From ca42926a79c13136b20518bef518789f8b8793d7 Mon Sep 17 00:00:00 2001
From: lovebird <cgoflyn@gmail.com>
Date: Mon, 8 Jul 2024 20:32:10 +0200
Subject: [PATCH] Updating - extrusion/lydia-v4.8

---
 extrusion/lydia-v4.8/cad-report-Bare.json     |     1 +
 .../cad/Global-Lydia-v4.8-Bare.EASM           |   Bin 0 -> 2514451 bytes
 .../cad/Global-Lydia-v4.8-Bare.html           |  8367 +++++++++++++
 .../lydia-v4.8/cad/Global-Lydia-v4.8-Bare.jpg |     3 +
 .../cad/Global-Lydia-v4.8-Bare.json           |   149 +
 .../cad/Global-Lydia-v4.8-Bare.step           |     3 +
 .../cad/Global-Lydia-v4.8-Bare.tree.json      |  5733 +++++++++
 .../lydia-v4.8/cad/Global-Lydia-v4.8-Bare.x_t |     3 +
 .../lydia-v4.8/cad/Global-Lydia-v4.8.EASM     |   Bin 2514223 -> 2514129 bytes
 .../lydia-v4.8/cad/Global-Lydia-v4.8.SLDASM   |     4 +-
 .../lydia-v4.8/cad/Global-Lydia-v4.8.json     |   128 +-
 .../lydia-v4.8/cad/Global-Lydia-v4.8.step     |     4 +-
 .../cad/Global-Lydia-v4.8.tree.json           | 10052 ++++++++--------
 .../lydia-v4.8/cad/Global-Lydia-v4.8.x_t      |     2 +-
 .../cad/framework/1000_Framework.SLDASM       |     4 +-
 .../722_GroundPlate_x1_12mm_FERRO.SLDPRT      |     4 +-
 .../lydia-v4.8/cad/global-lydia-v4.8.html     |     2 +-
 17 files changed, 19359 insertions(+), 5100 deletions(-)
 create mode 100644 extrusion/lydia-v4.8/cad-report-Bare.json
 create mode 100644 extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.EASM
 create mode 100644 extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.html
 create mode 100644 extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.jpg
 create mode 100644 extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.json
 create mode 100644 extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.step
 create mode 100644 extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.tree.json
 create mode 100644 extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.x_t

diff --git a/extrusion/lydia-v4.8/cad-report-Bare.json b/extrusion/lydia-v4.8/cad-report-Bare.json
new file mode 100644
index 000000000..0637a088a
--- /dev/null
+++ b/extrusion/lydia-v4.8/cad-report-Bare.json
@@ -0,0 +1 @@
+[]
\ No newline at end of file
diff --git a/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.EASM b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.EASM
new file mode 100644
index 0000000000000000000000000000000000000000..ee7655da0a5527e0dfd12f28dc29ab2088c648f5
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diff --git a/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.html b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.html
new file mode 100644
index 000000000..774123f36
--- /dev/null
+++ b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.html
@@ -0,0 +1,8367 @@
+<!DOCTYPE html>
+<html lang="en">
+<head>
+    <style>
+        html {
+            height: 100%;
+            width: inherit;
+            margin: 0px;
+        }
+
+        body {
+            box-sizing: border-box;
+            height: inherit;
+            width: inherit;
+            margin: 0px;
+            overflow: hidden;
+        }
+body {
+    position: relative;
+}
+
+.edrawings-hr {
+    margin-top: 7px;
+    margin-bottom: 7px;
+
+    border-top-width: 1px;
+    border-top-style: solid;
+    border-top-color: gray;
+}
+
+.edrawings-viewer-regular {
+    box-sizing: border-box;
+    position: relative;
+
+    border: 0;
+    border-style: dashed;
+
+    padding: 0;
+
+    width: 100%;
+    height: 100%;
+
+    stroke: lightgray;
+    visibility: visible;
+    background-color: white;
+}
+
+.edrawings-viewer-timeout {
+    position: relative;
+
+    padding: 0;
+
+    width: 100%;
+    height: 100%;
+
+    opacity: 0.5;
+
+    -webkit-filter: blur(5px);
+    -moz-filter: blur(5px);
+    -o-filter: blur(5px);
+    -ms-filter: 'alpha(opacity=0)';
+    filter: blur(5px);
+}
+
+.edrawings-viewer-ondrop {
+    box-sizing: border-box;
+    position: relative;
+
+    border: 10px;
+    border-color: gray;
+    border-radius: 15px;
+    border-width: 10px;
+    border-style: dashed;
+
+    padding: 0;
+
+    width: 100%;
+    height: 100%;
+
+    stroke: gray;
+    opacity: 0.5;
+
+    -webkit-filter: blur(5px);
+    -moz-filter: blur(5px);
+    -o-filter: blur(5px);
+    -ms-filter: 'alpha(opacity=0)';
+    filter: blur(5px);
+}
+
+.edrawings-viewer-dropsuccess {
+    box-sizing: border-box;
+    position: relative;
+
+    border: 3px;
+    border-color: green;
+    border-style: dashed;
+
+    padding: 0;
+
+    width: 100%;
+    height: 100%;
+
+    stroke: green;
+    visibility: visible;
+}
+
+.edrawings-viewer-dropfail {
+    box-sizing: border-box;
+    position: relative;
+
+    border: 3px;
+    border-color: red;
+    border-style: dashed;
+
+    padding: 0;
+
+    width: 100%;
+    height: 100%;
+
+    stroke: red;
+    visibility: visible;
+}
+
+#edrawings-viewer {
+    box-sizing: border-box;
+    position: relative;
+    padding: 0;
+    width: 100%;
+    height: 100%;
+    overflow: hidden;
+    -ms-touch-action: none;
+}
+
+.edrawings-drop-title {
+    margin-left: auto;
+    margin-right: auto;
+
+    border: none;
+    border-radius: 5px;
+    border-color: gray;
+    border-width: 3px;
+
+    width: inherit;
+    height: inherit;
+
+    align-content: stretch;
+
+    font-family: "Arial";
+    font-size: 30px;
+
+    text-decoration-color: lightgray;
+    text-emphasis-color: lightgray;
+    text-align: center;
+
+    vertical-align: middle;
+}
+
+.edrawings-canvas-border {
+    border: solid 1px #969696;
+}
+
+#edrawings-canvas {
+    box-sizing: border-box;
+    position: absolute;
+    margin: 0;
+    padding: 0;
+    width: 100%;
+    height: 100%;
+}
+
+#edrawings-logo {
+    z-index: 100;
+
+    top: 1px;
+    left: 10px;
+
+    margin-top: 2px;
+    height: 40px;
+    width: 44px;
+
+    vertical-align: middle;
+}
+
+.edrawings-disabled {
+    background-color: #969696;
+}
+
+#edrawings-backtolist {
+    z-index: 100;
+    position: absolute;
+
+    top: 10px;
+    right: 10px;
+
+    cursor: pointer;
+}
+
+.edrawings-list-selected {
+    color: black;
+    background-color: rgba(149, 211, 11, 0.5);
+}
+
+.edrawings-button-links {
+    text-indent: 50px;
+    font-family: Arial;
+    font-size: 16px;
+    line-height: 30px;
+}
+
+.edrawings-list-title {
+    display: block;
+    top: 70%;
+
+    text-decoration-color: rgb(160,160,160);
+    font-family: "Book Antiqua", "Palatino Linotype", Georgia, serif;
+    font-size: 25px;
+}
+
+.edrawings-view-orientation {
+    width: 180px;
+}
+
+.edrawings-bar {
+    height: 44px;
+    color: rgb(66,66,66);
+}
+
+.edrawings-top-bar {
+    position: absolute;
+    z-index: 100;
+
+    width: 100%;
+    text-align: center;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-top-bar {
+    width: 100%;
+}
+
+#edrawings-top-bar-content {
+    position: absolute;
+    z-index: 100;
+
+    width: 100%;
+    height: 50px;
+
+    /* consolidate the alpha value 0.8 */
+    background-color: rgba(255, 255, 255, 0.8);
+
+    /* The children are inline-block.  Use font-size to control the gap between inline-block children */
+    font-size: 2px;
+    line-height: 50px;
+    vertical-align: middle;
+}
+
+#edrawings-top-bar.edrawings-out-of-view #edrawings-top-bar-content,
+#edrawings-top-bar-content.edrawings-out-of-view {
+    top: -10000px;
+}
+
+.edrawings-top-bar-left {
+    display: inline-block;
+    z-index: 100;
+
+    /* IE has no support of unset */
+    /* font-size: unset;*/
+    font-size: medium; /* default is either medium or 16px */
+
+    text-align: right;
+    vertical-align: inherit;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-tool-bar {
+    position: absolute;
+    z-index: 100;
+
+    left: 0px;
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px); */
+
+    /* bottom gap */
+    padding: 0px;
+    padding-bottom: 2px;
+
+    width: auto;
+    height: 100%;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    /* consolidate the alpha value 0.8 */
+    background-color: rgba(255, 255, 255, 0.8);
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+.edrawings-tool-bar.edrawings-out-of-view {
+    left: -10000px;
+}
+
+.edrawings-bottom-centered-icons {
+    display: block; /* inline-block; */
+    position: relative;
+
+    left: 0;
+    top: 0;
+
+    width: 50px;
+    height: 100%;
+
+    text-align: center;
+}
+
+.edrawings-bottom-centered-icons .edrawings-arrow-wrapper {
+    display: none;
+    width: inherit;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-bar-content {
+    display: block;
+}
+
+.edrawings-tool-bar.edrawings-collided {
+    /* Keep 3 arrows visible + gap with bottom-bar */
+    /* top-arrow height + top-arrow padding + bottom-arrow padding + bottom-arrow height + gap height with bottom-bar */
+    min-height: calc((10px + 10px) + (10px + 10px) + 2px);
+    min-height: -o-calc((10px + 10px) + (10px + 10px) + 2px);
+    min-height: -webkit-calc((10px + 10px) + (10px + 10px) + 2px);
+    min-height: -moz-calc((10px + 10px) + (10px + 10px) + 2px);
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper {
+    display: block;
+    position: relative;
+    margin-left: 1px;
+
+    padding-top: 2px;
+    padding-bottom: 8px;
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper:nth-child(2) {
+    position: absolute;
+    bottom: 0px;
+
+    padding-top: 8px;
+    padding-bottom: 2px;
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-tool-bar-content {
+    position: absolute;
+
+    /* top-arrow height + top-arrow padding */
+    top: calc(10px + 10px);
+    top: -o-calc(10px + 10px);
+    top: -webkit-calc(10px + 10px);
+    top: -moz-calc(10px + 10px);
+
+    /* Keep 2 arrows visible */
+    /* 100% - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    height: calc(100% - (10px + 10px) - (10px + 10px));
+    height: -o-calc(100% - (10px + 10px) - (10px + 10px));
+    height: -webkit-calc(100% - (10px + 10px) - (10px + 10px));
+    height: -moz-calc(100% - (10px + 10px) - (10px + 10px));
+
+    overflow-x: hidden;
+    overflow-y: hidden;
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(1) ~ .edrawings-tool-bar-content {
+    /* top-arrow height + top-arrow padding */
+    top: 0px;
+
+    /* 100% - (bottom-arrow padding + bottom-arrow height) */
+    height: calc(100% - (10px + 10px));
+    height: -o-calc(100% - (10px + 10px));
+    height: -webkit-calc(100% - (10px + 10px));
+    height: -moz-calc(100% - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(2) ~ .edrawings-tool-bar-content {
+    /* 100% - (top-arrow height + top-arrow padding) */
+    height: calc(100% - (10px + 10px));
+    height: -o-calc(100% - (10px + 10px));
+    height: -webkit-calc(100% - (10px + 10px));
+    height: -moz-calc(100% - (10px + 10px));
+}
+
+.edrawings-icon-set {
+    position: absolute;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-icon-set.right {
+    right: 1px;
+}
+
+.edrawings-icon-set.left {
+    left: 1px;
+}
+
+.edrawings-icon-set.center {
+    left: 160px;
+}
+
+.edrawings-icon-set.label {
+    right: 40px;
+    
+    text-align: center;
+    font-family: sans-serif;
+
+    white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-sheets-control {
+    display: inline-block;
+
+    margin: 0;
+
+    border-color: gray;
+    border-style: solid;
+    border-width: 1px;
+
+    width: 44px;
+
+    text-align: center;
+    line-height: 48px;
+}
+
+.edrawings-sheets-wrap {
+    display: block;
+
+    text-align: center;
+    float: left;
+}
+
+.edrawings-sheets-arrow {
+    display: inline-block;
+
+    height: 35px;
+
+    cursor: pointer;
+    vertical-align: middle;
+}
+
+#edrawings-sheets-index {
+    display: inline-block;
+    width: 40px;
+
+    font-family: Arial, "Helvetica Neue", Helvetica, sans-serif;
+    font-weight: bold;
+
+    vertical-align: middle;
+    text-align: right;
+}
+
+#edrawings-sheets-number {
+    display: inline-block;
+    width: 60px;
+
+    font-family: Arial, "Helvetica Neue", Helvetica, sans-serif;
+    font-weight: bold;
+
+    vertical-align: middle;
+    white-space: pre;
+}
+
+#edrawings-sheets-name {
+    display: inline-block;
+    width: 60px;
+
+    font-family: Arial, "Helvetica Neue", Helvetica, sans-serif;
+    font-weight: bold;
+
+    vertical-align: middle;
+    white-space: pre;
+}
+
+.edrawings-tool-button {
+    display: none;
+
+    float: none; /* left; */
+    text-align: center;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-icon {
+    width: 40px;
+    height: 40px;
+
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+/* Override for buttons used to invoke some plugin.  Initially set so the
+ * button doesn't display.  The plugin will remove this when it loads. */
+.edrawings-icon-plugin {
+    display: none !important;
+}
+
+.edrawings-help-icon {
+    width: auto;
+    height: auto;
+}
+
+.edrawings-tree-button {
+    display: inline-block;
+
+    margin: 0 1px 0 1px;
+
+    -webkit-border-radius: 0;
+    border-radius: 0;
+
+    padding: 1px 1px 1px 1px;
+
+    width: 72px;
+    height: 75px;
+
+    background-color: rgb(192, 192, 192);
+
+    text-align: center;
+
+    -moz-appearance: button; /* Firefox */
+    -webkit-appearance: none; /* Safari and Chrome */
+    -ms-appearance: button;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-tree-button:hover {
+    -moz-box-shadow: 0 0 1px #000;
+    -webkit-box-shadow: 0 0 1px #000;
+    -ms-box-shadow: 0 0 1px #000; 
+    box-shadow: 0 0 1px #000; 
+}
+
+.edrawings-hud-icon {
+    height: 40px;
+
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-dd-icon {
+    height: 40px;
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-tree-icon {
+    display: inline-block;
+
+    width: 40px;
+    height: 40px;
+
+    align-content: stretch;
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+
+    pointer-events: none;
+}
+
+.edrawings-tree-icon-small {
+    width: 30px;
+    height: 30px;
+
+    align-content: stretch;
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+
+    pointer-events: none;
+}
+
+.edrawings-component-tree-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-sheet-tree-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-layer-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-configurations-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAUklEQVR4AWMYIWAUjIK0/yAI5zUAeQjYQA0DG6jgQlRXobtymBqICMPBayACDFIDKQajBhJO8lQxkEwX4obossPKQGwyg9dABKC9gSMDjIJRAAD/Xkq3wBMe1wAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAAAAACpleexAAAAAnRSTlMAAHaTzTgAAAAqSURBVHgBYxgkYBSkQcCoQsoDD86gXCGUQWWFYD71FBJWhACjCgcAjAIA9ApZp1n0r6IAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-up-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAHlJREFUeNpiYBgFdAFpaWkGIEyMWkZiDANS+6Fcx1mzZl0g20AkwwSgQh8IGcpIgmEMxBjKSILLGIhxKSOx3oSyCXqfkZQwIyZMGUmNAELqGMmJTXzqmbCoJ5g0oHKOaJGlAGIwoSl4QEzixWJoIpC/YbRMGaQAIMAAtThb6yHjpQ0AAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-down-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-measure-icon {
+    background-image: 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+}
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+    background-repeat: no-repeat;
+}
+
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+    background-repeat: no-repeat;
+}
+
+.edrawings-logo-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-reset-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAbklEQVR4Ae3S1QGAMBADUEa4KbNWR2CU26j6hUvdEqgB74tlZma4QNm2AIKwmlIcUIDAbsXB5IZj03Byw5FpOLnhxBaPwSnTLRnOBZJHLpA8csHknrsnf4D33Ibk37/1fTev9QluTioGJzhWZmY0NQRDvwgtG/kAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-zoomtofit-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-settings-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-display-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-help-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-xy-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAOVBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayjpaiPkJJyc3N+f4BqamqqJyNyAAAADHRSTlMAn2CAMM/vjxDfQL8Um++KAAAAiklEQVR42u3SOQrEMAxAUcl7Mt/Z7n/YAafxgAXuUkx+J3igQpK3p4p4YjcnZ8AAhG7mUkNmcj+yHbEMocf/wFrPFOZg3RG7HtYxVJ2DCjoDFUCnVoPIP0I3Bx24ATRluF+YvUFbqr9fOKSzQVPiRdspSzw2xOoDfgXWdv7LhArkBcdS2oIkbw/1BfJICJSB8ppdAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-yz-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAANlBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax+f4Byc3OPkJKjpahqamoZp5c7AAAAC3RSTlMAYJ+AMM/vEI8gv5CbchoAAACESURBVHgB7co1goRAAEXB187sR+9/WCTCoaPRrbj490omMgtyChyynZh5SZ4DKdStmFGo4ICPVVmKGU6OA2rKzFjOcZYVrc2LVrI50WpkMyJI8HPRZMbxmdPYCI3wh2+OVfTgFXD2/KG2DgkeMSaczh/qLJCCPFP840w0TDSaoiz/XmkAIxQH1+Tt7LAAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-xz-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAATlBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayfoaNqamp+f4CLjI12d3iTlJajpahubm9RPhSbAAAAEHRSTlMAEO/fcGCfIL9Qz4+vMIBAyBlmdwAAAKpJREFUeAHt0FVixDAMBNCRzJBksrz3v2iZW6XM78dsAT7MPxEskgwZVUdBFlgCo/KURgZYOkkXgiPZYVGy4VQj1Q7dWXGqsgcsKAlIBSaewoVKz4onDazXM3LAU5Kq4FI0ypZ688lEcnpGjuIY6ATvQrxzXrAkRd3t9zuNCZaS15vVfGq1WedixDxuD/Olw/b4RAbtNOZ8x2kG7S0X7dBmMW9oj9Hwr/LvBNYsC8+9SE3LAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-flip-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAS1BMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayPkJJ2d3iTlJZubm9+f4CbnJ+HiImfoaOjpahqamrhCtCDAAAADXRSTlMAML+fIBBg79+vUM+ARJfGnQAAAJ9JREFUeF7t0DkSg0AMRNHZYBhMi325/0kNXQQOwCLCDvjxK5Uk8wc92QQke8FFrEVdJrgQHJIKgWBMAHRIcg16sJc+0dNlKqSkU6HxdCpkd8PSAa7UVJYXXQ3UXZF/OyVUsWlFAJG2iVU4YdajH0QI14Ye3h45h3ESBgibRrgDuG03y0fztunJvQuH7uMW3q6suS+oHb6frL+ST/xtT28xMwnaHjgv3AAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-normal-to-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAASFBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax2d3hubm9+f4CTlJaPkJKbnJ+HiImfoaOjpahqampsauumAAAADHRSTlMAnxDfv2BQzyCA7zAE/YYWAAAAhklEQVR4Xu2RuQ6EQAxDGQgsh819/P+frlyMtAVspqOZVz9FtlO8Tqb8hEQPCIlekilPZln4AJ6RRZ/GAGvcB9bVtALrVNX/XtN2/biQALmMfdc+aEPAvJESSXKbEYY7z7AfZBTFscNuRKU7+cOppA99Lx2N5y51d2LGgF7xWNmdUiO+TOYLQsAIN34iDksAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-show-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-capping-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAA/0lEQVR4Ae2WNVrEUBRGswSWwpLSoFVocJcGLXF3lw2wABxGq6lweRUV+n6cuOs933fG5SSTzH0CQRAEESNKS0s3uW8uyLyIG5CkqseZucWjxeW1fTsOjYxlKioqnxHpdpyIDx6fnD61G4cNwwa2d3RdexH45oYNDY0MsV4F7uj4ZuYzEBdYoI4sFIHyY66nt7/wHRlEYN7MMYfIwAI7OrsuIL/dqnfMUSAF+hC4i0i5gQfW1NYxjL+W1rZrhMrFezB7A/2bQYjW7MXzXwsDKbBAE4qORh3NYpmIa2hsuuO3jwKfxXK/j1nEcYtCGchl3GIBhHHBKo8jCIIgCO95B4EAabVr8iggAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-ambient-occl-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-view-perspective-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAv0lEQVR4Ae3SN2HFMBRG4QvBEAxFBMLB08FhGp68hUAAiMAj8HrvvaZHGdMTl5vJOv/+SS5S4Xw+AmLcl22LchFbLnSov9sUhyuCGSwPDKl/4WxukICUZ1bUv+WSnCAxW/Y0f+JygRi6XBhS/5nLDBJieWZK/XcuO+h+nSXJD179OEfyf+C1Njgh1gRv2BJoggciET2whhXRA1PuMZpgnVRED8z+OTKCWX+XjKClK6IJ3mN0QSt5w/26UHy+6vUKl36Y+t8j6wgAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-top-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAFVBMVEUAAACnqaxmZmaLjI5mZmaanJ6HiImQnwxaAAAABHRSTlMAzGDfWLetXAAAAGRJREFUeNrt0jEOACEIRFFB2Psf2Vh9DRBLi3UaMplX0l7uRm1P7T4hHRhc99WplU58dc1KNyEOGNyEOGBw4rgC2h5tJQznH/D8PUA1DS1CFloGWWgpZKGlkIWWQtO0nb/n5WoGRVYCyHKZWfQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-bottom-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGJJREFUeNrt0jEOgEAQQlFkuf+ZjYYGJ9hauL+YDckrF7tvo7IXl6s6Kld1UK7qoFzVQbmqgx5rpoyocDz/gVRUIbWOO11niQXaGdoNaGdYHWRnWB1kZ1gdZGc4XP89u087AYU9AsErcYY9AAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-iso-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAABFUlEQVRIx+3VMYrCQBTGcY/gETyCFxmwtBwQ/qVnsLG3TZVuKpstBSGlTaq1CoJjE0UQRJGAQhiLxLA77sLEsCzLzvf1Px6veK/V8vH5n6GNRKORtJtjHUYcyUhJyTgyovM61iXEcGJDUnbDCUNItz7WIyLnwLrCHl1zICei545JNDd2rJ6wR1fsuKGRbqDBfDmbPafBuIJD5tb2PrbYZMLUHRQIBiguZKSfsJSMKzGKgKAeKBD0mbAv91ns7UxESFC2Nlh0zJKcnC2zimoECgRvvFtYQ1ARe/B3wbETOHMFJZo9E/rfgiERZ+fjUJ2vC4rBE6iIudY6X9aBnTOswCnJiwfWegFLFmi2DV/AjzwpH5+/mTucZKNXzpS9jQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-left-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGhJREFUeNrt0jEKADEIRFFj5v5nXlwWfkRMm2Iz3YdXiXZ3dq68jcvVuqm1XK0bWp2pdQFxwOIC4oDFDeEaqDy3Fo53MsRv4FRaC6f8K65eIC4KVyAuCldgOApXYDgKV6C8rf333B3dA9R7AsFLYzWAAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-right-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAFVBMVEUAAACnqaxmZmaLjI5mZmaanJ6HiImQnwxaAAAABHRSTlMAzGDfWLetXAAAAGtJREFUeNrt0jsKwCAURFE/k+x/yWGqqwwvbYp4Gxk4WIjt9G1Dey9uX6UbWtdU6ZpW11U6QxwwnCEOGK4JV0Bt2VVwP/qPIL/ncncJ/ercOL0S4rxwAXFeuIB2LFxAOxYuoEasAorsTp/2AOmRAshYQsZnAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-front-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAElBMVEUAAACnqaxmZmaho6aanJ5mZmaqrsCzAAAABHRSTlMAzGDfWLetXAAAAGhJREFUeNrt0jEKwCAQRNGJ+u9/5cAKC0OYtCnib2TgYSHq9G0D78X5im7gKzrhKzrhKzrhKzohX8/whiK8qrUP9Cc4145dhHPNvrFePcB2F9GJdgWjE+UaRifKNYxOlGv4cPn3nD7tBviOA4JNk8CMAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-back-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGdJREFUeNrt0jEOwCAMQ1ECvv+ZW6YPctKVoVhisPzEgGg3Z9O158MFGUBzXasbKl3T6kKlmxAHNDchDmiuCVdA7RlRwvdwo+JP0H+PQ17dmkEWmkMWWgpZaClkoaWQhZZDkelujuYBId4DDxYOWdcAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-face-normal-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAASFBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax2d3hubm9+f4CTlJaPkJKbnJ+HiImfoaOjpahqampsauumAAAADHRSTlMAnxDfv2BQzyCA7zAE/YYWAAAAhklEQVR4Xu2RuQ6EQAxDGQgsh819/P+frlyMtAVspqOZVz9FtlO8Tqb8hEQPCIlekilPZln4AJ6RRZ/GAGvcB9bVtALrVNX/XtN2/biQALmMfdc+aEPAvJESSXKbEYY7z7AfZBTFscNuRKU7+cOppA99Lx2N5y51d2LGgF7xWNmdUiO+TOYLQsAIN34iDksAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-shaded-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAd0lEQVR4Ae3UqQFDIRCE4W0wPaCmJxQN0AN1pIHch47hWJ2LB+PYf/wnRyxrweBQfuw5wh2x/7ijklwuoXA5j8LlFKRyClK5brD8mnLbwd3XFfilQAMDFwy4IfFA5YIIC4w9XD8Y8VKOBSrnRGhgL9f/Nk7Wy7Iqn6rCLmvdSsYAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-shaded-noedges-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAfElEQVR4Ae3MsRWBMRRHcbVWrc4IwApZAv4DQJcBVOCrMsA3ixlsIwu8c26OdHn39r+J53WZ9rqaL+u5m77mH8W2XOYg4zgIOQ5CjoOQo6C2GsxH5XowKJqfHXTwP/CheUuQchDkHAIT5wiYNMUYAGu5As4UzNeF6y/P+wEUsnm0iCPwyQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-hlrr-icon {
+    background-image: url(data:image/png;base64,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+    background-repeat: no-repeat;
+}
+
+.edrawings-hlrv-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-wireframe-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAcUlEQVR4Ae2UNxaAIBQEPaoV9z+BqTGu80NHWDPzdhrAaaTDjJS5rHSkdHEGuuMiFtbtz5VZUKdKxCydKBGzdVeJGYcXyqULCPlrCNsRxv82INTLmBkLdYUZC3WFGQhlhRkLdYUZCv8rxPJ/m/4yMrIBq4zf/wX11xQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-help-refresh-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-leftmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-single-swipe-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-pan-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-rightmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-double-swipe-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-zoom-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAAtCAYAAAA6GuKaAAAACXBIWXMAAAsSAAALEgHS3X78AAADJElEQVRYhe2YTWgTQRTH/zORQJRCTknAQ5IeCoaIQimUohItaokIgicPxV7Cu9lSPOmhIqIXKVZBmJ70VC+K1CRgQRsohJZS8KPspdA2B6FpCw2IBEoz46FbSNeazG7SLYX8bjtf78fwdvbNMqUUjhv8qAWc0JJ2i5a0W7Sk3aIlbRciukBEYbvzjkyaiJIAsgCm7IofibQp/A5AG4AO2BR3XdoivIct8RMNBPcDSAA4b+n6JoT4WGPqJQAfAIQAXDfbPgNYA9AP4Em92MxulUdEfinlMGNsiDHWVi6XF/f6PB7PKa/XG1VK/WaMjQohHtVYJwFg2ny8LITI6TrY2mkiikgp0wAiGxsbk/l8fnJra+tP9ZhwOByIx+O9gUBgJJVK3eacXxRClOzEqYd2ThORXyn1Y2dn52QulxvMZDITVmEAKBQK65lMZmJubm4IQFRKOWOmkvvSUspPlUqlnM1mHxQKhfV64w3DWJ6fn38IIKqUetmQpQUtaSJKcM4vGIYxdtDu/g/DMJaXlpbGGGP9RGR9YR2jJS2lvF8ulxcXFhZ+2g2Qz+dnt7e3V5RSw/b1DkZLmnN+o1gsfnEapFQqzSqlrjid/49PvQFEFAGAYrG44jTI2traIuf8tNP5VnR2OgLs5mezgjaKzjm9CgCxWKy9GeJENAXgqqV5mogA4JUQ4l69NerutBBiFQCCwWDUgSMAIBQKxaWUv8z1rmH3s21lREcY0D89MsFgsFdfcz9+v7+bMfZ171kI0Yf94iNCiMe66+meHs99Pl+8s7PzrL7qLj09Pd1erzfKGButbjfF38OmMGCjYEqlUjNSyo50Oj2o+4GJxWLtXV1dzxhjq+Pj4zE7YrXQ/oxzzm96PB5fMpl8Gg6HA/XGVwl7GWNniOhNQ6ZV2CpNq6u8zc3NelXeHaVUhTHmqep+K4QYcFXaFNetp18D6ANwzrJEw+K2pasholuocXMxS9IcmizekLQOhyF+6Bdb89aSAPDd0nXX6cvpym28hrgjXPuFcIC44/Q49Jy2Yub4gBDihdM1XJduBq2/pm7RknaLlrRbHEvpvyisYT+oEp1yAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-scrollmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-spread-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-zoomtofit-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-doubleclickmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-doubletap-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-animate-play-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsTAAALEwEAmpwYAAAFFmlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDAgNzkuMTYwNDUxLCAyMDE3LzA1LzA2LTAxOjA4OjIxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgKE1hY2ludG9zaCkiIHhtcDpDcmVhdGVEYXRlPSIyMDE4LTA0LTEyVDExOjAxOjM2LTA0OjAwIiB4bXA6TW9kaWZ5RGF0ZT0iMjAxOC0wNC0xM1QxMzoyNzoyMS0wNDowMCIgeG1wOk1ldGFkYXRhRGF0ZT0iMjAxOC0wNC0xM1QxMzoyNzoyMS0wNDowMCIgZGM6Zm9ybWF0PSJpbWFnZS9wbmciIHBob3Rvc2hvcDpDb2xvck1vZGU9IjMiIHBob3Rvc2hvcDpJQ0NQcm9maWxlPSJzUkdCIElFQzYxOTY2LTIuMSIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDozNDNkMWJlNi0wZGQxLTRhZmYtYTljNy1iMmVhMjZmMGZjYWMiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6MzQzZDFiZTYtMGRkMS00YWZmLWE5YzctYjJlYTI2ZjBmY2FjIiB4bXBNTTpPcmlnaW5hbERvY3VtZW50SUQ9InhtcC5kaWQ6MzQzZDFiZTYtMGRkMS00YWZmLWE5YzctYjJlYTI2ZjBmY2FjIj4gPHhtcE1NOkhpc3Rvcnk+IDxyZGY6U2VxPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0iY3JlYXRlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDozNDNkMWJlNi0wZGQxLTRhZmYtYTljNy1iMmVhMjZmMGZjYWMiIHN0RXZ0OndoZW49IjIwMTgtMDQtMTJUMTE6MDE6MzYtMDQ6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBDQyAoTWFjaW50b3NoKSIvPiA8L3JkZjpTZXE+IDwveG1wTU06SGlzdG9yeT4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz5dbdeWAAAB6klEQVRYhe2XwW3jQAxFn4IUsCW4BLmDSQWJK9j4wuvCFWxSgZErL95UEKeCqAOrBJWwHTiHoQ1BljTUyoGdhf7JgDicJw7F+c72+z3XrJtLA6Q0AY7VBDhWE+BYXT3gbSogy7LOZyISgJ9AAGaNxxVQAC+qWrat91wSWSqoDVBEZsDGwErg3WDqCsA9kNuzpapWXw4oIg8GVwErVW2CNeMDsCZWeKmq2yGAg3rQ4N6ALXCXggOwmDtb82Y53HJX0I51B2xVdTlkk4NEZAM8AHNVrc5dweOxtmy8E5HckWNlOTbeTV2Atnkg9tzflpAc2InIU18eW7sCgvXmeQCBX0Dp6LnfqWpajpI4npLyAgbiKPEoJ13Nd8uZlBdwxumcS6mvmgWng71VSUAR+TGEqqEcR2/26erv4iRgx1frVUmceU//miBpFkwVsamLAbmfe8CC5UzKe8QF8eL3qCRdtXucL+sFfAVyx3B9VtV5l72Co3nIgRfPxi5AG64FsO74qkscvWZr10DR9xJ1eXsQYEk0C2v7fZSqzp05DrbLGz/MD9bs1h+67+UT1Sr3CCwOnvDsftASL4iW6cNz4VvMh61Z1A2rR/+f5W+A5kSnE+j+0/Ta5YLOAnhpff+7+NKaAMdqAhyrCXCsPgFXbt3qxjO6TQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-animate-pause-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-modelview-panel-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAAOklEQVRYw+3RsQkAIBADQKfNHG6ujYVYPyJ4B6nSBNIaAABwSZKeZKz0iq564NhT0X038O2LAQCAwwRu3mM9TFEHdQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-logo-text-icon {
+    background-image: 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); 
+    background-repeat: no-repeat;
+    width: 296px;
+    height: 65px;
+}
+
+.edrawings-settings-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-close-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABGdBTUEAALGPC/xhBQAAAORJREFUOBHtU8sRgyAQFQ96SztpIEkF6YET1Xiyh1SQpAHbyQ0OkH0Ko1kWZ6JXd0aBfW8f+9GqOmxvBxQX0Fq/yeebprl3XffhOM7GmJNz7kHbuu/7y5JTLw9x70MIV2vtE4Echw8YOIR5jmeCyIxIAz1nLprEgIETubSdLSsZEA9s2/YGPy6gZRSDT2qJKIhgLgof2aoYCEVBgEwUrqGUGUBY1sPJvf1dzJBlhyHBtpXMxXYNRRJL01zDpgKEHsY/QCwNwjHb8TuN3KQ1rtJQaqXUqzTNJAoOKUjxPxcch/878AW3ko4SQvOwSQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-search-cancel-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABGdBTUEAALGPC/xhBQAAAORJREFUOBHtU8sRgyAQFQ96SztpIEkF6YET1Xiyh1SQpAHbyQ0OkH0Ko1kWZ6JXd0aBfW8f+9GqOmxvBxQX0Fq/yeebprl3XffhOM7GmJNz7kHbuu/7y5JTLw9x70MIV2vtE4Echw8YOIR5jmeCyIxIAz1nLprEgIETubSdLSsZEA9s2/YGPy6gZRSDT2qJKIhgLgof2aoYCEVBgEwUrqGUGUBY1sPJvf1dzJBlhyHBtpXMxXYNRRJL01zDpgKEHsY/QCwNwjHb8TuN3KQ1rtJQaqXUqzTNJAoOKUjxPxcch/878AW3ko4SQvOwSQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-invisible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAwklEQVR4Ae3TSbHGIBAE4CcBCUhAUk6tAwdIiAQkRQISsqeLP+tUhncKfcr6VbP91Xw0NTBoENGjhS1FRTRwaNUoEnp4GN5bJYo+B+AQ0KFTDB89W8WZCnCvmrJNz6H2vwAMPHokGea3Nuj5rGcrly1ULwPZJgc51IUyfCoB2WYH7hExyDapIMj8FwhbFgz5QvFQyhfl5CkXSr5t9m12eb1tzo+WYlH2qAYUoCpwj+rBPbrfNklMCLYN11qPkqqp+UwGB/PZo0yUDCQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-transparent {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-invisible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAyUlEQVR4Ae3URwGEMBCF4ZUQCUgYSZx+HTiIBCQgaSUgYba/bfThRoYL9Ut74VSq1EGLRE2H01LtRXXUGG0YpcdpSLqu7mjeDvpnrzAy5+vhAVC96u5Uxh53V5Z64xqqY3q2FqR59QYfQtaD/pq3/cDHvLW7gYpI/49gONVqcOCeYqNdEwMVGwVc6CYwfwMkGpx+ITjUsnplH/vbF4HqzTD6oNKq9R6eo2CAEBoHh9E4OIzGwAEUf//LFZsQ6h+xSQFwIDbHqVKlLj7wxnPfv/GjAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-transparent {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsSAAALEgHS3X78AAAC7ElEQVRYhe3YT2vTYBwH8CdN0uCWNM0gzLEuNRkUGVocvayepuw8Bh50J0+a0nfgK/AdBHIcCnoU75uLG4iwlLFJEaG1usI6ypbaBM1amkeezUDZoeYfZYd8L4EmzfMhz+/3PGkxCCG4zklca10MjCAxMGxiYNhceyARxU1kWU4DANZIknza7/eXcRx/OxgMXqiq2gh778A7yVUUwzD1qampn6lU6rTZbN41DCMXBTQwsFQqORBCbHp6+oskSXvJZLI3fN6yLKZerxf+QT8pinI/yDiBpxjhKIoyT05O7ti2nRVF8QPLsi10rt1uz7darUXTNLlEIgEhhMWg44SqwaWlpTftdvtmrVZ7sL+/v0rTdM+2bdJxHEBRlCEIwtbc3FxN07TnYwHKsnwPx/EShHDN/Yzn+RbP8xfQarW6KknSJkIFBQUClsvlTQhhniAIIp1ON2dmZnYPDw8fDV+DoOgYJc4zEEL4EE0bwzBmJpOpsyx7GiViVDwBEW5hYeG9W2ssy5rjAnreSdAUoqZAUNu2AYZhnr53dHQ0Dy7r91YQoO8udpvif6jj4+PF8/NztMyg0vhlmub3crnse+GOZKtzgzA7OzvP0DGVShmiKG7xPH/RNEMLty9opC8LBEH8dhwHm5yctARB2HVxKDRNm7lcbo/n+cZgMHiCYVjd0z29Do6eABpk1DXFYvH18MKNmml2dvZzt9vNdDqdrGVZNyiK+sNx3FfDMG5HBsRxXNV1XeY47pskSfoo6PDCjaDVanUFoSYmJn4UCoUKTdMWuk7TNE9AT1OsKEoJACB2u92KruvrBwcHy+iJjvqO2/Xgckt8lc/nP7o4P/Fcg6igFUVZ9wsNG99NMm5o4C4eFzT0MuMH2uv1ko1GI1epVFYwDPNUj5H/eYS2NBzHX6K1DnU9eqPOZrPbZ2dngmmaEkmS2/1+fwMA8E5V1c7YgVehjuM8JghC84MaCzCqxD/cwyYGhk0MDJsYGCoAgL/QkqyRhiR6EQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-invisible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-inactive-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-inactive-invisible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-sheet-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-table-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-table-invisible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-list-option {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-select-face-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-edge-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-vertex-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-hole-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-point-to-point-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
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+    background-image: 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+}
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+}
+
+.edrawings-markup-bezier-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-markup-image-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-button-text {
+    margin: 0;
+    width: 69px;
+
+    font-size: 9px;
+    font-family: sans-serif;
+
+    overflow: auto;
+    word-wrap: break-word;
+    color: darkgray;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-button {
+    display: inline-block;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+.edrawings-hud-button.active-button {
+    margin-top: -1px;
+    border-color: rgba(140, 140, 140, 1.0);
+    border-top: 4px solid #b1cb52;
+    border-bottom-color: #f5f5f5;
+    background-color:  #f5f5f5;
+}
+
+#edrawings-button-zoomtofit.edrawings-hud-button.active-button {
+    border-bottom-color: rgba(140,140,140,1.0);
+}
+
+#edrawings-button-help.edrawings-hud-button.active-button {
+    border-bottom-color: rgba(140, 140, 140, 1.0);
+}
+
+.bottom-button {
+    display: inline-block;
+
+    margin-left: 5px;
+
+    border-width: 1px;
+    border-color: rgba(255, 0, 0, 0.0);
+    border-style: solid;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+.edrawings-tool-button.bottom-button {
+    margin: 0px 5px;
+}
+
+.edrawings-tool-button.active-button {
+    border-color: rgba(140, 140, 140, 1.0);
+    border-right-color: #f5f5f5;
+    background-color: #f5f5f5;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-button.bottom-button {
+    margin: 0px 2px;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-button.bottom-button.active-button {
+    margin: 0px;
+    border-left: 4px solid #b1cb52;
+    border-right-width: 1px;
+
+    width: 46px; /* calc(44px + 2px); */
+}
+
+#edrawings-button-reset.edrawings-tool-button {
+    /* Make this like edrawings-hud-button */
+    float: none;
+    display: inline-block;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+#edrawings-button-reset.edrawings-tool-button.active-button {
+    border-right-color: rgba(140, 140, 140, 1.0);
+}
+
+#edrawings-button-move.edrawings-tool-button.active-button {
+    border-right-color: rgba(140, 140, 140, 1.0);
+    border-right-width: 1px;
+}
+
+.bottom-menu-button {
+    margin-left: 0;
+    margin-right: 0;
+}
+
+.hud-menu-button {
+    border-style: solid;
+    border-width: 1px;
+    border-color: rgba(255,255,255, 0.0);
+
+    width: 40px;
+    height: 40px;
+
+    text-align: center;
+    line-height: 40px;
+}
+
+.hover-active-button:hover {
+    background-color:rgba(243, 243, 243, 1.0);
+
+    border-width: 1px;
+    border-color: rgba(140, 140, 140, 1);
+    border-style: solid;
+}
+
+.active-button { 
+
+    border-width: 1px;
+    border-color: rgba(183,183,183,1.0);
+    border-style: solid;
+}
+
+.state-on-button {
+
+    border-color: rgba(140, 140, 140, 1.0);
+    border-width: 1px;
+    border-style: solid;
+}
+
+#edrawings-file {
+    position: absolute;
+    z-index: 200;
+
+    width: 200px;
+}
+
+#edrawings-button-file-open {
+    height: 40px;
+    display: inline-block;
+}
+
+#edrawings-button-component-tree {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+
+   /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-button-configurations {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+
+   /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-menu {
+    z-index: 110;
+
+    margin: 0px;
+
+    border-color: rgba(140, 140, 140, 1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    padding: 0px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    overflow: auto;
+
+    background-color: #f5f5f5;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+    opacity: 0.9;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+.edrawings-hud-menu-table {
+    border: 0 solid black;
+    border-collapse: collapse;
+    border-spacing: 0 0;
+}
+
+.edrawings-on-state {
+    background-color: rgba(200, 200, 200, 0.8);
+}
+
+.item-text {
+    cursor: pointer;
+}
+
+.item-tree-text {
+    pointer-events: none;
+    display: inline-block;
+
+    width: calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -o-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -webkit-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -moz-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+
+    white-space: nowrap;
+    text-overflow: ellipsis;
+    overflow: hidden;
+
+    background: none;
+    cursor: pointer;
+    line-height: 40px;
+    vertical-align: middle;
+    text-align: left;
+
+    font-family: Arial;
+    font-size: 12px;
+    font-weight: bold;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-debug-menu #edrawings-debug-list.edrawings-submenu-list .item-tree-text,
+.item-tree-text.edrawings-root {
+    width: calc(100% - (5px + 15px) - 40px - 10px);
+    width: -o-calc(100% - (5px + 15px) - 40px - 10px);
+    width: -webkit-calc(100% - (5px + 15px) - 40px - 10px);
+    width: -moz-calc(100% - (5px + 15px) - 40px - 10px);
+}
+
+.edrawings-submenu {
+    z-index: 99;
+    left: 50px; /* calc(0px + 50px); */
+
+    margin: 0px;
+
+    border-color: rgba(140,140,140,1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    padding: 0px;
+
+}
+
+#edrawings-left-bar.edrawings-out-of-view ~ .edrawings-submenu {
+    left: -9950px; /* calc(-10000px + 50px); */
+}
+
+.edrawings-menu-header {
+    padding: 0;
+
+    width: 100%;
+    height: 41px;
+    line-height: 41px;
+}
+
+.edrawings-menu-title {
+    display: inline-block;
+    position: relative;
+
+    margin-left: 10px;
+    margin-right: 10px;
+
+    width: auto;
+
+    font-family: "Segoe UI";
+    font-size: 17px;
+    font-weight: 600;
+
+    text-align: left;
+    color: #333333;
+}
+
+.edrawings-menu-setting {
+    right: 34px;
+    visibility: hidden;
+}
+
+.edrawings-hud-menu-close, .edrawings-menu-close {
+    right: 10px;
+}
+
+.edrawings-menu-icon {
+    position: absolute;
+
+    top: 11px;
+
+    padding: 0;
+
+    width: 20px;
+    height: 20px;
+}
+
+.edrawings-menu-head-button {
+    width: 20px;
+}
+
+.edrawings-submenu-list {
+    position: relative;
+    margin-right: 2px;
+    margin-left: 2px;
+
+    width: calc(100% - (2 * 2px));
+    width: -o-calc(100% - (2 * 2px));
+    width: -webkit-calc(100% - (2 * 2px));
+    width: -moz-calc(100% - (2 * 2px));
+
+    /* calc(100% - edrawings-menu-header height) */
+    height: calc(100% - 41px);
+    height: -o-calc(100% - 41px);
+    height: -webkit-calc(100% - 41px);
+    height: -moz-calc(100% - 41px);
+
+    overflow: auto;
+}
+
+#edrawings-component-tree-menu .component-search {
+    position: relative;
+
+    padding-left: 3px;
+    padding-right: 3px;
+    padding-top: 3px;
+    padding-bottom: 3px;
+
+    width: calc(100% - 12px);
+    width: -o-calc(100% - 12px);
+    width: -webkit-calc(100% - 12px);
+    width: -moz-calc(100% - 12px);
+
+    height: 30px;
+
+    background-color: rgb(192, 192, 192);
+}
+
+#edrawings-debug-menu .component-search {
+    position: relative;
+
+    padding-left: 3px;
+    padding-right: 3px;
+    padding-top: 3px;
+    padding-bottom: 3px;
+
+    width: calc(100% - 12px);
+    height: 30px;
+
+    background-color: rgb(192, 192, 192);
+}
+
+.edrawings-menu-search {
+    position: relative;
+
+    margin-left: 8px;
+    margin-right: 8px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+    border-color: #757575;
+
+    background-color: white;
+}
+
+#component-search-control {
+    position: absolute; 
+
+    bottom: 8px; 
+    right: 5px; 
+
+    height: 20px;
+}
+
+.edrawings-menu-search-icon {
+    display: inline-block;
+    position: absolute;
+
+    top: 0;
+    width: 34px;
+
+    color: rgb(100, 100, 100);
+    vertical-align: middle;
+}
+
+.edrawings-menu-search-input {
+    display: block;
+
+    right: 0;
+    left: 12px;
+
+    border: none;
+    outline: none;
+
+    /* padding-left: 35px; */
+    padding-left: 34px;
+
+    width: calc(100% - 12px - 34px);
+    width: -o-calc(100% - 12px - 34px);
+    width: -webkit-calc(100% - 12px - 34px);
+    width: -moz-calc(100% - 12px - 34px);
+
+    Height: 34px;
+    font-size: 11pt;
+}
+
+.edrawings-menu-search-input::-webkit-input-placeholder { 
+    /* Chrome/Opera/Safari */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input::-moz-placeholder { 
+    /* Firefox 19+ */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input:-ms-input-placeholder { 
+    /* IE 10+ */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input:-moz-placeholder { 
+    /* Firefox 18- */
+    color: lightgray;
+}
+
+.edrawings-menu-search-cancel {
+    position: absolute;
+
+    bottom: 12px;
+    right: 10px;
+
+    margin: 0;
+    padding: 0;
+
+    width: 15px;
+    height: 15px;
+
+    color: rgb(100, 100, 100);
+    cursor: default;
+}
+
+#edrawings-component-tree-menu .component-tools {
+    position: absolute;
+
+    bottom: 0;
+
+    padding-top: 5px;
+    padding-bottom: 5px;
+
+    width: 99%;
+    height: 75px;
+
+    background-color: rgb(192, 192, 192);
+
+    float: left;
+}
+
+.clearfix {
+    clear: both;
+}
+
+#edrawings-animations-menu {
+    display: none;
+    position: absolute;
+    z-index: 100;
+
+    left: 0;
+    bottom: 46px;
+
+    padding: 3px;
+
+    width: 140px;
+
+    color: darkgray;
+
+    font-family: sans-serif;
+    font-size: 12px;
+}
+
+/*=================================================================*/
+/* edrawings-menu CSS                                              */
+
+.edrawings-menu {
+    z-index: 99;
+
+    left: 50px; /* calc(0px + 50px); */
+
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px); */
+
+    /* (bottom gap + bottom-bar height) */
+    bottom: 52px; /* calc(2px + 50px); */
+
+    margin: 0 auto;
+    border: 1px solid rgba(140, 140, 140, 1.0);
+    padding: 0;
+
+    width: auto;
+    min-width: 321px;
+    max-width: 500px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    /* overflow-x: auto; */
+    overflow-x: hidden;
+    overflow-y: hidden;
+
+    color: darkgray;
+
+    font-family: sans-serif;
+    font-size: 12px;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-config-navigation {
+    top: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 50px));
+}
+
+#edrawings-left-bar.edrawings-out-of-view ~ .edrawings-menu {
+    left: -9950px; /* calc(-10000px + 50px); */
+}
+
+.edrawings-submenu.edrawings-collapsible,
+.edrawings-menu.edrawings-collapsible {
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+    background-color: transparent;
+    /* IE has no support of unset */
+    /* cursor: unset; */
+    cursor: default;
+}
+
+#edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* bottom: auto; */
+    /* height: auto; */
+    overflow-x: visible;
+    overflow-y: hidden;
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    z-index: 100;
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+
+    /* The width of the edrawings-menu-panel-arrow-collapse */
+    min-width: calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -o-calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -webkit-calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -moz-calc(16px + (2 * 1px) + (2 * 1px));
+
+    max-width: calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -o-calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -webkit-calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -moz-calc(16px + (2 * 1px) + (2 * 1px));
+
+    background-color: transparent;
+}
+
+.edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 50px; /* calc((50px + 0px) + 0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 0px; /* calc(0px + 0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-bar height + top gap) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed *:not(.edrawings-menu-panel-arrow-collapse),
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed *:not(.edrawings-menu-panel-arrow-collapse) {
+    display: none;
+}
+
+/* End edrawings-menu CSS                                          */
+/*=================================================================*/
+
+#edrawings-animations-menu .header {
+    margin-bottom: 3px;
+    padding-left: 3px;
+}
+
+.edrawings-on-state {
+    background-color: rgb(200, 200, 200);
+}
+
+.edrawings-submenu-list .edrawings-submenu-list-item {
+    position: relative;
+    width: 100%;
+    height: 40px;
+    line-height: 40px;
+
+    /* The children are inline-blocks.  Use font-size to control the gap width of the inline block. */
+    font-size: 0px;
+
+    vertical-align: middle;
+    color: #333333;
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-submenu-list .edrawings-submenu-list-item:first-child {
+    border-top: none;
+}
+
+.edrawings-submenu-list .debug-struct {
+    height: 30px;
+}
+
+.edrawings-submenu-list-item.hidden {
+    color: rgba(128, 128, 128, 0.6);
+}
+
+.edrawings-submenu-list-item-button {
+    display: inline-block;
+    position: absolute;
+    cursor: pointer;
+
+    top: 10px;
+    right: 10px;
+
+    width: 20px;
+    height: 20px;
+
+    vertical-align: middle;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-submenu-list-item-button.edrawings-root {
+    display: none;
+}
+
+.edrawings-hud-arrow {
+    display: inline-block;
+    position: relative;
+
+    top: -10px;
+    left: -5px;
+
+    border-style: solid;
+    border-width: 6.1px 3.5px 0 3.5px;
+    border-color: #2a2a2a transparent transparent transparent;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-tree-arrow-space-common {
+    display: inline-block;
+
+    margin: 0;
+    padding-left: 5px;
+
+    width: 15px;
+    height: 15px;
+
+    vertical-align: middle;
+}
+
+.edrawings-tree-arrow {
+    line-height: 15px;
+    background-color: rgba(255, 255, 255, 0);
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAANFJREFUOBHVUssRgjAQJY7hTAmWYAlYAh3EAzmbSvQMB9OBJUAHWoIlcCaH8HZkYWB28EwO2d97L7tJkmT3S0kTWGvfyGcxxqKu64+E4dyBHcGelFJNWZZGqE0pUaDv+wtOb4HKIPJER/eJsXLEERgzEm8Uk2AIofDed1wnK3bAgKqqHIhXxB06ydM0bbjGdlOAQVt2U4BGoDuAAL1IS3ezFjuuExQbYzKt9QtuTjHWA8/pfu5yFwXGWc+AdjjZgeyXtDkSBcbyF+S/H2mW2q03ANLBRIizuA/1AAAAAElFTkSuQmCC);
+    background-position-x: 50%;
+}
+
+.edrawings-tree-space {
+    background: none;
+}
+
+.edrawings-panel-initial-left-padding {
+}
+
+#edrawings-hud-controls-menu {
+    display: none;
+    position: absolute;
+    z-index: 100;
+
+    top: 37px;
+    left: 200px;
+
+    width: 42px;
+}
+
+/*=================================================================*/
+/* #edrawings-hud-shaded-menu CSS                                  */
+
+#edrawings-hud-shaded-menu {
+    padding: 2px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+}
+
+@-moz-document url-prefix() {
+    #edrawings-hud-view-settings-menu.edrawings-collided,
+    #edrawings-hud-shaded-menu.edrawings-collided {
+        /* Mozilla only. Add 17~22 px for the firefox vertical scrollbar */
+        padding-right: 18px;
+    }
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-hud-shaded-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+}
+
+/* End #edrawings-hud-shaded-menu CSS                              */
+/*=================================================================*/
+
+#edrawings-hud-help-menu {
+    position: fixed;
+    z-index: 100;
+
+    top: 50%;
+    left: 50%;
+
+    border-style: solid;
+    border-width: 1px;
+
+    width: 279px;
+
+
+    font-size: 13px;
+    font-family: Arial;
+
+    -webkit-transform: translate(-50%, -50%);
+    transform: translate(-50%, -50%);
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-version {
+    margin: 5px;
+    padding: 10px;
+}
+
+#sizer {
+    margin: 0 auto;
+
+    width: 279px;
+
+    background: #666666 repeat-x 0 0;
+
+    -webkit-border-radius: 10px;
+    -moz-border-radius: 10px;
+    -khtml-border-radius: 10px;
+    border-radius: 10px;
+
+    -webkit-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    -moz-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    -khtml-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    box-shadow: 0 5px 12px rgba(0,0,0,.4);
+}
+
+fieldset { 
+    border: 0; 
+
+    padding-bottom: 9px;
+}
+
+label, legend { 
+    display: block; 
+    cursor: pointer; 
+
+    line-height: 20px;  
+
+    text-shadow: 0 -1px 0 rgba(0,0,0,.2); 
+
+    font: 14px/18px 'HelveticaNeue-Light', 'Helvetica Neue', Arial, Helvetica, sans-serif; 
+    font-weight: bold; 
+    text-align: center; 
+
+    color: dark-gray;
+}
+
+/*=================================================================*/
+/* Section CSS                                                     */
+
+#edrawings-section-menu {
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px) */
+
+    border-color: rgba(140,140,140,1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    width: auto;
+    height: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-section-menu.edrawings-collapsible {
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+}
+
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collided {
+    height: 100%;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-section-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-section-menu table {
+    border-collapse: collapse;
+}
+
+/* End Section CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Explode CSS                                                     */
+
+#edrawings-explode-menu {
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px); */
+
+    width: 41px;
+
+    /* height of the slider
+       See #edrawings-explode-slider */
+    height: calc(170px + (2 * 15px) + (2 * 1px));
+    height: -o-calc(170px + (2 * 15px) + (2 * 1px));
+    height: -webkit-calc(170px + (2 * 15px) + (2 * 1px));
+    height: -moz-calc(170px + (2 * 15px) + (2 * 1px));
+
+    min-height: calc((2 * 15px) + (2 * 1px));
+    min-height: -o-calc((2 * 15px) + (2 * 1px));
+    min-height: -webkit-calc((2 * 15px) + (2 * 1px));
+    min-height: -moz-calc((2 * 15px) + (2 * 1px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+}
+
+#edrawings-explode-menu.edrawings-collapsible {
+    width: auto;
+
+    /* border height + height of the slider */
+    height: calc(2px + 170px + 30px + 2px);
+    height: -o-calc(2px + 170px + 30px + 2px);
+    height: -webkit-calc(2px + 170px + 30px + 2px);
+    height: -moz-calc(2px + 170px + 30px + 2px);
+
+    min-height: calc(2px + 30px + 2px);
+    min-height: -o-calc(2px + 30px + 2px);
+    min-height: -webkit-calc(2px + 30px + 2px);
+    min-height: -moz-calc(2px + 30px + 2px);
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-explode-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-explode-slider {
+    z-index: 100;
+
+    margin-top: 15px;
+    margin-bottom: 15px;
+    margin-left: 12px;
+    margin-right: 12px;
+
+    border: #c5c5c5 1px solid;
+    border-radius: 4px;
+
+    padding-left: 2px;
+
+    /* content-box, so minus margin and padding */
+    /* height: 170px; */
+    height: calc(100% - 2 * 15px - 2 * 1px);
+    height: -o-calc(100% - 2 * 15px - 2 * 1px);
+    height: -webkit-calc(100% - 2 * 15px - 2 * 1px);
+    height: -moz-calc(100% - 2 * 15px - 2 * 1px);
+
+    font-size: 18px; /* for some reason, the font size controls the width
+                         of the slider bar... */
+}
+
+/* Rail border */
+#edrawings-explode-slider {
+    border: #a2a2a2 1px solid;
+
+    background: #ffffff;
+}
+
+/* Add more padding to the arrow buttons. */
+.slide-bar-button {
+    display: none; /* off for 2019 release */
+
+    padding: 5px 0;
+}
+ 
+/* Darken slider handle */
+.ui-slider-handle {
+    border: 1px solid #aeaeae;
+    border-radius: 4px;
+
+    background: #aeaeae;
+}
+
+/* Center slider handle on rail. */
+.ui-slider-vertical .ui-slider-handle {
+    left: -0.2em; 
+}
+ 
+/* Slider handle hover colors */
+.ui-slider-handle .ui-state-hover {
+    border: 1px solid #c3c3c3; 
+    background: #c3c3c3; 
+}
+ 
+.ui-slider-range {
+    background: #cccccc;
+}
+
+.ui-dialog {
+    border-color: rgba(140,140,140,1.0);
+    border: 1px;
+    border-style: solid;
+
+    background-color: rgba(232, 232, 232, 1.0);
+    color: rgb(130,130,130);
+
+    font-family: sans-serif;
+    font-weight: normal;
+}
+
+.ui-dialog-buttonpane {
+    background-color: rgba(232, 232, 232, 1.0);
+}
+
+/* End Explode CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Measure CSS                                                     */
+
+#edrawings-measure-panel {
+    bottom: auto;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+
+    font-family: Arial;
+    font-size: 14px;
+
+    color: #5b5b5b;
+}
+
+#edrawings-measure-panel.edrawings-collapsible.edrawings-collapsed,
+#edrawings-measure-panel.edrawings-collapsible.edrawings-collided {
+    /* bottom: calc(2px + 50px); */
+    height: 100%;
+}
+
+#edrawings-measure-submenu-list {
+    position: relative;
+    margin: 10px;
+    padding: 2px;
+    min-height: 50px;
+    /* 100% - edrawings-menu-header - edrawings-measure-filters - edrawings-measure-unit - edrawings-measure-messages */
+    max-height: calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -o-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -webkit-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -moz-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    background-color: #FFFFFF;
+    -webkit-touch-callout: none;
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-measure-entities-remove {
+    display: inline-block;
+    position: absolute;
+    right: 10px;
+    vertical-align: middle;
+
+    /* cross.png (used by edrawings-close-icon) is 20x20 */
+    width: 20px;
+    height: 20px;
+}
+
+.edrawings-measure-entities-info {
+    display: inline-block;
+    pointer-events: none;
+}
+
+.edrawings-measure-entities-type {
+    pointer-events: none;
+    white-space: pre-wrap;
+}
+
+/* End Measure CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Markup CSS                                                      */
+
+#edrawings-markup-menu {
+    /* height: auto; */
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    font-family: Arial;
+    font-size: 15px;
+}
+
+/* End Markup CSS                                                  */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Debug CSS                                                       */
+
+#edrawings-debug-menu {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    font-size: 15px;
+    font-family: Arial;
+}
+
+#edrawings-console-debug-categories {
+    /* Copied from edrawings-menu-search-input */
+    display: block;
+    border: none;
+
+    width: calc(100% - 2px);
+    width: -o-calc(100% - 2px);
+    width: -webkit-calc(100% - 2px);
+    width: -moz-calc(100% - 2px);
+
+    Height: 34px;
+    font-size: 11pt;
+}
+
+/* End Debug CSS                                                   */
+/*=================================================================*/
+
+.edrawings-inactive {
+    pointer-events: none;
+}
+
+.edrawings-common-panel-props {
+    position: absolute;
+    box-shadow: none;
+
+    border: 1px solid gray;
+
+    cursor: pointer;
+    font-size: 14px;
+}
+
+/*=================================================================*/
+/* shortcut CSS                                                    */
+
+#edrawings-shortcut-menu {
+    background-color: rgba(255, 255, 255, 0.9);
+    z-index: 100;
+}
+
+.edrawings-shortcut-menu-text {
+    font-size: 12px;
+    font-family: Arial;
+    font-weight: bold;
+
+    color: rgb(130,130,130);
+    text-align: left;
+}
+
+.edrawings-shortcut-hide-show::before {
+    content: "Hide/Show";
+}
+
+.edrawings-shortcut-transp-solid::before {
+    content: "Transparent/Solid";
+}
+
+.edrawings-shortcut-isolate::before {
+    content: "Hide Others";
+}
+
+.edrawings-shortcut-show-all::before {
+    content: "Show All";
+}
+
+.edrawings-shortcut-measure-remove::before {
+    content: "Remove";
+}
+
+.edrawings-shortcut-measure-clear::before {
+    content: "Clear";
+}
+
+/* End shortcut CSS                                                */
+/*=================================================================*/
+
+#edrawings-preview-window {
+    box-shadow: none;
+    display: none;
+    position: absolute;
+    z-index: 1000;
+
+    border: 1px solid gray;
+
+    background-color: rgba(255, 255, 255, 0.9);
+
+    font-size: 14px;
+    cursor: pointer;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.inputfile {
+    position: absolute;
+    z-index: -1;
+
+    width: 0.1px;
+    height: 0.1px;
+
+    overflow: hidden;
+
+    opacity: 0;
+}
+
+.button {
+    border-color: rgb(100,100,100);
+    border-style: solid;
+    border-width: thin;
+
+    padding: 4px 12px 4px 12px;
+
+    background-color: #EEEEEE;
+    color: rgb(100,100,100);
+
+    font: 11px Arial;
+}
+
+.edrawings-bottom-label {
+    display: table-cell;
+
+    width: 90px;
+
+    color: darkgray;
+
+    font-size: 14px;
+    font-family: sans-serif;
+
+    white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    text-align: center;
+    vertical-align: middle;
+}
+
+#edrawings-custom-cursor-rotate {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/select3.png");
+}
+
+#edrawings-custom-cursor-pan {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/select2.png");
+}
+
+#edrawings-custom-cursor-zoom {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/zoom1.png");
+}
+
+.unselectable {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    cursor: default;
+}
+
+/* Required for jquery.ui.touch-punch.js.  Without this, touch doesn't work
+ * on IE/Edge
+ */
+.ui-draggable {
+    -ms-touch-action: none;
+    touch-action: none;
+}
+
+#edrawings-fileopen-background {
+    position: absolute;
+    pointer-events: none;
+
+    left: 0;
+    top: 0;
+
+    border-style: solid;
+    border-color: rgba(255,255,255,0);
+
+    width: 100%;
+    height: 100%;
+}
+
+#fileopen-group {
+    position: absolute;
+
+    top: 50%;
+    left: 50%;
+
+    margin-left: -175px;
+    margin-right: auto;
+    margin-top: -200px;
+    margin-bottom: auto;
+
+    width: 350px;
+    height: 400px;
+
+    color: rgb(120,120,120);
+
+    font-family: arial;
+    font-weight: bold;
+}
+
+.fileopen-block {
+    display: flex;
+
+    justify-content: center;
+
+    margin-top: 20px;
+    margin-bottom: 20px;
+}
+
+.fileopen-block-item {
+    align-self: center;
+}
+
+#fileopen-drop-block-background {
+    border-style: dashed;
+    border-radius: 10px;
+
+    height: 150px;
+}
+
+#edrawings-drop-block.edrawings-viewer-regular {
+    display: none;
+    position: absolute;
+    z-index: 10;
+
+    border-style: dashed;
+    border-radius: 10px;
+
+    width: 350px;
+    height: 150px;
+
+    background-color: rgba(255, 255, 255, 0.0);
+}
+
+#fileopen-drop-instr {
+    z-index: 50;
+}
+
+#edrawings-drop-block.edrawings-viewer-ondrop {
+    position: absolute;
+    z-index: 10;
+
+    top: 0;
+    left: 0;
+
+    margin: 5px;
+
+    border-style: dashed;
+    border-radius: 10px;
+
+    width: calc(100% - 20px);
+    width: -o-calc(100% - 20px);
+    width: -webkit-calc(100% - 20px);
+    width: -moz-calc(100% - 20px);
+
+    height: calc(100% - 20px);
+    height: -o-calc(100% - 20px);
+    height: -webkit-calc(100% - 20px);
+    height: -moz-calc(100% - 20px);
+
+    background: rgba(255,255,255,0.9);
+}
+
+#stream_viewer_link {
+    color: blue;
+    text-decoration: underline;
+}
+
+.fileopen-button-block {
+    pointer-events: all;
+}
+
+.edrawings-layer-checkbox-style {
+    display: inline-block;
+
+    margin-right: 10px;
+
+    line-height: 14px;
+
+    vertical-align: middle;
+
+    cursor: pointer;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.bottom-bar {
+    position: absolute;
+    z-index: 2;
+
+    bottom: 0;
+
+    width: 100%;
+    height: 50px;
+
+    /* consolidate the alpha value 0.8 */
+    background-color: rgba(255, 255, 255, 0.8);
+
+    white-space: nowrap;
+
+    /* The children are inline-blocks.  Use font-size to control the gap width of the inline block. */
+    font-size: 0px;
+}
+
+/*=================================================================*/
+/* #edrawings-config-tab-list CSS                                  */
+
+#edrawings-config-tab-list {
+    display: inline-block;
+
+    height: 100%;
+    line-height: 44px;
+
+    white-space: nowrap;
+    overflow-x: auto;
+    overflow-y: hidden;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-config-tab-list.edrawings-fullwidth {
+    width: 100%;
+}
+
+#edrawings-config-tab-list.edrawings-compressed {
+    /* 100% - (left-arrow width + left-arrow padding + 1px gap) - (1px gap + right-arrow padding + right-arrow width) - (rightmost icon and its padding) */
+    width: calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -o-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -webkit-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -moz-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+
+    overflow: hidden;
+}
+
+.bottom-bar.edrawings-compressed-tab-list.edrawings-removed-arrow-left:not(.edrawings-removed-arrow-right) #edrawings-config-tab-list.edrawings-compressed,
+.bottom-bar.edrawings-compressed-tab-list.edrawings-removed-arrow-right:not(.edrawings-removed-arrow-left) #edrawings-config-tab-list.edrawings-compressed {
+    /* 100% - (left-arrow width + left-arrow padding + 1px gap)/(1px gap + right-arrow padding + right-arrow width) - (rightmost icon and its padding) */
+    width: calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -o-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -webkit-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -moz-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+
+    overflow: hidden;
+}
+
+/* End #edrawings-config-tab-list CSS                              */
+/*=================================================================*/
+
+.bottom-bar:not(.edrawings-compressed-tab-list) .edrawings-arrow-wrapper {
+    display: none;
+
+    width: auto;
+    height: inherit;
+
+    background-color: rgba(100, 100, 100, 0.1);
+}
+
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper {
+    position: relative;
+
+    top: -2px;
+
+    border-bottom-color: lightgray;
+    border-bottom-style: solid;
+    border-bottom-width: 1px;
+    border-right: 1px solid white;
+
+    padding-left: 2px;
+    padding-right: 8px;
+
+    width: auto;
+    height: 44px; /* inherit; */
+
+    background-color: rgba(100, 100, 100, 0.1);
+
+    font-size: medium; /* Default value is either medium or 16px */
+}
+
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper:nth-child(4) {
+    border-left: 1px solid white;
+    /* IE has no support of unset */
+    /* border-right: unset; */
+    border-right-width: 0px;
+
+    padding-left: 8px;
+    /* IE has no support of unset */
+    /* padding-right: unset; */
+    padding-right: 2px;
+}
+
+#edrawings-config-tab-list:not(.edrawings-compressed) ~ .edrawings-sheets-control {
+    display: none;
+}
+
+.edrawings-config-tab {
+    display: inline-block;
+    position: relative;
+    z-index: 0;
+
+    border-top: none;
+
+    border-bottom-color: lightgray;
+    border-bottom-style: solid;
+    border-bottom-width: 1px;
+
+    border-right-color: lightgray;
+    border-right-style: solid;
+    border-right-width: 1px;
+
+    padding: 0 5px;
+
+    width: auto;
+    min-width: 76px;
+
+    height: 44px; /* 50px * .88 = 44px */
+
+    background-color: rgba(100, 100, 100, 0.1);
+
+    text-align: center;
+
+    font-size: medium; /* Default value is either medium or 16px */
+
+    cursor: default;
+}
+
+/* #edrawings-config-tab-list.edrawings-compressed .edrawings-config-tab {
+    height: 30px;
+} */
+
+.config-tab-text {
+    margin-left: 5px;
+    margin-right: 5px;
+
+    font-family: arial;
+    font-size: 14px;
+
+    pointer-events: none;
+}
+
+.active-modelview {
+    z-index: 0;
+    top: -2px;
+
+    margin-left: -1px;
+
+    border-top-color: white;
+    border-top-style: solid;
+    border-top-width: 1px;
+
+    border-left-color: rgba(140,140,140,1.0);
+    border-left-style: solid;
+    border-left-width: 1px;
+
+    border-right-color: rgba(140,140,140,1.0);
+    border-right-style: solid;
+    border-right-width: 1px;
+
+    border-color: rgba(140,140,140,1.0);
+
+    height: calc(88% + 2px); /* 50 * .88 = 44 */
+
+    background-color: white;
+}
+
+
+#edrawings-config-tab-list .edrawings-config-tab.active-modelview:first-child {
+    /* IE has no support of unset */
+    /* margin-left: unset; */
+    margin-left: 0px;
+}
+
+.edrawings-measure-unit {
+    margin: 10px;
+}
+
+.measure-unit-selector {
+    display: inline-block;
+
+    /* Substract width of measure-unit-item-name */
+    width: calc(100% - 90px);
+    width: -o-calc(100% - 90px);
+    width: -webkit-calc(100% - 90px);
+    width: -moz-calc(100% - 90px);
+
+    height: auto;
+
+    background-color: #FFFFFF;
+    vertical-align: middle;
+}
+
+.edrawings-measure-unit-item {
+    position: relative;
+
+    margin: 0px;
+
+    height: 30px;
+    line-height: 30px;
+}
+
+.measure-unit-item-name {
+    display: inline-block;
+    margin-left: 6px;
+    width: 80px;
+    
+    text-align: left;
+    vertical-align: middle;
+
+    /* white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis; */
+
+    font-family: Arial;
+    font-size: 14px;
+    font-weight: normal;
+}
+
+#edrawings-markup-view-list {
+    margin-left: 3px;
+    margin-right: 3px;
+    margin-top: 5px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+
+    min-height: 150px;
+    max-height: calc(100% - 45px);
+    max-height: -o-calc(100% - 45px);
+    max-height: -webkit-calc(100% - 45px);
+    max-height: -moz-calc(100% - 45px);
+
+    overflow: auto;
+
+    background-color: white;
+}
+
+.edrawings-markup-view-name {
+    pointer-events: none;
+}
+
+.markup-mode {
+    pointer-events: none;
+}
+
+.edrawings-icon.markup-mode {
+    margin: auto;
+}
+
+.markup-op {
+    pointer-events: none;
+}
+
+.edrawings-measure-messages {
+    margin: 10px;
+    border: rgb(140, 140, 140) 1px solid;
+    padding: 10px 6px;
+
+    min-height: 150px;
+    max-height: 200px;
+
+    overflow-y: auto;
+
+    background-color: #FFFFFF;
+
+    -webkit-touch-callout: text;
+    -webkit-user-select: text;
+    -khtml-user-select: text;
+    -moz-user-select: text;
+    -ms-user-select: text;
+    user-select: text;
+}
+
+.edrawings-measure-entities-list-item {
+    margin: 2px;
+    border-bottom: #cacaca 1px solid;
+    padding: 10px 6px;
+}
+
+.edrawings-measure-entities-list-item:last-child {
+    border-bottom: none;
+}
+
+#edrawings-measure-entities-list {
+    margin-left: 3px;
+    margin-right: 3px;
+    margin-top: 5px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+
+    background-color: white;
+}
+
+#edrawings-measure-result {
+    white-space: pre-wrap;
+}
+
+/*=================================================================*/
+/* navigation CSS                                                  */
+
+#edrawings-button-confignav {
+    display: block;
+    margin: 0;
+    float: none;
+}
+
+#edrawings-config-navigation {
+    /* Need this z-index to show on top of tool-bar */
+    z-index: 100;
+
+    bottom: 50px;
+    right: 0px;
+    /* IE has no support of unset */
+    /* left: unset; */
+    left: auto;
+    /* top: unset; */
+    top: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -o-calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -webkit-calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -moz-calc(100% - (50px + 2px) - (0px + 50px));
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collapsed,
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collided {
+    height: 100%;
+}
+
+/* End navigation CSS                                              */
+/*=================================================================*/
+
+.measure-filter-image {
+    pointer-events: none;
+}
+
+.edrawings-icon.measure-filter-image {
+    margin: auto;
+}
+
+.edrawings-disabled-button {
+    pointer-events: none;
+
+    opacity: 0.3;
+    filter: alpha(opacity = 30); /* For IE8 and earlier */
+}
+
+.edrawings-menu-info {
+    display: inline-block;
+    position: absolute;
+
+    right: 45px;
+    top: 2px;
+
+    font-family: "Segoe UI";
+    font-size: 12px;
+
+    color: #5b5b5b;
+}
+
+#edrawings-logo-block {
+    display: inline-block;
+
+    margin-left: 5px;
+    margin-right: 4px;
+
+    width: auto;
+}
+
+#edrawings-fileload-block {
+    display: inline-block;
+}
+
+#edrawings-filename-block {
+    display: inline-block;
+    padding-right: 8px; /* width of the arrow padding */
+    width: auto;
+
+    overflow: hidden;
+    white-space: nowrap;
+
+    text-align: left;
+    vertical-align: middle;
+}
+
+.edrawings-collided-hud-bar #edrawings-filename-block {
+    /* logo-block: (5px + 44px)
+       fileload-block: 40px
+       font-size: 2px (multiply by # of items)
+       2 edrawings-hud-button (reset and fullscreen): 2 * 46px
+       1 arrow from hud-bar: 1 * (10px + 10px);
+       margin-right from hud-bar: 2px;
+       right from hud-bar: 0px;
+    */
+    max-width: calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -o-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -webkit-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -moz-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+}
+
+#edrawings-filename {
+    position: relative;
+
+    top: 0;
+
+    line-height: 22px;
+
+    text-align: center;
+}
+
+#edrawings-filename-text {
+    display: block;
+
+    width: 100%;
+
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    font-family: arial;
+    font-size: small;
+}
+
+#config-tab-border {
+    position: absolute;
+    z-index: 0;
+
+    border-top-color: rgba(140,140,140,1.0);
+    border-top-style: solid;
+    border-top-width: 1px;
+
+    top: 0;
+
+    width: 100%;
+
+    font-size: medium; /* Default value is either medium or 16px */
+}
+
+.edrawings-custom-redline {
+    position: absolute;
+}
+
+.edrawings-markupdiv-image {
+    width: 100%;
+    height: 100%;
+}
+
+#edrawings-measure-filters {
+    margin: 4px 10px;
+}
+
+#edrawings-layer-control-all {
+    height: auto;
+}
+
+.slide-bar-button {
+    margin: auto;
+
+    text-align: center;
+}
+
+.edrawings-bar-icon {
+    margin: auto;
+
+    width: 20px;
+    height: 20px;
+
+    vertical-align: middle;
+}
+
+.help-table-button {
+    width: 85px;
+
+    height: 60px;
+    line-height: 70px;
+
+    text-align: center;
+}
+
+.edrawings-help-grid {
+    border-width: 1px;
+    border-bottom-style: solid;
+
+    width: 279px;
+}
+
+.edrawings-help-table {
+    margin-top: 8px;
+    margin-bottom: 8px;
+
+    border-collapse: collapse;
+
+    width: 100%;
+}
+
+.help-column-first {
+    border-right: solid 1px;
+    border-color: rgb(150,150,150);
+}
+
+.help-column-second {
+    border-right: solid 1px;
+    border-color: rgb(150,150,150);
+}
+
+.ui-slider-vertical .ui-slider-handle {
+    left: -0.2em;
+}
+
+.section-button {
+    margin: 3px;
+}
+
+.bottom-button.section-button {
+    display: block;
+}
+
+#edrawings-button-shaded {
+    width: 48px;
+}
+
+.edrawings-arrow-wrapper {
+    display: inline-block;
+
+    width: auto;
+    height: auto;
+
+    text-align: center;
+}
+
+.edrawings-arrow-up {
+    display: block;
+    position: relative;
+
+    top: calc((100% - 10px)/2);
+    top: -o-calc((100% - 10px)/2);
+    top: -webkit-calc((100% - 10px)/2);
+    top: -moz-calc((100% - 10px)/2);
+
+    left: calc((100% - (2 * 8px))/2);
+    left: -o-calc((100% - (2 * 8px))/2);
+    left: -webkit-calc((100% - (2 * 8px))/2);
+    left: -moz-calc((100% - (2 * 8px))/2);
+
+    border-left: 8px solid transparent;
+    border-right: 8px solid transparent;
+    border-bottom: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-up,
+.edrawings-arrow-up.edrawings-disabled {
+    display: none;
+
+    border-bottom: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-down {
+    display: block;
+    position: relative;
+
+    top: calc((100% - 10px)/2);
+    top: -o-calc((100% - 10px)/2);
+    top: -webkit-calc((100% - 10px)/2);
+    top: -moz-calc((100% - 10px)/2);
+
+    left: calc((100% - (2 * 8px))/2);
+    left: -o-calc((100% - (2 * 8px))/2);
+    left: -webkit-calc((100% - (2 * 8px))/2);
+    left: -moz-calc((100% - (2 * 8px))/2);
+
+    border-left: 8px solid transparent;
+    border-right: 8px solid transparent;
+    border-top: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-down,
+.edrawings-arrow-down.edrawings-disabled {
+    display: none;
+
+    border-top: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-left {
+    display: block;
+    position: relative;
+
+    top: calc((100% - (2 * 8px))/2);
+    top: -o-calc((100% - (2 * 8px))/2);
+    top: -webkit-calc((100% - (2 * 8px))/2);
+    top: -moz-calc((100% - (2 * 8px))/2);
+
+    left: calc((100% - 10px)/2);
+    left: -o-calc((100% - 10px)/2);
+    left: -webkit-calc((100% - 10px)/2);
+    left: -moz-calc((100% - 10px)/2);
+
+    border-top: 8px solid transparent;
+    border-bottom: 8px solid transparent;
+    border-right: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-left,
+.edrawings-arrow-left.edrawings-disabled {
+    display: none;
+
+    border-right: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-right {
+    display: block;
+    position: relative;
+
+    top: calc((100% - (2 * 8px))/2);
+    top: -o-calc((100% - (2 * 8px))/2);
+    top: -webkit-calc((100% - (2 * 8px))/2);
+    top: -moz-calc((100% - (2 * 8px))/2);
+
+    left: calc((100% - 10px)/2);
+    left: -o-calc((100% - 10px)/2);
+    left: -webkit-calc((100% - 10px)/2);
+    left: -moz-calc((100% - 10px)/2);
+
+    border-top: 8px solid transparent;
+    border-bottom: 8px solid transparent;
+    border-left: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-right,
+.edrawings-arrow-right.edrawings-disabled {
+    display: none;
+
+    border-left: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+#edrawings-hud-bar {
+    display: block;
+    position: absolute;
+
+    top: 0px;
+    right: 0px;
+
+    margin-right: 2px;
+
+    width: auto;
+    height: inherit; /* 46px; */
+}
+
+.edrawings-hud-bar-content {
+    /* The children are inline-block.  Use font-size to control the gap between inline-block children */
+    font-size: 2px;
+}
+
+#edrawings-hud-bar .edrawings-arrow-wrapper {
+    display: none;
+
+    width: auto;
+    height: inherit;
+}
+
+#edrawings-hud-bar.edrawings-collided {
+    /* Keep the arrows visible */
+    /* (left-arrow width + left-arrow padding) + (right-arrow padding + right-arrow width) */
+    min-width: calc((10px + 10px) + (10px + 10px));
+    min-width: -o-calc((10px + 10px) + (10px + 10px));
+    min-width: -webkit-calc((10px + 10px) + (10px + 10px));
+    min-width: -moz-calc((10px + 10px) + (10px + 10px));
+
+    overflow-x: auto;
+    overflow-y: hidden;
+
+    white-space: nowrap;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper {
+    display: block;
+    position: absolute;
+
+    padding-left: 2px;
+    padding-right: 8px;
+
+    width: auto;
+    height: inherit;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper:nth-child(2) {
+    right: 0px;
+
+    padding-left: 8px;
+
+    /* IE has no support of unset */
+    /* padding-right: unset; */
+    padding-right: 2px;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button,
+.edrawings-tool-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button,
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper.edrawings-disabled-button {
+    display: none;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-hud-bar-content {
+    display: block;
+    position: absolute;
+
+    /* Make room for the arrows */
+    /* (left-arrow width + left-arrow padding) */
+    left: calc(10px + 10px);
+    left: -o-calc(10px + 10px);
+    left: -webkit-calc(10px + 10px);
+    left: -moz-calc(10px + 10px);
+
+    /* 100% - (left-arrow width + left-arrow padding) + (right-arrow padding + right-arrow width) */
+    width: calc(100% - (10px + 10px) - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px) - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px) - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px) - (10px + 10px));
+
+    overflow: hidden;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(1) ~ .edrawings-hud-bar-content {
+    left: 0px;
+
+    /* 100% - (right-arrow padding + right-arrow width) */
+    width: calc(100% - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px));
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(2) ~ .edrawings-hud-bar-content {
+    /* 100% - (left-arrow width + left-arrow padding) */
+    width: calc(100% - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px));
+}
+
+.edrawings-ui-hide {
+    display: none;
+}
+
+#edrawings-button-fs {
+    background-repeat: no-repeat;
+    background-position-y: 3px;
+    background-image: url(data:image/png;base64,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);
+}
+
+.edrawings-button-fs-restore {
+    background-image: url(data:image/png;base64,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) !important;
+}
+
+.edrawings-tree-expanded {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAAOwwAADsMBx2+oZAAAALtJREFUOE/tkL0RgzAMhXHuTM0oZIMwQjZwClwnk5DaLuINMgLZIBmFGhdGzxYQCF1avjudnmSdfpzt/I9gH9Fav+H7vq+cc11MMkqpIs/zFtoYc4xJ4sB+pCArpZTPFM5wriRDzcSiQQjhTK4TQpxomyZl42YNciQ7rplYnADqulZU/ICm4gv8d2ytddAjPw0AT7+Sjf+Ate90+y2FM5sNAG3S8tqY/KLJVXxYsf7ECe89bv3AWO9skmUDwnw8r6UK7XsAAAAASUVORK5CYII=);
+}
+
+.edrawings-dialog-no-close .ui-dialog-titlebar-close {
+    display: none;
+}
+
+.edrawings-info-title .ui-dialog-title {
+    content: "Information";
+    font-weight: 600;
+}
+
+.edrawings-warn-title .ui-dialog-title {
+    content: "Warning";
+    font-weight: 600;
+}
+
+.edrawings-error-title .ui-dialog-title {
+    content: "Error";
+    font-weight: 600;
+}
+
+.edrawings-server-unsupported-file-type::after {
+    content: "Can not load " attr(data-file) ".  It is an unsupported file type.";
+}
+
+.edrawings-server-ajax-failure::after {
+    content: "Server unavailable.  Please try again.  If the failure persists, please report this message to customer support.";
+}
+
+.edrawings-server-load-failure-1::after {
+    content: "Model viewing failed.  Please reload and try again.  If the failure persists, please report the information below to customer support.";
+}
+
+.edrawings-server-load-failure-2::after {
+    margin-top: 20px;
+    white-space: pre;
+    content: "\AServer: " attr(data-server-id);
+}
+
+.edrawings-server-load-failure-3::after {
+    content: "Model ID: " attr(data-model-cache-name);
+}
+
+.edrawings-server-url-inaccessible::after {
+    content: "Cannot access file URL: " attr(data-file-url);
+    white-space: nowrap;
+}
+
+.edrawings-server-websocket-create-failure::after {
+    content: "Could not establish streaming connection for viewer.";
+}
+
+.edrawings-unable-process-file::after {
+    content: "Unable to complete processing of this file.";
+}
+
+.edrawings-viewer-load-failure::after {
+    content: "Failed to load model in the viewer: " attr(data-error-message);
+    white-space: nowrap;
+}
+
+.edrawings-glcontextlost::after {
+    content: "Your browser or device does not have the resources to display the viewer.";
+}
+
+.edrawings-unknown-error::after {
+    content: "An error occurred.  Please try again.";
+}
+
+.edrawings-unknown-license-error::after {
+    content: "A licensing error occurred.  Please try again.";
+}
+
+.edrawings-license-version-mismatch-error::after {
+    content: "There is a license version mismatch.";
+}
+
+.edrawings-no-licenses-error::after {
+    content: "We're sorry, no licenses are available at this time. Please close an existing session of eDrawings Web Viewer and try again later.";
+}
+
+.edrawings-license-server-connection-error::after {
+    content: "The license server is not reachable. Please confirm that the server is configured correctly and that the license server is running.";
+}
+
+.edrawings-license-expired-error::after {
+    content: "Your license has timed out due to inactivity, license has been returned to the server.";
+}
+
+.edrawings-debug-node-matrices::after {
+    content: "Show Matrices";
+}
+
+#edrawings-configurations-menu .edrawings-menu-title::after {
+    content: "Configurations";
+}
+
+/*=================================================================*/
+/* Loading CSS                                                     */
+
+#WaitBanner {
+    position: fixed;
+    z-index: 9999;
+    top: calc((100% - 65px - 24px)/ 2 - 5px);
+    left: calc((100% - 296px) / 2);
+    padding: 5px;
+    clear: both;
+    background-color: rgba(255, 255, 255, 0.85);
+}
+
+.edrawings-loading-logo-dark-text {
+    display: block;
+    position: relative;
+    margin: auto;
+    overflow: auto;
+    background-color: transparent;
+}
+
+.edrawings-loading-spin {
+    display: block;
+    position: relative;
+    top: 10px; 
+    margin: auto;
+    width: 24px; /* 1.5x larger */
+    height: 24px;
+    overflow: auto;
+    background-image: url(data:image/gif;base64,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); 
+    background-size: contain;
+    background-color: transparent;
+    
+}
+
+/* Loading CSS                                                     */
+/*=================================================================*/
+
+/*=================================================================*/
+/* ticker CSS                                                      */
+
+@keyframes edrawings-ticker-animation {
+    0% {
+        -webkit-transform: translate3d(0, 0, 0);
+        transform: translate3d(0, 0, 0);
+        visibility: visible;
+    }
+
+    100% {
+        -webkit-transform: translate3d(-66.667%, 0, 0);
+        transform: translate3d(-66.667%, 0, 0);
+    }
+}
+
+/* The current state of edrawings-ticker-wrapper is a full width tooltip without any animation */
+.edrawings-ticker-wrapper {
+    box-sizing: content-box;
+    position: fixed;
+    z-index: 101;
+
+    border: 1px solid rgba(140,140,140,1.0);
+
+    width: 100%;
+
+    height: 24px;
+    line-height: 24px;
+
+    overflow: hidden;
+
+    background-color: rgba(255, 255, 255, 1.0);
+    color: black;
+
+    font-family: Arial;
+    font-size: 12px;
+    text-align: center;
+}
+
+.edrawings-ticker-wrapper.edrawings-animation {
+    padding-left: 0px; /* 100px; */
+
+    width: 100px;
+
+    /* IE has support of unset */
+    /* text-align: unset; */
+    text-align: left;
+}
+
+.edrawings-ticker {
+    display: inline-block;
+    white-space: nowrap;
+}
+
+.edrawings-ticker-wrapper.edrawings-animation .edrawings-ticker {
+    padding-right: 0px; /* 100%; */
+
+    -webkit-animation-iteration-count: infinite;
+    animation-iteration-count: infinite;
+
+    -webkit-animation-timing-function: linear;
+    animation-timing-function: linear;
+
+    -webkit-animation-name: edrawings-ticker-animation;
+    animation-name: edrawings-ticker-animation;
+
+    -webkit-animation-duration: 7s;
+    animation-duration: 7s;
+}
+
+/* End ticker CSS                                                  */
+/*=================================================================*/
+
+/*=================================================================*/
+/* edrawings-menu-panel-wrapper CSS                                */
+
+.edrawings-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+    left: 0px;
+    top: 0px;
+    border: 1px solid gray;
+
+    /* Make room for the edrawings-menu-panel-arrow-collapse */
+    width: calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -o-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -webkit-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -moz-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+
+    height: calc(100% - (2 * 1px));
+    height: -o-calc(100% - (2 * 1px));
+    height: -webkit-calc(100% - (2 * 1px));
+    height: -moz-calc(100% - (2 * 1px));
+
+    background-color: #f5f5f5;
+    cursor: pointer;
+    opacity: 0.9;
+}
+
+#edrawings-explode-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+
+    left: 0px;
+    top: 0px;
+
+    border: 1px solid gray;
+
+    /* substract the border width */
+    height: calc(100% - (2 * 1px));
+    height: -o-calc(100% - (2 * 1px));
+    height: -webkit-calc(100% - (2 * 1px));
+    height: -moz-calc(100% - (2 * 1px));
+
+    /* substract the border width */
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    background-color: #f5f5f5;
+    opacity: 0.9; 
+    cursor: pointer;
+}
+
+#edrawings-section-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+
+    left: 0px;
+    top: 0px;
+
+    border: 1px solid gray;
+    padding: 2px;
+
+    height: auto;
+
+    /* substract the border height and padding height */
+    max-height: calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -o-calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -moz-calc(100% - (2 * 1px) - (2 * 2px));
+
+    overflow: auto;
+    background-color: #f5f5f5;
+    cursor: pointer;
+    text-align: center;
+    opacity: 0.9;
+}
+
+/* Mozilla only. Add 17~22 px for the firefox vertical scrollbar */
+@-moz-document url-prefix() {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {     
+        padding-right: 18px;
+    }
+}
+
+/* For IE Edge, need non-zero padding-right for outward vertical scrollbar. */
+@supports (-ms-accelerator:true) or (-ms-ime-align: auto) {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {      
+        padding-right: 1px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        padding-right: 16px;
+    }
+}
+
+/* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+@media all and (-ms-high-contrast: none), (-ms-high-contrast: active) {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {
+        padding-right: 1px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        padding-right: 16px;
+    }
+}
+
+#edrawings-measure-panel.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    /* IE has no support of unset */
+    /* height: unset; */
+    height: auto;
+
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    overflow: auto;
+}
+
+@media all and (-ms-high-contrast: none), (-ms-high-contrast: active) {
+    #edrawings-measure-panel.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {
+        /* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+        padding-right: 2px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-measure-panel.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        /* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+        padding-right: 16px;
+    }
+}
+
+#edrawings-markup-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    overflow: auto;
+}
+
+#edrawings-config-navigation.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    /* Make room for the edrawings-menu-panel-arrow-collapse button */
+    left: calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    left: -o-calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    left: -webkit-calc(16px + (2 * 1px) + (2 * 1px) -1px);
+    left: -moz-calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    
+    height: auto;
+
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    overflow: auto;
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+    height: 100%;
+    overflow: hidden;
+}
+
+/* End edrawings-menu-panel-wrapper CSS                            */
+/*=================================================================*/
+
+#edrawings-component-tree-list.edrawings-submenu-list {
+    /* calc(100% - edrawings-menu-header - edrawings-menu-search) */
+    height: calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -o-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -webkit-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -moz-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+}
+
+#edrawings-debug-list.edrawings-submenu-list {
+    /* calc(100% - edrawings-menu-header - edrawings-menu-search - edrawings-menu-search) */
+    height: calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -o-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -webkit-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -moz-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+}
+
+#edrawings-button-confignav.active-button img.edrawings-icon#edrawings-button-confignav-g {
+    transform: rotate(90deg);
+}
+
+/*=================================================================*/
+/* edrawings-menu-panel-arrow-collapse CSS                         */
+
+.edrawings-menu-panel-arrow-collapse {
+    position: absolute;
+    z-index: 99;
+
+    top: 0px;
+    right: 0px;
+
+    /* margin-right: calc(-16px - (2 * 1px) - (2 * 1px)); */
+    border: 1px solid rgba(140, 140, 140, 1.0);
+    padding: 0px 1px;
+
+    width: 16px;
+
+    height: 41px; /* match the height of the panel header */
+    line-height: 44px;
+
+    vertical-align: middle;
+
+    background-color: #f5f5f5;
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAANFJREFUOBHVUssRgjAQJY7hTAmWYAlYAh3EAzmbSvQMB9OBJUAHWoIlcCaH8HZkYWB28EwO2d97L7tJkmT3S0kTWGvfyGcxxqKu64+E4dyBHcGelFJNWZZGqE0pUaDv+wtOb4HKIPJER/eJsXLEERgzEm8Uk2AIofDed1wnK3bAgKqqHIhXxB06ydM0bbjGdlOAQVt2U4BGoDuAAL1IS3ezFjuuExQbYzKt9QtuTjHWA8/pfu5yFwXGWc+AdjjZgeyXtDkSBcbyF+S/H2mW2q03ANLBRIizuA/1AAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+    background-position-y: 50%;
+
+    transform: rotate(180deg);
+
+    opacity: 0.9;
+    cursor: pointer;
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    z-index: 99;
+
+    height: 44px; /* match the height of the bottom-button edrawings-tool-button */
+
+    /* IE has no support of unset */
+    /* transform: unset; */
+    transform: none;
+}
+
+#edrawings-config-navigation.edrawings-collapsible .edrawings-menu-panel-arrow-collapse {
+    left: 0px;
+    /* IE has no support of unset */
+    /* right: unset; */
+    right: auto;
+    /* IE has no support of unset */
+    /* transform: unset; */
+    transform: none;
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    /* substract height and border */
+    top: calc(100% - 41px - (2 * 1px));
+    top: -o-calc(100% - 41px - (2 * 1px)); 
+    top: -webkit-calc(100% - 41px - (2 * 1px)); 
+    top: -moz-calc(100% - 41px - (2 * 1px)); 
+    height: 41px; /* Match to the panel header height */
+    transform: rotate(180deg);
+}
+
+#edrawings-explode-menu.edrawings-collapsible .edrawings-menu-panel-arrow-collapse,
+#edrawings-section-menu.edrawings-collapsible .edrawings-menu-panel-arrow-collapse {
+    right: calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -o-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -webkit-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -moz-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+}
+
+#edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    right: 0px;
+}
+
+/* End edrawings-menu-panel-arrow-collapse CSS                     */
+/*=================================================================*/
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar {
+    padding-bottom: 0px;
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 50px; /* calc((50px + 0px) + 0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 0px; /* calc(0px + 0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* (bottom gap + bottom-bar height) */
+    bottom: 0px; /* calc(0px + 0px); */
+}
+
+/* edrawings-menu left + edrawings-menu max-width */
+/* calc((2px + 50px) + 500px) */
+@media screen and (max-width: 552px) {
+    .edrawings-menu {
+        /* 100% - edrawings-menu left - padding on the right */
+        max-width: calc(100% - (0px + 50px) - 2px);
+        max-width: -o-calc(100% - (0px + 50px) - 2px);
+        max-width: -webkit-calc(100% - (0px + 50px) - 2px);
+        max-width: -moz-calc(100% - (0px + 50px) - 2px);
+    }
+}
+
+/* edrawings-menu left + edrawings-menu min-width */
+/* calc((0px + 50px) + 321px) */
+@media screen and (max-width: 371px) {
+    .edrawings-menu {
+        /* 100% - edrawings-menu left - padding on the right */
+        width: calc(100% - (0px + 50px) - 2px);
+        width: -o-calc(100% - (0px + 50px) - 2px);
+        width: -webkit-calc(100% - (0px + 50px) - 2px);
+        width: -moz-calc(100% - (0px + 50px) - 2px);
+
+        /* edrawings-tree-arrow-space-common + 
+           edrawings-tree-icon + 
+           5px item-tree-text width for ellipsis + 
+           edrawings-submenu-list-item-button + 
+           menu panel collapse button +
+           padding on the right */
+        min-width: calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -o-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -webkit-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -moz-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+    }
+}
+
+@media screen and (max-height: 400px) {
+    .bottom-bar {
+        display: none;
+    }
+
+    .edrawings-menu {
+        /* (bottom gap + bottom-bar height) */
+        bottom: 0px; /* calc(0px + 0px); */ /* This is the gap height now */
+        
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px)));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    .edrawings-tool-bar {
+        padding-bottom: 0px;
+    }
+
+    .edrawings-tool-bar,
+    .edrawings-hud-menu,
+    #edrawings-section-menu,
+    #edrawings-explode-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-hud-menu,
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-section-menu,
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-explode-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-hud-shaded-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-hud-shaded-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    }
+
+    #edrawings-config-navigation {
+        /* (bottom gap + bottom-bar height) */
+        bottom: 0px;
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-config-navigation {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((50px + 0px) + (10px + 10px));
+        top: -o-calc((50px + 0px) + (10px + 10px));
+        top: -webkit-calc((50px + 0px) + (10px + 10px));
+        top: -moz-calc((50px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((0px + 0px) + (10px + 10px));
+        top: -o-calc((0px + 0px) + (10px + 10px));
+        top: -webkit-calc((0px + 0px) + (10px + 10px));
+        top: -moz-calc((0px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+        top: 50px; /* calc(50px + 0px + 0px); */
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+        top: 0px; /* calc(0px + 0px + 0px); */
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((50px + 0px) + (10px + 10px));
+        top: -o-calc((50px + 0px) + (10px + 10px));
+        top: -webkit-calc((50px + 0px) + (10px + 10px));
+        top: -moz-calc((50px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((0px + 0px) + (10px + 10px));
+        top: -o-calc((0px + 0px) + (10px + 10px));
+        top: -webkit-calc((0px + 0px) + (10px + 10px));
+        top: -moz-calc((0px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+}
+
+/* Window Edge 16 and 17, not Window IE 11, stops sending resize event when width reaches below 372px */
+@media screen and (max-width: 372px) {
+    @supports (-ms-accelerator:true) or (-ms-ime-align: auto) {
+        /* (-ms-accelerator:true): IE Edge 12+ CSS */
+        /* (-ms-ime-align: auto): IE Edge 16+ CSS */
+        /* The rest is similar to the behavior of having 
+            #edrawings-top-bar.edrawings-out-of-view
+            #edrawings-left-bar.edrawings-out-of-view
+            .bottom-bar.edrawings-ui-hide */
+        #edrawings-top-bar-content {
+            top: -10000px;
+        }
+
+        .edrawings-tool-bar {
+            top: 0px;
+            left: -10000px;
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar {
+            display: none;
+        }
+
+        .edrawings-hud-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .edrawings-menu {
+            top: 0px;
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .edrawings-menu {
+            left: -9950px; /* calc(-10000px + 50px); */
+        }
+
+        .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        }
+
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: 0px; /* calc(0px + 0px)*/
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        #edrawings-hud-shaded-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        }
+
+        #edrawings-section-menu {
+            /* (top-bar height + top gap) */
+            top: 0px; /* calc(0px + 0px); */
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        #edrawings-explode-menu {
+            /* (top-bar height + top gap) */
+            top: 0px; /* calc(0px + 0px); */
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        #edrawings-config-navigation {
+            bottom: 0px;
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: 0px; /* calc(0px + 0px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+    }
+}
+
+/*! jQuery UI - v1.11.4 - 2018-08-29
+* http://jqueryui.com
+* Includes: core.css, draggable.css, resizable.css, button.css, dialog.css, menu.css, slider.css, tooltip.css, theme.css
+* To view and modify this theme, visit http://jqueryui.com/themeroller/?ffDefault=Arial%2CHelvetica%2Csans-serif&fsDefault=1em&fwDefault=normal&cornerRadius=3px&bgColorHeader=e9e9e9&bgTextureHeader=flat&borderColorHeader=dddddd&fcHeader=333333&iconColorHeader=444444&bgColorContent=ffffff&bgTextureContent=flat&borderColorContent=dddddd&fcContent=333333&iconColorContent=444444&bgColorDefault=f6f6f6&bgTextureDefault=flat&borderColorDefault=c5c5c5&fcDefault=454545&iconColorDefault=777777&bgColorHover=ededed&bgTextureHover=flat&borderColorHover=cccccc&fcHover=2b2b2b&iconColorHover=555555&bgColorActive=007fff&bgTextureActive=flat&borderColorActive=003eff&fcActive=ffffff&iconColorActive=ffffff&bgColorHighlight=fffa90&bgTextureHighlight=flat&borderColorHighlight=dad55e&fcHighlight=777620&iconColorHighlight=777620&bgColorError=fddfdf&bgTextureError=flat&borderColorError=f1a899&fcError=5f3f3f&iconColorError=cc0000&bgColorOverlay=aaaaaa&bgTextureOverlay=flat&bgImgOpacityOverlay=0&opacityOverlay=30&bgColorShadow=666666&bgTextureShadow=flat&bgImgOpacityShadow=0&opacityShadow=30&thicknessShadow=5px&offsetTopShadow=0px&offsetLeftShadow=0px&cornerRadiusShadow=8px
+* Copyright jQuery Foundation and other contributors; Licensed MIT */
+
+.ui-helper-hidden{display:none}.ui-helper-hidden-accessible{border:0;clip:rect(0 0 0 0);height:1px;margin:-1px;overflow:hidden;padding:0;position:absolute;width:1px}.ui-helper-reset{margin:0;padding:0;border:0;outline:0;line-height:1.3;text-decoration:none;font-size:100%;list-style:none}.ui-helper-clearfix:before,.ui-helper-clearfix:after{content:"";display:table;border-collapse:collapse}.ui-helper-clearfix:after{clear:both}.ui-helper-clearfix{min-height:0}.ui-helper-zfix{width:100%;height:100%;top:0;left:0;position:absolute;opacity:0;filter:Alpha(Opacity=0)}.ui-front{z-index:100}.ui-state-disabled{cursor:default!important}.ui-icon{display:block;text-indent:-99999px;overflow:hidden;background-repeat:no-repeat}.ui-widget-overlay{position:fixed;top:0;left:0;width:100%;height:100%}.ui-draggable-handle{-ms-touch-action:none;touch-action:none}.ui-resizable{position:relative}.ui-resizable-handle{position:absolute;font-size:0.1px;display:block;-ms-touch-action:none;touch-action:none}.ui-resizable-disabled .ui-resizable-handle,.ui-resizable-autohide 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.ui-button-icon-primary{left:.5em}.ui-button-text-icon-secondary .ui-button-icon-secondary,.ui-button-text-icons .ui-button-icon-secondary,.ui-button-icons-only .ui-button-icon-secondary{right:.5em}.ui-buttonset{margin-right:7px}.ui-buttonset .ui-button{margin-left:0;margin-right:-.3em}input.ui-button::-moz-focus-inner,button.ui-button::-moz-focus-inner{border:0;padding:0}.ui-dialog{overflow:hidden;position:absolute;top:0;left:0;padding:.2em;outline:0}.ui-dialog .ui-dialog-titlebar{padding:.4em 1em;position:relative}.ui-dialog .ui-dialog-title{float:left;margin:.1em 0;white-space:nowrap;width:90%;overflow:hidden;text-overflow:ellipsis}.ui-dialog .ui-dialog-titlebar-close{position:absolute;right:.3em;top:50%;width:20px;margin:-10px 0 0 0;padding:1px;height:20px}.ui-dialog .ui-dialog-content{position:relative;border:0;padding:.5em 1em;background:none;overflow:auto}.ui-dialog .ui-dialog-buttonpane{text-align:left;border-width:1px 0 0 0;background-image:none;margin-top:.5em;padding:.3em 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+
+    </style>
+    <title></title>
+    <meta name="viewport" content="width=device-width, initial-scale=1.0" />
+    <meta http-equiv="X-UA-Compatible" content="IE=11" /> 
+</head>
+
+<body>
+    <div id="edrawings-viewer" class="edrawings-viewer-regular">
+        <div id="edrawings-top-bar"
+             class="top-bar edrawings-ui-main edrawings-ui-hide">
+            <div id="edrawings-top-bar-content">
+                <div id="edrawings-logo-block"
+                     class="edrawings-top-bar-left">
+                  <div id="edrawings-logo"
+                       class="edrawings-logo-icon unselectable">
+                  </div>
+                </div>
+                <div id="edrawings-filename-block"
+                     class="edrawings-top-bar-left">
+                    <span id="edrawings-filename-text"
+                          class="unselectable">
+                        eDrawings
+                    </span>
+                </div>
+                <div id="edrawings-hud-bar"
+                     class="edrawings-top-bar-left">
+                    <div class="edrawings-arrow-wrapper">
+                        <div class="edrawings-arrow-left"></div>
+                    </div>
+                    <div class="edrawings-arrow-wrapper">
+                        <div class="edrawings-arrow-right"></div>
+                    </div>
+                    <div class="edrawings-hud-bar-content">
+                        <!-- Reset actually has the behavior of a tool button so
+                             use that as the class type instead of the HUD button
+                             class. -->
+                        <div id="edrawings-button-reset"
+                             class="edrawings-tool-button edrawings-reset-icon edrawings-icon edrawings-ui-hide"
+                             title="Reset">
+                        </div>
+                        <div id="edrawings-button-animate"
+                             class="edrawings-hud-button edrawings-animate-play-icon edrawings-icon edrawings-ui-hide"
+                             title="Animate Views">
+                        </div>
+                        <div id="edrawings-button-zoomtofit"
+                             class="edrawings-hud-button edrawings-zoomtofit-icon edrawings-hud-icon"
+                             title="Zoom to Fit">
+                        </div>
+                        <div id="edrawings-button-view-settings"
+                             class="edrawings-hud-button edrawings-view-settings-icon edrawings-hud-icon"
+                             title="View Settings">
+                        </div>
+                        <div id="edrawings-button-view"
+                             class="edrawings-hud-button edrawings-view-icon edrawings-hud-dd-icon"
+                             title="Views orientation">
+                        </div>
+                        <div id="edrawings-button-shaded"
+                             class="edrawings-hud-button edrawings-display-icon edrawings-hud-dd-icon"
+                             title="Display">
+                        </div>
+                        <div id="edrawings-button-help"
+                             class="edrawings-hud-button edrawings-help-icon edrawings-hud-icon"
+                             title="Help">
+                        </div>
+                        <div id="edrawings-button-fs"
+                             class="edrawings-hud-button edrawings-hud-icon"
+                             title="Fullscreen">
+                        </div>
+                    </div>
+                </div>
+            </div>
+        </div>
+
+        <div id="edrawings-config-bar" class="bottom-bar edrawings-ui-hide">
+<div id="config-tab-border"></div>
+<div class="edrawings-arrow-wrapper">
+    <div class="edrawings-arrow-left"></div>
+</div>
+<div id="edrawings-config-tab-list" class="edrawings-fullwidth">
+</div>
+<div class="edrawings-arrow-wrapper">
+    <div class="edrawings-arrow-right"></div>
+</div>
+<div id="edrawings-button-sheets"
+     class="edrawings-sheets-control">
+    <div id="edrawings-button-confignav"
+         class="edrawings-tool-button bottom-button edrawings-modelview-panel-icon edrawings-icon"
+         title="All">
+    </div>
+</div>
+        </div>
+
+        <div id="edrawings-left-bar"
+             class="edrawings-ui-main edrawings-tool-bar edrawings-ui-hide">
+            <div class="edrawings-bottom-centered-icons">
+                <div class="edrawings-arrow-wrapper">
+                    <div class="edrawings-arrow-up"></div>
+                </div>
+                <div class="edrawings-arrow-wrapper">
+                    <div class="edrawings-arrow-down"></div>
+                </div>
+                <div class="edrawings-tool-bar-content">
+                    <div id="edrawings-button-component-tree"
+                        class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-component-tree-icon edrawings-icon" 
+                         title="Components">
+                    </div>
+                    <div id="edrawings-button-sheet-tree"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-sheet-tree-icon edrawings-icon" 
+                         title="Sheets">
+                    </div>
+                    <div id="edrawings-button-layer-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-layer-icon edrawings-icon" 
+                         title="Layers">
+                    </div>
+                    <div id="edrawings-button-configurations"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-configurations-icon edrawings-icon"
+                         title="Configurations">
+                    </div>
+                    <div id="edrawings-button-explode"
+                         class="edrawings-tool-button bottom-button edrawings-icon-plugin edrawings-ui-hide edrawings-explode-icon edrawings-icon"
+                         title="Explode">
+                    </div>
+                    <div id="edrawings-button-section"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-section-icon edrawings-icon"
+                         title="Section Views">
+                    </div>
+                    <div id="edrawings-button-measure"
+                         class="edrawings-tool-button bottom-button edrawings-disabled-button edrawings-icon-plugin edrawings-ui-hide edrawings-measure-icon edrawings-icon"
+                         title="Measure">
+                    </div>
+                    <div id="edrawings-button-move"
+                         class="edrawings-tool-button bottom-button edrawings-icon-plugin edrawings-ui-hide edrawings-move-icon edrawings-icon"
+                         title="Move">
+                    </div>
+                    <div id="edrawings-button-annot-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-annot-icon edrawings-icon"
+                         title="Annotations">
+                    </div>
+                    <div id="edrawings-button-markup"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-markup-icon edrawings-icon"
+                         title="Markup">
+                    </div>
+                    <div id="edrawings-button-tables-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-table-icon edrawings-icon"
+                         title="Tables">
+                    </div>
+                    <div id="edrawings-button-debug"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-debug-icon edrawings-icon"
+                         title="Debug">
+                    </div>
+                </div>
+            </div>
+        </div>
+
+        <div id="edrawings-section-menu" class="edrawings-submenu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+            <div class="edrawings-menu-panel-wrapper">
+                <div id="edrawings-section-xy-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-xy-icon edrawings-icon" title="X/Y Plane">
+                </div>
+                <div id="edrawings-section-yz-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-yz-icon edrawings-icon" title="Y/Z Plane">
+                </div>
+
+                <div id="edrawings-section-xz-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-xz-icon edrawings-icon" title="X/Z Plane">
+                </div>
+
+                <div id="edrawings-section-flip-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-flip-icon edrawings-icon" title="Flip">
+                </div>
+
+                <div id="edrawings-section-normal-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-normal-to-icon edrawings-icon" title="View the from Section Plane">
+                </div>
+
+                <div id="edrawings-section-show-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-show-icon edrawings-icon" 
+                     style="display: none"
+                     title="Show Section Plane">
+                </div>
+
+                <hr />
+
+                <div id="edrawings-section-capping-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-capping-icon edrawings-icon" title="Enable Capping">
+                </div>
+            </div>
+            <div class="edrawings-menu-panel-arrow-collapse"></div>
+        </div>
+
+        <div id="edrawings-explode-menu" 
+             class="edrawings-submenu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div id="edrawings-explode-up" 
+         class="slide-bar-button edrawings-explode-up edrawings-bar-icon"
+         title="Explode Up">
+    </div>
+    <div id="edrawings-explode-slider"></div>
+    <div id="edrawings-explode-down" 
+         class="slide-bar-button edrawings-explode-down edrawings-bar-icon"
+         title="Explode Down">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-measure-panel" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Measure</div>
+        <div id="edrawings-measure-close"
+             class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon">
+        </div>
+    </div>
+    <div id="edrawings-measure-filters">
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-face-button" title="Select Face">
+            <div id="edrawings-measure-face-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-face-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-edge-button" title="Select Edge">
+            <div id="edrawings-measure-edge-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-edge-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-vertex-button" title="Select Vertex">
+            <div id="edrawings-measure-vertex-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-vertex-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button edrawings-measure-delta-button"
+             id="edrawings-measure-delta-button" title="XYZ Measurements">
+            <div id="edrawings-measure-delta-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-show-xyz-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button edrawings-measure-pickpoint-button"
+             id="edrawings-measure-pickpoint-button" title="Point-to-Point">
+            <div id="edrawings-measure-pickpoint-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-point-to-point-icon">
+            </div>
+        </div>
+    </div>
+    <div class="edrawings-measure-unit">
+        <div class="edrawings-measure-unit-item">
+            <label for="edrawings-measure-distant-unit" class="measure-unit-item-name">
+                Distance:
+            </label>
+            <select class="measure-unit-selector"
+                    id="edrawings-measure-distant-unit">
+                <option value="millimeter">Millimeters</option>
+                <option value="centimeter">Centimeters</option>
+                <option value="meter">Meters</option>
+                <option value="inch">Inches</option>
+                <option value="foot">Feet</option>
+                <option value="footAndInch">Feet and Inches</option>
+            </select>
+        </div>
+        <div class="edrawings-measure-unit-item">
+            <label for="edrawings-measure-angle-unit" class="measure-unit-item-name">
+                Angle:
+            </label>
+            <select class="measure-unit-selector"
+                    id="edrawings-measure-angle-unit">
+                <option value="degree">Degrees</option>
+                <option value="radian">Radians</option>
+            </select>
+        </div>
+    </div>
+    <div id="edrawings-measure-submenu-list" class="edrawings-measure-messages">
+    </div>
+    <div class="edrawings-measure-messages">
+        <span id="edrawings-measure-result">
+        </span>
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse"></div>
+        </div>
+
+        <div id="edrawings-markup-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-component-tree-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title edrawings-comp-count">Components</div>
+        <div id="edrawings-component-tree-setting" class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon"></div>
+        <div id="edrawings-component-tree-close" class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-menu-search">
+        <input id="edrawings-search-component-input" class="edrawings-menu-search-input" placeholder="Enter text to filter list">
+        <div id="component-search-cancel" class="edrawings-menu-search-cancel edrawings-search-cancel-icon"></div>
+    </div>
+    <div id="edrawings-component-tree-list" class="edrawings-submenu-list">
+    </div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-debug-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-sheet-tree-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Sheets</div>
+        <div id="edrawings-sheet-tree-setting"
+             class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon">
+        </div>
+        <div id="edrawings-sheet-tree-close"
+             class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon">
+        </div>
+    </div>
+    <div id="edrawings-sheet-tree-list" class="edrawings-submenu-list"></div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-layer-control-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Layers</div>
+        <div id="edrawings-layer-control-setting" class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon"></div>
+        <div id="edrawings-layer-control-close" class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div id="edrawings-layer-control-all" class="edrawings-submenu-list">
+    </div>
+    <div id="edrawings-layer-control-list" class="edrawings-submenu-list">
+    </div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-annot-control-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-tables-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-hud-view-settings-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide"
+             style="top: 57px; left: 1365px">
+            <table class="edrawings-hud-menu-table">
+                <tbody>
+                    <tr>
+                        <td>
+                            <div id="edrawings-button-view-ambient-occlusion"
+                                 class="hud-menu-button edrawings-view-ambient-occl-icon edrawings-icon" title="Ambient Occlusion">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td>
+                            <div id="edrawings-button-view-perspective"
+                                 class="hud-menu-button edrawings-view-perspective-icon edrawings-icon" title="Perspective">
+                            </div>
+                        </td>
+                    </tr>
+                </tbody>
+            </table>
+        </div>
+
+        <div id="edrawings-hud-view-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <table class="edrawings-hud-menu-table">
+                <tr>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-top"
+                             class="hud-menu-button hover-active-button edrawings-icon edrawings-view-top-icon"
+                              title="Top">
+                        </div>
+                    </td>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-iso"
+                             class="hud-menu-button hover-active-button edrawings-view-iso-icon edrawings-icon"
+                             title="Isometric">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-view-left"
+                             class="hud-menu-button hover-active-button edrawings-view-left-icon edrawings-icon"
+                             title="Left">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-front"
+                             class="hud-menu-button hover-active-button edrawings-view-front-icon edrawings-icon"
+                             title="Front">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-right"
+                             class="hud-menu-button hover-active-button edrawings-view-right-icon edrawings-icon"
+                             title="Right">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-back"
+                             class="hud-menu-button hover-active-button edrawings-view-back-icon edrawings-icon"
+                             title="Back">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-bottom"
+                             class="hud-menu-button hover-active-button edrawings-view-bottom-icon edrawings-icon"
+                             title="Bottom">
+                        </div>
+                    </td>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-face-normal-button"
+                             class="hud-menu-button hover-active-button edrawings-view-face-normal-icon edrawings-icon edrawings-inactive"
+                             title="View from Selected Face">
+                        </div>
+                    </td>
+                </tr>
+            </table>
+        </div>
+        <div id="edrawings-hud-shaded-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <table class="edrawings-hud-menu-table">
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-full"
+                             class="hud-menu-button edrawings-shaded-icon edrawings-icon"
+                             title="Shaded With Edges">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-noedges"
+                             class="hud-menu-button edrawings-shaded-noedges-icon edraings-icon"
+                             title="Shaded">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-hlrr"
+                             class="hud-menu-button edrawings-hlrr-icon edrawings-icon"
+                             title="Hidden Lines Removed">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-hlrv"
+                             class="hud-menu-button edrawings-hlrv-icon edrawings-icon"
+                             title="Hidden Lines Visible">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-wireframe"
+                             class="hud-menu-button edrawings-wireframe-icon edrawings-icon"
+                             title="Wireframe">
+                        </div>
+                    </td>
+                </tr>
+            </table>
+        </div>
+
+        <div id="edrawings-hud-help-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <div id="edrawings-hud-help-close" class="edrawings-hud-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+            <div class="edrawings-help-grid">
+                <table class="edrawings-help-table">
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-refresh-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-leftmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-single-swipe-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-pan-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-rightmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-double-swipe-icon edrawings-icons edrawings-help-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-zoom-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-scrollmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-spread-icon edrawings-help-icon edrawings-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-zoomtofit-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-doubleclickmouse-icon edrawings-icon edrawingshelp-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-doubletap-icon edrawings-help-icon edrawings-icon">
+                            </div>
+                        </td>
+                    </tr>
+                </table>
+            </div>
+            <div id="edrawings-version"></div>
+        </div>
+
+        <div id="edrawings-configurations-menu" class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title"></div>
+        <div class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-submenu-list">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide "></div>
+        </div>
+
+        <div id="edrawings-config-navigation" class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title"></div>
+        <div class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-submenu-list">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide "></div>
+        </div>
+
+
+        <ul id="edrawings-shortcut-menu" class="edrawings-common-panel-props edrawings-ui-hide"></ul>
+
+        <div id="edrawings-dialog-panel" class="edrawings-dialog-panel">
+<div id="edrawings-dialog-panel-text">
+</div> 
+        </div>
+
+        <div id="viewerContainer">
+            <div id="edrawings-canvas"></div>
+        </div>
+
+        <div class="edrawings-ticker-wrapper edrawings-ui-hide">
+            <div class="edrawings-ticker"></div>
+        </div>
+    </div>
+
+    <div id="WaitBanner">
+        <div id="spin" class="edrawings-loading-spin">
+        </div>
+        <div class="edrawings-loading-logo-dark-text edrawings-logo-text-icon">
+        </div>
+    </div>
+
+    <div id="edrawings-file">
+    </div>
+
+    <div id="edrawings-fileopen-background" class="edrawings-ui-hide">
+    </div>
+
+    <div id="TimeoutBanner" class="edrawings-ui-hide"
+         style="margin-top: -65%">
+        <table style="width: 100%; height: 100%">
+            <tr style="vertical-align: central">
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+g=c.get("Guid");if(void 0!==g&&(this._topic.guid=g,this._topic.topicType=c.get("TopicType")||c.get("Status"),this._topic.topicStatus=c.get("TopicStatus")||c.get("VerbalStatus"),b=b.firstElementChild,null!==b))for(;null!==b;){var a=b.localName;if(null===a)break;c=this._getChildData(b);g=this._getElementAttributes(b);switch(a){case "BimSnippet":void 0===this._topic.bimSnippets&&(this._topic.bimSnippets=[]);a=c.get("Reference");var k=g.get("SnippetType");void 0!==a&&void 0!==k&&(a={snippetType:k,reference:a},
+g.get("isExternal")&&(a.isExternal="true"===g.get("isExternal")),c.get("ReferenceSchema")&&(a.referenceSchema=c.get("ReferenceSchema")),this._topic.bimSnippets.push(a));break;case "DocumentReference":void 0===this._topic.documentReferences&&(this._topic.documentReferences=[]);g={};c.get("Guid")&&(g.guid=c.get("Guid"));c.get("isExternal")&&(g.isExternal="true"===c.get("isExternal"));c.get("Description")&&(g.description=c.get("Description"));c.get("ReferencedDocument")&&(g.referencedDocument=c.get("ReferencedDocument"));
+this._topic.documentReferences.push(g);break;case "RelatedTopic":void 0===this._topic.relatedTopics&&(this._topic.relatedTopics=[]);c=c.get("Guid");void 0!==c&&this._topic.relatedTopics.push({guid:c});break;case "ReferenceLink":b.textContent&&(this._topic.referenceLink=b.textContent);break;case "Title":b.textContent&&(this._topic.title=b.textContent);break;case "Priority":b.textContent&&(this._topic.priority=b.textContent);break;case "Index":b.textContent&&(this._topic.index=parseInt(b.textContent,
+10));break;case "Labels":b.textContent&&(void 0===this._topic.labels&&(this._topic.labels=[]),this._topic.labels.push(b.textContent));break;case "CreationDate":b.textContent&&(this._topic.creationDate=new Date(b.textContent));break;case "CreationAuthor":b.textContent&&(this._topic.creationAuthor=b.textContent);break;case "ModifiedDate":b.textContent&&(this._topic.modifiedDate=new Date(b.textContent));break;case "ModifiedAuthor":b.textContent&&(this._topic.modifiedAuthor=b.textContent);break;case "DueDate":b.textContent&&
+(this._topic.dueDate=new Date(b.textContent));break;case "AssignedTo":b.textContent&&(this._topic.assignedTo=b.textContent);break;case "Description":b.textContent&&(this._topic.description=b.textContent);break;case "Stage":b.textContent&&(this._topic.stage=b.textContent)}b=b.nextElementSibling}};n.prototype._parseComment=function(b){var c=new Date,g="",a="",k,e=this._getElementAttributes(b).get("Guid");if(e){b=b.firstElementChild;if(null!==b)for(;null!==b;){var d=b.localName;if(null===d)break;switch(d){case "Date":b.textContent&&
+(c=new Date(b.textContent));break;case "Author":b.textContent&&(g=b.textContent);break;case "Comment":b.textContent&&(a=b.textContent);break;case "Viewpoint":var n=this._getElementAttributes(b).get("Guid");break;case "ModifiedDate":b.textContent&&(k=new Date(b.textContent));break;case "ModifiedAuthor":if(b.textContent)var f=b.textContent}b=b.nextElementSibling}c=new l(e,c,g,a,n,k,f);this._comments.set(e,c)}};n.prototype._parseViewpoint=function(b){var c=this._getElementAttributes(b).get("Guid");if(void 0!==
+c){var g=this._getChildData(b);b=g.get("Viewpoint");var a=g.get("Snapshot");g=g.get("Index");this.addViewpoint(c,b,a,g)}};n.prototype.addViewpoint=function(b,c,g,a){this._viewpoints.set(b,new k(b,c,g,a))};n.prototype._getChildData=function(b){var c=new Map;for(b=b.firstElementChild;null!==b;){var g=b.localName,a=null;null===b.firstElementChild&&(a=b.textContent);null!==g&&null!==a&&c.set(g,a);b=b.nextElementSibling}return c};n.prototype._getElementAttributes=function(b){b=b.attributes;for(var c=new Map,
+g=0;g<b.length;++g){var a=b[g];c.set(a.name,a.value)}return c};return n}();d.BCFMarkup=n})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,e){this._filename=a;this._data=e}d.createFromImage=function(a,e){e=d.snapshotDataFromImage(e);return new d(a,e)};d.prototype.getFilename=function(){return this._filename};d.prototype.getData=function(){return this._data};d.prototype.getUrl=function(){var a=new Blob([this._data],{type:"image/png"});return URL.createObjectURL(a,{oneTimeOnly:!0})};d.snapshotDataFromImage=function(a){return d._convertDataURIToBinary(a.src)};d._convertDataURIToBinary=function(a){var e=
+a.indexOf(";base64,")+8;a=window.atob(a.substring(e));e=new Uint8Array(a.length);for(var c=0;c<a.length;c++){var b=a[c].charCodeAt(0);e[c]=b}return e};return d}();d.BCFSnapshot=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e,c,b){this._viewpointMap=new Map;this._snapshotMap=new Map;this._viewer=b;this._topicId=c;this._bcfDataId=a;this._bcfFilename=e}f.createTopic=function(a,e,c,b,g){void 0===g&&(g=null);return __awaiter(this,void 0,void 0,function(){var k,l,n,m,p,q,h,u,t;return __generator(this,function(r){switch(r.label){case 0:return k=d.UUID.create(),l=new f(e,c,k,a),n=l.addMarkup("markup.bcf",null),n.setTopicTitle(b),m="viewpoint.bcfv",[4,d.BCFViewpoint.createViewpoint(a,
+m,g)];case 1:return p=r.sent(),l.setViewpoint(m,p),q="snapshot.png",(u=null!==g?g.getSnapshotImage():null)?[3,3]:[4,a.takeSnapshot()];case 2:u=r.sent(),r.label=3;case 3:return h=u,t=d.BCFSnapshot.createFromImage(q,h),l.setSnapshot(q,t),[2,l]}})})};f.prototype.getTopicId=function(){return this._topicId};f.prototype.addMarkup=function(a,e){return this._markup=new d.BCFMarkup(a,e,this)};f.prototype.getMarkup=function(){return this._markup};f.prototype.addViewpoint=function(a,e,c,b,g){e=new d.BCFViewpoint(a,
+e,c,b,g,this._viewer);this.setViewpoint(a,e);return e};f.prototype.setViewpoint=function(a,e){this._viewpointMap.set(a,e)};f.prototype.getViewpointMap=function(){return this._viewpointMap};f.prototype.getViewpoint=function(a){return this._viewpointMap.get(a)||null};f.prototype.addSnapshot=function(a,e){e=new d.BCFSnapshot(a,e);this.setSnapshot(a,e)};f.prototype.setSnapshot=function(a,e){this._snapshotMap.set(a,e)};f.prototype.getSnapshotMap=function(){return this._snapshotMap};f.prototype.getSnapshot=
+function(a){return this._snapshotMap.get(this._massageSnapshotFilename(a))||null};f.prototype._massageSnapshotFilename=function(a){if("viewpoint.bcfv"===a)return"snapshot.png";var e=a.split(".");return"bcfv"===e[1]?e[0]+".png":a};return f}();d.BCFTopic=h})(Communicator||(Communicator={}));
+(function(d){function h(b){return b?"true":"false"}function f(b,c){b=b.createElement("Component");b.setAttribute("IfcGuid",c.ifcGuid);c.originatingSystem&&b.setAttribute("OriginatingSystem",c.originatingSystem);c.authoringToolId&&b.setAttribute("AuthoringToolId",c.authoringToolId);return b}function a(b){return 1===b.length?"0"+b:b}function e(b,c){c=c?a(Math.round(c).toString(16)):"";var g=a(Math.round(b.r).toString(16)),k=a(Math.round(b.g).toString(16));b=a(Math.round(b.b).toString(16));return""+
+c+g+k+b}function c(b,c,a){var g=b.createElement("X"),k=b.createElement("Y");b=b.createElement("Z");g.innerHTML=a.x.toString();k.innerHTML=a.y.toString();b.innerHTML=a.z.toString();c.appendChild(g);c.appendChild(k);c.appendChild(b)}var b=function(){function b(b,c,g,a,e,f){this._version=d.BCFVersion.Unknown;this._components={};this._lines=[];this._clippingPlanes=[];this._viewer=f;this._filename=b;this._version=g;this._modelBounding=a;this._unitScale=1E3/e;this._parseDocument(c)}b.createViewpoint=function(c,
+g,a){void 0===a&&(a=null);return __awaiter(this,void 0,void 0,function(){var k,e,l,n,f,h,v,w,z,x,y,A,B,D,C,E;return __generator(this,function(m){switch(m.label){case 0:return k=function(b){var c=[];b.forEach(function(b){for(var g=null;null!==b&&null===g;)g=e.getNodeGenericId(b),b=e.getNodeParent(b);null!==g&&c.push(g)});return c},e=c.model,l=e.getAbsoluteRootNode(),[4,c.model.getVisibilityState(l)];case 1:return n=m.sent(),[4,e.getNodeColorMap(l,d.ElementType.Faces)];case 2:return f=m.sent(),[4,e.getModelBounding(!0,
+!1)];case 3:return h=m.sent(),v=e.getNodeUnitMultiplier(l),w=new b(g,null,d.BCFVersion.v2_1,h,v,c),w.setDefaultVisibility(n.defaultVisibility),z=n.visibilityExceptions,x=[],z.forEach(function(b){x.push(b)}),y=k(x),w.setVisibilityExceptions(y),A=c.selectionManager.getResults(),B=A.map(function(b){return b.getNodeId()}),D=k(B),w.setSelection(D),C=new Map,0<f.size&&f.forEach(function(b,c){c=e.getNodeGenericId(c);if(null!==c){var g=C.get(b);void 0===g&&(g=new Set,C.set(b,g));g.add(c)}}),w.setColors(C),
+w.setCamera(c.view.getCamera()),null!==a&&(E=b._markupRedlineToBcf(a.getMarkup(),c.view),w.setLines(E)),[2,w]}})})};b._markupRedlineToBcf=function(b,c){var g=function(b){b=c.projectPoint(b);return c.unprojectPoint(d.Point2.fromPoint3(b),0)},a=function(b,c,g){for(var a=2*Math.PI/g,k=[],e=0;e<=g;e++){var l=e*a;k.push(new d.Point2(b.x+Math.cos(l)*c,b.y+Math.sin(l)*c))}return k},k=function(b){for(var c=0;c<b.length-1;++c){var g=b[c],a=b[c+1];null!==g&&null!==a&&(g=[g.copy().scale(.001),a.copy().scale(.001)],
+l.push(g))}},e=function(b){for(var c=0;c<b.length;++c){var g=b[c],a=b[(c+1)%b.length];null!==g&&null!==a&&(g=[g.copy().scale(.001),a.copy().scale(.001)],l.push(g))}},l=[];b.forEach(function(b){if(b instanceof d.Markup.Redline.RedlinePolyline){var l=b.getPoints().map(g);k(l)}else if(b instanceof d.Markup.Redline.RedlineCircle){l=b.getCenter();var n=b.getRadiusPoint();b=d.Point2.fromPoint3(c.projectPoint(l));l=d.Point2.fromPoint3(c.projectPoint(n));l=d.Point2.subtract(l,b).length();l=a(b,l,40).map(function(b){return c.unprojectPoint(b,
+0)});e(l)}else b instanceof d.Markup.Redline.RedlineRectangle&&(l=b.getPoint1(),n=b.getPoint2(),b=d.Point2.fromPoint3(c.projectPoint(l)),n=d.Point2.fromPoint3(c.projectPoint(n)),l=[],l.push(c.unprojectPoint(b,0)),l.push(c.unprojectPoint(new d.Point2(b.x,n.y),0)),l.push(c.unprojectPoint(n,0)),l.push(c.unprojectPoint(new d.Point2(n.x,b.y),0)),e(l))});return l};b.prototype._parseDocument=function(b){if(null!==b){b=b.documentElement;var c=b.attributes.getNamedItem("Guid");null!==c&&(this._viewpointGuid=
+c.value);for(b=b.firstElementChild;null!==b;){c=b.localName;if(null===c)break;switch(c){case "Components":this._version>=d.BCFVersion.v2_1?this._parseComponents(b):this._parseComponentsV2_0(b);break;case "OrthogonalCamera":this._parseOrthogonalCamera(b);break;case "PerspectiveCamera":this._parsePerspectiveCamera(b);break;case "Lines":this._parseLines(b);break;case "ClippingPlanes":this._parseClippingPlanes(b)}b=b.nextElementSibling}}};b.prototype._exportComponents=function(b){var c=b.createElement("Components"),
+g=b.createElement("ViewSetupHints"),a=this._components.viewSetupHints;a&&(c.setAttribute("SpacesVisible",h(a.spacesVisible)),c.setAttribute("SpaceBoundariesVisible",h(a.spaceBoundariesVisible)),c.setAttribute("OpeningsVisible",h(a.openingsVisible)));c.appendChild(g);var k=b.createElement("Selection");(g=this._components.selection)&&g.forEach(function(c){k.appendChild(f(b,c))});c.appendChild(k);g=b.createElement("Visibility");a=this._components.defaultVisibility;var d=this._components.visibilityExceptions;
+if(void 0!==a&&void 0!==d){g.setAttribute("DefaultVisibility",h(a));var r=b.createElement("Exceptions");d.forEach(function(c){r.appendChild(f(b,c))});g.appendChild(r)}c.appendChild(g);var u=b.createElement("Coloring");(g=this._components.coloring)&&g.forEach(function(c){var g=b.createElement("Color");g.setAttribute("Color",e(c.color,c.alpha));c.components.forEach(function(c){g.appendChild(f(b,c))});u.appendChild(g)});c.appendChild(u);return c};b.prototype._exportOrthogonalCamera=function(b,g){var a=
+b.createElement("OrthogonalCamera"),k=b.createElement("CameraViewPoint"),e=b.createElement("CameraViewPoint"),d=b.createElement("CameraViewPoint");c(b,k,g.cameraViewPoint);c(b,e,g.cameraDirection);c(b,d,g.cameraUpVector);b=b.createElement("ViewToWorldScale");b.innerHTML=g.viewToWorldScale.toString();a.appendChild(k);a.appendChild(e);a.appendChild(d);a.appendChild(b);return a};b.prototype._exportPerspectiveCamera=function(b,g){var a=b.createElement("PerspectiveCamera"),k=b.createElement("CameraViewPoint"),
+e=b.createElement("CameraViewPoint"),d=b.createElement("CameraViewPoint");c(b,k,g.cameraViewPoint);c(b,e,g.cameraDirection);c(b,d,g.cameraUpVector);b=b.createElement("FieldOfView");b.innerHTML=g.fieldOfView.toString();a.appendChild(k);a.appendChild(e);a.appendChild(d);a.appendChild(b);return a};b.prototype._exportLines=function(b){var g=b.createElement("Lines");this._lines.forEach(function(a){var k=b.createElement("Line"),e=b.createElement("StartPoint"),d=b.createElement("EndPoint");c(b,e,a.startPoint);
+c(b,d,a.endPoint);k.appendChild(e);k.appendChild(d);g.appendChild(k)});return g};b.prototype._exportClippingPlanes=function(b){var g=b.createElement("ClippingPlanes");this._clippingPlanes.forEach(function(a){var k=b.createElement("ClippingPlane"),e=b.createElement("Location"),d=b.createElement("Direction");c(b,e,a.location);c(b,d,a.direction);k.appendChild(e);k.appendChild(d);g.appendChild(k)});return g};b.prototype.export=function(){var b=document.implementation.createDocument("","",null),c=b.createElement("VisualizationInfo");
+c.appendChild(this._exportComponents(b));void 0!==this._viewpointGuid&&c.setAttribute("Guid",this._viewpointGuid);this._orthogonalCamera?c.appendChild(this._exportOrthogonalCamera(b,this._orthogonalCamera)):this._perspectiveCamera&&c.appendChild(this._exportPerspectiveCamera(b,this._perspectiveCamera));0<this._lines.length&&c.appendChild(this._exportLines(b));0<this._clippingPlanes.length&&c.appendChild(this._exportClippingPlanes(b));b.appendChild(c);return b};b.prototype.activate=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._activateCamera(),[4,this._activateComponentsVisibility()];case 1:return b.sent(),[4,this._activateMarkup()];case 2:return b.sent(),[4,this._activateCuttingPlanes()];case 3:return b.sent(),this._activateSelected(),[4,this._activateColors()];case 4:return b.sent(),[2]}})})};b.prototype._activateCamera=function(){var b=this.getCamera();null!==b&&this._viewer.view.setCamera(b,800)};b.prototype._activateComponentsVisibility=
+function(){return __awaiter(this,void 0,void 0,function(){var b,c,g;return __generator(this,function(a){switch(a.label){case 0:return b=this._viewer.model,c=this._getDefaultVisibility(),g=b.getNodeIdsByGenericIds(this.getVisibilityExceptions()),g.length?[4,b.setNodesVisibility([-2],c)]:[3,3];case 1:return a.sent(),[4,b.setNodesVisibility(g,!c)];case 2:return a.sent(),[3,5];case 3:return[4,b.reset()];case 4:a.sent(),a.label=5;case 5:return[2]}})})};b.prototype._activateMarkup=function(){return __awaiter(this,
+void 0,void 0,function(){var b,c,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.lineManager,[4,b.removeAllLines()];case 1:k.sent();c=[];for(g=0;g<this._lines.length;++g)a=this._lines[g],e=new d.Markup.Line.LineMarkup(this._viewer,a.startPoint.copy().scale(1E3),a.endPoint.copy().scale(1E3)),c.push(b.addLine(e));return[4,Promise.all(c)];case 2:return k.sent(),[2]}})})};b.prototype._activateCuttingPlanes=function(){return __awaiter(this,void 0,void 0,function(){var b,
+c,g,a,e,f,h,u,t,v;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.model,[4,b.getModelBounding(!0,!1)];case 1:return c=k.sent(),g=this._viewer.cuttingManager,[4,g.deactivateCuttingSections(!0)];case 2:k.sent(),a=0,k.label=3;case 3:if(!(a<this._clippingPlanes.length))return[3,7];e=g.getCuttingSection(a);return[4,e.clear()];case 4:return k.sent(),f=this._clippingPlanes[a],h=f.location.copy().scale(1E3),u=f.direction.normalize(),t=d.Plane.createFromPointAndNormal(h,u),
+v=g.createReferenceGeometryFromFaceNormal(u,h,c),[4,e.addPlane(t,v)];case 5:k.sent(),k.label=6;case 6:return++a,[3,3];case 7:return[4,g.activateCuttingSections()];case 8:return k.sent(),[2]}})})};b.prototype._activateSelected=function(){var b=this._getGenericIdsFromComponents(this._components.selection);if(b){b=this._viewer.model.getNodeIdsByGenericIds(b);this._viewer.selectionManager.clear();for(var c=0;c<b.length;++c)this._viewer.selectionManager.selectNode(b[c],d.SelectionMode.Add)}};b.prototype._activateColors=
+function(){return __awaiter(this,void 0,void 0,function(){var b,c,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.model,[4,b.resetNodesColor()];case 1:k.sent();if(void 0===this._components.coloring)return[3,3];c=new Map;g=function(g){var k=a._components.coloring[g];g=a._getGenericIdsFromComponents(k.components);b.getNodeIdsByGenericIds(g).forEach(function(b){c.set(b,k.color)})};a=this;for(e=0;e<this._components.coloring.length;++e)g(e);return[4,this._viewer.model.setNodesColors(c)];
+case 2:k.sent(),k.label=3;case 3:return[2]}})})};b.prototype.getFilename=function(){return this._filename};b.prototype.getViewpointGuid=function(){return this._viewpointGuid||null};b.prototype._fromBCFPerspectiveCamera=function(b,c){var g=new d.Camera;g.setProjection(d.Projection.Perspective);var a=b.cameraViewPoint.copy().scale(this._unitScale);c=b.cameraDirection.copy().normalize().scale(c);c=d.Point3.add(a,c);var k=b.cameraUpVector.copy().normalize();g.setPosition(a);g.setTarget(c);g.setUp(k);
+b=d.Util.degreesToRadians(b.fieldOfView);b=Math.tan(b/2);b*=2*d.Point3.subtract(g.getTarget(),g.getPosition()).length();g.setWidth(b);g.setHeight(b);return g};b.prototype._fromBCFOrthogonalCamera=function(b,c){var g=new d.Camera;g.setProjection(d.Projection.Orthographic);var a=b.cameraViewPoint.copy().scale(this._unitScale);c=b.cameraDirection.copy().normalize().scale(c);c=d.Point3.add(a,c);var k=b.cameraUpVector.copy().normalize();g.setPosition(a);g.setTarget(c);g.setUp(k);b=b.viewToWorldScale*this._unitScale*
+2;g.setWidth(b);g.setHeight(b);return g};b.prototype.getCamera=function(){var b=this._modelBounding.extents().length();return this._perspectiveCamera?this._fromBCFPerspectiveCamera(this._perspectiveCamera,b/40):this._orthogonalCamera?this._fromBCFOrthogonalCamera(this._orthogonalCamera,b):null};b.prototype.setCamera=function(b){b.getProjection()===d.Projection.Perspective?(this._perspectiveCamera=this._toBCFPerspectiveCamera(b),this._orthogonalCamera=void 0):(this._orthogonalCamera=this._toBCFOrthogonalCamera(b),
+this._perspectiveCamera=void 0)};b.prototype._toBCFOrthogonalCamera=function(b){var c=b.getPosition(),g=b.getTarget();g=d.Point3.subtract(g,c).normalize();var a=b.getUp().normalize();c=c.copy().scale(1/this._unitScale);b=b.getWidth()/(2*this._unitScale);return{cameraDirection:g,cameraUpVector:a,cameraViewPoint:c,viewToWorldScale:b}};b.prototype._toBCFPerspectiveCamera=function(b){var c=b.getPosition(),g=b.getTarget();g=d.Point3.subtract(g,c).normalize();var a=b.getUp().normalize();c=c.copy().scale(1/
+this._unitScale);var k=b.getWidth();b=d.Point3.subtract(b.getTarget(),b.getPosition()).length();b=d.Util.radiansToDegrees(2*Math.atan(k/(2*b)));return{cameraDirection:g,cameraUpVector:a,cameraViewPoint:c,fieldOfView:b}};b.prototype.setDefaultVisibility=function(b){this._components.defaultVisibility=b};b.prototype._getDefaultVisibility=function(){return void 0!==this._components.defaultVisibility?this._components.defaultVisibility:!0};b.prototype.setVisibilityExceptions=function(b){b=b.map(function(b){return{ifcGuid:b}});
+this._components.visibilityExceptions=b};b.prototype.getVisibilityExceptions=function(){return this._getGenericIdsFromComponents(this._components.visibilityExceptions)};b.prototype.setColors=function(b){var c=[];b.forEach(function(b,g){var a=[];b.forEach(function(b){a.push({ifcGuid:b})});c.push({color:g,components:a})});this._components.coloring=c};b.prototype.getColors=function(){var b=new Map,c=this._components.coloring;void 0!==c&&c.forEach(function(c){var g=c.color.copy(),a=new Set;c.components.map(function(b){a.add(b.ifcGuid)});
+b.set(g,a)});return b};b.prototype.setLines=function(b){var c=this;this._lines=[];b.forEach(function(b){b={startPoint:b[0].copy(),endPoint:b[1].copy()};c._lines.push(b)})};b.prototype.getLines=function(){var b=[];this._lines.forEach(function(c){b.push([c.startPoint.copy(),c.endPoint.copy()])});return b};b.prototype.setClippingPlanes=function(b){var c=this;this._clippingPlanes=[];b.forEach(function(b){b={location:b[0].copy(),direction:b[1].copy()};c._clippingPlanes.push(b)})};b.prototype.getClippingPlanes=
+function(){var b=[];this._clippingPlanes.forEach(function(c){b.push([c.location.copy(),c.direction.copy()])});return b};b.prototype.setSelection=function(b){b=b.map(function(b){return{ifcGuid:b}});this._components.selection=b};b.prototype.getSelection=function(){var b=[],c=this._components.selection;void 0!==c&&c.forEach(function(c){b.push(c.ifcGuid)});return b};b.prototype._getGenericIdsFromComponents=function(b){if(!b)return[];for(var c=[],g=0;g<b.length;++g)c.push(b[g].ifcGuid);return c};b.prototype._parseComponentsV2_0=
+function(b){console.assert(this._version<=d.BCFVersion.v2_0);var c=[],g=[],a=[],k=!0;for(b=b.firstElementChild;null!==b;){var e=b.localName;if(null===e)break;switch(e){case "Component":var f=b.attributes,h=f.getNamedItem("IfcGuid");e=f.getNamedItem("Selected");var t=f.getNamedItem("Visible");f=f.getNamedItem("Color");null!==h&&h.value&&(h={ifcGuid:h.value},null!==e&&"true"===e.value&&c.push(h),k=!1,null!==t&&"false"===t.value||g.push(h),null!==f&&f.value&&a.push(this._colorFromArgb(f.value,[h])))}b=
+b.nextElementSibling}this._components={defaultVisibility:k,selection:c,visibilityExceptions:g,coloring:a}};b.prototype._parseComponents=function(b){console.assert(this._version>=d.BCFVersion.v2_1);b=b.firstElementChild;for(var c={spacesVisible:!1,spaceBoundariesVisible:!1,openingsVisible:!1},g=[],a=!0,k=[],e=[];null!==b;){var f=b.localName;if(null===f)break;var h=b.attributes;switch(f){case "ViewSetupHints":f=h.getNamedItem("SpacesVisible");var t=h.getNamedItem("SpaceBoundariesVisible");h=h.getNamedItem("OpeningsVisible");
+null!==f&&(c.spacesVisible="true"===f.value);null!==t&&(c.spaceBoundariesVisible="true"===t.value);null!==h&&(c.openingsVisible="true"===h.value);break;case "Selection":g=this._getComponents(b);break;case "Visibility":(h=h.getNamedItem("DefaultVisibility"))&&(a="true"===h.value);h=b.firstElementChild;null!==h&&(k=this._getComponents(h));break;case "Coloring":e=this._getColoring(b)}b=b.nextElementSibling}this._components={viewSetupHints:c,selection:g,defaultVisibility:a,visibilityExceptions:k,coloring:e}};
+b.prototype._getCameraData=function(b){var c=[];for(b=b.firstElementChild;null!==b;)switch(b.nodeName){case "FieldOfView":case "ViewToWorldScale":b=b.textContent;null!==b&&c.push(parseFloat(b));b=null;break;default:c.push(this._getPoint(b)),b=b.nextElementSibling}return c};b.prototype._parseOrthogonalCamera=function(b){b=this._getCameraData(b);4===b.length&&(this._orthogonalCamera={cameraViewPoint:b[0],cameraDirection:b[1],cameraUpVector:b[2],viewToWorldScale:b[3]})};b.prototype._parsePerspectiveCamera=
+function(b){b=this._getCameraData(b);4===b.length&&(this._perspectiveCamera={cameraViewPoint:b[0],cameraDirection:b[1],cameraUpVector:b[2],fieldOfView:b[3]})};b.prototype._parseLines=function(b){for(b=b.firstElementChild;null!==b;)this._lines.push(this._getLine(b)),b=b.nextElementSibling};b.prototype._parseClippingPlanes=function(b){for(b=b.firstElementChild;null!==b;)this._clippingPlanes.push(this._getClippingPlane(b)),b=b.nextElementSibling};b.prototype._getClippingPlane=function(b){b=b.firstElementChild;
+var c=d.Point3.zero(),g=d.Point3.zero();null!==b&&(c=this._getPoint(b),b=b.nextElementSibling,null!==b&&(g=this._getPoint(b)));return{location:c,direction:g}};b.prototype._getLine=function(b){b=b.firstElementChild;var c=d.Point3.zero(),g=d.Point3.zero();null!==b&&(c=this._getPoint(b),b=b.nextElementSibling,null!==b&&(g=this._getPoint(b)));return{startPoint:c,endPoint:g}};b.prototype._getPoint=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.firstChild;null!==g&&c.push(parseFloat(g.wholeText));
+b=b.nextElementSibling}console.assert(3===c.length);return new d.Point3(c[0],c[1],c[2])};b.prototype._colorFromArgb=function(b,c){c={color:d.Color.black(),components:c};for(var g=[],a=0;a<b.length;a+=2){var k=b.substr(a,2);g.push(parseInt(k,16))}3===g.length?c.color.set(g[0],g[1],g[2]):4===g.length&&(c.alpha=g[0],c.color.set(g[1],g[2],g[3]));return c};b.prototype._getColoring=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.attributes.getNamedItem("Color"),a=this._getComponents(b);
+g&&a.length&&c.push(this._colorFromArgb(g.value,a));b=b.nextElementSibling}return c};b.prototype._getComponents=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.attributes,a=g.getNamedItem("IfcGuid"),k=g.getNamedItem("OriginatingSystem");g=g.getNamedItem("AuthoringToolId");null!==a&&(a={ifcGuid:a.value},null!==k&&(a.originatingSystem=k.value),null!==g&&(a.authoringToolId=g.value),c.push(a));b=b.nextElementSibling}return c};return b}();d.BCFViewpoint=b})(Communicator||(Communicator=
+{}));
+(function(d){var h=function(){function d(a,e,c){this.x=a;this.y=e;this.z=c}d.prototype.assign=function(a){this.x=a.x;this.y=a.y;this.z=a.z;return this};d.prototype.set=function(a,e,c){this.x=a;this.y=e;this.z=c;return this};d.prototype.toArray=function(a){a[0]=this.x;a[1]=this.y;a[2]=this.z};d.prototype.fromArray=function(a){this.x=a[0];this.y=a[1];this.z=a[2];return this};d.prototype.add=function(a){this.x+=a.x;this.y+=a.y;this.z+=a.z;return this};d.prototype.subtract=function(a){this.x-=a.x;this.y-=
+a.y;this.z-=a.z;return this};d.prototype.copy=function(){return new d(this.x,this.y,this.z)};d.fromJson=function(a){return new d(a.x,a.y,a.z)};d.construct=function(a){return d.fromJson(a)};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{x:this.x,y:this.y,z:this.z}};d.prototype.forJson=function(){return this.toJson()};d.prototype.equals=function(a){return this.x===a.x&&this.y===a.y&&this.z===a.z};d.prototype.equalsWithTolerance=function(a,e){return this.x-
+a.x<e&&this.x-a.x>-e&&this.y-a.y<e&&this.y-a.y>-e&&this.z-a.z<e&&this.z-a.z>-e};d.prototype.isAxis=function(){return 1===Math.abs(this.x)&&0===this.y&&0===this.z||0===this.x&&1===Math.abs(this.y)&&0===this.z||0===this.x&&0===this.y&&1===Math.abs(this.z)};d.prototype.length=function(){return Math.sqrt(this.squaredLength())};d.prototype.squaredLength=function(){return this.x*this.x+this.y*this.y+this.z*this.z};d.prototype.scale=function(a){this.x*=a;this.y*=a;this.z*=a;return this};d.prototype.normalize=
+function(){return this.scale(1/this.length())};d.prototype.negate=function(){this.x=-this.x;this.y=-this.y;this.z=-this.z;return this};d.zero=function(){return new d(0,0,0)};d.add=function(a,e){return new d(a.x+e.x,a.y+e.y,a.z+e.z)};d.subtract=function(a,e){return new d(a.x-e.x,a.y-e.y,a.z-e.z)};d.dot=function(a,e){return a.x*e.x+a.y*e.y+a.z*e.z};d.cross=function(a,e){return new d(a.y*e.z-a.z*e.y,a.z*e.x-a.x*e.z,a.x*e.y-a.y*e.x)};d.distance=function(a,e){return d.subtract(e,a).length()};d.scale=function(a,
+e){return a.copy().scale(e)};d.createFromArray=function(a){return new d(a[0],a[1],a[2])};return d}();d.Point3=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this.loadIdentity()}f.prototype.loadIdentity=function(){this.m=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];return this};f.prototype.isIdentity=function(){var a=this.m;return 1===a[0]&&0===a[1]&&0===a[2]&&0===a[3]&&0===a[4]&&1===a[5]&&0===a[6]&&0===a[7]&&0===a[8]&&0===a[9]&&1===a[10]&&0===a[11]&&0===a[12]&&0===a[13]&&0===a[14]&&1===a[15]};f.prototype.equals=function(a){for(var e=0;16>e;++e)if(this.m[e]!==a.m[e])return!1;return!0};f.prototype.equalsWithTolerance=function(a,
+e){e=Math.abs(e);for(var c=0;16>c;++c)if(Math.abs(this.m[c]-a.m[c])>e)return!1;return!0};f.prototype.setScaleComponent=function(a,e,c){this.m[0]=a;this.m[5]=e;this.m[10]=c;return this};f.prototype.setTranslationComponent=function(a,e,c){this.m[12]=a;this.m[13]=e;this.m[14]=c;return this};f.prototype.copy=function(){var a=new f;a.m=this.m.slice();return a};f.prototype.assign=function(a){for(var e=0;e<a.m.length;e++)this.m[e]=a.m[e];return this};f.prototype.scale=function(a){for(var e=0;16>e;e++)this.m[e]*=
+a;return this};f.prototype.transform=function(a,e){if(void 0===e)return e=d.Point3.zero(),this.transform(a,e),e;e.set(a.x*this.m[0]+a.y*this.m[4]+a.z*this.m[8]+this.m[12],a.x*this.m[1]+a.y*this.m[5]+a.z*this.m[9]+this.m[13],a.x*this.m[2]+a.y*this.m[6]+a.z*this.m[10]+this.m[14])};f.prototype.transform4=function(a,e){if(void 0===e)return e=d.Point4.zero(),this.transform4(a,e),e;e.set(a.x*this.m[0]+a.y*this.m[4]+a.z*this.m[8]+this.m[12]*a.w,a.x*this.m[1]+a.y*this.m[5]+a.z*this.m[9]+this.m[13]*a.w,a.x*
+this.m[2]+a.y*this.m[6]+a.z*this.m[10]+this.m[14]*a.w,a.x*this.m[3]+a.y*this.m[7]+a.z*this.m[11]+this.m[15]*a.w)};f.prototype.transformArray=function(a,e){for(var c=0;c<a.length;c++){var b=a[c];b=new d.Point3(b.x*this.m[0]+b.y*this.m[4]+b.z*this.m[8]+this.m[12],b.x*this.m[1]+b.y*this.m[5]+b.z*this.m[9]+this.m[13],b.x*this.m[2]+b.y*this.m[6]+b.z*this.m[10]+this.m[14]);e[c]=b}};f.prototype.transformBox=function(a){if(a.isDegenerate())return d.Box.invalid();a=a.getCorners();for(var e=0;e<a.length;e++){var c=
+a[e];this.transform(c,c)}e=new d.Box(a[0],a[0]);for(var b=1;b<a.length;++b)c=a[b],e.addPoint(c);return e};f.prototype.transpose=function(){var a=this.m[1];this.m[1]=this.m[4];this.m[4]=a;a=this.m[2];this.m[2]=this.m[8];this.m[8]=a;a=this.m[3];this.m[3]=this.m[12];this.m[12]=a;a=this.m[6];this.m[6]=this.m[9];this.m[9]=a;a=this.m[7];this.m[7]=this.m[13];this.m[13]=a;a=this.m[11];this.m[11]=this.m[14];this.m[14]=a;return this};f.createFromArray=function(a){var e=new f;e.m=a.slice();return e};f.createFromOffAxisRotation=
+function(a,e){var c=Math.PI/180*e;e=Math.sin(c);c=Math.cos(c);var b=new f;a=a.copy().normalize();var g=1-c,k=g*a.x*a.y,d=g*a.x*a.z,n=g*a.y*a.z;b.m[0]=g*a.x*a.x+c;b.m[1]=e*a.z+k;b.m[2]=d-e*a.y;b.m[3]=0;b.m[4]=k-e*a.z;b.m[5]=g*a.y*a.y+c;b.m[6]=e*a.x+n;b.m[7]=0;b.m[8]=e*a.y+d;b.m[9]=n-e*a.x;b.m[10]=g*a.z*a.z+c;b.m[11]=0;b.m[12]=0;b.m[13]=0;b.m[14]=0;b.m[15]=1;return b};f.createFromBasis=function(a,e,c){var b=new f;b.m[0]=a.x;b.m[1]=a.y;b.m[2]=a.z;b.m[4]=e.x;b.m[5]=e.y;b.m[6]=e.z;b.m[8]=c.x;b.m[9]=c.y;
+b.m[10]=c.z;return b};f.multiply=function(a,e){var c=new f;c.m[0]=a.m[0]*e.m[0]+a.m[1]*e.m[4]+a.m[2]*e.m[8]+a.m[3]*e.m[12];c.m[1]=a.m[0]*e.m[1]+a.m[1]*e.m[5]+a.m[2]*e.m[9]+a.m[3]*e.m[13];c.m[2]=a.m[0]*e.m[2]+a.m[1]*e.m[6]+a.m[2]*e.m[10]+a.m[3]*e.m[14];c.m[3]=a.m[0]*e.m[3]+a.m[1]*e.m[7]+a.m[2]*e.m[11]+a.m[3]*e.m[15];c.m[4]=a.m[4]*e.m[0]+a.m[5]*e.m[4]+a.m[6]*e.m[8]+a.m[7]*e.m[12];c.m[5]=a.m[4]*e.m[1]+a.m[5]*e.m[5]+a.m[6]*e.m[9]+a.m[7]*e.m[13];c.m[6]=a.m[4]*e.m[2]+a.m[5]*e.m[6]+a.m[6]*e.m[10]+a.m[7]*
+e.m[14];c.m[7]=a.m[4]*e.m[3]+a.m[5]*e.m[7]+a.m[6]*e.m[11]+a.m[7]*e.m[15];c.m[8]=a.m[8]*e.m[0]+a.m[9]*e.m[4]+a.m[10]*e.m[8]+a.m[11]*e.m[12];c.m[9]=a.m[8]*e.m[1]+a.m[9]*e.m[5]+a.m[10]*e.m[9]+a.m[11]*e.m[13];c.m[10]=a.m[8]*e.m[2]+a.m[9]*e.m[6]+a.m[10]*e.m[10]+a.m[11]*e.m[14];c.m[11]=a.m[8]*e.m[3]+a.m[9]*e.m[7]+a.m[10]*e.m[11]+a.m[11]*e.m[15];c.m[12]=a.m[12]*e.m[0]+a.m[13]*e.m[4]+a.m[14]*e.m[8]+a.m[15]*e.m[12];c.m[13]=a.m[12]*e.m[1]+a.m[13]*e.m[5]+a.m[14]*e.m[9]+a.m[15]*e.m[13];c.m[14]=a.m[12]*e.m[2]+
+a.m[13]*e.m[6]+a.m[14]*e.m[10]+a.m[15]*e.m[14];c.m[15]=a.m[12]*e.m[3]+a.m[13]*e.m[7]+a.m[14]*e.m[11]+a.m[15]*e.m[15];return c};f.prototype.inverseAndDeterminant=function(){var a=this.m[4]*this.m[9]-this.m[5]*this.m[8],e=this.m[4]*this.m[10]-this.m[6]*this.m[8],c=this.m[4]*this.m[11]-this.m[7]*this.m[8],b=this.m[4]*this.m[13]-this.m[5]*this.m[12],g=this.m[4]*this.m[14]-this.m[6]*this.m[12],k=this.m[4]*this.m[15]-this.m[7]*this.m[12],d=this.m[5]*this.m[10]-this.m[6]*this.m[9],n=this.m[5]*this.m[11]-
+this.m[7]*this.m[9],m=this.m[5]*this.m[14]-this.m[6]*this.m[13],p=this.m[5]*this.m[15]-this.m[7]*this.m[13],h=this.m[6]*this.m[11]-this.m[7]*this.m[10],r=this.m[6]*this.m[15]-this.m[7]*this.m[14],u=this.m[8]*this.m[13]-this.m[9]*this.m[12],t=this.m[8]*this.m[14]-this.m[10]*this.m[12],v=this.m[8]*this.m[15]-this.m[11]*this.m[12],w=this.m[9]*this.m[14]-this.m[10]*this.m[13],z=this.m[9]*this.m[15]-this.m[11]*this.m[13],x=this.m[10]*this.m[15]-this.m[11]*this.m[14],y=new f;y.m[0]=this.m[5]*x-this.m[6]*
+z+this.m[7]*w;y.m[1]=this.m[2]*z-this.m[3]*w-this.m[1]*x;y.m[2]=this.m[1]*r-this.m[2]*p+this.m[3]*m;y.m[3]=this.m[2]*n-this.m[3]*d-this.m[1]*h;y.m[4]=this.m[6]*v-this.m[7]*t-this.m[4]*x;y.m[5]=this.m[0]*x-this.m[2]*v+this.m[3]*t;y.m[6]=this.m[2]*k-this.m[3]*g-this.m[0]*r;y.m[7]=this.m[0]*h-this.m[2]*c+this.m[3]*e;y.m[8]=this.m[4]*z-this.m[5]*v+this.m[7]*u;y.m[9]=this.m[1]*v-this.m[3]*u-this.m[0]*z;y.m[10]=this.m[0]*p-this.m[1]*k+this.m[3]*b;y.m[11]=this.m[1]*c-this.m[3]*a-this.m[0]*n;y.m[12]=this.m[5]*
+t-this.m[6]*u-this.m[4]*w;y.m[13]=this.m[0]*w-this.m[1]*t+this.m[2]*u;y.m[14]=this.m[1]*g-this.m[2]*b-this.m[0]*m;y.m[15]=this.m[0]*d-this.m[1]*e+this.m[2]*a;a=this.m[0]*y.m[0]-this.m[1]*-y.m[4]+this.m[2]*y.m[8]-this.m[3]*-y.m[12];if(0===a)return[null,0];y.scale(1/a);return[y,a]};f.inverse=function(a){return a.inverseAndDeterminant()[0]};f.prototype.upperLeft3x3Determinant=function(){return this.m[0]*(this.m[5]*this.m[10]-this.m[9]*this.m[6])-this.m[4]*(this.m[1]*this.m[10]-this.m[9]*this.m[2])+this.m[8]*
+(this.m[1]*this.m[6]-this.m[5]*this.m[2])};f.prototype.normalMatrix=function(){var a=this.copy().setTranslationComponent(0,0,0).inverseAndDeterminant()[0];return a?a.transpose():null};f.prototype.toJson=function(){return this.m.slice()};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){return f.createFromArray(a)};f.construct=function(a){return f.fromJson(a)};f.toMatrix12=function(a){return[a[0],a[1],a[2],a[4],a[5],a[6],a[8],a[9],a[10],a[12],a[13],a[14]]};f.xAxisRotation=
+function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[5]=a;e.m[6]=-c;e.m[9]=c;e.m[10]=a;return e};f.yAxisRotation=function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[0]=a;e.m[2]=c;e.m[8]=-c;e.m[10]=a;return e};f.zAxisRotation=function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[0]=a;e.m[1]=-c;e.m[4]=c;e.m[5]=a;return e};return f}();d.Matrix=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,e,c){this.r=a;this.g=e;this.b=c}d.prototype.assign=function(a){this.set(a.r,a.g,a.b);return this};d.prototype.copy=function(){return new d(this.r,this.g,this.b)};d.prototype.equals=function(a){return this.r===a.r&&this.g===a.g&&this.b===a.b};d.prototype.set=function(a,e,c){this.r=a;this.g=e;this.b=c};d.prototype.setFromFloat=function(a,e,c){this.r=Math.round(255*a);this.g=Math.round(255*e);this.b=Math.round(255*c)};d.prototype.fromFloatArray=function(a){return this.setFromFloat(a[0],
+a[1],a[2])};d.prototype.getFloatArray=function(){return[this.r/255,this.g/255,this.b/255]};d.prototype.toFloatArray=function(a){a[0]=this.r/255;a[1]=this.g/255;a[2]=this.b/255};d.fromJson=function(a){return new d(a.r,a.g,a.b)};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{r:this.r,g:this.g,b:this.b}};d.prototype.forJson=function(){return this.toJson()};d.createFromFloat=function(a,e,c){var b=d.black();b.setFromFloat(a,e,c);return b};d.createFromFloatArray=
+function(a){var e=d.black();e.fromFloatArray(a);return e};d.red=function(){return new d(255,0,0)};d.green=function(){return new d(0,255,0)};d.blue=function(){return new d(0,0,255)};d.yellow=function(){return new d(255,255,0)};d.white=function(){return new d(255,255,255)};d.black=function(){return new d(0,0,0)};return d}();d.Color=h;h=function(){return function(d,a){this.top=d;this.bottom=a}}();d.VerticalGradient=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._position=new d.OverlayUnitPoint(0,d.OverlayUnit.Pixels,0,d.OverlayUnit.Pixels);this._viewportSize=new d.OverlayUnitPoint(200,d.OverlayUnit.Pixels,200,d.OverlayUnit.Pixels);this._anchor=d.OverlayAnchor.LowerLeftCorner;this._instanceKeys=[];this._firstAttachment=this._enabled=!1;this._sceneReadyCompleted=d.Util.OpenPromise.create();this._geometryCreated=!1;this._viewer=a;this._viewer.setCallbacks({sceneReady:function(){return __awaiter(e,
+void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._createViewport(),this._updateVisibility(),[4,this._createGeometry()];case 1:return c.sent(),this._sceneReadyCompleted.resolve(),[2]}})})},_assemblyTreeReady:function(){return __awaiter(e,void 0,void 0,function(){var c,b,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._sceneReadyCompleted];case 1:k.sent();c=this._viewer.model;b=0;for(g=this._instanceKeys;b<g.length;b++)a=
+g[b],e=c._getNodeFromInstanceInc(!0,0,a,!0),c._preventNodeDeletion(e);return[2]}})})},_firstAttachment:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._firstAttachment=!0,[4,this._onCameraUpdate()];case 1:return c.sent(),this._updateVisibility(),[2]}})})},modelSwitchStart:function(){e._firstAttachment=!1},overlayViewportSet:function(c){c===d.BuiltinOverlayIndex.AxisTriad&&e._onViewportSet()}})}f.prototype.setAxisColor=function(a,
+e){return __awaiter(this,void 0,void 0,function(){var c,b,g;return __generator(this,function(k){switch(k.label){case 0:return[4,this._sceneReadyCompleted];case 1:k.sent();switch(a){case d.Axis.X:c=this._instanceKeys[0];b=this._instanceKeys[3];break;case d.Axis.Y:c=this._instanceKeys[1];b=this._instanceKeys[4];break;case d.Axis.Z:c=this._instanceKeys[2];b=this._instanceKeys[5];break;default:return[2]}g=this._getScEngine();g.setPartColor([0,c],d.ElementType.Faces,e);g.setPartColor([0,b],d.ElementType.Lines,
+e);return[2]}})})};f.prototype.setAnchor=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(e){switch(e.label){case 0:return this._anchor=a,[4,this._sceneReadyCompleted];case 1:return e.sent(),[2,this._updateViewport()]}})})};f.prototype.getAnchor=function(){return this._anchor};f.prototype.enable=function(){this._enabled=!0;this._updateVisibility();return Promise.resolve()};f.prototype.disable=function(){this._enabled=!1;this._updateVisibility();return Promise.resolve()};
+f.prototype._updateVisibility=function(){this._enabled&&this._firstAttachment?this._showOverlay():this._hideOverlay()};f.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.AxisTriad,!1)};f.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.AxisTriad,!0)};f.prototype.getEnabled=function(){return this._enabled};f.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.AxisTriad};f.prototype._updateViewport=
+function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.AxisTriad,this._anchor,this._position.x,d.OverlayUnit.Pixels,this._position.y,d.OverlayUnit.Pixels,this._viewportSize.x,d.OverlayUnit.Pixels,this._viewportSize.y,d.OverlayUnit.Pixels)};f.prototype._createViewport=function(){var a=this._viewer.overlayManager;this._updateViewport();var e=new d.Camera;e.setPosition(new d.Point3(0,0,10));e.setTarget(d.Point3.zero());e.setUp(new d.Point3(0,1,0));e.setWidth(f._fieldSize);e.setHeight(f._fieldSize);
+e.setProjection(d.Projection.Orthographic);a.setCamera(d.BuiltinOverlayIndex.AxisTriad,e)};f.prototype._onViewportSet=function(){var a=this._viewer.overlayManager,e=a._getViewportPosition(d.BuiltinOverlayIndex.AxisTriad),c=a._getViewportSize(d.BuiltinOverlayIndex.AxisTriad);a=a.getViewportAnchor(d.BuiltinOverlayIndex.AxisTriad);null!==e&&null!==c&&null!==a&&(this._position=e,this._viewportSize=c,this._anchor=a)};f.prototype._createGeometry=function(){return __awaiter(this,void 0,void 0,function(){var a,
+e,c,b,g,k,l;return __generator(this,function(n){switch(n.label){case 0:if(this._geometryCreated)return[2];a=[this._createAxis(f._xRotMatrix,0,f._xColor),this._createAxis(f._yRotMatrix,1,f._yColor),this._createAxis(f._zRotMatrix,2,f._zColor),this._createAxisLabel(d.Axis.X,f._xColor,3),this._createAxisLabel(d.Axis.Y,f._yColor,4),this._createAxisLabel(d.Axis.Z,f._zColor,5)];return[4,Promise.all(a)];case 1:e=n.sent();this._onCameraUpdate();c=[];b=0;for(g=e;b<g.length;b++)k=g[b],c.push(0,k);l=this._getScEngine();
+l.setPartVisibility(c,!0,!0);this._createGeomCallbacks();this._geometryCreated=!0;return[2]}})})};f.prototype._createGeomCallbacks=function(){var a=this;this._viewer.setCallbacks({camera:function(){a._onCameraUpdate()}})};f.prototype._geometryHasBeenCreated=function(){return this._geometryCreated};f.prototype.insideOverlay=function(a){var e=this._viewer.overlayManager._toPixelPoint(this._viewportSize),c=this._getOverlayOffset();return a.x>=c.x&&a.y>=c.y&&a.x<=c.x+e.x&&a.y<=c.y+e.y};f.prototype._getOverlayOffset=
+function(){var a=this._viewer.overlayManager._toPixelPoint(this._viewportSize);return this._viewer.overlayManager._getOverlayOffset(this._anchor,a)};f.prototype._getViewportSize=function(){return this._viewportSize};f.prototype._getViewportPixelSize=function(){return this._viewer.overlayManager._toPixelPoint(this._viewportSize)};f.prototype.getSelectionAxis=function(a){console.assert(this._enabled);if(null===a||!a.isFaceSelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.AxisTriad)return null;var e=
+this._viewer.model;a=a.getNodeId();e=e._gatherInstanceIncsFromNodeIds([a],1);if(2!==e.length||0!==e[0])return null;e=e[1];for(a=0;a<this._instanceKeys.length;++a)if(this._instanceKeys[a]===e)switch(a%3){case 0:return d.Axis.X;case 1:return d.Axis.Y;case 2:return d.Axis.Z}return null};f.prototype.onClickSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,n;return __generator(this,function(f){switch(f.label){case 0:e=this.getSelectionAxis(a);if(null===e)return[2];c=
+this._viewer.model;b=this._viewer.view;switch(e){case d.Axis.X:g=34;break;case d.Axis.Y:g=68;break;case d.Axis.Z:g=24}return[4,c.getModelBounding(!0,!1)];case 1:return k=f.sent(),l=b.getCamera(),n=this._alignedFitBounding(g,!1,!1,k),l.equals(n)&&(n=this._alignedFitBounding(g,!0,!1,k)),[2,b._setCameraPromise(n,d.DefaultTransitionDuration)]}})})};f.prototype._getScEngine=function(){return this._viewer._getScEngine()};f.prototype._createInstance=function(a,e,c,b,g,k){return __awaiter(this,void 0,void 0,
+function(){var l,n,f,p,h;return __generator(this,function(m){switch(m.label){case 0:return[4,this._viewer.model.createMesh(a)];case 1:return l=m.sent(),n=new d.MeshInstanceData(l),n.setCreationFlags(k|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.Invisible),n.setOverlayIndex(d.BuiltinOverlayIndex.AxisTriad),n.setFaceColor(c),n.setLineColor(b),n.setMatrix(g),f=this._getScEngine(),[4,f.createMeshInstance(n)];
+case 2:return p=m.sent(),h=p[1],this._instanceKeys[e]=h,[2,h]}})})};f.prototype._createAxis=function(a,e,c){var b=d.Util.generateConeCylinderMeshData(.2,20,2,.4,.5,.1);return this._createInstance(b,e,c,d.Color.black(),a,d.MeshInstanceCreationFlags.None)};f.prototype._createAxisLabel=function(a,e,c){var b=new d.MeshData;b.setFaceWinding(d.FaceWinding.Clockwise);var g=new d.Matrix;a===d.Axis.X?(b.addPolyline([.15,.25,0,-.15,-.25,0]),b.addPolyline([-.15,.25,0,.15,-.25,0]),g.setTranslationComponent(3.1,
+0,0)):a===d.Axis.Y?(b.addPolyline([-.15,.25,0,0,0,0]),b.addPolyline([0,0,0,.15,.25,0]),b.addPolyline([0,0,0,0,-.3125,0]),g.setTranslationComponent(0,3.1,0)):a===d.Axis.Z&&(b.addPolyline([-.15,.25,0,.15,.25,0]),b.addPolyline([.15,.25,0,-.15,-.25,0]),b.addPolyline([-.15,-.25,0,.15,-.25,0]),g.setTranslationComponent(0,0,3.1));return this._createInstance(b,c,d.Color.black(),e,g,d.MeshInstanceCreationFlags.ScreenOriented)};f.prototype._onCameraUpdate=function(){var a=new d.Camera,e=this._viewer.view.getCamera();
+a.setPosition(e.getPosition().subtract(e.getTarget()).normalize());a.setTarget(d.Point3.zero());a.setUp(e.getUp());a.setProjection(d.Projection.Orthographic);a.setWidth(f._fieldSize);a.setHeight(f._fieldSize);this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.AxisTriad,a)};f.prototype._alignedFitBounding=function(a,e,c,b){var g=d.Point3.subtract(b.max,b.min).length();b=d.Point3.add(d.Point3.scale(b.min,.5),d.Point3.scale(b.max,.5));var k=new d.Point3(b.x,b.y,b.z+g);k=d.Point3.subtract(b,
+k);var l=-k.length();c=c?-1:1;0===a?(a=new d.Point3(0,c,0),e&&k.negate()):(e&&(l=-l),0!==(a&2)?k=new d.Point3(l,0,0):0!==(a&4)?k=new d.Point3(0,l,0):(console.assert(0!==(a&8)),k=new d.Point3(0,0,l)),0!==(a&16)?a=new d.Point3(c,0,0):0!==(a&32)?a=new d.Point3(0,c,0):(console.assert(0!==(a&64)),a=new d.Point3(0,0,c)));e=d.Point3.subtract(b,k);c=this._viewer.view.getCamera();return d.Camera.create(e,b,a,c.getProjection(),g,g,c.getNearLimit())};f._xRotMatrix=d.Matrix.createFromOffAxisRotation(new d.Point3(0,
+0,1),-90);f._yRotMatrix=new d.Matrix;f._zRotMatrix=d.Matrix.createFromOffAxisRotation(new d.Point3(1,0,0),90);f._xColor=new d.Color(168,56,59);f._yColor=new d.Color(96,166,50);f._zColor=new d.Color(41,81,185);f._fieldSize=8;return f}();d.AxisTriad=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){this._id=0;this._bcfMap=new Map;this._viewer=a}f.prototype._getId=function(){return++this._id};f.prototype.getBCFMap=function(){return this._bcfMap};f.prototype.getBCFData=function(a){return this._bcfMap.get(a)||null};f.prototype.removeBCFData=function(a){this._bcfMap.delete(a);this._viewer.trigger("bcfRemoved",a)};f.prototype.createBCFData=function(a){var e=this._getId();a=new d.BCFData(a,e);this._bcfMap.set(e,a);this._viewer.trigger("bcfLoaded",a.getId(),
+a.getFilename());return a};f.prototype.addBCFFromFile=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){switch(b.label){case 0:return e=this.createBCFData(a),[4,new JSZip.external.Promise(function(b,c){JSZipUtils.getBinaryContent(a,function(g,a){g?c(g):b(a)})})];case 1:return c=b.sent(),[4,this._loadBCFData(c,e)];case 2:return b.sent(),[2]}})})};f.prototype.addBCFFromBuffer=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,
+function(b){switch(b.label){case 0:return c=this.createBCFData(e),[4,this._loadBCFData(a,c)];case 1:return b.sent(),[2]}})})};f.prototype._getVersion=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g;return __generator(this,function(k){switch(k.label){case 0:return e=a.file("bcf.version"),null!==e?[3,1]:[2,d.BCFVersion.v1_0];case 1:return[4,this._getDocument(e)];case 2:c=k.sent();b=c.documentElement;g=b.firstElementChild;if(null!==g&&null!==g.textContent)switch(g.textContent){case "2.0 RC":return[2,
+d.BCFVersion.v2_0];case "2.1":return[2,d.BCFVersion.v2_1]}return[2,d.BCFVersion.Unknown]}})})};f.prototype._loadBCFData=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k,l,n,f,p,h,r=this;return __generator(this,function(m){switch(m.label){case 0:return c=this._viewer.model,[4,c.getModelBounding(!0,!1)];case 1:return b=m.sent(),g=c.getNodeUnitMultiplier(c.getAbsoluteRootNode()),k=e.getId(),l=e.getFilename(),[4,JSZip.loadAsync(a)];case 2:return n=m.sent(),p=(f=e).setVersion,[4,
+this._getVersion(n)];case 3:return p.apply(f,[m.sent()]),h=[],n.forEach(function(c){return __awaiter(r,void 0,void 0,function(){var a,f,m,p,q,r,u,t,C,E,F,H,G,J,K,I,L;return __generator(this,function(v){switch(v.label){case 0:a=d.Util.OpenPromise.create();h.push(a);f=this._getFileType(c);if(f!==d.BCFFileType.Markup&&f!==d.BCFFileType.Snapshot&&f!==d.BCFFileType.Viewpoint)return[3,7];m=c.split("/");p=m[0];q=m[1];r=e.getTopic(p);null===r&&(r=new d.BCFTopic(k,l,p,this._viewer),e.addTopic(p,r));if(!q.length)return[3,
+7];u=n.file(c);if(null===u)return[3,7];t=f;switch(t){case d.BCFFileType.Markup:return[3,1];case d.BCFFileType.Viewpoint:return[3,3];case d.BCFFileType.Snapshot:return[3,5]}return[3,7];case 1:return E=(C=r).addMarkup,F=[q],[4,this._getDocument(u)];case 2:return E.apply(C,F.concat([v.sent()])),[3,7];case 3:return G=(H=r).addViewpoint,J=[q],[4,this._getDocument(u)];case 4:return G.apply(H,J.concat([v.sent(),e.getVersion(),b,g])),[3,7];case 5:return I=(K=r).addSnapshot,L=[q],[4,u.async("uint8array")];
+case 6:return I.apply(K,L.concat([v.sent()])),[3,7];case 7:return a.resolve(),[2]}})})}),[4,d.Util.waitForAll(h)];case 4:return m.sent(),this._viewer.trigger("bcfLoaded",k,l),[2]}})})};f.prototype._getDocument=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:return e=new DOMParser,b=(c=e).parseFromString,[4,a.async("text")];case 1:return[2,b.apply(c,[g.sent(),"application/xml"])]}})})};f.prototype._getFileType=function(a){if("/"===
+a.slice(-1))return d.BCFFileType.TopicFolder;a=a.split(".");console.assert(2===a.length);switch(a[1]){case "bcf":return d.BCFFileType.Markup;case "bcfv":return d.BCFFileType.Viewpoint;case "png":return d.BCFFileType.Snapshot;case "version":return d.BCFFileType.Version;case "xsd":return d.BCFFileType.Schema;case "bcfp":return d.BCFFileType.Project}return d.BCFFileType.Unknown};return f}();d.BCFManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e){void 0===a&&(a=d.Point3.zero());void 0===e&&(e=d.Point3.zero());this.min=a.copy();this.max=e.copy()}f.prototype.copy=function(){return new f(this.min,this.max)};f.prototype.equals=function(a){return this.min.equals(a.min)&&this.max.equals(a.max)};f.prototype.center=function(){var a=d.Point3.add(this.min,this.max);a.scale(.5);return a};f.prototype.extents=function(){return d.Point3.subtract(this.max,this.min)};f.prototype.addBox=function(a){a.isDegenerate()||
+(this.addPoint(a.min),this.addPoint(a.max))};f.prototype.addPoint=function(a){a.x<this.min.x&&(this.min.x=a.x);a.y<this.min.y&&(this.min.y=a.y);a.z<this.min.z&&(this.min.z=a.z);a.x>this.max.x&&(this.max.x=a.x);a.y>this.max.y&&(this.max.y=a.y);a.z>this.max.z&&(this.max.z=a.z)};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){return{min:this.min.toJson(),max:this.max.toJson()}};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){var e=d.Point3.fromJson(a.min);
+a=d.Point3.fromJson(a.max);return new f(e,a)};f.construct=function(a){return f.fromJson(a)};f.prototype.getCorners=function(){var a=[];a[0]=this.min.copy();a[1]=this.min.copy();a[2]=this.min.copy();a[1].x=this.max.x;a[2].y=this.max.y;a[3]=a[2].copy();a[3].x=this.max.x;a[4]=a[0].copy();a[5]=a[1].copy();a[6]=a[2].copy();a[7]=a[3].copy();a[4].z=this.max.z;a[5].z=this.max.z;a[6].z=this.max.z;a[7].z=this.max.z;return a};f.invalid=function(){return new f(new d.Point3(Number.POSITIVE_INFINITY,Number.POSITIVE_INFINITY,
+Number.POSITIVE_INFINITY),new d.Point3(Number.NEGATIVE_INFINITY,Number.NEGATIVE_INFINITY,Number.NEGATIVE_INFINITY))};f.prototype.isDegenerate=function(){return this.min.x>this.max.x||this.min.y>this.max.y||this.min.z>this.max.z};return f}();d.Box=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){var a=this;this._aliasMap=new Map;this._callbackMap=new Map;this._activeTriggerDepth=0;this._pendingClearUnboundFilteredNames=new Set;this._aliasMap.set("sceneRendered","frameDrawn");this.bind({selectionArray:function(c){a._triggerDeprecatedSelectionCallback(c)},incrementalSelectionBatchBegin:function(){return a.unsafeTrigger("volumeSelectionBatchBegin")},incrementalSelectionBatchEnd:function(){return a.unsafeTrigger("volumeSelectionBatchEnd")},
+incrementalSelectionEnd:function(){return a.unsafeTrigger("volumeSelectionEnd")},visibilityChanged:function(c,b){a.unsafeTrigger("partsVisibilityShown",c);a.unsafeTrigger("partsVisibilityHidden",b)}})}a.prototype._triggerDeprecatedSelectionCallback=function(a){if(0===a.length)this.unsafeTrigger("selection",[d.Event.NodeSelectionEvent._createNull()]);else if(100>=a.length)this.unsafeTrigger("selection",a);else{var c=0;for(a=h.chunkify(a,100);c<a.length;c++)this.unsafeTrigger("selection",a[c])}};a.prototype._filterName=
+function(a){var c=this._aliasMap.get(a);return void 0===c?a:c};a.prototype.bind=function(a,c){for(var b=0,g=Object.keys(a);b<g.length;b++){var k=g[b],e=a[k];if("function"===typeof e){k=this._filterName(k);var d=this._callbackMap.get(k);void 0===d?this._callbackMap.set(k,[e]):c?d.unshift(e):d.push(e)}}};a.prototype.unbind=function(a){for(var c=0,b=Object.keys(a);c<b.length;c++){var g=b[c],k=this._filterName(g),e=this._callbackMap.get(k);if(void 0!==e){g=a[g];for(var d=0;d<e.length;d++)e[d]===g&&(e[d]=
+null,this._pendingClearUnboundFilteredNames.add(k))}}this._clearUnboundCallbacks()};a.prototype._clearUnboundCallbacks=function(){var a=this;0!==this._pendingClearUnboundFilteredNames.size&&0===this._activeTriggerDepth&&(this._pendingClearUnboundFilteredNames.forEach(function(c){var b=a._callbackMap.get(c);void 0!==b&&(b=b.filter(function(b){return null!==b}),0===b.length?a._callbackMap.delete(c):a._callbackMap.set(c,b))}),this._pendingClearUnboundFilteredNames.clear())};a.prototype.promiseTrigger=
+function(a,c){for(var b=[],g=2;g<arguments.length;g++)b[g-2]=arguments[g];return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(k){switch(k.label){case 0:console.assert(a!==c),k.label=1;case 1:return k.trys.push([1,3,4,5]),[4,this._unsafePromiseTrigger(a,b)];case 2:return k.sent(),[3,5];case 3:return g=k.sent(),console.log("Rejected promise in '"+a+"' callback:"),console.log(g),[3,5];case 4:return null!==c&&this.unsafeTrigger(c,b),[7];case 5:return[2]}})})};a.prototype._unsafePromiseTrigger=
+function(a,c){var b=this._filterName(a);b=this._callbackMap.get(b);var g=[];if(void 0!==b){++this._activeTriggerDepth;for(var k=0;k<b.length;k++){var e=b[k];if(null!==e)try{g.push(e.apply(null,c))}catch(n){console.log("Unhandled exception in '"+a+"' callback:"),console.log(n)}}--this._activeTriggerDepth;this._clearUnboundCallbacks()}return d.Util.waitForAll(g)};a.prototype.trigger=function(a){for(var c=[],b=1;b<arguments.length;b++)c[b-1]=arguments[b];this.unsafeTrigger(a,c)};a.prototype.unsafeTrigger=
+function(a,c){var b=this._filterName(a);b=this._callbackMap.get(b);if(void 0!==b){++this._activeTriggerDepth;for(var g=0;g<b.length;g++){var k=b[g];if(null!==k)try{k.apply(null,c)}catch(l){console.log("Unhandled exception in '"+a+"' callback:"),console.log(l)}}--this._activeTriggerDepth;this._clearUnboundCallbacks()}};return a}();h.CallbackManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(a){a[a.LoadModel=0]="LoadModel";a[a.CreateNode=1]="CreateNode";a[a.CreateInstance=2]="CreateInstance";a[a.CreatePmi=3]="CreatePmi"})(d.NodeSource||(d.NodeSource={}));(function(a){a[a.Desktop=0]="Desktop";a[a.Mobile=1]="Mobile"})(d.ScreenConfiguration||(d.ScreenConfiguration={}));(function(a){a[a.Faces=0]="Faces";a[a.Lines=1]="Lines";a[a.Points=2]="Points"})(d.ElementType||(d.ElementType={}));(function(a){a[a.Orthographic=0]="Orthographic";a[a.Perspective=1]="Perspective"})(d.Projection||
+(d.Projection={}));(function(a){a[a.Top=0]="Top";a[a.Bottom=1]="Bottom";a[a.Left=2]="Left";a[a.Right=3]="Right";a[a.Front=4]="Front";a[a.Back=5]="Back";a[a.Iso=6]="Iso";a[a.TopRightFront=7]="TopRightFront";a[a.TopLeftFront=8]="TopLeftFront";a[a.TopLeftBack=9]="TopLeftBack";a[a.TopRightBack=10]="TopRightBack";a[a.TopBack=11]="TopBack";a[a.TopFront=12]="TopFront";a[a.TopLeft=13]="TopLeft";a[a.TopRight=14]="TopRight";a[a.BottomRightBack=15]="BottomRightBack";a[a.BottomLeftBack=16]="BottomLeftBack";a[a.BottomLeftFront=
+17]="BottomLeftFront";a[a.BottomRightFront=18]="BottomRightFront";a[a.BottomFront=19]="BottomFront";a[a.BottomBack=20]="BottomBack";a[a.BottomLeft=21]="BottomLeft";a[a.BottomRight=22]="BottomRight";a[a.RightBottomBack=23]="RightBottomBack";a[a.RightBottomFront=24]="RightBottomFront";a[a.RightTopFront=25]="RightTopFront";a[a.RightTopBack=26]="RightTopBack";a[a.RightTop=27]="RightTop";a[a.RightBottom=28]="RightBottom";a[a.RightFront=29]="RightFront";a[a.RightBack=30]="RightBack";a[a.LeftBottomFront=
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+(function(d){d=d.Internal||(d.Internal={});d=d.CameraFlags||(d.CameraFlags={});d[d.None=0]="None";d[d.Position=1]="Position";d[d.Target=2]="Target";d[d.Up=4]="Up";d[d.Width=8]="Width";d[d.Height=16]="Height";d[d.Projection=32]="Projection";d[d.NearLimit=64]="NearLimit"})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this._position=new d.Point3(0,0,1);this._target=d.Point3.zero();this._up=new d.Point3(0,1,0);this._height=this._width=0;this._projection=d.Projection.Orthographic;this._nearLimit=.01;this._cameraFlags=d.Internal.CameraFlags.None}f.prototype._clearFlags=function(){this._cameraFlags=d.Internal.CameraFlags.None};f.prototype._getFlags=function(){return this._cameraFlags};f.prototype.copy=function(){return f.create(this._position,this._target,this._up,this._projection,
+this._width,this._height,this._nearLimit)};f.prototype.setPosition=function(a){this._position.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Position};f.prototype.getPosition=function(){return this._position.copy()};f.prototype.setTarget=function(a){this._target.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Target};f.prototype.getTarget=function(){return this._target.copy()};f.prototype.setUp=function(a){this._up.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Up};f.prototype.getUp=
+function(){return this._up.copy()};f.prototype.setWidth=function(a){this._width=a;this._cameraFlags|=d.Internal.CameraFlags.Width};f.prototype.getWidth=function(){return this._width};f.prototype.setHeight=function(a){this._height=a;this._cameraFlags|=d.Internal.CameraFlags.Height};f.prototype.getHeight=function(){return this._height};f.prototype.setProjection=function(a){this._projection=a;this._cameraFlags|=d.Internal.CameraFlags.Projection};f.prototype.getProjection=function(){return this._projection};
+f.prototype.setNearLimit=function(a){this._nearLimit=a;this._cameraFlags|=d.Internal.CameraFlags.NearLimit};f.prototype.getNearLimit=function(){return this._nearLimit};f.prototype.equals=function(a){return this._position.equals(a._position)&&this._target.equals(a._target)&&this._up.equals(a._up)&&this._width===a._width&&this._height===a._height&&this._projection===a._projection&&this._nearLimit===a._nearLimit};f.prototype.dolly=function(a){this._position.subtract(a);this._target.subtract(a)};f.prototype.getCameraPlaneIntersectionPoint=
+function(a,e){var c=d.Point3.subtract(this._position,this._target).normalize();c=d.Plane.createFromPointAndNormal(this._target,c);a=e.raycastFromPoint(a);if(null===a)return null;e=d.Point3.zero();return c.intersectsRay(a,e)?e:null};f.prototype.getViewMatrix=function(a){return a._getScEngine().getViewMatrix(this)};f.prototype.getProjectionMatrix=function(a){return a._getScEngine().getProjectionMatrix(this)};f.prototype.getFullMatrix=function(a){return a._getScEngine().getFullCameraMatrix(this)};f.prototype.getMatrixFromCamera=
+function(){var a=d.Point3.subtract(this.getTarget(),this.getPosition()).normalize(),e=this.getUp().normalize();e=d.Point3.cross(e,a);var c=d.Point3.cross(a,e);return d.Matrix.createFromBasis(e,c,a)};f.create=function(a,e,c,b,g,k,d){var l=new f;l._position.assign(a);l._target.assign(e);l._up.assign(c);l._projection=b;l._width=g;l._height=k;void 0!==d&&(l._nearLimit=d);return l};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){return{position:this._position.toJson(),
+target:this._target.toJson(),up:this._up.toJson(),width:this._width,height:this._height,projection:this._projection,nearLimit:this._nearLimit,className:"Communicator.Camera"}};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){var e=d.Point3.fromJson(a.position),c=d.Point3.fromJson(a.target),b=d.Point3.fromJson(a.up);return f.create(e,c,b,a.projection,a.width,a.height,a.nearLimit)};f.construct=function(a){return f.fromJson(a)};f.prototype.transform=function(a){if(a.isIdentity())return this.copy();
+var e=Math.abs(this._width),c=Math.abs(this._height),b=this.getUp().normalize().scale(c);c=d.Point3.subtract(this._position,this._target);var g=d.Point3.cross(b,c).normalize().scale(e);e=this.getTarget();g=d.Point3.add(e,g);b=d.Point3.add(e,b);var k=d.Point3.add(e,c);a.transform(e,e);a.transform(g,g);a.transform(b,b);a.transform(k,k);a=d.Point3.subtract(g,e);c=d.Point3.subtract(b,e);b=d.Point3.subtract(k,e);b=d.Point3.add(e,b);g=c.copy().normalize();a=a.length();c=c.length();0>this._width&&(a=-a);
+0>this._height&&(c=-c);return f.create(b,e,g,this._projection,a,c,this._nearLimit)};return f}();d.Camera=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e,c,b){var g=this;this._cuttingSections=[];this._isInit=!1;this._standinGeometryPickable=!0;this._cappingFaceColor=d.Color.createFromFloat(.5,.5,.5);this._cappingLineColor=d.Color.createFromFloat(.5,.5,.5);this._cappingIdleCallbackEnabled=!1;this._cappingIdlePromise=null;this._conservativeIsCappingIdle=!1;this._viewer=a;this._model=e;this._callbackManager=c;this._engine=b;a.setCallbacks({cappingIdle:function(b){(g._conservativeIsCappingIdle=b)&&null!==g._cappingIdlePromise&&
+(g._cappingIdlePromise.resolve(),g._cappingIdlePromise=null)},_resetAssemblyTreeBegin:function(){null!==g._cappingIdlePromise&&(g._cappingIdlePromise.reject(new d.CommunicatorError("Model became reset.")),g._cappingIdlePromise=null);return Promise.resolve()}})}f.prototype.createReferenceGeometryFromAxis=function(a,e){var c=[];switch(a){case d.Axis.X:c.push(new d.Point3(0,e.max.y,e.min.z));c.push(new d.Point3(0,e.max.y,e.max.z));c.push(new d.Point3(0,e.min.y,e.max.z));c.push(new d.Point3(0,e.min.y,
+e.min.z));break;case d.Axis.Y:c.push(new d.Point3(e.min.x,0,e.min.z));c.push(new d.Point3(e.max.x,0,e.min.z));c.push(new d.Point3(e.max.x,0,e.max.z));c.push(new d.Point3(e.min.x,0,e.max.z));break;case d.Axis.Z:c.push(new d.Point3(e.min.x,e.max.y,0)),c.push(new d.Point3(e.max.x,e.max.y,0)),c.push(new d.Point3(e.max.x,e.min.y,0)),c.push(new d.Point3(e.min.x,e.min.y,0))}return c};f.prototype.createReferenceGeometryFromFaceNormal=function(a,e,c){var b=[],g=(new d.Plane).setFromPointAndNormal(e,a).d;g=
+e.copy().add(d.Point3.scale(a,g));e=c.center();e=d.Point3.add(e,d.Point3.scale(a,d.Point3.dot(a,d.Point3.subtract(g,e))));c=c.extents().length()/2;g=d.Point3.subtract(e,g);var k=d.Point3.cross(a,g),l=g.copy().scale(-1),f=k.copy().scale(-1);a=d.Point3.add(g,k).normalize().scale(c).add(e);k=d.Point3.add(l,k).normalize().scale(c).add(e);l=d.Point3.add(l,f).normalize().scale(c).add(e);e=d.Point3.add(g,f).normalize().scale(c).add(e);b.push(a);b.push(k);b.push(l);b.push(e);return b};f.prototype.activateCuttingSections=
+function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)a.push(c[e].activate());return d.Util.waitForAll(a)};f.prototype.deactivateCuttingSections=function(a){void 0===a&&(a=!1);for(var e=[],c=0,b=this._cuttingSections;c<b.length;c++){var g=b[c];a?e.push(g.clear()):e.push(g.deactivate())}return d.Util.waitForAll(e)};f.prototype.setCuttingPlaneColor=function(a){for(var e=0,c=this._cuttingSections;e<c.length;e++)c[e].setColor(a);return Promise.resolve()};f.prototype.setCappingFaceColor=function(a){this._cappingFaceColor=
+a?a.copy():null;return this._engine.setCappingFaceColor(this._cappingFaceColor)};f.prototype.getCappingFaceColor=function(){return this._cappingFaceColor?this._cappingFaceColor.copy():null};f.prototype.setCappingLineColor=function(a){this._cappingLineColor=a?a.copy():null;return this._engine.setCappingLineColor(this._cappingLineColor)};f.prototype.getCappingLineColor=function(){return this._cappingLineColor?this._cappingLineColor.copy():null};f.prototype.getCuttingSection=function(a){return this._isInit&&
+a<this._cuttingSections.length?this._cuttingSections[a]:null};f.prototype.getCuttingSectionCapacity=function(){return void 0!==this._cuttingLimits?this._cuttingLimits.maxCuttingPlanesPerSection:0};f.prototype.getCuttingSectionCount=function(){return void 0!==this._cuttingLimits?this._cuttingLimits.maxCuttingSections:0};f.prototype.getCuttingSectionFromNodeId=function(a){if(null!==a)for(var e=0,c=this._cuttingSections;e<c.length;e++){var b=c[e];if(0<=b._getInstanceNodeIds().indexOf(a))return b}return null};
+f.prototype.setStandinGeometryPickable=function(a){this._standinGeometryPickable=a;var e=this._gatherStandinGeometryIds();this._model.setInstanceModifier(d.InstanceModifier.DoNotSelect,e,!a);return Promise.resolve()};f.prototype.getStandinGeometryPickable=function(){return this._standinGeometryPickable};f.prototype._setStandinGeometryVisible=function(a){var e=this,c=this._gatherStandinGeometryIds(),b=this._model._gatherInstanceIncsFromNodeIds(c);this._engine.pauseRendering(function(){e._engine.setPartVisibility(b,
+a,!1)})};f.prototype.setCappingDelay=function(a){this._engine.setCappingDelay(a)};f.prototype.delayCapping=function(){this._engine.delayCapping()};f.prototype.enableCappingIdleCallback=function(a){a!==this._cappingIdleCallbackEnabled&&(this._cappingIdleCallbackEnabled=a,this._conservativeIsCappingIdle=!1,a||null===this._cappingIdlePromise||(this._cappingIdlePromise.reject(new d.CommunicatorError("Capping idle callback became disabled.")),this._cappingIdlePromise=null));return this._engine.enableCappingIdleCallback(a)};
+f.prototype.waitForCappingIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){if(!this._cappingIdleCallbackEnabled)throw console.assert(null===this._cappingIdlePromise),new d.CommunicatorError("Capping idle callback is not enabled.");if(this._conservativeIsCappingIdle)return[2];null===this._cappingIdlePromise&&(this._cappingIdlePromise=d.Util.OpenPromise.create());return[2,this._cappingIdlePromise]})})};f.prototype.setCappingGeometryVisibility=function(a){return this._engine.setCappingGeometryVisibility(a)};
+f.prototype.getCappingGeometryVisibility=function(){return this._engine.getCappingGeometryVisibility()};f.prototype.getActiveCuttingSectionCount=function(){var a=0;if(this._cuttingLimits)for(var e=0;e<this._cuttingLimits.maxCuttingSections;e++){var c=this.getCuttingSection(e);null!==c&&c.isActive()&&(a+=c.getCount())}return a};f.prototype._init=function(){if(!this._isInit){this._cuttingLimits=this._engine.getCuttingSectionLimits();for(var a=0;a<this._cuttingLimits.maxCuttingSections;a++){var e=new d.CuttingSection(this._viewer,
+this._model,this._callbackManager,this,this._engine);this._cuttingSections.push(e)}this._isInit=!0}};f.prototype._isInitialized=function(){return this._isInit};f.prototype.refreshPlaneGeometry=function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)for(var b=c[e],g=0;g<b.getCount();g++){var k=b.getPlane(g);null!==k&&a.push(b.updatePlane(g,k,new d.Matrix,!1,!1))}return d.Util.waitForAll(a)};f.prototype.hasActiveCuttingSection=function(){if(this._cuttingLimits)for(var a=0;a<this._cuttingLimits.maxCuttingSections;a++){var e=
+this.getCuttingSection(a);if(null!==e&&e.isActive())return!0}return!1};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){for(var a=[],e=0;e<this._cuttingSections.length;e++)a[e]=this._cuttingSections[e].toJson();return{cuttingSections:a,cappingGeometryVisibility:this.getCappingGeometryVisibility(),cappingFaceColor:this.getCappingFaceColor(),cappingLineColor:this.getCappingLineColor(),pickable:this.getStandinGeometryPickable()}};f.prototype.forJson=function(){return this.toJson()};
+f.prototype.fromJson=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:e=d.Internal.deepClone(a);c=[];b=e.cuttingSections;for(g=0;g<b.length;g++)k=b[g],l=this._cuttingSections[g],c.push(l.fromJson(k));this.setStandinGeometryPickable(e.pickable);c.push(this.setCappingGeometryVisibility(e.cappingGeometryVisibility));c.push(this.setCappingFaceColor(d.Color.fromJson(e.cappingFaceColor)));c.push(this.setCappingLineColor(d.Color.fromJson(e.cappingLineColor)));
+return[4,Promise.all(c)];case 1:return f.sent(),[2,this._callbackManager.promiseTrigger("_cuttingSectionsLoaded",null)]}})})};f.prototype._gatherStandinGeometryIds=function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)for(var b=0,g=c[e]._getInstanceNodeIds();b<g.length;b++)a.push(g[b]);return a};return f}();d.CuttingManager=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b,g,k){this._container=a;this._canvasContainerElement=c;this._markupSvgElement=b;this._redlineSvgElement=g;this._redlineElement=k}a.prototype.getCanvasContainerElement=function(){return this._canvasContainerElement};a.prototype.getMarkupSvgElement=function(){return this._markupSvgElement};a.prototype.getRedlineSvgElement=function(){return this._redlineSvgElement};a.prototype.getRedlineElement=function(){return this._redlineElement};a.prototype.shutdown=
+function(){this._container.removeChild(this._markupSvgElement);this._container.removeChild(this._redlineSvgElement);this._container.removeChild(this._redlineElement);this._container.removeChild(this._canvasContainerElement)};a.createFromElement=function(e){var c=e.id;0===c.length&&(c=d.UUID.create());var b=c+"-canvas-container",g=c+"-svg",k=c+"-redline-svg";c+="-redline";var l=document.createElement("div");l.id=b;l.style.width="100%";l.style.height="100%";l.style.position="absolute";l.tabIndex=-1;
+l.classList.add("webviewer-canvas");l.oncontextmenu=function(){return!1};e.appendChild(l);b=a._createSvgElement(g);e.appendChild(b);k=a._createSvgElement(k);e.appendChild(k);g=document.createElement("div");g.id=c;g.style.position="absolute";g.style.width="100%";g.style.height="100%";g.style.pointerEvents="none";e.appendChild(g);return new a(e,l,b,k,g)};a.createFromId=function(a){a=document.getElementById(a);return null===a?null:this.createFromElement(a)};a._createSvgElement=function(a){var c=document.createElementNS("http://www.w3.org/2000/svg",
+"svg");c.id=a;c.style.width="100%";c.style.height="100%";c.style.position="absolute";c.style.pointerEvents="none";c.style.overflow="hidden";c.setAttributeNS("http://www.w3.org/2000/xmlns/","xmlns:xlink","http://www.w3.org/1999/xlink");return c};return a}();h.DomElements=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+var __extends=this&&this.__extends||function(){var d=function(h,f){d=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(a,d){a.__proto__=d}||function(a,d){for(var c in d)d.hasOwnProperty(c)&&(a[c]=d[c])};return d(h,f)};return function(h,f){function a(){this.constructor=h}d(h,f);h.prototype=null===f?Object.create(f):(a.prototype=f.prototype,new a)}}();
+(function(d){var h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(Error);d.CommunicatorError=h;var f=function(a){function c(b){b=a.call(this,"Invalid index ("+b+").")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.InvalidIndexError=f;f=function(a){function c(){var b=a.call(this,"Selection invalidated.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.SelectionInvalidatedError=
+f;f=function(a){function c(){var b=a.call(this,"Internal logic error.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.InternalLogicError=f;f=function(a){function c(b){var g=a.call(this,"Invalid node ("+b+").")||this;Object.setPrototypeOf(g,c.prototype);g.nodeId=b;return g}__extends(c,a);return c}(h);d.InvalidNodeIdError=f;f=function(a){function c(b,g){for(var k=[],e=2;e<arguments.length;e++)k[e-2]=arguments[e];k.push(g);e=[];for(var f=0;f<k.length;f++){var m=k[f];
+switch(m){case 0:e.push(d.NodeType.DrawingSheet,d.NodeType.PartInstance,d.NodeType.AssemblyNode);break;case 1:e.push(d.NodeType.BodyInstance);e.push(d.NodeType.PmiBody);e.push(d.NodeType.ViewFrame);break;case 2:e.push(d.NodeType.BodyInstance);break;case 3:e.push(d.NodeType.CadView);break;default:d.Util.TypeAssertNever(m)}}e.sort();k=[];for(f=0;f<e.length;f++)k.push(d.NodeType[e[f]]);k=a.call(this,"Expected node ("+b+") to be of "+(1===k.length?"type ("+k[0]+")":"types "+k)+".")||this;Object.setPrototypeOf(k,
+c.prototype);k.nodeId=b;k.expectedTypes=e;return k}__extends(c,a);return c}(h);d.InvalidNodeTypeError=f;f=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.LoadError=f;var a=function(a){function c(){var b=a.call(this,"Load cancelled.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(f);d.LoadCancelledError=a;f=function(a){function c(b){b=a.call(this,"Missing model: '"+b+"'.")||this;Object.setPrototypeOf(b,
+c.prototype);return b}__extends(c,a);return c}(f);d.MissingModelError=f;h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.ParseError=h;f=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.AssemblyDataParseError=f;d.MetaDataParseError=f;h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);
+d.XmlParseError=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d,c){var b=this;this._explodeActive=!1;this._explodeMagnitude=0;this._model=a;this._engine=d;c.bind({_modelSwitched:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){this.stop();return[2]})})}})}d.prototype.start=function(a,d){this.getActive()&&this.stop();return this._doExplode(a,d)};d.prototype.setMagnitude=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return 0<
+a&&!this._explodeActive?[4,this.start()]:[3,2];case 1:return d.sent(),[3,3];case 2:0===a&&this._explodeActive&&this.stop(),d.label=3;case 3:return this._explodeActive?(this._explodeMagnitude=a,[2,this._engine.setExplodeMagnitude(a)]):[2]}})})};d.prototype.stop=function(){this._engine.stopExplode();this._explodeMagnitude=0;this._explodeActive=!1;this._engine.setExplodeMagnitude(0);return Promise.resolve()};d.prototype.getMagnitude=function(){return this._explodeMagnitude};d.prototype.getActive=function(){return this._explodeActive};
+d.prototype._doExplode=function(a,d){return __awaiter(this,void 0,void 0,function(){var c,b;return __generator(this,function(g){switch(g.label){case 0:return this._explodeActive=!0,c=void 0!==a&&0<a.length?this._model._gatherInstanceIncsFromNodeIds(a):[],d?[3,2]:[4,this._model.getModelBounding(!0,!1)];case 1:return b=g.sent(),this._engine.startExplode(c,b.center()),[3,3];case 2:this._engine.startExplode(c,d),g.label=3;case 3:return[2]}})})};return d}();d.ExplodeManager=h})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){var f=function(){function a(){this._obscuredLineColor=d.Color.black();this._obscuredLineOpacity=.2;this._visibleLineColor=d.Color.black();this._visibleLineOpacity=1;this._backgroundColor=d.Color.white()}a.prototype.getObscuredLineColor=function(){return this._obscuredLineColor.copy()};a.prototype.setObscuredLineColor=function(a){this._obscuredLineColor.assign(a)};a.prototype.getObscuredLineOpacity=function(){return this._obscuredLineOpacity};a.prototype.getObscuredLineTransparency=function(){return this.getObscuredLineOpacity()};
+a.prototype.setObscuredLineOpacity=function(a){0<=a&&1>=a&&(this._obscuredLineOpacity=a)};a.prototype.setObscuredLineTransparency=function(a){this.setObscuredLineOpacity(a)};a.prototype.getVisibleLineColor=function(){return this._visibleLineColor.copy()};a.prototype.setVisibleLineColor=function(a){this._visibleLineColor.assign(a)};a.prototype.getVisibleLineOpacity=function(){return this._visibleLineOpacity};a.prototype.getVisibleLineTransparency=function(){return this.getVisibleLineOpacity()};a.prototype.setVisibleLineOpacity=
+function(a){0<=a&&1>=a&&(this._visibleLineOpacity=a)};a.prototype.setVisibleLineTransparency=function(a){this.setVisibleLineOpacity(a)};a.prototype.getBackgroundColor=function(){return this._backgroundColor.copy()};a.prototype.setBackgroundColor=function(a){this._backgroundColor.assign(a)};return a}();h.HiddenLineSettings=f})(d.Settings||(d.Settings={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.isMouseEventType=function(a){switch(a){case d.EventType.MouseDown:return!0;case d.EventType.MouseMove:return!0;case d.EventType.MouseUp:return!0;case d.EventType.Mousewheel:return!0;case d.EventType.TouchStart:return!1;case d.EventType.TouchMove:return!1;case d.EventType.TouchEnd:return!1;case d.EventType.KeyDown:return!1;case d.EventType.KeyUp:return!1;case d.EventType.ViewOrientationChange:return!1}};var f=function(){function a(){this._date=new Date;this._handled=!1}
+a.prototype.getHandled=function(){return this._handled};a.prototype.setHandled=function(a){this._handled=a};a.prototype.getDate=function(){return this._date};return a}();h.InputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(a){function d(c,b,g){b=a.call(this)||this;b._keyCode=c;b._eventType=g;return b}__extends(d,a);d.prototype.getKeyCode=function(){return this._keyCode};d.prototype.getEventType=function(){return this._eventType};return d}(d.InputEvent);d.KeyInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function e(c,b){this._callbackManager=c;this._operatorManager=b;this._contextEventChecker=new a(this._callbackManager)}e.prototype.injectMouseDownEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,b,g,a,e,d.MouseInputType.Down);b=d.EventType.MouseDown;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onMouseDownEvent(c)};e.prototype.injectMouseMoveEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,
+b,g,a,e,d.MouseInputType.Move);b=d.EventType.MouseMove;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectMouseUpEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,b,g,a,e,d.MouseInputType.Up);b=d.EventType.MouseUp;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onMouseUpEvent(c)};e.prototype.injectMousewheelEvent=function(c,b,g,a,e){c=new d.Event.MouseWheelInputEvent(c,
+b,g,a,e,d.MouseInputType.Wheel);b=d.EventType.Mousewheel;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectKeyDownEvent=function(c,b){c=new d.Event.KeyInputEvent(c,b,d.KeyInputType.Down);b=d.EventType.KeyDown;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectKeyUpEvent=function(c,b){c=new d.Event.KeyInputEvent(c,b,d.KeyInputType.Up);b=d.EventType.KeyUp;this._callbackManager.trigger("_inputInteraction",
+c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectTouchStartEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.Start);b=d.EventType.TouchStart;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchStartEvent(c)};e.prototype.injectTouchMoveEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.Start);b=d.EventType.TouchMove;this._callbackManager.trigger("_inputInteraction",
+c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchMoveEvent(c)};e.prototype.injectTouchEndEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.End);b=d.EventType.TouchEnd;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchEndEvent(c)};e.prototype.injectViewOrientationChangeEvent=function(){this._operatorManager._injectViewOrientationChangeEvent()};return e}();h.EventDispatcher=
+f;var a=function(){function a(c){this._contextMenuMouseButton=d.Button.Right;this._contextMenuPositionStart=d.Point2.zero();this._touchTimer=new d.Util.Timer;this._activeTouchCount=0;this._initialPosition=d.Point2.zero();this._callbackManager=c}a.prototype.onMouseDownEvent=function(c){c.getHandled()||this._contextMenuPositionStart.assign(c.getPosition())};a.prototype.onMouseUpEvent=function(c){if(!c.getHandled()){var b=c.getPosition();c.getButton()===this._contextMenuMouseButton&&this._contextMenuPositionStart.equals(b)&&
+this._callbackManager.trigger("contextMenu",b,c.getModifiers())}};a.prototype.onTouchStartEvent=function(c){var b=this,g=c.getPosition().copy();0===this._activeTouchCount&&(this._initialPosition=g);++this._activeTouchCount;c.getHandled()||this._touchTimer.set(600,function(){b._callbackManager.trigger("contextMenu",g,d.KeyModifiers.None)})};a.prototype.onTouchMoveEvent=function(c){if(!this._touchTimer.isIdle(0)){c=d.Point2.subtract(this._initialPosition,c.getPosition());c=Math.abs(c.squaredLength());
+var b=.02*window.outerHeight;c>b*b&&this._touchTimer.clear()}};a.prototype.onTouchEndEvent=function(c){0<this._activeTouchCount&&--this._activeTouchCount;this._touchTimer.clear()};return a}()})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d){this.x=a;this.y=d}d.prototype.assign=function(a){this.x=a.x;this.y=a.y;return this};d.prototype.add=function(a){this.x+=a.x;this.y+=a.y;return this};d.prototype.subtract=function(a){this.x-=a.x;this.y-=a.y;return this};d.prototype.scale=function(a){this.x*=a;this.y*=a;return this};d.prototype.equals=function(a){return this.x===a.x&&this.y===a.y};d.prototype.set=function(a,d){this.x=a;this.y=d;return this};d.prototype.copy=function(){return new d(this.x,
+this.y)};d.prototype.length=function(){return Math.sqrt(this.squaredLength())};d.prototype.squaredLength=function(){return this.x*this.x+this.y*this.y};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{x:this.x,y:this.y}};d.prototype.forJson=function(){return this.toJson()};d.fromJson=function(a){return new d(a.x,a.y)};d.subtract=function(a,e){return new d(a.x-e.x,a.y-e.y)};d.add=function(a,e){return new d(a.x+e.x,a.y+e.y)};d.distance=function(a,e){return d.subtract(e,
+a).length()};d.zero=function(){return new d(0,0)};d.fromPoint3=function(a){return new d(a.x,a.y)};return d}();d.Point2=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(){this.top=this.left=0}}(),a=function(){function a(c,b){this._isFirefox=this._isIE=!1;this._canvas=null;this._canvasEventFunctions=new Map;this._documentEventFunctions=new Map;this._pointerEventsEnabled=!0;this._captureInput=this._dragStarted=this._eventsBound=this._processInput=!1;this._elementOffset=new f;this._pointerUp=!1;this._buttons=d.Buttons.None;this._eventDispatcher=c;this._timeoutMonitor=b;this._document=document;c=navigator.userAgent.toLowerCase();
+this._isIE=0<=c.indexOf("trident")||0<=c.indexOf("edge");this._isFirefox=-1<c.indexOf("firefox")}a.prototype._tryLockEventDispatcher=function(){return a._activeEventDispatcherLocked&&a._activeEventDispatcher!==this._eventDispatcher?!1:(this._calculateElementOffset(),a._activeEventDispatcher=this._eventDispatcher,a._activeOffset=this._elementOffset,a._activeEventDispatcherLocked=!0)};a.prototype._unlockEventDispatcher=function(){a._activeEventDispatcherLocked=!1};a.prototype.shutdown=function(){this.unbindEvents()};
+a.prototype.setDocument=function(c){this._unbindDocumentEvents();this._document=c;this._initDocumentEvents()};a.prototype.setOptions=function(c){c.hasOwnProperty("usePointerEvents")&&this.setPointerEventsEnabled(!!c.usePointerEvents)};a.prototype.elementResize=function(){this._calculateElementOffset()};a.prototype.setPointerEventsEnabled=function(c){this._pointerEventsEnabled=c};a.prototype.getPointerEventsEnabled=function(){return this._pointerEventsEnabled};a.prototype._browserSupportsPointerEvents=
+function(){return window.hasOwnProperty("PointerEvent")};a.prototype._usePointerEvents=function(){return this._browserSupportsPointerEvents()&&this._pointerEventsEnabled&&this._isIE};a.prototype._calculateElementOffset=function(){if(null!==this._canvas){var c=this._canvas.getBoundingClientRect();this._elementOffset.left=c.left;this._elementOffset.top=c.top}};a.prototype._initDocumentEvents=function(){var c=this;this._usePointerEvents()?(this._bindDocumentEvent("pointermove",function(b){c._processDocumentPointerMove(b)}),
+this._bindDocumentEvent("pointerup",function(b){c._processDocumentPointerUp(b)})):(this._bindDocumentEvent("mousemove",function(b){c._processDocumentMouseMove(b)}),this._bindDocumentEvent("mouseup",function(b){c._processDocumentMouseUp(b)}))};a.prototype._initCanvasEvents=function(){var c=this;this._usePointerEvents()?(this._bindCanvasEvent("pointerdown",function(b){c._processPointerDown(b)}),this._bindCanvasEvent("pointermove",function(b){c._processPointerMove(b)}),this._bindCanvasEvent("pointerup",
+function(b){c._processPointerUp(b)}),this._bindCanvasEvent("pointerenter",function(b){c._processPointerEnter(b)}),this._bindCanvasEvent("pointerleave",function(b){c._processPointerLeave(b)})):(this._bindCanvasEvent("mousedown",function(b){c._processMouseDown(b)}),this._bindCanvasEvent("mousemove",function(b){c._processMouseMove(b)}),this._bindCanvasEvent("mouseup",function(b){c._processMouseUp(b)}),this._bindCanvasEvent("mouseenter",function(b){c._processMouseEnter(b)}),this._bindCanvasEvent("mouseleave",
+function(b){c._processMouseLeave(b)}),this._bindCanvasEvent("touchstart",function(b){c._processTouchStart(b)}),this._bindCanvasEvent("touchmove",function(b){c._processTouchMove(b)}),this._bindCanvasEvent("touchend",function(b){c._processTouchEnd(b)}),this._bindCanvasEvent("touchcancel",function(b){c._processTouchEnd(b)}));this._isFirefox?this._bindCanvasEvent("DOMMouseScroll",function(b){c._processMousewheel(b)}):this._bindCanvasEvent("mousewheel",function(b){c._processMousewheel(b)});this._bindCanvasEvent("keydown",
+function(b){c._processKeyDownEvent(b)});this._bindCanvasEvent("keyup",function(b){c._processKeyUpEvent(b)})};a.prototype.bindEvents=function(c){this._eventsBound||(this._canvas=c,this._processInput=!0,this._initCanvasEvents(),this._initDocumentEvents(),this._eventsBound=!0,this._tryLockEventDispatcher())};a.prototype._bindDocumentEvent=function(c,b){if(null!==this._document){var g=this._documentEventFunctions.get(c);void 0!==g&&this._document.removeEventListener(c,g);this._documentEventFunctions.set(c,
+b);this._document.addEventListener(c,b)}};a.prototype._bindCanvasEvent=function(c,b){if(null!==this._canvas){var g=this._canvasEventFunctions.get(c);void 0!==g&&this._canvas.removeEventListener(c,g);this._canvasEventFunctions.set(c,b);this._canvas.addEventListener(c,b)}};a.prototype._unbindDocumentEvents=function(){var c=this;this._documentEventFunctions.forEach(function(b,g){c._document.removeEventListener(g,b)});this._documentEventFunctions.clear()};a.prototype._unbindCanvasEvents=function(){var c=
+this;null!==this._canvas&&(this._canvasEventFunctions.forEach(function(b,g){c._canvas.removeEventListener(g,b)}),this._canvasEventFunctions.clear());console.assert(0===this._canvasEventFunctions.size)};a.prototype.unbindEvents=function(){this._unbindCanvasEvents();this._unbindDocumentEvents();this._eventsBound=this._processInput=!1;a._activeEventDispatcher===this._eventDispatcher&&this._unlockEventDispatcher()};a.prototype._convertEventCoordsToTargetCoords=function(c,b){var g=null!==a._activeOffset?
+a._activeOffset:this._elementOffset;return new d.Point2(c-g.left,b-g.top)};a.prototype.focusInput=function(c){null!==this._canvas&&(c?this._canvas.focus():this._canvas.blur())};a.prototype._setButtons=function(c){c.buttons&&(this._buttons=c.buttons)};a.prototype._processMouseDown=function(c){if(this._tryLockEventDispatcher()){switch(c.button){case 0:this._buttons|=d.Buttons.Left;break;case 1:this._buttons|=d.Buttons.Middle;break;case 2:this._buttons|=d.Buttons.Right}c.preventDefault();this._timeoutMonitor.resetTimeout();
+if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);a._activeEventDispatcher.injectMouseDownEvent(b.x,b.y,c.button,this._buttons,g);this._dragStarted=!0}}};a.prototype._processMouseMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY);c=this._getEventModifiers(c);null!==a._activeEventDispatcher&&a._activeEventDispatcher.injectMouseMoveEvent(b.x,
+b.y,d.Button.None,this._buttons,c)}};a.prototype._processMouseUp=function(c){this._unlockEventDispatcher();switch(c.button){case 0:this._buttons&=~d.Buttons.Left;break;case 1:this._buttons&=~d.Buttons.Middle;break;case 2:this._buttons&=~d.Buttons.Right}c.preventDefault();c.stopPropagation();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);null!==a._activeEventDispatcher?a._activeEventDispatcher.injectMouseUpEvent(b.x,
+b.y,c.button,this._buttons,g):this._eventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g);this._captureInput=this._dragStarted=!1}};a.prototype._processMousewheel=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);this._eventDispatcher.injectMousewheelEvent(b.x,b.y,this._isFirefox?0<c.detail?-1:1:0<c.wheelDelta?1:-1,this._buttons,g)}};a.prototype._processDocumentMouseMove=
+function(c){this._dragStarted&&this._captureInput&&this._processMouseMove(c)};a.prototype._processDocumentMouseUp=function(c){this._dragStarted&&this._captureInput&&this._processMouseUp(c)};a.prototype._processMouseLeave=function(c){this._unlockEventDispatcher();this._dragStarted&&(this._captureInput=!0)};a.prototype._processMouseEnter=function(c){this._tryLockEventDispatcher()&&this._dragStarted&&(this._captureInput=!1)};a.prototype._isFunctionKey=function(c){return 112<=c.which&&123>=c.which};a.prototype._processKeyDownEvent=
+function(c){this._isFunctionKey(c)||c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._getEventModifiers(c);this._eventDispatcher.injectKeyDownEvent(c.which,b)}};a.prototype._processKeyUpEvent=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._getEventModifiers(c);this._eventDispatcher.injectKeyUpEvent(c.which,b)}};a.prototype._processTouchStart=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();
+if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchStartEvent(g.identifier,a.x,a.y,this._buttons)}};a.prototype._processTouchMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchMoveEvent(g.identifier,
+a.x,a.y,this._buttons)}};a.prototype._processTouchEnd=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchEndEvent(g.identifier,a.x,a.y,this._buttons)}};a.prototype._processPointerDown=function(c){if(this._tryLockEventDispatcher()&&(this._setButtons(c),c.preventDefault(),this._timeoutMonitor.resetTimeout(),
+this._processInput)){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);"mouse"===c.pointerType?a._activeEventDispatcher.injectMouseDownEvent(b.x,b.y,c.button,this._buttons,g):"touch"===c.pointerType&&a._activeEventDispatcher.injectTouchStartEvent(c.pointerId,b.x,b.y,this._buttons);this._pointerUp=!1}};a.prototype._processPointerMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();this._setButtons(c);if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,
+c.clientY),g=this._getEventModifiers(c);null!==a._activeEventDispatcher&&("mouse"===c.pointerType?a._activeEventDispatcher.injectMouseMoveEvent(b.x,b.y,c.button,this._buttons,g):"touch"===c.pointerType&&a._activeEventDispatcher.injectTouchMoveEvent(c.pointerId,b.x,b.y,this._buttons))}};a.prototype._processPointerUp=function(c){this._unlockEventDispatcher();this._setButtons(c);c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,
+c.clientY),g=this._getEventModifiers(c);"mouse"!==c.pointerType||this._pointerUp?"touch"===c.pointerType&&this._eventDispatcher.injectTouchEndEvent(c.pointerId,b.x,b.y,this._buttons):null!==a._activeEventDispatcher?a._activeEventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g):this._eventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g);this._captureInput=this._dragStarted=!1;this._pointerUp=!0}};a.prototype._processPointerEnter=function(c){this._pointerUp||(this._captureInput=
+!1)};a.prototype._processPointerLeave=function(c){this._pointerUp||(this._captureInput=!0)};a.prototype._processDocumentPointerMove=function(c){!this._pointerUp&&this._captureInput&&this._processPointerMove(c)};a.prototype._processDocumentPointerUp=function(c){!this._pointerUp&&this._captureInput&&this._processPointerUp(c)};a.prototype._getEventModifiers=function(c){var b=d.KeyModifiers.None;c.altKey&&(b|=d.KeyModifiers.Alt);c.ctrlKey&&(b|=d.KeyModifiers.Control);c.shiftKey&&(b|=d.KeyModifiers.Shift);
+c.metaKey&&(b|=d.KeyModifiers.Command);return b};a._activeEventDispatcher=null;a._activeEventDispatcherLocked=!1;a._activeOffset=null;return a}();h.InputMonitor=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.Directional=0]="Directional"})(d.LightType||(d.LightType={}));(function(d){d[d.World=0]="World";d[d.Camera=1]="Camera"})(d.LightSpace||(d.LightSpace={}));var h=function(){return function(d,a,e,c){this.type=d;this.space=a;this.position=e;this.color=c}}();d.Light=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(){}d.prototype.exportMarkup=function(){return[]};d.prototype.loadData=function(a){a;return Promise.resolve([])};return d}();d.MarkupTypeManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a,c){var b=f.call(this)||this;b._markupArray=[];b._viewer=a;b._callbackManager=c;b._callbackManager.bind({modelSwitched:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.removeAllLines()];case 1:return b.sent(),[2]}})})}});return b}__extends(a,f);a.prototype.addLine=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._markupArray.push(a),
+[4,a.updateLine()];case 1:return c.sent(),this._callbackManager.trigger("lineCreated",a),[2]}})})};a.prototype.removeLine=function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:c=0,b.label=1;case 1:return c<this._markupArray.length?this._markupArray[c].getId()!==a.getId()?[3,3]:[4,a.removeLine()]:[3,4];case 2:b.sent(),this._markupArray.splice(c,1),this._callbackManager.trigger("lineDeleted",a),b.label=3;case 3:return c++,[3,1];case 4:return[2]}})})};
+a.prototype.removeAllLines=function(){for(var a=this,c=[],b=function(b){var d=g._markupArray[b];c.push(d.removeLine().then(function(){a._callbackManager.trigger("lineDeleted",d)}));g._markupArray.splice(b,1)},g=this,k=this._markupArray.length-1;0<=k;k--)b(k);return d.Util.waitForAll(c)};a.prototype.getAllLines=function(){return this._markupArray.slice(0)};a.prototype.removeLastLine=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return 0<
+this._markupArray.length?[4,this.removeLine(this._markupArray[this._markupArray.length-1])]:[3,2];case 1:a.sent(),a.label=2;case 2:return[2]}})})};a.prototype.getLineByNodeId=function(a){for(var c=0,b=this._markupArray;c<b.length;c++){var g=b[c],d=g.getNodeId();if(null!==d&&d===a)return g}return null};a.prototype.exportMarkup=function(){for(var a=[],c=0,b=this._markupArray;c<b.length;c++)a.push(b[c].toJson());return a};a.prototype._handleLoadLine=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(c){switch(c.label){case 0:return a instanceof d.Markup.Line.LineMarkup?[4,this.addLine(a)]:[3,2];case 1:return c.sent(),this._callbackManager.trigger("lineLoaded",a),[2,!0];case 2:return[2,!1]}})})};a.prototype.loadData=function(a){for(var c=this,b=[],g=0;g<a.length;g++){var k=a[g];if(k.hasOwnProperty("className")){var e=d.Internal.classFromString(k.className);e&&(k=e.fromJson(k,this._viewer),k instanceof Promise?b.push(k.then(function(b){return c._handleLoadLine(b)})):b.push(this._handleLoadLine(k)))}}return Promise.all(b)};
+return a}(d.MarkupTypeManager);d.LineManager=h})(Communicator||(Communicator={}));var __decorate=this&&this.__decorate||function(d,h,f,a){var e=arguments.length,c=3>e?h:null===a?a=Object.getOwnPropertyDescriptor(h,f):a,b;if("object"===typeof Reflect&&"function"===typeof Reflect.decorate)c=Reflect.decorate(d,h,f,a);else for(var g=d.length-1;0<=g;g--)if(b=d[g])c=(3>e?b(c):3<e?b(h,f,c):b(h,f))||c;return 3<e&&c&&Object.defineProperty(h,f,c),c};
+(function(d){var h=function(){function f(a,e,c,b,g,k,l){this._markupTypeMap=new Map;this._domElements=a;this._callbackManager=b;this._viewer=l;this._sheetManager=g;this._sheetManager.setMarkupManager(this);this._noteTextManager=k;this._renderer=new d.Internal.SVG.SVGMarkupRenderer;this._itemManager=new d.Internal.MarkupItemManager(this._callbackManager,this._domElements,this._renderer);this._viewManager=new d.Internal.MarkupViewManager(this._viewer,this._itemManager,this._callbackManager,l.explodeManager,
+l.cuttingManager,this._sheetManager);this._measurementManager=e;this._lineManager=c}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","MarkupManager",d);return b.apply(this,c)};return c};f.prototype.registerMarkupTypeManager=function(a,d){this._markupTypeMap.set(a,d)};f.prototype.createMarkupView=function(a,d,c,b,g){void 0===d&&(d=!0);void 0===c&&(c=null);void 0===b&&(b=null);void 0===
+g&&(g=null);var k=this._viewer.sheetManager.getActiveSheetId();return this._viewManager.createView(a,d,k,c,b,g).getUniqueId()};f.prototype.getMarkupView=function(a){return this._viewManager.getView(a)};f.prototype.getMarkupViewKeys=function(){return this._viewManager.getViewKeys()};f.prototype.activateMarkupViewWithPromise=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,this._viewManager.activateView(a,
+e)]})})};f.prototype.activateMarkupView=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return this._viewManager.deprecatedActivateView(a,e)};f.prototype.getActiveMarkupView=function(){return this._itemManager.getActiveView()};f.prototype.deleteMarkupView=function(a){return this._viewManager.deleteView(a)};f.prototype.registerMarkup=function(a){a=this._itemManager.registerMarkupItem(a);this.updateLater();return a};f.prototype.unregisterMarkup=function(a){this._itemManager.unregisterMarkupItem(a);
+this.updateLater()};f.prototype.addMarkupElement=function(a){var e=d.UUID.create();a.id=e;this._domElements.getRedlineElement().appendChild(a);return e};f.prototype.removeMarkupElement=function(a){for(var d=this._domElements.getRedlineElement(),c=0;c<d.children.length;c++){var b=d.children.item(c);null!==b&&b.id===a&&d.removeChild(b)}};f.prototype.refreshMarkup=function(){this.updateLater()};f.prototype.updateLater=function(){this._itemManager.updateLater()};f.prototype.pickMarkupItem=function(a){return this._itemManager.pick(a)};
+f.prototype.getPickTolerance=function(){return this._itemManager.getPickTolerance()};f.prototype.setPickTolerance=function(a){return this._itemManager.setPickTolerance(a)};f.prototype.selectMarkup=function(a){this._itemManager.select(a)};f.prototype.getSelectedMarkup=function(){return this._itemManager.getSelected()};f.prototype.exportMarkup=function(){var a={views:this._viewManager.exportMarkup(),notes:this._noteTextManager.exportMarkup(),measurement:this._measurementManager.exportMarkup(),lines:this._lineManager.exportMarkup()};
+this._markupTypeMap.forEach(function(d,c){a[c]=d.exportMarkup()});return a};f.prototype.loadMarkupData=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){"string"===typeof a&&(a=JSON.parse(a));return[2,this._loadMarkupData(a)]})})};f.prototype._loadMarkupData=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){e=[];a.hasOwnProperty("views")&&(c=this._viewManager.loadData(a.views).then(d.Internal.all),e.push(c));
+a.hasOwnProperty("notes")&&(c=this._noteTextManager.loadData(a.notes).then(d.Internal.all),e.push(c));a.hasOwnProperty("measurement")&&(c=this._measurementManager.loadData(a.measurement).then(d.Internal.all),e.push(c));a.hasOwnProperty("lines")&&(c=this._lineManager.loadData(a.lines).then(d.Internal.all),e.push(c));this._markupTypeMap.forEach(function(b,c){a.hasOwnProperty(c)&&(b=b.loadData(a[c]).then(d.Internal.all),e.push(b))});return[2,Promise.all(e).then(d.Internal.all)]})})};f.prototype.getRenderer=
+function(){return this._renderer};f.prototype._shutdown=function(){this._itemManager.shutdown();this._renderer._clear()};f.prototype._update=function(){this._itemManager.update()};f.prototype._setActiveMarkupView=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this._itemManager.setActiveView(a)]})})};f.prototype._getItemManager=function(){return this._itemManager};__decorate([f.deprecated],f.prototype,"activateMarkupView",null);return f}();d.MarkupManager=
+h})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a,c){var b=f.call(this)||this;b._markupArray=[];b._color=new d.Color(0,0,0);b._edgeColor=new d.Color(0,0,0);b._viewer=a;b._callbackManager=c;b._callbackManager.bind({modelSwitched:function(){b.removeAllMeasurements()}});return b}__extends(a,f);a.prototype.addMeasurement=function(a){this._markupArray.push(a);var c=this._viewer.markupManager.registerMarkup(a);a._setId(c);return c};a.prototype.finalizeMeasurement=function(a){this._callbackManager.trigger("measurementCreated",a)};
+a.prototype.removeMeasurement=function(a){for(var c=0;c<this._markupArray.length;c++)if(this._markupArray[c]._getId()===a._getId()){this._markupArray.splice(c,1);this._viewer.markupManager.unregisterMarkup(a._getId());this._callbackManager.trigger("measurementDeleted",a);break}};a.prototype.removeAllMeasurements=function(){for(var a=this._markupArray.length-1;0<=a;a--){var c=this._markupArray[a];this._viewer.markupManager.unregisterMarkup(c._getId());this._markupArray.splice(a,1);this._callbackManager.trigger("measurementDeleted",
+c)}};a.prototype.getAllMeasurements=function(){return this._markupArray.slice(0)};a.prototype.removeLastMeasurement=function(){0<this._markupArray.length&&this.removeMeasurement(this._markupArray[this._markupArray.length-1])};a.prototype.setMeasurementColor=function(a){this._color.assign(a)};a.prototype.getMeasurementColor=function(){return this._color.copy()};a.prototype.setMeasurementEdgeColor=function(a){this._edgeColor.assign(a)};a.prototype.getMeasurementEdgeColor=function(){return this._edgeColor.copy()};
+a.prototype.exportMarkup=function(){for(var a=[],c=0,b=this._markupArray;c<b.length;c++)a.push(b[c].toJson());return a};a.prototype._handleLoadMeasurement=function(a){return a instanceof d.Markup.Measure.MeasureMarkup?(this.addMeasurement(a),this._callbackManager.trigger("measurementLoaded",a),!0):!1};a.prototype.loadData=function(a){for(var c=this,b=[],g=0;g<a.length;g++){var k=a[g];if(k.hasOwnProperty("className")){var e=d.Internal.classFromString(k.className);e&&(k=e.fromJson(k,this._viewer),k instanceof
+Promise?b.push(k.then(function(b){return c._handleLoadMeasurement(b)})):b.push(Promise.resolve(this._handleLoadMeasurement(k))))}}return Promise.all(b)};return a}(d.MarkupTypeManager);d.MeasureManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this._faceMeshData=[];this._pointMeshData=[];this._polylineMeshData=[];this._faceWinding=d.FaceWinding.CounterClockwise;this._isManifold=this._backfacesEnabled=!1}f.prototype.addFaces=function(a,e,c,b,g){void 0===g&&(g=0);this._faceMeshData.push(new d.Internal.FaceMeshData(a,e,c,b,g))};f.prototype.addPoints=function(a,e,c){void 0===c&&(c=0);this._pointMeshData.push(new d.Internal.PointMeshData(a,e,c))};f.prototype.addPolyline=function(a,e,c){void 0===c&&
+(c=0);this._polylineMeshData.push(new d.Internal.PolylineMeshData(a,e,c))};f.prototype.clear=function(){this._faceMeshData.length=0;this._pointMeshData.length=0;this._polylineMeshData.length=0};f.prototype.setFaceWinding=function(a){this._faceWinding=a};f.prototype.getFaceWinding=function(){return this._faceWinding};f.prototype.setBackfacesEnabled=function(a){this._backfacesEnabled=a};f.prototype.getBackfacesEnabled=function(){return this._backfacesEnabled};f.prototype.setManifold=function(a){this._isManifold=
+a};f.prototype.isManifold=function(){return this._isManifold};f.prototype._getFaceData=function(){return this._faceMeshData};f.prototype._getPointData=function(){return this._pointMeshData};f.prototype._getPolylineData=function(){return this._polylineMeshData};return f}();d.MeshData=h;h=function(){function f(a,e,c,b,g,k,l){this._instanceName=this._pointColor=this._lineColor=this._faceColor=this._matrix=this._meshId=null;this._pointOpacity=this._lineOpacity=this._faceOpacity=1;this._creationFlags=
+d.MeshInstanceCreationFlags.None;this._overlayIndex=0;a&&(this._meshId=a.slice());e&&(this._matrix=e.copy());c&&(this._instanceName=c);b&&(this._faceColor=b.copy());g&&(this._lineColor=g.copy());k&&(this._pointColor=k.copy());l&&(this._creationFlags=l)}f.prototype.copy=function(){var a=new f(this.getMeshId(),this.getMatrix(),this.getInstanceName(),this.getFaceColor(),this.getLineColor(),this.getPointColor(),this.getCreationFlags());a.setPointOpacity(this.getOpacity());a.setLineOpacity(this.getLineOpacity());
+a.setOpacity(this.getOpacity());a.setOverlayIndex(this.getOverlayIndex());return a};f.prototype.clear=function(){this._instanceName=this._pointColor=this._lineColor=this._faceColor=this._matrix=this._meshId=null;this._pointOpacity=this._lineOpacity=this._faceOpacity=1;this._creationFlags=d.MeshInstanceCreationFlags.None;this._overlayIndex=0};f.prototype.getMeshId=function(){return null!==this._meshId?this._meshId.slice():null};f.prototype.getMeshKey=function(){return this.getMeshId()};f.prototype.setMeshId=
+function(a){this._meshId=a.slice()};f.prototype.setMeshKey=function(a){this.setMeshId(a)};f.prototype.getMatrix=function(){return null!==this._matrix?this._matrix.copy():null};f.prototype.getCreationFlags=function(){return this._creationFlags};f.prototype.setCreationFlags=function(a){this._creationFlags=a};f.prototype.setMatrix=function(a){this._matrix=a.copy()};f.prototype.getInstanceName=function(){return this._instanceName};f.prototype.setInstanceName=function(a){this._instanceName=a};f.prototype.setFaceColor=
+function(a){this._faceColor=a.copy()};f.prototype.getFaceColor=function(){return null!==this._faceColor?this._faceColor.copy():null};f.prototype.setLineColor=function(a){this._lineColor=a.copy()};f.prototype.getLineColor=function(){return null!==this._lineColor?this._lineColor.copy():null};f.prototype.setPointColor=function(a){this._pointColor=a.copy()};f.prototype.getPointColor=function(){return null!==this._pointColor?this._pointColor.copy():null};f.prototype.setPointOpacity=function(a){this._pointOpacity=
+a};f.prototype.getPointOpacity=function(){return this._pointOpacity};f.prototype.setLineOpacity=function(a){this._lineOpacity=a};f.prototype.getLineOpacity=function(){return this._lineOpacity};f.prototype.setOpacity=function(a){this._faceOpacity=a};f.prototype.setTransparency=function(a){this._faceOpacity=a};f.prototype.getOpacity=function(){return this._faceOpacity};f.prototype.getTransparency=function(){return this._faceOpacity};f.prototype.setOverlayIndex=function(a){this._overlayIndex=a};f.prototype.getOverlayIndex=
+function(){return this._overlayIndex};return f}();d.MeshInstanceData=h})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){return function(a,d,c,b,g){void 0===g&&(g=0);this.vertexData=a;this.normalData=d;this.rgba32data=c;this.uvData=b;this.bits=g}}();d.FaceMeshData=f;f=function(){return function(a,d,c){void 0===c&&(c=0);this.vertexData=a;this.rgba32data=d;this.bits=c}}();d.PolylineMeshData=f;f=function(){return function(a,d,c){void 0===c&&(c=0);this.vertexData=a;this.rgba32data=d;this.bits=c}}();d.PointMeshData=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator=
+{}));(function(d){(function(d){(function(d){function a(a){console.assert(a!==d.invalidNodeId);return a>d.invalidNodeId}d.invalidNodeId=-1;d.isAuthoredId=a;d.getAuthoredId=function(d){console.assert(a(d));return d};d.getRuntimeId=function(e,c){return a(e)?d.towardInclusionContext(c).toRuntimeId(e):e}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){d.DefaultTransitionDuration=400;d.EmptyModelName="_empty";d.InvalidNodeId=d.Internal.Tree.invalidNodeId;var h=function(){function f(a,e){var c=this;this._pmiColor=d.Color.black();this._pmiColorOverride=!1;this._viewAxes=new d.ViewAxes;this._viewAxesSet=!1;this._firstModelRootId=d.InvalidNodeId;this._engine=a;this._callbackManager=e;this._callbackManager.bind({_firstModelLoaded:function(b){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(c){this._firstModelRootId=
+b[0];return[2]})})},_resetAssemblyTreeBegin:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){this._viewAxes=new d.ViewAxes;this._viewAxesSet=!1;return[2]})})}})}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","Model",d);return b.apply(this,c)};return c};f.prototype._setModelStructure=function(a){console.assert(void 0===this._modelStructure);this._modelStructure=
+a};f.prototype.getClientDimensions=function(){return this._engine.getClientDimensions()};f.prototype.setViewAxes=function(a,e){if(a.isAxis()&&e.isAxis()&&!a.equals(e))this._viewAxes.frontVector=a,this._viewAxes.upVector=e,this._callbackManager.trigger("viewAxes",a,e),this._viewAxesSet=!0;else throw new d.CommunicatorError("The upVector and frontVector must be unique, cardinal axes.");};f.prototype.viewAxesHaveBeenSet=function(){return this._viewAxesSet};f.prototype.getViewAxes=function(){return this._viewAxes};
+f.prototype.getModelBounding=function(a,e,c){void 0===c&&(c=!1);return __awaiter(this,void 0,void 0,function(){var b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:b=new d.Box,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._engine.getModelBounding(a,e,c)];case 2:return b=f.sent(),[3,4];case 3:return g=f.sent(),k=!1,SC.isError(g)&&(l=SC.getStateFailure(g),1===l&&(k=!0)),console.assert(k),[3,4];case 4:return[2,b]}})})};f.prototype._preventNodeDeletion=function(a){return this._modelStructure.preventNodeDeletion(a)};
+f.prototype._preventMeshDeletion=function(a){console.assert(0===a[0]);return this._modelStructure.preventMeshDeletion(a[1])};f.prototype._getNodeFromInstanceInc=function(a,d,c,b){return this._modelStructure.getNodeFromInstanceInc(a,d,c,b)};f.prototype.getNodesBounding=function(a,d){var c=7,b=!1,g=!1;void 0!==d&&(!1===d.bodyInstance&&(c&=-2),!1===d.pmiBody&&(c&=-3),!1===d.viewFrame&&(c&=-5),d.ignoreInvisible&&(b=!0),d.tightBounding&&(g=!0));return this._modelStructure.getBounding(a,c,b,g)};f.prototype.getNodeRealBounding=
+function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){e=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);if(0===e.length)throw new d.CommunicatorError("Cannot get bounding of node without geometry.");return[2,this._engine.getDrawnPartsBounding(e)]})})};f.prototype.setNodesVisibilities=function(a,e){void 0===e&&(e=null);a=d.Internal.fromIntegerMap(a);return this._modelStructure.setVisibilitiesByMap(a,e)};f.prototype.setNodesVisibility=
+function(a,d,c){void 0===c&&(c=null);return this._modelStructure.setVisibilitiesByValue(a,d,c)};f.prototype.resetNodesVisibility=function(){return this._modelStructure.resetAllVisibilities()};f.prototype.getVisibilityState=function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){e=this._modelStructure.lookupAnyTreeNode(a);if(null===e)throw new d.InvalidNodeIdError(a);return[2,d.Internal.Tree.getVisibilityState(e)]})})};f.prototype.resetNodesTransform=function(){return this._modelStructure.resetAllTransforms()};
+f.prototype.reset=function(){return this._modelStructure.reset()};f.prototype.clear=function(){return this._modelStructure.clear()};f.prototype.setNodesFaceColor=function(a,d){this._setNodesFaceColor(a,d);return Promise.resolve()};f.prototype._setNodesFaceColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartColor(a,d.ElementType.Faces,e)};f.prototype._unsetNodesColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.unsetPartColor(a,e)};f.prototype.unsetNodesFaceColor=function(a){this._unsetNodesColor(a,d.ElementType.Faces);return Promise.resolve()};f.prototype.setNodesLineColor=function(a,d){this._setNodesLineColor(a,d);return Promise.resolve()};f.prototype._setNodesLineColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartColor(a,d.ElementType.Lines,e)};
+f.prototype.unsetNodesLineColor=function(a){this._unsetNodesColor(a,d.ElementType.Lines);return Promise.resolve()};f.prototype.setNodesHighlighted=function(a,e){if(0===a.length)return Promise.resolve();a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightParts(a,e);return Promise.resolve()};f.prototype.getNodesHighlighted=function(a){a=this._getInstanceIncsFromLeafNodes(a);return 0<a.length?this._engine.getPartHighlighted(a):
+Promise.resolve([])};f.prototype.setNodesColors=function(a,e){var c=this;void 0===e&&(e=!1);var b=new Set,g=new Map,k=function(a,k){a=c._modelStructure.lookupAnyTreeNode(a);if(null!==a&&(a=d.Internal.Tree.gatherInstanceIncsSync(a,7,!1,b,d.Internal.Tree.WalkRestriction.None),0<a.length)){k=(k.r<<16)+(k.g<<8)+k.b;var e=g.get(k);e?g.set(k,e.concat(a)):g.set(k,a)}};if(a instanceof Map)a.forEach(function(b,c){k(c,b)});else for(var l=0,f=Object.keys(a);l<f.length;l++){var m=parseInt(f[l],10);k(m,a[m])}g.forEach(function(b,
+g){g=new d.Color(g>>16,(g&65280)>>8,g&255);c._engine.setPartColor(b,d.ElementType.Faces,g);e&&c._engine.setPartColor(b,d.ElementType.Lines,g)});return Promise.resolve()};f.prototype.getPmiTopologyReferences=function(a){var e=[],c=function(b,c,g){var a=new d.RefOnTopoItem;a.bodyId=b;a.subElementType=c;a.subElementIndex=g;return a};a=this._modelStructure.getPmiTopologyReferences(a);if(null!==a)for(var b=0;b<a.length;b++){for(var g=a[b],k=g.body.getRuntimeId(),l=0,f=g.faceIds;l<f.length;l++)e.push(c(k,
+d.PmiTopoRef.Face,f[l]));l=0;for(g=g.edgeIds;l<g.length;l++)e.push(c(k,d.PmiTopoRef.Edge,g[l]))}return 0===e.length?null:e};f.prototype.getPmis=function(){return this._modelStructure.getPmis()};f.prototype.getPMIs=function(){return this.getPmis()};f.prototype.getPmiType=function(a){return this._modelStructure.getPmiType(a)};f.prototype.getPMIType=function(a){return this.getPmiType(a)};f.prototype.getPmiSubtype=function(a){return this._modelStructure.getPmiSubType(a)};f.prototype.getPMISubtype=function(a){return this.getPmiSubtype(a)};
+f.prototype.setPmiColor=function(a){this._pmiColor.assign(a)};f.prototype.setPMIColor=function(a){this.setPmiColor(a)};f.prototype.getPmiColor=function(){return this._pmiColor.copy()};f.prototype.getPMIColor=function(){return this.getPmiColor()};f.prototype.setPmiColorOverride=function(a,d){(this._pmiColorOverride=a)?this._modelStructure.setPmiColor(this._pmiColor,d):this._modelStructure.resetPmiColor(d);return Promise.resolve()};f.prototype.setPMIColorOverride=function(a){return this.setPmiColorOverride(a)};
+f.prototype.getPmiColorOverride=function(){return this._pmiColorOverride};f.prototype.getPMIColorOverride=function(){return this.getPmiColorOverride()};f.prototype.computeMinimumBodyBodyDistance=function(a,e){var c=this._modelStructure.lookupAnyBody(a);if(null===c)throw new d.InvalidNodeTypeError(a,1);a=this._modelStructure.lookupAnyBody(e);if(null===a)throw new d.InvalidNodeTypeError(e,1);e=c.getInstanceInc();c=a.getInstanceInc();return this._engine.computeMininimumBodyBodyDistance(e,c)};f.prototype.computeMinimumFaceFaceDistance=
+function(a,e,c,b){var g=this._modelStructure.lookupAnyBody(a);if(null===g)throw new d.InvalidNodeTypeError(a,1);a=this._modelStructure.lookupAnyBody(c);if(null===a)throw new d.InvalidNodeTypeError(c,1);c=g.getInstanceInc();g=a.getInstanceInc();return this._engine.computeMininimumFaceFaceDistance([c[0],c[1]],e,[g[0],g[1]],b)};f.prototype.computeMinimumFaceRayDistance=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();return this._engine.computeMinimumFaceRayDistance(a,
+e,c)};f.prototype.computeMinimumFaceLineDistance=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();return this._engine.computeMinimumFaceLineDistance(a,e,c)};f.prototype.setNodeFaceColor=function(a,d,c){this._setNodeFaceColor(a,d,c);return Promise.resolve()};f.prototype._setNodeFaceColor=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);2===a.length&&this._engine.setElementColor(a,
+d.ElementType.Faces,e,1,c)};f.prototype._unsetElementColor=function(a,d,c){a=this._getInstanceIncFromSingleLeafNode(a);this._engine.unsetElementColor(a,d,c,1)};f.prototype.unsetNodeFaceColor=function(a,e){this._unsetElementColor(a,d.ElementType.Faces,e);return Promise.resolve()};f.prototype.setNodeFaceHighlighted=function(a,d,c){this._setNodeFaceHighlighted(a,d,c);return Promise.resolve()};f.prototype._setNodeFaceHighlighted=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],
+7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightElements(a,d.ElementType.Faces,e,1,c)};f.prototype._getElementHighlighted=function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getElementHighlighted(b,d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype.getNodeFaceHighlighted=function(a,e){return this._getElementHighlighted(a,
+d.ElementType.Faces,e)};f.prototype.setNodeLineColor=function(a,d,c){this._setNodeLineColor(a,d,c);return Promise.resolve()};f.prototype._setNodeLineColor=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();this._engine.setElementColor(a,d.ElementType.Lines,e,1,c)};f.prototype.unsetNodeLineColor=function(a,e){this._unsetElementColor(a,d.ElementType.Lines,e);return Promise.resolve()};f.prototype.setNodeLineHighlighted=function(a,
+d,c){this._setNodeLineHighlighted(a,d,c);return Promise.resolve()};f.prototype._setNodeLineHighlighted=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightElements(a,d.ElementType.Lines,e,1,c)};f.prototype.getNodeLineHighlighted=function(a,e){return this._getElementHighlighted(a,d.ElementType.Lines,e)};f.prototype.setNodePointHighlighted=function(a,d,c){this._setNodePointHighlighted(a,d,c);return Promise.resolve()};
+f.prototype._setNodePointHighlighted=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();this._engine.highlightElements(a,d.ElementType.Points,e,1,c)};f.prototype.getNodePointHighlighted=function(a,e){return this._getElementHighlighted(a,d.ElementType.Points,e)};f.prototype.resetNodesColor=function(){this._engine.resetColors();return Promise.resolve()};f.prototype.setNodesOpacity=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartOpacity(a,e)};f.prototype.setNodesTransparency=function(a,d){this.setNodesOpacity(a,d);return Promise.resolve()};f.prototype.getNodesHaveTransparency=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return 0<a.length?this._engine.getPartHasTransparency(a):Promise.resolve([])};f.prototype.setNodesOpacities=function(a){var e=this;a=d.Internal.fromIntegerMap(a);var c=new Set;
+a.forEach(function(b,g){g=e._modelStructure.lookupAnyTreeNode(g);null!==g&&(g=d.Internal.Tree.gatherInstanceIncsSync(g,1,!1,c,d.Internal.Tree.WalkRestriction.None),0<g.length&&e._engine.setPartOpacity(g,b))})};f.prototype.setNodesTransparencies=function(a){this.setNodesOpacities(a);return Promise.resolve()};f.prototype.resetModelOpacity=function(){this._engine.resetOpacity();this._callbackManager.trigger("_resetOpacity")};f.prototype.resetModelTransparency=function(){this.resetModelOpacity();return Promise.resolve()};
+f.prototype.resetModelHighlight=function(){this._engine.clearHighlight();return Promise.resolve()};f.prototype.resetNodesOpacity=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.unsetPartOpacity(a)};f.prototype.resetNodesTransparency=function(a){this.resetNodesOpacity(a);return Promise.resolve()};f.prototype._getNodesColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);
+return 0<a.length?this._engine.getPartColor(a,e):Promise.resolve([])};f.prototype._getNodesEffectiveColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return 0<a.length?this._engine.getEffectivePartColor(a,e):Promise.resolve([])};f.prototype.getNodesFaceColor=function(a){return this._getNodesColor(a,d.ElementType.Faces)};f.prototype.getNodesEffectiveFaceColor=function(a){return this._getNodesEffectiveColor(a,d.ElementType.Faces)};f.prototype.getNodesLineColor=
+function(a){return this._getNodesColor(a,d.ElementType.Lines)};f.prototype.getNodesEffectiveLineColor=function(a){return this._getNodesEffectiveColor(a,d.ElementType.Lines)};f.prototype.getNodeColorMap=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){c=this._modelStructure.lookupAnyTreeNode(a);if(null!==c)return[2,d.Internal.Tree.getNodeColorMap(c,this._engine,e)];throw new d.InvalidNodeIdError(a);})})};f.prototype.getNodesOpacity=function(a){return Promise.resolve(this._getNodesOpacity(a))};
+f.prototype.getNodesTransparency=function(a){return this.getNodesOpacity(a)};f.prototype._getNodesOpacity=function(a){a=this._getInstanceIncsFromLeafNodes(a);return 0<a.length?this._engine.getPartOpacity(a):[]};f.prototype.getNodesEffectiveOpacity=function(a,d){return(a=this._getInstanceIncsFromLeafNodes(a))&&0<a.length?this._engine.getEffectivePartOpacity(a,d):Promise.resolve([])};f.prototype.getNodesEffectiveTransparency=function(a,d){return this.getNodesEffectiveOpacity(a,d)};f.prototype._getNodeElementColor=
+function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getElementColor(b,d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype._getNodeEffectiveElementColor=function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getEffectiveElementColor(b,
+d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype.getNodeFaceColor=function(a,e){return this._getNodeElementColor(a,d.ElementType.Faces,e)};f.prototype.getNodeEffectiveFaceColor=function(a,e){return this._getNodeEffectiveElementColor(a,d.ElementType.Faces,e)};f.prototype.getNodeLineColor=function(a,e){return this._getNodeElementColor(a,d.ElementType.Lines,e)};f.prototype.getNodeEffectiveLineColor=function(a,e){return this._getNodeEffectiveElementColor(a,d.ElementType.Lines,e)};f.prototype.getOutOfHierarchy=
+function(a){return this._modelStructure.isOutOfHierarchy(a)};f.prototype.getAbsoluteRootNode=function(){return this._modelStructure.getAbsoluteRootNodeId()};f.prototype.getRootNode=function(){return this.getAbsoluteRootNode()};f.prototype.getNodeChildren=function(a,d){return this._modelStructure.getChildIds(a,d||!1)};f.prototype.getNodesInstancingSamePart=function(a){return this._modelStructure.getPartReferrers(a)};f.prototype.getUnitMultiplier=function(){var a=this._firstModelRootId!==d.InvalidNodeId?
+this._firstModelRootId:this.getAbsoluteRootNode();return this.getNodeUnitMultiplier(a)};f.prototype.getNodeUnitMultiplier=function(a){return this._modelStructure.getUnit(a)};f.prototype.createCadView=function(a,d,c,b,g,k,l,f,m){b||(b=[]);g||(g=[]);k||(k=[]);l||(l=[]);void 0===f&&(f=null);void 0===m&&(m=null);a=this._modelStructure.createCadView(a,d,c,b,g,k,l,f,m);null!==a&&this._callbackManager.trigger("cadViewCreated",a,d);return a};f.prototype.createCADView=function(a,d,c,b,g,k,l,f,m){return this.createCadView(a,
+d,c,b,g,k,l,f,m)};f.prototype.getCadViewMap=function(){return this._modelStructure.getCadViewMap()};f.prototype.getCadViews=function(){return d.Internal.toIntegerMap(this.getCadViewMap())};f.prototype.getCADViews=function(){return this.getCadViews()};f.prototype.activateCadView=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return this._modelStructure.activateCadView(a,e)};f.prototype.activateCADView=function(a,d){return this.activateCadView(a,d)};f.prototype.getCadViewPmis=function(a){return this._modelStructure.getCadViewPmis(a)};
+f.prototype.getCADViewPMIs=function(a){return this.getCadViewPmis(a)};f.prototype.cadConfigurationsEnabled=function(){return this._modelStructure.cadConfigurationsEnabled()};f.prototype.getCadConfigurations=function(){return this._modelStructure.getCadConfigurations()};f.prototype.getCADConfigurations=function(){return this.getCadConfigurations()};f.prototype.getDefaultCadConfiguration=function(){return this._modelStructure.getDefaultCadConfiguration()};f.prototype.getCADDefaultConfiguration=function(){return this.getDefaultCadConfiguration()};
+f.prototype.getActiveCadConfiguration=function(){return this._modelStructure.getActiveCadConfiguration()};f.prototype.getCADActiveConfiguration=function(){return this.getActiveCadConfiguration()};f.prototype.activateCadConfiguration=function(a){return this._modelStructure.activateCadConfiguration(a)};f.prototype.activateCADConfiguration=function(a){return this.activateCadConfiguration(a)};f.prototype.activateDefaultCadConfiguration=function(){return this._modelStructure.activateDefaultCadConfiguration()};
+f.prototype.activateCADDefaultConfiguration=function(){return this.activateDefaultCadConfiguration()};f.prototype.getEdgeCount=function(a){return this._modelStructure.getEdgeCount(a)};f.prototype.getEdgeAttributes=function(a,d){return this._modelStructure.getEdgeAttributes(a,d)};f.prototype.getEdgeProperty=function(a,d){return this._modelStructure.getEdgeProperty(a,d)};f.prototype.getFaceCount=function(a){return this._modelStructure.getFaceCount(a)};f.prototype.getFaceAttributes=function(a,d){return this._modelStructure.getFaceAttributes(a,
+d)};f.prototype.getFaceProperty=function(a,d){return this._modelStructure.getFaceProperty(a,d)};f.prototype.setEdgeProperty=function(a,d,c){this._modelStructure.setEdgeProperty(a,d,c)};f.prototype.setFaceProperty=function(a,d,c){this._modelStructure.setFaceProperty(a,d,c)};f.prototype.getNodeMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:e=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);
+if(0===e.length)throw new d.CommunicatorError("Node does not refer to a mesh instance");if(2<e.length)throw new d.CommunicatorError("Node refers to multiple mesh instances");c=e;return[4,this._engine.getInstancesMeshData(c)];case 1:return b=g.sent(),[2,this._engine.getMeshData(b)]}})})};f.prototype.getNodeMatrix=function(a){return this._modelStructure.getMatrix(a)};f.prototype.setNodeMatrix=function(a,d,c){void 0===c&&(c=!1);return this._modelStructure.setMatrix(a,d,c)};f.prototype.resetNodeMatrixToInitial=
+function(a){return this._modelStructure.resetToInitialMatrix(a)};f.prototype.getNodeNetMatrix=function(a){return this._modelStructure.getNetMatrix(a)};f.prototype.getNodeParent=function(a){return this._modelStructure.getParentId(a)};f.prototype.getNodeType=function(a){return this._modelStructure.getType(a)};f.prototype.getNodeProperties=function(a){return this._modelStructure.getProperties(a)};f.prototype.addPropertyToNode=function(a,d,c){return this._modelStructure.addProperty(a,d,c)};f.prototype.setPhysicalProperties=
+function(a,d,c,b){return this._modelStructure.setPhysicalProperties(a,d,c,b)};f.prototype.requestNodes=function(a){return this._modelStructure.requestNodes(a)};f.prototype.getNodeName=function(a){return this._modelStructure.getName(a)||null};f.prototype.getNodeExchangeId=function(a){return this._modelStructure.getNodeExchangeId(a)};f.prototype.getFilters=function(){return this._modelStructure.getFilters()};f.prototype.getFilterName=function(a){return this._modelStructure.getFilterName(a)};f.prototype.getFiltersWithNode=
+function(a){return this._modelStructure.getFiltersWithNode(a)};f.prototype.getNodesFromFiltersId=function(a){return this._modelStructure.getNodesFromFilterIds(a)};f.prototype.getLayers=function(){return this._modelStructure.getLayers()};f.prototype.getUniqueLayerNames=function(){return this._modelStructure.getUniqueLayerNames()};f.prototype.getLayerName=function(a){return this._modelStructure.getLayerName(a)};f.prototype.getLayerIdsFromName=function(a){return this._modelStructure.getLayerIdsFromName(a)};
+f.prototype.getNodeLayerId=function(a){return this._modelStructure.getNodeLayerId(a)};f.prototype.getNodesFromLayer=function(a,d){return this._modelStructure.getRuntimeNodesFromLayer(a,d)};f.prototype.getNodesFromLayers=function(a,d){return this._modelStructure.getRuntimeNodesFromLayers(a,d)};f.prototype.getNodesFromLayerName=function(a,d){return this._modelStructure.getNodesFromLayerName(a,d)};f.prototype.getNodeVisibility=function(a){return this._modelStructure.isVisible(a)};f.prototype.getBranchVisibility=
+function(a){a=this._modelStructure.getBranchVisibility(a);if(2===a)return d.BranchVisibility.Shown;if(1===a)return d.BranchVisibility.Hidden;console.assert(3===a);return d.BranchVisibility.Mixed};f.prototype.getDataFromIds=function(a){return this._engine.getDataFromIds(a)};f.prototype.getDataFromKeys=function(a){return this.getDataFromIds(a)};f.prototype.createMesh=function(a,d){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,
+this._engine.createMesh(a)];case 1:return c=b.sent(),d&&d.doNotDelete&&this._preventMeshDeletion(c),[2,c]}})})};f._flatArrayToPairArray=function(a){for(var d=[],c=0;c<a.length;c+=2)d.push([a[c],a[c+1]]);return d};f._pairArrayToFlatArray=function(a){for(var d=[],c=0;c<a.length;c++){var b=a[c];d.push(b[0],b[1])}return d};f.prototype.getMeshIds=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){switch(b.label){case 0:return e=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None),[4,this._engine.getInstancesMeshData(e)];case 1:return c=b.sent(),[2,f._flatArrayToPairArray(c)]}})})};f.prototype.replaceMesh=function(a,d){return this._engine.replaceMesh(a,d)};f.prototype.createMeshInstance=function(a,d,c,b){void 0===d&&(d=null);c||(c=!1);b||(b=!1);return this._createMeshInstance(a,d,c,b)};f.prototype._createMeshInstance=function(a,e,c,b){return __awaiter(this,void 0,void 0,function(){var g,k,l,f,m,p,h,r;return __generator(this,function(n){switch(n.label){case 0:g=
+a.getMatrix();k=null!==g||null!==e;l=a.getCreationFlags();console.assert(!e||!b,"Out of hierarchy instances should not have a parent node.");f=null===e||this.getNodeVisibility(e);m=a;if(k||!f)m=a.copy(),m.setCreationFlags(l|d.MeshInstanceCreationFlags.Invisible);return[4,this._engine.createMeshInstance(m)];case 1:p=n.sent();h=this._modelStructure.createMeshInstance(p[0],p[1],a.getInstanceName(),e,c,b);if(!k)return[3,3];r=g?g:new d.Matrix;return[4,this.setNodeMatrix(h,r,!0)];case 2:n.sent(),0===(l&
+d.MeshInstanceCreationFlags.Invisible)&&f&&this._engine.setPartVisibility(p,!0,!0),n.label=3;case 3:return null===e?[3,5]:[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[h],d.NodeSource.CreateInstance)];case 4:n.sent(),n.label=5;case 5:return[2,h]}})})};f.prototype.createPmiInstance=function(a,e,c,b,g){return __awaiter(this,void 0,void 0,function(){var k,l,f,m,p,h,r,u;return __generator(this,function(n){switch(n.label){case 0:void 0===g&&(g=null);k=[];l=0;for(f=b;l<f.length;l++){m=
+f[l];p=this._modelStructure.lookupBodyInstance(m.bodyId);if(null===p)throw new d.InvalidNodeIdError(m.bodyId);h=d.Internal.Tree.ReferenceOnTopology.fromBodyInstance(p,m.subElementType,m.subElementIndex);k.push(h)}return[4,this._engine.createMeshInstance(a)];case 1:return r=n.sent(),u=this._modelStructure.createPmiInstance(r[0],r[1],e,c,k,a.getInstanceName(),g),null===g?[3,3]:[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[u],d.NodeSource.CreatePmi)];case 2:n.sent(),n.label=
+3;case 3:return[2,u]}})})};f.prototype.createPMIInstance=function(a,d,c,b,g){return this.createPmiInstance(a,d,c,b,g)};f.prototype.createImage=function(a,d){return this._engine.createImage(a,d)};f.prototype.deleteImages=function(a){return this._engine.destroyImages(f._pairArrayToFlatArray(a))};f.prototype.setNodesTexture=function(a,d){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.setTexture(a,d)};f.prototype.unsetNodesTexture=function(a){a=this._getInstanceIncsFromLeafNodes(a);this._engine.unsetTexture(a)};
+f.prototype.deleteMeshes=function(a){return this._engine.destroyMeshes(f._pairArrayToFlatArray(a))};f.prototype.deleteMeshInstances=function(a){var e=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None),c=[];if(0<e.length){for(var b=0;b<a.length;b++)c.push(this._modelStructure.deleteNode(a[b]));c.push(this._engine.destroyLocalInstances(e))}return d.Util.waitForAll(c)};f.prototype._obtainLoadSubtreeConfig=function(a){if(a[0]instanceof d.LoadSubtreeConfig)var e=
+a[0];else e=new d.LoadSubtreeConfig,e.additionalMatrix=a[0]||null,e.allowMissingExternalModels=!!a[1];return e.copy()};f.prototype.loadSubtreeFromXmlFile=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromXmlFile(a,e,c,b)};f.prototype.loadSubtreeFromXmlBuffer=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);
+c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromXmlDoc(a,e,c,b)};f.prototype.loadSubtreeFromScsXmlFile=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromScsXmlFile(a,e,c,b)};f.prototype.loadSubtreeFromScsXmlBuffer=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);
+return this._modelStructure.loadSubtreeFromScsXmlDoc(a,e,c,b)};f.prototype.loadSubtreeFromModel=function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromStream(a,d,c)};f.prototype.loadSubtreeFromScsFile=function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromScsFile(a,d,c)};f.prototype.loadSubtreeFromScsBuffer=
+function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromScsBuffer(a,d,c)};f.prototype.loadSubtreeFromUrl=function(a,d){return this.loadSubtreeFromXmlFile(a,d)};f.prototype.loadSubtreeFromXML=function(a,d){return this.loadSubtreeFromXmlBuffer(a,d)};f.prototype.switchToModel=function(a){this._callbackManager.trigger("modelLoadBegin");return this._modelStructure.switchToModel(a)};f.prototype.createNode=function(a,
+e,c,b,g,k){void 0===a&&(a=null);void 0===c&&(c=null);void 0===b&&(b=null);if(void 0===g||null===g)g=!0;a=this._modelStructure.createNode(a,e,c,b,g,k);null!==a&&(e=this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[a],d.NodeSource.CreateNode),e);return a};f.prototype.deleteNode=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return[4,this._modelStructure.deleteNode(a)];case 1:return d.sent(),this._callbackManager.trigger("subtreeDeleted",
+[a]),[2]}})})};f.prototype.createPart=function(a){void 0===a&&(a=null);return this._modelStructure.createPart(a)};f.prototype.setPart=function(a,d){return void 0===a||null===a||void 0===d||null===d?!1:this._modelStructure.setPart(a,d)};f.prototype.createAndAddRepresentationItem=function(a,d){if(void 0===a||null===a)return null;void 0===d&&(d=null);return this._modelStructure.createAndAddRepItem(a,d)};f.prototype.createAndAddBody=function(a,d){return this.createAndAddRepresentationItem(a,d)};f.prototype.getLowestAvailableNodeId=
+function(){return this._modelStructure.getLowestAvailableNodeId()};f.prototype.getLowestAvailableNodeID=function(){return this.getLowestAvailableNodeId()};f.prototype.setInstanceModifier=function(a,d,c){this._setInstanceModifier(a,d,c,7);return Promise.resolve()};f.prototype._setInstanceModifier=function(a,e,c,b){e=this._modelStructure.gatherInstanceIncsFromNodeIds(e,b,d.Internal.Tree.WalkRestriction.None);0<e.length&&this._engine.setInstanceModifier(a,e,c)};f.prototype.getSCInstanceKey=function(a){a=
+this._modelStructure.lookupBodyInstance(a);return null!==a?a.getInstanceInc():null};f.prototype.getNodeIDFromSCInstanceKey=function(a,d){return this._modelStructure.getNodeFromInstanceInc(!1,a,d,!1)};f.prototype.getPrimaryModelKey=function(){return this._engine.getPrimaryModelKey()};f.prototype.getPrimaryModelId=function(){return this.getPrimaryModelKey()};f.prototype.getAssociatedModelKey=function(a){a=this._modelStructure.getAssociatedModelKey(a);return Promise.resolve(a)};f.prototype.hasDepthRange=
+function(a){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.hasDepthRange(a)};f.prototype.setDepthRange=function(a,d,c){this._setDepthRange(a,d,c);return Promise.resolve()};f.prototype._setDepthRange=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.setDepthRange(a,e,c)};f.prototype.unsetDepthRange=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.unsetDepthRange(a)};
+f.prototype._gatherInstanceIncsFromNodeIds=function(a,e){void 0===e&&(e=7);return this._modelStructure.gatherInstanceIncsFromNodeIds(a,e,d.Internal.Tree.WalkRestriction.None)};f.prototype._getInstanceIncsFromLeafNodes=function(a){for(var e=[],c=0;c<a.length;c++){var b=this._modelStructure.gatherInstanceIncsFromNodeIds([a[c]],7,d.Internal.Tree.WalkRestriction.None);if(2===b.length)e.push(b[0],b[1]);else throw new d.CommunicatorError("Non-leaf node encountered");}return e};f.prototype._getInstanceIncFromSingleLeafNode=
+function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);if(2===a.length)return a;throw new d.CommunicatorError("Non-leaf node encountered");};f.prototype.setMeshLevel=function(a,d){this._modelStructure.setMeshLevel(a,d);return Promise.resolve()};f.prototype.setEnableAutomaticUnitScaling=function(a){return this._modelStructure.setEnableAutomaticUnitScaling(a)};f.prototype.setBehaviorInitiallyHidden=function(a){return this._modelStructure.setBehaviorInitiallyHidden(a)};
+f.prototype.isDrawing=function(){return this._modelStructure.isACadDrawing()};f.prototype.isMeasurable=function(){return this._modelStructure.isMeasurable()};f.prototype.getModelFileNameFromNode=function(a){return this._modelStructure.getModelFileNameFromNode(a)};f.prototype.getModelFileTypeFromNode=function(a){return this._modelStructure.getModelFileTypeFromNode(a)};f.prototype.getNodeGenericType=function(a){return this._modelStructure.getNodeGenericType(a)};f.prototype.getNodeGenericId=function(a){return this._modelStructure.getNodeGenericId(a)};
+f.prototype.registerBimNodes=function(a,e,c){void 0===c&&(c=null);return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=this._modelStructure.lookupAnyTreeNode(a);if(null===b)return[2];"boolean"===typeof c&&(c=c?"TYPE":null);return[2,d.Internal.Tree.registerBimNodes(e,this._engine,this._modelStructure,b,c)]})})};f.prototype.getGenericTypeIdMap=function(){return this._modelStructure.getGenericTypeIdMap()};f.prototype.getIfcNodeIds=function(){return this.getGenericTypeIdMap()};
+f.prototype.getIfcTypeByNodeId=function(a){return this._modelStructure.getNodeGenericType(a)};f.prototype.getNodesByGenericType=function(a){return this._modelStructure.getNodesByGenericType(a)};f.prototype.getNodesByIfcType=function(a){return this.getNodesByGenericType(a)};f.prototype.getGenericTypes=function(){return this._modelStructure.getGenericTypes()};f.prototype.getIfcTypes=function(){return this.getGenericTypes()};f.prototype.hasEffectiveGenericType=function(a,d){return this._modelStructure.hasEffectiveGenericType(a,
+d)};f.prototype.registerIfcNodes=function(a,e){void 0===e&&(e=null);return this.registerBimNodes(a,d.Internal.Tree.ifcAttributeToBimMask,e)};f.prototype.isAnnotationView=function(a){return this._modelStructure.isAnnotationView(a)};f.prototype.setNodesCullingVector=function(a,d,c,b){this._setNodesCullingVector(a,d,c,b);return Promise.resolve()};f.prototype._setNodesCullingVector=function(a,e,c,b){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return this._engine.setCullingVector(a,
+e,c,b)};f.prototype.unsetNodesCullingVectors=function(a){this._unsetNodesCullingVectors(a);return Promise.resolve()};f.prototype._unsetNodesCullingVectors=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.unsetCullingVector(a)};f.prototype.getNodesCullingVectors=function(a){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.getCullingVector(a)};f.prototype.getNodeIdOffset=function(a){return this._modelStructure.getIdOffset(a)};
+f.prototype.isNodeLoaded=function(a){return this._modelStructure.isNodeLoaded(a)};f.prototype.triangulatePolygon=function(a,e){e=d.Internal.toVec3(e);return this._engine.triangulatePolygon(a,e)};f.prototype.setNodesLinePattern=function(a,d,c,b){a=this._gatherInstanceIncsFromNodeIds(a);this._engine.setLinePattern(a,d,c,b)};f.prototype.unsetNodesLinePattern=function(a){a=this._gatherInstanceIncsFromNodeIds(a);this._engine.unsetLinePattern(a)};f.prototype._hwfAwaitAssemblyTreeReady=function(){return __awaiter(this,
+void 0,void 0,function(){var a,e,c;return __generator(this,function(b){switch(b.label){case 0:a=this.getAbsoluteRootNode();e=this._modelStructure.lookupAnyTreeNode(a);if(null===e)throw new d.InternalLogicError;c=d.Internal.Tree.towardLoadContext(e);return[4,d.Internal.Tree.WalkerAsync.forceLazyPromises(c)];case 1:return b.sent(),[4,d.Internal.Tree.markContextsLoaded([c])];case 2:return b.sent(),[2]}})})};f.prototype.getNodeUserDataIndices=function(a){return this._modelStructure.getUserDataIndices(a)};
+f.prototype.getNodeUserData=function(a,d){return this._modelStructure.getUserData(a,d)};f.prototype.getNodeIdsByGenericIds=function(a){for(var d=[],c=0;c<a.length;c++){var b=this._modelStructure.getNodeByGenericId(a[c]);null!==b&&d.push(b)}return d};f.prototype.getNodeIdsByIfcGuids=function(a){return this.getNodeIdsByGenericIds(a)};f.prototype._getModelStructure=function(){return this._modelStructure};f.prototype.isWithinExternalModel=function(a){return this._modelStructure.isWithinExternalModel(a)};
+f.prototype._firstAssemblyDataHeader=function(){return this._modelStructure.firstAssemblyDataHeader()};__decorate([f.deprecated],f.prototype,"getPMIs",null);__decorate([f.deprecated],f.prototype,"getPMIType",null);__decorate([f.deprecated],f.prototype,"getPMISubtype",null);__decorate([f.deprecated],f.prototype,"setPMIColor",null);__decorate([f.deprecated],f.prototype,"getPMIColor",null);__decorate([f.deprecated],f.prototype,"setPMIColorOverride",null);__decorate([f.deprecated],f.prototype,"getPMIColorOverride",
+null);__decorate([f.deprecated],f.prototype,"setNodesTransparency",null);__decorate([f.deprecated],f.prototype,"setNodesTransparencies",null);__decorate([f.deprecated],f.prototype,"resetModelTransparency",null);__decorate([f.deprecated],f.prototype,"resetNodesTransparency",null);__decorate([f.deprecated],f.prototype,"getNodesTransparency",null);__decorate([f.deprecated],f.prototype,"getNodesEffectiveTransparency",null);__decorate([f.deprecated],f.prototype,"getRootNode",null);__decorate([f.deprecated],
+f.prototype,"getUnitMultiplier",null);__decorate([f.deprecated],f.prototype,"createCADView",null);__decorate([f.deprecated],f.prototype,"getCadViews",null);__decorate([f.deprecated],f.prototype,"getCADViews",null);__decorate([f.deprecated],f.prototype,"activateCADView",null);__decorate([f.deprecated],f.prototype,"getCADViewPMIs",null);__decorate([f.deprecated],f.prototype,"getCADConfigurations",null);__decorate([f.deprecated],f.prototype,"getCADDefaultConfiguration",null);__decorate([f.deprecated],
+f.prototype,"getCADActiveConfiguration",null);__decorate([f.deprecated],f.prototype,"activateCADConfiguration",null);__decorate([f.deprecated],f.prototype,"activateCADDefaultConfiguration",null);__decorate([f.deprecated],f.prototype,"getDataFromKeys",null);__decorate([f.deprecated],f.prototype,"createPMIInstance",null);__decorate([f.deprecated],f.prototype,"loadSubtreeFromUrl",null);__decorate([f.deprecated],f.prototype,"loadSubtreeFromXML",null);__decorate([f.deprecated],f.prototype,"createAndAddBody",
+null);__decorate([f.deprecated],f.prototype,"getLowestAvailableNodeID",null);__decorate([f.deprecated],f.prototype,"getSCInstanceKey",null);__decorate([f.deprecated],f.prototype,"getNodeIDFromSCInstanceKey",null);__decorate([f.deprecated],f.prototype,"getPrimaryModelKey",null);__decorate([f.deprecated],f.prototype,"getPrimaryModelId",null);__decorate([f.deprecated],f.prototype,"getIfcNodeIds",null);__decorate([f.deprecated],f.prototype,"getIfcTypeByNodeId",null);__decorate([f.deprecated],f.prototype,
+"getNodesByIfcType",null);__decorate([f.deprecated],f.prototype,"getIfcTypes",null);__decorate([f.deprecated],f.prototype,"getNodeIdsByIfcGuids",null);return f}();d.Model=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._position=new d.OverlayUnitPoint(0,d.OverlayUnit.Pixels,0,d.OverlayUnit.Pixels);this._viewportSize=new d.OverlayUnitPoint(200,d.OverlayUnit.Pixels,200,d.OverlayUnit.Pixels);this._anchor=d.OverlayAnchor.UpperRightCorner;this._dimension=3;this._fieldSize=8;this._instanceKeys=[];this._enabled=!1;this._textImageId=null;this._selectionFaceColor=new d.Color(76,186,240);this._outlineColor=new d.Color(17,94,133);this._lastSelectedNodes=[];this._nodeIds=
+[];this._adjacentFaces=[];this._preserveModelUp=!0;this._cameraRotation=0;this._lastFaceIndex=this._lastCamera=this._lastOrientation=null;this._textWidths=[];this._sceneReadyCompleted=d.Util.OpenPromise.create();this._firstAttachment=this._geometryCreated=this._texturesReady=!1;this._viewer=a;this._fontSize=25;this._fontInfo=this._fontSize+"px Arial";this._textureSize=512;this._viewer.setCallbacks({sceneReady:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,
+this._createViewport()];case 1:return c.sent(),this._updateVisibility(),[4,this._createGeometry()];case 2:return c.sent(),this._sceneReadyCompleted.resolve(),[2]}})})},_assemblyTreeReady:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this._sceneReadyCompleted];case 1:return c.sent(),[2,this._setTextures()]}})})},_firstAttachment:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._firstAttachment=
+!0,[4,this._onCameraUpdate()];case 1:return c.sent(),this._updateVisibility(),[2]}})})},modelSwitchStart:function(){e._firstAttachment=!1},camera:function(){e._onCameraUpdate()},overlayViewportSet:function(c){c===d.BuiltinOverlayIndex.NavCube&&e._onViewportSet()},transitionEnd:function(){e._onCameraUpdate()},viewAxes:function(){e._updateOrientationMatrices()},_resetOpacity:function(){e._viewer.model.setNodesOpacity(e._nodeIds.slice(1),0)},viewOrientation:function(c){e._lastOrientation=c;e._cameraRotation=
+0;e._lastCamera=e._viewer.view.getCamera()}})}f.prototype.setAnchor=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return this._anchor=a,[4,this._sceneReadyCompleted];case 1:return d.sent(),[2,this._updateViewport()]}})})};f.prototype.getAnchor=function(){return this._anchor};f.prototype.enable=function(){this._enabled=!0;this._updateVisibility();return Promise.resolve()};f.prototype.disable=function(){this._enabled=!1;this._updateVisibility();
+return Promise.resolve()};f.prototype.setPreserveModelUp=function(a){this._preserveModelUp=a};f.prototype.getPreserveModelUp=function(){return this._preserveModelUp};f.prototype._updateVisibility=function(){this._enabled&&this._texturesReady&&this._firstAttachment?this._showOverlay():this._hideOverlay()};f.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.NavCube,!1)};f.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.NavCube,
+!0)};f.prototype.getEnabled=function(){return this._enabled};f.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.NavCube};f.prototype._setTextures=function(){return __awaiter(this,void 0,void 0,function(){var a,d,c,b,g;return __generator(this,function(k){switch(k.label){case 0:if(!this._textImageId||0<this._nodeIds.length||0>=this._instanceKeys.length)return[2];a=this._viewer.model;d=0;for(c=this._instanceKeys;d<c.length;d++)b=c[d],g=a._getNodeFromInstanceInc(!0,0,b,!0),this._nodeIds.push(g),
+a._preventNodeDeletion(g);a.setNodesOpacity(this._nodeIds.slice(1),0);return[4,a.setNodesTexture([this._nodeIds[0]],{imageId:this._textImageId})];case 1:return k.sent(),this._texturesReady=!0,this._updateVisibility(),[2]}})})};f.prototype._updateViewport=function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.NavCube,this._anchor,this._position.x,d.OverlayUnit.Pixels,this._position.y,d.OverlayUnit.Pixels,this._viewportSize.x,d.OverlayUnit.Pixels,this._viewportSize.y,d.OverlayUnit.Pixels)};
+f.prototype._createViewport=function(){var a=this._viewer.overlayManager;this._updateViewport();var e=new d.Camera;e.setPosition(new d.Point3(0,0,10));e.setTarget(d.Point3.zero());e.setUp(new d.Point3(0,1,0));e.setWidth(this._fieldSize);e.setHeight(this._fieldSize);e.setProjection(d.Projection.Orthographic);a.setCamera(d.BuiltinOverlayIndex.NavCube,e)};f.prototype._onViewportSet=function(){var a=this._viewer.overlayManager,e=a._getViewportPosition(d.BuiltinOverlayIndex.NavCube),c=a._getViewportSize(d.BuiltinOverlayIndex.NavCube);
+a=a.getViewportAnchor(d.BuiltinOverlayIndex.NavCube);null!==e&&null!==c&&null!==a&&(this._position=e,this._viewportSize=c,this._anchor=a)};f.prototype._createGeometry=function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b,g,k,l,f,m,p,h,r,u,t,v,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I,L,M,N;return __generator(this,function(n){switch(n.label){case 0:if(this._geometryCreated)return[2];a=this._initializeTextures();e=0;c=[];c.push(this._createCube(e++,this._dimension));b=[];b.push(this._makeRotationMatrixX(-.5*
+Math.PI));b.push(this._makeRotationMatrixX(.5*Math.PI));b.push(this._makeRotationMatrixY(.5*Math.PI));b.push(this._makeRotationMatrixY(-.5*Math.PI));b.push(this._makeRotationMatrixZ(.5*Math.PI));b.push(this._makeRotationMatrixZ(-.5*Math.PI));g=this._dimension/4;k=this._dimension/2;l=[];f=new d.Point3(0,0,0);m=new d.Point3(0,0,0);p=new d.Point3(0,0,0);for(h=0;h<b.length;h++)r=this._dimension,u=b[h],t=!1,h===b.length-1&&(t=!0,f.z+=this._dimension+.02),m=new d.Point3(.5*r-g,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+
+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,.5*r,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(.5*r-g,.5*r,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,.5*r,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-g,m.z),
+c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-k,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(.5*r-g,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-k,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-k,m.z),c.push(this._createSelectionFace(e++,
+m,p,u,t,f,l));for(v=0;v<l.length;v++){w=Math.floor(v/9);z=[];x=l[v];for(y=0;y<x.length;y+=2)for(A=x[y],B=x[y+1],D=0;D<l.length;D++)if(C=Math.floor(D/9),C!==w)for(E=l[D],F=0;F<E.length;F+=2)H=E[F],G=E[F+1],this._isSameEdge(A,B,H,G)&&z.push(D);this._adjacentFaces.push(z)}return[4,Promise.all(c)];case 1:J=n.sent();this._updateOrientationMatrices();this._onCameraUpdate();K=[];I=0;for(L=J;I<L.length;I++)M=L[I],K.push(0,M);N=this._getScEngine();N.setPartVisibility(K,!0,!0);this._geometryCreated=!0;return[2,
+a]}})})};f.prototype._createTexture=function(a,e){a=a.getImageData(0,0,e,e).data;e=new ArrayBuffer(e*e*3);e=new Uint8Array(e);for(var c=0,b=0;b<a.length;b+=4)e[c]=a[b],e[c+1]=a[b],e[c+2]=a[b],c+=3;return this._viewer.model.createImage({format:d.ImageFormat.Rgb24,data:e,width:this._textureSize,height:this._textureSize})};f.prototype._geometryHasBeenCreated=function(){return this._geometryCreated};f.prototype.insideOverlay=function(a){var d=this._viewer.overlayManager._toPixelPoint(this._viewportSize),
+c=this._getOverlayOffset();return a.x>=c.x&&a.y>=c.y&&a.x<=c.x+d.x&&a.y<=c.y+d.y};f.prototype._getOverlayOffset=function(){var a=this._viewer.overlayManager._toPixelPoint(this._viewportSize);return this._viewer.overlayManager._getOverlayOffset(this._anchor,a)};f.prototype._getViewportSize=function(){return this._viewportSize};f.prototype._getViewportPixelSize=function(){return this._viewer.overlayManager._toPixelPoint(this._viewportSize)};f.prototype._onNoSelection=function(){this._enabled&&0<this._lastSelectedNodes.length&&
+(this._viewer.model.setNodesOpacity(this._lastSelectedNodes,0),this._lastSelectedNodes.length=0)};f.prototype.onClickSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){switch(c.label){case 0:console.assert(this._enabled);if(null===a||!a.isFaceSelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.NavCube)return this._onNoSelection(),[2];e=this._getFaceIndexFromNodeId(a.getNodeId());return e<this._nodeIds.length&&0<e?[4,this._setViewOrientation(e)]:
+[3,2];case 1:c.sent(),c.label=2;case 2:return[2]}})})};f.prototype.onMoveSelection=function(a){var e=this;console.assert(this._enabled);if(null!==a&&a.isFaceSelection()&&a.overlayIndex()===d.BuiltinOverlayIndex.NavCube){var c=a.getNodeId(),b=this._getFaceIndexFromNodeId(c)-1;0<=b&&c!==this._nodeIds[0]&&this._viewer.pauseRendering(function(){var g=e._viewer.model;g.setNodesOpacity(e._lastSelectedNodes,0);e._lastSelectedNodes.length=0;e._lastSelectedNodes.push(c);console.assert(b<e._adjacentFaces.length);
+for(var a=0,d=e._adjacentFaces[b];a<d.length;a++){var f=e._getNodeIdFromFaceIndex(d[a]+1);e._lastSelectedNodes.push(f)}g.setNodesOpacity(e._lastSelectedNodes,1)})}else this._onNoSelection()};f.prototype._getViewOrientationFromFaceIndex=function(a){switch(a){case 1:a=d.ViewOrientation.LeftBottomBack;break;case 2:a=d.ViewOrientation.LeftBottomFront;break;case 3:a=d.ViewOrientation.LeftTopFront;break;case 4:a=d.ViewOrientation.LeftTopBack;break;case 5:a=d.ViewOrientation.LeftTop;break;case 6:a=d.ViewOrientation.LeftBottom;
+break;case 7:a=d.ViewOrientation.LeftFront;break;case 8:a=d.ViewOrientation.LeftBack;break;case 9:a=d.ViewOrientation.Left;break;case 10:a=d.ViewOrientation.RightTopBack;break;case 11:a=d.ViewOrientation.RightTopFront;break;case 12:a=d.ViewOrientation.RightBottomFront;break;case 13:a=d.ViewOrientation.RightBottomBack;break;case 14:a=d.ViewOrientation.RightBottom;break;case 15:a=d.ViewOrientation.RightTop;break;case 16:a=d.ViewOrientation.RightFront;break;case 17:a=d.ViewOrientation.RightBack;break;
+case 18:a=d.ViewOrientation.Right;break;case 19:a=d.ViewOrientation.BackTopRight;break;case 20:a=d.ViewOrientation.BackBottomRight;break;case 21:a=d.ViewOrientation.BackBottomLeft;break;case 22:a=d.ViewOrientation.BackTopLeft;break;case 23:a=d.ViewOrientation.BackLeft;break;case 24:a=d.ViewOrientation.BackRight;break;case 25:a=d.ViewOrientation.BackBottom;break;case 26:a=d.ViewOrientation.BackTop;break;case 27:a=d.ViewOrientation.Back;break;case 28:a=d.ViewOrientation.FrontBottomRight;break;case 29:a=
+d.ViewOrientation.FrontTopRight;break;case 30:a=d.ViewOrientation.FrontTopLeft;break;case 31:a=d.ViewOrientation.FrontBottomLeft;break;case 32:a=d.ViewOrientation.FrontLeft;break;case 33:a=d.ViewOrientation.FrontRight;break;case 34:a=d.ViewOrientation.FrontTop;break;case 35:a=d.ViewOrientation.FrontBottom;break;case 36:a=d.ViewOrientation.Front;break;case 37:a=d.ViewOrientation.BottomRightFront;break;case 38:a=d.ViewOrientation.BottomLeftFront;break;case 39:a=d.ViewOrientation.BottomLeftBack;break;
+case 40:a=d.ViewOrientation.BottomRightBack;break;case 41:a=d.ViewOrientation.BottomBack;break;case 42:a=d.ViewOrientation.BottomFront;break;case 43:a=d.ViewOrientation.BottomLeft;break;case 44:a=d.ViewOrientation.BottomRight;break;case 45:a=d.ViewOrientation.Bottom;break;case 46:a=d.ViewOrientation.TopLeftBack;break;case 47:a=d.ViewOrientation.TopRightBack;break;case 48:a=d.ViewOrientation.TopRightFront;break;case 49:a=d.ViewOrientation.TopLeftFront;break;case 50:a=d.ViewOrientation.TopFront;break;
+case 51:a=d.ViewOrientation.TopBack;break;case 52:a=d.ViewOrientation.TopRight;break;case 53:a=d.ViewOrientation.TopLeft;break;case 54:a=d.ViewOrientation.Top;break;default:a=d.ViewOrientation.Front}return a};f.prototype._setViewOrientation=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,f,m,p,h,r,u,t,v;return __generator(this,function(n){switch(n.label){case 0:return e=this._viewer.view,c=this._getViewOrientationFromFaceIndex(a),[4,e.getViewOrientationCamera(c,void 0,this._preserveModelUp)];
+case 1:b=n.sent();g=!1;console.assert(0<=a-1);console.assert(a-1<this._adjacentFaces.length);k=this._adjacentFaces[a-1];l=0;for(f=k;l<f.length;l++)if(m=f[l],p=m+1,p===this._lastFaceIndex){g=!0;break}this._lastFaceIndex=a;h=null!==this._lastCamera&&this._lastCamera.equals(e.getCamera());this._cameraRotation=(r=this._lastOrientation===c||g)&&h?this._preserveModelUp?(this._cameraRotation+90)%360:90:0;this._lastOrientation=c;0<this._cameraRotation&&(u=d.Point3.subtract(b.getPosition(),b.getTarget()).normalize(),
+t=d.Matrix.createFromOffAxisRotation(u,this._cameraRotation),v=b.getUp(),t.transform(v,v),b.setUp(v));return[4,e.fitWorld(d.DefaultTransitionDuration,b)];case 2:return n.sent(),this._lastCamera=e.getCamera(),[2]}})})};f.prototype._getScEngine=function(){return this._viewer._getScEngine()};f.prototype._createInstance=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:return[4,this._viewer.model.createMesh(a)];case 1:return c=
+f.sent(),b=new d.MeshInstanceData(c),b.setCreationFlags(d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotLight|d.MeshInstanceCreationFlags.Invisible),b.setOverlayIndex(d.BuiltinOverlayIndex.NavCube),g=this._getScEngine(),[4,g.createMeshInstance(b)];case 2:return k=f.sent(),l=k[1],this._instanceKeys[e]=l,[2,l]}})})};f.prototype._createCube=function(a,e){for(var c=[],b=[],g=[],k=[],l=this._textWidths[0],
+f=0,m=this._textWidths;f<m.length;f++){var p=m[f];p>l&&(l=p)}l+=10;c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));f=22/this._textureSize;m=82/this._textureSize;
+f=1-f;m=1-m;var h=(l-this._textWidths[0])/2;p=-(h/this._textureSize);h=(this._textWidths[0]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));k.push(new d.Point3(-.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*
+e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[1])/2;p=-(h/this._textureSize);h=(this._textWidths[1]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,f));g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*
+e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[2])/2;p=-(h/this._textureSize);h=(this._textWidths[2]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));k.push(new d.Point3(-.5*e,.5*e,-.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));k.push(new d.Point3(-.5*
+e,-.5*e,-.5*e));k.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));f-=60/this._textureSize;m-=60/this._textureSize;h=
+(l-this._textWidths[3])/2;p=-(h/this._textureSize);h=(this._textWidths[3]+h)/this._textureSize;g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*
+e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[4])/2;p=-(h/this._textureSize);h=(this._textWidths[4]+h)/this._textureSize;g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,f));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));b.push(new d.Point3(0,
+0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));f-=60/this._textureSize;m-=60/this._textureSize;h=(l-this._textWidths[5])/2;p=-(h/this._textureSize);h=(this._textWidths[5]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));e=new d.MeshData;e.setFaceWinding(d.FaceWinding.CounterClockwise);
+l=[];m=[];p=[];for(f=h=0;f<c.length;f++){var r=c[f];l.push(r.x);l.push(r.y);l.push(r.z);r=b[f];m.push(r.x);m.push(r.y);m.push(r.z);r=g[f];p.push(r.x);p.push(r.y);if(18<=l.length){r=[[0,255,0,255],[0,255,0,255],[255,0,0,255],[255,0,0,255],[0,0,255,255],[0,0,255,255]][h];for(var u=[],t=0;6>t;t++)u.push(r[0]),u.push(r[1]),u.push(r[2]),u.push(r[3]);e.addFaces(l,m,new Uint8Array(u),p);l=[];m=[];p=[];++h}}l=[];c=new Uint8Array(4*k.length);for(f=0;f<k.length;f++)b=k[f],l.push(b.x),l.push(b.y),l.push(b.z),
+b=4*f,c[b]=this._outlineColor.r,c[b+1]=this._outlineColor.g,c[b+2]=this._outlineColor.b,c[b+3]=255;e.addPolyline(l,c);return this._createInstance(e,a)};f.prototype._onCameraUpdate=function(){var a=new d.Camera,e=this._viewer.view.getCamera();a.setPosition(e.getPosition().subtract(e.getTarget()).normalize());a.setTarget(d.Point3.zero());a.setUp(e.getUp());a.setProjection(d.Projection.Orthographic);a.setWidth(this._fieldSize);a.setHeight(this._fieldSize);this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.NavCube,
+a)};f.prototype._updateOrientationMatrices=function(){var a=this._viewer.model.getViewAxes(),e=a.upVector.copy(),c=a.frontVector.copy(),b=d.Point3.cross(e,c.copy().scale(-1));a=new d.Matrix;a.m[0]=-c.x;a.m[1]=-c.y;a.m[2]=-c.z;a.m[4]=b.x;a.m[5]=b.y;a.m[6]=b.z;a.m[8]=e.x;a.m[9]=e.y;a.m[10]=e.z;e=this._getScEngine();c=[];b=0;for(var g=this._instanceKeys;b<g.length;b++)c.push(0,g[b]);e.setInstancesMatrix(c,a)};f.prototype._createSelectionFace=function(a,e,c,b,g,k,l){var f=new d.MeshData;f.setFaceWinding(d.FaceWinding.CounterClockwise);
+var m=[];this._createQuad(e,c,m,b,k,g);e=[];c=[];b=[];for(k=0;k<m.length;k++){var p=m[k];e.push(p.x);e.push(p.y);e.push(p.z);c.push(0);c.push(0);c.push(-1);b.push(this._selectionFaceColor.r);b.push(this._selectionFaceColor.g);b.push(this._selectionFaceColor.b);b.push(128)}k=[];p=[this._outlineColor.r,this._outlineColor.g,this._outlineColor.b,255,this._outlineColor.r,this._outlineColor.g,this._outlineColor.b,255];f.addFaces(e,c,new Uint8Array(b));e=[];g?(e.push(m[4].x,m[4].y,m[4].z),e.push(m[5].x,
+m[5].y,m[5].z)):(e.push(m[0].x,m[0].y,m[0].z),e.push(m[1].x,m[1].y,m[1].z));f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));e=[];e.push(m[1].x,m[1].y,m[1].z);e.push(m[2].x,m[2].y,m[2].z);f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));e=[];e.push(m[3].x,m[3].y,m[3].z);e.push(m[4].x,m[4].y,m[4].z);f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));
+e=[];g?(e.push(m[3].x,m[3].y,m[3].z),e.push(m[2].x,m[2].y,m[2].z)):(e.push(m[5].x,m[5].y,m[5].z),e.push(m[3].x,m[3].y,m[3].z));f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));l.push(k);return this._createInstance(f,a)};f.prototype._createQuad=function(a,e,c,b,g,k){void 0===k&&(k=!1);a=new d.Point3(a.x,a.y,a.z);e=new d.Point3(e.x,e.y,e.z);g&&(a.x+=g.x,a.y+=g.y,a.z+=g.z,e.x+=g.x,e.y+=g.y,e.z+=g.z);g=c.length;var l=new d.Point3(e.x,e.y,a.z);l=b.transform(l);
+c.push(l);l=new d.Point3(a.x,e.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(a.x,a.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(e.x,a.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(e.x,e.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(a.x,a.y,a.z);l=b.transform(l);c.push(l);if(k)for(b=0;3>b;b++)k=g+b,a=c[g+b],a=new d.Point3(a.x,a.y,a.z),e=g+(6-b-1),c[k].x=c[e].x,c[k].y=c[e].y,c[k].z=c[e].z,c[e].x=a.x,c[e].y=a.y,c[e].z=a.z};f.prototype._makeRotationMatrixX=function(a){var e=Math.cos(a);a=
+Math.sin(a);var c=new d.Matrix;c.m[5]=e;c.m[6]=-a;c.m[9]=a;c.m[10]=e;return c};f.prototype._makeRotationMatrixY=function(a){var e=Math.cos(a);a=Math.sin(a);var c=new d.Matrix;c.m[0]=e;c.m[2]=a;c.m[8]=-a;c.m[10]=e;return c};f.prototype._makeRotationMatrixZ=function(a){var e=Math.cos(a);a=Math.sin(a);var c=new d.Matrix;c.m[0]=e;c.m[1]=-a;c.m[4]=a;c.m[5]=e;return c};f.prototype._getFaceIndexFromNodeId=function(a){for(var d=0;d<this._nodeIds.length;d++)if(this._nodeIds[d]===a)return d;return-1};f.prototype._getNodeIdFromFaceIndex=
+function(a){return this._nodeIds[a]};f.prototype._isSameEdge=function(a,e,c,b){var g=d.Point3.subtract(a,c).squaredLength()+d.Point3.subtract(e,b).squaredLength();a=d.Point3.subtract(e,c).squaredLength()+d.Point3.subtract(a,b).squaredLength();return.03>Math.min(g,a)};f.prototype._initializeTextures=function(){return __awaiter(this,void 0,void 0,function(){var a,d,c,b,g,k,l;return __generator(this,function(e){switch(e.label){case 0:a=document.createElement("canvas");a.width=this._textureSize;a.height=
+this._textureSize;d=a.getContext("2d");c=2*(this._fontSize+5);d.beginPath();d.rect(0,0,this._textureSize,this._textureSize);d.fillStyle="gray";d.fill();d.fillStyle="black";d.font=this._fontInfo;for(b=0;b<f._faceTexts.length;b++)g=f._faceTexts[b],d.fillText(g,0,c*(b+1)),k=d.measureText(g),this._textWidths.push(k.width);return[4,this._createTexture(d,this._textureSize)];case 1:return this._textImageId=l=e.sent(),[2]}})})};f._faceTexts="LEFT RIGHT FRONT BACK BOTTOM TOP".split(" ");return f}();d.NavCube=
+h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._operatorStack=[];this._operators=new Map;this._customOperatorIdCount=0;this._customOperatorIdIndex=1E4;this._eventSequencePromise=Promise.resolve();this._events=[];this._viewer=a;this._viewer.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(e,void 0,void 0,function(){var c,b=this;return __generator(this,function(g){c=[];this._operators.forEach(function(g,a){g=b._deactivateOperator(a);void 0!==g&&c.push(g);g=b._activateOperator(a);
+void 0!==g&&c.push(g)});return[2,d.Util.waitForAll(c)]})})}})}f.prototype._shutdown=function(){for(;void 0!==this.pop(););};f.prototype._registerOperator=function(a,d){this._operators.set(a,d)};f.prototype.registerCustomOperator=function(a){var d=this._customOperatorIdIndex+this._customOperatorIdCount++;this._operators.set(d,a);return d};f.prototype.unregisterCustomOperator=function(a){a>=this._customOperatorIdIndex&&this._operators.delete(a)};f.prototype.replaceOperator=function(a,d){d=this.getOperator(d);
+return null!==d?(this._operators.set(a,d),!0):!1};f.prototype.indexOf=function(a){for(var d=this.size()-1;0<=d;d--)if(this._operatorStack[d]===a)return d;return-1};f.prototype.push=function(a){return this._isValid(a)&&!this._contains(a)?(this._operatorStack.push(a),this._activateOperator(a),!0):!1};f.prototype.set=function(a,d){var c=this._operatorStack[d];return a===c?!1:this._isValid(a)&&!this._contains(a)?(this._deactivateOperator(c),this._activateOperator(a),this._operatorStack[d]=a,!0):!1};f.prototype.pop=
+function(){var a=this._operatorStack.pop();void 0!==a&&this._deactivateOperator(a);return a};f.prototype.remove=function(a){var d=this.indexOf(a);-1!==d&&(this._operatorStack.splice(d,1),this._deactivateOperator(a))};f.prototype.peek=function(){return 0<this.size()?this._operatorStack[this.size()-1]:d.OperatorId.Invalid};f.prototype.clear=function(){for(var a=this.size()-1;0<=a;a--)this.pop()};f.prototype.size=function(){return this._operatorStack.length};f.prototype.getOperator=function(a){a=this._operators.get(a);
+return void 0!==a?a:null};f.prototype._injectEvent=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g;return __generator(this,function(k){switch(k.label){case 0:c=this.size()-1,k.label=1;case 1:if(!(0<=c))return[3,37];b=this._operators.get(this._operatorStack[c]);if(void 0===b)return[3,33];g=e;switch(g){case d.EventType.KeyDown:return[3,2];case d.EventType.KeyUp:return[3,5];case d.EventType.MouseDown:return[3,8];case d.EventType.MouseMove:return[3,11];case d.EventType.MouseUp:return[3,
+14];case d.EventType.Mousewheel:return[3,17];case d.EventType.TouchStart:return[3,20];case d.EventType.TouchMove:return[3,23];case d.EventType.TouchEnd:return[3,26];case d.EventType.ViewOrientationChange:return[3,29]}return[3,32];case 2:return b.onKeyDown?[4,b.onKeyDown(a)]:[3,4];case 3:k.sent(),k.label=4;case 4:return[3,33];case 5:return b.onKeyUp?[4,b.onKeyUp(a)]:[3,7];case 6:k.sent(),k.label=7;case 7:return[3,33];case 8:return b.onMouseDown?[4,b.onMouseDown(a)]:[3,10];case 9:k.sent(),k.label=10;
+case 10:return[3,33];case 11:return b.onMouseMove?[4,b.onMouseMove(a)]:[3,13];case 12:k.sent(),k.label=13;case 13:return[3,33];case 14:return b.onMouseUp?[4,b.onMouseUp(a)]:[3,16];case 15:k.sent(),k.label=16;case 16:return[3,33];case 17:return b.onMousewheel?[4,b.onMousewheel(a)]:[3,19];case 18:k.sent(),k.label=19;case 19:return[3,33];case 20:return b.onTouchStart?[4,b.onTouchStart(a)]:[3,22];case 21:k.sent(),k.label=22;case 22:return[3,33];case 23:return b.onTouchMove?[4,b.onTouchMove(a)]:[3,25];
+case 24:k.sent(),k.label=25;case 25:return[3,33];case 26:return b.onTouchEnd?[4,b.onTouchEnd(a)]:[3,28];case 27:k.sent(),k.label=28;case 28:return[3,33];case 29:return b.onViewOrientationChange?[4,b.onViewOrientationChange()]:[3,31];case 30:k.sent(),k.label=31;case 31:return[3,33];case 32:d.Util.TypeAssertNever(e),k.label=33;case 33:return a.getHandled()?e!==d.EventType.MouseUp&&e!==d.EventType.TouchEnd?[3,35]:[4,this._stopInteraction()]:[3,36];case 34:k.sent(),k.label=35;case 35:return[3,37];case 36:return c--,
+[3,1];case 37:return[2]}})})};f.prototype.injectEvent=function(a,d){return __awaiter(this,void 0,void 0,function(){var c=this;return __generator(this,function(b){this._events.push({event:a,eventType:d});this._eventSequencePromise=this._eventSequencePromise.then(function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this._injectNextEvent()];case 1:return b.sent(),[2]}})})});return[2,this._eventSequencePromise]})})};f.prototype._injectNextEvent=
+function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b;return __generator(this,function(g){switch(g.label){case 0:a=this._events.shift();if(void 0===a)return[2];e=a.eventType;if(e===d.EventType.MouseMove||e===d.EventType.TouchMove)for(;0<this._events.length;)if(c=this._events[0],c.eventType===e)a=c,this._events.shift();else break;g.label=1;case 1:return g.trys.push([1,3,,4]),[4,this._injectEvent(a.event,a.eventType)];case 2:return g.sent(),[3,4];case 3:return b=g.sent(),console.log(b),
+[3,4];case 4:return[2]}})})};f.prototype._stopInteraction=function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b;return __generator(this,function(g){a=[];for(e=this.size()-1;0<=e;e--)(c=this._operators.get(this._operatorStack[e]))&&c.stopInteraction&&(b=c.stopInteraction(),void 0!==b&&a.push(b));return[2,d.Util.waitForAll(a)]})})};f.prototype._injectViewOrientationChangeEvent=function(){for(var a=this.size()-1;0<=a;a--){var d=this._operators.get(this._operatorStack[a]);if(void 0!==
+d&&d.onViewOrientationChange)d.onViewOrientationChange()}};f.prototype._isValid=function(a){return this._operators.has(a)||a===d.OperatorId.None};f.prototype._contains=function(a){return-1!==this.indexOf(a)};f.prototype._activateOperator=function(a){a=this._operators.get(a);if(void 0!==a&&a.onActivate)return a.onActivate()};f.prototype._deactivateOperator=function(a){a=this._operators.get(a);if(void 0!==a&&a.onDeactivate)return a.onDeactivate()};return f}();d.OperatorManager=h})(Communicator||(Communicator=
+{}));
+(function(d){var h=function(){return function(a,c,b,g){this.x=a;this.xUnit=c;this.y=b;this.yUnit=g}}();d.OverlayUnitPoint=h;var f=function(){function a(c,b,g){this._anchor=c;this._position=b;this._size=g}a.prototype.getAnchor=function(){return this._anchor};a.prototype.getPosition=function(){return this._position};a.prototype.getSize=function(){return this._size};return a}(),a=function(){function a(c,b){this._viewer=c;this._engine=b;this._viewports=[];for(c=0;c<=this.maxIndex();c++)this._viewports.push(null)}a.prototype.maxIndex=
+function(){return d.BuiltinOverlayIndex.First-1};a.prototype.setViewport=function(c,b,g,a,e,n,m,p,q,r){if(0===c)throw new d.CommunicatorError("Index 0 is reserved and may not be used to specify an overlay.");if(0>c)throw new d.CommunicatorError("Invalid index "+c+" specified when setting viewport.");if(a===d.OverlayUnit.ProportionOfOtherDimension&&n===d.OverlayUnit.ProportionOfOtherDimension)throw new d.CommunicatorError("Both x and y may not be set proportional to each other");if(p===d.OverlayUnit.ProportionOfOtherDimension&&
+r===d.OverlayUnit.ProportionOfOtherDimension)throw new d.CommunicatorError("Both width and height may not be set proportional to each other");this._validateUnit(g,a,"x");this._validateUnit(e,n,"y");this._validateUnit(m,p,"width");this._validateUnit(q,r,"height");var k=new h(g,a,e,n),l=new h(m,p,q,r);k=new f(b,k,l);this._viewports[c]=k;this._engine.setOverlayViewport(c,b,g,a,e,n,m,p,q,r);this._viewer._getCallbackManager().trigger("overlayViewportSet",c);return Promise.resolve()};a.prototype._getViewportPosition=
+function(c){c=this._viewports[c];return null===c?null:c.getPosition()};a.prototype.getViewportPixelPosition=function(c){c=this._viewports[c];if(null===c)return null;c=c.getPosition();return this._toPixelPoint(c)};a.prototype._getViewportSize=function(c){c=this._viewports[c];return null===c?null:c.getSize()};a.prototype.getViewportPixelSize=function(c){c=this._viewports[c];if(null===c)return null;c=c.getSize();return this._toPixelPoint(c)};a.prototype.getViewportAnchor=function(c){c=this._viewports[c];
+return null===c?null:c.getAnchor()};a.prototype.setVisibility=function(c,b){this._engine.setOverlayVisibility(c,b);return Promise.resolve()};a.prototype.destroy=function(c){this._engine.destroyOverlay(c);this._viewports[c]=null;return Promise.resolve()};a.prototype.addNodes=function(c,b){b=this._viewer.model._gatherInstanceIncsFromNodeIds(b);0<b.length&&this._engine.addNodesToOverlay(b,c);return Promise.resolve()};a.prototype.setCamera=function(c,b){this._engine.setOverlayCamera(c,b);return Promise.resolve()};
+a.prototype._getOverlayOffset=function(c,b){var g=this._viewer.view.getCanvasSize(),a=d.Point2.zero();if(c===d.OverlayAnchor.LowerRightCorner||c===d.OverlayAnchor.UpperRightCorner||c===d.OverlayAnchor.RightCenter)a.x=g.x-b.x;else if(c===d.OverlayAnchor.Center||c===d.OverlayAnchor.TopCenter||c===d.OverlayAnchor.BottomCenter)a.x=.5*(g.x-b.x);if(c===d.OverlayAnchor.LowerLeftCorner||c===d.OverlayAnchor.LowerRightCorner||c===d.OverlayAnchor.BottomCenter)a.y=g.y-b.y;else if(c===d.OverlayAnchor.Center||
+c===d.OverlayAnchor.LeftCenter||c===d.OverlayAnchor.RightCenter)a.y=.5*(g.y-b.y);return a};a.prototype._toPixelPoint=function(c){var b=this._viewer.view.getCanvasSize(),g=d.Point2.zero(),a=!1;switch(c.xUnit){case d.OverlayUnit.Pixels:g.x=c.x;break;case d.OverlayUnit.ProportionOfCanvas:g.x=b.x*c.x;break;case d.OverlayUnit.ProportionOfOtherDimension:a=!0}switch(c.yUnit){case d.OverlayUnit.Pixels:g.y=c.y;break;case d.OverlayUnit.ProportionOfCanvas:g.y=b.y*c.y;break;case d.OverlayUnit.ProportionOfOtherDimension:g.y=
+g.x*c.y}a&&(g.x=c.x*c.y);return g};a.prototype._validateUnit=function(c,b,g){if(b!==d.OverlayUnit.Pixels&&(0>c||1<c))throw new d.ParseError("value for "+g+" should be between 0.0 and 1.0 when specifying non pixel value");};return a}();d.OverlayManager=a})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.None=0]="None";d[d.Floor=1]="Floor";d[d.Wall=2]="Wall";d[d.Door=4]="Door"})(d.BimMask||(d.BimMask={}));var h=function(){function f(a){void 0===a&&(a=d.SelectionMask.Face);this.respectVisibility=!0;this.forceEffectiveSceneVisibilityMask=this.forceEffectiveVisibilityMask=d.SelectionMask.None;this.restrictLinesAndPointsToSelectedFaceInstances=this.oneEntityPerTypePerInstance=this.respectDepthRange=!0;this.restrictToOverlays=this.ignoreOverlays=this.ignoreCappingGeometry=
+this.enableProximityFaces=!1;this.selectionMask=a}Object.defineProperty(f.prototype,"allowFaces",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Face)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Face,a)},enumerable:!0,configurable:!0});Object.defineProperty(f.prototype,"allowLines",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Line)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Line,
+a)},enumerable:!0,configurable:!0});Object.defineProperty(f.prototype,"allowPoints",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Point)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Point,a)},enumerable:!0,configurable:!0});return f}();d.PickConfig=h;h=function(){return function(f){void 0===f&&(f=d.SelectionMask.All);this.mustBeFullyContained=!1;this.respectVisibility=!0;this.forceEffectiveSceneVisibilityMask=this.forceEffectiveVisibilityMask=
+d.SelectionMask.None;this.ignoreCuttingSections=this.allowPoints=this.allowLines=this.allowFaces=!0;this.ignoreUnrequestedInstances=this.onlyStreamedInstances=!1;this.allowFaces=0!==(f&d.SelectionMask.Face);this.allowLines=0!==(f&d.SelectionMask.Line);this.allowPoints=0!==(f&d.SelectionMask.Point)}}();d.IncrementalPickConfig=h})(Communicator||(Communicator={}));var SC;
+(function(d){d.UnspecifiedMeasurementUnit=0;d.isError=function(d){return"object"===typeof d&&null!==d&&!0};d.getStateFailure=function(d){d=d.data;return"object"===typeof d&&null!==d&&"scStateFailure"in d?d.scStateFailure:null}})(SC||(SC={}));
+(function(d){(function(h){function f(b){return null!==b?d.Color.createFromFloatArray(b):b}function a(b){return h.mapInPlace(b,f)}var e;(function(b){b[b.Add=0]="Add";b[b.Update=1]="Update"})(e||(e={}));var c=function(){return function(b){this.promise=h.OpenPromise.create();this.ids=b}}(),b=function(){function b(b,c){this._engineReadyPromise=h.OpenPromise.create();this._sessionStartedPromise=h.OpenPromise.create();this._connectionlessEmpty=!1;this._uri="ws://localhost:9999";this._streamingMode=d.StreamingMode.Default;
+this._rendererType=d.RendererType.Client;this._memoryLimit=this._meshLevel=0;this._boundingPreviewMode=d.BoundingPreviewMode.All;this._streamCutoffScale=1;this._loadFinished=!1;this._statistics=new h.StatisticMap;this._cachedElementCount=this._cachedTriangleCount=null;this._windowSize=new d.Point2(0,0);this._cuttingSectionToKeyMap=new Map;this._cappingQuantizationGranularity=-1E4;this._cappingMaterialDirty=this._cappingGeometryVisibility=this._cappingLinesEnabled=this._cappingFacesEnabled=!0;this._cappingDelayTimeoutId=
+null;this._cappingDelay=500;this._requestBatchCountByType=[];this._pendingRequestsByType=[];this._xRayMaterials=[];this._callbackManager=b;this._applyOptions(c);for(b=0;1>b;++b)this._requestBatchCountByType.push(0),this._pendingRequestsByType.push([])}b.prototype.getNetworkModelName=function(){console.assert(1===this._sessionType);if(void 0!==this._model)return this._model;throw new d.InternalLogicError;};b.prototype.logMessage=function(b){console.log(b)};b.prototype.setTimeout=function(b,c){return setTimeout(b,
+c)};b.prototype.sleep=function(b){return d.Util.sleep(b)};b.prototype.getScsInfo=function(){console.assert(2===this._sessionType);return void 0!==this._buffer?this._buffer:/^wss?:\/\//i.test(this._uri)?null:this._uri};b.prototype._applyOptions=function(b){void 0!==b.empty&&(this._connectionlessEmpty=b.empty);void 0!==b.endpointUri&&(this._uri=b.endpointUri);b.model&&(this._model=b.model);void 0!==b.sessionToken&&(this._sessionToken=b.sessionToken);void 0!==b.buffer&&(this._buffer=b.buffer);void 0!==
+b.streamingMode&&(this._streamingMode=b.streamingMode);void 0!==b.rendererType&&(this._rendererType=b.rendererType);void 0!==b.defaultMeshLevel&&(this._meshLevel=b.defaultMeshLevel);void 0!==b.memoryLimit&&(this._memoryLimit=b.memoryLimit);void 0!==b.boundingPreviewMode&&(this._boundingPreviewMode=b.boundingPreviewMode);void 0!==b.streamCutoffScale&&this._setStreamCutoffScale(b.streamCutoffScale)};b.prototype.start=function(b,c){var a=this;this._canvasContainer=b;this._initOptions=c;_SC.createInstance({container:b,
+onReady:function(b){a._onEngineReady(b)},onError:function(b){a._callbackManager.trigger("modelLoadFailure",a._model||"","failed to load engine: "+b)},enginePath:c.enginePath});return!0};b.prototype.setPickTolerance=function(b){this._scSelectionManager.setPickTolerance(b)};b.prototype.getPickTolerance=function(){return this._scSelectionManager.getPickTolerance()};b.prototype._onEngineReady=function(b){var c=this;this._sc=b;this._sessionType=0;this._matrixCache=new h.ScMatrixCache(this);this._materialCache=
+new h.ScMaterialCache(this);this._scSelectionManager=new h.ScSelectionManager(this._sc);this.resize();this._callbackManager.bind({_firstBoundingReady:function(){return c._regenerateCapping()}});this._sc.setEventHandler("session_started",function(){var b=function(){c._callbackManager.unbind(a);return c._sessionStartedPromise},a={_sessionStarted:function(){return c._onSessionStarted()},_assemblyTreeReady:b,_modelSwitched:b};c._callbackManager.bind(a);c._sessionStartedPromise.resolve(c._callbackManager.promiseTrigger("_sessionStarted",
+null))});this._sc.setEventHandler("announce_model",function(b,a,g){c._callbackManager.trigger("_announceModel",a,g)});this._sc.setEventHandler("first_instance",function(){c._callbackManager.trigger("_firstInstance")});this._sc.setEventHandler("inclusion",function(b,a,g,d){c._callbackManager.trigger("_inclusion",a,g,d)});this._sc.setEventHandler("remap_model",function(b,a,g,d){c._callbackManager.trigger("_remapModel",a,g,d)});this._sc.setEventHandler("remap_inclusion",function(b,a,g,d,k){c._callbackManager.trigger("_remapInclusion",
+a,g,d,k)});this._sc.setEventHandler("capping_idle",function(b,a,g){c._callbackManager.trigger("cappingIdle",a,g)});this._sc.setEventHandler("stream_active",this._initOptions.streamingActivated);this._sc.setEventHandler("stream_idle",this._initOptions.streamingDeactivated);this._sc.setEventHandler("open_model_failed",function(b,a){switch(a.reason){case "UNKNOWN_MODEL":b="Unknown model";break;case "BAD_NETWORK_VERSION":b="Client/Server network version mismatch";break;case "BAD_STREAM_VERSION":case "BAD_STORE_VERSION":b=
+"Unsupported file version";break;default:b="Internal Error"}c._callbackManager.trigger("modelLoadFailure",c._model||"",b)});this._sc.setEventHandler("missing_model",function(b,a,g){c._callbackManager.trigger("_missingModel",a,g);c._callbackManager.trigger("missingModel",g)});this._sc.setEventHandler("bad_data",function(b,a){switch(a.type){case "TRUNCATED_BLOCK":b="Failed to parse truncated data block.";break;case "ZFRAME_DECOMPRESS_FAILED":b="Failed to decompress data.";break;case "UNMATCHED_CODE":b=
+"Unknown opcode.";break;case "STORE_VERSION_MISMATCHED":b="Store version mismatched. Expected='"+(a.expected+"'.");b+=" Actual='"+a.actual+"'.";break;case "STREAM_VERSION_MISMATCHED":b="Stream version mismatched. Expected='"+(a.expected+"'.");b+=" Actual='"+a.actual+"'.";break;case "PARSE_BOUNDING_TREE_FAILED":b="Failed to parse bounding tree.";break;default:b="Unknown error."}c._callbackManager.trigger("modelLoadFailure",c._model||"",b)});this._sc.setEventHandler("socket_open_failed",function(){c._callbackManager.trigger("modelLoadFailure",
+c._model||"","WebSocket connection failed.")});this._sc.setEventHandler("post_draw",function(b,a,g,d){c._syncedCamera=g;c._statistics=a;c._initOptions.renderComplete();c._fillStatTotalCounts();b=c._fromScCamera(g);c._callbackManager.trigger("frameDrawn",b,d)});this._sc.setEventHandler("priority_meta_data_sent",function(b,a,g){c._initOptions.priorityMetaDataSent(a,g)});this.setAllowHighDpi(!0);this._sc.setEventHandler("meta_data",function(b,a,g,d){0>a&&(a+=4294967296);c._callbackManager.trigger("_metaData",
+a,g,d)});this._sc.setEventHandler("draw_complete",function(){c._callbackManager.trigger("_drawComplete")});this._sc.setEventHandler("webgl_context_lost",function(){c._callbackManager.trigger("webGlContextLost")});this._sc.setEventHandler("websocket_connection_closed",function(){c._callbackManager.trigger("websocketConnectionClosed")});this._initOptions.engineReady(this._sessionStartedPromise);this._engineReadyPromise.resolve()};b.prototype.loadFinished=function(){return this._loadFinished};b.prototype.resetCachedStatistics=
+function(){this._cachedTriangleCount=this._cachedElementCount=null};b.prototype.setAmbientOcclusionEnabled=function(b){this._sc.setAmbientOcclusionEnabled(b)};b.prototype.setAmbientOcclusionRadius=function(b){this._sc.setAmbientOcclusionRadius(b)};b.prototype.setLightingEnabled=function(b){this._sc.setLightingEnabled(b)};b.prototype._fillStatTotalCounts=function(){null!==this._cachedElementCount&&null!==this._cachedTriangleCount&&(this._statistics.total_element_count=this._cachedElementCount,this._statistics.total_triangle_count=
+this._cachedTriangleCount)};b.prototype._updateCachedStats=function(){return __awaiter(this,void 0,void 0,function(){var b,c,a;return __generator(this,function(g){switch(g.label){case 0:return b=this._sc.getElementCount(),c=this._sc.getTriangleCount(),[4,Promise.all([b,c])];case 1:return a=g.sent(),this._cachedElementCount=a[0],this._cachedTriangleCount=a[1],this._fillStatTotalCounts(),[2]}})})};b.prototype._toVector3=function(b){var c=[0,0,0];b.toArray(c);return c};b.prototype.startExplode=function(b,
+c){this.delayCapping();this._sc.startExplode(b,this._toVector3(c))};b.prototype.setExplodeMagnitude=function(b){this._callbackManager.trigger("explode",b);this.delayCapping();this._sc.explode(b)};b.prototype.stopExplode=function(){this.delayCapping();this._sc.resetExplode()};b.prototype.getStatistics=function(b){void 0===b&&(b=!1);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return!b||this.loadFinished()?[3,2]:[4,this._updateCachedStats()];
+case 1:return c.sent(),this._fillStatTotalCounts(),[2,this._statistics];case 2:return this.loadFinished()&&null===this._cachedTriangleCount?[4,this._updateCachedStats()]:[3,4];case 3:return c.sent(),this._fillStatTotalCounts(),[2,this._statistics];case 4:return this._fillStatTotalCounts(),[2,this._statistics]}})})};b.prototype.setStreamIdleMarker=function(){return this._sc.setStreamIdleMarker()};b.prototype.hasDepthRange=function(b){return this._sc.MeshInstance.hasDepthRange(b)};b.prototype.setDepthRange=
+function(b,c,a){this._sc.MeshInstance.setDepthRange(b,c,a)};b.prototype.unsetDepthRange=function(b){this._sc.MeshInstance.unsetDepthRange(b)};b.prototype.setDefaultDepthRange=function(b,c){this._sc.setDefaultDepthRange(b,c)};b.prototype._getScPlaneArray=function(b){for(var c=[],a=0;a<b.getCount();a++){var g=b.getPlane(a);if(null!==g){var d=[];g.normal.toArray(d);d[3]=g.d;c.push(d)}}return c};b.prototype.getCuttingSectionLimits=function(){return this._sc.cuttingSectionLimits()};b.prototype._addCuttingSection=
+function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,k;return __generator(this,function(l){switch(l.label){case 0:return console.assert(!this._cuttingSectionToKeyMap.has(b)),a=4294967295,g=this._getScPlaneArray(b),0<g.length?[4,this._sc.addCuttingSection(g)]:[3,2];case 1:a=l.sent();if(4294967295===a)throw k=c===e.Add?"add":"update",new d.CommunicatorError("Failed to "+k+" cutting section.");l.label=2;case 2:return console.assert(!this._cuttingSectionToKeyMap.has(b)),this._cuttingSectionToKeyMap.set(b,
+a),c===e.Add&&this._callbackManager.trigger("addCuttingSection",b),[2]}})})};b.prototype.addCuttingSection=function(b){return this._addCuttingSection(b,e.Add)};b.prototype.removeCuttingSection=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._cuttingSectionToKeyMap.get(b);if(void 0===c)return console.assert(!1),[2];this._cuttingSectionToKeyMap.delete(b);this._callbackManager.trigger("removeCuttingSection");return 4294967295===c?[2]:[2,this._sc.removeCuttingSections([c])]})})};
+b.prototype.removeAllCuttingSections=function(){this._cuttingSectionToKeyMap.clear();this._callbackManager.trigger("removeCuttingSection");return this._sc.removeAllCuttingSections()};b.prototype.updateCuttingSection=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){c=this._cuttingSectionToKeyMap.get(b);if(void 0===c)return console.assert(!1),[2];if(4294967295===c)return[2,this._addCuttingSection(b,e.Update)];a=this._getScPlaneArray(b);return[2,
+this._sc.replaceCuttingSection(a,c)]})})};b.prototype.setCappingDelay=function(b){this._cappingDelay=b};b.prototype.enableCappingIdleCallback=function(b){return this._sc.setCappingIdleHookEnabled(b)};b.prototype.delayCapping=function(){var b=this;null===this._cappingDelayTimeoutId?this._sc.pauseCapping():clearTimeout(this._cappingDelayTimeoutId);this._cappingDelayTimeoutId=setTimeout(function(){b._cappingDelayTimeoutId=null;b._sc.resumeCapping()},this._cappingDelay)};b.prototype.setCappingGeometryVisibility=
+function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){console.assert(void 0!==this._cappingLineMaterialId);console.assert(void 0!==this._cappingFaceMaterialId);if(this._cappingGeometryVisibility!==b||this._cappingMaterialDirty){null!==this._cappingDelayTimeoutId&&(clearTimeout(this._cappingDelayTimeoutId),this._cappingDelayTimeoutId=null);this._cappingMaterialDirty=!1;if(this._cappingGeometryVisibility=b)return c=this._cappingLinesEnabled?this._cappingLineMaterialId:
+[0,4294967295],a=this._cappingFacesEnabled?this._cappingFaceMaterialId:[0,4294967295],[2,this._sc.enableCapping(c,a,this._cappingQuantizationGranularity)];this._sc.disableCapping()}return[2]})})};b.prototype._regenerateCapping=function(){this._cappingMaterialDirty=!0;return this.setCappingGeometryVisibility(this._cappingGeometryVisibility)};b.prototype.getCappingGeometryVisibility=function(){return this._cappingGeometryVisibility};b.prototype.setDiffuseColor=function(b,c){return this._sc.Material.setDiffuseColor(b,
+c)};b.prototype._toRgb=function(b){var c=[0,0,0];b.toFloatArray(c);return c};b.prototype._toRgba=function(b,c){c=[0,0,0,c];b.toFloatArray(c);return c};b.prototype.setCappingFaceColor=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._cappingMaterialDirty=!0,this._cappingFacesEnabled=!!b,b?[4,this.setDiffuseColor(this._cappingFaceMaterialId,this._toRgba(b,1))]:[3,2];case 1:c.sent(),c.label=2;case 2:return[2,this._regenerateCapping()]}})})};
+b.prototype.setCappingLineColor=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._cappingMaterialDirty=!0,this._cappingLinesEnabled=!!b,b?[4,this.setDiffuseColor(this._cappingLineMaterialId,this._toRgba(b,1))]:[3,2];case 1:c.sent(),c.label=2;case 2:return[2,this._regenerateCapping()]}})})};b.prototype._onSessionStarted=function(){return __awaiter(this,void 0,void 0,function(){var b,c,a,g,e,f,h,u,t=this;return __generator(this,
+function(k){switch(k.label){case 0:this._sc.suspendDrawing();this._sc.setDrawMode(1);this._sc.setHighlightedInstanceFilter(3);this._sc.setUnhighlightedFilter(0);this._sc.setHighlightMode(1);this._sc.setAntiAliasingMode(1);b=[];b.push(this._matrixCache.init());c=[.5,.5,.5,1];a=function(){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(b){this._cappingMaterialDirty=!0;return void 0!==this._cappingFaceMaterialId&&void 0!==this._cappingLineMaterialId?[2,this.setCappingGeometryVisibility(this.getCappingGeometryVisibility())]:
+[2]})})};b.push(this.createMaterial().then(function(b){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this.setDiffuseColor(b,c)];case 1:return g.sent(),this._cappingFaceMaterialId=b,[2,a()]}})})}));b.push(this.createMaterial().then(function(b){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this.setDiffuseColor(b,c)];case 1:return g.sent(),this._cappingLineMaterialId=b,
+[2,a()]}})})}));g=function(c){e._xRayMaterials[c]=[];for(var a=function(a){b.push(e.createMaterial().then(function(b){t._xRayMaterials[c][a]={id:b,color:null}}))},g=0,k=[d.ElementType.Faces,d.ElementType.Lines,d.ElementType.Points];g<k.length;g++)a(k[g])};e=this;f=0;for(h=[d.XRayGroup.Selected,d.XRayGroup.Unselected];f<h.length;f++)u=h[f],g(u);return[4,Promise.all(b)];case 1:return k.sent(),this._initOptions.sceneReady(),this._sc.resumeDrawing(),[2]}})})};b.prototype.isInit=function(){return void 0!==
+this._sc};b.prototype.setRemoteEndpoint=function(b,c){this._uri=b;this._model=c};b.prototype.getSessionType=function(){return this._sessionType};b.prototype._awaitEmptyLoad=function(){var b=this,c=h.OpenPromise.create(),a={_attached:function(g){b._callbackManager.unbind(a);0===g?c.resolve():c.reject(new d.InternalLogicError)}};this._callbackManager.bind(a);return c};b.prototype.loadEmpty=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,
+this._engineReadyPromise];case 1:c.sent();try{if(0!==this._sessionType)throw new d.LoadError("Incompatible load types.");b=this._awaitEmptyLoad();this._sessionType=this._connectionlessEmpty||void 0!==this._buffer||void 0===this._model?this._loadEmptyScs():this._loadEmptyNetwork();return[2,b]}catch(n){throw this._callbackManager.trigger("modelLoadFailure",this._model||"",n.message),n;}}})})};b.prototype._loadEmpty=function(b){var c=this;console.assert(void 0===b.XHRonprogress);console.assert(void 0===
+b.XHRonerror);console.assert(void 0===b.XHRonloadend);b.XHRonprogress=function(b){c._callbackManager.trigger("XHRonprogress",b)};b.XHRonerror=function(b){c._callbackManager.trigger("XHRonerror",b)};b.XHRonloadend=function(b,a,g){c._callbackManager.trigger("XHRonloadend",b,a,g)};return this._sc.load(b)};b.prototype._loadEmptyScs=function(){console.assert(void 0===this._model);var b={empty:!0};this._streamingMode===d.StreamingMode.OnDemand&&(b.streamInstancesOnDemand=!0);return this._loadEmpty(b)};
+b.prototype._loadEmptyNetwork=function(){console.assert(void 0!==this._model);var b={model:d.EmptyModelName,uri:this._uri,serverSideRendering:this._rendererType===d.RendererType.Server,meshLevel:this._meshLevel,streamCutoffScale:this._streamCutoffScale};void 0!==this._sessionToken&&(b.sessionToken=this._sessionToken);0<this._memoryLimit&&(b.limitMiB=this._memoryLimit);(this._boundingPreviewMode&d.BoundingPreviewMode.Model)===d.BoundingPreviewMode.Model&&(b.streamModelBoundingPreviews=!0);(this._boundingPreviewMode&
+d.BoundingPreviewMode.Instance)===d.BoundingPreviewMode.Instance&&(b.streamInstanceBoundingPreviews=!0);(this._boundingPreviewMode&d.BoundingPreviewMode.Ejected)===d.BoundingPreviewMode.Ejected&&(b.streamEjectedBoundingPreviews=!0);switch(this._streamingMode){case d.StreamingMode.OnDemand:b.streamInstancesOnDemand=!0;break;case d.StreamingMode.All:b.streamCulled=!0,b.streamMetaDataOnIdle=!0}return this._loadEmpty(b)};b.prototype.setProjection=function(b){var c=this.getCamera();c.getProjection()!==
+b&&(c.setProjection(b),this.setCamera(c))};b.prototype.getViewMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.viewMatrix())};b.prototype.getProjectionMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.projectionMatrix())};b.prototype.getFullCameraMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.fullMatrix())};b.prototype.getSynchedViewMatrix=
+function(){return this._syncedCamera?d.Matrix.createFromArray(this._syncedCamera.viewMatrix()):new d.Matrix};b.prototype.getSynchedProjectionMatrix=function(){return this._syncedCamera?d.Matrix.createFromArray(this._syncedCamera.projectionMatrix()):new d.Matrix};b.prototype.getPrimaryModelKey=function(){return this._sc.primaryModelKey()};b.prototype.getPartsBounding=function(b,c,a){return this.getBounding(b,c,!1,a)};b.prototype.getDrawnPartsBounding=function(b){return __awaiter(this,void 0,void 0,
+function(){var c,a;return __generator(this,function(g){switch(g.label){case 0:return[4,this._sc.MeshInstance.getDrawnWorldSpaceBounding(b)];case 1:return c=g.sent(),a=new d.Box,a.min.fromArray(c.min),a.max.fromArray(c.max),[2,a]}})})};b.prototype.getBounding=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var k,e;return __generator(this,function(l){switch(l.label){case 0:return[4,this._sc.MeshInstance.getWorldSpaceBounding(b,c,a,g)];case 1:return k=l.sent(),e=new d.Box,e.min.fromArray(k.min),
+e.max.fromArray(k.max),[2,e]}})})};b.prototype.getClientDimensions=function(){var b=this._sc.container;return[b.clientWidth,b.clientHeight]};b.prototype.getModelBounding=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this.getBounding([],b,c,a)]})})};b.prototype.pickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.pickFromScreen(b,c,a)]})})};b.prototype.pickAllFromScreen=
+function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.pickAllFromScreen(b,c,a)]})})};b.prototype.compositePickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.compositePickFromScreen(b,c,a)]})})};b.prototype.beginScreenAreaSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,
+this._scSelectionManager.beginScreenAreaSelection(b,c,a)]})})};b.prototype.beginRayDrillSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginRayDrillSelection(b,c,a)]})})};b.prototype.beginConvexPolyhedronSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginConvexPolyhedronSelection(b,c,a)]})})};b.prototype.beginSphereSelection=
+function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginSphereSelection(b,c,a)]})})};b.prototype.endIncrementalSelection=function(b){this._scSelectionManager.endIncrementalSelection(b)};b.prototype.advanceIncrementalSelection=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,this._scSelectionManager.advanceIncrementalSelection(b,!1)]})})};b.prototype.flushMetaDataCache=
+function(){this._sc.flushMetaDataCache()};b.prototype.safeGetMetaDatas=function(b,c){for(var a=[],g=0;g<c.length;g++)a.push(b,c[g]);return this.getDataFromIds(a).then(h.identity,function(){return null})};b.prototype.safeGetMetaData=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return[4,this.safeGetMetaDatas(b,[c])];case 1:return a=g.sent(),null!==a?[2,a[0]]:[2,null]}})})};b.prototype.safeLoadMetaDatas=function(b){return this.getDataFromIds(b).then(h.nop,
+h.nop)};b.prototype.getDataFromIds=function(b){if(0===this._requestBatchCountByType[0])return this._getDataFromIds(b);b=new c(b);this._pendingRequestsByType[0].push(b);return b.promise};b.prototype._getDataFromIds=function(b){return this._sc.getMetaData(b)};b.prototype.pickFromRay=function(b,c){return this._scSelectionManager.pickFromRay(b,c)};b.prototype.pickAllFromRay=function(b,c){return this._scSelectionManager.pickAllFromRay(b,c)};b.prototype.updateCamera=function(b){var c=b._getFlags(),a=this._sc.getCamera();
+(c&h.CameraFlags.Position)===h.CameraFlags.Position&&a.setPosition(this._toVector3(b.getPosition()));(c&h.CameraFlags.Target)===h.CameraFlags.Target&&a.setTarget(this._toVector3(b.getTarget()));(c&h.CameraFlags.Up)===h.CameraFlags.Up&&a.setUpVector(this._toVector3(b.getUp()));this._setCamera(a);return this.getCamera()};b.prototype._toProjection=function(b){switch(b){default:case d.Projection.Orthographic:return 1;case d.Projection.Perspective:return 0}};b.prototype._toCamera=function(b){var c=this._sc.getCamera();
+c.reset(this._toProjection(b.getProjection()),this._toVector3(b.getPosition()),this._toVector3(b.getTarget()),this._toVector3(b.getUp()),b.getWidth(),b.getHeight());c.setNearLimit(b.getNearLimit());return c};b.prototype.setCamera=function(b){b=this._toCamera(b);this._setCamera(b)};b.prototype._setCamera=function(b){this.delayCapping();this._sc.setCamera(b)};b.prototype.setInstancesMatrix=function(b,c){this._sc.MeshInstance.setAnonymousMatrix(b,c.m)};b.prototype.setMatrices=function(b,c){this._sc.requestMeshInstances(b,
+!1,!0);for(var a=0;a<c.length;a++)this._sc.MeshInstance.setAnonymousMatrix([b[2*a],b[2*a+1]],c[a].m)};b.prototype.highlightParts=function(b,c){this._sc.MeshInstance.setHighlighted(b,c);this._sc.MeshInstance.setXRay(b,c)};b.prototype.highlightElements=function(b,c,a,g,d){c=this._toElementType(c);this._sc.MeshInstance.setElementHighlighted(b,c,a,g,d);this._sc.MeshInstance.setElementXRay(b,c,a,g,d)};b.prototype.getPartHighlighted=function(b){return this._sc.MeshInstance.getHighlighted(b)};b.prototype.getElementHighlighted=
+function(b,c,a){return this._sc.MeshInstance.getElementHighlighted(b,this._toElementType(c),a)};b.prototype.setNodeHighlightColor=function(b,c){b?(this._sc.setHighlightedInstanceFilter(3),b=this._toRgba(b,1),this._sc.setHiddenLineHighlightedInstanceFillColor(b),this._sc.setHighlightedInstanceColor(b)):this._sc.setHighlightedInstanceFilter(0);b=c?this._toRgba(c,1):[0,0,0,0];this._sc.setHiddenLineHighlightedInstanceOutlineColor(b);this._sc.setHighlightedInstanceOutlineColor(b)};b.prototype.setElementHighlightColor=
+function(b,c){b?(this._sc.setHighlightedElementFilter(3),b=this._toRgba(b,1),this._sc.setHighlightedElementColor(b),this._sc.setHiddenLineHighlightedElementFillColor(b)):this._sc.setHighlightedElementFilter(0);b=c?this._toRgba(c,1):[0,0,0,0];this._sc.setHighlightedElementOutlineColor(b);this._sc.setHiddenLineHighlightedElementOutlineColor(b)};b.prototype.setHighlightColorizeCompression=function(b){this._sc.setHighlightColorizeCompression(b)};b.prototype.computeMininimumBodyBodyDistance=function(b,
+c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:if(2!==b.length||2!==c.length)throw new d.CommunicatorError("Invalid instance inc.");return[4,this._sc.MeshInstance.computeMinimalBodyBodyDistance(b,c)];case 1:return a=g.sent(),[2,h.makeFaceFaceDistanceItem(a)]}})})};b.prototype.computeMininimumFaceFaceDistance=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var k;return __generator(this,function(e){switch(e.label){case 0:if(2!==
+b.length||2!==a.length)throw new d.CommunicatorError("Invalid instance inc.");return[4,this._sc.MeshInstance.computeMinimalFaceFaceDistance(b,c,a,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.computeMinimumFaceRayDistance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(e){switch(e.label){case 0:if(2!==b.length)throw new d.CommunicatorError("Invalid instance inc.");g=h.toScRay(a);return[4,this._sc.MeshInstance.computeMinimalFaceRayDistance(b,
+c,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.computeMinimumFaceLineDistance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(e){switch(e.label){case 0:if(2!==b.length)throw new d.CommunicatorError("Invalid instance inc.");g=h.toScRay(a);return[4,this._sc.MeshInstance.computeMinimalFaceLineDistance(b,c,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.pauseRendering=function(b){this._sc.suspendDrawing();
+if("function"===typeof b)try{b()}finally{this._sc.resumeDrawing()}};b.prototype.resumeRendering=function(){this._sc.resumeDrawing()};b.prototype.beginRequestBatch=function(b){++this._requestBatchCountByType[b]};b.prototype.endRequestBatch=function(b){0<this._requestBatchCountByType[b]&&--this._requestBatchCountByType[b];this._flushBatchedRequests(b)};b.prototype._flushBatchedRequests=function(b){var c=this._pendingRequestsByType[b];this._pendingRequestsByType[b]=[];for(var a=[],g=0;g<c.length;g++)for(var k=
+0,e=c[g].ids;k<e.length;k++)a.push(e[k]);switch(b){case 0:return this._flushBatchedMetaDataRequests(c,a);default:return d.Util.TypeAssert(b),console.assert(!1),Promise.resolve()}};b.prototype._flushBatchedMetaDataRequests=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,d,k,e,l,f,h,w;return __generator(this,function(n){switch(n.label){case 0:return[4,this._getDataFromIds(c)];case 1:a=n.sent();d=g=0;for(k=b;d<k.length;d++){e=k[d];l=[];f=e.ids.length/2;for(h=0;h<f;++h)w=a[g++],l.push(w);
+e.promise.resolve(l)}console.assert(g===a.length);return[2]}})})};b.prototype.clearHighlight=function(){this._sc.unsetAllHighlighted();this._sc.unsetAllXRay()};b.prototype.resetColors=function(){this._sc.unsetAllColors()};b.prototype.resetOpacity=function(){this._sc.unsetAllOpacity()};b.prototype.setPartOpacity=function(b,c){var a=this;this.pauseRendering(function(){a._sc.MeshInstance.setOpacity(b,0,c);a._sc.MeshInstance.setOpacity(b,1,c)})};b.prototype.unsetPartOpacity=function(b){var c=this;this.pauseRendering(function(){c._sc.MeshInstance.unsetOpacity(b,
+0);c._sc.MeshInstance.unsetOpacity(b,1)})};b.prototype.getPartOpacity=function(b){return this._sc.MeshInstance.getOpacity(b,0)};b.prototype.getEffectivePartOpacity=function(b,c){return this._sc.MeshInstance.getEffectiveOpacity(b,this._toElementType(c))};b.prototype.getPartHasTransparency=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,d,k;return __generator(this,function(e){switch(e.label){case 0:return c=[],c.push(this._sc.MeshInstance.hasTransparency(b,0)),c.push(this._sc.MeshInstance.hasTransparency(b,
+1)),[4,Promise.all(c)];case 1:a=e.sent();g=a[0];d=a[1];for(k=0;k<g.length;++k)g[k]||(g[k]=d[k]);return[2,g]}})})};b.prototype.setPartColor=function(b,c,a){this._sc.MeshInstance.setColor(b,this._toElementType(c),a.getFloatArray())};b.prototype.unsetPartColor=function(b,c){this._sc.MeshInstance.unsetColor(b,this._toElementType(c))};b.prototype.getPartColor=function(b,c){return this._sc.MeshInstance.getColor(b,this._toElementType(c)).then(a)};b.prototype.getEffectivePartColor=function(b,c){return __awaiter(this,
+void 0,void 0,function(){var g,d;return __generator(this,function(k){switch(k.label){case 0:return g=this._toElementType(c),[4,this._sc.MeshInstance.getEffectiveColor(b,g)];case 1:return d=k.sent(),[2,a(d)]}})})};b.prototype.setElementColor=function(b,c,a,g,d){this._sc.MeshInstance.setElementColor(b,this._toElementType(c),a,g,d.getFloatArray())};b.prototype.unsetElementColor=function(b,c,a,g){this._sc.MeshInstance.unsetElementColor(b,this._toElementType(c),a,g)};b.prototype.getElementColor=function(b,
+c,g){return this._sc.MeshInstance.getElementColor(b,this._toElementType(c),g).then(a)};b.prototype.getEffectiveElementColor=function(b,c,g){return __awaiter(this,void 0,void 0,function(){var d,k;return __generator(this,function(e){switch(e.label){case 0:return d=this._toElementType(c),[4,this._sc.MeshInstance.getEffectiveElementColor(b,d,g)];case 1:return k=e.sent(),[2,a(k)]}})})};b.prototype.synchronizeVisibilities=function(b,c){0<b.length&&this._sc.MeshInstance.synchronizeVisibilities(b,c)};b.prototype.setPartVisibility=
+function(b,c,a){0<b.length&&this._sc.MeshInstance.setVisible(b,c,a)};b.prototype.setVisibilityByAttachment=function(b,c){this._sc.setVisibilityByAttachment(b,c)};b.prototype.requestMeshInstances=function(b){this._sc.demandMeshInstances(b)};b.prototype.getRendererType=function(){return this._rendererType};b.prototype._toMeshDataBuilder=function(b){for(var c=b._getFaceData(),a=b._getPointData(),g=b._getPolylineData(),k=new this._sc.MeshDataBuilder,e=0;e<c.length;e++){var f=c[e];k.addFace(f.vertexData,
+{normals:f.normalData,rgba32s:f.rgba32data,uvs:f.uvData,bits:f.bits})}for(c=0;c<a.length;c++)f=a[c],k.addPoints(f.vertexData,{rgba32s:f.rgba32data,bits:f.bits});for(a=0;a<g.length;a++)f=g[a],k.addPolyline(f.vertexData,{rgba32s:f.rgba32data,bits:f.bits});switch(b.getFaceWinding()){case d.FaceWinding.Clockwise:g=1;break;case d.FaceWinding.CounterClockwise:g=2;break;default:g=0}f=b.getBackfacesEnabled()?4:0;b=b.isManifold()?65536:0;k.formatBits=k.formatBits|g|f|b;return k};b.prototype.createMesh=function(b){b=
+this._toMeshDataBuilder(b);return this._sc.MeshData.create(b)};b.prototype.replaceMesh=function(b,c){c=this._toMeshDataBuilder(c);return this._sc.MeshData.replace(b,c)};b.prototype.destroyMeshes=function(b){return this._sc.MeshData.destroy(b)};b.prototype._toImageFormat=function(b){switch(b){case d.ImageFormat.Gray8:return 2;case d.ImageFormat.GrayAlpha16:return 3;case d.ImageFormat.Rgb24:return 1;case d.ImageFormat.Rgba32:return 0;case d.ImageFormat.Jpeg:return 4;case d.ImageFormat.Png:return 5}};
+b.prototype._validateImage=function(b){if(void 0===b.format)throw new d.ParseError("missing 'format' property");if(void 0===b.data)throw new d.ParseError("missing 'data' property");if((b.format===d.ImageFormat.Gray8||b.format===d.ImageFormat.GrayAlpha16||b.format===d.ImageFormat.Rgb24||b.format===d.ImageFormat.Rgba32)&&(void 0===b.width||0>=b.width||void 0===b.height||0>=b.height))throw new d.ParseError("uncompressed format requested but missing width or height");};b.prototype.createImage=function(b,
+c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){this._validateImage(b);return void 0!==c?(this._validateImage(c),[2,this._sc.Image.create(this._toImageFormat(b.format),b.data,b.width,b.height,this._toImageFormat(c.format),c.data,c.width,c.height)]):[2,this._sc.Image.create(this._toImageFormat(b.format),b.data,b.width,b.height)]})})};b.prototype.destroyImages=function(b){return this._sc.Image.destroy(b)};b.prototype._toTextureTiling=function(b){switch(b){default:case d.TextureTiling.Repeat:return 0;
+case d.TextureTiling.Clamp:return 1}};b.prototype._toTextureInterpolation=function(b){return!1===b?1:0};b.prototype._toTextureMipMapping=function(b){return!1===b?1:0};b.prototype._toTextureParameterization=function(b){switch(b){default:case d.TextureParameterization.UV:return 0}};b.prototype._toTextureModifier=function(b){switch(b){default:case 0:return 0;case d.TextureModifier.Decal:return 1}};b.prototype.setTexture=function(b,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(a){if(void 0===c.imageId)throw new d.ParseError("missing 'imageId' property");return[2,this._sc.MeshInstance.setTexture(b,0,c.imageId,void 0!==c.matrix?c.matrix.m:(new d.Matrix).m,this._toTextureTiling(c.tiling),this._toTextureInterpolation(c.interpolation),this._toTextureMipMapping(c.mipMapping),this._toTextureParameterization(c.parameterization),this._toTextureModifier(c.modifiers))]})})};b.prototype.unsetTexture=function(b){this._sc.MeshInstance.unsetTexture(b,0)};b.prototype.createMaterial=
+function(){return this._sc.Material.create()};b.prototype._getMaterialPromiseWithDiffuseColor=function(b,c,a,g){var d=new h.MaterialInfo;d.setDiffuseColor(null!==b?b:a);d.setDiffuseTransparency(null!==c?c:g);return this._materialCache.getOrCreateMaterial(d)};b.prototype.createMatrix=function(b){return this._sc.Matrix.create(b)};b.prototype.createIdentityMatrix=function(){return this._sc.Matrix.create()};b.prototype.createMeshInstance=function(b){return __awaiter(this,void 0,void 0,function(){var c,
+a,g,k,e,f,h,t,v,w;return __generator(this,function(l){switch(l.label){case 0:c=b.getMeshId();if(null===c)throw new d.CommunicatorError("MeshId is not set");e=this._matrixCache.getIdentityInc();f=[];if(h=b.getMatrix())t=this.createMatrix(h.m).then(function(b){e=b}),f.push(t);v=new d.Color(255,0,0);f.push(this._getMaterialPromiseWithDiffuseColor(b.getFaceColor(),b.getOpacity(),v,1).then(function(b){a=b}));f.push(this._getMaterialPromiseWithDiffuseColor(b.getLineColor(),b.getLineOpacity(),v,1).then(function(b){g=
+b}));f.push(this._getMaterialPromiseWithDiffuseColor(b.getPointColor(),b.getPointOpacity(),v,1).then(function(b){k=b}));return[4,Promise.all(f)];case 1:return l.sent(),[4,this._sc.MeshInstance.create(c,e,a,g,k,b.getCreationFlags(),b.getOverlayIndex())];case 2:return w=l.sent(),this._callbackManager.trigger("_geometryCreated",w),[2,w]}})})};b.prototype.destroyLocalInstances=function(b){return this._sc.MeshInstance.destroy(b)};b.prototype._fromScCamera=function(b){var c=d.Projection.Orthographic;0===
+b.projection()&&(c=d.Projection.Perspective);return d.Camera.create(d.Point3.createFromArray(b.position()),d.Point3.createFromArray(b.target()),d.Point3.createFromArray(b.upVector()),c,b.fieldWidth(),b.fieldHeight(),b.nearLimit())};b.prototype.getCameraPromise=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,this._sc.getCameraPromise()];case 1:return b=c.sent(),[2,this._fromScCamera(b)]}})})};b.prototype.getCamera=
+function(){var b=this._sc.getCamera();return this._fromScCamera(b)};b.prototype.resize=function(){this._sc.onResize();this._windowSize.set(this._canvasContainer.offsetWidth,this._canvasContainer.offsetHeight)};b.prototype.setFaceVisibility=function(b){this._sc.setFacesVisible(b)};b.prototype.setLineVisibility=function(b){this._sc.setLinesVisible(b)};b.prototype.getCanvasSize=function(){return this._windowSize.copy()};b.prototype.setBackgroundGradient=function(b,c){this._sc.setBackgroundGradient(b?
+this._toRgba(b,1):[0,0,0,0],c?this._toRgba(c,1):[0,0,0,0])};b.prototype.setServerRenderQuality=function(b,c,a,g){this._sc.setSsrQuality({jpegQualityLow:b,jpegQualityHigh:c,scaleLow:a,scaleHigh:g})};b.prototype.setMinimumFramerate=function(b){this._sc.setMinFrameRate(b)};b.prototype.getMinimumFramerate=function(){return this._sc.getMinFrameRate()};b.prototype.setBackFacesVisible=function(b){this._sc.setBackFacesVisible(b)};b.prototype.setDrawMode=function(b){this._sc.setDrawMode(b)};b.prototype.enableHiddenLineRendering=
+function(b){this.setDrawMode(2);this._sc.setHiddenLineVisibleLineColor(this._toRgba(b.getVisibleLineColor(),b.getVisibleLineOpacity()));this._sc.setHiddenLineHiddenLineColor(this._toRgba(b.getObscuredLineColor(),b.getObscuredLineOpacity()))};b.prototype.setAntiAliasingMode=function(b){switch(b){case d.AntiAliasingMode.None:this._sc.setAntiAliasingMode(0);break;case d.AntiAliasingMode.SMAA:this._sc.setAntiAliasingMode(1)}};b.prototype.setInstanceModifier=function(b,c,a){switch(b){case d.InstanceModifier.DoNotCut:this._sc.MeshInstance.setDoNotCut(c,
+a);break;case d.InstanceModifier.DoNotExplode:this._sc.MeshInstance.setDoNotExplode(c,a);break;case d.InstanceModifier.DoNotSelect:this._sc.MeshInstance.setDoNotSelect(c,a);break;case d.InstanceModifier.SuppressCameraScale:this._sc.MeshInstance.setSuppressCameraScale(c,a);break;case d.InstanceModifier.OverrideSceneVisibility:this._sc.MeshInstance.setOverrideSceneVisibility(c,a);break;case d.InstanceModifier.DoNotLight:this._sc.MeshInstance.setDoNotLight(c,a);break;case d.InstanceModifier.DoNotOutlineHighlight:this._sc.MeshInstance.setDoNotOutlineHighlight(c,
+a);break;case d.InstanceModifier.ExcludeBounding:this._sc.MeshInstance.setExcludeBounding(c,a);break;case d.InstanceModifier.DoNotUseVertexColors:this._sc.MeshInstance.setDoNotUseVertexColors(c,a);break;case d.InstanceModifier.AlwaysDraw:this._sc.MeshInstance.setAlwaysDraw(c,a);break;case d.InstanceModifier.DoNotXRay:this._sc.MeshInstance.setDoNotXRay(c,a);break;case d.InstanceModifier.ScreenOriented:this._sc.MeshInstance.setScreenOriented(c,a);break;case d.InstanceModifier.ScreenSpace:this._sc.MeshInstance.setScreenSpace(c,
+a);break;case d.InstanceModifier.ScreenSpaceStretched:this._sc.MeshInstance.setScreenSpaceStretched(c,a)}};b.prototype.attachModel=function(b,c,a,g,d){return this._attachModels(b,[[c,a]],g,d)};b.prototype.attachScsModelByKey=function(b,c,a,g,d){console.assert(2===this._sessionType);return this._sc.attachScsModelByKey(b,a,c,g,d)};b.prototype._attachModels=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return[4,this._sc.attachModels(b,
+c,a,g)];case 1:return d.sent(),this._callbackManager.trigger("_attached",b),[2]}})})};b.prototype.attachScsBuffer=function(b,c,a,g,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(k){switch(k.label){case 0:return[4,this._sc.attachScsBuffer(b,c,a,g,d,e)];case 1:return k.sent(),this._callbackManager.trigger("_attached",b),[2]}})})};b.prototype.feedScsBuffer=function(b,c){this._sc.feedScsBuffer(b,c)};b.prototype._parseKeyInfo=function(b,c,a){if(b||c)return a;b=new Map;
+for(c=0;c<a.length;++c){for(var g=a[c++],d=[];c<a.length&&4294967295!==a[c];++c)d.push(a[c]);b.set(g,d)}return b};b.prototype.instanceKeyInfo=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,d,e;return __generator(this,function(k){switch(k.label){case 0:return g=1===c,d=1===a,[4,this._sc.meshInstanceKeyInfo(b,g,d)];case 1:return e=k.sent(),[2,this._parseKeyInfo(g,d,e)]}})})};b.prototype.metaDataKeyInfo=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._sc.metaDataKeyInfo(b,c,a)];case 1:return g=d.sent(),[2,this._parseKeyInfo(c,a,g)]}})})};b.prototype.modelKeysFromInclusionKeys=function(b){return this._sc.modelKeysFromInclusionKeys(b)};b.prototype.detachInclusions=function(b){return this._sc.detachInclusions(b)};b.prototype.resetToEmpty=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,d,e;return __generator(this,function(k){switch(k.label){case 0:for(a=0;a<this._requestBatchCountByType.length;++a){g=
+this._requestBatchCountByType[a]=0;for(d=this._pendingRequestsByType[a];g<d.length;g++)e=d[g],e.promise.reject(e.ids);this._pendingRequestsByType[a].length=0}return[4,this._sc.resetToEmpty(b,c)];case 1:return k.sent(),this.flushMetaDataCache(),[2]}})})};b.prototype.redraw=function(){this._sc.queueRedraw()};b.prototype.disconnectNetwork=function(){this._sc.disconnectNetwork()};b.prototype.shutdown=function(){null!==this._cappingDelayTimeoutId&&(clearTimeout(this._cappingDelayTimeoutId),this._cappingDelayTimeoutId=
+null);this._sessionType=0;this._sc.shutDown()};b.prototype.getVersionString=function(){return this._sc.getStreamVersion().toString()};b.prototype.setAllowHighDpi=function(b){this._sc.allowHighDpi=b;this.resize()};b.prototype.getAllowHighDpi=function(){return this._sc.allowHighDpi};b.prototype.setMeshLevel=function(b,c){this._sc.MeshInstance.setMeshLevel(b,c)};b.prototype.setOverlayVisibility=function(b,c){this._sc.Overlay.setVisible(b,c)};b.prototype.setOverlayCamera=function(b,c){c=this._toCamera(c);
+this._sc.Overlay.setCamera(b,c)};b.prototype.destroyOverlay=function(b){this._sc.Overlay.destroy(b)};b.prototype._overlayUnit=function(b){switch(b){case d.OverlayUnit.ProportionOfCanvas:return 1;case d.OverlayUnit.ProportionOfOtherDimension:return 2;default:return 0}};b.prototype.getMaxOverlayIndex=function(){return this._sc.Overlay.maxIndex()};b.prototype._overlayAnchor=function(b){switch(b){case d.OverlayAnchor.BottomCenter:return 7;case d.OverlayAnchor.Center:return 8;case d.OverlayAnchor.LeftCenter:return 5;
+case d.OverlayAnchor.LowerLeftCorner:return 1;case d.OverlayAnchor.LowerRightCorner:return 2;case d.OverlayAnchor.RightCenter:return 6;case d.OverlayAnchor.TopCenter:return 4;case d.OverlayAnchor.UpperRightCorner:return 3;default:return 0}};b.prototype.setOverlayViewport=function(b,c,a,g,d,e,f,h,t,v){this._sc.Overlay.setViewport(b,this._overlayAnchor(c),a,this._overlayUnit(g),d,this._overlayUnit(e),f,this._overlayUnit(h),t,this._overlayUnit(v))};b.prototype.addNodesToOverlay=function(b,c){this._sc.MeshInstance.setOverlayIndex(b,
+c)};b.prototype.getInstancesMeshData=function(b){return this._sc.MeshInstance.getMeshData(b)};b.prototype.getMeshData=function(b){return this._sc.MeshData.getData(b)};b.prototype._toElementType=function(b){switch(b){case d.ElementType.Faces:return 0;case d.ElementType.Lines:return 1;case d.ElementType.Points:return 2}};b.prototype._toXRayGroup=function(b){switch(b){case d.XRayGroup.Selected:return 0;case d.XRayGroup.Unselected:return 1}};b.prototype.setXRayColor=function(b,c,a){var g=this._xRayMaterials[b][c];
+if(g.color&&g.color.equals(a))return Promise.resolve();g.color=a;this.setDiffuseColor(g.id,this._toRgba(a,1));return this._sc.setXRayMaterial(this._toXRayGroup(b),this._toElementType(c),g.id)};b.prototype.unsetXRayColor=function(b,c){if(!this._xRayMaterials[b][c].color)return Promise.resolve();this._xRayMaterials[b][c].color=null;return this._sc.unsetXRayMaterial(this._toXRayGroup(b),this._toElementType(c))};b.prototype.setXRayOpacity=function(b,c){void 0!==c?this._sc.setXRayOpacity(this._toElementType(c),
+b):(this._sc.setXRayOpacity(0,b),this._sc.setXRayOpacity(1,b),this._sc.setXRayOpacity(2,b))};b.prototype._xRayTransparencyMode=function(b){switch(b){case d.XRayTransparencyMode.Unsorted:return 0;case d.XRayTransparencyMode.SingleLayer:return 1}};b.prototype.setXRayTransparencyMode=function(b){this._sc.setXRayTransparencyMode(this._xRayTransparencyMode(b))};b.prototype._transparencyMode=function(b){switch(b){case d.TransparencyMode.Unsorted:return 0;case d.TransparencyMode.SingleLayer:return 1}};b.prototype.setTransparencyMode=
+function(b){this._sc.setTransparencyMode(this._transparencyMode(b))};b.prototype._toPointSizeUnit=function(b){switch(b){case d.PointSizeUnit.ScreenPixels:return 0;case d.PointSizeUnit.CSSPixels:return 1;case d.PointSizeUnit.World:return 2;case d.PointSizeUnit.ProportionOfScreenWidth:return 3;case d.PointSizeUnit.ProportionOfScreenHeight:return 4;case d.PointSizeUnit.ProportionOfBoundingDiagonal:return 5}};b.prototype._toPointShape=function(b){switch(b){case d.PointShape.Square:return 0;case d.PointShape.Disk:return 1;
+case d.PointShape.Sphere:return 2}};b.prototype._fromPointSizeUnit=function(b){switch(b){default:case 0:return d.PointSizeUnit.ScreenPixels;case 1:return d.PointSizeUnit.CSSPixels;case 2:return d.PointSizeUnit.World;case 3:return d.PointSizeUnit.ProportionOfScreenWidth;case 4:return d.PointSizeUnit.ProportionOfScreenHeight;case 5:return d.PointSizeUnit.ProportionOfBoundingDiagonal}};b.prototype._fromPointShape=function(b){switch(b){default:case 0:return d.PointShape.Square;case 1:return d.PointShape.Disk;
+case 2:return d.PointShape.Sphere}};b.prototype.setPointSize=function(b,c){this._sc.setPointSize(b,this._toPointSizeUnit(c))};b.prototype.getPointSize=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,Promise.all([this._sc.getPointSize(),this._sc.getPointSizeUnit()])];case 1:return b=c.sent(),[2,[b[0],this._fromPointSizeUnit(b[1])]]}})})};b.prototype.setPointShape=function(b){this._sc.setPointShape(this._toPointShape(b))};
+b.prototype.getPointShape=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._fromPointShape,[4,this._sc.getPointShape()];case 1:return[2,b.apply(this,[c.sent()])]}})})};b.prototype.setEyeDomeLightingEnabled=function(b){this._sc.setEyeDomeLightingEnabled(b)};b.prototype.getEyeDomeLightingEnabled=function(){return this._sc.getEyeDomeLightingEnabled()};b.prototype.setEyeDomeLightingBlurSamples=function(b){this._sc.setEyeDomeLightingBlurSamples(b)};
+b.prototype.getEyeDomeLightingBlurSamples=function(){return this._sc.getEyeDomeLightingBlurSamples()};b.prototype.setEyeDomeLightingBlurInterval=function(b){this._sc.setEyeDomeLightingBlurInterval(b)};b.prototype.getEyeDomeLightingBlurInterval=function(){return this._sc.getEyeDomeLightingBlurInterval()};b.prototype.setEyeDomeLightingBlurEdgeDistance=function(b){this._sc.setEyeDomeLightingBlurEdgeDistance(b)};b.prototype.getEyeDomeLightingBlurEdgeDistance=function(){return this._sc.getEyeDomeLightingBlurEdgeDistance()};
+b.prototype.setEyeDomeLightingShadingEdgeDistance=function(b){this._sc.setEyeDomeLightingShadingEdgeDistance(b)};b.prototype.getEyeDomeLightingShadingEdgeDistance=function(){return this._sc.getEyeDomeLightingShadingEdgeDistance()};b.prototype.setEyeDomeLightingOpacity=function(b){this._sc.setEyeDomeLightingOpacity(b)};b.prototype.getEyeDomeLightingOpacity=function(){return this._sc.getEyeDomeLightingOpacity()};b.prototype.setDisplayIncompleteFrames=function(b){this._sc.setDisplayIncompleteFrames(b)};
+b.prototype.setInteractiveDrawDelay=function(b){this._sc.setPostInputDelay(b)};b.prototype.setInteractiveDrawLimitIncreaseEnabled=function(b){this._sc.setInteractiveDrawLimitIncreaseEnabled(b)};b.prototype.getInteractiveDrawLimitIncreaseEnabled=function(){return this._sc.getInteractiveDrawLimitIncreaseEnabled()};b.prototype._toCullingVectorSpace=function(b){switch(b){case d.CullingVectorSpace.Object:return 0;case d.CullingVectorSpace.World:return 1}};b.prototype._fromCullingVectorSpace=function(b){switch(b){default:case 0:return d.CullingVectorSpace.Object;
+case 1:return d.CullingVectorSpace.World}};b.prototype.setCullingVector=function(b,c,a,g){this._sc.MeshInstance.setCullingVector(b,this._toCullingVectorSpace(c),[a.x,a.y,a.z],g)};b.prototype.unsetCullingVector=function(b){this._sc.MeshInstance.unsetCullingVector(b)};b.prototype.getCullingVector=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,k;return __generator(this,function(l){switch(l.label){case 0:return[4,this._sc.MeshInstance.getCullingVector(b)];case 1:c=l.sent();a=[];
+g=0;for(e=c;g<e.length;g++)k=e[g],0===k.vector[0]&&0===k.vector[1]&&0===k.vector[2]?a.push(null):a.push({space:this._fromCullingVectorSpace(k.space),vector:d.Point3.createFromArray(k.vector),toleranceDegrees:k.toleranceDegrees});return[2,a]}})})};b.prototype._setStreamCutoffScale=function(b){this._streamCutoffScale=Math.max(0,Math.min(b,2))};b.prototype.setStreamCutoffScale=function(b){this._setStreamCutoffScale(b);this._sc.setStreamCutoffScale(this._streamCutoffScale)};b.prototype.getStreamCutoffScale=
+function(){return this._streamCutoffScale};b.prototype.loseWebGlContext=function(){return this._sc._loseWebGlContext()};b.prototype.triangulatePolygon=function(b,c){b=this._sc.triangulatePolygon(b,c);return new Float32Array(b)};b.prototype.debug_log=function(b){return this._sc.debug_log(b)};b.prototype.debug_stateFailure=function(b){return this._sc.debug_stateFailure(b)};b.prototype.debug_sync=function(){return this._sc.debug_sync()};b.prototype._toLinePatternLengthUnit=function(b){switch(b){case d.LinePatternLengthUnit.Object:return 0;
+case d.LinePatternLengthUnit.World:return 1;case d.LinePatternLengthUnit.ProportionOfScreenWidth:return 2;case d.LinePatternLengthUnit.ProportionOfScreenHeight:return 3}};b.prototype.setLinePattern=function(b,c,a,g){this._sc.MeshInstance.setLinePattern(b,c,a,this._toLinePatternLengthUnit(g))};b.prototype.unsetLinePattern=function(b){this._sc.MeshInstance.unsetLinePattern(b)};b.prototype.exportToSvg=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){switch(g.label){case 0:return[4,
+this._sc.exportToSvg(b)];case 1:return c=g.sent(),a=c.map(function(b){return String.fromCharCode(b)}),[2,a.join("")]}})})};b.prototype.waitForImageDecoding=function(){return this._sc.waitForImageDecoding()};b.prototype.registerBimInstances=function(b,c){return this._sc.registerBimInstances(b,c)};b.prototype.setAmbientLightColor=function(b){this._sc.setAmbientLightColor(this._toRgb(b))};b.prototype.clearLights=function(){this._sc.clearLights()};b.prototype._toLightType=function(b){switch(b){default:case d.LightType.Directional:return 0}};
+b.prototype._toLightSpace=function(b){switch(b){case d.LightSpace.World:return 0;default:case d.LightSpace.Camera:return 1}};b.prototype.addLight=function(b){return this._sc.addLight(this._toLightType(b.type),this._toLightSpace(b.space),this._toVector3(b.position),this._toRgb(b.color))};b.prototype.removeLight=function(b){this._sc.removeLight(b)};b.prototype.updateLight=function(b,c){this._sc.updateLight(b,this._toLightType(c.type),this._toLightSpace(c.space),this._toVector3(c.position),this._toRgb(c.color))};
+b.prototype.setBloomEnabled=function(b){this._sc.setBloomEnabled(b)};b.prototype.setBloomThreshold=function(b){this._sc.setBloomThreshold(b)};b.prototype.setBloomThresholdRampWidth=function(b){this._sc.setBloomThresholdRampWidth(b)};b.prototype.setBloomIntensityScale=function(b){this._sc.setBloomIntensityScale(b)};b.prototype._toBlurIntervalUnit=function(b){switch(b){default:case d.BlurIntervalUnit.Pixels:return 0;case d.BlurIntervalUnit.ProportionOfWidth:return 1;case d.BlurIntervalUnit.ProportionOfHeight:return 2}};
+b.prototype.setBloomLayers=function(b){for(var c=0;c<b.length;c++){var a=b[c];if(void 0!==a.blurInterval&&2!==a.blurInterval.length)throw new d.CommunicatorError("'blurInterval' must be an array containing a number followed by a BlurIntervalUnit");}this._sc.suspendDrawing();this._sc.setBloomLayerCount(b.length);for(c=0;c<b.length;++c)a=b[c],void 0!==a.intensity&&this._sc.setBloomIntensity(c,a.intensity),void 0!==a.blurSamples&&this._sc.setBloomBlurSamples(c,a.blurSamples),void 0!==a.blurInterval&&
+this._sc.setBloomBlurInterval(c,a.blurInterval[0],this._toBlurIntervalUnit(a.blurInterval[1]));this._sc.resumeDrawing()};b.prototype.startComparison=function(b,c,a){var g=a&&a.sameColor?this._toRgb(a.sameColor):[0,0,0],d=a&&a.only1Color?this._toRgb(a.only1Color):[1,0,0];a=a&&a.only2Color?this._toRgb(a.only2Color):[0,1,0];this._sc.setComparisonColors(g,d,a);this._sc.startComparison(b,c)};b.prototype.endComparison=function(){this._sc.endComparison()};b.prototype.setSimpleShadowColor=function(b){this._sc.setSimpleShadowColor(this._toRgb(b))};
+b.prototype.setSimpleShadowEnabled=function(b){this._sc.setSimpleShadowEnabled(b)};b.prototype.setSimpleShadowOpacity=function(b){this._sc.setSimpleShadowOpacity(b)};b.prototype.setGroundPlane=function(b,c){void 0!==c?this._sc.setGroundPlaneWithPosition(this._toVector3(b),this._toVector3(c)):this._sc.setGroundPlane(this._toVector3(b))};b.prototype.setSimpleShadowResolution=function(b){this._sc.setSimpleShadowResolution(b)};b.prototype.setSimpleShadowBlurSamples=function(b){this._sc.setSimpleShadowBlurSamples(b)};
+b.prototype.setSimpleShadowBlurInterval=function(b){this._sc.setSimpleShadowBlurInterval(b)};b.prototype.setSimpleShadowInteractiveUpdateEnabled=function(b){void 0===b&&(b=!0);this._sc.setSimpleShadowInteractiveUpdateEnabled(b)};b.prototype.setSilhouetteColor=function(b){this._sc.setSilhouetteColor(this._toRgb(b))};b.prototype.setSilhouetteEnabled=function(b){void 0===b&&(b=!0);this._sc.setSilhouetteEnabled(b)};b.prototype.setSilhouetteOpacity=function(b){this._sc.setSilhouetteOpacity(b)};b.prototype.setSilhouetteThreshold=
+function(b){this._sc.setSilhouetteThreshold(b)};b.prototype.setSilhouetteThresholdRampWidth=function(b){this._sc.setSilhouetteThresholdRampWidth(b)};b.prototype.setHardEdgeColor=function(b){this._sc.setHardEdgeColor(this._toRgb(b))};b.prototype.setHardEdgesEnabled=function(b){void 0===b&&(b=!0);this._sc.setHardEdgesEnabled(b)};b.prototype.setHardEdgeOpacity=function(b){this._sc.setHardEdgeOpacity(b)};b.prototype.setHardEdgeThreshold=function(b){this._sc.setHardEdgeThreshold(b)};b.prototype.setHardEdgeThresholdRampWidth=
+function(b){this._sc.setHardEdgeThresholdRampWidth(b)};b.prototype.setSimpleReflectionEnabled=function(b){void 0===b&&(b=!0);this._sc.setSimpleReflectionEnabled(b)};b.prototype.setSimpleReflectionBlurInterval=function(b,c){this._sc.setSimpleReflectionBlurInterval(b,this._toBlurIntervalUnit(c))};b.prototype.setSimpleReflectionBlurSamples=function(b){this._sc.setSimpleReflectionBlurSamples(b)};b.prototype.setSimpleReflectionFadeAngle=function(b){this._sc.setSimpleReflectionFadeAngle(b)};b.prototype.setSimpleReflectionOpacity=
+function(b){this._sc.setSimpleReflectionOpacity(b)};b.prototype.setSimpleReflectionAttenuation=function(b,c,a){void 0===a&&(a=d.SimpleReflectionAttenuationUnit.World);this._sc.setSimpleReflectionAttenuation(b,c,a)};b.prototype.throttleLoad=function(b,c){this._sc.throttleLoad(b,c)};b.prototype._toVector3Array=function(b){for(var c=[],a=0;a<b.length;a++){var g=b[a];c.push([g.x,g.y,g.z])}return c};b.prototype.testPointVisibility=function(b){return this._sc.testPointVisibility(this._toVector3Array(b))};
+b.prototype.setPointVisibilityTest=function(b){this._sc.setPointVisibilityTest(this._toVector3Array(b))};return b}();h.ScEngine=b})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function b(b,c,a,d,e,f,h){this._position=b.copy();this._normal=c.copy();this._elementIndex=a;this._elementBits=e;this._bounding=f.copy();this._overlayIndex=d;this._isProximityFace=h}b.prototype.isProximityFace=function(){return this._isProximityFace};b.prototype.isCappingGeometry=function(){return-1===this._elementIndex};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){return{position:this._position.toJson(),normal:this._normal.toJson(),
+cadFaceIndex:this._elementIndex,cadFaceBits:this._elementBits,bounding:this._bounding.toJson(),overlayIndex:this._overlayIndex,isProximityFace:this._isProximityFace}};b.prototype.forJson=function(){return this.toJson()};b.fromJson=function(c){var a=d.Point3.fromJson(c.position),g=d.Point3.fromJson(c.normal),e=d.Box.fromJson(c.bounding);return new b(a,g,c.cadFaceIndex,c.overlayIndex,c.cadFaceBits,e,!0===c.isProximityFace)};b.construct=function(c){return b.fromJson(c)};b.prototype.getPosition=function(){return this._position.copy()};
+b.prototype.getNormal=function(){return this._normal.copy()};b.prototype.getCadFaceIndex=function(){return this._elementIndex};b.prototype.getCadFaceBits=function(){return this._elementBits};b.prototype.getBounding=function(){return this._bounding.copy()};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.FaceEntity=f;var a=function(){function b(b,c,a,e,f,p,h){this._lineSegmentVertices=[];this._elementIndex=b;this._elementBits=h;this._position=c.copy();this._bounding=f.copy();
+this._overlayIndex=p;if(a)for(0<=e&&(b=3*e,this._bestLineSegmentVertexIndex=new d.Point3(a[b],a[b+1],a[b+2])),this._lineSegmentVertices.push(new d.Point3(a[0],a[1],a[2])),b=3;b<a.length;b+=6)this._lineSegmentVertices.push(new d.Point3(a[b],a[b+1],a[b+2]))}b.prototype.isCappingGeometry=function(){return-1===this._elementIndex};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){for(var b=[],c=0,a=this._lineSegmentVertices;c<a.length;c++)b.push(a[c].toJson());return{lineId:this._elementIndex,
+lineBits:this._elementBits,position:this._position.toJson(),linePoints:b,bounding:this._bounding.copy(),overlayIndex:this._overlayIndex}};b.prototype.forJson=function(){return this.toJson()};b.fromJson=function(c){var a=d.Point3.fromJson(c.position),g=d.Box.fromJson(c.bounding);a=new b(c.lineId,a,null,-1,g,c.overlayIndex,0);g=0;for(c=c.linePoints;g<c.length;g++){var e=d.Point3.fromJson(c[g]);a._lineSegmentVertices.push(e)}return a};b.construct=function(c){return b.fromJson(c)};b.prototype.getLineId=
+function(){return this._elementIndex};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.getPoints=function(){return this._lineSegmentVertices};b.prototype.getBestVertex=function(){return this._bestLineSegmentVertexIndex?this._bestLineSegmentVertexIndex.copy():null};b.prototype.getLineBits=function(){return this._elementBits};b.prototype.getBounding=function(){return this._bounding.copy()};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.LineEntity=
+a;var e=function(){function b(b,c,a,d){this._position=b.copy();this._elementIndex=c;this._overlayIndex=a;this._elementBits=d}b.fromJson=function(c){var a=d.Point3.fromJson(c.position);return new b(a,c.pointId,c.pointBits,c.overlayIndex)};b.construct=function(c){return b.fromJson(c)};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){return{pointId:this._elementIndex,pointBits:this._elementBits,position:this._position.toJson(),overlayIndex:this._overlayIndex}};b.prototype.forJson=
+function(){return this.toJson()};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.getPointBits=function(){return this._elementBits};b.prototype.getPointId=function(){return this._elementIndex};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.PointEntity=e;var c=function(){return function(b){this._handle=b}}();h.IncrementalSelectionId=c;c=function(){function b(b,c,a,d,e){void 0===b&&(b=null);void 0===c&&(c=null);void 0===a&&(a=null);void 0===
+d&&(d=null);void 0===e&&(e=null);this._nodeId=b;this._inclusionKey=c;this._faceEntity=a;this._lineEntity=d;this._pointEntity=e}b.create=function(c,a,d,e,f){return new b(c,a,d,e,f)};b.prototype.getSelectionType=function(){return null===this._nodeId?d.SelectionType.None:null!==this._faceEntity?d.SelectionType.Face:null!==this._lineEntity?d.SelectionType.Line:null!==this._pointEntity?d.SelectionType.Point:d.SelectionType.Part};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=
+function(){return{nodeId:this._nodeId,includeId:this._inclusionKey,faceEntity:this._faceEntity?this._faceEntity.toJson():null,lineEntity:this._lineEntity?this._lineEntity.toJson():null,pointEntity:this._pointEntity?this._pointEntity.toJson():null}};b.prototype.forJson=function(){return this.toJson()};b._fromJson=function(c){return new b(c.nodeId,c.includeId,c.faceEntity?f.fromJson(c.faceEntity):null,c.lineEntity?a.fromJson(c.lineEntity):null,c.pointEntity?e.fromJson(c.pointEntity):null)};b.prototype.getFaceEntity=
+function(){return this._faceEntity};b.prototype.getLineEntity=function(){return this._lineEntity};b.prototype.getPointEntity=function(){return this._pointEntity};b.prototype.getNodeId=function(){return this._nodeId};b.prototype.getInclusionKey=function(){return this._inclusionKey};b.prototype.getIncludeId=function(){return this.getInclusionKey()};b.prototype.getPosition=function(){return null!==this._faceEntity?this._faceEntity.getPosition():null!==this._lineEntity?this._lineEntity.getPosition():
+null!==this._pointEntity?this._pointEntity.getPosition():null};b.prototype.overlayIndex=function(){return this._faceEntity?this._faceEntity.overlayIndex():this._lineEntity?this._lineEntity.overlayIndex():this._pointEntity?this._pointEntity.overlayIndex():null};b.prototype._setNodeId=function(b){this._nodeId=b};b.prototype.equals=function(b){return this._nodeId!==b._nodeId||this.getSelectionType()!==b.getSelectionType()?!1:this._faceEntity&&b._faceEntity?this._faceEntity.getCadFaceIndex()===b._faceEntity.getCadFaceIndex():
+this._lineEntity&&b._lineEntity?this._lineEntity.getLineId()===b._lineEntity.getLineId():this._pointEntity&&b._pointEntity?this._pointEntity.getPointId()===b._pointEntity.getPointId():!0};b.prototype._hash=function(){var b=null!==this._nodeId?this._nodeId.toString(36):"";b+=";"+this.getSelectionType()+";";this._faceEntity&&(b+=this._faceEntity.getCadFaceIndex().toString(36));b+=";";this._lineEntity&&(b+=this._lineEntity.getLineId().toString(36));b+=";";this._pointEntity&&(b+=this._pointEntity.getPointId().toString(36));
+return b};b.prototype.isEntitySelection=function(){return null!==this._faceEntity||null!==this._lineEntity||null!==this._pointEntity};b.prototype.isNodeSelection=function(){return null!==this._nodeId};b.prototype.isNodeEntitySelection=function(){return null!==this._nodeId&&this.isEntitySelection()};b.prototype.isFaceSelection=function(){return null!==this._nodeId&&null!==this._faceEntity};b.prototype.isLineSelection=function(){return null!==this._nodeId&&null!==this._lineEntity};b.prototype.isPointSelection=
+function(){return null!==this._nodeId&&null!==this._pointEntity};return b}();h.SelectionItem=c;c=function(){function b(b,c,a){this.faceItem=b;this.lineItem=c;this.pointItem=a}b.prototype.fetchMostRelevant=function(b){return null!==this.pointItem&&0!==(b&d.SelectionMask.Point)?this.pointItem:null!==this.lineItem&&0!==(b&d.SelectionMask.Line)?this.lineItem:null!==this.faceItem&&0!==(b&d.SelectionMask.Face)?this.faceItem:null};return b}();h.CompositeSelectionItem=c})(d.Selection||(d.Selection={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){d.sleep=function(d){return new Promise(function(a){setTimeout(a,d)})}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.hasBits=function(d,a){return(d&a)===a};h.setBit=function(d,a,e){return e?d|a:d&~a};h.classFromString=function(d){d=d.split(".");for(var a=window||this,e=0;e<d.length;e++){if(void 0===a)return null;a=a[d[e]]}return"function"!==typeof a?null:a};h.projectOnto=function(f,a){f=d.Point3.dot(a,f);var e=a.squaredLength();return d.Point3.scale(a,f/e)};h.majorAxis=function(f){var a=Math.abs(f.x),e=Math.abs(f.y);f=Math.abs(f.z);a=+a.toFixed(6);e=+e.toFixed(6);f=+f.toFixed(6);return a>
+e&&a>f?new d.Point3(1,0,0):e>a&&e>f?new d.Point3(0,1,0):f>a&&f>e?new d.Point3(0,0,1):null};h.deepClone=function(d){return JSON.parse(JSON.stringify(d))};h.getWithDefault=function(d,a){return void 0===d?a:d};h.versionAtLeast=function(d,a){for(var e=d.length>a.length?d.length:a.length,c=0;c<e;++c){var b=d[c]||0,g=a[c]||0;if(b>g)break;else if(b<g)return!1}return!0}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){return function(a){this.futureItemHash=null;this.pastItemHash=a}}(),f=function(){function a(){this.part=this.point=this.line=this.face=this.none=0}a.prototype.update=function(c,b){switch(c.getSelectionType()){case d.SelectionType.None:0===b?--this.none:++this.none;break;case d.SelectionType.Face:0===b?--this.face:++this.face;break;case d.SelectionType.Line:0===b?--this.line:++this.line;break;case d.SelectionType.Point:0===b?--this.point:++this.point;break;case d.SelectionType.Part:0===
+b?--this.part:++this.part}};a.prototype.sum=function(){return this.none+this.face+this.line+this.point+this.part};return a}(),a=function(){function a(c,b,a,e,l){var g=this;this._selectedItemsPruned=new Map;this._selectedItemsFull=new Map;this._selectedNodeCounts=new Map;this._temporalLinks=new Map;this._newestItemHash=this._oldestItemHash=null;this._selectedLayers=new Set;this._selectedTypes=new Set;this._nodeSelectionColor=new d.Color(255,255,0);this._nodeSelectionOutlineColor=new d.Color(255,255,
+0);this._elementSelectionColor=d.Color.red();this._elementSelectionOutlineColor=d.Color.red();this._nodeElementHighlightMode=this._nodeHighlightMode=d.SelectionHighlightMode.HighlightAndOutline;this._pruneSelectionDescendants=this._selectParentIfSelected=this._highlightPointElementSelection=this._highlightLineElementSelection=this._highlightFaceElementSelection=this._highlightNodeSelection=!0;this._selectionFilter=null;this._incrementalBlacklistedInstanceNodes=new Set;this._engine=b;this._view=a;
+this._model=e;this._modelStructure=l;this._callbackManager=c;this._callbackManager.bind({_subtreeLoaded:function(b){for(var c=0;c<b.length;c++)g._onSubtreeLoaded(b[c]);return Promise.resolve()}})}a.deprecated=function(c,b,a){var g=a.value;a.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","SelectionManager",b);return g.apply(this,c)};return a};a.prototype._init=function(){this._updateHighlightingMode();this._engine.setHighlightColorizeCompression(.7)};
+a.prototype.setSelectionFilter=function(c){this._selectionFilter=c};a.prototype.getSelectionFilter=function(){return this._selectionFilter};a.prototype.setPruneSelectionDescendants=function(c){this._pruneSelectionDescendants=c;this.clear()};a.prototype.getPruneSelectionDescendants=function(){return this._pruneSelectionDescendants};a.prototype.setSelectParentIfSelected=function(c){this._selectParentIfSelected=c};a.prototype.getSelectParentIfSelected=function(){return this._selectParentIfSelected};
+a.prototype.selectFromPoint=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickFromPoint(c,b)];case 1:return g=d.sent(),this._onSelectionItem(g,a),[2]}})})};a.prototype.selectAllFromPoint=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickAllFromPoint(c,
+b)];case 1:return g=d.sent(),this._onSelectionItems(g,a),[2]}})})};a.prototype.selectFromRay=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickFromRay(c,b)];case 1:return g=d.sent(),this._onSelectionItem(g,a),[2]}})})};a.prototype.selectAllFromRay=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._view.pickAllFromRay(c,b)];case 1:return g=d.sent(),this._onSelectionItems(g,a),[2]}})})};a.prototype._onSelectionItem=function(c,b){c.isNodeEntitySelection()?this._processSelection(c,b):this._triggerNullSelection()};a.prototype._onSelectionItems=function(c,b){b===d.SelectionMode.Set&&this.clear(!1);if(0===c.length)this._triggerNullSelection();else switch(b){case d.SelectionMode.Add:case d.SelectionMode.Set:this.add(c);break;case d.SelectionMode.Toggle:for(b=
+0;b<c.length;b++)this.toggle(c[b]);break;default:d.Util.TypeAssertNever(b)}};a.prototype.beginScreenSelectByArea=function(c,b,a){return this._view.beginScreenSelectByArea(c,b,a)};a.prototype.beginRayDrillSelection=function(c,b,a){return this._view.beginRayDrillSelection(c,b,a)};a.prototype.beginConvexPolyhedronSelection=function(c,b,a){return this._view.beginConvexPolyhedronSelection(c,b,a)};a.prototype.beginSphereSelection=function(c,b,a){return this._view.beginSphereSelection(c,b,a)};a.prototype.endIncrementalSelection=
+function(c){this._callbackManager.trigger("incrementalSelectionEnd");this._view.endIncrementalSelection(c);return Promise.resolve()};a.prototype.endVolumeSelection=function(c){return this.endIncrementalSelection(c)};a.prototype.advanceIncrementalSelection=function(c,b){void 0===b&&(b=null);return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._view.advanceIncrementalSelection(c)];case 1:return a=g.sent(),null===a?[2,!1]:null===
+b?[3,3]:[4,Promise.all(a.map(b))];case 2:d=g.sent(),a=a.filter(function(b,c){return d[c]}),g.label=3;case 3:return this.add(a),[2,!0]}})})};a.prototype.advanceVolumeSelection=function(c,b){void 0===b&&(b=null);return this.advanceIncrementalSelection(c,b)};a.prototype.isSelected=function(c){return this.contains(c)?!0:c.isNodeSelection()?null!==this._findAncestor(c):!1};a.prototype.contains=function(c){return this._selectedItemsPruned.has(c._hash())};a.prototype.containsParent=function(c){return this._findAncestor(c)};
+a.prototype._findAncestor=function(c){if(0<this._selectedItemsPruned.size)for(;;){c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c);var b=c._hash();if(this._selectedItemsPruned.has(b))return c}return null};a.prototype.selectLayer=function(c,b){b===d.SelectionMode.Set&&this.clear();var a=[],e=this._model.getLayerIdsFromName(c);if(null!==e)for(var l=0;l<e.length;l++){var f=this._model.getNodesFromLayer(e[l],!0);if(null!==f)for(var m=0;m<f.length;m++)a.push(d.Selection.SelectionItem.create(f[m]))}e=
+this._selectedLayers.has(c);b===d.SelectionMode.Toggle&&e?this.remove(a):(this.add(a),this._selectedLayers.add(c))};a.prototype.getSelectedLayers=function(){var c=[];this._selectedLayers.forEach(function(b){c.push(b)});return c};a.prototype.selectType=function(c,b){b===d.SelectionMode.Set&&this.clear();var a=[],e=this._model.getNodesByGenericType(c);null!==e&&e.forEach(function(b){a.push(d.Selection.SelectionItem.create(b))});e=this._selectedTypes.has(c);if(b===d.SelectionMode.Toggle&&e)for(c=0;c<
+a.length;c++)this.remove(a[c]);else this.add(a),this._selectedTypes.add(c)};a.prototype.getSelectedTypes=function(){var c=[];this._selectedTypes.forEach(function(b){c.push(b)});return c};a.prototype.selectNode=function(c,b){void 0===b&&(b=d.SelectionMode.Set);if(null!==c&&this._modelStructure.isIdValid(c))return c=d.Selection.SelectionItem.create(c),this._processSelection(c,b),c.getSelectionType();this._processSelection(null,b);return d.SelectionType.None};a.prototype._triggerNullSelection=function(){this._callbackManager.trigger("selectionArray",
+[],!1)};a.prototype._isInAxisOverlay=function(c){var b=c.getFaceEntity();return b||(b=c.getLineEntity())?1===b.overlayIndex():(c=c.getPointEntity())?1===c.overlayIndex():!1};a.prototype._getNodeCounts=function(c){c=c.getNodeId();var b=this._selectedNodeCounts.get(c);b||(b=new f,this._selectedNodeCounts.set(c,b));return b};a.prototype._addToFull=function(c,b){for(;this._selectedItemsFull.set(b,c);){c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c);b=
+c._hash()}};a.prototype._addItems=function(c){var b=c.length;if(0!==b){this._callbackManager.trigger("incrementalSelectionBatchBegin");for(var a=[],e=0;e<b;++e){var l=this._filterItem(c[e]);null!==l&&this._addImpl(l,l._hash())&&(l=new d.Event.NodeSelectionEvent(l),a.push(l))}0===a.length?this._triggerNullSelection():this._callbackManager.trigger("selectionArray",a,!1);this._callbackManager.trigger("incrementalSelectionBatchEnd")}};a.prototype._addItem=function(c){c=this._filterItem(c);null!==c&&this._addImpl(c,
+c._hash())?(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!1)):this._triggerNullSelection()};a.prototype.add=function(c){null===c?this._triggerNullSelection():Array.isArray(c)?this._addItems(c):this._addItem(c)};a.prototype._filterItem=function(c){if(null===this._selectionFilter)return c;var b=c.getNodeId(),a=this._selectionFilter(b,this._model);return a===b?c:null===a?null:d.Selection.SelectionItem.create(a)};a.prototype._addImpl=function(c,b){if(c.getSelectionType()===
+d.SelectionType.None)return!1;if(this._isInAxisOverlay(c))return!0;if(this._selectedItemsPruned.has(b))return!1;if(this._pruneSelectionDescendants){if(null!==this._findAncestor(c))return!1;this._removeDescendants(c)}this._selectedItemsPruned.set(b,c);this._addToFull(c,b);this._getNodeCounts(c).update(c,1);var a=this._newestItemHash;this._newestItemHash=b;this._oldestItemHash||(this._oldestItemHash=b);if(null!==a){var e=this._temporalLinks.get(a);e&&(e.futureItemHash=b)}a=new h(a);this._temporalLinks.set(b,
+a);this._updateItemHighlight(c,!0,!0);if(this._modelStructure.getType(c.getNodeId())===d.NodeType.Pmi&&(c=this._modelStructure.getPmiTopologyReferences(c.getNodeId()),null!==c))for(b=0;b<c.length;b++){e=c[b];a=e.body.getRuntimeId();for(var l=0,f=e.faceIds;l<f.length;l++)this._model.setNodeFaceHighlighted(a,f[l],!0);l=0;for(e=e.edgeIds;l<e.length;l++)this._model.setNodeLineHighlighted(a,e[l],!0)}return!0};a.prototype._removeUpdateLayers=function(c){0<this._selectedLayers.size&&(c=c.getNodeId(),null!==
+c&&(c=this._model.getNodeLayerId(c),null!==c&&(c=this._model.getLayerName(c),null!==c&&this._selectedLayers.delete(c))))};a.prototype._removeUpdateTypes=function(c){0<this._selectedTypes.size&&(c=c.getNodeId(),null!==c&&(c=this._model.getNodeGenericType(c),null!==c&&this._selectedTypes.delete(c)))};a.prototype._removeFromFull=function(c,b){this._removeUpdateLayers(c);this._removeUpdateTypes(c);if(this._selectedItemsFull.delete(b))for(b=0,c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=
+d.Selection.SelectionItem.create(c[b]);this._removeFromFull(a,a._hash())}};a.prototype._removeItems=function(c){var b=this,a=[];c.forEach(function(c){b._removeImpl(c,c._hash())&&a.push(new d.Event.NodeSelectionEvent(c))});this._callbackManager.trigger("selectionArray",a,!0)};a.prototype._removeItem=function(c){this._removeImpl(c,c._hash())&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!0))};a.prototype.remove=function(c){Array.isArray(c)?this._removeItems(c):
+this._removeItem(c)};a.prototype._removeImpl=function(c,b){if(!this._selectedItemsPruned.delete(b))return!1;this._removeFromFull(c,b);var a=this._getNodeCounts(c);a.update(c,0);var d=this._temporalLinks.get(b);if(void 0!==d){this._temporalLinks.delete(b);if(null!==d.pastItemHash){var e=this._temporalLinks.get(d.pastItemHash);e&&(e.futureItemHash=d.futureItemHash)}null!==d.futureItemHash&&(e=this._temporalLinks.get(d.futureItemHash))&&(e.pastItemHash=d.pastItemHash);this._oldestItemHash===b&&(this._oldestItemHash=
+d.futureItemHash);this._newestItemHash===b&&(this._newestItemHash=d.pastItemHash)}b=!0;0===a.sum()&&(b=!1,a=c.getNodeId(),this._selectedNodeCounts.delete(a));this._updateItemHighlight(c,b,!1);return!0};a.prototype.toggle=function(c){var b=this._findAncestor(c);null!==b?null===c.getFaceEntity()&&null===c.getLineEntity()&&null===c.getPointEntity()&&this._removeImplicit(c,b):(b=c._hash(),this._selectedItemsPruned.has(b)?this._removeImpl(c,b)&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",
+[c],!0)):(c=this._filterItem(c),null!==c&&this._addImpl(c,c._hash())&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!1))))};a.prototype.set=function(c){this.clear(!1);this.add(c)};a.prototype.getResults=function(){var c=[];this.each(function(b){c.push(b)});return c};a.prototype.getResult=function(c){var b=this.size();if(0>c||c>=b)return null;b=b-c-1;return c<=b?this._getItemFromOldest(c):this._getItemFromNewest(b)};a.prototype._getItemFromOldest=function(c){for(var b=
+this._oldestItemHash;b;){if(0===c--)return this._selectedItemsPruned.get(b)||null;b=this._temporalLinks.get(b).futureItemHash}return null};a.prototype._getItemFromNewest=function(c){for(var b=this._newestItemHash;b;){if(0===c--)return this._selectedItemsPruned.get(b)||null;b=this._temporalLinks.get(b).pastItemHash}return null};a.prototype.getFirst=function(){return null!==this._oldestItemHash?this._selectedItemsPruned.get(this._oldestItemHash)||null:null};a.prototype.getLast=function(){return null!==
+this._newestItemHash?this._selectedItemsPruned.get(this._newestItemHash)||null:null};a.prototype.size=function(){return this._selectedItemsPruned.size};a.prototype.each=function(c){for(var b=this._oldestItemHash;b;){var a=this._selectedItemsPruned.get(b);c(a);b=this._temporalLinks.get(b).futureItemHash}};a.prototype.clear=function(c){void 0===c&&(c=!0);this._selectedLayers.clear();this._selectedTypes.clear();this._clearHighlight();this._selectedItemsPruned.clear();this._selectedItemsFull.clear();
+this._selectedNodeCounts.clear();this._temporalLinks.clear();this._newestItemHash=this._oldestItemHash=null;c&&this._triggerNullSelection()};a.prototype.setNodeSelectionColor=function(c){this._setNodeSelectionColor(c);return Promise.resolve()};a.prototype._setNodeSelectionColor=function(c){this._nodeSelectionColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeSelectionColor=function(){return this._nodeSelectionColor.copy()};a.prototype.setNodeSelectionOutlineColor=function(c){this._setNodeSelectionOutlineColor(c);
+return Promise.resolve()};a.prototype._setNodeSelectionOutlineColor=function(c){this._nodeSelectionOutlineColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeSelectionOutlineColor=function(){return this._nodeSelectionOutlineColor.copy()};a.prototype.setNodeElementSelectionColor=function(c){this._setNodeElementSelectionColor(c);return Promise.resolve()};a.prototype._setNodeElementSelectionColor=function(c){this._elementSelectionColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeElementSelectionColor=
+function(){return this._elementSelectionColor.copy()};a.prototype.setNodeElementSelectionOutlineColor=function(c){this._setNodeElementSelectionOutlineColor(c);return Promise.resolve()};a.prototype._setNodeElementSelectionOutlineColor=function(c){this._elementSelectionOutlineColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeElementSelectionOutlineColor=function(){return this._elementSelectionOutlineColor.copy()};a.prototype.getHighlightFaceElementSelection=function(){return this._highlightFaceElementSelection};
+a.prototype.setHighlightFaceElementSelection=function(c){this._highlightFaceElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setNodeSelectionHighlightMode=function(c){this._setNodeSelectionHighlightMode(c);return Promise.resolve()};a.prototype._setNodeSelectionHighlightMode=function(c){this._nodeHighlightMode=c;this._updateHighlightingMode()};a.prototype.getNodeSelectionHighlightMode=function(){return this._nodeHighlightMode};a.prototype.setNodeElementSelectionHighlightMode=
+function(c){this._setNodeElementSelectionHighlightMode(c);return Promise.resolve()};a.prototype._setNodeElementSelectionHighlightMode=function(c){this._nodeElementHighlightMode=c;this._updateHighlightingMode()};a.prototype.getNodeElementSelectionHighlightMode=function(){return this._nodeElementHighlightMode};a.prototype.setHighlightNodeSelection=function(c){this._highlightNodeSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.getHighlightNodeSelection=function(){return this._highlightNodeSelection};
+a.prototype.getHighlightLineElementSelection=function(){return this._highlightLineElementSelection};a.prototype.getHighlightPointElementSelection=function(){return this._highlightPointElementSelection};a.prototype.setHighlightLineElementSelection=function(c){this._highlightLineElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setHighlightPointElementSelection=function(c){this._highlightPointElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setPickTolerance=
+function(c){this._engine.setPickTolerance(c)};a.prototype.getPickTolerance=function(){return this._engine.getPickTolerance()};a.prototype.exportSelectionData=function(){for(var c=[],b=0,a=this.getResults();b<a.length;b++)c.push(a[b].toJson());return c};a.prototype.loadSelectionData=function(c){this.clear(!1);if("string"===typeof c&&(c=JSON.parse(c),!Array.isArray(c)))throw new d.ParseError("Expected JSON depicting an Array.");for(var b=[],a=0;a<c.length;a++){var e=d.Selection.SelectionItem._fromJson(c[a]);
+e.isNodeSelection()&&b.push(e)}this.add(b)};a.prototype._pathToParent=function(c,b){for(var a=[];!c.equals(b);){a.push(c);c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c)}return a};a.prototype._removeImplicit=function(c,b){for(var a=this._pathToParent(c,b),e=b;0<a.length;){this.remove(e);b=[];var l=0;for(e=this._model.getNodeChildren(e.getNodeId());l<e.length;l++){var f=d.Selection.SelectionItem.create(e[l]);b.push(f)}this.add(b);e=a.pop()}console.assert(c===
+e);this.remove(c)};a.prototype._removeDescendants=function(c){var b=0;for(c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=d.Selection.SelectionItem.create(c[b]);this._removeDescendantsRecursive(a)}};a.prototype._removeDescendantsRecursive=function(c){var b=c._hash();if(this._selectedItemsFull.delete(b))for(this._removeImpl(c,b),b=0,c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=d.Selection.SelectionItem.create(c[b]);this._removeDescendantsRecursive(a)}};a.prototype._processSelection=
+function(c,b){switch(b){case d.SelectionMode.Add:this.add(c);break;case d.SelectionMode.Set:this.set(c);break;case d.SelectionMode.Toggle:null!==c&&this.toggle(c)}};a.prototype._clearHighlight=function(){0<this._selectedItemsPruned.size&&this._engine.clearHighlight()};a.prototype._updateHighlight=function(){var c=this;this._clearHighlight();this._selectedItemsPruned.forEach(function(b){b&&c._updateItemHighlight(b,!0,!0)});this._highlightNodeSelection&&this._model.setNodesHighlighted([],!0)};a.prototype._updateItemHighlight=
+function(c,b,a){var g=c.getNodeId();this._highlightNodeSelection&&this._model.setNodesHighlighted([g],b);this._model.getNodeType(g)!==d.NodeType.Pmi&&(b=c.getFaceEntity(),this._highlightFaceElementSelection&&null!==b&&!b.isCappingGeometry()&&this._model.setNodeFaceHighlighted(g,b.getCadFaceIndex(),a),b=c.getLineEntity(),this._highlightLineElementSelection&&null!==b&&!b.isCappingGeometry()&&this._model.setNodeLineHighlighted(g,b.getLineId(),a),c=c.getPointEntity(),this._highlightPointElementSelection&&
+null!==c&&this._model.setNodePointHighlighted(g,c.getPointId(),a))};a.prototype._updateHighlightingMode=function(){switch(this._nodeHighlightMode){case d.SelectionHighlightMode.HighlightOnly:this._engine.setNodeHighlightColor(this._nodeSelectionColor,null);break;case d.SelectionHighlightMode.OutlineOnly:this._engine.setNodeHighlightColor(null,this._nodeSelectionOutlineColor);break;case d.SelectionHighlightMode.HighlightAndOutline:this._engine.setNodeHighlightColor(this._nodeSelectionColor,this._nodeSelectionOutlineColor)}switch(this._nodeElementHighlightMode){case d.SelectionHighlightMode.HighlightOnly:this._engine.setElementHighlightColor(this._elementSelectionColor,
+null);break;case d.SelectionHighlightMode.OutlineOnly:this._nodeHighlightMode===d.SelectionHighlightMode.OutlineOnly?this._engine.setElementHighlightColor(null,this._elementSelectionOutlineColor):this._engine.setElementHighlightColor(this._nodeSelectionColor,this._elementSelectionOutlineColor);break;case d.SelectionHighlightMode.HighlightAndOutline:this._engine.setElementHighlightColor(this._elementSelectionColor,this._elementSelectionOutlineColor)}};a.prototype._onSubtreeLoaded=function(c){c=d.Selection.SelectionItem.create(c);
+if(this.isSelected(c))return this._updateItemHighlight(c,!0,!0)};a.ifcSelectionFilter=function(c,b){if(b.getNodeType(c)===d.NodeType.BodyInstance)for(var a=c;null!==a;){if(null!==b.getNodeGenericId(a))return a;a=b.getNodeParent(a)}return c};__decorate([a.deprecated],a.prototype,"endVolumeSelection",null);__decorate([a.deprecated],a.prototype,"advanceVolumeSelection",null);return a}();d.SelectionManager=a})(Communicator||(Communicator={}));
+(function(d){var h;(function(a){a[a.Background=0]="Background";a[a.Shadow=1]="Shadow";a[a.Selection=2]="Selection"})(h||(h={}));var f=function(){function a(a,c,b,g){var e=this;this._backgroundSheetMeshId=this._activeSheetId=null;this._sheetIds=[null,null,null];this._backgroundSelectionEnabled=this._backgroundSheetEnabled=!1;this._backgroundColor=new d.Color(180,180,180);this._sheetColor=d.Color.white();this._sheetShadowColor=new d.Color(75,75,75);this._viewer=a;this._engine=c;this._callbackManager=
+b;var l=function(){return __awaiter(e,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:if(!this._viewer.model.isDrawing())return[2];b=this._viewer.sheetManager.getActiveSheetId();return null!=b?[3,4]:[4,this.deactivateSheets(!1)];case 1:return a.sent(),c=this.getSheetIds(),0===this.get3DNodes().length&&0<c.length?[4,this.setActiveSheetId(c[0],!0,!0)]:[3,3];case 2:a.sent(),a.label=3;case 3:return[3,6];case 4:return[4,this._activateSheetId(b,!0,!0)];case 5:a.sent(),
+a.label=6;case 6:return[2]}})})};this._viewer.setCallbacks({_modelStructureHeaderParsed:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){return this._viewer.model.isDrawing()&&!g?[2,this.setBackgroundSheetEnabled(!0)]:[2]})})},_firstModelLoaded:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,l()];case 1:return b.sent(),[2]}})})},_resetAssemblyTreeBegin:function(){return __awaiter(e,
+void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return[4,this.setBackgroundSheetEnabled(!1)];case 1:return a.sent(),[4,this.setBackgroundSelectionEnabled(!1)];case 2:return a.sent(),this._backgroundSheetMeshId=this._activeSheetId=null,b=this._viewer.view,c=b.getBackgroundColor(),b.setBackgroundColor(c.top,c.bottom),[2]}})})},_resetDrawing:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+l()];case 1:return b.sent(),[2]}})})}})}a.prototype.getSheetIds=function(){var a=this._viewer.model,c=a.getAbsoluteRootNode();c=a.getNodeChildren(c);var b=a.getNodeChildren(c[0]);c=[];var g=0;for(b=a.getNodeChildren(b[0]);g<b.length;g++){var k=b[g];a.getNodeType(k)===d.NodeType.DrawingSheet&&c.push(k)}return c};a.prototype.get3DNodes=function(){var a=this._viewer.model,c=a.getAbsoluteRootNode();c=a.getNodeChildren(c);var b=a.getNodeChildren(c[0]);c=[];var g=0;for(b=a.getNodeChildren(b[0]);g<b.length;g++){var k=
+b[g];a.getNodeType(k)!==d.NodeType.DrawingSheet&&c.push(k)}return c};a.prototype.deactivateSheets=function(a){void 0===a&&(a=!0);return __awaiter(this,void 0,void 0,function(){var c,b,g,d;return __generator(this,function(e){switch(e.label){case 0:return this._activeSheetId=null,this._viewer.pauseRendering(),c=this.get3DNodes(),b=0<c.length,[4,this._viewer.view.isolateNodes(c,0,b)];case 1:return e.sent(),[4,this._refreshBackgroundSheets()];case 2:return e.sent(),g=this._viewer.view,d=g.getBackgroundColor(),
+g.setBackgroundColor(d.top,d.bottom),this._viewer.resumeRendering(),a&&this._callbackManager.trigger("sheetDeactivated"),[2]}})})};a.prototype.setActiveSheetId=function(a,c,b){void 0===c&&(c=!0);void 0===b&&(b=!0);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:if(this._activeSheetId===a)return[2];this._activeSheetId=a;return[4,this._activateSheetId(a,c,b)];case 1:return g.sent(),[2]}})})};a.prototype._activateSheetId=function(a,c,b){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this._markupManager._setActiveMarkupView(null)];case 1:g.sent();if(!c)return[3,4];this._viewer.pauseRendering();return[4,this._viewer.view.isolateNodes([a],0,b)];case 2:return g.sent(),[4,this._refreshBackgroundSheets()];case 3:g.sent(),this._viewer.resumeRendering(),g.label=4;case 4:return this._callbackManager.trigger("sheetActivated",this._activeSheetId),[2]}})})};a.prototype.getActiveSheetId=function(){return this._activeSheetId};
+a.prototype.isDrawingSheetActive=function(){return this._viewer.model.isDrawing()&&null!==this._activeSheetId};a.prototype.setMarkupManager=function(a){this._markupManager=a};a.prototype._createBackgroundSheetMesh=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b;return __generator(this,function(g){a=[0,0,0,1,0,0,0,1,0,0,1,0,1,0,0,1,1,0];c=[0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1];b=new d.MeshData;b.addFaces(a,c);b.setBackfacesEnabled(!0);return[2,this._viewer.model.createMesh(b)]})})};
+a.prototype._createBackgroundSheetMatrix=function(a,c){var b=a.min,g=a.max,e=this._viewer.view.getCamera();a=e.getPosition();var l=e.getTarget(),f=d.Point3.subtract(l,a);a=g.x-b.x;l=g.y-b.y;var m=Math.max(.1*a,.1*(g.z-b.z)),p=b.x+.5*a,h=b.y+.5*l,r=Math.max(.05*a,.05*l);a+=r;l+=r;p-=.5*a;h-=.5*l;b=0<f.z?g.z+m:b.z-m;c&&(c=e.getUp(),e=.3*r,p+=e,0<c.y&&(e=-e),h+=e,b+=0<f.z?m:-m);c=new d.Matrix;c.setTranslationComponent(p,h,b);c.setScaleComponent(a,l,1);return c};a.prototype._createBackgroundSheetInstance=
+function(a,c,b,g,k,l){return __awaiter(this,void 0,void 0,function(){var e,f,p;return __generator(this,function(n){switch(n.label){case 0:return e=d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.DoNotLight|d.MeshInstanceCreationFlags.DoNotOutlineHighlight|d.MeshInstanceCreationFlags.AlwaysDraw|d.MeshInstanceCreationFlags.ExcludeBounding,l||(e|=d.MeshInstanceCreationFlags.DoNotSelect),f=new d.MeshInstanceData(a,
+b,c,g,null,null,e),[4,this._viewer.model.createMeshInstance(f,null,!1,!0)];case 1:return p=n.sent(),this._viewer.model.setNodesOpacity([p],k),[2,p]}})})};a.prototype._deleteBackgroundSheetInstances=function(a){void 0===a&&(a=[h.Background,h.Selection,h.Shadow]);return __awaiter(this,void 0,void 0,function(){var c,b,g,d,e;return __generator(this,function(k){c=[];b=0;for(g=a;b<g.length;b++)d=g[b],e=this._sheetIds[d],null!==e&&(this._sheetIds[d]=null,c.push(e));return 0<c.length?[2,this._viewer.model.deleteMeshInstances(c)]:
+[2]})})};a.prototype._createOrUpdateSheet=function(a,c,b,g,k,l){return __awaiter(this,void 0,void 0,function(){var e,f,p,h;return __generator(this,function(n){switch(n.label){case 0:e=this._viewer.model;if(null!==this._sheetIds[a])return[3,2];f=this._sheetIds;p=a;return[4,this._createBackgroundSheetInstance(this._backgroundSheetMeshId,c,b,g,k,l)];case 1:return f[p]=n.sent(),[2,Promise.resolve()];case 2:return h=this._sheetIds[a],e.setNodesFaceColor([h],g),e.setNodesOpacity([h],k),null!==l&&e.setInstanceModifier(d.InstanceModifier.DoNotSelect,
+[h],!l),[2,e.setNodeMatrix(h,b,!0)]}})})};a.prototype._refreshBackgroundSheets=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b,g,k,l;return __generator(this,function(e){switch(e.label){case 0:a=this._viewer.model;if(!this.isDrawingSheetActive())return this._backgroundSelectionEnabled=!1,[2,this._deleteBackgroundSheetInstances()];if(null!==this._backgroundSheetMeshId)return[3,2];c=this;return[4,this._createBackgroundSheetMesh()];case 1:c._backgroundSheetMeshId=e.sent(),e.label=
+2;case 2:return[4,a.getModelBounding(!0,!1)];case 3:return b=e.sent(),g=this._createBackgroundSheetMatrix(b,!1),k=[],this._backgroundSelectionEnabled?[4,this._createOrUpdateSheet(h.Selection,"2d_drawing_background_selection_sheet",g,d.Color.black(),0,!0)]:[3,5];case 4:return e.sent(),[3,6];case 5:k.push(h.Selection),e.label=6;case 6:this._engine.setBackgroundGradient(this._backgroundColor,this._backgroundColor);if(!this._backgroundSheetEnabled)return[3,9];l=this._createBackgroundSheetMatrix(b,!0);
+return[4,this._createOrUpdateSheet(h.Background,"2d_drawing_background_sheet",g,this._sheetColor,1,!1)];case 7:return e.sent(),[4,this._createOrUpdateSheet(h.Shadow,"2d_drawing_background_shadow_sheet",l,this._sheetShadowColor,1,!1)];case 8:return e.sent(),[3,10];case 9:k.push(h.Background,h.Shadow),e.label=10;case 10:return 0<k.length?[2,this._deleteBackgroundSheetInstances(k)]:[2]}})})};a.prototype.setSheetColors=function(a,c,b){this._backgroundColor=a.copy();this._sheetColor=c.copy();this._sheetShadowColor=
+b.copy();return this._refreshBackgroundSheets()};a.prototype.getSheetBackgroundColor=function(){return this._backgroundColor};a.prototype.getSheetColor=function(){return this._sheetColor};a.prototype.getSheetShadowColor=function(){return this._sheetShadowColor};a.prototype.setBackgroundSheetEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:if(a===this._backgroundSheetEnabled)return[2];this._backgroundSheetEnabled=a;this._viewer.pauseRendering();
+return[4,this._refreshBackgroundSheets()];case 1:return c.sent(),this._viewer.resumeRendering(),[2]}})})};a.prototype.getBackgroundSheetEnabled=function(){return this._backgroundSheetEnabled};a.prototype.setBackgroundSelectionEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:this.isDrawingSheetActive()||(a=!1);if(a===this._backgroundSelectionEnabled)return[2];this._backgroundSelectionEnabled=a;this._viewer.pauseRendering();
+return[4,this._refreshBackgroundSheets()];case 1:return c.sent(),this._viewer.resumeRendering(),[2]}})})};a.prototype.getBackgroundSelectionEnabled=function(){return this._backgroundSelectionEnabled};a.prototype.startComparison=function(a,c,b){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return g=this._viewer.view,g.startComparison([a],[c],b),[4,this.setActiveSheetId(a,!1,!1)];case 1:return d.sent(),[4,g.isolateNodes([a,c],0,!0)];
+case 2:return d.sent(),[4,this._refreshBackgroundSheets()];case 3:return d.sent(),[2]}})})};a.prototype.endComparison=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._activeSheetId?[2]:[4,this.setActiveSheetId(this._activeSheetId,!0,!1)];case 1:return a.sent(),this._viewer.view.endComparison(),[2]}})})};return a}();d.SheetManager=f})(Communicator||(Communicator={}));
+(function(d){var h;(function(a){a[a.Model=1]="Model";a[a.Svg=2]="Svg";a[a.Html=4]="Html";a[a.All=7]="All"})(h=d.SnapshotLayer||(d.SnapshotLayer={}));var f=function(){return function(a,d,c){void 0===a&&(a=0);void 0===d&&(d=0);void 0===c&&(c=h.All);this.width=a;this.height=d;this.layers=c}}();d.SnapshotConfig=f})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(b){var c=document.createElement("canvas");c.width=b.width;c.height=b.height;c.getContext("2d").drawImage(b,0,0);return c}function a(b){if(b instanceof HTMLCanvasElement&&0<b.clientWidth&&0<b.clientHeight)return b;for(var c=0;c<b.childNodes.length;c++){var d=b.childNodes.item(c);if(d=a(d))return d}return null}function e(b,c){var a=b.getContext("2d");if(null===a)throw new d.CommunicatorError("failed to create 2D canvas context");for(var g=0;g<c.length;g++)a.drawImage(c[g],
+0,0);var e=h.OpenPromise.create(),f=new Image;f.src=b.toDataURL();f.onload=function(){e.resolve(f)};return e}var c=function(){function b(b,c){this._domElements=b;this._config=c}b.prototype._extractMarkupSvgAsCanvas=function(){var b=this._domElements.getMarkupSvgElement(),c=(new XMLSerializer).serializeToString(b);b=c;var a=(new DOMParser).parseFromString(b,"text/xml");c=a.getElementsByTagName("defs");for(var d=[],e=0;e<c.length;e++)for(var p=c.item(e).getElementsByTagName("marker"),h=0;h<p.length;h++){var r=
+p.item(h);d.push(r)}c=[];p=a.getElementsByTagName("line");for(e=0;e<p.length;e++)if(a=p.item(e),null!==a.style.marker&&0<a.style.marker.length){h=a.style.marker.indexOf("#")+1;r=a.style.marker.indexOf('"',h+1);r=a.style.marker.substring(h,r);var u=null,t=null;for(h=0;h<d.length;h++)if(d[h].id===r){u=d[h];t=d[h+1];break}c.push({line:a,start:u,end:t})}for(d=b.indexOf("marker: url");0<=d;){e=b.indexOf(")",d)+1;a=b.substring(d,e);h=a.indexOf("#")+1;p=a.indexOf('"',h);r=a.indexOf("&quot",h+11+1);u=p;if(0>
+p||r<p)u=r;h=a.substring(h,u);p=0;for(r=c;p<r.length;p++)if(a=r[p],u=a.start,a=a.end,null!==u&&null!==a&&u.id===h){h="marker-start: url('#"+u.id+"');";h+="marker-end: url('#"+a.id+"')";b=b.slice(0,d)+h+b.slice(e);break}d=b.indexOf("marker: url",e+1)}c=b;b=document.createElement("canvas");document.body.appendChild(b);canvg(b,c);c=f(b);document.body.removeChild(b);return c};b.prototype._extractRedlineSvgAsCanvas=function(b,c){var a=this._domElements.getRedlineSvgElement();a.setAttribute("width",""+
+b);a.setAttribute("height",""+c);a=(new XMLSerializer).serializeToString(a);a=a.replace("width: 100%;","width: "+b+";");a=a.replace("height: 100%;","height: "+c+";");b=document.createElement("canvas");document.body.appendChild(b);canvg(b,a);c=f(b);document.body.removeChild(b);return c};b.prototype._extractRedlineAsCanvas=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){b=this._domElements.getRedlineElement();return[2,html2canvas(b,{background:void 0})]})})};
+b.prototype.capture=function(b){return __awaiter(this,void 0,void 0,function(){var c,g,n,m,p;return __generator(this,function(k){switch(k.label){case 0:c=a(b);if(null===c)throw new d.CommunicatorError("failed to find canvas");g=document.createElement("canvas");g.width=this._config.width||b.clientWidth;g.height=this._config.height||b.clientHeight;g.style.width="100%";g.style.height="100%";n=[];this._config.layers&d.SnapshotLayer.Model&&n.push(f(c));this._config.layers&d.SnapshotLayer.Svg&&(n.push(this._extractMarkupSvgAsCanvas()),
+n.push(this._extractRedlineSvgAsCanvas(g.width,g.height)));if(!(this._config.layers&d.SnapshotLayer.Html))return[3,2];p=(m=n).push;return[4,this._extractRedlineAsCanvas()];case 1:p.apply(m,[k.sent()]),k.label=2;case 2:return[2,e(g,n)]}})})};return b}();h.Snapshot=c})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function b(){this._strokeWidth=1;this._strokeColor=d.Color.black()}b.prototype._assign=function(b){this._strokeWidth=b._strokeWidth;this._strokeColor.assign(b._strokeColor)};b.prototype.setStrokeColor=function(b){this._strokeColor.assign(b)};b.prototype.getStrokeColor=function(){return this._strokeColor.copy()};b.prototype.setStrokeWidth=function(b){this._strokeWidth=b};b.prototype.getStrokeWidth=function(){return this._strokeWidth};return b}();
+f.StrokedShape=a;var e=function(b){function c(){var c=null!==b&&b.apply(this,arguments)||this;c._fillColor=d.Color.black();c._fillOpacity=1;return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._fillColor.assign(c._fillColor);this._fillOpacity=c._fillOpacity};c.prototype.getFillOpacity=function(){return this._fillOpacity};c.prototype.setFillOpacity=function(b){this._fillOpacity=b};c.prototype.setFillColor=function(b){this._fillColor.assign(b)};c.prototype.getFillColor=
+function(){return this._fillColor.copy()};return c}(a);f.FilledShape=e;var c;(function(b){b[b.None=0]="None";b[b.Arrowhead=1]="Arrowhead";b[b.Circle=2]="Circle"})(c=f.EndcapType||(f.EndcapType={}));a=function(b){function a(){var a=null!==b&&b.apply(this,arguments)||this;a._startEndcapType=c.None;a._startEndcapColor=d.Color.black();a._startEndcapSize=9;a._endEndcapType=c.None;a._endEndcapColor=d.Color.black();a._endEndcapSize=9;a._endcapsInverted=!1;return a}__extends(a,b);a.prototype._assign=function(c){b.prototype._assign.call(this,
+c);this._startEndcapType=c._startEndcapType;this._startEndcapColor.assign(c._startEndcapColor);this._startEndcapSize=c._startEndcapSize;this._endEndcapType=c._endEndcapType;this._endEndcapColor.assign(c._endEndcapColor);this._endEndcapSize=c._endEndcapSize;this._endcapsInverted=c._endcapsInverted};a.prototype.getStartEndcapType=function(){return this._startEndcapType};a.prototype.setStartEndcapType=function(b){this._startEndcapType=b};a.prototype.getStartEndcapColor=function(){return this._startEndcapColor.copy()};
+a.prototype.setStartEndcapColor=function(b){this._startEndcapColor.assign(b)};a.prototype.getStartEndcapSize=function(){return this._startEndcapSize};a.prototype.setStartEndcapSize=function(b){this._startEndcapSize=b};a.prototype.getEndEndcapType=function(){return this._endEndcapType};a.prototype.setEndEndcapType=function(b){this._endEndcapType=b};a.prototype.setEndcapType=function(b){this._endEndcapType=this._startEndcapType=b};a.prototype.getEndEndcapSize=function(){return this._endEndcapSize};
+a.prototype.setEndEndcapSize=function(b){this._endEndcapSize=b};a.prototype.getEndEndcapColor=function(){return this._endEndcapColor.copy()};a.prototype.setEndEndcapColor=function(b){this._endEndcapColor.assign(b)};a.prototype.getEndcapsInverted=function(){return this._endcapsInverted};a.prototype.setEndcapsInverted=function(b){this._endcapsInverted=b};return a}(a);f.EndcapShape=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function c(){var c=null!==b&&b.apply(this,arguments)||this;c._borderRadius=0;return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._borderRadius=c._borderRadius};c.prototype.getBorderRadius=function(){return this._borderRadius};c.prototype.setBorderRadius=function(b){this._borderRadius=b};return c}(f.FilledShape);f.RectangleBase=a;var e=function(b){function c(c,a){var g=b.call(this)||this;g._position=
+d.Point2.zero();g._size=d.Point2.zero();c&&g._position.assign(c);a&&g._size.assign(a);return g}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._position.assign(c._position);this._size.assign(c._size)};c.prototype.setPosition=function(b){this._position.assign(b)};c.prototype.getPosition=function(){return this._position.copy()};c.prototype.setSize=function(b){this._size.assign(b)};c.prototype.getSize=function(){return this._size.copy()};return c}(a);f.Rectangle=
+e;var c=function(){return function(b,c){this.position=b.copy();this.size=c.copy()}}();f._MarkupRectangleData=c;a=function(b){function a(){var c=null!==b&&b.apply(this,arguments)||this;c._rectangles=[];return c}__extends(a,b);a.prototype.clear=function(){this._rectangles=[]};a.prototype.addRectangle=function(b,a){this._rectangles.push(new c(b,a))};a.prototype.getRectangles=function(){return this._rectangles};return a}(a);f.RectangleCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function c(){var c=b.call(this)||this;c._fontFamily=null;c._fontSize=12;c.setStrokeWidth(0);return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._fontFamily=c._fontFamily;this._fontSize=c._fontSize};c.prototype.getFontFamily=function(){return this._fontFamily};c.prototype.setFontFamily=function(b){this._fontFamily=b};c.prototype.setFontSize=function(b){this._fontSize=b};c.prototype.getFontSize=function(){return this._fontSize};
+return c}(f.FilledShape);f.TextMarkupBase=a;var e=function(b){function c(c,a){var g=b.call(this)||this;g._position=d.Point2.zero();g._text="";a&&(g._position=a.copy());c&&g.setText(c);return g}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._text=c._text;this._position.assign(c._position)};c.prototype.setPosition=function(b){this._position.assign(b)};c.prototype.getPosition=function(){return this._position};c.prototype.setText=function(b){this._text=b};c.prototype.getText=
+function(){return this._text};return c}(a);f.Text=e;var c=function(){return function(b,c){this.text=b;this.position=c.copy()}}();f._MarkupTextData=c;a=function(b){function a(){var c=null!==b&&b.apply(this,arguments)||this;c._textStrings=[];return c}__extends(a,b);a.prototype.clear=function(){this._textStrings=[]};a.prototype.addString=function(b,a){this._textStrings.push(new c(b,a))};a.prototype.getStrings=function(){return this._textStrings};return a}(a);f.TextCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||
+(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._behindView=!1}a.prototype.remove=function(){};a.prototype.draw=function(){};a.prototype.hit=function(a){a;return!1};a.prototype.hitWithTolerance=function(a,c){a;c;return!1};a.prototype.onSelect=function(){};a.prototype.onDeselect=function(){};a.prototype.toJson=function(){return{}};a.prototype.forJson=function(){return this.toJson()};a.prototype.getClassName=function(){return"Communicator.Markup.MarkupItem"};return a}();d.MarkupItem=f})(d.Markup||
+(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(c){function b(b){var a=c.call(this)||this;a._position=new d.Point2(10,10);a._nextItemPosition=d.Point2.zero();a._statItemOffset=new d.Point2(5,5);a._maxStatWidth=0;a._viewer=b;a._backgroundPanel=new d.Markup.Shape.Rectangle(a._position,new d.Point2(300,100));a._backgroundPanel.setFillColor(d.Color.white());a._backgroundPanel.setStrokeWidth(0);a._statsText=new d.Markup.Shape.TextCollection;return a}__extends(b,c);b.prototype.draw=function(){this._updateBackgroundSize();
+var b=this._viewer.markupManager.getRenderer();b.drawRectangle(this._backgroundPanel);b.drawTexts(this._statsText)};b.prototype.clearStatsText=function(){this._statsText.clear();this._nextItemPosition.assign(this._position)};b.prototype.setPosition=function(b){this._position.assign(b);this._backgroundPanel.setPosition(this._position)};b.prototype.addStatistic=function(b,c){var a=d.Point2.add(this._nextItemPosition,this._statItemOffset);this._statsText.addString(b+": "+c,a);this._nextItemPosition.y+=
+this._statsText.getFontSize()};b.prototype._updateBackgroundSize=function(){for(var b=this._viewer.markupManager.getRenderer(),c=this._statsText.getStrings(),a=this._statsText.getFontSize(),e=0;e<c.length;e++){var f=b.measureText(c[e].text,this._statsText);this._maxStatWidth=Math.max(this._maxStatWidth,f.x)}this._backgroundPanel.setSize(new d.Point2(2*this._statItemOffset.x+this._maxStatWidth,c.length*(a+this._statItemOffset.y)))};return b}(d.Markup.MarkupItem),a=function(){return function(){this.total_triangle_count=
+this.total_element_count=0}}();h.StatisticMap=a;var e=function(){function c(b,c){var g=this;this._statisticsDisplayHandle=null;this._statistics=new a;this._viewer=c;this._callbackManager=b;this._callbackManager.bind({frameDrawn:function(){return __awaiter(g,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.update()];case 1:return b.sent(),[2]}})})}});this._statisticsDisplay=new f(this._viewer)}c.prototype.update=function(){return __awaiter(this,void 0,
+void 0,function(){var b,c,a,d,e,f,p;return __generator(this,function(g){switch(g.label){case 0:return[4,this._viewer.getStatistics()];case 1:this._statistics=b=g.sent();this._statisticsDisplay.clearStatsText();c=Object.keys(this._statistics);a=0;for(d=c;a<d.length;a++)f=e=d[a],p=this._statistics[f],this._statisticsDisplay.addStatistic(f,p.toString());return[2]}})})};c.prototype.isShown=function(){return null!==this._statisticsDisplayHandle};c.prototype.getStatistics=function(){return this._statistics};
+c.prototype.showDisplay=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this.isShown()?[3,2]:[4,this.update()];case 1:b.sent(),this._statisticsDisplayHandle=this._viewer.markupManager.registerMarkup(this._statisticsDisplay),b.label=2;case 2:return[2]}})})};c.prototype.hideDisplay=function(){this.isShown()&&(this._viewer.markupManager.unregisterMarkup(this._statisticsDisplayHandle),this._statisticsDisplayHandle=null)};return c}();
+h.Statistics=e})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){var h=function(){return function(){this.svgXmlPrologEnabled=!0;this.svgBackgroundCssColor="";this.linesDrawModelLinesEnabled=this.silhouettesEnabled=!0;this.linesStrokeWidth=20;this.linesCssColor="#000000";this.linesClipZNudgeFactor=this.linesClipProximityToPlane=5.5;this.polygonsForceDrawCssColor="";this.logDiagnostics=this.logProgress=!1}}();d.SvgConfig=h})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.Rgba32=0]="Rgba32";d[d.Rgb24=1]="Rgb24";d[d.Gray8=2]="Gray8";d[d.GrayAlpha16=3]="GrayAlpha16";d[d.Jpeg=4]="Jpeg";d[d.Png=5]="Png"})(d.ImageFormat||(d.ImageFormat={}));(function(d){d[d.Clamp=0]="Clamp";d[d.Repeat=1]="Repeat"})(d.TextureTiling||(d.TextureTiling={}));(function(d){d[d.UV=0]="UV"})(d.TextureParameterization||(d.TextureParameterization={}));(function(d){d[d.Decal=1]="Decal"})(d.TextureModifier||(d.TextureModifier={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._timeoutDurationMinutes=15;this._timeoutWarningMinutes=14;this._timer=new d.Util.Timer;this._enabled=!0;this._callbackManager=a;this.resetTimeout()}a.prototype.setTimeoutDurations=function(a,c){this._timeoutDurationMinutes=a;this._timeoutWarningMinutes=c;this.resetTimeout();return!0};a.prototype.shutdown=function(){this._enabled=!1;this._timer.clear()};a.prototype.resetTimeout=function(){var a=this;this._enabled&&this._timer.set(Math.round(6E4*
+this._timeoutWarningMinutes),function(){a._warn()})};a.prototype._warn=function(){var a=this;console.assert(this._timer.isIdle(0));var c=this._timeoutDurationMinutes-this._timeoutWarningMinutes,b=Math.round(6E4*c);this._callbackManager.trigger("timeoutWarning",c);this._timer.set(b,function(){a._timeout()})};a.prototype._timeout=function(){this._callbackManager.trigger("timeout");this._callbackManager.trigger("_timeout")};return a}();h.TimeoutMonitor=f})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){d.create=function(){return"xxxxxxxx-xxxx-4xxx-yxxx-xxxxxxxxxxxx".replace(/[xy]/g,function(d){var a=16*Math.random()|0;return("x"===d?a:a&3|8).toString(16)})}})(d.UUID||(d.UUID={}))})(Communicator||(Communicator={}));(function(d){(function(h){h.create=function(){return d.UUID.create()}})(d.GUID||(d.GUID={}))})(Communicator||(Communicator={}));
+var __assign=this&&this.__assign||function(){__assign=Object.assign||function(d){for(var h,f=1,a=arguments.length;f<a;f++){h=arguments[f];for(var e in h)Object.prototype.hasOwnProperty.call(h,e)&&(d[e]=h[e])}return d};return __assign.apply(this,arguments)};
+(function(d){var h=function(){function f(a,e,c,b,g,k,l,f){this._backfacesVisible=!1;this._initialCamera=null;this._boundingCalculationIgnoresInvisible=this._faceVisibility=this._lineVisibility=!0;this._backgroundColorBottom=this._backgroundColorTop=null;this._drawMode=d.DrawMode.WireframeOnShaded;this._ambientOcclusionEnabled=!1;this._ambientOcclusionRadius=.03;this._antiAliasingMode=d.AntiAliasingMode.SMAA;this._lightingEnabled=!0;this._ambientLightColor=d.Color.black();this._bloomEnabled=!1;this._bloomIntensityScale=
+this._bloomThresholdRampWidth=this._bloomThreshold=0;this._bloomLayers=[];this._hardEdgesEnabled=this._silhouetteEnabled=this._simpleReflectionEnabled=this._simpleShadowEnabled=!1;this._hiddenLineSettings=new d.Settings.HiddenLineSettings;this._projectionMode=d.Projection.Orthographic;var n=a.getCreationParameters();this._viewer=a;this._engine=e;this._callbackManager=c;this._interpolationManager=g;this._eventDispatcher=b;this._model=a.model;this._statistics=k;this._navCube=l;this._axisTriad=f;this._determineInitialAxes=
+d.Internal.getWithDefault(n.calculateDefaultViewAxes,!0);this._initEvents()}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","View",d);return b.apply(this,c)};return c};f.prototype._initEvents=function(){var a=this;this._callbackManager.bind({_resetAssemblyTreeBegin:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){this._initialCamera=null;return[2]})})},
+_firstAttachment:function(e){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(c){return e===d.Internal.AttachType.Direct?[2,this._massageInitialCamera(!1)]:[2]})})},_firstModelLoaded:function(){return a._massageInitialCamera(!1)},_modelSwitched:function(d){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return d?[3,2]:[4,this._massageInitialCamera(!1)];case 1:return c.sent(),[2,this._setInitialView(0)];case 2:return[2]}})})},
+hwfParseComplete:function(){return a._massageInitialCamera(!0)},_modelStructureHeaderParsed:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){return this._viewer.sheetManager.isDrawingSheetActive()?(this._model.setViewAxes(new d.Point3(0,0,1),new d.Point3(0,1,0)),[2,this.setViewOrientation(d.ViewOrientation.Front,0)]):[2]})})},_sessionStarted:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){this.clearLights();this.setAmbientLightColor(d.Color.createFromFloatArray([.075,
+.075,.075]));this.addLight(new d.Light(d.LightType.Directional,d.LightSpace.Camera,new d.Point3(.5,.5,1),d.Color.createFromFloatArray([.925,.925,.925])));this.addLight(new d.Light(d.LightType.Directional,d.LightSpace.Camera,new d.Point3(-.5,-.5,1),d.Color.createFromFloatArray([.1,.1,.2])));this.setBloomIntensityScale(1);this.setBloomThreshold(.65);this.setBloomThresholdRampWidth(.1);this.setBloomLayers([{intensity:.5,blurSamples:5,blurInterval:[.0025,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:.5,
+blurSamples:5,blurInterval:[.005,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:.5,blurSamples:9,blurInterval:[.01,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:1,blurSamples:9,blurInterval:[.02,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:2,blurSamples:11,blurInterval:[.04,d.BlurIntervalUnit.ProportionOfHeight]}]);this.setGroundPlane({normal:new d.Point3(0,0,1),followViewAxes:!0});this.setSimpleShadowColor(d.Color.black());this.setSimpleShadowOpacity(.65);this.setSimpleShadowResolution(512);
+this.setSimpleShadowBlurSamples(5);this.setSimpleShadowBlurInterval(1);this.setSimpleShadowInteractiveUpdateEnabled();this.setSimpleReflectionOpacity(.65);this.setSimpleReflectionFadeAngle(10);this.setSimpleReflectionBlurSamples(9);this.setSimpleReflectionBlurInterval(1,d.BlurIntervalUnit.Pixels);this.setSimpleReflectionAttenuation(0,1,d.SimpleReflectionAttenuationUnit.ProportionOfBoundingHeight);this.setSilhouetteColor(d.Color.black());this.setSilhouetteOpacity(1);this.setSilhouetteThreshold(.05);
+this.setSilhouetteThresholdRampWidth(.025);this.setHardEdgeColor(d.Color.black());this.setHardEdgeOpacity(1);this.setHardEdgeThreshold(30);this.setHardEdgeThresholdRampWidth(20);return[2]})})},viewAxes:function(d,c){a._updateGroundPlane(d,c)}})};f.prototype._massageInitialCamera=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:if(null!==this._initialCamera)return[2];d=this;return[4,this._engine.getCameraPromise()];case 1:return d._initialCamera=
+c.sent(),this._projectionMode=this._initialCamera.getProjection(),!this._determineInitialAxes||this._viewer.sheetManager.isDrawingSheetActive()||this._model.viewAxesHaveBeenSet()||this._determineViewAxes(this._initialCamera),a?[4,this.fitWorld()]:[3,3];case 2:c.sent(),this._initialCamera=this.getCamera(),c.label=3;case 3:return[2]}})})};f.prototype.setLineVisibility=function(a){this._setLineVisibility(a);return Promise.resolve()};f.prototype._setLineVisibility=function(a){a!==this._lineVisibility&&
+(this._lineVisibility=a,this._engine.setLineVisibility(a))};f.prototype.getLineVisibility=function(){return this._lineVisibility};f.prototype.setFaceVisibility=function(a){this._setFaceVisibility(a);return Promise.resolve()};f.prototype._setFaceVisibility=function(a){a!==this._faceVisibility&&(this._faceVisibility=a,this._engine.setFaceVisibility(a));return Promise.resolve()};f.prototype.getFaceVisibility=function(){return this._faceVisibility};f.prototype.setProjectionMode=function(a){this._projectionMode!==
+a&&(this._projectionMode=a,this._engine.isInit()&&this._engine.setProjection(a),this._eventDispatcher.injectViewOrientationChangeEvent())};f.prototype.getProjectionMode=function(){return this._projectionMode};f.prototype.getViewMatrix=function(){return this._engine.getViewMatrix()};f.prototype.getProjectionMatrix=function(){return this._engine.getProjectionMatrix()};f.prototype.getFullCameraMatrix=function(){return this._engine.getFullCameraMatrix()};f.prototype.raycastFromPoint=function(a){var e=
+this.getCanvasSize(),c=this._engine.getViewMatrix(),b=this._engine.getProjectionMatrix(),g=new d.Point3(a.x,e.y-a.y,0);a=this._unproject(g,b,c,e);if(null===a)return null;g.z=.5;e=this._unproject(g,b,c,e);if(null===e)return null;e=d.Point3.subtract(e,a).normalize();return new d.Ray(a,e)};f.prototype._unproject=function(a,e,c,b){e=d.Matrix.multiply(c,e);e=d.Matrix.inverse(e);if(null===e)return null;a=new d.Point4(a.x,a.y,a.z,1);a.x/=b.x;a.y/=b.y;a.x=2*a.x-1;a.y=2*a.y-1;a.z=2*a.z-1;b=e.transform4(a);
+if(0===b.w)return null;b.scale(1/b.w);return new d.Point3(b.x,b.y,b.z)};f.prototype._rectifySelectionItem=function(a){var d=a.getInclusionKey(),c=a.getNodeId();d=this._model._getNodeFromInstanceInc(!1,d,c,!0);a._setNodeId(d)};f.prototype.isOutsideCanvasArea=function(a){var d=this.getCanvasSize();return 0>a.x||0>a.y||a.x>=d.x||a.y>=d.y};f.prototype.pickFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");
+return[4,this._engine.pickFromScreen(a,e,this._viewer.sheetManager.isDrawingSheetActive())];case 1:return(c=b.sent())?(this._rectifySelectionItem(c),[2,c]):[2,d.Selection.SelectionItem.create()]}})})};f.prototype.pickAllFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k;return __generator(this,function(l){switch(l.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[4,this._engine.pickAllFromScreen(a,
+e,this._viewer.sheetManager.isDrawingSheetActive())];case 1:c=l.sent();b=0;for(g=c;b<g.length;b++)k=g[b],this._rectifySelectionItem(k);return[2,c]}})})};f.prototype.compositePickFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[4,this._engine.compositePickFromScreen(a,e,this._viewer.sheetManager.isDrawingSheetActive())];
+case 1:return c=b.sent(),null!==c.faceItem&&this._rectifySelectionItem(c.faceItem),null!==c.lineItem&&this._rectifySelectionItem(c.lineItem),null!==c.pointItem&&this._rectifySelectionItem(c.pointItem),[2,c]}})})};f.prototype.pickFromRay=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,this._engine.pickFromRay(a,e)];case 1:return(c=b.sent())?(this._rectifySelectionItem(c),[2,c]):[2,d.Selection.SelectionItem.create()]}})})};
+f.prototype.pickAllFromRay=function(a,d){return __awaiter(this,void 0,void 0,function(){var c,b,g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._engine.pickAllFromRay(a,d)];case 1:c=k.sent();b=0;for(g=c;b<g.length;b++)e=g[b],this._rectifySelectionItem(e);return[2,c]}})})};f.prototype.beginScreenSelectByArea=function(a,e,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(this.isOutsideCanvasArea(a)||this.isOutsideCanvasArea(e))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");
+return[2,this._engine.beginScreenAreaSelection(a,e,c)]})})};f.prototype.beginRayDrillSelection=function(a,e,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[2,this._engine.beginRayDrillSelection(a,e,c)]})})};f.prototype.beginConvexPolyhedronSelection=function(a,d,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){return[2,
+this._engine.beginConvexPolyhedronSelection(a,d,c)]})})};f.prototype.beginSphereSelection=function(a,e,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=d.Internal.toVec3(a);return[2,this._engine.beginSphereSelection(b,e,c)]})})};f.prototype.endIncrementalSelection=function(a){this._endIncrementalSelection(a);return Promise.resolve()};f.prototype._endIncrementalSelection=function(a){this._engine.endIncrementalSelection(a)};f.prototype.endVolumeSelection=
+function(a){return this.endIncrementalSelection(a)};f.prototype.advanceIncrementalSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,f,m,p,h;return __generator(this,function(n){switch(n.label){case 0:return n.trys.push([0,2,,3]),[4,this._engine.advanceIncrementalSelection(a)];case 1:e=n.sent();if(null===e)return[2,null];c=this._viewer.selectionManager;b=[];g=0;for(k=e;g<k.length;g++)l=k[g],this._rectifySelectionItem(l),f=l,m=f.getNodeId(),(p=c._incrementalBlacklistedInstanceNodes.has(m))||
+b.push(f);return[2,b];case 2:h=n.sent();if("advanceVolumeSelection"===h.scFunction)throw new d.SelectionInvalidatedError;throw h;case 3:return[2]}})})};f.prototype.advanceVolumeSelection=function(a){return this.advanceIncrementalSelection(a)};f.prototype.projectPoint=function(a,d){if(void 0!==d){var c=d.getProjectionMatrix(this._viewer);var b=d.getViewMatrix(this._viewer)}else c=this._engine.getSynchedProjectionMatrix(),b=this._engine.getSynchedViewMatrix();d=this.getCanvasSize();a=this._project(a,
+c,b,d);a.y=d.y-a.y;return a};f.prototype._project=function(a,e,c,b){a=new d.Point4(a.x,a.y,a.z,1);c.transform4(a,a);e.transform4(a,a);e=0>=a.w;c=a.w;0>=a.w&&(a.w=.001);a.scale(1/a.w);a.x=.5*a.x+.5;a.y=.5*a.y+.5;a.z=.5*a.z+.5;a.x*=b.x;a.y*=b.y;e&&(a.z=c);return new d.Point3(a.x,a.y,a.z)};f.prototype.unprojectPoint=function(a,e){var c=this.getCanvasSize(),b=this.getProjectionMatrix(),g=this.getViewMatrix();a=new d.Point3(a.x,c.y-a.y,e);return this._unproject(a,b,g,c)};f.prototype.pointToWindowPosition=
+function(a){var e=this._engine.getCanvasSize();return new d.Point2(a.x/e.x*2-1,1-a.y/e.y*2)};f.prototype.setCamera=function(a,d){void 0===d&&(d=0);return null===a?!1:this._setCameraImpl(a,d).unsafeValue};f.prototype._setCameraPromise=function(a,d){return this._setCameraImpl(a,d).readyPromise};f.prototype._setCameraImpl=function(a,e){return 0<e?this._interpolateCamera(a,e):this._engine.isInit()?(e=a.getProjection(),this._projectionMode!==e&&this.setProjectionMode(e),this._engine.setCamera(a),e=this._markupManager?
+this._markupManager._setActiveMarkupView(null):Promise.resolve(),this._callbackManager.trigger("camera",a),d.Internal.UnsafePromise.create(!0,e)):d.Internal.UnsafePromise.create(!1,Promise.resolve())};f.prototype._interpolateCamera=function(a,e){var c=this;if(this._engine.isInit()){var b=this.getCamera();if(b.equals(a))return this._markupManager&&this._markupManager._update(),d.Internal.UnsafePromise.create(!1,Promise.resolve());this._callbackManager.trigger("transitionBegin",e);var g=d.Util.OpenPromise.create();
+this._interpolationManager.start(new d.Internal.CameraInterpolation(b,a,e,function(){c._eventDispatcher.injectViewOrientationChangeEvent();c._callbackManager.trigger("transitionEnd");g.resolve()},this));return d.Internal.UnsafePromise.create(!0,g)}return d.Internal.UnsafePromise.create(!1,Promise.resolve())};f.prototype.updateCamera=function(a){a=this._engine.updateCamera(a);this._callbackManager.trigger("camera",a);return a};f.prototype.resetCamera=function(a){void 0===a&&(a=d.DefaultTransitionDuration);
+return this._setInitialView(a)};f.prototype.getCamera=function(){if(this._engine.isInit())return this._engine.getCamera();throw new d.CommunicatorError("getCamera() called before sceneReady");};f.prototype.getViewOrientationCamera=function(a,e,c){void 0===c&&(c=!0);return __awaiter(this,void 0,void 0,function(){var b,g,k,l,f,m,p,h,r,u,t,v,w,z,x,y,A,B,D,C,E,F;return __generator(this,function(n){switch(n.label){case 0:return b=this.getCamera(),g=b.getUp().copy().normalize(),k=this._model.getViewAxes(),
+l=k.upVector.copy(),f=k.frontVector.copy(),void 0!==e?[3,2]:[4,this._model.getModelBounding(this._boundingCalculationIgnoresInvisible,!1)];case 1:return e=n.sent(),[3,3];case 2:this._fitCameraToBounding(b,e),n.label=3;case 3:m=e.center();p=m.copy();h=m.copy();r=d.Point3.subtract(b.getPosition(),b.getTarget()).length();u=d.Point3.subtract(b.getPosition(),m).length();t=new d.Point3(0,0,1);v=new d.Point3(-1,0,0);null!==l&&(t=l.copy());null!==f&&(v=f.copy());w=v.copy().scale(-1);z=v.copy();x=t.copy();
+y=t.copy().scale(-1);A=d.Point3.cross(x,w);B=A.copy().scale(-1);D=function(b){b=d.Point3.subtract(h,b);var c=t,a=d.Util.computeAngleBetweenVector(b,t);if(0===a||180===a)c=v;var e=d.Point3.cross(b,c),k=e.copy().negate(),l=d.Point3.cross(b,e),f=l.copy().negate();b=Infinity;c=e;a=0;for(e=[e,k,l,f];a<e.length;a++)k=e[a],l=d.Util.computeAngleBetweenVector(g,k),l<=b&&(b=l,c=k);return c.normalize()};C=null;switch(a){case d.ViewOrientation.Front:p=d.Point3.add(h,z);break;case d.ViewOrientation.Back:p=d.Point3.add(h,
+w);break;case d.ViewOrientation.Left:p=d.Point3.add(h,A);break;case d.ViewOrientation.Right:p=d.Point3.add(h,B);break;case d.ViewOrientation.Bottom:p=d.Point3.add(h,y);C=w.copy();break;case d.ViewOrientation.Top:p=d.Point3.add(h,x);C=w.copy();break;case d.ViewOrientation.FrontTop:case d.ViewOrientation.TopFront:p=d.Point3.add(h,d.Point3.add(z,x));C=d.Point3.add(w,x).normalize();break;case d.ViewOrientation.FrontTopLeft:case d.ViewOrientation.LeftTopFront:case d.ViewOrientation.TopLeftFront:p=d.Point3.add(h,
+d.Point3.add(z,d.Point3.add(A,x)));C=d.Point3.add(w,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.Iso:case d.ViewOrientation.FrontTopRight:case d.ViewOrientation.RightTopFront:case d.ViewOrientation.TopRightFront:p=d.Point3.add(h,d.Point3.add(z,d.Point3.add(B,x)));C=d.Point3.add(w,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.FrontLeft:case d.ViewOrientation.LeftFront:p=d.Point3.add(h,d.Point3.add(z,A));break;case d.ViewOrientation.FrontRight:case d.ViewOrientation.RightFront:p=
+d.Point3.add(h,d.Point3.add(z,B));break;case d.ViewOrientation.FrontBottom:case d.ViewOrientation.BottomFront:p=d.Point3.add(h,d.Point3.add(z,y));C=d.Point3.add(z,x).normalize();break;case d.ViewOrientation.FrontBottomLeft:case d.ViewOrientation.LeftBottomFront:case d.ViewOrientation.BottomLeftFront:p=d.Point3.add(h,d.Point3.add(z,d.Point3.add(A,y)));C=d.Point3.add(z,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.FrontBottomRight:case d.ViewOrientation.RightBottomFront:case d.ViewOrientation.BottomRightFront:p=
+d.Point3.add(h,d.Point3.add(z,d.Point3.add(B,y)));C=d.Point3.add(z,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.BackTop:case d.ViewOrientation.TopBack:p=d.Point3.add(h,d.Point3.add(w,x));C=d.Point3.add(z,x).normalize();break;case d.ViewOrientation.BackTopLeft:case d.ViewOrientation.LeftTopBack:case d.ViewOrientation.TopLeftBack:p=d.Point3.add(h,d.Point3.add(w,d.Point3.add(A,x)));C=d.Point3.add(z,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.BackTopRight:case d.ViewOrientation.RightTopBack:case d.ViewOrientation.TopRightBack:p=
+d.Point3.add(h,d.Point3.add(w,d.Point3.add(B,x)));C=d.Point3.add(z,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.BackLeft:case d.ViewOrientation.LeftBack:p=d.Point3.add(h,d.Point3.add(w,A));break;case d.ViewOrientation.BackRight:case d.ViewOrientation.RightBack:p=d.Point3.add(h,d.Point3.add(w,B));break;case d.ViewOrientation.BackBottom:case d.ViewOrientation.BottomBack:p=d.Point3.add(h,d.Point3.add(w,y));C=d.Point3.add(w,x).normalize();break;case d.ViewOrientation.BackBottomLeft:case d.ViewOrientation.LeftBottomBack:case d.ViewOrientation.BottomLeftBack:p=
+d.Point3.add(h,d.Point3.add(w,d.Point3.add(A,y)));C=d.Point3.add(w,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.BackBottomRight:case d.ViewOrientation.RightBottomBack:case d.ViewOrientation.BottomRightBack:p=d.Point3.add(h,d.Point3.add(w,d.Point3.add(B,y)));C=d.Point3.add(w,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.LeftBottom:case d.ViewOrientation.BottomLeft:p=d.Point3.add(h,d.Point3.add(A,y));C=d.Point3.add(A,x).normalize();break;case d.ViewOrientation.LeftTop:case d.ViewOrientation.TopLeft:p=
+d.Point3.add(h,d.Point3.add(A,x));C=d.Point3.add(B,x).normalize();break;case d.ViewOrientation.RightBottom:case d.ViewOrientation.BottomRight:p=d.Point3.add(h,d.Point3.add(B,y));C=d.Point3.add(B,x).normalize();break;case d.ViewOrientation.RightTop:case d.ViewOrientation.TopRight:p=d.Point3.add(h,d.Point3.add(B,x));C=d.Point3.add(A,x).normalize();break;default:d.Util.TypeAssertNever(a)}c||(C=D(p));null===C&&(C=t);E=d.Point3.add(d.Point3.subtract(p,m).normalize().scale(u),m);F=d.Point3.add(d.Point3.subtract(p,
+m).normalize().scale(u-r),m);b.setPosition(E);b.setTarget(F);b.setUp(C);return[2,b]}})})};f.prototype.setViewOrientation=function(a,e,c,b){void 0===e&&(e=d.DefaultTransitionDuration);void 0===b&&(b=!0);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this.getViewOrientationCamera(a,c,b)];case 1:return g=d.sent(),void 0!==c?[3,3]:[4,this.fitWorld(e,g)];case 2:return d.sent(),[3,5];case 3:return[4,this.fitBounding(c,e,g)];case 4:d.sent(),
+d.label=5;case 5:return this._callbackManager.trigger("viewOrientation",a),[2]}})})};f.prototype.centerCameraOnNode=function(a,e,c){void 0===e&&(e=0);void 0===c&&(c=this.getCamera());return __awaiter(this,void 0,void 0,function(){var b,g,k,l,f;return __generator(this,function(n){switch(n.label){case 0:return[4,this._model.getNodesBounding([a])];case 1:b=n.sent();g=b.center();k=c.getPosition();l=c.getTarget();f=d.Point3.subtract(l,g);k.subtract(f);c.setPosition(k);c.setTarget(g);if(0<e)return[2,this._setCameraPromise(c,
+e)];this.setCamera(c);return[2]}})})};f.prototype._setInitialView=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){if(!this._initialCamera)return[2,this.fitWorld(a)];if(0<a)return[2,this._setCameraPromise(this._initialCamera,a)];this.setCamera(this._initialCamera);this._eventDispatcher.injectViewOrientationChangeEvent();return[2]})})};f.prototype.getCanvasSize=function(){return this._engine.getCanvasSize()};f.prototype._setMarkupManager=function(a){this._markupManager=
+a};f.prototype.setStatisticsDisplayVisibility=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return a?[4,this._statistics.showDisplay()]:[3,2];case 1:return d.sent(),[3,3];case 2:this._statistics.hideDisplay(),d.label=3;case 3:return[2]}})})};f.prototype.getBackgroundColor=function(){var a=null!==this._backgroundColorTop?this._backgroundColorTop.copy():null,e=null!==this._backgroundColorBottom?this._backgroundColorBottom.copy():
+null;return new d.VerticalGradient(a,e)};f.prototype.setBackgroundColor=function(a,e){void 0===a&&(a=null);void 0===e&&(e=null);this._backgroundColorTop=null!==a?a.copy():null;this._backgroundColorBottom=null!==e?e.copy():null;this._drawMode===d.DrawMode.HiddenLine||this._viewer.sheetManager.isDrawingSheetActive()||this._engine.setBackgroundGradient(this._backgroundColorTop,this._backgroundColorBottom);return Promise.resolve()};f.prototype.isolateNodes=function(a,e,c,b){void 0===e&&(e=d.DefaultTransitionDuration);
+void 0===c&&(c=!0);void 0===b&&(b=null);return __awaiter(this,void 0,void 0,function(){var g,d,l,f,m;return __generator(this,function(k){switch(k.label){case 0:g=this._model.getAbsoluteRootNode();d=new Map;d.set(g,!1);l=0;for(f=a;l<f.length;l++)m=f[l],d.set(m,!0);return[4,this._model.setNodesVisibilities(d,b)];case 1:return k.sent(),c?[2,this.fitNodes(a,e)]:[2]}})})};f.prototype.fitNodes=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){var c;
+return __generator(this,function(b){switch(b.label){case 0:return[4,this._model.getNodesBounding(a)];case 1:return c=b.sent(),[2,this.fitBounding(c,e)]}})})};f.prototype.fitWorld=function(a,d){void 0===a&&(a=0);return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return d||(d=this.getCamera()),[4,this._model.getModelBounding(this._boundingCalculationIgnoresInvisible,!1)];case 1:return c=b.sent(),[2,this.fitBounding(c,a,d)]}})})};f.prototype._fitCameraToBounding=
+function(a,e){var c=e.extents().length(),b=a.getWidth(),g=d.Point3.subtract(a.getPosition(),a.getTarget()),k=g.length();b=c*k/b;e=e.center();g=d.Point3.add(e,g.normalize().scale(b));a.setTarget(e);a.setPosition(g);a.setWidth(c);a.setHeight(c)};f.prototype.fitBounding=function(a,e,c){void 0===e&&(e=d.DefaultTransitionDuration);void 0===c&&(c=this.getCamera());return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(a){this._fitCameraToBounding(c,a);if(0<e)return[2,this._setCameraPromise(c,
+e)];this.setCamera(c)}return[2]})})};f.prototype.setBackfacesVisible=function(a){this._backfacesVisible=a;this._engine.setBackFacesVisible(a);return Promise.resolve()};f.prototype.getBackfacesVisible=function(){return this._backfacesVisible};f.prototype.setDrawMode=function(a){this._setDrawMode(a);return Promise.resolve()};f.prototype._setDrawMode=function(a){this._drawMode=a;this._drawMode!==d.DrawMode.HiddenLine&&this.setBackgroundColor(this._backgroundColorTop,this._backgroundColorBottom);switch(a){case d.DrawMode.Wireframe:this._engine.setDrawMode(1);
+this._setLineVisibility(!0);this._setFaceVisibility(!1);break;case d.DrawMode.Shaded:this._engine.setDrawMode(1);this._setLineVisibility(!1);this._setFaceVisibility(!0);break;case d.DrawMode.WireframeOnShaded:this._engine.setDrawMode(1);this._setLineVisibility(!0);this._setFaceVisibility(!0);break;case d.DrawMode.HiddenLine:a=this._hiddenLineSettings.getBackgroundColor();this._setLineVisibility(!0);this._setFaceVisibility(!0);this._engine.enableHiddenLineRendering(this._hiddenLineSettings);this._engine.setBackgroundGradient(a,
+a);break;case d.DrawMode.XRay:this._engine.setDrawMode(3),this._setLineVisibility(!0),this._setFaceVisibility(!0)}};f.prototype.getDrawMode=function(){return this._drawMode};f.prototype.setAntiAliasingMode=function(a){this._setAntiAliasingMode(a);return Promise.resolve()};f.prototype._setAntiAliasingMode=function(a){this._antiAliasingMode=a;this._engine.setAntiAliasingMode(a)};f.prototype.getAntiAliasingMode=function(){return this._antiAliasingMode};f.prototype.getHiddenLineSettings=function(){return this._hiddenLineSettings};
+f.prototype.setAmbientOcclusionEnabled=function(a){void 0===a&&(a=!0);this._setAmbientOcclusionEnabled(a);return Promise.resolve()};f.prototype._setAmbientOcclusionEnabled=function(a){void 0===a&&(a=!0);this._ambientOcclusionEnabled=a;this._engine.setAmbientOcclusionEnabled(a)};f.prototype.getAmbientOcclusionEnabled=function(){return this._ambientOcclusionEnabled};f.prototype.setAmbientOcclusionRadius=function(a){this._setAmbientOcclusionRadius(a);return Promise.resolve()};f.prototype._setAmbientOcclusionRadius=
+function(a){this._ambientOcclusionRadius=a;this._engine.setAmbientOcclusionRadius(a)};f.prototype.getAmbientOcclusionRadius=function(){return this._ambientOcclusionRadius};f.prototype.setLightingEnabled=function(a){void 0===a&&(a=!0);this._setLightingEnabled(a);return Promise.resolve()};f.prototype._setLightingEnabled=function(a){void 0===a&&(a=!0);this._lightingEnabled=a;this._engine.setLightingEnabled(a)};f.prototype.getLightingEnabled=function(){return this._lightingEnabled};f.prototype.setTransparencyMode=
+function(a){this._engine.setTransparencyMode(a)};f.prototype.setXRayOpacity=function(a,d){this._setXRayOpacity(a,d);return Promise.resolve()};f.prototype._setXRayOpacity=function(a,d){this._engine.setXRayOpacity(a,d)};f.prototype.setXRayTransparencyMode=function(a){this._setXRayTransparencyMode(a);return Promise.resolve()};f.prototype._setXRayTransparencyMode=function(a){this._engine.setXRayTransparencyMode(a)};f.prototype.setXRayColor=function(a,e,c){void 0===c&&(c=d.XRayGroup.Selected);return this._engine.setXRayColor(c,
+a,e)};f.prototype.unsetXRayColor=function(a,e){void 0===e&&(e=d.XRayGroup.Selected);return this._engine.unsetXRayColor(e,a)};f.prototype.setPointSize=function(a,d){this._setPointSize(a,d);return Promise.resolve()};f.prototype._setPointSize=function(a,d){this._engine.setPointSize(a,d)};f.prototype.getPointSize=function(){return this._engine.getPointSize()};f.prototype.setPointShape=function(a){this._setPointShape(a);return Promise.resolve()};f.prototype._setPointShape=function(a){this._engine.setPointShape(a)};
+f.prototype.getPointShape=function(){return this._engine.getPointShape()};f.prototype.setEyeDomeLightingEnabled=function(a){void 0===a&&(a=!0);this._setEyeDomeLightingEnabled(a);return Promise.resolve()};f.prototype._setEyeDomeLightingEnabled=function(a){void 0===a&&(a=!0);this._engine.setEyeDomeLightingEnabled(a)};f.prototype.getEyeDomeLightingEnabled=function(){return this._engine.getEyeDomeLightingEnabled()};f.prototype.setEyeDomeLightingBlurSamples=function(a){this._setEyeDomeLightingBlurSamples(a);
+return Promise.resolve()};f.prototype._setEyeDomeLightingBlurSamples=function(a){this._engine.setEyeDomeLightingBlurSamples(a)};f.prototype.getEyeDomeLightingBlurSamples=function(){return this._engine.getEyeDomeLightingBlurSamples()};f.prototype.setEyeDomeLightingBlurInterval=function(a){this._setEyeDomeLightingBlurInterval(a);return Promise.resolve()};f.prototype._setEyeDomeLightingBlurInterval=function(a){this._engine.setEyeDomeLightingBlurInterval(a)};f.prototype.getEyeDomeLightingBlurInterval=
+function(){return this._engine.getEyeDomeLightingBlurInterval()};f.prototype.setEyeDomeLightingBlurEdgeDistance=function(a){this._setEyeDomeLightingBlurEdgeDistance(a);return Promise.resolve()};f.prototype._setEyeDomeLightingBlurEdgeDistance=function(a){this._engine.setEyeDomeLightingBlurEdgeDistance(a)};f.prototype.getEyeDomeLightingBlurEdgeDistance=function(){return this._engine.getEyeDomeLightingBlurEdgeDistance()};f.prototype.setEyeDomeLightingShadingEdgeDistance=function(a){this._setEyeDomeLightingShadingEdgeDistance(a);
+return Promise.resolve()};f.prototype._setEyeDomeLightingShadingEdgeDistance=function(a){this._engine.setEyeDomeLightingShadingEdgeDistance(a)};f.prototype.getEyeDomeLightingShadingEdgeDistance=function(){return this._engine.getEyeDomeLightingShadingEdgeDistance()};f.prototype.setEyeDomeLightingOpacity=function(a){this._setEyeDomeLightingOpacity(a);return Promise.resolve()};f.prototype._setEyeDomeLightingOpacity=function(a){this._engine.setEyeDomeLightingOpacity(a)};f.prototype.getEyeDomeLightingOpacity=
+function(){return this._engine.getEyeDomeLightingOpacity()};f.prototype.setBoundingCalculationIgnoresInvisible=function(a){this._boundingCalculationIgnoresInvisible=a};f.prototype.getBoundingCalculationIgnoresInvisible=function(){return this._boundingCalculationIgnoresInvisible};f.prototype.setDisplayIncompleteFrames=function(a){this._setDisplayIncompleteFrames(a);return Promise.resolve()};f.prototype._setDisplayIncompleteFrames=function(a){this._engine.setDisplayIncompleteFrames(a)};f.prototype.setInteractiveDrawDelay=
+function(a){this._setInteractiveDrawDelay(a);return Promise.resolve()};f.prototype._setInteractiveDrawDelay=function(a){this._engine.setInteractiveDrawDelay(a)};f.prototype.setInteractiveDrawLimitIncreaseEnabled=function(a){this._engine.setInteractiveDrawLimitIncreaseEnabled(a)};f.prototype.getInteractiveDrawLimitIncreaseEnabled=function(){return this._engine.getInteractiveDrawLimitIncreaseEnabled()};f.prototype.getNavCube=function(){return this._navCube};f.prototype.getAxisTriad=function(){return this._axisTriad};
+f.prototype._determineViewAxes=function(a){var e=a.getUp().normalize();a=d.Point3.subtract(a.getTarget(),a.getPosition()).normalize();e=d.Internal.majorAxis(e);a=d.Internal.majorAxis(a);null===e&&null===a?(e=new d.Point3(0,1,0),a=new d.Point3(0,0,1)):null===e?e=0===a.y?new d.Point3(0,1,0):new d.Point3(0,0,1):null===a&&(a=0===e.z?new d.Point3(0,0,1):new d.Point3(0,1,0));this._model.setViewAxes(a,e)};f.prototype.setAmbientLightColor=function(a){this._ambientLightColor=a;this._engine.setAmbientLightColor(a)};
+f.prototype.getAmbientLightColor=function(){return this._ambientLightColor};f.prototype.clearLights=function(){this._engine.clearLights()};f.prototype.addLight=function(a){return this._engine.addLight(a)};f.prototype.removeLight=function(a){this._engine.removeLight(a)};f.prototype.updateLight=function(a,d){this._engine.updateLight(a,d)};f.prototype.setBloomEnabled=function(a){void 0===a&&(a=!0);this._engine.setBloomEnabled(a);this._bloomEnabled=a};f.prototype.getBloomEnabled=function(){return this._bloomEnabled};
+f.prototype.setBloomThreshold=function(a){this._engine.setBloomThreshold(a);this._bloomThreshold=a};f.prototype.getBloomThreshold=function(){return this._bloomThreshold};f.prototype.setBloomThresholdRampWidth=function(a){this._engine.setBloomThresholdRampWidth(a);this._bloomThresholdRampWidth=a};f.prototype.getBloomThresholdRampWidth=function(){return this._bloomThresholdRampWidth};f.prototype.setBloomIntensityScale=function(a){this._engine.setBloomIntensityScale(a);this._bloomIntensityScale=a};f.prototype.getBloomIntensityScale=
+function(){return this._bloomIntensityScale};f.prototype.setBloomLayers=function(a){a=d.Internal.deepClone(a);for(var e=0;e<a.length;e++){var c=a[e];void 0===c.intensity&&(c.intensity=1);void 0===c.blurSamples&&(c.blurSamples=9);void 0===c.blurInterval&&(c.blurInterval=[1,d.BlurIntervalUnit.Pixels])}this._engine.setBloomLayers(a);this._bloomLayers=a};f.prototype.getBloomLayers=function(){return d.Internal.deepClone(this._bloomLayers)};f.prototype.startComparison=function(a,e,c){var b=this._model._getModelStructure();
+a=b.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);e=b.gatherInstanceIncsFromNodeIds(e,7,d.Internal.Tree.WalkRestriction.None);this._engine.startComparison(a,e,c)};f.prototype.endComparison=function(){this._engine.endComparison()};f.prototype.setSimpleShadowEnabled=function(a){void 0===a&&(a=!0);this._simpleShadowEnabled=a;this._engine.setSimpleShadowEnabled(a)};f.prototype.getSimpleShadowEnabled=function(){return this._simpleShadowEnabled};f.prototype.setSimpleShadowColor=
+function(a){this._simpleShadowColor=a.copy();this._engine.setSimpleShadowColor(a)};f.prototype.getSimpleShadowColor=function(){return this._simpleShadowColor.copy()};f.prototype.setSimpleShadowOpacity=function(a){this._simpleShadowOpacity=a;this._engine.setSimpleShadowOpacity(a)};f.prototype.getSimpleShadowOpacity=function(){return this._simpleShadowOpacity};f.prototype.setGroundPlane=function(a){this._groundPlane=__assign({},a);this._updateGroundPlane()};f.prototype._updateGroundPlane=function(a,
+e){if(this._groundPlane.followViewAxes&&(void 0!==a&&void 0!==e||this._model.viewAxesHaveBeenSet())){if(void 0===a||void 0===e)e=this._model.getViewAxes(),a=e.frontVector,e=e.upVector;a=a.copy().negate();var c=d.Point3.cross(e,a);a=d.Matrix.createFromBasis(a,c,e);e=new d.Point3(0,0,0);a.transform(this._groundPlane.normal,e);this._engine.setGroundPlane(e,this._groundPlane.position)}else this._engine.setGroundPlane(this._groundPlane.normal,this._groundPlane.position)};f.prototype.getGroundPlane=function(){return __assign({},
+this._groundPlane)};f.prototype.setSimpleShadowResolution=function(a){this._simpleShadowResolution=a;this._engine.setSimpleShadowResolution(a)};f.prototype.getSimpleShadowResolution=function(){return this._simpleShadowResolution};f.prototype.setSimpleShadowBlurSamples=function(a){this._simpleShadowBlurSamples=a;this._engine.setSimpleShadowBlurSamples(a)};f.prototype.getSimpleShadowBlurSamples=function(){return this._simpleShadowBlurSamples};f.prototype.setSimpleShadowBlurInterval=function(a){this._simpleShadowBlurInterval=
+a;this._engine.setSimpleShadowBlurInterval(a)};f.prototype.getSimpleShadowBlurInterval=function(){return this._simpleShadowBlurInterval};f.prototype.setSimpleShadowInteractiveUpdateEnabled=function(a){void 0===a&&(a=!0);this._simpleShadowInteractiveUpdateEnabled=a;this._engine.setSimpleShadowInteractiveUpdateEnabled(a)};f.prototype.getSimpleShadowInteractiveUpdateEnabled=function(){return this._simpleShadowInteractiveUpdateEnabled};f.prototype.setSilhouetteEnabled=function(a){void 0===a&&(a=!0);this._silhouetteEnabled=
+a;this._engine.setSilhouetteEnabled(a)};f.prototype.getSilhouetteEnabled=function(){return this._silhouetteEnabled};f.prototype.setSilhouetteColor=function(a){this._silhouetteColor=a.copy();this._engine.setSilhouetteColor(a)};f.prototype.getSilhouetteColor=function(){return this._silhouetteColor.copy()};f.prototype.setSilhouetteOpacity=function(a){this._silhouetteOpacity=a;this._engine.setSilhouetteOpacity(a)};f.prototype.getSilhouetteOpacity=function(){return this._silhouetteOpacity};f.prototype.setSilhouetteThreshold=
+function(a){this._silhouetteThreshold=a;this._engine.setSilhouetteThreshold(a)};f.prototype.getSilhouetteThreshold=function(){return this._silhouetteThreshold};f.prototype.setSilhouetteThresholdRampWidth=function(a){this._silhouetteThresholdRampWidth=a;this._engine.setSilhouetteThresholdRampWidth(a)};f.prototype.getSilhouetteThresholdRampWidth=function(){return this._silhouetteThresholdRampWidth};f.prototype.setHardEdgesEnabled=function(a){void 0===a&&(a=!0);this._hardEdgesEnabled=a;this._engine.setHardEdgesEnabled(a)};
+f.prototype.getHardEdgesEnabled=function(){return this._hardEdgesEnabled};f.prototype.setHardEdgeColor=function(a){this._hardEdgeColor=a.copy();this._engine.setHardEdgeColor(a)};f.prototype.getHardEdgeColor=function(){return this._hardEdgeColor.copy()};f.prototype.setHardEdgeOpacity=function(a){this._hardEdgeOpacity=a;this._engine.setHardEdgeOpacity(a)};f.prototype.getHardEdgeOpacity=function(){return this._hardEdgeOpacity};f.prototype.setHardEdgeThreshold=function(a){this._hardEdgeThreshold=a;this._engine.setHardEdgeThreshold(a)};
+f.prototype.getHardEdgeThreshold=function(){return this._hardEdgeThreshold};f.prototype.setHardEdgeThresholdRampWidth=function(a){this._hardEdgeThresholdRampWidth=a;this._engine.setHardEdgeThresholdRampWidth(a)};f.prototype.getHardEdgeThresholdRampWidth=function(){return this._hardEdgeThresholdRampWidth};f.prototype.setSimpleReflectionEnabled=function(a){void 0===a&&(a=!0);this._simpleReflectionEnabled=a;this._engine.setSimpleReflectionEnabled(a)};f.prototype.getSimpleReflectionEnabled=function(){return this._simpleReflectionEnabled};
+f.prototype.setSimpleReflectionBlurInterval=function(a,e){void 0===e&&(e=d.BlurIntervalUnit.Pixels);this._simpleReflectionBlurInterval=[a,e];this._engine.setSimpleReflectionBlurInterval(a,e)};f.prototype.getSimpleReflectionBlurInterval=function(){return[this._simpleReflectionBlurInterval[0],this._simpleReflectionBlurInterval[1]]};f.prototype.setSimpleReflectionBlurSamples=function(a){this._simpleReflectionBlurSamples=a;this._engine.setSimpleReflectionBlurSamples(a)};f.prototype.getSimpleReflectionBlurSamples=
+function(){return this._simpleReflectionBlurSamples};f.prototype.setSimpleReflectionFadeAngle=function(a){this._simpleReflectionFadeAngle=a;this._engine.setSimpleReflectionFadeAngle(a)};f.prototype.getSimpleReflectionFadeAngle=function(){return this._simpleReflectionFadeAngle};f.prototype.setSimpleReflectionOpacity=function(a){this._simpleReflectionOpacity=a;this._engine.setSimpleReflectionOpacity(a)};f.prototype.getSimpleReflectionOpacity=function(){return this._simpleReflectionOpacity};f.prototype.setSimpleReflectionAttenuation=
+function(a,e,c){void 0===c&&(c=d.SimpleReflectionAttenuationUnit.World);this._simpleReflectionAttenuation={nearDistance:a,farDistance:e,unit:c};this._engine.setSimpleReflectionAttenuation(a,e,c)};f.prototype.getSimpleReflectionAttenuation=function(){return __assign({},this._simpleReflectionAttenuation)};f.prototype.testPointVisibility=function(a){return this._engine.testPointVisibility(a)};f.prototype.setPointVisibilityTest=function(a){this._engine.setPointVisibilityTest(a)};__decorate([f.deprecated],
+f.prototype,"endVolumeSelection",null);__decorate([f.deprecated],f.prototype,"advanceVolumeSelection",null);return f}();d.View=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._callbackManager=new d.Internal.CallbackManager;this._interpolationManager=new d.Internal.InterpolationManager;this._streamingMode=d.StreamingMode.Interactive;this._rendererType=d.RendererType.Client;this._alreadyShutDown=!1;this._sceneReadyPromise=d.Util.OpenPromise.create();this._seenPriorityMetaDataSent=!1;this._params=__assign({},a);this._contextMenuActiveFlag=!1;if(void 0!==this._params.containerId){a=d.Internal.DomElements.createFromId(this._params.containerId);
+if(null===a)throw new d.ParseError("'containerId' is invalid");this._domElements=a}else if(void 0!==this._params.container)this._domElements=d.Internal.DomElements.createFromElement(this._params.container);else throw new d.ParseError("must supply 'container' or 'containerId'");this.operatorManager=new d.OperatorManager(this);this._eventDispatcher=new d.Internal.EventDispatcher(this._callbackManager,this.operatorManager);this._timeoutMonitor=new d.Internal.TimeoutMonitor(this._callbackManager);this._inputMonitor=
+new d.Internal.InputMonitor(this._eventDispatcher,this._timeoutMonitor);this._setInitialOptions(this._params);this._engine=new d.Internal.ScEngine(this._callbackManager,this._params);this._statistics=new d.Internal.Statistics(this._callbackManager,this);a=new d.NavCube(this);var c=new d.AxisTriad(this);this.model=new d.Model(this._engine,this._callbackManager);this.view=new d.View(this,this._engine,this._callbackManager,this._eventDispatcher,this._interpolationManager,this._statistics,a,c);this.cuttingManager=
+new d.CuttingManager(this,this.model,this._callbackManager,this._engine);a={disableAutomaticFitWorld:d.Internal.getWithDefault(this._params.disableAutomaticFitWorld,!1),markImplicitNodesOutOfHierarchy:d.Internal.getWithDefault(this._params._markImplicitNodesOutOfHierarchy,!0),streamingMode:d.Internal.getWithDefault(this._params.streamingMode,d.StreamingMode.Default)};this._modelStructure=d.Internal.Tree.ModelStructure.unsafeCreate(a,this._engine,this._callbackManager,this.cuttingManager,this.view,
+this.model,this._params._maxConcurrentAttachments||null);this.model._setModelStructure(this._modelStructure);this.measureManager=new d.MeasureManager(this,this._callbackManager);this.lineManager=new d.LineManager(this,this._callbackManager);this.explodeManager=new d.ExplodeManager(this.model,this._engine,this._callbackManager);this.overlayManager=new d.OverlayManager(this,this._engine);this.BCFManager=new d.BCFManager(this);this.selectionManager=new d.SelectionManager(this._callbackManager,this._engine,
+this.view,this.model,this._modelStructure);a=d.Internal.getWithDefault(this._params.disableAutomaticBackgroundSheets,!1);this.sheetManager=new d.SheetManager(this,this._engine,this._callbackManager,a);this.noteTextManager=new d.Markup.Note.NoteTextManager(this);this.markupManager=new d.MarkupManager(this._domElements,this.measureManager,this.lineManager,this._callbackManager,this.sheetManager,this.noteTextManager,this);this.view._setMarkupManager(this.markupManager);this._initEventDispatcher();var b=
+function(b){if(!e.sheetManager.isDrawingSheetActive()){e.model._setInstanceModifier(d.InstanceModifier.OverrideSceneVisibility,b,!0,6);for(var c=0;c<b.length;c++)e.model.setPmiColorOverride(!0,b[c])}},g=function(b){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return b?[4,Promise.all([this.view.setPointSize(.003,d.PointSizeUnit.ProportionOfBoundingDiagonal),this.view.setEyeDomeLightingEnabled(!0),this.view.setPointShape(d.PointShape.Disk)])]:
+[3,2];case 1:return c.sent(),[3,4];case 2:return[4,Promise.all([this.view.setPointSize(1,d.PointSizeUnit.ScreenPixels),this.view.setEyeDomeLightingEnabled(!1),this.view.setPointShape(d.PointShape.Square)])];case 3:c.sent(),c.label=4;case 4:return[2]}})})},k=function(b){return __awaiter(e,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return c=this.model.getModelFileTypeFromNode(b[0]),null===c||c===d.FileType.Unknown?[3,2]:[4,g(!1)];case 1:a.sent(),a.label=
+2;case 2:return[2]}})})},l=function(b){return __awaiter(e,void 0,void 0,function(){var c,a,g,e,k;return __generator(this,function(l){switch(l.label){case 0:c=[];if(this.model.getModelFileTypeFromNode(b[0])===d.FileType.Ifc)for(a=0,g=b;a<g.length;a++)e=g[a],k=this.model.registerIfcNodes(e),c.push(k);return[4,Promise.all(c)];case 1:return l.sent(),[2]}})})},f=function(b){var c=e.selectionManager.getSelectionFilter();b=e.model.getModelFileTypeFromNode(b[0])===d.FileType.Ifc;!c&&b?e.selectionManager.setSelectionFilter(d.SelectionManager.ifcSelectionFilter):
+c!==d.SelectionManager.ifcSelectionFilter||b||e.selectionManager.setSelectionFilter(null)};this.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){e.model.setPmiColor(d.Color.black());return[2]})})},_sessionStarted:function(){return g(!0)},_firstModelLoaded:function(c){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return e.model.setPmiColor(d.Color.black()),f(c),b([this.model.getAbsoluteRootNode()]),
+[4,Promise.all([l(c),k(c)])];case 1:return a.sent(),[2]}})})},_modelSwitched:function(c,a){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return f(a),b(a),[4,Promise.all([l(a),k(a)])];case 1:return c.sent(),[2]}})})},_subtreeLoaded:function(c){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return b(c),[4,l(c)];case 1:return a.sent(),[2]}})})},subtreeLoaded:function(b,c){e._callbackManager.trigger("modelLoaded",
+b,c)}})}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","WebViewer",d);return b.apply(this,c)};return c};f.prototype.setContextMenuStatus=function(a){this._contextMenuActiveFlag=a};f.prototype.getContextMenuStatus=function(){return this._contextMenuActiveFlag};f.prototype.deactivateSheets=function(){return this.sheetManager.deactivateSheets()};f.prototype.setActiveSheetId=function(a){return this.sheetManager.setActiveSheetId(a,
+!0,!0)};f.prototype.getActiveSheetId=function(){return this.sheetManager.getActiveSheetId()};f.prototype.getSheetIds=function(){return this.sheetManager.getSheetIds()};f.prototype.isDrawingSheetActive=function(){return this.sheetManager.isDrawingSheetActive()};f.prototype.setBackgroundSheetEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this.sheetManager.setBackgroundSheetEnabled(a)]})})};f.prototype.getBackgroundSheetEnabled=function(){return this.sheetManager.getBackgroundSheetEnabled()};
+f.prototype.setBackgroundSelectionEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this.sheetManager.setBackgroundSelectionEnabled(a)]})})};f.prototype.getBackgroundSelectionEnabled=function(){return this.sheetManager.getBackgroundSelectionEnabled()};f.prototype.setSheetColors=function(a,d,c){return this.sheetManager.setSheetColors(a,d,c)};f.prototype.getSheetBackgroundColor=function(){return this.sheetManager.getSheetBackgroundColor()};
+f.prototype.getSheetColor=function(){return this.sheetManager.getSheetColor()};f.prototype.getSheetShadowColor=function(){return this.sheetManager.getSheetShadowColor()};f.prototype.getCreationParameters=function(){return __assign({},this._params)};f.prototype._setInitialOptions=function(a){this._inputMonitor.setOptions(a);void 0!==a.streamingMode?this._streamingMode=a.streamingMode:a.streamingMode=this._streamingMode;void 0!==a.rendererType?this._rendererType=a.rendererType:a.rendererType=this._rendererType};
+f.prototype._initEventDispatcher=function(){var a=new d.Operator.CameraOrbitOperator(this),e=new d.Operator.CameraPanOperator(this),c=new d.Operator.CameraZoomOperator(this),b=new d.Operator.CameraNavigationOperator(this,a,e,c),g=new d.Operator.CameraWalkOperator(this),k=new d.Operator.CameraKeyboardWalkOperator(this),l=new d.Operator.CameraWalkModeOperator(this,g,k),f=new d.Operator.CameraTurntableOperator(this),m=new d.Operator.SelectionOperator(this,this.noteTextManager),p=new d.Operator.AreaSelectionOperator(this),
+h=new d.Operator.RayDrillSelectionOperator(this),r=new d.Operator.RedlineCircleOperator(this),u=new d.Operator.RedlineTextOperator(this),t=new d.Operator.RedlineRectangleOperator(this),v=new d.Operator.RedlinePolylineOperator(this),w=new d.Operator.MeasureEdgeLengthOperator(this,this.measureManager),z=new d.Operator.MeasureFaceFaceDistanceOperator(this,this.measureManager),x=new d.Operator.MeasurePointPointDistanceOperator(this,this.measureManager),y=new d.Operator.MeasureFaceFaceAngleOperator(this,
+this.measureManager),A=new d.Operator.NoteOperator(this,this.noteTextManager),B=new d.Operator.CuttingPlaneOperator(this,this.cuttingManager),D=new d.Operator.HandleOperator(this),C=new d.Operator.NavCubeOperator(this),E=new d.Operator.AxisTriadOperator(this);this.operatorManager._registerOperator(d.OperatorId.Navigate,b);this.operatorManager._registerOperator(d.OperatorId.Orbit,a);this.operatorManager._registerOperator(d.OperatorId.Pan,e);this.operatorManager._registerOperator(d.OperatorId.Zoom,
+c);this.operatorManager._registerOperator(d.OperatorId.Walk,g);this.operatorManager._registerOperator(d.OperatorId.KeyboardWalk,k);this.operatorManager._registerOperator(d.OperatorId.WalkMode,l);this.operatorManager._registerOperator(d.OperatorId.Turntable,f);this.operatorManager._registerOperator(d.OperatorId.Select,m);this.operatorManager._registerOperator(d.OperatorId.AreaSelect,p);this.operatorManager._registerOperator(d.OperatorId.RayDrillSelect,h);this.operatorManager._registerOperator(d.OperatorId.RedlineCircle,
+r);this.operatorManager._registerOperator(d.OperatorId.RedlineText,u);this.operatorManager._registerOperator(d.OperatorId.RedlineRectangle,t);this.operatorManager._registerOperator(d.OperatorId.RedlinePolyline,v);this.operatorManager._registerOperator(d.OperatorId.MeasureEdgeLength,w);this.operatorManager._registerOperator(d.OperatorId.MeasureFaceFaceDistance,z);this.operatorManager._registerOperator(d.OperatorId.MeasurePointPointDistance,x);this.operatorManager._registerOperator(d.OperatorId.MeasureFaceFaceAngle,
+y);this.operatorManager._registerOperator(d.OperatorId.Note,A);this.operatorManager._registerOperator(d.OperatorId.Cutting,B);this.operatorManager._registerOperator(d.OperatorId.Handle,D);this.operatorManager._registerOperator(d.OperatorId.NavCube,C);this.operatorManager._registerOperator(d.OperatorId.AxisTriad,E);b.setBimNavigationEnabled(!1);w.addMapping(d.Button.Left);z.addMapping(d.Button.Left);x.addMapping(d.Button.Left);x.addMapping(d.Button.Left,d.KeyModifiers.Alt);y.addMapping(d.Button.Left);
+B.addMapping(d.Button.Left);p.addMapping(d.Button.Left);p.addMapping(d.Button.Left,d.KeyModifiers.Control);this.operatorManager.set(d.OperatorId.Navigate,0);this.operatorManager.set(d.OperatorId.Select,1);this.operatorManager.push(d.OperatorId.Cutting);this.operatorManager.push(d.OperatorId.Handle);this.operatorManager.push(d.OperatorId.NavCube);this.operatorManager.push(d.OperatorId.AxisTriad)};f.prototype.getViewerVersionString=function(){return f.VIEWER_VERSION_STRING};f.prototype.getFormatVersionString=
+function(){return this._engine.getVersionString()};f.prototype.getView=function(){return this.view};f.prototype.getModel=function(){return this.model};f.prototype.getOverlayManager=function(){return this.overlayManager};f.prototype.getMeasureManager=function(){return this.measureManager};f.prototype.getLineManager=function(){return this.lineManager};f.prototype.getCuttingManager=function(){return this.cuttingManager};f.prototype.getMarkupManager=function(){return this.markupManager};f.prototype.getSelectionManager=
+function(){return this.selectionManager};f.prototype.getExplodeManager=function(){return this.explodeManager};f.prototype.getOperatorManager=function(){return this.operatorManager};f.prototype._getNoteTextManager=function(){return this.noteTextManager};f.prototype.start=function(){var a=this,d=this._domElements.getCanvasContainerElement();return this._engine.start(d,{enginePath:this._params.enginePath,engineReady:function(c){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+c];case 1:return b.sent(),[4,this._modelStructure.waitForReady()];case 2:return b.sent(),[4,this._scEngineReady()];case 3:return b.sent(),[2]}})})},sceneReady:function(){a._sceneReady()},renderComplete:function(){a._renderComplete()},streamingActivated:function(){a._streamingActivated()},streamingDeactivated:function(){a._streamingDeactivated()},priorityMetaDataSent:function(c,b){a._priorityMetaDataSent(c,b)}})};f.prototype.registerCustomOperator=function(a){return this.operatorManager.registerCustomOperator(a)};
+f.prototype.unregisterCustomOperator=function(a){this.operatorManager.unregisterCustomOperator(a)};f.prototype.focusInput=function(a){this._inputMonitor.focusInput(a)};f.prototype.setCallbacks=function(a){this._callbackManager.bind(a)};f.prototype.unsetCallbacks=function(a){this._callbackManager.unbind(a)};f.prototype.resizeCanvas=function(){this._alreadyShutDown||(this._engine.resize(),this._inputMonitor.elementResize())};f.prototype.moveToWindow=function(a){this._inputMonitor.setDocument(a.document)};
+f.prototype.redraw=function(a){var d=this;if(a){var c=function(){d._callbackManager.unbind({_drawComplete:c});a()};this._callbackManager.bind({_drawComplete:c})}this._engine.redraw()};f.prototype.selectPart=function(a,e){void 0===e&&(e=d.SelectionMode.Set);return this.selectionManager.selectNode(a,e)};f.prototype.trigger=function(a){for(var d=[],c=1;c<arguments.length;c++)d[c-1]=arguments[c];this._callbackManager.unsafeTrigger(a,d)};f.prototype.triggerEvent=function(a,d){this._callbackManager.unsafeTrigger(a,
+d)};f.prototype._getCallbackManager=function(){return this._callbackManager};f.prototype._setStreamIdleMarker=function(){return this._engine.setStreamIdleMarker()};f.prototype.getStatistics=function(a){void 0===a&&(a=!1);return this._engine.getStatistics(a)};f.prototype.setMinimumFramerate=function(a){this._setMinimumFramerate(a);return Promise.resolve()};f.prototype._setMinimumFramerate=function(a){this._engine.setMinimumFramerate(a)};f.prototype.getMinimumFramerate=function(){return this._engine.getMinimumFramerate()};
+f.prototype.setServerRenderQuality=function(a,d,c,b){return this._engine.setServerRenderQuality(a,d,c,b)};f.prototype.getStreamingMode=function(){return this._streamingMode};f.prototype.getRendererType=function(){return this._engine.getRendererType()};f.prototype.getViewElement=function(){return this._domElements.getCanvasContainerElement()};f.prototype.shutdown=function(){this._alreadyShutDown||(console.assert(this._modelStructure.isReady()),this._callbackManager.trigger("_shutdownBegin"),this.operatorManager._shutdown(),
+this._inputMonitor.shutdown(),this.markupManager._shutdown(),this._timeoutMonitor.shutdown(),this._modelStructure.shutdown(),this._domElements.shutdown(),this._engine.shutdown(),this._alreadyShutDown=!0)};f.prototype.setClientTimeout=function(a,d){return this._timeoutMonitor.setTimeoutDurations(a,d)};f.prototype.resetClientTimeout=function(){this._timeoutMonitor.resetTimeout()};f.prototype.pauseRendering=function(a){this._pauseRendering(a);return Promise.resolve()};f.prototype._pauseRendering=function(a){this._engine.pauseRendering(a)};
+f.prototype.resumeRendering=function(){this._resumeRendering();return Promise.resolve()};f.prototype._resumeRendering=function(){this._engine.resumeRendering()};f.prototype.delayCapping=function(){this.cuttingManager.delayCapping()};f.prototype.reset=function(a){void 0===a&&(a=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return(d=null!==this.model.getDefaultCadConfiguration())?[4,this._modelStructure.cadConfigurationsEnabled()]:
+[3,2];case 1:d=c.sent(),c.label=2;case 2:return d?[4,this.model.activateDefaultCadConfiguration()]:[3,4];case 3:return c.sent(),[3,7];case 4:return[4,this.model.reset()];case 5:return c.sent(),this.sheetManager.isDrawingSheetActive()?[3,7]:[4,this.view.resetCamera(a)];case 6:c.sent(),c.label=7;case 7:return[2]}})})};f.prototype.closeConnection=function(){this.view.setCamera(this.view.getCamera());this._engine.disconnectNetwork();this._timeoutMonitor.shutdown()};f.prototype.setAllowHighDpi=function(a){this._engine.setAllowHighDpi(a)};
+f.prototype.setAllowHighDPI=function(a){this.setAllowHighDpi(a)};f.prototype.getAllowHighDpi=function(){return this._engine.getAllowHighDpi()};f.prototype.getAllowHighDPI=function(){return this.getAllowHighDpi()};f.prototype.takeSnapshot=function(a){var e=this;void 0===a&&(a=new d.SnapshotConfig);var c=d.Util.OpenPromise.create(),b=new d.Internal.Snapshot(this._domElements,a),g=this._domElements.getCanvasContainerElement(),k=this._domElements.getRedlineElement(),l=0<a.width&&0<a.height;if(l){var f=
+a.width/g.clientWidth*100+"%";a=a.height/g.clientHeight*100+"%";g.style.width=f;g.style.height=a;k.style.width=f;k.style.height=a}var m=this.getAllowHighDpi();this._engine.setAllowHighDpi(!1);this._engine.resize();this.redraw(function(){return __awaiter(e,void 0,void 0,function(){var a;return __generator(this,function(d){switch(d.label){case 0:return[4,b.capture(g)];case 1:return a=d.sent(),l&&(g.style.width="100%",g.style.height="100%",k.style.width="100%",k.style.height="100%"),this._engine.setAllowHighDpi(m),
+this._engine.resize(),c.resolve(a),[2]}})})});return c};f.prototype.fitWorld=function(a){void 0===a&&(a=d.DefaultTransitionDuration);return this.view.fitWorld(a)};f.prototype.setViewOrientation=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this.view.setViewOrientation(a,e)];case 1:return c.sent(),this._eventDispatcher.injectViewOrientationChangeEvent(),[2]}})})};f.prototype._scEngineReady=
+function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b,g,k;return __generator(this,function(l){switch(l.label){case 0:console.assert(this._modelStructure.isReady()),a=this.model.getAbsoluteRootNode(),e=this._engine.getSessionType(),l.label=1;case 1:return l.trys.push([1,,17,18]),this.cuttingManager._init(),[4,this._sceneReadyPromise];case 2:return l.sent(),[4,this._callbackManager.promiseTrigger("_assemblyTreeReady","assemblyTreeReady")];case 3:l.sent(),c="",l.label=4;case 4:l.trys.push([4,
+15,,16]);b=new d.LoadSubtreeConfig;b._allowSubtreeLoadedCallback=!1;if(1!==e)return[3,8];c=this._engine.getNetworkModelName();return c!==d.EmptyModelName?[3,5]:[3,7];case 5:return[4,this.model.loadSubtreeFromModel(a,c,b)];case 6:l.sent(),l.label=7;case 7:return[3,14];case 8:if(2!==e)return[3,13];this._timeoutMonitor.shutdown();g=this._engine.getScsInfo();return"string"!==typeof g?[3,10]:[4,this.model.loadSubtreeFromScsFile(a,g,b)];case 9:return l.sent(),[3,12];case 10:return null===g?[3,12]:[4,this.model.loadSubtreeFromScsBuffer(a,
+g,b)];case 11:return l.sent(),[3,12];case 12:return[3,14];case 13:throw new d.InternalLogicError;case 14:return[3,16];case 15:throw k=l.sent(),this._callbackManager.trigger("modelLoadFailure",c,""+k,k),k;case 16:return[3,18];case 17:return console.assert(this._modelStructure.isReady()),[2,this._callbackManager.promiseTrigger("_modelStructureReady","modelStructureReady")];case 18:return[2]}})})};f.prototype._sceneReady=function(){var a=this;this._inputMonitor.bindEvents(this._domElements.getCanvasContainerElement());
+this.selectionManager._init();this._callbackManager.bind({_timeout:function(){a.shutdown()}});this._callbackManager.trigger("sceneReady");this._sceneReadyPromise&&this._sceneReadyPromise.resolve()};f.prototype._priorityMetaDataSent=function(a,e){this._callbackManager.trigger("_priorityMetaDataSent",a,e);if(!this._seenPriorityMetaDataSent){if(0!==a||0!==e)throw new d.InternalLogicError;this._seenPriorityMetaDataSent=!0;this._callbackManager.trigger("_attached",0)}};f.prototype._renderComplete=function(){this.markupManager._update()};
+f.prototype._streamingActivated=function(){this._callbackManager.trigger("streamingActivated")};f.prototype._streamingDeactivated=function(){this._callbackManager.trigger("streamingDeactivated")};f.prototype.setStreamCutoffScale=function(a){this._setStreamCutoffScale(a);return Promise.resolve()};f.prototype._setStreamCutoffScale=function(a){this._engine.setStreamCutoffScale(a)};f.prototype.getStreamCutoffScale=function(){return this._engine.getStreamCutoffScale()};f.prototype._loseWebGlContext=function(){return this._engine.loseWebGlContext()};
+f.prototype._getScEngine=function(){return this._engine};f.prototype._debug_log=function(a){return this._engine.debug_log(a)};f.prototype._debug_stateFailure=function(a){return this._engine.debug_stateFailure(a)};f.prototype._debug_sync=function(){return this._engine.debug_sync()};f.prototype.exportToSvg=function(a){void 0===a&&(a=new d.SvgConfig);return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return[4,this.cuttingManager._setStandinGeometryVisible(!1)];
+case 1:c.sent(),c.label=2;case 2:return c.trys.push([2,,5,7]),[4,this.waitForIdle({redraw:!1})];case 3:return c.sent(),[4,this._engine.exportToSvg(a)];case 4:return d=c.sent(),[3,7];case 5:return[4,this.cuttingManager._setStandinGeometryVisible(!0)];case 6:return c.sent(),[7];case 7:return[2,d]}})})};f.prototype.waitForIdle=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:return this._alreadyShutDown?[2]:[4,this._setStreamIdleMarker()];
+case 1:return g.sent(),e=[],this.cuttingManager.hasActiveCuttingSection()?[4,this.cuttingManager.enableCappingIdleCallback(!0)]:[3,3];case 2:(c=g.sent())||e.push(this.cuttingManager.waitForCappingIdle()),g.label=3;case 3:return e.push(this._engine.waitForImageDecoding()),[4,Promise.all(e)];case 4:g.sent();if(!a||!1===a.redraw)return[3,6];b=d.Util.OpenPromise.create();this.redraw(function(){b.resolve()});return[4,b];case 5:g.sent(),g.label=6;case 6:return[2]}})})};f.prototype.startSheetComparison=
+function(a,d,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.sheetManager.startComparison(a,d,c)];case 1:return b.sent(),[2]}})})};f.prototype.endSheetComparison=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.sheetManager.endComparison()];case 1:return a.sent(),[2]}})})};f.BUILD_ID="b9b36e1";f.VIEWER_VERSION_STRING="8.3 Build "+f.BUILD_ID;__decorate([f.deprecated],
+f.prototype,"deactivateSheets",null);__decorate([f.deprecated],f.prototype,"setActiveSheetId",null);__decorate([f.deprecated],f.prototype,"getActiveSheetId",null);__decorate([f.deprecated],f.prototype,"getSheetIds",null);__decorate([f.deprecated],f.prototype,"isDrawingSheetActive",null);__decorate([f.deprecated],f.prototype,"setBackgroundSheetEnabled",null);__decorate([f.deprecated],f.prototype,"getBackgroundSheetEnabled",null);__decorate([f.deprecated],f.prototype,"setBackgroundSelectionEnabled",
+null);__decorate([f.deprecated],f.prototype,"getBackgroundSelectionEnabled",null);__decorate([f.deprecated],f.prototype,"setSheetColors",null);__decorate([f.deprecated],f.prototype,"getSheetBackgroundColor",null);__decorate([f.deprecated],f.prototype,"getSheetColor",null);__decorate([f.deprecated],f.prototype,"getSheetShadowColor",null);__decorate([f.deprecated],f.prototype,"getView",null);__decorate([f.deprecated],f.prototype,"getModel",null);__decorate([f.deprecated],f.prototype,"getOverlayManager",
+null);__decorate([f.deprecated],f.prototype,"getMeasureManager",null);__decorate([f.deprecated],f.prototype,"getLineManager",null);__decorate([f.deprecated],f.prototype,"getCuttingManager",null);__decorate([f.deprecated],f.prototype,"getMarkupManager",null);__decorate([f.deprecated],f.prototype,"getSelectionManager",null);__decorate([f.deprecated],f.prototype,"getExplodeManager",null);__decorate([f.deprecated],f.prototype,"getOperatorManager",null);__decorate([f.deprecated],f.prototype,"setAllowHighDPI",
+null);__decorate([f.deprecated],f.prototype,"getAllowHighDPI",null);__decorate([f.deprecated],f.prototype,"startSheetComparison",null);__decorate([f.deprecated],f.prototype,"endSheetComparison",null);return f}();d.WebViewer=h})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(c){for(var b=2*Math.PI/c,a=[],d=0;d<c;d++){var e=d*b,f=Math.sin(e);a.push(Math.cos(e));a.push(f)}return a}function a(c,b,a,e){void 0===e&&(e=1);var g=d.Point3.cross(a,new d.Point3(0,1,0));.001>g.length()&&(g=d.Point3.cross(a,new d.Point3(0,0,1)));a=d.Point3.cross(g,a);for(var k=2*Math.PI/c,f=[],p=0;p<c;p++){var h=p*k,r=Math.sin(h);h=Math.cos(h);r=g.copy().scale(r).add(a.copy().scale(h)).scale(e).add(b);f.push(r)}return f}function e(c,b,a,e,l){for(var g=[],k=[],
+f=0;f<a.length;f++){var h=(f+1)%a.length;g.push(a[f]);g.push(a[h]);g.push(e[f]);g.push(a[h]);g.push(e[h]);g.push(e[f]);k.push(d.Point3.subtract(a[f],c));k.push(d.Point3.subtract(a[h],c));k.push(d.Point3.subtract(e[f],b));k.push(d.Point3.subtract(a[h],c));k.push(d.Point3.subtract(e[h],b));k.push(d.Point3.subtract(e[f],b))}if(l)for(c=d.Point3.subtract(c,b),b=0;b<k.length;b++)k[b].add(c).normalize();return[g,k]}h.generateSphereMeshData=function(){var c=(1+Math.sqrt(5))/2,b=Math.sqrt(10+2*Math.sqrt(5))/
+(4*c),a=b/2;c=b/(2*c);var e=[];e[0]=new d.Point3(-c,a,0);e[1]=new d.Point3(c,a,0);e[2]=new d.Point3(-c,-a,0);e[3]=new d.Point3(c,-a,0);e[4]=new d.Point3(0,-c,a);e[5]=new d.Point3(0,c,a);e[6]=new d.Point3(0,-c,-a);e[7]=new d.Point3(0,c,-a);e[8]=new d.Point3(a,0,-c);e[9]=new d.Point3(a,0,c);e[10]=new d.Point3(-a,0,-c);e[11]=new d.Point3(-a,0,c);for(a=0;a<e.length;a++)e[a].normalize();var l=[[0,11,5],[0,5,1],[0,1,7],[0,7,10],[0,10,11],[1,5,9],[5,11,4],[11,10,2],[10,7,6],[7,1,8],[3,9,4],[3,4,2],[3,2,
+6],[3,6,8],[3,8,9],[4,9,5],[2,4,11],[6,2,10],[8,6,7],[9,8,1]],f=12;a=function(b){var c=[];l.map(function(b){var a=e[b[0]],g=e[b[1]],k=e[b[2]];e[f++]=(new d.Point3(a.x+g.x,a.y+g.y,a.z+g.z)).scale(.5).normalize();e[f++]=(new d.Point3(g.x+k.x,g.y+k.y,g.z+k.z)).scale(.5).normalize();e[f++]=(new d.Point3(k.x+a.x,k.y+a.y,k.z+a.z)).scale(.5).normalize();c.push([b[0],f-3,f-1]);c.push([f-3,f-2,f-1]);c.push([f-3,b[1],f-2]);c.push([f-2,b[2],f-1])});l=c};for(c=0;2>c;c++)a(c);a=[];c=[];b=0;for(var m=l;b<m.length;b++)for(var h=
+m[b],q=0;3>q;q++){var r=h[q];a.push(e[r].x);a.push(e[r].y);a.push(e[r].z);r=e[r].normalize();c.push(r.x);c.push(r.y);c.push(r.z)}b=new d.MeshData;b.addFaces(a,c);b.setFaceWinding(d.FaceWinding.CounterClockwise);return b};h.generateConeCylinderMeshData=function(c,b,g,k,l,n){var m=new d.Matrix,h,q=g+n,r=f(b);for(h=0;h<r.length;h++)r[h]*=k;l=new d.Point3(0,q+l,0);h=new d.Point3(0,q,0);var u=m.transform(l),t=m.transform(h);l=[];var v=[];for(h=0;h<r.length;h+=2){var w=r[h],z=r[h+1],x=(h+2)%r.length,y=
+r[x],A=r[x+1],B=r[h],D=r[h+1],C=r[x];x=r[x+1];var E=new d.Point3(w,q,z),F=new d.Point3(y,q,A);E=m.transform(E);F=m.transform(F);l.push(u);l.push(E);l.push(F);F=new d.Point3(0,1,0);B=new d.Point3(B,0,D);C=new d.Point3(C,0,x);D=m.transform(F);B=m.transform(B);C=m.transform(C);v.push(D);v.push(B);v.push(C);w=new d.Point3(w,q,z);y=new d.Point3(y,q,A);A=m.transform(w);y=m.transform(y);l.push(t);l.push(y);l.push(A);y=new d.Point3(0,-1,0);y=m.transform(y);v.push(y);v.push(y);v.push(y)}q=[];r=[];for(h=0;h<
+l.length;h++)u=l[h],q.push(u.x),q.push(u.y),q.push(u.z),u=v[h],r.push(u.x),r.push(u.y),r.push(u.z);h=[q,r];l=[];v=[];r=f(b);for(q=0;q<r.length;q++)r[q]*=c;u=[];t=[];for(q=0;q<r.length;q+=2){y=r[q];A=r[q+1];x=(q+2)%r.length;w=r[x];z=r[x+1];C=r[q];B=r[q+1];D=r[x];x=r[x+1];u[0]=new d.Point3(y,g,A);u[1]=new d.Point3(y,0,A);u[2]=new d.Point3(w,0,z);u[3]=new d.Point3(w,0,z);u[4]=new d.Point3(w,g,z);u[5]=new d.Point3(y,g,A);t[0]=new d.Point3(C,0,B);t[1]=new d.Point3(C,0,B);t[2]=new d.Point3(D,0,x);t[3]=
+new d.Point3(D,0,x);t[4]=new d.Point3(D,0,x);t[5]=new d.Point3(C,0,B);for(C=0;C<u.length;C++)B=m.transform(u[C]),l.push(B),B=m.transform(t[C]),v.push(B);u[0]=new d.Point3(w,0,z);u[1]=new d.Point3(y,0,A);u[2]=d.Point3.zero();t[0]=new d.Point3(0,-1,0);t[1]=new d.Point3(0,-1,0);t[2]=new d.Point3(0,-1,0);for(C=0;3>C;C++)B=m.transform(u[C]),l.push(B),B=m.transform(t[C]),v.push(B)}m=[];r=[];for(q=0;q<l.length;q++)u=l[q],m.push(u.x),m.push(u.y),m.push(u.z),u=v[q],r.push(u.x),r.push(u.y),r.push(u.z);m=[m,
+r];l=new d.Point3(0,0,g);g=new d.Point3(0,0,g+n);n=new d.Point3(0,0,1);c=a(b,l,n,c);b=a(b,g,n,k);b=e(l,g,c,b,!0);k=[];c=[];for(g=0;g<b[0].length;g++)k.push(b[0][g].x),k.push(b[0][g].z),k.push(b[0][g].y),c.push(b[1][g].x),c.push(b[1][g].z),c.push(b[1][g].y);k=[k,c];b=h[0].concat(m[0]).concat(k[0]);k=h[1].concat(m[1]).concat(k[1]);c=new d.MeshData;c.setFaceWinding(d.FaceWinding.Clockwise);c.addFaces(b,k);return c};h.createCylinderMeshDataFromArc=function(c,b,g,k){for(var f=[],n=[],m,h=0;h<c.length-
+3;h+=3){var q=new d.Point3(c[h],c[h+1],c[h+2]),r=new d.Point3(c[h+3],c[h+4],c[h+5]),u=a(g,q,b,k),t=a(g,r,b,k);m=e(q,r,u,t,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1])}q=c.length;h=new d.Point3(c[q-3],c[q-2],c[q-1]);t=h.copy().subtract(new d.Point3(c[q-6],c[q-5],c[q-4])).normalize();q=a(2*g,h,b,k);r=h.copy().add(t.copy().scale(2/3));u=a(2*g,r,b,2*k);t=r.copy().add(t.copy().scale(2));m=e(h,r,q,u,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1]);for(h=
+0;h<q.length;h++)m=(h+1)%q.length,f.push(t),f.push(u[h]),f.push(u[m]),m=u[h].copy().subtract(r).normalize().add(t.copy().normalize()).normalize(),n.push(m),n.push(m),n.push(m);h=new d.Point3(c[0],c[1],c[2]);t=h.copy().subtract(new d.Point3(c[3],c[4],c[5])).normalize();q=a(2*g,h,b,k);r=h.copy().add(t.copy().scale(2/3));u=a(2*g,r,b,2*k);t=r.copy().add(t.copy().scale(2));m=e(r,h,u,q,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1]);for(h=0;h<q.length;h++)m=(h+1)%q.length,f.push(t),
+f.push(u[m]),f.push(u[h]),m=u[h].copy().subtract(r).normalize().add(t.copy().normalize()).normalize(),n.push(m),n.push(m),n.push(m);c=[];b=[];for(h=0;h<f.length;h++)g=f[h],c.push(g.x),c.push(g.y),c.push(g.z),m=n[h],b.push(m.x),b.push(m.y),b.push(m.z);f=new d.MeshData;f.setFaceWinding(d.FaceWinding.CounterClockwise);f.addFaces(c,b);return f}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c){this._mode=a;this._impl=new d.Internal.IncrementalSelectionImpl(c)}a.create=function(d,c){return new a(d,c)};a.prototype.performSelection=function(a,c,b){var d=this._impl.viewer;"View"===this._mode?(d=d.view,void 0===b&&(b=[])):(h.TypeAssert(this._mode),d=d.selectionManager);void 0===c&&(c=null);return this._impl.performSelection(d,a,c,b)};a.prototype.isIdle=function(){return this._impl.isIdle()};a.prototype.waitForIdle=function(){return this._impl.waitForIdle()};
+a.prototype.stopSelection=function(){return this._impl.stopSelection()};a.prototype.clearSelection=function(){return this._impl.clearSelection()};return a}();h.IncrementalSelection=f;(function(a){a.isScreenByAreaConfig=function(a){return"areaCssMin"in a};a.isRayDrillConfig=function(a){return"rayCssBoxRadius"in a};a.isConvexPolyhedronConfig=function(a){return"volumePlanes"in a};a.isSphereConfig=function(a){return"sphereRadius"in a}})(f=h.IncrementalSelection||(h.IncrementalSelection={}))})(d.Util||
+(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._killHandles=[];this._activeSelectionCount=0;this._inactivityPromise=null;this.viewer=a}a.prototype.isIdle=function(){return 0===this._activeSelectionCount};a.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){if(0===this._activeSelectionCount)return console.assert(null===this._inactivityPromise),[2,Promise.resolve()];null===this._inactivityPromise&&(this._inactivityPromise=
+h.OpenPromise.create());return[2,this._inactivityPromise]})})};a.prototype.stopSelection=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b,g;return __generator(this,function(e){console.assert(this._killHandles.length===this._activeSelectionCount);a=[];c=0;for(b=this._killHandles;c<b.length;c++)g=b[c],a.push(g());return[2,d.Util.waitForAll(a)]})})};a.prototype.clearSelection=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return a=
+this.viewer.selectionManager,a.clear(),[4,this.stopSelection()];case 1:return c.sent(),a.clear(),[2]}})})};a.prototype._advanceBySelectionManager=function(a,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(d){b=this.viewer.selectionManager;return[2,b.advanceIncrementalSelection(a,c)]})})};a.prototype._advanceByView=function(a,c,b){return __awaiter(this,void 0,void 0,function(){var d,e,f,n,m,h;return __generator(this,function(g){switch(g.label){case 0:return d=
+this.viewer.view,[4,d.advanceIncrementalSelection(a)];case 1:return e=g.sent(),null===e?[2,!1]:c?[4,Promise.all(e.map(c))]:[3,3];case 2:f=g.sent(),e=e.filter(function(b,c){return f[c]}),g.label=3;case 3:n=0;for(m=e;n<m.length;n++)h=m[n],b.push(h);return[2,!0]}})})};a.prototype._wrapBeginSelection=function(a,c){return d.Util.IncrementalSelection.isScreenByAreaConfig(c)?a.beginScreenSelectByArea(c.areaCssMin,c.areaCssMax,c.pickConfig):d.Util.IncrementalSelection.isRayDrillConfig(c)?a.beginRayDrillSelection(c.rayCssOrigin,
+c.rayCssBoxRadius,c.pickConfig):d.Util.IncrementalSelection.isConvexPolyhedronConfig(c)?a.beginConvexPolyhedronSelection(c.volumePlanes,c.heuristicOrigin,c.pickConfig):d.Util.IncrementalSelection.isSphereConfig(c)?a.beginSphereSelection(c.sphereCenter,c.sphereRadius,c.pickConfig):d.Util.TypeAssertNever(c)};a.prototype.performSelection=function(a,c,b,d){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return void 0!==d?[3,1]:[2,this._performSelection(a,
+c,b,null)];case 1:return[4,this._performSelection(a,c,b,d)];case 2:return g.sent(),[2,d]}})})};a.prototype._performSelection=function(a,c,b,g){return __awaiter(this,void 0,void 0,function(){var e,f,n,m,p,q,r,u,t=this;return __generator(this,function(k){switch(k.label){case 0:e=this._wrapBeginSelection(a,c);if(null===e)return[2];++this._activeSelectionCount;f=this.viewer.selectionManager;n=null===g;m=!1;p=h.Lazy.create(function(){return __awaiter(t,void 0,void 0,function(){var b,c;return __generator(this,
+function(a){switch(a.label){case 0:m=!0,a.label=1;case 1:return a.trys.push([1,,7,8]),[4,e];case 2:return b=a.sent(),n?[4,f.endIncrementalSelection(b)]:[3,4];case 3:return a.sent(),[3,6];case 4:return[4,this.viewer.view.endIncrementalSelection(b)];case 5:a.sent(),a.label=6;case 6:return[3,8];case 7:return c=this._killHandles.indexOf(q),console.assert(0<=c),this._killHandles.splice(c,1),--this._activeSelectionCount,0===this._activeSelectionCount&&null!==this._inactivityPromise&&(this._inactivityPromise.resolve(),
+this._inactivityPromise=null),[7];case 8:return[2]}})})});q=function(){return p.get()};this._killHandles.push(q);k.label=1;case 1:return k.trys.push([1,,11,13]),[4,e];case 2:r=k.sent(),u=!0,k.label=3;case 3:return!u||m?[3,10]:n?[4,this._advanceBySelectionManager(r,b)]:[3,5];case 4:return u=k.sent(),[3,7];case 5:return[4,this._advanceByView(r,b,g)];case 6:u=k.sent(),k.label=7;case 7:return!u||m?[3,9]:[4,d.Util.sleep(1)];case 8:k.sent(),k.label=9;case 9:return[3,3];case 10:return[3,13];case 11:return[4,
+q()];case 12:return k.sent(),[7];case 13:return[2]}})})};return a}();h.IncrementalSelectionImpl=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this.diffuseColor=[1,1,1,1]}a.prototype.setDiffuseTransparency=function(a){this.diffuseColor[3]=a};a.prototype.setDiffuseColor=function(a){a.toFloatArray(this.diffuseColor)};a.prototype.setDiffuseColorFromArray=function(a){this.diffuseColor[0]=a[0];this.diffuseColor[1]=a[1];this.diffuseColor[2]=a[2]};a.prototype.hash=function(){return this.diffuseColor.join(",")};return a}();d.MaterialInfo=f;f=function(){function a(a){this._materials=new Map;
+this._engine=a}a.prototype.getOrCreateMaterial=function(a){var c=this,b=a.hash(),d=this._materials.get(b);if(void 0!==d)return d;d=this._engine.createMaterial().then(function(b){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this._engine.setDiffuseColor(b,a.diffuseColor)];case 1:return c.sent(),[2,b]}})})});this._materials.set(b,d);return d};return a}();d.ScMaterialCache=f;f=function(){function a(a){this._engine=a}a.prototype.getIdentityInc=
+function(){return this._identityInc};a.prototype.init=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return[4,this._engine.createIdentityMatrix()];case 1:return this._identityInc=a=c.sent(),[2]}})})};return a}();d.ScMatrixCache=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(b,c,a){if(b.selectionMask===d.SelectionMask.None)throw new d.CommunicatorError("selectionMask is None");return __assign({},b,{cullSuboptimalEntities:c,enableOcclusionChecks:c,restrictLinesAndPointsToSelectedFaceInstances:a?!1:b.restrictLinesAndPointsToSelectedFaceInstances})}function a(b,c){var a=d.Point3.createFromArray(b.rayPoint),g=d.Point3.createFromArray(b.normal),e=new d.Point3(b.bounding.min[0],b.bounding.min[1],b.bounding.min[2]),k=new d.Point3(b.bounding.max[0],
+b.bounding.max[1],b.bounding.max[2]);e=new d.Box(e,k);c=new d.Selection.FaceEntity(a,g,b.elementIndex,b.overlayIndex,b.elementBits,e,c);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],c,null,null)}function e(b){var c=new d.Point3(b.bounding.min[0],b.bounding.min[1],b.bounding.min[2]),a=new d.Point3(b.bounding.max[0],b.bounding.max[1],b.bounding.max[2]);c=new d.Box(c,a);c=new d.Selection.LineEntity(b.elementIndex,d.Point3.createFromArray(b.point),b.lineSegmentVertices,b.bestLineSegmentVertexIndex,
+c,b.overlayIndex,b.elementBits);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],null,c,null)}function c(b){var c=new d.Selection.PointEntity(d.Point3.createFromArray(b.point),b.elementIndex,b.overlayIndex,b.elementBits);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],null,null,c)}function b(b){return null!==b.point?(b=b.point.entities[0],c(b)):null!==b.line?(b=b.line.entities[0],e(b)):null!==b.face?(b=b.face.entities[0],a(b,!1)):null!==b.proximityFace?(b=b.proximityFace.entities[0],
+a(b,!0)):null}function g(b){var g=null;if(null!==b.face){var k=b.face.entities[0];g=a(k,!1)}else null!==b.proximityFace&&(k=b.proximityFace.entities[0],g=a(k,!0));var f=null;null!==b.line&&(k=b.line.entities[0],f=e(k));k=null;null!==b.point&&(k=b.point.entities[0],k=c(k));return new d.Selection.CompositeSelectionItem(g,f,k)}function k(b){var d=[];if(null!==b.face)for(var g=0,k=b.face.entities;g<k.length;g++){var f=a(k[g],!1);d.push(f)}a:for(f=b.line,g=b.point,k=b.proximityFace,b=null!==f?f.entities:
+[],g=null!==g?g.entities:[],k=null!==k?k.entities:[],f=[b,g,k];;){for(var l,n=l=Number.POSITIVE_INFINITY,m=null,h=0;h<f.length;h++){var x=f[h];if(0<x.length){var y=x[0];y.radialMetric<l?(l=y.radialMetric,n=y.zMetric,m=x):y.radialMetric===l&&y.zMetric<n&&(n=y.zMetric,m=x)}}l=m;if(null===l){console.assert(0===b.length);console.assert(0===g.length);console.assert(0===k.length);break a}console.assert(0<l.length);l===b?(l=b.pop(),l=e(l)):l===g?(l=g.pop(),l=c(l)):(console.assert(l===k),l=k.pop(),l=a(l,
+!0));d.push(l)}return d}var l;(function(b){b[b.Batch=1E3]="Batch";b[b.Chunk=100]="Chunk"})(l=h.AdvanceSelectionCapacity||(h.AdvanceSelectionCapacity={}));var n=function(){function c(b){this._pickTolerance=20;this._incrementalChunkedItems=new Map;this._sc=b}c.prototype.setPickTolerance=function(b){this._pickTolerance=b};c.prototype.getPickTolerance=function(){return this._pickTolerance};c.prototype.beginScreenAreaSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k;return __generator(this,
+function(f){switch(f.label){case 0:g=a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginScreenAreaSelection(b.x,b.y,c.x,c.y,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginScreenAreaSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.beginRayDrillSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k;return __generator(this,function(f){switch(f.label){case 0:g=
+a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginRayDrillSelection(b.x,b.y,c,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginRayDrillSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.beginConvexPolyhedronSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k,f,l,n,m,h;return __generator(this,function(p){switch(p.label){case 0:g=
+a;e=[];k=0;for(f=b;k<f.length;k++)l=f[k],e.push(l.getCoefficients());n=[c.x,c.y,c.z];p.label=1;case 1:return p.trys.push([1,3,,4]),[4,this._sc.beginConvexPolyhedronSelection(e,n,g)];case 2:return m=p.sent(),[3,4];case 3:h=p.sent();if(SC.isError(h)&&"beginConvexPolyhedronSelection"===h.scFunction)throw new d.SelectionInvalidatedError;throw h;case 4:return[2,new d.Selection.IncrementalSelectionId(m)]}})})};c.prototype.beginSphereSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,
+e,k;return __generator(this,function(f){switch(f.label){case 0:g=a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginSphereSelection(b,c,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginSphereSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.endIncrementalSelection=function(b){this._incrementalChunkedItems.delete(b._handle);this._sc.endVolumeSelection(b._handle)};
+c.prototype.advanceIncrementalSelection=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,e,k,f,n,m,p;return __generator(this,function(q){switch(q.label){case 0:if((a=this._incrementalChunkedItems.get(b._handle))&&a.length)return[2,a.pop()];q.label=1;case 1:return q.trys.push([1,3,,4]),[4,this._sc.advanceVolumeSelection(b._handle,l.Batch)];case 2:return g=q.sent(),[3,4];case 3:e=q.sent();if(SC.isError(e)&&"advanceVolumeSelection"===e.scFunction)throw new d.SelectionInvalidatedError;
+throw e;case 4:return 2!==g.length||4294967295!==g[1]?[3,7]:c?[4,this._sc.setStreamIdleMarker()]:[3,6];case 5:return q.sent(),[2,this.advanceIncrementalSelection(b,!1)];case 6:return[2,null];case 7:k=[];for(f=0;f<g.length;f+=2)n=g[f],m=g[f+1],k.push(d.Selection.SelectionItem.create(m,n));if(k.length<=l.Chunk)return[2,k];p=h.chunkify(k,l.Chunk).reverse();this._incrementalChunkedItems.set(b._handle,p);return[2,p.pop()]}})})};c.prototype._screenSelectByRay=function(b,c,a,g){return __awaiter(this,void 0,
+void 0,function(){var e,k,l,n;return __generator(this,function(m){e=f(c,a,g);k=c.selectionMask;n=(l=c.selectionMask!==d.SelectionMask.Face||c.enableProximityFaces)?this._pickTolerance:-1;return[2,this._sc.screenSelectByRay(k,b.x,b.y,n,e)]})})};c.prototype._worldSelectByRay=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){d=f(c,a,!1);g=h.toScRay(b);return[2,this._sc.worldSelectByRay(g,d)]})})};c.prototype.pickFromScreen=function(c,a,d){return __awaiter(this,
+void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._screenSelectByRay(c,a,!0,d)];case 1:return g=e.sent(),[2,b(g)]}})})};c.prototype.pickAllFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._screenSelectByRay(b,c,!1,a)];case 1:return d=g.sent(),[2,k(d)]}})})};c.prototype.compositePickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,
+function(){var d;return __generator(this,function(e){switch(e.label){case 0:return[4,this._screenSelectByRay(b,c,!0,a)];case 1:return d=e.sent(),[2,g(d)]}})})};c.prototype.pickFromRay=function(c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._worldSelectByRay(c,a,!0)];case 1:return d=g.sent(),[2,b(d)]}})})};c.prototype.pickAllFromRay=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._worldSelectByRay(b,c,!1)];case 1:return a=d.sent(),[2,k(a)]}})})};c.prototype.pickCompositeFromRay=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d,e;return __generator(this,function(k){switch(k.label){case 0:return a=f(c,!0,!1),d=h.toScRay(b),[4,this._sc.worldSelectByRay(d,a)];case 1:return e=k.sent(),[2,g(e)]}})})};return c}();h.ScSelectionManager=n})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){d=d.Internal||(d.Internal={});(d.Test||(d.Test={})).AdvanceSelectionCapacity=d.AdvanceSelectionCapacity})(Communicator||(Communicator={}));
+(function(d){(function(h){h.toScRay=function(d){var a={origin:[],direction:[]};d.origin.toArray(a.origin);d.direction.toArray(a.direction);return a};h.makeFaceFaceDistanceItem=function(f){var a=new d.FaceFaceDistanceItem;a.pos1.fromArray(f.point1);a.pos2.fromArray(f.point2);a.distance=f.distance;return a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a){this.attributes=a}d.prototype.copy=function(){return new d(this.attributes.map(function(a){return a.copy()}))};return d}();d.SubentityAttributes=h})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){a.isFace=function(a){return a instanceof d.SubentityProperties.CylinderElement||a instanceof d.SubentityProperties.PlaneElement||a instanceof d.SubentityProperties.ConeElement||a instanceof d.SubentityProperties.SphereElement||a instanceof d.SubentityProperties.TorusElement||a instanceof d.SubentityProperties.Blend01Element||a instanceof d.SubentityProperties.Blend02Element||a instanceof d.SubentityProperties.Blend03Element||a instanceof d.SubentityProperties.NurbsElement||
+a instanceof d.SubentityProperties.CylindricalElement||a instanceof d.SubentityProperties.OffsetElement||a instanceof d.SubentityProperties.PipeElement||a instanceof d.SubentityProperties.RuledElement||a instanceof d.SubentityProperties.RevolutionElement||a instanceof d.SubentityProperties.ExtrusionElement||a instanceof d.SubentityProperties.FromCurvesElement||a instanceof d.SubentityProperties.TransformElement||a instanceof d.SubentityProperties.OtherFaceElement};a.isEdge=function(a){return a instanceof
+d.SubentityProperties.LineElement||a instanceof d.SubentityProperties.CircleElement||a instanceof d.SubentityProperties.OtherEdgeElement}})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){(function(a){a.parseBinary=function(a){var k=d.SubentityProperties.FaceType,l=a.parseFaceType();switch(l){case k.Cylinder:return c.parseBinary(a);case k.Plane:return b.parseBinary(a);case k.Cone:return g.parseBinary(a);case k.Other:return n.parseBinary(a);case k.Sphere:return e.parseBinary(a);case k.Torus:return f.parseBinary(a);case k.Blend01:return m.parseBinary(a);case k.Blend02:return h.parseBinary(a);case k.Blend03:return q.parseBinary(a);case k.Nurbs:return r.parseBinary(a);
+case k.Cylindrical:return u.parseBinary(a);case k.Offset:return t.parseBinary(a);case k.Pipe:return v.parseBinary(a);case k.Ruled:return w.parseBinary(a);case k.Revolution:return z.parseBinary(a);case k.Extrusion:return x.parseBinary(a);case k.FromCurves:return y.parseBinary(a);case k.Transform:return A.parseBinary(a);default:throw d.Util.TypeAssert(l),new d.AssemblyDataParseError("Unexpected measurement face type.");}};var c=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),
+a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.CylinderElement(c,a,b)};return b}();a.Cylinder=c;var b=function(){function b(){}b.parseBinary=function(b){var c=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.PlaneElement(c,b)};return b}();a.Plane=b;var g=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32(),g=b.parsePoint3_32();b=b.parseFloat_32();return new d.SubentityProperties.ConeElement(c,a,g,b)};return b}();
+a.Cone=g;var e=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.SphereElement(c,a,b)};return b}();a.Sphere=e;var f=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parseFloat_32(),g=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.TorusElement(c,a,g,b)};return b}();a.Torus=f;var n=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.OtherFaceElement};
+return b}();a.Other=n;var m=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend01Element};return b}();a.Blend01=m;var h=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend02Element};return b}();a.Blend02=h;var q=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend03Element};return b}();a.Blend03=q;var r=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.NurbsElement};
+return b}();a.Nurbs=r;var u=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.CylindricalElement};return b}();a.Cylindrical=u;var t=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.OffsetElement};return b}();a.Offset=t;var v=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.PipeElement};return b}();a.Pipe=v;var w=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.RuledElement};
+return b}();a.Ruled=w;var z=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.RevolutionElement};return b}();a.Revolution=z;var x=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.ExtrusionElement};return b}();a.Extrusion=x;var y=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.FromCurvesElement};return b}();a.FromCurves=y;var A=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.TransformElement};
+return b}();a.Transform=A})(a.Face||(a.Face={}))})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){(function(a){a.parseBinary=function(a){var e=d.SubentityProperties.EdgeType,k=a.parseEdgeType();switch(k){case e.Line:return c.parseBinary(a);case e.Circle:return b.parseBinary(a);case e.Other:return g.parseBinary(a);default:throw d.Util.TypeAssert(k),new d.AssemblyDataParseError("Unexpected measurement edge type.");}};var c=function(){function b(){}b.parseBinary=function(b){b=b.parseFloat_32();return new d.SubentityProperties.LineElement(b)};return b}();
+a.Line=c;var b=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.CircleElement(c,a,b)};return b}();a.Circle=b;var g=function(){function b(){}b.parseBinary=function(b){b=b.parseFloat_32();return new d.SubentityProperties.OtherEdgeElement(b)};return b}();a.Other=g})(a.Edge||(a.Edge={}))})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(d){var f;(function(c){c[c.Undefined=0]="Undefined";c[c.Line=1]="Line";c[c.Circle=2]="Circle";c[c.Other=6]="Other"})(f=d.EdgeType||(d.EdgeType={}));var a;(function(c){c[c.Undefined=0]="Undefined";c[c.Cylinder=3]="Cylinder";c[c.Plane=4]="Plane";c[c.Cone=5]="Cone";c[c.Other=6]="Other";c[c.Sphere=7]="Sphere";c[c.Torus=8]="Torus";c[c.Blend01=9]="Blend01";c[c.Blend02=10]="Blend02";c[c.Blend03=11]="Blend03";c[c.Nurbs=12]="Nurbs";c[c.Cylindrical=13]="Cylindrical";c[c.Offset=14]="Offset";
+c[c.Pipe=15]="Pipe";c[c.Ruled=16]="Ruled";c[c.Revolution=17]="Revolution";c[c.Extrusion=18]="Extrusion";c[c.FromCurves=19]="FromCurves";c[c.Transform=20]="Transform"})(a=d.FaceType||(d.FaceType={}));var e=function(){function c(b){this.length=b}c.prototype.copy=function(){return new c(this.length)};c.prototype.type=function(){return f.Line};return c}();d.LineElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}c.prototype.copy=function(){return new c(this.radius,
+this.origin,this.normal)};c.prototype.type=function(){return f.Circle};return c}();d.CircleElement=e;e=function(){function c(b){this.length=b}c.prototype.copy=function(){return new c(this.length)};c.prototype.type=function(){return f.Other};return c}();d.OtherEdgeElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Other};return c}();d.OtherFaceElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}
+c.prototype.copy=function(){return new c(this.radius,this.origin,this.normal)};c.prototype.type=function(){return a.Cylinder};return c}();d.CylinderElement=e;e=function(){function c(b,c){this.origin=b.copy();this.normal=c.copy()}c.prototype.copy=function(){return new c(this.origin,this.normal)};c.prototype.type=function(){return a.Plane};return c}();d.PlaneElement=e;e=function(){function c(b,c,a,d){this.radius=b;this.origin=c.copy();this.normal=a.copy();this.halfAngle=d}c.prototype.copy=function(){return new c(this.radius,
+this.origin,this.normal,this.halfAngle)};c.prototype.type=function(){return a.Cone};return c}();d.ConeElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}c.prototype.copy=function(){return new c(this.radius,this.origin,this.normal)};c.prototype.type=function(){return a.Sphere};return c}();d.SphereElement=e;e=function(){function c(b,c,a,d){this.majorRadius=b;this.minorRadius=c;this.origin=a.copy();this.normal=d.copy()}c.prototype.copy=function(){return new c(this.majorRadius,
+this.minorRadius,this.origin,this.normal)};c.prototype.type=function(){return a.Torus};return c}();d.TorusElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend01};return c}();d.Blend01Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend02};return c}();d.Blend02Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend03};
+return c}();d.Blend03Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Nurbs};return c}();d.NurbsElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Cylindrical};return c}();d.CylindricalElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Offset};return c}();d.OffsetElement=e;e=function(){function c(){}c.prototype.copy=
+function(){return new c};c.prototype.type=function(){return a.Pipe};return c}();d.PipeElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Ruled};return c}();d.RuledElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Revolution};return c}();d.RevolutionElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Extrusion};
+return c}();d.ExtrusionElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.FromCurves};return c}();d.FromCurvesElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Transform};return c}();d.TransformElement=e})(d.SubentityProperties||(d.SubentityProperties={}))})(Communicator||(Communicator={}));
+(function(d){d=d.StaticGenericType||(d.StaticGenericType={});d.IfcColumn="IFCCOLUMN";d.IfcCovering="IFCCOVERING";d.IfcCurtainWall="IFCCURTAINWALL";d.IfcDoor="IFCDOOR";d.IfcRamp="IFCRAMP";d.IfcRoof="IFCROOF";d.IfcSlab="IFCSLAB";d.IfcSpace="IFCSPACE";d.IfcStair="IFCSTAIR";d.IfcStairFlight="IFCSTAIRFLIGHT";d.IfcTransportElement="IFCTRANSPORTELEMENT";d.IfcWall="IFCWALL";d.IfcWallStandardCase="IFCWALLSTANDARDCASE";d.IfcWindow="IFCWINDOW"})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,m,h,w,z;return __generator(this,function(p){switch(p.label){case 0:return[4,c.getNodeOrRepItem(a)];case 1:e=p.sent();if(null===e||e instanceof f.RepresentationItem||e instanceof f.PartDefinition)return[2,d.BimMask.None];k=f.getNodeGenericType(e);return null!==k?[3,3]:null===g?[2,d.BimMask.None]:[4,e.getAttributes()];case 2:l=p.sent();n=0;for(m=l;n<m.length;n++)if(h=m[n],w=h.getTitle(),
+w===g){k=h.getValue();break}if(null===k)return[2,d.BimMask.None];p.label=3;case 3:return z=b(k),z!==d.BimMask.None?[2,z]:[2,d.BimMask.None]}})})}function e(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){switch(d.label){case 0:return c=[],a={enterAnyBody:function(b){b instanceof f.BodyInstance&&c.push(b)}},[4,f.WalkerAsync.walk(a,b,f.WalkRestriction.None)];case 1:return d.sent(),[2,c]}})})}function c(b){return __awaiter(this,void 0,void 0,function(){var c,
+a,g,k,f,h;return __generator(this,function(l){switch(l.label){case 0:return[4,e(b)];case 1:c=l.sent();a=new Set;g=0;for(k=c;g<k.length;g++)f=k[g],h=f.getParent(),a.add(h);return[2,d.Util.setToArray(a)]}})})}function b(b,c,g,e){return __awaiter(this,void 0,void 0,function(){var k,f,l,n,m,h,w,z,x,y,A;return __generator(this,function(p){switch(p.label){case 0:k=[];f=0;for(l=g;f<l.length;f++)n=l[f],m=a(b,c,n,e),k.push(m);return[4,Promise.all(k)];case 1:h=p.sent();w=[];z=[];x=[];for(y=0;y<g.length;++y)n=
+g[y],A=h[y],A!==d.BimMask.None&&(0!==(A&d.BimMask.Floor)&&w.push(n),0!==(A&d.BimMask.Wall)&&z.push(n),0!==(A&d.BimMask.Door)&&x.push(n));return[2,{floors:w,walls:z,doors:x}]}})})}function g(b){for(var c=[],a=0;a<b.length;a++)for(var d=0,g=b[a].getBodyInstances();d<g.length;d++){var e=g[d].getInstanceInc();c.push(e[0],e[1])}return c}f.hasEffectiveGenericType=function(b,c){for(;null!==b;){if(b.getName()===c||f.getNodeGenericType(b)===c)return!0;b=f.towardProductOccurrence(b.getParent())}return!1};f.ifcAttributeToBimMask=
+function(b){switch(b){case d.StaticGenericType.IfcColumn:case d.StaticGenericType.IfcCurtainWall:case d.StaticGenericType.IfcStair:case d.StaticGenericType.IfcStairFlight:case d.StaticGenericType.IfcWall:case d.StaticGenericType.IfcWallStandardCase:case d.StaticGenericType.IfcWindow:return d.BimMask.Wall|d.BimMask.Floor;case d.StaticGenericType.IfcCovering:case d.StaticGenericType.IfcRamp:case d.StaticGenericType.IfcRoof:case d.StaticGenericType.IfcSlab:return d.BimMask.Floor;case d.StaticGenericType.IfcDoor:case d.StaticGenericType.IfcTransportElement:return d.BimMask.Door|
+d.BimMask.Floor}return d.BimMask.None};f.registerBimNodes=function(a,d,e,f,h){return __awaiter(this,void 0,void 0,function(){var k,l,n,m,p;return __generator(this,function(q){switch(q.label){case 0:return[4,c(f)];case 1:return k=q.sent(),[4,b(a,e,k,h)];case 2:return l=q.sent(),n=g(l.floors),d.registerBimInstances(n,0),m=g(l.walls),d.registerBimInstances(m,1),p=g(l.doors),d.registerBimInstances(p,2),[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function c(b,c,a,d,e,f){this.headerVersion=b;this._rootAssemblyDataKey=c;this.isDrawing=a;this.isMeasurable=d;this.originalFileName=e;this.originalFileType=f}c.prototype.rootAssemblyDataKey=function(){console.assert(4294967295!==this._rootAssemblyDataKey);return this._rootAssemblyDataKey};c.parseBinary=function(b){if(0===b.length)return null;b=new f.AssemblyDataParser(new e(null,b));var a=new f.NodeParseBits;a.parseBits1(b);if(!a.hasBits1(8388608))return null;
+var k=b.parseAssemblyDataHeaderVersion();if(k>c._maxHeaderVersion)throw new d.AssemblyDataParseError("Unknown header version: "+k);a.parseBits2(b);var l=b.parseDataKey(),n=b.parseBoolean(),m="",h=d.FileType.Unknown;var q=1<=k?b.parseBoolean():!0;3<=k&&(a.hasBits2(4)&&(m=b.parseCString()),h=b.parseIndex_32());return new c(k,l,n,q,m,h)};c._maxHeaderVersion=3;c.dynamic=new c(c._maxHeaderVersion,4294967295,!1,!1,"",d.FileType.Unknown);return c}();f.AssemblyDataHeader=a;var e=function(){return function(c,
+b){this.header=c;this.bytes=b}}();f.AssemblyData=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){return function(){this.prototypes=new Map;this.partDefinitions=new Map}}(),e=function(){return function(){this.bodies=new Map;this.contexts=[]}}(),c=function(){function b(b,c,a,e,m,p){this._centralQueueClock=new h.Clock;this._productOccurrences=new Map;this._pmis=new Map;this._cadViews=new Map;this._bodyInstances=new Map;this._pmiBodies=new Map;this._viewFrames=new Map;this._partDefinitions=new Map;this._representationItems=new Map;this._partToInstance=
+new Map;this._filters=[];this._layers=new Map;this._layersIds=new Map;this._nextLayerId=0;this._genericTypeToNodes=new Map;this._genericIdToNode=new Map;this._cadConfigurations=new Set;this._modelContents=new Map;this._inclusionContents=new Map;this._nodeDeletionBlackList=new Set;this._meshDeletionBlackList=new Set;this._dynamicNodeIdSeed=f.invalidNodeId;this._currentNodeIdOffset=0;this._initialEmptyNodeIdOffsetObtained=!1;this._firstProductOccurrenceWithView=this._defaultCadConfiguration=this._activeCadConfiguration=
+this._activeCadView=null;this._isMeasurable=this._containsDrawings=!1;this._initiallyHiddenStayHidden=this._automaticMeasurementUnitScaling=!0;this._completedLoadTimestamp=this._activeLoadTimestamp=0;this._requestedNodes=new Map;this._unnamedDrawingViewCount=this._unnamedDrawingSheetCount=this._unnamedGroupCount=this._unnamedProductCount=0;this._seenExternalModel=this._isInitialized=!1;this._config=__assign({},b);this._engine=c;this._callbackManager=a;this._cuttingManager=e;this._view=m;this._model=
+p;this._isScs=2===this._engine.getSessionType();console.assert(!this._isScs||this._engine.getRendererType()===d.RendererType.Client)}b.prototype.initialize=function(b){var c=this;console.assert(void 0===this._rootLoadContext);console.assert(void 0===this._rootNode);console.assert(!this._isInitialized);this._isInitialized=!0;console.assert(void 0===this._centralQueue);this._centralQueue=new h.PromiseQueue(b.maxConcurrentAttachments(),!1);this._callbackManager.bind({_inputInteraction:function(b,a){c._onUserInteraction(b,
+a)}});this._rootLoadContext=new f.LoadContext(null,d.EmptyModelName,null);b=new f.AttachContext(new f.ScKeyRemapper,0,!1,0,this._rootLoadContext);this._rootLoadContext.addAttachContext(b);var a=new f.InclusionContext(this,b,0,0);b.addInclusionContext(a);this._rootNode=f.ProductOccurrence.createDynamic(this,a,"Models",null,null,!0);a.addProductOccurrence(this._rootNode);console.assert(this._rootNode.isAbsoluteRoot());this.preventNodeDeletion(this._rootLoadContext);this.preventNodeDeletion(b);this.preventNodeDeletion(a);
+this.preventNodeDeletion(this._rootNode);this._rootNode.markLoaded()};b.prototype.isInitialized=function(){return this._isInitialized};b.prototype.getRootNode=function(){return this._rootNode};b.prototype.getAbstractScEngine=function(){return this._engine};b.prototype.generateDynamicNodeId=function(){return--this._dynamicNodeIdSeed};b.prototype.newNodeIdOffset=function(){if(!this._initialEmptyNodeIdOffsetObtained)return this._initialEmptyNodeIdOffsetObtained=!0,console.assert(0===this._currentNodeIdOffset),
+0;var b=this._currentNodeIdOffset;this._currentNodeIdOffset+=4294967296;return b};b.prototype.getLowestAvailableNodeId=function(){return this._currentNodeIdOffset};b.prototype.tryParseHeader=function(b){var c=this,a=f.AssemblyDataHeader.parseBinary(b);if(null===a)return null;this._containsDrawings=this._containsDrawings||a.isDrawing;this._isMeasurable=this._isMeasurable||a.isMeasurable;return this._callbackManager.promiseTrigger("_modelStructureHeaderParsed",null,a).then(function(){c._callbackManager.trigger("modelStructureHeaderParsed",
+a.originalFileName,a.originalFileType);return a})};b.prototype._isRegistered=function(b){return this._productOccurrences.has(b)||this._pmis.has(b)||this._cadViews.has(b)||this._bodyInstances.has(b)||this._pmiBodies.has(b)||this._viewFrames.has(b)||this._partDefinitions.has(b)||this._representationItems.has(b)};b.prototype.registerProductOccurrence=function(b){if(!b.isMissing()){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._productOccurrences.set(c,b);c=f.getNodeGenericType(b);
+null!==c&&this.registerGenericType(b,c);c=b.getGenericId();null!==c&&this.registerGenericGlobalId(b,c);b.isAConfigurationNode()&&this._registerCadConfiguration(b);if(b.isADrawingSheetNode()||b.isADrawingViewNode())this._containsDrawings=!0}};b.prototype.lookupProductOccurrence=function(b){b=this._productOccurrences.get(b);return void 0!==b?b:null};b.prototype.registerPmi=function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._pmis.set(c,b)};b.prototype.lookupPmi=function(b){b=
+this._pmis.get(b);return void 0!==b?b:null};b.prototype.registerCadView=function(b){null===this._firstProductOccurrenceWithView&&(this._firstProductOccurrenceWithView=b.getParent());var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._cadViews.set(c,b)};b.prototype.getFirstProductOccurrenceWithView=function(){return this._firstProductOccurrenceWithView};b.prototype.lookupCadView=function(b){b=this._cadViews.get(b);return void 0!==b?b:null};b.prototype.registerBodyInstance=function(b){var c=
+b.getRuntimeId();console.assert(!this._isRegistered(c));this._bodyInstances.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupBodyInstance=function(b){b=this._bodyInstances.get(b);return void 0!==b?b:null};b.prototype.registerPmiBody=function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._pmiBodies.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupPmiBody=function(b){b=this._pmiBodies.get(b);return void 0!==b?b:null};b.prototype.registerViewFrame=
+function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._viewFrames.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupViewFrame=function(b){b=this._viewFrames.get(b);return void 0!==b?b:null};b.prototype.registerPartDefinition=function(b){if(!b.isMissing()){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._partDefinitions.set(c,b)}};b.prototype.lookupPartDefinition=function(b){b=this._partDefinitions.get(b);return void 0!==b?b:null};b.prototype.registerRepresentationItem=
+function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._representationItems.set(c,b)};b.prototype.lookupRepresentationItem=function(b){b=this._representationItems.get(b);return void 0!==b?b:null};b.prototype.lookupAnyBody=function(b){return this.lookupBodyInstance(b)||this.lookupPmiBody(b)||this.lookupViewFrame(b)};b.prototype.lookupAnyTreeNode=function(b){return this.lookupProductOccurrence(b)||this.lookupPmi(b)||this.lookupCadView(b)||this.lookupAnyBody(b)};b.prototype.lookupAnyNonTreeNode=
+function(b){return this.lookupRepresentationItem(b)||this.lookupPartDefinition(b)};b.prototype.lookupAnyNode=function(b){return this.lookupAnyTreeNode(b)||this.lookupAnyNonTreeNode(b)};b.prototype._registerCadConfiguration=function(b){console.assert(b.isAConfigurationNode());console.assert(!this._cadConfigurations.has(b));this._cadConfigurations.add(b);b.isADefaultNode()&&null===this._defaultCadConfiguration&&(this._defaultCadConfiguration=b)};b.prototype.getInstanceCountByInclusion=function(b){return this._getInclusionContent(b).bodies.size};
+b.prototype.lookupAnyBodyByInstanceInc=function(b,c){b=this._getInclusionContent(b).bodies.get(c);return void 0!==b?b:null};b.prototype._registerAnyBodyByInstanceInc=function(b){var c=b.getInstanceInc(),a=this._getInclusionContent(c[0]),g=a.bodies.get(c[1]);if(void 0!==g){console.assert(b.hasAuthoredId());if(g.hasAuthoredId()){console.assert(g.constructor===b.constructor);h.CompileTime.disable&&console.assert(!1);return}console.assert(g.constructor===f.BodyInstance);g=g.getRuntimeId();b instanceof
+f.BodyInstance?this._bodyInstances.set(g,b):b instanceof f.PmiBody?this._pmiBodies.set(g,b):(d.Util.TypeAssert(b),this._viewFrames.set(g,b))}a.bodies.set(c[1],b)};b.prototype._getInclusionContent=function(b){console.assert(4294967295!==b);var c=this._inclusionContents.get(b);void 0===c&&(c=new e,this._inclusionContents.set(b,c));return c};b.prototype._getModelContent=function(b,c){console.assert(4294967295!==c);var d=this._modelContents.get(b);void 0===d&&(d=new Map,this._modelContents.set(b,d));
+b=d.get(c);void 0===b&&(b=new a,d.set(c,b));return b};b.prototype.registerPrototypeByDataId=function(b,c,a,d){b=this._getModelContent(b,c);console.assert(!b.prototypes.has(a));b.prototypes.set(a,d)};b.prototype.registerPartDefinitionByDataId=function(b,c,a,d){b=this._getModelContent(b,c);console.assert(!b.partDefinitions.has(a));b.partDefinitions.set(a,d)};b.prototype.lookupPrototypeByDataId=function(b,c,a){b=this._getModelContent(b,c).prototypes.get(a);return void 0!==b?b:null};b.prototype.lookupPartDefinitionByDataId=
+function(b,c,a){b=this._getModelContent(b,c).partDefinitions.get(a);return void 0!==b?b:null};b.prototype.registerInclusionContext=function(b){var c=b.getInclusionKey();this._getInclusionContent(c).contexts.push(b)};b.prototype.getInclusionContexts=function(b){return this._getInclusionContent(b).contexts};b.prototype._createLayer=function(b,c,a,d){a=new f.Layer(b,c,a,d);console.assert(!this._layers.has(b));this._layers.set(b,a);null!==c&&this._updateNameToLayersMap(c,b);return a};b.prototype._updateNameToLayersMap=
+function(b,c){var a=this._layersIds.get(b);void 0!==a?a.push(c):this._layersIds.set(b,[c])};b.prototype.createLayer=function(b,c,a){var d=this._nextLayerId++;c=this._createLayer(d,c,[],[]);a.addLayerIdToMap(d,b);return c};b.prototype.updateLayerName=function(b,c){var a=this._layers.get(b);void 0!==a&&(a.name=c,this._updateNameToLayersMap(c,b))};b.prototype._registerNodeInLayer=function(b,c,a){var d=f.towardLoadContext(b),g=d.getRuntimeLayerId(c);null===g&&(g=this._nextLayerId++,this._createLayer(g,
+null,[b],[]),d.addLayerIdToMap(g,c));var e=this._layers.get(g);void 0!==e?a(e).push(b):(console.assert(!1,"Layer has mapping in LoadContext but not represented in AssemblyTree"),this._createLayer(g,null,[b],[]),d.addLayerIdToMap(g,c))};b.prototype.registerNodeInLayer=function(b,c){return this._registerNodeInLayer(b,c,function(b){return b.nodes})};b.prototype.registerTreeNodeInLayer=function(b,c){return this._registerNodeInLayer(b,c,function(b){return b.treeNodes})};b.prototype.addFilter=function(b,
+c){this._filters.push({filter:b,loadContext:c})};b.prototype.getFilters=function(){for(var b=new Map,c=0;c<this._filters.length;c++){var a=this.getFilterName(c)||"";b.set(c,a)}return b};b.prototype.getFilterName=function(b){return b<this._filters.length?this._filters[b].filter.name||"":null};b.prototype.getFiltersWithNode=function(b){for(var c=b.getAuthoredId(),a=this._filters,d=[],g=0;g<a.length;g++){var e=a[g],f=e.filter;e=e.loadContext;if(null!==f.layers)for(var h=0,u=f.layers.authoredIds;h<u.length;h++){var t=
+e.getRuntimeLayerId(u[h]);if(null!==t){var v=this.getNodesFromLayer(t);if(null!==v)for(t=0;t<v.length;t++)b===v[t]&&d.push(g)}}if(null!==f.entities)for(e=0,f=f.entities.ids;e<f.length;e++)c===f[e]&&d.push(g)}return d};b.prototype.getNodesFromFilterIds=function(b){for(var c=new Set,a=new Set,g=null,e=0;e<b.length;e++){var f=this._filters[b[e]],h=f.filter,r=f.loadContext,u=h.layers;if(null!==u){f=u.isInclusive;null===g&&(g=f);var t=0;for(u=u.authoredIds;t<u.length;t++){var v=r.getRuntimeLayerId(u[t]);
+if(null!==v&&(v=this._layers.get(v))&&null!==v.nodes)for(var w=0,z=v.nodes;w<z.length;w++)v=z[w].getRuntimeId(),f?(c.add(v),a.delete(v)):(c.delete(v),a.add(v))}}r=h.entities;if(null!==r)for(f=r.isInclusive,null===g&&(g=f),h=0,r=r.ids;h<r.length;h++)v=r[h],f?(c.add(v),a.delete(v)):(c.delete(v),a.add(v))}return null===g?null:g?new d.FilteredNodes(!0,c):new d.FilteredNodes(!1,a)};b.prototype.getLayers=function(){var b=new Map;this._layers.forEach(function(c,a){b.set(a,c.name||"")});return b};b.prototype.getUniqueLayerNames=
+function(){var b=new Set,c=[];this._layers.forEach(function(a){a=a.name;null===a||b.has(a)||(b.add(a),c.push(a))});return c};b.prototype.getLayerName=function(b){b=this._layers.get(b);return void 0!==b?b.name||"":null};b.prototype.getLayersIdFromName=function(b){b=this._layersIds.get(b);return void 0!==b?b:null};b.prototype.getNodesFromLayer=function(b,c){b=this._layers.get(b);return void 0!==b?c?b.treeNodes:b.nodes:null};b.prototype.getNodesFromLayers=function(b,c){for(var a=[],d=0;d<b.length;d++){var g=
+this.getNodesFromLayer(b[d],c);if(null!==g)for(var e=0;e<g.length;e++)a.push(g[e])}return a};b.prototype.getNodesFromLayerName=function(b,c){b=this._layersIds.get(b);return void 0!==b?this.getNodesFromLayers(b,c):null};b.prototype.generateProductName=function(){return"Product "+this._unnamedProductCount++};b.prototype.generateGroupName=function(){return"Product "+this._unnamedGroupCount++};b.prototype.generateDrawingSheetName=function(){return"Product "+this._unnamedDrawingSheetCount++};b.prototype.generateDrawingViewName=
+function(){return"Product "+this._unnamedDrawingViewCount++};b.prototype.forEachCadView=function(b){this._cadViews.forEach(b)};b.prototype.forEachPmi=function(b){this._pmis.forEach(b)};b.prototype.forEachCadConfiguration=function(b){this._cadConfigurations.forEach(b)};b.prototype.hasActiveCadView=function(){return null!==this._activeCadView};b.prototype.activateCadView=function(b,c){console.assert(null===this._activeCadView);this._activeCadView=b;return b.activate(this,this._engine,this._callbackManager,
+this._cuttingManager,this._view,c,this._activeCadConfiguration)};b.prototype.deactivateActiveCadView=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return null===this._activeCadView?[2]:[4,this._activeCadView.deactivate(this._cuttingManager)];case 1:return b.sent(),console.assert(null!==this._activeCadView),this._activeCadView=null,[2]}})})};b.prototype.getCadViewPmis=function(b){var c=[];this._pmis.forEach(function(a){b.hasPmi(a)&&
+c.push(a)});return c};b.prototype.isMeasureable=function(){return this._isMeasurable};b.prototype.containsDrawings=function(){return this._containsDrawings};b.prototype.getDefaultCadConfiguration=function(){return this._defaultCadConfiguration};b.prototype.getActiveCadConfiguration=function(){return this._activeCadConfiguration};b.prototype.activateCadConfiguration=function(b){console.assert(b.isAConfigurationNode());this._activeCadConfiguration=b;b=b.getRuntimeId();return this._view.isolateNodes([b],
+d.DefaultTransitionDuration,!0)};b.prototype.massageAuthoredUserId=function(b,c){if(null===c)return this.generateDynamicNodeId();b=b.toRuntimeId(c);return null!==this.lookupAnyNode(b)?this.generateDynamicNodeId():c};b.prototype.createNode=function(b,c,a,d,e,h){void 0===h&&(h=null);c=f.ProductOccurrence.createDynamic(this,b,c,a,d,e,!1,h);b.addProductOccurrence(c);c.markLoaded();return c};b.prototype.createPart=function(b){b=f.PartDefinition.createDynamic(this,b,null);b.markLoaded();return b};b.prototype.setPart=
+function(b,c){c.addReferrer(b);var a=this._partToInstance.get(c);if(void 0===a){a=f.towardInclusionContext(this._rootNode);var d=h.LazyObject.create(function(){console.assert(void 0!==g);return new f.SharedPrototypeContext(h.LazyPromise.create(g))});a=new f.PrototypeContext(d,a);var g=f.ProductOccurrence.createDynamic(this,a,null,null,null,!0);g.setPartDefinition(c);g.markLoaded()}b.setPrototype(a)};b.prototype._createCadView=function(b,c,a,d,e,h,q,r){c=f.CadView.createDynamic(this,b,c,a,d,e,h,q,
+r);b.addCadView(c);c.markLoaded();return c};b.prototype._createCadViewInstance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,h,t,v,w;return __generator(this,function(n){switch(n.label){case 0:return null===a?[3,2]:[4,b.createMeshInstance(a)];case 1:d=n.sent(),g=d[0],e=d[1],k=this.generateDynamicNodeId(),l={nodeId:k,bits:786432,name:null,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},h={nodeInfo:l,inclusionKey:g,instanceKey:e,bits:0},t=f.towardAttachContext(c),v=t.getMasterModelKey(),console.assert(c.isLoaded()),w=f.ViewFrame.reify(this,v,c,h),c.setViewFrame(w),w.markLoaded(),n.label=2;case 2:return[2]}})})};b.prototype.createCadView=function(b,c,a,d,e,f,h,r,u,t){c=this._createCadView(c,a,d,e,f,h,r,u);null!==t&&(b=this._createCadViewInstance(b,c,t),b);return c};b.prototype.createMeshInstance=function(b,c,a,d,e,h,q,r){var g=0;q&&(g|=16384);r&&(g|=268435456);c=f.BodyInstance.createDynamic(this,
+c,a,d,e,h,g);h.addBodyInstance(c);b&&c.markLoaded();return c};b.prototype.createPmiInstance=function(b,c,a,d,e,h,q,r){var g=f.towardInclusionContext(e);b={nodeInfo:{nodeId:this.massageAuthoredUserId(g,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},inclusionKey:b,instanceKey:c,bits:0};d=f.Pmi.createDynamic(this,g,e,d,h,q,[b],r);e.addPmi(d);d.markLoaded();return d};b.prototype.getAutomaticMeasurementUnitScaling=
+function(){return this._automaticMeasurementUnitScaling};b.prototype.setAutomaticMeasurementUnitScaling=function(b){this._automaticMeasurementUnitScaling=b};b.prototype.getInitiallyHiddenStayHidden=function(){return this._initiallyHiddenStayHidden};b.prototype.setInitiallyHiddenStayHidden=function(b){this._initiallyHiddenStayHidden=b};b.prototype._removeIdMappingsRecursive=function(b){var c=this;return f.WalkerAsync.walk({enterProductOccurrence:function(b){c._productOccurrences.delete(b.getRuntimeId())},
+enterAnyBody:function(b){var a=b.getRuntimeId();b instanceof f.BodyInstance?c._bodyInstances.delete(a):b instanceof f.PmiBody?c._pmiBodies.delete(a):(d.Util.TypeAssert(b),c._viewFrames.delete(a))},enterCadView:function(b){c._cadViews.delete(b.getRuntimeId())},enterPmi:function(b){c._pmis.delete(b.getRuntimeId())}},b,f.WalkRestriction.None)};b.prototype.deleteNode=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,h,q,r;return __generator(this,function(k){switch(k.label){case 0:if(!this._canDeleteNode(b))throw c=
+b.getRuntimeId(),new d.CommunicatorError("Cannot delete node ("+c+")");a=f.gatherInstanceIncsSync(b,7,!0,new Set,f.WalkRestriction.None);this._engine.setPartVisibility(a,!1,!1);this._engine.setInstanceModifier(d.InstanceModifier.DoNotSelect,a,!0);if(!(b instanceof f.ProductOccurrence))return[3,2];this._cadConfigurations.delete(b)&&(b===this._activeCadConfiguration&&(this._activeCadConfiguration=null),b===this._defaultCadConfiguration&&(this._defaultCadConfiguration=null));g=b.getParent();console.assert(null!==
+g);null!==g&&(e=void 0,e=g instanceof f.PrototypeContext?g.removeReferrer(b):g.removeProductOccurrence(b),console.assert(e));this._productOccurrences.delete(b.getRuntimeId());return[4,this._removeIdMappingsRecursive(b)];case 1:return k.sent(),[2,b.purgeContents()];case 2:d.Util.TypeAssert(b),h=b.getParent(),h.removeBodyInstance(b),q=b.getInstanceInc(),r=this._getInclusionContent(q[0]),r.bodies.delete(q[1]),this._bodyInstances.delete(b.getRuntimeId()),k.label=3;case 3:return[2]}})})};b.prototype._canDeleteNode=
+function(b){return!this._nodeDeletionBlackList.has(b)};b.prototype.preventNodeDeletion=function(b){var c=b.getParent();if(c instanceof f.PrototypeContext)throw new d.InternalLogicError;null!==c&&(console.assert(null===c||this._nodeDeletionBlackList.has(c)),b instanceof f.ProductOccurrence?(console.assert(!b.hasAuthoredId()),console.assert(!b.isOutOfHierarchy())):b instanceof f.BodyInstance&&(c=b.getInstanceInc(),console.assert(!b.hasAuthoredId()),console.assert(0===c[0]),console.assert(b.isOutOfHierarchy())));
+this._nodeDeletionBlackList.add(b)};b.prototype.preventMeshDeletion=function(b){this._meshDeletionBlackList.add(b)};b.prototype._resetContents=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(c){switch(c.label){case 0:return this.hasActiveCadView()?[4,this.deactivateActiveCadView()]:[3,2];case 1:return c.sent(),[2,this._resetContents()];case 2:return[4,this._rootLoadContext.purgeContents()];case 3:return c.sent(),this._productOccurrences.clear(),
+this._pmis.clear(),this._cadViews.clear(),this._bodyInstances.clear(),this._pmiBodies.clear(),this._viewFrames.clear(),this._partDefinitions.clear(),this._representationItems.clear(),this._partToInstance.clear(),this._filters.length=0,this._layers.clear(),this._layersIds.clear(),this._genericTypeToNodes.clear(),this._genericIdToNode.clear(),this._cadConfigurations.clear(),this._modelContents.clear(),this._inclusionContents.clear(),this._currentNodeIdOffset=0,this._firstProductOccurrenceWithView=this._defaultCadConfiguration=
+this._activeCadConfiguration=this._activeCadView=null,this._isMeasurable=this._containsDrawings=!1,this._completedLoadTimestamp=this._activeLoadTimestamp=0,this._requestedNodes.clear(),this._unnamedDrawingViewCount=this._unnamedDrawingSheetCount=this._unnamedGroupCount=this._unnamedProductCount=0,this._seenExternalModel=!1,this._rootNode.unsetMeasurementUnit(),this._nodeDeletionBlackList.forEach(function(c){if(c instanceof f.ProductOccurrence){var a=c.getRuntimeId();b._productOccurrences.set(a,c);
+a=c.getParent();a instanceof f.PrototypeContext?console.assert(!1):a.addProductOccurrence(c);c.setVisibility(!0);c.unsetMeasurementUnit();c.hasLocalTransformOverride()&&c.removeLocalTransformOverride()}else if(c instanceof f.BodyInstance){a=c.getRuntimeId();b._bodyInstances.set(a,c);a=c.getInstanceInc();var g=a[0];console.assert(0===g);g=b._getInclusionContent(g);g.bodies.set(a[1],c);c.getParent().addBodyInstance(c)}else c instanceof f.LoadContext?(a=c.getParent(),null!==a&&a.addLoadContext(c)):c instanceof
+f.AttachContext?c.getParent().addAttachContext(c):(d.Util.TypeAssert(c),g=c.getInclusionKey(),console.assert(0===g),g=b._getInclusionContent(g),g.contexts.push(c),c.getParent().addInclusionContext(c))}),[2]}})})};b.prototype.reset=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._callbackManager.promiseTrigger("_resetAssemblyTreeBegin",null)];case 1:return a.sent(),[4,this._resetContents()];case 2:return a.sent(),
+b=[],this._nodeDeletionBlackList.forEach(function(c){c instanceof f.BodyInstance&&(c=c.getInstanceInc(),console.assert(0===c[0]),b.push(c[1]))}),c=[],this._meshDeletionBlackList.forEach(function(b){c.push(b)}),[4,this._engine.resetToEmpty(b,c)];case 3:return a.sent(),[4,this._resetContents()];case 4:return a.sent(),[2]}})})};b.prototype.setViewAxes=function(b,c){this._model.setViewAxes(b,c)};b.prototype._requestIncsOfNodes=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,h,q,
+r,u,t;return __generator(this,function(k){switch(k.label){case 0:if(this._config.streamingMode!==d.StreamingMode.OnDemand)return[2];c=new Set;a=[];g=[];e=0;for(h=b;e<h.length;e++)q=h[e],r=f.gatherInstanceIncs(q,7,!1,c).then(function(b){for(var c=0;c<b.length;c++)a.push(b[c])}),g.push(r);return[4,d.Util.waitForAll(g)];case 1:return k.sent(),u=[],t=[],c.forEach(function(b){if(!b.isRequested()){b.setRequested();var c=b.isInitiallyShown();c!==b.isVisible()&&(c?(b.setVisibility(!0),u.push(b.getRuntimeId())):
+(b.setVisibility(!1),t.push(b.getRuntimeId())))}}),0<u.length+t.length&&this._callbackManager.trigger("visibilityChanged",u,t),this._engine.requestMeshInstances(a),[2]}})})};b.prototype._requestExternalModelsLocal=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,c.loadPendingExternalModels(b)];case 1:return d=g.sent(),0===d.length?[3,4]:[4,f.markContextsLoaded(d)];case 2:return g.sent(),[4,this._requestNodes(b,
+[c],a)];case 3:g.sent(),g.label=4;case 4:return[2,d]}})})};b.prototype._requestExternalModelsNonLocal=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,u,t,v;return __generator(this,function(n){switch(n.label){case 0:return[4,f.gatherParentsOfPendingExternalModels(c)];case 1:d=n.sent();if(0===d.length)return[2,[]];g=[];e=0;for(k=d;e<k.length;e++)l=k[e],u=this._requestExternalModelsLocal(b,l,a),g.push(u);v=h.concatAll;return[4,Promise.all(g)];case 2:return t=v.apply(void 0,
+[n.sent()]),[2,t]}})})};b.prototype._requestExternalModelsOfNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,f,l,t;return __generator(this,function(n){switch(n.label){case 0:d=[];g=0;for(e=c;g<e.length;g++)k=e[g],f=this._requestExternalModelsNonLocal(b,k,a),d.push(f);t=h.concatAll;return[4,Promise.all(d)];case 1:return l=t.apply(void 0,[n.sent()]),[2,l]}})})};b.prototype._requestNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,h,t;
+return __generator(this,function(n){switch(n.label){case 0:if(!a)for(d=0,g=c;d<g.length;d++)e=g[d],this._activeLoadTimestamp!==this._completedLoadTimestamp&&this._requestedNodes.set(e,this._activeLoadTimestamp),e instanceof f.ProductOccurrence&&b.notifyDirectRequest(e);k=this._requestIncsOfNodes(c);l=this._requestExternalModelsOfNodes(b,c,a);h=[k,l];return[4,Promise.all(h)];case 1:return t=n.sent()[1],[2,t]}})})};b.prototype.requestNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,
+e,k,f,l,u,t;return __generator(this,function(n){switch(n.label){case 0:return[4,this._requestNodes(b,c,a)];case 1:g=n.sent();e=[];k=0;for(f=g;k<f.length;k++)l=f[k],u=l.getChildren(),h.concatInPlace(e,u);if(!(0<e.length))return[3,3];t=e.map(function(b){return b.getRuntimeId()});return[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",t,d.NodeSource.LoadModel)];case 2:n.sent(),n.label=3;case 3:return[2]}})})};b.prototype.isBeingRequested=function(b){for(;;)if(b instanceof f.NodeMixin){if(this._requestedNodes.has(b))return!0;
+b=b.getParent()}else if(b instanceof f.AttachContext)b=b.getParent();else if(b instanceof f.InclusionContext)b=b.getParent();else if(b instanceof f.LoadContext){if(b=b.getParent(),null===b)return!1}else return d.Util.TypeAssert(b),console.assert(!1),!1};b.prototype.onDemandRequestsActive=function(){return 0!==this._requestedNodes.size};b.prototype.onLoadBegin=function(){++this._activeLoadTimestamp};b.prototype.onLoadEnd=function(){var b=this;console.assert(this._completedLoadTimestamp<this._activeLoadTimestamp);
+++this._completedLoadTimestamp;console.assert(this._completedLoadTimestamp===this._activeLoadTimestamp);var c=[];this._requestedNodes.forEach(function(a,d){a<=b._completedLoadTimestamp&&(console.assert(a===b._completedLoadTimestamp),c.push(d))});for(var a=0;a<c.length;a++)this._requestedNodes.delete(c[a])};b.prototype.markSeenExternalModel=function(){this._seenExternalModel=!0};b.prototype.seenExternalModel=function(){return this._seenExternalModel};b.prototype.getNodeByGenericId=function(b){return this._genericIdToNode.get(b)||
+null};b.prototype.getNodesByGenericType=function(b){return this._genericTypeToNodes.get(b)||null};b.prototype.genericTypeToNodes=function(){return this._genericTypeToNodes};b.prototype.registerGenericGlobalId=function(b,c){this._genericIdToNode.set(c,b)};b.prototype.registerGenericType=function(b,c){var a=this._genericTypeToNodes.get(c);void 0===a&&(a=new Set);a.add(b);this._genericTypeToNodes.set(c,a)};b.prototype.disableAutomaticFitWorld=function(){return this._config.disableAutomaticFitWorld};
+b.prototype.markImplicitNodesOutOfHierarchy=function(){return this._config.markImplicitNodesOutOfHierarchy};b.prototype._throttleLoad=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._engine.throttleLoad(200,200),[4,this._engine.sleep(20)];case 1:return b.sent(),[2]}})})};b.prototype.enqueue=function(b){var c=this,a="function"===typeof b?h.Lazy.create(b):b;return this._centralQueue.push(function(){return __awaiter(c,void 0,
+void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:return(b=this._isScs&&this._centralQueueClock.isTicking())?[4,this._throttleLoad()]:[3,2];case 1:d.sent(),d.label=2;case 2:return[4,a.get()];case 3:return c=d.sent(),b?[4,this._throttleLoad()]:[3,5];case 4:d.sent(),d.label=5;case 5:return[2,c]}})})})};b.prototype._onUserInteraction=function(b,c){if(this._isScs){var a=!1;switch(c){case d.EventType.MouseDown:case d.EventType.MouseUp:case d.EventType.Mousewheel:case d.EventType.TouchStart:case d.EventType.TouchMove:case d.EventType.TouchEnd:case d.EventType.KeyDown:case d.EventType.KeyUp:case d.EventType.ViewOrientationChange:a=
+!0;break;case d.EventType.MouseMove:a=b.getButtons()!==d.Buttons.None;break;default:d.Util.TypeAssertNever(c)}a&&this._centralQueueClock.tickFor(1E3)}};return b}();f.AssemblyTree=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(c){var b=this;return function(a,d){return __awaiter(b,void 0,void 0,function(){var b,g;return __generator(this,function(e){switch(e.label){case 0:return b=h.versionAtLeast(d,[7,3])?a+".scs":a,[4,c(b)];case 1:return g=e.sent(),"string"===typeof g?h.FetchApi.isSupported()?[2,h.FetchApi.request(g)]:[2,h.httpRequestBuffer(g)]:[2,g]}})})}}var e=function(){function c(b,c,a,d,e,m){this._clearQueue=new h.PromiseQueue(1,!1);this._clearInProgress=!1;this._cadConfigurationsEnabled=
+!0;this._engine=c;this._callbackManager=a;this._cuttingManager=d;this._view=e;this._model=m;this._assemblyTree=new f.AssemblyTree(b,this._engine,this._callbackManager,this._cuttingManager,this._view,this._model);this._readyPromise=h.TrackedOpenPromise.create()}c.unsafeCreate=function(b,c,a,d,e,f,h){return this._create(b,c,a,d,e,f,h).unsafeValue};c.create=function(b,c,a,d,e,f,h){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._create(b,c,a,d,e,f,h)]})})};
+c._create=function(b,a,d,e,f,m,p){b=new c(b,a,d,e,f,m);p=b._init(p);return h.UnsafePromise.create(b,p)};c.prototype._init=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){switch(d.label){case 0:return[4,f.ScAttacher.createWithEmptyModel(this._engine,this._view,this._callbackManager,b)];case 1:return c=d.sent(),this._assemblyTree.initialize(c),a=new f.TreeLoader(this._assemblyTree,c,this._engine,this._view,this._callbackManager),this._callbackManager.trigger("modelStructureLoadBegin"),
+this._callbackManager.trigger("modelStructureLoadEnd"),this._callbackManager.trigger("modelStructureParseBegin"),console.assert(void 0===this._treeLoader),this._treeLoader=a,this._readyPromise.resolve(),[2]}})})};c.prototype._loadSubtreePrologue=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:if(this._engine.getSessionType()!==b)throw new d.LoadError("Incompatible load types.");return a?[4,this._clearQueue.waitOnLatest()]:
+[3,2];case 1:e.sent(),e.label=2;case 2:if(this._clearInProgress)throw new d.LoadCancelledError;g=this._assemblyTree.lookupProductOccurrence(c);if(null===g)throw new d.InvalidNodeTypeError(c,0);return[2,g]}})})};c.prototype._loadSubtreeEpilogue=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g;return __generator(this,function(e){switch(e.label){case 0:return b.isFirstLoad()&&2===this._engine.getSessionType()?[4,this._callbackManager.promiseTrigger("_firstBoundingReady",null)]:[3,
+2];case 1:e.sent(),e.label=2;case 2:return a=b.getChildren(),g=a.map(function(b){return b.getRuntimeId()}),c?[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",g,d.NodeSource.LoadModel)]:[3,4];case 3:e.sent(),e.label=4;case 4:return[2,g]}})})};c.prototype.loadSubtreeFromXmlFile=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._disableCadConfigurations()];case 1:return k.sent(),[4,
+this._loadSubtreePrologue(1,b,!0)];case 2:return g=k.sent(),[4,this._treeLoader.loadByXmlFile(d,g,c,a)];case 3:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,!1)]}})})};c.prototype.loadSubtreeFromXmlDoc=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._disableCadConfigurations()];case 1:return k.sent(),[4,this._loadSubtreePrologue(1,b,!0)];case 2:return g=k.sent(),[4,this._treeLoader.loadByXmlDoc(d,
+g,c,a)];case 3:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,!1)]}})})};c.prototype.loadSubtreeFromScsXmlFile=function(b,c,d,e){return __awaiter(this,void 0,void 0,function(){var g,k,f;return __generator(this,function(l){switch(l.label){case 0:return[4,this._disableCadConfigurations()];case 1:return l.sent(),[4,this._loadSubtreePrologue(2,b,!0)];case 2:return g=l.sent(),k=a(d),[4,this._treeLoader.loadByXmlFile(e,g,c,k)];case 3:return f=l.sent(),[2,this._loadSubtreeEpilogue(f,!1)]}})})};c.prototype.loadSubtreeFromScsXmlDoc=
+function(b,c,d,e){return __awaiter(this,void 0,void 0,function(){var g,k,f;return __generator(this,function(l){switch(l.label){case 0:return[4,this._disableCadConfigurations()];case 1:return l.sent(),[4,this._loadSubtreePrologue(2,b,!0)];case 2:return g=l.sent(),k=a(d),[4,this._treeLoader.loadByXmlDoc(e,g,c,k)];case 3:return f=l.sent(),[2,this._loadSubtreeEpilogue(f,!1)]}})})};c.prototype._loadSubtreeFromStream=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,
+function(k){switch(k.label){case 0:return[4,this._loadSubtreePrologue(1,b,a)];case 1:return g=k.sent(),[4,this._treeLoader.loadByStream(d,g,c)];case 2:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,d._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromStream=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this._loadSubtreeFromStream(b,c,!0,a)]})})};c.prototype.loadSubtreeFromScsFile=function(b,c,a){return __awaiter(this,void 0,
+void 0,function(){var d,g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._loadSubtreePrologue(2,b,!0)];case 1:return d=e.sent(),[4,this._treeLoader.loadByScsFile(a,d,c)];case 2:return g=e.sent(),[2,this._loadSubtreeEpilogue(g,a._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromScsBuffer=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._loadSubtreePrologue(2,b,!0)];
+case 1:return d=e.sent(),[4,this._treeLoader.loadByScsBuffer(a,d,c)];case 2:return g=e.sent(),[2,this._loadSubtreeEpilogue(g,a._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromAssemblyData=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._loadSubtreePrologue(1,b,!0)];case 1:return g=k.sent(),[4,this._treeLoader.loadByAssemblyData(d,g,c,a)];case 2:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,
+d._allowSubtreeLoadedCallback)]}})})};c.prototype._clearImpl=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:console.assert(!this._clearInProgress),this._clearInProgress=!0,c.label=1;case 1:return c.trys.push([1,5,,6]),[4,this._treeLoader.cancelPendingLoads()];case 2:return c.sent(),console.assert(this._treeLoader.isIdle()),console.assert(this._clearInProgress),[4,this._treeLoader.reset()];case 3:return c.sent(),console.assert(this._treeLoader.isIdle()),
+console.assert(this._clearInProgress),[4,this._assemblyTree.reset()];case 4:return c.sent(),console.assert(this._treeLoader.isIdle()),console.assert(this._clearInProgress),this._clearInProgress=!1,[3,6];case 5:throw b=c.sent(),console.assert(this._clearInProgress),this._clearInProgress=!1,b;case 6:return[2]}})})};c.prototype.clear=function(){var b=this;return this._clearQueue.push(function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._callbackManager.trigger("modelSwitchStart",
+!0),[4,this._clearImpl()];case 1:return b.sent(),[2,this._callbackManager.promiseTrigger("_modelSwitched","modelSwitched",!0,[],h.AttachType.Direct)]}})})})};c.prototype.switchToModel=function(b){var c=this,a=b===d.EmptyModelName;return this._clearQueue.push(function(){return __awaiter(c,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return this._callbackManager.trigger("modelSwitchStart",!1),[4,this._clearImpl()];case 1:g.sent();if(!a)return[3,2];c=[];return[3,
+4];case 2:return[4,this._loadSubtreeFromStream(this.getAbsoluteRootNodeId(),b,!1,new d.LoadSubtreeConfig)];case 3:c=g.sent(),g.label=4;case 4:return[4,this._callbackManager.promiseTrigger("_modelSwitched","modelSwitched",a,c,h.AttachType.Direct)];case 5:return g.sent(),[2,c]}})})})};c.prototype.getAbsoluteRootNodeId=function(){return this._assemblyTree.getRootNode().getRuntimeId()};c.prototype.isIdValid=function(b){return null!==this._assemblyTree.lookupAnyNode(b)};c.prototype._getNodeChildren=function(b,
+c){var a=b.getChildrenSync();c||(a=a.filter(function(b){return!b.isOutOfHierarchy()}));for(var d=0,g=b.getBodyInstances();d<g.length;d++){var e=g[d];e.isOutOfHierarchy()&&!c||a.push(e)}c=0;for(b=b.getPmis();c<b.length;c++)a.push(b[c]);return a};c.prototype.getChildIds=function(b,c){var a=this._assemblyTree.lookupProductOccurrence(b);if(null===a)return[];b=[];var d=0;for(c=this._getNodeChildren(a,c);d<c.length;d++)b.push(c[d].getRuntimeId());return b};c.prototype.isOutOfHierarchy=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+return null!==b&&f.isOutOfHierarchy(b)};c.prototype.getParentId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);if(null===b)return null;b=f.towardContainerNode(b.getParent());return null===b?null:b.getRuntimeId()};c.prototype.getPartReferrers=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,m,h,q,r,u,t,v,w,z;return __generator(this,function(g){switch(g.label){case 0:c=this._assemblyTree.lookupProductOccurrence(b);if(null===c)return[2,null];a=this._assemblyTree.getRootNode();
+return[4,f.forcePrototypes(a)];case 1:return g.sent(),[4,f.forcePartDefinitions(a)];case 2:g.sent();d=c.getPartDefinitionSync();if(null===d)return[2,null];e=d.getReferrers();m=new Set;h=0;for(q=e;h<q.length;h++)for(r=q[h],u=r.getParent(),t=u.getReferrers(),v=0,w=t;v<w.length;v++)z=w[v],m.add(z.getRuntimeId());return[2,Array.from(m)]}})})};c.prototype.getAttributes=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];
+case 1:return c=a.sent(),null===c?[2,[]]:[2,c.getAttributes()]}})})};c.prototype.getProperties=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,e,n,m,p,q=this;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:c=g.sent();if(null===c)return[2,null];a=null;e=[];n=c.getAttributes().then(function(b){null===a&&(a={});for(var c=0;c<b.length;c++){var d=b[c],g=d.getTitle();d=d.getValue();a[g]=d}});e.push(n);m=function(c){null===a&&
+(a={});var g=q.getNetMatrix(b),e=new d.Point3(g.m[0],g.m[1],g.m[2]),k=q.getUnit(b),f=e.length()/k;e=c.volume*f*f*f;f=d.Util.formatWithUnit(c.surfaceArea*f*f,k);a["Surface Area"]=""+f+h.Unicode.Subscript2;e=d.Util.formatWithUnit(e,k);a.Volume=""+e+h.Unicode.Subscript3;c=g.transform(c.centerOfGravity);g=d.Point3.scale(c,1/k);k=g.x.toLocaleString();c=g.y.toLocaleString();g=g.z.toLocaleString();a.COG="x:"+k+" y:"+c+" z:"+g};c instanceof f.RepresentationItem?(p=c.getPhysicalProperties(),null!==p&&m(p)):
+c instanceof f.ProductOccurrence&&(n=Promise.resolve(f.forcePartDefinition(c)).then(function(){return __awaiter(q,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,c.getPhysicalProperties()];case 1:return b=a.sent(),null!==b&&m(b),[2]}})})}),e.push(n));return[4,d.Util.waitForAll(e)];case 2:return g.sent(),[2,a]}})})};c.prototype.addProperty=function(b,c,a){b=this._assemblyTree.lookupAnyNode(b);if(null===b)return!1;c=new f.Attribute(d.AttributeType.String,
+c,a);b.addAttribute(c);return!0};c.prototype.setPhysicalProperties=function(b,c,a,d){b=this._assemblyTree.lookupRepresentationItem(b);if(null===b)return!1;c=new f.PhysicalProperties(a,d,c);b.setPhysicalProperties(c);return!0};c.prototype.getUserDataIndices=function(b){var c=this._assemblyTree.lookupAnyTreeNode(b);if(null===c)throw new d.InvalidNodeIdError(b);return c.getUserDataIndices()};c.prototype.getUserData=function(b,c){var a=this._assemblyTree.lookupAnyTreeNode(b);if(null===a)throw new d.InvalidNodeIdError(b);
+return a.getUserData(c)};c.prototype.getInstanceIncs=function(b,c){b=this._assemblyTree.lookupAnyTreeNode(b);if(null===b)return console.assert(!1),[];var a=f.isOutOfHierarchy(b),d=new Set;return f.gatherInstanceIncsSync(b,c,a,d,f.WalkRestriction.None)};c.prototype.getNodeFromInstanceInc=function(b,c,a,d){var g=this._assemblyTree.lookupAnyBodyByInstanceInc(c,a);null===g?(g=b?this._rectifyParent(c,null):this._assemblyTree.getRootNode(),g=this._assemblyTree.createMeshInstance(b,c,a,null,null,g,!1,d)):
+g instanceof f.PmiBody?g=g.getParent():g instanceof f.ViewFrame&&(b=g.getParent(),b);return g.getRuntimeId()};c.prototype._getAssociatedModelKey=function(b){if(b instanceof f.PartDefinition)return b.getModelKey();d.Util.TypeAssert(b);return this._getAssociatedModelKey(b.getParent())};c.prototype.getAssociatedModelKey=function(b){var c=this._assemblyTree.lookupAnyTreeNode(b);return null===c?(c=this._assemblyTree.lookupAnyNonTreeNode(b),null===c?null:this._getAssociatedModelKey(c)):f.towardAttachContext(c).getMasterModelKey()};
+c.prototype.getMatrix=function(b){b=this._assemblyTree.lookupAnyNode(b);if(null===b)return new d.Matrix;b=b.getLocalTransform();return null===b?new d.Matrix:b.copy()};c.prototype.setMatrix=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){d=this._assemblyTree.lookupAnyTreeNode(b);if(null===d)return[2];a?d.setLocalTransformAsInitial(c):d.overrideLocalTransform(c);g=f.isOutOfHierarchy(d);return[2,f.updateScMatrices(this._engine,this._callbackManager,
+[d],g)]})})};c.prototype.resetToInitialMatrix=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){c=this._assemblyTree.lookupAnyTreeNode(b);return null===c?[2]:c.hasLocalTransformOverride()?(c.removeLocalTransformOverride(),a=f.isOutOfHierarchy(c),[2,f.updateScMatrices(this._engine,this._callbackManager,[c],a)]):[2]})})};c.prototype.getNetMatrix=function(b){b=this._assemblyTree.lookupAnyNode(b);return null===b?new d.Matrix:f.getNetMatrix(b)};c.prototype._getBodyInstanceIndexFrom=
+function(b,c,a){void 0===a&&(a={});for(var d=0,g=b.getBodyInstances();d<g.length;d++){var e=g[d];void 0!==a.value?a.value++:a.value=0;if(e===c)return a.value}d=0;for(g=b.getChildrenSync();d<g.length;d++)if(b=this._getBodyInstanceIndexFrom(g[d],c,a),void 0!==b)return b};c.prototype.getNodeOrRepItem=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,m,h;return __generator(this,function(g){switch(g.label){case 0:if(!(b instanceof f.BodyInstance))return[3,8];c=void 0;a=b.getParent();
+d=void 0;e=a;g.label=1;case 1:return e instanceof f.ProductOccurrence?[4,f.forcePartDefinition(e)]:[2,null];case 2:return g.sent(),[4,e.getPartDefinition()];case 3:return m=g.sent(),null===m?[3,5]:[4,m.value];case 4:return d=g.sent(),[3,7];case 5:e=e.getParent(),g.label=6;case 6:return[3,1];case 7:return c=this._getBodyInstanceIndexFrom(e,b),h=d.getRepresentationItems(),void 0!==c&&c<h.length?[2,h[c]]:[2,null];case 8:if(b instanceof f.ProductOccurrence||b instanceof f.Pmi||b instanceof f.CadView||
+b instanceof f.PartDefinition||b instanceof f.RepresentationItem)return[2,b];g.label=9;case 9:return[2,null]}})})};c.prototype._getNodeOrRepItemFromId=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupAnyNode(b);return null===c?[2,null]:[2,this.getNodeOrRepItem(c)]})})};c.prototype.getEdgeCount=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,
+this._getNodeOrRepItemFromId(b)];case 1:return c=a.sent(),c instanceof f.RepresentationItem?[2,c.getEdgeCount()]:[2,0]}})})};c.prototype.getEdgeAttributes=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getEdgeAttributes(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.getEdgeProperty=function(b,c){return __awaiter(this,
+void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getEdgeMeasurementProperty(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.getFaceCount=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return c=a.sent(),c instanceof f.RepresentationItem?
+[2,c.getFaceCount()]:[2,0]}})})};c.prototype.getFaceAttributes=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getFaceAttributes(c),null!=d)?[2,d.copy()]:[2,null]}})})};c.prototype.getFaceProperty=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,
+this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getFaceMeasurementProperty(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.setEdgeProperty=function(b,c,a){b=this._assemblyTree.lookupRepresentationItem(b);null!==b&&f.MeasurementProperty.isEdge(a)&&b.setEdgeMeasurementProperty(c,a)};c.prototype.setFaceProperty=function(b,c,a){b=this._assemblyTree.lookupRepresentationItem(b);null!==b&&f.MeasurementProperty.isFace(a)&&b.setFaceMeasurementProperty(c,
+a)};c.prototype.getName=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.getName():null};c.prototype.getNodeExchangeId=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.getExchangeId():null};c.prototype.getFilters=function(){return this._assemblyTree.getFilters()};c.prototype.getFilterName=function(b){return this._assemblyTree.getFilterName(b)};c.prototype.getFiltersWithNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null===b?[]:this._assemblyTree.getFiltersWithNode(b)};
+c.prototype.getNodesFromFilterIds=function(b){return this._assemblyTree.getNodesFromFilterIds(b)};c.prototype.getLayers=function(){return this._assemblyTree.getLayers()};c.prototype.getUniqueLayerNames=function(){return this._assemblyTree.getUniqueLayerNames()};c.prototype.getLayerName=function(b){return this._assemblyTree.getLayerName(b)};c.prototype.getLayerIdsFromName=function(b){return this._assemblyTree.getLayersIdFromName(b)};c.prototype.getNodeLayerId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+if(null===b)return null;var c=b.getAuthoredLayerId();return null===c?null:f.towardLoadContext(b).getRuntimeLayerId(c)};c.prototype.getAuthoredNodesFromLayer=function(b,c){b=this._assemblyTree.getNodesFromLayer(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.getAuthoredNodesFromLayers=function(b,c){b=this._assemblyTree.getNodesFromLayers(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.getRuntimeNodesFromLayer=function(b,c){b=this._assemblyTree.getNodesFromLayer(b,
+c);return null===b?null:b.map(function(b){return b.getRuntimeId()})};c.prototype.getRuntimeNodesFromLayers=function(b,c){b=this._assemblyTree.getNodesFromLayers(b,c);return null===b?null:b.map(function(b){return b.getRuntimeId()})};c.prototype.getNodesFromLayerName=function(b,c){b=this._assemblyTree.getNodesFromLayerName(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.createCadView=function(b,c,a,d,e,f,h,q,r){if(null===this._assemblyTree.lookupProductOccurrence(b))return null;
+b=this._assemblyTree.lookupProductOccurrence(b);if(null===b)return null;for(var g=[],k=0;k<d.length;k++){var l=this._assemblyTree.lookupPmi(d[k]);null!==l&&g.push(l)}d=new Map;for(k=0;k<h.length;k++)l=h[k],d.set(l[0],l[1]);return this._assemblyTree.createCadView(this._engine,b,c,a,g,e,f,d,q,r).getRuntimeId()};c.prototype.getCadViewMap=function(){var b=this._assemblyTree.getFirstProductOccurrenceWithView(),c=new Map;this._assemblyTree.forEachCadView(function(a){var d=a.getRuntimeId(),g=a.getParent();
+a=g===b?a.getName()||"(null)":g.getName()+" - "+a.getName();c.set(d,a)});return c};c.prototype.activateCadView=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(d){switch(d.label){case 0:return this._assemblyTree.hasActiveCadView()?[4,this._assemblyTree.deactivateActiveCadView()]:[3,2];case 1:return d.sent(),[2,this.activateCadView(b,c)];case 2:return a=this._assemblyTree.lookupCadView(b),null===a?[2]:[2,this._assemblyTree.activateCadView(a,c)]}})})};
+c.prototype.getCadViewPmis=function(b){var c=this._assemblyTree.lookupCadView(b);if(null===c)return[];b=[];var a=0;for(c=this._assemblyTree.getCadViewPmis(c);a<c.length;a++)b.push(c[a].getRuntimeId());return b};c.prototype._disableCadConfigurations=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._cadConfigurationsEnabled=!1,[4,this._assemblyTree.deactivateActiveCadView()];case 1:return b.sent(),[2]}})})};c.prototype.cadConfigurationsEnabled=
+function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._cadConfigurationsEnabled&&this._assemblyTree.seenExternalModel()?[4,this._disableCadConfigurations()]:[3,2];case 1:b.sent(),b.label=2;case 2:return[2,this._cadConfigurationsEnabled]}})})};c.prototype.getCadConfigurations=function(){var b={};this._assemblyTree.forEachCadConfiguration(function(c){var a=c.getRuntimeId();c=c.getName()||"(null)";b[a]=c});return b};c.prototype.getDefaultCadConfiguration=
+function(){var b=this._assemblyTree.getDefaultCadConfiguration();return null!==b?b.getRuntimeId():null};c.prototype.getActiveCadConfiguration=function(){var b=this._assemblyTree.getActiveCadConfiguration();return null!==b?b.getRuntimeId():null};c.prototype._activateCadConfiguration=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._assemblyTree.activateCadConfiguration(b)];case 1:return a.sent(),c=b.getRuntimeId(),
+this._callbackManager.trigger("configurationActivated",c),[2]}})})};c.prototype.activateCadConfiguration=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupProductOccurrence(b);return null===c?[2]:[2,this._activateCadConfiguration(c)]})})};c.prototype.activateDefaultCadConfiguration=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._assemblyTree.getDefaultCadConfiguration(),
+null===b?[3,2]:[4,this._activateCadConfiguration(b)];case 1:c.sent(),c.label=2;case 2:return[2]}})})};c.prototype.getPmis=function(){var b={};this._assemblyTree.forEachPmi(function(c){var a=c.getRuntimeId();c=c.getName()||"(null)";b[a]=c});return b};c.prototype.getPmiType=function(b){b=this._assemblyTree.lookupPmi(b);return null===b?f.PmiType.Unknown:b.getPmiType()};c.prototype.getPmiSubType=function(b){b=this._assemblyTree.lookupPmi(b);return null===b?d.PmiSubType.Unknown:b.getPmiSubType()};c.prototype.getUnit=
+function(b){b=this._assemblyTree.lookupAnyNode(b);return b instanceof f.ProductOccurrence?b.getMeasurementUnit():b instanceof f.BodyInstance?b.getParent().getMeasurementUnit():1};c.prototype._rectifyParent=function(b,c){if(null!==c){c=this._assemblyTree.lookupProductOccurrence(c);if(null!==c)return c;console.assert(!1)}b=this._assemblyTree.getInclusionContexts(b);return 0<b.length?(b=b[0].getChildren(),console.assert(0<b.length),b[0]):this._assemblyTree.getRootNode()};c.prototype.createMeshInstance=
+function(b,c,a,d,e,f){d=this._rectifyParent(b,d);return this._assemblyTree.createMeshInstance(!0,b,c,null,a,d,e,f).getRuntimeId()};c.prototype.createPmiInstance=function(b,c,a,d,e,f,h){h=this._rectifyParent(b,h);return this._assemblyTree.createPmiInstance(b,c,null,f,h,a,d,e).getRuntimeId()};c.prototype.setVisibilitiesByMap=function(b,c){var a=this,d=new Map;b.forEach(function(b,c){c=a._assemblyTree.lookupAnyTreeNode(c);null!==c&&d.set(c,b)});b=this._assemblyTree.getRootNode();return f.updateVisibilities(this._assemblyTree,
+this._engine,this._callbackManager,b,d,!1,c,null)};c.prototype.setVisibilitiesByValue=function(b,c,a){for(var d=new Map,g=0;g<b.length;g++){var e=this._assemblyTree.lookupAnyTreeNode(b[g]);null!==e&&d.set(e,c)}c=this._assemblyTree.getRootNode();1===b.length&&(b=this._assemblyTree.lookupAnyTreeNode(b[0]),b instanceof f.ProductOccurrence&&(c=b));return f.updateVisibilities(this._assemblyTree,this._engine,this._callbackManager,c,d,!1,a,null)};c.prototype.resetAllVisibilities=function(){var b=new Map,
+c=this._assemblyTree.getRootNode(),a=this._assemblyTree.getActiveCadConfiguration();return f.updateVisibilities(this._assemblyTree,this._engine,this._callbackManager,c,b,!0,null,a)};c.prototype.resetAllTransforms=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return b=this._assemblyTree.getRootNode(),[4,f.resetTransforms(b)];case 1:return(c=a.sent())?[2,f.updateScMatrices(this._engine,this._callbackManager,[b],!1)]:[2]}})})};
+c.prototype.reset=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return this._cadConfigurationsEnabled=!0,this.isACadDrawing()?[2,this._callbackManager.promiseTrigger("_resetDrawing",null)]:this._assemblyTree.hasActiveCadView()?[4,this._assemblyTree.deactivateActiveCadView()]:[3,2];case 1:c.sent(),c.label=2;case 2:return b=[this.resetAllVisibilities(),this.resetAllTransforms()],[4,d.Util.waitForAll(b)];case 3:return c.sent(),
+[2]}})})};c.prototype.setPmiColor=function(b,c){void 0===c&&(c=this.getAbsoluteRootNodeId());c=this.getInstanceIncs(c,6);0<c.length&&(this._engine.setPartColor(c,d.ElementType.Faces,b),this._engine.setPartColor(c,d.ElementType.Lines,b))};c.prototype.resetPmiColor=function(b){void 0===b&&(b=this.getAbsoluteRootNodeId());b=this.getInstanceIncs(b,6);0<b.length&&(this._engine.unsetPartColor(b,d.ElementType.Faces),this._engine.unsetPartColor(b,d.ElementType.Lines))};c.prototype.getPmiTopologyReferences=
+function(b){b=this._assemblyTree.lookupPmi(b);return null===b?null:b.getPmiTopologyReferences(this._assemblyTree)};c.prototype.createNode=function(b,c,a,e,n,m){void 0===e&&(e=null);void 0===n&&(n=!0);void 0===m&&(m=null);var g=null;null!==b&&(g=this._assemblyTree.lookupProductOccurrence(b));null===g&&(g=this._assemblyTree.getRootNode());null===a||f.isAuthoredId(a)||(a=null);m&&(b=m/g.getMeasurementUnit(),b=(new d.Matrix).setScaleComponent(b,b,b),e=e?d.Matrix.multiply(e,b):b);return this._assemblyTree.createNode(g,
+c,a,e,n,m).getRuntimeId()};c.prototype.deleteNode=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupAnyTreeNode(b);if(null!==c){if(c instanceof f.ProductOccurrence||c instanceof f.BodyInstance)return[2,this._assemblyTree.deleteNode(c)];throw new d.InvalidNodeTypeError(b,0,2);}return[2]})})};c.prototype.createPart=function(b){return this._assemblyTree.createPart(b).getRuntimeId()};c.prototype.setPart=function(b,c){b=this._assemblyTree.lookupProductOccurrence(b);
+if(null===b)return!1;c=this._assemblyTree.lookupPartDefinition(c);if(null===c)return!1;this._assemblyTree.setPart(b,c);return!0};c.prototype.createAndAddRepItem=function(b,c){b=this._assemblyTree.lookupPartDefinition(b);return null===b?null:b.createRepItem(this._assemblyTree,c).getRuntimeId()};c.prototype.getLowestAvailableNodeId=function(){return this._assemblyTree.getLowestAvailableNodeId()};c.prototype.getType=function(b){b=this._assemblyTree.lookupAnyNode(b);return null===b?d.NodeType.Unknown:
+f.getNodeType(b)};c.prototype.isVisible=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.isVisible():!1};c.prototype.getBranchVisibility=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.getBranchVisibility(b):1};c.prototype.setMeshLevel=function(b,c){for(var a=[],d=0;d<b.length;d++){var g=this._assemblyTree.lookupAnyTreeNode(b[d]);null!==g&&a.push(g)}return f.setMeshLevels(this._engine,a,c)};c.prototype.setEnableAutomaticUnitScaling=function(b){this._assemblyTree.setAutomaticMeasurementUnitScaling(b)};
+c.prototype.setBehaviorInitiallyHidden=function(b){this._assemblyTree.setInitiallyHiddenStayHidden(b)};c.prototype.isACadDrawing=function(){return this._assemblyTree.containsDrawings()};c.prototype.isMeasurable=function(){return this._assemblyTree.isMeasureable()};c.prototype.getModelFileNameFromNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.towardAttachContext(b).getOriginalFileName():null};c.prototype.getModelFileTypeFromNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+return null!==b?f.towardAttachContext(b).getOriginalFileType():null};c.prototype.isAnnotationView=function(b){var c=this._assemblyTree.lookupCadView(b);if(null!==c)return c.isAnnotationView();throw new d.InvalidNodeTypeError(b,3);};c.prototype.preventNodeDeletion=function(b){b=this._assemblyTree.lookupBodyInstance(b);if(null===b)throw new d.InternalLogicError;this._assemblyTree.preventNodeDeletion(b)};c.prototype.preventMeshDeletion=function(b){this._assemblyTree.preventMeshDeletion(b)};c.prototype.getBounding=
+function(b,c,a,d){return f.getBoundingByNodeId(this._assemblyTree,this._engine,b,c,a,d)};c.prototype.getIdOffset=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?(b instanceof f.PartDefinition?b.getInclusionContextForNodeId():b instanceof f.RepresentationItem?b.getParent().getInclusionContextForNodeId():f.towardInclusionContext(b)).getIdOffset():0};c.prototype.isNodeLoaded=function(b){var c=this._assemblyTree.lookupAnyNode(b);if(null===c)throw new d.InvalidNodeIdError(b);return c.isLoaded()};
+c.prototype.shutdown=function(){var b=this._treeLoader.cancelPendingLoads();b};c.prototype.isReady=function(){console.assert(2!==this._readyPromise.state);return 0!==this._readyPromise.state};c.prototype.waitForReady=function(){return this._readyPromise};c.prototype.lookupAnyTreeNode=function(b){return this._assemblyTree.lookupAnyTreeNode(b)};c.prototype.lookupAnyBody=function(b){return this._assemblyTree.lookupAnyBody(b)};c.prototype.lookupBodyInstance=function(b){return this._assemblyTree.lookupBodyInstance(b)};
+c.prototype.gatherInstanceIncsFromNodeIds=function(b,c,a){return f.gatherInstanceIncsByNodeIdsSync(this._assemblyTree,b,c,a)};c.prototype.requestNodes=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,f;return __generator(this,function(g){c=[];a=0;for(d=b;a<d.length;a++)e=d[a],f=this._assemblyTree.lookupAnyTreeNode(e),null!==f&&c.push(f);return[2,this._assemblyTree.requestNodes(this._treeLoader,c,!1)]})})};c.prototype.isWithinExternalModel=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+if(null===b)return!1;for(b=f.towardProductOccurrence(b);null!==b;){if(b.isExternalModelRoot())return!0;b=f.towardProductOccurrence(b.getParent())}return!1};c.prototype.getNodeGenericType=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.getNodeGenericType(b):null};c.prototype.getNodeGenericId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?b.getGenericId():null};c.prototype.getNodeByGenericId=function(b){b=this._assemblyTree.getNodeByGenericId(b);return null!==
+b?b.getRuntimeId():null};c.prototype.getNodesByGenericType=function(b){b=this._assemblyTree.getNodesByGenericType(b);if(null!==b){var c=new Set;b.forEach(function(b){c.add(b.getRuntimeId())});return c}return null};c.prototype.getGenericTypes=function(){var b=[];this._assemblyTree.genericTypeToNodes().forEach(function(c,a){b.push(a)});return b};c.prototype.getGenericTypeIdMap=function(){var b=new Map;this._assemblyTree.genericTypeToNodes().forEach(function(c,a){var d=new Set;c.forEach(function(b){d.add(b.getRuntimeId())});
+b.set(a,d)});return b};c.prototype.hasEffectiveGenericType=function(b,c){var a=this.lookupAnyTreeNode(b);if(null===a)throw new d.InvalidNodeIdError(b);return f.hasEffectiveGenericType(a,c)};c.prototype.registerGenericId=function(b,c){return this._assemblyTree.registerGenericGlobalId(b,c)};c.prototype.registerGenericType=function(b,c){return this._assemblyTree.registerGenericType(b,c)};c.prototype.firstAssemblyDataHeader=function(){return this._treeLoader.firstAssemblyDataHeader()};return c}();f.ModelStructure=
+e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(a){for(;;)if(a instanceof f.InclusionContext)a=a.getParent();else{if(a instanceof f.AttachContext)return a;if(a instanceof f.NodeMixin)a=a.getParent();else if(a instanceof f.LoadContext){if(a=a.getParent(),null===a)throw new d.InternalLogicError;}else d.Util.TypeAssert(a),a=a.getInclusionContext()}}f.getNetMatrix=function(a){for(var c=new d.Matrix;null!==a;)if(a instanceof f.NodeMixin){var b=a.getLocalTransform();b&&(c=d.Matrix.multiply(c,b));a=a instanceof
+f.PartDefinition?null:a.getParent()}else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.AttachContext)a=a.getParent();else if(a instanceof f.LoadContext)a=a.getParent();else{d.Util.TypeAssert(a);break}return c};f.towardContainerNode=function(a){for(;;)if(a instanceof f.NodeMixin)if(a instanceof f.BodyMixin)a=a.getParent();else return a;else if(a instanceof f.LoadContext)a=a.getParent();else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.AttachContext)a=
+a.getParent();else{if(null===a)return null;d.Util.TypeAssert(a);console.assert(!1);a=a.getInclusionContext()}};f.isOutOfHierarchy=function(a){return a instanceof f.BodyMixin||a instanceof f.ProductOccurrence?a.isOutOfHierarchy():!1};f.getBranchVisibility=function(a){return a instanceof f.ProductOccurrence||a instanceof f.Pmi||a instanceof f.CadView?a.getBranchVisibility():a.isVisible()?2:1};f.getNodeType=function(a){if(a instanceof f.ProductOccurrence)return a.hasBodyInstances()?a.isADrawingSheetNode()?
+d.NodeType.DrawingSheet:d.NodeType.PartInstance:d.NodeType.AssemblyNode;if(a instanceof f.PartDefinition)return d.NodeType.Part;if(a instanceof f.PmiBody)return d.NodeType.PmiBody;if(a instanceof f.ViewFrame)return d.NodeType.ViewFrame;if(a instanceof f.BodyInstance)return d.NodeType.BodyInstance;if(a instanceof f.RepresentationItem)switch(a.getBodyType()){case f.BodyType.BRep:return d.NodeType.BrepBody;case f.BodyType.Tessellation:return d.NodeType.TessBody;case f.BodyType.Wireframe:return d.NodeType.WireBody;
+case f.BodyType.PointCloud:return d.NodeType.PointsBody;default:return d.NodeType.Body}else{if(a instanceof f.Pmi)return d.NodeType.Pmi;d.Util.TypeAssert(a);return d.NodeType.CadView}};f.getNodeGenericType=function(d){var c=d.getGenericTypeId();return null!==c&&(d=a(d).getGenericTypeMaps(),null!==d)?d.getRight(c)||null:null};f.towardInclusionContext=function(a){for(;;)if(a instanceof f.NodeMixin)a=a.getParent();else{if(a instanceof f.InclusionContext)return a;if(a instanceof f.PmiBody)a=a.getParent();
+else if(a instanceof f.ViewFrame)a=a.getParent();else return d.Util.TypeAssert(a),a.getInclusionContext()}};f.towardLoadContext=function(a){for(;;)if(a instanceof f.AttachContext)a=a.getParent();else{if(a instanceof f.LoadContext)return a;a instanceof f.NodeMixin?a=a.getParent():a instanceof f.InclusionContext?a=a.getParent():(d.Util.TypeAssert(a),a=a.getInclusionContext())}};f.towardAttachContext=a;f.towardAttachRoot=function(a){for(var c=null;;)if(a instanceof f.ProductOccurrence)c=a,a=a.getParent();
+else if(a instanceof f.NodeMixin)a=a.getParent();else{if(a instanceof f.InclusionContext){if(null===c)throw new d.InternalLogicError;return c}d.Util.TypeAssert(a);a=a.getInclusionContext()}};f.towardProductOccurrence=function(a){for(;;){if(a instanceof f.ProductOccurrence)return a;if(a instanceof f.AttachContext)a=a.getParent();else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.LoadContext){if(a=a.getParent(),null===a)return null}else if(a instanceof f.BodyMixin)a=a.getParent();
+else if(a instanceof f.Pmi)a=a.getParent();else if(a instanceof f.CadView)a=a.getParent();else return d.Util.TypeAssert(a),console.assert(!1),null}}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){})(f.GenericTypeId||(f.GenericTypeId={}));var a=function(){function a(c,b,a,e,f){this._inclusionContexts=this._reservedNodeIdOffset=null;this._originalFileName="";this._originalFileType=d.FileType.Unknown;this._genericTypeMaps=null;console.assert(4294967295!==e);this._remapper=c;this._attachScope=b;this._attachedInvisibly=a;this._masterModelKey=e;this._parent=f}a.prototype.getRootNodeMetaData=function(c){return __awaiter(this,void 0,void 0,function(){var b,
+a,d,e,n,m;return __generator(this,function(g){switch(g.label){case 0:if(4294967295===this._masterModelKey)return[2,null];b=c.getAbstractScEngine();a=this._masterModelKey;return[4,b.safeGetMetaData(a,1)];case 1:d=g.sent();if(null===d)return[3,4];e=c.tryParseHeader(d);return null===e?[2,new f.AssemblyData(null,d)]:[4,e];case 2:return n=g.sent(),this._originalFileName=n.originalFileName,this._originalFileType=n.originalFileType,[4,b.safeGetMetaData(a,n.rootAssemblyDataKey())];case 3:return m=g.sent(),
+null!==m?[2,new f.AssemblyData(n,m)]:[2,null];case 4:return[2,null]}})})};a.prototype.getAttachScope=function(){return this._attachScope};a.prototype.attachedInvisibly=function(){return this._attachedInvisibly};a.prototype.getMasterModelKey=function(){return this._masterModelKey};a.prototype.addInclusionContext=function(c){console.assert(c.getParent()===this);this._inclusionContexts=h.TerseArray.push(this._inclusionContexts,c)};a.prototype.getRemapper=function(){return this._remapper};a.prototype.getParent=
+function(){return this._parent};a.prototype.getChildren=function(){var c=this._inclusionContexts;if(null===c)return[];if(Array.isArray(c)){console.assert(0<c.length);for(var b=c[0].getChildren(),a=1;a<c.length;++a)h.append(b,c[a].getChildren());return b}return c.getChildren()};a.prototype.split=function(c,b,d){return new a(this._remapper,c,b,this._masterModelKey,d)};a.prototype.hasChildren=function(){return null!==this._inclusionContexts};a.prototype.removeProductOccurrence=function(c){for(var b=
+null,a=h.TerseArray.toArray(this._inclusionContexts),d=0,e=a;d<e.length;d++){var f=e[d];if(f.removeProductOccurrence(c)){b=f;break}}if(null===b)return!1;a=a.filter(function(b){return b.hasChildren()});this._inclusionContexts=0===a.length?null:h.TerseArray.fromArray(a);return!0};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._inclusionContexts);b<a.length;b++){var e=a[b].purgeContents();c.push(e)}this._inclusionContexts=null;return d.Util.waitForAll(c)};a.prototype.isLoaded=
+function(){if(this._inclusionContexts instanceof f.InclusionContext)return this._inclusionContexts.isLoaded();if(null!==this._inclusionContexts)for(var c=0,b=this._inclusionContexts;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};a.prototype.setReservedNodeIdOffset=function(c){console.assert(null===this._reservedNodeIdOffset);this._reservedNodeIdOffset=c};a.prototype.getReservedNodeIdOffset=function(){return this._reservedNodeIdOffset};a.prototype.forgetReservedNodeIdOffset=function(){console.assert(null!==
+this._reservedNodeIdOffset);this._reservedNodeIdOffset=null};a.prototype.getOriginalFileName=function(){return this._originalFileName};a.prototype.getOriginalFileType=function(){return this._originalFileType};a.prototype.setGenericTypeMaps=function(c){this._genericTypeMaps=c};a.prototype.getGenericTypeMaps=function(){return this._genericTypeMaps};return a}();f.AttachContext=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a,d){this._productOccurrences=null;console.assert(void 0!==a);console.assert(0===a===(0===d));this._attachContext=b;this._inclusionKey=a;this._modelKey=d;a=b.getReservedNodeIdOffset();null!==a?b.forgetReservedNodeIdOffset():a=c.newNodeIdOffset();this._nodeIdOffset=a;c.registerInclusionContext(this)}a.prototype.split=function(c,b){return new a(c,b,this._inclusionKey,this._modelKey)};a.prototype.getIdOffset=function(){return this._nodeIdOffset};
+a.prototype.toRuntimeId=function(c){console.assert(f.isAuthoredId(c));return c+this._nodeIdOffset};a.prototype.getInclusionKey=function(){return this._inclusionKey};a.prototype.getModelKey=function(){return this._modelKey};a.prototype.getParent=function(){return this._attachContext};a.prototype.getAttachContext=function(){return this._attachContext};a.prototype.addProductOccurrence=function(c){console.assert(c.getParent()===this);this._productOccurrences=h.TerseArray.push(this._productOccurrences,
+c)};a.prototype.getChildren=function(){console.assert(null!==this._productOccurrences);return h.TerseArray.toArray(this._productOccurrences)};a.prototype.removeProductOccurrence=function(c){var b=h.TerseArray.toArray(this._productOccurrences),a=b.length;b=b.filter(function(b){return b!==c});0===b.length?delete this._productOccurrences:this._productOccurrences=h.TerseArray.fromArray(b);return b.length<a};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._productOccurrences);b<
+a.length;b++){var e=a[b].purgeContents();c.push(e)}this._productOccurrences=null;return d.Util.waitForAll(c)};a.prototype.hasChildren=function(){return null!==this._productOccurrences};a.prototype.isLoaded=function(){if(this._productOccurrences instanceof f.ProductOccurrence)return this._productOccurrences.isLoaded();if(null!==this._productOccurrences)for(var c=0,b=this._productOccurrences;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};return a}();f.InclusionContext=a})(h.Tree||(h.Tree={}))})(d.Internal||
+(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a){this._attachContexts=this._handledExternalModels=null;this._registeredScsModelKeys=new Map;this._layerIdMap=new h.Bimap;this._parent=c;this._debugLoadString=b;this._debugLoadString;this._scsBufferCache=a}a.prototype.handleExternalModel=function(c,b,a){b=b.getInclusionKey();c=h.compressUint(a)+" "+h.compressUint(b)+" "+h.compressUint(c);null===this._handledExternalModels&&(this._handledExternalModels=new Set);if(this._handledExternalModels.has(c))return!1;
+this._handledExternalModels.add(c);return!0};a.prototype.getParent=function(){return this._parent};a.prototype.addAttachContext=function(c){this._attachContexts=h.TerseArray.push(this._attachContexts,c)};a.prototype.getChildren=function(){var c=this._attachContexts;if(null===c)return[];if(Array.isArray(c)){console.assert(0<c.length);for(var b=c[0].getChildren(),a=1;a<c.length;++a)h.append(b,c[a].getChildren());return b}return c.getChildren()};a.prototype.hasChildren=function(){return null!==this._attachContexts};
+a.prototype.removeProductOccurrence=function(c){for(var b=null,a=h.TerseArray.toArray(this._attachContexts),d=0,e=a;d<e.length;d++){var f=e[d];if(f.removeProductOccurrence(c)){b=f;break}}if(null===b)return!1;a=a.filter(function(b){return b.hasChildren()});this._attachContexts=0===a.length?null:h.TerseArray.fromArray(a);return!0};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._attachContexts);b<a.length;b++){var e=a[b].purgeContents();c.push(e)}this._attachContexts=
+null;return d.Util.waitForAll(c)};a.prototype.isLoaded=function(){if(this._attachContexts instanceof f.AttachContext)return this._attachContexts.isLoaded();if(null!==this._attachContexts)for(var c=0,b=this._attachContexts;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};a.prototype.initializeScsModelKeysOf=function(c){console.assert(void 0===this._registeredScsModelKeys.get(c));this._registeredScsModelKeys.set(c,h.TrackedOpenPromise.create())};a.prototype.getScsModelKeysOf=function(c){c=this._registeredScsModelKeys.get(c);
+return void 0===c?null:c};a.prototype.markAsFirstLoad=function(){console.assert(void 0===this._isFirstLoad);this._isFirstLoad=!0};a.prototype.isFirstLoad=function(){return!0===this._isFirstLoad};a.prototype.toScsBuffer=function(c,b){return __awaiter(this,void 0,void 0,function(){var a,e=this;return __generator(this,function(g){a=h.LazyPromise.create(function(){return __awaiter(e,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return[4,b(c)];case 1:g=a=g.sent();
+if("string"===typeof g)throw new d.InternalLogicError;return[2,g]}})})});return null===this._scsBufferCache?[2,a]:[2,this._scsBufferCache.load(c,a)]})})};a.prototype.onLoadComplete=function(){this._scsBufferCache=null};a.prototype.addLayerIdToMap=function(c,b){this._layerIdMap.set(c,b)};a.prototype.getAuthoredLayerId=function(c){c=this._layerIdMap.getRight(c);return void 0!==c?c:null};a.prototype.getRuntimeLayerId=function(c){c=this._layerIdMap.getLeft(c);return void 0!==c?c:null};return a}();f.LoadContext=
+a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(){function c(b){this._referrers=null;this._prototype=b}c.prototype._addReferrer=function(b){this._referrers=d.TerseArray.push(this._referrers,b)};c.prototype._getReferrers=function(){return d.TerseArray.toArray(this._referrers)};c.prototype._getPrototype=function(){return this._prototype};c.prototype._removeReferrer=function(b){var c=!1,a=d.TerseArray.toArray(this._referrers);a=a.filter(function(a){return a===b?(c=!0,!1):!0});if(!c)return!1;0===
+a.length?delete this._referrers:this._referrers=d.TerseArray.fromArray(a);return!0};c.prototype._purgeContents=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return this._prototype.isUnforced()?[3,3]:[4,this._prototype];case 1:return b=c.sent(),[4,b.purgeContents()];case 2:c.sent(),c.label=3;case 3:return[2]}})})};c.prototype._isLoaded=function(){return this._prototype.isResolved()&&this._prototype.getResolved().isLoaded()};
+return c}();f.SharedPrototypeContext=a;var e=function(){function c(b,c){b instanceof a&&(b=d.LazyObject.create(b));this._shared=b;this._inclusionContext=c}c.prototype.getInclusionContext=function(){return this._inclusionContext};c.prototype.addReferrer=function(b){this._shared.get()._addReferrer(b)};c.prototype.getReferrers=function(){return this._shared.get()._getReferrers()};c.prototype.getProductOccurrence=function(){return this._shared.get()._getPrototype()};c.prototype.removeReferrer=function(b){return this._shared.get()._removeReferrer(b)?
+(b=b.removePrototype(),console.assert(this===b),!0):!1};c.prototype.removeAllReferrers=function(){for(var b=0,c=this.getReferrers();b<c.length;b++)this.removeReferrer(c[b])||console.assert(!1)};c.prototype.purgeContents=function(){return this._shared.get()._purgeContents()};c.prototype.isLoaded=function(){return this._shared.get()._isLoaded()};return c}();f.PrototypeContext=e})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function b(){this._bits2=this._bits1=0}b.prototype.hasBits1=function(b){return h.hasBits(this._bits1,b)};b.prototype.hasBits2=function(b){return h.hasBits(this._bits2,b)};b.prototype.parseBits1=function(b){this._bits1=b.parseIndex_32()};b.prototype.parseBits2=function(b){this.hasBits1(1073741824)&&(this._bits2=b.parseIndex_32())};return b}();f.NodeParseBits=a;var e=function(){return function(b,c){this.shown=b;this.removed=c}}();f.AssemblyVisibility=
+e;var c=function(){function b(b){this._bytes=b.bytes;this._header=b.header;this._dataView=new DataView(this._bytes.buffer,this._bytes.byteOffset,this._bytes.byteLength);this._currentPos=0}b.prototype.hasNext=function(){return this._currentPos<this._bytes.length};b.prototype.parseCount_32=function(){return this._parseUint_32()};b.prototype.parseIndex_32=function(){return this._parseUint_32()};b.prototype.parseAssemblyDataVersion=function(){return{major:this._parseUint_32(),minor:this._parseUint_32()}};
+b.prototype.parseAssemblyDataHeaderVersion=function(){return this._parseUint_32()};b.prototype.parseVisibility=function(){var b=this._parseInt_8(),c=h.hasBits(b,2);b=h.hasBits(b,1);return new e(c,b)};b.prototype.parseProductBits=function(){var b=this._parseUint_8();return null!==this._header&&2<=this._header.headerVersion||!h.hasBits(b,6)?b:b&-7|32};b.prototype.parseCString=function(){for(var b=this._currentPos,c=this._bytes[this._currentPos++];0!==c;)c=this._bytes[this._currentPos++];return h.utf8ArrayToStr(this._bytes.subarray(b,
+this._currentPos-1))};b.prototype.parseBytes=function(b){var c=this._currentPos;this._currentPos+=b;b=this._bytes.subarray(c,this._currentPos);return new Uint8Array(b)};b.prototype.parseNodeId=function(){var b=this._parseUint_32();console.assert(b!==f.invalidNodeId);return b};b.prototype.parseLayerId=function(){var b=this._parseUint_32();console.assert(b!==f.invalidNodeId);return b};b.prototype.parseGenericTypes=function(){for(var b=this._parseUint_32(),c=new h.Bimap,a=0;a<b;a++){var d=this.parseCString(),
+e=this._parseUint_32();c.set(e,d)}return c};b.prototype.parseGenericTypeId=function(){return this._parseUint_32()};b.prototype.parseGenericId=function(){return this.parseCString()};b.prototype._parseScKey=function(){var b=this._parseUint_32();console.assert(4294967295!==b);return b};b.prototype.parseDataKey=function(){return this._parseScKey()};b.prototype.parseInstanceKey=function(){return this._parseScKey()};b.prototype.parseMeshKey=function(){return this._parseScKey()};b.prototype.parseModelKey=
+function(b){var c=this._parseScKey();return null!==b?b.getEffectiveModelKey(c):c};b.prototype.parseInclusionKey=function(b,c){var a=this._parseScKey();return null!==b?b.getEffectiveInclusionKey(a,c):a};b.prototype._parseInt_8=function(){return this._dataView.getInt8(this._currentPos++)};b.prototype._parseUint_8=function(){return this._dataView.getUint8(this._currentPos++)};b.prototype._parseUint_32=function(){var b=this._dataView.getUint32(this._currentPos,!0);this._currentPos+=4;return b};b.prototype._parseFloat_32=
+function(){var b=this._dataView.getFloat32(this._currentPos,!0);this._currentPos+=4;return b};b.prototype._parseFloat_64=function(){var b=this._dataView.getFloat64(this._currentPos,!0);this._currentPos+=8;return b};b.prototype.parseFloat_32=function(){return this._parseFloat_32()};b.prototype.parseFloat_64=function(){return this._parseFloat_64()};b.prototype.parseAttributeType=function(){return this._parseInt_8()};b.prototype.parseNodeParseBits=function(){var b=new a;b.parseBits1(this);b.parseBits2(this);
+return b};b.prototype.parseViewParseBits=function(){return this._parseUint_32()};b.prototype.parsePmiParseBits=function(){return this._parseUint_32()};b.prototype.parseLayerParseBits=function(){return this._parseUint_32()};b.prototype.parseBoolean=function(){return 0!==this._parseUint_8()};b.prototype.parsePoint3_32=function(){return new d.Point3(this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32())};b.prototype.parsePoint3_64=function(){return new d.Point3(this._parseFloat_64(),this._parseFloat_64(),
+this._parseFloat_64())};b.prototype.parsePlane3_32=function(){return d.Plane.createFromCoefficients(this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32())};b.prototype.parsePmiType=function(){return this._parseUint_32()};b.prototype.parsePmiSubType=function(){return this._parseUint_32()};b.prototype.parsePmiTopoRef=function(){return this._parseInt_8()};b.prototype.parseBodyType=function(){return this._parseUint_8()};b.prototype.parseFaceType=function(){return this._parseInt_8()};
+b.prototype.parseEdgeType=function(){return this._parseInt_8()};b.prototype.parseUserDataIndex=function(){var b=this._parseUint_32(),c=this._parseUint_32();return 2097151>=c?4294967296*c+b:(""+c.toString(16)+h.zeroPadHex32(b)).toUpperCase()};b.prototype.getHeader=function(){return this._header};return b}();f.AssemblyDataParser=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(c,b){this._inclusionsOf=new Map;this._masterModelKey=4294967295;this._prototypeInstanceCount=-1;this._attachScope=c;this._attachedInvisibly=b}a.prototype.getAttachScope=function(){return this._attachScope};a.prototype.getMasterModelKey=function(){console.assert(4294967295!==this._masterModelKey);return this._masterModelKey};a.prototype.getModelKeys=function(){var c=[];this._inclusionsOf.forEach(function(b,a){c.push(a)});return c};
+a.prototype.hasInclusions=function(){return 0<this._inclusionsOf.size};a.prototype.getAllInclusions=function(){var c=[];this._inclusionsOf.forEach(function(b,a){for(var d=0;d<b.length;d++)c.push(b[d],a)});return c};a.prototype.getInclusionsOf=function(c){var b=this._inclusionsOf.get(c);if(void 0===b)return[];for(var a=[],d=0;d<b.length;d++)a.push(b[d],c);return a};a.prototype.hasModelIncluded=function(c){return this._inclusionsOf.has(c)};a.prototype.attachedInvisibly=function(){return this._attachedInvisibly};
+a.prototype.prototypeInstanceCount=function(){console.assert(0<=this._prototypeInstanceCount);return this._prototypeInstanceCount};a.prototype.registerInclusion=function(c,b){var a=this._inclusionsOf.get(b);void 0===a?this._inclusionsOf.set(b,[c]):a.push(c)};a.prototype.registerMasterModelKey=function(c){console.assert(4294967295===this._masterModelKey);this._masterModelKey=c};a.prototype.registerPrototypeInstanceCount=function(c){console.assert(-1===this._prototypeInstanceCount);this._prototypeInstanceCount=
+c};return a}();d.AttachInfoBuilder=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(){function a(){this._prevPriorityValue=1;this._priorityProxies=new Map}a.prototype._getPriorityCompareValue=function(c){if("number"===typeof c)return c;c=this._priorityProxies.get(c);null!==c.worldBounding&&console.assert(1>=c.priorityHeuristic);return c.priorityHeuristic};a.prototype.comparePriority=function(c,b){c=this._getPriorityCompareValue(c);b=this._getPriorityCompareValue(b);return c<b};a.prototype._updateHeuristicInfo=function(c,b){if(null!==
+b.worldBounding){var a=d.toVec3(b.worldBounding.center()),e=d.toVec3(b.worldBounding.extents());c=c.calculateAttachHeuristic(e,a);b.priorityHeuristic=c}null!==b.xmlAttachInfo&&b.xmlAttachInfo.directlyRequested&&(null===b.worldBounding&&(b.priorityHeuristic=0),b.priorityHeuristic+=-1E6)};a.prototype.createPriority=function(c,b,a){if(null===a)return++this._prevPriorityValue;var d=Object.create(null);if(null!==a.bounding){b=b.transformBox(a.bounding);var g=0}else b=null,g=++this._prevPriorityValue;a=
+{xmlAttachInfo:a,worldBounding:b,priorityHeuristic:g};this._updateHeuristicInfo(c,a);this._priorityProxies.set(d,a);return d};a.prototype.destroyPriority=function(c){"object"===typeof c&&this._priorityProxies.delete(c)};a.prototype.onViewChange=function(c){var b=this;this._priorityProxies.forEach(function(a){b._updateHeuristicInfo(c,a)})};a.prototype.reset=function(){this._priorityProxies.clear()};return a}();f.AttachPriorityManager=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){(function(d){(function(a){function d(c){return"modelName"in c}a.isNameInfo=d;a.isIncInfo=function(c){return!d(c)};a.canImplicitlyLoad=function(c){return c.config.implicitlyLoadXmlExternalModels||!d(c)}})(d.ExternalModel||(d.ExternalModel={}))})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return b instanceof e?b.referencedInfo:b}var e=function(){return function(b){this.referencedInfo=b}}();f.ReferencedNodeInfo=e;f.modelFileNodeInfoAsProdOccInfo=a;var c=function(){function b(){}b.parseXml=function(b,c,a,n,m){console.assert("ModelFile"===n.localName);var g=new Map,k=new Map,l=new Map;for(n=n.firstElementChild;null!==n;){if("ProductOccurence"!==n.localName)throw new d.XmlParseError('Unexpected element "'+n.localName+'".');if(null===
+f.XmlParser.parseNodeId(n,"Id"))throw new d.XmlParseError('Expected "Id" attribute.');var h=n,t=f.ProductOccurrence.parseXml(b,c,a,h,m),v=t.nodeInfo.nodeId;if(l.has(t.nodeInfo.nodeId)){var w=new e(t);g.set(v,w)}else{if(!k.has(t.nodeInfo.nodeId)&&(k.set(t.nodeInfo.nodeId,null),null!==b.additionalMatrix)){w=b.additionalMatrix;var z=t.nodeInfo.localTransform;z=null===z?w:d.Matrix.multiply(z,w);t=__assign({},t,{nodeInfo:__assign({},t.nodeInfo,{localTransform:z})})}g.set(v,t)}v=0;for(w=f.XmlParser.parseNodeIds(h,
+"Children")||[];v<w.length;v++)k.set(w[v],t);h=f.XmlParser.parseNodeId(h,"InstanceRef");null!==h&&(v=l.get(h),void 0===v?l.set(h,[t]):v.push(t));n=n.nextElementSibling}b=this._parentMapToChildMap(g,k,l);return{treeInfos:this._childMapRoseTrees(b)}};b._parentMapToChildMap=function(b,c,a){var g=new Map,k=function(b,c){var a=g.get(b);void 0===a?g.set(b,[c]):a.push(c)};c.forEach(function(c,a){a=b.get(a);if(a instanceof e)throw new d.XmlParseError('Expected a referenced node for "InstanceRef".');k(c,a)});
+a.forEach(function(c,a){console.assert(0<c.length);a=b.get(a);if(!(a instanceof e))throw new d.XmlParseError('Node is both an "InstanceRef" and contained in another node\'s "Children" list.');for(var g=0;g<c.length;g++)k(c[g],a)});return g};b._childMapRoseTrees=function(b){var c=function(d){var g=[],e=a(d);e=b.get(e);if(void 0!==e){console.assert(0<e.length);for(var k=0;k<e.length;k++){var f=c(e[k]);g.push(f)}}return new h.RoseTree(d,g)},d=b.get(null);if(void 0===d)return console.assert(0===b.size),
+[];for(var g=[],f=0;f<d.length;f++){var p=d[f];p instanceof e?console.assert(!1):(p=c(p),g.push(p))}return g};b.reify=function(b,c,a,f,m,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,p,w,z,x;return __generator(this,function(q){switch(q.label){case 0:g=[];k=[];l=[];n=0;for(p=h.treeInfos;n<p.length;n++)w=p[n],w.value instanceof e?console.assert(!1):(z=this._reifyProductOccurrence(b,c,a,f,m,m,w,g),k.push(z),l.push(z.getRuntimeId()));x=c.promiseTrigger("_subtreeLoaded","subtreeLoaded",
+l,d.NodeSource.LoadModel).then(function(){for(var b=0,a=l;b<a.length;b++)c.trigger("shatteredXmlStructureReady",a[b])});g.push(x);return[4,d.Util.waitForAll(g)];case 1:return q.sent(),[2,k]}})})};b._rectifyExternalModelInfo=function(b,c){c=c.referencedInfo.externalModelInfo;if(null===c)throw new d.XmlParseError('"InstanceRef" node does not contain "ExternalModel".');if(!f.ExternalModel.isNameInfo(c))throw new d.InternalLogicError;console.assert(0===c.reservedNodeIdOffset);b=b.newNodeIdOffset();return c=
+__assign({},c,{reservedNodeIdOffset:b})};b._reifyProductOccurrence=function(b,c,l,n,m,h,q,r){var g=this,k=a(q.value);if(0!==k.childDataKeys.length)throw new d.InternalLogicError;if(null!==k.externalModelInfo)throw new d.LoadError('Unexpected "ExternalModel". Should be a child of an "InstanceRef".');var p=f.ProductOccurrence.reifySync(b,l,n,m,k,h);h.addProductOccurrence(p);p.markLoaded();h=0;for(q=q.kids;h<q.length;h++)k=q[h],k.value instanceof e?(console.assert(0===k.kids.length),k=this._rectifyExternalModelInfo(n,
+k.value),f.ExternalModel.canImplicitlyLoad(k)?(k=l.attachByExternalModelInfo(k,p,m).then(function(b){return __awaiter(g,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return null===b?[2]:[4,f.markContextsLoaded([b])];case 1:return g.sent(),p.addAttachContext(b),a=b.getChildren().map(function(b){return b.getRuntimeId()}),[4,c.promiseTrigger("_subtreeLoaded","subtreeLoaded",a,d.NodeSource.LoadModel)];case 2:return g.sent(),[2]}})})}),r.push(k)):p.addPendingExternalModel(k)):
+(console.assert(null===k.value.externalModelInfo),this._reifyProductOccurrence(b,c,l,n,m,p,k,r));return p};b._parseBounding=function(b,c){var g=a(b.value),e=SC.UnspecifiedMeasurementUnit;null!==g.measurementUnit&&(e=g.measurementUnit);var k=1;e===SC.UnspecifiedMeasurementUnit?e=c:c!==SC.UnspecifiedMeasurementUnit&&(k=e/c);k=(new d.Matrix).setScaleComponent(k,k,k);var h=g.nodeInfo.localTransform;null!==h&&(k=d.Matrix.multiply(h,k));h=d.Box.invalid();var q=0;for(b=b.kids;q<b.length;q++){var r=this._parseBounding(b[q],
+e);r=k.transformBox(r);h.addBox(r)}b=g.externalModelInfo;if(null!==b){if(!f.ExternalModel.isNameInfo(b))throw new d.InternalLogicError;g=b.bounding;null===g||g.isDegenerate()||(b=b.measurementUnit||SC.UnspecifiedMeasurementUnit,c!==SC.UnspecifiedMeasurementUnit&&b!==SC.UnspecifiedMeasurementUnit&&(c=b/e,c=(new d.Matrix).setScaleComponent(c,c,c),k=d.Matrix.multiply(c,k)),g=k.transformBox(g),h.addBox(g))}return h};b.parseBounding=function(b,c){var a=d.Box.invalid(),g=0;for(b=b.treeInfos;g<b.length;g++)for(var e=
+0,k=b[g].kids;e<k.length;e++){var f=this._parseBounding(k[e],c);a.addBox(f)}return a};return b}();f.ModelFile=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a,d){var g=this;this._cameraTimeoutId=null;this._isFirstAttachment=!0;this._attachScope=0;null===d&&(d=13);console.assert(0<d);this._engine=c;this._view=b;this._callbackManager=a;this._parentToXmlAttachInfos=new Map;this._viewInfo=new f.ViewInfo(this._view);this._attachPriorityManager=new f.AttachPriorityManager;this._comparePriority=function(b,c){return g._attachPriorityManager.comparePriority(b,c)};this._attachQueue=this._createAttachQueue(d);
+this._prefetchScsQueue=this._createPrefetchScsQueue(d);this._registerCameraListener()}a.createWithEmptyModel=function(c,b,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,c.loadEmpty()];case 1:return g.sent(),[2,new a(c,b,d,e)]}})})};a.prototype._createAttachQueue=function(c){return new h.PriorityPromiseQueue(c,this._comparePriority,!1)};a.prototype._createPrefetchScsQueue=function(c){return new h.PriorityPromiseQueue(c+15,this._comparePriority,
+!1)};a.prototype._reprioritizeAttachments=function(){this._viewInfo=new f.ViewInfo(this._view);this._attachQueue.markDirty();this._prefetchScsQueue.markDirty();this._attachPriorityManager.onViewChange(this._viewInfo)};a.prototype._registerCameraListener=function(){var c=this,b=function(){c._onCameraChange()};this._callbackManager.bind({camera:b,_shutdownBegin:function(){null!==c._cameraTimeoutId&&(clearTimeout(c._cameraTimeoutId),c._cameraTimeoutId=null);c._callbackManager.unbind({camera:b})}})};
+a.prototype._onCameraChange=function(){var c=this;null!==this._cameraTimeoutId&&clearTimeout(this._cameraTimeoutId);this._cameraTimeoutId=this._engine.setTimeout(function(){c._cameraTimeoutId=null;c._reprioritizeAttachments()},500)};a.prototype._awaitAttachInfo=function(c,b,a,e,l){var g=this,k=null===e,p=new f.AttachInfoBuilder(b,a),q=!1,r=[],u=h.OpenPromise.create(),t=h.OpenPromise.create(),v=!1,w=function(){console.assert(!v);v=!0;g._cleanupAttachLowLevel();g._callbackManager.unbind(x)},z=null,
+x={_priorityMetaDataSent:function(c,a){c===b&&(p.registerPrototypeInstanceCount(a),u.resolve())},_announceModel:function(c,a){c===b&&(q=!0,p.registerMasterModelKey(a))},_inclusion:function(c,a,d){c===b&&(p.registerInclusion(a,d),r.push(d))},_remapModel:function(a,d,g){a===b&&c.remapModel(d,g)},_remapInclusion:function(a,d,g,e){a===b&&c.remapInclusion(d,g,e)},_missingModel:function(c,a){c===b&&(z=a)},_attached:function(c){if(c===b){if(!q){if(null!==z&&(k||l)){console.assert(0===r.length);t.reject(new d.MissingModelError(z));
+return}if(1!==r.length){t.reject(new d.LoadError("Bad model: Could not find master model key."));return}p.registerMasterModelKey(r[0])}c=[u];var a=g._isFirstAttachment;if(a){g._isFirstAttachment=!1;var e=g._callbackManager.promiseTrigger("_firstAttachment",null,k?h.AttachType.Direct:h.AttachType.Indirect);c.push(e)}return d.Util.waitForAll(c).catch(function(b){console.assert(!1);throw b;}).then(function(){return __awaiter(g,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return a&&
+1===this._engine.getSessionType()?[4,this._callbackManager.promiseTrigger("_firstBoundingReady",null)]:[3,2];case 1:b.sent(),b.label=2;case 2:return w(),t.resolve(p),[2]}})})})}}};this._callbackManager.bind(x);return t.catch(function(b){w();throw b;})};a.prototype._createPriority=function(c,b){return this._attachPriorityManager.createPriority(this._viewInfo,c,b)};a.prototype._cleanupAttachLowLevel=function(){};a.prototype._cleanupAttachHighLevel=function(c,b,a){return __awaiter(this,void 0,void 0,
+function(){return __generator(this,function(d){switch(d.label){case 0:return d.trys.push([0,,2,3]),[4,c];case 1:return[2,d.sent()];case 2:return null!==a&&this._forgetXmlAttachment(a),this._attachPriorityManager.destroyPriority(b),[7];case 3:return[2]}})})};a.prototype.newAttachScope=function(){return++this._attachScope};a.prototype._attachByStream=function(c,b,a,e,f,n,h,p){var g=this,k=d.Matrix.toMatrix12(e.m);e=this._createPriority(e,h);var l=this._attachQueue.push(function(){return __awaiter(g,
+void 0,void 0,function(){var d,g,e,l=this;return __generator(this,function(m){switch(m.label){case 0:d=this.newAttachScope(),g=this._awaitAttachInfo(b,d,n.get(),h,p),m.label=1;case 1:return m.trys.push([1,4,,5]),[4,c.enqueue(function(){return l._engine.attachModel(d,a,k,f,n.get())})];case 2:return m.sent(),[4,g];case 3:return[2,m.sent()];case 4:throw e=m.sent(),this._cleanupAttachLowLevel(),e;case 5:return[2]}})})},e);return this._cleanupAttachHighLevel(l,e,h)};a._getAllModelKeys=function(c){var b=
+c.getMasterModelKey();c=c.getAllInclusions();if(c[1]!==b)for(var a=2;a<c.length;a+=2)if(c[a+1]===b){var d=c[a];c[a]=c[0];c[a+1]=c[1];c[0]=d;c[1]=b;break}b=[];a=0;for(d=1;d<c.length;++a,d+=2)b[a]=c[d];return b};a.prototype.attachByNamedScsBuffer=function(c,b,g,e,l,n,m,p){return __awaiter(this,void 0,void 0,function(){var k,r,u,t,v,w=this;return __generator(this,function(q){c.getAutomaticMeasurementUnitScaling()||(n=SC.UnspecifiedMeasurementUnit);k=f.towardLoadContext(p.parent);r=d.Matrix.toMatrix12(l.m);
+u=this._createPriority(l,p);t=function(e){return __awaiter(w,void 0,void 0,function(){var l,q,u,t,v,w,x,z,G,J,K,I,L=this;return __generator(this,function(y){switch(y.label){case 0:return[4,function(){return __awaiter(L,void 0,void 0,function(){var a;return __generator(this,function(c){a=k.getScsModelKeysOf(b);return null===a?(k.initializeScsModelKeysOf(b),[2,e]):[2,a]})})}()];case 1:l=y.sent();q=k.getScsModelKeysOf(b);if(null===q)throw new d.InternalLogicError;u=this.newAttachScope();if(!(l instanceof
+Uint8Array||h.FetchApi.isSupported()&&l instanceof Response))return[3,7];v=!0;w=this._awaitAttachInfo(g,u,m.get(),p,!1);y.label=2;case 2:return y.trys.push([2,5,,6]),[4,c.enqueue(function(){var b=L._engine.attachScsBuffer(u,l instanceof Uint8Array?l:null,r,n,m.get(),v);l instanceof Uint8Array||L.streamScsData(u,l);return b})];case 3:return y.sent(),[4,w];case 4:return t=y.sent(),[3,6];case 5:throw x=y.sent(),this._cleanupAttachLowLevel(),x;case 6:return 0===q.state&&(z=a._getAllModelKeys(t),q.resolve(z)),
+[3,8];case 7:if(null===l)t=null,0===q.state&&q.resolve(null);else if(l instanceof Array){console.assert(0!==q.state);G=new f.AttachInfoBuilder(u,m.get());G.registerPrototypeInstanceCount(0);for(J=0;J<l.length;++J)K=l[J],I=this._engine.attachScsModelByKey(u,K,r,n,m.get()),G.registerInclusion(I,K),0===J&&G.registerMasterModelKey(K);t=G}else throw new d.InternalLogicError;y.label=8;case 8:return[2,t]}})})};v=function(){return __awaiter(w,void 0,void 0,function(){var a,c=this;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._prefetchScsQueue.push(function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(a){return[2,k.toScsBuffer(b,e)]})})},u)];case 1:return a=d.sent(),p.directlyRequested=!0,[2,this._attachQueue.push(function(){return t(a)},u)]}})})}();return[2,this._cleanupAttachHighLevel(v,u,p)]})})};a.prototype.streamScsData=function(a,b){var c=this;this._callbackManager.trigger("_fetchBegin",b.url,a);var d=b.body.getReader();this._engine.setTimeout(function(){return __awaiter(c,
+void 0,void 0,function(){var c,g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,d.read()];case 1:c=k.sent();g=c.done;e=c.value;if(g)return this._engine.feedScsBuffer(a,null),this._callbackManager.trigger("_fetchEnd",b.url,a),[2];this._engine.feedScsBuffer(a,e);return[3,0];case 2:return[2]}})})},0)};a.prototype._attachByScsBuffer=function(a,b,g,e,f,n){var c=this,k=d.Matrix.toMatrix12(e.m);e=this._createPriority(e,null);var l=this._attachQueue.push(function(){return __awaiter(c,
+void 0,void 0,function(){var c,d,e,l=this;return __generator(this,function(h){switch(h.label){case 0:c=this.newAttachScope(),d=this._awaitAttachInfo(b,c,n.get(),null,!1),h.label=1;case 1:return h.trys.push([1,4,,5]),[4,a.enqueue(function(){var b=l._engine.attachScsBuffer(c,g instanceof Uint8Array?g:null,k,f,n.get(),!1);g instanceof Uint8Array||l.streamScsData(c,g);return b})];case 2:return h.sent(),[4,d];case 3:return[2,h.sent()];case 4:throw e=h.sent(),this._cleanupAttachLowLevel(),e;case 5:return[2]}})})},
+e);return this._cleanupAttachHighLevel(l,e,null)};a.prototype.simpleAttach=function(a,b,g,e,f,n,h,p){a.getAutomaticMeasurementUnitScaling()||(f=SC.UnspecifiedMeasurementUnit);if("string"===typeof g)return this._attachByStream(a,b,g,e,f,n,h,p);if(null===h)return this._attachByScsBuffer(a,b,g,e,f,n);d.Util.TypeAssert(g);d.Util.TypeAssert(h);throw new d.InternalLogicError;};a.prototype.reset=function(){this._isFirstAttachment=!0;this._attachScope=0;this._parentToXmlAttachInfos.clear();this._attachPriorityManager.reset();
+this._attachQueue.killDeferred();return this._attachQueue.waitForIdle()};a.prototype.isIdle=function(){return this._attachQueue.isIdle()};a.prototype.notifyDirectRequest=function(a){a=this._parentToXmlAttachInfos.get(a);if(void 0!==a){for(var b=!1,c=0;c<a.length;c++){var d=a[c];d.directlyRequested||(b=d.directlyRequested=!0)}b&&this._reprioritizeAttachments()}};a.prototype.registerXmlAttachInfo=function(a){var b=a.parent,c=this._parentToXmlAttachInfos.get(b);void 0===c&&(c=[],this._parentToXmlAttachInfos.set(b,
+c));c.push(a)};a.prototype._forgetXmlAttachment=function(a){var b=a.parent,c=this._parentToXmlAttachInfos.get(b);1===c.length?(console.assert(c[0]===a),this._parentToXmlAttachInfos.delete(b)):(console.assert(1<c.length),a=c.indexOf(a),console.assert(0<=a),c.splice(a,1))};a.prototype.maxConcurrentAttachments=function(){return this._attachQueue.maxActivePromises()};return a}();f.ScAttacher=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(){this._remappedModelKeys=new Map;this._remappedInclusionKeys=new Map}a.prototype.remapModel=function(a,b){this._remappedModelKeys.set(b,a);this._remappedInclusionKeys.has(a)||this._remappedInclusionKeys.set(a,new Map)};a.prototype.remapInclusion=function(a,b,d){a=this._remappedInclusionKeys.get(a);console.assert(void 0!==a);a.set(d,b)};a.prototype.getEffectiveModelKey=function(a){var b=this._remappedModelKeys.get(a);return void 0!==
+b?b:a};a.prototype.getEffectiveInclusionKey=function(a,b){b=this._remappedInclusionKeys.get(b);return void 0!==b&&(b=b.get(a),void 0!==b)?b:a};return a}();d.ScKeyRemapper=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return(new DOMParser).parseFromString(b,"application/xml")}function e(b){return __awaiter(this,void 0,void 0,function(){var c,d;return __generator(this,function(g){switch(g.label){case 0:return[4,h.httpRequest(b)];case 1:return c=g.sent(),d=c.responseXML,null===d&&(d=a(c.responseText)),[2,d]}})})}function c(b){if(!b.hasChildNodes)return null;b=b.firstChild;if(!(b instanceof Comment))return null;b=b.data.split(" ");if(2!==b.length||"HC"!==b[0])return null;
+b=b[1].split(".");if(2!==b.length)return null;for(var a=0;a<b.length;a++)if(!h.isBase10Number(b[a]))return null;return[parseInt(b[0],10),parseInt(b[1],10)]}function b(b){b=b.getElementsByTagName("parsererror");if(0<b.length)throw new d.XmlParseError(b[0].textContent||"unknown error");}function g(b,a,c,d){return{getAttachScope:function(){return b},getMasterModelKey:function(){return d},getModelKeys:function(){return[d]},hasInclusions:function(){return!0},getAllInclusions:function(){return[c,d]},getInclusionsOf:function(b){return b===
+d?[c,d]:[]},hasModelIncluded:function(b){return b===d},attachedInvisibly:function(){return a},prototypeInstanceCount:function(){return 0}}}var k=function(){function k(b,a,c,d,g){this._loadQueue=new h.PromiseQueue(1,!1);this._activeLoadGeneration=this._activeLoadCount=0;this._isFirstLoad=!0;this._firstAssemblyDataHeader=null;console.assert(b.isInitialized());this._assemblyTree=b;this._scAttacher=a;this._engine=c;this._view=d;this._callbackManager=g;this._isScsSession=2===this._engine.getSessionType();
+this._nodesUntilNextSleep=2E3}k.prototype._resolveMeasurementUnits=function(b){if(this._assemblyTree.getAutomaticMeasurementUnitScaling()){var a=f.towardProductOccurrence(b.getParent());if(null===a)throw new d.InternalLogicError;var c=a.getMeasurementUnit(),g=b.getMeasurementUnit();c!==g&&(a=b.getLocalTransform(),null===a&&(a=new d.Matrix),c=g/c,a.m[0]*=c,a.m[5]*=c,a.m[10]*=c,b.setLocalTransformAsInitial(a))}};k.prototype._patchImplicitNodesByModelInc=function(b,a,c,d,g){var e=this,k=0;if(0!==d.length)for(var l,
+n=h.Lazy.create(function(){var d=b.get(),k=f.towardAttachContext(d),n=k.getAttachScope();l=k.attachedInvisibly();k=k.split(n,l,d);d.addAttachContext(k);d=new f.InclusionContext(e._assemblyTree,k,a,c);k.addInclusionContext(d);k=f.ProductOccurrence.createDynamic(e._assemblyTree,d,"Of Inclusion ("+a+")",null,null,!l,g);d.addProductOccurrence(k);return k}),m=0;m<d.length;m++){var p=d[m],q=this._assemblyTree.lookupAnyBodyByInstanceInc(a,p);if(null===q){q=n.get();var r="Implicit Body "+ ++k;q=this._assemblyTree.createMeshInstance(!0,
+a,p,null,r,q,!1,!1);l&&q.setVisibility(!1)}}};k.prototype._getPrototypeInstanceCountByAttachment=function(b){var a=new Set,c=0;b=b.getAllInclusions();for(var d=0;d<b.length;d+=2){var g=b[d],e=b[d+1];a.has(e)||(a.add(e),c+=this._assemblyTree.getInstanceCountByInclusion(g))}return c};k.prototype._patchImplicitNodesByAttachment=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,m,p,x,y,A,B=this;return __generator(this,function(q){switch(q.label){case 0:return console.assert(b.isLoaded()),
+g=null,e=h.Lazy.create(function(){var d=new f.ScKeyRemapper,e=a.getMasterModelKey();g=new f.AttachContext(d,a.getAttachScope(),a.attachedInvisibly(),e,b);d=new f.InclusionContext(B._assemblyTree,g,0,0);g.addInclusionContext(d);e=f.ProductOccurrence.createDynamic(B._assemblyTree,d,"Implicit Bodies",null,null,!a.attachedInvisibly(),c);d.addProductOccurrence(e);return e}),k=a.prototypeInstanceCount(),0!==k?[3,2]:[4,this._engine.instanceKeyInfo(a.getAttachScope(),0,1)];case 1:k=q.sent()[0],q.label=2;
+case 2:return l=this._getPrototypeInstanceCountByAttachment(a),l===k?[2]:[4,this._engine.instanceKeyInfo(a.getAttachScope(),0,0)];case 3:n=q.sent();m=a.getAllInclusions();for(p=0;p<m.length;p+=2)x=m[p],y=m[p+1],A=n.get(y),void 0!==A&&this._patchImplicitNodesByModelInc(e,x,y,A,c);l=this._getPrototypeInstanceCountByAttachment(a);if(l<k)throw new d.InternalLogicError;return null===g?[2]:[4,f.markContextsLoaded([g])];case 4:return q.sent(),b.addAttachContext(g),[2]}})})};k.prototype._updateOnDemandRequests=
+function(b){return __awaiter(this,void 0,void 0,function(){var a,c,d,g,e;return __generator(this,function(k){if(!this._assemblyTree.onDemandRequestsActive())return[2];a=b.getChildren();c=[];d=0;for(g=a;d<g.length;d++)e=g[d],this._assemblyTree.isBeingRequested(e)&&c.push(e);return[2,this._assemblyTree.requestNodes(this,c,!0)]})})};k.prototype._populateAttachment=function(b,a,c,d,g,e){return __awaiter(this,void 0,void 0,function(){var k;return __generator(this,function(f){switch(f.label){case 0:return console.assert(g===
+h.AttachType.Indirect===(null!==e)),[4,this._parseRootNodes(b,a,c,d,e)];case 1:return k=f.sent(),[4,this._postProcessAttachContext(a,d,g,k)];case 2:return f.sent(),[2,k]}})})};k.prototype._postProcessAttachContext=function(b,a,c,d){return __awaiter(this,void 0,void 0,function(){var g,e,k,l=this;return __generator(this,function(n){switch(n.label){case 0:return[4,f.WalkerAsync.forceLazyPromises(d)];case 1:return n.sent(),[4,this._assemblyTree.enqueue(function(){return f.synchronizePmiVisibilities(l._engine,
+d)})];case 2:return n.sent(),(g=this._assemblyTree.markImplicitNodesOutOfHierarchy())&&(g=0<d.getChildren().length||c===h.AttachType.Indirect),[4,this._patchImplicitNodesByAttachment(b,a,g)];case 3:return n.sent(),[4,this._updateOnDemandRequests(d)];case 4:return n.sent(),e=d.getChildren(),k=e.map(function(b){return b.getRuntimeId()}),this._callbackManager.trigger("_attachmentPopulated",k),[2]}})})};k.prototype._parseRootNodes=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,
+k,l,n,m,p,q,r=this;return __generator(this,function(u){switch(u.label){case 0:return e=d.getMasterModelKey(),k=d.getInclusionsOf(e),4294967295===e&&(console.assert(0===k.length),k.push(4294967295,4294967295)),l=new f.AttachContext(c,d.getAttachScope(),d.attachedInvisibly(),e,a),null!==g&&l.setReservedNodeIdOffset(g),n=new h.PromiseQueue(1,!0),[4,this._assemblyTree.enqueue(function(){return l.getRootNodeMetaData(r._assemblyTree)})];case 1:m=u.sent();p=function(a){n.push(function(){return r._parseRootNode(b,
+l,m,k[a],k[a+1])})};for(q=0;q<k.length;q+=2)p(q);return[4,n.waitForIdle()];case 2:return u.sent(),[2,l]}})})};k.prototype._parseRootNode=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,k;return __generator(this,function(l){switch(l.label){case 0:return console.assert(0!==d),[4,this._populateInclusion(b,a,c,d,g)];case 1:return e=l.sent(),e.hasAuthoredId()?(console.assert(!e.isLoaded()),k=f.towardInclusionContext(e),l=k.getParent(),l=l instanceof f.AttachContext&&l.getParent()instanceof
+f.LoadContext?!0:!1,l&&this._setupRootNode(e,!1)):null===e.getName()&&(a.removeProductOccurrence(e)||console.assert(!1)),[2]}})})};k.prototype._setupRootNode=function(b,a){console.assert(!b.isAbsoluteRoot());a&&b.markIsExternalModelRoot(this._assemblyTree);this._resolveMeasurementUnits(b)};k.prototype._populateInclusion=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,k,l=this;return __generator(this,function(n){switch(n.label){case 0:return console.assert(0!==d),e=new f.InclusionContext(this._assemblyTree,
+a,d,g),a.addInclusionContext(e),[4,function(){return __awaiter(l,void 0,void 0,function(){var d,g,k;return __generator(this,function(l){if(null===c||0===c.bytes.length)return d=null,null===c&&(d="Missing"),[2,f.ProductOccurrence.createDynamic(this._assemblyTree,e,d,null,null,!a.attachedInvisibly())];g=new f.AssemblyDataParser(c);k=f.ProductOccurrence.parseBinary(b,this._assemblyTree,e,g);return[2,f.ProductOccurrence.reify(b,this,this._assemblyTree,e,k,e)]})})}()];case 1:return k=n.sent(),e.addProductOccurrence(k),
+[2,k]}})})};k.prototype._rectifyLateVisibilityChange=function(b,a){return __awaiter(this,void 0,void 0,function(){var c,d,g,e;return __generator(this,function(k){c=f.towardAttachContext(a.getParent());d=f.towardProductOccurrence(a.getParent());console.assert(d===f.towardProductOccurrence(c));if(b.attachInvisibly||null===d||!d.isLoaded())return[2];g=d.isVisible();if(c.attachedInvisibly()===!g)return[2];e=g?2:0;return[2,f.updateVisibilitiesByAttachment(this._assemblyTree,this._engine,c,e)]})})};k.prototype._loadCleanup=
+function(b,a){console.assert(0<this._activeLoadCount);b.onLoadComplete();null!==a&&this._callbackManager.unbind(a);--this._activeLoadCount;this._assemblyTree.onLoadEnd();this._callbackManager.trigger("visibilityChanged",[],[])};k.prototype._wrap=function(b,a,c,g){var e=this,k=this._activeLoadGeneration;return this._loadQueue.push(function(){return __awaiter(e,void 0,void 0,function(){var e,f,l,n,m,p,q,r,u,C,E,F,H,G=this;return __generator(this,function(t){switch(t.label){case 0:this._assemblyTree.onLoadBegin();
+e=null;if(k!==this._activeLoadGeneration)throw this._loadCleanup(a,e),new d.LoadCancelledError;null===this._firstAssemblyDataHeader&&(e={_modelStructureHeaderParsed:function(b){return __awaiter(G,void 0,void 0,function(){return __generator(this,function(a){null!==e&&(null===this._firstAssemblyDataHeader&&(this._firstAssemblyDataHeader=b),this._callbackManager.unbind(e),e=null);return[2]})})}},this._callbackManager.bind(e,!0));t.label=1;case 1:return t.trys.push([1,3,,5]),[4,c];case 2:return t.sent(),
+[3,5];case 3:return f=t.sent(),[4,a.purgeContents()];case 4:throw t.sent(),this._loadCleanup(a,e),f;case 5:l=a.getParent();if(null===l)throw this._loadCleanup(a,e),new d.InternalLogicError;n=g===h.AttachType.Direct;if(!n)return[3,8];if(!a.hasChildren())return[3,6];l.addLoadContext(a);return[3,8];case 6:return[4,a.purgeContents()];case 7:t.sent(),t.label=8;case 8:this._loadCleanup(a,e);m=a.getChildren();p=[];q=0;for(r=m;q<r.length;q++)u=r[q],C=this._rectifyLateVisibilityChange(b,u),p.push(C);return[4,
+d.Util.waitForAll(p)];case 9:t.sent();if(!this._isFirstLoad)return[3,13];this._isFirstLoad=!1;a.markAsFirstLoad();E=m.map(function(b){return b.getRuntimeId()});F=!1;t.label=10;case 10:return t.trys.push([10,12,,13]),[4,this._callbackManager.promiseTrigger("_firstModelLoaded","firstModelLoaded",E,F,g)];case 11:return t.sent(),[3,13];case 12:throw H=t.sent(),console.assert(!1),H;case 13:return[2,a]}})})})};k.prototype._initLoad=function(b,a,c){++this._activeLoadCount;c=this._isScsSession&&c?new h.PromiseCache:
+null;return new f.LoadContext(b,a,c)};k._getNetMatrix=function(b,a){b=f.getNetMatrix(b);null!==a&&(b=d.Matrix.multiply(a,b));return b};k.prototype._lazyAttachInvisibly=function(b,a){return h.Lazy.create(function(){return a.attachInvisibly||!b.isVisible()})};k.prototype._loadBySingleAttach=function(b,a,c,d){var g=this,e=this._initLoad(a,d,!1);d=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var d,g,l,n,m,p,q;return __generator(this,function(r){switch(r.label){case 0:return[4,
+c];case 1:return d=r.sent(),g=new f.ScKeyRemapper,l=k._getNetMatrix(a,b.additionalMatrix),n=a.getMeasurementUnit(),m=this._lazyAttachInvisibly(a,b),[4,this._scAttacher.simpleAttach(this._assemblyTree,g,d,l,n,m,null,!1)];case 2:return p=r.sent(),[4,this._populateAttachment(b,e,g,p,h.AttachType.Direct,null)];case 3:return q=r.sent(),[4,f.markContextsLoaded([e,q])];case 4:return r.sent(),q.hasChildren()&&e.addAttachContext(q),[2,{}]}})})});return this._wrap(b,e,d,h.AttachType.Direct)};k.prototype._populateFromXml=
+function(b,a,c,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,h,m,p,q,A,B,D;return __generator(this,function(r){switch(r.label){case 0:e=c.documentElement;k=e.firstElementChild;for(l=null;null!==k;)"ModelFile"===k.localName&&(console.assert(null===l),l=f.ModelFile.parseXml(b,this._assemblyTree,a,k,g)),k=k.nextElementSibling;if(null===l)throw new d.XmlParseError('Expected "ModelFile" element.');n=!1;if(!this._isFirstLoad)return[3,2];h=SC.UnspecifiedMeasurementUnit;this._assemblyTree.getAutomaticMeasurementUnitScaling()&&
+(m=f.towardProductOccurrence(a),h=m.getMeasurementUnit());p=f.ModelFile.parseBounding(l,h);if(p.isDegenerate())return[3,2];n=!0;return[4,this._view.setViewOrientation(d.ViewOrientation.Iso,0,p)];case 1:r.sent(),r.label=2;case 2:return[4,f.ModelFile.reify(b,this._callbackManager,this,this._assemblyTree,a,l)];case 3:q=r.sent();A=0;for(B=q;A<B.length;A++)D=B[A],this._setupRootNode(D,!1);return!this._isFirstLoad||n?[3,5]:[4,this._view.setViewOrientation(d.ViewOrientation.Iso,0)];case 4:r.sent(),r.label=
+5;case 5:return[2]}})})};k.prototype._loadByXml=function(a,g,e,k,l){var n=this,m=this._initLoad(g,l,!0);l=h.LazyPromise.create(function(){return __awaiter(n,void 0,void 0,function(){var l,n,p,q,r,u,t,D,C;return __generator(this,function(v){switch(v.label){case 0:return[4,e];case 1:l=v.sent();b(l);n=c(l);if(null===n||!h.versionAtLeast([8,3],n))throw new d.XmlParseError("Bad version.");p=function(b){return k(b,n)};g.addLoadContext(m);q=f.towardInclusionContext(g);r=f.towardAttachContext(q);u=this._scAttacher.newAttachScope();
+t=this._lazyAttachInvisibly(g,a);D=r.split(u,t.get(),m);m.addAttachContext(D);C=q.split(this._assemblyTree,D);D.addInclusionContext(C);return[4,this._populateFromXml(a,C,l,p)];case 2:return v.sent(),[4,f.markContextsLoaded([m,D])];case 3:return v.sent(),[2,{}]}})})});return this._wrap(a,m,l,h.AttachType.Indirect)};k.prototype._attachExternalModelByInc=function(b,a){return __awaiter(this,void 0,void 0,function(){var c,d,g,e,k,l;return __generator(this,function(n){switch(n.label){case 0:return console.assert(0!==
+b.inclusionKey),c=f.towardAttachContext(a).getAttachScope(),d=b.modelKey,g=this._lazyAttachInvisibly(a,b.config),e=new f.ScKeyRemapper,k=new f.AttachContext(e,c,g.get(),d,a),[4,k.getRootNodeMetaData(this._assemblyTree)];case 1:return l=n.sent(),[4,this._populateInclusion(b.config,k,l,b.inclusionKey,b.modelKey)];case 2:return n.sent(),[2,k]}})})};k.prototype._attachExternalModelInfoByName=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,m,p,x,y,A,B=this;return __generator(this,
+function(q){switch(q.label){case 0:g=new f.ScKeyRemapper;e=this._lazyAttachInvisibly(a,b.config);k=a.getMeasurementUnit();q=f.getNetMatrix(a);if(0>=k||!B._assemblyTree.getAutomaticMeasurementUnitScaling())l=q;else{var r=c.getAttachContext().getParent();null===r?r=SC.UnspecifiedMeasurementUnit:(r=r.getParent(),r=null===r?SC.UnspecifiedMeasurementUnit:r.getMeasurementUnit());r=r===SC.UnspecifiedMeasurementUnit?1:k/r;l=1===r?q:d.Matrix.multiply(q,(new d.Matrix).setScaleComponent(r,r,r))}n={bounding:b.bounding,
+parent:a,directlyRequested:!1};if(!this._isScsSession)return[3,2];this._scAttacher.registerXmlAttachInfo(n);return[4,this._scAttacher.attachByNamedScsBuffer(this._assemblyTree,b.modelName,g,b.toAttachData,l,k,e,n)];case 1:return m=q.sent()||0,[3,8];case 2:return q.trys.push([2,7,,8]),[4,b.toAttachData(b.modelName)];case 3:p=q.sent();if(null!==p&&p!==d.EmptyModelName)return[3,4];m=0;return[3,6];case 4:if("string"!==typeof p)throw d.Util.TypeAssert(p),new d.InternalLogicError;d.Util.TypeAssert(p);this._scAttacher.registerXmlAttachInfo(n);
+return[4,this._scAttacher.simpleAttach(this._assemblyTree,g,p,l,k,e,n,b.config.allowMissingExternalModels)];case 5:m=q.sent(),q.label=6;case 6:return[3,8];case 7:x=q.sent();if(b.config.allowMissingExternalModels&&x instanceof d.MissingModelError)m=1;else throw x;return[3,8];case 8:if("number"===typeof m){d.Util.TypeAssert(m);y=this._scAttacher.newAttachScope();A=!e.get();a:{r=this._assemblyTree;var u=m,t=A;q=new f.AttachContext(g,y,t,0,a);switch(u){case 0:break a;case 1:u=new f.InclusionContext(r,
+q,0,0);q.addInclusionContext(u);r=f.ProductOccurrence.createDynamic(r,u,"Missing",null,null,!t);u.addProductOccurrence(r);break a;default:q=d.Util.TypeAssertNever(u)}}return[2,q]}return[2,this._populateAttachment(b.config,a,g,m,h.AttachType.Indirect,b.reservedNodeIdOffset)]}})})};k.prototype.isIdle=function(){return 0===this._activeLoadCount?(console.assert(this._scAttacher.isIdle()),!0):!1};k.prototype.waitOnCurrentLoads=function(){return this._loadQueue.waitOnLatest()};k.prototype.cancelPendingLoads=
+function(){++this._activeLoadGeneration;return this.waitOnCurrentLoads()};k.prototype.loadByStream=function(b,a,c){return c===d.EmptyModelName?(b=new f.LoadContext(a,d.EmptyModelName,null),Promise.resolve(b)):this._loadBySingleAttach(b,a,Promise.resolve(c),c)};k.prototype.loadByScsBuffer=function(b,a,c){return this._loadBySingleAttach(b,a,Promise.resolve(c),"*SCS Buffer*")};k.prototype.loadByScsFile=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){if(h.FetchApi.isSupported())return[2,
+this._loadBySingleAttach(b,a,h.FetchApi.request(c),c)];d=h.httpRequestBuffer(c);return[2,this._loadBySingleAttach(b,a,d,c)]})})};k.prototype.loadByXmlDoc=function(b,c,d,g){d="string"===typeof d?a(d):d;return this._loadByXml(b,c,Promise.resolve(d),g,"*XML Document*")};k.prototype.loadByXmlFile=function(b,a,c,d){var g=e(c);return this._loadByXml(b,a,g,d,c)};k.prototype.attachByExternalModelInfo=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,h,m;return __generator(this,
+function(p){switch(p.label){case 0:return f.ExternalModel.isNameInfo(b)?[4,this._attachExternalModelInfoByName(b,a,c)]:[3,2];case 1:return g=p.sent(),[3,4];case 2:return[4,this._attachExternalModelByInc(b,a)];case 3:g=p.sent(),p.label=4;case 4:e=[];k=g.getChildren();l=0;for(n=k;l<n.length;l++)h=n[l],this._setupRootNode(h,!0),m=this._rectifyLateVisibilityChange(b.config,h),e.push(m);return[4,d.Util.waitForAll(e)];case 5:return p.sent(),[2,g]}})})};k.prototype.loadByAssemblyData=function(b,a,c,d){return __awaiter(this,
+void 0,void 0,function(){var e,k,l,n,m,p,q,y,A=this;return __generator(this,function(r){e=h.AttachType.Direct;k=c[0];l=c[1];n=this._scAttacher.newAttachScope();m=!a.isVisible();p=g(n,m,k,l);q=this._initLoad(a,"*Assembly Data*",!1);y=h.LazyPromise.create(function(){return __awaiter(A,void 0,void 0,function(){var a,c,g;return __generator(this,function(h){switch(h.label){case 0:return a=new f.ScKeyRemapper,c=p.getMasterModelKey(),g=new f.AttachContext(a,n,p.attachedInvisibly(),c,q),[4,this._parseRootNode(b,
+g,d,k,l)];case 1:return h.sent(),[4,this._postProcessAttachContext(q,p,e,g)];case 2:return h.sent(),[4,f.markContextsLoaded([q,g])];case 3:return h.sent(),g.hasChildren()&&q.addAttachContext(g),[2,{}]}})})});return[2,this._wrap(b,q,y,e)]})})};k.prototype.reset=function(){this._isFirstLoad=!0;this._firstAssemblyDataHeader=null;return this._scAttacher.reset()};k.prototype.notifyDirectRequest=function(b){this._scAttacher.notifyDirectRequest(b)};k.prototype.onLoadChildProductOccurrence=function(){if(0===
+this._nodesUntilNextSleep)return this._nodesUntilNextSleep=2E3,this._engine.sleep(10);--this._nodesUntilNextSleep};k.prototype.firstAssemblyDataHeader=function(){return this._firstAssemblyDataHeader};return k}();f.TreeLoader=k})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a){var b=a.getCamera(),c=b.getPosition(),e=b.getTarget();e=d.Point3.subtract(e,c);var f=e.length();1E-7>f&&(f=1E-7);this._eyeDistanceInverse=1/f;e.scale(this._eyeDistanceInverse);a=a.getFullCameraMatrix();this._frustum=h.ConvexVolume.createFrustumFromMatrix(a);this._viewProjectionW=h.col4(a,3);this._cameraIsOrtho=b.getProjection()===d.Projection.Orthographic;this._position=h.toVec3(c);this._eye=h.toVec3(e)}a.prototype.calculateAttachHeuristic=
+function(a,b){var c=0;if(this._frustum.axisAlignedBoxNotOutside(b,a))return a=h.squaredNorm3(a),a=h.projectSquaredSize(b,a,this._viewProjectionW),0<a&&(c=h.sub3(b,this._position),b=1/(h.dot3(this._eye,c)*this._eyeDistanceInverse+1E-5),c=h.scale3(1/h.norm3(c),c),c=h.dot3(this._eye,c),b=Math.pow(b,6),this._cameraIsOrtho||(b*=5*Math.pow(c,10)),1E-5>b&&(b=1E-5),c=a*b),console.assert(0<=c),-c-1;c=1/(1+Math.exp(h.norm3(a)));console.assert(0<=c&&1>c);return c};return a}();f.ViewInfo=a})(h.Tree||(h.Tree=
+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){}a._parseUint_32=function(a){if(!h.isBase10Number(a))return null;a=parseInt(a,10);return 4294967295>=a?a:null};a._parseFloat=function(a){a=parseFloat(a);return isNaN(a)?null:a};a.parseFloat=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseFloat(a)};a._parseScKey=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseDataKey=function(a,b){return this._parseScKey(a,b)};a.parseMeshKey=
+function(a,b){return this._parseScKey(a,b)};a.parseInstanceKeyFromInc=function(a,b){a=a.getAttribute(b);if(null===a)return null;a=a.split(" ");return 2!==a.length||null===this._parseUint_32(a[0])?null:this._parseUint_32(a[1])};a.parseNodeId=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseLayerId=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseUint=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};
+a.parseUints=function(a,b){var c=a.getAttribute(b);if(null===c)return null;a=[];b=0;for(c=c.match(/[0-9]+/g)||[];b<c.length;b++){var d=this._parseUint_32(c[b]);if(null===d)return null;a.push(d)}return a};a.parseFloats=function(a,b){var c=a.getAttribute(b);if(null===c)return null;a=[];b=0;for(c=c.match(/\S+/g)||[];b<c.length;b++){var d=this._parseFloat(c[b]);if(null===d)return null;a.push(d)}return a};a.parseNodeIds=function(a,b){return this.parseUints(a,b)};a._parsePoint3=function(a,b){a=a.getAttribute(b);
+if(null===a)return null;a=a.split(" ");if(3!==a.length)return null;b=[];for(var c=0;c<a.length;c++){var e=Number(a[c]);if(isNaN(e))return null;b.push(e)}return new d.Point3(b[0],b[1],b[2])};a.parseBounding=function(a,b){a=a.getElementsByTagName(b);if(1!==a.length)return null;b=a[0];a=this._parsePoint3(b,"Min");if(null===a)return null;b=this._parsePoint3(b,"Max");return null===b?null:new d.Box(a,b)};return a}();f.XmlParser=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){(function(f){function a(a,b){var c="number"===typeof a;return c===("number"===typeof b)?a<b?-1:a>b?1:0:c?-1:1}var e=function(){function a(){console.assert(!1)}a.parseXml=function(b,a){var c=f.XmlParser.parseNodeId(a,"Id");null===c&&(console.assert(!1),c=b.generateDynamicNodeId());b=a.getAttribute("Name");for(var d=null,g=[],e=a.firstElementChild;null!==e;){if("Transformation"===e.localName)console.assert(null===d),d=f.Transform.parseXml(e),d.isIdentity()&&(d=null);else if("Attributes"===e.localName)for(var h=
+e.firstElementChild;null!==h;){console.assert("Attr"===h.localName);var q=f.Attribute.parseXml(h);g.push(q);h=h.nextElementSibling}e=e.nextElementSibling}e=a.getAttribute("ExchangeId");a=f.XmlParser.parseLayerId(a,"LayerId");return{nodeId:c,bits:1073741824,name:b,localTransform:d,attributes:g,header:f.AssemblyDataHeader.dynamic,exchangeId:e,layerId:a,genericTypeId:null,genericId:null,userDatas:null}};a.parseBinary=function(b,a,c){c.hasBits1(1)?b=a.parseNodeId():(console.assert(!1),b=b.generateDynamicNodeId());
+var d=c.hasBits1(2)?a.parseCString():null,g=1073741824;if(c.hasBits1(4)){var e=a.parseVisibility();e.shown||(g&=-1073741825);e.removed&&(g|=536870912)}e=null;c.hasBits1(8)&&(e=f.Transform.parseBinary(a),e.isIdentity()&&(e=null));var k=null;c.hasBits1(256)&&(k=a.parseDataKey());var h=c.hasBits1(33554432)?a.parseCString():null,r=c.hasBits1(67108864)?a.parseLayerId():null,u=null;c.hasBits2(16)&&(u=a.parseGenericTypeId());var t=null;c.hasBits2(32)&&(t=a.parseGenericId());var v=null;if(c.hasBits1(536870912)){v=
+new Map;c=a.parseCount_32();for(var w=0;w<c;++w){var z=a.parseUserDataIndex(),x=a.parseCount_32();x=a.parseBytes(x);v.set(z,x)}}return{nodeId:b,bits:g,name:d,localTransform:e,attributes:null!==k?k:[],header:a.getHeader(),exchangeId:h,layerId:r,genericTypeId:u,genericId:t,userDatas:v}};return a}();f.Node=e;e=function(){function c(b,a,e){this._bits=0;this._nodeId=e.nodeId;this._bits=e.bits;null!==e.name&&(this._name=e.name);null!==e.localTransform&&(this._localTransform=e.localTransform.copy());"number"===
+typeof e.attributes?this._lazyAttributes=c._lazyLoadAttributes(b,a,e.attributes,e.header):0<e.attributes.length&&(this._lazyAttributes=h.LazyPromise.create(e.attributes));null!==e.exchangeId&&(this._exchangeId=e.exchangeId);null!==e.layerId&&(this._layerId=e.layerId);null!==e.genericTypeId&&(this._genericTypeId=e.genericTypeId);null!==e.genericId&&(this._genericId=e.genericId);null!==e.userDatas&&(this._userDatas=d.Util.copyMap(e.userDatas))}c._lazyLoadAttributes=function(b,a,c,d){var g=this;return h.LazyPromise.create(function(){return __awaiter(g,
+void 0,void 0,function(){var g,e,k,l,n,h;return __generator(this,function(m){switch(m.label){case 0:return g=b.getAbstractScEngine(),[4,b.enqueue(function(){return g.safeGetMetaData(a,c)})];case 1:e=m.sent();k=[];if(null!==e)for(l=new f.AssemblyData(d,e),n=new f.AssemblyDataParser(l);n.hasNext();)h=f.Attribute.parseBinary(n),k.push(h);return[2,k]}})})})};c.prototype.hasAuthoredId=function(){return f.isAuthoredId(this._nodeId)};c.prototype.getAuthoredId=function(){return f.getAuthoredId(this._nodeId)};
+c.prototype.getName=function(){return void 0!==this._name?this._name:null};c.prototype.getExchangeId=function(){return void 0!==this._exchangeId?this._exchangeId:null};c.prototype.getAuthoredLayerId=function(){return void 0!==this._layerId?this._layerId:null};c.prototype.getGenericTypeId=function(){return void 0!==this._genericTypeId?this._genericTypeId:null};c.prototype.getGenericId=function(){return void 0!==this._genericId?this._genericId:null};c.prototype._hasBits=function(b){return h.hasBits(this._bits,
+b)};c.prototype.isLoaded=function(){return this._hasBits(-2147483648)};c.prototype.markLoaded=function(){this._bits|=-2147483648};c.prototype._setVisibility=function(b){this._bits|=524288;this._bits=b?this._bits|262144:this._bits&-262145};c.prototype.isVisible=function(){return this._hasBits(524288)?this._hasBits(262144):this.isInitiallyShown()};c.prototype.isInitiallyShown=function(){return this._hasBits(536870912)?!1:this._hasBits(1073741824)};c.prototype.setLocalTransformAsInitial=function(b){this._localTransform=
+b.copy()};c.prototype.overrideLocalTransform=function(b){this._localTransformOverride=b.copy()};c.prototype.hasLocalTransformOverride=function(){return void 0!==this._localTransformOverride};c.prototype.removeLocalTransformOverride=function(){console.assert(void 0!==this._localTransformOverride);delete this._localTransformOverride};c.prototype.getLocalTransform=function(){return void 0!==this._localTransformOverride?this._localTransformOverride:void 0!==this._localTransform?this._localTransform:null};
+c.prototype.getAttributes=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(a){return void 0!==this._lazyAttributes?[2,this._lazyAttributes.then(function(a){if(void 0!==b._lazyAttributes){for(var c=0;c<a.length;c++)b.addAttribute(a[c]);delete b._lazyAttributes}return b.getAttributes()})]:[2,h.TerseArray.toArray(this._attributes)]})})};c.prototype.addAttribute=function(b){this._attributes=h.TerseArray.push(this._attributes,b)};c.prototype.getUserDataIndices=
+function(){var b=[];void 0!==this._userDatas&&this._userDatas.forEach(function(a,c){b.push(c)});return b.sort(a)};c.prototype.getUserData=function(b){if(void 0!==this._userDatas){var a=this._userDatas.get(b);if(void 0!==a)return a}throw new d.InvalidIndexError(b);};return c}();f.NodeMixin=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function a(a,c,d,g){c=b.call(this,a,c,g.nodeInfo)||this;c._bits|=g.bits;c._parent=d;c._instanceInc=[g.inclusionKey,g.instanceKey];d=c.getAuthoredLayerId();null!==d&&a.registerNodeInLayer(c,d);null===d||c.isOutOfHierarchy()||a.registerTreeNodeInLayer(c,d);return c}__extends(a,b);a.prototype.setRequested=function(){this._bits|=1024};a.prototype.isRequested=function(){return this._hasBits(1024)};a.prototype.isOutOfHierarchy=function(){return this._hasBits(268435456)};
+a.prototype.preventFromResetting=function(){return this._hasBits(16384)};a.prototype.getInstanceInc=function(){return this._instanceInc};a.prototype.getParent=function(){return this._parent};return a}(f.NodeMixin);f.BodyMixin=a;var e=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;a.registerBodyInstance(c);return c}__extends(a,b);a.parseXml=function(b,a,c){b=f.Node.parseXml(b,a);a=f.XmlParser.parseInstanceKeyFromInc(a,"MeshInstanceKey");if(null===a)throw new d.XmlParseError('Expected "MeshInstanceKey" attribute.');
+return{nodeInfo:b,inclusionKey:c,instanceKey:a,bits:0}};a.parseBinary=function(b,a,c){var g=f.towardAttachContext(a),e=g.getRemapper(),k=g.getMasterModelKey();g=c.parseNodeParseBits();b=f.Node.parseBinary(b,c,g);a=g.hasBits1(131072)?c.parseInclusionKey(e,k):a.getInclusionKey();if(!g.hasBits1(262144))throw new d.AssemblyDataParseError('Expected "ScInstanceKey" in binary data.');c=c.parseInstanceKey();return{nodeInfo:b,inclusionKey:a,instanceKey:c,bits:0}};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);
+b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.createDynamic=function(b,c,d,g,e,h,r){var k=f.towardInclusionContext(h),l=f.towardAttachContext(k).getMasterModelKey();c={nodeInfo:{nodeId:b.massageAuthoredUserId(k,g),bits:1073741824,name:e,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},inclusionKey:c,instanceKey:d,bits:r};return new a(b,l,h,c)};a.prototype.getName=function(){var a=
+b.prototype.getName.call(this);if(null!==a)return a;a=this.getParent().getBodyInstances();if(1<a.length){for(var c=0;c<a.length;++c)if(this===a[c])return"body "+(c+1);console.assert(!1)}return"body"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().markBranchVisibilityDirty();this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.BodyInstance=e;var c=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;
+a.registerPmiBody(c);return c}__extends(a,b);a.parseBinary=function(b,a,c,d){b=e.parseBinary(b,a,c);d&&(d=b.nodeInfo,d=__assign({},d,{bits:d.bits&-1073741825}),b=__assign({},b,{nodeInfo:d}));return b};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.prototype.getName=function(){var b=this.getName();return null!==b?b:"PMI body"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().getParent().markBranchVisibilityDirty();
+this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.PmiBody=c;a=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;c._bits&=-1073741825;a.registerViewFrame(c);return c}__extends(a,b);a.parseXml=function(b,a,c){return e.parseXml(b,a,c)};a.parseBinary=function(b,a,c){return e.parseBinary(b,a,c)};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.prototype.getName=
+function(){var b=this.getName();return null!==b?b:"CAD View frame"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().getParent().markBranchVisibilityDirty();this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.ViewFrame=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b,a){var c=new h.PromiseQueue(1,!0);c.push(function(){return b.clear()});for(var d=function(a){c.push(function(){return b.addPlane(a,null)})},g=0;g<a.length;g++)d(a[g]);return c.waitForIdle()}function e(b,a){a.hasLocalTransformOverride()&&(a.removeLocalTransformOverride(),b.push(a))}var c=function(b){function c(a,g,e,m,p){var k=this,l=f.towardAttachContext(g).getMasterModelKey();k=b.call(this,a,l,{nodeId:e.nodeId,bits:0,name:e.name,localTransform:null,
+attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null})||this;k._parent=p;k._bits|=e.bits;k._activatedCuttingSectionIndex=null;null!==e.camera&&(k._camera={initial:e.camera.copy(),derived:e.camera.copy()});k._instanceMarkupKeysToShow=d.Util.toSet(e.instanceMarkupKeysToShow);c.isAuthoredViewInfo(e,m)?(k._nodesToShow=c._toRuntimeIds(g,e.nodesToShow),k._nodesToHide=c._toRuntimeIds(g,e.nodesToHide),0<e.transformMap.size&&(k._transformMap=
+new Map,e.transformMap.forEach(function(b,a){a=g.toRuntimeId(a);k._transformMap.set(a,b.copy())}))):(k._nodesToShow=d.Util.toSet(e.nodesToShow),k._nodesToHide=d.Util.toSet(e.nodesToHide),0<e.transformMap.size&&(k._transformMap=d.Util.copyMap(e.transformMap)));null!==e.viewFrameInfo&&(k._viewFrame=k._loadViewFrame(a,l,e.viewFrameInfo));0<e.cuttingPlanes.length&&(k._cuttingPlanes=h.TerseArray.fromArray(e.cuttingPlanes));a.registerCadView(k);return k}__extends(c,b);c.parseXml=function(b,a,c){var g=0,
+e=f.XmlParser.parseNodeId(a,"Id");if(null===e)throw new d.XmlParseError('Expected "Id" attribute.');var k=a.getAttribute("Name");if(null===k)throw new d.XmlParseError('Expected "Name" attribute');var l=function(b,a,c,g){b=b.getAttribute("Enabled");if(null===b)throw new d.XmlParseError("Expected "+c+" attribute");return a=h.setBit(a,g,"1"===b)},n=a.getAttribute("isAnnotationView");g=null===n?h.setBit(g,134217728,!1):h.setBit(g,134217728,"true"===n);var t=n=null,v=[],w=[],z=[],x=new Map,y=[],A=function(b){var a=
+f.XmlParser.parseUint(b,"Projection");if(null===a)throw new d.XmlParseError('Expected "Projection" attribute');var c=b.getAttribute("field");if(null===c)throw new d.XmlParseError('Expected "field" attribute');var g=c.split(" ");if(2!==g.length)throw new d.XmlParseError("Expected 2 field values");c=parseFloat(g[0]);g=parseFloat(g[1]);b=b.getAttribute("definition");if(null===b)throw new d.XmlParseError('Expected "definition" attribute');var e=b.split(" ");if(9!==e.length)throw new d.XmlParseError("Expected 9 definition values");
+var k=function(b,a){return new d.Point3(parseFloat(b[a]),parseFloat(b[a+1]),parseFloat(b[a+2]))};b=k(e,0);var l=k(e,3);e=k(e,6);return d.Camera.create(b,l,e,a,c,g)},B=function(b){var a=[];if(null===f.XmlParser.parseUint(b,"Count"))throw new d.XmlParseError('Expected "PMIToShow Count" attribute');b=f.XmlParser.parseNodeIds(b,"IDs");if(null===b)throw new d.XmlParseError('Expected "PMIToShow Ids" attribute');for(var c=0;c<b.length;c+=2)a.push(b[c+1]);return a},D=function(b){var a=[],c=f.XmlParser.parseUint(b,
+"Count");if(null===c)throw new d.XmlParseError('Expected "ClipPlanes Count" attribute');b=f.XmlParser.parseFloats(b,"Plane");if(null===b)throw new d.XmlParseError('Expected "Plane" attribute');if(b.length/4!==c)throw new d.XmlParseError("Expected "+c+" Planes");for(c=0;c<b.length;c+=4)a.push(d.Plane.createFromCoefficients(b[c],b[c+1],b[c+2],b[c+3]));return a},C=function(b){var a=new Map,c=f.XmlParser.parseUint(b,"Count");if(null===c)throw new d.XmlParseError('Expected "IDLocalTransform Count" attribute');
+b=f.XmlParser.parseFloats(b,"IDTransform");if(null===b)throw new d.XmlParseError('Expected "IDTransform" attribute');if(b.length/13!==c)throw new d.XmlParseError("Expected "+c+" IDTransform values");for(c=0;c<b.length;c+=13){var g=b[c],e=b,k=c,l=new d.Matrix;l.m[1]=e[k+1];l.m[2]=e[k+2];l.m[3]=e[k+3];l.m[4]=e[k+4];l.m[6]=e[k+5];l.m[7]=e[k+6];l.m[8]=e[k+7];l.m[9]=e[k+8];l.m[11]=e[k+9];l.m[12]=e[k+10];l.m[13]=e[k+11];l.m[14]=e[k+12];a.set(g,l)}return a};for(a=a.firstElementChild;null!==a;)"Camera"===
+a.localName?(console.assert(null===n),n=A(a)):"Frame"===a.localName?t=f.ViewFrame.parseXml(b,a,c.getInclusionKey()):"PMIToShow"===a.localName?v=B(a):"InstanceToShow"===a.localName?w=f.XmlParser.parseNodeIds(a,"IDs"):"InstanceToHide"===a.localName?z=f.XmlParser.parseNodeIds(a,"IDs"):"ClipPlanes"===a.localName?y=D(a):"IDLocalTransform"===a.localName?x=C(a):"IsCameraSet"===a.localName?g=l(a,g,"IsCameraSet",67108864):"IsPMIFilteringSet"===a.localName?g=l(a,g,"IsPMIFilteringSet",33554432):"IsGeomFilteringSet"===
+a.localName?g=l(a,g,"IsGeomFilteringSet",16777216):"IsCrosssectionSet"===a.localName?g=l(a,g,"IsCrosssectionSet",8388608):"IsExplosionSet"===a.localName?g=l(a,g,"IsExplosionSet",4194304):"IsCombineState"===a.localName&&(g=l(a,g,"IsCombineState",2097152)),a=a.nextElementSibling;return{nodeId:e,name:k,camera:n,instanceMarkupKeysToShow:v,viewFrameInfo:t,nodesToShow:null===w?[]:w,nodesToHide:null===z?[]:z,transformMap:x,cuttingPlanes:y,bits:g}};c.parseBinary=function(b,a,c){var g=c.parseViewParseBits(),
+e=c.parseNodeId(),k=null;h.hasBits(g,1)&&(k=c.parseCString());var l=0,n=!1;h.hasBits(g,256)?(n=!0,k+=" # Annotation View"):null!==k&&0<=k.indexOf("# Annotation View")&&(n=!0);n&&(l|=134217728);h.hasBits(g,1024)||(l|=33554432);h.hasBits(g,2048)||(l|=16777216);h.hasBits(g,4096)||(l|=8388608);h.hasBits(g,8192)||(l|=4194304);h.hasBits(g,16384)&&(l|=2097152);var t=h.hasBits(g,32768);t&&(l|=1048576);n=null;if(h.hasBits(g,2)){t=t?d.Projection.Perspective:d.Projection.Orthographic;var v=c.parsePoint3_32(),
+w=c.parsePoint3_32(),z=c.parsePoint3_32(),x=c.parseFloat_32(),y=c.parseFloat_32();!h.hasBits(g,512)&&(l|=67108864,n=d.Camera.create(v,w,z,t,x,y),0>x||0>y)&&(l|=8192)}t=[];if(h.hasBits(g,4))for(w=c.parseCount_32(),v=0;v<w;++v)z=c.parseInstanceKey(),t.push(z);w=null;h.hasBits(g,8)&&(w=f.ViewFrame.parseBinary(b,a,c));b=[];if(h.hasBits(g,16))for(a=c.parseCount_32(),v=0;v<a;++v)z=c.parseNodeId(),b.push(z);a=[];if(h.hasBits(g,32))for(z=c.parseCount_32(),v=0;v<z;++v)x=c.parseNodeId(),a.push(x);z=new Map;
+if(h.hasBits(g,64))for(x=c.parseCount_32(),v=0;v<x;++v){y=c.parseNodeId();var A=f.Transform.parseBinary(c);z.set(y,A)}x=[];if(h.hasBits(g,128))for(g=c.parseCount_32(),v=0;v<g;++v)y=c.parsePlane3_32(),x.push(y);return{nodeId:e,name:k,camera:n,instanceMarkupKeysToShow:t,viewFrameInfo:w,nodesToShow:b,nodesToHide:a,transformMap:z,cuttingPlanes:x,bits:l}};c.reify=function(b,a,d,g){var e=f.towardAttachContext(a);b=new c(b,a,d,0,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};c.createDynamic=function(b,
+a,d,g,e,h,r,u,t){for(var k=f.towardInclusionContext(a),l=b.generateDynamicNodeId(),n=[],m=0;m<e.length;m++)for(var p=0,q=e[m].getPmiBodies();p<q.length;p++){var B=q[p],D=f.towardInclusionContext(B);console.assert(k===D);B=B.getInstanceInc()[1];n.push(B)}return new c(b,k,{nodeId:l,name:d,camera:g,instanceMarkupKeysToShow:n,viewFrameInfo:null,nodesToShow:h,nodesToHide:r,transformMap:u,cuttingPlanes:null!==t?[t]:[],bits:67108864},1,a)};c.isAuthoredViewInfo=function(b,a){return 0===a};c._toRuntimeIds=
+function(b,a){for(var c=new Set,d=0;d<a.length;d++){var g=b.toRuntimeId(a[d]);c.add(g)}return c};c.prototype._loadViewFrame=function(b,a,c){return f.ViewFrame.reify(b,a,this,c)};c.prototype.getViewFrame=function(){return void 0!==this._viewFrame?this._viewFrame:null};c.prototype.getParent=function(){return this._parent};c.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};c.prototype.getBranchVisibility=function(){var b=this.isVisible()?2:1;void 0===this._viewFrame||this._viewFrame.isOutOfHierarchy()||
+(b|=this._viewFrame.isVisible()?2:1);return b};c.prototype.setVisibility=function(b){this._setVisibility(b)};c.prototype.isPmiFilteringSet=function(){return this._hasBits(33554432)};c.prototype.deactivate=function(b){var a=Promise.resolve();null!==this._activatedCuttingSectionIndex&&(b=b.getCuttingSection(this._activatedCuttingSectionIndex),null!==b&&(a=b.clear()),this._activatedCuttingSectionIndex=null);return a};c.prototype.activate=function(b,a,c,d,g,e,f){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(k){switch(k.label){case 0:return console.assert(null===this._activatedCuttingSectionIndex),[4,this._activateView(b,a,c,d,f)];case 1:return k.sent(),[2,this._activateCamera(b,a,g,e)]}})})};c.prototype._activateView=function(b,c,g,m,p){return __awaiter(this,void 0,void 0,function(){var k,l,n,t,v,w,z,x,y,A,B,D=this;return __generator(this,function(q){switch(q.label){case 0:return k=b.getRootNode(),null!==p&&console.assert(p.isAConfigurationNode()),l=0,n=new Map,t=[],v=[],w=e,void 0!==this._transformMap&&
+(w=function(b,a){var c=D._transformMap,d=a.getRuntimeId();c=c.get(d);void 0!==c?(a.overrideLocalTransform(c),b.push(a)):a.hasLocalTransformOverride()&&(a.removeLocalTransformOverride(),b.push(a))}),z={enterProductOccurrence:function(b){(p===b||0<l)&&++l;var a=b.forEachPmi(function(b){var a=b.getPmiBodies();if(0!==a.length){var c=!0;if(D.isPmiFilteringSet()){c=!1;for(var d=0;d<a.length;d++){var g=a[d];g=g.getInstanceInc()[1];if(D._instanceMarkupKeysToShow.has(g)){c=!0;break}}}null!==p&&(c=c&&0<l);
+n.set(b,c);for(b=0;b<a.length;b++)g=a[b],n.set(g,c)}}).then(function(){var a=b.getRuntimeId();D._nodesToHide.has(a)||b.isADrawingSheetNode()?n.set(b,!1):D._nodesToShow.has(a)&&(null!==p?n.set(b,0<l):n.set(b,!0));w(t,b);return b.forEachCadView(function(b){if(void 0!==b._viewFrame){var a=b===D;null!==p&&(a=a&&0<l);n.set(b,a);n.set(b._viewFrame,a)}})});v.push(a)},leaveProductOccurrence:function(){0<l&&--l},enterAnyBody:function(b){w(t,b);for(var a=null,c=b.getParent();null!==c&&null===a&&!(c instanceof
+f.Pmi);){var d=c.getRuntimeId();D._nodesToHide.has(d)?(a=!1,n.set(c,!1)):D._nodesToShow.has(d)&&(a=!0,n.set(c,!0));c=f.towardContainerNode(c.getParent())}null===a&&(d=b.getRuntimeId(),D._nodesToShow.has(d)?n.set(b,!0):D._nodesToHide.has(d)&&n.set(b,!1));null!==p&&0===l&&n.set(b,!1)}},[4,f.WalkerAsync.walk(z,k,f.WalkRestriction.None)];case 1:return q.sent(),[4,Promise.all(v)];case 2:return q.sent(),x=[],y=f.updateVisibilities(b,c,g,k,n,!0,!1,null),x.push(y),y=f.updateScMatrices(c,g,t,!1),x.push(y),
+[4,d.Util.waitForAll(x)];case 3:q.sent();A=h.TerseArray.toArray(this._cuttingPlanes);if(!(0<A.length))return[3,5];B=m.getCuttingSection(4);if(null===B)return[3,5];this._activatedCuttingSectionIndex=4;return[4,a(B,A)];case 4:return q.sent(),[2,B.activate()];case 5:return[2]}})})};c.prototype._activateCamera=function(b,a,c,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,h,m,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I,L,M,N,R,O,P,S,Q,T,U,V,W,X;return __generator(this,function(p){switch(p.label){case 0:return e=
+this._camera,void 0!==e?[3,3]:b.disableAutomaticFitWorld()?[3,2]:[4,c.fitWorld(g)];case 1:p.sent(),p.label=2;case 2:return[2];case 3:k=f.towardAttachRoot(this);l=f.towardAttachContext(k);n=f.towardProductOccurrence(l);h=f.getNetMatrix(l);null!==n&&(m=k.getMeasurementUnit(),w=n.getMeasurementUnit(),m!==w&&(z=m/w,x=new d.Matrix,x.setScaleComponent(z,z,z),h=d.Matrix.multiply(x,h)));e.derived=e.initial.transform(h);if(!this._hasBits(8192))return[3,8];y=!1;return void 0===this._viewFrame?[3,5]:[4,f.getBoundingByNodeId(b,
+a,[this._viewFrame.getRuntimeId()],7,!1,y)];case 4:return B=p.sent(),[3,7];case 5:return[4,a.getModelBounding(!0,!1,y)];case 6:B=p.sent(),p.label=7;case 7:return A=B,D=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition()),C=A.extents().length(),E=D.copy().normalize().scale(C),F=A.center(),H=d.Point3.subtract(F,E),e.derived.setPosition(H),e.derived.setTarget(F),e.derived.setWidth(C),e.derived.setHeight(C),[2,c._setCameraPromise(e.derived,g)];case 8:if(e.derived.getProjection()!==d.Projection.Orthographic)return[3,
+10];G=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition());return[4,a.getModelBounding(!0,!1,!1)];case 9:return A=p.sent(),J=d.Point3.subtract(A.center(),e.derived.getPosition()),K=1/G.length(),I=K*d.Point3.dot(G,J),0<I&&(G.scale(K),L=Math.max(e.derived.getWidth(),e.derived.getHeight()),M=d.Point3.add(e.derived.getPosition(),d.Point3.scale(G,I)),N=d.Point3.subtract(M,d.Point3.scale(G,2.5*L)),e.derived.setPosition(N),e.derived.setTarget(M)),[2,c._setCameraPromise(e.derived,g)];case 10:if(e.derived.getProjection()!==
+d.Projection.Perspective)return[3,12];R=.01;return[4,a.getModelBounding(!0,!1,!1)];case 11:A=p.sent();O=d.Point3.subtract(A.max,A.min).length();G=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition());P=G.length();S=P/O;if(0===O||S>R)return[2,c._setCameraPromise(e.derived,g)];Q=O*R*1.001;T=e.derived.getWidth()/P;U=e.derived.getHeight()/P;V=T*Q;W=U*Q;X=G.copy().normalize().scale(Q);F=d.Point3.add(e.derived.getPosition(),X);e.derived.setTarget(F);e.derived.setWidth(V);e.derived.setHeight(W);
+return[2,c._setCameraPromise(e.derived,g)];case 12:return[2,c._setCameraPromise(e.derived,g)]}})})};c.prototype.hasPmi=function(b){var a=f.towardInclusionContext(this).getInclusionKey(),c=f.towardInclusionContext(b).getInclusionKey();if(a!==c)return!1;a=0;for(b=b.getPmiBodies();a<b.length;a++)if(c=b[a].getInstanceInc()[1],this._instanceMarkupKeysToShow.has(c))return!0;return!1};c.prototype.isAnnotationView=function(){return this._hasBits(134217728)};c.prototype.setViewFrame=function(b){console.assert(void 0===
+this._viewFrame);this._viewFrame=b};return c}(f.NodeMixin);f.CadView=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b,c,e,f){var g=a.call(this,b,e,f.nodeInfo)||this;g._inclusionContextForNodeId=c;g._modelKey=e;0<f.repItemInfos.length&&(c=g._loadRepresentationItems(b,e,f.repItemInfos),g._repItems=d.TerseArray.fromArray(c));b.registerPartDefinition(g);return g}__extends(c,a);c.parseXml=function(b,a){var c=f.Node.parseXml(b,a);if(null===c.name){var d=a.getAttribute("FilePath");null!==d&&(c=__assign({},c,{name:d}))}d=[];for(a=a.firstElementChild;null!==
+a;){if("Body"===a.localName){var g=f.RepresentationItem.parseXml(b,a);d.push(g)}a=a.nextElementSibling}return{nodeInfo:c,repItemInfos:d}};c.parseBinary=function(b,a){var c=a.parseNodeParseBits(),d=f.Node.parseBinary(b,a,c),g=[];if(c.hasBits1(1024)){c=a.parseCount_32();for(var e=0;e<c;++e){var h=f.RepresentationItem.parseBinary(b,a);g.push(h)}}return{nodeInfo:d,repItemInfos:g}};c.reify=function(b,a,d,e){return new c(b,a,d,e)};c.createDynamic=function(b,a,d){var g=b.getRootNode();g=f.towardInclusionContext(g);
+a={nodeInfo:{nodeId:b.massageAuthoredUserId(g,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},repItemInfos:[]};return new c(b,g,0,a)};c.createMissing=function(b){b=this.createDynamic(b,null,null);b._bits|=4096;return b};c.prototype.isMissing=function(){return this._hasBits(4096)};c.prototype._loadRepresentationItems=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.RepresentationItem.reify(b,
+a,c[g],this);this._addRepresentationItem(e);d.push(e)}return d};c.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this._inclusionContextForNodeId)};c.prototype.getInclusionContextForNodeId=function(){return this._inclusionContextForNodeId};c.prototype.addReferrer=function(b){var a=f.towardLoadContext(b),c=f.towardLoadContext(this._inclusionContextForNodeId);console.assert(a===c);this._referrers=d.TerseArray.push(this._referrers,b)};c.prototype.createRepItem=function(b,a){b=f.RepresentationItem.createDynamic(b,
+a,null,this._modelKey,this);this._addRepresentationItem(b);return b};c.prototype._addRepresentationItem=function(b){this._repItems=d.TerseArray.push(this._repItems,b)};c.prototype.getRepresentationItems=function(){return d.TerseArray.toArray(this._repItems)};c.prototype.getReferrers=function(){return d.TerseArray.toArray(this._referrers)};c.prototype.removeAllReferrers=function(){for(var b=0,a=this.getReferrers();b<a.length;b++){var c=a[b].removePartDefinition();console.assert(this===c)}delete this._referrers};
+c.prototype.getModelKey=function(){return this._modelKey};return c}(f.NodeMixin);f.PartDefinition=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){a[a.Unknown=0]="Unknown";a[a.Text=1]="Text";a[a.Dimension=2]="Dimension";a[a.Arrow=3]="Arrow";a[a.Balloon=4]="Balloon";a[a.CircleCenter=5]="CircleCenter";a[a.Coordinate=6]="Coordinate";a[a.Datum=7]="Datum";a[a.Fastener=8]="Fastener";a[a.Gdt=9]="Gdt";a[a.Locator=10]="Locator";a[a.MeasurementPoint=11]="MeasurementPoint";a[a.Roughness=12]="Roughness";a[a.Welding=13]="Welding";a[a.Table=14]="Table";a[a.Other=15]="Other";a[a.GeometricalTolerance=16]=
+"GeometricalTolerance"})(f.PmiType||(f.PmiType={}));(function(a){a[a.Ident=1]="Ident";a[a.Target=2]="Target"})(f.PmiSubTypeDatum||(f.PmiSubTypeDatum={}));(function(a){a[a.Distance=1]="Distance";a[a.DistanceOffset=2]="DistanceOffset";a[a.DistanceCumulate=3]="DistanceCumulate";a[a.Chamfer=4]="Chamfer";a[a.Slope=5]="Slope";a[a.Ordinate=6]="Ordinate";a[a.Radius=7]="Radius";a[a.RadiusTangent=8]="RadiusTangent";a[a.RadiusCylinder=9]="RadiusCylinder";a[a.RadiusEdge=10]="RadiusEdge";a[a.Diameter=11]="Diameter";
+a[a.DiameterTangent=12]="DiameterTangent";a[a.DiameterCylinder=13]="DiameterCylinder";a[a.DiameterEdge=14]="DiameterEdge";a[a.DiameterCone=15]="DiameterCone";a[a.Length=16]="Length";a[a.LengthCurvilinear=17]="LengthCurvilinear";a[a.LengthCircular=18]="LengthCircular";a[a.Angle=19]="Angle"})(f.PmiSubTypeDimension||(f.PmiSubTypeDimension={}));(function(a){a[a.Fcf=1]="Fcf"})(f.PmiSubTypeGdt||(f.PmiSubTypeGdt={}));(function(a){a[a.Line=1]="Line";a[a.Spot=2]="Spot"})(f.PmiSubTypeWelding||(f.PmiSubTypeWelding=
+{}));(function(a){a[a.SymbolUser=1]="SymbolUser";a[a.SymbolUtility=2]="SymbolUtility";a[a.SymbolCustom=3]="SymbolCustom";a[a.GeometricReference=4]="GeometricReference";a[a.Region=5]="Region"})(f.PmiSubTypeOther||(f.PmiSubTypeOther={}));var a=function(){return function(a){this.faceIds=[];this.edgeIds=[];this.body=a}}();f.PmiTopologyReference=a;var e=function(c){function b(a,d,e,n){var g=f.towardAttachContext(d).getMasterModelKey();var k=0;e.initiallyShown&&(k|=1073741824);k=c.call(this,a,g,{nodeId:e.nodeId,
+bits:k,name:e.name,localTransform:null,attributes:e.attributesDataKey?e.attributesDataKey:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null})||this;k._bits|=16384;k._parent=n;k._packed=b._pack(e.pmiType,e.pmiSubType);n=0;for(var l=e.pmiBodyInfos;n<l.length;n++)k._pmiBodies=h.TerseArray.push(k._pmiBodies,k._loadPmiBody(a,g,l[n]));0<e.topoRefInfos.length&&(k._topoRefs=b._loadTopoRefs(d,e.topoRefInfos));if(0<e.topoRefs.length)if(void 0===
+k._topoRefs)k._topoRefs=e.topoRefs.slice();else for(d=0,e=e.topoRefs;d<e.length;d++)k._topoRefs.push(e[d]);a.registerPmi(k);return k}__extends(b,c);b.parseBinary=function(b,a,c){var d=c.parsePmiParseBits(),g=c.parseNodeId(),e=null;h.hasBits(d,1)&&(e=c.parseCString());var k=null;h.hasBits(d,4)&&(k=c.parseDataKey());var l=1;h.hasBits(d,16)&&(l=c.parseCount_32());for(var u=[],t=h.hasBits(d,8),v=0;v<l;++v){var w=f.PmiBody.parseBinary(b,a,c,t);u.push(w)}b=0<u.length?h.hasBits(u[0].nodeInfo.bits,1073741824):
+!1;a=c.parsePmiType();l=c.parsePmiSubType();t=[];if(h.hasBits(d,2))for(d=c.parseCount_32(),v=0;v<d;++v)w=f.ReferenceOnTopology.parseBinary(c),t.push(w);return{nodeId:g,name:e,attributesDataKey:k,pmiBodyInfos:u,initiallyShown:b,pmiType:a,pmiSubType:l,topoRefInfos:t,topoRefs:[]}};b.reify=function(a,c,d,e){var g=f.towardAttachContext(c);a=new b(a,c,d,e);g.attachedInvisibly()&&a.setVisibility(!1);return a};b.createDynamic=function(a,c,d,e,f,h,q,r){e={nodeId:a.generateDynamicNodeId(),name:e,attributesDataKey:null,
+pmiBodyInfos:q,initiallyShown:!0,pmiType:f,pmiSubType:h,topoRefInfos:[],topoRefs:r};return new b(a,c,e,d)};b._loadTopoRefs=function(b,a){for(var c=[],d=0;d<a.length;d++){var g=f.ReferenceOnTopology.reify(b,a[d]);c.push(g)}return c};b.prototype._loadPmiBody=function(b,a,c){return f.PmiBody.reify(b,a,this,c)};b.prototype.getPmiBodies=function(){return h.TerseArray.toArray(this._pmiBodies)};b._pack=function(b,a){return b+100*a};b.prototype.getPmiType=function(){return this._packed%100};b.prototype.getPmiSubType=
+function(){return Math.floor(this._packed/100)%100};b.prototype.getParent=function(){return this._parent};b.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};b.prototype.getBranchVisibility=function(){for(var b=this.isVisible()?2:1,a=0,c=h.TerseArray.toArray(this._pmiBodies);a<c.length;a++){var d=c[a];d.isOutOfHierarchy()||(b|=d.isVisible()?2:1)}return b};b.prototype.setVisibility=function(b){this._setVisibility(b)};b.prototype.getPmiTopologyReferences=function(b){if(void 0===
+this._topoRefs)return[];for(var c=new Map,g=0,e=this._topoRefs;g<e.length;g++){var f=e[g],h=f.getBodyInstanceInc();h=b.lookupAnyBodyByInstanceInc(h[0],h[1]);if(null!==h){var q=c.get(h);void 0===q&&(q=new a(h),c.set(h,q));switch(f.getTopoItemType()){case d.PmiTopoRef.Face:q.faceIds.push(f.getItemIndex());break;case d.PmiTopoRef.Edge:q.edgeIds.push(f.getItemIndex())}}}var r=[];c.forEach(function(b){r.push(b)});return r};return b}(f.NodeMixin);f.Pmi=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal=
+{}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(a,b){for(var c=[],e=0;e<a.length;e++){var f=b(a[e]);f&&c.push(f)}return d.Util.waitForAll(c)}var e=function(c){function b(a,e,l,n,m,p,q){var g=this;q=b._amendInfo(n,q);var k=f.towardAttachContext(m),t=k.getMasterModelKey();k=f.towardLoadContext(k);g=c.call(this,n,t,q.nodeInfo)||this;g._parent=p;g._bits=g._bits|q.productBits|32768;var v=q.nodeInfo.header;p=[];null!==q.prototypeDataKey&&(console.assert(null!==l),g._prototypeContext=g._loadPrototypeContext(e,
+l,n,m,q.prototypeDataKey,v));console.assert(null===q.quickAccessPartDefinitionDataId||null===q.partDefinition);null!==q.partDefinition?Array.isArray(q.partDefinition)?g._partDefinition=g._lazyLoadPartDefinitionById(n,m,q.partDefinition,v):g._partDefinition=g._lazyLoadPartDefinitionByInfo(n,m,q.partDefinition,t):null!==q.quickAccessPartDefinitionDataId&&(g._partDefinition=g._lazyLoadPartDefinitionById(n,m,q.quickAccessPartDefinitionDataId,v));if(0<q.childDataKeys.length){console.assert(null!==l);var w=
+function(){return __awaiter(g,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,this._loadProductOccurrences(e,l,n,m,q.childDataKeys,v)];case 1:return b=a.sent(),this._children=h.TerseArray.fromArray(b),[2]}})})}();p.push(w)}0<q.bodyInstanceInfos.length&&(t=g._loadBodyInstances(n,t,q.bodyInstanceInfos),g._bodyInstances=h.TerseArray.fromArray(t));0<q.cadViewInfos.length&&(t=g._loadCadViews(n,m,q.cadViewInfos),g._cadViews=h.TerseArray.fromArray(t));0<
+q.pmiInfos.length&&(t=g._loadPmis(n,m,q.pmiInfos),g._pmis=h.TerseArray.fromArray(t));null!==q.measurementUnit&&(g._measurementUnit=q.measurementUnit);null!==q.externalModelInfo&&(console.assert(null!==a),console.assert(null!==l),f.ExternalModel.canImplicitlyLoad(q.externalModelInfo)?(w=g._loadAndAttachExternalModel(l,m,q.externalModelInfo),p.push(w)):g._pendingExternalModels=h.TerseArray.push(g._pendingExternalModels,q.externalModelInfo));t=0;for(w=q.layerInfos;t<w.length;t++){var z=w[t],x=k.getRuntimeLayerId(z.id);
+null===x?n.createLayer(z.id,z.name,k):null!==z.name&&n.updateLayerName(x,z.name)}t=0;for(w=q.filters;t<w.length;t++)n.addFilter(w[t],k);k=g.getAuthoredLayerId();null!==k&&(n.registerNodeInLayer(g,k),g.isOutOfHierarchy()||n.registerTreeNodeInLayer(g,k));n.registerProductOccurrence(g);if(null===a){if(0<p.length)throw new d.InternalLogicError;}else a.resolve(d.Util.waitForAll(p));return g}__extends(b,c);b.parseXml=function(b,a,c,d,e){var g=c.getInclusionKey(),k=f.Node.parseXml(a,d),l=f.XmlParser.parseFloat(d,
+"Unit"),h=[],n=[],m=[],w=[],z=null,x=null,y=null;for(d=d.firstElementChild;null!==d;){if("PartDefinition"===d.localName){z=f.PartDefinition.parseXml(a,d);break}else if("BodyInstance"===d.localName){var A=f.BodyInstance.parseXml(a,d,g);h.push(A)}else if("Material"===d.localName)console.assert(null===x),x=f.SimpleMaterial.parseXml(d);else if("ExternalModel"===d.localName){if(console.assert(null===y),A=d.getAttribute("Name"),null!==A){y=f.XmlParser.parseFloat(d,"Unit");var B=f.XmlParser.parseBounding(d,
+"BoundingBox");y={config:b,modelName:A,bounding:B,measurementUnit:y,toAttachData:e,reservedNodeIdOffset:0}}}else"CADView"===d.localName?(A=f.CadView.parseXml(a,d,c),w.push(A)):"Filter"===d.localName?n.push(f.Filter.parseXml(d)):"Layer"===d.localName&&(A=f.Layer.parseXml(d),null!==A&&m.push(A));d=d.nextElementSibling}return{nodeInfo:k,productBits:0,childDataKeys:[],prototypeDataKey:null,partDefinition:z,quickAccessPartDefinitionDataId:null,externalModelInfo:y,bodyInstanceInfos:h,cadViewInfos:w,pmiInfos:[],
+measurementUnit:l,simpleMaterial:x,layerInfos:m,filters:n}};b.parseBinary=function(b,a,c,d){var g=f.towardAttachContext(c),e=g.getRemapper(),k=d.parseNodeParseBits();if(k.hasBits1(2097152)){var l=d.parseAssemblyDataVersion();l}k.hasBits2(8)&&g.setGenericTypeMaps(d.parseGenericTypes());l=f.Node.parseBinary(a,d,k);var h=0;k.hasBits1(4194304)&&(h=d.parseProductBits());var n=[];if(k.hasBits1(16))for(var v=d.parseCount_32(),w=0;w<v;++w){var z=d.parseDataKey();n.push(z)}z=v=null;if(k.hasBits1(32)&&(v=d.parseDataKey(),
+k.hasBits1(64))){z=d.parseModelKey(e);console.assert(0!==z);var x=d.parseDataKey();z=[z,x]}x=[];if(k.hasBits1(128)){var y=d.parseCount_32();for(w=0;w<y;++w){var A=f.BodyInstance.parseBinary(a,c,d);x.push(A)}}y=null;k.hasBits1(524288)&&(w=d.parseModelKey(e),console.assert(0!==w),y=d.parseInclusionKey(e,w),y={config:b,inclusionKey:y,modelKey:w});b=null;k.hasBits1(512)&&(w=d.parseModelKey(e),0===w&&(w=g.getMasterModelKey()),b=d.parseDataKey(),b=[w,b]);g=[];if(k.hasBits1(32768))for(e=d.parseCount_32(),
+w=0;w<e;++w)A=f.CadView.parseBinary(a,c,d),g.push(A);e=[];if(k.hasBits1(65536))for(A=d.parseCount_32(),w=0;w<A;++w){var B=f.Pmi.parseBinary(a,c,d);e.push(B)}c=null;k.hasBits1(16384)&&(c=d.parseFloat_64());k.hasBits1(16777216)&&(w=d.parsePoint3_64(),A=d.parsePoint3_64(),a.setViewAxes(w,A));a=[];if(k.hasBits1(134217728))for(A=d.parseCount_32(),w=0;w<A;++w)B=f.Layer.parseBinary(d),a.push(B);A=[];if(k.hasBits1(268435456))for(k=d.parseCount_32(),w=0;w<k;++w)B=f.Filter.parseBinary(d),A.push(B);return{nodeInfo:l,
+productBits:h,childDataKeys:n,prototypeDataKey:v,partDefinition:b,quickAccessPartDefinitionDataId:z,externalModelInfo:y,bodyInstanceInfos:x,cadViewInfos:g,pmiInfos:e,measurementUnit:c,simpleMaterial:null,layerInfos:a,filters:A}};b.reifySync=function(a,c,d,e,h,p){console.assert(0===h.childDataKeys.length);console.assert(null===h.externalModelInfo);var g=f.towardAttachContext(e);a=new b(null,a,c,d,e,p,h);g.attachedInvisibly()&&a.setVisibility(!1);return a};b.reify=function(a,c,d,e,f,p){return __awaiter(this,
+void 0,void 0,function(){var g,k;return __generator(this,function(l){switch(l.label){case 0:return g=h.OpenPromise.create(),k=new b(g,a,c,d,e,p,f),[4,g];case 1:return l.sent(),[2,k]}})})};b.createDynamic=function(a,c,e,h,m,p,q,r){void 0===q&&(q=!1);void 0===r&&(r=null);var g=f.towardInclusionContext(c);e={nodeInfo:{nodeId:a.massageAuthoredUserId(g,h),bits:p?1073741824:0,name:e,localTransform:m,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},productBits:q?268435456:0,childDataKeys:[],prototypeDataKey:null,partDefinition:null,quickAccessPartDefinitionDataId:null,bodyInstanceInfos:[],externalModelInfo:null,cadViewInfos:[],pmiInfos:[],measurementUnit:r,simpleMaterial:null,layerInfos:[],filters:[]};h=new d.LoadSubtreeConfig;h.attachInvisibly=!p;return new b(null,h,null,a,g,c,e)};b.createMissing=function(b,a){b=this.createDynamic(b,a,"Missing",null,null,!1);b._bits|=4096;return b};b.prototype.isMissing=function(){return this._hasBits(4096)};
+b._amendInfo=function(b,a){if(null!==a.nodeInfo.name)return a;var c=null;h.hasBits(a.productBits,2)?c=b.generateProductName():h.hasBits(a.productBits,4)?c=b.generateGroupName():h.hasBits(a.productBits,32)?c=b.generateDrawingSheetName():h.hasBits(a.productBits,8)&&(c=b.generateDrawingViewName());if(null===c)return a;b=__assign({},a.nodeInfo,{name:c});return __assign({},a,{nodeInfo:b})};b.prototype._loadExternalModel=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,
+function(e){if(f.ExternalModel.isNameInfo(c))return[2,b.attachByExternalModelInfo(c,this,a)];d=this.getAuthoredId();g=f.towardLoadContext(a);return g.handleExternalModel(d,a,c.inclusionKey)?[2,b.attachByExternalModelInfo(c,this,a)]:[2,null]})})};b.prototype._loadAndAttachExternalModel=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._loadExternalModel(b,a,c)];case 1:return d=g.sent(),null!==d&&this.addAttachContext(d),
+[2,d]}})})};b.prototype.loadPendingExternalModels=function(b){return __awaiter(this,void 0,void 0,function(){var a,c,d,g,e,q,r,u,t,v;return __generator(this,function(k){switch(k.label){case 0:if(!this.hasPendingExternalModels())return[2,[]];a=f.towardInclusionContext(this);c=[];d=0;for(g=h.TerseArray.toArray(this._pendingExternalModels);d<g.length;d++)e=g[d],q=this._loadAndAttachExternalModel(b,a,e),c.push(q);delete this._pendingExternalModels;r=[];u=0;return[4,Promise.all(c)];case 1:t=k.sent(),k.label=
+2;case 2:if(!(u<t.length))return[3,4];v=t[u];null!==v&&r.push(v);k.label=3;case 3:return u++,[3,2];case 4:return[2,r]}})})};b.prototype._lazyLoadPartDefinitionByInfo=function(b,a,c,d){b=f.PartDefinition.reify(b,a,d,c);return h.LazyPromise.create(b)};b.prototype._lazyLoadPartDefinitionById=function(b,a,c,d){var g=this,e=b.getAbstractScEngine(),k=f.towardLoadContext(a),l=b.lookupPartDefinitionByDataId(k,c[0],c[1]);if(null!==l)return h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var b;
+return __generator(this,function(a){switch(a.label){case 0:return[4,l];case 1:return b=a.sent(),b.addReferrer(this),[2,b]}})})});l=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var g,k,l,h,n,m,p;return __generator(this,function(q){switch(q.label){case 0:return g=c[0],k=c[1],[4,b.enqueue(function(){return e.safeGetMetaData(g,k)})];case 1:return l=q.sent(),null!==l?(h=new f.AssemblyData(d,l),n=new f.AssemblyDataParser(h),m=f.PartDefinition.parseBinary(b,n),p=f.PartDefinition.reify(b,
+a,g,m),p.addReferrer(this),[2,p]):[2,f.PartDefinition.createMissing(b)]}})})});b.registerPartDefinitionByDataId(k,c[0],c[1],l);return l};b._loadProductOccurrence=function(a,c,d,e,h,p){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(l){g=new f.AssemblyDataParser(h);k=b.parseBinary(a,d,e,g);return[2,b.reify(a,c,d,e,k,p)]})})};b.prototype._loadPrototypeContext=function(a,c,d,e,m,p){var g=this,k=f.towardAttachContext(e),l=f.towardLoadContext(k),n=k.getMasterModelKey();
+k=d.lookupPrototypeByDataId(l,n,m);null===k&&(k=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=d.getAbstractScEngine(),[4,d.enqueue(function(){return g.safeGetMetaData(n,m)})];case 1:return k=h.sent(),null!==k?(l=new f.AssemblyData(p,k),[2,b._loadProductOccurrence(a,c,d,e,l,v)]):[2,b.createMissing(d,v)]}})})}),k=new f.SharedPrototypeContext(k),d.registerPrototypeByDataId(l,n,m,k));var v=new f.PrototypeContext(k,
+e);v.addReferrer(this);return v};b.prototype._loadProductOccurrences=function(a,c,d,e,m,p){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,v,w,z,x,y,A,B;return __generator(this,function(q){switch(q.label){case 0:return g=f.towardAttachContext(e),l=k=g.getMasterModelKey(),n=d.getAbstractScEngine(),[4,d.enqueue(function(){return n.safeGetMetaDatas(l,m)})];case 1:v=q.sent(),w=[],z=0,q.label=2;case 2:if(!(z<m.length))return[3,9];x=void 0;if(null===v)return[3,6];y=v[z];v[z]=h.emptyBytes;A=new f.AssemblyData(p,
+y);return[4,b._loadProductOccurrence(a,c,d,e,A,this)];case 3:return x=q.sent(),(B=c.onLoadChildProductOccurrence())?[4,B]:[3,5];case 4:q.sent(),q.label=5;case 5:return[3,7];case 6:x=b.createMissing(d,this),q.label=7;case 7:w.push(x),q.label=8;case 8:return++z,[3,2];case 9:return[2,w]}})})};b.prototype._loadBodyInstances=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.BodyInstance.reify(b,a,this,c[g]);d.push(e)}return d};b.prototype._loadCadViews=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=
+f.CadView.reify(b,a,c[g],this);d.push(e);e.markLoaded()}return d};b.prototype._loadPmis=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.Pmi.reify(b,a,c[g],this);d.push(e)}return d};b.prototype.getParent=function(){return this._parent};b.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};b.prototype.isAbsoluteRoot=function(){return-2===this._nodeId};b.prototype.getPrototype=function(){return void 0!==this._prototypeContext?this._prototypeContext:null};b.prototype.isAConfigurationNode=
+function(){return this._hasBits(1)};b.prototype.isADefaultNode=function(){return this._hasBits(16)};b.prototype.isAProductNode=function(){return h.hasBits(this._bits,2)};b.prototype.isAGroupNode=function(){return h.hasBits(this._bits,4)};b.prototype.isADrawingSheetNode=function(){return h.hasBits(this._bits,32)};b.prototype.isADrawingViewNode=function(){return h.hasBits(this._bits,8)};b.prototype.addProductOccurrence=function(b){console.assert(b.getParent()===this);this._children=h.TerseArray.push(this._children,
+b);this._itemWasAdded()};b.prototype.addBodyInstance=function(b){console.assert(b.getParent()===this);this._bodyInstances=h.TerseArray.push(this._bodyInstances,b);this._itemWasAdded()};b.prototype.addCadView=function(b){console.assert(b.getParent()===this);this._cadViews=h.TerseArray.push(this._cadViews,b);this._itemWasAdded()};b.prototype.addPmi=function(b){console.assert(b.getParent()===this);this._pmis=h.TerseArray.push(this._pmis,b);this._itemWasAdded()};b.prototype.addLoadContext=function(b){console.assert(b.getParent()===
+this);this._childContexts=h.TerseArray.push(this._childContexts,b);this._itemWasAdded()};b.prototype.addAttachContext=function(b){console.assert(b.getParent()===this);this._childContexts=h.TerseArray.push(this._childContexts,b);this._itemWasAdded()};b.prototype._followPrototypesWhileEmpty=function(){if(void 0===this._prototypeContext||void 0!==this._children||void 0!==this._childContexts)return this;var b=this._prototypeContext.getProductOccurrence();return b.isResolved()?b.getResolved()._followPrototypesWhileEmpty():
+this};b.prototype.getRawPartDefinition=function(){if(void 0!==this._partDefinition)return this._partDefinition;if(void 0!==this._prototypeContext){var b=this._prototypeContext.getProductOccurrence();if(b.isResolved())return b.getResolved().getRawPartDefinition()}return null};b.prototype.getPartDefinition=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){b=this.getRawPartDefinition();if(b instanceof h.LazyPromise)return[2,h.Boxed.create(b)];if(b instanceof
+Promise)return[2,b];d.Util.TypeAssert(b);return[2,null]})})};b.prototype.getPartDefinitionSync=function(){console.assert(this.isLoaded());if(void 0!==this._partDefinition&&this._partDefinition.isResolved())return this._partDefinition.getResolved();if(void 0!==this._prototypeContext){var b=this._prototypeContext.getProductOccurrence();if(b.isResolved())return b.getResolved().getPartDefinitionSync()}return null};b.prototype._getChildren=function(){for(var b=h.TerseArray.toArray(this._children),a=0,
+c=h.TerseArray.toArray(this._childContexts);a<c.length;a++){var d=c[a].getChildren();h.append(b,d)}return b};b.prototype.getChildren=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,this._followPrototypesWhileEmpty()];case 1:return b=a.sent(),[2,b._getChildren()]}})})};b.prototype.getChildrenSync=function(){console.assert(this.isLoaded());var b=this.tryGetChildrenSync();if(null===b)throw new d.InternalLogicError;return b};
+b.prototype.tryGetChildrenSync=function(){var b=this._followPrototypesWhileEmpty();return b instanceof Promise?null:b._getChildren()};b.prototype.forEachChild=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return[4,this.getChildren()];case 1:return c=d.sent(),[2,a(c,b)]}})})};b.prototype.forEachBodyInstance=function(b){var c=this.getBodyInstances();return a(c,b)};b.prototype.forEachPmi=function(b){var c=this.getPmis();return a(c,
+b)};b.prototype.forEachCadView=function(b){var c=this.getCadViews();return a(c,b)};b.prototype.hasBodyInstances=function(){return void 0!==this._bodyInstances};b.prototype.getBodyInstances=function(){return h.TerseArray.toArray(this._bodyInstances)};b.prototype.getCadViews=function(){return h.TerseArray.toArray(this._cadViews)};b.prototype.getPmis=function(){return h.TerseArray.toArray(this._pmis)};b.prototype.setMeasurementUnit=function(b){this._measurementUnit=b};b.prototype.unsetMeasurementUnit=
+function(){this._measurementUnit=void 0};b.prototype.hasMeasurementUnit=function(){return void 0!==this._measurementUnit};b.prototype.getMeasurementUnit=function(){for(var b=this;null!==b;){if(void 0!==b._measurementUnit)return b._measurementUnit;b=f.towardProductOccurrence(b._parent)}return 1};b.prototype.getPhysicalProperties=function(){return __awaiter(this,void 0,void 0,function(){var b,a,c,d,e;return __generator(this,function(g){switch(g.label){case 0:return[4,this.getPartDefinition()];case 1:return b=
+g.sent(),null===b?[2,null]:[4,b.value];case 2:a=g.sent();c=a.getRepresentationItems();if(1!==c.length)return[2,null];d=c[0];e=d.getPhysicalProperties();return[2,e]}})})};b.prototype.setPartDefinition=function(b){console.assert(void 0===this._partDefinition);this._partDefinition=h.LazyPromise.create(b)};b.prototype.setPrototype=function(b){console.assert(void 0===this._prototypeContext);this._prototypeContext=b;this._markBranchVisibilityDirty(!1)};b.prototype.removePrototype=function(){if(void 0===
+this._prototypeContext)throw new d.InternalLogicError;var b=this._prototypeContext;delete this._prototypeContext;this._markBranchVisibilityDirty(!1);return b};b.prototype.getBranchVisibility=function(){this._updateBranchVisibility();return this._getBranchVisibility()};b.prototype._getBranchVisibility=function(){var b=this.isVisible()?2:1;this._hasBits(65536)&&(b|=2);this._hasBits(131072)&&(b|=1);return b};b.prototype._setBranchVisibility=function(b){this.isVisible()?console.assert(h.hasBits(b,2)):
+console.assert(h.hasBits(b,1));this._bits&=-196609;h.hasBits(b,1)&&(this._bits|=131072);h.hasBits(b,2)&&(this._bits|=65536)};b.prototype._updateBranchVisibility=function(){if(this._hasBits(32768)){var b=this.isVisible()?2:1,a=this._getSubBranchVisibilities();null!==a&&(b|=a);this._setBranchVisibility(b);this._bits&=-32769}};b.prototype._getSubBranchVisibilities=function(){for(var b=0,a=0,c=this.getChildrenSync();a<c.length;a++){var d=c[a].getBranchVisibility();b|=d;if(3===b)return 3}d=0;for(a=this.getBodyInstances();d<
+a.length;d++)if(c=a[d],!c.isOutOfHierarchy()&&(b|=c.isVisible()?2:1,3===b))return 3;a=0;for(c=this.getPmis();a<c.length;a++)if(d=c[a].getBranchVisibility(),b|=d,3===b)return 3;a=0;for(c=this.getCadViews();a<c.length;a++)if(d=c[a].getBranchVisibility(),b|=d,3===b)return 3;return 0===b?null:b};b.prototype._itemWasAdded=function(){3!==this._getBranchVisibility()&&this._markBranchVisibilityDirty(!0)};b.prototype._onItemRemoved=function(){1!==this._getBranchVisibility()&&this._markBranchVisibilityDirty(!1)};
+b.prototype.markBranchVisibilityDirty=function(){this._markBranchVisibilityDirty(!1)};b.prototype._markBranchVisibilityDirty=function(b){if(!(this._hasBits(32768)||b&&3===this._getBranchVisibility()))if(this._bits|=32768,this._parent instanceof f.PrototypeContext)for(var a=0,c=this._parent.getReferrers();a<c.length;a++)c[a]._markBranchVisibilityDirty(b);else if(a=f.towardProductOccurrence(this._parent),null!==a)return a._markBranchVisibilityDirty(b)};b.prototype.setVisibility=function(b){this.isVisible()!==
+b&&(this._setVisibility(b),this._markBranchVisibilityDirty(!1))};b.prototype._removeDirectChild=function(b){var a=h.TerseArray.toArray(this._children),c=a.length;a=a.filter(function(a){return a!==b});if(a.length===c)return!1;0===a.length?delete this._children:this._children=h.TerseArray.fromArray(a);this._onItemRemoved();return!0};b.prototype._removeIndirectChild=function(b){for(var a=!1,c=h.TerseArray.toArray(this._childContexts),d=0,g=c;d<g.length;d++)if(g[d].removeProductOccurrence(b)){a=!0;break}if(!a)return!1;
+c=c.filter(function(b){return b.hasChildren()});0===c.length?delete this._childContexts:this._childContexts=h.TerseArray.fromArray(c);this._onItemRemoved();return!0};b.prototype.removeProductOccurrence=function(b){return this._removeDirectChild(b)?!0:this._removeIndirectChild(b)};b.prototype.removeBodyInstance=function(b){var a=h.TerseArray.toArray(this._bodyInstances),c=a.length;a=a.filter(function(a){return a!==b});if(a.length===c)return!1;0===a.length?delete this._bodyInstances:this._bodyInstances=
+h.TerseArray.fromArray(a);this._onItemRemoved();return!0};b.prototype.purgeContents=function(){var b=this;this._markBranchVisibilityDirty(!1);var c=[];if(void 0!==this._partDefinition&&!this._partDefinition.isUnforced()){var e=this._partDefinition.then(function(a){a.removeAllReferrers();delete b._partDefinition});c.push(e)}void 0!==this._prototypeContext&&(e=this._prototypeContext.purgeContents(),c.push(e),delete this._prototypeContext);e=h.TerseArray.toArray(this._children);e=a(e,function(b){return b.purgeContents()});
+c.push(e);delete this._children;e=h.TerseArray.toArray(this._childContexts);e=a(e,function(b){return b.purgeContents()});c.push(e);delete this._childContexts;delete this._bodyInstances;delete this._cadViews;delete this._pmis;delete this._measurementUnit;return d.Util.waitForAll(c)};b.prototype.removePartDefinition=function(){if(void 0===this._partDefinition||!this._partDefinition.isResolved())throw new d.InternalLogicError;var b=this._partDefinition;delete this._partDefinition;return b.getResolved()};
+b.prototype.isOutOfHierarchy=function(){return this._hasBits(268435456)};b.prototype.markIsExternalModelRoot=function(b){console.assert(!this._hasBits(2048));this._bits|=2048;b.markSeenExternalModel()};b.prototype.isExternalModelRoot=function(){return this._hasBits(2048)};b.prototype.addPendingExternalModel=function(b){this._pendingExternalModels=h.TerseArray.push(this._pendingExternalModels,b)};b.prototype.hasPendingExternalModels=function(){return!h.TerseArray.isEmpty(this._pendingExternalModels)};
+return b}(f.NodeMixin);f.ProductOccurrence=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(c._faceMeasurementProps=d.faceMeasurementProps.slice());0<d.edgeMeasurementProps.length&&(c._edgeMeasurementProps=d.edgeMeasurementProps.slice());null!==d.physicalProps&&(c._physicalProps=d.physicalProps);if(0<d.faceAttributes.length){c._faceAttributes=[];for(var e=0,f=d.faceAttributes;e<f.length;e++)g=f[e],c._faceAttributes.push(g.copy())}if(0<d.edgeAttributes.length)for(c._edgeAttributes=[],e=0,d=d.edgeAttributes;e<d.length;e++)g=d[e],c._edgeAttributes.push(g.copy());a.registerRepresentationItem(c);
+return c}__extends(g,b);g.parseXml=function(b,a){b=f.Node.parseXml(b,a);a=f.XmlParser.parseMeshKey(a,"TCKey_Mesh");return{nodeInfo:b,meshKey:a,bodyType:c.Unknown,faceMeasurementProps:[],edgeMeasurementProps:[],physicalProps:null,faceAttributes:[],edgeAttributes:[]}};g.parseBinary=function(b,a){var c=a.parseNodeParseBits();b=f.Node.parseBinary(b,a,c);var g=a.parseBodyType(),e=null;c.hasBits1(8192)&&(e=a.parseMeshKey());var k=[];if(c.hasBits1(2048))for(var l=a.parseCount_32(),h=0;h<l;++h){var n=f.MeasurementProperty.Face.parseBinary(a);
+k.push(n)}n=[];if(c.hasBits1(4096))for(l=a.parseCount_32(),h=0;h<l;++h){var w=f.MeasurementProperty.Edge.parseBinary(a);n.push(w)}l=null;c.hasBits1(1048576)&&(l=f.PhysicalProperties.parseBinary(a));w=[];if(c.hasBits2(1)){var z=a.parseCount_32();for(h=0;h<z;h++){for(var x=[],y=a.parseCount_32(),A=0;A<y;A++){var B=f.Attribute.parseBinary(a);x.push(B)}w.push(new d.SubentityAttributes(x))}}z=[];if(c.hasBits2(2))for(c=a.parseCount_32(),h=0;h<c;h++){x=[];y=a.parseCount_32();for(A=0;A<y;A++)B=f.Attribute.parseBinary(a),
+x.push(B);z.push(new d.SubentityAttributes(x))}return{nodeInfo:b,meshKey:e,bodyType:g,faceMeasurementProps:k,edgeMeasurementProps:n,physicalProps:l,faceAttributes:w,edgeAttributes:z}};g.reify=function(b,a,c,d){return new g(b,a,c,d)};g.createDynamic=function(b,a,d,e,k){var l=k.getInclusionContextForNodeId();a={nodeInfo:{nodeId:b.massageAuthoredUserId(l,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},meshKey:null,bodyType:c.Unknown,faceMeasurementProps:[],edgeMeasurementProps:[],physicalProps:null,faceAttributes:[],edgeAttributes:[]};return new g(b,e,a,k)};g.prototype.setPhysicalProperties=function(b){this._physicalProps=b};g.prototype.getPhysicalProperties=function(){return void 0!==this._physicalProps?this._physicalProps:null};g.prototype.getParent=function(){return this._parent};g.prototype.getFaceCount=function(){return void 0!==this._faceMeasurementProps?this._faceMeasurementProps.length:
+0};g.prototype.getEdgeCount=function(){return void 0!==this._edgeMeasurementProps?this._edgeMeasurementProps.length:0};g.prototype.getFaceAttributes=function(b){return a(this._faceAttributes,b)};g.prototype.getEdgeAttributes=function(b){return a(this._edgeAttributes,b)};g.prototype.getFaceMeasurementProperty=function(b){return a(this._faceMeasurementProps,b)};g.prototype.getEdgeMeasurementProperty=function(b){return a(this._edgeMeasurementProps,b)};g.prototype.setFaceMeasurementProperty=function(b,
+a){this._faceMeasurementProps=e(this._faceMeasurementProps,b,a.copy())};g.prototype.setEdgeMeasurementProperty=function(b,a){this._edgeMeasurementProps=e(this._edgeMeasurementProps,b,a.copy())};g.prototype.getBodyType=function(){return this._bodyType};g.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this._parent.getInclusionContextForNodeId())};return g}(f.NodeMixin);f.RepresentationItem=b})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+d.AttributeType.Int;break;case "f":b=d.AttributeType.Float;break;case "t":b=d.AttributeType.Time;break;case "s":b=d.AttributeType.String}c=c.getAttribute("Value");null!==c&&(e=c);return new a(b,g,e)};a.prototype.getType=function(){return this._type};a.prototype.getTitle=function(){return this._title};a.prototype.getValue=function(){return this._value};a.prototype.copy=function(){return new a(this._type,this._title.slice(),this._value.slice())};return a}();f.Attribute=a})(h.Tree||(h.Tree={}))})(d.Internal||
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+console.assert(!1);return null};return a}();f.ColorTable=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+return c};return b}();f.FilterEntities=a;var e=function(){function b(){this.isInclusive=!1;this.authoredIds=[]}b.parseBinary=function(a){var c=new b;c.isInclusive=a.parseBoolean();for(var d=a.parseCount_32(),g=0;g<d;g++)c.authoredIds.push(a.parseLayerId());return c};b.parseXml=function(a){var c=new b;c.isInclusive="1"===a.getAttribute("Inclusive");var d=f.XmlParser.parseUints(a,"Ids");null!==d?(c.authoredIds=d,a=a.getAttribute("Count"),null!==a&&(a=parseInt(a,10),console.assert(a===c.authoredIds.length))):
+console.error("'Layers' tag has missing or malformed 'Ids' attribute");return c};return b}();f.FilterLayers=e;var c=function(){function b(){this.isDisplayfilter=!1;this.name=null;this.isActive=!1;this.entities=this.layers=null}b.parseBinary=function(c){var g=new b,f=null,h=null,m=c.parseLayerParseBits();g.isDisplayfilter=c.parseBoolean();d.hasBits(m,1)&&(g.name=c.parseCString());g.isActive=c.parseBoolean();d.hasBits(m,2)&&(f=e.parseBinary(c));d.hasBits(m,4)&&(h=a.parseBinary(c));g.layers=f;g.entities=
+h;return g};b.parseXml=function(c){var d=new b,g=c.getAttribute("Name");null!==g&&(d.name=g);d.isDisplayfilter="1"===c.getAttribute("Display");d.isActive="1"===c.getAttribute("Active");for(g=c.firstElementChild;null!==g;g=g.nextElementSibling)"Layers"===g.localName?(console.assert(null===d.layers),d.layers=e.parseXml(g)):"Entities"===g.localName?(console.assert(null===d.entities),d.entities=a.parseXml(g)):console.error("Unknown tag: "+c.localName);return d};return b}();f.Filter=c})(d.Tree||(d.Tree=
+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+"EmissiveAlpha")||0,l=f.XmlParser.parseFloat(c,"SpecularAlpha")||0,h=f.XmlParser.parseFloat(c,"Shininess")||0,m=f.XmlParser.parseUint(c,"AmbientIndice"),p=f.XmlParser.parseUint(c,"DiffuseIndice"),q=f.XmlParser.parseUint(c,"EmissiveIndice");c=f.XmlParser.parseUint(c,"SpecularIndice");return new a(b,d,e,l,h,m,p,q,c)};a.prototype.getAmbientColorIndex=function(){return void 0!==this._ambientIndex?this._ambientIndex:null};a.prototype.getDiffuseColorIndex=function(){return void 0!==this._diffuseIndex?this._diffuseIndex:
+null};a.prototype.getEmissiveColorIndex=function(){return void 0!==this._emissiveIndex?this._emissiveIndex:null};a.prototype.getSpecularColorIndex=function(){return void 0!==this._specularIndex?this._specularIndex:null};a.prototype.getAmbientAlpha=function(){return this._ambientAlpha};a.prototype.getDiffuseAlpha=function(){return this._diffuseAlpha};a.prototype.getEmissiveAlpha=function(){return this._emissiveAlpha};a.prototype.getSpecularAlpha=function(){return this._specularAlpha};a.prototype.getShininess=
+function(){return this._shininess};return a}();f.Material=a;a=function(){function a(a,b){null!==a&&(this._color=a);null!==b&&(this._alpha=b)}a.parseXml=function(c){console.assert("Material"===c.localName);var b=null,g=null;c=c.getAttribute("Color");if(null!==c){var e=c.split(" ");if(4!==e.length)throw new d.XmlParseError('Expected "Color" attribute to have four channel components.');b=parseFloat(e[0]);g=parseFloat(e[1]);c=parseFloat(e[2]);e=parseFloat(e[3]);b=new d.Color(b,g,c);g=e}return new a(b,
+g)};a.prototype.getColor=function(){return void 0!==this._color?this._color:null};a.prototype.getAlpha=function(){return void 0!==this._alpha?this._alpha:null};return a}();f.SimpleMaterial=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+function(){return[this._inclusionKey,this._bodyInstanceKey]};a.prototype.getTopoItemType=function(){return this._topoItemType};a.prototype.getItemIndex=function(){return this._itemIndex};return a}();d.ReferenceOnTopology=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){b.markLoaded();var a=0;for(b=b.getRepresentationItems();a<b.length;a++)b[a].markLoaded()}function e(b){b=b.getRawPartDefinition();if(null!==b){if(b instanceof h.LazyPromise)return b.isResolved()?void 0:b.then(a);d.Util.TypeAssert(b);return b.then(function(b){if(null!==b&&(b=b.value,!b.isResolved()))return b.then(a)})}}function c(b){var a=f.forcePrototype(b);return void 0!==a?a.then(function(){return e(b)}):e(b)}f.forcePartDefinition=c;f.forcePartDefinitions=
+function(b){return __awaiter(this,void 0,void 0,function(){var a,e;return __generator(this,function(g){switch(g.label){case 0:return a=[],e={enterProductOccurrence:function(b){b=c(b);void 0!==b&&a.push(b)}},[4,f.WalkerAsync.walk(e,b,f.WalkRestriction.None)];case 1:return g.sent(),[2,d.Util.waitForAll(a)]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+case 1:return e.sent(),[2,d.Util.waitForAll(b)]}})})}f.forcePrototype=a;f.forcePrototypes=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+e){return a(f.WalkerAsync,c,b,d,e,f.WalkRestriction.None)};f.gatherInstanceIncsSync=e;f.gatherInstanceIncsByNodeIdsSync=function(a,b,g,k){for(var c=null,h=new Set,m=0;m<b.length;m++){var p=b[m],q=a.lookupAnyTreeNode(p);if(null===q)throw new d.InvalidNodeIdError(p);p=f.isOutOfHierarchy(q);p=e(q,g,p,h,k);if(null===c)c=p;else for(q=0;q<p.length;q++)c.push(p[q])}return null!==c?c:[]}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+0;p<m;++p)q=h[p],null!==q&&(r=b[p],u=r.getParent().getRuntimeId(),l.set(u,q));return[2,l]}})})}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+case 1:k.sent();m=0;for(p=b;m<p.length;m++)q=p[m],q.markLoaded();return[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.setMeshLevels=function(a,e,c){var b=[],g=new Set,f=function(b){if(g.has(b))return!1;g.add(b);return!0};f={followProductOccurrence:f,followPmi:f,followCadView:f,followAnyBody:f,enterAnyBody:function(a){a.isOutOfHierarchy()||(a=a.getInstanceInc(),b.push(a[0],a[1]))}};for(var l=0;l<e.length;l++)d.WalkerSync.walk(f,e[l],d.WalkRestriction.None);a.setMeshLevel(b,c)}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){f.updateScMatrices=function(a,e,c,b){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,m,p,q,r,u,t,v,w,z=this;return __generator(this,function(x){switch(x.label){case 0:g=[];k=[];l=[];n=new Set;m=function(b){if(n.has(b))return!1;n.add(b);b=b.getLocalTransform();if(null!==b){var a=h.last(g);a=d.Matrix.multiply(b,a);g.push(a)}return!0};p=function(b){null!==b.getLocalTransform()&&(console.assert(1<g.length),g.pop())};q={followProductOccurrence:m,leaveProductOccurrence:p,
+followPmi:m,leavePmi:p,followCadView:m,leaveCadView:p,followAnyBody:m,enterAnyBody:function(a){if(!a.isOutOfHierarchy()||b)a=a.getInstanceInc(),l.push(a[0],a[1]),k.push(h.last(g))},leaveAnyBody:p};r=new h.PromiseQueue(1,!0);u=function(b){var a=h.Lazy.create(function(){return __awaiter(z,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return console.assert(0===g.length),a=f.getNetMatrix(b.getParent()),g.push(a),[4,f.WalkerAsync.walk(q,b,f.WalkRestriction.None)];
+case 1:return c.sent(),console.assert(1===g.length),g.pop(),[2]}})})});r.push(a)};t=0;for(v=c;t<v.length;t++)w=v[t],u(w);return[4,r.waitForIdle()];case 1:return x.sent(),console.assert(2*k.length===l.length),[4,a.setMatrices(l,k)];case 2:return x.sent(),e.trigger("_updateTransform",b),[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){function a(b){for(var a=[],c=0;c<b.length;c++){var d=b[c].getInstanceInc();a.push(d[0],d[1])}return a}function e(b){for(var a=[],c=0;c<b.length;c++){var d=b[c].getRuntimeId();a.push(d)}return a}function c(b,c,k,l,h,m,p,q,r){return __awaiter(this,void 0,void 0,function(){var g,n,v,w,z,x,y,A,B,D,C,E,F,H;return __generator(this,function(u){switch(u.label){case 0:if(l instanceof f.AttachContext)switch(console.assert(0===h.size),console.assert(null===k),console.assert(null===
+r),console.assert(null!==m),g=function(b){l.getChildren().forEach(function(a){h.set(a,b)})},m){case 0:console.assert(!0===q);g(!1);break;case 1:g(!0);break;case 2:console.assert(p),console.assert(!0===q)}else console.assert(null===m);null!==r&&console.assert(r.isAConfigurationNode());n=0;null===q&&(q=b.getInitiallyHiddenStayHidden());v=[];w=[];z=[];x=function(b){var a=y(b,!1);null!==a&&b.setVisibility(a)};y=function(b,a){var c=h.get(b);void 0!==c?z.push(c):0<z.length&&z.push(d.last(z));if(f.isOutOfHierarchy(b))return null;
+if(null!==r&&0===n)return!1;if(void 0!==c)return c;c=b.isVisible();var g=b.isInitiallyShown();if(0<z.length){if(a=d.last(z),a!==c)return a&&!g&&q?b instanceof f.PmiBody&&(b=b.getParent(),!0===h.get(b))?!0:null:a}else if(p&&c!==g&&!a)return g;return null};A=function(b){0<z.length&&z.pop()};B={enterProductOccurrence:function(b){(r===b||0<n)&&++n;x(b)},leaveProductOccurrence:function(b){A(b);0<n&&--n},enterPmi:x,leavePmi:A,enterCadView:x,leaveCadView:A,enterAnyBody:function(b){var a=b.preventFromResetting();
+a=y(b,a);null!==a&&(b.setVisibility(a),a?v.push(b):w.push(b))},leaveAnyBody:A};return[4,f.WalkerAsync.walk(B,l,f.WalkRestriction.None)];case 1:return u.sent(),console.assert(0===z.length),null===m?(D=a(v),C=a(w),c.pauseRendering(),c.setPartVisibility(D,!0,!0),c.setPartVisibility(C,!1,!0),c.resumeRendering(),null!==k&&(E=e(v),F=e(w),k.trigger("visibilityChanged",E,F))):(H=l.getAttachScope(),console.assert(0!==H),c.setVisibilityByAttachment(H,m)),[2]}})})}f.updateVisibilitiesByAttachment=function(b,
+a,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,c(b,a,null,d,new Map,e,2===e,1!==e,null)]})})};f.updateVisibilities=function(b,a,d,e,f,h,p,q){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,c(b,a,d,e,f,null,h,p,q)]})})};f.synchronizePmiVisibilities=function(b,c){return __awaiter(this,void 0,void 0,function(){var d,g,e,h,p;return __generator(this,function(k){switch(k.label){case 0:return d=[],g=[],e={enterAnyBody:function(b){if(b instanceof
+f.PmiBody||b instanceof f.ViewFrame){var a=b.isVisible();b.setVisibility(a);a?d.push(b):g.push(b)}}},[4,f.WalkerAsync.walk(e,c,f.WalkRestriction.None)];case 1:return k.sent(),h=a(d),p=a(g),b.pauseRendering(),b.synchronizeVisibilities(h,!0),b.synchronizeVisibilities(p,!1),b.resumeRendering(),[2]}})})}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a,b){this._visitor=new f.TotalVisitor(a,b)}a.walk=function(c,b,g){if(g===f.WalkRestriction.LoadedNodesOnly&&!b.isLoaded())return Promise.resolve();var e=new a(c,g);if(b instanceof f.NodeMixin)return e._walkAnyTreeNode(b);var l=new d.Util.ActionQueue(1,!1);c=function(b){l.push(function(){return e._walkAnyTreeNode(b)})};g=0;for(b=b.getChildren();g<b.length;g++)c(b[g]);return l.waitForIdle()};a.forceLazyPromises=function(a){return this.walk({},
+a,f.WalkRestriction.None)};a.prototype._walkAnyTreeNode=function(a){a instanceof f.ProductOccurrence?a=this._walkProductOccurrence(a):a instanceof f.Pmi?a=this._walkPmi(a):a instanceof f.CadView?a=this._walkCadView(a):(d.Util.TypeAssert(a),a=this._walkAnyBody(a));return void 0===a?Promise.resolve():a};a.prototype._walkRepresentationItem=function(a){this._visitor.followRepresentationItem(a)&&(this._visitor.enterRepresentationItem(a),this._visitor.leaveRepresentationItem(a))};a.prototype._walkPartDefinition=
+function(a){if(this._visitor.followPartDefinition(a)){this._visitor.enterPartDefinition(a);for(var b=0,c=a.getRepresentationItems();b<c.length;b++)this._walkRepresentationItem(c[b]);this._visitor.leavePartDefinition(a)}};a.prototype._walkAnyBody=function(a){this._visitor.followAnyBody(a)&&(this._visitor.enterAnyBody(a),this._visitor.leaveAnyBody(a))};a.prototype._walkPmi=function(a){if(this._visitor.followPmi(a)){this._visitor.enterPmi(a);for(var b=0,c=a.getPmiBodies();b<c.length;b++)this._walkAnyBody(c[b]);
+this._visitor.leavePmi(a)}};a.prototype._walkCadView=function(a){if(this._visitor.followCadView(a)){this._visitor.enterCadView(a);var b=a.getViewFrame();null!==b&&this._walkAnyBody(b);this._visitor.leaveCadView(a)}};a.prototype._walkProductOccurrence=function(a){var b=this,c=new d.Util.ActionQueue(1,!1);if(this._visitor.followProductOccurrence(a)){this._visitor.enterProductOccurrence(a);var e=a.getRawPartDefinition();null!==e&&(e instanceof h.LazyPromise?c.push(function(){if(e.isResolved())return b._walkPartDefinition(e.getResolved())}):
+(d.Util.TypeAssert(e),c.push(function(){return e.then(function(a){return null!==a&&(a=a.value,a.isResolved())?b._walkPartDefinition(a.getResolved()):Promise.resolve()})})));var f=a.tryGetChildrenSync();if(null!==f)for(var n=function(a){c.push(function(){return b._walkProductOccurrence(a)})},m=0;m<f.length;m++)n(f[m]);else c.push(function(){return a.getChildren().then(function(a){if(0!==a.length){for(var c=new d.Util.ActionQueue(1,!1),g=function(a){c.push(function(){return b._walkProductOccurrence(a)})},
+e=0;e<a.length;e++)g(a[e]);if(!c.isIdle())return c.waitForIdle()}})});f=function(a){c.push(function(){return b._walkAnyBody(a)})};n=0;for(m=a.getBodyInstances();n<m.length;n++)f(m[n]);f=function(a){c.push(function(){return b._walkPmi(a)})};n=0;for(m=a.getPmis();n<m.length;n++)f(m[n]);f=function(a){c.push(function(){return b._walkCadView(a)})};n=0;for(m=a.getCadViews();n<m.length;n++)f(m[n]);c.push(function(){return b._visitor.leaveProductOccurrence(a)})}if(!c.isIdle())return c.waitForIdle()};return a}();
+f.WalkerAsync=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return b.isLoaded()}function e(){return!0}var c;(function(b){b[b.None=0]="None";b[b.LoadedNodesOnly=1]="LoadedNodesOnly"})(c=f.WalkRestriction||(f.WalkRestriction={}));var b=function(){return function(b,f){this.followProductOccurrence=e;this.leaveProductOccurrence=this.enterProductOccurrence=h.nop;this.followPartDefinition=e;this.leavePartDefinition=this.enterPartDefinition=h.nop;this.followRepresentationItem=e;this.leaveRepresentationItem=this.enterRepresentationItem=
+h.nop;this.followAnyBody=e;this.leaveAnyBody=this.enterAnyBody=h.nop;this.followCadView=e;this.leaveCadView=this.enterCadView=h.nop;this.followPmi=e;this.leavePmi=this.enterPmi=h.nop;f===c.LoadedNodesOnly?(console.assert(void 0===b.followProductOccurrence),console.assert(void 0===b.followAnyBody),console.assert(void 0===b.followCadView),console.assert(void 0===b.followPmi),this.followPmi=this.followCadView=this.followAnyBody=this.followProductOccurrence=a):d.Util.TypeAssert(f);void 0!==b.followProductOccurrence&&
+(this.followProductOccurrence=b.followProductOccurrence);void 0!==b.enterProductOccurrence&&(this.enterProductOccurrence=b.enterProductOccurrence);void 0!==b.leaveProductOccurrence&&(this.leaveProductOccurrence=b.leaveProductOccurrence);void 0!==b.followPartDefinition&&(this.followPartDefinition=b.followPartDefinition);void 0!==b.enterPartDefinition&&(this.enterPartDefinition=b.enterPartDefinition);void 0!==b.leavePartDefinition&&(this.leavePartDefinition=b.leavePartDefinition);void 0!==b.followRepresentationItem&&
+(this.followRepresentationItem=b.followRepresentationItem);void 0!==b.enterRepresentationItem&&(this.enterRepresentationItem=b.enterRepresentationItem);void 0!==b.leaveRepresentationItem&&(this.leaveRepresentationItem=b.leaveRepresentationItem);void 0!==b.followAnyBody&&(this.followAnyBody=b.followAnyBody);void 0!==b.enterAnyBody&&(this.enterAnyBody=b.enterAnyBody);void 0!==b.leaveAnyBody&&(this.leaveAnyBody=b.leaveAnyBody);void 0!==b.followCadView&&(this.followCadView=b.followCadView);void 0!==b.enterCadView&&
+(this.enterCadView=b.enterCadView);void 0!==b.leaveCadView&&(this.leaveCadView=b.leaveCadView);void 0!==b.followPmi&&(this.followPmi=b.followPmi);void 0!==b.enterPmi&&(this.enterPmi=b.enterPmi);void 0!==b.leavePmi&&(this.leavePmi=b.leavePmi)}}();f.TotalVisitor=b})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(a,b){this._visitor=new d.TotalVisitor(a,b)}a.walk=function(c,b,g){if(g!==d.WalkRestriction.LoadedNodesOnly||b.isLoaded())return c=new a(c,g),b instanceof d.ProductOccurrence?c._walkProductOccurrence(b):b instanceof d.Pmi?c._walkPmi(b):b instanceof d.CadView?c._walkCadView(b):c._walkAnyBody(b)};a.prototype._walkRepresentationItem=function(a){console.assert(a.isLoaded());this._visitor.followRepresentationItem(a)&&(this._visitor.enterRepresentationItem(a),
+this._visitor.leaveRepresentationItem(a))};a.prototype._walkPartDefinition=function(a){console.assert(a.isLoaded());if(this._visitor.followPartDefinition(a)){this._visitor.enterPartDefinition(a);for(var b=0,c=a.getRepresentationItems();b<c.length;b++)this._walkRepresentationItem(c[b]);this._visitor.leavePartDefinition(a)}};a.prototype._walkAnyBody=function(a){console.assert(a.isLoaded());this._visitor.followAnyBody(a)&&(this._visitor.enterAnyBody(a),this._visitor.leaveAnyBody(a))};a.prototype._walkPmi=
+function(a){console.assert(a.isLoaded());if(this._visitor.followPmi(a)){this._visitor.enterPmi(a);for(var b=0,c=a.getPmiBodies();b<c.length;b++)this._walkAnyBody(c[b]);this._visitor.leavePmi(a)}};a.prototype._walkCadView=function(a){console.assert(a.isLoaded());if(this._visitor.followCadView(a)){this._visitor.enterCadView(a);var b=a.getViewFrame();null!==b&&this._walkAnyBody(b);this._visitor.leaveCadView(a)}};a.prototype._walkProductOccurrence=function(a){console.assert(a.isLoaded());if(this._visitor.followProductOccurrence(a)){this._visitor.enterProductOccurrence(a);
+var b=a.getPartDefinitionSync();null!==b&&this._walkPartDefinition(b);b=0;for(var c=a.getChildrenSync();b<c.length;b++)this._walkProductOccurrence(c[b]);b=0;for(c=a.getBodyInstances();b<c.length;b++)this._walkAnyBody(c[b]);b=0;for(c=a.getPmis();b<c.length;b++)this._walkPmi(c[b]);b=0;for(c=a.getCadViews();b<c.length;b++)this._walkCadView(c[b]);this._visitor.leaveProductOccurrence(a)}};return a}();d.WalkerSync=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this.plane=new d.Plane;this.instanceNodeId=this.meshId=this.referenceGeometry=null;this.color=d.Color.createFromFloat(.65,.65,.65);this.lineColor=d.Color.black();this.opacity=.35;this.matrix=new d.Matrix}a.prototype.toJson=function(){return this._toJson()};a.prototype._toJson=function(){return{plane:{normal:this.plane.normal,d:this.plane.d},referenceGeometry:this.referenceGeometry}};a.prototype.forJson=function(){return this.toJson()};a.prototype.fromJson=
+function(a){a=h.deepClone(a);var c=a.plane;this.plane=new d.Plane;var b=c.normal;this.plane.normal=new d.Point3(b.x,b.y,b.z);this.plane.d=c.d;a=a.referenceGeometry;if(Array.isArray(a))for(c=0;c<a.length;++c)a[c]=d.Point3.fromJson(a[c]);this.referenceGeometry=a};a.prototype.getMatrix=function(){return this.matrix.copy()};a.prototype.setMatrix=function(a){this.matrix=a.copy()};a.prototype.setReferenceGeometry=function(a){if(a){this.referenceGeometry=[];for(var c=0;c<a.length;c++)this.referenceGeometry.push(a[c].copy())}else this.referenceGeometry=
+null};a.prototype.getReferenceGeometry=function(){if(this.referenceGeometry){for(var a=[],c=0,b=this.referenceGeometry;c<b.length;c++)a.push(b[c].copy());return a}return null};a.prototype.createMeshData=function(){var a=this.referenceGeometry;if(null===a)return null;var c=new d.MeshData,b=[],g=[];b.push(a[0].x,a[0].y,a[0].z);b.push(a[1].x,a[1].y,a[1].z);b.push(a[3].x,a[3].y,a[3].z);b.push(a[1].x,a[1].y,a[1].z);b.push(a[2].x,a[2].y,a[2].z);b.push(a[3].x,a[3].y,a[3].z);for(var f=d.Plane.createFromPoints(a[0],
+a[1],a[2]).normal,l=0;6>l;l++)g.push(f.x,f.y,f.z);c.addFaces(b,g);c.addPolyline([a[0].x,a[0].y,a[0].z,a[1].x,a[1].y,a[1].z]);c.addPolyline([a[1].x,a[1].y,a[1].z,a[2].x,a[2].y,a[2].z]);c.addPolyline([a[2].x,a[2].y,a[2].z,a[3].x,a[3].y,a[3].z]);c.addPolyline([a[3].x,a[3].y,a[3].z,a[0].x,a[0].y,a[0].z]);return c};return a}();h.CuttingPlane=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,d,c,b,g){this._cuttingPlanes=[];this._isActive=!1;this._viewer=a;this._model=d;this._callbackManager=c;this._cuttingManager=b;this._engine=g}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var a=[],c=0;c<arguments.length;c++)a[c]=arguments[c];this._callbackManager.trigger("deprecated","CuttingSection",d);return b.apply(this,a)};return c};f.prototype.addPlane=function(a,e){void 0===e&&(e=null);return __awaiter(this,void 0,void 0,function(){var c,
+b;return __generator(this,function(g){switch(g.label){case 0:c=this._engine.getCuttingSectionLimits();if(this._cuttingPlanes.length>=c.maxCuttingPlanesPerSection)return[2,!1];b=new d.Internal.CuttingPlane;b.plane=a.copy();b.setReferenceGeometry(e);this._cuttingPlanes.push(b);return this._isActive?[4,this._resetCuttingPlane(b)]:[2,!0];case 1:return g.sent(),[4,this._engine.updateCuttingSection(this)];case 2:return g.sent(),[2,!0]}})})};f.prototype.setPlane=function(a,d,c){void 0===c&&(c=null);return __awaiter(this,
+void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:b=this._cuttingPlanes[a];if(void 0===b)return[3,2];b.plane=d.copy();b.setReferenceGeometry(c);return this._isActive?[4,this._resetCuttingPlane(b)]:[3,2];case 1:return g.sent(),[2,this._engine.updateCuttingSection(this)];case 2:return[2]}})})};f.prototype.updatePlane=function(a,e,c,b,g){void 0===c&&(c=new d.Matrix);void 0===b&&(b=!1);void 0===g&&(g=!1);return __awaiter(this,void 0,void 0,function(){var f,l,h;
+return __generator(this,function(k){switch(k.label){case 0:f=this._cuttingPlanes[a];if(void 0===f)return[3,3];f.plane=e.copy();if(!this._isActive)return[3,3];if(null===f.instanceNodeId)return[3,2];this._engine.pauseRendering();l=f.getMatrix();g&&(l=new d.Matrix);h=d.Matrix.multiply(l,c);b&&f.setMatrix(h);return[4,Promise.all([this._model.setNodeMatrix(f.instanceNodeId,h),this._engine.updateCuttingSection(this)])];case 1:return k.sent(),this._engine.resumeRendering(),[3,3];case 2:return[2,this._engine.updateCuttingSection(this)];
+case 3:return[2]}})})};f.prototype.removePlane=function(a){var e=[],c=this._cuttingPlanes[a];void 0!==c&&(null!==c.meshId&&null!==c.instanceNodeId&&e.push(this._destroyMeshes([c.meshId],[c.instanceNodeId])),this._cuttingPlanes.splice(a,1));this._isActive&&e.push(this._engine.updateCuttingSection(this));return d.Util.waitForAll(e)};f.prototype.getPlane=function(a){a=this._cuttingPlanes[a];return void 0!==a?a.plane.copy():null};f.prototype.getNodeId=function(a){a=this._cuttingPlanes[a];return void 0!==
+a?a.instanceNodeId:null};f.prototype.getReferenceGeometry=function(a){a=this._cuttingPlanes[a];return void 0!==a?a.getReferenceGeometry():null};f.prototype.getPlaneIndexByNodeId=function(a){for(var d=0;d<this._cuttingPlanes.length;d++)if(this._cuttingPlanes[d].instanceNodeId===a)return d;return null};f.prototype.setPlaneOpacity=function(a,d){a=this._cuttingPlanes[a];void 0!==a&&(a.opacity=d,null!==a.instanceNodeId&&this._model.setNodesOpacity([a.instanceNodeId],d))};f.prototype.setPlaneTransparency=
+function(a,d){this.setPlaneOpacity(a,d);return Promise.resolve()};f.prototype.setItemTransparency=function(a,d){this.setPlaneOpacity(a,d);return Promise.resolve()};f.prototype.setColor=function(a){for(var d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];g.color.assign(a);null!==g.instanceNodeId&&d.push(g.instanceNodeId)}this._model.setNodesFaceColor(d,a);return Promise.resolve()};f.prototype.setOpacity=function(a){for(var d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];g.opacity=
+a;null!==g.instanceNodeId&&d.push(g.instanceNodeId)}this._model.setNodesOpacity(d,a)};f.prototype.setTransparency=function(a){this.setOpacity(a);return Promise.resolve()};f.prototype.getCount=function(){return this._cuttingPlanes.length};f.prototype.clear=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.deactivate()];case 1:return a.sent(),this._cuttingPlanes.length=0,[2]}})})};f.prototype.activate=function(){return __awaiter(this,
+void 0,void 0,function(){var a,e,c,b,g;return __generator(this,function(f){switch(f.label){case 0:if(this._isActive)return[2];this._isActive=!0;if(!(0<this._cuttingPlanes.length))return[3,2];this._cuttingManager.hasActiveCuttingSection()||this._engine.setDefaultDepthRange(0,.9999995231628418);a=[];e=[];c=0;for(b=this._cuttingPlanes;c<b.length;c++)g=b[c],a.push(this._createCuttingPlaneGeometry(g).then(function(b){null!==b&&e.push(b)}));return[4,d.Util.waitForAll(a)];case 1:f.sent(),this._initCuttingPlanesByNodeId(e),
+f.label=2;case 2:return[2,this._engine.addCuttingSection(this)]}})})};f.prototype.deactivate=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(e){return this._isActive?(this._isActive=!1,a=[],a.push(this._destroyGeometry()),a.push(this._engine.removeCuttingSection(this)),this._cuttingManager.hasActiveCuttingSection()||this._engine.setDefaultDepthRange(0,1),[2,d.Util.waitForAll(a)]):[2]})})};f.prototype.isActive=function(){return this._isActive};f.prototype.toJson=
+function(){return this._toJson()};f.prototype._toJson=function(){for(var a=[],d=0;d<this._cuttingPlanes.length;d++)a[d]=this._cuttingPlanes[d].toJson();return{planes:a}};f.prototype.forJson=function(){return this.toJson()};f.prototype.fromJson=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,f,l;return __generator(this,function(k){switch(k.label){case 0:return[4,this.clear()];case 1:k.sent();e=d.Internal.deepClone(a);c=e.planes;b=0;for(g=c;b<g.length;b++)f=g[b],l=new d.Internal.CuttingPlane,
+l.fromJson(f),this._cuttingPlanes.push(l);return[2,this.activate()]}})})};f.prototype._initCuttingPlanesByNodeId=function(a){this._model.setInstanceModifier(d.InstanceModifier.DoNotCut,a,!0);this._model.setInstanceModifier(d.InstanceModifier.DoNotExplode,a,!0);this._cuttingManager.getStandinGeometryPickable()||this._model.setInstanceModifier(d.InstanceModifier.DoNotSelect,a,!0)};f.prototype._destroyGeometry=function(){for(var a=[],d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];null!==g.meshId&&
+a.push(g.meshId);null!==g.instanceNodeId&&d.push(g.instanceNodeId);g.meshId=null;g.instanceNodeId=null}return this._destroyMeshes(a,d)};f.prototype._getInstanceNodeIds=function(){for(var a=[],d=0,c=this._cuttingPlanes;d<c.length;d++){var b=c[d].instanceNodeId;null!==b&&a.push(b)}return a};f.prototype._resetCuttingPlane=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:if(null===a.meshId||null===a.instanceNodeId)return[3,2];
+d=this._destroyMeshes([a.meshId],[a.instanceNodeId]);a.meshId=null;a.instanceNodeId=null;return[4,d];case 1:return c.sent(),[2,this._createInstanceGeometry(a)];case 2:if(null!==a.referenceGeometry)return[2,this._createInstanceGeometry(a)];c.label=3;case 3:return[2]}})})};f.prototype._createInstanceGeometry=function(a){return __awaiter(this,void 0,void 0,function(){var d,c;return __generator(this,function(b){switch(b.label){case 0:return d=[],[4,this._createCuttingPlaneGeometry(a)];case 1:return c=
+b.sent(),null!==c&&d.push(c),this._initCuttingPlanesByNodeId(d),[2]}})})};f.prototype._destroyMeshes=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,f;return __generator(this,function(k){switch(k.label){case 0:return c=[],c.push(this._model.deleteMeshInstances(e)),c.push(this._model.deleteMeshes(a)),[4,d.Util.waitForAll(c)];case 1:k.sent();b=0;for(g=e;b<g.length;b++)f=g[b],this._viewer.selectionManager._incrementalBlacklistedInstanceNodes.delete(f);return[2]}})})};f.prototype._createCuttingPlaneGeometry=
+function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,f,l,h,m;return __generator(this,function(k){switch(k.label){case 0:e=a.createMeshData();if(null===e)return[2,null];e.setBackfacesEnabled(!0);return[4,this._model.createMesh(e)];case 1:return c=k.sent(),a.meshId=c,b=d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotXRay,g=a.plane.copy(),f=g.normal.copy().scale(-g.d),l=(new d.Matrix).setTranslationComponent(f.x,
+f.y,f.z),a.setMatrix(l.copy()),h=new d.MeshInstanceData(c,l,null,a.color,null,null,b),h.setOpacity(a.opacity),h.setLineColor(a.lineColor),this._engine.pauseRendering(),[4,this._model.createMeshInstance(h,void 0,!0,!0)];case 2:return m=k.sent(),a.instanceNodeId=m,this._viewer.selectionManager._incrementalBlacklistedInstanceNodes.add(m),this._model.setDepthRange([m],4.76837158203125E-7,1),this._engine.resumeRendering(),[2,m]}})})};__decorate([f.deprecated],f.prototype,"setPlaneTransparency",null);__decorate([f.deprecated],
+f.prototype,"setItemTransparency",null);__decorate([f.deprecated],f.prototype,"setTransparency",null);__decorate([f.deprecated],f.prototype,"forJson",null);return f}();d.CuttingSection=h})(Communicator||(Communicator={}));
+(function(d){(function(d){function f(a,d){for(var c=0;c<d.length;c++)a.push(d[c])}d.emptyBytes=new Uint8Array(0);d.copyArray=function(a){return a.slice()};d.append=function(a,d){for(var c=0;c<d.length;c++)a.push(d[c])};d.last=function(a){console.assert(0<a.length);return a[a.length-1]};d.all=function(a){for(var d=0;d<a.length;d++)if(!a[d])return!1;return!0};d.chunkify=function(a,d){for(var c=[],b=0;b<a.length;b+=d)c.push(a.slice(b,b+d));return c};d.mapInPlace=function(a,d){for(var c=0;c<a.length;++c)a[c]=
+d(a[c]);return a};d.concatInPlace=f;d.concatAll=function(a){for(var d=[],c=0;c<a.length;c++)f(d,a[c]);return d}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.filterInPlace=function(d,a){for(var e=0,c=0;c<d.length;++c){var b=d[c];a(b)&&(d[e++]=b)}d.length=e}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._leftToRight=new Map;this._rightToLeft=new Map}a.prototype.set=function(a,c){this._leftToRight.set(a,c);this._rightToLeft.set(c,a)};a.prototype.getLeft=function(a){return this._rightToLeft.get(a)};a.prototype.getRight=function(a){return this._leftToRight.get(a)};return a}();d.Bimap=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this.value=a}a.create=function(d){return new a(d)};return a}();d.Boxed=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._stopTime=this._currentTime=0}a.prototype.stop=function(){this._stopTime=this._currentTime};a.prototype.isTicking=function(){this._refreshCurrentTime();return 0<this._remainingDuration()};a.prototype.tickFor=function(a){this._refreshCurrentTime();this._remainingDuration()>=a||(this._stopTime=this._currentTime+a)};a.prototype._remainingDuration=function(){return this._stopTime-this._currentTime};a.prototype._refreshCurrentTime=function(){this._currentTime=
+Date.now()};return a}();d.Clock=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._planes=[];this._absPlanes=[];this._signs=[];this._distanceScale=[];for(var c=a.length,b=0;b<a.length;b++)this._planes.push(a[b].slice());for(a=0;a<c;++a)for(this._planes[a][3]=-this._planes[a][3],this._absPlanes[a]=d.cwiseAbs3(this._planes[a]),this._signs[a]=[0,0,0],b=0;3>b;++b)this._signs[a][b]=0<=this._planes[a][b]?1:-1;for(a=0;a<c;++a)b=d.squaredNorm3(this._planes[a]),this._distanceScale[a]=0===b?0:1/b}a.fromPlaneCoefficients=function(d){for(var c=
+[],b=0;b<d.length;b++){var g=d[b];c.push([g.x,g.y,g.z,g.w])}return new a(c)};a.createFrustumFromMatrix=function(e){for(var c=[],b=0;3>b;++b)c[b]=d.sub4(d.col4(e,3),d.col4(e,b));for(b=0;3>b;++b)c[b+3]=d.add4(d.col4(e,3),d.col4(e,b));return new a(c)};a.prototype.testAxisAlignedBox=function(a,c){for(var b=this._planes.length,g=2,e=0;e<b;++e){var f=d.dot3(this._planes[e],a),h=d.dot3(this._absPlanes[e],c);if(f+h<=this._planes[e][3])return 0;f-h<this._planes[e][3]&&(g=1)}return g};a.prototype.axisAlignedBoxNotOutside=
+function(a,c){for(var b=this._planes.length,g=0;g<b;++g)if(d.dot3(this._planes[g],d.add3(a,d.cwiseProduct3(c,this._signs[g])))<=this._planes[g][3])return!1;return!0};a.prototype.sphereNotOutside=function(a,c){for(var b=this._planes.length,g=0;g<b;++g){var e=d.dot3(this._planes[g],a)-this._planes[g][3];if(0>e&&e*e*this._distanceScale[g]>=c)return!1}return!0};a.prototype.sphereFullyInside=function(a,c){for(var b=this._planes.length,g=0;g<b;++g){var e=d.dot3(this._planes[g],a)-this._planes[g][3];if(0>
+e||e*e*this._distanceScale[g]<c)return!1}return!0};a.prototype.pointInside=function(a){for(var c=this._planes.length,b=0;b<c;++b)if(0>d.dot3(this._planes[b],a)-this._planes[b][3])return!1;return!0};return a}();d.ConvexVolume=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){}a.isSupported=function(){return a._enabled&&"function"===typeof fetch&&"function"===typeof ReadableStream};a.request=function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,fetch(a)];case 1:c=b.sent();if(200===c.status)return[2,c];throw new d.LoadError('Failed to fetch "'+a+'" with status '+c.status+".");}})})};a._enabled=!0;return a}();h.FetchApi=f})(d.Internal||(d.Internal=
+{}))})(Communicator||(Communicator={}));(function(d){(function(d){d.nop=function(){};d.identity=function(d){return d}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,e){return new Promise(function(c,b){var g=new XMLHttpRequest;g.open("GET",a,!0);e&&(g.responseType=e);g.onload=function(e){4===g.readyState&&(200===g.status?c(g):(e=new d.LoadError('XMLHttpRequest failed to GET "'+a+'" with status '+g.status+"."),b(e)))};g.onerror=function(a){b(a)};g.send()})}h.httpRequest=f;h.httpRequestBuffer=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return[4,
+f(a,"arraybuffer")];case 1:return d=c.sent(),[2,new Uint8Array(d.response)]}})})}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.copyMap=function(d){var a=new Map;d.forEach(function(d,c){a.set(c,d)});return a};d.copySet=function(d){var a=new Set;d.forEach(function(d){a.add(d)});return a};d.toSet=function(d){for(var a=new Set,e=0;e<d.length;e++)a.add(d[e]);return a}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._deferredValue=a}a.create=function(d){return new a(d)};a.prototype.get=function(){null!==this._deferredValue&&(this._resolvedValue=this._deferredValue(),this._deferredValue=null);return this._resolvedValue};return a}();d.Lazy=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.Lazy=d.Util.Lazy;var f=function(){function a(a){this._value=a}a.create=function(c){return new a(c)};a.prototype.get=function(){"function"===typeof this._value&&(this._value=this._value());return this._value};return a}();h.LazyObject=f;var a=function(){function a(a){"function"===typeof a&&(a=f.create(a));a instanceof Promise&&(a=this._rectifyResult(a));this._value=a}a.create=function(c){return new a(c)};a.prototype.isUnforced=function(){return this._value instanceof f};
+a.prototype.isResolved=function(){return!(this._value instanceof f)&&!(this._value instanceof Promise)};a.prototype.getResolved=function(){console.assert(this.isResolved());return this._value};a.prototype.then=function(a,b){this._value instanceof f&&(this._value=this._rectifyResult(this._value.get()));if(this._value instanceof Promise)return this._value.then(a,b);d.Util.TypeAssert(this._value);return Promise.resolve(this._value).then(a,b)};a.prototype._rectifyResult=function(a){var b=this;return a instanceof
+Promise?a.then(function(a){return b._value=a}):a};return a}();h.LazyPromise=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){d.fromIntegerMap=function(d){if(d instanceof Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e],g=d[b];a.set(parseInt(b,10),g)}return a};d.toIntegerMap=function(d){if(!(d instanceof Map))return d;var a={};d.forEach(function(d,c){a[c]=d});return a};d.fromRealNumberMap=function(d){if(d instanceof Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e];a.set(Number(b),d[b])}return a};d.fromStringMap=function(d){if(d instanceof
+Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e];a.set(b,d[b])}return a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(h){h.Todo=function(){for(var f=0;f<arguments.length;f++);throw new d.InternalLogicError;}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.TypeAssert=function(d){};h.TypeAssertNever=function(f){throw new d.InternalLogicError;}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){d=d.Internal||(d.Internal={});d=d.CompileTime||(d.CompileTime={});d.enable=!0;d.disable=!1})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._heap=[];this._comparator=a}a.prototype.clear=function(){this._heap.length=0};Object.defineProperty(a.prototype,"length",{get:function(){return this._heap.length},enumerable:!0,configurable:!0});a.prototype.peek=function(){return this._heap[0]};a.prototype.push=function(a){this._heap.push(a);this._siftUp()};a.prototype.pop=function(){var a=this.peek(),c=this.length-1;0<c&&this._swap(0,c);this._heap.pop();this._siftDown();return a};a.prototype.replace=
+function(a){var c=this.peek();this._heap[0]=a;this._siftDown();return c};a.prototype._greater=function(a,c){return this._comparator(this._heap[a],this._heap[c])};a.prototype._swap=function(a,c){var b=[this._heap[c],this._heap[a]];this._heap[a]=b[0];this._heap[c]=b[1]};a.prototype._siftUp=function(){for(var a=this.length-1;0<a&&this._greater(a,(a+1>>>1)-1);)this._swap(a,(a+1>>>1)-1),a=(a+1>>>1)-1};a.prototype._siftDown=function(){for(var a=0;(a<<1)+1<this.length&&this._greater((a<<1)+1,a)||a+1<<1<
+this.length&&this._greater(a+1<<1,a);){var c=a+1<<1<this.length&&this._greater(a+1<<1,(a<<1)+1)?a+1<<1:(a<<1)+1;this._swap(a,c);a=c}};return a}();d.PriorityQueue=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.waitForAll=function(d){return Promise.all(d)}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){return function(){this.items=[];this.next=null}}(),a=function(){function a(){this.clear()}a.prototype.clear=function(){this._tail=this._head=new f;this._size=0};Object.defineProperty(a.prototype,"length",{get:function(){return this._size},enumerable:!0,configurable:!0});a.prototype.push=function(a){++this._size;if(1024===this._tail.items.length){var b=new f;this._tail=this._tail.next=b}this._tail.items.push(a)};a.prototype.pop=function(){console.assert(0<
+this._size);console.assert(0<this._head.items.length);--this._size;var a=this._head.items.shift();if(0===this._head.items.length){var b=this._head.next;null===b?console.assert(this._head===this._tail):this._head=b}return a};return a}();d.Queue=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){var f=function(){return function(a,d){this.value=a;this.kids=d.slice()}}();d.RoseTree=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(function(d){(function(d){d.utf8ArrayToStr=function(a){if("undefined"!==typeof window&&8192>a.length&&"escape"in window){var b=void 0;try{var c=String.fromCharCode.apply(null,a),d=window.escape(c);b=decodeURIComponent(d)}catch(p){b=""}return b}b="";d=a.length;for(c=0;c<d;){var e=a[c++];switch(e>>4){case 0:case 1:case 2:case 3:case 4:case 5:case 6:case 7:b+=String.fromCharCode(e);break;case 12:case 13:var f=a[c++];b+=String.fromCharCode((e&31)<<6|f&63);break;case 14:f=a[c++];var h=a[c++];b+=String.fromCharCode((e&
+15)<<12|(f&63)<<6|(h&63)<<0)}}return b};var f=/^\d+$/;d.isBase10Number=function(a){return f.test(a)};var a="0123456789ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz`~!@#$%^&*()_+-=[]{};:'\",.<>\\|/?".split("");d.compressUint=function(c){console.assert(0<=c);if(0===c)return a[0];for(var b=[];0!==c;){var d=Math.floor(c/a.length);b.push(a[c%a.length]);c=d}return b.join("")};var e="0000000 000000 00000 0000 000 00 0 ".split(" ");d.zeroPadHex32=function(a){a=a.toString(16);return e[a.length-1]+a}})(d.Internal||
+(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){(function(d){d.isEmpty=function(a){return null===a||void 0===a};d.toArray=function(a){return Array.isArray(a)?a.slice():null===a||void 0===a?[]:[a]};d.fromArray=function(a){return 0===a.length?null:1===a.length?a[0]:a};d.push=function(a,d){return a?Array.isArray(a)?(a.push(d),a):[a,d]:d}})(d.TerseArray||(d.TerseArray={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this._afterActionIdlePromise=this._beforeActionIdlePromise=this._action=this._timerId=null}a.prototype.isIdle=function(a){if(0===a)return null===this._timerId;h.TypeAssert(a);return null===this._action};a.prototype.waitForIdle=function(a){if(0===a){if(null===this._timerId)return Promise.resolve();null===this._beforeActionIdlePromise&&(this._beforeActionIdlePromise=d.Internal.OpenPromise.create());return this._beforeActionIdlePromise}h.TypeAssert(a);
+if(null===this._action)return Promise.resolve();null===this._afterActionIdlePromise&&(this._afterActionIdlePromise=d.Internal.OpenPromise.create());return this._afterActionIdlePromise};a.prototype._triggerIdlePromise=function(a){0===a?null!==this._beforeActionIdlePromise&&(this._beforeActionIdlePromise.resolve(),this._beforeActionIdlePromise=null):(h.TypeAssert(a),null!==this._afterActionIdlePromise&&(this._afterActionIdlePromise.resolve(),this._afterActionIdlePromise=null))};a.prototype._clearTimeout=
+function(){null!==this._timerId&&(clearTimeout(this._timerId),this._timerId=null)};a.prototype.clear=function(){this._clearTimeout();this._triggerIdlePromise(0);this._action=null;this._triggerIdlePromise(1)};a.prototype.set=function(a,c){var b=this;this._clearTimeout();this._action=c;this._timerId=setTimeout(function(){b._timerId=null;b._triggerIdlePromise(0);var a=b._afterActionIdlePromise;b._afterActionIdlePromise=null;b._action();null===b._timerId&&(b._action=null);null!==a&&a.resolve()},a)};return a}();
+h.Timer=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){d=d.Internal||(d.Internal={});d=d.Unicode||(d.Unicode={});d.Subscript2="\u00b2";d.Subscript3="\u00b3"})(Communicator||(Communicator={}));
+(function(d){(function(d){function f(a,c){return a[0]*c[0]+a[1]*c[1]+a[2]*c[2]}function a(a){var c=a[0],b=a[1];a=a[2];return c*c+b*b+a*a}d.toVec3=function(a){return[a.x,a.y,a.z]};d.cwiseAbs3=function(a){return[Math.abs(a[0]),Math.abs(a[1]),Math.abs(a[2])]};d.cwiseProduct3=function(a,c){return[a[0]*c[0],a[1]*c[1],a[2]*c[2]]};d.add3=function(a,c){return[a[0]+c[0],a[1]+c[1],a[2]+c[2]]};d.sub3=function(a,c){return[a[0]-c[0],a[1]-c[1],a[2]-c[2]]};d.add4=function(a,c){return[a[0]+c[0],a[1]+c[1],a[2]+c[2],
+a[3]+c[3]]};d.sub4=function(a,c){return[a[0]-c[0],a[1]-c[1],a[2]-c[2],a[3]-c[3]]};d.dot3=f;d.squaredNorm3=a;d.norm3=function(d){return Math.sqrt(a(d))};d.scale3=function(a,c){return[a*c[0],a*c[1],a*c[2]]};d.row4=function(a,c){a=a.m;c*=4;return[a[c],a[c+1],a[c+2],a[c+3]]};d.col4=function(a,c){a=a.m;return[a[c],a[c+4],a[c+8],a[c+12]]};d.projectSquaredSize=function(a,c,b){a=f(a,b)+b[3];a*=a;1E-5>a&&(a=1E-5);return c/a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+return[2]}null===this._idlePromise&&(this._idlePromise=h.OpenPromise.create());return[2,this._idlePromise]})})};a.prototype.push=function(a){"function"===typeof a&&(a=h.Lazy.create(a));this._activePromiseCount<this._maxActivePromises?(console.assert(0===this._deferredActions.length),this._immediateAction(a)):this._deferredActions.push(a)};a.prototype._immediateAction=function(a){var c=this;if(this._failed)return console.assert(0===this._deferredActions.length),!0;try{var b=a.get()}catch(g){this._suppressFailures||
+(this._failed=!0,this._failureError=g,this._deferredActions.clear())}if(void 0===b)return!0;++this._activePromiseCount;b.then(function(b){c._finalizePromise();return b}).catch(function(b){c._finalizePromise();throw b;});return!1};a.prototype._finalizePromise=function(){--this._activePromiseCount;this._failed&&console.assert(0===this._deferredActions.length);if(0<this._deferredActions.length){do{var a=this._deferredActions.pop();if(!this._immediateAction(a))break}while(0<this._deferredActions.length)
+}this._tryActivateIdlePromise()};a.prototype._tryActivateIdlePromise=function(){0===this._activePromiseCount&&(console.assert(0===this._deferredActions.length),null!==this._idlePromise&&(this._failed?this._idlePromise.reject(this._failureError):this._idlePromise.resolve(),this._idlePromise=null))};return a}();h.ActionQueue=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._idlePromise=this._pending=this._active=null;this._suppressFailures=a}a.prototype.isIdle=function(){return null===this._active};a.prototype.waitForIdle=function(){if(this.isIdle())return Promise.resolve();null===this._idlePromise&&(this._idlePromise=d.OpenPromise.create());return this._idlePromise};a.prototype.set=function(a){var c=this;"function"===typeof a&&(a=d.Lazy.create(a));if(null===this._active){var b=void 0;try{b=a.get()}catch(g){return this._advance(!this._suppressFailures,
+g)}if(void 0===b)return this._advance(!1,null);this._active=b.then(function(){c._advance(!1,null)}).catch(function(b){c._advance(!c._suppressFailures,b)})}else this._pending=a};a.prototype._advance=function(a,c){this._active=null;a&&(this._pending=null);null===this._pending?null!==this._idlePromise&&(a?this._idlePromise.reject(c):this._idlePromise.resolve(),this._idlePromise=null):(a=this._pending,this._pending=null,this.set(a))};a.prototype.clear=function(){this._pending=null};return a}();d.CurrentAction=
+f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._action=new d.CurrentAction(!0);this._latestPromise=null;this._timestamp=0}a.prototype.isIdle=function(){return null===this._latestPromise&&this._action.isIdle()};a.prototype.set=function(a){var c=this,b=++this._timestamp;null!==this._latestPromise&&this._latestPromise.reject(void 0);var g=d.OpenPromise.create();this._latestPromise=g;this._action.clear();this._action.waitForIdle().then(function(){b===c._timestamp&&c._action.set(function(){if(b===
+c._timestamp){g===c._latestPromise&&(c._latestPromise=null);"function"===typeof a&&(a=d.Lazy.create(a));try{var e=a.get()}catch(l){return c._advance(g,!0,l)}return void 0===e?c._advance(g,!1,null):e.then(function(){return c._advance(g,!1,null)},function(b){return c._advance(g,!0,b)})}})});return g};a.prototype._advance=function(a,c,b){a===this._latestPromise&&(this._latestPromise=null);c?a.reject(b):a.resolve()};return a}();d.CurrentActionSync=f})(d.Util||(d.Util={}))})(Communicator||(Communicator=
+{}));(function(d){(function(d){(function(d){d.create=function(){var a,d,c=new Promise(function(b,c){a=b;d=c});c.resolve=a;c.reject=d;return c}})(d.OpenPromise||(d.OpenPromise={}))})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){(d.Internal||(d.Internal={})).OpenPromise=d.Util.OpenPromise})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._cache=new Map}a.prototype.clear=function(){this._cache.clear()};a.prototype.load=function(a,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(d){b=this._cache.get(a);if(void 0!==b)return[2,b];this._cache.set(a,c);return[2,c]})})};return a}();d.PromiseCache=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(b,a,c){this._lazyPromise=b;this._wrapperPromise=a;null!==c&&(this.compareValue=c)}a.prototype.kill=function(){this._lazyPromise=null};a.prototype.fetch=function(b,a){var c=this;null===this._lazyPromise?(this._wrapperPromise.reject(null),setTimeout(a,0)):b(this._lazyPromise).then(function(b){c._wrapperPromise.resolve(b)}).catch(function(b){c._wrapperPromise.reject(b)})};return a}();d._DeferredPromise=f;var a=function(){function a(b,a,c){this._failed=
+!1;this._failureError=null;this._activePromiseCount=0;this._idlePromise=null;this._latestPromise=Promise.resolve();this._needsResorting=!1;console.assert(0<b,"Don't create a non-progressible queue.");this._maxActivePromises=b;this._deferredPromises=a;this._failureFailsAll=c}a.prototype.maxActivePromises=function(){return this._maxActivePromises};a.prototype.isIdle=function(){return 0===this._activePromiseCount};a.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(b){if(this.isIdle()){if(this._failureFailsAll&&this._failed)throw this._failureError;return[2]}null===this._idlePromise&&(this._idlePromise=d.OpenPromise.create());return[2,this._idlePromise]})})};a.prototype.killDeferred=function(){for(var b=[];0<this._deferredPromises.length;){var a=this._dequeue();a.kill();b.push(a)}for(var c=0;c<b.length;c++)a=b[c],this._queue(a)};a.prototype._push=function(b,a){"function"===typeof b&&(b=d.Lazy.create(b));return this._latestPromise=b=this._activePromiseCount<
+this._maxActivePromises?this._immediatePromise(b):this._deferPromise(b,a)};a.prototype._resort=function(){console.assert(this._needsResorting);this._needsResorting=!1;for(var b=[];0<this._deferredPromises.length;){var a=this._dequeue();b.push(a)}for(var c=0;c<b.length;c++)a=b[c],this._queue(a)};a.prototype._deferPromise=function(b,a){var c=d.OpenPromise.create();b=new f(b,c,a);this._queue(b);return c};a.prototype._immediatePromise=function(b){return __awaiter(this,void 0,void 0,function(){var a,c;
+return __generator(this,function(d){switch(d.label){case 0:if(this._failureFailsAll&&this._failed)throw this._failureError;++this._activePromiseCount;d.label=1;case 1:return d.trys.push([1,3,,4]),[4,b.get()];case 2:return a=d.sent(),this._finalizePromise(),[2,a];case 3:throw c=d.sent(),this._failureFailsAll&&!this._failed&&(this._failed=!0,this._failureError=c,null!==this._idlePromise&&this._idlePromise.reject(c)),this._finalizePromise(),c;case 4:return[2]}})})};a.prototype._finalizePromise=function(){var b=
+this;--this._activePromiseCount;0<this._deferredPromises.length?(this._needsResorting&&this._resort(),this._dequeue().fetch(function(a){return b._immediatePromise(a)},function(){b._finalizePromise()})):0===this._activePromiseCount&&(null!==this._idlePromise&&(this._failureFailsAll&&this._failed?this._idlePromise.reject(this._failureError):this._idlePromise.resolve(),this._idlePromise=null),this._latestPromise=Promise.resolve())};return a}();d.PromiseQueueImpl=a;var e=function(a){function b(b,c){return a.call(this,
+b,new d.Queue,c)||this}__extends(b,a);b.prototype._queue=function(b){this._deferredPromises.push(b)};b.prototype._dequeue=function(){return this._deferredPromises.pop()};b.prototype.push=function(b){return this._push(b,null)};b.prototype.waitOnLatest=function(){return this._latestPromise.then(d.nop,d.nop)};return b}(a);d.PromiseQueue=e;a=function(a){function b(b,c,e){var g=this;g=new d.PriorityQueue(function(b,a){return c(b.compareValue,a.compareValue)});return g=a.call(this,b,g,e)||this}__extends(b,
+a);b.prototype._queue=function(b){this._deferredPromises.push(b)};b.prototype._dequeue=function(){return this._deferredPromises.pop()};b.prototype.push=function(b,a){return this._push(b,a)};b.prototype.markDirty=function(){this._needsResorting=!0};return b}(a);d.PriorityPromiseQueue=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.create=function(){var a,d,c=new Promise(function(b,g){a=function(a){c.state=1;b(a)};d=function(b){c.state=2;g(b)}});c.state=0;c.resolve=a;c.reject=d;return c}})(d.TrackedOpenPromise||(d.TrackedOpenPromise={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.create=function(a,d){var c=new Promise(function(b,g){d.then(function(){c.isReady=!0;b(a)},g)});c.unsafeValue=a;c.readyPromise=d;c.isReady=!1;return c}})(d.UnsafePromise||(d.UnsafePromise={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b,c,e,f){var g=a.call(this)||this;g._position=new d.Point2(b,c);g._modifiers=e;g._inputType=f;return g}__extends(c,a);c.prototype.getPosition=function(){return this._position.copy()};c.prototype.shiftDown=function(){return(this._modifiers&d.KeyModifiers.Shift)===d.KeyModifiers.Shift};c.prototype.altDown=function(){return(this._modifiers&d.KeyModifiers.Alt)===d.KeyModifiers.Alt};c.prototype.controlDown=function(){return(this._modifiers&d.KeyModifiers.Control)===
+d.KeyModifiers.Control};c.prototype.commandDown=function(){return(this._modifiers&d.KeyModifiers.Command)===d.KeyModifiers.Command};c.prototype.getEventType=function(){return this._inputType};c.prototype.getModifiers=function(){return this._modifiers};return c}(h.InputEvent);h.MouseInputEventBase=f;var a=function(a){function c(b,c,d,e,f,h){b=a.call(this,b,c,f,h)||this;b._button=d;b._buttons=e;return b}__extends(c,a);c.prototype.getButton=function(){return this._button};c.prototype.getButtons=function(){return this._buttons};
+return c}(f);h.MouseInputEvent=a;f=function(a){function c(b,c,d,e,f,h){b=a.call(this,b,c,f,h)||this;b._wheelDelta=d;b._buttons=e;return b}__extends(c,a);c.prototype.getWheelDelta=function(){return this._wheelDelta};c.prototype.getButtons=function(){return this._buttons};return c}(f);h.MouseWheelInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._selection=a}a.prototype.getType=function(){return this._selection?this._selection.getSelectionType():d.SelectionType.None};a.prototype.getSelection=function(){return this._selection};a._createNull=function(){return new a(d.Selection.SelectionItem.create())};return a}();h.NodeSelectionEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,g,e,f){var k=a.call(this)||this;k._id=c;k._position=new d.Point2(b,g);k._buttons=e;k._inputType=f;return k}__extends(e,a);e.prototype.getId=function(){return this._id};e.prototype.getPosition=function(){return this._position};e.prototype.getEventType=function(){return this._inputType};e.prototype.getButtons=function(){return this._buttons};return e}(h.InputEvent);h.TouchInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){}a.calculate=function(a,c,b,d){var g=2/(c+2*b+d);a=a<=c?this._PA(a,g,c):a>=c&&a<=c+b?this._PA(a,g,c):this._PC(a,g,c,b,d);return a=Math.min(a,1)};a._PA=function(a,c,b){return a*a*.5*c/b};a._PB=function(a,c,b){return this._PA(b,c,b)+(a-b)*c};a._PC=function(a,c,b,d,f){return this._PB(b+d,c,b)+(a-(b+d))*c*(1-.5*(a-(b+d))/f)};return a}();d.EaseInEaseOut=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b,g,f){this._startTime=this._completeCallback=null;this._progress=0;this._targetMoveDelta=this._positionMoveDelta=null;this._interpolationUsesRotation=!1;this._endQuaternion=this._beginQuaternion=null;this._fieldHeightDelta=this._fieldWidthDelta=this._viewVectorLengthDelta=this._viewVectorLength=0;this._beginCam=a.copy();this._endCam=c.copy();a=d.Point3.subtract(this._endCam.getTarget(),this._endCam.getPosition()).normalize();c=this._endCam.getUp().normalize();
+c=d.Point3.cross(c,a);a=d.Point3.cross(a,c);this._endCam.setUp(a.normalize());this._completeCallback=g;this._duration=b;this._view=f}a.prototype.isComplete=function(){return 1<=this._progress};a.prototype.getCallback=function(){return this._completeCallback};a.prototype.stop=function(){};a.prototype.start=function(){this._startTime=Date.now();this._progress=0;this._init();this._view.getProjectionMode()!==this._endCam.getProjection()&&this._view.setProjectionMode(this._endCam.getProjection())};a.prototype.update=
+function(){if(null!==this._startTime){var a=(Date.now()-this._startTime)/this._duration;a=Math.min(a,1);a=Math.max(a,0);a=h.EaseInEaseOut.calculate(a,.49,.02,.49);a=Math.min(a,1);a=Math.max(a,0);var c=d.Point3.scale(this._positionMoveDelta,a),b=d.Point3.scale(this._targetMoveDelta,a),g=this._beginCam.getUp(),f=d.Point3.add(this._beginCam.getPosition(),c);b=d.Point3.add(this._beginCam.getTarget(),b);c=this._beginCam.getWidth()+a*this._fieldWidthDelta;var l=this._beginCam.getHeight()+a*this._fieldHeightDelta;
+if(this._interpolationUsesRotation){f=this._viewVectorLength+this._viewVectorLengthDelta*a;var n=d.Quaternion.interpolate(this._beginQuaternion,this._endQuaternion,a);n=d.Quaternion.toMatrix(n);f=new d.Point3(b.x-n.m[8]*f,b.y-n.m[9]*f,b.z-n.m[10]*f);g.set(n.m[4],n.m[5],n.m[6])}g=d.Camera.create(f,b,g,this._endCam.getProjection(),c,l,this._endCam.getNearLimit());this._view.setCamera(g);this._progress=a;1<=this._progress&&this._view.setCamera(this._endCam)}};a.prototype.getMatrixFromCamera=function(a){var c=
+d.Point3.subtract(a.getTarget(),a.getPosition()).normalize();a=a.getUp().normalize();a=d.Point3.cross(a,c);var b=d.Point3.cross(c,a);return d.Matrix.createFromBasis(a,b,c)};a.prototype._init=function(){var a=d.Point3.subtract(this._beginCam.getTarget(),this._beginCam.getPosition()),c=d.Point3.subtract(this._endCam.getTarget(),this._endCam.getPosition()),b=a.length(),g=c.length()-b;a.normalize();c.normalize();c=d.Point3.subtract(a,c);var f=d.Point3.subtract(this._endCam.getUp(),this._beginCam.getUp());
+a=!0;1E-4>c.length()&&1E-4>f.length()&&(a=!1);f=c=null;if(a){c=this.getMatrixFromCamera(this._beginCam);f=this.getMatrixFromCamera(this._endCam);c=d.Quaternion.createFromMatrix(c);f=d.Quaternion.createFromMatrix(f);var l=d.Quaternion.subtract(c,f).magnitudeSquared();d.Quaternion.add(c,f).magnitudeSquared()<l&&f.negate()}this._interpolationUsesRotation=a;this._beginQuaternion=c;this._endQuaternion=f;this._viewVectorLength=b;this._viewVectorLengthDelta=g;this._positionMoveDelta=d.Point3.subtract(this._endCam.getPosition(),
+this._beginCam.getPosition());this._targetMoveDelta=d.Point3.subtract(this._endCam.getTarget(),this._beginCam.getTarget());this._fieldWidthDelta=this._endCam.getWidth()-this._beginCam.getWidth();this._fieldHeightDelta=this._endCam.getHeight()-this._beginCam.getHeight()};return a}();h.CameraInterpolation=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this._activeInterpolation=null;this._updateTimer=new d.Util.Timer;this._updateInterval=16}a.prototype.stop=function(){this._activeInterpolation&&this._activeInterpolation.stop();this._activeInterpolation=null;this._updateTimer.clear()};a.prototype.start=function(a,c){void 0===c&&(c=!0);if(this._activeInterpolation&&!c)return!1;this.stop();this._activeInterpolation=a;this._activeInterpolation.start();this.update();return!0};a.prototype.update=
+function(){var a=this;if(this._activeInterpolation)if(this._activeInterpolation.update(),this._activeInterpolation.isComplete()){var c=this._activeInterpolation.getCallback();null!==c&&c()}else this._updateTimer.isIdle(0)&&this._updateTimer.set(this._updateInterval,function(){a.update()})};return a}();h.InterpolationManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b){this._markupItems=new Map;this._selectedMarkup=this._activeView=null;this._pendingUpdateHandleTimer=new d.Util.Timer;this._pickTolerance=0;this._callbackManager=a;this._domElements=c;this._markupRenderer=b}a.prototype.shutdown=function(){this.setActiveView(null);this._markupItems.forEach(function(a){a.remove()});this._markupItems.clear()};a.prototype._updateLater=function(a){var c=this;this._pendingUpdateHandleTimer.isIdle(0)&&this._pendingUpdateHandleTimer.set(0,
+function(){c.update()});null!==a&&this._pendingUpdateHandleTimer.waitForIdle(1).then(function(){a.resolve()})};a.prototype.updateLater=function(){this._updateLater(null)};a.prototype.update=function(){this._pendingUpdateHandleTimer.clear();this.renderMarkup();this.renderActiveViewMarkup()};a.prototype.registerMarkupItem=function(a){var c=d.UUID.create();this._markupItems.set(c,a);return c};a.prototype.unregisterMarkupItem=function(a){var c=this._markupItems.get(a);c&&(c.remove&&c.remove(),this._markupItems.delete(a))};
+a.prototype.getActiveView=function(){return this._activeView};a.prototype.setActiveView=function(a){return __awaiter(this,void 0,void 0,function(){var c,b,d,e,f,n;return __generator(this,function(g){switch(g.label){case 0:this._selectedMarkup&&(this._selectedMarkup.onDeselect(),this._selectedMarkup=null);c=this._activeView;this._activeView=a;if(null===c||c===a)return[3,2];b=c.getMarkup();d=0;for(e=b;d<e.length;d++)f=e[d],f.remove();n=h.OpenPromise.create();this._updateLater(n);return[4,n];case 1:return g.sent(),
+this._callbackManager.trigger("viewDeactivated",c),[3,4];case 2:return[4,this._pendingUpdateHandleTimer.waitForIdle(1)];case 3:g.sent(),g.label=4;case 4:return[2]}})})};a.prototype.renderMarkup=function(){this._markupRenderer._setCanvas(this._domElements.getMarkupSvgElement());this._markupRenderer._clear();this._markupItems.forEach(function(a){a.draw()});this._markupRenderer._finalize()};a.prototype.renderActiveViewMarkup=function(){this._markupRenderer._setCanvas(this._domElements.getRedlineSvgElement());
+this._markupRenderer._clear();if(this._activeView){for(var a=0,c=this._activeView.getMarkup();a<c.length;a++)c[a].draw();this._markupRenderer._finalize()}};a.prototype.getPickTolerance=function(){return this._pickTolerance};a.prototype.setPickTolerance=function(a){this._pickTolerance=a};a.prototype.pick=function(a){var c=this;if(this._activeView)for(var b=0,d=this._activeView.getMarkup();b<d.length;b++){var e=d[b];if(e.hitWithTolerance(a,this._pickTolerance)||e.hit(a))return e}var f=null;this._markupItems.forEach(function(b){null===
+f&&(b.hitWithTolerance(a,c._pickTolerance)||b.hit(a))&&(f=b)});return f};a.prototype.select=function(a){if(this._selectedMarkup&&a!==this._selectedMarkup)this._selectedMarkup.onDeselect();if(this._selectedMarkup=a)this._selectedMarkup.onSelect();this.update()};a.prototype.getSelected=function(){return this._selectedMarkup};return a}();h.MarkupItemManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._center=d.Point2.zero();b._radius=1;return b}__extends(b,a);b.prototype.set=function(b,a){this._center.assign(b);this.setRadius(a)};b.prototype.getCenter=function(){return this._center.copy()};b.prototype.setCenter=function(b){this._center.assign(b)};b.prototype.getRadius=function(){return this._radius};b.prototype.setRadius=function(b){this._radius=b};return b}(f.FilledShape);f.Circle=
+a;var e=function(){return function(a,b){this.center=a.copy();this.radius=b}}();f._MarkupCircleData=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._circles=[];return b}__extends(b,a);b.prototype.clear=function(){this._circles=[]};b.prototype.addCircle=function(b,a){this._circles.push(new e(b,a))};b.prototype.getCircles=function(){return this._circles};return b}(f.FilledShape);f.CircleCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){(function(f){var a=function(a){function b(b,c){var g=a.call(this)||this;g._p1=b?b.copy():d.Point2.zero();g._p2=c?c.copy():d.Point2.zero();return g}__extends(b,a);b.prototype.set=function(b,a){this._p1.assign(b);this._p2.assign(a)};b.prototype.getP1=function(){return this._p1.copy()};b.prototype.setP1=function(b){this._p1.assign(b)};b.prototype.getP2=function(){return this._p2};b.prototype.setP2=function(b){this._p2.assign(b)};return b}(f.EndcapShape);f.Line=a;var e=function(){return function(a,
+b){this.p1=a.copy();this.p2=b.copy()}}();f._MarkupLineData=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._lines=[];return b}__extends(b,a);b.prototype.addLine=function(b,a){this._lines.push(new e(b,a))};b.prototype.getLines=function(){return this._lines};b.prototype.clear=function(){this._lines=[]};return b}(f.EndcapShape);f.LineCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._padding=5;this._text=new f.TextMarkupBase;this._box=new f.RectangleBase;this._box.setFillOpacity(0);this._box.setFillColor(d.Color.white())}a.prototype._assign=function(b){this._text._assign(b._text);this._box._assign(b._box);this._padding=b._padding};a.prototype.getTextPortion=function(){return this._text};a.prototype.getBoxPortion=function(){return this._box};a.prototype.getPadding=function(){return this._padding};a.prototype.setPadding=
+function(b){this._padding=b};return a}();f.TextBoxBase=a;var e=function(a){function b(b,c){var g=a.call(this)||this;g._position=d.Point2.zero();g._textStr="";b&&g._position.assign(b);c&&(g._textStr=c);return g}__extends(b,a);b.prototype._assign=function(b){a.prototype._assign.call(this,b);this._position.assign(b._position)};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.setPosition=function(b){this._position.assign(b)};b.prototype.getTextString=function(){return this._textStr};
+b.prototype.setTextString=function(b){this._textStr=b};return b}(a);f.TextBox=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._textStrings=[];return b}__extends(b,a);b.prototype.clear=function(){this._textStrings=[]};b.prototype.addString=function(b,a){this._textStrings.push(new f._MarkupTextData(b,a))};b.prototype.getStrings=function(){return this._textStrings};return b}(a);f.TextBoxCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){var f=function(){return function(a,c){this.markupView=a;this.itemResults=c}}();h._MarkupViewConstruction=f;var a=function(){function a(a,b,d,e,f,h){void 0===h&&(h=null);this._faceVisibility=this._lineVisibility=!0;this._markupItems=new Set;this._sheetId=null;this._colorMap=new Map;this._snapshotImage=null;this._defaultVisibility=!0;this._visibilityExceptions=new Set;this._uniqueId=a;this._camera=d;this._name=b;this._explodeMagnitude=e;this._cuttingPlaneData=f;this._sheetId=h}
+a.prototype.getCamera=function(){return this._camera};a.prototype.getSheetId=function(){return this._sheetId};a.prototype.getUniqueId=function(){return this._uniqueId};a.prototype.getName=function(){return this._name};a.prototype.setName=function(a){this._name=a};a.prototype.getLineVisibility=function(){return this._lineVisibility};a.prototype.setLineVisibility=function(a){this._lineVisibility=a};a.prototype.getFaceVisibility=function(){return this._faceVisibility};a.prototype.setFaceVisibility=function(a){this._faceVisibility=
+a};a.prototype.addMarkupItem=function(a){this._markupItems.add(a)};a.prototype.getMarkup=function(){return d.Util.setToArray(this._markupItems)};a.prototype.removeMarkup=function(a){a.remove();return this._markupItems.delete(a)};a.prototype.getCuttingPlaneData=function(){return this._cuttingPlaneData};a.prototype.setCuttingPlaneData=function(a){this._cuttingPlaneData=a};a.prototype.getExplodeMagnitude=function(){return this._explodeMagnitude};a.prototype.setExplodeMagnitude=function(a){this._explodeMagnitude=
+a};a.prototype.getColorMap=function(){return this._colorMap};a.prototype.setColorMap=function(a){this._colorMap=a};a.prototype.getDefaultVisibility=function(){return this._defaultVisibility};a.prototype.setDefaultVisibility=function(a){this._defaultVisibility=a};a.prototype.getVisibilityExceptions=function(){return this._visibilityExceptions};a.prototype.setVisibilityExceptions=function(a){this._visibilityExceptions=a};a.prototype.getSnapshotImage=function(){return this._snapshotImage};a.prototype.setSnapshotImage=
+function(a){this._snapshotImage=a};a.prototype._handleLoadMarkupItem=function(a){return a instanceof h.MarkupItem?(this.addMarkupItem(a),!0):!1};a._fromJson=function(c,b){return __awaiter(this,void 0,void 0,function(){var g,e,l,h,m,p,q,r,u,t,v,w,z,x,y,A,B,D,C,E,F,H;return __generator(this,function(k){switch(k.label){case 0:g=c;e=d.Camera.fromJson(g.camera);g.hasOwnProperty("sheetId")&&g.sheetId&&(h=parseInt(c.sheetId,10),isNaN(h)||(l=h));m=new a(g.uniqueId,g.name,e,g.explodeMagnitude,g.cuttingData,
+l);m.setLineVisibility(g.lineVisibility);m.setFaceVisibility(g.faceVisibility);void 0!==g.defaultVisibility&&void 0!==g.visibilityExceptions&&(m.setDefaultVisibility(g.defaultVisibility),p=new Set,g.visibilityExceptions.forEach(function(b){p.add(b)}),m.setVisibilityExceptions(p));q=new Map;r=g.colors;if(Array.isArray(r))for(u=0,t=r;u<t.length;u++)v=t[u],w=v[0],z=d.Color.fromJson(v[1]),q.set(w,z);m.setColorMap(q);x=[];console.assert(Array.isArray(g.markup));y=0;for(A=g.markup;y<A.length;y++)if(B=A[y],
+D=d.Internal.classFromString(B.className))C=D.fromJson(B,b),C instanceof Promise?x.push(C.then(function(b){return m._handleLoadMarkupItem(b)})):x.push(Promise.resolve(m._handleLoadMarkupItem(C)));E=g.imageSrc;void 0!==E&&0<E.length&&(F=new Image,F.src=E,m.setSnapshotImage(F));return[4,Promise.all(x)];case 1:return H=k.sent(),[2,new f(m,H)]}})})};a.prototype.toJson=function(){return this._toJson()};a.prototype._toJson=function(){var a={uniqueId:this._uniqueId,name:this._name,camera:this._camera.toJson(),
+cuttingData:this._cuttingPlaneData,explodeMagnitude:this._explodeMagnitude,lineVisibility:this._lineVisibility,faceVisibility:this._faceVisibility,markup:[],sheetId:this._sheetId,defaultVisibility:this._defaultVisibility,visibilityExceptions:[],colors:[],imageSrc:""};this._markupItems.forEach(function(b){var c=b.toJson();c.className=b.getClassName();a.markup.push(c)});this._visibilityExceptions.forEach(function(b){a.visibilityExceptions.push(b)});this._colorMap.forEach(function(b,c){a.colors.push([c,
+b.toJson()])});null!==this._snapshotImage&&(a.imageSrc=this._snapshotImage.src);return a};a.prototype.forJson=function(){return this.toJson()};return a}();h.MarkupView=a})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,d,e,f,h){var g=a.call(this)||this;g._markupViews=new Map;g._defaultViewCounter=1;g._markupItemManager=b;g._callbackManager=d;g._explodeManager=e;g._cuttingManager=f;g._viewer=c;g._sheetManager=h;g._initEvents();return g}__extends(e,a);e.prototype._initEvents=function(){var a=this;this._callbackManager.bind({modelSwitchStart:function(){a._markupItemManager.shutdown()}})};e.prototype.getView=function(a){a=this._markupViews.get(a);return void 0!==
+a?a:null};e.prototype.getViewKeys=function(){var a=[];this._markupViews.forEach(function(b,c){a.push(c)});return a};e.prototype.loadData=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,n,m=this;return __generator(this,function(g){b=[];c=0;for(e=a;c<e.length;c++)f=e[c],n=d.Markup.MarkupView._fromJson(f,this._viewer).then(function(b){if(!h.all(b.itemResults))return!1;b=b.markupView;var a=b.getUniqueId();return m._markupViews.has(a)?!1:(m._markupViews.set(a,b),m._callbackManager.trigger("viewLoaded",
+b),!0)}),b.push(n);return[2,Promise.all(b)]})})};e.prototype.exportMarkup=function(){var a=[];this._markupViews.forEach(function(b){a.push(b.toJson())});return a};e.prototype.createView=function(a,b,g,e,f,h){void 0===a&&(a=this._createDefaultViewName());void 0===b&&(b=!0);void 0===g&&(g=null);void 0===e&&(e=null);void 0===f&&(f=null);void 0===h&&(h=null);var c=this._viewer.view,k=d.UUID.create();a=new d.Markup.MarkupView(k,a,c.getCamera(),this._explodeManager.getMagnitude(),this._cuttingManager.toJson(),
+g);this._markupViews.set(k,a);a.setLineVisibility(c.getLineVisibility());a.setFaceVisibility(c.getFaceVisibility());null!==e&&(a.setDefaultVisibility(e.defaultVisibility),a.setVisibilityExceptions(e.visibilityExceptions));null!==f&&a.setColorMap(f);null!==h&&a.setSnapshotImage(h);this._markupItemManager.setActiveView(a);b&&this._callbackManager.trigger("viewCreated",a);return a};e.prototype._activateSheet=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){return null!==
+a?[2,this._sheetManager.setActiveSheetId(a,!0,!1)]:[2]})})};e.prototype._activateViewImpl=function(a,b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return[4,this._activateSheet(a.getSheetId())];case 1:return d.sent(),c=this._viewer.view,c.setFaceVisibility(a.getFaceVisibility()),c.setLineVisibility(a.getLineVisibility()),0<b?[4,this._markupItemManager.setActiveView(null)]:[3,4];case 2:return d.sent(),[4,c._setCameraPromise(a.getCamera(),
+b)];case 3:return d.sent(),[3,5];case 4:c.setCamera(a.getCamera()),d.label=5;case 5:return[4,this._setActiveView(a)];case 6:return d.sent(),[2]}})})};e.prototype._activateView=function(a,b){a=this._markupViews.get(a);return void 0!==a?(b=this._activateViewImpl(a,b),h.UnsafePromise.create(!0,b)):h.UnsafePromise.create(!1,Promise.resolve())};e.prototype.activateView=function(a,b){void 0===b&&(b=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,
+this._activateView(a,b)]})})};e.prototype.deprecatedActivateView=function(a,b){void 0===b&&(b=d.DefaultTransitionDuration);return this._activateView(a,b).unsafeValue};e.prototype._setActiveView=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d,e;return __generator(this,function(g){switch(g.label){case 0:return this._viewer.model.isDrawing()?null!==a.getSheetId()?[3,2]:[4,this._viewer.sheetManager.deactivateSheets()]:[3,5];case 1:return g.sent(),[3,4];case 2:b=a.getVisibilityExceptions();
+c=a.getDefaultVisibility();if(!(0<b.size&&c))return[3,4];d=[];b.forEach(function(b){d.push(b)});return[4,this._viewer.model.setNodesVisibility(d,!1)];case 3:g.sent(),g.label=4;case 4:return[3,8];case 5:return c=a.getDefaultVisibility(),[4,this._viewer.model.setNodesVisibility([this._viewer.model.getAbsoluteRootNode()],c)];case 6:g.sent();b=a.getVisibilityExceptions();if(!(0<b.size))return[3,8];e=[];b.forEach(function(b){e.push(b)});return[4,this._viewer.model.setNodesVisibility(e,!c)];case 7:g.sent(),
+g.label=8;case 8:return[4,this._markupItemManager.setActiveView(a)];case 9:return g.sent(),[4,this._cuttingManager.fromJson(a.getCuttingPlaneData())];case 10:return g.sent(),[4,this._viewer.model.setNodesColors(a.getColorMap())];case 11:return g.sent(),[4,this._explodeManager.setMagnitude(a.getExplodeMagnitude())];case 12:return g.sent(),[2]}})})};e.prototype.deleteView=function(a){var b=this._markupViews.get(a);return void 0!==b?(this._callbackManager.trigger("viewDeleted",b),b===this._markupItemManager.getActiveView()&&
+this._markupItemManager.setActiveView(null),this._markupViews.delete(a),!0):!1};e.prototype._createDefaultViewName=function(){return"View "+this._defaultViewCounter++};e.prototype.toJson=function(){return this.exportMarkup()};e.prototype.forJson=function(){return this.toJson()};return e}(d.MarkupTypeManager);h.MarkupViewManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f,h){void 0===c&&(c=null);void 0===e&&(e=null);void 0===f&&(f=null);void 0===h&&(h=null);var g=a.call(this)||this;g._uniqueId=d.UUID.create();g._lineMeshId=null;g._lineMeshInstanceId=null;g._lineColor=d.Color.red();g._lineOpacity=1;g._linePattern=null;g._linePatternLength=null;g._linePatternLengthUnit=null;g._viewer=b;g._firstPoint=c;g._secondPoint=e;g._firstNodeId=f;g._secondNodeId=h;return g}__extends(c,a);c.prototype.setLineColor=
+function(b){this._lineColor=b};c.prototype.getLineColor=function(){return this._lineColor};c.prototype.setLineOpacity=function(b){this._lineOpacity=b};c.prototype.getLineOpacity=function(){return this._lineOpacity};c.prototype.setLinePattern=function(b,a,c){this._linePattern=b;this._linePatternLength=a;this._linePatternLengthUnit=c};c.prototype.getLinePattern=function(){return void 0!==this._linePattern?this._linePattern:null};c.prototype.getLinePatternLength=function(){return void 0!==this._linePatternLength?
+this._linePatternLength:null};c.prototype.getLinePatternLengthUnit=function(){return void 0!==this._linePatternLengthUnit?this._linePatternLengthUnit:null};c.prototype.setFirstPoint=function(b){this._firstPoint=b};c.prototype.getFirstPoint=function(){return this._firstPoint};c.prototype.setSecondPoint=function(b){this._secondPoint=b};c.prototype.getSecondPoint=function(){return this._secondPoint};c.prototype.setFirstNodeId=function(b){this._firstNodeId=b};c.prototype.getFirstNodeId=function(){return this._firstNodeId};
+c.prototype.setSecondNodeId=function(b){this._secondNodeId=b};c.prototype.getSecondNodeId=function(){return this._secondNodeId};c.prototype.getNodeId=function(){return this._lineMeshInstanceId};c.prototype.removeLine=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return b=this._viewer.model,null===this._lineMeshInstanceId?[3,3]:[4,b.deleteMeshInstances([this._lineMeshInstanceId])];case 1:return a.sent(),this._lineMeshInstanceId=
+null,null===this._lineMeshId?[3,3]:[4,b.deleteMeshes([this._lineMeshId])];case 2:a.sent(),this._lineMeshId=null,a.label=3;case 3:return[2]}})})};c.prototype.updateLine=function(){return __awaiter(this,void 0,void 0,function(){var b,a,c,e,f;return __generator(this,function(g){switch(g.label){case 0:return[4,this.removeLine()];case 1:g.sent();if(null===this._firstPoint||null===this._secondPoint)return[3,4];b=new d.MeshData;b.addPolyline([this._firstPoint.x,this._firstPoint.y,this._firstPoint.z,this._secondPoint.x,
+this._secondPoint.y,this._secondPoint.z]);a=this._viewer.model;return[4,a.createMesh(b)];case 2:return this._lineMeshId=c=g.sent(),e=new d.MeshInstanceData(c),e.setLineColor(this._lineColor),e.setLineOpacity(this._lineOpacity),e.setCreationFlags(d.MeshInstanceCreationFlags.ExcludeBounding),[4,a.createMeshInstance(e)];case 3:f=g.sent(),null!==this._linePattern&&a.setNodesLinePattern([f],this._linePattern,this._linePatternLength,this._linePatternLengthUnit),this._lineMeshInstanceId=f,g.label=4;case 4:return[2]}})})};
+c.prototype.getId=function(){return this._uniqueId};c.prototype.setId=function(b){this._uniqueId=b};c.prototype.getClassName=function(){return c.className};c.prototype._toJson=function(){return{className:this.getClassName(),uniqueId:this._uniqueId,firstPoint:this.getFirstPoint(),secondPoint:this.getSecondPoint(),firstNodeId:this.getFirstNodeId(),secondNodeId:this.getSecondNodeId(),lineColor:this.getLineColor(),lineOpacity:this.getLineOpacity(),linePattern:this.getLinePattern(),linePatternLength:this.getLinePatternLength(),
+linePatternLengthUnit:this.getLinePatternLengthUnit()}};c.prototype.toJson=function(){return this._toJson()};c.fromJson=function(b,a){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(f){g=b;e=new c(a,d.Point3.fromJson(g.firstPoint),d.Point3.fromJson(g.secondPoint),g.firstNodeId,g.secondNodeId);e.setId(g.uniqueId);e.setLineColor(d.Color.fromJson(g.lineColor));e.setLineOpacity(g.lineOpacity);null!=g.linePattern&&null!=g.linePatternLength&&null!=g.linePatternLengthUnit&&
+e.setLinePattern(g.linePattern,g.linePatternLength,g.linePatternLengthUnit);return[2,e]})})};c.className="Communicator.Markup.Line.LineMarkup";return c}(h.MarkupItem);f.LineMarkup=a})(h.Line||(h.Line={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._viewer=b;return c}__extends(c,a);c.prototype.onDragStart=function(b){b;return!1};c.prototype.onDragMove=function(b){b;return!1};c.prototype.onDragEnd=function(b){b;return!1};c.prototype.remove=function(){this._viewer.trigger("redlineDeleted",this);this._viewer.markupManager.refreshMarkup()};return c}(d.MarkupItem);f.RedlineItem=a})(d.Redline||(d.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._svgDefsElement=this._svgCanvas=null;this._svgElements=[];this._svgTextElements=[]}a.prototype._setCanvas=function(a){this._svgCanvas=a;this._svgDefsElement=document.createElementNS(f.Util.svgNamespace,"defs");this._svgCanvas.appendChild(this._svgDefsElement)};a.prototype._clear=function(){if(null===this._svgCanvas||null===this._svgDefsElement)throw new d.CommunicatorError("canvas not set");for(;this._svgCanvas.firstChild;)this._svgCanvas.removeChild(this._svgCanvas.firstChild);this._svgElements=
+[];for(this._svgTextElements=[];this._svgDefsElement.firstChild;)this._svgDefsElement.removeChild(this._svgDefsElement.firstChild);this._svgCanvas.appendChild(this._svgDefsElement)};a.prototype._finalize=function(){if(null===this._svgCanvas)throw new d.CommunicatorError("canvas not set");for(var a=0,b=this._svgElements;a<b.length;a++){var g=b[a];this._svgCanvas.appendChild(g)}a=0;for(b=this._svgTextElements;a<b.length;a++)g=b[a],this._svgCanvas.appendChild(g)};a.prototype.drawCircle=function(a){return this._addCircleNode(a.getCenter(),
+a.getRadius(),a)};a.prototype.drawCircles=function(a){for(var b=[],c=0,d=a.getCircles();c<d.length;c++){var e=d[c];e=this._addCircleNode(e.center,e.radius,a);b.push(e)}return b};a.prototype.drawLine=function(a){return this._addLineElement(a.getP1(),a.getP2(),a)};a.prototype.drawLines=function(a){for(var b=[],c=0,d=a.getLines();c<d.length;c++){var e=d[c];e=this._addLineElement(e.p1,e.p2,a);b.push(e)}return b};a.prototype.drawText=function(a){return this._addTextElement(a.getText(),a.getPosition(),
+a)};a.prototype.drawTexts=function(a){for(var b=[],c=0,d=a.getStrings();c<d.length;c++){var e=d[c];e=this._addTextElement(e.text,e.position,a);b.push(e)}return b};a.prototype.measureText=function(a,b){if(null===this._svgCanvas)throw new d.CommunicatorError("canvas not set");a=this._createTextElement(a,d.Point2.zero(),b);this._svgCanvas.appendChild(a);b=a.getBoundingClientRect();b=new d.Point2(b.width,b.height);this._svgCanvas.removeChild(a);return b};a.prototype.measureTextBox=function(a){var b=this.measureText(a.getTextString(),
+a.getTextPortion());b.x+=2*a.getBoxPortion().getStrokeWidth();b.y+=2*a.getBoxPortion().getStrokeWidth();b.x+=2*a.getPadding();b.y+=2*a.getPadding();return b};a.prototype.drawPolyline=function(a){return this._addPolylineElement(a.getPoints(),a)};a.prototype.drawPolylines=function(a){for(var b=[],c=0,d=a.getPolylines();c<d.length;c++){var e=this._addPolylineElement(d[c],a);b.push(e)}return b};a.prototype.drawPolygon=function(a){return this._addPolygonElement(a.getPoints(),a)};a.prototype.drawPolygons=
+function(a){for(var b=[],c=0,d=a.getPolygons();c<d.length;c++){var e=this._addPolygonElement(d[c],a);b.push(e)}return b};a.prototype.drawRectangle=function(a){return this._addRectangleElement(a.getPosition(),a.getSize(),a)};a.prototype.drawRectangles=function(a){for(var b=[],c=0,d=a.getRectangles();c<d.length;c++){var e=d[c];e=this._addRectangleElement(e.position,e.size,a);b.push(e)}return b};a.prototype.drawTextBox=function(a){return this._addTextBoxElement(a.getTextString(),a.getPosition(),a)};
+a.prototype.drawTextBoxes=function(a){for(var b=[],c=0,d=a.getStrings();c<d.length;c++){var e=d[c];e=this._addTextBoxElement(e.text,e.position,a);b.push(e)}return b};a.prototype._addTextBoxElement=function(a,b,d){var c=this.measureText(a,d.getTextPortion());c.x+=2*d.getPadding();c.y+=2*d.getPadding();var g=[];c=this._addRectangleElement(b,c,d.getBoxPortion(),!0);g.push(c);b=b.copy();b.x+=d.getPadding();b.y+=d.getPadding()/2+d.getBoxPortion().getStrokeWidth();a=this._addTextElement(a,b,d.getTextPortion());
+g.push(a);return g};a.prototype._renderEndcaps=function(a,b,g,e){if(null===this._svgDefsElement)throw new d.CommunicatorError("canvas not set");g.getStartEndcapType()===d.Markup.Shape.EndcapType.Arrowhead?(g.getEndcapsInverted()?(a=f.Util.createEndArrowMarker(g.getStartEndcapSize(),g.getStartEndcapColor()),a.refX.baseVal.value=g.getStartEndcapSize()):a=f.Util.createStartArrowMarker(g.getStartEndcapSize(),g.getStartEndcapColor()),e.style.markerStart="url(#"+a.id+")",this._svgDefsElement.appendChild(a)):
+g.getStartEndcapType()===d.Markup.Shape.EndcapType.Circle&&(a=f.Util.createCircleMarker(a,g.getStrokeWidth(),g.getStartEndcapSize(),g.getStartEndcapColor()),this._addSVGElement(a));g.getEndEndcapType()===d.Markup.Shape.EndcapType.Arrowhead?(a=g.getEndcapsInverted()?f.Util.createStartArrowMarker(g.getEndEndcapSize(),g.getEndEndcapColor()):f.Util.createEndArrowMarker(g.getEndEndcapSize(),g.getEndEndcapColor()),e.style.markerEnd="url(#"+a.id+")",this._svgDefsElement.appendChild(a)):g.getEndEndcapType()===
+d.Markup.Shape.EndcapType.Circle&&(a=f.Util.createCircleMarker(b,g.getStrokeWidth(),g.getEndEndcapSize(),g.getEndEndcapColor()),this._addSVGElement(a))};a.prototype._createTextElement=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"text"),g=0;for(a=a.split("\n");g<a.length;g++){var e=a[g],h=document.createElementNS(f.Util.svgNamespace,"tspan");h.textContent=e;h.setAttributeNS(null,"x",""+b.x);h.setAttributeNS(null,"dy","1.2em");c.appendChild(h)}(g=d.getFontFamily())&&c.setAttributeNS(null,
+"font-family",g);c.setAttributeNS(null,"font-size",d.getFontSize().toString());c.setAttributeNS(null,"x",""+b.x);c.setAttributeNS(null,"y",""+b.y);this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);return c};a.prototype._addTextElement=function(a,b,d){a=this._createTextElement(a,b,d);this._addSVGTextItemElement(a);return a};a.prototype._addRectangleElement=function(a,b,d,e){void 0===e&&(e=!1);var c=document.createElementNS(f.Util.svgNamespace,"rect");c.setAttributeNS(null,"x",
+a.x.toString());c.setAttributeNS(null,"y",a.y.toString());c.setAttributeNS(null,"width",b.x.toString());c.setAttributeNS(null,"height",b.y.toString());a=d.getBorderRadius();0<a&&(c.setAttributeNS(null,"rx",a.toString()),c.setAttributeNS(null,"ry",a.toString()));this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);e?this._addSVGTextItemElement(c):this._addSVGElement(c);return c};a.prototype._addLineElement=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"line");
+c.setAttributeNS(null,"x1",a.x.toString());c.setAttributeNS(null,"y1",a.y.toString());c.setAttributeNS(null,"x2",b.x.toString());c.setAttributeNS(null,"y2",b.y.toString());this._setGenericStrokeAttributes(c,d);this._addSVGElement(c);this._renderEndcaps(a,b,d,c);return c};a.prototype._addPolygonElement=function(a,b){a=f.Util.svgPointString(a);var c=document.createElementNS(f.Util.svgNamespace,"polygon");c.setAttributeNS(null,"points",a);this._setGenericStrokeAttributes(c,b);this._setGenericFillAttributes(c,
+b);this._addSVGElement(c);return c};a.prototype._addPolylineElement=function(a,b){var c=f.Util.svgPointString(a),d=document.createElementNS(f.Util.svgNamespace,"polyline");d.setAttributeNS(null,"points",c);d.setAttributeNS(null,"fill","none");this._renderEndcaps(a[0],a[a.length-1],b,d);this._setGenericStrokeAttributes(d,b);this._addSVGElement(d);return d};a.prototype._addCircleNode=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"circle");c.setAttributeNS(null,"cx",a.x.toString());
+c.setAttributeNS(null,"cy",a.y.toString());c.setAttributeNS(null,"r",b.toString());this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);this._addSVGElement(c);return c};a.prototype._setGenericFillAttributes=function(a,b){a.setAttributeNS(null,"fill",f.Util.svgColorRgbString(b.getFillColor()));a.setAttributeNS(null,"fill-opacity",b.getFillOpacity().toString())};a.prototype._setGenericStrokeAttributes=function(a,b){a.setAttributeNS(null,"stroke",f.Util.svgColorRgbString(b.getStrokeColor()));
+a.setAttributeNS(null,"stroke-width",b.getStrokeWidth().toString())};a.prototype._addSVGTextItemElement=function(a){this._svgTextElements.push(a)};a.prototype._addSVGElement=function(a){this._svgElements.push(a)};return a}();f.SVGMarkupRenderer=a})(h.SVG||(h.SVG={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){function e(a){return"rgb("+a.r+", "+a.g+", "+a.b+")"}a.svgNamespace="http://www.w3.org/2000/svg";a.svgColorRgbString=e;a.svgPointString=function(a){for(var b="",c=0;c<a.length;c++)c&&(b+=" "),b+=a[c].x+","+a[c].y;return b};a.createStartArrowMarker=function(c,b){var g=1.1*c,f=new d.Point2(g,0),l=new d.Point2(g,c),h=new d.Point2(0,c/2),m=document.createElementNS(a.svgNamespace,"marker");m.id=d.UUID.create();m.markerWidth.baseVal.value=g;m.markerHeight.baseVal.value=
+c;m.setOrientToAuto();m.refY.baseVal.value=c/2;c="M"+f.x+","+f.y+" L"+l.x+","+l.y+" L"+h.x+","+h.y+" Z";g=document.createElementNS(a.svgNamespace,"path");g.setAttribute("d",c);g.setAttributeNS(null,"fill",e(b));m.appendChild(g);return m};a.createEndArrowMarker=function(c,b){var g=1.1*c,f=d.Point2.zero(),l=new d.Point2(0,c),h=new d.Point2(g,c/2),m=document.createElementNS(a.svgNamespace,"marker");m.id=d.UUID.create();m.markerWidth.baseVal.value=g;m.markerHeight.baseVal.value=c;m.setOrientToAuto();
+m.refY.baseVal.value=c/2;m.refX.baseVal.value=c;c="M"+f.x+","+f.y+" L"+l.x+","+l.y+" L"+h.x+","+h.y+" Z";g=document.createElementNS(a.svgNamespace,"path");g.setAttribute("d",c);g.setAttributeNS(null,"fill",e(b));m.appendChild(g);return m};a.createCircleMarker=function(c,b,d,f){d/=2;f=e(f);var g=document.createElementNS(a.svgNamespace,"circle");g.setAttributeNS(null,"cx",c.x.toString());g.setAttributeNS(null,"cy",c.y.toString());g.setAttributeNS(null,"r",d.toString());g.setAttributeNS(null,"fill",
+f);0<b&&(g.setAttributeNS(null,"stroke-width",b.toString()),g.setAttributeNS(null,"stroke",f));return g}})(f.Util||(f.Util={}))})(h.SVG||(h.SVG={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._points=[];return b}__extends(c,a);c.prototype.clearPoints=function(){this._points=[]};c.prototype.getPoints=function(){return this._points};c.prototype.pushPoint=function(a){this._points.push(a.copy())};return c}(d.FilledShape);d.Polygon=a;a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._polygons=[];return b}__extends(c,a);c.prototype.clear=function(){this._polygons=
+[]};c.prototype.createPolygon=function(){var a=[];this._polygons.push(a);return a};c.prototype.getPolygons=function(){return this._polygons};return c}(d.FilledShape);d.PolygonCollection=a})(d.Shape||(d.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._points=[];return b}__extends(c,a);c.prototype.clearPoints=function(){this._points=[]};c.prototype.getPoints=function(){return this._points};c.prototype.pushPoint=function(a){this._points.push(a.copy())};return c}(d.EndcapShape);d.Polyline=a;a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._polylines=[];return b}__extends(c,a);c.prototype.clear=function(){this._polylines=
+[]};c.prototype.createPolyline=function(){var a=[];this._polylines.push(a);return a};c.prototype.getPolylines=function(){return this._polylines};return c}(d.EndcapShape);d.PolylineCollection=a})(d.Shape||(d.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,b){var c=Math.abs(a.x);var g=Math.abs(a.y),e=Math.abs(a.z);c=c<=g&&c<=e?new d.Point3(1,0,0):g<=c&&g<=e?new d.Point3(0,1,0):new d.Point3(0,0,1);a=d.Point3.cross(c,a);return b?(b.assign(a),b):a}function a(a,b,c,d){var g=c.normal.x*(b.x-a.x)+c.normal.y*(b.y-a.y)+c.normal.z*(b.z-a.z);if(1E-5>Math.abs(g))return!1;c=-(c.d+c.normal.x*a.x+c.normal.y*a.y+c.normal.z*a.z)/g;d.x=a.x+c*(b.x-a.x);d.y=a.y+c*(b.y-a.y);d.z=a.z+c*(b.z-a.z);return 0>c||1<c?!1:!0}function e(a){if(.01>
+Math.abs(a-25.4/72))return"points";if(.01>Math.abs(a-25.4))return"inch";if(.01>Math.abs(a-1))return"mm";if(.01>Math.abs(a-10))return"cm";if(.01>Math.abs(a-25.4/6))return"picas";if(.01>Math.abs(a-12*25.4))return"ft";if(.01>Math.abs(a-914.4))return"yd";if(.01>Math.abs(a-1E3))return"m";if(.01>Math.abs(a-1E6))return"km";if(.01>Math.abs(a-1609344))return"mi";console.log("warning: unit multiplier doesn't map to known type: unit="+a);return""}function c(a){return Math.PI/180*a}function b(a){return 180/Math.PI*
+a}function g(a,b,g){a=a.copy().normalize();var e=c(b);b=Math.cos(e);e=Math.sin(e);var f=1-b,k=f*a.x*a.y,l=f*a.x*a.z,h=f*a.y*a.z;void 0===g&&(g=new d.Matrix);g.m[0]=f*a.x*a.x+b;g.m[1]=e*a.z+k;g.m[2]=l-e*a.y;g.m[3]=0;g.m[4]=k-e*a.z;g.m[5]=f*a.y*a.y+b;g.m[6]=e*a.x+h;g.m[7]=0;g.m[8]=e*a.y+l;g.m[9]=h-e*a.x;g.m[10]=f*a.z*a.z+b;g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g}function k(a,b,c){b=d.Point3.subtract(b,a);a=d.Point3.subtract(c,a);a=d.Point3.dot(a,b)/b.squaredLength();return Math.max(0,
+Math.min(1,a))}h.oneVectorCross=f;h.intersectionPlaneLine2=a;h.computePointToLineDistance=function(a,b,c,g){var e=d.Point3.subtract(c,b),f=e.squaredLength(),k=0;0<f&&(k=((a.x-b.x)*(c.x-b.x)+(a.y-b.y)*(c.y-b.y)+(a.z-b.z)*(c.z-b.z))/f);e.set(e.x*k,e.y*k,e.z*k);g.set(b.x+e.x,b.y+e.y,b.z+e.z);new d.Point3(0,0,0);return d.Point3.subtract(a,g).length()};h.formatWithUnit=function(a,b){b=e(b);for(var c,d=2;9>d&&(c=a.toFixed(d),0===parseFloat(c));d++);0===parseFloat(c)&&(c="0");return c+b};h.degreesToRadians=
+c;h.radiansToDegrees=b;h.computeOffaxisRotation=g;h.intersect3d2Planes=function(a,b,c,g,e,f){var k=d.Point3.cross(a.normal,c.normal),l=Math.abs(k.x),h=Math.abs(k.y),n=Math.abs(k.z);if(1E-7>l+h+n)return c=d.Point3.subtract(g,b),0===d.Point3.dot(a.normal,c)?1:0;l=l>h?l>n?1:3:h>n?2:3;h=d.Point3.zero();b=-d.Point3.dot(a.normal,b);g=-d.Point3.dot(c.normal,g);switch(l){case 1:h.x=0;h.y=(g*a.normal.z-b*c.normal.z)/k.x;h.z=(b*c.normal.y-g*a.normal.y)/k.x;break;case 2:h.x=(b*c.normal.z-g*a.normal.z)/k.y;h.y=
+0;h.z=(g*a.normal.x-b*c.normal.x)/k.y;break;case 3:h.x=(g*a.normal.y-b*c.normal.y)/k.z,h.y=(b*c.normal.x-g*a.normal.x)/k.z,h.z=0}e.assign(h);f.set(h.x+k.x,h.y+k.y,h.z+k.z);return 2};h.intersectionPlaneLine=function(b,c,g,e,f,k){var l=new d.Plane;l.normal.x=(e.y-g.y)*(f.z-g.z)-(e.z-g.z)*(f.y-g.y);l.normal.y=(e.z-g.z)*(f.x-g.x)-(e.x-g.x)*(f.z-g.z);l.normal.z=(e.x-g.x)*(f.y-g.y)-(e.y-g.y)*(f.x-g.x);l.normal.normalize();l.d=-l.normal.x*g.x-l.normal.y*g.y-l.normal.z*g.z;return a(b,c,l,k)};h.computeAngleBetweenVector=
+function(a,c){a=a.copy().normalize();var g=c.copy().normalize();c=d.Point3.cross(a,g).length();a=d.Point3.dot(a,g);return b(Math.atan2(c,a))};h.generatePointsOnCircle=function(a,b,c,g,e){for(var k=2*Math.PI/g,l=0;l<g;l++)a[l]=new d.Point3(0,c*Math.cos(k*l),c*Math.sin(k*l));a[g]=a[0].copy();c=f(e);c.normalize();k=d.Point3.cross(c,e);k.normalize();l=new d.Matrix;var h=l.m;h[0]=e.x;h[1]=e.y;h[2]=e.z;h[3]=0;h[4]=c.x;h[5]=c.y;h[6]=c.z;h[7]=0;h[8]=k.x;h[9]=k.y;h[10]=k.z;h[11]=0;h[12]=0;h[13]=0;h[14]=0;
+h[15]=1;l.transformArray(a,a);for(l=0;l<=g;l++)a[l].set(a[l].x+b.x,a[l].y+b.y,a[l].z+b.z)};h.distanceLineLine=function(a,b,c,g,e,f){var k=0,l=0,h=d.Point3.subtract(b,a),n=d.Point3.subtract(g,c),m=d.Point3.dot(h,a),p=d.Point3.dot(h,n),q=d.Point3.dot(h,h),r=d.Point3.dot(h,c),B=d.Point3.dot(n,n),D=d.Point3.dot(n,c),C=d.Point3.dot(n,a);g=d.Point3.dot(h,g);var E=d.Point3.dot(n,b),F=q*B-p*p;0===F?(0!==q?(r=(r-m)/q,0>r?r=0:1<r&&(r=1),m=(g-m)/q,0>m?m=0:1<m&&(m=1)):m=r=0,0!==B?(C=(C-D)/B,0>C?C=0:1<C&&(C=1),
+B=(E-D)/B,0>B?B=0:1<B&&(B=1)):B=C=0,k=(r+m)/2,l=(C+B)/2):(b=(p*C-p*D-B*m+B*r)/F,p=(q*C-q*D+p*r-p*m)/F,r=(r-m)/q,C=(C-D)/B,m=(g-m)/q,B=(E-D)/B,0<=b&&1>=b&&0<=p&&1>=p?(k=b,l=p):0>b&&0<=p&&1>=p?(k=b,l=C):1<b&&0<=p&&1>=p?(k=b,l=B):0<=b&&1>=b&&0>p?(k=r,l=p):0<=b&&1>=b&&1<p?(k=m,l=p):0>b&&0>p?(k=r,l=C):0>b&&1<p?(k=m,l=C):1<b&&0>p?(k=r,l=B):1<b&&1<p&&(k=m,l=B),0>k?k=0:1<k&&(k=1),0>l?l=0:1<l&&(l=1));e.x=k*h.x+a.x;e.y=k*h.y+a.y;e.z=k*h.z+a.z;f.x=l*n.x+c.x;f.y=l*n.y+c.y;f.z=l*n.z+c.z;return d.Point3.subtract(f,
+e).length()};h.lineLineIntersect=function(a,b,c,g){var e=d.Point3.zero(),f=d.Point3.zero(),k=d.Point3.zero(),l=d.Point3.zero(),h=d.Point3.zero();k.x=a.x-c.x;k.y=a.y-c.y;k.z=a.z-c.z;l.x=g.x-c.x;l.y=g.y-c.y;l.z=g.z-c.z;if(1E-12>Math.abs(l.x)&&1E-12>Math.abs(l.y)&&1E-12>Math.abs(l.z))return null;h.x=b.x-a.x;h.y=b.y-a.y;h.z=b.z-a.z;if(1E-12>Math.abs(h.x)&&1E-12>Math.abs(h.y)&&1E-12>Math.abs(h.z))return null;b=k.x*l.x+k.y*l.y+k.z*l.z;g=l.x*h.x+l.y*h.y+l.z*h.z;var n=k.x*h.x+k.y*h.y+k.z*h.z;k=l.x*l.x+l.y*
+l.y+l.z*l.z;var m=(h.x*h.x+h.y*h.y+h.z*h.z)*k-g*g;if(1E-12>Math.abs(m))return null;n=(b*g-n*k)/m;b=(b+g*n)/k;e.x=a.x+n*h.x;e.y=a.y+n*h.y;e.z=a.z+n*h.z;f.x=c.x+b*l.x;f.y=c.y+b*l.y;f.z=c.z+b*l.z;return e};h.closestPointScalarFromPointToSegment=k;h.closestPointFromPointToSegment=function(a,b,c){c=k(a,b,c);b=d.Point3.subtract(b,a).scale(c);return d.Point3.add(a,b)};h.isPointOnLineSegment=function(a,b,c,g){var e=k(a,b,c);if(0>e||1<e)return!1;b=d.Point3.subtract(b,a).scale(e);a=d.Point3.add(a,b);return d.Point3.subtract(a,
+c).squaredLength()<=g*g};h.isPointOnLineSegment2d=function(a,b,c,g){var e=d.Point2.subtract(c,b);var f=e.length();e.scale(((a.x-b.x)*(c.x-b.x)+(a.y-b.y)*(c.y-b.y))/(f*f));e=d.Point2.add(b,e);return d.Point2.distance(a,e)<=g?e.x<Math.min(b.x,c.x)||e.x>Math.max(b.x,c.x)||e.y<Math.min(b.y,c.y)||e.y>Math.max(b.y,c.y)?!1:!0:!1};h.isPointInRect2d=function(a,b,c,d){void 0===d&&(d=0);return a.x+d<b.x||a.x>b.x+c.x+d||a.y+d<b.y||a.y>b.y+c.y+d?!1:!0};h.generateArcPoints=function(a,b,c,e,f){var k=[],l=d.Point3.zero(),
+h=new d.Matrix;b/=f;for(var n=0,m=0;n<=f;++n,m+=b)g(a,m,h),h.transform(e,l),k.push(d.Point3.add(c,l));return k}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e){this.origin=d.Point3.zero();this.direction=new d.Point3(0,0,1);a&&this.origin.assign(a);e&&this.direction.assign(e)}f.prototype.copy=function(){return new f(this.origin,this.direction)};f.prototype.assign=function(a){this.origin.assign(a.origin);this.direction.assign(a.direction);return this};f.prototype.negate=function(){this.direction.negate();return this};return f}();d.Ray=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this.normal=d.Point3.zero();this.d=0}f.prototype.setFromPointAndNormal=function(a,e){this.normal.assign(e);this.d=-d.Point3.dot(e,a);return this};f.prototype.setFromPoints=function(a,e,c){this.normal=d.Point3.cross(d.Point3.subtract(e,a),d.Point3.subtract(c,a)).normalize();this.d=-d.Point3.dot(a,this.normal)};f.prototype.setFromCoefficients=function(a,d,c,b){this.normal.set(a,d,c);this.d=b};f.prototype.getCoefficients=function(){var a=this.normal;return[a.x,
+a.y,a.z,this.d]};f.prototype.distanceToPoint=function(a){return d.Point3.dot(this.normal,a)+this.d};f.prototype.rayIntersection=function(a){var e=d.Point3.zero();return this.intersectsRay(a,e)?e:null};f.prototype.intersectsRay=function(a,e){var c=d.Point3.dot(this.normal,a.direction),b=this.distanceToPoint(a.origin),g=-b/c;return 0<=g&&0<Math.abs(c)?(e&&(c=a.direction.copy().scale(g),e.set(a.origin.x+c.x,a.origin.y+c.y,a.origin.z+c.z)),!0):0<=g&&0>=Math.abs(b)?(e&&e.assign(a.origin),!0):!1};f.prototype.determineSide=
+function(a){return 0<this.normal.x*a.x+this.normal.y*a.y+this.normal.z*a.z+this.d?!0:!1};f.prototype.copy=function(){var a=new f;a.normal.assign(this.normal);a.d=this.d;return a};f.prototype.assign=function(a){this.normal.assign(a.normal);this.d=a.d};f.prototype.equals=function(a){return this.normal.equals(a.normal)&&this.d===a.d};f.createFromPointAndNormal=function(a,d){return(new f).setFromPointAndNormal(a,d)};f.createFromPoints=function(a,d,c){var b=new f;b.setFromPoints(a,d,c);return b};f.createFromCoefficients=
+function(a,d,c,b){var g=new f;g.setFromCoefficients(a,d,c,b);return g};return f}();d.Plane=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b}d.prototype.scale=function(a){this.x*=a;this.y*=a;this.z*=a;this.w*=a;return this};d.prototype.set=function(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b};d.prototype.assign=function(a){this.x=a.x;this.y=a.y;this.z=a.z;this.w=a.w};d.zero=function(){return new d(0,0,0,0)};return d}();d.Point4=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b}f.prototype.set=function(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b};f.prototype.copy=function(){return new f(this.x,this.y,this.z,this.w)};f.prototype.equals=function(a){return this.x===a.x&&this.y===a.y&&this.z===a.z&&this.w===a.w};f.prototype.fromArray=function(a){this.x=a[0];this.y=a[1];this.z=a[2];this.w=a[3];return this};f.prototype.toArray=function(a){a[0]=this.x;a[1]=this.y;a[2]=this.z;a[3]=this.w;return this};
+f.prototype.negate=function(){this.x=-this.x;this.y=-this.y;this.z=-this.z;this.w=-this.w;return this};f.prototype.magnitudeSquared=function(){return this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w};f.prototype.magnitude=function(){return Math.sqrt(this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w)};f.add=function(a,d){return new f(a.x+d.x,a.y+d.y,a.z+d.z,a.w+d.w)};f.subtract=function(a,d){return new f(a.x-d.x,a.y-d.y,a.z-d.z,a.w-d.w)};f.Identity=function(){return new f(0,0,0,1)};f.toMatrix=
+function(a){var e=a.x*a.x+a.y*a.y+a.z*a.z+a.w*a.w;e=2/e;var c=a.x*e,b=a.y*e,g=a.z*e;e=a.w*c;var f=a.w*b,l=a.w*g;c*=a.x;var h=a.x*b,m=a.x*g;b*=a.y;var p=a.y*g;a=a.z*g;g=new d.Matrix;g.m[0]=1-(b+a);g.m[1]=h+l;g.m[2]=m-f;g.m[3]=0;g.m[4]=h-l;g.m[5]=1-(c+a);g.m[6]=p+e;g.m[7]=0;g.m[8]=m+f;g.m[9]=p-e;g.m[10]=1-(c+b);g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g};f.createFromMatrix=function(a){var d=[],c=a.m[0]+a.m[5]+a.m[10];if(0<c){var b=Math.sqrt(c+1);d[3]=.5*b;b=.5/b;d[0]=b*(a.m[6]-a.m[9]);
+d[1]=b*(a.m[8]-a.m[2]);d[2]=b*(a.m[1]-a.m[4])}else{c=0;a.m[5]>a.m[0]&&(c=1);a.m[10]>a.m[4*c+c]&&(c=2);b=[1,2,0];var g=b[c],k=b[g];b=Math.sqrt(a.m[4*c+c]-(a.m[4*g+g]+a.m[4*k+k])+1);d[c]=.5*b;b=.5/b;d[3]=b*(a.m[4*g+k]-a.m[4*k+g]);d[g]=b*(a.m[4*c+g]+a.m[4*g+c]);d[k]=b*(a.m[4*c+k]+a.m[4*k+c])}return f.Identity().fromArray(d)};f.interpolate=function(a,d,c){var b=[],g=[],e=[];a.toArray(b);d.toArray(g);a=b[0]*g[0]+b[1]*g[1]+b[2]*g[2]+b[3]*g[3];if(1+a>f._epsilon){if(1-a>f._epsilon){d=f._arccos(a);var l=1/
+Math.sin(d);a=l*Math.sin((1-c)*d);c=l*Math.sin(c*d)}else a=1-c;for(d=0;4>d;++d)e[d]=a*b[d]+c*g[d]}else for(e[0]=-b[1],e[1]=b[0],e[2]=-b[3],e[3]=b[2],a=Math.sin(.5*Math.PI*(1-c)),c=Math.sin(.5*Math.PI*c),d=0;3>d;++d)e[d]=a*b[d]+c*e[d];return f.Identity().fromArray(e)};f._arccos=function(a){return-1>a?Math.PI:1<a?0:Math.acos(a)};f._epsilon=1E-5;return f}();d.Quaternion=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,b){this._button=a;this._modifier=b}a.prototype.getButton=function(){return this._button};a.prototype.getModifier=function(){return this._modifier};return a}();h.ButtonModifier=f;var a=function(){function a(a){this._ptFirst=d.Point2.zero();this._ptPrevious=d.Point2.zero();this._ptCurrent=d.Point2.zero();this._dragging=!1;this._dragCount=0;this._primaryTouchId=null;this._mapping=[];this._buttonModifierActive=!1;this._doubleClickInterval=200;this._firstMouseDownTime=
+null;this._isDoubleClick=!1;this._viewer=a}a.prototype.onDoubleClick=function(a){};a.prototype.onMouseDown=function(a){this._firstMouseDownTime?Date.now()-this._firstMouseDownTime<this._doubleClickInterval?(this._isDoubleClick=!0,this._firstMouseDownTime=null):this._firstMouseDownTime=Date.now():(this._firstMouseDownTime=Date.now(),this._isDoubleClick=!1);if(this._isDoubleClick)this.onDoubleClick(a);else{if(this._buttonModifierActive=this.checkMapping(a))a=a.getPosition(),this._ptFirst.assign(a),
+this._ptPrevious.assign(a),this._ptCurrent.assign(a);this._dragging=!0}};a.prototype.onMouseMove=function(a){this.isActive()&&(this._ptPrevious.assign(this._ptCurrent),this._ptCurrent.assign(a.getPosition()),this._dragging&&!this._ptCurrent.equals(this._ptPrevious)&&(++this._dragCount,1===this._dragCount&&this._viewer.trigger("beginInteraction")))};a.prototype.onMouseUp=function(a){this._buttonModifierActive&&this.stopInteraction();this._dragging=!1};a.prototype.stopInteraction=function(){this._viewer.trigger("endInteraction");
+this._dragging=!1;this._dragCount=0;this._buttonModifierActive=!1};a.prototype.isDragging=function(){return this._dragging};a.prototype.isActive=function(){return(this._buttonModifierActive||null!==this._primaryTouchId)&&!this._isDoubleClick&&!this._viewer.getContextMenuStatus()};a.prototype.onTouchStart=function(a){if(null===this._primaryTouchId){this._primaryTouchId=a.getId();var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Down);
+this.onMouseDown(b)}a.setHandled(this.setHandled())};a.prototype.onTouchMove=function(a){if(this._primaryTouchId===a.getId()){var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Move);this.onMouseMove(b)}a.setHandled(this.setHandled())};a.prototype.onTouchEnd=function(a){if(this._primaryTouchId===a.getId()){var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Up);
+this.onMouseUp(b);this._primaryTouchId=null}a.setHandled(this.setHandled())};a.prototype.addMapping=function(a,b){void 0===b&&(b=d.KeyModifiers.None);this._mapping.push(new f(a,b))};a.prototype.clearMapping=function(){this._mapping=[]};a.prototype.setMapping=function(a,b){void 0===b&&(b=d.KeyModifiers.None);this._mapping=[];this._mapping.push(new f(a,b))};a.prototype.checkMapping=function(a){if(0===this._mapping.length)return!0;for(var b=0,c=this._mapping;b<c.length;b++){var d=c[b];if(d.getButton()===
+a.getButton()&&d.getModifier()===a.getModifiers())return!0}return!1};a.prototype.setHandled=function(){return!1};a.prototype.onDeactivate=function(){var a=this.stopInteraction();this._primaryTouchId=null;return a};return a}();h.OperatorBase=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._stage=0;c._finalized=!1;c._uniqueId="";c._positions=[];c._name="";c._measurementValue=0;c._unitMultiplier=1;c._textShape=new h.Shape.TextBox;c._visibility=!0;c._positions=[];c._lineShapes=[];c._viewer=b;return c}__extends(c,a);c.prototype.getName=function(){return this._name};c.prototype.setName=function(a){this._name=a};c.prototype._getStage=function(){return this._stage};c.prototype._nextStage=function(){this._stage++};
+c.prototype._setId=function(a){this._uniqueId=a};c.prototype._getId=function(){return this._uniqueId};c.prototype.adjust=function(a){a};c.prototype._isFinalized=function(){return this._finalized};c.prototype.update=function(){};c.prototype.draw=function(){this.update()};c.prototype.setVisibility=function(a){this._visibility=a;this.draw();a?this._viewer.trigger("measurementShown",this):this._viewer.trigger("measurementHidden",this)};c.prototype.getVisibility=function(){return this._visibility};c.prototype.toJson=
+function(){return{}};c.prototype.forJson=function(){return this.toJson()};c.prototype.getMeasurementValue=function(){return this._measurementValue};c.prototype.getUnitMultiplier=function(){return this._unitMultiplier};c.prototype.setMeasurementText=function(a){this._textShape.setTextString(a)};c.prototype.getMeasurementText=function(){return this._textShape.getTextString()};c.prototype._setMeasurementValue=function(a){this._measurementValue=a/this._unitMultiplier;this.setMeasurementText(d.Util.formatWithUnit(this._measurementValue,
+this._unitMultiplier));this._viewer.trigger("measurementValueSet",this)};c._serializePointArray=function(a){for(var b=[],c=0;c<a.length;c++)b.push(a[c].toJson());return b};c._constructPointArray=function(a){for(var b=[],c=0;c<a.length;c++){var e=d.Point3.fromJson(a[c]);b.push(e)}return b};return c}(h.MarkupItem);f.MeasureMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b){b=a.call(this,b)||this;b._rectangle=new d.Markup.Shape.Rectangle;b._markupHandle=null;b._dim=new d.Point2(0,0);b.initialPosition=new d.Point2(0,0);b.currentPosition=new d.Point2(0,0);b.min=new d.Point2(0,0);b.max=new d.Point2(0,0);b._name="_RectangleMarkup";b._rectangle.setFillOpacity(0);return b}__extends(c,a);c.prototype.draw=function(){this._viewer.markupManager.getRenderer().drawRectangle(this._rectangle)};c.prototype.updateCurrentPosition=
+function(a){this.currentPosition.assign(a);this._rectangle.setStrokeColor(this.initialPosition.x<this.currentPosition.x?d.Color.red():d.Color.blue());this.min.assign(this.initialPosition);this.max.assign(this.currentPosition);this.max.x<this.min.x&&(a=this.max.x,this.max.x=this.min.x,this.min.x=a);this.max.y<this.min.y&&(a=this.max.y,this.max.y=this.min.y,this.min.y=a);this._dim.assign(this.max);this._dim.subtract(this.min);this._updateRectangleVertices()};c.prototype._updateRectangleVertices=function(){this._rectangle.setPosition(this.min);
+this._rectangle.setSize(this._dim)};c.prototype.activate=function(a){this.initialPosition.assign(a);this.currentPosition.assign(a);this.min.assign(a);this.max.assign(a);this._dim.set(0,0);this._rectangle.setStrokeWidth(1);this._updateRectangleVertices();this._markupHandle=this._viewer.markupManager.registerMarkup(this)};c.prototype.deactivate=function(){this.initialPosition.set(0,0);this.currentPosition.set(0,0);this.min.set(0,0);this.max.set(0,0);this._dim.set(0,0);this._rectangle.setStrokeWidth(0);
+this._updateRectangleVertices();var a=this._viewer.markupManager;null!==this._markupHandle&&(a.unregisterMarkup(this._markupHandle),this._markupHandle=null);a.refreshMarkup()};c.prototype.isActive=function(){return null!==this._markupHandle};return c}(d.Markup.Measure.MeasureMarkup),a=function(a){function c(b){var c=a.call(this,b)||this;c._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;c._rectangleMarkup=new f(b);c._incrementalSelection=d.Util.IncrementalSelection.create("SelectionManager",
+b);b.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.clearSelection()];case 1:return a.sent(),[2,this.waitForIdle()]}})})},selectionArray:function(a){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return 0!==a.length?[3,2]:[4,this._incrementalSelection.stopSelection()];case 1:b.sent(),b.label=2;case 2:return[2]}})})}});return c}
+__extends(c,a);c.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};c.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};c.prototype.hasActiveSelection=function(){return!this._incrementalSelection.isIdle()};c.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.waitForIdle()]})})};c.prototype.clearSelection=
+function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.clearSelection()]})})};c.prototype._allowSelection=function(a,c){return a.x===c.x||a.y===c.y?!1:!0};c.prototype._createBeginConfig=function(a,c,e){var b=new d.IncrementalPickConfig;b.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;b.ignoreCuttingSections=!1;b.ignoreUnrequestedInstances=!0;e&&(b.mustBeFullyContained=!0);return{pickConfig:b,areaCssMin:a,
+areaCssMax:c}};c.prototype._performSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h;return __generator(this,function(g){switch(g.label){case 0:return b=this._rectangleMarkup.min.copy(),c=this._rectangleMarkup.max.copy(),e=this._rectangleMarkup.initialPosition.x<this._rectangleMarkup.currentPosition.x,a?[4,this.clearSelection()]:[3,2];case 1:g.sent(),g.label=2;case 2:if(!this._allowSelection(b,c))return[2];f=this._createBeginConfig(b,c,e);g.label=3;case 3:return g.trys.push([3,
+5,,6]),[4,this._incrementalSelection.performSelection(f)];case 4:return[2,g.sent()];case 5:h=g.sent();if(!(h instanceof d.SelectionInvalidatedError))throw h;return[3,6];case 6:return[2]}})})};c.prototype.setHandled=function(){return!0};c.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&this.clearSelection()};c.prototype.onMouseDown=function(b){a.prototype.onMouseDown.call(this,b);this.isActive()&&(b.setHandled(!0),this._rectangleMarkup.isActive()&&this._rectangleMarkup.deactivate(),
+this._rectangleMarkup.activate(b.getPosition()))};c.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);this.isActive()&&this._rectangleMarkup.isActive()&&(b.setHandled(!0),this._rectangleMarkup.updateCurrentPosition(b.getPosition()),this._viewer.markupManager.refreshMarkup())};c.prototype.onMouseUp=function(b){if(this.isActive()&&this._rectangleMarkup.isActive()){b.setHandled(!0);this._rectangleMarkup.updateCurrentPosition(b.getPosition());var c=!b.controlDown();this._performSelection(c)}this._rectangleMarkup.isActive()&&
+this._rectangleMarkup.deactivate();a.prototype.onMouseUp.call(this,b)};return c}(h.OperatorBase);h.AreaSelectionOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._axisTriad=c.view.getAxisTriad();b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;return b}__extends(e,a);e.prototype.onMouseUp=function(c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:if(!(this._axisTriad.getEnabled()&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()&&this._axisTriad.insideOverlay(c.getPosition())))return[3,
+3];c.setHandled(!0);return[4,this._viewer.view.pickFromPoint(this._ptFirst,this._pickConfig)];case 1:return b=g.sent(),[4,this._axisTriad.onClickSelection(b)];case 2:g.sent(),g.label=3;case 3:return a.prototype.onMouseUp.call(this,c),[2]}})})};return e}(h.OperatorBase);h.AxisTriadOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(a,c,b,d,f){this.section=a;this.node=c;this.planeIndex=b;this.plane=d;this.selectionPosition=f;this.origPlaneD=d.d}}(),a=function(a){function c(b,c){b=a.call(this,b)||this;b._context=null;b._cuttingManager=c;return b}__extends(c,a);c.prototype.onMouseDown=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return a.prototype.onMouseDown.call(this,b),this.isActive()&&this._cuttingManager.hasActiveCuttingSection()?
+[4,this._startSelection(b)]:[3,2];case 1:c.sent(),b.setHandled(null!==this._context),c.label=2;case 2:return[2]}})})};c.prototype.onMouseMove=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:a.prototype.onMouseMove.call(this,b);c=this._context;if(!this.isActive()||null===c)return[3,2];b.setHandled(!0);return[4,this._updatePlane(b.getPosition(),c,!1)];case 1:d.sent(),this._viewer.trigger("cuttingPlaneDrag",c.section,c.planeIndex),
+d.label=2;case 2:return[2]}})})};c.prototype._updatePlane=function(a,c,e){return __awaiter(this,void 0,void 0,function(){var b,g,f,k,h,r,u,t,v;return __generator(this,function(l){switch(l.label){case 0:b=c.selectionPosition;g=c.plane.normal.copy().add(c.selectionPosition);f=this._viewer.view.unprojectPoint(a,0);k=this._viewer.view.unprojectPoint(a,.5);if(null===f||null===k)return[3,3];h=d.Util.lineLineIntersect(b,g,f,k);if(null===h)return[3,2];r=d.Point3.subtract(h,c.selectionPosition);u=0>d.Point3.dot(r,
+c.plane.normal)?r.length():-r.length();c.plane.d=c.origPlaneD+u;t=c.plane.normal.copy().scale(-u);v=(new d.Matrix).setTranslationComponent(t.x,t.y,t.z);return[4,c.section.updatePlane(c.planeIndex,c.plane,v,e,!1)];case 1:l.sent(),l.label=2;case 2:this._cuttingManager.delayCapping(),l.label=3;case 3:return[2]}})})};c.prototype.onMouseUp=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:c=this._context;if(!this.isActive()||null===
+c)return[3,2];b.setHandled(!0);return[4,this._updatePlane(b.getPosition(),c,!0)];case 1:d.sent(),this._viewer.trigger("cuttingPlaneDragEnd",c.section,c.planeIndex),d.label=2;case 2:return this._context=null,a.prototype.onMouseUp.call(this,b),[2]}})})};c.prototype.setHandled=function(){return this.isActive()&&null!==this._context};c.prototype._startSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return this._context=
+null,b=a.getPosition(),c=d.SelectionMask.Face|d.SelectionMask.Line,e=new d.PickConfig(c),e.ignoreCappingGeometry=!0,e.forceEffectiveSceneVisibilityMask=d.SelectionMask.Face,[4,this._viewer.view.compositePickFromPoint(b,e)];case 1:h=g.sent();m=h.fetchMostRelevant(c);if(null===m)return[2];p=m.getNodeId();q=this._cuttingManager.getCuttingSectionFromNodeId(p);null!==q&&(r=q.getPlaneIndexByNodeId(p),this._context=new f(q,p,r,q.getPlane(r),m.getPosition()),this._cuttingManager.delayCapping(),this._viewer.trigger("cuttingPlaneDragStart",
+q,r));return[2]}})})};return c}(h.OperatorBase);h.CuttingPlaneOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._draggingHandle=!1;b._newRotationMatrix=new d.Matrix;b._translation=d.Point3.zero();b._newTranslation=d.Point3.zero();b._nodeIdGroupMap=new Map;b._groupIdCount=0;b._activeChildrenGroupIds=new Map;b._initialLocalNodeMatrices=[];b._newLocalNodeMatrices=[];b._trackedPoints=[];b._trackedPointsPositions=[];b._trackedPointCount=0;b._previousContextClick=!1;b._overlayIndex=null;b._activeHandleNodeId=null;b._handleEventType=
+d.HandleEventType.Translate;b._highlightedHandleId=null;b._handleSize=1;b._explodeActive=!1;b._measureActive=!1;b._settingMatrixInProgress=!1;b._handleMarkup=new d.Markup.HandleMarkup(c);b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;c.setCallbacks({explode:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return(this._explodeActive=0<a)?[4,this.removeHandles()]:[3,2];case 1:b.sent(),b.label=
+2;case 2:return[2]}})})},measurementBegin:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return this._measureActive=!0,[4,this.removeHandles()];case 1:return a.sent(),[2]}})})},measurementCreated:function(){b._measureActive=!1}});return b}__extends(e,a);e.prototype.setAxisMeshData=function(a){return this._handleMarkup.setAxisMeshData(a)};e.prototype.setPlaneMeshData=function(a){return this._handleMarkup.setPlaneMeshData(a)};e.prototype.setViewPlaneMeshData=
+function(a){return this._handleMarkup.setViewPlaneMeshData(a)};e.prototype.setRotateMeshData=function(a){return this._handleMarkup.setRotateMeshData(a)};e.prototype.addTrackedPoint=function(a){var b=this._trackedPointCount;this._trackedPoints[b]=a.copy();this._trackedPointsPositions[b]=a.copy();++this._trackedPointCount;return b};e.prototype.getTrackedPoints=function(){return this._trackedPointsPositions};e.prototype.clearTrackedPoints=function(){this._trackedPoints.length=0;this._trackedPointCount=
+this._trackedPointsPositions.length=0};e.prototype.isEnabled=function(){return!this._explodeActive&&!this._measureActive&&!this._viewer.sheetManager.isDrawingSheetActive()};e.prototype._guardEnabled=function(){if(!this.isEnabled()){var a=this._explodeActive?"Handles are not enabled when the model is exploded":this._measureActive?"Handles are not enabled while a measurement is in progress.":this._viewer.sheetManager.isDrawingSheetActive()?"Handles are not enabled for 2d drawings.":"Handles are not enabled.";
+throw new d.CommunicatorError(a);}};e.prototype.setHandleSize=function(a){this._handleSize=a};e.prototype.addHandles=function(a,b,d){void 0===b&&(b=null);void 0===d&&(d=null);return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return this._previousContextClick=!1,this._guardEnabled(),b?[3,2]:[4,this._viewer.model.getNodesBounding(a)];case 1:return c=g.sent(),[2,this.addHandles(a,c.center())];case 2:return null===d&&(d=this.generateGroupId()),
+this._nodeIdGroupMap.set(d,a),[2,this._handleMarkup.addHandles(b,this._handleSize,d)]}})})};e.prototype.generateGroupId=function(){return this._groupIdCount++};e.prototype._massageGroupId=function(a){return null===a?d.Markup.HandleMarkup.defaultGroupId:a};e.prototype.addAxisTranslationHandle=function(a,b,d,e,f){void 0===e&&(e=null);void 0===f&&(f=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addAxisTranslationHandle(a,
+b,d,e,this._massageGroupId(f))]})})};e.prototype.addAxisRotationHandle=function(a,b,d,e,f){void 0===e&&(e=null);void 0===f&&(f=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addRotateHandle(a,b,d,e,this._massageGroupId(f))]})})};e.prototype.addPlaneTranslationHandle=function(a,b,d,e,f,h){void 0===f&&(f=null);void 0===h&&(h=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addPlaneTranslationHandle(a,b,d,e,f,this._massageGroupId(h))]})})};e.prototype.addViewPlaneTranslationHandle=function(a,b,d){void 0===d&&(d=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addViewPlaneHandle(a,b,this._massageGroupId(d))]})})};e.prototype.setNodeIds=function(a,b){void 0===b&&
+(b=null);this._nodeIdGroupMap.set(this._massageGroupId(b),a)};e.prototype.getNodeIds=function(a){void 0===a&&(a=null);a=this._nodeIdGroupMap.get(this._massageGroupId(a));return void 0===a?[]:a.slice()};e.prototype.showHandles=function(){this._handleMarkup.showOverlay()};e.prototype.updatePosition=function(a,b,d,e){void 0===e&&(e=null);return this._handleMarkup.updatePosition(a,b,d,this._massageGroupId(e),this._activeChildrenGroupIds)};e.prototype.getPosition=function(){var a=this._handleMarkup.getHandleNodeIds();
+return 0<a.length&&(a=this._handleMarkup.getPosition(a[0]),null!==a)?a.copy():null};e.prototype.removeHandles=function(){this._newRotationMatrix=new d.Matrix;this._translation=d.Point3.zero();this._highlightedHandleId=null;this._nodeIdGroupMap.clear();this._groupIdCount=0;return this._handleMarkup.removeHandles()};e.prototype.getTranslation=function(){return this._translation};e.prototype._initLocalNodeMatrices=function(a){var b=this._viewer.model;this._initialLocalNodeMatrices=[];for(var c=0;c<a.length;c++)this._initialLocalNodeMatrices.push(b.getNodeMatrix(a[c]))};
+e.prototype._getHandleEventType=function(a){return this._handleMarkup.getHandleType(a)===d.HandleType.Rotate?d.HandleEventType.Rotate:d.HandleEventType.Translate};e.prototype._rotate=function(a,b,g,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(f){switch(f.label){case 0:if(!this._draggingHandle||this._settingMatrixInProgress)return[2];c=this.getNodeIds(e);return[4,this._genericTransform(a,b,d.Point3.zero(),g,c,e)];case 1:return f.sent(),this._viewer.trigger("handleEvent",
+d.HandleEventType.Rotate,c,this._initialLocalNodeMatrices,this._newLocalNodeMatrices),[2]}})})};e.prototype._translate=function(a,b,g){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(e){switch(e.label){case 0:if(!this._draggingHandle||this._settingMatrixInProgress)return[2];c=this.getNodeIds(g);return[4,this._genericTransform(d.Point3.zero(),0,a,b,c,g)];case 1:return e.sent(),this._viewer.trigger("handleEvent",d.HandleEventType.Translate,c,this._initialLocalNodeMatrices,
+this._newLocalNodeMatrices),[2]}})})};e.prototype._genericTransform=function(a,b,g,e,f,h){return __awaiter(this,void 0,void 0,function(){var c,k,l,n,u,t,v,w,z,x,y,A,B,D,C,E;return __generator(this,function(m){switch(m.label){case 0:this._settingMatrixInProgress=!0;c=this._viewer.model;k=new d.Matrix;this._newTranslation=g;0<a.squaredLength()&&(k=this._getRotationMatrix(a,d.Point3.zero(),b),this._newRotationMatrix=k.copy());l=[];l.push(this.updatePosition(this._newTranslation,this._newRotationMatrix,
+!1,h));this._newLocalNodeMatrices=[];for(n=0;n<f.length;n++)u=this._newTranslation.copy(),t=f[n],v=this._initialLocalNodeMatrices[n].copy(),w=a.copy(),z=e.copy(),x=void 0,y=c.getNodeParent(t),null!==y?(x=c.getNodeNetMatrix(y),A=d.Matrix.inverse(x),null!==A&&(A.transform(z,z),A.setTranslationComponent(0,0,0),A.transform(w,w),A.transform(u,u))):x=null,0<a.squaredLength()&&(k=this._getRotationMatrix(w,z,x&&0>x.upperLeft3x3Determinant()?-b:b),v=d.Matrix.multiply(v,k)),v.setTranslationComponent(v.m[12]+
+u.x,v.m[13]+u.y,v.m[14]+u.z),l.push(c.setNodeMatrix(t,v)),this._newLocalNodeMatrices.push(v);B=this._newRotationMatrix.copy();B.setTranslationComponent(g.x,g.y,g.z);for(n=0;n<this._trackedPoints.length;++n)D=this._trackedPoints[n].copy(),C=d.Point3.subtract(D,e),B.transform(C,C),E=d.Point3.add(C,e),this._trackedPointsPositions[n]=E;return[4,d.Util.waitForAll(l)];case 1:return m.sent(),this._settingMatrixInProgress=!1,[2]}})})};e.prototype._testRotate=function(a,b,g){void 0===g&&(g=null);return __awaiter(this,
+void 0,void 0,function(){var c,e;return __generator(this,function(f){switch(f.label){case 0:g=this._massageGroupId(g);c=this._getActiveNodeIdByGroupId(g);if(null===c)return[3,3];e=this._handleMarkup.getPosition(c);if(null===e)return[2];this._startDragging(c,d.HandleEventType.Rotate);return[4,this._rotate(a,b,e,g)];case 1:return f.sent(),[4,this._stopDragging()];case 2:f.sent(),f.label=3;case 3:return[2]}})})};e.prototype._testTranslate=function(a,b){void 0===b&&(b=null);return __awaiter(this,void 0,
+void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:b=this._massageGroupId(b);c=this._getActiveNodeIdByGroupId(b);if(null===c)return[3,3];this._startDragging(c,d.HandleEventType.Translate);return[4,this._translate(a,d.Point3.zero(),b)];case 1:return g.sent(),[4,this._stopDragging()];case 2:g.sent(),g.label=3;case 3:return[2]}})})};e.prototype._getActiveNodeIdByGroupId=function(a){for(var b=this._handleMarkup.getHandleNodeIds(),c=0;c<b.length;++c){var d=b[c];if(this._handleMarkup.getHandleGroupId(d)===
+a)return d}return null};e.prototype._startDragging=function(a,b){var c=this;this._activeHandleNodeId=a;this._handleEventType=b;var d=this._handleMarkup.getHandleGroupId(a),e=this.getNodeIds(d),f=new Map;this._nodeIdGroupMap.forEach(function(a,b){b!==d&&a.forEach(function(a){for(var d=c._viewer.model.getNodeParent(a);null!==d;){if(-1!==e.indexOf(d)){f.set(b,a);break}d=c._viewer.model.getNodeParent(d)}})});this._activeChildrenGroupIds=f;0<e.length&&(this._initLocalNodeMatrices(e),this._viewer.trigger("handleEventStart",
+this._handleEventType,e,this._initialLocalNodeMatrices),this._draggingHandle=!0)};e.prototype._stopDragging=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,function(c){switch(c.label){case 0:this._draggingHandle=!1;if(null===this._activeHandleNodeId)return[3,2];a=this._handleMarkup.getHandleGroupId(this._activeHandleNodeId);return[4,this.updatePosition(this._newTranslation,this._newRotationMatrix,!0,a)];case 1:c.sent(),b=this.getNodeIds(a),this._activeHandleNodeId=
+null,this._activeChildrenGroupIds.clear(),this._viewer.trigger("handleEventEnd",this._handleEventType,b,this._initialLocalNodeMatrices,this._newLocalNodeMatrices),this._newRotationMatrix=new d.Matrix,this._handleMarkup.resetTranslation(),this._translation.add(this._newTranslation),this._newTranslation=d.Point3.zero(),this._trackedPoints=this._trackedPointsPositions.slice(),c.label=2;case 2:return[2]}})})};e.prototype.onMouseDown=function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e,
+f;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseDown.call(this,c),this._overlayIndex=null,[4,this._viewer.view.pickFromPoint(c.getPosition(),this._pickConfig)];case 1:return b=g.sent(),b.isNodeEntitySelection()&&(d=b.getNodeId(),e=this._viewer.model.getNodeName(d),null!==e&&"handle-"===e.slice(0,7)&&(c.setHandled(!0),f=this._getHandleEventType(d),this._startDragging(d,f))),[2]}})})};e.prototype._onHandleDrag=function(){if(null!==this._activeHandleNodeId){var a=
+this._viewer.view.getCamera();d.Point3.zero();d.Point3.zero();var b=this._handleMarkup.getHandleType(this._activeHandleNodeId),g=this._handleMarkup.getVector(this._activeHandleNodeId),e=this._handleMarkup.getPosition(this._activeHandleNodeId);if(null!==b&&null!==e){var f=this._handleMarkup.getHandleGroupId(this._activeHandleNodeId);switch(b){case d.HandleType.Axis:null!==g&&(a=this._getTranslationComponent(e,g,0,f),this._translate(a,e,f));break;case d.HandleType.Plane:null!==g&&(a=this._getTranslationComponent(e,
+g,1,f),this._translate(a,e,f));break;case d.HandleType.ViewPlane:g=a.getTarget();a=a.getPosition();a=d.Point3.subtract(a,g).normalize();a=this._getTranslationComponent(e,a,2,f);this._translate(a,e,f);break;case d.HandleType.Rotate:null!==g&&(this._handleMarkup.getGroupIdRotationMatrix(f).copy().setTranslationComponent(0,0,0).transform(g,g),a=this._getRotationAngle(e,g),this._rotate(g,a,e,f));break;default:d.Util.TypeAssertNever(b)}}}};e.prototype.onMouseMove=function(c){return __awaiter(this,void 0,
+void 0,function(){var b;return __generator(this,function(d){switch(d.label){case 0:a.prototype.onMouseMove.call(this,c);if(!this._draggingHandle||null===this._activeHandleNodeId)return[3,1];this._onHandleDrag();return[3,4];case 1:return[4,this._viewer.view.pickFromPoint(c.getPosition(),this._pickConfig)];case 2:return b=d.sent(),[4,this._highlightHandle(b)];case 3:d.sent(),d.label=4;case 4:return[2]}})})};e.prototype.onMouseUp=function(c){this._draggingHandle||!(3>this._dragCount)||c.getButton()===
+d.Button.Right||this._previousContextClick||this._viewer.getContextMenuStatus()||0!==this._overlayIndex&&null!==this._overlayIndex||this.removeHandles();this._previousContextClick=c.getButton()===d.Button.Right||this._viewer.getContextMenuStatus();this._draggingHandle&&this._stopDragging();a.prototype.onMouseUp.call(this,c)};e.prototype.setHandled=function(){return this._draggingHandle};e.prototype._getClosestPoint=function(a,b,g){var c=a.copy();a=a.copy().add(b);b=this._viewer.view.unprojectPoint(g,
+0);g=this._viewer.view.unprojectPoint(g,.5);return null!==b&&null!==g?d.Util.lineLineIntersect(c,a,b,g):null};e.prototype._getTranslationComponent=function(a,b,g,e){2!==g&&this._handleMarkup.getGroupIdRotationMatrix(e).copy().setTranslationComponent(0,0,0).transform(b,b);var c=e=null;1===g||2===g?(e=this._getPlaneIntersectionPoint(a,b,this._ptFirst),null!==e&&(c=this._getPlaneIntersectionPoint(e,b,this._ptCurrent))):0===g&&(e=this._getClosestPoint(a,b,this._ptFirst),null!==e&&(c=this._getClosestPoint(e,
+b,this._ptCurrent)));return null!==c&&null!==e?d.Point3.subtract(c,e):d.Point3.zero()};e.prototype._clearHighlightedHandle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._highlightedHandleId?[3,2]:[4,this._viewer.model.unsetNodesFaceColor([this._highlightedHandleId])];case 1:a.sent(),this._highlightedHandleId=null,a.label=2;case 2:return[2]}})})};e.prototype._highlightHandle=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e;return __generator(this,function(g){switch(g.label){case 0:if(!a.isNodeEntitySelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.Handles)return[3,2];b=this._viewer.model;c=b.getNodeName(a.getNodeId());if(null===c||"handle-"!==c.slice(0,7))return[3,2];e=a.getNodeId();return this._highlightedHandleId===e?[2]:[4,this._clearHighlightedHandle()];case 1:return g.sent(),this._highlightedHandleId=e,b.setNodesFaceColor([this._highlightedHandleId],d.Color.green()),[2];case 2:return[2,
+this._clearHighlightedHandle()]}})})};e.prototype._getPlaneIntersectionPoint=function(a,b,g){var c=this._viewer.view.unprojectPoint(g,0);g=this._viewer.view.unprojectPoint(g,.5);if(null===c||null===g)return null;c=new d.Ray(c,g.copy().subtract(c));a=d.Plane.createFromPointAndNormal(a,b);b=d.Point3.zero();return a.intersectsRay(c,b)?b:null};e.prototype._getRotationAngle=function(a,b){console.assert(null!==a);var c=this._getPlaneIntersectionPoint(a,b,this._ptFirst),e=this._getPlaneIntersectionPoint(a,
+b,this._ptCurrent);if(null===c||null===e)return 0;c=d.Point3.subtract(c,a).normalize();a=d.Point3.subtract(e,a).normalize();e=d.Point3.dot(c,a);e=180*Math.acos(e)/Math.PI;0>d.Point3.dot(d.Point3.cross(c,a),b)&&(e=-e);return e};e.prototype._getRotationMatrix=function(a,b,g){var c=(new d.Matrix).setTranslationComponent(-b.x,-b.y,-b.z);a=d.Matrix.createFromOffAxisRotation(a,g);b=(new d.Matrix).setTranslationComponent(b.x,b.y,b.z);return d.Matrix.multiply(d.Matrix.multiply(c,a),b)};return e}(h.OperatorBase);
+h.HandleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._navCube=c.view.getNavCube();b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;return b}__extends(e,a);e.prototype.onMouseMove=function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseMove.call(this,c),b=c.getPosition(),d=this._dragging&&1<this._dragCount,this._navCube.getEnabled()&&
+!d&&this._navCube.insideOverlay(b)?[4,this._viewer.view.pickFromPoint(b,this._pickConfig)]:[3,2];case 1:e=g.sent(),this._navCube.onMoveSelection(e),g.label=2;case 2:return[2]}})})};e.prototype.onMouseUp=function(c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:return this._navCube.getEnabled()&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()?[4,this._viewer.view.pickFromPoint(this._ptFirst,this._pickConfig)]:[3,
+3];case 1:return b=g.sent(),[4,this._navCube.onClickSelection(b)];case 2:g.sent(),g.label=3;case 3:return a.prototype.onMouseUp.call(this,c),[2]}})})};return e}(h.OperatorBase);h.NavCubeOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._insertNoteButton=d.Button.Left;c._callbackFlag=!1;c._noteTextManager=b;return c}__extends(e,a);e.prototype.onMouseDown=function(c){var b=this;a.prototype.onMouseDown.call(this,c);this.isActive()&&(this._callbackFlag||(this._viewer.setCallbacks({explode:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this._noteTextManager.explode(a)];case 1:return b.sent(),
+[2]}})})}}),this._callbackFlag=!0),this._dragging=!1)};e.prototype.onMouseUp=function(c){var b=this;if(this.isActive()){var g=new d.PickConfig(d.SelectionMask.Face);if(this._ptFirst.equals(this._ptCurrent)&&c.getButton()===this._insertNoteButton||null!==this._primaryTouchId)g=this._viewer.view.pickFromPoint(c.getPosition(),g).then(function(a){b._noteTextManager.selectPin(a)||b._noteTextManager.getExplodeActive()||b._noteTextManager.getIsolateActive()||0!==a.overlayIndex()||(a.isFaceSelection()&&new d.Markup.Note.NoteText(b._viewer,
+b._noteTextManager,a.getPosition(),a.getFaceEntity().getNormal(),a.getNodeId()),c.setHandled(!0))}),g}a.prototype.onMouseUp.call(this,c)};e.prototype.getNoteTextElement=function(){return this._noteTextManager.getNoteTextElement()};e.prototype.setNoteTextElement=function(a){this._noteTextManager.setNoteTextElement(a)};e.prototype.checkPinInstance=function(a){return null!==this._noteTextManager.checkPinInstance(a)};return e}(h.OperatorBase);h.NoteOperator=f})(d.Operator||(d.Operator={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._selectionButton=d.Button.Left;b._ignoreTransparency=!1;b._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;b._incrementalSelection=d.Util.IncrementalSelection.create("SelectionManager",c);c.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.clearSelection()];case 1:return a.sent(),[2,this.waitForIdle()]}})})},
+selectionArray:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return 0!==a.length?[3,2]:[4,this._incrementalSelection.stopSelection()];case 1:b.sent(),b.label=2;case 2:return[2]}})})}});return b}__extends(e,a);e.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};e.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};e.prototype.setIgnoreTransparency=
+function(a){this._ignoreTransparency=a};e.prototype.getIgnoreTransparency=function(){return this._ignoreTransparency};e.prototype.hasActiveSelection=function(){return!this._incrementalSelection.isIdle()};e.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.waitForIdle()]})})};e.prototype.clearSelection=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,
+this._incrementalSelection.clearSelection()]})})};e.prototype._createBeginConfig=function(a){var b=new d.IncrementalPickConfig;b.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;b.ignoreUnrequestedInstances=!0;return{pickConfig:b,rayCssOrigin:a,rayCssBoxRadius:10}};e.prototype._selectionPredicate=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.model,c=a.getNodeId(),null===
+c?[2,!1]:[4,b.getNodesHaveTransparency([c])];case 1:return d=g.sent()[0],[2,!d]}})})};e.prototype._performSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d=this;return __generator(this,function(g){b=this._createBeginConfig(a);c=this._ignoreTransparency?function(a){return d._selectionPredicate(a)}:null;return[2,this._incrementalSelection.performSelection(b,c)]})})};e.prototype.setHandled=function(){return!0};e.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&
+this.clearSelection()};e.prototype.onMouseUp=function(c){var b=this;this.isActive()&&function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return(c.getButton()===this._selectionButton||null!==this._primaryTouchId)&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()?c.controlDown()?[3,2]:[4,this.clearSelection()]:[3,4];case 1:a.sent(),a.label=2;case 2:return[4,this._performSelection(c.getPosition())];case 3:a.sent(),a.label=
+4;case 4:return[2]}})})}();a.prototype.onMouseUp.call(this,c)};return e}(h.OperatorBase);h.RayDrillSelectionOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._selectionButton=d.Button.Left;c._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;c._doubleClickFitWorld=!0;c._noteTextManager=b;return c}__extends(e,a);e.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};e.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};e.prototype.getSelectionButton=function(){return this._selectionButton};
+e.prototype.setSelectionButton=function(a){this._selectionButton=a};e.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&this._viewer.selectionManager.clear()};e.prototype.onMouseUp=function(c){var b=this;if(this.isActive()&&5>d.Point2.subtract(this._ptFirst,this._ptCurrent).length()&&(c.getButton()===this._selectionButton||null!==this._primaryTouchId)){var g=this._viewer.view,e=new d.PickConfig(d.SelectionMask.Face|d.SelectionMask.Line);e.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;
+g=g.pickFromPoint(this._ptCurrent,e).then(function(a){var g=null!==b._viewer.cuttingManager.getCuttingSectionFromNodeId(a.getNodeId()),e=b._noteTextManager.selectPin(a),f=b._viewer.markupManager.pickMarkupItem(b._ptCurrent);if(f instanceof d.Markup.Redline.RedlineText)f.onSelect();e||g||null!==f||(a.isNodeSelection()?b._processSelectionClick(c,a):b._isDoubleClick||b._viewer.selectionManager.clear())});g}a.prototype.onMouseUp.call(this,c)};e.prototype.onDoubleClick=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(a){return this._doubleClickFitWorld?[2,this._viewer.view.fitWorld()]:[2]})})};e.prototype.setDoubleClickFitWorldEnabled=function(a){this._doubleClickFitWorld=a};e.prototype._getSelectionOrParentIfSelected=function(a){var b=this._viewer.model,c=a.getNodeId();if(!b.isNodeLoaded(c)||b.getNodeType(c)===d.NodeType.PmiBody)return a;var e=this._viewer.selectionManager,f=null;e.getSelectParentIfSelected()&&(f=e.containsParent(a));return null!==f?(b=
+d.Selection.SelectionItem.create(b.getNodeParent(f.getNodeId())),b.isNodeSelection()?b:a):e.contains(a)?(b=d.Selection.SelectionItem.create(b.getNodeParent(c)),b.isNodeSelection()?b:a):a};e.prototype._processSelectionClick=function(a,b){var c=b.overlayIndex();if(0===c||null===c)c=this._viewer.selectionManager,a.controlDown()||a.commandDown()?c.toggle(b):(a=this._getSelectionOrParentIfSelected(b),c.set(a))};return e}(h.OperatorBase);h.SelectionOperator=f})(d.Operator||(d.Operator={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){function f(a,b){var c=new d.PickConfig(d.SelectionMask.Face);c.bimMask=a;c.ignoreOverlays=!0;null!==b&&(c.maxWorldDistance=b);return c}function a(a,b,c,e){return __awaiter(this,void 0,void 0,function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=new d.Ray(b,c),k=f(d.BimMask.Floor,e),[4,a.pickFromRay(g,k)];case 1:return l=h.sent(),l.isFaceSelection()?[2,l.getPosition()]:[2,null]}})})}function e(a,b,c,e){return __awaiter(this,void 0,void 0,
+function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=new d.Ray(b,c),k=f(d.BimMask.Wall,e),[4,a.pickFromRay(g,k)];case 1:return l=h.sent(),l.isFaceSelection()?[2,l]:[2,null]}})})}var c=function(){function a(a){this._nearbyDoors=new Set;this._viewer=a}a.prototype._performSphereSelection=function(a,b,c){var g=d.Util.IncrementalSelection.create("View",this._viewer),e=new d.IncrementalPickConfig(d.SelectionMask.Face);e.bimMask=c;e.onlyStreamedInstances=!0;e.ignoreUnrequestedInstances=
+!0;return g.performSelection({pickConfig:e,sphereCenter:a,sphereRadius:b})};a.prototype.updateNearbyDoors=function(a,b,c){return __awaiter(this,void 0,void 0,function(){var g,e,f,k,l,h,n,w,z,x,y;return __generator(this,function(m){switch(m.label){case 0:return[4,this._performSphereSelection(a,b,d.BimMask.Door)];case 1:g=m.sent();e=new Set;f=0;for(k=g;f<k.length;f++)l=k[f],h=l.getNodeId(),e.add(h);n=d.Util.setSubtraction(e,this._nearbyDoors);w=d.Util.setSubtraction(this._nearbyDoors,e);z=d.Util.setToArray(n);
+x=d.Util.setToArray(w);y=this._viewer.model;y.setNodesOpacity(z,c);y.resetNodesOpacity(x);this._nearbyDoors=e;return[2]}})})};a.prototype.forgetNearbyDoors=function(){var a=d.Util.setToArray(this._nearbyDoors);this._nearbyDoors.clear();this._viewer.model.resetNodesOpacity(a)};return a}(),b=function(b){function g(a){var g=b.call(this,a)||this;g._elevationSpeed=0;g._rotationSpeed=0;g._viewAngle=90;g._zoomDistance=0;g._walkDistance=0;g._tilt=0;g._majorAxis=d.Axis.X;g._maxExtents=0;g._walkActive=!1;g._activeWalk=
+new d.Util.CurrentAction(!0);g._bimModeEnabled=!1;g._synchronizedToggleBimMode=new d.Util.CurrentActionSync;g._initialInteractiveDrawLimitIncreaseStatus=!0;g._logical={floor:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.FloorConfig),wall:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.WallConfig),door:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.DoorConfig)};g._effective={floor:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.FloorConfig),wall:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.WallConfig),
+door:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.DoorConfig)};g._doorCache=new c(a);g._downAxis=new d.Point3(0,-1,0);a.setCallbacks({subtreeLoaded:function(a,b){b===d.NodeSource.LoadModel&&g._updateSceneFloor()}});return g}__extends(g,b);g.prototype._updateSceneFloor=function(){var a=this._viewer.model.getViewAxes().upVector;console.assert(a.isAxis());this._downAxis=d.Point3.scale(a,-1)};g.prototype.isBimModeEnabled=function(){return this._bimModeEnabled};g.prototype._enableBimMode=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return this._bimModeEnabled=!0,this._effective.floor=this._scaleAgainstModelUnit(this._logical.floor),this._effective.wall=this._scaleAgainstModelUnit(this._logical.wall),this._effective.door=this._scaleAgainstModelUnit(this._logical.door),this._updateSceneFloor(),[4,this._applyGravity()];case 1:return a.sent(),[4,this._updateNearbyDoors()];case 2:return a.sent(),[2]}})})};g.prototype._disableBimMode=function(){this._bimModeEnabled=
+!1;this._doorCache.forgetNearbyDoors()};g.prototype.enableBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._enableBimMode()];case 1:return a.sent(),[2]}})})})};g.prototype.disableBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){a._disableBimMode()})};g.prototype.toggleBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){return a._bimModeEnabled?
+a._disableBimMode():a._enableBimMode()})};g.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,function(c){switch(c.label){case 0:return this._viewer.view.setProjectionMode(d.Projection.Perspective),a=this._viewer.view,b=this,[4,a.getInteractiveDrawLimitIncreaseEnabled()];case 1:return b._initialInteractiveDrawLimitIncreaseStatus=c.sent(),a.setInteractiveDrawLimitIncreaseEnabled(!1),this._calculateInitialPosition(),0!==this._maxExtents?[3,
+3]:[4,this.resetDefaultWalkSpeeds()];case 2:c.sent(),c.label=3;case 3:return this._bimModeEnabled?[4,this._updateNearbyDoors()]:[3,5];case 4:c.sent(),c.label=5;case 5:return[2]}})})};g.prototype.onDeactivate=function(){this._viewer.view.setInteractiveDrawLimitIncreaseEnabled(this._initialInteractiveDrawLimitIncreaseStatus);this._doorCache.forgetNearbyDoors();b.prototype.onDeactivate.call(this)};g.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,
+function(c){switch(c.label){case 0:return this._rotationSpeed=40,this._viewAngle=90,[4,this._viewer.model.getModelBounding(!0,!1)];case 1:return a=c.sent(),b=a.extents(),this._maxExtents=Math.max(b.x,b.y,b.z),this._walkDistance=this._maxExtents/15,this._elevationSpeed=this._maxExtents/10,this._zoomDistance=this._maxExtents/30,[2]}})})};g.prototype.getBimFloorConfig=function(){return __assign({},this._logical.floor)};g.prototype.setBimFloorConfig=function(a){this._logical.floor=__assign({},a);this._effective.floor=
+this._scaleAgainstModelUnit(this._logical.floor)};g.prototype.getBimWallConfig=function(){return __assign({},this._logical.wall)};g.prototype.setBimWallConfig=function(a){this._logical.wall=__assign({},a);this._effective.wall=this._scaleAgainstModelUnit(this._logical.wall)};g.prototype.getBimDoorConfig=function(){return __assign({},this._logical.door)};g.prototype.setBimDoorConfig=function(a){this._logical.door=__assign({},a);this._effective.door=this._scaleAgainstModelUnit(this._logical.door)};g.prototype._scaleAgainstModelUnit=
+function(a){var b=this._viewer.model;b=1/b.getNodeUnitMultiplier(b.getAbsoluteRootNode());a=__assign({},a);for(var c=0,d=Object.keys(a);c<d.length;c++){var g=d[c];"number"===typeof a[g]&&(a[g]*=b)}return a};g.prototype.onMouseDown=function(a){b.prototype.onMouseDown.call(this,a)};g.prototype.onMouseMove=function(a){b.prototype.onMouseMove.call(this,a)};g.prototype.onMouseUp=function(a){b.prototype.onMouseUp.call(this,a)};g.prototype._applyGravity=function(){return __awaiter(this,void 0,void 0,function(){var b,
+c,g,e,f,k,h,t,v,w;return __generator(this,function(l){switch(l.label){case 0:return b=this._viewer.view,c=b.getCamera(),g=c.getPosition(),[4,a(b,g,this._downAxis,this._effective.floor.maxFallDistance)];case 1:e=l.sent();if(null!==e)return[3,3];g=d.Point3.subtract(g,d.Point3.scale(this._downAxis,this._effective.floor.avatarOffset));return[4,a(b,g,this._downAxis,this._effective.floor.maxFallDistance)];case 2:e=l.sent();if(null===e)return[2];l.label=3;case 3:f=new d.Point3(0,0,this._effective.floor.avatarOffset);
+k=d.Point3.add(e,f);h=d.Point3.subtract(k,g);t=h.length();if(t>this._effective.floor.negligibleClimbHeight&&(v=d.Util.computeAngleBetweenVector(h,this._downAxis),(w=90<v)&&t>this._effective.floor.maxClimbHeight))return[2];this._applyWalkDelta(c,h);return[2]}})})};g.prototype._updateNearbyDoors=function(){var a=this._viewer.view.getCamera().getPosition();return this._doorCache.updateNearbyDoors(a,this._effective.door.transparencyRange,.5)};g.prototype._updateCamera=function(a){this._resetPosition(a);
+this._updateCameraTilt(a);this._updateCameraViewAngle(a);this._viewer.view.setCamera(a)};g.prototype._applyWalkDelta=function(a,b){a.dolly(d.Point3.scale(b,-1));this._updateCamera(a)};g.prototype._applyWalkDeltaWithCollisionCheck=function(a,b,c){return __awaiter(this,void 0,void 0,function(){var g,e,f,k,h,l,n,m,x,y,A,B,D,C,E,F,H,G;return __generator(this,function(p){switch(p.label){case 0:return g=a.getPosition(),e=d.Matrix.createFromOffAxisRotation(c,90),f=e.transform(b),k=d.Matrix.createFromOffAxisRotation(c,
+-90),h=k.transform(b),l=this._testWallCollision(g,f,this._effective.wall.avatarOffset),n=this._testWallCollision(g,h,this._effective.wall.avatarOffset),m=this._testWallCollision(g,b,b.length()+this._effective.wall.avatarOffset),[4,Promise.all([l,n])];case 1:x=p.sent();y=x[0];A=x[1];if(null!==y||null!==A)if(B=function(a){return null!==a?(a=a.getFaceEntity().getNormal(),90<d.Util.computeAngleBetweenVector(a,b)):!1},B(y)||B(A))return[2];return[4,m];case 2:return D=p.sent(),null!==D&&(C=b.length(),E=
+d.Point3.scale(b,1/C),F=d.Point3.subtract(D.getPosition(),g).length(),H=F-this._effective.wall.avatarOffset,G=Math.min(C,H),b=d.Point3.scale(E,G)),this._applyWalkDelta(a,b),[2]}})})};g.prototype._testWallCollision=function(a,b,c){return e(this._viewer.view,a,b,c)};g.prototype._walkBackward=function(a,b){var c=this._viewer.view.getCamera();this._resetPosition(c);var g=c.getTarget(),e=c.getPosition(),f=c.getUp();a=d.Point3.subtract(e,g).normalize().copy().scale(a);return b?this._applyWalkDeltaWithCollisionCheck(c,
+a,f):this._applyWalkDelta(c,a)};g.prototype._walkForward=function(a,b){return this._walkBackward(-a,b)};g.prototype._walkLeft=function(a,b){var c=this._viewer.view.getCamera();this._resetPosition(c);var g=c.getTarget(),e=c.getPosition(),f=c.getUp();g=d.Point3.subtract(g,e).normalize();a=d.Point3.cross(f,g).normalize().copy().scale(a);return b?this._applyWalkDeltaWithCollisionCheck(c,a,f):this._applyWalkDelta(c,a)};g.prototype._walkRight=function(a,b){return this._walkLeft(-a,b)};g.prototype.walkBackward=
+function(a){return this._walkBackward(a,!1)};g.prototype.walkForward=function(a){return this._walkForward(a,!1)};g.prototype.walkLeft=function(a){return this._walkLeft(a,!1)};g.prototype.walkRight=function(a){return this._walkRight(a,!1)};g.prototype.walkBackwardWithCollision=function(a){return this._walkBackward(a,!0)};g.prototype.walkForwardWithCollision=function(a){return this._walkForward(a,!0)};g.prototype.walkLeftWithCollision=function(a){return this._walkLeft(a,!0)};g.prototype.walkRightWithCollision=
+function(a){return this._walkRight(a,!0)};g.prototype.walkDown=function(a){var b=this._viewer.view.getCamera();this._resetPosition(b);a=b.getUp().normalize().scale(a);this._applyWalkDelta(b,a)};g.prototype.walkUp=function(a){this.walkDown(-a)};g.prototype.rotateRight=function(a){var b=this._viewer.view.getCamera();this._resetPosition(b);var c=b.getTarget(),g=b.getPosition(),e=d.Point3.subtract(g,c).length(),f=d.Point3.subtract(c,g).normalize();a=d.Util.degreesToRadians(a);a=Math.tan(a);a*=d.Point3.subtract(b.getTarget(),
+b.getPosition()).length();f=d.Point3.cross(f,b.getUp()).scale(a);c=c.copy().add(f);e=d.Point3.subtract(c,g).normalize().scale(e);c=d.Point3.add(g,e);b.setTarget(c);this._updateCamera(b)};g.prototype.rotateLeft=function(a){this.rotateRight(-a)};g.prototype.tiltDown=function(a){this.setTilt(this._tilt+a);a=this._viewer.view.getCamera();this._resetPosition(a);this._updateCamera(a)};g.prototype.tiltUp=function(a){this.tiltDown(-a)};g.prototype._calculateInitialPosition=function(){var a=this._viewer.view.getCamera();
+this._calculateMajorAxis(a);this.setTilt(this._calculateInitialTilt(a));this._resetPosition(a);this._updateCamera(a)};g.prototype._updateCameraViewAngle=function(a){var b=d.Util.degreesToRadians(this._viewAngle);b=Math.tan(b/2);b*=d.Point3.subtract(a.getTarget(),a.getPosition()).length();a.setWidth(b);a.setHeight(b)};g.prototype._updateCameraTilt=function(a){var b=a.getPosition(),c=a.getTarget(),g=a.getUp().normalize(),e=d.Point3.subtract(c,b).normalize();g=d.Point3.cross(g,e).normalize();c=d.Point3.distance(c,
+b);d.Matrix.createFromOffAxisRotation(g,this._tilt).transform(e,e);a.setTarget(d.Point3.add(b,e.scale(c)))};g.prototype._calculateInitialTilt=function(a){var b=a.getTarget();a=a.getPosition();a=d.Point3.subtract(b,a);b=a.length();this._majorAxis===d.Axis.X?a.x=0:this._majorAxis===d.Axis.Y?a.y=0:this._majorAxis===d.Axis.Z&&(a.z=0);a=a.length();return 180/Math.PI*Math.acos(a/b)};g.prototype._resetPosition=function(a){this._calculateMajorAxis(a);var b=a.getPosition(),c=a.getTarget();c=d.Point3.subtract(c,
+b);var g=c.length();0<this.getWalkSpeed()&&(g=this.getWalkSpeed());switch(this._majorAxis){case d.Axis.X:c.set(0,c.y,c.z);a.setUp(new d.Point3(1,0,0));break;case d.Axis.Y:c.set(c.x,0,c.z);a.setUp(new d.Point3(0,1,0));break;case d.Axis.Z:c.set(c.x,c.y,0),a.setUp(new d.Point3(0,0,1))}c.normalize().scale(g);a.setTarget(d.Point3.add(b,c))};g.prototype._calculateMajorAxis=function(a){var b=a.getUp();a=Math.abs(b.x);var c=Math.abs(b.y);b=Math.abs(b.z);this._majorAxis=b>=a&&b>=c?d.Axis.Z:c>=a&&c>=b?d.Axis.Y:
+d.Axis.X};g.prototype.setZoomSpeed=function(a){this._zoomDistance=a};g.prototype.getZoomSpeed=function(){return this._zoomDistance};g.prototype.setTilt=function(a){this._tilt=Math.max(Math.min(a,45),-45);a=this._viewer.view.getCamera();this._updateCamera(a)};g.prototype.getTilt=function(){return this._tilt};g.prototype.setViewAngle=function(a){a=Math.max(Math.min(a,150),30);this._viewAngle!==a&&(this._viewAngle=a,this._updateCamera(this._viewer.view.getCamera()))};g.prototype.getViewAngle=function(){return this._viewAngle};
+g.prototype.setWalkSpeed=function(a){this._walkDistance=a};g.prototype.getWalkSpeed=function(){return this._walkDistance};g.prototype.setElevationSpeed=function(a){this._elevationSpeed=a};g.prototype.getElevationSpeed=function(){return this._elevationSpeed};g.prototype.setRotationSpeed=function(a){this._rotationSpeed=a};g.prototype.getRotationSpeed=function(){return this._rotationSpeed};g.prototype.setWalkActive=function(a){this._walkActive=a};g.prototype.getWalkActive=function(){return this._walkActive};
+g.prototype.getBimModeEnabled=function(){return this._bimModeEnabled};g.prototype.getMajorAxis=function(){return this._majorAxis};g.prototype.getActiveWalk=function(){return this._activeWalk};return g}(h.OperatorBase);h.CameraWalkBaseOperator=b;(function(a){(function(a){(function(a){(function(a){a[a.avatarOffset=1500]="avatarOffset";a[a.maxClimbHeight=600]="maxClimbHeight";a[a.negligibleClimbHeight=20]="negligibleClimbHeight";a[a.maxFallDistance=5E3]="maxFallDistance"})(a.FloorConfig||(a.FloorConfig=
+{}));(function(a){a[a.avatarOffset=150]="avatarOffset"})(a.WallConfig||(a.WallConfig={}));(function(a){a[a.transparencyRange=4E3]="transparencyRange"})(a.DoorConfig||(a.DoorConfig={}))})(a.Default||(a.Default={}))})(a.Bim||(a.Bim={}))})(b=h.CameraWalkBaseOperator||(h.CameraWalkBaseOperator={}))})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(c){a(c,d.WalkDirection.Forward,d.WalkDirection.Backward);a(c,d.WalkDirection.Left,d.WalkDirection.Right);a(c,d.WalkDirection.Up,d.WalkDirection.Down);a(c,d.WalkDirection.RotateLeft,d.WalkDirection.RotateRight);a(c,d.WalkDirection.TiltUp,d.WalkDirection.TiltDown)}function a(a,b,d){a.has(b)&&a.has(d)&&(a.delete(b),a.delete(d))}var e=function(a){function b(b){var c=a.call(this,b)||this;c._keyWalkMapping=new Map;c._keyUpMap=new Map;c._keyDownMap=new Map;c._mouseLookSpeed=
+0;c._mouseLookEnabled=!0;c._previousWalkTime=0;c._tickTimerId=null;b.setCallbacks({camera:function(a){a.getProjection()!==d.Projection.Perspective&&c._keyDownMap.clear()}});c.addKeyMapping(d.KeyCode.a,d.WalkDirection.Left);c.addKeyMapping(d.KeyCode.d,d.WalkDirection.Right);c.addKeyMapping(d.KeyCode.w,d.WalkDirection.Forward);c.addKeyMapping(d.KeyCode.s,d.WalkDirection.Backward);c.addKeyMapping(d.KeyCode.q,d.WalkDirection.RotateLeft);c.addKeyMapping(d.KeyCode.e,d.WalkDirection.RotateRight);c.addKeyMapping(d.KeyCode.r,
+d.WalkDirection.TiltUp);c.addKeyMapping(d.KeyCode.f,d.WalkDirection.TiltDown);c.addKeyMapping(d.KeyCode.x,d.WalkDirection.Up);c.addKeyMapping(d.KeyCode.c,d.WalkDirection.Down);c.addKeyMapping(d.KeyCode.LeftArrow,d.WalkDirection.Left);c.addKeyMapping(d.KeyCode.RightArrow,d.WalkDirection.Right);c.addKeyMapping(d.KeyCode.UpArrow,d.WalkDirection.Forward);c.addKeyMapping(d.KeyCode.DownArrow,d.WalkDirection.Backward);return c}__extends(b,a);b.prototype.addKeyMapping=function(a,b){this._keyWalkMapping.set(a,
+b)};b.prototype.getKeyMapping=function(){return d.Util.copyMap(this._keyWalkMapping)};b.prototype.clearKeyMappings=function(){this._keyWalkMapping.clear()};b.prototype.onMouseDown=function(b){a.prototype.onMouseDown.call(this,b);this._viewer.focusInput(!0)};b.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);if(this._dragging&&this._mouseLookEnabled){this._viewer.view.setProjectionMode(d.Projection.Perspective);var c=window.screen.width,g=window.screen.height;b.setHandled(!0);
+b=d.Point2.subtract(this._ptPrevious,this._ptCurrent);this.rotateLeft(b.x/c*this._mouseLookSpeed);this.tiltUp(b.y/g*this._mouseLookSpeed)}};b.prototype.onMouseUp=function(b){5<this._dragCount&&b.setHandled(!0);a.prototype.onMouseUp.call(this,b)};b.prototype.onMousewheel=function(a){var b=this;this._viewer.view.setProjectionMode(d.Projection.Perspective);var c=this._viewer.view,g=c.getCamera(),e=a.getPosition(),f=a.getWheelDelta();a=c.pickFromPoint(e,new d.PickConfig(d.SelectionMask.Face)).then(function(a){var c=
+a.getPosition();null!==a&&null!==c?(a=d.Point3.subtract(g.getPosition(),c).normalize().scale(b.getZoomSpeed()*f),b._applyWalkDelta(g,a)):b.walkBackward(f*b.getWalkSpeed())});a};b.prototype.onKeyDown=function(a){this._viewer.view.setProjectionMode(d.Projection.Perspective);var b=a.getKeyCode();b===d.KeyCode.v&&this.toggleBimMode();this._keyCodeActive(b)||(this._keyDownMap.set(b,a.getDate().getTime()),this._onKeyChange(b))};b.prototype.onKeyUp=function(a){var b=a.getKeyCode();this._keyUpMap.set(b,a.getDate().getTime());
+this._onKeyChange(b)};b.prototype._keyCodeActive=function(a){var b=this._keyDownMap.get(a);return void 0!==b&&(a=this._keyUpMap.get(a),void 0===a||b>a)?!0:!1};b.prototype._onKeyChange=function(a){this._keyCodeActive(a)&&this._keyWalkMapping.has(a)&&(this.getWalkActive()||(this._previousWalkTime=Date.now()),this._onTick())};b.prototype.setMouseLookSpeed=function(a){this._mouseLookSpeed=a};b.prototype.getMouseLookSpeed=function(){return this._mouseLookSpeed};b.prototype.setMouseLookEnabled=function(a){this._mouseLookEnabled=
+a};b.prototype.getMouseLookEnabled=function(){return this._mouseLookEnabled};b.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(c){return[2,a.prototype.resetDefaultWalkSpeeds.call(this).then(function(){b._mouseLookSpeed=300})]})})};b.prototype._execWalkDirection=function(a,b,c){var g=this.getWalkSpeed()*b;switch(a){case d.WalkDirection.Forward:return c?this.walkForwardWithCollision(g):this.walkForward(g);case d.WalkDirection.Backward:return c?
+this.walkBackwardWithCollision(g):this.walkBackward(g);case d.WalkDirection.Left:return c?this.walkLeftWithCollision(g):this.walkLeft(g);case d.WalkDirection.Right:return c?this.walkRightWithCollision(g):this.walkRight(g);case d.WalkDirection.Up:return this.walkUp(this.getElevationSpeed()*b);case d.WalkDirection.Down:return this.walkDown(this.getElevationSpeed()*b);case d.WalkDirection.RotateLeft:return this.rotateLeft(this.getRotationSpeed()*b);case d.WalkDirection.RotateRight:return this.rotateRight(this.getRotationSpeed()*
+b);case d.WalkDirection.TiltUp:return this.tiltUp(this.getRotationSpeed()*b);case d.WalkDirection.TiltDown:return this.tiltDown(this.getRotationSpeed()*b);default:d.Util.TypeAssertNever(a)}};b.prototype._queueWalkDirections=function(a){var b=this,c=new Set;this._keyWalkMapping.forEach(function(a,d){b._keyCodeActive(d)&&c.add(a)});f(c);var g=d.Util.setToArray(c);g.sort();if(0<g.length){this.setWalkActive(!0);var e=this.getBimModeEnabled();this.getActiveWalk().set(function(){return __awaiter(b,void 0,
+void 0,function(){var b,f,k,h,l,n=this;return __generator(this,function(m){b=new d.Util.ActionQueue(1,!0);if(0<a)for(f=function(c){b.push(function(){return n._execWalkDirection(c,a,e)})},k=0,h=g;k<h.length;k++)l=h[k],f(l);e&&(c.has(d.WalkDirection.Up)||c.has(d.WalkDirection.Down)||b.push(function(){return __awaiter(n,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._applyGravity()];case 1:return a.sent(),[2]}})})}),b.push(function(){return __awaiter(n,
+void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._updateNearbyDoors()];case 1:return a.sent(),[2]}})})}));return b.isIdle()?[2]:[2,b.waitForIdle()]})})})}};b.prototype._onTick=function(){var a=this,b=Date.now(),c=(b-this._previousWalkTime)/1E3;this._previousWalkTime=b;b=!this.getActiveWalk().isIdle();this.setWalkActive(b);this._queueWalkDirections(c);null!==this._tickTimerId&&(cancelAnimationFrame(this._tickTimerId),this._tickTimerId=null);this.getWalkActive()&&
+(this._tickTimerId=requestAnimationFrame(function(){a._onTick()}))};return b}(h.CameraWalkBaseOperator);h.CameraKeyboardWalkOperator=e})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(e){function c(b,c){b=e.call(this,b)||this;b._cameraRotationMomentumEnabled=!1;b._isDown=!1;b._mouseDragged=!1;b._averagedMousePoints=new a;b._averageTimeIntervalMilliseconds=150;b._previousMouseMovePoint=d.Point2.zero();b._mouseMovePoint=d.Point2.zero();b._mouseMoveOffset=d.Point2.zero();b._previousMouseMoveTime=null;b._mouseMoveTime=null;b._mouseMoveElapsedTimeSeconds=0;b._rotationDegreesPerSecond=[0,0];b._animationLastTickTime=0;b._animationElapsedTimeSeconds=
+0;b._animationIntervalResult=null;b._preferredAnimationIntervalMilliseconds=16;b._momentum=0;b._momentumLossPerSecond=0;b._degreesPerPixel=.5;b._maxRotationMagnitudeScale=8;b._initialSelectionPosition=null;b._cameraRotateFunction=c;return b}__extends(c,e);c.prototype.getCameraRotationMomentumEnabled=function(){return this._cameraRotationMomentumEnabled};c.prototype.setCameraRotationMomentumEnabled=function(a){a!==this._cameraRotationMomentumEnabled&&((this._cameraRotationMomentumEnabled=a)||this.stopAnimation())};
+c.prototype.isCurrentlyAnimating=function(){return this._cameraRotationMomentumEnabled&&0<this.getMomentum()};c.prototype.onDeactivate=function(){return e.prototype.onDeactivate.call(this)};c.prototype.onViewOrientationChange=function(){this.stopAnimation()};c.prototype.supportsAnimation=function(){return!0};c.prototype.onMouseDown=function(a){e.prototype.onMouseDown.call(this,a);this.isActive()&&(this._initialSelectionPosition=a.getPosition(),this._isDown=!0,this.stopAnimation(),this._mouseDragged=
+!1,this._mouseMoveTime=this._previousMouseMoveTime=Date.now(),this._mouseMovePoint.assign(this._initialSelectionPosition),this._previousMouseMovePoint.assign(this._mouseMovePoint),this._averagedMousePoints.clear(),this._averagedMousePoints.add(this._mouseMovePoint,this._mouseMoveTime))};c.prototype.onMouseMove=function(a){e.prototype.onMouseMove.call(this,a);this.isActive()&&this._isDown&&(this._mouseDragged=!0,this._previousMouseMovePoint.assign(this._mouseMovePoint),this._mouseMovePoint.assign(a.getPosition()),
+this._mouseMoveOffset=d.Point2.subtract(this._mouseMovePoint,this._previousMouseMovePoint),this._previousMouseMoveTime=this._mouseMoveTime,this._mouseMoveTime=Date.now(),this._mouseMoveElapsedTimeSeconds=null===this._previousMouseMoveTime?0:(this._mouseMoveTime-this._previousMouseMoveTime)/1E3,this._averagedMousePoints.add(this._mouseMovePoint,this._mouseMoveTime),a=this._getMouseMoveOffsetForRotation(),this._rotateCamera(a))};c.prototype.onMouseUp=function(a){if(this.isActive()&&(this._isDown=!1,
+this._mouseDragged&&this.getCameraRotationMomentumEnabled())){this._mouseMoveOffset=this._averagedMousePoints.getAverageOffsetWithinMilliseconds(this._averageTimeIntervalMilliseconds);var b=this._getMouseMoveOffsetForRotation();if(0!==b[0]||0!==b[1]){for(var c=0;2>c;c++){var d=Math.abs(b[c])*this._maxRotationMagnitudeScale;this._rotationDegreesPerSecond[c]=b[c]/this._mouseMoveElapsedTimeSeconds;this._rotationDegreesPerSecond[c]<-d?this._rotationDegreesPerSecond[c]=-d:this._rotationDegreesPerSecond[c]>
+d&&(this._rotationDegreesPerSecond[c]=d)}this._momentum=1;this._startAnimation()}else this._momentum=0}e.prototype.onMouseUp.call(this,a)};c.prototype._rotateCamera=function(a){this._cameraRotateFunction(a)};c.prototype.stopAnimation=function(){null!==this._animationIntervalResult&&(clearInterval(this._animationIntervalResult),this._animationIntervalResult=null)};c.prototype.getMomentum=function(){return this._momentum};c.prototype.setMomentumLossPerSecond=function(a){0<=a&&(this._momentumLossPerSecond=
+a)};c.prototype.getMomentumLossPerSecond=function(){return this._momentumLossPerSecond};c.prototype.isAnimating=function(){return null!==this._animationIntervalResult};c.prototype._startAnimation=function(){var a=this;null===this._animationIntervalResult&&(this._animationLastTickTime=Date.now(),this._animationIntervalResult=window.setInterval(function(){a._onTick()},this._preferredAnimationIntervalMilliseconds))};c.prototype._getMouseMoveOffsetForRotation=function(){return[-this._mouseMoveOffset.x*
+this._degreesPerPixel,this._mouseMoveOffset.y*this._degreesPerPixel]};c.prototype._onTick=function(){var a=Date.now();this._animationElapsedTimeSeconds=(a-this._animationLastTickTime)/1E3;this._animationLastTickTime=a;this._rotateCamera([this._animationElapsedTimeSeconds*this._rotationDegreesPerSecond[0],this._animationElapsedTimeSeconds*this._rotationDegreesPerSecond[1]]);if(0<this._momentumLossPerSecond)if(this._momentum=Math.max(0,this._momentum-this._animationElapsedTimeSeconds*this._momentumLossPerSecond),
+0<this._momentum)for(a=0;a<this._rotationDegreesPerSecond.length;a++)this._rotationDegreesPerSecond[a]*=this._momentum;else{for(a=0;a<this._rotationDegreesPerSecond.length;a++)this._rotationDegreesPerSecond[a]=0;this._rotateCamera(this._rotationDegreesPerSecond);this.stopAnimation()}};return c}(h.OperatorBase);h.CameraOrbitBaseOperator=f;var a=function(){function a(a){void 0===a&&(a=10);this._count=0;this._points=Array(a);this._times=Array(a)}a.prototype.clear=function(){this._count=0};a.prototype.add=
+function(a,b){void 0===b&&(b=Date.now());var c=this._count%this._points.length;void 0===this._points[c]?this._points[c]=a.copy():this._points[c].assign(a);this._times[c]=b;this._count++};a.prototype.getAverageOffsetWithinMilliseconds=function(a,b){void 0===b&&(b=Date.now());var c=-1,e=d.Point2.zero(),f=Math.min(this._points.length,this._count);if(0<f){for(var h=0,m=0;m<f;m++){var p=(this._count-1-m)%this._points.length;if(b-this._times[p]>a)break;c=p;e.add(this._points[p]);h++}1<h?(e.subtract(this._points[c]),
+h--,e.scale(1/h)):(c=-1,e.set(0,0))}return 0<=c?d.Point2.subtract(e,this._points[c]):e};return a}()})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b,c,e){var g=a.call(this)||this;g._circle=new d.Markup.Shape.Circle;g._viewer=b;g._position=c;g._circle.setRadius(e);return g}__extends(c,a);c.prototype.draw=function(){if(this._circle){var a=this._viewer.view.projectPoint(this._position);this._circle.setCenter(d.Point2.fromPoint3(a));this._viewer.markupManager.getRenderer().drawCircle(this._circle)}};return c}(d.Markup.MarkupItem);h.OrbitMarkup=f;var a=function(a){function c(b){var c=a.call(this,
+b,function(a){if(!c._viewer.sheetManager.isDrawingSheetActive())if(null!==c._pickPosition){if(null===c._circleMarkupHandler){var b=new f(c._viewer,c._pickPosition,c._circleRadius);c._circleMarkupHandler=c._viewer.markupManager.registerMarkup(b)}c._orbitByTurnTiltWithTarget(a,c._pickPosition)}else switch(b=c._viewer.view.getCamera(),c._orbitFallbackMode){default:case d.OrbitFallbackMode.CameraTarget:c._orbitByTurnTiltWithTarget(a,b.getTarget());break;case d.OrbitFallbackMode.ModelCenter:c._modelCenter&&
+c._orbitByTurnTiltWithTarget(a,c._modelCenter);break;case d.OrbitFallbackMode.OrbitTarget:c._orbitByTurnTiltWithTarget(a,c._orbitTarget)}})||this;c._orbitTarget=d.Point3.zero();c._orbitFallbackMode=d.OrbitFallbackMode.ModelCenter;c._modelCenter=null;c._circleMarkupHandler=null;c._circleRadius=3;c._updateCameraCenterAction=new d.Util.CurrentAction(!1);c._updateCameraCenterTimer=new d.Util.Timer;c._primaryButton=d.Button.Middle;c._pickPosition=null;c._bimOrbitEnabled=!1;c._viewer.setCallbacks({sceneReady:function(){c._updateModelCenter()},
+modelSwitched:function(){c._updateModelCenter()},visibilityChanged:function(){c._updateModelCenter()},_updateTransform:function(a){a||c._updateModelCenter()},_geometryCreated:function(){c._updateModelCenter()},hwfParseComplete:function(){c._updateModelCenter()}});return c}__extends(c,a);c.prototype._updateModelCenter=function(a){var b=this;void 0===a&&(a=50);this._updateCameraCenterTimer.clear();this._updateCameraCenterAction.set(function(){return __awaiter(b,void 0,void 0,function(){var b,c=this;
+return __generator(this,function(d){switch(d.label){case 0:return[4,this._viewer.model.getModelBounding(!0,!1)];case 1:b=d.sent();if(b.isDegenerate()&&0<a)return this._updateCameraCenterTimer.set(500,function(){c._updateModelCenter(a-1)}),[2];this._modelCenter=b.center();return[2]}})})})};c.prototype.onMouseDown=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseDown.call(this,b),this.isActive()&&b.getButton()===
+this._primaryButton?[4,this._viewer.view.pickFromPoint(b.getPosition(),new d.PickConfig(d.SelectionMask.Face))]:[3,2];case 1:c=g.sent(),null!==c&&0===c.overlayIndex()?(this._pickPosition=c.getPosition(),b.setHandled(!0)):this._pickPosition=null,g.label=2;case 2:return[2]}})})};c.prototype.onMouseUp=function(b){a.prototype.onMouseUp.call(this,b);b.getButton()===this._primaryButton&&(this._pickPosition=null);this._removeMarkup()};c.prototype.setBimOrbitEnabled=function(a){this._bimOrbitEnabled=a};c.prototype.getBimOrbitEnabled=
+function(){return this._bimOrbitEnabled};c.prototype._removeMarkup=function(){null!==this._circleMarkupHandler&&(this._viewer.markupManager.unregisterMarkup(this._circleMarkupHandler),this._circleMarkupHandler=null)};c.prototype._getClampedRotationMatrix=function(a,c,e,f){a=d.Matrix.createFromOffAxisRotation(a,c);c=d.Point3.zero();a.transform(e,c);return 0>=d.Util.radiansToDegrees(Math.asin(d.Point3.dot(f,c)))?new d.Matrix:a};c.prototype._orbitByTurnTiltWithTarget=function(a,c){var b=this._viewer.view,
+g=b.getCamera(),e=g.getPosition().subtract(c),f=g.getTarget().subtract(c),h=g.getUp().normalize(),q=d.Point3.subtract(f,e).normalize(),r=d.Point3.cross(h,q).normalize();q=a[0];var u=a[1];new d.Matrix;new d.Matrix;this._bimOrbitEnabled?(a=this._viewer.model.getViewAxes().upVector.copy(),r=this._getClampedRotationMatrix(r,u,h,a),a=d.Matrix.createFromOffAxisRotation(a,q/4),q=a.transform(r.transform(e)),f=a.transform(r.transform(f)),h=a.transform(r.transform(d.Point3.add(e,h)))):(r=d.Matrix.createFromOffAxisRotation(r,
+u),a=d.Matrix.createFromOffAxisRotation(h,q),r=d.Matrix.multiply(a,r),q=r.transform(e),f=r.transform(f),h=r.transform(d.Point3.add(e,h)));h.subtract(q);e=q;e.add(c);f.add(c);g.setPosition(e);g.setTarget(f);g.setUp(h);b.setCamera(g)};c.prototype.setOrbitFallbackMode=function(a){this._orbitFallbackMode=a};c.prototype.getOrbitFallbackMode=function(){return this._orbitFallbackMode};c.prototype.setOrbitTarget=function(a){this._orbitTarget=a};c.prototype.getOrbitTarget=function(){return this._orbitTarget};
+c.prototype.setPrimaryButton=function(a){this._primaryButton=a};c.prototype.getPrimaryButton=function(){return this._primaryButton};return c}(h.CameraOrbitBaseOperator);h.CameraOrbitOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._cameraPtPrevious=d.Point3.zero();return c}__extends(e,a);e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);if(this.isActive()||this._viewer.sheetManager.isDrawingSheetActive()){var b=this._viewer.view;(c=b.getCamera().getCameraPlaneIntersectionPoint(c.getPosition(),b))&&this._cameraPtPrevious.assign(c)}};e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);if(this.isActive()||
+this._viewer.sheetManager.isDrawingSheetActive()){var b=this._viewer.view,g=b.getCamera();if(c=g.getCameraPlaneIntersectionPoint(c.getPosition(),b))c=d.Point3.subtract(c,this._cameraPtPrevious),g.dolly(c),b.setCamera(g)}};return e}(h.OperatorBase);h.CameraPanOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._mouseMoveZoomDelta=3;c._mouseWheelZoomDelta=.25;c._pinchZoomModifier=2.5;c._zoomToMousePosition=!0;c._dollyZoomEnabled=!1;c._mouseMoveZoomFactor=1;c._mouseWheelZoomFactor=-1;c._mouseWheelAdjustCameraTarget=!1;c._secondaryTouchId=null;c._lastTouch1=d.Point2.zero();c._lastTouch2=d.Point2.zero();c._prevLen=0;return c}__extends(e,a);e.prototype.setMouseWheelZoomInverted=function(a){this._mouseWheelZoomFactor=a?-1:1};e.prototype.getMouseWheelZoomInverted=
+function(){return-1===this._mouseWheelZoomFactor};e.prototype.setMouseMoveZoomInverted=function(a){this._mouseMoveZoomFactor=a?-1:1};e.prototype.getMouseMoveZoomInverted=function(){return-1===this._mouseMoveZoomFactor};e.prototype.setMouseMoveZoomDelta=function(a){this._mouseMoveZoomDelta=a};e.prototype.getMouseMoveZoomDelta=function(){return this._mouseMoveZoomDelta};e.prototype.setMouseWheelZoomDelta=function(a){this._mouseWheelZoomDelta=a};e.prototype.getMouseWheelZoomDelta=function(){return this._mouseWheelZoomDelta};
+e.prototype.setZoomToMousePosition=function(a){this._zoomToMousePosition=a};e.prototype.getZoomToMousePosition=function(){return this._zoomToMousePosition};e.prototype.setDollyZoomEnabled=function(a){this._dollyZoomEnabled=a};e.prototype.getDollyZoomEnabled=function(){return this._dollyZoomEnabled};e.prototype.setMouseWheelAdjustCameraTarget=function(a){this._mouseWheelAdjustCameraTarget=a};e.prototype.getMouseWheelAdjustCameraTarget=function(){return this._mouseWheelAdjustCameraTarget};e.prototype.onMouseMove=
+function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e,f,h,m;return __generator(this,function(g){switch(g.label){case 0:a.prototype.onMouseMove.call(this,c);if(!this.isDragging()||!this.isActive())return[3,4];b=this._viewer.view;d=b.pointToWindowPosition(this._ptCurrent);e=b.pointToWindowPosition(this._ptPrevious);f=d.y-e.y;h=d.x-e.x;m=this._mouseMoveZoomDelta*this._mouseMoveZoomFactor*(f-h);return this._dollyZoomEnabled?[4,this._dollyZoom(m,void 0,void 0,!0)]:[3,2];case 1:return g.sent(),
+[3,4];case 2:return[4,this._doZoom(m)];case 3:g.sent(),g.label=4;case 4:return[2]}})})};e.prototype.onMousewheel=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._mouseWheelZoomDelta*this._mouseWheelZoomFactor*a.getWheelDelta(),this._dollyZoomEnabled?[4,this._dollyZoom(-b,void 0,a.getPosition())]:[3,2];case 1:return c.sent(),[3,4];case 2:return[4,this._doZoom(b,void 0,a.getPosition())];case 3:c.sent(),c.label=
+4;case 4:return[2]}})})};e.prototype.onTouchStart=function(a){var b=this._viewer.view;null===this._primaryTouchId?(this._primaryTouchId=a.getId(),this._lastTouch1.assign(b.pointToWindowPosition(a.getPosition()))):null===this._secondaryTouchId&&(this._secondaryTouchId=a.getId(),this._lastTouch2.assign(b.pointToWindowPosition(a.getPosition())));null!==this._primaryTouchId&&null!==this._secondaryTouchId&&(this._prevLen=d.Point2.subtract(this._lastTouch2,this._lastTouch1).length(),this._dragging=!0)};
+e.prototype.onTouchMove=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h;return __generator(this,function(g){switch(g.label){case 0:b=this._viewer.view;c=a.getId();e=a.getPosition();c===this._primaryTouchId?this._lastTouch1.assign(b.pointToWindowPosition(e)):c===this._secondaryTouchId&&this._lastTouch2.assign(b.pointToWindowPosition(e));if(!this._dragging||c!==this._secondaryTouchId)return[3,2];f=d.Point2.subtract(this._lastTouch2,this._lastTouch1).length();h=(this._prevLen-
+f)*this._pinchZoomModifier;return[4,this._doZoom(h)];case 1:g.sent(),this._prevLen=f,g.label=2;case 2:return[2]}})})};e.prototype.onTouchEnd=function(a){a=a.getId();this._primaryTouchId===a?this._primaryTouchId=null:this._secondaryTouchId===a&&(this._secondaryTouchId=null);this._dragging=!1};e.prototype.onDeactivate=function(){this._secondaryTouchId=this._primaryTouchId=null};e.prototype._updateCameraViewAngle=function(a){var b=d.Util.degreesToRadians(90);b=Math.tan(b/2);b*=d.Point3.subtract(a.getTarget(),
+a.getPosition()).length();a.setWidth(b);a.setHeight(b);return a};e.prototype._dollyZoom=function(a,b,g,e){void 0===b&&(b=this._viewer.view.getCamera());void 0===e&&(e=!1);return __awaiter(this,void 0,void 0,function(){var c,f,k,h,q,r,u,t,v,w,z,x,y=this;return __generator(this,function(l){switch(l.label){case 0:return c=this._viewer.view,b.setProjection(d.Projection.Perspective),f=b.getPosition(),k=b.getTarget(),g?[4,this._viewer.model.getModelBounding(!1,!1,!1)]:[3,3];case 1:return h=l.sent(),q=h.extents().length(),
+r=q/100,[4,this._viewer.view.pickFromPoint(g,new d.PickConfig)];case 2:return u=l.sent(),t=u.getPosition(),null!==t&&(v=d.Point3.subtract(k,f),w=d.Point3.subtract(t,f),z=d.Point3.add(f,v.scale(d.Point3.dot(v,w)/d.Point3.dot(v,v))),b.setTarget(z)),x=d.Point3.subtract(b.getTarget(),f),0<a&&x.length()<r&&b.setTarget(d.Point3.add(k,x.copy().normalize().scale(2*r))),x=d.Point3.subtract(b.getTarget(),f),b.setPosition(d.Point3.add(f,x.copy().scale(.05*(0<a?1:-1)))),[3,4];case 3:x=d.Point3.subtract(k,f).scale(a/
+10),b.setPosition(d.Point3.add(f,x)),e&&b.setTarget(d.Point3.add(k,x)),l.label=4;case 4:return b=this._updateCameraViewAngle(b),this._viewer.pauseRendering(function(){if(g){var a=b.getCameraPlaneIntersectionPoint(g,y._viewer.view);c.setCamera(b);var e=b.getCameraPlaneIntersectionPoint(g,y._viewer.view);null!==a&&null!==e&&b.dolly(d.Point3.subtract(e,a))}c.setCamera(b)}),[2]}})})};e.prototype._doZoom=function(a,b,g){void 0===b&&(b=this._viewer.view.getCamera());return __awaiter(this,void 0,void 0,
+function(){var c,e,f,h,p,q,r,u=this;return __generator(this,function(k){switch(k.label){case 0:return c=this._viewer.view,e=1/(1-a),g&&this._zoomToMousePosition?this._mouseWheelAdjustCameraTarget?[4,this._viewer.view.pickFromPoint(g,new d.PickConfig)]:[3,2]:[3,3];case 1:f=k.sent(),void 0!==f&&f.isEntitySelection()&&(h=b.getPosition().subtract(b.getTarget()),p=d.Point3.subtract(b.getTarget(),b.getPosition()),q=d.Point3.subtract(f.getPosition(),b.getPosition()),r=b.getPosition().add(p.scale(d.Point3.dot(p,
+q)/d.Point3.dot(p,p))),b.setTarget(r),b.setPosition(d.Point3.add(r,h))),k.label=2;case 2:return this._viewer.pauseRendering(function(){var a=b.getCameraPlaneIntersectionPoint(g,u._viewer.view);u._zoomHelper(e,b);var f=b.getCameraPlaneIntersectionPoint(g,u._viewer.view);null!==a&&null!==f&&b.dolly(d.Point3.subtract(f,a));c.setCamera(b)}),[3,4];case 3:this._zoomHelper(e,b),k.label=4;case 4:return[2]}})})};e.prototype._zoomHelper=function(a,b){var c=this._viewer.view;b.setWidth(b.getWidth()*a);b.setHeight(b.getHeight()*
+a);var e=b.getPosition(),f=b.getTarget();a=d.Point3.subtract(f,e).scale(a);b.setPosition(d.Point3.subtract(f,a));c.setCamera(b)};return e}(h.OperatorBase);h.CameraZoomOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,d,e){c=a.call(this,c)||this;c._activeOperator=null;c._activeTouchCount=0;c._touchMoveCount=0;c._returnToOrbit=!1;c._bimNavigationEnabled=!1;c._orbitOperator=b;c._panOperator=d;c._zoomOperator=e;return c}__extends(e,a);e.prototype.setBimNavigationEnabled=function(a){this._bimNavigationEnabled=a;var b=this._orbitOperator,c=this._zoomOperator,e=this._panOperator;b.clearMapping();c.clearMapping();e.clearMapping();b.setMapping(d.Button.Left);b.setBimOrbitEnabled(a);
+c.setDollyZoomEnabled(a);a?(b.setPrimaryButton(d.Button.Left),c.setMapping(d.Button.Right),e.setMapping(d.Button.Middle),this._setBimCamera()):(b.addMapping(d.Button.Middle),b.setPrimaryButton(d.Button.Middle),c.addMapping(d.Button.Left,d.KeyModifiers.Shift),e.addMapping(d.Button.Right),e.addMapping(d.Button.Left,d.KeyModifiers.Control))};e.prototype._setBimCamera=function(){var a=this._viewer.view.getCamera(),b=d.Point3.subtract(a.getPosition(),a.getTarget()).normalize(),g=this._viewer.model.getViewAxes().upVector.copy();
+g=d.Point3.cross(b,g);b=d.Point3.cross(g,b);a.setUp(b);a.setProjection(d.Projection.Perspective);this._viewer.view.setCamera(a)};e.prototype.getBimNavigationEnabled=function(){return this._bimNavigationEnabled};e.prototype.onViewOrientationChange=function(){this._activeTouchCount=0;this._returnToOrbit=!1};e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);this._setActiveOperatorForMouseInput(c);this._activeOperator&&(this._bimNavigationEnabled&&this._setBimCamera(),this._activeOperator.onMouseDown(c))};
+e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);if(this._activeOperator&&this._dragging&&3<this._dragCount)this._activeOperator.onMouseMove(c)};e.prototype.onMouseUp=function(c){if(this._activeOperator)this._activeOperator.onMouseUp(c);this._activeOperator instanceof h.CameraOrbitOperator||this._orbitOperator._removeMarkup();a.prototype.onMouseUp.call(this,c)};e.prototype.onMousewheel=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+this._zoomOperator.onMousewheel(a)];case 1:return b.sent(),[2]}})})};e.prototype.onTouchStart=function(a){++this._activeTouchCount;this._orbitOperator.onTouchStart(a);this._zoomOperator.onTouchStart(a);this._viewer.sheetManager.isDrawingSheetActive()&&(this._panOperator.onTouchStart(a),this._orbitOperator.onDeactivate());1===this._activeTouchCount&&(this._primaryTouchId=a.getId());2===this._activeTouchCount&&(this._orbitOperator.onDeactivate(),this._panOperator.onTouchStart(a),this._zoomOperator.onTouchStart(a))};
+e.prototype.onTouchMove=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:++this._touchMoveCount;if(!(5<this._touchMoveCount))return[3,5];if(!this._returnToOrbit)return[3,1];this._orbitOperator.onTouchStart(a);this._returnToOrbit=!1;return[3,5];case 1:if(1!==this._activeTouchCount)return[3,3];this._orbitOperator.onTouchMove(a);return[4,this._zoomOperator.onTouchMove(a)];case 2:return b.sent(),this._panOperator.onTouchMove(a),[3,5];
+case 3:return 2!==this._activeTouchCount?[3,5]:[4,this._zoomOperator.onTouchMove(a)];case 4:b.sent(),this._panOperator.onTouchMove(a),b.label=5;case 5:return[2]}})})};e.prototype.onTouchEnd=function(a){2===this._activeTouchCount&&(this._returnToOrbit=!0);this._zoomOperator.onTouchEnd(a);this._panOperator.onTouchEnd(a);this._orbitOperator.onTouchEnd(a);0<this._activeTouchCount&&--this._activeTouchCount;0===this._activeTouchCount&&(this._touchMoveCount=0)};e.prototype.stopInteraction=function(){var c=
+[];var b=a.prototype.stopInteraction.call(this);void 0!==b&&c.push(b);this._touchMoveCount=this._activeTouchCount=0;b=this._zoomOperator.onDeactivate();void 0!==b&&c.push(b);b=this._panOperator.onDeactivate();void 0!==b&&c.push(b);b=this._orbitOperator.onDeactivate();void 0!==b&&c.push(b);return d.Util.waitForAll(c)};e.prototype._setActiveOperatorForMouseInput=function(a){var b=this._orbitOperator,c=this._panOperator,d=this._zoomOperator;this._activeOperator=null;this._viewer.sheetManager.isDrawingSheetActive()?
+this._activeOperator=c:b.checkMapping(a)?this._activeOperator=b:d.checkMapping(a)?this._activeOperator=d:c.checkMapping(a)&&(this._activeOperator=c)};e.prototype.onDeactivate=function(){a.prototype.onDeactivate.call(this);this._orbitOperator.onDeactivate();this._panOperator.onDeactivate();this._zoomOperator.onDeactivate()};return e}(h.OperatorBase);h.CameraNavigationOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c,function(a){b._rotateAroundAxis(b._rotationAxis,a[0])})||this;b._rotationAxis=new d.Point3(0,0,1);b._tiltAmount=12;return b}__extends(e,a);e.prototype._rotateAroundAxis=function(a,b){var c=this._viewer.view,e=c.getCamera(),f=e.getPosition(),h=e.getUp().normalize(),m=e.getTarget();a=d.Matrix.createFromOffAxisRotation(a,b);b=(new d.Matrix).setTranslationComponent(-m.x,-m.y,-m.z);b=d.Matrix.multiply(b,a);m=(new d.Matrix).setTranslationComponent(m.x,
+m.y,m.z);d.Matrix.multiply(b,m).transform(f,f);a.transform(h,h);h.normalize();e.setPosition(f);e.setUp(h);c.setCamera(e)};e.prototype.onMousewheel=function(a){a=a.getWheelDelta();var b=this._viewer.view.getCamera(),c=b.getUp().normalize();b=d.Point3.subtract(b.getTarget(),b.getPosition()).normalize();c=d.Point3.cross(c,b).normalize();0<a?this._rotateAroundAxis(c,this._tiltAmount):this._rotateAroundAxis(c,-this._tiltAmount)};e.prototype.setRotationAxis=function(a){var b=!0;switch(a){case d.Axis.X:this._rotationAxis.set(1,
+0,0);break;case d.Axis.Y:this._rotationAxis.set(0,1,0);break;case d.Axis.Z:this._rotationAxis.set(0,0,1);break;default:b=!1}return b};return e}(h.CameraOrbitBaseOperator);h.CameraTurntableOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b){this._keyboardWalkOperator=b;this._activeOperator=this._walkOperator=c;this._walkMode=d.WalkMode.Mouse;this._active=!1}a.prototype.setWalkMode=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:if(this._walkMode===a)return[3,7];this._walkMode=a;if(a!==d.WalkMode.Keyboard)return[3,4];this._activeOperator=this._keyboardWalkOperator;return this._active?[4,this._walkOperator.onDeactivate()]:
+[3,3];case 1:return c.sent(),[4,this._keyboardWalkOperator.onActivate()];case 2:c.sent(),c.label=3;case 3:return[3,7];case 4:return this._activeOperator=this._walkOperator,this._active?[4,this._keyboardWalkOperator.onDeactivate()]:[3,7];case 5:return c.sent(),[4,this._walkOperator.onActivate()];case 6:c.sent(),c.label=7;case 7:return[2]}})})};a.prototype.getWalkMode=function(){return this._activeOperator instanceof h.CameraKeyboardWalkOperator?d.WalkMode.Keyboard:d.WalkMode.Mouse};a.prototype.onMouseDown=
+function(a){this._activeOperator.onMouseDown(a)};a.prototype.onMouseMove=function(a){this._activeOperator.onMouseMove(a)};a.prototype.onMouseUp=function(a){this._activeOperator.onMouseUp(a)};a.prototype.onMousewheel=function(a){this._activeOperator.onMousewheel(a)};a.prototype.onTouchStart=function(a){this._activeOperator.onTouchStart(a)};a.prototype.onTouchMove=function(a){this._activeOperator.onTouchMove(a)};a.prototype.onTouchEnd=function(a){this._activeOperator.onTouchEnd(a)};a.prototype.onKeyDown=
+function(a){this._activeOperator.onKeyDown(a)};a.prototype.onKeyUp=function(a){if(this._activeOperator instanceof h.CameraKeyboardWalkOperator)this._activeOperator.onKeyUp(a)};a.prototype.onDeactivate=function(){return this._activeOperator.onDeactivate()};a.prototype.onActivate=function(){this._active=!0;return this._activeOperator.onActivate()};a.prototype.onViewOrientationChange=function(){this._active=!1};a.prototype.stopInteraction=function(){return this._activeOperator.stopInteraction()};a.prototype.setBimModeEnabled=
+function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){c=[];a?(c.push(this._keyboardWalkOperator.enableBimMode()),c.push(this._walkOperator.enableBimMode())):(c.push(this._keyboardWalkOperator.disableBimMode()),c.push(this._walkOperator.disableBimMode()));return[2,Promise.all(c).then(function(){})]})})};a.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,Promise.all([this._walkOperator.resetDefaultWalkSpeeds(),
+this._keyboardWalkOperator.resetDefaultWalkSpeeds()]).then(function(){})]})})};a.prototype.setBimFloorConfig=function(a){this._walkOperator.setBimFloorConfig(a);this._keyboardWalkOperator.setBimFloorConfig(a)};a.prototype.setBimWallConfig=function(a){this._walkOperator.setBimWallConfig(a);this._keyboardWalkOperator.setBimWallConfig(a)};a.prototype.setBimDoorConfig=function(a){this._walkOperator.setBimDoorConfig(a);this._keyboardWalkOperator.setBimDoorConfig(a)};a.prototype.setZoomSpeed=function(a){this._walkOperator.setZoomSpeed(a);
+this._keyboardWalkOperator.setZoomSpeed(a)};a.prototype.setWalkSpeed=function(a){this._walkOperator.setWalkSpeed(a);this._keyboardWalkOperator.setWalkSpeed(a)};a.prototype.setElevationSpeed=function(a){this._walkOperator.setElevationSpeed(a);this._keyboardWalkOperator.setElevationSpeed(a)};a.prototype.setRotationSpeed=function(a){this._walkOperator.setRotationSpeed(a);this._keyboardWalkOperator.setRotationSpeed(a)};a.prototype.setViewAngle=function(a){this._walkOperator.setViewAngle(a);this._keyboardWalkOperator.setViewAngle(a)};
+return a}();h.CameraWalkModeOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._timerId=null;c._walkButton=d.Button.None;c._previousTimestamp=0;c._activeTouchCount=0;c._maxDistance=200;return c}__extends(e,a);e.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,a.prototype.onActivate.call(this)];case 1:return c.sent(),this._viewer.trigger("walkOperatorActivated"),[2]}})})};e.prototype.onKeyDown=function(a){a=
+a.getKeyCode();var b=this.getWalkSpeed();a===d.KeyCode.PgUp&&this.setWalkSpeed(1.2*b);a===d.KeyCode.PgDown&&this.setWalkSpeed(.8*b);a===d.KeyCode.v&&this.toggleBimMode()};e.prototype.onDeactivate=function(){var c=this._resetCameraTarget();this.stopWalking();a.prototype.onDeactivate.call(this);this._viewer.trigger("walkOperatorDeactivated");return c};e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);var b=this._viewer.view;b.getProjectionMode()!==d.Projection.Perspective&&(b.setProjectionMode(d.Projection.Perspective),
+this._calculateInitialPosition());this.isActive()&&(this.stopWalking(),this.setWalkActive(!0),this._walkButton=c.getButton())};e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);this.getWalkActive()&&null===this._timerId&&this.isActive()&&(this._previousTimestamp=Date.now(),this._onTick())};e.prototype.onMouseUp=function(c){this.isActive()&&this.stopWalking();a.prototype.onMouseUp.call(this,c)};e.prototype.onTouchStart=function(c){a.prototype.onTouchStart.call(this,c);++this._activeTouchCount;
+1===this._activeTouchCount?this._walkButton=d.Button.Left:2===this._activeTouchCount?this._walkButton=d.Button.Right:3===this._activeTouchCount&&(this._walkButton=d.Button.None)};e.prototype.onTouchMove=function(c){3===this._activeTouchCount&&this._primaryTouchId===c.getId()?(this._ptCurrent.assign(c.getPosition()),c=d.Point2.subtract(this._ptCurrent,this._ptPrevious),this._adjustTilt(c.y/100*1.5)):3>this._activeTouchCount&&a.prototype.onTouchMove.call(this,c)};e.prototype.onTouchEnd=function(c){a.prototype.onTouchEnd.call(this,
+c);0<this._activeTouchCount&&--this._activeTouchCount};e.prototype.onMousewheel=function(a){0<a.getWheelDelta()?this._adjustTilt(3):this._adjustTilt(-3)};e.prototype.stopWalking=function(){null!==this._timerId&&(cancelAnimationFrame(this._timerId),this._timerId=null);this.setWalkActive(!1)};e.prototype._testWalk=function(a,b,g){return __awaiter(this,void 0,void 0,function(){var c,e,f;return __generator(this,function(k){switch(k.label){case 0:return c=new d.Event.MouseInputEvent(0,0,g,d.Buttons.None,
+d.KeyModifiers.None,d.MouseInputType.Down),e=new d.Event.MouseInputEvent(0,a,g,d.Buttons.None,d.KeyModifiers.None,d.MouseInputType.Move),f=new d.Event.MouseInputEvent(0,a,g,d.Buttons.None,d.KeyModifiers.None,d.MouseInputType.Up),this.onMouseDown(c),this.onMouseMove(e),[4,d.Util.sleep(b)];case 1:return k.sent(),this.onMouseUp(f),[2]}})})};e.prototype._onTick=function(){var a=this,b=Date.now(),g=(b-this._previousTimestamp)/1E3;this._previousTimestamp=b;var e=this._viewer.view;b=d.Point2.subtract(this._ptCurrent,
+this._ptFirst);var f=new d.Point2(Math.abs(b.x)/this._maxDistance,Math.abs(b.y)/this._maxDistance),h=this.getRotationSpeed()*g*f.x,m=this.getWalkSpeed()*g*f.y,p=this.getElevationSpeed()*g*f.x;g=this.getElevationSpeed()*g*f.y;if(this._walkButton===d.Button.Left){if(0!==b.x&&(0<b.x?this.rotateRight(h):0>b.x&&this.rotateLeft(h)),0!==b.y){var q=e.getCamera();this._resetPosition(q);g=q.getTarget();e=q.getPosition();g=d.Point3.subtract(g,e).normalize();var r=q.getUp(),u=d.Point3.scale(g,m);0<b.y&&(u=u.negate());
+this.setWalkActive(!0);var t=this.getBimModeEnabled();this.getActiveWalk().set(function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return t?[4,this._applyWalkDeltaWithCollisionCheck(q,u,r)]:[3,4];case 1:return a.sent(),[4,this._applyGravity()];case 2:return a.sent(),[4,this._updateNearbyDoors()];case 3:return a.sent(),[3,5];case 4:return[2,this._applyWalkDelta(q,u)];case 5:return[2]}})})})}}else if(this._walkButton===d.Button.Right||this._walkButton===
+d.Button.Middle)0<Math.abs(b.y)&&(0<b.y?this.walkUp(g):this.walkDown(g)),0<Math.abs(b.x)&&(0<b.x?this.walkRight(p):this.walkLeft(p));this._timerId=requestAnimationFrame(function(){a._onTick()})};e.prototype._adjustTilt=function(a){var b=this._viewer.view;this.setTilt(this.getTilt()+a);a=b.getCamera();this._resetPosition(a);var c=a.getTarget(),e=a.getPosition(),f=d.Point3.distance(c,e),h=a.getUp().normalize();c=d.Point3.subtract(c,e).normalize();h=d.Point3.cross(h,c).normalize();d.Matrix.createFromOffAxisRotation(h,
+this.getTilt()).transform(c,c);c.normalize().scale(f);a.setTarget(d.Point3.add(e,c));b.setCamera(a)};e.prototype._resetCameraTarget=function(){return __awaiter(this,void 0,void 0,function(){var a,b,g,e,f,h;return __generator(this,function(c){switch(c.label){case 0:return a=this._viewer.view,b=a.getCanvasSize(),g=new d.Point2(Math.round(b.x/2),Math.round(b.y/2)),e=new d.PickConfig,[4,a.pickFromPoint(g,e)];case 1:return f=c.sent(),f.isEntitySelection()&&(h=a.getCamera(),h.setTarget(f.getPosition()),
+a.updateCamera(h)),[2]}})})};return e}(h.CameraWalkBaseOperator);h.CameraWalkOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._positionOffset=d.Point2.zero();this._position=d.Point2.zero();this._activeNoteText=null;this._createTextBox()}a.prototype._createTextBox=function(){var a=this;this._container=document.createElement("div");this._container.className="noteTextElement";this._textArea=document.createElement("textarea");this._textArea.oninput=function(){null!==a._activeNoteText&&a._activeNoteText.saveTextValue()};this._container.appendChild(this._textArea);
+var b=7;["blue","red","green","white","black"].forEach(function(c){var g=document.createElement("button");g.className="noteButton color "+c;g.style.top=b+"px";b+=25;g.id=c+"_button";switch(c){case "blue":var e=d.Color.blue();break;case "red":e=d.Color.red();break;case "green":e=d.Color.green();break;case "white":e=d.Color.white();break;case "black":e=d.Color.black();break;default:e=d.Color.white()}g.onmousedown=function(){null!==a._activeNoteText&&a._activeNoteText.setColor(e)};a._container.appendChild(g)});
+var g=document.createElement("button");g.className="noteButton trash";g.style.top=b+"px";g.onmousedown=function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._activeNoteText?[3,2]:[4,this._activeNoteText.remove()];case 1:a.sent(),a.label=2;case 2:return[2]}})})};this._container.appendChild(g)};a.prototype.setPositionOffset=function(a){this._positionOffset=a};a.prototype.getPositionOffset=function(){return this._positionOffset.copy()};
+a.prototype.setPosition=function(a){this._position=d.Point2.add(a,this._positionOffset);this._container.style.left=this._position.x+"px";this._container.style.top=this._position.y+"px"};a.prototype.getPosition=function(){return this._position.copy()};a.prototype.setText=function(a){var b=this._container.querySelector("textarea");null!==b&&(b.value=a)};a.prototype.getText=function(){var a=this._container.querySelector("textarea");return null!==a?a.value:""};a.prototype.setSize=function(a){this._container.style.width=
+a.x+"px";this._container.style.height=a.y+"px"};a.prototype.getSize=function(){var a=this._container.getBoundingClientRect();return new d.Point2(a.width,a.height)};a.prototype.focus=function(){this._textArea.focus();this._textArea.style.pointerEvents="auto"};a.prototype.blur=function(){this._container.blur()};a.prototype.hide=function(){this._container.style.visibility="hidden";this._activeNoteText=null};a.prototype.show=function(a){this._container.style.visibility="visible";this._activeNoteText=
+a};a.prototype.getHtmlContainer=function(){return this._container};a.prototype.setHtmlContainer=function(a){this._container=a};return a}();f.NoteTextElement=a})(h.Note||(h.Note={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(){this.rotate=this.viewPlane=this.plane=this.axis=null}}(),a=function(){return function(a,b,g,e,f,h){this.vector=b;this.matrix=g;this.nodeId=e;this.position=a;this.handleType=f;this.translation=d.Point3.zero();this.groupId=h}}(),e=function(c){function b(a){var b=c.call(this)||this;b._meshIds=new f;b._scaleModifier=1;b._id=0;b._handleData=new Map;b._translationFromInitialHandlePosition=d.Point3.zero();b._groupIdRotationMatrix=new Map;b._viewer=
+a;b._callbacks={camera:function(){b._updateCamera()},_assemblyTreeReady:function(){return __awaiter(b,void 0,void 0,function(){var a,b,c,d,g=this;return __generator(this,function(e){this._updateViewport();this._hideOverlay();a=this._createMeshId(this._getAxisMeshData()).then(function(a){g._meshIds.axis=a});b=this._createMeshId(this._getPlaneMeshData()).then(function(a){g._meshIds.plane=a});c=this._createMeshId(this._getViewPlaneMeshData()).then(function(a){g._meshIds.viewPlane=a});d=this._createMeshId(this._getRotateMeshData()).then(function(a){g._meshIds.rotate=
+a});a;b;c;d;return[2]})})},modelSwitchStart:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.removeHandles()];case 1:return a.sent(),[2]}})})}};b._viewer.setCallbacks(b._callbacks);return b}__extends(b,c);b.prototype.remove=function(){null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),this._callbacks=null);c.prototype.remove.call(this)};b.prototype._getAxisMeshData=function(){return d.Util.generateConeCylinderMeshData(b._cylinderRadius,
+b._segmentCount,b._cylinderHeight,b._coneBaseRadius,b._capHeight,b._taperHeight)};b.prototype._getPlaneMeshData=function(){var a=new d.Point3(b._planeOffset,0,b._planeOffset),c=new d.Point3(b._planeOffset+b._planeLength,0,b._planeOffset),e=new d.Point3(b._planeOffset+b._planeLength,0,b._planeOffset+b._planeLength),f=new d.Point3(b._planeOffset,0,b._planeOffset+b._planeLength),h=[a.x,a.y,a.z,c.x,c.y,c.z,e.x,e.y,e.z,a.x,a.y,a.z,e.x,e.y,e.z,f.x,f.y,f.z],p=new d.Point3(0,-1,0);p=[p.x,p.y,p.z,p.x,p.y,
+p.z,p.x,p.y,p.z,p.x,p.y,p.z,p.x,p.y,p.z,p.x,p.y,p.z];var q=new d.MeshData;q.addFaces(h,p);q.setBackfacesEnabled(!0);q.addPolyline([a.x,a.y,a.z,c.x,c.y,c.z]);q.addPolyline([c.x,c.y,c.z,e.x,e.y,e.z]);q.addPolyline([e.x,e.y,e.z,f.x,f.y,f.z]);q.addPolyline([f.x,f.y,f.z,a.x,a.y,a.z]);return q};b.prototype._getViewPlaneMeshData=function(){return d.Util.generateSphereMeshData()};b.prototype._getRotateMeshData=function(a,b,c){void 0===a&&(a=35);void 0===b&&(b=12);void 0===c&&(c=.5);var g=a*Math.PI/180*.5;
+a=[];for(var e=-g;e<=g;e+=.1){var f=Math.sin(e)*b;a.push(Math.cos(e)*b);a.push(0);a.push(f)}b=new d.Point3(0,0,1);c=d.Util.createCylinderMeshDataFromArc(a,b,10,c);c.setBackfacesEnabled(!0);return c};b.prototype.setAxisMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.axis?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.axis=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.axis,
+a)];case 3:return[2]}})})};b.prototype.setPlaneMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.plane?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.plane=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.plane,a)];case 3:return[2]}})})};b.prototype.setViewPlaneMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,
+function(c){switch(c.label){case 0:return null!==this._meshIds.viewPlane?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.viewPlane=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.viewPlane,a)];case 3:return[2]}})})};b.prototype.setRotateMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.rotate?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),
+this._meshIds.rotate=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.rotate,a)];case 3:return[2]}})})};b.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.Handles};b.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.Handles,!1)};b.prototype.hideOverlay=function(){this._hideOverlay();return Promise.resolve()};b.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.Handles,!0);
+this._updateCamera()};b.prototype.showOverlay=function(){this._showOverlay();return Promise.resolve()};b.prototype._updateViewport=function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.Handles,d.OverlayAnchor.UpperLeftCorner,0,d.OverlayUnit.ProportionOfCanvas,0,d.OverlayUnit.ProportionOfCanvas,1,d.OverlayUnit.ProportionOfCanvas,1,d.OverlayUnit.ProportionOfCanvas)};b.prototype.updateViewport=function(){this._updateViewport();return Promise.resolve()};b.prototype.addHandles=function(a,
+b,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return this._scaleModifier=b,this._translationFromInitialHandlePosition.assign(d.Point3.zero()),[4,this.createDefaultHandles(a,c)];case 1:return g.sent(),this._showOverlay(),[2]}})})};b.prototype._updateCamera=function(){this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.Handles,this._viewer.view.getCamera())};b.prototype.getVector=function(a){a=this._handleData.get(a);return void 0!==
+a&&(a=a.vector,null!==a)?a.copy():null};b.prototype.getHandleType=function(a){a=this._handleData.get(a);return void 0===a?null:a.handleType};b.prototype.getHandleGroupId=function(a){a=this._handleData.get(a);return void 0===a?b.defaultGroupId:a.groupId};b.prototype.getPosition=function(a){if(a=this._handleData.get(a)){var b=a.translation.copy();return a.position.copy().add(this._translationFromInitialHandlePosition).add(b)}return null};b.prototype.getHandleNodeIds=function(){var a=[];this._handleData.forEach(function(b,
+c){a.push(c)});return a};b.prototype.removeHandles=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(b){switch(b.label){case 0:return a=this.getHandleNodeIds(),this._handleData.clear(),this._groupIdRotationMatrix.clear(),this._id=0,this._hideOverlay(),[4,this._viewer.model.deleteMeshInstances(a)];case 1:return b.sent(),[2]}})})};b.prototype.isEmpty=function(){return 0===this._handleData.size};b.prototype.createDefaultHandles=function(a,c){return __awaiter(this,
+void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:return g=[],g.push(this.addViewPlaneHandle(a,b._viewPlaneColor,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(1,0,0),b._xColor,null,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(0,1,0),b._yColor,null,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(0,0,1),b._zColor,null,c)),g.push(this.addPlaneTranslationHandle(a,new d.Point3(1,0,0),b._zColor,d.Color.black(),new d.Point3(0,-1,0),c)),
+g.push(this.addPlaneTranslationHandle(a,new d.Point3(0,1,0),b._xColor,d.Color.black(),new d.Point3(0,0,-1),c)),g.push(this.addPlaneTranslationHandle(a,new d.Point3(0,0,1),b._yColor,d.Color.black(),new d.Point3(-1,0,0),c)),g.push(this.addRotateHandle(a,new d.Point3(1,0,0),b._zColor,new d.Point3(0,-1,0),c)),g.push(this.addRotateHandle(a,new d.Point3(0,1,0),b._xColor,new d.Point3(0,0,-1),c)),g.push(this.addRotateHandle(a,new d.Point3(0,0,1),b._yColor,new d.Point3(-1,0,0),c)),[4,Promise.all(g)];case 1:return e.sent(),
+[2]}})})};b.prototype._createMeshId=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:return b=this._viewer.model,[4,b.createMesh(a,{doNotDelete:!0})];case 1:return c=d.sent(),[2,c]}})})};b.prototype.addAxisTranslationHandle=function(b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.axis)return[3,2];g=this._meshIds;return[4,
+this._createMeshId(this._getAxisMeshData())];case 1:g.axis=m.sent(),m.label=2;case 2:return k="handle-axis-translation-"+this._id++,l=this._getRotationMatrixFromVector(c,f),[4,this._createMeshInstance(this._meshIds.axis,k,e,null,b.copy(),l.copy())];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),l.copy(),n,d.HandleType.Axis,h)),[2,n]}})})};b.prototype.addViewPlaneHandle=function(b,c,e){return __awaiter(this,void 0,void 0,function(){var g,f;return __generator(this,function(k){switch(k.label){case 0:if(null!==
+this._meshIds.viewPlane)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getViewPlaneMeshData())];case 1:g.viewPlane=k.sent(),k.label=2;case 2:return[4,this._createMeshInstance(this._meshIds.viewPlane,"handle-sphere-instance",c,null,b,new d.Matrix)];case 3:return f=k.sent(),this._handleData.set(f,new a(b.copy(),null,new d.Matrix,f,d.HandleType.ViewPlane,e)),[2,f]}})})};b.prototype.addPlaneTranslationHandle=function(b,c,e,f,h,p){return __awaiter(this,void 0,void 0,function(){var g,k,l,
+n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.plane)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getPlaneMeshData())];case 1:g.plane=m.sent(),m.label=2;case 2:return k="handle-plane-translation-"+this._id++,l=this._getRotationMatrixFromVector(c,h),[4,this._createMeshInstance(this._meshIds.plane,k,e,f,b,l)];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),l.copy(),n,d.HandleType.Plane,p)),[2,n]}})})};b.prototype.addRotateHandle=
+function(b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.rotate)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getRotateMeshData())];case 1:g.rotate=m.sent(),m.label=2;case 2:return k="handle-rotate-"+this._id++,l=this._getRotationMatrixFromVector(c,f),[4,this._createMeshInstance(this._meshIds.rotate,k,e,null,b,l)];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),
+l.copy(),n,d.HandleType.Rotate,h)),[2,n]}})})};b.prototype._getRotationMatrixFromVector=function(a,b){b||(b=new d.Point3(1,0,0),.001>d.Point3.cross(b,a).squaredLength()&&(b=new d.Point3(0,1,0)));b=d.Point3.cross(b,a).normalize();var c=d.Point3.cross(b,a).normalize();a.normalize();var g=new d.Matrix;g.m[0]=b.x;g.m[1]=b.y;g.m[2]=b.z;g.m[3]=0;g.m[4]=a.x;g.m[5]=a.y;g.m[6]=a.z;g.m[7]=0;g.m[8]=c.x;g.m[9]=c.y;g.m[10]=c.z;g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g};b.prototype._createMeshInstance=
+function(a,b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l;return __generator(this,function(m){g=this._createTransformationMatrix(f,new d.Matrix);g=d.Matrix.multiply(h,g);k=new d.MeshInstanceData(a,g,b,c||void 0,e||void 0);k.setOpacity(1);k.setCreationFlags(d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.OverrideSceneVisibility|
+d.MeshInstanceCreationFlags.AlwaysDraw);k.setOverlayIndex(d.BuiltinOverlayIndex.Handles);l=this._viewer.model;return[2,l.createMeshInstance(k,void 0,!0,!0)]})})};b.prototype._createTransformationMatrix=function(a,c){var g=b._defaultScale*this._scaleModifier;g=(new d.Matrix).setScaleComponent(g,g,g);g=d.Matrix.multiply(g,c);g.setTranslationComponent(a.x,a.y,a.z);return g};b.prototype._getHandlePosition=function(a){var b=null;this._handleData.forEach(function(c){c.groupId===a&&(b=c.position.copy())});
+return b};b.prototype.getGroupIdRotationMatrix=function(a){a=this._groupIdRotationMatrix.get(a);return void 0===a?new d.Matrix:a.copy()};b.prototype.updatePosition=function(a,b,c,e,f){return __awaiter(this,void 0,void 0,function(){var g,k,h,l,m=this;return __generator(this,function(n){switch(n.label){case 0:g=this._viewer.model;k=[];h=new Map;l=this._getHandlePosition(e);if(null===l)return[2];this._handleData.forEach(function(n,p){var q=n.groupId,r=void 0!==f.get(q);if(q===e||r){var t=n.position.copy();
+t.add(a.copy());var u=n.translation.copy();t.add(u);u=d.Matrix.multiply(m.getGroupIdRotationMatrix(q),b);u=d.Matrix.multiply(n.matrix,u);r&&(r=d.Point3.subtract(t,l),b.transform(r,t),t.add(l));r=m._createTransformationMatrix(t,u);c&&(n.position.assign(t),h.set(q,d.Matrix.multiply(m.getGroupIdRotationMatrix(q),b)));k.push(g.setNodeMatrix(p,r))}});h.forEach(function(a,b){m._groupIdRotationMatrix.set(b,a.copy())});return[4,Promise.all(k)];case 1:return n.sent(),[2]}})})};b.prototype.resetTranslation=
+function(){var a=this;this._translationFromInitialHandlePosition&&(this._handleData.forEach(function(b){b.translation.add(a._translationFromInitialHandlePosition)}),this._translationFromInitialHandlePosition.assign(d.Point3.zero()))};b.prototype.getTranslation=function(){return this._translationFromInitialHandlePosition};b.className="Communicator.Markup.HandleMarkup";b.defaultGroupId=-1;b._defaultScale=.02;b._cylinderRadius=.5;b._coneBaseRadius=.9;b._cylinderHeight=7;b._capHeight=1.2;b._taperHeight=
+.2;b._segmentCount=20;b._planeOffset=1;b._planeLength=2.5;b._xColor=new d.Color(168,56,59);b._yColor=new d.Color(96,166,50);b._zColor=new d.Color(41,81,185);b._viewPlaneColor=d.Color.white();return b}(h.MarkupItem);h.HandleMarkup=e})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b){var c=a.call(this,b)||this;c._lineEdgeShape=new d.Shape.Polyline;c._linePositions=[];c._name="MeasureLength";c._positions=[];c._lineShapes=[];c._lineEdgeShape.setStrokeWidth(4);c._lineEdgeShape.setStrokeColor(b.measureManager.getMeasurementEdgeColor());return c}__extends(c,a);c.prototype.setLineGeometry=function(a){this._lineEdgeShape.setStrokeColor(this._viewer.measureManager.getMeasurementEdgeColor());this._linePositions=a;this._stage=
+1};c.prototype.reset=function(){this._stage=0};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b)};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.measureManager,c=b.getMeasurementColor();b=b.getMeasurementEdgeColor();this._lineShapes.forEach(function(a){a.setStrokeColor(c)});this._lineEdgeShape.setStrokeColor(b)};c.prototype.draw=function(){};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureLengthMarkup"};return c}(f.MeasureMarkup);
+f.MeasureLengthMarkup=a})(d.Measure||(d.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f){var g=a.call(this,b)||this;g._circlePoints=[];g._radius=0;g._surfaceCenter=d.Point3.zero();g._circlePlane=new d.Plane;g._arrowsInvert=!1;g._name="MeasureCircleEdgeLength";g._lineProperties=c;g._matrix=e.copy();g._unitMultiplier=f;g._textShape.getBoxPortion().setFillOpacity(1);g._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(c=0;5>c;c++)g._lineShapes.push(new h.Shape.Line),g._lineShapes[c].setStrokeColor(b.measureManager.getMeasurementColor());
+return g}__extends(c,a);c.prototype.createCircleData=function(){d.Util.generatePointsOnCircle(this._circlePoints,this._lineProperties.origin,this._lineProperties.radius,32,this._lineProperties.normal);this._matrix.transformArray(this._circlePoints,this._circlePoints);this._positions[0]=this._circlePoints[0].copy();this._positions[1]=this._circlePoints[16].copy();var a=new d.Point3(this._lineProperties.radius,0,0),c=new d.Point3(0,0,0);this._matrix.transform(a,a);this._matrix.transform(c,c);this._radius=
+d.Point3.subtract(c,a).length();d.Point3.subtract(this._positions[1],this._positions[0]);this._positions[4]=this._positions[1].copy();this._surfaceCenter=this._matrix.transform(this._lineProperties.origin);a=new d.Point3(this._circlePoints[0].x,this._circlePoints[0].y,this._circlePoints[0].z);c=new d.Point3(this._circlePoints[1].x,this._circlePoints[1].y,this._circlePoints[1].z);this._circlePlane=d.Plane.createFromPoints(a,c,this._surfaceCenter)};c.prototype.setLineGeometry=function(b){a.prototype.setLineGeometry.call(this,
+b);this._positions[0]=this._linePositions[0];this._positions[0].equals(this._positions[this._positions.length-1])?this._positions[1]=this._positions[Math.floor(this._positions.length/2)]:this._positions[1]=this._linePositions[this._linePositions.length-1];this._positions[1]=this._linePositions[this._linePositions.length-1];this._positions[2]=this._linePositions[1].copy();this.createCircleData();this._setMeasurementValue(this._radius)};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);
+var c=this._viewer.view.raycastFromPoint(b);if(null!==c){b=this._surfaceCenter;var e=this._circlePlane,f=e.rayIntersection(c);null===f&&(f=d.Point3.add(b,c.direction.copy().scale(-2*this._radius)),f=d.Plane.createFromPointAndNormal(f,c.direction).rayIntersection(c),console.assert(null!==f),c=new d.Ray(f,e.normal),f=e.rayIntersection(c),null===f&&(f=e.rayIntersection(c.negate())));null===f&&(console.assert(!1),f=b.copy());c=d.Point3.subtract(f,b).normalize().scale(this._radius);e=d.Point3.add(b,c);
+b=d.Point3.subtract(b,c);this._positions[0]=e;this._positions[1]=b;this._positions[2]=e.copy();this._positions[3]=b.copy();this._positions[4]=f.copy();this._positions[5]=this._surfaceCenter.copy();this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._positions[4].x+this._positions[5].x)/2,(this._positions[4].y+this._positions[5].y)/2,(this._positions[4].z+this._positions[5].z)/2),c=d.Point3.subtract(this._positions[5],
+this._positions[4]);this._arrowsInvert=2*d.Point3.subtract(this._positions[2],a).length()>c.length()};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;if(0<this._stage){this._lineEdgeShape.clearPoints();for(var c=0,e=this._linePositions;c<e.length;c++){var f=d.Point2.fromPoint3(b.projectPoint(e[c]));this._lineEdgeShape.pushPoint(f)}}if(1<this._stage){c=Array(6);for(e=0;e<this._positions.length;e++)c[e]=d.Point2.fromPoint3(b.projectPoint(this._positions[e]));this._textShape&&
+this._textShape.setPosition(c[4]);this._lineShapes[0].set(c[5],c[2]);this._lineShapes[1].set(c[5],c[4]);b=this._viewer.measureManager.getMeasurementColor();this._lineShapes[0].setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[0].setStartEndcapType(h.Shape.EndcapType.None);this._lineShapes[0].setEndcapsInverted(this._arrowsInvert);this._lineShapes[0].setEndEndcapColor(b);this._lineShapes[0].setStartEndcapColor(b)}};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()){this.update();
+var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawPolyline(this._lineEdgeShape);break;case 2:case 3:for(var c=0;2>c;c++)a.drawLine(this._lineShapes[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineEdgeShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){var a=f.MeasureMarkup._serializePointArray(this._linePositions),c=f.MeasureMarkup._serializePointArray(this._positions);return{matrix:this._matrix.toJson(),lineOrigin:this._lineProperties.origin,
+lineRadius:this._lineProperties.radius,lineNormal:this._lineProperties.normal,linePositions:a,positions:c,text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,g){var b=d.Matrix.fromJson(a.matrix),e=a.lineRadius,h=d.Point3.fromJson(a.lineOrigin),m=d.Point3.fromJson(a.lineNormal);e=new d.SubentityProperties.CircleElement(e,h,m);g=new c(g,
+e,b,a.unitMultiplier||1);b=f.MeasureMarkup._constructPointArray(a.linePositions);e=f.MeasureMarkup._constructPointArray(a.positions);g.setLineGeometry(b);g._positions=e;g._textShape.setTextString(a.text);g._stage=3;g._measurementValue=a.measurementValue;return g};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureCircleEdgeLengthMarkup"};return c}(f.MeasureLengthMarkup);f.MeasureCircleEdgeLengthMarkup=a})(h.Measure||(h.Measure=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._faceSelection=[];b._arcArray=[];b._lineGeometryShape=new h.Shape.Polyline;b.planeIntersectionLine=[];b._pointOnLine=d.Point3.zero();b._clickpointOriginal2=d.Point3.zero();b._clickpointOriginal1=d.Point3.zero();b._plane1=new d.Plane;b._plane2=new d.Plane;b._secondPoint=d.Point3.zero();b._firstPoint=d.Point3.zero();b._textPos=d.Point3.zero();b._intermediatePoint=d.Point3.zero();b._textAnchorPoint=d.Point3.zero();
+b._angle=0;b._useAuthoredNormals=!0;b._name="MeasureFaceFaceAngle";b._lineGeometryShape.setStrokeWidth(2);b._lineGeometryShape.setStrokeColor(b._viewer.measureManager.getMeasurementColor());b._textShape=new h.Shape.TextBox;b._textShape.getBoxPortion().setFillOpacity(1);b._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(var c=0;5>c;c++)b._lineShapes.push(new h.Shape.Line),b._lineShapes[c].setStrokeColor(b._viewer.measureManager.getMeasurementColor());return b}__extends(c,a);c.prototype._getNormalAndPositionFromSelection=
+function(a,c,e){return __awaiter(this,void 0,void 0,function(){var b,g,f,k,h;return __generator(this,function(l){switch(l.label){case 0:return b=a.getNodeId(),g=a.getFaceEntity().getCadFaceIndex(),e.assign(a.getPosition().copy()),c.assign(a.getFaceEntity().getNormal()),[4,this._viewer.model.getFaceProperty(b,g)];case 1:return f=l.sent(),this._useAuthoredNormals&&null!==f&&f instanceof d.SubentityProperties.PlaneElement&&(k=this._viewer.model.getNodeNetMatrix(b),h=k.normalMatrix(),null!==h&&h.transform(f.normal,
+c)),[2]}})})};c.prototype.getFirstSelection=function(){return this._faceSelection[0]};c.prototype.setFirstFace=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){switch(g.label){case 0:return b=a.getNodeId(),c=a.getFaceEntity().getCadFaceIndex(),this._viewer.model.setNodeFaceColor(b,c,new d.Color(255,0,0)),this._faceSelection.push(a),e=d.Point3.zero(),f=d.Point3.zero(),[4,this._getNormalAndPositionFromSelection(a,e,f)];case 1:return g.sent(),
+this._firstPoint=f.copy(),this._plane1.setFromPointAndNormal(this._firstPoint,e),this._clickpointOriginal1=a.getPosition().copy(),this._stage++,[2]}})})};c.prototype.setSecondFace=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h,p,q,r,u,t,v,w,z,x,y,A,B;return __generator(this,function(g){switch(g.label){case 0:return b=a.getNodeId(),c=a.getFaceEntity().getCadFaceIndex(),this._faceSelection[1]=a,this._viewer.model.setNodeFaceColor(b,c,new d.Color(255,0,0)),e=d.Point3.zero(),
+f=d.Point3.zero(),[4,this._getNormalAndPositionFromSelection(a,f,e)];case 1:g.sent();this._secondPoint=e.copy();this._plane2.setFromPointAndNormal(this._secondPoint,f);this.planeIntersectionLine[0]=new d.Point3(0,0,0);this.planeIntersectionLine[1]=new d.Point3(0,0,0);h=d.Util.intersect3d2Planes(this._plane1,this._firstPoint,this._plane2,this._secondPoint,this.planeIntersectionLine[0],this.planeIntersectionLine[1]);if(2!==h)return[2,!1];p=d.Point3.subtract(this.planeIntersectionLine[1],this.planeIntersectionLine[0]);
+p.normalize();this.planeIntersectionLine[0].set(this.planeIntersectionLine[0].x-100*p.x,this.planeIntersectionLine[0].y-100*p.y,this.planeIntersectionLine[0].z-100*p.z);this.planeIntersectionLine[1].set(this.planeIntersectionLine[1].x+100*p.x,this.planeIntersectionLine[1].y+100*p.y,this.planeIntersectionLine[1].z+100*p.z);d.Util.computePointToLineDistance(this._secondPoint,this.planeIntersectionLine[0],this.planeIntersectionLine[1],this._pointOnLine);q=new d.Point3(0,0,0);r=new d.Point3(0,0,0);q.set(this._firstPoint.x+
+p.x,this._firstPoint.y+p.y,this._firstPoint.z+p.z);d.Util.computePointToLineDistance(this._pointOnLine,this._firstPoint,q,r);this._firstPoint=r.copy();this._clickpointOriginal2=a.getPosition().copy();u=new d.Matrix;t=d.Point3.subtract(this._secondPoint,this._pointOnLine);v=t.length();w=d.Point3.subtract(this._firstPoint,this._pointOnLine);w.normalize();this._intermediatePoint.set(this._pointOnLine.x+w.x*v,this._pointOnLine.y+w.y*v,this._pointOnLine.z+w.z*v);this._angle=d.Util.computeAngleBetweenVector(t,
+w);if(0===this._angle)return[2,!1];this._measurementValue=this._angle;this._textShape.setTextString(this._measurementValue.toFixed(2)+"\u00b0");this._viewer.trigger("measurementValueSet",this);this._textPos=this._pointOnLine.copy();z=!1;x=new d.Point3(0,0,0);y=new d.Point3(0,0,0);d.Util.computeOffaxisRotation(p,1,u);u.transform(t,y);x.set(y.x+this._pointOnLine.x,y.y+this._pointOnLine.y,y.z+this._pointOnLine.z);x=d.Point3.subtract(x,this._firstPoint);A=x.length();d.Util.computeOffaxisRotation(p,-1,
+u);u.transform(t,y);x.set(y.x+this._pointOnLine.x,y.y+this._pointOnLine.y,y.z+this._pointOnLine.z);d.Point3.subtract(x,this._firstPoint);B=x.length();B<A&&(z=!0);this._arcArray=d.Util.generateArcPoints(p,z?-this._angle:this._angle,this._pointOnLine,t,30);this._stage++;return[2,!0]}})})};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);if(!(1>=this._stage)&&(b=this._viewer.view.raycastFromPoint(b),null!==b)){var c=new d.Point3(b.origin.x+1E6*b.direction.x,b.origin.y+1E6*b.direction.y,
+b.origin.z+1E6*b.direction.z),e=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(b.origin,c,this._pointOnLine,this._firstPoint,this._secondPoint,e);this._textPos=e.copy();new d.Point3(0,0,0);b=d.Point3.subtract(e,this._pointOnLine);c=b.length();b=d.Point3.subtract(this._secondPoint,this._pointOnLine);b.normalize();this._secondPoint.set(this._pointOnLine.x+b.x*c,this._pointOnLine.y+b.y*c,this._pointOnLine.z+b.z*c);b=d.Point3.subtract(this.planeIntersectionLine[1],this.planeIntersectionLine[0]);b.normalize();
+c=new d.Matrix;e=d.Point3.subtract(this._secondPoint,this._pointOnLine);var f=e.length(),h=d.Point3.subtract(this._firstPoint,this._pointOnLine);h.normalize();this._intermediatePoint.set(this._pointOnLine.x+h.x*f,this._pointOnLine.y+h.y*f,this._pointOnLine.z+h.z*f);f=!1;h=new d.Point3(0,0,0);var m=new d.Point3(0,0,0);d.Util.computeOffaxisRotation(b,1,c);c.transform(e,m);h.set(m.x+this._pointOnLine.x,m.y+this._pointOnLine.y,m.z+this._pointOnLine.z);h=d.Point3.subtract(h,this._firstPoint);var p=h.length();
+d.Util.computeOffaxisRotation(b,-1,c);c.transform(e,m);h.set(m.x+this._pointOnLine.x,m.y+this._pointOnLine.y,m.z+this._pointOnLine.z);h=d.Point3.subtract(h,this._firstPoint);h.length()<p&&(f=!0);this._arcArray=d.Util.generateArcPoints(b,f?-this._angle:this._angle,this._pointOnLine,e,30);b=this._viewer.view.projectPoint(this._textPos);c=0;for(e=this._arcArray;c<e.length;c++)if(f=this._viewer.view.projectPoint(e[c]),f=(new d.Point3(b.x-f.x,b.y-f.y,b.z-f.z)).length(),void 0===q||q>f)var q=f;void 0===
+q||20>=q?this._textAnchorPoint=this._textPos:(c=this._viewer.view.projectPoint(this._intermediatePoint),q=this._viewer.view.projectPoint(this._secondPoint),c=new d.Point3(c.x-b.x,c.y-b.y,c.z-b.z),q=new d.Point3(q.x-b.x,q.y-b.y,q.z-b.z),b=c.length(),q=q.length(),this._textAnchorPoint=b<q?this._intermediatePoint:this._secondPoint)}};c.prototype._nextStage=function(){this._stage++;2<this._stage&&(this._finalized=!0,this.cleanup())};c.prototype.cleanup=function(){var a=this,c=function(b){b=a._faceSelection[b];
+a._viewer.model.unsetNodeFaceColor(b.getNodeId(),b.getFaceEntity().getCadFaceIndex())};2<=this._stage&&c(1);1<=this._stage&&c(0)};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;if(1<this._stage){this._lineGeometryShape.clearPoints();for(var c=0,e=this._arcArray;c<e.length;c++)this._lineGeometryShape.pushPoint(d.Point2.fromPoint3(b.projectPoint(e[c])));this._lineGeometryShape.setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineGeometryShape.setStartEndcapType(h.Shape.EndcapType.Arrowhead);
+this._lineGeometryShape.setEndEndcapSize(5);this._lineGeometryShape.setStartEndcapSize(5);this._lineGeometryShape.setEndEndcapColor(this._viewer.measureManager.getMeasurementColor());this._lineGeometryShape.setStartEndcapColor(this._viewer.measureManager.getMeasurementColor());c=Array(10);c[0]=b.projectPoint(this._textPos);c[1]=b.projectPoint(this._firstPoint);c[2]=b.projectPoint(this._clickpointOriginal1);c[3]=b.projectPoint(this._secondPoint);c[4]=b.projectPoint(this._clickpointOriginal2);c[5]=
+b.projectPoint(this._intermediatePoint);c[6]=b.projectPoint(this._textAnchorPoint);this._behindView=!1;b=Array(10);for(e=0;6>=e;e++)0>=c[e].z&&(this._behindView=!0),b[e]=d.Point2.fromPoint3(c[e]);this._textShape&&this._textShape.setPosition(b[0]);this._lineShapes[0].set(b[1],b[2]);this._lineShapes[1].set(b[1],b[5]);this._lineShapes[2].set(b[3],b[4]);this._lineShapes[3].set(b[6],b[0])}};c.prototype.draw=function(){var a=0!==this._viewer.explodeManager.getMagnitude();if(this._visibility&&!a&&(this.update(),
+!this._behindView&&2<=this._stage&&4>=this._stage)){a=this._viewer.markupManager.getRenderer();for(var c=0;4>c;c++)a.drawLine(this._lineShapes[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineGeometryShape)}};c.prototype.setUseAuthoredNormals=function(a){this._useAuthoredNormals=a};c.prototype.getUseAuthoredNormals=function(){return this._useAuthoredNormals};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],c=0,d=this._arcArray;c<d.length;c++){var e=
+d[c].toJson();a.push(e)}return{text:this._textShape.getTextString(),textPos:this._textPos.toJson(),arcArray:a,firstPoint:this._firstPoint.toJson(),clickpointOriginal1:this._clickpointOriginal1.toJson(),secondPoint:this._secondPoint.toJson(),clickpointOriginal2:this._clickpointOriginal2.toJson(),intermediatePoint:this._intermediatePoint.toJson(),textAnchorPoint:this._textAnchorPoint.toJson(),measurementValue:this._measurementValue,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};
+c.fromJson=function(a,g){g=new c(g);for(var b=0,e=a.arcArray;b<e.length;b++){var f=d.Point3.fromJson(e[b]);g._arcArray.push(f)}g._textShape.setTextString(a.text);g._textPos.assign(d.Point3.fromJson(a.textPos));g._firstPoint.assign(d.Point3.fromJson(a.firstPoint));g._clickpointOriginal1=d.Point3.fromJson(a.clickpointOriginal1);g._secondPoint.assign(d.Point3.fromJson(a.secondPoint));g._clickpointOriginal2=d.Point3.fromJson(a.clickpointOriginal2);g._intermediatePoint.assign(d.Point3.fromJson(a.intermediatePoint));
+g._textAnchorPoint.assign(d.Point3.fromJson(a.textAnchorPoint));g._measurementValue=a.measurementValue;g._stage=3;return g};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureFaceFaceAngleMarkup"};return c}(f.MeasureMarkup);f.MeasureFaceFaceAngleMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._faceSelection=[];b._line1PreviewShape1=new h.Shape.Line;b._line1PreviewShape2=new h.Shape.Line;b._line2PreviewShape1=new h.Shape.Line;b._line2PreviewShape2=new h.Shape.Line;b._matrix1=new d.Matrix;b._matrix2=new d.Matrix;b._lineGeometryShape=new h.Shape.Polyline;b._parallelFaces=!1;b._triangulatedDistance=!0;b._pointsOnSameRay=!1;b._arrowsInvert=!1;b._faceData=[];b._distance=0;b._surfaceCenter=[d.Point3.zero(),
+d.Point3.zero()];b._surfaceAxis1=[d.Point3.zero(),d.Point3.zero()];b._surfaceAxis2=[d.Point3.zero(),d.Point3.zero()];b._cylinderAxisInfinite1=[d.Point3.zero(),d.Point3.zero()];b._cylinderAxisInfinite2=[d.Point3.zero(),d.Point3.zero()];b._firstPointHelper=d.Point3.zero();b._secondPointHelper=d.Point3.zero();b._secondPoint=d.Point3.zero();b._firstPoint=d.Point3.zero();b._textPos=d.Point3.zero();b._name="MeasureFaceFaceDistance";b._lineGeometryShape.setStrokeWidth(2);b._lineGeometryShape.setStrokeColor(b._viewer.measureManager.getMeasurementColor());
+b._textShape=new h.Shape.TextBox;b._textShape.getBoxPortion().setFillOpacity(1);b._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(var c=0;5>c;c++)b._lineShapes.push(new h.Shape.Line),b._lineShapes[c].setStrokeColor(b._viewer.measureManager.getMeasurementColor());return b}__extends(c,a);c.prototype.setUnitMultiplier=function(a){this._unitMultiplier=a};c.prototype.setFirstFace=function(a,c,e,f){var b=a.getNodeId(),g=a.getFaceEntity(),k=a.getPosition();this._matrix1=e.copy();this._viewer.model.setNodeFaceColor(b,
+g.getCadFaceIndex(),new d.Color(255,0,0));this._faceSelection[0]=a;this._firstPoint=k.copy();this._faceData[0]=c;this._faceData[0]instanceof d.SubentityProperties.PlaneElement?(a=this._faceData[0],c=new d.Point3(a.origin.x+a.normal.x,a.origin.y+a.normal.y,a.origin.z+a.normal.z),this._matrix1.transform(c,this._surfaceAxis1[0]),this._matrix1.transform(a.origin,this._surfaceCenter[0])):this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&this.createCylinderData(this._faceData[0],e,f);this._stage++};
+c.prototype.getFirstSelection=function(){return this._faceSelection[0]||null};c.prototype.getFirstFaceData=function(){return this._faceData[0]||null};c.prototype.cleanup=function(){var a=this._viewer.model;2<=this._stage&&a.unsetNodeFaceColor(this._faceSelection[1].getNodeId(),this._faceSelection[1].getFaceEntity().getCadFaceIndex());1<=this._stage&&a.unsetNodeFaceColor(this._faceSelection[0].getNodeId(),this._faceSelection[0].getFaceEntity().getCadFaceIndex())};c.prototype.createCylinderData=function(a,
+c,e){e=d.Point3.subtract(e.max,e.min).length()/4;var b=new d.Point3(a.origin.x+1E4*a.normal.x,a.origin.y+1E4*a.normal.y,a.origin.z+1E4*a.normal.z),g=new d.Point3(a.origin.x-1E4*a.normal.x,a.origin.y-1E4*a.normal.y,a.origin.z-1E4*a.normal.z),f=new d.Point3(0,0,0);d.Util.computePointToLineDistance(a.origin,b,g,f);this._surfaceCenter[this._stage]=new d.Point3(0,0,0);c.transform(f,this._surfaceCenter[this._stage]);b=new d.Point3(f.x+a.normal.x,f.y+a.normal.y,f.z+a.normal.z);this._surfaceAxis1[this._stage]=
+new d.Point3(0,0,0);c.transform(b,this._surfaceAxis1[this._stage]);b.set(f.x-a.normal.x,f.y-a.normal.y,f.z-a.normal.z);this._surfaceAxis2[this._stage]=new d.Point3(0,0,0);c.transform(b,this._surfaceAxis2[this._stage]);new d.Point3(0,0,0);a=this._surfaceAxis1[this._stage].copy();a=d.Point3.subtract(a,this._surfaceCenter[this._stage]);a.normalize();this._surfaceAxis1[this._stage].set(this._surfaceCenter[this._stage].x+a.x*e,this._surfaceCenter[this._stage].y+a.y*e,this._surfaceCenter[this._stage].z+
+a.z*e);this._surfaceAxis2[this._stage].set(this._surfaceCenter[this._stage].x-a.x*e,this._surfaceCenter[this._stage].y-a.y*e,this._surfaceCenter[this._stage].z-a.z*e);this._cylinderAxisInfinite1[this._stage]=new d.Point3(this._surfaceCenter[this._stage].x+a.x*e*1E3,this._surfaceCenter[this._stage].y+a.y*e*1E3,this._surfaceCenter[this._stage].z+a.z*e*1E3);this._cylinderAxisInfinite2[this._stage]=new d.Point3(this._surfaceCenter[this._stage].x-a.x*e*1E3,this._surfaceCenter[this._stage].y-a.y*e*1E3,
+this._surfaceCenter[this._stage].z-a.z*e*1E3)};c.prototype.setSecondFace=function(a,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var b,g,k,l,n,t,v,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I;return __generator(this,function(m){switch(m.label){case 0:b=this._faceSelection[0];g=this._faceData[0];if(void 0===b||void 0===g)throw new d.CommunicatorError("setSecondFace() called before setFirstFace()");if(e instanceof d.SubentityProperties.PlaneElement)k=g,l=new d.Point3(k.origin.x+k.normal.x,k.origin.y+k.normal.y,
+k.origin.z+k.normal.z),this._matrix1.transform(l,this._surfaceAxis1[0]),this._matrix1.transform(k.origin,this._surfaceCenter[0]);else if(e instanceof d.SubentityProperties.CylinderElement)this.createCylinderData(e,f,h);else return[2];return[4,this._viewer.model.computeMinimumFaceFaceDistance(b.getNodeId(),b.getFaceEntity().getCadFaceIndex(),c.getNodeId(),c.getFaceEntity().getCadFaceIndex())];case 1:n=m.sent();if(0===n.distance)return[2];this._matrix2=f.copy();this._secondPoint=c.getPosition().copy();
+if(!(g instanceof d.SubentityProperties.PlaneElement&&e instanceof d.SubentityProperties.PlaneElement))return[3,2];t=e;l=new d.Point3(t.origin.x+t.normal.x,t.origin.y+t.normal.y,t.origin.z+t.normal.z);this._matrix2.transform(l,this._surfaceAxis1[1]);this._matrix2.transform(t.origin,this._surfaceCenter[1]);v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);w=new d.Point3(this._surfaceAxis1[1].x-
+this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,this._surfaceAxis1[1].z-this._surfaceCenter[1].z);v.normalize();w.normalize();z=new d.Point3(-v.x,-v.y,-v.z);v.equalsWithTolerance(w,1E-5)||z.equalsWithTolerance(w,1E-5)?(this._secondPointHelper=new d.Point3(this._secondPoint.x,this._secondPoint.y,this._secondPoint.z),this._firstPointHelper=new d.Point3(this._firstPoint.x,this._firstPoint.y,this._firstPoint.z),x=new d.Plane,x.setFromPointAndNormal(this._surfaceCenter[0],v),
+y=new d.Plane,y.setFromPointAndNormal(this._surfaceCenter[1],w),A=new d.Point3(this._firstPoint.x+v.x,this._firstPoint.y+v.y,this._firstPoint.z+v.z),d.Util.intersectionPlaneLine2(b.getPosition(),A,y,this._secondPoint),z.equalsWithTolerance(w,1E-5)&&(B=new d.Point3(-v.x,-v.y,-v.z),x.setFromPointAndNormal(this._surfaceCenter[0],B)),this._distance=D=Math.abs(y.d-x.d)/x.normal.length(),this._setMeasurementValue(this._distance),this._parallelFaces=!0,this._triangulatedDistance=!1,C=new d.Point3(0,1,0),
+E=d.Point3.subtract(this._secondPoint,this._firstPoint),F=new d.Point3(0,0,0),F=d.Point3.subtract(this._secondPointHelper,this._firstPoint),H=d.Util.computeAngleBetweenVector(C,E),G=d.Util.computeAngleBetweenVector(C,F),this._textPos.assign(this._secondPoint),.1>H-G&&-.1<H-G&&(this._pointsOnSameRay=!0)):(this._firstPoint.assign(n.pos1),this._secondPoint.assign(n.pos2),this._textPos.assign(n.pos2),this._distance=n.distance,this._setMeasurementValue(this._distance));return[3,8];case 2:if(!(g instanceof
+d.SubentityProperties.CylinderElement&&e instanceof d.SubentityProperties.CylinderElement))return[3,3];v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);w=new d.Point3(this._surfaceAxis1[1].x-this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,this._surfaceAxis1[1].z-this._surfaceCenter[1].z);v.normalize();w.normalize();z=new d.Point3(-v.x,-v.y,-v.z);if(v.equalsWithTolerance(w,
+1E-5)||z.equalsWithTolerance(w,1E-5)){J=new d.Point3(0,0,0);d.Util.computePointToLineDistance(this._firstPoint,this._cylinderAxisInfinite1[0],this._cylinderAxisInfinite2[0],J);this._firstPoint=J.copy();K=new d.Point3(this._firstPoint.x,this._firstPoint.y,this._firstPoint.z);K=d.Point3.subtract(K,this._surfaceCenter[0]);K.set(0,0,0);d.Util.computePointToLineDistance(this._firstPoint,this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],J);this._secondPoint=J.copy();D=d.Point3.subtract(this._secondPoint,
+this._firstPoint).length();if(1E-7>D)return[2];this._triangulatedDistance=!1;this._textPos.assign(this._secondPoint);this._setMeasurementValue(D)}else{this._distance=d.Util.distanceLineLine(this._cylinderAxisInfinite1[0],this._cylinderAxisInfinite2[0],this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],this._firstPoint,this._secondPoint);if(1E-7>this._distance)return[2];this._textPos.assign(this._firstPoint);this._setMeasurementValue(this._distance)}return[3,8];case 3:if(!(g instanceof d.SubentityProperties.CylinderElement&&
+e instanceof d.SubentityProperties.PlaneElement))return[3,5];v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);return[4,this._viewer.model.computeMinimumFaceLineDistance(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Ray(this._surfaceCenter[0],v))];case 4:I=m.sent();this._distance=I.distance;if(1E-7>this._distance)return[2];this._firstPoint.assign(I.pos1);this._secondPoint.assign(I.pos2);
+this._textPos.assign(I.pos2);this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0));this._faceData[1]=e;this._faceSelection[1]=c;this._stage++;this.adjust(a);this._setMeasurementValue(this._distance);return[3,8];case 5:if(!(g instanceof d.SubentityProperties.PlaneElement&&e instanceof d.SubentityProperties.CylinderElement))return[3,7];v=new d.Point3(this._surfaceAxis1[1].x-this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,
+this._surfaceAxis1[1].z-this._surfaceCenter[1].z);return[4,this._viewer.model.computeMinimumFaceLineDistance(b.getNodeId(),b.getFaceEntity().getCadFaceIndex(),new d.Ray(this._surfaceCenter[1],v))];case 6:I=m.sent();this._distance=I.distance;if(1E-7>this._distance)return[2];this._firstPoint.assign(I.pos1);this._secondPoint.assign(I.pos2);this._textPos.assign(I.pos2);this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0));this._faceData[1]=e;this._faceSelection[1]=
+c;this._stage++;this.adjust(a);this._setMeasurementValue(this._distance);return[3,8];case 7:this._firstPoint.assign(n.pos1);this._secondPoint.assign(n.pos2);this._textPos.assign(n.pos2);this._distance=n.distance;if(1E-7>this._distance)return[2];this._setMeasurementValue(this._distance);m.label=8;case 8:return this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0)),this._faceData[1]=e,this._faceSelection[1]=c,this._stage++,this.adjust(a),[2]}})})};
+c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);if(!(1>=this._stage)){var c=this._viewer.view.raycastFromPoint(b);if(null!==c){var e=new d.Point3(c.origin.x+1E6*c.direction.x,c.origin.y+1E6*c.direction.y,c.origin.z+1E6*c.direction.z),f=d.Util.oneVectorCross(c.direction);new d.Point3(0,0,0);var h=d.Point3.cross(c.direction,f);h.normalize();new d.Point3((this._firstPoint.x+this._secondPoint.x)/2,(this._firstPoint.y+this._secondPoint.y)/2,(this._firstPoint.z+this._secondPoint.z)/2);var m=
+this._textPos.copy();f.set(m.x+f.x,m.y+f.y,m.z+f.z);h.set(m.x+h.x,m.y+h.y,m.z+h.z);b=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(c.origin,e,m,f,h,b);2===this._stage?d.Util.computePointToLineDistance(b,this._firstPoint,this._secondPoint,this._textPos):this._parallelFaces||this._triangulatedDistance?(c=new d.Point3(0,0,0),this._pointsOnSameRay||(d.Util.computePointToLineDistance(b,this._secondPoint,this._secondPointHelper,c),new d.Point3(0,0,0),b=d.Point3.subtract(c,this._secondPoint),this._secondPoint=
+c.copy(),this._firstPoint.set(this._firstPoint.x+b.x,this._firstPoint.y+b.y,this._firstPoint.z+b.z),this._textPos.set(this._textPos.x+b.x,this._textPos.y+b.y,this._textPos.z+b.z))):(c=new d.Point3(0,0,0),d.Util.computePointToLineDistance(b,this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],c),b=d.Point3.subtract(c,this._secondPoint),this._secondPoint=c.copy(),this._firstPoint.set(this._firstPoint.x+b.x,this._firstPoint.y+b.y,this._firstPoint.z+b.z),this._textPos.set(this._textPos.x+b.x,
+this._textPos.y+b.y,this._textPos.z+b.z));this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._firstPoint.x+this._secondPoint.x)/2,(this._firstPoint.y+this._secondPoint.y)/2,(this._firstPoint.z+this._secondPoint.z)/2),c=d.Point3.subtract(this._secondPoint,this._firstPoint);2*d.Point3.subtract(this._textPos,a).length()>c.length()?this._arrowsInvert=!0:this._arrowsInvert=!1};c.prototype._nextStage=function(){this._stage++;
+if(3<this._stage||2<this._stage&&this._triangulatedDistance)this._finalized=!0,this.cleanup()};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;this._behindView=!1;if(0!==this._stage){for(var c=Array(10),e=[],f=0;10>f;f++)e.push(new d.Point3(0,0,0));this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&(e[0]=b.projectPoint(this._surfaceCenter[0]),e[1]=b.projectPoint(this._surfaceAxis1[0]),e[2]=b.projectPoint(this._surfaceAxis2[0]),c[0]=d.Point2.fromPoint3(e[0]),
+c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._line1PreviewShape1.set(c[0],c[1]),this._line1PreviewShape2.set(c[0],c[2]));1<this._stage&&this._faceData[1]instanceof d.SubentityProperties.CylinderElement&&(e[0]=b.projectPoint(this._surfaceCenter[1]),e[1]=b.projectPoint(this._surfaceAxis1[1]),e[2]=b.projectPoint(this._surfaceAxis2[1]),c[0]=d.Point2.fromPoint3(e[0]),c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._line2PreviewShape1.set(c[0],c[1]),this._line2PreviewShape2.set(c[0],
+c[2]));1<this._stage&&(e[0]=b.projectPoint(this._textPos),e[1]=b.projectPoint(this._firstPoint),e[2]=b.projectPoint(this._secondPoint),c[0]=d.Point2.fromPoint3(e[0]),c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._textShape&&this._textShape.setPosition(c[0]),this._lineShapes[0].setEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[0].setStartEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[0].setEndcapsInverted(this._arrowsInvert),this._lineShapes[0].setEndEndcapColor(this._viewer.measureManager.getMeasurementColor()),
+this._lineShapes[0].setStartEndcapColor(this._viewer.measureManager.getMeasurementColor()),this._lineShapes[0].set(c[1],c[2]),this._faceData[1]instanceof d.SubentityProperties.CylinderElement&&this._faceData[0]instanceof d.SubentityProperties.CylinderElement?(e[3]=b.projectPoint(this._surfaceCenter[0]),e[4]=b.projectPoint(this._surfaceCenter[1]),c[3]=d.Point2.fromPoint3(e[3]),c[4]=d.Point2.fromPoint3(e[4]),this._lineShapes[1].set(c[1],c[3]),this._lineShapes[2].set(c[2],c[4]),this._lineShapes[3].set(c[0],
+c[1])):(e[3]=b.projectPoint(this._firstPointHelper),e[4]=b.projectPoint(this._secondPointHelper),c[3]=d.Point2.fromPoint3(e[3]),c[4]=d.Point2.fromPoint3(e[4]),this._lineShapes[1].set(c[2],c[4]),this._lineShapes[2].set(c[1],c[3]),this._lineShapes[3].set(c[1],c[0])));for(f=0;6>f;f++)0>e[f].z&&(this._behindView=!0)}};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:this._faceData[0]instanceof
+d.SubentityProperties.CylinderElement&&(a.drawLine(this._line1PreviewShape1),a.drawLine(this._line1PreviewShape2));break;case 2:case 3:case 4:this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&this._faceData[1]instanceof d.SubentityProperties.CylinderElement?(3>this._stage&&(a.drawLine(this._line1PreviewShape1),a.drawLine(this._line1PreviewShape2),a.drawLine(this._line2PreviewShape1),a.drawLine(this._line2PreviewShape2)),a.drawLine(this._lineShapes[0]),a.drawLine(this._lineShapes[1]),
+a.drawLine(this._lineShapes[2])):(this._viewer.markupManager.getRenderer().drawLine(this._lineShapes[0]),this._parallelFaces&&(a.drawLine(this._lineShapes[1]),a.drawLine(this._lineShapes[2]))),a.drawLine(this._lineShapes[3]),a.drawTextBox(this._textShape)}}};c._serializeFaceProp=function(a){return a instanceof d.SubentityProperties.CylinderElement?{type:"CylinderElement",origin:a.origin.toJson(),normal:a.normal.toJson(),radius:a.radius}:a instanceof d.SubentityProperties.PlaneElement?{type:"PlaneElement",
+origin:a.origin.toJson(),normal:a.normal.toJson()}:null};c._constructFaceProp=function(a){if("CylinderElement"===a.type){var b=d.Point3.fromJson(a.origin),c=d.Point3.fromJson(a.normal);return new d.SubentityProperties.CylinderElement(a.radius,b,c)}return"PlaneElement"===a.type?(b=d.Point3.fromJson(a.origin),c=d.Point3.fromJson(a.normal),new d.SubentityProperties.PlaneElement(b,c)):null};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],d=0,e=this._faceData;d<
+e.length;d++)a.push(c._serializeFaceProp(e[d]));d=[];e=0;for(var f=this._surfaceCenter;e<f.length;e++)d.push(f[e].toJson());e=[];for(var h=0,m=this._surfaceAxis1;h<m.length;h++)f=m[h],e.push(f.toJson());h=[];m=0;for(var p=this._surfaceAxis2;m<p.length;m++)f=p[m],h.push(f.toJson());return{text:this._textShape.getTextString(),textPos:this._textPos.toJson(),firstPoint:this._firstPoint.toJson(),secondPoint:this._secondPoint.toJson(),firstPointHelper:this._firstPointHelper.toJson(),secondPointHelper:this._secondPointHelper.toJson(),
+measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,parallelFaces:this._parallelFaces,faceData:a,surfaceCenter:d,surfaceAxis1:e,surfaceAxis2:h,name:this.getName(),className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e.setName(a.name);e._textShape.setTextString(a.text);e._textPos.assign(d.Point3.fromJson(a.textPos));e._firstPoint.assign(d.Point3.fromJson(a.firstPoint));e._firstPointHelper.assign(d.Point3.fromJson(a.firstPointHelper));
+e._secondPoint.assign(d.Point3.fromJson(a.secondPoint));e._secondPointHelper.assign(d.Point3.fromJson(a.secondPointHelper));console.assert(Array.isArray(a.faceData));for(var b=0,g=a.faceData;b<g.length;b++){var f=c._constructFaceProp(g[b]);console.assert(null!==f);e._faceData.push(f)}e._surfaceCenter[0].assign(a.surfaceCenter[0]);e._surfaceCenter[1].assign(a.surfaceCenter[1]);e._surfaceAxis1[0].assign(a.surfaceAxis1[0]);e._surfaceAxis1[1].assign(a.surfaceAxis1[1]);e._surfaceAxis2[0].assign(a.surfaceAxis2[0]);
+e._surfaceAxis2[1].assign(a.surfaceAxis2[1]);e._stage=4;e._parallelFaces=a.parallelFaces;e._measurementValue=a.measurementValue;e._unitMultiplier=a.unitMultiplier||1;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureFaceFaceDistanceMarkup"};return c}(f.MeasureMarkup);f.MeasureFaceFaceDistanceMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this,b)||this;c._firstPointShape=new h.Shape.Circle;c._secondPointShape=new h.Shape.Circle;c._arrowsInvert=!1;c._name="MeasurePointPointDistance";c._lineShapes=[];for(var e=0;6>e;e++)c._lineShapes.push(new h.Shape.Line),c._lineShapes[e].setStrokeColor(c._viewer.measureManager.getMeasurementColor()),c._lineShapes[e].setEndEndcapColor(c._viewer.measureManager.getMeasurementColor()),c._lineShapes[e].setStartEndcapColor(c._viewer.measureManager.getMeasurementColor());
+c._viewer=b;c.initCircle(c._firstPointShape);c.initCircle(c._secondPointShape);c._textShape=new h.Shape.TextBox;c._textShape.getBoxPortion().setFillOpacity(1);c._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));return c}__extends(c,a);c.prototype.initCircle=function(a){a.setRadius(2.5);a.setFillColor(this._viewer.measureManager.getMeasurementColor())};c.prototype.setUnitMultiplier=function(a){this._unitMultiplier=a};c.prototype.setFirstPointPosition=function(a){this._stage=1;this._positions[0]=
+a.copy()};c.prototype.setSecondPointPosition=function(a){this._stage=2;this._positions[1]=a.copy();this._positions[2]=a.copy();this._setMeasurementValue(d.Point3.subtract(this._positions[1],this._positions[0]).length())};c.prototype._getStage=function(){return this._stage};c.prototype.finalize=function(){this._stage++};c.prototype.getFirstPointPosition=function(){return this._positions[0]};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);var c=this._viewer.view.raycastFromPoint(b);if(null!==
+c){b=this._positions[0];var e=this._positions[1],f=new d.Point3(1,0,0);e.equals(b)||(f=d.Point3.subtract(e,b));var h=this._viewer.view.getCamera().getUp(),m=d.Point3.cross(c.direction,h).normalize(),p=new d.Point3((b.x+e.x)/2,(b.y+e.y)/2,(b.z+e.z)/2);h=new d.Point3(p.x+h.x,p.y+h.y,p.z+h.z);var q=new d.Point3(p.x+m.x,p.y+m.y,p.z+m.z),r=new d.Point3(c.origin.x+1E6*c.direction.x,c.origin.y+1E6*c.direction.y,c.origin.z+1E6*c.direction.z);m=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(c.origin,r,p,
+h,q,m);this._positions[2].assign(m);new d.Point3(0,0,0);c=Math.abs(f.x)<=Math.abs(f.y)&&Math.abs(f.x)<=Math.abs(f.z)?new d.Point3(1,0,0):Math.abs(f.y)<=Math.abs(f.x)&&Math.abs(f.y)<=Math.abs(f.z)?new d.Point3(0,1,0):new d.Point3(0,0,1);c=d.Point3.cross(c,f);p=d.Point3.cross(c,f);c.set(b.x+c.x,b.y+c.y,b.z+c.z);p.set(b.x+p.x,b.y+p.y,b.z+p.z);h=new d.Point3(m.x+1E4*f.x,m.y+1E4*f.y,m.z+1E4*f.z);f=new d.Point3(m.x-1E4*f.x,m.y-1E4*f.y,m.z-1E4*f.z);f=d.Util.intersectionPlaneLine(h,f,b,c,p,m);c=!isNaN(m.x)&&
+!isNaN(m.y)&&!isNaN(m.z);f&&c||(m=e.copy());m=d.Point3.subtract(m,b);this._positions[3]=new d.Point3(b.x+m.x,b.y+m.y,b.z+m.z);this._positions[4]=new d.Point3(e.x+m.x,e.y+m.y,e.z+m.z);this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._positions[3].x+this._positions[4].x)/2,(this._positions[3].y+this._positions[4].y)/2,(this._positions[3].z+this._positions[4].z)/2),c=d.Point3.subtract(this._positions[4],this._positions[3]);
+2*d.Point3.subtract(this._positions[2],a).length()>c.length()?this._arrowsInvert=!0:this._arrowsInvert=!1};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view,c=Array(6);if(0<this._stage){this._behindView=!1;for(var e=0;e<this._positions.length;e++)0>=b.projectPoint(this._positions[e]).z&&(this._behindView=!0),c[e]=d.Point2.fromPoint3(b.projectPoint(this._positions[e]));this._firstPointShape.setCenter(c[0])}1<this._stage&&(this._textShape&&this._textShape.setPosition(c[2]),
+this._secondPointShape.setCenter(c[1]),this._lineShapes[0].set(c[0],c[1]),this._lineShapes[1].set(c[3],c[4]),this._lineShapes[2].set(c[0],c[3]),this._lineShapes[3].set(c[1],c[4]),this._lineShapes[4].set(c[3],c[2]),this._lineShapes[5].set(c[3],c[4]),this._lineShapes[5].setEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[5].setStartEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[5].setEndcapsInverted(this._arrowsInvert))};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&
+(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawCircle(this._firstPointShape);break;case 2:case 3:a.drawCircle(this._firstPointShape);a.drawCircle(this._secondPointShape);for(var c=0,d=this._lineShapes;c<d.length;c++)a.drawLine(d[c]);a.drawTextBox(this._textShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{name:this._name,measurePoint1:this._positions[0].copy(),measurePoint2:this._positions[1].copy(),
+leaderPoint1:this._positions[3].copy(),leaderPoint2:this._positions[4].copy(),textPoint:this._positions[2].copy(),text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._name=a.name;e._positions[0]=d.Point3.fromJson(a.measurePoint1);e._positions[1]=d.Point3.fromJson(a.measurePoint2);e._positions[2]=d.Point3.fromJson(a.textPoint);
+e._textShape.setTextString(a.text);e._positions[3]=d.Point3.fromJson(a.leaderPoint1);e._positions[4]=d.Point3.fromJson(a.leaderPoint2);e._measurementValue=a.measurementValue;e._unitMultiplier=a.unitMultiplier||1;e._updateArrowsInverted();e._stage=2;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasurePointPointDistanceMarkup"};return c}(f.MeasureMarkup);f.MeasurePointPointDistanceMarkup=a})(h.Measure||(h.Measure=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f){b=a.call(this,b)||this;b._lineProperties=null;b._worldSpaceLength=0;b._arrowsInvert=!1;b._name="MeasureStraightEdgeLength";b._lineProperties=c;b._matrix=e.copy();b._matrix.setTranslationComponent(0,0,0);b._unitMultiplier=f;c=b._viewer.measureManager.getMeasurementColor();for(e=0;5>e;e++)f=new h.Shape.Line,f.setStrokeColor(c),f.setEndEndcapColor(c),f.setStartEndcapColor(c),b._lineShapes.push(f);c=b._textShape.getBoxPortion();
+c.setFillOpacity(1);c.setFillColor(new d.Color(255,255,255));return b}__extends(c,a);c.prototype.setLineGeometry=function(b){a.prototype.setLineGeometry.call(this,b);this._positions[0]=this._linePositions[0];this._positions[2]=this._linePositions[0].copy();this._positions[1]=this._linePositions[this._linePositions.length-1];null!==this._lineProperties&&-1!==this._lineProperties.length?(b=new d.Point3(this._lineProperties.length,0,0),this._matrix.transform(b,b),b=this._worldSpaceLength=b.length()):
+b=d.Point3.subtract(this._positions[1],this._positions[0]).length();this._setMeasurementValue(b)};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);var c=this._viewer.view,e=c.raycastFromPoint(b);if(null!==e){b=this._positions[0];var f=this._positions[1],h=new d.Point3(1,0,0);f.equals(b)||(h=d.Point3.subtract(f,b));var m=c.getCamera().getUp();c=d.Point3.cross(e.direction,m).normalize();var p=d.Point3.add(b,f).scale(.5);m=d.Point3.add(p,m);var q=d.Point3.add(p,c),r=d.Point3.add(d.Point3.scale(e.direction,
+1E6),e.origin);c=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(e.origin,r,p,m,q,c);this._positions[2].assign(c);new d.Point3(0,0,0);e=Math.abs(h.x)<=Math.abs(h.y)&&Math.abs(h.x)<=Math.abs(h.z)?new d.Point3(1,0,0):Math.abs(h.y)<=Math.abs(h.x)&&Math.abs(h.y)<=Math.abs(h.z)?new d.Point3(0,1,0):new d.Point3(0,0,1);e=d.Point3.cross(e,h);p=d.Point3.cross(e,h);e.add(b);p.add(b);m=d.Point3.add(d.Point3.scale(h,1E4),c);h=d.Point3.add(d.Point3.scale(h,-1E4),c);d.Util.intersectionPlaneLine(m,h,b,e,p,c);h=
+d.Point3.subtract(c,b);this._positions[3]=d.Point3.add(b,h);this._positions[4]=d.Point3.add(f,h);this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=d.Point3.add(this._positions[3],this._positions[4]).scale(.5),c=d.Point3.subtract(this._positions[4],this._positions[3]);this._arrowsInvert=2*d.Point3.subtract(this._positions[2],a).squaredLength()>c.squaredLength()};c.prototype.update=function(){a.prototype.update.call(this);var b=
+this._viewer.view;this._behindView=!1;if(0<this._stage){this._lineEdgeShape.clearPoints();for(var c=Array(this._linePositions.length),e=0;e<this._linePositions.length;e++)c[e]=b.projectPoint(this._linePositions[e]),0>=c[e].z&&(this._behindView=!0),this._lineEdgeShape.pushPoint(d.Point2.fromPoint3(c[e]))}if(1<this._stage){var f=Array(6);c=Array(6);for(e=0;e<this._positions.length;e++)c[e]=b.projectPoint(this._positions[e]),0>=c[e].z&&(this._behindView=!0),f[e]=d.Point2.fromPoint3(c[e]);this._textShape&&
+this._textShape.setPosition(f[2]);b=this._viewer.measureManager.getMeasurementColor();this._lineShapes[0].set(f[3],f[4]);this._lineShapes[1].set(f[0],f[3]);this._lineShapes[2].set(f[1],f[4]);this._lineShapes[3].set(f[3],f[2]);this._lineShapes[4].set(f[3],f[4]);this._lineShapes[4].setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[4].setStartEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[4].setEndcapsInverted(this._arrowsInvert);this._lineShapes[4].setEndEndcapColor(b);this._lineShapes[4].setStartEndcapColor(b)}};
+c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawPolyline(this._lineEdgeShape);break;case 2:case 3:for(var c=0,d=this._lineShapes;c<d.length;c++)a.drawLine(d[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineEdgeShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{name:this._name,
+measurePoint1:this._positions[0].copy(),measurePoint2:this._positions[1].copy(),leaderPoint1:this._positions[3].copy(),leaderPoint2:this._positions[4].copy(),textPoint:this._positions[2].copy(),text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName(),matrix:this._matrix.toJson()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){var b=d.Matrix.fromJson(a.matrix);e=new c(e,null,b,a.unitMultiplier||
+1);e._name=a.name;e._positions[0]=d.Point3.fromJson(a.measurePoint1);e._positions[1]=d.Point3.fromJson(a.measurePoint2);e._positions[2]=d.Point3.fromJson(a.textPoint);e._textShape.setTextString(a.text);e._positions[3]=d.Point3.fromJson(a.leaderPoint1);e._positions[4]=d.Point3.fromJson(a.leaderPoint2);e._measurementValue=a.measurementValue;e._updateArrowsInverted();e._stage=2;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureStraightEdgeLengthMarkup"};
+return c}(f.MeasureLengthMarkup);f.MeasureStraightEdgeLengthMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f,h){var g=a.call(this)||this;g._uniqueId=d.UUID.create();g._noteElementId=null;g._position=d.Point3.zero();g._text="";g._color=d.Color.white();g._sphereRadius=.03;g._deleted=!1;g._active=!1;g._callbacks=null;g._viewer=b;g._noteTextManager=c;g._selectionPosition=e;g._selectionNormal=f;g._partId=h;g._noteTextManager.addNote(g);g._init();return g}__extends(c,a);c.prototype._init=function(){return __awaiter(this,void 0,void 0,
+function(){var a,c,d,e,f=this;return __generator(this,function(b){switch(b.label){case 0:return a=this._createPinTransformationMatrix(this._selectionPosition,this._selectionNormal),[4,Promise.all([this._createPinStemInstance(a),this._createPinSphereInstance(a)])];case 1:return c=b.sent(),d=c[0],e=c[1],this._stemInstanceId=d,this._sphereInstanceId=e,[4,this._restore(!1)];case 2:return b.sent(),this._callbacks={visibilityChanged:function(){f._matchPartVisibility()}},this._viewer.setCallbacks(this._callbacks),
+this._viewer.trigger("noteTextCreated",this),[2]}})})};c.prototype._matchPartVisibility=function(){if(void 0!==this._sphereInstanceId&&void 0!==this._stemInstanceId){var a=this._viewer.model,c=a.getNodeVisibility(this._partId),d=a.getNodeVisibility(this._sphereInstanceId);c===d||this._noteTextManager.getExplodeActive()||a.setNodesVisibility([this._stemInstanceId,this._sphereInstanceId],c);a=this._noteTextManager.getActiveItem();null===a||a.getStemInstanceId()!==this._stemInstanceId||c||this.hide()}};
+c.prototype.updatePosition=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(b){switch(b.label){case 0:return void 0===this._sphereInstanceId?[2]:[4,this._viewer.model.getNodeRealBounding(this._sphereInstanceId)];case 1:return this._pinBoundingBox=a=b.sent(),this._position=this._pinBoundingBox.center(),this.setText(this._text),[2]}})})};c.prototype._restore=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._noteTextManager.setActiveItemHandle(this._viewer.markupManager.registerMarkup(this)),
+this._noteTextManager.setActiveItem(this),this._show(a),this._updateColor(),[4,this.draw()];case 1:return b.sent(),[2]}})})};c.prototype.restore=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._restore(!0)]})})};c.prototype.setText=function(a){this._text=a;this._noteTextManager.getNoteTextElement().setText(a)};c.prototype.saveTextValue=function(){this._text=this._noteTextManager.getNoteTextElement().getText()};c.prototype.draw=function(){return __awaiter(this,
+void 0,void 0,function(){var a,c,e;return __generator(this,function(b){switch(b.label){case 0:if(this._deleted||!this._active)return[2];this._behindView=!1;return[4,this.updatePosition()];case 1:return b.sent(),a=this._viewer.view.projectPoint(this._position),0>=a.z&&(this._behindView=!0),this._behindView?null!==this._noteElementId&&null!==document.getElementById(this._noteElementId)&&(this._viewer.markupManager.removeMarkupElement(this._noteElementId),this._noteElementId=null):(c=new d.Point2(a.x,
+a.y),e=this._noteTextManager.getNoteTextElement(),e.setPosition(c),null===this._noteElementId&&(this._noteElementId=this._viewer.markupManager.addMarkupElement(e.getHtmlContainer()))),[2]}})})};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){var b=this._noteTextManager.getNoteTextElement(),e=b.getPosition();b=b.getSize();return d.Util.isPointInRect2d(a,e,b,c)};c.prototype.getClassName=function(){return c.className};c.prototype.getUniqueId=
+function(){return this._uniqueId};c.prototype.getSphereInstanceId=function(){return this._sphereInstanceId};c.prototype.getStemInstanceId=function(){return this._stemInstanceId};c.prototype.onSelect=function(){this._noteTextManager.getNoteTextElement().focus()};c.prototype.onDeselect=function(){this._noteTextManager.getNoteTextElement().blur()};c.prototype.hide=function(){var a=this._noteTextManager.getNoteTextElement();a.hide();this.setText(a.getText());this._noteTextManager.setActiveItem(null);
+this._active=!1;this._viewer.trigger("noteTextHidden",this)};c.prototype._show=function(a){this._noteTextManager.getNoteTextElement().show(this);this._active=!0;a&&this._viewer.trigger("noteTextShown",this)};c.prototype.show=function(){this._show(!0)};c.prototype.remove=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(e){switch(e.label){case 0:return null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),this._callbacks=null),b=this._viewer.model,
+c=[],void 0!==this._stemInstanceId&&c.push(b.deleteMeshInstances([this._stemInstanceId])),void 0!==this._sphereInstanceId&&c.push(b.deleteMeshInstances([this._sphereInstanceId])),this.hide(),this._noteTextManager.removeNote(this),this._deleted=!0,[4,d.Util.waitForAll(c)];case 1:return e.sent(),a.prototype.remove.call(this),[2]}})})};c.prototype.getRemoved=function(){return this._deleted};c.prototype.setColor=function(a){this._color=a;this._updateColor();return Promise.resolve()};c.prototype.getColor=
+function(){return this._color};c.prototype.getPartId=function(){return this._partId};c.prototype._updateColor=function(){void 0!==this._sphereInstanceId&&this._viewer.model.setNodesFaceColor([this._sphereInstanceId],this._color)};c.prototype._createPinTransformationMatrix=function(a,c){var b=0,e=c.x;Math.abs(c.y)<Math.abs(e)&&(e=c.y,b=1);Math.abs(c.z)<Math.abs(e)&&(b=2);e=[0,0,0];e[b]=1;b=d.Point3.createFromArray(e);b=d.Point3.cross(c,b).normalize();e=d.Point3.cross(c,b);var g=new d.Matrix;g.m=[c.x,
+c.y,c.z,0,b.x,b.y,b.z,0,e.x,e.y,e.z,0,0,0,0,1];g=d.Matrix.multiply(g,(new d.Matrix).setScaleComponent(this._sphereRadius,this._sphereRadius,this._sphereRadius));g.setTranslationComponent(a.x,a.y,a.z);return g};c.prototype._createPinStemInstance=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){b=this._noteTextManager.getPinStemMeshId();if(null===b)throw new d.CommunicatorError("stem mesh hasn't been created yet");c=new d.MeshInstanceData(b,
+a,"pin-stem-instance",void 0,d.Color.black());c.setOpacity(1);e=d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.AlwaysDraw;c.setCreationFlags(e);f=this._viewer.model;return[2,f.createMeshInstance(c,void 0,!0)]})})};c.prototype._createPinSphereInstance=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){b=this._noteTextManager.getPinSphereMeshId();if(null===b)throw new d.CommunicatorError("sphere mesh hasn't been created yet");c=new d.MeshInstanceData(b,a,"pin-sphere-instance",d.Color.white(),void 0);c.setOpacity(1);e=d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.OverrideSceneVisibility|
+d.MeshInstanceCreationFlags.AlwaysDraw;c.setCreationFlags(e);f=this._viewer.model;return[2,f.createMeshInstance(c,void 0,!0)]})})};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),selectionPosition:this._selectionPosition.toJson(),selectionNormal:this._selectionNormal.toJson(),text:this._text,color:this._color,partId:this._partId}};c.prototype.forJson=function(){return this.toJson()};c._fromJson=function(a,
+e,f){if(!f.findById(a.uniqueId)){var b=d.Point3.fromJson(a.selectionPosition),g=d.Point3.fromJson(a.selectionNormal);e=new c(e,f,b,g,a.partId);e._uniqueId=a.uniqueId;e.setText(a.text);e.setColor(d.Color.fromJson(a.color));return e}return null};c.fromJson=function(a,d,e){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=c._fromJson(a,d,e);return[2,b]})})};c.className="Communicator.Markup.Note.NoteText";return c}(h.MarkupItem);f.NoteText=a})(h.Note||(h.Note=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._pinSphereMeshId=null;c._pinStemMeshId=null;c._noteTextList=[];c._activeItemHandle=null;c._activeItem=null;c._explodeActive=!1;c._isolateActive=!1;c._stemLength=2;c._sphereIterations=2;c._viewer=b;c._noteTextElement=new f.NoteTextElement;c._noteTextElement.setPositionOffset(new d.Point2(12,-24));c._viewer.setCallbacks({sceneReady:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,
+function(a){switch(a.label){case 0:return[4,this._init()];case 1:return a.sent(),[2]}})})}});return c}__extends(c,a);c.prototype._init=function(){return __awaiter(this,void 0,void 0,function(){var a,d,e,f;return __generator(this,function(b){switch(b.label){case 0:return null===c._globalPinSphereMeshData&&(c._globalPinSphereMeshData=this._createPinSphereMeshData()),null===c._globalPinStemMeshData&&(c._globalPinStemMeshData=this._createPinStemMeshData()),a=this._viewer.model,d=a.createMesh(c._globalPinSphereMeshData),
+e=a.createMesh(c._globalPinStemMeshData),[4,Promise.all([d,e])];case 1:return f=b.sent(),this._pinSphereMeshId=f[0],this._pinStemMeshId=f[1],[2]}})})};c.prototype._createPinStemMeshData=function(){var a=new d.MeshData;a.addPolyline([0,0,0,this._stemLength,0,0]);return a};c.prototype._createPinSphereMeshData=function(){var a=(1+Math.sqrt(5))/2,c=Math.sqrt(10+2*Math.sqrt(5))/(4*a),e=c/2;a=c/(2*a);var f=[];f[0]=new d.Point3(-a,e,0);f[1]=new d.Point3(a,e,0);f[2]=new d.Point3(-a,-e,0);f[3]=new d.Point3(a,
+-e,0);f[4]=new d.Point3(0,-a,e);f[5]=new d.Point3(0,a,e);f[6]=new d.Point3(0,-a,-e);f[7]=new d.Point3(0,a,-e);f[8]=new d.Point3(e,0,-a);f[9]=new d.Point3(e,0,a);f[10]=new d.Point3(-e,0,-a);f[11]=new d.Point3(-e,0,a);for(e=0;e<f.length;e++){var h=f[e];h.normalize()}var m=[[0,11,5],[0,5,1],[0,1,7],[0,7,10],[0,10,11],[1,5,9],[5,11,4],[11,10,2],[10,7,6],[7,1,8],[3,9,4],[3,4,2],[3,2,6],[3,6,8],[3,8,9],[4,9,5],[2,4,11],[6,2,10],[8,6,7],[9,8,1]],p=12;a=function(a){var b=[];m.map(function(a){var c=f[a[0]],
+e=f[a[1]],g=f[a[2]];f[p++]=(new d.Point3(c.x+e.x,c.y+e.y,c.z+e.z)).scale(.5).normalize();f[p++]=(new d.Point3(e.x+g.x,e.y+g.y,e.z+g.z)).scale(.5).normalize();f[p++]=(new d.Point3(g.x+c.x,g.y+c.y,g.z+c.z)).scale(.5).normalize();b.push([a[0],p-3,p-1]);b.push([p-3,p-2,p-1]);b.push([p-3,a[1],p-2]);b.push([p-2,a[2],p-1])});m=b};for(e=0;e<this._sphereIterations;e++)a(e);a=[];c=[];for(var q=0,r=m;q<r.length;q++){var u=r[q];for(e=0;3>e;e++)h=f[u[e]],a.push(h.x+this._stemLength+1),a.push(h.y),a.push(h.z),
+h=h.normalize(),c.push(h.x),c.push(h.y),c.push(h.z)}e=new d.MeshData;e.addFaces(a,c);e.setFaceWinding(d.FaceWinding.CounterClockwise);return e};c.prototype.getPinStemMeshId=function(){return this._pinStemMeshId};c.prototype.getPinSphereMeshId=function(){return this._pinSphereMeshId};c.prototype.getNoteTextElement=function(){return this._noteTextElement};c.prototype.setNoteTextElement=function(a){this._noteTextElement.hide();this._noteTextElement=a};c.prototype.getNoteTextList=function(){return this._noteTextList};
+c.prototype.addNote=function(a){this._noteTextList.push(a);this._activeItem=a};c.prototype.removeNote=function(a){a=this._noteTextList.indexOf(a);this._noteTextList.splice(a,1)};c.prototype.updatePinVisibility=function(){return __awaiter(this,void 0,void 0,function(){var a,c,d,e,f,h,p;return __generator(this,function(b){if(0<this._noteTextList.length){a=[];c=0;for(d=this._noteTextList;c<d.length;c++)e=d[c],f=e.getSphereInstanceId(),h=e.getStemInstanceId(),void 0!==f&&a.push(f),void 0!==h&&a.push(h);
+p=this._viewer.model.setNodesVisibility(a,!this._explodeActive);this._explodeActive&&this._noteTextElement.hide();return[2,p]}return[2]})})};c.prototype.explode=function(a){this._explodeActive=0<a;return this.updatePinVisibility()};c.prototype.getExplodeActive=function(){return this._explodeActive};c.prototype.setIsolateActive=function(a){this._isolateActive=a};c.prototype.getIsolateActive=function(){return this._isolateActive};c.prototype.getActiveItem=function(){return this._activeItem};c.prototype.setActiveItem=
+function(a){this._activeItem=a};c.prototype.getActiveItemHandle=function(){return this._activeItemHandle};c.prototype.setActiveItemHandle=function(a){this._activeItemHandle=a};c.prototype.selectPin=function(a){this._activeItem&&this._activeItem.hide();a=a.getNodeId();return null!==a&&(a=this._getNoteTextFromNodeId(a),null!==a)?(a.restore(),!0):!1};c.prototype.checkPinInstance=function(a){return null!==this._getNoteTextFromNodeId(a)};c.prototype._getNoteTextFromNodeId=function(a){for(var b=0,c=this._noteTextList;b<
+c.length;b++){var d=c[b];if(d.getSphereInstanceId()===a||d.getStemInstanceId()===a)return d}return null};c.prototype.findById=function(a){for(var b=0,c=this._noteTextList;b<c.length;b++)if(a===c[b].getUniqueId())return!0;return!1};c.prototype.loadData=function(a){for(var b=[],c=0;c<a.length;c++){var d=f.NoteText.fromJson(a[c],this._viewer,this).then(function(a){return null!==a});b.push(d)}return Promise.all(b)};c.prototype.exportMarkup=function(){for(var a=[],c=0,d=this._noteTextList;c<d.length;c++)a.push(d[c].toJson());
+return a};c._globalPinSphereMeshData=null;c._globalPinStemMeshData=null;return c}(d.MarkupTypeManager);f.NoteTextManager=a})(h.Note||(h.Note={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._centerPt=d.Point3.zero();b._radiusPt=d.Point3.zero();b._circleShape=new h.Shape.Circle;b._previousDragPlanePosition=d.Point3.zero();b._circleShape.setFillOpacity(0);b._circleShape.setStrokeColor(d.Color.red());b._circleShape.setStrokeWidth(2);return b}__extends(c,a);c.prototype.setCenter=function(a){this._centerPt.assign(a)};c.prototype.getCenter=function(){return this._centerPt.copy()};
+c.prototype.setRadiusPoint=function(a){this._radiusPt.assign(a)};c.prototype.getRadiusPoint=function(){return this._radiusPt.copy()};c.prototype.getUniqueId=function(){return this._uniqueId};c.prototype._update=function(){var a=this._viewer.view,c=d.Point2.fromPoint3(a.projectPoint(this._centerPt));a=d.Point2.fromPoint3(a.projectPoint(this._radiusPt));a=d.Point2.distance(c,a);this._circleShape.set(c,a)};c.prototype.draw=function(){this._update();this._viewer.markupManager.getRenderer().drawCircle(this._circleShape)};
+c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._circleShape.getStrokeWidth()+c;a=d.Point2.distance(this._circleShape.getCenter(),a)-this._circleShape.getRadius();return Math.abs(a)<=c};c.prototype.onSelect=function(){this._circleShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._circleShape.setStrokeWidth(2)};c.prototype.isValid=function(){return this._circleShape.getRadius()>c._validRadiusTolerance};c.prototype.onDragStart=
+function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(b=d.Point3.subtract(a,this._previousDragPlanePosition),this._centerPt.add(b),this._radiusPt.add(b),this._previousDragPlanePosition.assign(a));return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,
+centerPoint:this._centerPt.toJson(),radiusPoint:this._radiusPt.toJson(),className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;e.setCenter(d.Point3.fromJson(a.centerPoint));e.setRadiusPoint(d.Point3.fromJson(a.radiusPoint));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlineCircle"};c._validRadiusTolerance=1;return c}(f.RedlineItem);
+f.RedlineCircle=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._points=[];b._polylineShape=new h.Shape.Polyline;b._previousDragPlanePosition=d.Point3.zero();b._polylineShape.setStrokeWidth(2);b._polylineShape.setStrokeColor(d.Color.red());return b}__extends(c,a);c.prototype.addPoint=function(a){this._points.push(a.copy())};c.prototype.getPoints=function(){var a=[];this._points.forEach(function(b){a.push(b.copy())});return a};c.prototype._update=
+function(){var a=this._viewer.view;this._polylineShape.clearPoints();for(var c=0,e=this._points;c<e.length;c++){var f=d.Point2.fromPoint3(a.projectPoint(e[c]));this._polylineShape.pushPoint(f)}};c.prototype.draw=function(){this._update();this.isValid()&&this._viewer.markupManager.getRenderer().drawPolyline(this._polylineShape)};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._polylineShape.getStrokeWidth()+c;var b=this._polylineShape.getPoints();
+if(1<b.length)for(var e=1;e<b.length;e++)if(d.Util.isPointOnLineSegment2d(a,b[e-1],b[e],c))return!0;return!1};c.prototype.onSelect=function(){this._polylineShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._polylineShape.setStrokeWidth(2)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlinePolyline"};c.prototype.isValid=function(){return 1<this._points.length};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,
+b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);if(null!==a){b=d.Point3.subtract(a,this._previousDragPlanePosition);for(var c=0,e=this._points;c<e.length;c++)e[c].add(b);this._polylineShape.clearPoints();this._previousDragPlanePosition.assign(a)}return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],c=0,d=this._points;c<
+d.length;c++)a.push(d[c].toJson());return{uniqueId:this._uniqueId,points:a}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;var b=0;for(a=a.points;b<a.length;b++)e.addPoint(d.Point3.fromJson(a[b]));return e};c.construct=function(a,d){return c.fromJson(a,d)};return c}(f.RedlineItem);f.RedlinePolyline=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._point1=d.Point3.zero();b._point2=d.Point3.zero();b._rectangleShape=new h.Shape.Rectangle;b._previousDragPlanePosition=d.Point3.zero();b._rectangleShape.setFillOpacity(0);b._rectangleShape.setStrokeColor(d.Color.red());b._rectangleShape.setStrokeWidth(2);return b}__extends(c,a);c.prototype.setPoint1=function(a){this._point1.assign(a)};c.prototype.getPoint1=function(){return this._point1.copy()};
+c.prototype.setPoint2=function(a){this._point2.assign(a)};c.prototype.getPoint2=function(){return this._point2.copy()};c.prototype.getUniqueId=function(){return this._uniqueId};c.prototype._update=function(){var a=this._viewer.view,c=a.projectPoint(this._point1),e=a.projectPoint(this._point2);a=new d.Point2(Math.min(c.x,e.x),Math.min(c.y,e.y));c=new d.Point2(Math.max(c.x,e.x),Math.max(c.y,e.y));c=d.Point2.subtract(c,a);this._rectangleShape.setPosition(a);this._rectangleShape.setSize(c)};c.prototype.draw=
+function(){this._update();this._viewer.markupManager.getRenderer().drawRectangle(this._rectangleShape)};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._rectangleShape.getStrokeWidth()+c;var b=this._rectangleShape.getPosition(),e=this._rectangleShape.getSize(),g=new d.Point2(b.x+e.x,b.y),f=new d.Point2(b.x,b.y+e.y);e=new d.Point2(b.x+e.x,b.y+e.y);return d.Util.isPointOnLineSegment2d(a,b,g,c)||d.Util.isPointOnLineSegment2d(a,
+g,e,c)||d.Util.isPointOnLineSegment2d(a,e,f,c)||d.Util.isPointOnLineSegment2d(a,f,b,c)?!0:!1};c.prototype.onSelect=function(){this._rectangleShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._rectangleShape.setStrokeWidth(2)};c.prototype.isValid=function(){var a=this._rectangleShape.getSize();return a.x>c._validSizeTolerance.x&&a.y>c._validSizeTolerance.y};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);
+return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(b=d.Point3.subtract(a,this._previousDragPlanePosition),this._point1.add(b),this._point2.add(b),this._previousDragPlanePosition.assign(a));return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),point1:this._point1.toJson(),point2:this._point2.toJson()}};c.prototype.forJson=
+function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;e.setPoint1(d.Point3.fromJson(a.point1));e.setPoint2(d.Point3.fromJson(a.point2));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlineRectangle"};c._validSizeTolerance=new d.Point2(5,5);return c}(f.RedlineItem);f.RedlineRectangle=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a,b){this._sizeChanged=!1;this._sizeUpdateCallback=a;this._textUpdateCallback=b;this._createTextBox()}a.prototype._createTextBox=function(){var c=this;this._currentSize=a._defaultSize.copy();this._textArea=document.createElement("textarea");this._textArea.style.position="absolute";this._textArea.style.width=a._defaultSize.x+"px";this._textArea.style.height=a._defaultSize.y+"px";this._textArea.style.zIndex="1";this._textArea.style.pointerEvents=
+"none";this._textArea.style.resize="none";this.setBorderWidth(2);this._textArea.onmousemove=function(a){a.stopPropagation();a=new d.Point2(parseInt(c._textArea.style.width,10),parseInt(c._textArea.style.height,10));c.setSize(a)};this._textArea.onmouseup=function(a){a.stopPropagation();c._sizeChanged&&(c._sizeChanged=!1,c._sizeUpdateCallback(c._currentSize))};this._textArea.oninput=function(){c._textUpdateCallback(c._textArea.value)}};a.prototype.setPosition=function(a){this._textArea.style.left=a.x+
+"px";this._textArea.style.top=a.y+"px"};a.prototype.setBorderWidth=function(a){this._textArea.style.outline=a+"px solid red"};a.prototype.setText=function(a){this._textArea.textContent=a};a.prototype.setSize=function(a){this._currentSize.equals(a)||(this._sizeChanged=!0,this._currentSize.assign(a),this._textArea.style.width=a.x+"px",this._textArea.style.height=a.y+"px")};a.prototype.focus=function(){this._textArea.focus();this._textArea.style.pointerEvents="auto";this._textArea.style.resize="both"};
+a.prototype.blur=function(){this._textArea.blur();this._textArea.style.pointerEvents="none";this._textArea.style.resize="none"};a.prototype.getTextArea=function(){return this._textArea};a._defaultSize=new d.Point2(100,100);return a}();f.RedlineTextElement=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,e){void 0===e&&(e=c.defaultText);var g=a.call(this,b)||this;g._uniqueId=d.UUID.create();g._position=d.Point3.zero();g._size=new d.Point2(100,100);g._redlineElementId=null;g._previousDragPlanePosition=d.Point3.zero();g._text=e;g._redlineTextElement=new f.RedlineTextElement(function(a){g.setSize(a)},function(a){g.setText(a)});g._redlineTextElement.setText(g._text);g._callbacks={selectionArray:function(){g.onDeselect()}};g._viewer.setCallbacks(g._callbacks);
+return g}__extends(c,a);c.prototype.setPosition=function(a){this._position.assign(a)};c.prototype.getPosition=function(){return this._position.copy()};c.prototype.setSize=function(a){this._viewer.trigger("redlineUpdated",this);this._size.assign(a)};c.prototype.setText=function(a){this._viewer.trigger("redlineUpdated",this);this._text=a};c.prototype.draw=function(){var a=d.Point2.fromPoint3(this._viewer.view.projectPoint(this._position));this._redlineTextElement.setPosition(a);null===this._redlineElementId&&
+(this._redlineElementId=this._viewer.markupManager.addMarkupElement(this._redlineTextElement.getTextArea()))};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){var b=this._redlineTextElement.getTextArea(),e=new d.Point2(parseFloat(b.style.left||"0"),parseFloat(b.style.top||"0"));b=new d.Point2(parseFloat(b.style.width||"0"),parseFloat(b.style.height||"0"));return d.Util.isPointInRect2d(a,e,b,c)};c.prototype.getClassName=function(){return c.className};
+c.prototype.onSelect=function(){this._redlineTextElement.setBorderWidth(4);this._redlineTextElement.focus()};c.prototype.onDeselect=function(){this._redlineTextElement.setBorderWidth(2);this._redlineTextElement.blur()};c.prototype.isValid=function(){return 0<this._text.length};c.prototype.remove=function(){this._redlineElementId&&(this._viewer.markupManager.removeMarkupElement(this._redlineElementId),this._redlineElementId=null);null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),
+this._callbacks=null);a.prototype.remove.call(this)};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);if(null!==a){b=d.Point3.subtract(a,this._previousDragPlanePosition);var c=this.getPosition();c.add(b);this.setPosition(c);this._previousDragPlanePosition.assign(a)}return!0};
+c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),position:this._position.toJson(),size:this._size.toJson(),text:this._text}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e,a.text);e._uniqueId=a.uniqueId;e.setPosition(d.Point3.fromJson(a.position));e.setSize(d.Point2.fromJson(a.size));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.className="Communicator.Markup.Redline.RedlineText";
+c.defaultText="Type Here...";return c}(f.RedlineItem);f.RedlineText=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._pickConfig=new d.PickConfig(d.SelectionMask.Line);c._moveSelectionAction=new d.Util.CurrentAction(!0);c._lengthMarkup=null;c._edgeMarkup=null;c._measureManager=b;c._pickConfig.restrictLinesAndPointsToSelectedFaceInstances=!1;return c}__extends(e,a);e.prototype.onActivate=function(){null===this._edgeMarkup&&(this._edgeMarkup=new d.Markup.Measure.MeasureStraightEdgeLengthMarkup(this._viewer,null,new d.Matrix,1))};
+e.prototype._unregisterEdgeMarkup=function(){if(null!==this._edgeMarkup){var a=this._edgeMarkup._getId();""!==a&&(this._viewer.markupManager.unregisterMarkup(a),this._edgeMarkup._setId(""))}};e.prototype._registerEdgeMarkup=function(){null!==this._edgeMarkup&&(this._unregisterEdgeMarkup(),this._edgeMarkup._setId(this._viewer.markupManager.registerMarkup(this._edgeMarkup)))};e.prototype._resetEdgeMarkup=function(){null!==this._edgeMarkup&&(this._unregisterEdgeMarkup(),this._edgeMarkup.reset())};e.prototype._performMoveSelection=
+function(a,b){return __awaiter(this,void 0,void 0,function(){var c,d,e;return __generator(this,function(g){switch(g.label){case 0:return c=this._viewer.view,[4,c.pickFromPoint(a,this._pickConfig)];case 1:return d=g.sent(),(e=d.getLineEntity())&&0===d.overlayIndex()&&0!==(e.getLineBits()&4)?(b.setLineGeometry(e.getPoints()),this._registerEdgeMarkup()):this._resetEdgeMarkup(),[2]}})})};e.prototype._performUpSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h,m,p,q;return __generator(this,
+function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,this._pickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._lengthMarkup&&2===this._lengthMarkup._getStage())return this._lengthMarkup._nextStage(),this._measureManager.finalizeMeasurement(this._lengthMarkup),this._lengthMarkup=null,[2];if(this._lengthMarkup||!e.isLineSelection())return[2];f=e.getLineEntity();if(0===(f.getLineBits()&4))return[2];h=e.getNodeId();m=c.getNodeUnitMultiplier(h);
+return[4,c.getEdgeProperty(h,f.getLineId())];case 2:p=g.sent();this._viewer.trigger("measurementBegin");if(!p)return[2];p instanceof d.SubentityProperties.LineElement||p instanceof d.SubentityProperties.OtherEdgeElement?(q=c.getNodeNetMatrix(h),this._lengthMarkup=new d.Markup.Measure.MeasureStraightEdgeLengthMarkup(this._viewer,p,q,m),this._measureManager.addMeasurement(this._lengthMarkup),this._lengthMarkup.setLineGeometry(f.getPoints()),this._lengthMarkup._nextStage(),this._lengthMarkup.adjust(a)):
+p instanceof d.SubentityProperties.CircleElement&&(q=c.getNodeNetMatrix(h),this._lengthMarkup=new d.Markup.Measure.MeasureCircleEdgeLengthMarkup(this._viewer,p,q,m),this._measureManager.addMeasurement(this._lengthMarkup),this._lengthMarkup.setLineGeometry(f.getPoints()),this._lengthMarkup._nextStage(),this._lengthMarkup.adjust(a));2===this._lengthMarkup._getStage()&&this._viewer.trigger("measurementValueSet",this._lengthMarkup);return[2]}})})};e.prototype.onMouseMove=function(c){var b=this;a.prototype.onMouseMove.call(this,
+c);var d=this._edgeMarkup;if(null!==d){var e=c.getPosition();this.isDragging()&&null===this._primaryTouchId?this._resetEdgeMarkup():(null===this._lengthMarkup&&this._moveSelectionAction.set(function(){return b._performMoveSelection(e,d)}),this._viewer.markupManager.refreshMarkup(),null!==this._lengthMarkup&&0<this._lengthMarkup._getStage()&&this._lengthMarkup.adjust(e))}};e.prototype._onMouseUpImpl=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:if(!this.isActive())return[2];
+b=null!==this._primaryTouchId&&null!==this._lengthMarkup;if(!(3>this._dragCount||b))return[2];c=a.getPosition();return[4,this._performUpSelection(c)];case 1:return d.sent(),[2]}})})};e.prototype.onMouseUp=function(c){this._onMouseUpImpl(c);a.prototype.onMouseUp.call(this,c)};e.prototype.setDraggingEnabled=function(a){this._dragging=a};e.prototype.onKeyUp=function(a){};e.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&(null!==this._lengthMarkup?(this._measureManager.removeMeasurement(this._lengthMarkup),
+this._lengthMarkup=null):this._measureManager.removeLastMeasurement(),null!==this._edgeMarkup&&this._resetEdgeMarkup())};e.prototype.setHandled=function(){return null!==this._lengthMarkup};e.prototype.onDeactivate=function(){null!==this._lengthMarkup&&(this._measureManager.removeMeasurement(this._lengthMarkup),this._lengthMarkup=null);null!==this._edgeMarkup&&this._resetEdgeMarkup()};return e}(h.OperatorBase);h.MeasureEdgeLengthOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){function f(a){return a.getSelectionType()!==d.SelectionType.None?(a=a.getFaceEntity().getCadFaceBits(),0!==(a&2)&&0!==(a&1)):!1}var a=function(a){function c(b,c){b=a.call(this,b)||this;b._moveSelectionAction=new d.Util.CurrentAction(!0);b._currentHighlight=null;b._markup=null;b._useAuthoredNormals=!0;b._measureManager=c;return b}__extends(c,a);c.prototype._unsetCurrentHighlight=function(){null!==this._currentHighlight&&(this._viewer.model.unsetNodeFaceColor(this._currentHighlight.getNodeId(),this._currentHighlight.getFaceEntity().getCadFaceIndex()),
+this._currentHighlight=null)};c.prototype._performMoveSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(0!==e.overlayIndex()||!e.isFaceSelection())return[2];h=e.getNodeId();m=e.getFaceEntity();if(c.getNodeType(e.getNodeId())!==d.NodeType.BodyInstance||this._markup&&(p=this._markup.getFirstSelection(),
+h===p.getNodeId()&&(q=p.getFaceEntity().getCadFaceIndex(),r=m.getCadFaceIndex(),q===r)))return[2];null!==this._currentHighlight?e.equals(this._currentHighlight)?e.getSelectionType()===d.SelectionType.None&&this._unsetCurrentHighlight():(this._unsetCurrentHighlight(),f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()))):null===this._currentHighlight&&f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()));return[2]}})})};c.prototype._performUpSelection=
+function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._markup&&1<this._markup._getStage())return this._viewer.trigger("measurementBegin"),this._markup._nextStage(),this._markup._isFinalized()&&(this._measureManager.finalizeMeasurement(this._markup),this._markup=null),[2];if(!e.isFaceSelection()||
+c.getNodeType(e.getNodeId())!==d.NodeType.BodyInstance||this._markup&&!(1>=this._markup._getStage())||!f(e))return[2];h=e.getFaceEntity();return[4,c.getFaceProperty(e.getNodeId(),h.getCadFaceIndex())];case 2:m=g.sent();if(!(m instanceof d.SubentityProperties.PlaneElement))return[2];this._unsetCurrentHighlight();if(null!==this._markup)return[3,4];this._markup=new d.Markup.Measure.MeasureFaceFaceAngleMarkup(this._viewer);this._markup.setUseAuthoredNormals(this._useAuthoredNormals);return[4,this._markup.setFirstFace(e)];
+case 3:return g.sent(),this._measureManager.addMeasurement(this._markup),[3,6];case 4:return[4,this._markup.setSecondFace(e)];case 5:(p=g.sent())&&this._markup.adjust(a),g.label=6;case 6:return[2]}})})};c.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);b=b.getPosition();(!this._markup||1>=this._markup._getStage())&&this._performMoveSelection(b);this._viewer.markupManager.refreshMarkup();null!==this._markup&&0<this._markup._getStage()&&this._markup.adjust(b)};c.prototype._onMouseUpImpl=
+function(a){var b=this;if(this.isActive()){var c=null!==this._primaryTouchId&&null!==this._markup&&1<this._markup._getStage();if(3>this._dragCount||c){var d=a.getPosition();this._moveSelectionAction.set(function(){return b._performUpSelection(d)})}}};c.prototype.onMouseUp=function(b){this._onMouseUpImpl(b);a.prototype.onMouseUp.call(this,b)};c.prototype.setDraggingEnabled=function(a){this._dragging=a};c.prototype.onKeyUp=function(a){};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&
+(null!==this._markup?(this._markup.cleanup(),this._measureManager.removeMeasurement(this._markup),this._markup=null):this._measureManager.removeLastMeasurement())};c.prototype.setHandled=function(){return null!==this._markup&&1<this._markup._getStage()};c.prototype.onDeactivate=function(){this._unsetCurrentHighlight();null!==this._markup&&(this._measureManager.removeMeasurement(this._markup),this._markup.cleanup(),this._markup=null)};c.prototype.setUseAuthoredNormals=function(a){this._useAuthoredNormals=
+a};c.prototype.getUseAuthoredNormals=function(){return this._useAuthoredNormals};return c}(h.OperatorBase);h.MeasureFaceFaceAngleOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a){return a.getSelectionType()!==d.SelectionType.None?0!==(a.getFaceEntity().getCadFaceBits()&1):!1}var a=function(a){function c(b,c){b=a.call(this,b)||this;b._moveSelectionAction=new d.Util.CurrentAction(!0);b._currentHighlight=null;b._markup=null;b._measureManager=c;return b}__extends(c,a);c.prototype._unsetCurrentHighlight=function(){null!==this._currentHighlight&&(this._viewer.model.unsetNodeFaceColor(this._currentHighlight.getNodeId(),this._currentHighlight.getFaceEntity().getCadFaceIndex()),
+this._currentHighlight=null)};c.prototype._performMoveSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(0!==e.overlayIndex()||!e.isFaceSelection())return[2];h=e.getNodeId();m=e.getFaceEntity();if(c.getNodeType(h)!==d.NodeType.BodyInstance||this._markup&&(p=this._markup.getFirstSelection(),null!==p&&
+h===p.getNodeId()&&m.getCadFaceIndex()===p.getFaceEntity().getCadFaceIndex()))return[2];null!==this._currentHighlight?e.equals(this._currentHighlight)?e.getSelectionType()===d.SelectionType.None&&this._unsetCurrentHighlight():(this._unsetCurrentHighlight(),f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()))):f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()));return[2]}})})};c.prototype._performUpSelection=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._markup&&1<this._markup._getStage())return this._viewer.trigger("measurementBegin"),this._markup._nextStage(),this._markup._isFinalized()&&(this._measureManager.finalizeMeasurement(this._markup),this._markup=null),[2];if(!e.isFaceSelection())return[2];h=
+e.getNodeId();m=e.getFaceEntity();return f(e)&&c.getNodeType(h)===d.NodeType.BodyInstance&&(!this._markup||1>=this._markup._getStage())?[4,c.getFaceProperty(h,m.getCadFaceIndex())]:[2];case 2:p=g.sent();if(!p)return[2];q=c.getNodeNetMatrix(h);this._unsetCurrentHighlight();return p instanceof d.SubentityProperties.PlaneElement||p instanceof d.SubentityProperties.CylinderElement?[4,c.getNodesBounding([h])]:[3,6];case 3:r=g.sent();if(this._markup)return[3,4];this._markup=new d.Markup.Measure.MeasureFaceFaceDistanceMarkup(this._viewer);
+this._markup.setUnitMultiplier(c.getNodeUnitMultiplier(h));this._markup.setFirstFace(e,p,q,r);this._measureManager.addMeasurement(this._markup);return[3,6];case 4:return[4,this._markup.setSecondFace(a,e,p,q,r)];case 5:g.sent(),g.label=6;case 6:return[2]}})})};c.prototype.onMouseMove=function(b){var c=this;a.prototype.onMouseMove.call(this,b);var d=b.getPosition();(!this._markup||1>=this._markup._getStage())&&this._moveSelectionAction.set(function(){return c._performMoveSelection(d)});this._viewer.markupManager.refreshMarkup();
+null!==this._markup&&0<this._markup._getStage()&&this._markup.adjust(d)};c.prototype._onMouseUpImpl=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:if(!this.isActive())return[2];b=null!==this._primaryTouchId&&null!==this._markup&&1<this._markup._getStage();if(!(3>this._dragCount||b))return[2];c=a.getPosition();return[4,this._performUpSelection(c)];case 1:return d.sent(),[2]}})})};c.prototype.onMouseUp=function(b){this._onMouseUpImpl(b);
+a.prototype.onMouseUp.call(this,b)};c.prototype.setDraggingEnabled=function(a){this._dragging=a};c.prototype.onKeyUp=function(a){};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&(null!==this._markup?(this._markup.cleanup(),this._measureManager.removeMeasurement(this._markup),this._markup=null):this._measureManager.removeLastMeasurement())};c.prototype.setHandled=function(){return null!==this._markup&&1<this._markup._getStage()};c.prototype.onDeactivate=function(){a.prototype.onDeactivate.call(this);
+this._unsetCurrentHighlight();null!==this._markup&&(this._measureManager.removeMeasurement(this._markup),this._markup.cleanup(),this._markup=null)};return c}(h.OperatorBase);h.MeasureFaceFaceDistanceOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,c){var b=new d.Point4(c.x,c.y,c.z,1);c=new d.Point4(0,0,0,0);a.view.getFullCameraMatrix().transform4(b,c);b=1/c.w;c=new d.Point2(c.x*b,c.y*b);b=a.model.getClientDimensions();a=b[0];b=b[1];c.x=.5*a*(c.x+1);c.y=.5*b*(c.y+1);c.x=Math.max(0,Math.min(c.x,a));c.y=b-Math.max(0,Math.min(c.y,b));return c}var a=function(){return function(a,c,d){this.worldPosition=a;this.screenPosition=c;this.selectionItem=d}}(),e=function(a){function b(b){var c=a.call(this,b)||this;c._cursorSprite=
+new d.Markup.Shape.Circle;c._name="CursorMarkup";c._cursorSprite.setFillColor(b.measureManager.getMeasurementColor());c._markupId=b.markupManager.registerMarkup(c);return c}__extends(b,a);b.prototype.draw=function(){this._viewer.markupManager.getRenderer().drawCircle(this._cursorSprite)};b.prototype.enable=function(a){this._cursorSprite.setRadius(a?2.5:0)};b.prototype.isEnabled=function(){return 0<this._cursorSprite.getRadius()};b.prototype.setPosition=function(a){this._cursorSprite.setCenter(a)};
+b.prototype.destroy=function(){this._viewer.markupManager.unregisterMarkup(this._markupId)};return b}(d.Markup.Measure.MeasureMarkup),c=function(b){function c(a,c){var e=b.call(this,a)||this;e._updateCursorSpriteAction=new d.Util.CurrentAction(!0);e._measureMarkup=null;e._cursorMarkup=null;e._cameraInteractionActive=!1;e._viewer=a;e._measureManager=c;e._snappingConfig={enabled:!0,preferVertices:!0};e._viewer.setCallbacks({beginInteraction:function(){e._onBeginInteraction()},endInteraction:function(){e._onEndInteraction()}});
+return e}__extends(c,b);c.prototype._onBeginInteraction=function(){this._cameraInteractionActive=!0;this._activateCursorSprite(!1)};c.prototype._onEndInteraction=function(){this._cameraInteractionActive=!1};c.prototype._getStage=function(){return null===this._measureMarkup?0:this._measureMarkup._getStage()};c.prototype._draw=function(){var a=!1;2>this._getStage()&&null!==this._cursorMarkup&&(this._cursorMarkup.draw(),a=!0);null!==this._measureMarkup&&(this._measureMarkup.draw(),a=!0);a&&this._viewer.markupManager.refreshMarkup()};
+c.prototype._activateCursorSprite=function(a){null!==this._cursorMarkup&&this._cursorMarkup.enable(a)};c.prototype._createConfig=function(a){return new d.PickConfig(a?d.SelectionMask.All:d.SelectionMask.Face)};c.prototype._finalizeMeasurement=function(a,b){return __awaiter(this,void 0,void 0,function(){var c,d,e;return __generator(this,function(f){switch(f.label){case 0:c=this._measureMarkup;if(null===c)return console.assert(!1),[2];d=this._createConfig(b);return[4,this._viewer.view.pickFromPoint(a,
+d)];case 1:e=f.sent();if(e.overlayIndex())return[2];this._measureMarkup.finalize();this._measureManager.finalizeMeasurement(this._measureMarkup);this._measureMarkup=null;return[2]}})})};c.prototype._getLineSnapPoint=function(a,b){console.assert(2!==this._getStage());var c=this._snappingConfig.preferVertices?a.getBestVertex():null;if(null!==c)return c;c=a.getPosition();if(!b||0===this._getStage())return c;console.assert(null!==this._measureMarkup);b=a.getPoints();a:{for(a=0;a<b.length-1;a++)if(d.Util.isPointOnLineSegment(b[a],
+b[a+1],c,1E-10)){var e=a;break a}e=0}a=b[e];b=b[e+1];e=this._measureMarkup.getFirstPointPosition();a=d.Util.closestPointFromPointToSegment(a,b,e);b=f(this._viewer,a);e=f(this._viewer,c);b=d.Point2.subtract(b,e).squaredLength();e=this._viewer.selectionManager.getPickTolerance();return b<=e*e?a:c};c.prototype._getSelectionCursorPoints=function(b,c){return __awaiter(this,void 0,void 0,function(){var d,e,g,h,k,l,t,v;return __generator(this,function(m){switch(m.label){case 0:d=this._getStage();if(2<=d)return[2,
+null];e=this._createConfig(c);return[4,this._viewer.view.pickFromPoint(b,e)];case 1:g=m.sent();if(0!==g.overlayIndex())return[2,null];h=g.getPosition();k=b;this._snappingConfig.enabled&&(l=g.getLineEntity(),t=g.getPointEntity(),l||t)&&(v=null,null!==l?v=this._getLineSnapPoint(l,c):null!==t&&(v=t.getPosition()),null!==v&&(h=v,k=f(this._viewer,h)));return[2,new a(h,k,g)]}})})};c.prototype._updateMeasurementPoints=function(a,b){return __awaiter(this,void 0,void 0,function(){var c,e,f;return __generator(this,
+function(g){switch(g.label){case 0:return c=this._getStage(),console.assert(2>c),this._viewer.trigger("measurementBegin"),[4,this._getSelectionCursorPoints(a,b)];case 1:e=g.sent();if(null===e||null===e.worldPosition)return this._activateCursorSprite(!1),[2];this._activateCursorSprite(!0);null===this._measureMarkup&&(this._measureMarkup=new d.Markup.Measure.MeasurePointPointDistanceMarkup(this._viewer),this._measureManager.addMeasurement(this._measureMarkup));0===c?(this._measureMarkup.setFirstPointPosition(e.worldPosition),
+this._measureMarkup.setUnitMultiplier(e.selectionItem.isNodeSelection()?this._viewer.model.getNodeUnitMultiplier(e.selectionItem.getNodeId()):1)):1===c&&(f=this._measureMarkup.getFirstPointPosition(),e.worldPosition.equalsWithTolerance(f,1E-7)||(this._measureMarkup.setSecondPointPosition(e.worldPosition),this._measureMarkup.adjust(e.screenPosition)));return[2]}})})};c.prototype._updateCursorSpriteImpl=function(a,b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return null===
+this._cursorMarkup?[3,3]:b?[4,this._getSelectionCursorPoints(a,b)]:[3,2];case 1:return c=d.sent(),null!==c?(this._cursorMarkup.setPosition(c.screenPosition),this._activateCursorSprite(!0)):this._activateCursorSprite(!1),[3,3];case 2:this._cursorMarkup.setPosition(a),d.label=3;case 3:return this._draw(),[2]}})})};c.prototype._updateCursorSprite=function(a,b){var c=this;this._updateCursorSpriteAction.set(function(){return c._updateCursorSpriteImpl(a,b)})};c.prototype._useSnapping=function(a){return this._snappingConfig.enabled&&
+!a.altDown()};c.prototype.onMouseMove=function(a){b.prototype.onMouseMove.call(this,a);var c=this._getStage();2>c?this._cameraInteractionActive||(c=a.getPosition(),this._updateCursorSprite(c,this._useSnapping(a))):2===c&&(this._measureMarkup.adjust(a.getPosition()),a.setHandled(!0));this._draw()};c.prototype.onMouseUp=function(a){if(this.isActive()){var c=this._getStage(),d=null!==this._primaryTouchId&&null!==this._measureMarkup&&1<c;if(3>this._dragCount||d){d=this._useSnapping(a);var e=a.getPosition();
+1>=c?this._updateMeasurementPoints(e,d):this._finalizeMeasurement(e,d)}}b.prototype.onMouseUp.call(this,a)};c.prototype.onKeyUp=function(a){};c.prototype._clearMeasurement=function(){null!==this._measureMarkup?(this._measureManager.removeMeasurement(this._measureMarkup),this._measureMarkup=null):this._measureManager.removeLastMeasurement()};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&this._clearMeasurement()};c.prototype.setHandled=function(){return 1<this._getStage()};c.prototype.onActivate=
+function(){this._cursorMarkup=new e(this._viewer);this._viewer.sheetManager.isDrawingSheetActive()&&this._viewer.sheetManager.setBackgroundSelectionEnabled(!0)};c.prototype.onDeactivate=function(){null!==this._cursorMarkup&&(this._cursorMarkup.destroy(),this._cursorMarkup=null);null!==this._measureMarkup&&(this._measureManager.removeMeasurement(this._measureMarkup),this._measureMarkup=null);this._viewer.sheetManager.isDrawingSheetActive()&&this._viewer.sheetManager.setBackgroundSelectionEnabled(!1)};
+return c}(h.OperatorBase);h.MeasurePointPointDistanceOperator=c})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a){var c=f.call(this,a)||this;c._activeRedlineItem=null;c._newRedlineItem=null;c._viewer=a;return c}__extends(a,f);a.prototype.createRedlineItem=function(a){a;return null};a.prototype.updateRedlineItem=function(a){a};a.prototype.finalizeRedlineItem=function(a){a;return null};a.prototype.onMouseDown=function(a){f.prototype.onMouseDown.call(this,a);this.isActive()&&(a.getButton()!==d.Button.Left&&null===this._primaryTouchId||this._redlineOperatorStart(),a.setHandled(!0))};
+a.prototype.onMouseMove=function(a){f.prototype.onMouseMove.call(this,a);this.isActive()&&(this._redlineOperatorMove(),a.setHandled(!0))};a.prototype.onMouseUp=function(a){this.isActive()&&(a.getButton()!==d.Button.Left&&null===this._primaryTouchId||this._redlineOperatorEnd(),a.setHandled(!0));f.prototype.onMouseUp.call(this,a)};a.prototype.onMousewheel=function(a){a.setHandled(!0)};a.prototype.setDraggingEnabled=function(a){this._dragging=a};a.prototype.setHandled=function(){return!0};a.prototype._isRedlineItem=
+function(a){return Object.getPrototypeOf(a)instanceof d.Markup.Redline.RedlineItem};a.prototype.onKeyUp=function(a){a=a.getKeyCode();if(a===d.KeyCode.Backspace||a===d.KeyCode.Delete){a=this._viewer.markupManager;var c=a.getSelectedMarkup(),b=a.getActiveMarkupView();null!==c&&this._isRedlineItem(c)&&null!==b&&(b.removeMarkup(c),a.selectMarkup(null))}};a.prototype._removeRedlineTextIfInvalid=function(a){if(!a.isValid()){var c=this._viewer.markupManager.getActiveMarkupView();null!==c&&(c.removeMarkup(a),
+this._viewer.trigger("redlineDeleted",a));a.remove()}};a.prototype._redlineOperatorStart=function(){var a=this._viewer.markupManager,c=a.pickMarkupItem(this._ptFirst),b=a.getSelectedMarkup();c?(this._activeRedlineItem=c,this._dragging&&this._activeRedlineItem.onDragStart(this._ptFirst)&&a.refreshMarkup()):(a.selectMarkup(null),this._markupIsTextArea(b)?this._removeRedlineTextIfInvalid(b):this._newRedlineItem=this.createRedlineItem(this._ptFirst))};a.prototype._redlineOperatorMove=function(){this._activeRedlineItem?
+this._dragging&&this._activeRedlineItem.onDragMove(this._ptCurrent)&&this._viewer.markupManager.refreshMarkup():this.updateRedlineItem(this._ptCurrent)};a.prototype._redlineOperatorEnd=function(){var a=this._viewer.markupManager;this._activeRedlineItem?this._ptFirst.equals(this._ptCurrent)?a.selectMarkup(this._activeRedlineItem):(this._viewer.trigger("redlineUpdated",this._activeRedlineItem),this._dragging&&this._activeRedlineItem.onDragEnd(this._ptCurrent)&&a.refreshMarkup()):this._newRedlineItem&&
+(a=this.finalizeRedlineItem(this._ptCurrent))&&this._attachNewMarkupToView(a);this._newRedlineItem=this._activeRedlineItem=null};a.prototype._attachNewMarkupToView=function(a){return __awaiter(this,void 0,void 0,function(){var c,b,e,f,h,n,m,p,q;return __generator(this,function(g){switch(g.label){case 0:c=this._viewer;b=c.model;e=c.markupManager;f=e.getActiveMarkupView();h=!1;if(null!==f)return[3,3];n=b.getAbsoluteRootNode();return[4,b.getVisibilityState(n)];case 1:return m=g.sent(),[4,b.getNodeColorMap(b.getAbsoluteRootNode(),
+d.ElementType.Faces)];case 2:p=g.sent(),q=e.createMarkupView(void 0,!1,m,p,null),f=e.getMarkupView(q),h=!0,g.label=3;case 3:return null!==f&&(f.addMarkupItem(a),e.selectMarkup(a)),h&&null!==f&&this._viewer.trigger("viewCreated",f),this._viewer.trigger("redlineCreated",a),[2]}})})};a.prototype._markupIsTextArea=function(a){return a?a.getClassName()===d.Markup.Redline.RedlineText.className:!1};return a}(d.Operator.OperatorBase);d.RedlineOperator=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineCircle=null;c._previewHandle=null;c._centerSet=!1;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;this._redlineCircle=new d.Markup.Redline.RedlineCircle(this._viewer);this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlineCircle);a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(this._centerSet=!0,this._redlineCircle.setCenter(a),this._redlineCircle.setRadiusPoint(a));
+return this._redlineCircle};e.prototype.updateRedlineItem=function(a){var b=this._viewer.view;this._redlineCircle&&(a=b.getCamera().getCameraPlaneIntersectionPoint(a,b),null!==a&&(this._centerSet||(this._centerSet=!0,this._redlineCircle.setCenter(a)),this._redlineCircle.setRadiusPoint(a),this._viewer.markupManager.refreshMarkup()))};e.prototype.finalizeRedlineItem=function(a){a=this._viewer.markupManager;var b=null;this._redlineCircle&&(this._redlineCircle.isValid()&&(b=this._redlineCircle),this._redlineCircle=
+null,null!==this._previewHandle&&(a.unregisterMarkup(this._previewHandle),this._previewHandle=null),a.refreshMarkup());return b};return e}(d.RedlineOperator);h.RedlineCircleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlinePolyline=null;c._previewHandle=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;this._redlinePolyline=new d.Markup.Redline.RedlinePolyline(this._viewer);this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlinePolyline);a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._redlinePolyline.addPoint(a);return this._redlinePolyline};
+e.prototype.updateRedlineItem=function(a){if(this._redlinePolyline){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(this._redlinePolyline.addPoint(a),this._viewer.markupManager.refreshMarkup())}};e.prototype.finalizeRedlineItem=function(a){a=this._viewer.markupManager;var b=null;this._redlinePolyline&&(this._redlinePolyline.isValid()&&(b=this._redlinePolyline),this._redlinePolyline=null,null!==this._previewHandle&&(a.unregisterMarkup(this._previewHandle),this._previewHandle=
+null),a.refreshMarkup());return b};return e}(d.RedlineOperator);h.RedlinePolylineOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineRectangle=null;c._previewHandle=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);this._redlineRectangle=new d.Markup.Redline.RedlineRectangle(this._viewer);null!==a&&(this._redlineRectangle.setPoint1(a),this._redlineRectangle.setPoint2(a));this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlineRectangle);
+return this._redlineRectangle};e.prototype.updateRedlineItem=function(a){if(this._redlineRectangle){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._redlineRectangle.setPoint2(a);this._viewer.markupManager.refreshMarkup()}};e.prototype.finalizeRedlineItem=function(a){a=null;if(this._redlineRectangle&&this._previewHandle){var b=this._viewer.markupManager;this._redlineRectangle.isValid()&&(a=this._redlineRectangle);b.unregisterMarkup(this._previewHandle);
+this._redlineRectangle=this._previewHandle=null;b.refreshMarkup()}return a};return e}(d.RedlineOperator);h.RedlineRectangleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineText=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){return this._redlineText=new d.Markup.Redline.RedlineText(this._viewer)};e.prototype.finalizeRedlineItem=function(a){if(null===this._redlineText)return null;var b=this._viewer.view,c=this._redlineText;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&c.setPosition(a);this._redlineText=null;return c};return e}(d.RedlineOperator);
+h.RedlineTextOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+
+/*! promise-polyfill 2.1.0 */
+!function(a){function b(a,b){return function(){a.apply(b,arguments)}}function c(a){if("object"!=typeof this)throw new TypeError("Promises must be constructed via new");if("function"!=typeof a)throw new TypeError("not a function");this._state=null,this._value=null,this._deferreds=[],i(a,b(e,this),b(f,this))}function d(a){var b=this;return null===this._state?void this._deferreds.push(a):void j(function(){var c=b._state?a.onFulfilled:a.onRejected;if(null===c)return void(b._state?a.resolve:a.reject)(b._value);var d;try{d=c(b._value)}catch(e){return void a.reject(e)}a.resolve(d)})}function e(a){try{if(a===this)throw new TypeError("A promise cannot be resolved with itself.");if(a&&("object"==typeof a||"function"==typeof a)){var c=a.then;if("function"==typeof c)return void i(b(c,a),b(e,this),b(f,this))}this._state=!0,this._value=a,g.call(this)}catch(d){f.call(this,d)}}function f(a){this._state=!1,this._value=a,g.call(this)}function g(){for(var a=0,b=this._deferreds.length;b>a;a++)d.call(this,this._deferreds[a]);this._deferreds=null}function h(a,b,c,d){this.onFulfilled="function"==typeof a?a:null,this.onRejected="function"==typeof b?b:null,this.resolve=c,this.reject=d}function i(a,b,c){var d=!1;try{a(function(a){d||(d=!0,b(a))},function(a){d||(d=!0,c(a))})}catch(e){if(d)return;d=!0,c(e)}}var j="function"==typeof setImmediate&&setImmediate||function(a){setTimeout(a,1)},k=Array.isArray||function(a){return"[object Array]"===Object.prototype.toString.call(a)};c.prototype["catch"]=function(a){return this.then(null,a)},c.prototype.then=function(a,b){var e=this;return new c(function(c,f){d.call(e,new h(a,b,c,f))})},c.all=function(){var a=Array.prototype.slice.call(1===arguments.length&&k(arguments[0])?arguments[0]:arguments);return new c(function(b,c){function d(f,g){try{if(g&&("object"==typeof g||"function"==typeof g)){var h=g.then;if("function"==typeof h)return void h.call(g,function(a){d(f,a)},c)}a[f]=g,0===--e&&b(a)}catch(i){c(i)}}if(0===a.length)return b([]);for(var e=a.length,f=0;f<a.length;f++)d(f,a[f])})},c.resolve=function(a){return a&&"object"==typeof a&&a.constructor===c?a:new c(function(b){b(a)})},c.reject=function(a){return new c(function(b,c){c(a)})},c.race=function(a){return new c(function(b,c){for(var d=0,e=a.length;e>d;d++)a[d].then(b,c)})},c._setImmediateFn=function(a){j=a},"undefined"!=typeof module&&module.exports?module.exports=c:a.Promise||(a.Promise=c)}(this);
+
+/*!
+ * Bowser - a browser detector
+ * https://github.com/ded/bowser
+ * MIT License | (c) Dustin Diaz 2015
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+"longjmp"!==y)throw y;e.setThrew(1,0)}},invoke_viiiidi:function(a,b,c,d,f,g,h){try{e.dynCall_viiiidi(a,b,c,d,f,g,h)}catch(l){if("number"!==typeof l&&"longjmp"!==l)throw l;e.setThrew(1,0)}},invoke_viiiidii:function(a,b,c,d,f,g,h,l){try{e.dynCall_viiiidii(a,b,c,d,f,g,h,l)}catch(m){if("number"!==typeof m&&"longjmp"!==m)throw m;e.setThrew(1,0)}},invoke_viiiidiiii:function(a,b,c,d,f,g,h,l,m,n){try{e.dynCall_viiiidiiii(a,b,c,d,f,g,h,l,m,n)}catch(p){if("number"!==typeof p&&"longjmp"!==p)throw p;e.setThrew(1,
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+typeof n&&"longjmp"!==n)throw n;e.setThrew(1,0)}},invoke_viiiiiiddd:function(a,b,c,d,f,g,h,l,m,n){try{e.dynCall_viiiiiiddd(a,b,c,d,f,g,h,l,m,n)}catch(p){if("number"!==typeof p&&"longjmp"!==p)throw p;e.setThrew(1,0)}},invoke_viiiiiidiii:function(a,b,c,d,f,g,h,l,m,n,p){try{e.dynCall_viiiiiidiii(a,b,c,d,f,g,h,l,m,n,p)}catch(t){if("number"!==typeof t&&"longjmp"!==t)throw t;e.setThrew(1,0)}},invoke_viiiiiii:function(a,b,c,d,f,g,h,l){try{e.dynCall_viiiiiii(a,b,c,d,f,g,h,l)}catch(m){if("number"!==typeof m&&
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+_glGetActiveAttrib:function(a,b,c,d,f,g,h){a=mg[a];if(a=GLctx.getActiveAttrib(a,b))0<c&&h?(c=Oa(a.name,u,h,c),d&&(v[d>>2]=c)):d&&(v[d>>2]=0),f&&(v[f>>2]=a.size),g&&(v[g>>2]=a.type)},_glGetActiveUniform:function(a,b,c,d,f,g,h){a=mg[a];if(a=GLctx.getActiveUniform(a,b))0<c&&h?(c=Oa(a.name,u,h,c),d&&(v[d>>2]=c)):d&&(v[d>>2]=0),f&&(v[f>>2]=a.size),g&&(v[g>>2]=a.type)},_glGetAttribLocation:function(a,b){a=mg[a];b=G(b);return GLctx.getAttribLocation(a,b)},_glGetBooleanv:function(a,b){Lg(a,b,"Boolean")},
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+GLctx.ACTIVE_UNIFORMS),f=0;f<d;++f){var g=GLctx.getActiveUniform(b,f),h=g.name;a.$a=Math.max(a.$a,h.length+1);-1!==h.indexOf("]",h.length-1)&&(h=h.slice(0,h.lastIndexOf("[")));var l=GLctx.getUniformLocation(b,h);if(null!=l){var m=xg(W);c[h]=[g.size,m];W[m]=l;for(var n=1;n<g.size;++n)l=GLctx.getUniformLocation(b,h+"["+n+"]"),m=xg(W),W[m]=l}}},_glPixelStorei:function(a,b){3333==a||3317==a&&(wg=b);GLctx.pixelStorei(a,b)},_glPolygonOffset:function(a,b){GLctx.polygonOffset(a,b)},_glReadPixels:function(a,
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+count_emval_handles:We,craftEmvalAllocator:lf,craftInvokerFunction:Re,createNamedFunction:Hd,downcastPointer:xe,embind__requireFunction:Ke,embind_init_charCodes:Pd,emscriptenWebGLComputeImageSize:Mg,emscriptenWebGLGet:Lg,emscriptenWebGLGetHeapForType:Og,emscriptenWebGLGetShiftForType:Pg,emscriptenWebGLGetTexPixelData:Ng,emval_get_global:jf,ensureOverloadTable:le,enumReadValueFromPointer:Ze,exposePublicSymbol:me,extendError:Id,floatReadValueFromPointer:af,flushPendingDeletes:he,genericPointerToWireType:re,
+getBasestPointer:De,getInheritedInstance:Ee,getInheritedInstanceCount:ye,getLiveInheritedInstances:Ae,getShiftFromSize:Od,getStringOrSymbol:gf,getTypeName:Me,get_first_emval:Xe,heap32VectorToArray:Se,init_ClassHandle:je,init_RegisteredPointer:He,init_embind:Ce,init_emval:Ye,integerReadValueFromPointer:bf,makeClassHandle:Fe,makeLegalFunctionName:Gd,new_:Qe,nonConstNoSmartPtrRawPointerToWireType:te,readLatin1String:U,registerType:Md,replacePublicSymbol:Je,requireHandle:cf,requireRegisteredType:$e,runDestructor:ce,
+runDestructors:Bd,setDelayFunction:Be,shallowCopyInternalPointer:$d,simpleReadValueFromPointer:Cd,throwBindingError:V,throwInstanceAlreadyDeleted:ae,throwInternalError:Kd,throwUnboundTypeError:Pe,upcastPointer:oe,whenDependentTypesAreResolved:Ld,DYNAMICTOP_PTR:za,tempDoublePtr:$b,ABORT:Ha,STACKTOP:bb,STACK_MAX:cb,cttz_i8:dc};// EMSCRIPTEN_START_ASM
+
+var Y=(/** @suppress {uselessCode} */ function(global,env,buffer) {
+"almost asm";var a=global.Int8Array;var b=new a(buffer);var c=global.Int16Array;var d=new c(buffer);var e=global.Int32Array;var f=new e(buffer);var g=global.Uint8Array;var h=new g(buffer);var i=global.Uint16Array;var j=new i(buffer);var k=global.Uint32Array;var l=new k(buffer);var m=global.Float32Array;var n=new m(buffer);var o=global.Float64Array;var p=new o(buffer);var q=global.byteLength;var r=env.DYNAMICTOP_PTR|0;var s=env.tempDoublePtr|0;var t=env.ABORT|0;var u=env.STACKTOP|0;var v=env.STACK_MAX|0;var w=env.cttz_i8|0;var x=0;var y=0;var z=0;var A=0;var B=global.NaN,C=global.Infinity;var D=0,E=0,F=0,G=0,H=0.0;var I=0;var J=global.Math.floor;var K=global.Math.abs;var L=global.Math.sqrt;var M=global.Math.pow;var N=global.Math.cos;var O=global.Math.sin;var P=global.Math.tan;var Q=global.Math.acos;var R=global.Math.asin;var S=global.Math.atan;var T=global.Math.atan2;var U=global.Math.exp;var V=global.Math.log;var W=global.Math.ceil;var X=global.Math.imul;var Y=global.Math.min;var Z=global.Math.max;var _=global.Math.clz32;var $=env.abort;var aa=env.assert;var ba=env.enlargeMemory;var ca=env.getTotalMemory;var da=env.abortOnCannotGrowMemory;var ea=env.invoke_di;var fa=env.invoke_dii;var ga=env.invoke_i;var ha=env.invoke_ii;var ia=env.invoke_iid;var ja=env.invoke_iii;var ka=env.invoke_iiii;var la=env.invoke_iiiii;var ma=env.invoke_iiiiid;var na=env.invoke_iiiiii;var oa=env.invoke_iiiiiid;var pa=env.invoke_iiiiiidi;var qa=env.invoke_iiiiiii;var ra=env.invoke_iiiiiiii;var sa=env.invoke_iiiiiiiii;var ta=env.invoke_iiiiiiiiiiiiiiid;var ua=env.invoke_iiiiiiiiiiiiiiiid;var va=env.invoke_v;var wa=env.invoke_vd;var xa=env.invoke_vdd;var ya=env.invoke_vddi;var za=env.invoke_vdi;var Aa=env.invoke_vi;var Ba=env.invoke_vid;var Ca=env.invoke_vidd;var Da=env.invoke_viddd;var Ea=env.invoke_vidddiii;var Fa=env.invoke_viddi;var Ga=env.invoke_vidi;var Ha=env.invoke_vidiii;var Ia=env.invoke_vii;var Ja=env.invoke_viid;var Ka=env.invoke_viidd;var La=env.invoke_viiddd;var Ma=env.invoke_viiddi;var Na=env.invoke_viidi;var Oa=env.invoke_viididididi;var Pa=env.invoke_viidii;var Qa=env.invoke_viidiii;var Ra=env.invoke_viii;var Sa=env.invoke_viiid;var Ta=env.invoke_viiidd;var Ua=env.invoke_viiiddddi;var Va=env.invoke_viiiddi;var Wa=env.invoke_viiidi;var Xa=env.invoke_viiididididi;var Ya=env.invoke_viiidii;var Za=env.invoke_viiii;var _a=env.invoke_viiiid;var $a=env.invoke_viiiidddiiii;var ab=env.invoke_viiiidi;var bb=env.invoke_viiiidii;var cb=env.invoke_viiiidiiii;var db=env.invoke_viiiii;var eb=env.invoke_viiiiidd;var fb=env.invoke_viiiiiddd;var gb=env.invoke_viiiiiddi;var hb=env.invoke_viiiiidi;var ib=env.invoke_viiiiidii;var jb=env.invoke_viiiiidiii;var kb=env.invoke_viiiiidiiii;var lb=env.invoke_viiiiii;var mb=env.invoke_viiiiiidd;var nb=env.invoke_viiiiiiddd;var ob=env.invoke_viiiiiidiii;var pb=env.invoke_viiiiiii;var qb=env.invoke_viiiiiiii;var rb=env.invoke_viiiiiiiii;var sb=env.invoke_viiiiiiiiii;var tb=env.invoke_viiiiiiiiiii;var ub=env.invoke_viiiiiiiiiiii;var vb=env.invoke_viiiiiiiiiiiii;var wb=env.invoke_viiiiiiiiiiiiidddddi;var xb=env.invoke_viiiiiiiiiiiiii;var yb=env.invoke_viiiiiiiiiiiiiii;var zb=env.invoke_viiiiiiiiiiiiiiii;var Ab=env.invoke_viiiiiiiiiiiiiiiii;var Bb=env.ClassHandle;var Cb=env.ClassHandle_clone;var Db=env.ClassHandle_delete;var Eb=env.ClassHandle_deleteLater;var Fb=env.ClassHandle_isAliasOf;var Gb=env.ClassHandle_isDeleted;var Hb=env.RegisteredClass;var Ib=env.RegisteredPointer;var Jb=env.RegisteredPointer_deleteObject;var Kb=env.RegisteredPointer_destructor;var Lb=env.RegisteredPointer_fromWireType;var Mb=env.RegisteredPointer_getPointee;var Nb=env._TC_MeshBuffer_allocate;var Ob=env._TC_MeshBuffer_allocateAndFill;var Pb=env._TC_MeshBuffer_clear;var Qb=env._TC_MeshBuffer_create;var Rb=env._TC_MeshBuffer_delete;var Sb=env._TC_MeshBuffer_getIndexData;var Tb=env._TC_MeshBuffer_getVertexData;var Ub=env._TC_MeshBuffer_indexSize;var Vb=env._TC_MeshBuffer_setGlIndexData;var Wb=env._TC_MeshBuffer_setGlIndexSubData;var Xb=env._TC_MeshBuffer_setGlVertexData;var Yb=env._TC_MeshBuffer_setGlVertexSubData;var Zb=env._TC_MeshBuffer_setVertexSubData;var _b=env._TC_MeshBuffer_vertexSize;var $b=env._TC_announceModelHook;var ac=env._TC_callAfter;var bc=env._TC_callAfterCleanup;var cc=env._TC_cappingIdleHook;var dc=env._TC_dataAccessAttachedHook;var ec=env._TC_firstInstanceHook;var fc=env._TC_genericHook;var gc=env._TC_genericJsonHook;var hc=env._TC_inclusionHook;var ic=env._TC_metaDataHook;var jc=env._TC_missingModelHook;var kc=env._TC_networkReceiveHook;var lc=env._TC_postDrawHook;var mc=env._TC_priorityMetaDataHook;var nc=env._TC_remapInclusionHook;var oc=env._TC_remapModelHook;var pc=env._TC_sendRpc;var qc=env._TC_sessionStartedHook;var rc=env._TC_setReady;var sc=env.__ZSt18uncaught_exceptionv;var tc=env.___assert_fail;var uc=env.___buildEnvironment;var vc=env.___cxa_pure_virtual;var wc=env.___lock;var xc=env.___map_file;var yc=env.___setErrNo;var zc=env.___syscall140;var Ac=env.___syscall145;var Bc=env.___syscall146;var Cc=env.___syscall221;var Dc=env.___syscall5;var Ec=env.___syscall54;var Fc=env.___syscall6;var Gc=env.___syscall91;var Hc=env.___unlock;var Ic=env.__addDays;var Jc=env.__arraySum;var Kc=env.__embind_finalize_value_array;var Lc=env.__embind_finalize_value_object;var Mc=env.__embind_register_bool;var Nc=env.__embind_register_class;var Oc=env.__embind_register_class_class_function;var Pc=env.__embind_register_emval;var Qc=env.__embind_register_enum;var Rc=env.__embind_register_enum_value;var Sc=env.__embind_register_float;var Tc=env.__embind_register_integer;var Uc=env.__embind_register_memory_view;var Vc=env.__embind_register_std_string;var Wc=env.__embind_register_std_wstring;var Xc=env.__embind_register_value_array;var Yc=env.__embind_register_value_array_element;var Zc=env.__embind_register_value_object;var _c=env.__embind_register_value_object_field;var $c=env.__embind_register_void;var ad=env.__emval_addMethodCaller;var bd=env.__emval_allocateDestructors;var cd=env.__emval_as;var dd=env.__emval_call;var ed=env.__emval_call_method;var fd=env.__emval_decref;var gd=env.__emval_get_global;var hd=env.__emval_get_method_caller;var id=env.__emval_get_module_property;var jd=env.__emval_get_property;var kd=env.__emval_incref;var ld=env.__emval_lookupTypes;var md=env.__emval_new;var nd=env.__emval_new_array;var od=env.__emval_new_cstring;var pd=env.__emval_new_object;var qd=env.__emval_register;var rd=env.__emval_run_destructors;var sd=env.__emval_set_property;var td=env.__emval_take_value;var ud=env.__isLeapYear;var vd=env._abort;var wd=env._clock_gettime;var xd=env._embind_repr;var yd=env._emscripten_asm_const_i;var zd=env._emscripten_asm_const_iii;var Ad=env._emscripten_get_canvas_size;var Bd=env._emscripten_get_now;var Cd=env._emscripten_get_now_is_monotonic;var Dd=env._emscripten_memcpy_big;var Ed=env._emscripten_set_main_loop;var Fd=env._emscripten_set_main_loop_timing;var Gd=env._emscripten_webgl_create_context;var Hd=env._emscripten_webgl_destroy_context;var Id=env._emscripten_webgl_init_context_attributes;var Jd=env._emscripten_webgl_make_context_current;var Kd=env._getenv;var Ld=env._glActiveTexture;var Md=env._glAttachShader;var Nd=env._glBindBuffer;var Od=env._glBindFramebuffer;var Pd=env._glBindRenderbuffer;var Qd=env._glBindTexture;var Rd=env._glBlendFunc;var Sd=env._glBlendFuncSeparate;var Td=env._glBufferData;var Ud=env._glBufferSubData;var Vd=env._glClear;var Wd=env._glClearColor;var Xd=env._glClearStencil;var Yd=env._glColorMask;var Zd=env._glCompileShader;var _d=env._glCreateProgram;var $d=env._glCreateShader;var ae=env._glDeleteBuffers;var be=env._glDeleteFramebuffers;var ce=env._glDeleteProgram;var de=env._glDeleteRenderbuffers;var ee=env._glDeleteShader;var fe=env._glDeleteTextures;var ge=env._glDepthFunc;var he=env._glDepthMask;var ie=env._glDepthRangef;var je=env._glDisable;var ke=env._glDisableVertexAttribArray;var le=env._glDrawArrays;var me=env._glDrawArraysInstanced;var ne=env._glDrawBuffers;var oe=env._glDrawElements;var pe=env._glDrawElementsInstanced;var qe=env._glEnable;var re=env._glEnableVertexAttribArray;var se=env._glFinish;var te=env._glFramebufferRenderbuffer;var ue=env._glFramebufferTexture2D;var ve=env._glFrontFace;var we=env._glGenBuffers;var xe=env._glGenFramebuffers;var ye=env._glGenRenderbuffers;var ze=env._glGenTextures;var Ae=env._glGenerateMipmap;var Be=env._glGetActiveAttrib;var Ce=env._glGetActiveUniform;var De=env._glGetAttribLocation;var Ee=env._glGetBooleanv;var Fe=env._glGetError;var Ge=env._glGetFloatv;var He=env._glGetIntegerv;var Ie=env._glGetProgramiv;var Je=env._glGetShaderPrecisionFormat;var Ke=env._glGetString;var Le=env._glGetUniformLocation;var Me=env._glIsEnabled;var Ne=env._glLinkProgram;var Oe=env._glPixelStorei;var Pe=env._glPolygonOffset;var Qe=env._glReadPixels;var Re=env._glRenderbufferStorage;var Se=env._glScissor;var Te=env._glShaderSource;var Ue=env._glStencilFunc;var Ve=env._glStencilFuncSeparate;var We=env._glStencilMask;var Xe=env._glStencilMaskSeparate;var Ye=env._glStencilOp;var Ze=env._glStencilOpSeparate;var _e=env._glTexImage2D;var $e=env._glTexParameterf;var af=env._glTexParameteri;var bf=env._glUniform1f;var cf=env._glUniform1fv;var df=env._glUniform1i;var ef=env._glUniform2f;var ff=env._glUniform2fv;var gf=env._glUniform2i;var hf=env._glUniform3f;var jf=env._glUniform3fv;var kf=env._glUniform4f;var lf=env._glUniform4fv;var mf=env._glUniformMatrix3fv;var nf=env._glUniformMatrix4fv;var of=env._glUseProgram;var pf=env._glVertexAttrib1f;var qf=env._glVertexAttrib4f;var rf=env._glVertexAttribDivisor;var sf=env._glVertexAttribPointer;var tf=env._glViewport;var uf=env._glppAsyncUploadImage;var vf=env._llvm_ceil_f64;var wf=env._llvm_fabs_f32;var xf=env._llvm_fabs_f64;var yf=env._llvm_trap;var zf=env._nanosleep;var Af=env._networkClose;var Bf=env._networkCloseBeforeUnload;var Cf=env._networkConnect;var Df=env._networkSendData;var Ef=env._pthread_cond_wait;var Ff=env._pthread_mutex_destroy;var Gf=env._strftime;var Hf=env._strftime_l;var If=env._usleep;var Jf=env.constNoSmartPtrRawPointerToWireType;var Kf=env.count_emval_handles;var Lf=env.craftEmvalAllocator;var Mf=env.craftInvokerFunction;var Nf=env.createNamedFunction;var Of=env.downcastPointer;var Pf=env.embind__requireFunction;var Qf=env.embind_init_charCodes;var Rf=env.emscriptenWebGLComputeImageSize;var Sf=env.emscriptenWebGLGet;var Tf=env.emscriptenWebGLGetHeapForType;var Uf=env.emscriptenWebGLGetShiftForType;var Vf=env.emscriptenWebGLGetTexPixelData;var Wf=env.emval_get_global;var Xf=env.ensureOverloadTable;var Yf=env.enumReadValueFromPointer;var Zf=env.exposePublicSymbol;var _f=env.extendError;var $f=env.floatReadValueFromPointer;var ag=env.flushPendingDeletes;var bg=env.genericPointerToWireType;var cg=env.getBasestPointer;var dg=env.getInheritedInstance;var eg=env.getInheritedInstanceCount;var fg=env.getLiveInheritedInstances;var gg=env.getShiftFromSize;var hg=env.getStringOrSymbol;var ig=env.getTypeName;var jg=env.get_first_emval;var kg=env.heap32VectorToArray;var lg=env.init_ClassHandle;var mg=env.init_RegisteredPointer;var ng=env.init_embind;var og=env.init_emval;var pg=env.integerReadValueFromPointer;var qg=env.makeClassHandle;var rg=env.makeLegalFunctionName;var sg=env.new_;var tg=env.nonConstNoSmartPtrRawPointerToWireType;var ug=env.readLatin1String;var vg=env.registerType;var wg=env.replacePublicSymbol;var xg=env.requireHandle;var yg=env.requireRegisteredType;var zg=env.runDestructor;var Ag=env.runDestructors;var Bg=env.setDelayFunction;var Cg=env.shallowCopyInternalPointer;var Dg=env.simpleReadValueFromPointer;var Eg=env.throwBindingError;var Fg=env.throwInstanceAlreadyDeleted;var Gg=env.throwInternalError;var Hg=env.throwUnboundTypeError;var Ig=env.upcastPointer;var Jg=env.whenDependentTypesAreResolved;var Kg=0.0;function Lg(newBuffer){if(q(newBuffer)&16777215||q(newBuffer)<=16777215||q(newBuffer)>2147483648)return false;b=new a(newBuffer);d=new c(newBuffer);f=new e(newBuffer);h=new g(newBuffer);j=new i(newBuffer);l=new k(newBuffer);n=new m(newBuffer);p=new o(newBuffer);buffer=newBuffer;return true}
+// EMSCRIPTEN_START_FUNCS
+function uN(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function vN(a){a=a|0;return a+4|0}function wN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21768;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function xN(a){a=a|0;yf()}function yN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zN(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function zN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;IG(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);IG(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);IG(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function AN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262859;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262859)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262859)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BN(a){a=a|0;sOb(a);return}function CN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21792;f[b+4>>2]=f[a+4>>2];return b|0}function DN(a,b){a=a|0;b=b|0;f[b>>2]=21792;f[b+4>>2]=f[a+4>>2];return}function EN(a){a=a|0;return}function FN(a){a=a|0;sOb(a);return}function GN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==87392?a+4|0:0)|0}function IN(a){a=a|0;return 4088}function JN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KN(a){a=a|0;sOb(a);return}function LN(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function MN(a){a=a|0;return a+4|0}function NN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function ON(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262860;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262860)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262860)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;d=i;e=a+4|0;b=f[e>>2]|0;g=f[a>>2]|0;h=g+4|0;if((b|0)!=((f[h>>2]|0)-(f[g>>2]|0)>>2|0)){h=b;g=f[g>>2]|0;h=g+(h<<2)|0;h=f[h>>2]|0;u=i;return h|0}b=pOb(288)|0;dQb(b|0,0,288)|0;n[b+64>>2]=1.0;c=b+68|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+84>>2]=1.0;c=b+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+104>>2]=1.0;c=b+108|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+124>>2]=1.0;c=b+128|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[b>>2]=21904;f[b+148>>2]=0;f[b+152>>2]=0;f[b+156>>2]=0;f[b+144>>2]=18364;f[b+160>>2]=18020;f[b+172>>2]=0;f[b+176>>2]=0;f[b+180>>2]=0;f[b+168>>2]=21952;f[b+184>>2]=22e3;f[b+196>>2]=0;f[b+200>>2]=0;f[b+204>>2]=0;f[b+192>>2]=22024;f[b+208>>2]=22072;f[b+228>>2]=0;f[b+232>>2]=0;f[b+236>>2]=0;f[b+224>>2]=22024;f[b+240>>2]=22072;f[b+260>>2]=0;f[b+264>>2]=0;f[b+268>>2]=0;f[b+256>>2]=22024;f[b+272>>2]=22072;f[d>>2]=b;c=f[h>>2]|0;if(c>>>0<(f[g+8>>2]|0)>>>0){f[c>>2]=b;f[h>>2]=c+4}else YN(g,d);g=f[a>>2]|0;h=f[e>>2]|0;g=f[g>>2]|0;h=g+(h<<2)|0;h=f[h>>2]|0;u=i;return h|0}function QN(a){a=a|0;sOb(a);return}function RN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21860;f[b+4>>2]=f[a+4>>2];return b|0}function SN(a,b){a=a|0;b=b|0;f[b>>2]=21860;f[b+4>>2]=f[a+4>>2];return}function TN(a){a=a|0;return}function UN(a){a=a|0;sOb(a);return}function VN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==87835?a+4|0:0)|0}function XN(a){a=a|0;return 4160}function YN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21904;f[a+256>>2]=22048;b=f[a+260>>2]|0;if(b|0){c=a+264|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+224>>2]=22048;b=f[a+228>>2]|0;if(b|0){c=a+232|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+192>>2]=22048;b=f[a+196>>2]|0;if(b|0){c=a+200|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+168>>2]=21976;d=f[a+172>>2]|0;if(d|0){b=a+176|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-2-d|0)>>>1)<<1);sOb(d)}f[a+144>>2]=18388;b=f[a+148>>2]|0;if(!b){f[a>>2]=21928;a=a+4|0;dO(a);return}c=a+152|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);f[a>>2]=21928;a=a+4|0;dO(a);return}function _N(a){a=a|0;ZN(a);sOb(a);return}function $N(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0;y=a+144|0;d=a+168|0;e=a+192|0;g=a+224|0;i=a+256|0;b=Sg[f[(f[y>>2]|0)+8>>2]&255](y,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){a=0;return a|0}y=Sg[f[(f[i>>2]|0)+8>>2]&255](i,b,c)|0;if(!y){a=0;return a|0}if((c-y|0)<64){a=0;return a|0}s=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;t=y+4|0;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;u=y+8|0;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;v=y+12|0;v=h[v>>0]|h[v+1>>0]<<8|h[v+2>>0]<<16|h[v+3>>0]<<24;w=y+16|0;w=h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24;x=y+20|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;i=y+24|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=y+28|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=y+32|0;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=y+36|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;m=y+40|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;n=y+44|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=y+48|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;p=y+52|0;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;q=y+56|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;r=y+60|0;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;b=y+64|0;if((c-b|0)<4){a=0;return a|0}g=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=y+68|0;if((c-b|0)<4){a=0;return a|0}b=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;d=y+72|0;if((c-d|0)<4){a=0;return a|0}e=y+76|0;if((c-e|0)<4){a=0;return a|0}d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=a+4|0;z=a+148|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+8|0;A=a+152|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+12|0;e=a+156|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+16|0;z=a+172|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+20|0;A=a+176|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+24|0;e=a+180|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+28|0;z=a+196|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+32|0;A=a+200|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+36|0;e=a+204|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+40|0;z=a+228|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+44|0;A=a+232|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+48|0;e=a+236|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+52|0;z=a+260|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+56|0;A=a+264|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+60|0;e=a+268|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;f[a+64>>2]=s;f[a+68>>2]=t;f[a+72>>2]=u;f[a+76>>2]=v;f[a+80>>2]=w;f[a+84>>2]=x;f[a+88>>2]=i;f[a+92>>2]=j;f[a+96>>2]=k;f[a+100>>2]=l;f[a+104>>2]=m;f[a+108>>2]=n;f[a+112>>2]=o;f[a+116>>2]=p;f[a+120>>2]=q;f[a+124>>2]=r;f[a+128>>2]=g;f[a+132>>2]=b;f[a+136>>2]=d;f[a+140>>2]=c;a=y+80|0;return a|0}function aO(a){a=a|0;return a+4|0}function bO(a){a=a|0;f[a>>2]=21928;dO(a+4|0);return}function cO(a){a=a|0;yf()}function dO(a){a=a|0;var b=0,c=0,d=0;b=f[a+48>>2]|0;if(b|0){c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}d=f[a+12>>2]|0;if(d|0){b=a+16|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-2-d|0)>>>1)<<1);sOb(d)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function eO(a){a=a|0;var b=0,c=0;f[a>>2]=21976;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-2-c|0)>>>1)<<1);sOb(c);return}function fO(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21976;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-2-b|0)>>>1)<<1);sOb(b);sOb(a);return}function gO(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=e;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=c+4|0;l=a+4|0;i=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;g=i;if((c|0)!=(i|0)){c=c+(~((c+-2-g|0)>>>1)<<1)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-g>>1>>>0<n>>>0){if((n|0)<0)vd();c=c-g|0;g=pOb(n<<1)|0;if((c|0)>0)bQb(g|0,i|0,c|0)|0;f[l>>2]=g;f[k>>2]=g+(c>>1<<1);f[j>>2]=g+(n<<1);if(i|0)sOb(i)}else if(!n){n=e;return n|0}a=a+20|0;g=0;while(1){if((m-e|0)<2){e=0;c=18;break}i=h[e>>0]|h[e+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;e=e+2|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){d[c>>1]=i;f[k>>2]=c+2}else nO(l,a);g=g+1|0;if(g>>>0>=n>>>0){c=18;break}}if((c|0)==18)return e|0;return 0}function hO(a){a=a|0;return a+4|0}function iO(a){a=a|0;var b=0,c=0;f[a>>2]=21976;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-2-c|0)>>>1)<<1);sOb(c);return}function jO(a){a=a|0;yf()}function kO(a){a=a|0;sOb(a);return}function lO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<2){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8;b[d>>0]=a;b[d+1>>0]=a>>8;d=c+2|0;return d|0}function mO(a){a=a|0;return a+4|0}function nO(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=a+4|0;k=f[a>>2]|0;l=(f[h>>2]|0)-k|0;g=l>>1;c=g+1|0;if((l|0)<-2)AMb(a);m=a+8|0;e=(f[m>>2]|0)-k|0;e=e>>1>>>0<1073741823?(e>>>0<c>>>0?c:e):2147483647;do if(!e){i=0;j=0}else if((e|0)<0)vd();else{j=pOb(e<<1)|0;i=j;break}while(0);c=i+(g<<1)|0;d[c>>1]=d[b>>1]|0;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=i;f[h>>2]=c+2;f[m>>2]=i+(e<<1);if(!k)return;sOb(k);return}function oO(a){a=a|0;var b=0,c=0;f[a>>2]=22048;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function pO(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22048;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function qO(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=d;if((n-c|0)<4){o=0;return o|0}o=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;m=a+4|0;j=f[m>>2]|0;l=a+8|0;c=f[l>>2]|0;e=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-e|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}k=a+12|0;if((((f[k>>2]|0)-e|0)/12|0)>>>0<o>>>0){if(o>>>0>357913941)vd();c=c-e|0;e=pOb(o*12|0)|0;g=e+(((c|0)/12|0)*12|0)|0;i=g+(((c|0)/-12|0)*12|0)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[m>>2]=i;f[l>>2]=g;f[k>>2]=e+(o*12|0);if(j|0)sOb(j)}else if(!o){o=d;return o|0}j=a+20|0;i=0;while(1){if((n-d|0)<12){d=0;c=18;break}c=j;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[l>>2]|0;if(c>>>0<(f[k>>2]|0)>>>0){f[c>>2]=f[j>>2];f[c+4>>2]=f[j+4>>2];f[c+8>>2]=f[j+8>>2];f[l>>2]=(f[l>>2]|0)+12}else xO(m,j);i=i+1|0;if(i>>>0>=o>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function rO(a){a=a|0;return a+4|0}function sO(a){a=a|0;var b=0,c=0;f[a>>2]=22048;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function tO(a){a=a|0;yf()}function uO(a){a=a|0;sOb(a);return}function vO(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function wO(a){a=a|0;return a+4|0}function xO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function yO(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zO(c,a);fd(f[64564]|0);f[64564]=f[c>>2];f[c>>2]=0;fd(0);u=b;return}function zO(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+32|0;m=t;k=t+16|0;o=pd()|0;f[a>>2]=o;o=gd(88647)|0;p=gd(88660)|0;q=gd(88672)|0;r=id(88684)|0;s=id(88692)|0;l=id(88700)|0;e=f[c>>2]|0;d=e>>>2;e=((f[c+4>>2]|0)-e>>2)+d|0;if(!(b[255592]|0))if(MPb(255592)|0){i=hd(3,22092)|0;f[64588]=i}i=f[64588]|0;f[m>>2]=d;f[m+8>>2]=e;v=+ed(i|0,r|0,88717,k|0,m|0);d=~~v>>>0;i=d;rd(f[k>>2]|0);kd(i|0);f[m>>2]=d;d=md(o|0,1,22088,m|0)|0;h=f[a>>2]|0;e=od(88708)|0;sd(h|0,e|0,d|0);fd(e|0);fd(d|0);fd(i|0);i=f[c+12>>2]|0;d=f[c+16>>2]|0;e=i;if((i|0)!=(d|0)){g=e>>>1;d=(d-e>>1)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){i=hd(3,22092)|0;f[64588]=i}h=f[64588]|0;f[m>>2]=g;f[m+8>>2]=d;v=+ed(h|0,s|0,88717,k|0,m|0);h=~~v>>>0;i=h;rd(f[k>>2]|0);kd(i|0);f[m>>2]=h;h=md(p|0,1,22088,m|0)|0;e=f[a>>2]|0;g=od(88726)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);fd(i|0)}h=nd()|0;i=m+8|0;g=f[c+24>>2]|0;d=f[c+28>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=0;g=td(17744,m|0)|0;sd(h|0,g|0,2);fd(g|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);e=~~v>>>0;g=e;rd(f[k>>2]|0);kd(g|0);f[m>>2]=e;e=md(q|0,1,22088,m|0)|0;f[m>>2]=0;d=td(17744,m|0)|0;sd(h|0,d|0,e|0);fd(d|0);fd(e|0);fd(g|0)}g=f[c+36>>2]|0;d=f[c+40>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=1;g=td(17744,m|0)|0;sd(h|0,g|0,2);fd(g|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);e=~~v>>>0;g=e;rd(f[k>>2]|0);kd(g|0);f[m>>2]=e;e=md(q|0,1,22088,m|0)|0;f[m>>2]=1;d=td(17744,m|0)|0;sd(h|0,d|0,e|0);fd(d|0);fd(e|0);fd(g|0)}g=f[c+48>>2]|0;d=f[c+52>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=2;i=td(17744,m|0)|0;sd(h|0,i|0,2);fd(i|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);g=~~v>>>0;i=g;rd(f[k>>2]|0);kd(i|0);f[m>>2]=g;g=md(q|0,1,22088,m|0)|0;f[m>>2]=2;e=td(17744,m|0)|0;sd(h|0,e|0,g|0);fd(e|0);fd(g|0);fd(i|0)}i=f[a>>2]|0;d=od(88734)|0;sd(i|0,d|0,h|0);fd(d|0);fd(h|0);d=c+60|0;do if(+n[d>>2]!=1.0)j=31;else if(+n[c+64>>2]!=0.0)j=31;else if(+n[c+68>>2]!=0.0)j=31;else if(+n[c+72>>2]!=0.0)j=31;else if(+n[c+76>>2]!=0.0)j=31;else if(+n[c+80>>2]!=1.0)j=31;else if(+n[c+84>>2]!=0.0)j=31;else if(+n[c+88>>2]!=0.0)j=31;else if(+n[c+92>>2]!=0.0)j=31;else if(+n[c+96>>2]!=0.0)j=31;else if(+n[c+100>>2]!=1.0)j=31;else if(+n[c+104>>2]!=0.0)j=31;else if(+n[c+108>>2]!=0.0)j=31;else if(+n[c+112>>2]!=0.0)j=31;else{if(+n[c+116>>2]!=0.0){j=31;break}if(+n[c+120>>2]!=1.0)j=31}while(0);if((j|0)==31){d=d>>>2;e=d+16|0;if(!(b[255592]|0))if(MPb(255592)|0){j=hd(3,22092)|0;f[64588]=j}h=f[64588]|0;f[m>>2]=d;f[m+8>>2]=e;v=+ed(h|0,r|0,88717,k|0,m|0);h=~~v>>>0;j=h;rd(f[k>>2]|0);kd(j|0);f[m>>2]=h;k=md(o|0,1,22088,m|0)|0;h=f[a>>2]|0;i=od(88743)|0;sd(h|0,i|0,k|0);fd(i|0);fd(k|0);fd(j|0)}d=pd()|0;g=c+136|0;e=f[g>>2]|0;if(!(e&2)){if(e&1|0){k=od(88759)|0;j=od(88784)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0)}}else{k=od(88759)|0;j=od(88767)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0)}j=(f[g>>2]|0)>>>2&1;k=od(88794)|0;f[m>>2]=j;j=td(17688,m|0)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0);k=(f[g>>2]|0)>>>16&1;j=od(88805)|0;f[m>>2]=k;k=td(17688,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88816)|0;sd(j|0,k|0,d|0);fd(k|0);fd(d|0);k=lMa(g)|0;d=f[a>>2]|0;j=od(88824)|0;f[m>>2]=k;k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88831)|0;f[m>>2]=3;d=td(17744,m|0)|0;sd(j|0,k|0,d|0);fd(d|0);fd(k|0);k=f[g>>2]&4096|0?6:3;d=f[a>>2]|0;j=od(88844)|0;f[m>>2]=k;k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[g>>2]|0;k=f[a>>2]|0;d=od(88853)|0;f[m>>2]=(j&4096|0?6:3)+(j>>>12&2);j=td(17744,m|0)|0;sd(k|0,d|0,j|0);fd(j|0);fd(d|0);d=f[a>>2]|0;j=od(88866)|0;f[m>>2]=f[c+124>>2];k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88882)|0;f[m>>2]=f[c+128>>2];d=td(17744,m|0)|0;sd(j|0,k|0,d|0);fd(d|0);fd(k|0);k=f[a>>2]|0;d=od(88898)|0;f[m>>2]=f[c+132>>2];c=td(17744,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0;if(d&8){k=f[a>>2]|0;d=od(88915)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&16){k=f[a>>2]|0;d=od(88927)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&32){k=f[a>>2]|0;d=od(88935)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&64){k=f[a>>2]|0;d=od(88947)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&128){k=f[a>>2]|0;d=od(88959)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&256){k=f[a>>2]|0;d=od(88967)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&512){k=f[a>>2]|0;d=od(88979)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&1024){k=f[a>>2]|0;d=od(88992)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(!(d&2048)){fd(l|0);fd(s|0);fd(r|0);fd(q|0);fd(p|0);fd(o|0);u=t;return}c=f[a>>2]|0;a=od(89001)|0;f[m>>2]=1;m=td(17688,m|0)|0;sd(c|0,a|0,m|0);fd(m|0);fd(a|0);fd(l|0);fd(s|0);fd(r|0);fd(q|0);fd(p|0);fd(o|0);u=t;return}function AO(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262861;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262861)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262861)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BO(a){a=a|0;sOb(a);return}function CO(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22112;f[b+4>>2]=f[a+4>>2];return b|0}function DO(a,b){a=a|0;b=b|0;f[b>>2]=22112;f[b+4>>2]=f[a+4>>2];return}function EO(a){a=a|0;return}function FO(a){a=a|0;sOb(a);return}function GO(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HO(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==89204?a+4|0:0)|0}function IO(a){a=a|0;return 4384}function JO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KO(a){a=a|0;sOb(a);return}function LO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function MO(a){a=a|0;return a+4|0}function NO(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function OO(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262862;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262862)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262862)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PO(a){a=a|0;sOb(a);return}function QO(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22180;f[b+4>>2]=f[a+4>>2];return b|0}function RO(a,b){a=a|0;b=b|0;f[b>>2]=22180;f[b+4>>2]=f[a+4>>2];return}function SO(a){a=a|0;return}function TO(a){a=a|0;sOb(a);return}function UO(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function VO(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==89695?a+4|0:0)|0}function WO(a){a=a|0;return 4456}function XO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function YO(a){a=a|0;sOb(a);return}function ZO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function _O(a){a=a|0;return a+4|0}function $O(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function aP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262863;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262863)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262863)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function bP(a){a=a|0;sOb(a);return}function cP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22248;f[b+4>>2]=f[a+4>>2];return b|0}function dP(a,b){a=a|0;b=b|0;f[b>>2]=22248;f[b+4>>2]=f[a+4>>2];return}function eP(a){a=a|0;return}function fP(a){a=a|0;sOb(a);return}function gP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function hP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==90168?a+4|0:0)|0}function iP(a){a=a|0;return 4528}function jP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function kP(a){a=a|0;sOb(a);return}function lP(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<48){c=0;return c|0}a=a+8|0;d=c;e=a+48|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+48|0;return c|0}function mP(a){a=a|0;return a+8|0}function nP(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(48)|0;p[d>>3]=+p[a>>3];p[d+8>>3]=+p[a+8>>3];p[d+16>>3]=+p[a+16>>3];p[d+24>>3]=+p[a+24>>3];p[d+32>>3]=+p[a+32>>3];p[d+40>>3]=+p[a+40>>3];f[c>>2]=d;a=td(4584,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function oP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262864;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262864)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262864)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function pP(a){a=a|0;sOb(a);return}function qP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22316;f[b+4>>2]=f[a+4>>2];return b|0}function rP(a,b){a=a|0;b=b|0;f[b>>2]=22316;f[b+4>>2]=f[a+4>>2];return}function sP(a){a=a|0;return}function tP(a){a=a|0;sOb(a);return}function uP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==90609?a+4|0:0)|0}function wP(a){a=a|0;return 4608}function xP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yP(a){a=a|0;sOb(a);return}function zP(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function AP(a){a=a|0;return a+4|0}function BP(a){a=a|0;var b=0,c=0;a=u;u=u+16|0;b=a;c=pOb(1)|0;f[b>>2]=c;b=td(4664,b|0)|0;fd(f[64564]|0);f[64564]=b;fd(0);u=a;return}function CP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262865;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262865)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262865)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function DP(a){a=a|0;sOb(a);return}function EP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22384;f[b+4>>2]=f[a+4>>2];return b|0}function FP(a,b){a=a|0;b=b|0;f[b>>2]=22384;f[b+4>>2]=f[a+4>>2];return}function GP(a){a=a|0;return}function HP(a){a=a|0;sOb(a);return}function IP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function JP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91105?a+4|0:0)|0}function KP(a){a=a|0;return 4688}function LP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function MP(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22428;f[a+28>>2]=19804;b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=22452;d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function NP(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22428;f[a+28>>2]=19804;b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=22452;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function OP(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0;e=a+28|0;g=d;if((g-c|0)<1){i=0;return i|0}i=b[c>>0]|0;c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c+1|0,d)|0;if(!c){i=0;return i|0}if((g-c|0)<8){i=0;return i|0}g=c;e=g;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=g+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[a+4>>0]=i;i=a+8|0;d=a+32|0;j=f[i>>2]|0;f[i>>2]=f[d>>2];f[d>>2]=j;d=a+12|0;j=a+36|0;i=f[d>>2]|0;f[d>>2]=f[j>>2];f[j>>2]=i;j=a+16|0;i=a+40|0;d=f[j>>2]|0;f[j>>2]=f[i>>2];f[i>>2]=d;i=a+20|0;f[i>>2]=e;f[i+4>>2]=g;i=c+8|0;return i|0}function PP(a){a=a|0;return a+4|0}function QP(a){a=a|0;var b=0,c=0;f[a>>2]=22452;c=f[a+8>>2]|0;if(!c)return;a=a+12|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function RP(a){a=a|0;yf()}function SP(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;TP(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function TP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;g=od(83077)|0;f[e>>2]=h[b>>0];a=td(4728,e|0)|0;sd(d|0,g|0,a|0);fd(a|0);fd(g|0);IG(e,b+4|0);g=od(91327)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);cL(e,b+16|0);a=od(83105)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function UP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262866;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262866)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262866)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VP(a){a=a|0;sOb(a);return}function WP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22476;f[b+4>>2]=f[a+4>>2];return b|0}function XP(a,b){a=a|0;b=b|0;f[b>>2]=22476;f[b+4>>2]=f[a+4>>2];return}function YP(a){a=a|0;return}function ZP(a){a=a|0;sOb(a);return}function _P(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $P(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91551?a+4|0:0)|0}function aQ(a){a=a|0;return 4752}function bQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cQ(a){a=a|0;sOb(a);return}function dQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<1){c=0;return c|0}e=c+1|0;if((d-e|0)<8){c=0;return c|0}d=e;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;b[a+4>>0]=b[c>>0]|0;a=a+8|0;f[a>>2]=d;f[a+4>>2]=e;c=c+9|0;return c|0}function eQ(a){a=a|0;return a+4|0}function fQ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;gQ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function gQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;a=od(83077)|0;f[e>>2]=h[b>>0];g=td(4792,e|0)|0;sd(d|0,a|0,g|0);fd(g|0);fd(a|0);hQ(e,b+4|0);a=od(91776)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function hQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function iQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262867;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262867)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262867)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jQ(a){a=a|0;sOb(a);return}function kQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22544;f[b+4>>2]=f[a+4>>2];return b|0}function lQ(a,b){a=a|0;b=b|0;f[b>>2]=22544;f[b+4>>2]=f[a+4>>2];return}function mQ(a){a=a|0;return}function nQ(a){a=a|0;sOb(a);return}function oQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91985?a+4|0:0)|0}function qQ(a){a=a|0;return 4816}function rQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sQ(a){a=a|0;sOb(a);return}function tQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+8|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function uQ(a){a=a|0;return a+8|0}function vQ(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(4872,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function wQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262868;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262868)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262868)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function xQ(a){a=a|0;sOb(a);return}function yQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22612;f[b+4>>2]=f[a+4>>2];return b|0}function zQ(a,b){a=a|0;b=b|0;f[b>>2]=22612;f[b+4>>2]=f[a+4>>2];return}function AQ(a){a=a|0;return}function BQ(a){a=a|0;sOb(a);return}function CQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function DQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==92445?a+4|0:0)|0}function EQ(a){a=a|0;return 4896}function FQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function GQ(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(24)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[d+16>>2]=f[a+16>>2];f[d+20>>2]=f[a+20>>2];f[c>>2]=d;a=td(1112,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function HQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262869;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262869)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262869)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function IQ(a){a=a|0;sOb(a);return}function JQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22656;f[b+4>>2]=f[a+4>>2];return b|0}function KQ(a,b){a=a|0;b=b|0;f[b>>2]=22656;f[b+4>>2]=f[a+4>>2];return}function LQ(a){a=a|0;return}function MQ(a){a=a|0;sOb(a);return}function NQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function OQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==92687?a+4|0:0)|0}function PQ(a){a=a|0;return 4920}function QQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function RQ(a){a=a|0;sOb(a);return}function SQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0.0,m=0,n=0,o=0,q=0,r=0,t=0,v=0;v=u;u=u+992|0;e=v+952|0;h=v+920|0;k=v+888|0;r=v+752|0;t=v;f[e>>2]=22748;f[h>>2]=22748;f[k>>2]=22748;f[r>>2]=22772;if((d-c|0)<1){t=0;u=v;return t|0}q=b[c>>0]|0;g=c+1|0;if((d-g|0)<24){t=0;u=v;return t|0}o=e+8|0;m=o;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));g=c+25|0;if((d-g|0)<24){t=0;u=v;return t|0}n=h+8|0;m=n;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));g=c+49|0;if((d-g|0)<24){t=0;u=v;return t|0}h=k+8|0;m=h;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));e=c+73|0;if((d-e|0)<8){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];l=+p[s>>3];e=c+81|0;if((d-e|0)<8){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+89|0;if((d-e|0)<8){t=0;u=v;return t|0}g=c+97|0;if((d-g|0)<128){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];d=r+8|0;m=d;e=m+128|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));aAa(t,q,o,n,h,l,j,i);a=a+8|0;VQ(a,t)|0;UAa(a,d);t=c+225|0;u=v;return t|0}function TQ(a){a=a|0;return a+8|0}function UQ(a){a=a|0;yf()}function VQ(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0;e=u;u=u+912|0;b[a>>0]=b[c>>0]|0;i=+p[(c+8|0)>>3];p[(c+8|0)>>3]=+p[(a+8|0)>>3];p[(a+8|0)>>3]=i;i=+p[(c+16|0)>>3];p[(c+16|0)>>3]=+p[(a+16|0)>>3];p[(a+16|0)>>3]=i;i=+p[(c+24|0)>>3];p[(c+24|0)>>3]=+p[(a+24|0)>>3];p[(a+24|0)>>3]=i;i=+p[(c+32|0)>>3];p[(c+32|0)>>3]=+p[(a+32|0)>>3];p[(a+32|0)>>3]=i;i=+p[(c+40|0)>>3];p[(c+40|0)>>3]=+p[(a+40|0)>>3];p[(a+40|0)>>3]=i;i=+p[(c+48|0)>>3];p[(c+48|0)>>3]=+p[(a+48|0)>>3];p[(a+48|0)>>3]=i;i=+p[(c+56|0)>>3];p[(c+56|0)>>3]=+p[(a+56|0)>>3];p[(a+56|0)>>3]=i;i=+p[(c+64|0)>>3];p[(c+64|0)>>3]=+p[(a+64|0)>>3];p[(a+64|0)>>3]=i;i=+p[(c+72|0)>>3];p[(c+72|0)>>3]=+p[(a+72|0)>>3];p[(a+72|0)>>3]=i;i=+p[(c+80|0)>>3];p[(c+80|0)>>3]=+p[(a+80|0)>>3];p[(a+80|0)>>3]=i;i=+p[(c+88|0)>>3];p[(c+88|0)>>3]=+p[(a+88|0)>>3];p[(a+88|0)>>3]=i;i=+p[(c+96|0)>>3];p[(c+96|0)>>3]=+p[(a+96|0)>>3];p[(a+96|0)>>3]=i;i=+p[(c+104|0)>>3];p[(c+104|0)>>3]=+p[(a+104|0)>>3];p[(a+104|0)>>3]=i;i=+p[(c+112|0)>>3];p[(c+112|0)>>3]=+p[(a+112|0)>>3];p[(a+112|0)>>3]=i;i=+p[(c+120|0)>>3];p[(c+120|0)>>3]=+p[(a+120|0)>>3];p[(a+120|0)>>3]=i;i=+p[(c+128|0)>>3];p[(c+128|0)>>3]=+p[(a+128|0)>>3];p[(a+128|0)>>3]=i;i=+p[(c+136|0)>>3];p[(c+136|0)>>3]=+p[(a+136|0)>>3];p[(a+136|0)>>3]=i;i=+p[(c+144|0)>>3];p[(c+144|0)>>3]=+p[(a+144|0)>>3];p[(a+144|0)>>3]=i;i=+p[(c+152|0)>>3];p[(c+152|0)>>3]=+p[(a+152|0)>>3];p[(a+152|0)>>3]=i;i=+p[(c+160|0)>>3];p[(c+160|0)>>3]=+p[(a+160|0)>>3];p[(a+160|0)>>3]=i;i=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(a+168|0)>>3];p[(a+168|0)>>3]=i;i=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(a+176|0)>>3];p[(a+176|0)>>3]=i;i=+p[(c+184|0)>>3];p[(c+184|0)>>3]=+p[(a+184|0)>>3];p[(a+184|0)>>3]=i;i=+p[(c+192|0)>>3];p[(c+192|0)>>3]=+p[(a+192|0)>>3];p[(a+192|0)>>3]=i;i=+p[(c+200|0)>>3];p[(c+200|0)>>3]=+p[(a+200|0)>>3];p[(a+200|0)>>3]=i;d=a+208|0;g=c+208|0;h=d+40|0;do{f[d>>2]=f[g>>2];d=d+4|0;g=g+4|0}while((d|0)<(h|0));i=+p[(c+248|0)>>3];p[(c+248|0)>>3]=+p[(a+248|0)>>3];p[(a+248|0)>>3]=i;i=+p[(c+256|0)>>3];p[(c+256|0)>>3]=+p[(a+256|0)>>3];p[(a+256|0)>>3]=i;i=+p[(c+264|0)>>3];p[(c+264|0)>>3]=+p[(a+264|0)>>3];p[(a+264|0)>>3]=i;i=+p[(c+272|0)>>3];p[(c+272|0)>>3]=+p[(a+272|0)>>3];p[(a+272|0)>>3]=i;i=+p[(c+280|0)>>3];p[(c+280|0)>>3]=+p[(a+280|0)>>3];p[(a+280|0)>>3]=i;i=+p[(c+288|0)>>3];p[(c+288|0)>>3]=+p[(a+288|0)>>3];p[(a+288|0)>>3]=i;i=+p[(c+296|0)>>3];p[(c+296|0)>>3]=+p[(a+296|0)>>3];p[(a+296|0)>>3]=i;i=+p[(c+304|0)>>3];p[(c+304|0)>>3]=+p[(a+304|0)>>3];p[(a+304|0)>>3]=i;i=+p[(c+312|0)>>3];p[(c+312|0)>>3]=+p[(a+312|0)>>3];p[(a+312|0)>>3]=i;i=+p[(c+320|0)>>3];p[(c+320|0)>>3]=+p[(a+320|0)>>3];p[(a+320|0)>>3]=i;i=+p[(c+328|0)>>3];p[(c+328|0)>>3]=+p[(a+328|0)>>3];p[(a+328|0)>>3]=i;i=+p[(c+336|0)>>3];p[(c+336|0)>>3]=+p[(a+336|0)>>3];p[(a+336|0)>>3]=i;i=+p[(c+344|0)>>3];p[(c+344|0)>>3]=+p[(a+344|0)>>3];p[(a+344|0)>>3]=i;i=+p[(c+352|0)>>3];p[(c+352|0)>>3]=+p[(a+352|0)>>3];p[(a+352|0)>>3]=i;i=+p[(c+360|0)>>3];p[(c+360|0)>>3]=+p[(a+360|0)>>3];p[(a+360|0)>>3]=i;i=+p[(c+368|0)>>3];p[(c+368|0)>>3]=+p[(a+368|0)>>3];p[(a+368|0)>>3]=i;h=f[(c+376|0)>>2]|0;f[(c+376|0)>>2]=f[(a+376|0)>>2];f[(a+376|0)>>2]=h;h=f[(c+380|0)>>2]|0;f[(c+380|0)>>2]=f[(a+380|0)>>2];f[(a+380|0)>>2]=h;h=f[(c+384|0)>>2]|0;f[(c+384|0)>>2]=f[(a+384|0)>>2];f[(a+384|0)>>2]=h;h=f[(c+388|0)>>2]|0;f[(c+388|0)>>2]=f[(a+388|0)>>2];f[(a+388|0)>>2]=h;h=f[(c+392|0)>>2]|0;f[(c+392|0)>>2]=f[(a+392|0)>>2];f[e+16>>2]=a;f[e+24>>2]=c;f[e+216>>2]=h;f[e+840>>2]=0;f[e+844>>2]=0;A$(e);G=f[e+840>>2]|0;D=f[e+844>>2]|0;H=+n[e+844>>2];f[e+840>>2]=0;f[e+844>>2]=0;if((G|0)==6){u=e;return D|0}u=e;return 0|0;return 0}function WQ(a){a=a|0;sOb(a);return}function XQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<24){c=0;return c|0}a=a+8|0;d=c;e=a+24|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+24|0;return c|0}function YQ(a){a=a|0;return a+8|0}function ZQ(a){a=a|0;sOb(a);return}function _Q(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<128){c=0;return c|0}a=a+8|0;d=c;e=a+128|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+128|0;return c|0}function $Q(a){a=a|0;return a+8|0}function aR(a){a=a|0;var c=0,d=0;d=u;u=u+16|0;c=d;if(!(b[256352]|0))if(MPb(256352)|0)eAa(255600);bR(255600,a)|0;f[c>>2]=255600;c=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=c;fd(0);u=d;return}function bR(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;b[a>>0]=b[c>>0]|0;p[a+8>>3]=+p[c+8>>3];p[a+16>>3]=+p[c+16>>3];p[a+24>>3]=+p[c+24>>3];p[a+32>>3]=+p[c+32>>3];p[a+40>>3]=+p[c+40>>3];p[a+48>>3]=+p[c+48>>3];p[a+56>>3]=+p[c+56>>3];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];p[a+88>>3]=+p[c+88>>3];p[a+96>>3]=+p[c+96>>3];p[a+104>>3]=+p[c+104>>3];p[a+112>>3]=+p[c+112>>3];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];p[a+184>>3]=+p[c+184>>3];p[a+192>>3]=+p[c+192>>3];p[a+200>>3]=+p[c+200>>3];d=a+208|0;e=c+208|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+248>>3]=+p[c+248>>3];p[a+256>>3]=+p[c+256>>3];p[a+264>>3]=+p[c+264>>3];p[a+272>>3]=+p[c+272>>3];p[a+280>>3]=+p[c+280>>3];p[a+288>>3]=+p[c+288>>3];p[a+296>>3]=+p[c+296>>3];p[a+304>>3]=+p[c+304>>3];p[a+312>>3]=+p[c+312>>3];p[a+320>>3]=+p[c+320>>3];p[a+328>>3]=+p[c+328>>3];p[a+336>>3]=+p[c+336>>3];p[a+344>>3]=+p[c+344>>3];p[a+352>>3]=+p[c+352>>3];p[a+360>>3]=+p[c+360>>3];p[a+368>>3]=+p[c+368>>3];f[a+376>>2]=f[c+376>>2];f[a+380>>2]=f[c+380>>2];f[a+384>>2]=f[c+384>>2];f[a+388>>2]=f[c+388>>2];f[a+392>>2]=f[c+392>>2];f[a+396>>2]=f[c+396>>2];f[a+400>>2]=f[c+400>>2];f[a+404>>2]=f[c+404>>2];f[a+408>>2]=f[c+408>>2];f[a+412>>2]=f[c+412>>2];f[a+416>>2]=f[c+416>>2];f[a+420>>2]=f[c+420>>2];f[a+424>>2]=f[c+424>>2];f[a+428>>2]=f[c+428>>2];f[a+432>>2]=f[c+432>>2];f[a+436>>2]=f[c+436>>2];p[a+440>>3]=+p[c+440>>3];p[a+448>>3]=+p[c+448>>3];p[a+456>>3]=+p[c+456>>3];p[a+464>>3]=+p[c+464>>3];p[a+472>>3]=+p[c+472>>3];p[a+480>>3]=+p[c+480>>3];p[a+488>>3]=+p[c+488>>3];p[a+496>>3]=+p[c+496>>3];p[a+504>>3]=+p[c+504>>3];p[a+512>>3]=+p[c+512>>3];p[a+520>>3]=+p[c+520>>3];p[a+528>>3]=+p[c+528>>3];p[a+536>>3]=+p[c+536>>3];p[a+544>>3]=+p[c+544>>3];p[a+552>>3]=+p[c+552>>3];p[a+560>>3]=+p[c+560>>3];p[a+568>>3]=+p[c+568>>3];p[a+576>>3]=+p[c+576>>3];p[a+584>>3]=+p[c+584>>3];p[a+592>>3]=+p[c+592>>3];p[a+600>>3]=+p[c+600>>3];p[a+608>>3]=+p[c+608>>3];p[a+616>>3]=+p[c+616>>3];p[a+624>>3]=+p[c+624>>3];p[a+632>>3]=+p[c+632>>3];p[a+640>>3]=+p[c+640>>3];p[a+648>>3]=+p[c+648>>3];p[a+656>>3]=+p[c+656>>3];p[a+664>>3]=+p[c+664>>3];p[a+672>>3]=+p[c+672>>3];p[a+680>>3]=+p[c+680>>3];p[a+688>>3]=+p[c+688>>3];f[a+696>>2]=f[c+696>>2];f[a+700>>2]=f[c+700>>2];f[a+704>>2]=f[c+704>>2];f[a+708>>2]=f[c+708>>2];f[a+712>>2]=f[c+712>>2];f[a+716>>2]=f[c+716>>2];f[a+720>>2]=f[c+720>>2];f[a+724>>2]=f[c+724>>2];f[a+728>>2]=f[c+728>>2];g=a+732|0;e=c+732|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];b[g+12>>0]=b[e+12>>0]|0;return a|0}function cR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262870;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262870)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262870)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dR(a){a=a|0;sOb(a);return}function eR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22796;f[b+4>>2]=f[a+4>>2];return b|0}function fR(a,b){a=a|0;b=b|0;f[b>>2]=22796;f[b+4>>2]=f[a+4>>2];return}function gR(a){a=a|0;return}function hR(a){a=a|0;sOb(a);return}function iR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==93430?a+4|0:0)|0}function kR(a){a=a|0;return 5072}function lR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mR(a){a=a|0;sOb(a);return}function nR(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function oR(a){a=a|0;return a+4|0}function pR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function qR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262871;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262871)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262871)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function rR(a){a=a|0;sOb(a);return}function sR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22864;f[b+4>>2]=f[a+4>>2];return b|0}function tR(a,b){a=a|0;b=b|0;f[b>>2]=22864;f[b+4>>2]=f[a+4>>2];return}function uR(a){a=a|0;return}function vR(a){a=a|0;sOb(a);return}function wR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function xR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==93902?a+4|0:0)|0}function yR(a){a=a|0;return 5144}function zR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function AR(a){a=a|0;sOb(a);return}function BR(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function CR(a){a=a|0;return a+4|0}function DR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function ER(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262872;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262872)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262872)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FR(a){a=a|0;sOb(a);return}function GR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22932;f[b+4>>2]=f[a+4>>2];return b|0}function HR(a,b){a=a|0;b=b|0;f[b>>2]=22932;f[b+4>>2]=f[a+4>>2];return}function IR(a){a=a|0;return}function JR(a){a=a|0;sOb(a);return}function KR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==94378?a+4|0:0)|0}function MR(a){a=a|0;return 5216}function NR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OR(a){a=a|0;sOb(a);return}function PR(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function QR(a){a=a|0;return a+4|0}function RR(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function SR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262873;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262873)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262873)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TR(a){a=a|0;sOb(a);return}function UR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23e3;f[b+4>>2]=f[a+4>>2];return b|0}function VR(a,b){a=a|0;b=b|0;f[b>>2]=23e3;f[b+4>>2]=f[a+4>>2];return}function WR(a){a=a|0;return}function XR(a){a=a|0;sOb(a);return}function YR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==94896?a+4|0:0)|0}function _R(a){a=a|0;return 5288}function $R(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=23044;f[a+16>>2]=23116;b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[e>>2]=d;a=f[d>>2]|0;if(!a)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~((d+-32-a|0)>>>5)<<5);sOb(a);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);return}function bS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;f[a>>2]=23044;f[a+16>>2]=23116;b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b){sOb(a);return}h=a+8|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);sOb(a);return}function cS(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;if((c-b|0)<4){o=0;return o|0}o=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=b+4|0;n=a+4|0;i=f[n>>2]|0;m=a+8|0;d=f[m>>2]|0;if((d|0)!=(i|0))do{e=d+-12|0;f[m>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[m>>2]|0}}while((d|0)!=(i|0));rS(n,o);i=a+16|0;if(!o){o=b;return o|0}j=a+20|0;k=a+12|0;l=a+24|0;g=a+28|0;e=0;while(1){b=iS(i,b,c)|0;if(!b){b=0;d=15;break}d=f[m>>2]|0;if(d>>>0<(f[k>>2]|0)>>>0){f[d>>2]=0;a=d+4|0;f[a>>2]=0;f[d+8>>2]=0;f[d>>2]=f[j>>2];f[a>>2]=f[l>>2];f[d+8>>2]=f[g>>2];f[g>>2]=0;f[l>>2]=0;f[j>>2]=0;f[m>>2]=(f[m>>2]|0)+12}else sS(n,j);e=e+1|0;if(e>>>0>=o>>>0){d=15;break}}if((d|0)==15)return b|0;return 0}function dS(a){a=a|0;return a+4|0}function eS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;a=f[e>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-12|0;f[e>>2]=a;d=f[a>>2]|0;if(d){a=c+-8|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[g>>2]|0}sOb(b);return}function fS(a){a=a|0;yf()}function gS(a){a=a|0;var b=0,c=0;f[a>>2]=23116;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function hS(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=23116;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);sOb(a);return}function iS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;r=d;if((r-c|0)<4){s=0;return s|0}s=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;q=a+4|0;m=f[q>>2]|0;o=a+8|0;c=f[o>>2]|0;l=m;if((c|0)!=(m|0)){c=c+(~((c+-32-l|0)>>>5)<<5)|0;f[o>>2]=c}e=c;n=a+12|0;if((f[n>>2]|0)-l>>5>>>0<s>>>0){if(s>>>0>134217727)vd();k=pOb(s<<5)|0;g=k+(e-l>>5<<5)|0;j=g;k=k+(s<<5)|0;if((c|0)==(m|0))c=j;else{i=c+-32|0;e=g;while(1){t=c;c=c+-32|0;p[e+-32>>3]=+p[c>>3];p[e+-24>>3]=+p[t+-24>>3];p[e+-16>>3]=+p[t+-16>>3];p[e+-8>>3]=+p[t+-8>>3];if((c|0)==(m|0))break;else e=e+-32|0}c=g+(~((i-l|0)>>>5)<<5)|0}f[q>>2]=c;f[o>>2]=j;f[n>>2]=k;if(m|0)sOb(m)}if(!s){t=d;return t|0}k=a+24|0;l=a+32|0;m=a+40|0;j=a+48|0;i=0;while(1){if((r-d|0)<32){d=0;c=20;break}c=k;e=d;g=c+32|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+32|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];f[c+16>>2]=f[k+16>>2];f[c+20>>2]=f[k+20>>2];f[c+24>>2]=f[k+24>>2];f[c+28>>2]=f[k+28>>2];p[c>>3]=+p[k>>3];p[c+8>>3]=+p[l>>3];p[c+16>>3]=+p[m>>3];p[c+24>>3]=+p[j>>3];f[o>>2]=(f[o>>2]|0)+32}else qS(q,k);i=i+1|0;if(i>>>0>=s>>>0){c=20;break}}if((c|0)==20)return d|0;return 0}function jS(a){a=a|0;return a+4|0}function kS(a){a=a|0;var b=0,c=0;f[a>>2]=23116;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function lS(a){a=a|0;yf()}function mS(a){a=a|0;return}function nS(a){a=a|0;sOb(a);return}function oS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<32){c=0;return c|0}a=a+8|0;d=c;e=a+32|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+32|0;return c|0}function pS(a){a=a|0;return a+8|0}function qS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>5;c=h+1|0;j=m;if(c>>>0>134217727)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>4;e=i>>5>>>0<67108863?(e>>>0<c>>>0?c:e):134217727;do if(!e)g=0;else if(e>>>0>134217727)vd();else{g=pOb(e<<5)|0;break}while(0);c=g+(h<<5)|0;i=g+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];p[c>>3]=+p[b>>3];p[g+(h<<5)+8>>3]=+p[b+8>>3];p[g+(h<<5)+16>>3]=+p[b+16>>3];p[g+(h<<5)+24>>3]=+p[b+24>>3];g=c+32|0;if((d|0)!=(j|0)){b=d+-32-m|0;e=c;while(1){h=d;d=d+-32|0;p[e+-32>>3]=+p[d>>3];p[e+-24>>3]=+p[h+-24>>3];p[e+-16>>3]=+p[h+-16>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-32|0}c=c+(~(b>>>5)<<5)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function rS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function sS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function tS(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;uS(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function uS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;h=k;g=(f[b+4>>2]|0)-(f[b>>2]|0)|0;i=(g|0)/12|0;j=nd()|0;f[a>>2]=j;if(!g){u=k;return}e=0;do{c=f[b>>2]|0;a=c+(e*12|0)|0;c=(f[c+(e*12|0)+4>>2]|0)-(f[a>>2]|0)>>5;d=nd()|0;if(c|0){g=0;do{m=f[a>>2]|0;l=pOb(32)|0;p[l>>3]=+p[m+(g<<5)>>3];p[l+8>>3]=+p[m+(g<<5)+8>>3];p[l+16>>3]=+p[m+(g<<5)+16>>3];p[l+24>>3]=+p[m+(g<<5)+24>>3];f[h>>2]=l;l=td(5528,h|0)|0;f[h>>2]=g;m=td(17744,h|0)|0;sd(d|0,m|0,l|0);fd(m|0);fd(l|0);g=g+1|0}while((g|0)!=(c|0))}f[h>>2]=e;m=td(17744,h|0)|0;sd(j|0,m|0,d|0);fd(m|0);fd(d|0);e=e+1|0}while(e>>>0<i>>>0);u=k;return}function vS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262874;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262874)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262874)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function wS(a){a=a|0;sOb(a);return}function xS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23164;f[b+4>>2]=f[a+4>>2];return b|0}function yS(a,b){a=a|0;b=b|0;f[b>>2]=23164;f[b+4>>2]=f[a+4>>2];return}function zS(a){a=a|0;return}function AS(a){a=a|0;sOb(a);return}function BS(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function CS(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==96441?a+4|0:0)|0}function DS(a){a=a|0;return 5560}function ES(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function FS(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function GS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262875;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262875)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262875)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function HS(a){a=a|0;sOb(a);return}function IS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23208;f[b+4>>2]=f[a+4>>2];return b|0}function JS(a,b){a=a|0;b=b|0;f[b>>2]=23208;f[b+4>>2]=f[a+4>>2];return}function KS(a){a=a|0;return}function LS(a){a=a|0;sOb(a);return}function MS(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function NS(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==96709?a+4|0:0)|0}function OS(a){a=a|0;return 5584}function PS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function QS(a){a=a|0;sOb(a);return}function RS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<56){c=0;return c|0}a=a+8|0;d=c;e=a+56|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+56|0;return c|0}function SS(a){a=a|0;return a+8|0}function TS(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(56)|0;p[d>>3]=+p[a>>3];p[d+8>>3]=+p[a+8>>3];p[d+16>>3]=+p[a+16>>3];p[d+24>>3]=+p[a+24>>3];p[d+32>>3]=+p[a+32>>3];p[d+40>>3]=+p[a+40>>3];p[d+48>>3]=+p[a+48>>3];f[c>>2]=d;a=td(5640,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function US(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262876;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262876)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262876)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VS(a){a=a|0;sOb(a);return}function WS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23276;f[b+4>>2]=f[a+4>>2];return b|0}function XS(a,b){a=a|0;b=b|0;f[b>>2]=23276;f[b+4>>2]=f[a+4>>2];return}function YS(a){a=a|0;return}function ZS(a){a=a|0;sOb(a);return}function _S(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $S(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97136?a+4|0:0)|0}function aT(a){a=a|0;return 5664}function bT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cT(a){a=a|0;sOb(a);return}function dT(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function eT(a){a=a|0;return a+4|0}function fT(a){a=a|0;var b=0,c=0;a=u;u=u+16|0;b=a;c=pOb(1)|0;f[b>>2]=c;b=td(4664,b|0)|0;fd(f[64564]|0);f[64564]=b;fd(0);u=a;return}function gT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262877;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262877)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262877)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function hT(a){a=a|0;sOb(a);return}function iT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23344;f[b+4>>2]=f[a+4>>2];return b|0}function jT(a,b){a=a|0;b=b|0;f[b>>2]=23344;f[b+4>>2]=f[a+4>>2];return}function kT(a){a=a|0;return}function lT(a){a=a|0;sOb(a);return}function mT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function nT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97523?a+4|0:0)|0}function oT(a){a=a|0;return 5736}function pT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function qT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function rT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262878;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262878)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262878)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sT(a){a=a|0;sOb(a);return}function tT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23388;f[b+4>>2]=f[a+4>>2];return b|0}function uT(a,b){a=a|0;b=b|0;f[b>>2]=23388;f[b+4>>2]=f[a+4>>2];return}function vT(a){a=a|0;return}function wT(a){a=a|0;sOb(a);return}function xT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97803?a+4|0:0)|0}function zT(a){a=a|0;return 5760}function AT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BT(a){a=a|0;sOb(a);return}function CT(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function DT(a){a=a|0;return a+4|0}function ET(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function FT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262879;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262879)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262879)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function GT(a){a=a|0;sOb(a);return}function HT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23456;f[b+4>>2]=f[a+4>>2];return b|0}function IT(a,b){a=a|0;b=b|0;f[b>>2]=23456;f[b+4>>2]=f[a+4>>2];return}function JT(a){a=a|0;return}function KT(a){a=a|0;sOb(a);return}function LT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function MT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==98279?a+4|0:0)|0}function NT(a){a=a|0;return 5832}function OT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function PT(a){a=a|0;sOb(a);return}function QT(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function RT(a){a=a|0;return a+4|0}function ST(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function TT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262880;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262880)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262880)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function UT(a){a=a|0;sOb(a);return}function VT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23524;f[b+4>>2]=f[a+4>>2];return b|0}function WT(a,b){a=a|0;b=b|0;f[b>>2]=23524;f[b+4>>2]=f[a+4>>2];return}function XT(a){a=a|0;return}function YT(a){a=a|0;sOb(a);return}function ZT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function _T(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==98754?a+4|0:0)|0}function $T(a){a=a|0;return 5904}function aU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function bU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;hQ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function cU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262881;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262881)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262881)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dU(a){a=a|0;sOb(a);return}function eU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23568;f[b+4>>2]=f[a+4>>2];return b|0}function fU(a,b){a=a|0;b=b|0;f[b>>2]=23568;f[b+4>>2]=f[a+4>>2];return}function gU(a){a=a|0;return}function hU(a){a=a|0;sOb(a);return}function iU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99034?a+4|0:0)|0}function kU(a){a=a|0;return 5928}function lU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mU(a){a=a|0;sOb(a);return}function nU(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function oU(a){a=a|0;return a+4|0}function pU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function qU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262882;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262882)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262882)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function rU(a){a=a|0;sOb(a);return}function sU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23636;f[b+4>>2]=f[a+4>>2];return b|0}function tU(a,b){a=a|0;b=b|0;f[b>>2]=23636;f[b+4>>2]=f[a+4>>2];return}function uU(a){a=a|0;return}function vU(a){a=a|0;sOb(a);return}function wU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function xU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99510?a+4|0:0)|0}function yU(a){a=a|0;return 6e3}function zU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function AU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function BU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262883;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262883)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262883)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function CU(a){a=a|0;sOb(a);return}function DU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23680;f[b+4>>2]=f[a+4>>2];return b|0}function EU(a,b){a=a|0;b=b|0;f[b>>2]=23680;f[b+4>>2]=f[a+4>>2];return}function FU(a){a=a|0;return}function GU(a){a=a|0;sOb(a);return}function HU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function IU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99791?a+4|0:0)|0}function JU(a){a=a|0;return 6024}function KU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function LU(a){a=a|0;sOb(a);return}function MU(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NU(a){a=a|0;return a+4|0}function OU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function PU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262884;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262884)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262884)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QU(a){a=a|0;sOb(a);return}function RU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23748;f[b+4>>2]=f[a+4>>2];return b|0}function SU(a,b){a=a|0;b=b|0;f[b>>2]=23748;f[b+4>>2]=f[a+4>>2];return}function TU(a){a=a|0;return}function UU(a){a=a|0;sOb(a);return}function VU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==100266?a+4|0:0)|0}function XU(a){a=a|0;return 6096}function YU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;_U(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function _U(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function $U(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262885;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262885)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262885)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function aV(a){a=a|0;sOb(a);return}function bV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23792;f[b+4>>2]=f[a+4>>2];return b|0}function cV(a,b){a=a|0;b=b|0;f[b>>2]=23792;f[b+4>>2]=f[a+4>>2];return}function dV(a){a=a|0;return}function eV(a){a=a|0;sOb(a);return}function fV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function gV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==100546?a+4|0:0)|0}function hV(a){a=a|0;return 6120}function iV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function jV(a){a=a|0;sOb(a);return}function kV(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function lV(a){a=a|0;return a+4|0}function mV(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function nV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262886;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262886)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262886)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function oV(a){a=a|0;sOb(a);return}function pV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23860;f[b+4>>2]=f[a+4>>2];return b|0}function qV(a,b){a=a|0;b=b|0;f[b>>2]=23860;f[b+4>>2]=f[a+4>>2];return}function rV(a){a=a|0;return}function sV(a){a=a|0;sOb(a);return}function tV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function uV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101021?a+4|0:0)|0}function vV(a){a=a|0;return 6192}function wV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function xV(a){a=a|0;sOb(a);return}function yV(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function zV(a){a=a|0;return a+4|0}function AV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function BV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262887;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262887)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262887)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function CV(a){a=a|0;sOb(a);return}function DV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23928;f[b+4>>2]=f[a+4>>2];return b|0}function EV(a,b){a=a|0;b=b|0;f[b>>2]=23928;f[b+4>>2]=f[a+4>>2];return}function FV(a){a=a|0;return}function GV(a){a=a|0;sOb(a);return}function HV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function IV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101493?a+4|0:0)|0}function JV(a){a=a|0;return 6264}function KV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function LV(a){a=a|0;sOb(a);return}function MV(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NV(a){a=a|0;return a+4|0}function OV(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function PV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262888;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262888)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262888)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QV(a){a=a|0;sOb(a);return}function RV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23996;f[b+4>>2]=f[a+4>>2];return b|0}function SV(a,b){a=a|0;b=b|0;f[b>>2]=23996;f[b+4>>2]=f[a+4>>2];return}function TV(a){a=a|0;return}function UV(a){a=a|0;sOb(a);return}function VV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101968?a+4|0:0)|0}function XV(a){a=a|0;return 6336}function YV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function _V(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262889;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262889)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262889)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $V(a){a=a|0;sOb(a);return}function aW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24040;f[b+4>>2]=f[a+4>>2];return b|0}function bW(a,b){a=a|0;b=b|0;f[b>>2]=24040;f[b+4>>2]=f[a+4>>2];return}function cW(a){a=a|0;return}function dW(a){a=a|0;sOb(a);return}function eW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==102248?a+4|0:0)|0}function gW(a){a=a|0;return 6360}function hW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;cL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function jW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262890;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262890)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262890)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function kW(a){a=a|0;sOb(a);return}function lW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24084;f[b+4>>2]=f[a+4>>2];return b|0}function mW(a,b){a=a|0;b=b|0;f[b>>2]=24084;f[b+4>>2]=f[a+4>>2];return}function nW(a){a=a|0;return}function oW(a){a=a|0;sOb(a);return}function pW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function qW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==102529?a+4|0:0)|0}function rW(a){a=a|0;return 6384}function sW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function tW(a){a=a|0;sOb(a);return}function uW(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function vW(a){a=a|0;return a+4|0}function wW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function xW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262891;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262891)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262891)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yW(a){a=a|0;sOb(a);return}function zW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24152;f[b+4>>2]=f[a+4>>2];return b|0}function AW(a,b){a=a|0;b=b|0;f[b>>2]=24152;f[b+4>>2]=f[a+4>>2];return}function BW(a){a=a|0;return}function CW(a){a=a|0;sOb(a);return}function DW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103005?a+4|0:0)|0}function FW(a){a=a|0;return 6456}function GW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function IW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262892;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262892)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262892)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function JW(a){a=a|0;sOb(a);return}function KW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24196;f[b+4>>2]=f[a+4>>2];return b|0}function LW(a,b){a=a|0;b=b|0;f[b>>2]=24196;f[b+4>>2]=f[a+4>>2];return}function MW(a){a=a|0;return}function NW(a){a=a|0;sOb(a);return}function OW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function PW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103287?a+4|0:0)|0}function QW(a){a=a|0;return 6480}function RW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function SW(a){a=a|0;sOb(a);return}function TW(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function UW(a){a=a|0;return a+4|0}function VW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function WW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262893;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262893)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262893)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function XW(a){a=a|0;sOb(a);return}function YW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24264;f[b+4>>2]=f[a+4>>2];return b|0}function ZW(a,b){a=a|0;b=b|0;f[b>>2]=24264;f[b+4>>2]=f[a+4>>2];return}function _W(a){a=a|0;return}function $W(a){a=a|0;sOb(a);return}function aX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function bX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103766?a+4|0:0)|0}function cX(a){a=a|0;return 6552}function dX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function eX(a){a=a|0;sOb(a);return}function fX(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function gX(a){a=a|0;return a+4|0}function hX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function iX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262894;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262894)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262894)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jX(a){a=a|0;sOb(a);return}function kX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24332;f[b+4>>2]=f[a+4>>2];return b|0}function lX(a,b){a=a|0;b=b|0;f[b>>2]=24332;f[b+4>>2]=f[a+4>>2];return}function mX(a){a=a|0;return}function nX(a){a=a|0;sOb(a);return}function oX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104238?a+4|0:0)|0}function qX(a){a=a|0;return 6624}function rX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function tX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262895;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262895)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262895)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function uX(a){a=a|0;sOb(a);return}function vX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24376;f[b+4>>2]=f[a+4>>2];return b|0}function wX(a,b){a=a|0;b=b|0;f[b>>2]=24376;f[b+4>>2]=f[a+4>>2];return}function xX(a){a=a|0;return}function yX(a){a=a|0;sOb(a);return}function zX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function AX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104519?a+4|0:0)|0}function BX(a){a=a|0;return 6648}function CX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function DX(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function EX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262896;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262896)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262896)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FX(a){a=a|0;sOb(a);return}function GX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24420;f[b+4>>2]=f[a+4>>2];return b|0}function HX(a,b){a=a|0;b=b|0;f[b>>2]=24420;f[b+4>>2]=f[a+4>>2];return}function IX(a){a=a|0;return}function JX(a){a=a|0;sOb(a);return}function KX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104800?a+4|0:0)|0}function MX(a){a=a|0;return 6672}function NX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function PX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262897;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262897)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262897)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QX(a){a=a|0;sOb(a);return}function RX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24464;f[b+4>>2]=f[a+4>>2];return b|0}function SX(a,b){a=a|0;b=b|0;f[b>>2]=24464;f[b+4>>2]=f[a+4>>2];return}function TX(a){a=a|0;return}function UX(a){a=a|0;sOb(a);return}function VX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105082?a+4|0:0)|0}function XX(a){a=a|0;return 6696}function YX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZX(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function _X(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262898;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262898)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262898)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $X(a){a=a|0;sOb(a);return}function aY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24508;f[b+4>>2]=f[a+4>>2];return b|0}function bY(a,b){a=a|0;b=b|0;f[b>>2]=24508;f[b+4>>2]=f[a+4>>2];return}function cY(a){a=a|0;return}function dY(a){a=a|0;sOb(a);return}function eY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105365?a+4|0:0)|0}function gY(a){a=a|0;return 6720}function hY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iY(a){a=a|0;sOb(a);return}function jY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function kY(a){a=a|0;return a+4|0}function lY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function mY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262899;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262899)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262899)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function nY(a){a=a|0;sOb(a);return}function oY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24576;f[b+4>>2]=f[a+4>>2];return b|0}function pY(a,b){a=a|0;b=b|0;f[b>>2]=24576;f[b+4>>2]=f[a+4>>2];return}function qY(a){a=a|0;return}function rY(a){a=a|0;sOb(a);return}function sY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function tY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105846?a+4|0:0)|0}function uY(a){a=a|0;return 6792}function vY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function wY(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function xY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262900;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262900)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262900)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yY(a){a=a|0;sOb(a);return}function zY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24620;f[b+4>>2]=f[a+4>>2];return b|0}function AY(a,b){a=a|0;b=b|0;f[b>>2]=24620;f[b+4>>2]=f[a+4>>2];return}function BY(a){a=a|0;return}function CY(a){a=a|0;sOb(a);return}function DY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==106128?a+4|0:0)|0}function FY(a){a=a|0;return 6816}function GY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HY(a){a=a|0;sOb(a);return}function IY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function JY(a){a=a|0;return a+4|0}function KY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function LY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262901;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262901)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262901)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function MY(a){a=a|0;sOb(a);return}function NY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24688;f[b+4>>2]=f[a+4>>2];return b|0}function OY(a,b){a=a|0;b=b|0;f[b>>2]=24688;f[b+4>>2]=f[a+4>>2];return}function PY(a){a=a|0;return}function QY(a){a=a|0;sOb(a);return}function RY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function SY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==106605?a+4|0:0)|0}function TY(a){a=a|0;return 6888}function UY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VY(a){a=a|0;sOb(a);return}function WY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function XY(a){a=a|0;return a+4|0}function YY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function ZY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262902;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262902)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262902)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function _Y(a){a=a|0;sOb(a);return}function $Y(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24756;f[b+4>>2]=f[a+4>>2];return b|0}function aZ(a,b){a=a|0;b=b|0;f[b>>2]=24756;f[b+4>>2]=f[a+4>>2];return}function bZ(a){a=a|0;return}function cZ(a){a=a|0;sOb(a);return}function dZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function eZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107086?a+4|0:0)|0}function fZ(a){a=a|0;return 6960}function gZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function hZ(a){a=a|0;sOb(a);return}function iZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function jZ(a){a=a|0;return a+4|0}function kZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function lZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262903;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262903)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262903)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function mZ(a){a=a|0;sOb(a);return}function nZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24824;f[b+4>>2]=f[a+4>>2];return b|0}function oZ(a,b){a=a|0;b=b|0;f[b>>2]=24824;f[b+4>>2]=f[a+4>>2];return}function pZ(a){a=a|0;return}function qZ(a){a=a|0;sOb(a);return}function rZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function sZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107551?a+4|0:0)|0}function tZ(a){a=a|0;return 7032}function uZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function vZ(a){a=a|0;sOb(a);return}function wZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function xZ(a){a=a|0;return a+4|0}function yZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function zZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262904;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262904)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262904)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function AZ(a){a=a|0;sOb(a);return}function BZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24892;f[b+4>>2]=f[a+4>>2];return b|0}function CZ(a,b){a=a|0;b=b|0;f[b>>2]=24892;f[b+4>>2]=f[a+4>>2];return}function DZ(a){a=a|0;return}function EZ(a){a=a|0;sOb(a);return}function FZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function GZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107955?a+4|0:0)|0}function HZ(a){a=a|0;return 7104}function IZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function JZ(a){a=a|0;sOb(a);return}function KZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function LZ(a){a=a|0;return a+4|0}function MZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function NZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262905;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262905)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262905)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function OZ(a){a=a|0;sOb(a);return}function PZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24960;f[b+4>>2]=f[a+4>>2];return b|0}function QZ(a,b){a=a|0;b=b|0;f[b>>2]=24960;f[b+4>>2]=f[a+4>>2];return}function RZ(a){a=a|0;return}function SZ(a){a=a|0;sOb(a);return}function TZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function UZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==108383?a+4|0:0)|0}function VZ(a){a=a|0;return 7176}function WZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function XZ(a){a=a|0;sOb(a);return}function YZ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function ZZ(a){a=a|0;return a+4|0}function _Z(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function $Z(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262906;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262906)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262906)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function a_(a){a=a|0;sOb(a);return}function b_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25028;f[b+4>>2]=f[a+4>>2];return b|0}function c_(a,b){a=a|0;b=b|0;f[b>>2]=25028;f[b+4>>2]=f[a+4>>2];return}function d_(a){a=a|0;return}function e_(a){a=a|0;sOb(a);return}function f_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function g_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==108860?a+4|0:0)|0}function h_(a){a=a|0;return 7248}function i_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function j_(a){a=a|0;sOb(a);return}function k_(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function l_(a){a=a|0;return a+4|0}function m_(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function n_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262907;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262907)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262907)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function o_(a){a=a|0;sOb(a);return}function p_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25096;f[b+4>>2]=f[a+4>>2];return b|0}function q_(a,b){a=a|0;b=b|0;f[b>>2]=25096;f[b+4>>2]=f[a+4>>2];return}function r_(a){a=a|0;return}function s_(a){a=a|0;sOb(a);return}function t_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function u_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==109322?a+4|0:0)|0}function v_(a){a=a|0;return 7320}function w_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function x_(a){a=a|0;sOb(a);return}function y_(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+8|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function z_(a){a=a|0;return a+8|0}function A_(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(7376,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function B_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262908;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262908)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262908)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function C_(a){a=a|0;sOb(a);return}function D_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25164;f[b+4>>2]=f[a+4>>2];return b|0}function E_(a,b){a=a|0;b=b|0;f[b>>2]=25164;f[b+4>>2]=f[a+4>>2];return}function F_(a){a=a|0;return}function G_(a){a=a|0;sOb(a);return}function H_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function I_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==109728?a+4|0:0)|0}function J_(a){a=a|0;return 7400}function K_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function L_(a){a=a|0;sOb(a);return}function M_(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function N_(a){a=a|0;return a+4|0}function O_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;c=b;d=pOb(8)|0;g=a;e=f[g+4>>2]|0;a=d;f[a>>2]=f[g>>2];f[a+4>>2]=e;f[c>>2]=d;a=td(7456,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function P_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262909;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262909)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262909)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Q_(a){a=a|0;sOb(a);return}function R_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25232;f[b+4>>2]=f[a+4>>2];return b|0}function S_(a,b){a=a|0;b=b|0;f[b>>2]=25232;f[b+4>>2]=f[a+4>>2];return}function T_(a){a=a|0;return}function U_(a){a=a|0;sOb(a);return}function V_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function W_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110134?a+4|0:0)|0}function X_(a){a=a|0;return 7480}function Y_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Z_(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(400,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function __(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262910;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262910)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262910)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $_(a){a=a|0;sOb(a);return}function a$(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25276;f[b+4>>2]=f[a+4>>2];return b|0}function b$(a,b){a=a|0;b=b|0;f[b>>2]=25276;f[b+4>>2]=f[a+4>>2];return}function c$(a){a=a|0;return}function d$(a){a=a|0;sOb(a);return}function e$(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function f$(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110380?a+4|0:0)|0}function g$(a){a=a|0;return 7504}function h$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function i$(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(12)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[c>>2]=d;a=td(2968,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function j$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262911;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262911)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262911)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function k$(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j;g=a+4|0;c=f[g>>2]|0;h=f[a>>2]|0;i=h+4|0;if((c|0)!=((f[i>>2]|0)-(f[h>>2]|0)>>2|0)){i=c;h=f[h>>2]|0;i=h+(i<<2)|0;i=f[i>>2]|0;u=j;return i|0}c=pOb(944)|0;dQb(c|0,0,944)|0;f[c>>2]=25364;f[c+60>>2]=0;f[c+64>>2]=0;f[c+68>>2]=0;f[c+56>>2]=25412;f[c+72>>2]=25460;f[c+276>>2]=0;f[c+280>>2]=0;f[c+284>>2]=0;f[c+272>>2]=25532;f[c+384>>2]=0;f[c+388>>2]=0;f[c+392>>2]=0;f[c+396>>2]=-1;b[c+496>>0]=0;f[c+288>>2]=25580;f[c+508>>2]=0;f[c+512>>2]=0;f[c+516>>2]=0;f[c+504>>2]=20568;f[c+520>>2]=18528;f[c+540>>2]=0;f[c+544>>2]=0;f[c+548>>2]=0;f[c+536>>2]=25628;b[c+672>>0]=0;f[c+552>>2]=25676;f[c+684>>2]=0;f[c+688>>2]=0;f[c+692>>2]=0;f[c+680>>2]=25700;b[c+936>>0]=0;f[c+696>>2]=25748;f[e>>2]=c;d=f[i>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=c;f[i>>2]=d+4}else t$(h,e);h=f[a>>2]|0;i=f[g>>2]|0;h=f[h>>2]|0;i=h+(i<<2)|0;i=f[i>>2]|0;u=j;return i|0}function l$(a){a=a|0;sOb(a);return}function m$(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25320;f[b+4>>2]=f[a+4>>2];return b|0}function n$(a,b){a=a|0;b=b|0;f[b>>2]=25320;f[b+4>>2]=f[a+4>>2];return}function o$(a){a=a|0;return}function p$(a){a=a|0;sOb(a);return}function q$(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function r$(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110646?a+4|0:0)|0}function s$(a){a=a|0;return 7528}function t$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function u$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25364;f[a+680>>2]=25724;b=f[a+684>>2]|0;if(b|0){c=a+688|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b)}f[a+536>>2]=25652;b=f[a+540>>2]|0;if(b|0){c=a+544|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b)}U$(a+272|0);f[a+56>>2]=25436;b=f[a+60>>2]|0;if(!b){f[a>>2]=25388;a=a+4|0;B$(a);return}c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-192-b|0)>>>0)/192|0)*192|0);sOb(b);f[a>>2]=25388;a=a+4|0;B$(a);return}function v$(a){a=a|0;u$(a);sOb(a);return}function w$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=a+56|0;d=a+272|0;e=a+536|0;g=a+680|0;b=Sg[f[(f[h>>2]|0)+8>>2]&255](h,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){h=0;return h|0}h=a+4|0;c=a+60|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+8|0;g=a+64|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+12|0;h=a+68|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+16|0;c=a+276|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+20|0;g=a+280|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+24|0;h=a+284|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+28|0;c=a+540|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+32|0;g=a+544|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+36|0;h=a+548|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+40|0;c=a+684|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+44|0;g=a+688|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+48|0;h=a+692|0;a=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=a;h=b;return h|0}function x$(a){a=a|0;return a+4|0}function y$(a){a=a|0;f[a>>2]=25388;B$(a+4|0);return}function z$(a){a=a|0;yf()}function A$(a){a=a|0;var c=0,d=0,e=0,g=0.0;c=f[a+16>>2]|0;d=f[a+24>>2]|0;e=f[a+216>>2]|0;a:{f[(c+392|0)>>2]=e;e=f[(d+396|0)>>2]|0;f[(d+396|0)>>2]=f[(c+396|0)>>2];f[(c+396|0)>>2]=e;e=f[(d+400|0)>>2]|0;f[(d+400|0)>>2]=f[(c+400|0)>>2];f[(c+400|0)>>2]=e;e=f[(d+404|0)>>2]|0;f[(d+404|0)>>2]=f[(c+404|0)>>2];f[(c+404|0)>>2]=e;e=f[(d+408|0)>>2]|0;f[(d+408|0)>>2]=f[(c+408|0)>>2];f[(c+408|0)>>2]=e;e=f[(d+412|0)>>2]|0;f[(d+412|0)>>2]=f[(c+412|0)>>2];f[(c+412|0)>>2]=e;e=f[(d+416|0)>>2]|0;f[(d+416|0)>>2]=f[(c+416|0)>>2];f[(c+416|0)>>2]=e;e=f[(d+420|0)>>2]|0;f[(d+420|0)>>2]=f[(c+420|0)>>2];f[(c+420|0)>>2]=e;e=f[(d+424|0)>>2]|0;f[(d+424|0)>>2]=f[(c+424|0)>>2];f[(c+424|0)>>2]=e;e=f[(d+428|0)>>2]|0;f[(d+428|0)>>2]=f[(c+428|0)>>2];f[(c+428|0)>>2]=e;e=f[(d+432|0)>>2]|0;f[(d+432|0)>>2]=f[(c+432|0)>>2];f[(c+432|0)>>2]=e;e=f[(d+436|0)>>2]|0;f[(d+436|0)>>2]=f[(c+436|0)>>2];f[(c+436|0)>>2]=e;g=+p[(d+440|0)>>3];p[(d+440|0)>>3]=+p[(c+440|0)>>3];p[(c+440|0)>>3]=g;g=+p[(d+448|0)>>3];p[(d+448|0)>>3]=+p[(c+448|0)>>3];p[(c+448|0)>>3]=g;g=+p[(d+456|0)>>3];p[(d+456|0)>>3]=+p[(c+456|0)>>3];p[(c+456|0)>>3]=g;g=+p[(d+464|0)>>3];p[(d+464|0)>>3]=+p[(c+464|0)>>3];p[(c+464|0)>>3]=g;g=+p[(d+472|0)>>3];p[(d+472|0)>>3]=+p[(c+472|0)>>3];p[(c+472|0)>>3]=g;g=+p[(d+480|0)>>3];p[(d+480|0)>>3]=+p[(c+480|0)>>3];p[(c+480|0)>>3]=g;g=+p[(d+488|0)>>3];p[(d+488|0)>>3]=+p[(c+488|0)>>3];p[(c+488|0)>>3]=g;g=+p[(d+496|0)>>3];p[(d+496|0)>>3]=+p[(c+496|0)>>3];p[(c+496|0)>>3]=g;g=+p[(d+504|0)>>3];p[(d+504|0)>>3]=+p[(c+504|0)>>3];p[(c+504|0)>>3]=g;g=+p[(d+512|0)>>3];p[(d+512|0)>>3]=+p[(c+512|0)>>3];p[(c+512|0)>>3]=g;g=+p[(d+520|0)>>3];p[(d+520|0)>>3]=+p[(c+520|0)>>3];p[(c+520|0)>>3]=g;g=+p[(d+528|0)>>3];p[(d+528|0)>>3]=+p[(c+528|0)>>3];p[(c+528|0)>>3]=g;g=+p[(d+536|0)>>3];p[(d+536|0)>>3]=+p[(c+536|0)>>3];p[(c+536|0)>>3]=g;g=+p[(d+544|0)>>3];p[(d+544|0)>>3]=+p[(c+544|0)>>3];p[(c+544|0)>>3]=g;g=+p[(d+552|0)>>3];p[(d+552|0)>>3]=+p[(c+552|0)>>3];p[(c+552|0)>>3]=g;g=+p[(d+560|0)>>3];p[(d+560|0)>>3]=+p[(c+560|0)>>3];p[(c+560|0)>>3]=g;g=+p[(d+568|0)>>3];p[(d+568|0)>>3]=+p[(c+568|0)>>3];p[(c+568|0)>>3]=g;g=+p[(d+576|0)>>3];p[(d+576|0)>>3]=+p[(c+576|0)>>3];p[(c+576|0)>>3]=g;g=+p[(d+584|0)>>3];p[(d+584|0)>>3]=+p[(c+584|0)>>3];p[(c+584|0)>>3]=g;g=+p[(d+592|0)>>3];p[(d+592|0)>>3]=+p[(c+592|0)>>3];p[(c+592|0)>>3]=g;g=+p[(d+600|0)>>3];p[(d+600|0)>>3]=+p[(c+600|0)>>3];p[(c+600|0)>>3]=g;g=+p[(d+608|0)>>3];p[(d+608|0)>>3]=+p[(c+608|0)>>3];p[(c+608|0)>>3]=g;g=+p[(d+616|0)>>3];p[(d+616|0)>>3]=+p[(c+616|0)>>3];p[(c+616|0)>>3]=g;g=+p[(d+624|0)>>3];p[(d+624|0)>>3]=+p[(c+624|0)>>3];p[(c+624|0)>>3]=g;g=+p[(d+632|0)>>3];p[(d+632|0)>>3]=+p[(c+632|0)>>3];p[(c+632|0)>>3]=g;g=+p[(d+640|0)>>3];p[(d+640|0)>>3]=+p[(c+640|0)>>3];p[(c+640|0)>>3]=g;g=+p[(d+648|0)>>3];p[(d+648|0)>>3]=+p[(c+648|0)>>3];p[(c+648|0)>>3]=g;g=+p[(d+656|0)>>3];p[(d+656|0)>>3]=+p[(c+656|0)>>3];p[(c+656|0)>>3]=g;g=+p[(d+664|0)>>3];p[(d+664|0)>>3]=+p[(c+664|0)>>3];p[(c+664|0)>>3]=g;g=+p[(d+672|0)>>3];p[(d+672|0)>>3]=+p[(c+672|0)>>3];p[(c+672|0)>>3]=g;g=+p[(d+680|0)>>3];p[(d+680|0)>>3]=+p[(c+680|0)>>3];p[(c+680|0)>>3]=g;g=+p[(d+688|0)>>3];p[(d+688|0)>>3]=+p[(c+688|0)>>3];p[(c+688|0)>>3]=g;e=f[(d+696|0)>>2]|0;f[(d+696|0)>>2]=f[(c+696|0)>>2];f[(c+696|0)>>2]=e;e=f[(d+700|0)>>2]|0;f[(d+700|0)>>2]=f[(c+700|0)>>2];f[(c+700|0)>>2]=e;e=f[(d+704|0)>>2]|0;f[(d+704|0)>>2]=f[(c+704|0)>>2];f[(c+704|0)>>2]=e;e=f[(d+708|0)>>2]|0;f[(d+708|0)>>2]=f[(c+708|0)>>2];f[(c+708|0)>>2]=e;e=f[(d+712|0)>>2]|0;f[(d+712|0)>>2]=f[(c+712|0)>>2];f[(c+712|0)>>2]=e;e=f[(d+716|0)>>2]|0;f[(d+716|0)>>2]=f[(c+716|0)>>2];f[(c+716|0)>>2]=e;e=f[(d+720|0)>>2]|0;f[(d+720|0)>>2]=f[(c+720|0)>>2];f[(c+720|0)>>2]=e;e=f[(d+724|0)>>2]|0;f[(d+724|0)>>2]=f[(c+724|0)>>2];f[(c+724|0)>>2]=e;e=f[(d+728|0)>>2]|0;f[(d+728|0)>>2]=f[(c+728|0)>>2];f[(c+728|0)>>2]=e;f[(c+732|0)>>2]=f[(d+732|0)>>2];f[(c+732|0)+4>>2]=f[(d+732|0)+4>>2];f[(c+732|0)+8>>2]=f[(d+732|0)+8>>2];b[(c+732|0)+12>>0]=b[(d+732|0)+12>>0]|0;f[a+840>>2]=6;f[a+844>>2]=c|0;break a}}
+function msb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function nsb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0;i=f[a>>2]|0;d=f[b>>2]|0;i=i+(((d-i|0)/192|0)*192|0)|0;b=f[c>>2]|0;if((b|0)==(d|0))return i|0;b=i+(((b-d|0)/192|0)*192|0)|0;h=a+4|0;g=f[h>>2]|0;if((b|0)==(g|0))c=i;else{c=i;do{d=c;a=b;e=d+36|0;do{f[d>>2]=f[a>>2];d=d+4|0;a=a+4|0}while((d|0)<(e|0));a=b+40|0;j=+p[a>>3];d=c+40|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+48|0;j=+p[d>>3];a=c+48|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+56|0;j=+p[a>>3];d=c+56|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+64|0;j=+p[d>>3];a=c+64|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+72|0;j=+p[a>>3];d=c+72|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+80|0;j=+p[d>>3];a=c+80|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=c+88|0;d=b+88|0;e=f[d>>2]|0;f[d>>2]=f[a>>2];f[a>>2]=e;a=b+92|0;e=f[a>>2]|0;d=c+92|0;f[a>>2]=f[d>>2];f[d>>2]=e;d=b+96|0;e=f[d>>2]|0;a=c+96|0;f[d>>2]=f[a>>2];f[a>>2]=e;a=c+100|0;e=b+100|0;d=f[e>>2]|0;f[e>>2]=f[a>>2];f[a>>2]=d;a=b+104|0;d=f[a>>2]|0;e=c+104|0;f[a>>2]=f[e>>2];f[e>>2]=d;e=b+108|0;d=f[e>>2]|0;a=c+108|0;f[e>>2]=f[a>>2];f[a>>2]=d;a=b+112|0;j=+p[a>>3];d=c+112|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+120|0;j=+p[d>>3];a=c+120|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+128|0;j=+p[a>>3];d=c+128|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+136|0;j=+p[d>>3];a=c+136|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+144|0;j=+p[a>>3];d=c+144|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+152|0;j=+p[d>>3];a=c+152|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+160|0;j=+p[a>>3];d=c+160|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+168|0;j=+p[d>>3];a=c+168|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+176|0;j=+p[a>>3];d=c+176|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+184|0;a=f[d+4>>2]|0;e=c+184|0;f[e>>2]=f[d>>2];f[e+4>>2]=a;b=b+192|0;c=c+192|0}while((b|0)!=(g|0));b=f[h>>2]|0}if((b|0)==(c|0))return i|0;f[h>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);return i|0}function osb(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0;N=0;na=u;u=u+3632|0;a:while(1){l=c;Y=c+-208|0;B=c+-416|0;C=c+-24|0;M=c+-16|0;Z=c+-172|0;_=c+-168|0;$=c+-164|0;S=c+-160|0;T=c+-156|0;U=c+-152|0;V=c+-144|0;W=c+-136|0;X=c+-128|0;ea=c+-120|0;aa=c+-116|0;ba=c+-112|0;ca=c+-108|0;fa=c+-88|0;ga=c+-80|0;ha=c+-72|0;ia=c+-64|0;ja=c+-56|0;ka=c+-48|0;la=c+-40|0;ma=c+-32|0;da=c+-24|0;i=a;while(1){R=i;b:while(1){m=R;switch((l-m|0|0)/208|0|0){case 2:{N=5;break a}case 3:{N=15;break a}case 4:{N=16;break a}case 5:{N=17;break a}case 1:case 0:{N=144;break a}default:{}}if((l-m|0|0)<1456){N=19;break a}o=R+((((l-m|0)>>>0)/416|0)*208|0)|0;if((l-m|0|0)>207792)j=Dsb(R,R+((((l-m|0)>>>0)/832|0)*208|0)|0,o,o+((((l-m|0)>>>0)/832|0)*208|0)|0,Y)|0;else j=Bsb(R,o,Y)|0;z=R+184|0;g=~~+p[z>>3]>>>0;A=R+((((l-m|0)>>>0)/416|0)*208|0)+184|0;h=~~+p[A>>3]>>>0;if(g>>>0<h>>>0){F=Y;I=j;break}if(g>>>0<=h>>>0){d=+p[R+192>>3];e=+p[R+((((l-m|0)>>>0)/416|0)*208|0)+192>>3];if(d<e){F=Y;I=j;break}if(!(d>e))if(gub(R,o)|0){F=Y;I=j;break}}f[na+312>>2]=E;f[na+392>>2]=R;f[na+600>>2]=aa;f[na+648>>2]=ba;f[na+688>>2]=ca;f[na+824>>2]=da;f[na+832>>2]=S;f[na+864>>2]=T;f[na+888>>2]=U;f[na+920>>2]=V;f[na+944>>2]=W;f[na+968>>2]=X;f[na+1016>>2]=ea;f[na+1032>>2]=fa;f[na+1064>>2]=ga;f[na+1096>>2]=ha;f[na+1152>>2]=l;f[na+1160>>2]=ia;f[na+1216>>2]=ja;f[na+1280>>2]=ka;f[na+1312>>2]=la;f[na+1360>>2]=ma;f[na+1424>>2]=m;f[na+1488>>2]=o;f[na+1496>>2]=z;f[na+1512>>2]=A;f[na+1600>>2]=Y;f[na+2024>>2]=B;f[na+2280>>2]=K;f[na+2496>>2]=C;f[na+2936>>2]=M;f[na+3288>>2]=Z;f[na+3352>>2]=_;f[na+3376>>2]=$;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3504>>2]=0;f[na+3508>>2]=0;utb(na);E=f[na+312>>2]|0;R=f[na+392>>2]|0;K=f[na+2280>>2]|0;O=f[na+3408>>2]|0;P=f[na+3424>>2]|0;Q=f[na+3432>>2]|0;N=f[na+3448>>2]|0;G=f[na+3504>>2]|0;D=f[na+3508>>2]|0;H=+n[na+3508>>2];f[na+3504>>2]=0;f[na+3508>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 7:break a}if((G|0)==3)continue;if((G|0)==4)switch(D|0){case 8:continue b}}f[na+288>>2]=i;f[na+312>>2]=E;f[na+336>>2]=j;f[na+352>>2]=c;f[na+392>>2]=R;f[na+440>>2]=F;f[na+464>>2]=I;f[na+536>>2]=J;f[na+1152>>2]=l;f[na+1424>>2]=m;f[na+1488>>2]=o;f[na+2280>>2]=K;f[na+3304>>2]=L;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3496>>2]=0;f[na+3500>>2]=0;ttb(na);i=f[na+288>>2]|0;F=f[na+440>>2]|0;I=f[na+464>>2]|0;J=f[na+536>>2]|0;L=f[na+3304>>2]|0;O=f[na+3408>>2]|0;P=f[na+3424>>2]|0;Q=f[na+3432>>2]|0;N=f[na+3448>>2]|0;G=f[na+3496>>2]|0;D=f[na+3500>>2]|0;H=+n[na+3500>>2];f[na+3496>>2]=0;f[na+3500>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if((N|0)==142){N=0;osb(J+208|0,c);a=R;c=J;continue}else if((N|0)==143){N=0;if(L){N=144;break}else{a=R;c=J;continue}}}a=1;if(a)if((N|0)==5){a=~~+p[C>>3]>>>0;c=~~+p[R+184>>3]>>>0;if(a>>>0>=c>>>0){if(a>>>0>c>>>0){u=na;return}d=+p[M>>3];e=+p[R+192>>3];if(!(d<e)){if(d>e){u=na;return}if(!(gub(Y,R)|0)){u=na;return}}}O=na+24|0;P=R;Q=O+36|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));a=f[R+36>>2]|0;c=f[R+40>>2]|0;g=f[R+44>>2]|0;h=f[R+48>>2]|0;i=f[R+52>>2]|0;j=f[R+56>>2]|0;d=+p[R+64>>3];e=+p[R+72>>3];k=+p[R+80>>3];O=R+88|0;l=f[O>>2]|0;P=R+92|0;m=f[P>>2]|0;Q=R+96|0;o=f[Q>>2]|0;f[Q>>2]=0;f[P>>2]=0;f[O>>2]=0;O=R+100|0;f[(na+232|0)>>2]=f[O>>2];f[(na+232|0)+4>>2]=f[O+4>>2];f[(na+232|0)+8>>2]=f[O+8>>2];f[(na+232|0)+12>>2]=f[O+12>>2];f[(na+232|0)+16>>2]=f[O+16>>2];q=+p[R+120>>3];r=+p[R+128>>3];s=+p[R+136>>3];t=+p[R+144>>3];v=+p[R+152>>3];w=+p[R+160>>3];x=+p[R+168>>3];y=+p[R+176>>3];O=R+184|0;f[na>>2]=f[O>>2];f[na+4>>2]=f[O+4>>2];f[na+8>>2]=f[O+8>>2];f[na+12>>2]=f[O+12>>2];b[na+16>>0]=b[O+16>>0]|0;psb(R,Y)|0;O=Y;P=na+24|0;Q=O+36|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));f[Z>>2]=a;f[_>>2]=c;f[$>>2]=g;f[S>>2]=h;f[T>>2]=i;f[U>>2]=j;p[V>>3]=d;p[W>>3]=e;p[X>>3]=k;a=f[ea>>2]|0;if(a|0){c=f[aa>>2]|0;if((c|0)!=(a|0))f[aa>>2]=c+(~(((c+-12-a|0)>>>0)/12|0)*12|0);sOb(a);f[ba>>2]=0;f[aa>>2]=0;f[ea>>2]=0}f[ea>>2]=l;f[aa>>2]=m;f[ba>>2]=o;f[ca>>2]=f[(na+232|0)>>2];f[ca+4>>2]=f[(na+232|0)+4>>2];f[ca+8>>2]=f[(na+232|0)+8>>2];f[ca+12>>2]=f[(na+232|0)+12>>2];f[ca+16>>2]=f[(na+232|0)+16>>2];p[fa>>3]=q;p[ga>>3]=r;p[ha>>3]=s;p[ia>>3]=t;p[ja>>3]=v;p[ka>>3]=w;p[la>>3]=x;p[ma>>3]=y;f[da>>2]=f[na>>2];f[da+4>>2]=f[na+4>>2];f[da+8>>2]=f[na+8>>2];f[da+12>>2]=f[na+12>>2];b[da+16>>0]=b[na+16>>0]|0;u=na;return}else a=1;f[na+352>>2]=c;f[na+392>>2]=R;f[na+1600>>2]=Y;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3456>>2]=a;f[na+3488>>2]=0;f[na+3492>>2]=0;stb(na);G=f[na+3488>>2]|0;D=f[na+3492>>2]|0;H=+n[na+3492>>2];f[na+3488>>2]=0;f[na+3492>>2]=0;if((G|0)==5)return}function psb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0;d=a;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));i=a+36|0;h=c+36|0;d=f[h>>2]|0;f[h>>2]=f[i>>2];f[i>>2]=d;i=c+40|0;d=f[i>>2]|0;h=a+40|0;f[i>>2]=f[h>>2];f[h>>2]=d;h=c+44|0;d=f[h>>2]|0;i=a+44|0;f[h>>2]=f[i>>2];f[i>>2]=d;i=a+48|0;d=c+48|0;h=f[d>>2]|0;f[d>>2]=f[i>>2];f[i>>2]=h;i=c+52|0;h=f[i>>2]|0;d=a+52|0;f[i>>2]=f[d>>2];f[d>>2]=h;d=c+56|0;h=f[d>>2]|0;i=a+56|0;f[d>>2]=f[i>>2];f[i>>2]=h;i=c+64|0;j=+p[i>>3];h=a+64|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+72|0;j=+p[h>>3];i=a+72|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+80|0;j=+p[i>>3];h=a+80|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=a+88|0;i=c+88|0;d=f[h>>2]|0;g=a+92|0;if(!d)d=a+96|0;else{e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d);d=a+96|0;f[d>>2]=0;f[g>>2]=0;f[h>>2]=0}f[h>>2]=f[i>>2];h=c+92|0;f[g>>2]=f[h>>2];g=c+96|0;f[d>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;i=a+100|0;h=c+100|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];i=c+120|0;j=+p[i>>3];h=a+120|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+128|0;j=+p[h>>3];i=a+128|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+136|0;j=+p[i>>3];h=a+136|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+144|0;j=+p[h>>3];i=a+144|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+152|0;j=+p[i>>3];h=a+152|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+160|0;j=+p[h>>3];i=a+160|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+168|0;j=+p[i>>3];h=a+168|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+176|0;j=+p[h>>3];i=a+176|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=a+184|0;c=c+184|0;f[i>>2]=f[c>>2];f[i+4>>2]=f[c+4>>2];f[i+8>>2]=f[c+8>>2];f[i+12>>2]=f[c+12>>2];b[i+16>>0]=b[c+16>>0]|0;return a|0}function qsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+8|0;h=f[l>>2]|0;m=a+4|0;d=f[m>>2]|0;if(((h-d|0)/208|0)>>>0>=c>>>0){do{dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;d=(f[m>>2]|0)+208|0;f[m>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/208|0;d=g+c|0;if(d>>>0>20648881)AMb(a);j=(h-e|0)/208|0;k=j<<1;d=j>>>0<10324440?(k>>>0<d>>>0?d:k):20648881;do if(!d)i=0;else if(d>>>0>20648881)vd();else{i=pOb(d*208|0)|0;break}while(0);j=i+(g*208|0)|0;e=j;g=i+(d*208|0)|0;k=e;d=j;do{dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;d=k+208|0;k=d;c=c+-1|0}while((c|0)!=0);h=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(h|0)){c=e;i=h;d=h}else{c=j;do{d=d+-208|0;f0(c+-208|0,d);c=e+-208|0;e=c}while((d|0)!=(h|0));c=e;i=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=c;f[m>>2]=k;f[l>>2]=g;h=i;if((d|0)!=(h|0))do{c=f[d+-120>>2]|0;if(c|0){e=d+-116|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~(((g+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}d=d+-208|0}while((d|0)!=(h|0));if(!i)return;sOb(i);return}function rsb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function ssb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0.0;F=0;J=u;u=u+2704|0;a:while(1){z=c;v=c+-120|0;A=c+-240|0;d=c+-24|0;h=c+-16|0;w=c+-80|0;x=c+-72|0;y=c+-64|0;q=c+-56|0;r=c+-40|0;s=c+-32|0;t=c+-24|0;k=a;f[J+224>>2]=k;f[J+240>>2]=a;f[J+288>>2]=c;f[J+320>>2]=I;f[J+840>>2]=q;f[J+912>>2]=r;f[J+976>>2]=s;f[J+1008>>2]=t;f[J+1256>>2]=z;f[J+1712>>2]=v;f[J+2200>>2]=A;f[J+2304>>2]=d;f[J+2352>>2]=h;f[J+2376>>2]=w;f[J+2408>>2]=x;f[J+2440>>2]=y;f[J+2504>>2]=B;f[J+2520>>2]=C;f[J+2528>>2]=E;f[J+2536>>2]=F;f[J+2584>>2]=0;f[J+2588>>2]=0;wtb(J);a=f[J+240>>2]|0;c=f[J+288>>2]|0;I=f[J+320>>2]|0;B=f[J+2504>>2]|0;C=f[J+2520>>2]|0;E=f[J+2528>>2]|0;F=f[J+2536>>2]|0;G=f[J+2584>>2]|0;D=f[J+2588>>2]|0;H=+n[J+2588>>2];f[J+2584>>2]=0;f[J+2588>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}a=1;if(a)if((F|0)==5){a=~~+p[d>>3]>>>0;c=~~+p[I+96>>3]>>>0;if(a>>>0>=c>>>0){if(a>>>0>c>>>0){u=J;return}e=+p[h>>3];g=+p[I+104>>3];if(!(e<g)){if(e>g){u=J;return}if(!(hub(v,I)|0)){u=J;return}}}B=J+24|0;C=I;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));j=I+40|0;k=I+48|0;a=I+56|0;e=+p[j>>3];g=+p[k>>3];l=+p[a>>3];c=I+64|0;f[(J+64|0)>>2]=f[c>>2];f[(J+64|0)+4>>2]=f[c+4>>2];f[(J+64|0)+8>>2]=f[c+8>>2];f[(J+64|0)+12>>2]=f[c+12>>2];d=I+80|0;h=I+88|0;m=+p[d>>3];o=+p[h>>3];i=I+96|0;f[J>>2]=f[i>>2];f[J+4>>2]=f[i+4>>2];f[J+8>>2]=f[i+8>>2];f[J+12>>2]=f[i+12>>2];b[J+16>>0]=b[i+16>>0]|0;B=I;C=v;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));K=+p[w>>3];p[w>>3]=e;p[j>>3]=K;K=+p[x>>3];p[x>>3]=+p[k>>3];p[k>>3]=K;K=+p[y>>3];p[y>>3]=+p[a>>3];p[a>>3]=K;f[c>>2]=f[q>>2];f[c+4>>2]=f[q+4>>2];f[c+8>>2]=f[q+8>>2];f[c+12>>2]=f[q+12>>2];K=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=K;p[h>>3]=+p[s>>3];f[i>>2]=f[t>>2];f[i+4>>2]=f[t+4>>2];f[i+8>>2]=f[t+8>>2];f[i+12>>2]=f[t+12>>2];b[i+16>>0]=b[t+16>>0]|0;B=v;C=J+24|0;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));p[w>>3]=e;p[x>>3]=g;p[y>>3]=l;f[q>>2]=f[(J+64|0)>>2];f[q+4>>2]=f[(J+64|0)+4>>2];f[q+8>>2]=f[(J+64|0)+8>>2];f[q+12>>2]=f[(J+64|0)+12>>2];p[r>>3]=m;p[s>>3]=o;f[t>>2]=f[J>>2];f[t+4>>2]=f[J+4>>2];f[t+8>>2]=f[J+8>>2];f[t+12>>2]=f[J+12>>2];b[t+16>>0]=b[J+16>>0]|0;u=J;return}else a=1;if(a)if((F|0)==11){xsb(I,I+120|0,v)|0;u=J;return}else if((F|0)==12){ysb(I,I+120|0,I+240|0,v)|0;u=J;return}else if((F|0)==13){zsb(I,I+120|0,I+240|0,I+360|0,v)|0;u=J;return}else a=1;if(a)if((F|0)==15){d=I+240|0;xsb(I,I+120|0,d)|0;a=I+360|0;if((a|0)==(c|0)){u=J;return}x=(J+64|0)+40|0;y=(J+64|0)+64|0;z=(J+64|0)+80|0;A=(J+64|0)+96|0;w=a;while(1){a=~~+p[w+96>>3]>>>0;h=~~+p[d+96>>3]>>>0;if(a>>>0<h>>>0)F=22;else if(a>>>0<=h>>>0){e=+p[w+104>>3];g=+p[d+104>>3];if(e<g)F=22;else if(!(e>g))if(hub(w,d)|0)F=22}if((F|0)==22){F=0;B=J+64|0;C=w;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));a=w+40|0;f[x>>2]=f[a>>2];f[x+4>>2]=f[a+4>>2];f[x+8>>2]=f[a+8>>2];f[x+12>>2]=f[a+12>>2];f[x+16>>2]=f[a+16>>2];f[x+20>>2]=f[a+20>>2];p[x>>3]=+p[a>>3];p[((J+64|0)+48|0)>>3]=+p[w+48>>3];p[((J+64|0)+56|0)>>3]=+p[w+56>>3];a=w+64|0;f[y>>2]=f[a>>2];f[y+4>>2]=f[a+4>>2];f[y+8>>2]=f[a+8>>2];f[y+12>>2]=f[a+12>>2];a=w+80|0;f[z>>2]=f[a>>2];f[z+4>>2]=f[a+4>>2];f[z+8>>2]=f[a+8>>2];f[z+12>>2]=f[a+12>>2];p[z>>3]=+p[a>>3];p[((J+64|0)+88|0)>>3]=+p[w+88>>3];a=w+96|0;f[A>>2]=f[a>>2];f[A+4>>2]=f[a+4>>2];f[A+8>>2]=f[a+8>>2];f[A+12>>2]=f[a+12>>2];b[A+16>>0]=b[a+16>>0]|0;a=w;while(1){B=a;C=d;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));t=d+40|0;K=+p[t>>3];v=a+40|0;p[t>>3]=+p[v>>3];p[v>>3]=K;v=d+48|0;K=+p[v>>3];k=a+48|0;p[v>>3]=+p[k>>3];p[k>>3]=K;k=d+56|0;K=+p[k>>3];r=a+56|0;p[k>>3]=+p[r>>3];p[r>>3]=K;r=a+64|0;q=d+64|0;f[r>>2]=f[q>>2];f[r+4>>2]=f[q+4>>2];f[r+8>>2]=f[q+8>>2];f[r+12>>2]=f[q+12>>2];r=d+80|0;K=+p[r>>3];s=a+80|0;p[r>>3]=+p[s>>3];p[s>>3]=K;s=d+88|0;K=+p[s>>3];E=a+88|0;p[s>>3]=+p[E>>3];p[E>>3]=K;E=a+96|0;j=d+96|0;f[E>>2]=f[j>>2];f[E+4>>2]=f[j+4>>2];f[E+8>>2]=f[j+8>>2];f[E+12>>2]=f[j+12>>2];b[E+16>>0]=b[j+16>>0]|0;if((d|0)==(I|0))break;i=d+-120|0;a=~~+p[((J+64|0)+96|0)>>3]>>>0;h=~~+p[d+-24>>3]>>>0;if(a>>>0<h>>>0){a=d;d=i;continue}if(a>>>0>h>>>0)break;e=+p[((J+64|0)+104|0)>>3];g=+p[d+-16>>3];if(e<g){a=d;d=i;continue}if(e>g)break;if(hub(J+64|0,i)|0){a=d;d=i}else break}B=d;C=J+64|0;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));K=+p[((J+64|0)+40|0)>>3];p[((J+64|0)+40|0)>>3]=+p[t>>3];p[t>>3]=K;K=+p[((J+64|0)+48|0)>>3];p[((J+64|0)+48|0)>>3]=+p[v>>3];p[v>>3]=K;K=+p[((J+64|0)+56|0)>>3];p[((J+64|0)+56|0)>>3]=+p[k>>3];p[k>>3]=K;f[q>>2]=f[y>>2];f[q+4>>2]=f[y+4>>2];f[q+8>>2]=f[y+8>>2];f[q+12>>2]=f[y+12>>2];K=+p[((J+64|0)+80|0)>>3];p[((J+64|0)+80|0)>>3]=+p[r>>3];p[r>>3]=K;K=+p[((J+64|0)+88|0)>>3];p[((J+64|0)+88|0)>>3]=+p[s>>3];p[s>>3]=K;f[j>>2]=f[A>>2];f[j+4>>2]=f[A+4>>2];f[j+8>>2]=f[A+8>>2];f[j+12>>2]=f[A+12>>2];b[j+16>>0]=b[A+16>>0]|0}a=w+120|0;if((a|0)==(c|0))break;else{d=w;w=a}}u=J;return}else a=1;if(a)if((F|0)==111)if(1){u=J;return}}function tsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+8|0;h=f[n>>2]|0;o=a+4|0;d=f[o>>2]|0;if(((h-d|0)/120|0)>>>0>=c>>>0){do{l=d+120|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));d=(f[o>>2]|0)+120|0;f[o>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/120|0;d=g+c|0;if(d>>>0>35791394)AMb(a);l=(h-e|0)/120|0;m=l<<1;d=l>>>0<17895697?(m>>>0<d>>>0?d:m):35791394;do if(!d)i=0;else if(d>>>0>35791394)vd();else{i=pOb(d*120|0)|0;break}while(0);h=i+(g*120|0)|0;g=h;e=i+(d*120|0)|0;d=h;m=g;do{l=d+120|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));d=m+120|0;m=d;c=c+-1|0}while((c|0)!=0);k=f[a>>2]|0;d=f[o>>2]|0;if((d|0)==(k|0)){c=g;d=k}else{j=d;c=g;do{g=j;j=j+-120|0;d=h+-120|0;i=j;l=d+36|0;do{f[d>>2]=f[i>>2];d=d+4|0;i=i+4|0}while((d|0)<(l|0));p[h+-80>>3]=+p[g+-80>>3];p[h+-72>>3]=+p[g+-72>>3];p[h+-64>>3]=+p[g+-64>>3];l=h+-56|0;i=g+-56|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[l+12>>2]=f[i+12>>2];p[h+-40>>3]=+p[g+-40>>3];p[h+-32>>3]=+p[g+-32>>3];l=h+-24|0;i=g+-24|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[l+12>>2]=f[i+12>>2];b[l+16>>0]=b[i+16>>0]|0;h=c+-120|0;c=h}while((j|0)!=(k|0));d=f[a>>2]|0}f[a>>2]=c;f[o>>2]=m;f[n>>2]=e;if(!d)return;sOb(d);return}function usb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function vsb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wsb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wsb(a,b);return}function wsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+720|0;j=+p[(c+96|0)>>3];e=~~+p[(a+96|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){m=1;h=j}else if(~~j>>>0>>>0>e>>>0){m=0;h=j}else{h=+p[c+104>>3];i=+p[a+104>>3];if(h<i){m=1;h=j}else if(h>i){m=0;h=j}else{m=hub(c,a)|0;h=+p[(c+96|0)>>3]}}g=~~+p[(d+96|0)>>3]>>>0;e=~~h>>>0;if(g>>>0<e>>>0)e=1;else if(g>>>0>e>>>0)e=0;else{h=+p[d+104>>3];i=+p[c+104>>3];if(h<i)e=1;else if(h>i)e=0;else e=hub(d,c)|0}if(!m){if(!e){c=0;u=t;return c|0}q=t+24|0;r=c;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));h=+p[(c+40|0)>>3];i=+p[(c+48|0)>>3];j=+p[(c+56|0)>>3];f[(t+64|0)>>2]=f[(c+64|0)>>2];f[(t+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(c+64|0)+12>>2];k=+p[(c+80|0)>>3];l=+p[(c+88|0)>>3];f[t>>2]=f[(c+96|0)>>2];f[t+4>>2]=f[(c+96|0)+4>>2];f[t+8>>2]=f[(c+96|0)+8>>2];f[t+12>>2]=f[(c+96|0)+12>>2];b[t+16>>0]=b[(c+96|0)+16>>0]|0;q=c;r=d;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));v=+p[(d+40|0)>>3];p[(d+40|0)>>3]=h;p[(c+40|0)>>3]=v;v=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=v;v=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=v;f[(c+64|0)>>2]=f[(d+64|0)>>2];f[(c+64|0)+4>>2]=f[(d+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(d+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(d+64|0)+12>>2];p[(c+80|0)>>3]=+p[(d+80|0)>>3];p[(c+88|0)>>3]=+p[(d+88|0)>>3];f[(c+96|0)>>2]=f[(d+96|0)>>2];f[(c+96|0)+4>>2]=f[(d+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(d+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(d+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(d+96|0)+16>>0]|0;q=d;r=t+24|0;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));p[(d+40|0)>>3]=h;p[(d+48|0)>>3]=i;p[(d+56|0)>>3]=j;f[(d+64|0)>>2]=f[(t+64|0)>>2];f[(d+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(d+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(d+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(d+80|0)>>3]=k;p[(d+88|0)>>3]=l;f[(d+96|0)>>2]=f[t>>2];f[(d+96|0)+4>>2]=f[t+4>>2];f[(d+96|0)+8>>2]=f[t+8>>2];f[(d+96|0)+12>>2]=f[t+12>>2];b[(d+96|0)+16>>0]=b[t+16>>0]|0;e=~~+p[(c+96|0)>>3]>>>0;g=~~+p[(a+96|0)>>3]>>>0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){c=1;u=t;return c|0}h=+p[c+104>>3];i=+p[a+104>>3];if(!(h<i)){if(h>i){c=1;u=t;return c|0}if(!(hub(c,a)|0)){c=1;u=t;return c|0}}}q=t+24|0;r=a;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));h=+p[(a+40|0)>>3];i=+p[(a+48|0)>>3];j=+p[(a+56|0)>>3];f[(t+64|0)>>2]=f[(a+64|0)>>2];f[(t+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(a+64|0)+12>>2];k=+p[(a+80|0)>>3];l=+p[(a+88|0)>>3];f[t>>2]=f[(a+96|0)>>2];f[t+4>>2]=f[(a+96|0)+4>>2];f[t+8>>2]=f[(a+96|0)+8>>2];f[t+12>>2]=f[(a+96|0)+12>>2];b[t+16>>0]=b[(a+96|0)+16>>0]|0;q=a;r=c;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));v=+p[(c+40|0)>>3];p[(c+40|0)>>3]=h;p[(a+40|0)>>3]=v;v=+p[(c+48|0)>>3];p[(c+48|0)>>3]=+p[(a+48|0)>>3];p[(a+48|0)>>3]=v;v=+p[(c+56|0)>>3];p[(c+56|0)>>3]=+p[(a+56|0)>>3];p[(a+56|0)>>3]=v;f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];p[(a+80|0)>>3]=+p[(c+80|0)>>3];p[(a+88|0)>>3]=+p[(c+88|0)>>3];f[(a+96|0)>>2]=f[(c+96|0)>>2];f[(a+96|0)+4>>2]=f[(c+96|0)+4>>2];f[(a+96|0)+8>>2]=f[(c+96|0)+8>>2];f[(a+96|0)+12>>2]=f[(c+96|0)+12>>2];b[(a+96|0)+16>>0]=b[(c+96|0)+16>>0]|0;q=c;r=t+24|0;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));p[(c+40|0)>>3]=h;p[(c+48|0)>>3]=i;p[(c+56|0)>>3]=j;f[(c+64|0)>>2]=f[(t+64|0)>>2];f[(c+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(c+80|0)>>3]=k;p[(c+88|0)>>3]=l;f[(c+96|0)>>2]=f[t>>2];f[(c+96|0)+4>>2]=f[t+4>>2];f[(c+96|0)+8>>2]=f[t+8>>2];f[(c+96|0)+12>>2]=f[t+12>>2];b[(c+96|0)+16>>0]=b[t+16>>0]|0;c=2;u=t;return c|0}f[t+96>>2]=a;f[t+104>>2]=c;f[t+112>>2]=d;f[t+120>>2]=o;f[t+136>>2]=e;f[t+608>>2]=q;f[t+624>>2]=r;f[t+632>>2]=s;f[t+640>>2]=0;f[t+644>>2]=0;xtb(t);G=f[t+640>>2]|0;D=f[t+644>>2]|0;H=+n[t+644>>2];f[t+640>>2]=0;f[t+644>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function ysb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;O=u;u=u+80|0;L=O+64|0;K=O+24|0;M=O;N=xsb(a,c,d)|0;j=~~+p[e+96>>3]>>>0;t=d+96|0;g=~~+p[t>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=O;return N|0}h=+p[e+104>>3];i=+p[d+104>>3];if(!(h<i)){if(h>i){u=O;return N|0}if(!(hub(e,d)|0)){u=O;return N|0}}}H=K;I=d;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));F=d+40|0;G=d+48|0;A=d+56|0;h=+p[F>>3];i=+p[G>>3];q=+p[A>>3];B=d+64|0;f[L>>2]=f[B>>2];f[L+4>>2]=f[B+4>>2];f[L+8>>2]=f[B+8>>2];f[L+12>>2]=f[B+12>>2];C=d+80|0;D=d+88|0;r=+p[C>>3];s=+p[D>>3];E=d+96|0;f[M>>2]=f[E>>2];f[M+4>>2]=f[E+4>>2];f[M+8>>2]=f[E+8>>2];f[M+12>>2]=f[E+12>>2];b[M+16>>0]=b[E+16>>0]|0;H=d;I=e;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));g=e+40|0;P=+p[g>>3];p[g>>3]=h;p[F>>3]=P;j=e+48|0;P=+p[j>>3];p[j>>3]=+p[G>>3];p[G>>3]=P;k=e+56|0;P=+p[k>>3];p[k>>3]=+p[A>>3];p[A>>3]=P;l=e+64|0;f[B>>2]=f[l>>2];f[B+4>>2]=f[l+4>>2];f[B+8>>2]=f[l+8>>2];f[B+12>>2]=f[l+12>>2];m=e+80|0;p[C>>3]=+p[m>>3];n=e+88|0;p[D>>3]=+p[n>>3];o=e+96|0;f[E>>2]=f[o>>2];f[E+4>>2]=f[o+4>>2];f[E+8>>2]=f[o+8>>2];f[E+12>>2]=f[o+12>>2];b[E+16>>0]=b[o+16>>0]|0;H=e;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[g>>3]=h;p[j>>3]=i;p[k>>3]=q;f[l>>2]=f[L>>2];f[l+4>>2]=f[L+4>>2];f[l+8>>2]=f[L+8>>2];f[l+12>>2]=f[L+12>>2];p[m>>3]=r;p[n>>3]=s;f[o>>2]=f[M>>2];f[o+4>>2]=f[M+4>>2];f[o+8>>2]=f[M+8>>2];f[o+12>>2]=f[M+12>>2];b[o+16>>0]=b[M+16>>0]|0;k=N+1|0;g=~~+p[t>>3]>>>0;l=c+96|0;j=~~+p[l>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){N=k;u=O;return N|0}h=+p[d+104>>3];i=+p[c+104>>3];if(!(h<i)){if(h>i){N=k;u=O;return N|0}if(!(hub(d,c)|0)){N=k;u=O;return N|0}}}H=K;I=c;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));y=c+40|0;z=c+48|0;e=c+56|0;h=+p[y>>3];i=+p[z>>3];q=+p[e>>3];t=c+64|0;f[L>>2]=f[t>>2];f[L+4>>2]=f[t+4>>2];f[L+8>>2]=f[t+8>>2];f[L+12>>2]=f[t+12>>2];v=c+80|0;w=c+88|0;r=+p[v>>3];s=+p[w>>3];x=c+96|0;f[M>>2]=f[x>>2];f[M+4>>2]=f[x+4>>2];f[M+8>>2]=f[x+8>>2];f[M+12>>2]=f[x+12>>2];b[M+16>>0]=b[x+16>>0]|0;H=c;I=d;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));P=+p[F>>3];p[F>>3]=h;p[y>>3]=P;P=+p[G>>3];p[G>>3]=+p[z>>3];p[z>>3]=P;P=+p[A>>3];p[A>>3]=+p[e>>3];p[e>>3]=P;f[t>>2]=f[B>>2];f[t+4>>2]=f[B+4>>2];f[t+8>>2]=f[B+8>>2];f[t+12>>2]=f[B+12>>2];p[v>>3]=+p[C>>3];p[w>>3]=+p[D>>3];f[x>>2]=f[E>>2];f[x+4>>2]=f[E+4>>2];f[x+8>>2]=f[E+8>>2];f[x+12>>2]=f[E+12>>2];b[x+16>>0]=b[E+16>>0]|0;H=d;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[F>>3]=h;p[G>>3]=i;p[A>>3]=q;f[B>>2]=f[L>>2];f[B+4>>2]=f[L+4>>2];f[B+8>>2]=f[L+8>>2];f[B+12>>2]=f[L+12>>2];p[C>>3]=r;p[D>>3]=s;f[E>>2]=f[M>>2];f[E+4>>2]=f[M+4>>2];f[E+8>>2]=f[M+8>>2];f[E+12>>2]=f[M+12>>2];b[E+16>>0]=b[M+16>>0]|0;k=N+2|0;g=~~+p[l>>3]>>>0;j=~~+p[a+96>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){N=k;u=O;return N|0}h=+p[c+104>>3];i=+p[a+104>>3];if(!(h<i)){if(h>i){N=k;u=O;return N|0}if(!(hub(c,a)|0)){N=k;u=O;return N|0}}}H=K;I=a;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));n=a+40|0;o=a+48|0;g=a+56|0;h=+p[n>>3];i=+p[o>>3];q=+p[g>>3];j=a+64|0;f[L>>2]=f[j>>2];f[L+4>>2]=f[j+4>>2];f[L+8>>2]=f[j+8>>2];f[L+12>>2]=f[j+12>>2];k=a+80|0;l=a+88|0;r=+p[k>>3];s=+p[l>>3];m=a+96|0;f[M>>2]=f[m>>2];f[M+4>>2]=f[m+4>>2];f[M+8>>2]=f[m+8>>2];f[M+12>>2]=f[m+12>>2];b[M+16>>0]=b[m+16>>0]|0;H=a;I=c;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));P=+p[y>>3];p[y>>3]=h;p[n>>3]=P;P=+p[z>>3];p[z>>3]=+p[o>>3];p[o>>3]=P;P=+p[e>>3];p[e>>3]=+p[g>>3];p[g>>3]=P;f[j>>2]=f[t>>2];f[j+4>>2]=f[t+4>>2];f[j+8>>2]=f[t+8>>2];f[j+12>>2]=f[t+12>>2];p[k>>3]=+p[v>>3];p[l>>3]=+p[w>>3];f[m>>2]=f[x>>2];f[m+4>>2]=f[x+4>>2];f[m+8>>2]=f[x+8>>2];f[m+12>>2]=f[x+12>>2];b[m+16>>0]=b[x+16>>0]|0;H=c;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[y>>3]=h;p[z>>3]=i;p[e>>3]=q;f[t>>2]=f[L>>2];f[t+4>>2]=f[L+4>>2];f[t+8>>2]=f[L+8>>2];f[t+12>>2]=f[L+12>>2];p[v>>3]=r;p[w>>3]=s;f[x>>2]=f[M>>2];f[x+4>>2]=f[M+4>>2];f[x+8>>2]=f[M+8>>2];f[x+12>>2]=f[M+12>>2];b[x+16>>0]=b[M+16>>0]|0;N=N+3|0;u=O;return N|0}function zsb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+640|0;s=ysb(a,c,d,e)|0;i=~~+p[g+96>>3]>>>0;h=~~+p[(e+96|0)>>3]>>>0;if(i>>>0>=h>>>0){if(i>>>0>h>>>0){u=t;return s|0}j=+p[g+104>>3];k=+p[e+104>>3];if(!(j<k)){if(j>k){u=t;return s|0}if(!(hub(g,e)|0)){u=t;return s|0}}}h=t+24|0;i=e;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));j=+p[(e+40|0)>>3];k=+p[(e+48|0)>>3];l=+p[(e+56|0)>>3];f[(t+64|0)>>2]=f[(e+64|0)>>2];f[(t+64|0)+4>>2]=f[(e+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(e+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(e+64|0)+12>>2];m=+p[(e+80|0)>>3];o=+p[(e+88|0)>>3];f[t>>2]=f[(e+96|0)>>2];f[t+4>>2]=f[(e+96|0)+4>>2];f[t+8>>2]=f[(e+96|0)+8>>2];f[t+12>>2]=f[(e+96|0)+12>>2];b[t+16>>0]=b[(e+96|0)+16>>0]|0;h=e;i=g;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));v=+p[(g+40|0)>>3];p[(g+40|0)>>3]=j;p[(e+40|0)>>3]=v;v=+p[(g+48|0)>>3];p[(g+48|0)>>3]=+p[(e+48|0)>>3];p[(e+48|0)>>3]=v;v=+p[(g+56|0)>>3];p[(g+56|0)>>3]=+p[(e+56|0)>>3];p[(e+56|0)>>3]=v;f[(e+64|0)>>2]=f[(g+64|0)>>2];f[(e+64|0)+4>>2]=f[(g+64|0)+4>>2];f[(e+64|0)+8>>2]=f[(g+64|0)+8>>2];f[(e+64|0)+12>>2]=f[(g+64|0)+12>>2];p[(e+80|0)>>3]=+p[(g+80|0)>>3];p[(e+88|0)>>3]=+p[(g+88|0)>>3];f[(e+96|0)>>2]=f[(g+96|0)>>2];f[(e+96|0)+4>>2]=f[(g+96|0)+4>>2];f[(e+96|0)+8>>2]=f[(g+96|0)+8>>2];f[(e+96|0)+12>>2]=f[(g+96|0)+12>>2];b[(e+96|0)+16>>0]=b[(g+96|0)+16>>0]|0;h=g;i=t+24|0;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));p[(g+40|0)>>3]=j;p[(g+48|0)>>3]=k;p[(g+56|0)>>3]=l;f[(g+64|0)>>2]=f[(t+64|0)>>2];f[(g+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(g+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(g+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(g+80|0)>>3]=m;p[(g+88|0)>>3]=o;f[(g+96|0)>>2]=f[t>>2];f[(g+96|0)+4>>2]=f[t+4>>2];f[(g+96|0)+8>>2]=f[t+8>>2];f[(g+96|0)+12>>2]=f[t+12>>2];b[(g+96|0)+16>>0]=b[t+16>>0]|0;h=~~+p[(e+96|0)>>3]>>>0;i=~~+p[(d+96|0)>>3]>>>0;if(h>>>0>=i>>>0){if(h>>>0>i>>>0){s=s+1|0;u=t;return s|0}j=+p[e+104>>3];k=+p[d+104>>3];if(!(j<k)){if(j>k){s=s+1|0;u=t;return s|0}if(!(hub(e,d)|0)){s=s+1|0;u=t;return s|0}}}h=t+24|0;i=d;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));j=+p[(d+40|0)>>3];k=+p[(d+48|0)>>3];l=+p[(d+56|0)>>3];f[(t+64|0)>>2]=f[(d+64|0)>>2];f[(t+64|0)+4>>2]=f[(d+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(d+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(d+64|0)+12>>2];m=+p[(d+80|0)>>3];o=+p[(d+88|0)>>3];f[t>>2]=f[(d+96|0)>>2];f[t+4>>2]=f[(d+96|0)+4>>2];f[t+8>>2]=f[(d+96|0)+8>>2];f[t+12>>2]=f[(d+96|0)+12>>2];b[t+16>>0]=b[(d+96|0)+16>>0]|0;h=d;i=e;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));v=+p[(e+40|0)>>3];p[(e+40|0)>>3]=j;p[(d+40|0)>>3]=v;v=+p[(e+48|0)>>3];p[(e+48|0)>>3]=+p[(d+48|0)>>3];p[(d+48|0)>>3]=v;v=+p[(e+56|0)>>3];p[(e+56|0)>>3]=+p[(d+56|0)>>3];p[(d+56|0)>>3]=v;f[(d+64|0)>>2]=f[(e+64|0)>>2];f[(d+64|0)+4>>2]=f[(e+64|0)+4>>2];f[(d+64|0)+8>>2]=f[(e+64|0)+8>>2];f[(d+64|0)+12>>2]=f[(e+64|0)+12>>2];p[(d+80|0)>>3]=+p[(e+80|0)>>3];p[(d+88|0)>>3]=+p[(e+88|0)>>3];f[(d+96|0)>>2]=f[(e+96|0)>>2];f[(d+96|0)+4>>2]=f[(e+96|0)+4>>2];f[(d+96|0)+8>>2]=f[(e+96|0)+8>>2];f[(d+96|0)+12>>2]=f[(e+96|0)+12>>2];b[(d+96|0)+16>>0]=b[(e+96|0)+16>>0]|0;h=e;i=t+24|0;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));p[(e+40|0)>>3]=j;p[(e+48|0)>>3]=k;p[(e+56|0)>>3]=l;f[(e+64|0)>>2]=f[(t+64|0)>>2];f[(e+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(e+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(e+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(e+80|0)>>3]=m;p[(e+88|0)>>3]=o;f[(e+96|0)>>2]=f[t>>2];f[(e+96|0)+4>>2]=f[t+4>>2];f[t+96>>2]=a;f[t+104>>2]=c;f[t+112>>2]=d;f[t+120>>2]=e;f[t+136>>2]=r;f[t+336>>2]=s;f[t+536>>2]=h;f[t+552>>2]=i;f[t+560>>2]=q;f[t+568>>2]=0;f[t+572>>2]=0;ytb(t);G=f[t+568>>2]|0;D=f[t+572>>2]|0;H=+n[t+572>>2];f[t+568>>2]=0;f[t+572>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Asb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;O=u;u=u+160|0;N=O+40|0;x=O+24|0;y=O;switch((c-a|0)/120|0|0){case 2:{w=c+-120|0;e=~~+p[c+-24>>3]>>>0;d=~~+p[a+96>>3]>>>0;if(e>>>0>=d>>>0){if(e>>>0>d>>>0){c=1;u=O;return c|0}g=+p[c+-16>>3];h=+p[a+104>>3];if(!(g<h)){if(g>h){c=1;u=O;return c|0}if(!(hub(w,a)|0)){c=1;u=O;return c|0}}}K=N;L=a;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));d=a+40|0;e=a+48|0;i=a+56|0;g=+p[d>>3];h=+p[e>>3];s=+p[i>>3];k=a+64|0;f[x>>2]=f[k>>2];f[x+4>>2]=f[k+4>>2];f[x+8>>2]=f[k+8>>2];f[x+12>>2]=f[k+12>>2];m=a+80|0;o=a+88|0;t=+p[m>>3];v=+p[o>>3];r=a+96|0;f[y>>2]=f[r>>2];f[y+4>>2]=f[r+4>>2];f[y+8>>2]=f[r+8>>2];f[y+12>>2]=f[r+12>>2];b[y+16>>0]=b[r+16>>0]|0;K=a;L=w;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));q=c+-80|0;P=+p[q>>3];p[q>>3]=g;p[d>>3]=P;n=c+-72|0;P=+p[n>>3];p[n>>3]=+p[e>>3];p[e>>3]=P;l=c+-64|0;P=+p[l>>3];p[l>>3]=+p[i>>3];p[i>>3]=P;j=c+-56|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];i=c+-40|0;p[m>>3]=+p[i>>3];e=c+-32|0;p[o>>3]=+p[e>>3];d=c+-24|0;f[r>>2]=f[d>>2];f[r+4>>2]=f[d+4>>2];f[r+8>>2]=f[d+8>>2];f[r+12>>2]=f[d+12>>2];b[r+16>>0]=b[d+16>>0]|0;K=w;L=N;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));p[q>>3]=g;p[n>>3]=h;p[l>>3]=s;f[j>>2]=f[x>>2];f[j+4>>2]=f[x+4>>2];f[j+8>>2]=f[x+8>>2];f[j+12>>2]=f[x+12>>2];p[i>>3]=t;p[e>>3]=v;f[d>>2]=f[y>>2];f[d+4>>2]=f[y+4>>2];f[d+8>>2]=f[y+8>>2];f[d+12>>2]=f[y+12>>2];b[d+16>>0]=b[y+16>>0]|0;c=1;u=O;return c|0}case 3:{xsb(a,a+120|0,c+-120|0)|0;c=1;u=O;return c|0}case 4:{ysb(a,a+120|0,a+240|0,c+-120|0)|0;c=1;u=O;return c|0}case 5:{zsb(a,a+120|0,a+240|0,a+360|0,c+-120|0)|0;c=1;u=O;return c|0}case 1:case 0:{c=1;u=O;return c|0}default:{e=a+240|0;xsb(a,a+120|0,e)|0;d=a+360|0;a:do if((d|0)==(c|0)){e=1;d=0}else{y=N+40|0;z=N+48|0;A=N+56|0;B=N+64|0;C=N+80|0;D=N+88|0;E=N+96|0;F=N+96|0;G=N+104|0;H=N+40|0;I=N+80|0;x=d;d=0;while(1){i=~~+p[x+96>>3]>>>0;j=~~+p[e+96>>3]>>>0;if(i>>>0<j>>>0)J=18;else if(i>>>0<=j>>>0){g=+p[x+104>>3];h=+p[e+104>>3];if(g<h)J=18;else if(!(g>h))if(hub(x,e)|0)J=18}if((J|0)==18){J=0;K=N;L=x;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));i=x+40|0;f[y>>2]=f[i>>2];f[y+4>>2]=f[i+4>>2];f[y+8>>2]=f[i+8>>2];f[y+12>>2]=f[i+12>>2];f[y+16>>2]=f[i+16>>2];f[y+20>>2]=f[i+20>>2];p[y>>3]=+p[i>>3];p[z>>3]=+p[x+48>>3];p[A>>3]=+p[x+56>>3];i=x+64|0;f[B>>2]=f[i>>2];f[B+4>>2]=f[i+4>>2];f[B+8>>2]=f[i+8>>2];f[B+12>>2]=f[i+12>>2];i=x+80|0;f[C>>2]=f[i>>2];f[C+4>>2]=f[i+4>>2];f[C+8>>2]=f[i+8>>2];f[C+12>>2]=f[i+12>>2];p[C>>3]=+p[i>>3];p[D>>3]=+p[x+88>>3];i=x+96|0;f[E>>2]=f[i>>2];f[E+4>>2]=f[i+4>>2];f[E+8>>2]=f[i+8>>2];f[E+12>>2]=f[i+12>>2];b[E+16>>0]=b[i+16>>0]|0;i=x;while(1){K=i;L=e;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));r=e+40|0;P=+p[r>>3];w=i+40|0;p[r>>3]=+p[w>>3];p[w>>3]=P;w=e+48|0;P=+p[w>>3];m=i+48|0;p[w>>3]=+p[m>>3];p[m>>3]=P;m=e+56|0;P=+p[m>>3];o=i+56|0;p[m>>3]=+p[o>>3];p[o>>3]=P;o=i+64|0;n=e+64|0;f[o>>2]=f[n>>2];f[o+4>>2]=f[n+4>>2];f[o+8>>2]=f[n+8>>2];f[o+12>>2]=f[n+12>>2];o=e+80|0;P=+p[o>>3];q=i+80|0;p[o>>3]=+p[q>>3];p[q>>3]=P;q=e+88|0;P=+p[q>>3];M=i+88|0;p[q>>3]=+p[M>>3];p[M>>3]=P;M=i+96|0;l=e+96|0;f[M>>2]=f[l>>2];f[M+4>>2]=f[l+4>>2];f[M+8>>2]=f[l+8>>2];f[M+12>>2]=f[l+12>>2];b[M+16>>0]=b[l+16>>0]|0;if((e|0)==(a|0))break;k=e+-120|0;i=~~+p[F>>3]>>>0;j=~~+p[e+-24>>3]>>>0;if(i>>>0<j>>>0){i=e;e=k;continue}if(i>>>0>j>>>0)break;g=+p[G>>3];h=+p[e+-16>>3];if(g<h){i=e;e=k;continue}if(g>h)break;if(hub(N,k)|0){i=e;e=k}else break}K=e;L=N;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));P=+p[H>>3];p[H>>3]=+p[r>>3];p[r>>3]=P;P=+p[z>>3];p[z>>3]=+p[w>>3];p[w>>3]=P;P=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=P;f[n>>2]=f[B>>2];f[n+4>>2]=f[B+4>>2];f[n+8>>2]=f[B+8>>2];f[n+12>>2]=f[B+12>>2];P=+p[I>>3];p[I>>3]=+p[o>>3];p[o>>3]=P;P=+p[D>>3];p[D>>3]=+p[q>>3];p[q>>3]=P;f[l>>2]=f[E>>2];f[l+4>>2]=f[E+4>>2];f[l+8>>2]=f[E+8>>2];f[l+12>>2]=f[E+12>>2];b[l+16>>0]=b[E+16>>0]|0;d=d+1|0;if((d|0)==8){e=0;d=(x+120|0)==(c|0);break a}}e=x+120|0;if((e|0)==(c|0)){e=1;d=0;break}else{M=x;x=e;e=M}}}while(0);c=d|e;u=O;return c|0}}return 0}function Bsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,E=0,F=0,I=0;I=u;u=u+1312|0;j=+p[(c+184|0)>>3];e=~~+p[(a+184|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){k=1;h=j}else if(~~j>>>0>>>0>e>>>0){k=0;h=j}else{h=+p[c+192>>3];i=+p[a+192>>3];if(h<i){k=1;h=j}else if(h>i){k=0;h=j}else{k=gub(c,a)|0;h=+p[(c+184|0)>>3]}}g=~~+p[(d+184|0)>>3]>>>0;e=~~h>>>0;if(g>>>0<e>>>0)e=1;else if(g>>>0>e>>>0)e=0;else{h=+p[d+192>>3];i=+p[c+192>>3];if(h<i)e=1;else if(h>i)e=0;else e=gub(d,c)|0}if(!k){if(!e){c=0;u=I;return c|0}C=I+24|0;E=c;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));e=f[(c+36|0)>>2]|0;g=f[(c+40|0)>>2]|0;k=f[(c+44|0)>>2]|0;l=f[(c+48|0)>>2]|0;m=f[(c+52|0)>>2]|0;o=f[(c+56|0)>>2]|0;h=+p[(c+64|0)>>3];i=+p[(c+72|0)>>3];j=+p[(c+80|0)>>3];q=f[(c+88|0)>>2]|0;r=f[(c+92|0)>>2]|0;s=f[(c+96|0)>>2]|0;f[(c+96|0)>>2]=0;f[(c+92|0)>>2]=0;f[(c+88|0)>>2]=0;f[(I+60|0)>>2]=f[(c+100|0)>>2];f[(I+60|0)+4>>2]=f[(c+100|0)+4>>2];f[(I+60|0)+8>>2]=f[(c+100|0)+8>>2];f[(I+60|0)+12>>2]=f[(c+100|0)+12>>2];f[(I+60|0)+16>>2]=f[(c+100|0)+16>>2];t=+p[(c+120|0)>>3];v=+p[(c+128|0)>>3];w=+p[(c+136|0)>>3];x=+p[(c+144|0)>>3];y=+p[(c+152|0)>>3];z=+p[(c+160|0)>>3];A=+p[(c+168|0)>>3];B=+p[(c+176|0)>>3];f[I>>2]=f[(c+184|0)>>2];f[I+4>>2]=f[(c+184|0)+4>>2];f[I+8>>2]=f[(c+184|0)+8>>2];f[I+12>>2]=f[(c+184|0)+12>>2];b[I+16>>0]=b[(c+184|0)+16>>0]|0;psb(c,d)|0;C=d;E=I+24|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[d+36>>2]=e;f[d+40>>2]=g;f[d+44>>2]=k;f[d+48>>2]=l;f[d+52>>2]=m;f[d+56>>2]=o;p[d+64>>3]=h;p[d+72>>3]=i;p[d+80>>3]=j;e=f[(d+88|0)>>2]|0;if(!e)e=d+96|0;else{g=f[(d+92|0)>>2]|0;if((g|0)!=(e|0))f[(d+92|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e);f[(d+96|0)>>2]=0;f[(d+92|0)>>2]=0;f[(d+88|0)>>2]=0;e=d+96|0}f[(d+88|0)>>2]=q;f[(d+92|0)>>2]=r;f[e>>2]=s;f[(d+100|0)>>2]=f[(I+60|0)>>2];f[(d+100|0)+4>>2]=f[(I+60|0)+4>>2];f[(d+100|0)+8>>2]=f[(I+60|0)+8>>2];f[(d+100|0)+12>>2]=f[(I+60|0)+12>>2];f[(d+100|0)+16>>2]=f[(I+60|0)+16>>2];p[d+120>>3]=t;p[d+128>>3]=v;p[d+136>>3]=w;p[d+144>>3]=x;p[d+152>>3]=y;p[d+160>>3]=z;p[d+168>>3]=A;p[d+176>>3]=B;f[(d+184|0)>>2]=f[I>>2];f[(d+184|0)+4>>2]=f[I+4>>2];f[(d+184|0)+8>>2]=f[I+8>>2];f[(d+184|0)+12>>2]=f[I+12>>2];b[(d+184|0)+16>>0]=b[I+16>>0]|0;e=~~+p[(c+184|0)>>3]>>>0;g=~~+p[(a+184|0)>>3]>>>0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){c=1;u=I;return c|0}h=+p[c+192>>3];i=+p[a+192>>3];if(!(h<i)){if(h>i){c=1;u=I;return c|0}if(!(gub(c,a)|0)){c=1;u=I;return c|0}}}C=I+24|0;E=a;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));e=f[a+36>>2]|0;g=f[a+40>>2]|0;k=f[a+44>>2]|0;l=f[a+48>>2]|0;m=f[a+52>>2]|0;o=f[a+56>>2]|0;h=+p[a+64>>3];i=+p[a+72>>3];j=+p[a+80>>3];q=f[(a+88|0)>>2]|0;r=f[(a+92|0)>>2]|0;s=f[(a+96|0)>>2]|0;f[(a+96|0)>>2]=0;f[(a+92|0)>>2]=0;f[(a+88|0)>>2]=0;f[(I+60|0)>>2]=f[(a+100|0)>>2];f[(I+60|0)+4>>2]=f[(a+100|0)+4>>2];f[(I+60|0)+8>>2]=f[(a+100|0)+8>>2];f[(I+60|0)+12>>2]=f[(a+100|0)+12>>2];f[(I+60|0)+16>>2]=f[(a+100|0)+16>>2];t=+p[a+120>>3];v=+p[a+128>>3];w=+p[a+136>>3];x=+p[a+144>>3];y=+p[a+152>>3];z=+p[a+160>>3];A=+p[a+168>>3];B=+p[a+176>>3];f[I>>2]=f[(a+184|0)>>2];f[I+4>>2]=f[(a+184|0)+4>>2];f[I+8>>2]=f[(a+184|0)+8>>2];f[I+12>>2]=f[(a+184|0)+12>>2];b[I+16>>0]=b[(a+184|0)+16>>0]|0;psb(a,c)|0;C=c;E=I+24|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[(c+36|0)>>2]=e;f[(c+40|0)>>2]=g;f[(c+44|0)>>2]=k;f[(c+48|0)>>2]=l;f[(c+52|0)>>2]=m;f[(c+56|0)>>2]=o;p[(c+64|0)>>3]=h;p[(c+72|0)>>3]=i;p[(c+80|0)>>3]=j;e=f[(c+88|0)>>2]|0;if(e|0){g=f[(c+92|0)>>2]|0;if((g|0)!=(e|0))f[(c+92|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e);f[(c+96|0)>>2]=0;f[(c+92|0)>>2]=0;f[(c+88|0)>>2]=0}f[(c+88|0)>>2]=q;f[(c+92|0)>>2]=r;f[(c+96|0)>>2]=s;f[(c+100|0)>>2]=f[(I+60|0)>>2];f[(c+100|0)+4>>2]=f[(I+60|0)+4>>2];f[(c+100|0)+8>>2]=f[(I+60|0)+8>>2];f[(c+100|0)+12>>2]=f[(I+60|0)+12>>2];f[(c+100|0)+16>>2]=f[(I+60|0)+16>>2];p[(c+120|0)>>3]=t;p[(c+128|0)>>3]=v;p[(c+136|0)>>3]=w;p[(c+144|0)>>3]=x;p[(c+152|0)>>3]=y;p[(c+160|0)>>3]=z;p[(c+168|0)>>3]=A;p[(c+176|0)>>3]=B;f[(c+184|0)>>2]=f[I>>2];f[(c+184|0)+4>>2]=f[I+4>>2];f[(c+184|0)+8>>2]=f[I+8>>2];f[(c+184|0)+12>>2]=f[I+12>>2];b[(c+184|0)+16>>0]=b[I+16>>0]|0;c=2;u=I;return c|0}f[I+96>>2]=a;f[I+104>>2]=c;f[I+112>>2]=d;f[I+120>>2]=l;f[I+136>>2]=e;f[I+1200>>2]=C;f[I+1216>>2]=E;f[I+1224>>2]=F;f[I+1232>>2]=0;f[I+1236>>2]=0;ztb(I);G=f[I+1232>>2]|0;D=f[I+1236>>2]|0;H=+n[I+1236>>2];f[I+1232>>2]=0;f[I+1236>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Csb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0;za=u;u=u+80|0;va=za+24|0;wa=za+60|0;xa=za;ya=Bsb(a,c,d)|0;j=~~+p[e+184>>3]>>>0;C=d+184|0;g=~~+p[C>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=za;return ya|0}h=+p[e+192>>3];i=+p[d+192>>3];if(!(h<i)){if(h>i){u=za;return ya|0}if(!(gub(e,d)|0)){u=za;return ya|0}}}sa=va;ta=d;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));ca=d+36|0;ba=d+40|0;Y=d+44|0;g=f[ca>>2]|0;j=f[ba>>2]|0;k=f[Y>>2]|0;da=d+48|0;Z=d+52|0;_=d+56|0;l=f[da>>2]|0;m=f[Z>>2]|0;n=f[_>>2]|0;$=d+72|0;aa=d+80|0;ea=d+64|0;h=+p[ea>>3];i=+p[$>>3];o=+p[aa>>3];ma=d+88|0;q=f[ma>>2]|0;na=d+92|0;r=f[na>>2]|0;oa=d+96|0;s=f[oa>>2]|0;f[oa>>2]=0;f[na>>2]=0;f[ma>>2]=0;fa=d+100|0;f[wa>>2]=f[fa>>2];f[wa+4>>2]=f[fa+4>>2];f[wa+8>>2]=f[fa+8>>2];f[wa+12>>2]=f[fa+12>>2];f[wa+16>>2]=f[fa+16>>2];ga=d+128|0;ha=d+136|0;pa=d+120|0;t=+p[pa>>3];v=+p[ga>>3];w=+p[ha>>3];ia=d+152|0;ja=d+160|0;qa=d+144|0;x=+p[qa>>3];y=+p[ia>>3];z=+p[ja>>3];ka=d+176|0;ra=d+168|0;A=+p[ra>>3];B=+p[ka>>3];la=d+184|0;f[xa>>2]=f[la>>2];f[xa+4>>2]=f[la+4>>2];f[xa+8>>2]=f[la+8>>2];f[xa+12>>2]=f[la+12>>2];b[xa+16>>0]=b[la+16>>0]|0;psb(d,e)|0;sa=e;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[e+36>>2]=g;f[e+40>>2]=j;f[e+44>>2]=k;f[e+48>>2]=l;f[e+52>>2]=m;f[e+56>>2]=n;p[e+64>>3]=h;p[e+72>>3]=i;p[e+80>>3]=o;l=e+88|0;g=f[l>>2]|0;k=e+92|0;if(!g)g=e+96|0;else{j=f[k>>2]|0;if((j|0)!=(g|0))f[k>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);g=e+96|0;f[g>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=q;f[k>>2]=r;f[g>>2]=s;k=e+100|0;f[k>>2]=f[wa>>2];f[k+4>>2]=f[wa+4>>2];f[k+8>>2]=f[wa+8>>2];f[k+12>>2]=f[wa+12>>2];f[k+16>>2]=f[wa+16>>2];p[e+120>>3]=t;p[e+128>>3]=v;p[e+136>>3]=w;p[e+144>>3]=x;p[e+152>>3]=y;p[e+160>>3]=z;p[e+168>>3]=A;p[e+176>>3]=B;k=e+184|0;f[k>>2]=f[xa>>2];f[k+4>>2]=f[xa+4>>2];f[k+8>>2]=f[xa+8>>2];f[k+12>>2]=f[xa+12>>2];b[k+16>>0]=b[xa+16>>0]|0;k=ya+1|0;g=~~+p[C>>3]>>>0;e=c+184|0;j=~~+p[e>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){ya=k;u=za;return ya|0}h=+p[d+192>>3];i=+p[c+192>>3];if(!(h<i)){if(h>i){ya=k;u=za;return ya|0}if(!(gub(d,c)|0)){ya=k;u=za;return ya|0}}}sa=va;ta=c;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));J=c+36|0;H=c+40|0;C=c+44|0;g=f[J>>2]|0;j=f[H>>2]|0;k=f[C>>2]|0;K=c+48|0;D=c+52|0;E=c+56|0;l=f[K>>2]|0;m=f[D>>2]|0;n=f[E>>2]|0;F=c+72|0;G=c+80|0;I=c+64|0;h=+p[I>>3];i=+p[F>>3];o=+p[G>>3];S=c+88|0;q=f[S>>2]|0;T=c+92|0;r=f[T>>2]|0;U=c+96|0;s=f[U>>2]|0;f[U>>2]=0;f[T>>2]=0;f[S>>2]=0;L=c+100|0;f[wa>>2]=f[L>>2];f[wa+4>>2]=f[L+4>>2];f[wa+8>>2]=f[L+8>>2];f[wa+12>>2]=f[L+12>>2];f[wa+16>>2]=f[L+16>>2];M=c+128|0;N=c+136|0;V=c+120|0;t=+p[V>>3];v=+p[M>>3];w=+p[N>>3];O=c+152|0;P=c+160|0;W=c+144|0;x=+p[W>>3];y=+p[O>>3];z=+p[P>>3];Q=c+176|0;X=c+168|0;A=+p[X>>3];B=+p[Q>>3];R=c+184|0;f[xa>>2]=f[R>>2];f[xa+4>>2]=f[R+4>>2];f[xa+8>>2]=f[R+8>>2];f[xa+12>>2]=f[R+12>>2];b[xa+16>>0]=b[R+16>>0]|0;psb(c,d)|0;sa=d;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[ca>>2]=g;f[ba>>2]=j;f[Y>>2]=k;f[da>>2]=l;f[Z>>2]=m;f[_>>2]=n;p[ea>>3]=h;p[$>>3]=i;p[aa>>3]=o;g=f[ma>>2]|0;if(g|0){j=f[na>>2]|0;if((j|0)!=(g|0))f[na>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[oa>>2]=0;f[na>>2]=0;f[ma>>2]=0}f[ma>>2]=q;f[na>>2]=r;f[oa>>2]=s;f[fa>>2]=f[wa>>2];f[fa+4>>2]=f[wa+4>>2];f[fa+8>>2]=f[wa+8>>2];f[fa+12>>2]=f[wa+12>>2];f[fa+16>>2]=f[wa+16>>2];p[pa>>3]=t;p[ga>>3]=v;p[ha>>3]=w;p[qa>>3]=x;p[ia>>3]=y;p[ja>>3]=z;p[ra>>3]=A;p[ka>>3]=B;f[la>>2]=f[xa>>2];f[la+4>>2]=f[xa+4>>2];f[la+8>>2]=f[xa+8>>2];f[la+12>>2]=f[xa+12>>2];b[la+16>>0]=b[xa+16>>0]|0;k=ya+2|0;g=~~+p[e>>3]>>>0;j=~~+p[a+184>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){ya=k;u=za;return ya|0}h=+p[c+192>>3];i=+p[a+192>>3];if(!(h<i)){if(h>i){ya=k;u=za;return ya|0}if(!(gub(c,a)|0)){ya=k;u=za;return ya|0}}}sa=va;ta=a;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));g=f[a+36>>2]|0;j=f[a+40>>2]|0;k=f[a+44>>2]|0;l=f[a+48>>2]|0;m=f[a+52>>2]|0;n=f[a+56>>2]|0;h=+p[a+64>>3];i=+p[a+72>>3];o=+p[a+80>>3];sa=a+88|0;q=f[sa>>2]|0;ta=a+92|0;r=f[ta>>2]|0;ua=a+96|0;s=f[ua>>2]|0;f[ua>>2]=0;f[ta>>2]=0;f[sa>>2]=0;sa=a+100|0;f[wa>>2]=f[sa>>2];f[wa+4>>2]=f[sa+4>>2];f[wa+8>>2]=f[sa+8>>2];f[wa+12>>2]=f[sa+12>>2];f[wa+16>>2]=f[sa+16>>2];t=+p[a+120>>3];v=+p[a+128>>3];w=+p[a+136>>3];x=+p[a+144>>3];y=+p[a+152>>3];z=+p[a+160>>3];A=+p[a+168>>3];B=+p[a+176>>3];sa=a+184|0;f[xa>>2]=f[sa>>2];f[xa+4>>2]=f[sa+4>>2];f[xa+8>>2]=f[sa+8>>2];f[xa+12>>2]=f[sa+12>>2];b[xa+16>>0]=b[sa+16>>0]|0;psb(a,c)|0;sa=c;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[J>>2]=g;f[H>>2]=j;f[C>>2]=k;f[K>>2]=l;f[D>>2]=m;f[E>>2]=n;p[I>>3]=h;p[F>>3]=i;p[G>>3]=o;g=f[S>>2]|0;if(g|0){j=f[T>>2]|0;if((j|0)!=(g|0))f[T>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[U>>2]=0;f[T>>2]=0;f[S>>2]=0}f[S>>2]=q;f[T>>2]=r;f[U>>2]=s;f[L>>2]=f[wa>>2];f[L+4>>2]=f[wa+4>>2];f[L+8>>2]=f[wa+8>>2];f[L+12>>2]=f[wa+12>>2];f[L+16>>2]=f[wa+16>>2];p[V>>3]=t;p[M>>3]=v;p[N>>3]=w;p[W>>3]=x;p[O>>3]=y;p[P>>3]=z;p[X>>3]=A;p[Q>>3]=B;f[R>>2]=f[xa>>2];f[R+4>>2]=f[xa+4>>2];f[R+8>>2]=f[xa+8>>2];f[R+12>>2]=f[xa+12>>2];b[R+16>>0]=b[xa+16>>0]|0;ya=ya+3|0;u=za;return ya|0}function Dsb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0,I=0,J=0,K=0,L=0,M=0;M=u;u=u+1088|0;L=Csb(a,c,d,e)|0;i=~~+p[g+184>>3]>>>0;h=~~+p[(e+184|0)>>3]>>>0;if(i>>>0>=h>>>0){if(i>>>0>h>>>0){u=M;return L|0}j=+p[g+192>>3];k=+p[e+192>>3];if(!(j<k)){if(j>k){u=M;return L|0}if(!(gub(g,e)|0)){u=M;return L|0}}}F=M+24|0;I=e;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));h=f[(e+36|0)>>2]|0;i=f[(e+40|0)>>2]|0;m=f[(e+44|0)>>2]|0;o=f[(e+48|0)>>2]|0;q=f[(e+52|0)>>2]|0;r=f[(e+56|0)>>2]|0;j=+p[(e+64|0)>>3];k=+p[(e+72|0)>>3];l=+p[(e+80|0)>>3];s=f[(e+88|0)>>2]|0;t=f[(e+92|0)>>2]|0;v=f[(e+96|0)>>2]|0;f[(e+96|0)>>2]=0;f[(e+92|0)>>2]=0;f[(e+88|0)>>2]=0;f[(M+60|0)>>2]=f[(e+100|0)>>2];f[(M+60|0)+4>>2]=f[(e+100|0)+4>>2];f[(M+60|0)+8>>2]=f[(e+100|0)+8>>2];f[(M+60|0)+12>>2]=f[(e+100|0)+12>>2];f[(M+60|0)+16>>2]=f[(e+100|0)+16>>2];w=+p[(e+120|0)>>3];x=+p[(e+128|0)>>3];y=+p[(e+136|0)>>3];z=+p[(e+144|0)>>3];A=+p[(e+152|0)>>3];B=+p[(e+160|0)>>3];C=+p[(e+168|0)>>3];E=+p[(e+176|0)>>3];f[M>>2]=f[(e+184|0)>>2];f[M+4>>2]=f[(e+184|0)+4>>2];f[M+8>>2]=f[(e+184|0)+8>>2];f[M+12>>2]=f[(e+184|0)+12>>2];b[M+16>>0]=b[(e+184|0)+16>>0]|0;psb(e,g)|0;F=g;I=M+24|0;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));f[g+36>>2]=h;f[g+40>>2]=i;f[g+44>>2]=m;f[g+48>>2]=o;f[g+52>>2]=q;f[g+56>>2]=r;p[g+64>>3]=j;p[g+72>>3]=k;p[g+80>>3]=l;h=f[(g+88|0)>>2]|0;if(!h)h=g+96|0;else{i=f[(g+92|0)>>2]|0;if((i|0)!=(h|0))f[(g+92|0)>>2]=i+(~(((i+-12-h|0)>>>0)/12|0)*12|0);sOb(h);f[(g+96|0)>>2]=0;f[(g+92|0)>>2]=0;f[(g+88|0)>>2]=0;h=g+96|0}f[(g+88|0)>>2]=s;f[(g+92|0)>>2]=t;f[h>>2]=v;f[(g+100|0)>>2]=f[(M+60|0)>>2];f[(g+100|0)+4>>2]=f[(M+60|0)+4>>2];f[(g+100|0)+8>>2]=f[(M+60|0)+8>>2];f[(g+100|0)+12>>2]=f[(M+60|0)+12>>2];f[(g+100|0)+16>>2]=f[(M+60|0)+16>>2];p[g+120>>3]=w;p[g+128>>3]=x;p[g+136>>3]=y;p[g+144>>3]=z;p[g+152>>3]=A;p[g+160>>3]=B;p[g+168>>3]=C;p[g+176>>3]=E;f[(g+184|0)>>2]=f[M>>2];f[(g+184|0)+4>>2]=f[M+4>>2];f[(g+184|0)+8>>2]=f[M+8>>2];f[(g+184|0)+12>>2]=f[M+12>>2];b[(g+184|0)+16>>0]=b[M+16>>0]|0;h=~~+p[(e+184|0)>>3]>>>0;i=~~+p[(d+184|0)>>3]>>>0;if(h>>>0>=i>>>0){if(h>>>0>i>>>0){L=L+1|0;u=M;return L|0}j=+p[e+192>>3];k=+p[d+192>>3];if(!(j<k)){if(j>k){L=L+1|0;u=M;return L|0}if(!(gub(e,d)|0)){L=L+1|0;u=M;return L|0}}}F=M+24|0;I=d;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));i=f[(d+36|0)>>2]|0;m=f[(d+40|0)>>2]|0;o=f[(d+44|0)>>2]|0;q=f[(d+48|0)>>2]|0;r=f[(d+52|0)>>2]|0;h=f[(d+56|0)>>2]|0;j=+p[(d+64|0)>>3];k=+p[(d+72|0)>>3];l=+p[(d+80|0)>>3];s=f[(d+88|0)>>2]|0;t=f[(d+92|0)>>2]|0;v=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=0;f[(d+92|0)>>2]=0;f[(d+88|0)>>2]=0;f[(M+60|0)>>2]=f[(d+100|0)>>2];f[(M+60|0)+4>>2]=f[(d+100|0)+4>>2];f[(M+60|0)+8>>2]=f[(d+100|0)+8>>2];f[(M+60|0)+12>>2]=f[(d+100|0)+12>>2];f[(M+60|0)+16>>2]=f[(d+100|0)+16>>2];w=+p[(d+120|0)>>3];x=+p[(d+128|0)>>3];y=+p[(d+136|0)>>3];z=+p[(d+144|0)>>3];A=+p[(d+152|0)>>3];B=+p[(d+160|0)>>3];C=+p[(d+168|0)>>3];E=+p[(d+176|0)>>3];f[M>>2]=f[(d+184|0)>>2];f[M+4>>2]=f[(d+184|0)+4>>2];f[M+8>>2]=f[(d+184|0)+8>>2];f[M+12>>2]=f[(d+184|0)+12>>2];b[M+16>>0]=b[(d+184|0)+16>>0]|0;psb(d,e)|0;F=e;I=M+24|0;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));f[(e+36|0)>>2]=i;f[(e+40|0)>>2]=m;f[(e+44|0)>>2]=o;f[(e+48|0)>>2]=q;f[(e+52|0)>>2]=r;f[(e+56|0)>>2]=h;p[(e+64|0)>>3]=j;p[(e+72|0)>>3]=k;p[(e+80|0)>>3]=l;h=f[(e+88|0)>>2]|0;if(h|0){i=f[(e+92|0)>>2]|0;if((i|0)!=(h|0))f[(e+92|0)>>2]=i+(~(((i+-12-h|0)>>>0)/12|0)*12|0);sOb(h);f[(e+96|0)>>2]=0;f[(e+92|0)>>2]=0;f[(e+88|0)>>2]=0}f[(e+88|0)>>2]=s;f[(e+92|0)>>2]=t;f[(e+96|0)>>2]=v;f[(e+100|0)>>2]=f[(M+60|0)>>2];f[(e+100|0)+4>>2]=f[(M+60|0)+4>>2];f[(e+100|0)+8>>2]=f[(M+60|0)+8>>2];f[(e+100|0)+12>>2]=f[(M+60|0)+12>>2];f[(e+100|0)+16>>2]=f[(M+60|0)+16>>2];p[(e+120|0)>>3]=w;p[(e+128|0)>>3]=x;p[(e+136|0)>>3]=y;p[(e+144|0)>>3]=z;p[(e+152|0)>>3]=A;p[(e+160|0)>>3]=B;p[(e+168|0)>>3]=C;f[M+96>>2]=a;f[M+104>>2]=c;f[M+112>>2]=d;f[M+120>>2]=e;f[M+136>>2]=K;n[M+272>>2]=E;f[M+888>>2]=L;f[M+992>>2]=F;f[M+1008>>2]=I;f[M+1016>>2]=J;f[M+1024>>2]=0;f[M+1028>>2]=0;Atb(M);G=f[M+1024>>2]|0;D=f[M+1028>>2]|0;H=+n[M+1028>>2];f[M+1024>>2]=0;f[M+1028>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Esb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0;L=0;P=u;u=u+1296|0;d=1;h=(c-a|0)/208|0|0;if(d)switch(h|0){case 2:{h=~~+p[c+-24>>3]>>>0;d=~~+p[a+184>>3]>>>0;if(h>>>0>=d>>>0){if(h>>>0>d>>>0){c=1;u=P;return c|0}e=+p[c+-16>>3];g=+p[a+192>>3];if(!(e<g)){if(e>g){c=1;u=P;return c|0}if(!(gub(c+-208|0,a)|0)){c=1;u=P;return c|0}}}M=P+24|0;N=a;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));d=f[a+36>>2]|0;h=f[a+40>>2]|0;i=f[a+44>>2]|0;j=f[a+48>>2]|0;k=f[a+52>>2]|0;l=f[a+56>>2]|0;e=+p[a+64>>3];g=+p[a+72>>3];s=+p[a+80>>3];m=f[(a+88|0)>>2]|0;o=f[(a+92|0)>>2]|0;q=f[(a+96|0)>>2]|0;f[(a+96|0)>>2]=0;f[(a+92|0)>>2]=0;f[(a+88|0)>>2]=0;f[(P+232|0)>>2]=f[(a+100|0)>>2];f[(P+232|0)+4>>2]=f[(a+100|0)+4>>2];f[(P+232|0)+8>>2]=f[(a+100|0)+8>>2];f[(P+232|0)+12>>2]=f[(a+100|0)+12>>2];f[(P+232|0)+16>>2]=f[(a+100|0)+16>>2];A=+p[a+120>>3];B=+p[a+128>>3];C=+p[a+136>>3];E=+p[a+144>>3];F=+p[a+152>>3];I=+p[a+160>>3];J=+p[a+168>>3];K=+p[a+176>>3];f[P>>2]=f[(a+184|0)>>2];f[P+4>>2]=f[(a+184|0)+4>>2];f[P+8>>2]=f[(a+184|0)+8>>2];f[P+12>>2]=f[(a+184|0)+12>>2];b[P+16>>0]=b[(a+184|0)+16>>0]|0;psb(a,c+-208|0)|0;M=c+-208|0;N=P+24|0;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));f[c+-172>>2]=d;f[c+-168>>2]=h;f[c+-164>>2]=i;f[c+-160>>2]=j;f[c+-156>>2]=k;f[c+-152>>2]=l;p[c+-144>>3]=e;p[c+-136>>3]=g;p[c+-128>>3]=s;d=f[(c+-120|0)>>2]|0;if(!d)d=c+-112|0;else{h=f[(c+-116|0)>>2]|0;if((h|0)!=(d|0))f[(c+-116|0)>>2]=h+(~(((h+-12-d|0)>>>0)/12|0)*12|0);sOb(d);f[(c+-112|0)>>2]=0;f[(c+-116|0)>>2]=0;f[(c+-120|0)>>2]=0;d=c+-112|0}f[(c+-120|0)>>2]=m;f[(c+-116|0)>>2]=o;f[d>>2]=q;f[(c+-108|0)>>2]=f[(P+232|0)>>2];f[(c+-108|0)+4>>2]=f[(P+232|0)+4>>2];f[(c+-108|0)+8>>2]=f[(P+232|0)+8>>2];f[(c+-108|0)+12>>2]=f[(P+232|0)+12>>2];f[(c+-108|0)+16>>2]=f[(P+232|0)+16>>2];p[c+-88>>3]=A;p[c+-80>>3]=B;p[c+-72>>3]=C;p[c+-64>>3]=E;p[c+-56>>3]=F;p[c+-48>>3]=I;p[c+-40>>3]=J;p[c+-32>>3]=K;f[(c+-24|0)>>2]=f[P>>2];f[(c+-24|0)+4>>2]=f[P+4>>2];f[(c+-24|0)+8>>2]=f[P+8>>2];f[(c+-24|0)+12>>2]=f[P+12>>2];b[(c+-24|0)+16>>0]=b[P+16>>0]|0;c=1;u=P;return c|0}default:d=1}if(d)switch(h|0){case 3:{Bsb(a,a+208|0,c+-208|0)|0;c=1;u=P;return c|0}case 4:{Csb(a,a+208|0,a+416|0,c+-208|0)|0;c=1;u=P;return c|0}case 5:{Dsb(a,a+208|0,a+416|0,a+624|0,c+-208|0)|0;c=1;u=P;return c|0}case 1:case 0:{c=1;u=P;return c|0}default:d=1}if(d)switch(h|0){default:{Bsb(a,a+208|0,a+416|0)|0;a:{d=1;if(d){d=0;if((a+624|0|0)==(c|0)){x=1;z=0}else d=1}if(d)if(1){t=(P+24|0)+36|0;v=(P+24|0)+48|0;w=(P+24|0)+64|0;l=(P+24|0)+100|0;m=(P+24|0)+120|0;o=(P+24|0)+144|0;q=(P+24|0)+168|0;r=(P+24|0)+184|0;k=a+624|0;i=0;j=a+416|0;while(1){d=~~+p[k+184>>3]>>>0;h=~~+p[j+184>>3]>>>0;if(d>>>0<h>>>0)L=23;else if(d>>>0>h>>>0)y=i;else{e=+p[k+192>>3];g=+p[j+192>>3];if(e<g)L=23;else if(e>g)y=i;else if(gub(k,j)|0)L=23;else y=i}if((L|0)==23){L=0;M=P+24|0;N=k;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));h=k+36|0;f[t>>2]=f[h>>2];f[t+4>>2]=f[h+4>>2];f[t+8>>2]=f[h+8>>2];f[t>>2]=f[h>>2];f[((P+24|0)+40|0)>>2]=f[k+40>>2];f[((P+24|0)+44|0)>>2]=f[k+44>>2];h=k+48|0;f[v>>2]=f[h>>2];f[v+4>>2]=f[h+4>>2];f[v+8>>2]=f[h+8>>2];f[v>>2]=f[h>>2];f[((P+24|0)+52|0)>>2]=f[k+52>>2];f[((P+24|0)+56|0)>>2]=f[k+56>>2];h=k+64|0;f[w>>2]=f[h>>2];f[w+4>>2]=f[h+4>>2];f[P+272>>2]=a;f[P+280>>2]=c;f[P+304>>2]=k;f[P+312>>2]=i;f[P+320>>2]=j;f[P+336>>2]=x;f[P+344>>2]=y;f[P+352>>2]=z;f[P+392>>2]=l;f[P+400>>2]=m;f[P+408>>2]=o;f[P+416>>2]=q;f[P+424>>2]=r;f[P+488>>2]=h;f[P+1128>>2]=t;f[P+1136>>2]=v;f[P+1144>>2]=w;f[P+1152>>2]=M;f[P+1168>>2]=N;f[P+1176>>2]=O;f[P+1224>>2]=0;f[P+1228>>2]=0;Btb(P);x=f[P+336>>2]|0;y=f[P+344>>2]|0;z=f[P+352>>2]|0;G=f[P+1224>>2]|0;D=f[P+1228>>2]|0;H=+n[P+1228>>2];f[P+1224>>2]=0;f[P+1228>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 2:break a}}d=k+208|0;if((d|0)==(c|0)){x=1;z=0;break}else{j=k;k=d;i=y}}}}c=z|x;u=P;return c|0}}return 0}function Fsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0,j=0.0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0,J=0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0,ga=0,ha=0,ia=0,ja=0.0,ka=0;ga=u;u=u+2144|0;j=+p[(c+216|0)>>3];e=~~+p[(a+216|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){k=1;g=j}else if(~~j>>>0>>>0>e>>>0){k=0;g=j}else{g=+p[c+224>>3];h=+p[a+224>>3];if(g<h){k=1;g=j}else if(g>h){k=0;g=j}else{k=fub(c,a)|0;g=+p[(c+216|0)>>3]}}i=~~+p[(d+216|0)>>3]>>>0;e=~~g>>>0;if(i>>>0<e>>>0)I=1;else if(i>>>0>e>>>0)I=0;else{g=+p[d+224>>3];h=+p[c+224>>3];if(g<h)I=1;else if(g>h)I=0;else I=fub(d,c)|0}if(!k){if(!I){ia=0;u=ga;return ia|0}fa=ga+24|0;ha=c;ia=fa+36|0;do{f[fa>>2]=f[ha>>2];fa=fa+4|0;ha=ha+4|0}while((fa|0)<(ia|0));g=+p[(c+40|0)>>3];h=+p[(c+48|0)>>3];j=+p[(c+56|0)>>3];l=+p[(c+64|0)>>3];m=+p[(c+72|0)>>3];o=+p[(c+80|0)>>3];e=f[(c+88|0)>>2]|0;i=f[(c+92|0)>>2]|0;k=f[(c+96|0)>>2]|0;q=f[(c+100|0)>>2]|0;r=f[(c+104|0)>>2]|0;s=f[(c+108|0)>>2]|0;t=+p[(c+112|0)>>3];v=+p[(c+120|0)>>3];w=+p[(c+128|0)>>3];x=+p[(c+136|0)>>3];y=+p[(c+144|0)>>3];z=+p[(c+152|0)>>3];A=+p[(c+160|0)>>3];B=+p[(c+168|0)>>3];C=+p[(c+176|0)>>3];f[(ga+64|0)>>2]=f[(c+184|0)>>2];f[(ga+64|0)+4>>2]=f[(c+184|0)+4>>2];f[(ga+64|0)+8>>2]=f[(c+184|0)+8>>2];f[(ga+64|0)+12>>2]=f[(c+184|0)+12>>2];E=+p[(c+200|0)>>3];F=+p[(c+208|0)>>3];f[ga>>2]=f[(c+216|0)>>2];f[ga+4>>2]=f[(c+216|0)+4>>2];f[ga+8>>2]=f[(c+216|0)+8>>2];f[ga+12>>2]=f[(c+216|0)+12>>2];b[ga+16>>0]=b[(c+216|0)+16>>0]|0;fa=c;ha=d;ia=fa+36|0;do{f[fa>>2]=f[ha>>2];fa=fa+4|0;ha=ha+4|0}while((fa|0)<(ia|0));ja=+p[(d+40|0)>>3];p[(d+40|0)>>3]=g;p[(c+40|0)>>3]=ja;ja=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=ja;ja=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=ja;ja=+p[(d+64|0)>>3];p[(d+64|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=ja;ja=+p[(d+72|0)>>3];p[(d+72|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=ja;ja=+p[(d+80|0)>>3];p[(d+80|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=ja;ka=f[(d+88|0)>>2]|0;f[(d+88|0)>>2]=e;f[(c+88|0)>>2]=ka;ka=f[(d+92|0)>>2]|0;f[(d+92|0)>>2]=f[(c+92|0)>>2];f[(c+92|0)>>2]=ka;ka=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=f[(c+96|0)>>2];f[(c+96|0)>>2]=ka;ka=f[(d+100|0)>>2]|0;f[(d+100|0)>>2]=f[(c+100|0)>>2];f[(c+100|0)>>2]=ka;f[(c+104|0)>>2]=f[(d+104|0)>>2];f[(c+108|0)>>2]=f[(d+108|0)>>2];ja=+p[(d+112|0)>>3];p[(d+112|0)>>3]=+p[(c+112|0)>>3];p[(c+112|0)>>3]=ja;ja=+p[(d+120|0)>>3];p[(d+120|0)>>3]=+p[(c+120|0)>>3];p[(c+120|0)>>3]=ja;ja=+p[(d+128|0)>>3];p[(d+128|0)>>3]=+p[(c+128|0)>>3];p[(c+128|0)>>3]=ja;ja=+p[(d+136|0)>>3];p[(d+136|0)>>3]=+p[(c+136|0)>>3];p[(c+136|0)>>3]=ja;ja=+p[(d+144|0)>>3];p[(d+144|0)>>3]=+p[(c+144|0)>>3];p[(c+144|0)>>3]=ja;ja=+p[(d+152|0)>>3];p[(d+152|0)>>3]=+p[(c+152|0)>>3];p[(c+152|0)>>3]=ja;ja=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(c+160|0)>>3];f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;n[ga+160>>2]=ja;n[ga+1152>>2]=g;n[ga+1184>>2]=h;n[ga+1224>>2]=j;n[ga+1248>>2]=l;n[ga+1280>>2]=m;n[ga+1320>>2]=o;f[ga+1368>>2]=e;f[ga+1408>>2]=i;f[ga+1448>>2]=k;f[ga+1504>>2]=q;f[ga+1536>>2]=r;f[ga+1576>>2]=s;n[ga+1592>>2]=t;n[ga+1680>>2]=v;n[ga+1768>>2]=w;n[ga+1784>>2]=x;n[ga+1792>>2]=y;n[ga+1800>>2]=z;n[ga+1808>>2]=A;n[ga+1816>>2]=B;n[ga+1824>>2]=C;n[ga+1832>>2]=E;n[ga+1840>>2]=F;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2016>>2]=0;f[ga+2020>>2]=0;Etb(ga);J=f[ga+120>>2]|0;fa=f[ga+1968>>2]|0;ha=f[ga+1984>>2]|0;ia=f[ga+1992>>2]|0;G=f[ga+2016>>2]|0;D=f[ga+2020>>2]|0;H=+n[ga+2020>>2];f[ga+2016>>2]=0;f[ga+2020>>2]=0;if((G|0)==6)return D|0}f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;f[ga+136>>2]=I;n[ga+952>>2]=K;n[ga+960>>2]=L;n[ga+968>>2]=M;n[ga+976>>2]=N;n[ga+984>>2]=O;n[ga+992>>2]=P;f[ga+1e3>>2]=Q;f[ga+1008>>2]=R;f[ga+1016>>2]=S;f[ga+1024>>2]=T;f[ga+1032>>2]=U;f[ga+1040>>2]=V;n[ga+1048>>2]=W;n[ga+1056>>2]=X;n[ga+1064>>2]=Y;n[ga+1072>>2]=Z;n[ga+1080>>2]=_;n[ga+1088>>2]=$;n[ga+1096>>2]=aa;n[ga+1104>>2]=ba;n[ga+1112>>2]=ca;n[ga+1120>>2]=da;n[ga+1128>>2]=ea;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2008>>2]=0;f[ga+2012>>2]=0;Dtb(ga);J=f[ga+120>>2]|0;K=+n[ga+952>>2];L=+n[ga+960>>2];M=+n[ga+968>>2];N=+n[ga+976>>2];O=+n[ga+984>>2];P=+n[ga+992>>2];Q=f[ga+1e3>>2]|0;R=f[ga+1008>>2]|0;S=f[ga+1016>>2]|0;T=f[ga+1024>>2]|0;U=f[ga+1032>>2]|0;V=f[ga+1040>>2]|0;W=+n[ga+1048>>2];X=+n[ga+1056>>2];Y=+n[ga+1064>>2];Z=+n[ga+1072>>2];_=+n[ga+1080>>2];$=+n[ga+1088>>2];aa=+n[ga+1096>>2];ba=+n[ga+1104>>2];ca=+n[ga+1112>>2];da=+n[ga+1120>>2];ea=+n[ga+1128>>2];fa=f[ga+1968>>2]|0;ha=f[ga+1984>>2]|0;ia=f[ga+1992>>2]|0;G=f[ga+2008>>2]|0;D=f[ga+2012>>2]|0;H=+n[ga+2012>>2];f[ga+2008>>2]=0;f[ga+2012>>2]=0;if((G|0)==6)return D|0;f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;n[ga+952>>2]=K;n[ga+960>>2]=L;n[ga+968>>2]=M;n[ga+976>>2]=N;n[ga+984>>2]=O;n[ga+992>>2]=P;f[ga+1e3>>2]=Q;f[ga+1008>>2]=R;f[ga+1016>>2]=S;f[ga+1024>>2]=T;f[ga+1032>>2]=U;f[ga+1040>>2]=V;n[ga+1048>>2]=W;n[ga+1056>>2]=X;n[ga+1064>>2]=Y;n[ga+1072>>2]=Z;n[ga+1080>>2]=_;n[ga+1088>>2]=$;n[ga+1096>>2]=aa;n[ga+1104>>2]=ba;n[ga+1112>>2]=ca;n[ga+1120>>2]=da;n[ga+1128>>2]=ea;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2e3>>2]=0;f[ga+2004>>2]=0;Ctb(ga);G=f[ga+2e3>>2]|0;D=f[ga+2004>>2]|0;H=+n[ga+2004>>2];f[ga+2e3>>2]=0;f[ga+2004>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Gsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0,ja=0,ka=0,la=0.0,ma=0;ka=u;u=u+1376|0;ja=Fsb(a,c,d)|0;j=~~+p[e+216>>3]>>>0;g=~~+p[(d+216|0)>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=ka;return ja|0}h=+p[e+224>>3];i=+p[d+224>>3];if(!(h<i)){if(h>i){u=ka;return ja|0}if(!(fub(e,d)|0)){u=ka;return ja|0}}}J=ka+24|0;K=d;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));h=+p[(d+40|0)>>3];i=+p[(d+48|0)>>3];k=+p[(d+56|0)>>3];l=+p[(d+64|0)>>3];m=+p[(d+72|0)>>3];o=+p[(d+80|0)>>3];g=f[(d+88|0)>>2]|0;j=f[(d+92|0)>>2]|0;q=f[(d+96|0)>>2]|0;r=f[(d+100|0)>>2]|0;s=f[(d+104|0)>>2]|0;t=f[(d+108|0)>>2]|0;v=+p[(d+112|0)>>3];w=+p[(d+120|0)>>3];x=+p[(d+128|0)>>3];y=+p[(d+136|0)>>3];z=+p[(d+144|0)>>3];A=+p[(d+152|0)>>3];B=+p[(d+160|0)>>3];C=+p[(d+168|0)>>3];E=+p[(d+176|0)>>3];f[(ka+64|0)>>2]=f[(d+184|0)>>2];f[(ka+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(ka+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(ka+64|0)+12>>2]=f[(d+184|0)+12>>2];F=+p[(d+200|0)>>3];I=+p[(d+208|0)>>3];f[ka>>2]=f[(d+216|0)>>2];f[ka+4>>2]=f[(d+216|0)+4>>2];f[ka+8>>2]=f[(d+216|0)+8>>2];f[ka+12>>2]=f[(d+216|0)+12>>2];b[ka+16>>0]=b[(d+216|0)+16>>0]|0;J=d;K=e;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));la=+p[(e+40|0)>>3];p[(e+40|0)>>3]=h;p[(d+40|0)>>3]=la;la=+p[(e+48|0)>>3];p[(e+48|0)>>3]=+p[(d+48|0)>>3];p[(d+48|0)>>3]=la;la=+p[(e+56|0)>>3];p[(e+56|0)>>3]=+p[(d+56|0)>>3];p[(d+56|0)>>3]=la;la=+p[(e+64|0)>>3];p[(e+64|0)>>3]=+p[(d+64|0)>>3];p[(d+64|0)>>3]=la;la=+p[(e+72|0)>>3];p[(e+72|0)>>3]=+p[(d+72|0)>>3];p[(d+72|0)>>3]=la;la=+p[(e+80|0)>>3];p[(e+80|0)>>3]=+p[(d+80|0)>>3];p[(d+80|0)>>3]=la;ma=f[(e+88|0)>>2]|0;f[(e+88|0)>>2]=g;f[(d+88|0)>>2]=ma;ma=f[(e+92|0)>>2]|0;f[(e+92|0)>>2]=f[(d+92|0)>>2];f[(d+92|0)>>2]=ma;ma=f[(e+96|0)>>2]|0;f[(e+96|0)>>2]=f[(d+96|0)>>2];f[(d+96|0)>>2]=ma;ma=f[(e+100|0)>>2]|0;f[(e+100|0)>>2]=f[(d+100|0)>>2];f[(d+100|0)>>2]=ma;f[(d+104|0)>>2]=f[(e+104|0)>>2];f[(d+108|0)>>2]=f[(e+108|0)>>2];la=+p[(e+112|0)>>3];p[(e+112|0)>>3]=+p[(d+112|0)>>3];p[(d+112|0)>>3]=la;la=+p[(e+120|0)>>3];p[(e+120|0)>>3]=+p[(d+120|0)>>3];p[(d+120|0)>>3]=la;la=+p[(e+128|0)>>3];p[(e+128|0)>>3]=+p[(d+128|0)>>3];p[(d+128|0)>>3]=la;f[ka+104>>2]=c;f[ka+112>>2]=d;f[ka+120>>2]=e;f[ka+128>>2]=M;n[ka+184>>2]=N;n[ka+192>>2]=O;n[ka+200>>2]=P;n[ka+208>>2]=Q;n[ka+216>>2]=R;n[ka+224>>2]=S;f[ka+232>>2]=T;f[ka+240>>2]=U;f[ka+248>>2]=V;f[ka+256>>2]=W;f[ka+264>>2]=X;f[ka+272>>2]=Y;n[ka+280>>2]=Z;n[ka+296>>2]=_;n[ka+304>>2]=$;n[ka+312>>2]=aa;n[ka+320>>2]=ba;n[ka+328>>2]=ca;n[ka+336>>2]=da;n[ka+344>>2]=ea;n[ka+352>>2]=fa;n[ka+360>>2]=ga;n[ka+368>>2]=ha;f[ka+440>>2]=ia;n[ka+560>>2]=h;n[ka+616>>2]=i;n[ka+688>>2]=k;n[ka+776>>2]=l;n[ka+832>>2]=m;n[ka+872>>2]=o;f[ka+952>>2]=g;f[ka+960>>2]=j;f[ka+968>>2]=q;f[ka+976>>2]=r;f[ka+984>>2]=s;f[ka+992>>2]=t;n[ka+1e3>>2]=v;n[ka+1008>>2]=w;n[ka+1016>>2]=x;n[ka+1024>>2]=y;n[ka+1032>>2]=z;n[ka+1040>>2]=A;f[ka+1048>>2]=ja;n[ka+1056>>2]=B;n[ka+1064>>2]=C;n[ka+1072>>2]=E;n[ka+1080>>2]=F;n[ka+1088>>2]=I;f[ka+1248>>2]=J;f[ka+1264>>2]=K;f[ka+1272>>2]=L;f[ka+1288>>2]=0;f[ka+1292>>2]=0;Gtb(ka);M=f[ka+128>>2]|0;N=+n[ka+184>>2];O=+n[ka+192>>2];P=+n[ka+200>>2];Q=+n[ka+208>>2];R=+n[ka+216>>2];S=+n[ka+224>>2];T=f[ka+232>>2]|0;U=f[ka+240>>2]|0;V=f[ka+248>>2]|0;W=f[ka+256>>2]|0;X=f[ka+264>>2]|0;Y=f[ka+272>>2]|0;Z=+n[ka+280>>2];_=+n[ka+296>>2];$=+n[ka+304>>2];aa=+n[ka+312>>2];ba=+n[ka+320>>2];ca=+n[ka+328>>2];da=+n[ka+336>>2];ea=+n[ka+344>>2];fa=+n[ka+352>>2];ga=+n[ka+360>>2];ha=+n[ka+368>>2];ia=f[ka+440>>2]|0;J=f[ka+1248>>2]|0;K=f[ka+1264>>2]|0;L=f[ka+1272>>2]|0;G=f[ka+1288>>2]|0;D=f[ka+1292>>2]|0;H=+n[ka+1292>>2];f[ka+1288>>2]=0;f[ka+1292>>2]=0;if((G|0)==6)return D|0;f[ka+96>>2]=a;f[ka+104>>2]=c;f[ka+112>>2]=d;f[ka+128>>2]=M;n[ka+184>>2]=N;n[ka+192>>2]=O;n[ka+200>>2]=P;n[ka+208>>2]=Q;n[ka+216>>2]=R;n[ka+224>>2]=S;f[ka+232>>2]=T;f[ka+240>>2]=U;f[ka+248>>2]=V;f[ka+256>>2]=W;f[ka+264>>2]=X;f[ka+272>>2]=Y;n[ka+280>>2]=Z;n[ka+296>>2]=_;n[ka+304>>2]=$;n[ka+312>>2]=aa;n[ka+320>>2]=ba;n[ka+328>>2]=ca;n[ka+336>>2]=da;n[ka+344>>2]=ea;n[ka+352>>2]=fa;n[ka+360>>2]=ga;n[ka+368>>2]=ha;f[ka+440>>2]=ia;f[ka+1048>>2]=ja;f[ka+1248>>2]=J;f[ka+1264>>2]=K;f[ka+1272>>2]=L;f[ka+1280>>2]=0;f[ka+1284>>2]=0;Ftb(ka);G=f[ka+1280>>2]|0;D=f[ka+1284>>2]|0;H=+n[ka+1284>>2];f[ka+1280>>2]=0;f[ka+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Hsb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0,$=0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0.0,oa=0.0,pa=0.0,qa=0.0,ra=0.0,sa=0.0;$=u;u=u+1792|0;_=Gsb(a,b,c,d)|0;j=~~+p[e+216>>3]>>>0;g=~~+p[(d+216|0)>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=$;return _|0}h=+p[e+224>>3];i=+p[d+224>>3];if(!(h<i)){if(h>i){u=$;return _|0}if(!(fub(e,d)|0)){u=$;return _|0}}}g=$+24|0;j=d;k=g+36|0;do{f[g>>2]=f[j>>2];g=g+4|0;j=j+4|0}while((g|0)<(k|0));sa=+p[(d+40|0)>>3];ra=+p[(d+48|0)>>3];qa=+p[(d+56|0)>>3];pa=+p[(d+64|0)>>3];oa=+p[(d+72|0)>>3];na=+p[(d+80|0)>>3];ma=f[(d+88|0)>>2]|0;la=f[(d+92|0)>>2]|0;ka=f[(d+96|0)>>2]|0;ja=f[(d+100|0)>>2]|0;ia=f[(d+104|0)>>2]|0;ha=f[(d+108|0)>>2]|0;ga=+p[(d+112|0)>>3];fa=+p[(d+120|0)>>3];ea=+p[(d+128|0)>>3];da=+p[(d+136|0)>>3];ca=+p[(d+144|0)>>3];ba=+p[(d+152|0)>>3];aa=+p[(d+160|0)>>3];h=+p[(d+168|0)>>3];i=+p[(d+176|0)>>3];f[($+64|0)>>2]=f[(d+184|0)>>2];f[($+64|0)+4>>2]=f[(d+184|0)+4>>2];f[($+64|0)+8>>2]=f[(d+184|0)+8>>2];f[($+64|0)+12>>2]=f[(d+184|0)+12>>2];f[$+112>>2]=c;f[$+120>>2]=d;f[$+128>>2]=e;f[$+136>>2]=l;n[$+200>>2]=m;n[$+208>>2]=o;n[$+216>>2]=q;n[$+224>>2]=r;n[$+232>>2]=s;n[$+240>>2]=t;f[$+248>>2]=v;f[$+256>>2]=w;f[$+264>>2]=x;f[$+272>>2]=y;f[$+280>>2]=z;n[$+616>>2]=sa;n[$+688>>2]=ra;n[$+776>>2]=qa;n[$+832>>2]=pa;n[$+880>>2]=oa;n[$+928>>2]=na;f[$+984>>2]=ma;f[$+1040>>2]=la;f[$+1112>>2]=ka;f[$+1248>>2]=ja;f[$+1296>>2]=ia;f[$+1344>>2]=ha;n[$+1384>>2]=ga;n[$+1392>>2]=fa;n[$+1400>>2]=ea;n[$+1408>>2]=da;n[$+1416>>2]=ca;n[$+1424>>2]=ba;n[$+1432>>2]=aa;n[$+1440>>2]=h;n[$+1448>>2]=i;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1672>>2]=0;f[$+1676>>2]=0;Jtb($);l=f[$+136>>2]|0;m=+n[$+200>>2];o=+n[$+208>>2];q=+n[$+216>>2];r=+n[$+224>>2];s=+n[$+232>>2];t=+n[$+240>>2];v=f[$+248>>2]|0;w=f[$+256>>2]|0;x=f[$+264>>2]|0;y=f[$+272>>2]|0;z=f[$+280>>2]|0;g=f[$+1624>>2]|0;j=f[$+1640>>2]|0;k=f[$+1648>>2]|0;G=f[$+1672>>2]|0;D=f[$+1676>>2]|0;H=+n[$+1676>>2];f[$+1672>>2]=0;f[$+1676>>2]=0;if((G|0)==6)return D|0;f[$+104>>2]=b;f[$+112>>2]=c;f[$+120>>2]=d;f[$+136>>2]=l;n[$+200>>2]=m;n[$+208>>2]=o;n[$+216>>2]=q;n[$+224>>2]=r;n[$+232>>2]=s;n[$+240>>2]=t;f[$+248>>2]=v;f[$+256>>2]=w;f[$+264>>2]=x;f[$+272>>2]=y;f[$+280>>2]=z;n[$+584>>2]=A;n[$+592>>2]=B;n[$+600>>2]=C;n[$+608>>2]=E;n[$+624>>2]=F;n[$+632>>2]=I;f[$+640>>2]=J;f[$+648>>2]=K;f[$+656>>2]=L;f[$+664>>2]=M;f[$+672>>2]=N;f[$+680>>2]=O;n[$+696>>2]=P;n[$+704>>2]=Q;n[$+712>>2]=R;n[$+720>>2]=S;n[$+728>>2]=T;n[$+736>>2]=U;n[$+744>>2]=V;n[$+752>>2]=W;n[$+760>>2]=X;n[$+768>>2]=Y;n[$+784>>2]=Z;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1664>>2]=0;f[$+1668>>2]=0;Itb($);l=f[$+136>>2]|0;A=+n[$+584>>2];B=+n[$+592>>2];C=+n[$+600>>2];E=+n[$+608>>2];F=+n[$+624>>2];I=+n[$+632>>2];J=f[$+640>>2]|0;K=f[$+648>>2]|0;L=f[$+656>>2]|0;M=f[$+664>>2]|0;N=f[$+672>>2]|0;O=f[$+680>>2]|0;P=+n[$+696>>2];Q=+n[$+704>>2];R=+n[$+712>>2];S=+n[$+720>>2];T=+n[$+728>>2];U=+n[$+736>>2];V=+n[$+744>>2];W=+n[$+752>>2];X=+n[$+760>>2];Y=+n[$+768>>2];Z=+n[$+784>>2];g=f[$+1624>>2]|0;j=f[$+1640>>2]|0;k=f[$+1648>>2]|0;G=f[$+1664>>2]|0;D=f[$+1668>>2]|0;H=+n[$+1668>>2];f[$+1664>>2]=0;f[$+1668>>2]=0;if((G|0)==6)return D|0;f[$+96>>2]=a;f[$+104>>2]=b;f[$+112>>2]=c;f[$+136>>2]=l;n[$+584>>2]=A;n[$+592>>2]=B;n[$+600>>2]=C;n[$+608>>2]=E;n[$+624>>2]=F;n[$+632>>2]=I;f[$+640>>2]=J;f[$+648>>2]=K;f[$+656>>2]=L;f[$+664>>2]=M;f[$+672>>2]=N;f[$+680>>2]=O;n[$+696>>2]=P;n[$+704>>2]=Q;n[$+712>>2]=R;n[$+720>>2]=S;n[$+728>>2]=T;n[$+736>>2]=U;n[$+744>>2]=V;n[$+752>>2]=W;n[$+760>>2]=X;n[$+768>>2]=Y;n[$+784>>2]=Z;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1656>>2]=0;f[$+1660>>2]=0;Htb($);G=f[$+1656>>2]|0;D=f[$+1660>>2]|0;H=+n[$+1660>>2];f[$+1656>>2]=0;f[$+1660>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Isb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0;B=0;C=u;u=u+1952|0;c=1;g=(b-a|0)/240|0|0;if(c)switch(g|0){case 2:{g=~~+p[b+-24>>3]>>>0;c=~~+p[a+216>>3]>>>0;if(g>>>0>=c>>>0){if(g>>>0>c>>>0){b=1;u=C;return b|0}d=+p[b+-16>>3];e=+p[a+224>>3];if(!(d<e)){if(d>e){b=1;u=C;return b|0}if(!(fub(b+-240|0,a)|0)){b=1;u=C;return b|0}}}c=C+40|0;g=a;i=c+36|0;do{f[c>>2]=f[g>>2];c=c+4|0;g=g+4|0}while((c|0)<(i|0));R=+p[(a+40|0)>>3];Q=+p[(a+48|0)>>3];P=+p[(a+56|0)>>3];O=+p[(a+64|0)>>3];N=+p[(a+72|0)>>3];M=+p[(a+80|0)>>3];w=f[(a+88|0)>>2]|0;x=f[(a+92|0)>>2]|0;y=f[(a+96|0)>>2]|0;z=f[(a+100|0)>>2]|0;A=f[(a+104|0)>>2]|0;B=f[(a+108|0)>>2]|0;L=+p[(a+112|0)>>3];K=+p[(a+120|0)>>3];J=+p[(a+128|0)>>3];I=+p[(a+136|0)>>3];F=+p[(a+144|0)>>3];E=+p[(a+152|0)>>3];d=+p[(a+160|0)>>3];e=+p[(a+168|0)>>3];f[C+304>>2]=a;f[C+312>>2]=b;f[C+400>>2]=h;n[C+632>>2]=R;n[C+704>>2]=Q;n[C+776>>2]=P;n[C+840>>2]=O;n[C+912>>2]=N;n[C+976>>2]=M;f[C+1104>>2]=w;f[C+1176>>2]=x;f[C+1248>>2]=y;f[C+1336>>2]=z;f[C+1376>>2]=A;f[C+1424>>2]=B;n[C+1472>>2]=L;n[C+1520>>2]=K;n[C+1568>>2]=J;n[C+1584>>2]=I;n[C+1592>>2]=F;n[C+1600>>2]=E;n[C+1608>>2]=d;n[C+1616>>2]=e;f[C+1792>>2]=c;f[C+1808>>2]=g;f[C+1816>>2]=i;f[C+1864>>2]=0;f[C+1868>>2]=0;Ltb(C);G=f[C+1864>>2]|0;D=f[C+1868>>2]|0;H=+n[C+1868>>2];f[C+1864>>2]=0;f[C+1868>>2]=0;if((G|0)==6)return D|0}default:c=1}if(c)switch(g|0){case 3:{Fsb(a,a+240|0,b+-240|0)|0;b=1;u=C;return b|0}case 4:{Gsb(a,a+240|0,a+480|0,b+-240|0)|0;b=1;u=C;return b|0}case 5:{Hsb(a,a+240|0,a+480|0,a+720|0,b+-240|0)|0;b=1;u=C;return b|0}case 1:case 0:{b=1;u=C;return b|0}default:c=1}if(c)switch(g|0){default:{Fsb(a,a+240|0,a+480|0)|0;a:{c=1;if(c){c=0;if((a+720|0|0)==(b|0)){y=1;A=0}else c=1}if(c)if(1){l=(C+40|0)+40|0;m=(C+40|0)+64|0;o=(C+40|0)+88|0;q=(C+40|0)+100|0;r=(C+40|0)+112|0;s=(C+40|0)+136|0;t=(C+40|0)+160|0;v=(C+40|0)+184|0;w=(C+40|0)+200|0;x=(C+40|0)+216|0;k=a+720|0;h=0;j=a+480|0;while(1){c=~~+p[k+216>>3]>>>0;g=~~+p[j+216>>3]>>>0;if(c>>>0<g>>>0)B=18;else if(c>>>0>g>>>0)z=h;else{d=+p[k+224>>3];e=+p[j+224>>3];if(d<e)B=18;else if(d>e)z=h;else if(fub(k,j)|0)B=18;else z=h}if((B|0)==18){B=0;c=C+40|0;g=k;i=c+36|0;do{f[c>>2]=f[g>>2];c=c+4|0;g=g+4|0}while((c|0)<(i|0));S=k+40|0;f[l>>2]=f[S>>2];f[l+4>>2]=f[S+4>>2];f[l+8>>2]=f[S+8>>2];f[l+12>>2]=f[S+12>>2];f[l+16>>2]=f[S+16>>2];f[l+20>>2]=f[S+20>>2];p[l>>3]=+p[S>>3];p[((C+40|0)+48|0)>>3]=+p[k+48>>3];p[((C+40|0)+56|0)>>3]=+p[k+56>>3];S=k+64|0;f[m>>2]=f[S>>2];f[m+4>>2]=f[S+4>>2];f[m+8>>2]=f[S+8>>2];f[m+12>>2]=f[S+12>>2];f[m+16>>2]=f[S+16>>2];f[m+20>>2]=f[S+20>>2];f[C+304>>2]=a;f[C+312>>2]=b;f[C+328>>2]=k;f[C+336>>2]=h;f[C+344>>2]=j;f[C+360>>2]=y;f[C+368>>2]=z;f[C+392>>2]=A;f[C+440>>2]=m;f[C+448>>2]=o;f[C+456>>2]=q;f[C+464>>2]=r;f[C+472>>2]=s;f[C+480>>2]=t;f[C+488>>2]=v;f[C+496>>2]=w;f[C+504>>2]=x;f[C+560>>2]=S;f[C+1792>>2]=c;f[C+1808>>2]=g;f[C+1816>>2]=i;f[C+1856>>2]=0;f[C+1860>>2]=0;Ktb(C);y=f[C+360>>2]|0;z=f[C+368>>2]|0;A=f[C+392>>2]|0;G=f[C+1856>>2]|0;D=f[C+1860>>2]|0;H=+n[C+1860>>2];f[C+1856>>2]=0;f[C+1860>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break a}}c=k+240|0;if((c|0)==(b|0)){y=1;A=0;break}else{j=k;k=c;h=z}}}}S=A|y;u=C;return S|0}}return 0}function Jsb(){if(!(b[257144]|0))MPb(257144)|0;f[64728]=262921;return}function Ksb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[b+56>>2]|0;if(!e)e=0;else e=f[f[e>>2]>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];QDa(f[b+48>>2]|0,e,d,a);return}function Lsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;F=u;u=u+1104|0;C=F+1040|0;E=F+520|0;D=F;if(b[a+55>>0]|0)if(!(f[d+196>>2]&16777216)){u=F;return}g=a+56|0;do if(b[a+23>>0]|0){if(f[g>>2]|0)if(b[a+8>>0]|0)break;if(!(FSa(f[a+48>>2]|0,d+116|0,b[a+32>>0]|0)|0)){u=F;return}}while(0);h=f[d+4>>2]|0;B=f[d+96>>2]|0;g=f[g>>2]|0;if(!g)g=0;else g=f[f[g>>2]>>2]|0;f[C>>2]=f[B>>2];j=C+4|0;f[j>>2]=f[B+4>>2];k=C+8|0;f[k>>2]=f[B+8>>2];l=C+12|0;f[l>>2]=f[B+12>>2];m=C+16|0;f[m>>2]=f[B+16>>2];o=C+20|0;f[o>>2]=f[B+20>>2];q=C+24|0;f[q>>2]=f[B+24>>2];r=C+28|0;f[r>>2]=f[B+28>>2];s=C+32|0;f[s>>2]=f[B+32>>2];t=C+36|0;f[t>>2]=f[B+36>>2];v=C+40|0;f[v>>2]=f[B+40>>2];w=C+44|0;f[w>>2]=f[B+44>>2];x=C+48|0;f[x>>2]=f[B+48>>2];y=C+52|0;f[y>>2]=f[B+52>>2];z=C+56|0;f[z>>2]=f[B+56>>2];A=C+60|0;f[A>>2]=f[B+60>>2];QDa(f[a+48>>2]|0,g,d,C);f[E>>2]=a;i=a+120|0;f[E+4>>2]=i;G=E+8|0;f[G>>2]=d;g=E+12|0;f[g>>2]=h;jEa(E+16|0,f[h+44>>2]|0);f[E+100>>2]=B;p[E+104>>3]=+n[C>>2];p[E+112>>3]=+n[j>>2];p[E+120>>3]=+n[k>>2];p[E+128>>3]=+n[l>>2];p[E+136>>3]=+n[m>>2];p[E+144>>3]=+n[o>>2];p[E+152>>3]=+n[q>>2];p[E+160>>3]=+n[r>>2];p[E+168>>3]=+n[s>>2];p[E+176>>3]=+n[t>>2];p[E+184>>3]=+n[v>>2];p[E+192>>3]=+n[w>>2];p[E+200>>3]=+n[x>>2];p[E+208>>3]=+n[y>>2];p[E+216>>3]=+n[z>>2];p[E+224>>3]=+n[A>>2];h=(f[(f[G>>2]|0)+4>>2]|0)!=(f[g>>2]|0);b[E+361>>0]=h&1;g=d+196|0;if(h)h=1;else h=(f[g>>2]|0)>>>1&1;b[E+362>>0]=h;p[E+368>>3]=+p[(f[E>>2]|0)+112>>3];f[E+504>>2]=0;p[E+512>>3]=0.0;Msb(E,c,e)|0;if(f[g>>2]&1048576|0)if(!(b[a+21>>0]|0)){h=lJa(d)|0;h=f[h>>2]|0;f[D>>2]=a;f[D+4>>2]=i;a=D+8|0;f[a>>2]=d;G=D+12|0;f[G>>2]=h;jEa(D+16|0,f[h+44>>2]|0);f[D+100>>2]=B;p[D+104>>3]=+n[C>>2];p[D+112>>3]=+n[j>>2];p[D+120>>3]=+n[k>>2];p[D+128>>3]=+n[l>>2];p[D+136>>3]=+n[m>>2];p[D+144>>3]=+n[o>>2];p[D+152>>3]=+n[q>>2];p[D+160>>3]=+n[r>>2];p[D+168>>3]=+n[s>>2];p[D+176>>3]=+n[t>>2];p[D+184>>3]=+n[v>>2];p[D+192>>3]=+n[w>>2];p[D+200>>3]=+n[x>>2];p[D+208>>3]=+n[y>>2];p[D+216>>3]=+n[z>>2];p[D+224>>3]=+n[A>>2];G=(f[(f[a>>2]|0)+4>>2]|0)!=(f[G>>2]|0);b[D+361>>0]=G&1;if(G)g=1;else g=(f[g>>2]|0)>>>1&1;b[D+362>>0]=g;p[D+368>>3]=+p[(f[D>>2]|0)+112>>3];f[D+504>>2]=0;p[D+512>>3]=0.0;Msb(D,c,e)|0;g=D+64|0;h=f[D+76>>2]|0;if(h|0)RBa(h,g);g=f[g>>2]|0;if(g|0){h=D+68|0;i=f[h>>2]|0;if((i|0)!=(g|0))f[h>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}g=D+48|0;h=f[D+60>>2]|0;if(h|0)SBa(h,g);i=f[g>>2]|0;if(i|0){g=D+52|0;h=f[g>>2]|0;if((h|0)!=(i|0))f[g>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i)}}g=E+64|0;h=f[E+76>>2]|0;if(h|0)RBa(h,g);g=f[g>>2]|0;if(g|0){h=E+68|0;i=f[h>>2]|0;if((i|0)!=(g|0))f[h>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}g=E+48|0;h=f[E+60>>2]|0;if(h|0)SBa(h,g);i=f[g>>2]|0;if(i|0){g=E+52|0;h=f[g>>2]|0;if((h|0)!=(i|0))f[g>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i)}u=F;return}function Msb(a,c,d){a=a|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=0;o=u;u=u+4208|0;i=f[a>>2]|0;h=(b[i+24>>0]|0)!=0;e=(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+24>>2]|0)!=0;if(!(f[i+56>>2]|0))l=0;else if((b[i+12>>0]|0)==0|e^1)l=1;else l=(c|0)==2?1:(f[(f[a+8>>2]|0)+196>>2]&24576|0)==24576;do if(!(c&1))j=0;else if(!(b[i+109>>0]|0))j=0;else{if(!(b[i+20>>0]|0)){if(!e){j=0;break}}else if(!(+p[i+112>>3]>=d)|e^1){j=0;break}if(h)e=(b[i+26>>0]|0)==0;else e=0;j=cjb(i+52|0,e,f[i+104>>2]|0,f[a+8>>2]|0)|0}while(0);if((c&2|0)!=0|l){c=f[a>>2]|0;if(!(b[c+110>>0]|0))g=0;else if(!(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+28>>2]|0))g=0;else{if(h)e=(b[c+27>>0]|0)==0;else e=0;g=djb(i+52|0,e,f[c+104>>2]|0,f[a+8>>2]|0)|0;c=f[a>>2]|0}if(!(b[c+111>>0]|0))c=0;else if(!(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+32>>2]|0))c=0;else{if(h)e=(b[c+28>>0]|0)==0;else e=0;c=ejb(i+52|0,e,f[c+104>>2]|0,f[a+8>>2]|0)|0}}else{g=0;c=0}if(!(c|(j|g))){m=0;u=o;return m|0}e=f[(f[(a+8|0)>>2]|0)+108>>2]|0;if(e|0)if(!(Xtb(f[a>>2]|0,e)|0)){m=0;u=o;return m|0}i=1;f[o+656>>2]=a;n[o+672>>2]=d;f[o+920>>2]=k;f[o+3192>>2]=l;f[o+3744>>2]=g;f[o+3760>>2]=j;f[o+3776>>2]=c;f[o+3848>>2]=m;f[o+3856>>2]=i;f[o+4e3>>2]=0;f[o+4004>>2]=0;Ptb(o);G=f[o+4e3>>2]|0;D=f[o+4004>>2]|0;H=+n[o+4004>>2];f[o+4e3>>2]=0;f[o+4004>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Nsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;k=f[m>>2]|0;d=f[a>>2]|0;j=(k-d|0)/208|0;e=j+1|0;c=d;g=k;if(e>>>0>20648881)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/208|0;h=l<<1;h=l>>>0<10324440?(h>>>0<e>>>0?e:h):20648881;do if(!h)i=0;else if(h>>>0>20648881)vd();else{i=pOb(h*208|0)|0;break}while(0);d=i+(j*208|0)|0;e=d;l=i+(h*208|0)|0;dQb(d|0,0,208)|0;f[i+(j*208|0)+100>>2]=-1;b[i+(j*208|0)+200>>0]=0;h=d+208|0;if((g|0)==(c|0))i=k;else{do{g=g+-208|0;f0(d+-208|0,g);d=e+-208|0;e=d}while((g|0)!=(c|0));i=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=h;f[n>>2]=l;h=i;if((c|0)!=(h|0))do{d=f[c+-120>>2]|0;if(d|0){e=c+-116|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}c=c+-208|0}while((c|0)!=(h|0));if(!i)return;sOb(i);return}function Osb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=a+4|0;c=f[o>>2]|0;d=f[a>>2]|0;g=(c-d|0)/120|0;e=g+1|0;n=d;i=c;if(e>>>0>35791394)AMb(a);q=a+8|0;l=((f[q>>2]|0)-d|0)/120|0;m=l<<1;e=l>>>0<17895697?(m>>>0<e>>>0?e:m):35791394;do if(!e)h=0;else if(e>>>0>35791394)vd();else{h=pOb(e*120|0)|0;break}while(0);g=h+(g*120|0)|0;d=g;l=h+(e*120|0)|0;j=g;k=j+120|0;do{f[j>>2]=0;j=j+4|0}while((j|0)<(k|0));m=g+120|0;if((i|0)!=(n|0)){h=i;e=g;do{c=h;h=h+-120|0;j=e+-120|0;g=h;k=j+36|0;do{f[j>>2]=f[g>>2];j=j+4|0;g=g+4|0}while((j|0)<(k|0));p[e+-80>>3]=+p[c+-80>>3];p[e+-72>>3]=+p[c+-72>>3];p[e+-64>>3]=+p[c+-64>>3];k=e+-56|0;j=c+-56|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];p[e+-40>>3]=+p[c+-40>>3];p[e+-32>>3]=+p[c+-32>>3];k=e+-24|0;j=c+-24|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];b[k+16>>0]=b[j+16>>0]|0;e=d+-120|0;d=e}while((h|0)!=(n|0));c=f[a>>2]|0}f[a>>2]=d;f[o>>2]=m;f[q>>2]=l;if(!c)return;sOb(c);return}function Psb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+168|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+184>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+192>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+176>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+192>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+64>>3]+y/z*.0001;A=+p[c+72>>3]+x/z*.0001;z=w/z*.0001+ +p[c+80>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+192>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Qsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=(k<<6)+-1640531527+(k>>>2)+i^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Rsb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0;j=f[b>>2]|0;i=f[b+4>>2]|0;q=(j<<6)+-1640531527+(j>>>2)+i^j;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)h=q&g;else if(q>>>0<l>>>0)h=q;else h=(q>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{b=f[b>>2]|0;if(!b)b=h;else{if(c){while(1){o=f[b+4>>2]|0;if(!((o|0)==(q|0)|(o&g|0)==(h|0))){b=h;break a}if((f[b+8>>2]|0)==(j|0))if((f[b+12>>2]|0)==(i|0))break;b=f[b>>2]|0;if(!b){b=h;break a}}a=b+16|0;return a|0}while(1){c=f[b+4>>2]|0;if((c|0)!=(q|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}if((f[b+8>>2]|0)==(j|0))if((f[b+12>>2]|0)==(i|0))break;b=f[b>>2]|0;if(!b){b=h;break a}}a=b+16|0;return a|0}}}while(0);o=pOb(24)|0;f[o+8>>2]=j;f[o+12>>2]=i;p[o+16>>3]=0.0;f[o+4>>2]=q;f[o>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Ssb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&q;break}if(q>>>0<b>>>0){g=b;b=q}else{g=b;b=(q>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[o>>2]=f[b>>2];f[b>>2]=o;f[c>>2]=b;b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;r=33}}else{f[o>>2]=f[b>>2];r=33}if((r|0)==33)f[b>>2]=o;f[h>>2]=(f[h>>2]|0)+1;a=o;a=a+16|0;return a|0}function Ssb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Tsb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Tsb(a,b);return}function Tsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Usb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+80|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+96>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+104>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+88>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+104>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+40>>3]+y/z*.0001;A=+p[c+48>>3]+x/z*.0001;z=w/z*.0001+ +p[c+56>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+104>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Vsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+200|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+216>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+224>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+208>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+224>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+40>>3]+y/z*.0001;A=+p[c+48>>3]+x/z*.0001;z=w/z*.0001+ +p[c+56>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+224>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Wsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+64|0;c=j+48|0;h=j;i=a+109|0;b[c>>0]=b[i>>0]|0;b[c+1>>0]=b[i+1>>0]|0;b[c+2>>0]=b[i+2>>0]|0;ujb(i,b[a+108>>0]|0);i=AQa(f[a+48>>2]|0)|0;d=f[a+56>>2]|0;e=a+104|0;g=f[e>>2]|0;if(!g){if(_9a(i)|0){f[h>>2]=a;f[h+4>>2]=d;$9a(i,106,h);f[e>>2]=0;if(b[a+96>>0]|0)if((f[a+120>>2]|0)!=(f[a+124>>2]|0))p[a+112>>3]=0.0}}else{Xsb(h,a,W9a(i,g,0)|0,d+24|0);Ujb(a+120|0,h);B$(h)}i=a+109|0;b[i>>0]=b[c>>0]|0;b[i+1>>0]=b[c+1>>0]|0;b[i+2>>0]=b[c+2>>0]|0;u=j;return}function Xsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0;g=u;u=u+1408|0;i=g+1360|0;k=g+1344|0;j=g+976|0;m=g+776|0;h=g;l=g+1392|0;o=f[c+56>>2]|0;qeb(i,d);n=+(~~(+p[i+24>>3]*+p[o+16>>3])|0);p[k>>3]=+(~~(+p[i+16>>3]*+p[o+8>>3])|0);p[k+8>>3]=n;ojb(j,d+16|0,k,f[c+16>>2]|0);qjb(m,j,e,k);k=b[c+108>>0]|0;j=f[c+48>>2]|0;f[l>>2]=m;b[l+4>>0]=0;e=f[c+104>>2]|0;b[i>>0]=b[l>>0]|0;b[i+1>>0]=b[l+1>>0]|0;b[i+2>>0]=b[l+2>>0]|0;b[i+3>>0]=b[l+3>>0]|0;b[i+4>>0]=b[l+4>>0]|0;b[i+5>>0]=b[l+5>>0]|0;b[i+6>>0]=b[l+6>>0]|0;b[i+7>>0]=b[l+7>>0]|0;Sjb(h,c,k,j,c+52|0,i,e);Xjb(h,d);Vrb(h);Tjb(a,h+120|0);Jjb(h);u=g;return}function Ysb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0.0;o=u;u=u+64|0;i=o+16|0;n=o;if(!(b[c+812>>0]|0)){u=o;return}if(!(Vjb((f[d>>2]|0)+120|0)|0)){u=o;return}q=f[d+4>>2]|0;qeb(i,c);e=+p[q+8>>3];g=+p[q+16>>3];h=~~(+p[i+24>>3]*g);j=+(~~(e*+p[i>>3])|0);k=+p[q+24>>3]-j;l=+(~~g-h-~~(g*+p[i+8>>3])|0);m=+p[q+32>>3]-l;if(!(k<0.0|m<0.0)){r=+(~~(+p[i+16>>3]*e)|0);e=e-j;j=+(h|0);l=g-l;if(k>=(e<r?e:r)?0:!(m>=(l<j?l:j))){p[n>>3]=k;p[n+8>>3]=m;f[(f[d>>2]|0)+104>>2]=a;Xsb(i,f[d>>2]|0,c,n);Ujb((f[d>>2]|0)+120|0,i);B$(i)}}u=o;return}function Zsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0.0,s=0.0;q=u;u=u+32|0;o=q;j=f[a+56>>2]|0;h=+p[d>>3];if(h<0.0){o=0;u=q;return o|0}n=d+8|0;g=+p[n>>3];if(g<0.0){o=0;u=q;return o|0}if(h>+p[j+8>>3]){o=0;u=q;return o|0}if(g>+p[j+16>>3]){o=0;u=q;return o|0}if(!e){o=1;u=q;return o|0}a=W9a(AQa(f[a+48>>2]|0)|0,e,0)|0;if(!(b[a+812>>0]|0)){o=0;u=q;return o|0}qeb(o,a);m=+p[c+8>>3];k=+p[c+16>>3];a=~~(+p[o+24>>3]*k);l=+(~~(m*+p[o>>3])|0);h=+p[d>>3]-l;i=+(~~k-a-~~(k*+p[o+8>>3])|0);g=+p[n>>3]-i;if(h<0.0|g<0.0){o=0;u=q;return o|0}else{r=+(~~(+p[o+16>>3]*m)|0);s=m-l;m=+(a|0);l=k-i;u=q;return (h>=(s<r?s:r)?0:!(g>=(l<m?l:m)))|0}return 0}function _sb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;t=a+d|0;u=c+e|0;v=u+-12|0;if(!e){if((d|0)!=1){w=-1;return w|0}w=((b[a>>0]|0)!=0)<<31>>31;return w|0}n=t+-15|0;o=t+-8|0;p=t+-5|0;q=u+-5|0;r=u+-8|0;s=r;e=a;g=c;a:while(1){d=e+1|0;l=h[e>>0]|0;e=l>>>4;if((e|0)==15){e=15;do{m=d;d=d+1|0;m=b[m>>0]|0;e=e+(m&255)|0}while(m<<24>>24==-1&d>>>0<n>>>0);if((e|0)<0)break}m=g+e|0;i=d+e|0;if(m>>>0>v>>>0|i>>>0>o>>>0){w=9;break}else e=g;while(1){j=d;x=j;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=e;g=k;b[g>>0]=x;b[g+1>>0]=x>>8;b[g+2>>0]=x>>16;b[g+3>>0]=x>>24;k=k+4|0;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;e=e+8|0;if(e>>>0>=m>>>0)break;else d=d+8|0}g=h[i+1>>0]<<8|h[i>>0];j=g&65535;k=m+(0-g)|0;d=i+2|0;if(k>>>0<c>>>0)break;e=l&15;if((e|0)==15){e=15;do{if(d>>>0>p>>>0)break a;x=d;d=d+1|0;x=b[x>>0]|0;e=e+(x&255)|0}while(x<<24>>24==-1);if((e|0)<0)break}l=m+(e+4)|0;if((j&65535)<8){x=f[42168+(g<<2)>>2]|0;b[m>>0]=b[k>>0]|0;b[m+1>>0]=b[k+1>>0]|0;b[m+2>>0]=b[k+2>>0]|0;b[m+3>>0]=b[k+3>>0]|0;g=k+(f[42200+(g<<2)>>2]|0)|0;k=m+4|0;j=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;g=g+(0-x)|0}else{x=k;i=x;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;x=x+4|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;g=m;j=g;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;g=g+4|0;b[g>>0]=x;b[g+1>>0]=x>>8;b[g+2>>0]=x>>16;b[g+3>>0]=x>>24;g=k+8|0}e=m+8|0;if(l>>>0<=v>>>0)while(1){m=g;j=m;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;x=e;k=x;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;x=x+4|0;b[x>>0]=m;b[x+1>>0]=m>>8;b[x+2>>0]=m>>16;b[x+3>>0]=m>>24;e=e+8|0;if(e>>>0<l>>>0)g=g+8|0;else{e=d;g=l;continue a}}if(l>>>0>q>>>0)break;if(e>>>0<r>>>0){i=e;j=g;while(1){m=j;y=m;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;x=i;k=x;b[k>>0]=y;b[k+1>>0]=y>>8;b[k+2>>0]=y>>16;b[k+3>>0]=y>>24;x=x+4|0;b[x>>0]=m;b[x+1>>0]=m>>8;b[x+2>>0]=m>>16;b[x+3>>0]=m>>24;i=i+8|0;if(i>>>0>=r>>>0)break;else j=j+8|0}g=g+(s-e)|0;e=r}if(e>>>0>=l>>>0){e=d;g=l;continue}while(1){i=e+1|0;b[e>>0]=b[g>>0]|0;if(i>>>0<l>>>0){g=g+1|0;e=i}else{e=d;g=l;continue a}}}if((w|0)==9)if(!(m>>>0>u>>>0|(i|0)!=(t|0))){bQb(g|0,d|0,e|0)|0;y=m-c|0;return y|0}y=a+-1-d|0;return y|0}function $sb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=a+8|0;f[d>>2]=b;f[d+4>>2]=c;d=QPb(b|0,c|0,-1379879466,1625958382)|0;e=a+16|0;f[e>>2]=d;f[e+4>>2]=I;e=QPb(b|0,c|0,668265295,-1028477379)|0;d=a+24|0;f[d>>2]=e;f[d+4>>2]=I;d=a+32|0;f[d>>2]=b;f[d+4>>2]=c;b=QPb(b|0,c|0,2048144761,1640531534)|0;c=a+40|0;f[c>>2]=b;f[c+4>>2]=I;c=a;f[c>>2]=0;f[c+4>>2]=0;f[a+80>>2]=0;return 0}function atb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;r=b+c|0;d=a;d=QPb(f[d>>2]|0,f[d+4>>2]|0,c|0,0)|0;s=a;f[s>>2]=d;f[s+4>>2]=I;s=a+80|0;d=f[s>>2]|0;do if((d+c|0)>>>0<32){bQb(a+48+d|0,b|0,c|0)|0;b=(f[s>>2]|0)+c|0}else{if(d){m=a+48|0;bQb(m+d|0,b|0,32-d|0)|0;q=m;m=m+4|0;m=WPb(h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,668265295,-1028477379)|0;q=a+16|0;o=q;m=QPb(f[o>>2]|0,f[o+4>>2]|0,m|0,I|0)|0;o=I;n=_Pb(m|0,o|0,31)|0;p=I;o=ZPb(m|0,o|0,33)|0;p=WPb(n|o|0,p|I|0,-2048144761,-1640531535)|0;f[q>>2]=p;f[q+4>>2]=I;q=a+56|0;p=q;q=q+4|0;q=WPb(h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24|0,h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,668265295,-1028477379)|0;p=a+24|0;o=p;q=QPb(f[o>>2]|0,f[o+4>>2]|0,q|0,I|0)|0;o=I;n=_Pb(q|0,o|0,31)|0;m=I;o=ZPb(q|0,o|0,33)|0;m=WPb(n|o|0,m|I|0,-2048144761,-1640531535)|0;f[p>>2]=m;f[p+4>>2]=I;p=a+64|0;m=p;p=p+4|0;p=WPb(h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24|0,668265295,-1028477379)|0;m=a+32|0;o=m;p=QPb(f[o>>2]|0,f[o+4>>2]|0,p|0,I|0)|0;o=I;n=_Pb(p|0,o|0,31)|0;q=I;o=ZPb(p|0,o|0,33)|0;q=WPb(n|o|0,q|I|0,-2048144761,-1640531535)|0;f[m>>2]=q;f[m+4>>2]=I;m=a+72|0;q=m;m=m+4|0;m=WPb(h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,668265295,-1028477379)|0;q=a+40|0;o=q;m=QPb(f[o>>2]|0,f[o+4>>2]|0,m|0,I|0)|0;o=I;n=_Pb(m|0,o|0,31)|0;p=I;o=ZPb(m|0,o|0,33)|0;p=WPb(n|o|0,p|I|0,-2048144761,-1640531535)|0;f[q>>2]=p;f[q+4>>2]=I;b=b+(32-(f[s>>2]|0))|0;f[s>>2]=0}if((b+32|0)>>>0<=r>>>0){m=r+-32|0;n=a+16|0;c=n;o=a+24|0;g=o;p=a+32|0;j=p;q=a+40|0;l=q;d=f[c>>2]|0;c=f[c+4>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;i=f[j>>2]|0;j=f[j+4>>2]|0;k=f[l>>2]|0;l=f[l+4>>2]|0;do{t=b;u=t;t=t+4|0;t=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24|0,668265295,-1028477379)|0;t=QPb(t|0,I|0,d|0,c|0)|0;u=I;v=_Pb(t|0,u|0,31)|0;w=I;u=ZPb(t|0,u|0,33)|0;d=WPb(v|u|0,w|I|0,-2048144761,-1640531535)|0;c=I;w=b+8|0;u=w;w=w+4|0;w=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24|0,668265295,-1028477379)|0;w=QPb(w|0,I|0,e|0,g|0)|0;u=I;v=_Pb(w|0,u|0,31)|0;t=I;u=ZPb(w|0,u|0,33)|0;e=WPb(v|u|0,t|I|0,-2048144761,-1640531535)|0;g=I;t=b+16|0;u=t;t=t+4|0;t=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24|0,668265295,-1028477379)|0;t=QPb(t|0,I|0,i|0,j|0)|0;u=I;v=_Pb(t|0,u|0,31)|0;w=I;u=ZPb(t|0,u|0,33)|0;i=WPb(v|u|0,w|I|0,-2048144761,-1640531535)|0;j=I;w=b+24|0;u=w;w=w+4|0;w=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24|0,668265295,-1028477379)|0;w=QPb(w|0,I|0,k|0,l|0)|0;u=I;v=_Pb(w|0,u|0,31)|0;t=I;u=ZPb(w|0,u|0,33)|0;k=WPb(v|u|0,t|I|0,-2048144761,-1640531535)|0;l=I;b=b+32|0}while(b>>>0<=m>>>0);w=n;f[w>>2]=d;f[w+4>>2]=c;w=o;f[w>>2]=e;f[w+4>>2]=g;w=p;f[w>>2]=i;f[w+4>>2]=j;w=q;f[w>>2]=k;f[w+4>>2]=l}if(b>>>0<r>>>0){w=r-b|0;bQb(a+48|0,b|0,w|0)|0;b=w;break}else return 0}while(0);f[s>>2]=b;return 0}function btb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;g=a+48|0;i=g+(f[a+80>>2]|0)|0;b=a;e=f[b>>2]|0;b=f[b+4>>2]|0;if(b>>>0>0|(b|0)==0&e>>>0>31){p=a+16|0;m=f[p>>2]|0;p=f[p+4>>2]|0;n=a+24|0;j=f[n>>2]|0;n=f[n+4>>2]|0;l=a+32|0;c=f[l>>2]|0;l=f[l+4>>2]|0;k=a+40|0;d=f[k>>2]|0;k=f[k+4>>2]|0;s=_Pb(m|0,p|0,1)|0;o=I;q=ZPb(m|0,p|0,63)|0;o=o|I;u=_Pb(j|0,n|0,7)|0;t=I;r=ZPb(j|0,n|0,57)|0;o=QPb(u|r|0,t|I|0,s|q|0,o|0)|0;q=I;s=_Pb(c|0,l|0,12)|0;t=I;r=ZPb(c|0,l|0,52)|0;t=QPb(o|0,q|0,s|r|0,t|I|0)|0;r=I;s=_Pb(d|0,k|0,18)|0;q=I;o=ZPb(d|0,k|0,46)|0;q=QPb(t|0,r|0,s|o|0,q|I|0)|0;o=I;s=WPb(m|0,p|0,668265295,-1028477379)|0;r=I;p=WPb(m|0,p|0,-2147483648,-1813351001)|0;m=I;r=ZPb(s|0,r|0,33)|0;m=WPb(r|p|0,I|m|0,-2048144761,-1640531535)|0;o=WPb(q^m|0,o^I|0,-2048144761,-1640531535)|0;o=QPb(o|0,I|0,-1028477341,-2048144777)|0;m=I;q=WPb(j|0,n|0,668265295,-1028477379)|0;p=I;n=WPb(j|0,n|0,-2147483648,-1813351001)|0;j=I;p=ZPb(q|0,p|0,33)|0;j=WPb(p|n|0,I|j|0,-2048144761,-1640531535)|0;m=WPb(o^j|0,m^I|0,-2048144761,-1640531535)|0;m=QPb(m|0,I|0,-1028477341,-2048144777)|0;j=I;o=WPb(c|0,l|0,668265295,-1028477379)|0;n=I;l=WPb(c|0,l|0,-2147483648,-1813351001)|0;c=I;n=ZPb(o|0,n|0,33)|0;c=WPb(n|l|0,I|c|0,-2048144761,-1640531535)|0;j=WPb(m^c|0,j^I|0,-2048144761,-1640531535)|0;j=QPb(j|0,I|0,-1028477341,-2048144777)|0;c=I;m=WPb(d|0,k|0,668265295,-1028477379)|0;l=I;k=WPb(d|0,k|0,-2147483648,-1813351001)|0;d=I;l=ZPb(m|0,l|0,33)|0;d=WPb(l|k|0,I|d|0,-2048144761,-1640531535)|0;c=WPb(j^d|0,c^I|0,-2048144761,-1640531535)|0;c=QPb(c|0,I|0,-1028477341,-2048144777)|0;d=I}else{c=a+8|0;c=QPb(f[c>>2]|0,f[c+4>>2]|0,374761413,668265263)|0;d=I}c=QPb(c|0,d|0,e|0,b|0)|0;b=I;e=a+56|0;if(i>>>0<e>>>0)e=g;else{d=g;while(1){u=d;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;s=WPb(u|0,d|0,668265295,-1028477379)|0;t=I;d=WPb(u|0,d|0,-2147483648,-1813351001)|0;u=I;t=ZPb(s|0,t|0,33)|0;u=WPb(t|d|0,I|u|0,-2048144761,-1640531535)|0;u=u^c;b=I^b;d=_Pb(u|0,b|0,27)|0;c=I;b=ZPb(u|0,b|0,37)|0;c=WPb(d|b|0,c|I|0,-2048144761,-1640531535)|0;c=QPb(c|0,I|0,-1028477341,-2048144777)|0;b=I;d=e+8|0;if(d>>>0>i>>>0)break;else{u=e;e=d;d=u}}}d=e+4|0;if(d>>>0>i>>>0)d=e;else{t=WPb(h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24|0,0,-2048144761,-1640531535)|0;t=t^c;b=I^b;u=_Pb(t|0,b|0,23)|0;c=I;b=ZPb(t|0,b|0,41)|0;c=WPb(u|b|0,c|I|0,668265295,-1028477379)|0;c=QPb(c|0,I|0,-1640531463,374761393)|0;b=I}if(d>>>0>=i>>>0){u=c;t=b;s=ZPb(u|0,t|0,33)|0;r=I;u=s^u;t=r^t;t=WPb(u|0,t|0,668265295,-1028477379)|0;u=I;r=ZPb(t|0,u|0,29)|0;s=I;t=r^t;u=s^u;u=WPb(t|0,u|0,-1640531463,374761393)|0;t=I;u=t^u;I=t;return u|0}do{t=WPb(h[d>>0]|0|0,0,374761413,668265263)|0;t=t^c;b=I^b;u=_Pb(t|0,b|0,11)|0;c=I;b=ZPb(t|0,b|0,53)|0;c=WPb(u|b|0,c|I|0,-2048144761,-1640531535)|0;b=I;d=d+1|0}while((d|0)!=(i|0));u=ZPb(c|0,b|0,33)|0;t=I;u=u^c;t=t^b;t=WPb(u|0,t|0,668265295,-1028477379)|0;u=I;r=ZPb(t|0,u|0,29)|0;s=I;t=r^t;u=s^u;u=WPb(t|0,u|0,-1640531463,374761393)|0;t=I;u=t^u;I=t;return u|0}function ctb(a){a=a|0;return a>>>0>4294967278|0}function dtb(a,b,c,e,g){a=a|0;b=b|0;c=c|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;i=e+g|0;if(g>>>0<4){e=-10;return e|0}j=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;k=j&15;g=k+5|0;if(g>>>0>15){e=-13;return e|0}f[c>>2]=g;g=32<<k;c=g|1;a:do if(g>>>0>1){t=i+-7|0;u=i+-4|0;v=u;s=i+-5|0;n=0;r=0;l=4;o=j>>>4;i=g;q=k+6|0;g=e;b:while(1){do if(!n){j=r;p=g;n=l;g=o}else{c:do if((o&65535|0)==65535){k=r;j=o;while(1){k=k+24|0;if(g>>>0>=s>>>0)break;g=g+2|0;j=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>l;if((j&65535|0)!=65535)break c}j=j>>>16;l=l+16|0;p=(j|0)==65535;k=p?k+24|0:k;l=p?l+16|0:l;j=p?0:j}else{k=r;j=o}while(0);m=j&3;if((m|0)==3){do{k=k+3|0;j=j>>>2;l=l+2|0;m=j&3}while((m|0)==3);o=j;j=m}else{o=j;j=m}j=k+j|0;l=l+2|0;if(j>>>0>(f[b>>2]|0)>>>0){g=-15;break b}if(j>>>0>r>>>0)dQb(a+(r<<1)|0,0,j-r<<1|0)|0;else j=r;k=g+(l>>3)|0;if(g>>>0>t>>>0&k>>>0>u>>>0){p=g;n=l;g=o>>>2;break}else{g=l&7;p=k;n=g;g=(h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24)>>>g;break}}while(0);l=(i<<1)+-1|0;k=g&i+-1;m=l-c<<16>>16;if(k>>>0<m>>>0)g=q+-1|0;else{g=g&l;k=g<<16>>16;k=(k|0)<(i|0)?g:k-m|0;g=q}l=g+n|0;n=(k&65535)+-1<<16>>16;r=n<<16>>16;c=c-((n<<16>>16<0?0-r|0:r)<<16>>16)|0;r=j+1|0;d[a+(j<<1)>>1]=n;n=n<<16>>16==0&1;if((c|0)<(i|0)){g=q;do{g=g+-1|0;i=i>>1}while((c|0)<(i|0));k=i;m=g}else{k=i;m=q}g=p+(l>>3)|0;if(p>>>0>t>>>0&g>>>0>u>>>0){g=u;i=l-(v-p<<3)|0}else i=l&7;if(!((c|0)>1?r>>>0<=(f[b>>2]|0)>>>0:0))break a;else{l=i;o=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>(i&31);i=k;q=m}}return g|0}else{j=-1;i=4;g=e}while(0);if((c|0)!=1|(i|0)>32){e=-11;return e|0}f[b>>2]=j;e=g+(i+7>>3)-e|0;return e|0}function etb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0;m=b[i>>0]|0;l=m&255;do if(m<<24>>24<0){k=l+-127|0;l=(l+-126|0)>>>1;if(l>>>0>=j>>>0){e=-10;return e|0}if(k>>>0>=c>>>0){e=-11;return e|0}i=i+1|0;if(!k){c=d;i=c+68|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(i|0));c=0;i=0;break}else{c=0;do{n=i+(c>>>1)|0;b[a+c>>0]=(h[n>>0]|0)>>>4;b[a+(c|1)>>0]=b[n>>0]&15;c=c+2|0}while(c>>>0<k>>>0);m=l;n=9}}else{if(l>>>0>=j>>>0){e=-10;return e|0}k=itb(a,c+-1|0,i+1|0,l)|0;if(k>>>0<4294967279){m=l;n=9}else{e=k;return e|0}}while(0);a:do if((n|0)==9){c=d;i=c+68|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(i|0));if(!k){c=0;l=m;i=0}else{c=0;j=0;while(1){i=a+j|0;l=b[i>>0]|0;if((l&255)>15){k=-11;break}n=d+((l&255)<<2)|0;f[n>>2]=(f[n>>2]|0)+1;c=(1<<(h[i>>0]|0)>>1)+c|0;j=j+1|0;if(j>>>0>=k>>>0){l=m;i=k;break a}}return k|0}}while(0);k=31-(_(c|0)|0)+1|0;if(k>>>0>16){e=-11;return e|0}f[g>>2]=k;g=(1<<k)-c|0;n=31-(_(g|0)|0)|0;k=n+1|0;if((1<<n|0)!=(g|0)){e=-11;return e|0}b[a+i>>0]=k;a=d+(k<<2)|0;f[a>>2]=(f[a>>2]|0)+1;d=f[d+4>>2]|0;if(!(d>>>0>1&(d&1|0)==0)){e=-11;return e|0}f[e>>2]=i+1;e=l+1|0;return e|0}function ftb(a,c,e,f){a=a|0;c=c|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+512|0;q=t;r=a+4|0;o=e+1|0;s=1<<f;p=s+-1|0;if(e>>>0>255){s=-14;u=t;return s|0}if(f>>>0>12){s=-13;u=t;return s|0}k=f&65535;l=(o|0)==0;if(l){d[a>>1]=k;d[a+2>>1]=1}else{m=65536<<f+-1>>16;j=0;e=p;g=1;while(1){i=d[c+(j<<1)>>1]|0;if(i<<16>>16==-1){b[r+(e<<2)+2>>0]=j;n=e+-1|0;e=1}else{n=e;e=i;g=(m|0)>(i<<16>>16|0)?g:0}d[q+(j<<1)>>1]=e;j=j+1|0;if((j|0)==(o|0))break;else e=n}d[a>>1]=k;d[a+2>>1]=g;if(!l){l=(s>>>3)+3+(s>>>1)|0;k=0;e=0;do{g=d[c+(k<<1)>>1]|0;if(g<<16>>16>0){j=k&255;i=g<<16>>16;g=0;do{b[r+(e<<2)+2>>0]=j;do e=l+e&p;while(e>>>0>n>>>0);g=g+1|0}while((g|0)<(i|0))}k=k+1|0}while((k|0)!=(o|0));if(e|0){s=-1;u=t;return s|0}}}g=f+-31|0;e=0;do{p=r+(e<<2)|0;o=q+((h[p+2>>0]|0)<<1)|0;f=d[o>>1]|0;d[o>>1]=f+1<<16>>16;f=f&65535;o=g+(_(f|0)|0)|0;b[p+3>>0]=o;d[p>>1]=(f<<(o&255))-s;e=e+1|0}while(e>>>0<s>>>0);e=0;u=t;return e|0}function gtb(a,c){a=a|0;c=c|0;var e=0;e=a+4|0;d[a>>1]=0;d[a+2>>1]=0;d[e>>1]=0;b[e+2>>0]=c;b[e+3>>0]=0;return 0}function htb(a,c,e,f,g){a=a|0;c=c|0;e=e|0;f=f|0;g=g|0;var i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;t=(d[g+2>>1]|0)!=0;s=a+c|0;r=s+-3|0;if(!f){v=-10;return v|0}do if(f>>>0>3){l=f+-4|0;c=b[e+(f+-1)>>0]|0;if(!(c<<24>>24)){v=-1;return v|0}i=e+l|0;k=(_(c&255|0)|0)+-23|0;if(f>>>0<4294967279)c=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;else{v=f;return v|0}}else{c=h[e>>0]|0;switch(f|0){case 2:{v=6;break}case 3:{c=h[e+2>>0]<<16|c;v=6;break}default:{}}if((v|0)==6)c=(h[e+1>>0]<<8)+c|0;i=b[e+(f+-1)>>0]|0;if(!(i<<24>>24)){v=-1;return v|0}else{k=(4-f<<3)+-23+(_(i&255|0)|0)|0;l=0;break}}while(0);i=e+l|0;n=d[g>>1]|0;o=n&65535;n=31-n&31;p=c<<(k&31)>>>1>>>n;m=k+o|0;do if(m>>>0>32)f=c;else{if((l|0)>=4){l=l-(m>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;m=m&7;break}k=m>>>3;i=(i+(0-k)|0)>>>0<e>>>0?l:k;k=l-i|0;if(!l){f=c;l=0}else{f=e+k|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;m=m-(i<<3)|0;l=k}}while(0);i=e+l|0;u=g+4|0;c=f<<(m&31)>>>1>>>n;k=m+o|0;a:do if(k>>>0>32){i=a;m=p}else{if((l|0)<4)if(!l)l=0;else{q=k>>>3;q=(i+(0-q)|0)>>>0<e>>>0?l:q;l=l-q|0;f=e+l|0;k=k-(q<<3)|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;if(k>>>0>32){i=a;m=p;break}}else{l=l-(k>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;k=k&7}i=a;o=p;n=f;while(1){f=e+l|0;if((l|0)<4){if(!l){m=o;f=n;l=0;break a}q=k>>>3;m=(f+(0-q)|0)>>>0<e>>>0;q=m?l:q;m=m&1;f=q;k=k-(q<<3)|0}else{m=0;f=k>>>3;k=k&7}l=l-f|0;q=e+l|0;f=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;if(!(i>>>0<r>>>0&(m|0)==0)){m=o;break a}p=d[u+(o<<2)>>1]|0;n=b[u+(o<<2)+2>>0]|0;o=b[u+(o<<2)+3>>0]|0;m=o&255;g=f<<(k&31);if(t){w=k+m|0;b[i>>0]=n;k=b[u+(c<<2)+3>>0]|0;m=f<<(w&31)>>>(0-k&31);n=(g>>>(0-o&31))+(p&65535)|0;k=w+(k&255)|0}else{w=k+m|0;b[i>>0]=n;k=b[u+(c<<2)+3>>0]|0;m=f<<(w&31)>>>1>>>(31-k&31);n=(g>>>1>>>(31-o&31))+(p&65535)|0;k=w+(k&255)|0}p=m+(j[u+(c<<2)>>1]|0)|0;b[i+1>>0]=b[u+(c<<2)+2>>0]|0;if(k>>>0>32)break;if((l|0)<4){if(!l){l=0;break}c=k>>>3;w=(q+(0-c)|0)>>>0<e>>>0;q=w?l:c;l=l-q|0;c=e+l|0;k=k-(q<<3)|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;if(w){f=c;break}else f=c}else{l=l-(k>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;k=k&7}g=d[u+(n<<2)>>1]|0;m=b[u+(n<<2)+2>>0]|0;n=b[u+(n<<2)+3>>0]|0;c=n&255;o=f<<(k&31);if(t){w=k+c|0;b[i+2>>0]=m;k=b[u+(p<<2)+3>>0]|0;c=f<<(w&31)>>>(0-k&31);m=(o>>>(0-n&31))+(g&65535)|0;k=w+(k&255)|0}else{w=k+c|0;b[i+2>>0]=m;k=b[u+(p<<2)+3>>0]|0;c=f<<(w&31)>>>1>>>(31-k&31);m=(o>>>1>>>(31-n&31))+(g&65535)|0;k=w+(k&255)|0}c=c+(j[u+(p<<2)>>1]|0)|0;b[i+3>>0]=b[u+(p<<2)+2>>0]|0;i=i+4|0;if(k>>>0>32)break a;else{o=m;n=f}}i=i+2|0;c=p;m=n}while(0);r=s+-2|0;if(i>>>0>r>>>0){w=-9;return w|0}q=t?0:31;p=(t^1)&1;g=i;o=m;while(1){n=e+l|0;i=b[u+(o<<2)+3>>0]|0;m=k+(i&255)|0;w=o;o=(f<<(k&31)>>>p>>>(q-i&31))+(j[u+(o<<2)>>1]|0)|0;i=g+1|0;b[g>>0]=b[u+(w<<2)+2>>0]|0;if(m>>>0>32){k=2;v=55;break}if((l|0)<4)if(!l)n=0;else{v=m>>>3;v=(n+(0-v)|0)>>>0<e>>>0?l:v;k=v;m=m-(v<<3)|0;v=46}else{k=m>>>3;m=m&7;v=46}if((v|0)==46){v=0;n=l-k|0;f=e+n|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24}l=e+n|0;if(i>>>0>r>>>0){c=-9;v=56;break}t=b[u+(c<<2)+3>>0]|0;k=m+(t&255)|0;w=c;c=(f<<(m&31)>>>p>>>(q-t&31))+(j[u+(c<<2)>>1]|0)|0;m=g+2|0;b[i>>0]=b[u+(w<<2)+2>>0]|0;if(k>>>0>32){i=m;k=3;c=o;v=55;break}if((n|0)<4)if(!n)l=0;else{v=k>>>3;v=(l+(0-v)|0)>>>0<e>>>0?n:v;i=v;k=k-(v<<3)|0;v=51}else{i=k>>>3;k=k&7;v=51}if((v|0)==51){v=0;l=n-i|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24}if(m>>>0>r>>>0){c=-9;v=56;break}else g=m}if((v|0)==55){b[i>>0]=b[u+(c<<2)+2>>0]|0;w=g+k-a|0;return w|0}else if((v|0)==56)return c|0;return 0}function itb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16912|0;h=l+16400|0;k=l+8|0;i=l+4|0;j=l;f[j>>2]=255;if(d>>>0<2)e=-10;else{e=dtb(h,j,i,c,d)|0;if(e>>>0<4294967279){c=c+e|0;g=d-e|0;if(e>>>0<d>>>0){e=ftb(k,h,f[j>>2]|0,f[i>>2]|0)|0;if(e>>>0<4294967279)e=htb(a,b,c,g,k)|0}else e=-10}}u=l;return e|0}function jtb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+336|0;m=p+80|0;n=p+8|0;g=p+4|0;i=p;f[g>>2]=0;f[i>>2]=0;o=a+4|0;c=etb(m,256,n,i,g,c,d)|0;if(ctb(c)|0){o=c;u=p;return o|0}e=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;d=f[g>>2]|0;if(d>>>0>((e&255)+1|0)>>>0){o=-13;u=p;return o|0}l=e&-16776961|d<<16&16711680;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;l=d+1|0;if(l>>>0>1){d=1;e=0;do{k=n+(d<<2)|0;j=e;e=(f[k>>2]<<d+-1)+e|0;f[k>>2]=j;d=d+1|0}while(d>>>0<l>>>0)}g=f[i>>2]|0;if(!g){o=c;u=p;return o|0}else e=0;do{k=h[m+e>>0]|0;a=e&255;i=l-k&255;j=n+(k<<2)|0;d=f[j>>2]|0;k=d+(1<<k>>1)|0;if(d>>>0<k>>>0)do{b[o+(d<<1)>>0]=a;b[o+(d<<1)+1>>0]=i;d=d+1|0}while(d>>>0<k>>>0);f[j>>2]=k;e=e+1|0}while(e>>>0<g>>>0);u=p;return c|0}function ktb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=c+4|0;i=f[p>>2]|0;a:do if(i>>>0<=32){n=c+8|0;o=c+12|0;l=d+-4|0;m=0-g&31;while(1){j=f[n>>2]|0;k=f[o>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0))break a;q=i>>>3;r=(j+(0-q)|0)>>>0<k>>>0;q=r?j-k|0:q;j=j+(0-q)|0;f[n>>2]=j;k=r&1;i=i-(q<<3)|0}else{j=j+(0-(i>>>3))|0;f[n>>2]=j;k=0;i=i&7}f[p>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(a>>>0>l>>>0|(k|0)!=0)break a;j=j<<(i&31)>>>m;r=b[e+(j<<1)>>0]|0;f[p>>2]=i+(h[e+(j<<1)+1>>0]|0);b[a>>0]=r;r=f[p>>2]|0;j=f[c>>2]<<(r&31)>>>m;i=b[e+(j<<1)>>0]|0;f[p>>2]=r+(h[e+(j<<1)+1>>0]|0);j=a+2|0;b[a+1>>0]=i;i=f[p>>2]|0;if(i>>>0>32){a=j;break}else a=j}}while(0);l=c+8|0;m=c+12|0;n=0-g&31;b:do if(i>>>0>32)j=a;else while(1){j=f[l>>2]|0;k=f[m>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0)){j=a;break b}r=i>>>3;q=(j+(0-r)|0)>>>0<k>>>0;r=q?j-k|0:r;j=j+(0-r)|0;f[l>>2]=j;k=q&1;i=i-(r<<3)|0}else{j=j+(0-(i>>>3))|0;f[l>>2]=j;k=0;i=i&7}f[p>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(!(a>>>0<d>>>0&(k|0)==0)){j=a;break b}j=j<<(i&31)>>>n;r=b[e+(j<<1)>>0]|0;f[p>>2]=i+(h[e+(j<<1)+1>>0]|0);j=a+1|0;b[a>>0]=r;i=f[p>>2]|0;if(i>>>0>32)break;else a=j}while(0);if(j>>>0>=d>>>0)return;a=0-g&31;q=f[c>>2]<<(i&31)>>>a;r=b[e+(q<<1)>>0]|0;f[p>>2]=i+(h[e+(q<<1)+1>>0]|0);i=j+1|0;b[j>>0]=r;if((i|0)==(d|0))return;do{g=f[p>>2]|0;q=f[c>>2]<<(g&31)>>>a;r=b[e+(q<<1)>>0]|0;f[p>>2]=g+(h[e+(q<<1)+1>>0]|0);b[i>>0]=r;i=i+1|0}while((i|0)!=(d|0));return}function ltb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;i=jtb(a,e,g)|0;if(ctb(i)|0){m=i;u=n;return m|0}if(i>>>0>=g>>>0){m=-10;u=n;return m|0}j=e+i|0;i=g-i|0;l=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;do if(!i){f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;i=-10}else{f[m+12>>2]=j;if(i>>>0>3){e=e+g+-4|0;f[m+8>>2]=e;f[m>>2]=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=b[j+(i+-1)>>0]|0;g=m+4|0;if(!(e<<24>>24)){f[g>>2]=0;i=-1;break}else{k=(_(e&255|0)|0)+-23|0;f[g>>2]=k;break}}f[m+8>>2]=j;e=h[j>>0]|0;f[m>>2]=e;switch(i|0){case 2:{k=11;break}case 3:{e=(h[j+2>>0]|0)<<16|e;f[m>>2]=e;k=11;break}default:{}}if((k|0)==11)f[m>>2]=((h[j+1>>0]|0)<<8)+e;e=b[j+(i+-1)>>0]|0;g=m+4|0;if(!(e<<24>>24)){f[g>>2]=0;i=-1;break}else{k=(4-i<<3)+-23+(_(e&255|0)|0)|0;f[g>>2]=k;break}}while(0);if(!(ctb(i)|0)){ktb(c,m,c+d|0,a+4|0,l>>>16&255);i=((f[m+4>>2]|0)!=32?1:(f[m+8>>2]|0)!=(f[m+12>>2]|0))?-11:d}m=i;u=n;return m|0}function mtb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;y=0;D=u;u=u+1056|0;if(e>>>0<10){g=-11;u=D;return g|0}l=h[d>>0]|h[d+1>>0]<<8;o=h[(d+2|0)>>0]|h[(d+2|0)+1>>0]<<8;v=h[(d+4|0)>>0]|h[(d+4|0)+1>>0]<<8;i=e+-6-(l&65535)-(o&65535)-(v&65535)|0;m=(d+6|0)+(l&65535)|0;q=m+(o&65535)|0;x=q+(v&65535)|0;B=a+((c+3|0)>>>2)|0;C=B+((c+3|0)>>>2)|0;A=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16;j=1;if(j){j=0;if(i>>>0>e>>>0)z=-11;else j=1}if(j)if(1){do if(!(l<<16>>16)){f[(D+48|0)>>2]=0;f[(D+48|0)+4>>2]=0;f[(D+48|0)+8>>2]=0;f[(D+48|0)+12>>2]=0;r=-10;s=0}else{f[(D+48|0)+12>>2]=d+6|0;if((l&65535)>3){f[(D+48|0)+8>>2]=m+-4|0;f[(D+48|0)>>2]=h[(m+-4|0)>>0]|h[(m+-4|0)+1>>0]<<8|h[(m+-4|0)+2>>0]<<16|h[(m+-4|0)+3>>0]<<24;e=b[(d+6|0)+((l&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(_(e&255|0)|0)+-23|0;f[((D+48|0)+4|0)>>2]=s;r=l&65535;break}}f[(D+48|0)+8>>2]=d+6|0;e=h[(d+6|0)>>0]|0;f[(D+48|0)>>2]=e;switch(l<<16>>16){case 2:{k=e;y=11;break}case 3:{k=(h[d+8>>0]|0)<<16|e;f[(D+48|0)>>2]=k;y=11;break}default:{}}if((y|0)==11)f[(D+48|0)>>2]=((h[d+7>>0]|0)<<8)+k;e=b[(d+6|0)+((l&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(4-(l&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+48|0)+4|0)>>2]=s;r=l&65535;break}}while(0);t=1;if(t){t=0;if(!(ctb(r)|0)){do if(!(o<<16>>16)){f[(D+32|0)>>2]=0;f[(D+32|0)+4>>2]=0;f[(D+32|0)+8>>2]=0;f[(D+32|0)+12>>2]=0;k=-10}else{f[(D+32|0)+12>>2]=m;if((o&65535)>3){f[(D+32|0)+8>>2]=q+-4|0;f[(D+32|0)>>2]=h[(q+-4|0)>>0]|h[(q+-4|0)+1>>0]<<8|h[(q+-4|0)+2>>0]<<16|h[(q+-4|0)+3>>0]<<24;e=b[m+((o&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;k=-1;break}else{k=(_(e&255|0)|0)+-23|0;f[((D+32|0)+4|0)>>2]=k;k=o&65535;break}}f[(D+32|0)+8>>2]=m;e=h[m>>0]|0;f[(D+32|0)>>2]=e;switch(o<<16>>16){case 2:{n=e;y=24;break}case 3:{n=(h[m+2>>0]|0)<<16|e;f[(D+32|0)>>2]=n;y=24;break}default:{}}if((y|0)==24)f[(D+32|0)>>2]=((h[m+1>>0]|0)<<8)+n;e=b[m+((o&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;k=-1;break}else{k=(4-(o&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+32|0)+4|0)>>2]=k;k=o&65535;break}}while(0);l=1;if(l){l=0;if(!(ctb(k)|0)){do if(!(v<<16>>16)){f[(D+16|0)>>2]=0;f[(D+16|0)+4>>2]=0;f[(D+16|0)+8>>2]=0;f[(D+16|0)+12>>2]=0;j=-10}else{f[(D+16|0)+12>>2]=q;if((v&65535)>3){f[(D+16|0)+8>>2]=x+-4|0;f[(D+16|0)>>2]=h[(x+-4|0)>>0]|h[(x+-4|0)+1>>0]<<8|h[(x+-4|0)+2>>0]<<16|h[(x+-4|0)+3>>0]<<24;e=b[q+((v&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(_(e&255|0)|0)+-23|0;f[((D+16|0)+4|0)>>2]=j;j=v&65535;break}}f[(D+16|0)+8>>2]=q;e=h[q>>0]|0;f[(D+16|0)>>2]=e;switch(v<<16>>16){case 2:{p=e;y=37;break}case 3:{p=(h[q+2>>0]|0)<<16|e;f[(D+16|0)>>2]=p;y=37;break}default:{}}if((y|0)==37)f[(D+16|0)>>2]=((h[q+1>>0]|0)<<8)+p;e=b[q+((v&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(4-(v&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+16|0)+4|0)>>2]=j;j=v&65535;break}}while(0);d=1;if(d){d=0;if(!(ctb(j)|0)){do if(!i){f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;f[D+12>>2]=0;i=-10}else{f[D+12>>2]=x;if(i>>>0>3){f[D+8>>2]=x+i+-4|0;f[D>>2]=h[(x+i+-4|0)>>0]|h[(x+i+-4|0)+1>>0]<<8|h[(x+i+-4|0)+2>>0]<<16|h[(x+i+-4|0)+3>>0]<<24;e=b[x+(i+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;i=-1;break}else{y=(_(e&255|0)|0)+-23|0;f[(D+4|0)>>2]=y;break}}f[D+8>>2]=x;e=h[x>>0]|0;f[D>>2]=e;switch(i|0){case 2:{w=e;y=50;break}case 3:{w=(h[x+2>>0]|0)<<16|e;f[D>>2]=w;y=50;break}default:{}}if((y|0)==50)f[D>>2]=((h[x+1>>0]|0)<<8)+w;e=b[x+(i+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;i=-1;break}else{y=(4-i<<3)+-23+(_(e&255|0)|0)|0;f[(D+4|0)>>2]=y;break}}while(0);e=1;if(e){e=0;if(!(ctb(i)|0)){f[D+80>>2]=a;f[D+88>>2]=c;f[D+112>>2]=g;f[D+272>>2]=z;f[D+352>>2]=A;f[D+616>>2]=B;f[D+624>>2]=C;f[D+832>>2]=s;f[D+992>>2]=0;f[D+996>>2]=0;Qtb(D);z=f[D+272>>2]|0}else e=1}if(e)if(1)z=i}else d=1}if(d)if(1)z=j}else l=1}if(l)if(1)z=k}else t=1}if(t)if(1)z=r}g=z;u=D;return g|0}function ntb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;J=u;u=u+2144|0;E=J+1304|0;F=J+1236|0;l=J+1888|0;G=J+1376|0;o=J+1168|0;H=J+1096|0;I=J+8|0;g=J+4|0;i=J;k=o;m=k+68|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(m|0));k=H;m=k+72|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(m|0));j=H+4|0;B=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;C=B&255;D=a+4|0;if((B&255)>16){I=-13;u=J;return I|0}A=etb(l,256,o,i,g,c,e)|0;if(ctb(A)|0){I=A;u=J;return I|0}m=f[g>>2]|0;if(m>>>0>C>>>0){I=-13;u=J;return I|0}else p=m;while(1)if(!(f[o+(p<<2)>>2]|0))p=p+-1|0;else break;n=p+1|0;k=n>>>0>1;if(k){c=1;e=0;while(1){g=(f[o+(c<<2)>>2]|0)+e|0;f[j+(c<<2)>>2]=e;c=c+1|0;if((c|0)==(n|0)){z=g;break}else e=g}}else z=0;f[j>>2]=z;e=f[i>>2]|0;if(e|0){c=0;do{x=b[l+c>>0]|0;w=j+((x&255)<<2)|0;y=f[w>>2]|0;f[w>>2]=y+1;b[G+(y<<1)>>0]=c;b[G+(y<<1)+1>>0]=x;c=c+1|0}while(c>>>0<e>>>0)}f[j>>2]=0;if(k){g=C+-1-m|0;c=1;e=0;do{y=e;e=(f[o+(c<<2)>>2]<<g+c)+e|0;f[I+(c<<2)>>2]=y;c=c+1|0}while((c|0)!=(n|0))}c=1-p+m|0;g=C+1-c|0;if(!(c>>>0>=g>>>0|k^1))do{e=1;do{f[I+(c*68|0)+(e<<2)>>2]=(f[I+(e<<2)>>2]|0)>>>c;e=e+1|0}while((e|0)!=(n|0));c=c+1|0}while((c|0)!=(g|0));x=m+1|0;y=x-C|0;v=x-p|0;k=F;i=I;m=k+68|0;do{f[k>>2]=f[i>>2];k=k+4|0;i=i+4|0}while((k|0)<(m|0));if(z|0){t=0;do{j=b[G+(t<<1)>>0]|0;w=h[G+(t<<1)+1>>0]|0;s=x-w|0;w=F+(w<<2)|0;e=f[w>>2]|0;n=C-s|0;o=1<<n;if(n>>>0<v>>>0){c=o+e|0;if(e>>>0<c>>>0){g=s<<16&16711680|j&255|16777216;do{s=D+(e<<2)|0;d[s>>1]=g;d[s+2>>1]=g>>>16;e=e+1|0}while((e|0)!=(c|0))}}else{c=s+y|0;g=(c|0)>1;c=g?c:1;r=f[H+(c<<2)>>2]|0;p=D+(e<<2)|0;q=G+(r<<1)|0;r=z-r|0;k=E;i=I+(s*68|0)|0;m=k+68|0;do{f[k>>2]=f[i>>2];k=k+4|0;i=i+4|0}while((k|0)<(m|0));if(g){i=f[E+(c<<2)>>2]|0;if(i|0){g=s<<16&16711680|j&255|16777216;c=0;do{m=p+(c<<2)|0;d[m>>1]=g;d[m+2>>1]=g>>>16;c=c+1|0}while((c|0)!=(i|0))}}if(r|0){l=j&255;g=0;do{j=h[q+(g<<1)+1>>0]|0;i=x-j|0;j=E+(j<<2)|0;c=f[j>>2]|0;k=(1<<n-i)+c|0;i=(h[q+(g<<1)>>0]|0)<<8|l|i+s<<16&16711680|33554432;do{m=p+(c<<2)|0;c=c+1|0;d[m>>1]=i;d[m+2>>1]=i>>>16}while(c>>>0<k>>>0);f[j>>2]=k;g=g+1|0}while((g|0)!=(r|0))}c=o+e|0}f[w>>2]=c;t=t+1|0}while((t|0)!=(z|0))}I=B&-16776961|C<<16|256;b[a>>0]=I;b[a+1>>0]=I>>8;b[a+2>>0]=I>>16;b[a+3>>0]=I>>24;I=A;u=J;return I|0}function otb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=c+4|0;i=f[q>>2]|0;a:do if(i>>>0>32)p=10;else{n=c+8|0;o=c+12|0;l=d+-7|0;m=0-g&31;while(1){j=f[n>>2]|0;k=f[o>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0))break;r=i>>>3;s=(j+(0-r)|0)>>>0<k>>>0;r=s?j-k|0:r;j=j+(0-r)|0;f[n>>2]=j;k=s&1;i=i-(r<<3)|0}else{j=j+(0-(i>>>3))|0;f[n>>2]=j;k=0;i=i&7}f[q>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(!(a>>>0<l>>>0&(k|0)==0)){p=9;break}s=j<<(i&31)>>>m;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;s=a+(h[e+(s<<2)+3>>0]|0)|0;a=f[c>>2]<<(i&31)>>>m;i=e+(a<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[s>>0]=i;b[s+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(a<<2)+2>>0]|0)|0;f[q>>2]=i;a=s+(h[e+(a<<2)+3>>0]|0)|0;if(i>>>0>32){p=10;break a}}if((p|0)==9)if(i>>>0>32){p=10;break}m=c+8|0;n=c+12|0;k=d+-2|0;o=0-g&31;do{j=f[m>>2]|0;l=f[n>>2]|0;if(j>>>0<(l+4|0)>>>0){if((j|0)==(l|0))break a;s=i>>>3;r=(j+(0-s)|0)>>>0<l>>>0;s=r?j-l|0:s;j=j+(0-s)|0;f[m>>2]=j;l=r&1;i=i-(s<<3)|0}else{j=j+(0-(i>>>3))|0;f[m>>2]=j;l=0;i=i&7}f[q>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(a>>>0>k>>>0|(l|0)!=0)break a;s=j<<(i&31)>>>o;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;a=a+(h[e+(s<<2)+3>>0]|0)|0}while(i>>>0<=32)}while(0);if((p|0)==10)k=d+-2|0;if(a>>>0>k>>>0)j=a;else{j=0-g&31;do{s=f[c>>2]<<(i&31)>>>j;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;a=a+(h[e+(s<<2)+3>>0]|0)|0}while(a>>>0<=k>>>0);j=a}if(j>>>0>=d>>>0)return;a=f[c>>2]<<(i&31)>>>(0-g&31);b[j>>0]=b[e+(a<<2)>>0]|0;if((b[e+(a<<2)+3>>0]|0)==1){f[q>>2]=(f[q>>2]|0)+(h[e+(a<<2)+2>>0]|0);return}i=f[q>>2]|0;if(i>>>0>=32)return;s=i+(h[e+(a<<2)+2>>0]|0)|0;f[q>>2]=s>>>0<32?s:32;return}function ptb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;x=0;D=u;u=u+1088|0;if(e>>>0<10){g=-11;u=D;return g|0}k=h[d>>0]|h[d+1>>0]<<8;n=h[(d+2|0)>>0]|h[(d+2|0)+1>>0]<<8;q=h[(d+4|0)>>0]|h[(d+4|0)+1>>0]<<8;y=e+-6-(k&65535)-(n&65535)-(q&65535)|0;l=(d+6|0)+(k&65535)|0;p=l+(n&65535)|0;w=p+(q&65535)|0;B=a+((c+3|0)>>>2)|0;C=B+((c+3|0)>>>2)|0;A=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16;i=1;if(i){i=0;if(y>>>0>e>>>0)z=-11;else i=1}if(i)if(1){do if(!(k<<16>>16)){f[(D+48|0)>>2]=0;f[(D+48|0)+4>>2]=0;f[(D+48|0)+8>>2]=0;f[(D+48|0)+12>>2]=0;r=-10;s=0}else{f[(D+48|0)+12>>2]=d+6|0;if((k&65535)>3){f[(D+48|0)+8>>2]=l+-4|0;f[(D+48|0)>>2]=h[(l+-4|0)>>0]|h[(l+-4|0)+1>>0]<<8|h[(l+-4|0)+2>>0]<<16|h[(l+-4|0)+3>>0]<<24;e=b[(d+6|0)+((k&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(_(e&255|0)|0)+-23|0;f[((D+48|0)+4|0)>>2]=s;r=k&65535;break}}f[(D+48|0)+8>>2]=d+6|0;e=h[(d+6|0)>>0]|0;f[(D+48|0)>>2]=e;switch(k<<16>>16){case 2:{j=e;x=11;break}case 3:{j=(h[d+8>>0]|0)<<16|e;f[(D+48|0)>>2]=j;x=11;break}default:{}}if((x|0)==11)f[(D+48|0)>>2]=((h[d+7>>0]|0)<<8)+j;e=b[(d+6|0)+((k&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(4-(k&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+48|0)+4|0)>>2]=s;r=k&65535;break}}while(0);t=1;if(t){t=0;if(!(ctb(r)|0)){do if(!(n<<16>>16)){f[(D+32|0)>>2]=0;f[(D+32|0)+4>>2]=0;f[(D+32|0)+8>>2]=0;f[(D+32|0)+12>>2]=0;l=-10}else{f[(D+32|0)+12>>2]=l;if((n&65535)>3){f[(D+32|0)+8>>2]=p+-4|0;f[(D+32|0)>>2]=h[(p+-4|0)>>0]|h[(p+-4|0)+1>>0]<<8|h[(p+-4|0)+2>>0]<<16|h[(p+-4|0)+3>>0]<<24;e=b[l+((n&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;l=-1;break}else{l=(_(e&255|0)|0)+-23|0;f[((D+32|0)+4|0)>>2]=l;l=n&65535;break}}f[(D+32|0)+8>>2]=l;e=h[l>>0]|0;f[(D+32|0)>>2]=e;switch(n<<16>>16){case 2:{m=e;x=24;break}case 3:{m=(h[l+2>>0]|0)<<16|e;f[(D+32|0)>>2]=m;x=24;break}default:{}}if((x|0)==24)f[(D+32|0)>>2]=((h[l+1>>0]|0)<<8)+m;e=b[l+((n&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;l=-1;break}else{l=(4-(n&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+32|0)+4|0)>>2]=l;l=n&65535;break}}while(0);m=1;if(m){m=0;if(!(ctb(l)|0)){do if(!(q<<16>>16)){f[(D+16|0)>>2]=0;f[(D+16|0)+4>>2]=0;f[(D+16|0)+8>>2]=0;f[(D+16|0)+12>>2]=0;j=-10}else{f[(D+16|0)+12>>2]=p;if((q&65535)>3){f[(D+16|0)+8>>2]=w+-4|0;f[(D+16|0)>>2]=h[(w+-4|0)>>0]|h[(w+-4|0)+1>>0]<<8|h[(w+-4|0)+2>>0]<<16|h[(w+-4|0)+3>>0]<<24;e=b[p+((q&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(_(e&255|0)|0)+-23|0;f[((D+16|0)+4|0)>>2]=j;j=q&65535;break}}f[(D+16|0)+8>>2]=p;e=h[p>>0]|0;f[(D+16|0)>>2]=e;switch(q<<16>>16){case 2:{o=e;x=37;break}case 3:{o=(h[p+2>>0]|0)<<16|e;f[(D+16|0)>>2]=o;x=37;break}default:{}}if((x|0)==37)f[(D+16|0)>>2]=((h[p+1>>0]|0)<<8)+o;e=b[p+((q&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(4-(q&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+16|0)+4|0)>>2]=j;j=q&65535;break}}while(0);k=1;if(k){k=0;if(!(ctb(j)|0)){do if(!y){f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;f[D+12>>2]=0;e=-10;i=0}else{f[D+12>>2]=w;if(y>>>0>3){f[D+8>>2]=w+y+-4|0;f[D>>2]=h[(w+y+-4|0)>>0]|h[(w+y+-4|0)+1>>0]<<8|h[(w+y+-4|0)+2>>0]<<16|h[(w+y+-4|0)+3>>0]<<24;e=b[w+(y+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;e=-1;i=0;break}else{i=(_(e&255|0)|0)+-23|0;f[(D+4|0)>>2]=i;e=y;break}}f[D+8>>2]=w;e=h[w>>0]|0;f[D>>2]=e;switch(y|0){case 2:{v=e;x=50;break}case 3:{v=(h[w+2>>0]|0)<<16|e;f[D>>2]=v;x=50;break}default:{}}if((x|0)==50)f[D>>2]=((h[w+1>>0]|0)<<8)+v;e=b[w+(y+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;e=-1;i=0;break}else{i=(4-y<<3)+-23+(_(e&255|0)|0)|0;f[(D+4|0)>>2]=i;e=y;break}}while(0);d=1;if(d){d=0;if(!(ctb(e)|0)){q=(D+48|0)+4|0;v=(D+32|0)+4|0;w=(D+16|0)+4|0;E=a;n=B;o=C;p=C+((c+3|0)>>>2)|0;x=s;y=i;f[D+80>>2]=a;f[D+88>>2]=c;f[D+112>>2]=g;f[D+144>>2]=E;f[D+152>>2]=n;f[D+160>>2]=o;f[D+168>>2]=p;f[D+272>>2]=z;f[D+296>>2]=A;f[D+440>>2]=q;f[D+448>>2]=v;f[D+456>>2]=w;f[D+472>>2]=x;f[D+560>>2]=B;f[D+568>>2]=C;f[D+616>>2]=y;f[D+1024>>2]=0;f[D+1028>>2]=0;Rtb(D);z=f[D+272>>2]|0}else d=1}if(d)if(1)z=e}else k=1}if(k)if(1)z=j}else m=1}if(m)if(1)z=l}else t=1}if(t)if(1)z=r}E=z;u=D;return E|0}function qtb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;k=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if(!(k&65280)){do if(!e){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;e=-10}else{f[l+12>>2]=d;if(e>>>0>3){i=d+e+-4|0;f[l+8>>2]=i;f[l>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{j=(_(i&255|0)|0)+-23|0;f[d>>2]=j;break}}f[l+8>>2]=d;i=h[d>>0]|0;f[l>>2]=i;switch(e|0){case 2:{j=25;break}case 3:{i=(h[d+2>>0]|0)<<16|i;f[l>>2]=i;j=25;break}default:{}}if((j|0)==25)f[l>>2]=((h[d+1>>0]|0)<<8)+i;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{j=(4-e<<3)+-23+(_(i&255|0)|0)|0;f[d>>2]=j;break}}while(0);if(!(ctb(e)|0)){ktb(a,l,a+c|0,g+4|0,k>>>16&255);e=((f[l+4>>2]|0)!=32?1:(f[l+8>>2]|0)!=(f[l+12>>2]|0))?-11:c}l=e;u=m;return l|0}else{do if(!e){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;e=-10}else{f[l+12>>2]=d;if(e>>>0>3){i=d+e+-4|0;f[l+8>>2]=i;f[l>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{k=(_(i&255|0)|0)+-23|0;f[d>>2]=k;break}}f[l+8>>2]=d;i=h[d>>0]|0;f[l>>2]=i;switch(e|0){case 2:{j=10;break}case 3:{i=(h[d+2>>0]|0)<<16|i;f[l>>2]=i;j=10;break}default:{}}if((j|0)==10)f[l>>2]=((h[d+1>>0]|0)<<8)+i;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{k=(4-e<<3)+-23+(_(i&255|0)|0)|0;f[d>>2]=k;break}}while(0);if(!(ctb(e)|0)){otb(a,l,a+c|0,g+4|0,(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16&255);e=((f[l+4>>2]|0)!=32?1:(f[l+8>>2]|0)!=(f[l+12>>2]|0))?-11:c}l=e;u=m;return l|0}return 0}function rtb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;if(!(((h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24)>>>8&255)<<24>>24)){e=mtb(a,b,c,d,e)|0;return e|0}else{e=ptb(a,b,c,d,e)|0;return e|0}return 0}function stb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=f[a+352>>2]|0;z=f[a+392>>2]|0;c=f[a+1600>>2]|0;k=f[a+3408>>2]|0;l=f[a+3424>>2]|0;m=f[a+3432>>2]|0;A=f[a+3448>>2]|0;B=f[a+3456>>2]|0;a:{if(B){B=0;if((A|0)==15){Bsb(z,z+208|0,c)|0;u=a;f[a+3488>>2]=5;break a}else if((A|0)==16){Csb(z,z+208|0,z+416|0,c)|0;u=a;f[a+3488>>2]=5;break a}else if((A|0)==17){Dsb(z,z+208|0,z+416|0,z+624|0,c)|0;u=a;f[a+3488>>2]=5;break a}else B=1}if(B){B=0;if((A|0)==19){d=z+416|0;Bsb(z,z+208|0,d)|0;c=z+624|0;if((c|0)==(y|0)){u=a;f[a+3488>>2]=5;break a}v=(a+24|0)+36|0;w=(a+24|0)+48|0;x=(a+24|0)+64|0;o=(a+24|0)+100|0;q=(a+24|0)+120|0;r=(a+24|0)+144|0;s=(a+24|0)+168|0;t=(a+24|0)+184|0;n=c;while(1){c=~~+p[n+184>>3]>>>0;h=~~+p[d+184>>3]>>>0;if(c>>>0<h>>>0)A=26;else if(c>>>0<=h>>>0){e=+p[n+192>>3];g=+p[d+192>>3];if(e<g)A=26;else if(!(e>g))if(gub(n,d)|0)A=26}if((A|0)==26){A=0;k=a+24|0;l=n;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));m=n+36|0;f[v>>2]=f[m>>2];f[v+4>>2]=f[m+4>>2];f[v+8>>2]=f[m+8>>2];f[v>>2]=f[m>>2];f[((a+24|0)+40|0)>>2]=f[n+40>>2];f[((a+24|0)+44|0)>>2]=f[n+44>>2];m=n+48|0;f[w>>2]=f[m>>2];f[w+4>>2]=f[m+4>>2];f[w+8>>2]=f[m+8>>2];f[w>>2]=f[m>>2];f[((a+24|0)+52|0)>>2]=f[n+52>>2];f[((a+24|0)+56|0)>>2]=f[n+56>>2];m=n+64|0;f[x>>2]=f[m>>2];f[x+4>>2]=f[m+4>>2];f[x+8>>2]=f[m+8>>2];f[x+12>>2]=f[m+12>>2];f[x+16>>2]=f[m+16>>2];f[x+20>>2]=f[m+20>>2];p[x>>3]=+p[m>>3];p[((a+24|0)+72|0)>>3]=+p[n+72>>3];p[((a+24|0)+80|0)>>3]=+p[n+80>>3];m=n+88|0;f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+88|0)>>2]=f[m>>2];l=n+92|0;f[((a+24|0)+92|0)>>2]=f[l>>2];k=n+96|0;f[((a+24|0)+96|0)>>2]=f[k>>2];f[k>>2]=0;f[l>>2]=0;f[m>>2]=0;m=n+100|0;f[o>>2]=f[m>>2];f[o+4>>2]=f[m+4>>2];f[o+8>>2]=f[m+8>>2];f[o+12>>2]=f[m+12>>2];f[o+16>>2]=f[m+16>>2];m=n+120|0;f[q>>2]=f[m>>2];f[q+4>>2]=f[m+4>>2];f[q+8>>2]=f[m+8>>2];f[q+12>>2]=f[m+12>>2];f[q+16>>2]=f[m+16>>2];f[q+20>>2]=f[m+20>>2];p[q>>3]=+p[m>>3];p[((a+24|0)+128|0)>>3]=+p[n+128>>3];p[((a+24|0)+136|0)>>3]=+p[n+136>>3];m=n+144|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];f[r+12>>2]=f[m+12>>2];f[r+16>>2]=f[m+16>>2];f[r+20>>2]=f[m+20>>2];p[r>>3]=+p[m>>3];p[((a+24|0)+152|0)>>3]=+p[n+152>>3];p[((a+24|0)+160|0)>>3]=+p[n+160>>3];m=n+168|0;f[s>>2]=f[m>>2];f[s+4>>2]=f[m+4>>2];f[s+8>>2]=f[m+8>>2];f[s+12>>2]=f[m+12>>2];p[s>>3]=+p[m>>3];p[((a+24|0)+176|0)>>3]=+p[n+176>>3];m=n+184|0;f[t>>2]=f[m>>2];f[t+4>>2]=f[m+4>>2];f[t+8>>2]=f[m+8>>2];f[t+12>>2]=f[m+12>>2];b[t+16>>0]=b[m+16>>0]|0;psb(n,d)|0;b:do if((d|0)==(z|0))i=z;else{h=d;while(1){i=h;h=h+-208|0;c=~~+p[((a+24|0)+184|0)>>3]>>>0;d=~~+p[i+-24>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0)break b;e=+p[((a+24|0)+192|0)>>3];g=+p[i+-16>>3];if(!(e<g)){if(e>g)break b;if(!(gub(a+24|0,h)|0))break b}}psb(i,h)|0;if((h|0)==(z|0)){i=z;break}}}while(0);k=i;l=a+24|0;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));j=i+36|0;c=f[v>>2]|0;f[v>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+40|0)>>2]|0;c=i+40|0;f[((a+24|0)+40|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+44|0)>>2]|0;j=i+44|0;f[((a+24|0)+44|0)>>2]=f[j>>2];f[j>>2]=c;j=i+48|0;c=f[w>>2]|0;f[w>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+52|0)>>2]|0;c=i+52|0;f[((a+24|0)+52|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+56|0)>>2]|0;j=i+56|0;f[((a+24|0)+56|0)>>2]=f[j>>2];f[j>>2]=c;g=+p[((a+24|0)+64|0)>>3];j=i+64|0;p[((a+24|0)+64|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+72|0)>>3];j=i+72|0;p[((a+24|0)+72|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+80|0)>>3];j=i+80|0;p[((a+24|0)+80|0)>>3]=+p[j>>3];p[j>>3]=g;j=i+88|0;c=f[j>>2]|0;h=i+92|0;if(!c)c=i+96|0;else{d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=i+96|0;f[c>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[((a+24|0)+88|0)>>2];f[h>>2]=f[((a+24|0)+92|0)>>2];f[c>>2]=f[((a+24|0)+96|0)>>2];f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+92|0)>>2]=0;f[((a+24|0)+88|0)>>2]=0;j=i+100|0;f[j>>2]=f[o>>2];f[j+4>>2]=f[o+4>>2];f[j+8>>2]=f[o+8>>2];f[j+12>>2]=f[o+12>>2];f[j+16>>2]=f[o+16>>2];g=+p[((a+24|0)+120|0)>>3];j=i+120|0;p[((a+24|0)+120|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+128|0)>>3];j=i+128|0;p[((a+24|0)+128|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+136|0)>>3];j=i+136|0;p[((a+24|0)+136|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+144|0)>>3];j=i+144|0;p[((a+24|0)+144|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+152|0)>>3];j=i+152|0;p[((a+24|0)+152|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+160|0)>>3];j=i+160|0;p[((a+24|0)+160|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+168|0)>>3];j=i+168|0;p[((a+24|0)+168|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+176|0)>>3];j=i+176|0;p[((a+24|0)+176|0)>>3]=+p[j>>3];p[j>>3]=g;j=i+184|0;f[j>>2]=f[t>>2];f[j+4>>2]=f[t+4>>2];f[j+8>>2]=f[t+8>>2];f[j+12>>2]=f[t+12>>2];b[j+16>>0]=b[t+16>>0]|0}c=n+208|0;if((c|0)==(y|0))break;else{d=n;n=c}}u=a;f[a+3488>>2]=5;break a}else B=1}if(B){B=0;if((A|0)==144)if(1){u=a;f[a+3488>>2]=5;break a}else B=1}}f[a+3408>>2]=k;f[a+3424>>2]=l;f[a+3432>>2]=m;f[a+3448>>2]=A;f[a+3456>>2]=B}function ttb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0;J=f[a+288>>2]|0;y=f[a+312>>2]|0;z=f[a+336>>2]|0;K=f[a+352>>2]|0;L=f[a+392>>2]|0;H=f[a+440>>2]|0;I=f[a+464>>2]|0;D=f[a+536>>2]|0;M=f[a+1152>>2]|0;N=f[a+1424>>2]|0;B=f[a+1488>>2]|0;A=f[a+2280>>2]|0;O=f[a+3304>>2]|0;P=f[a+3408>>2]|0;R=f[a+3424>>2]|0;S=f[a+3432>>2]|0;Q=f[a+3448>>2]|0;a:{if((Q|0)==96){Q=0;P=a+24|0;R=L;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));c=f[L+36>>2]|0;d=f[L+40>>2]|0;i=f[L+44>>2]|0;j=f[L+48>>2]|0;k=f[L+52>>2]|0;l=f[L+56>>2]|0;e=+p[L+64>>3];g=+p[L+72>>3];h=+p[L+80>>3];P=L+88|0;m=f[P>>2]|0;R=L+92|0;n=f[R>>2]|0;S=L+96|0;o=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=L+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[L+120>>3];r=+p[L+128>>3];s=+p[L+136>>3];t=+p[L+144>>3];u=+p[L+152>>3];v=+p[L+160>>3];w=+p[L+168>>3];x=+p[L+176>>3];P=L+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(L,A)|0;P=A;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[y+-172>>2]=c;f[y+-168>>2]=d;f[y+-164>>2]=i;f[y+-160>>2]=j;f[y+-156>>2]=k;f[y+-152>>2]=l;p[y+-144>>3]=e;p[y+-136>>3]=g;p[y+-128>>3]=h;j=y+-120|0;c=f[j>>2]|0;i=y+-116|0;if(!c)c=y+-112|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=y+-112|0;f[c>>2]=0;f[i>>2]=0;f[j>>2]=0}f[j>>2]=m;f[i>>2]=n;f[c>>2]=o;H=y+-108|0;f[H>>2]=f[(a+232|0)>>2];f[H+4>>2]=f[(a+232|0)+4>>2];f[H+8>>2]=f[(a+232|0)+8>>2];f[H+12>>2]=f[(a+232|0)+12>>2];f[H+16>>2]=f[(a+232|0)+16>>2];p[y+-88>>3]=q;p[y+-80>>3]=r;p[y+-72>>3]=s;p[y+-64>>3]=t;p[y+-56>>3]=u;p[y+-48>>3]=v;p[y+-40>>3]=w;p[y+-32>>3]=x;H=y+-24|0;f[H>>2]=f[a>>2];f[H+4>>2]=f[a+4>>2];f[H+8>>2]=f[a+8>>2];f[H+12>>2]=f[a+12>>2];b[H+16>>0]=b[a+16>>0]|0;H=A;I=z+1|0}c=L+208|0;b:{d=1;if(d)if(c>>>0<H>>>0){j=H;C=I;while(1){l=B+184|0;m=B+192|0;while(1){d=~~+p[c+184>>3]>>>0;h=+p[l>>3];if(d>>>0>=~~h>>>0>>>0){if(d>>>0>~~h>>>0>>>0){F=h;break}e=+p[c+192>>3];g=+p[m>>3];if(!(e<g)){if(e>g){F=h;break}if(!(gub(c,B)|0)){Q=110;break}}}c=c+208|0}if((Q|0)==110){Q=0;F=+p[l>>3]}k=j+-208|0;d=~~+p[j+-24>>3]>>>0;i=~~F>>>0;c:do if(d>>>0<i>>>0){A=j;j=k}else{h=F;while(1){if(d>>>0>i>>>0)e=h;else{e=+p[j+-16>>3];g=+p[m>>3];if(e<g){A=j;j=k;break c}if(e>g)e=h;else{if(gub(k,B)|0){A=j;j=k;break c}e=+p[l>>3]}}j=k+-208|0;d=~~+p[k+-24>>3]>>>0;i=~~e>>>0;if(d>>>0<i>>>0){A=k;break}else{E=k;k=j;h=e;j=E}}}while(0);if(c>>>0>j>>>0){E=B;D=c;break b}P=a+24|0;R=c;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));d=f[c+36>>2]|0;i=f[c+40>>2]|0;k=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;e=+p[c+64>>3];g=+p[c+72>>3];h=+p[c+80>>3];P=c+88|0;o=f[P>>2]|0;R=c+92|0;y=f[R>>2]|0;S=c+96|0;z=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=c+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[c+120>>3];r=+p[c+128>>3];s=+p[c+136>>3];t=+p[c+144>>3];u=+p[c+152>>3];v=+p[c+160>>3];w=+p[c+168>>3];x=+p[c+176>>3];P=c+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(c,j)|0;P=j;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[A+-172>>2]=d;f[A+-168>>2]=i;f[A+-164>>2]=k;f[A+-160>>2]=l;f[A+-156>>2]=m;f[A+-152>>2]=n;p[A+-144>>3]=e;p[A+-136>>3]=g;p[A+-128>>3]=h;l=A+-120|0;d=f[l>>2]|0;k=A+-116|0;if(!d)d=A+-112|0;else{i=f[k>>2]|0;if((i|0)!=(d|0))f[k>>2]=i+(~(((i+-12-d|0)>>>0)/12|0)*12|0);sOb(d);d=A+-112|0;f[d>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=o;f[k>>2]=y;f[d>>2]=z;E=A+-108|0;f[E>>2]=f[(a+232|0)>>2];f[E+4>>2]=f[(a+232|0)+4>>2];f[E+8>>2]=f[(a+232|0)+8>>2];f[E+12>>2]=f[(a+232|0)+12>>2];f[E+16>>2]=f[(a+232|0)+16>>2];p[A+-88>>3]=q;p[A+-80>>3]=r;p[A+-72>>3]=s;p[A+-64>>3]=t;p[A+-56>>3]=u;p[A+-48>>3]=v;p[A+-40>>3]=w;p[A+-32>>3]=x;E=A+-24|0;f[E>>2]=f[a>>2];f[E+4>>2]=f[a+4>>2];f[E+8>>2]=f[a+8>>2];f[E+12>>2]=f[a+12>>2];b[E+16>>0]=b[a+16>>0]|0;B=(B|0)==(c|0)?j:B;c=c+208|0;C=C+1|0}}else d=1;if(d)if(1){E=B;C=I;D=c}}do{c=1;if(c){c=0;if((D|0)==(E|0))G=C;else c=1}if(c)if(1){c=~~+p[E+184>>3]>>>0;d=~~+p[D+184>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){G=C;break}e=+p[E+192>>3];g=+p[D+192>>3];if(!(e<g)){if(e>g){G=C;break}if(!(gub(E,D)|0)){G=C;break}}}P=a+24|0;R=D;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));c=f[D+36>>2]|0;d=f[D+40>>2]|0;i=f[D+44>>2]|0;j=f[D+48>>2]|0;k=f[D+52>>2]|0;l=f[D+56>>2]|0;e=+p[D+64>>3];g=+p[D+72>>3];h=+p[D+80>>3];P=D+88|0;m=f[P>>2]|0;R=D+92|0;n=f[R>>2]|0;S=D+96|0;o=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=D+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[D+120>>3];r=+p[D+128>>3];s=+p[D+136>>3];t=+p[D+144>>3];u=+p[D+152>>3];v=+p[D+160>>3];w=+p[D+168>>3];x=+p[D+176>>3];P=D+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(D,E)|0;P=E;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[E+36>>2]=c;f[E+40>>2]=d;f[E+44>>2]=i;f[E+48>>2]=j;f[E+52>>2]=k;f[E+56>>2]=l;p[E+64>>3]=e;p[E+72>>3]=g;p[E+80>>3]=h;j=E+88|0;c=f[j>>2]|0;i=E+92|0;if(!c)c=E+96|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=E+96|0;f[c>>2]=0;f[i>>2]=0;f[j>>2]=0}f[j>>2]=m;f[i>>2]=n;f[c>>2]=o;G=E+100|0;f[G>>2]=f[(a+232|0)>>2];f[G+4>>2]=f[(a+232|0)+4>>2];f[G+8>>2]=f[(a+232|0)+8>>2];f[G+12>>2]=f[(a+232|0)+12>>2];f[G+16>>2]=f[(a+232|0)+16>>2];p[E+120>>3]=q;p[E+128>>3]=r;p[E+136>>3]=s;p[E+144>>3]=t;p[E+152>>3]=u;p[E+160>>3]=v;p[E+168>>3]=w;p[E+176>>3]=x;G=E+184|0;f[G>>2]=f[a>>2];f[G+4>>2]=f[a+4>>2];f[G+8>>2]=f[a+8>>2];f[G+12>>2]=f[a+12>>2];b[G+16>>0]=b[a+16>>0]|0;G=C+1|0}}while(0);if(!G){O=Esb(L,D)|0;c=D+208|0;if(Esb(c,K)|0){Q=143;f[a+3496>>2]=1;break a}if(O){J=c;f[a+3496>>2]=3;break a}}K=D;if(((K-N|0)/208|0|0)>=((M-K|0)/208|0|0)){Q=142;f[a+3496>>2]=1;break a}osb(L,D);J=D+208|0}f[a+288>>2]=J;f[a+440>>2]=H;f[a+464>>2]=I;f[a+536>>2]=D;f[a+3304>>2]=O;f[a+3408>>2]=P;f[a+3424>>2]=R;f[a+3432>>2]=S;f[a+3448>>2]=Q}function utb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0;W=f[a+312>>2]|0;X=f[a+392>>2]|0;J=f[a+600>>2]|0;K=f[a+648>>2]|0;L=f[a+688>>2]|0;M=f[a+824>>2]|0;A=f[a+832>>2]|0;B=f[a+864>>2]|0;C=f[a+888>>2]|0;D=f[a+920>>2]|0;E=f[a+944>>2]|0;F=f[a+968>>2]|0;N=f[a+1016>>2]|0;O=f[a+1032>>2]|0;P=f[a+1064>>2]|0;Q=f[a+1096>>2]|0;g=f[a+1152>>2]|0;R=f[a+1160>>2]|0;S=f[a+1216>>2]|0;T=f[a+1280>>2]|0;U=f[a+1312>>2]|0;V=f[a+1360>>2]|0;h=f[a+1424>>2]|0;m=f[a+1488>>2]|0;Y=f[a+1496>>2]|0;n=f[a+1512>>2]|0;k=f[a+1600>>2]|0;j=f[a+2024>>2]|0;Z=f[a+2280>>2]|0;o=f[a+2496>>2]|0;q=f[a+2936>>2]|0;G=f[a+3288>>2]|0;H=f[a+3352>>2]|0;I=f[a+3376>>2]|0;_=f[a+3408>>2]|0;aa=f[a+3424>>2]|0;ba=f[a+3432>>2]|0;$=f[a+3448>>2]|0;a:{if((X|0)!=(j|0)){l=X+((((g-h|0)>>>0)/416|0)*208|0)+192|0;W=k;Z=j;while(1){g=~~+p[W+-24>>3]>>>0;h=~~+p[n>>3]>>>0;if(g>>>0<h>>>0){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}if(g>>>0<=h>>>0){d=+p[W+-16>>3];e=+p[l>>3];if(d<e){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}if(!(d>e))if(gub(Z,m)|0){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}}g=Z+-208|0;if((X|0)==(g|0))break;else{W=Z;Z=g}}}l=X+208|0;j=~~+p[Y>>3]>>>0;g=~~+p[o>>3]>>>0;do{h=1;if(h){h=0;if(j>>>0<g>>>0)c=l;else h=1}if(h)if(1){if(j>>>0<=g>>>0){e=+p[X+192>>3];d=+p[q>>3];if(e<d){c=l;break}if(!(e>d))if(gub(X,k)|0){c=l;break}}if((l|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}j=X+192|0;c=l;while(1){g=~~+p[Y>>3]>>>0;h=~~+p[c+184>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[j>>3];e=+p[c+192>>3];if(d<e)break;if(!(d>e))if(gub(X,c)|0)break}c=c+208|0;if((c|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=f[c+36>>2]|0;h=f[c+40>>2]|0;j=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;d=+p[c+64>>3];e=+p[c+72>>3];i=+p[c+80>>3];_=c+88|0;o=f[_>>2]|0;aa=c+92|0;q=f[aa>>2]|0;ba=c+96|0;r=f[ba>>2]|0;f[ba>>2]=0;f[aa>>2]=0;f[_>>2]=0;_=c+100|0;f[(a+232|0)>>2]=f[_>>2];f[(a+232|0)+4>>2]=f[_+4>>2];f[(a+232|0)+8>>2]=f[_+8>>2];f[(a+232|0)+12>>2]=f[_+12>>2];f[(a+232|0)+16>>2]=f[_+16>>2];s=+p[c+120>>3];t=+p[c+128>>3];u=+p[c+136>>3];v=+p[c+144>>3];w=+p[c+152>>3];x=+p[c+160>>3];y=+p[c+168>>3];z=+p[c+176>>3];_=c+184|0;f[a>>2]=f[_>>2];f[a+4>>2]=f[_+4>>2];f[a+8>>2]=f[_+8>>2];f[a+12>>2]=f[_+12>>2];b[a+16>>0]=b[_+16>>0]|0;psb(c,k)|0;_=k;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));f[G>>2]=g;f[H>>2]=h;f[I>>2]=j;f[A>>2]=l;f[B>>2]=m;f[C>>2]=n;p[D>>3]=d;p[E>>3]=e;p[F>>3]=i;g=f[N>>2]|0;if(g|0){h=f[J>>2]|0;if((h|0)!=(g|0))f[J>>2]=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[K>>2]=0;f[J>>2]=0;f[N>>2]=0}f[N>>2]=o;f[J>>2]=q;f[K>>2]=r;f[L>>2]=f[(a+232|0)>>2];f[L+4>>2]=f[(a+232|0)+4>>2];f[L+8>>2]=f[(a+232|0)+8>>2];f[L+12>>2]=f[(a+232|0)+12>>2];f[L+16>>2]=f[(a+232|0)+16>>2];p[O>>3]=s;p[P>>3]=t;p[Q>>3]=u;p[R>>3]=v;p[S>>3]=w;p[T>>3]=x;p[U>>3]=y;p[V>>3]=z;f[M>>2]=f[a>>2];f[M+4>>2]=f[a+4>>2];f[M+8>>2]=f[a+8>>2];f[M+12>>2]=f[a+12>>2];b[M+16>>0]=b[a+16>>0]|0;c=c+208|0}}while(0);if((c|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}B=X+192|0;while(1){d=+p[Y>>3];g=~~+p[c+184>>3]>>>0;b:do if(~~d>>>0>>>0>=g>>>0){j=~~d>>>0;i=d;while(1){if(j>>>0>g>>>0)d=i;else{d=+p[B>>3];e=+p[c+192>>3];if(d<e)break b;if(d>e)d=i;else{if(gub(X,c)|0)break b;d=+p[Y>>3]}}h=c+208|0;j=~~d>>>0;g=~~+p[c+392>>3]>>>0;if(j>>>0<g>>>0){c=h;break}else{c=h;i=d}}}while(0);while(1){A=k+-208|0;g=~~+p[Y>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=A;continue}if(g>>>0>h>>>0)break;d=+p[B>>3];e=+p[k+-16>>3];if(d<e){k=A;continue}if(d>e)break;if(gub(X,A)|0)k=A;else break}if(c>>>0>=A>>>0){X=c;f[a+3504>>2]=4;f[a+3508>>2]=8;break a}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=f[c+36>>2]|0;h=f[c+40>>2]|0;j=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;d=+p[c+64>>3];e=+p[c+72>>3];i=+p[c+80>>3];_=c+88|0;o=f[_>>2]|0;aa=c+92|0;q=f[aa>>2]|0;ba=c+96|0;r=f[ba>>2]|0;f[ba>>2]=0;f[aa>>2]=0;f[_>>2]=0;_=c+100|0;f[(a+232|0)>>2]=f[_>>2];f[(a+232|0)+4>>2]=f[_+4>>2];f[(a+232|0)+8>>2]=f[_+8>>2];f[(a+232|0)+12>>2]=f[_+12>>2];f[(a+232|0)+16>>2]=f[_+16>>2];s=+p[c+120>>3];t=+p[c+128>>3];u=+p[c+136>>3];v=+p[c+144>>3];w=+p[c+152>>3];x=+p[c+160>>3];y=+p[c+168>>3];z=+p[c+176>>3];_=c+184|0;f[a>>2]=f[_>>2];f[a+4>>2]=f[_+4>>2];f[a+8>>2]=f[_+8>>2];f[a+12>>2]=f[_+12>>2];b[a+16>>0]=b[_+16>>0]|0;psb(c,A)|0;_=A;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));f[k+-172>>2]=g;f[k+-168>>2]=h;f[k+-164>>2]=j;f[k+-160>>2]=l;f[k+-156>>2]=m;f[k+-152>>2]=n;p[k+-144>>3]=d;p[k+-136>>3]=e;p[k+-128>>3]=i;l=k+-120|0;g=f[l>>2]|0;j=k+-116|0;if(!g)g=k+-112|0;else{h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0);sOb(g);g=k+-112|0;f[g>>2]=0;f[j>>2]=0;f[l>>2]=0}f[l>>2]=o;f[j>>2]=q;f[g>>2]=r;V=k+-108|0;f[V>>2]=f[(a+232|0)>>2];f[V+4>>2]=f[(a+232|0)+4>>2];f[V+8>>2]=f[(a+232|0)+8>>2];f[V+12>>2]=f[(a+232|0)+12>>2];f[V+16>>2]=f[(a+232|0)+16>>2];p[k+-88>>3]=s;p[k+-80>>3]=t;p[k+-72>>3]=u;p[k+-64>>3]=v;p[k+-56>>3]=w;p[k+-48>>3]=x;p[k+-40>>3]=y;p[k+-32>>3]=z;k=k+-24|0;f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];b[k+16>>0]=b[a+16>>0]|0;k=A;c=c+208|0}}f[a+312>>2]=W;f[a+392>>2]=X;f[a+2280>>2]=Z;f[a+3408>>2]=_;f[a+3424>>2]=aa;f[a+3432>>2]=ba;f[a+3448>>2]=$}function vtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;F=f[a+224>>2]|0;u=f[a+248>>2]|0;v=f[a+272>>2]|0;G=f[a+288>>2]|0;H=f[a+320>>2]|0;D=f[a+384>>2]|0;E=f[a+408>>2]|0;z=f[a+480>>2]|0;I=f[a+1056>>2]|0;x=f[a+1072>>2]|0;J=f[a+1256>>2]|0;w=f[a+1608>>2]|0;K=f[a+2264>>2]|0;L=f[a+2504>>2]|0;N=f[a+2520>>2]|0;O=f[a+2528>>2]|0;M=f[a+2536>>2]|0;a:{if((M|0)==78){M=0;L=a+24|0;N=H;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));c=H+40|0;d=H+48|0;i=H+56|0;e=+p[c>>3];g=+p[d>>3];h=+p[i>>3];j=H+64|0;f[(a+64|0)>>2]=f[j>>2];f[(a+64|0)+4>>2]=f[j+4>>2];f[(a+64|0)+8>>2]=f[j+8>>2];f[(a+64|0)+12>>2]=f[j+12>>2];l=H+80|0;n=H+88|0;r=+p[l>>3];s=+p[n>>3];q=H+96|0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];b[a+16>>0]=b[q+16>>0]|0;L=H;N=w;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));t=u+-80|0;P=+p[t>>3];p[t>>3]=e;p[c>>3]=P;o=u+-72|0;P=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=P;m=u+-64|0;P=+p[m>>3];p[m>>3]=+p[i>>3];p[i>>3]=P;k=u+-56|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];i=u+-40|0;P=+p[i>>3];p[i>>3]=+p[l>>3];p[l>>3]=P;d=u+-32|0;p[n>>3]=+p[d>>3];c=u+-24|0;f[q>>2]=f[c>>2];f[q+4>>2]=f[c+4>>2];f[q+8>>2]=f[c+8>>2];f[q+12>>2]=f[c+12>>2];b[q+16>>0]=b[c+16>>0]|0;L=w;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[t>>3]=e;p[o>>3]=g;p[m>>3]=h;f[k>>2]=f[(a+64|0)>>2];f[k+4>>2]=f[(a+64|0)+4>>2];f[k+8>>2]=f[(a+64|0)+8>>2];f[k+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=r;p[d>>3]=s;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;D=w;E=v+1|0}c=H+120|0;b:{d=1;if(d)if(c>>>0<D>>>0){j=D;y=E;while(1){l=x+96|0;m=x+104|0;while(1){d=~~+p[c+96>>3]>>>0;h=+p[l>>3];if(d>>>0>=~~h>>>0>>>0){if(d>>>0>~~h>>>0>>>0){B=h;break}e=+p[c+104>>3];g=+p[m>>3];if(!(e<g)){if(e>g){B=h;break}if(!(hub(c,x)|0)){M=87;break}}}c=c+120|0}if((M|0)==87){M=0;B=+p[l>>3]}k=j+-120|0;d=~~+p[j+-24>>3]>>>0;i=~~B>>>0;c:do if(d>>>0<i>>>0){w=j;j=k}else{h=B;while(1){if(d>>>0>i>>>0)e=h;else{e=+p[j+-16>>3];g=+p[m>>3];if(e<g){w=j;j=k;break c}if(e>g)e=h;else{if(hub(k,x)|0){w=j;j=k;break c}e=+p[l>>3]}}j=k+-120|0;d=~~+p[k+-24>>3]>>>0;i=~~e>>>0;if(d>>>0<i>>>0){w=k;break}else{A=k;k=j;h=e;j=A}}}while(0);if(c>>>0>j>>>0){A=x;z=c;break b}L=a+24|0;N=c;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));d=c+40|0;i=c+48|0;k=c+56|0;e=+p[d>>3];g=+p[i>>3];h=+p[k>>3];l=c+64|0;f[(a+64|0)>>2]=f[l>>2];f[(a+64|0)+4>>2]=f[l+4>>2];f[(a+64|0)+8>>2]=f[l+8>>2];f[(a+64|0)+12>>2]=f[l+12>>2];n=c+80|0;q=c+88|0;r=+p[n>>3];s=+p[q>>3];u=c+96|0;f[a>>2]=f[u>>2];f[a+4>>2]=f[u+4>>2];f[a+8>>2]=f[u+8>>2];f[a+12>>2]=f[u+12>>2];b[a+16>>0]=b[u+16>>0]|0;L=c;N=j;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));v=w+-80|0;P=+p[v>>3];p[v>>3]=e;p[d>>3]=P;t=w+-72|0;P=+p[t>>3];p[t>>3]=+p[i>>3];p[i>>3]=P;o=w+-64|0;P=+p[o>>3];p[o>>3]=+p[k>>3];p[k>>3]=P;m=w+-56|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[l+12>>2]=f[m+12>>2];k=w+-40|0;P=+p[k>>3];p[k>>3]=+p[n>>3];p[n>>3]=P;i=w+-32|0;p[q>>3]=+p[i>>3];d=w+-24|0;f[u>>2]=f[d>>2];f[u+4>>2]=f[d+4>>2];f[u+8>>2]=f[d+8>>2];f[u+12>>2]=f[d+12>>2];b[u+16>>0]=b[d+16>>0]|0;L=j;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[v>>3]=e;p[t>>3]=g;p[o>>3]=h;f[m>>2]=f[(a+64|0)>>2];f[m+4>>2]=f[(a+64|0)+4>>2];f[m+8>>2]=f[(a+64|0)+8>>2];f[m+12>>2]=f[(a+64|0)+12>>2];p[k>>3]=r;p[i>>3]=s;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];b[d+16>>0]=b[a+16>>0]|0;x=(x|0)==(c|0)?j:x;c=c+120|0;y=y+1|0}}else d=1;if(d)if(1){A=x;y=E;z=c}}do{c=1;if(c){c=0;if((z|0)==(A|0))C=y;else c=1}if(c)if(1){c=~~+p[A+96>>3]>>>0;d=~~+p[z+96>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){C=y;break}e=+p[A+104>>3];g=+p[z+104>>3];if(!(e<g)){if(e>g){C=y;break}if(!(hub(A,z)|0)){C=y;break}}}L=a+24|0;N=z;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));c=z+40|0;d=z+48|0;i=z+56|0;e=+p[c>>3];g=+p[d>>3];h=+p[i>>3];j=z+64|0;f[(a+64|0)>>2]=f[j>>2];f[(a+64|0)+4>>2]=f[j+4>>2];f[(a+64|0)+8>>2]=f[j+8>>2];f[(a+64|0)+12>>2]=f[j+12>>2];l=z+80|0;n=z+88|0;r=+p[l>>3];s=+p[n>>3];q=z+96|0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];b[a+16>>0]=b[q+16>>0]|0;L=z;N=A;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));t=A+40|0;P=+p[t>>3];p[t>>3]=e;p[c>>3]=P;o=A+48|0;P=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=P;m=A+56|0;P=+p[m>>3];p[m>>3]=+p[i>>3];p[i>>3]=P;k=A+64|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];i=A+80|0;p[l>>3]=+p[i>>3];d=A+88|0;p[n>>3]=+p[d>>3];c=A+96|0;f[q>>2]=f[c>>2];f[q+4>>2]=f[c+4>>2];f[q+8>>2]=f[c+8>>2];f[q+12>>2]=f[c+12>>2];b[q+16>>0]=b[c+16>>0]|0;L=A;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[t>>3]=e;p[o>>3]=g;p[m>>3]=h;f[k>>2]=f[(a+64|0)>>2];f[k+4>>2]=f[(a+64|0)+4>>2];f[k+8>>2]=f[(a+64|0)+8>>2];f[k+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=r;p[d>>3]=s;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;C=y+1|0}}while(0);if(!C){K=Asb(H,z)|0;c=z+120|0;if(Asb(c,G)|0){M=110;f[a+2576>>2]=1;break a}if(K){F=c;f[a+2576>>2]=3;break a}}G=z;if(((G-I|0)/120|0|0)>=((J-G|0)/120|0|0)){M=109;f[a+2576>>2]=1;break a}ssb(H,z);F=z+120|0}f[a+224>>2]=F;f[a+384>>2]=D;f[a+408>>2]=E;f[a+480>>2]=z;f[a+2264>>2]=K;f[a+2504>>2]=L;f[a+2520>>2]=N;f[a+2528>>2]=O;f[a+2536>>2]=M}function wtb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0.0;A=f[a+224>>2]|0;B=f[a+240>>2]|0;E=f[a+288>>2]|0;L=f[a+840>>2]|0;M=f[a+912>>2]|0;N=f[a+976>>2]|0;O=f[a+1008>>2]|0;Q=f[a+1256>>2]|0;S=f[a+1712>>2]|0;T=f[a+2200>>2]|0;V=f[a+2304>>2]|0;W=f[a+2352>>2]|0;X=f[a+2376>>2]|0;Y=f[a+2408>>2]|0;Z=f[a+2440>>2]|0;_=f[a+2504>>2]|0;aa=f[a+2520>>2]|0;ba=f[a+2528>>2]|0;$=f[a+2536>>2]|0;a:{while(1){F=A;b:while(1){k=F;switch((Q-k|0|0)/120|0|0){case 2:{$=5;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 3:{$=11;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 4:{$=12;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 5:{$=13;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 1:case 0:{$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}default:{}}if((Q-k|0|0)<840){$=15;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}l=F+((((Q-k|0)>>>0)/240|0)*120|0)|0;if((Q-k|0|0)>119880)i=zsb(F,F+((((Q-k|0)>>>0)/480|0)*120|0)|0,l,l+((((Q-k|0)>>>0)/480|0)*120|0)|0,S)|0;else i=xsb(F,l,S)|0;P=F+96|0;c=~~+p[P>>3]>>>0;m=F+((((Q-k|0)>>>0)/240|0)*120|0)+96|0;g=~~+p[m>>3]>>>0;if(c>>>0<g>>>0){I=S;J=i;break}if(c>>>0<=g>>>0){d=+p[F+104>>3];e=+p[F+((((Q-k|0)>>>0)/240|0)*120|0)+104>>3];if(d<e){I=S;J=i;break}if(!(d>e))if(hub(F,l)|0){I=S;J=i;break}}if((F|0)!=(T|0)){h=F+((((Q-k|0)>>>0)/240|0)*120|0)+104|0;C=S;R=T;while(1){c=~~+p[C+-24>>3]>>>0;g=~~+p[m>>3]>>>0;if(c>>>0<g>>>0){$=78;break b}if(c>>>0<=g>>>0){d=+p[C+-16>>3];e=+p[h>>3];if(d<e){$=78;break b}if(!(d>e))if(hub(R,l)|0){$=78;break b}}c=R+-120|0;if((F|0)==(c|0))break;else{C=R;R=c}}}c=F+120|0;g=~~+p[P>>3]>>>0;h=~~+p[V>>3]>>>0;do{i=1;if(i){i=0;if(g>>>0<h>>>0)z=c;else i=1}if(i)if(1){if(g>>>0<=h>>>0){d=+p[F+104>>3];e=+p[W>>3];if(d<e){z=c;break}if(!(d>e))if(hub(F,S)|0){z=c;break}}if((c|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}i=F+104|0;while(1){g=~~+p[P>>3]>>>0;h=~~+p[c+96>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[i>>3];e=+p[c+104>>3];if(d<e)break;if(!(d>e))if(hub(F,c)|0)break}c=c+120|0;if((c|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));m=c+40|0;o=c+48|0;g=c+56|0;d=+p[m>>3];e=+p[o>>3];j=+p[g>>3];h=c+64|0;f[(a+64|0)>>2]=f[h>>2];f[(a+64|0)+4>>2]=f[h+4>>2];f[(a+64|0)+8>>2]=f[h+8>>2];f[(a+64|0)+12>>2]=f[h+12>>2];i=c+80|0;k=c+88|0;q=+p[i>>3];r=+p[k>>3];l=c+96|0;f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];f[a+12>>2]=f[l+12>>2];b[a+16>>0]=b[l+16>>0]|0;_=c;aa=S;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));ca=+p[X>>3];p[X>>3]=d;p[m>>3]=ca;ca=+p[Y>>3];p[Y>>3]=+p[o>>3];p[o>>3]=ca;ca=+p[Z>>3];p[Z>>3]=+p[g>>3];p[g>>3]=ca;f[h>>2]=f[L>>2];f[h+4>>2]=f[L+4>>2];f[h+8>>2]=f[L+8>>2];f[h+12>>2]=f[L+12>>2];ca=+p[M>>3];p[M>>3]=+p[i>>3];p[i>>3]=ca;p[k>>3]=+p[N>>3];f[l>>2]=f[O>>2];f[l+4>>2]=f[O+4>>2];f[l+8>>2]=f[O+8>>2];f[l+12>>2]=f[O+12>>2];b[l+16>>0]=b[O+16>>0]|0;_=S;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));p[X>>3]=d;p[Y>>3]=e;p[Z>>3]=j;f[L>>2]=f[(a+64|0)>>2];f[L+4>>2]=f[(a+64|0)+4>>2];f[L+8>>2]=f[(a+64|0)+8>>2];f[L+12>>2]=f[(a+64|0)+12>>2];p[M>>3]=q;p[N>>3]=r;f[O>>2]=f[a>>2];f[O+4>>2]=f[a+4>>2];f[O+8>>2]=f[a+8>>2];f[O+12>>2]=f[a+12>>2];b[O+16>>0]=b[a+16>>0]|0;z=c+120|0}}while(0);if((z|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}y=F+104|0;k=S;c=z;while(1){d=+p[P>>3];g=~~+p[c+96>>3]>>>0;c:do if(~~d>>>0>>>0>=g>>>0){i=~~d>>>0;j=d;while(1){if(i>>>0>g>>>0)d=j;else{d=+p[y>>3];e=+p[c+104>>3];if(d<e)break c;if(d>e)d=j;else{if(hub(F,c)|0)break c;d=+p[P>>3]}}h=c+120|0;i=~~d>>>0;g=~~+p[c+216>>3]>>>0;if(i>>>0<g>>>0){c=h;break}else{c=h;j=d}}}while(0);while(1){x=k+-120|0;g=~~+p[P>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=x;continue}if(g>>>0>h>>>0)break;d=+p[y>>3];e=+p[k+-16>>3];if(d<e){k=x;continue}if(d>e)break;if(hub(F,x)|0)k=x;else break}if(c>>>0>=x>>>0){F=c;continue b}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=c+40|0;h=c+48|0;i=c+56|0;d=+p[g>>3];e=+p[h>>3];j=+p[i>>3];l=c+64|0;f[(a+64|0)>>2]=f[l>>2];f[(a+64|0)+4>>2]=f[l+4>>2];f[(a+64|0)+8>>2]=f[l+8>>2];f[(a+64|0)+12>>2]=f[l+12>>2];o=c+80|0;t=c+88|0;q=+p[o>>3];r=+p[t>>3];v=c+96|0;f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];b[a+16>>0]=b[v+16>>0]|0;_=c;aa=x;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));w=k+-80|0;ca=+p[w>>3];p[w>>3]=d;p[g>>3]=ca;u=k+-72|0;ca=+p[u>>3];p[u>>3]=+p[h>>3];p[h>>3]=ca;s=k+-64|0;ca=+p[s>>3];p[s>>3]=+p[i>>3];p[i>>3]=ca;m=k+-56|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[l+12>>2]=f[m+12>>2];i=k+-40|0;ca=+p[i>>3];p[i>>3]=+p[o>>3];p[o>>3]=ca;h=k+-32|0;p[t>>3]=+p[h>>3];g=k+-24|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];b[v+16>>0]=b[g+16>>0]|0;_=x;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));p[w>>3]=d;p[u>>3]=e;p[s>>3]=j;f[m>>2]=f[(a+64|0)>>2];f[m+4>>2]=f[(a+64|0)+4>>2];f[m+8>>2]=f[(a+64|0)+8>>2];f[m+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=q;p[h>>3]=r;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;k=x;c=c+120|0}}f[a+224>>2]=A;f[a+248>>2]=C;f[a+272>>2]=i;f[a+288>>2]=E;f[a+320>>2]=F;f[a+384>>2]=I;f[a+408>>2]=J;f[a+480>>2]=K;f[a+1056>>2]=k;f[a+1072>>2]=l;f[a+1256>>2]=Q;f[a+1608>>2]=R;f[a+2264>>2]=U;f[a+2504>>2]=_;f[a+2520>>2]=aa;f[a+2528>>2]=ba;f[a+2536>>2]=$;f[a+2576>>2]=0;f[a+2580>>2]=0;vtb(a);A=f[a+224>>2]|0;I=f[a+384>>2]|0;J=f[a+408>>2]|0;K=f[a+480>>2]|0;U=f[a+2264>>2]|0;_=f[a+2504>>2]|0;aa=f[a+2520>>2]|0;ba=f[a+2528>>2]|0;$=f[a+2536>>2]|0;G=f[a+2576>>2]|0;D=f[a+2580>>2]|0;H=+n[a+2580>>2];f[a+2576>>2]=0;f[a+2580>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if(($|0)==109){$=0;ssb(K+120|0,E);B=F;E=K;f[a+2584>>2]=3;break a}else if(($|0)==110){$=0;if(U){$=111;f[a+2584>>2]=1;break a}else{B=F;E=K;f[a+2584>>2]=3;break a}}}f[a+224>>2]=A;f[a+240>>2]=B;f[a+288>>2]=E;f[a+320>>2]=F;f[a+2504>>2]=_;f[a+2520>>2]=aa;f[a+2528>>2]=ba;f[a+2536>>2]=$}function xtb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0;c=f[a+96>>2]|0;m=f[a+104>>2]|0;n=f[a+112>>2]|0;r=f[a+136>>2]|0;a:{if(r){o=a+24|0;q=c;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(c+40|0)>>3];e=+p[(c+48|0)>>3];g=+p[(c+56|0)>>3];f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];h=+p[(c+80|0)>>3];i=+p[(c+88|0)>>3];f[a>>2]=f[(c+96|0)>>2];f[a+4>>2]=f[(c+96|0)+4>>2];f[a+8>>2]=f[(c+96|0)+8>>2];f[a+12>>2]=f[(c+96|0)+12>>2];b[a+16>>0]=b[(c+96|0)+16>>0]|0;o=c;q=n;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));l=+p[(n+40|0)>>3];p[(n+40|0)>>3]=d;p[(c+40|0)>>3]=l;l=+p[(n+48|0)>>3];p[(n+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=l;l=+p[(n+56|0)>>3];p[(n+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=l;f[(c+64|0)>>2]=f[(n+64|0)>>2];f[(c+64|0)+4>>2]=f[(n+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(n+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(n+64|0)+12>>2];p[(c+80|0)>>3]=+p[(n+80|0)>>3];p[(c+88|0)>>3]=+p[(n+88|0)>>3];f[(c+96|0)>>2]=f[(n+96|0)>>2];f[(c+96|0)+4>>2]=f[(n+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(n+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(n+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(n+96|0)+16>>0]|0;o=n;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(n+40|0)>>3]=d;p[(n+48|0)>>3]=e;p[(n+56|0)>>3]=g;f[(n+64|0)>>2]=f[(a+64|0)>>2];f[(n+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(n+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(n+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(n+80|0)>>3]=h;p[(n+88|0)>>3]=i;f[(n+96|0)>>2]=f[a>>2];f[(n+96|0)+4>>2]=f[a+4>>2];f[(n+96|0)+8>>2]=f[a+8>>2];f[(n+96|0)+12>>2]=f[a+12>>2];b[(n+96|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}o=a+24|0;q=c;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));i=+p[(c+40|0)>>3];k=+p[(c+48|0)>>3];l=+p[(c+56|0)>>3];f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];e=+p[(c+80|0)>>3];d=+p[(c+88|0)>>3];f[a>>2]=f[(c+96|0)>>2];f[a+4>>2]=f[(c+96|0)+4>>2];f[a+8>>2]=f[(c+96|0)+8>>2];f[a+12>>2]=f[(c+96|0)+12>>2];b[a+16>>0]=b[(c+96|0)+16>>0]|0;o=c;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));h=+p[(m+40|0)>>3];p[(m+40|0)>>3]=i;p[(c+40|0)>>3]=h;h=+p[(m+48|0)>>3];p[(m+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=h;h=+p[(m+56|0)>>3];p[(m+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=h;f[(c+64|0)>>2]=f[(m+64|0)>>2];f[(c+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(m+64|0)+12>>2];p[(c+80|0)>>3]=+p[(m+80|0)>>3];p[(c+88|0)>>3]=+p[(m+88|0)>>3];f[(c+96|0)>>2]=f[(m+96|0)>>2];f[(c+96|0)+4>>2]=f[(m+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(m+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(m+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(m+40|0)>>3]=i;p[(m+48|0)>>3]=k;p[(m+56|0)>>3]=l;f[(m+64|0)>>2]=f[(a+64|0)>>2];f[(m+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+80|0)>>3]=e;p[(m+88|0)>>3]=d;f[(m+96|0)>>2]=f[a>>2];f[(m+96|0)+4>>2]=f[a+4>>2];f[(m+96|0)+8>>2]=f[a+8>>2];f[(m+96|0)+12>>2]=f[a+12>>2];b[(m+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(n+96|0)>>3]>>>0;j=~~+p[(m+96|0)>>3]>>>0;do if(c>>>0<j>>>0){h=k;g=l}else{if(c>>>0>j>>>0){c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}g=+p[n+104>>3];h=+p[m+104>>3];if(g<h){h=k;g=l}else{if(g>h){c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}if(hub(n,m)|0){i=+p[(m+40|0)>>3];h=+p[(m+48|0)>>3];g=+p[(m+56|0)>>3];e=+p[(m+80|0)>>3];d=+p[(m+88|0)>>3];break}else{c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}}}while(0);o=a+24|0;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));f[(a+64|0)>>2]=f[(m+64|0)>>2];f[(a+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(m+64|0)+12>>2];f[a>>2]=f[(m+96|0)>>2];f[a+4>>2]=f[(m+96|0)+4>>2];f[a+8>>2]=f[(m+96|0)+8>>2];f[a+12>>2]=f[(m+96|0)+12>>2];b[a+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=n;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));l=+p[(n+40|0)>>3];p[(n+40|0)>>3]=i;p[(m+40|0)>>3]=l;l=+p[(n+48|0)>>3];p[(n+48|0)>>3]=+p[(m+48|0)>>3];p[(m+48|0)>>3]=l;l=+p[(n+56|0)>>3];p[(n+56|0)>>3]=+p[(m+56|0)>>3];p[(m+56|0)>>3]=l;f[(m+64|0)>>2]=f[(n+64|0)>>2];f[(m+64|0)+4>>2]=f[(n+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(n+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(n+64|0)+12>>2];p[(m+80|0)>>3]=+p[(n+80|0)>>3];p[(m+88|0)>>3]=+p[(n+88|0)>>3];f[(m+96|0)>>2]=f[(n+96|0)>>2];f[(m+96|0)+4>>2]=f[(n+96|0)+4>>2];f[(m+96|0)+8>>2]=f[(n+96|0)+8>>2];f[(m+96|0)+12>>2]=f[(n+96|0)+12>>2];b[(m+96|0)+16>>0]=b[(n+96|0)+16>>0]|0;o=n;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(n+40|0)>>3]=i;p[(n+48|0)>>3]=h;p[(n+56|0)>>3]=g;f[(n+64|0)>>2]=f[(a+64|0)>>2];f[(n+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(n+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(n+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(n+80|0)>>3]=e;p[(n+88|0)>>3]=d;f[(n+96|0)>>2]=f[a>>2];f[(n+96|0)+4>>2]=f[a+4>>2];f[(n+96|0)+8>>2]=f[a+8>>2];f[(n+96|0)+12>>2]=f[a+12>>2];b[(n+96|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}f[a+120>>2]=c;f[a+608>>2]=o;f[a+624>>2]=q;f[a+632>>2]=r}function ytb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0;l=f[a+96>>2]|0;m=f[a+104>>2]|0;k=f[a+112>>2]|0;c=f[a+120>>2]|0;n=f[a+336>>2]|0;o=f[a+536>>2]|0;q=f[a+552>>2]|0;r=f[a+560>>2]|0;a:{f[(c+96|0)+8>>2]=f[a+8>>2];f[(c+96|0)+12>>2]=f[a+12>>2];b[(c+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(k+96|0)>>3]>>>0;g=~~+p[(m+96|0)>>3]>>>0;if(c>>>0>=g>>>0){if(c>>>0>g>>>0){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}d=+p[k+104>>3];e=+p[m+104>>3];if(!(d<e)){if(d>e){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}if(!(hub(k,m)|0)){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}}}o=a+24|0;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(m+40|0)>>3];e=+p[(m+48|0)>>3];h=+p[(m+56|0)>>3];f[(a+64|0)>>2]=f[(m+64|0)>>2];f[(a+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(m+64|0)+12>>2];i=+p[(m+80|0)>>3];j=+p[(m+88|0)>>3];f[a>>2]=f[(m+96|0)>>2];f[a+4>>2]=f[(m+96|0)+4>>2];f[a+8>>2]=f[(m+96|0)+8>>2];f[a+12>>2]=f[(m+96|0)+12>>2];b[a+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=k;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));s=+p[(k+40|0)>>3];p[(k+40|0)>>3]=d;p[(m+40|0)>>3]=s;s=+p[(k+48|0)>>3];p[(k+48|0)>>3]=+p[(m+48|0)>>3];p[(m+48|0)>>3]=s;s=+p[(k+56|0)>>3];p[(k+56|0)>>3]=+p[(m+56|0)>>3];p[(m+56|0)>>3]=s;f[(m+64|0)>>2]=f[(k+64|0)>>2];f[(m+64|0)+4>>2]=f[(k+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(k+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(k+64|0)+12>>2];p[(m+80|0)>>3]=+p[(k+80|0)>>3];p[(m+88|0)>>3]=+p[(k+88|0)>>3];f[(m+96|0)>>2]=f[(k+96|0)>>2];f[(m+96|0)+4>>2]=f[(k+96|0)+4>>2];f[(m+96|0)+8>>2]=f[(k+96|0)+8>>2];f[(m+96|0)+12>>2]=f[(k+96|0)+12>>2];b[(m+96|0)+16>>0]=b[(k+96|0)+16>>0]|0;o=k;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(k+40|0)>>3]=d;p[(k+48|0)>>3]=e;p[(k+56|0)>>3]=h;f[(k+64|0)>>2]=f[(a+64|0)>>2];f[(k+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(k+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(k+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(k+80|0)>>3]=i;p[(k+88|0)>>3]=j;f[(k+96|0)>>2]=f[a>>2];f[(k+96|0)+4>>2]=f[a+4>>2];f[(k+96|0)+8>>2]=f[a+8>>2];f[(k+96|0)+12>>2]=f[a+12>>2];b[(k+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(m+96|0)>>3]>>>0;g=~~+p[l+96>>3]>>>0;if(c>>>0>=g>>>0){if(c>>>0>g>>>0){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}d=+p[m+104>>3];e=+p[l+104>>3];if(!(d<e)){if(d>e){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}if(!(hub(m,l)|0)){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}}}o=a+24|0;q=l;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(l+40|0)>>3];e=+p[(l+48|0)>>3];h=+p[(l+56|0)>>3];f[(a+64|0)>>2]=f[(l+64|0)>>2];f[(a+64|0)+4>>2]=f[(l+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(l+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(l+64|0)+12>>2];i=+p[(l+80|0)>>3];j=+p[(l+88|0)>>3];f[a>>2]=f[(l+96|0)>>2];f[a+4>>2]=f[(l+96|0)+4>>2];f[a+8>>2]=f[(l+96|0)+8>>2];f[a+12>>2]=f[(l+96|0)+12>>2];b[a+16>>0]=b[(l+96|0)+16>>0]|0;o=l;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));s=+p[(m+40|0)>>3];p[(m+40|0)>>3]=d;p[(l+40|0)>>3]=s;s=+p[(m+48|0)>>3];p[(m+48|0)>>3]=+p[(l+48|0)>>3];p[(l+48|0)>>3]=s;s=+p[(m+56|0)>>3];p[(m+56|0)>>3]=+p[(l+56|0)>>3];p[(l+56|0)>>3]=s;f[(l+64|0)>>2]=f[(m+64|0)>>2];f[(l+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(l+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(l+64|0)+12>>2]=f[(m+64|0)+12>>2];p[(l+80|0)>>3]=+p[(m+80|0)>>3];p[(l+88|0)>>3]=+p[(m+88|0)>>3];f[(l+96|0)>>2]=f[(m+96|0)>>2];f[(l+96|0)+4>>2]=f[(m+96|0)+4>>2];f[(l+96|0)+8>>2]=f[(m+96|0)+8>>2];f[(l+96|0)+12>>2]=f[(m+96|0)+12>>2];b[(l+96|0)+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(m+40|0)>>3]=d;p[(m+48|0)>>3]=e;p[(m+56|0)>>3]=h;f[(m+64|0)>>2]=f[(a+64|0)>>2];f[(m+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+80|0)>>3]=i;p[(m+88|0)>>3]=j;f[(m+96|0)>>2]=f[a>>2];f[(m+96|0)+4>>2]=f[a+4>>2];f[(m+96|0)+8>>2]=f[a+8>>2];f[(m+96|0)+12>>2]=f[a+12>>2];b[(m+96|0)+16>>0]=b[a+16>>0]|0;c=n+4|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}f[a+136>>2]=c;f[a+536>>2]=o;f[a+552>>2]=q;f[a+560>>2]=r}function ztb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0,D=0,E=0;z=f[a+96>>2]|0;A=f[a+104>>2]|0;B=f[a+112>>2]|0;E=f[a+136>>2]|0;a:{if(E){C=a+24|0;D=z;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[z+36>>2]|0;d=f[z+40>>2]|0;h=f[z+44>>2]|0;i=f[z+48>>2]|0;j=f[z+52>>2]|0;k=f[z+56>>2]|0;e=+p[z+64>>3];g=+p[z+72>>3];l=+p[z+80>>3];m=f[(z+88|0)>>2]|0;n=f[(z+92|0)>>2]|0;o=f[(z+96|0)>>2]|0;f[(z+96|0)>>2]=0;f[(z+92|0)>>2]=0;f[(z+88|0)>>2]=0;f[(a+60|0)>>2]=f[(z+100|0)>>2];f[(a+60|0)+4>>2]=f[(z+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(z+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(z+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(z+100|0)+16>>2];q=+p[z+120>>3];r=+p[z+128>>3];s=+p[z+136>>3];t=+p[z+144>>3];v=+p[z+152>>3];w=+p[z+160>>3];x=+p[z+168>>3];y=+p[z+176>>3];f[a>>2]=f[(z+184|0)>>2];f[a+4>>2]=f[(z+184|0)+4>>2];f[a+8>>2]=f[(z+184|0)+8>>2];f[a+12>>2]=f[(z+184|0)+12>>2];b[a+16>>0]=b[(z+184|0)+16>>0]|0;psb(z,B)|0;C=B;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[B+36>>2]=c;f[B+40>>2]=d;f[B+44>>2]=h;f[B+48>>2]=i;f[B+52>>2]=j;f[B+56>>2]=k;p[B+64>>3]=e;p[B+72>>3]=g;p[B+80>>3]=l;c=f[(B+88|0)>>2]|0;if(!c)c=B+96|0;else{d=f[(B+92|0)>>2]|0;if((d|0)!=(c|0))f[(B+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;c=B+96|0}f[(B+88|0)>>2]=m;f[(B+92|0)>>2]=n;f[c>>2]=o;f[(B+100|0)>>2]=f[(a+60|0)>>2];f[(B+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(B+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(B+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(B+100|0)+16>>2]=f[(a+60|0)+16>>2];p[B+120>>3]=q;p[B+128>>3]=r;p[B+136>>3]=s;p[B+144>>3]=t;p[B+152>>3]=v;p[B+160>>3]=w;p[B+168>>3]=x;p[B+176>>3]=y;f[(B+184|0)>>2]=f[a>>2];f[(B+184|0)+4>>2]=f[a+4>>2];f[(B+184|0)+8>>2]=f[a+8>>2];f[(B+184|0)+12>>2]=f[a+12>>2];b[(B+184|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}C=a+24|0;D=z;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[z+36>>2]|0;d=f[z+40>>2]|0;h=f[z+44>>2]|0;i=f[z+48>>2]|0;j=f[z+52>>2]|0;k=f[z+56>>2]|0;e=+p[z+64>>3];g=+p[z+72>>3];l=+p[z+80>>3];m=f[(z+88|0)>>2]|0;n=f[(z+92|0)>>2]|0;o=f[(z+96|0)>>2]|0;f[(z+96|0)>>2]=0;f[(z+92|0)>>2]=0;f[(z+88|0)>>2]=0;f[(a+60|0)>>2]=f[(z+100|0)>>2];f[(a+60|0)+4>>2]=f[(z+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(z+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(z+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(z+100|0)+16>>2];y=+p[z+120>>3];x=+p[z+128>>3];w=+p[z+136>>3];v=+p[z+144>>3];t=+p[z+152>>3];s=+p[z+160>>3];r=+p[z+168>>3];q=+p[z+176>>3];f[a>>2]=f[(z+184|0)>>2];f[a+4>>2]=f[(z+184|0)+4>>2];f[a+8>>2]=f[(z+184|0)+8>>2];f[a+12>>2]=f[(z+184|0)+12>>2];b[a+16>>0]=b[(z+184|0)+16>>0]|0;psb(z,A)|0;C=A;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[(A+36|0)>>2]=c;f[(A+40|0)>>2]=d;f[(A+44|0)>>2]=h;f[(A+48|0)>>2]=i;f[(A+52|0)>>2]=j;f[(A+56|0)>>2]=k;p[(A+64|0)>>3]=e;p[(A+72|0)>>3]=g;p[(A+80|0)>>3]=l;c=f[(A+88|0)>>2]|0;if(!c)c=A+96|0;else{d=f[(A+92|0)>>2]|0;if((d|0)!=(c|0))f[(A+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(A+96|0)>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0;c=A+96|0}f[(A+88|0)>>2]=m;f[(A+92|0)>>2]=n;f[c>>2]=o;f[(A+100|0)>>2]=f[(a+60|0)>>2];f[(A+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(A+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(A+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(A+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(A+120|0)>>3]=y;p[(A+128|0)>>3]=x;p[(A+136|0)>>3]=w;p[(A+144|0)>>3]=v;p[(A+152|0)>>3]=t;p[(A+160|0)>>3]=s;p[(A+168|0)>>3]=r;p[(A+176|0)>>3]=q;f[(A+184|0)>>2]=f[a>>2];f[(A+184|0)+4>>2]=f[a+4>>2];f[(A+184|0)+8>>2]=f[a+8>>2];f[(A+184|0)+12>>2]=f[a+12>>2];b[(A+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(B+184|0)>>3]>>>0;d=~~+p[(A+184|0)>>3]>>>0;do if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}e=+p[B+192>>3];g=+p[A+192>>3];if(!(e<g)){if(e>g){c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}if(gub(B,A)|0){m=f[(A+88|0)>>2]|0;n=f[(A+92|0)>>2]|0;o=f[A+96>>2]|0;y=+p[(A+120|0)>>3];x=+p[(A+128|0)>>3];w=+p[(A+136|0)>>3];v=+p[(A+144|0)>>3];t=+p[(A+152|0)>>3];s=+p[(A+160|0)>>3];r=+p[(A+168|0)>>3];q=+p[(A+176|0)>>3];break}else{c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}}}while(0);C=a+24|0;D=A;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[(A+36|0)>>2]|0;d=f[(A+40|0)>>2]|0;h=f[(A+44|0)>>2]|0;i=f[(A+48|0)>>2]|0;j=f[(A+52|0)>>2]|0;k=f[(A+56|0)>>2]|0;e=+p[(A+64|0)>>3];g=+p[(A+72|0)>>3];l=+p[(A+80|0)>>3];f[A+96>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0;f[(a+60|0)>>2]=f[(A+100|0)>>2];f[(a+60|0)+4>>2]=f[(A+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(A+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(A+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(A+100|0)+16>>2];f[a>>2]=f[(A+184|0)>>2];f[a+4>>2]=f[(A+184|0)+4>>2];f[a+8>>2]=f[(A+184|0)+8>>2];f[a+12>>2]=f[(A+184|0)+12>>2];b[a+16>>0]=b[(A+184|0)+16>>0]|0;psb(A,B)|0;C=B;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[B+36>>2]=c;f[B+40>>2]=d;f[B+44>>2]=h;f[B+48>>2]=i;f[B+52>>2]=j;f[B+56>>2]=k;p[B+64>>3]=e;p[B+72>>3]=g;p[B+80>>3]=l;c=f[(B+88|0)>>2]|0;if(!c)c=B+96|0;else{d=f[(B+92|0)>>2]|0;if((d|0)!=(c|0))f[(B+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;c=B+96|0}f[(B+88|0)>>2]=m;f[(B+92|0)>>2]=n;f[c>>2]=o;f[(B+100|0)>>2]=f[(a+60|0)>>2];f[(B+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(B+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(B+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(B+100|0)+16>>2]=f[(a+60|0)+16>>2];p[B+120>>3]=y;p[B+128>>3]=x;p[B+136>>3]=w;p[B+144>>3]=v;p[B+152>>3]=t;p[B+160>>3]=s;p[B+168>>3]=r;p[B+176>>3]=q;f[(B+184|0)>>2]=f[a>>2];f[(B+184|0)+4>>2]=f[a+4>>2];f[(B+184|0)+8>>2]=f[a+8>>2];f[(B+184|0)+12>>2]=f[a+12>>2];b[(B+184|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}f[a+120>>2]=c;f[a+1200>>2]=C;f[a+1216>>2]=D;f[a+1224>>2]=E}function Atb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;B=f[a+96>>2]|0;C=f[a+104>>2]|0;A=f[a+112>>2]|0;c=f[a+120>>2]|0;z=+n[a+272>>2];D=f[a+888>>2]|0;E=f[a+992>>2]|0;F=f[a+1008>>2]|0;G=f[a+1016>>2]|0;a:{p[(c+176|0)>>3]=z;f[(c+184|0)>>2]=f[a>>2];f[(c+184|0)+4>>2]=f[a+4>>2];f[(c+184|0)+8>>2]=f[a+8>>2];f[(c+184|0)+12>>2]=f[a+12>>2];b[(c+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(A+184|0)>>3]>>>0;d=~~+p[(C+184|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}e=+p[A+192>>3];g=+p[C+192>>3];if(!(e<g)){if(e>g){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}if(!(gub(A,C)|0)){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}}}E=a+24|0;F=C;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));c=f[(C+36|0)>>2]|0;d=f[(C+40|0)>>2]|0;h=f[(C+44|0)>>2]|0;i=f[(C+48|0)>>2]|0;j=f[(C+52|0)>>2]|0;k=f[(C+56|0)>>2]|0;e=+p[(C+64|0)>>3];g=+p[(C+72|0)>>3];l=+p[(C+80|0)>>3];m=f[(C+88|0)>>2]|0;o=f[(C+92|0)>>2]|0;q=f[(C+96|0)>>2]|0;f[(C+96|0)>>2]=0;f[(C+92|0)>>2]=0;f[(C+88|0)>>2]=0;f[(a+60|0)>>2]=f[(C+100|0)>>2];f[(a+60|0)+4>>2]=f[(C+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(C+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(C+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(C+100|0)+16>>2];r=+p[(C+120|0)>>3];s=+p[(C+128|0)>>3];t=+p[(C+136|0)>>3];v=+p[(C+144|0)>>3];w=+p[(C+152|0)>>3];x=+p[(C+160|0)>>3];y=+p[(C+168|0)>>3];z=+p[(C+176|0)>>3];f[a>>2]=f[(C+184|0)>>2];f[a+4>>2]=f[(C+184|0)+4>>2];f[a+8>>2]=f[(C+184|0)+8>>2];f[a+12>>2]=f[(C+184|0)+12>>2];b[a+16>>0]=b[(C+184|0)+16>>0]|0;psb(C,A)|0;E=A;F=a+24|0;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));f[(A+36|0)>>2]=c;f[(A+40|0)>>2]=d;f[(A+44|0)>>2]=h;f[(A+48|0)>>2]=i;f[(A+52|0)>>2]=j;f[(A+56|0)>>2]=k;p[(A+64|0)>>3]=e;p[(A+72|0)>>3]=g;p[(A+80|0)>>3]=l;c=f[(A+88|0)>>2]|0;if(c|0){d=f[(A+92|0)>>2]|0;if((d|0)!=(c|0))f[(A+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(A+96|0)>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0}f[(A+88|0)>>2]=m;f[(A+92|0)>>2]=o;f[(A+96|0)>>2]=q;f[(A+100|0)>>2]=f[(a+60|0)>>2];f[(A+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(A+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(A+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(A+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(A+120|0)>>3]=r;p[(A+128|0)>>3]=s;p[(A+136|0)>>3]=t;p[(A+144|0)>>3]=v;p[(A+152|0)>>3]=w;p[(A+160|0)>>3]=x;p[(A+168|0)>>3]=y;p[(A+176|0)>>3]=z;f[(A+184|0)>>2]=f[a>>2];f[(A+184|0)+4>>2]=f[a+4>>2];f[(A+184|0)+8>>2]=f[a+8>>2];f[(A+184|0)+12>>2]=f[a+12>>2];b[(A+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(C+184|0)>>3]>>>0;d=~~+p[B+184>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}e=+p[C+192>>3];g=+p[B+192>>3];if(!(e<g)){if(e>g){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}if(!(gub(C,B)|0)){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}}}E=a+24|0;F=B;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));c=f[B+36>>2]|0;d=f[B+40>>2]|0;h=f[B+44>>2]|0;i=f[B+48>>2]|0;j=f[B+52>>2]|0;k=f[B+56>>2]|0;e=+p[B+64>>3];g=+p[B+72>>3];l=+p[B+80>>3];m=f[(B+88|0)>>2]|0;o=f[(B+92|0)>>2]|0;q=f[(B+96|0)>>2]|0;f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;f[(a+60|0)>>2]=f[(B+100|0)>>2];f[(a+60|0)+4>>2]=f[(B+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(B+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(B+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(B+100|0)+16>>2];r=+p[B+120>>3];s=+p[B+128>>3];t=+p[B+136>>3];v=+p[B+144>>3];w=+p[B+152>>3];x=+p[B+160>>3];y=+p[B+168>>3];z=+p[B+176>>3];f[a>>2]=f[(B+184|0)>>2];f[a+4>>2]=f[(B+184|0)+4>>2];f[a+8>>2]=f[(B+184|0)+8>>2];f[a+12>>2]=f[(B+184|0)+12>>2];b[a+16>>0]=b[(B+184|0)+16>>0]|0;psb(B,C)|0;E=C;F=a+24|0;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));f[(C+36|0)>>2]=c;f[(C+40|0)>>2]=d;f[(C+44|0)>>2]=h;f[(C+48|0)>>2]=i;f[(C+52|0)>>2]=j;f[(C+56|0)>>2]=k;p[(C+64|0)>>3]=e;p[(C+72|0)>>3]=g;p[(C+80|0)>>3]=l;c=f[(C+88|0)>>2]|0;if(c|0){d=f[(C+92|0)>>2]|0;if((d|0)!=(c|0))f[(C+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(C+96|0)>>2]=0;f[(C+92|0)>>2]=0;f[(C+88|0)>>2]=0}f[(C+88|0)>>2]=m;f[(C+92|0)>>2]=o;f[(C+96|0)>>2]=q;f[(C+100|0)>>2]=f[(a+60|0)>>2];f[(C+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(C+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(C+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(C+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(C+120|0)>>3]=r;p[(C+128|0)>>3]=s;p[(C+136|0)>>3]=t;p[(C+144|0)>>3]=v;p[(C+152|0)>>3]=w;p[(C+160|0)>>3]=x;p[(C+168|0)>>3]=y;p[(C+176|0)>>3]=z;f[(C+184|0)>>2]=f[a>>2];f[(C+184|0)+4>>2]=f[a+4>>2];f[(C+184|0)+8>>2]=f[a+8>>2];f[(C+184|0)+12>>2]=f[a+12>>2];b[(C+184|0)+16>>0]=b[a+16>>0]|0;c=D+4|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}f[a+136>>2]=c;f[a+992>>2]=E;f[a+1008>>2]=F;f[a+1016>>2]=G}function Btb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;j=f[a+272>>2]|0;x=f[a+280>>2]|0;t=f[a+304>>2]|0;q=f[a+312>>2]|0;c=f[a+320>>2]|0;u=f[a+336>>2]|0;v=f[a+344>>2]|0;w=f[a+352>>2]|0;r=f[a+392>>2]|0;k=f[a+400>>2]|0;l=f[a+408>>2]|0;m=f[a+416>>2]|0;s=f[a+424>>2]|0;e=f[a+488>>2]|0;n=f[a+1128>>2]|0;o=f[a+1136>>2]|0;i=f[a+1144>>2]|0;a:{f[i+8>>2]=f[e+8>>2];f[i+12>>2]=f[e+12>>2];f[i+16>>2]=f[e+16>>2];f[i+20>>2]=f[e+20>>2];p[i>>3]=+p[e>>3];p[((a+24|0)+72|0)>>3]=+p[t+72>>3];p[((a+24|0)+80|0)>>3]=+p[t+80>>3];i=t+88|0;f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+88|0)>>2]=f[i>>2];e=t+92|0;f[((a+24|0)+92|0)>>2]=f[e>>2];d=t+96|0;f[((a+24|0)+96|0)>>2]=f[d>>2];f[d>>2]=0;f[e>>2]=0;f[i>>2]=0;i=t+100|0;f[r>>2]=f[i>>2];f[r+4>>2]=f[i+4>>2];f[r+8>>2]=f[i+8>>2];f[r+12>>2]=f[i+12>>2];f[r+16>>2]=f[i+16>>2];i=t+120|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[k+12>>2]=f[i+12>>2];f[k+16>>2]=f[i+16>>2];f[k+20>>2]=f[i+20>>2];p[k>>3]=+p[i>>3];p[((a+24|0)+128|0)>>3]=+p[t+128>>3];p[((a+24|0)+136|0)>>3]=+p[t+136>>3];k=t+144|0;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[l+12>>2]=f[k+12>>2];f[l+16>>2]=f[k+16>>2];f[l+20>>2]=f[k+20>>2];p[l>>3]=+p[k>>3];p[((a+24|0)+152|0)>>3]=+p[t+152>>3];p[((a+24|0)+160|0)>>3]=+p[t+160>>3];l=t+168|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];p[m>>3]=+p[l>>3];p[((a+24|0)+176|0)>>3]=+p[t+176>>3];m=t+184|0;f[s>>2]=f[m>>2];f[s+4>>2]=f[m+4>>2];f[s+8>>2]=f[m+8>>2];f[s+12>>2]=f[m+12>>2];b[s+16>>0]=b[m+16>>0]|0;psb(t,c)|0;b:do if((c|0)==(j|0))i=j;else while(1){i=c;c=c+-208|0;d=~~+p[((a+24|0)+184|0)>>3]>>>0;e=~~+p[i+-24>>3]>>>0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0)break b;g=+p[((a+24|0)+192|0)>>3];h=+p[i+-16>>3];if(!(g<h)){if(g>h)break b;if(!(gub(a+24|0,c)|0))break b}}psb(i,c)|0;if((c|0)==(j|0)){i=j;break}}while(0);k=i;l=a+24|0;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));j=i+36|0;c=f[n>>2]|0;f[n>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+40|0)>>2]|0;c=i+40|0;f[((a+24|0)+40|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+44|0)>>2]|0;j=i+44|0;f[((a+24|0)+44|0)>>2]=f[j>>2];f[j>>2]=c;j=i+48|0;c=f[o>>2]|0;f[o>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+52|0)>>2]|0;c=i+52|0;f[((a+24|0)+52|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+56|0)>>2]|0;j=i+56|0;f[((a+24|0)+56|0)>>2]=f[j>>2];f[j>>2]=c;h=+p[((a+24|0)+64|0)>>3];j=i+64|0;p[((a+24|0)+64|0)>>3]=+p[j>>3];p[j>>3]=h;h=+p[((a+24|0)+72|0)>>3];j=i+72|0;p[((a+24|0)+72|0)>>3]=+p[j>>3];p[j>>3]=h;h=+p[((a+24|0)+80|0)>>3];j=i+80|0;p[((a+24|0)+80|0)>>3]=+p[j>>3];p[j>>3]=h;j=i+88|0;c=f[j>>2]|0;e=i+92|0;if(!c)c=i+96|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=i+96|0;f[c>>2]=0;f[e>>2]=0;f[j>>2]=0}f[j>>2]=f[((a+24|0)+88|0)>>2];f[e>>2]=f[((a+24|0)+92|0)>>2];f[c>>2]=f[((a+24|0)+96|0)>>2];f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+92|0)>>2]=0;f[((a+24|0)+88|0)>>2]=0;c=i+100|0;f[c>>2]=f[r>>2];f[c+4>>2]=f[r+4>>2];f[c+8>>2]=f[r+8>>2];f[c+12>>2]=f[r+12>>2];f[c+16>>2]=f[r+16>>2];h=+p[((a+24|0)+120|0)>>3];c=i+120|0;p[((a+24|0)+120|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+128|0)>>3];c=i+128|0;p[((a+24|0)+128|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+136|0)>>3];c=i+136|0;p[((a+24|0)+136|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+144|0)>>3];c=i+144|0;p[((a+24|0)+144|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+152|0)>>3];c=i+152|0;p[((a+24|0)+152|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+160|0)>>3];c=i+160|0;p[((a+24|0)+160|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+168|0)>>3];c=i+168|0;p[((a+24|0)+168|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+176|0)>>3];c=i+176|0;p[((a+24|0)+176|0)>>3]=+p[c>>3];p[c>>3]=h;c=i+184|0;f[c>>2]=f[s>>2];f[c+4>>2]=f[s+4>>2];f[c+8>>2]=f[s+8>>2];f[c+12>>2]=f[s+12>>2];b[c+16>>0]=b[s+16>>0]|0;c=q+1|0;if((c|0)==8){u=0;w=(t+208|0)==(x|0);f[a+1224>>2]=2;f[a+1228>>2]=2;break a}else v=c}f[a+336>>2]=u;f[a+344>>2]=v;f[a+352>>2]=w;f[a+1152>>2]=k;f[a+1168>>2]=l;f[a+1176>>2]=m}function Ctb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0;J=f[a+96>>2]|0;H=f[a+104>>2]|0;I=f[a+112>>2]|0;j=+n[a+952>>2];o=+n[a+960>>2];r=+n[a+968>>2];t=+n[a+976>>2];w=+n[a+984>>2];y=+n[a+992>>2];l=f[a+1e3>>2]|0;A=f[a+1008>>2]|0;B=f[a+1016>>2]|0;C=f[a+1024>>2]|0;D=f[a+1032>>2]|0;E=f[a+1040>>2]|0;z=+n[a+1048>>2];x=+n[a+1056>>2];v=+n[a+1064>>2];s=+n[a+1072>>2];q=+n[a+1080>>2];m=+n[a+1088>>2];k=+n[a+1096>>2];F=+n[a+1104>>2];G=+n[a+1112>>2];e=+n[a+1120>>2];d=+n[a+1128>>2];a:{b[(J+216|0)+16>>0]=b[(H+216|0)+16>>0]|0;J=H;K=a+24|0;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));p[(H+40|0)>>3]=j;p[(H+48|0)>>3]=o;p[(H+56|0)>>3]=r;p[(H+64|0)>>3]=t;p[(H+72|0)>>3]=w;p[(H+80|0)>>3]=y;f[(H+88|0)>>2]=l;f[(H+92|0)>>2]=A;f[(H+96|0)>>2]=B;f[(H+100|0)>>2]=C;f[(H+104|0)>>2]=D;f[(H+108|0)>>2]=E;p[(H+112|0)>>3]=z;p[(H+120|0)>>3]=x;p[(H+128|0)>>3]=v;p[(H+136|0)>>3]=s;p[(H+144|0)>>3]=q;p[(H+152|0)>>3]=m;p[(H+160|0)>>3]=k;p[(H+168|0)>>3]=F;p[(H+176|0)>>3]=G;f[(H+184|0)>>2]=f[(a+64|0)>>2];f[(H+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(H+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(H+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(H+200|0)>>3]=e;p[(H+208|0)>>3]=d;f[(H+216|0)>>2]=f[a>>2];f[(H+216|0)+4>>2]=f[a+4>>2];f[(H+216|0)+8>>2]=f[a+8>>2];f[(H+216|0)+12>>2]=f[a+12>>2];b[(H+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(I+216|0)>>3]>>>0;g=~~+p[(H+216|0)>>3]>>>0;do if(c>>>0<g>>>0){g=D;c=E;i=F;h=G}else{if(c>>>0>g>>>0){c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}h=+p[I+224>>3];i=+p[H+224>>3];if(h<i){g=D;c=E;i=F;h=G}else{if(h>i){c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}if(fub(I,H)|0){j=+p[(H+40|0)>>3];l=f[(H+88|0)>>2]|0;o=+p[(H+48|0)>>3];r=+p[(H+56|0)>>3];t=+p[(H+64|0)>>3];w=+p[(H+72|0)>>3];y=+p[(H+80|0)>>3];A=f[(H+92|0)>>2]|0;B=f[(H+96|0)>>2]|0;C=f[(H+100|0)>>2]|0;g=f[(H+104|0)>>2]|0;c=f[(H+108|0)>>2]|0;z=+p[(H+112|0)>>3];x=+p[(H+120|0)>>3];v=+p[(H+128|0)>>3];s=+p[(H+136|0)>>3];q=+p[(H+144|0)>>3];m=+p[(H+152|0)>>3];k=+p[(H+160|0)>>3];i=+p[(H+168|0)>>3];h=+p[(H+176|0)>>3];e=+p[(H+200|0)>>3];d=+p[(H+208|0)>>3];break}else{c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}}}while(0);J=a+24|0;K=H;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));f[(a+64|0)>>2]=f[(H+184|0)>>2];f[(a+64|0)+4>>2]=f[(H+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(H+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(H+184|0)+12>>2];f[a>>2]=f[(H+216|0)>>2];f[a+4>>2]=f[(H+216|0)+4>>2];f[a+8>>2]=f[(H+216|0)+8>>2];f[a+12>>2]=f[(H+216|0)+12>>2];b[a+16>>0]=b[(H+216|0)+16>>0]|0;J=H;K=I;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));G=+p[(I+40|0)>>3];p[(I+40|0)>>3]=j;p[(H+40|0)>>3]=G;G=+p[(I+48|0)>>3];p[(I+48|0)>>3]=+p[(H+48|0)>>3];p[(H+48|0)>>3]=G;G=+p[(I+56|0)>>3];p[(I+56|0)>>3]=+p[(H+56|0)>>3];p[(H+56|0)>>3]=G;G=+p[(I+64|0)>>3];p[(I+64|0)>>3]=+p[(H+64|0)>>3];p[(H+64|0)>>3]=G;G=+p[(I+72|0)>>3];p[(I+72|0)>>3]=+p[(H+72|0)>>3];p[(H+72|0)>>3]=G;G=+p[(I+80|0)>>3];p[(I+80|0)>>3]=+p[(H+80|0)>>3];p[(H+80|0)>>3]=G;J=f[(I+88|0)>>2]|0;f[(I+88|0)>>2]=l;f[(H+88|0)>>2]=J;J=f[(I+92|0)>>2]|0;f[(I+92|0)>>2]=f[(H+92|0)>>2];f[(H+92|0)>>2]=J;J=f[(I+96|0)>>2]|0;f[(I+96|0)>>2]=f[(H+96|0)>>2];f[(H+96|0)>>2]=J;J=f[(I+100|0)>>2]|0;f[(I+100|0)>>2]=f[(H+100|0)>>2];f[(H+100|0)>>2]=J;f[(H+104|0)>>2]=f[(I+104|0)>>2];f[(H+108|0)>>2]=f[(I+108|0)>>2];G=+p[(I+112|0)>>3];p[(I+112|0)>>3]=+p[(H+112|0)>>3];p[(H+112|0)>>3]=G;G=+p[(I+120|0)>>3];p[(I+120|0)>>3]=+p[(H+120|0)>>3];p[(H+120|0)>>3]=G;G=+p[(I+128|0)>>3];p[(I+128|0)>>3]=+p[(H+128|0)>>3];p[(H+128|0)>>3]=G;G=+p[(I+136|0)>>3];p[(I+136|0)>>3]=+p[(H+136|0)>>3];p[(H+136|0)>>3]=G;G=+p[(I+144|0)>>3];p[(I+144|0)>>3]=+p[(H+144|0)>>3];p[(H+144|0)>>3]=G;G=+p[(I+152|0)>>3];p[(I+152|0)>>3]=+p[(H+152|0)>>3];p[(H+152|0)>>3]=G;G=+p[(I+160|0)>>3];p[(I+160|0)>>3]=+p[(H+160|0)>>3];p[(H+160|0)>>3]=G;G=+p[(I+168|0)>>3];p[(I+168|0)>>3]=+p[(H+168|0)>>3];p[(H+168|0)>>3]=G;G=+p[(I+176|0)>>3];p[(I+176|0)>>3]=+p[(H+176|0)>>3];p[(H+176|0)>>3]=G;f[(H+184|0)>>2]=f[(I+184|0)>>2];f[(H+184|0)+4>>2]=f[(I+184|0)+4>>2];f[(H+184|0)+8>>2]=f[(I+184|0)+8>>2];f[(H+184|0)+12>>2]=f[(I+184|0)+12>>2];p[(H+200|0)>>3]=+p[(I+200|0)>>3];p[(H+208|0)>>3]=+p[(I+208|0)>>3];f[(H+216|0)>>2]=f[(I+216|0)>>2];f[(H+216|0)+4>>2]=f[(I+216|0)+4>>2];f[(H+216|0)+8>>2]=f[(I+216|0)+8>>2];f[(H+216|0)+12>>2]=f[(I+216|0)+12>>2];b[(H+216|0)+16>>0]=b[(I+216|0)+16>>0]|0;J=I;K=a+24|0;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));p[(I+40|0)>>3]=j;p[(I+48|0)>>3]=o;p[(I+56|0)>>3]=r;p[(I+64|0)>>3]=t;p[(I+72|0)>>3]=w;p[(I+80|0)>>3]=y;f[(I+88|0)>>2]=l;f[(I+92|0)>>2]=A;f[(I+96|0)>>2]=B;f[(I+100|0)>>2]=C;f[(I+104|0)>>2]=g;f[(I+108|0)>>2]=c;p[(I+112|0)>>3]=z;p[(I+120|0)>>3]=x;p[(I+128|0)>>3]=v;p[(I+136|0)>>3]=s;p[(I+144|0)>>3]=q;p[(I+152|0)>>3]=m;p[(I+160|0)>>3]=k;p[(I+168|0)>>3]=i;p[(I+176|0)>>3]=h;f[(I+184|0)>>2]=f[(a+64|0)>>2];f[(I+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(I+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(I+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(I+200|0)>>3]=e;p[(I+208|0)>>3]=d;f[(I+216|0)>>2]=f[a>>2];f[(I+216|0)+4>>2]=f[a+4>>2];f[(I+216|0)+8>>2]=f[a+8>>2];f[(I+216|0)+12>>2]=f[a+12>>2];b[(I+216|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}f[a+120>>2]=c;f[a+1968>>2]=J;f[a+1984>>2]=K;f[a+1992>>2]=L}function Dtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0,ba=0,ca=0,da=0.0;D=f[a+96>>2]|0;d=f[a+104>>2]|0;E=f[a+112>>2]|0;c=f[a+120>>2]|0;ca=f[a+136>>2]|0;F=+n[a+952>>2];G=+n[a+960>>2];H=+n[a+968>>2];I=+n[a+976>>2];J=+n[a+984>>2];K=+n[a+992>>2];L=f[a+1e3>>2]|0;M=f[a+1008>>2]|0;N=f[a+1016>>2]|0;O=f[a+1024>>2]|0;P=f[a+1032>>2]|0;Q=f[a+1040>>2]|0;R=+n[a+1048>>2];S=+n[a+1056>>2];T=+n[a+1064>>2];U=+n[a+1072>>2];V=+n[a+1080>>2];W=+n[a+1088>>2];X=+n[a+1096>>2];Y=+n[a+1104>>2];Z=+n[a+1112>>2];_=+n[a+1120>>2];$=+n[a+1128>>2];a:{if(ca){aa=a+24|0;ba=D;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));e=+p[(D+40|0)>>3];g=+p[(D+48|0)>>3];h=+p[(D+56|0)>>3];i=+p[(D+64|0)>>3];j=+p[(D+72|0)>>3];k=+p[(D+80|0)>>3];c=f[(D+88|0)>>2]|0;d=f[(D+92|0)>>2]|0;l=f[(D+96|0)>>2]|0;m=f[(D+100|0)>>2]|0;o=f[(D+104|0)>>2]|0;q=f[(D+108|0)>>2]|0;r=+p[(D+112|0)>>3];s=+p[(D+120|0)>>3];t=+p[(D+128|0)>>3];v=+p[(D+136|0)>>3];w=+p[(D+144|0)>>3];x=+p[(D+152|0)>>3];y=+p[(D+160|0)>>3];z=+p[(D+168|0)>>3];A=+p[(D+176|0)>>3];f[(a+64|0)>>2]=f[(D+184|0)>>2];f[(a+64|0)+4>>2]=f[(D+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(D+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(D+184|0)+12>>2];B=+p[(D+200|0)>>3];C=+p[(D+208|0)>>3];f[a>>2]=f[(D+216|0)>>2];f[a+4>>2]=f[(D+216|0)+4>>2];f[a+8>>2]=f[(D+216|0)+8>>2];f[a+12>>2]=f[(D+216|0)+12>>2];b[a+16>>0]=b[(D+216|0)+16>>0]|0;aa=D;ba=E;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));da=+p[(E+40|0)>>3];p[(E+40|0)>>3]=e;p[(D+40|0)>>3]=da;da=+p[(E+48|0)>>3];p[(E+48|0)>>3]=+p[(D+48|0)>>3];p[(D+48|0)>>3]=da;da=+p[(E+56|0)>>3];p[(E+56|0)>>3]=+p[(D+56|0)>>3];p[(D+56|0)>>3]=da;da=+p[(E+64|0)>>3];p[(E+64|0)>>3]=+p[(D+64|0)>>3];p[(D+64|0)>>3]=da;da=+p[(E+72|0)>>3];p[(E+72|0)>>3]=+p[(D+72|0)>>3];p[(D+72|0)>>3]=da;da=+p[(E+80|0)>>3];p[(E+80|0)>>3]=+p[(D+80|0)>>3];p[(D+80|0)>>3]=da;aa=f[(E+88|0)>>2]|0;f[(E+88|0)>>2]=c;f[(D+88|0)>>2]=aa;aa=f[(E+92|0)>>2]|0;f[(E+92|0)>>2]=f[(D+92|0)>>2];f[(D+92|0)>>2]=aa;aa=f[(E+96|0)>>2]|0;f[(E+96|0)>>2]=f[(D+96|0)>>2];f[(D+96|0)>>2]=aa;aa=f[(E+100|0)>>2]|0;f[(E+100|0)>>2]=f[(D+100|0)>>2];f[(D+100|0)>>2]=aa;f[(D+104|0)>>2]=f[(E+104|0)>>2];f[(D+108|0)>>2]=f[(E+108|0)>>2];da=+p[(E+112|0)>>3];p[(E+112|0)>>3]=+p[(D+112|0)>>3];p[(D+112|0)>>3]=da;da=+p[(E+120|0)>>3];p[(E+120|0)>>3]=+p[(D+120|0)>>3];p[(D+120|0)>>3]=da;da=+p[(E+128|0)>>3];p[(E+128|0)>>3]=+p[(D+128|0)>>3];p[(D+128|0)>>3]=da;da=+p[(E+136|0)>>3];p[(E+136|0)>>3]=+p[(D+136|0)>>3];p[(D+136|0)>>3]=da;da=+p[(E+144|0)>>3];p[(E+144|0)>>3]=+p[(D+144|0)>>3];p[(D+144|0)>>3]=da;da=+p[(E+152|0)>>3];p[(E+152|0)>>3]=+p[(D+152|0)>>3];p[(D+152|0)>>3]=da;da=+p[(E+160|0)>>3];p[(E+160|0)>>3]=+p[(D+160|0)>>3];p[(D+160|0)>>3]=da;da=+p[(E+168|0)>>3];p[(E+168|0)>>3]=+p[(D+168|0)>>3];p[(D+168|0)>>3]=da;da=+p[(E+176|0)>>3];p[(E+176|0)>>3]=+p[(D+176|0)>>3];p[(D+176|0)>>3]=da;f[(D+184|0)>>2]=f[(E+184|0)>>2];f[(D+184|0)+4>>2]=f[(E+184|0)+4>>2];f[(D+184|0)+8>>2]=f[(E+184|0)+8>>2];f[(D+184|0)+12>>2]=f[(E+184|0)+12>>2];p[(D+200|0)>>3]=+p[(E+200|0)>>3];p[(D+208|0)>>3]=+p[(E+208|0)>>3];f[(D+216|0)>>2]=f[(E+216|0)>>2];f[(D+216|0)+4>>2]=f[(E+216|0)+4>>2];f[(D+216|0)+8>>2]=f[(E+216|0)+8>>2];f[(D+216|0)+12>>2]=f[(E+216|0)+12>>2];b[(D+216|0)+16>>0]=b[(E+216|0)+16>>0]|0;aa=E;ba=a+24|0;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));p[(E+40|0)>>3]=e;p[(E+48|0)>>3]=g;p[(E+56|0)>>3]=h;p[(E+64|0)>>3]=i;p[(E+72|0)>>3]=j;p[(E+80|0)>>3]=k;f[(E+88|0)>>2]=c;f[(E+92|0)>>2]=d;f[(E+96|0)>>2]=l;f[(E+100|0)>>2]=m;f[(E+104|0)>>2]=o;f[(E+108|0)>>2]=q;p[(E+112|0)>>3]=r;p[(E+120|0)>>3]=s;p[(E+128|0)>>3]=t;p[(E+136|0)>>3]=v;p[(E+144|0)>>3]=w;p[(E+152|0)>>3]=x;p[(E+160|0)>>3]=y;p[(E+168|0)>>3]=z;p[(E+176|0)>>3]=A;f[(E+184|0)>>2]=f[(a+64|0)>>2];f[(E+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(E+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(E+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(E+200|0)>>3]=B;p[(E+208|0)>>3]=C;f[(E+216|0)>>2]=f[a>>2];f[(E+216|0)+4>>2]=f[a+4>>2];f[(E+216|0)+8>>2]=f[a+8>>2];f[(E+216|0)+12>>2]=f[a+12>>2];b[(E+216|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+2008>>2]=6;f[a+2012>>2]=c|0;break a}aa=a+24|0;ba=D;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));F=+p[(D+40|0)>>3];G=+p[(D+48|0)>>3];H=+p[(D+56|0)>>3];I=+p[(D+64|0)>>3];J=+p[(D+72|0)>>3];K=+p[(D+80|0)>>3];L=f[(D+88|0)>>2]|0;M=f[(D+92|0)>>2]|0;N=f[(D+96|0)>>2]|0;O=f[(D+100|0)>>2]|0;P=f[(D+104|0)>>2]|0;Q=f[(D+108|0)>>2]|0;R=+p[(D+112|0)>>3];S=+p[(D+120|0)>>3];T=+p[(D+128|0)>>3];U=+p[(D+136|0)>>3];V=+p[(D+144|0)>>3];W=+p[(D+152|0)>>3];X=+p[(D+160|0)>>3];Y=+p[(D+168|0)>>3];Z=+p[(D+176|0)>>3];f[(a+64|0)>>2]=f[(D+184|0)>>2];f[(a+64|0)+4>>2]=f[(D+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(D+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(D+184|0)+12>>2];_=+p[(D+200|0)>>3];$=+p[(D+208|0)>>3];f[a>>2]=f[(D+216|0)>>2];f[a+4>>2]=f[(D+216|0)+4>>2];f[a+8>>2]=f[(D+216|0)+8>>2];f[a+12>>2]=f[(D+216|0)+12>>2];b[a+16>>0]=b[(D+216|0)+16>>0]|0;aa=D;ba=d;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));da=+p[(d+40|0)>>3];p[(d+40|0)>>3]=F;p[(D+40|0)>>3]=da;da=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(D+48|0)>>3];p[(D+48|0)>>3]=da;da=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(D+56|0)>>3];p[(D+56|0)>>3]=da;da=+p[(d+64|0)>>3];p[(d+64|0)>>3]=+p[(D+64|0)>>3];p[(D+64|0)>>3]=da;da=+p[(d+72|0)>>3];p[(d+72|0)>>3]=+p[(D+72|0)>>3];p[(D+72|0)>>3]=da;da=+p[(d+80|0)>>3];p[(d+80|0)>>3]=+p[(D+80|0)>>3];p[(D+80|0)>>3]=da;E=f[(d+88|0)>>2]|0;f[(d+88|0)>>2]=L;f[(D+88|0)>>2]=E;E=f[(d+92|0)>>2]|0;f[(d+92|0)>>2]=f[(D+92|0)>>2];f[(D+92|0)>>2]=E;E=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=f[(D+96|0)>>2];f[(D+96|0)>>2]=E;E=f[(d+100|0)>>2]|0;f[(d+100|0)>>2]=f[(D+100|0)>>2];f[(D+100|0)>>2]=E;f[(D+104|0)>>2]=f[(d+104|0)>>2];f[(D+108|0)>>2]=f[(d+108|0)>>2];da=+p[(d+112|0)>>3];p[(d+112|0)>>3]=+p[(D+112|0)>>3];p[(D+112|0)>>3]=da;da=+p[(d+120|0)>>3];p[(d+120|0)>>3]=+p[(D+120|0)>>3];p[(D+120|0)>>3]=da;da=+p[(d+128|0)>>3];p[(d+128|0)>>3]=+p[(D+128|0)>>3];p[(D+128|0)>>3]=da;da=+p[(d+136|0)>>3];p[(d+136|0)>>3]=+p[(D+136|0)>>3];p[(D+136|0)>>3]=da;da=+p[(d+144|0)>>3];p[(d+144|0)>>3]=+p[(D+144|0)>>3];p[(D+144|0)>>3]=da;da=+p[(d+152|0)>>3];p[(d+152|0)>>3]=+p[(D+152|0)>>3];p[(D+152|0)>>3]=da;da=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(D+160|0)>>3];p[(D+160|0)>>3]=da;da=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(D+168|0)>>3];p[(D+168|0)>>3]=da;da=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(D+176|0)>>3];p[(D+176|0)>>3]=da;f[(D+184|0)>>2]=f[(d+184|0)>>2];f[(D+184|0)+4>>2]=f[(d+184|0)+4>>2];f[(D+184|0)+8>>2]=f[(d+184|0)+8>>2];f[(D+184|0)+12>>2]=f[(d+184|0)+12>>2];p[(D+200|0)>>3]=+p[(d+200|0)>>3];p[(D+208|0)>>3]=+p[(d+208|0)>>3];f[(D+216|0)>>2]=f[(d+216|0)>>2];f[(D+216|0)+4>>2]=f[(d+216|0)+4>>2];f[(D+216|0)+8>>2]=f[(d+216|0)+8>>2];f[(D+216|0)+12>>2]=f[(d+216|0)+12>>2]}f[a+120>>2]=c;n[a+952>>2]=F;n[a+960>>2]=G;n[a+968>>2]=H;n[a+976>>2]=I;n[a+984>>2]=J;n[a+992>>2]=K;f[a+1e3>>2]=L;f[a+1008>>2]=M;f[a+1016>>2]=N;f[a+1024>>2]=O;f[a+1032>>2]=P;f[a+1040>>2]=Q;n[a+1048>>2]=R;n[a+1056>>2]=S;n[a+1064>>2]=T;n[a+1072>>2]=U;n[a+1080>>2]=V;n[a+1088>>2]=W;n[a+1096>>2]=X;n[a+1104>>2]=Y;n[a+1112>>2]=Z;n[a+1120>>2]=_;n[a+1128>>2]=$;f[a+1968>>2]=aa;f[a+1984>>2]=ba;f[a+1992>>2]=ca}function Etb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;c=f[a+112>>2]|0;J=+n[a+160>>2];e=+n[a+1152>>2];g=+n[a+1184>>2];h=+n[a+1224>>2];i=+n[a+1248>>2];j=+n[a+1280>>2];k=+n[a+1320>>2];d=f[a+1368>>2]|0;l=f[a+1408>>2]|0;m=f[a+1448>>2]|0;o=f[a+1504>>2]|0;q=f[a+1536>>2]|0;D=f[a+1576>>2]|0;r=+n[a+1592>>2];s=+n[a+1680>>2];t=+n[a+1768>>2];v=+n[a+1784>>2];w=+n[a+1792>>2];x=+n[a+1800>>2];y=+n[a+1808>>2];z=+n[a+1816>>2];A=+n[a+1824>>2];B=+n[a+1832>>2];C=+n[a+1840>>2];a:{p[(F+160|0)>>3]=J;J=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=J;J=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=J;f[(F+184|0)>>2]=f[(c+184|0)>>2];f[(F+184|0)+4>>2]=f[(c+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(c+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(c+184|0)+12>>2];p[(F+200|0)>>3]=+p[(c+200|0)>>3];p[(F+208|0)>>3]=+p[(c+208|0)>>3];f[(F+216|0)>>2]=f[(c+216|0)>>2];f[(F+216|0)+4>>2]=f[(c+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(c+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(c+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(c+216|0)+16>>0]|0;G=c;H=a+24|0;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));p[(c+40|0)>>3]=e;p[(c+48|0)>>3]=g;p[(c+56|0)>>3]=h;p[(c+64|0)>>3]=i;p[(c+72|0)>>3]=j;p[(c+80|0)>>3]=k;f[(c+88|0)>>2]=d;f[(c+92|0)>>2]=l;f[(c+96|0)>>2]=m;f[(c+100|0)>>2]=o;f[(c+104|0)>>2]=q;f[(c+108|0)>>2]=D;p[(c+112|0)>>3]=r;p[(c+120|0)>>3]=s;p[(c+128|0)>>3]=t;p[(c+136|0)>>3]=v;p[(c+144|0)>>3]=w;p[(c+152|0)>>3]=x;p[(c+160|0)>>3]=y;p[(c+168|0)>>3]=z;p[(c+176|0)>>3]=A;f[(c+184|0)>>2]=f[(a+64|0)>>2];f[(c+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(c+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(c+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(c+200|0)>>3]=B;p[(c+208|0)>>3]=C;f[(c+216|0)>>2]=f[a>>2];f[(c+216|0)+4>>2]=f[a+4>>2];f[(c+216|0)+8>>2]=f[a+8>>2];f[(c+216|0)+12>>2]=f[a+12>>2];b[(c+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[(E+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}if(!(fub(F,E)|0)){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}}}G=a+24|0;H=E;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;G=E;H=F;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));J=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=J;J=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=J;J=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=J;J=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=J;J=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=J;J=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=J;G=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=G;G=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=G;G=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=G;G=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=G;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];J=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=J;J=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=J;J=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=J;J=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=J;J=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=J;J=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=J;J=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=J;J=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=J;J=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=J;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;G=F;H=a+24|0;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}f[a+120>>2]=c;f[a+1968>>2]=G;f[a+1984>>2]=H;f[a+1992>>2]=I}function Ftb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;D=f[a+112>>2]|0;e=+n[a+184>>2];g=+n[a+192>>2];h=+n[a+200>>2];i=+n[a+208>>2];j=+n[a+216>>2];k=+n[a+224>>2];c=f[a+232>>2]|0;d=f[a+240>>2]|0;l=f[a+248>>2]|0;m=f[a+256>>2]|0;o=f[a+264>>2]|0;q=f[a+272>>2]|0;r=+n[a+280>>2];s=+n[a+296>>2];t=+n[a+304>>2];v=+n[a+312>>2];w=+n[a+320>>2];x=+n[a+328>>2];y=+n[a+336>>2];z=+n[a+344>>2];A=+n[a+352>>2];B=+n[a+360>>2];C=+n[a+368>>2];H=f[a+440>>2]|0;G=f[a+1048>>2]|0;a:{f[(D+92|0)>>2]=f[(F+92|0)>>2];f[(F+92|0)>>2]=H;H=f[(D+96|0)>>2]|0;f[(D+96|0)>>2]=f[(F+96|0)>>2];f[(F+96|0)>>2]=H;H=f[(D+100|0)>>2]|0;f[(D+100|0)>>2]=f[(F+100|0)>>2];f[(F+100|0)>>2]=H;f[(F+104|0)>>2]=f[(D+104|0)>>2];f[(F+108|0)>>2]=f[(D+108|0)>>2];K=+p[(D+112|0)>>3];p[(D+112|0)>>3]=+p[(F+112|0)>>3];p[(F+112|0)>>3]=K;K=+p[(D+120|0)>>3];p[(D+120|0)>>3]=+p[(F+120|0)>>3];p[(F+120|0)>>3]=K;K=+p[(D+128|0)>>3];p[(D+128|0)>>3]=+p[(F+128|0)>>3];p[(F+128|0)>>3]=K;K=+p[(D+136|0)>>3];p[(D+136|0)>>3]=+p[(F+136|0)>>3];p[(F+136|0)>>3]=K;K=+p[(D+144|0)>>3];p[(D+144|0)>>3]=+p[(F+144|0)>>3];p[(F+144|0)>>3]=K;K=+p[(D+152|0)>>3];p[(D+152|0)>>3]=+p[(F+152|0)>>3];p[(F+152|0)>>3]=K;K=+p[(D+160|0)>>3];p[(D+160|0)>>3]=+p[(F+160|0)>>3];p[(F+160|0)>>3]=K;K=+p[(D+168|0)>>3];p[(D+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=K;K=+p[(D+176|0)>>3];p[(D+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=K;f[(F+184|0)>>2]=f[(D+184|0)>>2];f[(F+184|0)+4>>2]=f[(D+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(D+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(D+184|0)+12>>2];p[(F+200|0)>>3]=+p[(D+200|0)>>3];p[(F+208|0)>>3]=+p[(D+208|0)>>3];f[(F+216|0)>>2]=f[(D+216|0)>>2];f[(F+216|0)+4>>2]=f[(D+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(D+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(D+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(D+216|0)+16>>0]|0;H=D;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(D+40|0)>>3]=e;p[(D+48|0)>>3]=g;p[(D+56|0)>>3]=h;p[(D+64|0)>>3]=i;p[(D+72|0)>>3]=j;p[(D+80|0)>>3]=k;f[(D+88|0)>>2]=c;f[(D+92|0)>>2]=d;f[(D+96|0)>>2]=l;f[(D+100|0)>>2]=m;f[(D+104|0)>>2]=o;f[(D+108|0)>>2]=q;p[(D+112|0)>>3]=r;p[(D+120|0)>>3]=s;p[(D+128|0)>>3]=t;p[(D+136|0)>>3]=v;p[(D+144|0)>>3]=w;p[(D+152|0)>>3]=x;p[(D+160|0)>>3]=y;p[(D+168|0)>>3]=z;p[(D+176|0)>>3]=A;f[(D+184|0)>>2]=f[(a+64|0)>>2];f[(D+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(D+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(D+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(D+200|0)>>3]=B;p[(D+208|0)>>3]=C;f[(D+216|0)>>2]=f[a>>2];f[(D+216|0)+4>>2]=f[a+4>>2];f[(D+216|0)+8>>2]=f[a+8>>2];f[(D+216|0)+12>>2]=f[a+12>>2];b[(D+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[E+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}if(!(fub(F,E)|0)){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}}}H=a+24|0;I=E;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;H=E;I=F;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));K=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=K;K=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=K;K=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=K;K=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=K;K=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=K;K=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=K;H=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=H;H=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=H;H=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=H;H=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=H;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];K=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=K;K=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=K;K=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=K;K=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=K;K=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=K;K=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=K;K=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=K;K=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=K;K=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=K;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;H=F;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=G+3|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[a+128>>2]=c;f[a+1248>>2]=H;f[a+1264>>2]=I;f[a+1272>>2]=J}function Gtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0.0;F=f[a+104>>2]|0;ca=f[a+112>>2]|0;m=f[a+120>>2]|0;E=f[a+128>>2]|0;G=+n[a+184>>2];H=+n[a+192>>2];I=+n[a+200>>2];J=+n[a+208>>2];K=+n[a+216>>2];L=+n[a+224>>2];M=f[a+232>>2]|0;N=f[a+240>>2]|0;O=f[a+248>>2]|0;P=f[a+256>>2]|0;Q=f[a+264>>2]|0;R=f[a+272>>2]|0;S=+n[a+280>>2];T=+n[a+296>>2];U=+n[a+304>>2];V=+n[a+312>>2];W=+n[a+320>>2];X=+n[a+328>>2];Y=+n[a+336>>2];Z=+n[a+344>>2];_=+n[a+352>>2];$=+n[a+360>>2];aa=+n[a+368>>2];ba=f[a+440>>2]|0;e=+n[a+560>>2];g=+n[a+616>>2];h=+n[a+688>>2];i=+n[a+776>>2];j=+n[a+832>>2];k=+n[a+872>>2];c=f[a+952>>2]|0;d=f[a+960>>2]|0;l=f[a+968>>2]|0;o=f[a+976>>2]|0;q=f[a+984>>2]|0;r=f[a+992>>2]|0;s=+n[a+1e3>>2];t=+n[a+1008>>2];v=+n[a+1016>>2];w=+n[a+1024>>2];x=+n[a+1032>>2];y=+n[a+1040>>2];da=f[a+1048>>2]|0;z=+n[a+1056>>2];A=+n[a+1064>>2];B=+n[a+1072>>2];C=+n[a+1080>>2];D=+n[a+1088>>2];a:{ha=+p[(m+136|0)>>3];p[(m+136|0)>>3]=+p[(ca+136|0)>>3];p[(ca+136|0)>>3]=ha;ha=+p[(m+144|0)>>3];p[(m+144|0)>>3]=+p[(ca+144|0)>>3];p[(ca+144|0)>>3]=ha;ha=+p[(m+152|0)>>3];p[(m+152|0)>>3]=+p[(ca+152|0)>>3];p[(ca+152|0)>>3]=ha;ha=+p[(m+160|0)>>3];p[(m+160|0)>>3]=+p[(ca+160|0)>>3];p[(ca+160|0)>>3]=ha;ha=+p[(m+168|0)>>3];p[(m+168|0)>>3]=+p[(ca+168|0)>>3];p[(ca+168|0)>>3]=ha;ha=+p[(m+176|0)>>3];p[(m+176|0)>>3]=+p[(ca+176|0)>>3];p[(ca+176|0)>>3]=ha;f[(ca+184|0)>>2]=f[(m+184|0)>>2];f[(ca+184|0)+4>>2]=f[(m+184|0)+4>>2];f[(ca+184|0)+8>>2]=f[(m+184|0)+8>>2];f[(ca+184|0)+12>>2]=f[(m+184|0)+12>>2];p[(ca+200|0)>>3]=+p[(m+200|0)>>3];p[(ca+208|0)>>3]=+p[(m+208|0)>>3];f[(ca+216|0)>>2]=f[(m+216|0)>>2];f[(ca+216|0)+4>>2]=f[(m+216|0)+4>>2];f[(ca+216|0)+8>>2]=f[(m+216|0)+8>>2];f[(ca+216|0)+12>>2]=f[(m+216|0)+12>>2];b[(ca+216|0)+16>>0]=b[(m+216|0)+16>>0]|0;ea=m;fa=a+24|0;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));p[(m+40|0)>>3]=e;p[(m+48|0)>>3]=g;p[(m+56|0)>>3]=h;p[(m+64|0)>>3]=i;p[(m+72|0)>>3]=j;p[(m+80|0)>>3]=k;f[(m+88|0)>>2]=c;f[(m+92|0)>>2]=d;f[(m+96|0)>>2]=l;f[(m+100|0)>>2]=o;f[(m+104|0)>>2]=q;f[(m+108|0)>>2]=r;p[(m+112|0)>>3]=s;p[(m+120|0)>>3]=t;p[(m+128|0)>>3]=v;p[(m+136|0)>>3]=w;p[(m+144|0)>>3]=x;p[(m+152|0)>>3]=y;p[(m+160|0)>>3]=z;p[(m+168|0)>>3]=A;p[(m+176|0)>>3]=B;f[(m+184|0)>>2]=f[(a+64|0)>>2];f[(m+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+200|0)>>3]=C;p[(m+208|0)>>3]=D;f[(m+216|0)>>2]=f[a>>2];f[(m+216|0)+4>>2]=f[a+4>>2];f[(m+216|0)+8>>2]=f[a+8>>2];f[(m+216|0)+12>>2]=f[a+12>>2];b[(m+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(ca+216|0)>>3]>>>0;d=~~+p[(F+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}e=+p[ca+224>>3];g=+p[F+224>>3];if(!(e<g)){if(e>g){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}if(!(fub(ca,F)|0)){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}}}ea=a+24|0;fa=F;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));G=+p[(F+40|0)>>3];H=+p[(F+48|0)>>3];I=+p[(F+56|0)>>3];J=+p[(F+64|0)>>3];K=+p[(F+72|0)>>3];L=+p[(F+80|0)>>3];M=f[(F+88|0)>>2]|0;N=f[(F+92|0)>>2]|0;O=f[(F+96|0)>>2]|0;P=f[(F+100|0)>>2]|0;Q=f[(F+104|0)>>2]|0;R=f[(F+108|0)>>2]|0;S=+p[(F+112|0)>>3];T=+p[(F+120|0)>>3];U=+p[(F+128|0)>>3];V=+p[(F+136|0)>>3];W=+p[(F+144|0)>>3];X=+p[(F+152|0)>>3];Y=+p[(F+160|0)>>3];Z=+p[(F+168|0)>>3];_=+p[(F+176|0)>>3];f[(a+64|0)>>2]=f[(F+184|0)>>2];f[(a+64|0)+4>>2]=f[(F+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(F+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(F+184|0)+12>>2];$=+p[(F+200|0)>>3];aa=+p[(F+208|0)>>3];f[a>>2]=f[(F+216|0)>>2];f[a+4>>2]=f[(F+216|0)+4>>2];f[a+8>>2]=f[(F+216|0)+8>>2];f[a+12>>2]=f[(F+216|0)+12>>2];b[a+16>>0]=b[(F+216|0)+16>>0]|0;ea=F;fa=ca;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));ha=+p[(ca+40|0)>>3];p[(ca+40|0)>>3]=G;p[(F+40|0)>>3]=ha;ha=+p[(ca+48|0)>>3];p[(ca+48|0)>>3]=+p[(F+48|0)>>3];p[(F+48|0)>>3]=ha;ha=+p[(ca+56|0)>>3];p[(ca+56|0)>>3]=+p[(F+56|0)>>3];p[(F+56|0)>>3]=ha;ha=+p[(ca+64|0)>>3];p[(ca+64|0)>>3]=+p[(F+64|0)>>3];p[(F+64|0)>>3]=ha;ha=+p[(ca+72|0)>>3];p[(ca+72|0)>>3]=+p[(F+72|0)>>3];p[(F+72|0)>>3]=ha;ha=+p[(ca+80|0)>>3];p[(ca+80|0)>>3]=+p[(F+80|0)>>3];p[(F+80|0)>>3]=ha;ba=f[(ca+88|0)>>2]|0;f[(ca+88|0)>>2]=M;f[(F+88|0)>>2]=ba;ba=f[(ca+92|0)>>2]|0}f[a+128>>2]=E;n[a+184>>2]=G;n[a+192>>2]=H;n[a+200>>2]=I;n[a+208>>2]=J;n[a+216>>2]=K;n[a+224>>2]=L;f[a+232>>2]=M;f[a+240>>2]=N;f[a+248>>2]=O;f[a+256>>2]=P;f[a+264>>2]=Q;f[a+272>>2]=R;n[a+280>>2]=S;n[a+296>>2]=T;n[a+304>>2]=U;n[a+312>>2]=V;n[a+320>>2]=W;n[a+328>>2]=X;n[a+336>>2]=Y;n[a+344>>2]=Z;n[a+352>>2]=_;n[a+360>>2]=$;n[a+368>>2]=aa;f[a+440>>2]=ba;f[a+1248>>2]=ea;f[a+1264>>2]=fa;f[a+1272>>2]=ga}function Htb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;c=f[a+112>>2]|0;e=+n[a+584>>2];g=+n[a+592>>2];h=+n[a+600>>2];i=+n[a+608>>2];j=+n[a+624>>2];k=+n[a+632>>2];d=f[a+640>>2]|0;l=f[a+648>>2]|0;m=f[a+656>>2]|0;o=f[a+664>>2]|0;q=f[a+672>>2]|0;D=f[a+680>>2]|0;r=+n[a+696>>2];s=+n[a+704>>2];t=+n[a+712>>2];v=+n[a+720>>2];w=+n[a+728>>2];x=+n[a+736>>2];y=+n[a+744>>2];z=+n[a+752>>2];A=+n[a+760>>2];B=+n[a+768>>2];C=+n[a+784>>2];G=f[a+1488>>2]|0;a:{K=+p[(c+160|0)>>3];p[(c+160|0)>>3]=+p[(F+160|0)>>3];p[(F+160|0)>>3]=K;K=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=K;K=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=K;f[(F+184|0)>>2]=f[(c+184|0)>>2];f[(F+184|0)+4>>2]=f[(c+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(c+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(c+184|0)+12>>2];p[(F+200|0)>>3]=+p[(c+200|0)>>3];p[(F+208|0)>>3]=+p[(c+208|0)>>3];f[(F+216|0)>>2]=f[(c+216|0)>>2];f[(F+216|0)+4>>2]=f[(c+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(c+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(c+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(c+216|0)+16>>0]|0;H=c;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(c+40|0)>>3]=e;p[(c+48|0)>>3]=g;p[(c+56|0)>>3]=h;p[(c+64|0)>>3]=i;p[(c+72|0)>>3]=j;p[(c+80|0)>>3]=k;f[(c+88|0)>>2]=d;f[(c+92|0)>>2]=l;f[(c+96|0)>>2]=m;f[(c+100|0)>>2]=o;f[(c+104|0)>>2]=q;f[(c+108|0)>>2]=D;p[(c+112|0)>>3]=r;p[(c+120|0)>>3]=s;p[(c+128|0)>>3]=t;p[(c+136|0)>>3]=v;p[(c+144|0)>>3]=w;p[(c+152|0)>>3]=x;p[(c+160|0)>>3]=y;p[(c+168|0)>>3]=z;p[(c+176|0)>>3]=A;f[(c+184|0)>>2]=f[(a+64|0)>>2];f[(c+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(c+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(c+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(c+200|0)>>3]=B;p[(c+208|0)>>3]=C;f[(c+216|0)>>2]=f[a>>2];f[(c+216|0)+4>>2]=f[a+4>>2];f[(c+216|0)+8>>2]=f[a+8>>2];f[(c+216|0)+12>>2]=f[a+12>>2];b[(c+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[E+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}if(!(fub(F,E)|0)){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}}}H=a+24|0;I=E;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;H=E;I=F;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));K=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=K;K=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=K;K=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=K;K=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=K;K=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=K;K=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=K;H=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=H;H=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=H;H=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=H;H=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=H;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];K=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=K;K=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=K;K=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=K;K=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=K;K=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=K;K=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=K;K=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=K;K=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=K;K=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=K;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;H=F;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=G+4|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}f[a+136>>2]=c;f[a+1624>>2]=H;f[a+1640>>2]=I;f[a+1648>>2]=J}function Itb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0,da=0,ea=0,fa=0,ga=0.0;F=f[a+104>>2]|0;G=f[a+112>>2]|0;D=f[a+120>>2]|0;E=f[a+136>>2]|0;e=+n[a+200>>2];g=+n[a+208>>2];h=+n[a+216>>2];i=+n[a+224>>2];j=+n[a+232>>2];k=+n[a+240>>2];c=f[a+248>>2]|0;d=f[a+256>>2]|0;l=f[a+264>>2]|0;m=f[a+272>>2]|0;o=f[a+280>>2]|0;H=+n[a+584>>2];I=+n[a+592>>2];J=+n[a+600>>2];K=+n[a+608>>2];L=+n[a+624>>2];M=+n[a+632>>2];N=f[a+640>>2]|0;O=f[a+648>>2]|0;P=f[a+656>>2]|0;Q=f[a+664>>2]|0;R=f[a+672>>2]|0;S=f[a+680>>2]|0;T=+n[a+696>>2];U=+n[a+704>>2];V=+n[a+712>>2];W=+n[a+720>>2];X=+n[a+728>>2];Y=+n[a+736>>2];Z=+n[a+744>>2];_=+n[a+752>>2];$=+n[a+760>>2];aa=+n[a+768>>2];ba=+n[a+784>>2];ca=f[a+1488>>2]|0;a:{q=f[(G+108|0)>>2]|0;r=+p[(G+112|0)>>3];s=+p[(G+120|0)>>3];t=+p[(G+128|0)>>3];v=+p[(G+136|0)>>3];w=+p[(G+144|0)>>3];x=+p[(G+152|0)>>3];y=+p[(G+160|0)>>3];z=+p[(G+168|0)>>3];A=+p[(G+176|0)>>3];f[(a+64|0)>>2]=f[(G+184|0)>>2];f[(a+64|0)+4>>2]=f[(G+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(G+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(G+184|0)+12>>2];B=+p[(G+200|0)>>3];C=+p[(G+208|0)>>3];f[a>>2]=f[(G+216|0)>>2];f[a+4>>2]=f[(G+216|0)+4>>2];f[a+8>>2]=f[(G+216|0)+8>>2];f[a+12>>2]=f[(G+216|0)+12>>2];b[a+16>>0]=b[(G+216|0)+16>>0]|0;da=G;ea=D;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));ga=+p[(D+40|0)>>3];p[(D+40|0)>>3]=e;p[(G+40|0)>>3]=ga;ga=+p[(D+48|0)>>3];p[(D+48|0)>>3]=+p[(G+48|0)>>3];p[(G+48|0)>>3]=ga;ga=+p[(D+56|0)>>3];p[(D+56|0)>>3]=+p[(G+56|0)>>3];p[(G+56|0)>>3]=ga;ga=+p[(D+64|0)>>3];p[(D+64|0)>>3]=+p[(G+64|0)>>3];p[(G+64|0)>>3]=ga;ga=+p[(D+72|0)>>3];p[(D+72|0)>>3]=+p[(G+72|0)>>3];p[(G+72|0)>>3]=ga;ga=+p[(D+80|0)>>3];p[(D+80|0)>>3]=+p[(G+80|0)>>3];p[(G+80|0)>>3]=ga;da=f[(D+88|0)>>2]|0;f[(D+88|0)>>2]=c;f[(G+88|0)>>2]=da;da=f[(D+92|0)>>2]|0;f[(D+92|0)>>2]=f[(G+92|0)>>2];f[(G+92|0)>>2]=da;da=f[(D+96|0)>>2]|0;f[(D+96|0)>>2]=f[(G+96|0)>>2];f[(G+96|0)>>2]=da;da=f[(D+100|0)>>2]|0;f[(D+100|0)>>2]=f[(G+100|0)>>2];f[(G+100|0)>>2]=da;f[(G+104|0)>>2]=f[(D+104|0)>>2];f[(G+108|0)>>2]=f[(D+108|0)>>2];ga=+p[(D+112|0)>>3];p[(D+112|0)>>3]=+p[(G+112|0)>>3];p[(G+112|0)>>3]=ga;ga=+p[(D+120|0)>>3];p[(D+120|0)>>3]=+p[(G+120|0)>>3];p[(G+120|0)>>3]=ga;ga=+p[(D+128|0)>>3];p[(D+128|0)>>3]=+p[(G+128|0)>>3];p[(G+128|0)>>3]=ga;ga=+p[(D+136|0)>>3];p[(D+136|0)>>3]=+p[(G+136|0)>>3];p[(G+136|0)>>3]=ga;ga=+p[(D+144|0)>>3];p[(D+144|0)>>3]=+p[(G+144|0)>>3];p[(G+144|0)>>3]=ga;ga=+p[(D+152|0)>>3];p[(D+152|0)>>3]=+p[(G+152|0)>>3];p[(G+152|0)>>3]=ga;ga=+p[(D+160|0)>>3];p[(D+160|0)>>3]=+p[(G+160|0)>>3];p[(G+160|0)>>3]=ga;ga=+p[(D+168|0)>>3];p[(D+168|0)>>3]=+p[(G+168|0)>>3];p[(G+168|0)>>3]=ga;ga=+p[(D+176|0)>>3];p[(D+176|0)>>3]=+p[(G+176|0)>>3];p[(G+176|0)>>3]=ga;f[(G+184|0)>>2]=f[(D+184|0)>>2];f[(G+184|0)+4>>2]=f[(D+184|0)+4>>2];f[(G+184|0)+8>>2]=f[(D+184|0)+8>>2];f[(G+184|0)+12>>2]=f[(D+184|0)+12>>2];p[(G+200|0)>>3]=+p[(D+200|0)>>3];p[(G+208|0)>>3]=+p[(D+208|0)>>3];f[(G+216|0)>>2]=f[(D+216|0)>>2];f[(G+216|0)+4>>2]=f[(D+216|0)+4>>2];f[(G+216|0)+8>>2]=f[(D+216|0)+8>>2];f[(G+216|0)+12>>2]=f[(D+216|0)+12>>2];b[(G+216|0)+16>>0]=b[(D+216|0)+16>>0]|0;da=D;ea=a+24|0;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));p[(D+40|0)>>3]=e;p[(D+48|0)>>3]=g;p[(D+56|0)>>3]=h;p[(D+64|0)>>3]=i;p[(D+72|0)>>3]=j;p[(D+80|0)>>3]=k;f[(D+88|0)>>2]=c;f[(D+92|0)>>2]=d;f[(D+96|0)>>2]=l;f[(D+100|0)>>2]=m;f[(D+104|0)>>2]=o;f[(D+108|0)>>2]=q;p[(D+112|0)>>3]=r;p[(D+120|0)>>3]=s;p[(D+128|0)>>3]=t;p[(D+136|0)>>3]=v;p[(D+144|0)>>3]=w;p[(D+152|0)>>3]=x;p[(D+160|0)>>3]=y;p[(D+168|0)>>3]=z;p[(D+176|0)>>3]=A;f[(D+184|0)>>2]=f[(a+64|0)>>2];f[(D+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(D+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(D+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(D+200|0)>>3]=B;p[(D+208|0)>>3]=C;f[(D+216|0)>>2]=f[a>>2];f[(D+216|0)+4>>2]=f[a+4>>2];f[(D+216|0)+8>>2]=f[a+8>>2];f[(D+216|0)+12>>2]=f[a+12>>2];b[(D+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(G+216|0)>>3]>>>0;d=~~+p[(F+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}e=+p[G+224>>3];g=+p[F+224>>3];if(!(e<g)){if(e>g){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}if(!(fub(G,F)|0)){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}}}da=a+24|0;ea=F;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));H=+p[(F+40|0)>>3];I=+p[(F+48|0)>>3];J=+p[(F+56|0)>>3];K=+p[(F+64|0)>>3];L=+p[(F+72|0)>>3];M=+p[(F+80|0)>>3];N=f[(F+88|0)>>2]|0;O=f[(F+92|0)>>2]|0;P=f[(F+96|0)>>2]|0;Q=f[(F+100|0)>>2]|0;R=f[(F+104|0)>>2]|0;S=f[(F+108|0)>>2]|0;T=+p[(F+112|0)>>3];U=+p[(F+120|0)>>3];V=+p[(F+128|0)>>3];W=+p[(F+136|0)>>3];X=+p[(F+144|0)>>3];Y=+p[(F+152|0)>>3];Z=+p[(F+160|0)>>3];_=+p[(F+168|0)>>3];$=+p[(F+176|0)>>3];f[(a+64|0)>>2]=f[(F+184|0)>>2];f[(a+64|0)+4>>2]=f[(F+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(F+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(F+184|0)+12>>2];aa=+p[(F+200|0)>>3];ba=+p[(F+208|0)>>3];f[a>>2]=f[(F+216|0)>>2];f[a+4>>2]=f[(F+216|0)+4>>2];f[a+8>>2]=f[(F+216|0)+8>>2];f[a+12>>2]=f[(F+216|0)+12>>2];b[a+16>>0]=b[(F+216|0)+16>>0]|0;da=F;ea=G;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));ga=+p[(G+40|0)>>3];p[(G+40|0)>>3]=H;p[(F+40|0)>>3]=ga;ga=+p[(G+48|0)>>3];p[(G+48|0)>>3]=+p[(F+48|0)>>3];p[(F+48|0)>>3]=ga;ga=+p[(G+56|0)>>3];p[(G+56|0)>>3]=+p[(F+56|0)>>3];p[(F+56|0)>>3]=ga;ga=+p[(G+64|0)>>3];p[(G+64|0)>>3]=+p[(F+64|0)>>3];p[(F+64|0)>>3]=ga;ga=+p[(G+72|0)>>3];p[(G+72|0)>>3]=+p[(F+72|0)>>3];p[(F+72|0)>>3]=ga;ga=+p[(G+80|0)>>3];p[(G+80|0)>>3]=+p[(F+80|0)>>3];p[(F+80|0)>>3]=ga;ca=f[(G+88|0)>>2]|0;f[(G+88|0)>>2]=N;f[(F+88|0)>>2]=ca;ca=f[(G+92|0)>>2]|0;f[(G+92|0)>>2]=f[(F+92|0)>>2];f[(F+92|0)>>2]=ca;ca=f[(G+96|0)>>2]|0;f[(G+96|0)>>2]=f[(F+96|0)>>2];f[(F+96|0)>>2]=ca;ca=f[(G+100|0)>>2]|0;f[(G+100|0)>>2]=f[(F+100|0)>>2];f[(F+100|0)>>2]=ca;f[(F+104|0)>>2]=f[(G+104|0)>>2];f[(F+108|0)>>2]=f[(G+108|0)>>2];ga=+p[(G+112|0)>>3];p[(G+112|0)>>3]=+p[(F+112|0)>>3];p[(F+112|0)>>3]=ga;ga=+p[(G+120|0)>>3];p[(G+120|0)>>3]=+p[(F+120|0)>>3];p[(F+120|0)>>3]=ga;ga=+p[(G+128|0)>>3];p[(G+128|0)>>3]=+p[(F+128|0)>>3];p[(F+128|0)>>3]=ga;ga=+p[(G+136|0)>>3];p[(G+136|0)>>3]=+p[(F+136|0)>>3];p[(F+136|0)>>3]=ga;ga=+p[(G+144|0)>>3];p[(G+144|0)>>3]=+p[(F+144|0)>>3];p[(F+144|0)>>3]=ga;ga=+p[(G+152|0)>>3];p[(G+152|0)>>3]=+p[(F+152|0)>>3];p[(F+152|0)>>3]=ga}f[a+136>>2]=E;n[a+584>>2]=H;n[a+592>>2]=I;n[a+600>>2]=J;n[a+608>>2]=K;n[a+624>>2]=L;n[a+632>>2]=M;f[a+640>>2]=N;f[a+648>>2]=O;f[a+656>>2]=P;f[a+664>>2]=Q;f[a+672>>2]=R;f[a+680>>2]=S;n[a+696>>2]=T;n[a+704>>2]=U;n[a+712>>2]=V;n[a+720>>2]=W;n[a+728>>2]=X;n[a+736>>2]=Y;n[a+744>>2]=Z;n[a+752>>2]=_;n[a+760>>2]=$;n[a+768>>2]=aa;n[a+784>>2]=ba;f[a+1624>>2]=da;f[a+1640>>2]=ea;f[a+1648>>2]=fa}function Jtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0;Q=f[a+112>>2]|0;R=f[a+120>>2]|0;x=f[a+128>>2]|0;E=f[a+136>>2]|0;F=+n[a+200>>2];G=+n[a+208>>2];H=+n[a+216>>2];I=+n[a+224>>2];J=+n[a+232>>2];K=+n[a+240>>2];L=f[a+248>>2]|0;M=f[a+256>>2]|0;N=f[a+264>>2]|0;O=f[a+272>>2]|0;P=f[a+280>>2]|0;e=+n[a+616>>2];g=+n[a+688>>2];h=+n[a+776>>2];i=+n[a+832>>2];j=+n[a+880>>2];k=+n[a+928>>2];c=f[a+984>>2]|0;d=f[a+1040>>2]|0;l=f[a+1112>>2]|0;m=f[a+1248>>2]|0;o=f[a+1296>>2]|0;q=f[a+1344>>2]|0;r=+n[a+1384>>2];s=+n[a+1392>>2];t=+n[a+1400>>2];v=+n[a+1408>>2];w=+n[a+1416>>2];y=+n[a+1424>>2];z=+n[a+1432>>2];A=+n[a+1440>>2];B=+n[a+1448>>2];S=f[a+1488>>2]|0;a:{C=+p[(R+200|0)>>3];D=+p[(R+208|0)>>3];f[a>>2]=f[(R+216|0)>>2];f[a+4>>2]=f[(R+216|0)+4>>2];f[a+8>>2]=f[(R+216|0)+8>>2];f[a+12>>2]=f[(R+216|0)+12>>2];b[a+16>>0]=b[(R+216|0)+16>>0]|0;T=R;U=x;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));W=+p[(x+40|0)>>3];p[(x+40|0)>>3]=e;p[(R+40|0)>>3]=W;W=+p[(x+48|0)>>3];p[(x+48|0)>>3]=+p[(R+48|0)>>3];p[(R+48|0)>>3]=W;W=+p[(x+56|0)>>3];p[(x+56|0)>>3]=+p[(R+56|0)>>3];p[(R+56|0)>>3]=W;W=+p[(x+64|0)>>3];p[(x+64|0)>>3]=+p[(R+64|0)>>3];p[(R+64|0)>>3]=W;W=+p[(x+72|0)>>3];p[(x+72|0)>>3]=+p[(R+72|0)>>3];p[(R+72|0)>>3]=W;W=+p[(x+80|0)>>3];p[(x+80|0)>>3]=+p[(R+80|0)>>3];p[(R+80|0)>>3]=W;T=f[(x+88|0)>>2]|0;f[(x+88|0)>>2]=c;f[(R+88|0)>>2]=T;T=f[(x+92|0)>>2]|0;f[(x+92|0)>>2]=f[(R+92|0)>>2];f[(R+92|0)>>2]=T;T=f[(x+96|0)>>2]|0;f[(x+96|0)>>2]=f[(R+96|0)>>2];f[(R+96|0)>>2]=T;T=f[(x+100|0)>>2]|0;f[(x+100|0)>>2]=f[(R+100|0)>>2];f[(R+100|0)>>2]=T;f[(R+104|0)>>2]=f[(x+104|0)>>2];f[(R+108|0)>>2]=f[(x+108|0)>>2];W=+p[(x+112|0)>>3];p[(x+112|0)>>3]=+p[(R+112|0)>>3];p[(R+112|0)>>3]=W;W=+p[(x+120|0)>>3];p[(x+120|0)>>3]=+p[(R+120|0)>>3];p[(R+120|0)>>3]=W;W=+p[(x+128|0)>>3];p[(x+128|0)>>3]=+p[(R+128|0)>>3];p[(R+128|0)>>3]=W;W=+p[(x+136|0)>>3];p[(x+136|0)>>3]=+p[(R+136|0)>>3];p[(R+136|0)>>3]=W;W=+p[(x+144|0)>>3];p[(x+144|0)>>3]=+p[(R+144|0)>>3];p[(R+144|0)>>3]=W;W=+p[(x+152|0)>>3];p[(x+152|0)>>3]=+p[(R+152|0)>>3];p[(R+152|0)>>3]=W;W=+p[(x+160|0)>>3];p[(x+160|0)>>3]=+p[(R+160|0)>>3];p[(R+160|0)>>3]=W;W=+p[(x+168|0)>>3];p[(x+168|0)>>3]=+p[(R+168|0)>>3];p[(R+168|0)>>3]=W;W=+p[(x+176|0)>>3];p[(x+176|0)>>3]=+p[(R+176|0)>>3];p[(R+176|0)>>3]=W;f[(R+184|0)>>2]=f[(x+184|0)>>2];f[(R+184|0)+4>>2]=f[(x+184|0)+4>>2];f[(R+184|0)+8>>2]=f[(x+184|0)+8>>2];f[(R+184|0)+12>>2]=f[(x+184|0)+12>>2];p[(R+200|0)>>3]=+p[(x+200|0)>>3];p[(R+208|0)>>3]=+p[(x+208|0)>>3];f[(R+216|0)>>2]=f[(x+216|0)>>2];f[(R+216|0)+4>>2]=f[(x+216|0)+4>>2];f[(R+216|0)+8>>2]=f[(x+216|0)+8>>2];f[(R+216|0)+12>>2]=f[(x+216|0)+12>>2];b[(R+216|0)+16>>0]=b[(x+216|0)+16>>0]|0;T=x;U=a+24|0;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));p[(x+40|0)>>3]=e;p[(x+48|0)>>3]=g;p[(x+56|0)>>3]=h;p[(x+64|0)>>3]=i;p[(x+72|0)>>3]=j;p[(x+80|0)>>3]=k;f[(x+88|0)>>2]=c;f[(x+92|0)>>2]=d;f[(x+96|0)>>2]=l;f[(x+100|0)>>2]=m;f[(x+104|0)>>2]=o;f[(x+108|0)>>2]=q;p[(x+112|0)>>3]=r;p[(x+120|0)>>3]=s;p[(x+128|0)>>3]=t;p[(x+136|0)>>3]=v;p[(x+144|0)>>3]=w;p[(x+152|0)>>3]=y;p[(x+160|0)>>3]=z;p[(x+168|0)>>3]=A;p[(x+176|0)>>3]=B;f[(x+184|0)>>2]=f[(a+64|0)>>2];f[(x+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(x+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(x+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(x+200|0)>>3]=C;p[(x+208|0)>>3]=D;f[(x+216|0)>>2]=f[a>>2];f[(x+216|0)+4>>2]=f[a+4>>2];f[(x+216|0)+8>>2]=f[a+8>>2];f[(x+216|0)+12>>2]=f[a+12>>2];b[(x+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(R+216|0)>>3]>>>0;d=~~+p[(Q+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}e=+p[R+224>>3];g=+p[Q+224>>3];if(!(e<g)){if(e>g){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}if(!(fub(R,Q)|0)){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}}}T=a+24|0;U=Q;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));F=+p[(Q+40|0)>>3];G=+p[(Q+48|0)>>3];H=+p[(Q+56|0)>>3];I=+p[(Q+64|0)>>3];J=+p[(Q+72|0)>>3];K=+p[(Q+80|0)>>3];L=f[(Q+88|0)>>2]|0;M=f[(Q+92|0)>>2]|0;N=f[(Q+96|0)>>2]|0;O=f[(Q+100|0)>>2]|0;P=f[(Q+104|0)>>2]|0}f[a+136>>2]=E;n[a+200>>2]=F;n[a+208>>2]=G;n[a+216>>2]=H;n[a+224>>2]=I;n[a+232>>2]=J;n[a+240>>2]=K;f[a+248>>2]=L;f[a+256>>2]=M;f[a+264>>2]=N;f[a+272>>2]=O;f[a+280>>2]=P;f[a+1624>>2]=T;f[a+1640>>2]=U;f[a+1648>>2]=V}function Ktb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;m=f[a+304>>2]|0;U=f[a+312>>2]|0;Q=f[a+328>>2]|0;l=f[a+336>>2]|0;k=f[a+344>>2]|0;R=f[a+360>>2]|0;S=f[a+368>>2]|0;T=f[a+392>>2]|0;M=f[a+440>>2]|0;n=f[a+448>>2]|0;o=f[a+456>>2]|0;N=f[a+464>>2]|0;O=f[a+472>>2]|0;P=f[a+480>>2]|0;q=f[a+488>>2]|0;c=f[a+496>>2]|0;r=f[a+504>>2]|0;L=f[a+560>>2]|0;a:{p[M>>3]=+p[L>>3];p[((a+40|0)+72|0)>>3]=+p[Q+72>>3];p[((a+40|0)+80|0)>>3]=+p[Q+80>>3];M=Q+88|0;f[n>>2]=f[M>>2];f[n+4>>2]=f[M+4>>2];f[n+8>>2]=f[M+8>>2];f[n>>2]=f[M>>2];f[((a+40|0)+92|0)>>2]=f[Q+92>>2];f[((a+40|0)+96|0)>>2]=f[Q+96>>2];M=Q+100|0;f[o>>2]=f[M>>2];f[o+4>>2]=f[M+4>>2];f[o+8>>2]=f[M+8>>2];f[o>>2]=f[M>>2];f[((a+40|0)+104|0)>>2]=f[Q+104>>2];f[((a+40|0)+108|0)>>2]=f[Q+108>>2];M=Q+112|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];f[N+16>>2]=f[M+16>>2];f[N+20>>2]=f[M+20>>2];p[N>>3]=+p[M>>3];p[((a+40|0)+120|0)>>3]=+p[Q+120>>3];p[((a+40|0)+128|0)>>3]=+p[Q+128>>3];N=Q+136|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];f[O+16>>2]=f[N+16>>2];f[O+20>>2]=f[N+20>>2];p[O>>3]=+p[N>>3];p[((a+40|0)+144|0)>>3]=+p[Q+144>>3];p[((a+40|0)+152|0)>>3]=+p[Q+152>>3];O=Q+160|0;f[P>>2]=f[O>>2];f[P+4>>2]=f[O+4>>2];f[P+8>>2]=f[O+8>>2];f[P+12>>2]=f[O+12>>2];f[P+16>>2]=f[O+16>>2];f[P+20>>2]=f[O+20>>2];p[P>>3]=+p[O>>3];p[((a+40|0)+168|0)>>3]=+p[Q+168>>3];p[((a+40|0)+176|0)>>3]=+p[Q+176>>3];P=Q+184|0;f[q>>2]=f[P>>2];f[q+4>>2]=f[P+4>>2];f[q+8>>2]=f[P+8>>2];f[q+12>>2]=f[P+12>>2];P=Q+200|0;f[c>>2]=f[P>>2];f[c+4>>2]=f[P+4>>2];f[c+8>>2]=f[P+8>>2];f[c+12>>2]=f[P+12>>2];p[c>>3]=+p[P>>3];p[((a+40|0)+208|0)>>3]=+p[Q+208>>3];c=Q+216|0;f[r>>2]=f[c>>2];f[r+4>>2]=f[c+4>>2];f[r+8>>2]=f[c+8>>2];f[r+12>>2]=f[c+12>>2];b[r+16>>0]=b[c+16>>0]|0;c=Q;while(1){d=c;h=k;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));s=k+40|0;g=+p[s>>3];t=c+40|0;p[s>>3]=+p[t>>3];p[t>>3]=g;t=k+48|0;g=+p[t>>3];u=c+48|0;p[t>>3]=+p[u>>3];p[u>>3]=g;u=k+56|0;g=+p[u>>3];v=c+56|0;p[u>>3]=+p[v>>3];p[v>>3]=g;v=k+64|0;g=+p[v>>3];w=c+64|0;p[v>>3]=+p[w>>3];p[w>>3]=g;w=k+72|0;g=+p[w>>3];x=c+72|0;p[w>>3]=+p[x>>3];p[x>>3]=g;x=k+80|0;g=+p[x>>3];z=c+80|0;p[x>>3]=+p[z>>3];p[z>>3]=g;z=c+88|0;y=k+88|0;B=f[y>>2]|0;f[y>>2]=f[z>>2];f[z>>2]=B;z=k+92|0;B=f[z>>2]|0;A=c+92|0;f[z>>2]=f[A>>2];f[A>>2]=B;A=k+96|0;B=f[A>>2]|0;C=c+96|0;f[A>>2]=f[C>>2];f[C>>2]=B;C=c+100|0;B=k+100|0;F=f[B>>2]|0;f[B>>2]=f[C>>2];f[C>>2]=F;C=k+104|0;F=f[C>>2]|0;D=c+104|0;f[C>>2]=f[D>>2];f[D>>2]=F;D=k+108|0;F=f[D>>2]|0;E=c+108|0;f[D>>2]=f[E>>2];f[E>>2]=F;E=k+112|0;g=+p[E>>3];F=c+112|0;p[E>>3]=+p[F>>3];p[F>>3]=g;F=k+120|0;g=+p[F>>3];G=c+120|0;p[F>>3]=+p[G>>3];p[G>>3]=g;G=k+128|0;g=+p[G>>3];H=c+128|0;p[G>>3]=+p[H>>3];p[H>>3]=g;H=k+136|0;g=+p[H>>3];I=c+136|0;p[H>>3]=+p[I>>3];p[I>>3]=g;I=k+144|0;g=+p[I>>3];J=c+144|0;p[I>>3]=+p[J>>3];p[J>>3]=g;J=k+152|0;g=+p[J>>3];K=c+152|0;p[J>>3]=+p[K>>3];p[K>>3]=g;K=k+160|0;g=+p[K>>3];L=c+160|0;p[K>>3]=+p[L>>3];p[L>>3]=g;L=k+168|0;g=+p[L>>3];M=c+168|0;p[L>>3]=+p[M>>3];p[M>>3]=g;M=k+176|0;g=+p[M>>3];O=c+176|0;p[M>>3]=+p[O>>3];p[O>>3]=g;O=c+184|0;N=k+184|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];O=k+200|0;g=+p[O>>3];P=c+200|0;p[O>>3]=+p[P>>3];p[P>>3]=g;P=k+208|0;g=+p[P>>3];i=c+208|0;p[P>>3]=+p[i>>3];p[i>>3]=g;i=c+216|0;j=k+216|0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];b[i+16>>0]=b[j+16>>0]|0;if((k|0)==(m|0))break;h=k+-240|0;c=~~+p[((a+40|0)+216|0)>>3]>>>0;d=~~+p[k+-24>>3]>>>0;if(c>>>0<d>>>0){c=k;k=h;continue}if(c>>>0>d>>>0)break;e=+p[((a+40|0)+224|0)>>3];g=+p[k+-16>>3];if(e<g){c=k;k=h;continue}if(e>g)break;if(fub(a+40|0,h)|0){c=k;k=h}else break}d=k;h=a+40|0;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));g=+p[((a+40|0)+40|0)>>3];p[((a+40|0)+40|0)>>3]=+p[s>>3];p[s>>3]=g;g=+p[((a+40|0)+48|0)>>3];p[((a+40|0)+48|0)>>3]=+p[t>>3];p[t>>3]=g;g=+p[((a+40|0)+56|0)>>3];p[((a+40|0)+56|0)>>3]=+p[u>>3];p[u>>3]=g;g=+p[((a+40|0)+64|0)>>3];p[((a+40|0)+64|0)>>3]=+p[v>>3];p[v>>3]=g;g=+p[((a+40|0)+72|0)>>3];p[((a+40|0)+72|0)>>3]=+p[w>>3];p[w>>3]=g;g=+p[((a+40|0)+80|0)>>3];p[((a+40|0)+80|0)>>3]=+p[x>>3];p[x>>3]=g;c=f[n>>2]|0;f[n>>2]=f[y>>2];f[y>>2]=c;c=f[((a+40|0)+92|0)>>2]|0;f[((a+40|0)+92|0)>>2]=f[z>>2];f[z>>2]=c;c=f[((a+40|0)+96|0)>>2]|0;f[((a+40|0)+96|0)>>2]=f[A>>2];f[A>>2]=c;c=f[o>>2]|0;f[o>>2]=f[B>>2];f[B>>2]=c;c=f[((a+40|0)+104|0)>>2]|0;f[((a+40|0)+104|0)>>2]=f[C>>2];f[C>>2]=c;c=f[((a+40|0)+108|0)>>2]|0;f[((a+40|0)+108|0)>>2]=f[D>>2];f[D>>2]=c;g=+p[((a+40|0)+112|0)>>3];p[((a+40|0)+112|0)>>3]=+p[E>>3];p[E>>3]=g;g=+p[((a+40|0)+120|0)>>3];p[((a+40|0)+120|0)>>3]=+p[F>>3];p[F>>3]=g;g=+p[((a+40|0)+128|0)>>3];p[((a+40|0)+128|0)>>3]=+p[G>>3];p[G>>3]=g;g=+p[((a+40|0)+136|0)>>3];p[((a+40|0)+136|0)>>3]=+p[H>>3];p[H>>3]=g;g=+p[((a+40|0)+144|0)>>3];p[((a+40|0)+144|0)>>3]=+p[I>>3];p[I>>3]=g;g=+p[((a+40|0)+152|0)>>3];p[((a+40|0)+152|0)>>3]=+p[J>>3];p[J>>3]=g;g=+p[((a+40|0)+160|0)>>3];p[((a+40|0)+160|0)>>3]=+p[K>>3];p[K>>3]=g;g=+p[((a+40|0)+168|0)>>3];p[((a+40|0)+168|0)>>3]=+p[L>>3];p[L>>3]=g;g=+p[((a+40|0)+176|0)>>3];p[((a+40|0)+176|0)>>3]=+p[M>>3];p[M>>3]=g;f[N>>2]=f[q>>2];f[N+4>>2]=f[q+4>>2];f[N+8>>2]=f[q+8>>2];f[N+12>>2]=f[q+12>>2];g=+p[((a+40|0)+200|0)>>3];p[((a+40|0)+200|0)>>3]=+p[O>>3];p[O>>3]=g;g=+p[((a+40|0)+208|0)>>3];p[((a+40|0)+208|0)>>3]=+p[P>>3];p[P>>3]=g;f[j>>2]=f[r>>2];f[j+4>>2]=f[r+4>>2];f[j+8>>2]=f[r+8>>2];f[j+12>>2]=f[r+12>>2];b[j+16>>0]=b[r+16>>0]|0;c=l+1|0;if((c|0)==8){R=0;T=(Q+240|0)==(U|0);f[a+1856>>2]=2;f[a+1860>>2]=1;break a}else S=c}f[a+360>>2]=R;f[a+368>>2]=S;f[a+392>>2]=T;f[a+1792>>2]=d;f[a+1808>>2]=h;f[a+1816>>2]=i}function Ltb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0.0;c=f[a+304>>2]|0;d=f[a+312>>2]|0;e=+n[a+632>>2];g=+n[a+704>>2];h=+n[a+776>>2];i=+n[a+840>>2];j=+n[a+912>>2];k=+n[a+976>>2];l=f[a+1104>>2]|0;m=f[a+1176>>2]|0;o=f[a+1248>>2]|0;q=f[a+1336>>2]|0;r=f[a+1376>>2]|0;s=f[a+1424>>2]|0;t=+n[a+1472>>2];v=+n[a+1520>>2];w=+n[a+1568>>2];x=+n[a+1584>>2];y=+n[a+1592>>2];z=+n[a+1600>>2];A=+n[a+1608>>2];B=+n[a+1616>>2];a:{C=+p[(c+176|0)>>3];f[(a+24|0)>>2]=f[(c+184|0)>>2];f[(a+24|0)+4>>2]=f[(c+184|0)+4>>2];f[(a+24|0)+8>>2]=f[(c+184|0)+8>>2];f[(a+24|0)+12>>2]=f[(c+184|0)+12>>2];D=+p[(c+200|0)>>3];E=+p[(c+208|0)>>3];f[a>>2]=f[(c+216|0)>>2];f[a+4>>2]=f[(c+216|0)+4>>2];f[a+8>>2]=f[(c+216|0)+8>>2];f[a+12>>2]=f[(c+216|0)+12>>2];b[a+16>>0]=b[(c+216|0)+16>>0]|0;F=c;G=d+-240|0;H=F+36|0;do{f[F>>2]=f[G>>2];F=F+4|0;G=G+4|0}while((F|0)<(H|0));I=+p[(d+-200|0)>>3];p[(d+-200|0)>>3]=e;p[(c+40|0)>>3]=I;I=+p[(d+-192|0)>>3];p[(d+-192|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=I;I=+p[(d+-184|0)>>3];p[(d+-184|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=I;I=+p[(d+-176|0)>>3];p[(d+-176|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=I;I=+p[(d+-168|0)>>3];p[(d+-168|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=I;I=+p[(d+-160|0)>>3];p[(d+-160|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=I;F=f[(d+-152|0)>>2]|0;f[(d+-152|0)>>2]=l;f[(c+88|0)>>2]=F;F=f[(d+-148|0)>>2]|0;f[(d+-148|0)>>2]=f[(c+92|0)>>2];f[(c+92|0)>>2]=F;F=f[(d+-144|0)>>2]|0;f[(d+-144|0)>>2]=f[(c+96|0)>>2];f[(c+96|0)>>2]=F;F=f[(d+-140|0)>>2]|0;f[(d+-140|0)>>2]=f[(c+100|0)>>2];f[(c+100|0)>>2]=F;f[(c+104|0)>>2]=f[(d+-136|0)>>2];f[(c+108|0)>>2]=f[(d+-132|0)>>2];I=+p[(d+-128|0)>>3];p[(d+-128|0)>>3]=+p[(c+112|0)>>3];p[(c+112|0)>>3]=I;I=+p[(d+-120|0)>>3];p[(d+-120|0)>>3]=+p[(c+120|0)>>3];p[(c+120|0)>>3]=I;I=+p[(d+-112|0)>>3];p[(d+-112|0)>>3]=+p[(c+128|0)>>3];p[(c+128|0)>>3]=I;I=+p[(d+-104|0)>>3];p[(d+-104|0)>>3]=+p[(c+136|0)>>3];p[(c+136|0)>>3]=I;I=+p[(d+-96|0)>>3];p[(d+-96|0)>>3]=+p[(c+144|0)>>3];p[(c+144|0)>>3]=I;I=+p[(d+-88|0)>>3];p[(d+-88|0)>>3]=+p[(c+152|0)>>3];p[(c+152|0)>>3]=I;I=+p[(d+-80|0)>>3];p[(d+-80|0)>>3]=+p[(c+160|0)>>3];p[(c+160|0)>>3]=I;I=+p[(d+-72|0)>>3];p[(d+-72|0)>>3]=+p[(c+168|0)>>3];p[(c+168|0)>>3]=I;I=+p[(d+-64|0)>>3];p[(d+-64|0)>>3]=+p[(c+176|0)>>3];p[(c+176|0)>>3]=I;f[(c+184|0)>>2]=f[(d+-56|0)>>2];f[(c+184|0)+4>>2]=f[(d+-56|0)+4>>2];f[(c+184|0)+8>>2]=f[(d+-56|0)+8>>2];f[(c+184|0)+12>>2]=f[(d+-56|0)+12>>2];p[(c+200|0)>>3]=+p[(d+-40|0)>>3];p[(c+208|0)>>3]=+p[(d+-32|0)>>3];f[(c+216|0)>>2]=f[(d+-24|0)>>2];f[(c+216|0)+4>>2]=f[(d+-24|0)+4>>2];f[(c+216|0)+8>>2]=f[(d+-24|0)+8>>2];f[(c+216|0)+12>>2]=f[(d+-24|0)+12>>2];b[(c+216|0)+16>>0]=b[(d+-24|0)+16>>0]|0;F=d+-240|0;G=a+40|0;H=F+36|0;do{f[F>>2]=f[G>>2];F=F+4|0;G=G+4|0}while((F|0)<(H|0));p[(d+-200|0)>>3]=e;p[(d+-192|0)>>3]=g;p[(d+-184|0)>>3]=h;p[(d+-176|0)>>3]=i;p[(d+-168|0)>>3]=j;p[(d+-160|0)>>3]=k;f[(d+-152|0)>>2]=l;f[(d+-148|0)>>2]=m;f[(d+-144|0)>>2]=o;f[(d+-140|0)>>2]=q;f[(d+-136|0)>>2]=r;f[(d+-132|0)>>2]=s;p[(d+-128|0)>>3]=t;p[(d+-120|0)>>3]=v;p[(d+-112|0)>>3]=w;p[(d+-104|0)>>3]=x;p[(d+-96|0)>>3]=y;p[(d+-88|0)>>3]=z;p[(d+-80|0)>>3]=A;p[(d+-72|0)>>3]=B;p[(d+-64|0)>>3]=C;f[(d+-56|0)>>2]=f[(a+24|0)>>2];f[(d+-56|0)+4>>2]=f[(a+24|0)+4>>2];f[(d+-56|0)+8>>2]=f[(a+24|0)+8>>2];f[(d+-56|0)+12>>2]=f[(a+24|0)+12>>2];p[(d+-40|0)>>3]=D;p[(d+-32|0)>>3]=E;f[(d+-24|0)>>2]=f[a>>2];f[(d+-24|0)+4>>2]=f[a+4>>2];f[(d+-24|0)+8>>2]=f[a+8>>2];f[(d+-24|0)+12>>2]=f[a+12>>2];b[(d+-24|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+1864>>2]=6;f[a+1868>>2]=c|0;break a}f[a+400>>2]=c;f[a+1792>>2]=F;f[a+1808>>2]=G;f[a+1816>>2]=H}function Mtb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0;n=f[a+656>>2]|0;r=f[a+696>>2]|0;s=f[a+808>>2]|0;t=f[a+832>>2]|0;i=f[a+936>>2]|0;u=f[a+2152>>2]|0;v=f[a+2160>>2]|0;w=f[a+2168>>2]|0;x=f[a+2176>>2]|0;y=f[a+2184>>2]|0;z=f[a+2192>>2]|0;A=f[a+2208>>2]|0;B=f[a+2336>>2]|0;j=f[a+2464>>2]|0;o=f[a+2472>>2]|0;C=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;D=f[a+3848>>2]|0;a:{b:do if(i>>>0<2){p[(a+496|0)>>3]=+p[t>>3];p[((a+496|0)+8|0)>>3]=+p[t+8>>3];p[((a+496|0)+16|0)>>3]=+p[t+16>>3];p[((a+496|0)+24|0)>>3]=+p[t+24>>3];p[((a+496|0)+32|0)>>3]=+p[t+32>>3];p[((a+496|0)+40|0)>>3]=+p[t+40>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=211;else if((b[e+4>>0]&g)<<24>>24)D=211;do if((D|0)==211){if(h&4){D=b[e+3>>0]|0;if((D&g)<<24>>24!=D<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break b}D=b[e+1>>0]|0;if((D&g)<<24>>24!=D<<24>>24){l=c;m=d;q=e;D=217;break b}}while(0)}while(0);D=222}else D=222;while(0);c:do if((D|0)==222){D=0;if(j|(i|0)==1){p[(a+496|0)>>3]=+p[t+24>>3];p[((a+496|0)+8|0)>>3]=+p[t+32>>3];p[((a+496|0)+16|0)>>3]=+p[t+40>>3];p[((a+496|0)+24|0)>>3]=+p[t+48>>3];p[((a+496|0)+32|0)>>3]=+p[t+56>>3];p[((a+496|0)+40|0)>>3]=+p[t+64>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=230;else if((b[e+4>>0]&g)<<24>>24)D=230;do if((D|0)==230){D=0;if(h&4){G=b[e+3>>0]|0;if((G&g)<<24>>24!=G<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break c}G=b[e+1>>0]|0;if((G&g)<<24>>24!=G<<24>>24){l=c;m=d;q=e;D=217;break c}}while(0)}while(0)}if(!(j|(i|0)==0)){k=s;break}p[(a+496|0)>>3]=+p[t+48>>3];p[((a+496|0)+8|0)>>3]=+p[t+56>>3];p[((a+496|0)+16|0)>>3]=+p[t+64>>3];p[((a+496|0)+24|0)>>3]=+p[t>>3];p[((a+496|0)+32|0)>>3]=+p[t+8>>3];p[((a+496|0)+40|0)>>3]=+p[t+16>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=244;else if((b[e+4>>0]&g)<<24>>24)D=244;do if((D|0)==244){D=0;if(h&4){G=b[e+3>>0]|0;if((G&g)<<24>>24!=G<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break c}G=b[e+1>>0]|0;if((G&g)<<24>>24!=G<<24>>24){l=c;m=d;q=e;D=217;break c}}while(0)}while(0);k=s}while(0);if((D|0)==217){D=0;d=(f[(n+8|0)>>2]|0)+116|0;c=f[d+4>>2]|0;f[(a+64|0)>>2]=f[d>>2];f[(a+64|0)+4>>2]=c;f[((a+64|0)+28|0)>>2]=f[l>>2];p[((a+64|0)+112|0)>>3]=+p[t>>3];p[((a+64|0)+120|0)>>3]=+p[t+8>>3];p[((a+64|0)+128|0)>>3]=+p[t+16>>3];p[((a+64|0)+136|0)>>3]=+p[t+24>>3];p[((a+64|0)+144|0)>>3]=+p[t+32>>3];p[((a+64|0)+152|0)>>3]=+p[t+40>>3];p[((a+64|0)+160|0)>>3]=+p[t+48>>3];p[((a+64|0)+168|0)>>3]=+p[t+56>>3];p[((a+64|0)+176|0)>>3]=+p[t+64>>3];c=(b[(n+361|0)>>0]|0)==0;f[((a+64|0)+20|0)>>2]=c?o:-1;f[((a+64|0)+24|0)>>2]=c?m:-1;p[u>>3]=+p[((a+304|0)+16|0)>>3];p[((a+64|0)+48|0)>>3]=+p[((a+304|0)+24|0)>>3];p[((a+64|0)+56|0)>>3]=+p[((a+304|0)+32|0)>>3];sjb(a+48|0,f[q+56>>2]|0,u);I=+p[(a+48|0)>>3];p[(a+48|0)>>3]=+p[((a+64|0)+200|0)>>3];p[((a+64|0)+200|0)>>3]=I;H=+p[((a+48|0)+8|0)>>3];p[((a+64|0)+208|0)>>3]=H;c=f[(f[n>>2]|0)+56>>2]|0;I=I-+p[c+24>>3];H=H-+p[c+32>>3];p[((a+64|0)+216|0)>>3]=I*I+H*H;p[((a+64|0)+224|0)>>3]=+p[((a+304|0)+8|0)>>3];c=f[(n+4|0)>>2]|0;d=f[(c+40|0)>>2]|0;e=1;if(e){e=0;if(d>>>0<(f[c+44>>2]|0)>>>0){C=d;E=a+64|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[(d+40|0)>>2]=f[u>>2];f[(d+40|0)+4>>2]=f[u+4>>2];f[(d+40|0)+8>>2]=f[u+8>>2];f[(d+40|0)+12>>2]=f[u+12>>2];f[(d+40|0)+16>>2]=f[u+16>>2];f[(d+40|0)+20>>2]=f[u+20>>2];p[(d+40|0)>>3]=+p[u>>3];p[d+48>>3]=+p[((a+64|0)+48|0)>>3];p[d+56>>3]=+p[((a+64|0)+56|0)>>3];f[(d+64|0)>>2]=f[v>>2];f[(d+64|0)+4>>2]=f[v+4>>2];f[(d+64|0)+8>>2]=f[v+8>>2];f[(d+64|0)+12>>2]=f[v+12>>2];f[(d+64|0)+16>>2]=f[v+16>>2];f[(d+64|0)+20>>2]=f[v+20>>2];p[(d+64|0)>>3]=+p[v>>3];p[d+72>>3]=+p[((a+64|0)+72|0)>>3];p[d+80>>3]=+p[((a+64|0)+80|0)>>3];f[(d+88|0)>>2]=f[((a+64|0)+88|0)>>2];f[(d+88|0)+4>>2]=f[((a+64|0)+88|0)+4>>2];f[(d+88|0)+8>>2]=f[((a+64|0)+88|0)+8>>2];f[(d+88|0)>>2]=f[((a+64|0)+88|0)>>2];f[d+92>>2]=f[((a+64|0)+92|0)>>2];f[d+96>>2]=f[((a+64|0)+96|0)>>2];f[(d+100|0)>>2]=f[((a+64|0)+100|0)>>2];f[(d+100|0)+4>>2]=f[((a+64|0)+100|0)+4>>2];f[(d+100|0)+8>>2]=f[((a+64|0)+100|0)+8>>2];f[(d+100|0)>>2]=f[((a+64|0)+100|0)>>2];f[d+104>>2]=f[((a+64|0)+104|0)>>2];f[d+108>>2]=f[((a+64|0)+108|0)>>2];f[(d+112|0)>>2]=f[w>>2];f[(d+112|0)+4>>2]=f[w+4>>2];f[(d+112|0)+8>>2]=f[w+8>>2];f[(d+112|0)+12>>2]=f[w+12>>2];f[(d+112|0)+16>>2]=f[w+16>>2];f[(d+112|0)+20>>2]=f[w+20>>2];p[(d+112|0)>>3]=+p[w>>3];p[d+120>>3]=+p[((a+64|0)+120|0)>>3];p[d+128>>3]=+p[((a+64|0)+128|0)>>3];f[(d+136|0)>>2]=f[x>>2];f[(d+136|0)+4>>2]=f[x+4>>2];f[(d+136|0)+8>>2]=f[x+8>>2];f[(d+136|0)+12>>2]=f[x+12>>2];f[(d+136|0)+16>>2]=f[x+16>>2];f[(d+136|0)+20>>2]=f[x+20>>2];p[(d+136|0)>>3]=+p[x>>3];p[d+144>>3]=+p[((a+64|0)+144|0)>>3];p[d+152>>3]=+p[((a+64|0)+152|0)>>3];f[(d+160|0)>>2]=f[y>>2];f[(d+160|0)+4>>2]=f[y+4>>2];f[(d+160|0)+8>>2]=f[y+8>>2];f[(d+160|0)+12>>2]=f[y+12>>2];f[(d+160|0)+16>>2]=f[y+16>>2];f[(d+160|0)+20>>2]=f[y+20>>2];p[(d+160|0)>>3]=+p[y>>3];p[d+168>>3]=+p[((a+64|0)+168|0)>>3];p[d+176>>3]=+p[((a+64|0)+176|0)>>3];f[(d+184|0)>>2]=f[((a+64|0)+184|0)>>2];f[(d+184|0)+4>>2]=f[((a+64|0)+184|0)+4>>2];f[(d+184|0)+8>>2]=f[((a+64|0)+184|0)+8>>2];f[(d+184|0)+12>>2]=f[((a+64|0)+184|0)+12>>2];f[(d+200|0)>>2]=f[z>>2];f[(d+200|0)+4>>2]=f[z+4>>2];f[(d+200|0)+8>>2]=f[z+8>>2];f[(d+200|0)+12>>2]=f[z+12>>2];p[(d+200|0)>>3]=+p[z>>3];p[d+208>>3]=+p[((a+64|0)+208|0)>>3];f[(d+216|0)>>2]=f[A>>2];f[(d+216|0)+4>>2]=f[A+4>>2];f[(d+216|0)+8>>2]=f[A+8>>2];f[(d+216|0)+12>>2]=f[A+12>>2];b[(d+216|0)+16>>0]=b[A+16>>0]|0;f[(c+40|0)>>2]=(f[(c+40|0)>>2]|0)+240}else e=1}if(e)if(1)C0(c+36|0,a+64|0);k=1}t=t+72|0;if((t|0)==(B|0)){r=k;f[a+3976>>2]=1;break a}else s=k}f[a+696>>2]=r;f[a+808>>2]=s;f[a+832>>2]=t;f[a+3816>>2]=C;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=D}function Ntb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0;z=f[a+656>>2]|0;s=f[a+704>>2]|0;u=f[a+944>>2]|0;c=f[a+3744>>2]|0;v=f[a+3776>>2]|0;A=f[a+3816>>2]|0;D=f[a+3840>>2]|0;B=f[a+3848>>2]|0;C=f[a+3896>>2]|0;if(C){C=0;if(c){sEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);q=0;r=0;while(1){c=wEa(a+64|0)|0;G=+n[c+4>>2];E=+n[c+8>>2];H=+n[c+12>>2];F=+n[c+16>>2];I=+n[c+20>>2];p[a>>3]=+n[c>>2];p[(a+8|0)>>3]=G;p[(a+16|0)>>3]=E;p[(a+24|0)>>3]=H;p[(a+32|0)>>3]=F;p[(a+40|0)>>3]=I;UBa(a+304|0,a,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;I=+p[(a+304|0)>>3];F=(+p[((a+304|0)+24|0)>>3]-I)*.5;H=+p[((a+304|0)+8|0)>>3];E=(+p[((a+304|0)+32|0)>>3]-H)*.5;G=+p[((a+304|0)+16|0)>>3];i=(+p[((a+304|0)+40|0)>>3]-G)*.5;p[(a+496|0)>>3]=I+F;p[((a+496|0)+8|0)>>3]=H+E;p[((a+496|0)+16|0)>>3]=G+i;p[((a+496|0)+24|0)>>3]=F*F+(E*E+i*i);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))e=r;else c=1}if(c)if(1){nEa(a+64|0,a+48|0);m=f[(a+48|0)>>2]|0;o=f[((a+48|0)+4|0)>>2]|0;c=1;if(c){c=0;if((m|0)==(o|0))d=0;else c=1}if(c)if(1){c=m;do{E=+p[c>>3];l=c+8|0;F=+p[l>>3];t=c+16|0;G=+p[t>>3];H=E*+p[(z+112|0)>>3]+F*+p[(z+144|0)>>3]+G*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];I=E*+p[(z+120|0)>>3]+F*+p[(z+152|0)>>3]+G*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*E+ +p[(z+136|0)>>3]*F+ +p[(z+168|0)>>3]*G+ +p[(z+200|0)>>3];p[l>>3]=H;p[t>>3]=I;c=c+24|0}while((c|0)!=(o|0));c=0;l=m;do{cub(a+496|0,f[z>>2]|0,l,(b[(z+362|0)>>0]|0)!=0);do if(b[(a+496|0)>>0]|0){d=f[(f[(z+8|0)>>2]|0)+108>>2]|0;if(d|0)if(!(Wtb(f[z>>2]|0,d,(a+496|0)+16|0)|0))break;j=(((l-m|0)/24|0)>>>1)+q|0;k=IEa(f[(z+12|0)>>2]|0,j)|0;d=f[z>>2]|0;h=(f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+84>>2]|0)+(k*12|0)+8|0;e=f[h>>2]&255;g=b[d>>0]|0;if(g&8)if(!((b[d+4>>0]&e)<<24>>24))break;if(g&4){t=b[d+3>>0]|0;if((t&e)<<24>>24!=t<<24>>24)break}if(g&2)if((b[d+2>>0]&e)<<24>>24)break;if(g&1){t=b[d+1>>0]|0;if((t&e)<<24>>24==t<<24>>24)break}c=f[(z+4|0)>>2]|0;d=f[(c+16|0)>>2]|0;if(d>>>0<(f[c+20>>2]|0)>>>0){dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;f[(c+16|0)>>2]=(f[(c+16|0)>>2]|0)+208}else Nsb(c+12|0);c=f[(f[(z+4|0)>>2]|0)+16>>2]|0;g=(f[(z+8|0)>>2]|0)+116|0;t=f[g+4>>2]|0;f[(c+-208|0)>>2]=f[g>>2];f[(c+-208|0)+4>>2]=t;p[(c+-144|0)>>3]=+p[((a+496|0)+16|0)>>3];p[c+-136>>3]=+p[((a+496|0)+24|0)>>3];p[c+-128>>3]=+p[((a+496|0)+32|0)>>3];f[(c+-188|0)>>2]=j;f[(c+-184|0)>>2]=k;f[c+-180>>2]=f[h>>2];p[c+-88>>3]=+p[l>>3];p[c+-80>>3]=+p[l+8>>3];p[c+-72>>3]=+p[l+16>>3];p[c+-64>>3]=+p[l+24>>3];p[c+-56>>3]=+p[l+32>>3];p[c+-48>>3]=+p[l+40>>3];sjb(a+304|0,f[(f[z>>2]|0)+56>>2]|0,c+-144|0);H=+p[(a+304|0)>>3];p[(a+304|0)>>3]=+p[(c+-40|0)>>3];p[(c+-40|0)>>3]=H;p[(c+-32|0)>>3]=+p[((a+304|0)+8|0)>>3];t=f[(f[z>>2]|0)+56>>2]|0;H=+p[(c+-40|0)>>3]-+p[t+24>>3];I=+p[(c+-32|0)>>3]-+p[t+32>>3];p[c+-24>>3]=H*H+I*I;p[c+-16>>3]=+p[((a+496|0)+8|0)>>3];t=(b[(z+361|0)>>0]|0)==0;f[(c+-188|0)>>2]=t?j:-1;f[(c+-184|0)>>2]=t?k:-1;c=1}while(0);l=l+48|0}while((l|0)!=(o|0));d=c}e=r|d}if(!(uEa(a+64|0)|0))break;vEa(a+64|0);q=q+512|0;r=e}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}t=s|e}else C=1}if(C){C=0;if(1)t=s;else C=1}s=1;if(s){s=0;if(v){tEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);q=0;r=0;while(1){c=wEa(a+64|0)|0;F=+n[c+4>>2];H=+n[c+8>>2];E=+n[c+12>>2];G=+n[c+16>>2];i=+n[c+20>>2];p[a>>3]=+n[c>>2];p[(a+8|0)>>3]=F;p[(a+16|0)>>3]=H;p[(a+24|0)>>3]=E;p[(a+32|0)>>3]=G;p[(a+40|0)>>3]=i;UBa(a+304|0,a,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;i=+p[(a+304|0)>>3];G=(+p[((a+304|0)+24|0)>>3]-i)*.5;E=+p[((a+304|0)+8|0)>>3];H=(+p[((a+304|0)+32|0)>>3]-E)*.5;F=+p[((a+304|0)+16|0)>>3];I=(+p[((a+304|0)+40|0)>>3]-F)*.5;p[(a+496|0)>>3]=i+G;p[((a+496|0)+8|0)>>3]=E+H;p[((a+496|0)+16|0)>>3]=F+I;p[((a+496|0)+24|0)>>3]=G*G+(H*H+I*I);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))x=r;else c=1}if(c)if(1){nEa(a+64|0,a+48|0);m=f[(a+48|0)>>2]|0;o=f[((a+48|0)+4|0)>>2]|0;c=1;if(c){c=0;if((m|0)==(o|0))w=0;else c=1}if(c)if(1){c=m;do{E=+p[c>>3];w=c+8|0;F=+p[w>>3];x=c+16|0;G=+p[x>>3];H=E*+p[(z+112|0)>>3]+F*+p[(z+144|0)>>3]+G*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];I=E*+p[(z+120|0)>>3]+F*+p[(z+152|0)>>3]+G*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*E+ +p[(z+136|0)>>3]*F+ +p[(z+168|0)>>3]*G+ +p[(z+200|0)>>3];p[w>>3]=H;p[x>>3]=I;c=c+24|0}while((c|0)!=(o|0));g=0;l=m;while(1){c=f[(f[(z+8|0)>>2]|0)+108>>2]|0;if(!c)B=160;else if(Wtb(f[z>>2]|0,c,l)|0)B=160;else y=g;do if((B|0)==160){B=0;eub(a+496|0,f[z>>2]|0,l,(b[(z+362|0)>>0]|0)!=0);i=+p[((a+496|0)+8|0)>>3];if(!(b[(a+496|0)>>0]|0))y=g;else{j=((l-m|0)/24|0)+q|0;k=JEa(f[(z+12|0)>>2]|0,j)|0;c=f[z>>2]|0;h=(f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+96>>2]|0)+(k*12|0)+8|0;d=f[h>>2]&255;e=b[c>>0]|0;if(e&8)if(!((b[c+4>>0]&d)<<24>>24)){y=g;break}if(e&4){y=b[c+3>>0]|0;if((y&d)<<24>>24!=y<<24>>24){y=g;break}}if(e&2)if((b[c+2>>0]&d)<<24>>24){y=g;break}if(e&1){y=b[c+1>>0]|0;if((y&d)<<24>>24==y<<24>>24){y=g;break}}c=f[(z+4|0)>>2]|0;d=f[(c+28|0)>>2]|0;if(d>>>0<(f[c+32>>2]|0)>>>0){A=d;D=A+120|0;do{f[A>>2]=0;A=A+4|0}while((A|0)<(D|0));f[(c+28|0)>>2]=(f[(c+28|0)>>2]|0)+120}else Osb(c+24|0);y=f[(f[(z+4|0)>>2]|0)+28>>2]|0;w=(f[(z+8|0)>>2]|0)+116|0;x=f[w+4>>2]|0;f[(y+-120|0)>>2]=f[w>>2];f[(y+-120|0)+4>>2]=x;p[(y+-80|0)>>3]=+p[l>>3];p[y+-72>>3]=+p[l+8>>3];p[y+-64>>3]=+p[l+16>>3];f[(y+-100|0)>>2]=j;f[(y+-96|0)>>2]=k;f[y+-92>>2]=f[h>>2];sjb(a+496|0,f[(f[z>>2]|0)+56>>2]|0,y+-80|0);H=+p[(a+496|0)>>3];p[(a+496|0)>>3]=+p[(y+-40|0)>>3];p[(y+-40|0)>>3]=H;p[(y+-32|0)>>3]=+p[((a+496|0)+8|0)>>3];x=f[(f[z>>2]|0)+56>>2]|0;H=+p[(y+-40|0)>>3]-+p[x+24>>3];I=+p[(y+-32|0)>>3]-+p[x+32>>3];p[y+-24>>3]=H*H+I*I;p[y+-16>>3]=i;x=(b[(z+361|0)>>0]|0)==0;f[(y+-100|0)>>2]=x?j:-1;f[(y+-96|0)>>2]=x?k:-1;y=1}}while(0);l=l+24|0;if((l|0)==(o|0)){w=y;break}else g=y}}x=r|w}if(!(uEa(a+64|0)|0))break;vEa(a+64|0);q=q+512|0;r=x}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}u=t|x}else s=1}if(s)if(1)u=t;f[a+944>>2]=u;f[a+3816>>2]=A;f[a+3840>>2]=D;f[a+3848>>2]=B;f[a+3896>>2]=C}function Otb(a){a=a|0;var c=0,d=0,e=0.0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;I=f[a+656>>2]|0;K=f[a+776>>2]|0;L=f[a+792>>2]|0;y=f[a+912>>2]|0;z=f[a+3256>>2]|0;A=f[a+3264>>2]|0;B=f[a+3272>>2]|0;D=f[a+3280>>2]|0;E=f[a+3288>>2]|0;F=f[a+3296>>2]|0;G=f[a+3304>>2]|0;N=f[a+3816>>2]|0;O=f[a+3832>>2]|0;P=f[a+3840>>2]|0;J=f[a+3848>>2]|0;while(1){w=wEa(a+64|0)|0;e=+n[w>>2];j=+n[w+4>>2];k=+n[w+8>>2];l=+n[w+12>>2];m=+n[w+16>>2];o=+n[w+20>>2];p[a>>3]=e;p[(a+8|0)>>3]=j;p[(a+16|0)>>3]=k;p[(a+24|0)>>3]=l;p[(a+32|0)>>3]=m;p[(a+40|0)>>3]=o;do if(z){p[((a+496|0)+32|0)>>3]=-1.0;p[(a+496|0)>>3]=(l-e)*.5+e;p[((a+496|0)+8|0)>>3]=(m-j)*.5+j;p[((a+496|0)+16|0)>>3]=(o-k)*.5+k;p[((a+496|0)+24|0)>>3]=(l-e)*.5*((l-e)*.5)+((m-j)*.5*((m-j)*.5)+(o-k)*.5*((o-k)*.5));e=+Fib(f[(f[I>>2]|0)+60>>2]|0,a+496|0);if(!(e>=0.0)){h=K;break}if(!(e<+p[(I+368|0)>>3]))if(b[(f[I>>2]|0)+20>>0]|0){h=K;break}nEa(a+64|0,a+48|0);d=f[(a+48|0)>>2]|0;g=f[((a+48|0)+4|0)>>2]|0;J=73}else{UBa(a+304|0,a,I+104|0);p[((a+496|0)+32|0)>>3]=-1.0;e=+p[(a+304|0)>>3];l=(+p[((a+304|0)+24|0)>>3]-e)*.5;j=+p[((a+304|0)+8|0)>>3];m=(+p[((a+304|0)+32|0)>>3]-j)*.5;k=+p[((a+304|0)+16|0)>>3];o=(+p[((a+304|0)+40|0)>>3]-k)*.5;p[(a+496|0)>>3]=e+l;p[((a+496|0)+8|0)>>3]=j+m;p[((a+496|0)+16|0)>>3]=k+o;p[((a+496|0)+24|0)>>3]=l*l+(m*m+o*o);if(!(+Trb(f[I>>2]|0,a+496|0)>=0.0))h=K;else{nEa(a+64|0,a+48|0);d=f[(a+48|0)>>2]|0;g=f[((a+48|0)+4|0)>>2]|0;if((d|0)==(g|0))J=73;else{c=d;do{j=+p[c>>3];w=c+8|0;k=+p[w>>3];J=c+16|0;l=+p[J>>3];m=j*+p[(I+112|0)>>3]+k*+p[(I+144|0)>>3]+l*+p[(I+176|0)>>3]+ +p[(I+208|0)>>3];o=j*+p[(I+120|0)>>3]+k*+p[(I+152|0)>>3]+l*+p[(I+184|0)>>3]+ +p[(I+216|0)>>3];p[c>>3]=+p[(I+104|0)>>3]*j+ +p[(I+136|0)>>3]*k+ +p[(I+168|0)>>3]*l+ +p[(I+200|0)>>3];p[w>>3]=m;p[J>>3]=o;c=c+24|0}while((c|0)!=(g|0));J=73}}}while(0);if((J|0)==73){J=0;v=d;c=g-v|0;w=d+(((c|0)/24|0)*24|0)|0;h=1;if(h){h=0;if(!c)i=0;else h=1}if(h)if(1){q=0;u=d;while(1){c=f[I>>2]|0;if(!(b[c+20>>0]|0))e=C;else e=+p[(I+368|0)>>3];aub(a+496|0,c,u,f[(I+504|0)>>2]|0,y,e,(b[(I+360|0)>>0]|0)!=0,(b[(I+362|0)>>0]|0)!=0);c=1;if(c){c=0;if(!(b[(a+496|0)>>0]|0))r=q;else c=1}if(c)if(1){e=+p[((a+496|0)+8|0)>>3];s=((((u-v|0)/24|0)>>>0)/3|0)+L|0;t=HEa(f[(I+12|0)>>2]|0,s)|0;c=f[I>>2]|0;r=(f[(f[(f[(I+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(t*12|0)+8|0;h=f[r>>2]&255;i=b[c>>0]|0;if(!(i&8))J=79;else if(!((b[c+4>>0]&h)<<24>>24))x=q;else J=79;do if((J|0)==79){J=0;if(i&4){Q=b[c+3>>0]|0;if((Q&h)<<24>>24!=Q<<24>>24){x=q;break}}if(i&2)if((b[c+2>>0]&h)<<24>>24){x=q;break}if(i&1){Q=b[c+1>>0]|0;if((Q&h)<<24>>24==Q<<24>>24){x=q;break}}do if(b[(c+9|0)>>0]|0){if(!(b[c+20>>0]|0))break;b[(c+9|0)>>0]=0;c=f[(I+4|0)>>2]|0;h=f[c+36>>2]|0;i=f[(c+40|0)>>2]|0;if((i|0)==(h|0))break;f[(c+40|0)>>2]=i+(~(((i+-240-h|0)>>>0)/240|0)*240|0)}while(0);if(+p[(I+368|0)>>3]>e){do if(b[(f[I>>2]|0)+20>>0]|0){c=f[(I+4|0)>>2]|0;h=f[c>>2]|0;i=f[(c+4|0)>>2]|0;if((i|0)==(h|0))break;f[(c+4|0)>>2]=i+(~(((i+-192-h|0)>>>0)/192|0)*192|0)}while(0);p[(I+368|0)>>3]=e}h=(f[(I+8|0)>>2]|0)+116|0;c=f[h+4>>2]|0;f[(a+304|0)>>2]=f[h>>2];f[(a+304|0)+4>>2]=c;f[((a+304|0)+28|0)>>2]=f[r>>2];p[((a+304|0)+112|0)>>3]=+p[u>>3];p[((a+304|0)+120|0)>>3]=+p[u+8>>3];p[((a+304|0)+128|0)>>3]=+p[u+16>>3];p[((a+304|0)+136|0)>>3]=+p[u+24>>3];p[((a+304|0)+144|0)>>3]=+p[u+32>>3];p[((a+304|0)+152|0)>>3]=+p[u+40>>3];p[((a+304|0)+160|0)>>3]=+p[u+48>>3];p[((a+304|0)+168|0)>>3]=+p[u+56>>3];p[((a+304|0)+176|0)>>3]=+p[u+64>>3];c=(b[(I+361|0)>>0]|0)==0;f[((a+304|0)+20|0)>>2]=c?s:-1;f[((a+304|0)+24|0)>>2]=c?t:-1;f[((a+304|0)+184|0)>>2]=y;b[((a+304|0)+188|0)>>0]=b[(I+360|0)>>0]|0;b[((a+304|0)+189|0)>>0]=b[(I+362|0)>>0]|0;b[((a+304|0)+190|0)>>0]=A;c=f[(I+4|0)>>2]|0;h=f[(c+4|0)>>2]|0;i=1;if(i)if(h>>>0<(f[c+8>>2]|0)>>>0){N=h;O=a+304|0;P=N+36|0;do{f[N>>2]=f[O>>2];N=N+4|0;O=O+4|0}while((N|0)<(P|0));f[(h+40|0)>>2]=f[B>>2];f[(h+40|0)+4>>2]=f[B+4>>2];f[(h+40|0)+8>>2]=f[B+8>>2];f[(h+40|0)+12>>2]=f[B+12>>2];f[(h+40|0)+16>>2]=f[B+16>>2];f[(h+40|0)+20>>2]=f[B+20>>2];p[(h+40|0)>>3]=+p[B>>3];p[h+48>>3]=+p[((a+304|0)+48|0)>>3];p[h+56>>3]=+p[((a+304|0)+56|0)>>3];f[(h+64|0)>>2]=f[D>>2];f[(h+64|0)+4>>2]=f[D+4>>2];f[(h+64|0)+8>>2]=f[D+8>>2];f[(h+64|0)+12>>2]=f[D+12>>2];f[(h+64|0)+16>>2]=f[D+16>>2];f[(h+64|0)+20>>2]=f[D+20>>2];p[(h+64|0)>>3]=+p[D>>3];p[h+72>>3]=+p[((a+304|0)+72|0)>>3];p[h+80>>3]=+p[((a+304|0)+80|0)>>3];f[(h+88|0)>>2]=f[((a+304|0)+88|0)>>2];f[(h+88|0)+4>>2]=f[((a+304|0)+88|0)+4>>2];f[(h+88|0)+8>>2]=f[((a+304|0)+88|0)+8>>2];f[(h+88|0)>>2]=f[((a+304|0)+88|0)>>2];f[h+92>>2]=f[((a+304|0)+92|0)>>2];f[h+96>>2]=f[((a+304|0)+96|0)>>2];f[(h+100|0)>>2]=f[((a+304|0)+100|0)>>2];f[(h+100|0)+4>>2]=f[((a+304|0)+100|0)+4>>2];f[(h+100|0)+8>>2]=f[((a+304|0)+100|0)+8>>2];f[(h+100|0)>>2]=f[((a+304|0)+100|0)>>2];f[h+104>>2]=f[((a+304|0)+104|0)>>2];f[h+108>>2]=f[((a+304|0)+108|0)>>2];f[(h+112|0)>>2]=f[E>>2];f[(h+112|0)+4>>2]=f[E+4>>2];f[(h+112|0)+8>>2]=f[E+8>>2];f[(h+112|0)+12>>2]=f[E+12>>2];f[(h+112|0)+16>>2]=f[E+16>>2];f[(h+112|0)+20>>2]=f[E+20>>2];p[(h+112|0)>>3]=+p[E>>3];p[h+120>>3]=+p[((a+304|0)+120|0)>>3];p[h+128>>3]=+p[((a+304|0)+128|0)>>3];f[(h+136|0)>>2]=f[F>>2];f[(h+136|0)+4>>2]=f[F+4>>2];f[(h+136|0)+8>>2]=f[F+8>>2];f[(h+136|0)+12>>2]=f[F+12>>2];f[(h+136|0)+16>>2]=f[F+16>>2];f[(h+136|0)+20>>2]=f[F+20>>2];p[(h+136|0)>>3]=+p[F>>3];p[h+144>>3]=+p[((a+304|0)+144|0)>>3];p[h+152>>3]=+p[((a+304|0)+152|0)>>3];f[(h+160|0)>>2]=f[G>>2];f[(h+160|0)+4>>2]=f[G+4>>2];f[(h+160|0)+8>>2]=f[G+8>>2];f[(h+160|0)+12>>2]=f[G+12>>2];f[(h+160|0)+16>>2]=f[G+16>>2];f[(h+160|0)+20>>2]=f[G+20>>2];p[(h+160|0)>>3]=+p[G>>3];p[h+168>>3]=+p[((a+304|0)+168|0)>>3];p[h+176>>3]=+p[((a+304|0)+176|0)>>3];x=f[((a+304|0)+184|0)+4>>2]|0;f[(h+184|0)>>2]=f[((a+304|0)+184|0)>>2];f[(h+184|0)+4>>2]=x;f[(c+4|0)>>2]=(f[(c+4|0)>>2]|0)+192;x=1;break}else i=1;if(i)if(1){T$(c,a+304|0);x=1;break}}while(0);r=x}u=u+72|0;if((u|0)==(w|0)){i=r;break}else q=r}}if(K|i){H=f[I>>2]|0;if(!(b[H+96>>0]|0))h=1;else if(+p[(I+368|0)>>3]<+p[H+88>>3]){J=102;break}else h=1}else h=0}if(!(uEa(a+64|0)|0)){M=h;break}vEa(a+64|0);K=h;L=L+512|0}if((J|0)==102){Zqb(H+168|0);M=1}if(z){c=f[I>>2]|0;if(M){m=+p[c+112>>3];o=+p[(I+368|0)>>3]*(1.0/+p[I+512>>3]);p[(I+368|0)>>3]=m<o?m:o}c=f[c+60>>2]|0;p[c>>3]=+p[c+72>>3];p[c+8>>3]=+p[c+80>>3];p[c+16>>3]=+p[c+88>>3];p[c+24>>3]=+p[c+96>>3];p[c+32>>3]=+p[c+104>>3];p[c+40>>3]=+p[c+112>>3];f[c+48>>2]=f[c+120>>2];f[c+52>>2]=f[c+124>>2];f[c+56>>2]=f[c+128>>2];f[c+60>>2]=f[c+132>>2];f[c+64>>2]=f[c+136>>2];f[c+68>>2]=f[c+140>>2];c=f[I>>2]|0;xjb(c+744|0,f[c+760>>2]|0,f[c+764>>2]|0);c=f[(f[I>>2]|0)+56>>2]|0;if(c|0){Q=f[c>>2]|0;p[Q+8>>3]=+p[Q+40>>3];p[Q+16>>3]=+p[Q+48>>3];p[Q+24>>3]=+p[Q+56>>3];p[Q+32>>3]=+p[Q+64>>3]}}if(M){Q=(f[I>>2]|0)+112|0;m=+p[Q>>3];o=+p[(I+368|0)>>3];o=m<o?m:o;p[(I+368|0)>>3]=o;p[Q>>3]=o}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}Q=M;f[a+704>>2]=Q;f[a+776>>2]=K;f[a+792>>2]=L;f[a+3816>>2]=N;f[a+3832>>2]=O;f[a+3840>>2]=P;f[a+3848>>2]=J}function Ptb(a){a=a|0;var c=0,d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,E=0,F=0,I=0,J=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0,aa=0,ba=0;z=f[a+656>>2]|0;v=+n[a+672>>2];m=f[a+3192>>2]|0;o=f[a+3744>>2]|0;q=f[a+3760>>2]|0;r=f[a+3776>>2]|0;J=f[a+3848>>2]|0;L=f[a+3856>>2]|0;a:{if(L){L=0;if(q){b[(z+360|0)>>0]=0;g=f[z>>2]|0;d=f[(g+56|0)>>2]|0;do if(!d){g=f[g+48>>2]|0;h=0}else{if(v==0.0){Vib(a+496|0,f[g+48>>2]|0,f[f[d>>2]>>2]|0,f[(z+8|0)>>2]|0,0);g=f[f[(g+56|0)>>2]>>2]|0;e=+p[g+32>>3]+(+p[g+8>>3]*+p[(a+496|0)>>3]+(+p[g+16>>3]*+p[(a+496|0)+8>>3]+ +p[g+24>>3]*+p[(a+496|0)+16>>3]));b[(z+360|0)>>0]=(e<0.0?1:e*e<+p[(a+496|0)+24>>3])&1;g=f[z>>2]|0;d=f[g+56>>2]|0;g=f[g+48>>2]|0;if(!d){h=0;break}}else{b[(z+360|0)>>0]=0;g=f[g+48>>2]|0}h=f[f[d>>2]>>2]|0}while(0);d=f[(z+8|0)>>2]|0;t=tSa(g)|0;d=f[d+196>>2]|0;b:do if((d&32|0)!=0|(d&2048|0)==0&(t^1))if((h|0)==0|(d&33554456|0)==0){g=f[z+100>>2]|0;d=f[z>>2]|0;do if((g|0)!=(f[(d+608|0)>>2]|0)){f[(d+608|0)>>2]=g;Y=+p[(z+104|0)>>3];Q=+p[z+144>>3];S=+p[z+112>>3];X=+p[z+136>>3];M=+p[z+184>>3];U=+p[z+224>>3];T=+p[z+192>>3];O=+p[z+216>>3];W=+p[z+152>>3];V=+p[z+120>>3];_=+p[z+176>>3];Z=+p[z+208>>3];R=+p[z+160>>3];P=+p[z+128>>3];N=+p[z+168>>3];e=+p[z+200>>3];t=+K(+((V*R-W*P)*(Z*N-_*e)+((Y*Q-S*X)*(M*U-T*O)-(Y*W-X*V)*(U*_-T*Z)+(O*_-M*Z)*(Y*R-X*P)+(S*W-Q*V)*(U*N-T*e)-(S*R-Q*P)*(O*N-M*e))))>1.0e-12;d=f[z>>2]|0;if(t){LAa(z+104|0,d+616|0);d=f[z>>2]|0;break}else{f[d+608>>2]=0;k=0;break b}}while(0);j=d+616|0;i=d;J=42}else J=35;else J=35;while(0);if((J|0)==35){N=+p[(z+104|0)>>3];V=+p[z+144>>3];T=+p[z+112>>3];O=+p[z+136>>3];Z=+p[z+184>>3];R=+p[z+224>>3];S=+p[z+192>>3];X=+p[z+216>>3];P=+p[z+152>>3];Q=+p[z+120>>3];e=+p[z+176>>3];M=+p[z+208>>3];U=+p[z+160>>3];W=+p[z+128>>3];Y=+p[z+168>>3];_=+p[z+200>>3];if(+K(+((Q*U-P*W)*(M*Y-e*_)+((N*V-T*O)*(Z*R-S*X)-(N*P-O*Q)*(R*e-S*M)+(X*e-Z*M)*(N*U-O*W)+(T*P-V*Q)*(R*Y-S*_)-(T*U-V*W)*(X*Y-Z*_))))>1.0e-12){LAa(z+104|0,z+232|0);j=z+232|0;i=f[z>>2]|0;J=42}else k=0}if((J|0)==42){d=f[i+60>>2]|0;p[d+72>>3]=+p[d>>3];p[d+80>>3]=+p[d+8>>3];p[d+88>>3]=+p[d+16>>3];p[d+96>>3]=+p[d+24>>3];p[d+104>>3]=+p[d+32>>3];p[d+112>>3]=+p[d+40>>3];f[d+120>>2]=f[d+48>>2];f[d+124>>2]=f[d+52>>2];f[d+128>>2]=f[d+56>>2];f[d+132>>2]=f[d+60>>2];f[d+136>>2]=f[d+64>>2];f[d+140>>2]=f[d+68>>2];Yib(a+496|0,f[(f[z>>2]|0)+60>>2]|0,j,z+512|0);V=+p[(a+496|0)>>3];W=+p[(a+496|0)+8>>3];X=+p[(a+496|0)+16>>3];Y=+p[(a+496|0)+24>>3];Z=+p[(a+496|0)+32>>3];_=+p[(a+496|0)+40>>3];d=f[(f[z>>2]|0)+60>>2]|0;p[d>>3]=V;p[d+8>>3]=W;p[d+16>>3]=X;p[d+24>>3]=Y;p[d+32>>3]=Z;p[d+40>>3]=_;n[d+48>>2]=V;n[d+52>>2]=W;n[d+56>>2]=X;n[d+60>>2]=Y;n[d+64>>2]=Z;n[d+68>>2]=_;p[(z+368|0)>>3]=+p[(z+512|0)>>3]*+p[(z+368|0)>>3];d=f[(f[z>>2]|0)+56>>2]|0;if(d|0){d=f[d>>2]|0;p[d+40>>3]=+p[(d+8|0)>>3];p[d+48>>3]=+p[(d+16|0)>>3];p[d+56>>3]=+p[(d+24|0)>>3];p[d+64>>3]=+p[(d+32|0)>>3];if(b[(z+360|0)>>0]|0){_ib(a+496|0,d+8|0,j,z+104|0);p[(d+8|0)>>3]=+p[(a+496|0)>>3];p[(d+16|0)>>3]=+p[(a+496|0)+8>>3];p[(d+24|0)>>3]=+p[(a+496|0)+16>>3];p[(d+32|0)>>3]=+p[(a+496|0)+24>>3]}}i=f[z>>2]|0;d=f[i+744>>2]|0;i=f[i+748>>2]|0;if((d|0)==(i|0))k=1;else{do{g=f[d>>2]|0;h=f[d+4>>2]|0;if((g|0)!=(h|0))do{_ib(a+496|0,g,j,z+104|0);p[g>>3]=+p[(a+496|0)>>3];p[g+8>>3]=+p[((a+496|0)+8|0)>>3];p[g+16>>3]=+p[((a+496|0)+16|0)>>3];p[g+24>>3]=+p[((a+496|0)+24|0)>>3];g=g+32|0}while((g|0)!=(h|0));d=d+12|0}while((d|0)!=(i|0));k=1}}d=f[z>>2]|0;g=f[d+56>>2]|0;if(g){if(k){f[(a+304|0)>>2]=(f[g>>2]|0)+72;f[(a+304|0)+4>>2]=z+104;yAa(a+496|0,a+304|0)|0;p[z+376>>3]=+p[(a+496|0)>>3];p[z+384>>3]=+p[(a+496|0)+8>>3];p[z+392>>3]=+p[(a+496|0)+16>>3];p[z+400>>3]=+p[(a+496|0)+24>>3];p[z+408>>3]=+p[(a+496|0)+32>>3];p[z+416>>3]=+p[(a+496|0)+40>>3];p[z+424>>3]=+p[(a+496|0)+48>>3];p[z+432>>3]=+p[(a+496|0)+56>>3];p[z+440>>3]=+p[(a+496|0)+64>>3];p[z+448>>3]=+p[(a+496|0)+72>>3];p[z+456>>3]=+p[(a+496|0)+80>>3];p[z+464>>3]=+p[(a+496|0)+88>>3];p[z+472>>3]=+p[(a+496|0)+96>>3];p[z+480>>3]=+p[(a+496|0)+104>>3];p[z+488>>3]=+p[(a+496|0)+112>>3];d=f[z>>2]|0;e=+p[(a+496|0)+120>>3]}else{t=f[g>>2]|0;p[z+376>>3]=+p[t+72>>3];p[z+384>>3]=+p[t+80>>3];p[z+392>>3]=+p[t+88>>3];p[z+400>>3]=+p[t+96>>3];p[z+408>>3]=+p[t+104>>3];p[z+416>>3]=+p[t+112>>3];p[z+424>>3]=+p[t+120>>3];p[z+432>>3]=+p[t+128>>3];p[z+440>>3]=+p[t+136>>3];p[z+448>>3]=+p[t+144>>3];p[z+456>>3]=+p[t+152>>3];p[z+464>>3]=+p[t+160>>3];p[z+472>>3]=+p[t+168>>3];p[z+480>>3]=+p[t+176>>3];p[z+488>>3]=+p[t+184>>3];e=+p[t+192>>3]}p[z+496>>3]=e;f[z+504>>2]=z+376}d=f[d+576>>2]|0;g=f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+52>>2]|0;if(!(g&4)){if(g&1)d=ijb(d)|0;h=f[z+100>>2]|0;g=b[(h+120|0)>>0]|0;if(g&8){BIa(h);g=b[(h+120|0)>>0]|0}if(g&1)d=ijb(d)|0}else d=0;rEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);$=(k^1)&1;g=(a+304|0)+40|0;h=(a+304|0)+64|0;i=(a+304|0)+112|0;j=(a+304|0)+136|0;t=(a+304|0)+160|0;ba=0;aa=0;f[a+656>>2]=z;f[a+704>>2]=l;f[a+776>>2]=ba;f[a+792>>2]=aa;f[a+912>>2]=d;f[a+3256>>2]=k;f[a+3264>>2]=$;f[a+3272>>2]=g;f[a+3280>>2]=h;f[a+3288>>2]=i;f[a+3296>>2]=j;f[a+3304>>2]=t;f[a+3816>>2]=B;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3992>>2]=0;f[a+3996>>2]=0;Otb(a);l=f[a+704>>2]|0;B=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0}else L=1}if(L){L=0;if(1)l=0;else L=1}d=1;if(d){d=0;if(m){ba=1;f[a+656>>2]=z;f[a+704>>2]=l;f[a+944>>2]=c;f[a+3744>>2]=o;f[a+3776>>2]=r;f[a+3816>>2]=B;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3896>>2]=ba;f[a+3984>>2]=0;f[a+3988>>2]=0;Ntb(a);c=f[a+944>>2]|0;B=f[a+3816>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0}else d=1}if(d)if(1)c=l;if(c|q^1){u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}c=f[z>>2]|0;d=f[(c+56|0)>>2]|0;if(!d){c=0;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}if(!(b[c+9>>0]|0)){c=0;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}b[(z+360|0)>>0]=0;if(v==0.0){Vib(a+496|0,f[c+48>>2]|0,f[f[d>>2]>>2]|0,f[(z+8|0)>>2]|0,0);c=f[f[(c+56|0)>>2]>>2]|0;_=+p[c+32>>3]+(+p[c+8>>3]*+p[(a+496|0)>>3]+(+p[c+16>>3]*+p[(a+496|0)+8>>3]+ +p[c+24>>3]*+p[(a+496|0)+16>>3]));b[(z+360|0)>>0]=(_<0.0?1:_*_<+p[(a+496|0)+24>>3])&1;c=f[(f[z>>2]|0)+56>>2]|0;if(c|0){s=c;J=190}}else{b[(z+360|0)>>0]=0;s=d;J=190}if((J|0)==190){ba=f[s>>2]|0;p[(z+376|0)>>3]=+p[ba+72>>3];p[z+384>>3]=+p[ba+80>>3];p[z+392>>3]=+p[ba+88>>3];p[z+400>>3]=+p[ba+96>>3];p[z+408>>3]=+p[ba+104>>3];p[z+416>>3]=+p[ba+112>>3];p[z+424>>3]=+p[ba+120>>3];p[z+432>>3]=+p[ba+128>>3];p[z+440>>3]=+p[ba+136>>3];p[z+448>>3]=+p[ba+144>>3];p[z+456>>3]=+p[ba+152>>3];p[z+464>>3]=+p[ba+160>>3];p[z+472>>3]=+p[ba+168>>3];p[z+480>>3]=+p[ba+176>>3];p[z+488>>3]=+p[ba+184>>3];p[z+496>>3]=+p[ba+192>>3];f[z+504>>2]=z+376|0}ba=f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+52>>2]|0;if(!(ba&4)){c=f[z+100>>2]|0;ba=b[(c+120|0)>>0]|0;if(ba&8)BIa(c)}rEa(a,z+16|0);cBa(a+624|0,f[64728]|0);l=(a+64|0)+40|0;m=(a+64|0)+64|0;o=(a+64|0)+112|0;q=(a+64|0)+136|0;r=(a+64|0)+160|0;s=(a+64|0)+200|0;t=(a+64|0)+216|0;j=0;k=0;while(1){c=wEa(a)|0;X=+n[c+4>>2];Z=+n[c+8>>2];W=+n[c+12>>2];Y=+n[c+16>>2];V=+n[c+20>>2];p[(a+64|0)>>3]=+n[c>>2];p[((a+64|0)+8|0)>>3]=X;p[((a+64|0)+16|0)>>3]=Z;p[((a+64|0)+24|0)>>3]=W;p[((a+64|0)+32|0)>>3]=Y;p[((a+64|0)+40|0)>>3]=V;UBa(a+304|0,a+64|0,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;V=+p[(a+304|0)>>3];Y=(+p[((a+304|0)+24|0)>>3]-V)*.5;W=+p[((a+304|0)+8|0)>>3];Z=(+p[((a+304|0)+32|0)>>3]-W)*.5;X=+p[((a+304|0)+16|0)>>3];_=(+p[((a+304|0)+40|0)>>3]-X)*.5;p[(a+496|0)>>3]=V+Y;p[((a+496|0)+8|0)>>3]=W+Z;p[((a+496|0)+16|0)>>3]=X+_;p[((a+496|0)+24|0)>>3]=Y*Y+(Z*Z+_*_);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))y=j;else c=1}if(c)if(1){nEa(a,a+624|0);h=f[(a+624|0)>>2]|0;i=f[((a+624|0)+4|0)>>2]|0;if((h|0)!=(i|0)){c=h;do{W=+p[c>>3];aa=c+8|0;X=+p[aa>>3];ba=c+16|0;Y=+p[ba>>3];Z=W*+p[(z+112|0)>>3]+X*+p[(z+144|0)>>3]+Y*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];_=W*+p[(z+120|0)>>3]+X*+p[(z+152|0)>>3]+Y*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*W+ +p[(z+136|0)>>3]*X+ +p[(z+168|0)>>3]*Y+ +p[(z+200|0)>>3];p[aa>>3]=Z;p[ba>>3]=_;c=c+24|0}while((c|0)!=(i|0))}c=f[(z+4|0)>>2]|0;g=1;if(g){g=0;if((f[c>>2]|0)==(f[c+4>>2]|0)){c=1;if(c){c=0;if((h|0)==(i|0))x=0;else c=1}if(c)if(1){c=0;d=h;while(1){aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d,f[aa+60>>2]|0);_=+p[(a+496|0)>>3];_=_<C?_:C;aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d+24|0,f[aa+60>>2]|0);Z=+p[(a+496|0)>>3];aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d+48|0,f[aa+60>>2]|0);aa=+p[(a+496|0)>>3]<(Z<_?Z:_);$=aa?2:Z<_&1;ba=((((d-h|0)/24|0)>>>0)/3|0)+k|0;f[a+656>>2]=z;f[a+696>>2]=x;f[a+808>>2]=c;f[a+832>>2]=d;f[a+936>>2]=$;f[a+2152>>2]=l;f[a+2160>>2]=m;f[a+2168>>2]=o;f[a+2176>>2]=q;f[a+2184>>2]=r;f[a+2192>>2]=s;f[a+2208>>2]=t;f[a+2336>>2]=i;f[a+2464>>2]=aa;f[a+2472>>2]=ba;f[a+3816>>2]=B;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3976>>2]=0;f[a+3980>>2]=0;Mtb(a);x=f[a+696>>2]|0;c=f[a+808>>2]|0;d=f[a+832>>2]|0;B=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0;G=f[a+3976>>2]|0;D=f[a+3980>>2]|0;H=+n[a+3980>>2];f[a+3976>>2]=0;f[a+3980>>2]=0;if((G|0)==1)break}}w=(x&1)!=0}else g=1}if(g)if(1)w=0;if(j|w){A=f[z>>2]|0;if(!(b[A+96>>0]|0))y=1;else if(+p[(z+368|0)>>3]<+p[A+88>>3]){J=255;break}else y=1}else y=0}if(!(uEa(a)|0)){J=258;break}vEa(a);j=y;k=k+512|0}if((J|0)==255){Zqb(A+168|0);J=259}else if((J|0)==258)if(y)J=259;else I=0;if((J|0)==259){I=(f[z>>2]|0)+112|0;Z=+p[I>>3];_=+p[(z+368|0)>>3];_=Z<_?Z:_;p[(z+368|0)>>3]=_;p[I>>3]=_;I=1}c=f[(a+624|0)+12>>2]|0;if(c|0)xCa(c,a+624|0);c=f[(a+624|0)>>2]|0;if(c|0){d=f[((a+624|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+624|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=I;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}f[a+920>>2]=c;f[a+3848>>2]=J;f[a+3856>>2]=L}function Qtb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;o=f[a+80>>2]|0;p=f[a+88>>2]|0;v=f[a+112>>2]|0;n=f[a+352>>2]|0;t=f[a+616>>2]|0;u=f[a+624>>2]|0;e=f[a+832>>2]|0;q=(a+48|0)+4|0;r=(a+32|0)+4|0;s=(a+16|0)+4|0;j=o;k=t;l=u;m=u+((p+3|0)>>>2)|0;while(1){do if(e>>>0>32)i=3;else{c=f[((a+48|0)+8|0)>>2]|0;d=f[((a+48|0)+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){i=c+(0-(e>>>3))|0;f[((a+48|0)+8|0)>>2]=i;e=e&7;f[q>>2]=e;f[(a+48|0)>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=0;break}if((c|0)==(d|0)){i=e>>>0<32?1:2;break}else{i=e>>>3;g=(c+(0-i)|0)>>>0<d>>>0?c-d|0:i;f[((a+48|0)+8|0)>>2]=c+(0-g)|0;e=e-(g<<3)|0;f[q>>2]=e;f[(a+48|0)>>2]=h[(c+(0-g)|0)>>0]|h[(c+(0-g)|0)+1>>0]<<8|h[(c+(0-g)|0)+2>>0]<<16|h[(c+(0-g)|0)+3>>0]<<24;i=(c+(0-i)|0)>>>0<d>>>0&1;break}}while(0);c=f[r>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+32|0)+8|0)>>2]|0;g=f[((a+32|0)+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[((a+32|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[r>>2]=c&7;f[(a+32|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[((a+32|0)+8|0)>>2]=d+(0-w)|0;f[r>>2]=c-(w<<3);f[(a+32|0)>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);i=c|i;c=f[s>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+16|0)+8|0)>>2]|0;g=f[((a+16|0)+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[((a+16|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[s>>2]=c&7;f[(a+16|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[((a+16|0)+8|0)>>2]=d+(0-w)|0;f[s>>2]=c-(w<<3);f[(a+16|0)>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);i=i|c;c=f[(a+4|0)>>2]|0;do if(c>>>0>32)c=3;else{d=f[(a+8|0)>>2]|0;g=f[(a+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[(a+8|0)>>2]=d+(0-(c>>>3))|0;f[(a+4|0)>>2]=c&7;f[a>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[(a+8|0)>>2]=d+(0-w)|0;f[(a+4|0)>>2]=c-(w<<3);f[a>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);if(!(m>>>0<((o+p|0)+-7|0)>>>0&(i|c|0)==0))break;w=f[(a+48|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[q>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[j>>0]=i;i=f[r>>2]|0;w=f[(a+32|0)>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[r>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[k>>0]=e;e=f[s>>2]|0;w=f[(a+16|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[s>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[l>>0]=i;i=f[(a+4|0)>>2]|0;w=f[a>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[(a+4|0)>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[m>>0]=e;e=f[q>>2]|0;w=f[(a+48|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[q>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[j+1>>0]=i;i=f[r>>2]|0;w=f[(a+32|0)>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[r>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[k+1>>0]=e;e=f[s>>2]|0;w=f[(a+16|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[s>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[l+1>>0]=i;i=f[(a+4|0)>>2]|0;w=f[a>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[(a+4|0)>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[m+1>>0]=e;j=j+2|0;k=k+2|0;l=l+2|0;m=m+2|0;e=f[q>>2]|0}if(l>>>0>(u+((p+3|0)>>>2)|0)>>>0|(k>>>0>u>>>0|j>>>0>t>>>0))c=-11;else{ktb(j,a+48|0,t,v+4|0,n&255);ktb(k,a+32|0,u,v+4|0,n&255);ktb(l,a+16|0,u+((p+3|0)>>>2)|0,v+4|0,n&255);ktb(m,a,o+p|0,v+4|0,n&255);c=((f[q>>2]|0)==32?(f[((a+48|0)+8|0)>>2]|0)==(f[((a+48|0)+12|0)>>2]|0):0)&((f[r>>2]|0)==32?(f[((a+32|0)+8|0)>>2]|0)==(f[((a+32|0)+12|0)>>2]|0):0)&((f[s>>2]|0)==32?(f[((a+16|0)+8|0)>>2]|0)==(f[((a+16|0)+12|0)>>2]|0):0)&((f[(a+4|0)>>2]|0)==32?(f[(a+8|0)>>2]|0)==(f[(a+12|0)>>2]|0):0)?p:-11}f[a+272>>2]=c}function Rtb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;k=f[a+80>>2]|0;l=f[a+88>>2]|0;r=f[a+112>>2]|0;s=f[a+144>>2]|0;t=f[a+152>>2]|0;u=f[a+160>>2]|0;v=f[a+168>>2]|0;j=f[a+296>>2]|0;m=f[a+440>>2]|0;n=f[a+448>>2]|0;o=f[a+456>>2]|0;w=f[a+472>>2]|0;p=f[a+560>>2]|0;q=f[a+568>>2]|0;x=f[a+616>>2]|0;while(1){do if(w>>>0>32){g=3;i=w}else{c=f[((a+48|0)+8|0)>>2]|0;d=f[((a+48|0)+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){g=c+(0-(w>>>3))|0;f[((a+48|0)+8|0)>>2]=g;i=w&7;f[m>>2]=i;f[(a+48|0)>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;g=0;break}if((c|0)==(d|0)){g=w>>>0<32?1:2;i=w;break}else{g=w>>>3;e=(c+(0-g)|0)>>>0<d>>>0?c-d|0:g;f[((a+48|0)+8|0)>>2]=c+(0-e)|0;i=w-(e<<3)|0;f[m>>2]=i;f[(a+48|0)>>2]=h[(c+(0-e)|0)>>0]|h[(c+(0-e)|0)+1>>0]<<8|h[(c+(0-e)|0)+2>>0]<<16|h[(c+(0-e)|0)+3>>0]<<24;g=(c+(0-g)|0)>>>0<d>>>0&1;break}}while(0);c=f[n>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+32|0)+8|0)>>2]|0;e=f[((a+32|0)+12|0)>>2]|0;if(d>>>0>=(e+4|0)>>>0){f[((a+32|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[n>>2]=c&7;f[(a+32|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(e|0)){c=c>>>0<32?1:2;break}else{y=(d+(0-(c>>>3))|0)>>>0<e>>>0?d-e|0:c>>>3;f[((a+32|0)+8|0)>>2]=d+(0-y)|0;f[n>>2]=c-(y<<3);f[(a+32|0)>>2]=h[(d+(0-y)|0)>>0]|h[(d+(0-y)|0)+1>>0]<<8|h[(d+(0-y)|0)+2>>0]<<16|h[(d+(0-y)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<e>>>0&1;break}}while(0);g=c|g;c=f[o>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+16|0)+8|0)>>2]|0;e=f[((a+16|0)+12|0)>>2]|0;if(d>>>0>=(e+4|0)>>>0){f[((a+16|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[o>>2]=c&7;f[(a+16|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(e|0)){c=c>>>0<32?1:2;break}else{y=(d+(0-(c>>>3))|0)>>>0<e>>>0?d-e|0:c>>>3;f[((a+16|0)+8|0)>>2]=d+(0-y)|0;f[o>>2]=c-(y<<3);f[(a+16|0)>>2]=h[(d+(0-y)|0)>>0]|h[(d+(0-y)|0)+1>>0]<<8|h[(d+(0-y)|0)+2>>0]<<16|h[(d+(0-y)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<e>>>0&1;break}}while(0);e=g|c;do if(x>>>0>32)c=3;else{c=f[(a+8|0)>>2]|0;d=f[(a+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){c=c+(0-(x>>>3))|0;f[(a+8|0)>>2]=c;f[(a+4|0)>>2]=x&7;f[a>>2]=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=0;break}if((c|0)==(d|0)){c=x>>>0<32?1:2;break}else{y=x>>>3;g=(c+(0-y)|0)>>>0<d>>>0?c-d|0:y;f[(a+8|0)>>2]=c+(0-g)|0;f[(a+4|0)>>2]=x-(g<<3);f[a>>2]=h[(c+(0-g)|0)>>0]|h[(c+(0-g)|0)+1>>0]<<8|h[(c+(0-g)|0)+2>>0]<<16|h[(c+(0-g)|0)+3>>0]<<24;c=(c+(0-y)|0)>>>0<d>>>0&1;break}}while(0);if(!(v>>>0<((k+l|0)+-7|0)>>>0&(e|c|0)==0))break;g=f[(a+48|0)>>2]<<(i&31)>>>(0-j&31);i=h[((r+4|0)+(g<<2)|0)>>0]|h[((r+4|0)+(g<<2)|0)+1>>0]<<8;b[s>>0]=i;b[s+1>>0]=i>>8;f[m>>2]=(f[m>>2]|0)+(h[(r+4|0)+(g<<2)+2>>0]|0);g=s+(h[(r+4|0)+(g<<2)+3>>0]|0)|0;i=f[(a+32|0)>>2]<<(f[n>>2]&31)>>>(0-j&31);w=h[((r+4|0)+(i<<2)|0)>>0]|h[((r+4|0)+(i<<2)|0)+1>>0]<<8;b[t>>0]=w;b[t+1>>0]=w>>8;f[n>>2]=(f[n>>2]|0)+(h[(r+4|0)+(i<<2)+2>>0]|0);i=t+(h[(r+4|0)+(i<<2)+3>>0]|0)|0;w=f[(a+16|0)>>2]<<(f[o>>2]&31)>>>(0-j&31);y=h[((r+4|0)+(w<<2)|0)>>0]|h[((r+4|0)+(w<<2)|0)+1>>0]<<8;b[u>>0]=y;b[u+1>>0]=y>>8;f[o>>2]=(f[o>>2]|0)+(h[(r+4|0)+(w<<2)+2>>0]|0);w=u+(h[(r+4|0)+(w<<2)+3>>0]|0)|0;y=f[a>>2]<<(f[(a+4|0)>>2]&31)>>>(0-j&31);e=h[((r+4|0)+(y<<2)|0)>>0]|h[((r+4|0)+(y<<2)|0)+1>>0]<<8;b[v>>0]=e;b[v+1>>0]=e>>8;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+(h[(r+4|0)+(y<<2)+2>>0]|0);y=v+(h[(r+4|0)+(y<<2)+3>>0]|0)|0;e=f[(a+48|0)>>2]<<(f[m>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(e<<2)|0)>>0]|h[((r+4|0)+(e<<2)|0)+1>>0]<<8;b[g>>0]=x;b[g+1>>0]=x>>8;f[m>>2]=(f[m>>2]|0)+(h[(r+4|0)+(e<<2)+2>>0]|0);e=g+(h[(r+4|0)+(e<<2)+3>>0]|0)|0;g=f[(a+32|0)>>2]<<(f[n>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(g<<2)|0)>>0]|h[((r+4|0)+(g<<2)|0)+1>>0]<<8;b[i>>0]=x;b[i+1>>0]=x>>8;f[n>>2]=(f[n>>2]|0)+(h[(r+4|0)+(g<<2)+2>>0]|0);g=i+(h[(r+4|0)+(g<<2)+3>>0]|0)|0;i=f[(a+16|0)>>2]<<(f[o>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(i<<2)|0)>>0]|h[((r+4|0)+(i<<2)|0)+1>>0]<<8;b[w>>0]=x;b[w+1>>0]=x>>8;f[o>>2]=(f[o>>2]|0)+(h[(r+4|0)+(i<<2)+2>>0]|0);i=w+(h[(r+4|0)+(i<<2)+3>>0]|0)|0;w=f[a>>2]<<(f[(a+4|0)>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(w<<2)|0)>>0]|h[((r+4|0)+(w<<2)|0)+1>>0]<<8;b[y>>0]=x;b[y+1>>0]=x>>8;x=(f[(a+4|0)>>2]|0)+(h[(r+4|0)+(w<<2)+2>>0]|0)|0;f[(a+4|0)>>2]=x;s=e;t=g;u=i;v=y+(h[(r+4|0)+(w<<2)+3>>0]|0)|0;w=f[m>>2]|0}if(u>>>0>(q+((l+3|0)>>>2)|0)>>>0|(t>>>0>q>>>0|s>>>0>p>>>0))c=-11;else{otb(s,a+48|0,p,r+4|0,j&255);otb(t,a+32|0,q,r+4|0,j&255);otb(u,a+16|0,q+((l+3|0)>>>2)|0,r+4|0,j&255);otb(v,a,k+l|0,r+4|0,j&255);c=((f[m>>2]|0)==32?(f[((a+48|0)+8|0)>>2]|0)==(f[((a+48|0)+12|0)>>2]|0):0)&((f[n>>2]|0)==32?(f[((a+32|0)+8|0)>>2]|0)==(f[((a+32|0)+12|0)>>2]|0):0)&((f[o>>2]|0)==32?(f[((a+16|0)+8|0)>>2]|0)==(f[((a+16|0)+12|0)>>2]|0):0)&((f[(a+4|0)>>2]|0)==32?(f[(a+8|0)>>2]|0)==(f[(a+12|0)>>2]|0):0)?l:-11}f[a+144>>2]=s;f[a+152>>2]=t;f[a+160>>2]=u;f[a+168>>2]=v;f[a+272>>2]=c;f[a+472>>2]=w;f[a+616>>2]=x}
+function xz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=P1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18296;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Y1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=26064;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function yz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20916;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else h2(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=26108;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function zz(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262821;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262821)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262821)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Az(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=j;f[i+12>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Bz(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function Bz(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Cz(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Cz(a,b);return}function Cz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Dz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;i=f[a>>2]|0;d=e-i>>2;c=d+1|0;j=i;if(c>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-i|0;g=m>>1;g=m>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);c=h+(d<<2)|0;d=c;h=h+(g<<2)|0;f[c>>2]=f[b>>2];g=c+4|0;if((e|0)==(j|0))c=j;else{do{e=e+-4|0;m=f[e>>2]|0;f[e>>2]=0;f[c+-4>>2]=m;c=d+-4|0;d=c}while((e|0)!=(j|0));i=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=d;f[l>>2]=g;f[k>>2]=h;b=i;if((c|0)!=(b|0)){g=c;do{g=g+-4|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){c=f[h>>2]|0;if(c|0){e=h+4|0;d=f[e>>2]|0;if((d|0)!=(c|0)){do{m=d+-4|0;f[e>>2]=m;d=f[m>>2]|0;f[m>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[e>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}sOb(h)}}while((g|0)!=(b|0))}if(!i)return;sOb(i);return}function Ez(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;i=f[o>>2]|0;c=f[a>>2]|0;l=i-c>>5;d=l+1|0;j=c;if(d>>>0>134217727)AMb(a);n=a+8|0;h=(f[n>>2]|0)-c|0;m=h>>4;d=h>>5>>>0<67108863?(m>>>0<d>>>0?d:m):134217727;do if(!d)k=0;else if(d>>>0>134217727)vd();else{k=pOb(d<<5)|0;break}while(0);g=k+(l<<5)|0;c=g;m=k+(d<<5)|0;f[g>>2]=f[b>>2];d=k+(l<<5)+8|0;e=b+24|0;h=f[e>>2]|0;do if(!h){f[k+(l<<5)+24>>2]=0;d=i}else if((b+8|0)==(h|0)){f[k+(l<<5)+24>>2]=d;oh[f[(f[h>>2]|0)+12>>2]&1023](h,d);d=f[o>>2]|0;j=f[a>>2]|0;break}else{f[k+(l<<5)+24>>2]=h;f[e>>2]=0;d=i;break}while(0);k=g+32|0;if((d|0)==(j|0))g=d;else{do{e=d;d=d+-32|0;f[g+-32>>2]=f[d>>2];h=g+-24|0;b=e+-8|0;i=f[b>>2]|0;do if(!i)f[g+-8>>2]=0;else if((e+-24|0)==(i|0)){f[g+-8>>2]=h;l=f[b>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,h);break}else{f[g+-8>>2]=i;f[b>>2]=0;break}while(0);g=c+-32|0;c=g}while((d|0)!=(j|0));g=f[a>>2]|0}f[a>>2]=c;c=f[o>>2]|0;f[o>>2]=k;f[n>>2]=m;e=g;if((c|0)!=(e|0))do{d=f[c+-8>>2]|0;if((c+-24|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);c=c+-32|0}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Fz(a){a=a|0;sOb(a);return}function Gz(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17840;f[b+4>>2]=f[a+4>>2];return b|0}function Hz(a,b){a=a|0;b=b|0;f[b>>2]=17840;f[b+4>>2]=f[a+4>>2];return}function Iz(a){a=a|0;return}function Jz(a){a=a|0;sOb(a);return}function Kz(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function Lz(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62012?a+4|0:0)|0}function Mz(a){a=a|0;return 32}function Nz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Oz(a){a=a|0;sOb(a);return}function Pz(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=(b[c>>0]|0)!=0&1;d=c+1|0;return d|0}function Qz(a){a=a|0;return a+4|0}function Rz(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17688,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function Sz(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262822;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262822)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262822)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Tz(a){a=a|0;sOb(a);return}function Uz(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17908;f[b+4>>2]=f[a+4>>2];return b|0}function Vz(a,b){a=a|0;b=b|0;f[b>>2]=17908;f[b+4>>2]=f[a+4>>2];return}function Wz(a){a=a|0;return}function Xz(a){a=a|0;sOb(a);return}function Yz(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function Zz(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62294?a+4|0:0)|0}function _z(a){a=a|0;return 96}function $z(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aA(a){a=a|0;sOb(a);return}function bA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+8|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function cA(a){a=a|0;return a+8|0}function dA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;p[c>>3]=+p[a>>3];a=td(17776,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function eA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262823;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262823)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262823)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function fA(a){a=a|0;sOb(a);return}function gA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17976;f[b+4>>2]=f[a+4>>2];return b|0}function hA(a,b){a=a|0;b=b|0;f[b>>2]=17976;f[b+4>>2]=f[a+4>>2];return}function iA(a){a=a|0;return}function jA(a){a=a|0;sOb(a);return}function kA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function lA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62595?a+4|0:0)|0}function mA(a){a=a|0;return 168}function nA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function oA(a){a=a|0;sOb(a);return}function pA(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function qA(a){a=a|0;return a+4|0}function rA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17768,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function sA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262824;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262824)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262824)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function tA(a){a=a|0;sOb(a);return}function uA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18044;f[b+4>>2]=f[a+4>>2];return b|0}function vA(a,b){a=a|0;b=b|0;f[b>>2]=18044;f[b+4>>2]=f[a+4>>2];return}function wA(a){a=a|0;return}function xA(a){a=a|0;sOb(a);return}function yA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function zA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62896?a+4|0:0)|0}function AA(a){a=a|0;return 240}function BA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function CA(a){a=a|0;sOb(a);return}function DA(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function EA(a){a=a|0;return a+4|0}function FA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17736,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function GA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262825;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262825)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262825)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function HA(a){a=a|0;sOb(a);return}function IA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18112;f[b+4>>2]=f[a+4>>2];return b|0}function JA(a,b){a=a|0;b=b|0;f[b>>2]=18112;f[b+4>>2]=f[a+4>>2];return}function KA(a){a=a|0;return}function LA(a){a=a|0;sOb(a);return}function MA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function NA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==63229?a+4|0:0)|0}function OA(a){a=a|0;return 312}function PA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function QA(a){a=a|0;return}function RA(a){a=a|0;sOb(a);return}function SA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;if((d-c|0)<16){c=0;u=k;return c|0}h=a+40|0;i=h;e=c;g=i+16|0;do{b[i>>0]=b[e>>0]|0;i=i+1|0;e=e+1|0}while((i|0)<(g|0));e=c+16|0;if((d-e|0)<16){c=0;u=k;return c|0}d=a+60|0;i=d;g=i+16|0;do{b[i>>0]=b[e>>0]|0;i=i+1|0;e=e+1|0}while((i|0)<(g|0));i=a+4|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[h>>2]=f[j>>2];f[h+4>>2]=f[j+4>>2];f[h+8>>2]=f[j+8>>2];f[h+12>>2]=f[j+12>>2];a=a+20|0;f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];f[j+12>>2]=f[a+12>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[j>>2];f[d+4>>2]=f[j+4>>2];f[d+8>>2]=f[j+8>>2];f[d+12>>2]=f[j+12>>2];c=c+32|0;u=k;return c|0}function TA(a){a=a|0;return a+4|0}function UA(a){a=a|0;sOb(a);return}function VA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+4|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function WA(a){a=a|0;return a+4|0}function XA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;YA(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function YA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;a=pOb(16)|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[e>>2]=a;a=td(400,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);a=b+16|0;b=pOb(16)|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];f[b+12>>2]=f[a+12>>2];f[e>>2]=b;b=td(400,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function ZA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262826;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262826)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262826)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function _A(a){a=a|0;sOb(a);return}function $A(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18204;f[b+4>>2]=f[a+4>>2];return b|0}function aB(a,b){a=a|0;b=b|0;f[b>>2]=18204;f[b+4>>2]=f[a+4>>2];return}function bB(a){a=a|0;return}function cB(a){a=a|0;sOb(a);return}function dB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function eB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==63782?a+4|0:0)|0}function fB(a){a=a|0;return 424}function gB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function hB(a){a=a|0;f[a>>2]=18272;a=f[a+4>>2]|0;if(!a)return;sOb(a);return}function iB(a){a=a|0;var b=0;f[a>>2]=18272;b=f[a+4>>2]|0;if(!b){sOb(a);return}sOb(b);sOb(a);return}function jB(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;l=d;if((l-c|0)<4){n=0;return n|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;j=a+8|0;f[j>>2]=0;oB(n,m);if(!m){n=d;return n|0}k=a+20|0;i=a+12|0;g=0;while(1){if((l-d|0)<1){d=0;c=13;break}e=(b[d>>0]|0)!=0&1;b[k>>0]=e;d=d+1|0;c=f[j>>2]|0;a=f[i>>2]|0;if((c|0)==(a<<5|0)){if((c+1|0)<0){c=7;break}a=a<<6;e=c+32&-32;oB(n,c>>>0<1073741823?(a>>>0<e>>>0?e:a):2147483647);c=f[j>>2]|0;a=b[k>>0]|0}else a=e;f[j>>2]=c+1;e=(f[n>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(!(a<<24>>24))c=f[e>>2]&~c;else c=f[e>>2]|c;f[e>>2]=c;g=g+1|0;if(g>>>0>=m>>>0){c=13;break}}if((c|0)==7)AMb(n);else if((c|0)==13)return d|0;return 0}function kB(a){a=a|0;return a+4|0}function lB(a){a=a|0;f[a>>2]=18272;a=f[a+4>>2]|0;if(!a)return;sOb(a);return}function mB(a){a=a|0;yf()}function nB(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function oB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+16|0;c=j+8|0;d=j;h=a+8|0;if(f[h>>2]<<5>>>0>=b>>>0){u=j;return}f[g>>2]=0;i=g+4|0;f[i>>2]=0;e=g+8|0;f[e>>2]=0;if((b|0)<0)AMb(g);l=((b+-1|0)>>>5)+1|0;k=pOb(l<<2)|0;f[g>>2]=k;f[i>>2]=0;f[e>>2]=l;l=f[a>>2]|0;f[c>>2]=l;f[c+4>>2]=0;k=a+4|0;b=f[k>>2]|0;f[d>>2]=l+(b>>>5<<2);f[d+4>>2]=b&31;rB(g,c,d);b=f[a>>2]|0;f[a>>2]=f[g>>2];f[g>>2]=b;g=f[k>>2]|0;f[k>>2]=f[i>>2];f[i>>2]=g;i=f[h>>2]|0;f[h>>2]=f[e>>2];f[e>>2]=i;if(b|0)sOb(b);u=j;return}function pB(a){a=a|0;sOb(a);return}function qB(a){a=a|0;return a+4|0}function rB(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+24|0;k=o+16|0;l=o+8|0;n=o;e=a+4|0;p=f[e>>2]|0;m=f[b>>2]|0;d=f[b+4>>2]|0;i=f[c>>2]|0;g=f[c+4>>2]|0;h=i-m<<3;f[e>>2]=p-d+g+h;e=(f[a>>2]|0)+(p>>>5<<2)|0;c=p&31;b=e;if((d|0)!=(c|0)){f[j>>2]=m;f[j+4>>2]=d;f[k>>2]=i;f[k+4>>2]=g;f[l>>2]=b;f[l+4>>2]=c;sB(n,j,k,l);u=o;return}c=g-d+h|0;h=m;if((c|0)>0){if(!d){d=0;b=m}else{p=32-d|0;b=(c|0)<(p|0)?c:p;p=-1>>>(p-b|0)&-1<<d;f[e>>2]=f[e>>2]&~p|f[h>>2]&p;d=b+d|0;h=h+4|0;c=c-b|0;e=e+(d>>>5<<2)|0;d=d&31;b=h}g=(c|0)/32|0;cQb(e|0,b|0,g<<2|0)|0;a=c-(g<<5)|0;c=e+(g<<2)|0;b=c;if((a|0)>0){d=-1>>>(32-a|0);f[c>>2]=f[c>>2]&~d|f[h+(g<<2)>>2]&d;d=a}}f[n>>2]=b;f[n+4>>2]=d;u=o;return}function sB(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=f[b>>2]|0;m=b+4|0;e=f[m>>2]|0;i=((f[c>>2]|0)-l<<3)+(f[c+4>>2]|0)-e|0;c=l;if((i|0)<=0){b=d+4|0;d=f[d>>2]|0;f[a>>2]=d;d=a+4|0;a=f[b>>2]|0;f[d>>2]=a;return}if(!e){e=d+4|0;k=e;e=f[e>>2]|0}else{g=32-e|0;l=(i|0)<(g|0)?i:g;g=-1>>>(g-l|0)&-1<<e&f[c>>2];k=d+4|0;e=f[k>>2]|0;j=32-e|0;c=j>>>0<l>>>0?j:l;h=f[d>>2]|0;e=f[h>>2]&~(-1>>>(j-c|0)&-1<<e);f[h>>2]=e;j=f[k>>2]|0;n=f[m>>2]|0;f[h>>2]=(j>>>0>n>>>0?g<<j-n:g>>>(n-j|0))|e;e=(f[k>>2]|0)+c|0;h=h+(e>>>5<<2)|0;f[d>>2]=h;e=e&31;f[k>>2]=e;j=l-c|0;if((j|0)>0){e=f[h>>2]&~(-1>>>(32-j|0));f[h>>2]=e;f[h>>2]=e|g>>>((f[m>>2]|0)+c|0);f[k>>2]=j;e=j}c=(f[b>>2]|0)+4|0;f[b>>2]=c;i=i-l|0}l=32-e|0;g=-1<<e;if((i|0)>31){h=~g;j=~i;j=i+((j|0)>-64?j:-64)+32&-32;e=i;while(1){m=f[c>>2]|0;n=f[d>>2]|0;o=f[n>>2]&h;f[n>>2]=o;f[n>>2]=o|m<<f[k>>2];n=n+4|0;f[d>>2]=n;f[n>>2]=f[n>>2]&g|m>>>l;c=(f[b>>2]|0)+4|0;f[b>>2]=c;if((e|0)<=63)break;else e=e+-32|0}i=i+-32-j|0}if((i|0)<=0){n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}h=f[c>>2]&-1>>>(32-i|0);g=(l|0)<(i|0)?l:i;e=f[d>>2]|0;c=f[e>>2]&~(-1<<f[k>>2]&-1>>>(l-g|0));f[e>>2]=c;f[e>>2]=c|h<<f[k>>2];c=(f[k>>2]|0)+g|0;e=e+(c>>>5<<2)|0;f[d>>2]=e;f[k>>2]=c&31;c=i-g|0;if((c|0)<=0){n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}f[e>>2]=f[e>>2]&~(-1>>>(32-c|0))|h>>>g;f[k>>2]=c;n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}function tB(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;uB(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function uB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;d=g;e=nd()|0;f[a>>2]=e;a=f[b+4>>2]|0;if(!a){u=g;return}c=0;do{i=(f[(f[b>>2]|0)+(c>>>5<<2)>>2]&1<<(c&31)|0)!=0;f[d>>2]=c;h=td(17744,d|0)|0;f[d>>2]=i&1;i=td(17688,d|0)|0;sd(e|0,h|0,i|0);fd(i|0);fd(h|0);c=c+1|0}while((c|0)!=(a|0));u=g;return}function vB(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262827;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262827)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262827)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function wB(a){a=a|0;sOb(a);return}function xB(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18320;f[b+4>>2]=f[a+4>>2];return b|0}function yB(a,b){a=a|0;b=b|0;f[b>>2]=18320;f[b+4>>2]=f[a+4>>2];return}function zB(a){a=a|0;return}function AB(a){a=a|0;sOb(a);return}function BB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function CB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==64257?a+4|0:0)|0}function DB(a){a=a|0;return 528}function EB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function FB(a){a=a|0;var b=0,c=0;f[a>>2]=18388;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function GB(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18388;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function HB(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=d;if((l-c|0)<4){m=0;return m|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;k=a+4|0;g=f[k>>2]|0;j=a+8|0;c=f[j>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[j>>2]=c}i=a+12|0;if((f[i>>2]|0)-e>>2>>>0<m>>>0){if(m>>>0>1073741823)vd();c=c-e|0;e=pOb(m<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[k>>2]=e;f[j>>2]=e+(c>>2<<2);f[i>>2]=e+(m<<2);if(g|0)sOb(g)}else if(!m){m=d;return m|0}a=a+20|0;e=0;while(1){if((l-d|0)<4){d=0;c=18;break}g=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;d=d+4|0;c=f[j>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=g;f[j>>2]=c+4}else LB(k,a);e=e+1|0;if(e>>>0>=m>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function IB(a){a=a|0;return a+4|0}function JB(a){a=a|0;var b=0,c=0;f[a>>2]=18388;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function KB(a){a=a|0;yf()}function LB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function MB(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;NB(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function NB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17768,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function OB(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262828;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262828)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262828)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PB(a){a=a|0;sOb(a);return}function QB(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18412;f[b+4>>2]=f[a+4>>2];return b|0}function RB(a,b){a=a|0;b=b|0;f[b>>2]=18412;f[b+4>>2]=f[a+4>>2];return}function SB(a){a=a|0;return}function TB(a){a=a|0;sOb(a);return}function UB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function VB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==64675?a+4|0:0)|0}function WB(a){a=a|0;return 584}function XB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function YB(a){a=a|0;var b=0,c=0;f[a>>2]=18480;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-20-c|0)>>>0)/20|0)*20|0);sOb(c);return}function ZB(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18480;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b);sOb(a);return}function _B(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;if((d-c|0)<4){A=0;return A|0}A=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;z=a+4|0;k=f[z>>2]|0;y=a+8|0;e=f[y>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-20-g|0)>>>0)/20|0)*20|0)|0;f[y>>2]=e}j=e;x=a+12|0;if((((f[x>>2]|0)-g|0)/20|0)>>>0<A>>>0){if(A>>>0>214748364)vd();m=pOb(A*20|0)|0;i=m+(((j-g|0)/20|0)*20|0)|0;l=i;m=m+(A*20|0)|0;if((e|0)==(k|0)){g=l;e=j}else{g=l;do{v=e;e=e+-20|0;f[i+-20>>2]=f[e>>2];f[i+-16>>2]=f[v+-16>>2];f[i+-12>>2]=f[v+-12>>2];w=i+-8|0;v=v+-8|0;f[w>>2]=f[v>>2];b[w+4>>0]=b[v+4>>0]|0;i=g+-20|0;g=i}while((e|0)!=(k|0));e=f[z>>2]|0}f[z>>2]=g;f[y>>2]=l;f[x>>2]=m;if(e|0)sOb(e)}m=a+40|0;n=a+56|0;o=a+64|0;if(!A){A=c;return A|0}p=a+20|0;q=a+44|0;k=a+24|0;l=a+28|0;r=a+48|0;s=a+52|0;t=a+32|0;u=a+60|0;v=a+36|0;w=a+68|0;j=a+20|0;i=0;while(1){c=Sg[f[(f[m>>2]|0)+8>>2]&255](m,c,d)|0;if(!c){c=0;e=21;break}c=Sg[f[(f[n>>2]|0)+8>>2]&255](n,c,d)|0;if(!c){c=0;e=21;break}c=Sg[f[(f[o>>2]|0)+8>>2]&255](o,c,d)|0;if(!c){c=0;e=21;break}B=f[p>>2]|0;a=f[k>>2]|0;g=f[l>>2]|0;e=f[q>>2]|0;f[p>>2]=e;f[k>>2]=f[r>>2];f[l>>2]=f[s>>2];f[q>>2]=B;f[r>>2]=a;f[s>>2]=g;g=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=g;g=b[v>>0]|0;b[v>>0]=b[w>>0]|0;b[w>>0]=g;g=f[y>>2]|0;if(g>>>0<(f[x>>2]|0)>>>0){f[g>>2]=f[j>>2];f[g+4>>2]=f[j+4>>2];f[g+8>>2]=f[j+8>>2];f[g>>2]=e;f[g+4>>2]=f[k>>2];f[g+8>>2]=f[l>>2];B=g+12|0;f[B>>2]=f[t>>2];b[B+4>>0]=b[t+4>>0]|0;f[y>>2]=(f[y>>2]|0)+20}else mC(z,j);i=i+1|0;if(i>>>0>=A>>>0){e=21;break}}if((e|0)==21)return c|0;return 0}function $B(a){a=a|0;return a+4|0}function aC(a){a=a|0;var b=0,c=0;f[a>>2]=18480;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-20-c|0)>>>0)/20|0)*20|0);sOb(c);return}function bC(a){a=a|0;yf()}function cC(a){a=a|0;return}function dC(a){a=a|0;sOb(a);return}function eC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=a+24|0;e=a+40|0;g=a+48|0;c=Sg[f[(f[h>>2]|0)+8>>2]&255](h,c,d)|0;if(!c){h=0;return h|0}c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c,d)|0;if(!c){h=0;return h|0}c=Sg[f[(f[g>>2]|0)+8>>2]&255](g,c,d)|0;if(!c){h=0;return h|0}h=a+4|0;i=a+28|0;d=a+8|0;k=a+12|0;j=f[h>>2]|0;e=f[d>>2]|0;g=f[k>>2]|0;f[h>>2]=f[i>>2];h=a+32|0;f[d>>2]=f[h>>2];d=a+36|0;f[k>>2]=f[d>>2];f[i>>2]=j;f[h>>2]=e;f[d>>2]=g;d=a+16|0;g=a+44|0;h=f[d>>2]|0;f[d>>2]=f[g>>2];f[g>>2]=h;g=a+20|0;h=a+52|0;a=b[g>>0]|0;b[g>>0]=b[h>>0]|0;b[h>>0]=a;h=c;return h|0}function fC(a){a=a|0;return a+4|0}function gC(a){a=a|0;sOb(a);return}function hC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function iC(a){a=a|0;return a+4|0}function jC(a){a=a|0;sOb(a);return}function kC(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function lC(a){a=a|0;return a+4|0}function mC(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;d=f[o>>2]|0;e=f[a>>2]|0;j=(d-e|0)/20|0;h=j+1|0;m=e;g=d;if(h>>>0>214748364)AMb(a);n=a+8|0;k=((f[n>>2]|0)-e|0)/20|0;l=k<<1;h=k>>>0<107374182?(l>>>0<h>>>0?h:l):214748364;do if(!h)i=0;else if(h>>>0>214748364)vd();else{i=pOb(h*20|0)|0;break}while(0);k=i+(j*20|0)|0;e=k;l=i+(h*20|0)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k>>2]=f[c>>2];f[i+(j*20|0)+4>>2]=f[c+4>>2];f[i+(j*20|0)+8>>2]=f[c+8>>2];h=i+(j*20|0)+12|0;j=c+12|0;f[h>>2]=f[j>>2];b[h+4>>0]=b[j+4>>0]|0;h=k+20|0;if((g|0)!=(m|0)){d=k;do{j=g;g=g+-20|0;f[d+-20>>2]=f[g>>2];f[d+-16>>2]=f[j+-16>>2];f[d+-12>>2]=f[j+-12>>2];k=d+-8|0;j=j+-8|0;f[k>>2]=f[j>>2];b[k+4>>0]=b[j+4>>0]|0;d=e+-20|0;e=d}while((g|0)!=(m|0));d=f[a>>2]|0}f[a>>2]=e;f[o>>2]=h;f[n>>2]=l;if(!d)return;sOb(d);return}function nC(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;oC(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function oC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;c=g;i=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(i|0)/20|0;e=nd()|0;f[a>>2]=e;if(!i){u=g;return}a=0;do{k=f[b>>2]|0;i=pd()|0;f[c>>2]=h[k+(a*20|0)+16>>0];j=td(17704,c|0)|0;l=od(65491)|0;sd(i|0,l|0,j|0);fd(l|0);fd(j|0);j=od(65497)|0;l=pOb(12)|0;f[l>>2]=f[k+(a*20|0)>>2];f[l+4>>2]=f[k+(a*20|0)+4>>2];f[l+8>>2]=f[k+(a*20|0)+8>>2];f[c>>2]=l;l=td(872,c|0)|0;sd(i|0,j|0,l|0);fd(l|0);fd(j|0);j=od(65504)|0;f[c>>2]=f[k+(a*20|0)+12>>2];k=td(17768,c|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);f[c>>2]=a;j=td(17744,c|0)|0;sd(e|0,j|0,i|0);fd(j|0);fd(i|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function pC(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262829;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262829)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262829)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function qC(a){a=a|0;sOb(a);return}function rC(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18576;f[b+4>>2]=f[a+4>>2];return b|0}function sC(a,b){a=a|0;b=b|0;f[b>>2]=18576;f[b+4>>2]=f[a+4>>2];return}function tC(a){a=a|0;return}function uC(a){a=a|0;sOb(a);return}function vC(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function wC(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==66288?a+4|0:0)|0}function xC(a){a=a|0;return 904}function yC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function zC(a){a=a|0;var b=0,c=0;f[a>>2]=18644;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function AC(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18644;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);sOb(a);return}function BC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=d;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;l=a+4|0;g=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-32-e|0)>>>5)<<5)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-e>>5>>>0<n>>>0){if(n>>>0>134217727)vd();c=c-e|0;e=pOb(n<<5)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[l>>2]=e;f[k>>2]=e+(c>>5<<5);f[j>>2]=e+(n<<5);if(g|0)sOb(g)}else if(!n){n=d;return n|0}i=a+20|0;a=0;while(1){if((m-d|0)<32){d=0;c=18;break}c=i;e=d;g=c+32|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+32|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c+12>>2]=f[i+12>>2];f[c+16>>2]=f[i+16>>2];f[c+20>>2]=f[i+20>>2];f[c+24>>2]=f[i+24>>2];f[c+28>>2]=f[i+28>>2];f[k>>2]=(f[k>>2]|0)+32}else IC(l,i);a=a+1|0;if(a>>>0>=n>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function CC(a){a=a|0;return a+4|0}function DC(a){a=a|0;var b=0,c=0;f[a>>2]=18644;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function EC(a){a=a|0;yf()}function FC(a){a=a|0;sOb(a);return}function GC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<32){c=0;return c|0}a=a+4|0;d=c;e=a+32|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+32|0;return c|0}function HC(a){a=a|0;return a+4|0}function IC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>5;c=e+1|0;if(c>>>0>134217727)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>4;d=m>>5>>>0<67108863?(d>>>0<c>>>0?c:d):134217727;do if(!d){h=0;i=0}else if(d>>>0>134217727)vd();else{i=pOb(d<<5)|0;h=i;break}while(0);c=h+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+32;f[l>>2]=h+(d<<5);if(!j)return;sOb(j);return}function JC(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;KC(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function KC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>5;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{i=(f[b>>2]|0)+(a<<5)|0;h=pOb(32)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[h+12>>2]=f[i+12>>2];f[h+16>>2]=f[i+16>>2];f[h+20>>2]=f[i+20>>2];f[h+24>>2]=f[i+24>>2];f[h+28>>2]=f[i+28>>2];f[c>>2]=h;h=td(992,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function LC(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262830;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262830)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262830)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function MC(a){a=a|0;sOb(a);return}function NC(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18692;f[b+4>>2]=f[a+4>>2];return b|0}function OC(a,b){a=a|0;b=b|0;f[b>>2]=18692;f[b+4>>2]=f[a+4>>2];return}function PC(a){a=a|0;return}function QC(a){a=a|0;sOb(a);return}function RC(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function SC(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==67007?a+4|0:0)|0}function TC(a){a=a|0;return 1016}function UC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VC(a){a=a|0;var b=0,c=0;f[a>>2]=18760;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);return}function WC(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18760;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b);sOb(a);return}function XC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=d;if((s-c|0)<4){t=0;return t|0}t=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;r=a+4|0;j=f[r>>2]|0;q=a+8|0;c=f[q>>2]|0;g=j;if((c|0)!=(j|0)){c=c+(~(((c+-24-g|0)>>>0)/24|0)*24|0)|0;f[q>>2]=c}e=c;p=a+12|0;if((((f[p>>2]|0)-g|0)/24|0)>>>0<t>>>0){if(t>>>0>178956970)vd();i=pOb(t*24|0)|0;e=i+(((e-g|0)/24|0)*24|0)|0;g=e;i=i+(t*24|0)|0;if((c|0)==(j|0))c=g;else{do{o=e;e=e+-24|0;n=c;c=c+-24|0;f[e>>2]=f[c>>2];f[o+-20>>2]=f[n+-20>>2];f[o+-16>>2]=f[n+-16>>2];f[o+-12>>2]=f[n+-12>>2];f[o+-8>>2]=f[n+-8>>2];f[o+-4>>2]=f[n+-4>>2]}while((c|0)!=(j|0));c=e}f[r>>2]=c;f[q>>2]=g;f[p>>2]=i;if(j|0)sOb(j)}if(!t){t=d;return t|0}k=a+20|0;l=a+24|0;m=a+28|0;n=a+32|0;o=a+36|0;j=a+40|0;i=0;while(1){if((s-d|0)<24){d=0;c=19;break}c=k;e=d;g=c+24|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+24|0;c=f[q>>2]|0;if(c>>>0<(f[p>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];a=c+12|0;f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];f[a>>2]=f[n>>2];f[c+16>>2]=f[o>>2];f[c+20>>2]=f[j>>2];f[q>>2]=(f[q>>2]|0)+24}else cD(r,k);i=i+1|0;if(i>>>0>=t>>>0){c=19;break}}if((c|0)==19)return d|0;return 0}function YC(a){a=a|0;return a+4|0}function ZC(a){a=a|0;var b=0,c=0;f[a>>2]=18760;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);return}function _C(a){a=a|0;yf()}function $C(a){a=a|0;sOb(a);return}function aD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<24){c=0;return c|0}a=a+4|0;d=c;e=a+24|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+24|0;return c|0}function bD(a){a=a|0;return a+4|0}function cD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;d=i<<1;d=i>>>0<89478485?(d>>>0<c>>>0?c:d):178956970;do if(!d)g=0;else if(d>>>0>178956970)vd();else{g=pOb(d*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(d*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*24|0)+4>>2]=f[b+4>>2];f[g+(h*24|0)+8>>2]=f[b+8>>2];d=g+(h*24|0)+12|0;n=b+12|0;f[d>>2]=f[n>>2];f[d+4>>2]=f[n+4>>2];f[d+8>>2]=f[n+8>>2];f[d>>2]=f[n>>2];f[g+(h*24|0)+16>>2]=f[b+16>>2];f[g+(h*24|0)+20>>2]=f[b+20>>2];b=c+24|0;if((e|0)!=(j|0))while(1){d=c+-24|0;n=e;e=e+-24|0;f[d>>2]=f[e>>2];f[c+-20>>2]=f[n+-20>>2];f[c+-16>>2]=f[n+-16>>2];f[c+-12>>2]=f[n+-12>>2];f[c+-8>>2]=f[n+-8>>2];f[c+-4>>2]=f[n+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function dD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;eD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function eD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/24|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=f[b>>2]|0;h=pOb(24)|0;f[h>>2]=f[i+(a*24|0)>>2];f[h+4>>2]=f[i+(a*24|0)+4>>2];f[h+8>>2]=f[i+(a*24|0)+8>>2];f[h+12>>2]=f[i+(a*24|0)+12>>2];f[h+16>>2]=f[i+(a*24|0)+16>>2];f[h+20>>2]=f[i+(a*24|0)+20>>2];f[c>>2]=h;h=td(1112,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function fD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262831;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262831)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262831)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function gD(a){a=a|0;sOb(a);return}function hD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18808;f[b+4>>2]=f[a+4>>2];return b|0}function iD(a,b){a=a|0;b=b|0;f[b>>2]=18808;f[b+4>>2]=f[a+4>>2];return}function jD(a){a=a|0;return}function kD(a){a=a|0;sOb(a);return}function lD(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function mD(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==67696?a+4|0:0)|0}function nD(a){a=a|0;return 1144}function oD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function pD(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18876;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function qD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=18900;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))xD(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))xD(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function rD(a){a=a|0;return a+4|0}function sD(a){a=a|0;var b=0,c=0;f[a>>2]=18876;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function tD(a){a=a|0;yf()}function uD(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function vD(a){a=a|0;sOb(a);return}function wD(a){a=a|0;return a+4|0}function xD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function yD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function zD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function AD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262832;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262832)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262832)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BD(a){a=a|0;sOb(a);return}function CD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18924;f[b+4>>2]=f[a+4>>2];return b|0}function DD(a,b){a=a|0;b=b|0;f[b>>2]=18924;f[b+4>>2]=f[a+4>>2];return}function ED(a){a=a|0;return}function FD(a){a=a|0;sOb(a);return}function GD(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HD(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==68491?a+4|0:0)|0}function ID(a){a=a|0;return 1264}function JD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KD(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18992;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function LD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19016;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))SD(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))SD(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function MD(a){a=a|0;return a+4|0}function ND(a){a=a|0;var b=0,c=0;f[a>>2]=18992;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function OD(a){a=a|0;yf()}function PD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function QD(a){a=a|0;sOb(a);return}function RD(a){a=a|0;return a+4|0}function SD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function TD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;UD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function UD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function VD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262833;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262833)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262833)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function WD(a){a=a|0;sOb(a);return}function XD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19040;f[b+4>>2]=f[a+4>>2];return b|0}function YD(a,b){a=a|0;b=b|0;f[b>>2]=19040;f[b+4>>2]=f[a+4>>2];return}function ZD(a){a=a|0;return}function _D(a){a=a|0;sOb(a);return}function $D(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function aE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==69279?a+4|0:0)|0}function bE(a){a=a|0;return 1384}function cE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function dE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19108;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function eE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19132;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))lE(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))lE(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function fE(a){a=a|0;return a+4|0}function gE(a){a=a|0;var b=0,c=0;f[a>>2]=19108;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function hE(a){a=a|0;yf()}function iE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function jE(a){a=a|0;sOb(a);return}function kE(a){a=a|0;return a+4|0}function lE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function mE(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;nE(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function nE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function oE(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262834;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262834)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262834)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function pE(a){a=a|0;sOb(a);return}function qE(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19156;f[b+4>>2]=f[a+4>>2];return b|0}function rE(a,b){a=a|0;b=b|0;f[b>>2]=19156;f[b+4>>2]=f[a+4>>2];return}function sE(a){a=a|0;return}function tE(a){a=a|0;sOb(a);return}function uE(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==70068?a+4|0:0)|0}function wE(a){a=a|0;return 1504}function xE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yE(a){a=a|0;var b=0,c=0;f[a>>2]=19224;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function zE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19224;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function AE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=19248;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))GE(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))GE(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function BE(a){a=a|0;return a+4|0}function CE(a){a=a|0;yf()}function DE(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function EE(a){a=a|0;sOb(a);return}function FE(a){a=a|0;return a+4|0}function GE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function HE(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IE(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function JE(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262835;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262835)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262835)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KE(a){a=a|0;sOb(a);return}function LE(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19272;f[b+4>>2]=f[a+4>>2];return b|0}function ME(a,b){a=a|0;b=b|0;f[b>>2]=19272;f[b+4>>2]=f[a+4>>2];return}function NE(a){a=a|0;return}function OE(a){a=a|0;sOb(a);return}function PE(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==70863?a+4|0:0)|0}function RE(a){a=a|0;return 1624}function SE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TE(a){a=a|0;var b=0,c=0;f[a>>2]=19340;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function UE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19340;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function VE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19364;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))$E(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))$E(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function WE(a){a=a|0;return a+4|0}function XE(a){a=a|0;yf()}function YE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function ZE(a){a=a|0;sOb(a);return}function _E(a){a=a|0;return a+4|0}function $E(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function aF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function cF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262836;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262836)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262836)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dF(a){a=a|0;sOb(a);return}function eF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19388;f[b+4>>2]=f[a+4>>2];return b|0}function fF(a,b){a=a|0;b=b|0;f[b>>2]=19388;f[b+4>>2]=f[a+4>>2];return}function gF(a){a=a|0;return}function hF(a){a=a|0;sOb(a);return}function iF(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jF(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==71654?a+4|0:0)|0}function kF(a){a=a|0;return 1744}function lF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mF(a){a=a|0;var b=0,c=0;f[a>>2]=19456;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-64-c|0)>>>6)<<6);sOb(c);return}function nF(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19456;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-64-b|0)>>>6)<<6);sOb(b);sOb(a);return}function oF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;C=d;if((C-c|0)<4){D=0;return D|0}D=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;B=a+4|0;c=f[B>>2]|0;A=a+8|0;e=f[A>>2]|0;if((e|0)!=(c|0))f[A>>2]=e+(~((e+-64-c|0)>>>6)<<6);vF(B,D);if(!D){D=d;return D|0}k=a+20|0;l=a+12|0;m=a+24|0;n=a+28|0;o=a+32|0;p=a+36|0;q=a+40|0;r=a+44|0;s=a+48|0;t=a+52|0;u=a+56|0;v=a+60|0;w=a+64|0;x=a+68|0;y=a+72|0;z=a+76|0;j=a+80|0;e=0;while(1){if((C-d|0)<64){d=0;c=11;break}a=k;g=d;i=a+64|0;do{b[a>>0]=b[g>>0]|0;a=a+1|0;g=g+1|0}while((a|0)<(i|0));d=d+64|0;c=f[A>>2]|0;if(c>>>0<(f[l>>2]|0)>>>0){a=c;g=k;i=a+64|0;do{f[a>>2]=f[g>>2];a=a+4|0;g=g+4|0}while((a|0)<(i|0));f[c>>2]=f[k>>2];f[c+4>>2]=f[m>>2];f[c+8>>2]=f[n>>2];f[c+12>>2]=f[o>>2];f[c+16>>2]=f[p>>2];f[c+20>>2]=f[q>>2];f[c+24>>2]=f[r>>2];f[c+28>>2]=f[s>>2];f[c+32>>2]=f[t>>2];f[c+36>>2]=f[u>>2];f[c+40>>2]=f[v>>2];f[c+44>>2]=f[w>>2];f[c+48>>2]=f[x>>2];f[c+52>>2]=f[y>>2];f[c+56>>2]=f[z>>2];f[c+60>>2]=f[j>>2];f[A>>2]=(f[A>>2]|0)+64}else wF(B,k);e=e+1|0;if(e>>>0>=D>>>0){c=11;break}}if((c|0)==11)return d|0;return 0}function pF(a){a=a|0;return a+4|0}function qF(a){a=a|0;var b=0,c=0;f[a>>2]=19456;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-64-c|0)>>>6)<<6);sOb(c);return}function rF(a){a=a|0;yf()}function sF(a){a=a|0;sOb(a);return}function tF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<64){c=0;return c|0}a=a+4|0;d=c;e=a+64|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+64|0;return c|0}function uF(a){a=a|0;return a+4|0}function vF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+8|0;c=f[a>>2]|0;g=c;if((f[j>>2]|0)-c>>6>>>0>=b>>>0)return;k=a+4|0;if(b>>>0>67108863)vd();d=f[k>>2]|0;h=pOb(b<<6)|0;e=h+(d-c>>6<<6)|0;i=e;h=h+(b<<6)|0;b=d;if((b|0)==(g|0))b=i;else{d=b+-64-c|0;c=b;b=e;do{l=b;b=b+-64|0;m=c;c=c+-64|0;f[b>>2]=f[c>>2];f[l+-60>>2]=f[m+-60>>2];f[l+-56>>2]=f[m+-56>>2];f[l+-52>>2]=f[m+-52>>2];f[l+-48>>2]=f[m+-48>>2];f[l+-44>>2]=f[m+-44>>2];f[l+-40>>2]=f[m+-40>>2];f[l+-36>>2]=f[m+-36>>2];f[l+-32>>2]=f[m+-32>>2];f[l+-28>>2]=f[m+-28>>2];f[l+-24>>2]=f[m+-24>>2];f[l+-20>>2]=f[m+-20>>2];f[l+-16>>2]=f[m+-16>>2];f[l+-12>>2]=f[m+-12>>2];f[l+-8>>2]=f[m+-8>>2];f[l+-4>>2]=f[m+-4>>2]}while((c|0)!=(g|0));b=e+(~(d>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=i;f[j>>2]=h;if(!c)return;sOb(c);return}function wF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;c=f[a>>2]|0;i=(f[k>>2]|0)-c>>6;d=i+1|0;if(d>>>0>67108863)AMb(a);l=a+8|0;j=(f[l>>2]|0)-c|0;c=j>>5;c=j>>6>>>0<33554431?(c>>>0<d>>>0?d:c):67108863;do if(!c)h=0;else if(c>>>0>67108863)vd();else{h=pOb(c<<6)|0;break}while(0);d=h+(i<<6)|0;j=h+(c<<6)|0;c=d;e=b;g=c+64|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));f[d>>2]=f[b>>2];f[h+(i<<6)+4>>2]=f[b+4>>2];f[h+(i<<6)+8>>2]=f[b+8>>2];f[h+(i<<6)+12>>2]=f[b+12>>2];f[h+(i<<6)+16>>2]=f[b+16>>2];f[h+(i<<6)+20>>2]=f[b+20>>2];f[h+(i<<6)+24>>2]=f[b+24>>2];f[h+(i<<6)+28>>2]=f[b+28>>2];f[h+(i<<6)+32>>2]=f[b+32>>2];f[h+(i<<6)+36>>2]=f[b+36>>2];f[h+(i<<6)+40>>2]=f[b+40>>2];f[h+(i<<6)+44>>2]=f[b+44>>2];f[h+(i<<6)+48>>2]=f[b+48>>2];f[h+(i<<6)+52>>2]=f[b+52>>2];f[h+(i<<6)+56>>2]=f[b+56>>2];f[h+(i<<6)+60>>2]=f[b+60>>2];h=d+64|0;b=f[a>>2]|0;e=f[k>>2]|0;c=b;if((e|0)!=(b|0)){g=e+-64-c|0;c=e;e=d;do{i=e;e=e+-64|0;m=c;c=c+-64|0;f[e>>2]=f[c>>2];f[i+-60>>2]=f[m+-60>>2];f[i+-56>>2]=f[m+-56>>2];f[i+-52>>2]=f[m+-52>>2];f[i+-48>>2]=f[m+-48>>2];f[i+-44>>2]=f[m+-44>>2];f[i+-40>>2]=f[m+-40>>2];f[i+-36>>2]=f[m+-36>>2];f[i+-32>>2]=f[m+-32>>2];f[i+-28>>2]=f[m+-28>>2];f[i+-24>>2]=f[m+-24>>2];f[i+-20>>2]=f[m+-20>>2];f[i+-16>>2]=f[m+-16>>2];f[i+-12>>2]=f[m+-12>>2];f[i+-8>>2]=f[m+-8>>2];f[i+-4>>2]=f[m+-4>>2]}while((c|0)!=(b|0));d=d+(~(g>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=d;f[k>>2]=h;f[l>>2]=j;if(!c)return;sOb(c);return}function xF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;yF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function yF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>6;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}e=0;do{j=f[b>>2]|0;h=pOb(64)|0;f[h>>2]=f[j+(e<<6)>>2];f[h+4>>2]=f[j+(e<<6)+4>>2];f[h+8>>2]=f[j+(e<<6)+8>>2];f[h+12>>2]=f[j+(e<<6)+12>>2];f[h+16>>2]=f[j+(e<<6)+16>>2];f[h+20>>2]=f[j+(e<<6)+20>>2];f[h+24>>2]=f[j+(e<<6)+24>>2];f[h+28>>2]=f[j+(e<<6)+28>>2];f[h+32>>2]=f[j+(e<<6)+32>>2];f[h+36>>2]=f[j+(e<<6)+36>>2];f[h+40>>2]=f[j+(e<<6)+40>>2];f[h+44>>2]=f[j+(e<<6)+44>>2];f[h+48>>2]=f[j+(e<<6)+48>>2];f[h+52>>2]=f[j+(e<<6)+52>>2];f[h+56>>2]=f[j+(e<<6)+56>>2];f[h+60>>2]=f[j+(e<<6)+60>>2];f[c>>2]=h;h=td(1952,c|0)|0;j=f[a>>2]|0;f[c>>2]=e;i=td(17744,c|0)|0;sd(j|0,i|0,h|0);fd(i|0);fd(h|0);e=e+1|0}while((e|0)!=(d|0));u=g;return}function zF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262837;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262837)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262837)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function AF(a){a=a|0;sOb(a);return}function BF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19504;f[b+4>>2]=f[a+4>>2];return b|0}function CF(a,b){a=a|0;b=b|0;f[b>>2]=19504;f[b+4>>2]=f[a+4>>2];return}function DF(a){a=a|0;return}function EF(a){a=a|0;sOb(a);return}function FF(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function GF(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==72975?a+4|0:0)|0}function HF(a){a=a|0;return 1984}function IF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function JF(a){a=a|0;var b=0,c=0;f[a>>2]=19572;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function KF(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19572;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function LF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19596;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))RF(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))RF(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function MF(a){a=a|0;return a+4|0}function NF(a){a=a|0;yf()}function OF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function PF(a){a=a|0;sOb(a);return}function QF(a){a=a|0;return a+4|0}function RF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function SF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;TF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function TF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function UF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262838;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262838)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262838)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VF(a){a=a|0;sOb(a);return}function WF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19620;f[b+4>>2]=f[a+4>>2];return b|0}function XF(a,b){a=a|0;b=b|0;f[b>>2]=19620;f[b+4>>2]=f[a+4>>2];return}function YF(a){a=a|0;return}function ZF(a){a=a|0;sOb(a);return}function _F(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $F(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==73771?a+4|0:0)|0}function aG(a){a=a|0;return 2104}function bG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cG(a){a=a|0;var b=0,c=0;f[a>>2]=19688;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function dG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19688;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function eG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19712;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))kG(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))kG(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function fG(a){a=a|0;return a+4|0}function gG(a){a=a|0;yf()}function hG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function iG(a){a=a|0;sOb(a);return}function jG(a){a=a|0;return a+4|0}function kG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function lG(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;mG(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function mG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function nG(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262839;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262839)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262839)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function oG(a){a=a|0;return}function pG(a){a=a|0;sOb(a);return}function qG(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19736;f[b+4>>2]=f[a+4>>2];return b|0}function rG(a,b){a=a|0;b=b|0;f[b>>2]=19736;f[b+4>>2]=f[a+4>>2];return}function sG(a){a=a|0;return}function tG(a){a=a|0;sOb(a);return}function uG(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vG(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==74567?a+4|0:0)|0}function wG(a){a=a|0;return 2224}function xG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19804;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function zG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19828;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))GG(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))GG(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function AG(a){a=a|0;return a+4|0}function BG(a){a=a|0;var b=0,c=0;f[a>>2]=19804;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function CG(a){a=a|0;yf()}function DG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function EG(a){a=a|0;sOb(a);return}function FG(a){a=a|0;return a+4|0}function GG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function HG(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IG(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function JG(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262840;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262840)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262840)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KG(a){a=a|0;sOb(a);return}function LG(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19852;f[b+4>>2]=f[a+4>>2];return b|0}function MG(a,b){a=a|0;b=b|0;f[b>>2]=19852;f[b+4>>2]=f[a+4>>2];return}function NG(a){a=a|0;return}function OG(a){a=a|0;sOb(a);return}function PG(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QG(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==75363?a+4|0:0)|0}function RG(a){a=a|0;return 2344}function SG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TG(a){a=a|0;var b=0,c=0;f[a>>2]=19920;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function UG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19920;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function VG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=19944;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))$G(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))$G(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function WG(a){a=a|0;return a+4|0}function XG(a){a=a|0;yf()}function YG(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function ZG(a){a=a|0;sOb(a);return}function _G(a){a=a|0;return a+4|0}function $G(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function aH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function cH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262841;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262841)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262841)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dH(a){a=a|0;sOb(a);return}function eH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19968;f[b+4>>2]=f[a+4>>2];return b|0}function fH(a,b){a=a|0;b=b|0;f[b>>2]=19968;f[b+4>>2]=f[a+4>>2];return}function gH(a){a=a|0;return}function hH(a){a=a|0;sOb(a);return}function iH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==76159?a+4|0:0)|0}function kH(a){a=a|0;return 2464}function lH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mH(a){a=a|0;var b=0,c=0;f[a>>2]=20036;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function nH(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20036;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function oH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=20060;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))uH(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))uH(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function pH(a){a=a|0;return a+4|0}function qH(a){a=a|0;yf()}function rH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function sH(a){a=a|0;sOb(a);return}function tH(a){a=a|0;return a+4|0}function uH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function vH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;wH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function wH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function xH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262842;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262842)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262842)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yH(a){a=a|0;sOb(a);return}function zH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20084;f[b+4>>2]=f[a+4>>2];return b|0}function AH(a,b){a=a|0;b=b|0;f[b>>2]=20084;f[b+4>>2]=f[a+4>>2];return}function BH(a){a=a|0;return}function CH(a){a=a|0;sOb(a);return}function DH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==76956?a+4|0:0)|0}function FH(a){a=a|0;return 2584}function GH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HH(a){a=a|0;var b=0,c=0;f[a>>2]=20152;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function IH(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20152;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function JH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=20176;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))PH(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))PH(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function KH(a){a=a|0;return a+4|0}function LH(a){a=a|0;yf()}function MH(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NH(a){a=a|0;sOb(a);return}function OH(a){a=a|0;return a+4|0}function PH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function QH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;RH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function RH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function SH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262843;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262843)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262843)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TH(a){a=a|0;sOb(a);return}function UH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20200;f[b+4>>2]=f[a+4>>2];return b|0}function VH(a,b){a=a|0;b=b|0;f[b>>2]=20200;f[b+4>>2]=f[a+4>>2];return}function WH(a){a=a|0;return}function XH(a){a=a|0;sOb(a);return}function YH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==77760?a+4|0:0)|0}function _H(a){a=a|0;return 2704}function $H(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20268;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function bI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=20292;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))iI(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))iI(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function cI(a){a=a|0;return a+4|0}function dI(a){a=a|0;var b=0,c=0;f[a>>2]=20268;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function eI(a){a=a|0;yf()}function fI(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function gI(a){a=a|0;sOb(a);return}function hI(a){a=a|0;return a+4|0}function iI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function jI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;kI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function kI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function lI(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262844;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262844)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262844)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function mI(a){a=a|0;sOb(a);return}function nI(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20316;f[b+4>>2]=f[a+4>>2];return b|0}function oI(a,b){a=a|0;b=b|0;f[b>>2]=20316;f[b+4>>2]=f[a+4>>2];return}function pI(a){a=a|0;return}function qI(a){a=a|0;sOb(a);return}function rI(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function sI(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==78546?a+4|0:0)|0}function tI(a){a=a|0;return 2824}function uI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function vI(a){a=a|0;var b=0,c=0;f[a>>2]=20384;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function wI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20384;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);sOb(a);return}function xI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=d;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;l=a+4|0;g=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-16-e|0)>>>4)<<4)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-e>>4>>>0<n>>>0){if(n>>>0>268435455)vd();c=c-e|0;e=pOb(n<<4)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[l>>2]=e;f[k>>2]=e+(c>>4<<4);f[j>>2]=e+(n<<4);if(g|0)sOb(g)}else if(!n){n=d;return n|0}i=a+20|0;a=0;while(1){if((m-d|0)<16){d=0;c=18;break}c=i;e=d;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+16|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c+12>>2]=f[i+12>>2];f[k>>2]=(f[k>>2]|0)+16}else BI(l,i);a=a+1|0;if(a>>>0>=n>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function yI(a){a=a|0;return a+4|0}function zI(a){a=a|0;var b=0,c=0;f[a>>2]=20384;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function AI(a){a=a|0;yf()}function BI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function CI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;DI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function DI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>4;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{i=(f[b>>2]|0)+(a<<4)|0;h=pOb(16)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[h+12>>2]=f[i+12>>2];f[c>>2]=h;h=td(400,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function EI(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262845;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262845)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262845)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FI(a){a=a|0;sOb(a);return}function GI(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20408;f[b+4>>2]=f[a+4>>2];return b|0}function HI(a,b){a=a|0;b=b|0;f[b>>2]=20408;f[b+4>>2]=f[a+4>>2];return}function II(a){a=a|0;return}function JI(a){a=a|0;sOb(a);return}function KI(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LI(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==79010?a+4|0:0)|0}function MI(a){a=a|0;return 2880}function NI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OI(a){a=a|0;var b=0,c=0;f[a>>2]=20476;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function PI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20476;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function QI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=d;if((n-c|0)<4){o=0;return o|0}o=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;m=a+4|0;j=f[m>>2]|0;l=a+8|0;c=f[l>>2]|0;e=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-e|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}k=a+12|0;if((((f[k>>2]|0)-e|0)/12|0)>>>0<o>>>0){if(o>>>0>357913941)vd();c=c-e|0;e=pOb(o*12|0)|0;g=e+(((c|0)/12|0)*12|0)|0;i=g+(((c|0)/-12|0)*12|0)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[m>>2]=i;f[l>>2]=g;f[k>>2]=e+(o*12|0);if(j|0)sOb(j)}else if(!o){o=d;return o|0}j=a+20|0;i=0;while(1){if((n-d|0)<12){d=0;c=18;break}c=j;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[l>>2]|0;if(c>>>0<(f[k>>2]|0)>>>0){f[c>>2]=f[j>>2];f[c+4>>2]=f[j+4>>2];f[c+8>>2]=f[j+8>>2];f[l>>2]=(f[l>>2]|0)+12}else XI(m,j);i=i+1|0;if(i>>>0>=o>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function RI(a){a=a|0;return a+4|0}function SI(a){a=a|0;var b=0,c=0;f[a>>2]=20476;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function TI(a){a=a|0;yf()}function UI(a){a=a|0;sOb(a);return}function VI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function WI(a){a=a|0;return a+4|0}function XI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function YI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;ZI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function ZI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/12|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=(f[b>>2]|0)+(a*12|0)|0;h=pOb(12)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[c>>2]=h;h=td(2968,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function _I(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262846;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262846)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262846)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $I(a){a=a|0;sOb(a);return}function aJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20524;f[b+4>>2]=f[a+4>>2];return b|0}function bJ(a,b){a=a|0;b=b|0;f[b>>2]=20524;f[b+4>>2]=f[a+4>>2];return}function cJ(a){a=a|0;return}function dJ(a){a=a|0;sOb(a);return}function eJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==79652?a+4|0:0)|0}function gJ(a){a=a|0;return 2992}function hJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iJ(a){a=a|0;var b=0,c=0;f[a>>2]=20592;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function jJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20592;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function kJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d;if((p-c|0)<4){q=0;return q|0}q=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;o=a+4|0;j=f[o>>2]|0;n=a+8|0;c=f[n>>2]|0;g=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-g|0)>>>0)/12|0)*12|0)|0;f[n>>2]=c}e=c;m=a+12|0;if((((f[m>>2]|0)-g|0)/12|0)>>>0<q>>>0){if(q>>>0>357913941)vd();i=pOb(q*12|0)|0;e=i+(((e-g|0)/12|0)*12|0)|0;g=e;i=i+(q*12|0)|0;if((c|0)==(j|0))c=g;else{do{l=e;e=e+-12|0;k=c;c=c+-12|0;f[e>>2]=f[c>>2];f[l+-8>>2]=f[k+-8>>2];f[l+-4>>2]=f[k+-4>>2]}while((c|0)!=(j|0));c=e}f[o>>2]=c;f[n>>2]=g;f[m>>2]=i;if(j|0)sOb(j)}if(!q){q=d;return q|0}k=a+20|0;l=a+24|0;j=a+28|0;i=0;while(1){if((p-d|0)<12){d=0;c=19;break}c=k;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[n>>2]|0;if(c>>>0<(f[m>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[j>>2];f[n>>2]=(f[n>>2]|0)+12}else oJ(o,k);i=i+1|0;if(i>>>0>=q>>>0){c=19;break}}if((c|0)==19)return d|0;return 0}function lJ(a){a=a|0;return a+4|0}function mJ(a){a=a|0;var b=0,c=0;f[a>>2]=20592;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function nJ(a){a=a|0;yf()}function oJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function pJ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;qJ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function qJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/12|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=f[b>>2]|0;h=pOb(12)|0;f[h>>2]=f[i+(a*12|0)>>2];f[h+4>>2]=f[i+(a*12|0)+4>>2];f[h+8>>2]=f[i+(a*12|0)+8>>2];f[c>>2]=h;h=td(872,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function rJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262847;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262847)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262847)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sJ(a){a=a|0;sOb(a);return}function tJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20616;f[b+4>>2]=f[a+4>>2];return b|0}function uJ(a,b){a=a|0;b=b|0;f[b>>2]=20616;f[b+4>>2]=f[a+4>>2];return}function vJ(a){a=a|0;return}function wJ(a){a=a|0;sOb(a);return}function xJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==80193?a+4|0:0)|0}function zJ(a){a=a|0;return 3048}function AJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BJ(a){a=a|0;var b=0,c=0;f[a>>2]=20684;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function CJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20684;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);sOb(a);return}function DJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;q=d;if((q-c|0)<4){r=0;return r|0}r=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;p=a+4|0;m=f[p>>2]|0;o=a+8|0;c=f[o>>2]|0;l=m;if((c|0)!=(m|0)){c=c+(~((c+-16-l|0)>>>4)<<4)|0;f[o>>2]=c}e=c;n=a+12|0;if((f[n>>2]|0)-l>>4>>>0<r>>>0){if(r>>>0>268435455)vd();k=pOb(r<<4)|0;g=k+(e-l>>4<<4)|0;j=g;k=k+(r<<4)|0;if((c|0)==(m|0))c=j;else{i=c+-16|0;e=g;do{s=e;e=e+-16|0;t=c;c=c+-16|0;f[e>>2]=f[c>>2];f[s+-12>>2]=f[t+-12>>2];f[s+-8>>2]=f[t+-8>>2];f[s+-4>>2]=f[t+-4>>2]}while((c|0)!=(m|0));c=g+(~((i-l|0)>>>4)<<4)|0}f[p>>2]=c;f[o>>2]=j;f[n>>2]=k;if(m|0)sOb(m)}if(!r){t=d;return t|0}k=a+20|0;l=a+24|0;m=a+28|0;j=a+32|0;i=0;while(1){if((q-d|0)<16){d=0;c=20;break}c=k;e=d;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+16|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];f[c+12>>2]=f[j>>2];f[o>>2]=(f[o>>2]|0)+16}else KJ(p,k);i=i+1|0;if(i>>>0>=r>>>0){c=20;break}}if((c|0)==20)return d|0;return 0}function EJ(a){a=a|0;return a+4|0}function FJ(a){a=a|0;var b=0,c=0;f[a>>2]=20684;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function GJ(a){a=a|0;yf()}function HJ(a){a=a|0;sOb(a);return}function IJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+4|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function JJ(a){a=a|0;return a+4|0}function KJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c>>2]=f[b>>2];f[g+(h<<4)+4>>2]=f[b+4>>2];f[g+(h<<4)+8>>2]=f[b+8>>2];f[g+(h<<4)+12>>2]=f[b+12>>2];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;n=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[n+-12>>2];f[h+-8>>2]=f[n+-8>>2];f[h+-4>>2]=f[n+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function LJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;b=h;c=(f[a+4>>2]|0)-(f[a>>2]|0)>>4;d=nd()|0;e=d;if(!c){g=f[64564]|0;fd(g|0);f[64564]=e;fd(0);u=h;return}g=0;do{j=f[a>>2]|0;i=pOb(16)|0;f[i>>2]=f[j+(g<<4)>>2];f[i+4>>2]=f[j+(g<<4)+4>>2];f[i+8>>2]=f[j+(g<<4)+8>>2];f[i+12>>2]=f[j+(g<<4)+12>>2];f[b>>2]=i;i=td(3256,b|0)|0;f[b>>2]=g;j=td(17744,b|0)|0;sd(d|0,j|0,i|0);fd(j|0);fd(i|0);g=g+1|0}while((g|0)!=(c|0));j=f[64564]|0;fd(j|0);f[64564]=e;fd(0);u=h;return}function MJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262848;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262848)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262848)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function NJ(a){a=a|0;sOb(a);return}function OJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20732;f[b+4>>2]=f[a+4>>2];return b|0}function PJ(a,b){a=a|0;b=b|0;f[b>>2]=20732;f[b+4>>2]=f[a+4>>2];return}function QJ(a){a=a|0;return}function RJ(a){a=a|0;sOb(a);return}function SJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function TJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==81477?a+4|0:0)|0}function UJ(a){a=a|0;return 3288}function VJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function WJ(a){a=a|0;var b=0,c=0;f[a>>2]=20800;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function XJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20800;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function YJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=d;if((l-c|0)<4){m=0;return m|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;k=a+4|0;g=f[k>>2]|0;j=a+8|0;c=f[j>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[j>>2]=c}i=a+12|0;if((f[i>>2]|0)-e>>2>>>0<m>>>0){if(m>>>0>1073741823)vd();c=c-e|0;e=pOb(m<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[k>>2]=e;f[j>>2]=e+(c>>2<<2);f[i>>2]=e+(m<<2);if(g|0)sOb(g)}else if(!m){m=d;return m|0}a=a+20|0;e=0;while(1){if((l-d|0)<4){d=0;c=18;break}g=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;d=d+4|0;c=f[j>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=g;f[j>>2]=c+4}else aK(k,a);e=e+1|0;if(e>>>0>=m>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function ZJ(a){a=a|0;return a+4|0}function _J(a){a=a|0;var b=0,c=0;f[a>>2]=20800;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function $J(a){a=a|0;yf()}function aK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function bK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;cK(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function cK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function dK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262849;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262849)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262849)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function eK(a){a=a|0;sOb(a);return}function fK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20824;f[b+4>>2]=f[a+4>>2];return b|0}function gK(a,b){a=a|0;b=b|0;f[b>>2]=20824;f[b+4>>2]=f[a+4>>2];return}function hK(a){a=a|0;return}function iK(a){a=a|0;sOb(a);return}function jK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function kK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==81862?a+4|0:0)|0}function lK(a){a=a|0;return 3344}function mK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function nK(a){a=a|0;var b=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b)return;a=a+8|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function oK(a){a=a|0;var b=0,c=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function pK(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=d;if((p-c|0)<4){r=0;return r|0}q=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;r=a+4|0;g=f[r>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){f[o>>2]=g;c=e}n=a+12|0;if(((f[n>>2]|0)-e|0)>>>0<q>>>0){c=c-e|0;e=pOb(q)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[r>>2]=e;f[o>>2]=e+c;f[n>>2]=e+q;if(g|0)sOb(g)}else if(!q){r=d;return r|0}m=a+20|0;k=0;while(1){if((p-d|0)<1){d=0;c=23;break}l=b[d>>0]|0;b[m>>0]=l;d=d+1|0;c=f[o>>2]|0;j=f[n>>2]|0;e=j;if(c>>>0<j>>>0){b[c>>0]=l;f[o>>2]=(f[o>>2]|0)+1}else{j=f[r>>2]|0;a=c-j|0;c=a+1|0;i=j;if((c|0)<0){c=15;break}e=e-j|0;g=e<<1;c=e>>>0<1073741823?(g>>>0<c>>>0?c:g):2147483647;if(!c)g=0;else g=pOb(c)|0;e=g+a|0;b[e>>0]=l;if((a|0)>0)bQb(g|0,i|0,a|0)|0;f[r>>2]=g;f[o>>2]=e+1;f[n>>2]=g+c;if(j|0)sOb(i)}k=k+1|0;if(k>>>0>=q>>>0){c=23;break}}if((c|0)==15)AMb(r);else if((c|0)==23)return d|0;return 0}function qK(a){a=a|0;return a+4|0}function rK(a){a=a|0;var b=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b)return;a=a+8|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function sK(a){a=a|0;yf()}function tK(a){a=a|0;sOb(a);return}function uK(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function vK(a){a=a|0;return a+4|0}function wK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;xK(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function xK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)|0;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=h[(f[b>>2]|0)+a>>0];i=td(17704,c|0)|0;f[c>>2]=a;j=td(17744,c|0)|0;sd(e|0,j|0,i|0);fd(j|0);fd(i|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function yK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262850;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262850)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262850)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function zK(a){a=a|0;sOb(a);return}function AK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20940;f[b+4>>2]=f[a+4>>2];return b|0}function BK(a,b){a=a|0;b=b|0;f[b>>2]=20940;f[b+4>>2]=f[a+4>>2];return}function CK(a){a=a|0;return}function DK(a){a=a|0;sOb(a);return}function EK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function FK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==82350?a+4|0:0)|0}function GK(a){a=a|0;return 3448}function HK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function IK(a){a=a|0;sOb(a);return}function JK(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function KK(a){a=a|0;return a+4|0}function LK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function MK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262851;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262851)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262851)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function NK(a){a=a|0;sOb(a);return}function OK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21008;f[b+4>>2]=f[a+4>>2];return b|0}function PK(a,b){a=a|0;b=b|0;f[b>>2]=21008;f[b+4>>2]=f[a+4>>2];return}function QK(a){a=a|0;return}function RK(a){a=a|0;sOb(a);return}function SK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function TK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==82828?a+4|0:0)|0}function UK(a){a=a|0;return 3520}function VK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function WK(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21052;f[a+36>>2]=19340;b=f[a+40>>2]|0;if(b|0){c=a+44|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21076;d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function XK(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21052;f[a+36>>2]=19340;b=f[a+40>>2]|0;if(b|0){c=a+44|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21076;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function YK(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;e=a+36|0;g=d;if((g-c|0)<1){i=0;return i|0}i=b[c>>0]|0;c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c+1|0,d)|0;if(!c){i=0;return i|0}if((g-c|0)<8){i=0;return i|0}d=c+8|0;if((g-d|0)<8){i=0;return i|0}j=c;k=j;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;g=d;e=g;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=g+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[a+4>>0]=i;i=a+8|0;d=a+40|0;l=f[i>>2]|0;f[i>>2]=f[d>>2];f[d>>2]=l;d=a+12|0;l=a+44|0;i=f[d>>2]|0;f[d>>2]=f[l>>2];f[l>>2]=i;l=a+16|0;i=a+48|0;d=f[l>>2]|0;f[l>>2]=f[i>>2];f[i>>2]=d;i=a+20|0;f[i>>2]=k;f[i+4>>2]=j;i=a+28|0;f[i>>2]=e;f[i+4>>2]=g;i=c+16|0;return i|0}function ZK(a){a=a|0;return a+4|0}function _K(a){a=a|0;var b=0,c=0;f[a>>2]=21076;c=f[a+8>>2]|0;if(!c)return;a=a+12|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function $K(a){a=a|0;yf()}function aL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;g=od(83077)|0;f[e>>2]=h[b>>0];a=td(3560,e|0)|0;sd(d|0,g|0,a|0);fd(a|0);fd(g|0);bF(e,b+4|0);g=od(83082)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);a=nd()|0;f[e>>2]=f[b+16>>2];g=td(17744,e|0)|0;f[e>>2]=0;i=td(17736,e|0)|0;sd(a|0,i|0,g|0);fd(i|0);fd(g|0);f[e>>2]=f[b+20>>2];g=td(17744,e|0)|0;f[e>>2]=1;i=td(17736,e|0)|0;sd(a|0,i|0,g|0);fd(i|0);fd(g|0);g=od(83094)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);cL(e,b+24|0);a=od(83105)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function cL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function dL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262852;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262852)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262852)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function eL(a){a=a|0;sOb(a);return}function fL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21100;f[b+4>>2]=f[a+4>>2];return b|0}function gL(a,b){a=a|0;b=b|0;f[b>>2]=21100;f[b+4>>2]=f[a+4>>2];return}function hL(a){a=a|0;return}function iL(a){a=a|0;sOb(a);return}function jL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function kL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==83333?a+4|0:0)|0}function lL(a){a=a|0;return 3584}function mL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function nL(a){a=a|0;sOb(a);return}function oL(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function pL(a){a=a|0;return a+4|0}function qL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function rL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262853;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262853)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262853)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sL(a){a=a|0;sOb(a);return}function tL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21168;f[b+4>>2]=f[a+4>>2];return b|0}function uL(a,b){a=a|0;b=b|0;f[b>>2]=21168;f[b+4>>2]=f[a+4>>2];return}function vL(a){a=a|0;return}function wL(a){a=a|0;sOb(a);return}function xL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==83845?a+4|0:0)|0}function zL(a){a=a|0;return 3656}function AL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21212;f[a+72>>2]=19108;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19108;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19108;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21236;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function CL(a){a=a|0;BL(a);sOb(a);return}function DL(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function EL(a){a=a|0;return a+4|0}function FL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21236;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function GL(a){a=a|0;yf()}function HL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;nE(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);nE(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);nE(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function JL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262854;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262854)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262854)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KL(a){a=a|0;sOb(a);return}function LL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21260;f[b+4>>2]=f[a+4>>2];return b|0}function ML(a,b){a=a|0;b=b|0;f[b>>2]=21260;f[b+4>>2]=f[a+4>>2];return}function NL(a){a=a|0;return}function OL(a){a=a|0;sOb(a);return}function PL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==84411?a+4|0:0)|0}function RL(a){a=a|0;return 3712}function SL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21304;f[a+72>>2]=19340;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19340;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19340;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21328;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function UL(a){a=a|0;TL(a);sOb(a);return}function VL(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function WL(a){a=a|0;return a+4|0}function XL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21328;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function YL(a){a=a|0;yf()}function ZL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;_L(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function _L(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;bF(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);bF(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);bF(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function $L(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262855;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262855)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262855)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function aM(a){a=a|0;sOb(a);return}function bM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21352;f[b+4>>2]=f[a+4>>2];return b|0}function cM(a,b){a=a|0;b=b|0;f[b>>2]=21352;f[b+4>>2]=f[a+4>>2];return}function dM(a){a=a|0;return}function eM(a){a=a|0;sOb(a);return}function fM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function gM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==84922?a+4|0:0)|0}function hM(a){a=a|0;return 3768}function iM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function jM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21396;f[a+72>>2]=21468;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=21468;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=21468;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21420;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function kM(a){a=a|0;jM(a);sOb(a);return}function lM(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function mM(a){a=a|0;return a+4|0}function nM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21420;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function oM(a){a=a|0;yf()}function pM(a){a=a|0;var b=0,c=0;f[a>>2]=21468;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function qM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21468;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function rM(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=21492;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))xM(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))xM(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function sM(a){a=a|0;return a+4|0}function tM(a){a=a|0;yf()}function uM(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function vM(a){a=a|0;sOb(a);return}function wM(a){a=a|0;return a+4|0}function xM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function yM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;e=b;c=pd()|0;zM(e,a);d=od(84160)|0;g=f[e>>2]|0;sd(c|0,d|0,g|0);fd(d|0);fd(g|0);zM(e,a+12|0);g=od(84179)|0;d=f[e>>2]|0;sd(c|0,g|0,d|0);fd(g|0);fd(d|0);zM(e,a+24|0);d=od(84192)|0;a=f[e>>2]|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function zM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function AM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262856;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262856)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262856)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BM(a){a=a|0;sOb(a);return}function CM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21516;f[b+4>>2]=f[a+4>>2];return b|0}function DM(a,b){a=a|0;b=b|0;f[b>>2]=21516;f[b+4>>2]=f[a+4>>2];return}function EM(a){a=a|0;return}function FM(a){a=a|0;sOb(a);return}function GM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==85883?a+4|0:0)|0}function IM(a){a=a|0;return 3920}function JM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21560;f[a+72>>2]=19572;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19572;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19572;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21584;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function LM(a){a=a|0;KM(a);sOb(a);return}function MM(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function NM(a){a=a|0;return a+4|0}function OM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21584;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function PM(a){a=a|0;yf()}function QM(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;RM(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function RM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;TF(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);TF(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);TF(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function SM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262857;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262857)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262857)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TM(a){a=a|0;sOb(a);return}function UM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21608;f[b+4>>2]=f[a+4>>2];return b|0}function VM(a,b){a=a|0;b=b|0;f[b>>2]=21608;f[b+4>>2]=f[a+4>>2];return}function WM(a){a=a|0;return}function XM(a){a=a|0;sOb(a);return}function YM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==86398?a+4|0:0)|0}function _M(a){a=a|0;return 3976}function $M(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21652;f[a+72>>2]=19688;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19688;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19688;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21676;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function bN(a){a=a|0;aN(a);sOb(a);return}function cN(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function dN(a){a=a|0;return a+4|0}function eN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21676;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function fN(a){a=a|0;yf()}function gN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;hN(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function hN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;mG(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);mG(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);mG(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function iN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262858;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262858)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262858)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jN(a){a=a|0;sOb(a);return}function kN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21700;f[b+4>>2]=f[a+4>>2];return b|0}function lN(a,b){a=a|0;b=b|0;f[b>>2]=21700;f[b+4>>2]=f[a+4>>2];return}function mN(a){a=a|0;return}function nN(a){a=a|0;sOb(a);return}function oN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==86913?a+4|0:0)|0}function qN(a){a=a|0;return 4032}function rN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21744;f[a+72>>2]=19804;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19804;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19804;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21768;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function tN(a){a=a|0;sN(a);sOb(a);return}
+function Du(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=125;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Eu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=124;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Fu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=126;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Gu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=127;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Hu(a,c,d){a=+a;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;k=(f[64571]|0)+k|0;b[k>>0]=162;b[k+1>>0]=0;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;n[s>>2]=a;b[g>>0]=b[s>>0];b[g+1>>0]=b[s+1>>0];b[g+2>>0]=b[s+2>>0];b[g+3>>0]=b[s+3>>0];g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;k=(f[64571]|0)+k|0;n[s>>2]=c;b[k>>0]=b[s>>0];b[k+1>>0]=b[s+1>>0];b[k+2>>0]=b[s+2>>0];b[k+3>>0]=b[s+3>>0];k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+g>>0]=d;d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Iu(a,c){a=+a;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=163;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;n[s>>2]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=c;c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ju(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=164;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ku(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=165;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Lu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=166;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Mu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=167;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Nu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=168;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ou(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=169;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Pu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=170;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Qu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=171;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ru(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=172;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Su(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=173;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Tu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=174;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Uu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=175;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Vu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=176;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Wu(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=177;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,55,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Xu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=178;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Yu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=179;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Zu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=180;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function _u(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=181;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function $u(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=182;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=a;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;c=d;l=f[c>>2]|0;c=f[c+4>>2]|0;a=(f[64571]|0)+a|0;d=a;b[d>>0]=l;b[d+1>>0]=l>>8;b[d+2>>0]=l>>16;b[d+3>>0]=l>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,55,e,63,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function av(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=183;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;n[s>>2]=c;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function bv(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=184;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function cv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+64|0;m=k+44|0;n=k+40|0;l=k+48|0;i=k+20|0;g=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;f[g>>2]=d;f[g+4>>2]=e;d=g+8|0;f[d>>2]=0;e=g+12|0;f[e>>2]=0;f[g+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;a=(f[64571]|0)+a|0;b[a>>0]=185;b[a+1>>0]=0;bha(258284,i);bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function dv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=186;b[a+1>>0]=0;bha(258284,h);a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,12,k)|0;e=(f[64571]|0)+e|0;a=d;c=e+12|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ev(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=187;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function fv(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;k=m+8|0;j=m+4|0;h=m;f[k>>2]=a;f[k+4>>2]=c;i=k+8|0;f[i>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=188;b[r>>0]=82;mha(258284,r,q,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,27,j,0,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~(((c+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=m;return}function gv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=192;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function hv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=193;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function iv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=194;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function jv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=195;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function kv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=196;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=197;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function mv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=198;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function nv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;h=k+4|0;i=k;j=k+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[i>>2]=m;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[i>>2]=l;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;m=(f[64571]|0)+m|0;b[m>>0]=199;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[i>>2]=m;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[i>>2]=l;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+a>>0]=c;c=f[64572]|0;a=c-(f[64571]|0)|0;f[i>>2]=c;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;c=a-(f[64571]|0)|0;f[i>>2]=a;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,12,j)|0;c=(f[64571]|0)+c|0;a=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(a|0));e=f[64572]|0;c=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,12,j)|0;c=(f[64571]|0)+c|0;e=g;a=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(a|0));e=f[64571]|0;pc(e|0,e+((f[64572]|0)-e)|0);e=f[64571]|0;if((f[64572]|0)==(e|0)){u=k;return}f[64572]=e;u=k;return}function ov(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=200;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,55,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function pv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;i=n+60|0;j=n+48|0;k=n+64|0;g=n;l=n+56|0;m=n+52|0;E8(g,c);c=f[d>>2]|0;f[l>>2]=c;kd(c|0);c=f[e>>2]|0;f[m>>2]=c;kd(c|0);c=f[64572]|0;e=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;c=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=201;b[c+1>>0]=0;c=f[64572]|0;e=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,48,k)|0;c=f[64571]|0;e=c+e|0;h=e+48|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));e=f[64572]|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,48,k)|0;d=f[64571]|0;e=d+(e-c)|0;g=a;h=e+48|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));c=(f[64570]|0)+1|0;f[64570]=c;a=f[64572]|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(a-d)|0;b[k>>0]=c;b[k+1>>0]=c>>8;b[k+2>>0]=c>>16;b[k+3>>0]=c>>24;Xga(c,90,l,0,m);c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=n;return}f[64572]=c;m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=n;return}function qv(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;l=m+8|0;j=m+4|0;h=m;f[l>>2]=a;f[l+4>>2]=c;i=l+8|0;f[i>>2]=0;k=l+12|0;f[k>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=0;b[r>>0]=82;nha(258284,r,q,l);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,j,0,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}if((f[k>>2]|0)!=(a|0))f[k>>2]=a;sOb(a);u=m;return}function rv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=2;b[g+1>>0]=0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=a;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,c,55,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function sv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=3;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function tv(a,c,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;w=u;u=u+96|0;y=w+76|0;z=w+72|0;x=w+82|0;G=w+80|0;E=w+68|0;D=w+64|0;B=w+60|0;A=w+56|0;F=w+52|0;C=w+44|0;t=w+20|0;r=w;p=w+48|0;q=w+40|0;f[t>>2]=a;f[t+4>>2]=c;s=t+8|0;f[s>>2]=0;v=t+12|0;f[v>>2]=0;f[t+16>>2]=0;f[r>>2]=e;f[r+4>>2]=g;e=r+8|0;f[e>>2]=0;g=r+12|0;f[g>>2]=0;f[r+16>>2]=0;a=f[n>>2]|0;f[p>>2]=a;kd(a|0);a=f[o>>2]|0;f[q>>2]=a;kd(a|0);f[E>>2]=i;f[D>>2]=j;f[B>>2]=l;f[A>>2]=m;f[F>>2]=h;f[C>>2]=k;d[G>>1]=202;l=f[64572]|0;a=l-(f[64571]|0)|0;f[z>>2]=l;b[x>>0]=0;f[y>>2]=f[z>>2];Zga(258284,y,1,x)|0;b[(f[64571]|0)+a>>0]=82;oha(258284,G,t,r,F,E,D,C,B,A);a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;m=l-(f[64571]|0)|0;f[z>>2]=l;b[x>>0]=0;f[y>>2]=f[z>>2];Zga(258284,y,4,x)|0;m=(f[64571]|0)+m|0;b[m>>0]=a;b[m+1>>0]=a>>8;b[m+2>>0]=a>>16;b[m+3>>0]=a>>24;Xga(a,59,p,29,q);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[q>>2]|0);fd(f[p>>2]|0);a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){c=f[r>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(a|0){if((f[g>>2]|0)!=(a|0))f[g>>2]=a;sOb(a)}a=f[s>>2]|0;if((a|0)==(f[v>>2]|0)){c=f[t>>2]|0;if(c){tOb(c);a=f[s>>2]|0}}if(!a){u=w;return}if((f[v>>2]|0)!=(a|0))f[v>>2]=a;sOb(a);u=w;return}function uv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=203;b[a+1>>0]=0;hha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,32,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function vv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=204;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,63,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function wv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=205;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,33,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function xv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=206;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,8,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function yv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=207;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,23,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function zv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=208;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,23,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Av(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=209;b[e+1>>0]=0;iha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,16,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+16|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,14,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Bv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=210;b[e+1>>0]=0;iha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,16,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+16|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,14,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Cv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;h=f[64572]|0;k=h-(f[64571]|0)|0;f[i>>2]=h;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,1,j)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;h=k-(f[64571]|0)|0;f[i>>2]=k;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,2,j)|0;h=(f[64571]|0)+h|0;b[h>>0]=211;b[h+1>>0]=0;h=f[64572]|0;k=h-(f[64571]|0)|0;f[i>>2]=h;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,64,j)|0;h=f[64571]|0;k=h+k|0;e=k+64|0;do{b[k>>0]=b[a>>0]|0;k=k+1|0;a=a+1|0}while((k|0)<(e|0));a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;f[i>>2]=k;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,4,j)|0;k=(f[64571]|0)+(k-h)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,68,c,0,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Dv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=212;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,68,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ev(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=213;b[a+1>>0]=0;pha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,35,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Fv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=214;b[a+1>>0]=0;pha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,15,h,16,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Gv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=215;b[e+1>>0]=0;pha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,64,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,16,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Hv(a,c,d,e,g,h,i,j,k,l,m,n,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;var q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;B=u;u=u+112|0;D=B+92|0;E=B+84|0;C=B+96|0;z=B+60|0;x=B+40|0;t=B+20|0;s=B;q=B+88|0;r=B+80|0;f[z>>2]=g;f[z+4>>2]=h;y=z+8|0;f[y>>2]=0;A=z+12|0;f[A>>2]=0;f[z+16>>2]=0;f[x>>2]=i;f[x+4>>2]=j;v=x+8|0;f[v>>2]=0;w=x+12|0;f[w>>2]=0;f[x+16>>2]=0;f[t>>2]=k;f[t+4>>2]=l;k=t+8|0;f[k>>2]=0;l=t+12|0;f[l>>2]=0;f[t+16>>2]=0;f[s>>2]=m;f[s+4>>2]=n;i=s+8|0;f[i>>2]=0;j=s+12|0;f[j>>2]=0;f[s+16>>2]=0;g=f[o>>2]|0;f[q>>2]=g;kd(g|0);p=f[p>>2]|0;f[r>>2]=p;kd(p|0);p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,1,C)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;p=g-(f[64571]|0)|0;f[E>>2]=g;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,2,C)|0;p=(f[64571]|0)+p|0;b[p>>0]=216;b[p+1>>0]=0;p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;p=g-(f[64571]|0)|0;f[E>>2]=g;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;p=(f[64571]|0)+p|0;b[p>>0]=c;b[p+1>>0]=c>>8;b[p+2>>0]=c>>16;b[p+3>>0]=c>>24;p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[E>>2]=d;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;qha(258284,z,x,t,s);g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[E>>2]=d;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;e=(f[64571]|0)+e|0;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;Xga(g,70,q,0,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)!=(g|0))f[64572]=g;fd(f[r>>2]|0);fd(f[q>>2]|0);g=f[i>>2]|0;if((g|0)==(f[j>>2]|0)){h=f[s>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(g|0){h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[k>>2]|0;if((g|0)==(f[l>>2]|0)){h=f[t>>2]|0;if(h){tOb(h);g=f[k>>2]|0}}if(g|0){h=f[l>>2]|0;if((h|0)!=(g|0))f[l>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[v>>2]|0;if((g|0)==(f[w>>2]|0)){h=f[x>>2]|0;if(h){tOb(h);g=f[v>>2]|0}}if(g|0){h=f[w>>2]|0;if((h|0)!=(g|0))f[w>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[y>>2]|0;if((g|0)==(f[A>>2]|0)){h=f[z>>2]|0;if(h){tOb(h);g=f[y>>2]|0}}if(!g){u=B;return}h=f[A>>2]|0;if((h|0)!=(g|0))f[A>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g);u=B;return}function Iv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=217;b[a+1>>0]=0;sha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,36,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Jv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;e=u;u=u+16|0;j=e+4|0;k=e;i=e+8|0;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;l=g-(f[64571]|0)|0;f[k>>2]=g;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=218;b[l+1>>0]=0;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;l=a;m=l;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;a=(f[64571]|0)+g|0;g=a;b[g>>0]=m;b[g+1>>0]=m>>8;b[g+2>>0]=m>>16;b[g+3>>0]=m>>24;a=a+4|0;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,39,c,40,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Kv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;g=u;u=u+16|0;j=g+4|0;k=g;i=g+8|0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;n=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;n=(f[64571]|0)+n|0;b[n>>0]=219;b[n+1>>0]=0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;l=(f[64571]|0)+l|0;m=l;b[m>>0]=n;b[m+1>>0]=n>>8;b[m+2>>0]=n>>16;b[m+3>>0]=n>>24;l=l+4|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;c=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,25,d,70,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Lv(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=220;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;tha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,27,k,70,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Mv(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;D=u;u=u+112|0;F=D+92|0;G=D+80|0;E=D+96|0;B=D+60|0;z=D+40|0;w=D+20|0;v=D;s=D+88|0;t=D+84|0;f[B>>2]=i;f[B+4>>2]=j;A=B+8|0;f[A>>2]=0;C=B+12|0;f[C>>2]=0;f[B+16>>2]=0;f[z>>2]=k;f[z+4>>2]=l;x=z+8|0;f[x>>2]=0;y=z+12|0;f[y>>2]=0;f[z+16>>2]=0;f[w>>2]=m;f[w+4>>2]=n;m=w+8|0;f[m>>2]=0;n=w+12|0;f[n>>2]=0;f[w+16>>2]=0;f[v>>2]=o;f[v+4>>2]=p;k=v+8|0;f[k>>2]=0;l=v+12|0;f[l>>2]=0;f[v+16>>2]=0;i=f[q>>2]|0;f[s>>2]=i;kd(i|0);i=f[r>>2]|0;f[t>>2]=i;kd(i|0);i=f[64572]|0;r=i-(f[64571]|0)|0;f[G>>2]=i;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,1,E)|0;b[(f[64571]|0)+r>>0]=82;r=f[64572]|0;i=r-(f[64571]|0)|0;f[G>>2]=r;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,2,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=221;b[i+1>>0]=0;i=f[64572]|0;r=i-(f[64571]|0)|0;f[G>>2]=i;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,8,E)|0;r=(f[64571]|0)+r|0;i=r;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;r=r+4|0;b[r>>0]=c;b[r+1>>0]=c>>8;b[r+2>>0]=c>>16;b[r+3>>0]=c>>24;r=f[64572]|0;i=r-(f[64571]|0)|0;f[G>>2]=r;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=d;b[i+1>>0]=d>>8;b[i+2>>0]=d>>16;b[i+3>>0]=d>>24;d=f[64572]|0;i=d-(f[64571]|0)|0;f[G>>2]=d;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=e;b[i+1>>0]=e>>8;b[i+2>>0]=e>>16;b[i+3>>0]=e>>24;e=f[64572]|0;i=e-(f[64571]|0)|0;f[G>>2]=e;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;g=f[64572]|0;i=g-(f[64571]|0)|0;f[G>>2]=g;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=h;b[i+1>>0]=h>>8;b[i+2>>0]=h>>16;b[i+3>>0]=h>>24;qha(258284,B,z,w,v);i=(f[64570]|0)+1|0;f[64570]=i;g=f[64572]|0;h=g-(f[64571]|0)|0;f[G>>2]=g;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;h=(f[64571]|0)+h|0;b[h>>0]=i;b[h+1>>0]=i>>8;b[h+2>>0]=i>>16;b[h+3>>0]=i>>24;Xga(i,55,s,41,t);i=f[64571]|0;pc(i|0,i+((f[64572]|0)-i)|0);i=f[64571]|0;if((f[64572]|0)!=(i|0))f[64572]=i;fd(f[t>>2]|0);fd(f[s>>2]|0);i=f[k>>2]|0;if((i|0)==(f[l>>2]|0)){j=f[v>>2]|0;if(j){tOb(j);i=f[k>>2]|0}}if(i|0){j=f[l>>2]|0;if((j|0)!=(i|0))f[l>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[m>>2]|0;if((i|0)==(f[n>>2]|0)){j=f[w>>2]|0;if(j){tOb(j);i=f[m>>2]|0}}if(i|0){j=f[n>>2]|0;if((j|0)!=(i|0))f[n>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[x>>2]|0;if((i|0)==(f[y>>2]|0)){j=f[z>>2]|0;if(j){tOb(j);i=f[x>>2]|0}}if(i|0){j=f[y>>2]|0;if((j|0)!=(i|0))f[y>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[A>>2]|0;if((i|0)==(f[C>>2]|0)){j=f[B>>2]|0;if(j){tOb(j);i=f[A>>2]|0}}if(!i){u=D;return}j=f[C>>2]|0;if((j|0)!=(i|0))f[C>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i);u=D;return}function Nv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=222;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ov(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=223;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Pv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=224;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Qv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=225;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Rv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=226;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;g=u;u=u+16|0;j=g+4|0;k=g;i=g+8|0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;n=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;n=(f[64571]|0)+n|0;b[n>>0]=227;b[n+1>>0]=0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;l=(f[64571]|0)+l|0;m=l;b[m>>0]=n;b[m+1>>0]=n>>8;b[m+2>>0]=n>>16;b[m+3>>0]=n>>24;l=l+4|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;l=c;m=l;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;a=(f[64571]|0)+a|0;c=a;b[c>>0]=m;b[c+1>>0]=m>>8;b[c+2>>0]=m>>16;b[c+3>>0]=m>>24;a=a+4|0;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;c=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,54,d,18,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Tv(a,c,d,e,g,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;j=u;u=u+16|0;l=j+4|0;m=j;k=j+8|0;p=f[64572]|0;n=p-(f[64571]|0)|0;f[m>>2]=p;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+n>>0]=82;n=f[64572]|0;p=n-(f[64571]|0)|0;f[m>>2]=n;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;p=(f[64571]|0)+p|0;b[p>>0]=228;b[p+1>>0]=0;p=f[64572]|0;n=p-(f[64571]|0)|0;f[m>>2]=p;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,8,k)|0;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;n=(f[64571]|0)+n|0;o=n;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;n=n+4|0;b[n>>0]=a;b[n+1>>0]=a>>8;b[n+2>>0]=a>>16;b[n+3>>0]=a>>24;n=f[64572]|0;a=n-(f[64571]|0)|0;f[m>>2]=n;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,8,k)|0;a=d;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;d=(f[64571]|0)+c|0;c=d;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;d=d+4|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=f[64572]|0;a=d-(f[64571]|0)|0;f[m>>2]=d;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[m>>2]=d;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,54,g,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=j;return}f[64572]=a;u=j;return}function Uv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;m=n+8|0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,m)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=229;b[i+1>>0]=0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,m)|0;i=a;o=i;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=(f[64571]|0)+j|0;a=j;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;j=j+4|0;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=c;b[i+1>>0]=c>>8;b[i+2>>0]=c>>16;b[i+3>>0]=c>>24;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,48,m)|0;i=f[64571]|0;j=i+j|0;a=d;c=j+48|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;o=f[64572]|0;f[l>>2]=o;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;o=(f[64571]|0)+(o-i)|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;Xga(a,54,e,73,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=n;return}f[64572]=a;u=n;return}function Vv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;m=n+8|0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,m)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=230;b[i+1>>0]=0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,m)|0;i=a;o=i;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=(f[64571]|0)+j|0;a=j;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;j=j+4|0;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=c;b[i+1>>0]=c>>8;b[i+2>>0]=c>>16;b[i+3>>0]=c>>24;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,48,m)|0;i=f[64571]|0;j=i+j|0;a=d;c=j+48|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;o=f[64572]|0;f[l>>2]=o;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;o=(f[64571]|0)+(o-i)|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;Xga(a,54,e,73,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=n;return}f[64572]=a;u=n;return}function Wv(a,c,d,e,g,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0,q=0,r=0,s=0;m=u;u=u+16|0;o=m+4|0;p=m;n=m+8|0;s=f[64572]|0;r=s-(f[64571]|0)|0;f[p>>2]=s;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+r>>0]=82;r=f[64572]|0;s=r-(f[64571]|0)|0;f[p>>2]=r;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;s=(f[64571]|0)+s|0;b[s>>0]=231;b[s+1>>0]=0;s=f[64572]|0;r=s-(f[64571]|0)|0;f[p>>2]=s;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;s=a;s=h[s>>0]|h[s+1>>0]<<8|h[s+2>>0]<<16|h[s+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;r=(f[64571]|0)+r|0;q=r;b[q>>0]=s;b[q+1>>0]=s>>8;b[q+2>>0]=s>>16;b[q+3>>0]=s>>24;r=r+4|0;b[r>>0]=a;b[r+1>>0]=a>>8;b[r+2>>0]=a>>16;b[r+3>>0]=a>>24;r=f[64572]|0;a=r-(f[64571]|0)|0;f[p>>2]=r;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;r=c;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;c=c+4|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=(f[64571]|0)+a|0;q=a;b[q>>0]=r;b[q+1>>0]=r>>8;b[q+2>>0]=r>>16;b[q+3>>0]=r>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;a=d;q=a;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;c=(f[64571]|0)+c|0;d=c;b[d>>0]=q;b[d+1>>0]=q>>8;b[d+2>>0]=q>>16;b[d+3>>0]=q>>24;c=c+4|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;c=e;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;d=a;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;a=g;d=a;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;g=(f[64571]|0)+e|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;a=g-(f[64571]|0)|0;f[p>>2]=g;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=i;b[a+1>>0]=i>>8;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=j;b[a+1>>0]=j>>8;b[a+2>>0]=j>>16;b[a+3>>0]=j>>24;a=(f[64570]|0)+1|0;f[64570]=a;i=f[64572]|0;j=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,73,k,30,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Xv(a,c,d,e,g,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0;l=u;u=u+16|0;n=l+4|0;o=l;m=l+8|0;r=f[64572]|0;q=r-(f[64571]|0)|0;f[o>>2]=r;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+q>>0]=82;q=f[64572]|0;r=q-(f[64571]|0)|0;f[o>>2]=q;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;r=(f[64571]|0)+r|0;b[r>>0]=232;b[r+1>>0]=0;r=f[64572]|0;q=r-(f[64571]|0)|0;f[o>>2]=r;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;r=a;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;q=(f[64571]|0)+q|0;p=q;b[p>>0]=r;b[p+1>>0]=r>>8;b[p+2>>0]=r>>16;b[p+3>>0]=r>>24;q=q+4|0;b[q>>0]=a;b[q+1>>0]=a>>8;b[q+2>>0]=a>>16;b[q+3>>0]=a>>24;q=f[64572]|0;a=q-(f[64571]|0)|0;f[o>>2]=q;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;q=c;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;c=c+4|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=(f[64571]|0)+a|0;p=a;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;a=d;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;c=(f[64571]|0)+c|0;d=c;b[d>>0]=p;b[d+1>>0]=p>>8;b[d+2>>0]=p>>16;b[d+3>>0]=p>>24;c=c+4|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;c=e;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;d=a;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;a=g;d=a;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;g=(f[64571]|0)+e|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=i;b[a+1>>0]=i>>8;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;i=g-(f[64571]|0)|0;f[o>>2]=g;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,73,j,30,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Yv(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0;k=u;u=u+16|0;m=k+4|0;n=k;l=k+8|0;o=f[64572]|0;p=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+p>>0]=82;p=f[64572]|0;o=p-(f[64571]|0)|0;f[n>>2]=p;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;o=(f[64571]|0)+o|0;b[o>>0]=233;b[o+1>>0]=0;o=f[64572]|0;p=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;o=a;q=o;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;a=(f[64571]|0)+p|0;p=a;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;a=a+4|0;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;a=f[64572]|0;o=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;a=c;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;o=(f[64571]|0)+o|0;c=o;b[c>>0]=p;b[c+1>>0]=p>>8;b[c+2>>0]=p>>16;b[c+3>>0]=p>>24;o=o+4|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;o=f[64572]|0;a=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;o=d;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=(f[64571]|0)+a|0;c=a;b[c>>0]=o;b[c+1>>0]=o>>8;b[c+2>>0]=o>>16;b[c+3>>0]=o>>24;a=a+4|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64572]|0;d=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;a=e;c=a;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;e=(f[64571]|0)+d|0;d=e;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;e=e+4|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;e=f[64572]|0;a=e-(f[64571]|0)|0;f[n>>2]=e;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;e=g;d=e;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;g=a;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[n>>2]=e;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,l)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,73,i,30,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=k;return}f[64572]=a;u=k;return}function Zv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=234;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,37,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function _v(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=235;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function $v(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=236;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function aw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=237;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,24,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function bw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=238;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,7,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function cw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=239;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function dw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=240;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function ew(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=241;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function fw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=242;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function gw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=243;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function hw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=244;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function iw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=245;b[a+1>>0]=0;bha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,47,h,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function jw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=246;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,24,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function kw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=247;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,24,j,18,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function lw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=248;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,6,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function mw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=249;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,24,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function nw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=250;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,5,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function ow(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=251;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,5,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function pw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=252;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function qw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=253;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function rw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=254;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function sw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=255;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function tw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=256;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function uw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=1;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function vw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=2;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,16,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function ww(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=3;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,17,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function xw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=4;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,9,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function yw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=5;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,6,k,0,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function zw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=6;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Aw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=263;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Bw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=8;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Cw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=9;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Dw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=10;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Ew(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=11;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Fw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=12;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Gw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;h=f[h>>2]|0;f[j>>2]=h;kd(h|0);h=f[i>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=13;b[h+1>>0]=1;bha(258284,m);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=e&1;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=g&1;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,47,j,18,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function Hw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=14;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Iw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=15;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,5,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Jw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=272;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,27,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Kw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;i=q+32|0;j=q+20|0;k=q+36|0;o=q;n=q+28|0;l=q+24|0;f[o>>2]=a;f[o+4>>2]=c;m=o+8|0;f[m>>2]=0;p=o+12|0;f[p>>2]=0;f[o+16>>2]=0;e=f[e>>2]|0;f[n>>2]=e;kd(e|0);g=f[g>>2]|0;f[l>>2]=g;kd(g|0);g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;g=(f[64571]|0)+g|0;b[g>>0]=17;b[g+1>>0]=1;g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=h;bha(258284,o);e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,64,k)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(d-e)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,55,n,18,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[n>>2]|0);a=f[m>>2]|0;if((a|0)==(f[p>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=q;return}c=f[p>>2]|0;if((c|0)!=(a|0))f[p>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=q;return}function Lw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=18;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,16,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Mw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=19;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Nw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;i=q+32|0;j=q+20|0;k=q+36|0;o=q;n=q+28|0;l=q+24|0;f[o>>2]=a;f[o+4>>2]=c;m=o+8|0;f[m>>2]=0;p=o+12|0;f[p>>2]=0;f[o+16>>2]=0;e=f[e>>2]|0;f[n>>2]=e;kd(e|0);g=f[g>>2]|0;f[l>>2]=g;kd(g|0);g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;g=(f[64571]|0)+g|0;b[g>>0]=20;b[g+1>>0]=1;g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=h;bha(258284,o);e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,64,k)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(d-e)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,55,n,18,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[n>>2]|0);a=f[m>>2]|0;if((a|0)==(f[p>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=q;return}c=f[p>>2]|0;if((c|0)!=(a|0))f[p>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=q;return}function Ow(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+32|0;m=k+24|0;n=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;a=(f[64571]|0)+a|0;b[a>>0]=21;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=g;bha(258284,i);c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;d=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,12,l)|0;d=(f[64571]|0)+d|0;a=e;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Pw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0;p=u;u=u+32|0;i=p+24|0;j=p+20|0;k=p+28|0;m=p;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;o=m+12|0;f[o>>2]=0;f[m+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=22;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+c>>0]=h;bha(258284,m);c=f[64572]|0;a=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;d=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,12,k)|0;d=(f[64571]|0)+d|0;a=e;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));e=f[64572]|0;a=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;a=(f[64571]|0)+a|0;n[s>>2]=g;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[l>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Qw(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;k=u;u=u+32|0;m=k+24|0;o=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=23;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;g=(f[64571]|0)+g|0;n[s>>2]=d;b[g>>0]=b[s>>0];b[g+1>>0]=b[s+1>>0];b[g+2>>0]=b[s+2>>0];b[g+3>>0]=b[s+3>>0];g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;a=(f[64571]|0)+a|0;n[s>>2]=e;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Rw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=24;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=25;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Tw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=26;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Uw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=27;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Vw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=28;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ww(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=29;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Xw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=30;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Yw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=31;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+c>>0]=i;bha(258284,k);c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=e;b[c+1>>0]=e>>8;b[c+2>>0]=e>>16;b[c+3>>0]=e>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,12,n)|0;c=(f[64571]|0)+c|0;a=c+12|0;do{b[c>>0]=b[h>>0]|0;c=c+1|0;h=h+1|0}while((c|0)<(a|0));h=f[64571]|0;pc(h|0,h+((f[64572]|0)-h)|0);h=f[64571]|0;if((f[64572]|0)!=(h|0))f[64572]=h;h=f[j>>2]|0;if((h|0)==(f[l>>2]|0)){a=f[k>>2]|0;if(a){tOb(a);h=f[j>>2]|0}}if(!h){u=m;return}a=f[l>>2]|0;if((a|0)!=(h|0))f[l>>2]=a+(~((a+-8-h|0)>>>3)<<3);sOb(h);u=m;return}function Zw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=32;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,k);a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+i>>0]=d;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=h&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function _w(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=33;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,k);a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+i>>0]=d;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=h&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function $w(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=34;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ax(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=35;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function bx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=36;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function cx(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;o=u;u=u+64|0;s=o+48|0;t=o+44|0;r=o+53|0;q=o+40|0;p=o+52|0;l=o+20|0;j=o;f[l>>2]=a;f[l+4>>2]=c;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;f[j>>2]=d;f[j+4>>2]=e;d=j+8|0;f[d>>2]=0;e=j+12|0;f[e>>2]=0;f[j+16>>2]=0;n[q>>2]=g;b[p>>0]=h;h=f[64572]|0;a=h-(f[64571]|0)|0;f[t>>2]=h;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,1,r)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[t>>2]=a;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,2,r)|0;h=(f[64571]|0)+h|0;b[h>>0]=37;b[h+1>>0]=1;h=f[64572]|0;a=h-(f[64571]|0)|0;f[t>>2]=h;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,1,r)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,l);vha(258284,j,q,p);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){if((f[e>>2]|0)!=(a|0))f[e>>2]=a;sOb(a)}a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=o;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function dx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=38;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ex(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;p=u;u=u+48|0;r=p+32|0;s=p+20|0;q=p+36|0;n=p;k=p+28|0;l=p+24|0;f[n>>2]=a;f[n+4>>2]=c;m=n+8|0;f[m>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);i=f[i>>2]|0;f[l>>2]=i;kd(i|0);i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,1,q)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;i=a-(f[64571]|0)|0;f[s>>2]=a;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,2,q)|0;i=(f[64571]|0)+i|0;b[i>>0]=39;b[i+1>>0]=1;i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,1,q)|0;b[(f[64571]|0)+a>>0]=j;bha(258284,n);a=f[64572]|0;i=a-(f[64571]|0)|0;f[s>>2]=a;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,4,q)|0;i=(f[64571]|0)+i|0;b[i>>0]=d;b[i+1>>0]=d>>8;b[i+2>>0]=d>>16;b[i+3>>0]=d>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,8,q)|0;i=e;g=i;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;a=(f[64571]|0)+a|0;j=a;b[j>>0]=g;b[j+1>>0]=g>>8;b[j+2>>0]=g>>16;b[j+3>>0]=g>>24;a=a+4|0;b[a>>0]=i;b[a+1>>0]=i>>8;b[a+2>>0]=i>>16;b[a+3>>0]=i>>24;a=(f[64570]|0)+1|0;f[64570]=a;i=f[64572]|0;j=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,4,q)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,k,44,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[k>>2]|0);a=f[m>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function fx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=40;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function gx(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;k=u;u=u+32|0;m=k+24|0;o=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=41;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+g>>0]=d;g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;a=(f[64571]|0)+a|0;n[s>>2]=e;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function hx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=42;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ix(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=43;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function jx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=44;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=45;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function lx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=46;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function mx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=47;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function nx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=48;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ox(a,c,d,e,g,i,j,k,l,m,n,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;var q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;q=z+32|0;r=z+20|0;s=z+36|0;x=z;t=z+28|0;v=z+24|0;f[x>>2]=a;f[x+4>>2]=c;w=x+8|0;f[w>>2]=0;y=x+12|0;f[y>>2]=0;f[x+16>>2]=0;n=f[n>>2]|0;f[t>>2]=n;kd(n|0);n=f[o>>2]|0;f[v>>2]=n;kd(n|0);n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,s)|0;n=(f[64571]|0)+n|0;b[n>>0]=49;b[n+1>>0]=1;n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+c>>0]=p;bha(258284,x);c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+n>>0]=d;n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,8,s)|0;n=e;e=n;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;c=(f[64571]|0)+c|0;a=c;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;c=c+4|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,64,s)|0;c=f[64571]|0;n=c+n|0;a=n+64|0;do{b[n>>0]=b[g>>0]|0;n=n+1|0;g=g+1|0}while((n|0)<(a|0));g=f[64572]|0;f[r>>2]=g;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+(g-c)|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;i=f[64572]|0;g=i-(f[64571]|0)|0;f[r>>2]=i;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=j;b[g+1>>0]=j>>8;b[g+2>>0]=j>>16;b[g+3>>0]=j>>24;j=f[64572]|0;g=j-(f[64571]|0)|0;f[r>>2]=j;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=k;b[g+1>>0]=k>>8;b[g+2>>0]=k>>16;b[g+3>>0]=k>>24;k=f[64572]|0;g=k-(f[64571]|0)|0;f[r>>2]=k;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=l;b[g+1>>0]=l>>8;b[g+2>>0]=l>>16;b[g+3>>0]=l>>24;l=f[64572]|0;g=l-(f[64571]|0)|0;f[r>>2]=l;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=m;b[g+1>>0]=m>>8;b[g+2>>0]=m>>16;b[g+3>>0]=m>>24;g=(f[64570]|0)+1|0;f[64570]=g;l=f[64572]|0;m=l-(f[64571]|0)|0;f[r>>2]=l;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;m=(f[64571]|0)+m|0;b[m>>0]=g;b[m+1>>0]=g>>8;b[m+2>>0]=g>>16;b[m+3>>0]=g>>24;Xga(g,55,t,45,v);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)!=(g|0))f[64572]=g;fd(f[v>>2]|0);fd(f[t>>2]|0);g=f[w>>2]|0;if((g|0)==(f[y>>2]|0)){a=f[x>>2]|0;if(a){tOb(a);g=f[w>>2]|0}}if(!g){u=z;return}a=f[y>>2]|0;if((a|0)!=(g|0))f[y>>2]=a+(~((a+-8-g|0)>>>3)<<3);sOb(g);u=z;return}function px(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+32|0;m=k+24|0;n=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=50;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[n>>2]=g;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=e&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function qx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=51;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function rx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=52;b[c+1>>0]=1;bha(258284,g);c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function sx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=53;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=54;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function ux(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=55;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function vx(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+32|0;n=l+24|0;o=l+20|0;m=l+28|0;j=l;f[j>>2]=a;f[j+4>>2]=c;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;c=(f[64571]|0)+c|0;b[c>>0]=56;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=h;bha(258284,j);h=f[64572]|0;a=h-(f[64571]|0)|0;f[o>>2]=h;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;h=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;h=(f[64571]|0)+h|0;b[h>>0]=e;b[h+1>>0]=e>>8;b[h+2>>0]=e>>16;b[h+3>>0]=e>>24;h=f[64572]|0;a=h-(f[64571]|0)|0;f[o>>2]=h;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function wx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=57;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function xx(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=58;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function yx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=59;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function zx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=60;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ax(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=61;b[i+1>>0]=1;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Bx(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=62;b[j+1>>0]=1;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;yha(258284,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Cx(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=+d;e=e|0;g=+g;h=h|0;i=+i;j=j|0;k=+k;l=l|0;var m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;m=u;u=u+64|0;A=m+40|0;B=m+36|0;z=m+49|0;y=m+32|0;w=m+24|0;t=m+16|0;r=m+8|0;o=m;x=m+48|0;v=m+47|0;s=m+46|0;q=m+45|0;n=m+44|0;f[y>>2]=a;p[w>>3]=d;p[t>>3]=g;p[r>>3]=i;p[o>>3]=k;b[x>>0]=c;b[v>>0]=e;b[s>>0]=h;b[q>>0]=j;b[n>>0]=l;a=f[64572]|0;l=a-(f[64571]|0)|0;f[B>>2]=a;b[z>>0]=0;f[A>>2]=f[B>>2];Zga(258284,A,1,z)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;a=l-(f[64571]|0)|0;f[B>>2]=l;b[z>>0]=0;f[A>>2]=f[B>>2];Zga(258284,A,2,z)|0;a=(f[64571]|0)+a|0;b[a>>0]=63;b[a+1>>0]=1;zha(258284,y,x,w,v,t,s,r,q,o,n);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Dx(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=64;b[j+1>>0]=1;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ex(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=98;b[d+1>>0]=0;yha(258284,a);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Fx(a,c){a=+a;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;d=(f[64571]|0)+d|0;b[d>>0]=189;b[d+1>>0]=0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;d=(f[64571]|0)+d|0;p[s>>3]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];b[d+4>>0]=b[s+4>>0];b[d+5>>0]=b[s+5>>0];b[d+6>>0]=b[s+6>>0];b[d+7>>0]=b[s+7>>0];d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Gx(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;return}function Hx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=67;b[a+1>>0]=0;Aha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,43,h,20,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Ix(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=1;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Jx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zz(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=17884;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Nz(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17840;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Kx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=Sz(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=17952;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else $z(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17908;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Lx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=eA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18020;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else nA(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17976;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Mx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=sA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18088;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else BA(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18044;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Nx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=GA(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(76)|0;b=e;d=b+76|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18156;f[e+36>>2]=18180;f[e+56>>2]=18180;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else PA(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18112;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ox(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ZA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=18248;f[b+16>>2]=17884;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else gB(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18204;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Px(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=vB(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=18364;f[b+16>>2]=18020;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else EB(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18320;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Qx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=OB(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(72)|0;b=e;d=b+72|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18456;f[e+16>>2]=18504;f[e+40>>2]=18528;f[e+56>>2]=18020;f[e+64>>2]=18552;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else XB(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18412;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Rx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=pC(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(52)|0;b=e;d=b+52|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18620;f[e+16>>2]=18668;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else yC(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18576;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Sx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=LC(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(44)|0;b=e;d=b+44|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18736;f[e+16>>2]=18784;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else UC(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18692;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Tx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=fD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18852;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else oD(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18808;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ux(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18968;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JD(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18924;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Vx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=VD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19084;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else cE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19040;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Wx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=oE(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19200;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19156;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Xx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=JE(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19316;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else SE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19272;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Yx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=cF(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(84)|0;b=e;d=b+84|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=19432;f[e+16>>2]=19480;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else lF(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=19388;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Zx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zF(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19548;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else IF(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19504;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function _x(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=UF(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19664;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19620;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function $x(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=nG(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19780;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19736;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ay(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=JG(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19896;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else SG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19852;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function by(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20012;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lH(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19968;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function cy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20128;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GH(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20084;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function dy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=SH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20244;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else $H(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20200;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ey(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=lI(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(36)|0;b=e;d=b+36|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=20360;f[e+16>>2]=18180;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else uI(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=20316;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function fy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=EI(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(32)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;f[b>>2]=20452;f[b+16>>2]=20500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NI(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20408;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function gy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_I(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(32)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;f[b>>2]=20568;f[b+16>>2]=18528;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hJ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20524;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function hy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=rJ(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(36)|0;b=e;d=b+36|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=20660;f[e+16>>2]=20708;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else AJ(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=20616;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function iy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=MJ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=20776;f[b+16>>2]=18296;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else VJ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20732;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function jy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=dK(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=20868;f[b+16>>2]=20916;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else mK(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20824;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ky(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=yK(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20984;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else HK(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20940;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ly(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=MK(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(52)|0;b=e;d=b+52|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21052;f[e+40>>2]=0;f[e+44>>2]=0;f[e+48>>2]=0;f[e+36>>2]=19316;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else VK(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21008;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function my(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=dL(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=21144;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else mL(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=21100;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ny(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=rL(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21212;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19084;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19084;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19084;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else AL(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21168;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function oy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=JL(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21304;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19316;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19316;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19316;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else SL(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21260;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function py(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=$L(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21396;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=21444;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=21444;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=21444;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else iM(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21352;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function qy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=AM(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21560;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19548;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19548;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19548;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else JM(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21516;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function ry(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=SM(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21652;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19664;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19664;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19664;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else $M(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21608;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function sy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=iN(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21744;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19780;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19780;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19780;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else rN(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21700;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function ty(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AN(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=21836;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JN(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=21792;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function uy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;g=i+32|0;h=i;d=ON(a)|0;f[g>>2]=d;d=d+12|0;b=f[d>>2]|0;f[g+4>>2]=b;f[d>>2]=b+1;d=PN(g)|0;f[h>>2]=d;b=h+8|0;e=h+24|0;f[e>>2]=b;f[b>>2]=21860;f[h+12>>2]=c;b=a+16|0;c=f[b>>2]|0;if(c>>>0<(f[a+20>>2]|0)>>>0){f[c>>2]=d;a=c+8|0;f[c+24>>2]=a;d=f[e>>2]|0;oh[f[(f[d>>2]|0)+12>>2]&1023](d,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(a+12|0,h);b=f[e>>2]|0;if((h+8|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[g>>2]|0;if(!b){u=i;return}h=b+12|0;f[h>>2]=(f[h>>2]|0)+-1;u=i;return}function vy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AO(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22156;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JO(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22112;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function wy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=OO(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22224;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else XO(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22180;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function xy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=aP(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(56)|0;b=e;d=b+56|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=22292;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else jP(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=22248;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function yy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=oP(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22360;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xP(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22316;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function zy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=CP(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(44)|0;b=e;d=b+44|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=22428;f[e+32>>2]=0;f[e+36>>2]=0;f[e+40>>2]=0;f[e+28>>2]=19780;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else LP(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=22384;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ay(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=UP(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=22520;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22476;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function By(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=iQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=22588;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else rQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22544;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Cy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=wQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(28)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b>>2]=18784;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else FQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22612;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Dy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=HQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(760)|0;dQb(b|0,0,760)|0;f[b>>2]=22724;eAa(b+8|0);f[b>>2]=22700;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else QQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22656;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ey(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cR(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=22840;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22796;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Fy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=qR(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=22908;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else zR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22864;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Gy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ER(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22976;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22932;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Hy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=SR(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(72)|0;b=e;d=b+72|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=23044;f[e+20>>2]=0;f[e+24>>2]=0;f[e+28>>2]=0;f[e+16>>2]=23092;f[e+32>>2]=23140;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else $R(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=23e3;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Iy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=vS(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18900;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else ES(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23164;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Jy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=GS(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(64)|0;b=e;d=b+64|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=23252;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else PS(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=23208;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ky(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=US(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23320;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23276;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ly(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=gT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19016;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else pT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23344;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function My(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=rT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=23432;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else AT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23388;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ny(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=FT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else OT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23456;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Oy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=TT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19132;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else aU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23524;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Py(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23612;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23568;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Qy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=qU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=19248;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else zU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23636;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ry(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=BU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23724;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else KU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23680;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Sy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19364;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23748;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ty(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=$U(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23836;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else iV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23792;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Uy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=nV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=23904;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else wV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23860;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Vy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=BV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23972;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else KV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23928;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Wy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=21492;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23996;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Xy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_V(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19596;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24040;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Yy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=jW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24128;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else sW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24084;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Zy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19712;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24152;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function _y(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=IW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24240;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else RW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24196;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function $y(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=WW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24308;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else dX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24264;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function az(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=iX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19828;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else rX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24332;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function bz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=tX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=19944;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else CX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24376;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function cz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=EX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=20060;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24420;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function dz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20176;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24464;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ez(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_X(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24552;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24508;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function fz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=mY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20292;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else vY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24576;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function gz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24664;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24620;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function hz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=LY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24732;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else UY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24688;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function iz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ZY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24800;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else gZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24756;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function jz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=lZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24868;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else uZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24824;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function kz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24936;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else IZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24892;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function lz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=NZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25004;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else WZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24960;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function mz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=$Z(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=25072;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else i_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25028;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function nz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=n_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=25140;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else w_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25096;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function oz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=B_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25208;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else K_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25164;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function pz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=P_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(20)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b>>2]=18180;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Y_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25232;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function qz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=__(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else h$(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25276;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function rz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;g=i+32|0;h=i;d=j$(a)|0;f[g>>2]=d;d=d+12|0;b=f[d>>2]|0;f[g+4>>2]=b;f[d>>2]=b+1;d=k$(g)|0;f[h>>2]=d;b=h+8|0;e=h+24|0;f[e>>2]=b;f[b>>2]=25320;f[h+12>>2]=c;b=a+16|0;c=f[b>>2]|0;if(c>>>0<(f[a+20>>2]|0)>>>0){f[c>>2]=d;a=c+8|0;f[c+24>>2]=a;d=f[e>>2]|0;oh[f[(f[d>>2]|0)+12>>2]&1023](d,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(a+12|0,h);b=f[e>>2]|0;if((h+8|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[g>>2]|0;if(!b){u=i;return}h=b+12|0;f[h>>2]=(f[h>>2]|0)+-1;u=i;return}function sz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=F0(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=25816;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else O0(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25772;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function tz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=T0(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18528;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else a1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25840;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function uz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=c1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(20)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b>>2]=20708;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else l1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25884;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function vz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=n1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25972;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else w1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25928;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function wz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=B1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=26040;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else K1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25996;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}
+function hi(a){a=a|0;var b=0;b=u;u=u+a|0;u=u+15&-16;return b|0}function ii(){return u|0}function ji(a){a=a|0;u=a}function ki(a,b){a=a|0;b=b|0;u=a;v=b}function li(a,b){a=a|0;b=b|0;if(!x){x=a;y=b}}function mi(a){a=a|0;I=a}function ni(){return I|0}function oi(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;m=s;r=e;l=r+g|0;j=f[64566]|0;a:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&a;else if(j>>>0>a>>>0)k=a;else k=(a>>>0)%(j>>>0)|0;g=f[(f[64565]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(h)while(1){p=f[g+4>>2]|0;h=(p|0)==(a|0);if(!(h|(p&i|0)==(k|0)))break a;if(h)if((f[g+8>>2]|0)==(a|0)){o=g;break b}g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(a|0)){if((f[g+8>>2]|0)==(a|0)){o=g;break b}}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);p=o+12|0;if(!(b[255576]|0))if(MPb(255576)|0){if(!(b[255584]|0))if(MPb(255584)|0){g=258296;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[64587]=1.0}if(!(b[262820]|0)){b[262820]=1;Jx(258296,0,1365);Kx(258296,1,1366);Lx(258296,2,1367);Mx(258296,3,1368);Nx(258296,4,1369);Ox(258296,5,1370);Px(258296,6,1371);Qx(258296,7,1372);Rx(258296,8,1373);Sx(258296,9,1374);Tx(258296,10,1375);Ux(258296,11,1376);Vx(258296,12,1377);Wx(258296,13,1378);Xx(258296,14,1379);Yx(258296,15,1380);Zx(258296,16,1381);_x(258296,17,1382);$x(258296,18,1383);ay(258296,19,1384);by(258296,20,1385);cy(258296,21,1386);dy(258296,22,1387);ey(258296,23,1388);fy(258296,24,1389);gy(258296,25,1390);hy(258296,26,1391);iy(258296,27,1392);jy(258296,28,1393);ky(258296,29,1394);ly(258296,30,1395);my(258296,31,1396);ny(258296,32,1397);oy(258296,33,1398);py(258296,34,1399);qy(258296,35,1400);ry(258296,36,1401);sy(258296,37,1402);ty(258296,38,1403);uy(258296,39,1404);vy(258296,40,1405);wy(258296,41,1406);xy(258296,42,1407);yy(258296,43,1408);zy(258296,44,1409);Ay(258296,45,1410);By(258296,46,1411);Cy(258296,47,1412);Dy(258296,48,1413);Ey(258296,49,1414);Fy(258296,50,1415);Gy(258296,51,1416);Hy(258296,52,1417);Iy(258296,53,1418);Jy(258296,54,1419);Ky(258296,55,1420);Ly(258296,56,1421);My(258296,57,1422);Ny(258296,58,1423);Oy(258296,59,1424);Py(258296,60,1425);Qy(258296,61,1426);Ry(258296,62,1427);Sy(258296,63,1428);Ty(258296,64,1429);Uy(258296,65,1430);Vy(258296,66,1431);Wy(258296,67,1432);Xy(258296,68,1433);Yy(258296,69,1434);Zy(258296,70,1435);_y(258296,71,1436);$y(258296,72,1437);az(258296,73,1438);bz(258296,74,1439);cz(258296,75,1440);dz(258296,76,1441);ez(258296,77,1442);fz(258296,78,1443);gz(258296,79,1444);hz(258296,80,1445);iz(258296,81,1446);jz(258296,82,1447);kz(258296,83,1448);lz(258296,84,1449);mz(258296,85,1450);nz(258296,86,1451);oz(258296,87,1452);pz(258296,88,1453);qz(258296,89,1454);rz(258296,90,1455);sz(258296,91,1456);tz(258296,92,1457);uz(258296,93,1458);vz(258296,94,1459);wz(258296,95,1460);xz(258296,96,1461);yz(258296,97,1462)}}j=c<<24>>24==0;if(j)g=d[o+20>>1]|0;else if(c<<24>>24==1)g=d[p+10>>1]|0;else g=91;g=g&65535;a=f[64577]|0;h=a;do if((f[64578]|0)-a>>5>>>0>g>>>0){i=h+(g<<5)|0;a=f[i>>2]|0;if((Sg[f[(f[a>>2]|0)+8>>2]&255](a,r,l)|0)==(l|0)){l=f[i>>2]|0;l=Pg[f[(f[l>>2]|0)+12>>2]&1023](l)|0;f[m>>2]=l;g=f[h+(g<<5)+24>>2]|0;if(!g)vd();oh[f[(f[g>>2]|0)+24>>2]&1023](g,m);if(j){kd(f[64564]|0);f[m>>2]=f[64564];fd(dd(f[p>>2]|0,1,22088,m|0)|0);break}g=o+16|0;if(c<<24>>24==1){kd(f[64564]|0);f[m>>2]=f[64564];fd(dd(f[g>>2]|0,1,22088,m|0)|0);break}else{l=f[64564]|0;f[64564]=0;c=l;kd(c|0);f[m>>2]=l;fd(dd(f[g>>2]|0,1,22088,m|0)|0);fd(c|0);break}}else q=35}else q=35;while(0);if((q|0)==35)yd(0)|0;g=f[o>>2]|0;c=f[64566]|0;h=f[o+4>>2]|0;k=c+-1|0;a=(k&c|0)==0;if(a)l=k&h;else if(h>>>0<c>>>0)l=h;else l=(h>>>0)%(c>>>0)|0;j=(f[64565]|0)+(l<<2)|0;m=f[j>>2]|0;while(1){h=f[m>>2]|0;if((h|0)==(o|0))break;else m=h}if((m|0)==258268)q=53;else{h=f[m+4>>2]|0;if(a)h=h&k;else if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)==(l|0)){h=g;q=61}else q=53}do if((q|0)==53){if(g|0){h=f[g+4>>2]|0;if(a)i=h&k;else if(h>>>0<c>>>0)i=h;else i=(h>>>0)%(c>>>0)|0;if((i|0)==(l|0)){q=63;break}}f[j>>2]=0;h=f[o>>2]|0;q=61}while(0);if((q|0)==61){g=h;if(h){h=f[h+4>>2]|0;q=63}}if((q|0)==63){if(a)h=h&k;else if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(l|0)){f[(f[64565]|0)+(h<<2)>>2]=m;g=f[o>>2]|0}}f[m>>2]=g;f[o>>2]=0;f[64568]=(f[64568]|0)+-1;fd(f[o+16>>2]|0);fd(f[p>>2]|0);sOb(o)}}}while(0);if(!e){u=s;return}tOb(r);u=s;return}function pi(a){a=a|0;var b=0,c=0;a=u;u=u+1696|0;Xc(872,52204,115813,1,115815,1463);Yc(872,17768,115818,10,0,17768,115822,1,0);Yc(872,17768,115818,10,1,17768,115822,1,1);Yc(872,17768,115818,10,2,17768,115822,1,2);Kc(872);Xc(8008,52213,115813,2,115815,1464);Yc(8008,17776,115827,11,0,17776,115831,2,0);Yc(8008,17776,115827,11,1,17776,115831,2,1);Yc(8008,17776,115827,11,2,17776,115831,2,2);Kc(8008);Xc(3256,52222,115813,3,115815,1465);Yc(3256,17768,115818,12,0,17768,115822,3,0);Yc(3256,17768,115818,12,1,17768,115822,3,1);Yc(3256,17768,115818,12,2,17768,115822,3,2);Yc(3256,17768,115818,12,3,17768,115822,3,3);Kc(3256);Xc(8392,52231,115813,4,115815,1466);c=pOb(4)|0;f[c>>2]=6;b=pOb(4)|0;f[b>>2]=12;Yc(8392,17768,115818,13,c|0,17768,115822,4,b|0);b=pOb(4)|0;f[b>>2]=7;c=pOb(4)|0;f[c>>2]=13;Yc(8392,17768,115818,13,b|0,17768,115822,4,c|0);c=pOb(4)|0;f[c>>2]=8;b=pOb(4)|0;f[b>>2]=14;Yc(8392,17768,115818,13,c|0,17768,115822,4,b|0);b=pOb(4)|0;f[b>>2]=9;c=pOb(4)|0;f[c>>2]=15;Yc(8392,17768,115818,13,b|0,17768,115822,4,c|0);Kc(8392);Xc(1952,52239,115813,5,115815,1467);c=pOb(4)|0;f[c>>2]=10;b=pOb(4)|0;f[b>>2]=16;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=11;c=pOb(4)|0;f[c>>2]=17;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=12;b=pOb(4)|0;f[b>>2]=18;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=13;c=pOb(4)|0;f[c>>2]=19;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=14;b=pOb(4)|0;f[b>>2]=20;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=15;c=pOb(4)|0;f[c>>2]=21;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=16;b=pOb(4)|0;f[b>>2]=22;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=17;c=pOb(4)|0;f[c>>2]=23;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=18;b=pOb(4)|0;f[b>>2]=24;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=19;c=pOb(4)|0;f[c>>2]=25;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=20;b=pOb(4)|0;f[b>>2]=26;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=21;c=pOb(4)|0;f[c>>2]=27;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=22;b=pOb(4)|0;f[b>>2]=28;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=23;c=pOb(4)|0;f[c>>2]=29;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=24;b=pOb(4)|0;f[b>>2]=30;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=25;c=pOb(4)|0;f[c>>2]=31;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);Kc(1952);Xc(8520,52248,115813,6,115815,1468);c=pOb(4)|0;f[c>>2]=26;b=pOb(4)|0;f[b>>2]=32;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=27;c=pOb(4)|0;f[c>>2]=33;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=28;b=pOb(4)|0;f[b>>2]=34;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=29;c=pOb(4)|0;f[c>>2]=35;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=30;b=pOb(4)|0;f[b>>2]=36;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=31;c=pOb(4)|0;f[c>>2]=37;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=32;b=pOb(4)|0;f[b>>2]=38;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=33;c=pOb(4)|0;f[c>>2]=39;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=34;b=pOb(4)|0;f[b>>2]=40;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=35;c=pOb(4)|0;f[c>>2]=41;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=36;b=pOb(4)|0;f[b>>2]=42;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=37;c=pOb(4)|0;f[c>>2]=43;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=38;b=pOb(4)|0;f[b>>2]=44;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=39;c=pOb(4)|0;f[c>>2]=45;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=40;b=pOb(4)|0;f[b>>2]=46;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=41;c=pOb(4)|0;f[c>>2]=47;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);Kc(8520);Xc(2968,52257,115813,7,115815,1469);Yc(2968,17768,115818,16,0,17768,115822,7,0);Yc(2968,17768,115818,16,1,17768,115822,7,1);Yc(2968,17768,115818,16,2,17768,115822,7,2);Kc(2968);Xc(400,52266,115813,8,115815,1470);Yc(400,17768,115818,17,0,17768,115822,8,0);Yc(400,17768,115818,17,1,17768,115822,8,1);Yc(400,17768,115818,17,2,17768,115822,8,2);Yc(400,17768,115818,17,3,17768,115822,8,3);Kc(400);Xc(8536,52276,115813,9,115815,1471);c=pOb(4)|0;f[c>>2]=609;b=pOb(4)|0;f[b>>2]=806;Yc(8536,17744,116484,191,c|0,17744,116488,40,b|0);b=pOb(4)|0;f[b>>2]=610;c=pOb(4)|0;f[c>>2]=807;Yc(8536,17744,116484,191,b|0,17744,116488,40,c|0);Kc(8536);Xc(8544,52289,115813,10,115815,1472);c=pOb(4)|0;f[c>>2]=611;b=pOb(4)|0;f[b>>2]=808;Yc(8544,17744,116484,192,c|0,17744,116488,41,b|0);b=pOb(4)|0;f[b>>2]=612;c=pOb(4)|0;f[c>>2]=809;Yc(8544,17744,116484,192,b|0,17744,116488,41,c|0);Kc(8544);Xc(8552,52297,115813,11,115815,1473);c=pOb(4)|0;f[c>>2]=613;b=pOb(4)|0;f[b>>2]=810;Yc(8552,17744,116484,193,c|0,17744,116488,42,b|0);b=pOb(4)|0;f[b>>2]=614;c=pOb(4)|0;f[c>>2]=811;Yc(8552,17744,116484,193,b|0,17744,116488,42,c|0);Kc(8552);Xc(8560,52305,115813,12,115815,1474);c=pOb(4)|0;f[c>>2]=615;b=pOb(4)|0;f[b>>2]=812;Yc(8560,17744,116484,194,c|0,17744,116488,43,b|0);b=pOb(4)|0;f[b>>2]=616;c=pOb(4)|0;f[c>>2]=813;Yc(8560,17744,116484,194,b|0,17744,116488,43,c|0);Kc(8560);Xc(8568,52316,115813,13,115815,1475);c=pOb(4)|0;f[c>>2]=617;b=pOb(4)|0;f[b>>2]=814;Yc(8568,17744,116484,195,c|0,17744,116488,44,b|0);b=pOb(4)|0;f[b>>2]=618;c=pOb(4)|0;f[c>>2]=815;Yc(8568,17744,116484,195,b|0,17744,116488,44,c|0);Kc(8568);Xc(8576,52330,115813,14,115815,1476);c=pOb(4)|0;f[c>>2]=619;b=pOb(4)|0;f[b>>2]=816;Yc(8576,17744,116484,196,c|0,17744,116488,45,b|0);b=pOb(4)|0;f[b>>2]=620;c=pOb(4)|0;f[c>>2]=817;Yc(8576,17744,116484,196,b|0,17744,116488,45,c|0);Kc(8576);Xc(8584,52339,115813,15,115815,1477);c=pOb(4)|0;f[c>>2]=621;b=pOb(4)|0;f[b>>2]=818;Yc(8584,17744,116484,197,c|0,17744,116488,46,b|0);b=pOb(4)|0;f[b>>2]=622;c=pOb(4)|0;f[c>>2]=819;Yc(8584,17744,116484,197,b|0,17744,116488,46,c|0);Kc(8584);Xc(8592,52350,115813,16,115815,1478);c=pOb(4)|0;f[c>>2]=623;b=pOb(4)|0;f[b>>2]=820;Yc(8592,17744,116484,198,c|0,17744,116488,47,b|0);b=pOb(4)|0;f[b>>2]=624;f[a+64>>2]=b;f[a+1560>>2]=0;f[a+1564>>2]=0;Cu(a);f[a+1552>>2]=0;f[a+1556>>2]=0;Bu(a);f[a+1544>>2]=0;f[a+1548>>2]=0;Au(a);G=f[a+1544>>2]|0;D=f[a+1548>>2]|0;H=+n[a+1548>>2];f[a+1544>>2]=0;f[a+1548>>2]=0;if((G|0)==5){u=a;return}u=a}function qi(a){a=a|0;return +(+n[a>>2])}function ri(a,b){a=a|0;b=+b;n[a>>2]=b;return}function si(a){a=a|0;return +(+n[a+4>>2])}function ti(a,b){a=a|0;b=+b;n[a+4>>2]=b;return}function ui(a){a=a|0;return +(+n[a+8>>2])}function vi(a,b){a=a|0;b=+b;n[a+8>>2]=b;return}function wi(a){a=a|0;return +(+n[a+12>>2])}function xi(a,b){a=a|0;b=+b;n[a+12>>2]=b;return}function yi(a){a=a|0;return +(+n[a>>2])}function zi(a,b){a=a|0;b=+b;n[a>>2]=b;return}function Ai(a){a=a|0;return +(+n[a+4>>2])}function Bi(a,b){a=a|0;b=+b;n[a+4>>2]=b;return}function Ci(a){a=a|0;return +(+n[a+8>>2])}function Di(a,b){a=a|0;b=+b;n[a+8>>2]=b;return}function Ei(a){a=a|0;return +(+n[a+12>>2])}function Fi(a,b){a=a|0;b=+b;n[a+12>>2]=b;return}function Gi(a){a=a|0;return +(+n[a+16>>2])}function Hi(a,b){a=a|0;b=+b;n[a+16>>2]=b;return}function Ii(a){a=a|0;return +(+n[a+20>>2])}function Ji(a,b){a=a|0;b=+b;n[a+20>>2]=b;return}function Ki(a){a=a|0;return +(+n[a+24>>2])}function Li(a,b){a=a|0;b=+b;n[a+24>>2]=b;return}function Mi(a){a=a|0;return +(+n[a+28>>2])}function Ni(a,b){a=a|0;b=+b;n[a+28>>2]=b;return}function Oi(a){a=a|0;return +(+n[a+32>>2])}function Pi(a,b){a=a|0;b=+b;n[a+32>>2]=b;return}function Qi(a){a=a|0;return +(+n[a+36>>2])}function Ri(a,b){a=a|0;b=+b;n[a+36>>2]=b;return}function Si(a){a=a|0;return +(+n[a+40>>2])}function Ti(a,b){a=a|0;b=+b;n[a+40>>2]=b;return}function Ui(a){a=a|0;return +(+n[a+44>>2])}function Vi(a,b){a=a|0;b=+b;n[a+44>>2]=b;return}function Wi(a){a=a|0;return +(+n[a+48>>2])}function Xi(a,b){a=a|0;b=+b;n[a+48>>2]=b;return}function Yi(a){a=a|0;return +(+n[a+52>>2])}function Zi(a,b){a=a|0;b=+b;n[a+52>>2]=b;return}function _i(a){a=a|0;return +(+n[a+56>>2])}function $i(a,b){a=a|0;b=+b;n[a+56>>2]=b;return}function aj(a){a=a|0;return +(+n[a+60>>2])}function bj(a,b){a=a|0;b=+b;n[a+60>>2]=b;return}function cj(a){a=a|0;return +(+p[a>>3])}function dj(a,b){a=a|0;b=+b;p[a>>3]=b;return}function ej(a){a=a|0;return +(+p[a+8>>3])}function fj(a,b){a=a|0;b=+b;p[a+8>>3]=b;return}function gj(a){a=a|0;return 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e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=26812;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;Pna(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ul(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+48|0;p=o+40|0;m=o+20|0;k=o;f[m>>2]=a;f[m+4>>2]=b;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;f[k>>2]=c;f[k+4>>2]=d;c=k+8|0;f[c>>2]=0;d=k+12|0;f[d>>2]=0;f[k+16>>2]=0;i=f[i>>2]|0;kd(i|0);j=f[j>>2]|0;kd(j|0);a=pOb(12)|0;f[a>>2]=26844;f[a+4>>2]=i;f[a+8>>2]=j;f[p>>2]=a;dma(p,m,k,e,g,h);a=f[p>>2]|0;f[p>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){b=f[d>>2]|0;if((b|0)!=(a|0))f[d>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){b=f[m>>2]|0;if(b){tOb(b);a=f[l>>2]|0}}if(!a){u=o;return}if((f[n>>2]|0)!=(a|0))f[n>>2]=a;sOb(a);u=o;return}function Vl(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+48|0;l=k+20|0;m=k+24|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);l6(m,d);kd(e|0);kd(b|0);a=pOb(12)|0;f[a>>2]=26928;f[a+4>>2]=e;f[a+8>>2]=b;f[l>>2]=a;Kna(l,m,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);fd(b|0);fd(e|0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-32-a|0)>>>5)<<5);sOb(a);u=k;return}function Wl(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+48|0;i=h+24|0;l=h;k=h+32|0;Kha(l);l6(k,d);j=~~+p[l+8>>3]>>>0;d=~~+p[l+16>>3]>>>0;l=f[e>>2]|0;kd(l|0);e=f[g>>2]|0;kd(e|0);g=pOb(12)|0;f[g>>2]=26988;f[g+4>>2]=l;f[g+8>>2]=e;f[i>>2]=g;Mna(i,k,a,b,c,j,d);a=f[i>>2]|0;f[i>>2]=0;if(!a){fd(0);fd(0);u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=h;return}function Xl(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;i=u;u=u+48|0;j=i+24|0;m=i;l=i+32|0;Kha(m);l6(l,e);k=~~+p[m+8>>3]>>>0;e=~~+p[m+16>>3]>>>0;m=f[g>>2]|0;kd(m|0);g=f[h>>2]|0;kd(g|0);h=pOb(12)|0;f[h>>2]=27048;f[h+4>>2]=m;f[h+8>>2]=g;f[j>>2]=h;Lna(j,l,a,b,c,d,k,e);a=f[j>>2]|0;f[j>>2]=0;if(!a){fd(0);fd(0);u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=i;return}function Yl(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+32|0;h=g;i=g+8|0;l6(i,c);c=f[d>>2]|0;kd(c|0);d=f[e>>2]|0;kd(d|0);e=pOb(12)|0;f[e>>2]=27112;f[e+4>>2]=c;f[e+8>>2]=d;f[h>>2]=e;Nna(h,i,a,b);a=f[h>>2]|0;f[h>>2]=0;if(!a){fd(0);fd(0);u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=g;return}function Zl(){hza();return}function _l(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;zoa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function $l(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27168;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;jma(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function am(){woa();return}function bm(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27200;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;soa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function cm(){xza();return}function dm(a){a=a|0;Ona(a);return}function em(a){a=+a;_pa(a);return}function fm(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=u;u=u+128|0;h=g+120|0;e=g;_6(e,a);c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27264;f[a+4>>2]=c;f[a+8>>2]=d;f[h>>2]=a;_oa(h,e);a=f[h>>2]|0;f[h>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=e+92|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+80|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+32|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+4|0;if((b[a+11>>0]|0)>=0){u=g;return}sOb(f[a>>2]|0);u=g;return}function gm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Apa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function hm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Bpa();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function im(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Moa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function jm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+48|0;d=b;c=b+40|0;e=b+8|0;Ppa(e);YA(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function km(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+768|0;h=j+752|0;i=j;g=f[a>>2]|0;kd(g|0);a=f[c>>2]|0;kd(a|0);xna(i);if(!(b[256352]|0))if(MPb(256352)|0)eAa(255600);b[255600]=b[i>>0]|0;p[31951]=+p[i+8>>3];p[31952]=+p[i+16>>3];p[31953]=+p[i+24>>3];p[31954]=+p[i+32>>3];p[31955]=+p[i+40>>3];p[31956]=+p[i+48>>3];p[31957]=+p[i+56>>3];p[31958]=+p[i+64>>3];p[31959]=+p[i+72>>3];p[31960]=+p[i+80>>3];p[31961]=+p[i+88>>3];p[31962]=+p[i+96>>3];p[31963]=+p[i+104>>3];p[31964]=+p[i+112>>3];p[31965]=+p[i+120>>3];p[31966]=+p[i+128>>3];p[31967]=+p[i+136>>3];p[31968]=+p[i+144>>3];p[31969]=+p[i+152>>3];p[31970]=+p[i+160>>3];p[31971]=+p[i+168>>3];p[31972]=+p[i+176>>3];p[31973]=+p[i+184>>3];p[31974]=+p[i+192>>3];p[31975]=+p[i+200>>3];c=255808;d=i+208|0;e=c+40|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));p[31981]=+p[i+248>>3];p[31982]=+p[i+256>>3];p[31983]=+p[i+264>>3];p[31984]=+p[i+272>>3];p[31985]=+p[i+280>>3];p[31986]=+p[i+288>>3];p[31987]=+p[i+296>>3];p[31988]=+p[i+304>>3];p[31989]=+p[i+312>>3];p[31990]=+p[i+320>>3];p[31991]=+p[i+328>>3];p[31992]=+p[i+336>>3];p[31993]=+p[i+344>>3];p[31994]=+p[i+352>>3];p[31995]=+p[i+360>>3];p[31996]=+p[i+368>>3];f[63994]=f[i+376>>2];f[63995]=f[i+380>>2];f[63996]=f[i+384>>2];f[63997]=f[i+388>>2];f[63998]=f[i+392>>2];f[63999]=f[i+396>>2];f[64e3]=f[i+400>>2];f[64001]=f[i+404>>2];f[64002]=f[i+408>>2];f[64003]=f[i+412>>2];f[64004]=f[i+416>>2];f[64005]=f[i+420>>2];f[64006]=f[i+424>>2];f[64007]=f[i+428>>2];f[64008]=f[i+432>>2];f[64009]=f[i+436>>2];p[32005]=+p[i+440>>3];p[32006]=+p[i+448>>3];p[32007]=+p[i+456>>3];p[32008]=+p[i+464>>3];p[32009]=+p[i+472>>3];p[32010]=+p[i+480>>3];p[32011]=+p[i+488>>3];p[32012]=+p[i+496>>3];p[32013]=+p[i+504>>3];p[32014]=+p[i+512>>3];p[32015]=+p[i+520>>3];p[32016]=+p[i+528>>3];p[32017]=+p[i+536>>3];p[32018]=+p[i+544>>3];p[32019]=+p[i+552>>3];p[32020]=+p[i+560>>3];p[32021]=+p[i+568>>3];p[32022]=+p[i+576>>3];p[32023]=+p[i+584>>3];p[32024]=+p[i+592>>3];p[32025]=+p[i+600>>3];p[32026]=+p[i+608>>3];p[32027]=+p[i+616>>3];p[32028]=+p[i+624>>3];p[32029]=+p[i+632>>3];p[32030]=+p[i+640>>3];p[32031]=+p[i+648>>3];p[32032]=+p[i+656>>3];p[32033]=+p[i+664>>3];p[32034]=+p[i+672>>3];p[32035]=+p[i+680>>3];p[32036]=+p[i+688>>3];f[64074]=f[i+696>>2];f[64075]=f[i+700>>2];f[64076]=f[i+704>>2];f[64077]=f[i+708>>2];f[64078]=f[i+712>>2];f[64079]=f[i+716>>2];f[64080]=f[i+720>>2];f[64081]=f[i+724>>2];f[64082]=f[i+728>>2];i=i+732|0;f[64083]=f[i>>2];f[64084]=f[i+4>>2];f[64085]=f[i+8>>2];b[256344]=b[i+12>>0]|0;f[h>>2]=255600;i=td(17744,h|0)|0;kd(i|0);f[h>>2]=i;fd(dd(g|0,1,22088,h|0)|0);fd(i|0);fd(a|0);fd(g|0);u=j;return}function lm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27324;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;qoa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function mm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b+16|0;e=b;Una(e);c=pOb(16)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[d>>2]=c;c=td(7376,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function nm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Fna();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function om(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+mya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function pm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+lya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function qm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=kya()|0;f[d>>2]=c;c=td(17744,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function rm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(eya()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function sm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+oya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function tm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+nya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function um(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Hoa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function vm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Ooa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function wm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Koa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function xm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Zoa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function ym(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Ioa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function zm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Yoa();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Am(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(cya()|0)&255;f[d>>2]=c;c=td(17704,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Bm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+aya();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Cm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(bya()|0)&255;f[d>>2]=c;c=td(17704,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Dm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Joa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Em(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b+16|0;e=b;Hna(e);c=pOb(16)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[d>>2]=c;c=td(4872,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Fm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;e=b+8|0;Ana(e);c=pOb(24)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[c+16>>2]=f[e+16>>2];f[c+20>>2]=f[e+20>>2];f[d>>2]=c;c=td(1112,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Gm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Gna();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Hm(a){a=a|0;Aoa(a);return}function Im(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27364;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;ina(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Jm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27420;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;qna(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Km(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27452;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;bma(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function Lm(){xoa();return}function Mm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=ama()|0;f[d>>2]=c;c=td(17744,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Nm(){Ypa();return}function Om(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;aqa(e,c);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Pm(){ooa();return}function Qm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27500;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;noa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function Rm(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b+4|0;d=b;f[d>>2]=a;f[c>>2]=f[d>>2];jza(c);u=b;return}function Sm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+28|0;k=j+24|0;m=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27532;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;f[m>>2]=c;f[l>>2]=f[m>>2];poa(k,h,l);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-32-a|0)>>>5)<<5);sOb(a);u=j;return}function Tm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27588;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Mma(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Um(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27644;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Uma(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Vm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27676;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;ana(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Wm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27708;f[a+4>>2]=e;f[a+8>>2]=g;f[l>>2]=a;lma(l,i,c,d);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Xm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27768;f[a+4>>2]=e;f[a+8>>2]=g;f[l>>2]=a;Kma(l,i,c,d);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Ym(){$pa();return}function Zm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+48|0;m=l+40|0;j=l+20|0;h=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;f[h>>2]=c;f[h+4>>2]=d;c=h+8|0;f[c>>2]=0;d=h+12|0;f[d>>2]=0;f[h+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27800;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;kma(m,j,h);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){b=f[d>>2]|0;if((b|0)!=(a|0))f[d>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a)}a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function _m(){yoa();return}function $m(){Yla();return}function an(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var 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n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+48|0;s=r+40|0;p=r+20|0;n=r;f[p>>2]=a;f[p+4>>2]=b;o=p+8|0;f[o>>2]=0;q=p+12|0;f[q>>2]=0;f[p+16>>2]=0;f[n>>2]=c;f[n+4>>2]=d;c=n+8|0;f[c>>2]=0;d=n+12|0;f[d>>2]=0;f[n+16>>2]=0;l=f[l>>2]|0;kd(l|0);m=f[m>>2]|0;kd(m|0);a=pOb(12)|0;f[a>>2]=28368;f[a+4>>2]=l;f[a+8>>2]=m;f[s>>2]=a;Xqa(s,p,n,e,g,h,i,j,k);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[n>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){if((f[d>>2]|0)!=(a|0))f[d>>2]=a;sOb(a)}a=f[o>>2]|0;if((a|0)==(f[q>>2]|0)){b=f[p>>2]|0;if(b){tOb(b);a=f[o>>2]|0}}if(!a){u=r;return}if((f[q>>2]|0)!=(a|0))f[q>>2]=a;sOb(a);u=r;return}function xp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28452;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Yqa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function yp(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;c=b+16|0;e=b+8|0;_qa(e);_U(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function zp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28484;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;$qa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ap(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28516;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;gra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Bp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28548;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;ora(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Cp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28580;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;wra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Dp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28612;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;zra(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ep(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28668;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Cra(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Fp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;c=u;u=u+32|0;d=c;e=c+16|0;g=c+8|0;hma(g,a);cL(e,g);a=f[e>>2]|0;kd(a|0);f[d>>2]=a;fd(dd(f[b>>2]|0,1,22088,d|0)|0);fd(a|0);u=c;return}function Gp(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;c=b+16|0;e=b+8|0;Fra(e);cL(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Hp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28716;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Gra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ip(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28748;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Wra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Jp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28780;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;csa(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Kp(a,b,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;y=u;u=u+96|0;z=y;A=y+88|0;w=y+68|0;t=y+48|0;q=y+28|0;p=y+8|0;f[w>>2]=e;f[w+4>>2]=g;v=w+8|0;f[v>>2]=0;x=w+12|0;f[x>>2]=0;f[w+16>>2]=0;f[t>>2]=h;f[t+4>>2]=i;r=t+8|0;f[r>>2]=0;s=t+12|0;f[s>>2]=0;f[t+16>>2]=0;f[q>>2]=j;f[q+4>>2]=k;j=q+8|0;f[j>>2]=0;k=q+12|0;f[k>>2]=0;f[q+16>>2]=0;f[p>>2]=l;f[p+4>>2]=m;h=p+8|0;f[h>>2]=0;i=p+12|0;f[i>>2]=0;f[p+16>>2]=0;e=f[n>>2]|0;kd(e|0);o=f[o>>2]|0;kd(o|0);bqa(A,a,b,c,d,w,t,q,p);d=nd()|0;f[z>>2]=f[A>>2];c=td(17744,z|0)|0;f[z>>2]=0;n=td(17736,z|0)|0;sd(d|0,n|0,c|0);fd(n|0);fd(c|0);f[z>>2]=f[A+4>>2];c=td(17744,z|0)|0;f[z>>2]=1;n=td(17736,z|0)|0;sd(d|0,n|0,c|0);fd(n|0);fd(c|0);kd(d|0);f[z>>2]=d;fd(dd(e|0,1,22088,z|0)|0);fd(d|0);fd(o|0);fd(e|0);e=f[h>>2]|0;if((e|0)==(f[i>>2]|0)){g=f[p>>2]|0;if(g){tOb(g);e=f[h>>2]|0}}if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[j>>2]|0;if((e|0)==(f[k>>2]|0)){g=f[q>>2]|0;if(g){tOb(g);e=f[j>>2]|0}}if(e|0){g=f[k>>2]|0;if((g|0)!=(e|0))f[k>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[r>>2]|0;if((e|0)==(f[s>>2]|0)){g=f[t>>2]|0;if(g){tOb(g);e=f[r>>2]|0}}if(e|0){g=f[s>>2]|0;if((g|0)!=(e|0))f[s>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[v>>2]|0;if((e|0)==(f[x>>2]|0)){g=f[w>>2]|0;if(g){tOb(g);e=f[v>>2]|0}}if(!e){u=y;return}g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);u=y;return}function Lp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28896;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;qqa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Mp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d;g=pOb(12)|0;f[g>>2]=28928;f[g+4>>2]=f[b>>2];f[b>>2]=0;f[g+8>>2]=f[c>>2];f[c>>2]=0;f[e>>2]=g;Mqa(e,a);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Np(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=28976;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;xqa(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Op(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=29028;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Eqa(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Pp(a,b,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+96|0;B=A+88|0;y=A+68|0;w=A+48|0;s=A+28|0;r=A+8|0;C=A;f[y>>2]=h;f[y+4>>2]=i;x=y+8|0;f[x>>2]=0;z=y+12|0;f[z>>2]=0;f[y+16>>2]=0;f[w>>2]=j;f[w+4>>2]=k;t=w+8|0;f[t>>2]=0;v=w+12|0;f[v>>2]=0;f[w+16>>2]=0;f[s>>2]=l;f[s+4>>2]=m;l=s+8|0;f[l>>2]=0;m=s+12|0;f[m>>2]=0;f[s+16>>2]=0;f[r>>2]=n;f[r+4>>2]=o;j=r+8|0;f[j>>2]=0;k=r+12|0;f[k>>2]=0;f[r+16>>2]=0;f[C>>2]=a;f[C+4>>2]=b;p=f[p>>2]|0;kd(p|0);q=f[q>>2]|0;kd(q|0);h=pOb(12)|0;f[h>>2]=29084;f[h+4>>2]=p;f[h+8>>2]=q;f[B>>2]=h;cqa(B,C,c,d,e,g,y,w,s,r);h=f[B>>2]|0;f[B>>2]=0;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);fd(0);fd(0);h=f[j>>2]|0;if((h|0)==(f[k>>2]|0)){i=f[r>>2]|0;if(i){tOb(i);h=f[j>>2]|0}}if(h|0){i=f[k>>2]|0;if((i|0)!=(h|0))f[k>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}h=f[l>>2]|0;if((h|0)==(f[m>>2]|0)){i=f[s>>2]|0;if(i){tOb(i);h=f[l>>2]|0}}if(h|0){i=f[m>>2]|0;if((i|0)!=(h|0))f[m>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}h=f[t>>2]|0;if((h|0)==(f[v>>2]|0)){i=f[w>>2]|0;if(i){tOb(i);h=f[t>>2]|0}}if(h|0){i=f[v>>2]|0;if((i|0)!=(h|0))f[v>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}i=f[x>>2]|0;if((i|0)==(f[z>>2]|0)){h=f[y>>2]|0;if(h){tOb(h);i=f[x>>2]|0}}if(!i){u=A;return}h=f[z>>2]|0;if((h|0)!=(i|0))f[z>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);u=A;return}function Qp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;rxa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Rp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;sxa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Sp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Nya(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Tp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;pxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Up(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;qxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Vp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=29204;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;Yva(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Wp(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h;j=pOb(12)|0;f[j>>2]=29256;f[j+4>>2]=f[e>>2];f[e>>2]=0;f[j+8>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=j;dwa(i,a,b,c,d);a=f[i>>2]|0;f[i>>2]=0;if(!a){u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=h;return}function Xp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=29316;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;owa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Yp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=29372;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;gwa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Zp(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0;k=u;u=u+16|0;l=k;m=pOb(12)|0;f[m>>2]=29404;f[m+4>>2]=f[i>>2];f[i>>2]=0;f[m+8>>2]=f[j>>2];f[j>>2]=0;f[l>>2]=m;jta(l,a,b,c,d,e,g,h);a=f[l>>2]|0;f[l>>2]=0;if(!a){u=k;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=k;return}function _p(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j;l=pOb(12)|0;f[l>>2]=29476;f[l+4>>2]=f[h>>2];f[h>>2]=0;f[l+8>>2]=f[i>>2];f[i>>2]=0;f[k>>2]=l;Jta(k,a,b,c,d,e,g);a=f[k>>2]|0;f[k>>2]=0;if(!a){u=j;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=j;return}function $p(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i;k=pOb(12)|0;f[k>>2]=29544;f[k+4>>2]=f[g>>2];f[g>>2]=0;f[k+8>>2]=f[h>>2];f[h>>2]=0;f[j>>2]=k;Kta(j,a,b,c,d,e);a=f[j>>2]|0;f[j>>2]=0;if(!a){u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=i;return}function aq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29608;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;dta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function bq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29664;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;pwa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function cq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29696;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;_ta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function dq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=29728;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Cya(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function eq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29788;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;sya(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function fq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29820;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;cua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function gq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29852;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;xua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function hq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29884;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Fua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function iq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29916;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Jua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function jq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29948;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Bua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29980;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Nua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function lq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30012;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Hsa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function mq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30044;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Dya(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function nq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=30076;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;Pya(m,h&255,j,c,d);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function oq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30140;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;yxa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function pq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+48|0;o=n;p=n+40|0;j=n+28|0;l=n+8|0;f[l>>2]=a;f[l+4>>2]=b;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;i=f[e>>2]|0;kd(i|0);g=f[g>>2]|0;kd(g|0);Oya(j,h&255,l,c,d);ZI(p,j);e=f[p>>2]|0;kd(e|0);f[o>>2]=e;fd(dd(i|0,1,22088,o|0)|0);fd(e|0);e=f[j>>2]|0;if(e|0){a=j+4|0;b=f[a>>2]|0;if((b|0)!=(e|0))f[a>>2]=b+(~(((b+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}fd(g|0);fd(i|0);a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){b=f[l>>2]|0;if(b){tOb(b);a=f[k>>2]|0}}if(!a){u=n;return}b=f[m>>2]|0;if((b|0)!=(a|0))f[m>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function qq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l;o=l+40|0;m=l+28|0;j=l+8|0;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);lxa(m,h&255,j,c,d);uB(o,m);a=f[o>>2]|0;kd(a|0);f[n>>2]=a;fd(dd(e|0,1,22088,n|0)|0);fd(a|0);a=f[m>>2]|0;if(a|0)sOb(a);fd(b|0);fd(e|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function rq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l;o=l+40|0;m=l+28|0;j=l+8|0;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);mxa(m,h&255,j,c,d);uB(o,m);a=f[o>>2]|0;kd(a|0);f[n>>2]=a;fd(dd(e|0,1,22088,n|0)|0);fd(a|0);a=f[m>>2]|0;if(a|0)sOb(a);fd(b|0);fd(e|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function sq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30172;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Rua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30204;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Ava(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function uq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30260;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Qta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function vq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30292;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Zua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function wq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30324;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Ova(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function xq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30356;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Tta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function yq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30388;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;_ua(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function zq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30448;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Osa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Aq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30480;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;qsa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Bq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+48|0;n=m;o=m+40|0;i=m+28|0;k=m+8|0;f[k>>2]=a;f[k+4>>2]=b;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;h=f[d>>2]|0;kd(h|0);e=f[e>>2]|0;kd(e|0);xxa(i,g&255,k,c);NB(o,i);d=f[o>>2]|0;kd(d|0);f[n>>2]=d;fd(dd(h|0,1,22088,n|0)|0);fd(d|0);d=f[i>>2]|0;if(d|0){a=i+4|0;b=f[a>>2]|0;if((b|0)!=(d|0))f[a>>2]=b+(~((b+-4-d|0)>>>2)<<2);sOb(d)}fd(e|0);fd(h|0);a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[j>>2]|0}}if(!a){u=m;return}b=f[l>>2]|0;if((b|0)!=(a|0))f[l>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Cq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30512;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Vua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Dq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30544;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Pva(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Eq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30576;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Wta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Fq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30608;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;kua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Gq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30640;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;oua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Hq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30672;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;tua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Iq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30704;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;gua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Jq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;g=f[g>>2]|0;kd(g|0);h=f[h>>2]|0;kd(h|0);a=pOb(12)|0;f[a>>2]=30736;f[a+4>>2]=g;f[a+8>>2]=h;f[m>>2]=a;zsa(m,j,c,d,e);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Kq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30800;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Wsa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Lq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30832;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Fxa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Mq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30864;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Qva(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Nq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30896;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Cwa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Oq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30956;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;swa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Pq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Zta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Qq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=31008;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;wwa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Rq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;Aya(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;qya(g&255,i,c,d,e);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Tq(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;bta(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Uq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;bua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Vq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;wua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Wq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Eua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Xq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Iua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Yq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Aua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Zq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Mua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function _q(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Zxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function $q(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;Lya(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function ar(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;nxa(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function br(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;oxa(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function cr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Qua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function dr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Mta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function er(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Yua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function fr(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;k=m+20|0;i=m;f[k>>2]=a;f[k+4>>2]=b;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;f[i>>2]=c;f[i+4>>2]=d;c=i+8|0;f[c>>2]=0;d=i+12|0;f[d>>2]=0;f[i+16>>2]=0;Sya(h&255,k,i,e,g);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){if((f[d>>2]|0)!=(a|0))f[d>>2]=a;sOb(a)}a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[j>>2]|0}}if(!a){u=m;return}b=f[l>>2]|0;if((b|0)!=(a|0))f[l>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function gr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Nta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function hr(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=31212;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;gva(m,h&255,j,c,d);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function ir(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;txa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function jr(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;vxa(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;uxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function lr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Uua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function mr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Ota(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function nr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;jua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function or(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;nua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function pr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;sua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function qr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;fua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function rr(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0;r=u;u=u+32|0;s=r+20|0;p=r;f[p>>2]=a;f[p+4>>2]=b;o=p+8|0;f[o>>2]=0;q=p+12|0;f[q>>2]=0;f[p+16>>2]=0;l=f[l>>2]|0;kd(l|0);m=f[m>>2]|0;kd(m|0);a=pOb(12)|0;f[a>>2]=31300;f[a+4>>2]=l;f[a+8>>2]=m;f[s>>2]=a;Qwa(s,n&255,p,c,d,e,g,h,i,j,k);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[o>>2]|0;if((a|0)==(f[q>>2]|0)){b=f[p>>2]|0;if(b){tOb(b);a=f[o>>2]|0}}if(!a){u=r;return}b=f[q>>2]|0;if((b|0)!=(a|0))f[q>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=r;return}function sr(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;Lta(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Yxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function ur(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;Pta(e,c);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function vr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Bya(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function wr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;rya(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function xr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;cta(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function yr(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;Mya(g&255,i,c,d,e);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function zr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;Tya(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Ar(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=31456;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;uva(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Br(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;wxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Cr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;kxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Dr(a){a=a|0;lsa(a);return}function Er(a,b){a=a|0;b=b|0;msa(a,b);return}function Fr(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=+c;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;nsa(a,b,c,d,e,f,g,h,i,j);return}function Gr(a,b){a=a|0;b=b|0;osa(a,b);return}function Hr(){var a=0,c=0,d=0,e=0,g=0;d=u;u=u+752|0;a=d;xna(a);if(!(b[257136]|0))if(MPb(257136)|0)eAa(256384);b[256384]=b[a>>0]|0;p[32049]=+p[a+8>>3];p[32050]=+p[a+16>>3];p[32051]=+p[a+24>>3];p[32052]=+p[a+32>>3];p[32053]=+p[a+40>>3];p[32054]=+p[a+48>>3];p[32055]=+p[a+56>>3];p[32056]=+p[a+64>>3];p[32057]=+p[a+72>>3];p[32058]=+p[a+80>>3];p[32059]=+p[a+88>>3];p[32060]=+p[a+96>>3];p[32061]=+p[a+104>>3];p[32062]=+p[a+112>>3];p[32063]=+p[a+120>>3];p[32064]=+p[a+128>>3];p[32065]=+p[a+136>>3];p[32066]=+p[a+144>>3];p[32067]=+p[a+152>>3];p[32068]=+p[a+160>>3];p[32069]=+p[a+168>>3];p[32070]=+p[a+176>>3];p[32071]=+p[a+184>>3];p[32072]=+p[a+192>>3];p[32073]=+p[a+200>>3];c=256592;e=a+208|0;g=c+40|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));p[32079]=+p[a+248>>3];p[32080]=+p[a+256>>3];p[32081]=+p[a+264>>3];p[32082]=+p[a+272>>3];p[32083]=+p[a+280>>3];p[32084]=+p[a+288>>3];p[32085]=+p[a+296>>3];p[32086]=+p[a+304>>3];p[32087]=+p[a+312>>3];p[32088]=+p[a+320>>3];p[32089]=+p[a+328>>3];p[32090]=+p[a+336>>3];p[32091]=+p[a+344>>3];p[32092]=+p[a+352>>3];p[32093]=+p[a+360>>3];p[32094]=+p[a+368>>3];f[64190]=f[a+376>>2];f[64191]=f[a+380>>2];f[64192]=f[a+384>>2];f[64193]=f[a+388>>2];f[64194]=f[a+392>>2];f[64195]=f[a+396>>2];f[64196]=f[a+400>>2];f[64197]=f[a+404>>2];f[64198]=f[a+408>>2];f[64199]=f[a+412>>2];f[64200]=f[a+416>>2];f[64201]=f[a+420>>2];f[64202]=f[a+424>>2];f[64203]=f[a+428>>2];f[64204]=f[a+432>>2];f[64205]=f[a+436>>2];p[32103]=+p[a+440>>3];p[32104]=+p[a+448>>3];p[32105]=+p[a+456>>3];p[32106]=+p[a+464>>3];p[32107]=+p[a+472>>3];p[32108]=+p[a+480>>3];p[32109]=+p[a+488>>3];p[32110]=+p[a+496>>3];p[32111]=+p[a+504>>3];p[32112]=+p[a+512>>3];p[32113]=+p[a+520>>3];p[32114]=+p[a+528>>3];p[32115]=+p[a+536>>3];p[32116]=+p[a+544>>3];p[32117]=+p[a+552>>3];p[32118]=+p[a+560>>3];p[32119]=+p[a+568>>3];p[32120]=+p[a+576>>3];p[32121]=+p[a+584>>3];p[32122]=+p[a+592>>3];p[32123]=+p[a+600>>3];p[32124]=+p[a+608>>3];p[32125]=+p[a+616>>3];p[32126]=+p[a+624>>3];p[32127]=+p[a+632>>3];p[32128]=+p[a+640>>3];p[32129]=+p[a+648>>3];p[32130]=+p[a+656>>3];p[32131]=+p[a+664>>3];p[32132]=+p[a+672>>3];p[32133]=+p[a+680>>3];p[32134]=+p[a+688>>3];f[64270]=f[a+696>>2];f[64271]=f[a+700>>2];f[64272]=f[a+704>>2];f[64273]=f[a+708>>2];f[64274]=f[a+712>>2];f[64275]=f[a+716>>2];f[64276]=f[a+720>>2];f[64277]=f[a+724>>2];f[64278]=f[a+728>>2];g=a+732|0;f[64279]=f[g>>2];f[64280]=f[g+4>>2];f[64281]=f[g+8>>2];b[257128]=b[g+12>>0]|0;u=d;return 256384}function Ir(a){a=a|0;zna(a);return}function Jr(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;Eha(a,b,c,d);return}function Kr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=31564;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Xna(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Lr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=31596;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;eoa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Mr(a,b){a=+a;b=+b;Vla(a,b);return}function Nr(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;k=m+8|0;j=m+4|0;h=m;f[k>>2]=a;f[k+4>>2]=c;i=k+8|0;f[i>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=4;b[r>>0]=82;Yga(258284,r,q,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,53,j,31,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=m;return}function Or(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m+4|0;k=m;l=m+8|0;n=f[64572]|0;i=n-(f[64571]|0)|0;f[k>>2]=n;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;n=i-(f[64571]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,l)|0;n=(f[64571]|0)+n|0;b[n>>0]=5;b[n+1>>0]=0;n=f[64572]|0;i=n-(f[64571]|0)|0;f[k>>2]=n;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+a>>0]=c;a=f[64572]|0;i=a-(f[64571]|0)|0;f[k>>2]=a;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,12,l)|0;i=(f[64571]|0)+i|0;a=d;c=i+12|0;do{b[i>>0]=b[a>>0]|0;i=i+1|0;a=a+1|0}while((i|0)<(c|0));a=f[64572]|0;i=a-(f[64571]|0)|0;f[k>>2]=a;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,12,l)|0;i=(f[64571]|0)+i|0;a=e;c=i+12|0;do{b[i>>0]=b[a>>0]|0;i=i+1|0;a=a+1|0}while((i|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;n=e-(f[64571]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,l)|0;n=(f[64571]|0)+n|0;b[n>>0]=a;b[n+1>>0]=a>>8;b[n+2>>0]=a>>16;b[n+3>>0]=a>>24;Xga(a,62,g,38,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Pr(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;i=g+4|0;j=g;h=g+8|0;l=f[64572]|0;k=l-(f[64571]|0)|0;f[j>>2]=l;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;l=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;l=(f[64571]|0)+l|0;b[l>>0]=6;b[l+1>>0]=0;l=f[64572]|0;k=l-(f[64571]|0)|0;f[j>>2]=l;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;k=(f[64571]|0)+k|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;k=f[64572]|0;a=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;c=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,18,d,55,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Qr(a,c,e,g,h,i,j,k,l){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;t=u;u=u+80|0;w=t+64|0;x=t+60|0;v=t+71|0;B=t+68|0;A=t+56|0;z=t;y=t+70|0;r=t+28|0;o=t+8|0;m=t+52|0;n=t+48|0;f[r>>2]=a;f[r+4>>2]=c;q=r+8|0;f[q>>2]=0;s=r+12|0;f[s>>2]=0;f[r+16>>2]=0;f[o>>2]=e;f[o+4>>2]=g;e=o+8|0;f[e>>2]=0;g=o+12|0;f[g>>2]=0;f[o+16>>2]=0;k=f[k>>2]|0;f[m>>2]=k;kd(k|0);k=f[l>>2]|0;f[n>>2]=k;kd(k|0);f[A>>2]=h;p[z>>3]=i;b[y>>0]=j&1;d[B>>1]=7;k=f[64572]|0;a=k-(f[64571]|0)|0;f[x>>2]=k;b[v>>0]=0;f[w>>2]=f[x>>2];Zga(258284,w,1,v)|0;b[(f[64571]|0)+a>>0]=82;$ga(258284,B,r,o,A,z,y);a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;l=k-(f[64571]|0)|0;f[x>>2]=k;b[v>>0]=0;f[w>>2]=f[x>>2];Zga(258284,w,4,v)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;Xga(a,55,m,55,n);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[n>>2]|0);fd(f[m>>2]|0);a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(a|0){c=f[g>>2]|0;if((c|0)!=(a|0))f[g>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[q>>2]|0;if((a|0)==(f[s>>2]|0)){c=f[r>>2]|0;if(c){tOb(c);a=f[q>>2]|0}}if(!a){u=t;return}if((f[s>>2]|0)!=(a|0))f[s>>2]=a;sOb(a);u=t;return}function Rr(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+64|0;p=n+32|0;q=n+28|0;o=n+56|0;r=n+40|0;k=n+24|0;i=n+20|0;l=n;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;kd(g|0);c=f[h>>2]|0;kd(c|0);l6(r,e);f[k>>2]=g;kd(g|0);f[i>>2]=c;kd(c|0);a=f[64572]|0;e=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;a=e-(f[64571]|0)|0;f[q>>2]=e;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=9;b[a+1>>0]=0;aha(258284,r,l,d);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[q>>2]=d;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,96,k,55,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);fd(c|0);fd(g|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=n;return}function Sr(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+64|0;l=r+36|0;m=r+24|0;n=r+56|0;k=r;i=r+40|0;o=r+32|0;q=r+28|0;Kha(k);l6(i,e);j=~~+p[k+8>>3]>>>0;k=~~+p[k+16>>3]>>>0;e=f[g>>2]|0;f[o>>2]=e;kd(e|0);e=f[h>>2]|0;f[q>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,n)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=10;b[e+1>>0]=0;e=f[64572]|0;g=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,16,n)|0;e=f[64571]|0;g=e+g|0;h=i;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));i=f[64572]|0;f[m>>2]=i;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+(i-e)|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=c;b[e+1>>0]=c>>8;b[e+2>>0]=c>>16;b[e+3>>0]=c>>24;c=f[64572]|0;e=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=f[64572]|0;c=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=j;b[c+1>>0]=j>>8;b[c+2>>0]=j>>16;b[c+3>>0]=j>>24;c=f[64572]|0;e=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=k;b[e+1>>0]=k>>8;b[e+2>>0]=k>>16;b[e+3>>0]=k>>24;e=(f[64570]|0)+1|0;f[64570]=e;c=f[64572]|0;d=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;n=(f[64571]|0)+d|0;b[n>>0]=e;b[n+1>>0]=e>>8;b[n+2>>0]=e>>16;b[n+3>>0]=e>>24;Xga(e,96,o,55,q);e=f[64571]|0;pc(e|0,e+((f[64572]|0)-e)|0);e=f[64571]|0;if((f[64572]|0)==(e|0)){q=f[q>>2]|0;fd(q|0);q=f[o>>2]|0;fd(q|0);u=r;return}f[64572]=e;q=f[q>>2]|0;fd(q|0);q=f[o>>2]|0;fd(q|0);u=r;return}function Tr(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+64|0;m=s+36|0;n=s+24|0;o=s+56|0;l=s;j=s+40|0;q=s+32|0;r=s+28|0;Kha(l);l6(j,g);k=~~+p[l+8>>3]>>>0;l=~~+p[l+16>>3]>>>0;g=f[h>>2]|0;f[q>>2]=g;kd(g|0);g=f[i>>2]|0;f[r>>2]=g;kd(g|0);g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;g=h-(f[64571]|0)|0;f[n>>2]=h;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=11;b[g+1>>0]=0;g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,16,o)|0;g=f[64571]|0;h=g+h|0;i=j;j=h+16|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(j|0));j=f[64572]|0;f[n>>2]=j;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+(j-g)|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=c;b[g+1>>0]=c>>8;b[g+2>>0]=c>>16;b[g+3>>0]=c>>24;c=f[64572]|0;g=c-(f[64571]|0)|0;f[n>>2]=c;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=f[64572]|0;d=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;d=(f[64571]|0)+d|0;b[d>>0]=k;b[d+1>>0]=k>>8;b[d+2>>0]=k>>16;b[d+3>>0]=k>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=l;b[g+1>>0]=l>>8;b[g+2>>0]=l>>16;b[g+3>>0]=l>>24;g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;o=(f[64571]|0)+e|0;b[o>>0]=g;b[o+1>>0]=g>>8;b[o+2>>0]=g>>16;b[o+3>>0]=g>>24;Xga(g,96,q,55,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)==(g|0)){r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}f[64572]=g;r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}function Ur(a,c,d,e,g){a=a|0;c=+c;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+48|0;i=o+12|0;j=o;k=o+32|0;h=o+16|0;l=o+8|0;m=o+4|0;l6(h,d);d=f[e>>2]|0;f[l>>2]=d;kd(d|0);d=f[g>>2]|0;f[m>>2]=d;kd(d|0);d=f[64572]|0;e=d-(f[64571]|0)|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;d=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;d=(f[64571]|0)+d|0;b[d>>0]=12;b[d+1>>0]=0;d=f[64572]|0;e=d-(f[64571]|0)|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,16,k)|0;d=f[64571]|0;e=d+e|0;g=h;h=e+16|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));e=f[64572]|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,12,k)|0;e=(f[64571]|0)+(e-d)|0;g=a;h=e+12|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));h=f[64572]|0;d=h-(f[64571]|0)|0;f[j>>2]=h;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;d=(f[64571]|0)+d|0;n[s>>2]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];d=(f[64570]|0)+1|0;f[64570]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[j>>2]=h;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+a|0;b[k>>0]=d;b[k+1>>0]=d>>8;b[k+2>>0]=d>>16;b[k+3>>0]=d>>24;Xga(d,96,l,55,m);d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=o;return}f[64572]=d;m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=o;return}function Vr(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=13;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Wr(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=14;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Xr(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=15;b[a+1>>0]=0;cha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,55,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Yr(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=16;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Zr(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0;i=u;u=u+16|0;k=i+4|0;l=i;j=i+8|0;m=f[64572]|0;o=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+o>>0]=82;o=f[64572]|0;m=o-(f[64571]|0)|0;f[l>>2]=o;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;m=(f[64571]|0)+m|0;b[m>>0]=17;b[m+1>>0]=0;m=f[64572]|0;o=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,j)|0;m=a;p=m;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;a=(f[64571]|0)+o|0;o=a;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;a=a+4|0;b[a>>0]=m;b[a+1>>0]=m>>8;b[a+2>>0]=m>>16;b[a+3>>0]=m>>24;a=f[64572]|0;m=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,j)|0;a=c;o=a;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;m=(f[64571]|0)+m|0;c=m;b[c>>0]=o;b[c+1>>0]=o>>8;b[c+2>>0]=o>>16;b[c+3>>0]=o>>24;m=m+4|0;b[m>>0]=a;b[m+1>>0]=a>>8;b[m+2>>0]=a>>16;b[m+3>>0]=a>>24;m=f[64572]|0;a=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;a=(f[64571]|0)+a|0;n[s>>2]=d;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=(f[64570]|0)+1|0;f[64570]=a;m=f[64572]|0;c=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,55,e,14,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=i;return}f[64572]=a;u=i;return}function _r(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=18;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function $r(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=19;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function as(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=20;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function bs(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+144|0;k=i+132|0;l=i+128|0;j=i+136|0;h=i;e=i+124|0;g=i+120|0;_6(h,a);a=f[c>>2]|0;f[e>>2]=a;kd(a|0);a=f[d>>2]|0;f[g>>2]=a;kd(a|0);a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;a=(f[64571]|0)+a|0;b[a>>0]=21;b[a+1>>0]=0;dha(258284,h);a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,28,e,28,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[g>>2]|0);fd(f[e>>2]|0);a=h+92|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+80|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+32|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+4|0;if((b[a+11>>0]|0)>=0){u=i;return}sOb(f[a>>2]|0);u=i;return}function cs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=22;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ds(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=23;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function es(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=24;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function fs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=25;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,4,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function gs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=u;u=u+32|0;i=g+12|0;j=g+4|0;h=g+16|0;d=g+8|0;e=g;a=f[a>>2]|0;f[d>>2]=a;kd(a|0);a=f[c>>2]|0;f[e>>2]=a;kd(a|0);a=f[64572]|0;k=a-(f[64571]|0)|0;f[j>>2]=a;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;a=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;a=(f[64571]|0)+a|0;b[a>>0]=26;b[a+1>>0]=0;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;c=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,48,d,0,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){k=f[e>>2]|0;fd(k|0);k=f[d>>2]|0;fd(k|0);u=g;return}f[64572]=a;k=f[e>>2]|0;fd(k|0);k=f[d>>2]|0;fd(k|0);u=g;return}function hs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=27;b[a+1>>0]=0;eha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,52,h,10,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function is(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=28;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,86,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function js(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=29;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ks(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=30;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ls(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=31;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ms(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=32;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,96,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ns(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=33;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function os(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=34;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ps(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=35;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function qs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=36;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function rs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=37;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ss(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=38;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ts(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=39;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function us(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=40;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function vs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=41;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ws(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=42;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,82,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function xs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=43;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ys(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=44;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,83,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function zs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=45;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function As(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=46;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,46,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Bs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=47;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,47,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Cs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=49;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ds(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=50;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Es(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=51;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c&1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,19,e,96,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function Fs(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=52;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c&1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,21,e,96,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function Gs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=53;b[a+1>>0]=0;cha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,22,h,13,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Hs(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=54;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Is(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=55;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,78,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Js(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=56;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ks(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=57;b[c+1>>0]=0;bha(258284,g);c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ls(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=58;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ms(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=59;b[a+1>>0]=0;eha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,10,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Ns(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=60;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Os(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;n=u;u=u+48|0;p=n+36|0;q=n+32|0;o=n+42|0;s=n+40|0;r=n+20|0;l=n;i=n+28|0;j=n+24|0;f[l>>2]=a;f[l+4>>2]=c;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[i>>2]=g;kd(g|0);g=f[h>>2]|0;f[j>>2]=g;kd(g|0);f[r>>2]=e;d[s>>1]=61;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;fha(258284,s,l,r);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,i,53,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=n;return}function Ps(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;e=f[e>>2]|0;f[i>>2]=e;kd(e|0);e=f[g>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=62;b[e+1>>0]=0;gha(258284,k);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,11,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Qs(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;e=f[e>>2]|0;f[i>>2]=e;kd(e|0);e=f[g>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=63;b[e+1>>0]=0;hha(258284,k);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,12,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Rs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=64;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Ss(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);a=f[h>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=65;b[a+1>>0]=0;bha(258284,l);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=e&1;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Ts(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);a=f[h>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=66;b[a+1>>0]=0;jha(258284,l);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=e&1;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Us(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=68;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Vs(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+64|0;q=o+52|0;r=o+48|0;p=o+56|0;m=o+20|0;k=o;i=o+44|0;j=o+40|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;f[k>>2]=d;f[k+4>>2]=e;d=k+8|0;f[d>>2]=0;e=k+12|0;f[e>>2]=0;f[k+16>>2]=0;a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[h>>2]|0;f[j>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=69;b[a+1>>0]=0;kha(258284,m);lha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,i,55,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=o;return}function Ws(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=70;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Xs(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=71;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ys(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+96|0;m=s+84|0;n=s+72|0;o=s+88|0;l=s+48|0;j=s;q=s+80|0;r=s+76|0;Kha(l);E8(j,g);k=~~+p[l+8>>3]>>>0;l=~~+p[l+16>>3]>>>0;g=f[h>>2]|0;f[q>>2]=g;kd(g|0);g=f[i>>2]|0;f[r>>2]=g;kd(g|0);g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;g=h-(f[64571]|0)|0;f[n>>2]=h;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=72;b[g+1>>0]=0;g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,48,o)|0;g=f[64571]|0;h=g+h|0;i=j;j=h+48|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(j|0));j=f[64572]|0;f[n>>2]=j;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+(j-g)>>0]=a;a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=c;b[g+1>>0]=c>>8;b[g+2>>0]=c>>16;b[g+3>>0]=c>>24;c=f[64572]|0;g=c-(f[64571]|0)|0;f[n>>2]=c;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=k;b[g+1>>0]=k>>8;b[g+2>>0]=k>>16;b[g+3>>0]=k>>24;g=f[64572]|0;d=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;d=(f[64571]|0)+d|0;b[d>>0]=l;b[d+1>>0]=l>>8;b[d+2>>0]=l>>16;b[d+3>>0]=l>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;o=(f[64571]|0)+e|0;b[o>>0]=g;b[o+1>>0]=g>>8;b[o+2>>0]=g>>16;b[o+3>>0]=g>>24;Xga(g,90,q,0,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)==(g|0)){r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}f[64572]=g;r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}function Zs(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=73;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function _s(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=74;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function $s(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=75;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function at(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=76;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function bt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=77;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ct(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=78;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function dt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=79;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function et(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=80;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ft(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=81;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function gt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=82;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ht(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=83;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function it(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=84;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function jt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=85;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function kt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=86;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=87;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function mt(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;d=l+4|0;e=l;g=l+8|0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,1,g)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;j=k-(f[64571]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=88;b[j+1>>0]=0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,16,g)|0;j=f[64571]|0;k=j+k|0;h=a;i=k+16|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));k=f[64572]|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,16,g)|0;a=f[64571]|0;k=a+(k-j)|0;h=c;i=k+16|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function nt(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;k=f[64572]|0;j=k-(f[64571]|0)|0;f[i>>2]=k;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;k=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;k=(f[64571]|0)+k|0;b[k>>0]=89;b[k+1>>0]=0;k=f[64572]|0;j=k-(f[64571]|0)|0;f[i>>2]=k;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;a=f[64572]|0;j=a-(f[64571]|0)|0;f[i>>2]=a;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;n[s>>2]=c;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];j=f[64572]|0;a=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function ot(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=90;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function pt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=91;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function qt(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=92;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;n[s>>2]=c;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function rt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=93;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function st(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=94;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function tt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=95;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ut(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=96;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function vt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=97;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function wt(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=99;b[g+1>>0]=0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=a&1;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,0,c,0,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function xt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=100;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function yt(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k+4|0;h=k;i=k+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[h>>2]=e;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,i)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[h>>2]=j;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,i)|0;e=(f[64571]|0)+e|0;b[e>>0]=101;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[h>>2]=e;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64572]|0;j=a-(f[64571]|0)|0;f[h>>2]=a;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;a=c;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64572]|0;j=a-(f[64571]|0)|0;f[h>>2]=a;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;a=d;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=k;return}f[64572]=a;u=k;return}function zt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=102;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function At(a,c){a=+a;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;d=(f[64571]|0)+d|0;b[d>>0]=103;b[d+1>>0]=0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;d=(f[64571]|0)+d|0;p[s>>3]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];b[d+4>>0]=b[s+4>>0];b[d+5>>0]=b[s+5>>0];b[d+6>>0]=b[s+6>>0];b[d+7>>0]=b[s+7>>0];d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Bt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=104;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ct(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=105;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Dt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=106;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Et(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;d=c+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=107;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,d)|0;d=a;g=f[d>>2]|0;d=f[d+4>>2]|0;a=(f[64571]|0)+e|0;e=a;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;a=a+4|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ft(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=108;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Gt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=109;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ht(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=110;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function It(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=111;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Jt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=112;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Kt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=113;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Lt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=114;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Mt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=115;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Nt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=116;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ot(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=117;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Pt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=118;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Qt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=119;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Rt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=120;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function St(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=121;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,24,d)|0;d=f[64571]|0;e=d+e|0;c=e+24|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Tt(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;d=l+4|0;e=l;g=l+8|0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,1,g)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;j=k-(f[64571]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=122;b[j+1>>0]=0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,24,g)|0;j=f[64571]|0;k=j+k|0;h=a;i=k+24|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));k=f[64572]|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,24,g)|0;a=f[64571]|0;k=a+(k-j)|0;h=c;i=k+24|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Ut(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=128;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Vt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=129;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Wt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=130;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Xt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=131;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Yt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=132;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Zt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=133;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function _t(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=134;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function $t(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=135;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function au(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=136;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function bu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=137;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function cu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=138;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function du(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=139;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function eu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=140;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function fu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=141;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function gu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=142;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function hu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=143;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function iu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=144;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ju(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=145;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function ku(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=146;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=147;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function mu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=148;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function nu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=149;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ou(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=151;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function pu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=152;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function qu(a,c){a=+a;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=153;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=c;c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ru(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=154;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function su(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;j=i+20|0;k=i+22|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;d[j>>1]=155;b[k>>0]=82;mha(258284,k,j,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~(((c+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=i;return}function tu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=156;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function uu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=157;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function vu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=158;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function wu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=159;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function xu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=160;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function yu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=161;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function zu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=123;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Au(a){a=a|0;a:{Oc(10720,54131,7,26952,118557,7,53);Oc(10720,54162,7,27012,118557,8,54);Oc(10720,54185,8,27072,120275,1,28);Oc(10720,54210,6,27136,120558,1,2);Oc(10720,54231,1,26256,115815,1501,21);Oc(10720,54243,4,26540,117549,64,91);Oc(10720,54263,5,26724,118161,44,129);Oc(10720,54280,1,26256,115815,1501,22);Oc(10720,54295,6,27224,121154,1,2);Oc(10720,54309,1,26256,115815,1501,23);Oc(10720,54323,2,26260,117481,844,1575);Oc(10720,54342,2,27248,121162,53,34);Oc(10720,54350,4,27288,117549,70,92);Oc(10720,54362,3,27304,116488,72,897);Oc(10720,54389,3,27304,116488,72,898);Oc(10720,54415,3,27304,116488,72,899);Oc(10720,54435,3,27304,116488,72,900);Oc(10720,54457,3,27304,116488,72,901);Oc(10720,54474,5,26724,118161,44,130);Oc(10720,54493,3,27304,116488,72,902);Oc(10720,54514,3,27304,116488,72,903);Oc(10720,54530,3,27304,116488,72,904);Oc(10720,54565,3,27304,116488,72,905);Oc(10720,54596,3,27304,116488,72,906);Oc(10720,54626,3,27304,116488,72,907);Oc(10720,54652,3,27304,116488,72,908);Oc(10720,54678,3,27304,116488,72,909);Oc(10720,54716,3,27304,116488,72,910);Oc(10720,54732,3,27304,116488,72,911);Oc(10720,54754,3,27304,116488,72,912);Oc(10720,54775,3,27304,116488,72,913);Oc(10720,54814,3,27304,116488,72,914);Oc(10720,54830,3,27304,116488,72,915);Oc(10720,54846,3,27304,116488,72,916);Oc(10720,54860,3,27304,116488,72,917);Oc(10720,54873,3,27304,116488,72,918);Oc(10720,54890,3,27304,116488,72,919);Oc(10720,54907,3,27304,116488,72,920);Oc(10720,54921,3,27304,116488,72,921);Oc(10720,54941,3,27304,116488,72,922);Oc(10720,54958,2,27348,117481,876,1576);Oc(10720,54990,6,27388,122507,25,94);Oc(10720,55010,6,27388,122507,25,95);Oc(10720,55026,5,26724,118161,44,131);Oc(10720,55053,1,26256,115815,1501,24);Oc(10720,55066,3,27304,116488,72,923);Oc(10720,55082,1,26256,115815,1501,25);Oc(10720,55094,4,27476,117549,73,93);Oc(10720,55115,1,26256,115815,1501,26);Oc(10720,55140,5,26724,118161,44,132);Oc(10720,55162,2,26260,117481,844,1577);Oc(10720,55174,6,27556,122507,26,96);Oc(10720,55196,6,27612,122507,27,97);Oc(10720,55210,6,27612,122507,27,98);Oc(10720,55224,5,26724,118161,44,133);Oc(10720,55241,7,27732,118557,10,55);Oc(10720,55262,7,27732,118557,10,56);Oc(10720,55290,1,26256,115815,1501,27);Oc(10720,55303,7,27824,118557,11,57);Oc(10720,55316,1,26256,115815,1501,28);Oc(10720,55330,1,26256,115815,1501,29);Oc(10720,55344,8,27852,120275,2,29);Oc(10720,55362,2,27884,117481,878,1578);Oc(10720,55383,2,27248,121162,53,35);Oc(10720,55407,2,27248,121162,53,36);Oc(10720,55439,2,26260,117481,844,1579);Oc(10720,55470,2,27248,121162,53,37);Oc(10720,55498,2,27248,121162,53,38);Oc(10720,55530,2,27348,117481,876,1580);Oc(10720,55557,2,27248,121162,53,39);Oc(10720,55586,2,26260,117481,844,1581);Oc(10720,55615,2,27248,121162,53,40);Oc(10720,55642,2,27248,121162,53,41);Oc(10720,55668,2,26260,117481,844,1582);Oc(10720,55695,2,27892,117481,879,1583);Oc(10720,55715,2,27348,117481,876,1584);Oc(10720,55735,2,27900,117481,880,1585);Oc(10720,55754,3,27908,116488,74,924);Oc(10720,55776,4,27920,126199,1,4);Oc(10720,55797,3,27936,116488,75,925);Oc(10720,55817,2,27348,117481,876,1586);Oc(10720,55833,3,27948,115822,16,57);Oc(10720,55851,2,27248,121162,53,42);Oc(10720,55874,2,26260,117481,844,1587);Oc(10720,55893,2,27248,121162,53,43);Oc(10720,55911,2,27248,121162,53,44);Oc(10720,55938,2,27900,117481,880,1588);Oc(10720,55962,4,27960,117549,76,94);Oc(10720,55988,2,27348,117481,876,1589);Oc(10720,56007,4,27976,117549,77,95);Oc(10720,56027,2,26260,117481,844,1590);Oc(10720,56042,3,27992,126205,9,3);Oc(10720,56063,2,27248,121162,53,45);Oc(10720,56079,2,27248,121162,53,46);Oc(10720,56096,2,27248,121162,53,47);Oc(10720,56118,2,28004,117481,883,1591);Oc(10720,56138,2,27348,117481,876,1592);Oc(10720,56165,2,28012,117481,884,1593);Oc(10720,56182,2,27892,117481,879,1594);Oc(10720,56194,2,27248,121162,53,48);Oc(10720,56229,2,27248,121162,53,49);Oc(10720,56260,2,26260,117481,844,1595);Oc(10720,56290,2,27348,117481,876,1596);Oc(10720,56316,2,27248,121162,53,50);Oc(10720,56342,2,27248,121162,53,51);Oc(10720,56380,2,27348,117481,876,1597);Oc(10720,56396,2,27348,117481,876,1598);Oc(10720,56418,2,26260,117481,844,1599);Oc(10720,56436,2,27348,117481,876,1600);Oc(10720,56457,2,28020,117481,885,1601);Oc(10720,56472,3,28028,116488,78,926);Oc(10720,56499,2,27900,117481,880,1602);Oc(10720,56528,2,27900,117481,880,1603);Oc(10720,56569,2,27900,117481,880,1604);Oc(10720,56613,2,27900,117481,880,1605);Oc(10720,56655,2,27900,117481,880,1606);Oc(10720,56700,2,27900,117481,880,1607);Oc(10720,56730,2,27248,121162,53,52);Oc(10720,56762,2,27900,117481,880,1608);Oc(10720,56789,2,27892,117481,879,1609);Oc(10720,56817,2,27900,117481,880,1610);Oc(10720,56851,2,27900,117481,880,1611);Oc(10720,56879,2,27892,117481,879,1612);Oc(10720,56908,2,27900,117481,880,1613);Oc(10720,56943,2,27892,117481,879,1614);Oc(10720,56960,2,27348,117481,876,1615);Oc(10720,56981,2,27348,117481,876,1616);Oc(10720,57020,2,28040,126210,55,53);Oc(10720,57060,2,27348,117481,876,1617);Oc(10720,57079,2,27348,117481,876,1618);Oc(10720,57095,2,26260,117481,844,1619);Oc(10720,57108,2,26260,117481,844,1620);Oc(10720,57124,2,28040,126210,55,54);Oc(10720,57140,2,28040,126210,55,55);Oc(10720,57140,2,28040,126210,55,55);Oc(10720,57167,2,27892,117481,879,1621);Oc(10720,57181,3,28048,126214,2,3);Oc(10720,57194,2,27348,117481,876,1622);Oc(10720,57211,3,27936,116488,75,927);Oc(10720,57234,2,28012,117481,884,1623);Oc(10720,57252,2,27884,117481,878,1624);Oc(10720,57271,2,27348,117481,876,1625);Oc(10720,57292,2,27248,121162,53,56);Oc(10720,57313,2,27248,121162,53,57);Oc(10720,57336,2,27248,121162,53,58);Oc(10720,57368,2,27884,117481,878,1626);Oc(10720,57385,2,27348,117481,876,1627);Oc(10720,57405,2,27248,121162,53,59);Oc(10720,57424,2,27248,121162,53,60);Oc(10720,57445,2,27248,121162,53,61);Oc(10720,57475,4,28060,126219,1,2);Oc(10720,57506,3,28076,126225,3,4);Oc(10720,57538,2,26260,117481,844,1628);Oc(10720,57569,2,27348,117481,876,1629);Oc(10720,57596,2,27248,121162,53,62);Oc(10720,57625,2,27248,121162,53,63);Oc(10720,57652,2,27248,121162,53,64);Oc(10720,57680,2,26260,117481,844,1630);Oc(10720,57707,2,27884,117481,878,1631);Oc(10720,57728,2,27348,117481,876,1632);Oc(10720,57751,2,27348,117481,876,1633);Oc(10720,57791,2,27248,121162,53,65);Oc(10720,57814,2,26260,117481,844,1634);Oc(10720,57840,2,27892,117481,879,1635);Oc(10720,57855,2,27248,121162,53,66);Oc(10720,57876,3,27304,116488,72,928);Oc(10720,57896,2,27892,117481,879,1636);Oc(10720,57916,2,27900,117481,880,1637);Oc(10720,57938,2,27892,117481,879,1638);Oc(10720,57961,3,26352,116488,65,929);Oc(10720,57987,6,28152,122507,31,99);Oc(10720,58003,3,28176,115822,17,58);Oc(10720,58018,2,27892,117481,879,1639);Oc(10720,58042,5,28188,118161,51,134);Oc(10720,58058,4,28208,117549,79,96);Oc(10720,58071,1,26256,115815,1501,30);Oc(10720,58086,5,26724,118161,44,135);Oc(10720,58106,1,26256,115815,1501,31);Oc(10720,58121,1,26256,115815,1501,32);Oc(10720,58141,1,26256,115815,1501,33);Oc(10720,58157,1,26256,115815,1501,34);Oc(10720,58170,1,26256,115815,1501,35);Oc(10720,58187,1,26256,115815,1501,36);Oc(10720,58209,3,28224,116488,80,930);Oc(10720,58227,6,28236,122507,32,100);Oc(10720,58239,3,27304,116488,72,931);Oc(10720,58260,5,28292,118161,53,136);Oc(10720,58277,5,26724,118161,44,137);Oc(10720,58287,4,28344,117549,83,97);Oc(10720,58306,3,27304,116488,72,932);Oc(10720,58317,13,28392,127463,5,4);Oc(10720,58330,5,26724,118161,44,138);Oc(10720,58344,3,27304,116488,72,933);Oc(10720,58360,5,26724,118161,44,139);Oc(10720,58377,5,26724,118161,44,140);Oc(10720,58409,5,26724,118161,44,141);Oc(10720,58434,5,26724,118161,44,142);Oc(10720,58460,6,28636,122507,33,101);Oc(10720,58485,6,28636,122507,33,102);Oc(10720,58511,4,28692,117549,89,98);Oc(10720,58511,3,27304,116488,72,934);Oc(10720,58525,5,26724,118161,44,143);Oc(10720,58540,5,26724,118161,44,144);Oc(10720,58559,6,28804,122507,34,103);Oc(10720,58578,15,28828,130983,1,3);Oc(10720,58594,5,26724,118161,44,145);Oc(10720,58611,4,28952,117549,93,99);Oc(10720,58628,5,29e3,118161,57,146);Oc(10720,58657,6,29052,122507,35,104);Oc(10720,58687,17,29108,132757,1,6);Oc(10720,58704,4,26540,117549,64,100);Oc(10720,58742,4,26540,117549,64,101);Oc(10720,58775,5,29176,118161,59,147);Oc(10720,58807,5,29176,118161,59,148);Oc(10720,58842,5,29176,118161,59,149);Oc(10720,58872,5,29228,118161,60,150);Oc(10720,58916,7,29280,118557,13,58);Oc(10720,58960,6,29340,122507,37,105);Oc(10720,59004,6,29340,122507,37,106);Oc(10720,59047,10,29428,134438,1,5);Oc(10720,59047,9,29500,134747,4,10);Oc(10720,59047,8,29568,120275,4,30);Oc(10720,59067,6,29632,122507,38,107);Oc(10720,59088,6,29632,122507,38,108);Oc(10720,59124,6,29632,122507,38,109);Oc(10720,59151,7,29752,118557,15,59);Oc(10720,59173,6,29632,122507,38,110);Oc(10720,59203,6,29632,122507,38,111);Oc(10720,59228,6,29632,122507,38,112);Oc(10720,59257,6,29632,122507,38,113);Oc(10720,59284,6,29632,122507,38,114);Oc(10720,59322,6,29632,122507,38,115);Oc(10720,59350,6,29632,122507,38,116);Oc(10720,59387,5,26724,118161,44,151);Oc(10720,59427,7,29752,118557,15,60);Oc(10720,59458,8,30100,120275,5,31);Oc(10720,59496,7,29752,118557,15,61);Oc(10720,59529,8,30100,120275,5,32);Oc(10720,59558,8,30100,120275,5,33);Oc(10720,59593,8,30100,120275,5,34);Oc(10720,59621,6,29632,122507,38,117);Oc(10720,59653,6,30228,122507,42,118);Oc(10720,59689,6,29632,122507,38,119);Oc(10720,59718,6,29632,122507,38,120);Oc(10720,59746,6,30228,122507,42,121);Oc(10720,59782,6,29632,122507,38,122);Oc(10720,59811,7,30412,118557,20,62);Oc(10720,59834,6,29632,122507,38,123);Oc(10720,59859,6,29632,122507,38,124);Oc(10720,59895,7,29752,118557,15,63);Oc(10720,59919,6,29632,122507,38,125);Oc(10720,59959,6,30228,122507,42,126);Oc(10720,59996,6,29632,122507,38,127);Oc(10720,60026,6,29632,122507,38,128);Oc(10720,60057,6,29632,122507,38,129);Oc(10720,60085,6,29632,122507,38,130);Oc(10720,60122,6,29632,122507,38,131);Oc(10720,60158,8,30760,120275,6,35);Oc(10720,60193,6,29632,122507,38,132);Oc(10720,60220,7,29752,118557,15,64);Oc(10720,60249,6,30228,122507,42,133);Oc(10720,60283,7,30920,118557,22,65);Oc(10720,60314,6,29632,122507,38,134);Oc(10720,60348,5,30980,118161,91,152);Oc(10720,60375,7,30920,118557,22,66);Oc(10720,60407,6,31032,122507,48,135);Oc(10720,60429,7,31056,147448,2,6);Oc(10720,60459,6,31084,147457,1,2);Oc(10720,60486,5,30980,118161,91,153);Oc(10720,60511,5,30980,118161,91,154);Oc(10720,60540,5,30980,118161,91,155);Oc(10720,60567,5,30980,118161,91,156);Oc(10720,60605,5,30980,118161,91,157);Oc(10720,60633,5,30980,118161,91,158);Oc(10720,60670,5,30980,118161,91,159);Oc(10720,60696,8,31108,120275,7,36);Oc(10720,60725,8,31140,120275,8,37);Oc(10720,60760,8,31140,120275,8,38);Oc(10720,60788,5,30980,118161,91,160);Oc(10720,60820,5,30980,118161,91,161);Oc(10720,60849,5,30980,118161,91,162);Oc(10720,60877,8,31172,147465,1,2);Oc(10720,60905,5,30980,118161,91,163);Oc(10720,60934,8,31236,120275,9,39);Oc(10720,60957,5,28188,118161,51,164);Oc(10720,60983,6,31268,147818,5,2);Oc(10720,61007,5,28188,118161,51,165);Oc(10720,61036,5,30980,118161,91,166);Oc(10720,61076,5,30980,118161,91,167);Oc(10720,61106,5,30980,118161,91,168);Oc(10720,61137,5,30980,118161,91,169);Oc(10720,61165,5,30980,118161,91,170);Oc(10720,61202,5,30980,118161,91,171);Oc(10720,61238,14,31324,148354,2,7);Oc(10720,61262,6,31380,122507,49,136);Oc(10720,61286,5,30980,118161,91,172);Oc(10720,61307,4,31404,117549,121,102);Oc(10720,61344,5,29176,118161,59,173);Oc(10720,61368,4,26540,117549,64,103);Oc(10720,61400,4,26540,117549,64,104);Oc(10720,61429,7,31420,118557,27,67);Oc(10720,61460,4,26540,117549,64,105);Oc(10720,61490,7,30412,118557,20,68);Oc(10720,61515,5,29176,118161,59,174);Oc(10720,61541,5,29176,118161,59,175);Oc(10720,61567,2,26260,117481,844,1640);Oc(10720,61583,3,27936,116488,75,935);Oc(10720,61601,11,31480,148653,1,2);Oc(10720,61621,3,31524,116488,90,936);Oc(10720,61640,3,27304,116488,72,901);Oc(10720,61650,2,26260,117481,844,1641);Oc(10720,61709,3,27992,126205,9,4);Oc(10720,61660,5,31536,117525,2,4);Oc(10720,61727,5,26724,118161,44,176);Oc(10720,61743,5,31620,118161,137,177);Oc(10720,61765,1,26256,115815,1501,37);f[a+1544>>2]=5;break a}}function Bu(a){a=a|0;Oc(8808,54185,8,27072,120275,1,9);Oc(8808,54210,6,27136,120558,1,1);Oc(8808,54231,1,26256,115815,1501,5);Oc(8808,54243,4,26540,117549,64,70);Oc(8808,54263,5,26724,118161,44,69);Oc(8808,54280,1,26256,115815,1501,6);Oc(8808,54295,6,27224,121154,1,1);Oc(8808,54309,1,26256,115815,1501,7);Oc(8808,54323,2,26260,117481,844,1507);Oc(8808,54342,2,27248,121162,53,1);Oc(8808,54350,4,27288,117549,70,71);Oc(8808,54362,3,27304,116488,72,850);Oc(8808,54389,3,27304,116488,72,851);Oc(8808,54415,3,27304,116488,72,852);Oc(8808,54435,3,27304,116488,72,853);Oc(8808,54457,3,27304,116488,72,854);Oc(8808,54474,5,26724,118161,44,71);Oc(8808,54493,3,27304,116488,72,855);Oc(8808,54514,3,27304,116488,72,856);Oc(8808,54530,3,27304,116488,72,857);Oc(8808,54565,3,27304,116488,72,858);Oc(8808,54596,3,27304,116488,72,859);Oc(8808,54626,3,27304,116488,72,860);Oc(8808,54652,3,27304,116488,72,861);Oc(8808,54678,3,27304,116488,72,862);Oc(8808,54716,3,27304,116488,72,863);Oc(8808,54732,3,27304,116488,72,864);Oc(8808,54754,3,27304,116488,72,865);Oc(8808,54775,3,27304,116488,72,866);Oc(8808,54814,3,27304,116488,72,867);Oc(8808,54830,3,27304,116488,72,868);Oc(8808,54846,3,27304,116488,72,869);Oc(8808,54860,3,27304,116488,72,870);Oc(8808,54873,3,27304,116488,72,871);Oc(8808,54890,3,27304,116488,72,872);Oc(8808,54907,3,27304,116488,72,873);Oc(8808,54921,3,27304,116488,72,874);Oc(8808,54941,3,27304,116488,72,875);Oc(8808,54958,2,27348,117481,876,1508);Oc(8808,54990,6,27388,122507,25,45);Oc(8808,55010,6,27388,122507,25,46);Oc(8808,55026,5,26724,118161,44,72);Oc(8808,55053,1,26256,115815,1501,8);Oc(8808,55066,3,27304,116488,72,877);Oc(8808,55082,1,26256,115815,1501,9);Oc(8808,55094,4,27476,117549,73,73);Oc(8808,55115,1,26256,115815,1501,10);Oc(8808,55140,5,26724,118161,44,74);Oc(8808,55162,2,26260,117481,844,1509);Oc(8808,55174,6,27556,122507,26,47);Oc(8808,55196,6,27612,122507,27,48);Oc(8808,55210,6,27612,122507,27,49);Oc(8808,55224,5,26724,118161,44,75);Oc(8808,55241,7,27732,118557,10,28);Oc(8808,55262,7,27732,118557,10,29);Oc(8808,55290,1,26256,115815,1501,11);Oc(8808,55303,7,27824,118557,11,30);Oc(8808,55316,1,26256,115815,1501,12);Oc(8808,55330,1,26256,115815,1501,13);Oc(8808,55344,8,27852,120275,2,12);Oc(8808,55362,2,27884,117481,878,1510);Oc(8808,55383,2,27248,121162,53,2);Oc(8808,55407,2,27248,121162,53,3);Oc(8808,55439,2,26260,117481,844,1511);Oc(8808,55470,2,27248,121162,53,4);Oc(8808,55498,2,27248,121162,53,5);Oc(8808,55530,2,27348,117481,876,1512);Oc(8808,55557,2,27248,121162,53,6);Oc(8808,55586,2,26260,117481,844,1513);Oc(8808,55615,2,27248,121162,53,7);Oc(8808,55642,2,27248,121162,53,8);Oc(8808,55668,2,26260,117481,844,1514);Oc(8808,55695,2,27892,117481,879,1515);Oc(8808,55715,2,27348,117481,876,1516);Oc(8808,55735,2,27900,117481,880,1517);Oc(8808,55754,3,27908,116488,74,881);Oc(8808,55776,4,27920,126199,1,1);Oc(8808,55797,3,27936,116488,75,882);Oc(8808,55817,2,27348,117481,876,1518);Oc(8808,55833,3,27948,115822,16,54);Oc(8808,55851,2,27248,121162,53,9);Oc(8808,55874,2,26260,117481,844,1519);Oc(8808,55893,2,27248,121162,53,10);Oc(8808,55911,2,27248,121162,53,11);Oc(8808,55938,2,27900,117481,880,1520);Oc(8808,55962,4,27960,117549,76,76);Oc(8808,55988,2,27348,117481,876,1521);Oc(8808,56007,4,27976,117549,77,77);Oc(8808,56027,2,26260,117481,844,1522);Oc(8808,56042,3,27992,126205,9,1);Oc(8808,56063,2,27248,121162,53,12);Oc(8808,56079,2,27248,121162,53,13);Oc(8808,56096,2,27248,121162,53,14);Oc(8808,56118,2,28004,117481,883,1523);Oc(8808,56138,2,27348,117481,876,1524);Oc(8808,56165,2,28012,117481,884,1525);Oc(8808,56182,2,27892,117481,879,1526);Oc(8808,56194,2,27248,121162,53,15);Oc(8808,56229,2,27248,121162,53,16);Oc(8808,56260,2,26260,117481,844,1527);Oc(8808,56290,2,27348,117481,876,1528);Oc(8808,56316,2,27248,121162,53,17);Oc(8808,56342,2,27248,121162,53,18);Oc(8808,56380,2,27348,117481,876,1529);Oc(8808,56396,2,27348,117481,876,1530);Oc(8808,56418,2,26260,117481,844,1531);Oc(8808,56436,2,27348,117481,876,1532);Oc(8808,56457,2,28020,117481,885,1533);Oc(8808,56472,3,28028,116488,78,886);Oc(8808,56499,2,27900,117481,880,1534);Oc(8808,56528,2,27900,117481,880,1535);Oc(8808,56569,2,27900,117481,880,1536);Oc(8808,56613,2,27900,117481,880,1537);Oc(8808,56655,2,27900,117481,880,1538);Oc(8808,56700,2,27900,117481,880,1539);Oc(8808,56730,2,27248,121162,53,19);Oc(8808,56762,2,27900,117481,880,1540);Oc(8808,56789,2,27892,117481,879,1541);Oc(8808,56817,2,27900,117481,880,1542);Oc(8808,56851,2,27900,117481,880,1543);Oc(8808,56879,2,27892,117481,879,1544);Oc(8808,56908,2,27900,117481,880,1545);Oc(8808,56943,2,27892,117481,879,1546);Oc(8808,56960,2,27348,117481,876,1547);Oc(8808,56981,2,27348,117481,876,1548);Oc(8808,57020,2,28040,126210,55,20);Oc(8808,57060,2,27348,117481,876,1549);Oc(8808,57079,2,27348,117481,876,1550);Oc(8808,57095,2,26260,117481,844,1551);Oc(8808,57108,2,26260,117481,844,1552);Oc(8808,57124,2,28040,126210,55,21);Oc(8808,57140,2,28040,126210,55,22);Oc(8808,57140,2,28040,126210,55,22);Oc(8808,57167,2,27892,117481,879,1553);Oc(8808,57181,3,28048,126214,2,1);Oc(8808,57194,2,27348,117481,876,1554);Oc(8808,57211,3,27936,116488,75,887);Oc(8808,57234,2,28012,117481,884,1555);Oc(8808,57252,2,27884,117481,878,1556);Oc(8808,57271,2,27348,117481,876,1557);Oc(8808,57292,2,27248,121162,53,23);Oc(8808,57313,2,27248,121162,53,24);Oc(8808,57336,2,27248,121162,53,25);Oc(8808,57368,2,27884,117481,878,1558);Oc(8808,57385,2,27348,117481,876,1559);Oc(8808,57405,2,27248,121162,53,26);Oc(8808,57424,2,27248,121162,53,27);Oc(8808,57445,2,27248,121162,53,28);Oc(8808,57475,4,28060,126219,1,1);Oc(8808,57506,3,28076,126225,3,2);Oc(8808,57538,2,26260,117481,844,1560);Oc(8808,57569,2,27348,117481,876,1561);Oc(8808,57596,2,27248,121162,53,29);Oc(8808,57625,2,27248,121162,53,30);Oc(8808,57652,2,27248,121162,53,31);Oc(8808,57680,2,26260,117481,844,1562);Oc(8808,57707,2,27884,117481,878,1563);Oc(8808,57728,2,27348,117481,876,1564);Oc(8808,57751,2,27348,117481,876,1565);Oc(8808,57791,2,27248,121162,53,32);Oc(8808,57814,2,26260,117481,844,1566);Oc(8808,57840,2,27892,117481,879,1567);Oc(8808,57855,2,27248,121162,53,33);Oc(8808,57876,3,27304,116488,72,888);Oc(8808,57896,2,27892,117481,879,1568);Oc(8808,57916,2,27900,117481,880,1569);Oc(8808,57938,2,27892,117481,879,1570);Oc(8808,57961,3,26352,116488,65,889);Oc(8808,57987,6,28152,122507,31,50);Oc(8808,58003,3,28176,115822,17,56);Oc(8808,58018,2,27892,117481,879,1571);Oc(8808,58042,5,28188,118161,51,78);Oc(8808,58058,4,28208,117549,79,79);Oc(8808,58071,1,26256,115815,1501,14);Oc(8808,58086,5,26724,118161,44,80);Oc(8808,58106,1,26256,115815,1501,15);Oc(8808,58121,1,26256,115815,1501,16);Oc(8808,58141,1,26256,115815,1501,17);Oc(8808,58157,1,26256,115815,1501,18);Oc(8808,58170,1,26256,115815,1501,19);Oc(8808,58187,1,26256,115815,1501,20);Oc(8808,58209,3,28224,116488,80,890);Oc(8808,58227,6,28236,122507,32,52);Oc(8808,58239,3,27304,116488,72,891);Oc(8808,58260,5,28292,118161,53,81);Oc(8808,58277,5,26724,118161,44,82);Oc(8808,58287,4,28344,117549,83,81);Oc(8808,58306,3,27304,116488,72,892);Oc(8808,58317,13,28392,127463,5,3);Oc(8808,58330,5,26724,118161,44,84);Oc(8808,58344,3,27304,116488,72,893);Oc(8808,58360,5,26724,118161,44,85);Oc(8808,58377,5,26724,118161,44,86);Oc(8808,58409,5,26724,118161,44,87);Oc(8808,58434,5,26724,118161,44,88);Oc(8808,58460,6,28636,122507,33,54);Oc(8808,58485,6,28636,122507,33,55);Oc(8808,58511,4,28692,117549,89,82);Oc(8808,58511,3,27304,116488,72,894);Oc(8808,58525,5,26724,118161,44,90);Oc(8808,58540,5,26724,118161,44,91);Oc(8808,58559,6,28804,122507,34,56);Oc(8808,58578,15,28828,130983,1,1);Oc(8808,58594,5,26724,118161,44,92);Oc(8808,58611,4,28952,117549,93,83);Oc(8808,58628,5,29e3,118161,57,94);Oc(8808,58657,6,29052,122507,35,58);Oc(8808,58687,17,29108,132757,1,5);Oc(8808,58704,4,26540,117549,64,84);Oc(8808,58742,4,26540,117549,64,85);Oc(8808,58775,5,29176,118161,59,95);Oc(8808,58807,5,29176,118161,59,96);Oc(8808,58842,5,29176,118161,59,97);Oc(8808,58872,5,29228,118161,60,98);Oc(8808,58916,7,29280,118557,13,36);Oc(8808,58960,6,29340,122507,37,61);Oc(8808,59004,6,29340,122507,37,62);Oc(8808,59047,10,29428,134438,1,3);Oc(8808,59047,9,29500,134747,4,3);Oc(8808,59047,8,29568,120275,4,14);Oc(8808,59067,6,29632,122507,38,63);Oc(8808,59088,6,29632,122507,38,64);Oc(8808,59124,6,29632,122507,38,65);Oc(8808,59151,7,29752,118557,15,39);Oc(8808,59173,6,29632,122507,38,66);Oc(8808,59203,6,29632,122507,38,67);Oc(8808,59228,6,29632,122507,38,68);Oc(8808,59257,6,29632,122507,38,69);Oc(8808,59284,6,29632,122507,38,70);Oc(8808,59322,6,29632,122507,38,71);Oc(8808,59350,6,29632,122507,38,72);Oc(8808,59387,5,26724,118161,44,99);Oc(8808,59427,7,29752,118557,15,40);Oc(8808,59458,8,30100,120275,5,16);Oc(8808,59496,7,29752,118557,15,41);Oc(8808,59529,8,30100,120275,5,17);Oc(8808,59558,8,30100,120275,5,18);Oc(8808,59593,8,30100,120275,5,19);Oc(8808,59621,6,29632,122507,38,73);Oc(8808,59653,6,30228,122507,42,74);Oc(8808,59689,6,29632,122507,38,75);Oc(8808,59718,6,29632,122507,38,76);Oc(8808,59746,6,30228,122507,42,77);Oc(8808,59782,6,29632,122507,38,78);Oc(8808,59811,7,30412,118557,20,43);Oc(8808,59834,6,29632,122507,38,79);Oc(8808,59859,6,29632,122507,38,80);Oc(8808,59895,7,29752,118557,15,44);Oc(8808,59919,6,29632,122507,38,81);Oc(8808,59959,6,30228,122507,42,82);Oc(8808,59996,6,29632,122507,38,83);Oc(8808,60026,6,29632,122507,38,84);Oc(8808,60057,6,29632,122507,38,85);Oc(8808,60085,6,29632,122507,38,86);Oc(8808,60122,6,29632,122507,38,87);Oc(8808,60158,8,30760,120275,6,21);Oc(8808,60193,6,29632,122507,38,88);Oc(8808,60220,7,29752,118557,15,45);Oc(8808,60249,6,30228,122507,42,89);Oc(8808,60283,7,30920,118557,22,46);Oc(8808,60314,6,29632,122507,38,90);Oc(8808,60348,5,30980,118161,91,100);Oc(8808,60375,7,30920,118557,22,47);Oc(8808,60407,6,31032,122507,48,92);Oc(8808,60429,7,31056,147448,2,4);Oc(8808,60459,6,31084,147457,1,1);Oc(8808,60486,5,30980,118161,91,101);Oc(8808,60511,5,30980,118161,91,102);Oc(8808,60540,5,30980,118161,91,103);Oc(8808,60567,5,30980,118161,91,104);Oc(8808,60605,5,30980,118161,91,105);Oc(8808,60633,5,30980,118161,91,106);Oc(8808,60670,5,30980,118161,91,107);Oc(8808,60696,8,31108,120275,7,23);Oc(8808,60725,8,31140,120275,8,24);Oc(8808,60760,8,31140,120275,8,25);Oc(8808,60788,5,30980,118161,91,108);Oc(8808,60820,5,30980,118161,91,109);Oc(8808,60849,5,30980,118161,91,110);Oc(8808,60877,8,31172,147465,1,1);Oc(8808,60905,5,30980,118161,91,111);Oc(8808,60934,8,31236,120275,9,26);Oc(8808,60957,5,28188,118161,51,112);Oc(8808,60983,6,31268,147818,5,1);Oc(8808,61007,5,28188,118161,51,113);Oc(8808,61036,5,30980,118161,91,114);Oc(8808,61076,5,30980,118161,91,115);Oc(8808,61106,5,30980,118161,91,116);Oc(8808,61137,5,30980,118161,91,117);Oc(8808,61165,5,30980,118161,91,118);Oc(8808,61202,5,30980,118161,91,119);Oc(8808,61238,14,31324,148354,2,6);Oc(8808,61262,6,31380,122507,49,93);Oc(8808,61286,5,30980,118161,91,120);Oc(8808,61307,4,31404,117549,121,86);Oc(8808,61344,5,29176,118161,59,122);Oc(8808,61368,4,26540,117549,64,87);Oc(8808,61400,4,26540,117549,64,88);Oc(8808,61429,7,31420,118557,27,50);Oc(8808,61460,4,26540,117549,64,89);Oc(8808,61490,7,30412,118557,20,51);Oc(8808,61515,5,29176,118161,59,123);Oc(8808,61541,5,29176,118161,59,124);Oc(8808,61567,2,26260,117481,844,1572);Oc(8808,61583,3,27936,116488,75,895);Oc(8808,61601,11,31480,148653,1,1);Oc(8808,61621,3,31524,116488,90,896);Oc(8808,61640,1,26488,117476,654,44);Oc(8808,61650,2,26260,117481,844,1573);Oc(8808,61660,5,31536,117525,2,3);Oc(8808,61680,5,26724,118161,44,125);Oc(8808,61692,5,26724,118161,44,126);Oc(8808,61709,3,27992,126205,9,2);Nc(10720,10728,10744,0,117476,659,117479,0,117479,0,61722,115815,1574);Oc(10720,54068,5,26724,118161,44,127);Oc(10720,54086,7,26776,118557,6,52);Oc(10720,54095,5,26724,118161,44,128);Oc(10720,54118,10,26868,119170,1,2)}function Cu(a){a=a|0;var b=0;a=f[a+64>>2]|0;b=pOb(4)|0;f[b>>2]=821;Yc(8592,17744,116484,198,a|0,17744,116488,47,b|0);Kc(8592);Xc(8600,52365,115813,17,115815,1479);b=pOb(4)|0;f[b>>2]=625;a=pOb(4)|0;f[a>>2]=822;Yc(8600,17744,116484,199,b|0,17744,116488,48,a|0);a=pOb(4)|0;f[a>>2]=626;b=pOb(4)|0;f[b>>2]=823;Yc(8600,17744,116484,199,a|0,17744,116488,48,b|0);Kc(8600);Xc(8608,52376,115813,18,115815,1480);b=pOb(4)|0;f[b>>2]=627;a=pOb(4)|0;f[a>>2]=824;Yc(8608,17744,116484,200,b|0,17744,116488,49,a|0);a=pOb(4)|0;f[a>>2]=628;b=pOb(4)|0;f[b>>2]=825;Yc(8608,17744,116484,200,a|0,17744,116488,49,b|0);Kc(8608);Xc(8616,52385,115813,19,115815,1481);b=pOb(4)|0;f[b>>2]=629;a=pOb(4)|0;f[a>>2]=826;Yc(8616,17744,116484,201,b|0,17744,116488,50,a|0);a=pOb(4)|0;f[a>>2]=630;b=pOb(4)|0;f[b>>2]=827;Yc(8616,17744,116484,201,a|0,17744,116488,50,b|0);Kc(8616);Xc(8624,52399,115813,20,115815,1482);b=pOb(4)|0;f[b>>2]=631;a=pOb(4)|0;f[a>>2]=828;Yc(8624,17744,116484,202,b|0,17744,116488,51,a|0);a=pOb(4)|0;f[a>>2]=632;b=pOb(4)|0;f[b>>2]=829;Yc(8624,17744,116484,202,a|0,17744,116488,51,b|0);Kc(8624);Xc(8632,52406,115813,21,115815,1483);b=pOb(4)|0;f[b>>2]=633;a=pOb(4)|0;f[a>>2]=830;Yc(8632,17744,116484,203,b|0,17744,116488,52,a|0);a=pOb(4)|0;f[a>>2]=634;b=pOb(4)|0;f[b>>2]=831;Yc(8632,17744,116484,203,a|0,17744,116488,52,b|0);Kc(8632);Xc(8640,52420,115813,22,115815,1484);b=pOb(4)|0;f[b>>2]=635;a=pOb(4)|0;f[a>>2]=832;Yc(8640,17744,116484,204,b|0,17744,116488,53,a|0);a=pOb(4)|0;f[a>>2]=636;b=pOb(4)|0;f[b>>2]=833;Yc(8640,17744,116484,204,a|0,17744,116488,53,b|0);Kc(8640);Xc(8648,52429,115813,23,115815,1485);b=pOb(4)|0;f[b>>2]=637;a=pOb(4)|0;f[a>>2]=834;Yc(8648,17744,116484,205,b|0,17744,116488,54,a|0);a=pOb(4)|0;f[a>>2]=638;b=pOb(4)|0;f[b>>2]=835;Yc(8648,17744,116484,205,a|0,17744,116488,54,b|0);Kc(8648);Xc(8656,52439,115813,24,115815,1486);b=pOb(4)|0;f[b>>2]=639;a=pOb(4)|0;f[a>>2]=836;Yc(8656,17744,116484,206,b|0,17744,116488,55,a|0);a=pOb(4)|0;f[a>>2]=640;b=pOb(4)|0;f[b>>2]=837;Yc(8656,17744,116484,206,a|0,17744,116488,55,b|0);Kc(8656);Xc(8664,52455,115813,25,115815,1487);b=pOb(4)|0;f[b>>2]=641;a=pOb(4)|0;f[a>>2]=838;Yc(8664,17744,116484,207,b|0,17744,116488,56,a|0);a=pOb(4)|0;f[a>>2]=642;b=pOb(4)|0;f[b>>2]=839;Yc(8664,17744,116484,207,a|0,17744,116488,56,b|0);Kc(8664);Xc(8672,52464,115813,26,115815,1488);b=pOb(4)|0;f[b>>2]=643;a=pOb(4)|0;f[a>>2]=840;Yc(8672,17744,116484,208,b|0,17744,116488,57,a|0);a=pOb(4)|0;f[a>>2]=644;b=pOb(4)|0;f[b>>2]=841;Yc(8672,17744,116484,208,a|0,17744,116488,57,b|0);Kc(8672);Zc(4664,52474,115813,27,115815,1489);Lc(4664);Zc(4584,52479,115813,28,115815,1490);b=pOb(4)|0;f[b>>2]=645;a=pOb(4)|0;f[a>>2]=842;_c(4584,52483,8008,116484,209,b|0,8008,116488,58,a|0);a=pOb(4)|0;f[a>>2]=646;b=pOb(4)|0;f[b>>2]=843;_c(4584,52490,8008,116484,209,a|0,8008,116488,58,b|0);Lc(4584);Zc(8680,52500,115813,29,115815,1491);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(8680,52515,400,116484,210,b|0,400,116488,59,a|0);a=pOb(4)|0;f[a>>2]=16;b=pOb(4)|0;f[b>>2]=16;_c(8680,52523,400,116484,210,a|0,400,116488,59,b|0);Lc(8680);Zc(992,52532,115813,30,115815,1492);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(992,52546,8680,116484,211,b|0,8680,116488,60,a|0);Lc(992);Zc(4872,52553,115813,31,115815,1493);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(4872,52564,17776,115827,18,a|0,17776,115831,9,b|0);b=pOb(4)|0;f[b>>2]=8;a=pOb(4)|0;f[a>>2]=8;_c(4872,52577,17776,115827,18,b|0,17776,115831,9,a|0);Lc(4872);Zc(8688,52591,115813,32,115815,1494);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(8688,52612,17744,116484,212,a|0,17744,116488,61,b|0);b=pOb(4)|0;f[b>>2]=4;a=pOb(4)|0;f[a>>2]=4;_c(8688,52631,17744,116484,212,b|0,17744,116488,61,a|0);Lc(8688);Zc(7456,52658,115813,33,115815,1495);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(7456,52665,17768,115818,19,a|0,17768,115822,10,b|0);b=pOb(4)|0;f[b>>2]=4;a=pOb(4)|0;f[a>>2]=4;_c(7456,52669,17768,115818,19,b|0,17768,115822,10,a|0);Lc(7456);Zc(7376,52673,115813,34,115815,1496);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(7376,52665,17776,115827,20,a|0,17776,115831,11,b|0);b=pOb(4)|0;f[b>>2]=8;a=pOb(4)|0;f[a>>2]=8;_c(7376,52669,17776,115827,20,b|0,17776,115831,11,a|0);Lc(7376);Zc(1112,52680,115813,35,115815,1497);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(1112,52665,872,116484,213,a|0,872,116488,62,b|0);b=pOb(4)|0;f[b>>2]=12;a=pOb(4)|0;f[a>>2]=12;_c(1112,52669,872,116484,213,b|0,872,116488,62,a|0);Lc(1112);Zc(5640,52686,115813,36,115815,1498);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(5640,52699,8008,116484,214,a|0,8008,116488,63,b|0);b=pOb(4)|0;f[b>>2]=24;a=pOb(4)|0;f[a>>2]=24;_c(5640,52706,8008,116484,214,b|0,8008,116488,63,a|0);a=pOb(4)|0;f[a>>2]=48;b=pOb(4)|0;f[b>>2]=48;_c(5640,52713,17776,115827,21,a|0,17776,115831,12,b|0);Lc(5640);Zc(8696,52722,115813,37,115815,1499);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(8696,52733,17776,115827,22,b|0,17776,115831,13,a|0);a=pOb(4)|0;f[a>>2]=8;b=pOb(4)|0;f[b>>2]=8;_c(8696,52751,17744,116484,215,a|0,17744,116488,64,b|0);b=pOb(4)|0;f[b>>2]=12;a=pOb(4)|0;f[a>>2]=12;_c(8696,52767,17744,116484,215,b|0,17744,116488,64,a|0);a=pOb(4)|0;f[a>>2]=16;b=pOb(4)|0;f[b>>2]=16;_c(8696,52782,17744,116484,215,a|0,17744,116488,64,b|0);b=pOb(4)|0;f[b>>2]=20;a=pOb(4)|0;f[a>>2]=20;_c(8696,52801,17744,116484,215,b|0,17744,116488,64,a|0);Lc(8696);Qc(8360,52813,4,1);Rc(8360,52824,0);Rc(8360,52832,1);Rc(8360,52845,2);Qc(3560,52867,1,0);Rc(3560,52895,0);Rc(3560,52910,1);Rc(3560,52924,2);Qc(8704,52937,1,0);Rc(8704,52954,0);Rc(8704,52968,1);Rc(8704,52976,2);Rc(8704,52994,3);Rc(8704,53009,4);Qc(4728,53026,1,0);Rc(4728,53045,0);Rc(4728,52924,1);Qc(8712,53067,1,0);Rc(8712,53088,0);Rc(8712,53101,1);Rc(8712,53109,2);Rc(8712,53115,3);Qc(8720,53126,1,0);Rc(8720,53146,0);Rc(8720,53169,1);Qc(8728,53192,1,0);Rc(8728,53101,0);Qc(4792,53213,1,0);Rc(4792,53233,0);Rc(4792,53244,1);Nc(8736,8744,8760,0,117476,647,117479,0,117479,0,53266,115815,1500);Oc(8736,53271,1,26256,115815,1501,2);Oc(8736,53289,1,26256,115815,1501,3);Oc(8736,53305,2,26260,117481,844,1502);Oc(8736,53305,9,26268,117485,1,1);Oc(8736,53305,8,26304,117496,1,1);Oc(8736,53319,2,26260,117481,844,1503);Oc(8736,53319,8,26304,117496,1,2);Oc(8736,53319,9,26268,117485,1,2);Oc(8736,53332,2,26336,116484,216,648);Oc(8736,53350,2,26336,116484,216,649);Oc(8736,53374,2,26336,116484,216,650);Oc(8736,53392,2,26344,116484,217,845);Oc(8736,53410,3,26352,116488,65,846);Oc(8736,53431,2,26364,116484,218,651);Oc(8736,53447,3,26372,116488,66,847);Oc(8736,53466,2,26364,116484,218,652);Oc(8736,53482,3,26372,116488,66,848);Oc(8736,53501,2,26364,116484,218,653);Oc(8736,53515,3,26372,116488,66,849);Oc(8736,53532,2,26384,115827,23,42);Oc(8736,53549,3,26392,115831,14,48);Oc(8736,53569,2,26384,115827,23,43);Oc(8736,53587,2,26384,115827,23,44);Oc(8736,53606,3,26392,115831,14,49);Oc(8736,53606,4,26404,117506,1,5);Oc(8736,53622,3,26392,115831,14,50);Oc(8736,53622,4,26404,117506,1,6);Oc(8736,53646,5,26420,117512,1,1);Oc(8736,53659,4,26404,117506,1,7);Oc(8736,53670,3,26392,115831,14,51);Oc(8736,53682,3,26392,115831,14,52);Oc(8736,53694,4,26404,117506,1,8);Oc(8736,53707,4,26440,117519,1,15);Oc(8736,53724,5,26456,117525,1,2);Oc(8736,53745,3,26476,117532,161,67);Oc(8736,53762,1,26488,117476,654,38);Oc(8736,53776,2,26492,116484,219,655);Oc(8736,53796,10,26500,117537,1,1);Oc(8736,53812,4,26540,117549,64,68);Oc(8736,53826,2,26260,117481,844,1504);Oc(8736,53848,2,26556,116484,220,656);Oc(8736,53861,16,26564,117656,1,1);Oc(8736,53873,1,26256,115815,1501,4);Oc(8736,53891,1,26488,117476,654,39);Oc(8736,53908,1,26488,117476,654,40);Oc(8736,53926,1,26628,117476,657,1505);Oc(8736,53947,4,26632,117549,65,69);Oc(8736,53961,7,26648,117674,1,1);Oc(8736,53981,4,26676,117683,9,66);Oc(8736,54e3,1,26488,117476,654,41);Oc(8736,54027,1,26488,117476,654,42);Oc(8736,54046,1,26488,117476,654,43);Nc(8808,8816,8832,0,117476,658,117479,0,117479,0,54063,115815,1506);Oc(8808,54068,5,26724,118161,44,67);Oc(8808,54086,7,26776,118557,6,22);Oc(8808,54095,5,26724,118161,44,68);Oc(8808,54118,10,26868,119170,1,1);Oc(8808,54131,7,26952,118557,7,23);Oc(8808,54162,7,27012,118557,8,24)}
+function B$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b)}g=a+12|0;b=f[g>>2]|0;if(b|0){h=a+16|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-208|0;f[h>>2]=d;e=f[c+-120>>2]|0;if(!e)c=d;else{c=c+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-192-d|0)>>>0)/192|0)*192|0);sOb(d);return}function C$(a){a=a|0;var b=0,c=0;f[a>>2]=25436;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);sOb(c);return}function D$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25436;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-192-b|0)>>>0)/192|0)*192|0);sOb(b);sOb(a);return}function E$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;if((c-b|0)<4){L=0;return L|0}L=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=b+4|0;K=a+4|0;d=f[K>>2]|0;J=a+8|0;e=f[J>>2]|0;if((e|0)!=(d|0))f[J>>2]=e+(~(((e+-192-d|0)>>>0)/192|0)*192|0);R$(K,L);k=a+16|0;if(!L){L=b;return L|0}l=a+24|0;m=a+12|0;n=a+64|0;o=a+72|0;q=a+80|0;r=a+88|0;s=a+96|0;t=a+104|0;u=a+112|0;v=a+116|0;w=a+120|0;x=a+124|0;y=a+128|0;z=a+132|0;A=a+136|0;B=a+144|0;C=a+152|0;D=a+160|0;E=a+168|0;F=a+176|0;G=a+184|0;H=a+192|0;I=a+200|0;j=a+208|0;i=0;while(1){b=J$(k,b,c)|0;if(!b){b=0;d=11;break}d=f[J>>2]|0;if(d>>>0<(f[m>>2]|0)>>>0){e=d;a=l;g=e+36|0;do{f[e>>2]=f[a>>2];e=e+4|0;a=a+4|0}while((e|0)<(g|0));e=d+40|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[d+48>>3]=+p[o>>3];p[d+56>>3]=+p[q>>3];e=d+64|0;f[e>>2]=f[r>>2];f[e+4>>2]=f[r+4>>2];f[e+8>>2]=f[r+8>>2];f[e+12>>2]=f[r+12>>2];f[e+16>>2]=f[r+16>>2];f[e+20>>2]=f[r+20>>2];p[e>>3]=+p[r>>3];p[d+72>>3]=+p[s>>3];p[d+80>>3]=+p[t>>3];e=d+88|0;f[e>>2]=f[u>>2];f[e+4>>2]=f[u+4>>2];f[e+8>>2]=f[u+8>>2];f[e>>2]=f[u>>2];f[d+92>>2]=f[v>>2];f[d+96>>2]=f[w>>2];e=d+100|0;f[e>>2]=f[x>>2];f[e+4>>2]=f[x+4>>2];f[e+8>>2]=f[x+8>>2];f[e>>2]=f[x>>2];f[d+104>>2]=f[y>>2];f[d+108>>2]=f[z>>2];e=d+112|0;f[e>>2]=f[A>>2];f[e+4>>2]=f[A+4>>2];f[e+8>>2]=f[A+8>>2];f[e+12>>2]=f[A+12>>2];f[e+16>>2]=f[A+16>>2];f[e+20>>2]=f[A+20>>2];p[e>>3]=+p[A>>3];p[d+120>>3]=+p[B>>3];p[d+128>>3]=+p[C>>3];e=d+136|0;f[e>>2]=f[D>>2];f[e+4>>2]=f[D+4>>2];f[e+8>>2]=f[D+8>>2];f[e+12>>2]=f[D+12>>2];f[e+16>>2]=f[D+16>>2];f[e+20>>2]=f[D+20>>2];p[e>>3]=+p[D>>3];p[d+144>>3]=+p[E>>3];p[d+152>>3]=+p[F>>3];e=d+160|0;f[e>>2]=f[G>>2];f[e+4>>2]=f[G+4>>2];f[e+8>>2]=f[G+8>>2];f[e+12>>2]=f[G+12>>2];f[e+16>>2]=f[G+16>>2];f[e+20>>2]=f[G+20>>2];p[e>>3]=+p[G>>3];p[d+168>>3]=+p[H>>3];p[d+176>>3]=+p[I>>3];e=j;a=f[e+4>>2]|0;g=d+184|0;f[g>>2]=f[e>>2];f[g+4>>2]=a;f[J>>2]=(f[J>>2]|0)+192}else T$(K,l);i=i+1|0;if(i>>>0>=L>>>0){d=11;break}}if((d|0)==11)return b|0;return 0}function F$(a){a=a|0;return a+4|0}function G$(a){a=a|0;var b=0,c=0;f[a>>2]=25436;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);sOb(c);return}function H$(a){a=a|0;yf()}function I$(a){a=a|0;sOb(a);return}function J$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0,ca=0,da=0.0,ea=0.0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0;ka=u;u=u+240|0;ja=ka+192|0;ia=ka;f[ia>>2]=25484;ba=M$(ia,b,c)|0;if(!ba){u=ka;return ba|0}b=a+8|0;ca=ia+8|0;fa=ja;ga=b;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));c=a+48|0;d=a+56|0;e=a+64|0;da=+p[c>>3];ea=+p[d>>3];N=+p[e>>3];g=a+72|0;h=a+80|0;i=a+88|0;O=+p[g>>3];P=+p[h>>3];Q=+p[i>>3];j=a+96|0;k=a+100|0;l=a+104|0;R=f[j>>2]|0;S=f[k>>2]|0;T=f[l>>2]|0;m=a+108|0;o=a+112|0;r=a+116|0;U=f[m>>2]|0;V=f[o>>2]|0;W=f[r>>2]|0;t=a+120|0;w=a+128|0;y=a+136|0;X=+p[t>>3];Y=+p[w>>3];Z=+p[y>>3];A=a+144|0;C=a+152|0;E=a+160|0;_=+p[A>>3];$=+p[C>>3];aa=+p[E>>3];G=a+168|0;I=a+176|0;J=a+184|0;K=+p[G>>3];L=+p[I>>3];M=+p[J>>3];fa=b;ga=ca;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));H=ia+48|0;p[c>>3]=+p[H>>3];F=ia+56|0;p[d>>3]=+p[F>>3];D=ia+64|0;p[e>>3]=+p[D>>3];B=ia+72|0;p[g>>3]=+p[B>>3];z=ia+80|0;p[h>>3]=+p[z>>3];x=ia+88|0;p[i>>3]=+p[x>>3];v=ia+96|0;f[j>>2]=f[v>>2];s=ia+100|0;f[k>>2]=f[s>>2];q=ia+104|0;f[l>>2]=f[q>>2];n=ia+108|0;f[m>>2]=f[n>>2];l=ia+112|0;f[o>>2]=f[l>>2];k=ia+116|0;f[r>>2]=f[k>>2];j=ia+120|0;p[t>>3]=+p[j>>3];i=ia+128|0;p[w>>3]=+p[i>>3];h=ia+136|0;p[y>>3]=+p[h>>3];g=ia+144|0;p[A>>3]=+p[g>>3];e=ia+152|0;p[C>>3]=+p[e>>3];d=ia+160|0;p[E>>3]=+p[d>>3];a=ia+168|0;p[G>>3]=+p[a>>3];c=ia+176|0;p[I>>3]=+p[c>>3];b=ia+184|0;p[J>>3]=+p[b>>3];fa=ca;ga=ja;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));p[H>>3]=da;p[F>>3]=ea;p[D>>3]=N;p[B>>3]=O;p[z>>3]=P;p[x>>3]=Q;f[v>>2]=R;f[s>>2]=S;f[q>>2]=T;f[n>>2]=U;f[l>>2]=V;f[k>>2]=W;p[j>>3]=X;p[i>>3]=Y;p[h>>3]=Z;p[g>>3]=_;p[e>>3]=$;p[d>>3]=aa;p[a>>3]=K;p[c>>3]=L;p[b>>3]=M;u=ka;return ba|0}function K$(a){a=a|0;return a+8|0}function L$(a){a=a|0;sOb(a);return}function M$(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0;B=u;u=u+80|0;A=B+40|0;t=B;f[t>>2]=25508;g=P$(t,c,d)|0;if(!g){A=0;u=B;return A|0}if((d-g|0)<24){A=0;u=B;return A|0}b[s>>0]=b[g>>0];b[s+1>>0]=b[g+1>>0];b[s+2>>0]=b[g+2>>0];b[s+3>>0]=b[g+3>>0];b[s+4>>0]=b[g+4>>0];b[s+5>>0]=b[g+5>>0];b[s+6>>0]=b[g+6>>0];b[s+7>>0]=b[g+7>>0];x=+p[s>>3];c=g+8|0;b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];y=+p[s>>3];c=g+16|0;b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];z=+p[s>>3];c=g+24|0;if((d-c|0)<24){A=0;u=B;return A|0}e=g+48|0;if((d-e|0)<24){A=0;u=B;return A|0}r=g+40|0;b[s>>0]=b[r>>0];b[s+1>>0]=b[r+1>>0];b[s+2>>0]=b[r+2>>0];b[s+3>>0]=b[r+3>>0];b[s+4>>0]=b[r+4>>0];b[s+5>>0]=b[r+5>>0];b[s+6>>0]=b[r+6>>0];b[s+7>>0]=b[r+7>>0];w=+p[s>>3];r=g+32|0;b[s>>0]=b[r>>0];b[s+1>>0]=b[r+1>>0];b[s+2>>0]=b[r+2>>0];b[s+3>>0]=b[r+3>>0];b[s+4>>0]=b[r+4>>0];b[s+5>>0]=b[r+5>>0];b[s+6>>0]=b[r+6>>0];b[s+7>>0]=b[r+7>>0];v=+p[s>>3];b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];o=+p[s>>3];r=g+72|0;n=g+68|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;m=g+64|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=g+60|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;q=g+56|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;k=g+52|0;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;i=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;j=a+8|0;c=t+4|0;d=A;e=j;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=j;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=c;e=A;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+48>>3]=x;p[a+56>>3]=y;p[a+64>>3]=z;p[a+72>>3]=o;p[a+80>>3]=v;p[a+88>>3]=w;f[a+96>>2]=i;f[a+100>>2]=k;f[a+104>>2]=q;f[a+108>>2]=l;f[a+112>>2]=m;f[a+116>>2]=n;A=r;u=B;return A|0}function N$(a){a=a|0;return a+8|0}function O$(a){a=a|0;sOb(a);return}function P$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;if((c-b|0)<8){b=0;return b|0}m=b;n=m;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;d=b+8|0;if((c-d|0)<8){b=0;return b|0}l=d;k=l;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;d=b+16|0;if((c-d|0)<4){b=0;return b|0}j=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=b+20|0;if((c-d|0)<4){b=0;return b|0}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=b+24|0;if((c-d|0)<4){b=0;return b|0}d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=b+28|0;if((c-e|0)<4){b=0;return b|0}g=b+32|0;if((c-g|0)<4){b=0;return b|0}e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;c=a+4|0;f[c>>2]=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;f[c+4>>2]=m;n=a+12|0;f[n>>2]=k;f[n+4>>2]=l;f[a+20>>2]=j;f[a+24>>2]=i;f[a+28>>2]=d;f[a+32>>2]=e;f[a+36>>2]=g;b=b+36|0;return b|0}function Q$(a){a=a|0;return a+4|0}function R$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;d=f[a>>2]|0;if((((f[a+8>>2]|0)-d|0)/192|0)>>>0>=b>>>0){u=h;return}c=f[a+4>>2]|0;f[g+12>>2]=0;f[g+16>>2]=a+8;if(b>>>0>22369621)vd();i=pOb(b*192|0)|0;f[g>>2]=i;d=i+(((c-d|0)/192|0)*192|0)|0;e=g+8|0;f[e>>2]=d;c=g+4|0;f[c>>2]=d;f[g+12>>2]=i+(b*192|0);S$(a,g);c=f[c>>2]|0;d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);c=f[g>>2]|0;if(c|0)sOb(c);u=h;return}function S$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=f[a>>2]|0;k=a+4|0;c=f[k>>2]|0;l=b+4|0;if((c|0)==(j|0)){i=l;h=a;l=f[l>>2]|0;f[h>>2]=l;f[i>>2]=j;j=b+8|0;l=f[k>>2]|0;h=f[j>>2]|0;f[k>>2]=h;f[j>>2]=l;j=a+8|0;l=b+12|0;k=f[j>>2]|0;a=f[l>>2]|0;f[j>>2]=a;f[l>>2]=k;l=f[i>>2]|0;f[b>>2]=l;return}e=f[l>>2]|0;do{d=c;c=c+-192|0;g=e+-192|0;h=c;i=g+36|0;do{f[g>>2]=f[h>>2];g=g+4|0;h=h+4|0}while((g|0)<(i|0));p[e+-152>>3]=+p[d+-152>>3];p[e+-144>>3]=+p[d+-144>>3];p[e+-136>>3]=+p[d+-136>>3];p[e+-128>>3]=+p[d+-128>>3];p[e+-120>>3]=+p[d+-120>>3];p[e+-112>>3]=+p[d+-112>>3];f[e+-104>>2]=f[d+-104>>2];f[e+-100>>2]=f[d+-100>>2];f[e+-96>>2]=f[d+-96>>2];f[e+-92>>2]=f[d+-92>>2];f[e+-88>>2]=f[d+-88>>2];f[e+-84>>2]=f[d+-84>>2];p[e+-80>>3]=+p[d+-80>>3];p[e+-72>>3]=+p[d+-72>>3];p[e+-64>>3]=+p[d+-64>>3];p[e+-56>>3]=+p[d+-56>>3];p[e+-48>>3]=+p[d+-48>>3];p[e+-40>>3]=+p[d+-40>>3];p[e+-32>>3]=+p[d+-32>>3];p[e+-24>>3]=+p[d+-24>>3];p[e+-16>>3]=+p[d+-16>>3];g=d+-8|0;h=f[g+4>>2]|0;i=e+-8|0;f[i>>2]=f[g>>2];f[i+4>>2]=h;e=(f[l>>2]|0)+-192|0;f[l>>2]=e}while((c|0)!=(j|0));i=a;h=e;j=f[a>>2]|0;f[i>>2]=h;f[l>>2]=j;j=b+8|0;i=f[k>>2]|0;h=f[j>>2]|0;f[k>>2]=h;f[j>>2]=i;a=a+8|0;k=b+12|0;j=f[a>>2]|0;i=f[k>>2]|0;f[a>>2]=i;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function T$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l;c=f[a>>2]|0;j=((f[a+4>>2]|0)-c|0)/192|0;d=j+1|0;if(d>>>0>22369621)AMb(a);i=((f[a+8>>2]|0)-c|0)/192|0;c=i<<1;c=i>>>0<11184810?(c>>>0<d>>>0?d:c):22369621;f[k+12>>2]=0;f[k+16>>2]=a+8;do if(!c)h=0;else if(c>>>0>22369621)vd();else{h=pOb(c*192|0)|0;break}while(0);f[k>>2]=h;d=h+(j*192|0)|0;i=k+8|0;f[i>>2]=d;g=k+4|0;f[g>>2]=d;f[k+12>>2]=h+(c*192|0);c=d;d=b;e=c+36|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));d=h+(j*192|0)+40|0;c=b+40|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+48>>3]=+p[b+48>>3];p[h+(j*192|0)+56>>3]=+p[b+56>>3];d=h+(j*192|0)+64|0;c=b+64|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+72>>3]=+p[b+72>>3];p[h+(j*192|0)+80>>3]=+p[b+80>>3];d=h+(j*192|0)+88|0;c=b+88|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d>>2]=f[c>>2];f[h+(j*192|0)+92>>2]=f[b+92>>2];f[h+(j*192|0)+96>>2]=f[b+96>>2];d=h+(j*192|0)+100|0;c=b+100|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d>>2]=f[c>>2];f[h+(j*192|0)+104>>2]=f[b+104>>2];f[h+(j*192|0)+108>>2]=f[b+108>>2];d=h+(j*192|0)+112|0;c=b+112|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+120>>3]=+p[b+120>>3];p[h+(j*192|0)+128>>3]=+p[b+128>>3];d=h+(j*192|0)+136|0;c=b+136|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+144>>3]=+p[b+144>>3];p[h+(j*192|0)+152>>3]=+p[b+152>>3];d=h+(j*192|0)+160|0;c=b+160|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+168>>3]=+p[b+168>>3];p[h+(j*192|0)+176>>3]=+p[b+176>>3];b=b+184|0;d=f[b+4>>2]|0;c=h+(j*192|0)+184|0;f[c>>2]=f[b>>2];f[c+4>>2]=d;f[i>>2]=(f[i>>2]|0)+192;S$(a,k);c=f[g>>2]|0;d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);c=f[k>>2]|0;if(!c){u=l;return}sOb(c);u=l;return}function U$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=25532;b=a+16|0;f[b>>2]=25580;f[a+232>>2]=20592;c=f[a+236>>2]|0;if(c|0){d=a+240|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}f[b>>2]=25604;b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25556;g=a+4|0;b=f[g>>2]|0;if(!b)return;a=a+8|0;c=f[a>>2]|0;if((c|0)!=(b|0)){do{d=c+-208|0;f[a>>2]=d;e=f[c+-120>>2]|0;if(!e)c=d;else{c=c+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[a>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);return}function V$(a){a=a|0;U$(a);sOb(a);return}function W$(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0;if((d-c|0)<4){M=0;return M|0}M=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;L=a+4|0;j=f[L>>2]|0;K=a+8|0;e=f[K>>2]|0;if((e|0)!=(j|0))do{g=e+-208|0;f[K>>2]=g;i=f[e+-120>>2]|0;if(!i)e=g;else{e=e+-116|0;g=f[e>>2]|0;if((g|0)!=(i|0))f[e>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(i);e=f[K>>2]|0}}while((e|0)!=(j|0));e0(L,M);l=a+16|0;if(!M){M=c;return M|0}m=a+24|0;n=a+12|0;o=a+60|0;q=a+64|0;r=a+68|0;s=a+72|0;t=a+76|0;u=a+80|0;v=a+88|0;w=a+96|0;x=a+104|0;y=a+112|0;z=a+116|0;A=a+120|0;B=a+124|0;C=a+144|0;D=a+152|0;E=a+160|0;F=a+168|0;G=a+176|0;H=a+184|0;I=a+192|0;J=a+200|0;k=a+208|0;a=0;while(1){c=a0(l,c,d)|0;if(!c){c=0;e=15;break}e=f[K>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){g=e;i=m;j=g+36|0;do{f[g>>2]=f[i>>2];g=g+4|0;i=i+4|0}while((g|0)<(j|0));i=e+36|0;f[i>>2]=f[o>>2];f[i+4>>2]=f[o+4>>2];f[i+8>>2]=f[o+8>>2];f[i>>2]=f[o>>2];f[e+40>>2]=f[q>>2];f[e+44>>2]=f[r>>2];i=e+48|0;f[i>>2]=f[s>>2];f[i+4>>2]=f[s+4>>2];f[i+8>>2]=f[s+8>>2];f[i>>2]=f[s>>2];f[e+52>>2]=f[t>>2];f[e+56>>2]=f[u>>2];i=e+64|0;f[i>>2]=f[v>>2];f[i+4>>2]=f[v+4>>2];f[i+8>>2]=f[v+8>>2];f[i+12>>2]=f[v+12>>2];f[i+16>>2]=f[v+16>>2];f[i+20>>2]=f[v+20>>2];p[i>>3]=+p[v>>3];p[e+72>>3]=+p[w>>3];p[e+80>>3]=+p[x>>3];i=e+88|0;f[i>>2]=0;j=e+92|0;f[j>>2]=0;f[e+96>>2]=0;f[i>>2]=f[y>>2];f[j>>2]=f[z>>2];f[e+96>>2]=f[A>>2];f[A>>2]=0;f[z>>2]=0;f[y>>2]=0;j=e+100|0;f[j>>2]=f[B>>2];f[j+4>>2]=f[B+4>>2];f[j+8>>2]=f[B+8>>2];f[j+12>>2]=f[B+12>>2];f[j+16>>2]=f[B+16>>2];j=e+120|0;f[j>>2]=f[C>>2];f[j+4>>2]=f[C+4>>2];f[j+8>>2]=f[C+8>>2];f[j+12>>2]=f[C+12>>2];f[j+16>>2]=f[C+16>>2];f[j+20>>2]=f[C+20>>2];p[j>>3]=+p[C>>3];p[e+128>>3]=+p[D>>3];p[e+136>>3]=+p[E>>3];j=e+144|0;f[j>>2]=f[F>>2];f[j+4>>2]=f[F+4>>2];f[j+8>>2]=f[F+8>>2];f[j+12>>2]=f[F+12>>2];f[j+16>>2]=f[F+16>>2];f[j+20>>2]=f[F+20>>2];p[j>>3]=+p[F>>3];p[e+152>>3]=+p[G>>3];p[e+160>>3]=+p[H>>3];j=e+168|0;f[j>>2]=f[I>>2];f[j+4>>2]=f[I+4>>2];f[j+8>>2]=f[I+8>>2];f[j+12>>2]=f[I+12>>2];p[j>>3]=+p[I>>3];p[e+176>>3]=+p[J>>3];j=e+184|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];b[j+16>>0]=b[k+16>>0]|0;f[K>>2]=(f[K>>2]|0)+208}else g0(L,m);a=a+1|0;if(a>>>0>=M>>>0){e=15;break}}if((e|0)==15)return c|0;return 0}function X$(a){a=a|0;return a+4|0}function Y$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=25556;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;a=f[e>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-208|0;f[e>>2]=a;d=f[c+-120>>2]|0;if(d){a=c+-116|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[g>>2]|0}sOb(b);return}function Z$(a){a=a|0;yf()}function _$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25580;f[a+216>>2]=20592;b=f[a+220>>2]|0;if(b|0){c=a+224|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25604;d=f[a+96>>2]|0;if(!d)return;b=a+100|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function $$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25580;f[a+216>>2]=20592;b=f[a+220>>2]|0;if(b|0){c=a+224|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25604;b=f[a+96>>2]|0;if(!b){sOb(a);return}c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function a0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;z=a+216|0;C=d;if((C-c|0)<8){C=0;return C|0}B=c;A=B;A=h[A>>0]|h[A+1>>0]<<8|h[A+2>>0]<<16|h[A+3>>0]<<24;B=B+4|0;B=h[B>>0]|h[B+1>>0]<<8|h[B+2>>0]<<16|h[B+3>>0]<<24;e=c+8|0;if((C-e|0)<8){C=0;return C|0}y=e;x=y;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;y=y+4|0;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;e=c+16|0;if((C-e|0)<4){C=0;return C|0}w=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((C-e|0)<4){C=0;return C|0}v=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((C-e|0)<4){C=0;return C|0}u=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+28|0;if((C-e|0)<4){C=0;return C|0}g=c+32|0;if((C-g|0)<4){C=0;return C|0}t=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+36|0;r=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if((C-e|0)<24){C=0;return C|0}n=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;o=c+40|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;q=c+44|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;g=c+48|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;l=c+52|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;m=c+56|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;e=c+60|0;if((C-e|0)<24){C=0;return C|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];e=c+68|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+76|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];k=+p[s>>3];e=Sg[f[(f[z>>2]|0)+8>>2]&255](z,c+84|0,d)|0;if(!e){C=0;return C|0}if((C-e|0)<4){C=0;return C|0}C=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;z=a+8|0;f[z>>2]=A;f[z+4>>2]=B;B=a+16|0;f[B>>2]=x;f[B+4>>2]=y;f[a+24>>2]=w;f[a+28>>2]=v;f[a+32>>2]=u;f[a+36>>2]=t;f[a+40>>2]=r;f[a+44>>2]=n;f[a+48>>2]=o;f[a+52>>2]=q;f[a+56>>2]=g;f[a+60>>2]=l;f[a+64>>2]=m;p[a+72>>3]=i;p[a+80>>3]=j;p[a+88>>3]=k;B=a+96|0;A=a+220|0;z=f[B>>2]|0;f[B>>2]=f[A>>2];f[A>>2]=z;A=a+100|0;z=a+224|0;B=f[A>>2]|0;f[A>>2]=f[z>>2];f[z>>2]=B;z=a+104|0;B=a+228|0;A=f[z>>2]|0;f[z>>2]=f[B>>2];f[B>>2]=A;f[a+108>>2]=C;C=e+4|0;return C|0}function b0(a){a=a|0;return a+8|0}function c0(a){a=a|0;var b=0,c=0;f[a>>2]=25604;c=f[a+96>>2]|0;if(!c)return;a=a+100|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function d0(a){a=a|0;yf()}function e0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+8|0;d=f[a>>2]|0;c=d;if((((f[k>>2]|0)-d|0)/208|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>20648881)vd();g=f[l>>2]|0;i=pOb(b*208|0)|0;h=i+(((g-d|0)/208|0)*208|0)|0;j=h;i=i+(b*208|0)|0;d=g;if((d|0)==(c|0)){e=j;h=g}else{e=j;b=h;do{d=d+-208|0;f0(b+-208|0,d);b=e+-208|0;e=b}while((d|0)!=(c|0));h=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;g=h;if((c|0)!=(g|0))do{d=f[c+-120>>2]|0;if(d|0){b=c+-116|0;e=f[b>>2]|0;if((e|0)!=(d|0))f[b>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}c=c+-208|0}while((c|0)!=(g|0));if(!h)return;sOb(h);return}function f0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=a;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];e=a+88|0;g=c+88|0;f[e>>2]=0;j=a+92|0;f[j>>2]=0;f[a+96>>2]=0;i=c+92|0;d=(f[i>>2]|0)-(f[g>>2]|0)|0;h=(d|0)/12|0;if(d|0){if(h>>>0>357913941)AMb(e);d=pOb(d)|0;f[j>>2]=d;f[e>>2]=d;f[a+96>>2]=d+(h*12|0);e=f[g>>2]|0;g=f[i>>2]|0;if((e|0)!=(g|0)){do{f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];e=e+12|0;d=d+12|0}while((e|0)!=(g|0));f[j>>2]=d}}j=a+100|0;i=c+100|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];a=a+184|0;c=c+184|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];b[a+16>>0]=b[c+16>>0]|0;return}function g0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;d=f[a>>2]|0;k=((f[m>>2]|0)-d|0)/208|0;e=k+1|0;if(e>>>0>20648881)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/208|0;d=l<<1;d=l>>>0<10324440?(d>>>0<e>>>0?e:d):20648881;do if(!d)j=0;else if(d>>>0>20648881)vd();else{j=pOb(d*208|0)|0;break}while(0);g=j+(k*208|0)|0;e=g;l=j+(d*208|0)|0;d=g;h=c;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));i=j+(k*208|0)+36|0;h=c+36|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i>>2]=f[h>>2];f[j+(k*208|0)+40>>2]=f[c+40>>2];f[j+(k*208|0)+44>>2]=f[c+44>>2];i=j+(k*208|0)+48|0;h=c+48|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i>>2]=f[h>>2];f[j+(k*208|0)+52>>2]=f[c+52>>2];f[j+(k*208|0)+56>>2]=f[c+56>>2];i=j+(k*208|0)+64|0;h=c+64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+72>>3]=+p[c+72>>3];p[j+(k*208|0)+80>>3]=+p[c+80>>3];i=c+88|0;f[j+(k*208|0)+96>>2]=0;f[j+(k*208|0)+88>>2]=f[i>>2];h=c+92|0;f[j+(k*208|0)+92>>2]=f[h>>2];d=c+96|0;f[j+(k*208|0)+96>>2]=f[d>>2];f[d>>2]=0;f[h>>2]=0;f[i>>2]=0;i=j+(k*208|0)+100|0;h=c+100|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];i=j+(k*208|0)+120|0;h=c+120|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+128>>3]=+p[c+128>>3];p[j+(k*208|0)+136>>3]=+p[c+136>>3];i=j+(k*208|0)+144|0;h=c+144|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+152>>3]=+p[c+152>>3];p[j+(k*208|0)+160>>3]=+p[c+160>>3];i=j+(k*208|0)+168|0;h=c+168|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+176>>3]=+p[c+176>>3];i=j+(k*208|0)+184|0;h=c+184|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];b[i+16>>0]=b[h+16>>0]|0;i=g+208|0;h=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(h|0)){c=h;d=h}else{do{d=d+-208|0;f0(g+-208|0,d);g=e+-208|0;e=g}while((d|0)!=(h|0));c=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=e;f[m>>2]=i;f[n>>2]=l;i=c;if((d|0)!=(i|0))do{e=f[d+-120>>2]|0;if(e|0){g=d+-116|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~(((h+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}d=d+-208|0}while((d|0)!=(i|0));if(!c)return;sOb(c);return}function h0(a){a=a|0;var b=0,c=0;f[a>>2]=25652;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-120-c|0)>>>0)/120|0)*120|0);sOb(c);return}function i0(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25652;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b);sOb(a);return}function j0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0,M=0.0,N=0.0,O=0,P=0;J=d;if((J-c|0)<4){K=0;return K|0}K=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;o=c+4|0;I=a+4|0;i=f[I>>2]|0;H=a+8|0;d=f[H>>2]|0;c=i;if((d|0)!=(i|0)){d=d+(~(((d+-120-c|0)>>>0)/120|0)*120|0)|0;f[H>>2]=d}e=d;G=a+12|0;if((((f[G>>2]|0)-c|0)/120|0)>>>0<K>>>0){if(K>>>0>35791394)vd();k=pOb(K*120|0)|0;g=k+(((e-c|0)/120|0)*120|0)|0;j=g;k=k+(K*120|0)|0;if((d|0)==(i|0)){c=j;d=e}else{c=j;do{e=d;d=d+-120|0;l=g+-120|0;m=d;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));p[g+-80>>3]=+p[e+-80>>3];p[g+-72>>3]=+p[e+-72>>3];p[g+-64>>3]=+p[e+-64>>3];F=g+-56|0;E=e+-56|0;f[F>>2]=f[E>>2];f[F+4>>2]=f[E+4>>2];f[F+8>>2]=f[E+8>>2];f[F+12>>2]=f[E+12>>2];p[g+-40>>3]=+p[e+-40>>3];p[g+-32>>3]=+p[e+-32>>3];F=g+-24|0;E=e+-24|0;f[F>>2]=f[E>>2];f[F+4>>2]=f[E+4>>2];f[F+8>>2]=f[E+8>>2];f[F+12>>2]=f[E+12>>2];b[F+16>>0]=b[E+16>>0]|0;g=c+-120|0;c=g}while((d|0)!=(i|0));d=f[I>>2]|0}f[I>>2]=c;f[H>>2]=j;f[G>>2]=k;if(d|0)sOb(d)}if(!K){K=o;return K|0}t=a+24|0;u=a+32|0;v=a+40|0;x=a+44|0;y=a+48|0;z=a+52|0;B=a+56|0;r=a+64|0;w=a+72|0;A=a+80|0;C=a+64|0;D=a+88|0;E=a+104|0;F=a+112|0;q=a+120|0;m=o;a=0;while(1){if((J-m|0)<8){d=0;c=26;break}o=m;n=o;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;d=m+8|0;if((J-d|0)<8){d=0;c=26;break}l=d;k=l;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;d=m+16|0;if((J-d|0)<4){d=0;c=26;break}j=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+20|0;if((J-d|0)<4){d=0;c=26;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+24|0;if((J-d|0)<4){d=0;c=26;break}e=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+28|0;if((J-d|0)<4){d=0;c=26;break}c=m+32|0;if((J-c|0)<4){d=0;c=26;break}g=m+36|0;if((J-g|0)<24){d=0;c=26;break}c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;O=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+60|0;P=m+52|0;b[s>>0]=b[P>>0];b[s+1>>0]=b[P+1>>0];b[s+2>>0]=b[P+2>>0];b[s+3>>0]=b[P+3>>0];b[s+4>>0]=b[P+4>>0];b[s+5>>0]=b[P+5>>0];b[s+6>>0]=b[P+6>>0];b[s+7>>0]=b[P+7>>0];L=+p[s>>3];m=m+44|0;b[s>>0]=b[m>>0];b[s+1>>0]=b[m+1>>0];b[s+2>>0]=b[m+2>>0];b[s+3>>0]=b[m+3>>0];b[s+4>>0]=b[m+4>>0];b[s+5>>0]=b[m+5>>0];b[s+6>>0]=b[m+6>>0];b[s+7>>0]=b[m+7>>0];M=+p[s>>3];b[s>>0]=b[g>>0];b[s+1>>0]=b[g+1>>0];b[s+2>>0]=b[g+2>>0];b[s+3>>0]=b[g+3>>0];b[s+4>>0]=b[g+4>>0];b[s+5>>0]=b[g+5>>0];b[s+6>>0]=b[g+6>>0];b[s+7>>0]=b[g+7>>0];N=+p[s>>3];m=t;f[m>>2]=n;f[m+4>>2]=o;o=u;f[o>>2]=k;f[o+4>>2]=l;f[v>>2]=j;f[x>>2]=i;f[y>>2]=e;f[z>>2]=O;f[B>>2]=c;p[r>>3]=N;p[w>>3]=M;p[A>>3]=L;c=f[H>>2]|0;if(c>>>0<(f[G>>2]|0)>>>0){l=c;m=t;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));P=c+40|0;f[P>>2]=f[C>>2];f[P+4>>2]=f[C+4>>2];f[P+8>>2]=f[C+8>>2];f[P+12>>2]=f[C+12>>2];f[P+16>>2]=f[C+16>>2];f[P+20>>2]=f[C+20>>2];p[P>>3]=+p[C>>3];p[c+48>>3]=+p[w>>3];p[c+56>>3]=+p[A>>3];P=c+64|0;f[P>>2]=f[D>>2];f[P+4>>2]=f[D+4>>2];f[P+8>>2]=f[D+8>>2];f[P+12>>2]=f[D+12>>2];P=c+80|0;f[P>>2]=f[E>>2];f[P+4>>2]=f[E+4>>2];f[P+8>>2]=f[E+8>>2];f[P+12>>2]=f[E+12>>2];p[P>>3]=+p[E>>3];p[c+88>>3]=+p[F>>3];P=c+96|0;f[P>>2]=f[q>>2];f[P+4>>2]=f[q+4>>2];f[P+8>>2]=f[q+8>>2];f[P+12>>2]=f[q+12>>2];b[P+16>>0]=b[q+16>>0]|0;f[H>>2]=(f[H>>2]|0)+120}else q0(I,t);a=a+1|0;if(a>>>0>=K>>>0){c=26;break}else m=d}if((c|0)==26)return d|0;return 0}function k0(a){a=a|0;return a+4|0}function l0(a){a=a|0;var b=0,c=0;f[a>>2]=25652;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-120-c|0)>>>0)/120|0)*120|0);sOb(c);return}function m0(a){a=a|0;yf()}function n0(a){a=a|0;sOb(a);return}function o0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,t=0.0,u=0.0;if((d-c|0)<8){c=0;return c|0}o=c;q=o;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;e=c+8|0;if((d-e|0)<8){c=0;return c|0}n=e;m=n;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;e=c+16|0;if((d-e|0)<4){c=0;return c|0}l=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((d-e|0)<4){c=0;return c|0}k=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((d-e|0)<4){c=0;return c|0}e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=c+28|0;if((d-g|0)<4){c=0;return c|0}i=c+32|0;if((d-i|0)<4){c=0;return c|0}j=c+36|0;if((d-j|0)<24){c=0;return c|0}i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=c+52|0;b[s>>0]=b[d>>0];b[s+1>>0]=b[d+1>>0];b[s+2>>0]=b[d+2>>0];b[s+3>>0]=b[d+3>>0];b[s+4>>0]=b[d+4>>0];b[s+5>>0]=b[d+5>>0];b[s+6>>0]=b[d+6>>0];b[s+7>>0]=b[d+7>>0];r=+p[s>>3];d=c+44|0;b[s>>0]=b[d>>0];b[s+1>>0]=b[d+1>>0];b[s+2>>0]=b[d+2>>0];b[s+3>>0]=b[d+3>>0];b[s+4>>0]=b[d+4>>0];b[s+5>>0]=b[d+5>>0];b[s+6>>0]=b[d+6>>0];b[s+7>>0]=b[d+7>>0];t=+p[s>>3];b[s>>0]=b[j>>0];b[s+1>>0]=b[j+1>>0];b[s+2>>0]=b[j+2>>0];b[s+3>>0]=b[j+3>>0];b[s+4>>0]=b[j+4>>0];b[s+5>>0]=b[j+5>>0];b[s+6>>0]=b[j+6>>0];b[s+7>>0]=b[j+7>>0];u=+p[s>>3];j=a+8|0;f[j>>2]=q;f[j+4>>2]=o;q=a+16|0;f[q>>2]=m;f[q+4>>2]=n;f[a+24>>2]=l;f[a+28>>2]=k;f[a+32>>2]=e;f[a+36>>2]=g;f[a+40>>2]=i;p[a+48>>3]=u;p[a+56>>3]=t;p[a+64>>3]=r;c=c+60|0;return c|0}function p0(a){a=a|0;return a+8|0}function q0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=a+4|0;d=f[s>>2]|0;e=f[a>>2]|0;j=(d-e|0)/120|0;g=j+1|0;q=e;h=d;if(g>>>0>35791394)AMb(a);r=a+8|0;n=((f[r>>2]|0)-e|0)/120|0;o=n<<1;g=n>>>0<17895697?(o>>>0<g>>>0?g:o):35791394;do if(!g)i=0;else if(g>>>0>35791394)vd();else{i=pOb(g*120|0)|0;break}while(0);k=i+(j*120|0)|0;e=k;o=i+(g*120|0)|0;l=k;m=c;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));n=i+(j*120|0)+40|0;m=c+40|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];f[n+16>>2]=f[m+16>>2];f[n+20>>2]=f[m+20>>2];p[n>>3]=+p[m>>3];p[i+(j*120|0)+48>>3]=+p[c+48>>3];p[i+(j*120|0)+56>>3]=+p[c+56>>3];n=i+(j*120|0)+64|0;m=c+64|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];n=i+(j*120|0)+80|0;m=c+80|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];p[n>>3]=+p[m>>3];p[i+(j*120|0)+88>>3]=+p[c+88>>3];n=i+(j*120|0)+96|0;c=c+96|0;f[n>>2]=f[c>>2];f[n+4>>2]=f[c+4>>2];f[n+8>>2]=f[c+8>>2];f[n+12>>2]=f[c+12>>2];b[n+16>>0]=b[c+16>>0]|0;c=k+120|0;if((h|0)!=(q|0)){g=k;do{d=h;h=h+-120|0;l=g+-120|0;m=h;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));p[g+-80>>3]=+p[d+-80>>3];p[g+-72>>3]=+p[d+-72>>3];p[g+-64>>3]=+p[d+-64>>3];n=g+-56|0;m=d+-56|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];p[g+-40>>3]=+p[d+-40>>3];p[g+-32>>3]=+p[d+-32>>3];n=g+-24|0;m=d+-24|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];b[n+16>>0]=b[m+16>>0]|0;g=e+-120|0;e=g}while((h|0)!=(q|0));d=f[a>>2]|0}f[a>>2]=e;f[s>>2]=c;f[r>>2]=o;if(!d)return;sOb(d);return}function r0(a){a=a|0;var b=0,c=0;f[a>>2]=25724;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);sOb(c);return}function s0(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25724;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b);sOb(a);return}function t0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;if((d-c|0)<4){P=0;return P|0}P=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;O=a+4|0;e=f[O>>2]|0;N=a+8|0;g=f[N>>2]|0;if((g|0)!=(e|0))f[N>>2]=g+(~(((g+-240-e|0)>>>0)/240|0)*240|0);A0(O,P);l=a+16|0;if(!P){P=c;return P|0}m=a+24|0;n=a+12|0;o=a+64|0;q=a+72|0;r=a+80|0;s=a+88|0;t=a+96|0;u=a+104|0;v=a+112|0;w=a+116|0;x=a+120|0;y=a+124|0;z=a+128|0;A=a+132|0;B=a+136|0;C=a+144|0;D=a+152|0;E=a+160|0;F=a+168|0;G=a+176|0;H=a+184|0;I=a+192|0;J=a+200|0;K=a+208|0;L=a+224|0;M=a+232|0;k=a+240|0;j=0;while(1){c=y0(l,c,d)|0;if(!c){c=0;e=11;break}e=f[N>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){g=e;a=m;i=g+36|0;do{f[g>>2]=f[a>>2];g=g+4|0;a=a+4|0}while((g|0)<(i|0));i=e+40|0;f[i>>2]=f[o>>2];f[i+4>>2]=f[o+4>>2];f[i+8>>2]=f[o+8>>2];f[i+12>>2]=f[o+12>>2];f[i+16>>2]=f[o+16>>2];f[i+20>>2]=f[o+20>>2];p[i>>3]=+p[o>>3];p[e+48>>3]=+p[q>>3];p[e+56>>3]=+p[r>>3];i=e+64|0;f[i>>2]=f[s>>2];f[i+4>>2]=f[s+4>>2];f[i+8>>2]=f[s+8>>2];f[i+12>>2]=f[s+12>>2];f[i+16>>2]=f[s+16>>2];f[i+20>>2]=f[s+20>>2];p[i>>3]=+p[s>>3];p[e+72>>3]=+p[t>>3];p[e+80>>3]=+p[u>>3];i=e+88|0;f[i>>2]=f[v>>2];f[i+4>>2]=f[v+4>>2];f[i+8>>2]=f[v+8>>2];f[i>>2]=f[v>>2];f[e+92>>2]=f[w>>2];f[e+96>>2]=f[x>>2];i=e+100|0;f[i>>2]=f[y>>2];f[i+4>>2]=f[y+4>>2];f[i+8>>2]=f[y+8>>2];f[i>>2]=f[y>>2];f[e+104>>2]=f[z>>2];f[e+108>>2]=f[A>>2];i=e+112|0;f[i>>2]=f[B>>2];f[i+4>>2]=f[B+4>>2];f[i+8>>2]=f[B+8>>2];f[i+12>>2]=f[B+12>>2];f[i+16>>2]=f[B+16>>2];f[i+20>>2]=f[B+20>>2];p[i>>3]=+p[B>>3];p[e+120>>3]=+p[C>>3];p[e+128>>3]=+p[D>>3];i=e+136|0;f[i>>2]=f[E>>2];f[i+4>>2]=f[E+4>>2];f[i+8>>2]=f[E+8>>2];f[i+12>>2]=f[E+12>>2];f[i+16>>2]=f[E+16>>2];f[i+20>>2]=f[E+20>>2];p[i>>3]=+p[E>>3];p[e+144>>3]=+p[F>>3];p[e+152>>3]=+p[G>>3];i=e+160|0;f[i>>2]=f[H>>2];f[i+4>>2]=f[H+4>>2];f[i+8>>2]=f[H+8>>2];f[i+12>>2]=f[H+12>>2];f[i+16>>2]=f[H+16>>2];f[i+20>>2]=f[H+20>>2];p[i>>3]=+p[H>>3];p[e+168>>3]=+p[I>>3];p[e+176>>3]=+p[J>>3];i=e+184|0;f[i>>2]=f[K>>2];f[i+4>>2]=f[K+4>>2];f[i+8>>2]=f[K+8>>2];f[i+12>>2]=f[K+12>>2];i=e+200|0;f[i>>2]=f[L>>2];f[i+4>>2]=f[L+4>>2];f[i+8>>2]=f[L+8>>2];f[i+12>>2]=f[L+12>>2];p[i>>3]=+p[L>>3];p[e+208>>3]=+p[M>>3];i=e+216|0;f[i>>2]=f[k>>2];f[i+4>>2]=f[k+4>>2];f[i+8>>2]=f[k+8>>2];f[i+12>>2]=f[k+12>>2];b[i+16>>0]=b[k+16>>0]|0;f[N>>2]=(f[N>>2]|0)+240}else C0(O,m);j=j+1|0;if(j>>>0>=P>>>0){e=11;break}}if((e|0)==11)return c|0;return 0}function u0(a){a=a|0;return a+4|0}function v0(a){a=a|0;var b=0,c=0;f[a>>2]=25724;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);sOb(c);return}function w0(a){a=a|0;yf()}function x0(a){a=a|0;sOb(a);return}function y0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0;if((d-c|0)<8){c=0;return c|0}u=c;v=u;v=h[v>>0]|h[v+1>>0]<<8|h[v+2>>0]<<16|h[v+3>>0]<<24;u=u+4|0;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;e=c+8|0;if((d-e|0)<8){c=0;return c|0}t=e;r=t;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;t=t+4|0;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;e=c+16|0;if((d-e|0)<4){c=0;return c|0}q=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((d-e|0)<4){c=0;return c|0}o=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((d-e|0)<4){c=0;return c|0}n=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+28|0;if((d-e|0)<4){c=0;return c|0}g=c+32|0;if((d-g|0)<4){c=0;return c|0}m=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+36|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if((d-e|0)<24){c=0;return c|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];e=c+44|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+52|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];k=+p[s>>3];e=c+60|0;if((d-e|0)<24){c=0;return c|0}g=c+84|0;if((d-g|0)<24){c=0;return c|0}z=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;y=c+88|0;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;x=c+92|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;w=c+96|0;w=h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24;d=c+100|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;g=c+104|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];C=+p[s>>3];e=c+68|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];B=+p[s>>3];e=c+76|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];A=+p[s>>3];e=a+8|0;f[e>>2]=v;f[e+4>>2]=u;v=a+16|0;f[v>>2]=r;f[v+4>>2]=t;f[a+24>>2]=q;f[a+28>>2]=o;f[a+32>>2]=n;f[a+36>>2]=m;f[a+40>>2]=l;p[a+48>>3]=i;p[a+56>>3]=j;p[a+64>>3]=k;p[a+72>>3]=C;p[a+80>>3]=B;p[a+88>>3]=A;f[a+96>>2]=z;f[a+100>>2]=y;f[a+104>>2]=x;f[a+108>>2]=w;f[a+112>>2]=d;f[a+116>>2]=g;c=c+108|0;return c|0}function z0(a){a=a|0;return a+8|0}function A0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;d=f[a>>2]|0;if((((f[a+8>>2]|0)-d|0)/240|0)>>>0>=b>>>0){u=h;return}c=f[a+4>>2]|0;f[g+12>>2]=0;f[g+16>>2]=a+8;if(b>>>0>17895697)vd();i=pOb(b*240|0)|0;f[g>>2]=i;d=i+(((c-d|0)/240|0)*240|0)|0;e=g+8|0;f[e>>2]=d;c=g+4|0;f[c>>2]=d;f[g+12>>2]=i+(b*240|0);B0(a,g);c=f[c>>2]|0;d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-240-c|0)>>>0)/240|0)*240|0);c=f[g>>2]|0;if(c|0)sOb(c);u=h;return}function B0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=f[a>>2]|0;l=a+4|0;d=f[l>>2]|0;m=c+4|0;if((d|0)==(k|0)){j=m;i=a;m=f[m>>2]|0;f[i>>2]=m;f[j>>2]=k;k=c+8|0;m=f[l>>2]|0;i=f[k>>2]|0;f[l>>2]=i;f[k>>2]=m;k=a+8|0;m=c+12|0;l=f[k>>2]|0;a=f[m>>2]|0;f[k>>2]=a;f[m>>2]=l;m=f[j>>2]|0;f[c>>2]=m;return}g=f[m>>2]|0;do{e=d;d=d+-240|0;h=g+-240|0;i=d;j=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(j|0));p[g+-200>>3]=+p[e+-200>>3];p[g+-192>>3]=+p[e+-192>>3];p[g+-184>>3]=+p[e+-184>>3];p[g+-176>>3]=+p[e+-176>>3];p[g+-168>>3]=+p[e+-168>>3];p[g+-160>>3]=+p[e+-160>>3];f[g+-152>>2]=f[e+-152>>2];f[g+-148>>2]=f[e+-148>>2];f[g+-144>>2]=f[e+-144>>2];f[g+-140>>2]=f[e+-140>>2];f[g+-136>>2]=f[e+-136>>2];f[g+-132>>2]=f[e+-132>>2];p[g+-128>>3]=+p[e+-128>>3];p[g+-120>>3]=+p[e+-120>>3];p[g+-112>>3]=+p[e+-112>>3];p[g+-104>>3]=+p[e+-104>>3];p[g+-96>>3]=+p[e+-96>>3];p[g+-88>>3]=+p[e+-88>>3];p[g+-80>>3]=+p[e+-80>>3];p[g+-72>>3]=+p[e+-72>>3];p[g+-64>>3]=+p[e+-64>>3];j=g+-56|0;i=e+-56|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];p[g+-40>>3]=+p[e+-40>>3];p[g+-32>>3]=+p[e+-32>>3];j=g+-24|0;i=e+-24|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];b[j+16>>0]=b[i+16>>0]|0;g=(f[m>>2]|0)+-240|0;f[m>>2]=g}while((d|0)!=(k|0));j=a;i=g;k=f[a>>2]|0;f[j>>2]=i;f[m>>2]=k;k=c+8|0;j=f[l>>2]|0;i=f[k>>2]|0;f[l>>2]=i;f[k>>2]=j;a=a+8|0;l=c+12|0;k=f[a>>2]|0;j=f[l>>2]|0;f[a>>2]=j;f[l>>2]=k;m=f[m>>2]|0;f[c>>2]=m;return}function C0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;l=m;d=f[a>>2]|0;k=((f[a+4>>2]|0)-d|0)/240|0;e=k+1|0;if(e>>>0>17895697)AMb(a);j=((f[a+8>>2]|0)-d|0)/240|0;d=j<<1;d=j>>>0<8947848?(d>>>0<e>>>0?e:d):17895697;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)i=0;else if(d>>>0>17895697)vd();else{i=pOb(d*240|0)|0;break}while(0);f[l>>2]=i;e=i+(k*240|0)|0;j=l+8|0;f[j>>2]=e;h=l+4|0;f[h>>2]=e;f[l+12>>2]=i+(d*240|0);d=e;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=i+(k*240|0)+40|0;e=c+40|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+48>>3]=+p[c+48>>3];p[i+(k*240|0)+56>>3]=+p[c+56>>3];d=i+(k*240|0)+64|0;e=c+64|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+72>>3]=+p[c+72>>3];p[i+(k*240|0)+80>>3]=+p[c+80>>3];d=i+(k*240|0)+88|0;e=c+88|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d>>2]=f[e>>2];f[i+(k*240|0)+92>>2]=f[c+92>>2];f[i+(k*240|0)+96>>2]=f[c+96>>2];d=i+(k*240|0)+100|0;e=c+100|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d>>2]=f[e>>2];f[i+(k*240|0)+104>>2]=f[c+104>>2];f[i+(k*240|0)+108>>2]=f[c+108>>2];d=i+(k*240|0)+112|0;e=c+112|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+120>>3]=+p[c+120>>3];p[i+(k*240|0)+128>>3]=+p[c+128>>3];d=i+(k*240|0)+136|0;e=c+136|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+144>>3]=+p[c+144>>3];p[i+(k*240|0)+152>>3]=+p[c+152>>3];d=i+(k*240|0)+160|0;e=c+160|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+168>>3]=+p[c+168>>3];p[i+(k*240|0)+176>>3]=+p[c+176>>3];d=i+(k*240|0)+184|0;e=c+184|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];d=i+(k*240|0)+200|0;e=c+200|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+208>>3]=+p[c+208>>3];d=i+(k*240|0)+216|0;e=c+216|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];b[d+16>>0]=b[e+16>>0]|0;f[j>>2]=(f[j>>2]|0)+240;B0(a,l);d=f[h>>2]|0;e=f[j>>2]|0;if((e|0)!=(d|0))f[j>>2]=e+(~(((e+-240-d|0)>>>0)/240|0)*240|0);d=f[l>>2]|0;if(!d){u=m;return}sOb(d);u=m;return}function D0(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;E0(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function E0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+1760|0;d=pd()|0;f[a>>2]=d;c=1;if(c){c=0;if((f[b>>2]|0)==(f[(b+4|0)>>2]|0)){g=od(112310)|0;sd(d|0,g|0,2);fd(g|0);fd(2)}else c=1}if(c)if(1){g=pd()|0;e=od(112310)|0;sd(d|0,e|0,g|0);fd(e|0);e=nd()|0;c=od(112315)|0;sd(g|0,c|0,e|0);fd(c|0);c=f[b>>2]|0;if((f[(b+4|0)>>2]|0)!=(c|0)){d=0;do{l=c;i=pd()|0;f[h>>2]=d;k=td(17744,h|0)|0;sd(e|0,k|0,i|0);fd(k|0);k=nd()|0;f[h>>2]=f[l+(d*192|0)>>2];j=td(17744,h|0)|0;f[h>>2]=0;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);f[h>>2]=f[l+(d*192|0)+4>>2];j=td(17744,h|0)|0;f[h>>2]=1;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);j=od(112324)|0;sd(i|0,j|0,k|0);fd(j|0);fd(k|0);k=nd()|0;f[h>>2]=f[l+(d*192|0)+8>>2];j=td(17744,h|0)|0;f[h>>2]=0;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);f[h>>2]=f[l+(d*192|0)+12>>2];j=td(17744,h|0)|0;f[h>>2]=1;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);j=od(112336)|0;sd(i|0,j|0,k|0);fd(j|0);fd(k|0);k=od(112348)|0;f[h>>2]=f[l+(d*192|0)+16>>2];j=td(17744,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112358)|0;f[h>>2]=f[l+(d*192|0)+20>>2];j=td(17736,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112372)|0;f[h>>2]=f[l+(d*192|0)+24>>2];j=td(17736,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112385)|0;f[h>>2]=f[l+(d*192|0)+28>>2];j=td(17744,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=f[l+(d*192|0)+32>>2]|0;j=od(112397)|0;f[h>>2]=k>>>0<14?k:0;k=td(17744,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112410)|0;k=pOb(24)|0;p[k>>3]=+p[l+(d*192|0)+40>>3];p[k+8>>3]=+p[l+(d*192|0)+48>>3];p[k+16>>3]=+p[l+(d*192|0)+56>>3];f[h>>2]=k;k=td(8008,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112419)|0;k=pOb(24)|0;p[k>>3]=+p[l+(d*192|0)+64>>3];p[k+8>>3]=+p[l+(d*192|0)+72>>3];p[k+16>>3]=+p[l+(d*192|0)+80>>3];f[h>>2]=k;k=td(8008,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(152603)|0;k=pOb(24)|0;f[k>>2]=f[l+(d*192|0)+88>>2];f[k+4>>2]=f[l+(d*192|0)+92>>2];f[k+8>>2]=f[l+(d*192|0)+96>>2];f[k+12>>2]=f[l+(d*192|0)+100>>2];f[k+16>>2]=f[l+(d*192|0)+104>>2];f[k+20>>2]=f[l+(d*192|0)+108>>2];f[h>>2]=k;k=td(1112,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);fd(i|0);d=d+1|0;c=f[b>>2]|0}while(d>>>0<(((f[(b+4|0)>>2]|0)-c|0)/192|0)>>>0)}fd(e|0);fd(g|0)}c=1;if(c){c=0;if((f[(b+36|0)>>2]|0)==(f[(b+40|0)>>2]|0)){l=f[a>>2]|0;m=od(112426)|0;sd(l|0,m|0,2);fd(m|0);fd(2)}else c=1}f[h+32>>2]=a;f[h+40>>2]=b;f[h+1656>>2]=c;f[h+1672>>2]=0;f[h+1676>>2]=0;wha(h);G=f[h+1672>>2]|0;D=f[h+1676>>2]|0;H=+n[h+1676>>2];f[h+1672>>2]=0;f[h+1676>>2]=0;if((G|0)==5)return}function F0(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262912;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262912)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262912)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function G0(a){a=a|0;sOb(a);return}function H0(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25772;f[b+4>>2]=f[a+4>>2];return b|0}function I0(a,b){a=a|0;b=b|0;f[b>>2]=25772;f[b+4>>2]=f[a+4>>2];return}function J0(a){a=a|0;return}function K0(a){a=a|0;sOb(a);return}function L0(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function M0(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==113275?a+4|0:0)|0}function N0(a){a=a|0;return 8040}function O0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function P0(a){a=a|0;sOb(a);return}function Q0(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function R0(a){a=a|0;return a+4|0}function S0(a){a=a|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=b[a>>0]|0;a=od(113531)|0;f[e>>2]=g&255;e=td(17704,e|0)|0;sd(d|0,a|0,e|0);fd(e|0);fd(a|0);fd(f[64564]|0);f[64564]=d;fd(0);u=c;return}function T0(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262913;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262913)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262913)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function U0(a){a=a|0;sOb(a);return}function V0(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25840;f[b+4>>2]=f[a+4>>2];return b|0}function W0(a,b){a=a|0;b=b|0;f[b>>2]=25840;f[b+4>>2]=f[a+4>>2];return}function X0(a){a=a|0;return}function Y0(a){a=a|0;sOb(a);return}function Z0(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function _0(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==113716?a+4|0:0)|0}function $0(a){a=a|0;return 8112}function a1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function b1(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(12)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[c>>2]=d;a=td(872,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function c1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262914;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262914)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262914)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function d1(a){a=a|0;sOb(a);return}function e1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25884;f[b+4>>2]=f[a+4>>2];return b|0}function f1(a,b){a=a|0;b=b|0;f[b>>2]=25884;f[b+4>>2]=f[a+4>>2];return}function g1(a){a=a|0;return}function h1(a){a=a|0;sOb(a);return}function i1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function j1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114001?a+4|0:0)|0}function k1(a){a=a|0;return 8136}function l1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function m1(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(3256,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function n1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262915;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262915)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262915)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function o1(a){a=a|0;sOb(a);return}function p1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25928;f[b+4>>2]=f[a+4>>2];return b|0}function q1(a,b){a=a|0;b=b|0;f[b>>2]=25928;f[b+4>>2]=f[a+4>>2];return}function r1(a){a=a|0;return}function s1(a){a=a|0;sOb(a);return}function t1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function u1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114284?a+4|0:0)|0}function v1(a){a=a|0;return 8160}function w1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function x1(a){a=a|0;sOb(a);return}function y1(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function z1(a){a=a|0;return a+4|0}function A1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function B1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262916;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262916)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262916)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function C1(a){a=a|0;sOb(a);return}function D1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25996;f[b+4>>2]=f[a+4>>2];return b|0}function E1(a,b){a=a|0;b=b|0;f[b>>2]=25996;f[b+4>>2]=f[a+4>>2];return}function F1(a){a=a|0;return}function G1(a){a=a|0;sOb(a);return}function H1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function I1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114761?a+4|0:0)|0}function J1(a){a=a|0;return 8232}function K1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function L1(a){a=a|0;sOb(a);return}function M1(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function N1(a){a=a|0;return a+4|0}function O1(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function P1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262917;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262917)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262917)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Q1(a){a=a|0;sOb(a);return}function R1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=26064;f[b+4>>2]=f[a+4>>2];return b|0}function S1(a,b){a=a|0;b=b|0;f[b>>2]=26064;f[b+4>>2]=f[a+4>>2];return}function T1(a){a=a|0;return}function U1(a){a=a|0;sOb(a);return}function V1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function W1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==115206?a+4|0:0)|0}function X1(a){a=a|0;return 8304}function Y1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Z1(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function _1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262918;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262918)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262918)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $1(a){a=a|0;sOb(a);return}function a2(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=26108;f[b+4>>2]=f[a+4>>2];return b|0}function b2(a,b){a=a|0;b=b|0;f[b>>2]=26108;f[b+4>>2]=f[a+4>>2];return}function c2(a){a=a|0;return}function d2(a){a=a|0;sOb(a);return}function e2(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function f2(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==115417?a+4|0:0)|0}function g2(a){a=a|0;return 8328}function h2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function i2(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function j2(a){a=a|0;f[a>>2]=26152;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function k2(a){a=a|0;f[a>>2]=26152;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function l2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;g=k;h=nd()|0;i=h;d=f[b>>2]|0;j=(f[b+4>>2]|0)-d>>3;if(!j){kd(h|0);f[g>>2]=i;j=a+4|0;j=f[j>>2]|0;j=dd(j|0,1,22088,g|0)|0;fd(j|0);fd(h|0);u=k;return}c=0;e=0;while(1){f[g>>2]=f[d+(c<<3)>>2];l=td(17744,g|0)|0;f[g>>2]=e;m=td(17744,g|0)|0;sd(h|0,m|0,l|0);fd(m|0);fd(l|0);f[g>>2]=f[d+(c<<3)+4>>2];d=td(17744,g|0)|0;f[g>>2]=e|1;l=td(17744,g|0)|0;sd(h|0,l|0,d|0);fd(l|0);fd(d|0);c=c+1|0;if((c|0)==(j|0))break;d=f[b>>2]|0;e=e+2|0}kd(h|0);f[g>>2]=i;m=a+4|0;m=f[m>>2]|0;m=dd(m|0,1,22088,g|0)|0;fd(m|0);fd(h|0);u=k;return}function m2(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];fd(dd(f[a+8>>2]|0,1,26176,d|0)|0);u=c;return}function n2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function o2(a){a=a|0;return 0}function p2(a){a=a|0;var 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a=0;a=pOb(24)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return a|0}function V4(a){a=a|0;if(!a)return;sOb(a);return}function W4(a,b){a=a|0;b=b|0;a=b+(f[a>>2]|0)|0;b=pOb(12)|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return b|0}function X4(a,b,c){a=a|0;b=b|0;c=c|0;b=b+(f[a>>2]|0)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];return}function Y4(){var a=0,b=0,c=0;a=pOb(56)|0;b=a;c=b+56|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(c|0));return a|0}function Z4(a){a=a|0;if(!a)return;sOb(a);return}function _4(a,b){a=a|0;b=b|0;a=b+(f[a>>2]|0)|0;b=pOb(24)|0;p[b>>3]=+p[a>>3];p[b+8>>3]=+p[a+8>>3];p[b+16>>3]=+p[a+16>>3];return b|0}function $4(a,b,c){a=a|0;b=b|0;c=c|0;b=b+(f[a>>2]|0)|0;p[b>>3]=+p[c>>3];p[b+8>>3]=+p[c+8>>3];p[b+16>>3]=+p[c+16>>3];return}function a5(a,b){a=a|0;b=b|0;return +(+p[b+(f[a>>2]|0)>>3])}function b5(a,b,c){a=a|0;b=b|0;c=+c;p[b+(f[a>>2]|0)>>3]=c;return}function c5(){var a=0;a=pOb(24)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return a|0}function d5(a){a=a|0;if(!a)return;sOb(a);return}function e5(a,b){a=a|0;b=b|0;return +(+p[b+(f[a>>2]|0)>>3])}function f5(a,b,c){a=a|0;b=b|0;c=+c;p[b+(f[a>>2]|0)>>3]=c;return}function g5(a,b){a=a|0;b=b|0;return f[b+(f[a>>2]|0)>>2]|0}function h5(a,b,c){a=a|0;b=b|0;c=c|0;f[b+(f[a>>2]|0)>>2]=c;return}function i5(a){a=a|0;return 8736}function j5(a){a=a|0;if(!a)return;sOb(a);return}function k5(a){a=a|0;bh[a&63]();return}function l5(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function m5(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;Nh[a&3](b,c,d,e,f,g,h,i);return}function n5(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;Mh[a&3](b,c,d,e,f,g,h);return}function 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s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;w=z+24|0;x=z+12|0;y=z;s=c+4|0;t=f[c>>2]|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;if(t>>>0>4294967279)vOb(w);if(t>>>0<11){b[w+11>>0]=t;if(!t)c=w;else{c=w;v=6}}else{v=t+16&-16;c=pOb(v)|0;f[w>>2]=c;f[w+8>>2]=v|-2147483648;f[w+4>>2]=t;v=6}if((v|0)==6)bQb(c|0,s|0,t|0)|0;b[c+t>>0]=0;s=d+4|0;t=f[d>>2]|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;if(t>>>0>4294967279)vOb(x);if(t>>>0<11){b[x+11>>0]=t;if(!t)c=x;else{c=x;v=12}}else{v=t+16&-16;c=pOb(v)|0;f[x>>2]=c;f[x+8>>2]=v|-2147483648;f[x+4>>2]=t;v=12}if((v|0)==12)bQb(c|0,s|0,t|0)|0;b[c+t>>0]=0;t=e+4|0;d=f[e>>2]|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;if(d>>>0>4294967279)vOb(y);if(d>>>0<11){s=y+11|0;b[s>>0]=d;if(!d)c=y;else{c=y;v=18}}else{s=d+16&-16;c=pOb(s)|0;f[y>>2]=c;f[y+8>>2]=s|-2147483648;f[y+4>>2]=d;s=y+11|0;v=18}if((v|0)==18)bQb(c|0,t|0,d|0)|0;b[c+d>>0]=0;c=$g[a&1](w,x,y,g,h,i,j,k,l,m,n,o,p,q,r)|0;if((b[s>>0]|0)<0)sOb(f[y>>2]|0);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);if((b[w+11>>0]|0)>=0){u=z;return 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c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function P5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Q5(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function R5(a){a=a|0;return 0}function S5(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g+4|0;i=g;f[h>>2]=d;f[i>>2]=e;Fh[a&255](b,c,h,i);fd(f[i>>2]|0);fd(f[h>>2]|0);u=g;return}function T5(a){a=a|0;f[a>>2]=26752;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function U5(a){a=a|0;f[a>>2]=26752;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function V5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function W5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function X5(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Y5(a){a=a|0;return 0}function Z5(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function _5(a){a=a|0;f[a>>2]=26812;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $5(a){a=a|0;f[a>>2]=26812;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function a6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function b6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function c6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function d6(a){a=a|0;return 0}function e6(a){a=a|0;f[a>>2]=26844;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function f6(a){a=a|0;f[a>>2]=26844;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function g6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function h6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function i6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function j6(a){a=a|0;return 0}function k6(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0;l=u;u=u+16|0;m=l+4|0;n=l;f[m>>2]=j;f[n>>2]=k;Rh[a&3](b,c,d,e,g,h,i,m,n);fd(f[n>>2]|0);fd(f[m>>2]|0);u=l;return}function l6(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0;j=u;u=u+16|0;h=j;b[a>>0]=0;d=a+1|0;b[d>>0]=1;i=a+2|0;e=a+8|0;b[i>>0]=0;b[i+1>>0]=0;b[i+2>>0]=0;b[i+3>>0]=0;b[i+4>>0]=0;b[i+5>>0]=0;g=a+12|0;b[e>>0]=1;b[e+1>>0]=1;b[e+2>>0]=1;b[e+3>>0]=1;b[g>>0]=0;b[g+1>>0]=0;b[g+2>>0]=0;b[g+3>>0]=0;if(m6(c,119182)|0){k=f[c>>2]|0;m=od(119182)|0;k=jd(k|0,m|0)|0;fd(m|0);l=+cd(k|0,17688,h|0);rd(f[h>>2]|0);b[e>>0]=l!=0.0&1;fd(k|0)}if(m6(c,119193)|0){m=f[c>>2]|0;k=od(119193)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+9>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119204)|0){m=f[c>>2]|0;k=od(119204)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+10>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119216)|0){m=f[c>>2]|0;k=od(119216)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+11>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119238)|0){m=f[c>>2]|0;k=od(119238)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[g>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119265)|0){m=f[c>>2]|0;k=od(119265)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119286)|0){m=f[c>>2]|0;k=od(119286)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+13>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119308)|0){m=f[c>>2]|0;k=od(119308)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[d>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119326)|0){d=f[c>>2]|0;m=od(119326)|0;d=jd(d|0,m|0)|0;fd(m|0);l=+cd(d|0,17704,h|0);rd(f[h>>2]|0);b[a+14>>0]=~~l;fd(d|0);d=1}else d=0;b[a+15>>0]=d;if(m6(c,119334)|0){d=f[c>>2]|0;m=od(119334)|0;d=jd(d|0,m|0)|0;fd(m|0);l=+cd(d|0,17704,h|0);rd(f[h>>2]|0);fd(d|0);d=~~l&255}else d=0;b[i>>0]=d&1;b[a+3>>0]=(d&255)>>>1&1;b[a+4>>0]=(d&255)>>>2&1;if(!(m6(c,119363)|0)){k=0;i=k&1;m=a+5|0;b[m>>0]=i;m=a+6|0;i=(k&255)>>>1;i=i&1;b[m>>0]=i;m=a+7|0;k=(k&255)>>>2;k=k&1;b[m>>0]=k;u=j;return}k=f[c>>2]|0;i=od(119363)|0;k=jd(k|0,i|0)|0;fd(i|0);l=+cd(k|0,17704,h|0);rd(f[h>>2]|0);fd(k|0);k=~~l&255;i=k&1;m=a+5|0;b[m>>0]=i;m=a+6|0;i=(k&255)>>>1;i=i&1;b[m>>0]=i;m=a+7|0;k=(k&255)>>>2;k=k&1;b[m>>0]=k;u=j;return}function m6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;h=c;d=gd(119397)|0;i=od(119404)|0;e=jd(d|0,i|0)|0;fd(i|0);i=od(119414)|0;g=jd(e|0,i|0)|0;fd(i|0);b=od(b|0)|0;f[h>>2]=b;b=n6(g,119429,a,h)|0;fd(f[h>>2]|0);fd(g|0);fd(e|0);fd(d|0);u=c;return b|0}function n6(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0.0;i=u;u=u+32|0;g=i;h=i+16|0;if(!(b[256376]|0))if(MPb(256376)|0){j=hd(3,26908)|0;f[64598]=j}j=f[64598]|0;kd(f[d>>2]|0);f[g>>2]=f[d>>2];kd(f[e>>2]|0);f[g+8>>2]=f[e>>2];k=+ed(j|0,a|0,c|0,h|0,g|0);rd(f[h>>2]|0);u=i;return k!=0.0|0}function o6(a){a=a|0;f[a>>2]=26928;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function p6(a){a=a|0;f[a>>2]=26928;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function q6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function r6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function s6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function t6(a){a=a|0;return 0}function u6(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;i=u;u=u+16|0;j=i+8|0;k=i+4|0;l=i;f[j>>2]=e;f[k>>2]=g;f[l>>2]=h;Th[a&127](b,c,d,j,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function v6(a){a=a|0;f[a>>2]=26988;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function w6(a){a=a|0;f[a>>2]=26988;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function x6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function y6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function z6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function A6(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;i=u;u=u+16|0;j=i+8|0;k=i+4|0;l=i;f[j>>2]=e;f[k>>2]=g;f[l>>2]=h;Th[a&127](b,c,d,j,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function B6(a){a=a|0;f[a>>2]=27048;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function C6(a){a=a|0;f[a>>2]=27048;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function D6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function E6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function F6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function G6(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;j=u;u=u+16|0;k=j+8|0;l=j+4|0;m=j;f[k>>2]=g;f[l>>2]=h;f[m>>2]=i;Xh[a&63](b,c,d,e,k,l,m);fd(f[m>>2]|0);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function H6(a){a=a|0;f[a>>2]=27112;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function I6(a){a=a|0;f[a>>2]=27112;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function J6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function K6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function L6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function M6(a,b,c,d,e,g){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;h=u;u=u+16|0;i=h+8|0;j=h+4|0;k=h;f[i>>2]=d;f[j>>2]=e;f[k>>2]=g;nh[a&3](b,c,i,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function N6(a){a=a|0;f[a>>2]=27168;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function O6(a){a=a|0;f[a>>2]=27168;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function P6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Q6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function R6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function S6(a){a=a|0;f[a>>2]=27200;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function T6(a){a=a|0;f[a>>2]=27200;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function U6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function V6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function W6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function X6(a){a=a|0;return 0}function Y6(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;vh[a&3](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function Z6(a,b){a=a|0;b=+b;ch[a&127](b);return}function _6(a,c){a=a|0;c=c|0;var 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;xK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function d7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;xK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function e7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function f7(a){a=a|0;return 0}function g7(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+8|0;h=e+4|0;i=e;f[g>>2]=b;f[h>>2]=c;f[i>>2]=d;xh[a&127](g,h,i);fd(f[i>>2]|0);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function h7(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;f[e>>2]=b;f[g>>2]=c;oh[a&1023](e,g);fd(f[g>>2]|0);fd(f[e>>2]|0);u=d;return}function i7(a){a=a|0;f[a>>2]=27324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bH(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function s7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function t7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function u7(a){a=a|0;return 0}function v7(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function w7(a){a=a|0;f[a>>2]=27420;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function x7(a){a=a|0;f[a>>2]=27420;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function y7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;RH(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function z7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function A7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function B7(a){a=a|0;return 0}function C7(a){a=a|0;f[a>>2]=27452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function D7(a){a=a|0;f[a>>2]=27452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function E7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;kI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function F7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IE(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function G7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function H7(a){a=a|0;return 0}function I7(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function J7(a){a=a|0;f[a>>2]=27500;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function K7(a){a=a|0;f[a>>2]=27500;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function L7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function M7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;zD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function N7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function O7(a){a=a|0;return 0}function P7(a){a=a|0;f[a>>2]=27532;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Q7(a){a=a|0;f[a>>2]=27532;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function R7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function S7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function T7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function U7(a){a=a|0;return 0}function V7(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function W7(a){a=a|0;f[a>>2]=27588;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function X7(a){a=a|0;f[a>>2]=27588;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Y7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Z7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;UD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function _7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function $7(a){a=a|0;return 0}function a8(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function b8(a){a=a|0;f[a>>2]=27644;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function c8(a){a=a|0;f[a>>2]=27644;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function d8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function e8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;nE(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function f8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function g8(a){a=a|0;return 0}function h8(a){a=a|0;f[a>>2]=27676;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function i8(a){a=a|0;f[a>>2]=27676;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function j8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function k8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function l8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function m8(a){a=a|0;f[a>>2]=27708;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function n8(a){a=a|0;f[a>>2]=27708;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function o8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function p8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function q8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function r8(a){a=a|0;return 0}function s8(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function t8(a){a=a|0;f[a>>2]=27768;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function u8(a){a=a|0;f[a>>2]=27768;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function v8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function w8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function x8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function y8(a){a=a|0;f[a>>2]=27800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function z8(a){a=a|0;f[a>>2]=27800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function A8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function B8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function C8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function D8(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function E8(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0;w=u;u=u+16|0;v=w;b[a>>0]=0;b[a+1>>0]=0;b[a+2>>0]=0;b[a+3>>0]=0;b[a+4>>0]=0;l=a+8|0;b[l>>0]=1;m=a+9|0;b[m>>0]=0;n=a+10|0;b[n>>0]=0;o=a+11|0;b[o>>0]=1;q=a+12|0;b[q>>0]=0;r=a+13|0;b[r>>0]=0;f[a+16>>2]=-1;e=a+20|0;b[e>>0]=1;g=a+21|0;b[g>>0]=0;h=a+22|0;b[h>>0]=1;s=a+23|0;b[s>>0]=0;i=a+24|0;b[i>>0]=1;j=a+25|0;b[j>>0]=1;t=a+26|0;k=a+40|0;d[t>>1]=0;d[t+2>>1]=0;d[t+4>>1]=0;b[t+6>>0]=0;p[k>>3]=C;if(m6(c,125880)|0){x=f[c>>2]|0;z=od(125880)|0;x=jd(x|0,z|0)|0;fd(z|0);y=+cd(x|0,17704,v|0);rd(f[v>>2]|0);b[a+1>>0]=~~y;fd(x|0);b[a>>0]=b[a>>0]|1}if(m6(c,125897)|0){z=f[c>>2]|0;x=od(125897)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+2>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|2}if(m6(c,125914)|0){z=f[c>>2]|0;x=od(125914)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+3>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|4}if(m6(c,125930)|0){z=f[c>>2]|0;x=od(125930)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+4>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|8}if(m6(c,125946)|0){z=f[c>>2]|0;x=od(125946)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[l>>0]=y!=0.0&1;fd(z|0)}if(m6(c,125968)|0){z=f[c>>2]|0;x=od(125968)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[m>>0]=y!=0.0&1;fd(z|0)}if(m6(c,125989)|0){z=f[c>>2]|0;x=od(125989)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[n>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126004)|0){z=f[c>>2]|0;x=od(126004)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[o>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126022)|0){z=f[c>>2]|0;x=od(126022)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[q>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126068)|0){z=f[c>>2]|0;x=od(126068)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[r>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126087)|0){z=f[c>>2]|0;x=od(126087)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[e>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126110)|0){z=f[c>>2]|0;x=od(126110)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[g>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126132)|0){z=f[c>>2]|0;x=od(126132)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[h>>0]=y!=0.0&1;fd(z|0)}if(m6(c,119308)|0){z=f[c>>2]|0;x=od(119308)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[i>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126160)|0){z=f[c>>2]|0;x=od(126160)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[j>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126182)|0){z=f[c>>2]|0;x=od(126182)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17776,v|0);rd(f[v>>2]|0);p[k>>3]=y;fd(z|0)}if(m6(c,119326)|0){e=f[c>>2]|0;z=od(119326)|0;e=jd(e|0,z|0)|0;fd(z|0);y=+cd(e|0,17704,v|0);rd(f[v>>2]|0);b[a+32>>0]=~~y;fd(e|0);e=1}else e=0;b[s>>0]=e;if(m6(c,119334)|0){e=f[c>>2]|0;z=od(119334)|0;e=jd(e|0,z|0)|0;fd(z|0);y=+cd(e|0,17704,v|0);rd(f[v>>2]|0);fd(e|0);e=~~y&255}else e=0;b[t>>0]=e&1;b[a+27>>0]=(e&255)>>>1&1;b[a+28>>0]=(e&255)>>>2&1;if(!(m6(c,119363)|0)){x=0;v=x&1;z=a+29|0;b[z>>0]=v;z=a+30|0;v=(x&255)>>>1;v=v&1;b[z>>0]=v;z=a+31|0;x=(x&255)>>>2;x=x&1;b[z>>0]=x;u=w;return}x=f[c>>2]|0;z=od(119363)|0;x=jd(x|0,z|0)|0;fd(z|0);y=+cd(x|0,17704,v|0);rd(f[v>>2]|0);fd(x|0);x=~~y&255;v=x&1;z=a+29|0;b[z>>0]=v;z=a+30|0;v=(x&255)>>>1;v=v&1;b[z>>0]=v;z=a+31|0;x=(x&255)>>>2;x=x&1;b[z>>0]=x;u=w;return}function F8(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;j=u;u=u+16|0;k=j+8|0;l=j+4|0;m=j;f[k>>2]=g;f[l>>2]=h;f[m>>2]=i;Xh[a&63](b,c,d,e,k,l,m);fd(f[m>>2]|0);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function G8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function H8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function I8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function J8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function K8(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;mh[a&7](b,c,d);return}function L8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function M8(a,b,c){a=a|0;b=b|0;c=+c;hh[a&63](b,c);return}function N8(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;f[g>>2]=c;f[h>>2]=d;xh[a&127](b,g,h);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function O8(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function P8(a,b,c){a=a|0;b=+b;c=+c;dh[a&7](b,c);return}function Q8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c+8|0;e=c;h=b;g=f[h+4>>2]|0;b=e;f[b>>2]=f[h>>2];f[b+4>>2]=g;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];gh[a&2047](d);u=c;return}function R8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function S8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function T8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function U8(a,b){a=a|0;b=+b;ch[a&127](b);return}function V8(a,b,c){a=a|0;b=+b;c=c|0;fh[a&7](b,c);return}function W8(a,b,c,d){a=a|0;b=+b;c=+c;d=d|0;eh[a&3](b,c,d);return}function X8(a,b,c){a=a|0;b=+b;c=c|0;fh[a&7](b,c);return}function Y8(a){a=a|0;f[a>>2]=28096;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Z8(a){a=a|0;f[a>>2]=28096;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function _8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function $8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function a9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function b9(a){a=a|0;f[a>>2]=28128;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function c9(a){a=a|0;f[a>>2]=28128;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function d9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function e9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;_U(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function f9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function g9(a){a=a|0;return 0}function h9(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;h=u;u=u+32|0;k=h+16|0;l=h;i=h+12|0;j=h+8|0;n=d;m=f[n+4>>2]|0;d=l;f[d>>2]=f[n>>2];f[d+4>>2]=m;f[i>>2]=e;f[j>>2]=g;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];Lh[a&255](b,c,k,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function i9(a,b,c){a=a|0;b=b|0;c=+c;hh[a&63](b,c);return}function j9(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b,c,d,e);return}function k9(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function l9(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function m9(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;Lh[a&255](b,c,d,e,f);return}function n9(a){a=a|0;f[a>>2]=28268;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function o9(a){a=a|0;f[a>>2]=28268;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function p9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function q9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function r9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function s9(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;g=u;u=u+16|0;h=g+8|0;i=g+4|0;j=g;f[h>>2]=c;f[i>>2]=d;f[j>>2]=e;Fh[a&255](b,h,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);fd(f[h>>2]|0);u=g;return}function t9(a){a=a|0;f[a>>2]=28320;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function u9(a){a=a|0;f[a>>2]=28320;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function v9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function w9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function x9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function y9(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;f[g>>2]=c;f[h>>2]=d;xh[a&127](b,g,h);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function z9(a){a=a|0;f[a>>2]=28368;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function A9(a){a=a|0;f[a>>2]=28368;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function B9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;hQ(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function C9(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function D9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function E9(a){a=a|0;return 0}function F9(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0;o=u;u=u+16|0;p=o+4|0;q=o;f[p>>2]=m;f[q>>2]=n;ai[a&7](b,c,d,e,g,h,i,j,k,l,p,q);fd(f[q>>2]|0);fd(f[p>>2]|0);u=o;return}function G9(a){a=a|0;f[a>>2]=28452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function H9(a){a=a|0;f[a>>2]=28452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function I9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function J9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IL(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function K9(a,b){a=a|0;b=b|0;var 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c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function jca(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=h;f[l>>2]=i;Xh[a&63](b,c,d,e,g,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function kca(a){a=a|0;f[a>>2]=29608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function lca(a){a=a|0;f[a>>2]=29608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function mca(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function nca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;zN(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function oca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function pca(a){a=a|0;return 0}function qca(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=d;f[j>>2]=e;Lh[a&255](b,c,i,j,g);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function rca(a){a=a|0;f[a>>2]=29664;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function sca(a){a=a|0;f[a>>2]=29664;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function tca(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function uca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function wca(a){a=a|0;f[a>>2]=29696;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function xca(a){a=a|0;f[a>>2]=29696;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function yca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function zca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Aca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Bca(a){a=a|0;return 0}function Cca(a){a=a|0;f[a>>2]=29728;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Dca(a){a=a|0;f[a>>2]=29728;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Eca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Fca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Hca(a){a=a|0;return 0}function Ica(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function Jca(a){a=a|0;f[a>>2]=29788;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Kca(a){a=a|0;f[a>>2]=29788;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Lca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;oC(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Mca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Nca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Oca(a){a=a|0;return 0}function Pca(a){a=a|0;f[a>>2]=29820;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Qca(a){a=a|0;f[a>>2]=29820;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Rca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Tca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Uca(a){a=a|0;f[a>>2]=29852;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Vca(a){a=a|0;f[a>>2]=29852;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Wca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Xca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Yca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Zca(a){a=a|0;f[a>>2]=29884;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function _ca(a){a=a|0;f[a>>2]=29884;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function $ca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function ada(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function cda(a){a=a|0;f[a>>2]=29916;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function dda(a){a=a|0;f[a>>2]=29916;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function eda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function fda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function hda(a){a=a|0;f[a>>2]=29948;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function qda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function rda(a){a=a|0;f[a>>2]=30012;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function sda(a){a=a|0;f[a>>2]=30012;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function tda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function uda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function wda(a){a=a|0;return 0}function xda(a){a=a|0;f[a>>2]=30044;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function yda(a){a=a|0;f[a>>2]=30044;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function zda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Ada(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Bda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Cda(a){a=a|0;f[a>>2]=30076;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Dda(a){a=a|0;f[a>>2]=30076;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Eda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Fda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Hda(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=g;f[l>>2]=h;Xh[a&63](b,c,d,e,k,l,i);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function Ida(a){a=a|0;f[a>>2]=30140;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Jda(a){a=a|0;f[a>>2]=30140;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Kda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;NB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Lda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Mda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Nda(a){a=a|0;return 0}function Oda(a){a=a|0;f[a>>2]=30172;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Pda(a){a=a|0;f[a>>2]=30172;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Qda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Rda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Tda(a){a=a|0;f[a>>2]=30204;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Uda(a){a=a|0;f[a>>2]=30204;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Vda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Wda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Xda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Yda(a){a=a|0;return 0}function Zda(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function _da(a){a=a|0;f[a>>2]=30260;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $da(a){a=a|0;f[a>>2]=30260;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function aea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function cea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function dea(a){a=a|0;f[a>>2]=30292;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function eea(a){a=a|0;f[a>>2]=30292;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function fea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function hea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function iea(a){a=a|0;f[a>>2]=30324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function jea(a){a=a|0;f[a>>2]=30324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function kea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function lea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function mea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function nea(a){a=a|0;f[a>>2]=30356;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function oea(a){a=a|0;f[a>>2]=30356;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function pea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function qea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function rea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function sea(a){a=a|0;f[a>>2]=30388;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function tea(a){a=a|0;f[a>>2]=30388;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function uea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;TF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function wea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function xea(a){a=a|0;return 0}function yea(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function zea(a){a=a|0;f[a>>2]=30448;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Aea(a){a=a|0;f[a>>2]=30448;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Bea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;mG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Cea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Dea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Eea(a){a=a|0;return 0}function Fea(a){a=a|0;f[a>>2]=30480;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Gea(a){a=a|0;f[a>>2]=30480;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Hea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;eD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Iea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Jea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Kea(a){a=a|0;return 0}function Lea(a){a=a|0;f[a>>2]=30512;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Mea(a){a=a|0;f[a>>2]=30512;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Nea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Oea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Pea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Qea(a){a=a|0;f[a>>2]=30544;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Rea(a){a=a|0;f[a>>2]=30544;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Sea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Tea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Uea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Vea(a){a=a|0;f[a>>2]=30576;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Wea(a){a=a|0;f[a>>2]=30576;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Xea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Yea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Zea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function _ea(a){a=a|0;f[a>>2]=30608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $ea(a){a=a|0;f[a>>2]=30608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function afa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function cfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function dfa(a){a=a|0;f[a>>2]=30640;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function efa(a){a=a|0;f[a>>2]=30640;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function ffa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function hfa(a,b){a=a|0;b=b|0;var 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function wfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function xfa(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=h;f[l>>2]=i;Xh[a&63](b,c,d,e,g,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function yfa(a){a=a|0;f[a>>2]=30800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function zfa(a){a=a|0;f[a>>2]=30800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Afa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Bfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Cfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Dfa(a){a=a|0;f[a>>2]=30832;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Efa(a){a=a|0;f[a>>2]=30832;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Ffa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Hfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Ifa(a){a=a|0;f[a>>2]=30864;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Jfa(a){a=a|0;f[a>>2]=30864;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Kfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;cK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Lfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Mfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Nfa(a){a=a|0;return 0}function Ofa(a){a=a|0;f[a>>2]=30896;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Pfa(a){a=a|0;f[a>>2]=30896;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Qfa(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Rfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Tfa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function Ufa(a){a=a|0;f[a>>2]=30956;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Vfa(a){a=a|0;f[a>>2]=30956;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Wfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;TF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Xfa(a,b){a=a|0;b=b|0;var 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if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[64565]|0)+(c<<2)|0;l=41}}else{f[e>>2]=f[c>>2];l=41}if((l|0)==41)f[c>>2]=e;f[64568]=(f[64568]|0)+1;l=e;a=l+12|0;j=f[a>>2]|0;fd(j|0);f[a>>2]=o;o=l+16|0;a=f[o>>2]|0;fd(a|0);f[o>>2]=m;o=l+20|0;f[o>>2]=k;fd(0);fd(0);return}function Yga(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=b[c>>0]|0;i=f[m>>2]|0;g=i-(f[a>>2]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,2,l)|0;g=(f[a>>2]|0)+g|0;i=h[d>>0]|h[d+1>>0]<<8;b[g>>0]=i;b[g+1>>0]=i>>8;g=e+4|0;i=f[g>>2]|0;d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[e>>2]|0;g=f[g>>2]|0;i=c+(g<<5)|0;if(!g){u=n;return}do{e=f[m>>2]|0;d=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,32,l)|0;d=(f[a>>2]|0)+d|0;e=c;g=d+32|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));c=c+32|0}while((c|0)!=(i|0));u=n;return}function Zga(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=f[a>>2]|0;h=n;i=(f[c>>2]|0)-h|0;n=n+i|0;if(!d){o=n;return o|0}m=a+8|0;g=f[m>>2]|0;o=a+4|0;k=f[o>>2]|0;c=k;if((g-c|0)>>>0>=d>>>0){g=c-n|0;if(g>>>0<d>>>0){c=d-g|0;h=k;do{b[h>>0]=b[e>>0]|0;h=(f[o>>2]|0)+1|0;f[o>>2]=h;c=c+-1|0}while((c|0)!=0);if(!g){o=n;return o|0}}else{g=d;h=k}j=h-(n+d)|0;c=n+j|0;if(c>>>0<k>>>0){i=h;do{b[i>>0]=b[c>>0]|0;c=c+1|0;i=(f[o>>2]|0)+1|0;f[o>>2]=i}while((c|0)!=(k|0))}if(j|0)cQb(h+(0-j)|0,n|0,j|0)|0;if(n>>>0<=e>>>0)e=(f[o>>2]|0)>>>0>e>>>0?e+d|0:e;dQb(n|0,b[e>>0]|0,g|0)|0;o=n;return o|0}c=c-h+d|0;if((c|0)<0)AMb(a);l=g-h|0;j=l<<1;c=l>>>0<1073741823?(j>>>0<c>>>0?c:j):2147483647;j=n;if(!c)g=0;else g=pOb(c)|0;l=g+i|0;k=g+c|0;g=d;c=l;h=l;do{b[h>>0]=b[e>>0]|0;h=c+1|0;c=h;g=g+-1|0}while((g|0)!=0);e=f[a>>2]|0;g=j-e|0;i=l+(0-g)|0;if((g|0)>0)bQb(i|0,e|0,g|0)|0;g=(f[o>>2]|0)-j|0;if((g|0)>0){bQb(h|0,n|0,g|0)|0;c=h+g|0;e=f[a>>2]|0}f[a>>2]=i;f[o>>2]=c;f[m>>2]=k;if(!e){o=l;return o|0}sOb(e);o=l;return o|0}function _ga(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(!a){b=f[64565]|0;f[64565]=0;if(b|0)sOb(b);f[64566]=0;return}if(a>>>0>1073741823)vd();l=pOb(a<<2)|0;b=f[64565]|0;f[64565]=l;if(b|0)sOb(b);f[64566]=a;b=0;do{f[(f[64565]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(a|0));g=f[64567]|0;if(!g)return;b=f[g+4>>2]|0;k=a+-1|0;l=(k&a|0)==0;if(l)b=b&k;else if(b>>>0>=a>>>0)b=(b>>>0)%(a>>>0)|0;f[(f[64565]|0)+(b<<2)>>2]=258268;c=f[g>>2]|0;if(!c)return;else{e=g;d=c;c=g}a:while(1){b:do if(l){j=c;while(1){c=d;while(1){i=f[c+4>>2]&k;if((i|0)==(b|0))break;d=(f[64565]|0)+(i<<2)|0;if(!(f[d>>2]|0)){e=j;b=i;break b}h=c+8|0;d=c;while(1){g=f[d>>2]|0;if(!g)break;if((f[h>>2]|0)==(f[g+8>>2]|0))d=g;else break}f[j>>2]=g;f[d>>2]=f[f[(f[64565]|0)+(i<<2)>>2]>>2];f[f[(f[64565]|0)+(i<<2)>>2]>>2]=c;c=f[e>>2]|0;if(!c){b=37;break a}}d=f[c>>2]|0;if(!d){b=37;break a}else{e=c;j=c}}}else{j=c;while(1){c=d;while(1){d=f[c+4>>2]|0;if(d>>>0<a>>>0)i=d;else i=(d>>>0)%(a>>>0)|0;if((i|0)==(b|0))break;d=(f[64565]|0)+(i<<2)|0;if(!(f[d>>2]|0)){e=j;b=i;break b}g=c+8|0;d=c;while(1){h=f[d>>2]|0;if(!h)break;if((f[g>>2]|0)==(f[h+8>>2]|0))d=h;else break}f[j>>2]=h;f[d>>2]=f[f[(f[64565]|0)+(i<<2)>>2]>>2];f[f[(f[64565]|0)+(i<<2)>>2]>>2]=c;c=f[e>>2]|0;if(!c){b=37;break a}}d=f[c>>2]|0;if(!d){b=37;break a}else{e=c;j=c}}}while(0);f[d>>2]=e;d=f[c>>2]|0;if(!d){b=37;break}else e=c}if((b|0)==37)return}function $ga(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+16|0;k=o+4|0;l=o;m=o+8|0;n=a+4|0;q=f[n>>2]|0;p=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,2,m)|0;p=(f[a>>2]|0)+p|0;q=h[c>>0]|h[c+1>>0]<<8;b[p>>0]=q;b[p+1>>0]=q>>8;p=d+4|0;q=f[p>>2]|0;r=f[n>>2]|0;c=r-(f[a>>2]|0)|0;f[l>>2]=r;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=q;b[c+1>>0]=q>>8;b[c+2>>0]=q>>16;b[c+3>>0]=q>>24;c=f[d>>2]|0;p=f[p>>2]|0;d=c+p|0;if(p|0)do{q=f[n>>2]|0;r=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,1,m)|0;b[(f[a>>2]|0)+r>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));r=e+4|0;d=f[r>>2]|0;q=f[n>>2]|0;c=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=f[e>>2]|0;r=f[r>>2]|0;d=c+(r<<3)|0;if(r|0)do{q=f[n>>2]|0;r=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,8,m)|0;q=c;e=q;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;q=q+4|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;r=(f[a>>2]|0)+r|0;p=r;b[p>>0]=e;b[p+1>>0]=e>>8;b[p+2>>0]=e>>16;b[p+3>>0]=e>>24;r=r+4|0;b[r>>0]=q;b[r+1>>0]=q>>8;b[r+2>>0]=q>>16;b[r+3>>0]=q>>24;c=c+8|0}while((c|0)!=(d|0));q=f[n>>2]|0;p=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;p=(f[a>>2]|0)+p|0;q=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;p=f[n>>2]|0;q=p-(f[a>>2]|0)|0;f[l>>2]=p;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,8,m)|0;p=i;i=p;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;p=p+4|0;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;q=(f[a>>2]|0)+q|0;r=q;b[r>>0]=i;b[r+1>>0]=i>>8;b[r+2>>0]=i>>16;b[r+3>>0]=i>>24;q=q+4|0;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;q=b[j>>0]|0;p=f[n>>2]|0;r=p-(f[a>>2]|0)|0;f[l>>2]=p;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,1,m)|0;b[(f[a>>2]|0)+r>>0]=q;u=o;return}function aha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,16,l)|0;i=(f[a>>2]|0)+i|0;g=c;h=i+16|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));i=d+4|0;h=f[i>>2]|0;g=f[m>>2]|0;c=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=h;b[c+1>>0]=h>>8;b[c+2>>0]=h>>16;b[c+3>>0]=h>>24;c=f[d>>2]|0;i=f[i>>2]|0;d=c+(i<<5)|0;if(i|0)do{g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,32,l)|0;i=(f[a>>2]|0)+i|0;g=c;h=i+32|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));c=c+32|0}while((c|0)!=(d|0));g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,12,l)|0;i=(f[a>>2]|0)+i|0;g=e;h=i+12|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));u=n;return}function bha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function cha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function dha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;i=u;u=u+992|0;d=b[c>>0]|0;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+e>>0]=d;e=b[((c+4|0)+11|0)>>0]|0;e=e<<24>>24<0?f[(c+8|0)>>2]|0:e&255;d=f[(a+4|0)>>2]|0;g=d-(f[a>>2]|0)|0;f[i>>2]=d;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,4,i+8|0)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=b[((c+4|0)+11|0)>>0]|0;e=g<<24>>24<0?f[(c+4|0)>>2]|0:c+4|0;g=g<<24>>24<0?f[(c+8|0)>>2]|0:g&255;if(g|0){d=e;do{k=b[d>>0]|0;l=f[(a+4|0)>>2]|0;j=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+j>>0]=k;d=d+1|0}while((d|0)!=(e+g|0|0))}l=b[c+16>>0]|0;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+e>>0]=l;e=b[c+17>>0]|0;l=f[(a+4|0)>>2]|0;g=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+g>>0]=e;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;g=h[(c+24|0)>>0]|h[(c+24|0)+1>>0]<<8|h[(c+24|0)+2>>0]<<16|h[(c+24|0)+3>>0]<<24;l=h[((c+24|0)+4|0)>>0]|h[((c+24|0)+4|0)+1>>0]<<8|h[((c+24|0)+4|0)+2>>0]<<16|h[((c+24|0)+4|0)+3>>0]<<24;e=(f[a>>2]|0)+e|0;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;b[(e+4|0)>>0]=l;b[(e+4|0)+1>>0]=l>>8;b[(e+4|0)+2>>0]=l>>16;b[(e+4|0)+3>>0]=l>>24;e=b[((c+32|0)+11|0)>>0]|0;e=e<<24>>24<0?f[(c+36|0)>>2]|0:e&255;l=f[(a+4|0)>>2]|0;g=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,4,i+8|0)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=b[((c+32|0)+11|0)>>0]|0;e=g<<24>>24<0?f[(c+32|0)>>2]|0:c+32|0;g=g<<24>>24<0?f[(c+36|0)>>2]|0:g&255;if(g|0){d=e;do{k=b[d>>0]|0;j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+l>>0]=k;d=d+1|0}while((d|0)!=(e+g|0|0))}j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;j=h[(c+48|0)>>0]|h[(c+48|0)+1>>0]<<8|h[(c+48|0)+2>>0]<<16|h[(c+48|0)+3>>0]<<24;k=h[((c+48|0)+4|0)>>0]|h[((c+48|0)+4|0)+1>>0]<<8|h[((c+48|0)+4|0)+2>>0]<<16|h[((c+48|0)+4|0)+3>>0]<<24;l=(f[a>>2]|0)+l|0;b[l>>0]=j;b[l+1>>0]=j>>8;b[l+2>>0]=j>>16;b[l+3>>0]=j>>24;b[(l+4|0)>>0]=k;b[(l+4|0)+1>>0]=k>>8;b[(l+4|0)+2>>0]=k>>16;b[(l+4|0)+3>>0]=k>>24;l=f[(a+4|0)>>2]|0;k=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;l=h[(c+56|0)>>0]|h[(c+56|0)+1>>0]<<8|h[(c+56|0)+2>>0]<<16|h[(c+56|0)+3>>0]<<24;j=h[((c+56|0)+4|0)>>0]|h[((c+56|0)+4|0)+1>>0]<<8|h[((c+56|0)+4|0)+2>>0]<<16|h[((c+56|0)+4|0)+3>>0]<<24;k=(f[a>>2]|0)+k|0;b[k>>0]=l;b[k+1>>0]=l>>8;b[k+2>>0]=l>>16;b[k+3>>0]=l>>24;b[(k+4|0)>>0]=j;b[(k+4|0)+1>>0]=j>>8;b[(k+4|0)+2>>0]=j>>16;b[(k+4|0)+3>>0]=j>>24;k=b[c+64>>0]|0;j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[i+32>>2]=a;f[i+40>>2]=c;f[i+168>>2]=k;f[i+184>>2]=l;f[i+936>>2]=0;f[i+940>>2]=0;xha(i);G=f[i+936>>2]|0;D=f[i+940>>2]|0;H=+n[i+940>>2];f[i+936>>2]=0;f[i+940>>2]=0;if((G|0)==5)return}function eha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function fha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;k=o+4|0;l=o;m=o+8|0;n=a+4|0;j=f[n>>2]|0;i=j-(f[a>>2]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,2,m)|0;i=(f[a>>2]|0)+i|0;j=h[c>>0]|h[c+1>>0]<<8;b[i>>0]=j;b[i+1>>0]=j>>8;i=d+4|0;j=f[i>>2]|0;g=f[n>>2]|0;c=g-(f[a>>2]|0)|0;f[l>>2]=g;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=j;b[c+1>>0]=j>>8;b[c+2>>0]=j>>16;b[c+3>>0]=j>>24;c=f[d>>2]|0;i=f[i>>2]|0;j=c+(i<<5)|0;if(i|0)do{g=f[n>>2]|0;d=g-(f[a>>2]|0)|0;f[l>>2]=g;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,32,m)|0;d=(f[a>>2]|0)+d|0;g=c;i=d+32|0;do{b[d>>0]=b[g>>0]|0;d=d+1|0;g=g+1|0}while((d|0)<(i|0));c=c+32|0}while((c|0)!=(j|0));j=f[n>>2]|0;n=j-(f[a>>2]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;n=(f[a>>2]|0)+n|0;m=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;b[n>>0]=m;b[n+1>>0]=m>>8;b[n+2>>0]=m>>16;b[n+3>>0]=m>>24;u=o;return}function gha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function hha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function iha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function jha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function kha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function lha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function mha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=b[c>>0]|0;i=f[m>>2]|0;g=i-(f[a>>2]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,2,l)|0;g=(f[a>>2]|0)+g|0;i=h[d>>0]|h[d+1>>0]<<8;b[g>>0]=i;b[g+1>>0]=i>>8;g=e+4|0;i=f[g>>2]|0;d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[e>>2]|0;g=f[g>>2]|0;i=c+(g*24|0)|0;if(!g){u=n;return}do{e=f[m>>2]|0;d=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,24,l)|0;d=(f[a>>2]|0)+d|0;e=c;g=d+24|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));c=c+24|0}while((c|0)!=(i|0));u=n;return}function nha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;m=f[k>>2]|0;n=m-(f[a>>2]|0)|0;f[i>>2]=m;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,1,j)|0;b[(f[a>>2]|0)+n>>0]=b[c>>0]|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;d=h[d>>0]|h[d+1>>0]<<8;b[m>>0]=d;b[m+1>>0]=d>>8;d=e+4|0;m=f[d>>2]|0;n=f[k>>2]|0;c=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=m;b[c+1>>0]=m>>8;b[c+2>>0]=m>>16;b[c+3>>0]=m>>24;c=f[e>>2]|0;e=f[d>>2]|0;d=c+e|0;if(!e){u=l;return}do{m=f[k>>2]|0;n=m-(f[a>>2]|0)|0;f[i>>2]=m;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,1,j)|0;b[(f[a>>2]|0)+n>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));u=l;return}function oha(a,c,d,e,g,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+16|0;n=r+4|0;o=r;p=r+8|0;q=a+4|0;t=f[q>>2]|0;s=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,2,p)|0;s=(f[a>>2]|0)+s|0;t=h[c>>0]|h[c+1>>0]<<8;b[s>>0]=t;b[s+1>>0]=t>>8;s=d+4|0;t=f[s>>2]|0;v=f[q>>2]|0;c=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=t;b[c+1>>0]=t>>8;b[c+2>>0]=t>>16;b[c+3>>0]=t>>24;c=f[d>>2]|0;s=f[s>>2]|0;d=c+s|0;if(s|0)do{t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,1,p)|0;b[(f[a>>2]|0)+v>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));v=e+4|0;d=f[v>>2]|0;t=f[q>>2]|0;c=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=f[e>>2]|0;v=f[v>>2]|0;d=c+v|0;if(v|0)do{t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,1,p)|0;b[(f[a>>2]|0)+v>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;u=r;return}function pha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function qha(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;o=c+4|0;p=f[o>>2]|0;m=a+4|0;q=f[m>>2]|0;i=q-(f[a>>2]|0)|0;f[k>>2]=q;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=p;b[i+1>>0]=p>>8;b[i+2>>0]=p>>16;b[i+3>>0]=p>>24;c=f[c>>2]|0;o=f[o>>2]|0;i=c+(o<<2)|0;if(o|0)do{p=f[m>>2]|0;q=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;q=(f[a>>2]|0)+q|0;p=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;c=c+4|0}while((c|0)!=(i|0));q=d+4|0;i=f[q>>2]|0;p=f[m>>2]|0;c=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[d>>2]|0;q=f[q>>2]|0;i=c+(q<<2)|0;if(!q){rha(a,e,g);u=n;return}do{p=f[m>>2]|0;q=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;q=(f[a>>2]|0)+q|0;p=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;c=c+4|0}while((c|0)!=(i|0));rha(a,e,g);u=n;return}function rha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;m=c+4|0;n=f[m>>2]|0;k=a+4|0;o=f[k>>2]|0;e=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;e=(f[a>>2]|0)+e|0;b[e>>0]=n;b[e+1>>0]=n>>8;b[e+2>>0]=n>>16;b[e+3>>0]=n>>24;c=f[c>>2]|0;m=f[m>>2]|0;e=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(e|0));o=d+4|0;e=f[o>>2]|0;n=f[k>>2]|0;c=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=e;b[c+1>>0]=e>>8;b[c+2>>0]=e>>16;b[c+3>>0]=e>>24;c=f[d>>2]|0;o=f[o>>2]|0;e=c+(o<<2)|0;if(!o){u=l;return}do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(e|0));u=l;return}function sha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function tha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;n=h[c>>0]|h[c+1>>0]<<8;b[m>>0]=n;b[m+1>>0]=n>>8;m=d+4|0;n=f[m>>2]|0;o=f[k>>2]|0;c=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[d>>2]|0;m=f[m>>2]|0;d=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(d|0));n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,8,j)|0;n=e;k=n;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=(f[a>>2]|0)+o|0;m=o;b[m>>0]=k;b[m+1>>0]=k>>8;b[m+2>>0]=k>>16;b[m+3>>0]=k>>24;o=o+4|0;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;u=l;return}function uha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;n=h[c>>0]|h[c+1>>0]<<8;b[m>>0]=n;b[m+1>>0]=n>>8;m=d+4|0;n=f[m>>2]|0;o=f[k>>2]|0;c=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[d>>2]|0;m=f[m>>2]|0;d=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(d|0));n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,8,j)|0;n=e;k=n;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=(f[a>>2]|0)+o|0;m=o;b[m>>0]=k;b[m+1>>0]=k>>8;b[m+2>>0]=k>>16;b[m+3>>0]=k>>24;o=o+4|0;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;u=l;return}function vha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+16|0;i=m+4|0;j=m;k=m+8|0;n=c+4|0;o=f[n>>2]|0;l=a+4|0;p=f[l>>2]|0;g=p-(f[a>>2]|0)|0;f[j>>2]=p;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,4,k)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=o;b[g+1>>0]=o>>8;b[g+2>>0]=o>>16;b[g+3>>0]=o>>24;c=f[c>>2]|0;n=f[n>>2]|0;g=c+n|0;if(n|0)do{o=f[l>>2]|0;p=o-(f[a>>2]|0)|0;f[j>>2]=o;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,1,k)|0;b[(f[a>>2]|0)+p>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(g|0));p=f[l>>2]|0;o=p-(f[a>>2]|0)|0;f[j>>2]=p;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,4,k)|0;o=(f[a>>2]|0)+o|0;p=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;o=f[l>>2]|0;p=o-(f[a>>2]|0)|0;f[j>>2]=o;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,1,k)|0;b[(f[a>>2]|0)+p>>0]=b[e>>0]|0;u=m;return}function wha(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;m=f[a+32>>2]|0;n=f[a+40>>2]|0;o=f[a+1656>>2]|0;a:{if(o){o=0;if(1){d=pd()|0;b=f[m>>2]|0;e=od(112426)|0;sd(b|0,e|0,d|0);fd(e|0);e=nd()|0;b=od(112315)|0;sd(d|0,b|0,e|0);fd(b|0);b=f[(n+36|0)>>2]|0;if((f[(n+40|0)>>2]|0)!=(b|0)){c=0;do{i=b;l=pd()|0;f[a>>2]=c;j=td(17744,a|0)|0;sd(e|0,j|0,l|0);fd(j|0);j=nd()|0;f[a>>2]=f[i+(c*240|0)>>2];k=td(17744,a|0)|0;f[a>>2]=0;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);f[a>>2]=f[i+(c*240|0)+4>>2];k=td(17744,a|0)|0;f[a>>2]=1;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);k=od(112324)|0;sd(l|0,k|0,j|0);fd(k|0);fd(j|0);j=nd()|0;f[a>>2]=f[i+(c*240|0)+8>>2];k=td(17744,a|0)|0;f[a>>2]=0;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);f[a>>2]=f[i+(c*240|0)+12>>2];k=td(17744,a|0)|0;f[a>>2]=1;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);k=od(112336)|0;sd(l|0,k|0,j|0);fd(k|0);fd(j|0);j=od(112348)|0;f[a>>2]=f[i+(c*240|0)+16>>2];k=td(17744,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112358)|0;f[a>>2]=f[i+(c*240|0)+20>>2];k=td(17736,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112372)|0;f[a>>2]=f[i+(c*240|0)+24>>2];k=td(17736,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112385)|0;f[a>>2]=f[i+(c*240|0)+28>>2];k=td(17744,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=f[i+(c*240|0)+32>>2]|0;k=od(112397)|0;f[a>>2]=j>>>0<14?j:0;j=td(17744,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112440)|0;p[a>>3]=+p[i+(c*240|0)+184>>3];j=td(17776,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112453)|0;p[a>>3]=+p[i+(c*240|0)+192>>3];j=td(17776,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112410)|0;j=pOb(24)|0;p[j>>3]=+p[i+(c*240|0)+40>>3];p[j+8>>3]=+p[i+(c*240|0)+48>>3];p[j+16>>3]=+p[i+(c*240|0)+56>>3];f[a>>2]=j;j=td(8008,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112419)|0;j=pOb(24)|0;p[j>>3]=+p[i+(c*240|0)+64>>3];p[j+8>>3]=+p[i+(c*240|0)+72>>3];p[j+16>>3]=+p[i+(c*240|0)+80>>3];f[a>>2]=j;j=td(8008,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(152603)|0;j=pOb(24)|0;f[j>>2]=f[i+(c*240|0)+88>>2];f[j+4>>2]=f[i+(c*240|0)+92>>2];f[j+8>>2]=f[i+(c*240|0)+96>>2];f[j+12>>2]=f[i+(c*240|0)+100>>2];f[j+16>>2]=f[i+(c*240|0)+104>>2];f[j+20>>2]=f[i+(c*240|0)+108>>2];f[a>>2]=j;j=td(1112,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);fd(l|0);c=c+1|0;b=f[(n+36|0)>>2]|0}while(c>>>0<(((f[(n+40|0)>>2]|0)-b|0)/240|0)>>>0)}fd(e|0);fd(d|0)}else o=1}b=1;if(b){b=0;if((f[(n+12|0)>>2]|0)==(f[(n+16|0)>>2]|0)){k=f[m>>2]|0;l=od(112461)|0;sd(k|0,l|0,2);fd(l|0);fd(2)}else b=1}if(b)if(1){k=pd()|0;b=f[m>>2]|0;l=od(112461)|0;sd(b|0,l|0,k|0);fd(l|0);l=nd()|0;b=od(112315)|0;sd(k|0,b|0,l|0);fd(b|0);b=f[(n+12|0)>>2]|0;if((f[(n+16|0)>>2]|0)!=(b|0)){j=0;do{e=pd()|0;f[a>>2]=j;h=td(17744,a|0)|0;sd(l|0,h|0,e|0);fd(h|0);h=nd()|0;f[a>>2]=f[b+(j*208|0)>>2];g=td(17744,a|0)|0;f[a>>2]=0;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);f[a>>2]=f[b+(j*208|0)+4>>2];g=td(17744,a|0)|0;f[a>>2]=1;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);g=od(112324)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);h=nd()|0;f[a>>2]=f[b+(j*208|0)+8>>2];g=td(17744,a|0)|0;f[a>>2]=0;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);f[a>>2]=f[b+(j*208|0)+12>>2];g=td(17744,a|0)|0;f[a>>2]=1;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);g=od(112336)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);h=od(112348)|0;f[a>>2]=f[b+(j*208|0)+16>>2];g=td(17744,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112466)|0;f[a>>2]=f[b+(j*208|0)+20>>2];g=td(17736,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112372)|0;f[a>>2]=f[b+(j*208|0)+24>>2];g=td(17736,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112385)|0;f[a>>2]=f[b+(j*208|0)+28>>2];g=td(17744,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=f[b+(j*208|0)+32>>2]|0;g=od(112397)|0;f[a>>2]=h>>>0<14?h:0;h=td(17744,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112440)|0;p[a>>3]=+p[b+(j*208|0)+104>>3];h=td(17776,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112453)|0;p[a>>3]=+p[b+(j*208|0)+112>>3];h=td(17776,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(152603)|0;h=pOb(24)|0;f[h>>2]=f[b+(j*208|0)+36>>2];f[h+4>>2]=f[b+(j*208|0)+40>>2];f[h+8>>2]=f[b+(j*208|0)+44>>2];f[h+12>>2]=f[b+(j*208|0)+48>>2];f[h+16>>2]=f[b+(j*208|0)+52>>2];f[h+20>>2]=f[b+(j*208|0)+56>>2];f[a>>2]=h;h=td(1112,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112476)|0;h=pOb(24)|0;p[h>>3]=+p[b+(j*208|0)+64>>3];p[h+8>>3]=+p[b+(j*208|0)+72>>3];p[h+16>>3]=+p[b+(j*208|0)+80>>3];f[a>>2]=h;h=td(8008,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=nd()|0;h=od(112482)|0;sd(e|0,h|0,g|0);fd(h|0);h=b+(j*208|0)+88|0;i=b+(j*208|0)+92|0;c=f[h>>2]|0;if((f[i>>2]|0)!=(c|0)){d=0;do{r=c;q=d*3|0;f[a>>2]=q;s=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)>>2];t=td(17768,a|0)|0;sd(g|0,s|0,t|0);fd(t|0);fd(s|0);f[a>>2]=q+1;s=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)+4>>2];t=td(17768,a|0)|0;sd(g|0,s|0,t|0);fd(t|0);fd(s|0);f[a>>2]=q+2;q=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)+8>>2];r=td(17768,a|0)|0;sd(g|0,q|0,r|0);fd(r|0);fd(q|0);d=d+1|0;c=f[h>>2]|0}while(d>>>0<(((f[i>>2]|0)-c|0)/12|0)>>>0)}t=od(112502)|0;f[a>>2]=f[b+(j*208|0)+100>>2];b=td(17736,a|0)|0;sd(e|0,t|0,b|0);fd(b|0);fd(t|0);fd(g|0);fd(e|0);j=j+1|0;b=f[(n+12|0)>>2]|0}while(j>>>0<(((f[(n+16|0)>>2]|0)-b|0)/208|0)>>>0)}fd(l|0);fd(k|0)}if((f[(n+24|0)>>2]|0)==(f[(n+28|0)>>2]|0)){s=f[m>>2]|0;t=od(112476)|0;sd(s|0,t|0,2);fd(t|0);fd(2);u=a;f[a+1672>>2]=5;break a}e=pd()|0;b=f[m>>2]|0;d=od(112476)|0;sd(b|0,d|0,e|0);fd(d|0);d=nd()|0;b=od(112315)|0;sd(e|0,b|0,d|0);fd(b|0);b=f[(n+24|0)>>2]|0;if((f[(n+28|0)>>2]|0)!=(b|0)){c=0;do{q=b;t=pd()|0;f[a>>2]=c;r=td(17744,a|0)|0;sd(d|0,r|0,t|0);fd(r|0);r=nd()|0;f[a>>2]=f[q+(c*120|0)>>2];s=td(17744,a|0)|0;f[a>>2]=0;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);f[a>>2]=f[q+(c*120|0)+4>>2];s=td(17744,a|0)|0;f[a>>2]=1;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);s=od(112324)|0;sd(t|0,s|0,r|0);fd(s|0);fd(r|0);r=nd()|0;f[a>>2]=f[q+(c*120|0)+8>>2];s=td(17744,a|0)|0;f[a>>2]=0;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);f[a>>2]=f[q+(c*120|0)+12>>2];s=td(17744,a|0)|0;f[a>>2]=1;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);s=od(112336)|0;sd(t|0,s|0,r|0);fd(s|0);fd(r|0);r=od(112348)|0;f[a>>2]=f[q+(c*120|0)+16>>2];s=td(17744,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112529)|0;f[a>>2]=f[q+(c*120|0)+20>>2];s=td(17736,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112372)|0;f[a>>2]=f[q+(c*120|0)+24>>2];s=td(17736,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112385)|0;f[a>>2]=f[q+(c*120|0)+28>>2];s=td(17744,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=f[q+(c*120|0)+32>>2]|0;s=od(112397)|0;f[a>>2]=r>>>0<14?r:0;r=td(17744,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112440)|0;p[a>>3]=+p[q+(c*120|0)+64>>3];r=td(17776,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112453)|0;p[a>>3]=+p[q+(c*120|0)+72>>3];r=td(17776,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112476)|0;r=pOb(24)|0;p[r>>3]=+p[q+(c*120|0)+40>>3];p[r+8>>3]=+p[q+(c*120|0)+48>>3];p[r+16>>3]=+p[q+(c*120|0)+56>>3];f[a>>2]=r;r=td(8008,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);fd(t|0);c=c+1|0;b=f[(n+24|0)>>2]|0}while(c>>>0<(((f[(n+28|0)>>2]|0)-b|0)/120|0)>>>0)}fd(d|0);fd(e|0);u=a;f[a+1672>>2]=5;break a}f[a+1656>>2]=o}function xha(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a+32>>2]|0;i=f[a+40>>2]|0;d=f[a+168>>2]|0;e=f[a+184>>2]|0;a:{f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+e>>0]=d;e=f[(g+4|0)>>2]|0;d=e-(f[g>>2]|0)|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=h[(i+72|0)>>0]|h[(i+72|0)+1>>0]<<8|h[(i+72|0)+2>>0]<<16|h[(i+72|0)+3>>0]<<24;c=h[((i+72|0)+4|0)>>0]|h[((i+72|0)+4|0)+1>>0]<<8|h[((i+72|0)+4|0)+2>>0]<<16|h[((i+72|0)+4|0)+3>>0]<<24;d=(f[g>>2]|0)+d|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;b[(d+4|0)>>0]=c;b[(d+4|0)+1>>0]=c>>8;b[(d+4|0)+2>>0]=c>>16;b[(d+4|0)+3>>0]=c>>24;d=b[((i+80|0)+11|0)>>0]|0;d=d<<24>>24<0?f[(i+84|0)>>2]|0:d&255;c=f[(g+4|0)>>2]|0;e=c-(f[g>>2]|0)|0;f[a>>2]=c;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,4,a+8|0)|0;e=(f[g>>2]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=b[((i+80|0)+11|0)>>0]|0;d=e<<24>>24<0?f[(i+80|0)>>2]|0:i+80|0;e=e<<24>>24<0?f[(i+84|0)>>2]|0:e&255;if(e|0){c=d;do{k=b[c>>0]|0;l=f[(g+4|0)>>2]|0;j=l-(f[g>>2]|0)|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+j>>0]=k;c=c+1|0}while((c|0)!=(d+e|0|0))}d=b[((i+92|0)+11|0)>>0]|0;d=d<<24>>24<0?f[(i+96|0)>>2]|0:d&255;l=f[(g+4|0)>>2]|0;e=l-(f[g>>2]|0)|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,4,a+8|0)|0;e=(f[g>>2]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=b[((i+92|0)+11|0)>>0]|0;d=e<<24>>24<0?f[(i+92|0)>>2]|0:i+92|0;e=e<<24>>24<0?f[(i+96|0)>>2]|0:e&255;if(!e){l=i+104|0;e=f[(g+4|0)>>2]|0;j=f[g>>2]|0;j=e-j|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=f[g>>2]|0;j=e+j|0;e=l;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;k=j;b[k>>0]=e;b[k+1>>0]=e>>8;b[k+2>>0]=e>>16;b[k+3>>0]=e>>24;j=j+4|0;b[j>>0]=l;b[j+1>>0]=l>>8;b[j+2>>0]=l>>16;b[j+3>>0]=l>>24;j=i+112|0;j=b[j>>0]|0;l=f[(g+4|0)>>2]|0;k=f[g>>2]|0;k=l-k|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;l=f[g>>2]|0;k=l+k|0;b[k>>0]=j;k=i+113|0;k=b[k>>0]|0;j=f[(g+4|0)>>2]|0;l=f[g>>2]|0;l=j-l|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;j=f[g>>2]|0;l=j+l|0;b[l>>0]=k;u=a;f[a+936>>2]=5;break a}c=d;do{k=b[c>>0]|0;j=f[(g+4|0)>>2]|0;l=j-(f[g>>2]|0)|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+l>>0]=k;c=c+1|0}while((c|0)!=(d+e|0|0));l=i+104|0;e=f[(g+4|0)>>2]|0;j=f[g>>2]|0;j=e-j|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=f[g>>2]|0;j=e+j|0;e=l;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;k=j;b[k>>0]=e;b[k+1>>0]=e>>8;b[k+2>>0]=e>>16;b[k+3>>0]=e>>24;j=j+4|0;b[j>>0]=l;b[j+1>>0]=l>>8;b[j+2>>0]=l>>16;b[j+3>>0]=l>>24;j=i+112|0;j=b[j>>0]|0;l=f[(g+4|0)>>2]|0;k=f[g>>2]|0;k=l-k|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;l=f[g>>2]|0;k=l+k|0;b[k>>0]=j;k=i+113|0;k=b[k>>0]|0;j=f[(g+4|0)>>2]|0;l=f[g>>2]|0;l=j-l|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;j=f[g>>2]|0;l=j+l|0;b[l>>0]=k;u=a;f[a+936>>2]=5;break a}}
+function Stb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;if(!c){e=-9;return e|0}if(e>>>0>=c>>>0|e>>>0<2){e=-11;return e|0}h=(e<<4>>>0)/(c>>>0)|0;i=c>>>8;g=(X(f[42232+(h*24|0)+4>>2]|0,i)|0)+(f[42232+(h*24|0)>>2]|0)|0;h=(X(f[42232+(h*24|0)+12>>2]|0,i)|0)+(f[42232+(h*24|0)+8>>2]|0)|0;if(((h>>>3)+h|0)>>>0<g>>>0){g=ntb(a,d,e)|0;if(ctb(g)|0){i=g;return i|0}if(g>>>0>=e>>>0){i=-10;return i|0}i=ptb(b,c,d+g|0,e-g|0,a)|0;return i|0}else{g=jtb(a,d,e)|0;if(ctb(g)|0){i=g;return i|0}if(g>>>0>=e>>>0){i=-10;return i|0}i=mtb(b,c,d+g|0,e-g|0,a)|0;return i|0}return 0}function Ttb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=f[a+24>>2]|0;h=f[a+28>>2]|0;a:do if((g|0)!=(h|0)){if(!c){while(1){if(!(b[g+33>>0]|0))if(!(Vtb(g,d)|0)){g=0;break}g=g+36|0;if((g|0)==(h|0))break a}return g|0}b:while(1){switch(b[g+33>>0]|0){case 0:{if(!(Vtb(g,d)|0)){g=0;h=28;break b}break}case 1:{if(!(Utb(g,e)|0)){g=0;h=28;break b}break}default:{}}g=g+36|0;if((g|0)==(h|0))break a}if((h|0)==28)return g|0}while(0);g=f[a>>2]|0;h=f[a+4>>2]|0;c:do if((g|0)!=(h|0)){if(!c){while(1){if(!(b[g+33>>0]|0))if(Vtb(g,d)|0){g=0;break}g=g+36|0;if((g|0)==(h|0))break c}return g|0}d:while(1){switch(b[g+33>>0]|0){case 0:{if(Vtb(g,d)|0){g=0;h=28;break d}break}case 1:{if(Utb(g,e)|0){g=0;h=28;break d}break}default:{}}g=g+36|0;if((g|0)==(h|0))break c}if((h|0)==28)return g|0}while(0);g=f[a+12>>2]|0;a=f[a+16>>2]|0;if((g|0)==(a|0)){e=1;return e|0}if(c)i=g;else{while(1){if(!(b[g+33>>0]|0))if(Vtb(g,d)|0){g=0;h=28;break}g=g+36|0;if((g|0)==(a|0)){g=1;h=28;break}}if((h|0)==28)return g|0}e:while(1){switch(b[i+33>>0]|0){case 0:{if(Vtb(i,d)|0){g=0;h=28;break e}break}case 1:{if(Utb(i,e)|0){g=0;h=28;break e}break}default:{}}i=i+36|0;if((i|0)==(a|0)){g=1;h=28;break}}if((h|0)==28)return g|0;return 0}function Utb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0.0,E=0.0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0,S=0,T=0,U=0;L=u;u=u+48|0;F=L;c=f[a+12>>2]|0;if(!c){D=0.0;E=0.0;G=1.0;H=0.0;I=0.0;J=0.0;K=1.0;C=0.0}else{D=+n[c+48>>2];E=+n[c+52>>2];G=+n[c>>2];H=+n[c+16>>2];I=+n[c+32>>2];J=+n[c+4>>2];K=+n[c+20>>2];C=+n[c+36>>2]}c=f[a>>2]|0;k=f[a+4>>2]|0;if((c|0)==(k|0)){F=2;F=(F|0)!=2;u=L;return F|0}l=F+4|0;m=F+8|0;o=F+12|0;p=F+16|0;q=F+20|0;r=F+24|0;t=F+28|0;v=F+32|0;w=F+4|0;x=F+16|0;y=F+12|0;z=F+24|0;A=F+28|0;B=F+32|0;h=c;while(1){a=f[h>>2]|0;i=f[h+4>>2]|0;j=(i|0)==0;if(!j)gOb(i);g=a+40|0;d=f[g>>2]|0;e=a+44|0;c=f[e>>2]|0;if((d|0)==(c|0)){Npb(a);d=f[g>>2]|0;a=d;c=f[e>>2]|0}else a=d;e=c-d|0;d=(e|0)/12|0;a:do if(!e)c=6;else{c=0;while(1){T=f[a+(c*12|0)>>2]|0;f[F>>2]=T;S=f[a+(c*12|0)+4>>2]|0;f[l>>2]=S;R=f[a+(c*12|0)+8>>2]|0;f[m>>2]=R;e=c+1|0;Q=f[a+(e*12|0)>>2]|0;f[o>>2]=Q;P=f[a+(e*12|0)+4>>2]|0;f[p>>2]=P;e=f[a+(e*12|0)+8>>2]|0;f[q>>2]=e;U=c+2|0;f[r>>2]=f[a+(U*12|0)>>2];f[t>>2]=f[a+(U*12|0)+4>>2];f[v>>2]=f[a+(U*12|0)+8>>2];O=(f[s>>2]=T,+n[s>>2]);N=(f[s>>2]=S,+n[s>>2]);M=(f[s>>2]=R,+n[s>>2]);n[F>>2]=D+(G*O+H*N+I*M);n[w>>2]=E+(J*O+K*N+C*M);M=(f[s>>2]=Q,+n[s>>2]);N=(f[s>>2]=P,+n[s>>2]);O=(f[s>>2]=e,+n[s>>2]);n[y>>2]=D+(G*M+H*N+I*O);n[x>>2]=E+(J*M+K*N+C*O);O=+n[z>>2];N=+n[A>>2];M=+n[B>>2];n[z>>2]=D+(G*O+H*N+I*M);n[A>>2]=E+(J*O+K*N+C*M);n[m>>2]=0.0;n[q>>2]=0.0;n[v>>2]=0.0;c=c+3|0;if(Dib(F,b)|0){c=1;break a}if(c>>>0>=d>>>0){c=6;break a}a=f[g>>2]|0}}while(0);if(!j)iOb(i);h=h+8|0;if((c|0)!=6){a=18;break}if((h|0)==(k|0)){c=2;a=18;break}}if((a|0)==18){U=(c|0)!=2;u=L;return U|0}return 0}function Vtb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0.0,S=0,T=0.0,U=0.0,V=0.0,W=0,X=0,Y=0,Z=0,_=0,$=0;S=u;u=u+48|0;P=S+36|0;Q=S;c=f[a+12>>2]|0;if(!c){F=0.0;G=0.0;H=1.0;I=0.0;J=0.0;K=0.0;L=1.0;M=0.0;N=0.0;O=0.0;R=1.0;E=0.0}else{F=+n[c+32>>2];G=+n[c+4>>2];H=+n[c+20>>2];I=+n[c+36>>2];J=+n[c+8>>2];K=+n[c+24>>2];L=+n[c+40>>2];M=+n[c+48>>2];N=+n[c+52>>2];O=+n[c+56>>2];R=+n[c>>2];E=+n[c+16>>2]}c=f[a>>2]|0;k=f[a+4>>2]|0;if((c|0)==(k|0)){Q=2;Q=(Q|0)!=2;u=S;return Q|0}l=Q+4|0;m=Q+8|0;o=Q+12|0;p=Q+16|0;q=Q+20|0;r=Q+24|0;t=Q+28|0;v=Q+32|0;w=Q+4|0;x=Q+8|0;y=Q+16|0;z=Q+20|0;A=Q+12|0;B=Q+24|0;C=Q+28|0;D=Q+32|0;h=c;while(1){a=f[h>>2]|0;i=f[h+4>>2]|0;j=(i|0)==0;if(!j)gOb(i);g=a+40|0;d=f[g>>2]|0;e=a+44|0;c=f[e>>2]|0;if((d|0)==(c|0)){Npb(a);d=f[g>>2]|0;a=d;c=f[e>>2]|0}else a=d;e=c-d|0;d=(e|0)/12|0;a:do if(!e)c=6;else{c=0;while(1){_=f[a+(c*12|0)>>2]|0;f[Q>>2]=_;Z=f[a+(c*12|0)+4>>2]|0;f[l>>2]=Z;Y=f[a+(c*12|0)+8>>2]|0;f[m>>2]=Y;e=c+1|0;X=f[a+(e*12|0)>>2]|0;f[o>>2]=X;W=f[a+(e*12|0)+4>>2]|0;f[p>>2]=W;e=f[a+(e*12|0)+8>>2]|0;f[q>>2]=e;$=c+2|0;f[r>>2]=f[a+($*12|0)>>2];f[t>>2]=f[a+($*12|0)+4>>2];f[v>>2]=f[a+($*12|0)+8>>2];V=(f[s>>2]=_,+n[s>>2]);U=(f[s>>2]=Z,+n[s>>2]);T=(f[s>>2]=Y,+n[s>>2]);n[Q>>2]=M+(R*V+E*U+F*T);n[w>>2]=N+(G*V+H*U+I*T);n[x>>2]=O+(J*V+K*U+L*T);T=(f[s>>2]=X,+n[s>>2]);U=(f[s>>2]=W,+n[s>>2]);V=(f[s>>2]=e,+n[s>>2]);n[A>>2]=M+(R*T+E*U+F*V);n[y>>2]=N+(G*T+H*U+I*V);n[z>>2]=O+(J*T+K*U+L*V);V=+n[B>>2];U=+n[C>>2];T=+n[D>>2];n[B>>2]=M+(R*V+E*U+F*T);n[C>>2]=N+(G*V+H*U+I*T);n[D>>2]=O+(J*V+K*U+L*T);c=c+3|0;if(Nib(b,Q,P)|0){c=1;break a}if(c>>>0>=d>>>0){c=6;break a}a=f[g>>2]|0}}while(0);if(!j)iOb(i);h=h+8|0;if((c|0)!=6){a=18;break}if((h|0)==(k|0)){c=2;a=18;break}}if((a|0)==18){$=(c|0)!=2;u=S;return $|0}return 0}function Wtb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,q=0,r=0;r=u;u=u+64|0;o=r+16|0;q=r;d=f[a+56>>2]|0;if(!d){a=f[a+60>>2]|0;e=+p[a>>3];h=+p[c>>3]-e;l=+p[a+8>>3];i=+p[c+8>>3]-l;m=+p[a+16>>3];k=+p[c+16>>3]-m;j=+L(+(h*h+(i*i+k*k)));a=0;g=0.0;h=h/j;i=i/j;j=k/j;k=0.0}else{a=f[d>>2]|0;i=+p[c>>3];h=+p[c+8>>3];e=+p[c+16>>3];k=1.0/(i*+p[a+96>>3]+h*+p[a+128>>3]+e*+p[a+160>>3]+ +p[a+192>>3]);g=(+p[a+72>>3]*i+ +p[a+104>>3]*h+ +p[a+136>>3]*e+ +p[a+168>>3])*k;k=(i*+p[a+80>>3]+h*+p[a+112>>3]+e*+p[a+144>>3]+ +p[a+176>>3])*k;p[q>>3]=g;p[q+8>>3]=k;pjb(o,a,q);a=1;e=+p[o>>3];h=+p[o+24>>3];i=+p[o+32>>3];j=+p[o+40>>3];l=+p[o+8>>3];m=+p[o+16>>3]}n[o>>2]=e;n[o+4>>2]=l;n[o+8>>2]=m;n[o+12>>2]=h;n[o+16>>2]=i;n[o+20>>2]=j;n[q>>2]=g;n[q+4>>2]=k;n[q+8>>2]=0.0;q=Ttb(b,a,o,q)|0;u=r;return q|0}function Xtb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;l=a+584|0;i=X(c,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;i=i>>>15^i;h=f[a+588>>2]|0;a:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)k=g&i;else if(i>>>0<h>>>0)k=i;else k=(i>>>0)%(h>>>0)|0;d=f[(f[l>>2]|0)+(k<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(e)while(1){h=f[d+4>>2]|0;e=(h|0)==(i|0);if(!(e|(h&g|0)==(k|0)))break a;if(e)if((f[d+8>>2]|0)==(c|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(c|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(k|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);l=(b[d+12>>0]|0)!=0;u=m;return l|0}}}while(0);k=f[a+56>>2]|0;k=Ttb(c,(k|0)!=0,(f[a+60>>2]|0)+48|0,k+40|0)|0;f[j>>2]=c;l=Ytb(l,j)|0;b[l>>0]=k&1;l=k;u=m;return l|0}function Ytb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;k=f[c>>2]|0;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+4|0;m=f[l>>2]|0;o=(m|0)==0;i=k;a:do if(o)c=0;else{h=m+-1|0;d=(h&m|0)==0;if(d)j=p&h;else if(p>>>0<m>>>0)j=p;else j=(p>>>0)%(m>>>0)|0;c=f[(f[a>>2]|0)+(j<<2)>>2]|0;if(!c)c=j;else{if(d){do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&h|0)==(j|0))){c=j;break a}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(j|0)){c=j;break a}}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}}while(0);j=pOb(16)|0;f[j+8>>2]=k;b[j+12>>0]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;Ztb(a,c>>>0<d>>>0?d:c);c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}else h=m;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=30}}else{f[j>>2]=f[c>>2];q=30}if((q|0)==30)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+12|0;return a|0}function Ztb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_tb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_tb(a,b);return}function _tb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $tb(){if(!(b[257144]|0))MPb(257144)|0;f[64729]=262921;return}function aub(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0;C=u;u=u+32|0;A=C;w=+p[d>>3];t=+p[d+24>>3];if(w==t)if(+p[d+8>>3]==+p[d+32>>3]){if(!(+p[d+16>>3]==+p[d+40>>3]))B=4}else B=4;else B=4;do if((B|0)==4){v=+p[d+48>>3];if(w==v)if(+p[d+8>>3]==+p[d+56>>3])if(+p[d+16>>3]==+p[d+64>>3])break;k=d+32|0;if(t==v){r=+p[k>>3];s=+p[d+56>>3];if(r==s)if(+p[d+40>>3]==+p[d+64>>3])break}else{r=+p[k>>3];s=+p[d+56>>3]}q=f[c+60>>2]|0;G=+p[d+8>>3];x=r-G;r=+p[d+16>>3];E=+p[d+64>>3]-r;H=+p[d+40>>3]-r;z=s-G;F=x*E-H*z;s=v-w;y=t-w;E=H*s-E*y;s=z*y-x*s;x=+p[q>>3];m=q+8|0;y=+p[m>>3];o=q+16|0;z=+p[o>>3];r=w*F+(G*E+r*s)-(F*x+(y*E+s*z));k=q+24|0;t=+p[k>>3];l=q+32|0;v=+p[l>>3];n=q+40|0;w=+p[n>>3];s=F*t+(E*v+s*w);D=s<0.0;s=D?-s:s;r=D?-r:r;if(s==0.0){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}do if(!(!(r>=0.0)|!(r<=s*h))){h=r/s;p[A>>3]=x+h*t;p[A+8>>3]=y+h*v;p[A+16>>3]=z+h*w;if(!(Eib(d,A)|0))break;if(e|0)if(jjb((f[f[c+56>>2]>>2]|0)+8|0,d,e,g,i)|0)break;a:do if(!j){t=+p[q>>3]+h*+p[k>>3];s=+p[m>>3]+h*+p[l>>3];r=+p[o>>3]+h*+p[n>>3];l=f[c+744>>2]|0;q=f[c+748>>2]|0;if((l|0)!=(q|0)){k=0;while(1){m=f[l>>2]|0;o=f[l+4>>2]|0;if((m|0)==(o|0))k=(k|0)>0?k:0;else{n=2;do{D=+p[m+24>>3]+(t*+p[m>>3]+(s*+p[m+8>>3]+r*+p[m+16>>3]))<0.0?0:2;n=(D|0)<(n|0)?D:n;m=m+32|0}while((m|0)!=(o|0));if((n|0)==2)break;else k=(k|0)<(n|0)?n:k}l=l+12|0;if((l|0)==(q|0)){B=28;break}}b:do if((B|0)==28){switch(k|0){case 0:break a;case 2:break b;default:{}}f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}}while(0);b[a>>0]=1;p[a+8>>3]=h;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}function bub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0;g=+p[c>>3];f=+p[c+8>>3];e=+p[c+16>>3];h=+K(+(g*+p[b>>3]+f*+p[b+8>>3]+(e*+p[b+16>>3]+ +p[b+24>>3])));p[a+8>>3]=h;g=+p[d>>3]-g;f=+p[d+8>>3]-f;e=+p[d+16>>3]-e;p[a>>3]=g*g+(f*f+e*e);return}function cub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0.0,D=0.0,E=0.0,F=0.0;A=u;u=u+80|0;w=A+72|0;z=A+56|0;y=A+40|0;x=A;f[w>>2]=c;l=c+744|0;a:do if(!e){g=f[l>>2]|0;k=f[c+748>>2]|0;if((g|0)!=(k|0)){o=+p[d>>3];q=+p[d+8>>3];r=+p[d+16>>3];s=+p[d+24>>3];t=+p[d+32>>3];v=+p[d+40>>3];e=0;while(1){c=f[g>>2]|0;j=f[g+4>>2]|0;if((c|0)==(j|0))e=(e|0)>0?e:0;else{i=2;do{E=+p[c>>3];D=+p[c+8>>3];B=+p[c+16>>3];F=+p[c+24>>3];h=!(F+(o*E+(q*D+r*B))<0.0);if(!(F+(s*E+(t*D+v*B))<0.0)){h=h?2:1;m=9}else if(h)h=1;else{h=0;m=9}if((m|0)==9){m=0;h=(h|0)==0?0:(h|0)==2?2:1}i=(h|0)<(i|0)?h:i;c=c+32|0}while((c|0)!=(j|0));if((i|0)==2)break;else e=(e|0)<(i|0)?i:e}g=g+12|0;if((g|0)==(k|0)){m=13;break}}b:do if((m|0)==13){switch(e|0){case 0:break a;case 2:break b;case 1:break;default:{e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=A;return}}cBa(z,f[64729]|0);cBa(y,f[64729]|0);Slb(l,d,z,y);b[a>>0]=0;c=a+8|0;p[c>>3]=C;e=f[y>>2]|0;n=y+4|0;m=(f[n>>2]|0)-e|0;g=e+(((m|0)/24|0)*24|0)|0;if(m|0){h=x+8|0;i=x+16|0;j=a+16|0;k=x+24|0;d=a+24|0;l=x+32|0;m=a+32|0;do{dub(x,w,e);if(b[x>>0]|0)if(+p[h>>3]<+p[c>>3]){f[a>>2]=f[x>>2];f[a+4>>2]=f[x+4>>2];f[a+8>>2]=f[x+8>>2];f[a+12>>2]=f[x+12>>2];p[j>>3]=+p[i>>3];p[d>>3]=+p[k>>3];p[m>>3]=+p[l>>3]}e=e+48|0}while((e|0)!=(g|0))}a=f[y+12>>2]|0;if(a|0)xCa(a,y);a=f[y>>2]|0;if(a|0){e=f[n>>2]|0;if((e|0)!=(a|0))f[n>>2]=e+(~(((e+-24-a|0)>>>0)/24|0)*24|0);sOb(a)}a=f[z+12>>2]|0;if(a|0)xCa(a,z);c=f[z>>2]|0;if(c|0){a=z+4|0;e=f[a>>2]|0;if((e|0)!=(c|0))f[a>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}u=A;return}while(0);e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=A;return}}while(0);dub(a,w,d);u=A;return}function dub(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0;t=u;u=u+64|0;e=t+48|0;j=t+40|0;k=t+32|0;l=t+24|0;m=t;h=+p[d+24>>3]-+p[d>>3];p[m>>3]=h;n=d+8|0;i=+p[d+32>>3]-+p[n>>3];o=m+8|0;p[o>>3]=i;r=d+16|0;q=+p[d+40>>3]-+p[r>>3];s=m+16|0;p[s>>3]=q;if(h==0.0&i==0.0&q==0.0){e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=t;return}z=f[(f[c>>2]|0)+60>>2]|0;Lib(z,e,j,d,m,k,l);q=+p[e>>3]/+p[j>>3];g=+p[k>>3]/+p[l>>3];i=+p[d>>3]+g*+p[m>>3];h=+p[n>>3]+g*+p[o>>3];g=+p[r>>3]+g*+p[s>>3];c=f[f[(f[c>>2]|0)+56>>2]>>2]|0;v=+K(+(i*+p[c+328>>3]+h*+p[c+336>>3]+(g*+p[c+344>>3]+ +p[c+352>>3])));y=+p[z>>3]+q*+p[z+24>>3]-i;x=+p[z+8>>3]+q*+p[z+32>>3]-h;w=+p[z+16>>3]+q*+p[z+40>>3]-g;v=+p[c+360>>3]*v;if(!(y*y+(x*x+w*w)<=v*v)){e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=t;return}else{b[a>>0]=1;p[a+8>>3]=q;p[a+16>>3]=i;p[a+24>>3]=h;p[a+32>>3]=g;u=t;return}}function eub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0.0,t=0.0;q=f[c+60>>2]|0;a:do if(!e){i=f[c+744>>2]|0;n=f[c+748>>2]|0;if((i|0)!=(n|0)){g=+p[d>>3];h=+p[d+8>>3];m=+p[d+16>>3];e=0;while(1){j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{r=+p[j+24>>3]+(g*+p[j>>3]+(h*+p[j+8>>3]+m*+p[j+16>>3]))<0.0?0:2;k=(r|0)<(k|0)?r:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break;else e=(e|0)<(k|0)?k:e}i=i+12|0;if((i|0)==(n|0)){o=9;break}}b:do if((o|0)==9){switch(e|0){case 0:break a;case 2:break b;default:{}}f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}}while(0);h=+Mib(q,d);r=f[f[c+56>>2]>>2]|0;t=+p[d>>3];s=+p[d+8>>3];g=+p[d+16>>3];m=+K(+(t*+p[r+328>>3]+s*+p[r+336>>3]+(g*+p[r+344>>3]+ +p[r+352>>3])));t=+p[q>>3]+h*+p[q+24>>3]-t;s=+p[q+8>>3]+h*+p[q+32>>3]-s;g=+p[q+16>>3]+h*+p[q+40>>3]-g;g=t*t+(s*s+g*g);m=+p[r+360>>3]*m;if(!(g<=m*m)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}else{b[a>>0]=1;p[a+8>>3]=h;p[a+16>>3]=g;return}}function fub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function gub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function hub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function iub(a,b){a=a|0;b=b|0;var c=0,d=0;d=pOb(28)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42624;c=d+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[a>>2]=c;f[a+4>>2]=d;f[d+16>>2]=b;we(1,c|0);return}function jub(a){a=a|0;f[a>>2]=42624;awb(258928,f[a+12>>2]|0);aOb(a);return}function kub(a){a=a|0;f[a>>2]=42624;awb(258928,f[a+12>>2]|0);aOb(a);sOb(a);return}function lub(a){a=a|0;awb(258928,f[a+12>>2]|0);return}function mub(a){a=a|0;sOb(a);return}function nub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;f[a+8>>2]=b;f[a+12>>2]=d;g=a+4|0;e=f[g>>2]|0;h=f[a>>2]|0;a=$vb(258928,e)|0;_vb(258928,e,h)|0;Td(f[g>>2]|0,b|0,c|0,d|0);_vb(258928,e,a)|0;return}function oub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=a+4|0;e=f[g>>2]|0;h=f[a>>2]|0;a=$vb(258928,e)|0;_vb(258928,e,h)|0;Ud(f[g>>2]|0,b|0,c|0,d|0);_vb(258928,e,a)|0;return}function pub(a){a=a|0;f[a>>2]=42652;gwb(258928,f[a+12>>2]|0);aOb(a);return}function qub(a){a=a|0;f[a>>2]=42652;gwb(258928,f[a+12>>2]|0);aOb(a);sOb(a);return}function rub(a){a=a|0;gwb(258928,f[a+12>>2]|0);return}function sub(a){a=a|0;sOb(a);return}function tub(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=pOb(32)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=42652;k=i+12|0;f[k>>2]=0;j=i+16|0;f[j>>2]=6408;g=i+20|0;f[g>>2]=0;h=i+24|0;f[h>>2]=0;f[a>>2]=k;f[a+4>>2]=i;ye(1,k|0);a=$ub()|0;a=a?e:0;e=f[64757]|0;cwb(258928,f[k>>2]|0)|0;if(!a)Re(36161,b|0,c|0,d|0);f[j>>2]=b;f[g>>2]=c;f[h>>2]=d;f[i+28>>2]=a;cwb(258928,e)|0;return}function uub(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(b|0)if(f[b+8>>2]|0){b=f[b+16>>2]|0;return b|0}a=f[a>>2]|0;if(!a){b=0;return b|0}if(!(f[a>>2]|0)){b=0;return b|0}b=f[a+8>>2]|0;return b|0}function vub(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(b|0)if(f[b+8>>2]|0){b=f[b+20>>2]|0;return b|0}a=f[a>>2]|0;if(!a){b=0;return b|0}if(!(f[a>>2]|0)){b=0;return b|0}b=f[a+12>>2]|0;return b|0}function wub(a){a=a|0;var b=0,c=0,d=0,e=0;hwb(258928,f[a>>2]|0);b=f[a+76>>2]|0;if(b|0)iOb(b);b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);e=a+4|0;b=f[e>>2]|0;if(!b)return;d=a+8|0;a=f[d>>2]|0;if((a|0)!=(b|0)){do{f[d>>2]=a+-24;c=f[a+-12>>2]|0;if(c|0)iOb(c);a=f[a+-20>>2]|0;if(a|0)iOb(a);a=f[d>>2]|0}while((a|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function xub(a){a=a|0;var c=0,d=0,e=0;d=pOb(108)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42680;c=d+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;f[d+44>>2]=3553;e=d+48|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[d+68>>2]=3553;e=d+72|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[d+92>>2]=3553;f[d+96>>2]=0;b[d+104>>0]=0;f[a>>2]=c;f[a+4>>2]=d;xe(1,c|0);return}function yub(a){a=a|0;f[a>>2]=42680;wub(a+12|0);aOb(a);return}function zub(a){a=a|0;f[a>>2]=42680;wub(a+12|0);aOb(a);sOb(a);return}function Aub(a){a=a|0;wub(a+12|0);return}function Bub(a){a=a|0;sOb(a);return}function Cub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=pOb(108)|0;f[m+4>>2]=0;f[m+8>>2]=0;f[m>>2]=42680;n=m+12|0;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;f[n+12>>2]=0;f[n+16>>2]=0;f[n+20>>2]=0;f[n+24>>2]=0;f[n+28>>2]=0;f[m+44>>2]=3553;l=m+48|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[m+68>>2]=3553;l=m+72|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[m+92>>2]=3553;f[m+96>>2]=0;b[m+104>>0]=0;f[a>>2]=n;f[a+4>>2]=m;xe(1,n|0);if(d){j=c+4|0;k=c+8|0;d=f[k>>2]|0;a=f[j>>2]|0;if((d|0)!=(a|0)){i=0;do{h=a;g=f[h+(i*24|0)+8>>2]|0;if(!g)l=5;else if(!(f[g+8>>2]|0))l=5;else l=7;if((l|0)==5){l=0;g=f[h+(i*24|0)>>2]|0;if(g)if(f[g>>2]|0)l=7}if((l|0)==7){Dub(n,i,h+(i*24|0)|0);a=f[j>>2]|0;d=f[k>>2]|0}i=i+1|0}while(i>>>0<((d-a|0)/24|0)>>>0)}}if(!e)return;d=c+16|0;a=f[c+24>>2]|0;if(!a)l=12;else if(!(f[a+8>>2]|0))l=12;else l=14;if((l|0)==12){a=f[d>>2]|0;if(a|0)if(f[a>>2]|0)l=14}if((l|0)==14)if(Eub(n,36096,m+28|0,d)|0)b[m+104>>0]=0;d=c+40|0;a=f[c+48>>2]|0;if(!a)l=18;else if(!(f[a+8>>2]|0))l=18;else l=20;if((l|0)==18){a=f[d>>2]|0;if(a|0)if(f[a>>2]|0)l=20}if((l|0)==20)Eub(n,36128,m+52|0,d)|0;d=c+64|0;a=f[c+72>>2]|0;if(!a)l=23;else if(!(f[a+8>>2]|0))l=23;if((l|0)==23){a=f[d>>2]|0;if(!a)return;if(!(f[a>>2]|0))return}if(!(Eub(n,33306,m+76|0,d)|0))return;b[m+104>>0]=0;return}function Dub(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+1024|0;n=o;l=a+4|0;m=a+8|0;d=f[m>>2]|0;h=f[l>>2]|0;g=(d-h|0)/24|0;do if(g>>>0>b>>>0){d=f[h+(b*24|0)+8>>2]|0;if(d|0){e=f[d+8>>2]|0;if(e|0){d=f[c+8>>2]|0;if(!d)d=0;else d=f[d+8>>2]|0;if((e|0)!=(d|0))break;if((f[h+(b*24|0)+16>>2]|0)!=(f[c+16>>2]|0))break;if((f[h+(b*24|0)+20>>2]|0)!=(f[c+20>>2]|0))break;u=o;return}}d=f[c+8>>2]|0;if(d|0)if(f[d+8>>2]|0)break;d=f[h+(b*24|0)>>2]|0;if(!d)e=0;else e=f[d>>2]|0;d=f[c>>2]|0;if(!d)d=0;else d=f[d>>2]|0;if((e|0)==(d|0)){u=o;return}}else{e=f[c+8>>2]|0;if(!e)k=18;else if(!(f[e+8>>2]|0))k=18;if((k|0)==18){e=f[c>>2]|0;if(!e){u=o;return}if(!(f[e>>2]|0)){u=o;return}}e=b+1|0;if(e>>>0>g>>>0){Fub(l,e-g|0);break}if(e>>>0<g>>>0){g=h+(e*24|0)|0;if((g|0)!=(d|0))do{f[m>>2]=d+-24;e=f[d+-12>>2]|0;if(e|0)iOb(e);d=f[d+-20>>2]|0;if(d|0)iOb(d);d=f[m>>2]|0}while((d|0)!=(g|0))}}while(0);i=f[64758]|0;j=f[64759]|0;dwb(258928,f[a>>2]|0)|0;Eub(a,b+36064|0,(f[l>>2]|0)+(b*24|0)|0,c)|0;if((((f[m>>2]|0)-(f[l>>2]|0)|0)/24|0)>>>0>1)if(dvb()|0){h=f[l>>2]|0;g=((f[m>>2]|0)-h|0)/24|0;g=g>>>0<256?g:256;if(g|0){e=0;do{d=f[h+(e*24|0)+8>>2]|0;if(!d)k=35;else if(!(f[d+8>>2]|0))k=35;else k=37;if((k|0)==35){k=0;d=f[h+(e*24|0)>>2]|0;if(!d)d=0;else if(!(f[d>>2]|0))d=0;else k=37}if((k|0)==37)d=e+36064|0;f[n+(e<<2)>>2]=d;e=e+1|0}while(e>>>0<g>>>0)}ne(g|0,n|0)}if((i|0)==(j|0)){dwb(258928,i)|0;u=o;return}else{ewb(258928,i)|0;fwb(258928,j)|0;u=o;return}}function Eub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[c+8>>2]|0;l=(k|0)==0;if(l)j=8;else{h=f[k+8>>2]|0;if(!h)j=8;else{e=f[d+8>>2]|0;if(!e)g=0;else g=f[e+8>>2]|0;if((h|0)==(g|0))if((f[c+16>>2]|0)==(f[d+16>>2]|0))if((f[c+20>>2]|0)==(f[d+20>>2]|0)){d=0;return d|0}else j=16;else j=16;else j=16}}do if((j|0)==8){i=f[d+8>>2]|0;if(i|0)if(f[i+8>>2]|0){h=d+8|0;e=i;j=17;break}e=f[c>>2]|0;if(!e)g=0;else g=f[e>>2]|0;e=f[d>>2]|0;if(!e)e=0;else e=f[e>>2]|0;if((g|0)==(e|0)){d=0;return d|0}else{e=i;j=16}}while(0);if((j|0)==16){h=d+8|0;if(!e)j=23;else j=17}do if((j|0)==17)if(!(f[e+8>>2]|0))j=23;else{g=f[64758]|0;i=f[64759]|0;dwb(258928,f[a>>2]|0)|0;e=f[d+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;ue(36160,b|0,f[d+16>>2]|0,e|0,f[d+20>>2]|0);if((g|0)==(i|0)){dwb(258928,g)|0;break}else{ewb(258928,g)|0;fwb(258928,i)|0;break}}while(0);do if((j|0)==23){e=f[d>>2]|0;if(e|0)if(f[e>>2]|0){g=f[64758]|0;i=f[64759]|0;dwb(258928,f[a>>2]|0)|0;e=f[d>>2]|0;if(!e)e=0;else e=f[e>>2]|0;te(36160,b|0,36161,e|0);if((g|0)==(i|0)){dwb(258928,g)|0;break}else{ewb(258928,g)|0;fwb(258928,i)|0;break}}if(l)j=32;else if(!(f[k+8>>2]|0))j=32;if((j|0)==32){e=f[c>>2]|0;if(!e)break;if(!(f[e>>2]|0))break}e=f[64758]|0;g=f[64759]|0;dwb(258928,f[a>>2]|0)|0;te(36160,b|0,36161,0);if((e|0)==(g|0)){dwb(258928,e)|0;break}else{ewb(258928,e)|0;fwb(258928,g)|0;break}}while(0);e=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[c>>2]=e;b=c+4|0;e=f[b>>2]|0;f[b>>2]=g;if(e|0)iOb(e);e=f[h>>2]|0;g=f[d+12>>2]|0;if(g|0)gOb(g);f[c+8>>2]=e;b=c+12|0;e=f[b>>2]|0;f[b>>2]=g;if(e|0)iOb(e);a=d+16|0;b=f[a+4>>2]|0;d=c+16|0;f[d>>2]=f[a>>2];f[d+4>>2]=b;d=1;return d|0}function Fub(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/24|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=3553;f[c+20>>2]=0;c=(f[k>>2]|0)+24|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/24|0;c=e+b|0;if(c>>>0>178956970)AMb(a);g=(g-d|0)/24|0;i=g<<1;c=g>>>0<89478485?(i>>>0<c>>>0?c:i):178956970;do if(!c)h=0;else if(c>>>0>178956970)vd();else{h=pOb(c*24|0)|0;break}while(0);g=h+(e*24|0)|0;d=g;e=h+(c*24|0)|0;i=d;c=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=3553;f[c+20>>2]=0;c=i+24|0;i=c;b=b+-1|0}while((b|0)!=0);h=f[a>>2]|0;c=f[k>>2]|0;if((c|0)==(h|0)){c=d;g=h;b=h}else{b=g;do{m=c;c=c+-24|0;f[b+-24>>2]=f[c>>2];g=m+-20|0;f[b+-20>>2]=f[g>>2];f[c>>2]=0;f[g>>2]=0;g=m+-16|0;f[b+-16>>2]=f[g>>2];l=m+-12|0;f[b+-12>>2]=f[l>>2];f[g>>2]=0;f[l>>2]=0;m=m+-8|0;l=f[m+4>>2]|0;g=b+-8|0;f[g>>2]=f[m>>2];f[g+4>>2]=l;b=d+-24|0;d=b}while((c|0)!=(h|0));c=d;g=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=c;f[k>>2]=i;f[j>>2]=e;d=g;if((b|0)!=(d|0))do{c=f[b+-12>>2]|0;if(c|0)iOb(c);c=f[b+-20>>2]|0;b=b+-24|0;if(c|0)iOb(c)}while((b|0)!=(d|0));if(!g)return;sOb(g);return}function Gub(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;i=h+16|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[i>>2]=3553;j=h+20|0;f[j>>2]=0;k=h+8|0;l=f[c>>2]|0;c=f[c+4>>2]|0;g=c;if(!c){f[k>>2]=l;f[h+12>>2]=g;f[i>>2]=d;f[j>>2]=e;Dub(a,b,h);u=m;return}else{gOb(c);f[k>>2]=l;f[h+12>>2]=g;f[i>>2]=d;f[j>>2]=e;Dub(a,b,h);iOb(c);u=m;return}}function Hub(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=3553;f[e+20>>2]=0;g=f[c>>2]|0;c=f[c+4>>2]|0;d=c;if(!c){f[e>>2]=g;f[e+4>>2]=d;Dub(a,b,e);u=h;return}else{gOb(c);f[e>>2]=g;f[e+4>>2]=d;Dub(a,b,e);iOb(c);u=h;return}}function Iub(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+64|0;k=l+32|0;j=l+24|0;h=l;if((e|0)==0&g)if(Yub()|0){Twb(j);Lwb(h);Nwb(h,9728,9728);axb(f[j>>2]|0,34041,c,d,h);e=k+16|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[e>>2]=3553;g=k+20|0;f[g>>2]=0;i=f[j>>2]|0;h=j+4|0;c=f[h>>2]|0;d=(c|0)==0;if(!d)gOb(c);f[k+8>>2]=i;f[k+12>>2]=c;f[e>>2]=3553;f[g>>2]=0;if(Eub(a,33306,a+64|0,k)|0)b[a+92>>0]=0;if(!d)iOb(c);h=f[h>>2]|0;if(h|0)iOb(h);u=l;return 1}tub(j,34041,c,d,e);f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=3553;f[k+20>>2]=0;d=f[j>>2]|0;h=f[j+4>>2]|0;c=(h|0)==0;if(!c)gOb(h);f[k>>2]=d;f[k+4>>2]=h;if(Eub(a,33306,a+64|0,k)|0)b[a+92>>0]=0;if(!c){iOb(h);iOb(h)}u=l;return 1}function Jub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;d=f[a+4>>2]|0;if((d|0)==(f[a+8>>2]|0)){c=0;return c|0}e=f[d+8>>2]|0;if(!e)h=5;else if(!(f[e+8>>2]|0))h=5;else{g=e+16|0;d=e+20|0}do if((h|0)==5){d=f[d>>2]|0;if(!d){c=0;return c|0}if(!(f[d>>2]|0)){c=0;return c|0}else{g=d+8|0;d=d+12|0;break}}while(0);Iub(a,f[g>>2]|0,f[d>>2]|0,b,c,0)|0;c=1;return c|0}function Kub(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;if(!e){e=0;return e|0}b=f[a+48>>2]|0;if(!b)d=9;else{c=f[b+8>>2]|0;if(!c)d=9;else{b=f[e+48>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}if((f[a+56>>2]|0)!=(f[e+56>>2]|0)){e=0;return e|0}if((f[a+60>>2]|0)!=(f[e+60>>2]|0)){e=0;return e|0}}}if((d|0)==9){b=f[e+48>>2]|0;if(b|0)if(f[b+8>>2]|0){e=0;return e|0}b=f[a+40>>2]|0;if(!b)c=0;else c=f[b>>2]|0;b=f[e+40>>2]|0;if(!b)b=0;else b=f[b>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}}b=f[a+72>>2]|0;if(b|0){c=f[b+8>>2]|0;if(c|0){b=f[e+72>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}if((f[a+80>>2]|0)!=(f[e+80>>2]|0)){e=0;return e|0}e=(f[a+84>>2]|0)==(f[e+84>>2]|0);return e|0}}b=f[e+72>>2]|0;if(b|0)if(f[b+8>>2]|0){e=0;return e|0}b=f[a+64>>2]|0;if(!b)c=0;else c=f[b>>2]|0;b=f[e+64>>2]|0;if(!b)b=0;else b=f[b>>2]|0;e=(c|0)==(b|0);return e|0}function Lub(a){a=a|0;switch(Fe()|0){case 0:{a=a?0:240894;break}case 1280:{a=241011;break}case 1281:{a=240994;break}case 1282:{a=240973;break}case 1286:{a=240940;break}case 1285:{a=240923;break}default:a=240906}return a|0}function Mub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257496]|0){u=c;return 258920}if(!(MPb(257496)|0)){u=c;return 258920}f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}u=c;return 258920}function Nub(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;i=0;q=u;u=u+2448|0;f[((q+152|0)+4|0)>>2]=0;f[((q+152|0)+8|0)>>2]=0;o=(q+152|0)+4|0;f[(q+152|0)>>2]=o;g=Ke(7939)|0;f[(q+164|0)>>2]=0;f[(q+164|0)+4>>2]=0;f[(q+164|0)+8>>2]=0;h=pAb(g)|0;if(h>>>0>4294967279)vOb(q+164|0);if(h>>>0<11){b[((q+164|0)+11|0)>>0]=h;if(!h){d=q+164|0;j=(q+164|0)+11|0}else{c=q+164|0;e=(q+164|0)+11|0;i=6}}else{c=pOb(h+16&-16)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=h+16&-16|-2147483648;f[(q+164|0)+4>>2]=h;e=(q+164|0)+11|0;i=6}if((i|0)==6){bQb(c|0,g|0,h|0)|0;d=c;j=e}b[d+h>>0]=0;g=(q+12|0)+8|0;f[(q+12|0)>>2]=15884;f[((q+12|0)+60|0)>>2]=15904;f[(q+12|0)+4>>2]=0;tEb((q+12|0)+60|0,g);f[(q+12|0)+132>>2]=0;f[(q+12|0)+136>>2]=-1;f[(q+12|0)>>2]=42712;f[(q+12|0)+60>>2]=42732;xEb(g);f[g>>2]=39692;h=(q+12|0)+40|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[(q+12|0)+56>>2]=8;k3a(g,q+164|0);if((b[j>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;c=0;while(1){if(c<<24>>24<0){b[f[q>>2]>>0]=0;f[(q+4|0)>>2]=0}else{b[q>>0]=0;b[(q+11|0)>>0]=0}Oub(q+12|0,q)|0;c=b[(q+11|0)>>0]|0;if(!((c<<24>>24<0?f[(q+4|0)>>2]|0:c&255)|0))break;d=Pub(q+152|0,q+164|0,q)|0;if(!(f[d>>2]|0)){c=pOb(28)|0;xOb(c+16|0,q);e=f[(q+164|0)>>2]|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=e;f[d>>2]=c;e=f[f[(q+152|0)>>2]>>2]|0;if(e){f[(q+152|0)>>2]=e;c=f[d>>2]|0}r_a(f[((q+152|0)+4|0)>>2]|0,c);f[((q+152|0)+8|0)>>2]=(f[((q+152|0)+8|0)>>2]|0)+1}c=b[(q+11|0)>>0]|0}if(c<<24>>24<0)sOb(f[q>>2]|0);f[(q+12|0)>>2]=42712;f[((q+12|0)+60|0)>>2]=42732;f[g>>2]=39692;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);oDb(g);aEb(q+12|0,42744);jDb((q+12|0)+60|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241043;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=19;d=c;e=241069;g=d+19|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+19>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+1>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=17;d=c;e=241089;g=d+17|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+17>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+2>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241107;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+3>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(48)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483600;f[(q+164|0)+4>>2]=33;d=c;e=241133;g=d+33|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+33>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+4>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241167;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+5>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=27;d=c;e=241193;g=d+27|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+27>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+6>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=20;d=c;e=241221;g=d+20|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+20>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+7>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=27;d=c;e=241242;g=d+27|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+27>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+8>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241270;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+9>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);g=pOb(48)|0;f[(q+164|0)>>2]=g;f[(q+164|0)+8>>2]=-2147483600;f[(q+164|0)+4>>2]=32;h=g;i=241296;j=h+32|0;f[q+192>>2]=a;f[q+912>>2]=g;f[q+1280>>2]=l;f[q+1680>>2]=o;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2216>>2]=0;f[q+2220>>2]=0;kCb(q);l=f[q+1280>>2]|0;j=f[q+2144>>2]|0;i=f[q+2160>>2]|0;h=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+1280>>2]=l;f[q+1664>>2]=m;f[q+1680>>2]=o;f[q+2144>>2]=j;f[q+2160>>2]=i;f[q+2168>>2]=h;f[q+2208>>2]=0;f[q+2212>>2]=0;jCb(q);m=f[q+1664>>2]|0;h=f[q+2144>>2]|0;i=f[q+2160>>2]|0;j=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+1664>>2]=m;f[q+1680>>2]=o;f[q+2040>>2]=p;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2200>>2]=0;f[q+2204>>2]=0;iCb(q);p=f[q+2040>>2]|0;j=f[q+2144>>2]|0;i=f[q+2160>>2]|0;h=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+488>>2]=k;f[q+1680>>2]=o;f[q+2040>>2]=p;f[q+2144>>2]=j;f[q+2160>>2]=i;f[q+2168>>2]=h;f[q+2192>>2]=0;f[q+2196>>2]=0;hCb(q);p=f[q+488>>2]|0;h=f[q+2144>>2]|0;i=f[q+2160>>2]|0;j=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+488>>2]=p;f[q+1680>>2]=o;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2184>>2]=0;f[q+2188>>2]=0;gCb(q);G=f[q+2184>>2]|0;D=f[q+2188>>2]|0;H=+n[q+2188>>2];f[q+2184>>2]=0;f[q+2188>>2]=0;if((G|0)==5)return}function Oub(a,c){a=a|0;c=c|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m+4|0;g=m;zEb(l,a,0);if(!(b[l>>0]|0)){c=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(c,f[c+16>>2]|4);u=m;return a|0}e=c+11|0;if((b[e>>0]|0)<0){b[f[c>>2]>>0]=0;f[c+4>>2]=0}else{b[c>>0]=0;b[e>>0]=0}e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;l=f[e+12>>2]|0;l=(l|0)<1?2147483647:l;vEb(g,e);e=XFb(g,260896)|0;YFb(g);a:do if((l|0)>0){k=e+8|0;e=0;while(1){g=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;i=f[g+12>>2]|0;if((i|0)==(f[g+16>>2]|0)){g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;if((g|0)==-1){g=2;break a}}else g=h[i>>0]|0;i=g&255;if(i<<24>>24>-1)if(d[(f[k>>2]|0)+(g<<24>>24<<1)>>1]&8192){g=0;break a}LOb(c,i);e=e+1|0;g=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;i=g+12|0;j=f[i>>2]|0;if((j|0)==(f[g+16>>2]|0))Pg[f[(f[g>>2]|0)+40>>2]&1023](g)|0;else f[i>>2]=j+1;if((e|0)>=(l|0)){g=0;break}}}else{e=0;g=0}while(0);f[a+(f[(f[a>>2]|0)+-12>>2]|0)+12>>2]=0;c=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(c,f[c+16>>2]|((e|0)==0?g|4:g));u=m;return a|0}function Pub(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;e=a+4|0;g=f[e>>2]|0;if(!g){f[c>>2]=e;c=e;return c|0}m=b[d+11>>0]|0;l=m<<24>>24<0;m=l?f[d+4>>2]|0:m&255;l=l?f[d>>2]|0:d;d=a+4|0;while(1){h=g+16|0;a=b[h+11>>0]|0;i=a<<24>>24<0;a=i?f[g+20>>2]|0:a&255;j=a>>>0<m>>>0;e=j?a:m;if(!e)k=6;else{e=zBb(l,i?f[h>>2]|0:h,e)|0;if(!e)k=6;else if((e|0)<0)k=8;else k=10}if((k|0)==6)if(m>>>0<a>>>0)k=8;else k=10;if((k|0)==8){e=f[g>>2]|0;if(!e){k=9;break}else d=g}else if((k|0)==10){k=0;e=m>>>0<a>>>0?m:a;if(!e)k=12;else{e=zBb(i?f[h>>2]|0:h,l,e)|0;if(!e)k=12;else if((e|0)>=0){k=16;break}}if((k|0)==12)if(!j){k=16;break}d=g+4|0;e=f[d>>2]|0;if(!e){k=15;break}}g=e}if((k|0)==9){f[c>>2]=g;c=g;return c|0}else if((k|0)==15){f[c>>2]=g;c=d;return c|0}else if((k|0)==16){f[c>>2]=g;c=d;return c|0}return 0}function Qub(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[l>>2]|0;do if(d|0){k=b[c+11>>0]|0;j=k<<24>>24<0;k=j?f[c+4>>2]|0:k&255;j=j?f[c>>2]|0:c;a=l;a:while(1){c=d;while(1){e=c+16|0;h=b[e+11>>0]|0;g=h<<24>>24<0;h=g?f[c+20>>2]|0:h&255;d=k>>>0<h>>>0?k:h;if(!d)i=6;else{d=zBb(g?f[e>>2]|0:e,j,d)|0;if(!d)i=6;else if((d|0)>=0)break}if((i|0)==6){i=0;if(h>>>0>=k>>>0)break}c=f[c+4>>2]|0;if(!c)break a}d=f[c>>2]|0;if(!d){a=c;break}else a=c}if((a|0)!=(l|0)){d=a+16|0;g=b[d+11>>0]|0;e=g<<24>>24<0;g=e?f[a+20>>2]|0:g&255;c=g>>>0<k>>>0?g:k;if(c|0){c=zBb(j,e?f[d>>2]|0:d,c)|0;if(c|0){if((c|0)<0)break;return a|0}}if(k>>>0>=g>>>0){l=a;return l|0}}}while(0);return l|0}function Rub(a,c){a=a|0;c=c|0;if(!c)return;Rub(a,f[c>>2]|0);Rub(a,f[c+4>>2]|0);a=c+16|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);sOb(c);return}function Sub(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);return}function Tub(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);sOb(a);return}function Uub(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);return}function Vub(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);sOb(a);return}function Wub(){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);return 262930}function Xub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257512]|0){a=b[263043]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257512)|0)){a=b[263043]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262945]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262959]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262968]|0}else a=1}else a=1}b[263043]=a;d=b[263043]|0;d=d<<24>>24!=0;u=c;return d|0}function Yub(){var a=0;if(!(b[257520]|0))if(MPb(257520)|0){if(!(yd(2)|0))a=(Xub()|0)&1;else a=0;b[263044]=a}return (b[263044]|0)!=0|0}function Zub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257528]|0){a=b[263045]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257528)|0)){a=b[263045]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262930]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[263010]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263042]|0}else a=1}else a=1}b[263045]=a;d=b[263045]|0;d=d<<24>>24!=0;u=c;return d|0}function _ub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257536]|0){a=b[263046]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257536)|0)){a=b[263046]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262960]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263007]|0}else a=1}b[263046]=a;d=b[263046]|0;d=d<<24>>24!=0;u=c;return d|0}function $ub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257544]|0){a=b[263047]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257544)|0)){a=b[263047]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262961]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263008]|0}else a=1}b[263047]=a;d=b[263047]|0;d=d<<24>>24!=0;u=c;return d|0}function avb(){var a=0,c=0,d=0;d=u;u=u+16|0;a=d+8|0;c=d;if(!(b[257552]|0))if(MPb(257552)|0){Je(35632,36338,a|0,c|0);b[265126]=(f[c>>2]|0)!=0&1}u=d;return (b[265126]|0)!=0|0}function bvb(){return 0}function cvb(){var a=0;if(!(b[257560]|0))if(MPb(257560)|0){a=(yd(3)|0)!=0&1;b[263048]=a}return (b[263048]|0)!=0|0}function dvb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257568]|0){a=b[263049]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257568)|0)){a=b[263049]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262946]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262957]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263002]|0}else a=1}else a=1}b[263049]=a;d=b[263049]|0;d=d<<24>>24!=0;u=c;return d|0}function evb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257576]|0){a=b[263050]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257576)|0)){a=b[263050]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262936]|0}b[263050]=a;d=b[263050]|0;d=d<<24>>24!=0;u=c;return d|0}function fvb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257584]|0){a=b[263051]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257584)|0)){a=b[263051]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262935]|0}b[263051]=a;d=b[263051]|0;d=d<<24>>24!=0;u=c;return d|0}function gvb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function hvb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;b[a+8>>0]=3;b[a+9>>0]=0;return}function ivb(a,c){a=a|0;c=c|0;var d=0,e=0;e=f[c>>2]|0;f[c>>2]=0;d=f[a>>2]|0;f[a>>2]=e;if(d|0)tOb(d);f[a+4>>2]=f[c+4>>2];b[a+8>>0]=b[c+8>>0]|0;b[a+9>>0]=b[c+9>>0]|0;return a|0}function jvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0;f[a>>2]=0;if(!(e<<24>>24))g=(g&255)>3?3:g<<24>>24==2?1:g;h=rOb(d,265125)|0;f[a>>2]=h;if(!h){g=3;d=0;e=0}else bQb(h|0,c|0,d|0)|0;b[a+9>>0]=e;f[a+4>>2]=d;b[a+8>>0]=g;return}function kvb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=6408;f[a+16>>2]=5121;return}function lvb(a,b){a=a|0;b=b|0;var c=0,d=0;d=f[b>>2]|0;f[b>>2]=0;c=f[a>>2]|0;f[a>>2]=d;if(c|0)tOb(c);f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[a+16>>2]=f[b+16>>2];return a|0}function mvb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;f[a>>2]=0;f[a+4>>2]=b;f[a+8>>2]=c;f[a+12>>2]=d;f[a+16>>2]=e;switch(d|0){case 6409:{d=1;break}case 6410:{d=2;break}case 6407:{d=3;break}case 6408:{d=4;break}default:return}if((e|0)!=5121)return;d=X(X(c,b)|0,d)|0;b=rOb(d,265125)|0;f[a>>2]=b;if(!b)return;bQb(b|0,g|0,d|0)|0;return}function nvb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[64733]|0;b=b>>>0<8?b:8;if(!b)return;d=f[64748]|0;e=f[64751]|0;c=0;do{f[a+(c<<2)>>2]=f[d+(c<<2)>>2];f[a+32+(c<<2)>>2]=f[e+(c<<2)>>2];c=c+1|0}while(c>>>0<b>>>0);return}function ovb(a){a=a|0;var b=0,c=0,d=0,e=0;e=f[64747]|0;c=f[64733]|0;c=c>>>0<8?c:8;if(!c){Uvb(258928,e)|0;return}else d=0;do{b=a+(d<<2)|0;if((f[b>>2]|0)!=(f[(f[64748]|0)+(d<<2)>>2]|0)){Uvb(258928,d)|0;Vvb(258928,f[b>>2]|0)|0}b=a+32+(d<<2)|0;if((f[b>>2]|0)!=(f[(f[64751]|0)+(d<<2)>>2]|0)){Uvb(258928,d)|0;Wvb(258928,f[b>>2]|0)|0}d=d+1|0}while(d>>>0<c>>>0);Uvb(258928,e)|0;return}function pvb(a){a=a|0;var b=0;f[a>>2]=42764;b=f[a+12>>2]|0;if(b|0)ee(b|0);aOb(a);return}function qvb(a){a=a|0;var b=0;f[a>>2]=42764;b=f[a+12>>2]|0;if(b|0)ee(b|0);aOb(a);sOb(a);return}function rvb(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;ee(a|0);return}function svb(a){a=a|0;sOb(a);return}function tvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;p=q+28|0;m=q+16|0;l=q+4|0;k=q;if(d|0)if(f[e+16>>2]|0){f[p>>2]=0;o=p+4|0;f[o>>2]=0;f[p+8>>2]=0;f[m>>2]=0;n=m+4|0;f[n>>2]=0;f[m+8>>2]=0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;i=pAb(d)|0;if(i>>>0>4294967279)vOb(l);if(i>>>0<11){g=l+11|0;b[g>>0]=i;if(!i)h=l;else{h=l;j=9}}else{g=i+16&-16;h=pOb(g)|0;f[l>>2]=h;f[l+8>>2]=g|-2147483648;f[l+4>>2]=i;g=l+11|0;j=9}if((j|0)==9)bQb(h|0,d|0,i|0)|0;b[h+i>>0]=0;uvb(l,p,m,0,e)|0;if((b[g>>0]|0)<0)sOb(f[l>>2]|0);g=pAb(d)|0;h=qOb(g+5|0)|0;i=h;f[l>>2]=i;b[h+1>>0]=47;b[h>>0]=47;b[h+2>>0]=94;bQb(h+3|0,d|0,g|0)|0;b[h+(g+3)>>0]=10;b[h+(g+4)>>0]=0;g=f[o>>2]|0;if(g>>>0<(f[p+8>>2]|0)>>>0){f[l>>2]=0;f[g>>2]=i;f[o>>2]=g+4}else vvb(p,l);f[k>>2]=h;g=f[n>>2]|0;if(g>>>0<(f[m+8>>2]|0)>>>0){f[g>>2]=i;f[n>>2]=(f[n>>2]|0)+4}else wvb(m,k);g=f[l>>2]|0;f[l>>2]=0;if(g|0)tOb(g);g=pOb(20)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=42764;i=g+12|0;f[i>>2]=0;e=i;j=g;f[g+16>>2]=c;c=$d(c|0)|0;f[i>>2]=c;g=f[m>>2]|0;Te(c|0,(f[n>>2]|0)-g>>2|0,g|0,0);g=f[m>>2]|0;if(g|0){h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[p>>2]|0;if(g|0){h=f[o>>2]|0;if((h|0)!=(g|0)){do{n=h+-4|0;f[o>>2]=n;h=f[n>>2]|0;f[n>>2]=0;if(h|0)tOb(h);h=f[o>>2]|0}while((h|0)!=(g|0));g=f[p>>2]|0}sOb(g)}Zd(f[i>>2]|0);f[a>>2]=e;f[a+4>>2]=j;u=q;return}f[a>>2]=0;f[a+4>>2]=0;u=q;return}function uvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;w=E+44|0;B=E+20|0;C=E+12|0;D=E;m=E+40|0;x=E+36|0;y=E+32|0;z=E+16|0;A=E+8|0;f[D>>2]=0;l=a+11|0;f[w>>2]=(b[l>>0]|0)<0?f[a>>2]|0:a;f[B>>2]=D;f[C>>2]=E+4;i=f[g+16>>2]|0;if(!i)vd();do if(Tg[f[(f[i>>2]|0)+24>>2]&15](i,w,B,C)|0){i=f[D>>2]|0;j=c+4|0;k=f[j>>2]|0;if(k>>>0<(f[c+8>>2]|0)>>>0){f[D>>2]=0;f[k>>2]=i;f[j>>2]=k+4;n=i;i=1;break}else{vvb(c,D);n=i;i=1;break}}else{n=0;i=0}while(0);j=f[D>>2]|0;f[D>>2]=0;if(j|0)tOb(j);if(!i){D=e;u=E;return D|0}j=b[l>>0]|0;v=j<<24>>24<0;i=v?f[a>>2]|0:a;k=i;j=i+(v?f[a+4>>2]|0:j&255)|0;while(1){if((j|0)==(i|0)){v=14;break}j=j+-1|0;if(TAb(245082,h[j>>0]|0,2)|0){v=13;break}}if((v|0)==13){i=j-k|0;if((i|0)==-1)v=14;else yOb(B,a,0,i+1|0,w)}if((v|0)==14){f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0}f[m>>2]=(f[d>>2]|0)+(e<<2);f[C>>2]=n;f[w>>2]=f[m>>2];xvb(d,w,C)|0;p=B+11|0;q=B+4|0;r=w+11|0;s=w+8|0;t=w+4|0;i=e+1|0;j=n;a:while(1){while(1){if(!j)break a;k=b[j>>0]|0;if(!(k<<24>>24))break a;else l=j;b:while(1){switch(k<<24>>24){case 35:{k=l;v=22;break b}case 9:case 32:break;default:{m=0;n=0;e=0;o=0;k=l;break b}}k=l+1|0;l=k;k=b[k>>0]|0}c:do if((v|0)==22){d:while(1){v=0;l=k+1|0;switch(b[l>>0]|0){case 9:case 32:{k=l;v=22;break}default:break d}}if(RAb(l,245085,7)|0){a=(RAb(l,245093,6)|0)==0;m=a;n=0;e=0;o=0;k=a?k+7|0:l;break}k=k+8|0;e:while(1){switch(b[k>>0]|0){case 34:break e;case 9:case 32:break;default:{m=0;n=0;e=0;o=0;break c}}k=k+1|0}l=k+1|0;a=l;f:while(1){k=b[a>>0]|0;switch(k<<24>>24){case 0:case 10:case 34:break f;default:{}}a=a+1|0}k=k<<24>>24==34;m=0;n=k;e=k?a:0;o=l;k=k?a+1|0:a}while(0);g:do{a=k;l=b[k>>0]|0;h:while(1){switch(l<<24>>24){case 0:{k=a;break g}case 92:break;default:break h}k=a+1|0;l=b[k>>0]|0;switch(l<<24>>24){case 10:case 13:{k=a;l=92;v=36;break g}default:a=k}}k=a+1|0}while(l<<24>>24!=10);i:do if((v|0)==36)while(1){v=0;switch(l<<24>>24){case 10:case 13:case 92:break;default:break i}l=k+1|0;b[k>>0]=32;k=l;l=b[l>>0]|0;v=36}while(0);if(n){v=40;break}if(m){v=54;break}else j=k}if((v|0)==40){v=0;b[j>>0]=0;b[e>>0]=0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;j=b[p>>0]|0;if(j<<24>>24<0){l=f[q>>2]|0;m=pAb(o)|0;a=f[B>>2]|0}else{l=j&255;a=B;m=pAb(o)|0}j=l+m|0;if(j>>>0>4294967279){v=44;break}if(j>>>0<11){b[r>>0]=l;j=w}else{e=j+16&-16;j=pOb(e)|0;f[w>>2]=j;f[s>>2]=e|-2147483648;f[t>>2]=l}if(l|0)bQb(j|0,a|0,l|0)|0;b[j+l>>0]=0;JOb(w,o,m)|0;i=uvb(w,c,d,i,g)|0;if((b[r>>0]|0)<0)sOb(f[w>>2]|0);f[x>>2]=(f[d>>2]|0)+(i<<2);f[C>>2]=245100;f[w>>2]=f[x>>2];xvb(d,w,C)|0;f[y>>2]=(f[d>>2]|0)+(i+1<<2);f[C>>2]=k;f[w>>2]=f[y>>2];xvb(d,w,C)|0}else if((v|0)==54){v=0;b[j>>0]=0;f[C>>2]=245102;o=Mub()|0;if((f[o>>2]|0)>>>0>2)f[C>>2]=245116;f[z>>2]=(f[d>>2]|0)+(i<<2);f[w>>2]=f[z>>2];yvb(d,w,C)|0;f[A>>2]=(f[d>>2]|0)+(i+1<<2);f[D>>2]=k;f[w>>2]=f[A>>2];xvb(d,w,D)|0}i=i+2|0;j=k}if((v|0)==44)vOb(w);if((b[p>>0]|0)<0)sOb(f[B>>2]|0);D=i;u=E;return D|0}function vvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+4|0;c=f[a>>2]|0;e=(f[j>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>1;c=i>>2>>>0<536870911?(c>>>0<d>>>0?d:c):1073741823;do if(!c)g=0;else if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;break}while(0);d=g+(e<<2)|0;e=d;i=g+(c<<2)|0;h=f[b>>2]|0;f[b>>2]=0;f[d>>2]=h;h=d+4|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{c=c+-4|0;g=f[c>>2]|0;f[c>>2]=0;f[d+-4>>2]=g;d=e+-4|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)tOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function wvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function xvb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>2<<2)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){f[o>>2]=f[c>>2];f[p>>2]=(f[p>>2]|0)+4;p=o;return p|0}e=b-(o+4)|0;g=e>>2;b=o+(g<<2)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];b=b+4|0;d=(f[p>>2]|0)+4|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<2)|0,o|0,e|0)|0;f[o>>2]=f[c>>2];p=o;return p|0}b=(b-e>>2)+1|0;if(b>>>0>1073741823)AMb(a);m=d-e|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<b>>>0?b:d):1073741823;m=o;h=j>>2;do if(!d){k=0;l=0}else if(d>>>0>1073741823)vd();else{l=pOb(d<<2)|0;k=l;break}while(0);b=k+(h<<2)|0;e=b;i=k+(d<<2)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)<<2)|0;e=b;break}d=d<<2>>1;d=(d|0)==0?1:d;if(d>>>0>1073741823)vd();j=pOb(d<<2)|0;b=j+(d>>>2<<2)|0;e=b;d=j+(d<<2)|0;if(!k)i=d;else{sOb(l);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];b=e+4|0;d=m-g|0;h=e+(0-(d>>2)<<2)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[p>>2]|0)-m|0;if((d|0)>0){bQb(b|0,o|0,d|0)|0;b=b+(d>>>2<<2)|0}d=f[a>>2]|0;f[a>>2]=h;f[p>>2]=b;f[n>>2]=i;if(!d){p=e;return p|0}sOb(d);p=e;return p|0}function yvb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>2<<2)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){f[o>>2]=f[c>>2];f[p>>2]=(f[p>>2]|0)+4;p=o;return p|0}e=b-(o+4)|0;g=e>>2;b=o+(g<<2)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];b=b+4|0;d=(f[p>>2]|0)+4|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<2)|0,o|0,e|0)|0;if(o>>>0<=c>>>0)c=(f[p>>2]|0)>>>0>c>>>0?c+4|0:c;f[o>>2]=f[c>>2];p=o;return p|0}b=(b-e>>2)+1|0;if(b>>>0>1073741823)AMb(a);m=d-e|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<b>>>0?b:h):1073741823;m=o;i=j>>2;do if(!h){k=0;l=0}else if(h>>>0>1073741823)vd();else{l=pOb(h<<2)|0;k=l;break}while(0);b=k+(i<<2)|0;e=b;d=k+(h<<2)|0;do if((i|0)==(h|0)){if((j|0)>0){b=b+(((h+1|0)/-2|0)<<2)|0;e=b;break}d=h<<2>>1;d=(d|0)==0?1:d;if(d>>>0>1073741823)vd();j=pOb(d<<2)|0;b=j+(d>>>2<<2)|0;e=b;d=j+(d<<2)|0;if(k){sOb(l);g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];c=e+4|0;b=m-g|0;h=e+(0-(b>>2)<<2)|0;if((b|0)>0)bQb(h|0,g|0,b|0)|0;b=(f[p>>2]|0)-m|0;if((b|0)>0){bQb(c|0,o|0,b|0)|0;c=c+(b>>>2<<2)|0}b=f[a>>2]|0;f[a>>2]=h;f[p>>2]=c;f[n>>2]=d;if(!b){p=e;return p|0}sOb(b);p=e;return p|0}function zvb(a){a=a|0;var b=0,c=0;c=pOb(28)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42792;b=c+12|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[a>>2]=b;f[a+4>>2]=c;a=_d()|0;f[b>>2]=a;return}function Avb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=42792;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b){aOb(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-8|0;f[g>>2]=c;d=f[d+-4>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);return}function Bvb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=42792;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b){aOb(a);sOb(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-8|0;f[g>>2]=c;d=f[d+-4>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);sOb(a);return}function Cvb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b)return;d=a+20|0;a=f[d>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-8|0;f[d>>2]=a;c=f[c+-4>>2]|0;if(c){iOb(c);a=f[d>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[e>>2]|0}sOb(b);return}function Dvb(a){a=a|0;sOb(a);return}function Evb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;h=n+16|0;j=n+8|0;g=n;f[h>>2]=0;m=h+4|0;f[m>>2]=0;f[j>>2]=0;l=j+4|0;f[l>>2]=0;i=pOb(28)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=42792;k=i+12|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[a>>2]=k;f[a+4>>2]=i;a=_d()|0;f[k>>2]=a;if(e){tvb(g,35633,b,d,1);a=f[g>>2]|0;b=g+4|0;e=f[b>>2]|0;f[g>>2]=0;f[b>>2]=0;f[h>>2]=a;a=f[m>>2]|0;f[m>>2]=e;if(a|0)iOb(a);tvb(g,35632,c,d,1);a=f[g>>2]|0;c=g+4|0;d=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[j>>2]=a;a=f[l>>2]|0;f[l>>2]=d;if(a|0)iOb(a)}else{tvb(g,35633,b,d,0);a=f[g>>2]|0;b=g+4|0;e=f[b>>2]|0;f[g>>2]=0;f[b>>2]=0;f[h>>2]=a;a=f[m>>2]|0;f[m>>2]=e;if(a|0)iOb(a);tvb(g,35632,c,d,0);a=f[g>>2]|0;c=g+4|0;d=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[j>>2]=a;a=f[l>>2]|0;f[l>>2]=d;if(a|0)iOb(a)}a=f[h>>2]|0;b=a;do if(a|0){a=f[a>>2]|0;if(a|0){Md(f[k>>2]|0,a|0);e=i+20|0;a=f[e>>2]|0;if((a|0)==(f[i+24>>2]|0)){Fvb(i+16|0,h);break}f[a>>2]=b;b=f[m>>2]|0;f[a+4>>2]=b;if(b){gOb(b);a=f[e>>2]|0}f[e>>2]=a+8}}while(0);a=f[j>>2]|0;b=a;do if(a|0){a=f[a>>2]|0;if(a|0){Md(f[k>>2]|0,a|0);e=i+20|0;a=f[e>>2]|0;if((a|0)==(f[i+24>>2]|0)){Fvb(i+16|0,j);break}f[a>>2]=b;b=f[l>>2]|0;f[a+4>>2]=b;if(b){gOb(b);a=f[e>>2]|0}f[e>>2]=a+8}}while(0);Ne(f[k>>2]|0);a=f[l>>2]|0;if(a|0)iOb(a);a=f[m>>2]|0;if(!a){u=n;return}iOb(a);u=n;return}function Fvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Gvb(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;if(!c)return;c=f[c>>2]|0;if(!c)return;Md(f[a>>2]|0,c|0);d=a+8|0;c=f[d>>2]|0;if((c|0)==(f[a+12>>2]|0)){Fvb(a+4|0,b);return}f[c>>2]=f[b>>2];a=f[b+4>>2]|0;f[c+4>>2]=a;if(a){gOb(a);c=f[d>>2]|0}f[d>>2]=c+8;return}function Hvb(a,b){a=a|0;b=b|0;Ne(f[a>>2]|0);return}function Ivb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35714,b|0);u=c;return (f[b>>2]|0)==1|0}function Jvb(a,b){a=a|0;b=b|0;return De(f[a>>2]|0,b|0)|0}function Kvb(a,b){a=a|0;b=b|0;return Le(f[a>>2]|0,b|0)|0}function Lvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35721,b|0);u=c;return f[b>>2]|0}function Mvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35718,b|0);u=c;return f[b>>2]|0}function Nvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35722,b|0);u=c;return f[b>>2]|0}function Ovb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35719,b|0);u=c;return f[b>>2]|0}function Pvb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;Be(f[a>>2]|0,b|0,c|0,d|0,e|0,g|0,h|0);return}function Qvb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;Ce(f[a>>2]|0,b|0,c|0,d|0,e|0,g|0,h|0);return}function Rvb(){f[64748]=0;f[64749]=0;f[64750]=0;f[64751]=0;f[64752]=0;f[64753]=0;return}function Svb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+20|0;m=o+16|0;n=o;He(2978,n|0);f[a+44>>2]=f[n>>2];f[a+48>>2]=f[n+4>>2];f[a+52>>2]=f[n+8>>2];f[a+56>>2]=f[n+12>>2];He(35660,l|0);f[a>>2]=f[l>>2];He(35661,l|0);k=a+4|0;f[k>>2]=f[l>>2];He(36347,l|0);j=(f[l>>2]|0)>>>1;f[a+8>>2]=j>>>0>128?j:128;He(36349,l|0);f[a+12>>2]=f[l>>2];He(34921,l|0);f[a+16>>2]=f[l>>2];He(34024,l|0);f[a+20>>2]=f[l>>2];He(3379,l|0);f[a+24>>2]=f[l>>2];if($ub()|0){He(36183,l|0);c=f[l>>2]|0}else c=0;f[a+28>>2]=c;j=a+64|0;e=f[k>>2]|0;g=a+68|0;h=f[g>>2]|0;d=f[j>>2]|0;c=h-d>>2;if(e>>>0>c>>>0){eCa(j,e-c|0);e=f[k>>2]|0}else if(e>>>0<c>>>0){c=d+(e<<2)|0;if((c|0)!=(h|0))f[g>>2]=h+(~((h+-4-c|0)>>>2)<<2)}i=a+76|0;g=a+80|0;h=f[g>>2]|0;d=f[i>>2]|0;c=h-d>>2;if(e>>>0>c>>>0)eCa(i,e-c|0);else if(e>>>0<c>>>0){c=d+(e<<2)|0;if((c|0)!=(h|0))f[g>>2]=h+(~((h+-4-c|0)>>>2)<<2)}He(3414,l|0);f[a+32>>2]=f[l>>2];if(dvb()|0){He(36063,l|0);c=f[l>>2]|0}else c=1;f[a+36>>2]=c;Ge(33901,n|0);f[a+40>>2]=f[n+4>>2];He(34016,l|0);c=(f[l>>2]|0)+-33984|0;d=a+60|0;f[d>>2]=c;if(f[k>>2]|0){c=0;do{Ld(c+33984|0);He(32873,l|0);f[(f[j>>2]|0)+(c<<2)>>2]=f[l>>2];He(34068,l|0);f[(f[i>>2]|0)+(c<<2)>>2]=f[l>>2];c=c+1|0}while(c>>>0<(f[k>>2]|0)>>>0);c=f[d>>2]|0}Ld(c+33984|0);He(34964,l|0);f[a+88>>2]=f[l>>2];He(34965,l|0);f[a+92>>2]=f[l>>2];He(35725,l|0);f[a+96>>2]=f[l>>2];He(36007,l|0);f[a+100>>2]=f[l>>2];k=_ub()|0;He(36006,l|0);c=f[l>>2]|0;f[a+104>>2]=c;if(k){He(36010,l|0);c=f[l>>2]|0}f[a+108>>2]=c;He(3317,l|0);f[a+112>>2]=f[l>>2];He(3333,l|0);f[a+116>>2]=f[l>>2];Ee(3107,n|0);b[a+120>>0]=(b[n>>0]|0)==1&1;b[a+121>>0]=(b[n+1>>0]|0)==1&1;b[a+122>>0]=(b[n+2>>0]|0)==1&1;b[a+123>>0]=(b[n+3>>0]|0)==1&1;He(2930,l|0);b[a+124>>0]=(f[l>>2]|0)==1&1;He(2886,l|0);f[a+128>>2]=f[l>>2];Ge(3106,n|0);f[a+132>>2]=f[n>>2];f[a+136>>2]=f[n+4>>2];f[a+140>>2]=f[n+8>>2];f[a+144>>2]=f[n+12>>2];Ge(2931,m|0);f[a+148>>2]=f[m>>2];He(2961,l|0);f[a+152>>2]=f[l>>2];He(32777,l|0);f[a+156>>2]=f[l>>2];He(34877,l|0);f[a+160>>2]=f[l>>2];He(32969,l|0);f[a+164>>2]=f[l>>2];He(32971,l|0);f[a+168>>2]=f[l>>2];He(32968,l|0);f[a+172>>2]=f[l>>2];He(32970,l|0);f[a+176>>2]=f[l>>2];He(2885,l|0);f[a+180>>2]=f[l>>2];He(2932,l|0);f[a+184>>2]=f[l>>2];Ge(2928,n|0);f[a+188>>2]=f[n>>2];f[a+192>>2]=f[n+4>>2];Ge(32824,m|0);f[a+196>>2]=f[m>>2];Ge(10752,m|0);f[a+200>>2]=f[m>>2];He(3088,n|0);f[a+204>>2]=f[n>>2];f[a+208>>2]=f[n+4>>2];f[a+212>>2]=f[n+8>>2];f[a+216>>2]=f[n+12>>2];He(2962,l|0);f[a+220>>2]=f[l>>2];He(2967,l|0);f[a+224>>2]=f[l>>2];He(2963,l|0);f[a+228>>2]=f[l>>2];He(34816,l|0);f[a+232>>2]=f[l>>2];He(36003,l|0);f[a+236>>2]=f[l>>2];He(36004,l|0);f[a+240>>2]=f[l>>2];He(2968,l|0);f[a+244>>2]=f[l>>2];He(36005,l|0);f[a+248>>2]=f[l>>2];He(2964,l|0);f[a+252>>2]=f[l>>2];He(2965,l|0);f[a+256>>2]=f[l>>2];He(2966,l|0);f[a+260>>2]=f[l>>2];He(34817,l|0);f[a+264>>2]=f[l>>2];He(34818,l|0);f[a+268>>2]=f[l>>2];He(34819,l|0);f[a+272>>2]=f[l>>2];n=(Me(3042)|0)<<24>>24==1&1;b[a+276>>0]=n;n=(Me(2884)|0)<<24>>24==1&1;b[a+277>>0]=n;n=(Me(2929)|0)<<24>>24==1&1;b[a+278>>0]=n;n=(Me(3024)|0)<<24>>24==1&1;b[a+279>>0]=n;n=(Me(32823)|0)<<24>>24==1&1;b[a+280>>0]=n;n=(Me(32926)|0)<<24>>24==1&1;b[a+281>>0]=n;n=(Me(32928)|0)<<24>>24==1&1;b[a+282>>0]=n;n=(Me(3089)|0)<<24>>24==1&1;b[a+283>>0]=n;n=(Me(2960)|0)<<24>>24==1&1;b[a+284>>0]=n;u=o;return}function Tvb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+44|0;h=a+48|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+52>>2]|0)==(d|0))if((f[a+56>>2]|0)==(e|0)){h=0;return h|0}tf(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+52>>2]=d;f[a+56>>2]=e;h=1;return h|0}function Uvb(a,b){a=a|0;b=b|0;a=a+60|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Ld(b+33984|0);f[a>>2]=b;b=1;return b|0}function Vvb(a,b){a=a|0;b=b|0;var c=0;c=a+60|0;a=a+64|0;if((f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]|0)==(b|0)){c=0;return c|0}Qd(3553,b|0);f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]=b;c=1;return c|0}function Wvb(a,b){a=a|0;b=b|0;var c=0;c=a+60|0;a=a+76|0;if((f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]|0)==(b|0)){c=0;return c|0}Qd(34067,b|0);f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]=b;c=1;return c|0}function Xvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;e=g;f[e>>2]=b;if(!b){u=g;return}c=f[a+64>>2]|0;d=f[a+68>>2]|0;a:do if((c|0)!=(d|0))while(1){if((f[c>>2]|0)==(b|0))f[c>>2]=0;c=c+4|0;if((c|0)==(d|0))break a;b=f[e>>2]|0}while(0);c=f[a+76>>2]|0;b=f[a+80>>2]|0;if((c|0)!=(b|0))do{if((f[c>>2]|0)==(f[e>>2]|0))f[c>>2]=0;c=c+4|0}while((c|0)!=(b|0));fe(1,e|0);u=g;return}function Yvb(a,b){a=a|0;b=b|0;a=a+88|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Nd(34962,b|0);f[a>>2]=b;b=1;return b|0}function Zvb(a,b){a=a|0;b=b|0;a=a+92|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Nd(34963,b|0);f[a>>2]=b;b=1;return b|0}function _vb(a,b,c){a=a|0;b=b|0;c=c|0;switch(b|0){case 34962:{a=a+88|0;if((f[a>>2]|0)==(c|0))a=0;else{Nd(34962,c|0);f[a>>2]=c;a=1}break}case 34963:{a=a+92|0;if((f[a>>2]|0)==(c|0))a=0;else{Nd(34963,c|0);f[a>>2]=c;a=1}break}default:a=0}return a|0}function $vb(a,b){a=a|0;b=b|0;switch(b|0){case 34962:{a=a+88|0;break}case 34963:{a=a+92|0;break}default:{b=0;return b|0}}b=f[a>>2]|0;return b|0}function awb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;f[d>>2]=b;if(!b){u=e;return}c=a+88|0;if((f[c>>2]|0)==(b|0))f[c>>2]=0;a=a+92|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;ae(1,d|0);u=e;return}function bwb(a,b){a=a|0;b=b|0;a=a+96|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}of(b|0);f[a>>2]=b;b=1;return b|0}function cwb(a,b){a=a|0;b=b|0;a=a+100|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Pd(36161,b|0);f[a>>2]=b;b=1;return b|0}function dwb(a,b){a=a|0;b=b|0;var c=0;c=a+104|0;a=a+108|0;if((f[c>>2]|0)==(b|0))if((f[a>>2]|0)==(b|0)){c=0;return c|0}Od(36160,b|0);f[a>>2]=b;f[c>>2]=b;c=1;return c|0}function ewb(a,b){a=a|0;b=b|0;a=a+104|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Od(36009,b|0);f[a>>2]=b;b=1;return b|0}function fwb(a,b){a=a|0;b=b|0;a=a+108|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Od(36008,b|0);f[a>>2]=b;b=1;return b|0}function gwb(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;f[c>>2]=b;if(!b){u=d;return}a=a+100|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;de(1,c|0);u=d;return}function hwb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;f[d>>2]=b;if(!b){u=e;return}c=a+104|0;if((f[c>>2]|0)==(b|0))f[c>>2]=0;a=a+108|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;be(1,d|0);u=e;return}function iwb(a,b){a=a|0;b=b|0;a=a+112|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Oe(3317,b|0);f[a>>2]=b;b=1;return b|0}function jwb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0;i=c&1;j=d&1;k=e&1;l=f&1;m=a+120|0;g=a+121|0;if((h[m>>0]|0|0)==(c&1|0))if((h[g>>0]|0|0)==(d&1|0))if((h[a+122>>0]|0|0)==(e&1|0))if((h[a+123>>0]|0|0)==(f&1|0)){m=0;return m|0}Yd(i|0,j|0,k|0,l|0);b[m>>0]=i;b[g>>0]=j;b[a+122>>0]=k;b[a+123>>0]=l;m=1;return m|0}function kwb(a,c){a=a|0;c=c|0;var d=0;d=c&1;a=a+124|0;if((h[a>>0]|0|0)==(c&1|0)){d=0;return d|0}he(d|0);b[a>>0]=d;d=1;return d|0}function lwb(a,b){a=a|0;b=b|0;a=a+128|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}ve(b|0);f[a>>2]=b;b=1;return b|0}function mwb(a,b,c,d,e){a=a|0;b=+b;c=+c;d=+d;e=+e;var f=0,g=0;f=a+132|0;g=a+136|0;if(+n[f>>2]==b)if(+n[g>>2]==c)if(+n[a+140>>2]==d)if(+n[a+144>>2]==e){g=0;return g|0}Wd(+b,+c,+d,+e);n[f>>2]=b;n[g>>2]=c;n[a+140>>2]=d;n[a+144>>2]=e;g=1;return g|0}function nwb(a,b){a=a|0;b=b|0;a=a+152|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xd(b|0);f[a>>2]=b;b=1;return b|0}function owb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+164|0;h=a+172|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+168>>2]|0)==(d|0))if((f[a+176>>2]|0)==(e|0)){h=0;return h|0}Sd(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+168>>2]=d;f[a+176>>2]=e;h=1;return h|0}function pwb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=a+164|0;e=a+168|0;if((f[d>>2]|0)==(b|0))if((f[e>>2]|0)==(b|0))if((f[a+172>>2]|0)==(c|0))if((f[a+176>>2]|0)==(c|0)){e=0;return e|0}Rd(b|0,c|0);f[e>>2]=b;f[d>>2]=b;f[a+176>>2]=c;f[a+172>>2]=c;e=1;return e|0}function qwb(a,b){a=a|0;b=b|0;a=a+184|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}ge(b|0);f[a>>2]=b;b=1;return b|0}function rwb(a,b,c){a=a|0;b=+b;c=+c;var d=0;d=a+188|0;a=a+192|0;if(+n[d>>2]==b)if(+n[a>>2]==c){d=0;return d|0}ie(+b,+c);n[d>>2]=b;n[a>>2]=c;d=1;return d|0}function swb(a,b,c){a=a|0;b=+b;c=+c;var d=0;d=a+196|0;a=a+200|0;if(+n[d>>2]==b)if(+n[a>>2]==c){d=0;return d|0}Pe(+b,+c);n[d>>2]=b;n[a>>2]=c;d=1;return d|0}function twb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+204|0;h=a+208|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+212>>2]|0)==(d|0))if((f[a+216>>2]|0)==(e|0)){h=0;return h|0}Se(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+212>>2]=d;f[a+216>>2]=e;h=1;return h|0}function uwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+220|0;g=a+232|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(b|0))if((f[a+224>>2]|0)==(c|0))if((f[a+236>>2]|0)==(c|0))if((f[a+228>>2]|0)==(d|0))if((f[a+240>>2]|0)==(d|0)){g=0;return g|0}Ue(b|0,c|0,d|0);f[g>>2]=b;f[e>>2]=b;f[a+236>>2]=c;f[a+224>>2]=c;f[a+240>>2]=d;f[a+228>>2]=d;g=1;return g|0}function vwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+220|0;g=a+224|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+228>>2]|0)==(d|0)){g=0;return g|0}Ve(1028,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+228>>2]=d;g=1;return g|0}function wwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+232|0;g=a+236|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+240>>2]|0)==(d|0)){g=0;return g|0}Ve(1029,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+240>>2]=d;g=1;return g|0}function xwb(a,b){a=a|0;b=b|0;var c=0;c=a+244|0;a=a+248|0;if((f[c>>2]|0)==(b|0))if((f[a>>2]|0)==(b|0)){c=0;return c|0}We(b|0);f[a>>2]=b;f[c>>2]=b;c=1;return c|0}function ywb(a,b){a=a|0;b=b|0;a=a+244|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xe(1028,b|0);f[a>>2]=b;b=1;return b|0}function zwb(a,b){a=a|0;b=b|0;a=a+248|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xe(1029,b|0);f[a>>2]=b;b=1;return b|0}function Awb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+252|0;g=a+264|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(b|0))if((f[a+256>>2]|0)==(c|0))if((f[a+268>>2]|0)==(c|0))if((f[a+260>>2]|0)==(d|0))if((f[a+272>>2]|0)==(d|0)){g=0;return g|0}Ye(b|0,c|0,d|0);f[g>>2]=b;f[e>>2]=b;f[a+268>>2]=c;f[a+256>>2]=c;f[a+272>>2]=d;f[a+260>>2]=d;g=1;return g|0}function Bwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+252|0;g=a+256|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+260>>2]|0)==(d|0)){g=0;return g|0}Ze(1028,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+260>>2]=d;g=1;return g|0}function Cwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+264|0;g=a+268|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+272>>2]|0)==(d|0)){g=0;return g|0}Ze(1029,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+272>>2]=d;g=1;return g|0}function Dwb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+220|0;d=(f[i>>2]|0)==(b|0);if(d)if((f[a+232>>2]|0)==(b|0)){i=0;return i|0}e=f[a+224>>2]|0;g=a+236|0;if((e|0)==(f[g>>2]|0)){c=f[a+228>>2]|0;if((c|0)==(f[a+240>>2]|0)){Ue(b|0,e|0,c|0);c=a+232|0}else h=6}else h=6;if((h|0)==6){if(!d)Ve(1028,b|0,e|0,f[a+228>>2]|0);c=a+232|0;if((f[c>>2]|0)!=(b|0))Ve(1029,b|0,f[g>>2]|0,f[a+240>>2]|0)}f[c>>2]=b;f[i>>2]=b;i=1;return i|0}function Ewb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+224|0;d=(f[i>>2]|0)==(b|0);if(d)if((f[a+236>>2]|0)==(b|0)){i=0;return i|0}e=f[a+220>>2]|0;g=a+232|0;if((e|0)==(f[g>>2]|0)){c=f[a+228>>2]|0;if((c|0)==(f[a+240>>2]|0)){Ue(e|0,b|0,c|0);c=a+236|0}else h=6}else h=6;if((h|0)==6){if(!d)Ve(1028,e|0,b|0,f[a+228>>2]|0);c=a+236|0;if((f[c>>2]|0)!=(b|0))Ve(1029,f[g>>2]|0,b|0,f[a+240>>2]|0)}f[c>>2]=b;f[i>>2]=b;i=1;return i|0}function Fwb(a,c){a=a|0;c=c|0;a=a+276|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(3042);else je(3042);b[a>>0]=c&1;c=1;return c|0}function Gwb(a,c){a=a|0;c=c|0;a=a+277|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2884);else je(2884);b[a>>0]=c&1;c=1;return c|0}function Hwb(a,c){a=a|0;c=c|0;a=a+278|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2929);else je(2929);b[a>>0]=c&1;c=1;return c|0}function Iwb(a,c){a=a|0;c=c|0;a=a+280|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(32823);else je(32823);b[a>>0]=c&1;c=1;return c|0}function Jwb(a,c){a=a|0;c=c|0;a=a+283|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(3089);else je(3089);b[a>>0]=c&1;c=1;return c|0}function Kwb(a,c){a=a|0;c=c|0;a=a+284|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2960);else je(2960);b[a>>0]=c&1;c=1;return c|0}function Lwb(a){a=a|0;f[a>>2]=33071;f[a+4>>2]=33071;f[a+8>>2]=9729;f[a+12>>2]=9729;n[a+16>>2]=1.0;return}function Mwb(a,b,c){a=a|0;b=b|0;c=c|0;f[a>>2]=b;f[a+4>>2]=(c|0)==0?b:c;return}function Nwb(a,b,c){a=a|0;b=b|0;c=c|0;f[a+8>>2]=b;f[a+12>>2]=(c|0)==0?b:c;return}function Owb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=1.0;f[a+16>>2]=f[(b>1.0?e:d)>>2];u=c;return}function Pwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[a>>2]|0;if((f[a+28>>2]|0)!=(f[e+44>>2]|0)){a=0;return a|0}f[e+16>>2]=b;f[e+20>>2]=c;c=a+8|0;e=e+24|0;f[e>>2]=f[c>>2];f[e+4>>2]=f[c+4>>2];f[e+8>>2]=f[c+8>>2];f[e+12>>2]=f[c+12>>2];f[e+16>>2]=f[c+16>>2];switch(d|0){case 1:{b=6409;break}case 2:{b=6410;break}case 3:{b=6407;break}default:b=6408}c=f[a>>2]|0;f[c+12>>2]=b;f[a+32>>2]=f[(f[64748]|0)+(f[64747]<<2)>>2];if(!c)b=0;else b=f[c+8>>2]|0;Vvb(258928,b)|0;a=1;return a|0}function Qwb(a,c,d){a=a|0;c=c|0;d=d|0;do if(!a){a=f[c>>2]|0;if((f[c+28>>2]|0)==(f[a+44>>2]|0))if(!d){b[a+48>>0]=0;a=f[c+44>>2]|0;if(!a)break;gh[a&2047](f[c+36>>2]|0);break}else{Rwb(a);Vvb(258928,f[c+32>>2]|0)|0;b[(f[c>>2]|0)+48>>0]=2;a=f[c+40>>2]|0;if(!a)break;gh[a&2047](f[c+36>>2]|0);break}}else if(!c)return;while(0);a=f[c+4>>2]|0;if(a|0)iOb(a);sOb(c);return}function Rwb(a){a=a|0;var c=0,d=0,e=0,g=0;g=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;e=Mub()|0;do if((f[e>>2]|0)>>>0>2)d=4;else{e=f[a+16>>2]|0;if(!(e+-1&e)){e=f[a+20>>2]|0;if(!(e+-1&e)){d=4;break}}af(3553,10242,33071);af(3553,10243,33071);c=f[a+36>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10241,c|0);c=f[a+32>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10240,c|0)}while(0);a:do if((d|0)==4){af(3553,10242,f[a+24>>2]|0);af(3553,10243,f[a+28>>2]|0);e=a+36|0;af(3553,10241,f[e>>2]|0);c=f[a+32>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10240,c|0);d=f[e>>2]|0;switch(d|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:break a}if((c|0)!=(d|0)){Ae(3553);switch(f[e>>2]|0){case 9984:case 9728:case 9986:break a;default:{}}e=(Wub()|0)+4|0;if(b[e>>0]|0)$e(3553,34046,+(+n[a+40>>2]))}}while(0);Vvb(258928,g)|0;return}function Swb(a,c){a=a|0;c=c|0;if(!a){a=f[c>>2]|0;if((f[c+28>>2]|0)==(f[a+44>>2]|0)){b[a+48>>0]=0;a=f[c+44>>2]|0;if(a|0)gh[a&2047](f[c+36>>2]|0)}}else if(!c)return;a=f[c+4>>2]|0;if(a|0)iOb(a);sOb(c);return}function Twb(a){a=a|0;var b=0;b=u;u=u+16|0;Uwb(a,b);ze(1,(f[a>>2]|0)+8|0);u=b;return}function Uwb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=pOb(64)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42820;g=d+12|0;f[g>>2]=0;e=d+16|0;f[e>>2]=0;f[d+20>>2]=0;f[d+24>>2]=6408;f[d+28>>2]=0;f[d+32>>2]=0;f[d+36>>2]=33071;f[d+40>>2]=33071;f[d+44>>2]=9729;f[d+48>>2]=9729;n[d+52>>2]=1.0;f[d+56>>2]=0;b[d+60>>0]=2;f[a>>2]=g;f[a+4>>2]=d;gOb(d);hOb(d);c=f[e>>2]|0;f[g>>2]=g;f[e>>2]=d;if(!c){iOb(d);return}jOb(c);iOb(d);return}function Vwb(a){a=a|0;var b=0;f[a>>2]=42820;Xvb(258928,f[a+20>>2]|0);b=f[a+16>>2]|0;if(!b){aOb(a);return}jOb(b);aOb(a);return}function Wwb(a){a=a|0;var b=0;f[a>>2]=42820;Xvb(258928,f[a+20>>2]|0);b=f[a+16>>2]|0;if(!b){aOb(a);sOb(a);return}jOb(b);aOb(a);sOb(a);return}function Xwb(a){a=a|0;Xvb(258928,f[a+20>>2]|0);a=f[a+16>>2]|0;if(!a)return;jOb(a);return}function Ywb(a){a=a|0;sOb(a);return}function Zwb(a){a=a|0;var b=0;b=Mub()|0;if((f[b>>2]|0)>>>0>2){b=1;return b|0}b=f[a+16>>2]|0;if(b+-1&b|0){b=0;return b|0}b=f[a+20>>2]|0;b=(b+-1&b|0)==0;return b|0}function _wb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h;switch(c<<24>>24){case 1:{f[g>>2]=-16711936;e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6409;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6409,2,2,0,6409,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}case 2:{e=g;f[e>>2]=-256;f[e+4>>2]=-16711681;e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6410;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6410,2,2,0,6410,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}case 3:{c=g;d=245263;e=c+12|0;do{b[c>>0]=b[d>>0]|0;c=c+1|0;d=d+1|0}while((c|0)<(e|0));e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6407;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6407,2,2,0,6407,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}default:{c=g;d=245275;e=c+16|0;do{b[c>>0]=b[d>>0]|0;c=c+1|0;d=d+1|0}while((c|0)<(e|0));e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6408;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6408,2,2,0,6408,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}}}function $wb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;j=a+44|0;f[j>>2]=(f[j>>2]|0)+1;f[a+12>>2]=b;f[a+16>>2]=c;f[a+20>>2]=d;j=a+24|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];i=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;j=f[64760]|0;do if(h|0){if(c&1|0){iwb(258928,1)|0;break}if(!(c&3)){iwb(258928,4)|0;break}else{iwb(258928,2)|0;break}}while(0);_e(3553,0,b|0,c|0,d|0,0,e|0,g|0,h|0);Rwb(a);iwb(258928,j)|0;Vvb(258928,i)|0;return}function axb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;a:do if((b|0)<34041){switch(b|0){case 6402:break;default:{g=5121;h=b;break a}}g=5123;h=6402}else{switch(b|0){case 34041:break;default:{g=5121;h=b;break a}}h=Mub()|0;g=34042;h=(f[h>>2]|0)>>>0>2?35056:34041}while(0);i=a+44|0;f[i>>2]=(f[i>>2]|0)+1;f[a+12>>2]=h;f[a+16>>2]=c;f[a+20>>2]=d;i=a+24|0;f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[i+12>>2]=f[e+12>>2];f[i+16>>2]=f[e+16>>2];e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;i=f[64760]|0;_e(3553,0,h|0,c|0,d|0,0,b|0,g|0,0);Rwb(a);iwb(258928,i)|0;Vvb(258928,e)|0;return}function bxb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,o=0,p=0,q=0,r=0;if((c|0)==0|(d|0)==0){if(!k)return;gh[k&2047](i);return}if(!(e<<24>>24))h=(h&255)>3?3:h<<24>>24==2?1:h;m=pOb(48)|0;f[m>>2]=0;o=m+4|0;f[o>>2]=0;p=m+8|0;f[p>>2]=33071;f[m+12>>2]=33071;f[m+16>>2]=9729;f[m+20>>2]=9729;n[m+24>>2]=1.0;q=a+44|0;f[q>>2]=(f[q>>2]|0)+1;r=f[a>>2]|0;l=f[a+4>>2]|0;if(!l)vd();l=kOb(l)|0;if(!l)vd();f[m>>2]=r;f[o>>2]=l;r=f[q>>2]|0;f[p>>2]=f[g>>2];f[p+4>>2]=f[g+4>>2];f[p+8>>2]=f[g+8>>2];f[p+12>>2]=f[g+12>>2];f[p+16>>2]=f[g+16>>2];f[m+28>>2]=r;f[m+36>>2]=i;f[m+40>>2]=j;f[m+44>>2]=k;b[a+48>>0]=1;uf(c|0,d|0,e&255|0,h&255|0,m|0,10,107,962);return}function cxb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=f[b>>2]|0;if(!d)return;e=f[b+12>>2]|0;$wb(a,e,f[b+4>>2]|0,f[b+8>>2]|0,e,f[b+16>>2]|0,d,c);return}function dxb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0;i=f[c>>2]|0;if(!i)return;bxb(a,i,f[c+4>>2]|0,b[c+9>>0]|0,d,b[c+8>>0]|0,e,g,h);return}function exb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+256|0;i=o+48|0;m=o+64|0;e=o+32|0;g=o+16|0;j=o;if(!a){n=0;u=o;return n|0}n=m+8|0;f[m>>2]=15988;l=m+108|0;f[l>>2]=16008;f[m+4>>2]=0;tEb(m+108|0,n);f[m+180>>2]=0;f[m+184>>2]=-1;f[m>>2]=42852;f[m+108>>2]=42872;fxb(n);k=m+72|0;if(!(f[k>>2]|0)){a=zCb(a,245291)|0;f[k>>2]=a;if(!a)h=5;else{f[m+96>>2]=12;a=m}}else h=5;if((h|0)==5){a=m+(f[(f[m>>2]|0)+-12>>2]|0)|0;sEb(a,f[a+16>>2]|4);a=m}if(!(f[m+(f[(f[a>>2]|0)+-12>>2]|0)+16>>2]|0)){GEb(m,0,0,2)|0;EEb(e,m);h=e+8|0;e=f[h+4>>2]|0;if((e|0)<0|(e|0)==0&(f[h>>2]|0)>>>0<1)e=0;else{EEb(g,m);e=f[g+8>>2]|0;if(c|0){h=qOb(e+1|0)|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];FEb(m,i)|0;DEb(m,h,e)|0;b[h+e>>0]=0;a=f[c>>2]|0;f[c>>2]=h;if(a|0)tOb(a)}if(!d)e=1;else{f[d>>2]=e;e=1}}}else e=0;f[m>>2]=42852;f[l>>2]=42872;f[n>>2]=42888;a=f[k>>2]|0;if(a|0){gxb(n)|0;if(!(MBb(a)|0))f[k>>2]=0}if(b[m+104>>0]|0){a=f[m+40>>2]|0;if(a|0)tOb(a)}if(b[m+105>>0]|0){a=f[m+64>>2]|0;if(a|0)tOb(a)}oDb(n);aEb(m,42948);jDb(l);n=e;u=o;return n|0}function fxb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;xEb(a);f[a>>2]=42888;f[a+32>>2]=0;f[a+36>>2]=0;f[a+40>>2]=0;c=a+52|0;i=a+68|0;e=c;g=e+44|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));d[c+44>>1]=0;b[c+46>>0]=0;c=a+4|0;WNb(h,c);g=ZNb(h,262688)|0;YFb(h);if(!g){i=f[a>>2]|0;i=i+12|0;i=f[i>>2]|0;Sg[i&255](a,0,4096)|0;u=j;return}WNb(h,c);g=XFb(h,262688)|0;f[i>>2]=g;YFb(h);i=f[i>>2]|0;i=(Pg[f[(f[i>>2]|0)+28>>2]&1023](i)|0)&1;b[a+98>>0]=i;i=f[a>>2]|0;i=i+12|0;i=f[i>>2]|0;Sg[i&255](a,0,4096)|0;u=j;return}function gxb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=a+64|0;if(!(f[l>>2]|0)){l=0;u=m;return l|0}j=a+68|0;c=f[j>>2]|0;if(!c)vd();i=a+92|0;d=f[i>>2]|0;do if(!(d&16)){if(d&8|0){e=a+80|0;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;do if(!(b[a+98>>0]|0)){e=Pg[f[(f[c>>2]|0)+24>>2]&1023](c)|0;h=a+36|0;g=f[h>>2]|0;c=(f[a+40>>2]|0)-g|0;if((e|0)>0){d=0;c=(X((f[a+16>>2]|0)-(f[a+12>>2]|0)|0,e)|0)+c|0;break}d=f[a+12>>2]|0;if((d|0)==(f[a+16>>2]|0))d=0;else{e=f[j>>2]|0;j=a+32|0;g=Vg[f[(f[e>>2]|0)+32>>2]&31](e,k,f[j>>2]|0,g,d-(f[a+8>>2]|0)|0)|0;d=1;c=c-g+(f[h>>2]|0)-(f[j>>2]|0)|0}}else{d=0;c=(f[a+16>>2]|0)-(f[a+12>>2]|0)|0}while(0);if(KBb(f[l>>2]|0,0-c|0,1)|0){l=-1;u=m;return l|0}if(d){j=k;k=f[j+4>>2]|0;l=a+72|0;f[l>>2]=f[j>>2];f[l+4>>2]=k}l=f[a+32>>2]|0;f[a+40>>2]=l;f[a+36>>2]=l;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[i>>2]=0}}else{if((f[a+24>>2]|0)!=(f[a+20>>2]|0))if((Rg[f[(f[a>>2]|0)+52>>2]&255](a,-1)|0)==-1){l=-1;u=m;return l|0}e=a+72|0;g=a+32|0;c=a+52|0;a:while(1){i=f[j>>2]|0;d=f[g>>2]|0;d=Vg[f[(f[i>>2]|0)+20>>2]&31](i,e,d,d+(f[c>>2]|0)|0,k)|0;i=f[g>>2]|0;a=(f[k>>2]|0)-i|0;if((vCb(i,1,a,f[l>>2]|0)|0)!=(a|0)){c=-1;d=24;break}switch(d|0){case 1:break;case 2:{c=-1;d=24;break a}default:{d=10;break a}}}if((d|0)==10){if(!(OBb(f[l>>2]|0)|0))break;else c=-1;u=m;return c|0}else if((d|0)==24){u=m;return c|0}}while(0);l=0;u=m;return l|0}function hxb(a){a=a|0;var c=0,d=0;f[a>>2]=42888;c=a+64|0;d=f[c>>2]|0;if(d|0){gxb(a)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+96>>0]|0){c=f[a+32>>2]|0;if(c|0)tOb(c)}if(b[a+97>>0]|0){c=f[a+56>>2]|0;if(c|0)tOb(c)}oDb(a);return}function ixb(a){a=a|0;var c=0,d=0;f[a>>2]=42888;c=a+64|0;d=f[c>>2]|0;if(d|0){gxb(a)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+96>>0]|0){c=f[a+32>>2]|0;if(c|0)tOb(c)}if(b[a+97>>0]|0){c=f[a+56>>2]|0;if(c|0)tOb(c)}oDb(a);sOb(a);return}function jxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262688)|0;f[a+68>>2]=c;e=a+98|0;g=b[e>>0]|0;c=Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0;b[e>>0]=c&1;if((g&255|0)==(c&1|0))return;d=a+8|0;g=a+96|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;d=(b[g>>0]|0)!=0;if(c){e=a+32|0;if(d){c=f[e>>2]|0;if(c|0)tOb(c)}d=a+97|0;b[g>>0]=b[d>>0]|0;g=a+60|0;f[a+52>>2]=f[g>>2];a=a+56|0;f[e>>2]=f[a>>2];f[g>>2]=0;f[a>>2]=0;b[d>>0]=0;return}if(!d){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(a+44|0)){e=f[a+52>>2]|0;f[a+60>>2]=e;f[a+56>>2]=d;b[a+97>>0]=0;a=qOb(e)|0;f[c>>2]=a;b[g>>0]=1;return}}g=f[a+52>>2]|0;f[a+60>>2]=g;g=qOb(g)|0;f[a+56>>2]=g;b[a+97>>0]=1;return}function kxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=a+8|0;j=a+96|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;if(b[j>>0]|0){e=f[a+32>>2]|0;if(e|0)tOb(e)}i=a+97|0;if(b[i>>0]|0){e=f[a+56>>2]|0;if(e|0)tOb(e)}e=a+52|0;f[e>>2]=d;if(d>>>0>8){e=b[a+98>>0]|0;if((c|0)!=0&e<<24>>24!=0){g=0;h=c}else{g=1;h=qOb(d)|0}f[a+32>>2]=h}else{f[a+32>>2]=a+44;f[e>>2]=8;g=0;e=b[a+98>>0]|0}b[j>>0]=g;if(e<<24>>24){f[a+60>>2]=0;c=0;d=0;j=a+56|0;f[j>>2]=d;b[i>>0]=c;return a|0}e=(d|0)>8?d:8;f[a+60>>2]=e;if((c|0)!=0&e>>>0>7){j=0;d=c;c=a+56|0;f[c>>2]=d;b[i>>0]=j;return a|0}c=1;d=qOb(e)|0;j=a+56|0;f[j>>2]=d;b[i>>0]=c;return a|0}function lxb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;g=f[b+68>>2]|0;if(!g)vd();g=Pg[f[(f[g>>2]|0)+24>>2]&1023](g)|0;h=b+64|0;if(!(f[h>>2]|0)){g=0;h=0;b=-1;c=-1}else if(((c|0)!=0|(d|0)!=0)&(g|0)<1){g=0;h=0;b=-1;c=-1}else if(e>>>0<3&(Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0)==0){i=f[h>>2]|0;d=WPb(g|0,((g|0)<0)<<31>>31|0,c|0,d|0)|0;if(!(KBb(i,(g|0)>0?d:0,e)|0)){c=tCb(f[h>>2]|0)|0;h=b+72|0;g=f[h>>2]|0;h=f[h+4>>2]|0;b=c;c=((c|0)<0)<<31>>31}else{g=0;h=0;b=-1;c=-1}}else{g=0;h=0;b=-1;c=-1}i=a;f[i>>2]=g;f[i+4>>2]=h;i=a+8|0;f[i>>2]=b;f[i+4>>2]=c;return}function mxb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;d=b+64|0;if(f[d>>2]|0)if(!(Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0))if(!(KBb(f[d>>2]|0,f[c+8>>2]|0,0)|0)){e=c;d=f[e+4>>2]|0;b=b+72|0;f[b>>2]=f[e>>2];f[b+4>>2]=d;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];return}else{e=a;f[e>>2]=0;f[e+4>>2]=0;e=a+8|0;f[e>>2]=-1;f[e+4>>2]=-1;return}e=a;f[e>>2]=0;f[e+4>>2]=0;e=a+8|0;f[e>>2]=-1;f[e+4>>2]=-1;return}function nxb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;t=u;u=u+16|0;s=t+4|0;o=t;m=a+64|0;if(!(f[m>>2]|0)){s=-1;u=t;return s|0}c=a+92|0;if(!(f[c>>2]&8)){f[a+24>>2]=0;f[a+20>>2]=0;f[a+28>>2]=0;q=(b[a+98>>0]|0)==0;r=f[(q?a+56|0:a+32|0)>>2]|0;q=r+(f[(q?a+60|0:a+52|0)>>2]|0)|0;f[a+8>>2]=r;r=a+12|0;f[r>>2]=q;f[a+16>>2]=q;f[c>>2]=8;d=1;c=q}else{c=a+12|0;d=0;r=c;c=f[c>>2]|0}if(!c){e=s+1|0;f[a+8>>2]=s;f[r>>2]=e;f[a+16>>2]=e}else e=c;q=a+16|0;if(d){c=f[q>>2]|0;n=0}else{c=f[q>>2]|0;n=(c-(f[a+8>>2]|0)|0)/2|0;n=n>>>0<4?n:4}do if((e|0)==(c|0)){c=a+8|0;cQb(f[c>>2]|0,e+(0-n)|0,n|0)|0;if(b[a+98>>0]|0){d=f[c>>2]|0;d=JBb(d+n|0,1,(f[q>>2]|0)-n-d|0,f[m>>2]|0)|0;if(!d){d=-1;break}p=(f[c>>2]|0)+n|0;f[r>>2]=p;f[q>>2]=p+d;d=h[p>>0]|0;break}k=a+40|0;j=f[k>>2]|0;l=a+36|0;d=f[l>>2]|0;g=j;e=d;if((j|0)==(d|0)){j=a+32|0;d=g}else{j=a+32|0;cQb(f[j>>2]|0,d|0,g-e|0)|0;e=f[l>>2]|0;d=f[k>>2]|0}g=f[j>>2]|0;e=g+(d-e)|0;f[l>>2]=e;if((g|0)==(a+44|0))d=8;else d=f[a+52>>2]|0;v=g+d|0;f[k>>2]=v;g=a+60|0;d=(f[g>>2]|0)-n|0;v=v-e|0;i=a+72|0;y=i;x=f[y+4>>2]|0;w=a+80|0;f[w>>2]=f[y>>2];f[w+4>>2]=x;e=JBb(e,1,v>>>0<d>>>0?v:d,f[m>>2]|0)|0;if(!e)d=-1;else{d=f[a+68>>2]|0;if(!d)vd();x=(f[l>>2]|0)+e|0;f[k>>2]=x;y=f[c>>2]|0;if((_g[f[(f[d>>2]|0)+16>>2]&15](d,i,f[j>>2]|0,x,l,y+n|0,y+(f[g>>2]|0)|0,o)|0)==3){d=f[j>>2]|0;e=f[k>>2]|0;f[c>>2]=d;p=25}else{e=f[o>>2]|0;d=(f[c>>2]|0)+n|0;if((e|0)==(d|0))d=-1;else p=25}if((p|0)==25){f[r>>2]=d;f[q>>2]=e;d=h[d>>0]|0}}}else{d=h[e>>0]|0;c=a+8|0}while(0);if((f[c>>2]|0)==(s|0)){f[c>>2]=0;f[r>>2]=0;f[q>>2]=0}y=d;u=t;return y|0}function oxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;if(!(f[a+64>>2]|0)){g=-1;return g|0}g=a+12|0;e=f[g>>2]|0;if((f[a+8>>2]|0)>>>0>=e>>>0){g=-1;return g|0}if((c|0)==-1){f[g>>2]=e+-1;g=0;return g|0}if(!(f[a+88>>2]&16)){d=c&255;a=e+-1|0;if((b[a>>0]|0)!=d<<24>>24){g=-1;return g|0}}else{d=c&255;a=e+-1|0}f[g>>2]=a;b[a>>0]=d;g=c;return g|0}function pxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;h=y+8|0;t=y+4|0;v=y;w=a+64|0;if(!(f[w>>2]|0)){x=-1;u=y;return x|0}e=a+92|0;if(!(f[e>>2]&16)){f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;d=f[a+52>>2]|0;do if(d>>>0>8)if(!(b[a+98>>0]|0)){g=f[a+56>>2]|0;d=g+((f[a+60>>2]|0)+-1)|0;break}else{g=f[a+32>>2]|0;d=g+(d+-1)|0;break}else{d=0;g=0}while(0);f[a+24>>2]=g;o=a+20|0;f[o>>2]=g;r=a+28|0;f[r>>2]=d;f[e>>2]=16;q=o;n=r;s=g;p=d}else{o=a+20|0;g=f[o>>2]|0;p=a+28|0;q=o;n=p;r=p;s=g;p=f[p>>2]|0}m=(c|0)==-1;d=a+24|0;e=f[d>>2]|0;if(!m){if(!e){f[d>>2]=h;f[o>>2]=h;f[n>>2]=h+1;e=h}b[e>>0]=c;e=(f[d>>2]|0)+1|0;f[d>>2]=e;g=f[o>>2]|0}a:do if((e|0)==(g|0))x=32;else{b:do if(!(b[a+98>>0]|0)){k=a+32|0;h=f[k>>2]|0;f[t>>2]=h;l=a+68|0;i=f[l>>2]|0;if(!i)vd();j=a+72|0;a=a+52|0;g=_g[f[(f[i>>2]|0)+12>>2]&15](i,j,g,e,v,h,h+(f[a>>2]|0)|0,t)|0;e=f[o>>2]|0;c:do if((f[v>>2]|0)!=(e|0)){while(1){if((g|0)==3){x=21;break}if(g>>>0>=2)break c;h=f[k>>2]|0;i=(f[t>>2]|0)-h|0;if((vCb(h,1,i,f[w>>2]|0)|0)!=(i|0))break c;if((g|0)!=1){x=28;break}g=f[v>>2]|0;h=f[d>>2]|0;f[q>>2]=g;f[n>>2]=h;e=g;g=e+(h-g)|0;f[d>>2]=g;h=f[l>>2]|0;if(!h){x=19;break}i=f[k>>2]|0;g=_g[f[(f[h>>2]|0)+12>>2]&15](h,j,e,g,v,i,i+(f[a>>2]|0)|0,t)|0;e=f[o>>2]|0;if((f[v>>2]|0)==(e|0))break c}if((x|0)==19)vd();else if((x|0)==21){v=(f[d>>2]|0)-e|0;if((vCb(e,1,v,f[w>>2]|0)|0)!=(v|0))break}break b}while(0);d=-1;break a}else{v=e-g|0;if((vCb(g,1,v,f[w>>2]|0)|0)!=(v|0)){d=-1;break a}}while(0);f[d>>2]=s;f[q>>2]=s;f[r>>2]=p;x=32}while(0);if((x|0)==32)d=m?0:c;x=d;u=y;return x|0}function qxb(a){a=a|0;var c=0,d=0,e=0,g=0;f[a>>2]=42852;e=a+108|0;f[e>>2]=42872;g=a+8|0;f[g>>2]=42888;c=a+72|0;d=f[c>>2]|0;if(d|0){gxb(g)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+104>>0]|0){c=f[a+40>>2]|0;if(c|0)tOb(c)}if(b[a+105>>0]|0){c=f[a+64>>2]|0;if(c|0)tOb(c)}oDb(g);aEb(a,42948);jDb(e);return}function rxb(a){a=a|0;var c=0,d=0,e=0,g=0;f[a>>2]=42852;e=a+108|0;f[e>>2]=42872;g=a+8|0;f[g>>2]=42888;c=a+72|0;d=f[c>>2]|0;if(d|0){gxb(g)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+104>>0]|0){c=f[a+40>>2]|0;if(c|0)tOb(c)}if(b[a+105>>0]|0){c=f[a+64>>2]|0;if(c|0)tOb(c)}oDb(g);aEb(a,42948);jDb(e);sOb(a);return}function sxb(a){a=a|0;var c=0,d=0,e=0,g=0;d=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[d>>2]=42852;e=d+108|0;f[e>>2]=42872;g=d+8|0;f[g>>2]=42888;a=d+72|0;c=f[a>>2]|0;if(c|0){gxb(g)|0;if(!(MBb(c)|0))f[a>>2]=0}if(b[d+104>>0]|0){a=f[d+40>>2]|0;if(a|0)tOb(a)}if(b[d+105>>0]|0){a=f[d+64>>2]|0;if(a|0)tOb(a)}oDb(g);aEb(d,42948);jDb(e);return}function txb(a){a=a|0;rxb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function uxb(a){a=a|0;f[a>>2]=42968;Af();return}function vxb(a){a=a|0;f[a>>2]=42968;Af();sOb(a);return}function wxb(a){a=a|0;f[a>>2]=42968;Bf();return}function xxb(a,b,c){a=a|0;b=b|0;c=c|0;Cf(a|0,c|0,178,b|0);return 1}function yxb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;Fh[f[(f[c>>2]|0)+8>>2]&255](c,a,b,d);return}function zxb(a){a=a|0;Af();return}function Axb(a){a=a|0;f[a>>2]=42984;return}function Bxb(a){a=a|0;return}function Cxb(a){a=a|0;yf()}function Dxb(a,b,c){a=a|0;b=b|0;c=c|0;Df(b|0,c|0);return}function Exb(){f[64804]=0;f[64805]=0;f[64806]=0;return}function Fxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+1056|0;h=i+8|0;g=i;e=i+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,245428)|0;LOb(259216,34);KOb(259216,245439)|0;j3a(e,c);c=e+11|0;j=b[c>>0]|0;k=j<<24>>24<0;JOb(259216,k?f[e>>2]|0:e,k?f[e+4>>2]|0:j&255)|0;if((b[c>>0]|0)<0)sOb(f[e>>2]|0);LOb(259216,34);f[g>>2]=69;ABb(e,245455,g)|0;KOb(259216,245458)|0;KOb(259216,e)|0;LOb(259216,34);k=uyb()|0;f[h>>2]=k;ABb(e,245455,h)|0;KOb(259216,245478)|0;KOb(259216,e)|0;LOb(259216,34);KOb(259216,245499)|0;j3a(h,d);k=h+11|0;j=b[k>>0]|0;g=j<<24>>24<0;JOb(259216,g?f[h>>2]|0:h,g?f[h+4>>2]|0:j&255)|0;if((b[k>>0]|0)>=0){LOb(259216,34);LOb(259216,125);k=b[259227]|0;g=k<<24>>24<0;j=f[64804]|0;h=f[64805]|0;k=k&255;j=g?j:259216;k=g?h:k;Dxb(a,j,k);u=i;return}sOb(f[h>>2]|0);LOb(259216,34);LOb(259216,125);k=b[259227]|0;g=k<<24>>24<0;j=f[64804]|0;h=f[64805]|0;k=k&255;j=g?j:259216;k=g?h:k;Dxb(a,j,k);u=i;return}function Gxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+96|0;k=r+16|0;j=r+8|0;i=r;h=r+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,245518)|0;LOb(259216,34);if(d|0){f[i>>2]=d;ABb(h,245455,i)|0;KOb(259216,245535)|0;KOb(259216,h)|0}if(e|0){f[j>>2]=e;ABb(h,245455,j)|0;KOb(259216,245549)|0;KOb(259216,h)|0}if(g!=-1.0){p[k>>3]=g;ABb(h,245564,k)|0;KOb(259216,245567)|0;KOb(259216,h)|0}d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)==(q|0)){LOb(259216,125);q=b[259227]|0;m=q<<24>>24<0;o=f[64804]|0;n=f[64805]|0;q=q&255;o=m?o:259216;q=m?n:q;Dxb(a,o,q);u=r;return}else{e=0;h=0;i=0;j=0;k=0;c=0;l=0;m=0;n=0;o=0}do{a:do switch(f[d>>2]|0){case 1:{if(e)e=1;else if(!(b[d+4>>0]|0)){KOb(259216,245605)|0;e=1;break a}else{KOb(259216,245584)|0;e=1;break a}break}case 2:{if(h)h=1;else if(!(b[d+4>>0]|0)){KOb(259216,245657)|0;h=1;break a}else{KOb(259216,245627)|0;h=1;break a}break}case 4:{if(o)o=1;else if(!(b[d+4>>0]|0)){KOb(259216,245710)|0;o=1;break a}else{KOb(259216,245688)|0;o=1;break a}break}case 8:{if(n)n=1;else if(!(b[d+4>>0]|0)){KOb(259216,245765)|0;n=1;break a}else{KOb(259216,245733)|0;n=1;break a}break}case 16:{if(m)m=1;else if(!(b[d+4>>0]|0)){KOb(259216,245828)|0;m=1;break a}else{KOb(259216,245798)|0;m=1;break a}break}case 32:{if(l)l=1;else if(!(b[d+4>>0]|0)){KOb(259216,245895)|0;l=1;break a}else{KOb(259216,245859)|0;l=1;break a}break}case 64:{if(c)c=1;else if(!(b[d+4>>0]|0)){KOb(259216,245971)|0;c=1;break a}else{KOb(259216,245932)|0;c=1;break a}break}case 128:{if(k)k=1;else if(!(b[d+4>>0]|0)){KOb(259216,246057)|0;k=1;break a}else{KOb(259216,246011)|0;k=1;break a}break}case 256:{if(j)j=1;else if(!(b[d+4>>0]|0)){KOb(259216,246142)|0;j=1;break a}else{KOb(259216,246104)|0;j=1;break a}break}case 0:{if(i)i=1;else if(!(b[d+4>>0]|0))i=1;else{KOb(259216,246181)|0;i=1}break}default:{}}while(0);d=d+8|0}while((d|0)!=(q|0));LOb(259216,125);q=b[259227]|0;m=q<<24>>24<0;o=f[64804]|0;n=f[64805]|0;q=q&255;o=m?o:259216;q=m?n:q;Dxb(a,o,q);u=r;return}function Hxb(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=+e;g=+g;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;h=k+16|0;i=k+8|0;j=k;p[h>>3]=d;p[i>>3]=e;p[j>>3]=g;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);if(c|0){KOb(259216,246209)|0;Ixb(c,12)}if(d>0.0){KOb(259216,246225)|0;Ixb(h,1)}if(g>0.0){KOb(259216,246245)|0;Ixb(j,1)}if(!(e>0.0)){LOb(259216,125);j=b[259227]|0;c=j<<24>>24<0;i=f[64804]|0;h=f[64805]|0;j=j&255;i=c?i:259216;j=c?h:j;Dxb(a,i,j);u=k;return}KOb(259216,246265)|0;Ixb(i,1);LOb(259216,125);j=b[259227]|0;c=j<<24>>24<0;i=f[64804]|0;h=f[64805]|0;j=j&255;i=c?i:259216;j=c?h:j;Dxb(a,i,j);u=k;return}function Ixb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+160|0;g=k+136|0;h=k;if(!c){KOb(259216,246284)|0;u=k;return}LOb(259216,91);i=h+4|0;f[h>>2]=15100;j=h+56|0;f[j>>2]=15120;tEb(h+56|0,i);f[h+128>>2]=0;f[h+132>>2]=-1;f[h>>2]=39656;f[h+56>>2]=39676;xEb(i);f[i>>2]=39692;e=h+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[h+52>>2]=16;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;k3a(i,g);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);d=h+(f[(f[h>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-261|256;f[h+(f[(f[h>>2]|0)+-12>>2]|0)+8>>2]=17;NEb(h,+p[a>>3])|0;if(c>>>0>1){d=1;do{b[g>>0]=44;l=m3a(h,g,1)|0;NEb(l,+p[a+(d<<3)>>3])|0;d=d+1|0}while((d|0)!=(c|0))}l3a(g,i);l=g+11|0;c=b[l>>0]|0;a=c<<24>>24<0;JOb(259216,a?f[g>>2]|0:g,a?f[g+4>>2]|0:c&255)|0;if((b[l>>0]|0)<0)sOb(f[g>>2]|0);LOb(259216,93);f[h>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(i);kEb(h,39752);jDb(j);u=k;return}function Jxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+80|0;h=i;g=i+8|0;if(!c){u=i;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246287)|0;LOb(259216,34);f[h>>2]=e;ABb(g,245455,h)|0;KOb(259216,245549)|0;KOb(259216,g)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function Kxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+160|0;l=p+136|0;m=p;if(!c){KOb(259216,246321)|0;u=p;return}LOb(259216,91);n=m+4|0;f[m>>2]=15100;o=m+56|0;f[o>>2]=15120;tEb(m+56|0,n);f[m+128>>2]=0;f[m+132>>2]=-1;f[m>>2]=39656;f[m+56>>2]=39676;xEb(n);f[n>>2]=39692;k=m+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[m+52>>2]=16;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;k3a(n,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);KEb(m,c)|0;b[l>>0]=44;d=m3a(m,l,1)|0;d=m3a(KEb(d,f[a>>2]|0)|0,246325,2)|0;KEb(d,f[a+4>>2]|0)|0;d=a;if(c>>>0>1){h=0;j=1;g=f[d>>2]|0;d=f[d+4>>2]|0;while(1){i=a+(j<<3)|0;do if((f[i>>2]|0)==(g|0)){e=a+(j<<3)+4|0;if((f[e>>2]|0)==(d+1|0)){d=h+1|0;break}if(h|0)KEb(m3a(m,246328,2)|0,h)|0;b[l>>0]=44;d=m3a(m,l,1)|0;KEb(d,f[e>>2]|0)|0;d=0}else{if(h|0)KEb(m3a(m,246328,2)|0,h)|0;d=m3a(m,246331,2)|0;d=m3a(KEb(d,f[i>>2]|0)|0,246325,2)|0;e=a+(j<<3)+4|0;KEb(d,f[e>>2]|0)|0;d=0}while(0);j=j+1|0;if((j|0)==(c|0))break;else{h=d;g=f[i>>2]|0;d=f[e>>2]|0}}if(d|0)KEb(m3a(m,246328,2)|0,d)|0}l3a(l,n);c=l+11|0;a=b[c>>0]|0;j=a<<24>>24<0;JOb(259216,j?f[l>>2]|0:l,j?f[l+4>>2]|0:a&255)|0;if((b[c>>0]|0)<0)sOb(f[l>>2]|0);KOb(259216,246334)|0;f[m>>2]=39656;f[o>>2]=39676;f[n>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(n);kEb(m,39752);jDb(o);u=p;return}function Lxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246337)|0;LOb(259216,34);if(e)KOb(259216,246363)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Mxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+80|0;i=j;h=j+8|0;if(!c){u=j;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246383)|0;LOb(259216,34);if(e|0){f[i>>2]=e;ABb(h,245455,i)|0;KOb(259216,245549)|0;KOb(259216,h)|0}if(g)KOb(259216,246415)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);i=b[259227]|0;h=i<<24>>24<0;Dxb(a,h?f[64804]|0:259216,h?f[64805]|0:i&255);u=j;return}function Nxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246428)|0;LOb(259216,34);if(e)KOb(259216,246363)|0;if(g)KOb(259216,246415)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);g=b[259227]|0;e=g<<24>>24<0;Dxb(a,e?f[64804]|0:259216,e?f[64805]|0:g&255);return}function Oxb(a,c){a=a|0;c=c|0;var d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246461)|0;LOb(259216,34);if(c)KOb(259216,246363)|0;LOb(259216,125);c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);return}function Pxb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;l=u;u=u+80|0;k=l;j=l+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246492)|0;LOb(259216,34);if(i|0){f[k>>2]=i;ABb(j,245455,k)|0;KOb(259216,246518)|0;KOb(259216,j)|0}if(e)KOb(259216,246415)|0;if(g)KOb(259216,246536)|0;if(h)KOb(259216,246561)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);k=b[259227]|0;j=k<<24>>24<0;Dxb(a,j?f[64804]|0:259216,j?f[64805]|0:k&255);u=l;return}function Qxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246584)|0;LOb(259216,34);if(d|0){KOb(259216,246312)|0;Kxb(d,c)}if(e|0){KOb(259216,246609)|0;Rxb(e,c*6|0)}LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Rxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+160|0;g=k+136|0;h=k;if(!c){KOb(259216,246284)|0;u=k;return}LOb(259216,91);i=h+4|0;f[h>>2]=15100;j=h+56|0;f[j>>2]=15120;tEb(h+56|0,i);f[h+128>>2]=0;f[h+132>>2]=-1;f[h>>2]=39656;f[h+56>>2]=39676;xEb(i);f[i>>2]=39692;e=h+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[h+52>>2]=16;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;k3a(i,g);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);d=h+(f[(f[h>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-261|256;f[h+(f[(f[h>>2]|0)+-12>>2]|0)+8>>2]=9;MEb(h,+n[a>>2])|0;if(c>>>0>1){d=1;do{b[g>>0]=44;l=m3a(h,g,1)|0;MEb(l,+n[a+(d<<2)>>2])|0;d=d+1|0}while((d|0)!=(c|0))}l3a(g,i);l=g+11|0;c=b[l>>0]|0;a=c<<24>>24<0;JOb(259216,a?f[g>>2]|0:g,a?f[g+4>>2]|0:c&255)|0;if((b[l>>0]|0)<0)sOb(f[g>>2]|0);LOb(259216,93);f[h>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(i);kEb(h,39752);jDb(j);u=k;return}function Sxb(a,c,d){a=a|0;c=c|0;d=d|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246623)|0;LOb(259216,34);if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function Txb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+96|0;n=o+24|0;m=o+16|0;l=o+8|0;k=o;j=o+32|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246662)|0;f[k>>2]=c;ABb(j,246673,k)|0;KOb(259216,j)|0;f[l>>2]=d;ABb(j,246693,l)|0;KOb(259216,j)|0;f[m>>2]=e;ABb(j,246716,m)|0;KOb(259216,j)|0;f[n>>2]=g;ABb(j,246735,n)|0;KOb(259216,j)|0;KOb(259216,246753)|0;Rxb(h,g<<2);KOb(259216,246764)|0;Rxb(i,3);LOb(259216,125);n=b[259227]|0;m=n<<24>>24<0;Dxb(a,m?f[64804]|0:259216,m?f[64805]|0:n&255);u=o;return}function Uxb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0;n=u;u=u+96|0;m=n+16|0;l=n+8|0;k=n;j=n+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246785)|0;f[k>>2]=c;ABb(j,246673,k)|0;KOb(259216,j)|0;f[l>>2]=d;ABb(j,246693,l)|0;KOb(259216,j)|0;f[m>>2]=e;ABb(j,246716,m)|0;KOb(259216,j)|0;KOb(259216,246796)|0;Rxb(g,3);KOb(259216,246811)|0;Rxb(h,3);KOb(259216,246753)|0;Rxb(i,20);LOb(259216,125);m=b[259227]|0;l=m<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:m&255);u=n;return}function Vxb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+96|0;m=n+24|0;l=n+16|0;k=n+8|0;j=n;i=n+32|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246829)|0;f[j>>2]=c;ABb(i,246673,j)|0;KOb(259216,i)|0;f[k>>2]=d;ABb(i,246693,k)|0;KOb(259216,i)|0;f[l>>2]=e;ABb(i,246716,l)|0;KOb(259216,i)|0;KOb(259216,246840)|0;Rxb(g,3);p[m>>3]=h;ABb(i,246858,m)|0;KOb(259216,i)|0;LOb(259216,125);m=b[259227]|0;l=m<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:m&255);u=n;return}function Wxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+80|0;h=i+8|0;g=i;e=i+16|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246878)|0;LOb(259216,34);f[g>>2]=c;ABb(e,246673,g)|0;KOb(259216,e)|0;f[h>>2]=d;ABb(e,246899,h)|0;KOb(259216,e)|0;h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function Xxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;k=u;u=u+96|0;j=k+16|0;i=k+8|0;h=k;g=k+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246923)|0;LOb(259216,34);f[h>>2]=c;ABb(g,246673,h)|0;KOb(259216,g)|0;f[i>>2]=d;ABb(g,246693,i)|0;KOb(259216,g)|0;f[j>>2]=e;ABb(g,246948,j)|0;KOb(259216,g)|0;j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function Yxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246970)|0;LOb(259216,34);KOb(259216,246993)|0;Kxb(d,c);KOb(259216,247007)|0;Kxb(e,c);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Zxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247020)|0;LOb(259216,34);KOb(259216,247039)|0;_xb(d,c);KOb(259216,247048)|0;Rxb(e,c*12|0);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function _xb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+160|0;j=o+136|0;l=o;if(!c){KOb(259216,246321)|0;u=o;return}LOb(259216,91);m=l+4|0;f[l>>2]=15100;n=l+56|0;f[n>>2]=15120;tEb(l+56|0,m);f[l+128>>2]=0;f[l+132>>2]=-1;f[l>>2]=39656;f[l+56>>2]=39676;xEb(m);f[m>>2]=39692;i=l+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[l+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(m,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);KEb(l,c)|0;k=f[a>>2]|0;h=0;e=0;d=k;while(1){if((k|0)==(d+1|0))d=e+1|0;else{if(e|0)KEb(m3a(l,246328,2)|0,e)|0;b[j>>0]=44;KEb(m3a(l,j,1)|0,k)|0;d=0}g=h+1|0;if((g|0)==(c|0))break;p=k;h=g;e=d;k=f[a+(g<<2)>>2]|0;d=p}if(d|0)KEb(m3a(l,246328,2)|0,d)|0;l3a(j,m);p=j+11|0;k=b[p>>0]|0;c=k<<24>>24<0;JOb(259216,c?f[j>>2]|0:j,c?f[j+4>>2]|0:k&255)|0;if((b[p>>0]|0)<0)sOb(f[j>>2]|0);LOb(259216,93);f[l>>2]=39656;f[n>>2]=39676;f[m>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(m);kEb(l,39752);jDb(n);u=o;return}function $xb(a,c,d){a=a|0;c=c|0;d=d|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247058)|0;LOb(259216,34);KOb(259216,247039)|0;_xb(d,c);LOb(259216,125);d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function ayb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+80|0;h=i;g=i+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247073)|0;LOb(259216,34);if(e|0){f[h>>2]=e;ABb(g,245455,h)|0;KOb(259216,246518)|0;KOb(259216,g)|0}KOb(259216,247039)|0;_xb(d,c);LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function byb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+96|0;j=m+16|0;k=m;i=m+24|0;l=d+4|0;if((f[d>>2]|0)==(f[l>>2]|0)){u=m;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247091)|0;LOb(259216,34);f[k>>2]=c;ABb(i,245455,k)|0;KOb(259216,247105)|0;KOb(259216,i)|0;if(h|0){f[j>>2]=h;ABb(i,245455,j)|0;KOb(259216,246518)|0;KOb(259216,i)|0}if(g)KOb(259216,246415)|0;KOb(259216,247122)|0;cyb(e);KOb(259216,247138)|0;c=f[d>>2]|0;g=f[l>>2]|0;if((c|0)!=(g|0)){h=k+11|0;i=k+4|0;do{LOb(259216,34);j3a(k,c);j=b[h>>0]|0;n=j<<24>>24<0;JOb(259216,n?f[k>>2]|0:k,n?f[i>>2]|0:j&255)|0;if((b[h>>0]|0)<0)sOb(f[k>>2]|0);KOb(259216,247179)|0;c=c+112|0}while((c|0)!=(g|0))}c=b[259227]|0;if(c<<24>>24<0){c=(f[64805]|0)+-1|0;f[64805]=c;c=(f[64804]|0)+c|0}else{c=(c&255)+-1|0;b[259227]=c;c=259216+c|0}b[c>>0]=0;LOb(259216,93);KOb(259216,247155)|0;c=f[d>>2]|0;g=f[l>>2]|0;if((c|0)!=(g|0))do{Ixb(c+16|0,12);LOb(259216,44);c=c+112|0}while((c|0)!=(g|0));c=b[259227]|0;if(c<<24>>24<0){c=(f[64805]|0)+-1|0;f[64805]=c;c=(f[64804]|0)+c|0}else{c=(c&255)+-1|0;b[259227]=c;c=259216+c|0}b[c>>0]=0;LOb(259216,93);LOb(259216,125);n=b[259227]|0;l=n<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:n&255);u=m;return}function cyb(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+160|0;c=i+136|0;d=i;e=d+4|0;f[d>>2]=15100;g=d+56|0;f[g>>2]=15120;tEb(d+56|0,e);f[d+128>>2]=0;f[d+132>>2]=-1;f[d>>2]=39656;f[d+56>>2]=39676;xEb(e);f[e>>2]=39692;h=d+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+52>>2]=16;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;k3a(e,c);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);j=d+(f[(f[d>>2]|0)+-12>>2]|0)+4|0;f[j>>2]=f[j>>2]&-261|256;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+8>>2]=17;NEb(d,a)|0;l3a(c,e);j=c+11|0;k=b[j>>0]|0;l=k<<24>>24<0;JOb(259216,l?f[c>>2]|0:c,l?f[c+4>>2]|0:k&255)|0;if((b[j>>0]|0)<0)sOb(f[c>>2]|0);f[d>>2]=39656;f[g>>2]=39676;f[e>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(e);kEb(d,39752);jDb(g);u=i;return}sOb(f[h>>2]|0);oDb(e);kEb(d,39752);jDb(g);u=i;return}function dyb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247182)|0;LOb(259216,34);KOb(259216,247200)|0;f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function eyb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247210)|0;LOb(259216,34);KOb(259216,247239)|0;f[e>>2]=c;f[e+4>>2]=d&255;fyb(e);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function fyb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+160|0;c=i+136|0;d=i;LOb(259216,91);e=d+4|0;f[d>>2]=15100;g=d+56|0;f[g>>2]=15120;tEb(d+56|0,e);f[d+128>>2]=0;f[d+132>>2]=-1;f[d>>2]=39656;f[d+56>>2]=39676;xEb(e);f[e>>2]=39692;h=d+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+52>>2]=16;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;k3a(e,c);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);KEb(d,f[a>>2]|0)|0;b[c>>0]=44;j=m3a(d,c,1)|0;KEb(j,f[a+4>>2]|0)|0;l3a(c,e);a=c+11|0;j=b[a>>0]|0;k=j<<24>>24<0;JOb(259216,k?f[c>>2]|0:c,k?f[c+4>>2]|0:j&255)|0;if((b[a>>0]|0)<0)sOb(f[c>>2]|0);LOb(259216,93);f[d>>2]=39656;f[g>>2]=39676;f[e>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(e);kEb(d,39752);jDb(g);u=i;return}sOb(f[h>>2]|0);oDb(e);kEb(d,39752);jDb(g);u=i;return}function gyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+32|0;h=i;g=i+8|0;c=c&1;c=d?c|2:c;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247248)|0;LOb(259216,34);KOb(259216,247269)|0;f[h>>2]=e?c|4:c;ABb(g,245455,h)|0;KOb(259216,g)|0;KOb(259216,247208)|0;h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function hyb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+48|0;j=k+8|0;i=k;h=k+16|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247278)|0;LOb(259216,34);KOb(259216,246312)|0;Kxb(d,c);f[i>>2]=e&65535;ABb(h,247296,i)|0;KOb(259216,h)|0;f[j>>2]=g&1;ABb(h,247307,j)|0;KOb(259216,h)|0;j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function iyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247320)|0;LOb(259216,34);KOb(259216,247341)|0;if(!c){KOb(259216,247355)|0;d=b[259227]|0;j=d<<24>>24<0;c=f[64804]|0;k=f[64805]|0;d=d&255;c=j?c:259216;d=j?k:d;Dxb(a,c,d);return}else k=0;do{if(k|0)LOb(259216,44);i=f[d+(k<<2)>>2]|0;LOb(259216,91);if(i){j=i<<5;g=0;h=e;while(1){if(g|0)LOb(259216,44);LOb(259216,91);cyb(+p[h>>3]);LOb(259216,44);cyb(+p[h+8>>3]);LOb(259216,44);cyb(+p[h+16>>3]);LOb(259216,44);cyb(+p[h+24>>3]);LOb(259216,93);g=g+1|0;if((g|0)==(i|0))break;else h=h+256|0}e=e+(j<<3)|0}LOb(259216,93);k=k+1|0}while((k|0)!=(c|0));KOb(259216,247355)|0;d=b[259227]|0;j=d<<24>>24<0;c=f[64804]|0;k=f[64805]|0;d=d&255;c=j?c:259216;d=j?k:d;Dxb(a,c,d);return}function jyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247358)|0;LOb(259216,34);KOb(259216,246312)|0;Kxb(d,c);KOb(259216,247372)|0;Rxb(e,3);KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function kyb(a){a=a|0;var c=0,d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247393)|0;KOb(259216,247405)|0;c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);return}function lyb(a,c){a=a|0;c=+c;var d=0,e=0,g=0;g=u;u=u+80|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247408)|0;LOb(259216,34);p[e>>3]=c;ABb(d,247430,e)|0;KOb(259216,d)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function myb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247455)|0;LOb(259216,34);KOb(259216,247470)|0;f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function nyb(a,c){a=a|0;c=+c;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247480)|0;LOb(259216,34);KOb(259216,247504)|0;p[e>>3]=c;ABb(d,245564,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function oyb(a){a=a|0;var c=0,d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247514)|0;LOb(259216,34);KOb(259216,247208)|0;c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);KOb(259216,247208)|0;d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function pyb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+80|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247526)|0;LOb(259216,34);if(c|0){f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,246518)|0;KOb(259216,d)|0}KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function qyb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l+16|0;j=l+8|0;i=l;h=l+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247541)|0;LOb(259216,34);KOb(259216,247548)|0;f[i>>2]=c;ABb(h,245455,i)|0;KOb(259216,h)|0;KOb(259216,247562)|0;f[j>>2]=d;ABb(h,245455,j)|0;KOb(259216,h)|0;KOb(259216,247570)|0;f[k>>2]=e;ABb(h,245455,k)|0;KOb(259216,h)|0;if(!g){KOb(259216,247208)|0;k=b[259227]|0;h=k<<24>>24<0;j=f[64804]|0;i=f[64805]|0;k=k&255;j=h?j:259216;k=h?i:k;Dxb(a,j,k);u=l;return}KOb(259216,246415)|0;KOb(259216,247208)|0;k=b[259227]|0;h=k<<24>>24<0;j=f[64804]|0;i=f[64805]|0;k=k&255;j=h?j:259216;k=h?i:k;Dxb(a,j,k);u=l;return}function ryb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l+16|0;j=l+8|0;i=l;h=l+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247579)|0;LOb(259216,34);if(g|0){f[i>>2]=g;ABb(h,245455,i)|0;KOb(259216,246518)|0;KOb(259216,h)|0}KOb(259216,247548)|0;f[j>>2]=c;ABb(h,245455,j)|0;KOb(259216,h)|0;KOb(259216,247592)|0;f[k>>2]=d;ABb(h,245455,k)|0;KOb(259216,h)|0;KOb(259216,247605)|0;Rxb(e,6);KOb(259216,247208)|0;k=b[259227]|0;j=k<<24>>24<0;Dxb(a,j?f[64804]|0:259216,j?f[64805]|0:k&255);u=l;return}function syb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=u;u=u+16|0;h=i;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247915)|0;LOb(259216,34);g=c?g:g|268435456;KOb(259216,247239)|0;f[h>>2]=d?g|33554432:g;f[h+4>>2]=e;fyb(h);LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function tyb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;k=u;u=u+80|0;j=k;i=k+8|0;if(!d){u=k;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;do switch(c|0){case 1:{c=245428;break}case 2:{c=245518;break}case 3:{c=246197;break}case 4:{c=247091;break}case 5:{c=247073;break}case 6:{c=246287;break}case 7:{c=246337;break}case 8:{c=246383;break}case 9:{c=246428;break}case 10:{c=246461;break}case 11:{c=246492;break}case 12:{c=246584;break}case 13:{c=246623;break}case 14:{c=247541;break}case 15:{c=247579;break}case 16:{c=247514;break}case 17:{c=247526;break}case 18:{c=247182;break}case 19:{c=247455;break}case 20:{c=247480;break}case 21:{c=248054;break}case 22:{c=248037;break}case 23:{c=248019;break}case 24:{c=248001;break}case 25:{c=247980;break}case 26:{c=247961;break}case 27:{c=247936;break}case 28:{c=247915;break}case 29:{c=247879;break}case 30:{c=247840;break}case 31:{c=247797;break}case 32:{c=247751;break}case 33:{c=246639;break}case 34:{c=246878;break}case 35:{c=246923;break}case 36:{c=246970;break}case 37:{c=247020;break}case 38:{c=247058;break}case 39:{c=247210;break}case 40:{c=247248;break}case 41:{c=247278;break}case 42:{c=247320;break}case 43:{c=247358;break}case 44:{c=247408;break}case 45:{c=247393;break}case 46:{c=247732;break}case 47:{c=247711;break}case 48:{c=247687;break}case 49:{c=247683;break}case 50:{c=247679;break}case 51:{c=247664;break}case 52:{c=247649;break}case 53:{c=247634;break}case 54:{c=247618;break}default:c=0}while(0);KOb(259216,c)|0;LOb(259216,34);if(g)KOb(259216,246415)|0;if(h|0){f[j>>2]=h;ABb(i,245455,j)|0;KOb(259216,246518)|0;KOb(259216,i)|0}KOb(259216,248071)|0;Kxb(e,d);LOb(259216,125);j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function uyb(){return -419657338}function vyb(){wyb();return}function wyb(){xyb(0);return}function 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if(!(a&1)){d=f[c>>2]|0;if(!(a&3))return;h=c+(0-d)|0;g=d+b|0;if(h>>>0<e>>>0)return;if((f[64812]|0)==(h|0)){a=j+4|0;b=f[a>>2]|0;if((b&3|0)!=3){i=h;b=g;break}f[64809]=g;f[a>>2]=b&-2;f[h+4>>2]=g|1;f[h+g>>2]=g;return}c=d>>>3;if(d>>>0<256){a=f[h+8>>2]|0;b=f[h+12>>2]|0;if((b|0)==(a|0)){f[64807]=f[64807]&~(1<<c);i=h;b=g;break}else{f[a+12>>2]=b;f[b+8>>2]=a;i=h;b=g;break}}e=f[h+24>>2]|0;a=f[h+12>>2]|0;do if((a|0)==(h|0)){c=h+16|0;b=c+4|0;a=f[b>>2]|0;if(!a){a=f[c>>2]|0;if(!a){a=0;break}else b=c}while(1){c=a+20|0;d=f[c>>2]|0;if(d|0){a=d;b=c;continue}c=a+16|0;d=f[c>>2]|0;if(!d)break;else{a=d;b=c}}f[b>>2]=0}else{i=f[h+8>>2]|0;f[i+12>>2]=a;f[a+8>>2]=i}while(0);if(!e){i=h;b=g}else{b=f[h+28>>2]|0;c=259532+(b<<2)|0;if((f[c>>2]|0)==(h|0)){f[c>>2]=a;if(!a){f[64808]=f[64808]&~(1<<b);i=h;b=g;break}}else{f[e+16+(((f[e+16>>2]|0)!=(h|0)&1)<<2)>>2]=a;if(!a){i=h;b=g;break}}f[a+24>>2]=e;b=h+16|0;c=f[b>>2]|0;if(c|0){f[a+16>>2]=c;f[c+24>>2]=a}b=f[b+4>>2]|0;if(!b){i=h;b=g}else{f[a+20>>2]=b;f[b+24>>2]=a;i=h;b=g}}}else{i=c;h=c}while(0);if(h>>>0>=j>>>0)return;a=j+4|0;d=f[a>>2]|0;if(!(d&1))return;if(!(d&2)){if((f[64813]|0)==(j|0)){j=(f[64810]|0)+b|0;f[64810]=j;f[64813]=i;f[i+4>>2]=j|1;if((i|0)!=(f[64812]|0))return;f[64812]=0;f[64809]=0;return}if((f[64812]|0)==(j|0)){j=(f[64809]|0)+b|0;f[64809]=j;f[64812]=h;f[i+4>>2]=j|1;f[h+j>>2]=j;return}e=(d&-8)+b|0;c=d>>>3;do if(d>>>0<256){b=f[j+8>>2]|0;a=f[j+12>>2]|0;if((a|0)==(b|0)){f[64807]=f[64807]&~(1<<c);break}else{f[b+12>>2]=a;f[a+8>>2]=b;break}}else{g=f[j+24>>2]|0;a=f[j+12>>2]|0;do if((a|0)==(j|0)){c=j+16|0;b=c+4|0;a=f[b>>2]|0;if(!a){a=f[c>>2]|0;if(!a){c=0;break}else 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if(e>>>0>16777215)a=31;else{h=(a+1048320|0)>>>16&8;j=a<<h;g=(j+520192|0)>>>16&4;j=j<<g;a=(j+245760|0)>>>16&2;a=14-(g|h|a)+(j<<a>>>15)|0;a=e>>>(a+7|0)&1|a<<1}d=259532+(a<<2)|0;f[i+28>>2]=a;f[i+20>>2]=0;f[i+16>>2]=0;b=f[64808]|0;c=1<<a;do if(!(b&c)){f[64808]=b|c;f[d>>2]=i;f[i+24>>2]=d;f[i+12>>2]=i;f[i+8>>2]=i}else{b=e<<((a|0)==31?0:25-(a>>>1)|0);c=f[d>>2]|0;while(1){if((f[c+4>>2]&-8|0)==(e|0)){a=73;break}d=c+16+(b>>>31<<2)|0;a=f[d>>2]|0;if(!a){a=72;break}else{b=b<<1;c=a}}if((a|0)==72){f[d>>2]=i;f[i+24>>2]=c;f[i+12>>2]=i;f[i+8>>2]=i;break}else if((a|0)==73){h=c+8|0;j=f[h>>2]|0;f[j+12>>2]=i;f[h>>2]=i;f[i+8>>2]=j;f[i+12>>2]=c;f[i+24>>2]=0;break}}while(0);j=(f[64815]|0)+-1|0;f[64815]=j;if(!j)a=259684;else return;while(1){a=f[a>>2]|0;if(!a)break;else a=a+8|0}f[64815]=-1;return}function aAb(a,b){a=a|0;b=b|0;var c=0,d=0;if(!a){b=_zb(b)|0;return b|0}if(b>>>0>4294967231){b=hAb()|0;f[b>>2]=12;b=0;return b|0}c=bAb(a+-8|0,b>>>0<11?16:b+11&-8)|0;if(c|0){b=c+8|0;return b|0}c=_zb(b)|0;if(!c){b=0;return b|0}d=f[a+-4>>2]|0;d=(d&-8)-((d&3|0)==0?8:4)|0;bQb(c|0,a|0,(d>>>0<b>>>0?d:b)|0)|0;$zb(a);b=c;return b|0}function bAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;m=f[l>>2]|0;c=m&-8;i=a+c|0;if(!(m&3)){if(b>>>0<256){a=0;return a|0}if(c>>>0>=(b+4|0)>>>0)if((c-b|0)>>>0<=f[64927]<<1>>>0)return a|0;a=0;return a|0}if(c>>>0>=b>>>0){c=c-b|0;if(c>>>0<=15)return a|0;k=a+b|0;f[l>>2]=m&1|b|2;f[k+4>>2]=c|3;m=i+4|0;f[m>>2]=f[m>>2]|1;cAb(k,c);return a|0}if((f[64813]|0)==(i|0)){k=(f[64810]|0)+c|0;c=k-b|0;d=a+b|0;if(k>>>0<=b>>>0){a=0;return a|0}f[l>>2]=m&1|b|2;f[d+4>>2]=c|1;f[64813]=d;f[64810]=c;return a|0}if((f[64812]|0)==(i|0)){d=(f[64809]|0)+c|0;if(d>>>0<b>>>0){a=0;return a|0}c=d-b|0;if(c>>>0>15){k=a+b|0;d=a+d|0;f[l>>2]=m&1|b|2;f[k+4>>2]=c|1;f[d>>2]=c;d=d+4|0;f[d>>2]=f[d>>2]&-2;d=k}else{f[l>>2]=m&1|d|2;d=a+d+4|0;f[d>>2]=f[d>>2]|1;d=0;c=0}f[64809]=c;f[64812]=d;return a|0}d=f[i+4>>2]|0;if(d&2|0){a=0;return a|0}j=(d&-8)+c|0;if(j>>>0<b>>>0){a=0;return a|0}k=j-b|0;e=d>>>3;do if(d>>>0<256){d=f[i+8>>2]|0;c=f[i+12>>2]|0;if((c|0)==(d|0)){f[64807]=f[64807]&~(1<<e);break}else{f[d+12>>2]=c;f[c+8>>2]=d;break}}else{h=f[i+24>>2]|0;c=f[i+12>>2]|0;do if((c|0)==(i|0)){e=i+16|0;d=e+4|0;c=f[d>>2]|0;if(!c){c=f[e>>2]|0;if(!c){e=0;break}else g=e}else g=d;while(1){e=c+20|0;d=f[e>>2]|0;if(d|0){c=d;g=e;continue}d=c+16|0;e=f[d>>2]|0;if(!e)break;else{c=e;g=d}}f[g>>2]=0;e=c}else{e=f[i+8>>2]|0;f[e+12>>2]=c;f[c+8>>2]=e;e=c}while(0);if(h|0){c=f[i+28>>2]|0;d=259532+(c<<2)|0;if((f[d>>2]|0)==(i|0)){f[d>>2]=e;if(!e){f[64808]=f[64808]&~(1<<c);break}}else{f[h+16+(((f[h+16>>2]|0)!=(i|0)&1)<<2)>>2]=e;if(!e)break}f[e+24>>2]=h;c=i+16|0;d=f[c>>2]|0;if(d|0){f[e+16>>2]=d;f[d+24>>2]=e}c=f[c+4>>2]|0;if(c|0){f[e+20>>2]=c;f[c+24>>2]=e}}}while(0);if(k>>>0<16){f[l>>2]=j|m&1|2;m=a+j+4|0;f[m>>2]=f[m>>2]|1;return a|0}else{i=a+b|0;f[l>>2]=m&1|b|2;f[i+4>>2]=k|3;m=a+j+4|0;f[m>>2]=f[m>>2]|1;cAb(i,k);return a|0}return 0}function cAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+b|0;c=f[a+4>>2]|0;do if(!(c&1)){e=f[a>>2]|0;if(!(c&3))return;h=a+(0-e)|0;b=e+b|0;if((f[64812]|0)==(h|0)){a=i+4|0;c=f[a>>2]|0;if((c&3|0)!=3)break;f[64809]=b;f[a>>2]=c&-2;f[h+4>>2]=b|1;f[i>>2]=b;return}d=e>>>3;if(e>>>0<256){a=f[h+8>>2]|0;c=f[h+12>>2]|0;if((c|0)==(a|0)){f[64807]=f[64807]&~(1<<d);break}else{f[a+12>>2]=c;f[c+8>>2]=a;break}}g=f[h+24>>2]|0;a=f[h+12>>2]|0;do if((a|0)==(h|0)){d=h+16|0;c=d+4|0;a=f[c>>2]|0;if(!a){a=f[d>>2]|0;if(!a){a=0;break}else c=d}while(1){d=a+20|0;e=f[d>>2]|0;if(e|0){a=e;c=d;continue}d=a+16|0;e=f[d>>2]|0;if(!e)break;else{a=e;c=d}}f[c>>2]=0}else{e=f[h+8>>2]|0;f[e+12>>2]=a;f[a+8>>2]=e}while(0);if(g){c=f[h+28>>2]|0;d=259532+(c<<2)|0;if((f[d>>2]|0)==(h|0)){f[d>>2]=a;if(!a){f[64808]=f[64808]&~(1<<c);break}}else{f[g+16+(((f[g+16>>2]|0)!=(h|0)&1)<<2)>>2]=a;if(!a)break}f[a+24>>2]=g;c=h+16|0;d=f[c>>2]|0;if(d|0){f[a+16>>2]=d;f[d+24>>2]=a}c=f[c+4>>2]|0;if(c){f[a+20>>2]=c;f[c+24>>2]=a}}}else h=a;while(0);a=i+4|0;d=f[a>>2]|0;if(!(d&2)){if((f[64813]|0)==(i|0)){i=(f[64810]|0)+b|0;f[64810]=i;f[64813]=h;f[h+4>>2]=i|1;if((h|0)!=(f[64812]|0))return;f[64812]=0;f[64809]=0;return}if((f[64812]|0)==(i|0)){i=(f[64809]|0)+b|0;f[64809]=i;f[64812]=h;f[h+4>>2]=i|1;f[h+i>>2]=i;return}e=(d&-8)+b|0;c=d>>>3;do if(d>>>0<256){a=f[i+8>>2]|0;b=f[i+12>>2]|0;if((b|0)==(a|0)){f[64807]=f[64807]&~(1<<c);break}else{f[a+12>>2]=b;f[b+8>>2]=a;break}}else{g=f[i+24>>2]|0;b=f[i+12>>2]|0;do if((b|0)==(i|0)){c=i+16|0;a=c+4|0;b=f[a>>2]|0;if(!b){b=f[c>>2]|0;if(!b){c=0;break}else a=c}while(1){c=b+20|0;d=f[c>>2]|0;if(d|0){b=d;a=c;continue}c=b+16|0;d=f[c>>2]|0;if(!d)break;else{b=d;a=c}}f[a>>2]=0;c=b}else{c=f[i+8>>2]|0;f[c+12>>2]=b;f[b+8>>2]=c;c=b}while(0);if(g|0){b=f[i+28>>2]|0;a=259532+(b<<2)|0;if((f[a>>2]|0)==(i|0)){f[a>>2]=c;if(!c){f[64808]=f[64808]&~(1<<b);break}}else{f[g+16+(((f[g+16>>2]|0)!=(i|0)&1)<<2)>>2]=c;if(!c)break}f[c+24>>2]=g;b=i+16|0;a=f[b>>2]|0;if(a|0){f[c+16>>2]=a;f[a+24>>2]=c}b=f[b+4>>2]|0;if(b|0){f[c+20>>2]=b;f[b+24>>2]=c}}}while(0);f[h+4>>2]=e|1;f[h+e>>2]=e;if((h|0)==(f[64812]|0)){f[64809]=e;return}}else{f[a>>2]=d&-2;f[h+4>>2]=b|1;f[h+b>>2]=b;e=b}b=e>>>3;if(e>>>0<256){c=259268+(b<<1<<2)|0;a=f[64807]|0;b=1<<b;if(!(a&b)){f[64807]=a|b;b=c;a=c+8|0}else{a=c+8|0;b=f[a>>2]|0}f[a>>2]=h;f[b+12>>2]=h;f[h+8>>2]=b;f[h+12>>2]=c;return}b=e>>>8;if(!b)b=0;else if(e>>>0>16777215)b=31;else{g=(b+1048320|0)>>>16&8;i=b<<g;d=(i+520192|0)>>>16&4;i=i<<d;b=(i+245760|0)>>>16&2;b=14-(d|g|b)+(i<<b>>>15)|0;b=e>>>(b+7|0)&1|b<<1}d=259532+(b<<2)|0;f[h+28>>2]=b;f[h+20>>2]=0;f[h+16>>2]=0;a=f[64808]|0;c=1<<b;if(!(a&c)){f[64808]=a|c;f[d>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;return}a=e<<((b|0)==31?0:25-(b>>>1)|0);c=f[d>>2]|0;while(1){if((f[c+4>>2]&-8|0)==(e|0)){b=69;break}d=c+16+(a>>>31<<2)|0;b=f[d>>2]|0;if(!b){b=68;break}else{a=a<<1;c=b}}if((b|0)==68){f[d>>2]=h;f[h+24>>2]=c;f[h+12>>2]=h;f[h+8>>2]=h;return}else if((b|0)==69){g=c+8|0;i=f[g>>2]|0;f[i+12>>2]=h;f[g>>2]=h;f[h+8>>2]=i;f[h+12>>2]=c;f[h+24>>2]=0;return}}function dAb(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;a=iAb(f[a+60>>2]|0)|0;f[c>>2]=a;a=gAb(Fc(6,c|0)|0)|0;u=b;return a|0}function eAb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+48|0;k=m+16|0;g=m;e=m+32|0;i=a+28|0;d=f[i>>2]|0;f[e>>2]=d;j=a+20|0;d=(f[j>>2]|0)-d|0;f[e+4>>2]=d;f[e+8>>2]=b;f[e+12>>2]=c;d=d+c|0;h=a+60|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;f[g+8>>2]=2;g=gAb(Bc(146,g|0)|0)|0;a:do if((d|0)==(g|0))l=3;else{b=2;while(1){if((g|0)<0)break;d=d-g|0;o=f[e+4>>2]|0;n=g>>>0>o>>>0;e=n?e+8|0:e;b=b+(n<<31>>31)|0;o=g-(n?o:0)|0;f[e>>2]=(f[e>>2]|0)+o;n=e+4|0;f[n>>2]=(f[n>>2]|0)-o;f[k>>2]=f[h>>2];f[k+4>>2]=e;f[k+8>>2]=b;g=gAb(Bc(146,k|0)|0)|0;if((d|0)==(g|0)){l=3;break a}}f[a+16>>2]=0;f[i>>2]=0;f[j>>2]=0;f[a>>2]=f[a>>2]|32;if((b|0)==2)c=0;else c=c-(f[e+4>>2]|0)|0}while(0);if((l|0)==3){o=f[a+44>>2]|0;f[a+16>>2]=o+(f[a+48>>2]|0);f[i>>2]=o;f[j>>2]=o}u=m;return c|0}function fAb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+32|0;g=e;d=e+20|0;f[g>>2]=f[a+60>>2];f[g+4>>2]=0;f[g+8>>2]=b;f[g+12>>2]=d;f[g+16>>2]=c;if((gAb(zc(140,g|0)|0)|0)<0){f[d>>2]=-1;a=-1}else a=f[d>>2]|0;u=e;return a|0}function gAb(a){a=a|0;var b=0;if(a>>>0>4294963200){b=hAb()|0;f[b>>2]=0-a;a=-1}return a|0}function hAb(){return 259748}function iAb(a){a=a|0;return a|0}function jAb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+32|0;e=g;f[a+36>>2]=135;if(!(f[a>>2]&64)){f[e>>2]=f[a+60>>2];f[e+4>>2]=21523;f[e+8>>2]=g+16;if(Ec(54,e|0)|0)b[a+75>>0]=-1}e=eAb(a,c,d)|0;u=g;return e|0}function kAb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;e=k;i=k+16|0;f[i>>2]=c;g=i+4|0;j=a+48|0;l=f[j>>2]|0;f[g>>2]=d-((l|0)!=0&1);h=a+44|0;f[i+8>>2]=f[h>>2];f[i+12>>2]=l;f[e>>2]=f[a+60>>2];f[e+4>>2]=i;f[e+8>>2]=2;e=gAb(Ac(145,e|0)|0)|0;if((e|0)<1)f[a>>2]=f[a>>2]|e&48^16;else{i=f[g>>2]|0;if(e>>>0>i>>>0){g=f[h>>2]|0;h=a+4|0;f[h>>2]=g;f[a+8>>2]=g+(e-i);if(!(f[j>>2]|0))e=d;else{f[h>>2]=g+1;b[c+(d+-1)>>0]=b[g>>0]|0;e=d}}}u=k;return e|0}function lAb(a){a=a|0;var b=0;b=(mAb(a)|0)==0;return (b?a:a|32)|0}function mAb(a){a=a|0;return (a+-65|0)>>>0<26|0}function nAb(a){a=a|0;var b=0;b=a;while(1)if(!(f[b>>2]|0))break;else b=b+4|0;return b-a>>2|0}function oAb(a,c){a=a|0;c=c|0;var d=0,e=0;d=b[a>>0]|0;e=b[c>>0]|0;if(d<<24>>24==0?1:d<<24>>24!=e<<24>>24)a=e;else{do{a=a+1|0;c=c+1|0;d=b[a>>0]|0;e=b[c>>0]|0}while(!(d<<24>>24==0?1:d<<24>>24!=e<<24>>24));a=e}return (d&255)-(a&255)|0}function pAb(a){a=a|0;var c=0,d=0,e=0;e=a;a:do if(!(e&3))d=4;else{c=e;while(1){if(!(b[a>>0]|0)){a=c;break a}a=a+1|0;c=a;if(!(c&3)){d=4;break}}}while(0);if((d|0)==4){while(1){c=f[a>>2]|0;if(!((c&-2139062144^-2139062144)&c+-16843009))a=a+4|0;else break}if((c&255)<<24>>24)do a=a+1|0;while((b[a>>0]|0)!=0)}return a-e|0}function qAb(){return 43664}function rAb(a){a=a|0;return (a+-97|0)>>>0<26|0}function sAb(a){a=a|0;var b=0;b=(rAb(a)|0)==0;return (b?a:a&95)|0}function tAb(a,b){a=a|0;b=b|0;return uAb(a)|0}function uAb(a){a=a|0;return (a+-48|0)>>>0<10|0}function vAb(a,b,c){a=a|0;b=b|0;c=c|0;c=wAb(a,b,c,-1,0)|0;return c|0}function wAb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+128|0;h=j;f[h>>2]=0;i=h+4|0;f[i>>2]=a;f[h+44>>2]=a;g=h+8|0;f[g>>2]=(a|0)<0?-1:a+2147483647|0;f[h+76>>2]=-1;xAb(h,0);c=yAb(h,c,1,d,e)|0;if(b|0)f[b>>2]=a+((f[i>>2]|0)+(f[h+108>>2]|0)-(f[g>>2]|0));u=j;return c|0}function xAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;f[a+104>>2]=b;c=f[a+8>>2]|0;d=f[a+4>>2]|0;e=c-d|0;f[a+108>>2]=e;f[a+100>>2]=(b|0)!=0&(e|0)>(b|0)?d+b|0:c;return}function yAb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;a:do if(c>>>0>36){g=hAb()|0;f[g>>2]=22;g=0;e=0}else{r=a+4|0;q=a+100|0;do{i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0}while((AAb(i)|0)!=0);b:do switch(i|0){case 43:case 45:{i=((i|0)==45)<<31>>31;j=f[r>>2]|0;if(j>>>0<(f[q>>2]|0)>>>0){f[r>>2]=j+1;p=i;i=h[j>>0]|0;break b}else{p=i;i=zAb(a)|0;break b}}default:p=0}while(0);j=(c|0)==0;do if((c|16|0)==16&(i|0)==48){i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((i|32|0)!=120)if(j){c=8;n=46;break}else{n=32;break}i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((h[249375+i>>0]|0)>15){e=(f[q>>2]|0)==0;if(!e)f[r>>2]=(f[r>>2]|0)+-1;if(!d){xAb(a,0);g=0;e=0;break a}if(e){g=0;e=0;break a}f[r>>2]=(f[r>>2]|0)+-1;g=0;e=0;break a}else{c=16;n=46}}else{c=j?10:c;if(c>>>0>(h[249375+i>>0]|0)>>>0)n=32;else{if(f[q>>2]|0)f[r>>2]=(f[r>>2]|0)+-1;xAb(a,0);g=hAb()|0;f[g>>2]=22;g=0;e=0;break a}}while(0);c:do if((n|0)==32)if((c|0)==10){c=i+-48|0;if(c>>>0<10){i=0;j=c;do{i=(i*10|0)+j|0;c=f[r>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[r>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;j=c+-48|0}while(j>>>0<10&i>>>0<429496729);d=0}else{c=i;i=0;d=0}k=c+-48|0;if(k>>>0<10){j=c;do{c=WPb(i|0,d|0,10,0)|0;l=I;m=((k|0)<0)<<31>>31;o=~m;if(l>>>0>o>>>0|(l|0)==(o|0)&c>>>0>~k>>>0){c=10;n=72;break c}i=QPb(c|0,l|0,k|0,m|0)|0;d=I;c=f[r>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[r>>2]=c+1;j=h[c>>0]|0}else 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i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+64|0;B=F+16|0;C=F;z=F+24|0;D=F+8|0;E=F+20|0;f[B>>2]=c;w=(a|0)!=0;x=z+40|0;y=x;z=z+39|0;A=D+4|0;i=0;c=0;k=0;a:while(1){do if((c|0)>-1)if((i|0)>(2147483647-c|0)){c=hAb()|0;f[c>>2]=75;c=-1;break}else{c=i+c|0;break}while(0);q=f[B>>2]|0;i=b[q>>0]|0;if(!(i<<24>>24)){v=88;break}else j=q;b:while(1){switch(i<<24>>24){case 37:{i=j;v=9;break b}case 0:{i=j;break b}default:{}}t=j+1|0;f[B>>2]=t;i=b[t>>0]|0;j=t}c:do if((v|0)==9)while(1){v=0;if((b[j+1>>0]|0)!=37)break c;i=i+1|0;j=j+2|0;f[B>>2]=j;if((b[j>>0]|0)!=37)break;else v=9}while(0);i=i-q|0;if(w)bBb(a,q,i);if(i|0)continue;t=(uAb(b[(f[B>>2]|0)+1>>0]|0)|0)==0;j=f[B>>2]|0;if(t){r=-1;l=k;i=1}else if((b[j+2>>0]|0)==36){r=(b[j+1>>0]|0)+-48|0;l=1;i=3}else{r=-1;l=k;i=1}i=j+i|0;f[B>>2]=i;j=b[i>>0]|0;t=(j<<24>>24)+-32|0;if(t>>>0>31|(1<<t&75913|0)==0)k=0;else{k=0;do{k=1<<(j<<24>>24)+-32|k;i=i+1|0;f[B>>2]=i;j=b[i>>0]|0;t=(j<<24>>24)+-32|0}while(!(t>>>0>31|(1<<t&75913|0)==0))}if(j<<24>>24==42){if(!(uAb(b[i+1>>0]|0)|0))v=23;else{j=f[B>>2]|0;if((b[j+2>>0]|0)==36){i=j+1|0;f[h+((b[i>>0]|0)+-48<<2)>>2]=10;i=f[g+((b[i>>0]|0)+-48<<3)>>2]|0;l=1;j=j+3|0}else v=23}if((v|0)==23){v=0;if(l|0){c=-1;break}if(w){t=(f[e>>2]|0)+(4-1)&~(4-1);i=f[t>>2]|0;f[e>>2]=t+4}else i=0;l=0;j=(f[B>>2]|0)+1|0}f[B>>2]=j;s=(i|0)<0;t=s?0-i|0:i;k=s?k|8192:k;s=l;i=j}else{i=cBb(B)|0;if((i|0)<0){c=-1;break}t=i;s=l;i=f[B>>2]|0}do if((b[i>>0]|0)==46){if((b[i+1>>0]|0)!=42){f[B>>2]=i+1;n=cBb(B)|0;i=f[B>>2]|0;break}if(uAb(b[i+2>>0]|0)|0){i=f[B>>2]|0;if((b[i+3>>0]|0)==36){n=i+2|0;f[h+((b[n>>0]|0)+-48<<2)>>2]=10;n=f[g+((b[n>>0]|0)+-48<<3)>>2]|0;i=i+4|0;f[B>>2]=i;break}}if(s|0){c=-1;break a}if(w){o=(f[e>>2]|0)+(4-1)&~(4-1);i=f[o>>2]|0;f[e>>2]=o+4}else i=0;o=(f[B>>2]|0)+2|0;f[B>>2]=o;n=i;i=o}else n=-1;while(0);o=0;while(1){if(((b[i>>0]|0)+-65|0)>>>0>57){c=-1;break a}j=i;i=i+1|0;f[B>>2]=i;j=b[(b[j>>0]|0)+-65+(249751+(o*58|0))>>0]|0;l=j&255;if((l+-1|0)>>>0>=8)break;else o=l}if(!(j<<24>>24)){c=-1;break}m=(r|0)>-1;do if(j<<24>>24==19)if(m){c=-1;break a}else v=50;else{if(m){f[h+(r<<2)>>2]=l;m=g+(r<<3)|0;r=f[m+4>>2]|0;v=C;f[v>>2]=f[m>>2];f[v+4>>2]=r;v=50;break}if(!w){c=0;break a}dBb(C,l,e);i=f[B>>2]|0}while(0);if((v|0)==50){v=0;if(!w){i=0;k=s;continue}}j=b[i+-1>>0]|0;j=(o|0)!=0&(j&15|0)==3?j&-33:j;i=k&-65537;r=(k&8192|0)==0?k:i;d:do switch(j|0){case 110:switch((o&255)<<24>>24){case 0:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 1:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 2:{i=f[C>>2]|0;f[i>>2]=c;f[i+4>>2]=((c|0)<0)<<31>>31;i=0;k=s;continue a}case 3:{d[f[C>>2]>>1]=c;i=0;k=s;continue a}case 4:{b[f[C>>2]>>0]=c;i=0;k=s;continue a}case 6:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 7:{i=f[C>>2]|0;f[i>>2]=c;f[i+4>>2]=((c|0)<0)<<31>>31;i=0;k=s;continue a}default:{i=0;k=s;continue a}}case 112:{j=120;i=n>>>0>8?n:8;k=r|8;v=62;break}case 88:case 120:{i=n;k=r;v=62;break}case 111:{j=C;i=f[j>>2]|0;j=f[j+4>>2]|0;m=fBb(i,j,x)|0;k=y-m|0;o=0;l=250215;n=(r&8|0)==0|(n|0)>(k|0)?n:k+1|0;k=r;v=68;break}case 105:case 100:{j=C;i=f[j>>2]|0;j=f[j+4>>2]|0;if((j|0)<0){i=RPb(0,0,i|0,j|0)|0;j=I;k=C;f[k>>2]=i;f[k+4>>2]=j;k=1;l=250215;v=67;break d}else{k=(r&2049|0)!=0&1;l=(r&2048|0)==0?((r&1|0)==0?250215:250217):250216;v=67;break d}}case 117:{j=C;k=0;l=250215;i=f[j>>2]|0;j=f[j+4>>2]|0;v=67;break}case 99:{b[z>>0]=f[C>>2];q=z;o=0;l=250215;m=x;j=1;break}case 109:{j=hAb()|0;j=hBb(f[j>>2]|0)|0;v=72;break}case 115:{j=f[C>>2]|0;j=j|0?j:250225;v=72;break}case 67:{f[D>>2]=f[C>>2];f[A>>2]=0;f[C>>2]=D;n=-1;k=D;v=76;break}case 83:{i=f[C>>2]|0;if(!n){iBb(a,32,t,0,r);i=0;v=85}else{k=i;v=76}break}case 65:case 71:case 70:case 69:case 97:case 103:case 102:case 101:{i=kBb(a,+p[C>>3],t,n,r,j)|0;k=s;continue a}default:{o=0;l=250215;m=x;j=n;i=r}}while(0);e:do if((v|0)==62){r=C;q=f[r>>2]|0;r=f[r+4>>2]|0;m=eBb(q,r,x,j&32)|0;l=(k&8|0)==0|(q|0)==0&(r|0)==0;o=l?0:2;l=l?250215:250215+(j>>4)|0;n=i;i=q;j=r;v=68}else if((v|0)==67){m=gBb(i,j,x)|0;o=k;k=r;v=68}else if((v|0)==72){v=0;r=TAb(j,0,n)|0;k=(r|0)==0;q=j;o=0;l=250215;m=k?j+n|0:r;j=k?n:r-j|0}else if((v|0)==76){v=0;m=k;i=0;j=0;while(1){l=f[m>>2]|0;if(!l)break;j=jBb(E,l)|0;if((j|0)<0|j>>>0>(n-i|0)>>>0)break;i=j+i|0;if(n>>>0>i>>>0)m=m+4|0;else break}if((j|0)<0){c=-1;break a}iBb(a,32,t,i,r);if(!i){i=0;v=85}else{l=0;while(1){j=f[k>>2]|0;if(!j){v=85;break e}j=jBb(E,j)|0;l=j+l|0;if((l|0)>(i|0)){v=85;break e}bBb(a,E,j);if(l>>>0>=i>>>0){v=85;break}else k=k+4|0}}}while(0);if((v|0)==68){v=0;j=(i|0)!=0|(j|0)!=0;i=(n|0)!=0|j;j=y-m+((j^1)&1)|0;q=i?m:x;m=x;j=i?((n|0)>(j|0)?n:j):n;i=(n|0)>-1?k&-65537:k}else if((v|0)==85){v=0;iBb(a,32,t,i,r^8192);i=(t|0)>(i|0)?t:i;k=s;continue}n=m-q|0;m=(j|0)<(n|0)?n:j;r=m+o|0;k=(t|0)<(r|0)?r:t;iBb(a,32,k,r,i);bBb(a,l,o);iBb(a,48,k,r,i^65536);iBb(a,48,m,n,0);bBb(a,q,n);iBb(a,32,k,r,i^8192);i=k;k=s}f:do if((v|0)==88)if(!a)if(!k)c=0;else{c=1;while(1){i=f[h+(c<<2)>>2]|0;if(!i)break;dBb(g+(c<<3)|0,i,e);i=c+1|0;if((c|0)<9)c=i;else{c=i;break}}if((c|0)<10)while(1){if(f[h+(c<<2)>>2]|0){c=-1;break f}if((c|0)<9)c=c+1|0;else{c=1;break}}else c=1}while(0);u=F;return c|0}function $Ab(a){a=a|0;return 0}function aBb(a){a=a|0;return}function bBb(a,b,c){a=a|0;b=b|0;c=c|0;if(!(f[a>>2]&32))sBb(b,c,a)|0;return}function cBb(a){a=a|0;var c=0,d=0;if(!(uAb(b[f[a>>2]>>0]|0)|0))c=0;else{c=0;do{d=f[a>>2]|0;c=(c*10|0)+-48+(b[d>>0]|0)|0;d=d+1|0;f[a>>2]=d}while((uAb(b[d>>0]|0)|0)!=0)}return c|0}function dBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0;a:do if(b>>>0<=20)do switch(b|0){case 9:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;f[a>>2]=b;break a}case 10:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;d=a;f[d>>2]=b;f[d+4>>2]=((b|0)<0)<<31>>31;break a}case 11:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;d=a;f[d>>2]=b;f[d+4>>2]=0;break a}case 12:{d=(f[c>>2]|0)+(8-1)&~(8-1);b=d;e=f[b>>2]|0;b=f[b+4>>2]|0;f[c>>2]=d+8;d=a;f[d>>2]=e;f[d+4>>2]=b;break a}case 13:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;d=(d&65535)<<16>>16;e=a;f[e>>2]=d;f[e+4>>2]=((d|0)<0)<<31>>31;break a}case 14:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;e=a;f[e>>2]=d&65535;f[e+4>>2]=0;break a}case 15:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;d=(d&255)<<24>>24;e=a;f[e>>2]=d;f[e+4>>2]=((d|0)<0)<<31>>31;break a}case 16:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;e=a;f[e>>2]=d&255;f[e+4>>2]=0;break a}case 17:{e=(f[c>>2]|0)+(8-1)&~(8-1);g=+p[e>>3];f[c>>2]=e+8;p[a>>3]=g;break a}case 18:{e=(f[c>>2]|0)+(8-1)&~(8-1);g=+p[e>>3];f[c>>2]=e+8;p[a>>3]=g;break a}default:break a}while(0);while(0);return}function eBb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!((a|0)==0&(c|0)==0))do{d=d+-1|0;b[d>>0]=h[250263+(a&15)>>0]|0|e;a=ZPb(a|0,c|0,4)|0;c=I}while(!((a|0)==0&(c|0)==0));return d|0}function fBb(a,c,d){a=a|0;c=c|0;d=d|0;if(!((a|0)==0&(c|0)==0))do{d=d+-1|0;b[d>>0]=a&7|48;a=ZPb(a|0,c|0,3)|0;c=I}while(!((a|0)==0&(c|0)==0));return d|0}function gBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if(c>>>0>0|(c|0)==0&a>>>0>4294967295){while(1){e=YPb(a|0,c|0,10,0)|0;d=d+-1|0;b[d>>0]=e&255|48;e=a;a=XPb(a|0,c|0,10,0)|0;if(!(c>>>0>9|(c|0)==9&e>>>0>4294967295))break;else c=I}c=a}else c=a;if(c)while(1){d=d+-1|0;b[d>>0]=(c>>>0)%10|0|48;if(c>>>0<10)break;else c=(c>>>0)/10|0}return d|0}function hBb(a){a=a|0;var b=0;b=(qBb()|0)+188|0;return rBb(a,f[b>>2]|0)|0}function iBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0,g=0;g=u;u=u+256|0;f=g;if((c|0)>(d|0)&(e&73728|0)==0){e=c-d|0;dQb(f|0,b<<24>>24|0,(e>>>0<256?e:256)|0)|0;if(e>>>0>255){b=c-d|0;do{bBb(a,f,256);e=e+-256|0}while(e>>>0>255);e=b&255}bBb(a,f,e)}u=g;return}function 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a}else{a=a+1|0;c=c+1|0}}a=(e&255)-(f&255)|0}while(0);return a|0}function ABb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;f[e>>2]=c;c=BBb(a,b,e)|0;u=d;return c|0}function BBb(a,b,c){a=a|0;b=b|0;c=c|0;return YAb(a,2147483647,b,c)|0}function CBb(a){a=a|0;var b=0,c=0,d=0;if((f[a+76>>2]|0)<0)d=3;else if(!($Ab(a)|0))d=3;else{b=a+4|0;c=f[b>>2]|0;if(c>>>0<(f[a+8>>2]|0)>>>0){f[b>>2]=c+1;b=h[c>>0]|0}else b=BAb(a)|0}do if((d|0)==3){b=a+4|0;c=f[b>>2]|0;if(c>>>0<(f[a+8>>2]|0)>>>0){f[b>>2]=c+1;b=h[c>>0]|0;break}else{b=BAb(a)|0;break}}while(0);return b|0}function DBb(a){a=a|0;var b=0,c=0;b=EBb()|0;f[a+56>>2]=f[b>>2];c=f[b>>2]|0;if(c|0)f[c+52>>2]=a;f[b>>2]=a;FBb();return a|0}function EBb(){wc(259832);return 259840}function FBb(){Hc(259832);return}function GBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+1040|0;k=n+8|0;l=n;j=f[b>>2]|0;f[l>>2]=j;m=(a|0)!=0;h=m?d:256;a=m?a:k;g=j;a:do 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if(d){e=d;while(1){i=b[g>>0]|0;if(!(i<<24>>24))break;g=g+1|0;f[a>>2]=i<<24>>24&57343;e=e+-1|0;if(!e)break b;else a=a+4|0}f[a>>2]=0;f[c>>2]=0;d=d-e|0;l=59;break a}while(0);f[c>>2]=g;l=59}while(0);c:while(1){d:do if((l|0)==14){while(1){i=b[g>>0]|0;if(((i&255)+-1|0)>>>0<127)if(!(g&3)){l=f[g>>2]|0;i=l&255;if(!((l+-16843009|l)&-2139062144)){do{g=g+4|0;e=e+-4|0;i=f[g>>2]|0}while(!((i+-16843009|i)&-2139062144|0));i=i&255}}i=i&255;if((i+-1|0)>>>0>=127)break;g=g+1|0;e=e+-1|0}i=i+-194|0;if(i>>>0>50)l=53;else{i=f[43460+(i<<2)>>2]|0;j=g+1|0;l=25;continue c}}else if((l|0)==15){e:do if(e){while(1){i=b[g>>0]|0;do if(((i&255)+-1|0)>>>0<127)if(e>>>0>4&(g&3|0)==0){while(1){i=f[g>>2]|0;if((i+-16843009|i)&-2139062144|0){l=38;break}f[a>>2]=i&255;f[a+4>>2]=h[g+1>>0];f[a+8>>2]=h[g+2>>0];j=g+4|0;i=a+16|0;f[a+12>>2]=h[g+3>>0];e=e+-4|0;if(e>>>0>4){a=i;g=j}else{l=37;break}}if((l|0)==37){a=i;g=j;i=b[j>>0]|0;break}else if((l|0)==38){i=i&255;break}}while(0);i=i&255;if((i+-1|0)>>>0>=127)break;g=g+1|0;f[a>>2]=i;e=e+-1|0;if(!e)break e;else a=a+4|0}i=i+-194|0;if(i>>>0>50){l=53;break d}i=f[43460+(i<<2)>>2]|0;k=e;j=g+1|0;l=43;continue c}while(0);f[c>>2]=g;l=59;continue c}else if((l|0)==25){l=(h[j>>0]|0)>>>3;if((l+-16|l+(i>>26))>>>0>7){g=j;l=52}else{g=j+1|0;if(i&33554432){if((b[g>>0]&-64)<<24>>24!=-128){g=j;l=52;break}g=j+2|0;if(i&524288){if((b[g>>0]&-64)<<24>>24!=-128){g=j;l=52;break}g=j+3|0}}e=e+-1|0;l=14;continue c}}else if((l|0)==43){l=0;e=h[j>>0]|0;g=e>>>3;if((g+-16|g+(i>>26))>>>0>7){g=j;e=k;l=52}else{g=j+1|0;e=e+-128|i<<6;do if((e|0)<0){i=(h[g>>0]|0)+-128|0;if(i>>>0>63){g=j+-1|0;d=a;break d}g=j+2|0;e=i|e<<6;if((e|0)<0){i=(h[g>>0]|0)+-128|0;if(i>>>0>63){g=j+-1|0;d=a;break d}else{g=j+3|0;e=i|e<<6;break}}}while(0);f[a>>2]=e;a=a+4|0;e=k+-1|0;l=15;continue c}}else if((l|0)==59)return d|0;while(0);if((l|0)==52){l=0;g=g+-1|0;if(!i)l=53;else d=a}if((l|0)==53)if(!(b[g>>0]|0)){if(a|0){f[a>>2]=0;f[c>>2]=0}d=d-e|0;l=59;continue}else d=a;l=hAb()|0;f[l>>2]=84;if(!d){d=-1;l=59;continue}f[c>>2]=g;d=-1;l=59}return 0}function IBb(){return qAb()|0}function JBb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;k=X(d,c)|0;d=(c|0)==0?0:d;if((f[e+76>>2]|0)>-1)j=$Ab(e)|0;else j=0;g=e+74|0;h=b[g>>0]|0;b[g>>0]=h+255|h;g=e+4|0;h=f[g>>2]|0;i=(f[e+8>>2]|0)-h|0;if((i|0)>0){i=i>>>0<k>>>0?i:k;bQb(a|0,h|0,i|0)|0;f[g>>2]=(f[g>>2]|0)+i;g=k-i|0;a=a+i|0}else g=k;a:do if(!g)l=13;else{i=e+32|0;while(1){if(CAb(e)|0)break;h=Sg[f[i>>2]&255](e,a,g)|0;if((h+1|0)>>>0<2)break;g=g-h|0;if(!g){l=13;break a}else a=a+h|0}if(j|0)aBb(e);d=((k-g|0)>>>0)/(c>>>0)|0}while(0);if((l|0)==13)if(j)aBb(e);return d|0}function KBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;if((f[a+76>>2]|0)>-1){d=($Ab(a)|0)==0;b=LBb(a,b,c)|0;if(!d)aBb(a)}else b=LBb(a,b,c)|0;return b|0}function LBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;if((c|0)==1)b=b-(f[a+8>>2]|0)+(f[a+4>>2]|0)|0;d=a+20|0;e=a+28|0;if((f[d>>2]|0)>>>0>(f[e>>2]|0)>>>0){Sg[f[a+36>>2]&255](a,0,0)|0;if(!(f[d>>2]|0))b=-1;else g=5}else g=5;if((g|0)==5){f[a+16>>2]=0;f[e>>2]=0;f[d>>2]=0;if((Sg[f[a+40>>2]&255](a,b,c)|0)<0)b=-1;else{f[a+8>>2]=0;f[a+4>>2]=0;f[a>>2]=f[a>>2]&-17;b=0}}return b|0}function MBb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if((f[a+76>>2]|0)>-1)e=$Ab(a)|0;else e=0;NBb(a);g=(f[a>>2]&1|0)!=0;if(!g){d=EBb()|0;c=f[a+52>>2]|0;b=a+56|0;if(c|0)f[c+56>>2]=f[b>>2];b=f[b>>2]|0;if(b|0)f[b+52>>2]=c;if((f[d>>2]|0)==(a|0))f[d>>2]=b;FBb()}b=OBb(a)|0;b=Pg[f[a+12>>2]&1023](a)|0|b;c=f[a+92>>2]|0;if(c|0)$zb(c);if(g){if(e|0)aBb(a)}else $zb(a);return b|0}function NBb(a){a=a|0;var b=0;if(f[a+68>>2]|0){b=f[a+116>>2]|0;a=a+112|0;if(b|0)f[b+112>>2]=f[a>>2];a=f[a>>2]|0;if(!a)a=(QBb()|0)+232|0;else a=a+116|0;f[a>>2]=b}return}function OBb(a){a=a|0;var b=0,c=0;do if(!a){if(!(f[10832]|0))b=0;else b=OBb(f[10832]|0)|0;a=EBb()|0;a=f[a>>2]|0;if(a)do{if((f[a+76>>2]|0)>-1)c=$Ab(a)|0;else c=0;if((f[a+20>>2]|0)>>>0>(f[a+28>>2]|0)>>>0)b=PBb(a)|0|b;if(c|0)aBb(a);a=f[a+56>>2]|0}while((a|0)!=0);FBb()}else{if((f[a+76>>2]|0)<=-1){b=PBb(a)|0;break}c=($Ab(a)|0)==0;b=PBb(a)|0;if(!c)aBb(a)}while(0);return b|0}function PBb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+20|0;h=a+28|0;if((f[g>>2]|0)>>>0>(f[h>>2]|0)>>>0){Sg[f[a+36>>2]&255](a,0,0)|0;if(!(f[g>>2]|0))b=-1;else c=3}else c=3;if((c|0)==3){b=a+4|0;c=f[b>>2]|0;d=a+8|0;e=f[d>>2]|0;if(c>>>0<e>>>0)Sg[f[a+40>>2]&255](a,c-e|0,1)|0;f[a+16>>2]=0;f[h>>2]=0;f[g>>2]=0;f[d>>2]=0;f[b>>2]=0;b=0}return b|0}function QBb(){return qAb()|0}function RBb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+64|0;j=k+40|0;h=k+24|0;g=k+16|0;e=k;i=k+56|0;if(!(SAb(252186,b[c>>0]|0)|0)){d=hAb()|0;f[d>>2]=22;d=0}else{d=_zb(1156)|0;if(!d)d=0;else{dQb(d|0,0,124)|0;if(!(SAb(c,43)|0))f[d>>2]=(b[c>>0]|0)==114?8:4;if(SAb(c,101)|0){f[e>>2]=a;f[e+4>>2]=2;f[e+8>>2]=1;Cc(221,e|0)|0}if((b[c>>0]|0)==97){f[g>>2]=a;f[g+4>>2]=3;c=Cc(221,g|0)|0;if(!(c&1024)){f[h>>2]=a;f[h+4>>2]=4;f[h+8>>2]=c|1024;Cc(221,h|0)|0}e=f[d>>2]|128;f[d>>2]=e}else e=f[d>>2]|0;f[d+60>>2]=a;f[d+44>>2]=d+132;f[d+48>>2]=1024;c=d+75|0;b[c>>0]=-1;if(!(e&8)){f[j>>2]=a;f[j+4>>2]=21523;f[j+8>>2]=i;if(!(Ec(54,j|0)|0))b[c>>0]=10}f[d+32>>2]=138;f[d+36>>2]=135;f[d+40>>2]=136;f[d+12>>2]=553;if(!(f[64939]|0))f[d+76>>2]=-1;DBb(d)|0}}u=k;return d|0}function SBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,L=0;L=u;u=u+288|0;E=L+8|0;F=L+17|0;G=L;H=L+16|0;if((f[a+76>>2]|0)>-1)K=$Ab(a)|0;else K=0;e=b[c>>0]|0;a:do if(!(e<<24>>24))c=0;else{y=a+4|0;z=a+100|0;A=a+108|0;B=a+8|0;C=F+10|0;D=F+33|0;x=E+4|0;m=c;t=0;c=0;g=0;i=e;e=0;b:while(1){c:do if(!(AAb(i&255)|0)){i=(b[m>>0]|0)==37;d:do if(i){j=m+1|0;k=b[j>>0]|0;e:do switch(k<<24>>24){case 37:break d;case 42:{w=0;j=m+2|0;break}default:{if(uAb(k&255)|0)if((b[m+2>>0]|0)==36){w=TBb(d,(h[j>>0]|0)+-48|0)|0;j=m+3|0;break e}v=(f[d>>2]|0)+(4-1)&~(4-1);w=f[v>>2]|0;f[d>>2]=v+4}}while(0);if(!(uAb(h[j>>0]|0)|0))r=0;else{i=0;do{i=(i*10|0)+-48+(h[j>>0]|0)|0;j=j+1|0}while((uAb(h[j>>0]|0)|0)!=0);r=i}m=b[j>>0]|0;k=j+1|0;if(m<<24>>24==109){i=(w|0)!=0&1;g=0;j=k;m=b[k>>0]|0;e=0}else i=0;k=j+1|0;switch(m<<24>>24){case 104:{v=(b[k>>0]|0)==104;m=v?-2:-1;j=v?j+2|0:k;break}case 108:{v=(b[k>>0]|0)==108;m=v?3:1;j=v?j+2|0:k;break}case 106:{m=3;j=k;break}case 116:case 122:{m=1;j=k;break}case 76:{m=2;j=k;break}case 110:case 112:case 67:case 83:case 91:case 99:case 115:case 88:case 71:case 70:case 69:case 65:case 103:case 102:case 101:case 97:case 120:case 117:case 111:case 105:case 100:{m=0;break}default:{J=136;break b}}q=h[j>>0]|0;s=(q&47|0)==3;q=s?q|32:q;s=s?1:m;o=q&255;switch(o<<24>>24){case 99:{r=(r|0)>1?r:1;break}case 91:break;case 110:{UBb(w,s,t,((t|0)<0)<<31>>31);k=t;break c}default:{xAb(a,0);do{k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0}while((AAb(k)|0)!=0);if(!(f[z>>2]|0))k=f[y>>2]|0;else{k=(f[y>>2]|0)+-1|0;f[y>>2]=k}t=(f[A>>2]|0)+t+k-(f[B>>2]|0)|0}}xAb(a,r);m=f[y>>2]|0;k=f[z>>2]|0;if(m>>>0<k>>>0)f[y>>2]=m+1;else{if((zAb(a)|0)<0){J=136;break b}k=f[z>>2]|0}if(k|0)f[y>>2]=(f[y>>2]|0)+-1;f:do switch(o<<24>>24){case 91:case 99:case 115:{v=(q|0)==99;g:do if((q|16|0)==115){dQb(F|0,-1,257)|0;b[F>>0]=0;if((q|0)==115){b[D>>0]=0;b[C>>0]=0;b[C+1>>0]=0;b[C+2>>0]=0;b[C+3>>0]=0;b[C+4>>0]=0}}else{k=j+1|0;o=(b[k>>0]|0)==94;q=o&1;j=o?j+2|0:k;dQb(F|0,q|0,257)|0;b[F>>0]=0;k=b[j>>0]|0;switch(k<<24>>24){case 45:{k=46;J=65;break}case 93:{k=94;J=65;break}default:{}}while(1){if((J|0)==65){J=0;b[F+k>>0]=q^1;k=j+1|0;j=k;k=b[k>>0]|0}h:do switch(k<<24>>24){case 0:{J=136;break b}case 93:break g;case 45:{o=j+1|0;k=b[o>>0]|0;switch(k<<24>>24){case 93:case 0:{k=45;break h}default:{}}j=b[j+-1>>0]|0;if((j&255)<(k&255)){m=(q^1)&255;j=j&255;do{j=j+1|0;b[F+j>>0]=m;k=b[o>>0]|0}while((j|0)<(k&255|0));j=o}else j=o;break}default:{}}while(0);k=(k&255)+1|0;J=65}}while(0);k=v?r+1|0:31;q=(s|0)==1;s=(i|0)!=0;i:do if(q){if(s){e=_zb(k<<2)|0;if(!e){g=0;e=0;J=136;break b}}else e=w;f[E>>2]=0;f[x>>2]=0;o=k;g=0;j:while(1){m=(e|0)==0;do{k:while(1){k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0;if(!(b[F+(k+1)>>0]|0))break j;b[H>>0]=k;switch(xBb(G,H,1,E)|0){case -1:{g=0;J=136;break b}case -2:break;default:break k}}if(!m){f[e+(g<<2)>>2]=f[G>>2];g=g+1|0}}while(!(s&(g|0)==(o|0)));g=o<<1|1;k=aAb(e,g<<2)|0;if(!k){g=0;J=136;break b}else{m=o;o=g;e=k;g=m}}if(!(VBb(E)|0)){g=0;J=136;break b}else{o=g;g=0;m=e}}else{if(s){g=_zb(k)|0;if(!g){g=0;e=0;J=136;break b}else{m=k;e=0}while(1){do{k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0;if(!(b[F+(k+1)>>0]|0)){o=e;m=0;e=0;break i}b[g+e>>0]=k;e=e+1|0}while((e|0)!=(m|0));e=m<<1|1;k=aAb(g,e)|0;if(!k){e=0;J=136;break b}else{o=m;m=e;g=k;e=o}}}if(!w)while(1){e=f[y>>2]|0;if(e>>>0<(f[z>>2]|0)>>>0){f[y>>2]=e+1;e=h[e>>0]|0}else e=zAb(a)|0;if(!(b[F+(e+1)>>0]|0)){o=0;g=0;m=0;e=0;break i}}else g=0;while(1){e=f[y>>2]|0;if(e>>>0<(f[z>>2]|0)>>>0){f[y>>2]=e+1;e=h[e>>0]|0}else e=zAb(a)|0;if(!(b[F+(e+1)>>0]|0)){o=g;g=w;m=0;e=0;break i}b[w+g>>0]=e;g=g+1|0}}while(0);if(!(f[z>>2]|0))k=f[y>>2]|0;else{k=(f[y>>2]|0)+-1|0;f[y>>2]=k}k=k-(f[B>>2]|0)+(f[A>>2]|0)|0;if(!k)break b;if(!((k|0)==(r|0)|v^1))break b;do if(s)if(q){f[w>>2]=m;break}else{f[w>>2]=g;break}while(0);if(!v){if(m|0)f[m+(o<<2)>>2]=0;if(!g){g=0;break f}b[g+o>>0]=0}break}case 120:case 88:case 112:{k=16;J=124;break}case 111:{k=8;J=124;break}case 117:case 100:{k=10;J=124;break}case 105:{k=0;J=124;break}case 71:case 103:case 70:case 102:case 69:case 101:case 65:case 97:{l=+WBb(a,s,0);if((f[A>>2]|0)==((f[B>>2]|0)-(f[y>>2]|0)|0))break b;if(w)switch(s|0){case 0:{n[w>>2]=l;break f}case 1:{p[w>>3]=l;break f}case 2:{p[w>>3]=l;break f}default:break f}break}default:{}}while(0);do if((J|0)==124){J=0;k=yAb(a,k,0,-1,-1)|0;if((f[A>>2]|0)==((f[B>>2]|0)-(f[y>>2]|0)|0))break b;if((w|0)!=0&(q|0)==112){f[w>>2]=k;break}else{UBb(w,s,k,I);break}}while(0);c=c+((w|0)!=0&1)|0;k=(f[A>>2]|0)+t+(f[y>>2]|0)-(f[B>>2]|0)|0;break c}while(0);j=m+(i&1)|0;xAb(a,0);i=f[y>>2]|0;if(i>>>0<(f[z>>2]|0)>>>0){f[y>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((i|0)!=(h[j>>0]|0)){J=22;break b}k=t+1|0}else{j=m;while(1){i=j+1|0;if(!(AAb(h[i>>0]|0)|0))break;else j=i}xAb(a,0);do{i=f[y>>2]|0;if(i>>>0<(f[z>>2]|0)>>>0){f[y>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0}while((AAb(i)|0)!=0);if(!(f[z>>2]|0))i=f[y>>2]|0;else{i=(f[y>>2]|0)+-1|0;f[y>>2]=i}k=(f[A>>2]|0)+t+i-(f[B>>2]|0)|0}while(0);m=j+1|0;i=b[m>>0]|0;if(!(i<<24>>24))break a;else t=k}if((J|0)==22){if(f[z>>2]|0)f[y>>2]=(f[y>>2]|0)+-1;if((c|0)!=0|(i|0)>-1)break;else{c=0;J=137}}else if((J|0)==136)if(!c){c=i;J=137}if((J|0)==137){i=c;c=-1}if(i){$zb(g);$zb(e)}}while(0);if(K|0)aBb(a);u=L;return c|0}function TBb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;f[c>>2]=f[a>>2];while(1){e=(f[c>>2]|0)+(4-1)&~(4-1);a=f[e>>2]|0;f[c>>2]=e+4;if(b>>>0>1)b=b+-1|0;else break}u=d;return a|0}function UBb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;a:do if(a|0)switch(c|0){case -2:{b[a>>0]=e;break a}case -1:{d[a>>1]=e;break a}case 0:{f[a>>2]=e;break a}case 1:{f[a>>2]=e;break a}case 3:{c=a;f[c>>2]=e;f[c+4>>2]=g;break a}default:break a}while(0);return}function VBb(a){a=a|0;if(!a)a=1;else a=(f[a>>2]|0)==0&1;return a|0}function WBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;switch(c|0){case 0:{l=-149;m=24;j=4;break}case 1:{l=-1074;m=53;j=4;break}case 2:{l=-1074;m=53;j=4;break}default:e=0.0}a:do if((j|0)==4){o=a+4|0;n=a+100|0;do{c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0}while((AAb(c)|0)!=0);b:do switch(c|0){case 43:case 45:{i=1-(((c|0)==45&1)<<1)|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;g=h[c>>0]|0;break b}else{g=zAb(a)|0;break b}}default:{g=c;i=1}}while(0);c=0;do{if((g|32|0)!=(b[252173+c>>0]|0))break;do if(c>>>0<7){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0;break}else{g=zAb(a)|0;break}}while(0);c=c+1|0}while(c>>>0<8);c:do switch(c|0){case 8:break;case 3:{j=23;break}default:{k=(d|0)!=0;if(k&c>>>0>3)if((c|0)==8)break c;else{j=23;break c}d:do if(!c){c=0;do{if((g|32|0)!=(b[252182+c>>0]|0))break d;do if(c>>>0<2){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0;break}else{g=zAb(a)|0;break}}while(0);c=c+1|0}while(c>>>0<3)}while(0);switch(c|0){case 3:{c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;if((c|0)==40)c=1;else{if(!(f[n>>2]|0)){e=B;break a}f[o>>2]=(f[o>>2]|0)+-1;e=B;break a}while(1){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0}else g=zAb(a)|0;if(!((g+-48|0)>>>0<10|(g+-65|0)>>>0<26))if(!((g|0)==95|(g+-97|0)>>>0<26))break;c=c+1|0}if((g|0)==41){e=B;break a}g=(f[n>>2]|0)==0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if(!k){o=hAb()|0;f[o>>2]=22;xAb(a,0);e=0.0;break a}if(!c){e=B;break a}while(1){c=c+-1|0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if(!c){e=B;break a}}}case 0:{if((g|0)==48){c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;if((c|32|0)==120){e=+XBb(a,m,l,i,d);break a}if(!(f[n>>2]|0))c=48;else{f[o>>2]=(f[o>>2]|0)+-1;c=48}}else c=g;e=+YBb(a,c,m,l,i,d);break a}default:{if(f[n>>2]|0)f[o>>2]=(f[o>>2]|0)+-1;o=hAb()|0;f[o>>2]=22;xAb(a,0);e=0.0;break a}}}}while(0);if((j|0)==23){g=(f[n>>2]|0)==0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if((d|0)!=0&c>>>0>3)do{if(!g)f[o>>2]=(f[o>>2]|0)+-1;c=c+-1|0}while(c>>>0>3)}e=+(i|0)*C}while(0);return +e}function XBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,i=0,j=0,k=0.0,l=0,m=0,n=0,o=0.0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;y=a+4|0;i=f[y>>2]|0;x=a+100|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0;l=0}else{j=zAb(a)|0;l=0}a:while(1){switch(j|0){case 46:{w=8;break a}case 48:break;default:{s=0;n=0;o=1.0;g=0.0;i=0;m=j;t=l;v=0;u=0;l=0;j=0;break a}}i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0;l=1;continue}else{j=zAb(a)|0;l=1;continue}}if((w|0)==8){i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0}else j=zAb(a)|0;if((j|0)==48){l=0;j=0;do{i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;m=h[i>>0]|0}else m=zAb(a)|0;l=QPb(l|0,j|0,-1,-1)|0;j=I}while((m|0)==48);s=1;n=0;o=1.0;g=0.0;i=0;t=1;v=0;u=0}else{s=1;n=0;o=1.0;g=0.0;i=0;m=j;t=l;v=0;u=0;l=0;j=0}}while(1){q=m+-48|0;p=m|32;if(q>>>0<10)w=20;else{r=(m|0)==46;if(!(r|(p+-97|0)>>>0<6))break;if(r)if(!s){s=1;k=o;r=t;l=u;j=v;q=u;p=v}else{m=46;break}else w=20}if((w|0)==20){w=0;m=(m|0)>57?p+-87|0:q;do if((v|0)<0|(v|0)==0&u>>>0<8){k=o;i=m+(i<<4)|0}else if((v|0)<0|(v|0)==0&u>>>0<14){o=o*.0625;k=o;g=g+o*+(m|0);break}else{t=(n|0)!=0|(m|0)==0;n=t?n:1;k=o;g=t?g:g+o*.5;break}while(0);q=QPb(u|0,v|0,1,0)|0;r=1;p=I}m=f[y>>2]|0;if(m>>>0<(f[x>>2]|0)>>>0){f[y>>2]=m+1;o=k;m=h[m>>0]|0;t=r;v=p;u=q;continue}else{o=k;m=zAb(a)|0;t=r;v=p;u=q;continue}}do if(!t){i=(f[x>>2]|0)==0;if(!i)f[y>>2]=(f[y>>2]|0)+-1;if(!e)xAb(a,0);else{if(!i)f[y>>2]=(f[y>>2]|0)+-1;if(!((s|0)==0|i))f[y>>2]=(f[y>>2]|0)+-1}g=+(d|0)*0.0}else{p=(s|0)==0;q=p?u:l;p=p?v:j;if((v|0)<0|(v|0)==0&u>>>0<8){l=u;j=v;while(1){i=i<<4;w=l;l=QPb(l|0,j|0,1,0)|0;if(!((j|0)<0|(j|0)==0&w>>>0<7)){n=i;break}else j=I}}else n=i;if((m|32|0)==112){j=ZBb(a,e)|0;i=I;if((j|0)==0&(i|0)==-2147483648){if(!e){xAb(a,0);g=0.0;break}if(!(f[x>>2]|0)){j=0;i=0}else{f[y>>2]=(f[y>>2]|0)+-1;j=0;i=0}}}else 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b=b+-48+((f[k>>2]|0)*10|0)|0;f[k>>2]=b;w=w+1|0;y=(w|0)==9;w=y?0:w;j=j+(y&1)|0;s=v?o:s;y=1}while(0);b=f[B>>2]|0;if(b>>>0<(f[C>>2]|0)>>>0){f[B>>2]=b+1;b=h[b>>0]|0}else b=zAb(a)|0;z=b+-48|0;k=(b|0)==46;if(!(k|z>>>0<10)){v=x;k=y;A=29;break b}}b=w;k=(y|0)!=0;A=37}else{w=0;j=0;s=0;k=o;o=0;m=0;A=29}while(0);do if((A|0)==29){z=(v|0)==0;p=z?o:p;n=z?m:n;k=(k|0)!=0;if(!(k&(b|32|0)==101))if((b|0)>-1){b=w;A=37;break}else{b=w;A=39;break}k=ZBb(a,g)|0;b=I;if((k|0)==0&(b|0)==-2147483648){if(!g){xAb(a,0);i=0.0;break}if(!(f[C>>2]|0)){k=0;b=0}else{f[B>>2]=(f[B>>2]|0)+-1;k=0;b=0}}y=QPb(k|0,b|0,p|0,n|0)|0;b=w;n=I;A=41}while(0);if((A|0)==37)if(!(f[C>>2]|0))A=39;else{f[B>>2]=(f[B>>2]|0)+-1;if(k){y=p;A=41}else A=40}if((A|0)==39)if(k){y=p;A=41}else A=40;do if((A|0)==40){F=hAb()|0;f[F>>2]=22;xAb(a,0);i=0.0}else 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+((c|0)==(g|0)&(e|0)==(i|0)?a*0.0:a);if(!d){c=_Pb(h|0,j|0,12)|0;e=I;if((e|0)>-1|(e|0)==-1&c>>>0>4294967295){d=0;do{d=d+-1|0;c=_Pb(c|0,e|0,1)|0;e=I}while((e|0)>-1|(e|0)==-1&c>>>0>4294967295)}else d=0;h=_Pb(h|0,j|0,1-d|0)|0;g=I}else g=j&1048575|1048576;if(!k){e=_Pb(l|0,m|0,12)|0;i=I;if((i|0)>-1|(i|0)==-1&e>>>0>4294967295){c=0;do{c=c+-1|0;e=_Pb(e|0,i|0,1)|0;i=I}while((i|0)>-1|(i|0)==-1&e>>>0>4294967295)}else c=0;l=_Pb(l|0,m|0,1-c|0)|0;k=c;j=I}else j=m&1048575|1048576;e=RPb(h|0,g|0,l|0,j|0)|0;c=I;i=(c|0)>-1|(c|0)==-1&e>>>0>4294967295;b:do if((d|0)>(k|0)){while(1){if(i){if((e|0)==0&(c|0)==0)break}else{e=h;c=g}h=_Pb(e|0,c|0,1)|0;g=I;d=d+-1|0;e=RPb(h|0,g|0,l|0,j|0)|0;c=I;i=(c|0)>-1|(c|0)==-1&e>>>0>4294967295;if((d|0)<=(k|0))break b}b=a*0.0;break a}while(0);if(i){if((e|0)==0&(c|0)==0){b=a*0.0;break}}else{c=g;e=h}if(c>>>0<1048576|(c|0)==1048576&e>>>0<0)do{e=_Pb(e|0,c|0,1)|0;c=I;d=d+-1|0}while(c>>>0<1048576|(c|0)==1048576&e>>>0<0);if((d|0)>0){m=QPb(e|0,c|0,0,-1048576)|0;c=I;d=_Pb(d|0,0,52)|0;c=c|I;d=m|d}else{d=ZPb(e|0,c|0,1-d|0)|0;c=I}f[s>>2]=d;f[s+4>>2]=c|n;b=+p[s>>3]}}while(0);if((o|0)==3){b=a*b;b=b/b}return +b}function dCb(a){a=+a;var b=0;p[s>>3]=a;b=f[s>>2]|0;I=f[s+4>>2]|0;return b|0}function eCb(a,b){a=+a;b=+b;var c=0,d=0;p[s>>3]=a;d=f[s>>2]|0;c=f[s+4>>2]|0;p[s>>3]=b;c=f[s+4>>2]&-2147483648|c&2147483647;f[s>>2]=d;f[s+4>>2]=c;return +(+p[s>>3])}function fCb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;f[e>>2]=c;c=ZAb(a,b,e)|0;u=d;return c|0}function gCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+488>>2]|0;e=f[a+1680>>2]|0;a:{f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243321;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+93>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=243340;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+94>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243360;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+95>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243387;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+96>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243418;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+97>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=37;g=c;h=243449;i=g+37|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+37>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+98>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=243487;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+99>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243505;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+100>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=35;g=c;h=243536;i=g+35|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+35>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+101>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=243572;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+102>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243602;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+103>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=243627;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+104>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=243644;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+105>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243666;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+106>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243690;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+107>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=39;g=c;h=243717;i=g+39|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+39>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+108>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243757;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+109>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=43;g=c;h=243781;i=g+43|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+43>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+110>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243825;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+111>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243850;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;c=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+112>>0]=c;if((b[(a+164|0)+11>>0]|0)>=0){e=f[e>>2]|0;Rub(a+152|0,e);u=a;f[a+2184>>2]=5;break a}sOb(f[(a+164|0)>>2]|0);e=f[e>>2]|0;Rub(a+152|0,e);u=a;f[a+2184>>2]=5;break a}f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function hCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;e=f[a+1680>>2]|0;i=f[a+2040>>2]|0;b[d+72>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=20;g=c;h=242838;i=g+20|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+20>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+73>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242859;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+74>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242878;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+75>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242909;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+76>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242937;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+77>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242960;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+78>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242990;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+79>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=243017;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+80>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=243040;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+81>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243070;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+82>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=243096;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+83>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243116;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+84>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243135;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+85>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243161;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+86>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=243187;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+87>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=243205;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+88>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243222;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+89>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243247;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+90>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=243266;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+91>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243294;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;e=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+92>>0]=e;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);e=pOb(32)|0;f[(a+164|0)>>2]=e;f[a+488>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function iCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+1664>>2]|0;e=f[a+1680>>2]|0;g=f[a+2144>>2]|0;h=f[a+2160>>2]|0;i=f[a+2168>>2]|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+52>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=242388;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+53>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242412;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+54>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=11;g=c;h=242435;i=g+11|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+11>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+55>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=242447;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+56>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242473;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+57>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242504;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+58>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242531;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+59>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=242559;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+60>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=242581;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+61>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242613;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+62>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242643;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+63>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242661;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+64>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=242688;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+65>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242708;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+66>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=12;g=c;h=242731;i=g+12|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+12>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+67>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);f[(a+164|0)>>2]=0;f[(a+164|0)+4>>2]=0;f[(a+164|0)+8>>2]=0;b[((a+164|0)+11|0)>>0]=9;g=a+164|0;h=242744;i=g+9|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[(a+164|0)+9>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+68>>0]=i;if((b[((a+164|0)+11|0)>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242754;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+69>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242784;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+70>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=242802;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+71>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242819;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;e=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;f[a+2040>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function jCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;i=f[a+1280>>2]|0;e=f[a+1680>>2]|0;b[i+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+31>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=241861;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+32>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241893;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+33>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241927;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+34>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241961;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+35>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241984;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+36>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=11;g=c;h=242018;i=g+11|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+11>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+37>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=20;g=c;h=242030;i=g+20|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+20>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+38>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=14;g=c;h=242051;i=g+14|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+14>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+39>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=14;g=c;h=242066;i=g+14|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+14>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+40>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=242081;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+41>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242107;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+42>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242138;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+43>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242156;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+44>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242175;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+45>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242203;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+46>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242230;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+47>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242253;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+48>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=242272;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+49>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242296;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+50>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=34;g=c;h=242327;i=g+34|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+34>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+51>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);e=pOb(32)|0;f[(a+164|0)>>2]=e;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=e;h=242362;i=g+25|0;f[a+1664>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function kCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+912>>2]|0;e=f[a+1680>>2]|0;g=f[a+2144>>2]|0;h=f[a+2160>>2]|0;i=f[a+2168>>2]|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+10>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=241329;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+11>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=32;g=c;h=241356;i=g+32|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+12>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=28;g=c;h=241389;i=g+28|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+28>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+13>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241418;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+14>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241441;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+15>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=241464;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+16>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=241486;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+17>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=241508;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+18>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=241536;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+19>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=241562;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+20>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=241580;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+21>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=241600;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+22>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=241631;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+23>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=241655;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+24>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=241673;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+25>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=241705;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+26>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=241736;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+27>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241756;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+28>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241779;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+29>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=241802;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+30>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=32;g=c;h=241828;i=g+32|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));f[a+1280>>2]=c;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function lCb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a+72>>2]|0;k=f[a+144>>2]|0;i=f[a+544>>2]|0;j=f[a+552>>2]|0;n=f[a+1472>>2]|0;p=f[a+2152>>2]|0;q=f[a+2216>>2]|0;a:{if(q){q=0;if(!n){g=f[64811]|0;if((g|0)==0|j>>>0<g>>>0)f[64811]=j;f[64919]=j;f[64920]=i;f[64922]=0;f[64816]=f[64925];f[64815]=-1;f[64820]=259268;f[64819]=259268;f[64822]=259276;f[64821]=259276;f[64824]=259284;f[64823]=259284;f[64826]=259292;f[64825]=259292;f[64828]=259300;f[64827]=259300;f[64830]=259308;f[64829]=259308;f[64832]=259316;f[64831]=259316;f[64834]=259324;f[64833]=259324;f[64836]=259332;f[64835]=259332;f[64838]=259340;f[64837]=259340;f[64840]=259348;f[64839]=259348;f[64842]=259356;f[64841]=259356;f[64844]=259364;f[64843]=259364;f[64846]=259372;f[64845]=259372;f[64848]=259380;f[64847]=259380;f[64850]=259388;f[64849]=259388;f[64852]=259396;f[64851]=259396;f[64854]=259404;f[64853]=259404;f[64856]=259412;f[64855]=259412;f[64858]=259420;f[64857]=259420;f[64860]=259428;f[64859]=259428;f[64862]=259436;f[64861]=259436;f[64864]=259444;f[64863]=259444;f[64866]=259452;f[64865]=259452;f[64868]=259460;f[64867]=259460;f[64870]=259468;f[64869]=259468;f[64872]=259476;f[64871]=259476;f[64874]=259484;f[64873]=259484;f[64876]=259492;f[64875]=259492;f[64878]=259500;f[64877]=259500;f[64880]=259508;f[64879]=259508;f[64882]=259516;f[64881]=259516;g=i+-40|0;d=j+8|0;d=(d&7|0)==0?0:0-d&7;e=j+d|0;f[64813]=e;f[64810]=g-d|0;f[e+4>>2]=g-d|0|1;f[j+g+4>>2]=40;f[64814]=f[64929]}else q=1}if(q){q=0;if(1){b=259676;while(1){c=f[b>>2]|0;d=b+4|0;e=f[d>>2]|0;if((j|0)==(c+e|0)){p=143;break}g=f[b+8>>2]|0;if(!g)break;else b=g}if((p|0)==143)if(!(f[b+12>>2]&8))if(j>>>0>n>>>0&c>>>0<=n>>>0){f[d>>2]=e+i;o=(f[64810]|0)+i|0;l=((n+8|0)&7|0)==0?0:0-(n+8|0)&7;f[64813]=n+l|0;f[64810]=o-l|0;f[(n+l|0)+4>>2]=o-l|0|1;f[n+o+4>>2]=40;f[64814]=f[64929];f[a+2240>>2]=1;break a}if(j>>>0<(f[64811]|0)>>>0)f[64811]=j;d=j+i|0;c=259676;while(1){if((f[c>>2]|0)==(d|0)){p=151;break}b=f[c+8>>2]|0;if(!b){h=259676;break}else c=b}if((p|0)==151){b=1;if(b)if(!(f[c+12>>2]&8)){f[c>>2]=j;m=c+4|0;f[m>>2]=(f[m>>2]|0)+i;m=j+8|0;m=j+((m&7|0)==0?0:0-m&7)|0;b=d+(((d+8|0)&7|0)==0?0:0-(d+8|0)&7)|0;l=m+k|0;j=b-m-k|0;f[m+4>>2]=k|3;do{c=1;if(c){c=0;if((n|0)==(b|0)){n=(f[64810]|0)+j|0;f[64810]=n;f[64813]=l;f[l+4>>2]=n|1}else c=1}if(c)if(1){if((f[64812]|0)==(b|0)){o=(f[64809]|0)+j|0;f[64809]=o;f[64812]=l;f[l+4>>2]=o|1;f[l+o>>2]=o;break}i=f[b+4>>2]|0;if((i&3|0)==1){b:do if(i>>>0<256){c=f[b+8>>2]|0;d=f[b+12>>2]|0;if((d|0)==(c|0)){f[64807]=f[64807]&~(1<<(i>>>3));break}else{f[c+12>>2]=d;f[d+8>>2]=c;break}}else{h=f[b+24>>2]|0;c=f[b+12>>2]|0;do if((c|0)==(b|0)){c=f[((b+16|0)+4|0)>>2]|0;if(!c){c=f[(b+16|0)>>2]|0;if(!c){c=0;break}else g=b+16|0}else g=(b+16|0)+4|0;while(1){d=c+20|0;e=f[d>>2]|0;if(e|0){c=e;g=d;continue}d=c+16|0;e=f[d>>2]|0;if(!e)break;else{c=e;g=d}}f[g>>2]=0}else{n=f[b+8>>2]|0;f[n+12>>2]=c;f[c+8>>2]=n}while(0);if(!h)break;d=f[b+28>>2]|0;do if((f[(259532+(d<<2)|0)>>2]|0)==(b|0)){f[(259532+(d<<2)|0)>>2]=c;if(c|0)break;f[64808]=f[64808]&~(1<<d);break b}else{f[h+16+(((f[h+16>>2]|0)!=(b|0)&1)<<2)>>2]=c;if(!c)break b}while(0);f[c+24>>2]=h;d=f[(b+16|0)>>2]|0;if(d|0){f[c+16>>2]=d;f[d+24>>2]=c}d=f[(b+16|0)+4>>2]|0;if(!d)break;f[c+20>>2]=d;f[d+24>>2]=c}while(0);b=b+(i&-8)|0;g=(i&-8)+j|0}else g=j;d=b+4|0;f[d>>2]=f[d>>2]&-2;f[l+4>>2]=g|1;f[l+g>>2]=g;d=g>>>3;if(g>>>0<256){b=f[64807]|0;if(!(b&1<<d)){f[64807]=b|1<<d;b=259268+(d<<1<<2)|0;c=(259268+(d<<1<<2)|0)+8|0}else{b=f[((259268+(d<<1<<2)|0)+8|0)>>2]|0;c=(259268+(d<<1<<2)|0)+8|0}f[c>>2]=l;f[b+12>>2]=l;f[l+8>>2]=b;f[l+12>>2]=259268+(d<<1<<2)|0;break}b=g>>>8;do if(!b)b=0;else{if(g>>>0>16777215){b=31;break}n=b<<((b+1048320|0)>>>16&8)<<(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4);b=14-(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4|(b+1048320|0)>>>16&8|(n+245760|0)>>>16&2)+(n<<((n+245760|0)>>>16&2)>>>15)|0;b=g>>>(b+7|0)&1|b<<1}while(0);e=259532+(b<<2)|0;f[l+28>>2]=b;f[(l+16|0)+4>>2]=0;f[(l+16|0)>>2]=0;c=f[64808]|0;d=1<<b;if(!(c&d)){f[64808]=c|d;f[e>>2]=l;f[l+24>>2]=e;f[l+12>>2]=l;f[l+8>>2]=l;break}c=g<<((b|0)==31?0:25-(b>>>1)|0);d=f[e>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(g|0)){p=192;break}o=d+16+(c>>>31<<2)|0;b=f[o>>2]|0;if(!b){p=191;break}else{c=c<<1;d=b}}if((p|0)==191){f[o>>2]=l;f[l+24>>2]=d;f[l+12>>2]=l;f[l+8>>2]=l;break}else if((p|0)==192){n=d+8|0;o=f[n>>2]|0;f[o+12>>2]=l;f[n>>2]=l;f[l+8>>2]=o;f[l+12>>2]=d;f[l+24>>2]=0;break}}}while(0);m=m+8|0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=m|0;break a}else b=1;if(b)if(1)h=259676}while(1){b=f[h>>2]|0;if(b>>>0<=n>>>0){c=b+(f[h+4>>2]|0)|0;if(c>>>0>n>>>0)break}h=f[h+8>>2]|0}g=(c+-47|0)+((((c+-47|0)+8|0)&7|0)==0?0:0-((c+-47|0)+8|0)&7)|0;g=g>>>0<(n+16|0)>>>0?n:g;b=i+-40|0;k=j+8|0;k=(k&7|0)==0?0:0-k&7;o=j+k|0;f[64813]=o;f[64810]=b-k|0;f[o+4>>2]=b-k|0|1;f[j+b+4>>2]=40;f[64814]=f[64929];f[(g+4|0)>>2]=27;f[(g+8|0)>>2]=f[64919];f[(g+8|0)+4>>2]=f[64920];f[(g+8|0)+8>>2]=f[64921];f[(g+8|0)+12>>2]=f[64922];f[64919]=j;f[64920]=i;f[64922]=0;f[64921]=g+8|0;b=g+24|0;do{o=b;b=b+4|0;f[b>>2]=7}while((o+8|0)>>>0<c>>>0);if((g|0)!=(n|0)){f[(g+4|0)>>2]=f[(g+4|0)>>2]&-2;f[n+4>>2]=g-n|0|1;f[g>>2]=g-n|0;if((g-n|0)>>>0<256){d=259268+((g-n|0)>>>3<<1<<2)|0;b=f[64807]|0;if(!(b&1<<((g-n|0)>>>3))){f[64807]=b|1<<((g-n|0)>>>3);b=d;c=d+8|0}else{b=f[(d+8|0)>>2]|0;c=d+8|0}f[c>>2]=n;f[b+12>>2]=n;f[n+8>>2]=b;f[n+12>>2]=d;f[a+2240>>2]=1;break a}if(!((g-n|0)>>>8))b=0;else if((g-n|0)>>>0>16777215)b=31;else{b=(g-n|0)>>>8<<((((g-n|0)>>>8)+1048320|0)>>>16&8);b=14-((b+520192|0)>>>16&4|(((g-n|0)>>>8)+1048320|0)>>>16&8|((b<<((b+520192|0)>>>16&4))+245760|0)>>>16&2)+(b<<((b+520192|0)>>>16&4)<<(((b<<((b+520192|0)>>>16&4))+245760|0)>>>16&2)>>>15)|0;b=(g-n|0)>>>(b+7|0)&1|b<<1}e=259532+(b<<2)|0;f[n+28>>2]=b;f[n+20>>2]=0;f[(n+16|0)>>2]=0;c=f[64808]|0;d=1<<b;if(!(c&d)){f[64808]=c|d;f[e>>2]=n;f[n+24>>2]=e;f[n+12>>2]=n;f[n+8>>2]=n;f[a+2240>>2]=1;break a}c=(g-n|0)<<((b|0)==31?0:25-(b>>>1)|0);d=f[e>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(g-n|0|0)){p=213;break}l=d+16+(c>>>31<<2)|0;b=f[l>>2]|0;if(!b){p=212;break}else{c=c<<1;d=b}}if((p|0)==212){f[l>>2]=n;f[n+24>>2]=d;f[n+12>>2]=n;f[n+8>>2]=n;f[a+2240>>2]=1;break a}else if((p|0)==213){l=d+8|0;o=f[l>>2]|0;f[o+12>>2]=n;f[l>>2]=n;f[n+8>>2]=o;f[n+12>>2]=d;f[n+24>>2]=0;f[a+2240>>2]=1;break a}}}else q=1}}f[a+72>>2]=m;f[a+2152>>2]=p;f[a+2216>>2]=q}function mCb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;j=f[a+32>>2]|0;r=f[a+72>>2]|0;z=f[a+144>>2]|0;y=f[a+2152>>2]|0;A=f[a+2160>>2]|0;a:{if(A){A=0;if(j>>>0<245){t=j>>>0<11?16:j+11&-8;q=f[64807]|0;if(q>>>(t>>>3)&3|0){b=259268+(((q>>>(t>>>3)&1^1)+(t>>>3)|0)<<1<<2)|0;c=f[(b+8|0)>>2]|0;d=f[(c+8|0)>>2]|0;if((d|0)==(b|0))f[64807]=q&~(1<<((q>>>(t>>>3)&1^1)+(t>>>3)|0));else{f[d+12>>2]=b;f[(b+8|0)>>2]=d}r=((q>>>(t>>>3)&1^1)+(t>>>3)|0)<<3;f[c+4>>2]=r|3;f[(c+r+4|0)>>2]=f[(c+r+4|0)>>2]|1;r=c+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}s=f[64809]|0;i=1;if(i){i=0;if(t>>>0>s>>>0){if(q>>>(t>>>3)|0){b=q>>>(t>>>3)<<(t>>>3)&(2<<(t>>>3)|0-(2<<(t>>>3)));g=((b&0-b)+-1|0)>>>(((b&0-b)+-1|0)>>>12&16);e=g>>>(g>>>5&8)>>>(g>>>(g>>>5&8)>>>2&4);e=(g>>>5&8|((b&0-b)+-1|0)>>>12&16|g>>>(g>>>5&8)>>>2&4|e>>>1&2|e>>>(e>>>1&2)>>>1&1)+(e>>>(e>>>1&2)>>>(e>>>(e>>>1&2)>>>1&1))|0;g=f[((259268+(e<<1<<2)|0)+8|0)>>2]|0;b=f[(g+8|0)>>2]|0;if((b|0)==(259268+(e<<1<<2)|0|0)){f[64807]=q&~(1<<e);b=q&~(1<<e)}else{f[b+12>>2]=259268+(e<<1<<2)|0;f[((259268+(e<<1<<2)|0)+8|0)>>2]=b;b=q}f[g+4>>2]=t|3;f[(g+t|0)+4>>2]=(e<<3)-t|0|1;f[g+(e<<3)>>2]=(e<<3)-t|0;if(s|0){d=f[64812]|0;if(!(b&1<<(s>>>3))){f[64807]=b|1<<(s>>>3);b=259268+(s>>>3<<1<<2)|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}else{b=f[((259268+(s>>>3<<1<<2)|0)+8|0)>>2]|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}f[c>>2]=d;f[b+12>>2]=d;f[d+8>>2]=b;f[d+12>>2]=259268+(s>>>3<<1<<2)|0}f[64809]=(e<<3)-t|0;f[64812]=g+t|0;r=g+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}m=f[64808]|0;e=1;if(e){e=0;if(!m)z=t;else e=1}if(e)if(1){g=((m&0-m)+-1|0)>>>(((m&0-m)+-1|0)>>>12&16);e=g>>>(g>>>5&8)>>>(g>>>(g>>>5&8)>>>2&4);e=f[259532+((g>>>5&8|((m&0-m)+-1|0)>>>12&16|g>>>(g>>>5&8)>>>2&4|e>>>1&2|e>>>(e>>>1&2)>>>1&1)+(e>>>(e>>>1&2)>>>(e>>>(e>>>1&2)>>>1&1))<<2)>>2]|0;g=(f[e+4>>2]&-8)-t|0;h=f[e+16+(((f[e+16>>2]|0)==0&1)<<2)>>2]|0;if(!h)l=e;else{do{k=(f[h+4>>2]&-8)-t|0;l=k>>>0<g>>>0;g=l?k:g;e=l?h:e;h=f[h+16+(((f[h+16>>2]|0)==0&1)<<2)>>2]|0}while((h|0)!=0);l=e}k=l+t|0;if(k>>>0>l>>>0){h=f[l+24>>2]|0;b=f[l+12>>2]|0;do if((b|0)==(l|0)){c=l+20|0;b=f[c>>2]|0;if(!b){c=l+16|0;b=f[c>>2]|0;if(!b){c=0;break}}while(1){d=b+20|0;e=f[d>>2]|0;if(e|0){b=e;c=d;continue}d=b+16|0;e=f[d>>2]|0;if(!e)break;else{b=e;c=d}}f[c>>2]=0;c=b}else{c=f[l+8>>2]|0;f[c+12>>2]=b;f[b+8>>2]=c;c=b}while(0);do if(h|0){b=f[l+28>>2]|0;if((l|0)==(f[(259532+(b<<2)|0)>>2]|0)){f[(259532+(b<<2)|0)>>2]=c;if(!c){f[64808]=m&~(1<<b);break}}else{f[h+16+(((f[h+16>>2]|0)!=(l|0)&1)<<2)>>2]=c;if(!c)break}f[c+24>>2]=h;b=f[l+16>>2]|0;if(b|0){f[c+16>>2]=b;f[b+24>>2]=c}b=f[l+20>>2]|0;if(b|0){f[c+20>>2]=b;f[b+24>>2]=c}}while(0);if(g>>>0<16){x=g+t|0;f[l+4>>2]=x|3;x=l+x+4|0;f[x>>2]=f[x>>2]|1}else{f[l+4>>2]=t|3;f[k+4>>2]=g|1;f[k+g>>2]=g;if(s|0){d=f[64812]|0;if(!(q&1<<(s>>>3))){f[64807]=q|1<<(s>>>3);b=259268+(s>>>3<<1<<2)|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}else{b=f[((259268+(s>>>3<<1<<2)|0)+8|0)>>2]|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}f[c>>2]=d;f[b+12>>2]=d;f[d+8>>2]=b;f[d+12>>2]=259268+(s>>>3<<1<<2)|0}f[64809]=g;f[64812]=k}r=l+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}else z=t}}else i=1}if(i)if(1)z=t}else A=1}if(A){A=0;if(1){e=1;if(e){e=0;if(j>>>0>4294967231)z=-1;else e=1}if(e)if(1){s=(j+11|0)&-8;q=f[64808]|0;e=1;if(e){e=0;if(!q)z=s;else e=1}if(e)if(1){if(!((j+11|0)>>>8))m=0;else if(s>>>0>16777215)m=31;else{m=(j+11|0)>>>8<<((((j+11|0)>>>8)+1048320|0)>>>16&8);m=14-((m+520192|0)>>>16&4|(((j+11|0)>>>8)+1048320|0)>>>16&8|((m<<((m+520192|0)>>>16&4))+245760|0)>>>16&2)+(m<<((m+520192|0)>>>16&4)<<(((m<<((m+520192|0)>>>16&4))+245760|0)>>>16&2)>>>15)|0;m=s>>>(m+7|0)&1|m<<1}e=f[259532+(m<<2)>>2]|0;b:do if(!e){d=0;n=0;o=0-s|0;y=57}else{j=0;k=0-s|0;l=s<<((m|0)==31?0:25-(m>>>1)|0);h=0;while(1){g=(f[e+4>>2]&-8)-s|0;if(g>>>0<k>>>0)if(!g){c=0;p=e;b=e;y=61;break b}else j=e;else g=k;i=f[e+20>>2]|0;e=f[e+16+(l>>>31<<2)>>2]|0;h=(i|0)==0|(i|0)==(e|0)?h:i;i=(e|0)==0;if(i){d=h;n=j;o=g;y=57;break}else{k=g;l=l<<((i^1)&1)}}}while(0);if((y|0)==57){if((d|0)==0&(n|0)==0){d=2<<m;if(!(q&(d|0-d))){z=s;f[a+2248>>2]=1;break a}n=((q&(d|0-d)&0-(q&(d|0-d)))+-1|0)>>>12&16;t=((q&(d|0-d)&0-(q&(d|0-d)))+-1|0)>>>n;d=t>>>(t>>>5&8)>>>(t>>>(t>>>5&8)>>>2&4);e=0;d=f[259532+((t>>>5&8|n|t>>>(t>>>5&8)>>>2&4|d>>>1&2|d>>>(d>>>1&2)>>>1&1)+(d>>>(d>>>1&2)>>>(d>>>(d>>>1&2)>>>1&1))<<2)>>2]|0}else e=n;if(!d){x=e;v=o}else{c=o;p=d;b=e;y=61}}if((y|0)==61){do{y=0;v=(f[p+4>>2]&-8)-s|0;x=v>>>0<c>>>0;c=x?v:c;b=x?p:b;p=f[p+16+(((f[p+16>>2]|0)==0&1)<<2)>>2]|0}while((p|0)!=0);x=b;v=c}b=1;if(b){b=0;if(!x)z=s;else b=1}if(b)if(1){b=1;if(b)if(v>>>0<((f[64809]|0)-s|0)>>>0){h=x+s|0;if(h>>>0<=x>>>0){r=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}g=f[x+24>>2]|0;b=f[x+12>>2]|0;do if((b|0)==(x|0)){c=x+20|0;b=f[c>>2]|0;if(!b){c=x+16|0;b=f[c>>2]|0;if(!b){b=0;break}}while(1){d=b+20|0;e=f[d>>2]|0;if(e|0){b=e;c=d;continue}d=b+16|0;e=f[d>>2]|0;if(!e)break;else{b=e;c=d}}f[c>>2]=0}else{t=f[x+8>>2]|0;f[t+12>>2]=b;f[b+8>>2]=t}while(0);do if(!g)e=q;else{c=f[x+28>>2]|0;if((x|0)==(f[(259532+(c<<2)|0)>>2]|0)){f[(259532+(c<<2)|0)>>2]=b;if(!b){f[64808]=q&~(1<<c);e=q&~(1<<c);break}}else{f[g+16+(((f[g+16>>2]|0)!=(x|0)&1)<<2)>>2]=b;if(!b){e=q;break}}f[b+24>>2]=g;c=f[x+16>>2]|0;if(c|0){f[b+16>>2]=c;f[c+24>>2]=b}c=f[x+20>>2]|0;if(!c)e=q;else{f[b+20>>2]=c;f[c+24>>2]=b;e=q}}while(0);do if(v>>>0<16){w=v+s|0;f[x+4>>2]=w|3;w=x+w+4|0;f[w>>2]=f[w>>2]|1}else{f[x+4>>2]=s|3;f[h+4>>2]=v|1;f[h+v>>2]=v;d=v>>>3;if(v>>>0<256){b=f[64807]|0;if(!(b&1<<d)){f[64807]=b|1<<d;b=259268+(d<<1<<2)|0;c=(259268+(d<<1<<2)|0)+8|0}else{b=f[((259268+(d<<1<<2)|0)+8|0)>>2]|0;c=(259268+(d<<1<<2)|0)+8|0}f[c>>2]=h;f[b+12>>2]=h;f[h+8>>2]=b;f[h+12>>2]=259268+(d<<1<<2)|0;break}b=v>>>8;if(!b)b=0;else if(v>>>0>16777215)b=31;else{t=b<<((b+1048320|0)>>>16&8)<<(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4);b=14-(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4|(b+1048320|0)>>>16&8|(t+245760|0)>>>16&2)+(t<<((t+245760|0)>>>16&2)>>>15)|0;b=v>>>(b+7|0)&1|b<<1}d=259532+(b<<2)|0;f[h+28>>2]=b;f[(h+16|0)+4>>2]=0;f[(h+16|0)>>2]=0;c=1<<b;if(!(e&c)){f[64808]=e|c;f[d>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;break}c=v<<((b|0)==31?0:25-(b>>>1)|0);d=f[d>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(v|0)){y=97;break}w=d+16+(c>>>31<<2)|0;b=f[w>>2]|0;if(!b){y=96;break}else{c=c<<1;d=b}}if((y|0)==96){f[w>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;break}else if((y|0)==97){v=d+8|0;w=f[v>>2]|0;f[w+12>>2]=h;f[v>>2]=h;f[h+8>>2]=w;f[h+12>>2]=d;f[h+24>>2]=0;break}}while(0);r=x+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}else b=1;if(b)if(1)z=s}}}}else A=1}}f[a+72>>2]=r;f[a+144>>2]=z;f[a+2152>>2]=y;f[a+2160>>2]=A}
+function nCb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;a:do if(!a){d=f[c>>2]|0;e=f[d>>2]|0;if(!e)d=0;else{a=d;d=0;do{if(e>>>0>127){e=oBb(i,e,0)|0;if((e|0)==-1){d=-1;break a}}else e=1;d=e+d|0;a=a+4|0;e=f[a>>2]|0}while((e|0)!=0)}}else{b:do if(d>>>0>3){e=d;g=f[c>>2]|0;while(1){h=f[g>>2]|0;if((h+-1|0)>>>0>126){if(!h)break;h=oBb(a,h,0)|0;if((h|0)==-1){d=-1;break a}a=a+h|0;e=e-h|0}else{b[a>>0]=h;a=a+1|0;e=e+-1|0;g=f[c>>2]|0}g=g+4|0;f[c>>2]=g;if(e>>>0<=3)break b}b[a>>0]=0;f[c>>2]=0;d=d-e|0;break a}else e=d;while(0);if(e){g=f[c>>2]|0;while(1){h=f[g>>2]|0;if((h+-1|0)>>>0>126){if(!h){g=19;break}h=oBb(i,h,0)|0;if((h|0)==-1){d=-1;break a}if(e>>>0<h>>>0){g=22;break}oBb(a,f[g>>2]|0,0)|0;a=a+h|0;e=e-h|0}else{b[a>>0]=h;a=a+1|0;e=e+-1|0;g=f[c>>2]|0}g=g+4|0;f[c>>2]=g;if(!e)break a}if((g|0)==19){b[a>>0]=0;f[c>>2]=0;d=d-e|0;break}else if((g|0)==22){d=d-e|0;break}}}while(0);u=j;return d|0}function oCb(a,b,c){a=a|0;b=b|0;c=c|0;var 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c}f[g>>2]=h;f[e>>2]=i;l=(l|0)==(g|0)?e:l;g=j;d=d+1|0}}else{h=j;i=g}while(0);if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0<g>>>0){f[i>>2]=e;f[h>>2]=g;d=d+1|0}}if(!d){d=fDb(a,i,c)|0;e=i+4|0;if(fDb(e,b,c)|0){p=45;break}if(d){a=e;continue}}l=i;if((l-m|0)>=(n-l|0)){p=44;break}aDb(a,i,c);a=i+4|0}if((p|0)==44){p=0;aDb(i+4|0,b,c);b=i;continue}else if((p|0)==45){p=0;if(d)break;else{b=i;continue}}}if((p|0)==5){b=f[o>>2]|0;d=f[a>>2]|0;if(b>>>0<d>>>0){f[a>>2]=b;f[o>>2]=d}}else if((p|0)==7)bDb(a,a+4|0,o,c)|0;else if((p|0)==8)cDb(a,a+4|0,a+8|0,o,c)|0;else if((p|0)==9)dDb(a,a+4|0,a+8|0,a+12|0,o,c)|0;else if((p|0)==11)eDb(a,b,c);return}function bDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;d=f[b>>2]|0;h=f[a>>2]|0;e=f[c>>2]|0;g=e>>>0<d>>>0;do if(d>>>0<h>>>0){if(g){f[a>>2]=e;f[c>>2]=h;d=1;break}f[a>>2]=d;f[b>>2]=h;d=f[c>>2]|0;if(d>>>0<h>>>0){f[b>>2]=d;f[c>>2]=h;d=2}else d=1}else if(g){f[b>>2]=e;f[c>>2]=d;e=f[b>>2]|0;d=f[a>>2]|0;if(e>>>0<d>>>0){f[a>>2]=e;f[b>>2]=d;d=2}else d=1}else d=0;while(0);return d|0}function cDb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;e=bDb(a,b,c,e)|0;g=f[d>>2]|0;h=f[c>>2]|0;if(g>>>0<h>>>0){f[c>>2]=g;f[d>>2]=h;d=e+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0<h>>>0){f[b>>2]=g;f[c>>2]=h;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0<h>>>0){f[a>>2]=g;f[b>>2]=h;e=e+3|0}else e=e+2|0}else e=d}return e|0}function dDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=cDb(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0<h>>>0){f[d>>2]=g;f[e>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0<e>>>0){f[c>>2]=h;f[d>>2]=e;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0<e>>>0){f[b>>2]=h;f[c>>2]=e;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0<h>>>0){f[a>>2]=g;f[b>>2]=h;g=i+4|0}else g=i+3|0}}}else g=i;return g|0}function eDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=a+8|0;bDb(a,a+4|0,h,c)|0;g=a+12|0;c=h;while(1){if((g|0)==(b|0))break;h=f[g>>2]|0;e=f[c>>2]|0;if(h>>>0<e>>>0){d=g;while(1){f[d>>2]=e;if((c|0)==(a|0)){c=a;break}d=c+-4|0;e=f[d>>2]|0;if(h>>>0>=e>>>0)break;else{i=c;c=d;d=i}}f[c>>2]=h}c=g;g=g+4|0}return}function fDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;switch(b-a>>2|0){case 1:case 0:{c=1;break}case 2:{c=b+-4|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0<e>>>0){f[a>>2]=d;f[c>>2]=e;c=1}else c=1;break}case 3:{bDb(a,a+4|0,b+-4|0,c)|0;c=1;break}case 4:{cDb(a,a+4|0,a+8|0,b+-4|0,c)|0;c=1;break}case 5:{dDb(a,a+4|0,a+8|0,a+12|0,b+-4|0,c)|0;c=1;break}default:{d=a+8|0;bDb(a,a+4|0,d,c)|0;i=a+12|0;c=0;while(1){if((i|0)==(b|0)){d=1;c=0;break}h=f[i>>2]|0;g=f[d>>2]|0;if(h>>>0<g>>>0){e=i;while(1){f[e>>2]=g;if((d|0)==(a|0)){d=a;break}e=d+-4|0;g=f[e>>2]|0;if(h>>>0>=g>>>0)break;else{j=d;d=e;e=j}}f[d>>2]=h;c=c+1|0;if((c|0)==8){d=0;c=(i+4|0)==(b|0);break}}d=i;i=i+4|0}c=c|d}}return c|0}function gDb(){var a=0,b=0,c=0;b=u;u=u+16|0;a=b;if(!(wd(1,a|0)|0)){c=f[a>>2]|0;a=f[a+4>>2]|0;c=WPb(c|0,((c|0)<0)<<31>>31|0,1e9,0)|0;a=QPb(c|0,I|0,a|0,((a|0)<0)<<31>>31|0)|0;u=b;return a|0}else{c=hAb()|0;cPb(f[c>>2]|0,252190)}return 0}function hDb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;b=k;i=k+8|0;c=k+4|0;f[i>>2]=a;do if(a>>>0<212){a=iDb(47156,47348,i,b)|0;a=f[a>>2]|0}else{h=(a>>>0)/210|0;e=h*210|0;f[c>>2]=a-e;a=0;g=(iDb(47348,47540,c,b)|0)-47348>>2;b=e;a:while(1){e=(f[47348+(g<<2)>>2]|0)+b|0;b=5;while(1){if(b>>>0>=47){d=211;j=8;break}c=f[47156+(b<<2)>>2]|0;d=(e>>>0)/(c>>>0)|0;if(d>>>0<c>>>0){j=106;break a}if((e|0)==(X(d,c)|0))break;else b=b+1|0}b:do if((j|0)==8){c:while(1){j=0;b=(e>>>0)/(d>>>0)|0;do if(b>>>0<d>>>0){b=d;c=1;a=e}else if((e|0)==(X(b,d)|0)){b=d;c=9}else{b=d+10|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+12|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+16|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+18|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+22|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+28|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+30|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+36|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+40|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+42|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+46|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+52|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+58|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+60|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+66|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+70|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+72|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+78|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+82|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+88|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+96|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+100|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+102|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+106|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+108|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+112|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+120|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+126|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+130|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+136|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+138|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+142|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+148|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+150|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+156|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+162|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+166|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+168|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+172|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+178|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+180|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+186|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+190|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+192|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+196|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+198|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+208|0;c=(e>>>0)/(b>>>0)|0;l=c>>>0<b>>>0;c=(e|0)==(X(c,b)|0);b=l|c?b:d+210|0;c=l?1:c?9:0;a=l?e:a}}}}}}}while(0);switch(c&15){case 9:break b;case 0:{d=b;j=8;break}default:break c}}if(c){j=107;break a}}while(0);l=g+1|0;e=(l|0)==48;b=h+(e&1)|0;h=b;g=e?0:l;b=b*210|0}if((j|0)==106){f[i>>2]=e;a=e;break}else if((j|0)==107){f[i>>2]=e;break}}while(0);u=k;return a|0}function iDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=f[c>>2]|0;d=a;c=b-a>>2;while(1){if(!c)break;b=(c|0)/2|0;g=d+(b<<2)|0;a=(f[g>>2]|0)>>>0<e>>>0;d=a?g+4|0:d;c=a?c+-1-b|0:b}return d|0}function jDb(a){a=a|0;kDb(a);return}function kDb(a){a=a|0;f[a>>2]=47548;lDb(a,0);YFb(a+28|0);$zb(f[a+32>>2]|0);$zb(f[a+36>>2]|0);$zb(f[a+48>>2]|0);$zb(f[a+60>>2]|0);return}function lDb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=a+32|0;e=a+36|0;c=f[a+40>>2]|0;while(1){if(!c)break;g=c+-1|0;xh[f[(f[d>>2]|0)+(g<<2)>>2]&127](b,a,f[(f[e>>2]|0)+(g<<2)>>2]|0);c=g}return}function mDb(a){a=a|0;kDb(a);sOb(a);return}function nDb(a){a=a|0;kDb(a);return}function oDb(a){a=a|0;f[a>>2]=47564;YFb(a+4|0);return}function pDb(a){a=a|0;oDb(a);sOb(a);return}function qDb(a,b){a=a|0;b=b|0;return}function rDb(a,b,c){a=a|0;b=b|0;c=c|0;return a|0}function sDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=a;f[g>>2]=0;f[g+4>>2]=0;g=a+8|0;f[g>>2]=-1;f[g+4>>2]=-1;return}function tDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=a;f[d>>2]=0;f[d+4>>2]=0;d=a+8|0;f[d>>2]=-1;f[d+4>>2]=-1;return}function uDb(a){a=a|0;return 0}function vDb(a){a=a|0;return 0}function wDb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;CDb()|0;i=a+12|0;j=a+16|0;h=0;while(1){if((h|0)>=(d|0))break;e=f[i>>2]|0;g=f[j>>2]|0;if(e>>>0<g>>>0){g=g-e|0;k=d-h|0;g=(k|0)<(g|0)?k:g;EDb(c,e,g)|0;f[i>>2]=(f[i>>2]|0)+g;c=c+g|0;h=g+h|0;continue}e=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if((e|0)==-1)break;k=FDb(e)|0;b[c>>0]=k;c=c+1|0;h=h+1|0}return h|0}function xDb(a){a=a|0;return CDb()|0}function yDb(a){a=a|0;var c=0;c=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;if((c|0)==(CDb()|0))a=CDb()|0;else{c=a+12|0;a=f[c>>2]|0;f[c>>2]=a+1;a=DDb(b[a>>0]|0)|0}return a|0}function zDb(a,b){a=a|0;b=b|0;return CDb()|0}function ADb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=CDb()|0;j=a+24|0;k=a+28|0;e=0;while(1){if((e|0)>=(d|0))break;g=f[j>>2]|0;h=f[k>>2]|0;if(g>>>0<h>>>0){h=h-g|0;l=d-e|0;h=(l|0)<(h|0)?l:h;EDb(g,c,h)|0;f[j>>2]=(f[j>>2]|0)+h;c=c+h|0;e=h+e|0;continue}h=f[(f[a>>2]|0)+52>>2]|0;l=DDb(b[c>>0]|0)|0;if((Rg[h&255](a,l)|0)==(i|0))break;c=c+1|0;e=e+1|0}return e|0}function BDb(a,b){a=a|0;b=b|0;return CDb()|0}function CDb(){return -1}function DDb(a){a=a|0;return a&255|0}function EDb(a,b,c){a=a|0;b=b|0;c=c|0;if(c|0)bQb(a|0,b|0,c|0)|0;return a|0}function FDb(a){a=a|0;return a&255|0}function GDb(a){a=a|0;f[a>>2]=47628;YFb(a+4|0);return}function HDb(a){a=a|0;GDb(a);sOb(a);return}function IDb(a,b){a=a|0;b=b|0;return}function JDb(a,b,c){a=a|0;b=b|0;c=c|0;return a|0}function KDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=a;f[g>>2]=0;f[g+4>>2]=0;g=a+8|0;f[g>>2]=-1;f[g+4>>2]=-1;return}function LDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=a;f[d>>2]=0;f[d+4>>2]=0;d=a+8|0;f[d>>2]=-1;f[d+4>>2]=-1;return}function MDb(a){a=a|0;return 0}function NDb(a){a=a|0;return 0}function ODb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;UDb()|0;h=a+12|0;i=a+16|0;g=0;while(1){if((g|0)>=(c|0))break;d=f[h>>2]|0;e=f[i>>2]|0;if(d>>>0<e>>>0){e=e-d>>2;j=c-g|0;e=(j|0)<(e|0)?j:e;WDb(b,d,e)|0;f[h>>2]=(f[h>>2]|0)+(e<<2);b=b+(e<<2)|0;g=e+g|0;continue}d=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if((d|0)==-1)break;j=XDb(d)|0;f[b>>2]=j;b=b+4|0;g=g+1|0}return g|0}function PDb(a){a=a|0;return UDb()|0}function QDb(a){a=a|0;var b=0;b=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;if((b|0)==(UDb()|0))a=UDb()|0;else{b=a+12|0;a=f[b>>2]|0;f[b>>2]=a+4;a=VDb(f[a>>2]|0)|0}return a|0}function RDb(a,b){a=a|0;b=b|0;return UDb()|0}function SDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=UDb()|0;i=a+24|0;j=a+28|0;d=0;while(1){if((d|0)>=(c|0))break;e=f[i>>2]|0;g=f[j>>2]|0;if(e>>>0<g>>>0){g=g-e>>2;k=c-d|0;g=(k|0)<(g|0)?k:g;WDb(e,b,g)|0;f[i>>2]=(f[i>>2]|0)+(g<<2);b=b+(g<<2)|0;d=g+d|0;continue}g=f[(f[a>>2]|0)+52>>2]|0;k=VDb(f[b>>2]|0)|0;if((Rg[g&255](a,k)|0)==(h|0))break;b=b+4|0;d=d+1|0}return d|0}function TDb(a,b){a=a|0;b=b|0;return UDb()|0}function UDb(){return -1}function VDb(a){a=a|0;return a|0}function WDb(a,b,c){a=a|0;b=b|0;c=c|0;if(c)wBb(a,b,c)|0;return a|0}function XDb(a){a=a|0;return a|0}function YDb(a){a=a|0;aEb(a,47724);jDb(a+8|0);return}function ZDb(a){a=a|0;YDb(a);sOb(a);return}function _Db(a){a=a|0;YDb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function $Db(a){a=a|0;ZDb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function aEb(a,b){a=a|0;b=b|0;return}function bEb(a){a=a|0;fEb(a,47772);nDb(a+8|0);return}function cEb(a){a=a|0;bEb(a);sOb(a);return}function dEb(a){a=a|0;bEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function eEb(a){a=a|0;cEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function fEb(a,b){a=a|0;b=b|0;return}function gEb(a){a=a|0;kEb(a,47820);jDb(a+4|0);return}function hEb(a){a=a|0;gEb(a);sOb(a);return}function iEb(a){a=a|0;gEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function jEb(a){a=a|0;hEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function kEb(a,b){a=a|0;b=b|0;return}function lEb(a){a=a|0;pEb(a,47868);nDb(a+4|0);return}function mEb(a){a=a|0;lEb(a);sOb(a);return}function nEb(a){a=a|0;lEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function oEb(a){a=a|0;mEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function pEb(a,b){a=a|0;b=b|0;return}function qEb(a){a=a|0;return pAb(a)|0}function rEb(a,c){a=a|0;c=c|0;b[a>>0]=b[c>>0]|0;return}function sEb(a,b){a=a|0;b=b|0;f[a+16>>2]=(f[a+24>>2]|0)==0|b;return}function tEb(a,b){a=a|0;b=b|0;var c=0;f[a+24>>2]=b;f[a+16>>2]=(b|0)==0&1;f[a+20>>2]=0;f[a+4>>2]=4098;f[a+12>>2]=0;f[a+8>>2]=6;c=a+28|0;b=a+32|0;a=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(a|0));YNb(c);return}function uEb(a,b){a=a|0;b=b|0;return (a|0)==(b|0)|0}function vEb(a,b){a=a|0;b=b|0;WNb(a,b+28|0);return}function wEb(a,b){a=a|0;b=b|0;return (a|0)==(b|0)|0}function xEb(a){a=a|0;f[a>>2]=47564;YNb(a+4|0);a=a+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function yEb(a){a=a|0;f[a>>2]=47628;YNb(a+4|0);a=a+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function zEb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;i=r;b[a>>0]=0;g=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;h=f[g+16>>2]|0;if(!h){g=f[g+72>>2]|0;if(g|0)AEb(g)|0;do if(!e){g=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;if(f[g+4>>2]&4096|0){vEb(i,g);l=XFb(i,260896)|0;YFb(i);g=f[c+(f[(f[c>>2]|0)+-12>>2]|0)+24>>2]|0;l=l+8|0;m=g;n=(g|0)==0;o=m+12|0;p=m+16|0;q=g;while(1){if(n){e=0;g=0;break}h=f[o>>2]|0;if((h|0)==(f[p>>2]|0))h=Pg[f[(f[q>>2]|0)+36>>2]&1023](m)|0;else h=DDb(b[h>>0]|0)|0;k=uEb(h,CDb()|0)|0;i=k?0:g;if(k){e=0;g=0;break}e=i;j=e+12|0;h=f[j>>2]|0;k=e+16|0;if((h|0)==(f[k>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](e)|0;else h=DDb(b[h>>0]|0)|0;if((h&255)<<24>>24<=-1)break;if(!(d[(f[l>>2]|0)+(h<<24>>24<<1)>>1]&8192))break;h=f[j>>2]|0;if((h|0)==(f[k>>2]|0)){Pg[f[(f[i>>2]|0)+40>>2]&1023](e)|0;continue}else{f[j>>2]=h+1;DDb(b[h>>0]|0)|0;continue}}if(g|0){h=f[e+12>>2]|0;if((h|0)==(f[e+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](e)|0;else g=DDb(b[h>>0]|0)|0;if(!(uEb(g,CDb()|0)|0))break}q=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;sEb(q,f[q+16>>2]|6)}}while(0);b[a>>0]=(f[c+(f[(f[c>>2]|0)+-12>>2]|0)+16>>2]|0)==0&1}else sEb(g,h|4);u=r;return}function AEb(a){a=a|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;if(f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0){BEb(c,a);if(b[c>>0]|0){e=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;if((Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0)==-1){e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(e,f[e+16>>2]|1)}}CEb(c)}u=d;return a|0}function BEb(a,c){a=a|0;c=c|0;b[a>>0]=0;f[a+4>>2]=c;c=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;if(!(f[c+16>>2]|0)){c=f[c+72>>2]|0;if(c|0)AEb(c)|0;b[a>>0]=1}return}function CEb(a){a=a|0;var b=0;a=a+4|0;b=f[a>>2]|0;b=b+(f[(f[b>>2]|0)+-12>>2]|0)|0;if(f[b+24>>2]|0)if(!(f[b+16>>2]|0))if(f[b+4>>2]&8192|0)if(!(sc()|0)){b=f[a>>2]|0;b=f[b+(f[(f[b>>2]|0)+-12>>2]|0)+24>>2]|0;if((Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0)==-1){b=f[a>>2]|0;b=b+(f[(f[b>>2]|0)+-12>>2]|0)|0;sEb(b,f[b+16>>2]|1)}}return}function DEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;h=u;u=u+16|0;i=h;g=a+4|0;f[g>>2]=0;zEb(i,a,1);e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;if(!(b[i>>0]|0))sEb(e,f[e+16>>2]|4);else{i=f[e+24>>2]|0;i=Sg[f[(f[i>>2]|0)+32>>2]&255](i,c,d)|0;f[g>>2]=i;if((i|0)!=(d|0)){i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]|6)}}u=h;return a|0}function EEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+32|0;g=e+16|0;d=e;h=a;f[h>>2]=0;f[h+4>>2]=0;h=a+8|0;f[h>>2]=-1;f[h+4>>2]=-1;zEb(g,c,1);if(b[g>>0]|0){h=f[c+(f[(f[c>>2]|0)+-12>>2]|0)+24>>2]|0;Th[f[(f[h>>2]|0)+16>>2]&127](d,h,0,0,1,8);f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2]}u=e;return}function FEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;g=u;u=u+48|0;d=g+16|0;h=g+32|0;e=g;i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]&-3);zEb(h,a,1);if(b[h>>0]|0){i=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;h=f[(f[i>>2]|0)+20>>2]|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];Fh[h&255](e,i,d,8);i=e+8|0;if((f[i>>2]|0)==-1?(f[i+4>>2]|0)==-1:0){i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]|4)}}u=g;return a|0}function GEb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;h=u;u=u+32|0;i=h+16|0;g=h;j=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(j,f[j+16>>2]&-3);zEb(i,a,1);if(b[i>>0]|0){j=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;Th[f[(f[j>>2]|0)+16>>2]&127](g,j,c,d,e,8);j=g+8|0;if((f[j>>2]|0)==-1?(f[j+4>>2]|0)==-1:0){j=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(j,f[j+16>>2]|4)}}u=h;return a|0}function HEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+12>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function IEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+24>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c&65535)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function JEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+16>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function KEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+24>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function LEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+16>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function MEb(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+32>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Ug[m&7](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function NEb(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+32>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Ug[m&7](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function OEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;BEb(i,a);do if(b[i>>0]|0){d=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;e=d;if(d|0){g=e+24|0;h=f[g>>2]|0;if((h|0)==(f[e+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;c=DDb(c)|0;c=Rg[h&255](e,c)|0}else{f[g>>2]=h+1;b[h>>0]=c;c=DDb(c)|0}if(!(uEb(c,CDb()|0)|0))break}h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(h,f[h+16>>2]|1)}while(0);CEb(i);u=j;return a|0}function PEb(){REb();return}function QEb(){return}function REb(){SEb(0);return}function SEb(a){a=a|0;var b=0;a=f[10833]|0;TEb(260528,a,260584);f[64962]=47696;f[64964]=47716;f[64963]=0;tEb(259856,260528);f[64982]=0;b=CDb()|0;f[64983]=b;UEb(260592,a,260648);f[64984]=47744;f[64986]=47764;f[64985]=0;tEb(259944,260592);f[65004]=0;a=UDb()|0;f[65005]=a;a=f[10800]|0;VEb(260656,a,260704);f[65006]=47792;f[65007]=47812;tEb(260028,260656);f[65025]=0;b=CDb()|0;f[65026]=b;WEb(260712,a,260760);f[65027]=47840;f[65028]=47860;tEb(260112,260712);f[65046]=0;a=UDb()|0;f[65047]=a;a=f[10768]|0;VEb(260768,a,260816);f[65048]=47792;f[65049]=47812;tEb(260196,260768);f[65067]=0;b=CDb()|0;f[65068]=b;b=f[260192+(f[(f[65048]|0)+-12>>2]|0)+24>>2]|0;f[65090]=47792;f[65091]=47812;tEb(260364,b);f[65109]=0;b=CDb()|0;f[65110]=b;WEb(260824,a,260872);f[65069]=47840;f[65070]=47860;tEb(260280,260824);f[65088]=0;a=UDb()|0;f[65089]=a;a=f[260276+(f[(f[65069]|0)+-12>>2]|0)+24>>2]|0;f[65111]=47840;f[65112]=47860;tEb(260448,a);f[65130]=0;a=UDb()|0;f[65131]=a;f[259848+(f[(f[64962]|0)+-12>>2]|0)+72>>2]=260024;f[259936+(f[(f[64984]|0)+-12>>2]|0)+72>>2]=260108;a=260192+(f[(f[65048]|0)+-12>>2]|0)+4|0;f[a>>2]=f[a>>2]|8192;a=260276+(f[(f[65069]|0)+-12>>2]|0)+4|0;f[a>>2]=f[a>>2]|8192;f[260192+(f[(f[65048]|0)+-12>>2]|0)+72>>2]=260024;f[260276+(f[(f[65069]|0)+-12>>2]|0)+72>>2]=260108;return}function TEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;xEb(a);f[a>>2]=48076;f[a+32>>2]=c;f[a+40>>2]=d;d=CDb()|0;f[a+48>>2]=d;b[a+52>>0]=0;d=f[(f[a>>2]|0)+8>>2]|0;WNb(g,a+4|0);oh[d&1023](a,g);YFb(g);u=e;return}function UEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;yEb(a);f[a>>2]=48012;f[a+32>>2]=c;f[a+40>>2]=d;d=UDb()|0;f[a+48>>2]=d;b[a+52>>0]=0;d=f[(f[a>>2]|0)+8>>2]|0;WNb(g,a+4|0);oh[d&1023](a,g);YFb(g);u=e;return}function VEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;xEb(a);f[a>>2]=47948;f[a+32>>2]=c;WNb(g,a+4|0);c=XFb(g,262688)|0;YFb(g);f[a+36>>2]=c;f[a+40>>2]=d;d=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=d;u=e;return}function WEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;yEb(a);f[a>>2]=47884;f[a+32>>2]=c;WNb(g,a+4|0);c=XFb(g,262696)|0;YFb(g);f[a+36>>2]=c;f[a+40>>2]=d;d=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=d;u=e;return}function XEb(a){a=a|0;GDb(a);return}function YEb(a){a=a|0;XEb(a);sOb(a);return}function ZEb(a,c){a=a|0;c=c|0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262696)|0;f[a+36>>2]=c;c=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=c;return}function _Eb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;c=k+8|0;d=k;e=a+36|0;g=a+40|0;h=c+8|0;i=c;b=a+32|0;a:while(1){a=f[e>>2]|0;a=Vg[f[(f[a>>2]|0)+20>>2]&31](a,f[g>>2]|0,c,h,d)|0;l=(f[d>>2]|0)-i|0;if((vCb(c,1,l,f[b>>2]|0)|0)!=(l|0)){a=-1;break}switch(a|0){case 1:break;case 2:{a=-1;break a}default:{j=4;break a}}}if((j|0)==4)a=((OBb(f[b>>2]|0)|0)!=0)<<31>>31;u=k;return a|0}function $Eb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;a:do if(!(b[a+44>>0]|0)){e=0;while(1){if((e|0)>=(d|0))break a;h=f[(f[a>>2]|0)+52>>2]|0;g=VDb(f[c>>2]|0)|0;g=Rg[h&255](a,g)|0;if((g|0)==(UDb()|0))break a;e=e+1|0;c=c+4|0}}else e=vCb(c,4,d,f[a+32>>2]|0)|0;while(0);return e|0}function aFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+16|0;e=o+8|0;m=o+4|0;n=o;do if(wEb(c,UDb()|0)|0)d=15;else{k=XDb(c)|0;f[e>>2]=k;if(b[a+44>>0]|0){if((vCb(e,4,1,f[a+32>>2]|0)|0)==1){d=15;break}a=UDb()|0;break}f[m>>2]=l;d=e+4|0;g=a+36|0;h=a+40|0;i=l+8|0;j=l;k=a+32|0;while(1){a=f[g>>2]|0;a=_g[f[(f[a>>2]|0)+12>>2]&15](a,f[h>>2]|0,e,d,n,l,i,m)|0;if((f[n>>2]|0)==(e|0)){d=14;break}if((a|0)==3){d=8;break}if(a>>>0>=2){d=14;break}e=(f[m>>2]|0)-j|0;if((vCb(l,1,e,f[k>>2]|0)|0)!=(e|0)){d=14;break}if((a|0)==1)e=f[n>>2]|0;else{d=13;break}}if((d|0)==8)if((vCb(e,1,1,f[k>>2]|0)|0)==1)d=13;else d=14;if((d|0)==13){d=15;break}else if((d|0)==14){a=UDb()|0;break}}while(0);if((d|0)==15)a=bFb(c)|0;u=o;return a|0}function bFb(a){a=a|0;if(wEb(a,UDb()|0)|0)a=~(UDb()|0);return a|0}function cFb(a){a=a|0;oDb(a);return}function dFb(a){a=a|0;cFb(a);sOb(a);return}function eFb(a,c){a=a|0;c=c|0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262688)|0;f[a+36>>2]=c;c=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=c;return}function fFb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;c=k+8|0;d=k;e=a+36|0;g=a+40|0;h=c+8|0;i=c;b=a+32|0;a:while(1){a=f[e>>2]|0;a=Vg[f[(f[a>>2]|0)+20>>2]&31](a,f[g>>2]|0,c,h,d)|0;l=(f[d>>2]|0)-i|0;if((vCb(c,1,l,f[b>>2]|0)|0)!=(l|0)){a=-1;break}switch(a|0){case 1:break;case 2:{a=-1;break a}default:{j=4;break a}}}if((j|0)==4)a=((OBb(f[b>>2]|0)|0)!=0)<<31>>31;u=k;return a|0}function gFb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;a:do if(!(b[a+44>>0]|0)){e=0;while(1){if((e|0)>=(d|0))break a;h=f[(f[a>>2]|0)+52>>2]|0;g=DDb(b[c>>0]|0)|0;g=Rg[h&255](a,g)|0;if((g|0)==(CDb()|0))break a;e=e+1|0;c=c+1|0}}else e=vCb(c,1,d,f[a+32>>2]|0)|0;while(0);return e|0}function hFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+16|0;e=o+8|0;m=o+4|0;n=o;do if(uEb(c,CDb()|0)|0)d=15;else{k=FDb(c)|0;b[e>>0]=k;if(b[a+44>>0]|0){if((vCb(e,1,1,f[a+32>>2]|0)|0)==1){d=15;break}a=CDb()|0;break}f[m>>2]=l;d=e+1|0;g=a+36|0;h=a+40|0;i=l+8|0;j=l;k=a+32|0;while(1){a=f[g>>2]|0;a=_g[f[(f[a>>2]|0)+12>>2]&15](a,f[h>>2]|0,e,d,n,l,i,m)|0;if((f[n>>2]|0)==(e|0)){d=14;break}if((a|0)==3){d=8;break}if(a>>>0>=2){d=14;break}e=(f[m>>2]|0)-j|0;if((vCb(l,1,e,f[k>>2]|0)|0)!=(e|0)){d=14;break}if((a|0)==1)e=f[n>>2]|0;else{d=13;break}}if((d|0)==8)if((vCb(e,1,1,f[k>>2]|0)|0)==1)d=13;else d=14;if((d|0)==13){d=15;break}else if((d|0)==14){a=CDb()|0;break}}while(0);if((d|0)==15)a=iFb(c)|0;u=o;return a|0}function iFb(a){a=a|0;if(uEb(a,CDb()|0)|0)a=~(CDb()|0);return a|0}function jFb(a){a=a|0;GDb(a);return}function kFb(a){a=a|0;jFb(a);sOb(a);return}function lFb(a,c){a=a|0;c=c|0;var d=0,e=0;e=XFb(c,262696)|0;d=a+36|0;f[d>>2]=e;e=Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0;c=a+44|0;f[c>>2]=e;d=f[d>>2]|0;d=(Pg[f[(f[d>>2]|0)+28>>2]&1023](d)|0)&1;b[a+53>>0]=d;if((f[c>>2]|0)>8)kJb(252666);else return}function mFb(a){a=a|0;return pFb(a,0)|0}function nFb(a){a=a|0;return pFb(a,1)|0}function oFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;i=l+8|0;e=l+4|0;g=l;j=wEb(c,UDb()|0)|0;k=a+52|0;d=(b[k>>0]|0)!=0;do if(j)if(d)d=c;else{d=f[a+48>>2]|0;c=((wEb(d,UDb()|0)|0)^1)&1;b[k>>0]=c}else{if(d){j=a+48|0;d=XDb(f[j>>2]|0)|0;f[e>>2]=d;d=f[a+36>>2]|0;switch(_g[f[(f[d>>2]|0)+12>>2]&15](d,f[a+40>>2]|0,e,e+4|0,g,h,h+8|0,i)|0){case 1:case 2:{g=11;break}case 3:{b[h>>0]=f[j>>2];f[i>>2]=h+1;g=8;break}default:g=8}a:do if((g|0)==8){d=a+32|0;while(1){e=f[i>>2]|0;if(e>>>0<=h>>>0){e=1;d=0;break a}a=e+-1|0;f[i>>2]=a;if((yCb(b[a>>0]|0,f[d>>2]|0)|0)==-1){g=11;break}}}while(0);if((g|0)==11){e=0;d=UDb()|0}if(e)d=j;else break}else d=a+48|0;f[d>>2]=c;b[k>>0]=1;d=c}while(0);u=l;return d|0}function pFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+32|0;p=r+16|0;q=r+8|0;l=r+4|0;m=r;g=a+52|0;if(!(b[g>>0]|0)){d=f[a+44>>2]|0;d=(d|0)>1?d:1;o=a+32|0;e=0;while(1){if((e|0)>=(d|0)){n=9;break}g=CBb(f[o>>2]|0)|0;if((g|0)==-1){n=8;break}b[p+e>>0]=g;e=e+1|0}if((n|0)==8)d=UDb()|0;else if((n|0)==9){do if(!(b[a+53>>0]|0)){i=a+40|0;j=a+36|0;k=q+4|0;a:while(1){s=f[i>>2]|0;g=s;e=f[g>>2]|0;g=f[g+4>>2]|0;t=f[j>>2]|0;h=p+d|0;switch(_g[f[(f[t>>2]|0)+16>>2]&15](t,s,p,h,l,q,k,m)|0){case 3:{n=16;break a}case 2:{n=18;break a}case 1:break;default:break a}t=f[i>>2]|0;f[t>>2]=e;f[t+4>>2]=g;if((d|0)==8){n=18;break}e=CBb(f[o>>2]|0)|0;if((e|0)==-1){n=18;break}b[h>>0]=e;d=d+1|0}if((n|0)==16)f[q>>2]=b[p>>0];else if((n|0)==18){d=UDb()|0;break}n=19}else{f[q>>2]=b[p>>0];n=19}while(0);b:do if((n|0)==19){c:do if(c){t=VDb(f[q>>2]|0)|0;f[a+48>>2]=t}else{do{if((d|0)<=0)break c;d=d+-1|0;t=VDb(b[p+d>>0]|0)|0}while((yCb(t,f[o>>2]|0)|0)!=-1);d=UDb()|0;break b}while(0);d=VDb(f[q>>2]|0)|0}while(0)}}else{e=a+48|0;d=f[e>>2]|0;if(c){t=UDb()|0;f[e>>2]=t;b[g>>0]=0}}u=r;return d|0}function qFb(a){a=a|0;oDb(a);return}function rFb(a){a=a|0;qFb(a);sOb(a);return}function sFb(a,c){a=a|0;c=c|0;var d=0,e=0;e=XFb(c,262688)|0;d=a+36|0;f[d>>2]=e;e=Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0;c=a+44|0;f[c>>2]=e;d=f[d>>2]|0;d=(Pg[f[(f[d>>2]|0)+28>>2]&1023](d)|0)&1;b[a+53>>0]=d;if((f[c>>2]|0)>8)kJb(252666);else return}function tFb(a){a=a|0;return wFb(a,0)|0}function uFb(a){a=a|0;return wFb(a,1)|0}function vFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;i=l+4|0;e=l+8|0;g=l;j=uEb(c,CDb()|0)|0;k=a+52|0;d=(b[k>>0]|0)!=0;do if(j)if(d)d=c;else{d=f[a+48>>2]|0;c=((uEb(d,CDb()|0)|0)^1)&1;b[k>>0]=c}else{if(d){j=a+48|0;d=FDb(f[j>>2]|0)|0;b[e>>0]=d;d=f[a+36>>2]|0;switch(_g[f[(f[d>>2]|0)+12>>2]&15](d,f[a+40>>2]|0,e,e+1|0,g,h,h+8|0,i)|0){case 1:case 2:{g=11;break}case 3:{b[h>>0]=f[j>>2];f[i>>2]=h+1;g=8;break}default:g=8}a:do if((g|0)==8){d=a+32|0;while(1){e=f[i>>2]|0;if(e>>>0<=h>>>0){e=1;d=0;break a}a=e+-1|0;f[i>>2]=a;if((yCb(b[a>>0]|0,f[d>>2]|0)|0)==-1){g=11;break}}}while(0);if((g|0)==11){e=0;d=CDb()|0}if(e)d=j;else break}else d=a+48|0;f[d>>2]=c;b[k>>0]=1;d=c}while(0);u=l;return d|0}function wFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+32|0;p=r+16|0;q=r+8|0;l=r+4|0;m=r;g=a+52|0;if(!(b[g>>0]|0)){d=f[a+44>>2]|0;d=(d|0)>1?d:1;o=a+32|0;e=0;while(1){if((e|0)>=(d|0)){n=9;break}g=CBb(f[o>>2]|0)|0;if((g|0)==-1){n=8;break}b[p+e>>0]=g;e=e+1|0}if((n|0)==8)d=CDb()|0;else if((n|0)==9){do if(!(b[a+53>>0]|0)){i=a+40|0;j=a+36|0;k=q+1|0;a:while(1){s=f[i>>2]|0;g=s;e=f[g>>2]|0;g=f[g+4>>2]|0;t=f[j>>2]|0;h=p+d|0;switch(_g[f[(f[t>>2]|0)+16>>2]&15](t,s,p,h,l,q,k,m)|0){case 3:{n=16;break a}case 2:{n=18;break a}case 1:break;default:break a}t=f[i>>2]|0;f[t>>2]=e;f[t+4>>2]=g;if((d|0)==8){n=18;break}e=CBb(f[o>>2]|0)|0;if((e|0)==-1){n=18;break}b[h>>0]=e;d=d+1|0}if((n|0)==16)b[q>>0]=b[p>>0]|0;else if((n|0)==18){d=CDb()|0;break}n=19}else{b[q>>0]=b[p>>0]|0;n=19}while(0);b:do if((n|0)==19){c:do if(c){t=DDb(b[q>>0]|0)|0;f[a+48>>2]=t}else{do{if((d|0)<=0)break c;d=d+-1|0;t=DDb(b[p+d>>0]|0)|0}while((yCb(t,f[o>>2]|0)|0)!=-1);d=CDb()|0;break b}while(0);d=DDb(b[q>>0]|0)|0}while(0)}}else{e=a+48|0;d=f[e>>2]|0;if(c){t=CDb()|0;f[e>>2]=t;b[g>>0]=0}}u=r;return d|0}function xFb(a){a=a|0;DFb(a);return}function yFb(a){a=a|0;xFb(a);sOb(a);return}function zFb(a){a=a|0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function AFb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,h=0;a=c;while(1){if((e|0)==(f|0)){h=7;break}if((a|0)==(d|0)){a=-1;break}c=b[a>>0]|0;g=b[e>>0]|0;if(c<<24>>24<g<<24>>24){a=-1;break}if(g<<24>>24<c<<24>>24){a=1;break}e=e+1|0;a=a+1|0}if((h|0)==7)a=(a|0)!=(d|0)&1;return a|0}function BFb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;i=e-d|0;if(i>>>0>4294967279)vOb(a);if(i>>>0<11){b[a+11>>0]=i;g=a}else{c=i+16&-16;g=pOb(c)|0;f[a>>2]=g;f[a+8>>2]=c|-2147483648;f[a+4>>2]=i}c=d;a=g;while(1){if((c|0)==(e|0))break;rEb(a,c);c=c+1|0;a=a+1|0}b[h>>0]=0;rEb(g+i|0,h);u=j;return}function CFb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;a=0;while(1){if((c|0)==(d|0))break;e=(a<<4)+(b[c>>0]|0)|0;f=e&-268435456;a=(f>>>24|f)^e;c=c+1|0}return a|0}function DFb(a){a=a|0;return}function EFb(a){a=a|0;DFb(a);return}function FFb(a){a=a|0;EFb(a);sOb(a);return}function GFb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;a=b;while(1){if((d|0)==(e|0)){h=7;break}if((a|0)==(c|0)){a=-1;break}b=f[a>>2]|0;g=f[d>>2]|0;if((b|0)<(g|0)){a=-1;break}if((g|0)<(b|0)){a=1;break}d=d+4|0;a=a+4|0}if((h|0)==7)a=(a|0)!=(c|0)&1;return a|0}function HFb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=e-d>>2;if(h>>>0>1073741807)vOb(a);do if(h>>>0<2){b[a+8+3>>0]=h;j=d;k=a}else{c=h+4&-4;if(c>>>0>1073741823)vd();else{k=pOb(c<<2)|0;f[a>>2]=k;f[a+8>>2]=c|-2147483648;f[a+4>>2]=h;j=d;break}}while(0);while(1){if((j|0)==(e|0))break;JFb(k,j);j=j+4|0;k=k+4|0}f[g>>2]=0;JFb(k,g);u=i;return}function IFb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;a=0;while(1){if((b|0)==(c|0))break;d=(f[b>>2]|0)+(a<<4)|0;e=d&-268435456;a=(e>>>24|e)^d;b=b+4|0}return a|0}function JFb(a,b){a=a|0;b=b|0;f[a>>2]=f[b>>2];return}function KFb(a){a=a|0;DFb(a);return}function LFb(a){a=a|0;DFb(a);sOb(a);return}function MFb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;i=o+40|0;n=o+16|0;j=o+8|0;k=o+12|0;l=o+4|0;m=o;if(!(f[e+4>>2]&1)){f[j>>2]=-1;m=f[(f[a>>2]|0)+16>>2]|0;f[k>>2]=f[c>>2];f[l>>2]=f[d>>2];f[n>>2]=f[k>>2];f[i>>2]=f[l>>2];n=Yg[m&63](a,n,i,e,g,j)|0;f[c>>2]=n;switch(f[j>>2]|0){case 0:{b[h>>0]=0;break}case 1:{b[h>>0]=1;break}default:{b[h>>0]=1;f[g>>2]=4}}i=f[c>>2]|0}else{vEb(i,e);l=XFb(i,260896)|0;YFb(i);vEb(i,e);a=XFb(i,260912)|0;YFb(i);oh[f[(f[a>>2]|0)+24>>2]&1023](n,a);oh[f[(f[a>>2]|0)+28>>2]&1023](n+12|0,a);f[m>>2]=f[d>>2];a=n+24|0;f[i>>2]=f[m>>2];i=(DGb(c,i,n,a,l,g,1)|0)==(n|0)&1;b[h>>0]=i;i=f[c>>2]|0;do{a=a+-12|0;zOb(a)}while((a|0)!=(n|0))}u=o;return i|0}function NFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=BGb(a,j,i,d,e,g)|0;u=h;return g|0}function OFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=zGb(a,j,i,d,e,g)|0;u=h;return g|0}function PFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=xGb(a,j,i,d,e,g)|0;u=h;return g|0}function QFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=vGb(a,j,i,d,e,g)|0;u=h;return g|0}function RFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=tGb(a,j,i,d,e,g)|0;u=h;return g|0}function SFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=pGb(a,j,i,d,e,g)|0;u=h;return g|0}function TFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=nGb(a,j,i,d,e,g)|0;u=h;return g|0}function UFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=lGb(a,j,i,d,e,g)|0;u=h;return g|0}function VFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=gGb(a,j,i,d,e,g)|0;u=h;return g|0}function WFb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;z=u;u=u+240|0;w=z;t=z+204|0;x=z+192|0;y=z+180|0;v=z+176|0;q=z+16|0;r=z+8|0;s=z+4|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[x+(a<<2)>>2]=0;a=a+1|0}vEb(y,e);a=XFb(y,260896)|0;Tg[f[(f[a>>2]|0)+32>>2]&15](a,252814,252840,t)|0;YFb(y);f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[y+(a<<2)>>2]=0;a=a+1|0}p=y+11|0;o=y+8|0;if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a;f[r>>2]=q;f[s>>2]=0;n=y+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){m=0;j=0;k=1}else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=DDb(b[e>>0]|0)|0;if(uEb(e,CDb()|0)|0){f[c>>2]=0;m=0;j=0;k=1}else{m=i;k=0}}i=f[d>>2]|0;do if(!i)A=22;else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=DDb(b[e>>0]|0)|0;if(uEb(e,CDb()|0)|0){f[d>>2]=0;A=22;break}else if(k)break;else break a}while(0);if((A|0)==22){A=0;if(k){i=0;break}else i=0}e=b[p>>0]|0;e=e<<24>>24<0?f[n>>2]|0:e&255;if((f[v>>2]|0)==(a+e|0)){GOb(y,e<<1,0);if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a+e}k=m+12|0;e=f[k>>2]|0;l=m+16|0;if((e|0)==(f[l>>2]|0))e=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else e=DDb(b[e>>0]|0)|0;if(ZFb(e&255,16,a,v,s,0,x,q,r,t)|0)break;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0)){Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;i=m;continue}else{f[k>>2]=e+1;DDb(b[e>>0]|0)|0;i=m;continue}}GOb(y,(f[v>>2]|0)-a|0,0);t=(b[p>>0]|0)<0?f[y>>2]|0:y;v=_Fb()|0;f[w>>2]=h;if(($Fb(t,v,252847,w)|0)!=1)f[g>>2]=4;if(!m)e=1;else{a=f[m+12>>2]|0;if((a|0)==(f[m+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](m)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)A=49;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;A=49;break}else if(e)break;else{A=51;break}}while(0);if((A|0)==49)if(e)A=51;if((A|0)==51)f[g>>2]=f[g>>2]|2;A=f[c>>2]|0;zOb(y);zOb(x);u=z;return A|0}function XFb(a,b){a=a|0;b=b|0;a=f[a>>2]|0;return bGb(a,aGb(b)|0)|0}function YFb(a){a=a|0;eOb(f[a>>2]|0)|0;return}function ZFb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;o=f[e>>2]|0;p=(o|0)==(d|0);do if(p){m=(b[l+24>>0]|0)==a<<24>>24;if(!m)if((b[l+25>>0]|0)!=a<<24>>24){n=5;break}f[e>>2]=d+1;b[d>>0]=m?43:45;f[g>>2]=0;m=0}else n=5;while(0);a:do if((n|0)==5){n=b[i+11>>0]|0;if(a<<24>>24==h<<24>>24?((n<<24>>24<0?f[i+4>>2]|0:n&255)|0)!=0:0){m=f[k>>2]|0;if((m-j|0)>=160){m=0;break}e=f[g>>2]|0;f[k>>2]=m+4;f[m>>2]=e;f[g>>2]=0;m=0;break}i=l+26|0;h=0;while(1){m=l+h|0;if((h|0)==26){m=i;break}if((b[m>>0]|0)==a<<24>>24)break;else h=h+1|0}m=m-l|0;if((m|0)>23)m=-1;else{switch(c|0){case 10:case 8:{if((m|0)>=(c|0)){m=-1;break a}break}case 16:{if((m|0)>=22){if(p){m=-1;break a}if((o-d|0)>=3){m=-1;break a}if((b[o+-1>>0]|0)!=48){m=-1;break a}f[g>>2]=0;m=b[252814+m>>0]|0;f[e>>2]=o+1;b[o>>0]=m;m=0;break a}break}default:{}}m=b[252814+m>>0]|0;f[e>>2]=o+1;b[o>>0]=m;f[g>>2]=(f[g>>2]|0)+1;m=0}}while(0);return m|0}function _Fb(){var a=0;if(!(b[257600]|0))if(MPb(257600)|0){a=vBb(2147483647,252850,0)|0;f[65226]=a}return f[65226]|0}function $Fb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;f[g>>2]=d;d=UAb(b)|0;b=pCb(a,c,g)|0;if(d|0)UAb(d)|0;u=e;return b|0}function aGb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+48|0;b=e+32|0;c=e+24|0;d=e;g=e+16|0;f[g>>2]=1643;f[g+4>>2]=0;f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];dGb(d,b,a);if((f[a>>2]|0)!=-1){f[b>>2]=d;f[c>>2]=b;oOb(a,c,1644)}u=e;return (f[a+4>>2]|0)+-1|0}function bGb(a,b){a=a|0;b=b|0;return f[(f[a+8>>2]|0)+(b<<2)>>2]|0}function cGb(a){a=a|0;var b=0;b=f[65227]|0;f[65227]=b+1;f[a+4>>2]=b+1;return}function dGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[b>>2]|0;b=f[b+4>>2]|0;f[a>>2]=c;f[a+4>>2]=d;f[a+8>>2]=b;return}function eGb(a){a=a|0;fGb(f[f[a>>2]>>2]|0);return}function fGb(a){a=a|0;var b=0,c=0,d=0;b=f[a+4>>2]|0;d=f[a+8>>2]|0;c=(f[a>>2]|0)+(d>>1)|0;if(!(d&1))a=b;else a=f[(f[c>>2]|0)+b>>2]|0;gh[a&2047](c);return}function gGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+jGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function hGb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;i=h;vEb(i,c);c=XFb(i,260896)|0;Tg[f[(f[c>>2]|0)+32>>2]&15](c,252814,252846,d)|0;d=XFb(i,260912)|0;c=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;b[e>>0]=c;e=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;b[g>>0]=e;oh[f[(f[d>>2]|0)+20>>2]&1023](a,d);YFb(i);u=h;return}function iGb(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0;a:do if(a<<24>>24==h<<24>>24)if(!(b[c>>0]|0))h=-1;else{b[c>>0]=0;d=f[g>>2]|0;f[g>>2]=d+1;b[d>>0]=46;g=b[j+11>>0]|0;if(!((g<<24>>24<0?f[j+4>>2]|0:g&255)|0))h=0;else{h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;h=0}else h=0}}else{if(a<<24>>24==i<<24>>24){o=b[j+11>>0]|0;if((o<<24>>24<0?f[j+4>>2]|0:o&255)|0){if(!(b[c>>0]|0)){h=-1;break}h=f[l>>2]|0;if((h-k|0)>=160){h=0;break}k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;f[m>>2]=0;h=0;break}}o=n+32|0;i=0;while(1){h=n+i|0;if((i|0)==32){h=o;break}if((b[h>>0]|0)==a<<24>>24)break;else i=i+1|0}i=h-n|0;if((i|0)>31)h=-1;else{o=b[252814+i>>0]|0;switch(i|0){case 24:case 25:{h=f[g>>2]|0;if((h|0)!=(e|0))if((b[h+-1>>0]&95)!=(b[d>>0]&127)){h=-1;break a}f[g>>2]=h+1;b[h>>0]=o;h=0;break a}case 23:case 22:{b[d>>0]=80;h=f[g>>2]|0;f[g>>2]=h+1;b[h>>0]=o;h=0;break a}default:{h=o&95;if((h|0)==(b[d>>0]|0)){b[d>>0]=h|128;if(b[c>>0]|0){b[c>>0]=0;d=b[j+11>>0]|0;if((d<<24>>24<0?f[j+4>>2]|0:d&255)|0){h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k}}}}l=f[g>>2]|0;f[g>>2]=l+1;b[l>>0]=o;if((i|0)>21){h=0;break a}f[m>>2]=(f[m>>2]|0)+1;h=0;break a}}}}while(0);return h|0}function jGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+WCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function kGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;i=a+11|0;h=b[i>>0]|0;j=a+4|0;g=f[j>>2]|0;do if((h<<24>>24<0?g:h&255)|0){if((c|0)!=(d|0)){g=d;h=c;while(1){g=g+-4|0;if(h>>>0>=g>>>0)break;l=f[h>>2]|0;f[h>>2]=f[g>>2];f[g>>2]=l;h=h+4|0}h=b[i>>0]|0;g=f[j>>2]|0}j=h<<24>>24<0;l=j?f[a>>2]|0:a;a=d+-4|0;j=l+(j?g:h&255)|0;g=l;while(1){h=b[g>>0]|0;i=h<<24>>24>0&h<<24>>24!=127;if(c>>>0>=a>>>0)break;if(i)if((f[c>>2]|0)!=(h<<24>>24|0)){k=10;break}c=c+4|0;g=(j-g|0)>1?g+1|0:g}if((k|0)==10){f[e>>2]=4;break}if(i)if(((f[a>>2]|0)+-1|0)>>>0>=h<<24>>24>>>0)f[e>>2]=4}while(0);return}function lGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+mGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function mGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+VCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function nGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}p=B+11|0;q=B+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){o=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;o=0;j=0;k=1}else{o=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[p>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=o+12|0;a=f[k>>2]|0;l=o+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;i=o;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=o;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+oGb(e,f[x>>2]|0,g);n[h>>2]=F;kGb(C,y,f[z>>2]|0,g);if(!o)e=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function oGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+UCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function pGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=sGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function qGb(a){a=a|0;switch(f[a+4>>2]&74){case 64:{a=8;break}case 8:{a=16;break}case 0:{a=0;break}default:a=10}return a|0}function rGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;vEb(h,c);c=XFb(h,260896)|0;Tg[f[(f[c>>2]|0)+32>>2]&15](c,252814,252840,d)|0;d=XFb(h,260912)|0;c=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;b[e>>0]=c;oh[f[(f[d>>2]|0)+20>>2]&1023](a,d);YFb(h);u=g;return}function sGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;do if((a|0)==(c|0)){f[d>>2]=4;e=0;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;e=0;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){l=hAb()|0;f[l>>2]=i}if((f[h>>2]|0)==(c|0)){if((g|0)==34){a=-1;e=-1;j=8}}else{a=0;e=0;j=8}if((j|0)==8)f[d>>2]=4}while(0);I=e;u=k;return a|0}function tGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=uGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function uGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>4294967295|(g|0)==34){f[d>>2]=4;a=-1;break}else break;else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function vGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=wGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function wGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>4294967295|(g|0)==34){f[d>>2]=4;a=-1;break}else break;else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function xGb(a,c,e,g,h,i){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+224|0;r=B+198|0;s=B+196|0;z=B+184|0;A=B+172|0;t=B+168|0;v=B+8|0;w=B+4|0;x=B;y=qGb(g)|0;rGb(z,g,r,s);f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}p=A+11|0;q=A+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g;f[w>>2]=v;f[x>>2]=0;n=A+4|0;k=f[c>>2]|0;j=k;a:while(1){if(!j){o=0;k=0;l=1}else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;o=0;k=0;l=1}else{o=j;l=0}}j=f[e>>2]|0;do if(!j)C=19;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;C=19;break}else if(l)break;else break a}while(0);if((C|0)==19){C=0;if(l){j=0;break}else j=0}l=b[p>>0]|0;l=l<<24>>24<0?f[n>>2]|0:l&255;if((f[t>>2]|0)==(g+l|0)){GOb(A,l<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g+l}l=o+12|0;a=f[l>>2]|0;m=o+16|0;if((a|0)==(f[m>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,y,g,t,x,b[s>>0]|0,z,v,w,r)|0)break;a=f[l>>2]|0;if((a|0)==(f[m>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;j=o;continue}else{f[l>>2]=a+1;DDb(b[a>>0]|0)|0;j=o;continue}}s=b[z+11>>0]|0;if((s<<24>>24<0?f[z+4>>2]|0:s&255)|0){a=f[w>>2]|0;if((a-v|0)<160){x=f[x>>2]|0;f[w>>2]=a+4;f[a>>2]=x}}y=yGb(g,f[t>>2]|0,h,y)|0;d[i>>1]=y;kGb(z,v,f[w>>2]|0,h);if(!o)g=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[k>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1}else g=0}do if(!j)C=47;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;C=47;break}else if(g)break;else{C=49;break}}while(0);if((C|0)==47)if(g)C=49;if((C|0)==49)f[h>>2]=f[h>>2]|2;C=f[c>>2]|0;zOb(A);zOb(z);u=B;return C|0}function yGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>65535|(g|0)==34){f[d>>2]=4;a=-1;break}else{a=a&65535;break}else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function zGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=AGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function AGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i;if((a|0)==(b|0)){f[c>>2]=4;d=0;a=0}else{h=hAb()|0;h=f[h>>2]|0;e=hAb()|0;f[e>>2]=0;a=FCb(a,g,d,_Fb()|0)|0;d=I;e=hAb()|0;e=f[e>>2]|0;if(!e){j=hAb()|0;f[j>>2]=h}if((f[g>>2]|0)==(b|0)){if((e|0)==34){f[c>>2]=4;d=(d|0)>0|(d|0)==0&a>>>0>0;a=d?-1:0;d=d?2147483647:-2147483648}}else{f[c>>2]=4;a=0;d=0}}I=d;u=i;return a|0}function BGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=CGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function CGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i;if((a|0)==(b|0)){f[c>>2]=4;a=0}else{h=hAb()|0;h=f[h>>2]|0;e=hAb()|0;f[e>>2]=0;a=FCb(a,g,d,_Fb()|0)|0;d=I;e=hAb()|0;e=f[e>>2]|0;if(!e){j=hAb()|0;f[j>>2]=h}a:do if((f[g>>2]|0)==(b|0)){do if((e|0)==34){f[c>>2]=4;if((d|0)>0|(d|0)==0&a>>>0>0){a=2147483647;break a}}else{if((d|0)<-1|(d|0)==-1&a>>>0<2147483648){f[c>>2]=4;break}if((d|0)>0|(d|0)==0&a>>>0>2147483647){f[c>>2]=4;a=2147483647;break a}else break a}while(0);a=-2147483648}else{f[c>>2]=4;a=0}while(0)}u=i;return a|0}function DGb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+112|0;k=x;l=(e-d|0)/12|0;if(l>>>0>100){k=_zb(l)|0;if(!k)uOb();else{j=k;v=k}}else{j=k;v=0}n=d;o=j;k=0;while(1){if((n|0)==(e|0))break;m=b[n+11>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if(!m){b[o>>0]=2;l=l+-1|0;k=k+1|0}else b[o>>0]=1;n=n+12|0;o=o+1|0}t=0;r=k;a:while(1){k=f[a>>2]|0;do if(!k)o=1;else{m=f[k+12>>2]|0;if((m|0)==(f[k+16>>2]|0))k=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else k=DDb(b[m>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[a>>2]=0;o=1;break}else{o=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;if(!m){m=0;k=1}else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[c>>2]=0;m=0;k=1}else k=0}n=f[a>>2]|0;if(!((l|0)!=0&(o^k)))break;k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=DDb(b[k>>0]|0)|0;k=k&255;if(!i)k=Rg[f[(f[g>>2]|0)+12>>2]&255](g,k)|0;s=t+1|0;p=d;o=0;q=j;while(1){if((p|0)==(e|0))break;do if((b[q>>0]|0)==1){n=p+11|0;if((b[n>>0]|0)<0)m=f[p>>2]|0;else m=p;m=b[m+t>>0]|0;if(!i)m=Rg[f[(f[g>>2]|0)+12>>2]&255](g,m)|0;if(k<<24>>24!=m<<24>>24){b[q>>0]=0;m=o;n=r;l=l+-1|0;break}m=b[n>>0]|0;if(m<<24>>24<0)m=f[p+4>>2]|0;else m=m&255;if((m|0)==(s|0)){b[q>>0]=2;m=1;n=r+1|0;l=l+-1|0}else{m=1;n=r}}else{m=o;n=r}while(0);p=p+12|0;o=m;q=q+1|0;r=n}if(!o){t=s;continue}k=f[a>>2]|0;m=k+12|0;n=f[m>>2]|0;if((n|0)==(f[k+16>>2]|0))Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;else{f[m>>2]=n+1;DDb(b[n>>0]|0)|0}if((r+l|0)>>>0>1){n=d;o=j;k=r}else{t=s;continue}while(1){if((n|0)==(e|0)){t=s;r=k;continue a}if((b[o>>0]|0)==2){m=b[n+11>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if((m|0)!=(s|0)){b[o>>0]=0;k=k+-1|0}}n=n+12|0;o=o+1|0}}do if(!n)l=1;else{k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[a>>2]=0;l=1;break}else{l=(f[a>>2]|0)==0;break}}while(0);do if(!m)w=41;else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[c>>2]=0;w=41;break}else if(l)break;else{w=77;break}}while(0);if((w|0)==41)if(l)w=77;if((w|0)==77)f[h>>2]=f[h>>2]|2;while(1){if((d|0)==(e|0)){w=81;break}if((b[j>>0]|0)==2)break;d=d+12|0;j=j+1|0}if((w|0)==81){f[h>>2]=f[h>>2]|4;d=e}$zb(v);u=x;return d|0}function EGb(a){a=a|0;DFb(a);return}function FGb(a){a=a|0;DFb(a);sOb(a);return}function GGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;i=o+40|0;n=o+16|0;j=o+8|0;k=o+12|0;l=o+4|0;m=o;if(!(f[e+4>>2]&1)){f[j>>2]=-1;m=f[(f[a>>2]|0)+16>>2]|0;f[k>>2]=f[c>>2];f[l>>2]=f[d>>2];f[n>>2]=f[k>>2];f[i>>2]=f[l>>2];n=Yg[m&63](a,n,i,e,g,j)|0;f[c>>2]=n;switch(f[j>>2]|0){case 0:{b[h>>0]=0;break}case 1:{b[h>>0]=1;break}default:{b[h>>0]=1;f[g>>2]=4}}i=f[c>>2]|0}else{vEb(i,e);l=XFb(i,260928)|0;YFb(i);vEb(i,e);a=XFb(i,260936)|0;YFb(i);oh[f[(f[a>>2]|0)+24>>2]&1023](n,a);oh[f[(f[a>>2]|0)+28>>2]&1023](n+12|0,a);f[m>>2]=f[d>>2];a=n+24|0;f[i>>2]=f[m>>2];i=(cHb(c,i,n,a,l,g,1)|0)==(n|0)&1;b[h>>0]=i;i=f[c>>2]|0;do{a=a+-12|0;NOb(a)}while((a|0)!=(n|0))}u=o;return i|0}function HGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=bHb(a,j,i,d,e,g)|0;u=h;return g|0}function IGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=aHb(a,j,i,d,e,g)|0;u=h;return g|0}function JGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=$Gb(a,j,i,d,e,g)|0;u=h;return g|0}function KGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=_Gb(a,j,i,d,e,g)|0;u=h;return g|0}function LGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=ZGb(a,j,i,d,e,g)|0;u=h;return g|0}function MGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=XGb(a,j,i,d,e,g)|0;u=h;return g|0}function NGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=WGb(a,j,i,d,e,g)|0;u=h;return g|0}function OGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=VGb(a,j,i,d,e,g)|0;u=h;return g|0}function PGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=SGb(a,j,i,d,e,g)|0;u=h;return g|0}function QGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;z=u;u=u+320|0;w=z;t=z+208|0;x=z+192|0;y=z+180|0;v=z+176|0;q=z+16|0;r=z+8|0;s=z+4|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[x+(a<<2)>>2]=0;a=a+1|0}vEb(y,e);a=XFb(y,260928)|0;Tg[f[(f[a>>2]|0)+48>>2]&15](a,252814,252840,t)|0;YFb(y);f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[y+(a<<2)>>2]=0;a=a+1|0}p=y+11|0;o=y+8|0;if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a;f[r>>2]=q;f[s>>2]=0;n=y+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){m=0;j=0;k=1}else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=VDb(f[e>>2]|0)|0;if(wEb(e,UDb()|0)|0){f[c>>2]=0;m=0;j=0;k=1}else{m=i;k=0}}i=f[d>>2]|0;do if(!i)A=22;else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=VDb(f[e>>2]|0)|0;if(wEb(e,UDb()|0)|0){f[d>>2]=0;A=22;break}else if(k)break;else break a}while(0);if((A|0)==22){A=0;if(k){i=0;break}else i=0}e=b[p>>0]|0;e=e<<24>>24<0?f[n>>2]|0:e&255;if((f[v>>2]|0)==(a+e|0)){GOb(y,e<<1,0);if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a+e}k=m+12|0;e=f[k>>2]|0;l=m+16|0;if((e|0)==(f[l>>2]|0))e=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else e=VDb(f[e>>2]|0)|0;if(RGb(e,16,a,v,s,0,x,q,r,t)|0)break;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0)){Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;i=m;continue}else{f[k>>2]=e+4;VDb(f[e>>2]|0)|0;i=m;continue}}GOb(y,(f[v>>2]|0)-a|0,0);t=(b[p>>0]|0)<0?f[y>>2]|0:y;v=_Fb()|0;f[w>>2]=h;if(($Fb(t,v,252847,w)|0)!=1)f[g>>2]=4;if(!m)e=1;else{a=f[m+12>>2]|0;if((a|0)==(f[m+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](m)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)A=49;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;A=49;break}else if(e)break;else{A=51;break}}while(0);if((A|0)==49)if(e)A=51;if((A|0)==51)f[g>>2]=f[g>>2]|2;A=f[c>>2]|0;zOb(y);zOb(x);u=z;return A|0}function RGb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;o=f[e>>2]|0;p=(o|0)==(d|0);do if(p){m=(f[l+96>>2]|0)==(a|0);if(!m)if((f[l+100>>2]|0)!=(a|0)){n=5;break}f[e>>2]=d+1;b[d>>0]=m?43:45;f[g>>2]=0;m=0}else n=5;while(0);a:do if((n|0)==5){n=b[i+11>>0]|0;if((a|0)==(h|0)?((n<<24>>24<0?f[i+4>>2]|0:n&255)|0)!=0:0){m=f[k>>2]|0;if((m-j|0)>=160){m=0;break}e=f[g>>2]|0;f[k>>2]=m+4;f[m>>2]=e;f[g>>2]=0;m=0;break}i=l+104|0;h=0;while(1){m=l+(h<<2)|0;if((h|0)==26){m=i;break}if((f[m>>2]|0)==(a|0))break;else h=h+1|0}m=m-l|0;h=m>>2;if((m|0)>92)m=-1;else{switch(c|0){case 10:case 8:{if((h|0)>=(c|0)){m=-1;break a}break}case 16:{if((m|0)>=88){if(p){m=-1;break a}if((o-d|0)>=3){m=-1;break a}if((b[o+-1>>0]|0)!=48){m=-1;break a}f[g>>2]=0;m=b[252814+h>>0]|0;f[e>>2]=o+1;b[o>>0]=m;m=0;break a}break}default:{}}m=b[252814+h>>0]|0;f[e>>2]=o+1;b[o>>0]=m;f[g>>2]=(f[g>>2]|0)+1;m=0}}while(0);return m|0}function SGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+jGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function TGb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;vEb(h,b);b=XFb(h,260928)|0;Tg[f[(f[b>>2]|0)+48>>2]&15](b,252814,252846,c)|0;c=XFb(h,260936)|0;b=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[d>>2]=b;d=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[e>>2]=d;oh[f[(f[c>>2]|0)+20>>2]&1023](a,c);YFb(h);u=g;return}function UGb(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0;a:do if((a|0)==(h|0))if(!(b[c>>0]|0))h=-1;else{b[c>>0]=0;d=f[g>>2]|0;f[g>>2]=d+1;b[d>>0]=46;g=b[j+11>>0]|0;if(!((g<<24>>24<0?f[j+4>>2]|0:g&255)|0))h=0;else{h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;h=0}else h=0}}else{if((a|0)==(i|0)){o=b[j+11>>0]|0;if((o<<24>>24<0?f[j+4>>2]|0:o&255)|0){if(!(b[c>>0]|0)){h=-1;break}h=f[l>>2]|0;if((h-k|0)>=160){h=0;break}k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;f[m>>2]=0;h=0;break}}o=n+128|0;i=0;while(1){h=n+(i<<2)|0;if((i|0)==32){h=o;break}if((f[h>>2]|0)==(a|0))break;else i=i+1|0}i=h-n|0;h=i>>2;if((i|0)>124)h=-1;else{o=b[252814+h>>0]|0;switch(h|0){case 24:case 25:{h=f[g>>2]|0;if((h|0)!=(e|0))if((b[h+-1>>0]&95)!=(b[d>>0]&127)){h=-1;break a}f[g>>2]=h+1;b[h>>0]=o;h=0;break a}case 23:case 22:{b[d>>0]=80;break}default:{h=o&95;if((h|0)==(b[d>>0]|0)){b[d>>0]=h|128;if(b[c>>0]|0){b[c>>0]=0;d=b[j+11>>0]|0;if((d<<24>>24<0?f[j+4>>2]|0:d&255)|0){h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k}}}}}}l=f[g>>2]|0;f[g>>2]=l+1;b[l>>0]=o;if((i|0)>84)h=0;else{f[m>>2]=(f[m>>2]|0)+1;h=0}}}while(0);return h|0}function VGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+mGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function WGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}p=B+11|0;q=B+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){o=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;o=0;j=0;k=1}else{o=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[p>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=o+12|0;a=f[k>>2]|0;l=o+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;i=o;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=o;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+oGb(e,f[x>>2]|0,g);n[h>>2]=F;kGb(C,y,f[z>>2]|0,g);if(!o)e=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function XGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=sGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function YGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;vEb(g,b);b=XFb(g,260928)|0;Tg[f[(f[b>>2]|0)+48>>2]&15](b,252814,252840,c)|0;c=XFb(g,260936)|0;b=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[d>>2]=b;oh[f[(f[c>>2]|0)+20>>2]&1023](a,c);YFb(g);u=e;return}function ZGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=uGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function _Gb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=wGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function $Gb(a,c,e,g,h,i){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+304|0;r=B+200|0;s=B+196|0;z=B+184|0;A=B+172|0;t=B+168|0;v=B+8|0;w=B+4|0;x=B;y=qGb(g)|0;YGb(z,g,r,s);f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}p=A+11|0;q=A+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g;f[w>>2]=v;f[x>>2]=0;n=A+4|0;k=f[c>>2]|0;j=k;a:while(1){if(!j){o=0;k=0;l=1}else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;o=0;k=0;l=1}else{o=j;l=0}}j=f[e>>2]|0;do if(!j)C=19;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[e>>2]=0;C=19;break}else if(l)break;else break a}while(0);if((C|0)==19){C=0;if(l){j=0;break}else j=0}l=b[p>>0]|0;l=l<<24>>24<0?f[n>>2]|0:l&255;if((f[t>>2]|0)==(g+l|0)){GOb(A,l<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g+l}l=o+12|0;a=f[l>>2]|0;m=o+16|0;if((a|0)==(f[m>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,y,g,t,x,f[s>>2]|0,z,v,w,r)|0)break;a=f[l>>2]|0;if((a|0)==(f[m>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;j=o;continue}else{f[l>>2]=a+4;VDb(f[a>>2]|0)|0;j=o;continue}}s=b[z+11>>0]|0;if((s<<24>>24<0?f[z+4>>2]|0:s&255)|0){a=f[w>>2]|0;if((a-v|0)<160){x=f[x>>2]|0;f[w>>2]=a+4;f[a>>2]=x}}y=yGb(g,f[t>>2]|0,h,y)|0;d[i>>1]=y;kGb(z,v,f[w>>2]|0,h);if(!o)g=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[k>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1}else g=0}do if(!j)C=47;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[e>>2]=0;C=47;break}else if(g)break;else{C=49;break}}while(0);if((C|0)==47)if(g)C=49;if((C|0)==49)f[h>>2]=f[h>>2]|2;C=f[c>>2]|0;zOb(A);zOb(z);u=B;return C|0}function aHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=AGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function bHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=CGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function cHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+112|0;k=x;l=(e-d|0)/12|0;if(l>>>0>100){k=_zb(l)|0;if(!k)uOb();else{j=k;v=k}}else{j=k;v=0}k=0;n=d;o=j;while(1){if((n|0)==(e|0))break;m=b[n+8+3>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if(!m){b[o>>0]=2;k=k+1|0;l=l+-1|0}else b[o>>0]=1;n=n+12|0;o=o+1|0}t=0;r=k;a:while(1){k=f[a>>2]|0;do if(!k)o=1;else{m=f[k+12>>2]|0;if((m|0)==(f[k+16>>2]|0))k=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else k=VDb(f[m>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[a>>2]=0;o=1;break}else{o=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;if(!m){m=0;k=1}else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[c>>2]=0;m=0;k=1}else k=0}n=f[a>>2]|0;if(!((l|0)!=0&(o^k)))break;k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=VDb(f[k>>2]|0)|0;if(!i)k=Rg[f[(f[g>>2]|0)+28>>2]&255](g,k)|0;s=t+1|0;p=d;o=0;q=j;while(1){if((p|0)==(e|0))break;do if((b[q>>0]|0)==1){n=p+8+3|0;if((b[n>>0]|0)<0)m=f[p>>2]|0;else m=p;m=f[m+(t<<2)>>2]|0;if(!i)m=Rg[f[(f[g>>2]|0)+28>>2]&255](g,m)|0;if((k|0)!=(m|0)){b[q>>0]=0;m=o;n=r;l=l+-1|0;break}m=b[n>>0]|0;if(m<<24>>24<0)m=f[p+4>>2]|0;else m=m&255;if((m|0)==(s|0)){b[q>>0]=2;m=1;n=r+1|0;l=l+-1|0}else{m=1;n=r}}else{m=o;n=r}while(0);p=p+12|0;o=m;q=q+1|0;r=n}if(!o){t=s;continue}k=f[a>>2]|0;m=k+12|0;n=f[m>>2]|0;if((n|0)==(f[k+16>>2]|0))Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;else{f[m>>2]=n+4;VDb(f[n>>2]|0)|0}if((r+l|0)>>>0>1){n=d;o=j;k=r}else{t=s;continue}while(1){if((n|0)==(e|0)){t=s;r=k;continue a}if((b[o>>0]|0)==2){m=b[n+8+3>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if((m|0)!=(s|0)){b[o>>0]=0;k=k+-1|0}}n=n+12|0;o=o+1|0}}do if(!n)l=1;else{k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[a>>2]=0;l=1;break}else{l=(f[a>>2]|0)==0;break}}while(0);do if(!m)w=41;else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[c>>2]=0;w=41;break}else if(l)break;else{w=77;break}}while(0);if((w|0)==41)if(l)w=77;if((w|0)==77)f[h>>2]=f[h>>2]|2;while(1){if((d|0)==(e|0)){w=81;break}if((b[j>>0]|0)==2)break;d=d+12|0;j=j+1|0}if((w|0)==81){f[h>>2]=f[h>>2]|4;d=e}$zb(v);u=x;return d|0}function dHb(a){a=a|0;DFb(a);return}function eHb(a){a=a|0;DFb(a);sOb(a);return}function fHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l+4|0;h=l;if(!(f[d+4>>2]&1)){j=f[(f[a>>2]|0)+24>>2]|0;f[h>>2]=f[c>>2];f[k>>2]=f[h>>2];a=Vg[j&31](a,k,d,e,g&1)|0}else{vEb(k,d);a=XFb(k,260912)|0;YFb(k);d=f[a>>2]|0;if(g)oh[f[d+24>>2]&1023](k,a);else oh[f[d+28>>2]&1023](k,a);i=k+11|0;a=b[i>>0]|0;d=f[k>>2]|0;j=k+4|0;g=a<<24>>24<0?d:k;while(1){h=a<<24>>24<0;if((g|0)==((h?d:k)+(h?f[j>>2]|0:a&255)|0))break;a=b[g>>0]|0;d=f[c>>2]|0;if(d|0){e=d+24|0;h=f[e>>2]|0;if((h|0)==(f[d+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;a=DDb(a)|0;a=Rg[h&255](d,a)|0}else{f[e>>2]=h+1;b[h>>0]=a;a=DDb(a)|0}if(uEb(a,CDb()|0)|0)f[c>>2]=0}g=g+1|0;a=b[i>>0]|0;d=f[k>>2]|0}a=f[c>>2]|0;zOb(k)}u=l;return a|0}function gHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+64|0;i=a;m=a+52|0;n=a+39|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,1,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,13,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);tHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,c,g,d,e)|0;u=a;return g|0}function hHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+96|0;i=a+8|0;n=a;m=a+71|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,1,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);tHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,e,g,c,d)|0;u=a;return g|0}function iHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+64|0;i=a;m=a+52|0;n=a+40|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,0,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,12,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);tHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,c,g,d,e)|0;u=a;return g|0}function jHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+96|0;i=a+8|0;n=a;m=a+71|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,0,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);tHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,e,g,c,d)|0;u=a;return g|0}function kHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;w=u;u=u+176|0;r=w+72|0;l=w+48|0;k=w+32|0;h=w+24|0;g=w+8|0;j=w;n=w+134|0;m=w+68|0;o=w+76|0;v=w+64|0;s=w+60|0;t=w+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,265124,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;z=a;A=a}}else{q=a;z=0;A=f[m>>2]|0}g=A+q|0;h=oHb(A,g,c)|0;if((A|0)==(n|0)){x=o;y=0}else{a=_zb(q<<1)|0;if(!a)uOb();else{x=a;y=a}}vEb(r,c);rHb(A,h,g,x,v,s,r);YFb(r);f[t>>2]=f[b>>2];b=f[v>>2]|0;A=f[s>>2]|0;f[r>>2]=f[t>>2];A=n3a(r,x,b,A,c,d)|0;$zb(y);$zb(z);u=w;return A|0}function lHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;w=u;u=u+176|0;r=w+72|0;l=w+48|0;k=w+32|0;h=w+24|0;g=w+8|0;j=w;n=w+134|0;m=w+68|0;o=w+76|0;v=w+64|0;s=w+60|0;t=w+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,253063,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;z=a;A=a}}else{q=a;z=0;A=f[m>>2]|0}g=A+q|0;h=oHb(A,g,c)|0;if((A|0)==(n|0)){x=o;y=0}else{a=_zb(q<<1)|0;if(!a)uOb();else{x=a;y=a}}vEb(r,c);rHb(A,h,g,x,v,s,r);YFb(r);f[t>>2]=f[b>>2];b=f[v>>2]|0;A=f[s>>2]|0;f[r>>2]=f[t>>2];A=n3a(r,x,b,A,c,d)|0;$zb(y);$zb(z);u=w;return A|0}function mHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;a=u;u=u+80|0;l=a;k=a+68|0;h=a+48|0;j=a+8|0;m=a+4|0;b[k>>0]=b[253057]|0;b[k+1>>0]=b[253058]|0;b[k+2>>0]=b[253059]|0;b[k+3>>0]=b[253060]|0;b[k+4>>0]=b[253061]|0;b[k+5>>0]=b[253062]|0;i=_Fb()|0;f[l>>2]=g;g=nHb(h,20,i,k,l)|0;k=h+g|0;i=oHb(h,k,d)|0;vEb(l,d);n=XFb(l,260896)|0;YFb(l);Tg[f[(f[n>>2]|0)+32>>2]&15](n,h,k,j)|0;g=j+g|0;f[m>>2]=f[c>>2];f[l>>2]=f[m>>2];g=n3a(l,j,(i|0)==(k|0)?g:j+(i-h)|0,g,d,e)|0;u=a;return g|0}function nHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;f[h>>2]=e;e=UAb(c)|0;c=YAb(a,b,d,h)|0;if(e|0)UAb(e)|0;u=g;return c|0}function oHb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;a:do switch((f[d+4>>2]&176)<<24>>24){case 16:{d=b[a>>0]|0;switch(d<<24>>24){case 43:case 45:{a=a+1|0;break a}default:{}}if((c-a|0)>1&d<<24>>24==48){switch(b[a+1>>0]|0){case 88:case 120:break;default:{e=7;break a}}a=a+2|0}else e=7;break}case 32:{a=c;break}default:e=7}while(0);return a|0}function pHb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0;if(d&2048){b[a>>0]=43;a=a+1|0}if(d&1024){b[a>>0]=35;a=a+1|0}h=d&260;e=(d&16384|0)!=0;f=(h|0)==260;if(f)g=0;else{b[a>>0]=46;b[a+1>>0]=42;g=1;a=a+2|0}while(1){d=b[c>>0]|0;if(!(d<<24>>24))break;b[a>>0]=d;c=c+1|0;a=a+1|0}a:do switch(h&511){case 4:{d=e?70:102;break}case 256:{d=e?69:101;break}default:if(f){d=e?65:97;break a}else{d=e?71:103;break a}}while(0);b[a>>0]=d;return g|0}function qHb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;f[g>>2]=d;d=UAb(b)|0;b=sCb(a,c,g)|0;if(d|0)UAb(d)|0;u=e;return b|0}function rHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;w=u;u=u+16|0;s=w;t=XFb(i,260896)|0;r=XFb(i,260912)|0;oh[f[(f[r>>2]|0)+20>>2]&1023](s,r);f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{q=Rg[f[(f[t>>2]|0)+28>>2]&255](t,i)|0;j=f[h>>2]|0;f[h>>2]=j+1;b[j>>0]=q;j=a+1|0;break}default:j=a}q=d;a:do if((q-j|0)>1)if((b[j>>0]|0)==48){i=j+1|0;switch(b[i>>0]|0){case 88:case 120:break;default:{i=j;v=10;break a}}o=Rg[f[(f[t>>2]|0)+28>>2]&255](t,48)|0;p=f[h>>2]|0;f[h>>2]=p+1;b[p>>0]=o;j=j+2|0;p=Rg[f[(f[t>>2]|0)+28>>2]&255](t,b[i>>0]|0)|0;i=f[h>>2]|0;f[h>>2]=i+1;b[i>>0]=p;i=j;while(1){if(i>>>0>=d>>>0)break a;p=b[i>>0]|0;if(!(DAb(p,_Fb()|0)|0))break a;i=i+1|0}}else{i=j;v=10}else{i=j;v=10}while(0);b:do if((v|0)==10)while(1){v=0;if(i>>>0>=d>>>0)break b;p=b[i>>0]|0;if(!(tAb(p,_Fb()|0)|0))break b;i=i+1|0;v=10}while(0);o=s+11|0;n=b[o>>0]|0;p=s+4|0;c:do if(!((n<<24>>24<0?f[p>>2]|0:n&255)|0)){Tg[f[(f[t>>2]|0)+32>>2]&15](t,j,i,f[h>>2]|0)|0;f[h>>2]=(f[h>>2]|0)+(i-j);k=t}else{d:do if((j|0)!=(i|0)){k=i;l=j;while(1){k=k+-1|0;if(l>>>0>=k>>>0)break d;n=b[l>>0]|0;b[l>>0]=b[k>>0]|0;b[k>>0]=n;l=l+1|0}}while(0);n=Pg[f[(f[r>>2]|0)+16>>2]&1023](r)|0;m=j;l=0;k=0;while(1){if(m>>>0>=i>>>0)break;x=b[((b[o>>0]|0)<0?f[s>>2]|0:s)+k>>0]|0;if(x<<24>>24>0&(l|0)==(x<<24>>24|0)){l=f[h>>2]|0;f[h>>2]=l+1;b[l>>0]=n;l=b[o>>0]|0;k=k+(k>>>0<((l<<24>>24<0?f[p>>2]|0:l&255)+-1|0)>>>0&1)|0;l=0}y=Rg[f[(f[t>>2]|0)+28>>2]&255](t,b[m>>0]|0)|0;x=f[h>>2]|0;f[h>>2]=x+1;b[x>>0]=y;m=m+1|0;l=l+1|0}k=e+(j-a)|0;j=f[h>>2]|0;if((k|0)==(j|0))k=t;else while(1){j=j+-1|0;if(k>>>0>=j>>>0){k=t;break c}y=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=y;k=k+1|0}}while(0);while(1){if(i>>>0>=d>>>0)break;j=b[i>>0]|0;if(j<<24>>24==46){v=29;break}x=Rg[f[(f[k>>2]|0)+28>>2]&255](t,j)|0;y=f[h>>2]|0;f[h>>2]=y+1;b[y>>0]=x;i=i+1|0}if((v|0)==29){x=Pg[f[(f[r>>2]|0)+12>>2]&1023](r)|0;y=f[h>>2]|0;f[h>>2]=y+1;b[y>>0]=x;i=i+1|0}Tg[f[(f[t>>2]|0)+32>>2]&15](t,i,d,f[h>>2]|0)|0;y=(f[h>>2]|0)+(q-i)|0;f[h>>2]=y;f[g>>2]=(c|0)==(d|0)?y:e+(c-a)|0;zOb(s);u=w;return}function sHb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var f=0;if(e&2048){b[a>>0]=43;a=a+1|0}if(!(e&512))f=a;else{b[a>>0]=35;f=a+1|0}while(1){a=b[c>>0]|0;if(!(a<<24>>24))break;b[f>>0]=a;c=c+1|0;f=f+1|0}switch(e&74){case 64:{a=111;break}case 8:{a=e&16384|0?88:120;break}default:a=d?100:117}b[f>>0]=a;return}function tHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+16|0;q=r;p=XFb(i,260896)|0;l=XFb(i,260912)|0;oh[f[(f[l>>2]|0)+20>>2]&1023](q,l);n=q+11|0;m=b[n>>0]|0;o=q+4|0;if(!((m<<24>>24<0?f[o>>2]|0:m&255)|0)){Tg[f[(f[p>>2]|0)+32>>2]&15](p,a,d,e)|0;i=e+(d-a)|0;f[h>>2]=i}else{f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{m=Rg[f[(f[p>>2]|0)+28>>2]&255](p,i)|0;i=f[h>>2]|0;f[h>>2]=i+1;b[i>>0]=m;i=a+1|0;break}default:i=a}a:do if((d-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:break a}m=Rg[f[(f[p>>2]|0)+28>>2]&255](p,48)|0;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=m;k=Rg[f[(f[p>>2]|0)+28>>2]&255](p,b[j>>0]|0)|0;m=f[h>>2]|0;f[h>>2]=m+1;b[m>>0]=k;i=i+2|0}while(0);b:do if((i|0)!=(d|0)){j=d;k=i;while(1){j=j+-1|0;if(k>>>0>=j>>>0)break b;m=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=m;k=k+1|0}}while(0);m=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;l=i;j=0;k=0;while(1){if(l>>>0>=d>>>0)break;s=b[((b[n>>0]|0)<0?f[q>>2]|0:q)+j>>0]|0;if(s<<24>>24!=0&(k|0)==(s<<24>>24|0)){k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=m;k=b[n>>0]|0;j=j+(j>>>0<((k<<24>>24<0?f[o>>2]|0:k&255)+-1|0)>>>0&1)|0;k=0}t=Rg[f[(f[p>>2]|0)+28>>2]&255](p,b[l>>0]|0)|0;s=f[h>>2]|0;f[h>>2]=s+1;b[s>>0]=t;l=l+1|0;k=k+1|0}i=e+(i-a)|0;j=f[h>>2]|0;if((i|0)!=(j|0)){while(1){j=j+-1|0;if(i>>>0>=j>>>0)break;t=b[i>>0]|0;b[i>>0]=b[j>>0]|0;b[j>>0]=t;i=i+1|0}i=f[h>>2]|0}}f[g>>2]=(c|0)==(d|0)?i:e+(c-a)|0;zOb(q);u=r;return}function uHb(a){a=a|0;DFb(a);return}function vHb(a){a=a|0;DFb(a);sOb(a);return}function wHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l+4|0;h=l;if(!(f[d+4>>2]&1)){j=f[(f[a>>2]|0)+24>>2]|0;f[h>>2]=f[c>>2];f[k>>2]=f[h>>2];a=Vg[j&31](a,k,d,e,g&1)|0}else{vEb(k,d);a=XFb(k,260936)|0;YFb(k);d=f[a>>2]|0;if(g)oh[f[d+24>>2]&1023](k,a);else oh[f[d+28>>2]&1023](k,a);i=k+8+3|0;a=b[i>>0]|0;d=f[k>>2]|0;j=k+4|0;g=a<<24>>24<0?d:k;while(1){h=a<<24>>24<0;if((g|0)==((h?d:k)+((h?f[j>>2]|0:a&255)<<2)|0))break;a=f[g>>2]|0;d=f[c>>2]|0;if(d|0){e=d+24|0;h=f[e>>2]|0;if((h|0)==(f[d+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;a=VDb(a)|0;a=Rg[h&255](d,a)|0}else{f[e>>2]=h+4;f[h>>2]=a;a=VDb(a)|0}if(wEb(a,UDb()|0)|0)f[c>>2]=0}g=g+4|0;a=b[i>>0]|0;d=f[k>>2]|0}a=f[c>>2]|0;NOb(k)}u=l;return a|0}function xHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+128|0;i=a;m=a+122|0;n=a+108|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,1,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,13,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);HHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,c,g,d,e)|0;u=a;return g|0}function yHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+224|0;i=a+8|0;n=a;m=a+200|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,1,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);HHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,e,g,c,d)|0;u=a;return g|0}function zHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+128|0;i=a;m=a+112|0;n=a+100|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,0,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,12,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);HHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,c,g,d,e)|0;u=a;return g|0}function AHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+224|0;i=a+8|0;n=a;m=a+200|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,0,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);HHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,e,g,c,d)|0;u=a;return g|0}function BHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=u;u=u+336|0;r=y+300|0;l=y+48|0;k=y+32|0;h=y+24|0;g=y+8|0;j=y;n=y+304|0;m=y+296|0;o=y+68|0;v=y+64|0;s=y+60|0;t=y+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,265124,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;A=a;x=a}}else{q=a;A=0;x=f[m>>2]|0}g=x+q|0;h=oHb(x,g,c)|0;do if((x|0)==(n|0)){w=o;z=1;B=0}else{a=_zb(q<<3)|0;if(!a)uOb();else{w=a;z=0;B=a;break}}while(0);vEb(r,c);GHb(x,h,g,w,v,s,r);YFb(r);f[t>>2]=f[b>>2];x=f[v>>2]|0;a=f[s>>2]|0;f[r>>2]=f[t>>2];a=EHb(r,w,x,a,c,d)|0;f[b>>2]=a;if(!z)$zb(B);$zb(A);u=y;return a|0}function CHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=u;u=u+336|0;r=y+300|0;l=y+48|0;k=y+32|0;h=y+24|0;g=y+8|0;j=y;n=y+304|0;m=y+296|0;o=y+68|0;v=y+64|0;s=y+60|0;t=y+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,253063,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;A=a;x=a}}else{q=a;A=0;x=f[m>>2]|0}g=x+q|0;h=oHb(x,g,c)|0;do if((x|0)==(n|0)){w=o;z=1;B=0}else{a=_zb(q<<3)|0;if(!a)uOb();else{w=a;z=0;B=a;break}}while(0);vEb(r,c);GHb(x,h,g,w,v,s,r);YFb(r);f[t>>2]=f[b>>2];x=f[v>>2]|0;a=f[s>>2]|0;f[r>>2]=f[t>>2];a=EHb(r,w,x,a,c,d)|0;f[b>>2]=a;if(!z)$zb(B);$zb(A);u=y;return a|0}function DHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;a=u;u=u+192|0;l=a;k=a+176|0;h=a+156|0;j=a+4|0;m=a+152|0;b[k>>0]=b[253057]|0;b[k+1>>0]=b[253058]|0;b[k+2>>0]=b[253059]|0;b[k+3>>0]=b[253060]|0;b[k+4>>0]=b[253061]|0;b[k+5>>0]=b[253062]|0;i=_Fb()|0;f[l>>2]=g;g=nHb(h,20,i,k,l)|0;k=h+g|0;i=oHb(h,k,d)|0;vEb(l,d);n=XFb(l,260928)|0;YFb(l);Tg[f[(f[n>>2]|0)+48>>2]&15](n,h,k,j)|0;g=j+(g<<2)|0;f[m>>2]=f[c>>2];f[l>>2]=f[m>>2];g=EHb(l,j,(i|0)==(k|0)?g:j+(i-h<<2)|0,g,d,e)|0;u=a;return g|0}function EHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;p=r+12|0;q=r;i=f[a>>2]|0;a:do if(!i)i=0;else{s=c;j=e-s>>2;l=g+12|0;k=f[l>>2]|0;j=(k|0)>(j|0)?k-j|0:0;k=d;s=k-s|0;g=s>>2;if((s|0)>0)if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,c,g)|0)!=(g|0)){f[a>>2]=0;i=0;break}do if((j|0)>0){f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;if(j>>>0>1073741807)vOb(q);do if(j>>>0<2){n=q+8+3|0;b[n>>0]=j;m=q;o=q}else{g=j+4&-4;if(g>>>0>1073741823)vd();else{m=pOb(g<<2)|0;f[q>>2]=m;n=q+8|0;f[n>>2]=g|-2147483648;f[q+4>>2]=j;n=n+3|0;o=q;break}}while(0);FHb(m,j,h)|0;f[p>>2]=0;JFb(m+(j<<2)|0,p);if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,(b[n>>0]|0)<0?f[q>>2]|0:o,j)|0)==(j|0)){NOb(q);break}else{f[a>>2]=0;NOb(q);i=0;break a}}while(0);s=e-k|0;e=s>>2;if((s|0)>0)if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,d,e)|0)!=(e|0)){f[a>>2]=0;i=0;break}f[l>>2]=0}while(0);u=r;return i|0}function FHb(a,b,c){a=a|0;b=b|0;c=c|0;if(b)ICb(a,c,b)|0;return a|0}function GHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;w=u;u=u+16|0;s=w;t=XFb(i,260928)|0;q=XFb(i,260936)|0;oh[f[(f[q>>2]|0)+20>>2]&1023](s,q);f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{r=Rg[f[(f[t>>2]|0)+44>>2]&255](t,i)|0;i=f[h>>2]|0;f[h>>2]=i+4;f[i>>2]=r;i=a+1|0;break}default:i=a}r=d;a:do if((r-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:{j=i;v=10;break a}}o=Rg[f[(f[t>>2]|0)+44>>2]&255](t,48)|0;p=f[h>>2]|0;f[h>>2]=p+4;f[p>>2]=o;i=i+2|0;p=Rg[f[(f[t>>2]|0)+44>>2]&255](t,b[j>>0]|0)|0;j=f[h>>2]|0;f[h>>2]=j+4;f[j>>2]=p;j=i;while(1){if(j>>>0>=d>>>0)break a;p=b[j>>0]|0;if(!(DAb(p,_Fb()|0)|0))break a;j=j+1|0}}else{j=i;v=10}else{j=i;v=10}while(0);b:do if((v|0)==10)while(1){v=0;if(j>>>0>=d>>>0)break b;p=b[j>>0]|0;if(!(tAb(p,_Fb()|0)|0))break b;j=j+1|0;v=10}while(0);o=s+11|0;n=b[o>>0]|0;p=s+4|0;c:do if(!((n<<24>>24<0?f[p>>2]|0:n&255)|0)){Tg[f[(f[t>>2]|0)+48>>2]&15](t,i,j,f[h>>2]|0)|0;i=(f[h>>2]|0)+(j-i<<2)|0;f[h>>2]=i;k=t}else{d:do if((i|0)!=(j|0)){k=j;l=i;while(1){k=k+-1|0;if(l>>>0>=k>>>0)break d;n=b[l>>0]|0;b[l>>0]=b[k>>0]|0;b[k>>0]=n;l=l+1|0}}while(0);n=Pg[f[(f[q>>2]|0)+16>>2]&1023](q)|0;m=i;k=0;l=0;while(1){if(m>>>0>=j>>>0)break;x=b[((b[o>>0]|0)<0?f[s>>2]|0:s)+k>>0]|0;if(x<<24>>24>0&(l|0)==(x<<24>>24|0)){l=f[h>>2]|0;f[h>>2]=l+4;f[l>>2]=n;l=b[o>>0]|0;k=k+(k>>>0<((l<<24>>24<0?f[p>>2]|0:l&255)+-1|0)>>>0&1)|0;l=0}y=Rg[f[(f[t>>2]|0)+44>>2]&255](t,b[m>>0]|0)|0;x=f[h>>2]|0;f[h>>2]=x+4;f[x>>2]=y;m=m+1|0;l=l+1|0}i=e+(i-a<<2)|0;l=f[h>>2]|0;if((i|0)==(l|0))k=t;else{k=l;while(1){k=k+-4|0;if(i>>>0>=k>>>0){k=t;i=l;break c}y=f[i>>2]|0;f[i>>2]=f[k>>2];f[k>>2]=y;i=i+4|0}}}while(0);while(1){if(j>>>0>=d>>>0)break;i=b[j>>0]|0;if(i<<24>>24==46){v=29;break}x=Rg[f[(f[k>>2]|0)+44>>2]&255](t,i)|0;y=f[h>>2]|0;i=y+4|0;f[h>>2]=i;f[y>>2]=x;j=j+1|0}if((v|0)==29){x=Pg[f[(f[q>>2]|0)+12>>2]&1023](q)|0;y=f[h>>2]|0;i=y+4|0;f[h>>2]=i;f[y>>2]=x;j=j+1|0}Tg[f[(f[t>>2]|0)+48>>2]&15](t,j,d,i)|0;y=(f[h>>2]|0)+(r-j<<2)|0;f[h>>2]=y;f[g>>2]=(c|0)==(d|0)?y:e+(c-a<<2)|0;zOb(s);u=w;return}function HHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+16|0;q=r;p=XFb(i,260928)|0;l=XFb(i,260936)|0;oh[f[(f[l>>2]|0)+20>>2]&1023](q,l);n=q+11|0;m=b[n>>0]|0;o=q+4|0;if(!((m<<24>>24<0?f[o>>2]|0:m&255)|0)){Tg[f[(f[p>>2]|0)+48>>2]&15](p,a,d,e)|0;i=e+(d-a<<2)|0;f[h>>2]=i}else{f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{m=Rg[f[(f[p>>2]|0)+44>>2]&255](p,i)|0;i=f[h>>2]|0;f[h>>2]=i+4;f[i>>2]=m;i=a+1|0;break}default:i=a}a:do if((d-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:break a}m=Rg[f[(f[p>>2]|0)+44>>2]&255](p,48)|0;k=f[h>>2]|0;f[h>>2]=k+4;f[k>>2]=m;k=Rg[f[(f[p>>2]|0)+44>>2]&255](p,b[j>>0]|0)|0;m=f[h>>2]|0;f[h>>2]=m+4;f[m>>2]=k;i=i+2|0}while(0);b:do if((i|0)!=(d|0)){j=d;k=i;while(1){j=j+-1|0;if(k>>>0>=j>>>0)break b;m=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=m;k=k+1|0}}while(0);m=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;l=i;j=0;k=0;while(1){if(l>>>0>=d>>>0)break;s=b[((b[n>>0]|0)<0?f[q>>2]|0:q)+j>>0]|0;if(s<<24>>24!=0&(k|0)==(s<<24>>24|0)){k=f[h>>2]|0;f[h>>2]=k+4;f[k>>2]=m;k=b[n>>0]|0;j=j+(j>>>0<((k<<24>>24<0?f[o>>2]|0:k&255)+-1|0)>>>0&1)|0;k=0}t=Rg[f[(f[p>>2]|0)+44>>2]&255](p,b[l>>0]|0)|0;s=f[h>>2]|0;f[h>>2]=s+4;f[s>>2]=t;l=l+1|0;k=k+1|0}i=e+(i-a<<2)|0;j=f[h>>2]|0;if((i|0)!=(j|0)){while(1){j=j+-4|0;if(i>>>0>=j>>>0)break;t=f[i>>2]|0;f[i>>2]=f[j>>2];f[j>>2]=t;i=i+4|0}i=f[h>>2]|0}}f[g>>2]=(c|0)==(d|0)?i:e+(c-a<<2)|0;zOb(q);u=r;return}function IHb(a){a=a|0;DFb(a);return}function JHb(a){a=a|0;DFb(a);sOb(a);return}function KHb(a){a=a|0;return 2}function LHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=bIb(a,j,i,d,e,g,253593,253601)|0;u=h;return g|0}function MHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=u;u=u+16|0;j=i+12|0;k=i+8|0;m=i+4|0;l=i;n=a+8|0;n=Pg[f[(f[n>>2]|0)+20>>2]&1023](n)|0;f[m>>2]=f[c>>2];f[l>>2]=f[d>>2];d=b[n+11>>0]|0;o=d<<24>>24<0;c=o?f[n>>2]|0:n;d=c+(o?f[n+4>>2]|0:d&255)|0;f[k>>2]=f[m>>2];f[j>>2]=f[l>>2];h=bIb(a,k,j,e,g,h,c,d)|0;u=i;return h|0}function NHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];$Hb(a,g+24|0,b,i,e,d);u=h;return f[b>>2]|0}function OHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];aIb(a,g+16|0,b,i,e,d);u=h;return f[b>>2]|0}function PHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];mIb(a,g+20|0,b,i,e,d);u=h;return f[b>>2]|0}function QHb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;k=S+128|0;j=S+112|0;Q=S+124|0;R=S+120|0;l=S+116|0;m=S+108|0;n=S+104|0;o=S+100|0;p=S+96|0;q=S+92|0;r=S+88|0;s=S+84|0;t=S+80|0;v=S+76|0;w=S+72|0;x=S+68|0;y=S+64|0;z=S+60|0;A=S+56|0;B=S+52|0;C=S+48|0;D=S+44|0;E=S+40|0;F=S+36|0;G=S+32|0;H=S+28|0;I=S+24|0;J=S+20|0;K=S+16|0;L=S+12|0;M=S+8|0;N=S+4|0;O=S;f[g>>2]=0;vEb(k,e);P=XFb(k,260896)|0;YFb(k);do switch(i<<24>>24|0){case 65:case 97:{f[Q>>2]=f[d>>2];f[k>>2]=f[Q>>2];$Hb(a,h+24|0,c,k,g,P);T=26;break}case 104:case 66:case 98:{f[R>>2]=f[d>>2];f[k>>2]=f[R>>2];aIb(a,h+16|0,c,k,g,P);T=26;break}case 99:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+12>>2]&1023](R)|0;f[l>>2]=f[c>>2];f[m>>2]=f[d>>2];T=b[R+11>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+(d?f[R+4>>2]|0:T&255)|0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];T=bIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 101:case 100:{f[n>>2]=f[d>>2];f[k>>2]=f[n>>2];cIb(a,h+12|0,c,k,g,P);T=26;break}case 68:{f[o>>2]=f[c>>2];f[p>>2]=f[d>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];T=bIb(a,j,k,e,g,h,253553,253561)|0;f[c>>2]=T;T=26;break}case 70:{f[q>>2]=f[c>>2];f[r>>2]=f[d>>2];f[j>>2]=f[q>>2];f[k>>2]=f[r>>2];T=bIb(a,j,k,e,g,h,253561,253569)|0;f[c>>2]=T;T=26;break}case 72:{f[s>>2]=f[d>>2];f[k>>2]=f[s>>2];dIb(a,h+8|0,c,k,g,P);T=26;break}case 73:{f[t>>2]=f[d>>2];f[k>>2]=f[t>>2];eIb(a,h+8|0,c,k,g,P);T=26;break}case 106:{f[v>>2]=f[d>>2];f[k>>2]=f[v>>2];fIb(a,h+28|0,c,k,g,P);T=26;break}case 109:{f[w>>2]=f[d>>2];f[k>>2]=f[w>>2];gIb(a,h+16|0,c,k,g,P);T=26;break}case 77:{f[x>>2]=f[d>>2];f[k>>2]=f[x>>2];hIb(a,h+4|0,c,k,g,P);T=26;break}case 116:case 110:{f[y>>2]=f[d>>2];f[k>>2]=f[y>>2];iIb(a,c,k,g,P);T=26;break}case 112:{f[z>>2]=f[d>>2];f[k>>2]=f[z>>2];jIb(a,h+8|0,c,k,g,P);T=26;break}case 114:{f[A>>2]=f[c>>2];f[B>>2]=f[d>>2];f[j>>2]=f[A>>2];f[k>>2]=f[B>>2];T=bIb(a,j,k,e,g,h,253569,253580)|0;f[c>>2]=T;T=26;break}case 82:{f[C>>2]=f[c>>2];f[D>>2]=f[d>>2];f[j>>2]=f[C>>2];f[k>>2]=f[D>>2];T=bIb(a,j,k,e,g,h,253580,253585)|0;f[c>>2]=T;T=26;break}case 83:{f[E>>2]=f[d>>2];f[k>>2]=f[E>>2];kIb(a,h,c,k,g,P);T=26;break}case 84:{f[F>>2]=f[c>>2];f[G>>2]=f[d>>2];f[j>>2]=f[F>>2];f[k>>2]=f[G>>2];T=bIb(a,j,k,e,g,h,253585,253593)|0;f[c>>2]=T;T=26;break}case 119:{f[H>>2]=f[d>>2];f[k>>2]=f[H>>2];lIb(a,h+24|0,c,k,g,P);T=26;break}case 120:{i=f[(f[a>>2]|0)+20>>2]|0;f[I>>2]=f[c>>2];f[J>>2]=f[d>>2];f[j>>2]=f[I>>2];f[k>>2]=f[J>>2];j=Yg[i&63](a,j,k,e,g,h)|0;break}case 88:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+24>>2]&1023](R)|0;f[K>>2]=f[c>>2];f[L>>2]=f[d>>2];T=b[R+11>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+(d?f[R+4>>2]|0:T&255)|0;f[j>>2]=f[K>>2];f[k>>2]=f[L>>2];T=bIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 121:{f[M>>2]=f[d>>2];f[k>>2]=f[M>>2];mIb(a,h+20|0,c,k,g,P);T=26;break}case 89:{f[N>>2]=f[d>>2];f[k>>2]=f[N>>2];nIb(a,h+20|0,c,k,g,P);T=26;break}case 37:{f[O>>2]=f[d>>2];f[k>>2]=f[O>>2];oIb(a,c,k,g,P);T=26;break}default:{f[g>>2]=f[g>>2]|4;T=26}}while(0);if((T|0)==26)j=f[c>>2]|0;u=S;return j|0}function RHb(a){a=a|0;if(!(b[257672]|0))if(MPb(257672)|0){_Hb();f[65442]=261600}return f[65442]|0}function SHb(a){a=a|0;if(!(b[257656]|0))if(MPb(257656)|0){ZHb();f[65399]=261308}return f[65399]|0}function THb(a){a=a|0;if(!(b[257640]|0))if(MPb(257640)|0){YHb();f[65326]=261016}return f[65326]|0}function UHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257632]|0))if(MPb(257632)|0){f[65251]=0;f[65252]=0;f[65253]=0;d=qEb(253311)|0;if(d>>>0>4294967279)vOb(261004);if(d>>>0<11){b[261015]=d;a=261004}else{g=d+16&-16;a=pOb(g)|0;f[65251]=a;f[65253]=g|-2147483648;f[65252]=d}EDb(a,253311,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 261004}function VHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257624]|0))if(MPb(257624)|0){f[65248]=0;f[65249]=0;f[65250]=0;d=qEb(253299)|0;if(d>>>0>4294967279)vOb(260992);if(d>>>0<11){b[261003]=d;a=260992}else{g=d+16&-16;a=pOb(g)|0;f[65248]=a;f[65250]=g|-2147483648;f[65249]=d}EDb(a,253299,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260992}function WHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257616]|0))if(MPb(257616)|0){f[65245]=0;f[65246]=0;f[65247]=0;d=qEb(253290)|0;if(d>>>0>4294967279)vOb(260980);if(d>>>0<11){b[260991]=d;a=260980}else{g=d+16&-16;a=pOb(g)|0;f[65245]=a;f[65247]=g|-2147483648;f[65246]=d}EDb(a,253290,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260980}function XHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257608]|0))if(MPb(257608)|0){f[65242]=0;f[65243]=0;f[65244]=0;d=qEb(253281)|0;if(d>>>0>4294967279)vOb(260968);if(d>>>0<11){b[260979]=d;a=260968}else{g=d+16&-16;a=pOb(g)|0;f[65242]=a;f[65244]=g|-2147483648;f[65243]=d}EDb(a,253281,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260968}function YHb(){var a=0,c=0;if(!(b[257648]|0))if(MPb(257648)|0){c=261016;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261304)}FOb(261016,253332)|0;FOb(261028,253335)|0;return}function ZHb(){var a=0,c=0;if(!(b[257664]|0))if(MPb(257664)|0){c=261308;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261596)}FOb(261308,253338)|0;FOb(261320,253346)|0;FOb(261332,253355)|0;FOb(261344,253361)|0;FOb(261356,253367)|0;FOb(261368,253371)|0;FOb(261380,253376)|0;FOb(261392,253381)|0;FOb(261404,253388)|0;FOb(261416,253398)|0;FOb(261428,253406)|0;FOb(261440,253415)|0;FOb(261452,253424)|0;FOb(261464,253428)|0;FOb(261476,253432)|0;FOb(261488,253436)|0;FOb(261500,253367)|0;FOb(261512,253440)|0;FOb(261524,253444)|0;FOb(261536,253448)|0;FOb(261548,253452)|0;FOb(261560,253456)|0;FOb(261572,253460)|0;FOb(261584,253464)|0;return}function _Hb(){var a=0,c=0;if(!(b[257680]|0))if(MPb(257680)|0){c=261600;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261768)}FOb(261600,253468)|0;FOb(261612,253475)|0;FOb(261624,253482)|0;FOb(261636,253490)|0;FOb(261648,253500)|0;FOb(261660,253509)|0;FOb(261672,253516)|0;FOb(261684,253525)|0;FOb(261696,253529)|0;FOb(261708,253533)|0;FOb(261720,253537)|0;FOb(261732,253541)|0;FOb(261744,253545)|0;FOb(261756,253549)|0;return}function $Hb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[f[a>>2]>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(DGb(c,i,a,a+168|0,g,e,0)|0)-a|0;if((a|0)<168)f[b>>2]=((a|0)/12|0|0)%7|0;u=h;return}function aIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[(f[a>>2]|0)+4>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(DGb(c,i,a,a+288|0,g,e,0)|0)-a|0;if((a|0)<288)f[b>>2]=((a|0)/12|0|0)%12|0;u=h;return}function bIb(a,c,e,g,h,i,j,k){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+16|0;t=A+12|0;s=A+8|0;x=A+4|0;y=A;vEb(t,g);v=XFb(t,260896)|0;YFb(t);f[h>>2]=0;w=v+8|0;l=0;a:while(1){r=(j|0)!=(k|0);m=l;while(1){l=f[c>>2]|0;if(!(r&(m|0)==0))break a;n=l;if(!l){l=0;p=1;q=n}else{m=f[l+12>>2]|0;if((m|0)==(f[l+16>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;if(uEb(m,CDb()|0)|0){f[c>>2]=0;l=0;p=1;q=0}else{p=0;q=n}}o=f[e>>2]|0;m=o;do if(!o)z=16;else{n=f[o+12>>2]|0;if((n|0)==(f[o+16>>2]|0))n=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[e>>2]=0;m=0;z=16;break}else if(p)break;else{z=62;break a}}while(0);if((z|0)==16){z=0;if(p){z=62;break a}else o=0}if((Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[j>>0]|0,0)|0)<<24>>24==37){z=19;break}m=b[j>>0]|0;if(m<<24>>24>-1){n=f[w>>2]|0;if(d[n+(m<<24>>24<<1)>>1]&8192){z=26;break}}n=l+12|0;m=f[n>>2]|0;o=l+16|0;if((m|0)==(f[o>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;q=Rg[f[(f[v>>2]|0)+12>>2]&255](v,m&255)|0;if(q<<24>>24==(Rg[f[(f[v>>2]|0)+12>>2]&255](v,b[j>>0]|0)|0)<<24>>24){z=56;break}f[h>>2]=4;m=4}b:do if((z|0)==19){z=0;p=j+1|0;if((p|0)==(k|0)){z=62;break a}n=Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[p>>0]|0,0)|0;switch(n<<24>>24){case 48:case 69:{j=j+2|0;if((j|0)==(k|0)){z=62;break a}o=n;l=Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[j>>0]|0,0)|0;j=p;break}default:{o=0;l=n}}r=f[(f[a>>2]|0)+36>>2]|0;f[x>>2]=q;f[y>>2]=m;f[s>>2]=f[x>>2];f[t>>2]=f[y>>2];r=_g[r&15](a,s,t,g,h,i,l,o)|0;f[c>>2]=r;j=j+2|0}else if((z|0)==26){while(1){z=0;j=j+1|0;if((j|0)==(k|0)){j=k;break}m=b[j>>0]|0;if(m<<24>>24<=-1)break;if(!(d[n+(m<<24>>24<<1)>>1]&8192))break;else z=26}m=o;while(1){if(!l){p=1;l=0}else{n=f[l+12>>2]|0;if((n|0)==(f[l+16>>2]|0))n=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[c>>2]=0;p=1;l=0}else p=0}do if(!o)z=42;else{n=f[o+12>>2]|0;if((n|0)==(f[o+16>>2]|0))n=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[e>>2]=0;m=0;z=42;break}else if(p^(m|0)==0){q=m;o=m;break}else break b}while(0);if((z|0)==42){z=0;if(p)break b;else{q=m;o=0}}n=l+12|0;m=f[n>>2]|0;p=l+16|0;if((m|0)==(f[p>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;if((m&255)<<24>>24<=-1)break b;if(!(d[(f[w>>2]|0)+(m<<24>>24<<1)>>1]&8192))break b;m=f[n>>2]|0;if((m|0)==(f[p>>2]|0)){Pg[f[(f[l>>2]|0)+40>>2]&1023](l)|0;m=q;continue}else{f[n>>2]=m+1;DDb(b[m>>0]|0)|0;m=q;continue}}}else if((z|0)==56){z=0;m=f[n>>2]|0;if((m|0)==(f[o>>2]|0))Pg[f[(f[l>>2]|0)+40>>2]&1023](l)|0;else{f[n>>2]=m+1;DDb(b[m>>0]|0)|0}j=j+1|0}while(0);l=f[h>>2]|0}if((z|0)==62)f[h>>2]=4;if(!l){l=0;n=1}else{j=f[l+12>>2]|0;if((j|0)==(f[l+16>>2]|0))j=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;l=0;n=1}else n=0}j=f[e>>2]|0;do if(!j)z=75;else{m=f[j+12>>2]|0;if((m|0)==(f[j+16>>2]|0))j=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else j=DDb(b[m>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[e>>2]=0;z=75;break}else if(n)break;else{z=77;break}}while(0);if((z|0)==75)if(n)z=77;if((z|0)==77)f[h>>2]=f[h>>2]|2;u=A;return l|0}function cIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<31&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function dIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<24&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function eIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<12&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function fIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,3)|0;c=f[e>>2]|0;if((a|0)<366&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function gIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<13&(c&4|0)==0)f[b>>2]=a+-1;else f[e>>2]=c|4;u=h;return}function hIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<60&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function iIb(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;j=h+8|0;a:while(1){a=f[c>>2]|0;do if(!a)i=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;i=1;break}else{i=(f[c>>2]|0)==0;break}}while(0);h=f[e>>2]|0;do if(!h)k=15;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;k=15;break}else if(i){i=h;break}else{i=h;break a}}while(0);if((k|0)==15){k=0;if(i){i=0;break}else i=0}a=f[c>>2]|0;h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if((a&255)<<24>>24<=-1)break;if(!(d[(f[j>>2]|0)+(a<<24>>24<<1)>>1]&8192))break;a=f[c>>2]|0;h=a+12|0;i=f[h>>2]|0;if((i|0)==(f[a+16>>2]|0)){Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;continue}else{f[h>>2]=i+1;DDb(b[i>>0]|0)|0;continue}}a=f[c>>2]|0;do if(!a)h=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;h=1;break}else{h=(f[c>>2]|0)==0;break}}while(0);do if(!i)k=38;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;k=38;break}else if(h)break;else{k=40;break}}while(0);if((k|0)==38)if(h)k=40;if((k|0)==40)f[g>>2]=f[g>>2]|2;return}function jIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+4|0;l=m;j=a+8|0;j=Pg[f[(f[j>>2]|0)+8>>2]&1023](j)|0;a=b[j+11>>0]|0;if(a<<24>>24<0)i=f[j+4>>2]|0;else i=a&255;a=b[j+12+11>>0]|0;if(a<<24>>24<0)a=f[j+16>>2]|0;else a=a&255;do if((i|0)==(0-a|0))f[g>>2]=f[g>>2]|4;else{f[l>>2]=f[e>>2];f[k>>2]=f[l>>2];a=(DGb(d,k,j,j+24|0,h,g,0)|0)-j|0;i=f[c>>2]|0;if((i|0)==12&(a|0)==0){f[c>>2]=0;break}if((i|0)<12&(a|0)==12)f[c>>2]=i+12}while(0);u=m;return}function kIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<61&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function lIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,1)|0;c=f[e>>2]|0;if((a|0)<7&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function mIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,4)|0;if(!(f[e>>2]&4)){if((a|0)<69)a=a+2e3|0;else a=(a|0)<100?a+1900|0:a;f[b>>2]=a+-1900}u=h;return}function nIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,4)|0;if(!(f[e>>2]&4))f[b>>2]=a+-1900;u=h;return}function oIb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;a=f[c>>2]|0;do if(!a)i=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;i=1;break}else{i=(f[c>>2]|0)==0;break}}while(0);h=f[d>>2]|0;do if(!h)k=14;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;k=14;break}else if(i){j=h;k=16;break}else{a=6;k=38;break}}while(0);if((k|0)==14)if(i){a=6;k=38}else{j=0;k=16}a:do if((k|0)==16){a=f[c>>2]|0;h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if((Sg[f[(f[g>>2]|0)+36>>2]&255](g,a&255,0)|0)<<24>>24==37){a=f[c>>2]|0;h=a+12|0;i=f[h>>2]|0;if((i|0)==(f[a+16>>2]|0))Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;else{f[h>>2]=i+1;DDb(b[i>>0]|0)|0}a=f[c>>2]|0;do if(!a)h=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;h=1;break}else{h=(f[c>>2]|0)==0;break}}while(0);do if(j|0){a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;break}else if(h)break a;else{a=2;k=38;break a}}while(0);if(h){a=2;k=38}}else{a=4;k=38}}while(0);if((k|0)==38)f[e>>2]=f[e>>2]|a;return}function pIb(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;i=f[a>>2]|0;do if(!i)k=1;else{j=f[i+12>>2]|0;if((j|0)==(f[i+16>>2]|0))i=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else i=DDb(b[j>>0]|0)|0;if(uEb(i,CDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);j=f[c>>2]|0;do if(!j)s=14;else{i=f[j+12>>2]|0;if((i|0)==(f[j+16>>2]|0))i=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else i=DDb(b[i>>0]|0)|0;if(uEb(i,CDb()|0)|0){f[c>>2]=0;s=14;break}else if(k){s=17;break}else{s=16;break}}while(0);if((s|0)==14)if(k)s=16;else{j=0;s=17}a:do if((s|0)==16){f[e>>2]=f[e>>2]|6;i=0}else if((s|0)==17){i=f[a>>2]|0;k=f[i+12>>2]|0;if((k|0)==(f[i+16>>2]|0))i=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else i=DDb(b[k>>0]|0)|0;k=i&255;if(k<<24>>24>-1){r=g+8|0;if(d[(f[r>>2]|0)+(i<<24>>24<<1)>>1]&2048){i=(Sg[f[(f[g>>2]|0)+36>>2]&255](g,k,0)|0)<<24>>24;k=f[a>>2]|0;l=k+12|0;m=f[l>>2]|0;if((m|0)==(f[k+16>>2]|0)){Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;n=j;l=j}else{f[l>>2]=m+1;DDb(b[m>>0]|0)|0;n=j;l=j}while(1){i=i+-48|0;q=h+-1|0;j=f[a>>2]|0;do if(!j)m=1;else{k=f[j+12>>2]|0;if((k|0)==(f[j+16>>2]|0))j=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else j=DDb(b[k>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[a>>2]=0;m=1;break}else{m=(f[a>>2]|0)==0;break}}while(0);do if(!l){p=n;j=1;o=0}else{j=f[l+12>>2]|0;if((j|0)==(f[l+16>>2]|0))j=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;p=0;j=1;o=0;break}else{p=n;j=(n|0)==0;o=n;break}}while(0);k=f[a>>2]|0;if(!((h|0)>1&(m^j)))break;j=f[k+12>>2]|0;if((j|0)==(f[k+16>>2]|0))j=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else j=DDb(b[j>>0]|0)|0;k=j&255;if(k<<24>>24<=-1)break a;if(!(d[(f[r>>2]|0)+(j<<24>>24<<1)>>1]&2048))break a;i=(i*10|0)+((Sg[f[(f[g>>2]|0)+36>>2]&255](g,k,0)|0)<<24>>24)|0;j=f[a>>2]|0;k=j+12|0;l=f[k>>2]|0;if((l|0)==(f[j+16>>2]|0)){Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;h=q;n=p;l=o;continue}else{f[k>>2]=l+1;DDb(b[l>>0]|0)|0;h=q;n=p;l=o;continue}}do if(!k)k=1;else{j=f[k+12>>2]|0;if((j|0)==(f[k+16>>2]|0))j=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);do if(!p)s=62;else{j=f[p+12>>2]|0;if((j|0)==(f[p+16>>2]|0))j=Pg[f[(f[p>>2]|0)+36>>2]&1023](p)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;s=62;break}else if(k)break a;else break}while(0);if((s|0)==62)if(!k)break;f[e>>2]=f[e>>2]|2;break}}f[e>>2]=f[e>>2]|4;i=0}while(0);return i|0}function qIb(a){a=a|0;DFb(a);return}function rIb(a){a=a|0;DFb(a);sOb(a);return}function sIb(a){a=a|0;return 2}function tIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=MIb(a,j,i,d,e,g,49844,49876)|0;u=h;return g|0}function uIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=u;u=u+16|0;j=i+12|0;k=i+8|0;m=i+4|0;l=i;n=a+8|0;n=Pg[f[(f[n>>2]|0)+20>>2]&1023](n)|0;f[m>>2]=f[c>>2];f[l>>2]=f[d>>2];d=b[n+8+3>>0]|0;o=d<<24>>24<0;c=o?f[n>>2]|0:n;d=c+((o?f[n+4>>2]|0:d&255)<<2)|0;f[k>>2]=f[m>>2];f[j>>2]=f[l>>2];h=MIb(a,k,j,e,g,h,c,d)|0;u=i;return h|0}function vIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];KIb(a,g+24|0,b,i,e,d);u=h;return f[b>>2]|0}function wIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];LIb(a,g+16|0,b,i,e,d);u=h;return f[b>>2]|0}function xIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];XIb(a,g+20|0,b,i,e,d);u=h;return f[b>>2]|0}function yIb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;k=S+128|0;j=S+112|0;Q=S+124|0;R=S+120|0;l=S+116|0;m=S+108|0;n=S+104|0;o=S+100|0;p=S+96|0;q=S+92|0;r=S+88|0;s=S+84|0;t=S+80|0;v=S+76|0;w=S+72|0;x=S+68|0;y=S+64|0;z=S+60|0;A=S+56|0;B=S+52|0;C=S+48|0;D=S+44|0;E=S+40|0;F=S+36|0;G=S+32|0;H=S+28|0;I=S+24|0;J=S+20|0;K=S+16|0;L=S+12|0;M=S+8|0;N=S+4|0;O=S;f[g>>2]=0;vEb(k,e);P=XFb(k,260928)|0;YFb(k);do switch(i<<24>>24|0){case 65:case 97:{f[Q>>2]=f[d>>2];f[k>>2]=f[Q>>2];KIb(a,h+24|0,c,k,g,P);T=26;break}case 104:case 66:case 98:{f[R>>2]=f[d>>2];f[k>>2]=f[R>>2];LIb(a,h+16|0,c,k,g,P);T=26;break}case 99:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+12>>2]&1023](R)|0;f[l>>2]=f[c>>2];f[m>>2]=f[d>>2];T=b[R+8+3>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+((d?f[R+4>>2]|0:T&255)<<2)|0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];T=MIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 101:case 100:{f[n>>2]=f[d>>2];f[k>>2]=f[n>>2];NIb(a,h+12|0,c,k,g,P);T=26;break}case 68:{f[o>>2]=f[c>>2];f[p>>2]=f[d>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];T=MIb(a,j,k,e,g,h,49684,49716)|0;f[c>>2]=T;T=26;break}case 70:{f[q>>2]=f[c>>2];f[r>>2]=f[d>>2];f[j>>2]=f[q>>2];f[k>>2]=f[r>>2];T=MIb(a,j,k,e,g,h,49716,49748)|0;f[c>>2]=T;T=26;break}case 72:{f[s>>2]=f[d>>2];f[k>>2]=f[s>>2];OIb(a,h+8|0,c,k,g,P);T=26;break}case 73:{f[t>>2]=f[d>>2];f[k>>2]=f[t>>2];PIb(a,h+8|0,c,k,g,P);T=26;break}case 106:{f[v>>2]=f[d>>2];f[k>>2]=f[v>>2];QIb(a,h+28|0,c,k,g,P);T=26;break}case 109:{f[w>>2]=f[d>>2];f[k>>2]=f[w>>2];RIb(a,h+16|0,c,k,g,P);T=26;break}case 77:{f[x>>2]=f[d>>2];f[k>>2]=f[x>>2];SIb(a,h+4|0,c,k,g,P);T=26;break}case 116:case 110:{f[y>>2]=f[d>>2];f[k>>2]=f[y>>2];TIb(a,c,k,g,P);T=26;break}case 112:{f[z>>2]=f[d>>2];f[k>>2]=f[z>>2];UIb(a,h+8|0,c,k,g,P);T=26;break}case 114:{f[A>>2]=f[c>>2];f[B>>2]=f[d>>2];f[j>>2]=f[A>>2];f[k>>2]=f[B>>2];T=MIb(a,j,k,e,g,h,49748,49792)|0;f[c>>2]=T;T=26;break}case 82:{f[C>>2]=f[c>>2];f[D>>2]=f[d>>2];f[j>>2]=f[C>>2];f[k>>2]=f[D>>2];T=MIb(a,j,k,e,g,h,49792,49812)|0;f[c>>2]=T;T=26;break}case 83:{f[E>>2]=f[d>>2];f[k>>2]=f[E>>2];VIb(a,h,c,k,g,P);T=26;break}case 84:{f[F>>2]=f[c>>2];f[G>>2]=f[d>>2];f[j>>2]=f[F>>2];f[k>>2]=f[G>>2];T=MIb(a,j,k,e,g,h,49812,49844)|0;f[c>>2]=T;T=26;break}case 119:{f[H>>2]=f[d>>2];f[k>>2]=f[H>>2];WIb(a,h+24|0,c,k,g,P);T=26;break}case 120:{i=f[(f[a>>2]|0)+20>>2]|0;f[I>>2]=f[c>>2];f[J>>2]=f[d>>2];f[j>>2]=f[I>>2];f[k>>2]=f[J>>2];j=Yg[i&63](a,j,k,e,g,h)|0;break}case 88:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+24>>2]&1023](R)|0;f[K>>2]=f[c>>2];f[L>>2]=f[d>>2];T=b[R+8+3>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+((d?f[R+4>>2]|0:T&255)<<2)|0;f[j>>2]=f[K>>2];f[k>>2]=f[L>>2];T=MIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 121:{f[M>>2]=f[d>>2];f[k>>2]=f[M>>2];XIb(a,h+20|0,c,k,g,P);T=26;break}case 89:{f[N>>2]=f[d>>2];f[k>>2]=f[N>>2];YIb(a,h+20|0,c,k,g,P);T=26;break}case 37:{f[O>>2]=f[d>>2];f[k>>2]=f[O>>2];ZIb(a,c,k,g,P);T=26;break}default:{f[g>>2]=f[g>>2]|4;T=26}}while(0);if((T|0)==26)j=f[c>>2]|0;u=S;return j|0}function zIb(a){a=a|0;if(!(b[257752]|0))if(MPb(257752)|0){JIb();f[65645]=262412}return f[65645]|0}function AIb(a){a=a|0;if(!(b[257736]|0))if(MPb(257736)|0){IIb();f[65602]=262120}return f[65602]|0}function BIb(a){a=a|0;if(!(b[257720]|0))if(MPb(257720)|0){HIb();f[65529]=261828}return f[65529]|0}function CIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257712]|0))if(MPb(257712)|0){f[65454]=0;f[65455]=0;f[65456]=0;d=GIb(48716)|0;if(d>>>0>1073741807)vOb(261816);do if(d>>>0<2){b[261827]=d;g=261816}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65454]=g;f[65456]=c|-2147483648;f[65455]=d;break}}while(0);WDb(g,48716,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261816}function DIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257704]|0))if(MPb(257704)|0){f[65451]=0;f[65452]=0;f[65453]=0;d=GIb(48668)|0;if(d>>>0>1073741807)vOb(261804);do if(d>>>0<2){b[261815]=d;g=261804}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65451]=g;f[65453]=c|-2147483648;f[65452]=d;break}}while(0);WDb(g,48668,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261804}function EIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257696]|0))if(MPb(257696)|0){f[65448]=0;f[65449]=0;f[65450]=0;d=GIb(48632)|0;if(d>>>0>1073741807)vOb(261792);do if(d>>>0<2){b[261803]=d;g=261792}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65448]=g;f[65450]=c|-2147483648;f[65449]=d;break}}while(0);WDb(g,48632,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261792}function FIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257688]|0))if(MPb(257688)|0){f[65445]=0;f[65446]=0;f[65447]=0;d=GIb(48596)|0;if(d>>>0>1073741807)vOb(261780);do if(d>>>0<2){b[261791]=d;g=261780}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65445]=g;f[65447]=c|-2147483648;f[65446]=d;break}}while(0);WDb(g,48596,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261780}function GIb(a){a=a|0;return nAb(a)|0}function HIb(){var a=0,c=0;if(!(b[257728]|0))if(MPb(257728)|0){c=261828;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262116)}SOb(261828,48800)|0;SOb(261840,48812)|0;return}function IIb(){var a=0,c=0;if(!(b[257744]|0))if(MPb(257744)|0){c=262120;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262408)}SOb(262120,48824)|0;SOb(262132,48856)|0;SOb(262144,48892)|0;SOb(262156,48916)|0;SOb(262168,48940)|0;SOb(262180,48956)|0;SOb(262192,48976)|0;SOb(262204,48996)|0;SOb(262216,49024)|0;SOb(262228,49064)|0;SOb(262240,49096)|0;SOb(262252,49132)|0;SOb(262264,49168)|0;SOb(262276,49184)|0;SOb(262288,49200)|0;SOb(262300,49216)|0;SOb(262312,48940)|0;SOb(262324,49232)|0;SOb(262336,49248)|0;SOb(262348,49264)|0;SOb(262360,49280)|0;SOb(262372,49296)|0;SOb(262384,49312)|0;SOb(262396,49328)|0;return}function JIb(){var a=0,c=0;if(!(b[257760]|0))if(MPb(257760)|0){c=262412;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262580)}SOb(262412,49344)|0;SOb(262424,49372)|0;SOb(262436,49400)|0;SOb(262448,49432)|0;SOb(262460,49472)|0;SOb(262472,49508)|0;SOb(262484,49536)|0;SOb(262496,49572)|0;SOb(262508,49588)|0;SOb(262520,49604)|0;SOb(262532,49620)|0;SOb(262544,49636)|0;SOb(262556,49652)|0;SOb(262568,49668)|0;return}function KIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[f[a>>2]>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(cHb(c,i,a,a+168|0,g,e,0)|0)-a|0;if((a|0)<168)f[b>>2]=((a|0)/12|0|0)%7|0;u=h;return}function LIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[(f[a>>2]|0)+4>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(cHb(c,i,a,a+288|0,g,e,0)|0)-a|0;if((a|0)<288)f[b>>2]=((a|0)/12|0|0)%12|0;u=h;return}function MIb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;r=x+12|0;q=x+8|0;t=x+4|0;v=x;vEb(r,d);s=XFb(r,260928)|0;YFb(r);f[e>>2]=0;j=0;a:while(1){p=(h|0)!=(i|0);k=j;while(1){j=f[b>>2]|0;if(!(p&(k|0)==0))break a;l=j;if(!j){j=0;n=1;o=l}else{k=f[j+12>>2]|0;if((k|0)==(f[j+16>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[b>>2]=0;j=0;n=1;o=0}else{n=0;o=l}}m=f[c>>2]|0;k=m;do if(!m)w=16;else{l=f[m+12>>2]|0;if((l|0)==(f[m+16>>2]|0))l=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[c>>2]=0;k=0;w=16;break}else if(n)break;else{w=59;break a}}while(0);if((w|0)==16){w=0;if(n){w=59;break a}else m=0}if((Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[h>>2]|0,0)|0)<<24>>24==37){w=19;break}if(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,f[h>>2]|0)|0){w=25;break}l=j+12|0;k=f[l>>2]|0;m=j+16|0;if((k|0)==(f[m>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;o=Rg[f[(f[s>>2]|0)+28>>2]&255](s,k)|0;if((o|0)==(Rg[f[(f[s>>2]|0)+28>>2]&255](s,f[h>>2]|0)|0)){w=53;break}f[e>>2]=4;k=4}b:do if((w|0)==19){w=0;n=h+4|0;if((n|0)==(i|0)){w=59;break a}l=Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[n>>2]|0,0)|0;switch(l<<24>>24){case 48:case 69:{h=h+8|0;if((h|0)==(i|0)){w=59;break a}m=l;j=Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[h>>2]|0,0)|0;h=n;break}default:{m=0;j=l}}p=f[(f[a>>2]|0)+36>>2]|0;f[t>>2]=o;f[v>>2]=k;f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];p=_g[p&15](a,q,r,d,e,g,j,m)|0;f[b>>2]=p;h=h+8|0}else if((w|0)==25){while(1){w=0;h=h+4|0;if((h|0)==(i|0)){h=i;break}if(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,f[h>>2]|0)|0)w=25;else break}k=m;n=m;while(1){if(!j){m=1;j=0}else{l=f[j+12>>2]|0;if((l|0)==(f[j+16>>2]|0))l=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[b>>2]=0;m=1;j=0}else m=0}do if(!n)w=40;else{l=f[n+12>>2]|0;if((l|0)==(f[n+16>>2]|0))l=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[c>>2]=0;k=0;w=40;break}else if(m^(k|0)==0){o=k;n=k;break}else break b}while(0);if((w|0)==40){w=0;if(m)break b;else{o=k;n=0}}l=j+12|0;k=f[l>>2]|0;m=j+16|0;if((k|0)==(f[m>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;if(!(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,k)|0))break b;k=f[l>>2]|0;if((k|0)==(f[m>>2]|0)){Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;k=o;continue}else{f[l>>2]=k+4;VDb(f[k>>2]|0)|0;k=o;continue}}}else if((w|0)==53){w=0;k=f[l>>2]|0;if((k|0)==(f[m>>2]|0))Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;else{f[l>>2]=k+4;VDb(f[k>>2]|0)|0}h=h+4|0}while(0);j=f[e>>2]|0}if((w|0)==59)f[e>>2]=4;if(!j){j=0;l=1}else{h=f[j+12>>2]|0;if((h|0)==(f[j+16>>2]|0))h=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;j=0;l=1}else l=0}h=f[c>>2]|0;do if(!h)w=72;else{k=f[h+12>>2]|0;if((k|0)==(f[h+16>>2]|0))h=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else h=VDb(f[k>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[c>>2]=0;w=72;break}else if(l)break;else{w=74;break}}while(0);if((w|0)==72)if(l)w=74;if((w|0)==74)f[e>>2]=f[e>>2]|2;u=x;return j|0}function NIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<31&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function OIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<24&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function PIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<12&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function QIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,3)|0;c=f[e>>2]|0;if((a|0)<366&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function RIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<13&(c&4|0)==0)f[b>>2]=a+-1;else f[e>>2]=c|4;u=h;return}function SIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<60&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function TIb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;a:while(1){a=f[b>>2]|0;do if(!a)h=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;h=1;break}else{h=(f[b>>2]|0)==0;break}}while(0);g=f[c>>2]|0;do if(!g)i=15;else{a=f[g+12>>2]|0;if((a|0)==(f[g+16>>2]|0))a=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;i=15;break}else if(h){h=g;break}else{h=g;break a}}while(0);if((i|0)==15){i=0;if(h){h=0;break}else h=0}a=f[b>>2]|0;g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(!(Sg[f[(f[e>>2]|0)+12>>2]&255](e,8192,a)|0))break;a=f[b>>2]|0;g=a+12|0;h=f[g>>2]|0;if((h|0)==(f[a+16>>2]|0)){Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;continue}else{f[g>>2]=h+4;VDb(f[h>>2]|0)|0;continue}}a=f[b>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;g=1;break}else{g=(f[b>>2]|0)==0;break}}while(0);do if(!h)i=37;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;i=37;break}else if(g)break;else{i=39;break}}while(0);if((i|0)==37)if(g)i=39;if((i|0)==39)f[d>>2]=f[d>>2]|2;return}function UIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+4|0;l=m;j=a+8|0;j=Pg[f[(f[j>>2]|0)+8>>2]&1023](j)|0;a=b[j+8+3>>0]|0;if(a<<24>>24<0)i=f[j+4>>2]|0;else i=a&255;a=b[j+20+3>>0]|0;if(a<<24>>24<0)a=f[j+16>>2]|0;else a=a&255;do if((i|0)==(0-a|0))f[g>>2]=f[g>>2]|4;else{f[l>>2]=f[e>>2];f[k>>2]=f[l>>2];a=(cHb(d,k,j,j+24|0,h,g,0)|0)-j|0;i=f[c>>2]|0;if((i|0)==12&(a|0)==0){f[c>>2]=0;break}if((i|0)<12&(a|0)==12)f[c>>2]=i+12}while(0);u=m;return}function VIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<61&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function WIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,1)|0;c=f[e>>2]|0;if((a|0)<7&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function XIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,4)|0;if(!(f[e>>2]&4)){if((a|0)<69)a=a+2e3|0;else a=(a|0)<100?a+1900|0:a;f[b>>2]=a+-1900}u=h;return}function YIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,4)|0;if(!(f[e>>2]&4))f[b>>2]=a+-1900;u=h;return}function ZIb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;a=f[b>>2]|0;do if(!a)h=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;h=1;break}else{h=(f[b>>2]|0)==0;break}}while(0);g=f[c>>2]|0;do if(!g)j=14;else{a=f[g+12>>2]|0;if((a|0)==(f[g+16>>2]|0))a=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;j=14;break}else if(h){i=g;j=16;break}else{a=6;j=38;break}}while(0);if((j|0)==14)if(h){a=6;j=38}else{i=0;j=16}a:do if((j|0)==16){a=f[b>>2]|0;g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if((Sg[f[(f[e>>2]|0)+52>>2]&255](e,a,0)|0)<<24>>24==37){a=f[b>>2]|0;g=a+12|0;h=f[g>>2]|0;if((h|0)==(f[a+16>>2]|0))Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;else{f[g>>2]=h+4;VDb(f[h>>2]|0)|0}a=f[b>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;g=1;break}else{g=(f[b>>2]|0)==0;break}}while(0);do if(i|0){a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;break}else if(g)break a;else{a=2;j=38;break a}}while(0);if(g){a=2;j=38}}else{a=4;j=38}}while(0);if((j|0)==38)f[d>>2]=f[d>>2]|a;return}function _Ib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;do if(!g)i=1;else{h=f[g+12>>2]|0;if((h|0)==(f[g+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else g=VDb(f[h>>2]|0)|0;if(wEb(g,UDb()|0)|0){f[a>>2]=0;i=1;break}else{i=(f[a>>2]|0)==0;break}}while(0);h=f[b>>2]|0;do if(!h)p=14;else{g=f[h+12>>2]|0;if((g|0)==(f[h+16>>2]|0))g=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else g=VDb(f[g>>2]|0)|0;if(wEb(g,UDb()|0)|0){f[b>>2]=0;p=14;break}else if(i){p=17;break}else{p=16;break}}while(0);if((p|0)==14)if(i)p=16;else{h=0;p=17}a:do if((p|0)==16){f[c>>2]=f[c>>2]|6;g=0}else if((p|0)==17){g=f[a>>2]|0;i=f[g+12>>2]|0;if((i|0)==(f[g+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else g=VDb(f[i>>2]|0)|0;if(!(Sg[f[(f[d>>2]|0)+12>>2]&255](d,2048,g)|0)){f[c>>2]=f[c>>2]|4;g=0;break}g=(Sg[f[(f[d>>2]|0)+52>>2]&255](d,g,0)|0)<<24>>24;i=f[a>>2]|0;j=i+12|0;k=f[j>>2]|0;if((k|0)==(f[i+16>>2]|0)){Pg[f[(f[i>>2]|0)+40>>2]&1023](i)|0;l=h;j=h}else{f[j>>2]=k+4;VDb(f[k>>2]|0)|0;l=h;j=h}while(1){g=g+-48|0;o=e+-1|0;h=f[a>>2]|0;do if(!h)k=1;else{i=f[h+12>>2]|0;if((i|0)==(f[h+16>>2]|0))h=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else h=VDb(f[i>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);do if(!j){n=l;h=1;m=0}else{h=f[j+12>>2]|0;if((h|0)==(f[j+16>>2]|0))h=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;n=0;h=1;m=0;break}else{n=l;h=(l|0)==0;m=l;break}}while(0);i=f[a>>2]|0;if(!((e|0)>1&(k^h)))break;h=f[i+12>>2]|0;if((h|0)==(f[i+16>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else h=VDb(f[h>>2]|0)|0;if(!(Sg[f[(f[d>>2]|0)+12>>2]&255](d,2048,h)|0))break a;g=(g*10|0)+((Sg[f[(f[d>>2]|0)+52>>2]&255](d,h,0)|0)<<24>>24)|0;h=f[a>>2]|0;i=h+12|0;j=f[i>>2]|0;if((j|0)==(f[h+16>>2]|0)){Pg[f[(f[h>>2]|0)+40>>2]&1023](h)|0;e=o;l=n;j=m;continue}else{f[i>>2]=j+4;VDb(f[j>>2]|0)|0;e=o;l=n;j=m;continue}}do if(!i)i=1;else{h=f[i+12>>2]|0;if((h|0)==(f[i+16>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[a>>2]=0;i=1;break}else{i=(f[a>>2]|0)==0;break}}while(0);do if(!n)p=60;else{h=f[n+12>>2]|0;if((h|0)==(f[n+16>>2]|0))h=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;p=60;break}else if(i)break a;else break}while(0);if((p|0)==60)if(!i)break;f[c>>2]=f[c>>2]|2}while(0);return g|0}function $Ib(a){a=a|0;eJb(a+8|0);DFb(a);return}function aJb(a){a=a|0;eJb(a+8|0);DFb(a);sOb(a);return}function bJb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;j=u;u=u+112|0;d=j+4|0;e=j;f[e>>2]=d+100;cJb(a+8|0,d,e,g,h,i);i=f[e>>2]|0;h=d;d=f[c>>2]|0;while(1){if((h|0)==(i|0))break;e=b[h>>0]|0;if(!d)d=0;else{a=d+24|0;g=f[a>>2]|0;if((g|0)==(f[d+28>>2]|0)){c=f[(f[d>>2]|0)+52>>2]|0;e=DDb(e)|0;e=Rg[c&255](d,e)|0}else{f[a>>2]=g+1;b[g>>0]=e;e=DDb(e)|0}c=uEb(e,CDb()|0)|0;d=c?0:d}h=h+1|0}u=j;return d|0}function cJb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;b[i>>0]=37;j=i+1|0;b[j>>0]=g;k=i+2|0;b[k>>0]=h;b[i+3>>0]=0;if(h<<24>>24){b[j>>0]=h;b[k>>0]=g}k=dJb(c,f[d>>2]|0)|0;k=c+(Hf(c|0,k|0,i|0,e|0,f[a>>2]|0)|0)|0;f[d>>2]=k;u=l;return}function dJb(a,b){a=a|0;b=b|0;return b-a|0}function eJb(a){a=a|0;var b=0;b=f[a>>2]|0;if((b|0)!=(_Fb()|0))NAb(f[a>>2]|0);return}function fJb(a){a=a|0;eJb(a+8|0);DFb(a);return}function gJb(a){a=a|0;eJb(a+8|0);DFb(a);sOb(a);return}function hJb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0;i=u;u=u+416|0;c=i+8|0;d=i;f[d>>2]=c+400;iJb(a+8|0,c,d,e,g,h);h=f[d>>2]|0;g=c;c=f[b>>2]|0;while(1){if((g|0)==(h|0))break;d=f[g>>2]|0;if(!c)c=0;else{a=c+24|0;e=f[a>>2]|0;if((e|0)==(f[c+28>>2]|0)){b=f[(f[c>>2]|0)+52>>2]|0;d=VDb(d)|0;d=Rg[b&255](c,d)|0}else{f[a>>2]=e+4;f[e>>2]=d;d=VDb(d)|0}b=wEb(d,UDb()|0)|0;c=b?0:c}g=g+4|0}u=i;return c|0}function iJb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+128|0;k=h+16|0;l=h+12|0;i=h;j=h+8|0;f[l>>2]=k+100;cJb(a,k,l,d,e,g);d=i;f[d>>2]=0;f[d+4>>2]=0;f[j>>2]=k;d=jJb(b,f[c>>2]|0)|0;a=UAb(f[a>>2]|0)|0;d=HBb(b,j,d,i)|0;if(a|0)UAb(a)|0;if((d|0)==-1)kJb(0);else{f[c>>2]=b+(d<<2);u=h;return}}function jJb(a,b){a=a|0;b=b|0;return b-a>>2|0}function kJb(a){a=a|0;vd()}function lJb(a){a=a|0;DFb(a);return}function mJb(a){a=a|0;DFb(a);sOb(a);return}function nJb(a){a=a|0;return 127}function oJb(a){a=a|0;return 127}function pJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function qJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function rJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function sJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+11>>0]=1;wJb(a,1,45)|0;b[d>>0]=0;rEb(a+1|0,d);u=c;return}function tJb(a){a=a|0;return 0}function uJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function vJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function wJb(a,b,c){a=a|0;b=b|0;c=c|0;if(b|0)dQb(a|0,(DDb(c)|0)&255|0,b|0)|0;return a|0}function xJb(a){a=a|0;DFb(a);return}function yJb(a){a=a|0;DFb(a);sOb(a);return}function zJb(a){a=a|0;return 127}function AJb(a){a=a|0;return 127}function BJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function CJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function DJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function EJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+11>>0]=1;wJb(a,1,45)|0;b[d>>0]=0;rEb(a+1|0,d);u=c;return}function FJb(a){a=a|0;return 0}function GJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function HJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function IJb(a){a=a|0;DFb(a);return}function JJb(a){a=a|0;DFb(a);sOb(a);return}function KJb(a){a=a|0;return 2147483647}function LJb(a){a=a|0;return 2147483647}function MJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function NJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function OJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function PJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+8+3>>0]=1;FHb(a,1,45)|0;f[d>>2]=0;JFb(a+4|0,d);u=c;return}function QJb(a){a=a|0;return 0}function RJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function SJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function TJb(a){a=a|0;DFb(a);return}function UJb(a){a=a|0;DFb(a);sOb(a);return}function VJb(a){a=a|0;return 2147483647}function WJb(a){a=a|0;return 2147483647}function XJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function YJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function ZJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function _Jb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+8+3>>0]=1;FHb(a,1,45)|0;f[d>>2]=0;JFb(a+4|0,d);u=c;return}function $Jb(a){a=a|0;return 0}function aKb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function bKb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function cKb(a){a=a|0;DFb(a);return}function dKb(a){a=a|0;DFb(a);sOb(a);return}function eKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;x=u;u=u+240|0;n=x+24|0;q=x;m=x+140|0;w=x+16|0;p=x+12|0;s=x+8|0;j=x+136|0;y=x+4|0;o=x+36|0;f[w>>2]=m;v=w+4|0;f[v>>2]=1645;vEb(s,g);a=XFb(s,260896)|0;b[j>>0]=0;f[y>>2]=f[d>>2];l=f[g+4>>2]|0;f[n>>2]=f[y>>2];if(hKb(c,n,e,s,l,h,j,a,w,p,m+100|0)|0){Tg[f[(f[a>>2]|0)+32>>2]&15](a,254118,254128,n)|0;l=f[p>>2]|0;e=f[w>>2]|0;a=l-e|0;if((a|0)>98){a=_zb(a+2|0)|0;if(!a)uOb();else{k=a;r=a}}else{k=o;r=0}if(!(b[j>>0]|0))a=k;else{b[k>>0]=45;a=k+1|0}k=n+10|0;m=n;j=e;g=a;a=l;while(1){if(j>>>0>=a>>>0)break;e=b[j>>0]|0;a=n;while(1){if((a|0)==(k|0)){a=k;break}if((b[a>>0]|0)==e<<24>>24)break;a=a+1|0}b[g>>0]=b[254118+(a-m)>>0]|0;j=j+1|0;g=g+1|0;a=f[p>>2]|0}b[g>>0]=0;f[q>>2]=i;if((oCb(o,254129,q)|0)!=1)kJb(0);if(r|0)$zb(r)}a=f[c>>2]|0;do if(!a)g=1;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[e>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);a=f[d>>2]|0;do if(!a)t=32;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[e>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;t=32;break}else if(g)break;else{t=34;break}}while(0);if((t|0)==32)if(g)t=34;if((t|0)==34)f[h>>2]=f[h>>2]|2;e=f[c>>2]|0;YFb(s);a=f[w>>2]|0;f[w>>2]=0;if(a|0)gh[f[v>>2]&2047](a);u=x;return e|0}function fKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+144|0;j=t+24|0;a=t+32|0;s=t+16|0;m=t+8|0;p=t;k=t+28|0;n=t+4|0;f[s>>2]=a;r=s+4|0;f[r>>2]=1645;vEb(p,g);l=XFb(p,260896)|0;b[k>>0]=0;o=f[d>>2]|0;f[n>>2]=o;g=f[g+4>>2]|0;f[j>>2]=f[n>>2];n=o;if(hKb(c,j,e,p,g,h,k,l,s,m,a+100|0)|0){a=i+11|0;if((b[a>>0]|0)<0){e=f[i>>2]|0;b[j>>0]=0;rEb(e,j);f[i+4>>2]=0}else{b[j>>0]=0;rEb(i,j);b[a>>0]=0}if(b[k>>0]|0)LOb(i,Rg[f[(f[l>>2]|0)+28>>2]&255](l,45)|0);k=Rg[f[(f[l>>2]|0)+28>>2]&255](l,48)|0;g=f[m>>2]|0;j=g+-1|0;a=f[s>>2]|0;while(1){if(a>>>0>=j>>>0)break;if((b[a>>0]|0)!=k<<24>>24)break;a=a+1|0}iKb(i,a,g)|0}a=f[c>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[g>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);do if(!o)q=25;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;q=25;break}else if(g)break;else{q=27;break}}while(0);if((q|0)==25)if(g)q=27;if((q|0)==27)f[h>>2]=f[h>>2]|2;g=f[c>>2]|0;YFb(p);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[r>>2]&2047](a);u=t;return g|0}function gKb(a){a=a|0;return}function hKb(a,c,e,g,h,i,j,k,l,m,o){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0;C=0;F=u;u=u+2224|0;f[(F+88|0)>>2]=o;f[(F+80|0)>>2]=F+96|0;f[((F+80|0)+4|0)>>2]=1645;f[(F+72|0)>>2]=F+96|0;f[(F+68|0)>>2]=(F+96|0)+400;f[(F+56|0)>>2]=0;f[(F+56|0)+4>>2]=0;f[(F+56|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+56|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+44|0)>>2]=0;f[(F+44|0)+4>>2]=0;f[(F+44|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+44|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+32|0)>>2]=0;f[(F+32|0)+4>>2]=0;f[(F+32|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+32|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+20|0)>>2]=0;f[(F+20|0)+4>>2]=0;f[(F+20|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+20|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+8|0)>>2]=0;f[(F+8|0)+4>>2]=0;f[(F+8|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+8|0)+(o<<2)>>2]=0;o=o+1|0}kKb(e,g,F+500|0,F+497|0,F+496|0,F+56|0,F+44|0,F+32|0,F+20|0,F+4|0);f[m>>2]=f[l>>2];v=(F+32|0)+11|0;w=(F+20|0)+11|0;E=0;t=0;a:while(1){if(t>>>0>=4){C=234;break}o=f[a>>2]|0;do if(!o)g=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;g=1;break}else{g=(f[a>>2]|0)==0;break}}while(0);e=f[c>>2]|0;do if(!e)C=31;else{o=f[e+12>>2]|0;if((o|0)==(f[e+16>>2]|0))o=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else o=DDb(b[o>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;C=31;break}else if(g){z=e;break}else{C=234;break a}}while(0);if((C|0)==31){C=0;if(g){C=234;break}else z=0}b:do{g=1;p=b[(F+500|0)+t>>0]|0;if(g){g=0;switch(p|0){case 1:{if((t|0)==3)q=E;else{o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((o&255)<<24>>24<=-1){C=44;break a}if(!(d[(f[(k+8|0)>>2]|0)+(o<<24>>24<<1)>>1]&8192)){C=44;break a}o=f[a>>2]|0;e=f[(o+12|0)>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;else{f[(o+12|0)>>2]=e+1;o=DDb(b[e>>0]|0)|0}LOb(F+8|0,o&255);r=z;s=z;C=46}break}case 0:{if((t|0)==3)q=E;else{r=z;s=z;C=46}break}default:g=1}}f[F+528>>2]=a;f[F+536>>2]=c;f[F+560>>2]=h;f[F+576>>2]=j;f[F+584>>2]=k;f[F+592>>2]=l;f[F+600>>2]=m;f[F+888>>2]=E;f[F+896>>2]=t;f[F+912>>2]=q;f[F+1488>>2]=v;f[F+1520>>2]=w;f[F+2016>>2]=z;f[F+2104>>2]=C;f[F+2112>>2]=g;f[F+2120>>2]=p;f[F+2128>>2]=0;f[F+2132>>2]=0;GKb(F);q=f[F+912>>2]|0;C=f[F+2104>>2]|0;G=f[F+2128>>2]|0;D=f[F+2132>>2]|0;H=+n[F+2132>>2];f[F+2128>>2]=0;f[F+2132>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break b;case 20:break a}}while(0);c:do if((C|0)==46)while(1){C=0;o=f[a>>2]|0;do if(!o)e=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);do if(!s){x=r;C=59}else{o=f[s+12>>2]|0;if((o|0)==(f[s+16>>2]|0))o=Pg[f[(f[s>>2]|0)+36>>2]&1023](s)|0;else o=DDb(b[o>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;x=0;C=59;break}else if(e^(r|0)==0){y=r;A=r;break}else{q=E;break c}}while(0);if((C|0)==59){C=0;if(e){q=E;break c}else{y=x;A=0}}o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((o&255)<<24>>24<=-1){q=E;break c}if(!(d[(f[(k+8|0)>>2]|0)+(o<<24>>24<<1)>>1]&8192)){q=E;break c}o=f[a>>2]|0;e=f[(o+12|0)>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;else{f[(o+12|0)>>2]=e+1;o=DDb(b[e>>0]|0)|0}LOb(F+8|0,o&255);r=y;s=A}while(0);E=q;t=t+1|0}d:do if((C|0)==44){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==103){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==144){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==232){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==234){e:do if(E|0){q=E+11|0;r=E+4|0;p=1;f:while(1){o=b[q>>0]|0;if(o<<24>>24<0)o=f[r>>2]|0;else o=o&255;if(p>>>0>=o>>>0)break e;o=f[a>>2]|0;do if(!o)g=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;g=1;break}else{g=(f[a>>2]|0)==0;break}}while(0);o=f[c>>2]|0;do if(!o)C=253;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;C=253;break}else if(g)break;else break f}while(0);if((C|0)==253){C=0;if(g)break}o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((b[q>>0]|0)<0)e=f[E>>2]|0;else e=E;if((b[e+p>>0]|0)!=(o&255)<<24>>24)break;o=p+1|0;e=f[a>>2]|0;g=f[(e+12|0)>>2]|0;if((g|0)==(f[e+16>>2]|0)){Pg[f[(f[e>>2]|0)+40>>2]&1023](e)|0;p=o;continue}else{f[(e+12|0)>>2]=g+1;DDb(b[g>>0]|0)|0;p=o;continue}}f[i>>2]=f[i>>2]|4;B=0;break d}while(0);o=f[(F+80|0)>>2]|0;e=f[(F+72|0)>>2]|0;if((o|0)==(e|0))B=1;else{f[F>>2]=0;kGb(F+56|0,o,e,F);if(!(f[F>>2]|0)){B=1;break}else{f[i>>2]=f[i>>2]|4;B=0;break}}}while(0);zOb(F+8|0);zOb(F+20|0);zOb(F+32|0);zOb(F+44|0);zOb(F+56|0);o=f[(F+80|0)>>2]|0;f[(F+80|0)>>2]=0;if(o|0)gh[f[((F+80|0)+4|0)>>2]&2047](o);u=F;return B|0}function iKb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;j=c;o=p+12|0;k=p;m=a+11|0;h=b[m>>0]|0;e=h<<24>>24<0;if(e){l=f[a+4>>2]|0;i=(f[a+8>>2]&2147483647)+-1|0}else{l=h&255;i=10}n=d-j|0;do if(n|0){if(e){g=f[a>>2]|0;e=f[a+4>>2]|0}else{g=a;e=h&255}if(jKb(c,g,g+e|0)|0){f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;if(n>>>0>4294967279)vOb(k);if(n>>>0<11){b[k+11>>0]=n;g=k}else{m=n+16&-16;g=pOb(m)|0;f[k>>2]=g;f[k+8>>2]=m|-2147483648;f[k+4>>2]=n}e=g;while(1){if((c|0)==(d|0))break;rEb(e,c);c=c+1|0;e=e+1|0}b[o>>0]=0;rEb(g+n|0,o);o=b[k+11>>0]|0;d=o<<24>>24<0;JOb(a,d?f[k>>2]|0:k,d?f[k+4>>2]|0:o&255)|0;zOb(k);break}if((i-l|0)>>>0<n>>>0)IOb(a,i,l+n-i|0,l,l,0,0);if((b[m>>0]|0)<0)h=f[a>>2]|0;else h=a;g=d+(l-j)|0;e=h+l|0;while(1){if((c|0)==(d|0))break;rEb(e,c);e=e+1|0;c=c+1|0}b[o>>0]=0;rEb(h+g|0,o);c=l+n|0;if((b[m>>0]|0)<0){f[a+4>>2]=c;break}else{b[m>>0]=c;break}}while(0);u=p;return a|0}function jKb(a,b,c){a=a|0;b=b|0;c=c|0;return b>>>0<=a>>>0&a>>>0<c>>>0|0}function kKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){c=XFb(c,262616)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[m>>0]=0;rEb(a,m);f[k+4>>2]=0;a=k}else{b[m>>0]=0;rEb(k,m);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[m>>0]=0;rEb(a,m);f[j+4>>2]=0;a=j}else{b[m>>0]=0;rEb(j,m);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;b[e>>0]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;b[g>>0]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}else{c=XFb(c,262608)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[m>>0]=0;rEb(a,m);f[k+4>>2]=0;a=k}else{b[m>>0]=0;rEb(k,m);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[m>>0]=0;rEb(a,m);f[j+4>>2]=0;a=j}else{b[m>>0]=0;rEb(j,m);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;b[e>>0]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;b[g>>0]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}f[l>>2]=a;u=o;return}function lKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?1:g;h=(f[b>>2]|0)-d|0;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+h;f[c>>2]=(f[a>>2]|0)+g;return}function mKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?4:g;h=(f[b>>2]|0)-d>>2;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+(h<<2);f[c>>2]=(f[a>>2]|0)+(g>>>2<<2);return}function nKb(a){a=a|0;DFb(a);return}function oKb(a){a=a|0;DFb(a);sOb(a);return}function pKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;x=u;u=u+576|0;n=x+424|0;q=x;m=x+24|0;w=x+16|0;p=x+12|0;s=x+8|0;j=x+564|0;y=x+4|0;o=x+464|0;f[w>>2]=m;v=w+4|0;f[v>>2]=1645;vEb(s,g);a=XFb(s,260928)|0;b[j>>0]=0;f[y>>2]=f[d>>2];l=f[g+4>>2]|0;f[n>>2]=f[y>>2];if(rKb(c,n,e,s,l,h,j,a,w,p,m+400|0)|0){Tg[f[(f[a>>2]|0)+48>>2]&15](a,254228,254238,n)|0;l=f[p>>2]|0;e=f[w>>2]|0;a=l-e|0;if((a|0)>392){a=_zb((a>>>2)+2|0)|0;if(!a)uOb();else{k=a;r=a}}else{k=o;r=0}if(!(b[j>>0]|0))a=k;else{b[k>>0]=45;a=k+1|0}k=n+40|0;m=n;j=e;g=a;a=l;while(1){if(j>>>0>=a>>>0)break;e=f[j>>2]|0;a=n;while(1){if((a|0)==(k|0)){a=k;break}if((f[a>>2]|0)==(e|0))break;a=a+4|0}b[g>>0]=b[254228+(a-m>>2)>>0]|0;j=j+4|0;g=g+1|0;a=f[p>>2]|0}b[g>>0]=0;f[q>>2]=i;if((oCb(o,254129,q)|0)!=1)kJb(0);if(r|0)$zb(r)}a=f[c>>2]|0;do if(!a)g=1;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[e>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);a=f[d>>2]|0;do if(!a)t=32;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[e>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;t=32;break}else if(g)break;else{t=34;break}}while(0);if((t|0)==32)if(g)t=34;if((t|0)==34)f[h>>2]=f[h>>2]|2;e=f[c>>2]|0;YFb(s);a=f[w>>2]|0;f[w>>2]=0;if(a|0)gh[f[v>>2]&2047](a);u=x;return e|0}function qKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+432|0;j=t+424|0;a=t+24|0;s=t+16|0;m=t+8|0;p=t;k=t+428|0;n=t+4|0;f[s>>2]=a;r=s+4|0;f[r>>2]=1645;vEb(p,g);l=XFb(p,260928)|0;b[k>>0]=0;o=f[d>>2]|0;f[n>>2]=o;g=f[g+4>>2]|0;f[j>>2]=f[n>>2];n=o;if(rKb(c,j,e,p,g,h,k,l,s,m,a+400|0)|0){a=i+8+3|0;if((b[a>>0]|0)<0){e=f[i>>2]|0;f[j>>2]=0;JFb(e,j);f[i+4>>2]=0}else{f[j>>2]=0;JFb(i,j);b[a>>0]=0}if(b[k>>0]|0)VOb(i,Rg[f[(f[l>>2]|0)+44>>2]&255](l,45)|0);k=Rg[f[(f[l>>2]|0)+44>>2]&255](l,48)|0;g=f[m>>2]|0;j=g+-4|0;a=f[s>>2]|0;while(1){if(a>>>0>=j>>>0)break;if((f[a>>2]|0)!=(k|0))break;a=a+4|0}sKb(i,a,g)|0}a=f[c>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);do if(!o)q=25;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;q=25;break}else if(g)break;else{q=27;break}}while(0);if((q|0)==25)if(g)q=27;if((q|0)==27)f[h>>2]=f[h>>2]|2;g=f[c>>2]|0;YFb(p);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[r>>2]&2047](a);u=t;return g|0}function rKb(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0;C=0;F=u;u=u+2256|0;f[(F+96|0)>>2]=m;f[(F+88|0)>>2]=F+104|0;f[((F+88|0)+4|0)>>2]=1645;f[(F+80|0)>>2]=F+104|0;f[(F+76|0)>>2]=(F+104|0)+400;f[(F+56|0)>>2]=0;f[(F+56|0)+4>>2]=0;f[(F+56|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+56|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+44|0)>>2]=0;f[(F+44|0)+4>>2]=0;f[(F+44|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+44|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+32|0)>>2]=0;f[(F+32|0)+4>>2]=0;f[(F+32|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+32|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+20|0)>>2]=0;f[(F+20|0)+4>>2]=0;f[(F+20|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+20|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+8|0)>>2]=0;f[(F+8|0)+4>>2]=0;f[(F+8|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+8|0)+(m<<2)>>2]=0;m=m+1|0}uKb(d,e,F+504|0,F+72|0,F+68|0,F+56|0,F+44|0,F+32|0,F+20|0,F+4|0);f[l>>2]=f[k>>2];t=(F+32|0)+8+3|0;v=(F+20|0)+8+3|0;w=(F+44|0)+8+3|0;E=0;s=0;a:while(1){if(s>>>0>=4){C=229;break}m=f[a>>2]|0;do if(!m)e=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);d=f[c>>2]|0;do if(!d)C=31;else{m=f[d+12>>2]|0;if((m|0)==(f[d+16>>2]|0))m=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else m=VDb(f[m>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;C=31;break}else if(e){z=d;break}else{C=229;break a}}while(0);if((C|0)==31){C=0;if(e){C=229;break}else z=0}b:do{e=1;o=b[(F+504|0)+s>>0]|0;if(e){e=0;switch(o|0){case 1:{if((s|0)==3)p=E;else{m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[j>>2]|0)+12>>2]&255](j,8192,m)|0)){C=43;break a}m=f[a>>2]|0;d=f[(m+12|0)>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;else{f[(m+12|0)>>2]=d+4;m=VDb(f[d>>2]|0)|0}VOb(F+8|0,m);q=z;r=z;C=45}break}case 0:{if((s|0)==3)p=E;else{q=z;r=z;C=45}break}default:e=1}}f[F+528>>2]=a;f[F+536>>2]=c;f[F+560>>2]=g;f[F+576>>2]=i;f[F+584>>2]=j;f[F+592>>2]=k;f[F+600>>2]=l;f[F+888>>2]=E;f[F+896>>2]=s;f[F+912>>2]=p;f[F+1512>>2]=t;f[F+1560>>2]=v;f[F+1624>>2]=w;f[F+2040>>2]=z;f[F+2128>>2]=C;f[F+2136>>2]=e;f[F+2144>>2]=o;f[F+2152>>2]=0;f[F+2156>>2]=0;HKb(F);p=f[F+912>>2]|0;C=f[F+2128>>2]|0;G=f[F+2152>>2]|0;D=f[F+2156>>2]|0;H=+n[F+2156>>2];f[F+2152>>2]=0;f[F+2156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break b;case 19:break a}}while(0);c:do if((C|0)==45)while(1){C=0;m=f[a>>2]|0;do if(!m)d=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;d=1;break}else{d=(f[a>>2]|0)==0;break}}while(0);do if(!r){x=q;C=58}else{m=f[r+12>>2]|0;if((m|0)==(f[r+16>>2]|0))m=Pg[f[(f[r>>2]|0)+36>>2]&1023](r)|0;else m=VDb(f[m>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;x=0;C=58;break}else if(d^(q|0)==0){y=q;A=q;break}else{p=E;break c}}while(0);if((C|0)==58){C=0;if(d){p=E;break c}else{y=x;A=0}}m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[j>>2]|0)+12>>2]&255](j,8192,m)|0)){p=E;break c}m=f[a>>2]|0;d=f[(m+12|0)>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;else{f[(m+12|0)>>2]=d+4;m=VDb(f[d>>2]|0)|0}VOb(F+8|0,m);q=y;r=A}while(0);E=p;s=s+1|0}d:do if((C|0)==43){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==101){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==141){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==227){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==229){e:do if(E|0){p=E+8+3|0;q=E+4|0;o=1;f:while(1){m=b[p>>0]|0;if(m<<24>>24<0)m=f[q>>2]|0;else m=m&255;if(o>>>0>=m>>>0)break e;m=f[a>>2]|0;do if(!m)e=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;do if(!m)C=248;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;C=248;break}else if(e)break;else break f}while(0);if((C|0)==248){C=0;if(e)break}m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if((b[p>>0]|0)<0)d=f[E>>2]|0;else d=E;if((m|0)!=(f[d+(o<<2)>>2]|0))break;m=o+1|0;d=f[a>>2]|0;e=f[(d+12|0)>>2]|0;if((e|0)==(f[d+16>>2]|0)){Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;o=m;continue}else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0;o=m;continue}}f[h>>2]=f[h>>2]|4;B=0;break d}while(0);m=f[(F+88|0)>>2]|0;d=f[(F+80|0)>>2]|0;if((m|0)==(d|0))B=1;else{f[F>>2]=0;kGb(F+56|0,m,d,F);if(!(f[F>>2]|0)){B=1;break}else{f[h>>2]=f[h>>2]|4;B=0;break}}}while(0);NOb(F+8|0);NOb(F+20|0);NOb(F+32|0);NOb(F+44|0);zOb(F+56|0);m=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=0;if(m|0)gh[f[((F+88|0)+4|0)>>2]&2047](m);u=F;return B|0}function sKb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q+12|0;l=q;e=a+8|0;p=e+3|0;i=b[p>>0]|0;g=i<<24>>24<0;if(g){n=f[a+4>>2]|0;h=(f[e>>2]&2147483647)+-1|0}else{n=i&255;h=1}m=d-c>>2;do if(m|0){if(g){g=f[a>>2]|0;e=f[a+4>>2]|0}else{g=a;e=i&255}if(tKb(c,g,g+(e<<2)|0)|0){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;if(m>>>0>1073741807)vOb(l);do if(m>>>0<2){b[l+8+3>>0]=m;j=c;k=l}else{e=m+4&-4;if(e>>>0>1073741823)vd();else{k=pOb(e<<2)|0;f[l>>2]=k;f[l+8>>2]=e|-2147483648;f[l+4>>2]=m;j=c;break}}while(0);while(1){if((j|0)==(d|0))break;JFb(k,j);j=j+4|0;k=k+4|0}f[o>>2]=0;JFb(k,o);p=b[l+8+3>>0]|0;o=p<<24>>24<0;UOb(a,o?f[l>>2]|0:l,o?f[l+4>>2]|0:p&255)|0;NOb(l);break}if((h-n|0)>>>0<m>>>0)TOb(a,h,n+m-h|0,n,n,0,0);if((b[p>>0]|0)<0)e=f[a>>2]|0;else e=a;e=e+(n<<2)|0;while(1){if((c|0)==(d|0))break;JFb(e,c);e=e+4|0;c=c+4|0}f[o>>2]=0;JFb(e,o);c=n+m|0;if((b[p>>0]|0)<0){f[a+4>>2]=c;break}else{b[p>>0]=c;break}}while(0);u=q;return a|0}function tKb(a,b,c){a=a|0;b=b|0;c=c|0;return b>>>0<=a>>>0&a>>>0<c>>>0|0}function uKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){c=XFb(c,262632)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+8+3|0;if((b[a>>0]|0)<0){d=f[k>>2]|0;f[m>>2]=0;JFb(d,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+8+3|0;if((b[a>>0]|0)<0){k=f[j>>2]|0;f[m>>2]=0;JFb(k,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[e>>2]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[g>>2]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+8+3|0;if((b[a>>0]|0)<0){h=f[i>>2]|0;f[m>>2]=0;JFb(h,m);f[i+4>>2]=0}else{f[m>>2]=0;JFb(i,m);b[a>>0]=0}ROb(i,0);f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}else{c=XFb(c,262624)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+8+3|0;if((b[a>>0]|0)<0){d=f[k>>2]|0;f[m>>2]=0;JFb(d,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+8+3|0;if((b[a>>0]|0)<0){k=f[j>>2]|0;f[m>>2]=0;JFb(k,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[e>>2]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[g>>2]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+8+3|0;if((b[a>>0]|0)<0){h=f[i>>2]|0;f[m>>2]=0;JFb(h,m);f[i+4>>2]=0}else{f[m>>2]=0;JFb(i,m);b[a>>0]=0}ROb(i,0);f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}f[l>>2]=a;u=o;return}function vKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?4:g;h=(f[b>>2]|0)-d>>2;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+(h<<2);f[c>>2]=(f[a>>2]|0)+(g>>>2<<2);return}function wKb(a){a=a|0;DFb(a);return}function xKb(a){a=a|0;DFb(a);sOb(a);return}function yKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;F=u;u=u+384|0;q=F+8|0;j=F;a=F+284|0;k=F+72|0;i=F+184|0;E=F+68|0;r=F+180|0;s=F+177|0;t=F+176|0;B=F+56|0;C=F+44|0;D=F+32|0;n=F+28|0;o=F+76|0;v=F+24|0;w=F+16|0;x=F+20|0;f[k>>2]=a;p[q>>3]=h;a=XAb(a,100,254334,q)|0;if(a>>>0>99){a=_Fb()|0;p[j>>3]=h;a=qHb(k,a,254334,j)|0;i=f[k>>2]|0;if(!i)uOb();j=_zb(a)|0;if(!j)uOb();else{y=j;A=a;H=j;I=i}}else{y=i;A=a;H=0;I=0}vEb(E,e);m=XFb(E,260896)|0;l=f[k>>2]|0;Tg[f[(f[m>>2]|0)+32>>2]&15](m,l,l+A|0,y)|0;if(!A)l=0;else l=(b[f[k>>2]>>0]|0)==45;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[C+(a<<2)>>2]=0;a=a+1|0}f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[D+(a<<2)>>2]=0;a=a+1|0}AKb(d,l,E,r,s,t,B,C,D,n);k=f[n>>2]|0;if((A|0)>(k|0)){i=b[D+11>>0]|0;j=b[C+11>>0]|0;a=1;i=(i<<24>>24<0?f[D+4>>2]|0:i&255)+(A-k<<1)|0;j=j<<24>>24<0?f[C+4>>2]|0:j&255}else{j=b[D+11>>0]|0;i=b[C+11>>0]|0;a=2;i=i<<24>>24<0?f[C+4>>2]|0:i&255;j=j<<24>>24<0?f[D+4>>2]|0:j&255}a=j+k+i+a|0;if(a>>>0>100){a=_zb(a)|0;if(!a)uOb();else{z=a;G=a}}else{z=o;G=0}BKb(z,v,w,f[e+4>>2]|0,y,y+A|0,m,l,r,b[s>>0]|0,b[t>>0]|0,B,C,D,k);f[x>>2]=f[c>>2];c=f[v>>2]|0;a=f[w>>2]|0;f[q>>2]=f[x>>2];a=n3a(q,z,c,a,e,g)|0;if(G|0)$zb(G);zOb(D);zOb(C);zOb(B);YFb(E);if(H|0)$zb(H);if(I|0)$zb(I);u=F;return a|0}function zKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+176|0;p=D+56|0;C=D+52|0;v=D+164|0;w=D+161|0;x=D+160|0;z=D+40|0;A=D+28|0;B=D+16|0;l=D+12|0;n=D+60|0;q=D+8|0;r=D+4|0;s=D;vEb(C,e);t=XFb(C,260896)|0;i=h+11|0;o=b[i>>0]|0;a=o<<24>>24<0;j=h+4|0;if(!((a?f[j>>2]|0:o&255)|0))o=0;else{o=b[(a?f[h>>2]|0:h)>>0]|0;o=o<<24>>24==(Rg[f[(f[t>>2]|0)+28>>2]&255](t,45)|0)<<24>>24};f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}AKb(d,o,C,v,w,x,z,A,B,l);k=b[i>>0]|0;m=k<<24>>24<0;k=m?f[j>>2]|0:k&255;j=f[l>>2]|0;if((k|0)>(j|0)){i=b[B+11>>0]|0;d=b[A+11>>0]|0;a=1;i=(i<<24>>24<0?f[B+4>>2]|0:i&255)+(k-j<<1)|0;d=d<<24>>24<0?f[A+4>>2]|0:d&255}else{d=b[B+11>>0]|0;i=b[A+11>>0]|0;a=2;i=i<<24>>24<0?f[A+4>>2]|0:i&255;d=d<<24>>24<0?f[B+4>>2]|0:d&255}a=d+j+i+a|0;if(a>>>0>100){a=_zb(a)|0;if(!a)uOb();else{y=a;E=a}}else{y=n;E=0}h=m?f[h>>2]|0:h;BKb(y,q,r,f[e+4>>2]|0,h,h+k|0,t,o,v,b[w>>0]|0,b[x>>0]|0,z,A,B,j);f[s>>2]=f[c>>2];h=f[q>>2]|0;a=f[r>>2]|0;f[p>>2]=f[s>>2];a=n3a(p,y,h,a,e,g)|0;if(E|0)$zb(E);zOb(B);zOb(A);zOb(z);YFb(C);u=D;return a|0}function AKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p+12|0;o=p;if(a){m=XFb(d,262616)|0;if(c){oh[f[(f[m>>2]|0)+44>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+32>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}else{oh[f[(f[m>>2]|0)+40>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+28>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}a=Pg[f[(f[m>>2]|0)+12>>2]&1023](m)|0;b[g>>0]=a;a=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;b[h>>0]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](o,m);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[n>>0]=0;rEb(a,n);f[i+4>>2]=0;a=i}else{b[n>>0]=0;rEb(i,n);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);oh[f[(f[d>>2]|0)+24>>2]&1023](o,m);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[n>>0]=0;rEb(a,n);f[j+4>>2]=0;a=j}else{b[n>>0]=0;rEb(j,n);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);a=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0}else{m=XFb(d,262608)|0;if(c){oh[f[(f[m>>2]|0)+44>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+32>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}else{oh[f[(f[m>>2]|0)+40>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+28>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}a=Pg[f[(f[m>>2]|0)+12>>2]&1023](m)|0;b[g>>0]=a;a=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;b[h>>0]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](o,m);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[n>>0]=0;rEb(a,n);f[i+4>>2]=0;a=i}else{b[n>>0]=0;rEb(i,n);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);oh[f[(f[d>>2]|0)+24>>2]&1023](o,m);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[n>>0]=0;rEb(a,n);f[j+4>>2]=0;a=j}else{b[n>>0]=0;rEb(j,n);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);a=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0}f[l>>2]=a;u=p;return}function BKb(a,c,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;f[e>>2]=a;z=q+11|0;H=q+4|0;A=p+11|0;B=p+4|0;C=(g&512|0)==0;D=j+8|0;E=(r|0)>0;F=o+11|0;G=o+4|0;y=0;while(1){if((y|0)==4)break;a:do switch(b[l+y>>0]|0){case 0:{f[c>>2]=f[e>>2];break}case 1:{f[c>>2]=f[e>>2];w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,32)|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w;break}case 3:{x=b[z>>0]|0;s=x<<24>>24<0;if((s?f[H>>2]|0:x&255)|0){w=b[(s?f[q>>2]|0:q)>>0]|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w}break}case 2:{t=b[A>>0]|0;s=t<<24>>24<0;t=s?f[B>>2]|0:t&255;if(!(C|(t|0)==0)){x=s?f[p>>2]|0:p;u=x+t|0;s=f[e>>2]|0;t=x;while(1){if((t|0)==(u|0))break;b[s>>0]=b[t>>0]|0;s=s+1|0;t=t+1|0}f[e>>2]=s}break}case 4:{t=f[e>>2]|0;h=k?h+1|0:h;u=h;while(1){if(u>>>0>=i>>>0)break;s=b[u>>0]|0;if(s<<24>>24<=-1)break;if(!(d[(f[D>>2]|0)+(s<<24>>24<<1)>>1]&2048))break;u=u+1|0}if(E){v=r;while(1){s=(v|0)>0;if(!(u>>>0>h>>>0&s))break;x=u+-1|0;s=b[x>>0]|0;w=f[e>>2]|0;f[e>>2]=w+1;b[w>>0]=s;v=v+-1|0;u=x}if(s)w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,48)|0;else w=0;s=v;while(1){v=f[e>>2]|0;f[e>>2]=v+1;if((s|0)<=0)break;b[v>>0]=w;s=s+-1|0}b[v>>0]=m}b:do if((u|0)==(h|0)){w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,48)|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w}else{x=b[F>>0]|0;s=x<<24>>24<0;if(!((s?f[G>>2]|0:x&255)|0)){w=-1;v=0;x=0}else{w=b[(s?f[o>>2]|0:o)>>0]|0;v=0;x=0}while(1){if((u|0)==(h|0))break b;if((x|0)==(w|0)){w=f[e>>2]|0;f[e>>2]=w+1;b[w>>0]=n;v=v+1|0;w=b[F>>0]|0;s=w<<24>>24<0;if(v>>>0<(s?f[G>>2]|0:w&255)>>>0){w=b[(s?f[o>>2]|0:o)+v>>0]|0;w=w<<24>>24==127?-1:w<<24>>24;s=0}else{w=x;s=0}}else s=x;I=u+-1|0;J=b[I>>0]|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=J;x=s+1|0;u=I}}while(0);s=f[e>>2]|0;if((t|0)!=(s|0))while(1){s=s+-1|0;if(t>>>0>=s>>>0)break a;J=b[t>>0]|0;b[t>>0]=b[s>>0]|0;b[s>>0]=J;t=t+1|0}break}default:{}}while(0);y=y+1|0}h=b[z>>0]|0;s=h<<24>>24<0;h=s?f[H>>2]|0:h&255;if(h>>>0>1){J=s?f[q>>2]|0:q;t=J+h|0;s=f[e>>2]|0;h=J;while(1){h=h+1|0;if((h|0)==(t|0))break;b[s>>0]=b[h>>0]|0;s=s+1|0}f[e>>2]=s}switch((g&176)<<24>>24){case 32:{f[c>>2]=f[e>>2];break}case 16:break;default:f[c>>2]=a}return}function CKb(a){a=a|0;DFb(a);return}function DKb(a){a=a|0;DFb(a);sOb(a);return}function EKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;F=u;u=u+1008|0;q=F+8|0;j=F;a=F+896|0;k=F+888|0;i=F+488|0;E=F+480|0;r=F+892|0;s=F+476|0;t=F+472|0;B=F+460|0;C=F+448|0;D=F+436|0;n=F+432|0;o=F+32|0;v=F+24|0;w=F+16|0;x=F+20|0;f[k>>2]=a;p[q>>3]=h;a=XAb(a,100,254334,q)|0;if(a>>>0>99){a=_Fb()|0;p[j>>3]=h;a=qHb(k,a,254334,j)|0;i=f[k>>2]|0;if(!i)uOb();j=_zb(a<<2)|0;if(!j)uOb();else{y=j;A=a;H=j;I=i}}else{y=i;A=a;H=0;I=0}vEb(E,e);m=XFb(E,260928)|0;l=f[k>>2]|0;Tg[f[(f[m>>2]|0)+48>>2]&15](m,l,l+A|0,y)|0;if(!A)l=0;else l=(b[f[k>>2]>>0]|0)==45;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[C+(a<<2)>>2]=0;a=a+1|0}f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[D+(a<<2)>>2]=0;a=a+1|0}IKb(d,l,E,r,s,t,B,C,D,n);k=f[n>>2]|0;if((A|0)>(k|0)){i=b[D+8+3>>0]|0;j=b[C+8+3>>0]|0;a=1;i=(i<<24>>24<0?f[D+4>>2]|0:i&255)+(A-k<<1)|0;j=j<<24>>24<0?f[C+4>>2]|0:j&255}else{j=b[D+8+3>>0]|0;i=b[C+8+3>>0]|0;a=2;i=i<<24>>24<0?f[C+4>>2]|0:i&255;j=j<<24>>24<0?f[D+4>>2]|0:j&255}a=j+k+i+a|0;if(a>>>0>100){a=_zb(a<<2)|0;if(!a)uOb();else{z=a;G=a}}else{z=o;G=0}JKb(z,v,w,f[e+4>>2]|0,y,y+(A<<2)|0,m,l,r,f[s>>2]|0,f[t>>2]|0,B,C,D,k);f[x>>2]=f[c>>2];c=f[v>>2]|0;a=f[w>>2]|0;f[q>>2]=f[x>>2];a=EHb(q,z,c,a,e,g)|0;if(G|0)$zb(G);NOb(D);NOb(C);zOb(B);YFb(E);if(H|0)$zb(H);if(I|0)$zb(I);u=F;return a|0}function FKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+480|0;p=D+468|0;C=D+464|0;v=D+472|0;w=D+460|0;x=D+456|0;z=D+444|0;A=D+432|0;B=D+420|0;l=D+416|0;n=D+16|0;q=D+8|0;r=D+4|0;s=D;vEb(C,e);t=XFb(C,260928)|0;i=h+8+3|0;o=b[i>>0]|0;a=o<<24>>24<0;j=h+4|0;if(!((a?f[j>>2]|0:o&255)|0))o=0;else{o=f[(a?f[h>>2]|0:h)>>2]|0;o=(o|0)==(Rg[f[(f[t>>2]|0)+44>>2]&255](t,45)|0)};f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}IKb(d,o,C,v,w,x,z,A,B,l);k=b[i>>0]|0;m=k<<24>>24<0;k=m?f[j>>2]|0:k&255;j=f[l>>2]|0;if((k|0)>(j|0)){i=b[B+8+3>>0]|0;d=b[A+8+3>>0]|0;a=1;i=(i<<24>>24<0?f[B+4>>2]|0:i&255)+(k-j<<1)|0;d=d<<24>>24<0?f[A+4>>2]|0:d&255}else{d=b[B+8+3>>0]|0;i=b[A+8+3>>0]|0;a=2;i=i<<24>>24<0?f[A+4>>2]|0:i&255;d=d<<24>>24<0?f[B+4>>2]|0:d&255}a=d+j+i+a|0;if(a>>>0>100){a=_zb(a<<2)|0;if(!a)uOb();else{y=a;E=a}}else{y=n;E=0}h=m?f[h>>2]|0:h;JKb(y,q,r,f[e+4>>2]|0,h,h+(k<<2)|0,t,o,v,f[w>>2]|0,f[x>>2]|0,z,A,B,j);f[s>>2]=f[c>>2];h=f[q>>2]|0;a=f[r>>2]|0;f[p>>2]=f[s>>2];a=EHb(p,y,h,a,e,g)|0;if(E|0)$zb(E);NOb(B);NOb(A);zOb(z);YFb(C);u=D;return a|0}function GKb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;H=f[a+528>>2]|0;B=f[a+536>>2]|0;r=f[a+560>>2]|0;n=f[a+576>>2]|0;C=f[a+584>>2]|0;E=f[a+592>>2]|0;F=f[a+600>>2]|0;I=f[a+888>>2]|0;l=f[a+896>>2]|0;y=f[a+912>>2]|0;k=f[a+1488>>2]|0;m=f[a+1520>>2]|0;s=f[a+2016>>2]|0;J=f[a+2104>>2]|0;K=f[a+2112>>2]|0;G=f[a+2120>>2]|0;a:{if(K){K=0;switch(G|0){case 3:{j=b[k>>0]|0;j=j<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:j&255;c=b[m>>0]|0;c=c<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:c&255;if((j|0)==(0-c|0))y=I;else{e=f[H>>2]|0;g=f[e+12>>2]|0;i=(g|0)==(f[e+16>>2]|0);if((j|0)==0|(c|0)==0){if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;c=c&255;if(!j){if((b[((b[m>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>0]|0)!=c<<24>>24){y=I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}b[n>>0]=1;y=b[m>>0]|0;y=(y<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:y&255)>>>0>1?a+20|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if((b[((b[k>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>0]|0)!=c<<24>>24){b[n>>0]=1;y=I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}y=b[k>>0]|0;y=(y<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:y&255)>>>0>1?a+32|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;e=f[H>>2]|0;g=f[(e+12|0)>>2]|0;i=(g|0)==(f[e+16>>2]|0);if((b[((b[k>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>0]|0)==(c&255)<<24>>24){if(i)Pg[f[(f[e>>2]|0)+40>>2]&1023](e)|0;else{f[(e+12|0)>>2]=g+1;DDb(b[g>>0]|0)|0}y=b[k>>0]|0;y=(y<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:y&255)>>>0>1?a+32|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;if((b[((b[m>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>0]|0)!=(c&255)<<24>>24){J=103;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}b[n>>0]=1;y=b[m>>0]|0;y=(y<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:y&255)>>>0>1?a+20|0:I}break}default:K=1}}if(K){K=0;switch(G|0){case 2:{if(!(l>>>0<2|(I|0)!=0))if(!((r&512|0)!=0|(l|0)==2&(b[((a+500|0)+3|0)>>0]|0)!=0)){y=0;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}e=b[((a+44|0)+11|0)>>0]|0;c=f[(a+44|0)>>2]|0;n=e<<24>>24<0?c:a+44|0;b:do if(!l){j=s;g=n;i=s}else if((h[(a+500|0)+(l+-1)>>0]|0)<2){g=n+(e<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:e&255)|0;m=n;while(1){i=m;if((g|0)==(i|0))break;j=b[i>>0]|0;if(j<<24>>24<=-1)break;if(!(d[(f[(C+8|0)>>2]|0)+(j<<24>>24<<1)>>1]&8192))break;m=i+1|0}g=m-n|0;i=b[((a+8|0)+11|0)>>0]|0;j=f[((a+8|0)+4|0)>>2]|0;if(g>>>0>(i<<24>>24<0?j:i&255)>>>0){j=s;g=n;i=s}else{L=f[(a+8|0)>>2]|0;l=(i<<24>>24<0?L:a+8|0)+(i<<24>>24<0?j:i&255)|0;k=n;g=(i<<24>>24<0?L+j|0:(a+8|0)+(i&255)|0)+(0-g)|0;while(1){if((g|0)==(l|0)){j=s;g=m;i=s;break b}if((b[g>>0]|0)!=(b[k>>0]|0)){j=s;g=n;i=s;break b}k=k+1|0;g=g+1|0}}}else{j=s;g=n;i=s}while(0);c:while(1){L=e<<24>>24<0;c=(L?c:a+44|0)+(L?f[((a+44|0)+4|0)>>2]|0:e&255)|0;if((c|0)==(g|0))break;c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!i){p=j;J=132}else{c=f[i+12>>2]|0;if((c|0)==(f[i+16>>2]|0))c=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;p=0;J=132;break}else if(e^(j|0)==0){o=j;q=j;break}else{c=g;break c}}while(0);if((J|0)==132){J=0;if(e){c=g;break}else{o=p;q=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((b[g>>0]|0)!=(c&255)<<24>>24){c=g;break}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}j=o;g=g+1|0;e=b[((a+44|0)+11|0)>>0]|0;c=f[(a+44|0)>>2]|0;i=q}if(r&512){L=b[((a+44|0)+11|0)>>0]|0;if(((L<<24>>24<0?f[(a+44|0)>>2]|0:a+44|0)+(L<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:L&255)|0)==(c|0))y=I;else{J=144;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}else y=I;break}default:K=1}}if(K){K=0;switch(G|0){case 4:{j=0;g=s;i=s;d:while(1){c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!i){u=g;J=158}else{c=f[i+12>>2]|0;if((c|0)==(f[i+16>>2]|0))c=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;u=0;J=158;break}else if(e^(g|0)==0){v=g;w=g;break}else break d}while(0);if((J|0)==158){J=0;if(e){g=u;break}else{v=u;w=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;e=c&255;if(e<<24>>24>-1)if(!(d[(f[(C+8|0)>>2]|0)+(c<<24>>24<<1)>>1]&2048))J=168;else{c=f[F>>2]|0;if((c|0)==(f[(a+88|0)>>2]|0)){lKb(E,F,a+88|0);c=f[F>>2]|0}f[F>>2]=c+1;b[c>>0]=e;t=j+1|0}else J=168;if((J|0)==168){J=0;L=b[((a+56|0)+11|0)>>0]|0;if(!((b[(a+496|0)>>0]|0)==e<<24>>24&(j|0?((L<<24>>24<0?f[((a+56|0)+4|0)>>2]|0:L&255)|0)!=0:0))){g=v;break}c=f[(a+72|0)>>2]|0;if((c|0)==(f[(a+68|0)>>2]|0)){mKb(a+80|0,a+72|0,a+68|0);c=f[(a+72|0)>>2]|0}f[(a+72|0)>>2]=c+4;f[c>>2]=j;t=0}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;j=t;g=v;i=w;continue}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;j=t;g=v;i=w;continue}}c=f[(a+72|0)>>2]|0;if(j|0?(f[(a+80|0)>>2]|0)!=(c|0):0){if((c|0)==(f[(a+68|0)>>2]|0)){mKb(a+80|0,a+72|0,a+68|0);c=f[(a+72|0)>>2]|0}f[(a+72|0)>>2]=c+4;f[c>>2]=j}e:do if((f[(a+4|0)>>2]|0)>0){c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!g)J=193;else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;J=193;break}else if(e){x=g;break}else{J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}while(0);if((J|0)==193){J=0;if(e){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else x=0}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((b[(a+497|0)>>0]|0)!=(c&255)<<24>>24){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;i=x;g=x}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;i=x;g=x}while(1){if((f[(a+4|0)>>2]|0)<=0)break e;c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!g){z=i;J=216}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;z=0;J=216;break}else if(e^(i|0)==0){A=i;D=i;break}else{J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}while(0);if((J|0)==216){J=0;if(e){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else{A=z;D=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((c&255)<<24>>24<=-1){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}if(!(d[(f[(C+8|0)>>2]|0)+(c<<24>>24<<1)>>1]&2048)){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}if((f[F>>2]|0)==(f[(a+88|0)>>2]|0))lKb(E,F,a+88|0);c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;e=f[F>>2]|0;f[F>>2]=e+1;b[e>>0]=c;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+-1;c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;i=A;g=D;continue}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;i=A;g=D;continue}}}while(0);if((f[F>>2]|0)==(f[E>>2]|0)){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else y=I;break}default:K=1}}if(K){K=0;switch(G|0){default:y=I}}}f[a+912>>2]=y;f[a+2104>>2]=J;f[a+2112>>2]=K}function HKb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;I=f[a+528>>2]|0;C=f[a+536>>2]|0;s=f[a+560>>2]|0;m=f[a+576>>2]|0;D=f[a+584>>2]|0;F=f[a+592>>2]|0;G=f[a+600>>2]|0;J=f[a+888>>2]|0;k=f[a+896>>2]|0;z=f[a+912>>2]|0;j=f[a+1512>>2]|0;l=f[a+1560>>2]|0;t=f[a+1624>>2]|0;u=f[a+2040>>2]|0;K=f[a+2128>>2]|0;L=f[a+2136>>2]|0;H=f[a+2144>>2]|0;a:{if(L){L=0;switch(H|0){case 3:{i=b[j>>0]|0;i=i<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:i&255;c=b[l>>0]|0;c=c<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:c&255;if((i|0)==(0-c|0))z=J;else{d=f[I>>2]|0;e=f[d+12>>2]|0;g=(e|0)==(f[d+16>>2]|0);if((i|0)==0|(c|0)==0){if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;if(!i){if((c|0)!=(f[((b[l>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>2]|0)){z=J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}b[m>>0]=1;z=b[l>>0]|0;z=(z<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:z&255)>>>0>1?a+20|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if((c|0)!=(f[((b[j>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>2]|0)){b[m>>0]=1;z=J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}z=b[j>>0]|0;z=(z<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:z&255)>>>0>1?a+32|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;d=f[I>>2]|0;e=f[(d+12|0)>>2]|0;g=(e|0)==(f[d+16>>2]|0);if((c|0)==(f[((b[j>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>2]|0)){if(g)Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0}z=b[j>>0]|0;z=(z<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:z&255)>>>0>1?a+32|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;if((c|0)!=(f[((b[l>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>2]|0)){K=101;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}b[m>>0]=1;z=b[l>>0]|0;z=(z<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:z&255)>>>0>1?a+20|0:J}break}default:L=1}}if(L){L=0;switch(H|0){case 2:{if(!(k>>>0<2|(J|0)!=0))if(!((s&512|0)!=0|(k|0)==2&(b[((a+504|0)+3|0)>>0]|0)!=0)){z=0;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}e=b[t>>0]|0;c=f[(a+44|0)>>2]|0;d=e<<24>>24<0?c:a+44|0;b:do if(!k){i=u;g=u}else if((h[(a+504|0)+(k+-1)>>0]|0)<2){k=d;while(1){m=e<<24>>24<0;d=k;if(((m?c:a+44|0)+((m?f[((a+44|0)+4|0)>>2]|0:e&255)<<2)|0)==(d|0)){n=e;o=c;break}if(!(Sg[f[(f[D>>2]|0)+12>>2]&255](D,8192,f[d>>2]|0)|0)){K=108;break}k=d+4|0;e=b[t>>0]|0;c=f[(a+44|0)>>2]|0}if((K|0)==108){K=0;n=b[t>>0]|0;o=f[(a+44|0)>>2]|0}d=n<<24>>24<0?o:a+44|0;c=k-d>>2;e=b[((a+8|0)+8+3|0)>>0]|0;g=f[((a+8|0)+4|0)>>2]|0;if(c>>>0>(e<<24>>24<0?g:e&255)>>>0){i=u;e=n;c=o;g=u}else{m=f[(a+8|0)>>2]|0;j=(e<<24>>24<0?m:a+8|0)+((e<<24>>24<0?g:e&255)<<2)|0;i=d;c=(e<<24>>24<0?m+(g<<2)|0:(a+8|0)+((e&255)<<2)|0)+(0-c<<2)|0;while(1){if((c|0)==(j|0)){i=u;d=k;e=n;c=o;g=u;break b}if((f[c>>2]|0)!=(f[i>>2]|0)){i=u;e=n;c=o;g=u;break b}i=i+4|0;c=c+4|0}}}else{i=u;g=u}while(0);c:while(1){o=e<<24>>24<0;c=(o?c:a+44|0)+((o?f[((a+44|0)+4|0)>>2]|0:e&255)<<2)|0;e=d;if((c|0)==(e|0))break;c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!g){q=i;K=129}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;q=0;K=129;break}else if(d^(i|0)==0){p=i;r=i;break}else{c=e;break c}}while(0);if((K|0)==129){K=0;if(d){c=e;break}else{p=q;r=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if((c|0)!=(f[e>>2]|0)){c=e;break}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}i=p;d=e+4|0;e=b[t>>0]|0;c=f[(a+44|0)>>2]|0;g=r}if(s&512){t=b[t>>0]|0;if(((t<<24>>24<0?f[(a+44|0)>>2]|0:a+44|0)+((t<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:t&255)<<2)|0)==(c|0))z=J;else{K=141;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}else z=J;break}default:L=1}}if(L){L=0;switch(H|0){case 4:{i=0;e=u;g=u;d:while(1){c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!g){v=e;K=155}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;v=0;K=155;break}else if(d^(e|0)==0){w=e;x=e;break}else break d}while(0);if((K|0)==155){K=0;if(d){e=v;break}else{w=v;x=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))d=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else d=VDb(f[d>>2]|0)|0;if(Sg[f[(f[D>>2]|0)+12>>2]&255](D,2048,d)|0){c=f[G>>2]|0;if((c|0)==(f[(a+96|0)>>2]|0)){vKb(F,G,a+96|0);c=f[G>>2]|0}f[G>>2]=c+4;f[c>>2]=d;c=i+1|0}else{u=b[((a+56|0)+11|0)>>0]|0;if(!((d|0)==(f[(a+68|0)>>2]|0)&(i|0?((u<<24>>24<0?f[((a+56|0)+4|0)>>2]|0:u&255)|0)!=0:0))){e=w;break}c=f[(a+80|0)>>2]|0;if((c|0)==(f[(a+76|0)>>2]|0)){mKb(a+88|0,a+80|0,a+76|0);c=f[(a+80|0)>>2]|0}f[(a+80|0)>>2]=c+4;f[c>>2]=i;c=0}d=f[I>>2]|0;e=f[(d+12|0)>>2]|0;if((e|0)==(f[d+16>>2]|0)){Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;i=c;e=w;g=x;continue}else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0;i=c;e=w;g=x;continue}}c=f[(a+80|0)>>2]|0;if(i|0?(f[(a+88|0)>>2]|0)!=(c|0):0){if((c|0)==(f[(a+76|0)>>2]|0)){mKb(a+88|0,a+80|0,a+76|0);c=f[(a+80|0)>>2]|0}f[(a+80|0)>>2]=c+4;f[c>>2]=i}e:do if((f[(a+4|0)>>2]|0)>0){c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!e)K=189;else{c=f[e+12>>2]|0;if((c|0)==(f[e+16>>2]|0))c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;K=189;break}else if(d){y=e;break}else{K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}while(0);if((K|0)==189){K=0;if(d){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else y=0}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if((c|0)!=(f[(a+72|0)>>2]|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;g=y;e=y}else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0;g=y;e=y}while(1){if((f[(a+4|0)>>2]|0)<=0)break e;c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!e){A=g;K=212}else{c=f[e+12>>2]|0;if((c|0)==(f[e+16>>2]|0))c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;A=0;K=212;break}else if(d^(g|0)==0){B=g;E=g;break}else{K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}while(0);if((K|0)==212){K=0;if(d){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else{B=A;E=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[D>>2]|0)+12>>2]&255](D,2048,c)|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}if((f[G>>2]|0)==(f[(a+96|0)>>2]|0))vKb(F,G,a+96|0);c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;d=f[G>>2]|0;f[G>>2]=d+4;f[d>>2]=c;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+-1;c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;g=B;e=E;continue}else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0;g=B;e=E;continue}}}while(0);if((f[G>>2]|0)==(f[F>>2]|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else z=J;break}default:L=1}}if(L){L=0;switch(H|0){default:z=J}}}f[a+912>>2]=z;f[a+2128>>2]=K;f[a+2136>>2]=L}
+function hgb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+24|0;h=j;i=a+112|0;if(f[i>>2]|0){u=j;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200175,h,1);e=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[i>>2]=e;e=a+116|0;b=f[e>>2]|0;f[e>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200214,h,1);e=a+120|0;k=f[g>>2]|0;c=g+4|0;l=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=k;k=a+124|0;b=f[k>>2]|0;f[k>>2]=l;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=Jvb(f[i>>2]|0,237506)|0;f[a+136>>2]=l;l=Jvb(f[e>>2]|0,237506)|0;f[a+140>>2]=l;l=Kvb(f[e>>2]|0,200255)|0;f[a+144>>2]=l;l=Kvb(f[e>>2]|0,200272)|0;f[a+148>>2]=l;l=Kvb(f[e>>2]|0,200288)|0;f[a+152>>2]=l;l=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,f[f[i>>2]>>2]|0)|0;kf(Kvb(f[i>>2]|0,240573)|0,1.0,1.0,1.0,1.0);bwb(258928,l)|0;u=j;return}function igb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+192|0;j=o;m=o+48|0;g=o+36|0;h=o+24|0;i=a+128|0;if(f[i>>2]|0){u=o;return}n=m+4|0;f[m>>2]=15100;k=m+56|0;f[k>>2]=15120;tEb(m+56|0,n);f[m+128>>2]=0;f[m+132>>2]=-1;f[m>>2]=39656;f[m+56>>2]=39676;xEb(n);f[n>>2]=39692;l=m+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[m+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(n,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);d=m3a(m,200306,26)|0;switch(b[a+25>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}d=m3a(m3a(d,c,pAb(c)|0)|0,200371,28)|0;switch(b[a+24>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}d=m3a(m3a(d,c,pAb(c)|0)|0,200400,33)|0;switch(b[a+26>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}m3a(m3a(d,c,pAb(c)|0)|0,200434,22)|0;l3a(h,n);fhb(g,h);e=j+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[e>>2]=d;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);Evb(h,237430,200457,j,1);c=f[h>>2]|0;d=h+4|0;g=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[i>>2]=c;h=a+132|0;c=f[h>>2]|0;f[h>>2]=g;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[i>>2]|0,237506)|0;f[a+156>>2]=c;c=Kvb(f[i>>2]|0,200503)|0;f[a+164>>2]=c;c=Kvb(f[i>>2]|0,200255)|0;f[a+168>>2]=c;c=Kvb(f[i>>2]|0,200272)|0;f[a+172>>2]=c;c=Kvb(f[i>>2]|0,200525)|0;f[a+160>>2]=c;c=f[64756]|0;bwb(258928,f[f[i>>2]>>2]|0)|0;df(Kvb(f[i>>2]|0,200539)|0,0);df(Kvb(f[i>>2]|0,237525)|0,1);df(Kvb(f[i>>2]|0,237534)|0,2);df(Kvb(f[i>>2]|0,200549)|0,3);df(Kvb(f[i>>2]|0,200564)|0,4);bwb(258928,c)|0;c=f[e>>2]|0;if((j|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[m>>2]=39656;f[k>>2]=39676;f[n>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(n);kEb(m,39752);jDb(k);u=o;return}function jgb(a,c){a=a|0;c=c|0;var d=0;d=a+26|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function kgb(a,c){a=a|0;c=c|0;var d=0;d=a+24|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function lgb(a,c){a=a|0;c=c|0;var d=0;d=a+25|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function mgb(a){a=a|0;var b=0,c=0;f[a>>2]=0;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+8>>2]=0;c=a+12|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ngb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;m=n;i=n+48|0;l=n+60|0;j=n+36|0;k=n+24|0;if(f[c>>2]|0){u=n;return}a=pOb(32)|0;f[k>>2]=a;f[k+8>>2]=-2147483616;f[k+4>>2]=18;e=a;g=200578;h=e+18|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));b[a+18>>0]=0;g=KOb(k,d)|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;g=KOb(j,245100)|0;f[l>>2]=f[g>>2];f[l+4>>2]=f[g+4>>2];f[l+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;fhb(i,l);g=m+16|0;d=pOb(16)|0;f[d>>2]=40592;h=d+4|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[g>>2]=d;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);Evb(l,237430,200597,m,1);a=f[l>>2]|0;e=l+4|0;k=f[e>>2]|0;f[l>>2]=0;f[e>>2]=0;f[c>>2]=a;l=c+4|0;a=f[l>>2]|0;f[l>>2]=k;if(a|0){iOb(a);a=f[e>>2]|0;if(a|0)iOb(a)}a=Jvb(f[c>>2]|0,237506)|0;f[c+8>>2]=a;a=Kvb(f[c>>2]|0,240573)|0;f[c+12>>2]=a;a=Kvb(f[c>>2]|0,200525)|0;f[c+16>>2]=a;bwb(258928,f[f[c>>2]>>2]|0)|0;df(Kvb(f[c>>2]|0,201322)|0,0);a=f[g>>2]|0;if((m|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);u=n;return}function ogb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0;g=u;u=u+16|0;e=g;switch(b<<24>>24){case 3:{b=200342;d=a+176|0;break}case 1:{b=200362;d=a+216|0;break}case 2:{b=200351;d=a+196|0;break}default:{b=200333;d=a+236|0}}ngb(0,d,b);bwb(258928,f[f[d>>2]>>2]|0)|0;b=f[d+12>>2]|0;h=+n[c+12>>2];j=h*+n[c+4>>2];i=h*+n[c+8>>2];n[e>>2]=+n[c>>2]*h;n[e+4>>2]=j;n[e+8>>2]=i;n[e+12>>2]=h;lf(b|0,1,e|0);bf(f[d+16>>2]|0,+(+n[a+108>>2]));Ygb(f[d+8>>2]|0);u=g;return}function pgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+80|0;n=o;i=o+48|0;l=o+60|0;j=o+36|0;k=o+24|0;m=a+256|0;if(f[m>>2]|0){u=o;return}switch(b[a+26>>0]|0){case 3:{c=200342;break}case 1:{c=200362;break}case 2:{c=200351;break}default:c=200333}d=pOb(32)|0;f[k>>2]=d;f[k+8>>2]=-2147483616;f[k+4>>2]=18;e=d;g=200578;h=e+18|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));b[d+18>>0]=0;e=KOb(k,c)|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=KOb(j,245100)|0;f[l>>2]=f[e>>2];f[l+4>>2]=f[e+4>>2];f[l+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;fhb(i,l);e=n+16|0;h=pOb(16)|0;f[h>>2]=40592;g=h+4|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[e>>2]=h;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);Evb(l,237430,200457,n,1);c=f[l>>2]|0;d=l+4|0;k=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[m>>2]=c;l=a+260|0;c=f[l>>2]|0;f[l>>2]=k;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[m>>2]|0,237506)|0;f[a+264>>2]=c;c=Kvb(f[m>>2]|0,240573)|0;f[a+268>>2]=c;c=Kvb(f[m>>2]|0,200525)|0;f[a+272>>2]=c;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0);df(Kvb(f[m>>2]|0,237534)|0,1);df(Kvb(f[m>>2]|0,200549)|0,2);df(Kvb(f[m>>2]|0,200564)|0,3);c=f[e>>2]|0;if((n|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);u=o;return}function qgb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0;H=0;I=u;u=u+1296|0;E=f[c>>2]|0;if(!E){u=I;return}F=(f[E+4>>2]|0)+8|0;if(!(f[F>>2]|0)){u=I;return}i=f[d>>2]|0;if(!i){A=0;B=0;C=0;D=0;G=0;H=10}else if(!(f[i+72>>2]|0)){A=0;B=0;C=0;D=0;G=0;H=10}else{o=f[i+4>>2]|0;m=f[o+8>>2]|0;o=f[o+12>>2]|0;if(o){gOb(o);i=f[d>>2]|0}j=f[i+72>>2]|0;i=f[i+76>>2]|0;if(i|0)gOb(i);if((j|0)!=0&((m|0)!=0&(f[(E+72|0)>>2]|0)!=0)){A=j;B=m;C=i;D=o;G=1;H=10}else{k=i;l=o}}if((H|0)==10){i=f[(a+16|0)>>2]|0;if(!i){Xgb(I+152|0);i=f[(I+152|0)>>2]|0;z=f[((I+152|0)+4|0)>>2]|0;f[(I+152|0)>>2]=0;f[((I+152|0)+4|0)>>2]=0;f[(a+16|0)>>2]=i;i=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=z;if(i|0){iOb(i);i=f[((I+152|0)+4|0)>>2]|0;if(i|0)iOb(i)}i=f[(a+16|0)>>2]|0}z=f[64754]|0;Yvb(258928,f[i>>2]|0)|0;j=f[64756]|0;k=f[64747]|0;nvb(I+88|0);l=b[259206]|0;Hwb(258928,0)|0;m=b[259052]|0;kwb(258928,0)|0;o=f[64773]|0;p=f[64775]|0;q=f[64774]|0;r=f[64776]|0;s=b[259204]|0;Fwb(258928,0)|0;t=+n[64765];v=+n[64766];w=+n[64767];x=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;do{y=1;if(y){y=0;if(h){hgb(a);if(!(Kub(f[c>>2]|0,a)|0)){Cub(I+152|0,f[c>>2]|0,0,1);i=f[(I+152|0)>>2]|0;h=f[((I+152|0)+4|0)>>2]|0;f[(I+152|0)>>2]=0;f[((I+152|0)+4|0)>>2]=0;f[a>>2]=i;i=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=h;if(i|0){iOb(i);i=f[((I+152|0)+4|0)>>2]|0;if(i|0)iOb(i)}}i=f[F>>2]|0;Bhb(I+152|0,g,f[i+16>>2]|0,f[i+20>>2]|0);f[(I+80|0)>>2]=f[(I+152|0)>>2];i=f[(I+152|0)+4>>2]|0;f[((I+80|0)+4|0)>>2]=i;if(i|0)gOb(i);R=f[64795]|0;Q=f[64796]|0;P=f[64797]|0;O=f[64798]|0;N=f[64799]|0;M=f[64800]|0;Awb(258928,7680,7680,7680)|0;L=f[64787]|0;K=f[64790]|0;J=f[64788]|0;i=f[64791]|0;c=f[64789]|0;h=f[64792]|0;g=1;f[I+192>>2]=a;f[I+208>>2]=d;f[I+216>>2]=e;f[I+264>>2]=A;f[I+272>>2]=B;f[I+312>>2]=E;f[I+360>>2]=R;f[I+368>>2]=Q;f[I+376>>2]=P;f[I+384>>2]=O;f[I+392>>2]=N;f[I+400>>2]=M;f[I+408>>2]=L;f[I+416>>2]=K;f[I+424>>2]=J;f[I+432>>2]=i;f[I+440>>2]=c;f[I+448>>2]=h;f[I+496>>2]=F;f[I+1032>>2]=G;f[I+1224>>2]=H;f[I+1240>>2]=g;f[I+1248>>2]=0;f[I+1252>>2]=0;yjb(I)}else y=1}if(y)if(1){pwb(258928,1,771)|0;Fwb(258928,1)|0;if(G){pgb(a);Uvb(258928,3)|0;Vvb(258928,f[A+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[(f[(E+72|0)>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[B+8>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[F>>2]|0)+8>>2]|0)|0;bwb(258928,f[f[a+256>>2]>>2]|0)|0;R=f[a+268>>2]|0;S=+n[a+40>>2];U=S*+n[a+32>>2];T=S*+n[a+36>>2];n[(I+152|0)>>2]=+n[a+28>>2]*S;n[(I+152|0)+4>>2]=U;n[(I+152|0)+8>>2]=T;n[(I+152|0)+12>>2]=S;lf(R|0,1,I+152|0|0);bf(f[a+272>>2]|0,+(+n[a+108>>2]));Ygb(f[a+264>>2]|0);break}else{ngb(0,a+236|0,200333);Uvb(258928,0)|0;Vvb(258928,f[(f[F>>2]|0)+8>>2]|0)|0;ogb(a,b[a+26>>0]|0,a+28|0);break}}}while(0);mwb(258928,t,v,w,x)|0;Fwb(258928,s<<24>>24!=0)|0;owb(258928,o,p,q,r)|0;kwb(258928,m<<24>>24!=0)|0;Hwb(258928,l<<24>>24!=0)|0;ovb(I+88|0);Uvb(258928,k)|0;bwb(258928,j)|0;Yvb(258928,z)|0;k=C;l=D}if(k|0)iOb(k);if(!l){u=I;return}iOb(l);u=I;return}function rgb(a,b){a=a|0;b=+b;b=b<0.0?0.0:b;n[a+108>>2]=b>1.0?1.0:b;return}function sgb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;return}function tgb(a){a=a|0;var b=0,c=0;f[a+16>>2]=0;c=a+20|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+24>>2]=0;c=a+28|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ugb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;h=a+24|0;d=f[h>>2]|0;if(!d){xub(e);d=f[e>>2]|0;g=e+4|0;j=f[g>>2]|0;f[e>>2]=0;f[g>>2]=0;f[h>>2]=d;e=a+28|0;d=f[e>>2]|0;f[e>>2]=j;if(d|0){iOb(d);d=f[g>>2]|0;if(d|0)iOb(d)}d=f[h>>2]|0}if((uub(d+64|0)|0)==(b|0))if((vub((f[h>>2]|0)+64|0)|0)==(c|0)){u=i;return}Iub(f[h>>2]|0,b,c,0,0,0)|0;u=i;return}function vgb(a){a=a|0;var b=0;f[a+24>>2]=0;b=a+28|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function wgb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;c=f[b>>2]|0;e=a+16|0;if(!c){f[e>>2]=0;e=a+20|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=g;return}iOb(b);u=g;return}if(Kub(c,e)|0){u=g;return}Cub(d,f[b>>2]|0,0,1);b=f[d>>2]|0;c=d+4|0;h=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[e>>2]=b;e=a+20|0;b=f[e>>2]|0;f[e>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}u=g;return}function xgb(a,b){a=a|0;b=b|0;a=f[b>>2]|0;b=f[a+4>>2]|0;dwb(258928,f[a>>2]|0)|0;a=uub(b)|0;Tvb(258928,0,0,a,vub(b)|0)|0;return}function ygb(a,b,c){a=a|0;b=b|0;c=c|0;dwb(258928,f[f[b>>2]>>2]|0)|0;a=f[c>>2]|0;Tvb(258928,0,0,f[a+16>>2]|0,f[a+20>>2]|0)|0;Gub(f[b>>2]|0,0,c,3553,0);return}function zgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+224|0;o=t;p=t+188|0;q=t+40|0;e=t+200|0;n=t+24|0;m=t+176|0;k=a+8|0;if(f[k>>2]|0)if(f[a+16>>2]|0){u=t;return}r=f[64756]|0;f[p>>2]=0;s=p+4|0;f[s>>2]=0;f[p+8>>2]=0;l=a+56|0;c=f[l>>2]|0;if(!c){c=0;d=0}else{Sqa(p,c);c=f[p>>2]|0;d=f[s>>2]|0}_gb(d-c>>2,c);if(!(f[k>>2]|0)){h=q+4|0;f[q>>2]=15100;i=q+56|0;f[i>>2]=15120;tEb(q+56|0,h);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(h);f[h>>2]=39692;j=q+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(h,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);g=m3a(q,200838,19)|0;g=m3a(KEb(g,f[l>>2]|0)|0,200858,19)|0;g=KEb(g,(f[l>>2]|0)>>>1)|0;b[o>>0]=10;m3a(g,o,1)|0;l3a(n,h);fhb(e,n);g=o+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[g>>2]=d;if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);Evb(n,237430,200637,o,1);e=f[n>>2]|0;c=n+4|0;v=f[c>>2]|0;f[n>>2]=0;f[c>>2]=0;f[k>>2]=e;e=a+12|0;d=f[e>>2]|0;f[e>>2]=v;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}v=Jvb(f[k>>2]|0,237506)|0;f[a+24>>2]=v;v=Kvb(f[k>>2]|0,200924)|0;f[a+28>>2]=v;bwb(258928,f[f[k>>2]>>2]|0)|0;df(Kvb(f[k>>2]|0,201322)|0,0);v=Kvb(f[k>>2]|0,200935)|0;c=f[p>>2]|0;cf(v|0,(f[s>>2]|0)-c>>2|0,c|0);c=f[g>>2]|0;if((o|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[q>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(q,39752);jDb(i)}g=a+16|0;if(!(f[g>>2]|0)){h=q+4|0;f[q>>2]=15100;i=q+56|0;f[i>>2]=15120;tEb(q+56|0,h);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(h);f[h>>2]=39692;j=q+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(h,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);e=m3a(q,200838,19)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=m3a(KEb(e,(f[l>>2]|0)>>>1)|0,200687,17)|0;b[o>>0]=10;m3a(e,o,1)|0;l3a(n,h);fhb(m,n);e=o+16|0;v=pOb(16)|0;f[v>>2]=40592;l=v+4|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[e>>2]=v;if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);Evb(n,237430,200637,o,1);v=f[n>>2]|0;d=n+4|0;m=f[d>>2]|0;f[n>>2]=0;f[d>>2]=0;f[g>>2]=v;v=a+20|0;c=f[v>>2]|0;f[v>>2]=m;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}v=Jvb(f[g>>2]|0,237506)|0;f[a+32>>2]=v;v=Kvb(f[g>>2]|0,200924)|0;f[a+36>>2]=v;v=Kvb(f[g>>2]|0,200705)|0;f[a+40>>2]=v;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201322)|0,0);v=Kvb(f[g>>2]|0,200935)|0;c=f[p>>2]|0;cf(v|0,(f[s>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((o|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[q>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(q,39752);jDb(i)}c=f[p>>2]|0;if(c|0){d=f[s>>2]|0;if((d|0)!=(c|0))f[s>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}bwb(258928,r)|0;u=t;return}function Agb(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;w=u;u=u+48|0;v=w+20|0;k=w;t=a+44|0;if(+n[t>>2]<=0.0){u=w;return}if(!(f[a>>2]|0)){Xgb(v);s=f[v>>2]|0;c=v+4|0;r=f[c>>2]|0;f[v>>2]=0;f[c>>2]=0;f[a>>2]=s;s=a+4|0;h=f[s>>2]|0;f[s>>2]=r;if(h|0){iOb(h);c=f[c>>2]|0;if(c|0)iOb(c)}}zgb(a);o=b[259206]|0;Hwb(258928,0)|0;p=b[259052]|0;kwb(258928,0)|0;q=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;r=f[64756]|0;s=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Chb(v);m=a+56|0;do if((f[m>>2]|0)>>>0>1){y=e+16|0;z=e+20|0;Bhb(k,g,f[y>>2]|0,f[z>>2]|0);Ehb(v,k)|0;Ghb(k);i=+$gb(+n[a+52>>2],b[a+60>>0]|0,+(f[y>>2]|0),+(f[z>>2]|0));x=Hhb(v)|0;c=f[64758]|0;h=f[64759]|0;dwb(258928,f[f[x>>2]>>2]|0)|0;x=f[64743]|0;k=f[64744]|0;g=f[64745]|0;l=f[64746]|0;Tvb(258928,0,0,f[y>>2]|0,f[z>>2]|0)|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[e+8>>2]|0)|0;ef(f[a+28>>2]|0,+(i/+(f[y>>2]|0)),0.0);Ygb(f[a+24>>2]|0);Tvb(258928,x,k,g,l)|0;if((c|0)==(h|0)){dwb(258928,c)|0;break}else{ewb(258928,c)|0;fwb(258928,h)|0;break}}else i=1.0;while(0);c=f[64773]|0;h=f[64775]|0;k=f[64774]|0;g=f[64776]|0;pwb(258928,1,771)|0;l=b[259204]|0;Fwb(258928,1)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;if((f[m>>2]|0)>>>0>1){Vvb(258928,f[(f[v>>2]|0)+8>>2]|0)|0;ef(f[a+36>>2]|0,0.0,+(i/+(f[e+20>>2]|0)))}else Vvb(258928,f[e+8>>2]|0)|0;i=+n[t>>2];j=+n[a+48>>2];if(j>0.0)i=i*+ahb(0.0,j,90.0-+Q(+d)*57.295780181884766);bf(f[a+40>>2]|0,+i);Ygb(f[a+32>>2]|0);Fwb(258928,l<<24>>24!=0)|0;owb(258928,c,h,k,g)|0;Ghb(v);Vvb(258928,s)|0;bwb(258928,r)|0;Yvb(258928,q)|0;kwb(258928,p<<24>>24!=0)|0;Hwb(258928,o<<24>>24!=0)|0;u=w;return}function Bgb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+44|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Cgb(a,b){a=a|0;b=b|0;var c=0;b=b|1;c=a+56|0;if((f[c>>2]|0)==(b|0)){a=0;return a|0}f[c>>2]=b;f[a+8>>2]=0;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+16>>2]=0;a=a+20|0;b=f[a>>2]|0;f[a>>2]=0;if(!b){a=1;return a|0}iOb(b);a=1;return a|0}function Dgb(a,c,d){a=a|0;c=+c;d=d|0;var e=0;if(c<=0.0){e=0;return e|0}e=a+52|0;a=a+60|0;if(+n[e>>2]==c)if((b[a>>0]|0)==d<<24>>24){e=0;return e|0}n[e>>2]=c;b[a>>0]=d;e=1;return e|0}function Egb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=90.0;n[g>>2]=0.0;g=b>0.0?e:g;c=f[(+n[g>>2]<90.0?g:c)>>2]|0;f[e>>2]=c;a=a+48|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Fgb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0;d=u;u=u+1184|0;n=d+1056|0;g=d+928|0;m=d+800|0;i=d+672|0;k=d+544|0;l=d+408|0;j=d+272|0;h=d+136|0;e=d;p[n>>3]=1.0;z=n+8|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;f[z+28>>2]=0;p[n+40>>3]=1.0;z=n+48|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;f[z+28>>2]=0;p[n+80>>3]=1.0;z=n+88|0;f[z>>2]=0;f[z+4>>2]=0;p[n+120>>3]=1.0;w=+p[b>>3];p[n+96>>3]=w;o=+p[b+8>>3];p[n+104>>3]=o;s=+p[b+16>>3];p[n+112>>3]=s;p[g>>3]=1.0;b=g+8|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;p[g+40>>3]=1.0;b=g+48|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;p[g+80>>3]=1.0;b=g+88|0;f[b>>2]=0;f[b+4>>2]=0;p[g+120>>3]=1.0;p[g+96>>3]=-w;p[g+104>>3]=-o;p[g+112>>3]=-s;s=+p[c+8>>3];o=+p[c+16>>3];b=!(s*s+o*o+0.0>=.001);w=+p[c>>3];y=b?-o:0.0;v=b?0.0:o;x=b?w:-s;r=+L(+(y*y+(v*v+x*x)));y=y/r;v=v/r;r=x/r;x=s*r-o*v;t=o*y-w*r;q=w*v-s*y;c=m+24|0;f[c>>2]=0;f[c+4>>2]=0;c=m+56|0;f[c>>2]=0;f[c+4>>2]=0;c=m+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[m+120>>3]=1.0;p[m>>3]=y;p[m+8>>3]=v;p[m+16>>3]=r;p[m+32>>3]=x;p[m+40>>3]=t;p[m+48>>3]=q;p[m+64>>3]=w;p[m+72>>3]=s;p[m+80>>3]=o;p[i>>3]=y;p[i+8>>3]=x;p[i+16>>3]=w;p[i+24>>3]=0.0;p[i+32>>3]=v;p[i+40>>3]=t;p[i+48>>3]=s;p[i+56>>3]=0.0;p[i+64>>3]=r;p[i+72>>3]=q;p[i+80>>3]=o;c=i+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[i+120>>3]=1.0;p[k>>3]=1.0;c=k+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[k+40>>3]=1.0;c=k+48|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;c=k+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[k+120>>3]=1.0;p[k+80>>3]=-1.0;f[l>>2]=n;f[l+4>>2]=m;c=l+8|0;yAa(c,l)|0;f[j>>2]=c;f[j+4>>2]=k;c=j+8|0;yAa(c,j)|0;f[h>>2]=c;f[h+4>>2]=i;c=h+8|0;yAa(c,h)|0;f[e>>2]=c;f[e+4>>2]=g;c=e+8|0;yAa(c,e)|0;p[a>>3]=+p[c>>3];p[a+8>>3]=+p[e+16>>3];p[a+16>>3]=+p[e+24>>3];p[a+24>>3]=+p[e+32>>3];p[a+32>>3]=+p[e+40>>3];p[a+40>>3]=+p[e+48>>3];p[a+48>>3]=+p[e+56>>3];p[a+56>>3]=+p[e+64>>3];p[a+64>>3]=+p[e+72>>3];p[a+72>>3]=+p[e+80>>3];p[a+80>>3]=+p[e+88>>3];p[a+88>>3]=+p[e+96>>3];p[a+96>>3]=+p[e+104>>3];p[a+104>>3]=+p[e+112>>3];p[a+112>>3]=+p[e+120>>3];p[a+120>>3]=+p[e+128>>3];u=d;return}function Ggb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,200715,200756,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+56>>2]=j;j=Kvb(f[g>>2]|0,240573)|0;f[a+60>>2]=j;j=Kvb(f[g>>2]|0,200797)|0;f[a+64>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function Hgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+208|0;n=r;o=r+188|0;p=r+40|0;h=r+176|0;l=r+24|0;m=a+16|0;if(f[m>>2]|0){u=r;return}g=a+92|0;c=f[g>>2]|0;f[o>>2]=0;q=o+4|0;f[q>>2]=0;f[o+8>>2]=0;do if(!c){d=0;e=0}else if(c>>>0>1073741823)AMb(o);else{k=c<<2;d=pOb(k)|0;f[o>>2]=d;e=d+(c<<2)|0;f[o+8>>2]=e;dQb(d|0,0,k|0)|0;f[q>>2]=e;break}while(0);_gb(e-d>>2,d);i=p+4|0;f[p>>2]=15100;j=p+56|0;f[j>>2]=15120;tEb(p+56|0,i);f[p+128>>2]=0;f[p+132>>2]=-1;f[p>>2]=39656;f[p+56>>2]=39676;xEb(i);f[i>>2]=39692;k=p+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[p+52>>2]=16;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;k3a(i,n);if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);e=m3a(p,200838,19)|0;e=m3a(KEb(e,f[g>>2]|0)|0,200858,19)|0;e=KEb(e,(f[g>>2]|0)>>>1)|0;b[n>>0]=10;m3a(e,n,1)|0;l3a(l,i);fhb(h,l);e=n+16|0;g=pOb(16)|0;f[g>>2]=40592;d=g+4|0;f[d>>2]=f[h>>2];f[d+4>>2]=f[h+4>>2];f[d+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[e>>2]=g;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);Evb(l,237430,200878,n,1);c=f[l>>2]|0;d=l+4|0;h=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[m>>2]=c;l=a+20|0;c=f[l>>2]|0;f[l>>2]=h;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[m>>2]|0,237506)|0;f[a+68>>2]=c;c=Kvb(f[m>>2]|0,200924)|0;f[a+72>>2]=c;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,201322)|0,0);m=Kvb(f[m>>2]|0,200935)|0;c=f[o>>2]|0;cf(m|0,(f[q>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((n|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[p>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(p,39752);jDb(j);c=f[o>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}u=r;return}function Igb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;j=u;u=u+16|0;i=j;if(+n[a+88>>2]<=0.0){u=j;return}Ggb(a);g=f[a>>2]|0;if(!g){Xgb(i);g=f[i>>2]|0;h=i+4|0;k=f[h>>2]|0;f[i>>2]=0;f[h>>2]=0;f[a>>2]=g;i=a+4|0;g=f[i>>2]|0;f[i>>2]=k;if(g|0){iOb(g);g=f[h>>2]|0;if(g|0)iOb(g)}g=f[a>>2]|0}k=f[64754]|0;Yvb(258928,f[g>>2]|0)|0;i=f[64756]|0;h=f[64747]|0;Uvb(258928,0)|0;g=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;l=b[259206]|0;Hwb(258928,0)|0;m=b[259052]|0;kwb(258928,0)|0;o=b[259205]|0;Gwb(258928,1)|0;Kgb(a,Jgb(a,c,e)|0,d);Gwb(258928,o<<24>>24!=0)|0;kwb(258928,m<<24>>24!=0)|0;Hwb(258928,l<<24>>24!=0)|0;Vvb(258928,g)|0;Uvb(258928,h)|0;bwb(258928,i)|0;Yvb(258928,k)|0;u=j;return}function Jgb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0.0;l=u;u=u+16|0;i=l+12|0;j=l+8|0;h=l;if((f[a+92>>2]|0)>>>0<2){k=c;u=l;return k|0}k=a+32|0;g=f[k>>2]|0;do if(!g)e=c+16|0;else{e=c+16|0;if((f[g+16>>2]|0)==(f[e>>2]|0))if((f[g+20>>2]|0)==(f[c+20>>2]|0)){if(d)break;if(b[a+100>>0]|0)break;f[a+24>>2]=0;j=a+28|0;e=f[j>>2]|0;f[j>>2]=0;if(e|0)iOb(e);f[a+40>>2]=0;a=a+44|0;e=f[a>>2]|0;f[a>>2]=0;if(e|0)iOb(e);k=f[k>>2]|0;u=l;return k|0}f[a+24>>2]=0;d=a+28|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[a+40>>2]=0;d=a+44|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[k>>2]=0;d=a+36|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[a+48>>2]=0;d=a+52|0;g=f[d>>2]|0;f[d>>2]=0;if(g)iOb(g)}while(0);b[a+100>>0]=0;f[i>>2]=f[e>>2];f[j>>2]=f[c+20>>2];Hgb(a);f[h>>2]=i;f[h+4>>2]=j;e=a+40|0;if(!(f[e>>2]|0))Lgb(h,a+24|0,e,9728);g=a+48|0;if(!(f[g>>2]|0))Lgb(h,k,g,9729);r=+n[a+96>>2]/+(f[i>>2]|0);d=f[64758]|0;h=f[64759]|0;dwb(258928,f[f[e>>2]>>2]|0)|0;q=f[64743]|0;p=f[64744]|0;o=f[64745]|0;m=f[64746]|0;Tvb(258928,0,0,f[i>>2]|0,f[j>>2]|0)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;Vvb(258928,f[c+8>>2]|0)|0;j=a+72|0;ef(f[j>>2]|0,+r,0.0);e=a+68|0;Ygb(f[e>>2]|0);dwb(258928,f[f[g>>2]>>2]|0)|0;Vvb(258928,f[(f[a+24>>2]|0)+8>>2]|0)|0;ef(f[j>>2]|0,0.0,+r);Ygb(f[e>>2]|0);e=f[k>>2]|0;Tvb(258928,q,p,o,m)|0;if((d|0)==(h|0))dwb(258928,d)|0;else{ewb(258928,d)|0;fwb(258928,h)|0}q=e;u=l;return q|0}function Kgb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0;e=u;u=u+16|0;l=e;j=f[64773]|0;i=f[64775]|0;h=f[64774]|0;g=f[64776]|0;pwb(258928,1,771)|0;k=b[259204]|0;Fwb(258928,1)|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[c+8>>2]|0)|0;c=f[a+60>>2]|0;m=+n[a+88>>2];p=m*+n[a+80>>2];o=m*+n[a+84>>2];n[l>>2]=m*+n[a+76>>2];n[l+4>>2]=p;n[l+8>>2]=o;n[l+12>>2]=m;lf(c|0,1,l|0);nf(f[a+64>>2]|0,1,0,d|0);Ygb(f[a+56>>2]|0);Fwb(258928,k<<24>>24!=0)|0;owb(258928,j,i,h,g)|0;u=e;return}function Lgb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;g=i+8|0;h=i;Lwb(g);Nwb(g,d,0);Twb(h);j=f[h>>2]|0;e=h+4|0;k=f[e>>2]|0;f[h>>2]=0;f[e>>2]=0;f[b>>2]=j;j=b+4|0;d=f[j>>2]|0;f[j>>2]=k;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}axb(f[b>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[a+4>>2]>>2]|0,g);xub(h);k=f[h>>2]|0;e=h+4|0;j=f[e>>2]|0;f[h>>2]=0;f[e>>2]=0;f[c>>2]=k;k=c+4|0;d=f[k>>2]|0;f[k>>2]=j;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}Gub(f[c>>2]|0,0,b,3553,0);u=i;return}function Mgb(a,b){a=a|0;b=b|0;var c=0;c=a+76|0;if(+n[c>>2]==+n[b>>2])if(+n[a+80>>2]==+n[b+4>>2])if(+n[a+84>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Ngb(a,b){a=a|0;b=+b;a=a+88|0;if(+n[a>>2]==b){a=0;return a|0}n[a>>2]=b;a=1;return a|0}function Ogb(a,c){a=a|0;c=c|0;var d=0;c=c|1;d=a+92|0;if((f[d>>2]|0)==(c|0)){a=0;return a|0}f[d>>2]=c;b[a+100>>0]=1;f[a+16>>2]=0;a=a+20|0;c=f[a>>2]|0;f[a>>2]=0;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function Pgb(a,c){a=a|0;c=+c;var d=0;if(!(c<=0.0)){d=a+96|0;if(+n[d>>2]==c)a=0;else{n[d>>2]=c;b[a+100>>0]=1;a=1}}else a=0;return a|0}function Qgb(a){a=a|0;var b=0,c=0;f[a+24>>2]=0;c=a+28|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+48>>2]=0;c=a+52|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function Rgb(a){a=a|0;var c=0,d=0,e=0;c=a+72|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));b[c>>0]=2;e=a+73|0;b[e>>0]=b[e>>0]&-16|1;return}function Sgb(a,c){a=a|0;c=c|0;var d=0;d=a+72|0;if(!(c<<24>>24!=4?(b[d>>0]|0)!=c<<24>>24:0))return;b[d>>0]=c;d=a+73|0;b[d>>0]=b[d>>0]|1;return}function Tgb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+64|0;l=n+48|0;m=n;i=n+24|0;k=n+40|0;d=c&1;e=a+73|0;g=b[e>>0]|0;if(!(g&1))if(((g&255)>>>1&1|0)==(c&1|0)){u=n;return}b[e>>0]=g&-4|d<<1&255;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;j=Mub()|0;if((f[j>>2]|0)>>>0>2)if(bvb()|0)h=6;else FOb(l,245116)|0;else h=6;if((h|0)==6)FOb(l,245102)|0;switch(b[a+72>>0]|0){case 0:{KOb(l,200945)|0;break}case 1:case 4:{KOb(l,200970)|0;break}case 2:{KOb(l,200998)|0;break}case 3:{KOb(l,201024)|0;break}default:{}}if(c)KOb(l,201051)|0;fhb(i,l);j=m+16|0;h=pOb(16)|0;f[h>>2]=40592;c=h+4|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[j>>2]=h;Evb(k,201077,201115,m,1);h=a+8|0;i=f[k>>2]|0;c=k+4|0;g=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[h>>2]=i;i=a+12|0;d=f[i>>2]|0;f[i>>2]=g;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}Evb(k,201153,201192,m,1);g=a+16|0;i=f[k>>2]|0;c=k+4|0;e=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+20|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}Evb(k,201231,201270,m,1);e=a+24|0;c=f[k>>2]|0;d=k+4|0;i=f[d>>2]|0;f[k>>2]=0;f[d>>2]=0;f[e>>2]=c;k=a+28|0;c=f[k>>2]|0;f[k>>2]=i;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[h>>2]|0,237506)|0;f[a+48>>2]=c;c=Jvb(f[g>>2]|0,237506)|0;f[a+56>>2]=c;c=Jvb(f[e>>2]|0,237506)|0;f[a+64>>2]=c;c=Kvb(f[h>>2]|0,201309)|0;f[a+52>>2]=c;c=Kvb(f[g>>2]|0,201309)|0;f[a+60>>2]=c;c=Kvb(f[e>>2]|0,201309)|0;f[a+68>>2]=c;c=f[64756]|0;bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201330)|0,0);df(Kvb(f[g>>2]|0,201338)|0,1);df(Kvb(f[g>>2]|0,201345)|0,2);bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,201322)|0,0);df(Kvb(f[e>>2]|0,237534)|0,1);bwb(258928,c)|0;c=f[j>>2]|0;if((m|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);u=n;return}function Ugb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;e=g;d=a+40|0;if(!(f[d>>2]|0)){Twb(e);h=f[e>>2]|0;b=e+4|0;i=f[b>>2]|0;f[e>>2]=0;f[b>>2]=0;f[d>>2]=h;h=a+44|0;c=f[h>>2]|0;f[h>>2]=i;if(c|0){iOb(c);b=f[b>>2]|0;if(b|0)iOb(b)}i=qOb(179200)|0;unb(i,179200,201354,36002)|0;h=f[d>>2]|0;Lwb(e);$wb(h,6410,160,560,6410,5121,i,e);tOb(i)}d=a+32|0;if(f[d>>2]|0){u=g;return}Twb(e);i=f[e>>2]|0;c=e+4|0;h=f[c>>2]|0;f[e>>2]=0;f[c>>2]=0;f[d>>2]=i;i=a+36|0;b=f[i>>2]|0;f[i>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}i=qOb(1024)|0;unb(i,1024,237356,74)|0;h=f[d>>2]|0;Lwb(e);$wb(h,6409,64,16,6409,5121,i,e);tOb(i);u=g;return}function Vgb(a){a=a|0;var b=0,c=0;f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function Wgb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;w=u;u=u+128|0;s=w+100|0;t=w+80|0;q=w+64|0;v=w;r=a+73|0;if(b[r>>0]&8){v=0;u=w;return v|0}if(!(avb()|0)){v=0;u=w;return v|0}if(Epb()|0)if(Cpb()|0)if(Fpb(64,-1)|0){v=0;u=w;return v|0}if(!(b[r>>0]&4))Lub(1)|0;Ugb(a);Tgb(a,e);if(!(f[a>>2]|0)){Xgb(s);k=f[s>>2]|0;e=s+4|0;j=f[e>>2]|0;f[s>>2]=0;f[e>>2]=0;f[a>>2]=k;k=a+4|0;g=f[k>>2]|0;f[k>>2]=j;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}}B=f[c>>2]|0;C=f[B+16>>2]|0;B=f[B+20>>2]|0;Bhb(s,d,C,B);Bhb(t,d,C,B);m=+(C|0);l=+(B|0);n[q>>2]=1.0/m;n[q+4>>2]=1.0/l;n[q+8>>2]=m;n[q+12>>2]=l;d=b[259206]|0;Hwb(258928,0)|0;h=b[259052]|0;kwb(258928,0)|0;i=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;j=f[64756]|0;k=f[64747]|0;nvb(v);l=+n[64765];m=+n[64766];o=+n[64767];p=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;e=f[64758]|0;g=f[64759]|0;A=f[64743]|0;z=f[64744]|0;y=f[64745]|0;x=f[64746]|0;Tvb(258928,0,0,C,B)|0;B=Hhb(s)|0;dwb(258928,f[f[B>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;lf(f[a+52>>2]|0,1,q|0);Ygb(f[a+48>>2]|0);B=Hhb(t)|0;dwb(258928,f[f[B>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+16>>2]>>2]|0)|0;Vvb(258928,f[(f[s>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[a+40>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[(f[a+32>>2]|0)+8>>2]|0)|0;lf(f[a+60>>2]|0,1,q|0);Ygb(f[a+56>>2]|0);Tvb(258928,A,z,y,x)|0;if((e|0)==(g|0))dwb(258928,e)|0;else{ewb(258928,e)|0;fwb(258928,g)|0}bwb(258928,f[f[a+24>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[t>>2]|0)+8>>2]|0)|0;lf(f[a+68>>2]|0,1,q|0);Ygb(f[a+64>>2]|0);e=b[r>>0]|0;if(!(e&4)){b[r>>0]=e|4;C=(Lub(1)|0)==0;e=b[r>>0]|0;if(!C){e=e|8;b[r>>0]=e}}mwb(258928,l,m,o,p)|0;ovb(v);Uvb(258928,k)|0;bwb(258928,j)|0;Yvb(258928,i)|0;kwb(258928,h<<24>>24!=0)|0;Hwb(258928,d<<24>>24!=0)|0;Ghb(t);Ghb(s);C=(e&8)==0;u=w;return C|0}function Xgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+80|0;h=j+64|0;g=j;if(!(b[257352]|0))MPb(257352)|0;f[a>>2]=0;i=a+4|0;f[i>>2]=0;c=f[64691]|0;do if(!c)f[i>>2]=0;else{c=kOb(c)|0;f[i>>2]=c;if(c|0){e=f[64690]|0;f[a>>2]=e;if(!e){iOb(c);break}else{u=j;return}}}while(0);iub(h,34962);c=g;d=40628;e=c+64|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));nub(f[h>>2]|0,64,g,35044);c=f[h>>2]|0;d=h+4|0;e=f[d>>2]|0;if(e|0)hOb(e);f[64690]=c;c=f[64691]|0;f[64691]=e;if(c|0)jOb(c);f[a>>2]=f[h>>2];f[i>>2]=f[d>>2];u=j;return}function Ygb(a){a=a|0;sf(a|0,4,5126,0,0,0);re(a|0);le(6,0,4);ke(a|0);return}function Zgb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;h=j;i=1<<c;g=qOb(i<<c)|0;d=0;c=g;do{e=0;do{l=(JCb()|0)&255;k=c;c=c+1|0;b[k>>0]=l;e=e+1|0}while(e>>>0<i>>>0);d=d+1|0}while(d>>>0<i>>>0);Lwb(h);Nwb(h,9729,0);Mwb(h,10497,0);Twb(a);$wb(f[a>>2]|0,6409,i,i,6409,5121,g,h);tOb(g);u=j;return}function _gb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0;switch(a|0){case 1:{n[b>>2]=1.0;return}case 0:return;default:{f=3.328000068664551/+((a+-1|0)>>>0);d=0.0;e=-1.6640000343322754;c=0;while(1){g=+U(+(e*e*-.5));d=d+g;n[b+(c<<2)>>2]=g;c=c+1|0;if((c|0)==(a|0))break;else e=f+e}d=1.0/d;c=0;do{h=b+(c<<2)|0;n[h>>2]=d*+n[h>>2];c=c+1|0}while((c|0)!=(a|0));return}}}function $gb(a,b,c,d){a=+a;b=b|0;c=+c;d=+d;switch(b<<24>>24){case 2:{a=a*d;break}case 1:{a=a*c;break}default:{}}return +a}function ahb(a,b,c){a=+a;b=+b;c=+c;c=(c-a)/(b-a);c=c<1.0?c:1.0;c=c>0.0?c:0.0;return +(c*c*(3.0-c*2.0))}function bhb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function chb(a){a=a|0;return}function dhb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,237467,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,237525)|0,0);df(Kvb(f[g>>2]|0,237534)|0,1);bwb(258928,j)|0;u=h;return}function ehb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+64|0;q=r;dhb(a);e=f[a>>2]|0;if(!e){Xgb(q);p=f[q>>2]|0;g=q+4|0;o=f[g>>2]|0;f[q>>2]=0;f[g>>2]=0;f[a>>2]=p;p=a+4|0;e=f[p>>2]|0;f[p>>2]=o;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}e=f[a>>2]|0}p=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;g=f[64756]|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;h=f[64747]|0;nvb(q);i=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;n=f[64776]|0;pwb(258928,1,771)|0;o=b[259204]|0;Fwb(258928,1)|0;Uvb(258928,1)|0;e=f[d>>2]|0;if(!e)e=0;else{e=f[(f[e+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0}Vvb(258928,e)|0;Uvb(258928,0)|0;e=f[(f[(f[c>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Ygb(f[a+16>>2]|0);Fwb(258928,o<<24>>24!=0)|0;owb(258928,k,l,m,n)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;ovb(q);Uvb(258928,h)|0;bwb(258928,g)|0;Yvb(258928,p)|0;u=r;return}function fhb(a,b){a=a|0;b=b|0;xOb(a,b);return}function ghb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;if(oAb(237542,c)|0)if(oAb(237550,c+((pAb(c)|0)+-8)|0)|0){e=exb(c,d,e)|0;return e|0}if(d|0){c=b[a+11>>0]|0;if(c<<24>>24<0){c=f[a+4>>2]|0;h=qOb(c+1|0)|0;g=f[a>>2]|0}else{h=qOb((c&255)+1|0)|0;c=c&255;g=a}bQb(h|0,g|0,c+1|0)|0;c=f[d>>2]|0;f[d>>2]=h;if(c|0)tOb(c)}if(!e){e=1;return e|0}c=b[a+11>>0]|0;if(c<<24>>24<0)c=f[a+4>>2]|0;else c=c&255;f[e>>2]=c;e=1;return e|0}function hhb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;d=b[c>>0]|0;a=d&255;d=d<<24>>24==0;if(d)a=(a<<6)+-1640531527+(a>>>2)+(h[c+1>>0]|0)^a;i=(f[c+4>>2]|0)+-1640531527+(a<<6)+(a>>>2)^a;if(!d)return i|0;d=c+8|0;e=f[c+16>>2]|0;if(!e)a=0;else{g=c+8+(e<<1)|0;a=h[d>>0]|0;a=(h[c+9>>0]|0)+-1640531527+(a<<6)+(a>>>2)^a;if((e|0)!=1){e=c+10|0;while(1){c=h[e>>0]|0;a=(a<<6)+-1640531527+(a>>>2)+((h[d+3>>0]|0)+-1640531527+(c<<6)+(c>>>2)^c)^a;d=e+2|0;if((d|0)==(g|0))break;else{c=e;e=d;d=c}}}}i=(i<<6)+-1640531527+(i>>>2)+a^i;return i|0}function ihb(){var a=0;if(!(b[257360]|0))if(MPb(257360)|0){a=(((f[64734]|0)+-59|0)>>>0)/3|0;f[64692]=a>>>0<256?a:256}return f[64692]|0}function jhb(){var a=0;if(b[257368]|0)return 258772;if(!(MPb(257368)|0))return 258772;a=pOb(20)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[a+16>>2]=1.0;f[64693]=a;return 258772}function khb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;H=u;u=u+288|0;C=H+24|0;q=H+280|0;E=H+268|0;F=H+256|0;G=H;B=H+120|0;v=H+108|0;r=H+96|0;s=H+84|0;t=H+72|0;w=H+60|0;x=H+48|0;f[E>>2]=0;f[E+4>>2]=0;f[E+8>>2]=0;f[F>>2]=0;f[F+4>>2]=0;f[F+8>>2]=0;D=G+16|0;f[D>>2]=0;y=B+4|0;f[B>>2]=15100;z=B+56|0;f[z>>2]=15120;tEb(B+56|0,y);f[B+128>>2]=0;f[B+132>>2]=-1;f[B>>2]=39656;f[B+56>>2]=39676;xEb(y);f[y>>2]=39692;A=B+36|0;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;f[B+52>>2]=16;f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;k3a(y,C);if((b[C+11>>0]|0)<0)sOb(f[C>>2]|0);if(Apb()|0){p=m3a(B,237559,18)|0;vEb(C,p+(f[(f[p>>2]|0)+-12>>2]|0)|0);o=XFb(C,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(C);OEb(p,o)|0;AEb(p)|0}else if(Dpb()|0){p=m3a(B,237578,25)|0;vEb(C,p+(f[(f[p>>2]|0)+-12>>2]|0)|0);o=XFb(C,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(C);OEb(p,o)|0;AEb(p)|0}if(evb()|0)m3a(B,237604,23)|0;if(dvb()|0)m3a(B,237628,15)|0;h=c+4|0;if(!(f[h>>2]&8)){a=m3a(B,237667,22)|0;if(!(b[257360]|0))if(MPb(257360)|0){p=(((f[64734]|0)+-59|0)>>>0)/3|0;f[64692]=p>>>0<256?p:256}p=KEb(a,f[64692]|0)|0;b[C>>0]=10;m3a(p,C,1)|0}else m3a(B,237644,22)|0;a=f[h>>2]|0;if(a&1){m3a(B,237690,17)|0;a=f[h>>2]|0}if(a&16){m3a(B,237708,24)|0;a=f[h>>2]|0}if(a&2048|0)m3a(KEb(m3a(KEb(m3a(B,237733,32)|0,6)|0,237766,43)|0,4)|0,237810,27)|0;a:do switch(b[c>>0]|0){case 1:case 2:{FOb(E,237838)|0;FOb(F,237872)|0;if((b[c>>0]|0)==1)m3a(B,237906,24)|0;break}case 0:{FOb(E,237931)|0;FOb(F,237976)|0;switch(b[c+1>>0]|0){case 0:{m3a(B,238021,17)|0;break a}case 1:break;default:break a}m3a(B,238039,46)|0;if(f[h>>2]&262144|0)m3a(B,238086,34)|0;break}default:{}}while(0);a=f[h>>2]|0;if(a&4){m3a(B,238121,24)|0;a=f[h>>2]|0}if(a&32){m3a(B,238146,21)|0;a=f[h>>2]|0;if(a&64){m3a(B,238168,9)|0;a=f[h>>2]|0}if(a&128|0)m3a(B,238178,10)|0;m3a(B,238189,2)|0;a=f[h>>2]|0;if(a&256){m3a(B,238192,26)|0;a=f[h>>2]|0}}if(a&512){m3a(B,238219,22)|0;a=f[h>>2]|0}if(a&1024){m3a(B,238242,27)|0;a=f[h>>2]|0}if(a&131072){m3a(B,238270,22)|0;a=f[h>>2]|0}if(a&524288){m3a(B,238293,24)|0;a=f[h>>2]|0}if(a&2){m3a(B,238318,18)|0;a=f[h>>2]|0;if(a&4096){m3a(B,238337,23)|0;a=f[h>>2]|0}if(a&8192){m3a(B,238361,22)|0;a=f[h>>2]|0}if(a&16384){m3a(B,238384,24)|0;a=f[h>>2]|0}}if(a&32768|0){m3a(B,238409,24)|0;if(f[h>>2]&65536|0)m3a(B,238434,31)|0}j=v+8|0;f[j>>2]=0;k=r+8|0;f[k>>2]=0;l=s+8|0;f[l>>2]=0;m=t+8|0;f[m>>2]=0;n=f[c+16>>2]|0;if(!n){h=0;a=0}else{h=0;o=0;a=0;p=0;do{d[v+(h<<1)>>1]=p;h=(f[j>>2]|0)+1|0;f[j>>2]=h;i=b[c+8+(o<<1)+1>>0]&1;if(i<<24>>24){d[r+(a<<1)>>1]=p;a=(f[k>>2]|0)+1|0;f[k>>2]=a}if(!(b[c+8+(o<<1)>>0]|0)){I=i<<24>>24!=0;o=I?m:l;i=f[o>>2]|0;d[(I?t:s)+(i<<1)>>1]=p;f[o>>2]=i+1}p=p+1<<16>>16;o=p&65535}while(n>>>0>o>>>0)}I=KEb(m3a(B,238466,23)|0,h)|0;b[C>>0]=10;m3a(I,C,1)|0;a=KEb(m3a(B,238490,30)|0,a)|0;b[C>>0]=10;m3a(a,C,1)|0;lhb(B,238521,v);lhb(B,238531,r);lhb(B,238548,s);lhb(B,238568,t);l3a(x,y);fhb(w,x);t=f[w>>2]|0;v=w+4|0;f[q>>2]=f[v>>2];d[q+4>>1]=d[v+4>>1]|0;b[q+6>>0]=b[v+6>>0]|0;v=b[w+11>>0]|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;a=C+16|0;I=pOb(16)|0;f[I>>2]=40592;f[I+4>>2]=t;t=I+8|0;f[t>>2]=f[q>>2];d[t+4>>1]=d[q+4>>1]|0;b[t+6>>0]=b[q+6>>0]|0;b[I+15>>0]=v;f[q>>2]=0;d[q+4>>1]=0;b[q+6>>0]=0;f[a>>2]=I;mhb(C,G);a=f[a>>2]|0;if((C|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);if((b[w+11>>0]|0)<0)sOb(f[w>>2]|0);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);f[B>>2]=39656;f[z>>2]=39676;f[y>>2]=39692;if((b[A+11>>0]|0)<0)sOb(f[A>>2]|0);oDb(y);kEb(B,39752);jDb(z);j=E+11|0;tvb(C,35633,(b[j>>0]|0)<0?f[E>>2]|0:E,G,0);I=f[C>>2]|0;h=C+4|0;B=f[h>>2]|0;f[C>>2]=0;f[h>>2]=0;f[e>>2]=I;I=e+4|0;a=f[I>>2]|0;f[I>>2]=B;do if(a|0){iOb(a);a=f[h>>2]|0;if(!a)break;iOb(a)}while(0);i=F+11|0;tvb(C,35632,(b[i>>0]|0)<0?f[F>>2]|0:F,G,0);I=f[C>>2]|0;h=C+4|0;e=f[h>>2]|0;f[C>>2]=0;f[h>>2]=0;f[g>>2]=I;I=g+4|0;a=f[I>>2]|0;f[I>>2]=e;do if(a|0){iOb(a);a=f[h>>2]|0;if(!a)break;iOb(a)}while(0);a=f[D>>2]|0;do if((G|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);if((b[i>>0]|0)<0)sOb(f[F>>2]|0);if((b[j>>0]|0)>=0){u=H;return}sOb(f[E>>2]|0);u=H;return}function lhb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,j=0;i=u;u=u+16|0;h=i;g=e+8|0;if(!(f[g>>2]|0)){u=i;return}j=m3a(a,238589,8)|0;m3a(j,c,pAb(c)|0)|0;g=f[g>>2]|0;c=e+(g<<1)|0;if(g|0)do{j=m3a(a,238598,10)|0;j=IEb(j,d[e>>1]|0)|0;b[h>>0]=41;m3a(j,h,1)|0;e=e+2|0}while((e|0)!=(c|0));vEb(h,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);j=XFb(h,260896)|0;j=Rg[f[(f[j>>2]|0)+28>>2]&255](j,10)|0;YFb(h);OEb(a,j)|0;AEb(a)|0;u=i;return}function mhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;c=i;if((b|0)==(a|0)){u=i;return}e=a+16|0;d=f[e>>2]|0;g=d;h=b+16|0;if((d|0)==(a|0))if((f[h>>2]|0)==(b|0)){oh[f[(f[d>>2]|0)+12>>2]&1023](d,c);g=f[e>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[e>>2]=0;g=f[h>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,a);g=f[h>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[h>>2]=0;f[e>>2]=a;oh[f[(f[c>>2]|0)+12>>2]&1023](c,b);gh[f[(f[c>>2]|0)+16>>2]&2047](c);f[h>>2]=b;u=i;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);h=f[e>>2]|0;gh[f[(f[h>>2]|0)+16>>2]&2047](h);h=b+16|0;f[e>>2]=f[h>>2];f[h>>2]=b;u=i;return}else{c=f[h>>2]|0;if((b|0)==(c|0)){oh[f[(f[c>>2]|0)+12>>2]&1023](c,a);g=f[h>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[h>>2]=f[e>>2];f[e>>2]=a;u=i;return}else{f[e>>2]=c;f[h>>2]=g;u=i;return}}}function nhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;Oqb(a);zvb(h);b=f[a>>2]|0;a=f[h>>2]|0;e=h+4|0;g=f[e>>2]|0;if(g|0)gOb(g);f[b+200>>2]=a;a=b+204|0;b=f[a>>2]|0;f[a>>2]=g;if(b|0)iOb(b);Gvb(f[h>>2]|0,c);Gvb(f[h>>2]|0,d);Hvb(f[h>>2]|0,0);b=f[e>>2]|0;if(!b){u=i;return}iOb(b);u=i;return}function ohb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+16|0;o=s+8|0;p=s+4|0;q=s;r=Mvb(f[(f[c>>2]|0)+200>>2]|0)|0;l=Ovb(f[(f[c>>2]|0)+200>>2]|0)|0;m=qOb(l+2|0)|0;if(!r){tOb(m);u=s;return}n=m+3|0;k=d+16|0;j=0;do{f[o>>2]=0;f[p>>2]=0;f[q>>2]=0;Qvb(f[(f[c>>2]|0)+200>>2]|0,j,l,o,p,q,m);a=f[o>>2]|0;a:do if((a|0)>=4)if(!(RAb(m,238609,3)|0)){if((b[m+(a+-1)>>0]|0)==93){i=m+(a+-2)|0;if(!(oAb(n,238613)|0)){i=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+52>>2]=i;break}if(!(oAb(n,238635)|0)){i=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+108>>2]=i;break}if(!(oAb(n,238657)|0)){g=f[k>>2]|0;h=f[p>>2]|0;h=(g|0)<(h|0)?g:h;if((h|0)>0)g=0;else break;while(1){if(!g)a=0;else{d=g;a=0;while(1){a=a+1|0;if(d>>>0<10)break;else d=(d>>>0)/10|0}}e=(a+-1|0)>>>0>2;a=e?1:a;t=i+a+1|0;d=t+-1|0;b[t>>0]=0;b[d>>0]=93;if(a|0){e=e?0:g;do{d=d+-1|0;a=a+-1|0;t=e;e=(e>>>0)/10|0;t=t+48+(X(e,-10)|0)&255;b[d>>0]=t}while((a|0)!=0)}t=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+36+(g+33<<2)>>2]=t;g=g+1|0;if((g|0)>=(h|0))break a}}if(oAb(n,238679)|0)break;t=f[k>>2]|0;h=f[p>>2]|0;h=(t|0)<(h|0)?t:h;if((h|0)>0)g=0;else break;while(1){if(!g)a=0;else{d=g;a=0;while(1){a=a+1|0;if(d>>>0<10)break;else d=(d>>>0)/10|0}}e=(a+-1|0)>>>0>2;a=e?1:a;t=i+a+1|0;d=t+-1|0;b[t>>0]=0;b[d>>0]=93;if(a|0){e=e?0:g;do{d=d+-1|0;a=a+-1|0;t=e;e=(e>>>0)/10|0;t=t+48+(X(e,-10)|0)&255;b[d>>0]=t}while((a|0)!=0)}t=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+36+(g+37<<2)>>2]=t;g=g+1|0;if((g|0)>=(h|0))break a}}d=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;do if(!(oAb(n,238698)|0))a=0;else if(!(oAb(n,238720)|0))a=1;else if(!(oAb(n,238736)|0))a=2;else if(!(oAb(n,238753)|0))a=3;else if(!(oAb(n,238771)|0))a=5;else if(!(oAb(n,238791)|0))a=15;else if(!(oAb(n,238815)|0))a=6;else if(!(oAb(n,238838)|0))a=7;else if(!(oAb(n,238846)|0))a=8;else if(!(oAb(n,238859)|0))a=9;else if(!(oAb(n,238874)|0))a=10;else if(!(oAb(n,238885)|0))a=11;else if(!(oAb(n,238912)|0))a=12;else{if(!(oAb(n,238931)|0)){a=13;break}if(!(oAb(n,238944)|0)){a=14;break}if(!(oAb(n,238956)|0)){a=16;break}if(!(oAb(n,238980)|0)){a=17;break}if(!(oAb(n,239e3)|0)){a=19;break}if(!(oAb(n,239010)|0)){a=20;break}if(!(oAb(n,239025)|0)){a=21;break}if(!(oAb(n,239049)|0)){a=22;break}if(!(oAb(n,239073)|0)){a=23;break}if(!(oAb(n,239092)|0)){a=24;break}if(!(oAb(n,239106)|0)){a=25;break}if(!(oAb(n,239123)|0)){a=26;break}if(!(oAb(n,239154)|0)){a=27;break}if(!(oAb(n,239171)|0)){a=28;break}if(!(oAb(n,239198)|0)){a=29;break}if(!(oAb(n,239213)|0)){a=30;break}if(!(oAb(n,239240)|0)){a=31;break}if(!(oAb(n,239263)|0))a=32;else break a}while(0);f[(f[c>>2]|0)+36+(a<<2)>>2]=d}while(0);j=j+1|0}while((j|0)!=(r|0));tOb(m);u=s;return}function phb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+8|0;j=m+4|0;k=m;l=Lvb(f[(f[b>>2]|0)+200>>2]|0)|0;d=Nvb(f[(f[b>>2]|0)+200>>2]|0)|0;e=qOb(d)|0;if(!l){tOb(e);u=m;return}g=e+3|0;a=0;do{f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;Pvb(f[(f[b>>2]|0)+200>>2]|0,a,d,i,j,k,e);do if((f[i>>2]|0)>=4)if(!(RAb(e,238609,3)|0)){h=Jvb(f[(f[b>>2]|0)+200>>2]|0,e)|0;if(!(oAb(g,239280)|0))c=0;else if(!(oAb(g,239291)|0))c=1;else if(!(oAb(g,239302)|0))c=2;else if(!(oAb(g,239317)|0))c=5;else if(!(oAb(g,239333)|0))c=6;else if(!(oAb(g,239349)|0))c=7;else if(!(oAb(g,239365)|0))c=3;else if(!(oAb(g,239380)|0))c=4;else if(!(oAb(g,239399)|0))c=8;else break;f[(f[b>>2]|0)+(c<<2)>>2]=h}while(0);a=a+1|0}while((a|0)!=(l|0));tOb(e);u=m;return}function qhb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;rhb(i,c,d,e);g=f[i>>2]|0;if(!g){f[a>>2]=0;e=i+4|0;c=a+4|0}else{c=g;h=g+208|0;e=b[h>>0]|0;do if(!(e&3)){b[h>>0]=e|1;if(Ivb(f[g+200>>2]|0)|0){ohb(0,i,d);phb(0,i,0);c=f[i>>2]|0;d=c+208|0;b[d>>0]=b[d>>0]|2;break}else{c=f[i>>2]|0;break}}while(0);f[a>>2]=c;c=i+4|0;f[a+4>>2]=f[c>>2];f[i>>2]=0;e=c}f[c>>2]=0;c=f[e>>2]|0;if(!c){u=j;return}iOb(c);u=j;return}function rhb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=0;s=u;u=u+1280|0;g=f[c>>2]|0;q=hhb(0,d)|0;o=f[g+4>>2]|0;a:do if(o|0){if(!((o+-1|0)&o))p=(o+-1|0)&q;else if(q>>>0<o>>>0)p=q;else p=(q>>>0)%(o>>>0)|0;g=f[(f[g>>2]|0)+(p<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){i=b[d>>0]|0;l=b[d+1>>0]|0;n=f[d+4>>2]|0;k=f[d+16>>2]|0;b:{h=1;if(h)if(!((o+-1|0)&o)){if(i<<24>>24)while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;if((h|0)==(q|0))if((b[g+8>>0]|0)==i<<24>>24)if((f[g+12>>2]|0)==(n|0)){m=g;break b}g=f[g>>2]|0;if(!g)break a}if(!k)while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;if((h|0)==(q|0)){h=g+8|0;if(!(b[h>>0]|0))if((b[h+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if(!(f[g+24>>2]|0)){m=g;break b}}g=f[g>>2]|0;if(!g)break a}while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;c:do if((h|0)==(q|0)){j=g+8|0;if(!(b[j>>0]|0))if((b[j+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if((f[g+24>>2]|0)==(k|0)){h=d+8|0;i=g+16|0;while(1){if((b[i>>0]|0)!=(b[h>>0]|0))break c;if((b[i+1>>0]|0)!=(b[h+1>>0]|0))break c;i=i+2|0;if((i|0)==(j+8+(k<<1)|0|0)){j=g;r=65;break b}else h=h+2|0}}}while(0);g=f[g>>2]|0;if(!g)break a}}else h=1;if(h)if(1){if(i<<24>>24)while(1){h=f[g+4>>2]|0;if((h|0)==(q|0)){if((b[g+8>>0]|0)==i<<24>>24)if((f[g+12>>2]|0)==(n|0)){m=g;break b}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}g=f[g>>2]|0;if(!g)break a}if(!k)while(1){h=f[g+4>>2]|0;if((h|0)==(q|0)){h=g+8|0;if(!(b[h>>0]|0))if((b[h+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if(!(f[g+24>>2]|0)){m=g;break b}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}g=f[g>>2]|0;if(!g)break a}while(1){h=f[g+4>>2]|0;d:do if((h|0)==(q|0)){j=g+8|0;if(!(b[j>>0]|0))if((b[j+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if((f[g+24>>2]|0)==(k|0)){h=d+8|0;i=g+16|0;while(1){if((b[i>>0]|0)!=(b[h>>0]|0))break d;if((b[i+1>>0]|0)!=(b[h+1>>0]|0))break d;i=i+2|0;if((i|0)==(j+8+(k<<1)|0|0)){j=g;r=65;break b}else h=h+2|0}}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}while(0);g=f[g>>2]|0;if(!g)break a}}}if((r|0)==65)if(!j)break;else m=j;if(e){g=f[m+44>>2]|0;f[a>>2]=g;h=f[m+48>>2]|0;f[(a+4|0)>>2]=h;if(h){gOb(h);g=f[a>>2]|0}if(g|0){u=s;return}g=f[(a+4|0)>>2]|0;if(g|0)iOb(g)}g=f[m+28>>2]|0;f[(s+16|0)>>2]=g;h=f[m+32>>2]|0;f[((s+16|0)+4|0)>>2]=h;if(h)gOb(h);i=f[m+36>>2]|0;f[(s+8|0)>>2]=i;j=f[m+40>>2]|0;f[((s+8|0)+4|0)>>2]=j;if(j)gOb(j);if(g|0)if(!((f[g>>2]|0)==0|(i|0)==0))if(f[i>>2]|0){nhb(a,0,s+16|0,s+8|0);if(!e){g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}g=f[a>>2]|0;h=f[a+4>>2]|0;if(h|0)gOb(h);f[m+44>>2]=g;a=m+48|0;g=f[a>>2]|0;f[a>>2]=h;if(g|0)iOb(g);g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}if(j)iOb(j);if(h)iOb(h)}}}while(0);f[(s+16|0)>>2]=0;f[((s+16|0)+4|0)>>2]=0;f[(s+8|0)>>2]=0;f[((s+8|0)+4|0)>>2]=0;khb(0,d,s+16|0,s+8|0);h=f[(s+16|0)>>2]|0;g=1;if(g){g=0;if(!h)r=99;else g=1}if(g)if(1){g=1;if(g){g=0;if(!(f[h>>2]|0))r=99;else g=1}if(g)if(1){h=f[(s+8|0)>>2]|0;g=1;if(g){g=0;if(!h)r=99;else g=1}if(g)if(1){g=1;if(g){g=0;if(!(f[h>>2]|0))r=99;else g=1}if(g)if(1){nhb(s,0,s+16|0,s+8|0);p=f[c>>2]|0;q=hhb(0,d)|0;c=f[(p+4|0)>>2]|0;f[s+48>>2]=a;f[s+64>>2]=d;f[s+72>>2]=e;f[s+552>>2]=p;f[s+560>>2]=q;f[s+568>>2]=c;f[s+1136>>2]=r;f[s+1208>>2]=0;f[s+1212>>2]=0;zjb(s);r=f[s+1136>>2]|0}}}}if((r|0)==99){f[a>>2]=0;f[a+4>>2]=0}g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}function shb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[a+4>>2]=0;return}if(c>>>0>1073741823)vd();v=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=v;if(d|0)sOb(d);f[a+4>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;u=c+-1|0;v=(u&c|0)==0;if(v)d=d&u;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{g=i;h=e;e=i}a:while(1){t=g;g=h;s=e;b:while(1){e=g;while(1){g=f[e+4>>2]|0;if(v)g=g&u;else if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)==(d|0))break;h=(f[a>>2]|0)+(g<<2)|0;if(!(f[h>>2]|0))break b;i=f[e>>2]|0;c:do if(!i)h=e;else{n=e+8|0;j=b[n>>0]|0;l=j<<24>>24==0;o=n+1|0;r=e+12|0;m=l^1;p=e+24|0;q=e+16|0;if(l)h=e;else{h=e;while(1){if(j<<24>>24!=(b[i+8>>0]|0))break c;if((f[r>>2]|0)!=(f[i+12>>2]|0))break c;h=f[i>>2]|0;if(!h){h=i;break c}else{q=i;i=h;h=q}}}while(1){j=i+8|0;if(b[j>>0]|0)break c;if((b[o>>0]|0)!=(b[j+1>>0]|0))break c;j=(f[r>>2]|0)!=(f[i+12>>2]|0);do if(j|m){if(j)break c}else{j=f[p>>2]|0;if((j|0)!=(f[i+24>>2]|0))break c;l=n+8+(j<<1)|0;if(!j)break;j=i+16|0;k=q;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break c;if((b[k+1>>0]|0)!=(b[j+1>>0]|0))break c;k=k+2|0;if((k|0)==(l|0))break;else j=j+2|0}}while(0);h=f[i>>2]|0;if(!h){h=i;break}else{l=i;i=h;h=l}}}while(0);f[s>>2]=f[h>>2];f[h>>2]=f[f[(f[a>>2]|0)+(g<<2)>>2]>>2];f[f[(f[a>>2]|0)+(g<<2)>>2]>>2]=e;e=f[t>>2]|0;if(!e){d=44;break a}}g=f[e>>2]|0;if(!g){d=44;break a}else{t=e;s=e}}f[h>>2]=s;h=f[e>>2]|0;if(!h){d=44;break}else{d=g;g=e}}if((d|0)==44)return}function thb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+64|0;q=r+48|0;n=r+28|0;p=r;i=f[c>>2]|0;o=c+4|0;m=f[o>>2]|0;a:do if((i|0)!=(m|0)){l=i;while(1){i=l+24|0;j=b[i>>0]|0;if(j&2)if((f[l+16>>2]|0)==(g|0))if((f[l+20>>2]|0)==(h|0)){k=f[l>>2]|0;if((f[k+16>>2]|0)==(d|0))if((f[k+20>>2]|0)==(e|0))break}i=l+28|0;if((i|0)==(m|0))break a;else l=i}b[i>>0]=j&-4|1;f[a>>2]=k;i=f[l+4>>2]|0;f[a+4>>2]=i;if(i|0)gOb(i);f[a+8>>2]=f[l+8>>2];i=f[l+12>>2]|0;f[a+12>>2]=i;if(i|0)gOb(i);f[a+16>>2]=c;u=r;return}while(0);Twb(q);Lwb(n);Nwb(n,h,0);axb(f[q>>2]|0,g,d,e,n);f[p>>2]=f[q>>2];d=p+4|0;e=q+4|0;i=f[e>>2]|0;f[d>>2]=i;if(!i){i=p+24|0;j=1}else{gOb(i);j=p+24|0;i=j;j=b[j>>0]&-4|1}k=p+8|0;f[k>>2]=0;l=p+12|0;f[l>>2]=0;m=p+16|0;f[m>>2]=g;f[p+20>>2]=h;b[i>>0]=j;i=f[o>>2]|0;if(i>>>0<(f[c+8>>2]|0)>>>0){f[i>>2]=f[p>>2];f[i+4>>2]=f[d>>2];f[p>>2]=0;f[d>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[k>>2]=0;f[l>>2]=0;p=i+16|0;f[p>>2]=f[m>>2];f[p+4>>2]=f[m+4>>2];b[p+8>>0]=b[m+8>>0]|0;f[o>>2]=(f[o>>2]|0)+28}else{uhb(c,p);i=f[l>>2]|0;if(i|0)iOb(i)}i=f[d>>2]|0;if(i|0)iOb(i);f[a>>2]=f[q>>2];i=f[e>>2]|0;f[a+4>>2]=i;if(!i)i=0;else{gOb(i);i=f[e>>2]|0}f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=c;if(i|0)iOb(i);u=r;return}function uhb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=a+4|0;k=f[o>>2]|0;d=f[a>>2]|0;j=(k-d|0)/28|0;e=j+1|0;m=d;g=k;if(e>>>0>153391689)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/28|0;h=l<<1;h=l>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)i=0;else if(h>>>0>153391689)vd();else{i=pOb(h*28|0)|0;break}while(0);e=i+(j*28|0)|0;d=e;l=i+(h*28|0)|0;f[e>>2]=f[c>>2];p=c+4|0;f[i+(j*28|0)+4>>2]=f[p>>2];f[c>>2]=0;f[p>>2]=0;p=c+8|0;f[i+(j*28|0)+8>>2]=f[p>>2];h=c+12|0;f[i+(j*28|0)+12>>2]=f[h>>2];f[p>>2]=0;f[h>>2]=0;j=i+(j*28|0)+16|0;c=c+16|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];b[j+8>>0]=b[c+8>>0]|0;c=e+28|0;if((g|0)==(m|0))h=k;else{do{k=g;g=g+-28|0;f[e+-28>>2]=f[g>>2];j=k+-24|0;f[e+-24>>2]=f[j>>2];f[g>>2]=0;f[j>>2]=0;j=k+-20|0;f[e+-20>>2]=f[j>>2];p=k+-16|0;f[e+-16>>2]=f[p>>2];f[j>>2]=0;f[p>>2]=0;p=e+-12|0;k=k+-12|0;f[p>>2]=f[k>>2];f[p+4>>2]=f[k+4>>2];b[p+8>>0]=b[k+8>>0]|0;e=d+-28|0;d=e}while((g|0)!=(m|0));h=f[a>>2]|0}f[a>>2]=d;e=f[o>>2]|0;f[o>>2]=c;f[n>>2]=l;g=h;if((e|0)!=(g|0))do{d=f[e+-16>>2]|0;if(d|0)iOb(d);d=f[e+-24>>2]|0;e=e+-28|0;if(d|0)iOb(d)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function vhb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+16|0;l=o+12|0;k=o+8|0;m=o+4|0;n=o;d=f[a>>2]|0;j=a+4|0;i=f[j>>2]|0;c=i;a:do if((d|0)==(i|0))e=4;else while(1){if(!(b[d+24>>0]&1)){e=4;break a}d=d+28|0;if((d|0)==(i|0)){d=c;break}}while(0);if((e|0)==4){e=d;if((d|0)==(i|0))d=e;else{c=e;d=e;b:while(1){do{g=c;e=g+28|0;c=e;if((e|0)==(i|0))break b}while(!(b[g+52>>0]&1));h=d;q=f[e>>2]|0;r=g+32|0;p=f[r>>2]|0;f[e>>2]=0;f[r>>2]=0;f[d>>2]=q;e=h+4|0;d=f[e>>2]|0;f[e>>2]=p;if(d|0)iOb(d);p=g+36|0;r=f[p>>2]|0;d=g+40|0;q=f[d>>2]|0;f[p>>2]=0;f[d>>2]=0;f[h+8>>2]=r;r=h+12|0;d=f[r>>2]|0;f[r>>2]=q;if(d|0)iOb(d);d=h+16|0;r=g+44|0;f[d>>2]=f[r>>2];f[d+4>>2]=f[r+4>>2];b[d+8>>0]=b[r+8>>0]|0;d=h+28|0}c=f[j>>2]|0}}f[m>>2]=d;f[n>>2]=c;f[k>>2]=f[m>>2];f[l>>2]=f[n>>2];whb(a,k,l)|0;u=o;return}function whb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=f[a>>2]|0;e=f[c>>2]|0;h=h+(((e-h|0)/28|0)*28|0)|0;c=f[d>>2]|0;if((c|0)==(e|0))return h|0;c=h+(((c-e|0)/28|0)*28|0)|0;g=a+4|0;a=f[g>>2]|0;if((c|0)==(a|0))e=h;else{e=h;do{i=f[c>>2]|0;d=c+4|0;j=f[d>>2]|0;f[c>>2]=0;f[d>>2]=0;f[e>>2]=i;i=e+4|0;d=f[i>>2]|0;f[i>>2]=j;if(d|0)iOb(d);k=c+8|0;j=f[k>>2]|0;d=c+12|0;i=f[d>>2]|0;f[k>>2]=0;f[d>>2]=0;f[e+8>>2]=j;j=e+12|0;d=f[j>>2]|0;f[j>>2]=i;if(d|0)iOb(d);k=e+16|0;j=c+16|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];b[k+8>>0]=b[j+8>>0]|0;c=c+28|0;e=e+28|0}while((c|0)!=(a|0));c=f[g>>2]|0}if((c|0)==(e|0))return h|0;do{f[g>>2]=c+-28;d=f[c+-16>>2]|0;if(d|0)iOb(d);c=f[c+-24>>2]|0;if(c|0)iOb(c);c=f[g>>2]|0}while((c|0)!=(e|0));return h|0}function xhb(a){a=a|0;var b=0;b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[a>>2]=b;return}function yhb(a){a=a|0;var b=0,c=0,d=0,e=0;e=f[a>>2]|0;f[a>>2]=0;if(!e)return;a=f[e>>2]|0;if(a|0){d=e+4|0;b=f[d>>2]|0;if((b|0)!=(a|0)){do{f[d>>2]=b+-28;c=f[b+-16>>2]|0;if(c|0)iOb(c);b=f[b+-24>>2]|0;if(b|0)iOb(b);b=f[d>>2]|0}while((b|0)!=(a|0));a=f[e>>2]|0}sOb(a)}sOb(e);return}function zhb(a){a=a|0;var c=0,d=0,e=0;c=f[a>>2]|0;a=f[c>>2]|0;c=f[c+4>>2]|0;if((a|0)==(c|0))return;do{d=a+24|0;e=b[d>>0]|0;b[d>>0]=((e&255)>>>1&1|e&-2)^1;a=a+28|0}while((a|0)!=(c|0));return}function Ahb(a){a=a|0;vhb(f[a>>2]|0);return}function Bhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;thb(a,f[b>>2]|0,c,d,6408,9729);return}function Chb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;return}function Dhb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;Ehb(a,b)|0;return}function Ehb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;Fhb(a);c=f[b>>2]|0;h=b+4|0;d=f[h>>2]|0;if(d|0)gOb(d);f[a>>2]=c;g=a+4|0;c=f[g>>2]|0;f[g>>2]=d;if(c|0)iOb(c);e=b+8|0;c=f[e>>2]|0;g=b+12|0;d=f[g>>2]|0;if(d|0)gOb(d);f[a+8>>2]=c;i=a+12|0;c=f[i>>2]|0;f[i>>2]=d;if(c|0)iOb(c);d=b+16|0;f[a+16>>2]=f[d>>2];f[b>>2]=0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)iOb(c);f[e>>2]=0;c=f[g>>2]|0;f[g>>2]=0;if(!c){f[d>>2]=0;return a|0}iOb(c);f[d>>2]=0;return a|0}function Fhb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;d=f[a>>2]|0;if(!d)return;e=f[a+16>>2]|0;h=a+8|0;c=f[e>>2]|0;e=f[e+4>>2]|0;a:do if((c|0)!=(e|0)){g=c;while(1){if((f[g>>2]|0)==(d|0))break;c=g+28|0;if((c|0)==(e|0))break a;else g=c}e=f[h>>2]|0;c=e;if(e|0){d=g+8|0;if(!(f[d>>2]|0)){e=f[a+12>>2]|0;if(e|0)gOb(e);f[d>>2]=c;d=g+12|0;c=f[d>>2]|0;f[d>>2]=e;if(c|0)iOb(c)}}g=g+24|0;b[g>>0]=b[g>>0]|2}while(0);f[h>>2]=0;h=a+12|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)iOb(c);f[a>>2]=0;a=a+4|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function Ghb(a){a=a|0;var b=0;Fhb(a);b=f[a+12>>2]|0;if(b|0)iOb(b);a=f[a+4>>2]|0;if(!a)return;iOb(a);return}function Hhb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;e=u;u=u+16|0;b=e;d=a+8|0;if(f[d>>2]|0){u=e;return d|0}if(!(f[a>>2]|0)){u=e;return d|0}xub(b);g=f[b>>2]|0;c=b+4|0;h=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[d>>2]=g;g=a+12|0;b=f[g>>2]|0;f[g>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}Gub(f[d>>2]|0,0,a,3553,0);u=e;return d|0}function Ihb(a,c){a=a|0;c=c|0;var d=0,e=0;f[a>>2]=c;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;f[a+36>>2]=0;f[a+40>>2]=0;f[a+44>>2]=0;f[a+52>>2]=0;f[a+56>>2]=0;f[a+60>>2]=0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+76>>2]=0;f[a+84>>2]=0;f[a+88>>2]=0;f[a+92>>2]=0;f[a+100>>2]=0;f[a+104>>2]=0;f[a+108>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+124>>2]=0;f[a+132>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;f[a+148>>2]=0;f[a+152>>2]=0;f[a+156>>2]=0;f[a+164>>2]=0;f[a+168>>2]=0;f[a+172>>2]=0;f[a+180>>2]=0;f[a+184>>2]=0;f[a+188>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+204>>2]=0;f[a+212>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+228>>2]=0;f[a+232>>2]=0;f[a+236>>2]=0;f[a+244>>2]=0;f[a+248>>2]=0;f[a+252>>2]=0;f[a+260>>2]=0;f[a+264>>2]=0;f[a+268>>2]=0;n[a+16>>2]=1.1754943508222875e-38;n[a+32>>2]=2.949390792950442e-31;n[a+48>>2]=8.634480793659976e-29;n[a+64>>2]=2.5277850549753892e-26;n[a+80>>2]=7.40021027743059e-24;n[a+96>>2]=2.1664466087939005e-21;n[a+112>>2]=6.34237477651372e-19;n[a+128>>2]=1.8567602772480624e-16;n[a+144>>2]=5.435753640281073e-14;n[a+160>>2]=1.591342509155158e-11;n[a+176>>2]=4.658730290429958e-09;n[a+192>>2]=1.363865294479183e-06;n[a+208>>2]=3.9927801117300987e-04;n[a+224>>2]=.11689052730798721;n[a+240>>2]=34.220252990722656;n[a+256>>2]=3402823466385288598117041.0e14;c=a+344|0;d=a+272|0;e=d+72|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=1.0;e=a+348|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+364>>2]=1.0;e=a+368|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+384>>2]=1.0;e=a+388|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+404>>2]=1.0;e=a+408|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+424>>2]=1.0;e=a+428|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+444>>2]=1.0;e=a+448|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+464>>2]=1.0;e=a+468|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+484>>2]=1.0;e=a+488|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+504>>2]=1.0;e=a+508|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+524>>2]=1.0;e=a+528|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+544>>2]=1.0;e=a+548|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+564>>2]=1.0;e=a+568|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+584>>2]=1.0;e=a+588|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+604>>2]=1.0;e=a+608|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+624>>2]=1.0;e=a+628|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+644>>2]=1.0;e=a+648|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+664>>2]=1.0;e=a+668|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+684>>2]=1.0;e=a+688|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+704>>2]=1.0;e=a+708|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+724>>2]=1.0;e=a+728|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+744>>2]=1.0;e=a+748|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+764>>2]=1.0;e=a+768|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+784>>2]=1.0;e=a+788|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+804>>2]=1.0;e=a+808|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;f[a+828>>2]=0;a=a+832|0;b[a>>0]=b[a>>0]&-32|7;return}function Jhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=a+312|0;d=a+316|0;e=f[d>>2]|0;if(e>>>0<(f[a+320>>2]|0)>>>0){Khb(e,b);e=(f[d>>2]|0)+524|0;f[d>>2]=e;d=e;e=f[c>>2]|0;e=d-e|0;e=(e|0)/524|0;e=e+-1|0;return e|0}else{Lhb(c,b);d=f[d>>2]|0;e=f[c>>2]|0;e=d-e|0;e=(e|0)/524|0;e=e+-1|0;return e|0}return 0}function Khb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;e=f[c>>2]|0;f[c>>2]=0;h=c+4|0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;j=c+12|0;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){c=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[e+(c<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}k=a+20|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;n[a+40>>2]=1.0;k=a+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+60>>2]=1.0;k=a+64|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+80>>2]=1.0;k=a+84|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+100>>2]=1.0;k=a+104|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+120>>2]=1.0;k=a+124|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+140>>2]=1.0;k=a+144|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+160>>2]=1.0;k=a+164|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+180>>2]=1.0;k=a+184|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+200>>2]=1.0;k=a+204|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+220>>2]=1.0;k=a+224|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+240>>2]=1.0;k=a+244|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+260>>2]=1.0;k=a+264|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+280>>2]=1.0;k=a+284|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+300>>2]=1.0;k=a+304|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+320>>2]=1.0;k=a+324|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+340>>2]=1.0;k=a+344|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+360>>2]=1.0;k=a+364|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+380>>2]=1.0;k=a+384|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+400>>2]=1.0;k=a+404|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+420>>2]=1.0;k=a+424|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+440>>2]=1.0;k=a+444|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+460>>2]=1.0;k=a+464|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+480>>2]=1.0;k=a+484|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+500>>2]=1.0;k=a+504|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;b[k+16>>0]=0;return}function Lhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;e=((f[q>>2]|0)-c|0)/524|0;d=e+1|0;if(d>>>0>8196502)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/524|0;c=p<<1;c=p>>>0<4098251?(c>>>0<d>>>0?d:c):8196502;do if(!c)g=0;else if(c>>>0>8196502)vd();else{g=pOb(c*524|0)|0;break}while(0);e=g+(e*524|0)|0;d=e;p=g+(c*524|0)|0;Khb(e,b);o=e+524|0;n=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(n|0)){c=d;g=n;d=n}else{do{i=c;c=c+-524|0;m=f[c>>2]|0;f[c>>2]=0;j=i+-520|0;h=f[j>>2]|0;f[j>>2]=0;f[e+-524>>2]=m;f[e+-520>>2]=h;j=e+-516|0;k=i+-516|0;g=f[k>>2]|0;f[j>>2]=g;l=i+-512|0;b=f[l>>2]|0;f[e+-512>>2]=b;f[e+-508>>2]=f[i+-508>>2];if(b|0){g=f[g+4>>2]|0;b=h+-1|0;if(!(b&h))g=g&b;else if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;f[m+(g<<2)>>2]=j;f[k>>2]=0;f[l>>2]=0}Mhb(e+-504|0,i+-504|0);e=d+-524|0;d=e}while((c|0)!=(n|0));c=d;g=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;e=g;if((d|0)!=(e|0))do{H8a(d+-504|0);c=f[d+-516>>2]|0;d=d+-524|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(e|0));if(!g)return;sOb(g);return}function Mhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+1392|0;f[a>>2]=f[b>>2];e=f[(b+4|0)>>2]|0;f[(b+4|0)>>2]=0;d=f[(b+8|0)>>2]|0;f[(b+8|0)>>2]=0;f[a+4>>2]=e;f[a+8>>2]=d;c=f[(b+12|0)>>2]|0;f[(a+12|0)>>2]=c;h=f[(b+16|0)>>2]|0;f[a+16>>2]=h;f[a+20>>2]=f[b+20>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+12|0;f[(b+12|0)>>2]=0;f[(b+16|0)>>2]=0}e=f[(b+24|0)>>2]|0;f[(b+24|0)>>2]=0;d=f[(b+28|0)>>2]|0;f[(b+28|0)>>2]=0;f[a+24>>2]=e;f[a+28>>2]=d;c=f[(b+32|0)>>2]|0;f[(a+32|0)>>2]=c;h=f[(b+36|0)>>2]|0;f[a+36>>2]=h;f[a+40>>2]=f[b+40>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+32|0;f[(b+32|0)>>2]=0;f[(b+36|0)>>2]=0}e=f[(b+44|0)>>2]|0;f[(b+44|0)>>2]=0;d=f[(b+48|0)>>2]|0;f[(b+48|0)>>2]=0;f[a+44>>2]=e;f[a+48>>2]=d;c=f[(b+52|0)>>2]|0;f[(a+52|0)>>2]=c;h=f[(b+56|0)>>2]|0;f[a+56>>2]=h;f[a+60>>2]=f[b+60>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+52|0;f[(b+52|0)>>2]=0;f[(b+56|0)>>2]=0}e=f[(b+64|0)>>2]|0;f[(b+64|0)>>2]=0;d=f[(b+68|0)>>2]|0;f[(b+68|0)>>2]=0;f[a+64>>2]=e;f[a+68>>2]=d;c=f[(b+72|0)>>2]|0;f[(a+72|0)>>2]=c;h=f[(b+76|0)>>2]|0;f[a+76>>2]=h;f[a+80>>2]=f[b+80>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+72|0;f[(b+72|0)>>2]=0;f[(b+76|0)>>2]=0}e=f[(b+84|0)>>2]|0;f[(b+84|0)>>2]=0;d=f[(b+88|0)>>2]|0;f[(b+88|0)>>2]=0;f[a+84>>2]=e;f[a+88>>2]=d;c=f[(b+92|0)>>2]|0;f[(a+92|0)>>2]=c;h=f[(b+96|0)>>2]|0;f[a+96>>2]=h;f[a+100>>2]=f[b+100>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+92|0;f[(b+92|0)>>2]=0;f[(b+96|0)>>2]=0}e=f[(b+104|0)>>2]|0;f[(b+104|0)>>2]=0;d=f[(b+108|0)>>2]|0;f[(b+108|0)>>2]=0;f[a+104>>2]=e;f[a+108>>2]=d;c=f[(b+112|0)>>2]|0;f[(a+112|0)>>2]=c;h=f[(b+116|0)>>2]|0;f[a+116>>2]=h;f[a+120>>2]=f[b+120>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+112|0;f[(b+112|0)>>2]=0;f[(b+116|0)>>2]=0}e=f[(b+124|0)>>2]|0;f[(b+124|0)>>2]=0;d=f[(b+128|0)>>2]|0;f[(b+128|0)>>2]=0;f[a+124>>2]=e;f[a+128>>2]=d;c=f[(b+132|0)>>2]|0;f[(a+132|0)>>2]=c;h=f[(b+136|0)>>2]|0;f[a+136>>2]=h;f[a+140>>2]=f[b+140>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+132|0;f[(b+132|0)>>2]=0;f[(b+136|0)>>2]=0}e=f[(b+144|0)>>2]|0;f[(b+144|0)>>2]=0;d=f[(b+148|0)>>2]|0;f[(b+148|0)>>2]=0;f[a+144>>2]=e;f[a+148>>2]=d;c=f[(b+152|0)>>2]|0;f[(a+152|0)>>2]=c;h=f[(b+156|0)>>2]|0;f[a+156>>2]=h;f[a+160>>2]=f[b+160>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+152|0;f[(b+152|0)>>2]=0;f[(b+156|0)>>2]=0}e=f[(b+164|0)>>2]|0;f[(b+164|0)>>2]=0;d=f[(b+168|0)>>2]|0;f[(b+168|0)>>2]=0;f[a+164>>2]=e;f[a+168>>2]=d;c=f[(b+172|0)>>2]|0;f[(a+172|0)>>2]=c;h=f[(b+176|0)>>2]|0;f[a+176>>2]=h;f[a+180>>2]=f[b+180>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+172|0;f[(b+172|0)>>2]=0;f[(b+176|0)>>2]=0}e=f[(b+184|0)>>2]|0;f[(b+184|0)>>2]=0;d=f[(b+188|0)>>2]|0;f[(b+188|0)>>2]=0;f[a+184>>2]=e;f[a+188>>2]=d;c=f[(b+192|0)>>2]|0;f[(a+192|0)>>2]=c;h=f[(b+196|0)>>2]|0;f[a+196>>2]=h;f[a+200>>2]=f[b+200>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+192|0;f[(b+192|0)>>2]=0;f[(b+196|0)>>2]=0}e=f[(b+204|0)>>2]|0;f[(b+204|0)>>2]=0;d=f[(b+208|0)>>2]|0;f[(b+208|0)>>2]=0;f[a+204>>2]=e;f[a+208>>2]=d;c=f[(b+212|0)>>2]|0;f[(a+212|0)>>2]=c;h=f[(b+216|0)>>2]|0;f[a+216>>2]=h;f[a+220>>2]=f[b+220>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+212|0;f[(b+212|0)>>2]=0;f[(b+216|0)>>2]=0}e=f[(b+224|0)>>2]|0;f[(b+224|0)>>2]=0;d=f[(b+228|0)>>2]|0;f[(b+228|0)>>2]=0;f[a+224>>2]=e;f[a+228>>2]=d;c=f[(b+232|0)>>2]|0;f[(a+232|0)>>2]=c;h=f[(b+236|0)>>2]|0;f[a+236>>2]=h;f[a+240>>2]=f[b+240>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+232|0;f[(b+232|0)>>2]=0;f[(b+236|0)>>2]=0}h=f[(b+244|0)>>2]|0;f[(b+244|0)>>2]=0;e=f[(b+248|0)>>2]|0;f[(b+248|0)>>2]=0;f[a+244>>2]=h;f[g+16>>2]=a;f[g+24>>2]=b;f[g+160>>2]=e;f[g+976>>2]=h;f[g+1312>>2]=0;f[g+1316>>2]=0;Ajb(g);G=f[g+1312>>2]|0;D=f[g+1316>>2]|0;H=+n[g+1316>>2];f[g+1312>>2]=0;f[g+1316>>2]=0;if((G|0)==5){u=g;return}u=g}function Nhb(a){a=a|0;var b=0,c=0,d=0,e=0;d=f[a+312>>2]|0;c=a+316|0;a=f[c>>2]|0;if((a|0)==(d|0))return;do{b=a+-524|0;f[c>>2]=b;H8a(a+-504|0);a=f[a+-516>>2]|0;if(a|0)do{e=a;a=f[a>>2]|0;sOb(e)}while((a|0)!=0);a=f[b>>2]|0;f[b>>2]=0;if(a|0)sOb(a);a=f[c>>2]|0}while((a|0)!=(d|0));return}function Ohb(a,b){a=a|0;b=b|0;var c=0;c=f[a+312>>2]|0;return ((((f[a+316>>2]|0)-c|0)/524|0)>>>0>b>>>0?c+(b*524|0)+20|0:a+324|0)|0}function Phb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=f[(f[a>>2]|0)+64>>2]|0;g=f[(f[c+4>>2]|0)+44>>2]|0;h=(f[g+28>>2]|0)+(f[g+24>>2]|0)|0;i=f[g+32>>2]|0;if((i|0)==(0-h|0)){u=m;return}a:do if((e|0)==0&(b[g+148>>0]&2)==0){e=h+i|0;d=0}else if((d|0)!=0&(e|0)!=0){g=f[a+300>>2]|0;i=(f[a+296>>2]|0)+((f[a+308>>2]|0)*12|0)|0;if((i|0)!=(g|0)){while(1){h=g+-12|0;if((f[h>>2]|0)==(c|0))break;if((i|0)==(h|0))break a;else g=h}l=g+-4|0;f[l>>2]=(f[l>>2]|0)+e;u=m;return}}while(0);if(tSa(j)|0)k=10;else if(f[c+196>>2]&2048|0)k=10;if((k|0)==10)qSa(j,c);f[l>>2]=c;f[l+4>>2]=d;f[l+8>>2]=e;d=a+300|0;e=f[d>>2]|0;if(e>>>0<(f[a+304>>2]|0)>>>0){f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[d>>2]=(f[d>>2]|0)+12}else Qhb(a+296|0,l);u=m;return}function Qhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Rhb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0;y=0;E=u;u=u+7808|0;_bb(a+324|0);i=f[(a+312|0)>>2]|0;j=f[(a+316|0)>>2]|0;if((i|0)!=(j|0))do{_bb(i+20|0);i=i+524|0}while((i|0)!=(j|0));i=f[(f[a>>2]|0)+64>>2]|0;j=f[64745]|0;k=f[64746]|0;f[E+1024>>2]=a;f[E+1032>>2]=b;f[E+1040>>2]=c;f[E+1208>>2]=l;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+4680>>2]=s;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6112>>2]=j;f[E+6120>>2]=k;n[E+6200>>2]=x;f[E+7408>>2]=z;f[E+7416>>2]=A;f[E+7504>>2]=0;f[E+7508>>2]=0;Gjb(E);B=f[E+1608>>2]|0;C=f[E+1680>>2]|0;s=f[E+4680>>2]|0;t=f[E+4992>>2]|0;v=f[E+5056>>2]|0;w=f[E+5064>>2]|0;x=+n[E+6200>>2];z=f[E+7408>>2]|0;A=f[E+7416>>2]|0;G=f[E+7504>>2]|0;D=f[E+7508>>2]|0;H=+n[E+7508>>2];f[E+7504>>2]=0;f[E+7508>>2]=0;if((G|0)==6)return D|0;f[E+1024>>2]=a;f[E+7400>>2]=y;f[E+7408>>2]=z;f[E+7416>>2]=A;f[E+7496>>2]=0;f[E+7500>>2]=0;Fjb(E);l=f[E+7400>>2]|0;y=f[E+7408>>2]|0;f[E+1024>>2]=a;f[E+1032>>2]=b;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+3336>>2]=m;f[E+3344>>2]=o;f[E+3352>>2]=p;f[E+3368>>2]=q;f[E+3376>>2]=r;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6104>>2]=i;f[E+7400>>2]=l;f[E+7408>>2]=y;f[E+7416>>2]=A;f[E+7488>>2]=0;f[E+7492>>2]=0;Ejb(E);B=f[E+1608>>2]|0;C=f[E+1680>>2]|0;m=f[E+3336>>2]|0;o=f[E+3344>>2]|0;p=f[E+3352>>2]|0;q=f[E+3368>>2]|0;r=f[E+3376>>2]|0;y=f[E+7400>>2]|0;a:while(1){z=f[(a+288|0)>>2]|0;A=(f[(a+284|0)>>2]|0)==(z|0);f[E+1024>>2]=a;f[E+1040>>2]=c;f[E+1048>>2]=d;f[E+1056>>2]=e;f[E+1064>>2]=g;f[E+1072>>2]=h;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+3336>>2]=m;f[E+3344>>2]=o;f[E+3352>>2]=p;f[E+3368>>2]=q;f[E+3376>>2]=r;f[E+3400>>2]=z;f[E+3408>>2]=A;f[E+4680>>2]=s;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6112>>2]=j;f[E+6120>>2]=k;n[E+6200>>2]=x;f[E+7400>>2]=y;f[E+7480>>2]=0;f[E+7484>>2]=0;Djb(E);y=f[E+7400>>2]|0;G=f[E+7480>>2]|0;D=f[E+7484>>2]|0;H=+n[E+7484>>2];f[E+7480>>2]=0;f[E+7484>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 7:break a}}do{i=f[(a+324|0)>>2]|0;j=f[(a+312|0)>>2]|0;k=f[(a+316|0)>>2]|0;if((j|0)!=(k|0))do{i=(f[j+20>>2]|0)+i|0;j=j+524|0}while((j|0)!=(k|0));if(i>>>0>=e>>>0)break;i=xcb(a+324|0,h)|0;j=f[(a+312|0)>>2]|0;k=f[(a+316|0)>>2]|0;if((j|0)!=(k|0))do{i=i|(xcb(j+20|0,h)|0);j=j+524|0}while((j|0)!=(k|0))}while(i);b:do if(!(b<<24>>24))i=0;else if(!(f[(a+4|0)>>2]|0))if((f[(a+272|0)>>2]|0)==(f[(a+276|0)>>2]|0))if((((f[a+812>>2]|0)-(f[a+808>>2]|0)|0)/60|0|0)==(f[a+820>>2]|0)){i=f[(a+312|0)>>2]|0;j=f[(a+316|0)>>2]|0;if((i|0)!=(j|0))do{if((((f[i+508>>2]|0)-(f[i+504>>2]|0)|0)/60|0|0)!=(f[i+516>>2]|0)){i=1;break b}i=i+524|0}while((i|0)!=(j|0));i=(((f[C>>2]|0)-(f[(a+296|0)>>2]|0)|0)/12|0|0)==(f[B>>2]|0)?0:2}else i=1;else i=1;else i=1;while(0);a=i;u=E;return a|0}function Shb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=a+24|0;p[v>>3]=-+p[v>>3];b=+p[a>>3];c=+K(+b);p[a+192>>3]=c;v=a+8|0;c=+p[v>>3];d=+K(+c);p[a+200>>3]=d;u=a+16|0;d=+p[u>>3];g=+K(+d);p[a+208>>3]=g;p[a+336>>3]=b>=0.0?1.0:-1.0;p[a+344>>3]=c>=0.0?1.0:-1.0;p[a+352>>3]=d>=0.0?1.0:-1.0;t=a+56|0;p[t>>3]=-+p[t>>3];t=a+32|0;d=+p[t>>3];c=+K(+d);p[a+216>>3]=c;s=a+40|0;c=+p[s>>3];b=+K(+c);p[a+224>>3]=b;r=a+48|0;b=+p[r>>3];g=+K(+b);p[a+232>>3]=g;p[a+360>>3]=d>=0.0?1.0:-1.0;p[a+368>>3]=c>=0.0?1.0:-1.0;p[a+376>>3]=b>=0.0?1.0:-1.0;q=a+88|0;p[q>>3]=-+p[q>>3];q=a+64|0;b=+p[q>>3];c=+K(+b);p[a+240>>3]=c;o=a+72|0;c=+p[o>>3];d=+K(+c);p[a+248>>3]=d;n=a+80|0;d=+p[n>>3];g=+K(+d);p[a+256>>3]=g;p[a+384>>3]=b>=0.0?1.0:-1.0;p[a+392>>3]=c>=0.0?1.0:-1.0;p[a+400>>3]=d>=0.0?1.0:-1.0;m=a+120|0;p[m>>3]=-+p[m>>3];m=a+96|0;d=+p[m>>3];c=+K(+d);p[a+264>>3]=c;l=a+104|0;c=+p[l>>3];b=+K(+c);p[a+272>>3]=b;k=a+112|0;b=+p[k>>3];g=+K(+b);p[a+280>>3]=g;p[a+408>>3]=d>=0.0?1.0:-1.0;p[a+416>>3]=c>=0.0?1.0:-1.0;p[a+424>>3]=b>=0.0?1.0:-1.0;j=a+152|0;p[j>>3]=-+p[j>>3];j=a+128|0;b=+p[j>>3];c=+K(+b);p[a+288>>3]=c;i=a+136|0;c=+p[i>>3];d=+K(+c);p[a+296>>3]=d;h=a+144|0;d=+p[h>>3];g=+K(+d);p[a+304>>3]=g;p[a+432>>3]=b>=0.0?1.0:-1.0;p[a+440>>3]=c>=0.0?1.0:-1.0;p[a+448>>3]=d>=0.0?1.0:-1.0;w=a+184|0;p[w>>3]=-+p[w>>3];d=+p[a+160>>3];c=+K(+d);p[a+312>>3]=c;c=+p[a+168>>3];b=+K(+c);p[a+320>>3]=b;b=+p[a+176>>3];g=+K(+b);p[a+328>>3]=g;p[a+456>>3]=d>=0.0?1.0:-1.0;p[a+464>>3]=c>=0.0?1.0:-1.0;p[a+472>>3]=b>=0.0?1.0:-1.0;g=+p[a>>3];f=+p[v>>3];e=+p[u>>3];e=g*g+(f*f+e*e);p[a+480>>3]=e==0.0?0.0:1.0/e;e=+p[t>>3];f=+p[s>>3];g=+p[r>>3];g=e*e+(f*f+g*g);p[a+488>>3]=g==0.0?0.0:1.0/g;g=+p[q>>3];f=+p[o>>3];e=+p[n>>3];e=g*g+(f*f+e*e);p[a+496>>3]=e==0.0?0.0:1.0/e;e=+p[m>>3];f=+p[l>>3];g=+p[k>>3];g=e*e+(f*f+g*g);p[a+504>>3]=g==0.0?0.0:1.0/g;g=+p[j>>3];f=+p[i>>3];e=+p[h>>3];e=g*g+(f*f+e*e);p[a+512>>3]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);p[a+520>>3]=b==0.0?0.0:1.0/b;return}function Thb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0,q=0,r=0,s=0,t=0.0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;H=a+20|0;G=a+40|0;o=+n[G>>2];h=a+60|0;g=+n[h>>2];J=a+56|0;B=+n[J>>2];p=a+44|0;x=+n[p>>2];E=a+24|0;f=a+52|0;C=+n[f>>2];F=a+36|0;d=+n[F>>2];i=a+28|0;n[b>>2]=+n[i>>2]*(B*d-o*C)+(+n[H>>2]*(o*g-B*x)+ +n[E>>2]*(x*C-g*d));d=+n[J>>2];y=a+12|0;g=+n[y>>2];z=a+8|0;C=+n[z>>2];x=+n[h>>2];A=a+4|0;B=+n[A>>2];o=+n[f>>2];w=b+4|0;n[w>>2]=-(+n[p>>2]*(C*o-d*B)+(+n[F>>2]*(d*g-C*x)+ +n[G>>2]*(x*B-g*o)));o=+n[z>>2];g=+n[i>>2];B=+n[E>>2];x=+n[y>>2];C=+n[H>>2];d=+n[A>>2];v=b+8|0;n[v>>2]=+n[h>>2]*(B*d-o*C)+(+n[f>>2]*(o*g-B*x)+ +n[J>>2]*(x*C-g*d));d=+n[E>>2];g=+n[p>>2];C=+n[G>>2];x=+n[i>>2];B=+n[F>>2];o=+n[H>>2];u=b+12|0;n[u>>2]=-(+n[y>>2]*(C*o-d*B)+(+n[A>>2]*(d*g-C*x)+ +n[z>>2]*(x*B-g*o)));D=a+32|0;o=+n[D>>2];g=+n[f>>2];I=a+48|0;B=+n[I>>2];x=+n[F>>2];c=a+16|0;C=+n[h>>2];d=+n[p>>2];m=b+32|0;n[m>>2]=+n[H>>2]*(B*d-o*C)+(+n[i>>2]*(o*g-B*x)+ +n[c>>2]*(x*C-g*d));d=+n[I>>2];g=+n[A>>2];C=+n[a>>2];x=+n[f>>2];B=+n[y>>2];o=+n[h>>2];l=b+36|0;n[l>>2]=-(+n[F>>2]*(C*o-d*B)+(+n[p>>2]*(d*g-C*x)+ +n[D>>2]*(x*B-g*o)));o=+n[a>>2];g=+n[H>>2];B=+n[c>>2];x=+n[A>>2];C=+n[i>>2];d=+n[y>>2];k=b+40|0;n[k>>2]=+n[f>>2]*(B*d-o*C)+(+n[h>>2]*(o*g-B*x)+ +n[I>>2]*(x*C-g*d));d=+n[c>>2];g=+n[F>>2];C=+n[D>>2];x=+n[H>>2];B=+n[p>>2];o=+n[i>>2];j=b+44|0;n[j>>2]=-(+n[A>>2]*(C*o-d*B)+(+n[y>>2]*(d*g-C*x)+ +n[a>>2]*(x*B-g*o)));o=+n[p>>2];g=+n[I>>2];B=+n[h>>2];x=+n[D>>2];C=+n[J>>2];d=+n[G>>2];s=b+16|0;n[s>>2]=-(+n[c>>2]*(B*d-o*C)+(+n[E>>2]*(o*g-B*x)+ +n[i>>2]*(x*C-g*d)));d=+n[h>>2];g=+n[a>>2];C=+n[y>>2];x=+n[I>>2];B=+n[z>>2];o=+n[J>>2];r=b+20|0;n[r>>2]=+n[D>>2]*(C*o-d*B)+(+n[G>>2]*(d*g-C*x)+ +n[p>>2]*(x*B-g*o));o=+n[y>>2];g=+n[c>>2];B=+n[i>>2];x=+n[a>>2];C=+n[E>>2];d=+n[z>>2];q=b+24|0;n[q>>2]=-(+n[I>>2]*(B*d-o*C)+(+n[J>>2]*(o*g-B*x)+ +n[h>>2]*(x*C-g*d)));d=+n[i>>2];g=+n[D>>2];C=+n[p>>2];x=+n[c>>2];B=+n[G>>2];o=+n[E>>2];p=b+28|0;n[p>>2]=+n[a>>2]*(C*o-d*B)+(+n[z>>2]*(d*g-C*x)+ +n[y>>2]*(x*B-g*o));o=+n[F>>2];g=+n[J>>2];B=+n[f>>2];x=+n[G>>2];C=+n[I>>2];d=+n[D>>2];d=-(+n[E>>2]*(B*d-o*C)+(+n[c>>2]*(o*g-B*x)+ +n[H>>2]*(x*C-g*d)));i=b+48|0;n[i>>2]=d;g=+n[f>>2];C=+n[z>>2];x=+n[A>>2];B=+n[J>>2];o=+n[a>>2];t=+n[I>>2];h=b+52|0;n[h>>2]=+n[G>>2]*(x*t-g*o)+(+n[D>>2]*(g*C-x*B)+ +n[F>>2]*(B*o-C*t));t=+n[A>>2];C=+n[E>>2];o=+n[H>>2];B=+n[z>>2];x=+n[c>>2];g=+n[a>>2];g=-(+n[J>>2]*(o*g-t*x)+(+n[I>>2]*(t*C-o*B)+ +n[f>>2]*(B*x-C*g)));f=b+56|0;n[f>>2]=g;C=+n[H>>2];x=+n[G>>2];B=+n[F>>2];o=+n[E>>2];t=+n[D>>2];e=+n[c>>2];e=+n[z>>2]*(B*e-C*t)+(+n[a>>2]*(C*x-B*o)+ +n[A>>2]*(o*t-x*e));c=b+60|0;n[c>>2]=e;x=+n[b>>2];t=+n[s>>2];o=+n[m>>2];d=+n[a>>2]*x+ +n[A>>2]*t+(+n[z>>2]*o+ +n[y>>2]*d);n[b>>2]=x/d;n[w>>2]=+n[w>>2]/d;n[v>>2]=+n[v>>2]/d;n[u>>2]=+n[u>>2]/d;n[s>>2]=t/d;n[r>>2]=+n[r>>2]/d;n[q>>2]=+n[q>>2]/d;n[p>>2]=+n[p>>2]/d;n[m>>2]=o/d;n[l>>2]=+n[l>>2]/d;n[k>>2]=+n[k>>2]/d;n[j>>2]=+n[j>>2]/d;n[i>>2]=+n[i>>2]/d;n[h>>2]=+n[h>>2]/d;n[f>>2]=g/d;n[c>>2]=e/d;return}function Uhb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;if(c==0.0)if(b<1.1754943508222875e-38){b=1.1754943508222875e-38;c=1.1754943508222875e-38}else c=1.1754943508222875e-38;d=+U(+((+V(+b)-+V(+c))/31.0));n[a+12>>2]=c;c=d*(d*(d*c));n[a+28>>2]=c;c=d*c;n[a+44>>2]=c;c=d*c;n[a+60>>2]=c;c=d*c;n[a+76>>2]=c;c=d*c;n[a+92>>2]=c;c=d*c;n[a+108>>2]=c;c=d*c;n[a+124>>2]=c;c=d*c;n[a+140>>2]=c;c=d*c;n[a+156>>2]=c;c=d*c;n[a+172>>2]=c;c=d*c;n[a+188>>2]=c;c=d*c;n[a+204>>2]=c;c=d*c;n[a+220>>2]=c;n[a+236>>2]=d*c;n[a+252>>2]=b;return}function Vhb(a){a=a|0;var b=0,c=0,d=0;b=f[a+16>>2]|0;c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+32>>2]|0;c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+48>>2]|0;c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+64>>2]|0;c=a+68|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+80>>2]|0;c=a+84|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+96>>2]|0;c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+112>>2]|0;c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+128>>2]|0;c=a+132|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+144>>2]|0;c=a+148|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+160>>2]|0;c=a+164|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+176>>2]|0;c=a+180|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+192>>2]|0;c=a+196|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+208>>2]|0;c=a+212|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+224>>2]|0;c=a+228|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+240>>2]|0;c=a+244|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+256>>2]|0;c=a+260|0;d=f[c>>2]|0;if((d|0)==(b|0)){d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}function Whb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+32|0;i=j;h=f[a+196>>2]|0;if(!(h&1792|c)){i=0;u=j;return i|0}c=b[a+192>>0]|0;if(!((c&7&((c&255)>>>3&7|b[d>>0]))<<24>>24)){i=0;u=j;return i|0}if(h&134217728|0){d=f[a+104>>2]|0;if(+n[g>>2]*+n[d+312>>2]+(+n[g+4>>2]*+n[d+316>>2]+ +n[g+8>>2]*+n[d+320>>2])<+n[d+324>>2]){i=0;u=j;return i|0}}if(h&33554456|0){i=1;u=j;return i|0}d=a+200|0;c=f[d>>2]|0;if(!((c&33554432|0)==0&0==0)){LJa(a);c=f[d>>2]|0}p[i>>3]=+n[a+168>>2]+ +n[a+156>>2];p[i+8>>3]=+n[a+172>>2]+ +n[a+160>>2];p[i+16>>3]=+n[a+176>>2]+ +n[a+164>>2];if(!((c&16777216|0)==0&0==0))MJa(a);i=lib(e,i,+n[a+152>>2])|0;u=j;return i|0}function Xhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function Yhb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else Xhb(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function Zhb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0;f=+p[b>>3];h=+p[b+8>>3];e=+p[b+16>>3];i=+p[c>>3];g=+p[c+8>>3];d=+p[c+16>>3];q=+p[a>>3]*f+(+p[a+8>>3]*h+ +p[a+16>>3]*e);r=+p[a+192>>3]*i+(+p[a+200>>3]*g+ +p[a+208>>3]*d);s=+p[a+24>>3];if(q+r<=s){a=0;return a|0}t=+p[a+32>>3]*f+(+p[a+40>>3]*h+ +p[a+48>>3]*e);u=+p[a+216>>3]*i+(+p[a+224>>3]*g+ +p[a+232>>3]*d);v=+p[a+56>>3];if(t+u<=v){a=0;return a|0}w=+p[a+64>>3]*f+(+p[a+72>>3]*h+ +p[a+80>>3]*e);x=+p[a+240>>3]*i+(+p[a+248>>3]*g+ +p[a+256>>3]*d);y=+p[a+88>>3];if(w+x<=y){a=0;return a|0}j=+p[a+96>>3]*f+(+p[a+104>>3]*h+ +p[a+112>>3]*e);k=+p[a+264>>3]*i+(+p[a+272>>3]*g+ +p[a+280>>3]*d);l=+p[a+120>>3];if(j+k<=l){a=0;return a|0}m=+p[a+128>>3]*f+(+p[a+136>>3]*h+ +p[a+144>>3]*e);n=+p[a+288>>3]*i+(+p[a+296>>3]*g+ +p[a+304>>3]*d);o=+p[a+152>>3];if(m+n<=o){a=0;return a|0}f=+p[a+160>>3]*f+(+p[a+168>>3]*h+ +p[a+176>>3]*e);e=+p[a+312>>3]*i+(+p[a+320>>3]*g+ +p[a+328>>3]*d);d=+p[a+184>>3];if(f+e<=d){a=0;return a|0}a=f-e<d|(m-n<o|(j-k<l|(w-x<y|(t-u<v|q-r<s))))?1:2;return a|0}function _hb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|268435456;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else uib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function $hb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|536870912;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else tib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function aib(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;f[k>>2]=c;l=f[a>>2]|0;d=l+832|0;e=c+196|0;g=f[e>>2]|0;if(!((b[d>>0]&8)!=0|(g&4|0)==0)){u=m;return}if(!(g&2048)){g=f[a+16>>2]|0;if(!(bib(c,f[f[g>>2]>>2]|0,f[g+4>>2]|0,f[g+8>>2]|0,f[g+12>>2]|0)|0)){if(b[d>>0]&16){u=m;return}f[e>>2]=f[e>>2]&-1793;u=m;return}g=f[a+8>>2]|0;e=c+200|0;d=f[e>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[e>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(c);j=+n[g+12>>2]+(+n[c+168>>2]*+n[g>>2]+(+n[c+172>>2]*+n[g+4>>2]+ +n[c+176>>2]*+n[g+8>>2]));j=j*j;Yhb(l+4|0,+n[c+152>>2]/(j<9.999999747378752e-06?9.999999747378752e-06:j),k,f[a+12>>2]|0);u=m;return}else{g=f[a+4>>2]|0;if(!(Whb(c,f[f[g>>2]>>2]|0,f[g+4>>2]|0,f[g+8>>2]|0,f[g+12>>2]|0)|0)){if(b[d>>0]&16){u=m;return}f[e>>2]=f[e>>2]&-1793;u=m;return}g=f[a+8>>2]|0;e=c+200|0;d=f[e>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[e>>2]|0}h=+n[c+168>>2]+ +n[c+156>>2];i=+n[c+172>>2]+ +n[c+160>>2];j=+n[c+176>>2]+ +n[c+164>>2];if(!((d&16777216|0)==0&0==0))MJa(c);j=+n[g+12>>2]+(h*+n[g>>2]+(i*+n[g+4>>2]+j*+n[g+8>>2]));j=j*j;Yhb(l+4|0,+n[c+152>>2]/(j<9.999999747378752e-06?9.999999747378752e-06:j),k,f[a+12>>2]|0);u=m;return}}function bib(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0,j=0,k=0;k=u;u=u+32|0;j=k;i=f[a+196>>2]|0;if(!(i&1792|c)){j=0;u=k;return j|0}c=b[a+192>>0]|0;if(!((c&7&((c&255)>>>3&7|b[d>>0]))<<24>>24)){j=0;u=k;return j|0}if(i&134217728|0){d=f[a+104>>2]|0;if(+n[g>>2]*+n[d+312>>2]+(+n[g+4>>2]*+n[d+316>>2]+ +n[g+8>>2]*+n[d+320>>2])<+n[d+324>>2]){j=0;u=k;return j|0}}if(i&33554456|0){j=1;u=k;return j|0}d=a+200|0;c=(f[d>>2]&33554432|0)==0&0==0;if(!(i&2048)){if(!c)LJa(a);p[j>>3]=+n[a+168>>2];p[j+8>>3]=+n[a+172>>2];h=+n[a+176>>2]}else{if(!c)LJa(a);p[j>>3]=+n[a+168>>2]+ +n[a+156>>2];p[j+8>>3]=+n[a+172>>2]+ +n[a+160>>2];h=+n[a+176>>2]+ +n[a+164>>2]}p[j+16>>3]=h;if(!((f[d>>2]&16777216|0)==0&0==0))MJa(a);j=lib(e,j,+n[a+152>>2])|0;u=k;return j|0}function cib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;t=v;f[b>>2]=(f[b>>2]|0)+-1;s=b+4|0;c=f[s>>2]|0;a:do if(c|0){e=f[b+12+(c<<4)+4>>2]|0;d=f[b+12+(c<<4)+8>>2]|0;if((e|0)==(d|0)){do{c=c+-1|0;f[s>>2]=c;if(!c)break a;e=f[b+12+(c<<4)+4>>2]|0;d=f[b+12+(c<<4)+8>>2]|0}while((e|0)==(d|0));g=d-e|0;q=g>>4;if((g|0)>16){r=(q+-2|0)/2|0;if((g|0)>=32){p=r;while(1){j=e+(p<<4)|0;c=p<<4;if((r|0)>=(c>>4|0)){d=c>>3|1;c=e+(d<<4)|0;h=c;g=d+1|0;if((g|0)<(q|0)){c=c+16|0;if(+n[e+(d<<4)+4>>2]<+n[c+4>>2])d=g;else c=h}else c=h;l=+n[e+(p<<4)+4>>2];if(!(+n[c+4>>2]<l)){k=f[j>>2]|0;o=e+(p<<4)+8|0;m=f[o>>2]|0;o=f[o+4>>2]|0;while(1){i=j;j=c;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];if((r|0)<(d|0))break;d=d<<1|1;h=e+(d<<4)|0;g=h;i=d+1|0;if((i|0)<(q|0)){h=h+16|0;if(+n[e+(d<<4)+4>>2]<+n[h+4>>2]){d=i;g=h}}if(+n[g+4>>2]<l)break;else c=g}j=c;f[c>>2]=k;n[j+4>>2]=l;k=j+8|0;f[k>>2]=m;f[k+4>>2]=o}}if((p|0)>0)p=p+-1|0;else break}e=f[s>>2]|0;c=e;d=f[b+12+(e<<4)+8>>2]|0;e=f[b+12+(e<<4)+4>>2]|0}}}r=b+12+(c<<4)+8|0;g=d-e|0;c=g>>4;if((g|0)>16){q=d+-16|0;f[t>>2]=f[e>>2];f[t+4>>2]=f[e+4>>2];f[t+8>>2]=f[e+8>>2];f[t+12>>2]=f[e+12>>2];f[e>>2]=f[q>>2];f[e+4>>2]=f[q+4>>2];f[e+8>>2]=f[q+8>>2];f[e+12>>2]=f[q+12>>2];f[q>>2]=f[t>>2];f[q+4>>2]=f[t+4>>2];f[q+8>>2]=f[t+8>>2];f[q+12>>2]=f[t+12>>2];q=c+-1|0;if((c|0)!=2){p=(c+-3|0)/2|0;c=e+16|0;if((g|0)>48)if(+n[e+20>>2]<+n[e+36>>2]){d=2;c=e+32|0}else d=1;else d=1;l=+n[e+4>>2];if(!(+n[c+4>>2]<l)){k=f[e>>2]|0;o=e+8|0;m=f[o>>2]|0;o=f[o+4>>2]|0;j=e;while(1){t=j;j=c;f[t>>2]=f[j>>2];f[t+4>>2]=f[j+4>>2];f[t+8>>2]=f[j+8>>2];f[t+12>>2]=f[j+12>>2];if((p|0)<(d|0))break;d=d<<1|1;h=e+(d<<4)|0;g=h;i=d+1|0;if((i|0)<(q|0)){h=h+16|0;if(+n[e+(d<<4)+4>>2]<+n[h+4>>2]){d=i;g=h}}if(+n[g+4>>2]<l)break;else c=g}t=c;f[c>>2]=k;n[t+4>>2]=l;t=t+8|0;f[t>>2]=m;f[t+4>>2]=o}}}t=(f[r>>2]|0)+-16|0;f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];f[r>>2]=t;u=v;return}while(0);g=b+8|0;s=f[g>>2]|0;h=f[b+16>>2]|0;c=h+(s<<4)|0;f[t>>2]=f[c>>2];f[t+4>>2]=f[c+4>>2];f[t+8>>2]=f[c+8>>2];f[t+12>>2]=f[c+12>>2];s=s+1|0;f[g>>2]=s;c=b+20|0;b=f[c>>2]|0;d=h;e=b;if((s|0)==(b-d>>4|0)){f[g>>2]=0;if((h|0)!=(e|0))f[c>>2]=e+(~((e+-16-d|0)>>>4)<<4)};f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];u=v;return}function dib(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;r=a+4|0;b=f[r>>2]|0;a:do if(b|0){c=f[a+12+(b<<4)+4>>2]|0;if((c|0)!=(f[a+12+(b<<4)+8>>2]|0)){r=c;return r|0}do{b=b+-1|0;f[r>>2]=b;if(!b)break a;q=f[a+12+(b<<4)+4>>2]|0;c=f[a+12+(b<<4)+8>>2]|0}while((q|0)==(c|0));b=c-q|0;o=b>>4;if((b|0)<=16){r=q;return r|0}p=(o+-2|0)/2|0;if((b|0)<32){r=q;return r|0}else m=p;while(1){h=q+(m<<4)|0;b=m<<4;if((p|0)>=(b>>4|0)){c=b>>3|1;b=q+(c<<4)|0;e=b;d=c+1|0;if((d|0)<(o|0)){b=b+16|0;if(+n[q+(c<<4)+4>>2]<+n[b+4>>2])c=d;else b=e}else b=e;j=+n[q+(m<<4)+4>>2];if(!(+n[b+4>>2]<j)){i=f[h>>2]|0;l=q+(m<<4)+8|0;k=f[l>>2]|0;l=f[l+4>>2]|0;while(1){g=h;h=b;f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];f[g+12>>2]=f[h+12>>2];if((p|0)<(c|0))break;c=c<<1|1;e=q+(c<<4)|0;d=e;g=c+1|0;if((g|0)<(o|0)){e=e+16|0;if(+n[q+(c<<4)+4>>2]<+n[e+4>>2]){c=g;d=e}}if(+n[d+4>>2]<j)break;else b=d}h=b;f[b>>2]=i;n[h+4>>2]=j;i=h+8|0;f[i>>2]=k;f[i+4>>2]=l}}if((m|0)>0)m=m+-1|0;else break}r=f[a+12+(f[r>>2]<<4)+4>>2]|0;return r|0}while(0);r=(f[a+16>>2]|0)+(f[a+8>>2]<<4)|0;return r|0}function eib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function fib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function gib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;m=0;p=u;u=u+880|0;k=b;a:while(1){d=k;i=k+-16|0;e=k+-32|0;j=k+-4|0;b=a;while(1){o=b;f[p+48>>2]=c;f[p+56>>2]=b;f[p+120>>2]=k;f[p+160>>2]=o;f[p+296>>2]=g;f[p+560>>2]=h;f[p+632>>2]=d;f[p+648>>2]=i;f[p+688>>2]=e;f[p+720>>2]=j;f[p+816>>2]=m;f[p+832>>2]=0;f[p+836>>2]=0;Hjb(p);b=f[p+56>>2]|0;o=f[p+160>>2]|0;g=f[p+296>>2]|0;h=f[p+560>>2]|0;m=f[p+816>>2]|0;G=f[p+832>>2]|0;D=f[p+836>>2]|0;H=+n[p+836>>2];f[p+832>>2]=0;f[p+836>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 13:break a}if((G|0)==3)continue}if((m|0)==91){m=0;gib(g+16|0,k,c);a=o;k=g;continue}else if((m|0)==92){m=0;if(h){m=93;break}else{a=o;k=g;continue}}}a=1;if(a)if((m|0)==5){a=f[i>>2]|0;b=f[o>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[j>>2]|0)>=(f[o+12>>2]|0)){u=p;return}};f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];f[o>>2]=f[i>>2];f[o+4>>2]=f[i+4>>2];f[o+8>>2]=f[i+8>>2];f[o+12>>2]=f[i+12>>2];f[i>>2]=f[p>>2];f[i+4>>2]=f[p+4>>2];f[i+8>>2]=f[p+8>>2];f[i+12>>2]=f[p+12>>2];u=p;return}else if((m|0)==9){qib(o,o+16|0,i,c)|0;u=p;return}else a=1;if(a)if((m|0)==10){e=o+16|0;d=o+32|0;qib(o,e,d,c)|0;a=f[i>>2]|0;b=f[d>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[j>>2]|0)>=(f[o+44>>2]|0)){u=p;return}};f[p>>2]=f[d>>2];f[p+4>>2]=f[d+4>>2];f[p+8>>2]=f[d+8>>2];f[p+12>>2]=f[d+12>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];f[d+12>>2]=f[i+12>>2];f[i>>2]=f[p>>2];f[i+4>>2]=f[p+4>>2];f[i+8>>2]=f[p+8>>2];f[i+12>>2]=f[p+12>>2];a=f[d>>2]|0;b=f[e>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[o+44>>2]|0)>=(f[o+28>>2]|0)){u=p;return}};f[p>>2]=f[e>>2];f[p+4>>2]=f[e+4>>2];f[p+8>>2]=f[e+8>>2];f[p+12>>2]=f[e+12>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[e+12>>2]=f[d+12>>2];f[d>>2]=f[p>>2];f[d+4>>2]=f[p+4>>2];f[d+8>>2]=f[p+8>>2];f[d+12>>2]=f[p+12>>2];a=f[e>>2]|0;b=f[o>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[o+28>>2]|0)>=(f[o+12>>2]|0)){u=p;return}};f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];f[o>>2]=f[e>>2];f[o+4>>2]=f[e+4>>2];f[o+8>>2]=f[e+8>>2];f[o+12>>2]=f[e+12>>2];f[e>>2]=f[p>>2];f[e+4>>2]=f[p+4>>2];f[e+8>>2]=f[p+8>>2];f[e+12>>2]=f[p+12>>2];u=p;return}else if((m|0)==20){rib(o,o+16|0,o+32|0,o+48|0,i,c)|0;u=p;return}else a=1;if(a)if((m|0)==22){b=o+32|0;qib(o,o+16|0,b,c)|0;a=o+48|0;if((a|0)==(k|0)){u=p;return}while(1){c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0){l=f[a+12>>2]|0;m=27}else if((c|0)==(d|0)){d=f[a+12>>2]|0;if((d|0)<(f[b+12>>2]|0)){l=d;m=27}}if((m|0)==27){m=0;h=a+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];b:do if((b|0)==(o|0))b=o;else while(1){d=b;b=b+-16|0;e=f[b>>2]|0;if(c>>>0>=e>>>0){if((c|0)!=(e|0)){b=d;break b}if((l|0)>=(f[d+-4>>2]|0)){b=d;break b}};f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];if((b|0)==(o|0)){b=o;break}}while(0);f[b>>2]=c;j=b+4|0;f[j>>2]=g;f[j+4>>2]=h;f[b+12>>2]=l}b=a+16|0;if((b|0)==(k|0))break;else{j=a;a=b;b=j}}u=p;return}else if((m|0)==93)if(1){u=p;return}}function hib(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|134217728;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else pib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function iib(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;h=l;n[h>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)i=0;else if(+n[a+28>>2]>b)i=1;else if(+n[a+44>>2]>b)i=2;else if(+n[a+60>>2]>b)i=3;else if(+n[a+76>>2]>b)i=4;else if(+n[a+92>>2]>b)i=5;else if(+n[a+108>>2]>b)i=6;else if(+n[a+124>>2]>b)i=7;else if(+n[a+140>>2]>b)i=8;else if(+n[a+156>>2]>b)i=9;else if(+n[a+172>>2]>b)i=10;else if(+n[a+188>>2]>b)i=11;else if(+n[a+204>>2]>b)i=12;else if(+n[a+220>>2]>b)i=13;else if(+n[a+236>>2]>b)i=14;else i=15;j=a+12+(i<<4)+4|0;k=a+12+(i<<4)+8|0;g=f[k>>2]|0;if(g>>>0<(f[a+12+(i<<4)+12>>2]|0)>>>0){h=f[d>>2]|0;e=f[e>>2]|0;f[g>>2]=f[c>>2];n[g+4>>2]=b;f[g+8>>2]=e&-939524097;f[g+12>>2]=h;f[k>>2]=(f[k>>2]|0)+16}else oib(j,h,c,d,e);a=a+4|0;g=f[a>>2]|0;if(i>>>0>g>>>0){f[a>>2]=i;u=l;return}if(!((i|0)!=0&(i|0)==(g|0))){u=l;return}i=f[j>>2]|0;g=f[k>>2]|0;a=g-i|0;if((a|0)<=16){u=l;return}a=((a>>>4)+-2|0)/2|0;c=g+-16|0;b=+n[g+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=l;return}h=f[c>>2]|0;e=g+-8|0;d=f[e>>2]|0;e=f[e+4>>2]|0;while(1){k=c;c=i+(a<<4)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];if(!a){a=0;break}g=(a+-1|0)/2|0;if(!(+n[i+(g<<4)+4>>2]<b))break;else a=g}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;k=i+(a<<4)+8|0;f[k>>2]=d;f[k+4>>2]=e;u=l;return}function jib(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0.0,l=0,m=0,o=0,q=0,r=0,s=0;r=u;u=u+32|0;o=r+24|0;q=r+28|0;m=r;f[o>>2]=c;d=f[d+8>>2]|0;s=d&1792;f[q>>2]=s;l=f[c+196>>2]|0;do if(l&1792|s|0){s=b[c+192>>0]|0;if((s&7&((s&255)>>>3&7|b[e>>0]))<<24>>24){if(l&134217728|0){s=f[c+104>>2]|0;if(+n[i>>2]*+n[s+312>>2]+(+n[i+4>>2]*+n[s+316>>2]+ +n[i+8>>2]*+n[s+320>>2])<+n[s+324>>2])break}if(!(d&1073741824)){l=c+200|0;d=f[l>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[l>>2]|0}p[m>>3]=+n[c+168>>2];p[m+8>>3]=+n[c+172>>2];p[m+16>>3]=+n[c+176>>2];if(!((d&16777216|0)==0&0==0))MJa(c);if(!(lib(g,m,+n[c+152>>2])|0))break}i=a+4|0;if(j){e=f[o>>2]|0;l=e+200|0;d=f[l>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(e);d=f[l>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(e);k=+n[h+12>>2]+(+n[e+168>>2]*+n[h>>2]+(+n[e+172>>2]*+n[h+4>>2]+ +n[e+176>>2]*+n[h+8>>2]));k=k*k;k=+n[e+152>>2]/(k<9.999999747378752e-06?9.999999747378752e-06:k)}else k=0.0;mib(i,k,o,q);u=r;return}}while(0);if(b[a+832>>0]&16){u=r;return}s=(f[o>>2]|0)+196|0;f[s>>2]=f[s>>2]&-1793;u=r;return}function kib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function lib(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0)if(d*d*+p[a+480>>3]>=c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0)if(d*d*+p[a+488>>3]>=c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0)if(d*d*+p[a+496>>3]>=c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0)if(d*d*+p[a+504>>3]>=c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0)if(d*d*+p[a+512>>3]>=c){a=0;return a|0}d=+p[a+160>>3]*f+(+p[a+168>>3]*g+ +p[a+176>>3]*e)-+p[a+184>>3];if(d<0.0)if(d*d*+p[a+520>>3]>=c){a=0;return a|0}a=1;return a|0}function mib(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else nib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function nib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function oib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=a+4|0;m=f[a>>2]|0;n=(f[l>>2]|0)-m|0;o=n>>4;g=o+1|0;if(g>>>0>268435455)AMb(a);i=a+8|0;p=(f[i>>2]|0)-m|0;h=p>>3;g=p>>4>>>0<134217727?(h>>>0<g>>>0?g:h):268435455;do if(!g){j=0;k=0}else if(g>>>0>268435455)vd();else{k=pOb(g<<4)|0;j=k;break}while(0);h=j+(o<<4)|0;b=f[b>>2]|0;p=f[d>>2]|0;e=f[e>>2]|0;f[h>>2]=f[c>>2];f[j+(o<<4)+4>>2]=b;f[j+(o<<4)+8>>2]=e&-939524097;f[j+(o<<4)+12>>2]=p;if((n|0)>0)bQb(k|0,m|0,n|0)|0;f[a>>2]=j;f[l>>2]=h+16;f[i>>2]=j+(g<<4);if(!m)return;sOb(m);return}function pib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|134217728;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function qib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;g=f[b>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if((g|0)==(d|0))e=(f[b+12>>2]|0)<(f[a+12>>2]|0);else e=0;d=f[c>>2]|0;if(d>>>0<g>>>0)d=1;else if((d|0)==(g|0))d=(f[c+12>>2]|0)<(f[b+12>>2]|0);else d=0;if(!e){if(!d){b=0;u=i;return b|0};f[h>>2]=f[b>>2];f[h+4>>2]=f[b+4>>2];f[h+8>>2]=f[b+8>>2];f[h+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];d=f[b>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if((d|0)!=(e|0)){b=1;u=i;return b|0}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){b=1;u=i;return b|0}};f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[h>>2];f[b+4>>2]=f[h+4>>2];f[b+8>>2]=f[h+8>>2];f[b+12>>2]=f[h+12>>2];b=2;u=i;return b|0}if(d){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];b=1;u=i;return b|0};f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[h>>2];f[b+4>>2]=f[h+4>>2];f[b+8>>2]=f[h+8>>2];f[b+12>>2]=f[h+12>>2];d=f[c>>2]|0;e=f[b>>2]|0;if(d>>>0>=e>>>0){if((d|0)!=(e|0)){b=1;u=i;return b|0}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){b=1;u=i;return b|0}};f[h>>2]=f[b>>2];f[h+4>>2]=f[b+4>>2];f[h+8>>2]=f[b+8>>2];f[h+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];b=2;u=i;return b|0}function rib(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l;j=qib(a,b,c,g)|0;g=f[d>>2]|0;h=f[c>>2]|0;if(g>>>0<h>>>0)i=4;else if((g|0)==(h|0))if((f[d+12>>2]|0)<(f[c+12>>2]|0))i=4;do if((i|0)==4){f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[c+12>>2]=f[d+12>>2];f[d>>2]=f[k>>2];f[d+4>>2]=f[k+4>>2];f[d+8>>2]=f[k+8>>2];f[d+12>>2]=f[k+12>>2];g=j+1|0;h=f[c>>2]|0;i=f[b>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){j=g;break}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){j=g;break}};f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[k+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];g=j+2|0;h=f[b>>2]|0;i=f[a>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){j=g;break}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){j=g;break}};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[k>>2];f[b+4>>2]=f[k+4>>2];f[b+8>>2]=f[k+8>>2];f[b+12>>2]=f[k+12>>2];j=j+3|0}while(0);g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if((g|0)!=(h|0)){k=j;u=l;return k|0}if((f[e+12>>2]|0)>=(f[d+12>>2]|0)){k=j;u=l;return k|0}};f[k>>2]=f[d>>2];f[k+4>>2]=f[d+4>>2];f[k+8>>2]=f[d+8>>2];f[k+12>>2]=f[d+12>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];f[e+12>>2]=f[k+12>>2];g=j+1|0;h=f[d>>2]|0;i=f[c>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[d+12>>2]|0)>=(f[c+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[c+12>>2]=f[d+12>>2];f[d>>2]=f[k>>2];f[d+4>>2]=f[k+4>>2];f[d+8>>2]=f[k+8>>2];f[d+12>>2]=f[k+12>>2];g=j+2|0;h=f[c>>2]|0;i=f[b>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[k+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];g=j+3|0;h=f[b>>2]|0;i=f[a>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[k>>2];f[b+4>>2]=f[k+4>>2];f[b+8>>2]=f[k+8>>2];f[b+12>>2]=f[k+12>>2];k=j+4|0;u=l;return k|0}function sib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;l=m;switch(b-a>>4|0){case 2:{d=b+-16|0;e=f[d>>2]|0;c=f[a>>2]|0;if(e>>>0>=c>>>0){if((e|0)!=(c|0)){l=1;u=m;return l|0}if((f[b+-4>>2]|0)>=(f[a+12>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];f[d+12>>2]=f[l+12>>2];l=1;u=m;return l|0}case 3:{qib(a,a+16|0,b+-16|0,c)|0;l=1;u=m;return l|0}case 4:{h=a+16|0;g=a+32|0;e=b+-16|0;qib(a,h,g,c)|0;c=f[e>>2]|0;d=f[g>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[b+-4>>2]|0)>=(f[a+44>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[g>>2];f[l+4>>2]=f[g+4>>2];f[l+8>>2]=f[g+8>>2];f[l+12>>2]=f[g+12>>2];f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[e+12>>2]=f[l+12>>2];c=f[g>>2]|0;d=f[h>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[a+44>>2]|0)>=(f[a+28>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[h>>2];f[l+4>>2]=f[h+4>>2];f[l+8>>2]=f[h+8>>2];f[l+12>>2]=f[h+12>>2];f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];f[g>>2]=f[l>>2];f[g+4>>2]=f[l+4>>2];f[g+8>>2]=f[l+8>>2];f[g+12>>2]=f[l+12>>2];c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[a+28>>2]|0)>=(f[a+12>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];f[a>>2]=f[h>>2];f[a+4>>2]=f[h+4>>2];f[a+8>>2]=f[h+8>>2];f[a+12>>2]=f[h+12>>2];f[h>>2]=f[l>>2];f[h+4>>2]=f[l+4>>2];f[h+8>>2]=f[l+8>>2];f[h+12>>2]=f[l+12>>2];l=1;u=m;return l|0}case 5:{rib(a,a+16|0,a+32|0,a+48|0,b+-16|0,c)|0;l=1;u=m;return l|0}case 1:case 0:{l=1;u=m;return l|0}default:{e=a+32|0;qib(a,a+16|0,e,c)|0;c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){j=f[c>>2]|0;g=f[e>>2]|0;if(j>>>0<g>>>0){g=f[c+12>>2]|0;k=24}else if((j|0)==(g|0)){g=f[c+12>>2]|0;if((g|0)<(f[e+12>>2]|0))k=24}if((k|0)==24){k=0;n=c+4|0;h=f[n+4>>2]|0;i=l;f[i>>2]=f[n>>2];f[i+4>>2]=h;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];b:do if((e|0)==(a|0))e=a;else{h=e;while(1){e=h;h=h+-16|0;i=f[h>>2]|0;if(j>>>0>=i>>>0){if((j|0)!=(i|0))break b;if((g|0)>=(f[e+-4>>2]|0))break b};f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[e+12>>2]=f[h+12>>2];if((h|0)==(a|0)){e=a;break}}}while(0);f[e>>2]=j;i=l;j=f[i+4>>2]|0;n=e+4|0;f[n>>2]=f[i>>2];f[n+4>>2]=j;f[e+12>>2]=g;d=d+1|0;if((d|0)==8){d=0;c=(c+16|0)==(b|0);break a}}e=c+16|0;if((e|0)==(b|0)){d=1;c=0;break}else{n=c;c=e;e=n}}}while(0);n=c|d;u=m;return n|0}}return 0}function tib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|536870912;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function uib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|268435456;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function vib(a){a=a|0;var b=0,c=0,d=0,e=0;Vhb(a+4|0);b=f[a+272>>2]|0;c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+296>>2]|0;c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);f[a+308>>2]=0;b=f[a+808>>2]|0;c=a+812|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-60-b|0)>>>0)/60|0)*60|0);f[a+820>>2]=0;b=f[a+312>>2]|0;e=f[a+316>>2]|0;if((b|0)==(e|0))return;do{c=f[b+504>>2]|0;d=b+508|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~(((a+-60-c|0)>>>0)/60|0)*60|0);f[b+516>>2]=0;b=b+524|0}while((b|0)!=(e|0));return}function wib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;k=e;c=c&255;f[k>>2]=f[b+(c<<2)>>2];f[k+4>>2]=f[b+12+(c<<2)>>2];d=+Qib(k,d);k=f[b>>2]|0;f[a>>2]=k;j=f[b+4>>2]|0;f[a+4>>2]=j;i=f[b+8>>2]|0;f[a+8>>2]=i;h=f[b+12>>2]|0;f[a+12>>2]=h;g=f[b+16>>2]|0;f[a+16>>2]=g;b=f[b+20>>2]|0;f[a+20>>2]=b;n[a+12+(c<<2)>>2]=d;f[a+24>>2]=k;f[a+28>>2]=j;f[a+32>>2]=i;f[a+36>>2]=h;f[a+40>>2]=g;f[a+44>>2]=b;n[a+24+(c<<2)>>2]=d;u=e;return}function xib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0;c=c&255;j=f[b>>2]|0;f[a>>2]=j;i=f[b+4>>2]|0;f[a+4>>2]=i;h=f[b+8>>2]|0;f[a+8>>2]=h;g=f[b+12>>2]|0;f[a+12>>2]=g;e=f[b+16>>2]|0;f[a+16>>2]=e;b=f[b+20>>2]|0;f[a+20>>2]=b;n[a+12+(c<<2)>>2]=d;f[a+24>>2]=j;f[a+28>>2]=i;f[a+32>>2]=h;f[a+36>>2]=g;f[a+40>>2]=e;f[a+44>>2]=b;n[a+24+(c<<2)>>2]=d;return}function yib(){if(b[257144]|0)return;if(!(MPb(257144)|0))return;return}function zib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0;n=u;u=u+32|0;m=n;c=f[a>>2]|0;i=f[a+4>>2]|0;if((c|0)==(i|0)){m=1;u=n;return m|0}j=b+8|0;k=b+16|0;l=b+24|0;d=b+32|0;e=b+40|0;g=m+8|0;h=m+16|0;a=c;while(1){r=+p[a>>3];q=+p[a+8>>3];o=+p[a+16>>3];s=+p[a+24>>3];c=s+(r*+p[b>>3]+(q*+p[j>>3]+o*+p[k>>3]))<0.0;if(c^s+(r*+p[l>>3]+(q*+p[d>>3]+o*+p[e>>3]))<0.0){cCa(m,a,b,l);c=(c^1)&1;s=+p[m>>3];t=b+(c*24|0)|0;p[m>>3]=+p[t>>3];p[t>>3]=s;s=+p[g>>3];t=b+(c*24|0)+8|0;p[g>>3]=+p[t>>3];p[t>>3]=s;p[b+(c*24|0)+16>>3]=+p[h>>3]}else if(c){a=0;c=7;break}a=a+32|0;if((a|0)==(i|0)){a=1;c=7;break}}if((c|0)==7){u=n;return a|0}return 0}function Aib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+368|0;k=l;g=k;p[k>>3]=+p[b>>3];p[k+8>>3]=+p[b+8>>3];p[k+16>>3]=+p[b+16>>3];p[k+24>>3]=+p[b+24>>3];p[k+32>>3]=+p[b+32>>3];p[k+40>>3]=+p[b+40>>3];p[k+48>>3]=+p[b+48>>3];p[k+56>>3]=+p[b+56>>3];p[k+64>>3]=+p[b+64>>3];b=f[a>>2]|0;k=f[a+4>>2]|0;if((b|0)==(k|0)){e=3;b=g}else{e=3;j=b;b=d;while(1){a=b;if(e){i=g;if((j|0)==(c|0)){h=0;do{m=i+(h*24|0)|0;p[a>>3]=+p[m>>3];p[a+8>>3]=+p[i+(h*24|0)+8>>3];p[a+16>>3]=+p[i+(h*24|0)+16>>3];n=m+24|0;p[a+24>>3]=+p[n>>3];p[a+32>>3]=+p[n+8>>3];p[a+40>>3]=+p[n+16>>3];m=m+48|0;p[a+48>>3]=+p[m>>3];p[a+56>>3]=+p[m+8>>3];p[a+64>>3]=+p[m+16>>3];a=a+72|0;h=h+3|0}while(h>>>0<e>>>0)}else{h=0;do{a=a+((Bib(j,i+(h*24|0)|0,a)|0)*24|0)|0;h=h+3|0}while(h>>>0<e>>>0)}}e=(a-b|0)/24|0;j=j+32|0;if((j|0)==(k|0))break;else{n=g;g=b;b=n}}}if((d|0)!=(b|0)&(e|0)!=0)a=0;else{u=l;return e|0}do{p[d+(a*24|0)>>3]=+p[b+(a*24|0)>>3];p[d+(a*24|0)+8>>3]=+p[b+(a*24|0)+8>>3];p[d+(a*24|0)+16>>3]=+p[b+(a*24|0)+16>>3];a=a+1|0}while((a|0)!=(e|0));u=l;return e|0}function Bib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0;J=u;u=u+144|0;q=J+120|0;g=J+72|0;e=J+24|0;d=J;K=+p[a>>3];o=+p[b>>3];A=b+8|0;y=+p[a+8>>3];h=+p[A>>3];B=b+16|0;z=+p[a+16>>3];i=+p[B>>3];L=+p[a+24>>3];H=b+24|0;j=+p[H>>3];C=b+32|0;k=+p[C>>3];D=b+40|0;l=+p[D>>3];I=b+48|0;m=+p[I>>3];E=b+56|0;n=+p[E>>3];F=b+64|0;r=L+(K*o+(y*h+z*i))<0.0;s=L+(K*j+(y*k+z*l))<0.0;t=L+(K*m+(y*n+z*+p[F>>3]))<0.0;switch(((r&1)+(s&1)<<24>>24)+(t&1)&7){case 0:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));I=3;u=J;return I|0}case 1:{v=g+24|0;x=r?q:g;w=r?g:v;p[x>>3]=o;p[x+8>>3]=h;p[x+16>>3]=i;x=s?q:w;p[x>>3]=j;p[x+8>>3]=k;p[x+16>>3]=l;w=t?q:s?w:w+24|0;p[w>>3]=m;p[w+8>>3]=n;p[w+16>>3]=+p[F>>3];w=d+8|0;t=d+16|0;cCa(d,a,q,g);K=+p[d>>3];p[e>>3]=K;L=+p[w>>3];p[e+8>>3]=L;h=+p[t>>3];p[e+16>>3]=h;cCa(d,a,q,v);z=+p[d>>3];v=e+24|0;p[d>>3]=+p[v>>3];p[v>>3]=z;o=+p[w>>3];v=e+32|0;p[w>>3]=+p[v>>3];p[v>>3]=o;y=+p[t>>3];p[e+40>>3]=y;j=+p[g>>3];p[c>>3]=j;k=+p[g+8>>3];t=c+8|0;p[t>>3]=k;l=+p[g+16>>3];v=c+16|0;p[v>>3]=l;m=+p[g+24>>3];w=c+24|0;p[w>>3]=m;n=+p[g+32>>3];x=c+32|0;p[x>>3]=n;i=+p[g+40>>3];q=c+40|0;p[q>>3]=i;p[c+48>>3]=K;p[c+56>>3]=L;p[c+64>>3]=h;r=c+72|0;p[r>>3]=m;s=c+80|0;p[s>>3]=n;d=c+88|0;p[d>>3]=i;e=c+96|0;p[e>>3]=z;g=c+104|0;p[g>>3]=o;a=c+112|0;p[a>>3]=y;p[c+120>>3]=K;p[c+128>>3]=L;p[c+136>>3]=h;h=+p[b>>3];if(j==h)if(k==+p[A>>3])if(l==+p[B>>3])if(m==+p[H>>3])if(n==+p[C>>3]){if(!(i==+p[D>>3]))G=9}else G=9;else G=9;else G=9;else G=9;else G=9;do if((G|0)==9){if(j==+p[H>>3])if(k==+p[C>>3])if(l==+p[D>>3])if(m==+p[I>>3])if(n==+p[E>>3])if(i==+p[F>>3])break;if(j==+p[I>>3])if(k==+p[E>>3])if(m==h?l==+p[F>>3]:0)if(n==+p[A>>3])if(i==+p[B>>3])break;p[c>>3]=m;p[t>>3]=n;p[v>>3]=i;p[w>>3]=j;p[x>>3]=k;p[q>>3]=l;p[r>>3]=z;p[s>>3]=o;p[d>>3]=y;p[e>>3]=m;p[g>>3]=n;p[a>>3]=i}while(0);I=6;u=J;return I|0}case 2:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=b+((s&t?0:s?2:1)*24|0)|0;e=q+8|0;g=q+16|0;if(r){cCa(q,a,d,b);L=+p[q>>3];p[q>>3]=+p[c>>3];p[c>>3]=L;L=+p[e>>3];b=c+8|0;p[e>>3]=+p[b>>3];p[b>>3]=L;p[c+16>>3]=+p[g>>3]}if(s){cCa(q,a,d,H);L=+p[q>>3];H=c+24|0;p[q>>3]=+p[H>>3];p[H>>3]=L;L=+p[e>>3];H=c+32|0;p[e>>3]=+p[H>>3];p[H>>3]=L;p[c+40>>3]=+p[g>>3]}if(!t){I=3;u=J;return I|0}cCa(q,a,d,I);L=+p[q>>3];I=c+48|0;p[q>>3]=+p[I>>3];p[I>>3]=L;L=+p[e>>3];I=c+56|0;p[e>>3]=+p[I>>3];p[I>>3]=L;p[c+64>>3]=+p[g>>3];I=3;u=J;return I|0}default:{I=0;u=J;return I|0}}return 0}function Cib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,f=0,g=0.0,h=0.0,i=0.0,j=0,k=0.0;if(!b){b=0;return b|0}j=b+-1|0;i=+p[c+8>>3];h=+p[c>>3];f=0;c=0;d=j;g=+p[a+(j<<4)+8>>3];while(1){e=g;g=+p[a+(f<<4)+8>>3];if(g>i^e>i){k=+p[a+(f<<4)>>3];if(h<k+(i-g)*(+p[a+(d<<4)>>3]-k)/(e-g))c=c^1}d=f+1|0;if((d|0)==(b|0))break;else{j=f;f=d;d=j}}return c|0}function Dib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;o=+n[a+24>>2];p=+n[a>>2];w=o-p;q=+n[a+28>>2];r=+n[a+4>>2];c=q-r;j=+n[a+32>>2];k=+n[a+8>>2];f=j-k;l=+n[a+12>>2];v=l-p;m=+n[a+16>>2];t=m-r;i=+n[a+20>>2];h=i-k;u=+n[b>>2]-p;s=+n[b+4>>2]-r;g=+n[b+8>>2]-k;d=w*w+(c*c+f*f);e=w*v+(c*t+f*h);f=w*u+(c*s+f*g);c=v*v+(t*t+h*h);g=v*u+(t*s+h*g);h=d*c-e*e;if(h<0.0){c=c*f-e*g;if(!(c<=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w<=0.0)|!(c+w>=h)){b=0;return b|0}if(k==i&(r==m&p==l)){b=0;return b|0}if(p==o&r==q&k==j){b=0;return b|0}else return i!=j|(m!=q|l!=o)|0}if(h==0.0){b=0;return b|0}c=c*f-e*g;if(!(c>=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w>=0.0)|!(c+w<=h)){b=0;return b|0}if(k==i&(r==m&p==l)){b=0;return b|0}if(p==o&r==q&k==j){b=0;return b|0}b=i!=j|(m!=q|l!=o);return b|0}function Eib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;n=+p[a+48>>3];o=+p[a>>3];w=n-o;q=+p[a+56>>3];r=+p[a+8>>3];c=q-r;j=+p[a+64>>3];k=+p[a+16>>3];f=j-k;l=+p[a+24>>3];v=l-o;m=+p[a+32>>3];t=m-r;i=+p[a+40>>3];h=i-k;u=+p[b>>3]-o;s=+p[b+8>>3]-r;g=+p[b+16>>3]-k;d=w*w+(c*c+f*f);e=w*v+(c*t+f*h);f=w*u+(c*s+f*g);c=v*v+(t*t+h*h);g=v*u+(t*s+h*g);h=d*c-e*e;if(h<0.0){c=c*f-e*g;if(!(c<=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w<=0.0)|!(c+w>=h)){b=0;return b|0}if(k==i&(r==m&o==l)){b=0;return b|0}if(o==n&r==q&k==j){b=0;return b|0}else return i!=j|(m!=q|l!=n)|0}if(h==0.0){b=0;return b|0}c=c*f-e*g;if(!(c>=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w>=0.0)|!(c+w<=h)){b=0;return b|0}if(k==i&(r==m&o==l)){b=0;return b|0}if(o==n&r==q&k==j){b=0;return b|0}b=i!=j|(m!=q|l!=n);return b|0}function Fib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;e=+p[a>>3];g=+p[b>>3];l=e-g;h=+p[a+8>>3];i=+p[b+8>>3];k=h-i;c=+p[a+16>>3];d=+p[b+16>>3];j=c-d;f=+p[b+24>>3];if(l*l+(k*k+j*j)<=f){l=0.0;return +l}k=g-e;l=i-h;c=d-c;d=k*+p[a+24>>3]+(l*+p[a+32>>3]+c*+p[a+40>>3]);c=f-(k*k+(l*l+c*c)-d*d);if(c<0.0){l=-1.0;return +l}k=+L(+c);l=d-k;l=!(l>=0.0)?d+k:l;return +l}function Gib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0.0,F=0.0;D=u;u=u+192|0;C=D;d=+p[a>>3];i=+p[b>>3];if(!(d>=i)){e=a+8|0;h=+p[b+8>>3]}else{e=a+8|0;g=+p[e>>3];h=+p[b+8>>3];if(g>=h){c=+p[a+16>>3];if(c>=+p[b+16>>3])if(d<=+p[b+24>>3])if(g<=+p[b+32>>3])if(c<=+p[b+40>>3]){B=0.0;u=D;return +B}}}s=+p[b+24>>3];c=(s-i)*.5;o=+p[b+32>>3];g=(o-h)*.5;n=+p[b+40>>3];t=+p[b+16>>3];v=(n-t)*.5;z=i+c;A=h+g;B=t+v;c=c*1.00001;g=g*1.00001;v=v*1.00001;w=z-c;x=A-g;y=B-v;z=c+z;A=g+A;B=v+B;v=h*0.0;g=t*0.0;c=v+g-i;p[C>>3]=-1.0;b=C+8|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+24>>3]=-c;i=i*0.0;g=i+(g-h);p[C+32>>3]=0.0;p[C+40>>3]=-1.0;p[C+48>>3]=0.0;p[C+56>>3]=-g;i=i+(v-t);b=C+64|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+80>>3]=-1.0;p[C+88>>3]=-i;t=o*0.0;v=n*0.0;k=s+(t+v);p[C+96>>3]=1.0;b=C+104|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+120>>3]=-k;s=s*0.0;p[C+128>>3]=0.0;p[C+136>>3]=1.0;p[C+144>>3]=0.0;p[C+152>>3]=-(s+(o+v));n=s+(t+n);b=C+160|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+176>>3]=1.0;p[C+184>>3]=-n;t=+p[a>>3];s=+p[e>>3];v=+p[a+16>>3];o=+p[a+24>>3];q=+p[a+32>>3];r=+p[a+40>>3];h=s*0.0;d=v*0.0;j=h+d;c=j-t-c;if(c>0.0){c=-c/(q*0.0+r*0.0-o);if(!(c>=0.0))l=11;else{F=t+o*c;E=s+q*c;m=v+r*c;if(!(F<=z)|(!(m>=y)|(!(F>=w)|!(E>=x)))|!(E<=A)|!(m<=B))l=11}}else l=11;do if((l|0)==11){m=t*0.0;c=m+(d-s)-g;if(c>0.0){c=-c/(o*0.0+(r*0.0-q));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}c=m+(h-v)-i;if(c>0.0){c=-c/(o*0.0+(q*0.0-r));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}c=t+j-k;if(c>0.0){c=-c/(o+(q*0.0+r*0.0));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}d=+p[C+136>>3];g=+p[C+144>>3];c=+p[C+152>>3]+(m+(d*s+g*v));if(c>0.0){c=-c/(o*0.0+(d*q+g*r));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}g=+p[C+160>>3];h=+p[C+168>>3];d=+p[C+176>>3];c=g*t+(h*s+d*v)-n;if(c>0.0){c=-c/(g*o+(h*q+d*r));if(c>=0.0){F=t+o*c;g=s+q*c;d=v+r*c;if(!(!(F<=z)|(!(d>=y)|(!(F>=w)|!(g>=x)))))if(!(!(g<=A)|!(d<=B)))break}}c=-1.0}while(0);F=c;u=D;return +F}function Hib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[b>>3];d=+p[b+8>>3];c=+p[b+16>>3];return +(-(+p[b+24>>3]+(e*+p[a>>3]+(d*+p[a+8>>3]+c*+p[a+16>>3])))/(e*+p[a+24>>3]+(d*+p[a+32>>3]+c*+p[a+40>>3])))}function Iib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+240|0;t=y+168|0;x=y+96|0;v=y+24|0;w=y;r=+p[a>>3];s=+p[a+8>>3];h=+p[a+16>>3];i=+p[a+24>>3];e=+p[b>>3];f=+p[b+8>>3];g=+p[b+16>>3];d=i+(r*e+(s*f+h*g));if(d>0.0){k=1;l=0;m=0;j=t}else{j=d<0.0;k=0;l=j&1;m=(j^1)&1;j=j?v:x}p[j>>3]=e;p[j+8>>3]=f;p[j+16>>3]=g;e=+p[b+24>>3];f=+p[b+32>>3];g=+p[b+40>>3];d=i+(r*e+(s*f+h*g));do if(d>0.0){n=k+1|0;o=l;q=m;j=t+(k*24|0)|0}else if(d<0.0){n=k;o=l+1|0;q=m;j=v+(l*24|0)|0;break}else{n=k;o=l;q=m+1|0;j=x+(m*24|0)|0;break}while(0);p[j>>3]=e;p[j+8>>3]=f;p[j+16>>3]=g;f=+p[b+48>>3];g=+p[b+56>>3];e=+p[b+64>>3];d=i+(r*f+(s*g+h*e));do if(d>0.0){k=n+1|0;l=o;m=q;j=t+(n*24|0)|0}else if(d<0.0){k=n;l=o+1|0;m=q;j=v+(o*24|0)|0;break}else{k=n;l=o;m=q+1|0;j=x+(q*24|0)|0;break}while(0);p[j>>3]=f;p[j+8>>3]=g;p[j+16>>3]=e;if((l|0)==3|(k|0)==3){x=0;u=y;return x|0}if((l|0)==1&(k|0)==1){cCa(w,a,t,v);s=+p[w>>3];p[w>>3]=+p[c>>3];p[c>>3]=s;t=w+8|0;s=+p[t>>3];v=c+8|0;p[t>>3]=+p[v>>3];p[v>>3]=s;p[c+16>>3]=+p[w+16>>3];p[c+24>>3]=+p[x>>3];p[c+32>>3]=+p[x+8>>3];p[c+40>>3]=+p[x+16>>3];x=1;u=y;return x|0}switch(m|0){case 0:{if(k>>>0<l>>>0){x=t+8|0;q=t+16|0;i=+p[t>>3];r=+p[x>>3];s=+p[q>>3];p[t>>3]=+p[v>>3];b=v+8|0;p[x>>3]=+p[b>>3];x=v+16|0;p[q>>3]=+p[x>>3];p[v>>3]=i;p[b>>3]=r;p[x>>3]=s;x=t+24|0;b=t+32|0;q=t+40|0;s=+p[x>>3];r=+p[b>>3];i=+p[q>>3];o=v+24|0;p[x>>3]=+p[o>>3];x=v+32|0;p[b>>3]=+p[x>>3];b=v+40|0;p[q>>3]=+p[b>>3];p[o>>3]=s;p[x>>3]=r;p[b>>3]=i;b=t+48|0;x=t+56|0;o=t+64|0;i=+p[b>>3];r=+p[x>>3];s=+p[o>>3];q=v+48|0;p[b>>3]=+p[q>>3];b=v+56|0;p[x>>3]=+p[b>>3];x=v+64|0;p[o>>3]=+p[x>>3];p[q>>3]=i;p[b>>3]=r;p[x>>3]=s}cCa(w,a,t,v);s=+p[w>>3];p[w>>3]=+p[c>>3];p[c>>3]=s;b=w+8|0;s=+p[b>>3];x=c+8|0;p[b>>3]=+p[x>>3];p[x>>3]=s;p[c+16>>3]=+p[w+16>>3];cCa(w,a,t+24|0,v);s=+p[w>>3];v=c+24|0;p[w>>3]=+p[v>>3];p[v>>3]=s;v=w+8|0;s=+p[v>>3];x=c+32|0;p[v>>3]=+p[x>>3];p[x>>3]=s;p[c+40>>3]=+p[w+16>>3];x=1;u=y;return x|0}case 1:{x=0;u=y;return x|0}default:{d=+p[x>>3];p[c>>3]=d;e=+p[x+8>>3];p[c+8>>3]=e;f=+p[x+16>>3];p[c+16>>3]=f;g=+p[x+24>>3];p[c+24>>3]=g;h=+p[x+32>>3];p[c+32>>3]=h;i=+p[x+40>>3];p[c+40>>3]=i;if((m|0)==2){x=1;u=y;return x|0}p[c+48>>3]=g;p[c+56>>3]=h;p[c+64>>3]=i;i=+p[x+48>>3];p[c+72>>3]=i;r=+p[x+56>>3];p[c+80>>3]=r;s=+p[x+64>>3];p[c+88>>3]=s;p[c+96>>3]=i;p[c+104>>3]=r;p[c+112>>3]=s;p[c+120>>3]=d;p[c+128>>3]=e;p[c+136>>3]=f;x=3;u=y;return x|0}}return 0}function Jib(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0,u=0,v=0,w=0.0,x=0.0,y=0.0;x=+p[a>>3];y=+p[b>>3]-x;v=a+8|0;m=+p[v>>3];w=+p[b+8>>3]-m;u=a+16|0;l=+p[u>>3];o=+p[b+16>>3]-l;g=+p[c>>3];q=+p[d>>3]-g;r=c+8|0;h=+p[r>>3];s=+p[d+8>>3]-h;t=c+16|0;i=+p[t>>3];n=+p[d+16>>3]-i;g=x-g;h=m-h;i=l-i;l=y*y+(w*w+o*o);m=q*q+(s*s+n*n);k=g*q+(h*s+i*n);a=l<=1.0e-08;b=!(m<=1.0e-08);if(!(b|a^1)){p[e>>3]=x;d=e+8|0;p[d>>3]=+p[v>>3];v=e+16|0;p[v>>3]=+p[u>>3];x=+p[c>>3];p[f>>3]=x;y=+p[r>>3];p[f+8>>3]=y;w=+p[t>>3];p[f+16>>3]=w;x=+p[e>>3]-x;y=+p[d>>3]-y;w=+p[v>>3]-w;x=x*x;y=y*y;w=w*w;y=w+y;y=x+y;return +y}do if(a){g=k/m;h=0.0;g=g<0.0?0.0:g>1.0?1.0:g}else{j=g*y+(h*w+i*o);if(!b){h=-j/l;h=h<0.0?0.0:h>1.0?1.0:h;g=0.0;break}i=y*q+(w*s+o*n);g=l*m-i*i;if(g!=0.0){h=(i*k-j*m)/g;h=h<0.0?0.0:h>1.0?1.0:h}else h=0.0;g=k+i*h;if(g<0.0){h=-j/l;h=h<0.0?0.0:h>1.0?1.0:h;g=0.0;break}if(g>m){h=(i-j)/l;h=h<0.0?0.0:h>1.0?1.0:h;g=1.0;break}else{g=g/m;break}}while(0);p[e>>3]=x+h*y;d=e+8|0;p[d>>3]=+p[v>>3]+h*w;v=e+16|0;p[v>>3]=+p[u>>3]+h*o;x=+p[c>>3]+g*q;p[f>>3]=x;y=+p[r>>3]+g*s;p[f+8>>3]=y;w=+p[t>>3]+g*n;p[f+16>>3]=w;x=+p[e>>3]-x;y=+p[d>>3]-y;w=+p[v>>3]-w;x=x*x;y=y*y;w=w*w;y=w+y;y=x+y;return +y}function Kib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;B=+p[d>>3];C=+p[c>>3];D=B-C;y=+p[d+8>>3];z=+p[c+8>>3];A=y-z;x=+p[d+16>>3];r=+p[c+16>>3];s=x-r;t=+p[e>>3];u=t-C;v=+p[e+8>>3];w=v-z;o=+p[e+16>>3];q=o-r;g=+p[b>>3];m=g-C;h=+p[b+8>>3];n=h-z;f=+p[b+16>>3];k=f-r;i=m*D+(n*A+k*s);k=m*u+(n*w+k*q);if(i<=0.0&k<=0.0){p[a>>3]=C;p[a+8>>3]=z;D=r;a=a+16|0;p[a>>3]=D;return}j=g-B;n=h-y;m=f-x;l=D*j+(A*n+s*m);m=u*j+(w*n+q*m);if(!(!(l>=0.0)|!(m<=l))){p[a>>3]=B;p[a+8>>3]=y;D=x;a=a+16|0;p[a>>3]=D;return}n=i*m-k*l;if(l<=0.0&(i>=0.0&n<=0.0)){B=i/(i-l);p[a>>3]=C+B*D;p[a+8>>3]=z+B*A;D=r+B*s;a=a+16|0;p[a>>3]=D;return}g=g-t;h=h-v;j=f-o;f=D*g+(A*h+s*j);j=u*g+(w*h+q*j);if(!(!(j>=0.0)|!(f<=j))){p[a>>3]=t;p[a+8>>3]=v;D=o;a=a+16|0;p[a>>3]=D;return}i=k*f-i*j;if(j<=0.0&(k>=0.0&i<=0.0)){D=k/(k-j);p[a>>3]=C+D*u;p[a+8>>3]=z+D*w;D=r+D*q;a=a+16|0;p[a>>3]=D;return}h=l*j-m*f;if(h<=0.0){g=m-l;if(g>=0.0){f=f-j;if(f>=0.0){D=g/(g+f);p[a>>3]=B+D*(t-B);p[a+8>>3]=y+D*(v-y);D=x+D*(o-x);a=a+16|0;p[a>>3]=D;return}}}B=1.0/(n+(h+i));y=i*B;B=n*B;p[a>>3]=C+y*D+B*u;p[a+8>>3]=z+y*A+B*w;D=r+y*s+B*q;a=a+16|0;p[a>>3]=D;return}function Lib(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0;q=+p[e>>3];j=+p[e+8>>3];h=+p[e+16>>3];o=+p[d>>3]-+p[a>>3];l=+p[d+8>>3]-+p[a+8>>3];i=+p[d+16>>3]-+p[a+16>>3];s=+p[a+24>>3];r=+p[a+32>>3];n=+p[a+40>>3];m=q*s+(j*r+h*n);k=q*q+(j*j+h*h);n=o*s+(l*r+i*n);i=q*o+(j*l+h*i);h=k-m*m;if(h<1.0e-08){l=i;i=0.0;h=1.0}else{j=i*m-k*n;if(j>-0.0){l=-i;i=0.0}else{l=-(i-m*n);i=-j;k=h}}if(l<0.0){e=n<0.0;l=0.0;i=e?0.0:n;h=e?h:1.0}else{j=n+m;a=j<0.0;if(l>k){l=k;i=a?0.0:j;h=a?h:1.0}}do if(+K(+i)<1.0e-08){p[b>>3]=0.0;h=1.0}else if(h<0.0){p[b>>3]=-i;h=-h;break}else{p[b>>3]=i;break}while(0);p[c>>3]=h;c=+K(+l)<1.0e-08;p[f>>3]=c?0.0:l;p[g>>3]=c?1.0:k;return}function Mib(a,b){a=a|0;b=b|0;var c=0.0;c=+p[a+24>>3]*(+p[b>>3]-+p[a>>3])+(+p[a+32>>3]*(+p[b+8>>3]-+p[a+8>>3])+ +p[a+40>>3]*(+p[b+16>>3]-+p[a+16>>3]));return +(c<0.0?0.0:c)}function Nib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+n[b+4>>2];g=+n[b+16>>2]-j;d=+n[b+8>>2];l=+n[b+32>>2]-d;e=+n[b+20>>2]-d;i=+n[b+28>>2]-j;m=g*l-e*i;k=+n[b>>2];f=+n[b+24>>2]-k;h=+n[b+12>>2]-k;l=e*f-l*h;f=i*h-g*f;g=+n[a>>2];h=+n[a+4>>2];i=+n[a+8>>2];d=k*m+(j*l+d*f)-(m*g+(h*l+f*i));j=+n[a+12>>2];k=+n[a+16>>2];e=+n[a+20>>2];f=m*j+(l*k+f*e);a=f<0.0;d=a?-d:d;if(d>=0.0){m=d/(a?-f:f);n[c>>2]=g+m*j;n[c+4>>2]=h+m*k;n[c+8>>2]=i+m*e;if(Dib(b,c)|0){c=1;return c|0}}c=0;return c|0}function Oib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0,L=0,M=0.0;I=u;u=u+208|0;o=I+56|0;q=I+48|0;t=I+40|0;v=I+32|0;w=I+24|0;B=I;if(Pib(a,b,d)|0){p[c>>3]=+p[d>>3];p[c+8>>3]=+p[d+8>>3];p[c+16>>3]=+p[d+16>>3];l=0.0;u=I;return +l}i=+p[b>>3];p[o>>3]=i;f=+p[b+8>>3];L=o+8|0;p[L>>3]=f;h=+p[b+16>>3];K=o+16|0;p[K>>3]=h;j=+p[b+24>>3];p[o+24>>3]=j;g=+p[b+32>>3];p[o+32>>3]=g;k=+p[b+40>>3];p[o+40>>3]=k;p[o+48>>3]=j;m=o+56|0;p[m>>3]=g;n=o+64|0;p[n>>3]=k;e=+p[b+48>>3];p[o+72>>3]=e;l=+p[b+56>>3];p[o+80>>3]=l;J=+p[b+64>>3];p[o+88>>3]=J;p[o+96>>3]=e;z=o+104|0;p[z>>3]=l;C=o+112|0;p[C>>3]=J;p[o+120>>3]=i;p[o+128>>3]=f;p[o+136>>3]=h;A=B+8|0;D=B+16|0;b=a+24|0;r=a+8|0;s=a+32|0;x=a+16|0;y=a+40|0;E=c+8|0;F=c+16|0;G=d+8|0;H=d+16|0;p[B>>3]=j-i;p[A>>3]=g-f;p[D>>3]=k-h;Lib(a,q,t,o,B,v,w);h=+p[q>>3]/+p[t>>3];k=+p[v>>3]/+p[w>>3];f=+p[a>>3]+h*+p[b>>3];g=+p[r>>3]+h*+p[s>>3];h=+p[x>>3]+h*+p[y>>3];i=+p[o>>3]+k*+p[B>>3];j=+p[L>>3]+k*+p[A>>3];k=+p[K>>3]+k*+p[D>>3];J=f-i;l=g-j;e=h-k;e=J*J+(l*l+e*e);if(e<1797693134862315708145274.0e284){p[c>>3]=f;p[E>>3]=g;p[F>>3]=h;p[d>>3]=i;p[G>>3]=j;p[H>>3]=k}else e=1797693134862315708145274.0e284;L=o+48|0;p[B>>3]=+p[o+72>>3]-+p[L>>3];p[A>>3]=+p[o+80>>3]-+p[m>>3];p[D>>3]=+p[o+88>>3]-+p[n>>3];Lib(a,q,t,L,B,v,w);k=+p[q>>3]/+p[t>>3];f=+p[v>>3]/+p[w>>3];i=+p[a>>3]+k*+p[b>>3];j=+p[r>>3]+k*+p[s>>3];k=+p[x>>3]+k*+p[y>>3];l=+p[L>>3]+f*+p[B>>3];h=+p[m>>3]+f*+p[A>>3];f=+p[n>>3]+f*+p[D>>3];M=i-l;J=j-h;g=k-f;g=M*M+(J*J+g*g);if(g<e){p[c>>3]=i;p[E>>3]=j;p[F>>3]=k;p[d>>3]=l;p[G>>3]=h;p[H>>3]=f;e=g}L=o+96|0;p[B>>3]=+p[o+120>>3]-+p[L>>3];p[A>>3]=+p[o+128>>3]-+p[z>>3];p[D>>3]=+p[o+136>>3]-+p[C>>3];Lib(a,q,t,L,B,v,w);j=+p[q>>3]/+p[t>>3];f=+p[v>>3]/+p[w>>3];l=+p[a>>3]+j*+p[b>>3];k=+p[r>>3]+j*+p[s>>3];j=+p[x>>3]+j*+p[y>>3];i=+p[L>>3]+f*+p[B>>3];h=+p[z>>3]+f*+p[A>>3];f=+p[C>>3]+f*+p[D>>3];J=l-i;M=k-h;g=j-f;g=J*J+(M*M+g*g);if(g<e){p[c>>3]=l;p[E>>3]=k;p[F>>3]=j;p[d>>3]=i;p[G>>3]=h;p[H>>3]=f;e=g}M=e;u=I;return +M}function Pib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+p[b+8>>3];g=+p[b+32>>3]-j;d=+p[b+16>>3];l=+p[b+64>>3]-d;e=+p[b+40>>3]-d;i=+p[b+56>>3]-j;m=g*l-e*i;k=+p[b>>3];f=+p[b+48>>3]-k;h=+p[b+24>>3]-k;l=e*f-l*h;f=i*h-g*f;g=+p[a>>3];h=+p[a+8>>3];i=+p[a+16>>3];d=k*m+(j*l+d*f)-(m*g+(h*l+f*i));j=+p[a+24>>3];k=+p[a+32>>3];e=+p[a+40>>3];f=m*j+(l*k+f*e);a=f<0.0;d=a?-d:d;if(d>=0.0){m=d/(a?-f:f);p[c>>3]=g+m*j;p[c+8>>3]=h+m*k;p[c+16>>3]=i+m*e;if(Eib(b,c)|0){c=1;return c|0}}c=0;return c|0}function Qib(a,b){a=a|0;b=+b;var c=0.0;c=+n[a>>2];return +(c+(+n[a+4>>2]-c)*b)}function Rib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;h=j+16|0;i=j;k=tSa(b)|0;g=f[d+196>>2]|0;if((g&32|0)!=0|(g&2048|0)==0&(k^1))if((c|0)==0|(g&33554456|0)==0){JJa(d,h,i);l=f[h+4>>2]|0;g=f[h+8>>2]|0;b=f[i>>2]|0;c=f[i+4>>2]|0;k=f[i+8>>2]|0;f[a>>2]=f[h>>2];f[a+4>>2]=l;f[a+8>>2]=g;f[a+12>>2]=b;f[a+16>>2]=c;f[a+20>>2]=k;if(e|0){l=f[d+96>>2]|0;f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[e+12>>2]=f[l+12>>2];f[e+16>>2]=f[l+16>>2];f[e+20>>2]=f[l+20>>2];f[e+24>>2]=f[l+24>>2];f[e+28>>2]=f[l+28>>2];f[e+32>>2]=f[l+32>>2];f[e+36>>2]=f[l+36>>2];f[e+40>>2]=f[l+40>>2];f[e+44>>2]=f[l+44>>2];f[e+48>>2]=f[l+48>>2];f[e+52>>2]=f[l+52>>2];f[e+56>>2]=f[l+56>>2];f[e+60>>2]=f[l+60>>2]}u=j;return}Sib(h,b,c,d,e);i=f[h>>2]|0;f[h>>2]=f[a>>2];f[a>>2]=i;i=h+4|0;l=f[i>>2]|0;k=a+4|0;f[i>>2]=f[k>>2];f[k>>2]=l;k=h+8|0;l=f[k>>2]|0;i=a+8|0;f[k>>2]=f[i>>2];f[i>>2]=l;i=a+12|0;l=h+12|0;k=f[l>>2]|0;f[l>>2]=f[i>>2];f[i>>2]=k;i=h+16|0;k=f[i>>2]|0;l=a+16|0;f[i>>2]=f[l>>2];f[l>>2]=k;f[a+20>>2]=f[h+20>>2];u=j;return}function Sib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0,L=0;D=u;u=u+160|0;o=D+88|0;B=D+24|0;C=D;K=f[d+4>>2]|0;L=f[d+96>>2]|0;f[o>>2]=f[L>>2];p=o+4|0;f[p>>2]=f[L+4>>2];q=o+8|0;f[q>>2]=f[L+8>>2];r=o+12|0;f[r>>2]=f[L+12>>2];s=o+16|0;f[s>>2]=f[L+16>>2];t=o+20|0;f[t>>2]=f[L+20>>2];v=o+24|0;f[v>>2]=f[L+24>>2];w=o+28|0;f[w>>2]=f[L+28>>2];x=o+32|0;f[x>>2]=f[L+32>>2];y=o+36|0;f[y>>2]=f[L+36>>2];z=o+40|0;f[z>>2]=f[L+40>>2];A=o+44|0;f[A>>2]=f[L+44>>2];G=o+48|0;f[G>>2]=f[L+48>>2];F=o+52|0;f[F>>2]=f[L+52>>2];E=o+56|0;f[E>>2]=f[L+56>>2];g=o+60|0;f[g>>2]=f[L+60>>2];QDa(b,c,d,o);b=f[K+44>>2]|0;J=+n[b+124>>2];k=+n[b+136>>2];h=J-k;I=+n[b+128>>2];l=+n[b+140>>2];i=I-l;H=+n[b+132>>2];m=+n[b+144>>2];j=H-m;k=J+k;l=I+l;m=H+m;o=f[o>>2]|0;f[B>>2]=o;p=f[p>>2]|0;f[B+4>>2]=p;q=f[q>>2]|0;f[B+8>>2]=q;r=f[r>>2]|0;f[B+12>>2]=r;s=f[s>>2]|0;f[B+16>>2]=s;t=f[t>>2]|0;f[B+20>>2]=t;v=f[v>>2]|0;f[B+24>>2]=v;w=f[w>>2]|0;f[B+28>>2]=w;x=f[x>>2]|0;f[B+32>>2]=x;y=f[y>>2]|0;f[B+36>>2]=y;z=f[z>>2]|0;f[B+40>>2]=z;A=f[A>>2]|0;f[B+44>>2]=A;b=f[G>>2]|0;f[B+48>>2]=b;c=f[F>>2]|0;f[B+52>>2]=c;d=f[E>>2]|0;f[B+56>>2]=d;g=f[g>>2]|0;f[B+60>>2]=g;if(!e){n[C>>2]=h;L=C+4|0;n[L>>2]=i;L=C+8|0;n[L>>2]=j;L=C+12|0;n[L>>2]=k;L=C+16|0;n[L>>2]=l;L=C+20|0;n[L>>2]=m;Tib(a,C,B);u=D;return}f[e>>2]=o;f[e+4>>2]=p;f[e+8>>2]=q;f[e+12>>2]=r;f[e+16>>2]=s;f[e+20>>2]=t;f[e+24>>2]=v;f[e+28>>2]=w;f[e+32>>2]=x;f[e+36>>2]=y;f[e+40>>2]=z;f[e+44>>2]=A;f[e+48>>2]=b;f[e+52>>2]=c;f[e+56>>2]=d;f[e+60>>2]=g;n[C>>2]=h;L=C+4|0;n[L>>2]=i;L=C+8|0;n[L>>2]=j;L=C+12|0;n[L>>2]=k;L=C+16|0;n[L>>2]=l;L=C+20|0;n[L>>2]=m;Tib(a,C,B);u=D;return}function Tib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0;J=u;u=u+128|0;g=J+24|0;E=J;H=f[b>>2]|0;k=f[b+4>>2]|0;h=f[b+8>>2]|0;f[g>>2]=H;F=g+4|0;f[F>>2]=k;G=g+8|0;f[G>>2]=h;j=f[b+12>>2]|0;f[g+12>>2]=j;f[g+16>>2]=k;f[g+20>>2]=h;i=f[b+16>>2]|0;f[g+24>>2]=H;f[g+28>>2]=i;f[g+32>>2]=h;f[g+36>>2]=j;f[g+40>>2]=i;f[g+44>>2]=h;h=f[b+20>>2]|0;f[g+48>>2]=H;f[g+52>>2]=k;f[g+56>>2]=h;f[g+60>>2]=j;f[g+64>>2]=k;f[g+68>>2]=h;f[g+72>>2]=H;f[g+76>>2]=i;f[g+80>>2]=h;H=g+84|0;f[H>>2]=j;f[g+88>>2]=i;f[g+92>>2]=h;h=g+96|0;i=c+16|0;j=c+32|0;k=c+4|0;l=c+20|0;m=c+36|0;o=c+8|0;p=c+24|0;q=c+40|0;r=c+12|0;t=c+28|0;v=c+44|0;w=E+4|0;x=E+8|0;y=E+12|0;z=c+48|0;A=c+52|0;B=c+56|0;C=c+60|0;D=E+16|0;b=g;do{P=+n[b>>2];L=b+4|0;O=+n[L>>2];K=b+8|0;d=+n[K>>2];e=P*+n[k>>2]+O*+n[l>>2]+d*+n[m>>2];N=P*+n[o>>2]+O*+n[p>>2]+d*+n[q>>2];M=P*+n[r>>2]+O*+n[t>>2]+d*+n[v>>2];d=+n[c>>2]*P+ +n[i>>2]*O+ +n[j>>2]*d+ +n[z>>2];n[E>>2]=d;e=e+ +n[A>>2];n[w>>2]=e;n[x>>2]=N+ +n[B>>2];n[y>>2]=M+ +n[C>>2];f[D>>2]=0;n[b>>2]=d;n[L>>2]=e;f[K>>2]=f[x>>2];b=b+12|0}while((b|0)!=(h|0));m=a+12|0;L=f[g>>2]|0;f[m>>2]=L;k=f[F>>2]|0;l=a+16|0;f[l>>2]=k;K=f[G>>2]|0;i=a+20|0;f[i>>2]=K;f[a>>2]=L;j=a+4|0;f[j>>2]=k;k=a+8|0;f[k>>2]=K;d=(f[s>>2]=L,+n[s>>2]);while(1){h=g+12|0;e=+n[h>>2];if(e<d){b=a;I=5}else if(e>+n[m>>2]){b=m;I=5}if((I|0)==5){I=0;n[b>>2]=e}d=+n[g+16>>2];if(d<+n[j>>2]){b=a;I=8}else if(d>+n[l>>2]){b=m;I=8}if((I|0)==8){I=0;n[b+4>>2]=d}d=+n[g+20>>2];if(d<+n[k>>2]){b=a;I=13}else if(d>+n[i>>2]){b=m;I=13}if((I|0)==13){I=0;n[b+8>>2]=d}if((h|0)==(H|0))break;g=h;d=+n[a>>2]}u=J;return}function Uib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0;H=u;u=u+240|0;X=H+176|0;F=H+48|0;G=H;Y=f[d+4>>2]|0;Z=f[d+96>>2]|0;f[X>>2]=f[Z>>2];W=X+4|0;f[W>>2]=f[Z+4>>2];V=X+8|0;f[V>>2]=f[Z+8>>2];U=X+12|0;f[U>>2]=f[Z+12>>2];T=X+16|0;f[T>>2]=f[Z+16>>2];S=X+20|0;f[S>>2]=f[Z+20>>2];R=X+24|0;f[R>>2]=f[Z+24>>2];Q=X+28|0;f[Q>>2]=f[Z+28>>2];P=X+32|0;f[P>>2]=f[Z+32>>2];O=X+36|0;f[O>>2]=f[Z+36>>2];N=X+40|0;f[N>>2]=f[Z+40>>2];M=X+44|0;f[M>>2]=f[Z+44>>2];L=X+48|0;f[L>>2]=f[Z+48>>2];K=X+52|0;f[K>>2]=f[Z+52>>2];J=X+56|0;f[J>>2]=f[Z+56>>2];I=X+60|0;f[I>>2]=f[Z+60>>2];QDa(b,c,d,X);d=f[Y+44>>2]|0;z=+n[d+124>>2];t=+n[d+136>>2];q=z-t;y=+n[d+128>>2];v=+n[d+140>>2];r=y-v;x=+n[d+132>>2];w=+n[d+144>>2];s=x-w;t=z+t;v=y+v;w=x+w;x=+n[X>>2];p[F>>3]=x;y=+n[W>>2];p[F+8>>3]=y;z=+n[V>>2];p[F+16>>3]=z;A=+n[U>>2];p[F+24>>3]=A;B=+n[T>>2];p[F+32>>3]=B;C=+n[S>>2];p[F+40>>3]=C;D=+n[R>>2];p[F+48>>3]=D;E=+n[Q>>2];p[F+56>>3]=E;g=+n[P>>2];p[F+64>>3]=g;h=+n[O>>2];p[F+72>>3]=h;i=+n[N>>2];p[F+80>>3]=i;j=+n[M>>2];p[F+88>>3]=j;k=+n[L>>2];p[F+96>>3]=k;l=+n[K>>2];p[F+104>>3]=l;m=+n[J>>2];p[F+112>>3]=m;o=+n[I>>2];p[F+120>>3]=o;if(!e){z=q;A=r;B=s;C=t;D=v;E=w;p[G>>3]=z;Z=G+8|0;p[Z>>3]=A;Z=G+16|0;p[Z>>3]=B;Z=G+24|0;p[Z>>3]=C;Z=G+32|0;p[Z>>3]=D;Z=G+40|0;p[Z>>3]=E;UBa(a,G,F);u=H;return}p[e>>3]=x;p[e+8>>3]=y;p[e+16>>3]=z;p[e+24>>3]=A;p[e+32>>3]=B;p[e+40>>3]=C;p[e+48>>3]=D;p[e+56>>3]=E;p[e+64>>3]=g;p[e+72>>3]=h;p[e+80>>3]=i;p[e+88>>3]=j;p[e+96>>3]=k;p[e+104>>3]=l;p[e+112>>3]=m;p[e+120>>3]=o;z=q;A=r;B=s;C=t;D=v;E=w;p[G>>3]=z;Z=G+8|0;p[Z>>3]=A;Z=G+16|0;p[Z>>3]=B;Z=G+24|0;p[Z>>3]=C;Z=G+32|0;p[Z>>3]=D;Z=G+40|0;p[Z>>3]=E;UBa(a,G,F);u=H;return}function Vib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0.0,q=0.0,r=0.0;l=u;u=u+48|0;h=l;m=tSa(b)|0;g=f[d+196>>2]|0;if((g&32|0)!=0|(g&2048|0)==0&(m^1))if((c|0)==0|(g&33554456|0)==0){b=d+200|0;g=f[b>>2]|0;if(!((g&33554432|0)==0&0==0)){LJa(d);g=f[b>>2]|0}i=+n[d+168>>2];j=+n[d+172>>2];k=+n[d+176>>2];if(!((g&16777216|0)==0&0==0))MJa(d);o=+n[d+152>>2];p[a>>3]=i;p[a+8>>3]=j;p[a+16>>3]=k;p[a+24>>3]=o;p[a+32>>3]=-1.0;if(!e){u=l;return}m=f[d+96>>2]|0;p[e>>3]=+n[m>>2];p[e+8>>3]=+n[m+4>>2];p[e+16>>3]=+n[m+8>>2];p[e+24>>3]=+n[m+12>>2];p[e+32>>3]=+n[m+16>>2];p[e+40>>3]=+n[m+20>>2];p[e+48>>3]=+n[m+24>>2];p[e+56>>3]=+n[m+28>>2];p[e+64>>3]=+n[m+32>>2];p[e+72>>3]=+n[m+36>>2];p[e+80>>3]=+n[m+40>>2];p[e+88>>3]=+n[m+44>>2];p[e+96>>3]=+n[m+48>>2];p[e+104>>3]=+n[m+52>>2];p[e+112>>3]=+n[m+56>>2];p[e+120>>3]=+n[m+60>>2];u=l;return}Uib(h,b,c,d,e);r=+p[h>>3];j=(+p[h+24>>3]-r)*.5;q=+p[h+8>>3];k=(+p[h+32>>3]-q)*.5;i=+p[h+16>>3];o=(+p[h+40>>3]-i)*.5;p[a>>3]=j+r;p[a+8>>3]=k+q;p[a+16>>3]=o+i;p[a+24>>3]=j*j+(k*k+o*o);p[a+32>>3]=-1.0;u=l;return}function Wib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[b+44>>2];g=+n[b+56>>2];f=+n[b+48>>2];e=+n[b+60>>2];d=+n[b+52>>2];c=+n[b+64>>2];n[a>>2]=h-g;n[a+4>>2]=f-e;n[a+8>>2]=d-c;n[a+12>>2]=h+g;n[a+16>>2]=f+e;n[a+20>>2]=d+c;return}function Xib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+n[b+48>>2];d=+n[b+52>>2];c=+n[b+68>>2];p[a>>3]=+n[b+44>>2];p[a+8>>3]=e;p[a+16>>3]=d;p[a+24>>3]=c;p[a+32>>3]=-1.0;return}function Yib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0.0;e=u;u=u+32|0;C=e;D=+p[b>>3];q=+p[b+8>>3];j=+p[b+16>>3];A=D+ +p[b+24>>3];p[C>>3]=A;v=q+ +p[b+32>>3];n=C+8|0;p[n>>3]=v;s=j+ +p[b+40>>3];m=C+16|0;p[m>>3]=s;b=C+24|0;p[b>>3]=1.0;B=+p[c>>3];z=+p[c+32>>3];y=+p[c+64>>3];i=+p[c+96>>3];l=B*D+z*q+y*j+i;x=+p[c+8>>3];w=+p[c+40>>3];t=+p[c+72>>3];h=+p[c+104>>3];k=x*D+w*q+t*j+h;r=+p[c+16>>3];o=+p[c+48>>3];f=+p[c+80>>3];g=+p[c+112>>3];j=r*D+o*q+f*j+g;q=+p[C>>3];i=B*A+z*v+y*s+i-l;h=x*q+w*v+t*s+h-k;g=r*q+o*+p[n>>3]+f*+p[m>>3]+g*+p[b>>3]-j;f=+L(+(i*i+(h*h+g*g)));p[d>>3]=f;p[a>>3]=l;p[a+8>>3]=k;p[a+16>>3]=j;p[a+24>>3]=i/f;p[a+32>>3]=h/f;p[a+40>>3]=g/f;u=e;return}function Zib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+p[b>>3];k=+p[b+8>>3];i=+p[b+16>>3];j=+p[d>>3]*l+ +p[d+24>>3]*k+ +p[d+48>>3]*i;h=l*+p[d+8>>3]+k*+p[d+32>>3]+i*+p[d+56>>3];f=l*+p[d+16>>3]+k*+p[d+40>>3]+i*+p[d+64>>3];e=-+p[b+24>>3]/(l*l+(k*k+i*i));l=l*e;k=k*e;e=i*e;i=+p[c>>3]*l+ +p[c+32>>3]*k+e*+p[c+64>>3]+ +p[c+96>>3];g=l*+p[c+8>>3]+k*+p[c+40>>3]+e*+p[c+72>>3]+ +p[c+104>>3];e=l*+p[c+16>>3]+k*+p[c+48>>3]+e*+p[c+80>>3]+ +p[c+112>>3];p[a>>3]=j;p[a+8>>3]=h;p[a+16>>3]=f;p[a+24>>3]=-(j*i+(h*g+f*e));return}function _ib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+p[b>>3];k=+p[b+8>>3];i=+p[b+16>>3];j=+p[d>>3]*l+ +p[d+8>>3]*k+ +p[d+16>>3]*i;h=+p[d+32>>3]*l+ +p[d+40>>3]*k+ +p[d+48>>3]*i;e=+p[d+64>>3]*l+ +p[d+72>>3]*k+ +p[d+80>>3]*i;f=+L(+(j*j+(h*h+e*e)));j=j/f;h=h/f;f=e/f;e=-+p[b+24>>3];l=l*e;k=k*e;e=i*e;i=+p[c>>3]*l+k*+p[c+32>>3]+e*+p[c+64>>3]+ +p[c+96>>3];g=l*+p[c+8>>3]+k*+p[c+40>>3]+e*+p[c+72>>3]+ +p[c+104>>3];e=l*+p[c+16>>3]+k*+p[c+48>>3]+e*+p[c+80>>3]+ +p[c+112>>3];p[a>>3]=j;p[a+8>>3]=h;p[a+16>>3]=f;p[a+24>>3]=-(j*i+(h*g+f*e));return}function $ib(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0;g=u;u=u+944|0;i=g+936|0;j=g+928|0;l=g+776|0;h=g;k=g+920|0;bjb(j,d,(b[c+29>>0]|0)!=0,(b[c+30>>0]|0)!=0,(b[c+31>>0]|0)!=0);t=+p[e>>3];s=+p[e+8>>3];r=+p[e+16>>3];q=+p[e+24>>3];o=+p[e+32>>3];m=+p[e+40>>3];p[l>>3]=t;p[l+8>>3]=s;p[l+16>>3]=r;p[l+24>>3]=q;p[l+32>>3]=o;p[l+40>>3]=m;n[l+48>>2]=t;n[l+52>>2]=s;n[l+56>>2]=r;n[l+60>>2]=q;n[l+64>>2]=o;n[l+68>>2]=m;f[k>>2]=l;b[k+4>>0]=1;b[i>>0]=b[k>>0]|0;b[i+1>>0]=b[k+1>>0]|0;b[i+2>>0]=b[k+2>>0]|0;b[i+3>>0]=b[k+3>>0]|0;b[i+4>>0]=b[k+4>>0]|0;b[i+5>>0]=b[k+5>>0]|0;b[i+6>>0]=b[k+6>>0]|0;b[i+7>>0]=b[k+7>>0]|0;Sjb(h,c,1,d,j,i,0);rSa(d);bkb(h);Tjb(a,h+120|0);Jjb(h);u=g;return}function ajb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;j=u;u=u+1376|0;l=j+1360|0;m=j+1352|0;p=j+976|0;o=j+776|0;k=j;n=j+1344|0;bjb(m,e,(b[c+29>>0]|0)!=0,(b[c+30>>0]|0)!=0,(b[c+31>>0]|0)!=0);ojb(p,g,i,f[c+16>>2]|0);qjb(o,p,h,i);f[n>>2]=o;b[n+4>>0]=0;b[l>>0]=b[n>>0]|0;b[l+1>>0]=b[n+1>>0]|0;b[l+2>>0]=b[n+2>>0]|0;b[l+3>>0]=b[n+3>>0]|0;b[l+4>>0]=b[n+4>>0]|0;b[l+5>>0]=b[n+5>>0]|0;b[l+6>>0]=b[n+6>>0]|0;b[l+7>>0]=b[n+7>>0]|0;Sjb(k,c,d,e,m,l,0);rSa(e);bkb(k);Tjb(a,k+120|0);Jjb(k);u=j;return}function bjb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0;g=AQa(c)|0;if(d)c=1;else c=b[g+224>>0]&1;b[a>>0]=c;if(e)c=1;else c=(h[g+224>>0]|0)>>>1&1;b[a+1>>0]=c;if(f){g=1;f=a+2|0;b[f>>0]=g;return}g=(h[g+224>>0]|0)>>>1&1;f=a+2|0;b[f>>0]=g;return}function cjb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&1)){d=0;return d|0}else return (d|0?1:(b[a>>0]|c&8)<<24>>24!=0)|0;return 0}function djb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&2)){d=0;return d|0}else return (d|0?1:(b[a+1>>0]|c&16)<<24>>24!=0)|0;return 0}function ejb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&4)){d=0;return d|0}else return (d|0?1:(b[a+2>>0]|c&32)<<24>>24!=0)|0;return 0}function fjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0.0,E=0.0;A=u;u=u+32|0;y=A+8|0;z=A;e=YRa(a)|0;g=f[b>>2]|0;x=b+4|0;a=f[x>>2]|0;if((a|0)!=(g|0))do{c=a+-12|0;f[x>>2]=c;d=f[c>>2]|0;if(!d)a=c;else{a=a+-8|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);a=f[x>>2]|0}}while((a|0)!=(g|0));s=e+4|0;gjb(b,((f[s>>2]|0)-(f[e>>2]|0)|0)/12|0);a=f[e>>2]|0;s=f[s>>2]|0;if((a|0)==(s|0)){u=A;return}t=b+8|0;v=y+8|0;w=y+16|0;while(1){c=f[x>>2]|0;if(c>>>0<(f[t>>2]|0)>>>0){f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;o=c+12|0;f[x>>2]=o}else{w5a(b);o=f[x>>2]|0}q=o+-12|0;n=a+4|0;c=(f[n>>2]|0)-(f[a>>2]|0)|0;d=c>>5;r=o+-4|0;l=f[q>>2]|0;j=l;if((f[r>>2]|0)-l>>5>>>0<d>>>0){m=o+-8|0;if(d>>>0>134217727){a=15;break}e=f[m>>2]|0;i=pOb(c)|0;g=i+(e-l>>5<<5)|0;k=g;i=i+(d<<5)|0;c=e;if((c|0)==(j|0))c=k;else{e=c+-32|0;d=g;while(1){B=c;c=c+-32|0;p[d+-32>>3]=+p[c>>3];p[d+-24>>3]=+p[B+-24>>3];p[d+-16>>3]=+p[B+-16>>3];p[d+-8>>3]=+p[B+-8>>3];if((c|0)==(j|0))break;else d=d+-32|0}c=g+(~((e-l|0)>>>5)<<5)|0}f[q>>2]=c;f[m>>2]=k;f[r>>2]=i;if(l|0)sOb(l)}c=f[a>>2]|0;g=f[n>>2]|0;if((c|0)!=(g|0)){e=o+-8|0;do{h=+p[c>>3];E=+p[c+8>>3];D=+p[c+16>>3];C=1.0/+L(+(h*h+(E*E+D*D)));h=h*C;p[y>>3]=h;p[v>>3]=E*C;p[w>>3]=D*C;p[z>>3]=C*+p[c+24>>3];d=f[e>>2]|0;if(d>>>0<(f[r>>2]|0)>>>0){p[d>>3]=h;p[d+8>>3]=+p[v>>3];p[d+16>>3]=+p[w>>3];p[d+24>>3]=+p[z>>3];f[e>>2]=d+32}else EBa(q,y,z);c=c+32|0}while((c|0)!=(g|0))}a=a+12|0;if((a|0)==(s|0)){a=9;break}}if((a|0)==9){u=A;return}else if((a|0)==15)vd()}function gjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function hjb(a){a=a|0;var b=0;b=AQa(a)|0;a=E9a(b)|0;b=b+230|0;b=j[b>>1]|j[b+2>>1]<<16;return (b&1|0?(a?1:2):3)&(b&2|0?(a?-2:-3):-1)|0}function ijb(a){a=a|0;switch(a|0){case 0:{a=0;break}case 1:{a=2;break}case 2:{a=1;break}default:{}}return a|0}function jjb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;g=u;u=u+144|0;f=g;if(!d){f=0;u=g;return f|0}if(e){e=(bCa(a,b,f)|0)==0;f=jjb(a,e?b:f,c,d,0)|0;u=g;return f|0}else{q=+p[c>>3];n=+p[c+32>>3];l=+p[c+64>>3];z=+p[c+8>>3];x=+p[c+40>>3];v=+p[c+72>>3];D=+p[c+24>>3];C=+p[c+56>>3];B=+p[c+88>>3];j=+p[c+96>>3];t=+p[c+104>>3];i=+p[c+120>>3];w=+p[b>>3];y=+p[b+8>>3];A=+p[b+16>>3];r=1.0/(w*D+y*C+A*B+i);h=(q*w+n*y+l*A+j)*r;r=(w*z+y*x+A*v+t)*r;A=+p[b+24>>3];y=+p[b+32>>3];w=+p[b+40>>3];s=1.0/(A*D+y*C+w*B+i);o=+p[b+48>>3];m=+p[b+56>>3];k=+p[b+64>>3];i=1.0/(o*D+m*C+k*B+i);h=((q*A+n*y+l*w+j)*s-h)*((o*z+m*x+k*v+t)*i-r)-((A*z+y*x+w*v+t)*s-r)*((q*o+n*m+l*k+j)*i-h);f=(d|0)==2?h<0.0:h>0.0;u=g;return f|0}return 0}function kjb(){if(!(b[257144]|0))MPb(257144)|0;f[64694]=262921;return}function ljb(a){a=a|0;mjb(a,f[64694]|0);p[a+24>>3]=0.0;b[a+32>>0]=0;return}function mjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257376]|0))if(MPb(257376)|0){f[64695]=0;f[64696]=0;f[64697]=0}d=f[64696]|0;if((f[64695]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64696]|0;e=d+-20|0;do{g=d+-20|0;f[64696]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64696]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function njb(a,b){a=a|0;b=b|0;f[a>>2]=b;return}function ojb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0;f[a>>2]=b;s=a+72|0;j=c+8|0;t=JAa(b,~~+p[c>>3],~~+p[j>>3])|0;p[s>>3]=+p[t>>3];p[a+80>>3]=+p[t+8>>3];p[a+88>>3]=+p[t+16>>3];e=a+96|0;p[e>>3]=+p[t+24>>3];p[a+104>>3]=+p[t+32>>3];p[a+112>>3]=+p[t+40>>3];p[a+120>>3]=+p[t+48>>3];g=a+128|0;p[g>>3]=+p[t+56>>3];p[a+136>>3]=+p[t+64>>3];p[a+144>>3]=+p[t+72>>3];p[a+152>>3]=+p[t+80>>3];h=a+160|0;p[h>>3]=+p[t+88>>3];p[a+168>>3]=+p[t+96>>3];p[a+176>>3]=+p[t+104>>3];p[a+184>>3]=+p[t+112>>3];i=a+192|0;p[i>>3]=+p[t+120>>3];LAa(s,a+200|0);q=+p[c>>3];o=+p[j>>3];q=q*.5*2.0/q+-1.0;o=(o-o*.5)*2.0/o+-1.0;k=1.0/(+p[a+320>>3]+(q*+p[a+224>>3]+o*+p[a+256>>3]-+p[a+288>>3]));s=f[a>>2]|0;n=+p[s+56>>3]-+p[s+32>>3];m=+p[s+64>>3]-+p[s+40>>3];r=+p[s+72>>3]-+p[s+48>>3];l=+L(+(n*n+(m*m+r*r)));n=n/l;m=m/l;l=r/l;k=-((+p[a+296>>3]+(+p[a+200>>3]*q+ +p[a+232>>3]*o-+p[a+264>>3]))*k*n+((+p[a+304>>3]+(q*+p[a+208>>3]+o*+p[a+240>>3]-+p[a+272>>3]))*k*m+(+p[a+312>>3]+(q*+p[a+216>>3]+o*+p[a+248>>3]-+p[a+280>>3]))*k*l));p[a+8>>3]=n;p[a+16>>3]=m;p[a+24>>3]=l;p[a+32>>3]=k;if((d|0)<=-1)return;p[a+328>>3]=+p[e>>3];p[a+336>>3]=+p[g>>3];p[a+344>>3]=+p[h>>3];p[a+352>>3]=+p[i>>3];o=+p[c>>3];n=+p[j>>3];r=+p[b+208>>3];q=+p[b+216>>3];p[a+360>>3]=+(d|0)/(o<n?n:o)*(r<q?q:r);return}function pjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0;e=+p[c>>3];r=+p[c+8>>3];o=e*+p[b+200>>3]+r*+p[b+232>>3];g=+p[b+264>>3];q=+p[b+296>>3];m=e*+p[b+208>>3]+r*+p[b+240>>3];f=+p[b+272>>3];n=+p[b+304>>3];k=e*+p[b+216>>3]+r*+p[b+248>>3];d=+p[b+280>>3];l=+p[b+312>>3];r=e*+p[b+224>>3]+r*+p[b+256>>3];e=+p[b+288>>3];s=+p[b+320>>3];h=1.0/(s+(r-e));j=(q+(o-g))*h;i=(n+(m-f))*h;h=(l+(k-d))*h;e=1.0/(s+(r+e*0.0));g=(q+(o+g*0.0))*e-j;f=(n+(m+f*0.0))*e-i;e=(l+(k+d*0.0))*e-h;d=+L(+(g*g+(f*f+e*e)));p[a>>3]=j;p[a+8>>3]=i;p[a+16>>3]=h;p[a+24>>3]=g/d;p[a+32>>3]=f/d;p[a+40>>3]=e/d;return}function qjb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0;e=u;u=u+80|0;g=e;f[a>>2]=b;p[a+8>>3]=+p[d>>3];j=d+8|0;p[a+16>>3]=+p[j>>3];p[a+24>>3]=+p[c>>3];i=c+8|0;p[a+32>>3]=+p[i>>3];h=+p[j>>3];h=(h-(+p[i>>3]+.5))*2.0/h+-1.0;n[a+40>>2]=(+p[c>>3]+.5)*2.0/+p[d>>3]+-1.0;n[a+44>>2]=h;n[a+48>>2]=0.0;rjb(g,b,c,d);p[a+56>>3]=+p[g>>3];p[a+64>>3]=+p[g+8>>3];p[a+72>>3]=+p[g+16>>3];p[a+80>>3]=+p[g+24>>3];p[a+88>>3]=+p[g+32>>3];p[a+96>>3]=+p[g+40>>3];f[a+104>>2]=f[g+48>>2];f[a+108>>2]=f[g+52>>2];f[a+112>>2]=f[g+56>>2];f[a+116>>2]=f[g+60>>2];f[a+120>>2]=f[g+64>>2];f[a+124>>2]=f[g+68>>2];u=e;return}function rjb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0;t=+p[d+8>>3];k=(+p[c>>3]+.5)*2.0/+p[d>>3]+-1.0;t=(t-(+p[c+8>>3]+.5))*2.0/t+-1.0;g=k*+p[b+200>>3]+ +p[b+232>>3]*t;r=+p[b+264>>3];s=+p[b+296>>3];o=k*+p[b+208>>3]+t*+p[b+240>>3];f=+p[b+272>>3];q=+p[b+304>>3];l=k*+p[b+216>>3]+t*+p[b+248>>3];e=+p[b+280>>3];m=+p[b+312>>3];t=k*+p[b+224>>3]+t*+p[b+256>>3];k=+p[b+288>>3];u=+p[b+320>>3];h=1.0/(u+(t-k));j=(s+(g-r))*h;i=(q+(o-f))*h;h=(m+(l-e))*h;k=1.0/(u+(t+k*0.0));g=(s+(r*0.0+g))*k-j;f=(q+(o+f*0.0))*k-i;k=(m+(l+e*0.0))*k-h;e=+L(+(g*g+(f*f+k*k)));g=g/e;f=f/e;e=k/e;p[a>>3]=j;p[a+8>>3]=i;p[a+16>>3]=h;p[a+24>>3]=g;p[a+32>>3]=f;p[a+40>>3]=e;n[a+48>>2]=j;n[a+52>>2]=i;n[a+56>>2]=h;n[a+60>>2]=g;n[a+64>>2]=f;n[a+68>>2]=e;return}function sjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0;g=f[b>>2]|0;j=+p[c>>3];i=+p[c+8>>3];h=+p[c+16>>3];e=1.0/(j*+p[g+96>>3]+i*+p[g+128>>3]+h*+p[g+160>>3]+ +p[g+192>>3]);d=+p[b+16>>3];d=d-d*(((j*+p[g+80>>3]+i*+p[g+112>>3]+h*+p[g+144>>3]+ +p[g+176>>3])*e+1.0)*.5);p[a>>3]=+p[b+8>>3]*(((+p[g+72>>3]*j+ +p[g+104>>3]*i+ +p[g+136>>3]*h+ +p[g+168>>3])*e+1.0)*.5);p[a+8>>3]=d;return}function tjb(){if(!(b[257144]|0))MPb(257144)|0;f[64698]=262921;return}function ujb(a,c){a=a|0;c=c|0;c=c&255;b[a>>0]=c&1;b[a+1>>0]=c>>>1&1;b[a+2>>0]=c>>>2&1;return}function vjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257384]|0))if(MPb(257384)|0){f[64699]=0;f[64700]=0;f[64701]=0}d=f[64700]|0;if((f[64699]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64700]|0;e=d+-20|0;do{g=d+-20|0;f[64700]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64700]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function wjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257392]|0))if(MPb(257392)|0){f[64702]=0;f[64703]=0;f[64704]=0}e=f[64703]|0;if((f[64702]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64703]|0;m=h+-12|0;while(1){e=h+-12|0;f[64703]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{i=h+-12|0;f[k>>2]=i;j=f[i>>2]|0;if(!j)h=i;else{h=h+-8|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-32-j|0)>>>5)<<5);sOb(j);h=f[k>>2]|0}}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64703]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function xjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=(c-b|0)/12|0;j=a+8|0;e=f[j>>2]|0;q=f[a>>2]|0;d=q;if(o>>>0>((e-q|0)/12|0)>>>0){if(q){i=a+4|0;e=f[i>>2]|0;if((e|0)==(d|0))e=q;else{do{g=e+-12|0;f[i>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-32-h|0)>>>5)<<5);sOb(h);e=f[i>>2]|0}}while((e|0)!=(d|0));e=f[a>>2]|0}sOb(e);f[j>>2]=0;f[i>>2]=0;f[a>>2]=0;e=0}if(o>>>0>357913941)AMb(a);n=(e|0)/12|0;e=n<<1;e=n>>>0<178956970?(e>>>0<o>>>0?o:e):357913941;if(e>>>0>357913941)AMb(a);g=pOb(e*12|0)|0;n=a+4|0;f[n>>2]=g;f[a>>2]=g;f[j>>2]=g+(e*12|0);if((b|0)==(c|0))return;else m=b;while(1){f[g>>2]=0;l=g+4|0;f[l>>2]=0;f[g+8>>2]=0;i=m+4|0;e=(f[i>>2]|0)-(f[m>>2]|0)|0;h=e>>5;if(h|0){if(h>>>0>134217727){e=38;break}k=pOb(e)|0;f[l>>2]=k;f[g>>2]=k;f[g+8>>2]=k+(h<<5);j=f[m>>2]|0;h=f[i>>2]|0;if((j|0)!=(h|0)){e=j;i=k;while(1){p[i>>3]=+p[e>>3];p[i+8>>3]=+p[e+8>>3];p[i+16>>3]=+p[e+16>>3];p[i+24>>3]=+p[e+24>>3];e=e+32|0;if((e|0)==(h|0))break;else i=i+32|0}f[l>>2]=k+(((h+-32-j|0)>>>5)+1<<5)}}m=m+12|0;e=(f[n>>2]|0)+12|0;f[n>>2]=e;if((m|0)==(c|0)){e=43;break}else g=e}if((e|0)==38)AMb(g);else if((e|0)==43)return}m=a+4|0;i=((f[m>>2]|0)-q|0)/12|0;h=o>>>0>i>>>0;i=b+(i*12|0)|0;g=h?i:c;if((g|0)==(b|0))j=d;else{e=b;do{if((d|0)!=(e|0))Ijb(d,f[e>>2]|0,f[e+4>>2]|0);e=e+12|0;d=d+12|0}while((e|0)!=(g|0));j=d}if(!h){d=f[m>>2]|0;if((d|0)==(j|0))return;do{e=d+-12|0;f[m>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[m>>2]|0}}while((d|0)!=(j|0));return}if((g|0)==(c|0))return;l=f[m>>2]|0;while(1){f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;g=i+4|0;d=(f[g>>2]|0)-(f[i>>2]|0)|0;e=d>>5;if(e|0){if(e>>>0>134217727){e=11;break}j=pOb(d)|0;f[k>>2]=j;f[l>>2]=j;f[l+8>>2]=j+(e<<5);h=f[i>>2]|0;e=f[g>>2]|0;if((h|0)!=(e|0)){d=h;g=j;while(1){p[g>>3]=+p[d>>3];p[g+8>>3]=+p[d+8>>3];p[g+16>>3]=+p[d+16>>3];p[g+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(e|0))break;else g=g+32|0}f[k>>2]=j+(((e+-32-h|0)>>>5)+1<<5)}}i=i+12|0;d=(f[m>>2]|0)+12|0;f[m>>2]=d;if((i|0)==(c|0)){e=43;break}else l=d}if((e|0)==11)AMb(l);else if((e|0)==43)return}function yjb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0.0;q=f[a+192>>2]|0;c=f[a+208>>2]|0;D=f[a+216>>2]|0;e=f[a+264>>2]|0;g=f[a+272>>2]|0;h=f[a+312>>2]|0;r=f[a+360>>2]|0;s=f[a+368>>2]|0;t=f[a+376>>2]|0;u=f[a+384>>2]|0;v=f[a+392>>2]|0;w=f[a+400>>2]|0;x=f[a+408>>2]|0;y=f[a+416>>2]|0;z=f[a+424>>2]|0;A=f[a+432>>2]|0;B=f[a+440>>2]|0;C=f[a+448>>2]|0;i=f[a+496>>2]|0;E=f[a+1032>>2]|0;F=f[a+1224>>2]|0;G=f[a+1240>>2]|0;if(G){G=0;if(E){igb(q);if(!(Kub(f[c>>2]|0,q+8|0)|0)){Cub(a+16|0,f[c>>2]|0,0,1);c=f[(a+16|0)>>2]|0;p=f[((a+16|0)+4|0)>>2]|0;f[(a+16|0)>>2]=0;f[((a+16|0)+4|0)>>2]=0;f[(q+8|0)>>2]=c;c=f[(q+12|0)>>2]|0;f[(q+12|0)>>2]=p;if(c|0){iOb(c);c=f[((a+16|0)+4|0)>>2]|0;if(c|0)iOb(c)}}c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;I=f[(a+80|0)>>2]|0;l=f[64743]|0;m=f[64744]|0;o=f[64745]|0;p=f[64746]|0;Tvb(258928,0,0,f[I+16>>2]|0,f[I+20>>2]|0)|0;I=b[259048]|0;H=b[259049]|0;j=b[259050]|0;k=b[259051]|0;Gub(f[q>>2]|0,0,a+80|0,3553,0);Vd(16384);J=b[259212]|0;Kwb(258928,1)|0;bwb(258928,f[f[q+112>>2]>>2]|0)|0;jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);dwb(258928,f[f[(q+8|0)>>2]>>2]|0)|0;Gub(f[(q+8|0)>>2]|0,0,a+80|0,3553,0);jwb(258928,0,0,1,0)|0;uwb(258928,517,0,f[D>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);jwb(258928,0,0,0,1)|0;uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);Kwb(258928,J<<24>>24!=0)|0;jwb(258928,I<<24>>24!=0,H<<24>>24!=0,j<<24>>24!=0,k<<24>>24!=0)|0;Tvb(258928,l,m,o,p)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}J=f[64747]|0;nvb(a+16|0);Uvb(258928,4)|0;Vvb(258928,f[e+8>>2]|0)|0;Uvb(258928,3)|0;Vvb(258928,f[(f[(h+72|0)>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[g+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;pwb(258928,1,771)|0;Fwb(258928,1)|0;bwb(258928,f[f[q+128>>2]>>2]|0)|0;I=f[q+164>>2]|0;K=+n[q+40>>2];M=K*+n[q+32>>2];L=K*+n[q+36>>2];n[a>>2]=+n[q+28>>2]*K;n[a+4>>2]=M;n[a+8>>2]=L;n[a+12>>2]=K;lf(I|0,1,a|0);I=f[q+168>>2]|0;K=+n[q+56>>2];L=K*+n[q+48>>2];M=K*+n[q+52>>2];n[a>>2]=+n[q+44>>2]*K;n[a+4>>2]=L;n[a+8>>2]=M;n[a+12>>2]=K;lf(I|0,1,a|0);I=f[q+172>>2]|0;K=+n[q+72>>2];M=K*+n[q+64>>2];L=K*+n[q+68>>2];n[a>>2]=+n[q+60>>2]*K;n[a+4>>2]=M;n[a+8>>2]=L;n[a+12>>2]=K;lf(I|0,1,a|0);bf(f[q+160>>2]|0,+(+n[q+108>>2]));Ygb(f[q+156>>2]|0);ovb(a+16|0);Uvb(258928,J)|0}else G=1}if(G){G=0;if(1){ngb(0,q+236|0,200333);Uvb(258928,0)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;c=b[(q+24|0)>>0]|0;a:do if(c<<24>>24==(b[(q+25|0)>>0]|0)){switch(c<<24>>24){case 2:case 0:{m=1;break a}default:{}}if(+n[q+44>>2]==+n[q+60>>2])if(+n[q+48>>2]==+n[q+64>>2])if(+n[q+52>>2]==+n[q+68>>2])m=+n[q+56>>2]==+n[q+72>>2];else m=0;else m=0;else m=0}else m=0;while(0);c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;j=f[(a+80|0)>>2]|0;e=f[64743]|0;g=f[64744]|0;h=f[64745]|0;i=f[64746]|0;Tvb(258928,0,0,f[j+16>>2]|0,f[j+20>>2]|0)|0;Gub(f[q>>2]|0,0,a+80|0,3553,0);Vd(16384);j=b[259212]|0;Kwb(258928,1)|0;uwb(258928,514,0,f[(D+4|0)>>2]|f[D>>2])|0;ogb(q,b[q+26>>0]|0,q+28|0);k=f[D>>2]|0;l=f[(D+4|0)>>2]|k;if(m){uwb(258928,517,0,l)|0;ogb(q,b[(q+24|0)>>0]|0,q+44|0)}else{uwb(258928,514,k,l)|0;ogb(q,b[(q+24|0)>>0]|0,q+44|0);uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;ogb(q,b[(q+25|0)>>0]|0,q+60|0)}Kwb(258928,j<<24>>24!=0)|0;Tvb(258928,e,g,h,i)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}bwb(258928,f[f[q+236>>2]>>2]|0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;pwb(258928,1,771)|0;Fwb(258928,1)|0;Ygb(f[q+244>>2]|0)}else G=1}if(+n[(q+88|0)>>2]>0.0)F=51;else if(+n[q+104>>2]>0.0)F=51;if((F|0)==51){Vvb(258928,0)|0;c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;j=f[(a+80|0)>>2]|0;e=f[64743]|0;g=f[64744]|0;h=f[64745]|0;i=f[64746]|0;Tvb(258928,0,0,f[j+16>>2]|0,f[j+20>>2]|0)|0;j=b[259204]|0;Fwb(258928,0)|0;k=b[259048]|0;l=b[259049]|0;m=b[259050]|0;o=b[259051]|0;Vd(16384);p=b[259212]|0;Kwb(258928,1)|0;bwb(258928,f[f[q+112>>2]>>2]|0)|0;if(+n[(q+88|0)>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D+8>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(+n[(q+104|0)>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[D+12>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(E){dwb(258928,f[f[q+8>>2]>>2]|0)|0;if(+n[(q+88|0)>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D+8>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(+n[(q+104|0)>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[D+12>>2]|0)|0;Ygb(f[q+136>>2]|0)}}Kwb(258928,p<<24>>24!=0)|0;jwb(258928,k<<24>>24!=0,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0)|0;Fwb(258928,j<<24>>24!=0)|0;Tvb(258928,e,g,h,i)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}bwb(258928,f[f[q+120>>2]>>2]|0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;J=f[q+144>>2]|0;M=+n[(q+88|0)>>2];L=M*+n[q+80>>2];K=M*+n[q+84>>2];n[(a+16|0)>>2]=+n[q+76>>2]*M;n[(a+16|0)+4>>2]=L;n[(a+16|0)+8>>2]=K;n[(a+16|0)+12>>2]=M;lf(J|0,1,a+16|0|0);J=f[q+148>>2]|0;M=+n[(q+104|0)>>2];K=M*+n[q+96>>2];L=M*+n[q+100>>2];n[(a+16|0)>>2]=+n[q+92>>2]*M;n[(a+16|0)+4>>2]=K;n[(a+16|0)+8>>2]=L;n[(a+16|0)+12>>2]=M;lf(J|0,1,a+16|0|0);J=f[(a+80|0)>>2]|0;ef(f[q+152>>2]|0,+(1.5/+(f[J+16>>2]|0)),+(1.5/+(f[J+20>>2]|0)));Ygb(f[q+140>>2]|0)}if((x|0)==(y|0)&(z|0)==(A|0)&(B|0)==(C|0))uwb(258928,x,z,B)|0;else{vwb(258928,x,z,B)|0;wwb(258928,y,A,C)|0}if((r|0)==(u|0)&(s|0)==(v|0)&(t|0)==(w|0))Awb(258928,r,s,t)|0;else{Bwb(258928,r,s,t)|0;Cwb(258928,u,v,w)|0}c=f[((a+80|0)+4|0)>>2]|0;if(c|0)iOb(c);Ghb(a+152|0);f[a+1224>>2]=F;f[a+1240>>2]=G}function zjb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;y=f[a+48>>2]|0;r=f[a+64>>2]|0;w=f[a+72>>2]|0;v=f[a+552>>2]|0;t=f[a+560>>2]|0;i=f[a+568>>2]|0;x=f[a+1136>>2]|0;a:{d=1;if(d){d=0;if(!i){c=0;x=161}else d=1}if(d)if(1){if(!((i+-1|0)&i))q=(i+-1|0)&t;else if(t>>>0<i>>>0)q=t;else q=(t>>>0)%(i>>>0)|0;d=f[(f[v>>2]|0)+(q<<2)>>2]|0;j=1;if(j){j=0;if(!d){c=q;x=161}else j=1}if(j)if(1){j=f[d>>2]|0;d=1;if(d){d=0;if(!j){c=q;x=161}else d=1}if(d)if(1){k=b[r>>0]|0;o=b[r+1>>0]|0;p=f[r+4>>2]|0;m=f[r+16>>2]|0;if(!((i+-1|0)&i)){if(k<<24>>24){d=j;while(1){o=f[d+4>>2]|0;if(!((o|0)==(t|0)|(o&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}if((b[d+8>>0]|0)==k<<24>>24)if((f[d+12>>2]|0)==(p|0)){s=d;break a}d=f[d>>2]|0;if(!d){c=q;x=161;break a}}}if(!m){d=j;while(1){m=f[d+4>>2]|0;if(!((m|0)==(t|0)|(m&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}j=d+8|0;do if(!(b[j>>0]|0)){if((b[j+1>>0]|0)!=o<<24>>24)break;if((f[d+12>>2]|0)!=(p|0))break;if(!(f[d+24>>2]|0)){s=d;break a}}while(0);d=f[d>>2]|0;if(!d){c=q;x=161;break a}}}while(1){l=f[j+4>>2]|0;if(!((l|0)==(t|0)|(l&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}l=j+8|0;b:do if(!(b[l>>0]|0))if((b[l+1>>0]|0)==o<<24>>24){if((f[j+12>>2]|0)!=(p|0))break;if((f[j+24>>2]|0)!=(m|0))break;d=r+8|0;k=j+16|0;while(1){if((b[k>>0]|0)!=(b[d>>0]|0))break b;if((b[k+1>>0]|0)!=(b[d+1>>0]|0))break b;k=k+2|0;if((k|0)==(l+8+(m<<1)|0|0)){s=j;break a}else d=d+2|0}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break a}}}if(k<<24>>24)while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}if((b[j+8>>0]|0)==k<<24>>24)if((f[j+12>>2]|0)==(p|0)){s=j;break a}j=f[j>>2]|0;if(!j){c=q;x=161;break a}}if(!m)while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}d=j+8|0;do if(!(b[d>>0]|0))if((b[d+1>>0]|0)==o<<24>>24){if((f[j+12>>2]|0)!=(p|0))break;if(!(f[j+24>>2]|0)){s=j;break a}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break a}}while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}l=j+8|0;c:do if(!(b[l>>0]|0))if((b[l+1>>0]|0)==o<<24>>24)if((f[j+12>>2]|0)==(p|0)){if((f[j+24>>2]|0)!=(m|0))break;d=r+8|0;k=j+16|0;while(1){if((b[k>>0]|0)!=(b[d>>0]|0))break c;if((b[k+1>>0]|0)!=(b[d+1>>0]|0))break c;k=k+2|0;if((k|0)==(l+8+(m<<1)|0|0)){s=j;break a}else d=d+2|0}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break}}}}}}if((x|0)==161){j=pOb(52)|0;s=f[r+4>>2]|0;f[(j+8|0)>>2]=f[r>>2];f[(j+8|0)+4>>2]=s;b[(j+16|0)>>0]=0;b[(j+16|0)+1>>0]=0;b[(j+16|0)+2>>0]=0;b[(j+16|0)+3>>0]=0;b[((j+16|0)+4|0)>>0]=0;b[((j+16|0)+4|0)+1>>0]=0;b[((j+16|0)+4|0)+2>>0]=0;b[((j+16|0)+4|0)+3>>0]=0;s=f[r+16>>2]|0;f[(j+24|0)>>2]=s;if(s|0){d=0;do{q=r+8+(d<<1)|0;s=j+16+(d<<1)|0;q=h[q>>0]|h[q+1>>0]<<8;b[s>>0]=q;b[s+1>>0]=q>>8;d=d+1|0}while(d>>>0<(f[(j+24|0)>>2]|0)>>>0)}f[(j+28|0)>>2]=0;f[(j+28|0)+4>>2]=0;f[(j+28|0)+8>>2]=0;f[(j+28|0)+12>>2]=0;f[(j+28|0)+16>>2]=0;f[(j+28|0)+20>>2]=0;f[j+4>>2]=t;f[j>>2]=0;e=+(((f[(v+12|0)>>2]|0)+1|0)>>>0);g=+n[(v+16|0)>>2];do if((i|0)==0|g*+(i>>>0)<e){c=~~+W(+(e/g))>>>0;c=(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<c>>>0?c:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;i=f[(v+4|0)>>2]|0}if(c>>>0>i>>>0)shb(v,c);else if(c>>>0<i>>>0){d=~~+W(+(+((f[(v+12|0)>>2]|0)>>>0)/+n[(v+16|0)>>2]))>>>0;if(i>>>0>2&(i+-1&i|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<i>>>0)shb(v,c)}c=f[(v+4|0)>>2]|0;if(!((c+-1|0)&c)){i=c;c=(c+-1|0)&t;break}if(t>>>0<c>>>0){i=c;c=t}else{i=c;c=(t>>>0)%(c>>>0)|0}}while(0);c=(f[v>>2]|0)+(c<<2)|0;d=f[c>>2]|0;if(!d){f[j>>2]=f[(v+8|0)>>2];f[(v+8|0)>>2]=j;f[c>>2]=v+8|0;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;u=(f[v>>2]|0)+(c<<2)|0;x=187}}else{f[j>>2]=f[d>>2];u=d;x=187}if((x|0)==187)f[u>>2]=j;f[(v+12|0)>>2]=(f[(v+12|0)>>2]|0)+1;s=j}c=f[(a+16|0)>>2]|0;d=f[((a+16|0)+4|0)>>2]|0;if(d|0)gOb(d);f[s+28>>2]=c;v=s+32|0;c=f[v>>2]|0;f[v>>2]=d;if(c|0)iOb(c);c=f[(a+8|0)>>2]|0;d=f[((a+8|0)+4|0)>>2]|0;if(d|0)gOb(d);f[s+36>>2]=c;v=s+40|0;c=f[v>>2]|0;f[v>>2]=d;if(c|0)iOb(c);if(w){c=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if(d|0)gOb(d);f[s+44>>2]=c;w=s+48|0;c=f[w>>2]|0;f[w>>2]=d;if(!c){c=a+4|0;d=a}else{iOb(c);c=a+4|0;d=a}}else{c=a+4|0;d=a}f[y>>2]=f[d>>2];f[y+4>>2]=f[c>>2];f[c>>2]=0;f[a+1136>>2]=x}function Ajb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=f[a+16>>2]|0;h=f[a+24>>2]|0;d=f[a+160>>2]|0;e=f[a+976>>2]|0;a:{f[g+248>>2]=d;c=f[(h+252|0)>>2]|0;f[(g+252|0)>>2]=c;i=f[(h+256|0)>>2]|0;f[g+256>>2]=i;f[g+260>>2]=f[h+260>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+252|0;f[(h+252|0)>>2]=0;f[(h+256|0)>>2]=0}e=f[(h+264|0)>>2]|0;f[(h+264|0)>>2]=0;d=f[(h+268|0)>>2]|0;f[(h+268|0)>>2]=0;f[g+264>>2]=e;f[g+268>>2]=d;c=f[(h+272|0)>>2]|0;f[(g+272|0)>>2]=c;i=f[(h+276|0)>>2]|0;f[g+276>>2]=i;f[g+280>>2]=f[h+280>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+272|0;f[(h+272|0)>>2]=0;f[(h+276|0)>>2]=0}e=f[(h+284|0)>>2]|0;f[(h+284|0)>>2]=0;d=f[(h+288|0)>>2]|0;f[(h+288|0)>>2]=0;f[g+284>>2]=e;f[g+288>>2]=d;c=f[(h+292|0)>>2]|0;f[(g+292|0)>>2]=c;i=f[(h+296|0)>>2]|0;f[g+296>>2]=i;f[g+300>>2]=f[h+300>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+292|0;f[(h+292|0)>>2]=0;f[(h+296|0)>>2]=0}e=f[(h+304|0)>>2]|0;f[(h+304|0)>>2]=0;d=f[(h+308|0)>>2]|0;f[(h+308|0)>>2]=0;f[g+304>>2]=e;f[g+308>>2]=d;c=f[(h+312|0)>>2]|0;f[(g+312|0)>>2]=c;i=f[(h+316|0)>>2]|0;f[g+316>>2]=i;f[g+320>>2]=f[h+320>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+312|0;f[(h+312|0)>>2]=0;f[(h+316|0)>>2]=0}e=f[(h+324|0)>>2]|0;f[(h+324|0)>>2]=0;d=f[(h+328|0)>>2]|0;f[(h+328|0)>>2]=0;f[g+324>>2]=e;f[g+328>>2]=d;c=f[(h+332|0)>>2]|0;f[(g+332|0)>>2]=c;i=f[(h+336|0)>>2]|0;f[g+336>>2]=i;f[g+340>>2]=f[h+340>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+332|0;f[(h+332|0)>>2]=0;f[(h+336|0)>>2]=0}e=f[(h+344|0)>>2]|0;f[(h+344|0)>>2]=0;d=f[(h+348|0)>>2]|0;f[(h+348|0)>>2]=0;f[g+344>>2]=e;f[g+348>>2]=d;c=f[(h+352|0)>>2]|0;f[(g+352|0)>>2]=c;i=f[(h+356|0)>>2]|0;f[g+356>>2]=i;f[g+360>>2]=f[h+360>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+352|0;f[(h+352|0)>>2]=0;f[(h+356|0)>>2]=0}e=f[(h+364|0)>>2]|0;f[(h+364|0)>>2]=0;d=f[(h+368|0)>>2]|0;f[(h+368|0)>>2]=0;f[g+364>>2]=e;f[g+368>>2]=d;c=f[(h+372|0)>>2]|0;f[(g+372|0)>>2]=c;i=f[(h+376|0)>>2]|0;f[g+376>>2]=i;f[g+380>>2]=f[h+380>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+372|0;f[(h+372|0)>>2]=0;f[(h+376|0)>>2]=0}e=f[(h+384|0)>>2]|0;f[(h+384|0)>>2]=0;d=f[(h+388|0)>>2]|0;f[(h+388|0)>>2]=0;f[g+384>>2]=e;f[g+388>>2]=d;c=f[(h+392|0)>>2]|0;f[(g+392|0)>>2]=c;i=f[(h+396|0)>>2]|0;f[g+396>>2]=i;f[g+400>>2]=f[h+400>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+392|0;f[(h+392|0)>>2]=0;f[(h+396|0)>>2]=0}e=f[(h+404|0)>>2]|0;f[(h+404|0)>>2]=0;d=f[(h+408|0)>>2]|0;f[(h+408|0)>>2]=0;f[g+404>>2]=e;f[g+408>>2]=d;c=f[(h+412|0)>>2]|0;f[(g+412|0)>>2]=c;i=f[(h+416|0)>>2]|0;f[g+416>>2]=i;f[g+420>>2]=f[h+420>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+412|0;f[(h+412|0)>>2]=0;f[(h+416|0)>>2]=0}e=f[(h+424|0)>>2]|0;f[(h+424|0)>>2]=0;d=f[(h+428|0)>>2]|0;f[(h+428|0)>>2]=0;f[g+424>>2]=e;f[g+428>>2]=d;c=f[(h+432|0)>>2]|0;f[(g+432|0)>>2]=c;i=f[(h+436|0)>>2]|0;f[g+436>>2]=i;f[g+440>>2]=f[h+440>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+432|0;f[(h+432|0)>>2]=0;f[(h+436|0)>>2]=0}e=f[(h+444|0)>>2]|0;f[(h+444|0)>>2]=0;d=f[(h+448|0)>>2]|0;f[(h+448|0)>>2]=0;f[g+444>>2]=e;f[g+448>>2]=d;c=f[(h+452|0)>>2]|0;f[(g+452|0)>>2]=c;i=f[(h+456|0)>>2]|0;f[g+456>>2]=i;f[g+460>>2]=f[h+460>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+452|0;f[(h+452|0)>>2]=0;f[(h+456|0)>>2]=0}e=f[(h+464|0)>>2]|0;f[(h+464|0)>>2]=0;d=f[(h+468|0)>>2]|0;f[(h+468|0)>>2]=0;f[g+464>>2]=e;f[g+468>>2]=d;c=f[(h+472|0)>>2]|0;f[(g+472|0)>>2]=c;i=f[(h+476|0)>>2]|0;f[g+476>>2]=i;f[g+480>>2]=f[h+480>>2];if(!i){e=g+484|0;i=h+484|0;f[e>>2]=0;d=g+488|0;f[d>>2]=0;j=g+492|0;f[j>>2]=0;j=f[i>>2]|0;f[e>>2]=j;e=h+488|0;j=f[e>>2]|0;f[d>>2]=j;d=h+492|0;j=f[d>>2]|0;c=g+492|0;f[c>>2]=j;f[d>>2]=0;f[e>>2]=0;f[i>>2]=0;i=g+496|0;e=h+496|0;e=f[e>>2]|0;f[i>>2]=e;i=g+500|0;h=h+500|0;h=b[h>>0]|0;b[i>>0]=h;f[a+1312>>2]=5;break a}c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+472|0;f[(h+472|0)>>2]=0;f[(h+476|0)>>2]=0;i=g+484|0;j=h+484|0;f[i>>2]=0;e=g+488|0;f[e>>2]=0;c=g+492|0;f[c>>2]=0;c=f[j>>2]|0;f[i>>2]=c;i=h+488|0;c=f[i>>2]|0;f[e>>2]=c;e=h+492|0;c=f[e>>2]|0;d=g+492|0;f[d>>2]=c;f[e>>2]=0;f[i>>2]=0;f[j>>2]=0;j=g+496|0;i=h+496|0;i=f[i>>2]|0;f[j>>2]=i;j=g+500|0;i=h+500|0;i=b[i>>0]|0;b[j>>0]=i;f[a+1312>>2]=5;break a}}function Bjb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;x=f[a+1024>>2]|0;c=f[a+3336>>2]|0;w=f[a+3344>>2]|0;h=f[a+3656>>2]|0;t=f[a+4992>>2]|0;u=f[a+5056>>2]|0;v=f[a+5064>>2]|0;k=+n[a+6200>>2];y=f[a+7400>>2]|0;a:{if(h&268435456|0){g=f[(a+960|0)>>2]|0;h=+n[c>>2]>k;do if(f[(g+36|0)>>2]|0){xib(a+696|0,g,b[g+48>>0]|0,+n[g+44>>2]);e=f[(g+36|0)>>2]|0;f[e>>2]=f[(a+696|0)>>2];f[e+4>>2]=f[((a+696|0)+4|0)>>2];f[e+8>>2]=f[((a+696|0)+8|0)>>2];f[e+12>>2]=f[((a+696|0)+12|0)>>2];f[e+16>>2]=f[((a+696|0)+16|0)>>2];f[e+20>>2]=f[((a+696|0)+20|0)>>2];f[e+52>>2]=f[((a+696|0)+24|0)>>2];f[e+56>>2]=f[((a+696|0)+28|0)>>2];f[e+60>>2]=f[((a+696|0)+32|0)>>2];f[e+64>>2]=f[((a+696|0)+36|0)>>2];f[e+68>>2]=f[((a+696|0)+40|0)>>2];f[e+72>>2]=f[((a+696|0)+44|0)>>2];c=f[w>>2]|0;f[(a+988|0)>>2]=e;f[(a+976|0)>>2]=c;d=1;if(d)if(h){b:do if(!(c&1073741824)){C=+n[e>>2];A=+n[e+4>>2];k=+n[e+8>>2];B=+n[e+16>>2];z=+n[e+20>>2];D=(+n[e+12>>2]-C)*.5;p[(a+696|0)>>3]=D;p[((a+696|0)+8|0)>>3]=(B-A)*.5;p[((a+696|0)+16|0)>>3]=(z-k)*.5;p[(a+656|0)>>3]=D+C;p[((a+656|0)+8|0)>>3]=(B-A)*.5+A;p[((a+656|0)+16|0)>>3]=(z-k)*.5+k;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break b;case 2:break;default:{y=421;break b}}i=f[(a+976|0)>>2]|0;y=420}else{i=c;y=420}while(0);if((y|0)==420){f[(a+976|0)>>2]=i|1073741824;y=421}if((y|0)==421){y=0;s=f[(a+988|0)>>2]|0;k=+n[s>>2];A=(+n[s+12>>2]-k)*.5;z=+n[s+4>>2];B=(+n[s+16>>2]-z)*.5;D=+n[s+8>>2];C=(+n[s+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));_hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;c:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break c;case 2:break;default:{y=485;break c}}q=f[(a+976|0)>>2]|0;y=484}else{q=c;y=484}while(0);if((y|0)==484){f[(a+976|0)>>2]=q|1073741824;y=485}if((y|0)==485){y=0;w=f[(a+988|0)>>2]|0;k=+n[w>>2];A=(+n[w+12>>2]-k)*.5;z=+n[w+4>>2];B=(+n[w+16>>2]-z)*.5;D=+n[w+8>>2];C=(+n[w+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));_hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}break}else d=1;if(d)if(1){d:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break d;case 2:break;default:{y=426;break d}}j=f[(a+976|0)>>2]|0;y=425}else{j=c;y=425}while(0);if((y|0)==425){f[(a+976|0)>>2]=j|1073741824;y=426}if((y|0)==426){y=0;_hb(x+4|0,0.0,a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;e:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break e;case 2:break;default:{y=480;break e}}o=f[(a+976|0)>>2]|0;y=479}else{o=c;y=479}while(0);if((y|0)==479){f[(a+976|0)>>2]=o|1073741824;y=480}if((y|0)==480){y=0;_hb(x+4|0,0.0,a+988|0,a+976|0)}break}}while(0);c=f[g+24>>2]|0;d=f[g+28>>2]|0;if((c|0)==(d|0)){f[a+7464>>2]=1;break a}while(1){jib(x,f[c>>2]|0,a+960|0,a+1e3|0,a,a+800|0,a+816|0,h);c=c+4|0;if((c|0)==(d|0)){f[a+7464>>2]=2;f[a+7468>>2]=10;break a}}}h=f[(a+960|0)>>2]|0;g=+n[c>>2]>k;do if(f[(h+36|0)>>2]|0){xib(a+696|0,h,b[h+48>>0]|0,+n[h+44>>2]);e=f[(h+36|0)>>2]|0;f[e>>2]=f[(a+696|0)>>2];f[e+4>>2]=f[((a+696|0)+4|0)>>2];f[e+8>>2]=f[((a+696|0)+8|0)>>2];f[e+12>>2]=f[((a+696|0)+12|0)>>2];f[e+16>>2]=f[((a+696|0)+16|0)>>2];f[e+20>>2]=f[((a+696|0)+20|0)>>2];f[e+52>>2]=f[((a+696|0)+24|0)>>2];f[e+56>>2]=f[((a+696|0)+28|0)>>2];f[e+60>>2]=f[((a+696|0)+32|0)>>2];f[e+64>>2]=f[((a+696|0)+36|0)>>2];f[e+68>>2]=f[((a+696|0)+40|0)>>2];f[e+72>>2]=f[((a+696|0)+44|0)>>2];c=f[w>>2]|0;f[(a+988|0)>>2]=e;f[(a+976|0)>>2]=c;d=1;if(d)if(g){f:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break f;case 2:break;default:{y=437;break f}}l=f[(a+976|0)>>2]|0;y=436}else{l=c;y=436}while(0);if((y|0)==436){f[(a+976|0)>>2]=l|1073741824;y=437}if((y|0)==437){y=0;r=f[(a+988|0)>>2]|0;k=+n[r>>2];A=(+n[r+12>>2]-k)*.5;z=+n[r+4>>2];B=(+n[r+16>>2]-z)*.5;D=+n[r+8>>2];C=(+n[r+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));$hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;g:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break g;case 2:break;default:{y=495;break g}}s=f[(a+976|0)>>2]|0;y=494}else{s=c;y=494}while(0);if((y|0)==494){f[(a+976|0)>>2]=s|1073741824;y=495}if((y|0)==495){y=0;s=f[(a+988|0)>>2]|0;k=+n[s>>2];A=(+n[s+12>>2]-k)*.5;z=+n[s+4>>2];B=(+n[s+16>>2]-z)*.5;D=+n[s+8>>2];C=(+n[s+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));$hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}break}else d=1;if(d)if(1){h:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break h;case 2:break;default:{y=442;break h}}m=f[(a+976|0)>>2]|0;y=441}else{m=c;y=441}while(0);if((y|0)==441){f[(a+976|0)>>2]=m|1073741824;y=442}if((y|0)==442){y=0;$hb(x+4|0,0.0,a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;i:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break i;case 2:break;default:{y=490;break i}}r=f[(a+976|0)>>2]|0;y=489}else{r=c;y=489}while(0);if((y|0)==489){f[(a+976|0)>>2]=r|1073741824;y=490}if((y|0)==490){y=0;$hb(x+4|0,0.0,a+988|0,a+976|0)}break}}while(0);c=f[h+24>>2]|0;l=f[h+28>>2]|0;if((c|0)!=(l|0)){if(g)j=c;else{g=c;while(1){c=f[g>>2]|0;do if(f[c+20>>2]|0){e=WFa(c)|0;d=f[w>>2]|0;if(!(d&1073741824)){p[(a+696|0)>>3]=+n[e+44>>2];p[((a+696|0)+8|0)>>3]=+n[e+48>>2];p[((a+696|0)+16|0)>>3]=+n[e+52>>2];p[(a+656|0)>>3]=+n[e+56>>2];p[((a+656|0)+8|0)>>3]=+n[e+60>>2];p[((a+656|0)+16|0)>>3]=+n[e+64>>2];c=Zhb(a,a+696|0,a+656|0)|0;if(!c)break;d=f[w>>2]|0}else c=2;f[(a+696|0)>>2]=(c|0)==2?d|1073741824:d;f[(a+656|0)>>2]=e;hib(x+4|0,0.0,a+656|0,a+696|0)}while(0);g=g+4|0;if((g|0)==(l|0)){f[a+7464>>2]=2;f[a+7468>>2]=10;break a}}}do{c=f[j>>2]|0;do if(f[c+20>>2]|0){i=WFa(c)|0;d=f[w>>2]|0;if(!(d&1073741824)){p[(a+696|0)>>3]=+n[(i+44|0)>>2];p[((a+696|0)+8|0)>>3]=+n[(i+48|0)>>2];p[((a+696|0)+16|0)>>3]=+n[(i+52|0)>>2];p[(a+656|0)>>3]=+n[i+56>>2];p[((a+656|0)+8|0)>>3]=+n[i+60>>2];p[((a+656|0)+16|0)>>3]=+n[i+64>>2];c=Zhb(a,a+696|0,a+656|0)|0;if(!c)break;e=i+44|0;g=i+48|0;h=i+52|0;d=f[w>>2]|0}else{e=i+44|0;g=i+48|0;h=i+52|0;c=2}f[(a+696|0)>>2]=(c|0)==2?d|1073741824:d;D=+n[v>>2]+(+n[e>>2]*+n[(a+800|0)>>2]+(+n[g>>2]*+n[t>>2]+ +n[h>>2]*+n[u>>2]));D=+n[i+68>>2]/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D);f[(a+656|0)>>2]=i;hib(x+4|0,D,a+656|0,a+696|0)}while(0);j=j+4|0}while((j|0)!=(l|0))}}f[a+7400>>2]=y}function Cjb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0.0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0;la=f[a+1024>>2]|0;ta=f[a+1064>>2]|0;ua=f[a+1072>>2]|0;Z=f[a+3336>>2]|0;_=f[a+3344>>2]|0;ma=f[a+3368>>2]|0;na=f[a+3376>>2]|0;c=f[a+3656>>2]|0;pa=f[a+4016>>2]|0;U=f[a+4024>>2]|0;oa=f[a+4032>>2]|0;ea=f[a+4040>>2]|0;$=f[a+4048>>2]|0;da=+n[a+6200>>2];O=f[a+7400>>2]|0;a:{pa=(f[U+(pa*20|0)+8>>2]|0)-ea>>2;if(pa|0){P=0;Q=0;R=0;J=0;S=0;T=0;U=0;K=0.0;L=0.0;N=0;M=f[oa+36>>2]|0;e=0;I=f[oa+40>>2]|0;g=0;H=f[oa+44>>2]|0;G=0;while(1){E=f[ea+(N<<2)>>2]|0;f[(a+896|0)>>2]=0;f[(a+896|0)+4>>2]=0;f[(a+896|0)+8>>2]=0;F=f[E+108>>2]|0;D=c&768|f[(E+196|0)>>2]&14742403;dcb(a+696|0,f[la>>2]|0,D,$);D=(f[((a+696|0)+28|0)>>2]|D)&f[((a+696|0)+32|0)>>2];c=f[(a+696|0)>>2]|0;if(!c){c=f[(E+12|0)>>2]|0;if(!c){fKa(E,0);c=f[(E+12|0)>>2]|0}}f[(a+896|0)>>2]=c;d=f[((a+696|0)+4|0)>>2]|0;if(!d){d=f[(E+20|0)>>2]|0;if(!d){fKa(E,1);d=f[(E+20|0)>>2]|0}}f[((a+896|0)+4|0)>>2]=d;i=f[((a+696|0)+8|0)>>2]|0;if(!i){i=f[(E+28|0)>>2]|0;if(!i){fKa(E,2);i=f[(E+28|0)>>2]|0}}f[((a+896|0)+8|0)>>2]=i;if(!(b[((a+696|0)+24|0)>>0]|0)){j=f[E+180>>2]|0;f[(a+908|0)>>2]=j;k=f[E+184>>2]|0;f[((a+908|0)+4|0)>>2]=k;l=E+188|0}else{j=f[((a+696|0)+12|0)>>2]|0;f[(a+908|0)>>2]=j;k=f[((a+696|0)+16|0)>>2]|0;f[((a+908|0)+4|0)>>2]=k;l=(a+696|0)+20|0}A=(f[s>>2]=j,+n[s>>2]);z=(f[s>>2]=k,+n[s>>2]);m=f[l>>2]|0;f[((a+908|0)+8|0)>>2]=m;B=b[((a+696|0)+25|0)>>0]|0;C=b[((a+696|0)+26|0)>>0]|0;l=f[(E+196|0)>>2]|0;o=(f[s>>2]=m,+n[s>>2]);if(!(l&8388608)){n[(a+920|0)>>2]=-1.0;n[((a+920|0)+4|0)>>2]=-1.0;n[((a+920|0)+8|0)>>2]=-1.0;n[((a+920|0)+12|0)>>2]=-1.0;n[((a+920|0)+16|0)>>2]=-1.0;n[((a+920|0)+20|0)>>2]=-1.0;p=-1.0;q=-1.0;r=-1.0;t=-1.0;u=-1.0;v=-1.0;w=-1.0;x=-1.0;y=-1.0}else{m=f[(E+104|0)>>2]|0;p=+n[m+328>>2];q=+n[m+332>>2];r=+n[m+336>>2];n[(a+920|0)>>2]=p;n[((a+920|0)+4|0)>>2]=q;n[((a+920|0)+8|0)>>2]=r;m=f[(E+104|0)>>2]|0;t=+n[m+340>>2];u=+n[m+344>>2];v=+n[m+348>>2];n[((a+920|0)+12|0)>>2]=t;n[((a+920|0)+16|0)>>2]=u;n[((a+920|0)+20|0)>>2]=v;m=f[(E+104|0)>>2]|0;w=+n[m+352>>2];x=+n[m+356>>2];y=+n[m+360>>2]}n[((a+920|0)+24|0)>>2]=w;n[((a+920|0)+28|0)>>2]=x;n[((a+920|0)+32|0)>>2]=y;j=f[(E+200|0)>>2]|0;k=h[(E+200|0)+4>>0]|0;b:do if(0==0&(k&3|0)==1&(l&4|0)==0){wa=ZPb(j|0,k&255|0,3)|0;va=ZPb(j|0,k&255|0,6)|0;m=ZPb(j|0,k&255|0,9)|0;if((0?1:((wa|j|va|m)&7|0)!=0)|(l&268435456|0)!=0){jib(la,E,a+960|0,a+1e3|0,a,a+800|0,a+816|0,+n[Z>>2]>da);j=0;break}do if(l&134217728|0){wa=f[(E+104|0)>>2]|0;if(!(+n[(a+816|0)>>2]*+n[wa+312>>2]+(+n[((a+816|0)+4|0)>>2]*+n[wa+316>>2]+ +n[((a+816|0)+8|0)>>2]*+n[wa+320>>2])<+n[wa+324>>2]))break;if(b[(la+832|0)>>0]&16){j=0;break b}f[(E+196|0)>>2]=l&-1793;j=0;break b}while(0);j=b[E+192>>0]|0;j=j&7&((j&255)>>>3&7|b[(a+1e3|0)>>0]);if(b[(la+832|0)>>0]&16)break;f[(E+196|0)>>2]=l&-1793}else j=0;while(0);k=f[(la+312|0)>>2]|0;m=f[(la+316|0)>>2]|0;do if((k|0)==(m|0))Y=la+324|0;else{wa=f[(E+116|0)+4>>2]|0;f[(a+696|0)>>2]=f[(E+116|0)>>2];f[(a+696|0)+4>>2]=wa;while(1){l=k+524|0;if(kib(k,a+696|0)|0){O=364;break}if((l|0)==(m|0)){O=362;break}else k=l}if((O|0)==362){O=0;Y=la+324|0;break}else if((O|0)==364){O=0;Y=k+20|0;break}}while(0);if(f[(E+196|0)>>2]&1048576|0)ncb(Y,f[la>>2]|0,E,j,f[_>>2]&1792,f[(la+828|0)>>2]|0,ta,ua);c:do if((D|0)==(Q|0)&(N|0?j<<24>>24==S<<24>>24:0)){if(!(Q&8388608)){if((c|0)==(f[(a+976|0)>>2]|0)&(((+n[(a+988|0)>>2]!=A?1:+n[((a+988|0)+4|0)>>2]!=z)|+n[((a+988|0)+8|0)>>2]!=o)^1)&(d|0)==(f[((a+976|0)+4|0)>>2]|0))O=371}else if((c|0)==(f[(a+976|0)>>2]|0)&((y!=+n[((a+656|0)+32|0)>>2]|t==+n[((a+656|0)+12|0)>>2]&(((q!=+n[((a+656|0)+4|0)>>2]?1:p!=+n[(a+656|0)>>2])|r!=+n[((a+656|0)+8|0)>>2])^1)&u==+n[((a+656|0)+16|0)>>2]&v==+n[((a+656|0)+20|0)>>2]&w==+n[((a+656|0)+24|0)>>2]&x==+n[((a+656|0)+28|0)>>2]^1|+n[(a+988|0)>>2]!=A|+n[((a+988|0)+4|0)>>2]!=z|+n[((a+988|0)+8|0)>>2]!=o)^1)&(d|0)==(f[((a+976|0)+4|0)>>2]|0))O=371;do if((O|0)==371){O=0;if(!((F|0)==(J|0)&((Y|0)==(R|0)?(i|0)==(f[((a+976|0)+8|0)>>2]|0):0)))break;if((B&255|0)!=(T&1|0))break;if((C&255|0)!=(U&1|0))break;if(!(Q&1)){fa=P;ga=Q;ha=R;V=J;ia=S;ja=T;ka=U;W=K;X=L;aa=e;ba=g;ca=G;qa=M;ra=I;sa=H;break c}if(+n[E+144>>2]!=K)break;if(!(+n[E+148>>2]!=L)){fa=P;ga=Q;ha=R;V=J;ia=S;ja=T;ka=U;W=K;X=L;aa=e;ba=g;ca=G;qa=M;ra=I;sa=H;break c}}while(0);if(!(Q&768))O=383;else O=379}else if((Q&768|0)==0|(N|0)==0)O=383;else O=379;while(0);if((O|0)==379){c=f[la>>2]|0;d=ea+(P<<2)|0;wa=N-P|0;f[(a+696|0)>>2]=oa;f[((a+696|0)+8|0)>>2]=0;f[((a+696|0)+12|0)>>2]=0;f[((a+696|0)+16|0)>>2]=wa;f[((a+696|0)+20|0)>>2]=P;f[((a+696|0)+24|0)>>2]=Q;n[((a+696|0)+40|0)>>2]=1.0;if(wa>>>0>1)f[((a+696|0)+4|0)>>2]=d;else f[((a+696|0)+4|0)>>2]=f[d>>2];kcb(R,c,a+696|0,S,f[(a+976|0)>>2]|0,a+656|0,+n[(a+988|0)>>2],M,e,f[((a+976|0)+4|0)>>2]|0,ma,+n[((a+988|0)+4|0)>>2],I,g,f[((a+976|0)+8|0)>>2]|0,na,+n[((a+988|0)+8|0)>>2],H,G,T,U,f[(la+828|0)>>2]|0,ta,ua);O=383}if((O|0)==383){O=0;f[(a+988|0)>>2]=f[(a+908|0)>>2];f[(a+988|0)+4>>2]=f[(a+908|0)+4>>2];f[(a+988|0)+8>>2]=f[(a+908|0)+8>>2];f[(a+976|0)>>2]=f[(a+896|0)>>2];f[(a+976|0)+4>>2]=f[(a+896|0)+4>>2];f[(a+976|0)+8>>2]=f[(a+896|0)+8>>2];f[(a+656|0)>>2]=f[(a+920|0)>>2];f[(a+656|0)+4>>2]=f[(a+920|0)+4>>2];f[(a+656|0)+8>>2]=f[(a+920|0)+8>>2];f[ma>>2]=f[((a+920|0)+12|0)>>2];f[ma+4>>2]=f[((a+920|0)+12|0)+4>>2];f[ma+8>>2]=f[((a+920|0)+12|0)+8>>2];f[na>>2]=f[((a+920|0)+24|0)>>2];f[na+4>>2]=f[((a+920|0)+24|0)+4>>2];f[na+8>>2]=f[((a+920|0)+24|0)+8>>2];fa=N;ga=D;ha=Y;V=F;ia=j;ja=B<<24>>24!=0;ka=C<<24>>24!=0;W=+n[E+144>>2];X=+n[E+148>>2];aa=0;ba=0;ca=0;qa=M+e|0;ra=I+g|0;sa=H+G|0}i=f[(oa+56|0)>>2]|0;e=aa+(f[i+(N*12|0)>>2]|0)|0;g=ba+(f[i+(N*12|0)+4>>2]|0)|0;i=ca+(f[i+(N*12|0)+8>>2]|0)|0;c=N+1|0;if((c|0)==(pa|0))break;P=fa;Q=ga;R=ha;J=V;S=ia;T=ja;U=ka;K=W;L=X;N=c;c=f[_>>2]|0;M=qa;I=ra;H=sa;G=i}if(ga&768|0){d=f[la>>2]|0;c=ea+(fa<<2)|0;wa=pa-fa|0;f[(a+696|0)>>2]=oa;f[((a+696|0)+8|0)>>2]=0;f[((a+696|0)+12|0)>>2]=0;f[((a+696|0)+16|0)>>2]=wa;f[((a+696|0)+20|0)>>2]=fa;f[((a+696|0)+24|0)>>2]=ga;n[((a+696|0)+40|0)>>2]=1.0;if(wa>>>0>1)f[((a+696|0)+4|0)>>2]=c;else f[((a+696|0)+4|0)>>2]=f[c>>2];kcb(ha,d,a+696|0,ia,f[(a+976|0)>>2]|0,a+656|0,+n[(a+988|0)>>2],qa,e,f[((a+976|0)+4|0)>>2]|0,ma,+n[((a+988|0)+4|0)>>2],ra,g,f[((a+976|0)+8|0)>>2]|0,na,+n[((a+988|0)+8|0)>>2],sa,i,ja,ka,f[(la+828|0)>>2]|0,ta,ua)}}f[a+7472>>2]=1;break a}f[a+7400>>2]=O}function Djb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;U=f[a+1024>>2]|0;J=f[a+1040>>2]|0;K=f[a+1048>>2]|0;g=f[a+1056>>2]|0;N=f[a+1064>>2]|0;O=f[a+1072>>2]|0;l=f[a+1608>>2]|0;m=f[a+1680>>2]|0;t=f[a+3336>>2]|0;T=f[a+3344>>2]|0;q=f[a+3352>>2]|0;u=f[a+3368>>2]|0;v=f[a+3376>>2]|0;o=f[a+3400>>2]|0;i=f[a+3408>>2]|0;z=f[a+4680>>2]|0;P=f[a+4992>>2]|0;Q=f[a+5056>>2]|0;R=f[a+5064>>2]|0;L=f[a+6112>>2]|0;M=f[a+6120>>2]|0;w=+n[a+6200>>2];S=f[a+7400>>2]|0;a:{b:do{k=1;if(k){k=0;if(i){c=f[(U+324|0)>>2]|0;d=f[(U+312|0)>>2]|0;e=f[(U+316|0)>>2]|0;if((d|0)!=(e|0))do{c=(f[d+20>>2]|0)+c|0;d=d+524|0}while((d|0)!=(e|0));if(c>>>0>=g>>>0){f[a+7480>>2]=2;f[a+7484>>2]=7;break a}f[(a+960|0)>>2]=0;n[t>>2]=0.0;f[T>>2]=0;f[q>>2]=-1;j=1;if(j){j=0;if(i){if(!(f[(U+4|0)>>2]|0)){d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0;if((d|0)==(c|0)){c=f[m>>2]|0;d=f[(U+296|0)>>2]|0;e=f[l>>2]|0;if(((c-d|0)/12|0|0)==(e|0)){S=460;f[a+7480>>2]=2;f[a+7484>>2]=7;break a}g=b[(U+832|0)>>0]&16?768:0;i=f[d+(e*12|0)>>2]|0;f[(a+960|0)>>2]=i;n[t>>2]=0.0;f[T>>2]=g;f[q>>2]=-1;j=f[d+(e*12|0)+4>>2]|0;k=f[d+(e*12|0)+8>>2]|0;f[l>>2]=e+1|0;if((e+1|0)>>>0>=((c-d|0)/12|0)>>>0){if((c|0)!=(d|0))f[m>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);f[l>>2]=0}if(bib(i,g,a+1e3|0,a,a+816|0)|0){m=(f[(a+960|0)>>2]|0)+200|0;if((f[m>>2]&-268435456|0)==0&0==0){r=j;s=k;S=292;break}}if(b[(U+832|0)>>0]&16)break;m=(f[(a+960|0)>>2]|0)+196|0;f[m>>2]=f[m>>2]&-1793;break}}else{d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0}if((d|0)==(c|0)){cib(a+696|0,U+4|0);f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];c:do if(f[(U+4|0)>>2]|0)do{S=(dib(U+4|0)|0)+4|0;if(!(+n[S>>2]==+n[t>>2]))break c;cib(a+696|0,U+4|0);c=f[(U+276|0)>>2]|0;if(c>>>0<(f[(U+280|0)>>2]|0)>>>0){f[c>>2]=f[(a+696|0)>>2];f[c+4>>2]=f[(a+696|0)+4>>2];f[c+8>>2]=f[(a+696|0)+8>>2];f[c+12>>2]=f[(a+696|0)+12>>2];f[(U+276|0)>>2]=(f[(U+276|0)>>2]|0)+16}else eib(U+272|0,a+696|0)}while((f[(U+4|0)>>2]|0)!=0);while(0);c=f[(U+276|0)>>2]|0;if((f[(U+272|0)>>2]|0)==(c|0)){r=0;s=0;S=292;break}if((c|0)==(f[(U+280|0)>>2]|0)){fib(U+272|0,a+960|0);c=f[(U+276|0)>>2]|0}else{f[c>>2]=f[(a+960|0)>>2];f[c+4>>2]=f[(a+960|0)+4>>2];f[c+8>>2]=f[(a+960|0)+8>>2];f[c+12>>2]=f[(a+960|0)+12>>2];c=(f[(U+276|0)>>2]|0)+16|0;f[(U+276|0)>>2]=c}gib(f[(U+272|0)>>2]|0,c,a+696|0);d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0}if((d|0)==(c|0)){r=0;s=0;S=292}else{c=c+-16|0;f[(a+696|0)>>2]=f[c>>2];f[(a+696|0)+4>>2]=f[c+4>>2];f[(a+696|0)+8>>2]=f[c+8>>2];f[(a+696|0)+12>>2]=f[c+12>>2];f[(U+276|0)>>2]=c;f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];if((d|0)==(c|0)){r=0;s=0;S=292}else{g=f[(a+960|0)>>2]|0;while(1){e=c;c=c+-16|0;if((f[c>>2]|0)!=(g|0)){r=0;s=0;S=292;break b}if((f[e+-4>>2]|0)!=(f[q>>2]|0)){r=0;s=0;S=292;break b}f[T>>2]=f[T>>2]|f[e+-8>>2];f[(U+276|0)>>2]=c;if((d|0)==(c|0)){r=0;s=0;S=292;break}}}}}else j=1}if(j)if(1)S=261}else k=1}if(k)if(1){f[(a+960|0)>>2]=0;n[t>>2]=0.0;f[T>>2]=0;f[q>>2]=-1;S=261}}while(0);if((S|0)==261){f[(a+696|0)>>2]=f[(o+-16|0)>>2];f[(a+696|0)+4>>2]=f[(o+-16|0)+4>>2];f[(a+696|0)+8>>2]=f[(o+-16|0)+8>>2];f[(a+696|0)+12>>2]=f[(o+-16|0)+12>>2];f[(U+288|0)>>2]=o+-16|0;f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];r=0;s=0;S=292}d:do if((S|0)==292){S=0;d=f[T>>2]|0;if(d&134217728|0){k=+n[t>>2]>w;j=f[(a+960|0)>>2]|0;c=f[j+12>>2]|0;j=f[j+16>>2]|0;e:do if((c|0)!=(j|0)){if(!k)while(1){if(!(d&1073741824)){p[(a+696|0)>>3]=+n[c+44>>2];p[((a+696|0)+8|0)>>3]=+n[c+48>>2];p[((a+696|0)+16|0)>>3]=+n[c+52>>2];p[(a+656|0)>>3]=+n[c+56>>2];p[((a+656|0)+8|0)>>3]=+n[c+60>>2];p[((a+656|0)+16|0)>>3]=+n[c+64>>2];d=Zhb(a,a+696|0,a+656|0)|0;if(d|0){x=d;y=f[T>>2]|0;S=320}}else{x=2;y=d;S=320}if((S|0)==320){S=0;f[(a+696|0)>>2]=(x|0)==2?y|1073741824:y;f[(a+656|0)>>2]=c;hib(U+4|0,0.0,a+656|0,a+696|0)}c=c+72|0;if((c|0)==(j|0))break e;d=f[T>>2]|0}while(1){if(!(d&1073741824)){d=c+44|0;p[(a+696|0)>>3]=+n[d>>2];e=c+48|0;p[((a+696|0)+8|0)>>3]=+n[e>>2];g=c+52|0;p[((a+696|0)+16|0)>>3]=+n[g>>2];p[(a+656|0)>>3]=+n[c+56>>2];p[((a+656|0)+8|0)>>3]=+n[c+60>>2];p[((a+656|0)+16|0)>>3]=+n[c+64>>2];i=Zhb(a,a+696|0,a+656|0)|0;if(i|0){A=d;B=e;C=g;E=i;F=f[T>>2]|0;S=299}}else{A=c+44|0;B=c+48|0;C=c+52|0;E=2;F=d;S=299}if((S|0)==299){S=0;f[(a+696|0)>>2]=(E|0)==2?F|1073741824:F;w=+n[R>>2]+(+n[A>>2]*+n[(a+800|0)>>2]+(+n[B>>2]*+n[P>>2]+ +n[C>>2]*+n[Q>>2]));w=+n[c+68>>2]/(w*w<9.999999747378752e-06?9.999999747378752e-06:w*w);f[(a+656|0)>>2]=c;hib(U+4|0,w,a+656|0,a+696|0)}c=c+72|0;if((c|0)==(j|0))break e;d=f[T>>2]|0}}while(0);f[(a+696|0)>>2]=1;d=f[(a+960|0)>>2]|0;i=(f[d+28>>2]|0)-(f[d+24>>2]|0)|0;f:do if((i|0)>20){if(k)c=1;else{c=1;while(1){d=f[d+24>>2]|0;if(!(f[d+(c*20|0)>>2]|0)){e=f[d+(c*20|0)+4>>2]|0;g=f[d+(c*20|0)+8>>2]|0;if((e|0)!=(g|0)){c=e;do{d=f[c>>2]|0;do if(0==0?(h[d+200+4>>0]&3|0)==1:0){if(f[d+196>>2]&4|0)break;jib(U,d,a+960|0,a+1e3|0,a,a+800|0,a+816|0,0)}while(0);c=c+4|0}while((c|0)!=(g|0))}}else iib(U+4|0,0.0,a+960|0,a+696|0,T);c=(f[(a+696|0)>>2]|0)+1|0;f[(a+696|0)>>2]=c;if((c|0)>=((i|0)/20|0|0))break f;d=f[(a+960|0)>>2]|0}}while(1){d=f[d+24>>2]|0;if(!(f[d+(c*20|0)>>2]|0)){e=f[d+(c*20|0)+4>>2]|0;g=f[d+(c*20|0)+8>>2]|0;if((e|0)!=(g|0)){c=e;do{d=f[c>>2]|0;do if(0==0?(h[d+200+4>>0]&3|0)==1:0){if(f[d+196>>2]&4|0)break;jib(U,d,a+960|0,a+1e3|0,a,a+800|0,a+816|0,1)}while(0);c=c+4|0}while((c|0)!=(g|0))}}else{d=f[(f[d+(c*20|0)+4>>2]|0)+(f[d+(c*20|0)+16>>2]<<2)>>2]|0;c=f[(d+200|0)>>2]|0;if(!((c&33554432|0)==0&0==0)){LJa(d);c=f[(d+200|0)>>2]|0}if(!((c&16777216|0)==0&0==0))MJa(d);w=+n[R>>2]+(+n[d+168>>2]*+n[(a+800|0)>>2]+(+n[d+172>>2]*+n[P>>2]+ +n[d+176>>2]*+n[Q>>2]));iib(U+4|0,+n[d+152>>2]/(w*w<9.999999747378752e-06?9.999999747378752e-06:w*w),a+960|0,a+696|0,T)}c=(f[(a+696|0)>>2]|0)+1|0;f[(a+696|0)>>2]=c;if((c|0)>=((i|0)/20|0|0))break f;d=f[(a+960|0)>>2]|0}}while(0);break}c=f[q>>2]|0;if((c|0)>-1){B=f[(f[(a+960|0)>>2]|0)+24>>2]|0;C=f[B+(c*20|0)>>2]|0;E=f[B+(c*20|0)+4>>2]|0;F=(f[C+52>>2]&32768|0)!=0;f[a+1024>>2]=U;f[a+1064>>2]=N;f[a+1072>>2]=O;f[a+3336>>2]=t;f[a+3344>>2]=T;f[a+3368>>2]=u;f[a+3376>>2]=v;f[a+3656>>2]=d;f[a+4016>>2]=c;f[a+4024>>2]=B;f[a+4032>>2]=C;f[a+4040>>2]=E;f[a+4048>>2]=F;n[a+6200>>2]=w;f[a+7400>>2]=S;f[a+7472>>2]=0;f[a+7476>>2]=0;Cjb(a);S=f[a+7400>>2]|0;G=f[a+7472>>2]|0;D=f[a+7476>>2]|0;H=+n[a+7476>>2];f[a+7472>>2]=0;f[a+7476>>2]=0;if((G|0)==1)break}if(!(d&939524096)){c=f[(a+960|0)>>2]|0;i=f[(c+196|0)>>2]|0;if(!(b[(U+832|0)>>0]&16))f[(c+196|0)>>2]=i&-1793;e=f[(U+312|0)>>2]|0;g=f[(U+316|0)>>2]|0;do if((e|0)==(g|0))I=U+324|0;else{T=f[(c+116|0)+4>>2]|0;f[(a+696|0)>>2]=f[(c+116|0)>>2];f[(a+696|0)+4>>2]=T;while(1){c=e+524|0;if(kib(e,a+696|0)|0){S=399;break}if((c|0)==(g|0)){S=397;break}else e=c}if((S|0)==397){S=0;I=U+324|0;break}else if((S|0)==399){S=0;I=e+20|0;break}}while(0);if(!((i|d)&1792))break;c=f[(a+960|0)>>2]|0;if(f[c+196>>2]&1048576|0)ncb(I,f[U>>2]|0,c,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);if(!((i|d)&768))break;do if(z&(s|0)==0){c=f[(a+960|0)>>2]|0;Q=f[(c+200|0)>>2]|0;T=h[(c+200|0)+4>>0]|0;P=ZPb(Q|0,T&255|0,3)|0;R=ZPb(Q|0,T&255|0,6)|0;T=ZPb(Q|0,T&255|0,9)|0;if(!(0==0?((P|Q|R|T)&7|0)==0:0))break;if(f[c+196>>2]&268435456|0)break;T=f[(f[c+4>>2]|0)+44>>2]|0;if((f[T+116>>2]|0)-(f[T+112>>2]|0)>>2>>>0<=2)break;e=f[c+96>>2]|0;c=b[(e+120|0)>>0]|0;if(c&16){CIa(e);c=b[(e+120|0)>>0]|0}if(c&2)break;ocb(I,f[U>>2]|0,f[(a+960|0)>>2]|0,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);break d}while(0);eLa(f[(a+960|0)>>2]|0,K,J,L,M);lcb(I,f[U>>2]|0,f[(a+960|0)>>2]|0,r,s,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);break}f[a+1024>>2]=U;f[a+3336>>2]=t;f[a+3344>>2]=T;f[a+3656>>2]=d;f[a+4992>>2]=P;f[a+5056>>2]=Q;f[a+5064>>2]=R;n[a+6200>>2]=w;f[a+7400>>2]=S;f[a+7464>>2]=0;f[a+7468>>2]=0;Bjb(a);S=f[a+7400>>2]|0;G=f[a+7464>>2]|0;D=f[a+7468>>2]|0;H=+n[a+7468>>2];f[a+7464>>2]=0;f[a+7468>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 10:break d}}while(0)}f[a+7400>>2]=S}function Ejb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0.0,x=0.0,y=0.0;u=f[a+1024>>2]|0;o=f[a+1032>>2]|0;l=f[a+1608>>2]|0;m=f[a+1680>>2]|0;r=f[a+4992>>2]|0;s=f[a+5056>>2]|0;t=f[a+5064>>2]|0;q=f[a+6104>>2]|0;k=f[a+7400>>2]|0;v=f[a+7408>>2]|0;c=f[a+7416>>2]|0;if(v){v=0;switch(c|0){default:{c=f[u+272>>2]|0;d=f[(u+276|0)>>2]|0;if((d|0)!=(c|0))f[(u+276|0)>>2]=d+(~((d+-16-c|0)>>>4)<<4);Vhb(u+4|0);c=f[u+808>>2]|0;d=f[(u+812|0)>>2]|0;if((d|0)!=(c|0))f[(u+812|0)>>2]=d+(~(((d+-60-c|0)>>>0)/60|0)*60|0);f[u+820>>2]=0;c=f[(u+312|0)>>2]|0;k=f[(u+316|0)>>2]|0;if((c|0)==(k|0))k=183;else{do{d=f[c+504>>2]|0;e=c+508|0;j=f[e>>2]|0;if((j|0)!=(d|0))f[e>>2]=j+(~(((j+-60-d|0)>>>0)/60|0)*60|0);f[c+516>>2]=0;c=c+524|0}while((c|0)!=(k|0));k=183}}}}if((k|0)==183){c=f[u+296>>2]|0;d=f[(u+300|0)>>2]|0;if((d|0)!=(c|0))f[(u+300|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);f[(u+308|0)>>2]=0;f[(a+792|0)>>2]=0;if((o&255)<2|(b[(u+832|0)>>0]&16)!=0)f[(a+792|0)>>2]=768;else if(o<<24>>24==2)f[(a+792|0)>>2]=512;f[(a+776|0)>>2]=a+792|0;f[((a+776|0)+4|0)>>2]=a+1e3|0;f[((a+776|0)+8|0)>>2]=a;f[((a+776|0)+12|0)>>2]=a+816|0;f[(a+760|0)>>2]=a+792|0;f[((a+760|0)+4|0)>>2]=a+1e3|0;f[((a+760|0)+8|0)>>2]=a;f[((a+760|0)+12|0)>>2]=a+816|0;rSa(q);a:{d=1;if(d){d=0;if(tSa(q)|0){c=(IRa(q)|0)+8|0;c=f[c>>2]|0;if(c|0){d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);b:while(1){do{e=f[d+12>>2]|0;f[(a+696|0)>>2]=e;if((f[(e+200|0)>>2]&-268435456|0)==0&0==0){q=Whb(e,f[f[(a+760|0)>>2]>>2]|0,f[((a+760|0)+4|0)>>2]|0,f[((a+760|0)+8|0)>>2]|0,f[((a+760|0)+12|0)>>2]|0)|0;e=b[(u+832|0)>>0]|0;c:do if(q){j=f[(a+696|0)>>2]|0;do if(!(e&8)){if(!(f[j+196>>2]&4))break;e=f[(u+288|0)>>2]|0;if(e>>>0<(f[(u+292|0)>>2]|0)>>>0){o=f[(a+796|0)>>2]|0;q=f[(a+792|0)>>2]|0;f[e>>2]=j;f[e+4>>2]=o;f[e+8>>2]=q&-939524097;f[e+12>>2]=-1;f[(u+288|0)>>2]=(f[(u+288|0)>>2]|0)+16;break c}else{Xhb(u+284|0,a+796|0,a+696|0,a+792|0);break c}}while(0);e=f[(j+200|0)>>2]|0;if(!((e&33554432|0)==0&0==0)){LJa(j);e=f[(j+200|0)>>2]|0}g=+n[j+168>>2]+ +n[j+156>>2];h=+n[j+172>>2]+ +n[j+160>>2];i=+n[j+176>>2]+ +n[j+164>>2];if(!((e&16777216|0)==0&0==0))MJa(j);i=+n[t>>2]+(g*+n[(a+800|0)>>2]+(h*+n[r>>2]+i*+n[s>>2]));Yhb(u+4|0,+n[j+152>>2]/(i*i<9.999999747378752e-06?9.999999747378752e-06:i*i),a+696|0,a+792|0)}else if(!(e&16)){q=(f[(a+696|0)>>2]|0)+196|0;f[q>>2]=f[q>>2]&-1793}while(0)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}}else d=1}if(d)if(1){c=gSa(q)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(a+976|0)>>2]=f[c>>2];f[(a+960|0)>>2]=f[(c+4|0)>>2];f[(a+988|0)>>2]=f[(a+976|0)>>2];f[(a+656|0)>>2]=f[(a+960|0)>>2];b[(a+696|0)>>0]=b[(a+920|0)>>0]|0;d=aDa(a+988|0,a+656|0,a+696|0)|0;f[(a+908|0)>>2]=d;f[(a+896|0)>>2]=f[(c+4|0)>>2];f[(a+656|0)>>2]=f[(a+908|0)>>2];f[(a+696|0)>>2]=f[(a+896|0)>>2];bDa(c,a+656|0,a+696|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;d:do if((c|0)!=(d|0))while(1){o=f[c>>2]|0;m=f[(a+792|0)>>2]|0;f[(a+988|0)>>2]=o;f[(a+976|0)>>2]=m;x=+n[o>>2];g=+n[o+4>>2];i=+n[o+8>>2];w=+n[o+16>>2];h=+n[o+20>>2];y=(+n[o+12>>2]-x)*.5;p[(a+696|0)>>3]=y;p[((a+696|0)+8|0)>>3]=(w-g)*.5;p[((a+696|0)+16|0)>>3]=(h-i)*.5;p[(a+656|0)>>3]=y+x;p[((a+656|0)+8|0)>>3]=(w-g)*.5+g;p[((a+656|0)+16|0)>>3]=(h-i)*.5+i;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break;case 2:{f[(a+976|0)>>2]=f[(a+976|0)>>2]|1073741824;k=227;break}default:k=227}if((k|0)==227){k=0;o=f[(a+988|0)>>2]|0;g=+n[o>>2];i=(+n[o+12>>2]-g)*.5;h=+n[o+4>>2];w=(+n[o+16>>2]-h)*.5;y=+n[o+8>>2];x=(+n[o+20>>2]-y)*.5;y=+n[t>>2]+((g+i)*+n[(a+800|0)>>2]+((h+w)*+n[r>>2]+(y+x)*+n[s>>2]));_hb(u+4|0,(i*i+(w*w+x*x))/(y*y<9.999999747378752e-06?9.999999747378752e-06:y*y),a+988|0,a+976|0)}c=c+4|0;if((c|0)==(d|0))break d}while(0);c=FQa(q)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(a+976|0)>>2]=f[c>>2];f[(a+960|0)>>2]=f[(c+4|0)>>2];f[(a+988|0)>>2]=f[(a+976|0)>>2];f[(a+656|0)>>2]=f[(a+960|0)>>2];b[(a+696|0)>>0]=b[(a+920|0)>>0]|0;d=cDa(a+988|0,a+656|0,a+696|0)|0;f[(a+908|0)>>2]=d;f[(a+896|0)>>2]=f[(c+4|0)>>2];f[(a+656|0)>>2]=f[(a+908|0)>>2];f[(a+696|0)>>2]=f[(a+896|0)>>2];dDa(c,a+656|0,a+696|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;e:do if((c|0)!=(d|0))while(1){o=f[c>>2]|0;m=f[(a+792|0)>>2]|0;f[(a+988|0)>>2]=o;f[(a+976|0)>>2]=m;h=+n[o>>2];w=+n[o+4>>2];y=+n[o+8>>2];i=+n[o+16>>2];x=+n[o+20>>2];g=(+n[o+12>>2]-h)*.5;p[(a+696|0)>>3]=g;p[((a+696|0)+8|0)>>3]=(i-w)*.5;p[((a+696|0)+16|0)>>3]=(x-y)*.5;p[(a+656|0)>>3]=g+h;p[((a+656|0)+8|0)>>3]=(i-w)*.5+w;p[((a+656|0)+16|0)>>3]=(x-y)*.5+y;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break;case 2:{f[(a+976|0)>>2]=f[(a+976|0)>>2]|1073741824;k=232;break}default:k=232}if((k|0)==232){k=0;o=f[(a+988|0)>>2]|0;g=+n[o>>2];i=(+n[o+12>>2]-g)*.5;h=+n[o+4>>2];w=(+n[o+16>>2]-h)*.5;y=+n[o+8>>2];x=(+n[o+20>>2]-y)*.5;y=+n[t>>2]+((g+i)*+n[(a+800|0)>>2]+((h+w)*+n[r>>2]+(y+x)*+n[s>>2]));$hb(u+4|0,(i*i+(w*w+x*x))/(y*y<9.999999747378752e-06?9.999999747378752e-06:y*y),a+988|0,a+976|0)}c=c+4|0;if((c|0)==(d|0))break e}while(0);f[(a+696|0)>>2]=u;f[(a+696|0)+4>>2]=a+760|0;f[(a+696|0)+8>>2]=a+800|0;f[(a+696|0)+12>>2]=a+792|0;f[(a+696|0)+16>>2]=a+776|0;d=fSa(q)|0;c=f[d>>2]|0;d=f[d+4>>2]|0;if((c|0)!=(d|0))do{aib(a+696|0,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));t=(b[(u+832|0)>>0]&8)==0;c=(bSa(q)|0)+8|0;c=f[c>>2]|0;if(t){if(c)do{d=f[c+8>>2]|0;f[(a+656|0)>>2]=d;do if((f[(d+200|0)>>2]&-268435456|0)==0&0==0){if(!(f[d+196>>2]&2048)){if(!(bib(d,f[f[(a+776|0)>>2]>>2]|0,f[((a+776|0)+4|0)>>2]|0,f[((a+776|0)+8|0)>>2]|0,f[((a+776|0)+12|0)>>2]|0)|0))k=249}else if(!(Whb(d,f[f[(a+760|0)>>2]>>2]|0,f[((a+760|0)+4|0)>>2]|0,f[((a+760|0)+8|0)>>2]|0,f[((a+760|0)+12|0)>>2]|0)|0))k=249;if((k|0)==249){k=0;if(b[(u+832|0)>>0]&16)break;t=(f[(a+656|0)>>2]|0)+196|0;f[t>>2]=f[t>>2]&-1793;break}d=f[(u+288|0)>>2]|0;if(d>>>0<(f[(u+292|0)>>2]|0)>>>0){s=f[(a+796|0)>>2]|0;t=f[(a+792|0)>>2]|0;f[d>>2]=f[(a+656|0)>>2];f[d+4>>2]=s;f[d+8>>2]=t&-939524097;f[d+12>>2]=-1;f[(u+288|0)>>2]=(f[(u+288|0)>>2]|0)+16;break}else{Xhb(u+284|0,a+796|0,a+656|0,a+792|0);break}}while(0);c=f[c>>2]|0}while((c|0)!=0)}else if(c)do{d=f[c+8>>2]|0;if((f[(d+200|0)>>2]&-268435456|0)==0&0==0)aib(a+696|0,d);c=f[c>>2]|0}while((c|0)!=0)}}l=u+308|0;m=u+300|0}q=(a+960|0)+4|0;r=(a+960|0)+8|0;s=(a+960|0)+12|0;t=(a+656|0)+12|0;u=(a+656|0)+24|0;f[a+1608>>2]=l;f[a+1680>>2]=m;f[a+3336>>2]=q;f[a+3344>>2]=r;f[a+3352>>2]=s;f[a+3368>>2]=t;f[a+3376>>2]=u;f[a+7400>>2]=k;f[a+7408>>2]=v}function Fjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;V=f[a+1024>>2]|0;R=f[a+7400>>2]|0;W=f[a+7408>>2]|0;G=f[a+7416>>2]|0;if(W){W=0;switch(G|0){case 3:{if(f[(V+4|0)>>2]|0){u=f[(V+24|0)>>2]|0;v=f[(V+20|0)>>2]|0;w=f[(V+12|0)>>2]|0;a:do if((v+(w<<4)|0|0)==(u|0)){q=v+(w<<4)|0;R=19}else{i=v+(w<<4)|0;while(1){if(!(f[i+8>>2]&1792)){q=i;R=19;break a}i=i+16|0;if((i|0)==(u|0)){m=u;p=v;r=u;t=u;break}}}while(0);if((R|0)==19){m=q;if((q|0)==(u|0)){p=v;r=u;t=u}else{i=m;b:while(1){do{p=i;i=p+16|0;if((p+16|0|0)==(u|0))break b}while(!(f[p+24>>2]&1792|0));t=m;f[t>>2]=f[(p+16|0)>>2];f[t+4>>2]=f[(p+16|0)+4>>2];f[t+8>>2]=f[(p+16|0)+8>>2];f[t+12>>2]=f[(p+16|0)+12>>2];m=m+16|0}t=f[(V+24|0)>>2]|0;p=f[(V+20|0)>>2]|0;r=t}}s=p+(m-p>>4<<4)|0;if((r|0)==(m|0))m=t;else{i=s+(r-m>>4<<4)|0;q=t-i|0;if(!(q>>4)){m=t;i=t}else{cQb(s|0,i|0,q|0)|0;i=f[(V+24|0)>>2]|0;m=i}p=i+(~((i+-16-(s+(q>>4<<4)|0)|0)>>>4)<<4)|0;if((i|0)!=(s+(q>>4<<4)|0|0)){f[(V+24|0)>>2]=p;m=p}}q=f[(V+20|0)>>2]|0;i=f[(V+12|0)>>2]|0;if(!i)i=m;else{r=m-(q+(i<<4)|0)|0;if(!(r>>4))i=m;else{cQb(q|0,q+(i<<4)|0|0,r|0)|0;m=f[(V+24|0)>>2]|0;i=m}p=m+(~((m+-16-(q+(r>>4<<4)|0)|0)>>>4)<<4)|0;if((m|0)!=(q+(r>>4<<4)|0|0)){f[(V+24|0)>>2]=p;i=p}}f[(V+12|0)>>2]=0;f[(V+4|0)>>2]=w-(u-v>>4)+(f[(V+4|0)>>2]|0)+(i-(f[(V+20|0)>>2]|0)>>4);i=f[(V+8|0)>>2]|0;if(i>>>0>1){w=1;do{t=V+16+(w<<4)+4|0;s=V+16+(w<<4)+8|0;u=f[s>>2]|0;v=f[t>>2]|0;c:do if((u|0)==(v|0)){A=v;R=40}else{i=v;while(1){if(!(f[i+8>>2]&1792)){A=i;R=40;break c}i=i+16|0;if((i|0)==(u|0)){o=u;x=v;y=u;z=u;break}}}while(0);if((R|0)==40){R=0;i=A;if((A|0)==(u|0)){o=i;x=v;y=u;z=u}else{m=i;o=i;d:while(1){i=m;do{m=i;i=m+16|0;if((m+16|0|0)==(u|0))break d}while(!(f[m+24>>2]&1792|0));z=o;f[z>>2]=f[(m+16|0)>>2];f[z+4>>2]=f[(m+16|0)+4>>2];f[z+8>>2]=f[(m+16|0)+8>>2];f[z+12>>2]=f[(m+16|0)+12>>2];m=i;o=o+16|0}z=f[s>>2]|0;x=f[t>>2]|0;y=z}}q=x+(o-x>>4<<4)|0;if((y|0)==(o|0))i=z;else{i=q+(y-o>>4<<4)|0;r=z-i|0;if(!(r>>4)){i=z;m=z}else{cQb(q|0,i|0,r|0)|0;m=f[s>>2]|0;i=m}p=m+(~((m+-16-(q+(r>>4<<4)|0)|0)>>>4)<<4)|0;if((m|0)!=(q+(r>>4<<4)|0|0)){f[s>>2]=p;i=p}}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(u-v>>4)+(i-(f[t>>2]|0)>>4);w=w+1|0;i=f[(V+8|0)>>2]|0}while(w>>>0<i>>>0)}if(i|0){s=V+16+(i<<4)+4|0;m=f[s>>2]|0;r=V+16+(i<<4)+8|0;o=f[r>>2]|0;if((m|0)!=(o|0)){while(1){if(!(f[m+8>>2]&1792)){R=55;break}i=m+16|0;if((i|0)==(o|0)){k=o;B=o;C=o;break}else m=i}if((R|0)==55){k=m;if((m|0)==(o|0)){B=o;C=o}else{i=k;e:while(1){do{m=i;i=m+16|0;if((m+16|0|0)==(o|0))break e}while(!(f[m+24>>2]&1792|0));C=k;f[C>>2]=f[(m+16|0)>>2];f[C+4>>2]=f[(m+16|0)+4>>2];f[C+8>>2]=f[(m+16|0)+8>>2];f[C+12>>2]=f[(m+16|0)+12>>2];k=k+16|0}C=f[r>>2]|0;B=C}}if((B|0)!=(k|0)){q=f[s>>2]|0;p=q+(k-q>>4<<4)|0;i=p+(B-k>>4<<4)|0;o=C-i|0;if(!(o>>4)){i=C;k=C}else{cQb(p|0,i|0,o|0)|0;k=f[r>>2]|0;i=k}m=k+(~((k+-16-(p+(o>>4<<4)|0)|0)>>>4)<<4)|0;if((k|0)!=(p+(o>>4<<4)|0|0)){f[r>>2]=m;i=m}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(C-q>>4)+(i-(f[s>>2]|0)>>4);u=f[s>>2]|0;t=i-u|0;if((t|0)>16)if((t|0)>=32){s=((t>>4)+-2|0)/2|0;while(1){m=u+(s<<4)|0;i=s<<4;do if((((t>>4)+-2|0)/2|0|0)>=(i>>4|0)){do if(((i>>3|1)+1|0|0)<(t>>4|0)){if(!(+n[u+((i>>3|1)<<4)+4>>2]<+n[((u+((i>>3|1)<<4)|0)+16|0)+4>>2])){k=i>>3|1;i=u+((i>>3|1)<<4)|0;break}k=(i>>3|1)+1|0;i=(u+((i>>3|1)<<4)|0)+16|0}else{k=i>>3|1;i=u+((i>>3|1)<<4)|0}while(0);l=+n[u+(s<<4)+4>>2];if(+n[i+4>>2]<l)break;p=f[m>>2]|0;r=u+(s<<4)+8|0;q=f[r>>2]|0;r=f[r+4>>2]|0;o=m;while(1){C=o;o=i;f[C>>2]=f[o>>2];f[C+4>>2]=f[o+4>>2];f[C+8>>2]=f[o+8>>2];f[C+12>>2]=f[o+12>>2];if((((t>>4)+-2|0)/2|0|0)<(k|0))break;m=k<<1|1;do if((m+1|0|0)<(t>>4|0)){if(!(+n[u+(m<<4)+4>>2]<+n[((u+(m<<4)|0)+16|0)+4>>2])){k=m;m=u+(m<<4)|0;break}k=m+1|0;m=(u+(m<<4)|0)+16|0}else{k=m;m=u+(m<<4)|0}while(0);if(+n[m+4>>2]<l)break;else i=m}C=i;f[i>>2]=p;n[C+4>>2]=l;f[(C+8|0)>>2]=q;f[(C+8|0)+4>>2]=r}while(0);if((s|0)>0)s=s+-1|0;else break}}}}}}k=f[(V+272|0)>>2]|0;m=f[(V+276|0)>>2]|0;f:do if((k|0)==(m|0)){E=k;R=84}else{i=k;while(1){if(!(f[i+8>>2]&1792)){E=i;R=84;break f}i=i+16|0;if((i|0)==(m|0)){j=m;D=k;F=m;c=m;break}}}while(0);if((R|0)==84){j=E;if((E|0)==(m|0)){D=k;F=m;c=m}else{c=j;g:while(1){do{i=c;c=i+16|0;if((i+16|0|0)==(m|0))break g}while(!(f[i+24>>2]&1792|0));R=j;f[R>>2]=f[(i+16|0)>>2];f[R+4>>2]=f[(i+16|0)+4>>2];f[R+8>>2]=f[(i+16|0)+8>>2];f[R+12>>2]=f[(i+16|0)+12>>2];j=j+16|0}c=f[(V+276|0)>>2]|0;D=f[(V+272|0)>>2]|0;F=c}}k=D+(j-D>>4<<4)|0;if((F|0)==(j|0))R=183;else{i=k+(F-j>>4<<4)|0;j=c-i|0;if(j>>4){cQb(k|0,i|0,j|0)|0;c=f[(V+276|0)>>2]|0}if((c|0)==(k+(j>>4<<4)|0|0))R=183;else{f[(V+276|0)>>2]=c+(~((c+-16-(k+(j>>4<<4)|0)|0)>>>4)<<4);R=183}}break}default:W=1}}if(W){W=0;switch(G|0){case 2:{if(f[(V+4|0)>>2]|0){m=f[(V+24|0)>>2]|0;o=f[(V+20|0)>>2]|0;p=f[(V+12|0)>>2]|0;h:do if((o+(p<<4)|0|0)==(m|0)){I=o+(p<<4)|0;R=99}else{c=o+(p<<4)|0;while(1){if(!(f[c+8>>2]&256)){I=c;R=99;break h}c=c+16|0;if((c|0)==(m|0)){g=m;H=o;J=m;K=m;break}}}while(0);if((R|0)==99){g=I;if((I|0)==(m|0)){H=o;J=m;K=m}else{c=g;i:while(1){do{i=c;c=i+16|0;if((i+16|0|0)==(m|0))break i}while(!(f[i+24>>2]&256|0));K=g;f[K>>2]=f[(i+16|0)>>2];f[K+4>>2]=f[(i+16|0)+4>>2];f[K+8>>2]=f[(i+16|0)+8>>2];f[K+12>>2]=f[(i+16|0)+12>>2];g=g+16|0}K=f[(V+24|0)>>2]|0;H=f[(V+20|0)>>2]|0;J=K}}k=H+(g-H>>4<<4)|0;if((J|0)==(g|0))g=K;else{c=k+(J-g>>4<<4)|0;j=K-c|0;if(!(j>>4)){g=K;c=K}else{cQb(k|0,c|0,j|0)|0;c=f[(V+24|0)>>2]|0;g=c}i=c+(~((c+-16-(k+(j>>4<<4)|0)|0)>>>4)<<4)|0;if((c|0)!=(k+(j>>4<<4)|0|0)){f[(V+24|0)>>2]=i;g=i}}j=f[(V+20|0)>>2]|0;c=f[(V+12|0)>>2]|0;if(!c)c=g;else{k=g-(j+(c<<4)|0)|0;if(!(k>>4))c=g;else{cQb(j|0,j+(c<<4)|0|0,k|0)|0;g=f[(V+24|0)>>2]|0;c=g}i=g+(~((g+-16-(j+(k>>4<<4)|0)|0)>>>4)<<4)|0;if((g|0)!=(j+(k>>4<<4)|0|0)){f[(V+24|0)>>2]=i;c=i}}f[(V+12|0)>>2]=0;f[(V+4|0)>>2]=p-(m-o>>4)+(f[(V+4|0)>>2]|0)+(c-(f[(V+20|0)>>2]|0)>>4);c=f[(V+8|0)>>2]|0;if(c>>>0>1){r=1;do{o=V+16+(r<<4)+4|0;m=V+16+(r<<4)+8|0;p=f[m>>2]|0;q=f[o>>2]|0;j:do if((p|0)==(q|0)){O=q;R=120}else{c=q;while(1){if(!(f[c+8>>2]&256)){O=c;R=120;break j}c=c+16|0;if((c|0)==(p|0)){h=p;L=q;M=p;N=p;break}}}while(0);if((R|0)==120){R=0;c=O;if((O|0)==(p|0)){h=c;L=q;M=p;N=p}else{g=c;h=c;k:while(1){c=g;do{g=c;c=g+16|0;if((g+16|0|0)==(p|0))break k}while(!(f[g+24>>2]&256|0));N=h;f[N>>2]=f[(g+16|0)>>2];f[N+4>>2]=f[(g+16|0)+4>>2];f[N+8>>2]=f[(g+16|0)+8>>2];f[N+12>>2]=f[(g+16|0)+12>>2];g=c;h=h+16|0}N=f[m>>2]|0;L=f[o>>2]|0;M=N}}j=L+(h-L>>4<<4)|0;if((M|0)==(h|0))c=N;else{c=j+(M-h>>4<<4)|0;k=N-c|0;if(!(k>>4)){c=N;g=N}else{cQb(j|0,c|0,k|0)|0;g=f[m>>2]|0;c=g}i=g+(~((g+-16-(j+(k>>4<<4)|0)|0)>>>4)<<4)|0;if((g|0)!=(j+(k>>4<<4)|0|0)){f[m>>2]=i;c=i}}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(p-q>>4)+(c-(f[o>>2]|0)>>4);r=r+1|0;c=f[(V+8|0)>>2]|0}while(r>>>0<c>>>0)}if(c|0){m=V+16+(c<<4)+4|0;g=f[m>>2]|0;k=V+16+(c<<4)+8|0;h=f[k>>2]|0;if((g|0)!=(h|0)){while(1){if(!(f[g+8>>2]&256)){R=135;break}c=g+16|0;if((c|0)==(h|0)){e=h;P=h;Q=h;break}else g=c}if((R|0)==135){e=g;if((g|0)==(h|0)){P=h;Q=h}else{c=e;l:while(1){do{g=c;c=g+16|0;if((g+16|0|0)==(h|0))break l}while(!(f[g+24>>2]&256|0));Q=e;f[Q>>2]=f[(g+16|0)>>2];f[Q+4>>2]=f[(g+16|0)+4>>2];f[Q+8>>2]=f[(g+16|0)+8>>2];f[Q+12>>2]=f[(g+16|0)+12>>2];e=e+16|0}Q=f[k>>2]|0;P=Q}}if((P|0)!=(e|0)){j=f[m>>2]|0;i=j+(e-j>>4<<4)|0;c=i+(P-e>>4<<4)|0;h=Q-c|0;if(!(h>>4)){c=Q;e=Q}else{cQb(i|0,c|0,h|0)|0;e=f[k>>2]|0;c=e}g=e+(~((e+-16-(i+(h>>4<<4)|0)|0)>>>4)<<4)|0;if((e|0)!=(i+(h>>4<<4)|0|0)){f[k>>2]=g;c=g}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(Q-j>>4)+(c-(f[m>>2]|0)>>4);p=f[m>>2]|0;o=c-p|0;if((o|0)>16)if((o|0)>=32){m=((o>>4)+-2|0)/2|0;while(1){h=p+(m<<4)|0;c=m<<4;do if((((o>>4)+-2|0)/2|0|0)>=(c>>4|0)){do if(((c>>3|1)+1|0|0)<(o>>4|0)){if(!(+n[p+((c>>3|1)<<4)+4>>2]<+n[((p+((c>>3|1)<<4)|0)+16|0)+4>>2])){e=c>>3|1;c=p+((c>>3|1)<<4)|0;break}e=(c>>3|1)+1|0;c=(p+((c>>3|1)<<4)|0)+16|0}else{e=c>>3|1;c=p+((c>>3|1)<<4)|0}while(0);l=+n[p+(m<<4)+4>>2];if(+n[c+4>>2]<l)break;i=f[h>>2]|0;k=p+(m<<4)+8|0;j=f[k>>2]|0;k=f[k+4>>2]|0;while(1){Q=h;h=c;f[Q>>2]=f[h>>2];f[Q+4>>2]=f[h+4>>2];f[Q+8>>2]=f[h+8>>2];f[Q+12>>2]=f[h+12>>2];if((((o>>4)+-2|0)/2|0|0)<(e|0))break;g=e<<1|1;do if((g+1|0|0)<(o>>4|0)){if(!(+n[p+(g<<4)+4>>2]<+n[((p+(g<<4)|0)+16|0)+4>>2])){e=g;g=p+(g<<4)|0;break}e=g+1|0;g=(p+(g<<4)|0)+16|0}else{e=g;g=p+(g<<4)|0}while(0);if(+n[g+4>>2]<l)break;else c=g}Q=c;f[c>>2]=i;n[Q+4>>2]=l;f[(Q+8|0)>>2]=j;f[(Q+8|0)+4>>2]=k}while(0);if((m|0)>0)m=m+-1|0;else break}}}}}}e=f[(V+272|0)>>2]|0;g=f[(V+276|0)>>2]|0;m:do if((e|0)==(g|0)){T=e;R=164}else{c=e;while(1){if(!(f[c+8>>2]&256)){T=c;R=164;break m}c=c+16|0;if((c|0)==(g|0)){d=g;S=e;U=g;b=g;break}}}while(0);if((R|0)==164){d=T;if((T|0)==(g|0)){S=e;U=g;b=g}else{b=d;n:while(1){do{c=b;b=c+16|0;if((c+16|0|0)==(g|0))break n}while(!(f[c+24>>2]&256|0));U=d;f[U>>2]=f[(c+16|0)>>2];f[U+4>>2]=f[(c+16|0)+4>>2];f[U+8>>2]=f[(c+16|0)+8>>2];f[U+12>>2]=f[(c+16|0)+12>>2];d=d+16|0}b=f[(V+276|0)>>2]|0;S=f[(V+272|0)>>2]|0;U=b}}e=S+(d-S>>4<<4)|0;if((U|0)==(d|0))R=183;else{c=e+(U-d>>4<<4)|0;d=b-c|0;if(d>>4){cQb(e|0,c|0,d|0)|0;b=f[(V+276|0)>>2]|0}if((b|0)==(e+(d>>4<<4)|0|0))R=183;else{f[(V+276|0)>>2]=b+(~((b+-16-(e+(d>>4<<4)|0)|0)>>>4)<<4);R=183}}break}default:W=1}}f[a+7400>>2]=R;f[a+7408>>2]=W}function Gjb(a){a=a|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0;s=f[a+1024>>2]|0;t=f[a+1032>>2]|0;g=f[a+1040>>2]|0;o=f[a+1208>>2]|0;q=f[a+1608>>2]|0;r=f[a+1680>>2]|0;v=f[a+4680>>2]|0;w=f[a+4992>>2]|0;x=f[a+5056>>2]|0;y=f[a+5064>>2]|0;h=f[a+6112>>2]|0;i=f[a+6120>>2]|0;m=+n[a+6200>>2];k=f[a+7408>>2]|0;l=f[a+7416>>2]|0;a:{e=HAa(g,h,i)|0;n[(a+832|0)>>2]=+p[e>>3];n[(a+832|0)+4>>2]=+p[e+8>>3];n[(a+832|0)+8>>2]=+p[e+16>>3];n[(a+832|0)+12>>2]=+p[e+24>>3];n[(a+832|0)+16>>2]=+p[e+32>>3];n[(a+832|0)+20>>2]=+p[e+40>>3];n[(a+832|0)+24>>2]=+p[e+48>>3];n[(a+832|0)+28>>2]=+p[e+56>>3];n[(a+832|0)+32>>2]=+p[e+64>>3];n[(a+832|0)+36>>2]=+p[e+72>>3];n[((a+832|0)+40|0)>>2]=+p[e+80>>3];n[((a+832|0)+44|0)>>2]=+p[e+88>>3];n[(a+832|0)+48>>2]=+p[e+96>>3];n[(a+832|0)+52>>2]=+p[e+104>>3];n[((a+832|0)+56|0)>>2]=+p[e+112>>3];n[((a+832|0)+60|0)>>2]=+p[e+120>>3];B=+p[g+32>>3]-+p[g+56>>3];A=+p[g+40>>3]-+p[g+64>>3];z=+p[g+48>>3]-+p[g+72>>3];c=+L(+(B*B+(A*A+z*z)));n[(a+816|0)>>2]=B/c;n[((a+816|0)+4|0)>>2]=A/c;n[((a+816|0)+8|0)>>2]=z/c;e=f[s>>2]|0;d=b[e+224>>0]&7&b[(s+832|0)>>0];b[(a+1e3|0)>>0]=d;e=j[(e+230|0)>>1]|j[(e+230|0)+2>>1]<<16;if(!(e&1))if(!(e&2)){b[(a+1e3|0)>>0]=d&6;d=d&6}if(!(d<<24>>24)){o=0;u=a;f[a+7504>>2]=6;f[a+7508>>2]=o|0;break a}w=JAa(g,h,i)|0;N=+p[w>>3];p[(a+528|0)>>3]=N;I=+p[w+8>>3];p[(a+528|0)+8>>3]=I;D=+p[w+16>>3];p[(a+528|0)+16>>3]=D;E=+p[w+24>>3];p[((a+528|0)+24|0)>>3]=E;M=+p[w+32>>3];p[(a+528|0)+32>>3]=M;H=+p[w+40>>3];p[(a+528|0)+40>>3]=H;c=+p[w+48>>3];p[(a+528|0)+48>>3]=c;C=+p[w+56>>3];p[((a+528|0)+56|0)>>3]=C;K=+p[w+64>>3];p[(a+528|0)+64>>3]=K;G=+p[w+72>>3];p[(a+528|0)+72>>3]=G;z=+p[w+80>>3];p[(a+528|0)+80>>3]=z;m=+p[w+88>>3];p[((a+528|0)+88|0)>>3]=m;J=+p[w+96>>3];p[(a+528|0)+96>>3]=J;F=+p[w+104>>3];p[(a+528|0)+104>>3]=F;A=+p[w+112>>3];p[(a+528|0)+112>>3]=A;B=+p[w+120>>3];p[(a+528|0)+120>>3]=B;p[a>>3]=E-N;p[a+8>>3]=C-M;p[a+16>>3]=m-K;p[a+24>>3]=B-J;p[a+32>>3]=E-I;p[a+40>>3]=C-H;p[a+48>>3]=m-G;p[a+56>>3]=B-F;p[a+64>>3]=E-D;p[a+72>>3]=C-c;p[a+80>>3]=m-z;p[a+88>>3]=B-A;p[a+96>>3]=E+N;p[a+104>>3]=C+M;p[a+112>>3]=m+K;p[a+120>>3]=B+J;p[a+128>>3]=E+I;p[a+136>>3]=C+H;p[a+144>>3]=m+G;p[a+152>>3]=B+F;p[a+160>>3]=E+D;p[a+168>>3]=C+c;p[a+176>>3]=m+z;p[a+184>>3]=B+A;Shb(a);n[(a+800|0)>>2]=+p[((a+528|0)+24|0)>>3];w=(a+800|0)+4|0;n[w>>2]=+p[((a+528|0)+56|0)>>3];x=(a+800|0)+8|0;n[x>>2]=+p[((a+528|0)+88|0)>>3];y=(a+800|0)+12|0;n[y>>2]=B;v=(f[s>>2]|0)+230|0;if(!((j[v>>1]|j[v+2>>1]<<16)&262144))v=0;else v=Zub()|0;c=+n[((a+832|0)+44|0)>>2];if(c!=0.0)c=+n[((a+832|0)+56|0)>>2]+ +n[((a+832|0)+40|0)>>2]*((1.0-+n[((a+832|0)+60|0)>>2])/c);else c=.9800000190734863;Thb(a+832|0,a+696|0);S=+n[(a+696|0)>>2];R=+n[(a+696|0)+16>>2];G=c*+n[(a+696|0)+32>>2];T=+n[(a+696|0)+48>>2];P=+n[(a+696|0)+4>>2];O=+n[(a+696|0)+20>>2];H=c*+n[(a+696|0)+36>>2];Q=+n[(a+696|0)+52>>2];A=+n[(a+696|0)+8>>2];B=+n[(a+696|0)+24>>2];I=c*+n[(a+696|0)+40>>2];z=+n[(a+696|0)+56>>2];D=+n[(a+696|0)+12>>2];E=+n[(a+696|0)+28>>2];F=c*+n[(a+696|0)+44>>2];C=+n[(a+696|0)+60>>2];J=C+(D*0.0+E*0.0+F);K=(T+(S*2.4999999441206455e-03+R*0.0+G))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(T+(S*0.0+R*0.0+G))/J;M=(Q+(P*2.4999999441206455e-03+O*0.0+H))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(Q+(P*0.0+O*0.0+H))/J;N=(z+(A*2.4999999441206455e-03+B*0.0+I))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(z+(A*0.0+B*0.0+I))/J;m=(C+(D*2.4999999441206455e-03+E*0.0+F))/(C+(D*2.4999999441206455e-03+E*0.0+F))-J/J;G=(T+(S*0.0+R*2.4999999441206455e-03+G))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(T+(S*0.0+R*0.0+G))/J;H=(Q+(P*0.0+O*2.4999999441206455e-03+H))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(Q+(P*0.0+O*0.0+H))/J;I=(z+(A*0.0+B*2.4999999441206455e-03+I))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(z+(A*0.0+B*0.0+I))/J;J=(C+(D*0.0+E*2.4999999441206455e-03+F))/(C+(D*0.0+E*2.4999999441206455e-03+F))-J/J;m=G*G+H*H+(I*I+J*J)<K*K+M*M+(N*N+m*m)?G*G+H*H+(I*I+J*J):K*K+M*M+(N*N+m*m);if(_Ra(f[(f[s>>2]|0)+64>>2]|0,a+696|0,a+656|0)|0){O=+n[(a+656|0)>>2];P=+n[(a+696|0)>>2]*.5+O*.5;Q=+n[(a+656|0)+4>>2];R=+n[(a+696|0)+4>>2]*.5+Q*.5;S=+n[(a+656|0)+8>>2];T=+n[(a+696|0)+8>>2]*.5+S*.5;c=+n[y>>2]+(P*+n[(a+800|0)>>2]+(R*+n[w>>2]+T*+n[x>>2]));c=((O-P)*(O-P)+((Q-R)*(Q-R)+(S-T)*(S-T)))/(c*c<9.999999747378752e-06?9.999999747378752e-06:c*c)}else c=0.0;T=m<c?c:m;n[(a+796|0)>>2]=T;Uhb(s+4|0,T,m);k=1;l=t<<24>>24;if(k){k=0;switch(l|0){case 4:{q=s+308|0;r=s+300|0;break}default:k=1}}}f[a+1208>>2]=o;f[a+1608>>2]=q;f[a+1680>>2]=r;f[a+4680>>2]=v;f[a+4992>>2]=w;f[a+5056>>2]=x;f[a+5064>>2]=y;n[a+6200>>2]=m;f[a+7408>>2]=k;f[a+7416>>2]=l}function Hjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;u=f[a+48>>2]|0;r=f[a+56>>2]|0;s=f[a+120>>2]|0;t=f[a+160>>2]|0;q=f[a+296>>2]|0;v=f[a+560>>2]|0;w=f[a+632>>2]|0;m=f[a+648>>2]|0;n=f[a+688>>2]|0;o=f[a+720>>2]|0;x=f[a+816>>2]|0;a:{b:while(1){p=t;switch((w-p|0)>>4|0){case 2:{x=5;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 3:{x=9;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 4:{x=10;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 5:{x=20;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 1:case 0:{x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}default:{}}if((w-p|0|0)<496){x=22;f[a+832>>2]=2;f[a+836>>2]=13;break a}e=t+((((w-p|0)>>4|0)/2|0)<<4)|0;if((w-p|0|0)>15984)h=rib(t,t+((((w-p|0)>>4|0)/4|0)<<4)|0,e,e+((((w-p|0)>>4|0)/4|0)<<4)|0,m,u)|0;else h=qib(t,e,m,u)|0;k=f[t>>2]|0;j=f[e>>2]|0;if(k>>>0<j>>>0){c=m;b=h;break}if((k|0)==(j|0))if((f[t+12>>2]|0)<(f[t+((((w-p|0)>>4|0)/2|0)<<4)+12>>2]|0)){c=m;b=h;break}if((t|0)!=(n|0)){i=t+((((w-p|0)>>4|0)/2|0)<<4)+12|0;d=m;l=n;while(1){g=f[l>>2]|0;if(g>>>0<j>>>0){x=68;break b}if((g|0)==(j|0))if((f[d+-4>>2]|0)<(f[i>>2]|0)){x=68;break b}d=l+-16|0;if((t|0)==(d|0))break;else{g=l;l=d;d=g}}}d=t+16|0;e=f[m>>2]|0;do if(k>>>0>=e>>>0){if((k|0)==(e|0))if((f[t+12>>2]|0)<(f[o>>2]|0))break;if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}g=t+12|0;while(1){e=f[d>>2]|0;if(k>>>0<e>>>0)break;if((k|0)==(e|0))if((f[g>>2]|0)<(f[d+12>>2]|0))break;d=d+16|0;if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}}f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[m>>2];f[d+4>>2]=f[m+4>>2];f[d+8>>2]=f[m+8>>2];f[d+12>>2]=f[m+12>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];f[m+12>>2]=f[a+12>>2];d=d+16|0}while(0);if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}j=t+12|0;e=m;while(1){i=f[t>>2]|0;g=f[d>>2]|0;c:do if(i>>>0>=g>>>0)do{if((i|0)==(g|0))if((f[j>>2]|0)<(f[d+12>>2]|0))break c;d=d+16|0;g=f[d>>2]|0}while(i>>>0>=g>>>0);while(0);while(1){g=e;e=e+-16|0;h=f[e>>2]|0;if(i>>>0<h>>>0)continue;if((i|0)!=(h|0))break;if((f[j>>2]|0)>=(f[g+-4>>2]|0))break}if(d>>>0>=e>>>0){t=d;continue b};f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[e+12>>2]=f[a+12>>2];d=d+16|0}}if((x|0)==68){x=0;f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];f[t>>2]=f[l>>2];f[t+4>>2]=f[l+4>>2];f[t+8>>2]=f[l+8>>2];f[t+12>>2]=f[l+12>>2];f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];c=l;b=h+1|0}d=t+16|0;d:do if(d>>>0<c>>>0){j=e;while(1){h=f[j>>2]|0;i=j+12|0;while(1){e=f[d>>2]|0;if(e>>>0>=h>>>0){if((e|0)!=(h|0))break;if((f[d+12>>2]|0)>=(f[i>>2]|0))break}d=d+16|0}g=c+-16|0;e=f[g>>2]|0;e:do if(e>>>0<h>>>0)c=g;else while(1){if((e|0)==(h|0))if((f[c+-4>>2]|0)<(f[i>>2]|0)){c=g;break e}c=g+-16|0;e=f[c>>2]|0;if(e>>>0<h>>>0)break;else{q=g;g=c;c=q}}while(0);if(d>>>0>c>>>0){e=j;q=d;break d};f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];j=(j|0)==(d|0)?c:j;d=d+16|0;b=b+1|0}}else q=d;while(0);do if((q|0)!=(e|0)){c=f[e>>2]|0;d=f[q>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0))break;if((f[e+12>>2]|0)>=(f[q+12>>2]|0))break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];f[q>>2]=f[e>>2];f[q+4>>2]=f[e+4>>2];f[q+8>>2]=f[e+8>>2];f[q+12>>2]=f[e+12>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[e+12>>2]=f[a+12>>2];b=b+1|0}while(0);if(!b){v=sib(t,q,u)|0;b=q+16|0;if(sib(b,s,u)|0){x=92;f[a+832>>2]=1;break a}if(v){r=b;f[a+832>>2]=3;break a}}s=q;if((s-p|0)>=(w-s|0)){x=91;f[a+832>>2]=1;break a}gib(t,q,u);r=q+16|0}f[a+56>>2]=r;f[a+160>>2]=t;f[a+296>>2]=q;f[a+560>>2]=v;f[a+816>>2]=x}
+function dnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;p=r;q=a+116|0;o=a+120|0;enb(b,(f[o>>2]|0)-(f[q>>2]|0)>>2);a=f[o>>2]|0;c=f[q>>2]|0;if((a|0)==(c|0)){u=r;return}j=p+4|0;k=p+8|0;l=p+8|0;m=b+4|0;n=b+8|0;i=0;while(1){d=c;if(f[(f[d+(i<<2)>>2]|0)+16>>2]|0){f[p>>2]=0;f[j>>2]=0;f[k>>2]=0;d=f[(f[(f[d+(i<<2)>>2]|0)+16>>2]|0)+16>>2]|0;if(d|0){a=d;c=0;while(1){h=c+1|0;a=f[a+12>>2]|0;if((a|0)==(d|0))break;else c=h}if((c|0)>=1){if(c>>>0>536870910){a=9;break}e=pOb(h<<3)|0;g=e+(h<<3)|0;f[p>>2]=e;f[j>>2]=e;f[l>>2]=g;a=0;while(1){c=d+4|0;if((e|0)==(g|0))T6a(p,c);else{s=c;c=f[s+4>>2]|0;g=e;f[g>>2]=f[s>>2];f[g+4>>2]=c;f[j>>2]=(f[j>>2]|0)+8}a=a+1|0;if((a|0)==(h|0))break;d=f[d+16>>2]|0;e=f[j>>2]|0;g=f[l>>2]|0}g=f[m>>2]|0;if((g|0)==(f[n>>2]|0)){H7a(b,p);a=f[p>>2]|0}else{f[g>>2]=0;h=g+4|0;f[h>>2]=0;f[g+8>>2]=0;a=f[p>>2]|0;c=(f[j>>2]|0)-a|0;d=c>>3;if(d){if(d>>>0>536870911){a=14;break}e=pOb(c)|0;f[h>>2]=e;f[g>>2]=e;f[g+8>>2]=e+(d<<3);a=f[p>>2]|0;c=(f[j>>2]|0)-a|0;if((c|0)>0){bQb(e|0,a|0,c|0)|0;f[h>>2]=e+(c>>>3<<3)}}f[m>>2]=(f[m>>2]|0)+12}if(a|0){c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}}c=f[q>>2]|0;a=f[o>>2]|0}i=i+1|0;if(i>>>0>=a-c>>2>>>0){a=3;break}}if((a|0)==3){u=r;return}else if((a|0)==9)vd();else if((a|0)==14)AMb(g)}function enb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-8-e|0)>>>3)<<3);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function fnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+160|0;k=l;f[k+100>>2]=0;f[k+104>>2]=0;f[k+108>>2]=0;f[k+116>>2]=0;f[k+120>>2]=0;f[k+124>>2]=0;f[k+132>>2]=0;f[k+136>>2]=0;f[k+140>>2]=0;e=k+80|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[k>>2]=40940;f[k+76>>2]=40976;e=k+44|0;g=k+4|0;h=g+36|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=e;f[k+48>>2]=e;f[k+52>>2]=0;b[k+60>>0]=0;b[k+96>>0]=0;b[k+72>>0]=0;b[k+112>>0]=0;b[k+113>>0]=0;b[k+74>>0]=1;i=k+76|0;j=a+4|0;e=f[a>>2]|0;if((f[j>>2]|0)==(e|0)){Ymb(k,1,c,d,d)|0;q4a(k,40996);Tlb(i);u=l;return}g=0;h=40976;while(1){Tg[f[h+8>>2]&15](i,e+(g*12|0)|0,0,1)|0;g=g+1|0;e=f[a>>2]|0;if(g>>>0>=(((f[j>>2]|0)-e|0)/12|0)>>>0)break;h=f[i>>2]|0}Ymb(k,1,c,d,d)|0;q4a(k,40996);Tlb(i);u=l;return}function gnb(a,b){a=a|0;b=b|0;fnb(a,a,b);return}function hnb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0;h=f[a>>2]|0;i=f[b>>2]|0;j=h-i|0;g=f[a+4>>2]|0;b=f[b+4>>2]|0;e=g-b|0;if((((j|0)<0?0-j|0:j)|0)>(((e|0)<0?0-e|0:e)|0)){a=f[c>>2]|0;if(!((i|0)<(h|0)^(a|0)>(h|0))){k=+(b-(f[c+4>>2]|0)|0);m=+(a-i|0);l=+(g|0)*m+ +(h|0)*k-(+(b|0)*m+ +(i|0)*k);l=l*l;k=k*k;m=m*m;k=m+k;k=l/k;j=k<d;return j|0}if((i|0)>(h|0)^(a|0)>(i|0)){m=+(e|0);k=+(i-h|0);l=m*+(a|0)+k*+(f[c+4>>2]|0)-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}else{m=+(g-(f[c+4>>2]|0)|0);k=+(a-h|0);l=+(b|0)*k+ +(i|0)*m-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}}else{a=f[c+4>>2]|0;if(!((g|0)>(b|0)^(g|0)<(a|0))){m=+(b-a|0);k=+((f[c>>2]|0)-i|0);l=+(h|0)*m+ +(g|0)*k-(+(i|0)*m+ +(b|0)*k);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}if((g|0)<(b|0)^(b|0)<(a|0)){m=+(e|0);k=+(i-h|0);l=k*+(a|0)+m*+(f[c>>2]|0)-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}else{m=+(g-a|0);k=+((f[c>>2]|0)-h|0);l=+(i|0)*m+ +(b|0)*k-(+(h|0)*m+ +(g|0)*k);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}}return 0}function inb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0.0,o=0,p=0,q=0.0,r=0.0,s=0;g=f[a>>2]|0;a=(f[a+4>>2]|0)-g>>3;if(!a){e=f[b>>2]|0;a=b+4|0;d=f[a>>2]|0;if((d|0)==(e|0))return;f[a>>2]=d+(~((d+-8-e|0)>>>3)<<3);return}p=qOb(a>>>0>214748364?-1:a*20|0)|0;d=p+(a*20|0)|0;e=p;do{f[e+4>>2]=0;f[e+8>>2]=0;e=e+20|0}while((e|0)!=(d|0));d=0;do{m=p+(d*20|0)|0;i=g+(d<<3)|0;l=f[i+4>>2]|0;k=p+(d*20|0)+4|0;f[k>>2]=f[i>>2];f[k+4>>2]=l;k=d;d=d+1|0;l=(d|0)==(a|0)?0:d;f[p+(k*20|0)+12>>2]=p+(l*20|0);f[p+(l*20|0)+16>>2]=m;f[m>>2]=0}while((d|0)!=(a|0));n=c*c;a:do if(!(f[p>>2]|0)){e=p;d=p;while(1){while(1){m=e+12|0;k=d;d=f[m>>2]|0;l=e+16|0;g=f[l>>2]|0;if((d|0)==(g|0))break a;e=e+4|0;i=e;h=g+4|0;s=h;c=+(f[s>>2]|0);r=+(f[i>>2]|0)-c;j=+(f[s+4>>2]|0);q=+(f[i+4>>2]|0)-j;if(r*r+q*q<=n){o=10;break}i=d+4|0;s=i;q=c-+(f[s>>2]|0);r=j-+(f[s+4>>2]|0);if(q*q+r*r<=n){o=14;break}if(hnb(h,e,i,n)|0){o=10;break}f[k>>2]=1;if(f[d>>2]|0){e=d;break a}else e=d}if((o|0)==10){o=0;h=-1}else if((o|0)==14){o=0;g=f[d+16>>2]|0;h=d+12|0;f[g+12>>2]=f[h>>2];f[(f[h>>2]|0)+16>>2]=g;f[g>>2]=0;g=f[l>>2]|0;h=-2;d=f[m>>2]|0}f[g+12>>2]=d;f[(f[m>>2]|0)+16>>2]=g;f[g>>2]=0;e=g;a=a+h|0;d=g}}else e=p;while(0);i=a>>>0<3?0:a;g=b+4|0;h=f[g>>2]|0;d=f[b>>2]|0;a=h-d>>3;if(i>>>0>a>>>0){jnb(b,i-a|0);o=23}else{if(i>>>0<a>>>0){a=d+(i<<3)|0;if((a|0)!=(h|0))f[g>>2]=h+(~((h+-8-a|0)>>>3)<<3)}if(i|0)o=23}if((o|0)==23){d=0;a=e;while(1){m=a+4|0;o=f[m+4>>2]|0;s=(f[b>>2]|0)+(d<<3)|0;f[s>>2]=f[m>>2];f[s+4>>2]=o;d=d+1|0;if((d|0)==(i|0))break;else a=f[a+12>>2]|0}}tOb(p);return}function jnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>3>>>0>=b>>>0){dQb(c|0,0,b<<3|0)|0;f[l>>2]=c+(b<<3);return}h=f[a>>2]|0;g=c-h|0;e=g>>3;c=e+b|0;if(c>>>0>536870911)AMb(a);m=d-h|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){j=0;k=0}else if(d>>>0>536870911)vd();else{k=pOb(d<<3)|0;j=k;break}while(0);c=j+(e<<3)|0;dQb(c|0,0,b<<3|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<3);f[i>>2]=j+(d<<3);if(!h)return;sOb(h);return}function knb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=a+4|0;g=((f[k>>2]|0)-(f[a>>2]|0)|0)/12|0;j=b+4|0;h=f[j>>2]|0;e=f[b>>2]|0;d=(h-e|0)/12|0;if(g>>>0>d>>>0)lnb(b,g-d|0);else if(g>>>0<d>>>0){i=e+(g*12|0)|0;if((i|0)!=(h|0)){e=h;while(1){d=e+-12|0;f[j>>2]=d;g=f[d>>2]|0;if(g){d=e+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[j>>2]|0}if((d|0)==(i|0))break;else e=d}}}d=f[a>>2]|0;if((f[k>>2]|0)==(d|0))return;e=0;do{inb(d+(e*12|0)|0,(f[b>>2]|0)+(e*12|0)|0,c);e=e+1|0;d=f[a>>2]|0}while(e>>>0<(((f[k>>2]|0)-d|0)/12|0)>>>0);return}function lnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[k>>2]|0;l=a+4|0;c=f[l>>2]|0;e=c;if(((g-c|0)/12|0)>>>0>=b>>>0){dQb(c|0,0,b*12|0)|0;f[l>>2]=e+(b*12|0);return}i=f[a>>2]|0;d=(c-i|0)/12|0;c=d+b|0;j=i;if(c>>>0>357913941)AMb(a);m=(g-i|0)/12|0;g=m<<1;g=m>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)h=0;else if(g>>>0>357913941)vd();else{h=pOb(g*12|0)|0;break}while(0);c=h+(d*12|0)|0;d=c;h=h+(g*12|0)|0;dQb(c|0,0,b*12|0)|0;g=c+(b*12|0)|0;if((e|0)!=(j|0)){do{m=c+-12|0;b=e;e=e+-12|0;f[m>>2]=0;i=c+-8|0;f[i>>2]=0;f[c+-4>>2]=0;f[m>>2]=f[e>>2];m=b+-8|0;f[i>>2]=f[m>>2];b=b+-4|0;f[c+-4>>2]=f[b>>2];f[b>>2]=0;f[m>>2]=0;f[e>>2]=0;c=d+-12|0;d=c}while((e|0)!=(j|0));i=f[a>>2]|0;e=f[l>>2]|0}f[a>>2]=d;f[l>>2]=g;f[k>>2]=h;h=i;if((e|0)!=(h|0))do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}}while((e|0)!=(h|0));if(!i)return;sOb(i);return}function mnb(a,b){a=a|0;b=+b;knb(a,a,b);return}function nnb(a,b){a=a|0;b=b|0;return _zb(b)|0}function onb(a,b){a=a|0;b=b|0;$zb(b);return}function pnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;if(d>>>0<5){a=5;return a|0}e=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;if((e|0)!=-47205080){if((e&-16|0)!=407710288){a=-2;return a|0}if(d>>>0<8){a=8;return a|0};f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;c=c+4|0;l=a;f[l>>2]=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;f[l+4>>2]=0;f[a+8>>2]=0;a=0;return a|0}k=b[c+4>>0]|0;g=k&255;l=g&32;e=g>>>6;j=(l|0)!=0;e=(f[41016+((g&3)<<2)>>2]|0)+6+(f[41032+(e<<2)>>2]|0)-(l>>>5)+((e|0)==0&j&1)|0;if(e>>>0>d>>>0){a=e;return a|0}l=g>>>2&1;if(g&8|0){a=-3;return a|0}if(j){g=5;e=0}else{d=h[c+5>>0]|0;i=d>>>3;e=1024<<i;e=(X(e>>>3,d&7)|0)+e|0;if((i+10|0)>>>0>25){a=-3;return a|0}else g=6}switch(k&3){case 3:{i=c+g|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=g+4|0;break}case 1:{i=h[c+g>>0]|0;g=g+1|0;break}case 2:{i=c+g|0;i=(h[i>>0]|h[i+1>>0]<<8)&65535;g=g+2|0;break}default:i=0}switch((k&255)>>>6&3){case 3:{d=c+g|0;g=d;d=d+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;break}case 1:{g=c+g|0;g=((h[g>>0]|h[g+1>>0]<<8)&65535)+256|0;d=0;break}case 2:{g=c+g|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=0;break}default:if(j){g=h[c+g>>0]|0;d=0}else{g=0;d=0}}e=(e|0)==0?g:e;if(e>>>0>33554432){a=-3;return a|0}c=a;f[c>>2]=g;f[c+4>>2]=d;f[a+8>>2]=e;f[a+12>>2]=i;f[a+16>>2]=l;a=0;return a|0}function qnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;if(d>>>0<3){a=-11;return a|0}e=b[c>>0]|0;g=e&255;i=g&3;switch(e&3){case 3:{if(!(f[a+21584>>2]|0)){a=-16;return a|0}break}case 2:break;case 0:{switch((e&255)>>>2&3){case 3:{e=3;g=((h[c+2>>0]|0)<<16|(h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;break}case 1:{e=2;g=((h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;break}default:{e=1;g=g>>>3}}i=e+g|0;do if((i+8|0)>>>0>d>>>0)if(i>>>0>d>>>0){a=-11;return a|0}else{m=a+21716|0;bQb(m|0,c+e|0,g|0)|0;f[a+21688>>2]=m;e=131080;break}else{f[a+21688>>2]=c+e;e=d-e|0}while(0);f[a+21704>>2]=e;f[a+21708>>2]=g;a=i;return a|0}case 1:{switch((e&255)>>>2&3){case 3:{e=(h[c+2>>0]|0)<<16|(h[c>>0]|h[c+1>>0]<<8)&65535;if(d>>>0<4|e>>>0>2097167){a=-11;return a|0}else{e=e>>>4;g=3}break}case 1:{e=((h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;g=2;break}default:{e=g>>>3;g=1}}m=a+21716|0;dQb(m|0,b[c+g>>0]|0,e|0)|0;f[a+21688>>2]=m;f[a+21704>>2]=131080;f[a+21708>>2]=e;a=g+1|0;return a|0}default:{}}if(d>>>0<5){a=-11;return a|0}e=g>>>2;g=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;switch(e&3){case 3:{e=g>>>4&262143;if(e>>>0>131072){a=-11;return a|0}else{j=5;m=e;e=0;k=(h[c+4>>0]|0)<<10|g>>>22}break}case 2:{j=4;m=g>>>4&16383;e=0;k=g>>>18;break}default:{j=3;m=g>>>4&1023;e=(e&3|0)==0&1;k=g>>>14&1023}}l=k+j|0;if(l>>>0>d>>>0){a=-11;return a|0}d=(e|0)!=0;do if((i|0)==3){i=a+21716|0;e=c+j|0;g=a+5132|0;if(d){e=qtb(i,m,e,k,g)|0;break}else{e=rtb(i,m,e,k,g)|0;break}}else{g=a+5132|0;i=a+21716|0;e=c+j|0;if(d){e=ltb(g,i,m,e,k)|0;break}else{e=Stb(g,i,m,e,k)|0;break}}while(0);if(e>>>0>=4294967279){a=-11;return a|0}f[a+21688>>2]=a+21716;f[a+21704>>2]=131080;f[a+21708>>2]=m;f[a+21584>>2]=1;a=l;return a|0}function rnb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+128|0;o=r+4|0;n=r;p=r+8|0;m=i+j|0;if(!j){i=-10;u=r;return i|0}l=i+1|0;k=b[i>>0]|0;j=k&255;if(!(k<<24>>24)){f[a>>2]=0;i=1;u=r;return i|0}do if(k<<24>>24<0)if(k<<24>>24==-1){k=i+3|0;j=((h[l>>0]|h[l+1>>0]<<8)&65535)+32512|0;break}else{k=i+2|0;j=(j<<8)+-32768|(h[l>>0]|0);break}else k=l;while(0);f[a>>2]=j;if((k+4|0)>>>0>m>>>0){i=-10;u=r;return i|0}a=b[k>>0]|0;l=k+1|0;j=m-l|0;f[o>>2]=35;switch((a&255)>>>6&3){case 1:{if(!j)q=19;else{j=b[l>>0]|0;if((j&255)>35)q=19;else{gtb(c,j)|0;j=1;q=18}}break}case 0:{ftb(c,51200,35,6)|0;j=0;q=18;break}case 3:{if(!g)q=19;else{j=0;q=18}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>9)j=-11;else ftb(c,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=18)if((q|0)==19){i=-11;u=r;return i|0}l=l+j|0;j=m-l|0;f[o>>2]=28;switch((a&255)>>>4&3){case 1:{if(!j)q=31;else{j=b[l>>0]|0;if((j&255)>28)q=31;else{gtb(e,j)|0;j=1;q=30}}break}case 0:{ftb(e,51272,28,5)|0;j=0;q=30;break}case 3:{if(!g)q=31;else{j=0;q=30}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>8)j=-11;else ftb(e,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=30)if((q|0)==31){i=-11;u=r;return i|0}l=l+j|0;j=m-l|0;f[o>>2]=52;switch((a&255)>>>2&3){case 1:{if(!j)q=43;else{j=b[l>>0]|0;if((j&255)>52)q=43;else{gtb(d,j)|0;j=1;q=42}}break}case 0:{ftb(d,51330,52,6)|0;j=0;q=42;break}case 3:{if(!g)q=43;else{j=0;q=42}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>9)j=-11;else ftb(d,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=42)if((q|0)==43){i=-11;u=r;return i|0}i=l+j-i|0;u=r;return i|0}function snb(a,c,e,g,i){a=a|0;c=c|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0;K=0;U=u;u=u+1808|0;if(i>>>0>131071){e=-10;u=U;return e|0}j=qnb(a,g,i)|0;o=i-(j>>>0<4294967279?j:0)|0;x=j>>>0<4294967279?g+j|0:g;if(j>>>0>=4294967279){e=j;u=U;return e|0}m=f[a+21688>>2]|0;y=m+(f[a+21704>>2]|0)+-8|0;z=m+(f[a+21708>>2]|0)|0;A=f[a+21524>>2]|0;B=f[a+21528>>2]|0;C=f[a+21532>>2]|0;I=rnb(U+52|0,a,a+3080|0,a+2052|0,f[(a+21588|0)>>2]|0,x,o)|0;w=I>>>0<4294967279?x+I|0:x;a:{J=1;if(J){J=0;if(I>>>0<4294967279){b:{i=1;if(i){i=0;if(!(f[(U+52|0)>>2]|0)){p=c;q=m}else i=1}if(i)if(1){f[(a+21588|0)>>2]=1;f[(U+40|0)>>2]=f[(a+21540|0)>>2];f[(U+40|0)+4>>2]=f[(a+21540|0)+4>>2];f[(U+40|0)+8>>2]=f[(a+21540|0)+8>>2];k=(x+o|0)-w|0;c:{i=1;if(i){i=0;if(!k){f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0}else i=1}if(i)if(1){f[(U+12|0)>>2]=w;do if(k>>>0>3){j=(x+o|0)+-4|0;f[U+8>>2]=j;g=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[U>>2]=g;i=b[w+(k+-1)>>0]|0;if(!(i<<24>>24)){f[(U+4|0)>>2]=0;break c}else{i=(_(i&255|0)|0)+-23|0;f[(U+4|0)>>2]=i;if(k>>>0<4294967279){E=U;l=g;F=U+4|0;t=i;v=j;K=17;break}else{N=-11;break}}}else{f[U+8>>2]=w;i=h[w>>0]|0;f[U>>2]=i;switch(k|0){case 2:{r=i;K=12;break}case 3:{r=(h[w+2>>0]|0)<<16|i;f[U>>2]=r;K=12;break}default:s=i}if((K|0)==12){s=((h[w+1>>0]|0)<<8)+r|0;f[U>>2]=s}i=b[w+(k+-1)>>0]|0;if(!(i<<24>>24)){f[(U+4|0)>>2]=0;break c}else{t=(4-k<<3)+-23+(_(i&255|0)|0)|0;f[(U+4|0)>>2]=t;E=U;l=s;F=U+4|0;v=x+I|0;K=17;break}}while(0);d:do if((K|0)==17){s=d[a>>1]|0;i=t+(s&65535)|0;f[F>>2]=i;f[(U+16|0)>>2]=l<<(t&31)>>>1>>>(31-s&31);do if(i>>>0>32){k=v;g=v}else{if(v>>>0>=(w+4|0)>>>0){g=v+(0-(i>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=i&7;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;i=i&7;k=g;break}if((v|0)==(w|0)){k=x+I|0;g=v}else{k=(v+(0-(i>>>3))|0)>>>0<w>>>0?v-w|0:i>>>3;g=v+(0-k)|0;f[(U+8|0)>>2]=g;f[F>>2]=i-(k<<3)|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;i=i-(k<<3)|0;k=g}}while(0);f[(U+20|0)>>2]=a+4;v=d[(a+2052|0)>>1]|0;j=i+(v&65535)|0;f[F>>2]=j;f[(U+24|0)>>2]=l<<(i&31)>>>1>>>(31-v&31);do if(j>>>0<=32){if(k>>>0>=(w+4|0)>>>0){g=k+(0-(j>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=j&7;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;j=j&7;k=g;break}if((k|0)==(w|0))k=x+I|0;else{v=(k+(0-(j>>>3))|0)>>>0<w>>>0?k-w|0:j>>>3;g=k+(0-v)|0;f[(U+8|0)>>2]=g;f[F>>2]=j-(v<<3)|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;j=j-(v<<3)|0;k=g}}while(0);f[(U+28|0)>>2]=a+2056;v=d[(a+3080|0)>>1]|0;i=j+(v&65535)|0;f[F>>2]=i;f[(U+32|0)>>2]=l<<(j&31)>>>1>>>(31-v&31);do if(i>>>0<=32){if(k>>>0>=(w+4|0)>>>0){g=k+(0-(i>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=i&7;f[E>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i&7;break}if((k|0)!=(w|0)){w=(k+(0-(i>>>3))|0)>>>0<w>>>0?k-w|0:i>>>3;g=k+(0-w)|0;f[(U+8|0)>>2]=g;f[F>>2]=i-(w<<3)|0;f[E>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i-(w<<3)|0}}while(0);f[(U+36|0)>>2]=a+3084;p=(c+e|0)+-8|0;if(i>>>0>32)break c;else{o=c;l=x+I|0;k=g}while(1){g=l+4|0;if(k>>>0<g>>>0)if((k|0)==(l|0)){O=i;R=l}else{Q=i>>>3;Q=(k+(0-Q)|0)>>>0<l>>>0?k-l|0:Q;P=k+(0-Q)|0;f[(U+8|0)>>2]=P;Q=i-(Q<<3)|0;K=38}else{P=k+(0-(i>>>3))|0;f[(U+8|0)>>2]=P;Q=i&7;K=38}if((K|0)==38){K=0;f[F>>2]=Q;f[E>>2]=h[P>>0]|h[P+1>>0]<<8|h[P+2>>0]<<16|h[P+3>>0]<<24;O=Q;R=P}j=f[(U+52|0)>>2]|0;if(!j){L=m;M=o;break}f[(U+52|0)>>2]=j+-1;j=f[(U+20|0)>>2]|0;q=f[(U+16|0)>>2]|0;X=b[j+(q<<2)+2>>0]|0;r=f[(U+36|0)>>2]|0;s=f[(U+32|0)>>2]|0;V=b[r+(s<<2)+2>>0]|0;t=f[(U+28|0)>>2]|0;v=f[(U+24|0)>>2]|0;W=b[t+(v<<2)+2>>0]|0;w=f[41048+((X&255)<<2)>>2]|0;x=f[41192+((V&255)<<2)>>2]|0;f[U+88>>2]=c;f[U+96>>2]=e;f[U+192>>2]=m;f[U+232>>2]=o;f[U+440>>2]=N;f[U+456>>2]=E;f[U+512>>2]=F;f[U+592>>2]=O;f[U+656>>2]=X;f[U+664>>2]=W;f[U+672>>2]=V;f[U+800>>2]=p;f[U+816>>2]=g;f[U+824>>2]=l;f[U+832>>2]=k;f[U+840>>2]=y;f[U+848>>2]=i;f[U+888>>2]=j;f[U+896>>2]=q;f[U+904>>2]=r;f[U+912>>2]=s;f[U+920>>2]=t;f[U+928>>2]=v;f[U+944>>2]=w;f[U+952>>2]=x;f[U+984>>2]=R;f[U+1016>>2]=A;f[U+1064>>2]=B;f[U+1128>>2]=C;f[U+1296>>2]=S;f[U+1304>>2]=T;f[U+1688>>2]=K;f[U+1720>>2]=0;f[U+1724>>2]=0;Wpb(U);m=f[U+192>>2]|0;o=f[U+232>>2]|0;N=f[U+440>>2]|0;l=f[U+824>>2]|0;k=f[U+832>>2]|0;i=f[U+848>>2]|0;S=f[U+1296>>2]|0;T=f[U+1304>>2]|0;K=f[U+1688>>2]|0;G=f[U+1720>>2]|0;D=f[U+1724>>2]|0;H=+n[U+1724>>2];f[U+1720>>2]=0;f[U+1724>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 6:break d}}if((K|0)==33)if(!(f[(U+52|0)>>2]|0)){L=T;M=S}else break c;f[(a+21540|0)>>2]=f[(U+40|0)>>2];f[(a+21540|0)+4>>2]=f[(U+40|0)+4>>2];f[(a+21540|0)+8>>2]=f[(U+40|0)+8>>2];p=M;q=L;break b}while(0);k=N;break a}}k=-11;break a}}i=z-q|0;if(i>>>0>((c+e|0)-p|0)>>>0)k=-9;else{bQb(p|0,q|0,i|0)|0;k=p+i-c|0}}else J=1}if(J)if(1)k=I}X=k;u=U;return X|0}function tnb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;j=c+d|0;if(g>>>0<8){c=-10;return c|0}n=h[e+4>>0]|0;k=n&32;o=n>>>6;k=(f[41016+((n&3)<<2)>>2]|0)+6+(f[41032+(o<<2)>>2]|0)-(k>>>5)+((o|0)==0&(k|0)!=0&1)|0;if(k>>>0>=4294967279){c=k;return c|0}if((k+3|0)>>>0>g>>>0){c=-10;return c|0}i=pnb(a+21552|0,e,k)|0;d=f[a+21564>>2]|0;if(d|0)if((f[a+21684>>2]|0)!=(d|0)){c=-17;return c|0}o=a+21568|0;if(f[o>>2]|0)$sb(a+21592|0,0,0)|0;if(i>>>0>=4294967279){c=i;return c|0}m=a+21592|0;n=c;e=e+k|0;k=g-k|0;a:while(1){if(k>>>0<3){d=-10;i=27;break}i=h[e>>0]|h[e+1>>0]<<8;l=i&65535;d=((h[e+2>>0]|0)<<16|l)>>>3;l=l&1;i=(i&65535)>>>1&255;switch(i&3){case 3:{d=-11;i=27;break a}case 1:{g=1;break}default:g=d}e=e+3|0;k=k+-3|0;if(k>>>0<g>>>0){d=-10;i=27;break}switch(i&3){case 2:{d=snb(a,n,j-n|0,e,g)|0;if(d>>>0>=4294967279){i=27;break a}break}case 0:{if(g>>>0>(j-n|0)>>>0){d=-9;i=27;break a}bQb(n|0,e|0,g|0)|0;d=g;break}case 1:{if(d>>>0>(j-n|0)>>>0){d=-9;i=27;break a}dQb(n|0,b[e>>0]|0,d|0)|0;break}default:{d=-11;i=27;break a}}if(f[o>>2]|0)atb(m,n,d)|0;n=n+d|0;e=e+g|0;k=k-g|0;if(l|0){i=23;break}}if((i|0)==23){if(!(f[o>>2]|0)){a=k;a=(a|0)==0;o=n;c=o-c|0;c=a?c:-10;return c|0}d=btb(m)|0;if(k>>>0<4){c=-12;return c|0}if((h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24|0)==(d|0)){a=k+-4|0;a=(a|0)==0;o=n;c=o-c|0;c=a?c:-10;return c|0}else{c=-12;return c|0}}else if((i|0)==27)return d|0;return 0}function unb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=_zb(152816)|0;if(!e){i=-7;return i|0}f[e+21692>>2]=222;h=e+21696|0;f[h>>2]=960;i=e+21700|0;f[i>>2]=0;g=e+21520|0;j=e+21540|0;f[e+21536>>2]=5;f[e+21580>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[e+5132>>2]=201326604;f[e+21588>>2]=0;f[e+21584>>2]=0;f[e+21684>>2]=0;f[j>>2]=f[10251];f[j+4>>2]=f[10252];f[j+8>>2]=f[10253];if(a|0){f[e+21532>>2]=0;f[e+21528>>2]=a;f[e+21524>>2]=a;f[g>>2]=a}j=tnb(e,a,b,c,d)|0;oh[f[h>>2]&1023](f[i>>2]|0,e);return j|0}function vnb(a,c){a=a|0;c=c|0;var d=0;d=f[c>>2]|0;f[a>>2]=d;f[a+4>>2]=d+((f[c+4>>2]|0)-d);c=a+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;b[c+28>>0]=0;return}function wnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=f[a>>2]|0;g=f[a+4>>2]|0;h=e;while(1){d=h+1|0;if(d>>>0>g>>>0){d=h;break}f[a>>2]=d;if(!(b[h>>0]|0))break;else h=d}if((e|0)==(d|0)){i=0;u=j;return i|0}a=d+-1|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;h=a-e|0;if(h>>>0>4294967279)vOb(i);if(h>>>0<11){b[i+11>>0]=h;d=i}else{g=h+16&-16;d=pOb(g)|0;f[i>>2]=d;f[i+8>>2]=g|-2147483648;f[i+4>>2]=h}if((e|0)!=(a|0)){g=d;while(1){b[g>>0]=b[e>>0]|0;e=e+1|0;if((e|0)==(a|0))break;else g=g+1|0}d=d+h|0}b[d>>0]=0;d=c+11|0;if((b[d>>0]|0)<0){b[f[c>>2]>>0]=0;f[c+4>>2]=0;d=c}else{b[c>>0]=0;b[d>>0]=0;d=c}EOb(c,0);f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}function xnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a>>2]|0;d=g+4|0;i=f[a+4>>2]|0;if(d>>>0>i>>>0){i=0;return i|0}l=g+1|0;f[a>>2]=l;k=b[g>>0]|0;j=g+2|0;f[a>>2]=j;l=b[l>>0]|0;e=g+3|0;f[a>>2]=e;j=b[j>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|k&255|(j&255)<<16|(h[e>>0]|0)<<24;e=g+8|0;if(e>>>0>i>>>0){l=0;return l|0}j=g+5|0;f[a>>2]=j;k=b[d>>0]|0;l=g+6|0;f[a>>2]=l;j=b[j>>0]|0;d=g+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(j&255)<<8|k&255|(l&255)<<16|(h[d>>0]|0)<<24;d=g+12|0;if(d>>>0>i>>>0){l=0;return l|0}i=g+9|0;f[a>>2]=i;j=b[e>>0]|0;k=g+10|0;f[a>>2]=k;i=b[i>>0]|0;l=g+11|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=d;f[c+8>>2]=(i&255)<<8|j&255|(k&255)<<16|(h[l>>0]|0)<<24;l=1;return l|0}function ynb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a>>2]|0;d=g+4|0;i=f[a+4>>2]|0;if(d>>>0>i>>>0){i=0;return i|0}l=g+1|0;f[a>>2]=l;k=b[g>>0]|0;j=g+2|0;f[a>>2]=j;l=b[l>>0]|0;e=g+3|0;f[a>>2]=e;j=b[j>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|k&255|(j&255)<<16|(h[e>>0]|0)<<24;e=g+8|0;if(e>>>0>i>>>0){l=0;return l|0}j=g+5|0;f[a>>2]=j;k=b[d>>0]|0;l=g+6|0;f[a>>2]=l;j=b[j>>0]|0;d=g+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(j&255)<<8|k&255|(l&255)<<16|(h[d>>0]|0)<<24;d=g+12|0;if(d>>>0>i>>>0){l=0;return l|0}i=g+9|0;f[a>>2]=i;j=b[e>>0]|0;k=g+10|0;f[a>>2]=k;i=b[i>>0]|0;l=g+11|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=d;f[c+8>>2]=(i&255)<<8|j&255|(k&255)<<16|(h[l>>0]|0)<<24;l=1;return l|0}function znb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;d=f[a>>2]|0;c=d+8|0;e=f[a+4>>2]|0;if(c>>>0>e>>>0){g=0;return g|0}s=d+1|0;f[a>>2]=s;r=h[d>>0]|0;q=d+2|0;f[a>>2]=q;s=_Pb(h[s>>0]|0|0,0,8)|0;l=I;p=d+3|0;f[a>>2]=p;q=_Pb(h[q>>0]|0|0,0,16)|0;l=l|I;k=d+4|0;f[a>>2]=k;p=_Pb(h[p>>0]|0|0,0,24)|0;l=l|I;o=d+5|0;f[a>>2]=o;k=h[k>>0]|0;n=d+6|0;f[a>>2]=n;o=_Pb(h[o>>0]|0|0,0,40)|0;j=I;m=d+7|0;f[a>>2]=m;n=_Pb(h[n>>0]|0|0,0,48)|0;i=I;f[a>>2]=c;m=_Pb(h[m>>0]|0|0,0,56)|0;g=b;f[g>>2]=s|r|q|p|o|n|m;f[g+4>>2]=l|k|j|i|I;g=d+16|0;if(g>>>0>e>>>0){s=0;return s|0}i=d+9|0;f[a>>2]=i;j=h[c>>0]|0;k=d+10|0;f[a>>2]=k;i=_Pb(h[i>>0]|0|0,0,8)|0;p=I;l=d+11|0;f[a>>2]=l;k=_Pb(h[k>>0]|0|0,0,16)|0;p=p|I;q=d+12|0;f[a>>2]=q;l=_Pb(h[l>>0]|0|0,0,24)|0;p=p|I;m=d+13|0;f[a>>2]=m;q=h[q>>0]|0;n=d+14|0;f[a>>2]=n;m=_Pb(h[m>>0]|0|0,0,40)|0;r=I;o=d+15|0;f[a>>2]=o;n=_Pb(h[n>>0]|0|0,0,48)|0;s=I;f[a>>2]=g;o=_Pb(h[o>>0]|0|0,0,56)|0;c=b+8|0;f[c>>2]=i|j|k|l|m|n|o;f[c+4>>2]=p|q|r|s|I;c=d+24|0;if(c>>>0>e>>>0){s=0;return s|0}o=d+17|0;f[a>>2]=o;i=h[g>>0]|0;j=d+18|0;f[a>>2]=j;g=_Pb(h[o>>0]|0|0,0,8)|0;o=I;k=d+19|0;f[a>>2]=k;j=_Pb(h[j>>0]|0|0,0,16)|0;o=o|I;p=d+20|0;f[a>>2]=p;k=_Pb(h[k>>0]|0|0,0,24)|0;o=o|I;l=d+21|0;f[a>>2]=l;p=h[p>>0]|0;m=d+22|0;f[a>>2]=m;l=_Pb(h[l>>0]|0|0,0,40)|0;q=I;n=d+23|0;f[a>>2]=n;m=_Pb(h[m>>0]|0|0,0,48)|0;r=I;f[a>>2]=c;n=_Pb(h[n>>0]|0|0,0,56)|0;s=b+16|0;f[s>>2]=g|i|j|k|l|m|n;f[s+4>>2]=o|p|q|r|I;s=1;return s|0}function Anb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;p=u;u=u+16|0;n=p;d=f[a>>2]|0;e=d+4|0;o=a+4|0;i=f[o>>2]|0;if(e>>>0>i>>>0){o=0;u=p;return o|0}j=d+1|0;f[a>>2]=j;k=b[d>>0]|0;l=d+2|0;f[a>>2]=l;j=b[j>>0]|0;m=d+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=e;m=(j&255)<<8|k&255|(l&255)<<16|(h[m>>0]|0)<<24;if(!m){o=1;u=p;return o|0}l=n;f[l>>2]=0;f[l+4>>2]=0;d=d+12|0;a:do if(d>>>0<=i>>>0){l=0;while(1){B=e+1|0;f[a>>2]=B;A=b[e>>0]|0;z=e+2|0;f[a>>2]=z;B=b[B>>0]|0;y=e+3|0;f[a>>2]=y;z=b[z>>0]|0;r=e+4|0;f[a>>2]=r;y=b[y>>0]|0;x=e+5|0;f[a>>2]=x;r=b[r>>0]|0;w=e+6|0;f[a>>2]=w;x=b[x>>0]|0;v=e+7|0;f[a>>2]=v;w=b[w>>0]|0;f[a>>2]=d;v=_Pb(h[v>>0]|0|0,0,56)|0;k=I;w=_Pb(w&255|0,0,48)|0;j=I;x=_Pb(x&255|0,0,40)|0;q=I;y=_Pb(y&255|0,0,24)|0;s=I;z=_Pb(z&255|0,0,16)|0;t=I;B=_Pb(B&255|0,0,8)|0;g=n;f[g>>2]=B|A&255|z|y|x|w|v;f[g+4>>2]=I|t|s|r&255|q|j|k;g=e+12|0;if(g>>>0>i>>>0)break a;j=e+9|0;f[a>>2]=j;i=b[d>>0]|0;d=e+10|0;f[a>>2]=d;j=b[j>>0]|0;k=e+11|0;f[a>>2]=k;d=b[d>>0]|0;f[a>>2]=g;k=(j&255)<<8|i&255|(d&255)<<16|(h[k>>0]|0)<<24;d=Bnb(c,n)|0;i=d+4|0;j=f[i>>2]|0;e=f[d>>2]|0;g=j-e|0;if(k>>>0>g>>>0){AWa(d,k-g|0);e=f[d>>2]|0}else if(k>>>0<g>>>0){d=e+k|0;if((d|0)!=(j|0))f[i>>2]=d}d=f[a>>2]|0;if((d+k|0)>>>0>(f[o>>2]|0)>>>0)break a;if(k|0){f[a>>2]=d+1;b[e>>0]=b[d>>0]|0;if((k|0)!=1){d=1;do{B=f[a>>2]|0;f[a>>2]=B+1;b[e+d>>0]=b[B>>0]|0;d=d+1|0}while((d|0)!=(k|0))}}l=l+1|0;if(l>>>0>=m>>>0){d=1;break}e=f[a>>2]|0;i=f[o>>2]|0;d=n;f[d>>2]=0;f[d+4>>2]=0;d=e+8|0;if(d>>>0>i>>>0)break a}u=p;return d|0}while(0);B=0;u=p;return B|0}function Bnb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=b;i=f[j>>2]|0;j=f[j+4>>2]|0;k=X(i,1540483477)|0;p=X(j,1540483477)|0;p=(X((X(k>>>24^k,1540483477)|0)^-561034072,1540483477)|0)^(X(p>>>24^p,1540483477)|0);p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)h=p&g;else if(p>>>0<l>>>0)h=p;else h=(p>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}o=f[b+4>>2]|0;if(!((o|0)==(p|0)|(o&g|0)==(h|0))){b=h;break a}o=b+8|0}while(!((f[o>>2]|0)==(i|0)?(f[o+4>>2]|0)==(j|0):0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(p|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}o=b+8|0}while(!((f[o>>2]|0)==(i|0)?(f[o+4>>2]|0)==(j|0):0));a=b+16|0;return a|0}}while(0);o=pOb(32)|0;h=o+8|0;f[h>>2]=i;f[h+4>>2]=j;f[o+16>>2]=0;f[o+20>>2]=0;f[o+24>>2]=0;f[o+4>>2]=p;f[o>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Cnb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&p;break}if(p>>>0<b>>>0){g=b;b=p}else{g=b;b=(p>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[o>>2]=f[b>>2];f[b>>2]=o;f[c>>2]=b;b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;q=30}}else{f[o>>2]=f[b>>2];q=30}if((q|0)==30)f[b>>2]=o;f[h>>2]=(f[h>>2]|0)+1;a=o;a=a+16|0;return a|0}function Cnb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Dnb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Dnb(a,b);return}function Dnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;o=i;n=h+8|0;if((f[o>>2]|0)==(f[n>>2]|0)?(f[o+4>>2]|0)==(f[n+4>>2]|0):0)e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;n=h;o=i+8|0;if((f[n>>2]|0)==(f[o>>2]|0)?(f[n+4>>2]|0)==(f[o+4>>2]|0):0)e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Enb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;s=u;u=u+16|0;q=s;d=f[a>>2]|0;e=d+4|0;r=a+4|0;g=f[r>>2]|0;if(e>>>0>g>>>0){r=0;u=s;return r|0}n=d+1|0;f[a>>2]=n;o=b[d>>0]|0;p=d+2|0;f[a>>2]=p;n=b[n>>0]|0;l=d+3|0;f[a>>2]=l;p=b[p>>0]|0;f[a>>2]=e;l=(n&255)<<8|o&255|(p&255)<<16|h[l>>0]<<24;if(!l){r=1;u=s;return r|0}m=q+4|0;n=m+11|0;o=c+4|0;p=c+8|0;d=0;while(1){f[q>>2]=-1;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;i=e+4|0;do if(i>>>0>g>>>0)e=1;else{f[a>>2]=e+1;j=b[e>>0]|0;f[a>>2]=i;k=e+8|0;if(k>>>0>g>>>0)e=1;else{v=e+5|0;f[a>>2]=v;t=b[i>>0]|0;g=e+6|0;f[a>>2]=g;v=b[v>>0]|0;i=e+7|0;f[a>>2]=i;g=b[g>>0]|0;f[a>>2]=k;f[q>>2]=(v&255)<<8|t&255|(g&255)<<16|h[i>>0]<<24;if(j&1)if(!(wnb(a,m)|0)){e=1;break}e=f[o>>2]|0;if((e|0)==(f[p>>2]|0)){Fnb(c,q);e=0;break}else{f[e>>2]=f[q>>2];xOb(e+4|0,m);f[o>>2]=(f[o>>2]|0)+16;e=0;break}}}while(0);if((b[n>>0]|0)<0)sOb(f[m>>2]|0);d=d+1|0;if(e|0){d=0;e=16;break}if(d>>>0>=l>>>0){d=1;e=16;break}e=f[a>>2]|0;g=f[r>>2]|0}if((e|0)==16){u=s;return d|0}return 0}function Fnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;d=f[a>>2]|0;i=(f[k>>2]|0)-d>>4;e=i+1|0;if(e>>>0>268435455)AMb(a);l=a+8|0;j=(f[l>>2]|0)-d|0;d=j>>3;d=j>>4>>>0<134217727?(d>>>0<e>>>0?e:d):268435455;do if(!d)h=0;else if(d>>>0>268435455)vd();else{h=pOb(d<<4)|0;break}while(0);e=h+(i<<4)|0;g=e;j=h+(d<<4)|0;f[e>>2]=f[c>>2];xOb(h+(i<<4)+4|0,c+4|0);i=e+16|0;h=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(h|0)){e=g;c=h;d=h}else{do{c=d;d=d+-16|0;f[e+-16>>2]=f[d>>2];m=e+-12|0;c=c+-12|0;f[m>>2]=f[c>>2];f[m+4>>2]=f[c+4>>2];f[m+8>>2]=f[c+8>>2];f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;e=g+-16|0;g=e}while((d|0)!=(h|0));e=g;c=f[a>>2]|0;d=f[k>>2]|0}f[a>>2]=e;f[k>>2]=i;f[l>>2]=j;g=c;if((d|0)!=(g|0))do{e=d+-12|0;d=d+-16|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0)}while((d|0)!=(g|0));if(!c)return;sOb(c);return}function Gnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;n=p;e=f[a>>2]|0;d=e+1|0;o=a+4|0;g=f[o>>2]|0;if(d>>>0>g>>>0){o=0;u=p;return o|0}f[a>>2]=d;b[c>>0]=(b[e>>0]|0)!=0&1;i=e+5|0;if(i>>>0>g>>>0){o=0;u=p;return o|0}j=e+2|0;f[a>>2]=j;l=b[d>>0]|0;m=e+3|0;f[a>>2]=m;j=b[j>>0]|0;k=e+4|0;f[a>>2]=k;m=b[m>>0]|0;f[a>>2]=i;k=(j&255)<<8|l&255|(m&255)<<16|h[k>>0]<<24;if(!k){o=1;u=p;return o|0}l=c+8|0;m=c+12|0;j=c+4|0;f[n>>2]=0;d=e+9|0;a:do if(d>>>0<=g>>>0){e=0;c=i;while(1){q=c+1|0;f[a>>2]=q;g=b[c>>0]|0;i=c+2|0;f[a>>2]=i;q=b[q>>0]|0;c=c+3|0;f[a>>2]=c;i=b[i>>0]|0;f[a>>2]=d;d=(q&255)<<8|g&255|(i&255)<<16|h[c>>0]<<24;f[n>>2]=d;c=f[l>>2]|0;if((c|0)==(f[m>>2]|0))fBa(j,n);else{f[c>>2]=d;f[l>>2]=c+4}e=e+1|0;if(e>>>0>=k>>>0){d=1;break}c=f[a>>2]|0;q=f[o>>2]|0;f[n>>2]=0;d=c+4|0;if(d>>>0>q>>>0)break a}u=p;return d|0}while(0);q=0;u=p;return q|0}function Hnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;n=p;e=f[a>>2]|0;d=e+1|0;o=a+4|0;g=f[o>>2]|0;if(d>>>0>g>>>0){o=0;u=p;return o|0}f[a>>2]=d;b[c>>0]=(b[e>>0]|0)!=0&1;i=e+5|0;if(i>>>0>g>>>0){o=0;u=p;return o|0}j=e+2|0;f[a>>2]=j;l=b[d>>0]|0;m=e+3|0;f[a>>2]=m;j=b[j>>0]|0;k=e+4|0;f[a>>2]=k;m=b[m>>0]|0;f[a>>2]=i;k=(j&255)<<8|l&255|(m&255)<<16|h[k>>0]<<24;if(!k){o=1;u=p;return o|0}l=c+8|0;m=c+12|0;j=c+4|0;f[n>>2]=0;d=e+9|0;a:do if(d>>>0<=g>>>0){e=0;c=i;while(1){q=c+1|0;f[a>>2]=q;g=b[c>>0]|0;i=c+2|0;f[a>>2]=i;q=b[q>>0]|0;c=c+3|0;f[a>>2]=c;i=b[i>>0]|0;f[a>>2]=d;d=(q&255)<<8|g&255|(i&255)<<16|h[c>>0]<<24;f[n>>2]=d;c=f[l>>2]|0;if((c|0)==(f[m>>2]|0))fBa(j,n);else{f[c>>2]=d;f[l>>2]=c+4}e=e+1|0;if(e>>>0>=k>>>0){d=1;break}c=f[a>>2]|0;q=f[o>>2]|0;f[n>>2]=0;d=c+4|0;if(d>>>0>q>>>0)break a}u=p;return d|0}while(0);q=0;u=p;return q|0}function Inb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;z=B;d=f[a>>2]|0;e=d+4|0;A=a+4|0;i=f[A>>2]|0;if(e>>>0>i>>>0){A=1;u=B;return A|0}w=d+1|0;f[a>>2]=w;x=b[d>>0]|0;y=d+2|0;f[a>>2]=y;w=b[w>>0]|0;k=d+3|0;f[a>>2]=k;y=b[y>>0]|0;f[a>>2]=e;k=(w&255)<<8|x&255|(y&255)<<16|h[k>>0]<<24;if(!k){A=1;u=B;return A|0}l=z+4|0;m=z+24|0;n=z+28|0;o=z+32|0;p=z+40|0;q=z+44|0;r=z+48|0;s=l+11|0;t=z+16|0;v=c+4|0;w=c+8|0;x=z+36|0;y=z+20|0;d=0;while(1){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[m>>2]=0;f[n>>2]=0;f[o>>2]=0;f[p>>2]=0;f[q>>2]=0;f[r>>2]=0;g=e+4|0;if(g>>>0>i>>>0)e=1;else{f[a>>2]=e+1;j=b[e>>0]|0;f[a>>2]=g;j=j&255;e=e+5|0;do if(e>>>0>i>>>0)e=1;else{f[a>>2]=e;b[z>>0]=(b[g>>0]|0)!=0&1;if(j&1){if(!(wnb(a,l)|0)){e=1;break}e=f[a>>2]|0;i=f[A>>2]|0}g=e+1|0;if(g>>>0>i>>>0)e=1;else{f[a>>2]=g;b[t>>0]=(b[e>>0]|0)!=0&1;if(j&2|0)if(!(Gnb(a,y)|0)){e=1;break}if(j&4|0)if(!(Hnb(a,x)|0)){e=1;break}e=f[v>>2]|0;if((e|0)==(f[w>>2]|0)){Knb(c,z);e=0;break}else{Jnb(e,z);f[v>>2]=(f[v>>2]|0)+52;e=0;break}}}while(0);g=f[p>>2]|0;if(g){i=f[q>>2]|0;if((i|0)!=(g|0))f[q>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}}g=f[m>>2]|0;if(g|0){i=f[n>>2]|0;if((i|0)!=(g|0))f[n>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}if((b[s>>0]|0)<0)sOb(f[l>>2]|0);d=d+1|0;if(e|0){d=0;e=30;break}if(d>>>0>=k>>>0){d=1;e=30;break}e=f[a>>2]|0;i=f[A>>2]|0}if((e|0)==30){u=B;return d|0}return 0}function Jnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;b[a>>0]=b[c>>0]|0;xOb(a+4|0,c+4|0);b[a+16>>0]=b[c+16>>0]|0;b[a+20>>0]=b[c+20>>0]|0;e=a+24|0;g=c+24|0;f[e>>2]=0;k=a+28|0;f[k>>2]=0;f[a+32>>2]=0;i=c+28|0;d=(f[i>>2]|0)-(f[g>>2]|0)|0;h=d>>2;if(h|0){if(h>>>0>1073741823)AMb(e);j=pOb(d)|0;f[k>>2]=j;f[e>>2]=j;f[a+32>>2]=j+(h<<2);e=f[g>>2]|0;d=(f[i>>2]|0)-e|0;if((d|0)>0){bQb(j|0,e|0,d|0)|0;f[k>>2]=j+(d>>>2<<2)}}b[a+36>>0]=b[c+36>>0]|0;g=a+40|0;h=c+40|0;f[g>>2]=0;k=a+44|0;f[k>>2]=0;f[a+48>>2]=0;i=c+44|0;d=(f[i>>2]|0)-(f[h>>2]|0)|0;e=d>>2;if(!e)return;if(e>>>0>1073741823)AMb(g);j=pOb(d)|0;f[k>>2]=j;f[g>>2]=j;f[a+48>>2]=j+(e<<2);e=f[h>>2]|0;d=(f[i>>2]|0)-e|0;if((d|0)<=0)return;bQb(j|0,e|0,d|0)|0;f[k>>2]=j+(d>>>2<<2);return}function Knb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;m=o;n=a+4|0;d=f[a>>2]|0;g=((f[n>>2]|0)-d|0)/52|0;e=g+1|0;if(e>>>0>82595524)AMb(a);l=a+8|0;j=((f[l>>2]|0)-d|0)/52|0;k=j<<1;e=j>>>0<41297762?(k>>>0<e>>>0?e:k):82595524;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!e)h=0;else if(e>>>0>82595524)vd();else{h=pOb(e*52|0)|0;break}while(0);f[m>>2]=h;d=h+(g*52|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=d;h=h+(e*52|0)|0;i=m+12|0;f[i>>2]=h;Jnb(d,c);g=d+52|0;f[j>>2]=g;c=f[a>>2]|0;e=f[n>>2]|0;if((e|0)==(c|0)){q=d;d=j;j=c;p=g;g=e;c=h;h=q;f[a>>2]=h;f[k>>2]=j;f[n>>2]=p;f[d>>2]=g;n=f[l>>2]|0;f[l>>2]=c;f[i>>2]=n;f[m>>2]=j;Lnb(m);u=o;return}do{h=e;e=e+-52|0;b[d+-52>>0]=b[e>>0]|0;p=d+-48|0;q=h+-48|0;f[p>>2]=f[q>>2];f[p+4>>2]=f[q+4>>2];f[p+8>>2]=f[q+8>>2];f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;b[d+-36>>0]=b[h+-36>>0]|0;b[d+-32>>0]=b[h+-32>>0]|0;q=d+-28|0;p=h+-28|0;f[q>>2]=0;g=d+-24|0;f[g>>2]=0;f[d+-20>>2]=0;f[q>>2]=f[p>>2];q=h+-24|0;f[g>>2]=f[q>>2];g=h+-20|0;f[d+-20>>2]=f[g>>2];f[g>>2]=0;f[q>>2]=0;f[p>>2]=0;b[d+-16>>0]=b[h+-16>>0]|0;p=d+-12|0;q=h+-12|0;f[p>>2]=0;g=d+-8|0;f[g>>2]=0;f[d+-4>>2]=0;f[p>>2]=f[q>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[q>>2]=0;d=(f[k>>2]|0)+-52|0;f[k>>2]=d}while((e|0)!=(c|0));e=d;p=i;c=j;q=f[a>>2]|0;g=f[j>>2]|0;h=f[n>>2]|0;j=f[i>>2]|0;i=e;f[a>>2]=i;f[k>>2]=q;f[n>>2]=g;f[c>>2]=h;n=f[l>>2]|0;f[l>>2]=j;f[p>>2]=n;f[m>>2]=q;Lnb(m);u=o;return}function Lnb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+4>>2]|0;i=a+8|0;c=f[i>>2]|0;if((c|0)!=(h|0))do{f[i>>2]=c+-52;g=f[c+-12>>2]|0;if(g|0){d=c+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[c+-28>>2]|0;if(d|0){e=c+-24|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~((g+-4-d|0)>>>2)<<2);sOb(d)}c=c+-48|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[i>>2]|0}while((c|0)!=(h|0));c=f[a>>2]|0;if(!c)return;sOb(c);return}function Mnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=f[a>>2]|0;d=i+4|0;m=a+4|0;e=f[m>>2]|0;if(d>>>0>e>>>0){c=0;return c|0}g=i+3|0;f[a>>2]=g;l=b[i+2>>0]|0;f[a>>2]=d;g=b[g>>0]|0;if(l<<24>>24>-1){c=0;return c|0}j=i+8|0;if(j>>>0>e>>>0){c=0;return c|0}n=i+5|0;f[a>>2]=n;d=b[d>>0]|0;k=i+6|0;f[a>>2]=k;n=b[n>>0]|0;l=i+7|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=j;l=(n&255)<<8|d&255|(k&255)<<16|h[l>>0]<<24;f[c>>2]=l;if(l>>>0>=4){n=0;return n|0}do if(!(g&64)){k=0;d=j}else{d=i+12|0;if(d>>>0>e>>>0){n=0;return n|0}else{f[a>>2]=i+9;k=b[j>>0]|0;f[a>>2]=d;k=k&4;break}}while(0);g=d+4|0;if(g>>>0>e>>>0){n=0;return n|0}o=d+1|0;f[a>>2]=o;i=b[d>>0]|0;n=d+2|0;f[a>>2]=n;o=b[o>>0]|0;j=d+3|0;f[a>>2]=j;n=b[n>>0]|0;f[a>>2]=g;f[c+20>>2]=(o&255)<<8|i&255|(n&255)<<16|h[j>>0]<<24;j=d+5|0;if(j>>>0>e>>>0){o=0;return o|0}f[a>>2]=j;b[c+24>>0]=(b[g>>0]|0)!=0&1;i=c+25|0;if(!l)b[i>>0]=1;else{g=d+6|0;if(g>>>0>e>>>0){o=0;return o|0}f[a>>2]=g;b[i>>0]=(b[j>>0]|0)!=0&1;if(l>>>0>2){do if((k|0)==4)if(wnb(a,c+4|0)|0){g=f[a>>2]|0;e=f[m>>2]|0;break}else{o=0;return o|0}while(0);d=g+4|0;if(d>>>0>e>>>0){o=0;return o|0}l=g+1|0;f[a>>2]=l;m=b[g>>0]|0;n=g+2|0;f[a>>2]=n;l=b[l>>0]|0;o=g+3|0;f[a>>2]=o;n=b[n>>0]|0;f[a>>2]=d;f[c+16>>2]=(l&255)<<8|m&255|(n&255)<<16|h[o>>0]<<24;o=1;return o|0}}f[c+16>>2]=0;o=1;return o|0}function Nnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0;j=f[a>>2]|0;d=j+4|0;k=f[a+4>>2]|0;if(d>>>0>k>>>0){k=0;return k|0}l=j+1|0;f[a>>2]=l;g=b[j>>0]|0;i=j+2|0;f[a>>2]=i;l=b[l>>0]|0;e=j+3|0;f[a>>2]=e;i=b[i>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|g&255|(i&255)<<16|(h[e>>0]|0)<<24;e=j+8|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+5|0;f[a>>2]=g;i=b[d>>0]|0;l=j+6|0;f[a>>2]=l;g=b[g>>0]|0;d=j+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+12|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+9|0;f[a>>2]=g;i=b[e>>0]|0;l=j+10|0;f[a>>2]=l;g=b[g>>0]|0;e=j+11|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+8>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+16|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+13|0;f[a>>2]=g;i=b[d>>0]|0;l=j+14|0;f[a>>2]=l;g=b[g>>0]|0;d=j+15|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+16>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+20|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+17|0;f[a>>2]=g;i=b[e>>0]|0;l=j+18|0;f[a>>2]=l;g=b[g>>0]|0;e=j+19|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+20>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+24|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+21|0;f[a>>2]=g;i=b[d>>0]|0;l=j+22|0;f[a>>2]=l;g=b[g>>0]|0;d=j+23|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+24>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+28|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+25|0;f[a>>2]=g;i=b[e>>0]|0;l=j+26|0;f[a>>2]=l;g=b[g>>0]|0;e=j+27|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+32>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+32|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+29|0;f[a>>2]=g;i=b[d>>0]|0;l=j+30|0;f[a>>2]=l;g=b[g>>0]|0;d=j+31|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+36>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+36|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+33|0;f[a>>2]=g;i=b[e>>0]|0;l=j+34|0;f[a>>2]=l;e=b[g>>0]|0;g=j+35|0;f[a>>2]=g;l=b[l>>0]|0;f[a>>2]=d;f[c+40>>2]=(e&255)<<8|i&255|(l&255)<<16|(h[g>>0]|0)<<24;g=j+40|0;if(g>>>0>k>>>0){l=0;return l|0}i=c+48|0;m=j+37|0;f[a>>2]=m;e=b[d>>0]|0;l=j+38|0;f[a>>2]=l;m=b[m>>0]|0;d=j+39|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=g;f[i>>2]=(m&255)<<8|e&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+44|0;if(d>>>0>k>>>0){m=0;return m|0}e=c+52|0;o=j+41|0;f[a>>2]=o;g=b[g>>0]|0;l=j+42|0;f[a>>2]=l;o=b[o>>0]|0;m=j+43|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=d;f[e>>2]=(o&255)<<8|g&255|(l&255)<<16|(h[m>>0]|0)<<24;d=j+48|0;if(d>>>0>k>>>0){o=0;return o|0}f[a>>2]=d;n[i>>2]=0.0;n[e>>2]=0.0;n[c+56>>2]=0.0;n[c+60>>2]=1.0;o=1;return o|0}function Onb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;f[d>>2]=-1;j=f[c>>2]|0;do if(j&1|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){j=0;return j|0}else{l=e+1|0;f[a>>2]=l;k=b[e>>0]|0;m=e+2|0;f[a>>2]=m;l=b[l>>0]|0;i=e+3|0;f[a>>2]=i;e=b[m>>0]|0;f[a>>2]=g;f[d>>2]=(l&255)<<8|k&255|(e&255)<<16|h[i>>0]<<24;break}}while(0);e=d+8|0;g=e+11|0;if((b[g>>0]|0)<0){b[f[e>>2]>>0]=0;f[d+12>>2]=0}else{b[e>>0]=0;b[g>>0]=0}if(j&2|0)if(!(wnb(a,e)|0)){m=0;return m|0}i=d+4|0;f[i>>2]=1073741824;if(j&4|0){e=f[a>>2]|0;g=e+1|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}f[a>>2]=g;e=b[e>>0]|0;if(!(e&2)){f[i>>2]=0;g=536870912}else g=1610612736;if(e&1|0)f[i>>2]=g}if(j&8|0)if(!(Nnb(a,d+20|0)|0)){m=0;return m|0}do if(j&256|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{i=e+1|0;f[a>>2]=i;k=b[e>>0]|0;l=e+2|0;f[a>>2]=l;i=b[i>>0]|0;m=e+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=g;f[d+84>>2]=(i&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);if(j&33554432|0)if(!(wnb(a,d+116|0)|0)){m=0;return m|0}do if(j&67108864|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{i=e+1|0;f[a>>2]=i;k=b[e>>0]|0;l=e+2|0;f[a>>2]=l;i=b[i>>0]|0;m=e+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=g;f[d+128>>2]=(i&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);e=f[c+4>>2]|0;do if(e&16|0){g=f[a>>2]|0;i=g+4|0;if(i>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{c=g+1|0;f[a>>2]=c;k=b[g>>0]|0;l=g+2|0;f[a>>2]=l;c=b[c>>0]|0;m=g+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=i;f[d+132>>2]=(c&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);if(e&32|0)if(!(wnb(a,d+136|0)|0)){m=0;return m|0}if(j&536870912|0)if(!(Anb(a,d+148|0)|0)){m=0;return m|0}m=1;return m|0}function Pnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+16|0;l=o+8|0;k=o;e=f[a>>2]|0;g=e+4|0;n=a+4|0;i=f[n>>2]|0;if(g>>>0>i>>>0){n=0;u=o;return n|0}p=e+1|0;f[a>>2]=p;j=b[e>>0]|0;m=e+2|0;f[a>>2]=m;p=b[p>>0]|0;d=e+3|0;f[a>>2]=d;m=b[m>>0]|0;f[a>>2]=g;d=(h[d>>0]|0)<<24;m=(m&255)<<16;j=(p&255)<<8|j&255|m|d;do if(!(d&1073741824)){d=0;e=0}else{d=e+8|0;if(d>>>0>i>>>0){p=0;u=o;return p|0}else{q=e+5|0;f[a>>2]=q;i=b[g>>0]|0;p=e+6|0;f[a>>2]=p;g=b[q>>0]|0;e=e+7|0;f[a>>2]=e;p=b[p>>0]|0;f[a>>2]=d;d=0;e=(g&255)<<8|i&255|(p&255)<<16|(h[e>>0]|0)<<24;break}}while(0);q=k;f[q>>2]=d|j;f[q+4>>2]=e;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];if(!(Onb(a,l,c)|0)){q=0;u=o;return q|0}d=c+168|0;f[d>>2]=-1;do if(m&131072|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[n>>2]|0)>>>0){q=0;u=o;return q|0}else{k=e+1|0;f[a>>2]=k;l=b[e>>0]|0;p=e+2|0;f[a>>2]=p;k=b[k>>0]|0;q=e+3|0;f[a>>2]=q;p=b[p>>0]|0;f[a>>2]=g;f[d>>2]=(k&255)<<8|l&255|(p&255)<<16|(h[q>>0]|0)<<24;break}}while(0);if(!(m&262144)){q=0;u=o;return q|0}d=f[a>>2]|0;e=d+4|0;if(e>>>0>(f[n>>2]|0)>>>0){q=0;u=o;return q|0}m=d+1|0;f[a>>2]=m;n=b[d>>0]|0;p=d+2|0;f[a>>2]=p;m=b[m>>0]|0;q=d+3|0;f[a>>2]=q;p=b[p>>0]|0;f[a>>2]=e;f[c+172>>2]=(m&255)<<8|n&255|(p&255)<<16|(h[q>>0]|0)<<24;f[c+176>>2]=0;q=1;u=o;return q|0}function Qnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;s=v;e=f[a>>2]|0;g=e+4|0;t=a+4|0;i=f[t>>2]|0;if(g>>>0>i>>>0){t=0;u=v;return t|0}f[a>>2]=e+1;m=b[e>>0]|0;f[a>>2]=g;m=m&255;d=e+8|0;if(d>>>0>i>>>0){t=0;u=v;return t|0}p=e+5|0;f[a>>2]=p;q=b[g>>0]|0;r=e+6|0;f[a>>2]=r;p=b[p>>0]|0;e=e+7|0;f[a>>2]=e;r=b[r>>0]|0;f[a>>2]=d;f[c>>2]=(p&255)<<8|q&255|(r&255)<<16|h[e>>0]<<24;d=c+4|0;e=d+11|0;if((b[e>>0]|0)<0){b[f[d>>2]>>0]=0;f[c+8>>2]=0}else{b[d>>0]=0;b[e>>0]=0}if(m&1|0)if(!(wnb(a,d)|0)){t=0;u=v;return t|0}d=c+16|0;f[d>>2]=-1;do if(m&4|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[t>>2]|0)>>>0){t=0;u=v;return t|0}else{o=e+1|0;f[a>>2]=o;p=b[e>>0]|0;q=e+2|0;f[a>>2]=q;o=b[o>>0]|0;r=e+3|0;f[a>>2]=r;q=b[q>>0]|0;f[a>>2]=g;f[d>>2]=(o&255)<<8|p&255|(q&255)<<16|h[r>>0]<<24;break}}while(0);if(!(m&16))d=1;else{d=f[a>>2]|0;e=d+4|0;if(e>>>0>(f[t>>2]|0)>>>0){t=0;u=v;return t|0}p=d+1|0;f[a>>2]=p;q=b[d>>0]|0;r=d+2|0;f[a>>2]=r;p=b[p>>0]|0;d=d+3|0;f[a>>2]=d;r=b[r>>0]|0;f[a>>2]=e;d=(p&255)<<8|q&255|(r&255)<<16|h[d>>0]<<24;if(!d){t=0;u=v;return t|0}}i=c+20|0;k=c+24|0;j=c+28|0;a:do if(!(m&8)){g=0;do{e=f[k>>2]|0;if(e>>>0<(f[j>>2]|0)>>>0){dQb(e|0,0,180)|0;f[e+128>>2]=-1;f[e+132>>2]=-1;r=e+136|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;n[e+164>>2]=1.0;f[e+168>>2]=0;f[e+172>>2]=0;e=(f[k>>2]|0)+180|0;f[k>>2]=e}else{Rnb(i);e=f[k>>2]|0}if(!(Pnb(a,e+-180|0)|0)){l=24;break a}g=g+1|0}while(g>>>0<d>>>0)}else{g=0;do{e=f[k>>2]|0;if(e>>>0<(f[j>>2]|0)>>>0){dQb(e|0,0,180)|0;f[e+128>>2]=-1;f[e+132>>2]=-1;r=e+136|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;n[e+164>>2]=1.0;f[e+168>>2]=0;f[e+172>>2]=0;e=(f[k>>2]|0)+180|0;f[k>>2]=e}else{Rnb(i);e=f[k>>2]|0}if(!(Pnb(a,e+-180|0)|0)){l=24;break a}r=e+-176|0;f[r>>2]=f[r>>2]&1073741824;g=g+1|0}while(g>>>0<d>>>0)}while(0);if((l|0)==24){e=f[k>>2]|0;d=e+-180|0;do{t=e+-180|0;f[k>>2]=t;lWa(t);e=f[k>>2]|0}while((e|0)!=(d|0));d=0;u=v;return d|0}b[c+32>>0]=(f[(f[i>>2]|0)+4>>2]|0)>>>30&1;i=f[a>>2]|0;d=i+4|0;p=f[t>>2]|0;if(d>>>0>p>>>0){t=0;u=v;return t|0}o=i+1|0;f[a>>2]=o;q=b[i>>0]|0;r=i+2|0;f[a>>2]=r;o=b[o>>0]|0;g=i+3|0;f[a>>2]=g;r=b[r>>0]|0;f[a>>2]=d;f[c+36>>2]=(o&255)<<8|q&255|(r&255)<<16|h[g>>0]<<24;g=i+8|0;if(g>>>0>p>>>0){t=0;u=v;return t|0}e=i+5|0;f[a>>2]=e;r=b[d>>0]|0;d=i+6|0;f[a>>2]=d;e=b[e>>0]|0;q=i+7|0;f[a>>2]=q;d=b[d>>0]|0;f[a>>2]=g;f[c+40>>2]=(e&255)<<8|r&255|(d&255)<<16|h[q>>0]<<24;q=c+44|0;d=f[q>>2]|0;r=c+48|0;e=f[r>>2]|0;if((e|0)!=(d|0))f[r>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);if(!(m&2)){t=1;u=v;return t|0}e=i+12|0;if(e>>>0>p>>>0){t=0;u=v;return t|0}k=i+9|0;f[a>>2]=k;m=b[g>>0]|0;o=i+10|0;f[a>>2]=o;k=b[k>>0]|0;l=i+11|0;f[a>>2]=l;o=b[o>>0]|0;f[a>>2]=e;l=(k&255)<<8|m&255|(o&255)<<16|h[l>>0]<<24;f[s>>2]=0;b:do if(l|0){m=s+4|0;o=s+8|0;k=c+52|0;d=i+16|0;c:do if(d>>>0<=p>>>0){j=0;i=e;g=p;do{w=i+1|0;f[a>>2]=w;p=b[i>>0]|0;c=i+2|0;f[a>>2]=c;w=b[w>>0]|0;e=i+3|0;f[a>>2]=e;c=b[c>>0]|0;f[a>>2]=d;f[s>>2]=(w&255)<<8|p&255|(c&255)<<16|h[e>>0]<<24;e=i+5|0;if(e>>>0>g>>>0)break c;f[a>>2]=e;b[m>>0]=b[d>>0]|0;d=i+9|0;if(d>>>0>g>>>0)break c;g=i+6|0;f[a>>2]=g;p=b[e>>0]|0;c=i+7|0;f[a>>2]=c;g=b[g>>0]|0;w=i+8|0;f[a>>2]=w;c=b[c>>0]|0;f[a>>2]=d;f[o>>2]=(g&255)<<8|p&255|(c&255)<<16|h[w>>0]<<24;d=f[r>>2]|0;if((d|0)==(f[k>>2]|0))Snb(q,s);else{f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];f[r>>2]=(f[r>>2]|0)+12}j=j+1|0;if(j>>>0>=l>>>0)break b;i=f[a>>2]|0;g=f[t>>2]|0;d=i+4|0}while(d>>>0<=g>>>0)}while(0);w=0;u=v;return w|0}while(0);w=1;u=v;return w|0}function Rnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;b=f[a>>2]|0;e=((f[a+4>>2]|0)-b|0)/180|0;c=e+1|0;if(c>>>0>23860929)AMb(a);g=((f[a+8>>2]|0)-b|0)/180|0;b=g<<1;b=g>>>0<11930464?(b>>>0<c>>>0?c:b):23860929;f[h+12>>2]=0;f[h+16>>2]=a+8;do if(!b)d=0;else if(b>>>0>23860929)vd();else{d=pOb(b*180|0)|0;break}while(0);f[h>>2]=d;j=d+(e*180|0)|0;g=h+8|0;c=h+4|0;f[c>>2]=j;f[h+12>>2]=d+(b*180|0);dQb(j|0,0,180)|0;f[d+(e*180|0)+128>>2]=-1;f[d+(e*180|0)+132>>2]=-1;b=d+(e*180|0)+136|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;n[d+(e*180|0)+164>>2]=1.0;f[d+(e*180|0)+168>>2]=0;f[d+(e*180|0)+172>>2]=0;f[g>>2]=j+180;Tnb(a,h);c=f[c>>2]|0;b=f[g>>2]|0;if((b|0)!=(c|0))do{j=b+-180|0;f[g>>2]=j;lWa(j);b=f[g>>2]|0}while((b|0)!=(c|0));b=f[h>>2]|0;if(!b){u=i;return}sOb(b);u=i;return}function Snb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Tnb(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=f[a>>2]|0;p=a+4|0;c=f[p>>2]|0;q=b+4|0;if((c|0)==(o|0)){n=q;m=a;q=f[q>>2]|0;f[m>>2]=q;f[n>>2]=o;o=b+8|0;q=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=q;o=a+8|0;q=b+12|0;p=f[o>>2]|0;a=f[q>>2]|0;f[o>>2]=a;f[q>>2]=p;q=f[n>>2]|0;f[b>>2]=q;return}n=f[q>>2]|0;do{m=c;c=c+-180|0;h=c;e=f[h+4>>2]|0;g=n+-180|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;g=n+-172|0;e=m+-172|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=n+-160|0;g=m+-160|0;h=e+68|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));f[n+-92>>2]=f[m+-92>>2];h=n+-88|0;i=m+-88|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=n+-76|0;h=m+-76|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];d[i+8>>1]=d[h+8>>1]|0;i=n+-64|0;h=m+-64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;h=m+-52|0;i=f[h+4>>2]|0;l=n+-52|0;f[l>>2]=f[h>>2];f[l+4>>2]=i;l=n+-44|0;i=m+-44|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=m+-32|0;l=f[i>>2]|0;f[i>>2]=0;i=m+-28|0;h=f[i>>2]|0;f[i>>2]=0;f[n+-32>>2]=l;f[n+-28>>2]=h;i=n+-24|0;j=m+-24|0;e=f[j>>2]|0;f[i>>2]=e;k=m+-20|0;g=f[k>>2]|0;f[n+-20>>2]=g;f[n+-16>>2]=f[m+-16>>2];if(g|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;f[l+(e<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}l=n+-12|0;m=m+-12|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];n=(f[q>>2]|0)+-180|0;f[q>>2]=n}while((c|0)!=(o|0));m=a;o=f[a>>2]|0;f[m>>2]=n;f[q>>2]=o;o=b+8|0;n=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=n;a=a+8|0;p=b+12|0;o=f[a>>2]|0;n=f[p>>2]|0;f[a>>2]=n;f[p>>2]=o;q=f[q>>2]|0;f[b>>2]=q;return}function Unb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0;o=0;v=u;u=u+1344|0;d=f[a>>2]|0;e=f[(a+4|0)>>2]|0;if((d+4|0)>>>0>e>>>0){t=0;u=v;return t|0}f[a>>2]=d+1|0;t=b[d>>0]|0;f[a>>2]=d+2;q=b[(d+1|0)>>0]|0;f[a>>2]=d+4|0;if((d+8|0)>>>0>e>>>0){t=0;u=v;return t|0}f[a>>2]=d+5|0;j=b[(d+4|0)>>0]|0;f[a>>2]=d+6|0;e=b[(d+5|0)>>0]|0;f[a>>2]=d+7|0;k=b[(d+6|0)>>0]|0;f[a>>2]=d+8|0;f[c>>2]=(e&255)<<8|j&255|(k&255)<<16|h[(d+7|0)>>0]<<24;if((b[((c+4|0)+11|0)>>0]|0)<0){b[f[(c+4|0)>>2]>>0]=0;f[c+8>>2]=0}else{b[(c+4|0)>>0]=0;b[((c+4|0)+11|0)>>0]=0}if(t&255&1|0)if(!(wnb(a,c+4|0)|0)){t=0;u=v;return t|0}f[(c+92|0)>>2]=0;a:do if(!((q&255)<<8&256)){k=b[((c+4|0)+11|0)>>0]|0;j=k<<24>>24<0?f[(c+4|0)>>2]|0:c+4|0;k=k<<24>>24<0?f[c+8>>2]|0:k&255;if((k|0)<17)m=0;else{e=j;d=k;while(1){d=d+-16|0;if(!d){m=0;break a}d=TAb(e,35,d)|0;if(!d){m=0;break a}if(!(zBb(d,239899,17)|0))break;e=d+1|0;d=(j+k|0)-e|0;if((d|0)<17){m=0;break a}}if((d|0)!=(j+k|0|0)&(d-j|0)!=-1){l=0;o=16}else m=0}}else{KOb(c+4|0,239880)|0;l=f[(c+92|0)>>2]|0;o=16}while(0);if((o|0)==16){m=l|134217728;f[(c+92|0)>>2]=m}if(((q&255)<<8&64512|0)!=15360)f[(c+92|0)>>2]=(q&255)<<13&1048576|((q&255)<<15&2097152|((q&255)<<17&4194304^4194304|((q&255)<<19&8388608^8388608|((q&255)<<21&16777216^16777216|((q&255)<<23&33554432^33554432|m)))));d=f[(c+16|0)>>2]|0;f[(c+16|0)>>2]=0;if(d|0)sOb(d);do if(t&255&2|0){if(!(xnb(a,v+76|0)|0)){t=0;u=v;return t|0}if(!(xnb(a,v)|0)){t=0;u=v;return t|0}if(!(ynb(a,v+64|0)|0)){t=0;u=v;return t|0}l=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if((l+4|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=l+1|0;o=b[l>>0]|0;f[a>>2]=l+2|0;m=b[(l+1|0)>>0]|0;f[a>>2]=l+3|0;k=b[(l+2|0)>>0]|0;f[a>>2]=l+4|0;k=(m&255)<<8|o&255|(k&255)<<16|h[(l+3|0)>>0]<<24;if((l+8|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=l+5|0;d=b[(l+4|0)>>0]|0;f[a>>2]=l+6|0;e=b[(l+5|0)>>0]|0;f[a>>2]=l+7|0;j=b[(l+6|0)>>0]|0;f[a>>2]=l+8|0;if((q&255)<<8&512|0)break;d=(e&255)<<8|d&255|(j&255)<<16|h[(l+7|0)>>0]<<24;f[(c+92|0)>>2]=f[(c+92|0)>>2]|67108864;o=pOb(96)|0;F=+n[(v+76|0)>>2];E=+n[(v+76|0)+4>>2];C=+n[(v+76|0)+8>>2];B=+n[v>>2];A=+n[v+4>>2];z=+n[v+8>>2];y=+n[(v+64|0)>>2];x=+n[(v+64|0)+4>>2];w=+n[(v+64|0)+8>>2];g=(f[s>>2]=k,+n[s>>2]);i=(f[s>>2]=d,+n[s>>2]);f[o>>2]=0;f[o+4>>2]=2-((q&255)>>>7);p[o+8>>3]=F;p[o+16>>3]=E;p[o+24>>3]=C;p[o+32>>3]=B;p[o+40>>3]=A;p[o+48>>3]=z;p[o+56>>3]=y;p[o+64>>3]=x;p[o+72>>3]=w;p[o+80>>3]=g;p[o+88>>3]=i;d=f[(c+16|0)>>2]|0;f[(c+16|0)>>2]=o;if(d|0)sOb(d);if(g<0.0|i<0.0){f[(c+92|0)>>2]=f[(c+92|0)>>2]|8192;break}else break}while(0);d=f[(c+20|0)>>2]|0;e=f[(c+24|0)>>2]|0;if((e|0)!=(d|0))f[(c+24|0)>>2]=e+(~((e+-4-d|0)>>>2)<<2);if(t&255&4|0){e=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if((e+4|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=e+1|0;q=b[e>>0]|0;f[a>>2]=e+2|0;o=b[(e+1|0)>>0]|0;f[a>>2]=e+3|0;l=b[(e+2|0)>>0]|0;f[a>>2]=e+4|0;l=(o&255)<<8|q&255|(l&255)<<16|h[(e+3|0)>>0]<<24;f[(v+76|0)>>2]=0;b:do if(l|0){if((e+8|0)>>>0<=d>>>0){k=0;j=e+4|0;d=e+8|0;do{m=j+1|0;f[a>>2]=m;o=b[j>>0]|0;q=j+2|0;f[a>>2]=q;m=b[m>>0]|0;e=j+3|0;f[a>>2]=e;q=b[q>>0]|0;f[a>>2]=d;d=(m&255)<<8|o&255|(q&255)<<16|h[e>>0]<<24;f[(v+76|0)>>2]=d;e=f[(c+24|0)>>2]|0;if((e|0)==(f[(c+28|0)>>2]|0))Vnb(c+20|0,v+76|0);else{f[e>>2]=d;f[(c+24|0)>>2]=e+4}k=k+1|0;if(k>>>0>=l>>>0)break b;j=f[a>>2]|0;d=j+4|0}while(d>>>0<=(f[(a+4|0)>>2]|0)>>>0)}t=0;u=v;return t|0}while(0)}d=f[(c+32|0)>>2]|0;f[(c+32|0)>>2]=0;if(d|0){lWa(d);sOb(d)}f[v+112>>2]=a;f[v+120>>2]=c;f[v+192>>2]=r;f[v+320>>2]=t;f[v+1280>>2]=0;f[v+1284>>2]=0;Xpb(v);G=f[v+1280>>2]|0;D=f[v+1284>>2]|0;H=+n[v+1284>>2];f[v+1280>>2]=0;f[v+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Vnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Wnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{d=j+-1|0;c=(d&j|0)==0;if(c)h=d&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&d|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);l=pOb(76)|0;f[l+8>>2]=m;c=l+12|0;d=c+64|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[l+4>>2]=m;f[l>>2]=0;h=a+12|0;e=+(((f[h>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(k|g*+(j>>>0)<e){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(e/g))>>>0;Ynb(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&m;break}if(m>>>0<b>>>0){d=b;b=m}else{d=b;b=(m>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[l>>2]=f[b>>2];f[b>>2]=l;f[c>>2]=b;b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[l>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=l;f[h>>2]=(f[h>>2]|0)+1;a=l;a=a+12|0;return a|0}function Xnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>5;c=e+1|0;if(c>>>0>134217727)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>4;d=m>>5>>>0<67108863?(d>>>0<c>>>0?c:d):134217727;do if(!d){h=0;i=0}else if(d>>>0>134217727)vd();else{i=pOb(d<<5)|0;h=i;break}while(0);c=h+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+32;f[l>>2]=h+(d<<5);if(!j)return;sOb(j);return}function Ynb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Znb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Znb(a,b);return}function Znb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function _nb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;q=0;r=u;u=u+2368|0;d=f[a>>2]|0;o=f[(a+4|0)>>2]|0;if((d+4|0)>>>0>o>>>0){t=0;u=r;return t|0}f[a>>2]=d+1|0;i=b[d>>0]|0;f[a>>2]=d+2|0;j=b[(d+1|0)>>0]|0;f[a>>2]=d+3|0;k=b[(d+2|0)>>0]|0;f[a>>2]=d+4|0;g=h[(d+3|0)>>0]<<24;do if(!(g&1073741824)){l=0;m=d+4|0;d=0}else if((d+8|0)>>>0>o>>>0){t=0;u=r;return t|0}else{f[a>>2]=d+5|0;w=b[(d+4|0)>>0]|0;f[a>>2]=d+6|0;x=b[(d+5|0)>>0]|0;f[a>>2]=d+7|0;v=b[(d+6|0)>>0]|0;f[a>>2]=d+8|0;l=0;m=d+8|0;d=(x&255)<<8|w&255|(v&255)<<16|h[(d+7|0)>>0]<<24;break}while(0);f[r+224>>2]=a;f[r+232>>2]=c;f[r+488>>2]=e;f[r+608>>2]=g;f[r+616>>2]=i;f[r+624>>2]=j;f[r+656>>2]=k;f[r+912>>2]=l;f[r+928>>2]=m;f[r+1448>>2]=d;f[r+1856>>2]=o;f[r+2160>>2]=p;f[r+2176>>2]=s;f[r+2184>>2]=t;f[r+2200>>2]=q;f[r+2248>>2]=0;f[r+2252>>2]=0;Zpb(r);e=f[r+488>>2]|0;p=f[r+2160>>2]|0;s=f[r+2176>>2]|0;t=f[r+2184>>2]|0;G=f[r+2248>>2]|0;D=f[r+2252>>2]|0;H=+n[r+2252>>2];f[r+2248>>2]=0;f[r+2252>>2]=0;if((G|0)==6)return D|0;f[r+224>>2]=a;f[r+232>>2]=c;f[r+488>>2]=e;f[r+608>>2]=g;f[r+624>>2]=j;f[r+656>>2]=k;f[r+2160>>2]=p;f[r+2176>>2]=s;f[r+2184>>2]=t;f[r+2240>>2]=0;f[r+2244>>2]=0;Ypb(r);G=f[r+2240>>2]|0;D=f[r+2244>>2]|0;H=+n[r+2244>>2];f[r+2240>>2]=0;f[r+2244>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function $nb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){job(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;job(a,b);return}function aob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function bob(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=f[b+16>>2];Cnb(a,f[b+4>>2]|0);b=f[b+8>>2]|0;if(!b)return;s=a+4|0;t=a+12|0;u=a+16|0;v=a+8|0;l=b;q=b;c=f[s>>2]|0;while(1){k=l+8|0;j=f[k>>2]|0;k=f[k+4>>2]|0;m=X(j,1540483477)|0;o=X(k,1540483477)|0;o=(X((X(m>>>24^m,1540483477)|0)^-561034072,1540483477)|0)^(X(o>>>24^o,1540483477)|0);o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;m=(c|0)==0;a:do if(m){b=0;r=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)b=o&i;else if(o>>>0<c>>>0)b=o;else b=(o>>>0)%(c>>>0)|0;g=f[(f[a>>2]|0)+(b<<2)>>2]|0;if(!g)r=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){r=19;break a}p=f[g+4>>2]|0;if(!((p|0)==(o|0)|(p&i|0)==(b|0))){r=19;break a}p=g+8|0;if((f[p>>2]|0)==(j|0)?(f[p+4>>2]|0)==(k|0):0)break a}do{g=f[g>>2]|0;if(!g){r=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(b|0)){r=19;break a}}p=g+8|0}while(!((f[p>>2]|0)==(j|0)?(f[p+4>>2]|0)==(k|0):0))}}while(0);if((r|0)==19){r=0;p=pOb(32)|0;i=p+8|0;f[i>>2]=j;f[i+4>>2]=k;i=p+16|0;f[i>>2]=0;j=p+20|0;f[j>>2]=0;k=p+24|0;f[k>>2]=0;g=f[l+16>>2]|0;h=(f[l+20>>2]|0)-g|0;if(h|0){if((h|0)<0){r=21;break}w=pOb(h)|0;f[j>>2]=w;f[i>>2]=w;l=w+h|0;f[k>>2]=l;bQb(w|0,g|0,h|0)|0;f[j>>2]=l}f[p+4>>2]=o;f[p>>2]=0;d=+(((f[t>>2]|0)+1|0)>>>0);e=+n[u>>2];do if(m|e*+(c>>>0)<d){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;c=~~+W(+(d/e))>>>0;Cnb(a,b>>>0<c>>>0?c:b);b=f[s>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=c;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){f[p>>2]=f[v>>2];f[v>>2]=p;f[c>>2]=v;b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;r=36}}else{f[p>>2]=f[b>>2];r=36}if((r|0)==36){r=0;f[b>>2]=p}f[t>>2]=(f[t>>2]|0)+1;c=g}b=f[q>>2]|0;if(!b){r=39;break}else{l=b;q=b}}if((r|0)==21)AMb(i);else if((r|0)==39)return}function cob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;m=n;c=f[a>>2]|0;k=((f[a+4>>2]|0)-c|0)/180|0;e=k+1|0;if(e>>>0>23860929)AMb(a);l=((f[a+8>>2]|0)-c|0)/180|0;c=l<<1;c=l>>>0<11930464?(c>>>0<e>>>0?e:c):23860929;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!c)j=0;else if(c>>>0>23860929)vd();else{j=pOb(c*180|0)|0;break}while(0);f[m>>2]=j;h=j+(k*180|0)|0;l=m+8|0;i=m+4|0;f[i>>2]=h;f[m+12>>2]=j+(c*180|0);g=b;e=f[g+4>>2]|0;c=h;f[c>>2]=f[g>>2];f[c+4>>2]=e;xOb(j+(k*180|0)+8|0,b+8|0);c=j+(k*180|0)+20|0;e=b+20|0;g=c+68|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));f[j+(k*180|0)+88>>2]=f[b+88>>2];xOb(j+(k*180|0)+92|0,b+92|0);g=j+(k*180|0)+104|0;c=b+104|0;f[g>>2]=f[c>>2];f[g+4>>2]=f[c+4>>2];d[g+8>>1]=d[c+8>>1]|0;xOb(j+(k*180|0)+116|0,b+116|0);g=b+128|0;c=f[g+4>>2]|0;e=j+(k*180|0)+128|0;f[e>>2]=f[g>>2];f[e+4>>2]=c;xOb(j+(k*180|0)+136|0,b+136|0);bob(j+(k*180|0)+148|0,b+148|0);e=j+(k*180|0)+168|0;c=b+168|0;f[e>>2]=f[c>>2];f[e+4>>2]=f[c+4>>2];f[e+8>>2]=f[c+8>>2];f[l>>2]=h+180;iob(a,m);e=f[i>>2]|0;c=f[l>>2]|0;if((c|0)!=(e|0))do{k=c+-180|0;f[l>>2]=k;lWa(k);c=f[l>>2]|0}while((c|0)!=(e|0));c=f[m>>2]|0;if(!c){u=n;return}sOb(c);u=n;return}function dob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=a+4|0;c=f[a>>2]|0;e=((f[i>>2]|0)-c|0)/96|0;d=e+1|0;if(d>>>0>44739242)AMb(a);j=a+8|0;h=((f[j>>2]|0)-c|0)/96|0;c=h<<1;c=h>>>0<22369621?(c>>>0<d>>>0?d:c):44739242;do if(!c)g=0;else if(c>>>0>44739242)vd();else{g=pOb(c*96|0)|0;break}while(0);d=g+(e*96|0)|0;e=d;h=g+(c*96|0)|0;hob(d,b);b=d+96|0;g=f[a>>2]|0;c=f[i>>2]|0;if((c|0)==(g|0)){d=e;e=g;c=g}else{do{c=c+-96|0;hob(d+-96|0,c);d=e+-96|0;e=d}while((c|0)!=(g|0));d=e;e=f[a>>2]|0;c=f[i>>2]|0}f[a>>2]=d;f[i>>2]=b;f[j>>2]=h;d=e;if((c|0)!=(d|0))do{c=c+-96|0;kWa(c)}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function eob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;f[a>>2]=f[b>>2];xOb(a+4|0,b+4|0);f[a+16>>2]=f[b+16>>2];g=a+20|0;h=b+20|0;f[g>>2]=0;l=a+24|0;f[l>>2]=0;f[a+28>>2]=0;i=b+24|0;c=(f[i>>2]|0)-(f[h>>2]|0)|0;e=(c|0)/180|0;if(c|0){if(e>>>0>23860929)AMb(g);j=pOb(c)|0;f[l>>2]=j;f[g>>2]=j;f[a+28>>2]=j+(e*180|0);c=f[h>>2]|0;k=f[i>>2]|0;if((c|0)!=(k|0)){e=j;do{i=c;h=f[i+4>>2]|0;g=e;f[g>>2]=f[i>>2];f[g+4>>2]=h;xOb(e+8|0,c+8|0);g=e+20|0;h=c+20|0;i=g+68|0;do{f[g>>2]=f[h>>2];g=g+4|0;h=h+4|0}while((g|0)<(i|0));f[e+88>>2]=f[c+88>>2];xOb(e+92|0,c+92|0);h=e+104|0;i=c+104|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];d[h+8>>1]=d[i+8>>1]|0;xOb(e+116|0,c+116|0);h=c+128|0;i=f[h+4>>2]|0;j=e+128|0;f[j>>2]=f[h>>2];f[j+4>>2]=i;xOb(e+136|0,c+136|0);bob(e+148|0,c+148|0);j=e+168|0;i=c+168|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];c=c+180|0;e=(f[l>>2]|0)+180|0;f[l>>2]=e}while((c|0)!=(k|0))}}g=a+32|0;h=b+32|0;f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];g=a+44|0;h=b+44|0;f[g>>2]=0;k=a+48|0;f[k>>2]=0;f[a+52>>2]=0;i=b+48|0;c=(f[i>>2]|0)-(f[h>>2]|0)|0;e=(c|0)/12|0;if(!c)return;if(e>>>0>357913941)AMb(g);j=pOb(c)|0;f[k>>2]=j;f[g>>2]=j;f[a+52>>2]=j+(e*12|0);e=f[h>>2]|0;c=(f[i>>2]|0)-e|0;if((c|0)<=0)return;bQb(j|0,e|0,c|0)|0;f[k>>2]=j+(((c>>>0)/12|0)*12|0);return}function fob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=((f[m>>2]|0)-c|0)/56|0;d=e+1|0;if(d>>>0>76695844)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/56|0;j=i<<1;d=i>>>0<38347922?(j>>>0<d>>>0?d:j):76695844;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>76695844)vd();else{g=pOb(d*56|0)|0;break}while(0);f[l>>2]=g;c=g+(e*56|0)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d*56|0)|0;h=l+12|0;f[h>>2]=g;eob(c,b);e=c+56|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;gob(l);u=n;return}do{g=d;d=d+-56|0;f[c+-56>>2]=f[d>>2];o=c+-52|0;p=g+-52|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;f[c+-40>>2]=f[g+-40>>2];p=c+-36|0;o=g+-36|0;f[p>>2]=0;e=c+-32|0;f[e>>2]=0;f[c+-28>>2]=0;f[p>>2]=f[o>>2];p=g+-32|0;f[e>>2]=f[p>>2];e=g+-28|0;f[c+-28>>2]=f[e>>2];f[e>>2]=0;f[p>>2]=0;f[o>>2]=0;o=c+-24|0;p=g+-24|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];o=c+-12|0;p=g+-12|0;f[o>>2]=0;e=c+-8|0;f[e>>2]=0;f[c+-4>>2]=0;f[o>>2]=f[p>>2];o=g+-8|0;f[e>>2]=f[o>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[o>>2]=0;f[p>>2]=0;c=(f[j>>2]|0)+-56|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;gob(l);u=n;return}function gob(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a+4>>2]|0;j=a+8|0;c=f[j>>2]|0;if((c|0)!=(i|0))do{f[j>>2]=c+-56;g=f[c+-12>>2]|0;if(g|0){d=c+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}g=c+-36|0;d=f[g>>2]|0;if(d|0){h=c+-32|0;e=f[h>>2]|0;if((e|0)!=(d|0)){do{k=e+-180|0;f[h>>2]=k;lWa(k);e=f[h>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}c=c+-52|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[j>>2]|0}while((c|0)!=(i|0));c=f[a>>2]|0;if(!c)return;sOb(c);return}function hob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=f[b>>2];g=a+4|0;j=b+4|0;f[g>>2]=f[j>>2];f[g+4>>2]=f[j+4>>2];f[g+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;j=b+16|0;g=f[j>>2]|0;f[j>>2]=0;f[a+16>>2]=g;g=a+20|0;j=b+20|0;f[g>>2]=0;e=a+24|0;f[e>>2]=0;f[a+28>>2]=0;f[g>>2]=f[j>>2];g=b+24|0;f[e>>2]=f[g>>2];e=b+28|0;f[a+28>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=b+32|0;g=f[j>>2]|0;f[j>>2]=0;f[a+32>>2]=g;g=a+36|0;j=b+36|0;f[g>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[g>>2]=f[j>>2];g=b+40|0;f[e>>2]=f[g>>2];e=b+44|0;f[a+44>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=a+48|0;g=b+48|0;f[j>>2]=0;e=a+52|0;f[e>>2]=0;f[a+56>>2]=0;f[j>>2]=f[g>>2];j=b+52|0;f[e>>2]=f[j>>2];e=b+56|0;f[a+56>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=b+60|0;j=f[g>>2]|0;f[g>>2]=0;g=b+64|0;e=f[g>>2]|0;f[g>>2]=0;f[a+60>>2]=j;f[a+64>>2]=e;g=a+68|0;h=b+68|0;c=f[h>>2]|0;f[g>>2]=c;i=b+72|0;d=f[i>>2]|0;f[a+72>>2]=d;f[a+76>>2]=f[b+76>>2];if(!d){i=a+80|0;j=b+80|0;f[i>>2]=0;h=a+84|0;f[h>>2]=0;e=a+88|0;f[e>>2]=0;e=f[j>>2]|0;f[i>>2]=e;i=b+84|0;e=f[i>>2]|0;f[h>>2]=e;h=b+88|0;e=f[h>>2]|0;g=a+88|0;f[g>>2]=e;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;j=a+92|0;i=b+92|0;i=f[i>>2]|0;f[j>>2]=i;return}c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0;i=a+80|0;j=b+80|0;f[i>>2]=0;h=a+84|0;f[h>>2]=0;e=a+88|0;f[e>>2]=0;e=f[j>>2]|0;f[i>>2]=e;i=b+84|0;e=f[i>>2]|0;f[h>>2]=e;h=b+88|0;e=f[h>>2]|0;g=a+88|0;f[g>>2]=e;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;j=a+92|0;i=b+92|0;i=f[i>>2]|0;f[j>>2]=i;return}function iob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=f[a>>2]|0;p=a+4|0;c=f[p>>2]|0;q=b+4|0;if((c|0)==(o|0)){n=q;m=a;q=f[q>>2]|0;f[m>>2]=q;f[n>>2]=o;o=b+8|0;q=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=q;o=a+8|0;q=b+12|0;p=f[o>>2]|0;a=f[q>>2]|0;f[o>>2]=a;f[q>>2]=p;q=f[n>>2]|0;f[b>>2]=q;return}n=f[q>>2]|0;do{m=c;c=c+-180|0;h=c;e=f[h+4>>2]|0;g=n+-180|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;g=n+-172|0;e=m+-172|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=n+-160|0;g=m+-160|0;h=e+68|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));f[n+-92>>2]=f[m+-92>>2];h=n+-88|0;i=m+-88|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=n+-76|0;h=m+-76|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];d[i+8>>1]=d[h+8>>1]|0;i=n+-64|0;h=m+-64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;h=m+-52|0;i=f[h+4>>2]|0;l=n+-52|0;f[l>>2]=f[h>>2];f[l+4>>2]=i;l=n+-44|0;i=m+-44|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=m+-32|0;l=f[i>>2]|0;f[i>>2]=0;i=m+-28|0;h=f[i>>2]|0;f[i>>2]=0;f[n+-32>>2]=l;f[n+-28>>2]=h;i=n+-24|0;j=m+-24|0;e=f[j>>2]|0;f[i>>2]=e;k=m+-20|0;g=f[k>>2]|0;f[n+-20>>2]=g;f[n+-16>>2]=f[m+-16>>2];if(g|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;f[l+(e<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}l=n+-12|0;m=m+-12|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];n=(f[q>>2]|0)+-180|0;f[q>>2]=n}while((c|0)!=(o|0));m=a;o=f[a>>2]|0;f[m>>2]=n;f[q>>2]=o;o=b+8|0;n=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=n;a=a+8|0;p=b+12|0;o=f[a>>2]|0;n=f[p>>2]|0;f[a>>2]=n;f[p>>2]=o;q=f[q>>2]|0;f[b>>2]=q;return}function job(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;e=a+4|0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[e>>2]=0;return}if(c>>>0>1073741823)vd();s=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=s;if(d|0)sOb(d);f[e>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;r=c+-1|0;s=(r&c|0)==0;if(s)d=d&r;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{g=i;h=e;e=i}a:while(1){q=g;g=h;p=e;b:while(1){e=g;while(1){g=f[e+4>>2]|0;if(s)g=g&r;else if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)==(d|0))break;h=(f[a>>2]|0)+(g<<2)|0;if(!(f[h>>2]|0))break b;i=f[e>>2]|0;c:do if(!i)h=e;else{n=e+8|0;m=b[n+11>>0]|0;k=m<<24>>24<0;m=m&255;o=k?f[e+12>>2]|0:m;l=(o|0)==0;if(k){h=e;while(1){j=i+8|0;m=b[j+11>>0]|0;k=m<<24>>24<0;if((o|0)!=((k?f[i+12>>2]|0:m&255)|0))break c;if(!l)if(zBb(f[n>>2]|0,k?f[j>>2]|0:j,o)|0)break c;h=f[i>>2]|0;if(!h){h=i;break c}else{m=i;i=h;h=m}}}if(l){h=e;while(1){o=b[i+8+11>>0]|0;if((o<<24>>24<0?f[i+12>>2]|0:o&255)|0)break c;h=f[i>>2]|0;if(!h){h=i;break c}else{o=i;i=h;h=o}}}h=e;while(1){j=i+8|0;l=b[j+11>>0]|0;k=l<<24>>24<0;if((o|0)!=((k?f[i+12>>2]|0:l&255)|0))break c;j=k?f[j>>2]|0:j;if((b[j>>0]|0)==(f[n>>2]&255)<<24>>24){k=n;l=m}else break c;while(1){l=l+-1|0;k=k+1|0;if(!l)break;j=j+1|0;if((b[k>>0]|0)!=(b[j>>0]|0))break c}h=f[i>>2]|0;if(!h){h=i;break}else{l=i;i=h;h=l}}}while(0);f[p>>2]=f[h>>2];f[h>>2]=f[f[(f[a>>2]|0)+(g<<2)>>2]>>2];f[f[(f[a>>2]|0)+(g<<2)>>2]>>2]=e;e=f[q>>2]|0;if(!e){d=43;break a}}g=f[e>>2]|0;if(!g){d=43;break a}else{q=e;p=e}}f[h>>2]=p;h=f[e>>2]|0;if(!h){d=43;break}else{d=g;g=e}}if((d|0)==43)return}function kob(a){a=a|0;var b=0;f[a>>2]=41948;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;mob(a);sOb(a);return}function lob(a){a=a|0;var b=0,c=0;f[a>>2]=41948;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}mob(b);sOb(b);sOb(a);return}function mob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+120|0;b=f[g>>2]|0;if(b|0){h=a+124|0;c=f[h>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[h>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e);c=f[h>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[g>>2]|0}sOb(b)}b=f[a+108>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+100|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);h=a+80|0;nob(h,f[a+88>>2]|0);b=f[h>>2]|0;f[h>>2]=0;if(!b)return;sOb(b);return}function nob(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;do{c=b;b=f[b>>2]|0;a=f[c+48>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);d=c+40|0;a=f[d>>2]|0;f[d>>2]=0;if(a|0)sOb(a);a=f[c+28>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);d=c+20|0;a=f[d>>2]|0;f[d>>2]=0;if(a|0)sOb(a);sOb(c)}while((b|0)!=0);return}function oob(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;t=a+80|0;d=pob(t,e)|0;a:do if(!d){j=f[a>>2]|0;f[a>>2]=j+-1;i=f[e>>2]|0;o=ZPb(i|0,0,16)|0;o=WPb(i^61^o|0,I|0,9,0)|0;r=I;p=ZPb(o|0,r|0,4)|0;r=WPb(p^o|0,I^r|0,668265261,0)|0;o=I;o=ZPb(r|0,o|0,15)|0;r=o^r;o=a+84|0;p=f[o>>2]|0;q=(p|0)==0;b:do if(q)d=0;else{h=p+-1|0;g=(h&p|0)==0;if(g)d=h&r;else if(p>>>0>r>>>0)d=r;else d=(r>>>0)%(p>>>0)|0;k=f[(f[t>>2]|0)+(d<<2)>>2]|0;if(k){if(g)while(1){k=f[k>>2]|0;if(!k)break b;g=f[k+4>>2]|0;if(!((g|0)==(r|0)|(g&h|0)==(d|0)))break b;if((f[k+8>>2]|0)==(i|0))break a}while(1){k=f[k>>2]|0;if(!k)break b;g=f[k+4>>2]|0;if((g|0)!=(r|0)){if(g>>>0>=p>>>0)g=(g>>>0)%(p>>>0)|0;if((g|0)!=(d|0))break b}if((f[k+8>>2]|0)==(i|0))break a}}}while(0);k=pOb(64)|0;f[k+8>>2]=i;f[k+12>>2]=j;i=k+16|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;n[k+36>>2]=1.0;i=k+40|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[k+56>>2]=1.0;b[k+60>>0]=0;f[k+4>>2]=r;f[k>>2]=0;i=a+92|0;l=+(((f[i>>2]|0)+1|0)>>>0);m=+n[a+96>>2];do if(q|m*+(p>>>0)<l){d=p<<1|(p>>>0<3|(p+-1&p|0)!=0)&1;g=~~+W(+(l/m))>>>0;qob(t,d>>>0<g>>>0?g:d);d=f[o>>2]|0;g=d+-1|0;if(!(g&d)){h=d;d=g&r;break}if(d>>>0>r>>>0){h=d;d=r}else{h=d;d=(r>>>0)%(d>>>0)|0}}else h=p;while(0);g=(f[t>>2]|0)+(d<<2)|0;d=f[g>>2]|0;if(!d){d=a+88|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[g>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;g=h+-1|0;if(!(g&h))d=d&g;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;s=31}}else{f[k>>2]=f[d>>2];s=31}if((s|0)==31)f[d>>2]=k;f[i>>2]=(f[i>>2]|0)+1}else k=d;while(0);d=a+20|0;if((f[d>>2]|0)==-1){f[d>>2]=f[e>>2];e=(pob(a+80|0,d)|0)+12|0;f[a+24>>2]=f[e>>2]}j=a+164|0;if(b[j>>0]&64){u=w;return k|0}h=a+80|0;e=pob(h,d)|0;d=f[e+16>>2]|0;g=e+12|0;i=a+76|0;Lh[f[(f[c>>2]|0)+68>>2]&255](c,-2,f[g>>2]|0,(d|0)==0?f[e+8>>2]|0:d,f[i>>2]|0);d=f[a+160>>2]|0;if((d|0)==-1)d=f[g>>2]|0;else{f[v>>2]=d;d=(pob(h,v)|0)+12|0;d=f[d>>2]|0}Lh[f[(f[c>>2]|0)+60>>2]&255](c,-2,d,f[i>>2]|0,3);b[j>>0]=b[j>>0]|64;u=w;return k|0}function pob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function qob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){rob(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;rob(a,b);return}function rob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function sob(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;m=p;a:do if(!c)d=a+8|0;else{n=a+16|0;o=a+4|0;d=a+8|0;b:while(1){k=0;c:while(1){g=c-k|0;if(g>>>0<4){c=6;break b}l=b+k|0;switch(f[l>>2]|0){case 90:break c;case 100:break;default:{c=24;break b}}if(g>>>0<16){c=9;break b}i=l+12|0;e=f[i>>2]|0;j=(e|0)==-1?16:e+19&-4;if(g>>>0<j>>>0){c=14;break b}g=f[l+4>>2]|0;h=f[n>>2]|0;if(h){e=f[h+4>>2]|0;f[m>>2]=g;g=(pob(e+80|0,m)|0)+12|0;g=f[g>>2]|0;e=f[i>>2]|0}Lh[f[(f[a>>2]|0)+12>>2]&255](a,g,f[l+8>>2]|0,(e|0)==-1?0:l+16|0,e);k=j+k|0;if(c>>>0<=k>>>0)break a}if(g>>>0<16){c=16;break}if(g>>>0<((f[l+8>>2]|0)+19&-4)>>>0){c=18;break}b=tob(l,o)|0;if((b|0)>=0){c=20;break}b=f[o>>2]|0;c=(f[d>>2]|0)-b|0;if(!c)break a}if((c|0)==6){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==9){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==14){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==16){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==18){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==20){c=f[(f[a>>2]|0)+8>>2]|0;if(!b){Fh[c&255](a,0,239980,43);break}else{Fh[c&255](a,0,239946,34);break}}else if((c|0)==24){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,240023,33);break}}while(0);c=f[a+4>>2]|0;if((f[d>>2]|0)==(c|0)){u=p;return}f[d>>2]=c;u=p;return}function tob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=a+16|0;k=b+4|0;g=f[k>>2]|0;c=f[b>>2]|0;j=g-c|0;i=a+12|0;d=f[i>>2]|0;e=j+d|0;if(j>>>0<e>>>0){AWa(b,d);c=f[b>>2]|0}else if(j>>>0>e>>>0){d=c+e|0;if((d|0)!=(g|0))f[k>>2]=d}d=c+j|0;if((f[a+4>>2]|0)==1){c=a+8|0;h=unb(d,f[i>>2]|0,h,f[c>>2]|0)|0;if((h|0)!=(f[i>>2]|0)){e=f[k>>2]|0;c=f[b>>2]|0;d=e-c|0;if(j>>>0>d>>>0){AWa(b,j-d|0);k=0;return k|0}if(j>>>0>=d>>>0){k=0;return k|0}c=c+j|0;if((c|0)==(e|0)){k=0;return k|0}f[k>>2]=c;k=0;return k|0}}else{c=a+8|0;if((_sb(h,d,f[c>>2]|0,f[i>>2]|0)|0)<0){e=f[k>>2]|0;c=f[b>>2]|0;d=e-c|0;if(j>>>0>d>>>0){AWa(b,j-d|0);k=0;return k|0}if(j>>>0>=d>>>0){k=0;return k|0}c=c+j|0;if((c|0)==(e|0)){k=0;return k|0}f[k>>2]=c;k=0;return k|0}}k=0-((f[c>>2]|0)+19&-4)|0;return k|0}function uob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0;C=0;I=u;u=u+3424|0;d=f[b>>2]|0;c=f[(b+4|0)>>2]|0;if((d|0)==(c|0)){f[(I+8|0)>>2]=b;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=b;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}a=0;u=I;return a|0}e=f[(a+96|0)>>2]|0;if(!e)f[(a+96|0)>>2]=b;else{h=f[(e+4|0)>>2]|0;i=f[e>>2]|0;g=(c-d|0)+(h-i|0)|0;if((h-i|0)>>>0<g>>>0){AWa(e,c-d|0);c=f[(a+96|0)>>2]|0;d=f[b>>2]|0}else if((h-i|0)>>>0>g>>>0)if((i+g|0|0)==(h|0))c=e;else{f[(e+4|0)>>2]=i+g|0;c=e}else c=e;bQb((f[c>>2]|0)+(h-i|0)|0,d|0,(f[(b+4|0)>>2]|0)-d|0)|0;c=f[b>>2]|0;if((f[(b+4|0)>>2]|0)!=(c|0))f[(b+4|0)>>2]=c;f[(I+8|0)>>2]=b;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=b;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}c=f[(a+96|0)>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0}b=f[a>>2]|0;c=c-d|0;d=f[(a+100|0)>>2]|0;a:{i=1;if(i){i=0;if(c>>>0>d>>>0){g=(I+296|0)+4|0;b:while(1){e=f[(a+96|0)>>2]|0;h=c-d|0;if(h>>>0<4){C=22;break}K=f[e>>2]|0;J=K+d|0;f[I+336>>2]=a;f[I+360>>2]=j;f[I+408>>2]=c;f[I+472>>2]=E;f[I+528>>2]=k;f[I+864>>2]=l;f[I+1040>>2]=m;f[I+1136>>2]=o;f[I+1176>>2]=F;f[I+1512>>2]=p;f[I+1864>>2]=q;f[I+1872>>2]=r;f[I+2088>>2]=s;f[I+2184>>2]=t;f[I+2192>>2]=v;f[I+2264>>2]=w;f[I+2488>>2]=x;f[I+2496>>2]=b;f[I+2688>>2]=g;f[I+2800>>2]=e;f[I+2816>>2]=h;f[I+2848>>2]=d;f[I+2904>>2]=K;f[I+2944>>2]=J;f[I+2968>>2]=y;f[I+2976>>2]=z;f[I+2984>>2]=A;f[I+3072>>2]=B;f[I+3176>>2]=C;f[I+3248>>2]=0;f[I+3252>>2]=0;bqb(I);j=f[I+360>>2]|0;c=f[I+408>>2]|0;E=f[I+472>>2]|0;k=f[I+528>>2]|0;l=f[I+864>>2]|0;m=f[I+1040>>2]|0;o=f[I+1136>>2]|0;F=f[I+1176>>2]|0;p=f[I+1512>>2]|0;q=f[I+1864>>2]|0;r=f[I+1872>>2]|0;s=f[I+2088>>2]|0;t=f[I+2184>>2]|0;v=f[I+2192>>2]|0;w=f[I+2264>>2]|0;x=f[I+2488>>2]|0;d=f[I+2848>>2]|0;y=f[I+2968>>2]|0;z=f[I+2976>>2]|0;A=f[I+2984>>2]|0;B=f[I+3072>>2]|0;C=f[I+3176>>2]|0;G=f[I+3248>>2]|0;D=f[I+3252>>2]|0;H=+n[I+3252>>2];f[I+3248>>2]=0;f[I+3252>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 32:break b;case 33:break a}}c=1;d=C|0;if(c){c=0;switch(d|0){case 22:{K=4-h|0;u=I;return K|0}case 25:{K=20-h|0;u=I;return K|0}case 36:{f[I>>2]=69;f[I+4>>2]=p;C=(ABb(I+8|0,240056,I)|0)+1|0;Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,I+8|0,C);C=409;break a}case 39:{K=16-h|0;u=I;return K|0}case 48:{K=12-h|0;u=I;return K|0}case 52:{K=24-h|0;u=I;return K|0}case 58:{K=44-h|0;u=I;return K|0}case 60:{K=((q<<2)+44+(r*12|0)|0)-h|0;u=I;return K|0}case 66:{K=132-h|0;u=I;return K|0}case 72:{K=16-h|0;u=I;return K|0}case 74:{K=((s<<2)+16|0)-h|0;u=I;return K|0}case 80:{K=56-h|0;u=I;return K|0}case 87:{K=104-h|0;u=I;return K|0}case 95:break a;case 97:{K=16-h|0;u=I;return K|0}case 99:{K=((t<<2)+16+(v*12|0)|0)-h|0;u=I;return K|0}case 105:{K=16-h|0;u=I;return K|0}case 107:{K=w-h|0;u=I;return K|0}case 121:{vd();break}case 145:{K=24-h|0;u=I;return K|0}case 147:{K=((x<<2)+24|0)-h|0;u=I;return K|0}case 151:{K=32-h|0;u=I;return K|0}case 170:{K=36-h|0;u=I;return K|0}case 174:{K=68-h|0;u=I;return K|0}case 180:{K=72-h|0;u=I;return K|0}case 186:{K=48-h|0;u=I;return K|0}case 192:{K=16-h|0;u=I;return K|0}case 199:{K=24-h|0;u=I;return K|0}case 206:{K=28-h|0;u=I;return K|0}case 212:{K=28-h|0;u=I;return K|0}case 214:{K=j-h|0;u=I;return K|0}case 220:{K=12-h|0;u=I;return K|0}case 226:{K=8-h|0;u=I;return K|0}case 229:{K=44-h|0;u=I;return K|0}case 231:{K=(((z+y+A|0)*12|0)+44|0)-h|0;u=I;return K|0}case 237:{K=12-h|0;u=I;return K|0}case 239:{K=(B+12|0)-h|0;u=I;return K|0}case 245:{K=40-h|0;u=I;return K|0}case 247:{K=l-h|0;u=I;return K|0}default:c=1}}if(c)switch(d|0){case 257:{K=16-h|0;u=I;return K|0}case 259:{K=m-h|0;u=I;return K|0}case 272:{K=16-h|0;u=I;return K|0}case 274:{K=o-h|0;u=I;return K|0}case 291:{f[(I+8|0)>>2]=E;c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=E;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}if(!F){Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,240171,43);C=409;break a}K=F-h|0;u=I;return K|0}case 299:{K=12-h|0;u=I;return K|0}case 306:{K=8-h|0;u=I;return K|0}case 316:{K=12-h|0;u=I;return K|0}case 326:{K=12-h|0;u=I;return K|0}case 331:{K=16-h|0;u=I;return K|0}case 337:{K=16-h|0;u=I;return K|0}case 343:{K=20-h|0;u=I;return K|0}case 363:{K=20-h|0;u=I;return K|0}case 373:{K=8-h|0;u=I;return K|0}case 381:{K=16-h|0;u=I;return K|0}case 393:{K=12-h|0;u=I;return K|0}case 402:{K=16-h|0;u=I;return K|0}case 406:{Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,240241,33);C=409;break a}case 417:{u=I;return k|0}default:{}}}else i=1}if(i)if(1)C=409}if((C|0)==409){d=f[(a+96|0)>>2]|0;if(d|0){c=f[d>>2]|0;if((f[(d+4|0)>>2]|0)!=(c|0))f[(d+4|0)>>2]=c;f[(I+8|0)>>2]=d;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=d;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}}}f[(a+100|0)>>2]=0;f[(a+96|0)>>2]=0;K=0;u=I;return K|0}function vob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function wob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;j=o;n=a+164|0;e=b[n>>0]|0;if(!(e&64)){h=a+80|0;m=pob(h,a+20|0)|0;g=f[m+16>>2]|0;e=m+12|0;i=a+76|0;Lh[f[(f[d>>2]|0)+68>>2]&255](d,-2,f[e>>2]|0,(g|0)==0?f[m+8>>2]|0:g,f[i>>2]|0);g=f[a+160>>2]|0;if((g|0)==-1)e=f[e>>2]|0;else{f[j>>2]=g;e=(pob(h,j)|0)+12|0;e=f[e>>2]|0}Lh[f[(f[d>>2]|0)+60>>2]&255](d,-2,e,f[i>>2]|0,3);e=b[n>>0]|64;b[n>>0]=e}m=c+4|0;if(e&8){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}if(f[m>>2]|0){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}b[n>>0]=e|8;e=f[a+88>>2]|0;if(e|0){k=a+76|0;l=a+100|0;do{g=e;j=f[g+16>>2]|0;c=g+12|0;Lh[f[(f[d>>2]|0)+68>>2]&255](d,-2,f[c>>2]|0,(j|0)==0?f[g+8>>2]|0:j,f[k>>2]|0);g=f[g+48>>2]|0;if(g|0)do{j=g;i=j+8|0;h=f[i>>2]|0;i=Aob(l,i)|0;if(i)h=f[i+12>>2]|0;Lh[f[(f[d>>2]|0)+64>>2]&255](d,f[c>>2]|0,f[j+12>>2]|0,h,f[k>>2]|0);g=f[g>>2]|0}while((g|0)!=0);e=f[e>>2]|0}while((e|0)!=0)}g=a+120|0;e=f[g>>2]|0;j=a+124|0;h=f[j>>2]|0;if((e|0)!=(h|0)){do{l=f[e>>2]|0;xh[f[(f[d>>2]|0)+76>>2]&127](d,l,(f[e+4>>2]|0)-l|0);e=e+12|0}while((e|0)!=(h|0));i=f[g>>2]|0;e=f[j>>2]|0;if((e|0)!=(i|0))do{g=e+-12|0;f[j>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;if((f[e>>2]|0)!=(h|0))f[e>>2]=h;sOb(h);e=f[j>>2]|0}}while((e|0)!=(i|0))}e=b[n>>0]|0;if(e<<24>>24<=-1){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}b[n>>0]=e|-128;Fh[f[(f[d>>2]|0)+36>>2]&255](d,f[a+76>>2]|0,240214,27);a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}function xob(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+48|0;k=x;v=pob(a+80|0,c)|0;r=v+20|0;w=d+8|0;c=k;i=d+8|0;j=c+48|0;do{f[c>>2]=f[i>>2];c=c+4|0;i=i+4|0}while((c|0)<(j|0));s=d+4|0;j=f[s>>2]|0;l=ZPb(j|0,0,16)|0;l=WPb(j^61^l|0,I|0,9,0)|0;p=I;m=ZPb(l|0,p|0,4)|0;p=WPb(m^l|0,I^p|0,668265261,0)|0;l=I;l=ZPb(p|0,l|0,15)|0;p=l^p;l=v+24|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o){a=0;t=17}else{i=m+-1|0;d=(i&m|0)==0;if(d)a=i&p;else if(m>>>0>p>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;c=f[(f[r>>2]|0)+(a<<2)>>2]|0;if(!c)t=17;else{if(d)while(1){c=f[c>>2]|0;if(!c){t=17;break a}q=f[c+4>>2]|0;if(!((q|0)==(p|0)|(q&i|0)==(a|0))){t=17;break a}if((f[c+8>>2]|0)==(j|0))break a}do{c=f[c>>2]|0;if(!c){t=17;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(a|0)){t=17;break a}}}while((f[c+8>>2]|0)!=(j|0))}}while(0);if((t|0)==17){q=pOb(60)|0;f[q+8>>2]=j;c=q+12|0;i=k;j=c+48|0;do{f[c>>2]=f[i>>2];c=c+4|0;i=i+4|0}while((c|0)<(j|0));f[q+4>>2]=p;f[q>>2]=0;i=v+32|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[v+36>>2];do if(o|h*+(m>>>0)<g){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;c=~~+W(+(g/h))>>>0;Nob(r,a>>>0<c>>>0?c:a);a=f[l>>2]|0;c=a+-1|0;if(!(c&a)){d=a;a=c&p;break}if(a>>>0>p>>>0){d=a;a=p}else{d=a;a=(p>>>0)%(a>>>0)|0}}else d=m;while(0);c=(f[r>>2]|0)+(a<<2)|0;a=f[c>>2]|0;if(!a){a=v+28|0;f[q>>2]=f[a>>2];f[a>>2]=q;f[c>>2]=a;a=f[q>>2]|0;if(a|0){a=f[a+4>>2]|0;c=d+-1|0;if(!(c&d))a=a&c;else if(a>>>0>=d>>>0)a=(a>>>0)%(d>>>0)|0;a=(f[r>>2]|0)+(a<<2)|0;t=30}}else{f[q>>2]=f[a>>2];t=30}if((t|0)==30)f[a>>2]=q;f[i>>2]=(f[i>>2]|0)+1}if(!(b[v+60>>0]&1)){u=x;return}Fh[f[(f[e>>2]|0)+88>>2]&255](e,f[v+12>>2]|0,f[s>>2]|0,w);u=x;return}function yob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;c=f[a>>2]|0;d=c;if((((f[k>>2]|0)-c|0)/20|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>214748364)vd();g=f[l>>2]|0;i=pOb(b*20|0)|0;h=i+(((g-c|0)/20|0)*20|0)|0;j=h;i=i+(b*20|0)|0;c=g;if((c|0)==(d|0)){e=j;h=g}else{e=j;b=h;do{g=b+-20|0;m=c;c=c+-20|0;f[g>>2]=0;h=b+-16|0;f[h>>2]=0;f[b+-12>>2]=0;f[g>>2]=f[c>>2];g=m+-16|0;f[h>>2]=f[g>>2];h=m+-12|0;f[b+-12>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[c>>2]=0;m=m+-8|0;g=f[m+4>>2]|0;h=b+-8|0;f[h>>2]=f[m>>2];f[h+4>>2]=g;b=e+-20|0;e=b}while((c|0)!=(d|0));h=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;g=h;if((d|0)!=(g|0))do{c=d;d=d+-20|0;e=f[d>>2]|0;if(e|0){c=c+-16|0;b=f[c>>2]|0;if((b|0)!=(e|0))f[c>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}}while((d|0)!=(g|0));if(!h)return;sOb(h);return}function zob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[g+(h*20|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*20|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*20|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+12|0;b=f[c+4>>2]|0;g=g+(h*20|0)+12|0;f[g>>2]=f[c>>2];f[g+4>>2]=b;g=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{h=d+-20|0;m=c;c=c+-20|0;f[h>>2]=0;l=d+-16|0;f[l>>2]=0;f[d+-12>>2]=0;f[h>>2]=f[c>>2];h=m+-16|0;f[l>>2]=f[h>>2];l=m+-12|0;f[d+-12>>2]=f[l>>2];f[l>>2]=0;f[h>>2]=0;f[c>>2]=0;m=m+-8|0;h=f[m+4>>2]|0;l=d+-8|0;f[l>>2]=f[m>>2];f[l+4>>2]=h;d=e+-20|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-20|0;b=f[e>>2]|0;if(b|0){c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function Aob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function Bob(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;x=A+16|0;j=A+8|0;k=A+4|0;l=A;if(!d)z=f[a+76>>2]|0;else z=d;q=f[e>>2]|0;f[k>>2]=q;f[l>>2]=f[g>>2];f[j>>2]=f[k>>2];f[x>>2]=f[l>>2];y=oob(a,c,j,x)|0;t=a+8|0;w=f[t>>2]|0;f[t>>2]=w+1;t=y+40|0;k=ZPb(q|0,0,16)|0;k=WPb(q^61^k|0,I|0,9,0)|0;r=I;l=ZPb(k|0,r|0,4)|0;r=WPb(l^k|0,I^r|0,668265261,0)|0;k=I;k=ZPb(r|0,k|0,15)|0;r=k^r;k=y+44|0;l=f[k>>2]|0;p=(l|0)==0;a:do if(p){d=0;v=19}else{g=l+-1|0;j=(g&l|0)==0;if(j)d=g&r;else if(l>>>0>r>>>0)d=r;else d=(r>>>0)%(l>>>0)|0;e=f[(f[t>>2]|0)+(d<<2)>>2]|0;if(!e)v=19;else{if(j)while(1){e=f[e>>2]|0;if(!e){v=19;break a}s=f[e+4>>2]|0;if(!((s|0)==(r|0)|(s&g|0)==(d|0))){v=19;break a}if((f[e+8>>2]|0)==(q|0))break a}do{e=f[e>>2]|0;if(!e){v=19;break a}j=f[e+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(d|0)){v=19;break a}}}while((f[e+8>>2]|0)!=(q|0))}}while(0);if((v|0)==19){s=pOb(16)|0;f[s+8>>2]=q;f[s+12>>2]=w;f[s+4>>2]=r;f[s>>2]=0;g=y+52|0;m=+(((f[g>>2]|0)+1|0)>>>0);o=+n[y+56>>2];do if(p|o*+(l>>>0)<m){d=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;e=~~+W(+(m/o))>>>0;Iob(t,d>>>0<e>>>0?e:d);d=f[k>>2]|0;e=d+-1|0;if(!(e&d)){j=d;d=e&r;break}if(d>>>0>r>>>0){j=d;d=r}else{j=d;d=(r>>>0)%(d>>>0)|0}}else j=l;while(0);e=(f[t>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=y+48|0;f[s>>2]=f[d>>2];f[d>>2]=s;f[e>>2]=d;d=f[s>>2]|0;if(d|0){d=f[d+4>>2]|0;e=j+-1|0;if(!(e&j))d=d&e;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;v=32}}else{f[s>>2]=f[d>>2];v=32}if((v|0)==32)f[d>>2]=s;f[g>>2]=(f[g>>2]|0)+1}d=Lob(y+20|0,h)|0;if(!d)e=Lob((pob(a+80|0,a+20|0)|0)+20|0,h)|0;else e=d;j=a+164|0;d=b[j>>0]|0;do if(!(d&4))if(!(f[h>>2]|0))v=44;else{v=a+4|0;d=f[v>>2]|0;f[v>>2]=d+-1;Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,e+12|0);v=42}else{v=a+4|0;d=f[v>>2]|0;f[v>>2]=d+-1;if(!(f[h>>2]|0)){Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,a+28|0);v=42;break}else{Mob(e+12|0,a+28|0,x);Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,x);v=42;break}}while(0);if((v|0)==42)if(!d){d=b[j>>0]|0;v=44}if((v|0)==44)if(!(d&2)){Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,0,41956);b[j>>0]=b[j>>0]|2;d=0}else d=0;g=y+12|0;Th[f[(f[c>>2]|0)+148>>2]&127](c,z,w,f[g>>2]|0,d,i);j=y+60|0;d=b[j>>0]|0;if(d&1){u=A;return}e=f[y+28>>2]|0;if(e){d=e;do{i=d;Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[g>>2]|0,f[i+8>>2]|0,i+12|0);d=f[d>>2]|0}while((d|0)!=0);d=b[j>>0]|0}b[j>>0]=d|1;u=A;return}function Cob(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;g=f[d>>2]|0;if((e-g|0)>>>0<48){e=0;return e|0}g=(f[c>>2]|0)+g|0;if((f[g>>2]|0)!=79){e=0;return e|0}f[b+8>>2]=f[g+4>>2];f[b+12>>2]=f[g+8>>2];k=g+16|0;h=f[k+4>>2]|0;j=b;f[j>>2]=f[k>>2];f[j+4>>2]=h;j=g+24|0;h=b+16|0;f[h>>2]=f[j>>2];f[h+4>>2]=f[j+4>>2];f[h+8>>2]=f[j+8>>2];h=g+36|0;j=b+28|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[d>>2]=(f[d>>2]|0)+48;j=g+12|0;h=f[j>>2]|0;if(!h){e=1;return e|0}k=b+40|0;i=f[k>>2]|0;g=((f[b+44>>2]|0)-i|0)/56|0;if(h>>>0>g>>>0)Kob(k,h-g|0);else if(h>>>0<g>>>0)Dob(k,i+(h*56|0)|0);if(!(f[j>>2]|0)){e=1;return e|0}g=0;do{Cob(a,(f[k>>2]|0)+(g*56|0)|0,c,d,e)|0;g=g+1|0}while(g>>>0<(f[j>>2]|0)>>>0);g=1;return g|0}function Dob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+4|0;a=f[e>>2]|0;if((a|0)==(b|0))return;else c=a;while(1){a=c+-56|0;f[e>>2]=a;c=c+-16|0;d=f[c>>2]|0;if(d){Dob(c,d);sOb(f[c>>2]|0);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}return}function Eob(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;q=a+100|0;k=ZPb(c|0,0,16)|0;k=WPb(c^61^k|0,I|0,9,0)|0;o=I;l=ZPb(k|0,o|0,4)|0;o=WPb(l^k|0,I^o|0,668265261,0)|0;k=I;k=ZPb(o|0,k|0,15)|0;o=k^o;k=a+104|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{j=l+-1|0;g=(j&l|0)==0;if(g)b=j&o;else if(l>>>0>o>>>0)b=o;else b=(o>>>0)%(l>>>0)|0;e=f[(f[q>>2]|0)+(b<<2)>>2]|0;if(e){if(g){do{e=f[e>>2]|0;if(!e)break a;p=f[e+4>>2]|0;if(!((p|0)==(o|0)|(p&j|0)==(b|0)))break a}while((f[e+8>>2]|0)!=(c|0));return}do{e=f[e>>2]|0;if(!e)break a;g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(b|0))break a}}while((f[e+8>>2]|0)!=(c|0));return}}while(0);p=pOb(16)|0;f[p+8>>2]=c;f[p+12>>2]=d;f[p+4>>2]=o;f[p>>2]=0;j=a+112|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+116>>2];do if(m|i*+(l>>>0)<h){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;e=~~+W(+(h/i))>>>0;Iob(q,b>>>0<e>>>0?e:b);b=f[k>>2]|0;e=b+-1|0;if(!(e&b)){g=b;b=e&o;break}if(b>>>0>o>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);e=(f[q>>2]|0)+(b<<2)|0;b=f[e>>2]|0;if(!b){b=a+108|0;f[p>>2]=f[b>>2];f[b>>2]=p;f[e>>2]=b;b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;e=g+-1|0;if(!(e&g))b=b&e;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[q>>2]|0)+(b<<2)|0;r=30}}else{f[p>>2]=f[b>>2];r=30}if((r|0)==30)f[b>>2]=p;f[j>>2]=(f[j>>2]|0)+1;return}function Fob(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;c=t;r=a+80|0;f[c>>2]=d;c=pob(r,c)|0;if(c|0){d=c;d=d+16|0;f[d>>2]=e;u=t;return}l=f[a>>2]|0;f[a>>2]=l+-1;m=ZPb(d|0,0,16)|0;m=WPb(d^61^m|0,I|0,9,0)|0;q=I;o=ZPb(m|0,q|0,4)|0;q=WPb(o^m|0,I^q|0,668265261,0)|0;m=I;m=ZPb(q|0,m|0,15)|0;q=m^q;m=a+84|0;o=f[m>>2]|0;p=(o|0)==0;a:do if(p){g=0;s=18}else{k=o+-1|0;h=(k&o|0)==0;if(h)g=k&q;else if(o>>>0>q>>>0)g=q;else g=(q>>>0)%(o>>>0)|0;c=f[(f[r>>2]|0)+(g<<2)>>2]|0;if(!c)s=18;else{if(h)while(1){c=f[c>>2]|0;if(!c){s=18;break a}h=f[c+4>>2]|0;if(!((h|0)==(q|0)|(h&k|0)==(g|0))){s=18;break a}if((f[c+8>>2]|0)==(d|0))break a}do{c=f[c>>2]|0;if(!c){s=18;break a}h=f[c+4>>2]|0;if((h|0)!=(q|0)){if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(g|0)){s=18;break a}}}while((f[c+8>>2]|0)!=(d|0))}}while(0);if((s|0)==18){c=pOb(64)|0;f[c+8>>2]=d;f[c+12>>2]=l;l=c+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[c+36>>2]=1.0;l=c+40|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[c+56>>2]=1.0;b[c+60>>0]=0;f[c+4>>2]=q;f[c>>2]=0;l=a+92|0;i=+(((f[l>>2]|0)+1|0)>>>0);j=+n[a+96>>2];do if(p|j*+(o>>>0)<i){g=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;h=~~+W(+(i/j))>>>0;qob(r,g>>>0<h>>>0?h:g);g=f[m>>2]|0;h=g+-1|0;if(!(h&g)){k=g;g=h&q;break}if(g>>>0>q>>>0){k=g;g=q}else{k=g;g=(q>>>0)%(g>>>0)|0}}else k=o;while(0);h=(f[r>>2]|0)+(g<<2)|0;g=f[h>>2]|0;if(!g){g=a+88|0;f[c>>2]=f[g>>2];f[g>>2]=c;f[h>>2]=g;g=f[c>>2]|0;if(g|0){g=f[g+4>>2]|0;h=k+-1|0;if(!(h&k))g=g&h;else if(g>>>0>=k>>>0)g=(g>>>0)%(k>>>0)|0;g=(f[r>>2]|0)+(g<<2)|0;s=31}}else{f[c>>2]=f[g>>2];s=31}if((s|0)==31)f[g>>2]=c;f[l>>2]=(f[l>>2]|0)+1}g=a+20|0;if((f[g>>2]|0)!=-1){d=c;d=d+16|0;f[d>>2]=e;u=t;return}f[g>>2]=d;d=(pob(a+80|0,g)|0)+12|0;f[a+24>>2]=f[d>>2];d=c;d=d+16|0;f[d>>2]=e;u=t;return}function Gob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;e=m;if(b[a+164>>0]&8){xh[f[(f[d>>2]|0)+76>>2]&127](d,c+8|0,f[c+4>>2]|0);u=m;return}f[e>>2]=0;g=e+4|0;f[g>>2]=0;f[e+8>>2]=0;l=a+124|0;d=f[l>>2]|0;if(d>>>0<(f[a+128>>2]|0)>>>0){f[d>>2]=0;k=d+4|0;f[k>>2]=0;f[d+8>>2]=0;f[d>>2]=f[e>>2];f[k>>2]=f[g>>2];k=e+8|0;f[d+8>>2]=f[k>>2];f[k>>2]=0;f[g>>2]=0;f[e>>2]=0;f[l>>2]=(f[l>>2]|0)+12}else{Hob(a+120|0,e);d=f[e>>2]|0;if(d|0){if((f[g>>2]|0)!=(d|0))f[g>>2]=d;sOb(d)}}a=f[l>>2]|0;e=a+-12|0;i=c+4|0;d=f[i>>2]|0;j=a+-8|0;k=f[j>>2]|0;h=f[e>>2]|0;g=k-h|0;if(d>>>0>g>>>0){AWa(e,d-g|0);a=f[l>>2]|0;d=f[i>>2]|0}else if(d>>>0<g>>>0){e=h+d|0;if((e|0)!=(k|0))f[j>>2]=e}bQb(f[a+-12>>2]|0,c+8|0,d|0)|0;u=m;return}function Hob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;h=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;g=b;d=b}else{do{l=d+-12|0;g=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=g+-8|0;f[m>>2]=f[l>>2];g=g+-4|0;f[d+-4>>2]=f[g>>2];f[g>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;g=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=c;f[j>>2]=h;f[k>>2]=i;b=g;if((d|0)!=(b|0))do{c=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){c=c+-8|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e)}}while((d|0)!=(b|0));if(!g)return;sOb(g);return}function Iob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Job(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Job(a,b);return}function Job(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Kob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+8|0;g=f[m>>2]|0;n=a+4|0;c=f[n>>2]|0;if(((g-c|0)/56|0)>>>0>=b>>>0){do{f[c+40>>2]=0;f[c+44>>2]=0;f[c+48>>2]=0;c=(f[n>>2]|0)+56|0;f[n>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/56|0;c=e+b|0;if(c>>>0>76695844)AMb(a);k=(g-d|0)/56|0;l=k<<1;c=k>>>0<38347922?(l>>>0<c>>>0?c:l):76695844;do if(!c)h=0;else if(c>>>0>76695844)vd();else{h=pOb(c*56|0)|0;break}while(0);g=h+(e*56|0)|0;e=h+(c*56|0)|0;c=b;d=g;while(1){f[d+40>>2]=0;f[d+44>>2]=0;f[d+48>>2]=0;c=c+-1|0;if(!c)break;else d=d+56|0}d=g;l=g+(b*56|0)|0;k=f[a>>2]|0;c=f[n>>2]|0;if((c|0)==(k|0)){b=d;g=k;c=k}else{b=d;do{d=c;c=c+-56|0;h=g+-56|0;i=c;j=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(j|0));i=g+-16|0;j=d+-16|0;f[i>>2]=0;h=g+-12|0;f[h>>2]=0;f[g+-8>>2]=0;f[i>>2]=f[j>>2];i=d+-12|0;f[h>>2]=f[i>>2];h=d+-8|0;f[g+-8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;g=b+-56|0;b=g}while((c|0)!=(k|0));g=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=b;f[n>>2]=l;f[m>>2]=e;e=g;if((c|0)!=(e|0))do{b=c+-16|0;c=c+-56|0;d=f[b>>2]|0;if(d|0){Dob(b,d);sOb(f[b>>2]|0)}}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Lob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function Mob(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,f=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;f=a+4|0;m=b+12|0;h=a+8|0;l=b+24|0;n[c>>2]=+n[a>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[h>>2]*+n[l>>2];k=b+4|0;j=b+16|0;i=b+28|0;n[c+4>>2]=+n[a>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[h>>2]*+n[i>>2];g=b+8|0;e=b+20|0;d=b+32|0;n[c+8>>2]=+n[a>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[h>>2]*+n[d>>2];h=a+12|0;f=a+16|0;o=a+20|0;n[c+12>>2]=+n[h>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[o>>2]*+n[l>>2];n[c+16>>2]=+n[h>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[o>>2]*+n[i>>2];n[c+20>>2]=+n[h>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[o>>2]*+n[d>>2];o=a+24|0;f=a+28|0;h=a+32|0;n[c+24>>2]=+n[o>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[h>>2]*+n[l>>2];n[c+28>>2]=+n[o>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[h>>2]*+n[i>>2];n[c+32>>2]=+n[o>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[h>>2]*+n[d>>2];h=a+36|0;f=a+40|0;a=a+44|0;n[c+36>>2]=+n[b+36>>2]+(+n[h>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[a>>2]*+n[l>>2]);n[c+40>>2]=+n[b+40>>2]+(+n[h>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[a>>2]*+n[i>>2]);n[c+44>>2]=+n[b+44>>2]+(+n[h>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[a>>2]*+n[d>>2]);return}function Nob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Oob(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Oob(a,b);return}function Oob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Pob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=pOb(120)|0;h=d&1;f[i>>2]=c;d=i+108|0;f[i+112>>2]=0;c=i+116|0;e=i+4|0;g=e+100|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));b[c>>0]=h;f[d>>2]=-1;f[a>>2]=i;return}function Qob(a){a=a|0;var b=0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;Rob(b);sOb(b);return}function Rob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;b=a+96|0;c=f[b>>2]|0;if(c|0){d=f[c>>2]|0;if(d|0){e=c+4|0;if((f[e>>2]|0)!=(d|0))f[e>>2]=d;sOb(d)}sOb(c);f[b>>2]=0}o=a+16|0;mOb(o);n=a+4|0;b=f[n>>2]|0;q=a+8|0;g=f[q>>2]|0;if((b|0)!=(g|0)){do{d=f[b>>2]|0;if(d|0){e=f[d>>2]|0;if(e|0){c=d+4|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e)}sOb(d)}b=b+4|0}while((b|0)!=(g|0));b=f[n>>2]|0;c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-4-b|0)>>>2)<<2)}nOb(o);Sob(a);m=a+112|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);lOb(a+68|0);l=a+48|0;b=f[l>>2]|0;k=a+60|0;c=f[k>>2]|0;e=b+(c>>>10<<2)|0;m=a+52|0;d=f[m>>2]|0;i=d;j=b;if((d|0)==(b|0)){c=0;g=0;h=a+64|0}else{h=a+64|0;g=(f[h>>2]|0)+c|0;c=(f[e>>2]|0)+((c&1023)<<2)|0;g=(f[b+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0}a:while(1){do{if((g|0)==(c|0))break a;c=c+4|0}while((c-(f[e>>2]|0)|0)!=4096);c=e+4|0;e=c;c=f[c>>2]|0}f[h>>2]=0;c=i-j>>2;if(c>>>0>2)do{sOb(f[b>>2]|0);b=(f[l>>2]|0)+4|0;f[l>>2]=b;d=f[m>>2]|0;c=d-b>>2}while(c>>>0>2);switch(c|0){case 1:{c=512;p=25;break}case 2:{c=1024;p=25;break}default:{}}if((p|0)==25)f[k>>2]=c;if((b|0)!=(d|0)){do{sOb(f[b>>2]|0);b=b+4|0}while((b|0)!=(d|0));b=f[l>>2]|0;c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-4-b|0)>>>2)<<2)}b=f[a+44>>2]|0;if(b|0)sOb(b);lOb(o);b=f[n>>2]|0;if(!b)return;c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b);return}function Sob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+68|0;mOb(k);h=a+64|0;b=f[h>>2]|0;if(!b){nOb(k);return}j=a+48|0;c=f[j>>2]|0;l=a+60|0;d=f[l>>2]|0;e=c+(d>>>10<<2)|0;i=a+52|0;if((f[i>>2]|0)==(c|0)){g=0;a=0}else{g=d+b|0;g=(f[c+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0;a=(f[e>>2]|0)+((d&1023)<<2)|0}a:while(1){do{if((g|0)==(a|0))break a;b=f[a>>2]|0;if(b|0){c=f[b>>2]|0;if(c|0){d=b+4|0;if((f[d>>2]|0)!=(c|0))f[d>>2]=c;sOb(c)}sOb(b)}a=a+4|0}while((a-(f[e>>2]|0)|0)!=4096);a=e+4|0;e=a;a=f[a>>2]|0}b=f[j>>2]|0;a=f[l>>2]|0;c=b+(a>>>10<<2)|0;g=f[i>>2]|0;d=g;e=b;if((g|0)==(b|0)){g=0;a=0}else{g=(f[h>>2]|0)+a|0;g=(f[b+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0;a=(f[c>>2]|0)+((a&1023)<<2)|0}b:while(1){do{if((g|0)==(a|0))break b;a=a+4|0}while((a-(f[c>>2]|0)|0)!=4096);a=c+4|0;c=a;a=f[a>>2]|0}f[h>>2]=0;a=d-e>>2;if(a>>>0>2)do{sOb(f[b>>2]|0);b=(f[j>>2]|0)+4|0;f[j>>2]=b;a=(f[i>>2]|0)-b>>2}while(a>>>0>2);switch(a|0){case 1:{a=512;break}case 2:{a=1024;break}default:{nOb(k);return}}f[l>>2]=a;nOb(k);return}function Tob(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;a=d+16|0;mOb(a);b=d+8|0;c=f[b>>2]|0;if((f[d+4>>2]|0)==(c|0)){nOb(a);d=pOb(12)|0;c=pOb(16384)|0;b=c;f[d>>2]=b;f[d+4>>2]=b;f[d+8>>2]=c+16384;return d|0}else{c=c+-4|0;d=f[c>>2]|0;f[b>>2]=c;nOb(a);return d|0}return 0}function Uob(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=f[a>>2]|0;if(!(b[h+116>>0]|0)){c=uob(h,c)|0;return c|0}k=h+68|0;mOb(k);i=h+48|0;a=f[i>>2]|0;l=(f[h+52>>2]|0)-a|0;e=h+60|0;g=f[e>>2]|0;j=h+64|0;d=f[j>>2]|0;if((((l|0)==0?0:(l<<8)+-1|0)|0)==(d+g|0)){Vob(h+44|0);g=f[e>>2]|0;d=f[j>>2]|0;a=f[i>>2]|0}l=d+g|0;f[(f[a+(l>>>10<<2)>>2]|0)+((l&1023)<<2)>>2]=c;f[j>>2]=d+1;nOb(k);l=0;return l|0}function Vob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>1023){f[b>>2]=c+-1024;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;Wob(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;Xob(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;Yob(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function Wob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function Xob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function Yob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function Zob(a){a=a|0;_ob(f[a>>2]|0);return}function _ob(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+112|0;d=f[c>>2]|0;if(!d){d=pOb(8)|0;f[d>>2]=41948;e=pOb(168)|0;f[e>>2]=536870910;f[e+4>>2]=536870910;f[e+8>>2]=268435457;h=e+12|0;g=e+80|0;f[h>>2]=-1;f[h+4>>2]=-1;f[h+8>>2]=-1;f[h+12>>2]=-1;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+96>>2]=1.0;g=e+100|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+116>>2]=1.0;f[e+120>>2]=0;f[e+124>>2]=0;f[e+128>>2]=0;f[e+156>>2]=0;f[e+160>>2]=-1;b[e+164>>0]=0;n[e+132>>2]=3402823466385288598117041.0e14;n[e+136>>2]=3402823466385288598117041.0e14;n[e+140>>2]=3402823466385288598117041.0e14;n[e+144>>2]=-3402823466385288598117041.0e14;n[e+148>>2]=-3402823466385288598117041.0e14;n[e+152>>2]=-3402823466385288598117041.0e14;f[d+4>>2]=e;f[c>>2]=d}e=f[a>>2]|0;c=f[d+4>>2]|0;d=c+164|0;if(b[d>>0]&32)return;Lh[f[(f[e>>2]|0)+8>>2]&255](e,68,69,-2,0);a=b[d>>0]|0;if(a<<24>>24>-1){b[d>>0]=a|-128;Fh[f[(f[e>>2]|0)+36>>2]&255](e,f[c+76>>2]|0,240214,27)}oh[f[(f[e>>2]|0)+12>>2]&1023](e,0);b[d>>0]=b[d>>0]|32;return}function $ob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;a=(f[a>>2]|0)+112|0;e=f[a>>2]|0;if(e|0){e=e+4|0;e=f[e>>2]|0;apb(e,c,d);return}e=pOb(8)|0;f[e>>2]=41948;g=pOb(168)|0;f[g>>2]=536870910;f[g+4>>2]=536870910;f[g+8>>2]=268435457;i=g+12|0;h=g+80|0;f[i>>2]=-1;f[i+4>>2]=-1;f[i+8>>2]=-1;f[i+12>>2]=-1;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[g+96>>2]=1.0;h=g+100|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[g+116>>2]=1.0;f[g+120>>2]=0;f[g+124>>2]=0;f[g+128>>2]=0;f[g+156>>2]=0;f[g+160>>2]=-1;b[g+164>>0]=0;n[g+132>>2]=3402823466385288598117041.0e14;n[g+136>>2]=3402823466385288598117041.0e14;n[g+140>>2]=3402823466385288598117041.0e14;n[g+144>>2]=-3402823466385288598117041.0e14;n[g+148>>2]=-3402823466385288598117041.0e14;n[g+152>>2]=-3402823466385288598117041.0e14;f[e+4>>2]=g;f[a>>2]=e;e=e+4|0;e=f[e>>2]|0;apb(e,c,d);return}function apb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0;q=a+80|0;r=a+92|0;if(!(f[r>>2]|0)){h=a+84|0;g=h;o=q;h=f[h>>2]|0}else{g=a+88|0;nob(q,f[g>>2]|0);f[g>>2]=0;g=a+84|0;h=f[g>>2]|0;if(h|0){e=0;do{f[(f[q>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(h|0))}f[r>>2]=0;o=q}m=(h|0)==0;a:do if(m){e=0;p=23}else{l=h+-1|0;j=(l&h|0)==0;if(j)e=l&-156451835;else if(h>>>0>4138515461)e=-156451835;else e=4138515461%(h>>>0)|0;i=f[(f[q>>2]|0)+(e<<2)>>2]|0;if(!i)p=23;else{if(j)while(1){i=f[i>>2]|0;if(!i){p=23;break a}j=f[i+4>>2]|0;if(!((j|0)==-156451835|(j&l|0)==(e|0))){p=23;break a}if((f[i+8>>2]|0)==-2)break a}do{i=f[i>>2]|0;if(!i){p=23;break a}j=f[i+4>>2]|0;if((j|0)!=-156451835){if(j>>>0>=h>>>0)j=(j>>>0)%(h>>>0)|0;if((j|0)!=(e|0)){p=23;break a}}}while((f[i+8>>2]|0)!=-2)}}while(0);if((p|0)==23){i=pOb(64)|0;f[i+8>>2]=-2;f[i+12>>2]=-2;l=i+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[i+36>>2]=1.0;l=i+40|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[i+56>>2]=1.0;b[i+60>>0]=0;f[i+4>>2]=-156451835;f[i>>2]=0;k=+n[a+96>>2];do if(m|k*+(h>>>0)<1.0){e=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;m=~~+W(+(1.0/k))>>>0;qob(o,e>>>0<m>>>0?m:e);e=f[g>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&-156451835;break}if(e>>>0>4138515461){h=e;e=-156451835}else{h=e;e=4138515461%(e>>>0)|0}}while(0);g=(f[q>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=a+88|0;f[i>>2]=f[e>>2];f[e>>2]=i;f[g>>2]=e;e=f[i>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[q>>2]|0)+(e<<2)|0;p=36}}else{f[i>>2]=f[e>>2];p=36}if((p|0)==36)f[e>>2]=i;f[r>>2]=(f[r>>2]|0)+1}i=a+112|0;if(f[i>>2]|0){g=a+108|0;e=f[g>>2]|0;if(e|0)do{r=e;e=f[e>>2]|0;sOb(r)}while((e|0)!=0);f[g>>2]=0;g=f[a+104>>2]|0;if(g|0){h=a+100|0;e=0;do{f[(f[h>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(g|0))}f[i>>2]=0}i=f[a+120>>2]|0;j=a+124|0;e=f[j>>2]|0;if((e|0)!=(i|0))do{g=e+-12|0;f[j>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;if((f[e>>2]|0)!=(h|0))f[e>>2]=h;sOb(h);e=f[j>>2]|0}}while((e|0)!=(i|0));h=a+164|0;i=b[h>>0]&34;b[h>>0]=i;f[a+160>>2]=-1;if(!d){d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}if(!(zBb(42004,d,48)|0)){d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}j=a+28|0;e=d;g=j+48|0;do{f[j>>2]=f[e>>2];j=j+4|0;e=e+4|0}while((j|0)<(g|0));b[h>>0]=i|4;d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}function bpb(a){a=a|0;var b=0,c=0,d=0,e=0;d=u;u=u+16|0;c=d;b=f[a>>2]|0;a=b+68|0;mOb(a);b=b+64|0;e=(f[b>>2]|0)==0;nOb(a);if(e){u=d;return}do{e=c;f[e>>2]=1e6;f[e+4>>2]=0;dPb(c);mOb(a);e=(f[b>>2]|0)==0;nOb(a)}while(!e);u=d;return}function cpb(a){a=a|0;var c=0,d=0,e=0,g=0;a=(f[a>>2]|0)+112|0;c=f[a>>2]|0;if(c|0){a=c;a=a+4|0;a=f[a>>2]|0;a=a+8|0;c=f[a>>2]|0;d=c+1|0;f[a>>2]=d;return c|0}c=pOb(8)|0;f[c>>2]=41948;d=pOb(168)|0;f[d>>2]=536870910;f[d+4>>2]=536870910;f[d+8>>2]=268435457;g=d+12|0;e=d+80|0;f[g>>2]=-1;f[g+4>>2]=-1;f[g+8>>2]=-1;f[g+12>>2]=-1;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[d+96>>2]=1.0;e=d+100|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[d+116>>2]=1.0;f[d+120>>2]=0;f[d+124>>2]=0;f[d+128>>2]=0;f[d+156>>2]=0;f[d+160>>2]=-1;b[d+164>>0]=0;n[d+132>>2]=3402823466385288598117041.0e14;n[d+136>>2]=3402823466385288598117041.0e14;n[d+140>>2]=3402823466385288598117041.0e14;n[d+144>>2]=-3402823466385288598117041.0e14;n[d+148>>2]=-3402823466385288598117041.0e14;n[d+152>>2]=-3402823466385288598117041.0e14;f[c+4>>2]=d;f[a>>2]=c;c=c+4|0;c=f[c>>2]|0;c=c+8|0;d=f[c>>2]|0;a=d+1|0;f[c>>2]=a;return d|0}function dpb(a){a=a|0;return f[(f[a>>2]|0)+112>>2]|0}function epb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0;l=c;k=f[l+4>>2]|0;c=a;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[a+8>>2]=b;c=a+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;c=pOb(40)|0;f[a+24>>2]=c;f[a+32>>2]=c+40;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;b=c+20|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[a+28>>2]=c+40;f[a+36>>2]=0;f[a+40>>2]=g;j=+n[d>>2]*.5+ +n[e>>2]*.5;n[a+44>>2]=j;c=d+4|0;i=+n[c>>2]*.5+ +n[e+4>>2]*.5;n[a+48>>2]=i;g=d+8|0;h=+n[g>>2]*.5+ +n[e+8>>2]*.5;n[a+52>>2]=h;j=j-+n[d>>2];n[a+56>>2]=j;i=i-+n[c>>2];n[a+60>>2]=i;h=h-+n[g>>2];n[a+64>>2]=h;n[a+68>>2]=j*j+(i*i+h*h);return}function fpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=b;c=f[e+4>>2]|0;d=a;f[d>>2]=f[e>>2];f[d+4>>2]=c;f[a+8>>2]=f[b+8>>2];d=a+12|0;c=b+12|0;f[d>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[d>>2]=f[c>>2];d=b+16|0;f[e>>2]=f[d>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[c>>2]=0;c=a+24|0;d=b+24|0;f[c>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[c>>2]=f[d>>2];c=b+28|0;f[e>>2]=f[c>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[c>>2]=0;f[d>>2]=0;d=b+36|0;c=f[d>>2]|0;f[d>>2]=0;f[a+36>>2]=c;f[a+40>>2]=f[b+40>>2];f[a+44>>2]=f[b+44>>2];f[a+48>>2]=f[b+48>>2];f[a+52>>2]=f[b+52>>2];f[a+56>>2]=f[b+56>>2];f[a+60>>2]=f[b+60>>2];f[a+64>>2]=f[b+64>>2];f[a+68>>2]=f[b+68>>2];return}function gpb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0.0,p=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+96|0;C=D+64|0;r=D+68|0;q=D;f[C>>2]=c;qJa(c,a,r);p=f[c+4>>2]|0;B=a+40|0;do if(!((f[B>>2]|0)==0|g^1)){if(!e)if(b[(f[p+44>>2]|0)+148>>0]&1)break;if(!(Dpb()|0)){l=p+44|0;m=f[l>>2]|0;c=f[m+52>>2]|0;y=r+16|0;f[y>>2]=c;g=(f[m+28>>2]|0)==0;do if(!(f[m+24>>2]|0)){h=(f[m+32>>2]|0)==0;if(!g){if(!h){A=20;break}c=c|2097152;f[y>>2]=c;A=20;break}if(!h){c=c|4194304;f[y>>2]=c;A=20;break}c=f[a+24>>2]|0;g=c+8|0;h=f[g>>2]|0;if((h|0)==(f[c+12>>2]|0)){rcb(c+4|0,C);break}else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4;break}}else if(g)if(!(f[m+32>>2]|0)){c=c|1048576;f[y>>2]=c;A=20}else A=20;else A=20;while(0);do if((A|0)==20){if(ALa(m+68|0)|0)if(!(f[(f[l>>2]|0)+52>>2]&131072))if(!(Pg[f[(f[p>>2]|0)+8>>2]&1023](p)|0)){z=(f[l>>2]|0)+148|0;b[z>>0]=b[z>>0]|1;iJa(q,f[C>>2]|0);t=+n[q>>2];v=+n[q+20>>2];x=+n[q+40>>2];w=+n[q+36>>2];i=+n[q+24>>2];j=+n[q+16>>2];k=+n[q+4>>2];o=+n[q+8>>2];s=+n[q+32>>2];if(s*(i*k-v*o)+(t*(v*x-w*i)-j*(x*k-w*o))<0.0){c=c|262144;f[y>>2]=c}t=t*t+(k*k+o*o);o=j*j+(v*v+i*i);i=s*s+(w*w+x*x);j=(t+0.0+o+i)*.3333333432674408;k=j*9.999999747378752e-05;if(+K(+(t-j))>k)A=33;else if(+K(+(o-j))>k)A=33;else if(+K(+(i-j))>k)A=33;if((A|0)==33)f[y>>2]=c|524288;g=f[C>>2]|0;f[r>>2]=f[g+36>>2];f[r+4>>2]=f[g+44>>2];f[r+8>>2]=f[g+52>>2];f[r+12>>2]=f[g+108>>2];g=a+36|0;c=f[g>>2]|0;if(!c){c=pOb(20)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;f[g>>2]=c}r=ipb(c,r)|0;z=ihb()|0;z=z>>>((f[y>>2]|0)>>>19&1);q=a+24|0;if(!(f[r>>2]|0)){c=a+28|0;g=f[c>>2]|0;f[r>>2]=(g-(f[q>>2]|0)|0)/20|0;if((f[a+32>>2]|0)>>>0>g>>>0){y=g;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;y=(f[c>>2]|0)+20|0;f[c>>2]=y;c=y}else{jpb(q);c=f[c>>2]|0}l=c+-16|0;m=c+-8|0;p=f[l>>2]|0;if((f[m>>2]|0)-p>>2>>>0<z>>>0){c=c+-12|0;if(z>>>0>1073741823)vd();g=(f[c>>2]|0)-p|0;h=pOb(z<<2)|0;if((g|0)>0)bQb(h|0,p|0,g|0)|0;f[l>>2]=h;f[c>>2]=h+(g>>2<<2);f[m>>2]=h+(z<<2);if(p|0)sOb(p)}}h=f[r>>2]|0;g=f[a+24>>2]|0;y=f[(f[(f[(f[C>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;if((f[g+(h*20|0)+8>>2]|0)-(f[g+(h*20|0)+4>>2]|0)>>2>>>0<z>>>0){c=r+4|0;if(((f[c>>2]|0)+y|0)>>>0>65536)A=50;else h=g+(h*20|0)|0}else{c=r+4|0;A=50}do if((A|0)==50){kpb(a,d,h);g=a+28|0;h=f[g>>2]|0;f[r>>2]=(h-(f[q>>2]|0)|0)/20|0;f[c>>2]=0;if((f[a+32>>2]|0)>>>0>h>>>0){A=h;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;A=(f[g>>2]|0)+20|0;f[g>>2]=A;g=A}else{jpb(q);g=f[g>>2]|0}h=g+-20|0;p=g+-16|0;q=g+-8|0;r=f[p>>2]|0;if((f[q>>2]|0)-r>>2>>>0<z>>>0){g=g+-12|0;if(z>>>0>1073741823)vd();l=(f[g>>2]|0)-r|0;m=pOb(z<<2)|0;if((l|0)>0)bQb(m|0,r|0,l|0)|0;f[p>>2]=m;f[g>>2]=m+(l>>2<<2);f[q>>2]=m+(z<<2);if(!r)break;sOb(r)}}while(0);f[c>>2]=(f[c>>2]|0)+y;c=h+8|0;g=f[c>>2]|0;if((g|0)==(f[h+12>>2]|0))rcb(h+4|0,C);else{f[g>>2]=f[C>>2];f[c>>2]=(f[c>>2]|0)+4}C=(f[B>>2]|0)+-1|0;f[B>>2]=C;if(C|0)break;hpb(a,d,e);break}c=f[a+24>>2]|0;g=c+28|0;h=f[g>>2]|0;if((h|0)==(f[c+32>>2]|0))rcb(c+24|0,C);else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4}C=(f[B>>2]|0)+-1|0;f[B>>2]=C;if(!C)hpb(a,d,e)}while(0);u=D;return}}while(0);c=f[a+24>>2]|0;g=c+28|0;h=f[g>>2]|0;if((h|0)==(f[c+32>>2]|0)){rcb(c+24|0,C);u=D;return}else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4;u=D;return}}function hpb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+24|0;g=f[l>>2]|0;h=g+4|0;m=f[h>>2]|0;i=g+8|0;k=f[i>>2]|0;d=m;e=k;if((m|0)!=(k|0)){f[h>>2]=0;f[i>>2]=0;h=g+12|0;k=f[h>>2]|0;f[h>>2]=0;h=e-d>>2;a:do if(h){g=0;do{while(1){i=m+(g<<2)|0;j=f[i>>2]|0;n=f[(f[j+4>>2]|0)+44>>2]|0;if((f[n+32>>2]|0)!=(0-((f[n+24>>2]|0)+(f[n+28>>2]|0))|0))break;g=g+1|0;if(g>>>0>=h>>>0)break a}gpb(a,j,b,c,1);e=e+-4|0;h=f[i>>2]|0;f[i>>2]=f[e>>2];f[e>>2]=h;h=e-d>>2}while(g>>>0<h>>>0)}while(0);if((m|0)!=(e|0)){m=f[l>>2]|0;l=m+4|0;n=f[l>>2]|0;f[l>>2]=d;f[m+8>>2]=e;f[m+12>>2]=k;d=n}if(d|0)sOb(d)}if(f[a+40>>2]|0)return;g=a+36|0;e=f[g>>2]|0;if(!e)return;d=f[e+8>>2]|0;if(!d)f[g>>2]=0;else{do{kpb(a,b,f[d+28>>2]|0);d=f[d>>2]|0}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(!d)return;else e=d}d=f[e+8>>2]|0;if(d|0)do{n=d;d=f[d>>2]|0;sOb(n)}while((d|0)!=0);d=f[e>>2]|0;f[e>>2]=0;if(d|0)sOb(d);sOb(e);return}function ipb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;k=f[b>>2]|0;s=X(k,1540483477)|0;s=(X(s>>>24^s,1540483477)|0)^1866966612;s=X(s>>>13^s,1540483477)|0;s=s>>>15^s;l=f[b+4>>2]|0;m=X(l,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;s=(s<<6)+-1640531527+(s>>>2)+(m>>>15^m)^s;m=f[b+8>>2]|0;o=X(m,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;s=(o>>>15^o)+-1640531527+(s<<6)+(s>>>2)^s;o=f[b+12>>2]|0;j=X(o,1540483477)|0;j=(X(j>>>24^j,1540483477)|0)^1866966612;j=X(j>>>13^j,1540483477)|0;s=(j>>>15^j)+-1640531527+(s<<6)+(s>>>2)^s;j=f[b+16>>2]|0;s=j+-1640531527+(s<<6)+(s>>>2)^s;q=a+4|0;h=f[q>>2]|0;r=(h|0)==0;a:do if(r)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)p=s&i;else if(s>>>0<h>>>0)p=s;else p=(s>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(p<<2)>>2]|0;if(!c)c=p;else{c=f[c>>2]|0;if(!c)c=p;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(s|0)|(d&i|0)==(p|0))){c=p;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(l|0))if((f[c+16>>2]|0)==(m|0))if((f[c+20>>2]|0)==(o|0))if((f[c+24>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=p;break a}}a=c+28|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(s|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(p|0)){c=p;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(l|0))if((f[c+16>>2]|0)==(m|0))if((f[c+20>>2]|0)==(o|0))if((f[c+24>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=p;break a}}a=c+28|0;return a|0}}}while(0);j=pOb(36)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[i+12>>2]=f[b+12>>2];f[i+16>>2]=f[b+16>>2];f[j+28>>2]=0;f[j+32>>2]=0;f[j+4>>2]=s;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(r|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;upb(a,c>>>0<d>>>0?d:c);c=f[q>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&s;break}if(s>>>0<c>>>0){h=c;c=s}else{h=c;c=(s>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;t=39}}else{f[j>>2]=f[c>>2];t=39}if((t|0)==39)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+28|0;return a|0}function jpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=a+4|0;j=f[k>>2]|0;c=f[a>>2]|0;h=(j-c|0)/20|0;d=h+1|0;b=c;e=j;if(d>>>0>214748364)AMb(a);l=a+8|0;c=((f[l>>2]|0)-c|0)/20|0;g=c<<1;g=c>>>0<107374182?(g>>>0<d>>>0?d:g):214748364;do if(!g)i=0;else if(g>>>0>214748364)vd();else{i=pOb(g*20|0)|0;break}while(0);c=i+(h*20|0)|0;d=c;g=i+(g*20|0)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;h=c+20|0;if((e|0)==(b|0))e=j;else{do{j=e;e=e+-20|0;m=f[e>>2]|0;f[e>>2]=0;f[c+-20>>2]=m;m=c+-16|0;i=j+-16|0;f[m>>2]=0;n=c+-12|0;f[n>>2]=0;f[c+-8>>2]=0;f[m>>2]=f[i>>2];m=j+-12|0;f[n>>2]=f[m>>2];n=j+-8|0;f[c+-8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[i>>2]=0;f[c+-4>>2]=f[j+-4>>2];c=d+-20|0;d=c}while((e|0)!=(b|0));e=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=d;f[k>>2]=h;f[l>>2]=g;c=e;if((b|0)!=(c|0))do{b=b+-20|0;UFa(b)}while((b|0)!=(c|0));if(!e)return;sOb(e);return}function kpb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}j=f[c>>2]|0;i=f[c+4>>2]|0;if(i|0)hOb(i);h=f[64717]|0;g=f[64716]|0;k=h-g|0;c=f[64719]|0;e=f[64720]|0;if((((k|0)==0?0:(k<<6)+-1|0)|0)==(e+c|0)){lpb(258860);c=f[64719]|0;e=f[64720]|0;h=f[64717]|0;g=f[64716]|0}c=e+c|0;if((h|0)==(g|0))c=0;else c=(f[g+(c>>>8<<2)>>2]|0)+((c&255)<<4)|0;f[c>>2]=j;f[c+4>>2]=i;f[c+8>>2]=a;f[c+12>>2]=d;f[64720]=(f[64720]|0)+1;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if((f[64720]|0)!=1)return;Hha(961,0,4);return}function lpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>255){f[b>>2]=c+-256;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;rpb(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;spb(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;tpb(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function mpb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0;if(!a)return;e=+Gha();do{if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if(!(f[64720]|0))break;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}c=f[64719]|0;a=f[(f[64716]|0)+(c>>>8<<2)>>2]|0;c=c&255;g=f[a+(c<<4)+4>>2]|0;h=(g|0)==0;if(!h)hOb(g);i=f[a+(c<<4)+8>>2]|0;d=f[a+(c<<4)+12>>2]|0;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}a=f[64719]|0;c=f[(f[(f[64716]|0)+(a>>>8<<2)>>2]|0)+((a&255)<<4)+4>>2]|0;if(c){jOb(c);a=f[64719]|0}f[64720]=(f[64720]|0)+-1;c=a+1|0;f[64719]=c;if(c>>>0>511){sOb(f[f[64716]>>2]|0);f[64716]=(f[64716]|0)+4;f[64719]=(f[64719]|0)+-256}if(!h){if((f[g+4>>2]|0)!=-1)npb(i,d);jOb(g)}}while(+Gha()-e<20.0);if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if(f[64720]|0){Hha(961,0,4);return}if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}opb(258860);return}function npb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;w=0;y=u;u=u+1776|0;x=f[(a+24|0)>>2]|0;if((((f[a+28>>2]|0)-x|0)/20|0)>>>0<=b>>>0){u=y;return}c=f[(x+(b*20|0)+4|0)>>2]|0;g=f[(x+(b*20|0)+8|0)>>2]|0;a:do if((c|0)==(g|0)){e=c;w=5}else while(1){v=f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0;if((f[v+32>>2]|0)==(0-((f[v+24>>2]|0)+(f[v+28>>2]|0))|0)){e=c;w=5;break a}c=c+4|0;if((c|0)==(g|0)){d=g;i=g;l=g;break}}while(0);if((w|0)==5){d=e;if((e|0)==(g|0)){i=g;l=g}else{c=d;b:while(1){do{e=c+4|0;c=e;if((e|0)==(g|0))break b;e=f[e>>2]|0;v=f[(f[e+4>>2]|0)+44>>2]|0}while((f[v+32>>2]|0)==(0-((f[v+24>>2]|0)+(f[v+28>>2]|0))|0));f[d>>2]=e;d=d+4|0}l=f[(x+(b*20|0)+8|0)>>2]|0;i=l}}k=d;if((l|0)==(k|0))c=l;else{i=d;g=k;while(1){c=f[(a+24|0)>>2]|0;e=f[(c+8|0)>>2]|0;if((e|0)==(f[c+12>>2]|0))rcb(c+4|0,g);else{f[e>>2]=f[i>>2];f[(c+8|0)>>2]=(f[(c+8|0)>>2]|0)+4}c=g+4|0;if((l|0)==(c|0))break;else{i=c;g=c}}i=f[(x+(b*20|0)+8|0)>>2]|0;c=i}g=f[(x+(b*20|0)+4|0)>>2]|0;g=g+(d-g>>2<<2)|0;if((c|0)==(k|0)){g=x+(b*20|0)+8|0;c=i}else{c=g+(c-d>>2<<2)|0;e=i-c|0;if(!(e>>2)){c=i;d=i}else{cQb(g|0,c|0,e|0)|0;d=f[(x+(b*20|0)+8|0)>>2]|0;c=d}if((d|0)==(g+(e>>2<<2)|0|0))g=x+(b*20|0)+8|0;else{c=d+(~((d+-4-(g+(e>>2<<2)|0)|0)>>>2)<<2)|0;f[(x+(b*20|0)+8|0)>>2]=c;g=x+(b*20|0)+8|0}}e=f[(x+(b*20|0)+4|0)>>2]|0;c=c-e|0;if((f[(x+(b*20|0)+12|0)>>2]|0)-e>>2>>>0>c>>2>>>0){do if(!(c>>2)){m=0;o=0}else if(c>>2>>>0>1073741823)vd();else{o=pOb(c)|0;m=o;break}while(0);d=m+(c>>2<<2)|0;if((c|0)>0)bQb(o|0,e|0,c|0)|0;f[(x+(b*20|0)+4|0)>>2]=m;f[g>>2]=d;f[(x+(b*20|0)+12|0)>>2]=d;if(e|0)sOb(e)}if(f[(x+(b*20|0)|0)>>2]|0){u=y;return}if((f[g>>2]|0)-(f[(x+(b*20|0)+4|0)>>2]|0)>>2>>>0<2){u=y;return}v=pOb(68)|0;mMa(v);f[(v+56|0)>>2]=0;f[(v+60|0)>>2]=0;f[(v+64|0)>>2]=0;f[(x+(b*20|0)+16|0)>>2]=0;c=f[g>>2]|0;d=f[(x+(b*20|0)+4|0)>>2]|0;do if(!(c-d>>2)){q=d;p=c}else if(c-d>>2>>>0>357913941)vd();else{q=pOb((c-d>>2)*12|0)|0;f[(v+56|0)>>2]=q;f[(v+60|0)>>2]=q;f[(v+64|0)>>2]=q+((c-d>>2)*12|0);q=f[(x+(b*20|0)+4|0)>>2]|0;p=f[g>>2]|0;break}while(0);t=p-q>>2;c:do if(!t){r=0;g=0;d=0;e=0;c=0;i=0;k=0;l=0}else{p=0;r=0;d=0;e=0;h=0.0;s=0;c=0;g=q;i=0;k=0;l=0;while(1){q=f[g+(s<<2)>>2]|0;a=(f[q+4>>2]|0)+44|0;o=f[a>>2]|0;m=f[o+108>>2]|0;o=ALa(o+68|0)|0;g=f[a>>2]|0;z=f[g+24>>2]|0;f[(y+60|0)>>2]=z;i=i+z|0;z=f[g+28>>2]|0;f[((y+60|0)+4|0)>>2]=z;k=k+z|0;g=f[g+32>>2]|0;f[((y+60|0)+8|0)>>2]=g;l=l+g|0;g=f[(v+60|0)>>2]|0;if((g|0)==(f[(v+64|0)>>2]|0))ppb(v+56|0,y+60|0);else{f[g>>2]=f[(y+60|0)>>2];f[g+4>>2]=f[(y+60|0)+4>>2];f[g+8>>2]=f[(y+60|0)+8>>2];f[(v+60|0)>>2]=(f[(v+60|0)>>2]|0)+12}p=m+p|0;a=(zLa((f[a>>2]|0)+68|0)|0)+r|0;d=o+d|0;e=m>>>0<e>>>0?e:m;c=o>>>0>c>>>0?o:c;if(!((f[(q+200|0)>>2]&16777216|0)==0&0==0))MJa(q);j=+n[(q+152|0)>>2];if(j>h){if((f[(q+200|0)>>2]&16777216|0)==0&0==0)h=j;else{MJa(q);h=+n[(q+152|0)>>2]}f[(x+(b*20|0)+16|0)>>2]=s}g=s+1|0;if((g|0)==(t|0)){r=p;g=a;break c}r=a;s=g;g=f[(x+(b*20|0)+4|0)>>2]|0}}while(0);q=d<<1;m=c<<1;p=cvb()|0;p=p?4:1;a=X(p,e)|0;a=qOb(a>>>0<m>>>0?m:a)|0;m=f[64754]|0;o=f[64755]|0;f[(y+60|0)>>2]=0;f[((y+60|0)+4|0)>>2]=0;f[(y+56|0)>>2]=0;deb($db()|0,g<<2,y+60|0,y+56|0,64);c=f[(y+60|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Yvb(258928,c)|0;c=f[(x+(b*20|0)+4|0)>>2]|0;e=f[(x+(b*20|0)+8|0)>>2]|0;if((c|0)!=(e|0)){d=f[(y+56|0)>>2]|0;do{z=(f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0)+68|0;ELa(z,d,y+60|0)|0;d=((zLa(z)|0)<<2)+d|0;c=c+4|0}while((c|0)!=(e|0))}f[(y+48|0)>>2]=0;d=(y+48|0)+4|0;f[d>>2]=0;f[(y+40|0)>>2]=0;if(Apb()|0)w=58;else if(Bpb()|0)w=58;else deb($db()|0,X(p,r)|0,y+48|0,y+40|0,64);if((w|0)==58){iub(y+32|0,34962);c=f[(y+32|0)>>2]|0;z=f[((y+32|0)+4|0)>>2]|0;f[(y+32|0)>>2]=0;f[((y+32|0)+4|0)>>2]=0;f[(y+48|0)>>2]=c;c=f[d>>2]|0;f[d>>2]=z;if(c|0){iOb(c);c=f[((y+32|0)+4|0)>>2]|0;if(c|0)iOb(c)}nub(f[(y+48|0)>>2]|0,X(p,r)|0,0,35044)}c=f[(y+48|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Yvb(258928,c)|0;f[y+104>>2]=b;f[y+528>>2]=x;f[y+568>>2]=v;f[y+616>>2]=q;f[y+640>>2]=p;f[y+656>>2]=a;f[y+664>>2]=m;f[y+672>>2]=o;f[y+904>>2]=d;f[y+1e3>>2]=i;f[y+1016>>2]=k;f[y+1264>>2]=l;f[y+1704>>2]=0;f[y+1708>>2]=0;cqb(y);G=f[y+1704>>2]|0;D=f[y+1708>>2]|0;H=+n[y+1708>>2];f[y+1704>>2]=0;f[y+1708>>2]=0;if((G|0)==5)return}function opb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=a+20|0;g=f[e>>2]|0;if(!g){d=a+8|0;b=f[d>>2]|0;e=a+4|0;if((b|0)!=(f[e>>2]|0)){do{sOb(f[b+-4>>2]|0);b=(f[d>>2]|0)+-4|0;f[d>>2]=b;c=b}while((f[e>>2]|0)!=(c|0));b=c}f[a+16>>2]=0;h=b;g=b}else{b=a+16|0;d=f[b>>2]|0;c=a+4|0;if(d>>>0>255){sOb(f[f[c>>2]>>2]|0);h=(f[c>>2]|0)+4|0;f[c>>2]=h;d=(f[b>>2]|0)+-256|0;f[b>>2]=d;i=c;c=f[e>>2]|0}else{i=c;h=f[c>>2]|0;c=g}b=a+8|0;g=f[b>>2]|0;m=g-h|0;if((((m|0)==0?0:(m<<6)+-1|0)-(c+d)|0)>>>0>255){sOb(f[g+-4>>2]|0);g=(f[b>>2]|0)+-4|0;f[b>>2]=g;d=b;e=i;h=f[i>>2]|0}else{d=b;e=i}}m=a+12|0;l=f[a>>2]|0;c=g-h|0;i=c>>2;j=h;k=g;b=l;if((f[m>>2]|0)-l>>2>>>0<=i>>>0)return;do if(!i)n=0;else if(i>>>0>1073741823)vd();else{n=pOb(c)|0;break}while(0);l=n;i=n+(i<<2)|0;if((j|0)==(k|0))c=h;else{g=n;c=l;b=j;while(1){f[g>>2]=f[b>>2];c=c+4|0;b=b+4|0;if((b|0)==(k|0))break;else g=c}c=f[e>>2]|0;g=f[d>>2]|0;b=f[a>>2]|0}f[a>>2]=l;f[e>>2]=l;f[d>>2]=n+(g-c>>2<<2);f[m>>2]=i;if(!b)return;sOb(b);return}function ppb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function qpb(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;g=f[n>>2]|0;c=f[a>>2]|0;k=(g-c|0)/28|0;e=k+1|0;i=c;if(e>>>0>153391689)AMb(a);m=a+8|0;l=((f[m>>2]|0)-c|0)/28|0;h=l<<1;h=l>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)j=0;else if(h>>>0>153391689)vd();else{j=pOb(h*28|0)|0;break}while(0);c=j+(k*28|0)|0;e=c;l=j+(h*28|0)|0;f[c>>2]=f[b>>2];h=f[b+4>>2]|0;f[j+(k*28|0)+4>>2]=h;if(!h)h=i;else{gOb(h);g=f[n>>2]|0;h=f[a>>2]|0}i=j+(k*28|0)+8|0;k=b+8|0;f[i>>2]=f[k>>2];f[i+4>>2]=f[k+4>>2];f[i+8>>2]=f[k+8>>2];f[i+12>>2]=f[k+12>>2];d[i+16>>1]=d[k+16>>1]|0;i=c+28|0;if((g|0)==(h|0)){h=g;c=g}else{do{j=g;g=g+-28|0;f[c+-28>>2]=f[g>>2];k=j+-24|0;f[c+-24>>2]=f[k>>2];f[g>>2]=0;f[k>>2]=0;k=c+-20|0;j=j+-20|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];d[k+16>>1]=d[j+16>>1]|0;c=e+-28|0;e=c}while((g|0)!=(h|0));h=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=e;f[n>>2]=i;f[m>>2]=l;g=h;if((c|0)!=(g|0))do{e=f[c+-24>>2]|0;c=c+-28|0;if(e|0)iOb(e)}while((c|0)!=(g|0));if(!h)return;sOb(h);return}function rpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function spb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function tpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function upb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){vpb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;vpb(a,b);return}function vpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();q=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=q;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;p=b+-1|0;q=(p&b|0)==0;if(q)c=c&p;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){o=d;b:while(1){c:do if(q){d=e;while(1){n=f[d+4>>2]&p;if((n|0)==(c|0))break c;e=(f[a>>2]|0)+(n<<2)|0;if(!(f[e>>2]|0)){c=n;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;if((f[l>>2]|0)!=(f[h+20>>2]|0))break d;if((f[m>>2]|0)!=(f[h+24>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{r=h;h=e;e=r}}}while(0);f[o>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(n<<2)>>2]>>2];f[f[(f[a>>2]|0)+(n<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)n=e;else n=(e>>>0)%(b>>>0)|0;if((n|0)==(c|0))break c;e=(f[a>>2]|0)+(n<<2)|0;if(!(f[e>>2]|0)){c=n;break b}i=d+12|0;j=d+16|0;k=d+20|0;l=d+24|0;h=f[d>>2]|0;e:do if(!h)e=d;else{m=f[d+8>>2]|0;e=d;while(1){if((m|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;if((f[k>>2]|0)!=(f[h+20>>2]|0))break e;if((f[l>>2]|0)!=(f[h+24>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{r=h;h=e;e=r}}}while(0);f[o>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(n<<2)>>2]>>2];f[f[(f[a>>2]|0)+(n<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}while(0);e=f[d>>2]|0;if(!e){c=45;break a}else{g=d;o=d}}f[e>>2]=o;e=f[d>>2]|0;if(!e){c=45;break}else g=d}if((c|0)==45)return}function wpb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;d=u;u=u+48|0;p=d+36|0;o=d+24|0;s=d+12|0;e=d;g=f[c+12>>2]|0;k=+n[b+44>>2];h=+n[b+56>>2];n[s>>2]=k-h;l=+n[b+48>>2];i=+n[b+60>>2];n[s+4>>2]=l-i;m=+n[b+52>>2];j=+n[b+64>>2];n[s+8>>2]=m-j;n[e>>2]=k+h;n[e+4>>2]=l+i;n[e+8>>2]=m+j;KJa(s,e,g,p,o);e=pOb(72)|0;s=f[b+8>>2]|0;q=f[b+40>>2]|0;v=b;t=f[v+4>>2]|0;r=e;f[r>>2]=f[v>>2];f[r+4>>2]=t;f[e+8>>2]=s;s=e+12|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;s=pOb(40)|0;f[e+24>>2]=s;r=s+40|0;f[e+32>>2]=r;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;s=s+20|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[e+28>>2]=r;f[e+36>>2]=0;f[e+40>>2]=q;j=+n[p>>2];m=j*.5+ +n[o>>2]*.5;n[e+44>>2]=m;i=+n[p+4>>2];l=i*.5+ +n[o+4>>2]*.5;n[e+48>>2]=l;h=+n[p+8>>2];k=h*.5+ +n[o+8>>2]*.5;n[e+52>>2]=k;j=m-j;n[e+56>>2]=j;i=l-i;n[e+60>>2]=i;h=k-h;n[e+64>>2]=h;n[e+68>>2]=j*j+(i*i+h*h);f[a>>2]=e;xpb(b,c,g,e);u=d;return}function xpb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0,I=0,J=0;A=u;u=u+48|0;v=A+36|0;w=A+24|0;x=A+12|0;y=A;z=d+12|0;e=a+12|0;p=a+16|0;B2a(z,((f[p>>2]|0)-(f[e>>2]|0)|0)/72|0);e=f[e>>2]|0;p=f[p>>2]|0;if((e|0)==(p|0)){u=A;return}q=x+4|0;r=x+8|0;s=y+4|0;t=y+8|0;m=a+8|0;o=d+16|0;h=d+20|0;i=v+4|0;j=w+4|0;k=v+8|0;l=w+8|0;do{G=+n[e+44>>2];F=+n[e+56>>2];n[x>>2]=G-F;E=+n[e+48>>2];D=+n[e+60>>2];n[q>>2]=E-D;C=+n[e+52>>2];B=+n[e+64>>2];n[r>>2]=C-B;n[y>>2]=G+F;n[s>>2]=E+D;n[t>>2]=C+B;KJa(x,y,c,v,w);a=f[m>>2]|0;d=e+40|0;g=f[o>>2]|0;if(g>>>0<(f[h>>2]|0)>>>0){d=f[d>>2]|0;J=e;I=f[J+4>>2]|0;H=g;f[H>>2]=f[J>>2];f[H+4>>2]=I;f[g+8>>2]=a;H=g+12|0;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;H=pOb(40)|0;f[g+24>>2]=H;a=H+40|0;f[g+32>>2]=a;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;f[H+12>>2]=0;H=H+20|0;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;f[H+12>>2]=0;f[g+28>>2]=a;f[g+36>>2]=0;f[g+40>>2]=d;E=+n[v>>2];B=E*.5+ +n[w>>2]*.5;n[g+44>>2]=B;F=+n[i>>2];C=F*.5+ +n[j>>2]*.5;n[g+48>>2]=C;G=+n[k>>2];D=G*.5+ +n[l>>2]*.5;n[g+52>>2]=D;E=B-E;n[g+56>>2]=E;F=C-F;n[g+60>>2]=F;G=D-G;n[g+64>>2]=G;n[g+68>>2]=E*E+(F*F+G*G);a=(f[o>>2]|0)+72|0;f[o>>2]=a}else{ypb(z,a,e,v,w,d);a=f[o>>2]|0}xpb(e,b,c,a+-72|0);e=e+72|0}while((e|0)!=(p|0));u=A;return}function ypb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0;o=u;u=u+32|0;m=o;i=f[a>>2]|0;j=((f[a+4>>2]|0)-i|0)/72|0;h=j+1|0;if(h>>>0>59652323)AMb(a);i=((f[a+8>>2]|0)-i|0)/72|0;l=i<<1;h=i>>>0<29826161?(l>>>0<h>>>0?h:l):59652323;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!h)k=0;else if(h>>>0>59652323)vd();else{k=pOb(h*72|0)|0;break}while(0);f[m>>2]=k;p=k+(j*72|0)|0;l=m+8|0;i=m+4|0;f[i>>2]=p;f[m+12>>2]=k+(h*72|0);h=f[g>>2]|0;x=c;g=f[x+4>>2]|0;c=p;f[c>>2]=f[x>>2];f[c+4>>2]=g;f[k+(j*72|0)+8>>2]=b;c=k+(j*72|0)+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;c=pOb(40)|0;f[k+(j*72|0)+24>>2]=c;g=c+40|0;f[k+(j*72|0)+32>>2]=g;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;c=c+20|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[k+(j*72|0)+28>>2]=g;f[k+(j*72|0)+36>>2]=0;f[k+(j*72|0)+40>>2]=h;s=+n[d>>2];w=s*.5+ +n[e>>2]*.5;n[k+(j*72|0)+44>>2]=w;r=+n[d+4>>2];v=r*.5+ +n[e+4>>2]*.5;n[k+(j*72|0)+48>>2]=v;q=+n[d+8>>2];t=q*.5+ +n[e+8>>2]*.5;n[k+(j*72|0)+52>>2]=t;s=w-s;n[k+(j*72|0)+56>>2]=s;r=v-r;n[k+(j*72|0)+60>>2]=r;q=t-q;n[k+(j*72|0)+64>>2]=q;n[k+(j*72|0)+68>>2]=s*s+(r*r+q*q);f[l>>2]=p+72;zpb(a,m);i=f[i>>2]|0;h=f[l>>2]|0;if((h|0)!=(i|0))do{x=h+-72|0;f[l>>2]=x;TFa(x);h=f[l>>2]|0}while((h|0)!=(i|0));h=f[m>>2]|0;if(!h){u=o;return}sOb(h);u=o;return}function zpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;g=a+4|0;c=f[g>>2]|0;h=b+4|0;if((c|0)==(e|0)){d=h;c=a;h=f[h>>2]|0;f[c>>2]=h;f[d>>2]=e;e=b+8|0;h=f[g>>2]|0;c=f[e>>2]|0;f[g>>2]=c;f[e>>2]=h;e=a+8|0;h=b+12|0;g=f[e>>2]|0;a=f[h>>2]|0;f[e>>2]=a;f[h>>2]=g;h=f[d>>2]|0;f[b>>2]=h;return}d=f[h>>2]|0;do{i=c;c=c+-72|0;l=c;j=f[l+4>>2]|0;k=d+-72|0;f[k>>2]=f[l>>2];f[k+4>>2]=j;f[d+-64>>2]=f[i+-64>>2];k=d+-60|0;j=i+-60|0;f[k>>2]=0;l=d+-56|0;f[l>>2]=0;f[d+-52>>2]=0;f[k>>2]=f[j>>2];k=i+-56|0;f[l>>2]=f[k>>2];l=i+-52|0;f[d+-52>>2]=f[l>>2];f[l>>2]=0;f[k>>2]=0;f[j>>2]=0;j=d+-48|0;k=i+-48|0;f[j>>2]=0;l=d+-44|0;f[l>>2]=0;f[d+-40>>2]=0;f[j>>2]=f[k>>2];j=i+-44|0;f[l>>2]=f[j>>2];l=i+-40|0;f[d+-40>>2]=f[l>>2];f[l>>2]=0;f[j>>2]=0;f[k>>2]=0;k=i+-36|0;j=f[k>>2]|0;f[k>>2]=0;f[d+-36>>2]=j;f[d+-32>>2]=f[i+-32>>2];f[d+-28>>2]=f[i+-28>>2];f[d+-24>>2]=f[i+-24>>2];f[d+-20>>2]=f[i+-20>>2];f[d+-16>>2]=f[i+-16>>2];f[d+-12>>2]=f[i+-12>>2];f[d+-8>>2]=f[i+-8>>2];f[d+-4>>2]=f[i+-4>>2];d=(f[h>>2]|0)+-72|0;f[h>>2]=d}while((c|0)!=(e|0));l=h;k=a;j=d;i=f[a>>2]|0;f[k>>2]=j;f[l>>2]=i;i=b+8|0;k=f[g>>2]|0;j=f[i>>2]|0;f[g>>2]=j;f[i>>2]=k;i=a+8|0;k=b+12|0;j=f[i>>2]|0;h=f[k>>2]|0;f[i>>2]=h;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function Apb(){var a=0,c=0,d=0;if(!(b[257416]|0))if(MPb(257416)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240281)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262925]=c}return (b[262925]|0)!=0|0}function Bpb(){var a=0,c=0,d=0;if(!(b[257424]|0))if(MPb(257424)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240288)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262926]=c}return (b[262926]|0)!=0|0}function Cpb(){var a=0,c=0,d=0;if(!(b[257432]|0))if(MPb(257432)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240293)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262927]=c}return (b[262927]|0)!=0|0}function Dpb(){var a=0,c=0,d=0;if(!(b[257440]|0))if(MPb(257440)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240301)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262928]=c}return (b[262928]|0)!=0|0}function Epb(){var a=0,c=0,d=0;if(!(b[257448]|0))if(MPb(257448)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240308)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262929]=c}return (b[262929]|0)!=0|0}function Fpb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0;n=u;u=u+16|0;d=n+12|0;k=n;if(!(b[257456]|0))if(MPb(257456)|0){m=gd(240274)|0;if((m|0)==1)d=-1;else{h=od(240314)|0;j=jd(m|0,h|0)|0;fd(h|0);o=+cd(j|0,8784,d|0);h=f[d>>2]|0;i=~~o>>>0;g=i+4|0;i=f[i>>2]|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;if(i>>>0>4294967279)vOb(k);if(i>>>0<11){d=k+11|0;b[d>>0]=i;if(!i)e=k;else{e=k;l=9}}else{d=i+16&-16;e=pOb(d)|0;f[k>>2]=e;f[k+8>>2]=d|-2147483648;f[k+4>>2]=i;d=k+11|0;l=9}if((l|0)==9)bQb(e|0,g|0,i|0)|0;b[e+i>>0]=0;rd(h|0);fd(j|0);if((b[d>>0]|0)<0){l=f[k>>2]|0;d=PCb(l)|0;sOb(l)}else d=PCb(k)|0}fd(m|0);f[64721]=d}d=f[64721]|0;if((a|0)>0&(d|0)<(a|0)){u=n;return 0}else{u=n;return (c|0)<1|(d|0)<(c|0)|0}return 0}function Gpb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;d[a+32>>1]=0;return}function Hpb(a,c){a=a|0;c=c|0;b[a+32>>0]=c;return}function Ipb(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;c=a+16|0;b=f[c>>2]|0;f[c>>2]=d;if(!b)return;iOb(b);return}function Jpb(a,c){a=a|0;c=c|0;if(c<<24>>24==2)return;b[a+33>>0]=c;return}function Kpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[b>>2]|0;if(!d)return;e=a+4|0;c=f[e>>2]|0;if((c|0)==(f[a+8>>2]|0))Lpb(a,b);else{f[c>>2]=d;b=f[b+4>>2]|0;f[c+4>>2]=b;if(b){gOb(b);c=f[e>>2]|0}f[e>>2]=c+8}f[a+20>>2]=0;e=a+24|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;return}function Lpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Mpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;k=o;m=a+4|0;l=f[m>>2]|0;n=f[a>>2]|0;b=n;j=l;if((l-n|0)==8){g=f[b>>2]|0;c=g+40|0;d=f[c>>2]|0;e=g+44|0;b=f[e>>2]|0;if((d|0)==(b|0)){Npb(g);d=f[c>>2]|0;b=f[e>>2]|0;e=f[f[a>>2]>>2]|0}else e=g;f[a+28>>2]=(b-d|0)/12|0;b=e+32|0;c=f[b>>2]|0;if(!c){Opb(e);c=f[b>>2]|0}d=f[e+36>>2]|0;if(d|0)gOb(d);f[a+20>>2]=c;a=a+24|0;b=f[a>>2]|0;f[a>>2]=d;if(!b){u=o;return}iOb(b);u=o;return}l=a+28|0;f[l>>2]=0;if((b|0)==(j|0)){u=o;return}else c=0;do{e=f[b>>2]|0;g=e+40|0;h=f[g>>2]|0;i=e+44|0;d=f[i>>2]|0;if((h|0)==(d|0)){Npb(e);h=f[g>>2]|0;d=f[i>>2]|0;c=f[l>>2]|0}c=((d-h|0)/12|0)+c|0;f[l>>2]=c;b=b+8|0}while((b|0)!=(j|0));if(!c){u=o;return}iub(k,34962);n=a+20|0;b=f[k>>2]|0;c=k+4|0;j=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[n>>2]=b;k=a+24|0;b=f[k>>2]|0;f[k>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}k=f[64754]|0;Yvb(258928,f[f[n>>2]>>2]|0)|0;nub(f[n>>2]|0,(f[l>>2]|0)*12|0,0,35044);b=f[a>>2]|0;j=f[m>>2]|0;if((b|0)!=(j|0)){i=0;while(1){e=f[b>>2]|0;g=e+40|0;d=f[g>>2]|0;h=e+44|0;c=f[h>>2]|0;if((d|0)==(c|0)){Npb(e);d=f[g>>2]|0;c=f[h>>2]|0}g=c-d|0;if((g|0)>0){h=f[n>>2]|0;d=f[b>>2]|0;e=d+40|0;c=f[e>>2]|0;if((c|0)==(f[d+44>>2]|0)){Npb(d);c=f[e>>2]|0}oub(h,i,g,c)}b=b+8|0;if((b|0)==(j|0))break;else i=g+i|0}}Yvb(258928,k)|0;u=o;return}function Npb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0;O=u;u=u+64|0;M=O+48|0;H=O+36|0;I=O;F=a+4|0;if((f[a>>2]|0)==(f[F>>2]|0)){u=O;return}c=f[a+12>>2]|0;h=f[a+16>>2]|0;if((c|0)==(h|0)){u=O;return}G=a+52|0;if(b[G>>0]&1){u=O;return}f[M>>2]=0;N=M+4|0;f[N>>2]=0;f[M+8>>2]=0;f[H>>2]=0;i=M+8|0;e=0;g=0;while(1){d=f[c>>2]|0;f[I>>2]=d;if((e|0)==(g|0))fBa(M,I);else{f[e>>2]=d;f[N>>2]=e+4}if(f[I>>2]|0){d=0;do{e=f[N>>2]|0;if((e|0)==(f[i>>2]|0))fBa(M,H);else{f[e>>2]=f[H>>2];f[N>>2]=e+4}d=d+1|0;f[H>>2]=(f[H>>2]|0)+1}while(d>>>0<(f[I>>2]|0)>>>0)}c=c+4|0;if((c|0)==(h|0))break;e=f[N>>2]|0;g=f[i>>2]|0}d=f[M>>2]|0;r=f[d>>2]|0;E=(f[N>>2]|0)-d>>2;s=I+24|0;t=I+12|0;v=I+28|0;w=I+16|0;x=I+32|0;y=I+20|0;z=I+4|0;A=I+8|0;B=H+4|0;C=H+8|0;D=I+12|0;c=0;g=0;e=1;a:while(1){b:do if(g>>>0<r>>>0){j=I+(c*12|0)|0;k=I+(c*12|0)+4|0;q=I+(c*12|0)+8|0;if(!c){if(e>>>0>=E>>>0){J=37;break a}h=f[d+(e<<2)>>2]|0;P=f[a>>2]|0;i=P;if(h>>>0>=(((f[F>>2]|0)-P|0)/12|0)>>>0){J=37;break a}f[j>>2]=f[i+(h*12|0)>>2];f[k>>2]=f[i+(h*12|0)+4>>2];f[q>>2]=f[i+(h*12|0)+8>>2]}else{c:while(1){if(e>>>0>=E>>>0){J=37;break a}h=f[d+(e<<2)>>2]|0;P=f[a>>2]|0;i=P;if(h>>>0>=(((f[F>>2]|0)-P|0)/12|0)>>>0){J=37;break a}f[j>>2]=f[i+(h*12|0)>>2];f[k>>2]=f[i+(h*12|0)+4>>2];f[q>>2]=f[i+(h*12|0)+8>>2];switch(c|0){case 1:break c;case 2:{o=+n[s>>2];p=+n[t>>2];if(o==p){m=+n[v>>2];l=+n[w>>2];if(m==l)if(+n[x>>2]==+n[y>>2]){J=37;break a}}else{l=+n[w>>2];m=+n[v>>2]}V=p-+n[I>>2];U=l-+n[z>>2];Q=+n[y>>2];T=Q-+n[A>>2];S=o-p;R=m-l;Q=+n[x>>2]-Q;l=U*Q-T*R;m=T*S-V*Q;o=V*R-U*S;n[H>>2]=l;n[B>>2]=m;n[C>>2]=o;p=l*l+(o*o+m*m);if(p/((V*V+(U*U+T*T))*(S*S+(R*R+Q*Q)))>=9.999999747378752e-05){J=32;break a}break}default:{}}g=g+1|0;e=e+1|0;if(g>>>0>=r>>>0){J=35;break b}}if(+n[D>>2]==+n[I>>2])if(+n[w>>2]==+n[z>>2])if(+n[y>>2]==+n[A>>2]){J=37;break a}}c=c+1|0}else J=35;while(0);if((J|0)==35){J=0;c=c+1|0;if(c>>>0>=3){J=37;break}}g=g+1|0;e=e+1|0}if((J|0)==32){V=+L(+p);n[H>>2]=l/V;n[B>>2]=m/V;n[C>>2]=o/V;k=a+40|0;f[I>>2]=k;if(e8a(f[a>>2]|0,d,E,H,3,I)|0){i=a+48|0;j=f[k>>2]|0;h=a+44|0;d=f[h>>2]|0;c=d-j|0;e=(c|0)/12|0;g=j;if((((f[i>>2]|0)-j|0)/12|0)>>>0>e>>>0){do if(!c)K=0;else if(e>>>0>357913941)vd();else{K=pOb(c)|0;break}while(0);c=K+(e*12|0)|0;e=c;if((d|0)==(g|0))c=e;else do{P=c;c=c+-12|0;K=d;d=d+-12|0;f[c>>2]=f[d>>2];f[P+-8>>2]=f[K+-8>>2];f[P+-4>>2]=f[K+-4>>2]}while((d|0)!=(g|0));f[k>>2]=c;f[h>>2]=e;f[i>>2]=e;if(j|0)sOb(j)}}else{b[G>>0]=b[G>>0]|1;c=f[k>>2]|0;f[k>>2]=0;f[a+44>>2]=0;f[a+48>>2]=0;if(c|0)sOb(c)}d=f[M>>2]|0}else if((J|0)==37)b[G>>0]=b[G>>0]|1;if(d|0){c=f[N>>2]|0;if((c|0)!=(d|0))f[N>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}u=O;return}function Opb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;b=h;d=a+40|0;e=a+44|0;if((f[d>>2]|0)==(f[e>>2]|0))Npb(a);iub(b,34962);g=a+32|0;j=f[b>>2]|0;c=b+4|0;i=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=j;b=a+36|0;a=f[b>>2]|0;f[b>>2]=i;if(a|0){iOb(a);a=f[c>>2]|0;if(a|0)iOb(a)}j=f[d>>2]|0;nub(f[g>>2]|0,(f[e>>2]|0)-j|0,j,35044);u=h;return}function Ppb(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;b=f[a>>2]|0;g=b+4|0;h=f[g>>2]|0;l=f[b+8>>2]|0;if((h|0)==(l|0)){Qpb(b,c);b=f[a>>2]|0;g=f[b+4>>2]|0;l=f[b+8>>2]|0}else{f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];f[h+8>>2]=f[c+8>>2];c=h+12|0;f[g>>2]=c;g=c}if((g|0)==(l|0)){Qpb(b,d);b=f[a>>2]|0;g=f[b+4>>2]|0;l=f[b+8>>2]|0}else{f[g>>2]=f[d>>2];f[g+4>>2]=f[d+4>>2];f[g+8>>2]=f[d+8>>2];g=g+12|0;f[b+4>>2]=g}if((g|0)==(l|0)){Qpb(b,e);return}else{f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[b+4>>2]=g+12;return}}function Qpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function Rpb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=pOb(84)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42060;d=c+12|0;e=c+52|0;g=d;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=-1;h=c+56|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;b[c+80>>0]=-1;f[a>>2]=d;f[a+4>>2]=c;return}function Spb(a){a=a|0;var b=0;f[a>>2]=42060;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);aOb(a);return}function Tpb(a){a=a|0;var b=0;f[a>>2]=42060;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);aOb(a);sOb(a);return}function Upb(a){a=a|0;var b=0;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);return}function Vpb(a){a=a|0;sOb(a);return}function Wpb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;L=f[a+88>>2]|0;M=f[a+96>>2]|0;P=f[a+192>>2]|0;Q=f[a+232>>2]|0;R=f[a+440>>2]|0;A=f[a+456>>2]|0;O=f[a+512>>2]|0;e=f[a+592>>2]|0;u=f[a+656>>2]|0;l=f[a+664>>2]|0;s=f[a+672>>2]|0;N=f[a+800>>2]|0;B=f[a+816>>2]|0;S=f[a+824>>2]|0;T=f[a+832>>2]|0;F=f[a+840>>2]|0;U=f[a+848>>2]|0;w=f[a+888>>2]|0;x=f[a+896>>2]|0;y=f[a+904>>2]|0;z=f[a+912>>2]|0;C=f[a+920>>2]|0;D=f[a+928>>2]|0;v=f[a+944>>2]|0;t=f[a+952>>2]|0;i=f[a+984>>2]|0;G=f[a+1016>>2]|0;H=f[a+1064>>2]|0;I=f[a+1128>>2]|0;V=f[a+1688>>2]|0;a:{do if(!(l<<24>>24)){k=0;o=e;q=i;V=48}else{m=f[41404+((l&255)<<2)>>2]|0;n=f[A>>2]<<(e&31)>>>1>>>(31-l&31);e=e+(l&255)|0;f[O>>2]=e;do if(e>>>0<=32){if(i>>>0>=B>>>0){i=i+(0-(e>>>3))|0;f[(a+8|0)>>2]=i;f[O>>2]=e&7;f[A>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;e=e&7;break}if((i|0)==(S|0)){i=S;break}W=(i+(0-(e>>>3))|0)>>>0<S>>>0?i-S|0:e>>>3;i=i+(0-W)|0;f[(a+8|0)>>2]=i;f[O>>2]=e-(W<<3)|0;f[A>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;e=e-(W<<3)|0}while(0);if((l&255)<2){k=n+m|0;o=e;q=i;V=48;break}f[(a+48|0)>>2]=f[(a+44|0)>>2];f[(a+44|0)>>2]=f[(a+40|0)>>2];f[(a+40|0)>>2]=n+m|0;E=n+m|0;g=e;j=i}while(0);b:do if((V|0)==48){V=0;e=k+(u<<24>>24==0&1)|0;switch(e|0){case 0:{E=f[(a+40|0)>>2]|0;g=o;j=q;break b}case 3:{r=(f[(a+40|0)>>2]|0)+-1|0;V=51;break}default:{g=f[a+40+(e<<2)>>2]|0;if((e|0)==1)p=g;else{r=g;V=51}}}if((V|0)==51){V=0;f[(a+48|0)>>2]=f[(a+44|0)>>2];p=r}f[(a+44|0)>>2]=f[(a+40|0)>>2];f[(a+40|0)>>2]=p;E=p;g=o;j=q}while(0);i=f[41520+((s&255)<<2)>>2]|0;if((s&255)>31){e=f[A>>2]<<(g&31)>>>1>>>(31-t&31);g=g+t|0;f[O>>2]=g}else e=0;n=e+i|0;do if(!((t+v|0)>>>0<25|g>>>0>32)){if(j>>>0>=B>>>0){j=j+(0-(g>>>3))|0;f[(a+8|0)>>2]=j;g=g&7;f[O>>2]=g;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;break}if((j|0)==(S|0)){j=S;break}W=g>>>3;W=(j+(0-W)|0)>>>0<S>>>0?j-S|0:W;j=j+(0-W)|0;f[(a+8|0)>>2]=j;g=g-(W<<3)|0;f[O>>2]=g;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24}while(0);i=f[41732+((u&255)<<2)>>2]|0;if((u&255)>15){e=f[A>>2]<<(g&31)>>>1>>>(31-v&31);g=g+v|0;f[O>>2]=g}else e=0;m=e+i|0;do if(g>>>0>32)e=g;else{if(j>>>0>=B>>>0){j=j+(0-(g>>>3))|0;f[(a+8|0)>>2]=j;e=g&7;f[O>>2]=e;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;break}if((j|0)==(S|0)){e=g;j=S;break}e=g>>>3;e=(j+(0-e)|0)>>>0<S>>>0?j-S|0:e;j=j+(0-e)|0;f[(a+8|0)>>2]=j;e=g-(e<<3)|0;f[O>>2]=e;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24}while(0);W=d[w+(x<<2)>>1]|0;x=b[w+(x<<2)+3>>0]|0;g=f[A>>2]|0;i=e+(x&255)|0;f[O>>2]=i;f[(a+16|0)>>2]=(g<<(e&31)>>>1>>>(31-x&31))+(W&65535);W=d[y+(z<<2)>>1]|0;e=b[y+(z<<2)+3>>0]|0;f[O>>2]=i+(e&255)|0;f[(a+32|0)>>2]=(g<<(i&31)>>>1>>>(31-e&31))+(W&65535);do if((i+(e&255)|0)>>>0>32)e=i+(e&255)|0;else{if(j>>>0>=B>>>0){g=j+(0-((i+(e&255)|0)>>>3))|0;f[(a+8|0)>>2]=g;f[O>>2]=(i+(e&255)|0)&7;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[A>>2]=g;e=(i+(e&255)|0)&7;break}if((j|0)==(S|0)){e=i+(e&255)|0;break}W=(j+(0-((i+(e&255)|0)>>>3))|0)>>>0<S>>>0?j-S|0:(i+(e&255)|0)>>>3;g=j+(0-W)|0;f[(a+8|0)>>2]=g;f[O>>2]=(i+(e&255)|0)-(W<<3)|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[A>>2]=g;e=(i+(e&255)|0)-(W<<3)|0}while(0);i=d[C+(D<<2)>>1]|0;k=b[C+(D<<2)+3>>0]|0;f[O>>2]=e+(k&255);f[(a+24|0)>>2]=(g<<(e&31)>>>1>>>(31-k&31))+(i&65535);i=Q+m|0;k=Q+(m+n|0)|0;l=P+m|0;j=i+(0-E)|0;if(i>>>0>N>>>0|k>>>0>(L+M|0)>>>0){R=-9;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}if(l>>>0>F>>>0){R=-11;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}else{e=P;g=Q}while(1){F=e;D=h[F>>0]|h[F+1>>0]<<8|h[F+2>>0]<<16|h[F+3>>0]<<24;F=h[(F+4|0)>>0]|h[(F+4|0)+1>>0]<<8|h[(F+4|0)+2>>0]<<16|h[(F+4|0)+3>>0]<<24;W=g;b[W>>0]=D;b[W+1>>0]=D>>8;b[W+2>>0]=D>>16;b[W+3>>0]=D>>24;b[(W+4|0)>>0]=F;b[(W+4|0)+1>>0]=F>>8;b[(W+4|0)+2>>0]=F>>16;b[(W+4|0)+3>>0]=F>>24;g=g+8|0;if(g>>>0>=i>>>0)break;else e=e+8|0}do if((i-G|0)>>>0<E>>>0){if((i-H|0)>>>0<E>>>0){R=-11;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}if(((I+(j-G|0)|0)+n|0)>>>0>I>>>0){cQb(i|0,I+(j-G|0)|0|0,0-(j-G|0)|0|0)|0;J=i+(0-(j-G|0)|0)|0;c=G;K=(j-G|0)+n|0;V=82;break}else{cQb(i|0,I+(j-G|0)|0|0,n|0)|0;break}}else{J=i;c=j;K=n;V=82}while(0);c:do if((V|0)==82){V=0;if(E>>>0<8){W=f[41876+(E<<2)>>2]|0;b[J>>0]=b[c>>0]|0;b[J+1>>0]=b[c+1>>0]|0;b[J+2>>0]=b[c+2>>0]|0;b[J+3>>0]=b[c+3>>0]|0;c=c+(f[41908+(E<<2)>>2]|0)|0;I=J+4|0;H=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[I>>0]=H;b[I+1>>0]=H>>8;b[I+2>>0]=H>>16;b[I+3>>0]=H>>24;c=c+(0-W)|0}else{I=c;H=h[I>>0]|h[I+1>>0]<<8|h[I+2>>0]<<16|h[I+3>>0]<<24;I=h[(I+4|0)>>0]|h[(I+4|0)+1>>0]<<8|h[(I+4|0)+2>>0]<<16|h[(I+4|0)+3>>0]<<24;W=J;b[W>>0]=H;b[W+1>>0]=H>>8;b[W+2>>0]=H>>16;b[W+3>>0]=H>>24;b[(W+4|0)>>0]=I;b[(W+4|0)+1>>0]=I>>8;b[(W+4|0)+2>>0]=I>>16;b[(W+4|0)+3>>0]=I>>24}e=J+8|0;c=c+8|0;if(k>>>0<=((L+M|0)+-13|0)>>>0){g=J+K|0;while(1){N=c;M=h[N>>0]|h[N+1>>0]<<8|h[N+2>>0]<<16|h[N+3>>0]<<24;N=h[(N+4|0)>>0]|h[(N+4|0)+1>>0]<<8|h[(N+4|0)+2>>0]<<16|h[(N+4|0)+3>>0]<<24;W=e;b[W>>0]=M;b[W+1>>0]=M>>8;b[W+2>>0]=M>>16;b[W+3>>0]=M>>24;b[(W+4|0)>>0]=N;b[(W+4|0)+1>>0]=N>>8;b[(W+4|0)+2>>0]=N>>16;b[(W+4|0)+3>>0]=N>>24;e=e+8|0;if(e>>>0>=g>>>0)break c;else c=c+8|0}}if(e>>>0<N>>>0){g=c;i=e;while(1){M=g;L=h[M>>0]|h[M+1>>0]<<8|h[M+2>>0]<<16|h[M+3>>0]<<24;M=h[(M+4|0)>>0]|h[(M+4|0)+1>>0]<<8|h[(M+4|0)+2>>0]<<16|h[(M+4|0)+3>>0]<<24;W=i;b[W>>0]=L;b[W+1>>0]=L>>8;b[W+2>>0]=L>>16;b[W+3>>0]=L>>24;b[(W+4|0)>>0]=M;b[(W+4|0)+1>>0]=M>>8;b[(W+4|0)+2>>0]=M>>16;b[(W+4|0)+3>>0]=M>>24;i=i+8|0;if(i>>>0>=N>>>0)break;else g=g+8|0}g=N;c=c+(N-e)|0}else g=e;if(g>>>0<k>>>0)e=g;else break;while(1){b[e>>0]=b[c>>0]|0;e=e+1|0;if(e>>>0>=k>>>0)break;else c=c+1|0}}while(0);if((m+n|0)>>>0>=4294967279){R=m+n|0;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}c=f[O>>2]|0;if(c>>>0>32){V=33;f[a+1720>>2]=1;break a}P=l;Q=k;S=f[(a+12|0)>>2]|0;T=f[(a+8|0)>>2]|0;U=c}f[a+192>>2]=P;f[a+232>>2]=Q;f[a+440>>2]=R;f[a+824>>2]=S;f[a+832>>2]=T;f[a+848>>2]=U;f[a+1296>>2]=k;f[a+1304>>2]=l;f[a+1688>>2]=V}function Xpb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,t=0.0;k=f[a+112>>2]|0;l=f[a+120>>2]|0;j=f[a+320>>2]|0;a:{if(j&255&8|0){c=pOb(180)|0;dQb(c|0,0,180)|0;f[c+128>>2]=-1;f[c+132>>2]=-1;f[(c+136|0)>>2]=0;f[(c+136|0)+4>>2]=0;f[(c+136|0)+8>>2]=0;f[(c+136|0)+12>>2]=0;f[(c+136|0)+16>>2]=0;f[(c+136|0)+20>>2]=0;f[(c+136|0)+24>>2]=0;n[c+164>>2]=1.0;f[c+168>>2]=0;f[c+172>>2]=0;d=f[(l+32|0)>>2]|0;f[(l+32|0)>>2]=c;if(d){lWa(d);sOb(d);c=f[(l+32|0)>>2]|0}if(!(Pnb(k,c)|0)){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}}c=f[(l+36|0)>>2]|0;d=f[(l+40|0)>>2]|0;if((d|0)!=(c|0))f[(l+40|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);if(j&255&16|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;g=b[d>>0]|0;f[k>>2]=d+2|0;e=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(e&255)<<8|g&255|(i&255)<<16|h[(d+3|0)>>0]<<24;b:do if(i|0){if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{o=e+1|0;f[k>>2]=o;m=b[e>>0]|0;q=e+2|0;f[k>>2]=q;o=b[o>>0]|0;d=e+3|0;f[k>>2]=d;e=b[q>>0]|0;f[k>>2]=c;c=(o&255)<<8|m&255|(e&255)<<16|h[d>>0]<<24;f[(a+76|0)>>2]=c;d=f[(l+40|0)>>2]|0;if((d|0)==(f[(l+44|0)>>2]|0))fBa(l+36|0,a+76|0);else{f[d>>2]=c;f[(l+40|0)>>2]=d+4}g=g+1|0;if(g>>>0>=i>>>0)break b;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}c=f[(l+48|0)>>2]|0;d=f[(l+52|0)>>2]|0;if((d|0)!=(c|0))f[(l+52|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);if(j&255&32|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;q=b[d>>0]|0;f[k>>2]=d+2|0;o=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(o&255)<<8|q&255|(i&255)<<16|h[(d+3|0)>>0]<<24;c:do if(i|0){if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{m=e+1|0;f[k>>2]=m;o=b[e>>0]|0;q=e+2|0;f[k>>2]=q;m=b[m>>0]|0;d=e+3|0;f[k>>2]=d;q=b[q>>0]|0;f[k>>2]=c;c=(m&255)<<8|o&255|(q&255)<<16|h[d>>0]<<24;f[(a+76|0)>>2]=c;d=f[(l+52|0)>>2]|0;if((d|0)==(f[(l+56|0)>>2]|0))fBa(l+48|0,a+76|0);else{f[d>>2]=c;f[(l+52|0)>>2]=d+4}g=g+1|0;if(g>>>0>=i>>>0)break c;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}if(f[(l+72|0)>>2]|0){c=f[(l+68|0)>>2]|0;if(c|0)do{q=c;c=f[c>>2]|0;sOb(q)}while((c|0)!=0);f[(l+68|0)>>2]=0;d=f[l+64>>2]|0;if(d|0){c=0;do{f[(f[(l+60|0)>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[(l+72|0)>>2]=0}if(j&255&64|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;q=b[d>>0]|0;f[k>>2]=d+2|0;o=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(o&255)<<8|q&255|(i&255)<<16|h[(d+3|0)>>0]<<24;d:do if(i|0){e:do if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{d=e+1|0;f[k>>2]=d;m=b[e>>0]|0;o=e+2|0;f[k>>2]=o;d=b[d>>0]|0;q=e+3|0;f[k>>2]=q;o=b[o>>0]|0;f[k>>2]=c;f[(a+76|0)>>2]=(d&255)<<8|m&255|(o&255)<<16|h[q>>0]<<24;if(!(Nnb(k,a)|0))break e;c=Wnb(l+60|0,a+76|0)|0;d=a;e=c+64|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));g=g+1|0;if(g>>>0>=i>>>0)break d;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}while(0);c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}c=f[(l+80|0)>>2]|0;d=f[(l+84|0)>>2]|0;if((d|0)!=(c|0))f[(l+84|0)>>2]=d+(~((d+-32-c|0)>>>5)<<5);if(!(j&255&128)){c=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}c=f[k>>2]|0;if((c+4|0)>>>0>(f[(k+4|0)>>2]|0)>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=c+1|0;q=b[c>>0]|0;f[k>>2]=c+2|0;o=b[(c+1|0)>>0]|0;f[k>>2]=c+3|0;e=b[(c+2|0)>>0]|0;f[k>>2]=c+4|0;e=(o&255)<<8|q&255|(e&255)<<16|h[(c+3|0)>>0]<<24;p[a>>3]=0.0;p[(a+8|0)>>3]=1.0;f[(a+16|0)>>2]=0;f[(a+16|0)+4>>2]=0;f[(a+16|0)+8>>2]=0;f[(a+16|0)+12>>2]=0;f:do if(e|0){d=0;while(1){if(!(ynb(k,a+76|0)|0))break;c=f[k>>2]|0;if((c+4|0)>>>0>(f[(k+4|0)>>2]|0)>>>0)break;f[k>>2]=c+1|0;o=b[c>>0]|0;f[k>>2]=c+2|0;m=b[(c+1|0)>>0]|0;f[k>>2]=c+3|0;q=b[(c+2|0)>>0]|0;f[k>>2]=c+4|0;c=(m&255)<<8|o&255|(q&255)<<16|h[(c+3|0)>>0]<<24;t=+n[((a+76|0)+4|0)>>2];r=+n[((a+76|0)+8|0)>>2];p[a>>3]=+n[(a+76|0)>>2];p[(a+8|0)>>3]=t;p[(a+16|0)>>3]=r;p[(a+24|0)>>3]=(f[s>>2]=c,+n[s>>2]);c=f[(l+84|0)>>2]|0;if((c|0)==(f[(l+88|0)>>2]|0))Xnb(l+80|0,a);else{f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];f[c+16>>2]=f[a+16>>2];f[c+20>>2]=f[a+20>>2];f[c+24>>2]=f[a+24>>2];f[c+28>>2]=f[a+28>>2];f[(l+84|0)>>2]=(f[(l+84|0)>>2]|0)+32}d=d+1|0;if(d>>>0>=e>>>0)break f}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0);c=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[a+192>>2]=c}function Ypb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;r=f[a+224>>2]|0;s=f[a+232>>2]|0;q=f[a+608>>2]|0;o=f[a+624>>2]|0;m=f[a+656>>2]|0;t=f[a+2160>>2]|0;v=f[a+2176>>2]|0;w=f[a+2184>>2]|0;a:{do if((o&255)<<8&512|0){c=f[r>>2]|0;d=f[(r+4|0)>>2]|0;if((c+4|0)>>>0>d>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;k=b[c>>0]|0;f[r>>2]=c+2|0;j=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;l=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;f[(s+188|0)>>2]=(j&255)<<8|k&255|(l&255)<<16|h[(c+3|0)>>0]<<24;if((c+8|0)>>>0>d>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}else{f[r>>2]=c+5|0;k=b[(c+4|0)>>0]|0;f[r>>2]=c+6|0;j=b[(c+5|0)>>0]|0;f[r>>2]=c+7|0;l=b[(c+6|0)>>0]|0;f[r>>2]=c+8|0;f[(s+192|0)>>2]=(j&255)<<8|k&255|(l&255)<<16|h[(c+7|0)>>0]<<24;break}}while(0);d=f[(s+224|0)>>2]|0;c=f[(s+228|0)>>2]|0;if((c|0)!=(d|0))do{l=c+-96|0;f[(s+228|0)>>2]=l;kWa(l);c=f[(s+228|0)>>2]|0}while((c|0)!=(d|0));if((o&255)<<8&32768|0){c=f[r>>2]|0;if((c+4|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;i=b[c>>0]|0;f[r>>2]=c+2|0;t=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;g=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;g=(t&255)<<8|i&255|(g&255)<<16|h[(c+3|0)>>0]<<24;i=(a+8|0)+4|0;t=i;w=t+72|0;do{f[t>>2]=0;t=t+4|0}while((t|0)<(w|0));n[((a+8|0)+76|0)>>2]=1.0;f[(a+8|0)+80>>2]=0;f[((a+8|0)+84|0)>>2]=0;f[(a+8|0)+88>>2]=0;b:do if(g|0){e=0;while(1){if(!(Unb(r,a+8|0)|0))break;j=f[(s+228|0)>>2]|0;l=1;if(l){l=0;if(j>>>0<(f[(s+232|0)>>2]|0)>>>0){f[j>>2]=f[(a+8|0)>>2];f[(j+4|0)>>2]=f[i>>2];f[(j+4|0)+4>>2]=f[i+4>>2];f[(j+4|0)+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;k=f[((a+8|0)+16|0)>>2]|0;f[((a+8|0)+16|0)>>2]=0;f[j+16>>2]=k;f[(j+20|0)>>2]=0;f[(j+24|0)>>2]=0;f[j+28>>2]=0;f[(j+20|0)>>2]=f[((a+8|0)+20|0)>>2];f[(j+24|0)>>2]=f[((a+8|0)+24|0)>>2];f[j+28>>2]=f[((a+8|0)+28|0)>>2];f[((a+8|0)+28|0)>>2]=0;f[((a+8|0)+24|0)>>2]=0;f[((a+8|0)+20|0)>>2]=0;k=f[((a+8|0)+32|0)>>2]|0;f[((a+8|0)+32|0)>>2]=0;f[j+32>>2]=k;f[(j+36|0)>>2]=0;f[(j+40|0)>>2]=0;f[j+44>>2]=0;f[(j+36|0)>>2]=f[((a+8|0)+36|0)>>2];f[(j+40|0)>>2]=f[((a+8|0)+40|0)>>2];f[j+44>>2]=f[((a+8|0)+44|0)>>2];f[((a+8|0)+44|0)>>2]=0;f[((a+8|0)+40|0)>>2]=0;f[((a+8|0)+36|0)>>2]=0;f[(j+48|0)>>2]=0;f[(j+52|0)>>2]=0;f[j+56>>2]=0;f[(j+48|0)>>2]=f[((a+8|0)+48|0)>>2];f[(j+52|0)>>2]=f[((a+8|0)+52|0)>>2];f[j+56>>2]=f[((a+8|0)+56|0)>>2];f[((a+8|0)+56|0)>>2]=0;f[((a+8|0)+52|0)>>2]=0;f[((a+8|0)+48|0)>>2]=0;k=f[((a+8|0)+60|0)>>2]|0;f[((a+8|0)+60|0)>>2]=0;d=f[((a+8|0)+64|0)>>2]|0;f[((a+8|0)+64|0)>>2]=0;f[j+60>>2]=k;f[j+64>>2]=d;c=f[((a+8|0)+68|0)>>2]|0;f[(j+68|0)>>2]=c;x=f[((a+8|0)+72|0)>>2]|0;f[j+72>>2]=x;f[j+76>>2]=f[((a+8|0)+76|0)>>2];if(x|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[k+(c<<2)>>2]=j+68|0;f[((a+8|0)+68|0)>>2]=0;f[((a+8|0)+72|0)>>2]=0}f[(j+80|0)>>2]=0;f[(j+84|0)>>2]=0;f[j+88>>2]=0;f[(j+80|0)>>2]=f[((a+8|0)+80|0)>>2];f[(j+84|0)>>2]=f[((a+8|0)+84|0)>>2];f[j+88>>2]=f[((a+8|0)+88|0)>>2];f[((a+8|0)+88|0)>>2]=0;f[((a+8|0)+84|0)>>2]=0;f[((a+8|0)+80|0)>>2]=0;f[j+92>>2]=f[((a+8|0)+92|0)>>2];f[(s+228|0)>>2]=(f[(s+228|0)>>2]|0)+96}else l=1}if(l)if(1)dob(s+224|0,a+8|0);e=e+1|0;if(e>>>0>=g>>>0)break b}kWa(a+8|0);c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);kWa(a+8|0)}j=f[(s+236|0)>>2]|0;c=f[(s+240|0)>>2]|0;if((c|0)!=(j|0))do{f[(s+240|0)>>2]=c+-56;d=f[c+-12>>2]|0;if(d|0){e=c+-8|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}g=c+-36|0;d=f[g>>2]|0;if(d|0){i=c+-32|0;e=f[i>>2]|0;if((e|0)!=(d|0)){do{x=e+-180|0;f[i>>2]=x;lWa(x);e=f[i>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}c=c+-52|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[(s+240|0)>>2]|0}while((c|0)!=(j|0));do if((m&255)<<16&65536|0){c=f[r>>2]|0;if((c+4|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;g=b[c>>0]|0;f[r>>2]=c+2|0;x=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;d=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;d=(x&255)<<8|g&255|(d&255)<<16|h[(c+3|0)>>0]<<24;g=(a+8|0)+4|0;f[((a+8|0)+44|0)>>2]=0;f[((a+8|0)+48|0)>>2]=0;f[(a+8|0)+52>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;do if(!d)e=1;else{c=0;while(1){if(!(Qnb(r,a+8|0)|0)){c=0;break}e=f[(s+240|0)>>2]|0;if((e|0)==(f[(s+244|0)>>2]|0))fob(s+236|0,a+8|0);else{eob(e,a+8|0);f[(s+240|0)>>2]=(f[(s+240|0)>>2]|0)+56}c=c+1|0;if(c>>>0>=d>>>0){c=1;break}}d=f[((a+8|0)+44|0)>>2]|0;if(!d){e=c;break}e=f[((a+8|0)+48|0)>>2]|0;if((e|0)!=(d|0))f[((a+8|0)+48|0)>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d);e=c}while(0);c=f[((a+8|0)+20|0)>>2]|0;if(c|0){d=f[((a+8|0)+24|0)>>2]|0;if((d|0)!=(c|0)){do{x=d+-180|0;f[((a+8|0)+24|0)>>2]=x;lWa(x);d=f[((a+8|0)+24|0)>>2]|0}while((d|0)!=(c|0));c=f[((a+8|0)+20|0)>>2]|0}sOb(c)}if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);if(e)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);p[(s+248|0)>>3]=0.0;do if((o&255)<<8&16384|0){c=f[r>>2]|0;if((c+8|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}else{f[r>>2]=c+1|0;d=h[c>>0]|0;f[r>>2]=c+2|0;y=_Pb(h[(c+1|0)>>0]|0,0,8)|0;l=I;f[r>>2]=c+3|0;e=_Pb(h[(c+2|0)>>0]|0,0,16)|0;l=l|I;f[r>>2]=c+4|0;g=_Pb(h[(c+3|0)>>0]|0,0,24)|0;l=l|I;f[r>>2]=c+5|0;m=h[(c+4|0)>>0]|0;f[r>>2]=c+6|0;i=_Pb(h[(c+5|0)>>0]|0,0,40)|0;o=I;f[r>>2]=c+7|0;j=_Pb(h[(c+6|0)>>0]|0,0,48)|0;x=I;f[r>>2]=c+8|0;k=_Pb(h[(c+7|0)>>0]|0,0,56)|0;f[(s+248|0)>>2]=y|d|e|g|i|j|k;f[(s+248|0)+4>>2]=l|m|o|x|I;break}}while(0);c=f[(s+256|0)>>2]|0;f[(s+256|0)>>2]=0;if(c|0)sOb(c);c:do if(q&16777216|0){do if(znb(r,a+8|0)|0){if(!(znb(r,(a+8|0)+24|0)|0))break;c=pOb(48)|0;t=c;v=a+8|0;w=t+48|0;do{f[t>>2]=f[v>>2];t=t+4|0;v=v+4|0}while((t|0)<(w|0));d=f[(s+256|0)>>2]|0;f[(s+256|0)>>2]=c;if(d|0)sOb(d);break c}while(0);c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);do if(q&134217728|0){if(Enb(r,s+260|0)|0)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);do if(q&268435456|0){if(Inb(r,s+272|0)|0)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);c=1;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[a+488>>2]=c;f[a+2160>>2]=t;f[a+2176>>2]=v;f[a+2184>>2]=w}function Zpb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;M=f[a+224>>2]|0;N=f[a+232>>2]|0;L=f[a+488>>2]|0;E=f[a+608>>2]|0;I=f[a+616>>2]|0;F=f[a+624>>2]|0;K=f[a+656>>2]|0;G=f[a+912>>2]|0;k=f[a+928>>2]|0;H=f[a+1448>>2]|0;m=f[a+1856>>2]|0;O=f[a+2160>>2]|0;P=f[a+2176>>2]|0;Q=f[a+2184>>2]|0;J=f[a+2200>>2]|0;a:{b:do if((K&255)<<16&2097152|0){c=k+4|0;if(c>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}x=k+1|0;f[M>>2]=x;y=b[k>>0]|0;l=k+2|0;f[M>>2]=l;x=b[x>>0]|0;j=k+3|0;f[M>>2]=j;l=b[l>>0]|0;f[M>>2]=c;j=(x&255)<<8|y&255|(l&255)<<16|h[j>>0]<<24;l=k+8|0;if(l>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}e=k+5|0;f[M>>2]=e;c=b[c>>0]|0;i=k+6|0;f[M>>2]=i;e=b[e>>0]|0;g=k+7|0;f[M>>2]=g;i=b[i>>0]|0;f[M>>2]=l;if(j>>>0>8){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}if(!((j|0)!=8?1:((e&255)<<8|c&255|(i&255)<<16|h[g>>0]<<24)>>>0<4)){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}if(!(0==0&(H&8|0)==0)){c=k+12|0;if(c>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}t=k+9|0;f[M>>2]=t;w=b[l>>0]|0;y=k+10|0;f[M>>2]=y;t=b[t>>0]|0;x=k+11|0;f[M>>2]=x;y=b[y>>0]|0;f[M>>2]=c;x=(t&255)<<8|w&255|(y&255)<<16|h[x>>0]<<24;if(x|0){w=0;while(1){f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;y=1;if(y){y=0;if(wnb(M,a+8|0)|0){c=f[M>>2]|0;e=1;if(e){e=0;if((c+4|0)>>>0>(f[(M+4|0)>>2]|0)>>>0)q=1;else e=1}if(e)if(1){f[M>>2]=c+1|0;s=b[c>>0]|0;f[M>>2]=c+2|0;m=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;t=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;t=(m&255)<<8|s&255|(t&255)<<16|h[(c+3|0)>>0]<<24;xOb(a+192|0,a+8|0);f[((a+192|0)+12|0)>>2]=t;s=b[((a+192|0)+11|0)>>0]|0;m=s<<24>>24<0?f[(a+192|0)>>2]|0:a+192|0;q=s<<24>>24<0?f[((a+192|0)+4|0)>>2]|0:s&255;if(q>>>0>3){c=m;i=q;e=q;while(1){r=X(h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24,1540483477)|0;i=(X(r>>>24^r,1540483477)|0)^(X(i,1540483477)|0);e=e+-4|0;if(e>>>0<=3)break;else c=c+4|0}e=(q+-4|0)-((q+-4|0)&-4)|0;g=m+(((q+-4|0)&-4)+4)|0;c=i}else{e=q;g=m;c=q}switch(e|0){case 3:{B=h[g+2>>0]<<16^c;J=22;break}case 2:{B=c;J=22;break}case 1:{C=c;J=23;break}default:D=c}if((J|0)==22){C=h[g+1>>0]<<8^B;J=23}if((J|0)==23){J=0;D=X(C^h[g>>0],1540483477)|0}r=X(D>>>13^D,1540483477)|0;g=f[(N+288|0)>>2]|0;c:do{c=1;if(c){c=0;if(!g){A=0;J=64}else c=1}if(c)if(1){do if(!((g+-1|0)&g))l=(r>>>15^r)&(g+-1|0);else{if((r>>>15^r)>>>0<g>>>0){l=r>>>15^r;break}l=((r>>>15^r)>>>0)%(g>>>0)|0}while(0);c=f[(f[(N+284|0)>>2]|0)+(l<<2)>>2]|0;if(!c){A=l;J=64}else{c=f[c>>2]|0;if(!c){A=l;J=64;break}if(!((g+-1|0)&g)){if(!q)while(1){q=f[c+4>>2]|0;if(!((q|0)==(r>>>15^r|0)|(q&(g+-1|0)|0)==(l|0))){A=l;J=64;break c}q=b[c+8+11>>0]|0;if(!((q<<24>>24<0?f[c+12>>2]|0:q&255)|0)){v=s;break c}c=f[c>>2]|0;if(!c){A=l;J=64;break c}}while(1){k=f[c+4>>2]|0;if(!((k|0)==(r>>>15^r|0)|(k&(g+-1|0)|0)==(l|0))){A=l;J=64;break c}e=c+8|0;k=b[e+11>>0]|0;do if(((k<<24>>24<0?f[c+12>>2]|0:k&255)|0)==(q|0)){i=f[e>>2]|0;if(k<<24>>24<0)if(!(zBb(i,m,q)|0)){v=s;break c}else break;if((b[m>>0]|0)!=(i&255)<<24>>24)break;j=e;e=k&255;i=m;do{e=e+-1|0;j=j+1|0;if(!e){v=s;break c}i=i+1|0}while((b[j>>0]|0)==(b[i>>0]|0))}while(0);c=f[c>>2]|0;if(!c){A=l;J=64;break c}}}if(!q)while(1){e=f[c+4>>2]|0;if((e|0)!=(r>>>15^r|0)){if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(l|0)){A=l;J=64;break c}}q=b[c+8+11>>0]|0;if(!((q<<24>>24<0?f[c+12>>2]|0:q&255)|0)){v=s;break c}c=f[c>>2]|0;if(!c){A=l;J=64;break c}}while(1){e=f[c+4>>2]|0;if((e|0)!=(r>>>15^r|0)){if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(l|0)){A=l;J=64;break c}}e=c+8|0;k=b[e+11>>0]|0;do if(((k<<24>>24<0?f[c+12>>2]|0:k&255)|0)==(q|0)){i=f[e>>2]|0;if(k<<24>>24<0)if(!(zBb(i,m,q)|0)){v=s;break c}else break;if((b[m>>0]|0)!=(i&255)<<24>>24)break;j=e;e=k&255;i=m;do{e=e+-1|0;j=j+1|0;if(!e){v=s;break c}i=i+1|0}while((b[j>>0]|0)==(b[i>>0]|0))}while(0);c=f[c>>2]|0;if(!c){A=l;J=64;break}}}}}while(0);if((J|0)==64){J=0;i=pOb(24)|0;f[(i+8|0)>>2]=f[(a+192|0)>>2];f[(i+8|0)+4>>2]=f[(a+192|0)+4>>2];f[(i+8|0)+8>>2]=f[(a+192|0)+8>>2];f[(a+192|0)>>2]=0;f[(a+192|0)+4>>2]=0;f[(a+192|0)+8>>2]=0;f[i+20>>2]=t;f[i+4>>2]=r>>>15^r;f[i>>2]=0;o=+(((f[(N+296|0)>>2]|0)+1|0)>>>0);p=+n[(N+300|0)>>2];do if((g|0)==0|p*+(g>>>0)<o){c=~~+W(+(o/p))>>>0;$nb(N+284|0,(g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1)>>>0<c>>>0?c:g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1);c=f[(N+288|0)>>2]|0;if(!((c+-1|0)&c)){g=c;c=(c+-1|0)&(r>>>15^r);break}if((r>>>15^r)>>>0<c>>>0){g=c;c=r>>>15^r;break}g=c;c=((r>>>15^r)>>>0)%(c>>>0)|0}else c=A;while(0);c=(f[(N+284|0)>>2]|0)+(c<<2)|0;e=f[c>>2]|0;do if(!e){f[i>>2]=f[(N+292|0)>>2];f[(N+292|0)>>2]=i;f[c>>2]=N+292|0;c=f[i>>2]|0;if(!c)break;c=f[c+4>>2]|0;e=g+-1|0;do if(!(e&g))c=c&e;else{if(c>>>0<g>>>0)break;c=(c>>>0)%(g>>>0)|0}while(0);z=(f[(N+284|0)>>2]|0)+(c<<2)|0;J=77}else{f[i>>2]=f[e>>2];z=e;J=77}while(0);if((J|0)==77){J=0;f[z>>2]=i}f[(N+296|0)>>2]=(f[(N+296|0)>>2]|0)+1;v=b[((a+192|0)+11|0)>>0]|0}if(v<<24>>24<0)sOb(f[(a+192|0)>>2]|0);q=0}}else y=1}if(y)if(1)q=1;if((b[((a+8|0)+11|0)>>0]|0)<0)sOb(f[(a+8|0)>>2]|0);w=w+1|0;if(q|0){L=0;break}if(w>>>0>=x>>>0)break b}u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}}while(0);f[a>>2]=G|((F&255)<<8|I&255|(K&255)<<16|E);f[a+4>>2]=H;f[(a+8|0)>>2]=f[a>>2];f[(a+8|0)+4>>2]=f[a+4>>2];if(!(Onb(M,a+8|0,N)|0)){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[(N+168|0)>>2]=0;do if((K&255)<<16&4194304|0){c=f[M>>2]|0;if((c+1|0)>>>0>(f[(M+4|0)>>2]|0)>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;c=h[c>>0]|0;f[(N+168|0)>>2]=c;if(!(b[M+36>>0]|0)){if((c&6|0)!=6)break}else if(!((c&6|0)==6?(f[M+8>>2]|0)>>>0<2:0))break;f[(N+168|0)>>2]=c&217|32}while(0);c=f[(N+172|0)>>2]|0;e=f[(N+176|0)>>2]|0;if((e|0)!=(c|0))f[(N+176|0)>>2]=e+(~((e+-4-c|0)>>>2)<<2);if(I&255&16|0){e=f[M>>2]|0;c=f[(M+4|0)>>2]|0;if((e+4|0)>>>0>c>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=e+1|0;H=b[e>>0]|0;f[M>>2]=e+2|0;G=b[(e+1|0)>>0]|0;f[M>>2]=e+3|0;j=b[(e+2|0)>>0]|0;f[M>>2]=e+4|0;j=(G&255)<<8|H&255|(j&255)<<16|h[(e+3|0)>>0]<<24;f[(a+8|0)>>2]=0;d:do if(j|0){if((e+8|0)>>>0<=c>>>0){i=0;g=e+4|0;c=e+8|0;do{F=g+1|0;f[M>>2]=F;G=b[g>>0]|0;H=g+2|0;f[M>>2]=H;F=b[F>>0]|0;e=g+3|0;f[M>>2]=e;H=b[H>>0]|0;f[M>>2]=c;c=(F&255)<<8|G&255|(H&255)<<16|h[e>>0]<<24;f[(a+8|0)>>2]=c;e=f[(N+176|0)>>2]|0;if((e|0)==(f[(N+180|0)>>2]|0))aob(N+172|0,a+8|0);else{f[e>>2]=c;f[(N+176|0)>>2]=e+4}i=i+1|0;if(i>>>0>=j>>>0)break d;g=f[M>>2]|0;c=g+4|0}while(c>>>0<=(f[(M+4|0)>>2]|0)>>>0)}L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}while(0)}f[(N+184|0)>>2]=-1;f[(N+196|0)>>2]=-1;f[(N+200|0)>>2]=-1;do if(I&255&32|0){c=f[M>>2]|0;e=f[(M+4|0)>>2]|0;if((c+4|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;G=b[c>>0]|0;f[M>>2]=c+2|0;F=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;H=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;f[(N+184|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+3|0)>>0]<<24;if(I&255&64|0){if((c+8|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+5|0;G=b[(c+4|0)>>0]|0;f[M>>2]=c+6|0;F=b[(c+5|0)>>0]|0;f[M>>2]=c+7|0;H=b[(c+6|0)>>0]|0;f[M>>2]=c+8|0;f[(N+196|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+7|0)>>0]<<24;if((c+12|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}else{f[M>>2]=c+9|0;G=b[(c+8|0)>>0]|0;f[M>>2]=c+10|0;F=b[(c+9|0)>>0]|0;f[M>>2]=c+11|0;H=b[(c+10|0)>>0]|0;f[M>>2]=c+12|0;f[(N+200|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+11|0)>>0]<<24;break}}}while(0);e=f[(N+212|0)>>2]|0;c=f[(N+216|0)>>2]|0;if((c|0)!=(e|0))do{H=c+-180|0;f[(N+216|0)>>2]=H;lWa(H);c=f[(N+216|0)>>2]|0}while((c|0)!=(e|0));if(I&255&128|0){c=f[M>>2]|0;if((c+4|0)>>>0>(f[(M+4|0)>>2]|0)>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;j=b[c>>0]|0;f[M>>2]=c+2|0;k=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;e=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;e=(k&255)<<8|j&255|(e&255)<<16|h[(c+3|0)>>0]<<24;j=(a+8|0)+8|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[(a+8|0)+84>>2]=0;k=(a+8|0)+92|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[(a+8|0)+108>>2]=0;l=(a+8|0)+116|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[((a+8|0)+128|0)>>2]=-1;f[(a+8|0)+132>>2]=-1;m=(a+8|0)+136|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;n[(a+8|0)+164>>2]=1.0;f[(a+8|0)+168>>2]=0;f[(a+8|0)+172>>2]=0;if(!e)c=1;else{c=0;while(1){if(!(Pnb(M,a+8|0)|0)){c=0;break}g=f[(N+216|0)>>2]|0;if((g|0)==(f[(N+220|0)>>2]|0))cob(N+212|0,a+8|0);else{O=f[(a+8|0)+4>>2]|0;f[g>>2]=f[(a+8|0)>>2];f[g+4>>2]=O;xOb(g+8|0,j);O=g+20|0;P=(a+8|0)+20|0;Q=O+68|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));f[g+88>>2]=f[((a+8|0)+88|0)>>2];xOb(g+92|0,k);f[(g+104|0)>>2]=f[((a+8|0)+104|0)>>2];f[(g+104|0)+4>>2]=f[((a+8|0)+104|0)+4>>2];d[(g+104|0)+8>>1]=d[((a+8|0)+104|0)+8>>1]|0;xOb(g+116|0,l);I=f[((a+8|0)+128|0)+4>>2]|0;f[(g+128|0)>>2]=f[((a+8|0)+128|0)>>2];f[(g+128|0)+4>>2]=I;xOb(g+136|0,m);bob(g+148|0,(a+8|0)+148|0);f[(g+168|0)>>2]=f[((a+8|0)+168|0)>>2];f[(g+168|0)+4>>2]=f[((a+8|0)+168|0)+4>>2];f[(g+168|0)+8>>2]=f[((a+8|0)+168|0)+8>>2];f[(N+216|0)>>2]=(f[(N+216|0)>>2]|0)+180}c=c+1|0;if(c>>>0>=e>>>0){c=1;break}}e=f[(a+8|0)+156>>2]|0;if(e)do{g=e;e=f[e>>2]|0;i=f[g+16>>2]|0;if(i|0){if((f[(g+20|0)>>2]|0)!=(i|0))f[(g+20|0)>>2]=i;sOb(i)}sOb(g)}while((e|0)!=0)}e=f[((a+8|0)+148|0)>>2]|0;f[((a+8|0)+148|0)>>2]=0;if(e|0)sOb(e);if((b[m+11>>0]|0)<0)sOb(f[m>>2]|0);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if(!c){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}f[(N+204|0)>>2]=-1;f[(N+208|0)>>2]=-1;if((K&255)<<16&524288|0){c=f[M>>2]|0;e=f[(M+4|0)>>2]|0;if((c+4|0)>>>0<=e>>>0){f[M>>2]=c+1|0;I=b[c>>0]|0;f[M>>2]=c+2|0;H=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;K=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;f[(N+208|0)>>2]=(H&255)<<8|I&255|(K&255)<<16|h[(c+3|0)>>0]<<24;if((c+8|0)>>>0<=e>>>0){f[M>>2]=c+5|0;K=b[(c+4|0)>>0]|0;f[M>>2]=c+6|0;I=b[(c+5|0)>>0]|0;f[M>>2]=c+7|0;L=b[(c+6|0)>>0]|0;f[M>>2]=c+8|0;f[(N+204|0)>>2]=(I&255)<<8|K&255|(L&255)<<16|h[(c+7|0)>>0]<<24;L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}}f[(N+188|0)>>2]=-1;f[(N+192|0)>>2]=-1}f[a+488>>2]=L;f[a+2160>>2]=O;f[a+2176>>2]=P;f[a+2184>>2]=Q;f[a+2200>>2]=J}function _pb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=f[a+336>>2]|0;k=f[a+400>>2]|0;l=f[a+408>>2]|0;m=f[a+528>>2]|0;o=f[a+2496>>2]|0;j=f[a+2816>>2]|0;p=f[a+2944>>2]|0;q=f[a+3176>>2]|0;r=f[a+3208>>2]|0;i=f[a+3216>>2]|0;a:{if(r){r=0;switch(i|0){case 85:{if(j>>>0<8){q=306;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<(c+11&-4)>>>0){m=c+11&-4;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;do if(!d)Fh[f[(f[o>>2]|0)+36>>2]&255](o,0,p+8|0,c);else{if((c|0)==27?(b[(f[d+4>>2]|0)+164>>0]&8)==0:0)if(!(oAb(p+8|0,240214)|0))break;Fh[f[(f[o>>2]|0)+36>>2]&255](o,0,p+8|0,c)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+11&-4);k=l;break}case 117:{if(j>>>0<12){q=316;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+8>>2]|0;if(j>>>0<(c+15&-4)>>>0){m=c+15&-4;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;do if(!d)Fh[f[(f[o>>2]|0)+36>>2]&255](o,f[p+4>>2]|0,p+12|0,c);else{e=f[p+4>>2]|0;if((c|0)==27?(b[(f[d+4>>2]|0)+164>>0]&8)==0:0)if(!(oAb(p+12|0,240214)|0))break;Fh[f[(f[o>>2]|0)+36>>2]&255](o,e,p+12|0,c)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+15&-4);k=l;break}case 112:{if(j>>>0<12){q=326;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<((c*24|0)+12|0)>>>0){m=(c*24|0)+12|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[p+8>>2]|0;Lh[f[(f[o>>2]|0)+40>>2]&255](o,c,(h&1|0)!=0,(h&2|0)!=0,p+12|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((c*24|0)+12|0);k=l;break}case 109:{if(j>>>0<16){q=331;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}e=f[(f[o>>2]|0)+48>>2]|0;c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(d){h=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(h+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](o,c,f[p+8>>2]|0,f[p+12>>2]|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+16;k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 48:{if(j>>>0<16){q=337;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}e=f[(f[o>>2]|0)+52>>2]|0;c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(d){h=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(h+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](o,c,f[p+8>>2]|0,f[p+12>>2]|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+16;k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 101:{if(j>>>0<20){q=343;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[(p+8|0)>>2]|0;if(j>>>0<((h<<2)+20|0)>>>0){m=(h<<2)+20|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}g=f[(p+12|0)>>2]|0;b:do if((g|0)<67108875){switch(g|0){case 67108873:break;default:{q=355;break b}}c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(!d){Lh[f[(f[o>>2]|0)+68>>2]&255](o,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0);break}else{Fob(f[d+4>>2]|0,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0,o);break}}else if((g|0)<268435467){switch(g|0){case 67108875:break;default:{q=355;break b}}c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(!d){Lh[f[(f[o>>2]|0)+64>>2]&255](o,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0);break}else{Eob(f[d+4>>2]|0,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0,o);break}}else{switch(g|0){case 268435467:break;default:{q=355;break b}}c=f[p+4>>2]|0;e=f[(f[o>>2]|0)+72>>2]|0;d=f[(n+112|0)>>2]|0;if(!d)d=h;else{d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;d=f[(p+8|0)>>2]|0}Lh[e&255](o,c,d,p+20|0,f[p+16>>2]|0);break}while(0);do if((q|0)==355){q=0;c=f[p+4>>2]|0;if(g&268435456|0){Lh[f[(f[o>>2]|0)+56>>2]&255](o,c,h,p+20|0,g);break}d=f[(n+112|0)>>2]|0;if(!d){e=h;d=g}else{e=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(e+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;e=f[(p+8|0)>>2]|0;d=f[(p+12|0)>>2]|0}Lh[f[(f[o>>2]|0)+56>>2]&255](o,c,e,p+20|0,d)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((h<<2)+20|0);k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 51:{if(j>>>0<20){q=363;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[(n+112|0)>>2]|0;do if(!c)Lh[f[(f[o>>2]|0)+60>>2]&255](o,f[p+4>>2]|0,f[p+8>>2]|0,f[p+12>>2]|0,f[p+16>>2]|0);else{c=f[c+4>>2]|0;if((f[(p+16|0)>>2]|0)!=3){g=f[(f[o>>2]|0)+60>>2]|0;f[(a+8|0)>>2]=f[p+4>>2];h=(pob(c+80|0,a+8|0)|0)+12|0;Lh[g&255](o,f[h>>2]|0,f[p+8>>2]|0,f[p+12>>2]|0,f[(p+16|0)>>2]|0);break}f[c+160>>2]=f[p+8>>2];d=b[(c+164|0)>>0]|0;if(d<<24>>24>-1){b[(c+164|0)>>0]=d|-128;Fh[f[(f[o>>2]|0)+36>>2]&255](o,f[c+76>>2]|0,240214,27)}}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+20;k=l;break}case 68:{if(j>>>0<8){q=373;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<(c+8|0)>>>0){m=c+8|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;if(!d)xh[f[(f[o>>2]|0)+76>>2]&127](o,p+8|0,c);else Gob(f[d+4>>2]|0,p,o);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+8|0);k=l;break}case 65:{if(j>>>0<16){q=381;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[(p+12|0)>>2]|0;if(j>>>0<((h<<2)+16|0)>>>0){m=(h<<2)+16|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}if(!(f[p+8>>2]|0)){e=f[(f[o>>2]|0)+80>>2]|0;c=f[(n+108|0)>>2]|0;d=f[(n+112|0)>>2]|0;if(!d)d=h;else{d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;d=f[(p+12|0)>>2]|0}Lh[e&255](o,c,f[p+4>>2]|0,p+16|0,d)}else{g=f[(f[o>>2]|0)+84>>2]|0;d=f[(n+108|0)>>2]|0;c=f[(n+112|0)>>2]|0;if(!c){e=h;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(p+12|0)>>2]|0;c=f[c>>2]|0}Lh[g&255](o,c,f[p+4>>2]|0,p+16|0,(e>>>0)/3|0)}if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((h<<2)+16|0);k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 52:{if(j>>>0<12){q=393;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[(p+4|0)>>2]|0;f[(p+4|0)>>2]=c&2147483647;switch(c&2147483647|0){case 1:{xh[f[(f[o>>2]|0)+160>>2]&127](o,f[p+8>>2]|0,(c|0)<0);break}case 2:{xh[f[(f[o>>2]|0)+164>>2]&127](o,f[p+8>>2]|0,(c|0)<0);break}case 3:{oh[f[(f[o>>2]|0)+172>>2]&1023](o,f[p+8>>2]|0);break}case 4:{oh[f[(f[o>>2]|0)+176>>2]&1023](o,f[p+8>>2]|0);break}default:{}}if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+12;k=l;break}case 53:{if(j>>>0<16){q=402;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<((c<<3)+16|0)>>>0){m=(c<<3)+16|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}Lh[f[(f[o>>2]|0)+168>>2]&255](o,f[p+8>>2]|0,p+16|0,c,(b[p+12>>0]|0)!=0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((c<<3)+16|0);k=l;break}default:{q=406;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}}}}f[a+400>>2]=k;f[a+528>>2]=m;f[a+3176>>2]=q;f[a+3208>>2]=r}function $pb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;F=f[a+336>>2]|0;C=f[a+360>>2]|0;w=f[a+400>>2]|0;u=f[a+408>>2]|0;A=f[a+472>>2]|0;D=f[a+528>>2]|0;E=f[a+560>>2]|0;G=f[a+864>>2]|0;H=f[a+1040>>2]|0;I=f[a+1136>>2]|0;B=f[a+1176>>2]|0;v=f[a+2496>>2]|0;y=f[a+2800>>2]|0;z=f[a+2816>>2]|0;x=f[a+2944>>2]|0;J=f[a+2968>>2]|0;K=f[a+2976>>2]|0;L=f[a+2984>>2]|0;M=f[a+3072>>2]|0;N=f[a+3176>>2]|0;O=f[a+3208>>2]|0;t=f[a+3216>>2]|0;a:{if(O){O=0;switch(t|0){case 69:{if(z>>>0<28){N=212;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}c=f[(x+24|0)>>2]|0;C=(c|0)==-1?28:c+31&-4;if(C>>>0>z>>>0){N=214;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}e=f[(f[v>>2]|0)+152>>2]|0;b=f[(F+108|0)>>2]|0;d=f[(F+112|0)>>2]|0;if(d){c=f[d+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;c=f[(x+24|0)>>2]|0;b=f[b>>2]|0}i=f[x+12>>2]|0;Zh[e&7](v,b,f[x+4>>2]|0,f[x+8>>2]|0,i&2147483647,f[x+16>>2]|0,f[x+20>>2]|0,(c|0)==-1?0:x+28|0,(i|0)<0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+C;w=u;break}case 103:{if(z>>>0<12){N=220;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+156>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(c){i=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(i+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Fh[d&255](v,b,f[x+4>>2]|0,f[x+8>>2]|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+12;w=u;break}case 78:{if(z>>>0<8){N=226;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}w=f[x+4>>2]|0;f[(F+104|0)>>2]=f[x>>2];f[(F+104|0)+4>>2]=w;f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+8;w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 82:{if(z>>>0<44){N=229;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}J=f[(x+24|0)>>2]|0;K=f[(x+28|0)>>2]|0;L=f[(x+32|0)>>2]|0;if((((K+J+L|0)*12|0)+44|0)>>>0>z>>>0){N=231;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}g=f[(f[v>>2]|0)+136>>2]|0;c=f[(F+108|0)>>2]|0;b=f[(F+112|0)>>2]|0;if(!b){d=J;e=K;b=L}else{d=f[b+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;d=f[(x+24|0)>>2]|0;e=f[(x+28|0)>>2]|0;c=f[c>>2]|0;b=f[(x+32|0)>>2]|0}i=(x+44|0)+(d*12|0)|0;bi[g&7](v,c,f[x+4>>2]|0,f[x+8>>2]|0,f[x+12>>2]|0,f[x+16>>2]|0,f[x+20>>2]|0,x+44|0,d,i,e,i+(e*12|0)|0,b);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+(((K+J+L|0)*12|0)+44|0);w=u;break}case 114:{if(z>>>0<12){N=237;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}M=f[(x+8|0)>>2]|0;if((M+12|0)>>>0>z>>>0){N=239;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+140>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)c=M;else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0;c=f[(x+8|0)>>2]|0}Lh[d&255](v,b,f[x+4>>2]|0,x+12|0,c);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+(M+12|0);w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 81:{if(z>>>0<40){N=245;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(x+8|0)>>2]|0;e=f[(x+12|0)>>2]|0;b=f[(x+16|0)>>2]|0;G=d&268435456|0?24:12;G=d&536870912|0?G+8|0:G;i=(f[(x+20|0)>>2]|0)+b+(f[(x+24|0)>>2]|0)|0;G=((i&1)+i<<1)+40+(X(d&1073741824|0?G+4|0:G,e)|0)+(((f[(x+32|0)>>2]|0)+(f[(x+28|0)>>2]|0)+(f[(x+36|0)>>2]|0)|0)*12|0)|0;if(G>>>0>z>>>0){N=247;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}i=f[(f[v>>2]|0)+132>>2]|0;g=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)h=e;else{b=f[c+4>>2]|0;f[(a+8|0)>>2]=g;g=(pob(b+80|0,a+8|0)|0)+12|0;b=f[(x+16|0)>>2]|0;d=f[(x+8|0)>>2]|0;h=f[(x+12|0)>>2]|0;g=f[g>>2]|0}c=f[x+4>>2]|0;e=f[(x+20|0)>>2]|0;if(!(b|e))if(!(f[(x+24|0)>>2]|0)){j=0;k=d&268435456;l=d&536870912;m=d&1073741824;o=0;p=0}else{n=0;N=253}else{n=e;N=253}if((N|0)==253){N=0;k=d&268435456;j=k|0?24:12;l=d&536870912;j=l|0?j+8|0:j;m=d&1073741824;j=(x+40|0)+(X(m|0?j+4|0:j,h)|0)|0;o=n;p=f[(x+24|0)>>2]|0}n=k|0?24:12;n=l|0?n+8|0:n;l=o+b+p|0;l=(x+40|0)+(X(m|0?n+4|0:n,h)|0)+((l&1)+l<<1)|0;m=f[(x+28|0)>>2]|0;n=f[(x+32|0)>>2]|0;fi[i&7](v,g,c,d,x+40|0,h,j,b,o,p,l,m,l+(m*12|0)|0,n,(l+(m*12|0)|0)+(n*12|0)|0,f[(x+36|0)>>2]|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+G;w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 111:{if(z>>>0<16){N=257;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}H=f[x+4>>2]|0;if(H>>>0>z>>>0){N=259;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}f[(a+296|0)>>2]=(f[(F+100|0)>>2]|0)+16;e=pOb(56)|0;f[e+40>>2]=0;f[e+44>>2]=0;f[e+48>>2]=0;if(Cob(F,e,y,a+296|0,u)|0){d=f[(f[v>>2]|0)+144>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(c){p=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(p+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}c=Vg[d&31](v,b,e,f[x+8>>2]|0,f[x+12>>2]|0)|0;if(!(f[(F+96|0)>>2]|0))b=9;else{f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+H;b=0}if(c)q=b;else{r=b;s=c?0:e;N=267}}else{Fh[f[(f[v>>2]|0)+36>>2]&255](v,0,240126,45);r=9;s=e;N=267}if((N|0)==267){N=0;b=s+40|0;c=f[b>>2]|0;if(c|0){Dob(b,c);sOb(f[b>>2]|0)}sOb(s);q=r}if(!q)w=u;else{E=q;N=407}break}default:O=1}}if(O){O=0;switch(t|0){case 90:{if(z>>>0<16){N=272;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}I=(f[x+8>>2]|0)+19&-4;if(I>>>0>z>>>0){N=274;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}mOb(F+16|0);b=f[(F+8|0)>>2]|0;if((f[(F+4|0)>>2]|0)==(b|0)){nOb(F+16|0);A=pOb(12)|0;B=pOb(16384)|0;f[A>>2]=B;f[A+4>>2]=B;f[A+8>>2]=B+16384}else{A=f[(b+-4|0)>>2]|0;f[(F+8|0)>>2]=b+-4|0;nOb(F+16|0)}B=tob(x,A)|0;if((B|0)>=0){N=291;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}b=(f[(F+100|0)>>2]|0)-B|0;f[(F+100|0)>>2]=b;if(B+z|0|0){c=A+4|0;e=f[c>>2]|0;g=f[A>>2]|0;d=(e-g|0)+(B+z|0)|0;if(d>>>0>(e-g|0)>>>0){AWa(A,B+z|0);c=f[A>>2]|0;b=f[(F+100|0)>>2]|0}else if(d>>>0<(e-g|0)>>>0)if((g+d|0|0)==(e|0))c=g;else{f[c>>2]=g+d|0;c=g}else c=g;bQb(c+(e-g|0)|0,(f[y>>2]|0)+b|0,B+z|0|0)|0}f[(F+100|0)>>2]=0;c=f[(F+96|0)>>2]|0;b=f[c>>2]|0;if((f[(c+4|0)>>2]|0)!=(b|0))f[(c+4|0)>>2]=b;f[(a+8|0)>>2]=c;b=f[(F+8|0)>>2]|0;if((b|0)==(f[(F+12|0)>>2]|0))vob(F+4|0,a+8|0);else{f[b>>2]=c;f[(F+8|0)>>2]=(f[(F+8|0)>>2]|0)+4}f[(F+96|0)>>2]=A;w=(f[A+4>>2]|0)-(f[A>>2]|0)|0;break}case 71:{if(z>>>0<12){N=299;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}e=f[(x+8|0)>>2]|0;if(z>>>0<((e<<2)+12|0)>>>0){D=(e<<2)+12|0;N=417;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+44>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)c=e;else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0;c=f[(x+8|0)>>2]|0}Lh[d&255](v,b,f[x+4>>2]|0,c,x+12|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+((e<<2)+12|0);w=u;break}default:O=1}}}f[a+360>>2]=C;f[a+400>>2]=w;f[a+472>>2]=A;f[a+528>>2]=D;f[a+560>>2]=E;f[a+864>>2]=G;f[a+1040>>2]=H;f[a+1136>>2]=I;f[a+1176>>2]=B;f[a+2968>>2]=J;f[a+2976>>2]=K;f[a+2984>>2]=L;f[a+3072>>2]=M;f[a+3176>>2]=N;f[a+3208>>2]=O}function aqb(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;s=f[a+336>>2]|0;p=f[a+400>>2]|0;q=f[a+408>>2]|0;r=f[a+560>>2]|0;t=f[a+2264>>2]|0;u=f[a+2488>>2]|0;v=f[a+2496>>2]|0;l=f[a+2688>>2]|0;m=f[a+2816>>2]|0;w=f[a+2944>>2]|0;x=f[a+3176>>2]|0;y=f[a+3208>>2]|0;o=f[a+3216>>2]|0;a:{if(y){y=0;switch(o|0){case 121:{if(m>>>0<16){x=105;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}t=f[w+8>>2]|0;if(t>>>0>m>>>0){x=107;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}f[(a+296|0)>>2]=0;f[l>>2]=0;f[((a+296|0)+8|0)>>2]=0;yob(a+296|0,f[(w+12|0)>>2]|0);if(f[(w+12|0)>>2]|0){i=w+16|0;j=0;while(1){k=(f[i>>2]<<2)+12|0;f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;f[(a+8|0)+12>>2]=0;f[(a+8|0)+16>>2]=0;b=f[l>>2]|0;if(b>>>0<(f[((a+296|0)+8|0)>>2]|0)>>>0){f[b>>2]=0;f[(b+4|0)>>2]=0;f[b+8>>2]=0;f[b>>2]=f[(a+8|0)>>2];f[(b+4|0)>>2]=f[((a+8|0)+4|0)>>2];f[b+8>>2]=f[((a+8|0)+8|0)>>2];f[((a+8|0)+8|0)>>2]=0;f[((a+8|0)+4|0)>>2]=0;f[(a+8|0)>>2]=0;h=f[((a+8|0)+12|0)+4>>2]|0;f[(b+12|0)>>2]=f[((a+8|0)+12|0)>>2];f[(b+12|0)+4>>2]=h;f[l>>2]=b+20}else{zob(a+296|0,a+8|0);b=f[(a+8|0)>>2]|0;if(b|0){c=f[((a+8|0)+4|0)>>2]|0;if((c|0)!=(b|0))f[((a+8|0)+4|0)>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}}h=f[l>>2]|0;f[h+-4>>2]=f[i+8>>2];f[h+-8>>2]=f[i+4>>2];b=f[i>>2]|0;c=f[(h+-20|0)>>2]|0;if((f[(h+-12|0)>>2]|0)-c>>2>>>0<b>>>0){if(b>>>0>1073741823){x=121;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=(f[(h+-16|0)>>2]|0)-c|0;g=pOb(b<<2)|0;if((e|0)>0)bQb(g|0,c|0,e|0)|0;f[(h+-20|0)>>2]=g;f[(h+-16|0)>>2]=g+(e>>2<<2);f[(h+-12|0)>>2]=g+(b<<2);if(c|0)sOb(c)}if(f[i>>2]|0){b=i+12|0;c=0;while(1){e=f[(h+-16|0)>>2]|0;if((e|0)==(f[(h+-12|0)>>2]|0))fBa(h+-20|0,b);else{f[e>>2]=f[b>>2];f[(h+-16|0)>>2]=e+4}c=c+1|0;if(c>>>0>=(f[i>>2]|0)>>>0)break;else b=b+4|0}}j=j+1|0;if(j>>>0>=(f[(w+12|0)>>2]|0)>>>0)break;else i=i+k|0}}e=f[(f[v>>2]|0)+96>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){k=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(k+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Fh[e&255](v,b,f[w+4>>2]|0,a+296|0);if(!(f[(s+96|0)>>2]|0))h=9;else{f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+t;h=0}b=f[(a+296|0)>>2]|0;if(b|0){c=f[l>>2]|0;if((c|0)!=(b|0)){do{e=c+-20|0;f[l>>2]=e;g=f[e>>2]|0;if(!g)c=e;else{c=c+-16|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g);c=f[l>>2]|0}}while((c|0)!=(b|0));b=f[(a+296|0)>>2]|0}sOb(b)}if(!h)p=q;else{r=h;x=407}break}default:y=1}}if(y){y=0;switch(o|0){case 80:{if(m>>>0<24){x=145;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}u=f[w+20>>2]|0;if(((u<<2)+24|0)>>>0>m>>>0){x=147;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}kh[f[(f[v>>2]|0)+24>>2]&3](v,+n[w+8>>2],+n[w+12>>2],+n[w+16>>2],(u|0)==0?0:w+24|0,u,f[w+4>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+((u<<2)+24|0);p=q;break}case 66:{if(m>>>0<32){x=151;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Lh[f[(f[v>>2]|0)+28>>2]&255](v,f[(s+108|0)>>2]|0,w+4|0,w+16|0,f[w+28>>2]|0);else{b=f[b+4>>2]|0;d=+n[w+4>>2];if(d<+n[(b+132|0)>>2])n[(b+132|0)>>2]=d;d=+n[w+16>>2];if(d>+n[(b+144|0)>>2])n[(b+144|0)>>2]=d;d=+n[w+8>>2];if(d<+n[(b+136|0)>>2])n[(b+136|0)>>2]=d;d=+n[w+20>>2];if(d>+n[(b+148|0)>>2])n[(b+148|0)>>2]=d;d=+n[w+12>>2];if(d<+n[(b+140|0)>>2])n[(b+140|0)>>2]=d;d=+n[w+24>>2];if(d>+n[(b+152|0)>>2])n[(b+152|0)>>2]=d;l=(f[(b+156|0)>>2]|0)+(f[w+28>>2]|0)|0;f[(b+156|0)>>2]=l;Lh[f[(f[v>>2]|0)+28>>2]&255](v,f[b+24>>2]|0,b+132|0,b+144|0,l)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+32;p=q;break}case 98:{if(m>>>0<36){x=170;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}Lh[f[(f[v>>2]|0)+32>>2]&255](v,w+4|0,w+16|0,f[w+28>>2]|0,f[w+32>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+36;p=q;break}default:y=1}}if(y){y=0;switch(o|0){case 77:{if(m>>>0<68){x=174;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+124>>2]|0;b=f[w+4>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(l+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}bi[e&7](v,b,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,f[w+20>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,w+44|0,w+56|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+68;p=q;break}case 73:{if(m>>>0<72){x=180;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+112>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(l+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}fi[e&7](v,b,f[w+8>>2]|0,f[(w+16|0)>>2]|0,f[(w+16|0)+4>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,f[w+44>>2]|0,f[w+48>>2]|0,f[w+52>>2]|0,f[w+56>>2]|0,f[w+60>>2]|0,f[w+64>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+72;p=q;break}case 118:{if(m>>>0<48){x=186;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[w+4>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(Aob((pob(l+80|0,l+20|0)|0)+40|0,a+8|0)|0)+12|0;b=f[b>>2]|0}ai[f[(f[v>>2]|0)+116>>2]&7](v,b,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,f[w+20>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,f[w+44>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+48;p=q;break}default:y=1}}if(y){y=0;switch(o|0){case 105:{if(m>>>0<16){x=192;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Th[f[(f[v>>2]|0)+148>>2]&127](v,0,f[w+4>>2]|0,f[w+8>>2]|0,f[w+12>>2]|0,0);else{o=f[b+4>>2]|0;f[(a+284|0)>>2]=f[w+4>>2];f[(a+280|0)>>2]=f[w+8>>2];f[(a+276|0)>>2]=f[w+12>>2];f[(a+292|0)>>2]=f[(a+284|0)>>2];f[(a+296|0)>>2]=f[(a+280|0)>>2];f[(a+8|0)>>2]=f[(a+276|0)>>2];Bob(o,v,0,a+292|0,a+296|0,a+8|0,0)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+16;p=q;break}case 120:{if(m>>>0<24){x=199;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Th[f[(f[v>>2]|0)+148>>2]&127](v,f[w+4>>2]|0,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,(f[w+20>>2]|0)!=0);else{m=f[b+4>>2]|0;o=f[w+4>>2]|0;f[(a+272|0)>>2]=f[w+8>>2];f[(a+268|0)>>2]=f[w+12>>2];f[(a+264|0)>>2]=f[w+16>>2];w=(f[w+20>>2]|0)!=0;f[(a+292|0)>>2]=f[(a+272|0)>>2];f[(a+296|0)>>2]=f[(a+268|0)>>2];f[(a+8|0)>>2]=f[(a+264|0)>>2];Bob(m,v,o,a+292|0,a+296|0,a+8|0,w)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+24;p=q;break}case 54:{if(m>>>0<28){x=206;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+120>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){o=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(o+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Ah[e&3](v,b,f[w+4>>2]|0,+n[w+8>>2],+n[w+12>>2],+n[w+16>>2],+n[w+20>>2],f[w+24>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+28;p=q;break}default:y=1}}}f[a+400>>2]=p;f[a+560>>2]=r;f[a+2264>>2]=t;f[a+2488>>2]=u;f[a+3176>>2]=x;f[a+3208>>2]=y}function bqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0,ba=0,ca=0,da=0;u=f[a+336>>2]|0;o=f[a+360>>2]|0;q=f[a+408>>2]|0;r=f[a+472>>2]|0;s=f[a+528>>2]|0;v=f[a+864>>2]|0;w=f[a+1040>>2]|0;x=f[a+1136>>2]|0;y=f[a+1176>>2]|0;z=f[a+1512>>2]|0;A=f[a+1864>>2]|0;B=f[a+1872>>2]|0;C=f[a+2088>>2]|0;E=f[a+2184>>2]|0;F=f[a+2192>>2]|0;I=f[a+2264>>2]|0;J=f[a+2488>>2]|0;K=f[a+2496>>2]|0;L=f[a+2688>>2]|0;M=f[a+2800>>2]|0;N=f[a+2816>>2]|0;O=f[a+2848>>2]|0;m=f[a+2904>>2]|0;P=f[a+2944>>2]|0;Q=f[a+2968>>2]|0;R=f[a+2976>>2]|0;S=f[a+2984>>2]|0;T=f[a+3072>>2]|0;U=f[a+3176>>2]|0;a:{do{V=1;W=f[P>>2]|0;if(V){V=0;switch(W|0){case 86:{if(N>>>0<20){U=25;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[(u+112|0)>>2]|0;if(!c)Lh[f[(f[K>>2]|0)+8>>2]&255](K,f[P+4>>2]|0,f[P+8>>2]|0,f[P+12>>2]|0,f[P+16>>2]|0);else{d=f[c+4>>2]|0;if((f[(P+8|0)>>2]|0)>>>0<69)if((f[(d+20|0)>>2]|0)==-1){f[(d+20|0)>>2]=-2;l=(pob(d+80|0,d+20|0)|0)+12|0;f[d+24>>2]=f[l>>2]}c=b[(d+164|0)>>0]|0;if(!(c&16)){f[d+16>>2]=f[(P+16|0)>>2];b[(d+164|0)>>0]=c|16}Lh[f[(f[K>>2]|0)+8>>2]&255](K,f[P+4>>2]|0,f[(P+8|0)>>2]|0,-2,f[(P+16|0)>>2]|0)}if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}z=f[P+8>>2]|0;if((z+-66|0)>>>0>3){U=36;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+20;c=q;break}case 84:{if(N>>>0<16){U=39;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[P+8>>2]|0;if(c|0)xh[f[(f[K>>2]|0)+16>>2]&127](K,c,f[P+12>>2]|0);c=f[(u+112|0)>>2]|0;if(!c)oh[f[(f[K>>2]|0)+12>>2]&1023](K,f[P+4>>2]|0);else wob(f[c+4>>2]|0,P,K);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+16;c=q;break}case 116:{if(N>>>0<12){U=48;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}xh[f[(f[K>>2]|0)+16>>2]&127](K,f[P+4>>2]|0,f[P+8>>2]|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+12;c=q;break}case 83:{if(N>>>0<24){U=52;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}e=f[(f[K>>2]|0)+100>>2]|0;c=f[(u+108|0)>>2]|0;d=f[(u+112|0)>>2]|0;if(d){l=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(l+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](K,c,f[P+4>>2]|0,P+8|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+24;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 115:{if(N>>>0<44){U=58;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}A=f[(P+36|0)>>2]|0;B=f[(P+40|0)>>2]|0;if(((A<<2)+44+(B*12|0)|0)>>>0>N>>>0){U=60;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}h=f[(f[K>>2]|0)+104>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=A;g=B;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(P+36|0)>>2]|0;g=f[(P+40|0)>>2]|0;c=f[c>>2]|0}l=(e|0)==0;Hh[h&3](K,c,f[P+4>>2]|0,P+8|0,+n[P+24>>2],+n[P+28>>2],+n[P+32>>2],l?0:P+44|0,e,(g|0)==0?0:l?P+44|0:(P+44|0)+(e<<2)|0,g);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((A<<2)+44+(B*12|0)|0);c=q;break}case 56:{if(N>>>0<132){U=66;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}e=(f[(P+8|0)>>2]|0)==0?0:P+8|0;g=(f[(P+20|0)>>2]|0)==0?0:P+20|0;j=(f[(P+32|0)>>2]|0)==0?0:P+32|0;h=(f[(P+44|0)>>2]|0)==0?0:P+44|0;k=(f[(P+56|0)>>2]|0)==0?0:P+56|0;i=(f[(P+68|0)>>2]|0)==0?0:P+68|0;l=f[(f[K>>2]|0)+108>>2]|0;c=f[(u+108|0)>>2]|0;d=f[(u+112|0)>>2]|0;if(d){d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}da=f[P+4>>2]|0;ca=f[P+80>>2]|0;ba=f[P+84>>2]|0;aa=f[P+88>>2]|0;$=+n[P+108>>2];_=+n[P+112>>2];Z=+n[P+116>>2];Y=+n[P+120>>2];X=+n[P+124>>2];d=f[P+128>>2]|0;f[(a+8|0)>>2]=f[(P+92|0)>>2];f[(a+8|0)+4>>2]=f[(P+92|0)+4>>2];f[(a+8|0)+8>>2]=f[(P+92|0)+8>>2];f[(a+8|0)+12>>2]=f[(P+92|0)+12>>2];ci[l&3](K,c,da,e,g,j,h,k,i,ca,ba,aa,a+8|0,$,_,Z,Y,X,d);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+132;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 50:{if(N>>>0<16){U=72;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}C=f[(P+8|0)>>2]|0;if(((C<<2)+16|0)>>>0>N>>>0){U=74;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}g=f[(f[K>>2]|0)+128>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=C;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(P+8|0)>>2]|0;c=f[c>>2]|0}Th[g&127](K,c,f[P+4>>2]|0,(e|0)==0?0:P+16|0,e,f[P+12>>2]|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((C<<2)+16|0);c=q;break}case 88:{if(N>>>0<56){U=80;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[(u+112|0)>>2]|0;if(!c)Fh[f[(f[K>>2]|0)+88>>2]&255](K,f[(u+108|0)>>2]|0,f[P+4>>2]|0,P+8|0);else{da=f[c+4>>2]|0;f[(a+288|0)>>2]=f[(u+108|0)>>2];f[(a+8|0)>>2]=f[(a+288|0)>>2];xob(da,a+8|0,P,K)}if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+56;c=q;break}case 99:{if(N>>>0<104){U=87;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[((a+8|0)+4|0)>>2]=0;e=a+8|0;c=m+(f[(u+100|0)>>2]|0)|0;d=e+104|0;do{b[e>>0]=b[c>>0]|0;e=e+1|0;c=c+1|0}while((e|0)<(d|0));c=f[(u+112|0)>>2]|0;if(!c)Oh[f[(f[K>>2]|0)+20>>2]&3](K,f[((a+8|0)+8|0)>>2]|0,(a+8|0)+16|0,(a+8|0)+40|0,(a+8|0)+64|0,+p[((a+8|0)+88|0)>>3],+p[((a+8|0)+96|0)>>3],f[((a+8|0)+4|0)>>2]|0);else{c=f[c+4>>2]|0;if(!(b[(c+164|0)>>0]&1))if((f[(c+16|0)>>2]|0)==(f[((a+8|0)+4|0)>>2]|0)){Oh[f[(f[K>>2]|0)+20>>2]&3](K,f[((a+8|0)+8|0)>>2]|0,(a+8|0)+16|0,(a+8|0)+40|0,(a+8|0)+64|0,+p[((a+8|0)+88|0)>>3],+p[((a+8|0)+96|0)>>3],0);f[(c+16|0)>>2]=-1;b[(c+164|0)>>0]=b[(c+164|0)>>0]|1}}if(!(f[(u+96|0)>>2]|0)){U=95;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+104;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 89:{if(N>>>0<16){U=97;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}E=f[(P+8|0)>>2]|0;F=f[(P+12|0)>>2]|0;if(((E<<2)+16+(F*12|0)|0)>>>0>N>>>0){U=99;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}g=f[(f[K>>2]|0)+92>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=E;c=F}else{e=f[c+4>>2]|0;f[(a+8|0)>>2]=d;d=(pob(e+80|0,a+8|0)|0)+12|0;e=f[(P+8|0)>>2]|0;d=f[d>>2]|0;c=f[(P+12|0)>>2]|0}Xh[g&63](K,d,f[P+4>>2]|0,e,c,P+16|0,(P+16|0)+(e<<2)|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((E<<2)+16+(F*12|0)|0);c=q;break}default:V=1}}f[a+336>>2]=u;f[a+400>>2]=c;f[a+408>>2]=q;f[a+560>>2]=t;f[a+2264>>2]=I;f[a+2488>>2]=J;f[a+2496>>2]=K;f[a+2688>>2]=L;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3240>>2]=0;f[a+3244>>2]=0;aqb(a);c=f[a+400>>2]|0;t=f[a+560>>2]|0;I=f[a+2264>>2]|0;J=f[a+2488>>2]|0;U=f[a+3176>>2]|0;V=f[a+3208>>2]|0;G=f[a+3240>>2]|0;D=f[a+3244>>2]|0;H=+n[a+3244>>2];f[a+3240>>2]=0;f[a+3244>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 21:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 22:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}f[a+336>>2]=u;f[a+360>>2]=o;f[a+400>>2]=c;f[a+408>>2]=q;f[a+472>>2]=r;f[a+528>>2]=s;f[a+560>>2]=t;f[a+864>>2]=v;f[a+1040>>2]=w;f[a+1136>>2]=x;f[a+1176>>2]=y;f[a+2496>>2]=K;f[a+2800>>2]=M;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+2968>>2]=Q;f[a+2976>>2]=R;f[a+2984>>2]=S;f[a+3072>>2]=T;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3232>>2]=0;f[a+3236>>2]=0;$pb(a);o=f[a+360>>2]|0;c=f[a+400>>2]|0;r=f[a+472>>2]|0;s=f[a+528>>2]|0;t=f[a+560>>2]|0;v=f[a+864>>2]|0;w=f[a+1040>>2]|0;x=f[a+1136>>2]|0;y=f[a+1176>>2]|0;Q=f[a+2968>>2]|0;R=f[a+2976>>2]|0;S=f[a+2984>>2]|0;T=f[a+3072>>2]|0;U=f[a+3176>>2]|0;V=f[a+3208>>2]|0;G=f[a+3232>>2]|0;D=f[a+3236>>2]|0;H=+n[a+3236>>2];f[a+3232>>2]=0;f[a+3236>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 22:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 23:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}f[a+336>>2]=u;f[a+400>>2]=c;f[a+408>>2]=q;f[a+528>>2]=s;f[a+2496>>2]=K;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3224>>2]=0;f[a+3228>>2]=0;_pb(a);c=f[a+400>>2]|0;s=f[a+528>>2]|0;U=f[a+3176>>2]|0;G=f[a+3224>>2]|0;D=f[a+3228>>2]|0;H=+n[a+3228>>2];f[a+3224>>2]=0;f[a+3228>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 31:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 30:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}}while(0);if((U|0)==407){U=0;switch(t|0){case 9:{U=409;f[a+3248>>2]=2;f[a+3252>>2]=33;break a}case 0:{c=q;break}default:{s=0;U=417;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}}}O=f[(u+100|0)>>2]|0;if(c>>>0<=O>>>0){U=409;f[a+3248>>2]=2;f[a+3252>>2]=33;break a}else q=c}f[a+360>>2]=o;f[a+408>>2]=q;f[a+472>>2]=r;f[a+528>>2]=s;f[a+864>>2]=v;f[a+1040>>2]=w;f[a+1136>>2]=x;f[a+1176>>2]=y;f[a+1512>>2]=z;f[a+1864>>2]=A;f[a+1872>>2]=B;f[a+2088>>2]=C;f[a+2184>>2]=E;f[a+2192>>2]=F;f[a+2264>>2]=I;f[a+2488>>2]=J;f[a+2848>>2]=O;f[a+2968>>2]=Q;f[a+2976>>2]=R;f[a+2984>>2]=S;f[a+3072>>2]=T;f[a+3176>>2]=U}function cqb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;v=f[a+104>>2]|0;w=f[a+528>>2]|0;x=f[a+568>>2]|0;m=f[a+616>>2]|0;o=f[a+640>>2]|0;z=f[a+656>>2]|0;A=f[a+664>>2]|0;B=f[a+672>>2]|0;y=f[a+904>>2]|0;r=f[a+1e3>>2]|0;s=f[a+1016>>2]|0;t=f[a+1264>>2]|0;a:{c=f[(w+(v*20|0)+4|0)>>2]|0;p=f[(w+(v*20|0)+8|0)>>2]|0;if((c|0)!=(p|0)){k=0;l=f[(a+40|0)>>2]|0;while(1){g=f[(f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;h=X(g,o)|0;if(cvb()|0){i=+(k&255);if((z+(g<<2)|0|0)!=(z|0)){e=z;do{n[e>>2]=i;e=e+4|0}while((e|0)!=(z+(g<<2)|0|0))}}else dQb(z|0,k|0,g|0)|0;oub(f[(a+48|0)>>2]|0,l,h,z);c=c+4|0;if((c|0)==(p|0))break;else{k=k+1<<24>>24;l=h+l|0}}}f[(a+32|0)>>2]=0;f[((a+32|0)+4|0)>>2]=0;f[(a+28|0)>>2]=0;deb(aeb()|0,m,a+32|0,a+28|0,64);c=f[(a+32|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Zvb(258928,c)|0;g=f[(a+28|0)>>2]|0;h=(r<<1)+g|0;l=(s<<1)+h|0;o=f[(w+(v*20|0)+4|0)>>2]|0;m=(f[(f[o>>2]|0)+4>>2]|0)+44|0;c=f[m>>2]|0;e=f[c+24>>2]|0;if(e){FLa(c+68|0,0,e<<1,g,a+32|0)|0;q=f[m>>2]|0;c=q;g=(f[q+24>>2]<<1)+g|0}e=f[c+28>>2]|0;if(!e)k=h;else{FLa(c+68|0,f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]<<1,e<<1,h,a+32|0)|0;k=f[m>>2]|0;c=k;k=(f[k+28>>2]<<1)+h|0}h=f[c+32>>2]|0;if(!h)c=l;else{if(!(b[c+148>>0]&2))e=f[c+44>>2]|0;else e=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;FLa(c+68|0,e<<1,h<<1,l,a+32|0)|0;c=(f[(f[m>>2]|0)+32>>2]<<1)+l|0}q=f[(w+(v*20|0)+8|0)>>2]|0;if((o+4|0|0)!=(q|0)){p=f[(f[(f[(f[o>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;m=o+4|0;l=c;while(1){h=(f[(f[m>>2]|0)+4>>2]|0)+44|0;DLa((f[h>>2]|0)+68|0,z)|0;e=z+((ALa((f[h>>2]|0)+68|0)|0)<<1)|0;if((e|0)!=(z|0)){c=z;do{d[c>>1]=p+(j[c>>1]|0);c=c+2|0}while((c|0)!=(e|0))}c=f[h>>2]|0;e=f[c+24>>2]|0;if(e){oub(f[(a+32|0)>>2]|0,g,e<<1,z);o=f[h>>2]|0;c=o;g=g+(f[o+24>>2]<<1)|0}e=f[c+28>>2]|0;if(e){oub(f[(a+32|0)>>2]|0,k,e<<1,z+(f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]<<1)|0);o=f[h>>2]|0;c=o;k=k+(f[o+28>>2]<<1)|0}e=f[c+32>>2]|0;if(!e)e=l;else{if(!(b[c+148>>0]&2))c=f[c+44>>2]|0;else c=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;oub(f[(a+32|0)>>2]|0,l,e<<1,z+(c<<1)|0);e=l+(f[(f[h>>2]|0)+32>>2]<<1)|0}c=m+4|0;if((c|0)==(q|0))break;else{p=(f[(f[(f[(f[m>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]&65535)+(p&65535)|0;m=c;l=e}}}h=f[(f[(f[f[(w+(v*20|0)+4|0)>>2]>>2]|0)+4>>2]|0)+44>>2]|0;f[x+52>>2]=f[h+52>>2];c=f[h>>2]|0;h=f[h+4>>2]|0;if((c|0)!=(h|0)){k=f[c+8>>2]|0;do{f[a>>2]=f[c>>2];e=f[c+4>>2]|0;f[(a+4|0)>>2]=e;if(e|0)gOb(e);e=c+8|0;f[(a+8|0)>>2]=f[e>>2];f[(a+8|0)+4>>2]=f[e+4>>2];f[(a+8|0)+8>>2]=f[e+8>>2];f[(a+8|0)+12>>2]=f[e+12>>2];d[(a+8|0)+16>>1]=d[e+16>>1]|0;e=f[(a+60|0)>>2]|0;g=f[((a+60|0)+4|0)>>2]|0;if(g|0)gOb(g);f[a>>2]=e;e=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=g;if(e|0)iOb(e);f[(a+8|0)>>2]=(f[(a+56|0)>>2]|0)-k+(f[(a+8|0)>>2]|0);e=f[(x+4|0)>>2]|0;if((e|0)==(f[(x+8|0)>>2]|0))qpb(x,a);else{f[e>>2]=f[a>>2];g=f[(a+4|0)>>2]|0;f[e+4>>2]=g;if(g|0)gOb(g);f[(e+8|0)>>2]=f[(a+8|0)>>2];f[(e+8|0)+4>>2]=f[(a+8|0)+4>>2];f[(e+8|0)+8>>2]=f[(a+8|0)+8>>2];f[(e+8|0)+12>>2]=f[(a+8|0)+12>>2];d[(e+8|0)+16>>1]=d[(a+8|0)+16>>1]|0;f[(x+4|0)>>2]=(f[(x+4|0)>>2]|0)+28}e=f[(a+4|0)>>2]|0;if(e|0)iOb(e);c=c+28|0}while((c|0)!=(h|0))}f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+12>>2]=2;e=cvb()|0;f[a+16>>2]=e?5126:5121;f[a+20>>2]=0;e=f[(a+48|0)>>2]|0;g=f[y>>2]|0;do if(!g){f[a>>2]=e;f[(a+4|0)>>2]=g;c=a}else{gOb(g);c=f[(a+4|0)>>2]|0;f[a>>2]=e;f[(a+4|0)>>2]=g;if(!c){c=a;break}iOb(c);c=a}while(0);f[(a+8|0)>>2]=f[(a+40|0)>>2];b[a+25>>0]=1;b[a+24>>0]=0;e=f[(x+4|0)>>2]|0;if((e|0)==(f[x+8>>2]|0))qpb(x,a);else{f[e>>2]=f[c>>2];c=f[(a+4|0)>>2]|0;f[e+4>>2]=c;if(c|0)gOb(c);f[(e+8|0)>>2]=f[(a+8|0)>>2];f[(e+8|0)+4>>2]=f[(a+8|0)+4>>2];f[(e+8|0)+8>>2]=f[(a+8|0)+8>>2];f[(e+8|0)+12>>2]=f[(a+8|0)+12>>2];d[(e+8|0)+16>>1]=d[(a+8|0)+16>>1]|0;f[(x+4|0)>>2]=(f[(x+4|0)>>2]|0)+28}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);nMa(x,a+32|0);oMa(x,f[(a+28|0)>>2]|0);pMa(x,0,r);pMa(x,1,s);pMa(x,2,t);qMa(x,0,0);qMa(x,1,r);qMa(x,2,s+r|0);h=f[(w+(v*20|0)|0)>>2]|0;f[(w+(v*20|0)|0)>>2]=x;if(h|0){c=f[h+56>>2]|0;if(c|0){e=f[(h+60|0)>>2]|0;if((e|0)!=(c|0))f[(h+60|0)>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}c=f[h+16>>2]|0;if(c|0)iOb(c);c=f[h>>2]|0;if(c|0){e=f[(h+4|0)>>2]|0;if((e|0)!=(c|0)){do{g=e+-28|0;f[(h+4|0)>>2]=g;e=f[e+-24>>2]|0;if(!e)e=g;else{iOb(e);e=f[(h+4|0)>>2]|0}}while((e|0)!=(c|0));c=f[h>>2]|0}sOb(c)}sOb(h)}c=f[((a+32|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[y>>2]|0;if(c|0)iOb(c);c=f[((a+60|0)+4|0)>>2]|0;if(c|0)iOb(c);Zvb(258928,B)|0;Yvb(258928,A)|0;tOb(z);u=a;f[a+1704>>2]=5;break a}}
+function Abb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,k=0;i=a+230|0;k=j[i>>1]|j[i+2>>1]<<16;if(!(k&32768)){g=a+320|0;if(+p[g>>3]==+p[e>>3])if(+p[a+328>>3]==+p[e+8>>3])if(+p[a+336>>3]==+p[e+16>>3])if(+p[a+344>>3]==+p[c>>3])if(+p[a+352>>3]==+p[c+8>>3])if(+p[a+360>>3]==+p[c+16>>3]){a=0;return a|0}else h=e;else h=e;else h=e;else h=e;else h=e;else h=e}else{g=a+320|0;h=e}p[a+344>>3]=+p[c>>3];p[a+352>>3]=+p[c+8>>3];p[a+360>>3]=+p[c+16>>3];p[g>>3]=+p[h>>3];p[a+328>>3]=+p[e+8>>3];p[a+336>>3]=+p[e+16>>3];g=k&-57345|24576;d[i>>1]=g;d[i+2>>1]=g>>>16;do if(k&2048)if((b[a+226>>0]|0)!=2){k=f[a+60>>2]|0;if((f[k+1896>>2]|0)==(f[k+1900>>2]|0))if(sSa(f[a+64>>2]|0)|0){g=j[i>>1]|j[i+2>>1]<<16;break}else{a=1;return a|0}}while(0);if(!(g&1024)){a=0;return a|0}if((b[a+226>>0]|0)==2){a=0;return a|0}k=f[a+60>>2]|0;if((f[k+1896>>2]|0)!=(f[k+1900>>2]|0)){a=0;return a|0}a=(sSa(f[a+64>>2]|0)|0)^1;return a|0}function Bbb(a,c){a=a|0;c=c|0;var e=0,g=0;c=c>>>0>16?c:16;e=a+368|0;if((f[e>>2]|0)==(c|0)){a=0;return a|0}f[e>>2]=c;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=e|24576;d[c>>1]=g;d[c+2>>1]=g>>>16;if(!(e&2048)){g=0;return g|0}if((b[a+226>>0]|0)==2){g=0;return g|0}g=f[a+60>>2]|0;if((f[g+1896>>2]|0)!=(f[g+1900>>2]|0)){g=0;return g|0}g=(sSa(f[a+64>>2]|0)|0)^1;return g|0}function Cbb(a,c){a=a|0;c=c|0;var d=0;d=a+60|0;if(!(Mgb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}c=a+230|0;if(!((j[c>>1]|j[c+2>>1]<<16)&2048)){d=0;return d|0}if((b[a+226>>0]|0)==2){d=0;return d|0}d=f[d>>2]|0;if((f[d+1896>>2]|0)!=(f[d+1900>>2]|0)){d=0;return d|0}d=(sSa(f[a+64>>2]|0)|0)^1;return d|0}function Dbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Ngb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&2048)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Ebb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;e=a+60|0;if(!(Ogb((f[e>>2]|0)+3624|0,c)|0)){e=0;return e|0}g=a+230|0;c=j[g>>1]|j[g+2>>1]<<16;h=c|24576;d[g>>1]=h;d[g+2>>1]=h>>>16;if(!(c&2048)){h=0;return h|0}if((b[a+226>>0]|0)==2){h=0;return h|0}h=f[e>>2]|0;if((f[h+1896>>2]|0)!=(f[h+1900>>2]|0)){h=0;return h|0}h=(sSa(f[a+64>>2]|0)|0)^1;return h|0}function Fbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Pgb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&2048)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Gbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>12&1|0)==(a|0)){e=0;return e|0}e=e&-4097|a<<12;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Hbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>8&1|0)==(a|0)){e=0;return e|0}e=e&-257|a<<8;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Ibb(a,b){a=a|0;b=+b;return Gfb((f[a+60>>2]|0)+3728|0,b)|0}function Jbb(a,b){a=a|0;b=+b;return Hfb((f[a+60>>2]|0)+3728|0,b)|0}function Kbb(a,b){a=a|0;b=b|0;return Jfb((f[a+60>>2]|0)+3728|0,b)|0}function Lbb(a,b){a=a|0;b=+b;return Ifb((f[a+60>>2]|0)+3728|0,b)|0}function Mbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>9&1|0)==(a|0)){e=0;return e|0}e=e&-513|a<<9;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Nbb(a,b){a=a|0;b=+b;return Kfb((f[a+60>>2]|0)+3728|0,b)|0}function Obb(a,b){a=a|0;b=+b;return Lfb((f[a+60>>2]|0)+3728|0,b)|0}function Pbb(a,b){a=a|0;b=b|0;return Nfb((f[a+60>>2]|0)+3728|0,b)|0}function Qbb(a,b){a=a|0;b=+b;return Mfb((f[a+60>>2]|0)+3728|0,b)|0}function Rbb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;h=c&1;if((g>>>10&1|0)==(h|0)){c=0;return c|0}g=g&-1025|h<<10;d[e>>1]=g;d[e+2>>1]=g>>>16;g=a+60|0;h=(f[g>>2]|0)+1912|0;if(c){c=pOb(952)|0;Ihb(c,a);jdb(c+840|0,a);e=f[h>>2]|0;f[h>>2]=c;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}c=(f[(f[g>>2]|0)+1912>>2]|0)+832|0;b[c>>0]=b[c>>0]|16;c=f[(f[g>>2]|0)+1912>>2]|0;f[c+828>>2]=8;pdb(c+840|0,0);qdb((f[(f[g>>2]|0)+1912>>2]|0)+840|0,0);sdb((f[(f[g>>2]|0)+1912>>2]|0)+840|0,1);c=1;return c|0}else{e=f[h>>2]|0;f[h>>2]=0;if(!e){c=1;return c|0}E8a(e+840|0);F8a(e);sOb(e);c=1;return c|0}return 0}function Sbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Bgb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Tbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Egb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Ubb(a,c){a=a|0;c=c|0;var d=0;d=a+60|0;if(!(Cgb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}c=a+230|0;if(!((j[c>>1]|j[c+2>>1]<<16)&1024)){d=0;return d|0}if((b[a+226>>0]|0)==2){d=0;return d|0}d=f[d>>2]|0;if((f[d+1896>>2]|0)!=(f[d+1900>>2]|0)){d=0;return d|0}d=(sSa(f[a+64>>2]|0)|0)^1;return d|0}function Vbb(a,c,d){a=a|0;c=+c;d=d|0;var e=0;e=a+60|0;if(!(Dgb((f[e>>2]|0)+4216|0,c,d)|0)){e=0;return e|0}d=a+230|0;if(!((j[d>>1]|j[d+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[e>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Wbb(a,c,d,e){a=a|0;c=+c;d=+d;e=e|0;var f=0,g=0;f=a+372|0;g=a+376|0;if(+n[f>>2]==c)if(+n[g>>2]==d)if((b[a+380>>0]|0)==e<<24>>24){g=0;return g|0}n[f>>2]=c;n[g>>2]=d;b[a+380>>0]=e;g=1;return g|0}function Xbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>18&1|0)==(a|0)){e=0;return e|0}e=e&-262145|a<<18;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Ybb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=b+4|0;if((f[b>>2]|0)==(f[g>>2]|0))ueb((f[a+60>>2]|0)+2180|0);h=a+388|0;c=f[h>>2]|0;e=a+392|0;if(!c)a=a+396|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c);a=a+396|0;f[a>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[b>>2];f[e>>2]=f[g>>2];h=b+8|0;f[a>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[b>>2]=0;return}function Zbb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j+4|0;i=j;if(!d){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;u=j;return}g=b+60|0;b=f[g>>2]|0;e=b+24|0;if(!(f[e>>2]|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;u=j;return}else{Adb(b,h,i);g=f[g>>2]|0;Ieb(a,g+2180|0,c,d,g+224|0,+n[h>>2],+n[i>>2],f[e>>2]|0,g+2256|0);u=j;return}}function _bb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;if(!(f[a>>2]|0))return;f[a>>2]=0;b[a+500>>0]=0;c=f[a+12>>2]|0;if(c|0)do{g=c;e=f[g+12>>2]|0;g=g+16|0;d=f[g>>2]|0;if((d|0)!=(e|0))f[g>>2]=d+(~(((d+-44-e|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+32>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+52>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+72>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+92>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+112>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+132>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+152>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+172>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+192>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+212>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+232>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+252>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+272>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+292>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+312>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+332>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+352>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+372>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+392>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+412>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+432>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+452>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+472>>2]|0;if(!c)return;do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);return}function $bb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=0;j=u;u=u+1120|0;f[j>>2]=b;acb(j,a+4|0);acb(j,a+24|0);acb(j,a+44|0);acb(j,a+64|0);acb(j,a+84|0);acb(j,a+104|0);acb(j,a+124|0);acb(j,a+144|0);acb(j,a+164|0);acb(j,a+184|0);acb(j,a+204|0);acb(j,a+224|0);h=X(b,1540483477)|0;h=(X(h>>>24^h,1540483477)|0)^1866966612;h=X(h>>>13^h,1540483477)|0;e=f[a+248>>2]|0;a:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+244|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break a;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break b}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+244|0,j+8|0)|0}}}while(0);e=f[a+268>>2]|0;c:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+264|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){d:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break c;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break d;c=f[c>>2]|0;if(!c)break c}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break d}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break c}c=f[c>>2]|0;if(!c)break c}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+264|0,j+8|0)|0}}}while(0);e=f[a+288>>2]|0;e:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+284|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){f:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break e;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break f;c=f[c>>2]|0;if(!c)break e}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break f}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break e}c=f[c>>2]|0;if(!c)break e}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+284|0,j+8|0)|0}}}while(0);e=f[a+308>>2]|0;g:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+304|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){h:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break g;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break h;c=f[c>>2]|0;if(!c)break g}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break h}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break g}c=f[c>>2]|0;if(!c)break g}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+304|0,j+8|0)|0}}}while(0);e=f[a+328>>2]|0;i:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+324|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){j:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break i;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break j;c=f[c>>2]|0;if(!c)break i}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break j}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break i}c=f[c>>2]|0;if(!c)break i}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+324|0,j+8|0)|0}}}while(0);g=f[a+348>>2]|0;f[j+32>>2]=a;f[j+40>>2]=b;f[j+640>>2]=h;f[j+752>>2]=g;f[j+1040>>2]=i;f[j+1048>>2]=0;f[j+1052>>2]=0;bgb(j);G=f[j+1048>>2]|0;D=f[j+1052>>2]|0;H=+n[j+1052>>2];f[j+1048>>2]=0;f[j+1052>>2]=0;if((G|0)==5)return}function acb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=ccb(b,a)|0;if(!l)return;i=f[b+4>>2]|0;a=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&a;else if(a>>>0<i>>>0)h=a;else h=(a>>>0)%(i>>>0)|0;c=(f[b>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){a=f[k>>2]|0;if((a|0)==(l|0))break;else k=a}if((k|0)==(b+8|0))e=15;else{a=f[k+4>>2]|0;if(g)a=a&j;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0))d=l;else e=15}do if((e|0)==15){a=f[l>>2]|0;if(a|0){a=f[a+4>>2]|0;if(g)a=a&j;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;a=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[b>>2]|0)+(c<<2)>>2]=k;a=f[l>>2]|0}}f[k>>2]=a;f[d>>2]=0;a=b+12|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[l+12>>2]|0;if(a|0){c=l+16|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-44-a|0)>>>0)/44|0)*44|0);sOb(a)}sOb(l);return}function bcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+20>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[g+60>>2]|0;if(c|0){d=g+64|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[g+56>>2]|0;if(c|0)iOb(c);c=f[g+48>>2]|0;if(c|0)iOb(c);sOb(g)}while((b|0)!=0);a=k+12|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)sOb(b);sOb(k);return l|0}function ccb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=X(h,1540483477)|0;e=(X(e>>>24^e,1540483477)|0)^1866966612;e=X(e>>>13^e,1540483477)|0;e=e>>>15^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=e&d;else if(e>>>0<g>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function dcb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;g=a+24|0;b[g>>0]=0;h=a+25|0;b[h>>0]=0;i=a+26|0;b[i>>0]=0;j=a+28|0;f[j>>2]=0;k=a+32|0;f[k>>2]=-1;if(!((d&4194304|0)==0&(b[c+226>>0]|0)==3)){b[h>>0]=0;k=(d&32768|0)==0&e&1;b[i>>0]=k;return}b[g>>0]=1;if(!(d&2097152)){b[h>>0]=0;f[a+12>>2]=f[c+284>>2];d=f[c+260>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a>>2]=d}f[a+16>>2]=f[c+288>>2];d=f[c+268>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a+4>>2]=d}f[a+20>>2]=f[c+292>>2];d=f[c+276>>2]|0;if(!d){k=1;b[i>>0]=k;return}f[j>>2]=32768;f[k>>2]=-8388609;f[a+8>>2]=d;k=1;b[i>>0]=k;return}else{b[h>>0]=1;n[a+12>>2]=1.0;d=f[c+236>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a>>2]=d}n[a+16>>2]=1.0;d=f[c+244>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a+4>>2]=d}n[a+20>>2]=1.0;d=f[c+252>>2]|0;if(!d){k=0;b[i>>0]=k;return}f[j>>2]=32768;f[k>>2]=-8388609;f[a+8>>2]=d;k=0;b[i>>0]=k;return}}function ecb(a,c,d,e,g,h,i,j,k,l,m,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;r=w;f[r>>2]=g;s=g;if(!k){u=w;return}t=c&255;if(!((1<<t&(e&255)|0)!=0&i>0.0)){u=w;return}v=q+6e4|0;f[d+8>>2]=j;f[d+12>>2]=k;j=d+28|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];n[d+40>>2]=i;h=d+24|0;j=(f[h>>2]&768|0)==512;do if(!l){if(!(i<1.0|m))if(!(c<<24>>24==1&o<<24>>24==2)){e=g+215|0;q=b[e>>0]|0;if(q&2){tIa(g);q=b[e>>0]|0}if(!(q&4))break}if(j){if(!(f[h>>2]&134217856)){u=w;return}e=fcb(a+184+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);b[a+500>>0]=1;u=w;return}if(o<<24>>24!=1)if(!(c<<24>>24==1&o<<24>>24==2)){e=fcb(a+64+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);b[a+500>>0]=1;u=w;return}e=a+488|0;q=f[e>>2]|0;if(q>>>0<(f[a+492>>2]|0)>>>0){j=q+60|0;do{f[q>>2]=0;q=q+4|0}while((q|0)<(j|0));v=(f[e>>2]|0)+60|0;f[e>>2]=v;e=v}else{hcb(a+484|0);e=f[e>>2]|0}f[e+-60>>2]=s;f[e+-56>>2]=a+64+(t*20|0);q=e+-52|0;j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[e+-8>>2]=6e4;b[e+-4>>0]=0;b[e+-3>>0]=p;u=w;return}while(0);if(!j){e=fcb(a+4+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);u=w;return}if(!(f[h>>2]&134217856)){u=w;return}e=fcb(a+124+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);u=w;return}function fcb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(28)|0;f[i+8>>2]=j;h=i+12|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;icb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function gcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+4|0;j=f[a>>2]|0;k=(f[i>>2]|0)-j|0;d=(k|0)/44|0;c=d+1|0;if(c>>>0>97612893)AMb(a);l=a+8|0;g=((f[l>>2]|0)-j|0)/44|0;h=g<<1;c=g>>>0<48806446?(h>>>0<c>>>0?c:h):97612893;do if(!c)e=0;else if(c>>>0>97612893)vd();else{e=pOb(c*44|0)|0;break}while(0);h=e+(d*44|0)|0;g=e+(c*44|0)|0;e=h;c=b;d=e+44|0;do{f[e>>2]=f[c>>2];e=e+4|0;c=c+4|0}while((e|0)<(d|0));c=h+(((k|0)/-44|0)*44|0)|0;if((k|0)>0)bQb(c|0,j|0,k|0)|0;f[a>>2]=c;f[i>>2]=h+44;f[l>>2]=g;if(!j)return;sOb(j);return}function hcb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=a+4|0;h=f[a>>2]|0;i=(f[g>>2]|0)-h|0;c=(i|0)/60|0;b=c+1|0;if(b>>>0>71582788)AMb(a);j=a+8|0;k=((f[j>>2]|0)-h|0)/60|0;e=k<<1;b=k>>>0<35791394?(e>>>0<b>>>0?b:e):71582788;do if(!b)d=0;else if(b>>>0>71582788)vd();else{d=pOb(b*60|0)|0;break}while(0);e=d+(c*60|0)|0;d=d+(b*60|0)|0;b=e;c=b+60|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(c|0));b=e+(((i|0)/-60|0)*60|0)|0;if((i|0)>0)bQb(b|0,h|0,i|0)|0;f[a>>2]=b;f[g>>2]=e+60;f[j>>2]=d;if(!h)return;sOb(h);return}function icb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){jcb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;jcb(a,b);return}function jcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function kcb(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r,s,t,u,v,w,x,y,z){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;n=+n;o=o|0;p=p|0;q=q|0;r=r|0;s=+s;t=t|0;u=u|0;v=v|0;w=w|0;x=x|0;y=y|0;z=z|0;var A=0;A=f[d+24>>2]|0;if(A&x|0)return;A=(A&16512|0)==128?c+381|0:c+384|0;ecb(a,0,d,e,g,h,i,j,k,v,w,y,b[A>>0]|0,z);ecb(a,1,d,e,l,m,n,o,p,v,w,y,b[A+1>>0]|0,z);ecb(a,2,d,e,q,r,s,t,u,v,w,y,b[A+2>>0]|0,z);return}function lcb(a,c,d,e,g,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0,q=0.0,r=0.0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;x=0;T=u;u=u+2096|0;Q=f[(d+196|0)>>2]&134217727|j;if(Q&k|0){u=T;return}R=dLa(d)|0;S=b[d+192>>0]|0;f[(T+228|0)>>2]=0;f[(T+228|0)+4>>2]=0;f[(T+228|0)+8>>2]=0;w=f[R+24>>2]|0;f[(T+216|0)>>2]=w;y=f[R+28>>2]|0;z=(T+216|0)+4|0;f[z>>2]=y;j=f[R+32>>2]|0;f[((T+216|0)+8|0)>>2]=j;if(!g){P=0;g=w}else{if(w>>>0>e>>>0){p=0;o=e;v=T+216|0;x=6}else{f[(T+216|0)>>2]=0;if((e-w|0)>>>0<y>>>0){p=1;o=e-w|0;v=z;x=6}else{f[z>>2]=0;if(((e-w|0)-y|0)>>>0<j>>>0){p=2;o=(e-w|0)-y|0;v=(T+216|0)+8|0;x=6}else f[((T+216|0)+8|0)>>2]=0}}if((x|0)==6){P=(T+228|0)+(p<<2)|0;f[P>>2]=(f[P>>2]|0)+o;f[v>>2]=(f[v>>2]|0)-o;do{j=(T+216|0)+(p<<2)|0;o=f[j>>2]|0;if(g>>>0<o>>>0){f[j>>2]=g;g=0}else g=g-o|0;p=p+1|0}while((p|0)!=3)}g=f[(T+216|0)>>2]|0;if(!g)g=0;else{P=f[(T+228|0)>>2]|0;f[(T+228|0)>>2]=P-((P>>>0)%3|0);f[(T+216|0)>>2]=g+((P>>>0)%3|0)|0;g=g+((P>>>0)%3|0)|0}y=f[((T+228|0)+4|0)>>2]|0;O=(f[z>>2]|0)+y|0;f[((T+228|0)+4|0)>>2]=y&-2;f[z>>2]=O-(y&-2)|0;P=y&-2;y=O-(y&-2)|0}if(!(f[(d+196|0)>>2]&8388608)){n[(T+180|0)>>2]=-1.0;n[(T+180|0)+4>>2]=-1.0;n[(T+180|0)+8>>2]=-1.0;n[(T+180|0)+12>>2]=-1.0;n[(T+180|0)+16>>2]=-1.0;n[(T+180|0)+20>>2]=-1.0;q=-1.0;r=-1.0;t=-1.0}else{O=f[(d+104|0)>>2]|0;N=f[O+332>>2]|0;M=f[O+336>>2]|0;f[(T+180|0)>>2]=f[O+328>>2];f[(T+180|0)+4>>2]=N;f[(T+180|0)+8>>2]=M;M=f[(d+104|0)>>2]|0;N=f[M+344>>2]|0;O=f[M+348>>2]|0;f[(T+180|0)+12>>2]=f[M+340>>2];f[(T+180|0)+16>>2]=N;f[(T+180|0)+20>>2]=O;O=f[(d+104|0)>>2]|0;q=+n[O+352>>2];r=+n[O+356>>2];t=+n[O+360>>2]}n[(T+180|0)+24>>2]=q;n[(T+180|0)+28>>2]=r;n[(T+180|0)+32>>2]=t;B=f[d+180>>2]|0;f[(T+168|0)>>2]=B;A=f[d+184>>2]|0;f[((T+168|0)+4|0)>>2]=A;O=f[d+188>>2]|0;f[((T+168|0)+8|0)>>2]=O;j=f[(d+12|0)>>2]|0;if(!j){fKa(d,0);j=f[(d+12|0)>>2]|0}o=f[(d+20|0)>>2]|0;if(!o){fKa(d,1);o=f[(d+20|0)>>2]|0}p=f[(d+28|0)>>2]|0;if(!p){fKa(d,2);p=f[(d+28|0)>>2]|0}v=f[(R+52|0)>>2]|0;f[(T+132|0)>>2]=0;f[(T+132|0)+4>>2]=0;f[(T+132|0)+8>>2]=0;b[((T+132|0)+24|0)>>0]=0;L=(T+132|0)+25|0;b[L>>0]=0;b[((T+132|0)+26|0)>>0]=0;M=(T+132|0)+28|0;f[M>>2]=0;N=(T+132|0)+32|0;f[N>>2]=-1;do if((Q&4194304|0)==0&(b[(c+226|0)>>0]|0)==3){b[((T+132|0)+24|0)>>0]=1;if(!(Q&2097152)){b[L>>0]=0;f[(T+132|0)+12>>2]=f[c+284>>2];v=f[c+260>>2]|0;if(!v){v=0;w=-1;x=0}else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)>>2]=v;w=-8388609;x=32768}f[(T+132|0)+16>>2]=f[c+288>>2];e=f[c+268>>2]|0;if(!e)e=0;else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+4>>2]=e;w=-8388609;x=32768}f[(T+132|0)+20>>2]=f[c+292>>2];z=f[c+276>>2]|0;if(!z){C=1;J=1;K=0;break}f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+8>>2]=z;C=1;x=32768;w=-8388609;J=1;K=z;break}else{b[L>>0]=1;n[(T+132|0)+12>>2]=1.0;v=f[c+236>>2]|0;if(!v){v=0;w=-1;x=0}else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)>>2]=v;w=-8388609;x=32768}n[(T+132|0)+16>>2]=1.0;e=f[c+244>>2]|0;if(!e)e=0;else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+4>>2]=e;w=-8388609;x=32768}n[(T+132|0)+20>>2]=1.0;z=f[c+252>>2]|0;if(!z){C=0;J=1;K=0;break}f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+8>>2]=z;C=0;x=32768;w=-8388609;J=1;K=z;break}}else{b[L>>0]=0;C=(Q&32768|0)==0&(v&32768|0)!=0&1;x=0;w=-1;J=0;K=0;e=0;v=0}while(0);b[((T+132|0)+26|0)>>0]=C;z=f[(d+200|0)>>2]|0;F=h[(d+200|0)+4>>0]|0;C=ZPb(z|0,F&255|0,3)|0;E=ZPb(z|0,F&255|0,6)|0;F=ZPb(z|0,F&255|0,9)|0;I=1;if(I){I=0;if(0==0?((C|z|E|F)&7|0)==0:0){E=x|Q;C=E&w;if(!(J<<24>>24))w=O;else{B=f[(T+132|0)+12>>2]|0;f[(T+168|0)>>2]=B;A=f[(T+132|0)+16>>2]|0;f[((T+168|0)+4|0)>>2]=A;w=f[(T+132|0)+20>>2]|0;f[((T+168|0)+8|0)>>2]=w}x=dLa(d)|0;f[(T+284|0)>>2]=x;f[(T+284|0)+4>>2]=d;f[(T+284|0)+8>>2]=0;f[(T+284|0)+12>>2]=0;f[(T+284|0)+16>>2]=1;f[(T+284|0)+20>>2]=0;n[(T+284|0)+40>>2]=1.0;f[(T+284|0)+24>>2]=C;x=(b[L>>0]|0)!=0;z=(b[((T+132|0)+26|0)>>0]|0)!=0;if(!(C&k)){q=(f[s>>2]=B,+n[s>>2]);r=(f[s>>2]=A,+n[s>>2]);t=(f[s>>2]=w,+n[s>>2]);O=f[((T+216|0)+8|0)>>2]|0;J=(f[(T+228|0)+8>>2]|0)+(f[R+44>>2]|0)|0;P=P+(f[R+40>>2]|0)|0;k=(E&16512|0)==128?c+381|0:c+384|0;ecb(a,0,T+284|0,S&7&((S&255)>>>3&7|i),(v|0)==0?j:v,T+180|0,q,(f[(T+228|0)>>2]|0)+(f[R+36>>2]|0)|0,g,x,z,l,b[k>>0]|0,m);ecb(a,1,T+284|0,S&7&((S&255)>>>3&7|i),(e|0)==0?o:e,(T+180|0)+12|0,r,P,y,x,z,l,b[k+1>>0]|0,m);ecb(a,2,T+284|0,S&7&((S&255)>>>3&7|i),(K|0)==0?p:K,(T+180|0)+24|0,t,J,O,x,z,l,b[k+2>>0]|0,m)}}else I=1}f[T+352>>2]=a;f[T+360>>2]=c;f[T+368>>2]=d;f[T+392>>2]=i;f[T+416>>2]=l;f[T+424>>2]=m;f[T+928>>2]=Q;f[T+1024>>2]=R;f[T+1080>>2]=S;f[T+1928>>2]=L;f[T+1944>>2]=M;f[T+1952>>2]=N;f[T+2008>>2]=I;f[T+2016>>2]=0;f[T+2020>>2]=0;cgb(T);G=f[T+2016>>2]|0;D=f[T+2020>>2]|0;H=+n[T+2020>>2];f[T+2016>>2]=0;f[T+2020>>2]=0;if((G|0)==5)return}function mcb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=a+8|0;d=f[i>>2]|0;k=a+12|0;g=f[k>>2]|0;e=g+d|0;n=f[c>>2]|0;if(e>>>0<=n>>>0){j=a+16|0;do if(!(b[j>>0]|0)){f[i>>2]=e;d=f[a>>2]|0;o=d+12|0;f[a>>2]=o;if((o|0)==(f[a+4>>2]|0)){g=~e;d=1;o=10;break}g=f[d+16>>2]|0;if((g|0)==(e|0)){g=f[d+20>>2]|0;d=0;o=10;break}else{g=g-e|0;d=1;o=10;break}}else{h=f[a>>2]|0;if((h|0)!=(f[a+4>>2]|0)){f[i>>2]=e;g=f[h+8>>2]|0;d=0;o=10}}while(0);if((o|0)==10){f[k>>2]=g;b[j>>0]=d;d=e}e=d+g|0}m=c+4|0;d=f[m>>2]|0;if(e>>>0<d>>>0)f[m>>2]=e;else e=d;j=a+20|0;i=a+28|0;k=f[i>>2]|0;c=a+32|0;g=f[c>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){l=a+36|0;do if(!(b[l>>0]|0)){f[i>>2]=d;h=f[j>>2]|0;g=h+8|0;f[j>>2]=g;if((g|0)==(f[a+24>>2]|0)){g=~d;h=1;o=23;break}g=f[g>>2]|0;if((g|0)==(d|0)){g=f[h+12>>2]|0;h=0;o=23;break}else{g=g-d|0;h=1;o=23;break}}else{h=f[j>>2]|0;if((h|0)==(f[a+24>>2]|0))d=k;else{f[i>>2]=d;g=f[h+4>>2]|0;h=0;o=23}}while(0);if((o|0)==23){f[c>>2]=g;b[l>>0]=h}d=d+g|0}if(d>>>0<e>>>0){f[m>>2]=d;e=d}i=a+40|0;j=a+48|0;k=f[j>>2]|0;c=a+52|0;g=f[c>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){l=a+56|0;do if(!(b[l>>0]|0)){f[j>>2]=d;h=f[i>>2]|0;o=h+20|0;f[i>>2]=o;if((o|0)==(f[a+44>>2]|0)){g=~d;h=1;o=36;break}g=f[h+32>>2]|0;if((g|0)==(d|0)){g=f[h+36>>2]|0;h=0;o=36;break}else{g=g-d|0;h=1;o=36;break}}else{h=f[i>>2]|0;if((h|0)==(f[a+44>>2]|0))d=k;else{f[j>>2]=d;g=f[h+16>>2]|0;h=0;o=36}}while(0);if((o|0)==36){f[c>>2]=g;b[l>>0]=h}d=d+g|0}if(d>>>0<e>>>0){f[m>>2]=d;e=d}j=a+60|0;i=a+68|0;k=f[i>>2]|0;l=a+72|0;g=f[l>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){c=a+76|0;do if(!(b[c>>0]|0)){f[i>>2]=d;h=f[j>>2]|0;g=h+8|0;f[j>>2]=g;if((g|0)==(f[a+64>>2]|0)){g=~d;h=1;o=49;break}g=f[g>>2]|0;if((g|0)==(d|0)){g=f[h+12>>2]|0;h=0;o=49;break}else{g=g-d|0;h=1;o=49;break}}else{h=f[j>>2]|0;if((h|0)==(f[a+64>>2]|0))d=k;else{f[i>>2]=d;g=f[h+4>>2]|0;h=0;o=49}}while(0);if((o|0)==49){f[l>>2]=g;b[c>>0]=h}d=d+g|0}if(d>>>0>=e>>>0)return;f[m>>2]=d;return}function ncb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0.0,m=0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+80|0;y=A+24|0;z=A+12|0;x=A;s=d;g=f[d+196>>2]&125829117|g&-8388611;q=g|2;if(q&h|0){u=A;return}r=lJa(d)|0;r=f[r>>2]|0;if((g&4194304|0)==0&(b[c+226>>0]|0)==3){if(!(g&2097152)){g=1;m=(f[c+260>>2]|0)==0&(f[c+268>>2]|0)==0;p=c+276|0;k=0;l=+n[c+284>>2];o=+n[c+288>>2]}else{g=0;m=(f[c+236>>2]|0)==0&(f[c+244>>2]|0)==0;p=c+252|0;k=1;l=1.0;o=1.0}w=(m&(f[p>>2]|0)==0?0:32768)|q}else{g=0;k=0;l=+n[d+180>>2];o=+n[d+184>>2];w=q}v=ySa(f[c+64>>2]|0)|0;t=f[v+12>>2]|0;v=f[v+4>>2]|0;q=f[r+44>>2]|0;f[y>>2]=q;f[y+4>>2]=s;f[y+8>>2]=0;f[y+12>>2]=0;f[y+16>>2]=1;f[y+20>>2]=0;f[y+24>>2]=w;n[y+40>>2]=1.0;p=b[d+192>>0]|0;p=p&7&((p&255)>>>3&7|e);n[z>>2]=-1.0;n[z+4>>2]=-1.0;n[z+8>>2]=-1.0;r=f[q+36>>2]|0;s=f[q+24>>2]|0;n[x>>2]=-1.0;n[x+4>>2]=-1.0;n[x+8>>2]=-1.0;m=k<<24>>24!=0;k=g<<24>>24!=0;g=(w&16512|0)==128?c+381|0:c+384|0;if(!(w&h)){h=f[q+28>>2]|0;c=f[q+40>>2]|0;ecb(a,0,y,p,t,z,l,r,s,m,k,i,b[g>>0]|0,j);ecb(a,1,y,p,v,x,o,c,h,m,k,i,b[g+1>>0]|0,j)}u=A;return}function ocb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,o=0,p=0.0,q=0.0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0;X=u;u=u+96|0;U=X+88|0;V=X+76|0;Q=X+40|0;R=X+4|0;S=X;T=d+196|0;l=f[T>>2]|0;k=l&14741655;if(k&h|0){u=X;return}P=dLa(d)|0;w=b[d+192>>0]|0;w=w&7&((w&255)>>>3&7|e);f[Q>>2]=P;f[Q+4>>2]=f[d+108>>2];O=Q+8|0;f[O>>2]=k;h=f[P+52>>2]|0;f[R>>2]=0;f[R+4>>2]=0;f[R+8>>2]=0;e=R+24|0;b[e>>0]=0;x=R+25|0;b[x>>0]=0;y=R+26|0;b[y>>0]=0;t=R+28|0;f[t>>2]=0;v=R+32|0;f[v>>2]=-1;if((l&4194304|0)==0&(b[c+226>>0]|0)==3){b[e>>0]=1;if(!(l&2097152)){b[x>>0]=0;m=f[c+284>>2]|0;f[R+12>>2]=m;h=f[c+260>>2]|0;if(!h){l=-1;h=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R>>2]=h;l=-8388609;h=32768}o=f[c+288>>2]|0;f[R+16>>2]=o;e=f[c+268>>2]|0;if(e){f[t>>2]=32768;f[v>>2]=-8388609;f[R+4>>2]=e;l=-8388609;h=32768}f[R+20>>2]=f[c+292>>2];e=f[c+276>>2]|0;if(!e)e=1;else{f[t>>2]=32768;f[v>>2]=-8388609;f[R+8>>2]=e;l=-8388609;h=32768;e=1}}else{b[x>>0]=1;n[R+12>>2]=1.0;h=f[c+236>>2]|0;if(!h){e=-1;h=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R>>2]=h;e=-8388609;h=32768}n[R+16>>2]=1.0;l=f[c+244>>2]|0;if(l){f[t>>2]=32768;f[v>>2]=-8388609;f[R+4>>2]=l;e=-8388609;h=32768}n[R+20>>2]=1.0;l=f[c+252>>2]|0;if(!l){o=1065353216;m=1065353216;l=e;e=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R+8>>2]=l;o=1065353216;m=1065353216;l=-8388609;h=32768;e=0}}b[y>>0]=e;k=h|k;h=k&l;f[O>>2]=h;f[V>>2]=m;f[V+4>>2]=o;e=R+20|0}else{b[x>>0]=0;b[y>>0]=(l&32768|0)==0&(h&32768|0)!=0&1;h=l&14741655;f[O>>2]=h;f[V>>2]=f[d+180>>2];f[V+4>>2]=f[d+184>>2];e=d+188|0}f[V+8>>2]=f[e>>2];N=((h|g)&768|0)==512;M=(k&16512|0)==128?c+381|0:c+384|0;if(!(k&1))L=6e4;else{f[Q+12>>2]=f[d+144>>2];f[Q+16>>2]=f[d+148>>2];L=2e4}C=w&255;z=Q+20|0;A=Q+24|0;B=Q+28|0;D=Q+32|0;E=d+96|0;F=d;G=a+500|0;H=i<<24>>24==1;I=a+488|0;J=a+492|0;K=a+484|0;w=i<<24>>24==2;i=d+104|0;c=(b[x>>0]|0)==0;g=(b[y>>0]|0)!=0;l=0;v=0;while(1){if(1<<v&C|0)if(f[P+24+(v<<2)>>2]|0){s=+n[V+(v<<2)>>2];if(s>0.0){if(!(f[T>>2]&8388608)){p=-1.0;q=-1.0;r=-1.0}else{y=f[i>>2]|0;p=+n[y+328+(v*12|0)>>2];q=+n[y+328+(v*12|0)+4>>2];r=+n[y+328+(v*12|0)+8>>2]}n[z>>2]=p;n[A>>2]=q;n[B>>2]=r;n[D>>2]=s;o=s<1.0?2e4:L;t=o+j|0;h=f[R+(v<<2)>>2]|0;if(!h){e=d+12+(v<<3)|0;h=f[e>>2]|0;if(!h){fKa(d,l);h=f[e>>2]|0}}f[S>>2]=h;if(!(l<<24>>24)){e=f[E>>2]|0;k=e+120|0;h=b[k>>0]|0;if(h&8){BIa(e);h=b[k>>0]|0}if(h&1)f[O>>2]=f[O>>2]|134217728}do if(c){l=w&l<<24>>24==1;if(!(g|+n[D>>2]<1.0|l)){e=f[S>>2]|0;k=e+215|0;h=b[k>>0]|0;if(h&2){tIa(e);h=b[k>>0]|0}if(!(h&4)){W=40;break}}if(N){if(!(f[O>>2]&128))break;h=pcb(a+424+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}b[G>>0]=1;break}if(H|l){h=f[I>>2]|0;if(h>>>0<(f[J>>2]|0)>>>0){m=h+60|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(m|0));e=(f[I>>2]|0)+60|0;f[I>>2]=e}else{hcb(K);e=f[I>>2]|0}k=b[M+v>>0]|0;f[e+-60>>2]=f[S>>2];f[e+-56>>2]=a+304+(v*20|0);h=e+-52|0;l=Q;m=h+36|0;do{f[h>>2]=f[l>>2];h=h+4|0;l=l+4|0}while((h|0)<(m|0));f[e+-16>>2]=d;f[e+-8>>2]=o;b[e+-4>>0]=1;b[e+-3>>0]=k;break}h=pcb(a+304+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}b[G>>0]=1}else W=40;while(0);do if((W|0)==40){W=0;if(!N){h=pcb(a+244+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}break}if(f[O>>2]&128|0){h=pcb(a+364+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}}}while(0);f[O>>2]=f[O>>2]&-134217729}}h=v+1|0;l=h&255;if((l&255)>=3)break;else v=h&255}u=X;return}function pcb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;k=f[c>>2]|0;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+4|0;m=f[l>>2]|0;o=(m|0)==0;i=k;a:do if(o)c=0;else{h=m+-1|0;d=(h&m|0)==0;if(d)j=p&h;else if(p>>>0<m>>>0)j=p;else j=(p>>>0)%(m>>>0)|0;c=f[(f[a>>2]|0)+(j<<2)>>2]|0;if(!c)c=j;else{if(d){do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&h|0)==(j|0))){c=j;break a}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(j|0)){c=j;break a}}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}}while(0);j=pOb(40)|0;f[j+8>>2]=k;i=j+12|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[j+28>>2]=1.0;b[j+32>>0]=1;f[j+36>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;vcb(a,c>>>0<d>>>0?d:c);c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}else h=m;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=30}}else{f[j>>2]=f[c>>2];q=30}if((q|0)==30)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+12|0;return a|0}function qcb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0.0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;w=scb(a+12|0,b)|0;t=a+4|0;u=f[t>>2]|0;v=(u|0)==0;a:do if(v)c=0;else{i=u+-1|0;h=(i&u|0)==0;if(h)s=i&w;else if(w>>>0<u>>>0)s=w;else s=(w>>>0)%(u>>>0)|0;c=f[(f[a>>2]|0)+(s<<2)>>2]|0;if(!c)c=s;else{c=f[c>>2]|0;if(!c)c=s;else{j=f[b>>2]|0;k=f[b+4>>2]|0;l=f[b+8>>2]|0;m=+n[b+32>>2];o=+n[b+20>>2];p=+n[b+24>>2];q=+n[b+28>>2];d=+n[b+12>>2];e=+n[b+16>>2];g=(l&1|0)==0;r=(l&8388608|0)==0;if(h){if(g){b:while(1){h=f[c+4>>2]|0;if(!((h|0)==(w|0)|(h&i|0)==(s|0))){c=s;break a}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0)){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break b}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}c:while(1){h=f[c+4>>2]|0;if(!((h|0)==(w|0)|(h&i|0)==(s|0))){c=s;break a}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0))if(+n[c+20>>2]==d)if(+n[c+24>>2]==e){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break c}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}if(g){d:while(1){g=f[c+4>>2]|0;if((g|0)!=(w|0)){if(g>>>0>=u>>>0)g=(g>>>0)%(u>>>0)|0;if((g|0)!=(s|0)){c=s;break a}}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0)){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break d}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}e:while(1){g=f[c+4>>2]|0;if((g|0)!=(w|0)){if(g>>>0>=u>>>0)g=(g>>>0)%(u>>>0)|0;if((g|0)!=(s|0)){c=s;break a}}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0))if(+n[c+20>>2]==d)if(+n[c+24>>2]==e){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break e}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}}}while(0);i=pOb(76)|0;h=i+8|0;g=h+36|0;do{f[h>>2]=f[b>>2];h=h+4|0;b=b+4|0}while((h|0)<(g|0));h=i+44|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;f[h+28>>2]=0;f[i+4>>2]=w;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(v|e*+(u>>>0)<d){c=u<<1|(u>>>0<3|(u+-1&u|0)!=0)&1;b=~~+W(+(d/e))>>>0;tcb(a,c>>>0<b>>>0?b:c);c=f[t>>2]|0;b=c+-1|0;if(!(b&c)){g=c;c=b&w;break}if(w>>>0<c>>>0){g=c;c=w}else{g=c;c=(w>>>0)%(c>>>0)|0}}else g=u;while(0);b=(f[a>>2]|0)+(c<<2)|0;c=f[b>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;b=g+-1|0;if(!(b&g))c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;x=74}}else{f[i>>2]=f[c>>2];x=74}if((x|0)==74)f[c>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+44|0;return a|0}function rcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function scb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0;a=X(f[b>>2]|0,1540483477)|0;a=(X(a>>>24^a,1540483477)|0)^1866966612;a=X(a>>>13^a,1540483477)|0;a=a>>>15^a;d=X(f[b+4>>2]|0,1540483477)|0;d=(X(d>>>24^d,1540483477)|0)^1866966612;d=X(d>>>13^d,1540483477)|0;a=(a<<6)+-1640531527+(a>>>2)+(d>>>15^d)^a;d=f[b+8>>2]|0;a=d+-1640531527+(a<<6)+(a>>>2)^a;if(d&1){c=+n[b+12>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+16>>2];a=(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)+(a>>>2)^a}if(!(d&8388608)){d=a;a=b+32|0;c=+n[a>>2];a=c==0.0;b=(n[s>>2]=c,f[s>>2]|0);b=b+-1640531527|0;b=a?-1640531527:b;a=d<<6;e=d>>>2;a=e+a|0;b=a+b|0;b=b^d;return b|0}c=+n[b+20>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+24>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+28>>2];e=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;d=b+32|0;c=+n[d>>2];d=c==0.0;b=(n[s>>2]=c,f[s>>2]|0);b=b+-1640531527|0;b=d?-1640531527:b;d=e<<6;a=e>>>2;d=a+d|0;b=d+b|0;e=b^e;return e|0}function tcb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){ucb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;ucb(a,b);return}function ucb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();w=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=w;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;v=b+-1|0;w=(v&b|0)==0;if(w)c=c&v;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){u=d;b:while(1){c:do if(w){d=e;while(1){t=f[d+4>>2]&v;if((t|0)==(c|0))break c;e=(f[a>>2]|0)+(t<<2)|0;if(!(f[e>>2]|0)){c=t;break b}k=d+12|0;l=d+16|0;m=d+20|0;o=d+24|0;p=d+28|0;q=d+32|0;r=d+36|0;h=f[d>>2]|0;d:do if(!h)e=d;else{j=f[d+8>>2]|0;s=d+40|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break d;if((f[k>>2]|0)!=(f[h+12>>2]|0))break d;i=f[l>>2]|0;if((i|0)!=(f[h+16>>2]|0))break d;if(i&1|0){if(!(+n[m>>2]==+n[h+20>>2]))break d;if(!(+n[o>>2]==+n[h+24>>2]))break d}if(i&8388608|0){if(!(+n[p>>2]==+n[h+28>>2]))break d;if(!(+n[q>>2]==+n[h+32>>2]))break d;if(!(+n[r>>2]==+n[h+36>>2]))break d}if(!(+n[s>>2]==+n[h+40>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{i=h;h=e;e=i}}}while(0);f[u>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(t<<2)>>2]>>2];f[f[(f[a>>2]|0)+(t<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=57;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)t=e;else t=(e>>>0)%(b>>>0)|0;if((t|0)==(c|0))break c;e=(f[a>>2]|0)+(t<<2)|0;if(!(f[e>>2]|0)){c=t;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;o=d+28|0;p=d+32|0;q=d+36|0;h=f[d>>2]|0;e:do if(!h)e=d;else{r=f[d+8>>2]|0;s=d+40|0;e=d;while(1){if((r|0)!=(f[h+8>>2]|0))break e;if((f[j>>2]|0)!=(f[h+12>>2]|0))break e;i=f[k>>2]|0;if((i|0)!=(f[h+16>>2]|0))break e;if(i&1|0){if(!(+n[l>>2]==+n[h+20>>2]))break e;if(!(+n[m>>2]==+n[h+24>>2]))break e}if(i&8388608|0){if(!(+n[o>>2]==+n[h+28>>2]))break e;if(!(+n[p>>2]==+n[h+32>>2]))break e;if(!(+n[q>>2]==+n[h+36>>2]))break e}if(!(+n[s>>2]==+n[h+40>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{i=h;h=e;e=i}}}while(0);f[u>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(t<<2)>>2]>>2];f[f[(f[a>>2]|0)+(t<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=57;break a}}}while(0);e=f[d>>2]|0;if(!e){c=57;break a}else{g=d;u=d}}f[e>>2]=u;e=f[d>>2]|0;if(!e){c=57;break}else g=d}if((c|0)==57)return}function vcb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wcb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wcb(a,b);return}function wcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xcb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;k=p;m=a+484|0;n=a+488|0;l=f[m>>2]|0;o=a+496|0;i=f[o>>2]|0;j=l;if((((f[n>>2]|0)-l|0)/60|0|0)==(i|0)){o=0;u=p;return o|0}h=j+(i*60|0)|0;switch(b[j+(i*60|0)+56>>0]|0){case 0:{e=j+(i*60|0)+8|0;d=f[e>>2]|0;d=(f[d+28>>2]|0)+(f[d+24>>2]|0)+(f[d+32>>2]|0)|0;g=f[j+(i*60|0)+16>>2]|0;if(d>>>0>g>>>0){l=j+(i*60|0)+20|0;d=d-g|0;g=f[l>>2]|0;f[l>>2]=d>>>0<g>>>0?d:g;g=(f[j+(i*60|0)+52>>2]|0)+c|0;h=fcb(f[j+(i*60|0)+4>>2]|0,h)|0;i=b[j+(i*60|0)+57>>0]|0;d=h+12|0;if((f[d>>2]|0)>>>0<g>>>0)f[d>>2]=g;c=h+4|0;d=f[c>>2]|0;if((d|0)==(f[h+8>>2]|0))gcb(h,e);else{g=d+44|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));f[c>>2]=(f[c>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(i&255)}break}case 1:{d=j+(i*60|0)+8|0;l=f[d>>2]|0;if((f[l+32>>2]|0)!=(0-((f[l+24>>2]|0)+(f[l+28>>2]|0))|0)){l=f[j+(i*60|0)+44>>2]|0;e=(f[j+(i*60|0)+52>>2]|0)+c|0;g=pcb(f[j+(i*60|0)+4>>2]|0,h)|0;h=b[j+(i*60|0)+57>>0]|0;f[k>>2]=l;c=qcb(g,d)|0;b[g+20>>0]=0;d=g+24|0;if((f[d>>2]|0)>>>0<e>>>0)f[d>>2]=e;d=c+28|0;if((f[d>>2]|0)>>>0<e>>>0)f[d>>2]=e;d=c+16|0;e=c+20|0;g=f[e>>2]|0;if((f[d>>2]|0)==(g|0))f[a>>2]=(f[a>>2]|0)+(h&255);if((g|0)==(f[c+24>>2]|0))rcb(d,k);else{f[g>>2]=l;f[e>>2]=(f[e>>2]|0)+4}}break}default:{}}l=(f[o>>2]|0)+1|0;f[o>>2]=l;a=f[n>>2]|0;d=f[m>>2]|0;e=a;if(l>>>0<((a-d|0)/60|0)>>>0){o=1;u=p;return o|0}if((e|0)!=(d|0))f[n>>2]=e+(~(((e+-60-d|0)>>>0)/60|0)*60|0);f[o>>2]=0;o=1;u=p;return o|0}function ycb(a){a=a|0;return}function zcb(a){a=a|0;return f[a+28>>2]|0}function Acb(a){a=a|0;return f[a+32>>2]|0}function Bcb(a,b){a=a|0;b=b|0;f[a+28>>2]=b;return}function Ccb(a,b){a=a|0;b=b|0;f[a+32>>2]=b;return}function Dcb(a){a=a|0;return 0}function Ecb(a,b){a=a|0;b=b|0;return}function Fcb(a){a=a|0;return 0.0}function Gcb(a,b){a=a|0;b=+b;return}function Hcb(a){a=a|0;return +(+p[a+16>>3])}function Icb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=a+4|0;d=f[c>>2]|0;if((d|0)==(b|0))return;if(b|0){e=a+24|0;f[e>>2]=(f[e>>2]|0)+1}if(d|0){e=a+24|0;f[e>>2]=(f[e>>2]|0)+-1}f[c>>2]=b;return}function Jcb(a,b){a=a|0;b=b|0;var c=0;if(!b){c=0;return c|0}c=a+4|0;if((f[c>>2]|0)!=(b|0)){c=0;return c|0}f[c>>2]=0;b=a+24|0;c=(f[b>>2]|0)+-1|0;f[b>>2]=c;c=(c|0)==0;return c|0}function Kcb(a){a=a|0;var c=0,d=0,e=0;if((f[a+28>>2]|0)>=1){c=a+44|0;d=b[c>>0]|0;if(d&16){if(!(f[a+4>>2]|0))return;e=a+40|0;f[e>>2]=f[e>>2]|1;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}}gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function Lcb(a){a=a|0;var c=0,d=0,e=0;if(!(f[a+4>>2]|0))return;c=a+44|0;d=b[c>>0]|0;if(d&2)return;e=a+40|0;f[e>>2]=f[e>>2]|16;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}function Mcb(a){a=a|0;var c=0,d=0;if(!(f[a+4>>2]|0))return;c=a+40|0;f[c>>2]=f[c>>2]|8;c=a+44|0;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;d=a+24|0;f[d>>2]=(f[d>>2]|0)+1;Hha(958,a,-1);return}function Ncb(a){a=a|0;var c=0,d=0;if(!(f[a+4>>2]|0))return;c=a+40|0;f[c>>2]=f[c>>2]|4;c=a+44|0;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;d=a+24|0;f[d>>2]=(f[d>>2]|0)+1;Hha(958,a,-1);return}function Ocb(a){a=a|0;var c=0,d=0,e=0;if(!(f[a+4>>2]|0))return;c=a+44|0;d=b[c>>0]|0;if(d&2)return;e=a+40|0;f[e>>2]=f[e>>2]|64;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}function Pcb(a){a=a|0;a=a+44|0;b[a>>0]=b[a>>0]|4;return}function Qcb(a){a=a|0;var c=0,d=0,e=0,g=0;e=a+44|0;d=b[e>>0]|0;if(!(d&4))return;c=d&-5;b[e>>0]=c;if(!(d&8))return;g=a+40|0;f[g>>2]=f[g>>2]|128;if(!(d&1)){b[e>>0]=c|1;c=a+24|0;f[c>>2]=(f[c>>2]|0)+1;Hha(958,a,-1);c=b[e>>0]|0}b[e>>0]=c&-9;return}function Rcb(a,c){a=a|0;c=c|0;var d=0;do if(a){a=c+44|0;d=b[a>>0]|0;b[a>>0]=d&-2;if(!(d&4)){a=c+40|0;d=f[a>>2]|0;f[a>>2]=0;Scb(c,d);break}else{b[a>>0]=d&-10|8;break}}while(0);a=c+24|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if((c|0)==0|(d|0)!=0)return;gh[f[(f[c>>2]|0)+4>>2]&2047](c);return}function Scb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0;i=a+4|0;if((c|0)==0|(f[i>>2]|0)==0)return;h=+Gha();d=a+8|0;if((c&34|0)!=0&(c&128|0)==0){g=+p[d>>3];if(g<h){g=1.0e3/(h-g);p[a+16>>3]=g;ih[f[(f[a>>2]|0)+132>>2]&15](a,g,h)}else e=5}else e=5;if((e|0)==5)ih[f[(f[a>>2]|0)+132>>2]&15](a,0.0,h);p[d>>3]=h;d=(c&1|0)!=0;if(d){e=a+44|0;b[e>>0]=b[e>>0]|2}if(c&2|0){Rg[f[(f[a>>2]|0)+136>>2]&255](a,0)|0;if(d){d=a+40|0;f[d>>2]=f[d>>2]|2;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}d=f[a+28>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|4;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(d){Rg[f[(f[a>>2]|0)+136>>2]&255](a,0)|0;d=a+40|0;f[d>>2]=f[d>>2]|2;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}if(c&4|0){c=a+44|0;b[c>>0]=b[c>>0]&-3;if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,1)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=b[c>>0]|0;if(e&1)return;b[c>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(c&8|0){if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,2)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(c&16|0){if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,3)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(!(c&96)){if(!(c&256))return;lQa((f[i>>2]|0)+12|0);return}if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,4)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}function Tcb(a,c){a=a|0;c=c|0;var d=0;do if(a){a=c+36|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if(!d){a=c+44|0;d=b[a>>0]|0;if(!(d&1))if(!(d&4)){a=c+40|0;d=f[a>>2]|0;f[a>>2]=0;Scb(c,d);break}else{b[a>>0]=d|8;break}}}while(0);a=c+24|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if((c|0)==0|(d|0)!=0)return;gh[f[(f[c>>2]|0)+4>>2]&2047](c);return}function Ucb(a){a=a|0;sOb(a);return}function Vcb(a){a=a|0;return f[a+144>>2]|0}function Wcb(a){a=a|0;return +(+p[a+120>>3])}function Xcb(a){a=a|0;return +(+p[a+128>>3])}function Ycb(a){a=a|0;return +(+p[a+104>>3])}function Zcb(a){a=a|0;return (b[a+156>>0]&1)!=0|0}function _cb(a,b){a=a|0;b=b|0;f[a+140>>2]=b;return}function $cb(a,b){a=a|0;b=b|0;f[a+144>>2]=(b|0)==0?1:b;return}function adb(a,c){a=a|0;c=+c;var d=0.0,e=0,g=0;e=a+120|0;d=+p[e>>3];c=c<0.0?0.0:c;p[e>>3]=c;e=c>0.0;g=a+44|0;b[g>>0]=b[g>>0]&-17|(e&1)<<4&255;if(!(e^d>0.0))return;gh[f[(f[a>>2]|0)+80>>2]&2047](a);return}function bdb(a,b){a=a|0;b=+b;p[a+128>>3]=b<1.0?1.0:b;return}function cdb(a,b){a=a|0;b=+b;hh[f[(f[a>>2]|0)+52>>2]&63](a,b);hh[f[(f[a>>2]|0)+56>>2]&63](a,b);return}function ddb(a,b){a=a|0;b=+b;p[a+104>>3]=b;return}function edb(a,c){a=a|0;c=c|0;a=a+156|0;b[a>>0]=b[a>>0]&-2|c&1;return}function fdb(a){a=a|0;var c=0,d=0;f[a+80>>2]=0;p[a+96>>3]=-1.0;c=f[a+144>>2]|0;d=f[a+136>>2]|0;f[a+148>>2]=c>>>0<d>>>0?d:c;f[a+152>>2]=0;a=a+156|0;b[a>>0]=b[a>>0]&-15;return}function gdb(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0,g=0,h=0;if(!(b>0.0)){g=a+112|0;p[g>>3]=b;g=a+88|0;p[g>>3]=c;return}g=a+80|0;d=f[g>>2]|0;do if(d>>>0>=4){e=d+-1|0;if(!e)d=0;else{d=0;do{h=d;d=d+1|0;p[a+48+(h<<3)>>3]=+p[a+48+(d<<3)>>3]}while((d|0)!=(e|0));d=f[g>>2]|0;if(!d){d=0;break}else d=d+-1|0}d=d>>>0<4?d:4;f[g>>2]=d}while(0);p[a+48+(d<<3)>>3]=b;f[g>>2]=(f[g>>2]|0)+1;h=a+112|0;p[h>>3]=b;h=a+88|0;p[h>>3]=c;return}function hdb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;t=f[a+4>>2]|0;if(!t){t=0;u=v;return t|0}d=f[a+140>>2]|0;if(d|0){t=K8a(t,c,d,0)|0;u=v;return t|0}d=a+120|0;e=+p[d>>3];if(e<=0.0){t=K8a(t,c,0,0)|0;u=v;return t|0}q=a+128|0;n=+p[q>>3];h=+p[(e<n?d:q)>>3];n=+p[(n<e?d:q)>>3];q=a+148|0;r=f[q>>2]|0;a:do switch(c<<24>>24){case 0:case 3:case 2:case 1:{j=a+156|0;o=b[j>>0]|0;k=o&-5;b[j>>0]=k;h=+p[a+112>>3];if(h>0.0){l=a+96|0;e=+p[l>>3];if(e<0.0){m=+p[a+88>>3];p[l>>3]=m}else m=e;d=f[a+80>>2]|0;if(!(o&8)){if((d|0)==4){d=4;i=13}}else if(!d){e=0.0;i=16}else i=13;if((i|0)==13){i=a+48+(d<<3)|0;e=0.0;g=a+48|0;do{e=e+ +p[g>>3];g=g+8|0}while((g|0)!=(i|0));e=e/+(d>>>0);i=16}if((i|0)==16)if(e<n){b[j>>0]=k|2;p[l>>3]=+p[a+88>>3];d=~~(+(r>>>0)*.7)>>>0;i=f[a+144>>2]|0;d=i>>>0>d>>>0?i:d;i=30;break a}b[j>>0]=o&-13;if(h>n){if(o&2){e=+p[a+104>>3];if(!(e>0.0)){d=r;break a}if((o&1)==0?1:!(+p[a+88>>3]-m>=e)){d=r;break a}}if((f[a+152>>2]|0)>>>0>~~(+(r>>>0)*.95)>>>0>>>0){d=r<<1;i=30}else d=r}else d=r}else d=r;break}case 4:{e=+p[a+112>>3];if(e>0.0){d=a+156|0;g=b[d>>0]|0;b[d>>0]=g|8;p[a+96>>3]=-1.0;if(e>h){if((f[a+152>>2]|0)>>>0<=~~(+(r>>>0)*.95)>>>0>>>0){d=r;break a}d=g&4?r+128|0:r<<1;i=30;break a}else{if(!(e<h)){d=r;break a}b[d>>0]=g|14;d=~~(+(r>>>0)*.7)>>>0;i=f[a+144>>2]|0;d=i>>>0>d>>>0?i:d;i=30;break a}}else d=r;break}default:d=r}while(0);if((i|0)==30){f[q>>2]=d;if((d|0)!=(r|0))f[a+80>>2]=0};f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;t=K8a(t,c,d,s)|0;f[a+152>>2]=f[s+8>>2];u=v;return t|0}function idb(a,c,d,e,g,h){a=a|0;c=+c;d=+d;e=e|0;g=g|0;h=h|0;var i=0;i=a+4|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[a+28>>2]=h;f[a+32>>2]=500;f[a+36>>2]=0;f[a+40>>2]=0;i=a+44|0;b[i>>0]=b[i>>0]&-32|16;f[a>>2]=40288;p[a+88>>3]=0.0;p[a+104>>3]=5.0e3;p[a+112>>3]=0.0;p[a+120>>3]=c<1.0?1.0:c;p[a+128>>3]=d<1.0?1.0:d;f[a+136>>2]=g;f[a+140>>2]=0;i=(e|0)==0?1:e;f[a+144>>2]=i;h=a+156|0;e=b[h>>0]|0;f[a+80>>2]=0;p[a+96>>3]=-1.0;f[a+148>>2]=i>>>0<g>>>0?g:i;f[a+152>>2]=0;b[h>>0]=e&-16|1;return}function jdb(a,c){a=a|0;c=c|0;var d=0,e=0;f[a>>2]=c;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;c=Bpb()|0;p[a+16>>3]=c?3.874301910400391e-06:1.1920928955078125e-07;c=a+72|0;d=a+24|0;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));f[c>>2]=-1;b[a+76>>0]=0;e=a+77|0;d=h[e>>0]|h[e+1>>0]<<8;c=a+80|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[a+96>>2]=-1;f[a+100>>2]=-1;f[a+104>>2]=-1;f[a+108>>2]=0;a=d&-4032|15;b[e>>0]=a;b[e+1>>0]=a>>8;return}function kdb(a){a=a|0;var c=0;a=a+77|0;c=(h[a>>0]|h[a+1>>0]<<8)&-3969;b[a>>0]=c;b[a+1>>0]=c>>8;return}function ldb(a){a=a|0;f[a+80>>2]=0;f[a+84>>2]=0;return}function mdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((e&1|0)==(c&1|0))return;e=e&-2|c&1;b[d>>0]=e;b[d+1>>0]=e>>8;if(c)return;ndb(a);return}function ndb(a){a=a|0;var b=0,c=0;f[a+48>>2]=0;c=a+52|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+64>>2]=0;c=a+68|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+24>>2]=0;c=a+28|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+56>>2]=0;c=a+60|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function odb(a){a=a|0;var b=0,c=0;f[a+56>>2]=0;c=a+60|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function pdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>1&1|0))return;e=e&-3|(c&1)<<1&65535;b[d>>0]=e;b[d+1>>0]=e>>8;if(c)return;f[a+56>>2]=0;e=a+60|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+40>>2]=0;a=a+44|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function qdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>2&1|0))return;e=e&-5|(c&1)<<2&65535;b[d>>0]=e;b[d+1>>0]=e>>8;f[a+64>>2]=0;e=a+68|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+24>>2]=0;e=a+28|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+32>>2]=0;a=a+36|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function rdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>3&1|0))return;e=e&-9|(c&1)<<3&65535;b[d>>0]=e;b[d+1>>0]=e>>8;ndb(a);return}function sdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>6&1|0))return;e=e&-65|(c&1)<<6&65535;b[d>>0]=e;b[d+1>>0]=e>>8;ndb(a);return}function tdb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+64|0;d=o+48|0;e=o+44|0;g=o+24|0;m=o+8|0;i=o;f[d>>2]=f[64745];f[e>>2]=f[64746];Lwb(g);n=a+77|0;Nwb(g,(((h[n>>0]|h[n+1>>0]<<8)&65535)>>>6&1|9728)&65535,0);k=f[64758]|0;l=f[64759]|0;f[m>>2]=d;f[m+4>>2]=e;f[m+8>>2]=g;f[m+12>>2]=a;if(!((h[n>>0]|h[n+1>>0]<<8)&4))j=9;else if(dvb()|0){g=a+24|0;udb(m,g,a+48|0,a+64|0);Cub(i,f[g>>2]|0,1,1);g=a+32|0;p=f[i>>2]|0;d=i+4|0;q=f[d>>2]|0;f[i>>2]=0;f[d>>2]=0;f[g>>2]=p;p=a+36|0;e=f[p>>2]|0;f[p>>2]=q;if(e|0){iOb(e);d=f[d>>2]|0;if(d|0)iOb(d)}q=f[g>>2]|0;f[i>>2]=0;d=i+4|0;f[d>>2]=0;Hub(q,1,i);d=f[d>>2]|0;if(d|0)iOb(d)}else j=9;if((j|0)==9){d=a+24|0;udb(m,d,a+48|0,0);d=f[d>>2]|0;e=f[a+28>>2]|0;if(e|0)gOb(e);f[a+32>>2]=d;q=a+36|0;d=f[q>>2]|0;f[q>>2]=e;if(d|0)iOb(d)}if((h[n>>0]|h[n+1>>0]<<8)&2)if(b[c+500>>0]|0)if(Z8a(f[a>>2]|0)|0)udb(m,a+40|0,a+56|0,0);if((k|0)==(l|0)){dwb(258928,k)|0;u=o;return}else{ewb(258928,k)|0;fwb(258928,l)|0;u=o;return}}function udb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=f[a+12>>2]|0;e=f[b>>2]|0;if(e|0)if(f[e>>2]|0){e=f[c>>2]|0;if(e|0)if(f[e+8>>2]|0)if((f[e+16>>2]|0)==(f[f[a>>2]>>2]|0))if((f[e+20>>2]|0)==(f[f[a+4>>2]>>2]|0)){u=m;return}}xub(k);j=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[b>>2]=j;j=b+4|0;g=f[j>>2]|0;f[j>>2]=i;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[b>>2]|0;if(!e)e=0;else e=f[e>>2]|0;dwb(258928,e)|0;Twb(k);j=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[c>>2]=j;j=c+4|0;g=f[j>>2]|0;f[j>>2]=i;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}i=a+4|0;j=a+8|0;axb(f[c>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[i>>2]>>2]|0,f[j>>2]|0);Gub(f[b>>2]|0,0,c,3553,0);if(d|0){Twb(k);e=f[k>>2]|0;g=k+4|0;c=f[g>>2]|0;f[k>>2]=0;f[g>>2]=0;f[d>>2]=e;k=d+4|0;e=f[k>>2]|0;f[k>>2]=c;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}axb(f[d>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[i>>2]>>2]|0,f[j>>2]|0);Gub(f[b>>2]|0,1,d,3553,0)}l=l+77|0;if((h[l>>0]|h[l+1>>0]<<8)&8)Jub(f[b>>2]|0,0,1,1)|0;Vd(17664);u=m;return}function vdb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0,i=0.0,j=0.0;h=u;u=u+48|0;e=h;a=f[a>>2]|0;g=+p[a+304>>3];switch(b[a+312>>0]|0){case 5:{if(CEa(f[a+64>>2]|0,e)|0){j=+p[e+24>>3]-+p[e>>3];i=+p[e+32>>3]-+p[e+8>>3];d=+p[e+40>>3]-+p[e+16>>3];d=j*j+(i*i+d*d)}else{j=+p[c+208>>3];d=+p[c+216>>3];d=j*j+d*d}j=g*+L(+d);u=h;return +j}case 4:{j=g*+(f[64746]|0);u=h;return +j}case 1:{Kha(e);j=g*(+(f[e+4>>2]|0)/+p[e+16>>3]);u=h;return +j}case 3:{j=g*+(f[64745]|0);u=h;return +j}default:{j=g;u=h;return +j}}return 0.0}function wdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+64|0;D=G;k=b+4|0;i=f[k>>2]|0;h=f[b>>2]|0;F=i-h>>2;e=F*12|0;F=F*48|0;E=a+4|0;g=f[E>>2]|0;a=(f[a+8>>2]|0)-g>>2;if(e>>>0>a>>>0){Sqa(E,e-a|0);j=b;C=E;e=f[E>>2]|0;a=f[b>>2]|0;i=f[k>>2]|0}else{j=b;C=E;e=g;a=h}if((a|0)!=(i|0))while(1){g=f[a>>2]|0;b=f[g+96>>2]|0;z=e;A=b;B=z+48|0;do{f[z>>2]=f[A>>2];z=z+4|0;A=A+4|0}while((z|0)<(B|0));n[e+12>>2]=+n[b+48>>2]+ +n[g+156>>2];n[e+28>>2]=+n[b+52>>2]+ +n[g+160>>2];n[e+44>>2]=+n[b+56>>2]+ +n[g+164>>2];a=a+4|0;if((a|0)==(i|0))break;else e=e+48|0}a=f[j>>2]|0;g=f[a>>2]|0;e=f[g+196>>2]|0;a:do if(e&33554456|0){h=f[k>>2]|0;if((a|0)!=(h|0)){i=D+4|0;j=D+8|0;k=D+12|0;l=D+16|0;m=D+20|0;o=D+24|0;p=D+28|0;q=D+32|0;r=D+36|0;s=D+40|0;t=D+44|0;v=D+48|0;w=D+52|0;x=D+56|0;y=D+60|0;b=f[C>>2]|0;while(1){C=f[g+96>>2]|0;f[D>>2]=f[C>>2];f[i>>2]=f[C+4>>2];f[j>>2]=f[C+8>>2];f[k>>2]=f[C+12>>2];f[l>>2]=f[C+16>>2];f[m>>2]=f[C+20>>2];f[o>>2]=f[C+24>>2];f[p>>2]=f[C+28>>2];f[q>>2]=f[C+32>>2];f[r>>2]=f[C+36>>2];f[s>>2]=f[C+40>>2];f[t>>2]=f[C+44>>2];f[v>>2]=f[C+48>>2];f[w>>2]=f[C+52>>2];f[x>>2]=f[C+56>>2];f[y>>2]=f[C+60>>2];if(e&8){PAa(d,D);e=f[g+196>>2]|0}if(e&16|0)NAa(d,D,f[64745]|0,f[64746]|0);z=b;A=D;B=z+48|0;do{f[z>>2]=f[A>>2];z=z+4|0;A=A+4|0}while((z|0)<(B|0));f[b+12>>2]=f[v>>2];f[b+28>>2]=f[w>>2];f[b+44>>2]=f[x>>2];a=a+4|0;if((a|0)==(h|0))break a;g=f[a>>2]|0;b=b+48|0;e=f[g+196>>2]|0}}}while(0);e=f[c>>2]|0;if(!e){iub(D,34962);a=f[D>>2]|0;e=D+4|0;d=f[e>>2]|0;f[D>>2]=0;f[e>>2]=0;f[c>>2]=a;D=c+4|0;a=f[D>>2]|0;f[D>>2]=d;if(a|0){iOb(a);a=f[e>>2]|0;if(a|0)iOb(a)}e=f[c>>2]|0}a=f[E>>2]|0;if((f[e+8>>2]|0)>>>0<F>>>0){nub(e,F,a,35048);u=G;return}else{oub(e,0,F,a);u=G;return}}function xdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0;x=u;u=u+64|0;t=x+32|0;v=x;j=f[(f[a>>2]|0)+64>>2]|0;s=d+384|0;f[s>>2]=0;j=YRa(j)|0;e=f[j>>2]|0;j=f[j+4>>2]|0;a=f[s>>2]|0;if(!((e|0)==(j|0)|a>>>0>5)){k=t+8|0;l=t+16|0;m=t+24|0;o=v+8|0;q=v+16|0;r=v+24|0;do{h=f[e>>2]|0;g=f[e+4>>2]|0;if((h|0)!=(g|0)){a=g-h>>5;i=a>>>0<4;a=i?a:4;if(!a){a=0;w=6}else{g=0;while(1){p[t>>3]=+p[h+(g<<5)>>3];p[k>>3]=+p[h+(g<<5)+8>>3];p[l>>3]=+p[h+(g<<5)+16>>3];p[m>>3]=+p[h+(g<<5)+24>>3];Zib(v,t,b,c);A=+p[o>>3];z=+p[q>>3];y=+p[r>>3];n[d>>2]=+p[v>>3];n[d+4>>2]=A;n[d+8>>2]=z;n[d+12>>2]=y;d=d+16|0;g=g+1|0;if(g>>>0>=a>>>0)break;h=f[e>>2]|0}if(i)w=6}if((w|0)==6){w=0;i=X(a,-4)|0;dQb(d|0,0,64-(a<<4)|0)|0;d=d+64+(i<<2)|0}a=(f[s>>2]|0)+1|0;f[s>>2]=a}e=e+12|0}while(!((e|0)==(j|0)|a>>>0>5))}if(a>>>0>=6){u=x;return}dQb(d|0,0,384-(a<<6)|0)|0;u=x;return}function ydb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+144|0;i=l;j=l+128|0;k=EAa(b)|0;LAa(k,i);h=b+80|0;g=R9a(f[a>>2]|0)|0;g=g>>>0<4?g:4;d=c+48|0;f[d>>2]=g;if(!g){u=l;return}e=j+4|0;g=j+8|0;b=0;do{jeb(j,S9a(f[a>>2]|0,b)|0,k,i,h);n=c+(b*12|0)|0;m=f[j>>2]|0;f[j>>2]=f[n>>2];f[n>>2]=m;n=f[e>>2]|0;m=c+(b*12|0)+4|0;f[e>>2]=f[m>>2];f[m>>2]=n;f[c+(b*12|0)+8>>2]=f[g>>2];b=b+1|0}while(b>>>0<(f[d>>2]|0)>>>0);u=l;return}function zdb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0;e=f[a+40>>2]|0;if(!e)e=0;else e=f[e>>2]|0;s=(f[64758]|0)==(e|0)?a+84|0:a+80|0;if((f[s>>2]|0)==(c|0)){c=f[a+108>>2]|0;uwb(258928,514,c|f[64788],c)|0;c=0;return c|0}t=f[64793]|0;u=f[64794]|0;v=f[64787]|0;w=f[64790]|0;x=f[64788]|0;y=f[64791]|0;z=f[64789]|0;A=f[64792]|0;uwb(258928,519,255,0)|0;B=f[64795]|0;C=f[64796]|0;D=f[64797]|0;E=f[64798]|0;F=f[64799]|0;G=f[64800]|0;H=f[64770]|0;I=b[259206]|0;Hwb(258928,0)|0;J=b[259205]|0;Gwb(258928,0)|0;K=b[259052]|0;kwb(258928,0)|0;L=b[259048]|0;M=b[259049]|0;N=b[259050]|0;O=b[259051]|0;jwb(258928,0,0,0,0)|0;P=f[64756]|0;bwb(258928,f[f[a+88>>2]>>2]|0)|0;r=a+96|0;Q=f[r>>2]|0;re(Q|0);R=f[64754]|0;q=a+100|0;nf(f[q>>2]|0,1,0,d|0);e=c+24|0;k=c+28|0;a:do if((f[e>>2]|0)==(f[k>>2]|0)){xwb(258928,64)|0;nwb(258928,255)|0;Vd(1024);n=64;e=0;g=2;l=a+104|0}else{xwb(258928,192)|0;nwb(258928,0)|0;Vd(1024);xwb(258928,64)|0;Awb(258928,7680,7681,7681)|0;l=f[e>>2]|0;j=l+20|0;if(!(f[j>>2]|0)){Mpb(l);if(!(f[j>>2]|0)){e=0;g=2;i=a+104|0}else h=9}else h=9;if((h|0)==9){e=l+33|0;g=f[q>>2]|0;if(!(b[e>>0]|0))nf(g|0,1,0,d|0);else nf(g|0,1,0,40428);g=b[e>>0]|0;e=f[l+12>>2]|0;i=a+104|0;h=f[i>>2]|0;if(!e)nf(h|0,1,0,40428);else nf(h|0,1,0,e|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[j>>2]|0))Mpb(l);le(4,0,f[l+28>>2]|0);e=1}p=f[k>>2]|0;n=64;o=128;j=1;h=l;while(1){while(1){l=h+36|0;if((l|0)==(p|0)){l=i;break a}m=h+56|0;if(f[m>>2]|0)break;Mpb(l);if(!(f[m>>2]|0))h=l;else break}xwb(258928,o)|0;if(!j)Vd(1024);j=h+69|0;k=b[j>>0]|0;if(k<<24>>24!=g<<24>>24){g=f[q>>2]|0;if(!(k<<24>>24))nf(g|0,1,0,d|0);else nf(g|0,1,0,40428);g=b[j>>0]|0}j=f[h+48>>2]|0;k=f[i>>2]|0;if(!j)nf(k|0,1,0,40428);else nf(k|0,1,0,j|0);uwb(258928,514,255,n)|0;Yvb(258928,f[f[m>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[m>>2]|0))Mpb(l);le(4,0,f[h+64>>2]|0);m=o;j=0;e=e+1|0;h=l;o=n;n=m}}while(0);k=c+68|0;do if((f[c>>2]|0)!=(f[c+4>>2]|0)){if(g<<24>>24)nf(f[q>>2]|0,1,0,d|0);xwb(258928,n)|0;uwb(258928,519,255,0)|0;Awb(258928,7680,0,0)|0;if(b[k>>0]&1)hqb(c);g=c+44|0;if(f[g>>2]|0){nf(f[l>>2]|0,1,0,40428);Yvb(258928,f[f[g>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(b[k>>0]&1)hqb(c);le(4,0,f[c+60>>2]|0);e=e+1|0;g=0;break}g=f[c>>2]|0;j=g+20|0;if(!(f[j>>2]|0)){Mpb(g);if(!(f[j>>2]|0)){g=0;break}g=f[c>>2]|0}h=f[g+12>>2]|0;i=f[l>>2]|0;if(!h)nf(i|0,1,0,40428);else nf(i|0,1,0,h|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[g+20>>2]|0))Mpb(g);le(4,0,f[g+28>>2]|0);e=e+1|0;g=0}while(0);h=c+12|0;do if((f[h>>2]|0)!=(f[c+16>>2]|0)){if(g<<24>>24!=1)nf(f[q>>2]|0,1,0,40428);xwb(258928,n)|0;uwb(258928,519,255,0)|0;Awb(258928,7680,0,0)|0;if(b[k>>0]&1)hqb(c);g=c+52|0;if(f[g>>2]|0){nf(f[l>>2]|0,1,0,40428);Yvb(258928,f[f[g>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(b[k>>0]&1)hqb(c);le(4,0,f[c+64>>2]|0);e=e+1|0;break}g=f[h>>2]|0;j=g+20|0;if(!(f[j>>2]|0)){Mpb(g);if(!(f[j>>2]|0))break;g=f[h>>2]|0}i=f[g+12>>2]|0;h=f[l>>2]|0;if(!i)nf(h|0,1,0,40428);else nf(h|0,1,0,i|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[g+20>>2]|0))Mpb(g);le(4,0,f[g+28>>2]|0);e=e+1|0}while(0);Yvb(258928,R)|0;ke(Q|0);bwb(258928,P)|0;jwb(258928,L<<24>>24!=0,M<<24>>24!=0,N<<24>>24!=0,O<<24>>24!=0)|0;kwb(258928,K<<24>>24!=0)|0;Gwb(258928,J<<24>>24!=0)|0;Hwb(258928,I<<24>>24!=0)|0;nwb(258928,H)|0;if((B|0)==(E|0)&(C|0)==(F|0)&(D|0)==(G|0))Awb(258928,B,C,D)|0;else{Bwb(258928,B,C,D)|0;Cwb(258928,E,F,G)|0}if((v|0)==(w|0)&(x|0)==(y|0)&(z|0)==(A|0))uwb(258928,v,x,z)|0;else{vwb(258928,v,x,z)|0;wwb(258928,w,y,A)|0}if((t|0)==(u|0))xwb(258928,t)|0;else{ywb(258928,t)|0;zwb(258928,u)|0}uwb(258928,514,f[64788]|n,n)|0;f[s>>2]=c;f[a+108>>2]=n;c=e;return c|0}function Adb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0;d=1.0-+p[a+16>>3];n[b>>2]=+p[(f[a>>2]|0)+112>>3]*d;n[c>>2]=+p[(f[a>>2]|0)+120>>3]*d;return}function Bdb(a,c,d,e,g,i,k,l,m,o,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;k=+k;l=+l;m=m|0;o=o|0;q=q|0;var r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0;D=0;E=u;u=u+14848|0;b[(E+13706|0)>>0]=c;n[(E+13680|0)>>2]=k;n[(E+13676|0)>>2]=l;f[(E+13672|0)>>2]=m;if(!(f[(a+88|0)>>2]|0)){f[(E+256|0)>>2]=40500;f[(E+256|0)+4>>2]=162;f[((E+256|0)+16|0)>>2]=E+256|0;Evb(E+13688|0,198014,198053,E+256|0,1);c=f[(E+13688|0)>>2]|0;C=f[((E+13688|0)+4|0)>>2]|0;f[(E+13688|0)>>2]=0;f[((E+13688|0)+4|0)>>2]=0;f[(a+88|0)>>2]=c;c=f[(a+92|0)>>2]|0;f[(a+92|0)>>2]=C;if(c|0){iOb(c);c=f[((E+13688|0)+4|0)>>2]|0;if(c|0)iOb(c)}c=f[((E+256|0)+16|0)>>2]|0;if((E+256|0|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);C=Jvb(f[(a+88|0)>>2]|0,240539)|0;f[a+96>>2]=C;C=Kvb(f[(a+88|0)>>2]|0,240548)|0;f[a+100>>2]=C;C=Kvb(f[(a+88|0)>>2]|0,198092)|0;f[a+104>>2]=C}r=f[64758]|0;s=f[64759]|0;t=f[64743]|0;v=f[64744]|0;w=f[64745]|0;x=f[64746]|0;k=+n[64765];l=+n[64766];y=+n[64767];z=+n[64768];A=f[64793]|0;B=f[64794]|0;xwb(258928,255)|0;C=f[64770]|0;nwb(258928,0)|0;if((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&1){tdb(a,e);m=f[a+48>>2]|0;Tvb(258928,0,0,f[m+16>>2]|0,f[m+20>>2]|0)|0}if((b[(E+13706|0)>>0]|0)==1)mwb(258928,0.0,0.0,0.0,1.0)|0;else mwb(258928,0.0,0.0,0.0,0.0)|0;do if((d&255)<2){d=h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8;b[(a+77|0)>>0]=d&-3969;b[(a+77|0)+1>>0]=(d&-3969)>>8;if(d&1)dwb(258928,f[f[a+24>>2]>>2]|0)|0;Vd(17664);c=f[a+40>>2]|0;if(c|0){dwb(258928,f[c>>2]|0)|0;Vd(17664)}f[a+80>>2]=0;f[a+84>>2]=0}else if(d<<24>>24==2){c=f[64793]|0;m=f[64794]|0;xwb(258928,15)|0;if((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&1)dwb(258928,f[f[a+24>>2]>>2]|0)|0;Vd(1024);d=f[a+40>>2]|0;if(d|0){dwb(258928,f[d>>2]|0)|0;Vd(1024)}d=(h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&-129;b[(a+77|0)>>0]=d;b[(a+77|0)+1>>0]=d>>8;if((c|0)==(m|0)){xwb(258928,c)|0;break}else{ywb(258928,c)|0;zwb(258928,m)|0;break}}while(0);if(f[e>>2]|0){if((f[(a+72|0)>>2]|0)!=(o|0)){f[(a+72|0)>>2]=o;b[(a+76|0)>>0]=1-(h[(a+76|0)>>0]|0)}f[(E+13688|0)>>2]=0;f[(E+256|0)>>2]=0;f[(E+13668|0)>>2]=0;f[(E+13664|0)>>2]=0;o=EAa(g)|0;J=+p[o>>3];p[(E+128|0)>>3]=J;F=+p[o+8>>3];p[((E+128|0)+8|0)>>3]=F;L=+p[o+16>>3];p[((E+128|0)+16|0)>>3]=L;p[(E+128|0)+24>>3]=+p[o+24>>3];G=+p[o+32>>3];p[((E+128|0)+32|0)>>3]=G;I=+p[o+40>>3];p[((E+128|0)+40|0)>>3]=I;K=+p[o+48>>3];p[((E+128|0)+48|0)>>3]=K;p[(E+128|0)+56>>3]=+p[o+56>>3];N=+p[o+64>>3];p[((E+128|0)+64|0)>>3]=N;M=+p[o+72>>3];p[((E+128|0)+72|0)>>3]=M;O=+p[o+80>>3];p[((E+128|0)+80|0)>>3]=O;p[(E+128|0)+88>>3]=+p[o+88>>3];p[(E+128|0)+96>>3]=+p[o+96>>3];p[(E+128|0)+104>>3]=+p[o+104>>3];p[(E+128|0)+112>>3]=+p[o+112>>3];p[(E+128|0)+120>>3]=+p[o+120>>3];H=1.0/(J*(I*O-K*M)+(L*(G*M-I*N)+F*(K*N-G*O)));p[(E+56|0)>>3]=(I*O-K*M)*H;p[(E+56|0)+8>>3]=(K*N-G*O)*H;p[(E+56|0)+16>>3]=(G*M-I*N)*H;p[(E+56|0)+24>>3]=(L*M-F*O)*H;p[(E+56|0)+32>>3]=(J*O-L*N)*H;p[(E+56|0)+40>>3]=(F*N-J*M)*H;p[(E+56|0)+48>>3]=(F*K-L*I)*H;p[(E+56|0)+56>>3]=(L*G-J*K)*H;p[(E+56|0)+64>>3]=(J*I-F*G)*H;o=FAa(g)|0;f[(E+13600|0)>>2]=f[o>>2];f[(E+13600|0)+4>>2]=f[o+4>>2];f[(E+13600|0)+8>>2]=f[o+8>>2];f[(E+13600|0)+12>>2]=f[o+12>>2];f[(E+13600|0)+16>>2]=f[o+16>>2];f[(E+13600|0)+20>>2]=f[o+20>>2];f[(E+13600|0)+24>>2]=f[o+24>>2];f[(E+13600|0)+28>>2]=f[o+28>>2];f[(E+13600|0)+32>>2]=f[o+32>>2];f[(E+13600|0)+36>>2]=f[o+36>>2];f[(E+13600|0)+40>>2]=f[o+40>>2];f[(E+13600|0)+44>>2]=f[o+44>>2];f[(E+13600|0)+48>>2]=f[o+48>>2];f[(E+13600|0)+52>>2]=f[o+52>>2];f[(E+13600|0)+56>>2]=f[o+56>>2];f[(E+13600|0)+60>>2]=f[o+60>>2];o=HAa(g,f[64745]|0,f[64746]|0)|0;n[(E+13536|0)>>2]=+p[o>>3];n[(E+13536|0)+4>>2]=+p[o+8>>3];n[(E+13536|0)+8>>2]=+p[o+16>>3];n[(E+13536|0)+12>>2]=+p[o+24>>3];n[(E+13536|0)+16>>2]=+p[o+32>>3];n[(E+13536|0)+20>>2]=+p[o+40>>3];n[(E+13536|0)+24>>2]=+p[o+48>>3];n[(E+13536|0)+28>>2]=+p[o+56>>3];n[(E+13536|0)+32>>2]=+p[o+64>>3];n[(E+13536|0)+36>>2]=+p[o+72>>3];n[(E+13536|0)+40>>2]=+p[o+80>>3];n[(E+13536|0)+44>>2]=+p[o+88>>3];n[(E+13536|0)+48>>2]=+p[o+96>>3];n[(E+13536|0)+52>>2]=+p[o+104>>3];n[(E+13536|0)+56>>2]=+p[o+112>>3];n[(E+13536|0)+60>>2]=+p[o+120>>3];o=JAa(g,f[64745]|0,f[64746]|0)|0;n[(E+13472|0)>>2]=+p[o>>3];n[(E+13472|0)+4>>2]=+p[o+8>>3];n[(E+13472|0)+8>>2]=+p[o+16>>3];n[(E+13472|0)+12>>2]=+p[o+24>>3];n[(E+13472|0)+16>>2]=+p[o+32>>3];n[(E+13472|0)+20>>2]=+p[o+40>>3];n[(E+13472|0)+24>>2]=+p[o+48>>3];n[(E+13472|0)+28>>2]=+p[o+56>>3];n[(E+13472|0)+32>>2]=+p[o+64>>3];n[(E+13472|0)+36>>2]=+p[o+72>>3];n[(E+13472|0)+40>>2]=+p[o+80>>3];n[(E+13472|0)+44>>2]=+p[o+88>>3];n[(E+13472|0)+48>>2]=+p[o+96>>3];n[(E+13472|0)+52>>2]=+p[o+104>>3];n[(E+13472|0)+56>>2]=+p[o+112>>3];n[(E+13472|0)+60>>2]=+p[o+120>>3];o=f[a>>2]|0;H=+p[a+16>>3];G=+p[o+112>>3]*(1.0-H);n[(E+13468|0)>>2]=H+G;F=(1.0-H)*+p[o+120>>3];n[(E+13464|0)>>2]=H+F;n[(E+13460|0)>>2]=G;n[(E+13456|0)>>2]=F;F=+vdb(a,g);n[(E+13452|0)>>2]=F;o=f[a>>2]|0;b[(E+13705|0)>>0]=b[o+226>>0]|0;f[(E+1152|0)>>2]=g;f[(E+1152|0)+12292>>2]=(j[(o+230|0)>>1]|j[(o+230|0)+2>>1]<<16)<<6&8192^8192;o=(G9a(o)|0)&1;b[((E+1152|0)+12296|0)>>0]=b[((E+1152|0)+12296|0)>>0]&-2|o;o=f[a>>2]|0;f[(E+1144|0)>>2]=(j[(o+230|0)>>1]|j[(o+230|0)+2>>1]<<16)<<6&8192^8192;o=(G9a(o)|0)&1;b[(E+1144|0)+4>>0]=o;f[(E+756|0)+384>>2]=0;f[(E+704|0)+48>>2]=0;if(!((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&32))xdb(a,E+128|0,E+56|0,E+756|0);ydb(a,g,E+704|0);if(+p[i>>3]==0.0)if(+p[i+8>>3]==0.0)if(+p[i+16>>3]==0.0){f[(E+688|0)>>2]=0;f[(E+688|0)+4>>2]=0;f[(E+688|0)+8>>2]=0;f[(E+688|0)+12>>2]=0}else D=37;else D=37;else D=37;f[E+13728>>2]=a;f[E+13752>>2]=e;f[E+13760>>2]=g;f[E+13768>>2]=i;f[E+13808>>2]=q;f[E+14736>>2]=D;f[E+14744>>2]=0;f[E+14748>>2]=0;dgb(E)}nwb(258928,C)|0;if((A|0)==(B|0))xwb(258928,A)|0;else{ywb(258928,A)|0;zwb(258928,B)|0}mwb(258928,k,l,y,z)|0;Tvb(258928,t,v,w,x)|0;if((r|0)==(s|0)){dwb(258928,r)|0;u=E;return}else{ewb(258928,r)|0;fwb(258928,s)|0;u=E;return}}function Cdb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0,C=0,E=0,F=0,I=0,J=0,K=0.0;I=0;J=u;u=u+1776|0;F=f[a+8>>2]|0;z=+n[64781];A=+n[64782];B=b[259208]|0;do{j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){if(!(b[f[a>>2]>>0]|0))if(!(b[f[(a+4|0)>>2]>>0]|0)){g=0;i=0;break}swb(258928,1.0,0.0)|0;Iwb(258928,1)|0;Ewb(258928,f[64788]&-49)|0;r=f[a+12>>2]|0;v=f[a+16>>2]|0;w=f[(a+20|0)>>2]|0;g=f[a+24>>2]|0;i=f[a+28>>2]|0;y=f[f[a+32>>2]>>2]|0;x=f[f[a+36>>2]>>2]|0;f[(J+104|0)>>2]=f[F>>2];f[(J+104|0)+4>>2]=r;f[(J+104|0)+8>>2]=v;f[(J+104|0)+12>>2]=w;f[(J+104|0)+16>>2]=g;f[(J+104|0)+20>>2]=i;f[(J+104|0)+24>>2]=y;f[(J+104|0)+28>>2]=x;f[(J+104|0)+32>>2]=0;x=(b[f[a>>2]>>0]|0)==0;y=(b[f[(a+4|0)>>2]>>0]|0)!=0;i=f[c+8>>2]|0;f[(J+100|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){r=0;k=0;g=i;while(1){q=g+12|0;l=g+16|0;i=1;if(i){i=0;if((f[q>>2]|0)==(f[l>>2]|0)){m=k;o=r}else i=1}if(i)if(1){j=f[g+8>>2]|0;f[(J+64|0)>>2]=f[(j+152|0)>>2];f[(J+64|0)+4>>2]=f[(j+152|0)+4>>2];f[(J+64|0)+8>>2]=f[(j+152|0)+8>>2];f[(J+64|0)+12>>2]=f[(j+152|0)+12>>2];i=eIa(j,f[f[(a+44|0)>>2]>>2]|0,b[f[(a+48|0)>>2]>>0]|0,0)|0;g=f[i>>2]|0;f[(J+48|0)>>2]=g;i=f[i+4>>2]|0;f[((J+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(J+48|0)>>2]|0}if(!g){lIa(J,j,f[f[(a+44|0)>>2]>>2]|0,b[f[(a+48|0)>>2]>>0]|0,0,f[(a+52|0)>>2]|0,f[(a+56|0)>>2]|0,b[f[(a+60|0)>>2]>>0]|0,x&y,(f[(f[(a+20|0)>>2]|0)+384>>2]|0)!=0,f[(a+64|0)>>2]|0);g=f[J>>2]|0;w=f[(J+4|0)>>2]|0;f[J>>2]=0;f[(J+4|0)>>2]=0;f[(J+48|0)>>2]=g;i=f[((J+48|0)+4|0)>>2]|0;f[((J+48|0)+4|0)>>2]=w;if(i){iOb(i);g=f[(J+4|0)>>2]|0;if(g|0)iOb(g);g=f[(J+48|0)>>2]|0}if(!g){t=k;s=r}else{C=g;I=17}}else{C=g;I=17}if((I|0)==17){I=0;g=f[C+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;Pdb(J+104|0,J+48|0,j);w=f[l>>2]|0;i=f[q>>2]|0;j=((w-i|0)/44|0)+r|0;g=1;if(g){g=0;if((w|0)==(i|0)){t=k;s=j}else g=1}if(g)if(1){v=i;do{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;o=f[g>>2]|0;m=f[(f[v>>2]|0)+52>>2]|0;Gwb(258928,(y^(x^1))&(m&4|0)==0)|0;if(m&3|0){l=x&y^(b[f[(a+68|0)>>2]>>0]|0)!=0;i=f[o+96>>2]|0;g=b[(i+120|0)>>0]|0;if(g&8){BIa(i);g=b[(i+120|0)>>0]|0}lwb(258928,(m&1|0)!=0^(l^(g&1)!=0)?2304:2305)|0}t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+72|0)>>2]>>2],+n[f[(a+76|0)>>2]>>2])|0;else{K=+p[(F+16|0)>>3];rwb(258928,K+(1.0-K)*+n[o+144>>2],K+(1.0-K)*+n[o+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else j=(zdb(F,f[o+108>>2]|0,f[(a+80|0)>>2]|0)|0)+j|0;g=f[t>>2]|0;if(g&134217856){g=h[(F+77|0)>>0]|h[(F+77|0)+1>>0]<<8|128;b[(F+77|0)>>0]=g;b[(F+77|0)+1>>0]=g>>8;g=f[t>>2]|0}l=Gdb(f[(a+84|0)>>2]|0,(g&128|0)!=0,(g&134217728|0)!=0,(g&16384|0)!=0,e)|0;g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[J>>2]=g;f[(J+4|0)>>2]=f[g+52>>2]&56;f[(J+44|0)>>2]=0;break}else{s=!(+n[v+28>>2]>=0.0);f[J>>2]=g;g=f[g+52>>2]|0;f[(J+4|0)>>2]=g&56;f[(J+44|0)>>2]=0;if(s)break;else{E=g;I=42;break}}else{f[J>>2]=g;E=f[g+52>>2]|0;f[(J+4|0)>>2]=E&56;f[(J+44|0)>>2]=0;I=42}while(0);if((I|0)==42){I=0;f[(J+4|0)>>2]=E&24}Hdb(f[(a+88|0)>>2]|0,J+48|0,v,56,J+64|0,f[(a+20|0)>>2]|0);Idb(J,J+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(4,f[v+8>>2]|0,i|0);else oe(4,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;Gwb(258928,0)|0;g=f[t>>2]|0;i=f[64788]|0;do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0;g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(4,f[v+8>>2]|0,g|0);else oe(4,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(J+44|0)>>2]|0;if(i|0){g=J+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(J+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));t=k;s=j}}g=f[((J+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=t;o=s}Jdb(J+100|0,c,f[f[(a+40|0)>>2]>>2]|0);g=f[(J+100|0)>>2]|0;if(!g){k=m;l=o;break}else{r=o;k=m}}}g=k;i=l}}while(0);f[J+192>>2]=a;f[J+208>>2]=d;f[J+216>>2]=e;f[J+408>>2]=g;f[J+432>>2]=i;n[J+576>>2]=z;n[J+584>>2]=A;f[J+616>>2]=B;f[J+1560>>2]=F;f[J+1624>>2]=I;f[J+1696>>2]=0;f[J+1700>>2]=0;egb(J);G=f[J+1696>>2]|0;D=f[J+1700>>2]|0;H=+n[J+1700>>2];f[J+1696>>2]=0;f[J+1700>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Ddb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0.0;L=0;M=u;u=u+1888|0;K=f[a+4>>2]|0;z=f[64778]|0;B=b[259052]|0;C=b[259048]|0;E=b[259049]|0;F=b[259050]|0;I=b[259051]|0;j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){Ewb(258928,f[64788]&-49|32)|0;qwb(258928,515)|0;if((b[f[a>>2]>>0]|0)==1){kwb(258928,0)|0;jwb(258928,0,0,0,0)|0}j=f[a+8>>2]|0;q=f[a+12>>2]|0;r=f[(a+16|0)>>2]|0;s=f[a+20>>2]|0;w=f[a+24>>2]|0;g=f[f[a+28>>2]>>2]|0;i=f[f[a+32>>2]>>2]|0;f[(M+104|0)>>2]=f[K>>2];f[(M+104|0)+4>>2]=j;f[(M+104|0)+8>>2]=q;f[(M+104|0)+12>>2]=r;f[(M+104|0)+16>>2]=s;f[(M+104|0)+20>>2]=w;f[(M+104|0)+24>>2]=g;f[(M+104|0)+28>>2]=i;f[((M+104|0)+32|0)>>2]=0;i=f[c+8>>2]|0;f[(M+100|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){s=0;k=0;g=i;while(1){r=g+12|0;q=g+16|0;i=1;if(i){i=0;if((f[r>>2]|0)==(f[q>>2]|0)){m=k;o=s}else i=1}if(i)if(1){l=f[g+8>>2]|0;f[(M+64|0)>>2]=f[(l+152|0)>>2];f[(M+64|0)+4>>2]=f[(l+152|0)+4>>2];f[(M+64|0)+8>>2]=f[(l+152|0)+8>>2];f[(M+64|0)+12>>2]=f[(l+152|0)+12>>2];i=fIa(l,f[f[(a+40|0)>>2]>>2]|0,0)|0;g=f[i>>2]|0;f[(M+48|0)>>2]=g;i=f[i+4>>2]|0;f[((M+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(M+48|0)>>2]|0}if(!g){mIa(M,l,f[f[(a+40|0)>>2]>>2]|0,0,(f[(f[(a+16|0)>>2]|0)+384>>2]|0)!=0,f[(a+44|0)>>2]|0);g=f[M>>2]|0;w=f[(M+4|0)>>2]|0;f[M>>2]=0;f[(M+4|0)>>2]=0;f[(M+48|0)>>2]=g;i=f[((M+48|0)+4|0)>>2]|0;f[((M+48|0)+4|0)>>2]=w;if(i){iOb(i);g=f[(M+4|0)>>2]|0;if(g|0)iOb(g);g=f[(M+48|0)>>2]|0}if(!g){v=k;t=s}else{A=g;L=17}}else{A=g;L=17}if((L|0)==17){L=0;g=f[A+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;switch(b[l+214>>0]|0){case 2:{y=a+48|0;L=21;break}case 3:{y=a+52|0;L=21;break}default:x=1.0}if((L|0)==21){L=0;x=+n[f[y>>2]>>2]}Fdb(M+104|0,M+48|0,l);i=f[(M+48|0)>>2]|0;j=f[i+136>>2]|0;if((j|0)>-1){g=f[l+80>>2]|0;if(!g)g=0;else g=f[g+8>>2]|0;Uvb(258928,f[((M+104|0)+32|0)>>2]|0)|0;Vvb(258928,g)|0;w=f[((M+104|0)+32|0)>>2]|0;f[((M+104|0)+32|0)>>2]=w+1;df(j|0,w|0)}g=f[i+140>>2]|0;if((g|0)>-1)bf(g|0,+(x/+n[l+200>>2]));w=f[q>>2]|0;i=f[r>>2]|0;j=((w-i|0)/44|0)+s|0;g=1;if(g){g=0;if((w|0)==(i|0)){v=k;t=j}else g=1}if(g)if(1){v=i;do{t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+56|0)>>2]>>2],+n[f[(a+60|0)>>2]>>2])|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;s=f[g>>2]|0;N=1.0-+p[(K+16|0)>>3];rwb(258928,N*+n[s+144>>2],N*+n[s+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;j=(zdb(K,f[(f[g>>2]|0)+108>>2]|0,f[(a+64|0)>>2]|0)|0)+j|0}if(f[t>>2]&134217856|0){s=h[(K+77|0)>>0]|h[(K+77|0)+1>>0]<<8|128;b[(K+77|0)>>0]=s;b[(K+77|0)+1>>0]=s>>8}if((b[f[(a+68|0)>>2]>>0]|0)==2){l=f[t>>2]|0;Ewb(258928,f[64788]|(l&128)>>>6|(l&134217728)>>>24|32)|0;xwb(258928,((l&128&255)>>>6|(l&134217728|0?40:32))&255)|0;Awb(258928,7680,7680,7681)|0;l=1}else{l=f[t>>2]|0;l=Gdb(f[(a+76|0)>>2]|0,(l&128|0)!=0,(l&134217728|0)!=0,(l&16384|0)!=0,e)|0}g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[M>>2]=g;f[(M+4|0)>>2]=f[g+52>>2]&448;f[(M+44|0)>>2]=0;break}else{s=!(+n[v+28>>2]>=0.0);f[M>>2]=g;g=f[g+52>>2]|0;f[(M+4|0)>>2]=g&448;f[(M+44|0)>>2]=0;if(s)break;else{J=g;L=53;break}}else{f[M>>2]=g;J=f[g+52>>2]|0;f[(M+4|0)>>2]=J&448;f[(M+44|0)>>2]=0;L=53}while(0);if((L|0)==53){L=0;f[(M+4|0)>>2]=J&192}Hdb(f[(a+80|0)>>2]|0,M+48|0,v,448,M+64|0,f[(a+16|0)>>2]|0);Idb(M,M+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(1,f[v+8>>2]|0,i|0);else oe(1,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;g=f[t>>2]|0;i=f[64788]|0;if((b[f[(a+68|0)>>2]>>0]|0)==2){do if((g&134234240|0)==134217856){Ewb(258928,i|21)|0;xwb(258928,21)|0}else{if((g&16512|0)==128){Ewb(258928,i|17)|0;xwb(258928,17)|0;break}if(!(g&134217728)){Ewb(258928,i|16)|0;xwb(258928,16)|0;break}else{Ewb(258928,i|20)|0;xwb(258928,20)|0;break}}while(0);Awb(258928,7680,7681,7681)|0}else{do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0}g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(1,f[v+8>>2]|0,g|0);else oe(1,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(M+44|0)>>2]|0;if(i|0){g=M+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(M+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));v=k;t=j}}g=f[((M+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=v;o=t}Jdb(M+100|0,c,f[f[(a+36|0)>>2]>>2]|0);g=f[(M+100|0)>>2]|0;if(!g){k=m;l=o;break}else{s=o;k=m}}}g=k;i=l}f[M+192>>2]=a;f[M+208>>2]=d;f[M+216>>2]=e;f[M+408>>2]=g;f[M+432>>2]=i;f[M+576>>2]=z;f[M+608>>2]=B;f[M+640>>2]=C;f[M+672>>2]=E;f[M+712>>2]=F;f[M+744>>2]=I;f[M+1672>>2]=K;f[M+1728>>2]=L;f[M+1800>>2]=0;f[M+1804>>2]=0;fgb(M);G=f[M+1800>>2]|0;D=f[M+1804>>2]|0;H=+n[M+1804>>2];f[M+1800>>2]=0;f[M+1804>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Edb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0;A=0;B=u;u=u+1696|0;z=f[a+4>>2]|0;j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){Ewb(258928,f[64788]&-49|16)|0;i=f[f[a>>2]>>2]|0;C=f[a+8>>2]|0;j=f[a+12>>2]|0;q=f[(a+16|0)>>2]|0;r=f[a+20>>2]|0;v=f[a+24>>2]|0;w=f[f[a+28>>2]>>2]|0;g=f[f[a+32>>2]>>2]|0;f[(B+112|0)>>2]=f[z>>2];f[(B+112|0)+4>>2]=C;f[(B+112|0)+8>>2]=j;f[(B+112|0)+12>>2]=q;f[(B+112|0)+16>>2]=r;f[(B+112|0)+20>>2]=v;f[(B+112|0)+24>>2]=w;f[(B+112|0)+28>>2]=g;f[(B+112|0)+32>>2]=0;f[((B+112|0)+36|0)>>2]=i;i=f[c+8>>2]|0;f[(B+104|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){r=0;k=0;g=i;while(1){q=g+12|0;l=g+16|0;i=1;if(i){i=0;if((f[q>>2]|0)==(f[l>>2]|0)){m=k;o=r}else i=1}if(i)if(1){j=f[g+8>>2]|0;f[(B+64|0)>>2]=f[(j+152|0)>>2];f[(B+64|0)+4>>2]=f[(j+152|0)+4>>2];f[(B+64|0)+8>>2]=f[(j+152|0)+8>>2];f[(B+64|0)+12>>2]=f[(j+152|0)+12>>2];i=gIa(j,f[f[(a+40|0)>>2]>>2]|0,0)|0;g=f[i>>2]|0;f[(B+48|0)>>2]=g;i=f[i+4>>2]|0;f[((B+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(B+48|0)>>2]|0}if(!g){nIa(B,j,f[f[(a+40|0)>>2]>>2]|0,0,b[f[(a+44|0)>>2]>>0]|0,b[f[(a+48|0)>>2]>>0]|0,(f[(f[(a+16|0)>>2]|0)+384>>2]|0)!=0,f[(a+52|0)>>2]|0);g=f[B>>2]|0;C=f[(B+4|0)>>2]|0;f[B>>2]=0;f[(B+4|0)>>2]=0;f[(B+48|0)>>2]=g;i=f[((B+48|0)+4|0)>>2]|0;f[((B+48|0)+4|0)>>2]=C;if(i){iOb(i);g=f[(B+4|0)>>2]|0;if(g|0)iOb(g);g=f[(B+48|0)>>2]|0}if(!g){t=k;s=r}else{x=g;A=15}}else{x=g;A=15}if((A|0)==15){A=0;g=f[x+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;Fdb(B+112|0,B+48|0,j);g=f[(f[(B+48|0)>>2]|0)+132>>2]|0;if((g|0)>-1)bf(g|0,+(+n[((B+112|0)+36|0)>>2]));w=f[l>>2]|0;i=f[q>>2]|0;j=((w-i|0)/44|0)+r|0;g=1;if(g){g=0;if((w|0)==(i|0)){t=k;s=j}else g=1}if(g)if(1){v=i;do{t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+56|0)>>2]>>2],+n[f[(a+60|0)>>2]>>2])|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;C=f[g>>2]|0;E=1.0-+p[(z+16|0)>>3];rwb(258928,E*+n[C+144>>2],E*+n[C+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;j=(zdb(z,f[(f[g>>2]|0)+108>>2]|0,f[(a+64|0)>>2]|0)|0)+j|0}g=f[t>>2]|0;if(g&134217856){g=h[(z+77|0)>>0]|h[(z+77|0)+1>>0]<<8|128;b[(z+77|0)>>0]=g;b[(z+77|0)+1>>0]=g>>8;g=f[t>>2]|0}l=Gdb(f[(a+68|0)>>2]|0,(g&128|0)!=0,(g&134217728|0)!=0,(g&16384|0)!=0,e)|0;g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[B>>2]=g;f[(B+4|0)>>2]=f[g+52>>2]&3584;f[(B+44|0)>>2]=0;break}else{C=!(+n[v+28>>2]>=0.0);f[B>>2]=g;g=f[g+52>>2]|0;f[(B+4|0)>>2]=g&3584;f[(B+44|0)>>2]=0;if(C)break;else{y=g;A=41;break}}else{f[B>>2]=g;y=f[g+52>>2]|0;f[(B+4|0)>>2]=y&3584;f[(B+44|0)>>2]=0;A=41}while(0);if((A|0)==41){A=0;f[(B+4|0)>>2]=y&1536}Hdb(f[(a+72|0)>>2]|0,B+48|0,v,3584,B+64|0,f[(a+16|0)>>2]|0);Idb(B,B+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(0,f[v+8>>2]|0,i|0);else oe(0,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;g=f[t>>2]|0;i=f[64788]|0;do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0;g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(0,f[v+8>>2]|0,g|0);else oe(0,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(B+44|0)>>2]|0;if(i|0){g=B+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(B+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));t=k;s=j}}g=f[((B+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=t;o=s}Jdb(B+104|0,c,f[f[(a+36|0)>>2]>>2]|0);g=f[(B+104|0)>>2]|0;if(!g){k=m;l=o;break}else{r=o;k=m}}}g=k;i=l}f[B+192>>2]=a;f[B+208>>2]=d;f[B+216>>2]=e;f[B+400>>2]=g;f[B+424>>2]=i;f[B+1496>>2]=z;f[B+1552>>2]=A;f[B+1624>>2]=0;f[B+1628>>2]=0;ggb(B);G=f[B+1624>>2]|0;D=f[B+1628>>2]|0;H=+n[B+1628>>2];f[B+1624>>2]=0;f[B+1628>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Fdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0;h=f[b>>2]|0;f[a+32>>2]=0;b=f[h+36>>2]|0;if((b|0)>-1)nf(b|0,1,0,f[a+8>>2]|0);b=f[h+40>>2]|0;if((b|0)>-1)nf(b|0,1,0,f[a+4>>2]|0);b=f[h+128>>2]|0;if((b|0)>-1)bf(b|0,+(+(f[64746]|0)));b=f[h+60>>2]|0;if((b|0)>-1)df(b|0,+n[(f[a+8>>2]|0)+44>>2]==0.0|0);b=f[h+96>>2]|0;if((b|0)>-1)jf(b|0,1,K9a(f[a>>2]|0)|0);e=a+16|0;if(f[(f[e>>2]|0)+48>>2]|0){d=0;do{g=S9a(f[a>>2]|0,d)|0;b=f[h+36+(d+33<<2)>>2]|0;if((b|0)>-1)jf(b|0,1,(f[e>>2]|0)+(d*12|0)|0);b=f[h+36+(d+37<<2)>>2]|0;if((b|0)>-1)jf(b|0,1,g+12|0);d=d+1|0}while(d>>>0<(f[(f[e>>2]|0)+48>>2]|0)>>>0)}b=f[h+108>>2]|0;if((b|0)>-1)lf(b|0,24,f[a+12>>2]|0);b=f[h+144>>2]|0;if((b|0)>-1)lf(b|0,1,f[a+20>>2]|0);b=f[h+148>>2]|0;if((b|0)>-1)ef(b|0,+(+n[a+24>>2]),+(+n[a+28>>2]));b=f[h+80>>2]|0;if((b|0)>-1){g=f[a>>2]|0;i=+hIa(c,g+216|0,g+208|0);g=f[a>>2]|0;ef(b|0,+i,+(+iIa(c,g+216|0,g+208|0)))}b=f[h+84>>2]|0;if((b|0)>-1)jf(b|0,1,c+168|0);b=f[h+112>>2]|0;if((b|0)>-1){a=f[a>>2]|0;bf(b|0,+(+jIa(c,a+216|0,a+208|0)))}b=f[h+160>>2]|0;if((b|0)<=-1)return;ef(b|0,+(+n[c+192>>2]),+(+n[c+196>>2]));return}function Gdb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;if(g){if(c&d){Ewb(258928,f[64788]|10)|0;xwb(258928,10)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(c){Ewb(258928,f[64788]|2)|0;xwb(258928,2)|0;Awb(258928,7680,7680,7681)|0;if(e){e=0;return e|0}e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(d){Ewb(258928,f[64788]|8)|0;xwb(258928,8)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}else{Awb(258928,7680,7680,7680)|0;e=0;return e|0}}else{xwb(258928,f[f[a+4>>2]>>2]|0)|0;g=f[64788]&245;if(c&d){Ewb(258928,g|10)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(c){Ewb(258928,g|2)|0;Awb(258928,7680,7680,7681)|0;if(e){e=0;return e|0}e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(d){Ewb(258928,g|8)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}else{Ewb(258928,g)|0;Awb(258928,7680,7680,7681)|0;e=0;return e|0}}return 0}function Hdb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;I=u;u=u+112|0;G=I+40|0;i=I;H=f[c>>2]|0;c=f[H+64>>2]|0;if((c|0)>-1){if(!(b[a+12296>>0]&1))j=(f[(f[d>>2]|0)+52>>2]&4096|0)==0;else j=1;df(c|0,j&1|0)}c=f[H+68>>2]|0;if((c|0)>-1)df(c|0,(f[(f[d>>2]|0)+52>>2]&3|0)==0|0);c=f[H+72>>2]|0;do if((c|0)>-1){j=f[d+24>>2]|0;if(j&8388608|0){k=+n[d+28>>2];if(k>=0.0){kf(c|0,+k,+(+n[d+32>>2]),+(+n[d+36>>2]),+(+n[g+12>>2]));break}}if(!(j&32768))if(e&2336&f[(f[d>>2]|0)+52>>2]|0){kf(c|0,1.0,1.0,1.0,+(+n[g+12>>2]));break}lf(c|0,1,g|0)}while(0);c=f[H+76>>2]|0;if((c|0)>-1)bf(c|0,+(+n[d+40>>2]));c=f[H+88>>2]|0;if((c|0)>-1)bf(c|0,+((f[a+12292>>2]|f[d+24>>2])&8192|0?0.0:1.0));l=H+44|0;F=d+16|0;e=d+4|0;m=f[(f[((f[F>>2]|0)>>>0>1?f[e>>2]|0:e)>>2]|0)+96>>2]|0;do if((f[l>>2]|0)>-1){if(b[m+120>>0]&4)AIa(m);e=m+76|0;j=d+24|0;g=Odb(f[j>>2]|0,f[a>>2]|0,m,G)|0;j=f[j>>2]|0;c=f[a>>2]|0;if(!(j&33554456))i=e;else{f[i>>2]=f[e>>2];f[i+4>>2]=f[m+80>>2];f[i+8>>2]=f[m+84>>2];f[i+12>>2]=f[m+88>>2];f[i+16>>2]=f[m+92>>2];f[i+20>>2]=f[m+96>>2];f[i+24>>2]=f[m+100>>2];f[i+28>>2]=f[m+104>>2];f[i+32>>2]=f[m+108>>2];if(j&8)QAa(c,i)}c=f[l>>2]|0;if((c|0)>-1)nf(c|0,1,0,g|0);c=f[H+48>>2]|0;if((c|0)>-1)mf(c|0,1,0,i|0)}else{j=m+120|0;c=b[j>>0]|0;if(c&16){CIa(m);c=b[j>>0]|0}j=(c&2)!=0;c=f[H+56>>2]|0;if((c|0)>-1)gf(c|0,0,(j?f[F>>2]|0:0)|0);D=f[H+52>>2]|0;if((D|0)>-1){E=a+4|0;c=f[F>>2]|0;C=c>>>0>1?f[e>>2]|0:e;if(!j){if(!c)c=0;else{e=d+24|0;i=0;j=E;while(1){c=Odb(f[e>>2]|0,f[a>>2]|0,f[(f[C+(i<<2)>>2]|0)+96>>2]|0,G)|0;g=j;m=c;o=g+48|0;do{f[g>>2]=f[m>>2];g=g+4|0;m=m+4|0}while((g|0)<(o|0));f[j+12>>2]=f[c+48>>2];f[j+28>>2]=f[c+52>>2];f[j+44>>2]=f[c+56>>2];i=i+1|0;c=f[F>>2]|0;if(i>>>0>=c>>>0)break;else j=j+48|0}c=c*3|0}lf(((f[d+20>>2]|0)*3|0)+D|0,c|0,E|0);break}if(!c)c=0;else{s=d+24|0;t=i+4|0;v=i+8|0;w=i+12|0;x=i+16|0;y=i+20|0;z=i+24|0;A=i+28|0;B=i+32|0;p=a+4+(c*12<<2)|0;q=0;r=E;while(1){j=f[(f[C+(q<<2)>>2]|0)+96>>2]|0;if(b[j+120>>0]&4)AIa(j);c=j+76|0;l=Odb(f[s>>2]|0,f[a>>2]|0,j,G)|0;e=f[s>>2]|0;g=f[a>>2]|0;if(e&33554456){f[i>>2]=f[c>>2];f[t>>2]=f[j+80>>2];f[v>>2]=f[j+84>>2];f[w>>2]=f[j+88>>2];f[x>>2]=f[j+92>>2];f[y>>2]=f[j+96>>2];f[z>>2]=f[j+100>>2];f[A>>2]=f[j+104>>2];f[B>>2]=f[j+108>>2];if(!(e&8))c=i;else{QAa(g,i);c=i}}g=r;m=l;o=g+48|0;do{f[g>>2]=f[m>>2];g=g+4|0;m=m+4|0}while((g|0)<(o|0));f[r+12>>2]=f[l+48>>2];f[r+28>>2]=f[l+52>>2];f[r+44>>2]=f[l+56>>2];f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];o=p+16|0;m=c+12|0;f[o>>2]=f[m>>2];f[o+4>>2]=f[m+4>>2];f[o+8>>2]=f[m+8>>2];o=p+32|0;c=c+24|0;f[o>>2]=f[c>>2];f[o+4>>2]=f[c+4>>2];f[o+8>>2]=f[c+8>>2];q=q+1|0;c=f[F>>2]|0;if(q>>>0>=c>>>0)break;else{p=p+48|0;r=r+48|0}}c=c*6|0}lf(((f[d+20>>2]|0)*3|0)+D|0,c|0,E|0)}}while(0);c=f[H+100>>2]|0;do if((c|0)>-1){if((f[F>>2]|0)>>>0<=1)if(!(f[d+24>>2]&32)){jf(c|0,1,(f[d+4>>2]|0)+156|0);break}hf(c|0,0.0,0.0,0.0)}while(0);c=f[H+104>>2]|0;if((c|0)<=-1){u=I;return}df(c|0,((f[d+24>>2]&2|0)==0?f[h+384>>2]|0:0)|0);u=I;return}function Idb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;Ndb(a,c);d=f[c>>2]|0;e=f[d+8>>2]|0;a:do if((e|0)>-1){g=f[a>>2]|0;c=f[g>>2]|0;g=f[g+4>>2]|0;b:do if((c|0)!=(g|0)){while(1){if((f[c+12>>2]|0)==2)break;c=c+28|0;if((c|0)==(g|0))break b}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(e|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(e|0);g=a+44|0;f[a+8+(f[g>>2]<<2)>>2]=e;f[g>>2]=(f[g>>2]|0)+1;break a}while(0);pf(e|0,0.0)}while(0);d=f[d+32>>2]|0;if((d|0)<=-1)return;e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;c:do if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==8)break;c=c+28|0;if((c|0)==(e|0))break c}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);g=a+44|0;f[a+8+(f[g>>2]<<2)>>2]=d;f[g>>2]=(f[g>>2]|0)+1;return}while(0);pf(d|0,0.0);return}function Jdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[a>>2]|0;if((f[l+24>>2]|0)>>>0>c>>>0){f[a>>2]=f[l>>2];return}f[a>>2]=f[l>>2];j=f[b+4>>2]|0;a=f[l+4>>2]|0;g=j+-1|0;h=(g&j|0)==0;if(h)i=g&a;else if(a>>>0<j>>>0)i=a;else i=(a>>>0)%(j>>>0)|0;c=(f[b>>2]|0)+(i<<2)|0;k=f[c>>2]|0;while(1){a=f[k>>2]|0;if((a|0)==(l|0))break;else k=a}if((k|0)==(b+8|0))e=15;else{a=f[k+4>>2]|0;if(h)a=a&g;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)==(i|0))d=l;else e=15}do if((e|0)==15){a=f[l>>2]|0;if(a|0){a=f[a+4>>2]|0;if(h)a=a&g;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)==(i|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;a=c;if(c){c=f[c+4>>2]|0;if(h)c=c&g;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(i|0)){f[(f[b>>2]|0)+(c<<2)>>2]=k;a=f[l>>2]|0}}f[k>>2]=a;f[d>>2]=0;b=b+12|0;f[b>>2]=(f[b>>2]|0)+-1;if(!l)return;a=f[l+12>>2]|0;if(a|0){c=l+16|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-44-a|0)>>>0)/44|0)*44|0);sOb(a)}sOb(l);return}function Kdb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0;k=f[c>>2]|0;i=f[k+64>>2]|0;if((i|0)>-1){if(!(b[a+4>>0]|0))c=(f[(f[d>>2]|0)+52>>2]|0)>>>12&1^1;else c=1;df(i|0,c|0)}c=f[k+68>>2]|0;if((c|0)>-1)df(c|0,(f[(f[d>>2]|0)+52>>2]&3|0)==0|0);c=f[k+88>>2]|0;if((c|0)>-1)bf(c|0,+((f[a>>2]|f[d+8>>2])&8192|0?0.0:1.0));c=f[k+72>>2]|0;do if((c|0)>-1){i=f[d+8>>2]|0;if(i&8388608|0){j=+n[d+20>>2];if(j>=0.0){kf(c|0,+j,+(+n[d+24>>2]),+(+n[d+28>>2]),+(+n[g+12>>2]));break}}if(!(i&32768))if(e&2336&f[(f[d>>2]|0)+52>>2]|0){kf(c|0,1.0,1.0,1.0,+(+n[g+12>>2]));break}lf(c|0,1,g|0)}while(0);c=f[k+76>>2]|0;if((c|0)>-1)bf(c|0,+(+n[d+32>>2]));c=f[k+104>>2]|0;if((c|0)<=-1)return;df(c|0,((f[d+8>>2]&2|0)==0?f[h+384>>2]|0:0)|0);return}function Ldb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;Ndb(a,b);Yvb(258928,f[f[a+48>>2]>>2]|0)|0;e=f[b>>2]|0;g=f[e+20>>2]|0;d=a+52|0;f[d>>2]=g;c=a+56|0;f[c>>2]=f[e+24>>2];b=a+60|0;f[b>>2]=f[e+28>>2];sf(g|0,4,5126,0,48,0);re(g|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;g=f[c>>2]|0;sf(g|0,4,5126,0,48,16);re(g|0);f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;g=f[b>>2]|0;sf(g|0,4,5126,0,48,32);re(g|0);f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;rf(f[d>>2]|0,1);rf(f[c>>2]|0,1);rf(f[b>>2]|0,1);return}function Mdb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+60>>2]|0;if(b|0){c=k+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[k+56>>2]|0;if(b|0)iOb(b);b=f[k+48>>2]|0;if(b|0)iOb(b);sOb(k);return l|0}function Ndb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;g=f[c>>2]|0;d=f[g>>2]|0;a:do if((d|0)>-1){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if(!(f[c+12>>2]|0))break;c=c+28|0;if((c|0)==(e|0))break a}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1}}while(0);d=f[g+4>>2]|0;b:do if((d|0)>-1){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==1)break;c=c+28|0;if((c|0)==(e|0))break b}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1}}while(0);d=f[g+12>>2]|0;c:do if((d|0)>-1){d:do if(f[a+4>>2]&2336|0){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==3)break;c=c+28|0;if((c|0)==(e|0))break d}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1;break c}}while(0);qf(d|0,1.0,1.0,1.0,1.0)}while(0);d=f[g+16>>2]|0;if((d|0)<=-1)return;e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)==(e|0))return;while(1){if((f[c+12>>2]|0)==4)break;c=c+28|0;if((c|0)==(e|0)){i=23;break}}if((i|0)==23)return;Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);i=a+44|0;f[a+8+(f[i>>2]<<2)>>2]=d;f[i>>2]=(f[i>>2]|0)+1;return}function Odb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(!(a&33554456)){d=c;return d|0}f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];f[d+24>>2]=f[c+24>>2];f[d+28>>2]=f[c+28>>2];f[d+32>>2]=f[c+32>>2];f[d+36>>2]=f[c+36>>2];f[d+40>>2]=f[c+40>>2];f[d+44>>2]=f[c+44>>2];f[d+48>>2]=f[c+48>>2];f[d+52>>2]=f[c+52>>2];f[d+56>>2]=f[c+56>>2];f[d+60>>2]=f[c+60>>2];if(a&8|0)PAa(b,d);if(a&16|0)NAa(b,d,f[64745]|0,f[64746]|0);if(!(a&33554432))return d|0;RAa(b,d,f[64745]|0,f[64746]|0);return d|0}function Pdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;Fdb(a,b,c);e=f[b>>2]|0;d=f[e+92>>2]|0;if((d|0)>-1){b=f[c+88>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;b=f[g>>2]|0;f[g>>2]=b+1;df(d|0,b|0)}d=f[e+116>>2]|0;if((d|0)>-1){b=f[a>>2]|0;b=kIa(c,b+216|0,b+208|0)|0;b=f[b>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;h=a+32|0;Uvb(258928,f[h>>2]|0)|0;Vvb(258928,b)|0;g=f[h>>2]|0;f[h>>2]=g+1;df(d|0,g|0)}d=f[e+152>>2]|0;if((d|0)>-1){b=f[c+128>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}d=f[e+156>>2]|0;if((d|0)>-1){b=f[c+136>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}d=f[e+164>>2]|0;if((d|0)>-1){b=f[c+144>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}b=f[e+120>>2]|0;if((b|0)>-1)hf(b|0,+(+n[c+96>>2]),+(+n[c+104>>2]),+(+n[c+112>>2]));b=f[e+124>>2]|0;if((b|0)<=-1)return;hf(b|0,+(+n[c+100>>2]),+(+n[c+108>>2]),+(+n[c+116>>2]));return}function Qdb(a){a=a|0;return}function Rdb(a){a=a|0;sOb(a);return}function Sdb(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=40500;f[b+4>>2]=f[a+4>>2];return b|0}function Tdb(a,b){a=a|0;b=b|0;f[b>>2]=40500;f[b+4>>2]=f[a+4>>2];return}function Udb(a){a=a|0;return}function Vdb(a){a=a|0;sOb(a);return}function Wdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return Sg[f[a+4>>2]&255](f[b>>2]|0,f[c>>2]|0,f[d>>2]|0)|0}function Xdb(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==198107?a+4|0:0)|0}function Ydb(a){a=a|0;return 15584}function Zdb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0;j=u;u=u+32|0;k=j;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;f[k+20>>2]=0;f[k+24>>2]=0;f[k+28>>2]=0;Bdb(a,b,c,d,e,k,0.0,0.0,g,h,i);u=j;return}function _db(){f[64688]=0;f[64689]=0;return}function $db(){var a=0;a=f[64688]|0;if(a|0)return a|0;a=pOb(24)|0;f[a>>2]=34962;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=4194304;f[a+16>>2]=262144;f[a+20>>2]=0;f[64688]=a;return a|0}function aeb(){var a=0;a=f[64689]|0;if(a|0)return a|0;a=pOb(24)|0;f[a>>2]=34963;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=4194304;f[a+16>>2]=262144;f[a+20>>2]=0;f[64689]=a;return a|0}function beb(){var a=0,b=0;a=f[64688]|0;f[64688]=0;if(a|0){b=f[a+8>>2]|0;if(b|0)iOb(b);sOb(a)}a=f[64689]|0;f[64689]=0;if(!a)return;b=f[a+8>>2]|0;if(b|0)iOb(b);sOb(a);return}function ceb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;f[a>>2]=b;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=c;f[a+16>>2]=d;f[a+20>>2]=0;return}function deb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;l=n;if(!(Apb()|0))if(!(Bpb()|0)){m=a+20|0;j=e+-1+(f[m>>2]|0)&0-e;k=a+4|0;i=f[k>>2]|0;h=i;if(!i){e=a+12|0;i=e;e=f[e>>2]|0}else{i=j+b|0;g=a+12|0;e=f[g>>2]|0;if(i>>>0>e>>>0)i=g;else{g=f[a+8>>2]|0;if(g|0)gOb(g);f[c>>2]=h;c=c+4|0;e=f[c>>2]|0;f[c>>2]=g;if(e|0)iOb(e);f[d>>2]=j;f[m>>2]=i;u=n;return}}do if(e>>>0>=b>>>0){if(e>>>0>j>>>0&(j+b|0)>>>0>e>>>0)if((e-j|0)>>>0>(f[a+16>>2]|0)>>>0)break;iub(l,f[a>>2]|0);h=f[l>>2]|0;g=l+4|0;j=f[g>>2]|0;f[l>>2]=0;f[g>>2]=0;f[k>>2]=h;h=a+8|0;e=f[h>>2]|0;f[h>>2]=j;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}nub(f[k>>2]|0,f[i>>2]|0,0,35044);e=f[k>>2]|0;g=f[h>>2]|0;if(g|0)gOb(g);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=g;if(e|0)iOb(e);f[d>>2]=0;f[m>>2]=b;u=n;return}while(0);iub(l,f[a>>2]|0);nub(f[l>>2]|0,b,0,35044);e=f[l>>2]|0;g=l+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=h;if(e|0)iOb(e);f[d>>2]=0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}iub(l,f[a>>2]|0);nub(f[l>>2]|0,b,0,35044);e=f[l>>2]|0;g=l+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=h;if(e|0)iOb(e);f[d>>2]=0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}function eeb(a){a=a|0;var b=0;b=a+48|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(b|0));return}function feb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+16|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];b=a+32|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];return}function geb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+16|0;f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];f[b+12>>2]=f[d+12>>2];b=a+32|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];return}function heb(a){a=a|0;if(+n[a+28>>2]<1.0){a=1;return a|0}a=+n[a+44>>2]<1.0;return a|0}function ieb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0;y=u;u=u+112|0;s=y+88|0;x=y+72|0;m=y+24|0;l=y;j=+n[a+28>>2];C=+n[a+16>>2]*j;A=j*+n[a+20>>2];e=j*+n[a+24>>2];n[s>>2]=C;t=s+4|0;n[t>>2]=A;v=s+8|0;n[v>>2]=e;w=s+12|0;n[w>>2]=j;g=+n[a+44>>2];B=+n[a+32>>2]*g;z=g*+n[a+36>>2];h=g*+n[a+40>>2];n[x>>2]=B;o=x+4|0;n[o>>2]=z;p=x+8|0;n[p>>2]=h;q=x+12|0;n[q>>2]=g;if(C==B&A==z){if(!(e==h&j==g))r=3}else r=3;do if((r|0)==3){if(!(f[a>>2]|0)){i=l+16|0;f[l>>2]=40500;f[l+4>>2]=162;f[i>>2]=l;Evb(m,198423,198462,l,1);k=f[m>>2]|0;c=m+4|0;D=f[c>>2]|0;f[m>>2]=0;f[c>>2]=0;f[a>>2]=k;k=a+4|0;d=f[k>>2]|0;f[k>>2]=D;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[i>>2]|0;if((l|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[a>>2]|0;if(!c)break;D=Jvb(c,198501)|0;f[a+56>>2]=D;D=Kvb(f[a>>2]|0,198520)|0;f[a+48>>2]=D;D=Kvb(f[a>>2]|0,198532)|0;f[a+52>>2]=D;if(!(f[a>>2]|0))break}k=a+8|0;if(!(f[k>>2]|0)){c=m;d=40536;i=c+48|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(i|0));iub(l,34962);D=f[l>>2]|0;d=l+4|0;i=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[k>>2]=D;D=a+12|0;c=f[D>>2]|0;f[D>>2]=i;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}nub(f[k>>2]|0,48,m,35044)}}while(0);e=+n[s>>2];if(e==+n[x>>2])if(+n[t>>2]==+n[o>>2])if(+n[v>>2]==+n[p>>2]){if(!(+n[w>>2]==+n[q>>2]))r=22}else r=22;else r=22;else r=22;if((r|0)==22){c=f[a>>2]|0;if(c|0){d=a+8|0;if(f[d>>2]|0){D=f[64756]|0;bwb(258928,f[c>>2]|0)|0;w=f[64754]|0;Yvb(258928,f[f[d>>2]>>2]|0)|0;v=b[259206]|0;Hwb(258928,0)|0;t=b[259052]|0;kwb(258928,0)|0;r=a+56|0;sf(f[r>>2]|0,3,5126,0,0,0);r=f[r>>2]|0;re(r|0);lf(f[a+48>>2]|0,1,s|0);lf(f[a+52>>2]|0,1,x|0);le(6,0,4);ke(r|0);kwb(258928,t<<24>>24!=0)|0;Hwb(258928,v<<24>>24!=0)|0;Yvb(258928,w)|0;bwb(258928,D)|0;u=y;return}}}z=+n[64765];A=+n[64766];B=+n[64767];C=+n[64768];mwb(258928,e,+n[t>>2],+n[v>>2],+n[w>>2])|0;Vd(16384);mwb(258928,z,A,B,C)|0;u=y;return}function jeb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0;q=u;u=u+288|0;k=q+272|0;l=q+136|0;m=q;o=c+25|0;do if((b[o>>0]|0)==1){p[k>>3]=1.0e-12;if(PUa(g,k)|0){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];u=q;return}else{if((b[o>>0]|0)!=1)break;f[l>>2]=d;f[l+4>>2]=g;d=l+8|0;yAa(d,l)|0;f[m>>2]=d;f[m+4>>2]=e;d=m+8|0;yAa(d,m)|0;break}}while(0);s=+n[c>>2];r=+n[c+4>>2];j=+n[c+8>>2];h=s*+p[d>>3]+r*+p[d+32>>3]+j*+p[d+64>>3];i=s*+p[d+8>>3]+r*+p[d+40>>3]+j*+p[d+72>>3];j=s*+p[d+16>>3]+r*+p[d+48>>3]+j*+p[d+80>>3];if(!(b[c+24>>0]|0)){n[a>>2]=h;n[a+4>>2]=i;n[a+8>>2]=j;u=q;return}else{r=i+ +p[d+104>>3];s=j+ +p[d+112>>3];n[a>>2]=h+ +p[d+96>>3];n[a+4>>2]=r;n[a+8>>2]=s;u=q;return}}function keb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;c=g;f[c>>2]=b;d=a+4|0;e=f[d>>2]|0;if((e|0)==(f[a+8>>2]|0)){rcb(a,c);u=g;return 1}else{f[e>>2]=b;f[d>>2]=(f[d>>2]|0)+4;u=g;return 1}return 0}function leb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=f[a>>2]|0;d=a+4|0;e=f[d>>2]|0;if((c|0)==(e|0)){g=0;return g|0}else a=c;while(1){if((f[a>>2]|0)==(b|0))break;a=a+4|0;if((a|0)==(e|0)){a=0;g=6;break}}if((g|0)==6)return a|0;if((a|0)==(e|0)){g=0;return g|0}b=e+-4|0;g=f[b>>2]|0;f[b>>2]=f[a>>2];f[a>>2]=g;f[d>>2]=(f[d>>2]|0)+-4;g=1;return g|0}function meb(a,c){a=a|0;c=c|0;b[a+812>>0]=c&1;return}function neb(a,b){a=a|0;b=b|0;bR(a+16|0,b)|0;return}function oeb(a,c,d,e,f,g,h,i,j,k){a=a|0;c=c|0;d=+d;e=e|0;f=+f;g=g|0;h=+h;i=i|0;j=+j;k=k|0;b[a+768>>0]=c;p[a+776>>3]=d;p[a+784>>3]=f;p[a+792>>3]=h;p[a+800>>3]=j;b[a+808>>0]=e;b[a+809>>0]=g;b[a+810>>0]=i;b[a+811>>0]=k;return}function peb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+32|0;m=r;h=+p[c+792>>3];i=b[c+810>>0]|0;k=+p[c+800>>3];e=b[c+811>>0]|0;n=a+8|0;o=a+12|0;Kha(m);if(i<<24>>24==1)g=+(f[64745]|0);else g=+(f[m>>2]|0)/+p[m+8>>3];d=~~(h*g);f[n>>2]=d;if(e<<24>>24==1)g=+(f[64746]|0);else g=+(f[m+4>>2]|0)/+p[m+16>>3];j=~~(k*g);f[o>>2]=j;if(i<<24>>24==2){e=n;g=h;d=j;q=9}else if(e<<24>>24==2){e=o;g=k;q=9}if((q|0)==9)f[e>>2]=~~(g*+(d|0));g=+p[c+776>>3];e=b[c+808>>0]|0;k=+p[c+784>>3];j=b[c+809>>0]|0;l=a+4|0;Kha(m);if(e<<24>>24==1)h=+(f[64745]|0);else h=+(f[m>>2]|0)/+p[m+8>>3];d=~~(g*h);f[a>>2]=d;if(j<<24>>24==1)h=+(f[64746]|0);else h=+(f[m+4>>2]|0)/+p[m+16>>3];i=~~(k*h);f[l>>2]=i;if(e<<24>>24==2){e=a;d=i;q=18}else if(j<<24>>24==2){e=l;g=k;q=18}if((q|0)==18)f[e>>2]=~~(g*+(d|0));e=b[c+768>>0]|0;switch(e<<24>>24){case 6:case 3:case 2:{d=(f[64745]|0)-(f[a>>2]|0)-(f[n>>2]|0)|0;q=22;break}case 7:case 4:case 8:{d=(((f[64745]|0)-(f[n>>2]|0)|0)/2|0)+(f[a>>2]|0)|0;q=22;break}case 0:{q=23;break}case 5:{q=24;break}default:{u=r;return}}a:do if((q|0)==22){f[a>>2]=d;switch(e<<24>>24){case 4:case 3:case 0:{q=23;break a}case 6:case 5:case 8:{q=24;break a}default:{}}u=r;return}while(0);if((q|0)==23)d=(f[64746]|0)-(f[l>>2]|0)-(f[o>>2]|0)|0;else if((q|0)==24)d=(((f[64746]|0)-(f[o>>2]|0)|0)/2|0)+(f[l>>2]|0)|0;f[l>>2]=d;u=r;return}function qeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0;c=u;u=u+16|0;d=c;g=1.0/+(f[64745]|0);e=1.0/+(f[64746]|0);peb(d,b);p[a>>3]=g*+(f[d>>2]|0);p[a+8>>3]=e*+(f[d+4>>2]|0);p[a+16>>3]=g*+(f[d+8>>2]|0);p[a+24>>3]=e*+(f[d+12>>2]|0);u=c;return}function reb(a){a=a|0;var b=0,c=0,d=0;b=a+36|0;c=a;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[b>>2]=-1;f[a+40>>2]=-1;return}function seb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);d=a+12|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);b=f[a>>2]|0;if(!b)return;d=a+4|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{e=c+-76|0;f[d>>2]=e;teb(e);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function teb(a){a=a|0;var b=0,c=0,d=0;b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+56>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function ueb(a){a=a|0;var b=0,c=0,d=0,e=0;c=f[a>>2]|0;d=a+4|0;b=f[d>>2]|0;if((b|0)!=(c|0))do{e=b+-76|0;f[d>>2]=e;teb(e);b=f[d>>2]|0}while((b|0)!=(c|0));veb(a);e=a+12|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)tOb(b);f[a+16>>2]=0;f[a+20>>2]=0;e=a+24|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;iOb(b);return}function veb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=a+8|0;k=f[a>>2]|0;j=a+4|0;h=f[j>>2]|0;e=h-k|0;g=(e|0)/76|0;b=k;d=h;if((((f[i>>2]|0)-k|0)/76|0)>>>0<=g>>>0)return;do if(!e)c=0;else if(g>>>0>56512727)vd();else{c=pOb(e)|0;break}while(0);c=c+(g*76|0)|0;g=c;if((d|0)==(b|0)){e=g;d=h}else{e=g;do{d=d+-76|0;web(c+-76|0,d);c=e+-76|0;e=c}while((d|0)!=(b|0));d=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=e;f[j>>2]=g;f[i>>2]=g;c=d;if((b|0)!=(c|0))do{b=b+-76|0;teb(b)}while((b|0)!=(c|0));if(!d)return;sOb(d);return}function web(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[b>>2];j=b+4|0;f[g>>2]=f[j>>2];g=b+8|0;f[a+8>>2]=f[g>>2];f[g>>2]=0;f[j>>2]=0;f[b>>2]=0;j=a+12|0;g=b+12|0;f[j>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[j>>2]=f[g>>2];j=b+16|0;f[e>>2]=f[j>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=a+24|0;j=b+24|0;f[g>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[g>>2]=f[j>>2];g=b+28|0;f[e>>2]=f[g>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=a+36|0;g=b+36|0;f[j>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[j>>2]=f[g>>2];j=b+40|0;f[e>>2]=f[j>>2];e=b+44|0;f[a+44>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=b+48|0;j=f[g>>2]|0;f[g>>2]=0;g=b+52|0;e=f[g>>2]|0;f[g>>2]=0;f[a+48>>2]=j;f[a+52>>2]=e;g=a+56|0;h=b+56|0;c=f[h>>2]|0;f[g>>2]=c;i=b+60|0;d=f[i>>2]|0;f[a+60>>2]=d;f[a+64>>2]=f[b+64>>2];if(!d){h=a+68|0;i=b+68|0;j=f[i>>2]|0;f[h>>2]=j;h=a+72|0;j=b+72|0;g=f[j>>2]|0;f[h>>2]=g;f[i>>2]=0;f[j>>2]=0;return}c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0;h=a+68|0;i=b+68|0;j=f[i>>2]|0;f[h>>2]=j;h=a+72|0;j=b+72|0;g=f[j>>2]|0;f[h>>2]=g;f[i>>2]=0;f[j>>2]=0;return}function xeb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a>>2]|0;c=a+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);b=f[a+12>>2]|0;c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+24>>2]|0;c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+36>>2]|0;c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);e=a+60|0;if(!(f[e>>2]|0))return;c=a+56|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;d=f[a+52>>2]|0;if(d|0){c=a+48|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function yeb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0.0;ha=u;u=u+64|0;ca=ha+56|0;da=ha+52|0;ea=ha+16|0;fa=ha;ba=ha+48|0;aa=IAa(e)|0;A=+p[aa>>3];B=+p[aa+8>>3];C=+p[aa+16>>3];D=+p[aa+24>>3];E=+p[aa+32>>3];F=+p[aa+40>>3];G=+p[aa+48>>3];H=+p[aa+56>>3];I=+p[aa+64>>3];J=+p[aa+72>>3];K=+p[aa+80>>3];L=+p[aa+88>>3];M=+p[aa+96>>3];N=+p[aa+104>>3];O=+p[aa+112>>3];P=+p[aa+120>>3];f[da>>2]=0;if(!d){u=ha;return}Q=ea+8|0;R=ea+16|0;S=ea+24|0;T=+(g|0);U=+(h|0);V=fa+8|0;W=a+4|0;X=ca+4|0;Y=ca+4|0;Z=a+8|0;_=ca+4|0;$=g+-1|0;aa=h+-1|0;e=0;do{ia=+p[c+(e*24|0)>>3];q=+p[c+(e*24|0)+8>>3];o=+p[c+(e*24|0)+16>>3];k=M+(A*ia+E*q+I*o);p[ea>>3]=k;l=N+(B*ia+F*q+J*o);p[Q>>3]=l;m=O+(C*ia+G*q+K*o);p[R>>3]=m;o=P+(D*ia+H*q+L*o);p[S>>3]=o;q=-o;if(!(k>o|k<q))if(!(l>o|l<q))if(!(m>o|m<q)){q=(k/o*.5+.5)*T;ia=(l/o*.5+.5)*U;p[fa>>3]=q;p[V>>3]=ia;i=~~(q+-.5);j=~~(ia+-.5);r=~~(q+.5);s=~~(ia+.5);if((r|0)>=0)if((j|0)<(h|0)&((i|0)<(g|0)&(s|0)>-1)){z=(i|0)>0?i:0;w=(j|0)>0?j:0;y=($|0)<(r|0)?$:r;x=(aa|0)<(s|0)?aa:s;if((z|0)<=(y|0)&(w|0)<=(x|0)){e=f[a>>2]|0;a:do if((f[W>>2]|0)==(e|0))s=0;else{i=0;while(1){t=e+(i*76|0)+48|0;j=0;v=w;b:while(1){s=z;while(1){f[ca>>2]=s;f[X>>2]=v;r=zeb(t,ca)|0;if(r){r=b[r+16>>0]|0;if((r&255)>31)break b;else j=(r&255)>(j&255)?r:j}if((s|0)<(y|0))s=s+1|0;else break}if((v|0)<(x|0))v=v+1|0;else{ga=17;break}}if((ga|0)==17){ga=0;if((j&255)<=31)break}i=i+1|0;e=f[a>>2]|0;if(i>>>0>=(((f[W>>2]|0)-e|0)/76|0)>>>0){s=i;break a}}s=j&255;f[ba>>2]=1<<s;s=s+1&255;e=e+(i*76|0)+48|0;j=w;while(1){r=z;while(1){f[ca>>2]=r;f[Y>>2]=j;v=Aeb(e,ca)|0;b[v>>0]=s;if((r|0)<(y|0))r=r+1|0;else break}if((j|0)<(x|0))j=j+1|0;else{s=i;break}}}while(0);i=f[W>>2]|0;v=f[a>>2]|0;r=i;e=v;if((s|0)==((i-v|0)/76|0|0)){if((f[Z>>2]|0)>>>0>r>>>0){j=r+64|0;e=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(e|0));n[j>>2]=1.0;iub(r+68|0,34962);f[W>>2]=(f[W>>2]|0)+76}else Beb(a);j=(f[W>>2]|0)+-28|0;e=w;while(1){i=z;while(1){f[ca>>2]=i;f[_>>2]=e;w=Aeb(j,ca)|0;b[w>>0]=1;if((i|0)<(y|0))i=i+1|0;else break}if((e|0)<(x|0))e=e+1|0;else break}f[ba>>2]=1;j=f[a>>2]|0}else j=e;e=j+(s*76|0)+4|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+8>>2]|0)>>>0){f[i>>2]=f[da>>2];f[e>>2]=i+4}else q7a(j+(s*76|0)|0,da);e=j+(s*76|0)+16|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+20>>2]|0)>>>0){p[i>>3]=+p[fa>>3];p[i+8>>3]=+p[V>>3];f[e>>2]=i+16}else Ceb(j+(s*76|0)+12|0,fa);f[ca>>2]=ea;e=j+(s*76|0)+28|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+32>>2]|0)>>>0){n[i>>2]=+p[ea>>3];z=f[ca>>2]|0;n[i+4>>2]=+p[z+8>>3];n[i+8>>2]=+p[z+16>>3];n[i+12>>2]=+p[z+24>>3];f[e>>2]=i+16}else Deb(j+(s*76|0)+24|0,ca);e=j+(s*76|0)+40|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+44>>2]|0)>>>0){f[i>>2]=f[ba>>2];f[e>>2]=i+4}else q7a(j+(s*76|0)+36|0,ba);e=f[da>>2]|0}}}e=e+1|0;f[da>>2]=e}while(e>>>0<d>>>0);u=ha;return}function zeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=(k<<6)+-1640531527+(k>>>2)+i^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(e|0)==(c|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((e|0)==(b|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Aeb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=(k<<6)+-1640531527+(k>>>2)+m^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;f[k+8>>2]=f[c>>2];f[k+12>>2]=m;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;Eeb(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function Beb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+4|0;b=f[a>>2]|0;i=((f[k>>2]|0)-b|0)/76|0;c=i+1|0;if(c>>>0>56512727)AMb(a);l=a+8|0;j=((f[l>>2]|0)-b|0)/76|0;b=j<<1;b=j>>>0<28256363?(b>>>0<c>>>0?c:b):56512727;do if(!b)h=0;else if(b>>>0>56512727)vd();else{h=pOb(b*76|0)|0;break}while(0);c=h+(i*76|0)|0;d=c;j=h+(b*76|0)|0;b=h+(i*76|0)+64|0;e=c;g=e+76|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[b>>2]=1.0;iub(h+(i*76|0)+68|0,34962);g=c+76|0;e=f[a>>2]|0;b=f[k>>2]|0;if((b|0)==(e|0)){c=d;d=e;b=e}else{do{b=b+-76|0;web(c+-76|0,b);c=d+-76|0;d=c}while((b|0)!=(e|0));c=d;d=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=c;f[k>>2]=g;f[l>>2]=j;c=d;if((b|0)!=(c|0))do{b=b+-76|0;teb(b)}while((b|0)!=(c|0));if(!d)return;sOb(d);return}function Ceb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;p[c>>3]=+p[b>>3];p[g+(h<<4)+8>>3]=+p[b+8>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;while(1){h=d;d=d+-16|0;p[e+-16>>3]=+p[d>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-16|0}c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function Deb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;b=f[b>>2]|0;n[c>>2]=+p[b>>3];n[g+(h<<4)+4>>2]=+p[b+8>>3];n[g+(h<<4)+8>>2]=+p[b+16>>3];n[g+(h<<4)+12>>2]=+p[b+24>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;o=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[o+-12>>2];f[h+-8>>2]=f[o+-8>>2];f[h+-4>>2]=f[o+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function Eeb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Feb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Feb(a,b);return}function Feb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Geb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;b=f[a>>2]|0;k=f[a+4>>2]|0;if((b|0)==(k|0))return;do{j=f[b+68>>2]|0;Yvb(258928,f[j>>2]|0)|0;e=b+24|0;g=b+28|0;a=f[g>>2]|0;c=f[e>>2]|0;h=b+36|0;i=b+40|0;d=a-c+(f[i>>2]|0)-(f[h>>2]|0)|0;if((f[j+8>>2]|0)>>>0<d>>>0){nub(j,d,0,35040);c=f[e>>2]|0;a=f[g>>2]|0}oub(j,0,a-c|0,c);h=f[h>>2]|0;oub(j,(f[g>>2]|0)-(f[e>>2]|0)|0,(f[i>>2]|0)-h|0,h);b=b+76|0}while((b|0)!=(k|0));return}function Heb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;c=i+24|0;g=i;h=a+28|0;b=f[h>>2]|0;if(b|0)if(f[b>>2]|0){u=i;return}e=g+16|0;f[g>>2]=40500;f[g+4>>2]=162;f[e>>2]=g;Evb(c,198544,198588,g,1);b=f[c>>2]|0;d=c+4|0;j=f[d>>2]|0;f[c>>2]=0;f[d>>2]=0;f[h>>2]=b;c=a+32|0;b=f[c>>2]|0;f[c>>2]=j;if(b|0){iOb(b);b=f[d>>2]|0;if(b|0)iOb(b)}b=f[e>>2]|0;if((g|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[h>>2]|0,198632)|0;f[a+40>>2]=j;j=Jvb(f[h>>2]|0,198640)|0;f[a+36>>2]=j;u=i;return}function Ieb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;k=k|0;var l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,Y=0,Z=0,_=0.0,$=0.0;Z=u;u=u+32|0;Y=Z;f[a>>2]=0;W=a+4|0;f[W>>2]=0;f[a+8>>2]=0;if(!e){u=Z;return}l=f[j+4>>2]|0;if((f[j+8>>2]|0)==(l|0)){u=Z;return}U=uub(l)|0;V=vub(f[j+4>>2]|0)|0;if((U|0)<1|(V|0)<1){u=Z;return}o=X(V,U)|0;q=c+16|0;if(o>>>0>(f[q>>2]|0)>>>0){r=c+12|0;l=f[r>>2]|0;f[r>>2]=0;if(!l){l=1;m=0}else{tOb(l);m=f[r>>2]|0;l=(m|0)==0}f[q>>2]=o;T=qOb(o>>>0>1073741823?-1:o<<2)|0;f[r>>2]=T;if(!l)tOb(m)}S=f[64758]|0;T=f[64759]|0;o=c+20|0;if(!(Kub(j,o)|0)){Cub(Y,j,0,1);R=f[Y>>2]|0;l=Y+4|0;O=f[l>>2]|0;f[Y>>2]=0;f[l>>2]=0;f[o>>2]=R;R=c+24|0;m=f[R>>2]|0;f[R>>2]=O;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}}dwb(258928,f[f[o>>2]>>2]|0)|0;Bhb(Y,k,U,V);Gub(f[o>>2]|0,0,Y,3553,0);R=f[64754]|0;l=f[c>>2]|0;o=c+4|0;m=f[o>>2]|0;if((l|0)!=(m|0))do{xeb(l);l=l+76|0}while((l|0)!=(m|0));yeb(c,d,e,g,U,V);Geb(c);Heb(c);H=f[64756]|0;bwb(258928,f[f[c+28>>2]>>2]|0)|0;I=f[64773]|0;J=f[64775]|0;K=f[64774]|0;L=f[64776]|0;pwb(258928,1,1)|0;M=b[259204]|0;Fwb(258928,1)|0;N=b[259206]|0;Hwb(258928,1)|0;O=b[259052]|0;kwb(258928,0)|0;P=+n[64779];Q=+n[64780];rwb(258928,h,i)|0;E=f[64778]|0;qwb(258928,515)|0;h=+n[64765];i=+n[64766];F=+n[64767];G=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;l=f[c>>2]|0;B=f[o>>2]|0;a:do if((l|0)!=(B|0)){C=c+36|0;D=c+40|0;x=c+12|0;y=U+-1|0;z=V+-1|0;A=a+8|0;do{m=l+4|0;if((f[l>>2]|0)==(f[m>>2]|0))break a;Vd(16384);Yvb(258928,f[f[l+68>>2]>>2]|0)|0;sf(f[C>>2]|0,4,5126,0,0,0);sf(f[D>>2]|0,4,5121,1,0,0+((f[l+28>>2]|0)-(f[l+24>>2]|0))|0);v=f[C>>2]|0;re(v|0);w=f[D>>2]|0;re(w|0);le(0,0,(f[m>>2]|0)-(f[l>>2]|0)>>2|0);Qe(0,0,U|0,V|0,6408,5121,f[x>>2]|0);c=(f[m>>2]|0)-(f[l>>2]|0)>>2;if(c|0){s=l+12|0;t=l+36|0;g=0;do{e=f[x>>2]|0;o=f[s>>2]|0;$=+p[o+(g<<4)>>3];m=~~($+-.5);_=+p[o+(g<<4)+8>>3];o=~~(_+-.5);q=~~($+.5);r=~~(_+.5);b:do if((q|0)>=0)if((V|0)>(o|0)&((U|0)>(m|0)&(r|0)>-1)){d=(m|0)>0?m:0;m=(o|0)>0?o:0;k=(y|0)<(q|0)?y:q;r=(z|0)<(r|0)?z:r;j=f[(f[t>>2]|0)+(g<<2)>>2]|0;if(!((d|0)>(k|0)|(m|0)>(r|0))){c:while(1){q=X(m,U)|0;o=d;while(1){if(f[e+(o+q<<2)>>2]&j|0)break c;if((o|0)<(k|0))o=o+1|0;else break}if((m|0)<(r|0))m=m+1|0;else break b}m=(f[l>>2]|0)+(g<<2)|0;o=f[W>>2]|0;if(o>>>0<(f[A>>2]|0)>>>0){f[o>>2]=f[m>>2];f[W>>2]=o+4;break}else{Jeb(a,m);break}}}while(0);g=g+1|0}while((g|0)!=(c|0))}ke(w|0);ke(v|0);l=l+76|0}while((l|0)!=(B|0))}while(0);mwb(258928,h,i,F,G)|0;qwb(258928,E)|0;rwb(258928,P,Q)|0;kwb(258928,O<<24>>24!=0)|0;Hwb(258928,N<<24>>24!=0)|0;Fwb(258928,M<<24>>24!=0)|0;owb(258928,I,J,K,L)|0;bwb(258928,H)|0;Yvb(258928,R)|0;Ghb(Y);if((S|0)==(T|0)){dwb(258928,S)|0;u=Z;return}else{ewb(258928,S)|0;fwb(258928,T)|0;u=Z;return}}function Jeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Keb(a){a=a|0;var c=0,d=0,e=0;c=a+64|0;d=a;e=d+64|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.06499999761581421;n[a+68>>2]=1.0;n[a+72>>2]=2.0000000949949026e-03;n[a+76>>2]=1.0;f[a+80>>2]=9;f[a+84>>2]=7;n[a+88>>2]=2.0;n[a+92>>2]=.06499999761581421;n[a+96>>2]=.8500000238418579;f[a+100>>2]=3;e=a+172|0;b[e>>0]=b[e>>0]&-8|4;return}function Leb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+352|0;x=A+136|0;y=A;p=A+336|0;z=A+176|0;s=A+324|0;v=A+160|0;t=A+312|0;g=a+172|0;e=b[g>>0]|0;if(((e&255)>>>1&1|0)!=(c&1|0)){e=(c&1)<<1&255|e&-7|4;b[g>>0]=e}if((e&1|0)!=(d&1|0)){e=e&-6|d&1|4;b[g>>0]=e}if(!(e&4)){u=A;return}b[g>>0]=e&-5;k=a+80|0;j=f[k>>2]|0;j=j>>>0>2?j+-2|0:1;w=f[64756]|0;i=a+24|0;if(!(f[i>>2]|0)){h=y+16|0;f[y>>2]=40500;f[y+4>>2]=162;f[h>>2]=y;Evb(x,237430,200175,y,1);o=f[x>>2]|0;e=x+4|0;m=f[e>>2]|0;f[x>>2]=0;f[e>>2]=0;f[i>>2]=o;o=a+28|0;g=f[o>>2]|0;f[o>>2]=m;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[h>>2]|0;if((y|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);o=Jvb(f[i>>2]|0,237506)|0;f[a+104>>2]=o;bwb(258928,f[f[i>>2]>>2]|0)|0;kf(Kvb(f[i>>2]|0,240573)|0,1.0,1.0,1.0,1.0)}l=y+4|0;f[y>>2]=15100;m=y+56|0;f[m>>2]=15120;tEb(y+56|0,l);f[y+128>>2]=0;f[y+132>>2]=-1;f[y>>2]=39656;f[y+56>>2]=39676;xEb(l);f[l>>2]=39692;o=y+36|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[y+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(l,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(HEb(m3a(HEb(m3a(y,198651,25)|0,c)|0,198677,26)|0,d)|0,198704,20)|0;j=m3a(KEb(m3a(KEb(i,f[k>>2]|0)|0,198725,25)|0,j)|0,198751,21)|0;i=a+76|0;j=HEb(j,+n[i>>2]!=1.0)|0;b[x>>0]=10;m3a(j,x,1)|0;l3a(z,l);fhb(p,z);j=x+16|0;c=pOb(16)|0;f[c>>2]=40592;k=c+4|0;f[k>>2]=f[p>>2];f[k+4>>2]=f[p+4>>2];f[k+8>>2]=f[p+8>>2];f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;f[j>>2]=c;if((b[z+11>>0]|0)<0)sOb(f[z>>2]|0);Evb(z,198773,198813,x,1);h=a+32|0;p=f[z>>2]|0;e=z+4|0;c=f[e>>2]|0;f[z>>2]=0;f[e>>2]=0;f[h>>2]=p;p=a+36|0;g=f[p>>2]|0;f[p>>2]=c;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,200134)|0,0);df(Kvb(f[h>>2]|0,198849)|0,1);e=f[h>>2]|0;if(d)df(Kvb(e,199723)|0,2);else df(Kvb(e,200539)|0,2);p=Jvb(f[h>>2]|0,237506)|0;f[a+108>>2]=p;p=Kvb(f[h>>2]|0,199960)|0;f[a+112>>2]=p;p=Kvb(f[h>>2]|0,198857)|0;f[a+116>>2]=p;p=Kvb(f[h>>2]|0,198878)|0;f[a+120>>2]=p;p=Kvb(f[h>>2]|0,198887)|0;f[a+124>>2]=p;p=Kvb(f[h>>2]|0,199362)|0;f[a+128>>2]=p;if(+n[i>>2]!=1.0)e=Kvb(f[h>>2]|0,198894)|0;else e=-1;f[a+132>>2]=e;e=f[j>>2]|0;if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[y>>2]=39656;f[m>>2]=39676;f[l>>2]=39692;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);oDb(l);kEb(y,39752);jDb(m);m=a+84|0;e=f[m>>2]|0;f[y>>2]=0;o=y+4|0;f[o>>2]=0;f[y+8>>2]=0;do if(!e){q=0;r=0}else if(e>>>0>1073741823)AMb(y);else{p=e<<2;q=pOb(p)|0;f[y>>2]=q;r=q+(e<<2)|0;f[y+8>>2]=r;dQb(q|0,0,p|0)|0;f[o>>2]=r;break}while(0);_gb(r-q>>2,q);j=z+4|0;f[z>>2]=15100;k=z+56|0;f[k>>2]=15120;tEb(z+56|0,j);f[z+128>>2]=0;f[z+132>>2]=-1;f[z>>2]=39656;f[z+56>>2]=39676;xEb(j);f[j>>2]=39692;l=z+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[z+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(j,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(z,199879,38)|0;i=m3a(KEb(i,f[m>>2]|0)|0,200858,19)|0;i=HEb(m3a(KEb(i,(f[m>>2]|0)>>>1)|0,198677,26)|0,d)|0;b[x>>0]=10;m3a(i,x,1)|0;l3a(v,j);fhb(s,v);i=x+16|0;r=pOb(16)|0;f[r>>2]=40592;q=r+4|0;f[q>>2]=f[s>>2];f[q+4>>2]=f[s+4>>2];f[q+8>>2]=f[s+8>>2];f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[i>>2]=r;if((b[v+11>>0]|0)<0)sOb(f[v>>2]|0);Evb(v,237430,198905,x,1);h=a+40|0;s=f[v>>2]|0;e=v+4|0;r=f[e>>2]|0;f[v>>2]=0;f[e>>2]=0;f[h>>2]=s;s=a+44|0;g=f[s>>2]|0;f[s>>2]=r;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);s=Kvb(f[h>>2]|0,200935)|0;e=f[y>>2]|0;cf(s|0,(f[o>>2]|0)-e>>2|0,e|0);e=Jvb(f[h>>2]|0,237506)|0;f[a+136>>2]=e;e=Kvb(f[h>>2]|0,199960)|0;f[a+140>>2]=e;e=Kvb(f[h>>2]|0,199977)|0;f[a+144>>2]=e;e=Kvb(f[h>>2]|0,200924)|0;f[a+148>>2]=e;e=f[i>>2]|0;if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[z>>2]=39656;f[k>>2]=39676;f[j>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(j);kEb(z,39752);jDb(k);j=z+4|0;f[z>>2]=15100;k=z+56|0;f[k>>2]=15120;tEb(z+56|0,j);f[z+128>>2]=0;f[z+132>>2]=-1;f[z>>2]=39656;f[z+56>>2]=39676;xEb(j);f[j>>2]=39692;l=z+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[z+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(j,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(z,199993,38)|0;i=m3a(KEb(i,f[m>>2]|0)|0,200858,19)|0;i=HEb(m3a(KEb(i,(f[m>>2]|0)>>>1)|0,198677,26)|0,d)|0;b[x>>0]=10;m3a(i,x,1)|0;l3a(v,j);fhb(t,v);i=x+16|0;d=pOb(16)|0;f[d>>2]=40592;s=d+4|0;f[s>>2]=f[t>>2];f[s+4>>2]=f[t+4>>2];f[s+8>>2]=f[t+8>>2];f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[i>>2]=d;if((b[v+11>>0]|0)<0)sOb(f[v>>2]|0);Evb(v,237430,198905,x,1);h=a+48|0;e=f[v>>2]|0;g=v+4|0;t=f[g>>2]|0;f[v>>2]=0;f[g>>2]=0;f[h>>2]=e;v=a+52|0;e=f[v>>2]|0;f[v>>2]=t;do if(e|0){iOb(e);e=f[g>>2]|0;if(!e)break;iOb(e)}while(0);bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);v=Kvb(f[h>>2]|0,200935)|0;e=f[y>>2]|0;cf(v|0,(f[o>>2]|0)-e>>2|0,e|0);e=Jvb(f[h>>2]|0,237506)|0;f[a+152>>2]=e;e=Kvb(f[h>>2]|0,199960)|0;f[a+156>>2]=e;e=Kvb(f[h>>2]|0,199977)|0;f[a+160>>2]=e;e=Kvb(f[h>>2]|0,200924)|0;f[a+164>>2]=e;e=Kvb(f[h>>2]|0,200032)|0;f[a+168>>2]=e;e=f[i>>2]|0;do if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else{if(!e)break;gh[f[(f[e>>2]|0)+20>>2]&2047](e)}while(0);f[z>>2]=39656;f[k>>2]=39676;f[j>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(j);kEb(z,39752);jDb(k);e=f[y>>2]|0;if(e|0){g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}bwb(258928,w)|0;u=A;return}function Meb(a){a=a|0;f[a>>2]=40592;a=a+4|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function Neb(a){a=a|0;var c=0;f[a>>2]=40592;c=a+4|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function Oeb(a){a=a|0;var b=0;b=pOb(16)|0;f[b>>2]=40592;xOb(b+4|0,a+4|0);return b|0}function Peb(a,b){a=a|0;b=b|0;f[b>>2]=40592;xOb(b+4|0,a+4|0);return}function Qeb(a){a=a|0;a=a+4|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function Reb(a){a=a|0;var c=0;c=a+4|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function Seb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return ghb(a+4|0,f[b>>2]|0,f[c>>2]|0,f[d>>2]|0)|0}function Teb(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==198946?a+4|0:0)|0}function Ueb(a){a=a|0;return 15632}function Veb(a){a=a|0;return +(+n[a+64>>2])}function Web(a,b){a=a|0;b=+b;if(!(b>0.0))return;n[a+64>>2]=b;return}function Xeb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=0.0;f[a+68>>2]=f[(b>0.0?e:d)>>2];u=c;return}function Yeb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=0.0;f[a+72>>2]=f[(b>0.0?e:d)>>2];u=c;return}function Zeb(a,c){a=a|0;c=+c;var d=0,e=0,g=0.0;d=c>0.0?(n[s>>2]=c,f[s>>2]|0):0;e=a+76|0;g=+n[e>>2];c=(f[s>>2]=d,+n[s>>2]);if(g==c)return;if(c==1.0^g==1.0){a=a+172|0;b[a>>0]=b[a>>0]|4}f[e>>2]=d;return}function _eb(a,c){a=a|0;c=c|0;var d=0;c=c>>>0>1?c:1;d=a+80|0;if((f[d>>2]|0)==(c|0))return;f[d>>2]=c;a=a+172|0;b[a>>0]=b[a>>0]|4;return}function $eb(a,c){a=a|0;c=c|0;var d=0;c=c|1;d=a+84|0;if((f[d>>2]|0)==(c|0))return;f[d>>2]=c;a=a+172|0;b[a>>0]=b[a>>0]|4;return}function afb(a,b){a=a|0;b=+b;n[a+88>>2]=b;return}function bfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+92>>2]=b;return}function cfb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;g=c+4|0;d=c+8|0;e=c;n[g>>2]=b;n[d>>2]=0.0;n[e>>2]=1.0;e=b<1.0?g:e;f[a+96>>2]=f[(+n[e>>2]>0.0?e:d)>>2];u=c;return}function dfb(a,b){a=a|0;b=b|0;var c=0;b=b>>>0<10?b:10;c=a+100|0;if((f[c>>2]|0)==(b|0))return;f[c>>2]=b;f[a+56>>2]=0;a=a+60|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;iOb(b);return}function efb(a){a=a|0;var b=0,c=0;f[a+8>>2]=0;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+16>>2]=0;c=a+20|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ffb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0;ba=u;u=u+336|0;_=ba+304|0;$=ba+284|0;aa=ba+264|0;Y=ba+200|0;Z=ba+136|0;k=ba;if(d)if(!(f[(f[c>>2]|0)+72>>2]|0)){W=1;d=4}else d=3;else d=3;if((d|0)==3)if(Xub()|0){W=0;d=4}do if((d|0)==4)if(avb()|0){if(!(dvb()|0))if(!(evb()|0))break;U=a+68|0;if(+n[U>>2]<=0.0){u=ba;return}X=a+96|0;if(+n[X>>2]<=0.0){u=ba;return}j=f[c>>2]|0;if(!j){u=ba;return}if(W)d=f[j+4>>2]|0;else d=j+64|0;V=d+8|0;if(!(f[V>>2]|0)){u=ba;return}if(W|e){d=0;e=0}else{T=f[j+4>>2]|0;d=T;if((f[j+8>>2]|0)==(T|0)){d=0;e=0}else{j=f[d+32>>2]|0;d=f[d+36>>2]|0;e=d;if(!d)d=j;else{gOb(d);d=j}}}T=d;R=(d|0)!=0;Leb(a,W,R);S=a+56|0;if(!(f[S>>2]|0)){Zgb(_,f[a+100>>2]|0);Q=f[_>>2]|0;d=_+4|0;P=f[d>>2]|0;f[_>>2]=0;f[d>>2]=0;f[S>>2]=Q;Q=a+60|0;j=f[Q>>2]|0;f[Q>>2]=P;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Q=f[V>>2]|0;Bhb(_,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=f[V>>2]|0;Bhb($,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=f[V>>2]|0;Bhb(aa,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=a+8|0;if(!(Kub(f[c>>2]|0,Q)|0)){Cub(Y,f[c>>2]|0,0,1);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[Q>>2]=P;P=a+12|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Gub(f[Q>>2]|0,0,$,3553,0);if(!R){i=a+16|0;if(!(Kub(f[c>>2]|0,i)|0)){Cub(Y,f[c>>2]|0,0,1);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[i>>2]=P;P=a+20|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Gub(f[i>>2]|0,0,aa,3553,0)}d=f[a>>2]|0;if(!d){Xgb(Y);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[a>>2]=P;P=a+4|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}d=f[a>>2]|0}P=f[64754]|0;Yvb(258928,f[d>>2]|0)|0;C=f[64756]|0;D=f[64747]|0;nvb(Y);E=b[259206]|0;Hwb(258928,0)|0;F=b[259052]|0;kwb(258928,0)|0;G=b[259204]|0;Fwb(258928,0)|0;H=f[64773]|0;I=f[64775]|0;J=f[64774]|0;K=f[64776]|0;pwb(258928,1,771)|0;L=+n[64765];M=+n[64766];N=+n[64767];O=+n[64768];LAa(GAa(g)|0,k);n[Z>>2]=+p[k>>3];n[Z+4>>2]=+p[k+8>>3];n[Z+8>>2]=+p[k+16>>3];n[Z+12>>2]=+p[k+24>>3];n[Z+16>>2]=+p[k+32>>3];n[Z+20>>2]=+p[k+40>>3];n[Z+24>>2]=+p[k+48>>3];n[Z+28>>2]=+p[k+56>>3];n[Z+32>>2]=+p[k+64>>3];n[Z+36>>2]=+p[k+72>>3];n[Z+40>>2]=+p[k+80>>3];n[Z+44>>2]=+p[k+88>>3];n[Z+48>>2]=+p[k+96>>3];n[Z+52>>2]=+p[k+104>>3];n[Z+56>>2]=+p[k+112>>3];n[Z+60>>2]=+p[k+120>>3];s=f[V>>2]|0;r=f[s+16>>2]|0;t=1.0/+(r|0);s=f[s+20>>2]|0;v=1.0/+(s|0);w=f[64758]|0;x=f[64759]|0;y=f[64743]|0;z=f[64744]|0;A=f[64745]|0;B=f[64746]|0;Tvb(258928,0,0,r,s)|0;do if(!R){dwb(258928,f[f[a+16>>2]>>2]|0)|0;mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);bwb(258928,f[f[a+24>>2]>>2]|0)|0;d=f[64795]|0;j=f[64796]|0;i=f[64797]|0;c=f[64798]|0;k=f[64799]|0;g=f[64800]|0;Awb(258928,7680,7680,7680)|0;l=f[64787]|0;m=f[64790]|0;o=f[64788]|0;q=f[64791]|0;r=f[64789]|0;s=f[64792]|0;uwb(258928,517,0,h)|0;h=b[259212]|0;Kwb(258928,1)|0;Ygb(f[a+104>>2]|0);Kwb(258928,h<<24>>24!=0)|0;if((l|0)==(m|0)&(o|0)==(q|0)&(r|0)==(s|0))uwb(258928,l,o,r)|0;else{vwb(258928,l,o,r)|0;wwb(258928,m,q,s)|0}if((d|0)==(c|0)&(j|0)==(k|0)&(i|0)==(g|0)){Awb(258928,d,j,i)|0;break}else{Bwb(258928,d,j,i)|0;Cwb(258928,c,k,g)|0;break}}while(0);bwb(258928,f[f[a+32>>2]>>2]|0)|0;i=Hhb(_)|0;dwb(258928,f[f[i>>2]>>2]|0)|0;mwb(258928,1.0,0.0,0.0,0.0)|0;Vd(16384);i=f[64778]|0;qwb(258928,516)|0;c=b[259206]|0;Hwb(258928,W)|0;nf(f[a+112>>2]|0,1,0,Z|0);W=f[V>>2]|0;d=f[S>>2]|0;ef(f[a+116>>2]|0,+(+(f[W+16>>2]|0)/+(f[d+16>>2]|0)),+(+(f[W+20>>2]|0)/+(f[d+20>>2]|0)));bf(f[a+120>>2]|0,+(+n[a+64>>2]));bf(f[a+124>>2]|0,+(+n[a+72>>2]*2.0));bf(f[a+128>>2]|0,+(+n[U>>2]*2.0));d=f[a+132>>2]|0;if((d|0)>-1)bf(d|0,+(+n[a+76>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[V>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[S>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;if(R)Vvb(258928,f[T+8>>2]|0)|0;else Vvb(258928,f[(f[aa>>2]|0)+8>>2]|0)|0;Ygb(f[a+108>>2]|0);bwb(258928,f[f[a+40>>2]>>2]|0)|0;dwb(258928,f[f[Q>>2]>>2]|0)|0;Vd(16384);Hwb(258928,1)|0;nf(f[a+140>>2]|0,1,0,Z|0);d=a+92|0;bf(f[a+144>>2]|0,+(+n[d>>2]));j=a+88|0;ef(f[a+148>>2]|0,+(t*+n[j>>2]),0.0);Uvb(258928,0)|0;Vvb(258928,f[(f[_>>2]|0)+8>>2]|0)|0;Ygb(f[a+136>>2]|0);Hwb(258928,c<<24>>24!=0)|0;qwb(258928,i)|0;Tvb(258928,y,z,A,B)|0;if((w|0)==(x|0))dwb(258928,w)|0;else{ewb(258928,w)|0;fwb(258928,x)|0}bwb(258928,f[f[a+48>>2]>>2]|0)|0;Fwb(258928,1)|0;nf(f[a+156>>2]|0,1,0,Z|0);bf(f[a+160>>2]|0,+(+n[d>>2]));bf(f[a+168>>2]|0,+(+n[X>>2]));ef(f[a+164>>2]|0,0.0,+(v*+n[j>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[$>>2]|0)+8>>2]|0)|0;Ygb(f[a+152>>2]|0);mwb(258928,L,M,N,O)|0;owb(258928,H,I,J,K)|0;Fwb(258928,G<<24>>24!=0)|0;kwb(258928,F<<24>>24!=0)|0;Hwb(258928,E<<24>>24!=0)|0;ovb(Y);Uvb(258928,D)|0;bwb(258928,C)|0;Yvb(258928,P)|0;Ghb(aa);Ghb($);Ghb(_);if(!e){u=ba;return}iOb(e);u=ba;return}while(0);f[a+8>>2]=0;aa=a+12|0;d=f[aa>>2]|0;f[aa>>2]=0;if(d|0)iOb(d);f[a+16>>2]=0;a=a+20|0;d=f[a>>2]|0;f[a>>2]=0;if(!d){u=ba;return}iOb(d);u=ba;return}function gfb(a){a=a|0;var b=0,c=0,d=0,e=0;b=a+20|0;c=a+72|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.75;n[a+76>>2]=.10000000149011612;n[a+80>>2]=1.0;hfb(b,5);e=f[b>>2]|0;f[e+48>>2]=1056964608;f[e+64>>2]=5;f[e+120>>2]=1056964608;f[e+136>>2]=5;f[e+192>>2]=1056964608;f[e+208>>2]=9;f[e+264>>2]=1065353216;f[e+280>>2]=9;f[e+336>>2]=1073741824;f[e+352>>2]=11;return}function hfb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;l=a+8|0;h=f[l>>2]|0;m=a+4|0;d=f[m>>2]|0;if(((h-d|0)/72|0)>>>0>=c>>>0){do{h=d;i=h+72|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));Chb(d);Chb(d+20|0);f[d+40>>2]=0;f[d+44>>2]=0;n[d+48>>2]=1.0;n[d+52>>2]=1.0;f[d+64>>2]=9;b[d+68>>0]=0;d=(f[m>>2]|0)+72|0;f[m>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/72|0;d=g+c|0;if(d>>>0>59652323)AMb(a);j=(h-e|0)/72|0;k=j<<1;d=j>>>0<29826161?(k>>>0<d>>>0?d:k):59652323;do if(!d)i=0;else if(d>>>0>59652323)vd();else{i=pOb(d*72|0)|0;break}while(0);j=i+(g*72|0)|0;e=j;g=i+(d*72|0)|0;k=e;d=j;do{h=d;i=h+72|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));Chb(d);Chb(d+20|0);f[d+40>>2]=0;f[d+44>>2]=0;n[d+48>>2]=1.0;n[d+52>>2]=1.0;f[d+64>>2]=9;b[d+68>>0]=0;d=k+72|0;k=d;c=c+-1|0}while((c|0)!=0);i=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(i|0)){c=e;h=i;d=i}else{c=j;do{h=d;d=d+-72|0;Dhb(c+-72|0,d);Dhb(c+-52|0,h+-52|0);o=h+-32|0;f[c+-32>>2]=f[o>>2];j=h+-28|0;f[c+-28>>2]=f[j>>2];f[o>>2]=0;f[j>>2]=0;j=c+-24|0;h=h+-24|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];b[j+20>>0]=b[h+20>>0]|0;c=e+-72|0;e=c}while((d|0)!=(i|0));c=e;h=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=c;f[m>>2]=k;f[l>>2]=g;e=h;if((d|0)!=(e|0))do{c=f[d+-28>>2]|0;if(c|0)iOb(c);Ghb(d+-52|0);d=d+-72|0;Ghb(d)}while((d|0)!=(e|0));if(!h)return;sOb(h);return}function ifb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+72|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function jfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+76|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function kfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+80|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function lfb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;e=a+20|0;h=a+24|0;d=f[h>>2]|0;c=f[e>>2]|0;g=(d-c|0)/72|0;if((g|0)==(b|0)){h=0;return h|0}if(g>>>0<b>>>0)hfb(e,b-g|0);else if(g>>>0>b>>>0){e=c+(b*72|0)|0;if((e|0)!=(d|0))do{c=d+-72|0;f[h>>2]=c;b=f[d+-28>>2]|0;if(b|0)iOb(b);Ghb(d+-52|0);Ghb(c);d=f[h>>2]|0}while((d|0)!=(e|0))}f[a+40>>2]=0;h=a+44|0;c=f[h>>2]|0;f[h>>2]=0;if(!c){h=1;return h|0}iOb(c);h=1;return h|0}function mfb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0;e=f[a+20>>2]|0;if((((f[a+24>>2]|0)-e|0)/72|0)>>>0<=b>>>0){e=0;return e|0}d=c>0.0?(n[s>>2]=c,f[s>>2]|0):0;a=e+(b*72|0)+48|0;if(+n[a>>2]==(f[s>>2]=d,+n[s>>2])){e=0;return e|0}f[a>>2]=d;e=1;return e|0}function nfb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=f[a+24>>2]|0;d=f[a+20>>2]|0;a=d;e=g;if(((g-d|0)/72|0)>>>0<=b>>>0){g=0;return g|0}d=c|1;c=a+(b*72|0)+64|0;if((f[c>>2]|0)==(d|0)){g=0;return g|0}f[c>>2]=d;if((a|0)==(e|0)){g=1;return g|0}do{f[a+40>>2]=0;g=a+44|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);a=a+72|0}while((a|0)!=(e|0));a=1;return a|0}function ofb(a,c,d,e){a=a|0;c=c|0;d=+d;e=e|0;var g=0,h=0;if(d<=0.0){e=0;return e|0}h=f[a+20>>2]|0;g=h;if((((f[a+24>>2]|0)-h|0)/72|0)>>>0<=c>>>0){e=0;return e|0}h=g+(c*72|0)+52|0;a=g+(c*72|0)+68|0;if(+n[h>>2]==d)if((b[a>>0]|0)==e<<24>>24){e=0;return e|0}n[h>>2]=d;b[a>>0]=e;e=1;return e|0}function pfb(a){a=a|0;return}function qfb(a){a=a|0;if((f[a+20>>2]|0)==(f[a+24>>2]|0)){a=1;return a|0}a=+n[a+80>>2]<=0.0;return a|0}function rfb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;L=u;u=u+288|0;F=L+24|0;G=L;H=L+232|0;I=L+96|0;j=L+268|0;E=L+32|0;B=L+256|0;C=L+244|0;K=f[64756]|0;l=a+20|0;m=a+24|0;d=f[m>>2]|0;c=f[l>>2]|0;D=(d-c|0)/72|0;J=f[64733]|0;D=J>>>0<D>>>0?J:D;f[H>>2]=0;J=H+4|0;f[J>>2]=0;f[H+8>>2]=0;k=a+32|0;if(!(f[k>>2]|0)){c=f[c+64>>2]|0;if(!c){c=0;d=0}else{Sqa(H,c);c=f[H>>2]|0;d=f[J>>2]|0}_gb(d-c>>2,c);g=I+4|0;f[I>>2]=15100;h=I+56|0;f[h>>2]=15120;tEb(I+56|0,g);f[I+128>>2]=0;f[I+132>>2]=-1;f[I>>2]=39656;f[I+56>>2]=39676;xEb(g);f[g>>2]=39692;i=I+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[I+52>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(g,G);if((b[G+11>>0]|0)<0)sOb(f[G>>2]|0);e=m3a(I,200838,19)|0;e=m3a(KEb(e,f[(f[l>>2]|0)+64>>2]|0)|0,200858,19)|0;e=m3a(KEb(e,(f[(f[l>>2]|0)+64>>2]|0)>>>1)|0,199129,25)|0;b[G>>0]=10;m3a(e,G,1)|0;l3a(E,g);fhb(j,E);e=G+16|0;A=pOb(16)|0;f[A>>2]=40592;z=A+4|0;f[z>>2]=f[j>>2];f[z+4>>2]=f[j+4>>2];f[z+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[e>>2]=A;if((b[E+11>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199155,G,1);A=f[E>>2]|0;c=E+4|0;z=f[c>>2]|0;f[E>>2]=0;f[c>>2]=0;f[k>>2]=A;A=a+36|0;d=f[A>>2]|0;f[A>>2]=z;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}A=Jvb(f[k>>2]|0,237506)|0;f[a+48>>2]=A;A=Kvb(f[k>>2]|0,200924)|0;f[a+52>>2]=A;A=Kvb(f[k>>2]|0,199199)|0;f[a+56>>2]=A;A=Kvb(f[k>>2]|0,199216)|0;f[a+60>>2]=A;bwb(258928,f[f[k>>2]>>2]|0)|0;df(Kvb(f[k>>2]|0,201322)|0,0);A=Kvb(f[k>>2]|0,200935)|0;c=f[H>>2]|0;cf(A|0,(f[J>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((G|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[I>>2]=39656;f[h>>2]=39676;f[g>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(g);kEb(I,39752);jDb(h);c=f[l>>2]|0;d=f[m>>2]|0}if((c|0)!=(d|0)){n=I+56|0;o=I+4|0;p=I+56|0;q=I+56|0;r=I+128|0;s=I+132|0;t=I+36|0;v=I+52|0;w=G+11|0;x=G+16|0;y=E+11|0;z=E+4|0;A=t+11|0;do{m=c+40|0;if(!(f[m>>2]|0)){l=c+64|0;h=f[l>>2]|0;e=f[J>>2]|0;g=f[H>>2]|0;i=e-g>>2;j=g;k=e;if(h>>>0>i>>>0){Sqa(H,h-i|0);g=f[H>>2]|0;e=f[J>>2]|0}else if(h>>>0<i>>>0){h=j+(h<<2)|0;if((h|0)!=(k|0)){e=k+(~((k+-4-h|0)>>>2)<<2)|0;f[J>>2]=e}}_gb(e-g>>2,g);f[I>>2]=15100;f[p>>2]=15120;tEb(q,o);f[r>>2]=0;f[s>>2]=-1;f[I>>2]=39656;f[n>>2]=39676;xEb(o);f[o>>2]=39692;f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[t+12>>2]=0;f[v>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(o,G);if((b[w>>0]|0)<0)sOb(f[G>>2]|0);k=m3a(I,200838,19)|0;k=m3a(KEb(k,f[l>>2]|0)|0,200858,19)|0;l=m3a(KEb(k,(f[l>>2]|0)>>>1)|0,199244,25)|0;b[G>>0]=10;m3a(l,G,1)|0;l3a(E,o);fhb(B,E);l=pOb(16)|0;f[l>>2]=40592;k=l+4|0;f[k>>2]=f[B>>2];f[k+4>>2]=f[B+4>>2];f[k+8>>2]=f[B+8>>2];f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[x>>2]=l;if((b[y>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199155,G,1);l=f[E>>2]|0;k=f[z>>2]|0;f[E>>2]=0;f[z>>2]=0;f[m>>2]=l;l=c+44|0;e=f[l>>2]|0;f[l>>2]=k;if(e|0){iOb(e);e=f[z>>2]|0;if(e|0)iOb(e)}e=Jvb(f[m>>2]|0,237506)|0;f[c+56>>2]=e;e=Kvb(f[m>>2]|0,200924)|0;f[c+60>>2]=e;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,201322)|0,0);m=Kvb(f[m>>2]|0,200935)|0;e=f[H>>2]|0;cf(m|0,(f[J>>2]|0)-e>>2|0,e|0);e=f[x>>2]|0;if((G|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[I>>2]=39656;f[p>>2]=39676;f[o>>2]=39692;if((b[A>>0]|0)<0)sOb(f[t>>2]|0);oDb(o);kEb(I,39752);jDb(p)}c=c+72|0}while((c|0)!=(d|0))}h=a+40|0;if(!(f[h>>2]|0)){i=I+4|0;f[I>>2]=15100;j=I+56|0;f[j>>2]=15120;tEb(I+56|0,i);f[I+128>>2]=0;f[I+132>>2]=-1;f[I>>2]=39656;f[I+56>>2]=39676;xEb(i);f[i>>2]=39692;k=I+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[I+52>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(i,G);if((b[G+11>>0]|0)<0)sOb(f[G>>2]|0);m3a(KEb(m3a(I,199270,23)|0,D)|0,199294,18)|0;e=(D|0)==0;if(!e){c=0;do{B=KEb(m3a(KEb(m3a(I,199374,10)|0,c)|0,199385,9)|0,c)|0;b[G>>0]=41;m3a(B,G,1)|0;c=c+1|0}while(c>>>0<D>>>0)}b[G>>0]=10;m3a(I,G,1)|0;l3a(E,i);fhb(C,E);g=G+16|0;B=pOb(16)|0;f[B>>2]=40592;A=B+4|0;f[A>>2]=f[C>>2];f[A+4>>2]=f[C+4>>2];f[A+8>>2]=f[C+8>>2];f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;f[g>>2]=B;if((b[E+11>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199313,G,1);C=f[E>>2]|0;c=E+4|0;B=f[c>>2]|0;f[E>>2]=0;f[c>>2]=0;f[h>>2]=C;C=a+44|0;d=f[C>>2]|0;f[C>>2]=B;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}C=Jvb(f[h>>2]|0,237506)|0;f[a+64>>2]=C;C=Kvb(f[h>>2]|0,199362)|0;f[a+68>>2]=C;bwb(258928,f[f[h>>2]>>2]|0)|0;if(!e){c=0;do{f[F>>2]=c;XAb(E,64,199395,F)|0;df(Kvb(f[h>>2]|0,E)|0,c|0);c=c+1|0}while(c>>>0<D>>>0)}c=f[g>>2]|0;if((G|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[I>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(I,39752);jDb(j)}c=f[H>>2]|0;if(!c){bwb(258928,K)|0;u=L;return}d=f[J>>2]|0;if((d|0)!=(c|0))f[J>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);bwb(258928,K)|0;u=L;return}function sfb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;i=a+20|0;e=f[i>>2]|0;g=((f[a+24>>2]|0)-e|0)/72|0;a=f[64733]|0;g=a>>>0<g>>>0?a:g;if(!g){u=j;return}a=0;while(1){b=b>>>1;b=(b|0)==0?1:b;c=c>>>1;c=(c|0)==0?1:c;Bhb(h,d,b,c);Ehb(e+(a*72|0)|0,h)|0;Ghb(h);Bhb(h,d,b,c);Ehb(e+(a*72|0)+20|0,h)|0;Ghb(h);a=a+1|0;if(a>>>0>=g>>>0)break;e=f[i>>2]|0}u=j;return}function tfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+80|0;C=F+8|0;D=F;E=a+20|0;e=a+24|0;if((f[E>>2]|0)==(f[e>>2]|0)){u=F;return}B=a+80|0;if(+n[B>>2]<=0.0){u=F;return}rfb(a);A=f[c>>2]|0;sfb(a,f[A+16>>2]|0,f[A+20>>2]|0,d);A=a+20|0;z=((f[e>>2]|0)-(f[A>>2]|0)|0)/72|0;d=f[64733]|0;z=d>>>0<z>>>0?d:z;d=f[a>>2]|0;if(!d){Xgb(C);y=f[C>>2]|0;d=C+4|0;x=f[d>>2]|0;f[C>>2]=0;f[d>>2]=0;f[a>>2]=y;y=a+4|0;e=f[y>>2]|0;f[y>>2]=x;if(e|0){iOb(e);d=f[d>>2]|0;if(d|0)iOb(d)}d=f[a>>2]|0}y=f[64754]|0;Yvb(258928,f[d>>2]|0)|0;t=f[64756]|0;v=f[64747]|0;nvb(C);w=b[259206]|0;Hwb(258928,0)|0;x=b[259052]|0;kwb(258928,0)|0;k=b[259204]|0;Fwb(258928,0)|0;l=f[64758]|0;m=f[64759]|0;o=f[64743]|0;p=f[64744]|0;q=f[64745]|0;r=f[64746]|0;bwb(258928,f[f[a+32>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;bf(f[a+56>>2]|0,+(+n[a+72>>2]));bf(f[a+60>>2]|0,+(+n[a+76>>2]));s=f[A>>2]|0;i=f[a+52>>2]|0;j=f[a+48>>2]|0;h=Hhb(s)|0;dwb(258928,f[f[h>>2]>>2]|0)|0;h=f[s>>2]|0;Tvb(258928,0,0,f[h+16>>2]|0,f[h+20>>2]|0)|0;h=f[s>>2]|0;g=+$gb(+n[s+52>>2],b[s+68>>0]|0,+(f[h+16>>2]|0),+(f[h+20>>2]|0));ef(i|0,+(g/+(f[(f[s>>2]|0)+16>>2]|0)),0.0);Ygb(j);Vvb(258928,f[(f[s>>2]|0)+8>>2]|0)|0;s=(z|0)==0;if(!s){h=0;do{j=f[A>>2]|0;d=j+(h*72|0)|0;bwb(258928,f[f[j+(h*72|0)+40>>2]>>2]|0)|0;i=j+(h*72|0)+60|0;if(!h){d=j+(h*72|0)+56|0;e=j+(h*72|0)+52|0;c=j+(h*72|0)+68|0}else{I=f[i>>2]|0;G=j+(h*72|0)+56|0;H=f[G>>2]|0;e=Hhb(d)|0;dwb(258928,f[f[e>>2]>>2]|0)|0;e=f[d>>2]|0;Tvb(258928,0,0,f[e+16>>2]|0,f[e+20>>2]|0)|0;e=j+(h*72|0)+52|0;c=j+(h*72|0)+68|0;J=f[d>>2]|0;g=+$gb(+n[e>>2],b[c>>0]|0,+(f[J+16>>2]|0),+(f[J+20>>2]|0));ef(I|0,+(g/+(f[(f[d>>2]|0)+16>>2]|0)),0.0);Ygb(H);Vvb(258928,f[(f[d>>2]|0)+8>>2]|0)|0;d=G}H=f[i>>2]|0;I=f[d>>2]|0;J=j+(h*72|0)+20|0;G=Hhb(J)|0;dwb(258928,f[f[G>>2]>>2]|0)|0;G=f[J>>2]|0;Tvb(258928,0,0,f[G+16>>2]|0,f[G+20>>2]|0)|0;G=f[J>>2]|0;g=+$gb(+n[e>>2],b[c>>0]|0,+(f[G+16>>2]|0),+(f[G+20>>2]|0));ef(H|0,0.0,+(g/+(f[(f[J>>2]|0)+20>>2]|0)));Ygb(I);Vvb(258928,f[(f[J>>2]|0)+8>>2]|0)|0;h=h+1|0}while(h>>>0<z>>>0)}Tvb(258928,o,p,q,r)|0;if((l|0)==(m|0))dwb(258928,l)|0;else{ewb(258928,l)|0;fwb(258928,m)|0}Fwb(258928,k<<24>>24!=0)|0;bwb(258928,f[f[a+40>>2]>>2]|0)|0;if(!s){d=0;do{Uvb(258928,d)|0;Vvb(258928,f[(f[(f[A>>2]|0)+(d*72|0)+20>>2]|0)+8>>2]|0)|0;d=d+1|0}while(d>>>0<z>>>0)}i=a+8|0;c=f[i>>2]|0;j=a+12|0;d=f[j>>2]|0;e=c;if((d|0)!=(c|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}h=a+16|0;if((f[h>>2]|0)-e>>2>>>0<z>>>0){if(z>>>0>1073741823)vd();d=d-e|0;e=pOb(z<<2)|0;if((d|0)>0)bQb(e|0,c|0,d|0)|0;f[i>>2]=e;f[j>>2]=e+(d>>2<<2);f[h>>2]=e+(z<<2);if(c|0)sOb(c)}if(!s){d=0;do{g=+n[(f[A>>2]|0)+(d*72|0)+48>>2]*+n[B>>2];n[D>>2]=g;e=f[j>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){n[e>>2]=g;f[j>>2]=e+4}else LB(i,D);d=d+1|0}while(d>>>0<z>>>0)}J=f[i>>2]|0;cf(f[a+68>>2]|0,(f[j>>2]|0)-J>>2|0,J|0);Ygb(f[a+64>>2]|0);kwb(258928,x<<24>>24!=0)|0;Hwb(258928,w<<24>>24!=0)|0;ovb(C);Uvb(258928,v)|0;bwb(258928,t)|0;Yvb(258928,y)|0;if(s){u=F;return}else d=0;do{J=f[E>>2]|0;Fhb(J+(d*72|0)|0);Fhb(J+(d*72|0)+20|0);d=d+1|0}while(d>>>0<z>>>0);u=F;return}function ufb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];b=a+12|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];c=a+24|0;f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];return}function vfb(a){a=a|0;return}function wfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+44|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,199405,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+48|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+52>>2]=j;j=Kvb(f[g>>2]|0,199449)|0;f[a+56>>2]=j;j=Kvb(f[g>>2]|0,199462)|0;f[a+60>>2]=j;j=Kvb(f[g>>2]|0,199476)|0;f[a+64>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,199490)|0,0);df(Kvb(f[g>>2]|0,199499)|0,1);bwb(258928,j)|0;u=h;return}function xfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;j=u;u=u+64|0;i=j;wfb(a);h=a+36|0;e=f[h>>2]|0;if(!e){Xgb(i);k=f[i>>2]|0;g=i+4|0;l=f[g>>2]|0;f[i>>2]=0;f[g>>2]=0;f[h>>2]=k;k=a+40|0;e=f[k>>2]|0;f[k>>2]=l;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}e=f[h>>2]|0}l=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;k=f[64756]|0;bwb(258928,f[f[a+44>>2]>>2]|0)|0;h=f[64747]|0;nvb(i);g=b[259206]|0;Hwb(258928,0)|0;e=b[259052]|0;kwb(258928,0)|0;p=f[64773]|0;o=f[64775]|0;n=f[64774]|0;m=f[64776]|0;pwb(258928,1,771)|0;q=b[259204]|0;Fwb(258928,1)|0;Uvb(258928,0)|0;Vvb(258928,f[c+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[d+8>>2]|0)|0;jf(f[a+56>>2]|0,1,a|0);jf(f[a+60>>2]|0,1,a+12|0);jf(f[a+64>>2]|0,1,a+24|0);Ygb(f[a+52>>2]|0);Fwb(258928,q<<24>>24!=0)|0;owb(258928,p,o,n,m)|0;kwb(258928,e<<24>>24!=0)|0;Hwb(258928,g<<24>>24!=0)|0;ovb(i);Uvb(258928,h)|0;bwb(258928,k)|0;Yvb(258928,l)|0;u=j;return}function yfb(a){a=a|0;f[a+20>>2]=0;f[a+24>>2]=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function zfb(a){a=a|0;return}function Afb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;g=i+24|0;h=i;if(b){e=a+8|0;if(f[e>>2]|0){u=i;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,199508,h,1);b=f[g>>2]|0;c=g+4|0;j=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=b;g=a+12|0;b=f[g>>2]|0;f[g>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[e>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,237525)|0,0);df(Kvb(f[e>>2]|0,237534)|0,1);df(Kvb(f[e>>2]|0,200549)|0,2);df(Kvb(f[e>>2]|0,200564)|0,3);bwb(258928,j)|0;u=i;return}else{e=a+20|0;if(f[e>>2]|0){u=i;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200142,h,1);j=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=j;j=a+24|0;b=f[j>>2]|0;f[j>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=Jvb(f[e>>2]|0,237506)|0;f[a+28>>2]=k;k=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,k)|0;u=i;return}}function Bfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+64|0;r=s;e=f[d>>2]|0;if(!e)h=0;else h=(f[e+72>>2]|0)!=0;Afb(a,h);q=h?a+8|0:a+20|0;e=f[a>>2]|0;if(!e){Xgb(r);p=f[r>>2]|0;e=r+4|0;o=f[e>>2]|0;f[r>>2]=0;f[e>>2]=0;f[a>>2]=p;p=a+4|0;g=f[p>>2]|0;f[p>>2]=o;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[a>>2]|0}p=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;g=f[64756]|0;bwb(258928,f[f[q>>2]>>2]|0)|0;a=f[64747]|0;nvb(r);i=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;n=f[64776]|0;pwb(258928,1,771)|0;o=b[259204]|0;Fwb(258928,1)|0;if(h){Uvb(258928,3)|0;e=f[(f[d>>2]|0)+72>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Uvb(258928,2)|0;e=f[(f[c>>2]|0)+72>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Uvb(258928,1)|0;e=f[(f[(f[d>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;e=c}else e=c;Uvb(258928,0)|0;e=f[(f[(f[e>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Ygb(f[q+8>>2]|0);Fwb(258928,o<<24>>24!=0)|0;owb(258928,k,l,m,n)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;ovb(r);Uvb(258928,a)|0;bwb(258928,g)|0;Yvb(258928,p)|0;u=s;return}function Cfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,200142,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function Dfb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+16|0;d=g;if(!(f[a>>2]|0)){Xgb(d);h=f[d>>2]|0;e=d+4|0;i=f[e>>2]|0;f[d>>2]=0;f[e>>2]=0;f[a>>2]=h;h=a+4|0;d=f[h>>2]|0;f[h>>2]=i;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}}Cfb(a);i=b[259206]|0;Hwb(258928,0)|0;h=b[259052]|0;kwb(258928,0)|0;e=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;d=f[64756]|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;j=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[c+8>>2]|0)|0;Ygb(f[a+16>>2]|0);Vvb(258928,j)|0;bwb(258928,d)|0;Yvb(258928,e)|0;kwb(258928,h<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;u=g;return}function Efb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+224|0;k=v+208|0;r=v+72|0;s=v;h=v+60|0;t=v+48|0;i=v+36|0;j=v+24|0;l=c&255;m=a+(d*144|0)+(l*36|0)|0;if(f[m>>2]|0){u=v;return m|0}n=f[64756]|0;o=r+4|0;f[r>>2]=15100;p=r+56|0;f[p>>2]=15120;tEb(r+56|0,o);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(o);f[o>>2]=39692;q=r+36|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[r+52>>2]=16;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;k3a(o,k);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);if(l&1|0)m3a(r,199547,22)|0;if(l&2|0)m3a(r,199570,22)|0;switch(d|0){case 0:{l3a(t,o);fhb(h,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[g>>2]=c;Evb(k,237430,199593,s,1);c=f[k>>2]|0;e=k+4|0;j=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=j;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,200828)|0,0);break}case 2:{m3a(r,199705,17)|0;l3a(t,o);fhb(j,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[j>>2];f[e+4>>2]=f[j+4>>2];f[e+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[g>>2]=c;Evb(k,237430,199648,s,1);c=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+288+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=i;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0);df(Kvb(f[m>>2]|0,237534)|0,1);break}default:{l3a(t,o);fhb(i,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[g>>2]=c;Evb(k,237430,199648,s,1);c=f[k>>2]|0;e=k+4|0;j=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+(d*144|0)+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=j;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0)}}df(Kvb(f[m>>2]|0,199723)|0,2);t=Jvb(f[m>>2]|0,237506)|0;f[a+(d*144|0)+(l*36|0)+8>>2]=t;t=Kvb(f[m>>2]|0,199733)|0;f[a+(d*144|0)+(l*36|0)+16>>2]=t;t=Kvb(f[m>>2]|0,199960)|0;f[a+(d*144|0)+(l*36|0)+12>>2]=t;t=Kvb(f[m>>2]|0,199740)|0;f[a+(d*144|0)+(l*36|0)+20>>2]=t;t=Kvb(f[m>>2]|0,199765)|0;f[a+(d*144|0)+(l*36|0)+24>>2]=t;t=Kvb(f[m>>2]|0,199784)|0;f[a+(d*144|0)+(l*36|0)+28>>2]=t;t=Kvb(f[m>>2]|0,199815)|0;f[a+(d*144|0)+(l*36|0)+32>>2]=t;f[r>>2]=39656;f[p>>2]=39676;f[o>>2]=39692;if((b[q+11>>0]|0)<0)sOb(f[q>>2]|0);oDb(o);kEb(r,39752);jDb(p);bwb(258928,n)|0;u=v;return m|0}function Ffb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0;z=u;u=u+288|0;v=z+216|0;w=z+200|0;x=z+136|0;y=z;if(c<<24>>24==0|(avb()|0)^1){u=z;return}t=f[64747]|0;nvb(v);i=d+72|0;do if(!(f[i>>2]|0)){if(!h){c=c&-2;s=0;break}i=f[(f[d+4>>2]|0)+8>>2]|0;if(!i)i=0;else i=f[i+8>>2]|0;Vvb(258928,i)|0;s=0}else{Uvb(258928,0)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;if(!e)s=1;else{i=f[e+72>>2]|0;if(!i)s=1;else{Uvb(258928,1)|0;Vvb(258928,f[i+8>>2]|0)|0;s=2}}}while(0);if((((f[d+8>>2]|0)-(f[d+4>>2]|0)|0)/24|0)>>>0>1){Uvb(258928,2)|0;i=f[(f[d+4>>2]|0)+32>>2]|0;if(!i)i=0;else i=f[i+8>>2]|0;Vvb(258928,i)|0}else c=c&-3;if(c<<24>>24){h=a+432|0;i=f[h>>2]|0;if(!i){Xgb(w);r=f[w>>2]|0;i=w+4|0;q=f[i>>2]|0;f[w>>2]=0;f[i>>2]=0;f[h>>2]=r;r=a+436|0;e=f[r>>2]|0;f[r>>2]=q;if(e|0){iOb(e);i=f[i>>2]|0;if(i|0)iOb(i)}i=f[h>>2]|0;if(!i)i=0;else j=22}else j=22;if((j|0)==22)i=f[i>>2]|0;r=f[64754]|0;Yvb(258928,i)|0;e=f[64756]|0;h=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;o=f[64776]|0;pwb(258928,1,771)|0;q=b[259204]|0;Fwb(258928,1)|0;c=Efb(a,c,s)|0;i=f[c>>2]|0;if(!i)i=0;else i=f[i>>2]|0;bwb(258928,i)|0;s=d+4|0;d=uub(f[s>>2]|0)|0;s=vub(f[s>>2]|0)|0;n[w>>2]=0.0;n[w+4>>2]=1.0/+(s|0);n[w+8>>2]=1.0/+(d|0);n[w+12>>2]=0.0;ff(f[c+16>>2]|0,2,w|0);w=f[c+12>>2]|0;LAa(GAa(g)|0,y);n[x>>2]=+p[y>>3];n[x+4>>2]=+p[y+8>>3];n[x+8>>2]=+p[y+16>>3];n[x+12>>2]=+p[y+24>>3];n[x+16>>2]=+p[y+32>>3];n[x+20>>2]=+p[y+40>>3];n[x+24>>2]=+p[y+48>>3];n[x+28>>2]=+p[y+56>>3];n[x+32>>2]=+p[y+64>>3];n[x+36>>2]=+p[y+72>>3];n[x+40>>2]=+p[y+80>>3];n[x+44>>2]=+p[y+88>>3];n[x+48>>2]=+p[y+96>>3];n[x+52>>2]=+p[y+104>>3];n[x+56>>2]=+p[y+112>>3];n[x+60>>2]=+p[y+120>>3];nf(w|0,1,0,x|0);A=+n[a+456>>2];ef(f[c+20>>2]|0,+A,+(A+ +n[a+460>>2]));A=+n[a+480>>2];B=-+N(+(A*.01745329238474369));ef(f[c+28>>2]|0,+B,+-+N(+((A+ +n[a+484>>2])*.01745329238474369)));y=f[c+24>>2]|0;A=+n[a+452>>2];B=A*+n[a+444>>2];C=A*+n[a+448>>2];n[x>>2]=A*+n[a+440>>2];n[x+4>>2]=B;n[x+8>>2]=C;n[x+12>>2]=A;lf(y|0,1,x|0);y=f[c+32>>2]|0;A=+n[a+476>>2];C=A*+n[a+468>>2];B=A*+n[a+472>>2];n[x>>2]=A*+n[a+464>>2];n[x+4>>2]=C;n[x+8>>2]=B;n[x+12>>2]=A;lf(y|0,1,x|0);Ygb(f[c+8>>2]|0);Fwb(258928,q<<24>>24!=0)|0;owb(258928,k,l,m,o)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,h<<24>>24!=0)|0;bwb(258928,e)|0;Yvb(258928,r)|0}ovb(v);Uvb(258928,t)|0;u=z;return}function Gfb(a,b){a=a|0;b=+b;if(!(b<=0.0)){a=a+456|0;if(+n[a>>2]==b)a=0;else{n[a>>2]=b;a=1}}else a=0;return a|0}function Hfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+460|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function Ifb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+452|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Jfb(a,b){a=a|0;b=b|0;var c=0;c=a+440|0;if(+n[c>>2]==+n[b>>2])if(+n[a+444>>2]==+n[b+4>>2])if(+n[a+448>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Kfb(a,b){a=a|0;b=+b;if(!(b<=0.0)){a=a+480|0;if(+n[a>>2]==b)a=0;else{n[a>>2]=b;a=1}}else a=0;return a|0}function Lfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+484|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function Mfb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+476|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Nfb(a,b){a=a|0;b=b|0;var c=0;c=a+464|0;if(+n[c>>2]==+n[b>>2])if(+n[a+468>>2]==+n[b+4>>2])if(+n[a+472>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Ofb(a){a=a|0;var b=0,c=0,d=0;b=a+48|0;c=a;d=c+48|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[b>>2]=7;n[a+52>>2]=1.0;n[a+56>>2]=.029999999329447746;n[a+60>>2]=2.0;n[a+64>>2]=1.0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+96>>2]=0;f[a+100>>2]=0;return}function Pfb(a){a=a|0;var b=0;f[a+8>>2]=0;b=a+12|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function Qfb(a,b){a=a|0;b=b|0;var c=0;b=(b|0)==0?0:b|1;c=a+48|0;if((f[c>>2]|0)==(b|0))return;f[c>>2]=b;f[a+68>>2]=0;c=a+72|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+96>>2]=0;c=a+100|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;a=a+44|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;iOb(b);return}function Rfb(a,b){a=a|0;b=+b;n[a+52>>2]=b;return}function Sfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+56>>2]=b;return}function Tfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+60>>2]=b;return}function Ufb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;g=c+4|0;d=c+8|0;e=c;n[g>>2]=b;n[d>>2]=0.0;n[e>>2]=1.0;e=b<1.0?g:e;f[a+64>>2]=f[(+n[e>>2]>0.0?e:d)>>2];u=c;return}function Vfb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+224|0;p=t+24|0;q=t;r=t+64|0;k=t+212|0;o=t+48|0;n=t+200|0;s=f[64756]|0;g=a+16|0;if(!(f[g>>2]|0)){e=q+16|0;f[q>>2]=40500;f[q+4>>2]=162;f[e>>2]=q;Evb(p,237430,199833,q,1);m=f[p>>2]|0;c=p+4|0;l=f[c>>2]|0;f[p>>2]=0;f[c>>2]=0;f[g>>2]=m;m=a+20|0;d=f[m>>2]|0;f[m>>2]=l;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[e>>2]|0;if((q|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);m=Jvb(f[g>>2]|0,237506)|0;f[a+124>>2]=m;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0)}g=a+24|0;if(!(f[g>>2]|0)){e=q+16|0;f[q>>2]=40500;f[q+4>>2]=162;f[e>>2]=q;Evb(p,237430,200175,q,1);m=f[p>>2]|0;c=p+4|0;l=f[c>>2]|0;f[p>>2]=0;f[c>>2]=0;f[g>>2]=m;m=a+28|0;d=f[m>>2]|0;f[m>>2]=l;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[e>>2]|0;if((q|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);m=Jvb(f[g>>2]|0,237506)|0;f[a+128>>2]=m;bwb(258928,f[f[g>>2]>>2]|0)|0;kf(Kvb(f[g>>2]|0,240573)|0,0.0,0.0,0.0,1.0)}c=a+68|0;if(!(f[c>>2]|0))Wfb(a,c,0);c=a+96|0;if(!(f[c>>2]|0))Wfb(a,c,1);f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;l=a+48|0;c=f[l>>2]|0;do if(c|0){g=a+32|0;if(!(f[g>>2]|0)){Sqa(q,c);h=f[q>>2]|0;_gb((f[m>>2]|0)-h>>2,h);h=r+4|0;f[r>>2]=15100;i=r+56|0;f[i>>2]=15120;tEb(r+56|0,h);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(h);f[h>>2]=39692;j=r+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[r+52>>2]=16;f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;k3a(h,p);if((b[p+11>>0]|0)<0)sOb(f[p>>2]|0);e=m3a(r,199879,38)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=KEb(e,(f[l>>2]|0)>>>1)|0;b[p>>0]=10;m3a(e,p,1)|0;l3a(o,h);fhb(k,o);e=p+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[e>>2]=d;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);Evb(o,237430,199918,p,1);k=f[o>>2]|0;c=o+4|0;v=f[c>>2]|0;f[o>>2]=0;f[c>>2]=0;f[g>>2]=k;k=a+36|0;d=f[k>>2]|0;f[k>>2]=v;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201322)|0,0);v=Kvb(f[g>>2]|0,200935)|0;c=f[q>>2]|0;cf(v|0,(f[m>>2]|0)-c>>2|0,c|0);c=Jvb(f[g>>2]|0,237506)|0;f[a+132>>2]=c;c=Kvb(f[g>>2]|0,199960)|0;f[a+136>>2]=c;c=Kvb(f[g>>2]|0,199977)|0;f[a+140>>2]=c;c=Kvb(f[g>>2]|0,200924)|0;f[a+144>>2]=c;c=f[e>>2]|0;if((p|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[r>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(r,39752);jDb(i);c=f[l>>2]|0;if(!c)break}j=a+40|0;if(!(f[j>>2]|0)){e=f[q>>2]|0;v=f[m>>2]|0;h=v;d=e;if((e|0)==(v|0)){g=h-d>>2;if(c>>>0>g>>>0){Sqa(q,c-g|0);d=f[q>>2]|0;c=f[m>>2]|0}else if(c>>>0<g>>>0){c=e+(~((-4-(c<<2)|0)>>>2)<<2)|0;f[m>>2]=c}else c=h;_gb(c-d>>2,d)}g=r+4|0;f[r>>2]=15100;h=r+56|0;f[h>>2]=15120;tEb(r+56|0,g);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(g);f[g>>2]=39692;i=r+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[r+52>>2]=16;f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;k3a(g,p);if((b[p+11>>0]|0)<0)sOb(f[p>>2]|0);e=m3a(r,199993,38)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=KEb(e,(f[l>>2]|0)>>>1)|0;b[p>>0]=10;m3a(e,p,1)|0;l3a(o,g);fhb(n,o);e=p+16|0;v=pOb(16)|0;f[v>>2]=40592;l=v+4|0;f[l>>2]=f[n>>2];f[l+4>>2]=f[n+4>>2];f[l+8>>2]=f[n+8>>2];f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;f[e>>2]=v;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);Evb(o,237430,199918,p,1);v=f[o>>2]|0;d=o+4|0;n=f[d>>2]|0;f[o>>2]=0;f[d>>2]=0;f[j>>2]=v;v=a+44|0;c=f[v>>2]|0;f[v>>2]=n;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}bwb(258928,f[f[j>>2]>>2]|0)|0;df(Kvb(f[j>>2]|0,201322)|0,0);v=Kvb(f[j>>2]|0,200935)|0;c=f[q>>2]|0;cf(v|0,(f[m>>2]|0)-c>>2|0,c|0);c=Jvb(f[j>>2]|0,237506)|0;f[a+148>>2]=c;c=Kvb(f[j>>2]|0,199960)|0;f[a+152>>2]=c;c=Kvb(f[j>>2]|0,199977)|0;f[a+156>>2]=c;c=Kvb(f[j>>2]|0,200924)|0;f[a+160>>2]=c;c=Kvb(f[j>>2]|0,200032)|0;f[a+164>>2]=c;c=f[e>>2]|0;if((p|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[r>>2]=39656;f[h>>2]=39676;f[g>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(g);kEb(r,39752);jDb(h)}}while(0);c=f[q>>2]|0;if(!c){bwb(258928,s)|0;u=t;return}d=f[m>>2]|0;if((d|0)!=(c|0))f[m>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);bwb(258928,s)|0;u=t;return}function Wfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+192|0;j=n;k=n+40|0;e=n+176|0;h=n+24|0;l=k+4|0;f[k>>2]=15100;m=k+56|0;f[m>>2]=15120;tEb(k+56|0,l);f[k+128>>2]=0;f[k+132>>2]=-1;f[k>>2]=39656;f[k+56>>2]=39676;xEb(l);f[l>>2]=39692;i=k+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[k+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(l,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);g=m3a(k,200040,16)|0;g=JEb(m3a(JEb(g,(f[a+48>>2]|0)!=0&1)|0,200057,26)|0,d&1)|0;b[j>>0]=10;m3a(g,j,1)|0;l3a(h,l);fhb(e,h);g=j+16|0;d=pOb(16)|0;f[d>>2]=40592;a=d+4|0;f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[g>>2]=d;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);Evb(h,237430,200084,j,1);a=f[h>>2]|0;d=h+4|0;e=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[c>>2]=a;h=c+4|0;a=f[h>>2]|0;f[h>>2]=e;if(a|0){iOb(a);a=f[d>>2]|0;if(a|0)iOb(a)}a=Jvb(f[c>>2]|0,237506)|0;f[c+8>>2]=a;a=Kvb(f[c>>2]|0,199960)|0;f[c+12>>2]=a;a=Kvb(f[c>>2]|0,200121)|0;f[c+16>>2]=a;a=Kvb(f[c>>2]|0,200032)|0;f[c+20>>2]=a;a=Kvb(f[c>>2]|0,199977)|0;f[c+24>>2]=a;bwb(258928,f[f[c>>2]>>2]|0)|0;df(Kvb(f[c>>2]|0,200134)|0,0);a=f[g>>2]|0;if((j|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[k>>2]=39656;f[m>>2]=39676;f[l>>2]=39692;if((b[i+11>>0]|0)>=0){oDb(l);kEb(k,39752);jDb(m);u=n;return}sOb(f[i>>2]|0);oDb(l);kEb(k,39752);jDb(m);u=n;return}function Xfb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0;da=u;u=u+352|0;I=da+336|0;ba=da+272|0;ca=da+248|0;K=da+240|0;$=da+176|0;aa=da;W=da+156|0;X=da+136|0;if(Xub()|0)if(avb()|0){Y=a+64|0;if(+n[Y>>2]<=0.0){u=da;return}h=f[c>>2]|0;if(!h){u=da;return}i=f[h+72>>2]|0;f[I>>2]=i;Z=f[h+76>>2]|0;_=(Z|0)==0;s=i;if(!_)gOb(Z);if(i|0){Vfb(a);h=f[a>>2]|0;if(!h){Xgb(ba);V=f[ba>>2]|0;h=ba+4|0;U=f[h>>2]|0;f[ba>>2]=0;f[h>>2]=0;f[a>>2]=V;V=a+4|0;i=f[V>>2]|0;f[V>>2]=U;if(i|0){iOb(i);h=f[h>>2]|0;if(h|0)iOb(h)}h=f[a>>2]|0}V=f[64754]|0;Yvb(258928,f[h>>2]|0)|0;M=f[64756]|0;N=f[64747]|0;nvb(ba);O=b[259206]|0;Hwb(258928,0)|0;P=b[259052]|0;kwb(258928,0)|0;Q=f[64773]|0;R=f[64775]|0;S=f[64774]|0;T=f[64776]|0;pwb(258928,1,771)|0;U=b[259204]|0;H=(e|0)!=0;J=H?a+96|0:a+68|0;Chb(ca);f[K>>2]=0;L=K+4|0;f[L>>2]=0;do if(H){h=s+16|0;i=s+20|0;Bhb($,g,f[h>>2]|0,f[i>>2]|0);Ehb(ca,$)|0;Ghb($);q=f[ca>>2]|0;o=f[ca+4>>2]|0;r=o;if(!o){f[K>>2]=q;f[L>>2]=r}else{gOb(o);o=f[L>>2]|0;f[K>>2]=q;f[L>>2]=r;if(o|0)iOb(o)}D=Hhb(ca)|0;B=f[64758]|0;C=f[64759]|0;dwb(258928,f[f[D>>2]>>2]|0)|0;D=f[64743]|0;E=f[64744]|0;F=f[64745]|0;G=f[64746]|0;Tvb(258928,0,0,f[h>>2]|0,f[i>>2]|0)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[s+8>>2]|0)|0;Ygb(f[a+124>>2]|0);Vvb(258928,0)|0;r=a+8|0;if(!(Kub(f[c>>2]|0,r)|0)){Cub($,f[c>>2]|0,0,1);A=f[$>>2]|0;o=$+4|0;z=f[o>>2]|0;f[$>>2]=0;f[o>>2]=0;f[r>>2]=A;A=a+12|0;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);o=f[o>>2]|0;if(o|0)iOb(o)}}dwb(258928,f[f[r>>2]>>2]|0)|0;Gub(f[r>>2]|0,0,K,3553,0);bwb(258928,f[f[a+24>>2]>>2]|0)|0;o=f[64795]|0;q=f[64796]|0;r=f[64797]|0;s=f[64798]|0;c=f[64799]|0;t=f[64800]|0;Awb(258928,7680,7680,7680)|0;v=f[64787]|0;w=f[64790]|0;x=f[64788]|0;y=f[64791]|0;z=f[64789]|0;A=f[64792]|0;uwb(258928,514,0,e)|0;e=b[259212]|0;Kwb(258928,1)|0;Ygb(f[a+128>>2]|0);Kwb(258928,e<<24>>24!=0)|0;if((v|0)==(w|0)&(x|0)==(y|0)&(z|0)==(A|0))uwb(258928,v,x,z)|0;else{vwb(258928,v,x,z)|0;wwb(258928,w,y,A)|0}if((o|0)==(s|0)&(q|0)==(c|0)&(r|0)==(t|0))Awb(258928,o,q,r)|0;else{Bwb(258928,o,q,r)|0;Cwb(258928,s,c,t)|0}Tvb(258928,D,E,F,G)|0;if((B|0)==(C|0)){dwb(258928,B)|0;break}else{ewb(258928,B)|0;fwb(258928,C)|0;break}}else{i=s+20|0;h=s+16|0}while(0);bwb(258928,f[f[J>>2]>>2]|0)|0;LAa(GAa(d)|0,aa);n[$>>2]=+p[aa>>3];n[$+4>>2]=+p[aa+8>>3];n[$+8>>2]=+p[aa+16>>3];n[$+12>>2]=+p[aa+24>>3];n[$+16>>2]=+p[aa+32>>3];n[$+20>>2]=+p[aa+40>>3];n[$+24>>2]=+p[aa+48>>3];n[$+28>>2]=+p[aa+56>>3];n[$+32>>2]=+p[aa+64>>3];n[$+36>>2]=+p[aa+72>>3];n[$+40>>2]=+p[aa+80>>3];n[$+44>>2]=+p[aa+88>>3];n[$+48>>2]=+p[aa+96>>3];n[$+52>>2]=+p[aa+104>>3];n[$+56>>2]=+p[aa+112>>3];n[$+60>>2]=+p[aa+120>>3];m=1.0/+(f[i>>2]|0);n[aa>>2]=1.0/+(f[h>>2]|0);r=aa+4|0;n[r>>2]=m;nf(f[J+12>>2]|0,1,0,$|0);ff(f[J+16>>2]|0,1,aa|0);bf(f[J+20>>2]|0,+(+n[Y>>2]));bf(f[J+24>>2]|0,+(+n[a+60>>2]*+n[r>>2]*2.0*6.828428268432617));Uvb(258928,0)|0;Vvb(258928,f[(f[(H?K:I)>>2]|0)+8>>2]|0)|0;if(!(f[a+48>>2]|0)){Fwb(258928,1)|0;Ygb(f[J+8>>2]|0)}else{if(H){Dhb(W,ca);h=f[I>>2]|0}else{h=f[I>>2]|0;Bhb(W,g,f[h+16>>2]|0,f[h+20>>2]|0)}i=h+16|0;h=h+20|0;Bhb(X,g,f[i>>2]|0,f[h>>2]|0);j=+n[64765];k=+n[64766];l=+n[64767];m=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;d=Hhb(X)|0;o=f[64758]|0;q=f[64759]|0;dwb(258928,f[f[d>>2]>>2]|0)|0;d=f[64743]|0;I=f[64744]|0;K=f[64745]|0;g=f[64746]|0;Tvb(258928,0,0,f[i>>2]|0,f[h>>2]|0)|0;Vd(16384);Fwb(258928,0)|0;Ygb(f[J+8>>2]|0);h=Hhb(W)|0;dwb(258928,f[f[h>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+32>>2]>>2]|0)|0;nf(f[a+136>>2]|0,1,0,$|0);h=a+56|0;bf(f[a+140>>2]|0,+(+n[h>>2]));i=a+52|0;ef(f[a+144>>2]|0,+(+n[i>>2]*+n[aa>>2]),0.0);Uvb(258928,0)|0;Vvb(258928,f[(f[X>>2]|0)+8>>2]|0)|0;Ygb(f[a+132>>2]|0);Tvb(258928,d,I,K,g)|0;if((o|0)==(q|0))dwb(258928,o)|0;else{ewb(258928,o)|0;fwb(258928,q)|0}bwb(258928,f[f[a+40>>2]>>2]|0)|0;Fwb(258928,1)|0;nf(f[a+152>>2]|0,1,0,$|0);bf(f[a+156>>2]|0,+(+n[h>>2]));bf(f[a+164>>2]|0,+(+n[Y>>2]));ef(f[a+160>>2]|0,0.0,+(+n[i>>2]*+n[r>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[W>>2]|0)+8>>2]|0)|0;Ygb(f[a+148>>2]|0);mwb(258928,j,k,l,m)|0;Ghb(X);Ghb(W)}h=f[L>>2]|0;if(h|0)iOb(h);Ghb(ca);Fwb(258928,U<<24>>24!=0)|0;owb(258928,Q,R,S,T)|0;kwb(258928,P<<24>>24!=0)|0;Hwb(258928,O<<24>>24!=0)|0;ovb(ba);Uvb(258928,N)|0;bwb(258928,M)|0;Yvb(258928,V)|0}if(!_)iOb(Z);u=da;return}f[a+8>>2]=0;ca=a+12|0;h=f[ca>>2]|0;f[ca>>2]=0;if(!h){u=da;return}iOb(h);u=da;return}function Yfb(a){a=a|0;var b=0;f[a>>2]=0;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function Zfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+24|0;h=j;i=a+16|0;if(f[i>>2]|0){u=j;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200175,h,1);e=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[i>>2]=e;e=a+20|0;b=f[e>>2]|0;f[e>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200142,h,1);e=a+24|0;k=f[g>>2]|0;c=g+4|0;l=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=k;k=a+28|0;b=f[k>>2]|0;f[k>>2]=l;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=Jvb(f[i>>2]|0,237506)|0;f[a+136>>2]=l;l=Jvb(f[e>>2]|0,237506)|0;f[a+144>>2]=l;l=Kvb(f[i>>2]|0,240573)|0;f[a+140>>2]=l;l=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,l)|0;u=j;return}function _fb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+32|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,200214,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+36|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+148>>2]=j;j=Kvb(f[g>>2]|0,200255)|0;f[a+152>>2]=j;j=Kvb(f[g>>2]|0,200272)|0;f[a+156>>2]=j;j=Kvb(f[g>>2]|0,200288)|0;f[a+160>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function $fb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0.0,ha=0.0,ia=0.0;fa=u;u=u+48|0;ea=fa+24|0;ca=fa+16|0;da=fa;l=f[c>>2]|0;if(!l){u=fa;return}if(!(Kub(l,a)|0)){Cub(ea,f[c>>2]|0,0,1);ba=f[ea>>2]|0;l=ea+4|0;aa=f[l>>2]|0;f[ea>>2]=0;f[l>>2]=0;f[a>>2]=ba;ba=a+4|0;m=f[ba>>2]|0;f[ba>>2]=aa;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}}Zfb(a);ba=uub(f[(f[c>>2]|0)+4>>2]|0)|0;Bhb(ea,h,ba,vub(f[(f[c>>2]|0)+4>>2]|0)|0);f[ca>>2]=f[ea>>2];ba=ca+4|0;l=f[ea+4>>2]|0;f[ba>>2]=l;if(l|0)gOb(l);h=a+8|0;l=f[h>>2]|0;if(!l){Xgb(da);aa=f[da>>2]|0;l=da+4|0;$=f[l>>2]|0;f[da>>2]=0;f[l>>2]=0;f[h>>2]=aa;aa=a+12|0;m=f[aa>>2]|0;f[aa>>2]=$;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}l=f[h>>2]|0;if(!l)l=0;else z=14}else z=14;if((z|0)==14)l=f[l>>2]|0;aa=f[64754]|0;Yvb(258928,l)|0;D=f[64756]|0;E=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;F=+n[64765];G=+n[64766];H=+n[64767];I=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;J=b[259206]|0;Hwb(258928,0)|0;K=b[259052]|0;kwb(258928,0)|0;L=f[64795]|0;M=f[64796]|0;N=f[64797]|0;O=f[64798]|0;P=f[64799]|0;Q=f[64800]|0;Awb(258928,7680,7680,7680)|0;R=f[64787]|0;S=f[64790]|0;T=f[64788]|0;U=f[64791]|0;V=f[64789]|0;W=f[64792]|0;X=b[259204]|0;Fwb(258928,0)|0;Y=f[64773]|0;Z=f[64775]|0;_=f[64774]|0;$=f[64776]|0;pwb(258928,1,771)|0;l=f[a>>2]|0;if(!l)l=0;else l=f[l>>2]|0;x=f[64758]|0;y=f[64759]|0;dwb(258928,l)|0;w=f[ca>>2]|0;r=f[64743]|0;s=f[64744]|0;t=f[64745]|0;v=f[64746]|0;Tvb(258928,0,0,f[w+16>>2]|0,f[w+20>>2]|0)|0;Gub(f[a>>2]|0,0,ca,3553,0);w=b[259212]|0;Kwb(258928,1)|0;Vd(16384);C=a+16|0;l=f[C>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;a:do if(i){p=a+72|0;q=a+88|0;do if(+n[p>>2]==+n[q>>2]){m=a+76|0;if(+n[m>>2]==+n[a+92>>2]){o=a+80|0;if(+n[o>>2]==+n[a+96>>2]){l=a+84|0;ga=+n[l>>2];h=ga>0.0;if(!(ga==+n[a+100>>2]))if(h){h=o;z=29;break}else break;if(!h)break a;uwb(258928,517,0,f[g+4>>2]|f[g>>2])|0;B=f[a+140>>2]|0;ga=+n[l>>2];ia=ga*+n[m>>2];ha=ga*+n[o>>2];n[da>>2]=+n[p>>2]*ga;n[da+4>>2]=ia;n[da+8>>2]=ha;n[da+12>>2]=ga;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0);break a}else z=23}else z=23}else z=23;while(0);if((z|0)==23){l=a+84|0;if(+n[l>>2]>0.0){m=a+76|0;h=a+80|0;z=29}}if((z|0)==29){uwb(258928,517,0,f[g>>2]|0)|0;B=f[a+140>>2]|0;ia=+n[l>>2];ga=ia*+n[m>>2];ha=ia*+n[h>>2];n[da>>2]=+n[p>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0)}l=a+100|0;if(+n[l>>2]>0.0){uwb(258928,517,0,f[g+4>>2]|0)|0;B=f[a+140>>2]|0;ia=+n[l>>2];ga=ia*+n[a+92>>2];ha=ia*+n[a+96>>2];n[da>>2]=+n[q>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0)}}while(0);Fwb(258928,1)|0;l=a+52|0;if(+n[l>>2]>0.0){uwb(258928,514,e|d,e)|0;A=a+140|0;B=f[A>>2]|0;ia=+n[l>>2];ga=ia*+n[a+44>>2];ha=ia*+n[a+48>>2];n[da>>2]=+n[a+40>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);B=a+136|0;Ygb(f[B>>2]|0)}else{B=a+136|0;A=a+140|0}uwb(258928,517,0,d)|0;d=f[A>>2]|0;ia=+n[a+68>>2];ga=ia*+n[a+60>>2];ha=ia*+n[a+64>>2];n[da>>2]=+n[a+56>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(d|0,1,da|0);Ygb(f[B>>2]|0);Kwb(258928,w<<24>>24!=0)|0;Tvb(258928,r,s,t,v)|0;if((x|0)==(y|0))dwb(258928,x)|0;else{ewb(258928,x)|0;fwb(258928,y)|0}l=f[a+24>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;l=f[ca>>2]|0;if(!l)l=0;else l=f[l+8>>2]|0;Vvb(258928,l)|0;Ygb(f[a+144>>2]|0);Ffb(j,3,f[c>>2]|0,0,k,1);do if(i){e=a+116|0;if(+n[e>>2]<=0.0)if(+n[a+132>>2]<=0.0)break;_fb(a);Vvb(258928,0)|0;l=f[a>>2]|0;if(!l)l=0;else l=f[l>>2]|0;y=f[64758]|0;z=f[64759]|0;dwb(258928,l)|0;q=f[ca>>2]|0;m=f[64743]|0;h=f[64744]|0;o=f[64745]|0;p=f[64746]|0;Tvb(258928,0,0,f[q+16>>2]|0,f[q+20>>2]|0)|0;q=b[259204]|0;Fwb(258928,0)|0;r=b[259048]|0;s=b[259049]|0;t=b[259050]|0;v=b[259051]|0;Vd(16384);w=b[259212]|0;Kwb(258928,1)|0;l=f[C>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;kf(f[A>>2]|0,1.0,1.0,1.0,1.0);if(+n[e>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[g+8>>2]|0)|0;Ygb(f[B>>2]|0)}x=a+132|0;if(+n[x>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[g+12>>2]|0)|0;Ygb(f[B>>2]|0)}Kwb(258928,w<<24>>24!=0)|0;jwb(258928,r<<24>>24!=0,s<<24>>24!=0,t<<24>>24!=0,v<<24>>24!=0)|0;Fwb(258928,q<<24>>24!=0)|0;Tvb(258928,m,h,o,p)|0;if((y|0)==(z|0))dwb(258928,y)|0;else{ewb(258928,y)|0;fwb(258928,z)|0}l=f[a+32>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;l=f[ca>>2]|0;if(!l)l=0;else l=f[l+8>>2]|0;Vvb(258928,l)|0;g=f[a+152>>2]|0;ia=+n[e>>2];ha=ia*+n[a+108>>2];ga=ia*+n[a+112>>2];n[da>>2]=+n[a+104>>2]*ia;n[da+4>>2]=ha;n[da+8>>2]=ga;n[da+12>>2]=ia;lf(g|0,1,da|0);g=f[a+156>>2]|0;ia=+n[x>>2];ga=ia*+n[a+124>>2];ha=ia*+n[a+128>>2];n[da>>2]=+n[a+120>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(g|0,1,da|0);da=f[ca>>2]|0;ef(f[a+160>>2]|0,+(1.5/+(f[da+16>>2]|0)),+(1.5/+(f[da+20>>2]|0)));Ygb(f[a+148>>2]|0)}while(0);owb(258928,Y,Z,_,$)|0;Fwb(258928,X<<24>>24!=0)|0;if((R|0)==(S|0)&(T|0)==(U|0)&(V|0)==(W|0))uwb(258928,R,T,V)|0;else{vwb(258928,R,T,V)|0;wwb(258928,S,U,W)|0}if((L|0)==(O|0)&(M|0)==(P|0)&(N|0)==(Q|0))Awb(258928,L,M,N)|0;else{Bwb(258928,L,M,N)|0;Cwb(258928,O,P,Q)|0}kwb(258928,K<<24>>24!=0)|0;Hwb(258928,J<<24>>24!=0)|0;mwb(258928,F,G,H,I)|0;Vvb(258928,E)|0;bwb(258928,D)|0;Yvb(258928,aa)|0;l=f[ba>>2]|0;if(l|0)iOb(l);Ghb(ea);u=fa;return}function agb(a){a=a|0;var c=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;b[a+24>>0]=0;b[a+25>>0]=3;b[a+26>>0]=2;n[a+28>>2]=1.0;n[a+32>>2]=1.0;n[a+36>>2]=1.0;n[a+40>>2]=.5;n[a+44>>2]=0.0;n[a+48>>2]=1.0;n[a+52>>2]=0.0;n[a+56>>2]=1.0;n[a+60>>2]=0.0;n[a+64>>2]=1.0;n[a+68>>2]=0.0;n[a+72>>2]=1.0;n[a+76>>2]=0.0;n[a+80>>2]=0.0;n[a+84>>2]=.5;n[a+88>>2]=1.0;n[a+92>>2]=.5;n[a+96>>2]=0.0;n[a+100>>2]=.5;n[a+104>>2]=1.0;n[a+108>>2]=.25;c=a+112|0;f[a+176>>2]=0;f[a+180>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+236>>2]=0;f[a+240>>2]=0;f[a+256>>2]=0;f[a+260>>2]=0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;return}function bgb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=f[a+32>>2]|0;i=f[a+40>>2]|0;j=f[a+640>>2]|0;d=f[a+752>>2]|0;k=f[a+1040>>2]|0;a:{b:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+344|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){c:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break b;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break c;b=f[b>>2]|0;if(!b)break b}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break c}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break b}b=f[b>>2]|0;if(!b)break b}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+344|0,a+8|0)|0}}}while(0);d=f[h+368>>2]|0;d:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+364|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){e:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break d;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break e;b=f[b>>2]|0;if(!b)break d}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break e}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break d}b=f[b>>2]|0;if(!b)break d}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+364|0,a+8|0)|0}}}while(0);d=f[h+388>>2]|0;f:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+384|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){g:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break f;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break g;b=f[b>>2]|0;if(!b)break f}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break g}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break f}b=f[b>>2]|0;if(!b)break f}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+384|0,a+8|0)|0}}}while(0);d=f[h+408>>2]|0;h:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+404|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){i:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break h;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break i;b=f[b>>2]|0;if(!b)break h}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break i}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break h}b=f[b>>2]|0;if(!b)break h}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+404|0,a+8|0)|0}}}while(0);d=f[h+428>>2]|0;j:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+424|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){k:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break j;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break k;b=f[b>>2]|0;if(!b)break j}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break k}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break j}b=f[b>>2]|0;if(!b)break j}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+424|0,a+8|0)|0}}}while(0);d=f[h+448>>2]|0;l:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+444|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){m:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break l;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break m;b=f[b>>2]|0;if(!b)break l}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break m}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break l}b=f[b>>2]|0;if(!b)break l}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+444|0,a+8|0)|0}}}while(0);d=f[h+468>>2]|0;if(!d){u=a;f[a+1048>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+464|0)>>2]|0)+(e<<2)>>2]|0;if(!b){u=a;f[a+1048>>2]=5;break a}b=f[b>>2]|0;if(!b){u=a;f[a+1048>>2]=5;break a}n:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0))){k=229;break}if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0)){g=b;break n}b=f[b>>2]|0;if(!b){k=229;break}}if((k|0)==229){u=a;f[a+1048>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0)){g=b;break n}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){k=229;break}}b=f[b>>2]|0;if(!b){k=229;break}}if((k|0)==229){u=a;f[a+1048>>2]=5;break a}}while(0);f[(a+4|0)>>2]=g;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+464|0,a+8|0)|0;u=a;f[a+1048>>2]=5;break a}f[a+1040>>2]=k}function cgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0;D=f[a+352>>2]|0;E=f[a+360>>2]|0;I=f[a+368>>2]|0;M=f[a+392>>2]|0;Q=f[a+416>>2]|0;R=f[a+424>>2]|0;J=f[a+928>>2]|0;K=f[a+1024>>2]|0;L=f[a+1080>>2]|0;N=f[a+1928>>2]|0;O=f[a+1944>>2]|0;P=f[a+1952>>2]|0;S=f[a+2008>>2]|0;a:{if(S){S=0;if(1){F=dLa(I)|0;f[(a+88|0)>>2]=F;f[(a+88|0)+4>>2]=I;f[(a+88|0)+8>>2]=0;f[(a+88|0)+12>>2]=0;f[(a+88|0)+16>>2]=1;f[(a+88|0)+20>>2]=0;F=(a+88|0)+24|0;n[(a+88|0)+40>>2]=1.0;f[F>>2]=J;C=(J&16512|0)==128?E+381|0:E+384|0;G=(a+248|0)+28|0;H=(a+248|0)+32|0;B=0;z=0;while(1){e=1<<z;do if(e&(L&7&((L&255)>>>3&7|M)&255)|0){A=f[(a+216|0)+(z<<2)>>2]|0;if(A|0){c=I+12+(z<<3)|0;d=f[c>>2]|0;if(!d){fKa(I,B);d=f[c>>2]|0}y=f[K+36+(z<<2)>>2]|0;v=f[(I+200|0)>>2]|0;x=h[(I+200|0)+4>>0]|0;t=ZPb(v|0,x&255|0,3)|0;w=ZPb(v|0,x&255|0,6)|0;x=ZPb(v|0,x&255|0,9)|0;if(!(e&7&(t|v|w|x))){x=f[(a+132|0)+(z<<2)>>2]|0;T=+n[(b[((a+132|0)+24|0)>>0]|0?(a+132|0)+12|0:a+168|0)+(z<<2)>>2];f[F>>2]=(f[O>>2]|J)&f[P>>2];ecb(D,B,a+88|0,L&7&((L&255)>>>3&7|M),(x|0)==0?d:x,(a+180|0)+(z*12|0)|0,T,(f[(a+228|0)+(z<<2)>>2]|0)+y|0,A,(b[N>>0]|0)!=0,(b[((a+132|0)+26|0)>>0]|0)!=0,Q,b[C+z>>0]|0,R);break}w=LKa(I,B)|0;e=IKa(I,B)|0;i=KKa(I,B)|0;j=JKa(I,B)|0;x=f[(a+228|0)+(z<<2)>>2]|0;v=f[w>>2]|0;w=f[w+4>>2]|0;if((v|0)==(w|0)){c=-1;g=1}else{c=f[v+4>>2]|0;if(!c){c=f[v+8>>2]|0;g=0}else g=1}t=f[e>>2]|0;s=f[e+4>>2]|0;if((t|0)==(s|0)){e=-1;q=1}else{e=f[t>>2]|0;if(!e){e=f[t+4>>2]|0;q=0}else q=1}r=f[i>>2]|0;p=f[i+4>>2]|0;if((r|0)==(p|0)){i=-1;m=1}else{i=f[r+12>>2]|0;if(!i){i=f[r+16>>2]|0;m=0}else m=1}o=f[j>>2]|0;l=f[j+4>>2]|0;do if((o|0)==(l|0)){j=-1;k=1}else{j=f[o>>2]|0;if(j|0){k=1;break}j=f[o+4>>2]|0;k=0}while(0);f[a>>2]=v;f[(a+4|0)>>2]=w;f[(a+8|0)>>2]=0;f[(a+12|0)>>2]=c;b[(a+16|0)>>0]=g;b[(a+17|0)>>0]=b[(a+284|0)>>0]|0;b[(a+17|0)+1>>0]=b[(a+284|0)+1>>0]|0;b[(a+17|0)+2>>0]=b[(a+284|0)+2>>0]|0;f[(a+20|0)>>2]=t;f[(a+24|0)>>2]=s;f[(a+28|0)>>2]=0;f[(a+32|0)>>2]=e;b[(a+36|0)>>0]=q;b[(a+37|0)>>0]=b[(a+248|0)>>0]|0;b[(a+37|0)+1>>0]=b[(a+248|0)+1>>0]|0;b[(a+37|0)+2>>0]=b[(a+248|0)+2>>0]|0;f[(a+40|0)>>2]=r;f[(a+44|0)>>2]=p;f[(a+48|0)>>2]=0;f[(a+52|0)>>2]=i;b[(a+56|0)>>0]=m;b[(a+57|0)>>0]=b[(a+240|0)>>0]|0;b[(a+57|0)+1>>0]=b[(a+240|0)+1>>0]|0;b[(a+57|0)+2>>0]=b[(a+240|0)+2>>0]|0;f[(a+60|0)>>2]=o;f[(a+64|0)>>2]=l;f[(a+68|0)>>2]=0;f[(a+72|0)>>2]=j;b[(a+76|0)>>0]=k;b[(a+77|0)>>0]=b[(a+328|0)>>0]|0;b[(a+77|0)+1>>0]=b[(a+328|0)+1>>0]|0;b[(a+77|0)+2>>0]=b[(a+328|0)+2>>0]|0;f[(a+80|0)>>2]=0;e=e>>>0<c>>>0?e:c;e=i>>>0<e>>>0?i:e;e=j>>>0<e>>>0?j:e;f[(a+84|0)>>2]=e;b:do if(A+x|0|0){q=(a+248|0)+(z<<2)|0;r=(a+180|0)+(z*12|0)|0;c=0;while(1){f[F>>2]=J;if(!(g<<24>>24)){p=f[f[a>>2]>>2]|0;f[F>>2]=J|32768;g=J|32768}else{p=d;g=J}if(!(b[(a+36|0)>>0]|0)){g=g|134217728;f[F>>2]=g;i=E+381|0}else i=C;o=b[i+z>>0]|0;if(!(b[(a+56|0)>>0]|0)){g=g|8388608;f[F>>2]=g;w=f[(a+40|0)>>2]|0;f[(a+284|0)>>2]=f[w>>2];f[(a+284|0)+4>>2]=f[w+4>>2];f[(a+284|0)+8>>2]=f[w+8>>2]}else{f[(a+284|0)>>2]=f[r>>2];f[(a+284|0)+4>>2]=f[r+4>>2];f[(a+284|0)+8>>2]=f[r+8>>2]}if(!(b[(a+76|0)>>0]|0)){g=g|2097152;f[F>>2]=g}i=f[(K+52|0)>>2]|0;f[(a+248|0)>>2]=0;f[(a+248|0)+4>>2]=0;f[(a+248|0)+8>>2]=0;b[((a+248|0)+24|0)>>0]=0;b[((a+248|0)+25|0)>>0]=0;b[((a+248|0)+26|0)>>0]=0;f[G>>2]=0;f[H>>2]=-1;do if((g&4194304|0)==0&(b[(E+226|0)>>0]|0)==3){b[((a+248|0)+24|0)>>0]=1;if(!(g&2097152)){b[((a+248|0)+25|0)>>0]=0;f[((a+248|0)+12|0)>>2]=f[(E+284|0)>>2];i=f[(E+260|0)>>2]|0;if(!i){j=-1;k=0}else{f[G>>2]=32768;f[H>>2]=-8388609;f[(a+248|0)>>2]=i;j=-8388609;k=32768}f[((a+248|0)+16|0)>>2]=f[(E+288|0)>>2];i=f[(E+268|0)>>2]|0;if(i){f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+4|0)>>2]=i;j=-8388609;k=32768}f[((a+248|0)+20|0)>>2]=f[(E+292|0)>>2];i=f[(E+276|0)>>2]|0;if(!i){m=1;i=(a+248|0)+12|0;l=0;break}f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+8|0)>>2]=i;m=1;k=32768;j=-8388609;i=(a+248|0)+12|0;l=0;break}else{b[((a+248|0)+25|0)>>0]=1;n[((a+248|0)+12|0)>>2]=1.0;i=f[(E+236|0)>>2]|0;if(!i){j=-1;k=0}else{f[G>>2]=32768;f[H>>2]=-8388609;f[(a+248|0)>>2]=i;j=-8388609;k=32768}n[((a+248|0)+16|0)>>2]=1.0;i=f[(E+244|0)>>2]|0;if(i){f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+4|0)>>2]=i;j=-8388609;k=32768}n[((a+248|0)+20|0)>>2]=1.0;i=f[(E+252|0)>>2]|0;if(!i){m=0;i=(a+248|0)+12|0;l=1;break}f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+8|0)>>2]=i;m=0;k=32768;j=-8388609;i=(a+248|0)+12|0;l=1;break}}else{b[((a+248|0)+25|0)>>0]=0;m=(g&32768|0)==0&(i&32768|0)!=0&1;k=0;j=-1;i=a+168|0;l=0}while(0);b[((a+248|0)+26|0)>>0]=m;f[F>>2]=(k|g)&j;v=f[q>>2]|0;w=x>>>0<c>>>0?c:x;c=e+c|0;c=c>>>0<(A+x|0)>>>0?c:A+x|0;ecb(D,B,a+88|0,L&7&((L&255)>>>3&7|M),(v|0)==0?p:v,a+284|0,+n[i+(z<<2)>>2],w+y|0,(c>>>0<w>>>0?w:c)-w|0,l,m<<24>>24!=0,Q,o,R);c=(f[(a+80|0)>>2]|0)+(f[(a+84|0)>>2]|0)|0;f[(a+80|0)>>2]=c;f[(a+240|0)>>2]=c;f[((a+240|0)+4|0)>>2]=-1;b[(a+284|0)>>0]=b[(a+248|0)>>0]|0;mcb(a,a+240|0,a+284|0);c=f[(a+80|0)>>2]|0;e=(f[((a+240|0)+4|0)>>2]|0)-c|0;f[(a+84|0)>>2]=e;if(c>>>0>=(A+x|0)>>>0)break b;g=b[(a+16|0)>>0]|0}}while(0)}}while(0);c=z+1|0;B=c&255;if((B&255)>=3)break;else z=c&255}}else S=1}u=a;f[a+2016>>2]=5;break a}f[a+2008>>2]=S}function dgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0.0,$=0.0,aa=0.0,ba=0.0;X=f[a+13728>>2]|0;Z=f[a+13752>>2]|0;g=f[a+13760>>2]|0;c=f[a+13768>>2]|0;Y=f[a+13808>>2]|0;W=f[a+14736>>2]|0;if((W|0)==37){Zib(a+24|0,c,a+128|0,a+56|0);_=+p[(a+24|0)+8>>3];u=+p[(a+24|0)+16>>3];v=+p[(a+24|0)+24>>3];n[(a+688|0)>>2]=+p[(a+24|0)>>3];n[(a+688|0)+4>>2]=_;n[(a+688|0)+8>>2]=u;n[(a+688|0)+12>>2]=v}n[(a+24|0)>>2]=1.0;n[(a+684|0)>>2]=1.0;Kha(a);n[(a+24|0)>>2]=+(f[64745]|0)/+(f[a>>2]|0);n[(a+684|0)>>2]=+(f[64746]|0)/+(f[a+4>>2]|0);c=f[X>>2]|0;W=j[(c+230|0)>>1]|j[(c+230|0)+2>>1]<<16;b[a>>0]=W>>>1&1;b[(a+13704|0)>>0]=W&1;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&16){b[(a+13704|0)>>0]=1;b[a>>0]=0}f[(a+680|0)>>2]=(b[(a+13705|0)>>0]|0)==2?42:58;b[(a+13703|0)>>0]=b[c+225>>0]|0;f[(a+672|0)>>2]=a+13703|0;f[(a+672|0)+4>>2]=a+680|0;f[(a+664|0)>>2]=f[c+128>>2];b[(a+13699|0)>>0]=b[c+229>>0]|0;c=aab(c)|0;d=f[X>>2]|0;b[(a+13698|0)>>0]=b[d+312>>0]|0;b[(a+13697|0)>>0]=b[d+313>>0]|0;e=(E9a(d)|0)&1;b[(a+13696|0)>>0]=e;ba=+p[((a+128|0)+40|0)>>3];$=+p[((a+128|0)+80|0)>>3];v=+p[((a+128|0)+72|0)>>3];aa=+p[((a+128|0)+48|0)>>3];u=+p[((a+128|0)+8|0)>>3];_=+p[((a+128|0)+16|0)>>3];if(+p[((a+128|0)+64|0)>>3]*(aa*u-ba*_)+(+p[(a+128|0)>>3]*(ba*$-v*aa)-+p[((a+128|0)+32|0)>>3]*($*u-v*_))<0.0)b[(a+13696|0)>>0]=e^1;f[(a+552|0)>>2]=a+13704|0;f[(a+552|0)+4>>2]=a;f[(a+552|0)+8>>2]=X;f[(a+552|0)+12>>2]=a+13600|0;f[(a+552|0)+16>>2]=a+13536|0;f[(a+552|0)+20>>2]=a+756|0;f[(a+552|0)+24>>2]=a+704|0;f[(a+552|0)+28>>2]=a+688|0;f[(a+552|0)+32>>2]=a+13680|0;f[(a+552|0)+36>>2]=a+13676|0;f[(a+552|0)+40>>2]=a+13672|0;f[(a+552|0)+44>>2]=a+664|0;f[(a+552|0)+48>>2]=a+13706|0;f[(a+552|0)+52>>2]=d+216;f[(a+552|0)+56>>2]=d+208;f[(a+552|0)+60>>2]=a+13699|0;f[(a+552|0)+64>>2]=c;f[(a+552|0)+68>>2]=a+13696|0;f[(a+552|0)+72>>2]=a+13468|0;f[(a+552|0)+76>>2]=a+13464|0;f[(a+552|0)+80>>2]=a+13472|0;f[(a+552|0)+84>>2]=a+672|0;f[(a+552|0)+88>>2]=a+1152|0;f[(a+552|0)+92>>2]=a+13702|0;f[(a+552|0)+96>>2]=g;f[(a+552|0)+100>>2]=a+1144|0;f[(a+552|0)+104>>2]=a+256|0;f[(a+552|0)+108>>2]=a+13688|0;f[(a+440|0)>>2]=a+13706|0;f[(a+440|0)+4>>2]=X;f[(a+440|0)+8>>2]=a+13600|0;f[(a+440|0)+12>>2]=a+13536|0;f[(a+440|0)+16>>2]=a+756|0;f[(a+440|0)+20>>2]=a+704|0;f[(a+440|0)+24>>2]=a+688|0;f[(a+440|0)+28>>2]=a+13680|0;f[(a+440|0)+32>>2]=a+13676|0;f[(a+440|0)+36>>2]=a+13672|0;f[(a+440|0)+40>>2]=a+664|0;f[(a+440|0)+44>>2]=c;f[(a+440|0)+48>>2]=a+24|0;f[(a+440|0)+52>>2]=a+684|0;f[(a+440|0)+56>>2]=a+13460|0;f[(a+440|0)+60>>2]=a+13456|0;f[(a+440|0)+64>>2]=a+13472|0;f[(a+440|0)+68>>2]=a+13705|0;f[(a+440|0)+72>>2]=a+13701|0;f[(a+440|0)+76>>2]=a+672|0;f[(a+440|0)+80>>2]=a+1152|0;f[(a+440|0)+84>>2]=a+13700|0;f[(a+440|0)+88>>2]=a+13702|0;f[(a+440|0)+92>>2]=g;f[(a+440|0)+96>>2]=a+1144|0;f[(a+440|0)+100>>2]=a+13668|0;f[(a+440|0)+104>>2]=a+13688|0;f[(a+344|0)>>2]=a+13452|0;f[(a+344|0)+4>>2]=X;f[(a+344|0)+8>>2]=a+13600|0;f[(a+344|0)+12>>2]=a+13536|0;f[(a+344|0)+16>>2]=a+756|0;f[(a+344|0)+20>>2]=a+704|0;f[(a+344|0)+24>>2]=a+688|0;f[(a+344|0)+28>>2]=a+13680|0;f[(a+344|0)+32>>2]=a+13676|0;f[(a+344|0)+36>>2]=a+13672|0;f[(a+344|0)+40>>2]=a+664|0;f[(a+344|0)+44>>2]=a+13698|0;f[(a+344|0)+48>>2]=a+13697|0;f[(a+344|0)+52>>2]=c;f[(a+344|0)+56>>2]=a+13460|0;f[(a+344|0)+60>>2]=a+13456|0;f[(a+344|0)+64>>2]=a+13472|0;f[(a+344|0)+68>>2]=a+672|0;f[(a+344|0)+72>>2]=a+1152|0;f[(a+344|0)+76>>2]=a+13702|0;f[(a+344|0)+80>>2]=g;f[(a+344|0)+84>>2]=a+1144|0;f[(a+344|0)+88>>2]=a+13664|0;f[(a+344|0)+92>>2]=a+13688|0;d=b[259205]|0;e=b[259206]|0;Hwb(258928,1)|0;g=f[64756]|0;i=f[64754]|0;k=f[64755]|0;l=f[64764]|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;s=f[64747]|0;nvb(a+280|0);t=f[64778]|0;qwb(258928,515)|0;u=+n[64779];v=+n[64780];w=f[64793]|0;x=f[64794]|0;y=f[64795]|0;z=f[64796]|0;A=f[64797]|0;B=f[64798]|0;C=f[64799]|0;D=f[64800]|0;E=f[64787]|0;F=f[64790]|0;G=f[64788]|0;H=f[64791]|0;I=f[64789]|0;J=f[64792]|0;uwb(258928,519,255,0)|0;K=b[259212]|0;Kwb(258928,1)|0;L=b[259052]|0;M=b[259048]|0;N=b[259049]|0;O=b[259050]|0;P=b[259051]|0;Q=b[259204]|0;Fwb(258928,0)|0;R=f[64773]|0;S=f[64775]|0;T=f[64774]|0;U=f[64776]|0;pwb(258928,1,771)|0;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1)dwb(258928,f[f[X+24>>2]>>2]|0)|0;Cdb(a+552|0,Z+4|0,Z+244|0,0)|0;Ddb(a+440|0,Z+24|0,Z+264|0,0)|0;Edb(a+344|0,Z+44|0,Z+284|0,0)|0;W=(b[(a+13706|0)>>0]|0)!=1;V=(f[(X+40|0)>>2]|0)!=0&W;if(V&((b[(a+13705|0)>>0]|0)!=3|(b[(a+13699|0)>>0]|0)!=0)|W^1)c=0;else{Fwb(258928,1)|0;kwb(258928,0)|0;c=1}do if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1){if(V){dwb(258928,f[f[(X+40|0)>>2]>>2]|0)|0;break}if(c)dwb(258928,f[f[X+32>>2]>>2]|0)|0}while(0);W=Cdb(a+552|0,Z+64|0,Z+304|0,c)|0;W=(Ddb(a+440|0,Z+84|0,Z+324|0,c)|0)+W|0;c=Edb(a+344|0,Z+104|0,Z+344|0,c)|0;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1)dwb(258928,f[f[X+24>>2]>>2]|0)|0;jwb(258928,0,0,0,0)|0;kwb(258928,0)|0;Fwb(258928,0)|0;Cdb(a+552|0,Z+124|0,Z+364|0,1)|0;Ddb(a+440|0,Z+144|0,Z+384|0,1)|0;Edb(a+344|0,Z+164|0,Z+404|0,1)|0;if(V)dwb(258928,f[f[(X+40|0)>>2]>>2]|0)|0;Cdb(a+552|0,Z+184|0,Z+424|0,1)|0;Ddb(a+440|0,Z+204|0,Z+444|0,1)|0;Edb(a+344|0,Z+224|0,Z+464|0,1)|0;if(Y|0){f[(Y+8|0)>>2]=(f[(Y+8|0)>>2]|0)+(f[(a+13688|0)>>2]|0);f[(Y+12|0)>>2]=(f[(Y+12|0)>>2]|0)+(((f[(a+256|0)>>2]|0)>>>0)/3|0);f[(Y+16|0)>>2]=(f[(Y+16|0)>>2]|0)+((f[(a+13668|0)>>2]|0)>>>1);f[(Y+20|0)>>2]=(f[(Y+20|0)>>2]|0)+(f[(a+13664|0)>>2]|0)}if((W|0)!=(0-c|0)){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|256;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+256|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|512;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+13668|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|1024;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+13664|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|2048;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}owb(258928,R,S,T,U)|0;Fwb(258928,Q<<24>>24!=0)|0;jwb(258928,M<<24>>24!=0,N<<24>>24!=0,O<<24>>24!=0,P<<24>>24!=0)|0;kwb(258928,L<<24>>24!=0)|0;Kwb(258928,K<<24>>24!=0)|0;if((E|0)==(F|0)&(G|0)==(H|0)&(I|0)==(J|0))uwb(258928,E,G,I)|0;else{vwb(258928,E,G,I)|0;wwb(258928,F,H,J)|0}if((y|0)==(B|0)&(z|0)==(C|0)&(A|0)==(D|0))Awb(258928,y,z,A)|0;else{Bwb(258928,y,z,A)|0;Cwb(258928,B,C,D)|0}if((w|0)==(x|0))xwb(258928,w)|0;else{ywb(258928,w)|0;zwb(258928,x)|0}rwb(258928,u,v)|0;qwb(258928,t)|0;ovb(a+280|0);Uvb(258928,s)|0;jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;lwb(258928,l)|0;Zvb(258928,k)|0;Yvb(258928,i)|0;bwb(258928,g)|0;Hwb(258928,e<<24>>24!=0)|0;Gwb(258928,d<<24>>24!=0)|0}function egb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0;z=f[a+192>>2]|0;D=f[a+208>>2]|0;E=f[a+216>>2]|0;c=f[a+408>>2]|0;i=f[a+432>>2]|0;A=+n[a+576>>2];B=+n[a+584>>2];C=f[a+616>>2]|0;J=f[a+1560>>2]|0;K=f[a+1624>>2]|0;a:{if(!(f[D+12>>2]|0)){H=c;J=i;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}if(!(b[f[z>>2]>>0]|0))if(!(b[f[(z+4|0)>>2]>>0]|0)){H=c;J=i;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}swb(258928,1.0,0.0)|0;Iwb(258928,1)|0;Ewb(258928,f[64788]&-49)|0;w=f[z+12>>2]|0;x=f[z+16>>2]|0;y=f[(z+20|0)>>2]|0;g=f[z+24>>2]|0;j=f[z+28>>2]|0;G=f[f[z+32>>2]>>2]|0;F=f[f[z+36>>2]>>2]|0;f[(a+64|0)>>2]=f[J>>2];f[(a+64|0)+4>>2]=w;f[(a+64|0)+8>>2]=x;f[(a+64|0)+12>>2]=y;f[(a+64|0)+16>>2]=g;f[(a+64|0)+20>>2]=j;f[(a+64|0)+24>>2]=G;f[(a+64|0)+28>>2]=F;f[(a+64|0)+32>>2]=0;F=(b[f[z>>2]>>0]|0)==0;G=(b[f[(z+4|0)>>2]>>0]|0)!=0;j=f[D+8>>2]|0;g=1;if(g){g=0;if(!j){d=c;e=i}else g=1}if(g)if(1){y=c;while(1){x=j;w=1;if(w){w=0;if(!(b[x+32>>0]|0)){e=f[x+8>>2]|0;f[(a+48|0)>>2]=f[(e+152|0)>>2];f[(a+48|0)+4>>2]=f[(e+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(e+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(e+152|0)+12>>2];d=eIa(e,f[f[(z+44|0)>>2]>>2]|0,b[f[(z+48|0)>>2]>>0]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){lIa(a+104|0,e,f[f[(z+44|0)>>2]>>2]|0,b[f[(z+48|0)>>2]>>0]|0,1,f[(z+52|0)>>2]|0,f[(z+56|0)>>2]|0,b[f[(z+60|0)>>2]>>0]|0,F&G,(f[(f[(z+20|0)>>2]|0)+384>>2]|0)!=0,f[(z+64|0)>>2]|0);c=f[(a+104|0)>>2]|0;v=f[((a+104|0)+4|0)>>2]|0;f[(a+104|0)>>2]=0;f[((a+104|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=v;if(d){iOb(d);c=f[((a+104|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){m=y;o=i}else{H=c;K=79}}else{H=c;K=79}if((K|0)==79){K=0;c=f[H+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Pdb(a+64|0,a,e);e=f[x+20>>2]|0;c=1;if(c){c=0;if(!e){m=y;o=i}else c=1}if(c)if(1){l=y;d=i;t=e;while(1){v=t;c=1;if(c){c=0;if((f[(v+60|0)>>2]|0)==(f[(v+64|0)>>2]|0)){r=d;q=l}else c=1}if(c)if(1){d=d+1|0;s=f[(v+8|0)>>2]|0;c=f[(s+52|0)>>2]|0;Gwb(258928,(G^(F^1))&(c&4|0)==0)|0;if(!(c&3))r=v+16|0;else{lwb(258928,(c&1|0)!=0^(F&G^(b[f[(z+68|0)>>2]>>0]|0)!=0^(f[(v+16|0)>>2]&134217728|0)!=0)?2304:2305)|0;r=v+16|0}if(!(f[r>>2]&1))rwb(258928,+n[f[(z+72|0)>>2]>>2],+n[f[(z+76|0)>>2]>>2])|0;else{L=+p[(J+16|0)>>3];rwb(258928,L+(1.0-L)*+n[v+20>>2],L+(1.0-L)*+n[v+24>>2])|0}if(!(f[r>>2]&4096))Dwb(258928,519)|0;else d=(zdb(J,f[v+12>>2]|0,f[(z+80|0)>>2]|0)|0)+d|0;c=f[r>>2]|0;if(c&128){c=h[(J+77|0)>>0]|h[(J+77|0)+1>>0]<<8|128;b[(J+77|0)>>0]=c;b[(J+77|0)+1>>0]=c>>8;c=f[r>>2]|0}k=Gdb(f[(z+84|0)>>2]|0,(c&128|0)!=0,0,(c&16384|0)!=0,E)|0;c=f[(s+12|0)>>2]|0;if(c|0)Zvb(258928,f[c>>2]|0)|0;e=v+44+(h[(J+76|0)>>0]<<3)|0;wdb(J,v+60|0,e,f[(z+96|0)>>2]|0);c=f[r>>2]|0;do if(!(c&32768))if(!(c&8388608)){f[(a+104|0)>>2]=s;f[((a+104|0)+4|0)>>2]=f[(s+52|0)>>2]&56;f[((a+104|0)+44|0)>>2]=0;break}else{q=!(+n[v+28>>2]>=0.0);f[(a+104|0)>>2]=s;c=f[(s+52|0)>>2]|0;f[((a+104|0)+4|0)>>2]=c&56;f[((a+104|0)+44|0)>>2]=0;if(q)break;else{I=c;K=102;break}}else{f[(a+104|0)>>2]=s;I=f[(s+52|0)>>2]|0;f[((a+104|0)+4|0)>>2]=I&56;f[((a+104|0)+44|0)>>2]=0;K=102}while(0);if((K|0)==102){K=0;f[((a+104|0)+4|0)>>2]=I&24}f[((a+104|0)+48|0)>>2]=f[e>>2];Kdb(f[(z+100|0)>>2]|0,a,v+8|0,56,a+48|0,f[(z+20|0)>>2]|0);Ldb(a+104|0,a);c=f[(s+24|0)>>2]|0;g=(f[(v+64|0)>>2]|0)-(f[(v+60|0)>>2]|0)>>2;e=(X(g,c)|0)+l|0;if(!(f[(s+12|0)>>2]|0))me(4,f[s+36>>2]|0,c|0,g|0);else pe(4,c|0,f[s+48>>2]|0,0+(f[s+20>>2]|0)+(f[s+36>>2]<<1)|0,g|0);if(k){k=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;Gwb(258928,0)|0;c=f[64788]|0;if((f[r>>2]&16512|0)==128){Ewb(258928,c|1)|0;xwb(258928,1)|0}else{Ewb(258928,c|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0;c=f[(s+24|0)>>2]|0;g=(f[(v+64|0)>>2]|0)-(f[(v+60|0)>>2]|0)>>2;e=(X(g,c)|0)+e|0;if(!(f[(s+12|0)>>2]|0))me(4,f[s+36>>2]|0,c|0,g|0);else pe(4,c|0,f[s+48>>2]|0,0+(f[s+20>>2]|0)+(f[s+36>>2]<<1)|0,g|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,k<<24>>24!=0)|0;g=d+1|0}else g=d;rf(f[((a+104|0)+52|0)>>2]|0,0);rf(f[((a+104|0)+56|0)>>2]|0,0);rf(f[((a+104|0)+60|0)>>2]|0,0);d=f[((a+104|0)+44|0)>>2]|0;if(d|0){c=(a+104|0)+8|0;do{ke(f[c>>2]|0);c=c+4|0}while((c|0)!=((a+104|0)+8+(d<<2)|0|0))}r=g;q=e}c=t;t=f[t>>2]|0;if((f[v+72>>2]|0)>>>0<=(f[f[(z+40|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];Mdb(x+12|0,a+104|0)|0}if(!t){m=q;o=r;break}else{l=q;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);k=m;l=o}else w=1}if(w)if(1){k=y;l=i}c=j;j=f[j>>2]|0;if((f[x+36>>2]|0)>>>0<=(f[f[(z+40|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];bcb(D,a+104|0)|0}if(!j){d=k;e=l;break}else{y=k;i=l}}}H=d;J=e;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}f[a+1624>>2]=K}function fgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0;y=f[a+192>>2]|0;F=f[a+208>>2]|0;G=f[a+216>>2]|0;c=f[a+408>>2]|0;j=f[a+432>>2]|0;z=f[a+576>>2]|0;A=f[a+608>>2]|0;B=f[a+640>>2]|0;C=f[a+672>>2]|0;D=f[a+712>>2]|0;E=f[a+744>>2]|0;J=f[a+1672>>2]|0;K=f[a+1728>>2]|0;a:{if(!(f[F+12>>2]|0)){G=c;J=j;F=y+100|0;F=f[F>>2]|0;H=f[F>>2]|0;G=H+G|0;f[F>>2]=G;F=y+104|0;F=f[F>>2]|0;G=f[F>>2]|0;G=G+J|0;f[F>>2]=G;F=B<<24>>24!=0;G=C<<24>>24!=0;H=D<<24>>24!=0;I=E<<24>>24!=0;jwb(258928,F,G,H,I)|0;I=A<<24>>24!=0;kwb(258928,I)|0;qwb(258928,z)|0;u=a;f[a+1800>>2]=6;f[a+1804>>2]=J|0;break a}Ewb(258928,f[64788]&-49|32)|0;qwb(258928,515)|0;if((b[f[y>>2]>>0]|0)==1){kwb(258928,0)|0;jwb(258928,0,0,0,0)|0}s=f[y+8>>2]|0;t=f[y+12>>2]|0;v=f[(y+16|0)>>2]|0;w=f[y+20>>2]|0;x=f[y+24>>2]|0;i=f[f[y+28>>2]>>2]|0;k=f[f[y+32>>2]>>2]|0;f[(a+64|0)>>2]=f[J>>2];f[(a+64|0)+4>>2]=s;f[(a+64|0)+8>>2]=t;f[(a+64|0)+12>>2]=v;f[(a+64|0)+16>>2]=w;f[(a+64|0)+20>>2]=x;f[(a+64|0)+24>>2]=i;f[(a+64|0)+28>>2]=k;f[((a+64|0)+32|0)>>2]=0;k=f[F+8>>2]|0;i=1;if(i){i=0;if(!k){d=c;e=j}else i=1}if(i)if(1){x=c;while(1){w=k;v=1;if(v){v=0;if(!(b[w+32>>0]|0)){i=f[w+8>>2]|0;f[(a+48|0)>>2]=f[(i+152|0)>>2];f[(a+48|0)+4>>2]=f[(i+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(i+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(i+152|0)+12>>2];d=fIa(i,f[f[(y+40|0)>>2]>>2]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){mIa(a+104|0,i,f[f[(y+40|0)>>2]>>2]|0,1,(f[(f[(y+16|0)>>2]|0)+384>>2]|0)!=0,f[(y+44|0)>>2]|0);c=f[(a+104|0)>>2]|0;t=f[((a+104|0)+4|0)>>2]|0;f[(a+104|0)>>2]=0;f[((a+104|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=t;if(d){iOb(d);c=f[((a+104|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){o=x;q=j}else{H=c;K=100}}else{H=c;K=100}if((K|0)==100){K=0;c=f[H+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Fdb(a+64|0,a,i);d=f[a>>2]|0;e=f[d+136>>2]|0;if((e|0)>-1){c=f[i+80>>2]|0;if(!c)c=0;else c=f[c+8>>2]|0;Uvb(258928,f[((a+64|0)+32|0)>>2]|0)|0;Vvb(258928,c)|0;t=f[((a+64|0)+32|0)>>2]|0;f[((a+64|0)+32|0)>>2]=t+1;df(e|0,t|0)}c=f[d+140>>2]|0;if((c|0)>-1)bf(c|0,+(1.0/+n[i+200>>2]));e=f[w+20>>2]|0;c=1;if(c){c=0;if(!e){o=x;q=j}else c=1}if(c)if(1){l=x;d=j;s=e;while(1){t=s;c=1;if(c){c=0;if((f[(t+60|0)>>2]|0)==(f[(t+64|0)>>2]|0)){r=d;g=l}else c=1}if(c)if(1){c=d+1|0;r=f[(t+8|0)>>2]|0;if(!(f[(t+16|0)>>2]&1))rwb(258928,+n[f[(y+56|0)>>2]>>2],+n[f[(y+60|0)>>2]>>2])|0;else{L=1.0-+p[(J+16|0)>>3];rwb(258928,L*+n[t+20>>2],L*+n[t+24>>2])|0}if(!(f[(t+16|0)>>2]&4096))Dwb(258928,519)|0;else c=(zdb(J,f[t+12>>2]|0,f[(y+64|0)>>2]|0)|0)+c|0;if(f[(t+16|0)>>2]&128|0){q=h[(J+77|0)>>0]|h[(J+77|0)+1>>0]<<8|128;b[(J+77|0)>>0]=q;b[(J+77|0)+1>>0]=q>>8}if((b[f[(y+68|0)>>2]>>0]|0)==2){i=f[(t+16|0)>>2]&128;Ewb(258928,f[64788]|i>>>6|32)|0;xwb(258928,((i&255)>>>6|32)&255)|0;Awb(258928,7680,7680,7681)|0;i=1}else{i=f[(t+16|0)>>2]|0;i=Gdb(f[(y+76|0)>>2]|0,(i&128|0)!=0,0,(i&16384|0)!=0,G)|0}d=f[(r+12|0)>>2]|0;if(d|0)Zvb(258928,f[d>>2]|0)|0;e=t+44+(h[(J+76|0)>>0]<<3)|0;wdb(J,t+60|0,e,f[(y+92|0)>>2]|0);d=f[(t+16|0)>>2]|0;do if(!(d&32768))if(!(d&8388608)){f[(a+104|0)>>2]=r;f[((a+104|0)+4|0)>>2]=f[r+52>>2]&448;f[((a+104|0)+44|0)>>2]=0;break}else{q=!(+n[t+28>>2]>=0.0);f[(a+104|0)>>2]=r;d=f[r+52>>2]|0;f[((a+104|0)+4|0)>>2]=d&448;f[((a+104|0)+44|0)>>2]=0;if(q)break;else{I=d;K=129;break}}else{f[(a+104|0)>>2]=r;I=f[r+52>>2]|0;f[((a+104|0)+4|0)>>2]=I&448;f[((a+104|0)+44|0)>>2]=0;K=129}while(0);if((K|0)==129){K=0;f[((a+104|0)+4|0)>>2]=I&192}f[((a+104|0)+48|0)>>2]=f[e>>2];Kdb(f[(y+96|0)>>2]|0,a,t+8|0,448,a+48|0,f[(y+16|0)>>2]|0);Ldb(a+104|0,a);d=f[(r+28|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+l|0;if(!(f[(r+12|0)>>2]|0))me(1,f[r+40>>2]|0,d|0,e|0);else pe(1,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+40>>2]<<1)|0,e|0);if(i){i=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;d=(f[(t+16|0)>>2]&16512|0)==128;e=f[64788]|0;if((b[f[(y+68|0)>>2]>>0]|0)==2){if(d){Ewb(258928,e|17)|0;xwb(258928,17)|0}else{Ewb(258928,e|16)|0;xwb(258928,16)|0}Awb(258928,7680,7681,7681)|0}else{if(d){Ewb(258928,e|1)|0;xwb(258928,1)|0}else{Ewb(258928,e|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0}d=f[(r+28|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+g|0;if(!(f[(r+12|0)>>2]|0))me(1,f[r+40>>2]|0,d|0,e|0);else pe(1,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+40>>2]<<1)|0,e|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,i<<24>>24!=0)|0;c=c+1|0}rf(f[((a+104|0)+52|0)>>2]|0,0);rf(f[((a+104|0)+56|0)>>2]|0,0);rf(f[((a+104|0)+60|0)>>2]|0,0);e=f[((a+104|0)+44|0)>>2]|0;if(e|0){d=(a+104|0)+8|0;do{ke(f[d>>2]|0);d=d+4|0}while((d|0)!=((a+104|0)+8+(e<<2)|0|0))}r=c}c=s;s=f[s>>2]|0;if((f[t+72>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];Mdb(w+12|0,a+104|0)|0}if(!s){o=g;q=r;break}else{l=g;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);l=o;m=q}else v=1}if(v)if(1){l=x;m=j}c=k;k=f[k>>2]|0;if((f[w+36>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];bcb(F,a+104|0)|0}if(!k){d=l;e=m;break}else{x=l;j=m}}}G=d;J=e;F=y+100|0;F=f[F>>2]|0;H=f[F>>2]|0;G=H+G|0;f[F>>2]=G;F=y+104|0;F=f[F>>2]|0;G=f[F>>2]|0;G=G+J|0;f[F>>2]=G;F=B<<24>>24!=0;G=C<<24>>24!=0;H=D<<24>>24!=0;I=E<<24>>24!=0;jwb(258928,F,G,H,I)|0;I=A<<24>>24!=0;kwb(258928,I)|0;qwb(258928,z)|0;u=a;f[a+1800>>2]=6;f[a+1804>>2]=J|0;break a}f[a+1728>>2]=K}function ggb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0;y=f[a+192>>2]|0;z=f[a+208>>2]|0;A=f[a+216>>2]|0;c=f[a+400>>2]|0;j=f[a+424>>2]|0;D=f[a+1496>>2]|0;E=f[a+1552>>2]|0;a:{if(!(f[z+12>>2]|0)){B=c;D=j;C=y+88|0;C=f[C>>2]|0;A=f[C>>2]|0;B=A+B|0;f[C>>2]=B;C=y+92|0;C=f[C>>2]|0;B=f[C>>2]|0;B=B+D|0;f[C>>2]=B;u=a;f[a+1624>>2]=6;f[a+1628>>2]=D|0;break a}Ewb(258928,f[64788]&-49|16)|0;k=f[f[y>>2]>>2]|0;F=f[y+8>>2]|0;s=f[y+12>>2]|0;t=f[(y+16|0)>>2]|0;v=f[y+20>>2]|0;w=f[y+24>>2]|0;x=f[f[y+28>>2]>>2]|0;i=f[f[y+32>>2]>>2]|0;f[(a+64|0)>>2]=f[D>>2];f[(a+64|0)+4>>2]=F;f[(a+64|0)+8>>2]=s;f[(a+64|0)+12>>2]=t;f[(a+64|0)+16>>2]=v;f[(a+64|0)+20>>2]=w;f[(a+64|0)+24>>2]=x;f[(a+64|0)+28>>2]=i;f[(a+64|0)+32>>2]=0;f[((a+64|0)+36|0)>>2]=k;k=f[z+8>>2]|0;i=1;if(i){i=0;if(!k){d=c;e=j}else i=1}if(i)if(1){x=c;while(1){w=k;v=1;if(v){v=0;if(!(b[w+32>>0]|0)){e=f[w+8>>2]|0;f[(a+48|0)>>2]=f[(e+152|0)>>2];f[(a+48|0)+4>>2]=f[(e+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(e+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(e+152|0)+12>>2];d=gIa(e,f[f[(y+40|0)>>2]>>2]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){nIa(a+112|0,e,f[f[(y+40|0)>>2]>>2]|0,1,b[f[(y+44|0)>>2]>>0]|0,b[f[(y+48|0)>>2]>>0]|0,(f[(f[(y+16|0)>>2]|0)+384>>2]|0)!=0,f[(y+52|0)>>2]|0);c=f[(a+112|0)>>2]|0;F=f[((a+112|0)+4|0)>>2]|0;f[(a+112|0)>>2]=0;f[((a+112|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=F;if(d){iOb(d);c=f[((a+112|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){o=x;q=j}else{B=c;E=76}}else{B=c;E=76}if((E|0)==76){E=0;c=f[B+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Fdb(a+64|0,a,e);c=f[(f[a>>2]|0)+132>>2]|0;if((c|0)>-1)bf(c|0,+(+n[((a+64|0)+36|0)>>2]));e=f[w+20>>2]|0;c=1;if(c){c=0;if(!e){o=x;q=j}else c=1}if(c)if(1){l=x;d=j;s=e;while(1){t=s;c=1;if(c){c=0;if((f[(t+60|0)>>2]|0)==(f[(t+64|0)>>2]|0)){r=d;g=l}else c=1}if(c)if(1){c=d+1|0;r=f[(t+8|0)>>2]|0;if(!(f[(t+16|0)>>2]&1))rwb(258928,+n[f[(y+56|0)>>2]>>2],+n[f[(y+60|0)>>2]>>2])|0;else{G=1.0-+p[(D+16|0)>>3];rwb(258928,G*+n[t+20>>2],G*+n[t+24>>2])|0}if(!(f[(t+16|0)>>2]&4096))Dwb(258928,519)|0;else c=(zdb(D,f[t+12>>2]|0,f[(y+64|0)>>2]|0)|0)+c|0;d=f[(t+16|0)>>2]|0;if(d&128){d=h[(D+77|0)>>0]|h[(D+77|0)+1>>0]<<8|128;b[(D+77|0)>>0]=d;b[(D+77|0)+1>>0]=d>>8;d=f[(t+16|0)>>2]|0}i=Gdb(f[(y+68|0)>>2]|0,(d&128|0)!=0,0,(d&16384|0)!=0,A)|0;d=f[(r+12|0)>>2]|0;if(d|0)Zvb(258928,f[d>>2]|0)|0;e=t+44+(h[(D+76|0)>>0]<<3)|0;wdb(D,t+60|0,e,f[(y+80|0)>>2]|0);d=f[(t+16|0)>>2]|0;do if(!(d&32768))if(!(d&8388608)){f[(a+112|0)>>2]=r;f[((a+112|0)+4|0)>>2]=f[r+52>>2]&3584;f[((a+112|0)+44|0)>>2]=0;break}else{F=!(+n[t+28>>2]>=0.0);f[(a+112|0)>>2]=r;d=f[r+52>>2]|0;f[((a+112|0)+4|0)>>2]=d&3584;f[((a+112|0)+44|0)>>2]=0;if(F)break;else{C=d;E=98;break}}else{f[(a+112|0)>>2]=r;C=f[r+52>>2]|0;f[((a+112|0)+4|0)>>2]=C&3584;f[((a+112|0)+44|0)>>2]=0;E=98}while(0);if((E|0)==98){E=0;f[((a+112|0)+4|0)>>2]=C&1536}f[((a+112|0)+48|0)>>2]=f[e>>2];Kdb(f[(y+84|0)>>2]|0,a,t+8|0,3584,a+48|0,f[(y+16|0)>>2]|0);Ldb(a+112|0,a);d=f[(r+32|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+l|0;if(!(f[(r+12|0)>>2]|0))me(0,f[r+44>>2]|0,d|0,e|0);else pe(0,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+44>>2]<<1)|0,e|0);if(i){i=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;d=f[64788]|0;if((f[(t+16|0)>>2]&16512|0)==128){Ewb(258928,d|1)|0;xwb(258928,1)|0}else{Ewb(258928,d|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0;d=f[(r+32|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+g|0;if(!(f[(r+12|0)>>2]|0))me(0,f[r+44>>2]|0,d|0,e|0);else pe(0,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+44>>2]<<1)|0,e|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,i<<24>>24!=0)|0;c=c+1|0}rf(f[((a+112|0)+52|0)>>2]|0,0);rf(f[((a+112|0)+56|0)>>2]|0,0);rf(f[((a+112|0)+60|0)>>2]|0,0);e=f[((a+112|0)+44|0)>>2]|0;if(e|0){d=(a+112|0)+8|0;do{ke(f[d>>2]|0);d=d+4|0}while((d|0)!=((a+112|0)+8+(e<<2)|0|0))}r=c}c=s;s=f[s>>2]|0;if((f[t+72>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+104|0)>>2]=c;f[(a+112|0)>>2]=f[(a+104|0)>>2];Mdb(w+12|0,a+112|0)|0}if(!s){o=g;q=r;break}else{l=g;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);l=o;m=q}else v=1}if(v)if(1){l=x;m=j}c=k;k=f[k>>2]|0;if((f[w+36>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+104|0)>>2]=c;f[(a+112|0)>>2]=f[(a+104|0)>>2];bcb(z,a+112|0)|0}if(!k){d=l;e=m;break}else{x=l;j=m}}}C=d;F=e;D=y+88|0;D=f[D>>2]|0;B=f[D>>2]|0;C=B+C|0;f[D>>2]=C;D=y+92|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+F|0;f[D>>2]=C;u=a;f[a+1624>>2]=6;f[a+1628>>2]=F|0;break a}f[a+1552>>2]=E}
+function O7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;K=0;O=u;u=u+6400|0;f[(O+24|0)>>2]=a;J=(O+24|0)+4|0;f[J>>2]=g;F=(O+24|0)+8|0;f[F>>2]=h;f[(O+24|0)+12>>2]=0;if(!c)K=4;else{l=+n[c>>2];k=+n[c+4>>2];j=+n[c+8>>2];if(l!=0.0|k!=0.0|j!=0.0){t=l<0.0?-l:l;w=k<0.0?-k:k;v=j<0.0?-j:j;y=v>t?2:0;o=t>w;m=v>w;x=f[d+4>>2]|0}else K=4}if((K|0)==4){o=(f[d>>2]|0)+1|0;x=f[d+4>>2]|0;t=+n[(b+(x*12|0)|0)>>2];if((o|0)==2){g=b+(x*12|0)|0;l=0.0;p=0.0;k=0.0;j=t}else{g=b+(x*12|0)|0;l=0.0;p=0.0;k=0.0;h=d+8|0;q=t;while(1){c=f[h>>2]|0;h=h+4|0;v=+n[b+(c*12|0)+4>>2];w=+n[g+4>>2];r=+n[b+(c*12|0)+8>>2];s=+n[g+8>>2];k=k+(v+w)*(r-s);j=+n[(b+(c*12|0)|0)>>2];p=p+(r+s)*(j-q);l=l+(v-w)*(q+j);if((h|0)==(d+(o<<2)|0|0)){g=b+(c*12|0)|0;break}else{g=b+(c*12|0)|0;q=j}}}v=+n[b+(x*12|0)+4>>2];s=+n[g+4>>2];q=+n[b+(x*12|0)+8>>2];r=+n[g+8>>2];w=k+(v+s)*(q-r);k=p+(t-j)*(q+r);l=l+(t+j)*(v-s);j=w<0.0?-w:w;k=k<0.0?-k:k;l=l<0.0?-l:l;a:do if(l<9.999999974752427e-07&(j<9.999999974752427e-07&k<9.999999974752427e-07)){m=b+(x*12|0)|0;h=g;c=d+8|0;q=t;p=s;while(1){if((c|0)==(d+(o<<2)|0|0))break a;g=f[c>>2]|0;l=p;p=+n[m+4>>2];j=r;r=+n[m+8>>2];j=(+n[b+(g*12|0)+4>>2]-p)*(r-j);k=(+n[b+(g*12|0)+8>>2]-r)*(q-+n[h>>2]);w=q;q=+n[(b+(g*12|0)|0)>>2];l=(q-w)*(p-l);j=j<0.0?-j:j;k=k<0.0?-k:k;l=l<0.0?-l:l;if(j>1.000000013351432e-10|k>1.000000013351432e-10|l>1.000000013351432e-10)break;else{h=m;m=b+(g*12|0)|0;c=c+4|0}}}while(0);y=l>j?2:0;o=j>k;m=l>k}y=o?y:m?2:1;f[(O+24|0)+16>>2]=y;z=(O+24|0)+24|0;f[z>>2]=0;A=(O+24|0)+20|0;f[A>>2]=0;h=b+(x*12|0)|0;f[(O+12|0)>>2]=f[h>>2];f[(O+12|0)+4>>2]=f[h+4>>2];f[(O+12|0)+8>>2]=f[h+8>>2];f[O>>2]=f[h>>2];f[O+4>>2]=f[h+4>>2];f[O+8>>2]=f[h+8>>2];h=d;do{o=h+4|0;m=f[h>>2]|0;m=(m|0)>-1?m:0-m|0;c=o;do{g=f[c>>2]|0;c=c+4|0;j=+n[b+(g*12|0)>>2];if(j<+n[(O+12|0)>>2]){B=O+12|0;K=14}else if(j>+n[O>>2]){B=O;K=14}if((K|0)==14){K=0;n[B>>2]=j}j=+n[b+(g*12|0)+4>>2];if(j<+n[((O+12|0)+4|0)>>2]){C=O+12|0;K=17}else if(j>+n[(O+4|0)>>2]){C=O;K=17}if((K|0)==17){K=0;n[C+4>>2]=j}j=+n[b+(g*12|0)+8>>2];if(j<+n[((O+12|0)+8|0)>>2]){E=O+12|0;K=20}else if(j>+n[(O+8|0)>>2]){E=O;K=20}if((K|0)==20){K=0;n[E+8>>2]=j}}while((c|0)!=(o+(m<<2)|0|0));h=h+8+(((m<<2)+-4|0)>>>2<<2)|0}while((h|0)!=(e|0));p=+n[(O+12|0)>>2];q=+n[O>>2];r=+n[((O+12|0)+4|0)>>2];s=+n[(O+4|0)>>2];t=+n[((O+12|0)+8|0)>>2];v=+n[(O+8|0)>>2];j=q-p!=0.0?2.0/(q-p):q-p;k=s-r!=0.0?2.0/(s-r):s-r;l=v-t!=0.0?2.0/(v-t):v-t;w=q-p<s-r?s-r:q-p;w=(w<v-t?v-t:w)*9.999999974752427e-07;b:do{g=1;if(g){g=0;if((d|0)==(e|0)){L=0;M=0;K=450}else g=1}if(g)if(1){C=0;E=0;f[O+80>>2]=a;f[O+88>>2]=b;f[O+112>>2]=e;f[O+152>>2]=I;f[O+216>>2]=C;f[O+240>>2]=E;f[O+280>>2]=d;f[O+488>>2]=y;f[O+520>>2]=L;f[O+528>>2]=N;f[O+1040>>2]=M;f[O+1048>>2]=i;n[O+1904>>2]=j;n[O+1912>>2]=k;n[O+1920>>2]=l;f[O+1944>>2]=J;f[O+2200>>2]=F;f[O+2640>>2]=z;f[O+2648>>2]=A;n[O+3456>>2]=p;n[O+3464>>2]=q;n[O+3504>>2]=r;n[O+3536>>2]=s;n[O+3592>>2]=t;n[O+3632>>2]=v;n[O+3872>>2]=w;f[O+6072>>2]=K;f[O+6176>>2]=0;f[O+6180>>2]=0;sbb(O);L=f[O+520>>2]|0;N=f[O+528>>2]|0;M=f[O+1040>>2]|0;i=f[O+1048>>2]|0;K=f[O+6072>>2]|0;G=f[O+6176>>2]|0;D=f[O+6180>>2]|0;H=+n[O+6180>>2];f[O+6176>>2]=0;f[O+6180>>2]=0;if((G|0)==6)return D|0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break b}}}while(0);if((K|0)==450){g=f[z>>2]|0;if(!g){N=L;i=M}else{do{N=g;g=f[g>>2]|0;$zb(N)}while((g|0)!=0);f[z>>2]=g;N=L;i=M}}if(i|0)do{h=i;i=f[i>>2]|0;g=f[(h+8|0)>>2]|0;if(g|0)do{f[(h+8|0)>>2]=f[g>>2];$zb(g);g=f[(h+8|0)>>2]|0}while((g|0)!=0);$zb(h)}while((i|0)!=0);g=f[A>>2]|0;if(g|0){do{c=g;g=f[g>>2]|0;i=f[(c+4|0)>>2]|0;h=f[i+24>>2]|0;if(h){$zb(h);i=f[(c+4|0)>>2]|0}$zb(i);$zb(c)}while((g|0)!=0);f[A>>2]=g}N=N^1;u=O;return N|0}function P7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;e=c-b|0;a:do if(e>>>0>=2){u=c+-1|0;v=a+(u<<2)|0;w=a+(c<<2)|0;t=d;d=e;while(1){if((t|0)==0|d>>>0<33)break;d=a+(b<<2)|0;e=f[d>>2]|0;j=a+((b+c|0)>>>1<<2)|0;h=f[j>>2]|0;m=+n[(f[e+4>>2]|0)+20>>2];o=+n[(f[h+4>>2]|0)+20>>2];if(m==o){s=f[e+20>>2]|0;g=f[h+20>>2]|0;g=(s|0)==(g|0)?0:(s|0)<(g|0)?-1:1}else g=m<o?-1:1;i=f[v>>2]|0;p=+n[(f[i+4>>2]|0)+20>>2];if(m==p){s=f[e+20>>2]|0;e=f[i+20>>2]|0;e=(s|0)==(e|0)?0:(s|0)<(e|0)?-1:1}else e=m<p?-1:1;e=(e|0)<0;do if((g|0)<0){if(!e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)==(d|0)){d=v;break}else d=(e|0)<(d|0)?-1:1}d=(d|0)<0?j:v}else{if(e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)!=(d|0)){d=(e|0)<(d|0)?-1:1;x=31}}else x=31;if((x|0)==31){x=0;if((d|0)<0){d=v;break}}d=j}while(0);s=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=s;s=u;d=b;e=b;g=u;b:while(1){r=d;while(1){c:do if(e>>>0<c>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+20>>2];i=i+20|0;while(1){h=f[a+(e<<2)>>2]|0;p=+n[(f[h+4>>2]|0)+20>>2];d=p<m?-1:1;if(p==m){d=f[h+20>>2]|0;h=f[i>>2]|0;if((d|0)==(h|0)){q=e;break c}else d=(d|0)<(h|0)?-1:1}if((d|0)>=0){q=e;break c}e=e+1|0;if(e>>>0>=c>>>0){q=e;break}}}else q=e;while(0);d:do if(g>>>0>b>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+20>>2];i=i+20|0;do{e=f[a+(g<<2)>>2]|0;p=+n[(f[e+4>>2]|0)+20>>2];d=m<p?-1:1;if(m==p){h=f[i>>2]|0;d=f[e+20>>2]|0;if((h|0)==(d|0))break d;else d=(h|0)<(d|0)?-1:1}if((d|0)>=0)break d;g=g+-1|0}while(g>>>0>b>>>0)}while(0);if(q>>>0>=g>>>0)break b;e=a+(q<<2)|0;l=a+(g<<2)|0;i=f[e>>2]|0;f[e>>2]=f[l>>2];f[l>>2]=i;d=f[e>>2]|0;h=f[w>>2]|0;m=+n[(f[h+4>>2]|0)+20>>2];j=d;k=i;if(+n[(f[d+4>>2]|0)+20>>2]==m)if((f[d+20>>2]|0)==(f[h+20>>2]|0)){d=a+(r<<2)|0;if((r|0)==(q|0))i=k;else{k=f[d>>2]|0;f[d>>2]=j;f[e>>2]=k;k=f[w>>2]|0;i=f[l>>2]|0;h=k;m=+n[(f[k+4>>2]|0)+20>>2]}d=r+1|0;e=q+1|0;k=i}else{d=r;e=q}else{d=r;e=q}if(!(+n[(f[k+4>>2]|0)+20>>2]==m)){r=d;continue}if((f[k+20>>2]|0)==(f[h+20>>2]|0))break;else r=d}h=a+(s<<2)|0;if((g|0)!=(s|0)){f[l>>2]=f[h>>2];f[h>>2]=i}s=s+-1|0;g=g+-1|0}d=a+(q<<2)|0;if((q|0)!=(c|0)){l=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=l}if(q>>>0>r>>>0){e=q+-1|0;e:do if(b>>>0<r>>>0){d=b;while(1){if(e>>>0<r>>>0)break e;g=a+(d<<2)|0;h=a+(e<<2)|0;if((d|0)!=(e|0)){l=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=l}d=d+1|0;e=e+-1|0;if(d>>>0>=r>>>0){d=e;break}}}else d=e;while(0);P7a(a,b,d,t+-1|0)}b=q+1|0;f:do if(u>>>0>s>>>0){d=u;while(1){if(b>>>0>s>>>0)break;e=a+(b<<2)|0;g=a+(d<<2)|0;if((b|0)!=(d|0)){r=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=r}d=d+-1|0;b=b+1|0;if(d>>>0<=s>>>0)break f}b=d+1|0}while(0);d=c-b|0;if(d>>>0<2)break a;else t=t+-1|0}d=b+1|0;if(d>>>0>c>>>0)return;do{g:do if(d>>>0>b>>>0){i=d;h=f[a+(d<<2)>>2]|0;do{k=i;i=i+-1|0;j=a+(i<<2)|0;g=f[j>>2]|0;k=a+(k<<2)|0;o=+n[(f[g+4>>2]|0)+20>>2];p=+n[(f[h+4>>2]|0)+20>>2];e=o<p?-1:1;l=g;if(o==p){g=f[g+20>>2]|0;e=f[h+20>>2]|0;if((g|0)==(e|0))break g;else e=(g|0)<(e|0)?-1:1}if((e|0)<=0)break g;h=f[k>>2]|0;f[k>>2]=l;f[j>>2]=h}while(i>>>0>b>>>0)}while(0);d=d+1|0}while(d>>>0<=c>>>0);return}while(0);if(b>>>0>=c>>>0)return;j=a+(b<<2)|0;d=f[j>>2]|0;g=a+(c<<2)|0;e=f[g>>2]|0;o=+n[(f[d+4>>2]|0)+20>>2];p=+n[(f[e+4>>2]|0)+20>>2];b=o<p?-1:1;h=d;i=e;if(o==p){d=f[d+20>>2]|0;b=f[e+20>>2]|0;if((d|0)==(b|0))return;else b=(d|0)<(b|0)?-1:1}if((b|0)<=0)return;f[j>>2]=i;f[g>>2]=h;return}function Q7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;var g=0.0,h=0.0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;I=u;u=u+32|0;z=I;G=f[b+16>>2]|0;E=b+12|0;F=f[E>>2]|0;D=f[c+16>>2]|0;B=c+12|0;C=f[B>>2]|0;if((F|0)==(C|0)|((G|0)==(D|0)|((F|0)==0|(C|0)==0))){u=I;return}if((f[G+12>>2]|0)==(f[D+12>>2]|0)){u=I;return}b=f[F+12>>2]|0;c=f[C+12>>2]|0;if((b|0)==(c|0)){u=I;return}w=+n[G+16>>2];x=+n[F+16>>2]-w;p=+n[G+20>>2];q=+n[F+20>>2]-p;g=+n[C+16>>2];h=+n[C+20>>2];if(x*(h-p)<q*(g-w)){u=I;return}m=+n[D+16>>2];l=g-m;o=+n[D+20>>2];g=h-o;m=m-w;o=o-p;h=q*l-x*g;if(h>-1.000000013351432e-10&h<1.000000013351432e-10){u=I;return}y=1.0/h;A=(l*o-m*g)*y;y=(x*o-q*m)*y;if(A<d|y<e){u=I;return}if((b|0)<0){if(A>1.0){u=I;return}}else if(A>=.9999989867210388){u=I;return}if((c|0)<0){if(y>1.0){u=I;return}}else if(y>=.9999989867210388){u=I;return}p=p+A*q;b=a+24|0;c=f[b>>2]|0;a:do if(!c)c=0;else while(1){if(p<=+n[(f[c+4>>2]|0)+20>>2]+9.999999974752427e-07)break a;b=f[c>>2]|0;if(!b){b=c;c=0;break}else{v=c;c=b;b=v}}while(0);r=F+12|0;s=C+12|0;b:do if(c){while(1){i=f[c+4>>2]|0;g=+n[i+20>>2];if(p<=g+9.999999974752427e-07)break b;if((f[c+20>>2]|0)!=5)break b;i=f[i+12>>2]|0;j=f[r>>2]|0;if((i|0)==(j|0))break b;k=f[s>>2]|0;if((i|0)==(k|0))break b;if((f[(f[c+12>>2]|0)+12>>2]|0)==(k|0))if(g==p?(f[(f[c+16>>2]|0)+12>>2]|0)==(j|0):0)break;b=f[c>>2]|0;if(!b){b=c;break b}else{v=c;c=b;b=v}}u=I;return}while(0);o=+n[G>>2];n[z>>2]=o+A*(+n[F>>2]-o);o=+n[G+4>>2];n[z+4>>2]=o+A*(+n[F+4>>2]-o);o=+n[G+8>>2];n[z+8>>2]=o+A*(+n[F+8>>2]-o);o=w+A*x;n[z+16>>2]=o;n[z+20>>2]=p;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,28)|0;f[j+20>>2]=5;k=j+8|0;f[k>>2]=0;r=j+4|0;f[r>>2]=0;s=f[a>>2]|0;i=a+12|0;J=f[i>>2]|0;c=J+-1|0;f[i>>2]=c;i=f[a+16>>2]|0;t=a+20|0;v=f[s>>2]|0;v=Rg[f[f[v>>2]>>2]&255](v,28)|0;if((J|0)>0){J=z+(c*12|0)|0;f[v>>2]=f[J>>2];f[v+4>>2]=f[J+4>>2];f[v+8>>2]=f[J+8>>2]}else{f[v>>2]=f[z>>2];f[v+4>>2]=f[z+4>>2];f[v+8>>2]=f[z+8>>2]}f[v+12>>2]=c;g=+n[v>>2];m=+n[v+4>>2];l=+n[v+8>>2];switch(i|0){case 0:{h=l;g=m;H=31;break}case 1:{h=g;g=l;H=31;break}case 2:{h=m;H=31;break}default:{c=v+16|0;i=v+20|0}}if((H|0)==31){c=v+16|0;n[c>>2]=g;i=v+20|0;n[i>>2]=h}f[v+24>>2]=0;J=f[s>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=v;f[J>>2]=f[t>>2];f[t>>2]=J;n[c>>2]=o;n[i>>2]=p;f[k>>2]=v;f[r>>2]=v;f[j>>2]=f[b>>2];f[b>>2]=j;f[j+12>>2]=f[B>>2];f[j+16>>2]=f[E>>2];J=f[r>>2]|0;f[B>>2]=J;f[E>>2]=J;J=f[f[a>>2]>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,40)|0;f[(f[r>>2]|0)+24>>2]=J;V7a(J,0,G,F,A);V7a(J,1,D,C,y);u=I;return}function R7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+n[a+20>>2];k=+n[c+20>>2];f=l-k;if((f<0.0?-f:f)<9.999999974752427e-07){f=+n[a+16>>2];h=+n[c+16>>2];if(f<h){e=1;return e|0}if(!(f==h)){e=0;return e|0}g=(+n[b+16>>2]-f)*(+n[d+20>>2]-k);f=(+n[d+16>>2]-h)*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}else return g<f+9.999999974752427e-07&e|0}g=+n[d+20>>2];i=l-g;j=+n[a+16>>2];if((i<0.0?-i:i)<9.999999974752427e-07){f=+n[d+16>>2];if(j<f){e=1;return e|0}if(!(j==f)){e=0;return e|0}g=(g-k)*(+n[b+16>>2]-j);f=(f-+n[c+16>>2])*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}e=g<f+9.999999974752427e-07&e;return e|0}i=+n[c+16>>2];h=(j-i)/f;i=+n[d+16>>2]-i;f=g-k;g=i/f;if(h<g+-9.999999974752427e-07){e=1;return e|0}if(h<g+9.999999974752427e-07){g=f*(+n[b+16>>2]-j);f=i*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}if(g<f+9.999999974752427e-07&e){e=1;return e|0}}e=0;return e|0}function S7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0;w=c+8|0;x=c+4|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+12|0;r=d+24|0;s=d+16|0;t=d+20|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+20>>2];m=f[g+4>>2]|0;k=+n[m+20>>2];if(j!=k){z=+n[l+16>>2];if(!((j-k)*(+n[s>>2]-z)>=(z-+n[m+16>>2])*(+n[t>>2]-j)))y=8;else break}else{j=+n[m+16>>2];k=+n[l+16>>2];if(j>k)break;if(j==k)$zb(a);else y=8}if((y|0)==8){y=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);else $h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){y=28;break}}g=f[x>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+16>>2]!=+n[m+16>>2])y=18;else if(+n[l+20>>2]!=+n[m+20>>2])y=18;do if((y|0)==18){y=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);break}else{$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[x>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){y=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=g+4|0;m=f[o>>2]|0;f[w>>2]=f[m+8>>2];m=f[m+4>>2]|0;f[x>>2]=m;f[m>>2]=c;$zb(f[o>>2]|0);$zb(g);g=f[x>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((y|0)==28)return}function T7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0.0;w=c+8|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+12|0;r=d+24|0;s=d+16|0;t=d+20|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+20>>2];m=f[g+4>>2]|0;k=+n[m+20>>2];if(j!=k){y=+n[l+16>>2];if(!((j-k)*(+n[s>>2]-y)<=(y-+n[m+16>>2])*(+n[t>>2]-j)))x=8;else break}else{j=+n[m+16>>2];k=+n[l+16>>2];if(j<k)break;if(j==k)$zb(a);else x=8}if((x|0)==8){x=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);else $h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){x=28;break}}g=f[c>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+16>>2]!=+n[m+16>>2])x=18;else if(+n[l+20>>2]!=+n[m+20>>2])x=18;do if((x|0)==18){x=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);break}else{$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[c>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){x=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=f[g>>2]|0;f[w>>2]=f[o+8>>2];o=f[o>>2]|0;f[c>>2]=o;f[o+4>>2]=c;$zb(f[g>>2]|0);$zb(g);g=f[c>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((x|0)==28)return}function U7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0,r=0.0,s=0,t=0.0,v=0,w=0,x=0;w=u;u=u+32|0;h=w;e=+n[b+20>>2];i=+n[c+20>>2];if(e==i){u=w;return c|0}s=d+4|0;p=+n[(f[s>>2]|0)+20>>2];t=(p-e)/(i-e);r=+n[b>>2];n[h>>2]=r+t*(+n[c>>2]-r);r=+n[b+4>>2];n[h+4>>2]=r+t*(+n[c+4>>2]-r);r=+n[b+8>>2];n[h+8>>2]=r+t*(+n[c+8>>2]-r);r=+n[b+16>>2];r=r+t*(+n[c+16>>2]-r);n[h+16>>2]=r;n[h+20>>2]=p;m=f[a>>2]|0;j=a+12|0;x=f[j>>2]|0;g=x+-1|0;f[j>>2]=g;j=f[a+16>>2]|0;o=a+20|0;v=f[m>>2]|0;v=Rg[f[f[v>>2]>>2]&255](v,28)|0;if((x|0)>0){x=h+(g*12|0)|0;f[v>>2]=f[x>>2];f[v+4>>2]=f[x+4>>2];f[v+8>>2]=f[x+8>>2]}else{f[v>>2]=f[h>>2];f[v+4>>2]=f[h+4>>2];f[v+8>>2]=f[h+8>>2]}f[v+12>>2]=g;e=+n[v>>2];l=+n[v+4>>2];k=+n[v+8>>2];switch(j|0){case 0:{i=k;e=l;q=9;break}case 1:{i=e;e=k;q=9;break}case 2:{i=l;q=9;break}default:{g=v+16|0;h=v+20|0}}if((q|0)==9){g=v+16|0;n[g>>2]=e;h=v+20|0;n[h>>2]=i}x=v+24|0;f[x>>2]=0;j=f[m>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,8)|0;f[j+4>>2]=v;f[j>>2]=f[o>>2];f[o>>2]=j;n[g>>2]=r;n[h>>2]=p;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,40)|0;f[x>>2]=j;h=f[s>>2]|0;f[j>>2]=h;g=f[d+8>>2]|0;f[j+4>>2]=g;f[j+8>>2]=f[h+12>>2];f[j+12>>2]=f[g+12>>2];if(+n[h>>2]<+n[g>>2]){e=+n[h+16>>2];e=(r-e)/(+n[g+16>>2]-e)}else e=0.0;n[j+16>>2]=e;V7a(j,1,b,c,t);x=v;u=w;return x|0}function V7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;l=f[c+12>>2]|0;m=(l|0)<0;if(m){k=f[c+24>>2]|0;i=f[k+12>>2]|0;h=d+12|0;g=f[h>>2]|0;do if((g|0)>-1&(i|0)==(g|0))o=6;else{if((g|0)<0){j=f[d+24>>2]|0;if((i|0)==(f[j+12>>2]|0)){o=6;break}if((i|0)==(f[j+32>>2]|0)){o=6;break}}f[a+(b*20|0)>>2]=f[k+20>>2];f[a+(b*20|0)+8>>2]=f[k+28>>2];i=k+36|0}while(0);if((o|0)==6){f[a+(b*20|0)>>2]=f[k>>2];f[a+(b*20|0)+8>>2]=f[k+8>>2];i=k+16|0}p=+n[i>>2];e=p+(1.0-p)*e}else{f[a+(b*20|0)>>2]=c;f[a+(b*20|0)+8>>2]=l;g=d+12|0;h=g;g=f[g>>2]|0}if((g|0)>=0){f[a+(b*20|0)+4>>2]=d;f[a+(b*20|0)+12>>2]=f[h>>2];p=e;o=a+(b*20|0)+16|0;n[o>>2]=p;return}h=f[d+24>>2]|0;i=f[h+8>>2]|0;do if((l|0)>-1&(i|0)==(l|0))o=15;else{if(m){g=f[c+24>>2]|0;if((i|0)==(f[g+8>>2]|0)){o=15;break}if((i|0)==(f[g+28>>2]|0)){o=15;break}}f[a+(b*20|0)+4>>2]=f[h+24>>2];f[a+(b*20|0)+12>>2]=f[h+32>>2];g=h+36|0}while(0);if((o|0)==15){f[a+(b*20|0)+4>>2]=f[h+4>>2];f[a+(b*20|0)+12>>2]=f[h+12>>2];g=h+16|0}p=e*+n[g>>2];o=a+(b*20|0)+16|0;n[o>>2]=p;return}function W7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=f[d>>2]|0;if((i|0)<3){h=0;return h|0}if((d+(i<<2)+4|0)==(e|0)){if((i|0)==3){k=f[d+4>>2]|0;l=f[d+8>>2]|0;d=f[d+12>>2]|0;$h[g&3](h,0,b+(k*24|0)|0,b+(l*24|0)|0,b+(d*24|0)|0,k,l,d,0,0,0);h=1;return h|0}if(!((X7a(b,d,e)|0)&1)){a=f[d>>2]|0;j=d+8|0;i=f[d+4>>2]|0;c=f[j>>2]|0;e=a+-2|0;if((a|0)>3){k=a+-4|0;l=k>>>1;a=j;while(1){j=i;i=f[a+(e<<2)>>2]|0;n=b+(c*24|0)|0;m=b+(i*24|0)|0;$h[g&3](h,1,b+(j*24|0)|0,n,m,j,c,i,0,0,0);a=a+4|0;j=c;c=f[a>>2]|0;$h[g&3](h,1,n,b+(c*24|0)|0,m,j,c,i,0,0,0);if((e|0)<=3)break;else e=e+-2|0}e=k&1;a=l+3|0}else a=2;if(!e){n=1;return n|0}n=f[d+(a<<2)+4>>2]|0;$h[g&3](h,1,b+(i*24|0)|0,b+(c*24|0)|0,b+(n*24|0)|0,i,c,n,0,0,0);n=1;return n|0}}n=Y7a(a,b,c,d,e,g,h)|0;return n|0}function X7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0;y=u;u=u+128|0;o=y+64|0;i=o;q=y;d=f[b>>2]|0;if((d|0)!=((c-b>>2)+-1|0)){x=1;u=y;return x|0}if((d|0)==3){x=0;u=y;return x|0}d=b+4|0;l=f[c+-8>>2]|0;n=f[c+-4>>2]|0;b=a+(n*24|0)|0;m=+p[b>>3];k=m-+p[a+(l*24|0)>>3];g=+p[a+(n*24|0)+8>>3]-+p[a+(l*24|0)+8>>3];e=+p[a+(n*24|0)+16>>3]-+p[a+(l*24|0)+16>>3];p[o>>3]=k;l=o+8|0;p[l>>3]=g;n=o+16|0;p[n>>3]=e;a:do if(k==0.0){while(1){if(!(e==0.0&g==0.0))break a;h=f[d>>2]|0;j=a+(h*24|0)|0;d=d+4|0;if((d|0)==(c|0)){b=0;break}k=m;m=+p[j>>3];k=m-k;g=+p[a+(h*24|0)+8>>3]-+p[b+8>>3];e=+p[a+(h*24|0)+16>>3]-+p[b+16>>3];p[o>>3]=k;p[l>>3]=g;p[n>>3]=e;if(!(k==0.0)){b=j;break a}else b=j}u=y;return b|0}while(0);f[o+24>>2]=k==0.0?0:k<0.0?-1:1;f[o+28>>2]=g==0.0?0:g<0.0?-1:1;f[o+32>>2]=e==0.0?0:e<0.0?-1:1;w=o+40|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;f[w+16>>2]=0;f[w+20>>2]=0;w=b;v=d;h=0;t=q;r=0;q=0;while(1){b=f[v>>2]|0;s=w;w=a+(b*24|0)|0;k=+p[a+(b*24|0)+8>>3]-+p[s+8>>3];m=+p[a+(b*24|0)+16>>3]-+p[s+16>>3];b=t;o=t;p[o>>3]=+p[w>>3]-+p[s>>3];p[b+8>>3]=k;p[b+16>>3]=m;m=+p[o>>3];o=m==0.0;b=m<0.0?-1:1;s=t;d=s+24|0;f[d>>2]=o?0:b;if(o){b=f[i+24>>2]|0;f[d>>2]=b}m=+p[s+8>>3];o=m==0.0;d=m<0.0?-1:1;j=s+28|0;f[j>>2]=o?0:d;if(o){d=f[i+28>>2]|0;f[j>>2]=d}g=+p[s+16>>3];n=g==0.0;j=g<0.0?-1:1;l=s+32|0;f[l>>2]=n?0:j;if(n){j=f[i+32>>2]|0;f[l>>2]=j}e=+p[s>>3];if(e!=0.0|o^1|n^1){l=i;h=h+((b|0)!=(f[l+24>>2]|0)&1)|0;b=q+((d|0)!=(f[l+28>>2]|0)&1)|0;d=r+((j|0)!=(f[l+32>>2]|0)&1)|0;z=+p[l+8>>3];B=+p[l+16>>3];k=g*z-m*B;A=+p[l>>3];g=e*B-g*A;e=m*A-e*z;p[s+40>>3]=k;p[s+48>>3]=g;p[s+56>>3]=e;if(e==0.0&(k==0.0&g==0.0))j=t;else if(k*+p[l+40>>3]+g*+p[l+48>>3]+e*+p[l+56>>3]<0.0){b=1;x=19;break}else{j=i;i=t}}else{j=t;d=r;b=q}v=v+4|0;if((v|0)==(c|0))break;else{t=j;r=d;q=b}}if((x|0)==19){u=y;return b|0}x=((d|0)>2|((b|0)>2|(h|0)>2))&1;u=y;return x|0}function Y7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;K=0;O=u;u=u+6400|0;f[(O+48|0)>>2]=a;J=(O+48|0)+4|0;f[J>>2]=g;F=(O+48|0)+8|0;f[F>>2]=h;f[(O+48|0)+12>>2]=0;if(!c)K=4;else{l=+n[c>>2];k=+n[c+4>>2];j=+n[c+8>>2];if(l!=0.0|k!=0.0|j!=0.0){v=l<0.0?-l:l;x=k<0.0?-k:k;w=j<0.0?-j:j;z=v>x?(w>v?2:0):w>x?2:1;m=f[d+4>>2]|0}else K=4}if((K|0)==4){y=(f[d>>2]|0)+1|0;m=f[d+4>>2]|0;v=+p[(b+(m*24|0)|0)>>3];if((y|0)==2){g=b+(m*24|0)|0;l=0.0;q=0.0;k=0.0;j=v}else{g=b+(m*24|0)|0;l=0.0;q=0.0;k=0.0;h=d+8|0;r=v;while(1){c=f[h>>2]|0;h=h+4|0;w=+p[b+(c*24|0)+8>>3];x=+p[g+8>>3];s=+p[b+(c*24|0)+16>>3];t=+p[g+16>>3];k=k+(w+x)*(s-t);j=+p[(b+(c*24|0)|0)>>3];q=q+(s+t)*(j-r);l=l+(w-x)*(r+j);if((h|0)==(d+(y<<2)|0|0)){g=b+(c*24|0)|0;break}else{g=b+(c*24|0)|0;r=j}}}w=+p[b+(m*24|0)+8>>3];t=+p[g+8>>3];r=+p[b+(m*24|0)+16>>3];s=+p[g+16>>3];x=k+(w+t)*(r-s);k=q+(v-j)*(r+s);l=l+(v+j)*(w-t);j=x<0.0?-x:x;k=k<0.0?-k:k;l=l<0.0?-l:l;a:do if(l<9.999999974752427e-07&(j<9.999999974752427e-07&k<9.999999974752427e-07)){o=b+(m*24|0)|0;h=g;c=d+8|0;r=v;q=t;while(1){if((c|0)==(d+(y<<2)|0|0))break a;g=f[c>>2]|0;l=q;q=+p[o+8>>3];j=s;s=+p[o+16>>3];j=(+p[b+(g*24|0)+8>>3]-q)*(s-j);k=(+p[b+(g*24|0)+16>>3]-s)*(r-+p[h>>3]);x=r;r=+p[(b+(g*24|0)|0)>>3];l=(r-x)*(q-l);j=j<0.0?-j:j;k=k<0.0?-k:k;l=l<0.0?-l:l;if(j>1.000000013351432e-10|k>1.000000013351432e-10|l>1.000000013351432e-10)break;else{h=o;o=b+(g*24|0)|0;c=c+4|0}}}while(0);z=j>k?(l>j?2:0):l>k?2:1}f[(O+48|0)+16>>2]=z;y=(O+48|0)+24|0;f[y>>2]=0;A=(O+48|0)+20|0;f[A>>2]=0;h=b+(m*24|0)|0;f[(O+24|0)>>2]=f[h>>2];f[(O+24|0)+4>>2]=f[h+4>>2];f[(O+24|0)+8>>2]=f[h+8>>2];f[(O+24|0)+12>>2]=f[h+12>>2];f[(O+24|0)+16>>2]=f[h+16>>2];f[(O+24|0)+20>>2]=f[h+20>>2];f[O>>2]=f[h>>2];f[O+4>>2]=f[h+4>>2];f[O+8>>2]=f[h+8>>2];f[O+12>>2]=f[h+12>>2];f[O+16>>2]=f[h+16>>2];f[O+20>>2]=f[h+20>>2];h=d;do{o=h+4|0;m=f[h>>2]|0;m=(m|0)>-1?m:0-m|0;c=o;do{g=f[c>>2]|0;c=c+4|0;j=+p[b+(g*24|0)>>3];if(j<+p[(O+24|0)>>3]){B=O+24|0;K=14}else if(j>+p[O>>3]){B=O;K=14}if((K|0)==14){K=0;p[B>>3]=j}j=+p[b+(g*24|0)+8>>3];if(j<+p[((O+24|0)+8|0)>>3]){C=O+24|0;K=17}else if(j>+p[(O+8|0)>>3]){C=O;K=17}if((K|0)==17){K=0;p[C+8>>3]=j}j=+p[b+(g*24|0)+16>>3];if(j<+p[((O+24|0)+16|0)>>3]){E=O+24|0;K=20}else if(j>+p[(O+16|0)>>3]){E=O;K=20}if((K|0)==20){K=0;p[E+16>>3]=j}}while((c|0)!=(o+(m<<2)|0|0));h=h+8+(((m<<2)+-4|0)>>>2<<2)|0}while((h|0)!=(e|0));q=+p[(O+24|0)>>3];r=+p[O>>3];s=+p[((O+24|0)+8|0)>>3];t=+p[(O+8|0)>>3];v=+p[((O+24|0)+16|0)>>3];w=+p[(O+16|0)>>3];j=r-q!=0.0?2.0/(r-q):r-q;k=t-s!=0.0?2.0/(t-s):t-s;l=w-v!=0.0?2.0/(w-v):w-v;x=r-q<t-s?t-s:r-q;x=(x<w-v?w-v:x)*9.999999974752427e-07;b:do{g=1;if(g){g=0;if((d|0)==(e|0)){L=0;M=0;K=450}else g=1}if(g)if(1){C=0;E=0;f[O+96>>2]=a;f[O+104>>2]=b;f[O+128>>2]=e;f[O+168>>2]=I;f[O+232>>2]=C;f[O+256>>2]=E;f[O+296>>2]=d;f[O+528>>2]=L;f[O+536>>2]=N;f[O+688>>2]=z;f[O+1048>>2]=M;f[O+1056>>2]=i;n[O+1896>>2]=j;n[O+1904>>2]=k;n[O+1912>>2]=l;f[O+1936>>2]=J;f[O+2192>>2]=F;f[O+2632>>2]=y;f[O+2640>>2]=A;n[O+3448>>2]=q;n[O+3456>>2]=r;n[O+3496>>2]=s;n[O+3528>>2]=t;n[O+3584>>2]=v;n[O+3616>>2]=w;n[O+3856>>2]=x;f[O+6064>>2]=K;f[O+6168>>2]=0;f[O+6172>>2]=0;xbb(O);L=f[O+528>>2]|0;N=f[O+536>>2]|0;M=f[O+1048>>2]|0;i=f[O+1056>>2]|0;K=f[O+6064>>2]|0;G=f[O+6168>>2]|0;D=f[O+6172>>2]|0;H=+n[O+6172>>2];f[O+6168>>2]=0;f[O+6172>>2]=0;if((G|0)==6)return D|0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 7:break b}}}while(0);if((K|0)==450){g=f[y>>2]|0;if(!g){N=L;i=M}else{do{N=g;g=f[g>>2]|0;$zb(N)}while((g|0)!=0);f[y>>2]=g;N=L;i=M}}if(i|0)do{h=i;i=f[i>>2]|0;g=f[(h+8|0)>>2]|0;if(g|0)do{f[(h+8|0)>>2]=f[g>>2];$zb(g);g=f[(h+8|0)>>2]|0}while((g|0)!=0);$zb(h)}while((i|0)!=0);g=f[A>>2]|0;if(g|0){do{c=g;g=f[g>>2]|0;i=f[(c+4|0)>>2]|0;h=f[i+36>>2]|0;if(h){$zb(h);i=f[(c+4|0)>>2]|0}$zb(i);$zb(c)}while((g|0)!=0);f[A>>2]=g}N=N^1;u=O;return N|0}function Z7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;e=c-b|0;a:do if(e>>>0>=2){u=c+-1|0;v=a+(u<<2)|0;w=a+(c<<2)|0;t=d;d=e;while(1){if((t|0)==0|d>>>0<33)break;d=a+(b<<2)|0;e=f[d>>2]|0;j=a+((b+c|0)>>>1<<2)|0;h=f[j>>2]|0;m=+n[(f[e+4>>2]|0)+32>>2];o=+n[(f[h+4>>2]|0)+32>>2];if(m==o){s=f[e+20>>2]|0;g=f[h+20>>2]|0;g=(s|0)==(g|0)?0:(s|0)<(g|0)?-1:1}else g=m<o?-1:1;i=f[v>>2]|0;p=+n[(f[i+4>>2]|0)+32>>2];if(m==p){s=f[e+20>>2]|0;e=f[i+20>>2]|0;e=(s|0)==(e|0)?0:(s|0)<(e|0)?-1:1}else e=m<p?-1:1;e=(e|0)<0;do if((g|0)<0){if(!e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)==(d|0)){d=v;break}else d=(e|0)<(d|0)?-1:1}d=(d|0)<0?j:v}else{if(e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)!=(d|0)){d=(e|0)<(d|0)?-1:1;x=31}}else x=31;if((x|0)==31){x=0;if((d|0)<0){d=v;break}}d=j}while(0);s=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=s;s=u;d=b;e=b;g=u;b:while(1){r=d;while(1){c:do if(e>>>0<c>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+32>>2];i=i+20|0;while(1){h=f[a+(e<<2)>>2]|0;p=+n[(f[h+4>>2]|0)+32>>2];d=p<m?-1:1;if(p==m){d=f[h+20>>2]|0;h=f[i>>2]|0;if((d|0)==(h|0)){q=e;break c}else d=(d|0)<(h|0)?-1:1}if((d|0)>=0){q=e;break c}e=e+1|0;if(e>>>0>=c>>>0){q=e;break}}}else q=e;while(0);d:do if(g>>>0>b>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+32>>2];i=i+20|0;do{e=f[a+(g<<2)>>2]|0;p=+n[(f[e+4>>2]|0)+32>>2];d=m<p?-1:1;if(m==p){h=f[i>>2]|0;d=f[e+20>>2]|0;if((h|0)==(d|0))break d;else d=(h|0)<(d|0)?-1:1}if((d|0)>=0)break d;g=g+-1|0}while(g>>>0>b>>>0)}while(0);if(q>>>0>=g>>>0)break b;e=a+(q<<2)|0;l=a+(g<<2)|0;i=f[e>>2]|0;f[e>>2]=f[l>>2];f[l>>2]=i;d=f[e>>2]|0;h=f[w>>2]|0;m=+n[(f[h+4>>2]|0)+32>>2];j=d;k=i;if(+n[(f[d+4>>2]|0)+32>>2]==m)if((f[d+20>>2]|0)==(f[h+20>>2]|0)){d=a+(r<<2)|0;if((r|0)==(q|0))i=k;else{k=f[d>>2]|0;f[d>>2]=j;f[e>>2]=k;k=f[w>>2]|0;i=f[l>>2]|0;h=k;m=+n[(f[k+4>>2]|0)+32>>2]}d=r+1|0;e=q+1|0;k=i}else{d=r;e=q}else{d=r;e=q}if(!(+n[(f[k+4>>2]|0)+32>>2]==m)){r=d;continue}if((f[k+20>>2]|0)==(f[h+20>>2]|0))break;else r=d}h=a+(s<<2)|0;if((g|0)!=(s|0)){f[l>>2]=f[h>>2];f[h>>2]=i}s=s+-1|0;g=g+-1|0}d=a+(q<<2)|0;if((q|0)!=(c|0)){l=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=l}if(q>>>0>r>>>0){e=q+-1|0;e:do if(b>>>0<r>>>0){d=b;while(1){if(e>>>0<r>>>0)break e;g=a+(d<<2)|0;h=a+(e<<2)|0;if((d|0)!=(e|0)){l=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=l}d=d+1|0;e=e+-1|0;if(d>>>0>=r>>>0){d=e;break}}}else d=e;while(0);Z7a(a,b,d,t+-1|0)}b=q+1|0;f:do if(u>>>0>s>>>0){d=u;while(1){if(b>>>0>s>>>0)break;e=a+(b<<2)|0;g=a+(d<<2)|0;if((b|0)!=(d|0)){r=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=r}d=d+-1|0;b=b+1|0;if(d>>>0<=s>>>0)break f}b=d+1|0}while(0);d=c-b|0;if(d>>>0<2)break a;else t=t+-1|0}d=b+1|0;if(d>>>0>c>>>0)return;do{g:do if(d>>>0>b>>>0){i=d;h=f[a+(d<<2)>>2]|0;do{k=i;i=i+-1|0;j=a+(i<<2)|0;g=f[j>>2]|0;k=a+(k<<2)|0;o=+n[(f[g+4>>2]|0)+32>>2];p=+n[(f[h+4>>2]|0)+32>>2];e=o<p?-1:1;l=g;if(o==p){g=f[g+20>>2]|0;e=f[h+20>>2]|0;if((g|0)==(e|0))break g;else e=(g|0)<(e|0)?-1:1}if((e|0)<=0)break g;h=f[k>>2]|0;f[k>>2]=l;f[j>>2]=h}while(i>>>0>b>>>0)}while(0);d=d+1|0}while(d>>>0<=c>>>0);return}while(0);if(b>>>0>=c>>>0)return;j=a+(b<<2)|0;d=f[j>>2]|0;g=a+(c<<2)|0;e=f[g>>2]|0;o=+n[(f[d+4>>2]|0)+32>>2];p=+n[(f[e+4>>2]|0)+32>>2];b=o<p?-1:1;h=d;i=e;if(o==p){d=f[d+20>>2]|0;b=f[e+20>>2]|0;if((d|0)==(b|0))return;else b=(d|0)<(b|0)?-1:1}if((b|0)<=0)return;f[j>>2]=i;f[g>>2]=h;return}function _7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;var g=0.0,h=0.0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;J=u;u=u+48|0;A=J;H=f[b+16>>2]|0;F=b+12|0;G=f[F>>2]|0;E=f[c+16>>2]|0;C=c+12|0;D=f[C>>2]|0;if((G|0)==(D|0)|((H|0)==(E|0)|((G|0)==0|(D|0)==0))){u=J;return}if((f[H+24>>2]|0)==(f[E+24>>2]|0)){u=J;return}b=f[G+24>>2]|0;c=f[D+24>>2]|0;if((b|0)==(c|0)){u=J;return}x=+n[H+28>>2];y=+n[G+28>>2]-x;q=+n[H+32>>2];r=+n[G+32>>2]-q;g=+n[D+28>>2];h=+n[D+32>>2];if(y*(h-q)<r*(g-x)){u=J;return}m=+n[E+28>>2];l=g-m;o=+n[E+32>>2];g=h-o;m=m-x;o=o-q;h=r*l-y*g;if(h>-1.000000013351432e-10&h<1.000000013351432e-10){u=J;return}z=1.0/h;B=(l*o-m*g)*z;z=(y*o-r*m)*z;if(B<d|z<e){u=J;return}if((b|0)<0){if(B>1.0){u=J;return}}else if(B>=.9999989867210388){u=J;return}if((c|0)<0){if(z>1.0){u=J;return}}else if(z>=.9999989867210388){u=J;return}q=q+B*r;b=a+24|0;c=f[b>>2]|0;a:do if(!c)c=0;else while(1){if(q<=+n[(f[c+4>>2]|0)+32>>2]+9.999999974752427e-07)break a;b=f[c>>2]|0;if(!b){b=c;c=0;break}else{w=c;c=b;b=w}}while(0);s=G+24|0;t=D+24|0;b:do if(c){while(1){i=f[c+4>>2]|0;g=+n[i+32>>2];if(q<=g+9.999999974752427e-07)break b;if((f[c+20>>2]|0)!=5)break b;i=f[i+24>>2]|0;j=f[s>>2]|0;if((i|0)==(j|0))break b;k=f[t>>2]|0;if((i|0)==(k|0))break b;if((f[(f[c+12>>2]|0)+24>>2]|0)==(k|0))if(g==q?(f[(f[c+16>>2]|0)+24>>2]|0)==(j|0):0)break;b=f[c>>2]|0;if(!b){b=c;break b}else{w=c;c=b;b=w}}u=J;return}while(0);e=+p[H>>3];o=B;p[A>>3]=e+(+p[G>>3]-e)*o;e=+p[H+8>>3];p[A+8>>3]=e+(+p[G+8>>3]-e)*o;e=+p[H+16>>3];p[A+16>>3]=e+(+p[G+16>>3]-e)*o;o=x+B*y;n[A+28>>2]=o;n[A+32>>2]=q;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,28)|0;f[j+20>>2]=5;k=j+8|0;f[k>>2]=0;s=j+4|0;f[s>>2]=0;t=f[a>>2]|0;i=a+12|0;K=f[i>>2]|0;c=K+-1|0;f[i>>2]=c;i=f[a+16>>2]|0;v=a+20|0;w=f[t>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,40)|0;if((K|0)>0){K=A+(c*24|0)|0;f[w>>2]=f[K>>2];f[w+4>>2]=f[K+4>>2];f[w+8>>2]=f[K+8>>2];f[w+12>>2]=f[K+12>>2];f[w+16>>2]=f[K+16>>2];f[w+20>>2]=f[K+20>>2]}else{f[w>>2]=f[A>>2];f[w+4>>2]=f[A+4>>2];f[w+8>>2]=f[A+8>>2];f[w+12>>2]=f[A+12>>2];f[w+16>>2]=f[A+16>>2];f[w+20>>2]=f[A+20>>2]}f[w+24>>2]=c;g=+p[w>>3];m=+p[w+8>>3];l=+p[w+16>>3];switch(i|0){case 0:{h=l;g=m;I=31;break}case 1:{h=g;g=l;I=31;break}case 2:{h=m;I=31;break}default:{c=w+28|0;i=w+32|0}}if((I|0)==31){c=w+28|0;n[c>>2]=g;i=w+32|0;n[i>>2]=h}f[w+36>>2]=0;K=f[t>>2]|0;K=Rg[f[f[K>>2]>>2]&255](K,8)|0;f[K+4>>2]=w;f[K>>2]=f[v>>2];f[v>>2]=K;n[c>>2]=o;n[i>>2]=q;f[k>>2]=w;f[s>>2]=w;f[j>>2]=f[b>>2];f[b>>2]=j;f[j+12>>2]=f[C>>2];f[j+16>>2]=f[F>>2];K=f[s>>2]|0;f[C>>2]=K;f[F>>2]=K;K=f[f[a>>2]>>2]|0;K=Rg[f[f[K>>2]>>2]&255](K,40)|0;f[(f[s>>2]|0)+36>>2]=K;d8a(K,0,H,G,B);d8a(K,1,E,D,z);u=J;return}function $7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+n[a+32>>2];k=+n[c+32>>2];f=l-k;if((f<0.0?-f:f)<9.999999974752427e-07){f=+n[a+28>>2];h=+n[c+28>>2];if(f<h){e=1;return e|0}if(!(f==h)){e=0;return e|0}g=(+n[b+28>>2]-f)*(+n[d+32>>2]-k);f=(+n[d+28>>2]-h)*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}else return g<f+9.999999974752427e-07&e|0}g=+n[d+32>>2];i=l-g;j=+n[a+28>>2];if((i<0.0?-i:i)<9.999999974752427e-07){f=+n[d+28>>2];if(j<f){e=1;return e|0}if(!(j==f)){e=0;return e|0}g=(g-k)*(+n[b+28>>2]-j);f=(f-+n[c+28>>2])*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}e=g<f+9.999999974752427e-07&e;return e|0}i=+n[c+28>>2];h=(j-i)/f;i=+n[d+28>>2]-i;f=g-k;g=i/f;if(h<g+-9.999999974752427e-07){e=1;return e|0}if(h<g+9.999999974752427e-07){g=f*(+n[b+28>>2]-j);f=i*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}if(g<f+9.999999974752427e-07&e){e=1;return e|0}}e=0;return e|0}function a8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0;w=c+8|0;x=c+4|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+24|0;r=d+36|0;s=d+28|0;t=d+32|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+32>>2];m=f[g+4>>2]|0;k=+n[m+32>>2];if(j!=k){z=+n[l+28>>2];if(!((j-k)*(+n[s>>2]-z)>=(z-+n[m+28>>2])*(+n[t>>2]-j)))y=8;else break}else{j=+n[m+28>>2];k=+n[l+28>>2];if(j>k)break;if(j==k)$zb(a);else y=8}if((y|0)==8){y=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);else $h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){y=28;break}}g=f[x>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+28>>2]!=+n[m+28>>2])y=18;else if(+n[l+32>>2]!=+n[m+32>>2])y=18;do if((y|0)==18){y=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);break}else{$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[x>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){y=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=g+4|0;m=f[o>>2]|0;f[w>>2]=f[m+8>>2];m=f[m+4>>2]|0;f[x>>2]=m;f[m>>2]=c;$zb(f[o>>2]|0);$zb(g);g=f[x>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((y|0)==28)return}function b8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0.0;w=c+8|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+24|0;r=d+36|0;s=d+28|0;t=d+32|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+32>>2];m=f[g+4>>2]|0;k=+n[m+32>>2];if(j!=k){y=+n[l+28>>2];if(!((j-k)*(+n[s>>2]-y)<=(y-+n[m+28>>2])*(+n[t>>2]-j)))x=8;else break}else{j=+n[m+28>>2];k=+n[l+28>>2];if(j<k)break;if(j==k)$zb(a);else x=8}if((x|0)==8){x=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);else $h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){x=28;break}}g=f[c>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+28>>2]!=+n[m+28>>2])x=18;else if(+n[l+32>>2]!=+n[m+32>>2])x=18;do if((x|0)==18){x=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);break}else{$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[c>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){x=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=f[g>>2]|0;f[w>>2]=f[o+8>>2];o=f[o>>2]|0;f[c>>2]=o;f[o+4>>2]=c;$zb(f[g>>2]|0);$zb(g);g=f[c>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((x|0)==28)return}function c8a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0,s=0.0,t=0,v=0.0,w=0,x=0,y=0;x=u;u=u+48|0;h=x;e=+n[b+32>>2];i=+n[c+32>>2];if(e==i){u=x;return c|0}t=d+4|0;q=+n[(f[t>>2]|0)+32>>2];v=(q-e)/(i-e);l=+p[b>>3];s=v;p[h>>3]=l+(+p[c>>3]-l)*s;l=+p[b+8>>3];p[h+8>>3]=l+(+p[c+8>>3]-l)*s;l=+p[b+16>>3];p[h+16>>3]=l+(+p[c+16>>3]-l)*s;s=+n[b+28>>2];s=s+v*(+n[c+28>>2]-s);n[h+28>>2]=s;n[h+32>>2]=q;m=f[a>>2]|0;j=a+12|0;y=f[j>>2]|0;g=y+-1|0;f[j>>2]=g;j=f[a+16>>2]|0;o=a+20|0;w=f[m>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,40)|0;if((y|0)>0){y=h+(g*24|0)|0;f[w>>2]=f[y>>2];f[w+4>>2]=f[y+4>>2];f[w+8>>2]=f[y+8>>2];f[w+12>>2]=f[y+12>>2];f[w+16>>2]=f[y+16>>2];f[w+20>>2]=f[y+20>>2]}else{f[w>>2]=f[h>>2];f[w+4>>2]=f[h+4>>2];f[w+8>>2]=f[h+8>>2];f[w+12>>2]=f[h+12>>2];f[w+16>>2]=f[h+16>>2];f[w+20>>2]=f[h+20>>2]}f[w+24>>2]=g;e=+p[w>>3];l=+p[w+8>>3];k=+p[w+16>>3];switch(j|0){case 0:{i=k;e=l;r=9;break}case 1:{i=e;e=k;r=9;break}case 2:{i=l;r=9;break}default:{g=w+28|0;h=w+32|0}}if((r|0)==9){g=w+28|0;n[g>>2]=e;h=w+32|0;n[h>>2]=i}y=w+36|0;f[y>>2]=0;j=f[m>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,8)|0;f[j+4>>2]=w;f[j>>2]=f[o>>2];f[o>>2]=j;n[g>>2]=s;n[h>>2]=q;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,40)|0;f[y>>2]=j;h=f[t>>2]|0;f[j>>2]=h;g=f[d+8>>2]|0;f[j+4>>2]=g;f[j+8>>2]=f[h+24>>2];f[j+12>>2]=f[g+24>>2];if(+p[h>>3]<+p[g>>3]){e=+n[h+28>>2];e=(s-e)/(+n[g+28>>2]-e)}else e=0.0;n[j+16>>2]=e;d8a(j,1,b,c,v);y=w;u=x;return y|0}function d8a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;l=f[c+24>>2]|0;m=(l|0)<0;if(m){k=f[c+36>>2]|0;i=f[k+12>>2]|0;h=d+24|0;g=f[h>>2]|0;do if((g|0)>-1&(i|0)==(g|0))o=6;else{if((g|0)<0){j=f[d+36>>2]|0;if((i|0)==(f[j+12>>2]|0)){o=6;break}if((i|0)==(f[j+32>>2]|0)){o=6;break}}f[a+(b*20|0)>>2]=f[k+20>>2];f[a+(b*20|0)+8>>2]=f[k+28>>2];i=k+36|0}while(0);if((o|0)==6){f[a+(b*20|0)>>2]=f[k>>2];f[a+(b*20|0)+8>>2]=f[k+8>>2];i=k+16|0}p=+n[i>>2];e=p+(1.0-p)*e}else{f[a+(b*20|0)>>2]=c;f[a+(b*20|0)+8>>2]=l;g=d+24|0;h=g;g=f[g>>2]|0}if((g|0)>=0){f[a+(b*20|0)+4>>2]=d;f[a+(b*20|0)+12>>2]=f[h>>2];p=e;o=a+(b*20|0)+16|0;n[o>>2]=p;return}h=f[d+36>>2]|0;i=f[h+8>>2]|0;do if((l|0)>-1&(i|0)==(l|0))o=15;else{if(m){g=f[c+36>>2]|0;if((i|0)==(f[g+8>>2]|0)){o=15;break}if((i|0)==(f[g+28>>2]|0)){o=15;break}}f[a+(b*20|0)+4>>2]=f[h+24>>2];f[a+(b*20|0)+12>>2]=f[h+32>>2];g=h+36|0}while(0);if((o|0)==15){f[a+(b*20|0)+4>>2]=f[h+4>>2];f[a+(b*20|0)+12>>2]=f[h+12>>2];g=h+16|0}p=e*+n[g>>2];o=a+(b*20|0)+16|0;n[o>>2]=p;return}function e8a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;j=h+4|0;i=h;f[j>>2]=40244;f[i>>2]=j;g=J7a(i,a,d,b,b+(c<<2)|0,e,g)|0;u=h;return g|0}function f8a(a,b){a=a|0;b=b|0;return _zb(b)|0}function g8a(a,b){a=a|0;b=b|0;$zb(b);return}function h8a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;j=h+4|0;i=h;f[j>>2]=40244;f[i>>2]=j;g=W7a(i,a,d,b,b+(c<<2)|0,e,g)|0;u=h;return g|0}function i8a(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(808)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=40260;e=d+16|0;f[e>>2]=c;eAa(d+24|0);f[d+776>>2]=0;f[d+780>>2]=0;f[d+784>>2]=0;f[d+788>>2]=-1;c=d+804|0;b[c>>0]=b[c>>0]&-16;f[a>>2]=e;f[a+4>>2]=d;return}function j8a(a){a=a|0;var b=0;f[a>>2]=40260;b=f[a+780>>2]|0;if(b|0)iOb(b);aOb(a);return}function k8a(a){a=a|0;var b=0;f[a>>2]=40260;b=f[a+780>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function l8a(a){a=a|0;a=f[a+780>>2]|0;if(!a)return;iOb(a);return}function m8a(a){a=a|0;sOb(a);return}function n8a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=b;b=f[d+4>>2]|0;c=a+768|0;f[c>>2]=f[d>>2];f[c+4>>2]=b;return}function o8a(a,c){a=a|0;c=c|0;bR(a+8|0,c)|0;c=a+788|0;b[c>>0]=b[c>>0]|1;return}function p8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=a+760|0;c=f[h>>2]|0;d=f[b>>2]|0;e=d;if((c|0)==(d|0)){h=0;return h|0}if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d)if(c)g=7;else c=e;else if(c^(f[d+8>>2]|0)!=0)g=7;else c=e;do if((g|0)==7){c=f[a>>2]|0;if(!c)c=e;else{if((f[c+216>>2]|0)!=(a|0))if((f[c+208>>2]|0)!=(a|0)){c=e;break}C9a(c);c=f[b>>2]|0}}while(0);d=f[b+4>>2]|0;if(d|0)gOb(d);f[h>>2]=c;h=a+764|0;c=f[h>>2]|0;f[h>>2]=d;if(!c){h=1;return h|0}iOb(c);h=1;return h|0}function q8a(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j+8|0;e=j;n[g>>2]=c;n[h>>2]=0.0;n[e>>2]=1.0;e=c<1.0?g:e;h=f[(+n[e>>2]>0.0?e:h)>>2]|0;f[g>>2]=h;g=a+788|0;e=b[g>>0]|0;c=(f[s>>2]=h,+n[s>>2]);do if(!(e&2))i=4;else if(+n[a+776>>2]==c){a=0;u=j;return a|0}else if(+n[a+776>>2]>0.0^c>0.0){i=4;break}else{d=e;break}while(0);do if((i|0)==4){d=f[a>>2]|0;if(!d)d=e;else{if((f[d+216>>2]|0)!=(a|0))if((f[d+208>>2]|0)!=(a|0)){d=e;break}C9a(d);d=b[g>>0]|0}}while(0);f[a+776>>2]=h;b[g>>0]=d|2;a=1;u=j;return a|0}function r8a(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j+8|0;e=j;n[g>>2]=c;n[h>>2]=0.0;n[e>>2]=1.0;e=c<1.0?g:e;h=f[(+n[e>>2]>0.0?e:h)>>2]|0;f[g>>2]=h;g=a+788|0;e=b[g>>0]|0;c=(f[s>>2]=h,+n[s>>2]);do if(!(e&4))i=4;else if(+n[a+780>>2]==c){a=0;u=j;return a|0}else if(+n[a+780>>2]>0.0^c>0.0){i=4;break}else{d=e;break}while(0);do if((i|0)==4){d=f[a>>2]|0;if(!d)d=e;else{if((f[d+216>>2]|0)!=(a|0))if((f[d+208>>2]|0)!=(a|0)){d=e;break}C9a(d);d=b[g>>0]|0}}while(0);f[a+780>>2]=h;b[g>>0]=d|4;a=1;u=j;return a|0}function s8a(a,c){a=a|0;c=+c;var d=0,e=0;d=a+788|0;e=b[d>>0]|0;a=a+784|0;if(e&8)if(+n[a>>2]==c){e=0;return e|0}n[a>>2]=c;b[d>>0]=e|8;e=1;return e|0}function t8a(a){a=a|0;var b=0,c=0;b=a+760|0;if(!(f[b>>2]|0)){a=0;return a|0}f[b>>2]=0;c=a+764|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);b=f[a>>2]|0;if(!b){c=1;return c|0}if((f[b+216>>2]|0)!=(a|0))if((f[b+208>>2]|0)!=(a|0)){c=1;return c|0}C9a(b);c=1;return c|0}function u8a(a,c){a=a|0;c=c|0;var e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+832|0;l=s+72|0;m=s+48|0;o=s+24|0;q=s;r=a+60|0;i=a;k=i+60|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));k=pOb(4280)|0;v8a(k,a);f[r>>2]=k;f[a+64>>2]=f[c>>2];c=f[c+4>>2]|0;f[a+68>>2]=c;if(c|0)gOb(c);g=a+72|0;c=pOb(160)|0;idb(c,13.0,13.0,128,512,200);f[g>>2]=c;c=a+120|0;i=a+80|0;k=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));p[c>>3]=1.0;f[a+128>>2]=0;n[a+132>>2]=.15000000596046448;n[a+136>>2]=.15000000596046448;n[a+140>>2]=.15000000596046448;c=a+208|0;i=a+144|0;k=i+64|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));i8a(c,a);f[a+216>>2]=0;f[a+220>>2]=0;b[a+224>>0]=7;b[a+225>>0]=2;b[a+226>>0]=0;b[a+227>>0]=0;b[a+228>>0]=1;b[a+229>>0]=1;i=a+230|0;k=(j[i>>1]|j[i+2>>1]<<16)&-1048576|389249;d[i>>1]=k;d[i+2>>1]=k>>>16;i=a+236|0;k=i+48|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));b[a+296>>0]=0;p[a+304>>3]=1.0;b[a+312>>0]=0;b[a+313>>0]=0;e=a+360|0;i=a+320|0;k=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));p[e>>3]=1.0;f[a+368>>2]=512;n[a+372>>2]=0.0;n[a+376>>2]=1.0;b[a+380>>0]=1;f[a+388>>2]=0;f[a+392>>2]=0;f[a+396>>2]=0;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+96>>2]&1023](k,a);mdb((f[r>>2]|0)+112|0,0);k=(f[r>>2]|0)+189|0;i=h[k>>0]|h[k+1>>0]<<8|16;b[k>>0]=i;b[k+1>>0]=i>>8;k=(f[r>>2]|0)+189|0;i=h[k>>0]|h[k+1>>0]<<8|32;b[k>>0]=i;b[k+1>>0]=i>>8;k=a+381|0;b[k>>0]=1;b[k+1>>0]=1;b[k+2>>0]=1;b[k+3>>0]=1;b[k+4>>0]=1;b[k+5>>0]=1;n[a+284>>2]=.07500000298023224;n[a+288>>2]=.07500000298023224;n[a+292>>2]=.07500000298023224;a=f[r>>2]|0;kgb(a+2824|0,b[a+2850>>0]|0);a=f[r>>2]|0;k=a+2852|0;a=a+2868|0;f[a>>2]=f[k>>2];f[a+4>>2]=f[k+4>>2];f[a+8>>2]=f[k+8>>2];f[a+12>>2]=f[k+12>>2];a=(f[r>>2]|0)+2900|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;q8a(f[c>>2]|0,.3330000042915344)|0;r8a(f[c>>2]|0,.5)|0;s8a(f[c>>2]|0,12.0)|0;r=f[r>>2]|0;f[q>>2]=14;f[m>>2]=q;w8a(l,r+1884|0,q,262924,m,o);r=(f[l>>2]|0)+24|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;p[m+16>>3]=1.0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;p[q>>3]=0.0;p[q+8>>3]=1.0;p[q+16>>3]=0.0;aAa(l,2,m,o,q,2.0,2.0,0.0);neb(r,l);u=s;return}function v8a(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;jdb(a,c);jdb(a+112|0,c);eAa(a+224|0);e=a+976|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;d[e+12>>1]=0;f[a+992>>2]=1;e=a+1024|0;g=a+996|0;h=g+28|0;do{b[g>>0]=0;g=g+1|0}while((g|0)<(h|0));n[e>>2]=1.0;g=a+1028|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+1044>>2]=1.0;Ihb(a+1048|0,c);f[a+1888>>2]=0;f[a+1892>>2]=0;f[a+1884>>2]=a+1888;c=a+1896|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;eeb(a+1916|0);Fqb(a+1976|0);Fqb(a+2044|0);Fqb(a+2112|0);reb(a+2180|0);yfb(a+2224|0);xhb(a+2256|0);Rgb(a+2260|0);Keb(a+2336|0);sgb(a+2512|0);agb(a+2548|0);agb(a+2824|0);c=a+3152|0;g=a+3100|0;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=.20000000298023224;n[a+3156>>2]=0.0;n[a+3160>>2]=0.0;n[a+3164>>2]=0.0;n[a+3168>>2]=1.0;n[a+3172>>2]=0.0;n[a+3176>>2]=1.0;n[a+3180>>2]=0.0;n[a+3184>>2]=1.0;n[a+3188>>2]=1.0;n[a+3192>>2]=1.0;n[a+3196>>2]=0.0;n[a+3200>>2]=1.0;n[a+3204>>2]=1.0;n[a+3208>>2]=0.0;n[a+3212>>2]=0.0;n[a+3216>>2]=1.0;n[a+3220>>2]=0.0;n[a+3224>>2]=0.0;n[a+3228>>2]=1.0;n[a+3232>>2]=1.0;bhb(a+3264|0);Ofb(a+3284|0);c=a+3452|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;gfb(a+3472|0);n[a+3556>>2]=0.0;n[a+3560>>2]=0.0;n[a+3564>>2]=0.0;n[a+3568>>2]=1.0;n[a+3572>>2]=0.0;n[a+3576>>2]=0.0;n[a+3580>>2]=0.0;n[a+3584>>2]=1.0;c=a+3588|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;c=a+3680|0;g=a+3624|0;h=g+56|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[c>>2]=-1;f[c+4>>2]=-1;f[c+8>>2]=-1;f[c+12>>2]=-1;f[c+16>>2]=-1;n[a+3700>>2]=0.0;n[a+3704>>2]=0.0;n[a+3708>>2]=0.0;n[a+3712>>2]=.6499999761581421;f[a+3716>>2]=5;n[a+3720>>2]=1.0;b[a+3724>>0]=1;f[a+3728>>2]=0;f[a+3732>>2]=0;f[a+3764>>2]=0;f[a+3768>>2]=0;f[a+3800>>2]=0;f[a+3804>>2]=0;f[a+3836>>2]=0;f[a+3840>>2]=0;f[a+3872>>2]=0;f[a+3876>>2]=0;f[a+3908>>2]=0;f[a+3912>>2]=0;f[a+3944>>2]=0;f[a+3948>>2]=0;f[a+3980>>2]=0;f[a+3984>>2]=0;f[a+4016>>2]=0;f[a+4020>>2]=0;f[a+4052>>2]=0;f[a+4056>>2]=0;f[a+4088>>2]=0;f[a+4092>>2]=0;f[a+4124>>2]=0;f[a+4128>>2]=0;g=a+4160|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;n[a+4180>>2]=1.0;n[a+4184>>2]=.05000000074505806;n[a+4188>>2]=.02500000037252903;n[a+4192>>2]=0.0;n[a+4196>>2]=0.0;n[a+4200>>2]=0.0;n[a+4204>>2]=1.0;n[a+4208>>2]=30.0;n[a+4212>>2]=20.0;g=a+4216|0;h=a+4240|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[h>>2]=-1;f[h+4>>2]=-1;f[h+8>>2]=-1;f[h+12>>2]=-1;f[h+16>>2]=-1;n[a+4260>>2]=.6499999761581421;n[a+4264>>2]=10.0;n[a+4268>>2]=1.0;f[a+4272>>2]=9;b[a+4276>>0]=0;return}function w8a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;e=c+4|0;h=f[e>>2]|0;do if(!h){j=e;d=e}else{i=f[d>>2]|0;j=i>>>0>13;k=i>>>0<14;d=c+4|0;e=h;while(1){h=f[e+16>>2]|0;l=h>>>0<14;if(j&l|i>>>0<h>>>0&(j|l)){h=f[e>>2]|0;if(!h){h=5;break}else{d=e;e=h}}else{l=h>>>0>13;if(!(k&l|h>>>0<i>>>0&(k|l))){h=10;break}d=e+4|0;h=f[d>>2]|0;if(!h){h=9;break}else e=h}}if((h|0)==5){j=e;d=e;break}else if((h|0)==9){j=e;break}else if((h|0)==10){j=e;break}}while(0);e=f[d>>2]|0;if(e|0){l=e;c=0;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}i=pOb(1408)|0;f[i+16>>2]=f[f[g>>2]>>2];dQb(i+24|0,0,1384)|0;eAa(i+40|0);b[i+792>>0]=1;e=i+800|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[i+816>>3]=1.0;p[i+824>>3]=1.0;e=i+832|0;f[e>>2]=16843009;b[e+4>>0]=1;e=i+840|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;n[i+860>>2]=1.0;e=i+864|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+880>>2]=1.0;e=i+884|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+900>>2]=1.0;e=i+904|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+920>>2]=1.0;e=i+924|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+940>>2]=1.0;e=i+944|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+960>>2]=1.0;e=i+964|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+980>>2]=1.0;e=i+984|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1e3>>2]=1.0;e=i+1004|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1020>>2]=1.0;e=i+1024|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1040>>2]=1.0;e=i+1044|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1060>>2]=1.0;e=i+1064|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1080>>2]=1.0;e=i+1084|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1100>>2]=1.0;e=i+1104|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1120>>2]=1.0;e=i+1124|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1140>>2]=1.0;e=i+1144|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1160>>2]=1.0;e=i+1164|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1180>>2]=1.0;e=i+1184|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1200>>2]=1.0;e=i+1204|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1220>>2]=1.0;e=i+1224|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1240>>2]=1.0;e=i+1244|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1260>>2]=1.0;e=i+1264|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1280>>2]=1.0;e=i+1284|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1300>>2]=1.0;e=i+1304|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1320>>2]=1.0;e=i+1324|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=i+1344|0;h=e+64|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(h|0));f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=j;f[d>>2]=i;e=f[f[c>>2]>>2]|0;if(!e)e=i;else{f[c>>2]=e;e=f[d>>2]|0}r_a(f[c+4>>2]|0,e);l=c+8|0;f[l>>2]=(f[l>>2]|0)+1;l=i;c=1;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}function x8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=a+72|0;b=f[e>>2]|0;do if(b|0){if(Rg[f[(f[b>>2]|0)+100>>2]&255](b,a)|0){b=f[e>>2]|0;f[e>>2]=0;if(b|0){gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[e>>2]|0;f[e>>2]=0;if(!b)break;gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[e>>2]|0;if(!b)break;oh[f[(f[b>>2]|0)+96>>2]&1023](b,a);b=f[e>>2]|0;c=f[b>>2]|0;if(!(f[a+104>>2]|0)){gh[f[c+128>>2]&2047](b);break}else{gh[f[c+124>>2]&2047](b);break}}}else f[e>>2]=0;f[e>>2]=0}while(0);b=a+60|0;c=f[b>>2]|0;if(c|0){y8a(c);sOb(c)}f[b>>2]=0;b=f[a+388>>2]|0;if(b|0){c=a+392|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}b=f[a+280>>2]|0;if(b|0)iOb(b);b=f[a+272>>2]|0;if(b|0)iOb(b);b=f[a+264>>2]|0;if(b|0)iOb(b);b=f[a+256>>2]|0;if(b|0)iOb(b);b=f[a+248>>2]|0;if(b|0)iOb(b);b=f[a+240>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+212>>2]|0;if(b|0)iOb(b);b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+68>>2]|0;if(b|0)iOb(b);d=a+48|0;b=f[d>>2]|0;if(b|0){e=a+52|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+36|0;b=f[e>>2]|0;if(b|0){d=a+40|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}d=a+24|0;b=f[d>>2]|0;if(b|0){e=a+28|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+12|0;b=f[d>>2]|0;if(b|0){e=a+16|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}b=f[a>>2]|0;if(!b)return;d=a+4|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function y8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+4236>>2]|0;if(b|0)iOb(b);b=f[a+4228>>2]|0;if(b|0)iOb(b);b=f[a+4220>>2]|0;if(b|0)iOb(b);z8a(a+3728|0);b=f[a+3676>>2]|0;if(b|0)iOb(b);b=f[a+3668>>2]|0;if(b|0)iOb(b);b=f[a+3660>>2]|0;if(b|0)iOb(b);b=f[a+3652>>2]|0;if(b|0)iOb(b);b=f[a+3644>>2]|0;if(b|0)iOb(b);b=f[a+3636>>2]|0;if(b|0)iOb(b);b=f[a+3628>>2]|0;if(b|0)iOb(b);b=f[a+3604>>2]|0;if(b|0)iOb(b);b=f[a+3596>>2]|0;if(b|0)iOb(b);A8a(a+3472|0);b=f[a+3464>>2]|0;if(b|0)iOb(b);b=f[a+3456>>2]|0;if(b|0)iOb(b);B8a(a+3284|0);b=f[a+3276>>2]|0;if(b|0)iOb(b);b=f[a+3268>>2]|0;if(b|0)iOb(b);b=f[a+3136>>2]|0;if(b|0)iOb(b);b=f[a+3128>>2]|0;if(b|0)iOb(b);b=f[a+3120>>2]|0;if(b|0)iOb(b);b=f[a+3112>>2]|0;if(b|0)iOb(b);b=f[a+3104>>2]|0;if(b|0)iOb(b);C8a(a+2824|0);C8a(a+2548|0);b=f[a+2540>>2]|0;if(b|0)iOb(b);b=f[a+2532>>2]|0;if(b|0)iOb(b);b=f[a+2524>>2]|0;if(b|0)iOb(b);b=f[a+2516>>2]|0;if(b|0)iOb(b);D8a(a+2336|0);b=f[a+2304>>2]|0;if(b|0)iOb(b);b=f[a+2296>>2]|0;if(b|0)iOb(b);b=f[a+2288>>2]|0;if(b|0)iOb(b);b=f[a+2280>>2]|0;if(b|0)iOb(b);b=f[a+2272>>2]|0;if(b|0)iOb(b);b=f[a+2264>>2]|0;if(b|0)iOb(b);yhb(a+2256|0);b=f[a+2248>>2]|0;if(b|0)iOb(b);b=f[a+2236>>2]|0;if(b|0)iOb(b);b=f[a+2228>>2]|0;if(b|0)iOb(b);seb(a+2180|0);b=f[a+2136>>2]|0;if(b|0){c=a+2140|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+2132>>2]|0;if(b|0)iOb(b);b=f[a+2124>>2]|0;if(b|0)iOb(b);b=f[a+2116>>2]|0;if(b|0)iOb(b);b=f[a+2068>>2]|0;if(b|0){c=a+2072|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+2064>>2]|0;if(b|0)iOb(b);b=f[a+2056>>2]|0;if(b|0)iOb(b);b=f[a+2048>>2]|0;if(b|0)iOb(b);b=f[a+2e3>>2]|0;if(b|0){c=a+2004|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+1996>>2]|0;if(b|0)iOb(b);b=f[a+1988>>2]|0;if(b|0)iOb(b);b=f[a+1980>>2]|0;if(b|0)iOb(b);b=f[a+1928>>2]|0;if(b|0)iOb(b);b=f[a+1920>>2]|0;if(b|0)iOb(b);e=a+1912|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){E8a(b+840|0);F8a(b);sOb(b)}e=a+1908|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){E8a(b+840|0);F8a(b);sOb(b)}d=a+1896|0;b=f[d>>2]|0;if(b|0){e=a+1900|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-120|0;f[e>>2]=g;E8a(g);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}G8a(a+1884|0,f[a+1888>>2]|0);F8a(a+1048|0);b=f[a+1036>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[e+24>>2]|0;if(c|0)jOb(c);c=f[e+8>>2]|0;if(c|0){d=e+12|0;if((f[d>>2]|0)!=(c|0))f[d>>2]=c;sOb(c)}sOb(e)}while((b|0)!=0);g=a+1028|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+1016>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;c=f[d+20>>2]|0;if(c|0)jOb(c);c=f[d+12>>2]|0;if(c|0)iOb(c);sOb(d)}while((b|0)!=0);g=a+1008|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+976>>2]|0;if(!b){g=a+112|0;E8a(g);E8a(a);return}c=a+980|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);g=a+112|0;E8a(g);E8a(a);return}function z8a(a){a=a|0;var b=0;b=f[a+436>>2]|0;if(b|0)iOb(b);b=f[a+400>>2]|0;if(b|0)iOb(b);b=f[a+364>>2]|0;if(b|0)iOb(b);b=f[a+328>>2]|0;if(b|0)iOb(b);b=f[a+292>>2]|0;if(b|0)iOb(b);b=f[a+256>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+184>>2]|0;if(b|0)iOb(b);b=f[a+148>>2]|0;if(b|0)iOb(b);b=f[a+112>>2]|0;if(b|0)iOb(b);b=f[a+76>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function A8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);h=a+20|0;b=f[h>>2]|0;if(b|0){g=a+24|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-72|0;f[g>>2]=d;e=f[c+-28>>2]|0;if(e|0)iOb(e);Ghb(c+-52|0);Ghb(d);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}b=f[a+8>>2]|0;if(b|0){c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function B8a(a){a=a|0;var b=0;b=f[a+100>>2]|0;if(b|0)iOb(b);b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function C8a(a){a=a|0;var b=0;b=f[a+260>>2]|0;if(b|0)iOb(b);b=f[a+240>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+200>>2]|0;if(b|0)iOb(b);b=f[a+180>>2]|0;if(b|0)iOb(b);b=f[a+132>>2]|0;if(b|0)iOb(b);b=f[a+124>>2]|0;if(b|0)iOb(b);b=f[a+116>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function D8a(a){a=a|0;var b=0;b=f[a+60>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function E8a(a){a=a|0;var b=0,c=0;b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);c=f[a+4>>2]|0;if(!c)return;b=a+8|0;a=f[b>>2]|0;if((a|0)!=(c|0))f[b>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c);return}function F8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;H8a(a+324|0);e=a+312|0;b=f[e>>2]|0;if(b|0){g=a+316|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-524|0;f[g>>2]=d;H8a(c+-504|0);c=f[c+-516>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}b=f[a+296>>2]|0;if(b|0){c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+284>>2]|0;if(b|0){c=a+288|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+272>>2]|0;if(!b){h=a+16|0;J8a(h);return}c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);h=a+16|0;J8a(h);return}function G8a(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;G8a(a,f[b>>2]|0);G8a(a,f[b+4>>2]|0);H8a(b+840|0);d=f[b+24>>2]|0;if(d|0){a=b+28|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}sOb(b);return}function H8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+484>>2]|0;if(b|0){c=a+488|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-60-b|0)>>>0)/60|0)*60|0);sOb(b)}g=a+464|0;I8a(g,f[a+472>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+444|0;I8a(g,f[a+452>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+424|0;I8a(g,f[a+432>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+404|0;I8a(g,f[a+412>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+384|0;I8a(g,f[a+392>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+364|0;I8a(g,f[a+372>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+344|0;I8a(g,f[a+352>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+324|0;I8a(g,f[a+332>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+304|0;I8a(g,f[a+312>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+284|0;I8a(g,f[a+292>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+264|0;I8a(g,f[a+272>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+244|0;I8a(g,f[a+252>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+232>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+224|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+212>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+204|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+192>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+184|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+172>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+164|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+152>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+144|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+132>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+124|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+112>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+104|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+92>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+84|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+72>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+64|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+52>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;g=f[c+12>>2]|0;if(g|0){d=c+16|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-44-g|0)>>>0)/44|0)*44|0);sOb(g)}sOb(c)}while((b|0)!=0);g=a+44|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+32>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+24|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+12>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;sOb(b);return}function I8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;if(!b)return;do{h=b;b=f[b>>2]|0;a=f[h+20>>2]|0;if(a|0)do{g=a;a=f[a>>2]|0;e=f[g+60>>2]|0;if(e|0){c=g+64|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g+56>>2]|0;if(c|0)iOb(c);c=f[g+48>>2]|0;if(c|0)iOb(c);sOb(g)}while((a|0)!=0);g=h+12|0;a=f[g>>2]|0;f[g>>2]=0;if(a|0)sOb(a);sOb(h)}while((b|0)!=0);return}function J8a(a){a=a|0;var b=0,c=0,d=0;b=f[a+244>>2]|0;if(b|0){c=a+248|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+228>>2]|0;if(b|0){c=a+232|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+212>>2]|0;if(b|0){c=a+216|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+196>>2]|0;if(b|0){c=a+200|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+180>>2]|0;if(b|0){c=a+184|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+164>>2]|0;if(b|0){c=a+168|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+148>>2]|0;if(b|0){c=a+152|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+132>>2]|0;if(b|0){c=a+136|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+116>>2]|0;if(b|0){c=a+120|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+100>>2]|0;if(b|0){c=a+104|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+84>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+68>>2]|0;if(b|0){c=a+72|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-16-d|0)>>>4)<<4);sOb(d);return}function K8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0;k=u;u=u+48|0;h=k;i=k+36|0;j=k+24|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;L8a(i,a,c,d,h);g=(b[i+1>>0]|0)==0;if(g)se();d=f[a+72>>2]|0;if(d|0){l=+Mg[f[(f[d>>2]|0)+92>>2]&63](d);p[h>>3]=l}if(c<<24>>24==4){c=a+88|0;f[c>>2]=(f[c>>2]|0)+(f[h+8>>2]|0);c=a+92|0;f[c>>2]=(f[c>>2]|0)+(f[h+12>>2]|0);c=a+96|0;f[c>>2]=(f[c>>2]|0)+(f[h+16>>2]|0);c=a+100|0;f[c>>2]=(f[c>>2]|0)+(f[h+20>>2]|0)}else{c=a+80|0;f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];f[c+16>>2]=f[h+16>>2];f[c+20>>2]=f[h+20>>2]}if(e|0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[e+12>>2]=f[h+12>>2];f[e+16>>2]=f[h+16>>2];f[e+20>>2]=f[h+20>>2]}if(g){j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}if((f[a>>2]|0)==(f[a+4>>2]|0)){j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}M8a(j,a,h);h3a(a,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}function L8a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;r=0;t=u;u=u+2848|0;if(c<<24>>24==1)jSa(f[b+64>>2]|0);g=(d|0)==0?-1:d;j=~~+Gha()>>>0;f[(b+108|0)>>2]=(f[(b+108|0)>>2]|0)+1;if(e|0){f[(e+8|0)>>2]=0;f[(e+8|0)+4>>2]=0;f[(e+8|0)+8>>2]=0;f[(e+8|0)+12>>2]=0}k=JAa((f[(b+60|0)>>2]|0)+224|0,f[64745]|0,f[64746]|0)|0;n[(t+1176|0)>>2]=+p[k>>3];n[((t+1176|0)+4|0)>>2]=+p[k+8>>3];n[((t+1176|0)+8|0)>>2]=+p[k+16>>3];n[((t+1176|0)+12|0)>>2]=+p[k+24>>3];n[((t+1176|0)+16|0)>>2]=+p[k+32>>3];n[((t+1176|0)+20|0)>>2]=+p[k+40>>3];n[((t+1176|0)+24|0)>>2]=+p[k+48>>3];n[((t+1176|0)+28|0)>>2]=+p[k+56>>3];n[((t+1176|0)+32|0)>>2]=+p[k+64>>3];n[((t+1176|0)+36|0)>>2]=+p[k+72>>3];n[((t+1176|0)+40|0)>>2]=+p[k+80>>3];n[((t+1176|0)+44|0)>>2]=+p[k+88>>3];n[((t+1176|0)+48|0)>>2]=+p[k+96>>3];n[((t+1176|0)+52|0)>>2]=+p[k+104>>3];n[((t+1176|0)+56|0)>>2]=+p[k+112>>3];n[((t+1176|0)+60|0)>>2]=+p[k+120>>3];f[(t+280|0)>>2]=t+1176|0;f[(t+280|0)+4>>2]=b+144|0;if(N8a(t+280|0)|0){f[(b+144|0)>>2]=f[(t+1176|0)>>2];f[b+148>>2]=f[((t+1176|0)+4|0)>>2];f[b+152>>2]=f[((t+1176|0)+8|0)>>2];f[b+156>>2]=f[((t+1176|0)+12|0)>>2];f[b+160>>2]=f[((t+1176|0)+16|0)>>2];f[b+164>>2]=f[((t+1176|0)+20|0)>>2];f[b+168>>2]=f[((t+1176|0)+24|0)>>2];f[b+172>>2]=f[((t+1176|0)+28|0)>>2];f[b+176>>2]=f[((t+1176|0)+32|0)>>2];f[b+180>>2]=f[((t+1176|0)+36|0)>>2];f[b+184>>2]=f[((t+1176|0)+40|0)>>2];f[b+188>>2]=f[((t+1176|0)+44|0)>>2];f[b+192>>2]=f[((t+1176|0)+48|0)>>2];f[b+196>>2]=f[((t+1176|0)+52|0)>>2];f[b+200>>2]=f[((t+1176|0)+56|0)>>2];f[b+204>>2]=f[((t+1176|0)+60|0)>>2];y2a(b+36|0,(f[(b+60|0)>>2]|0)+224|0);d=1}else d=0;h=f[(b+60|0)>>2]|0;i=f[h+1884>>2]|0;k=1;if(k){k=0;if((i|0)==(h+1888|0|0))l=0;else k=1}f[t+1272>>2]=b;f[t+1280>>2]=c;f[t+1296>>2]=e;f[t+1344>>2]=d;f[t+1352>>2]=l;f[t+1376>>2]=m;f[t+1392>>2]=o;f[t+1408>>2]=g;f[t+1416>>2]=q;f[t+1632>>2]=h;f[t+1640>>2]=i;f[t+1824>>2]=j;f[t+2672>>2]=r;f[t+2680>>2]=k;f[t+2688>>2]=s;f[t+2728>>2]=0;f[t+2732>>2]=0;zbb(t);l=f[t+1352>>2]|0;m=f[t+1376>>2]|0;o=f[t+1392>>2]|0;q=f[t+1416>>2]|0;r=f[t+2672>>2]|0;s=f[t+2688>>2]|0;f[t+1264>>2]=a;f[t+1272>>2]=b;f[t+1280>>2]=c;f[t+1296>>2]=e;f[t+1352>>2]=l;f[t+1376>>2]=m;f[t+1392>>2]=o;f[t+1416>>2]=q;f[t+1824>>2]=j;f[t+2672>>2]=r;f[t+2688>>2]=s;f[t+2720>>2]=0;f[t+2724>>2]=0;ybb(t);G=f[t+2720>>2]|0;D=f[t+2724>>2]|0;H=+n[t+2724>>2];f[t+2720>>2]=0;f[t+2724>>2]=0;if((G|0)==5)return}function M8a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+176|0;o=s+152|0;q=s+16|0;r=s;i=c+60|0;l=f[i>>2]|0;m=l+224|0;g=f[c+388>>2]|0;k=(f[c+392>>2]|0)-g|0;c=(k|0)/24|0;do if(!k){f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0}else{e=l+24|0;if(!(f[e>>2]|0)){f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;break}else{Adb(l,o,q);k=f[i>>2]|0;Ieb(r,k+2180|0,g,c,k+224|0,+n[o>>2],+n[q>>2],f[e>>2]|0,k+2256|0);break}}while(0);i=q+4|0;f[q>>2]=15100;j=q+56|0;f[j>>2]=15120;tEb(q+56|0,i);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(i);f[i>>2]=39692;k=q+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(i,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);c=m3a(m3a(q,197767,9)|0,197777,20)|0;c=m3a(NEb(c,+p[d>>3])|0,197798,19)|0;c=m3a(KEb(c,f[d+8>>2]|0)|0,197818,18)|0;c=m3a(KEb(c,f[d+12>>2]|0)|0,197837,22)|0;c=m3a(KEb(c,f[d+16>>2]|0)|0,197860,15)|0;c=KEb(c,f[d+20>>2]|0)|0;b[o>>0]=125;m3a(c,o,1)|0;c=m3a(q,197876,11)|0;g=c+(f[(f[c>>2]|0)+-12>>2]|0)+4|0;f[g>>2]=f[g>>2]&-261|256;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+8>>2]=17;c=m3a(KEb(c,h[m>>0]|0)|0,246325,2)|0;c=NEb(c,+p[l+256>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+264>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+272>>3])|0,197888,3)|0;c=NEb(c,+p[l+280>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+288>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+296>>3])|0,197888,3)|0;c=NEb(c,+p[l+232>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+240>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+248>>3])|0,246331,2)|0;c=NEb(c,+p[l+432>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+440>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+pAa(m))|0;b[o>>0]=93;m3a(c,o,1)|0;m3a(q,197892,18)|0;c=f[r>>2]|0;g=r+4|0;e=f[g>>2]|0;if((c|0)!=(e|0)){KEb(q,f[c>>2]|0)|0;c=c+4|0;if((c|0)!=(e|0))do{b[o>>0]=44;m3a(q,o,1)|0;KEb(q,f[c>>2]|0)|0;c=c+4|0}while((c|0)!=(e|0))}b[o>>0]=93;m3a(q,o,1)|0;l3a(a,i);f[q>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(q,39752);jDb(j);c=f[r>>2]|0;if(!c){u=s;return}e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);u=s;return}function N8a(a){a=a|0;var b=0;b=f[a>>2]|0;a=f[a+4>>2]|0;if(+n[b>>2]!=+n[a>>2]){b=1;return b|0}if(+n[b+4>>2]!=+n[a+4>>2]){b=1;return b|0}if(+n[b+8>>2]!=+n[a+8>>2]){b=1;return b|0}if(+n[b+12>>2]!=+n[a+12>>2]){b=1;return b|0}if(+n[b+16>>2]!=+n[a+16>>2]){b=1;return b|0}if(+n[b+20>>2]!=+n[a+20>>2]){b=1;return b|0}if(+n[b+24>>2]!=+n[a+24>>2]){b=1;return b|0}if(+n[b+28>>2]!=+n[a+28>>2]){b=1;return b|0}if(+n[b+32>>2]!=+n[a+32>>2]){b=1;return b|0}if(+n[b+36>>2]!=+n[a+36>>2]){b=1;return b|0}if(+n[b+40>>2]!=+n[a+40>>2]){b=1;return b|0}if(+n[b+44>>2]!=+n[a+44>>2]){b=1;return b|0}if(+n[b+48>>2]!=+n[a+48>>2]){b=1;return b|0}if(+n[b+52>>2]!=+n[a+52>>2]){b=1;return b|0}if(+n[b+56>>2]!=+n[a+56>>2]){b=1;return b|0}b=+n[b+60>>2]!=+n[a+60>>2];return b|0}function O8a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0;m=+p[a+344>>3];q=+p[a+352>>3];r=+p[a+360>>3];s=+L(+(m*m+(q*q+r*r)));p[d>>3]=m/s;n=d+8|0;p[n>>3]=q/s;o=d+16|0;p[o>>3]=r/s;t=a+230|0;if((j[t>>1]|j[t+2>>1]<<16)&32768|0){m=+p[b>>3];r=+p[b+24>>3];if(m<=r){l=+p[b+8>>3];s=+p[b+32>>3];if(l<=s){k=+p[b+16>>3];q=+p[b+40>>3];if(k<=q){p[c>>3]=m;b=c+8|0;p[b>>3]=l;a=c+16|0;p[a>>3]=k;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3];i=f*l+e*k;h=g*m+i;i=g*r+i;if(i<h){p[c>>3]=r;p[b>>3]=l;p[a>>3]=k;h=i;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}i=g*m+(f*s+e*k);if(i<h){p[c>>3]=m;p[b>>3]=s;p[a>>3]=k;h=i;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}i=g*r+(f*s+e*k);if(i<h){p[c>>3]=r;p[b>>3]=s;p[a>>3]=k;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else i=h;h=g*m+(f*l+e*q);if(h<i){p[c>>3]=m;p[b>>3]=l;p[a>>3]=q;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else h=i;i=g*r+(f*l+e*q);if(i<h){p[c>>3]=r;p[b>>3]=l;p[a>>3]=q;e=+p[o>>3];g=+p[d>>3];f=+p[n>>3]}else i=h;h=g*m+(f*s+e*q);if(h<i){p[c>>3]=m;p[b>>3]=s;p[a>>3]=q;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else h=i;if(!(g*r+(f*s+e*q)<h))return;p[c>>3]=r;p[b>>3]=s;p[a>>3]=q;return}}}}p[c>>3]=+p[a+320>>3];p[c+8>>3]=+p[a+328>>3];p[c+16>>3]=+p[a+336>>3];return}function P8a(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0.0,z=0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0;N=u;u=u+2048|0;F=N+1296|0;G=N+1272|0;I=N+520|0;J=N+392|0;K=N+264|0;M=N;h=a+230|0;i=j[h>>1]|j[h+2>>1]<<16;if(!(i&2048)){M=0;u=N;return M|0}l=+p[c>>3];k=c+24|0;m=+p[k>>3];if(l<=m){z=c+8|0;o=+p[z>>3];A=c+32|0;q=+p[A>>3];if(o<=q){C=c+16|0;r=+p[C>>3];D=c+40|0;s=+p[D>>3];if(r<=s){H=a+60|0;E=f[H>>2]|0;x=f[E+1908>>2]|0;if(!(i&8192))if(+p[x+952>>3]==l)if(+p[x+960>>3]==o)if(+p[x+968>>3]==r)if(+p[x+976>>3]==m)if(+p[x+984>>3]==q)if(+p[x+992>>3]==s){M=0;u=N;return M|0}p[x+952>>3]=l;p[x+960>>3]=+p[z>>3];p[x+968>>3]=+p[C>>3];p[x+976>>3]=+p[k>>3];p[x+984>>3]=+p[A>>3];p[x+992>>3]=+p[D>>3];x=(j[h>>1]|j[h+2>>1]<<16)&-8193;d[h>>1]=x;d[h+2>>1]=x>>>16;t=+p[k>>3];B=+p[c>>3]*.5+t*.5;p[F>>3]=B;r=+p[A>>3];y=+p[z>>3]*.5+r*.5;p[F+8>>3]=y;s=+p[D>>3];w=+p[C>>3]*.5+s*.5;p[F+16>>3]=w;t=t-B;r=r-y;s=s-w;s=+L(+(t*t+(r*r+s*s)));r=+n[E+3720>>2]*+(((f[E+3716>>2]|0)+-1|0)>>>0);x=a+368|0;r=s+s*(r/(+((f[x>>2]|0)>>>0)-r));s=r*2.0;t=+p[g+8>>3];v=+p[g+16>>3];if(!(t*t+v*v+0.0>=.001)){l=+p[g>>3];m=l;o=0.0;q=-v}else{m=-t;o=v;q=0.0;l=+p[g>>3]}p[G>>3]=q;p[G+8>>3]=o;p[G+16>>3]=m;p[J>>3]=B+l;p[J+8>>3]=y+t;p[J+16>>3]=w+v;aAa(I,1,J,F,G,s,s,1.0/r);c=f[(f[H>>2]|0)+1908>>2]|0;b[c+1e3>>0]=b[I>>0]|0;p[c+1008>>3]=+p[I+8>>3];p[c+1016>>3]=+p[I+16>>3];p[c+1024>>3]=+p[I+24>>3];p[c+1032>>3]=+p[I+32>>3];p[c+1040>>3]=+p[I+40>>3];p[c+1048>>3]=+p[I+48>>3];p[c+1056>>3]=+p[I+56>>3];p[c+1064>>3]=+p[I+64>>3];p[c+1072>>3]=+p[I+72>>3];p[c+1080>>3]=+p[I+80>>3];p[c+1088>>3]=+p[I+88>>3];p[c+1096>>3]=+p[I+96>>3];p[c+1104>>3]=+p[I+104>>3];p[c+1112>>3]=+p[I+112>>3];p[c+1120>>3]=+p[I+120>>3];p[c+1128>>3]=+p[I+128>>3];p[c+1136>>3]=+p[I+136>>3];p[c+1144>>3]=+p[I+144>>3];p[c+1152>>3]=+p[I+152>>3];p[c+1160>>3]=+p[I+160>>3];p[c+1168>>3]=+p[I+168>>3];p[c+1176>>3]=+p[I+176>>3];p[c+1184>>3]=+p[I+184>>3];p[c+1192>>3]=+p[I+192>>3];p[c+1200>>3]=+p[I+200>>3];h=c+1208|0;i=I+208|0;k=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(k|0));p[c+1248>>3]=+p[I+248>>3];p[c+1256>>3]=+p[I+256>>3];p[c+1264>>3]=+p[I+264>>3];p[c+1272>>3]=+p[I+272>>3];p[c+1280>>3]=+p[I+280>>3];p[c+1288>>3]=+p[I+288>>3];p[c+1296>>3]=+p[I+296>>3];p[c+1304>>3]=+p[I+304>>3];p[c+1312>>3]=+p[I+312>>3];p[c+1320>>3]=+p[I+320>>3];p[c+1328>>3]=+p[I+328>>3];p[c+1336>>3]=+p[I+336>>3];p[c+1344>>3]=+p[I+344>>3];p[c+1352>>3]=+p[I+352>>3];p[c+1360>>3]=+p[I+360>>3];p[c+1368>>3]=+p[I+368>>3];f[c+1376>>2]=f[I+376>>2];f[c+1380>>2]=f[I+380>>2];f[c+1384>>2]=f[I+384>>2];f[c+1388>>2]=f[I+388>>2];f[c+1392>>2]=f[I+392>>2];f[c+1396>>2]=f[I+396>>2];f[c+1400>>2]=f[I+400>>2];f[c+1404>>2]=f[I+404>>2];f[c+1408>>2]=f[I+408>>2];f[c+1412>>2]=f[I+412>>2];f[c+1416>>2]=f[I+416>>2];f[c+1420>>2]=f[I+420>>2];f[c+1424>>2]=f[I+424>>2];f[c+1428>>2]=f[I+428>>2];f[c+1432>>2]=f[I+432>>2];f[c+1436>>2]=f[I+436>>2];p[c+1440>>3]=+p[I+440>>3];p[c+1448>>3]=+p[I+448>>3];p[c+1456>>3]=+p[I+456>>3];p[c+1464>>3]=+p[I+464>>3];p[c+1472>>3]=+p[I+472>>3];p[c+1480>>3]=+p[I+480>>3];p[c+1488>>3]=+p[I+488>>3];p[c+1496>>3]=+p[I+496>>3];p[c+1504>>3]=+p[I+504>>3];p[c+1512>>3]=+p[I+512>>3];p[c+1520>>3]=+p[I+520>>3];p[c+1528>>3]=+p[I+528>>3];p[c+1536>>3]=+p[I+536>>3];p[c+1544>>3]=+p[I+544>>3];p[c+1552>>3]=+p[I+552>>3];p[c+1560>>3]=+p[I+560>>3];p[c+1568>>3]=+p[I+568>>3];p[c+1576>>3]=+p[I+576>>3];p[c+1584>>3]=+p[I+584>>3];p[c+1592>>3]=+p[I+592>>3];p[c+1600>>3]=+p[I+600>>3];p[c+1608>>3]=+p[I+608>>3];p[c+1616>>3]=+p[I+616>>3];p[c+1624>>3]=+p[I+624>>3];p[c+1632>>3]=+p[I+632>>3];p[c+1640>>3]=+p[I+640>>3];p[c+1648>>3]=+p[I+648>>3];p[c+1656>>3]=+p[I+656>>3];p[c+1664>>3]=+p[I+664>>3];p[c+1672>>3]=+p[I+672>>3];p[c+1680>>3]=+p[I+680>>3];p[c+1688>>3]=+p[I+688>>3];f[c+1696>>2]=f[I+696>>2];f[c+1700>>2]=f[I+700>>2];f[c+1704>>2]=f[I+704>>2];f[c+1708>>2]=f[I+708>>2];f[c+1712>>2]=f[I+712>>2];f[c+1716>>2]=f[I+716>>2];f[c+1720>>2]=f[I+720>>2];f[c+1724>>2]=f[I+724>>2];f[c+1728>>2]=f[I+728>>2];G=c+1732|0;F=I+732|0;f[G>>2]=f[F>>2];f[G+4>>2]=f[F+4>>2];f[G+8>>2]=f[F+8>>2];b[G+12>>0]=b[F+12>>0]|0;G=f[x>>2]|0;I=JAa(I,G,G)|0;p[J>>3]=+p[I>>3];p[J+8>>3]=+p[I+8>>3];v=+p[I+16>>3];p[J+16>>3]=v;p[J+24>>3]=+p[I+24>>3];p[J+32>>3]=+p[I+32>>3];p[J+40>>3]=+p[I+40>>3];w=+p[I+48>>3];p[J+48>>3]=w;p[J+56>>3]=+p[I+56>>3];p[J+64>>3]=+p[I+64>>3];p[J+72>>3]=+p[I+72>>3];B=+p[I+80>>3];p[J+80>>3]=B;p[J+88>>3]=+p[I+88>>3];p[J+96>>3]=+p[I+96>>3];p[J+104>>3]=+p[I+104>>3];y=+p[I+112>>3];p[J+112>>3]=y;p[J+120>>3]=+p[I+120>>3];B=v*+p[e>>3]+w*+p[e+8>>3]+(y+B*+p[e+16>>3]);p[K>>3]=1.0;I=K+8|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;f[I+24>>2]=0;f[I+28>>2]=0;p[K+40>>3]=1.0;I=K+48|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;f[I+24>>2]=0;f[I+28>>2]=0;p[K+80>>3]=1.0;I=K+88|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;p[K+120>>3]=1.0;p[K+112>>3]=B;LAa(J,M);f[M+128>>2]=K;J=M+136|0;T8a(J,M)|0;K=f[(f[H>>2]|0)+1908>>2]|0;n[K+1752>>2]=+p[J>>3];n[K+1756>>2]=+p[M+144>>3];n[K+1760>>2]=+p[M+152>>3];n[K+1764>>2]=+p[M+160>>3];n[K+1768>>2]=+p[M+168>>3];n[K+1772>>2]=+p[M+176>>3];n[K+1776>>2]=+p[M+184>>3];n[K+1780>>2]=+p[M+192>>3];n[K+1784>>2]=+p[M+200>>3];n[K+1788>>2]=+p[M+208>>3];n[K+1792>>2]=+p[M+216>>3];n[K+1796>>2]=+p[M+224>>3];n[K+1800>>2]=+p[M+232>>3];n[K+1804>>2]=+p[M+240>>3];n[K+1808>>2]=+p[M+248>>3];n[K+1812>>2]=+p[M+256>>3];M=1;u=N;return M|0}}}eAa(F);VQ((f[(f[a+60>>2]|0)+1908>>2]|0)+1e3|0,F)|0;M=1;u=N;return M|0}function Q8a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0;i=u;u=u+192|0;h=i;switch(b[a+380>>0]|0){case 0:{f[e>>2]=f[a+372>>2];f[g>>2]=f[a+376>>2];u=i;return}case 1:{q=+p[c>>3];v=+p[c+8>>3];r=+p[c+16>>3];p[h>>3]=q;p[h+8>>3]=v;p[h+16>>3]=r;t=+p[c+24>>3];p[h+24>>3]=t;p[h+32>>3]=v;p[h+40>>3]=r;s=+p[c+32>>3];p[h+48>>3]=q;p[h+56>>3]=s;p[h+64>>3]=r;p[h+72>>3]=t;p[h+80>>3]=s;p[h+88>>3]=r;o=+p[c+40>>3];p[h+96>>3]=q;p[h+104>>3]=v;p[h+112>>3]=o;p[h+120>>3]=t;p[h+128>>3]=v;p[h+136>>3]=o;p[h+144>>3]=q;p[h+152>>3]=s;p[h+160>>3]=o;p[h+168>>3]=t;p[h+176>>3]=s;p[h+184>>3]=o;o=+p[d>>3];m=+p[d+8>>3];l=+p[d+16>>3];k=+p[d+24>>3];q=q*o;v=v*m;r=r*l+k;j=q+v+r;j=j>0.0?j:0.0;t=t*o;v=t+v+r;j=j<v?v:j;s=s*m;v=q+s+r;j=j<v?v:j;r=t+s+r;j=j<r?r:j;q=q+ +p[h+104>>3]*m+(+p[h+112>>3]*l+k);j=j<q?q:j;q=+p[h+120>>3]*o+ +p[h+128>>3]*m+(+p[h+136>>3]*l+k);j=j<q?q:j;q=+p[h+144>>3]*o+ +p[h+152>>3]*m+(+p[h+160>>3]*l+k);j=j<q?q:j;k=+p[h+168>>3]*o+ +p[h+176>>3]*m+(+p[h+184>>3]*l+k);j=j<k?k:j;n[e>>2]=j*+n[a+372>>2];n[g>>2]=j*+n[a+376>>2];u=i;return}default:{u=i;return}}}function R8a(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;i=n;m=f[a>>2]|0;l=m+226|0;a:do switch(b[l>>0]|0){case 1:{k=f[m+60>>2]|0;qgb(k+2548|0,f[a+4>>2]|0,f[a+8>>2]|0,f[a+12>>2]|0,k+2256|0,(b[f[a+16>>2]>>0]|0)!=0);break}case 2:{k=f[m+60>>2]|0;$fb(k+3100|0,f[a+4>>2]|0,32,16,f[a+12>>2]|0,k+2256|0,(b[f[a+16>>2]>>0]|0)!=0,k+3728|0,k+224|0);break}case 3:{k=m+60|0;c=f[k>>2]|0;g=c+77|0;d=(b[f[a+20>>2]>>0]|0)!=0;if(!((h[g>>0]|h[g+1>>0]<<8)&128)){if(d){ehb(c+3264|0,f[a+4>>2]|0,f[a+8>>2]|0);break a}g=b[259204]|0;Fwb(258928,1)|0;e=(f[k>>2]|0)+3452|0;c=f[f[a+4>>2]>>2]|0;if(!c)c=0;else{d=f[c+4>>2]|0;if((f[c+8>>2]|0)==(d|0))c=0;else c=f[d+8>>2]|0}Dfb(e,c);Fwb(258928,g<<24>>24!=0)|0;break a}if(d){e=b[259204]|0;Fwb(258928,1)|0;g=(f[k>>2]|0)+3452|0;c=f[f[a+8>>2]>>2]|0;if(!c)c=0;else{d=f[c+4>>2]|0;if((f[c+8>>2]|0)==(d|0))c=0;else c=f[d+8>>2]|0}Dfb(g,c);Fwb(258928,e<<24>>24!=0)|0;c=f[k>>2]|0}g=f[a+4>>2]|0;f[i>>2]=0;k=i+4|0;f[k>>2]=0;qgb(c+2824|0,g,i,f[a+12>>2]|0,c+2256|0,(b[f[a+16>>2]>>0]|0)!=0);c=f[k>>2]|0;if(c|0)iOb(c);break}default:Bfb((f[m+60>>2]|0)+2224|0,f[a+4>>2]|0,f[a+8>>2]|0)}while(0);e=m+230|0;if((j[e>>1]|j[e+2>>1]<<16)&16|0)if(b[f[a+24>>2]>>0]|0){k=f[m+60>>2]|0;i=(b[l>>0]|0)==2;ffb(k+2336|0,f[a+4>>2]|0,i,0,k+224|0,i?32:48,k+2256|0)}if((b[l>>0]|0)==2){u=n;return}c=j[e>>1]|j[e+2>>1]<<16;if(c&32)if(b[f[a+28>>2]>>0]|0){c=f[m+60>>2]|0;if(!(b[f[a+24>>2]>>0]|0))d=b[f[a+32>>2]>>0]|0?16:0;else d=16;Xfb(c+3284|0,f[a+4>>2]|0,c+224|0,d,c+2256|0);c=j[e>>1]|j[e+2>>1]<<16}c=c>>>8&3;if(!(c<<24>>24)){u=n;return}if(!(b[f[a+24>>2]>>0]|0))if(!(b[f[a+28>>2]>>0]|0)){u=n;return}m=f[m+60>>2]|0;Ffb(m+3728|0,c,f[f[a+4>>2]>>2]|0,f[f[a+8>>2]>>2]|0,m+224|0,0);u=n;return}function S8a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0;q=u;u=u+96|0;e=q+72|0;k=q;l=f[a>>2]|0;m=l+60|0;ieb((f[m>>2]|0)+1916|0);if(b[f[a+4>>2]>>0]|0){g=f[m>>2]|0;c=f[(f[g+1912>>2]|0)+864>>2]|0;if(c|0){d=f[c+4>>2]|0;if((f[c+8>>2]|0)!=(d|0)){c=f[d+8>>2]|0;if(c|0){i=f[a+8>>2]|0;n[e>>2]=+p[i>>3];n[e+4>>2]=+p[i+8>>3];n[e+8>>2]=+p[i+16>>3];Agb(g+4216|0,e,+p[f[a+12>>2]>>3],c,g+2256|0)}}}}e=a+16|0;Lqb((f[m>>2]|0)+1976|0,f[e>>2]|0,0);g=l+230|0;if((j[g>>1]|j[g+2>>1]<<16)&2048|0)if((b[l+226>>0]|0)!=2){i=f[m>>2]|0;if((f[i+1896>>2]|0)==(f[i+1900>>2]|0))if(!(sSa(f[l+64>>2]|0)|0)){h=f[m>>2]|0;i=f[h+1908>>2]|0;c=f[i+864>>2]|0;if(c|0){d=f[c+4>>2]|0;if((f[c+8>>2]|0)!=(d|0)){c=f[d+8>>2]|0;if(c|0){f[k>>2]=f[e>>2];f[k+4>>2]=i+1752;i=k+8|0;gma(i,k)|0;Igb(h+3624|0,c,i,(b[f[a+20>>2]>>0]|0)!=0)}}}}}if(!((j[g>>1]|j[g+2>>1]<<16)&64))o=18;else if(qfb((f[m>>2]|0)+3472|0)|0)o=18;else if((b[l+226>>0]|0)==2)o=18;else{h=f[64773]|0;i=f[64775]|0;k=f[64774]|0;l=f[64776]|0;g=b[259204]|0;Fwb(258928,1)|0;pwb(258928,1,771)|0;a=a+24|0;Dfb((f[m>>2]|0)+3452|0,f[f[a>>2]>>2]|0);pwb(258928,1,1)|0;e=f[m>>2]|0;tfb(e+3472|0,f[a>>2]|0,e+2256|0);Fhb(f[a>>2]|0);Fwb(258928,g<<24>>24!=0)|0;owb(258928,h,i,k,l)|0}if((o|0)==18)R8a(f[a+28>>2]|0);c=f[m>>2]|0;d=f[c+1896>>2]|0;if((d|0)==(f[c+1900>>2]|0)){u=q;return}xfb(c+3556|0,f[(f[(f[d+24>>2]|0)+4>>2]|0)+8>>2]|0,f[(f[(f[d+144>>2]|0)+4>>2]|0)+8>>2]|0);u=q;return}function T8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;h=b+128|0;r=f[h>>2]|0;u=b+32|0;t=b+64|0;s=b+96|0;p[a>>3]=+p[b>>3]*+p[r>>3]+ +p[u>>3]*+p[r+8>>3]+ +p[t>>3]*+p[r+16>>3]+ +p[s>>3]*+p[r+24>>3];r=f[h>>2]|0;q=b+8|0;o=b+40|0;n=b+72|0;m=b+104|0;p[a+8>>3]=+p[q>>3]*+p[r>>3]+ +p[o>>3]*+p[r+8>>3]+ +p[n>>3]*+p[r+16>>3]+ +p[m>>3]*+p[r+24>>3];r=f[h>>2]|0;l=b+16|0;k=b+48|0;j=b+80|0;i=b+112|0;p[a+16>>3]=+p[l>>3]*+p[r>>3]+ +p[k>>3]*+p[r+8>>3]+ +p[j>>3]*+p[r+16>>3]+ +p[i>>3]*+p[r+24>>3];r=f[h>>2]|0;g=b+24|0;e=b+56|0;d=b+88|0;c=b+120|0;p[a+24>>3]=+p[g>>3]*+p[r>>3]+ +p[e>>3]*+p[r+8>>3]+ +p[d>>3]*+p[r+16>>3]+ +p[c>>3]*+p[r+24>>3];r=f[h>>2]|0;p[a+32>>3]=+p[b>>3]*+p[r+32>>3]+ +p[u>>3]*+p[r+40>>3]+ +p[t>>3]*+p[r+48>>3]+ +p[s>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+40>>3]=+p[q>>3]*+p[r+32>>3]+ +p[o>>3]*+p[r+40>>3]+ +p[n>>3]*+p[r+48>>3]+ +p[m>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+48>>3]=+p[l>>3]*+p[r+32>>3]+ +p[k>>3]*+p[r+40>>3]+ +p[j>>3]*+p[r+48>>3]+ +p[i>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+56>>3]=+p[g>>3]*+p[r+32>>3]+ +p[e>>3]*+p[r+40>>3]+ +p[d>>3]*+p[r+48>>3]+ +p[c>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+64>>3]=+p[b>>3]*+p[r+64>>3]+ +p[u>>3]*+p[r+72>>3]+ +p[t>>3]*+p[r+80>>3]+ +p[s>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+72>>3]=+p[q>>3]*+p[r+64>>3]+ +p[o>>3]*+p[r+72>>3]+ +p[n>>3]*+p[r+80>>3]+ +p[m>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+80>>3]=+p[l>>3]*+p[r+64>>3]+ +p[k>>3]*+p[r+72>>3]+ +p[j>>3]*+p[r+80>>3]+ +p[i>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+88>>3]=+p[g>>3]*+p[r+64>>3]+ +p[e>>3]*+p[r+72>>3]+ +p[d>>3]*+p[r+80>>3]+ +p[c>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+96>>3]=+p[b>>3]*+p[r+96>>3]+ +p[u>>3]*+p[r+104>>3]+ +p[t>>3]*+p[r+112>>3]+ +p[s>>3]*+p[r+120>>3];b=f[h>>2]|0;p[a+104>>3]=+p[q>>3]*+p[b+96>>3]+ +p[o>>3]*+p[b+104>>3]+ +p[n>>3]*+p[b+112>>3]+ +p[m>>3]*+p[b+120>>3];b=f[h>>2]|0;p[a+112>>3]=+p[l>>3]*+p[b+96>>3]+ +p[k>>3]*+p[b+104>>3]+ +p[j>>3]*+p[b+112>>3]+ +p[i>>3]*+p[b+120>>3];b=f[h>>2]|0;p[a+120>>3]=+p[g>>3]*+p[b+96>>3]+ +p[e>>3]*+p[b+104>>3]+ +p[d>>3]*+p[b+112>>3]+ +p[c>>3]*+p[b+120>>3];return a|0}function U8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+60|0;Phb((f[g>>2]|0)+1048|0,c,d,e);h=a+230|0;if(!((j[h>>1]|j[h+2>>1]<<16)&2048))return;if((b[a+226>>0]|0)==2)return;h=f[g>>2]|0;if((f[h+1896>>2]|0)!=(f[h+1900>>2]|0))return;if(sSa(f[a+64>>2]|0)|0)return;Phb(f[(f[g>>2]|0)+1908>>2]|0,c,d,e);return}function V8a(a){a=a|0;a=a+60|0;vib((f[a>>2]|0)+1048|0);ldb(f[a>>2]|0);return}function W8a(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,k=0,l=0;l=u;u=u+752|0;i=l;k=a+230|0;c=(j[k>>1]|j[k+2>>1]<<16)&-655361;d[k>>1]=c;d[k+2>>1]=c>>>16;eAa(i);c=j[k>>1]|j[k+2>>1]<<16;if(!(c&655360)){c=f[a+60>>2]|0;b[c+224>>0]=b[i>>0]|0;p[c+232>>3]=+p[i+8>>3];p[c+240>>3]=+p[i+16>>3];p[c+248>>3]=+p[i+24>>3];p[c+256>>3]=+p[i+32>>3];p[c+264>>3]=+p[i+40>>3];p[c+272>>3]=+p[i+48>>3];p[c+280>>3]=+p[i+56>>3];p[c+288>>3]=+p[i+64>>3];p[c+296>>3]=+p[i+72>>3];p[c+304>>3]=+p[i+80>>3];p[c+312>>3]=+p[i+88>>3];p[c+320>>3]=+p[i+96>>3];p[c+328>>3]=+p[i+104>>3];p[c+336>>3]=+p[i+112>>3];p[c+344>>3]=+p[i+120>>3];p[c+352>>3]=+p[i+128>>3];p[c+360>>3]=+p[i+136>>3];p[c+368>>3]=+p[i+144>>3];p[c+376>>3]=+p[i+152>>3];p[c+384>>3]=+p[i+160>>3];p[c+392>>3]=+p[i+168>>3];p[c+400>>3]=+p[i+176>>3];p[c+408>>3]=+p[i+184>>3];p[c+416>>3]=+p[i+192>>3];p[c+424>>3]=+p[i+200>>3];e=c+432|0;g=i+208|0;h=e+40|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));p[c+472>>3]=+p[i+248>>3];p[c+480>>3]=+p[i+256>>3];p[c+488>>3]=+p[i+264>>3];p[c+496>>3]=+p[i+272>>3];p[c+504>>3]=+p[i+280>>3];p[c+512>>3]=+p[i+288>>3];p[c+520>>3]=+p[i+296>>3];p[c+528>>3]=+p[i+304>>3];p[c+536>>3]=+p[i+312>>3];p[c+544>>3]=+p[i+320>>3];p[c+552>>3]=+p[i+328>>3];p[c+560>>3]=+p[i+336>>3];p[c+568>>3]=+p[i+344>>3];p[c+576>>3]=+p[i+352>>3];p[c+584>>3]=+p[i+360>>3];p[c+592>>3]=+p[i+368>>3];f[c+600>>2]=f[i+376>>2];f[c+604>>2]=f[i+380>>2];f[c+608>>2]=f[i+384>>2];f[c+612>>2]=f[i+388>>2];f[c+616>>2]=f[i+392>>2];f[c+620>>2]=f[i+396>>2];f[c+624>>2]=f[i+400>>2];f[c+628>>2]=f[i+404>>2];f[c+632>>2]=f[i+408>>2];f[c+636>>2]=f[i+412>>2];f[c+640>>2]=f[i+416>>2];f[c+644>>2]=f[i+420>>2];f[c+648>>2]=f[i+424>>2];f[c+652>>2]=f[i+428>>2];f[c+656>>2]=f[i+432>>2];f[c+660>>2]=f[i+436>>2];p[c+664>>3]=+p[i+440>>3];p[c+672>>3]=+p[i+448>>3];p[c+680>>3]=+p[i+456>>3];p[c+688>>3]=+p[i+464>>3];p[c+696>>3]=+p[i+472>>3];p[c+704>>3]=+p[i+480>>3];p[c+712>>3]=+p[i+488>>3];p[c+720>>3]=+p[i+496>>3];p[c+728>>3]=+p[i+504>>3];p[c+736>>3]=+p[i+512>>3];p[c+744>>3]=+p[i+520>>3];p[c+752>>3]=+p[i+528>>3];p[c+760>>3]=+p[i+536>>3];p[c+768>>3]=+p[i+544>>3];p[c+776>>3]=+p[i+552>>3];p[c+784>>3]=+p[i+560>>3];p[c+792>>3]=+p[i+568>>3];p[c+800>>3]=+p[i+576>>3];p[c+808>>3]=+p[i+584>>3];p[c+816>>3]=+p[i+592>>3];p[c+824>>3]=+p[i+600>>3];p[c+832>>3]=+p[i+608>>3];p[c+840>>3]=+p[i+616>>3];p[c+848>>3]=+p[i+624>>3];p[c+856>>3]=+p[i+632>>3];p[c+864>>3]=+p[i+640>>3];p[c+872>>3]=+p[i+648>>3];p[c+880>>3]=+p[i+656>>3];p[c+888>>3]=+p[i+664>>3];p[c+896>>3]=+p[i+672>>3];p[c+904>>3]=+p[i+680>>3];p[c+912>>3]=+p[i+688>>3];f[c+920>>2]=f[i+696>>2];f[c+924>>2]=f[i+700>>2];f[c+928>>2]=f[i+704>>2];f[c+932>>2]=f[i+708>>2];f[c+936>>2]=f[i+712>>2];f[c+940>>2]=f[i+716>>2];f[c+944>>2]=f[i+720>>2];f[c+948>>2]=f[i+724>>2];f[c+952>>2]=f[i+728>>2];c=c+956|0;i=i+732|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];b[c+12>>0]=b[i+12>>0]|0;c=j[k>>1]|j[k+2>>1]<<16}c=c|24576;d[k>>1]=c;d[k+2>>1]=c>>>16;c=f[a+72>>2]|0;if(!c){u=l;return}gh[f[(f[c>>2]|0)+116>>2]&2047](c);u=l;return}function X8a(a,b,c){a=a|0;b=b|0;c=c|0;if(!c){bR((f[a+60>>2]|0)+224|0,b)|0;c=a+230|0;b=j[c>>1]|j[c+2>>1]<<16|131072;d[c>>1]=b;d[c+2>>1]=b>>>16;return}c=a+230|0;if((j[c>>1]|j[c+2>>1]<<16)&655360|0)return;bR((f[a+60>>2]|0)+224|0,b)|0;return}function Y8a(a){a=a|0;var b=0,c=0;b=a+230|0;c=j[b>>1]|j[b+2>>1]<<16|24576;d[b>>1]=c;d[b+2>>1]=c>>>16;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function Z8a(a){a=a|0;if((b[a+226>>0]|0)==3){a=1;return a|0}if((b[a+229>>0]|0)!=1){a=0;return a|0}if(!(Yub()|0)){a=0;return a|0}a=avb()|0;return a|0}function _8a(a){a=a|0;a=f[a+60>>2]|0;return (f[a+1896>>2]|0)!=(f[a+1900>>2]|0)|0}function $8a(a,b){a=a|0;b=b|0;a=a+230|0;b=b&1;b=b<<14|b<<13|(j[a>>1]|j[a+2>>1]<<16)&-24577;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function a9a(a){a=a|0;return (f[a+60>>2]|0)+224|0}function b9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-524289|(b&1)<<19;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function c9a(a,b){a=a|0;b=b|0;b=f[b>>2]|0;if((f[a+236>>2]|0)==(b|0))return 1;if((f[a+244>>2]|0)==(b|0))return 1;if((f[a+252>>2]|0)==(b|0))return 1;if((f[a+260>>2]|0)==(b|0))return 1;if((f[a+268>>2]|0)==(b|0))return 1;else return (f[a+276>>2]|0)==(b|0)|0;return 0}function d9a(a,b){a=a|0;b=b|0;$bb((f[a+60>>2]|0)+1372|0,b);return}function e9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=f9a(b+1028|0,c)|0;f[a>>2]=0;g=a+4|0;f[g>>2]=0;h=e+4|0;b=f[h>>2]|0;do if(!b)f[g>>2]=0;else{b=kOb(b)|0;f[g>>2]=b;if(b|0){d=f[e>>2]|0;f[a>>2]=d;if(!d){iOb(b);break}else{u=j;return}}}while(0);vIa(i,c);b=f[i>>2]|0;c=i+4|0;d=f[c>>2]|0;if(d|0)hOb(d);f[e>>2]=b;b=f[h>>2]|0;f[h>>2]=d;if(b|0)jOb(b);f[a>>2]=f[i>>2];f[g>>2]=f[c>>2];u=j;return}function f9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;v=f[c>>2]|0;i=f[c+4>>2]|0;t=i;u=v;if((v|0)==(i|0))w=0;else{c=0;e=v;do{c=(c<<6)+-1640531527+(c>>>2)+(h[e>>0]|0)^c;e=e+1|0}while((e|0)!=(i|0));w=c}r=a+4|0;e=f[r>>2]|0;s=(e|0)==0;a:do if(s)d=0;else{m=e+-1|0;i=(m&e|0)==0;if(i)p=m&w;else if(w>>>0<e>>>0)p=w;else p=(w>>>0)%(e>>>0)|0;c=f[(f[a>>2]|0)+(p<<2)>>2]|0;if(!c)d=p;else{c=f[c>>2]|0;if(!c)d=p;else{o=t-u|0;if(i){b:while(1){l=f[c+4>>2]|0;if(!((l|0)==(w|0)|(l&m|0)==(p|0))){d=p;break a}z=f[c+12>>2]|0;k=f[c+8>>2]|0;i=k;l=z;c:do if((z-k|0)==(o|0)){if((i|0)==(l|0)){y=45;break b}else k=v;while(1){if((b[i>>0]|0)!=(b[k>>0]|0))break c;i=i+1|0;if((i|0)==(l|0)){y=45;break b}else k=k+1|0}}while(0);c=f[c>>2]|0;if(!c){d=p;break a}}if((y|0)==45){z=c+20|0;return z|0}}else q=c;d:while(1){c=f[q+4>>2]|0;if((c|0)!=(w|0)){if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(p|0)){d=p;break a}}m=f[q+12>>2]|0;z=f[q+8>>2]|0;c=z;k=m;e:do if((m-z|0)==(o|0)){if((c|0)==(k|0)){c=q;y=45;break d}else i=v;while(1){if((b[c>>0]|0)!=(b[i>>0]|0))break e;c=c+1|0;if((c|0)==(k|0)){c=q;y=45;break d}else i=i+1|0}}while(0);q=f[q>>2]|0;if(!q){d=p;break a}}if((y|0)==45){z=c+20|0;return z|0}}}}while(0);m=pOb(28)|0;i=m+8|0;f[i>>2]=0;k=m+12|0;f[k>>2]=0;l=m+16|0;f[l>>2]=0;c=t-u|0;do if(c|0)if((c|0)<0)AMb(i);else{u=pOb(c)|0;f[k>>2]=u;f[i>>2]=u;z=u+c|0;f[l>>2]=z;bQb(u|0,v|0,c|0)|0;f[k>>2]=z;break}while(0);f[m+20>>2]=0;f[m+24>>2]=0;f[m+4>>2]=w;f[m>>2]=0;i=a+12|0;j=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(s|g*+(e>>>0)<j){d=e<<1|(e>>>0<3|(e+-1&e|0)!=0)&1;c=~~+W(+(j/g))>>>0;g9a(a,d>>>0<c>>>0?c:d);d=f[r>>2]|0;c=d+-1|0;if(!(c&d)){e=d;d=c&w;break}if(w>>>0<d>>>0){e=d;d=w}else{e=d;d=(w>>>0)%(d>>>0)|0}}while(0);d=(f[a>>2]|0)+(d<<2)|0;c=f[d>>2]|0;if(!c){z=a+8|0;f[m>>2]=f[z>>2];f[z>>2]=m;f[d>>2]=z;d=f[m>>2]|0;if(d|0){d=f[d+4>>2]|0;c=e+-1|0;if(!(c&e))d=d&c;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;x=(f[a>>2]|0)+(d<<2)|0;y=43}}else{f[m>>2]=f[c>>2];x=c;y=43}if((y|0)==43)f[x>>2]=m;f[i>>2]=(f[i>>2]|0)+1;z=m;z=z+20|0;return z|0}function g9a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){h9a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;h9a(a,b);return}function h9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=a+4|0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[e>>2]=0;return}if(c>>>0>1073741823)vd();r=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=r;if(d|0)sOb(d);f[e>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;q=c+-1|0;r=(q&c|0)==0;if(r)d=d&q;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{h=i;g=e;e=i}a:while(1){p=e;b:while(1){c:do if(r){e=g;while(1){o=f[e+4>>2]&q;if((o|0)==(d|0))break c;g=(f[a>>2]|0)+(o<<2)|0;if(!(f[g>>2]|0)){d=o;break b}i=f[e>>2]|0;d:do if(!i)g=e;else{l=f[e+12>>2]|0;m=f[e+8>>2]|0;n=l-m|0;if((m|0)==(l|0)){g=e;while(1){if((n|0)!=((f[i+12>>2]|0)-(f[i+8>>2]|0)|0))break d;g=f[i>>2]|0;if(!g){g=i;break d}else{m=i;i=g;g=m}}}else g=e;while(1){j=f[i+8>>2]|0;if((n|0)!=((f[i+12>>2]|0)-j|0))break d;k=m;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break d;k=k+1|0;if((k|0)==(l|0))break;else j=j+1|0}g=f[i>>2]|0;if(!g){g=i;break}else{k=i;i=g;g=k}}}while(0);f[p>>2]=f[g>>2];f[g>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=e;e=f[h>>2]|0;if(!e){d=47;break a}}}else{e=g;while(1){g=f[e+4>>2]|0;if(g>>>0<c>>>0)o=g;else o=(g>>>0)%(c>>>0)|0;if((o|0)==(d|0))break c;g=(f[a>>2]|0)+(o<<2)|0;if(!(f[g>>2]|0)){d=o;break b}i=f[e>>2]|0;e:do if(!i)g=e;else{l=f[e+12>>2]|0;m=f[e+8>>2]|0;n=l-m|0;if((m|0)==(l|0)){g=e;while(1){if((n|0)!=((f[i+12>>2]|0)-(f[i+8>>2]|0)|0))break e;g=f[i>>2]|0;if(!g){g=i;break e}else{m=i;i=g;g=m}}}else g=e;while(1){j=f[i+8>>2]|0;if((n|0)!=((f[i+12>>2]|0)-j|0))break e;k=m;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break e;k=k+1|0;if((k|0)==(l|0))break;else j=j+1|0}g=f[i>>2]|0;if(!g){g=i;break}else{k=i;i=g;g=k}}}while(0);f[p>>2]=f[g>>2];f[g>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=e;e=f[h>>2]|0;if(!e){d=47;break a}}}while(0);g=f[e>>2]|0;if(!g){d=47;break a}else{h=e;p=e}}f[g>>2]=p;g=f[e>>2]|0;if(!g){d=47;break}else h=e}if((d|0)==47)return}function i9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;j=l+8|0;e=l;g=b+60|0;h=j9a((f[g>>2]|0)+1008|0,c)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;i=h+4|0;d=f[i>>2]|0;do if(!d)f[k>>2]=0;else{d=kOb(d)|0;f[k>>2]=d;if(d|0){m=f[h>>2]|0;f[a>>2]=m;if(!m){iOb(d);break}else{u=l;return}}}while(0);cIa(j,b,c);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+56>>2]&1023](d)|0;if(d|0){m=f[j>>2]|0;e9a(e,f[g>>2]|0,d);sIa(m,e);d=f[e+4>>2]|0;if(d|0)iOb(d)}d=f[j>>2]|0;b=j+4|0;c=f[b>>2]|0;if(c|0)hOb(c);f[h>>2]=d;d=f[i>>2]|0;f[i>>2]=c;if(d|0)jOb(d);f[a>>2]=f[j>>2];f[k>>2]=f[b>>2];u=l;return}function j9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=k9a(f[b>>2]|0)|0;j=a+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(o>>>0<k>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while(!(l9a(f[c+8>>2]|0,f[b>>2]|0)|0));a=c+16|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while(!(l9a(f[c+8>>2]|0,f[b>>2]|0)|0));a=c+16|0;return a|0}}while(0);m=pOb(24)|0;f[m+8>>2]=f[b>>2];d=f[b+4>>2]|0;f[m+12>>2]=d;if(d|0)gOb(d);f[m+16>>2]=0;f[m+20>>2]=0;f[m+4>>2]=o;f[m>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(l|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(e/g))>>>0;m9a(a,c>>>0<d>>>0?d:c);c=f[j>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(o>>>0<c>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[m>>2]=f[c>>2];f[c>>2]=m;f[d>>2]=c;c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=32}}else{f[m>>2]=f[c>>2];p=32}if((p|0)==32)f[c>>2]=m;f[i>>2]=(f[i>>2]|0)+1;a=m;a=a+16|0;return a|0}function k9a(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,i=0;c=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;if(!c)b=0;else{d=+n[c>>2];b=d==0.0?0:(n[s>>2]=d,f[s>>2]|0);d=+n[c+4>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b;d=+n[c+8>>2];b=(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(b>>>2)^b;d=+n[c+12>>2];b=((b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(b>>>2)^b)+-1640531527|0}c=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;if(!c)i=b;else{i=X(f[c>>2]|0,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;i=(b<<6)+-1640531527+(b>>>2)+(i>>>15^i)^b}b=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;if(!b)b=i;else{e=f[b>>2]|0;g=f[b+4>>2]|0;if((e|0)==(g|0))b=-1640531527;else{c=0;b=e;do{c=(c<<6)+-1640531527+(c>>>2)+(h[b>>0]|0)^c;b=b+1|0}while((b|0)!=(g|0));b=c+-1640531527|0}b=(i>>>2)+(i<<6)+b^i}c=Pg[f[(f[a>>2]|0)+64>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+72>>2]&1023](a)|0;if(c)b=(b<<6)+-1640531527+(b>>>2)+(h[c>>0]|0)^b;c=Pg[f[(f[a>>2]|0)+80>>2]&1023](a)|0;if(c){i=X(f[c>>2]|0,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;b=(b<<6)+-1640531527+(b>>>2)+(i>>>15^i)^b}e=Pg[f[(f[a>>2]|0)+88>>2]&1023](a)|0;if(!e)c=b;else{d=+n[e>>2];c=d==0.0?0:(n[s>>2]=d,f[s>>2]|0);d=+n[e+4>>2];c=(c>>>2)+(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^c;d=+n[e+8>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+12>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+16>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+20>>2];c=(b<<6)+-1640531527+(b>>>2)+((c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c)^b}b=Pg[f[(f[a>>2]|0)+96>>2]&1023](a)|0;if(!b){a=c;return a|0}a=(c<<6)+-1640531527+(c>>>2)+(h[b>>0]|0)^c;return a|0}function l9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}if(!(+n[d+4>>2]==+n[e+4>>2])){c=0;return c|0}if(!(+n[d+8>>2]==+n[e+8>>2])){c=0;return c|0}if(!(+n[d+12>>2]==+n[e+12>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+24>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+32>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+48>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if((f[d>>2]|0)!=(f[e>>2]|0)){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;g=Pg[f[(f[c>>2]|0)+56>>2]&1023](c)|0;a:do if((d|0)!=(g|0)){if(!((d|0)!=0&(g|0)!=0)){c=0;return c|0}j=f[d+4>>2]|0;i=f[d>>2]|0;d=f[g>>2]|0;e=i;h=j;if((j-i|0)!=((f[g+4>>2]|0)-d|0)){j=0;return j|0}if((e|0)!=(h|0)){while(1){if((b[e>>0]|0)!=(b[d>>0]|0)){d=0;break}e=e+1|0;if((e|0)==(h|0))break a;else d=d+1|0}return d|0}}while(0);d=Pg[f[(f[a>>2]|0)+64>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+64>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if(!(+n[d>>2]==+n[e>>2])){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+72>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+72>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if((b[d>>0]|0)!=(b[e>>0]|0)){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+80>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+80>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if((f[d>>2]|0)!=(f[e>>2]|0)){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+88>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+88>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if(!(+n[d>>2]==+n[e>>2])){j=0;return j|0}if(!(+n[d+4>>2]==+n[e+4>>2])){j=0;return j|0}if(!(+n[d+8>>2]==+n[e+8>>2])){j=0;return j|0}if(!(+n[d+12>>2]==+n[e+12>>2])){j=0;return j|0}if(!(+n[d+16>>2]==+n[e+16>>2])){j=0;return j|0}if(!(+n[d+20>>2]==+n[e+20>>2])){j=0;return j|0}}e=Pg[f[(f[a>>2]|0)+96>>2]&1023](a)|0;d=Pg[f[(f[c>>2]|0)+96>>2]&1023](c)|0;if((e|0)==(d|0)){j=1;return j|0}if(!((e|0)!=0&(d|0)!=0)){j=0;return j|0}j=(b[e>>0]|0)==(b[d>>0]|0);return j|0}function m9a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){n9a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;n9a(a,b);return}function n9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}h=f[d>>2]|0;d:do if(!h)e=d;else{j=d+8|0;e=d;i=d;while(1){if(!(l9a(f[j>>2]|0,f[h+8>>2]|0)|0))break d;i=f[i>>2]|0;h=f[i>>2]|0;if(!h){e=i;break}else e=i}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}h=f[d>>2]|0;e:do if(!h)e=d;else{j=d+8|0;e=d;i=d;while(1){if(!(l9a(f[j>>2]|0,f[h+8>>2]|0)|0))break e;i=f[i>>2]|0;h=f[i>>2]|0;if(!h){e=i;break}else e=i}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}}while(0);e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function o9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=f[a+60>>2]|0;k=l+1008|0;m=p9a(k,b)|0;if(!m)return;i=f[l+1012>>2]|0;a=f[m+4>>2]|0;e=i+-1|0;g=(e&i|0)==0;if(g)h=e&a;else if(a>>>0<i>>>0)h=a;else h=(a>>>0)%(i>>>0)|0;b=(f[k>>2]|0)+(h<<2)|0;j=f[b>>2]|0;while(1){a=f[j>>2]|0;if((a|0)==(m|0))break;else j=a}if((j|0)==(l+1016|0))d=15;else{a=f[j+4>>2]|0;if(g)a=a&e;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0))c=m;else d=15}do if((d|0)==15){a=f[m>>2]|0;if(a|0){a=f[a+4>>2]|0;if(g)a=a&e;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0)){c=m;break}}f[b>>2]=0;c=m}while(0);b=f[c>>2]|0;a=b;if(b){b=f[b+4>>2]|0;if(g)b=b&e;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)!=(h|0)){f[(f[k>>2]|0)+(b<<2)>>2]=j;a=f[m>>2]|0}}f[j>>2]=a;f[c>>2]=0;a=l+1020|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[m+20>>2]|0;if(a|0)jOb(a);a=f[m+12>>2]|0;if(a|0)iOb(a);sOb(m);return}function p9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=k9a(f[b>>2]|0)|0;i=f[a+4>>2]|0;if(!i){i=0;return i|0}d=i+-1|0;c=(d&i|0)==0;if(c)g=d&h;else if(h>>>0<i>>>0)g=h;else g=(h>>>0)%(i>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){i=0;return i|0}a=f[a>>2]|0;if(!a){i=0;return i|0}if(c){while(1){j=f[a+4>>2]|0;c=(j|0)==(h|0);if(!(c|(j&d|0)==(g|0))){a=0;c=19;break}if(c)if(l9a(f[a+8>>2]|0,f[b>>2]|0)|0){c=19;break}a=f[a>>2]|0;if(!a){a=0;c=19;break}}if((c|0)==19)return a|0}else e=a;while(1){a=f[e+4>>2]|0;if((a|0)==(h|0)){if(l9a(f[e+8>>2]|0,f[b>>2]|0)|0){a=e;c=19;break}}else{if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)!=(g|0)){a=0;c=19;break}}e=f[e>>2]|0;if(!e){a=0;c=19;break}}if((c|0)==19)return a|0;return 0}function q9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+104>>2]&2047](a);return}function r9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+108>>2]&2047](a);return}function s9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+112>>2]&2047](a);return}function t9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function u9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+120>>2]&2047](a);return}function v9a(a){a=a|0;var b=0,c=0;b=a+230|0;c=j[b>>1]|j[b+2>>1]<<16|24576;d[b>>1]=c;d[b+2>>1]=c>>>16;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+104>>2]&2047](a);return}function w9a(a){a=a|0;var b=0,c=0;c=a+104|0;b=f[c>>2]|0;f[c>>2]=b+1;if(b|0)return;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+124>>2]&2047](a);return}function x9a(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+104|0;d=f[c>>2]|0;if(!d)return;if(b)f[c>>2]=0;else{d=d+-1|0;f[c>>2]=d;if(d|0)return}a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+128>>2]&2047](a);return}function y9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&1)!=0^c))return;b[a>>0]=d^1;return}function z9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&2)!=0^c))return;b[a>>0]=d^2;return}function A9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&4)!=0^c))return;b[a>>0]=d^4;return}function B9a(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;c=b&1;b=a+128|0;if((g&1|0)==(c|0))return;g=g&-2|c;d[e>>1]=g;d[e+2>>1]=g>>>16;f[b>>2]=(f[b>>2]|0)+1;return}function C9a(a){a=a|0;a=a+128|0;f[a>>2]=(f[a>>2]|0)+1;return}function D9a(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;c=b&1;b=a+128|0;if((g>>>1&1|0)==(c|0))return;g=g&-3|c<<1;d[e>>1]=g;d[e+2>>1]=g>>>16;f[b>>2]=(f[b>>2]|0)+1;return}function E9a(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&8|0)!=0|0}function F9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-9|(b&1)<<3;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function G9a(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&4|0)!=0|0}function H9a(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0;e=a+304|0;g=a+312|0;h=b[g>>0]|0;if(+p[e>>3]==c?h<<24>>24==d<<24>>24:0)return;if(h<<24>>24!=d<<24>>24){h=a+128|0;f[h>>2]=(f[h>>2]|0)+1}p[e>>3]=c;b[g>>0]=d;return}function I9a(a,c){a=a|0;c=c|0;var d=0;d=a+313|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1;return}function J9a(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+228|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;e=(b[a+226>>0]|0)==3;c=b[(e?a+296|0:d)>>0]|0;d=a+229|0;if((b[d>>0]|0)!=c<<24>>24){b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1}if(e)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function K9a(a){a=a|0;return a+132|0}function L9a(a,b){a=a|0;b=b|0;a=a+132|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];return}function M9a(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+60>>2]|0;c=f[b+976>>2]|0;d=b+980|0;e=f[d>>2]|0;if((c|0)==(e|0)){e=0;return e|0}f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);f[b+1004>>2]=0;e=a+128|0;f[e>>2]=(f[e>>2]|0)+1;e=1;return e|0}function N9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+60|0;g=f[e>>2]|0;h=g+976|0;i=g+980|0;j=f[i>>2]|0;d=j;if(j-(f[h>>2]|0)>>5>>>0>=4){j=0;return j|0}if((f[g+984>>2]|0)==(d|0))O9a(h,c);else{f[j>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];j=d+12|0;h=c+12|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[i>>2]=(f[i>>2]|0)+32}i=f[e>>2]|0;j=i+1004|0;i=i+996+(f[j>>2]<<1)|0;b[i>>0]=0;b[i+1>>0]=0;f[j>>2]=(f[j>>2]|0)+1;j=a+128|0;f[j>>2]=(f[j>>2]|0)+1;j=1;return j|0}function O9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=c-d>>5;g=i+1|0;l=d;e=c;if(g>>>0>134217727)AMb(a);m=a+8|0;j=(f[m>>2]|0)-d|0;k=j>>4;g=j>>5>>>0<67108863?(k>>>0<g>>>0?g:k):134217727;do if(!g)h=0;else if(g>>>0>134217727)vd();else{h=pOb(g<<5)|0;break}while(0);j=h+(i<<5)|0;d=j;k=h+(g<<5)|0;f[j>>2]=f[b>>2];f[h+(i<<5)+4>>2]=f[b+4>>2];f[h+(i<<5)+8>>2]=f[b+8>>2];g=h+(i<<5)+12|0;i=b+12|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];f[g+12>>2]=f[i+12>>2];f[g+16>>2]=f[i+16>>2];g=j+32|0;if((e|0)!=(l|0)){c=j;do{i=e;e=e+-32|0;f[c+-32>>2]=f[e>>2];f[c+-28>>2]=f[i+-28>>2];f[c+-24>>2]=f[i+-24>>2];j=c+-20|0;i=i+-20|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];c=d+-32|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function P9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=f[a+60>>2]|0;l=n+980|0;e=f[l>>2]|0;g=f[n+976>>2]|0;j=g;d=e;if((e|0)==(g|0)){a=0;return a|0}i=f[c>>2]|0;e=e-g>>5;k=0;while(1){if((f[j+(k<<5)+28>>2]|0)==(i|0))break;c=k+1|0;if(c>>>0<e>>>0)k=c;else{d=0;m=13;break}}if((m|0)==13)return d|0;c=j+(k<<5)|0;i=c+32|0;if((i|0)==(d|0))m=8;else{j=d+-32|0;e=i;g=c;while(1){o=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=o;o=e+4|0;p=f[o>>2]|0;q=g+4|0;f[o>>2]=f[q>>2];f[q>>2]=p;q=e+8|0;p=f[q>>2]|0;o=g+8|0;f[q>>2]=f[o>>2];f[o>>2]=p;o=g+12|0;p=e+12|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];f[o+12>>2]=f[p+12>>2];f[o+16>>2]=f[p+16>>2];e=e+32|0;if((e|0)==(d|0))break;else g=g+32|0}c=c+(((j-i|0)>>>5)+1<<5)|0;d=f[l>>2]|0;if((d|0)!=(c|0))m=8}if((m|0)==8)f[l>>2]=d+(~((d+-32-c|0)>>>5)<<5);c=k<<1>>1;e=c+1|0;g=n+1004|0;d=f[g>>2]|0;if(e>>>0<d>>>0){d=c;while(1){q=n+996+(e<<1)|0;c=n+996+(d<<1)|0;d=h[q>>0]|h[q+1>>0]<<8;b[c>>0]=d;b[c+1>>0]=d>>8;c=e+1|0;d=f[g>>2]|0;if(c>>>0<d>>>0){d=e;e=c}else break}}f[g>>2]=d+-1;q=a+128|0;f[q>>2]=(f[q>>2]|0)+1;q=1;return q|0}function Q9a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;j=f[a+60>>2]|0;i=f[j+976>>2]|0;j=f[j+980>>2]|0;if((i|0)==(j|0)){k=0;return k|0}c=f[c>>2]|0;while(1){if((f[i+28>>2]|0)==(c|0))break;i=i+32|0;if((i|0)==(j|0)){i=0;k=6;break}}if((k|0)==6)return i|0;b[i+24>>0]=d;b[i+25>>0]=e;f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];k=i+12|0;f[k>>2]=f[h>>2];f[k+4>>2]=f[h+4>>2];f[k+8>>2]=f[h+8>>2];k=a+128|0;f[k>>2]=(f[k>>2]|0)+1;k=1;return k|0}function R9a(a){a=a|0;a=f[a+60>>2]|0;return (f[a+980>>2]|0)-(f[a+976>>2]|0)>>5|0}function S9a(a,b){a=a|0;b=b|0;return (f[(f[a+60>>2]|0)+976>>2]|0)+(b<<5)|0}function T9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-129|(b&1)<<7;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function U9a(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,k=0,l=0,m=0,n=0;n=u;u=u+752|0;m=n;g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0)gOb(h);f[a+216>>2]=g;l=a+220|0;g=f[l>>2]|0;f[l>>2]=h;if(g|0)iOb(g);g=a+128|0;f[g>>2]=(f[g>>2]|0)+1;g=f[c>>2]|0;if(!g){u=n;return}l=g+8|0;if(!(b[g+788>>0]&1)){u=n;return}g=a+60|0;c=f[g>>2]|0;b[m>>0]=b[c+224>>0]|0;p[m+8>>3]=+p[c+232>>3];p[m+16>>3]=+p[c+240>>3];p[m+24>>3]=+p[c+248>>3];p[m+32>>3]=+p[c+256>>3];p[m+40>>3]=+p[c+264>>3];p[m+48>>3]=+p[c+272>>3];p[m+56>>3]=+p[c+280>>3];p[m+64>>3]=+p[c+288>>3];p[m+72>>3]=+p[c+296>>3];p[m+80>>3]=+p[c+304>>3];p[m+88>>3]=+p[c+312>>3];p[m+96>>3]=+p[c+320>>3];p[m+104>>3]=+p[c+328>>3];p[m+112>>3]=+p[c+336>>3];p[m+120>>3]=+p[c+344>>3];p[m+128>>3]=+p[c+352>>3];p[m+136>>3]=+p[c+360>>3];p[m+144>>3]=+p[c+368>>3];p[m+152>>3]=+p[c+376>>3];p[m+160>>3]=+p[c+384>>3];p[m+168>>3]=+p[c+392>>3];p[m+176>>3]=+p[c+400>>3];p[m+184>>3]=+p[c+408>>3];p[m+192>>3]=+p[c+416>>3];p[m+200>>3]=+p[c+424>>3];h=m+208|0;i=c+432|0;k=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(k|0));p[m+248>>3]=+p[c+472>>3];p[m+256>>3]=+p[c+480>>3];p[m+264>>3]=+p[c+488>>3];p[m+272>>3]=+p[c+496>>3];p[m+280>>3]=+p[c+504>>3];p[m+288>>3]=+p[c+512>>3];p[m+296>>3]=+p[c+520>>3];p[m+304>>3]=+p[c+528>>3];p[m+312>>3]=+p[c+536>>3];p[m+320>>3]=+p[c+544>>3];p[m+328>>3]=+p[c+552>>3];p[m+336>>3]=+p[c+560>>3];p[m+344>>3]=+p[c+568>>3];p[m+352>>3]=+p[c+576>>3];p[m+360>>3]=+p[c+584>>3];p[m+368>>3]=+p[c+592>>3];f[m+376>>2]=f[c+600>>2];f[m+380>>2]=f[c+604>>2];f[m+384>>2]=f[c+608>>2];f[m+388>>2]=f[c+612>>2];f[m+392>>2]=f[c+616>>2];f[m+396>>2]=f[c+620>>2];f[m+400>>2]=f[c+624>>2];f[m+404>>2]=f[c+628>>2];f[m+408>>2]=f[c+632>>2];f[m+412>>2]=f[c+636>>2];f[m+416>>2]=f[c+640>>2];f[m+420>>2]=f[c+644>>2];f[m+424>>2]=f[c+648>>2];f[m+428>>2]=f[c+652>>2];f[m+432>>2]=f[c+656>>2];f[m+436>>2]=f[c+660>>2];p[m+440>>3]=+p[c+664>>3];p[m+448>>3]=+p[c+672>>3];p[m+456>>3]=+p[c+680>>3];p[m+464>>3]=+p[c+688>>3];p[m+472>>3]=+p[c+696>>3];p[m+480>>3]=+p[c+704>>3];p[m+488>>3]=+p[c+712>>3];p[m+496>>3]=+p[c+720>>3];p[m+504>>3]=+p[c+728>>3];p[m+512>>3]=+p[c+736>>3];p[m+520>>3]=+p[c+744>>3];p[m+528>>3]=+p[c+752>>3];p[m+536>>3]=+p[c+760>>3];p[m+544>>3]=+p[c+768>>3];p[m+552>>3]=+p[c+776>>3];p[m+560>>3]=+p[c+784>>3];p[m+568>>3]=+p[c+792>>3];p[m+576>>3]=+p[c+800>>3];p[m+584>>3]=+p[c+808>>3];p[m+592>>3]=+p[c+816>>3];p[m+600>>3]=+p[c+824>>3];p[m+608>>3]=+p[c+832>>3];p[m+616>>3]=+p[c+840>>3];p[m+624>>3]=+p[c+848>>3];p[m+632>>3]=+p[c+856>>3];p[m+640>>3]=+p[c+864>>3];p[m+648>>3]=+p[c+872>>3];p[m+656>>3]=+p[c+880>>3];p[m+664>>3]=+p[c+888>>3];p[m+672>>3]=+p[c+896>>3];p[m+680>>3]=+p[c+904>>3];p[m+688>>3]=+p[c+912>>3];f[m+696>>2]=f[c+920>>2];f[m+700>>2]=f[c+924>>2];f[m+704>>2]=f[c+928>>2];f[m+708>>2]=f[c+932>>2];f[m+712>>2]=f[c+936>>2];f[m+716>>2]=f[c+940>>2];f[m+720>>2]=f[c+944>>2];f[m+724>>2]=f[c+948>>2];f[m+728>>2]=f[c+952>>2];k=m+732|0;i=c+956|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];b[k+12>>0]=b[i+12>>0]|0;if(e){e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&655360))bR((f[g>>2]|0)+224|0,l)|0}else{bR((f[g>>2]|0)+224|0,l)|0;e=a+230|0;l=j[e>>1]|j[e+2>>1]<<16|131072;d[e>>1]=l;d[e+2>>1]=l>>>16}if(!(gAa((f[g>>2]|0)+224|0,m)|0))y2a(a+48|0,(f[g>>2]|0)+224|0);u=n;return}function V9a(a,b,c){a=a|0;b=+b;c=+c;p[a+112>>3]=b;p[a+120>>3]=c;return}function W9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;d=h+8|0;e=h+4|0;g=h;f[g>>2]=b;if((b+-1|0)>>>0>14){b=0;u=h;return b|0}a=f[a+60>>2]|0;if(c){f[e>>2]=g;X9a(d,a+1884|0,g,262924,e,h+16|0);b=(f[d>>2]|0)+24|0;u=h;return b|0}g=a+1888|0;c=f[g>>2]|0;if(!c){b=0;u=h;return b|0}e=b>>>0<14;a=g;a:while(1){d=c;while(1){i=f[d+16>>2]|0;c=i>>>0>13;if(!(e&c|i>>>0<b>>>0&(e|c)))break;c=f[d+4>>2]|0;if(!c)break a;else d=c}c=f[d>>2]|0;if(!c){a=d;break}else a=d}if((a|0)==(g|0)){i=0;u=h;return i|0}e=b>>>0>13;d=f[a+16>>2]|0;i=d>>>0<14;if(e&i|d>>>0>b>>>0&(e|i)|(a|0)==(g|0)){i=0;u=h;return i|0}i=a+24|0;u=h;return i|0}function X9a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;e=c+4|0;h=f[e>>2]|0;do if(!h){j=e;d=e}else{i=f[d>>2]|0;j=i>>>0>13;k=i>>>0<14;d=c+4|0;e=h;while(1){h=f[e+16>>2]|0;l=h>>>0<14;if(j&l|i>>>0<h>>>0&(j|l)){h=f[e>>2]|0;if(!h){h=5;break}else{d=e;e=h}}else{l=h>>>0>13;if(!(k&l|h>>>0<i>>>0&(k|l))){h=10;break}d=e+4|0;h=f[d>>2]|0;if(!h){h=9;break}else e=h}}if((h|0)==5){j=e;d=e;break}else if((h|0)==9){j=e;break}else if((h|0)==10){j=e;break}}while(0);e=f[d>>2]|0;if(e|0){l=e;c=0;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}i=pOb(1408)|0;f[i+16>>2]=f[f[g>>2]>>2];dQb(i+24|0,0,1384)|0;eAa(i+40|0);b[i+792>>0]=1;e=i+800|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[i+816>>3]=1.0;p[i+824>>3]=1.0;e=i+832|0;f[e>>2]=16843009;b[e+4>>0]=1;e=i+840|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;n[i+860>>2]=1.0;e=i+864|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+880>>2]=1.0;e=i+884|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+900>>2]=1.0;e=i+904|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+920>>2]=1.0;e=i+924|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+940>>2]=1.0;e=i+944|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+960>>2]=1.0;e=i+964|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+980>>2]=1.0;e=i+984|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1e3>>2]=1.0;e=i+1004|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1020>>2]=1.0;e=i+1024|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1040>>2]=1.0;e=i+1044|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1060>>2]=1.0;e=i+1064|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1080>>2]=1.0;e=i+1084|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1100>>2]=1.0;e=i+1104|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1120>>2]=1.0;e=i+1124|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1140>>2]=1.0;e=i+1144|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1160>>2]=1.0;e=i+1164|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1180>>2]=1.0;e=i+1184|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1200>>2]=1.0;e=i+1204|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1220>>2]=1.0;e=i+1224|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1240>>2]=1.0;e=i+1244|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1260>>2]=1.0;e=i+1264|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1280>>2]=1.0;e=i+1284|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1300>>2]=1.0;e=i+1304|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1320>>2]=1.0;e=i+1324|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=i+1344|0;h=e+64|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(h|0));f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=j;f[d>>2]=i;e=f[f[c>>2]>>2]|0;if(!e)e=i;else{f[c>>2]=e;e=f[d>>2]|0}r_a(f[c+4>>2]|0,e);l=c+8|0;f[l>>2]=(f[l>>2]|0)+1;l=i;c=1;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}function Y9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k+4|0;j=k;if((b+-1|0)>>>0>12){j=0;u=k;return j|0}h=a+60|0;a=f[h>>2]|0;g=a+1888|0;c=f[g>>2]|0;if(!c){j=0;u=k;return j|0}else{e=g;d=c}a:while(1){c=d;while(1){d=f[c+16>>2]|0;if(!(d>>>0>13|d>>>0<b>>>0))break;c=f[c+4>>2]|0;if(!c){c=e;break a}}d=f[c>>2]|0;if(!d)break;else e=c}if((c|0)==(g|0)){j=0;u=k;return j|0}d=b>>>0>13;l=f[c+16>>2]|0;e=l>>>0<14;if(d&e|l>>>0>b>>>0&(d|e)){l=0;u=k;return l|0}b=c;if((c|0)==(g|0)){l=0;u=k;return l|0}e=c+24|0;d=f[e>>2]|0;c=c+28|0;if((d|0)!=(f[c>>2]|0)){a=d;do{_Ia(f[a>>2]|0,0)|0;a=f[e>>2]|0}while((a|0)!=(f[c>>2]|0));a=f[h>>2]|0}f[j>>2]=b;f[i>>2]=f[j>>2];Z9a(a+1884|0,i)|0;l=1;u=k;return l|0}function Z9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;b=f[e+4>>2]|0;if(!b){c=e+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(e|0))do{d=f[c>>2]|0;c=d+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(d|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[a>>2]|0)==(e|0))f[a>>2]=b;c=a+8|0;f[c>>2]=(f[c>>2]|0)+-1;n_a(f[a+4>>2]|0,e);H8a(e+840|0);c=f[e+24>>2]|0;if(!c){sOb(e);return b|0}a=e+28|0;d=f[a>>2]|0;if((d|0)!=(c|0))f[a>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);sOb(e);return b|0}function _9a(a){a=a|0;return f[(f[a+60>>2]|0)+1892>>2]|0}function $9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[a+60>>2]|0;a=i+1888|0;i=f[i+1884>>2]|0;if((a|0)==(i|0))return;else d=a;while(1){a=f[d>>2]|0;h=(a|0)==0;if(h){g=d;while(1){e=f[g+8>>2]|0;if((f[e>>2]|0)==(g|0))g=e;else break}}else{e=a;while(1){g=f[e+4>>2]|0;if(!g)break;else e=g}}g=f[e+16>>2]|0;if(h){e=d;while(1){a=f[e+8>>2]|0;if((f[a>>2]|0)==(e|0))e=a;else break}}else while(1){e=f[a+4>>2]|0;if(!e)break;else a=e}xh[b&127](g,a+24|0,c);a=f[d>>2]|0;if(!a)while(1){a=f[d+8>>2]|0;if((f[a>>2]|0)==(d|0))d=a;else break}else while(1){d=f[a+4>>2]|0;if(!d)break;else a=d}if((a|0)==(i|0))break;else d=a}return}function aab(a){a=a|0;return (f[a+60>>2]|0)+988|0}function bab(a,b){a=a|0;b=b|0;feb((f[a+60>>2]|0)+1916|0,b,b);return}function cab(a,b,c){a=a|0;b=b|0;c=c|0;feb((f[a+60>>2]|0)+1916|0,b,c);return}function dab(a,b,c){a=a|0;b=b|0;c=c|0;geb((f[a+60>>2]|0)+1916|0,b,c);return}function eab(a,b){a=a|0;b=b|0;a=a+60|0;Hqb((f[a>>2]|0)+1976|0,b);Hqb((f[a>>2]|0)+2112|0,b);return}function fab(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+16|0;h=i;a=a+60|0;g=f[a>>2]|0;if(b){Iqb(g+1976|0,d,e);u=i;return}if(c){Iqb(g+2044|0,d,e);e=(f[a>>2]|0)+2044|0;n[h>>2]=0.0;n[h+4>>2]=1.0;n[h+8>>2]=0.0;n[h+12>>2]=.5;Hqb(e,h);u=i;return}else{Iqb(g+2112|0,d,e);u=i;return}}function gab(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=a+226|0;e=b[d>>0]|0;if(c<<24>>24==4?1:e<<24>>24==c<<24>>24)return;switch(e<<24>>24){case 1:{mgb((f[a+60>>2]|0)+2548|0);break}case 2:{Yfb((f[a+60>>2]|0)+3100|0);break}case 3:{mgb((f[a+60>>2]|0)+2824|0);break}default:{}}b[d>>0]=c;g=(b[a+225>>0]|0)==3?2:1;b[a+384>>0]=1;b[a+381>>0]=g;d=a+385|0;b[d>>0]=1;e=a+382|0;b[e>>0]=g;b[a+386>>0]=1;b[a+383>>0]=g;if(c<<24>>24==2){b[d>>0]=2;b[e>>0]=2;c=2}d=c<<24>>24==3;c=b[(d?a+296|0:a+228|0)>>0]|0;e=a+229|0;if((b[e>>0]|0)!=c<<24>>24){b[e>>0]=c;g=a+128|0;f[g>>2]=(f[g>>2]|0)+1}if(d)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function hab(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=b&255;b=c&255;c=f[d>>2]|0;d=f[d+4>>2]|0;if(d|0)gOb(d);f[a+236+(e*24|0)+(b<<3)>>2]=c;a=a+236+(e*24|0)+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=d;if(!b)return;iOb(b);return}function iab(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;h=d+4|0;e=d+8|0;g=d;n[h>>2]=c;n[e>>2]=0.0;n[g>>2]=1.0;g=c<1.0?h:g;f[a+284+((b&255)<<2)>>2]=f[(+n[g>>2]>0.0?g:e)>>2];u=d;return}function jab(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+296|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;e=(b[a+226>>0]|0)==3;c=b[(e?d:a+228|0)>>0]|0;d=a+229|0;if((b[d>>0]|0)!=c<<24>>24){b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1}if(e)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function kab(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+227|0;e=b[d>>0]|0;if(c<<24>>24==2?1:e<<24>>24==c<<24>>24)return;if(e<<24>>24==1)Vgb((f[a+60>>2]|0)+2260|0);b[d>>0]=c;return}function lab(a){a=a|0;return b[(f[a+60>>2]|0)+2332>>0]|0}function mab(a,b){a=a|0;b=b|0;Sgb((f[a+60>>2]|0)+2260|0,b);return}function nab(a,c){a=a|0;c=c|0;var d=0,e=0;switch(c<<24>>24){case 0:{c=2;d=4;break}case 1:{c=3;d=4;break}case 2:return;default:c=b[a+225>>0]|0}if((d|0)==4)b[a+225>>0]=c;e=c<<24>>24==3?2:1;b[a+384>>0]=1;b[a+381>>0]=e;c=a+385|0;b[c>>0]=1;d=a+382|0;b[d>>0]=e;b[a+386>>0]=1;b[a+383>>0]=e;if((b[a+226>>0]|0)!=2)return;b[c>>0]=2;b[d>>0]=2;return}function oab(a,b){a=a|0;b=+b;a=a+60|0;rgb((f[a>>2]|0)+2548|0,b);rgb((f[a>>2]|0)+2824|0,b);return}function pab(a,b){a=a|0;b=b|0;kgb((f[a+60>>2]|0)+2548|0,b);return}function qab(a,b){a=a|0;b=b|0;a=a+60|0;lgb((f[a>>2]|0)+2548|0,b);lgb((f[a>>2]|0)+2824|0,b);return}function rab(a,b){a=a|0;b=b|0;a=a+60|0;jgb((f[a>>2]|0)+2548|0,b);jgb((f[a>>2]|0)+2824|0,b);kgb((f[a>>2]|0)+2824|0,b);return}function sab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+2592|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function tab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2608|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2884|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function uab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2576|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];c=(f[a>>2]|0)+2852|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2868|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function vab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+2624|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function wab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2640|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2916|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function xab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3140|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function yab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3156|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function zab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3172|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Aab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3188|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Bab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3204|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Cab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3220|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Dab(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=b&1;if((e>>>4&1|0)==(g|0))return;g=e&-17|g<<4;d[c>>1]=g;d[c+2>>1]=g>>>16;if(b)return;efb((f[a+60>>2]|0)+2336|0);return}function Eab(a){a=a|0;return +(+Veb((f[a+60>>2]|0)+2336|0))}function Fab(a,b){a=a|0;b=+b;Web((f[a+60>>2]|0)+2336|0,b);return}function Gab(a,b){a=a|0;b=+b;Xeb((f[a+60>>2]|0)+2336|0,b);return}function Hab(a,b){a=a|0;b=+b;Yeb((f[a+60>>2]|0)+2336|0,b);return}function Iab(a,b){a=a|0;b=+b;Zeb((f[a+60>>2]|0)+2336|0,b);return}function Jab(a,b){a=a|0;b=b|0;_eb((f[a+60>>2]|0)+2336|0,b);return}function Kab(a,b){a=a|0;b=b|0;$eb((f[a+60>>2]|0)+2336|0,b);return}function Lab(a,b){a=a|0;b=+b;afb((f[a+60>>2]|0)+2336|0,b);return}function Mab(a,b){a=a|0;b=+b;bfb((f[a+60>>2]|0)+2336|0,b);return}function Nab(a,b){a=a|0;b=+b;cfb((f[a+60>>2]|0)+2336|0,b);return}function Oab(a,b){a=a|0;b=b|0;dfb((f[a+60>>2]|0)+2336|0,b);return}function Pab(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=b&1;if((e>>>5&1|0)==(g|0))return;g=e&-33|g<<5;d[c>>1]=g;d[c+2>>1]=g>>>16;if(b)return;Pfb((f[a+60>>2]|0)+3284|0);return}function Qab(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&32|0)!=0|0}function Rab(a,b){a=a|0;b=b|0;Qfb((f[a+60>>2]|0)+3284|0,b);return}function Sab(a){a=a|0;return f[(f[a+60>>2]|0)+3332>>2]|0}function Tab(a,b){a=a|0;b=+b;Rfb((f[a+60>>2]|0)+3284|0,b);return}function Uab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3336>>2])}function Vab(a,b){a=a|0;b=+b;Sfb((f[a+60>>2]|0)+3284|0,b);return}function Wab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3340>>2])}function Xab(a,b){a=a|0;b=+b;Tfb((f[a+60>>2]|0)+3284|0,b);return}function Yab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3344>>2])}function Zab(a,b){a=a|0;b=+b;Ufb((f[a+60>>2]|0)+3284|0,b);return}function _ab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3348>>2])}function $ab(a,b){a=a|0;b=b|0;var c=0,e=0;a=a+230|0;c=j[a>>1]|j[a+2>>1]<<16;e=b&1;if((c>>>6&1|0)==(e|0)){b=0;return b|0}e=c&-65|e<<6;d[a>>1]=e;d[a+2>>1]=e>>>16;if(b){b=1;return b|0}b=1;return b|0}function abb(a,b){a=a|0;b=+b;if(!(ifb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function bbb(a,b){a=a|0;b=+b;if(!(jfb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function cbb(a,b){a=a|0;b=+b;if(!(kfb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function dbb(a,b){a=a|0;b=b|0;if(!(lfb((f[a+60>>2]|0)+3472|0,b)|0)){b=0;return b|0}b=a+230|0;b=((j[b>>1]|j[b+2>>1]<<16)&64|0)!=0;return b|0}function ebb(a,b,c){a=a|0;b=b|0;c=+c;if(!(mfb((f[a+60>>2]|0)+3472|0,b,c)|0)){b=0;return b|0}b=a+230|0;b=((j[b>>1]|j[b+2>>1]<<16)&64|0)!=0;return b|0}function fbb(a,b,c){a=a|0;b=b|0;c=c|0;if(!(nfb((f[a+60>>2]|0)+3472|0,b,c)|0)){c=0;return c|0}c=a+230|0;c=((j[c>>1]|j[c+2>>1]<<16)&64|0)!=0;return c|0}function gbb(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;if(!(ofb((f[a+60>>2]|0)+3472|0,b,c,d)|0)){d=0;return d|0}d=a+230|0;d=((j[d>>1]|j[d+2>>1]<<16)&64|0)!=0;return d|0}function hbb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;if(!(f[b+12>>2]|0)){i=0;return i|0}if(!(f[c+12>>2]|0)){i=0;return i|0}i=a+60|0;g=f[i>>2]|0;e=f[g+1896>>2]|0;h=g+1900|0;d=f[h>>2]|0;if((e|0)!=(d|0)){do{g=d+-120|0;f[h>>2]=g;E8a(g);d=f[h>>2]|0}while((d|0)!=(e|0));Nhb((f[i>>2]|0)+1048|0);e=f[i>>2]|0;g=e;e=f[e+1900>>2]|0}d=g+1900|0;if(e>>>0<(f[g+1904>>2]|0)>>>0){jdb(e,a);f[d>>2]=(f[d>>2]|0)+120}else ibb(g+1896|0,a);d=f[(f[i>>2]|0)+1900>>2]|0;e=d+-120|0;pdb(e,0);qdb(e,0);e=Jhb((f[i>>2]|0)+1048|0,b)|0;f[d+-8>>2]=e;d=f[i>>2]|0;e=d+1900|0;g=f[e>>2]|0;if(g>>>0<(f[d+1904>>2]|0)>>>0){jdb(g,a);f[e>>2]=(f[e>>2]|0)+120}else ibb(d+1896|0,a);a=f[(f[i>>2]|0)+1900>>2]|0;b=a+-120|0;pdb(b,0);qdb(b,0);i=Jhb((f[i>>2]|0)+1048|0,c)|0;f[a+-8>>2]=i;i=1;return i|0}function ibb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;c=f[a>>2]|0;e=((f[a+4>>2]|0)-c|0)/120|0;d=e+1|0;if(d>>>0>35791394)AMb(a);j=((f[a+8>>2]|0)-c|0)/120|0;c=j<<1;c=j>>>0<17895697?(c>>>0<d>>>0?d:c):35791394;f[h+12>>2]=0;f[h+16>>2]=a+8;do if(!c)g=0;else if(c>>>0>35791394)vd();else{g=pOb(c*120|0)|0;break}while(0);f[h>>2]=g;j=g+(e*120|0)|0;e=h+8|0;d=h+4|0;f[d>>2]=j;f[h+12>>2]=g+(c*120|0);jdb(j,b);f[e>>2]=j+120;jbb(a,h);d=f[d>>2]|0;c=f[e>>2]|0;if((c|0)!=(d|0))do{j=c+-120|0;f[e>>2]=j;E8a(j);c=f[e>>2]|0}while((c|0)!=(d|0));c=f[h>>2]|0;if(!c){u=i;return}sOb(c);u=i;return}function jbb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;g=a+4|0;c=f[g>>2]|0;h=b+4|0;if((c|0)==(e|0)){d=h;c=a;h=f[h>>2]|0;f[c>>2]=h;f[d>>2]=e;e=b+8|0;h=f[g>>2]|0;c=f[e>>2]|0;f[g>>2]=c;f[e>>2]=h;e=a+8|0;h=b+12|0;g=f[e>>2]|0;a=f[h>>2]|0;f[e>>2]=a;f[h>>2]=g;h=f[d>>2]|0;f[b>>2]=h;return}d=f[h>>2]|0;do{i=c;c=c+-120|0;f[d+-120>>2]=f[c>>2];j=d+-116|0;k=i+-116|0;f[j>>2]=0;l=d+-112|0;f[l>>2]=0;f[d+-108>>2]=0;f[j>>2]=f[k>>2];j=i+-112|0;f[l>>2]=f[j>>2];l=i+-108|0;f[d+-108>>2]=f[l>>2];f[l>>2]=0;f[j>>2]=0;f[k>>2]=0;p[d+-104>>3]=+p[i+-104>>3];k=i+-96|0;f[d+-96>>2]=f[k>>2];j=i+-92|0;f[d+-92>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-88|0;f[d+-88>>2]=f[j>>2];k=i+-84|0;f[d+-84>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=i+-80|0;f[d+-80>>2]=f[k>>2];j=i+-76|0;f[d+-76>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-72|0;f[d+-72>>2]=f[j>>2];k=i+-68|0;f[d+-68>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=i+-64|0;f[d+-64>>2]=f[k>>2];j=i+-60|0;f[d+-60>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-56|0;f[d+-56>>2]=f[j>>2];k=i+-52|0;f[d+-52>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=d+-48|0;j=i+-48|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];k=i+-32|0;f[d+-32>>2]=f[k>>2];j=i+-28|0;f[d+-28>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=d+-24|0;k=i+-24|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];f[d+-8>>2]=f[i+-8>>2];d=(f[h>>2]|0)+-120|0;f[h>>2]=d}while((c|0)!=(e|0));l=h;k=a;j=d;i=f[a>>2]|0;f[k>>2]=j;f[l>>2]=i;i=b+8|0;k=f[g>>2]|0;j=f[i>>2]|0;f[g>>2]=j;f[i>>2]=k;i=a+8|0;k=b+12|0;j=f[i>>2]|0;h=f[k>>2]|0;f[i>>2]=h;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function kbb(a){a=a|0;var b=0,c=0,d=0,e=0;b=a+60|0;d=f[b>>2]|0;c=f[d+1896>>2]|0;d=d+1900|0;a=f[d>>2]|0;if((c|0)==(a|0)){d=0;return d|0}do{e=a+-120|0;f[d>>2]=e;E8a(e);a=f[d>>2]|0}while((a|0)!=(c|0));Nhb((f[b>>2]|0)+1048|0);e=1;return e|0}function lbb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;ufb((f[a+60>>2]|0)+3556|0,b,c,d);return}function mbb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0;i=a+230|0;e=j[i>>1]|j[i+2>>1]<<16;g=c&1;if((e>>>11&1|0)==(g|0)){i=0;return i|0}g=e&-2049|g<<11;d[i>>1]=g;d[i+2>>1]=g>>>16;g=a+60|0;h=(f[g>>2]|0)+1908|0;if(c){c=pOb(1816)|0;Ihb(c,a);jdb(c+840|0,a);p[c+952>>3]=1.0;p[c+960>>3]=1.0;p[c+968>>3]=1.0;e=c+976|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;eAa(c+1e3|0);e=f[h>>2]|0;f[h>>2]=c;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]&-8|5;h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]|8;h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]|16;h=f[(f[g>>2]|0)+1908>>2]|0;f[h+828>>2]=86040;rdb(h+840|0,0);pdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,0);qdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,0);sdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,1);h=j[i>>1]|j[i+2>>1]<<16|24576;d[i>>1]=h;d[i+2>>1]=h>>>16;i=1;return i|0}else{e=f[h>>2]|0;f[h>>2]=0;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}Qgb((f[g>>2]|0)+3624|0);i=1;return i|0}return 0}function nbb(a,c){a=a|0;c=c|0;var e=0,g=0.0,h=0,i=0;h=a+230|0;i=j[h>>1]|j[h+2>>1]<<16;if(!(i&32768)){e=a+344|0;g=+p[c>>3]}else{e=a+344|0;g=+p[c>>3];if(+p[e>>3]==g)if(+p[a+352>>3]==+p[c+8>>3])if(+p[a+360>>3]==+p[c+16>>3]){a=0;return a|0}}p[e>>3]=g;p[a+352>>3]=+p[c+8>>3];p[a+360>>3]=+p[c+16>>3];e=i|57344;d[h>>1]=e;d[h+2>>1]=e>>>16;do if(i&2048)if((b[a+226>>0]|0)!=2){i=f[a+60>>2]|0;if((f[i+1896>>2]|0)==(f[i+1900>>2]|0))if(sSa(f[a+64>>2]|0)|0){e=j[h>>1]|j[h+2>>1]<<16;break}else{a=1;return a|0}}while(0);if(!(e&1024)){a=0;return a|0}if((b[a+226>>0]|0)==2){a=0;return a|0}i=f[a+60>>2]|0;if((f[i+1896>>2]|0)!=(f[i+1900>>2]|0)){a=0;return a|0}a=(sSa(f[a+64>>2]|0)|0)^1;return a|0}function obb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;P=f[a+80>>2]|0;Q=f[a+248>>2]|0;R=f[a+272>>2]|0;S=f[a+504>>2]|0;T=f[a+512>>2]|0;U=f[a+968>>2]|0;V=f[a+984>>2]|0;x=f[a+992>>2]|0;W=f[a+1008>>2]|0;y=f[a+1024>>2]|0;X=f[a+1032>>2]|0;B=f[a+1944>>2]|0;C=f[a+2200>>2]|0;D=f[a+4904>>2]|0;N=f[a+4912>>2]|0;M=f[a+4928>>2]|0;L=f[a+4936>>2]|0;O=f[a+6072>>2]|0;Y=f[a+6104>>2]|0;K=f[a+6112>>2]|0;a:{if(Y){Y=0;switch(K|0){case 1:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}i=f[N+8>>2]|0;h=Q;while(1){if((f[h+12>>2]|0)==(i|0))break;h=f[h>>2]|0;if(!h){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}w=N+12|0;n=i;v=h;while(1){o=v+4|0;if(!(f[o>>2]|0)){O=342;break}l=v+20|0;if(!(b[l>>0]|0))S7a(a+24|0,v,n,1);else T7a(a+24|0,v,n,1);u=v+8|0;h=f[u>>2]|0;if(!h)O=354;else if((f[h+4>>2]|0)==(n|0))g=h;else O=354;if((O|0)==354){O=0;g=f[P>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=n;f[g>>2]=f[u>>2];f[u>>2]=g}t=v+16|0;f[t>>2]=n;h=f[o>>2]|0;i=f[h+12>>2]|0;if(!i)i=n;else{e=f[M>>2]|0;h=f[(f[h+8>>2]|0)+4>>2]|0;if(!(R7a(e,f[w>>2]|0,h,i,1)|0))break;i=U7a(a+24|0,h,i,N)|0;h=f[u>>2]|0;do if(!(b[l>>0]|0)){k=f[h+4>>2]|0;h=f[B>>2]|0;j=f[C>>2]|0;if(!(b[D>>0]|0))$h[h&3](j,0,k,i,n,f[k+12>>2]|0,f[i+12>>2]|0,f[n+12>>2]|0,f[k+24>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0);else $h[h&3](j,0,k,n,i,f[k+12>>2]|0,f[n+12>>2]|0,f[i+12>>2]|0,f[k+24>>2]|0,f[n+24>>2]|0,f[i+24>>2]|0);S7a(a+24|0,v,i,1);T7a(a+24|0,f[o>>2]|0,i,1);f[(f[u>>2]|0)+4>>2]=i;f[(f[(f[o>>2]|0)+8>>2]|0)+4>>2]=i}else{if(!h)O=377;else if((f[h+4>>2]|0)==(n|0)){m=h;O=378}else O=377;if((O|0)==377){O=0;h=f[P>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=n;f[h>>2]=f[u>>2];f[u>>2]=h;if(h|0){m=h;O=378}}if((O|0)==378){O=0;if((f[m+4>>2]|0)==(i|0))break}n=f[P>>2]|0;n=Rg[f[f[n>>2]>>2]&255](n,8)|0;f[n+4>>2]=i;f[n>>2]=f[u>>2];f[u>>2]=n}while(0);h=f[o>>2]|0;f[v+12>>2]=f[(h+12|0)>>2];f[t>>2]=f[h+16>>2];f[(h+12|0)>>2]=f[w>>2];j=f[v>>2]|0;if(j){Q7a(a+24|0,v,j,9.999999974752427e-07,9.999999974752427e-07);h=f[o>>2]|0}}if(!h){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else{n=i;v=h}}if((O|0)==342){T7a(a+24|0,v,n,1);e=v+8|0;c=f[e>>2]|0;if(!c)O=345;else if((f[c+4>>2]|0)==(n|0)){p=c;q=f[M>>2]|0;O=346}else O=345;if((O|0)==345){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=n;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[M>>2]|0;if(!d){r=c;O=347}else{p=d;q=c;O=346}}if((O|0)==346){O=0;if((f[p+4>>2]|0)==(q|0))s=q;else{r=q;O=347}}if((O|0)==347){O=0;s=f[P>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=r;f[s>>2]=f[e>>2];f[e>>2]=s;s=r}f[v+16>>2]=s;f[v+12>>2]=f[w>>2];Q7a(a+24|0,v,f[v>>2]|0,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6144>>2]=2;f[a+6148>>2]=8;break a}if(!(b[l>>0]|0)){i=f[g+4>>2]|0;do if((i|0)!=(n|0)){g=f[B>>2]|0;h=f[C>>2]|0;if(!(b[D>>0]|0)){$h[g&3](h,0,i,e,n,f[i+12>>2]|0,f[e+12>>2]|0,f[n+12>>2]|0,f[i+24>>2]|0,f[e+24>>2]|0,f[n+24>>2]|0);break}else{$h[g&3](h,0,i,n,e,f[i+12>>2]|0,f[n+12>>2]|0,f[e+12>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0,f[e+24>>2]|0);break}}while(0);S7a(a+24|0,v,f[M>>2]|0,1);g=f[u>>2]|0;e=f[M>>2]|0}if(!g)O=365;else if((f[g+4>>2]|0)!=(e|0))O=365;if((O|0)==365){O=0;y=f[P>>2]|0;y=Rg[f[f[y>>2]>>2]&255](y,8)|0;f[y+4>>2]=e;f[y>>2]=f[u>>2];f[u>>2]=y}f[t>>2]=e;f[v+12>>2]=f[w>>2];e=f[o>>2]|0;if(e|0)Q7a(a+24|0,e,v,9.999999974752427e-07,0.0);e=f[v>>2]|0;if(!e){x=Q;y=R}else{Q7a(a+24|0,v,e,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 2:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else e=Q;while(1){if((f[e+12>>2]|0)==(L|0))break;e=f[e>>2]|0;if(!e){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}k=N+8|0;m=N+16|0;j=L;l=e;while(1){if(!(f[l>>2]|0)){O=388;break}z=l+20|0;if(!(b[z>>0]|0))S7a(a+24|0,l,j,1);else T7a(a+24|0,l,j,1);J=l+8|0;e=f[J>>2]|0;if(!e)O=400;else if((f[e+4>>2]|0)==(j|0))d=e;else O=400;if((O|0)==400){O=0;d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[J>>2];f[J>>2]=d}I=l+16|0;f[I>>2]=j;e=f[l>>2]|0;g=f[e+12>>2]|0;if(!g)g=j;else{c=f[k>>2]|0;e=f[(f[e+8>>2]|0)+4>>2]|0;if(R7a(c,f[m>>2]|0,e,g,1)|0)break;i=U7a(a+24|0,e,g,N)|0;e=f[J>>2]|0;do if(!(b[z>>0]|0)){if(!e)O=423;else if((f[e+4>>2]|0)==(j|0)){A=e;O=424}else O=423;if((O|0)==423){O=0;e=f[P>>2]|0;e=Rg[f[f[e>>2]>>2]&255](e,8)|0;f[e+4>>2]=j;f[e>>2]=f[J>>2];f[J>>2]=e;if(e|0){A=e;O=424}}if((O|0)==424){O=0;if((f[A+4>>2]|0)==(i|0))break}w=f[P>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,8)|0;f[w+4>>2]=i;f[w>>2]=f[J>>2];f[J>>2]=w}else{h=f[e+4>>2]|0;e=f[B>>2]|0;g=f[C>>2]|0;if(!(b[D>>0]|0))$h[e&3](g,0,h,j,i,f[h+12>>2]|0,f[j+12>>2]|0,f[i+12>>2]|0,f[h+24>>2]|0,f[j+24>>2]|0,f[i+24>>2]|0);else $h[e&3](g,0,h,i,j,f[h+12>>2]|0,f[i+12>>2]|0,f[j+12>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0,f[j+24>>2]|0);T7a(a+24|0,l,i,1);S7a(a+24|0,f[l>>2]|0,i,1);f[(f[J>>2]|0)+4>>2]=i;f[(f[(f[l>>2]|0)+8>>2]|0)+4>>2]=i}while(0);e=f[l>>2]|0;f[l+12>>2]=f[(e+12|0)>>2];f[I>>2]=f[e+16>>2];f[(e+12|0)>>2]=f[m>>2];g=f[l+4>>2]|0;if(!g)g=i;else{Q7a(a+24|0,g,l,9.999999974752427e-07,9.999999974752427e-07);g=i;e=f[l>>2]|0}}if(!e){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else{j=g;l=e}}if((O|0)==388){S7a(a+24|0,l,j,1);e=l+8|0;c=f[e>>2]|0;if(!c)O=391;else if((f[c+4>>2]|0)==(j|0)){E=c;F=f[k>>2]|0;O=392}else O=391;if((O|0)==391){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){G=c;O=393}else{E=d;F=c;O=392}}if((O|0)==392){O=0;if((f[E+4>>2]|0)==(F|0))H=F;else{G=F;O=393}}if((O|0)==393){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=G;f[H>>2]=f[e>>2];f[e>>2]=H;H=G}f[l+16>>2]=H;f[l+12>>2]=f[m>>2];Q7a(a+24|0,f[l+4>>2]|0,l,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6144>>2]=2;f[a+6148>>2]=8;break a}if(b[z>>0]|0){g=f[d+4>>2]|0;do if((g|0)!=(j|0)){e=f[B>>2]|0;d=f[C>>2]|0;if(!(b[D>>0]|0)){$h[e&3](d,0,g,j,c,f[g+12>>2]|0,f[j+12>>2]|0,f[c+12>>2]|0,f[g+24>>2]|0,f[j+24>>2]|0,f[c+24>>2]|0);break}else{$h[e&3](d,0,g,c,j,f[g+12>>2]|0,f[c+12>>2]|0,f[j+12>>2]|0,f[g+24>>2]|0,f[c+24>>2]|0,f[j+24>>2]|0);break}}while(0);T7a(a+24|0,l,f[k>>2]|0,1);d=f[J>>2]|0;c=f[k>>2]|0}if(!d)O=411;else if((f[d+4>>2]|0)!=(c|0))O=411;if((O|0)==411){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=c;f[H>>2]=f[J>>2];f[J>>2]=H}f[I>>2]=c;f[l+12>>2]=f[m>>2];c=f[l+4>>2]|0;if(c|0)Q7a(a+24|0,c,l,9.999999974752427e-07,0.0);c=f[l>>2]|0;if(!c){x=Q;y=R}else{Q7a(a+24|0,l,c,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 5:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else h=Q;while(1){g=h+12|0;if((f[g>>2]|0)==(L|0))break;c=f[h>>2]|0;if(!c){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else h=c}c=(f[h>>2]|0)==0;do if(!(b[h+20>>0]|0)){if(c){T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}S7a(a+24|0,h,L,1);c=f[M>>2]|0;d=h+8|0;e=f[d>>2]|0;if(!e)O=438;else if((f[e+4>>2]|0)!=(c|0))O=438;if((O|0)==438){O=0;M=f[P>>2]|0;M=Rg[f[f[M>>2]>>2]&255](M,8)|0;f[M+4>>2]=c;f[M>>2]=f[d>>2];f[d>>2]=M}f[g>>2]=f[N+12>>2];d=N+8|0;T7a(a+24|0,f[h>>2]|0,f[d>>2]|0,1);c=f[h>>2]|0;d=f[d>>2]|0;e=f[(c+8|0)>>2]|0;if(e|0)if((f[e+4>>2]|0)==(d|0))break;P=f[P>>2]|0;P=Rg[f[f[P>>2]>>2]&255](P,8)|0;f[P+4>>2]=d;f[P>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=P;c=f[h>>2]|0}else{if(c){T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}T7a(a+24|0,h,L,1);P=N+8|0;S7a(a+24|0,f[h>>2]|0,f[P>>2]|0,1);f[(f[h+8>>2]|0)+4>>2]=f[M>>2];f[g>>2]=f[N+12>>2];c=f[h>>2]|0;f[(f[c+8>>2]|0)+4>>2]=f[P>>2]}while(0);f[c+12>>2]=f[N+16>>2];N=h+16|0;c=c+16|0;P=f[N>>2]|0;f[N>>2]=f[c>>2];f[c>>2]=P;c=f[h+4>>2]|0;if(c|0)Q7a(a+24|0,c,h,9.999999974752427e-07,9.999999974752427e-07);c=f[h>>2]|0;d=f[c>>2]|0;if(!d){x=Q;y=R}else{Q7a(a+24|0,c,d,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R}break}default:{T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}}}f[a+504>>2]=S;f[a+512>>2]=T;f[a+968>>2]=U;f[a+984>>2]=V;f[a+992>>2]=x;f[a+1008>>2]=W;f[a+1024>>2]=y;f[a+1032>>2]=X;f[a+6072>>2]=O;f[a+6104>>2]=Y}function pbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;G=f[a+80>>2]|0;v=f[a+352>>2]|0;H=f[a+704>>2]|0;w=f[a+800>>2]|0;c=f[a+880>>2]|0;J=f[a+1624>>2]|0;C=f[a+1944>>2]|0;g=f[a+2032>>2]|0;D=f[a+2200>>2]|0;o=f[a+2248>>2]|0;E=f[a+4904>>2]|0;x=f[a+4912>>2]|0;t=f[a+4928>>2]|0;F=f[a+5856>>2]|0;i=f[a+5864>>2]|0;r=f[a+5880>>2]|0;m=f[a+5904>>2]|0;p=f[a+5912>>2]|0;q=f[a+5944>>2]|0;l=f[a+5968>>2]|0;I=f[a+6072>>2]|0;a:{if((J|0)==(q|0)){if(!(b[c+20>>0]|0)){S7a(a+24|0,c,g,1);h=f[t>>2]|0;i=c+8|0;e=f[i>>2]|0;if(!e)I=223;else if((f[e+4>>2]|0)==(h|0)){j=h;k=e}else I=223;if((I|0)==223){I=0;k=f[G>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=h;f[k>>2]=f[i>>2];f[i>>2]=k;j=f[t>>2]|0}g=c+16|0;f[g>>2]=h;e=f[F>>2]|0;if(+n[j+16>>2]!=+n[e+16>>2]){if(!k)I=227;else if((f[k+4>>2]|0)==(e|0))d=e;else I=227;if((I|0)==227){I=0;d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=e;f[d>>2]=f[i>>2];f[i>>2]=d;d=f[F>>2]|0}f[g>>2]=e}else d=e;f[r>>2]=0;c=f[c>>2]|0;T7a(a+24|0,c,d,1);d=f[F>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)I=231;else if((f[e+4>>2]|0)!=(d|0))I=231;if((I|0)==231){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=J}f[c+16>>2]=d;f[c+12>>2]=0;Q7a(a+24|0,f[(f[c+4>>2]|0)+4>>2]|0,f[c>>2]|0,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=w;f[a+6152>>2]=1;break a}j=c+4|0;k=f[j>>2]|0;T7a(a+24|0,c,l,1);g=f[t>>2]|0;h=f[F>>2]|0;do if(+n[g+16>>2]!=+n[h+16>>2]){i=f[(f[c+8>>2]|0)+4>>2]|0;e=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0)){$h[e&3](d,0,i,g,h,f[i+12>>2]|0,f[g+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0);break}else{$h[e&3](d,0,i,h,g,f[i+12>>2]|0,f[h+12>>2]|0,f[g+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0);break}}while(0);S7a(a+24|0,f[c>>2]|0,f[F>>2]|0,1);e=f[j>>2]|0;if(e|0)f[e>>2]=f[f[c>>2]>>2];d=f[c>>2]|0;g=f[d>>2]|0;if(g|0)f[g+4>>2]=e;g=(w|0)==(c|0)?g:w;e=f[(d+8|0)>>2]|0;if(e){do{f[(d+8|0)>>2]=f[e>>2];$zb(e);e=f[(d+8|0)>>2]|0}while((e|0)!=0);d=f[c>>2]|0}$zb(d);e=c+8|0;d=f[e>>2]|0;if(d|0)do{f[e>>2]=f[d>>2];$zb(d);d=f[e>>2]|0}while((d|0)!=0);$zb(c);if(!k){h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}d=f[k>>2]|0;if(!d){h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}Q7a(a+24|0,k,d,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}i=f[i>>2]|0;d=f[p+12>>2]|0;if(!d){d=p;while(1){g=f[d>>2]|0;d=f[g+12>>2]|0;if(!d)d=g;else break}}else g=p;if(R7a(q,i,f[(f[g+8>>2]|0)+4>>2]|0,d,0)|0){if((f[(f[c+8>>2]|0)+4>>2]|0)==(f[(f[p+8>>2]|0)+4>>2]|0)){f[r>>2]=f[(p+12|0)>>2];f[(p+12|0)>>2]=m;h=H;i=46;e=v;d=w;f[a+6152>>2]=1;break a}d=f[p>>2]|0;if(!d){h=1;i=23;e=v;d=w;f[a+6152>>2]=1;break a}e=f[(d+12|0)>>2]|0;if((q|0)!=(e|0)){h=1;i=23;e=v;d=w;f[a+6152>>2]=1;break a}h=f[(p+12|0)>>2]|0;f[(p+12|0)>>2]=e;f[(d+12|0)>>2]=h;h=H;i=46;e=v;d=w;f[a+6152>>2]=1;break a}do{d=1;if(d)if(!(b[c+20>>0]|0)){S7a(a+24|0,c,o,1);d=f[t>>2]|0;e=c+8|0;g=f[e>>2]|0;if(!g)I=247;else if((f[g+4>>2]|0)!=(d|0))I=247;if((I|0)==247){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[e>>2];f[e>>2]=J}f[c+16>>2]=d;i=f[c>>2]|0;h=U7a(a+24|0,f[(f[(i+8|0)>>2]|0)+4>>2]|0,f[(i+12|0)>>2]|0,x)|0;c=f[(i+4|0)>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)I=250;else if((f[d+4>>2]|0)==(h|0))s=c;else I=250;if((I|0)==250){I=0;s=f[G>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=h;f[s>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=s;s=f[(i+4|0)>>2]|0}f[s+12>>2]=f[(i+12|0)>>2];f[s+16>>2]=f[i+16>>2];c=f[i>>2]|0;d=f[c+12>>2]|0;if((d|0)!=(f[F>>2]|0)){if(!d)do{c=f[f[c>>2]>>2]|0;d=f[c+12>>2]|0}while((d|0)==0);d=U7a(a+24|0,f[(f[c+8>>2]|0)+4>>2]|0,d,x)|0}T7a(a+24|0,i,h,1);g=f[(f[(i+8|0)>>2]|0)+4>>2]|0;c=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[c&3](e,0,g,h,d,f[g+12>>2]|0,f[h+12>>2]|0,f[d+12>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[d+24>>2]|0);h=d;e=0;u=i;break}else{$h[c&3](e,0,g,d,h,f[g+12>>2]|0,f[d+12>>2]|0,f[h+12>>2]|0,f[g+24>>2]|0,f[d+24>>2]|0,f[h+24>>2]|0);h=d;e=0;u=i;break}}else d=1;if(d)if(1){T7a(a+24|0,c,o,1);h=f[c>>2]|0;h=U7a(a+24|0,f[(f[h+8>>2]|0)+4>>2]|0,f[h+12>>2]|0,x)|0;i=f[(f[c+8>>2]|0)+4>>2]|0;g=f[t>>2]|0;d=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[d&3](e,0,i,g,h,f[i+12>>2]|0,f[g+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0);e=v;u=c;break}else{$h[d&3](e,0,i,h,g,f[i+12>>2]|0,f[h+12>>2]|0,f[g+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0);e=v;u=c;break}}}while(0);c=f[u>>2]|0;S7a(a+24|0,c,h,1);j=f[c+12>>2]|0;i=f[c+16>>2]|0;c=f[c>>2]|0;d=f[u+4>>2]|0;if(d|0)f[d>>2]=c;if(c)f[c+4>>2]=d;p=(w|0)==(u|0)?c:w;d=f[u>>2]|0;g=f[(d+8|0)>>2]|0;if(g){do{f[(d+8|0)>>2]=f[g>>2];$zb(g);g=f[(d+8|0)>>2]|0}while((g|0)!=0);d=f[u>>2]|0}$zb(d);g=u+8|0;d=f[g>>2]|0;if(d|0)do{f[g>>2]=f[d>>2];$zb(d);d=f[g>>2]|0}while((d|0)!=0);$zb(u);if((h|0)==(f[F>>2]|0)){h=H;i=47;d=p;f[a+6152>>2]=1;break a}if(!c){h=1;i=23;d=p;c=0;f[a+6152>>2]=1;break a}else{o=i;m=j;l=h}while(1){k=c+12|0;d=f[k>>2]|0;if(!d){h=l;d=o;g=m}else{if((d|0)==(f[F>>2]|0))break;j=c+8|0;h=U7a(a+24|0,f[(f[j>>2]|0)+4>>2]|0,d,x)|0;do if(!(b[c+20>>0]|0)){S7a(a+24|0,c,f[F>>2]|0,1);i=f[(f[j>>2]|0)+4>>2]|0;d=f[C>>2]|0;g=f[D>>2]|0;if(!(b[E>>0]|0))$h[d&3](g,0,i,l,h,f[i+12>>2]|0,f[l+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0);else $h[d&3](g,0,i,h,l,f[i+12>>2]|0,f[h+12>>2]|0,f[l+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0);f[(f[j>>2]|0)+4>>2]=l;if(!e)break;d=(f[c+4>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=e;f[J>>2]=f[d>>2];f[d>>2]=J}else T7a(a+24|0,c,h,1);while(0);g=f[k>>2]|0;f[k>>2]=m;e=c+16|0;d=f[e>>2]|0;f[e>>2]=o;e=l}c=f[c>>2]|0;if(!c){h=1;i=23;d=p;c=0;f[a+6152>>2]=2;f[a+6156>>2]=1;break a}else{o=d;m=g;l=h}}if(b[c+20>>0]|0){T7a(a+24|0,c,d,1);h=f[F>>2]|0;i=c+8|0;d=f[i>>2]|0;do if(!d)I=278;else{if((f[d+4>>2]|0)!=(h|0)){I=278;break}A=c+16|0;f[A>>2]=h;y=d;I=279}while(0);if((I|0)==278){d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[i>>2];f[i>>2]=d;g=c+16|0;f[g>>2]=h;if(!d){B=g;I=280}else{y=d;A=g;I=279}}if((I|0)==279){I=0;if((f[y+4>>2]|0)==(l|0))z=A;else{B=A;I=280}}if((I|0)==280){I=0;z=f[G>>2]|0;z=Rg[f[f[z>>2]>>2]&255](z,8)|0;f[z+4>>2]=l;f[z>>2]=f[i>>2];f[i>>2]=z;z=B}f[k>>2]=m;f[z>>2]=o;h=H;i=47;d=p;f[a+6152>>2]=1;break a}S7a(a+24|0,c,d,1);j=c+8|0;i=f[(f[j>>2]|0)+4>>2]|0;h=f[F>>2]|0;g=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0))$h[g&3](d,0,i,l,h,f[i+12>>2]|0,f[l+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0);else $h[g&3](d,0,i,h,l,f[i+12>>2]|0,f[h+12>>2]|0,f[l+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0);d=f[j>>2]|0;g=f[(d+4|0)>>2]|0;h=c+4|0;do if((g|0)==(f[(f[(f[h>>2]|0)+8>>2]|0)+4>>2]|0))f[(d+4|0)>>2]=l;else{if((d|0)!=0&(g|0)==(l|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=l;f[J>>2]=f[j>>2];f[j>>2]=J}while(0);f[k>>2]=m;f[c+16>>2]=o;if(!e){h=H;i=47;e=0;d=p;f[a+6152>>2]=1;break a}d=(f[h>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0)){h=H;i=47;d=p;f[a+6152>>2]=1;break a}h=f[G>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=e;f[h>>2]=f[d>>2];f[d>>2]=h;h=H;i=47;d=p}f[a+816>>2]=h;f[a+824>>2]=i;f[a+928>>2]=e;f[a+944>>2]=d;f[a+976>>2]=c;f[a+6072>>2]=I}function qbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0;X=f[a+80>>2]|0;z=f[a+248>>2]|0;w=f[a+256>>2]|0;t=f[a+264>>2]|0;Y=f[a+272>>2]|0;Z=f[a+504>>2]|0;_=f[a+968>>2]|0;D=f[a+992>>2]|0;$=f[a+1008>>2]|0;E=f[a+1024>>2]|0;K=f[a+1944>>2]|0;L=f[a+2200>>2]|0;N=f[a+4904>>2]|0;M=f[a+4912>>2]|0;O=f[a+4928>>2]|0;A=f[a+4960>>2]|0;j=f[a+5008>>2]|0;V=f[a+5024>>2]|0;W=f[a+6072>>2]|0;a:{if((W|0)==185){W=0;f[w>>2]=A;f[(A+4|0)>>2]=w;Q7a(a+24|0,w,A,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(f[(A+8|0)>>2]|0)+4>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)W=187;else if((f[e+4>>2]|0)!=(d|0))W=187;if((W|0)==187){W=0;V=f[X>>2]|0;V=Rg[f[f[V>>2]>>2]&255](V,8)|0;f[V+4>>2]=d;f[V>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=V}f[c+16>>2]=d;e=f[M+8>>2]|0;if(!(+n[(f[O>>2]|0)+16>>2]!=+n[e+16>>2])){D=z;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)W=191;else if((f[d+4>>2]|0)==(e|0))g=c;else W=191;if((W|0)==191){W=0;g=f[X>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=e;f[g>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=g;g=f[A>>2]|0}f[c+16>>2]=e;Q7a(a+24|0,A,g,9.999999974752427e-07,9.999999974752427e-07);D=z;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}v=w+4|0;c=f[v>>2]|0;if(!c)y=0;else{Q7a(a+24|0,c,A,9.999999974752427e-07,9.999999974752427e-07);y=f[v>>2]|0}do{u=1;if(u){u=0;if(!(b[w+20>>0]|0)){i=(f[A>>2]|0)+20|0;B=b[(A+20|0)>>0]|0;b[(A+20|0)>>0]=b[i>>0]|0;b[i>>0]=B;i=y+12|0;if(!(f[i>>2]|0)){c=y+4|0;S7a(a+24|0,f[c>>2]|0,f[O>>2]|0,1);d=f[c>>2]|0;e=f[O>>2]|0;g=f[(d+8|0)>>2]|0;if(!g)W=118;else if((f[g+4>>2]|0)==(e|0)){k=d;l=e}else W=118;if((W|0)==118){W=0;k=f[X>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=e;f[k>>2]=f[(d+8|0)>>2];f[(d+8|0)>>2]=k;k=f[c>>2]|0;l=f[O>>2]|0}f[d+16>>2]=e;f[k+12>>2]=f[j>>2];T7a(a+24|0,y,l,1);f[i>>2]=f[V>>2];c=f[c>>2]|0;Q7a(a+24|0,f[c+4>>2]|0,c,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d){do{f[(c+8|0)>>2]=f[d>>2];$zb(d);d=f[(c+8|0)>>2]|0}while((d|0)!=0);c=f[A>>2]|0}$zb(c);c=f[(A+8|0)>>2]|0;if(c|0)do{f[(A+8|0)>>2]=f[c>>2];$zb(c);c=f[(A+8|0)>>2]|0}while((c|0)!=0);$zb(A);B=z;d=y;break}c=y+8|0;e=f[(f[c>>2]|0)+4>>2]|0;g=f[(f[t>>2]|0)+4>>2]|0;T7a(a+24|0,y,f[O>>2]|0,0);S7a(a+24|0,w,f[O>>2]|0,0);d=f[c>>2]|0;do if(!(f[d>>2]|0)){f[d+4>>2]=e;f[y+16>>2]=e;c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d|0)if((f[d+4>>2]|0)==(g|0)){m=g;o=c;break}s=f[X>>2]|0;p=c;q=c+8|0;r=g;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}else{f[(f[A>>2]|0)+8>>2]=d;f[c>>2]=0;s=f[X>>2]|0;p=y;q=c;r=e;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}while(0);if((W|0)==131){W=0;f[s+4>>2]=r;f[s>>2]=f[q>>2];f[q>>2]=s;m=r;o=p}f[o+16>>2]=m;c=f[t>>2]|0;if(!(f[c>>2]|0)){B=f[(A+8|0)>>2]|0;f[B+4>>2]=e;f[(A+16|0)>>2]=e;e=B}else{e=f[(A+8|0)>>2]|0;f[(A+8|0)>>2]=c;f[t>>2]=e;c=e;e=f[(A+8|0)>>2]|0}f[c+4>>2]=g;f[w+16>>2]=g;c=f[v>>2]|0;f[(A+4|0)>>2]=c;f[f[A>>2]>>2]=w;f[c>>2]=A;c=f[A>>2]|0;f[v>>2]=c;d=f[O>>2]|0;if(!e)W=137;else if((f[e+4>>2]|0)==(d|0))x=c;else W=137;if((W|0)==137){W=0;x=f[X>>2]|0;x=Rg[f[f[x>>2]>>2]&255](x,8)|0;f[x+4>>2]=d;f[x>>2]=f[(A+8|0)>>2];f[(A+8|0)>>2]=x;x=f[A>>2]|0}f[(A+16|0)>>2]=d;B=z;d=x}else u=1}if(u)if(1){f[(A+4|0)>>2]=y;if(y|0)f[y>>2]=A;f[f[A>>2]>>2]=w;d=f[A>>2]|0;f[v>>2]=d;B=(z|0)==(w|0)?A:z}}while(0);k=M+8|0;i=f[O>>2]|0;j=d;while(1){c=f[j>>2]|0;d=f[c+12>>2]|0;if(!d){h=i;C=c}else{P=f[k>>2]|0;c=f[(f[c+8>>2]|0)+4>>2]|0;if(R7a(P,f[V>>2]|0,c,d,1)|0)break;h=U7a(a+24|0,c,d,M)|0;g=j+8|0;c=f[g>>2]|0;do if(!(b[j+20>>0]|0)){do if(!c)W=167;else{if((f[c+4>>2]|0)!=(i|0)){W=167;break}F=j+16|0;f[F>>2]=i;H=c;W=168}while(0);if((W|0)==167){W=0;c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=i;f[c>>2]=f[g>>2];f[g>>2]=c;d=j+16|0;f[d>>2]=i;if(!c)G=d;else{F=d;H=c;W=168}}if((W|0)==168){W=0;if((f[H+4>>2]|0)==(h|0)){c=F;break}else G=F}c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=h;f[c>>2]=f[g>>2];f[g>>2]=c;c=G}else{e=f[c+4>>2]|0;c=f[K>>2]|0;d=f[L>>2]|0;if(!(b[N>>0]|0))$h[c&3](d,0,e,i,h,f[e+12>>2]|0,f[i+12>>2]|0,f[h+12>>2]|0,f[e+24>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0);else $h[c&3](d,0,e,h,i,f[e+12>>2]|0,f[h+12>>2]|0,f[i+12>>2]|0,f[e+24>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0);T7a(a+24|0,j,h,1);S7a(a+24|0,f[j>>2]|0,h,1);f[(f[g>>2]|0)+4>>2]=h;f[(f[(f[j>>2]|0)+8>>2]|0)+4>>2]=h;c=j+16|0}while(0);d=f[j>>2]|0;f[j+12>>2]=f[(d+12|0)>>2];f[c>>2]=f[d+16>>2];f[(d+12|0)>>2]=f[V>>2];c=f[j+4>>2]|0;if(!c)C=d;else{Q7a(a+24|0,c,j,9.999999974752427e-07,9.999999974752427e-07);C=f[j>>2]|0}}if(!C){Z=1;_=M;$=B;W=448;f[a+6160>>2]=2;f[a+6164>>2]=3;break a}if(!(f[C>>2]|0)){W=174;break}if(!(b[C+20>>0]|0)){S7a(a+24|0,C,h,1);i=h;j=C;continue}else{T7a(a+24|0,C,h,1);i=h;j=C;continue}}if((W|0)==174){e=C+8|0;c=f[e>>2]|0;if(!c)W=177;else if((f[c+4>>2]|0)==(h|0)){Q=c;R=f[k>>2]|0;W=178}else W=177;if((W|0)==177){d=f[X>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){S=c;W=179}else{Q=d;R=c;W=178}}if((W|0)==178){W=0;if((f[Q+4>>2]|0)==(R|0))T=R;else{S=R;W=179}}if((W|0)==179){W=0;T=f[X>>2]|0;T=Rg[f[f[T>>2]>>2]&255](T,8)|0;f[T+4>>2]=S;f[T>>2]=f[e>>2];f[e>>2]=T;T=S}f[C+16>>2]=T;f[C+12>>2]=f[V>>2];Q7a(a+24|0,f[C+4>>2]|0,C,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}if(!(b[j+20>>0]|0))W=148;else if(+n[(f[O>>2]|0)+16>>2]!=+n[P+16>>2]){g=j+8|0;e=f[(f[g>>2]|0)+4>>2]|0;d=f[K>>2]|0;c=f[L>>2]|0;if(!(b[N>>0]|0))$h[d&3](c,0,e,i,P,f[e+12>>2]|0,f[i+12>>2]|0,f[P+12>>2]|0,f[e+24>>2]|0,f[i+24>>2]|0,f[P+24>>2]|0);else $h[d&3](c,0,e,P,i,f[e+12>>2]|0,f[P+12>>2]|0,f[i+12>>2]|0,f[e+24>>2]|0,f[P+24>>2]|0,f[i+24>>2]|0);T7a(a+24|0,j,f[k>>2]|0,1);J=g;I=f[g>>2]|0}else W=148;if((W|0)==148){W=0;c=j+8|0;d=f[c>>2]|0;if(!d)W=150;else if((f[d+4>>2]|0)==(i|0))U=d;else W=150;if((W|0)==150){W=0;U=f[X>>2]|0;U=Rg[f[f[U>>2]>>2]&255](U,8)|0;f[U+4>>2]=i;f[U>>2]=f[c>>2];f[c>>2]=U}f[j+16>>2]=i;J=c;I=U}c=f[k>>2]|0;if(!I)W=154;else if((f[I+4>>2]|0)!=(c|0))W=154;if((W|0)==154){W=0;X=f[X>>2]|0;X=Rg[f[f[X>>2]>>2]&255](X,8)|0;f[X+4>>2]=c;f[X>>2]=f[J>>2];f[J>>2]=X}f[j+16>>2]=c;f[j+12>>2]=f[V>>2];c=f[j+4>>2]|0;if(c|0)Q7a(a+24|0,c,j,9.999999974752427e-07,9.999999974752427e-07);c=f[j>>2]|0;if(!c){D=B;E=Y}else{Q7a(a+24|0,j,c,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y}f[a+6160>>2]=1;break a}f[a+504>>2]=Z;f[a+968>>2]=_;f[a+992>>2]=D;f[a+1008>>2]=$;f[a+1024>>2]=E;f[a+6072>>2]=W}function rbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0;T=f[a+80>>2]|0;v=f[a+248>>2]|0;z=f[a+272>>2]|0;K=f[a+504>>2]|0;L=f[a+512>>2]|0;M=f[a+816>>2]|0;N=f[a+824>>2]|0;O=f[a+944>>2]|0;P=f[a+968>>2]|0;Q=f[a+984>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;S=f[a+1032>>2]|0;C=f[a+1944>>2]|0;E=f[a+2200>>2]|0;F=f[a+4904>>2]|0;I=f[a+4912>>2]|0;J=f[a+4928>>2]|0;w=f[a+4936>>2]|0;U=f[a+6072>>2]|0;V=f[a+6104>>2]|0;q=f[a+6112>>2]|0;a:{if(V){V=0;switch(q|0){case 3:{m=f[T>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,24)|0;h=f[T>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,24)|0;f[m>>2]=h;f[h+4>>2]=m;f[h>>2]=0;f[(m+4|0)>>2]=0;f[(f[m>>2]|0)+8>>2]=0;f[(m+8|0)>>2]=0;h=f[J>>2]|0;i=f[T>>2]|0;i=Rg[f[f[i>>2]>>2]&255](i,8)|0;f[i+4>>2]=h;f[i>>2]=f[(m+8|0)>>2];f[(m+8|0)>>2]=i;f[(m+16|0)>>2]=h;h=I+12|0;i=f[h>>2]|0;f[m+12>>2]=i;j=I+16|0;e=f[m>>2]|0;f[e+12>>2]=f[j>>2];b[(m+20|0)>>0]=1;b[e+20>>0]=0;if(!v){c=f[J>>2]|0;d=f[(e+8|0)>>2]|0;if(!d)U=101;else if((f[d+4>>2]|0)==(c|0))k=c;else U=101;if((U|0)==101){U=0;k=f[T>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=c;f[k>>2]=f[(e+8|0)>>2];f[(e+8|0)>>2]=k;k=f[J>>2]|0}f[e+16>>2]=c;e=f[I+8>>2]|0;if(!(+n[k+16>>2]!=+n[e+16>>2])){A=m;B=z;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}c=f[m>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)U=105;else if((f[d+4>>2]|0)==(e|0))l=c;else U=105;if((U|0)==105){U=0;l=f[T>>2]|0;l=Rg[f[f[l>>2]>>2]&255](l,8)|0;f[l+4>>2]=e;f[l>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=l;l=f[m>>2]|0}f[c+16>>2]=e;Q7a(a+24|0,m,l,9.999999974752427e-07,9.999999974752427e-07);A=m;B=z;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}else d=v;while(1){c=f[d+12>>2]|0;if(c|0){g=d+8|0;if(R7a(f[J>>2]|0,i,f[(f[g>>2]|0)+4>>2]|0,c,0)|0)break}c=f[d>>2]|0;if(!c){U=185;break}else d=c}f[a+80>>2]=T;f[a+248>>2]=v;f[a+256>>2]=d;f[a+264>>2]=g;f[a+272>>2]=z;f[a+504>>2]=K;f[a+968>>2]=P;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1944>>2]=C;f[a+2200>>2]=E;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+4960>>2]=m;f[a+5008>>2]=h;f[a+5024>>2]=j;f[a+6072>>2]=U;f[a+6160>>2]=0;f[a+6164>>2]=0;qbb(a);K=f[a+504>>2]|0;P=f[a+968>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;U=f[a+6072>>2]|0;G=f[a+6160>>2]|0;D=f[a+6164>>2]|0;H=+n[a+6164>>2];f[a+6160>>2]=0;f[a+6164>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:{f[a+6168>>2]=2;f[a+6172>>2]=15;break a}case 3:{f[a+6168>>2]=2;f[a+6172>>2]=14;break a}}}default:V=1}}if(V){V=0;switch(q|0){case 0:{if(!v){L=1;Q=I;S=0;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}s=I+8|0;t=I+16|0;u=I+12|0;r=0;p=z;q=v;c=v;d=w;while(1){k=d;i=d;j=d;e=d;g=d;b:while(1){o=c+12|0;d=f[o>>2]|0;if((d|0)==(g|0))break;l=f[s>>2]|0;h=l;m=e;e=k;while(1){if((d|0)!=(h|0))break;f[s>>2]=m;f[J>>2]=l;e=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=e;e=f[o>>2]|0;g=l;if((e|0)==(g|0)){d=e;k=e;j=e;i=e;break b}else{z=l;d=e;h=m;e=g;i=g;j=g;l=m;m=z}}c=f[c>>2]|0;if(!c){L=1;Q=I;S=q;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else{k=e;e=m}}g=d;h=f[c>>2]|0;c:do{d=1;if(d){d=0;if(!h){M=1;N=23;x=r;O=q;y=c}else d=1}if(d)if(1){d=f[h+12>>2]|0;if(!d){e=h;do{e=f[e>>2]|0;d=f[e+12>>2]|0}while(!(d|0))}z=f[s>>2]|0;f[a+80>>2]=T;f[a+352>>2]=r;f[a+704>>2]=p;f[a+800>>2]=q;f[a+816>>2]=M;f[a+824>>2]=N;f[a+880>>2]=c;f[a+928>>2]=x;f[a+944>>2]=O;f[a+976>>2]=y;f[a+1624>>2]=d;f[a+1944>>2]=C;f[a+2032>>2]=k;f[a+2200>>2]=E;f[a+2248>>2]=j;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+5856>>2]=s;f[a+5864>>2]=t;f[a+5880>>2]=o;f[a+5904>>2]=g;f[a+5912>>2]=h;f[a+5944>>2]=z;f[a+5968>>2]=i;f[a+6072>>2]=U;f[a+6152>>2]=0;f[a+6156>>2]=0;pbb(a);M=f[a+816>>2]|0;N=f[a+824>>2]|0;x=f[a+928>>2]|0;O=f[a+944>>2]|0;y=f[a+976>>2]|0;U=f[a+6072>>2]|0;G=f[a+6152>>2]|0;D=f[a+6156>>2]|0;H=+n[a+6156>>2];f[a+6152>>2]=0;f[a+6156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break c}}}while(0);switch(N&63){case 47:{A=O;B=M;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}case 46:break;default:{f[a+6168>>2]=2;f[a+6172>>2]=11;break a}}r=x;p=M;q=O;c=y;d=f[J>>2]|0}}default:V=1}}if(V){V=0;switch(q|0){case 4:{if(!v){L=1;Q=I;S=0;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else p=v;while(1){l=p+12|0;if((f[l>>2]|0)==(w|0))break;c=f[p>>2]|0;if(!c){L=1;Q=I;S=v;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else p=c}if(!(b[p+20>>0]|0))S7a(a+24|0,p,w,1);else T7a(a+24|0,p,w,1);d=f[I+8>>2]|0;m=p+8|0;c=f[m>>2]|0;if(!c)U=315;else if((f[c+4>>2]|0)==(d|0))o=c;else U=315;if((U|0)==315){U=0;o=f[T>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,8)|0;f[o+4>>2]=d;f[o>>2]=f[m>>2];f[m>>2]=o}j=p+16|0;f[j>>2]=d;f[l>>2]=f[I+16>>2];k=p+4|0;d=f[k>>2]|0;d:do if(!d){i=p;d=0}else{c=f[(f[d+8>>2]|0)+4>>2]|0;if((c|0)==(f[o+4>>2]|0))while(1){e=f[l>>2]|0;g=d+12|0;h=f[g>>2]|0;X=+n[c+16>>2];W=+n[c+20>>2];if((+n[e+16>>2]-X)*(+n[h+20>>2]-W)>=(+n[h+16>>2]-X)*(+n[e+20>>2]-W)){i=p;break d}f[l>>2]=h;f[g>>2]=e;c=(f[k>>2]|0)+16|0;B=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=B;c=f[p>>2]|0;if(c|0)Q7a(a+24|0,p,c,0.0,9.999999974752427e-07);d=f[k>>2]|0;if(!d){i=p;d=0;break d}c=f[(f[d+8>>2]|0)+4>>2]|0;if((c|0)!=(f[(f[m>>2]|0)+4>>2]|0)){i=p;break}}else i=p}while(0);c=f[i>>2]|0;if(!c)c=0;else{while(1){d=f[(f[c+8>>2]|0)+4>>2]|0;if((d|0)!=(f[(f[m>>2]|0)+4>>2]|0))break;e=f[l>>2]|0;g=c+12|0;h=f[g>>2]|0;W=+n[d+16>>2];X=+n[d+20>>2];if((+n[e+16>>2]-W)*(+n[h+20>>2]-X)<=(+n[h+16>>2]-W)*(+n[e+20>>2]-X))break;f[l>>2]=h;f[g>>2]=e;c=(f[i>>2]|0)+16|0;B=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=B;c=f[k>>2]|0;if(c|0)Q7a(a+24|0,c,p,0.0,9.999999974752427e-07);c=f[i>>2]|0;if(!c){c=0;break}}d=f[k>>2]|0}if(d){c=+n[(f[(f[m>>2]|0)+4>>2]|0)+16>>2]==+n[(f[(f[d+8>>2]|0)+4>>2]|0)+16>>2];Q7a(a+24|0,d,p,c?-9.999999974752427e-07:9.999999974752427e-07,c?-9.999999974752427e-07:0.0);c=f[i>>2]|0}if(!c){A=v;B=z}else{A=+n[(f[(f[m>>2]|0)+4>>2]|0)+16>>2]==+n[(f[(f[c+8>>2]|0)+4>>2]|0)+16>>2];Q7a(a+24|0,p,c,A?-9.999999974752427e-07:0.0,A?-9.999999974752427e-07:9.999999974752427e-07);A=v;B=z}break}default:V=1}}f[a+80>>2]=T;f[a+248>>2]=v;f[a+272>>2]=z;f[a+504>>2]=K;f[a+512>>2]=L;f[a+968>>2]=P;f[a+984>>2]=Q;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1032>>2]=S;f[a+1944>>2]=C;f[a+2200>>2]=E;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+4936>>2]=w;f[a+6072>>2]=U;f[a+6104>>2]=V;f[a+6112>>2]=q;f[a+6144>>2]=0;f[a+6148>>2]=0;obb(a);K=f[a+504>>2]|0;L=f[a+512>>2]|0;P=f[a+968>>2]|0;Q=f[a+984>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;S=f[a+1032>>2]|0;U=f[a+6072>>2]|0;V=f[a+6104>>2]|0;G=f[a+6144>>2]|0;D=f[a+6148>>2]|0;H=+n[a+6148>>2];f[a+6144>>2]=0;f[a+6148>>2]=0;if((G|0)==1){f[a+6168>>2]=1;break a}if((G|0)==2)switch(D|0){case 13:{f[a+6168>>2]=2;f[a+6172>>2]=14;break a}case 8:{f[a+6168>>2]=2;f[a+6172>>2]=15;break a}}}f[a+504>>2]=K;f[a+512>>2]=L;f[a+816>>2]=M;f[a+824>>2]=N;f[a+944>>2]=O;f[a+968>>2]=P;f[a+984>>2]=Q;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1032>>2]=S;f[a+6072>>2]=U;f[a+6104>>2]=V}function sbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0;pa=f[a+80>>2]|0;K=f[a+88>>2]|0;X=f[a+112>>2]|0;Y=f[a+152>>2]|0;Z=f[a+216>>2]|0;_=f[a+240>>2]|0;$=f[a+280>>2]|0;t=f[a+488>>2]|0;ca=f[a+520>>2]|0;da=f[a+528>>2]|0;na=f[a+1040>>2]|0;oa=f[a+1048>>2]|0;C=+n[a+1904>>2];E=+n[a+1912>>2];F=+n[a+1920>>2];qa=f[a+1944>>2]|0;ra=f[a+2200>>2]|0;sa=f[a+2640>>2]|0;L=f[a+2648>>2]|0;M=+n[a+3456>>2];N=+n[a+3464>>2];O=+n[a+3504>>2];P=+n[a+3536>>2];Q=+n[a+3592>>2];R=+n[a+3632>>2];S=+n[a+3872>>2];ta=f[a+6072>>2]|0;a:{b:while(1){c=$;while(1){r=f[c>>2]|0;r=(r|0)<0?0-r|0:r;s=c+(r<<2)|0;if((r|0)>=3)break;if((s+4|0|0)==(X|0)){d=Z;e=_;break b}else c=s+4|0}g=c+4|0;c=f[g>>2]|0;d=f[pa>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,28)|0;if((c|0)>-1){f[d>>2]=f[(K+(c*12|0)|0)>>2];f[d+4>>2]=f[(K+(c*12|0)|0)+4>>2];f[d+8>>2]=f[(K+(c*12|0)|0)+8>>2]}else{f[d>>2]=f[K>>2];f[d+4>>2]=f[K+4>>2];f[d+8>>2]=f[K+8>>2]}f[d+12>>2]=c;h=C*(+n[d>>2]-(M+N)*.5);i=E*(+n[d+4>>2]-(O+P)*.5);l=F*(+n[d+8>>2]-(Q+R)*.5);switch(t&255&3){case 0:{A=l;I=i;ta=33;break}case 1:{A=h;I=l;ta=33;break}case 2:{A=i;I=h;ta=33;break}default:{}}if((ta|0)==33){ta=0;n[d+16>>2]=I;n[d+20>>2]=A}f[d+24>>2]=0;r=f[pa>>2]|0;r=Rg[f[f[r>>2]>>2]&255](r,8)|0;f[r+4>>2]=d;f[r>>2]=f[L>>2];f[L>>2]=r;r=0;e=_;p=f[sa>>2]|0;while(1){c=f[pa>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,28)|0;f[c>>2]=p;f[sa>>2]=c;q=e+1|0;r=(r|0)==0?c:r;f[(c+8|0)>>2]=d;f[(c+4|0)>>2]=d;k=g+4|0;p=c;do{j=1;if(j){j=0;if(k>>>0>s>>>0){v=d;w=k;x=d;W=d}else j=1}if(j)if(1){while(1){d=f[k>>2]|0;o=f[pa>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,28)|0;if((d|0)>-1){f[o>>2]=f[(K+(d*12|0)|0)>>2];f[o+4>>2]=f[(K+(d*12|0)|0)+4>>2];f[o+8>>2]=f[(K+(d*12|0)|0)+8>>2]}else{f[o>>2]=f[K>>2];f[o+4>>2]=f[K+4>>2];f[o+8>>2]=f[K+8>>2]}f[o+12>>2]=d;h=C*(+n[o>>2]-(M+N)*.5);i=E*(+n[(o+4|0)>>2]-(O+P)*.5);l=F*(+n[(o+8|0)>>2]-(Q+R)*.5);switch(t&255&3){case 0:{B=l;J=i;ta=44;break}case 1:{B=h;J=l;ta=44;break}case 2:{B=i;J=h;ta=44;break}default:{y=o+20|0;z=o+20|0}}if((ta|0)==44){ta=0;n[o+16>>2]=J;n[(o+20|0)>>2]=B;y=o+20|0;z=o+20|0}f[o+24>>2]=0;m=f[pa>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,8)|0;f[m+4>>2]=o;f[m>>2]=f[L>>2];f[L>>2]=m;m=f[(c+4|0)>>2]|0;h=+n[m+20>>2];l=+n[z>>2]-h;if(!((l<0.0?-l:l)<=1.0000000116860974e-07)){d=s-k|0;g=g+8|0;c:do if((d|0)>0){h=+n[o>>2];j=(d>>>2)+1|0;while(1){d=f[g>>2]|0;l=+n[K+(d*12|0)>>2]-h;if(!((l<0.0?-l:l)<=S))break c;l=+n[K+(d*12|0)+4>>2]-+n[(o+4|0)>>2];if(!((l<0.0?-l:l)<=S))break c;l=+n[K+(d*12|0)+8>>2]-+n[(o+8|0)>>2];if(!((l<0.0?-l:l)<=S))break c;g=g+4|0;if((j|0)>2)j=j+-1|0;else break}}while(0);if(g>>>0>s>>>0){ta=59;break}d=f[g>>2]|0;U=f[(c+8|0)>>2]|0;l=+n[K+(d*12|0)>>2]-+n[U>>2];if(!((l<0.0?-l:l)<=S)){ta=58;break}l=+n[K+(d*12|0)+4>>2]-+n[U+4>>2];if(!((l<0.0?-l:l)<=S)){ta=60;break}l=+n[K+(d*12|0)+8>>2]-+n[U+8>>2];if(!((l<0.0?-l:l)<=S)){ta=61;break}else T=U}else{f[(c+8|0)>>2]=o;n[y>>2]=h;g=k;T=o}V=g+4|0;if(V>>>0>s>>>0){ta=62;break}else k=V}if((ta|0)==58){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==59){ta=0;v=o;w=k;x=m;W=f[(c+8|0)>>2]|0;break}else if((ta|0)==60){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==61){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==62){ta=0;v=o;w=V;x=m;W=T;break}}}while(0);g=x;l=+n[x+16>>2]-+n[W+16>>2];if((l<0.0?-l:l)<9.999999974752427e-07){f[(c+8|0)>>2]=g;j=x}else j=W;if(w>>>0>s>>>0)break;else{d=v;e=q;g=w}}if((r|0)==(c|0)){f[sa>>2]=f[c>>2];$zb(c);d=0}else{d=r+4|0;l=+n[j+20>>2]-+n[(f[d>>2]|0)+20>>2];if((l<0.0?-l:l)<9.999999974752428e-08){f[d>>2]=g;s=f[c>>2]|0;f[sa>>2]=s;$zb(c);c=s}else e=q;d=f[r>>2]|0;do{q=c;c=f[c>>2]|0;s=(c|0)==(d|0);r=s?f[sa>>2]|0:c;f[q+12>>2]=f[r+8>>2];f[r+16>>2]=f[q+4>>2]}while(!s);c=f[sa>>2]|0;do{g=c+20|0;f[g>>2]=0;if(+n[(f[c+12>>2]|0)+20>>2]>+n[(f[c+4>>2]|0)+20>>2]){f[g>>2]=1;j=3}else j=2;if(+n[(f[c+16>>2]|0)+20>>2]>+n[(f[c+8>>2]|0)+20>>2])f[g>>2]=j;c=f[c>>2]|0}while((c|0)!=(d|0));c=f[sa>>2]|0;do{g=c+24|0;b[g>>0]=1;j=c+4|0;k=f[j>>2]|0;h=+n[k+16>>2];m=c+8|0;o=f[m>>2]|0;i=+n[o+16>>2];d:do if((h-i<0.0?-(h-i):h-i)<9.999999974752427e-07){p=c+20|0;switch(f[p>>2]|0){case 3:{s=f[c+12>>2]|0;r=f[c+16>>2]|0;if((+n[s+16>>2]-h)*(+n[r+20>>2]-+n[o+20>>2])>(+n[r+16>>2]-i)*(+n[s+20>>2]-+n[k+20>>2])){ta=87;break d}else break d}case 0:{s=f[c+12>>2]|0;r=f[c+16>>2]|0;if((+n[s+16>>2]-h)*(+n[r+20>>2]-+n[o+20>>2])<(+n[r+16>>2]-i)*(+n[s+20>>2]-+n[k+20>>2])){ta=87;break d}else break d}case 2:case 1:{f[p>>2]=4;if(+n[(f[c+12>>2]|0)+20>>2]>+n[(f[c+16>>2]|0)+20>>2]){ta=87;break d}else break d}default:break d}}else if(h>i)ta=87;while(0);if((ta|0)==87){ta=0;b[g>>0]=0;f[m>>2]=k;f[j>>2]=o;q=c+16|0;s=c+12|0;r=f[q>>2]|0;f[q>>2]=f[s>>2];f[s>>2]=r;s=c+20|0;f[s>>2]=f[40212+(f[s>>2]<<2)>>2]}c=f[c>>2]|0}while((c|0)!=(d|0))}if((w|0)==(X|0))break;else{Z=d;_=e;$=w}}e:{c=1;if(c){c=0;if(!e){aa=0;ha=d;ka=0;ta=448}else c=1}if(c)if(1){g=f[pa>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,e<<2)|0;c=g;d=f[sa>>2]|0;while(1){f[c>>2]=d;d=f[d>>2]|0;if(!d)break;else c=c+4|0}d=e+-1|0;P7a(g,0,d,1024);if((d|0)>0){c=0;do{X=c;c=c+1|0;f[f[g+(X<<2)>>2]>>2]=f[g+(c<<2)>>2]}while((c|0)!=(d|0))}f[f[g+(d<<2)>>2]>>2]=0;c=f[g>>2]|0;f[sa>>2]=c;$zb(g);k=(a+24|0)+28|0;b[k>>0]=b[c+24>>0]|0;if(!c){ca=0;na=0;ta=450;f[a+6176>>2]=2;f[a+6180>>2]=8;break a}else{h=-10.0;g=0;j=0}f:while(1){f[sa>>2]=f[c>>2];d=c+4|0;e=f[d>>2]|0;i=+n[(e+20|0)>>2];if(i<h)n[(e+20|0)>>2]=h;else h=i;g:do{W=1;X=f[c+20>>2]|0;f[a+80>>2]=pa;f[a+248>>2]=g;f[a+272>>2]=j;f[a+504>>2]=aa;f[a+512>>2]=ba;f[a+816>>2]=ea;f[a+824>>2]=fa;f[a+944>>2]=ga;f[a+968>>2]=ha;f[a+984>>2]=ia;f[a+992>>2]=ja;f[a+1008>>2]=ka;f[a+1024>>2]=la;f[a+1032>>2]=ma;f[a+1944>>2]=qa;f[a+2200>>2]=ra;f[a+4904>>2]=k;f[a+4912>>2]=c;f[a+4928>>2]=d;f[a+4936>>2]=e;f[a+6072>>2]=ta;f[a+6104>>2]=W;f[a+6112>>2]=X;f[a+6168>>2]=0;f[a+6172>>2]=0;rbb(a);aa=f[a+504>>2]|0;ba=f[a+512>>2]|0;ea=f[a+816>>2]|0;fa=f[a+824>>2]|0;ga=f[a+944>>2]|0;ha=f[a+968>>2]|0;ia=f[a+984>>2]|0;ja=f[a+992>>2]|0;ka=f[a+1008>>2]|0;la=f[a+1024>>2]|0;ma=f[a+1032>>2]|0;ta=f[a+6072>>2]|0;G=f[a+6168>>2]|0;D=f[a+6172>>2]|0;H=+n[a+6172>>2];f[a+6168>>2]=0;f[a+6172>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 15:break g;case 14:break e;case 11:break f}}while(0);$zb(c);c=f[sa>>2]|0;if(!c){da=la;oa=ja;f[a+6176>>2]=2;f[a+6180>>2]=8;break a}else{g=ja;j=la}}if((fa|0)==23){aa=ea;ha=c;ka=ga;ta=448}else{Y=0;u=a;f[a+6176>>2]=6;f[a+6180>>2]=Y|0;break a}}}if((ta|0)==448)if(!ha){ca=aa;na=ka;ta=450;f[a+6176>>2]=1;break a}else{ba=aa;ia=ha;ma=ka}$zb(ia);ca=ba;na=ma;ta=450}f[a+152>>2]=Y;f[a+216>>2]=Z;f[a+240>>2]=_;f[a+280>>2]=$;f[a+520>>2]=ca;f[a+528>>2]=da;f[a+1040>>2]=na;f[a+1048>>2]=oa;f[a+6072>>2]=ta}function tbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;P=f[a+96>>2]|0;Q=f[a+264>>2]|0;R=f[a+288>>2]|0;S=f[a+512>>2]|0;T=f[a+520>>2]|0;U=f[a+976>>2]|0;V=f[a+992>>2]|0;x=f[a+1e3>>2]|0;W=f[a+1016>>2]|0;y=f[a+1032>>2]|0;X=f[a+1040>>2]|0;B=f[a+1936>>2]|0;C=f[a+2192>>2]|0;D=f[a+4896>>2]|0;N=f[a+4912>>2]|0;M=f[a+4920>>2]|0;L=f[a+4928>>2]|0;O=f[a+6064>>2]|0;Y=f[a+6096>>2]|0;K=f[a+6104>>2]|0;a:{if(Y){Y=0;switch(K|0){case 1:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}i=f[N+8>>2]|0;h=Q;while(1){if((f[h+12>>2]|0)==(i|0))break;h=f[h>>2]|0;if(!h){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}w=N+12|0;n=i;v=h;while(1){o=v+4|0;if(!(f[o>>2]|0)){O=342;break}l=v+20|0;if(!(b[l>>0]|0))a8a(a+48|0,v,n,1);else b8a(a+48|0,v,n,1);u=v+8|0;h=f[u>>2]|0;if(!h)O=354;else if((f[h+4>>2]|0)==(n|0))g=h;else O=354;if((O|0)==354){O=0;g=f[P>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=n;f[g>>2]=f[u>>2];f[u>>2]=g}t=v+16|0;f[t>>2]=n;h=f[o>>2]|0;i=f[h+12>>2]|0;if(!i)i=n;else{e=f[M>>2]|0;h=f[(f[h+8>>2]|0)+4>>2]|0;if(!($7a(e,f[w>>2]|0,h,i,1)|0))break;i=c8a(a+48|0,h,i,N)|0;h=f[u>>2]|0;do if(!(b[l>>0]|0)){k=f[h+4>>2]|0;h=f[B>>2]|0;j=f[C>>2]|0;if(!(b[D>>0]|0))$h[h&3](j,0,k,i,n,f[k+24>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0,f[k+36>>2]|0,f[i+36>>2]|0,f[n+36>>2]|0);else $h[h&3](j,0,k,n,i,f[k+24>>2]|0,f[n+24>>2]|0,f[i+24>>2]|0,f[k+36>>2]|0,f[n+36>>2]|0,f[i+36>>2]|0);a8a(a+48|0,v,i,1);b8a(a+48|0,f[o>>2]|0,i,1);f[(f[u>>2]|0)+4>>2]=i;f[(f[(f[o>>2]|0)+8>>2]|0)+4>>2]=i}else{if(!h)O=377;else if((f[h+4>>2]|0)==(n|0)){m=h;O=378}else O=377;if((O|0)==377){O=0;h=f[P>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=n;f[h>>2]=f[u>>2];f[u>>2]=h;if(h|0){m=h;O=378}}if((O|0)==378){O=0;if((f[m+4>>2]|0)==(i|0))break}n=f[P>>2]|0;n=Rg[f[f[n>>2]>>2]&255](n,8)|0;f[n+4>>2]=i;f[n>>2]=f[u>>2];f[u>>2]=n}while(0);h=f[o>>2]|0;f[v+12>>2]=f[(h+12|0)>>2];f[t>>2]=f[h+16>>2];f[(h+12|0)>>2]=f[w>>2];j=f[v>>2]|0;if(j){_7a(a+48|0,v,j,9.999999974752427e-07,9.999999974752427e-07);h=f[o>>2]|0}}if(!h){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else{n=i;v=h}}if((O|0)==342){b8a(a+48|0,v,n,1);e=v+8|0;c=f[e>>2]|0;if(!c)O=345;else if((f[c+4>>2]|0)==(n|0)){p=c;q=f[M>>2]|0;O=346}else O=345;if((O|0)==345){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=n;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[M>>2]|0;if(!d){r=c;O=347}else{p=d;q=c;O=346}}if((O|0)==346){O=0;if((f[p+4>>2]|0)==(q|0))s=q;else{r=q;O=347}}if((O|0)==347){O=0;s=f[P>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=r;f[s>>2]=f[e>>2];f[e>>2]=s;s=r}f[v+16>>2]=s;f[v+12>>2]=f[w>>2];_7a(a+48|0,v,f[v>>2]|0,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6136>>2]=2;f[a+6140>>2]=8;break a}if(!(b[l>>0]|0)){i=f[g+4>>2]|0;do if((i|0)!=(n|0)){g=f[B>>2]|0;h=f[C>>2]|0;if(!(b[D>>0]|0)){$h[g&3](h,0,i,e,n,f[i+24>>2]|0,f[e+24>>2]|0,f[n+24>>2]|0,f[i+36>>2]|0,f[e+36>>2]|0,f[n+36>>2]|0);break}else{$h[g&3](h,0,i,n,e,f[i+24>>2]|0,f[n+24>>2]|0,f[e+24>>2]|0,f[i+36>>2]|0,f[n+36>>2]|0,f[e+36>>2]|0);break}}while(0);a8a(a+48|0,v,f[M>>2]|0,1);g=f[u>>2]|0;e=f[M>>2]|0}if(!g)O=365;else if((f[g+4>>2]|0)!=(e|0))O=365;if((O|0)==365){O=0;y=f[P>>2]|0;y=Rg[f[f[y>>2]>>2]&255](y,8)|0;f[y+4>>2]=e;f[y>>2]=f[u>>2];f[u>>2]=y}f[t>>2]=e;f[v+12>>2]=f[w>>2];e=f[o>>2]|0;if(e|0)_7a(a+48|0,e,v,9.999999974752427e-07,0.0);e=f[v>>2]|0;if(!e){x=Q;y=R}else{_7a(a+48|0,v,e,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 2:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else e=Q;while(1){if((f[e+12>>2]|0)==(L|0))break;e=f[e>>2]|0;if(!e){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}k=N+8|0;m=N+16|0;j=L;l=e;while(1){if(!(f[l>>2]|0)){O=388;break}z=l+20|0;if(!(b[z>>0]|0))a8a(a+48|0,l,j,1);else b8a(a+48|0,l,j,1);J=l+8|0;e=f[J>>2]|0;if(!e)O=400;else if((f[e+4>>2]|0)==(j|0))d=e;else O=400;if((O|0)==400){O=0;d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[J>>2];f[J>>2]=d}I=l+16|0;f[I>>2]=j;e=f[l>>2]|0;g=f[e+12>>2]|0;if(!g)g=j;else{c=f[k>>2]|0;e=f[(f[e+8>>2]|0)+4>>2]|0;if($7a(c,f[m>>2]|0,e,g,1)|0)break;i=c8a(a+48|0,e,g,N)|0;e=f[J>>2]|0;do if(!(b[z>>0]|0)){if(!e)O=423;else if((f[e+4>>2]|0)==(j|0)){A=e;O=424}else O=423;if((O|0)==423){O=0;e=f[P>>2]|0;e=Rg[f[f[e>>2]>>2]&255](e,8)|0;f[e+4>>2]=j;f[e>>2]=f[J>>2];f[J>>2]=e;if(e|0){A=e;O=424}}if((O|0)==424){O=0;if((f[A+4>>2]|0)==(i|0))break}w=f[P>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,8)|0;f[w+4>>2]=i;f[w>>2]=f[J>>2];f[J>>2]=w}else{h=f[e+4>>2]|0;e=f[B>>2]|0;g=f[C>>2]|0;if(!(b[D>>0]|0))$h[e&3](g,0,h,j,i,f[h+24>>2]|0,f[j+24>>2]|0,f[i+24>>2]|0,f[h+36>>2]|0,f[j+36>>2]|0,f[i+36>>2]|0);else $h[e&3](g,0,h,i,j,f[h+24>>2]|0,f[i+24>>2]|0,f[j+24>>2]|0,f[h+36>>2]|0,f[i+36>>2]|0,f[j+36>>2]|0);b8a(a+48|0,l,i,1);a8a(a+48|0,f[l>>2]|0,i,1);f[(f[J>>2]|0)+4>>2]=i;f[(f[(f[l>>2]|0)+8>>2]|0)+4>>2]=i}while(0);e=f[l>>2]|0;f[l+12>>2]=f[(e+12|0)>>2];f[I>>2]=f[e+16>>2];f[(e+12|0)>>2]=f[m>>2];g=f[l+4>>2]|0;if(!g)g=i;else{_7a(a+48|0,g,l,9.999999974752427e-07,9.999999974752427e-07);g=i;e=f[l>>2]|0}}if(!e){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else{j=g;l=e}}if((O|0)==388){a8a(a+48|0,l,j,1);e=l+8|0;c=f[e>>2]|0;if(!c)O=391;else if((f[c+4>>2]|0)==(j|0)){E=c;F=f[k>>2]|0;O=392}else O=391;if((O|0)==391){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){G=c;O=393}else{E=d;F=c;O=392}}if((O|0)==392){O=0;if((f[E+4>>2]|0)==(F|0))H=F;else{G=F;O=393}}if((O|0)==393){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=G;f[H>>2]=f[e>>2];f[e>>2]=H;H=G}f[l+16>>2]=H;f[l+12>>2]=f[m>>2];_7a(a+48|0,f[l+4>>2]|0,l,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6136>>2]=2;f[a+6140>>2]=8;break a}if(b[z>>0]|0){g=f[d+4>>2]|0;do if((g|0)!=(j|0)){e=f[B>>2]|0;d=f[C>>2]|0;if(!(b[D>>0]|0)){$h[e&3](d,0,g,j,c,f[g+24>>2]|0,f[j+24>>2]|0,f[c+24>>2]|0,f[g+36>>2]|0,f[j+36>>2]|0,f[c+36>>2]|0);break}else{$h[e&3](d,0,g,c,j,f[g+24>>2]|0,f[c+24>>2]|0,f[j+24>>2]|0,f[g+36>>2]|0,f[c+36>>2]|0,f[j+36>>2]|0);break}}while(0);b8a(a+48|0,l,f[k>>2]|0,1);d=f[J>>2]|0;c=f[k>>2]|0}if(!d)O=411;else if((f[d+4>>2]|0)!=(c|0))O=411;if((O|0)==411){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=c;f[H>>2]=f[J>>2];f[J>>2]=H}f[I>>2]=c;f[l+12>>2]=f[m>>2];c=f[l+4>>2]|0;if(c|0)_7a(a+48|0,c,l,9.999999974752427e-07,0.0);c=f[l>>2]|0;if(!c){x=Q;y=R}else{_7a(a+48|0,l,c,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 5:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else h=Q;while(1){g=h+12|0;if((f[g>>2]|0)==(L|0))break;c=f[h>>2]|0;if(!c){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else h=c}c=(f[h>>2]|0)==0;do if(!(b[h+20>>0]|0)){if(c){T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}a8a(a+48|0,h,L,1);c=f[M>>2]|0;d=h+8|0;e=f[d>>2]|0;if(!e)O=438;else if((f[e+4>>2]|0)!=(c|0))O=438;if((O|0)==438){O=0;M=f[P>>2]|0;M=Rg[f[f[M>>2]>>2]&255](M,8)|0;f[M+4>>2]=c;f[M>>2]=f[d>>2];f[d>>2]=M}f[g>>2]=f[N+12>>2];d=N+8|0;b8a(a+48|0,f[h>>2]|0,f[d>>2]|0,1);c=f[h>>2]|0;d=f[d>>2]|0;e=f[(c+8|0)>>2]|0;if(e|0)if((f[e+4>>2]|0)==(d|0))break;P=f[P>>2]|0;P=Rg[f[f[P>>2]>>2]&255](P,8)|0;f[P+4>>2]=d;f[P>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=P;c=f[h>>2]|0}else{if(c){T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}b8a(a+48|0,h,L,1);P=N+8|0;a8a(a+48|0,f[h>>2]|0,f[P>>2]|0,1);f[(f[h+8>>2]|0)+4>>2]=f[M>>2];f[g>>2]=f[N+12>>2];c=f[h>>2]|0;f[(f[c+8>>2]|0)+4>>2]=f[P>>2]}while(0);f[c+12>>2]=f[N+16>>2];N=h+16|0;c=c+16|0;P=f[N>>2]|0;f[N>>2]=f[c>>2];f[c>>2]=P;c=f[h+4>>2]|0;if(c|0)_7a(a+48|0,c,h,9.999999974752427e-07,9.999999974752427e-07);c=f[h>>2]|0;d=f[c>>2]|0;if(!d){x=Q;y=R}else{_7a(a+48|0,c,d,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R}break}default:{T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}}}f[a+512>>2]=S;f[a+520>>2]=T;f[a+976>>2]=U;f[a+992>>2]=V;f[a+1e3>>2]=x;f[a+1016>>2]=W;f[a+1032>>2]=y;f[a+1040>>2]=X;f[a+6064>>2]=O;f[a+6096>>2]=Y}function ubb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;G=f[a+96>>2]|0;v=f[a+368>>2]|0;H=f[a+712>>2]|0;w=f[a+808>>2]|0;c=f[a+888>>2]|0;J=f[a+1632>>2]|0;C=f[a+1936>>2]|0;g=f[a+2032>>2]|0;D=f[a+2192>>2]|0;o=f[a+2240>>2]|0;E=f[a+4896>>2]|0;x=f[a+4912>>2]|0;t=f[a+4920>>2]|0;F=f[a+5848>>2]|0;i=f[a+5856>>2]|0;r=f[a+5872>>2]|0;m=f[a+5896>>2]|0;p=f[a+5904>>2]|0;q=f[a+5936>>2]|0;l=f[a+5960>>2]|0;I=f[a+6064>>2]|0;a:{if((J|0)==(q|0)){if(!(b[c+20>>0]|0)){a8a(a+48|0,c,g,1);h=f[t>>2]|0;i=c+8|0;e=f[i>>2]|0;if(!e)I=223;else if((f[e+4>>2]|0)==(h|0)){j=h;k=e}else I=223;if((I|0)==223){I=0;k=f[G>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=h;f[k>>2]=f[i>>2];f[i>>2]=k;j=f[t>>2]|0}g=c+16|0;f[g>>2]=h;e=f[F>>2]|0;if(+n[j+28>>2]!=+n[e+28>>2]){if(!k)I=227;else if((f[k+4>>2]|0)==(e|0))d=e;else I=227;if((I|0)==227){I=0;d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=e;f[d>>2]=f[i>>2];f[i>>2]=d;d=f[F>>2]|0}f[g>>2]=e}else d=e;f[r>>2]=0;c=f[c>>2]|0;b8a(a+48|0,c,d,1);d=f[F>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)I=231;else if((f[e+4>>2]|0)!=(d|0))I=231;if((I|0)==231){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=J}f[c+16>>2]=d;f[c+12>>2]=0;_7a(a+48|0,f[(f[c+4>>2]|0)+4>>2]|0,f[c>>2]|0,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=w;f[a+6144>>2]=1;break a}j=c+4|0;k=f[j>>2]|0;b8a(a+48|0,c,l,1);g=f[t>>2]|0;h=f[F>>2]|0;do if(+n[g+28>>2]!=+n[h+28>>2]){i=f[(f[c+8>>2]|0)+4>>2]|0;e=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0)){$h[e&3](d,0,i,g,h,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0);break}else{$h[e&3](d,0,i,h,g,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[g+36>>2]|0);break}}while(0);a8a(a+48|0,f[c>>2]|0,f[F>>2]|0,1);e=f[j>>2]|0;if(e|0)f[e>>2]=f[f[c>>2]>>2];d=f[c>>2]|0;g=f[d>>2]|0;if(g|0)f[g+4>>2]=e;g=(w|0)==(c|0)?g:w;e=f[(d+8|0)>>2]|0;if(e){do{f[(d+8|0)>>2]=f[e>>2];$zb(e);e=f[(d+8|0)>>2]|0}while((e|0)!=0);d=f[c>>2]|0}$zb(d);e=c+8|0;d=f[e>>2]|0;if(d|0)do{f[e>>2]=f[d>>2];$zb(d);d=f[e>>2]|0}while((d|0)!=0);$zb(c);if(!k){h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}d=f[k>>2]|0;if(!d){h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}_7a(a+48|0,k,d,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}i=f[i>>2]|0;d=f[p+12>>2]|0;if(!d){d=p;while(1){g=f[d>>2]|0;d=f[g+12>>2]|0;if(!d)d=g;else break}}else g=p;if($7a(q,i,f[(f[g+8>>2]|0)+4>>2]|0,d,0)|0){if((f[(f[c+8>>2]|0)+4>>2]|0)==(f[(f[p+8>>2]|0)+4>>2]|0)){f[r>>2]=f[(p+12|0)>>2];f[(p+12|0)>>2]=m;h=H;i=46;e=v;d=w;f[a+6144>>2]=1;break a}d=f[p>>2]|0;if(!d){h=1;i=23;e=v;d=w;f[a+6144>>2]=1;break a}e=f[(d+12|0)>>2]|0;if((q|0)!=(e|0)){h=1;i=23;e=v;d=w;f[a+6144>>2]=1;break a}h=f[(p+12|0)>>2]|0;f[(p+12|0)>>2]=e;f[(d+12|0)>>2]=h;h=H;i=46;e=v;d=w;f[a+6144>>2]=1;break a}do{d=1;if(d)if(!(b[c+20>>0]|0)){a8a(a+48|0,c,o,1);d=f[t>>2]|0;e=c+8|0;g=f[e>>2]|0;if(!g)I=247;else if((f[g+4>>2]|0)!=(d|0))I=247;if((I|0)==247){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[e>>2];f[e>>2]=J}f[c+16>>2]=d;i=f[c>>2]|0;h=c8a(a+48|0,f[(f[(i+8|0)>>2]|0)+4>>2]|0,f[(i+12|0)>>2]|0,x)|0;c=f[(i+4|0)>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)I=250;else if((f[d+4>>2]|0)==(h|0))s=c;else I=250;if((I|0)==250){I=0;s=f[G>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=h;f[s>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=s;s=f[(i+4|0)>>2]|0}f[s+12>>2]=f[(i+12|0)>>2];f[s+16>>2]=f[i+16>>2];c=f[i>>2]|0;d=f[c+12>>2]|0;if((d|0)!=(f[F>>2]|0)){if(!d)do{c=f[f[c>>2]>>2]|0;d=f[c+12>>2]|0}while((d|0)==0);d=c8a(a+48|0,f[(f[c+8>>2]|0)+4>>2]|0,d,x)|0}b8a(a+48|0,i,h,1);g=f[(f[(i+8|0)>>2]|0)+4>>2]|0;c=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[c&3](e,0,g,h,d,f[g+24>>2]|0,f[h+24>>2]|0,f[d+24>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0,f[d+36>>2]|0);h=d;e=0;u=i;break}else{$h[c&3](e,0,g,d,h,f[g+24>>2]|0,f[d+24>>2]|0,f[h+24>>2]|0,f[g+36>>2]|0,f[d+36>>2]|0,f[h+36>>2]|0);h=d;e=0;u=i;break}}else d=1;if(d)if(1){b8a(a+48|0,c,o,1);h=f[c>>2]|0;h=c8a(a+48|0,f[(f[h+8>>2]|0)+4>>2]|0,f[h+12>>2]|0,x)|0;i=f[(f[c+8>>2]|0)+4>>2]|0;g=f[t>>2]|0;d=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[d&3](e,0,i,g,h,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0);e=v;u=c;break}else{$h[d&3](e,0,i,h,g,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[g+36>>2]|0);e=v;u=c;break}}}while(0);c=f[u>>2]|0;a8a(a+48|0,c,h,1);j=f[c+12>>2]|0;i=f[c+16>>2]|0;c=f[c>>2]|0;d=f[u+4>>2]|0;if(d|0)f[d>>2]=c;if(c)f[c+4>>2]=d;p=(w|0)==(u|0)?c:w;d=f[u>>2]|0;g=f[(d+8|0)>>2]|0;if(g){do{f[(d+8|0)>>2]=f[g>>2];$zb(g);g=f[(d+8|0)>>2]|0}while((g|0)!=0);d=f[u>>2]|0}$zb(d);g=u+8|0;d=f[g>>2]|0;if(d|0)do{f[g>>2]=f[d>>2];$zb(d);d=f[g>>2]|0}while((d|0)!=0);$zb(u);if((h|0)==(f[F>>2]|0)){h=H;i=47;d=p;f[a+6144>>2]=1;break a}if(!c){h=1;i=23;d=p;c=0;f[a+6144>>2]=1;break a}else{o=i;m=j;l=h}while(1){k=c+12|0;d=f[k>>2]|0;if(!d){h=l;d=o;g=m}else{if((d|0)==(f[F>>2]|0))break;j=c+8|0;h=c8a(a+48|0,f[(f[j>>2]|0)+4>>2]|0,d,x)|0;do if(!(b[c+20>>0]|0)){a8a(a+48|0,c,f[F>>2]|0,1);i=f[(f[j>>2]|0)+4>>2]|0;d=f[C>>2]|0;g=f[D>>2]|0;if(!(b[E>>0]|0))$h[d&3](g,0,i,l,h,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[l+36>>2]|0,f[h+36>>2]|0);else $h[d&3](g,0,i,h,l,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[l+36>>2]|0);f[(f[j>>2]|0)+4>>2]=l;if(!e)break;d=(f[c+4>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=e;f[J>>2]=f[d>>2];f[d>>2]=J}else b8a(a+48|0,c,h,1);while(0);g=f[k>>2]|0;f[k>>2]=m;e=c+16|0;d=f[e>>2]|0;f[e>>2]=o;e=l}c=f[c>>2]|0;if(!c){h=1;i=23;d=p;c=0;f[a+6144>>2]=2;f[a+6148>>2]=1;break a}else{o=d;m=g;l=h}}if(b[c+20>>0]|0){b8a(a+48|0,c,d,1);h=f[F>>2]|0;i=c+8|0;d=f[i>>2]|0;do if(!d)I=278;else{if((f[d+4>>2]|0)!=(h|0)){I=278;break}A=c+16|0;f[A>>2]=h;y=d;I=279}while(0);if((I|0)==278){d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[i>>2];f[i>>2]=d;g=c+16|0;f[g>>2]=h;if(!d){B=g;I=280}else{y=d;A=g;I=279}}if((I|0)==279){I=0;if((f[y+4>>2]|0)==(l|0))z=A;else{B=A;I=280}}if((I|0)==280){I=0;z=f[G>>2]|0;z=Rg[f[f[z>>2]>>2]&255](z,8)|0;f[z+4>>2]=l;f[z>>2]=f[i>>2];f[i>>2]=z;z=B}f[k>>2]=m;f[z>>2]=o;h=H;i=47;d=p;f[a+6144>>2]=1;break a}a8a(a+48|0,c,d,1);j=c+8|0;i=f[(f[j>>2]|0)+4>>2]|0;h=f[F>>2]|0;g=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0))$h[g&3](d,0,i,l,h,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[l+36>>2]|0,f[h+36>>2]|0);else $h[g&3](d,0,i,h,l,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[l+36>>2]|0);d=f[j>>2]|0;g=f[(d+4|0)>>2]|0;h=c+4|0;do if((g|0)==(f[(f[(f[h>>2]|0)+8>>2]|0)+4>>2]|0))f[(d+4|0)>>2]=l;else{if((d|0)!=0&(g|0)==(l|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=l;f[J>>2]=f[j>>2];f[j>>2]=J}while(0);f[k>>2]=m;f[c+16>>2]=o;if(!e){h=H;i=47;e=0;d=p;f[a+6144>>2]=1;break a}d=(f[h>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0)){h=H;i=47;d=p;f[a+6144>>2]=1;break a}h=f[G>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=e;f[h>>2]=f[d>>2];f[d>>2]=h;h=H;i=47;d=p}f[a+824>>2]=h;f[a+832>>2]=i;f[a+936>>2]=e;f[a+952>>2]=d;f[a+984>>2]=c;f[a+6064>>2]=I}function vbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0;X=f[a+96>>2]|0;z=f[a+264>>2]|0;w=f[a+272>>2]|0;t=f[a+280>>2]|0;Y=f[a+288>>2]|0;Z=f[a+512>>2]|0;_=f[a+976>>2]|0;D=f[a+1e3>>2]|0;$=f[a+1016>>2]|0;E=f[a+1032>>2]|0;K=f[a+1936>>2]|0;L=f[a+2192>>2]|0;N=f[a+4896>>2]|0;M=f[a+4912>>2]|0;O=f[a+4920>>2]|0;A=f[a+4952>>2]|0;j=f[a+5e3>>2]|0;V=f[a+5016>>2]|0;W=f[a+6064>>2]|0;a:{if((W|0)==185){W=0;f[w>>2]=A;f[(A+4|0)>>2]=w;_7a(a+48|0,w,A,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(f[(A+8|0)>>2]|0)+4>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)W=187;else if((f[e+4>>2]|0)!=(d|0))W=187;if((W|0)==187){W=0;V=f[X>>2]|0;V=Rg[f[f[V>>2]>>2]&255](V,8)|0;f[V+4>>2]=d;f[V>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=V}f[c+16>>2]=d;e=f[M+8>>2]|0;if(!(+n[(f[O>>2]|0)+28>>2]!=+n[e+28>>2])){D=z;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)W=191;else if((f[d+4>>2]|0)==(e|0))g=c;else W=191;if((W|0)==191){W=0;g=f[X>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=e;f[g>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=g;g=f[A>>2]|0}f[c+16>>2]=e;_7a(a+48|0,A,g,9.999999974752427e-07,9.999999974752427e-07);D=z;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}v=w+4|0;c=f[v>>2]|0;if(!c)y=0;else{_7a(a+48|0,c,A,9.999999974752427e-07,9.999999974752427e-07);y=f[v>>2]|0}do{u=1;if(u){u=0;if(!(b[w+20>>0]|0)){i=(f[A>>2]|0)+20|0;B=b[(A+20|0)>>0]|0;b[(A+20|0)>>0]=b[i>>0]|0;b[i>>0]=B;i=y+12|0;if(!(f[i>>2]|0)){c=y+4|0;a8a(a+48|0,f[c>>2]|0,f[O>>2]|0,1);d=f[c>>2]|0;e=f[O>>2]|0;g=f[(d+8|0)>>2]|0;if(!g)W=118;else if((f[g+4>>2]|0)==(e|0)){k=d;l=e}else W=118;if((W|0)==118){W=0;k=f[X>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=e;f[k>>2]=f[(d+8|0)>>2];f[(d+8|0)>>2]=k;k=f[c>>2]|0;l=f[O>>2]|0}f[d+16>>2]=e;f[k+12>>2]=f[j>>2];b8a(a+48|0,y,l,1);f[i>>2]=f[V>>2];c=f[c>>2]|0;_7a(a+48|0,f[c+4>>2]|0,c,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d){do{f[(c+8|0)>>2]=f[d>>2];$zb(d);d=f[(c+8|0)>>2]|0}while((d|0)!=0);c=f[A>>2]|0}$zb(c);c=f[(A+8|0)>>2]|0;if(c|0)do{f[(A+8|0)>>2]=f[c>>2];$zb(c);c=f[(A+8|0)>>2]|0}while((c|0)!=0);$zb(A);B=z;d=y;break}c=y+8|0;e=f[(f[c>>2]|0)+4>>2]|0;g=f[(f[t>>2]|0)+4>>2]|0;b8a(a+48|0,y,f[O>>2]|0,0);a8a(a+48|0,w,f[O>>2]|0,0);d=f[c>>2]|0;do if(!(f[d>>2]|0)){f[d+4>>2]=e;f[y+16>>2]=e;c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d|0)if((f[d+4>>2]|0)==(g|0)){m=g;o=c;break}s=f[X>>2]|0;p=c;q=c+8|0;r=g;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}else{f[(f[A>>2]|0)+8>>2]=d;f[c>>2]=0;s=f[X>>2]|0;p=y;q=c;r=e;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}while(0);if((W|0)==131){W=0;f[s+4>>2]=r;f[s>>2]=f[q>>2];f[q>>2]=s;m=r;o=p}f[o+16>>2]=m;c=f[t>>2]|0;if(!(f[c>>2]|0)){B=f[(A+8|0)>>2]|0;f[B+4>>2]=e;f[(A+16|0)>>2]=e;e=B}else{e=f[(A+8|0)>>2]|0;f[(A+8|0)>>2]=c;f[t>>2]=e;c=e;e=f[(A+8|0)>>2]|0}f[c+4>>2]=g;f[w+16>>2]=g;c=f[v>>2]|0;f[(A+4|0)>>2]=c;f[f[A>>2]>>2]=w;f[c>>2]=A;c=f[A>>2]|0;f[v>>2]=c;d=f[O>>2]|0;if(!e)W=137;else if((f[e+4>>2]|0)==(d|0))x=c;else W=137;if((W|0)==137){W=0;x=f[X>>2]|0;x=Rg[f[f[x>>2]>>2]&255](x,8)|0;f[x+4>>2]=d;f[x>>2]=f[(A+8|0)>>2];f[(A+8|0)>>2]=x;x=f[A>>2]|0}f[(A+16|0)>>2]=d;B=z;d=x}else u=1}if(u)if(1){f[(A+4|0)>>2]=y;if(y|0)f[y>>2]=A;f[f[A>>2]>>2]=w;d=f[A>>2]|0;f[v>>2]=d;B=(z|0)==(w|0)?A:z}}while(0);k=M+8|0;i=f[O>>2]|0;j=d;while(1){c=f[j>>2]|0;d=f[c+12>>2]|0;if(!d){h=i;C=c}else{P=f[k>>2]|0;c=f[(f[c+8>>2]|0)+4>>2]|0;if($7a(P,f[V>>2]|0,c,d,1)|0)break;h=c8a(a+48|0,c,d,M)|0;g=j+8|0;c=f[g>>2]|0;do if(!(b[j+20>>0]|0)){do if(!c)W=167;else{if((f[c+4>>2]|0)!=(i|0)){W=167;break}F=j+16|0;f[F>>2]=i;H=c;W=168}while(0);if((W|0)==167){W=0;c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=i;f[c>>2]=f[g>>2];f[g>>2]=c;d=j+16|0;f[d>>2]=i;if(!c)G=d;else{F=d;H=c;W=168}}if((W|0)==168){W=0;if((f[H+4>>2]|0)==(h|0)){c=F;break}else G=F}c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=h;f[c>>2]=f[g>>2];f[g>>2]=c;c=G}else{e=f[c+4>>2]|0;c=f[K>>2]|0;d=f[L>>2]|0;if(!(b[N>>0]|0))$h[c&3](d,0,e,i,h,f[e+24>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[e+36>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0);else $h[c&3](d,0,e,h,i,f[e+24>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0,f[e+36>>2]|0,f[h+36>>2]|0,f[i+36>>2]|0);b8a(a+48|0,j,h,1);a8a(a+48|0,f[j>>2]|0,h,1);f[(f[g>>2]|0)+4>>2]=h;f[(f[(f[j>>2]|0)+8>>2]|0)+4>>2]=h;c=j+16|0}while(0);d=f[j>>2]|0;f[j+12>>2]=f[(d+12|0)>>2];f[c>>2]=f[d+16>>2];f[(d+12|0)>>2]=f[V>>2];c=f[j+4>>2]|0;if(!c)C=d;else{_7a(a+48|0,c,j,9.999999974752427e-07,9.999999974752427e-07);C=f[j>>2]|0}}if(!C){Z=1;_=M;$=B;W=448;f[a+6152>>2]=2;f[a+6156>>2]=3;break a}if(!(f[C>>2]|0)){W=174;break}if(!(b[C+20>>0]|0)){a8a(a+48|0,C,h,1);i=h;j=C;continue}else{b8a(a+48|0,C,h,1);i=h;j=C;continue}}if((W|0)==174){e=C+8|0;c=f[e>>2]|0;if(!c)W=177;else if((f[c+4>>2]|0)==(h|0)){Q=c;R=f[k>>2]|0;W=178}else W=177;if((W|0)==177){d=f[X>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){S=c;W=179}else{Q=d;R=c;W=178}}if((W|0)==178){W=0;if((f[Q+4>>2]|0)==(R|0))T=R;else{S=R;W=179}}if((W|0)==179){W=0;T=f[X>>2]|0;T=Rg[f[f[T>>2]>>2]&255](T,8)|0;f[T+4>>2]=S;f[T>>2]=f[e>>2];f[e>>2]=T;T=S}f[C+16>>2]=T;f[C+12>>2]=f[V>>2];_7a(a+48|0,f[C+4>>2]|0,C,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}if(!(b[j+20>>0]|0))W=148;else if(+n[(f[O>>2]|0)+28>>2]!=+n[P+28>>2]){g=j+8|0;e=f[(f[g>>2]|0)+4>>2]|0;d=f[K>>2]|0;c=f[L>>2]|0;if(!(b[N>>0]|0))$h[d&3](c,0,e,i,P,f[e+24>>2]|0,f[i+24>>2]|0,f[P+24>>2]|0,f[e+36>>2]|0,f[i+36>>2]|0,f[P+36>>2]|0);else $h[d&3](c,0,e,P,i,f[e+24>>2]|0,f[P+24>>2]|0,f[i+24>>2]|0,f[e+36>>2]|0,f[P+36>>2]|0,f[i+36>>2]|0);b8a(a+48|0,j,f[k>>2]|0,1);J=g;I=f[g>>2]|0}else W=148;if((W|0)==148){W=0;c=j+8|0;d=f[c>>2]|0;if(!d)W=150;else if((f[d+4>>2]|0)==(i|0))U=d;else W=150;if((W|0)==150){W=0;U=f[X>>2]|0;U=Rg[f[f[U>>2]>>2]&255](U,8)|0;f[U+4>>2]=i;f[U>>2]=f[c>>2];f[c>>2]=U}f[j+16>>2]=i;J=c;I=U}c=f[k>>2]|0;if(!I)W=154;else if((f[I+4>>2]|0)!=(c|0))W=154;if((W|0)==154){W=0;X=f[X>>2]|0;X=Rg[f[f[X>>2]>>2]&255](X,8)|0;f[X+4>>2]=c;f[X>>2]=f[J>>2];f[J>>2]=X}f[j+16>>2]=c;f[j+12>>2]=f[V>>2];c=f[j+4>>2]|0;if(c|0)_7a(a+48|0,c,j,9.999999974752427e-07,9.999999974752427e-07);c=f[j>>2]|0;if(!c){D=B;E=Y}else{_7a(a+48|0,j,c,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y}f[a+6152>>2]=1;break a}f[a+512>>2]=Z;f[a+976>>2]=_;f[a+1e3>>2]=D;f[a+1016>>2]=$;f[a+1032>>2]=E;f[a+6064>>2]=W}function wbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0.0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0,X=0,Y=0.0,Z=0.0;C=f[a+96>>2]|0;F=+n[a+184>>2];I=f[a+264>>2]|0;J=f[a+288>>2]|0;K=f[a+512>>2]|0;L=f[a+520>>2]|0;M=f[a+536>>2]|0;N=f[a+824>>2]|0;O=f[a+832>>2]|0;P=f[a+952>>2]|0;Q=f[a+976>>2]|0;R=f[a+992>>2]|0;S=f[a+1016>>2]|0;T=f[a+1040>>2]|0;U=f[a+1056>>2]|0;y=f[a+1936>>2]|0;z=f[a+2192>>2]|0;E=f[a+2632>>2]|0;V=+n[a+4136>>2];A=f[a+4896>>2]|0;W=f[a+4912>>2]|0;B=f[a+4920>>2]|0;v=f[a+4928>>2]|0;X=f[a+6064>>2]|0;a:{b:do{r=1;s=f[W+20>>2]|0;if(r){r=0;switch(s|0){case 3:{p=f[C>>2]|0;p=Rg[f[f[p>>2]>>2]&255](p,24)|0;h=f[C>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,24)|0;f[p>>2]=h;f[h+4>>2]=p;f[h>>2]=0;f[(p+4|0)>>2]=0;f[(f[p>>2]|0)+8>>2]=0;f[(p+8|0)>>2]=0;h=f[B>>2]|0;i=f[C>>2]|0;i=Rg[f[f[i>>2]>>2]&255](i,8)|0;f[i+4>>2]=h;f[i>>2]=f[(p+8|0)>>2];f[(p+8|0)>>2]=i;f[(p+16|0)>>2]=h;h=W+12|0;i=f[h>>2]|0;f[p+12>>2]=i;j=W+16|0;e=f[p>>2]|0;f[e+12>>2]=f[j>>2];b[(p+20|0)>>0]=1;b[e+20>>0]=0;if(!I){c=f[B>>2]|0;d=f[(e+8|0)>>2]|0;if(!d)X=101;else if((f[d+4>>2]|0)==(c|0))k=c;else X=101;if((X|0)==101){X=0;k=f[C>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=c;f[k>>2]=f[(e+8|0)>>2];f[(e+8|0)>>2]=k;k=f[B>>2]|0}f[e+16>>2]=c;e=f[W+8>>2]|0;if(!(+n[k+28>>2]!=+n[e+28>>2])){l=p;m=J;break b}c=f[p>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)X=105;else if((f[d+4>>2]|0)==(e|0))o=c;else X=105;if((X|0)==105){X=0;o=f[C>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,8)|0;f[o+4>>2]=e;f[o>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=o;o=f[p>>2]|0}f[c+16>>2]=e;_7a(a+48|0,p,o,9.999999974752427e-07,9.999999974752427e-07);l=p;m=J;break b}else d=I;while(1){c=f[d+12>>2]|0;if(c|0){g=d+8|0;if($7a(f[B>>2]|0,i,f[(f[g>>2]|0)+4>>2]|0,c,0)|0)break}c=f[d>>2]|0;if(!c){X=185;break}else d=c}f[a+96>>2]=C;f[a+264>>2]=I;f[a+272>>2]=d;f[a+280>>2]=g;f[a+288>>2]=J;f[a+512>>2]=K;f[a+976>>2]=Q;f[a+1e3>>2]=l;f[a+1016>>2]=S;f[a+1032>>2]=m;f[a+1936>>2]=y;f[a+2192>>2]=z;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+4952>>2]=p;f[a+5e3>>2]=h;f[a+5016>>2]=j;f[a+6064>>2]=X;f[a+6152>>2]=0;f[a+6156>>2]=0;vbb(a);K=f[a+512>>2]|0;Q=f[a+976>>2]|0;l=f[a+1e3>>2]|0;S=f[a+1016>>2]|0;m=f[a+1032>>2]|0;X=f[a+6064>>2]|0;G=f[a+6152>>2]|0;D=f[a+6156>>2]|0;H=+n[a+6156>>2];f[a+6152>>2]=0;f[a+6156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 3:{f[a+6160>>2]=2;f[a+6164>>2]=11;break a}}}default:r=1}}if(r)switch(s|0){case 0:{if(!I){L=1;R=W;T=0;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}s=W+8|0;t=W+16|0;u=W+12|0;p=0;q=J;r=I;c=I;d=v;while(1){k=d;i=d;j=d;e=d;g=d;c:while(1){o=c+12|0;d=f[o>>2]|0;if((d|0)==(g|0))break;l=f[s>>2]|0;h=l;m=e;e=k;while(1){if((d|0)!=(h|0))break;f[s>>2]=m;f[B>>2]=l;e=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=e;e=f[o>>2]|0;g=l;if((e|0)==(g|0)){d=e;k=e;j=e;i=e;break c}else{v=l;d=e;h=m;e=g;i=g;j=g;l=m;m=v}}c=f[c>>2]|0;if(!c){L=1;R=W;T=r;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}else{k=e;e=m}}g=d;h=f[c>>2]|0;d:do{d=1;if(d){d=0;if(!h){N=1;O=23;w=p;P=r;x=c}else d=1}if(d)if(1){d=f[h+12>>2]|0;if(!d){e=h;do{e=f[e>>2]|0;d=f[e+12>>2]|0}while(!(d|0))}v=f[s>>2]|0;f[a+96>>2]=C;f[a+368>>2]=p;f[a+712>>2]=q;f[a+808>>2]=r;f[a+824>>2]=N;f[a+832>>2]=O;f[a+888>>2]=c;f[a+936>>2]=w;f[a+952>>2]=P;f[a+984>>2]=x;f[a+1632>>2]=d;f[a+1936>>2]=y;f[a+2032>>2]=k;f[a+2192>>2]=z;f[a+2240>>2]=j;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+5848>>2]=s;f[a+5856>>2]=t;f[a+5872>>2]=o;f[a+5896>>2]=g;f[a+5904>>2]=h;f[a+5936>>2]=v;f[a+5960>>2]=i;f[a+6064>>2]=X;f[a+6144>>2]=0;f[a+6148>>2]=0;ubb(a);N=f[a+824>>2]|0;O=f[a+832>>2]|0;w=f[a+936>>2]|0;P=f[a+952>>2]|0;x=f[a+984>>2]|0;X=f[a+6064>>2]|0;G=f[a+6144>>2]|0;D=f[a+6148>>2]|0;H=+n[a+6148>>2];f[a+6144>>2]=0;f[a+6148>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break d}}}while(0);switch(O&63){case 47:{l=P;m=N;break b}case 46:break;default:{f[a+6160>>2]=2;f[a+6164>>2]=8;break a}}p=w;q=N;r=P;c=x;d=f[B>>2]|0}}default:r=1}if(r){r=0;switch(s|0){case 4:{if(!I){L=1;R=W;T=0;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}else c=I;while(1){m=c+12|0;if((f[m>>2]|0)==(v|0))break;c=f[c>>2]|0;if(!c){L=1;R=W;T=I;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}}if(!(b[c+20>>0]|0))a8a(a+48|0,c,v,1);else b8a(a+48|0,c,v,1);e=f[W+8>>2]|0;o=c+8|0;d=f[o>>2]|0;if(!d)X=315;else if((f[d+4>>2]|0)==(e|0))q=d;else X=315;if((X|0)==315){X=0;q=f[C>>2]|0;q=Rg[f[f[q>>2]>>2]&255](q,8)|0;f[q+4>>2]=e;f[q>>2]=f[o>>2];f[o>>2]=q}k=c+16|0;f[k>>2]=e;f[m>>2]=f[W+16>>2];l=c+4|0;e=f[l>>2]|0;e:do if(!e){j=c;e=0}else{d=f[(f[e+8>>2]|0)+4>>2]|0;if((d|0)==(f[q+4>>2]|0))while(1){g=f[m>>2]|0;h=e+12|0;i=f[h>>2]|0;Z=+n[d+28>>2];Y=+n[d+32>>2];if((+n[g+28>>2]-Z)*(+n[i+32>>2]-Y)>=(+n[i+28>>2]-Z)*(+n[g+32>>2]-Y)){j=c;break e}f[m>>2]=i;f[h>>2]=g;d=(f[l>>2]|0)+16|0;x=f[k>>2]|0;f[k>>2]=f[d>>2];f[d>>2]=x;d=f[c>>2]|0;if(d|0)_7a(a+48|0,c,d,0.0,9.999999974752427e-07);e=f[l>>2]|0;if(!e){j=c;e=0;break e}d=f[(f[e+8>>2]|0)+4>>2]|0;if((d|0)!=(f[(f[o>>2]|0)+4>>2]|0)){j=c;break}}else j=c}while(0);d=f[j>>2]|0;if(!d)d=0;else{while(1){e=f[(f[d+8>>2]|0)+4>>2]|0;if((e|0)!=(f[(f[o>>2]|0)+4>>2]|0))break;g=f[m>>2]|0;h=d+12|0;i=f[h>>2]|0;Y=+n[e+28>>2];Z=+n[e+32>>2];if((+n[g+28>>2]-Y)*(+n[i+32>>2]-Z)<=(+n[i+28>>2]-Y)*(+n[g+32>>2]-Z))break;f[m>>2]=i;f[h>>2]=g;d=(f[j>>2]|0)+16|0;x=f[k>>2]|0;f[k>>2]=f[d>>2];f[d>>2]=x;d=f[l>>2]|0;if(d|0)_7a(a+48|0,d,c,0.0,9.999999974752427e-07);d=f[j>>2]|0;if(!d){d=0;break}}e=f[l>>2]|0}if(e){d=+n[(f[(f[o>>2]|0)+4>>2]|0)+28>>2]==+n[(f[(f[e+8>>2]|0)+4>>2]|0)+28>>2];_7a(a+48|0,e,c,d?-9.999999974752427e-07:9.999999974752427e-07,d?-9.999999974752427e-07:0.0);d=f[j>>2]|0}if(!d){l=I;m=J}else{l=+n[(f[(f[o>>2]|0)+4>>2]|0)+28>>2]==+n[(f[(f[d+8>>2]|0)+4>>2]|0)+28>>2];_7a(a+48|0,c,d,l?-9.999999974752427e-07:0.0,l?-9.999999974752427e-07:9.999999974752427e-07);l=I;m=J}break}default:r=1}}f[a+96>>2]=C;f[a+264>>2]=I;f[a+288>>2]=J;f[a+512>>2]=K;f[a+520>>2]=L;f[a+976>>2]=Q;f[a+992>>2]=R;f[a+1e3>>2]=l;f[a+1016>>2]=S;f[a+1032>>2]=m;f[a+1040>>2]=T;f[a+1936>>2]=y;f[a+2192>>2]=z;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+4928>>2]=v;f[a+6064>>2]=X;f[a+6096>>2]=r;f[a+6104>>2]=s;f[a+6136>>2]=0;f[a+6140>>2]=0;tbb(a);K=f[a+512>>2]|0;L=f[a+520>>2]|0;Q=f[a+976>>2]|0;R=f[a+992>>2]|0;l=f[a+1e3>>2]|0;S=f[a+1016>>2]|0;m=f[a+1032>>2]|0;T=f[a+1040>>2]|0;X=f[a+6064>>2]|0;G=f[a+6136>>2]|0;D=f[a+6140>>2]|0;H=+n[a+6140>>2];f[a+6136>>2]=0;f[a+6140>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 13:{f[a+6160>>2]=2;f[a+6164>>2]=11;break a}case 8:break b}}while(0);$zb(W);c=f[E>>2]|0;if(!c){M=m;U=l;f[a+6160>>2]=2;f[a+6164>>2]=12;break a}else{F=V;I=l;J=m;W=c}}n[a+184>>2]=F;f[a+264>>2]=I;f[a+288>>2]=J;f[a+512>>2]=K;f[a+520>>2]=L;f[a+536>>2]=M;f[a+824>>2]=N;f[a+832>>2]=O;f[a+952>>2]=P;f[a+976>>2]=Q;f[a+992>>2]=R;f[a+1016>>2]=S;f[a+1040>>2]=T;f[a+1056>>2]=U;f[a+4912>>2]=W;f[a+6064>>2]=X}function xbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0;oa=f[a+96>>2]|0;L=f[a+104>>2]|0;Y=f[a+128>>2]|0;Z=f[a+168>>2]|0;_=f[a+232>>2]|0;$=f[a+256>>2]|0;aa=f[a+296>>2]|0;da=f[a+528>>2]|0;ea=f[a+536>>2]|0;v=f[a+688>>2]|0;ma=f[a+1048>>2]|0;na=f[a+1056>>2]|0;E=+n[a+1896>>2];F=+n[a+1904>>2];I=+n[a+1912>>2];pa=f[a+1936>>2]|0;qa=f[a+2192>>2]|0;ra=f[a+2632>>2]|0;M=f[a+2640>>2]|0;N=+n[a+3448>>2];O=+n[a+3456>>2];P=+n[a+3496>>2];Q=+n[a+3528>>2];R=+n[a+3584>>2];S=+n[a+3616>>2];T=+n[a+3856>>2];sa=f[a+6064>>2]|0;a:{b:while(1){c=aa;while(1){s=f[c>>2]|0;s=(s|0)<0?0-s|0:s;t=c+(s<<2)|0;if((s|0)>=3)break;if((t+4|0|0)==(Y|0)){d=_;e=$;break b}else c=t+4|0}g=c+4|0;c=f[g>>2]|0;d=f[oa>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,40)|0;if((c|0)>-1){f[d>>2]=f[(L+(c*24|0)|0)>>2];f[d+4>>2]=f[(L+(c*24|0)|0)+4>>2];f[d+8>>2]=f[(L+(c*24|0)|0)+8>>2];f[d+12>>2]=f[(L+(c*24|0)|0)+12>>2];f[d+16>>2]=f[(L+(c*24|0)|0)+16>>2];f[d+20>>2]=f[(L+(c*24|0)|0)+20>>2]}else{f[d>>2]=f[L>>2];f[d+4>>2]=f[L+4>>2];f[d+8>>2]=f[L+8>>2];f[d+12>>2]=f[L+12>>2];f[d+16>>2]=f[L+16>>2];f[d+20>>2]=f[L+20>>2]}f[d+24>>2]=c;h=E*(+p[d>>3]-(N+O)*.5);i=F*(+p[d+8>>3]-(P+Q)*.5);l=I*(+p[d+16>>3]-(R+S)*.5);switch(v|0){case 0:{B=l;J=i;sa=33;break}case 1:{B=h;J=l;sa=33;break}case 2:{B=i;J=h;sa=33;break}default:{}}if((sa|0)==33){sa=0;n[d+28>>2]=J;n[d+32>>2]=B}f[d+36>>2]=0;s=f[oa>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=d;f[s>>2]=f[M>>2];f[M>>2]=s;s=0;e=$;q=f[ra>>2]|0;while(1){c=f[oa>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,28)|0;f[c>>2]=q;f[ra>>2]=c;r=e+1|0;s=(s|0)==0?c:s;f[(c+8|0)>>2]=d;f[(c+4|0)>>2]=d;k=g+4|0;q=c;do{j=1;if(j){j=0;if(k>>>0>t>>>0){w=d;x=k;y=d;X=d}else j=1}if(j)if(1){while(1){d=f[k>>2]|0;o=f[oa>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,40)|0;if((d|0)>-1){f[o>>2]=f[(L+(d*24|0)|0)>>2];f[o+4>>2]=f[(L+(d*24|0)|0)+4>>2];f[o+8>>2]=f[(L+(d*24|0)|0)+8>>2];f[o+12>>2]=f[(L+(d*24|0)|0)+12>>2];f[o+16>>2]=f[(L+(d*24|0)|0)+16>>2];f[o+20>>2]=f[(L+(d*24|0)|0)+20>>2]}else{f[o>>2]=f[L>>2];f[o+4>>2]=f[L+4>>2];f[o+8>>2]=f[L+8>>2];f[o+12>>2]=f[L+12>>2];f[o+16>>2]=f[L+16>>2];f[o+20>>2]=f[L+20>>2]}f[o+24>>2]=d;h=E*(+p[o>>3]-(N+O)*.5);i=F*(+p[(o+8|0)>>3]-(P+Q)*.5);l=I*(+p[(o+16|0)>>3]-(R+S)*.5);switch(v|0){case 0:{C=l;K=i;sa=44;break}case 1:{C=h;K=l;sa=44;break}case 2:{C=i;K=h;sa=44;break}default:{z=o+32|0;A=o+32|0}}if((sa|0)==44){sa=0;n[o+28>>2]=K;n[(o+32|0)>>2]=C;z=o+32|0;A=o+32|0}f[o+36>>2]=0;m=f[oa>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,8)|0;f[m+4>>2]=o;f[m>>2]=f[M>>2];f[M>>2]=m;m=f[(c+4|0)>>2]|0;h=+n[m+32>>2];l=+n[A>>2]-h;if(!((l<0.0?-l:l)<=1.0000000116860974e-07)){d=t-k|0;g=g+8|0;c:do if((d|0)>0){h=+p[o>>3];j=(d>>>2)+1|0;while(1){d=f[g>>2]|0;l=+p[L+(d*24|0)>>3]-h;if(!((l<0.0?-l:l)<=T))break c;l=+p[L+(d*24|0)+8>>3]-+p[(o+8|0)>>3];if(!((l<0.0?-l:l)<=T))break c;l=+p[L+(d*24|0)+16>>3]-+p[(o+16|0)>>3];if(!((l<0.0?-l:l)<=T))break c;g=g+4|0;if((j|0)>2)j=j+-1|0;else break}}while(0);if(g>>>0>t>>>0){sa=59;break}d=f[g>>2]|0;V=f[(c+8|0)>>2]|0;l=+p[L+(d*24|0)>>3]-+p[V>>3];if(!((l<0.0?-l:l)<=T)){sa=58;break}l=+p[L+(d*24|0)+8>>3]-+p[V+8>>3];if(!((l<0.0?-l:l)<=T)){sa=60;break}l=+p[L+(d*24|0)+16>>3]-+p[V+16>>3];if(!((l<0.0?-l:l)<=T)){sa=61;break}else U=V}else{f[(c+8|0)>>2]=o;n[z>>2]=h;g=k;U=o}W=g+4|0;if(W>>>0>t>>>0){sa=62;break}else k=W}if((sa|0)==58){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==59){sa=0;w=o;x=k;y=m;X=f[(c+8|0)>>2]|0;break}else if((sa|0)==60){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==61){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==62){sa=0;w=o;x=W;y=m;X=U;break}}}while(0);g=y;l=+n[y+28>>2]-+n[X+28>>2];if((l<0.0?-l:l)<9.999999974752427e-07){f[(c+8|0)>>2]=g;j=y}else j=X;if(x>>>0>t>>>0)break;else{d=w;e=r;g=x}}if((s|0)==(c|0)){f[ra>>2]=f[c>>2];$zb(c);d=0}else{d=s+4|0;l=+n[j+32>>2]-+n[(f[d>>2]|0)+32>>2];if((l<0.0?-l:l)<9.999999974752428e-08){f[d>>2]=g;t=f[c>>2]|0;f[ra>>2]=t;$zb(c);c=t}else e=r;d=f[s>>2]|0;do{r=c;c=f[c>>2]|0;t=(c|0)==(d|0);s=t?f[ra>>2]|0:c;f[r+12>>2]=f[s+8>>2];f[s+16>>2]=f[r+4>>2]}while(!t);c=f[ra>>2]|0;do{g=c+20|0;f[g>>2]=0;if(+n[(f[c+12>>2]|0)+32>>2]>+n[(f[c+4>>2]|0)+32>>2]){f[g>>2]=1;j=3}else j=2;if(+n[(f[c+16>>2]|0)+32>>2]>+n[(f[c+8>>2]|0)+32>>2])f[g>>2]=j;c=f[c>>2]|0}while((c|0)!=(d|0));c=f[ra>>2]|0;do{g=c+24|0;b[g>>0]=1;j=c+4|0;k=f[j>>2]|0;h=+n[k+28>>2];m=c+8|0;o=f[m>>2]|0;i=+n[o+28>>2];d:do if((h-i<0.0?-(h-i):h-i)<9.999999974752427e-07){q=c+20|0;switch(f[q>>2]|0){case 3:{t=f[c+12>>2]|0;s=f[c+16>>2]|0;if((+n[t+28>>2]-h)*(+n[s+32>>2]-+n[o+32>>2])>(+n[s+28>>2]-i)*(+n[t+32>>2]-+n[k+32>>2])){sa=87;break d}else break d}case 0:{t=f[c+12>>2]|0;s=f[c+16>>2]|0;if((+n[t+28>>2]-h)*(+n[s+32>>2]-+n[o+32>>2])<(+n[s+28>>2]-i)*(+n[t+32>>2]-+n[k+32>>2])){sa=87;break d}else break d}case 2:case 1:{f[q>>2]=4;if(+n[(f[c+12>>2]|0)+32>>2]>+n[(f[c+16>>2]|0)+32>>2]){sa=87;break d}else break d}default:break d}}else if(h>i)sa=87;while(0);if((sa|0)==87){sa=0;b[g>>0]=0;f[m>>2]=k;f[j>>2]=o;r=c+16|0;t=c+12|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;t=c+20|0;f[t>>2]=f[40212+(f[t>>2]<<2)>>2]}c=f[c>>2]|0}while((c|0)!=(d|0))}if((x|0)==(Y|0))break;else{_=d;$=e;aa=x}}e:{c=1;if(c){c=0;if(!e){ba=0;ia=d;ka=0;sa=448}else c=1}if(c)if(1){g=f[oa>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,e<<2)|0;c=g;d=f[ra>>2]|0;while(1){f[c>>2]=d;d=f[d>>2]|0;if(!d)break;else c=c+4|0}d=e+-1|0;Z7a(g,0,d,1024);if((d|0)>0){c=0;do{Y=c;c=c+1|0;f[f[g+(Y<<2)>>2]>>2]=f[g+(c<<2)>>2]}while((c|0)!=(d|0))}f[f[g+(d<<2)>>2]>>2]=0;c=f[g>>2]|0;f[ra>>2]=c;$zb(g);k=(a+48|0)+28|0;b[k>>0]=b[c+24>>0]|0;if(!c){da=0;ma=0;sa=450;f[a+6168>>2]=2;f[a+6172>>2]=7;break a}else{i=-10.0;g=0;j=0}f:while(1){f[ra>>2]=f[c>>2];d=c+4|0;e=f[d>>2]|0;h=+n[(e+32|0)>>2];if(h<i){n[(e+32|0)>>2]=i;h=i}f[a+96>>2]=oa;n[a+184>>2]=i;f[a+264>>2]=g;f[a+288>>2]=j;f[a+512>>2]=ba;f[a+520>>2]=ca;f[a+536>>2]=ea;f[a+824>>2]=fa;f[a+832>>2]=ga;f[a+952>>2]=ha;f[a+976>>2]=ia;f[a+992>>2]=ja;f[a+1016>>2]=ka;f[a+1040>>2]=la;f[a+1056>>2]=na;f[a+1936>>2]=pa;f[a+2192>>2]=qa;f[a+2632>>2]=ra;n[a+4136>>2]=h;f[a+4896>>2]=k;f[a+4912>>2]=c;f[a+4920>>2]=d;f[a+4928>>2]=e;f[a+6064>>2]=sa;f[a+6160>>2]=0;f[a+6164>>2]=0;wbb(a);i=+n[a+184>>2];g=f[a+264>>2]|0;j=f[a+288>>2]|0;ba=f[a+512>>2]|0;ca=f[a+520>>2]|0;ea=f[a+536>>2]|0;fa=f[a+824>>2]|0;ga=f[a+832>>2]|0;ha=f[a+952>>2]|0;ia=f[a+976>>2]|0;ja=f[a+992>>2]|0;ka=f[a+1016>>2]|0;la=f[a+1040>>2]|0;na=f[a+1056>>2]|0;c=f[a+4912>>2]|0;sa=f[a+6064>>2]|0;G=f[a+6160>>2]|0;D=f[a+6164>>2]|0;H=+n[a+6164>>2];f[a+6160>>2]=0;f[a+6164>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break e;case 8:break f;case 12:{f[a+6168>>2]=2;f[a+6172>>2]=7;break a}}}if((ga|0)==23){ba=fa;ia=c;ka=ha;sa=448}else{Z=0;u=a;f[a+6168>>2]=6;f[a+6172>>2]=Z|0;break a}}}if((sa|0)==448)if(!ia){da=ba;ma=ka;sa=450;f[a+6168>>2]=1;break a}else{ca=ba;ja=ia;la=ka}$zb(ja);da=ca;ma=la;sa=450}f[a+168>>2]=Z;f[a+232>>2]=_;f[a+256>>2]=$;f[a+296>>2]=aa;f[a+528>>2]=da;f[a+536>>2]=ea;f[a+1048>>2]=ma;f[a+1056>>2]=na;f[a+6064>>2]=sa}function ybb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0,J=0.0,K=0.0,M=0.0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0.0,X=0.0,Y=0.0;m=f[a+1264>>2]|0;R=f[a+1272>>2]|0;o=f[a+1280>>2]|0;Q=f[a+1296>>2]|0;q=f[a+1352>>2]|0;k=f[a+1376>>2]|0;l=f[a+1392>>2]|0;O=f[a+1416>>2]|0;P=f[a+1824>>2]|0;T=f[a+2672>>2]|0;U=f[a+2688>>2]|0;a:{if(U){U=0;if(1){c=1;if(c){c=0;if((b[(R+226|0)>>0]|0)==2)O=k;else c=1}if(c)if(1){c=f[(R+60|0)>>2]|0;i=1;if(i){i=0;if((f[c+1896>>2]|0)==(f[c+1900>>2]|0)){if(sSa(f[R+64>>2]|0)|0)c=b[(a+1244|0)>>0]|0;else{N=f[(R+60|0)>>2]|0;c=(b[N+224>>0]|0)==0?a+64|0:N+280|0;I=+p[N+256>>3]-+p[c>>3];J=+p[N+264>>3]-+p[c+8>>3];K=+p[N+272>>3]-+p[c+16>>3];M=+L(+(I*I+(J*J+K*K)));M=+p[(a+40|0)>>3]*(I/M)+(J/M*+p[(a+40|0)+8>>3]+K/M*+p[(a+40|0)+16>>3]);p[a>>3]=M;b[(a+1244|0)>>0]=M>0.0&1;c=M>0.0&1}d=1;if(d){d=0;if(!(c<<24>>24))O=k;else d=1}if(d)if(1){c=f[(R+60|0)>>2]|0;b[(a+280|0)>>0]=b[c+224>>0]|0;p[(a+280|0)+8>>3]=+p[c+232>>3];p[(a+280|0)+16>>3]=+p[c+240>>3];p[(a+280|0)+24>>3]=+p[c+248>>3];p[(a+280|0)+32>>3]=+p[c+256>>3];p[(a+280|0)+40>>3]=+p[c+264>>3];p[(a+280|0)+48>>3]=+p[c+272>>3];p[(a+280|0)+56>>3]=+p[c+280>>3];p[(a+280|0)+64>>3]=+p[c+288>>3];p[(a+280|0)+72>>3]=+p[c+296>>3];p[(a+280|0)+80>>3]=+p[c+304>>3];p[(a+280|0)+88>>3]=+p[c+312>>3];p[(a+280|0)+96>>3]=+p[c+320>>3];p[(a+280|0)+104>>3]=+p[c+328>>3];p[(a+280|0)+112>>3]=+p[c+336>>3];p[(a+280|0)+120>>3]=+p[c+344>>3];p[(a+280|0)+128>>3]=+p[c+352>>3];p[(a+280|0)+136>>3]=+p[c+360>>3];p[(a+280|0)+144>>3]=+p[c+368>>3];p[(a+280|0)+152>>3]=+p[c+376>>3];p[(a+280|0)+160>>3]=+p[c+384>>3];p[(a+280|0)+168>>3]=+p[c+392>>3];p[(a+280|0)+176>>3]=+p[c+400>>3];p[(a+280|0)+184>>3]=+p[c+408>>3];p[(a+280|0)+192>>3]=+p[c+416>>3];p[(a+280|0)+200>>3]=+p[c+424>>3];d=(a+280|0)+208|0;e=c+432|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[(a+280|0)+248>>3]=+p[c+472>>3];p[(a+280|0)+256>>3]=+p[c+480>>3];p[(a+280|0)+264>>3]=+p[c+488>>3];p[(a+280|0)+272>>3]=+p[c+496>>3];p[(a+280|0)+280>>3]=+p[c+504>>3];p[(a+280|0)+288>>3]=+p[c+512>>3];p[(a+280|0)+296>>3]=+p[c+520>>3];p[(a+280|0)+304>>3]=+p[c+528>>3];p[(a+280|0)+312>>3]=+p[c+536>>3];p[(a+280|0)+320>>3]=+p[c+544>>3];p[(a+280|0)+328>>3]=+p[c+552>>3];p[(a+280|0)+336>>3]=+p[c+560>>3];p[(a+280|0)+344>>3]=+p[c+568>>3];p[(a+280|0)+352>>3]=+p[c+576>>3];p[(a+280|0)+360>>3]=+p[c+584>>3];p[(a+280|0)+368>>3]=+p[c+592>>3];f[(a+280|0)+376>>2]=f[c+600>>2];f[(a+280|0)+380>>2]=f[c+604>>2];f[(a+280|0)+384>>2]=f[c+608>>2];f[(a+280|0)+388>>2]=f[c+612>>2];f[(a+280|0)+392>>2]=f[c+616>>2];f[(a+280|0)+396>>2]=f[c+620>>2];f[(a+280|0)+400>>2]=f[c+624>>2];f[(a+280|0)+404>>2]=f[c+628>>2];f[(a+280|0)+408>>2]=f[c+632>>2];f[(a+280|0)+412>>2]=f[c+636>>2];f[(a+280|0)+416>>2]=f[c+640>>2];f[(a+280|0)+420>>2]=f[c+644>>2];f[(a+280|0)+424>>2]=f[c+648>>2];f[(a+280|0)+428>>2]=f[c+652>>2];f[(a+280|0)+432>>2]=f[c+656>>2];f[(a+280|0)+436>>2]=f[c+660>>2];p[(a+280|0)+440>>3]=+p[c+664>>3];p[(a+280|0)+448>>3]=+p[c+672>>3];p[(a+280|0)+456>>3]=+p[c+680>>3];p[(a+280|0)+464>>3]=+p[c+688>>3];p[(a+280|0)+472>>3]=+p[c+696>>3];p[(a+280|0)+480>>3]=+p[c+704>>3];p[(a+280|0)+488>>3]=+p[c+712>>3];p[(a+280|0)+496>>3]=+p[c+720>>3];p[(a+280|0)+504>>3]=+p[c+728>>3];p[(a+280|0)+512>>3]=+p[c+736>>3];p[(a+280|0)+520>>3]=+p[c+744>>3];p[(a+280|0)+528>>3]=+p[c+752>>3];p[(a+280|0)+536>>3]=+p[c+760>>3];p[(a+280|0)+544>>3]=+p[c+768>>3];p[(a+280|0)+552>>3]=+p[c+776>>3];p[(a+280|0)+560>>3]=+p[c+784>>3];p[(a+280|0)+568>>3]=+p[c+792>>3];p[(a+280|0)+576>>3]=+p[c+800>>3];p[(a+280|0)+584>>3]=+p[c+808>>3];p[(a+280|0)+592>>3]=+p[c+816>>3];p[(a+280|0)+600>>3]=+p[c+824>>3];p[(a+280|0)+608>>3]=+p[c+832>>3];p[(a+280|0)+616>>3]=+p[c+840>>3];p[(a+280|0)+624>>3]=+p[c+848>>3];p[(a+280|0)+632>>3]=+p[c+856>>3];p[(a+280|0)+640>>3]=+p[c+864>>3];p[(a+280|0)+648>>3]=+p[c+872>>3];p[(a+280|0)+656>>3]=+p[c+880>>3];p[(a+280|0)+664>>3]=+p[c+888>>3];p[(a+280|0)+672>>3]=+p[c+896>>3];p[(a+280|0)+680>>3]=+p[c+904>>3];p[(a+280|0)+688>>3]=+p[c+912>>3];f[(a+280|0)+696>>2]=f[c+920>>2];f[(a+280|0)+700>>2]=f[c+924>>2];f[(a+280|0)+704>>2]=f[c+928>>2];f[(a+280|0)+708>>2]=f[c+932>>2];f[(a+280|0)+712>>2]=f[c+936>>2];f[(a+280|0)+716>>2]=f[c+940>>2];f[(a+280|0)+720>>2]=f[c+944>>2];f[(a+280|0)+724>>2]=f[c+948>>2];f[(a+280|0)+728>>2]=f[c+952>>2];f[((a+280|0)+732|0)>>2]=f[(c+956|0)>>2];f[((a+280|0)+732|0)+4>>2]=f[(c+956|0)+4>>2];f[((a+280|0)+732|0)+8>>2]=f[(c+956|0)+8>>2];b[((a+280|0)+732|0)+12>>0]=b[(c+956|0)+12>>0]|0;Fgb(a+152|0,a+64|0,a+40|0);UAa(a+280|0,a+152|0);H=(o|1)<<24>>24==3?4:o;N=f[(f[(R+60|0)>>2]|0)+1912>>2]|0;O=Rhb(N,H,a+280|0,0,l,0,P)|0;n[(a+152|0)>>2]=0.0;n[(a+1168|0)>>2]=0.0;Q8a(R,a+88|0,a+8|0,a+152|0,a+1168|0);Bdb((f[(f[(R+60|0)>>2]|0)+1912>>2]|0)+840|0,0,H,N+324|0,a+280|0,a+8|0,+n[(a+152|0)>>2],+n[(a+1168|0)>>2],P,f[(R+108|0)>>2]|0,Q);O=k<<24>>24==0?O:k}}else i=1}if(i)if(1)O=k}}else U=1}b[m>>0]=O<<24>>24!=0&1;if(O<<24>>24==1){N=(j[(R+230|0)>>1]|j[(R+230|0)+2>>1]<<16)&65536;b[m+1>>0]=N>>>16;if(!N){u=a;f[a+2720>>2]=5;break a}}else b[m+1>>0]=1;i=f[(R+60|0)>>2]|0;H=h[(i+77|0)>>0]|h[(i+77|0)+1>>0]<<8;b[(a+1168|0)>>0]=(H&65535)>>>7&1;b[(a+1243|0)>>0]=(H&65535)>>>8&1;b[(a+1242|0)>>0]=(H&65535)>>>9&1;b[(a+1241|0)>>0]=(H&65535)>>>10&1;b[(a+1240|0)>>0]=(H&65535)>>>11&1;g=f[(f[(i+24|0)>>2]|0)+4>>2]|0;f[(a+1160|0)>>2]=0;N=(a+1160|0)+4|0;f[N>>2]=0;do if(((H&65535)>>>8&1)<<24>>24){d=f[i+40>>2]|0;e=f[i+44>>2]|0;if(!e){f[(a+1160|0)>>2]=d;f[N>>2]=e;break}gOb(e);c=f[N>>2]|0;f[(a+1160|0)>>2]=d;f[N>>2]=e;if(c|0)iOb(c)}while(0);E=f[64773]|0;F=f[64775]|0;G=f[64774]|0;H=f[64776]|0;pwb(258928,1,771)|0;I=+n[64765];J=+n[64766];K=+n[64767];M=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);zhb((f[(R+60|0)>>2]|0)+2256|0);D=h[R+225>>0]|0;f[(a+1144|0)>>2]=((D&2)>>>1)+1;f[(a+1144|0)+4>>2]=((D&2)<<1)+4;f[(a+1144|0)+8>>2]=2-(D&1);f[(a+1144|0)+12>>2]=((D&1)<<2^4)+4;f[(a+1108|0)>>2]=R;f[(a+1108|0)+4>>2]=i+24|0;f[(a+1108|0)+8>>2]=a+1160|0;f[(a+1108|0)+12>>2]=a+1144|0;f[(a+1108|0)+16>>2]=a+1168|0;f[(a+1108|0)+20>>2]=a+1243|0;f[(a+1108|0)+24>>2]=a+1242|0;f[(a+1108|0)+28>>2]=a+1240|0;f[(a+1108|0)+32>>2]=a+1241|0;Chb(a+1088|0);do if((j[(R+230|0)>>1]|j[(R+230|0)+2>>1]<<16)&64|0)if(!(qfb((f[(R+60|0)>>2]|0)+3472|0)|0))if((b[(R+226|0)>>0]|0)!=2){z=f[(f[(i+24|0)>>2]|0)+4>>2]|0;d=(f[(R+60|0)>>2]|0)+2256|0;c=uub(z)|0;Bhb(a+280|0,d,c,vub(z)|0);Ehb(a+1088|0,a+280|0)|0;Ghb(a+280|0);z=Hhb(a+1088|0)|0;c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[z>>2]>>2]|0)|0;z=f[(a+1088|0)>>2]|0;A=f[64743]|0;B=f[64744]|0;C=f[64745]|0;D=f[64746]|0;Tvb(258928,0,0,f[z+16>>2]|0,f[z+20>>2]|0)|0;Y=+n[64765];X=+n[64766];W=+n[64767];V=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);R8a(a+1108|0);mwb(258928,Y,X,W,V)|0;Tvb(258928,A,B,C,D)|0;if((c|0)==(d|0)){dwb(258928,c)|0;break}else{ewb(258928,c)|0;fwb(258928,d)|0;break}}while(0);f[(a+1056|0)>>2]=R;f[(a+1056|0)+4>>2]=a+1244|0;f[(a+1056|0)+8>>2]=a+40|0;f[(a+1056|0)+12>>2]=a;f[(a+1056|0)+16>>2]=a+1176|0;f[(a+1056|0)+20>>2]=a+1245|0;f[(a+1056|0)+24>>2]=a+1088|0;f[(a+1056|0)+28>>2]=a+1108|0;if(Gqb((f[(R+60|0)>>2]|0)+2112|0)|0){D=(Gqb((f[(R+60|0)>>2]|0)+2044|0)|0)^1;c=(q|0)!=0;if(c|(b[(R+227|0)>>0]|0)==1|D){S=R+227|0;r=c;T=80}else{tgb((f[(R+60|0)>>2]|0)+2512|0);S8a(a+1056|0)}}else{S=R+227|0;r=(q|0)!=0;T=80}if((T|0)==80){x=f[(R+60|0)>>2]|0;w=f[g+8>>2]|0;v=f[w+16>>2]|0;w=f[w+20>>2]|0;Bhb(a+1032|0,x+2256|0,v,w);y=f[64758]|0;z=f[64759]|0;A=f[64743]|0;B=f[64744]|0;C=f[64745]|0;D=f[64746]|0;xgb(x+2512|0,Hhb(a+1032|0)|0);S8a(a+1056|0);wgb(x+2512|0,i+24|0);if(f[(x+2528|0)>>2]|0)ygb(x+2512|0,x+2528|0,a+1032|0);if(!(Gqb((f[(R+60|0)>>2]|0)+2112|0)|0))Lqb((f[(R+60|0)>>2]|0)+2112|0,a+1176|0,1);if(!(Gqb((f[(R+60|0)>>2]|0)+2044|0)|0))Lqb((f[(R+60|0)>>2]|0)+2044|0,a+1176|0,1);do if(r){ugb(x+2512|0,v,w);ygb(x+2512|0,x+2536|0,a+1032|0);m=f[64770]|0;nwb(258928,0)|0;Vd(1280);o=f[64783]|0;q=f[64784]|0;r=f[64785]|0;s=f[64786]|0;t=b[259211]|0;Jwb(258928,1)|0;kdb((f[(R+60|0)>>2]|0)+112|0);c=f[(R+60|0)>>2]|0;d=f[c+1884>>2]|0;if((d|0)!=(c+1888|0|0)){l=0;do{e=d+24|0;do if(b[d+836>>0]|0){if((f[e>>2]|0)==(f[d+28>>2]|0))break;peb(a+280|0,e);i=f[64743]|0;k=f[64744]|0;e=f[64745]|0;g=f[64746]|0;Tvb(258928,f[(a+280|0)>>2]|0,f[((a+280|0)+4|0)>>2]|0,f[((a+280|0)+8|0)>>2]|0,f[((a+280|0)+12|0)>>2]|0)|0;twb(258928,f[(a+280|0)>>2]|0,f[((a+280|0)+4|0)>>2]|0,f[((a+280|0)+8|0)>>2]|0,f[((a+280|0)+12|0)>>2]|0)|0;if(l)Vd(256);Zdb((f[(R+60|0)>>2]|0)+112|0,0,4,d+840|0,d+40|0,P,f[(R+108|0)>>2]|0,Q);Tvb(258928,i,k,e,g)|0;l=1}while(0);e=f[d+4>>2]|0;do if(!e){e=d+8|0;g=f[e>>2]|0;if((f[g>>2]|0)==(d|0)){d=g;break}do{k=f[e>>2]|0;e=k+8|0;d=f[e>>2]|0}while((f[d>>2]|0)!=(k|0))}else{d=e;while(1){e=f[d>>2]|0;if(!e)break;else d=e}}while(0)}while((d|0)!=(c+1888|0|0));c=f[(R+60|0)>>2]|0}Q=c+189|0;Q=((h[Q>>0]|h[Q+1>>0]<<8)&128)==0;Jwb(258928,t<<24>>24!=0)|0;twb(258928,o,q,r,s)|0;nwb(258928,m)|0;if(Q)break;Bhb(a+280|0,x+2256|0,v,w);xgb(x+2512|0,Hhb(a+280|0)|0);f[(a+152|0)>>2]=0;f[((a+152|0)+4|0)>>2]=0;qgb(x+2548|0,x+2536|0,a+152|0,a+1144|0,x+2256|0,1);c=f[((a+152|0)+4|0)>>2]|0;if(c|0)iOb(c);Ehb(a+1032|0,a+280|0)|0;Ghb(a+280|0)}else vgb(x+2512|0);while(0);Tvb(258928,A,B,C,D)|0;if((y|0)==(z|0))dwb(258928,y)|0;else{ewb(258928,y)|0;fwb(258928,z)|0}if((b[S>>0]|0)==1){S=f[(R+60|0)>>2]|0;if(!(Wgb(S+2260|0,a+1032|0,S+2256|0,heb(S+1916|0)|0)|0))T=111}else T=111;if((T|0)==111)Dfb((f[(R+60|0)>>2]|0)+3452|0,f[(a+1032|0)>>2]|0);Ghb(a+1032|0)}Ahb((f[(R+60|0)>>2]|0)+2256|0);Ghb(a+1088|0);mwb(258928,I,J,K,M)|0;owb(258928,E,F,G,H)|0;c=f[N>>2]|0;if(c|0)iOb(c);u=a;f[a+2720>>2]=5;break a}f[a+1416>>2]=O;f[a+2672>>2]=T;f[a+2688>>2]=U}function zbb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0;C=f[a+1272>>2]|0;v=f[a+1280>>2]|0;B=f[a+1296>>2]|0;s=f[a+1344>>2]|0;i=f[a+1352>>2]|0;z=f[a+1376>>2]|0;e=f[a+1392>>2]|0;q=f[a+1408>>2]|0;D=f[a+1416>>2]|0;r=f[a+1632>>2]|0;c=f[a+1640>>2]|0;A=f[a+1824>>2]|0;y=f[a+2672>>2]|0;E=f[a+2680>>2]|0;if(E){E=0;if(1){o=0;while(1){h=c+24|0;l=c+840|0;_bb(l);if(b[c+836>>0]|0){i=c+28|0;if((f[h>>2]|0)!=(f[i>>2]|0)){peb(a+152|0,h);m=c+40|0;g=JAa(m,f[((a+152|0)+8|0)>>2]|0,f[((a+152|0)+12|0)>>2]|0)|0;n[(a+88|0)>>2]=+p[g>>3];n[((a+88|0)+4|0)>>2]=+p[g+8>>3];n[((a+88|0)+8|0)>>2]=+p[g+16>>3];n[((a+88|0)+12|0)>>2]=+p[g+24>>3];n[((a+88|0)+16|0)>>2]=+p[g+32>>3];n[((a+88|0)+20|0)>>2]=+p[g+40>>3];n[((a+88|0)+24|0)>>2]=+p[g+48>>3];n[((a+88|0)+28|0)>>2]=+p[g+56>>3];n[((a+88|0)+32|0)>>2]=+p[g+64>>3];n[((a+88|0)+36|0)>>2]=+p[g+72>>3];n[((a+88|0)+40|0)>>2]=+p[g+80>>3];n[((a+88|0)+44|0)>>2]=+p[g+88>>3];n[((a+88|0)+48|0)>>2]=+p[g+96>>3];n[((a+88|0)+52|0)>>2]=+p[g+104>>3];n[((a+88|0)+56|0)>>2]=+p[g+112>>3];n[((a+88|0)+60|0)>>2]=+p[g+120>>3];g=c+1344|0;f[(a+280|0)>>2]=a+88|0;f[((a+280|0)+4|0)>>2]=g;if(N8a(a+280|0)|0){f[g>>2]=f[(a+88|0)>>2];f[c+1348>>2]=f[((a+88|0)+4|0)>>2];f[c+1352>>2]=f[((a+88|0)+8|0)>>2];f[c+1356>>2]=f[((a+88|0)+12|0)>>2];f[c+1360>>2]=f[((a+88|0)+16|0)>>2];f[c+1364>>2]=f[((a+88|0)+20|0)>>2];f[c+1368>>2]=f[((a+88|0)+24|0)>>2];f[c+1372>>2]=f[((a+88|0)+28|0)>>2];f[c+1376>>2]=f[((a+88|0)+32|0)>>2];f[c+1380>>2]=f[((a+88|0)+36|0)>>2];f[c+1384>>2]=f[((a+88|0)+40|0)>>2];f[c+1388>>2]=f[((a+88|0)+44|0)>>2];f[c+1392>>2]=f[((a+88|0)+48|0)>>2];f[c+1396>>2]=f[((a+88|0)+52|0)>>2];f[c+1400>>2]=f[((a+88|0)+56|0)>>2];f[c+1404>>2]=f[((a+88|0)+60|0)>>2];k=1}else k=0;g=f[h>>2]|0;h=f[i>>2]|0;if((g|0)!=(h|0))do{i=f[g>>2]|0;eLa(i,k,m,f[((a+152|0)+8|0)>>2]|0,f[((a+152|0)+12|0)>>2]|0);lcb(l,C,i,0,0,7,4196130,0,0,A);g=g+4|0}while((g|0)!=(h|0))}}i=(f[l>>2]|0)+o|0;g=f[c+4>>2]|0;if(!g){g=c+8|0;h=f[g>>2]|0;if((f[h>>2]|0)==(c|0))c=h;else do{o=f[g>>2]|0;g=o+8|0;c=f[g>>2]|0}while((f[c>>2]|0)!=(o|0))}else{c=g;while(1){g=f[c>>2]|0;if(!g)break;else c=g}}if((c|0)==(r+1888|0|0))break;else o=i}}else E=1}h=q>>>0>i>>>0?q-i|0:1;c=b[(C+226|0)>>0]|0;if(c<<24>>24==3)y=26;else if((b[C+229>>0]|0)==1)if(Yub()|0)if(avb()|0)y=26;else t=0;else t=0;else t=0;if((y|0)==26){t=f[(C+60|0)>>2]|0;t=(f[t+1896>>2]|0)==(f[t+1900>>2]|0)}l=f[(C+60|0)>>2]|0;l=Rhb(l+1048|0,v,l+224|0,s,h,v<<24>>24==0?0:c<<24>>24==2?2:(t^1)&1,A)|0;g=f[(C+60|0)>>2]|0;Zdb(g,c<<24>>24==2&1,v,g+1372|0,g+224|0,A,f[(C+108|0)>>2]|0,B);g=f[(C+60|0)>>2]|0;k=f[g+1372>>2]|0;k=h-(k>>>0<h>>>0?k:h)|0;c=f[g+1896>>2]|0;h=f[g+1900>>2]|0;a:do if((c|0)!=(h|0))while(1){y=Ohb(g+1048|0,f[c+112>>2]|0)|0;Zdb(c,0,v,y,(f[(C+60|0)>>2]|0)+224|0,A,f[(C+108|0)>>2]|0,B);c=c+120|0;if((c|0)==(h|0))break a;g=f[(C+60|0)>>2]|0}while(0);p[(a+88|0)>>3]=1.0;p[(a+88|0)+8>>3]=1.0;p[(a+88|0)+16>>3]=1.0;c=(a+88|0)+24|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;f[(a+8|0)+12>>2]=0;f[(a+8|0)+16>>2]=0;f[(a+8|0)+20>>2]=0;f[(a+8|0)+24>>2]=0;f[(a+8|0)+28>>2]=0;c=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;if(!(c&2048)){w=c;y=35}else if((b[(C+226|0)>>0]|0)==2){w=c;y=35}else{y=f[(C+60|0)>>2]|0;if((f[y+1896>>2]|0)==(f[y+1900>>2]|0))if(sSa(f[(C+64|0)>>2]|0)|0){w=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;y=35}else{u=C+64|0;y=39}else{w=c;y=35}}if((y|0)==35)if(w&1024|0)if((b[(C+226|0)>>0]|0)!=2){w=f[(C+60|0)>>2]|0;if((f[w+1896>>2]|0)==(f[w+1900>>2]|0))if(!(sSa(f[(C+64|0)>>2]|0)|0)){u=C+64|0;y=39}}if((y|0)==39){CEa(f[u>>2]|0,a+88|0)|0;O8a(C,a+88|0,a+64|0,a+40|0);I=+p[(a+40|0)>>3];H=+p[(a+40|0)+8>>3];G=+p[(a+40|0)+16>>3];F=-(I*+p[(a+64|0)>>3]+(H*+p[(a+64|0)+8>>3]+G*+p[(a+64|0)+16>>3]));p[(a+8|0)>>3]=I;p[((a+8|0)+8|0)>>3]=H;p[((a+8|0)+16|0)>>3]=G;p[((a+8|0)+24|0)>>3]=F}b[(a+1245|0)>>0]=0;if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&2048))y=54;else if((b[(C+226|0)>>0]|0)==2)y=54;else{w=f[(C+60|0)>>2]|0;if((f[w+1896>>2]|0)==(f[w+1900>>2]|0))if(sSa(f[C+64>>2]|0)|0)y=54;else{do if(!k){c=1;e=0}else{if(!(v<<24>>24))if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&4096)){c=1;e=k;break}z=P8a(C,a+88|0,a+64|0,a+40|0)|0;c=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;if(z){d[(C+230|0)>>1]=c|16384;d[(C+230|0)+2>>1]=(c|16384)>>>16;c=c|16384}e=c&16384|0?1:4;g=f[(f[(C+60|0)>>2]|0)+1908>>2]|0;c=Rhb(g,e,g+1e3|0,0,k,0,A)|0;if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&16384)){if(f[(g+324|0)>>2]|0)y=51}else y=51;if((y|0)==51)b[(a+1245|0)>>0]=1;u=f[C+368>>2]|0;v=f[64743]|0;w=f[64744]|0;x=f[64745]|0;z=f[64746]|0;Tvb(258928,0,0,u,u)|0;Zdb((f[(f[(C+60|0)>>2]|0)+1908>>2]|0)+840|0,0,e,g+324|0,g+1e3|0,A,f[(C+108|0)>>2]|0,B);e=(j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&-16385;d[(C+230|0)>>1]=e;d[(C+230|0)+2>>1]=e>>>16;e=f[(g+324|0)>>2]|0;Tvb(258928,v,w,x,z)|0;e=k-(e>>>0<k>>>0?e:k)|0}while(0);z=l<<24>>24==0?c:l;x=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16}else y=54}if((y|0)==54){Qgb((f[(C+60|0)>>2]|0)+3624|0);x=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16|24576;d[(C+230|0)>>1]=x;d[(C+230|0)+2>>1]=x>>>16;z=l;e=k}b[(a+1244|0)>>0]=0;c=1;if(c){c=0;if(!(x&1024))D=z;else c=1}f[a+1352>>2]=i;f[a+1376>>2]=z;f[a+1392>>2]=e;f[a+1416>>2]=D;f[a+2672>>2]=y;f[a+2680>>2]=E;f[a+2688>>2]=c}
+function PBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0,v=0,w=0.0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0,S=0,T=0;R=0;S=u;u=u+2048|0;Vib(S+152|0,f[a>>2]|0,0,c,S+192|0);w=+p[(S+192|0)>>3];z=+p[(S+192|0)+8>>3];A=+p[(S+192|0)+16>>3];B=+p[(S+192|0)+32>>3];C=+p[(S+192|0)+40>>3];D=+p[(S+192|0)+48>>3];E=+p[(S+192|0)+64>>3];F=+p[(S+192|0)+72>>3];G=+p[(S+192|0)+80>>3];H=1.0/(w*(C*G-D*F)+(A*(B*F-C*E)+z*(D*E-B*G)));I=(C*G-D*F)*H;J=(D*E-B*G)*H;K=(B*F-C*E)*H;M=+p[(S+192|0)+96>>3];N=+p[(S+192|0)+104>>3];O=+p[(S+192|0)+112>>3];P=-(N*((w*G-A*E)*H))-M*((A*F-z*G)*H)-O*((z*E-w*F)*H);Q=-(N*((A*B-w*D)*H))-M*((z*D-A*C)*H)-O*((w*C-z*B)*H);d=(f[c+4>>2]|0)+44|0;jEa(S+424|0,f[d>>2]|0);b[(S+508|0)>>0]=(f[(f[d>>2]|0)+52>>2]|0)>>>16&1;d=f[(a+1064|0)>>2]|0;v=f[(a+1068|0)>>2]|0;if((d|0)!=(v|0)){x=(S+368|0)+4|0;y=(S+368|0)+8|0;do{e=f[d>>2]|0;t=f[d+4>>2]|0;a:do if((e|0)!=(t|0)){i=+p[(S+152|0)>>3];j=+p[((S+152|0)+8|0)>>3];k=+p[((S+152|0)+16|0)>>3];l=+p[((S+152|0)+24|0)>>3];g=2;h=e;do{s=+p[h+24>>3]+(i*+p[h>>3]+(j*+p[h+8>>3]+k*+p[h+16>>3]));r=!(s*s>=l)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;h=h+32|0}while((h|0)!=(t|0));if((g|0)==1)while(1){m=+p[e>>3];g=e+8|0;o=+p[g>>3];h=e+16|0;q=+p[h>>3];r=e+24|0;s=+p[r>>3];k=s+(m*i+(o*j+q*k));if(!(k*k>=l)){p[(S+48|0)>>3]=m;p[((S+48|0)+8|0)>>3]=o;p[((S+48|0)+16|0)>>3]=q;p[((S+48|0)+24|0)>>3]=s;p[((S+48|0)+32|0)>>3]=m*-s;p[((S+48|0)+40|0)>>3]=o*-s;p[((S+48|0)+48|0)>>3]=q*-s;l=!(o*o+q*q+0.0>=.001)?-q:0.0;k=!(o*o+q*q+0.0>=.001)?0.0:q;j=!(o*o+q*q+0.0>=.001)?m:-o;s=+L(+(l*l+(k*k+j*j)));p[((S+48|0)+56|0)>>3]=l/s;p[((S+48|0)+64|0)>>3]=k/s;p[((S+48|0)+72|0)>>3]=j/s;p[((S+48|0)+80|0)>>3]=o*(j/s)-q*(k/s);p[((S+48|0)+88|0)>>3]=q*(l/s)-m*(j/s);p[((S+48|0)+96|0)>>3]=m*(k/s)-o*(l/s);rEa(S+408|0,S+424|0);T=uEa(S+408|0)|0;f[(S+384|0)>>2]=S+408|0;f[((S+384|0)+4|0)>>2]=a;f[((S+384|0)+8|0)>>2]=S+192|0;f[((S+384|0)+12|0)>>2]=e;f[((S+384|0)+16|0)>>2]=S+48|0;f[((S+384|0)+20|0)>>2]=S+508|0;b:do if(T)while(1){T=wEa(S+408|0)|0;m=+n[T+4>>2];q=+n[T+8>>2];l=+n[T+12>>2];o=+n[T+16>>2];k=+n[T+20>>2];p[S>>3]=+n[T>>2];p[(S+8|0)>>3]=m;p[(S+16|0)>>3]=q;p[(S+24|0)>>3]=l;p[(S+32|0)>>3]=o;p[(S+40|0)>>3]=k;UBa(S+320|0,S,S+192|0);k=+p[(S+320|0)>>3];o=(+p[((S+320|0)+24|0)>>3]-k)*.5;l=+p[((S+320|0)+8|0)>>3];q=(+p[((S+320|0)+32|0)>>3]-l)*.5;m=+p[((S+320|0)+16|0)>>3];s=(+p[((S+320|0)+40|0)>>3]-m)*.5;m=+p[r>>3]+((k+o)*+p[e>>3]+((l+q)*+p[g>>3]+(m+s)*+p[h>>3]));if(!(m*m>=o*o+(q*q+s*s)))TBa(S+384|0);if(!(uEa(S+408|0)|0))break b;vEa(S+408|0)}else TBa(S+384|0);while(0);n[S>>2]=+p[e>>3];n[(S+4|0)>>2]=+p[g>>3];n[(S+8|0)>>2]=+p[h>>3];VBa(a,S,S+48|0);g=f[(a+1064|0)>>2]|0;if(((f[(a+1068|0)>>2]|0)-g|0)==16){if(((f[g+4>>2]|0)-(f[g>>2]|0)|0)!=32)R=29}else R=29;if((R|0)==29){R=0;WBa(a,d);XBa(a,e,d)}o=+n[S>>2];q=+n[(S+4|0)>>2];s=+n[(S+8|0)>>2];n[(S+368|0)>>2]=o*w+q*z+s*A;n[x>>2]=o*B+q*C+s*D;n[y>>2]=o*E+q*F+s*G;r=f[(a+1144|0)>>2]|0;T=(f[(a+1148|0)>>2]|0)-r|0;f[S+528>>2]=a;n[S+688>>2]=w;f[S+696>>2]=x;f[S+704>>2]=y;n[S+712>>2]=z;n[S+720>>2]=A;n[S+768>>2]=B;n[S+816>>2]=C;n[S+864>>2]=D;n[S+936>>2]=E;n[S+952>>2]=F;n[S+1008>>2]=G;f[S+1112>>2]=r;f[S+1120>>2]=T;n[S+1360>>2]=H;n[S+1368>>2]=I;n[S+1392>>2]=J;n[S+1464>>2]=K;n[S+1920>>2]=M;n[S+1928>>2]=N;n[S+1936>>2]=O;n[S+1944>>2]=P;n[S+1952>>2]=Q;f[S+1976>>2]=R;f[S+1984>>2]=0;f[S+1988>>2]=0;gFa(S);R=f[S+1976>>2]|0}e=e+32|0;if((e|0)==(t|0))break a;i=+p[(S+152|0)>>3];j=+p[((S+152|0)+8|0)>>3];k=+p[((S+152|0)+16|0)>>3];l=+p[((S+152|0)+24|0)>>3]}}while(0);d=d+16|0}while((d|0)!=(v|0))}QBa(a,c);d=f[(S+424|0)+60>>2]|0;if(d|0)RBa(d,(S+424|0)+48|0);d=f[((S+424|0)+48|0)>>2]|0;if(d|0){e=f[((S+424|0)+52|0)>>2]|0;if((e|0)!=(d|0))f[((S+424|0)+52|0)>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}d=f[(S+424|0)+44>>2]|0;if(d|0)SBa(d,(S+424|0)+32|0);d=f[((S+424|0)+32|0)>>2]|0;if(!d){u=S;return}e=f[((S+424|0)+36|0)>>2]|0;if((e|0)!=(d|0))f[((S+424|0)+36|0)>>2]=e+(~((e+-2-d|0)>>>1)<<1);sOb(d);u=S;return}function QBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;if(!(f[a+12>>2]|0)){c=f[a+1216>>2]|0;d=a+1220|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2)}if(!(f[a+4>>2]|0)){c=f[a+1204>>2]|0;d=a+1208|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2)}q=a+1216|0;r=a+1220|0;if((f[q>>2]|0)==(f[r>>2]|0))if((f[a+1204>>2]|0)==(f[a+1208>>2]|0)){u=w;return}s=a+1204|0;LDa(v,f[a>>2]|0,b,q,s);jJa(b,v);U8a(AQa(f[a>>2]|0)|0,b,0,0);p=a+1340|0;j=b;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+1344|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m){c=0;t=25}else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(!d)t=25;else{if(e)while(1){d=f[d>>2]|0;if(!d){t=25;break a}e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0))){t=25;break a}if((f[d+8>>2]|0)==(b|0))break a}do{d=f[d>>2]|0;if(!d){t=25;break a}e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0)){t=25;break a}}}while((f[d+8>>2]|0)!=(b|0))}}while(0);if((t|0)==25){b=pOb(12)|0;f[b+8>>2]=j;f[b+4>>2]=o;f[b>>2]=0;i=a+1352|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[a+1356>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+1348|0;f[b>>2]=f[c>>2];f[c>>2]=b;f[d>>2]=c;c=f[b>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;t=38}}else{f[b>>2]=f[c>>2];t=38}if((t|0)==38)f[c>>2]=b;f[i>>2]=(f[i>>2]|0)+1}c=f[q>>2]|0;d=f[r>>2]|0;if((d|0)!=(c|0))f[r>>2]=d+(~((d+-4-c|0)>>>2)<<2);e=f[s>>2]|0;c=a+1208|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);c=f[v+4>>2]|0;if(c|0)iOb(c);u=w;return}function RBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257280]|0))if(MPb(257280)|0){f[64647]=0;f[64648]=0;f[64649]=0}a=f[64648]|0;if(a>>>0<(f[64649]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64648]=a+12;return}else{VCa(258588,c);return}}function SBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-2-a|0)>>>1)<<1);if(!(b[257272]|0))if(MPb(257272)|0){f[64644]=0;f[64645]=0;f[64646]=0}a=f[64645]|0;if(a>>>0<(f[64646]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64645]=a+12;return}else{UCa(258576,c);return}}function TBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0.0,O=0.0,P=0,Q=0.0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0;E=u;u=u+80|0;n=E;C=f[a+4>>2]|0;D=C+1076|0;nEa(f[a>>2]|0,D);c=f[D>>2]|0;B=(f[C+1080>>2]|0)-c|0;o=(B|0)/24|0;if(!B){u=E;return}q=n+8|0;r=n+16|0;s=n+24|0;t=n+32|0;v=n+40|0;w=n+48|0;x=n+56|0;y=n+64|0;z=a+8|0;A=a+12|0;B=a+16|0;d=a+20|0;e=n+8|0;g=n+16|0;h=n+24|0;i=n+32|0;j=n+40|0;k=n+48|0;l=n+56|0;m=n+64|0;a=0;while(1){aa=+p[c+(a*24|0)>>3];p[n>>3]=aa;$=+p[c+(a*24|0)+8>>3];p[q>>3]=$;_=+p[c+(a*24|0)+16>>3];p[r>>3]=_;M=a+1|0;Y=+p[c+(M*24|0)>>3];p[s>>3]=Y;W=+p[c+(M*24|0)+8>>3];p[t>>3]=W;V=+p[c+(M*24|0)+16>>3];p[v>>3]=V;M=a+2|0;L=+p[c+(M*24|0)>>3];p[w>>3]=L;K=+p[c+(M*24|0)+8>>3];p[x>>3]=K;I=+p[c+(M*24|0)+16>>3];p[y>>3]=I;M=f[z>>2]|0;c=M+32|0;X=+p[c>>3];J=+p[M+64>>3];S=M+8|0;R=M+40|0;U=+p[R>>3];Q=+p[M+72>>3];P=M+16|0;O=+p[M+48>>3];N=+p[M+80>>3];H=+p[M+96>>3];G=+p[M+104>>3];Z=aa*+p[S>>3]+$*U+_*Q+G;F=+p[M+112>>3];T=aa*+p[P>>3]+$*O+_*N+F;p[n>>3]=+p[M>>3]*aa+X*$+J*_+H;p[e>>3]=Z;p[g>>3]=T;U=Y*+p[S>>3]+W*U+V*Q+G;T=Y*+p[P>>3]+W*O+V*N+F;p[h>>3]=+p[M>>3]*Y+X*W+J*V+H;p[i>>3]=U;p[j>>3]=T;G=L*+p[S>>3]+K*+p[R>>3]+I*Q+G;F=L*+p[P>>3]+K*O+I*N+F;p[k>>3]=+p[M>>3]*L+ +p[c>>3]*K+J*I+H;p[l>>3]=G;p[m>>3]=F;OCa(C,f[A>>2]|0,f[B>>2]|0,n,(b[f[d>>2]>>0]|0)!=0);a=a+3|0;if(a>>>0>=o>>>0)break;c=f[D>>2]|0}u=E;return}function UBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0.0;G=u;u=u+240|0;e=G+40|0;C=G;J=+p[b>>3];K=+p[b+8>>3];d=+p[b+16>>3];p[e>>3]=J;D=e+8|0;p[D>>3]=K;E=e+16|0;p[E>>3]=d;I=+p[b+24>>3];p[e+24>>3]=I;p[e+32>>3]=K;p[e+40>>3]=d;H=+p[b+32>>3];p[e+48>>3]=J;p[e+56>>3]=H;p[e+64>>3]=d;p[e+72>>3]=I;p[e+80>>3]=H;p[e+88>>3]=d;d=+p[b+40>>3];p[e+96>>3]=J;p[e+104>>3]=K;p[e+112>>3]=d;p[e+120>>3]=I;p[e+128>>3]=K;p[e+136>>3]=d;p[e+144>>3]=J;p[e+152>>3]=H;p[e+160>>3]=d;p[e+168>>3]=I;p[e+176>>3]=H;p[e+184>>3]=d;g=e+192|0;h=c+32|0;i=c+64|0;j=c+8|0;k=c+40|0;l=c+72|0;m=c+16|0;n=c+48|0;o=c+80|0;q=c+24|0;r=c+56|0;s=c+88|0;t=C+8|0;v=C+16|0;w=C+24|0;x=c+96|0;y=c+104|0;z=c+112|0;A=c+120|0;B=C+32|0;b=e;do{N=+p[b>>3];M=b+8|0;d=+p[M>>3];L=b+16|0;J=+p[L>>3];K=N*+p[j>>3]+d*+p[k>>3]+J*+p[l>>3];H=N*+p[m>>3]+d*+p[n>>3]+J*+p[o>>3];I=N*+p[q>>3]+d*+p[r>>3]+J*+p[s>>3];J=+p[c>>3]*N+ +p[h>>3]*d+ +p[i>>3]*J+ +p[x>>3];p[C>>3]=J;K=K+ +p[y>>3];p[t>>3]=K;p[v>>3]=H+ +p[z>>3];p[w>>3]=I+ +p[A>>3];f[B>>2]=0;p[b>>3]=J;p[M>>3]=K;p[L>>3]=+p[v>>3];b=b+24|0}while((b|0)!=(g|0));l=e+168|0;m=a+24|0;K=+p[e>>3];p[m>>3]=K;N=+p[D>>3];k=a+32|0;p[k>>3]=N;d=+p[E>>3];h=a+40|0;p[h>>3]=d;p[a>>3]=K;i=a+8|0;p[i>>3]=N;j=a+16|0;b=a;a:while(1){p[b+16>>3]=d;while(1){if((e|0)==(l|0))break a;g=e+24|0;d=+p[g>>3];if(d<+p[a>>3]){b=a;F=7}else if(d>+p[m>>3]){b=m;F=7}if((F|0)==7){F=0;p[b>>3]=d}d=+p[e+32>>3];if(d<+p[i>>3]){b=a;F=10}else if(d>+p[k>>3]){b=m;F=10}if((F|0)==10){F=0;p[b+8>>3]=d}d=+p[e+40>>3];if(d<+p[j>>3]){e=g;b=a;continue a}if(d>+p[h>>3]){e=g;b=m;continue a}else e=g}}u=G;return}function VBa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;t=0;z=u;u=u+2800|0;if((f[(a+1120|0)>>2]|0)==(f[a+1124>>2]|0)){u=z;return}e=(f[a+1092>>2]|0)-(f[a+1088>>2]|0)>>4;if(e>>>0<3){u=z;return}aBa(z+304|0,f[64606]|0);y=(z+304|0)+4|0;h=f[y>>2]|0;i=f[(z+304|0)>>2]|0;f[z+432>>2]=a;f[z+640>>2]=j;f[z+872>>2]=k;f[z+880>>2]=w;f[z+888>>2]=v;f[z+976>>2]=x;f[z+1112>>2]=e;f[z+1168>>2]=y;f[z+1200>>2]=h;f[z+1224>>2]=i;f[z+1296>>2]=l;f[z+1304>>2]=m;f[z+1312>>2]=o;f[z+1320>>2]=q;f[z+1328>>2]=r;f[z+1336>>2]=s;f[z+2664>>2]=t;f[z+2680>>2]=0;f[z+2684>>2]=0;iFa(z);j=f[z+640>>2]|0;k=f[z+872>>2]|0;w=f[z+880>>2]|0;v=f[z+888>>2]|0;x=f[z+976>>2]|0;l=f[z+1296>>2]|0;m=f[z+1304>>2]|0;o=f[z+1312>>2]|0;q=f[z+1320>>2]|0;r=f[z+1328>>2]|0;s=f[z+1336>>2]|0;t=f[z+2664>>2]|0;a:do if((f[k>>2]|0)!=1){b:while(1){aBa(z+320|0,f[64606]|0);fCa((z+320|0)+16|0,f[64606]|0);aBa(z+32|0,f[64606]|0);g=(f[k>>2]|0)-(f[l>>2]|0)|0;h=f[m>>2]|0;i=f[(z+32|0)>>2]|0;if(g>>>0>h-i>>2>>>0){eCa(z+32|0,g-(h-i>>2)|0);e=f[(z+32|0)>>2]|0;h=f[m>>2]|0}else if(g>>>0<h-i>>2>>>0)if((i+(g<<2)|0|0)==(h|0))e=i;else{f[m>>2]=h+(~((h+-4-(i+(g<<2)|0)|0)>>>2)<<2)|0;e=i;h=h+(~((h+-4-(i+(g<<2)|0)|0)>>>2)<<2)|0}else e=i;if((e|0)!=(h|0)){g=f[l>>2]|0;while(1){f[e>>2]=g;e=e+4|0;if((e|0)==(h|0))break;else g=g+1|0}}mCa(z,z+132|0,z+32|0);e=f[o>>2]|0;if(e|0)tBa(e,z+320|0);e=f[(z+320|0)>>2]|0;if(e|0){g=f[j>>2]|0;if((g|0)!=(e|0))f[j>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);f[((z+320|0)+8|0)>>2]=0;f[j>>2]=0;f[(z+320|0)>>2]=0}f[(z+320|0)>>2]=f[z>>2];f[j>>2]=f[(z+4|0)>>2];f[((z+320|0)+8|0)>>2]=f[(z+8|0)>>2];f[(z+8|0)>>2]=0;f[(z+4|0)>>2]=0;f[z>>2]=0;f[o>>2]=f[(z+12|0)>>2];f[(z+12|0)>>2]=0;nCa((z+320|0)+16|0,z+16|0);oCa(z+16|0);e=f[(z+12|0)>>2]|0;if(e|0)tBa(e,z);e=f[z>>2]|0;if(e|0){g=f[(z+4|0)>>2]|0;if((g|0)!=(e|0))f[(z+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}f[(z+352|0)>>2]=z+320|0;f[((z+352|0)+4|0)>>2]=(z+320|0)+16|0;f[((z+352|0)+8|0)>>2]=0;aBa((z+352|0)+12|0,f[64606]|0);e=f[64606]|0;do if(!(b[257240]|0)){if(!(MPb(257240)|0))break;f[64632]=0;f[64633]=0;f[64634]=0}while(0);i=f[64633]|0;f[z+640>>2]=j;f[z+872>>2]=k;f[z+880>>2]=w;f[z+888>>2]=v;f[z+1296>>2]=l;f[z+1304>>2]=m;f[z+1312>>2]=o;f[z+1320>>2]=q;f[z+1328>>2]=r;f[z+1336>>2]=s;f[z+1440>>2]=e;f[z+1448>>2]=i;f[z+2664>>2]=t;f[z+2672>>2]=0;f[z+2676>>2]=0;hFa(z);t=f[z+2664>>2]|0;G=f[z+2672>>2]|0;D=f[z+2676>>2]|0;H=+n[z+2676>>2];f[z+2672>>2]=0;f[z+2676>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 6:break a}}if((t|0)==117)AMb(q);else if((t|0)==120)vd();else if((t|0)==145)AMb(258528);else if((t|0)==148)vd()}while(0);f[(z+240|0)>>2]=f[((z+132|0)+88|0)>>2];f[((z+240|0)+4|0)>>2]=f[((z+132|0)+92|0)>>2];f[(z+240|0)+8>>2]=f[((z+132|0)+96|0)>>2];f[((z+132|0)+96|0)>>2]=0;f[((z+132|0)+92|0)>>2]=0;f[((z+132|0)+88|0)>>2]=0;f[(z+240|0)+12>>2]=f[((z+132|0)+100|0)>>2];f[((z+132|0)+100|0)>>2]=0;oCa((z+132|0)+88|0);e=f[(z+132|0)+84>>2]|0;if(e|0)tBa(e,(z+132|0)+72|0);e=f[((z+132|0)+72|0)>>2]|0;if(e|0){g=f[((z+132|0)+76|0)>>2]|0;if((g|0)!=(e|0))f[((z+132|0)+76|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[((z+132|0)+68|0)>>2]|0;if(e|0)rCa(e,v);e=f[v>>2]|0;if(e|0)sOb(e);e=f[(z+132|0)+52>>2]|0;if(e|0)sCa(e,w);e=f[w>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0)){do{i=g+-24|0;f[x>>2]=i;h=f[g+-4>>2]|0;if(h|0)jCa(h,i);g=f[g+-16>>2]|0;if(g|0)do{v=g;g=f[g>>2]|0;sOb(v)}while((g|0)!=0);g=f[i>>2]|0;f[i>>2]=0;if(g|0)sOb(g);g=f[x>>2]|0}while((g|0)!=(e|0));e=f[w>>2]|0}sOb(e)}oCa((z+132|0)+16|0);e=f[((z+132|0)+12|0)>>2]|0;if(e|0)tBa(e,z+132|0);e=f[(z+132|0)>>2]|0;if(e|0){g=f[((z+132|0)+4|0)>>2]|0;if((g|0)!=(e|0))f[((z+132|0)+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}f[(z+32|0)>>2]=-1;WAa((z+32|0)+4|0,f[64605]|0);$Aa((z+32|0)+20|0,f[64607]|0);aBa((z+32|0)+36|0,f[64607]|0);bBa((z+32|0)+52|0,f[64607]|0);cBa((z+32|0)+68|0,f[64607]|0);dBa((z+32|0)+84|0,f[64607]|0);e=f[(z+240|0)>>2]|0;l=f[((z+240|0)+4|0)>>2]|0;if((e|0)!=(l|0))do{j=f[e>>2]|0;k=(f[e+4>>2]|0)-j>>2;g=f[(a+1132|0)>>2]|0;h=f[(a+1136|0)>>2]|0;if((h|0)==(g|0))i=g;else{f[(a+1136|0)>>2]=h+(~((h+-16-g|0)>>>4)<<4)|0;i=h+(~((h+-16-g|0)>>>4)<<4)|0}if(!(k+-1|0))g=i;else{g=0;h=j;j=i;while(1){h=f[h+(g<<2)>>2]|0;i=f[(a+1088|0)>>2]|0;if((j|0)==(f[(a+1140|0)>>2]|0))iBa(a+1132|0,i+(h<<4)|0);else{p[j>>3]=+p[(i+(h<<4)|0)>>3];p[j+8>>3]=+p[i+(h<<4)+8>>3];f[(a+1136|0)>>2]=j+16}g=g+1|0;if((g|0)==(k+-1|0|0))break;h=f[e>>2]|0;j=f[(a+1136|0)>>2]|0}g=f[(a+1136|0)>>2]|0}eBa(z+32|0,g+(1-k<<4)|0,k+-1|0);e=e+16|0}while((e|0)!=(l|0));e=f[((z+32|0)+68|0)>>2]|0;g=f[((z+32|0)+72|0)>>2]|0;if((g|0)!=(e|0))f[((z+32|0)+72|0)>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);i=f[((z+32|0)+84|0)>>2]|0;e=f[((z+32|0)+88|0)>>2]|0;if((e|0)==(i|0))g=i;else{f[((z+32|0)+88|0)>>2]=e+(~((e+-4-i|0)>>>2)<<2)|0;g=e+(~((e+-4-i|0)>>>2)<<2)|0}e=f[(z+32|0)+4>>2]|0;h=f[(z+32|0)+8>>2]|0;if((e|0)==(h|0)){h=i;e=i}else{do{mBa(z+32|0,d,e,0,a+1156|0);e=e+20|0}while((e|0)!=(h|0));e=f[((z+32|0)+84|0)>>2]|0;g=f[((z+32|0)+88|0)>>2]|0;h=e}if((h|0)!=(g|0))h8a(f[((z+32|0)+68|0)>>2]|0,h,g-e>>2,c,2,a+1156|0)|0;vCa(z+32|0);oCa(z+240|0);oCa((z+256|0)+16|0);e=f[((z+256|0)+12|0)>>2]|0;if(e|0)tBa(e,z+256|0);e=f[(z+256|0)>>2]|0;if(e|0){g=f[((z+256|0)+4|0)>>2]|0;if((g|0)!=(e|0))f[((z+256|0)+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}oCa(z+288|0);e=f[((z+304|0)+12|0)>>2]|0;if(e|0)tBa(e,z+304|0);e=f[(z+304|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}u=z;return}function WBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+112|0;h=s+108|0;n=s;o=s+104|0;p=s+100|0;q=s+96|0;r=a+1168|0;c=f[a+1064>>2]|0;j=f[a+1068>>2]|0;if((c|0)==(j|0)){u=s;return}k=a+1144|0;l=a+1148|0;i=a+1152|0;m=a+1172|0;e=a+1176|0;g=b+4|0;a=f[k>>2]|0;d=f[l>>2]|0;do{t=d-a|0;d=a+(((t|0)/24|0)*24|0)|0;a:do if(t|0){if((c|0)!=(b|0))while(1){t=dCa(c,a,n)|0;f[q>>2]=f[m>>2];f[h>>2]=f[q>>2];YBa(r,h,n,n+((t<<1)*24|0)|0)|0;a=a+48|0;if((a|0)==(d|0))break a}do do if(((f[g>>2]|0)-(f[b>>2]|0)|0)==32){f[o>>2]=f[m>>2];t=a+48|0;f[h>>2]=f[o>>2];YBa(r,h,a,t)|0;a=t}else if(zib(b,a)|0){f[p>>2]=f[m>>2];t=a+48|0;f[h>>2]=f[p>>2];YBa(r,h,a,t)|0;a=t;break}else{a=a+48|0;break}while(0);while((a|0)!=(d|0))}while(0);a=f[k>>2]|0;if(a|0){d=f[l>>2]|0;if((d|0)!=(a|0))f[l>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);sOb(a);f[i>>2]=0;f[l>>2]=0;f[k>>2]=0}a=f[r>>2]|0;f[k>>2]=a;d=f[m>>2]|0;f[l>>2]=d;f[i>>2]=f[e>>2];f[e>>2]=0;f[m>>2]=0;f[r>>2]=0;c=c+16|0}while((c|0)!=(j|0));u=s;return}function XBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+400|0;j=A+388|0;i=A+384|0;h=A+380|0;s=A;t=A+376|0;v=A+372|0;w=A+368|0;x=A+364|0;y=A+360|0;z=a+1180|0;l=a+1192|0;d=f[a+1064>>2]|0;m=f[a+1068>>2]|0;if((d|0)==(m|0)){u=A;return}n=a+1156|0;o=a+1160|0;k=a+1164|0;p=a+1184|0;q=a+1188|0;r=c+4|0;g=a+1196|0;a=f[n>>2]|0;e=f[o>>2]|0;do{B=e-a|0;e=a+(((B|0)/24|0)*24|0)|0;a:do if(B|0){if((d|0)!=(c|0))while(1){_Ba(d,a,b,l,1);f[w>>2]=f[p>>2];f[x>>2]=f[l>>2];f[y>>2]=f[g>>2];f[h>>2]=f[w>>2];f[i>>2]=f[x>>2];f[j>>2]=f[y>>2];$Ba(z,h,i,j)|0;a=a+72|0;if((a|0)==(e|0))break a}do if(((f[r>>2]|0)-(f[c>>2]|0)|0)==32){f[t>>2]=f[p>>2];B=a+72|0;f[j>>2]=f[t>>2];ZBa(z,j,a,B)|0;a=B}else{B=Aib(c,a,b,s)|0;f[v>>2]=f[p>>2];f[j>>2]=f[v>>2];YBa(z,j,s,s+(B*24|0)|0)|0;a=a+72|0}while((a|0)!=(e|0))}while(0);a=f[n>>2]|0;if(a|0){e=f[o>>2]|0;if((e|0)!=(a|0))f[o>>2]=e+(~(((e+-24-a|0)>>>0)/24|0)*24|0);sOb(a);f[k>>2]=0;f[o>>2]=0;f[n>>2]=0}a=f[z>>2]|0;f[n>>2]=a;e=f[p>>2]|0;f[o>>2]=e;f[k>>2]=f[q>>2];f[q>>2]=0;f[p>>2]=0;f[z>>2]=0;d=d+16|0}while((d|0)!=(m|0));u=A;return}function YBa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0;m=f[a>>2]|0;h=m;k=(f[b>>2]|0)-h|0;b=m+(((k|0)/24|0)*24|0)|0;o=d-c|0;j=(o|0)/24|0;if((o|0)<=0){o=b;return o|0}l=a+8|0;g=f[l>>2]|0;o=a+4|0;n=f[o>>2]|0;e=n;if((j|0)<=((g-e|0)/24|0|0)){i=e-b|0;e=(i|0)/24|0;if((j|0)>(e|0)){h=c+(e*24|0)|0;if((h|0)==(d|0))e=n;else{g=h;e=n;do{p[e>>3]=+p[g>>3];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];g=g+24|0;e=e+24|0}while((g|0)!=(d|0));f[o>>2]=e}if((i|0)>0)d=h;else{o=b;return o|0}}else e=n;i=e-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<n>>>0){h=g;j=e;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[o>>2]|0)+24|0;f[o>>2]=j}while(h>>>0<n>>>0)}if(i|0)do{n=g;g=g+-24|0;o=e;e=e+-24|0;q=+p[g>>3];p[g>>3]=+p[e>>3];p[e>>3]=q;a=n+-16|0;q=+p[a>>3];m=o+-16|0;p[a>>3]=+p[m>>3];p[m>>3]=q;n=n+-8|0;q=+p[n>>3];o=o+-8|0;p[n>>3]=+p[o>>3];p[o>>3]=q}while((g|0)!=(b|0));if((d|0)==(c|0)){o=b;return o|0}else e=b;while(1){p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(d|0))break;else e=e+24|0}return b|0}e=((e-h|0)/24|0)+j|0;if(e>>>0>178956970)AMb(a);j=(g-h|0)/24|0;g=j<<1;g=j>>>0<89478485?(g>>>0<e>>>0?e:g):178956970;e=(k|0)/24|0;do if(!g)i=0;else if(g>>>0>178956970)vd();else{i=pOb(g*24|0)|0;break}while(0);j=i+(e*24|0)|0;h=i+(g*24|0)|0;if((c|0)==(d|0))e=j;else{e=j;do{p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];e=e+24|0;c=c+24|0}while((c|0)!=(d|0))}if(!k)c=j;else{g=b;c=j;do{k=g;g=g+-24|0;p[c+-24>>3]=+p[g>>3];p[c+-16>>3]=+p[k+-16>>3];p[c+-8>>3]=+p[k+-8>>3];c=c+-24|0}while((g|0)!=(m|0))}if((n|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(n|0));b=e}f[a>>2]=c;f[o>>2]=b;f[l>>2]=h;if(!m){o=j;return o|0}sOb(m);o=j;return o|0}function ZBa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0;m=f[a>>2]|0;h=m;k=(f[b>>2]|0)-h|0;b=m+(((k|0)/24|0)*24|0)|0;o=d-c|0;j=(o|0)/24|0;if((o|0)<=0){o=b;return o|0}l=a+8|0;g=f[l>>2]|0;o=a+4|0;n=f[o>>2]|0;e=n;if((j|0)<=((g-e|0)/24|0|0)){i=e-b|0;e=(i|0)/24|0;if((j|0)>(e|0)){h=c+(e*24|0)|0;if((h|0)==(d|0))e=n;else{g=h;e=n;do{p[e>>3]=+p[g>>3];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];g=g+24|0;e=e+24|0}while((g|0)!=(d|0));f[o>>2]=e}if((i|0)>0)d=h;else{o=b;return o|0}}else e=n;i=e-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<n>>>0){h=g;j=e;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[o>>2]|0)+24|0;f[o>>2]=j}while(h>>>0<n>>>0)}if(i|0)do{n=g;g=g+-24|0;o=e;e=e+-24|0;q=+p[g>>3];p[g>>3]=+p[e>>3];p[e>>3]=q;a=n+-16|0;q=+p[a>>3];m=o+-16|0;p[a>>3]=+p[m>>3];p[m>>3]=q;n=n+-8|0;q=+p[n>>3];o=o+-8|0;p[n>>3]=+p[o>>3];p[o>>3]=q}while((g|0)!=(b|0));if((d|0)==(c|0)){o=b;return o|0}else e=b;while(1){p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(d|0))break;else e=e+24|0}return b|0}e=((e-h|0)/24|0)+j|0;if(e>>>0>178956970)AMb(a);j=(g-h|0)/24|0;g=j<<1;g=j>>>0<89478485?(g>>>0<e>>>0?e:g):178956970;e=(k|0)/24|0;do if(!g)i=0;else if(g>>>0>178956970)vd();else{i=pOb(g*24|0)|0;break}while(0);j=i+(e*24|0)|0;h=i+(g*24|0)|0;if((c|0)==(d|0))e=j;else{e=j;do{p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];e=e+24|0;c=c+24|0}while((c|0)!=(d|0))}if(!k)c=j;else{g=b;c=j;do{k=g;g=g+-24|0;p[c+-24>>3]=+p[g>>3];p[c+-16>>3]=+p[k+-16>>3];p[c+-8>>3]=+p[k+-8>>3];c=c+-24|0}while((g|0)!=(m|0))}if((n|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(n|0));b=e}f[a>>2]=c;f[o>>2]=b;f[l>>2]=h;if(!m){o=j;return o|0}sOb(m);o=j;return o|0}function _Ba(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;if(e){c=f[d>>2]|0;e=d+4|0;g=f[e>>2]|0;if((g|0)==(c|0))k=e;else{f[e>>2]=g+(~(((g+-24-c|0)>>>0)/24|0)*24|0);k=e}}else k=d+4|0;j=f[a>>2]|0;e=j;if(((f[a+4>>2]|0)-j|0)!=32){c=f[k>>2]|0;h=d+8|0;e=f[h>>2]|0;if(c>>>0<e>>>0){p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];g=c+24|0;f[k>>2]=g}else{oBa(d,b);g=f[k>>2]|0;e=f[h>>2]|0}c=b+24|0;if(g>>>0<e>>>0){p[g>>3]=+p[c>>3];p[g+8>>3]=+p[b+32>>3];p[g+16>>3]=+p[b+40>>3];g=g+24|0;f[k>>2]=g}else{oBa(d,c);g=f[k>>2]|0;e=f[h>>2]|0}c=b+48|0;if(g>>>0<e>>>0){p[g>>3]=+p[c>>3];p[g+8>>3]=+p[b+56>>3];p[g+16>>3]=+p[b+64>>3];f[k>>2]=g+24;return}else{oBa(d,c);return}}j=f[k>>2]|0;c=f[d>>2]|0;g=j-c|0;h=(g|0)/24|0;i=c;if(h>>>0<6){aCa(d,6-h|0);e=f[a>>2]|0;c=f[d>>2]|0}else if((g|0)!=144){g=i+144|0;if((g|0)!=(j|0))f[k>>2]=j+(~(((j+-24-g|0)>>>0)/24|0)*24|0)}c=bCa(e,b,c)|0;h=f[k>>2]|0;e=f[d>>2]|0;g=(h-e|0)/24|0;if(c>>>0>g>>>0){aCa(d,c-g|0);return}if(c>>>0>=g>>>0)return;c=e+(c*24|0)|0;if((c|0)==(h|0))return;f[k>>2]=h+(~(((h+-24-c|0)>>>0)/24|0)*24|0);return}function $Ba(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0;n=f[a>>2]|0;h=n;k=(f[b>>2]|0)-h|0;b=n+(((k|0)/24|0)*24|0)|0;c=f[c>>2]|0;e=f[d>>2]|0;q=e-c|0;j=(q|0)/24|0;l=e;if((q|0)<=0){q=b;return q|0}m=a+8|0;g=f[m>>2]|0;q=a+4|0;o=f[q>>2]|0;d=o;if((j|0)<=((g-d|0)/24|0|0)){h=d-b|0;d=(h|0)/24|0;if((j|0)>(d|0)){d=c+(d*24|0)|0;e=d;if((d|0)==(l|0))d=o;else{g=d;d=o;do{p[d>>3]=+p[g>>3];p[d+8>>3]=+p[g+8>>3];p[d+16>>3]=+p[g+16>>3];g=g+24|0;d=d+24|0}while((g|0)!=(l|0));f[q>>2]=d}if((h|0)<=0){q=b;return q|0}}else d=o;i=d-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<o>>>0){h=g;j=d;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[q>>2]|0)+24|0;f[q>>2]=j}while(h>>>0<o>>>0)}if(i|0)do{o=g;g=g+-24|0;q=d;d=d+-24|0;r=+p[g>>3];p[g>>3]=+p[d>>3];p[d>>3]=r;a=o+-16|0;r=+p[a>>3];n=q+-16|0;p[a>>3]=+p[n>>3];p[n>>3]=r;o=o+-8|0;r=+p[o>>3];q=q+-8|0;p[o>>3]=+p[q>>3];p[q>>3]=r}while((g|0)!=(b|0));if((c|0)==(e|0)){q=b;return q|0}else d=b;while(1){p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(e|0))break;else d=d+24|0}return b|0}d=((d-h|0)/24|0)+j|0;if(d>>>0>178956970)AMb(a);j=(g-h|0)/24|0;e=j<<1;e=j>>>0<89478485?(e>>>0<d>>>0?d:e):178956970;d=(k|0)/24|0;do if(!e)i=0;else if(e>>>0>178956970)vd();else{i=pOb(e*24|0)|0;break}while(0);h=i+(d*24|0)|0;g=i+(e*24|0)|0;if((c|0)==(l|0))d=h;else{d=h;do{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];d=d+24|0;c=c+24|0}while((c|0)!=(l|0))}if(!k)c=h;else{e=b;c=h;do{l=e;e=e+-24|0;p[c+-24>>3]=+p[e>>3];p[c+-16>>3]=+p[l+-16>>3];p[c+-8>>3]=+p[l+-8>>3];c=c+-24|0}while((e|0)!=(n|0))}if((o|0)==(b|0))b=d;else{do{p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];b=b+24|0;d=d+24|0}while((b|0)!=(o|0));b=d}f[a>>2]=c;f[q>>2]=b;f[m>>2]=g;if(!n){q=h;return q|0}sOb(n);q=h;return q|0}function aCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;e=f[k>>2]|0;l=a+4|0;d=f[l>>2]|0;i=d;if(((e-d|0)/24|0)>>>0>=b>>>0){f[l>>2]=i+(b*24|0);return}c=f[a>>2]|0;g=(d-c|0)/24|0;d=g+b|0;j=c;if(d>>>0>178956970)AMb(a);m=(e-c|0)/24|0;e=m<<1;e=m>>>0<89478485?(e>>>0<d>>>0?d:e):178956970;do if(!e)h=0;else if(e>>>0>178956970)vd();else{h=pOb(e*24|0)|0;break}while(0);d=h+(g*24|0)|0;g=h+(e*24|0)|0;e=d+(b*24|0)|0;if((i|0)!=(j|0)){c=i;do{m=c;c=c+-24|0;p[d+-24>>3]=+p[c>>3];p[d+-16>>3]=+p[m+-16>>3];p[d+-8>>3]=+p[m+-8>>3];d=d+-24|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=d;f[l>>2]=e;f[k>>2]=g;if(!c)return;sOb(c);return}function bCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0;J=u;u=u+144|0;q=J+120|0;g=J+72|0;e=J+24|0;d=J;K=+p[a>>3];o=+p[b>>3];A=b+8|0;y=+p[a+8>>3];h=+p[A>>3];B=b+16|0;z=+p[a+16>>3];i=+p[B>>3];L=+p[a+24>>3];H=b+24|0;j=+p[H>>3];C=b+32|0;k=+p[C>>3];D=b+40|0;l=+p[D>>3];I=b+48|0;m=+p[I>>3];E=b+56|0;n=+p[E>>3];F=b+64|0;r=L+(K*o+(y*h+z*i))>=0.0;s=L+(K*j+(y*k+z*l))>=0.0;t=L+(K*m+(y*n+z*+p[F>>3]))>=0.0;switch(((r&1)+(s&1)<<24>>24)+(t&1)&7){case 0:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));I=3;u=J;return I|0}case 1:{v=g+24|0;x=r?q:g;w=r?g:v;p[x>>3]=o;p[x+8>>3]=h;p[x+16>>3]=i;x=s?q:w;p[x>>3]=j;p[x+8>>3]=k;p[x+16>>3]=l;w=t?q:s?w:w+24|0;p[w>>3]=m;p[w+8>>3]=n;p[w+16>>3]=+p[F>>3];w=d+8|0;t=d+16|0;cCa(d,a,q,g);K=+p[d>>3];p[e>>3]=K;L=+p[w>>3];p[e+8>>3]=L;h=+p[t>>3];p[e+16>>3]=h;cCa(d,a,q,v);z=+p[d>>3];v=e+24|0;p[d>>3]=+p[v>>3];p[v>>3]=z;o=+p[w>>3];v=e+32|0;p[w>>3]=+p[v>>3];p[v>>3]=o;y=+p[t>>3];p[e+40>>3]=y;j=+p[g>>3];p[c>>3]=j;k=+p[g+8>>3];t=c+8|0;p[t>>3]=k;l=+p[g+16>>3];v=c+16|0;p[v>>3]=l;m=+p[g+24>>3];w=c+24|0;p[w>>3]=m;n=+p[g+32>>3];x=c+32|0;p[x>>3]=n;i=+p[g+40>>3];q=c+40|0;p[q>>3]=i;p[c+48>>3]=K;p[c+56>>3]=L;p[c+64>>3]=h;r=c+72|0;p[r>>3]=m;s=c+80|0;p[s>>3]=n;d=c+88|0;p[d>>3]=i;e=c+96|0;p[e>>3]=z;g=c+104|0;p[g>>3]=o;a=c+112|0;p[a>>3]=y;p[c+120>>3]=K;p[c+128>>3]=L;p[c+136>>3]=h;h=+p[b>>3];if(j==h)if(k==+p[A>>3])if(l==+p[B>>3])if(m==+p[H>>3])if(n==+p[C>>3]){if(!(i==+p[D>>3]))G=9}else G=9;else G=9;else G=9;else G=9;else G=9;do if((G|0)==9){if(j==+p[H>>3])if(k==+p[C>>3])if(l==+p[D>>3])if(m==+p[I>>3])if(n==+p[E>>3])if(i==+p[F>>3])break;if(j==+p[I>>3])if(k==+p[E>>3])if(m==h?l==+p[F>>3]:0)if(n==+p[A>>3])if(i==+p[B>>3])break;p[c>>3]=m;p[t>>3]=n;p[v>>3]=i;p[w>>3]=j;p[x>>3]=k;p[q>>3]=l;p[r>>3]=z;p[s>>3]=o;p[d>>3]=y;p[e>>3]=m;p[g>>3]=n;p[a>>3]=i}while(0);I=6;u=J;return I|0}case 2:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=b+((s&t?0:s?2:1)*24|0)|0;e=q+8|0;g=q+16|0;if(r){cCa(q,a,d,b);L=+p[q>>3];p[q>>3]=+p[c>>3];p[c>>3]=L;L=+p[e>>3];b=c+8|0;p[e>>3]=+p[b>>3];p[b>>3]=L;p[c+16>>3]=+p[g>>3]}if(s){cCa(q,a,d,H);L=+p[q>>3];H=c+24|0;p[q>>3]=+p[H>>3];p[H>>3]=L;L=+p[e>>3];H=c+32|0;p[e>>3]=+p[H>>3];p[H>>3]=L;p[c+40>>3]=+p[g>>3]}if(!t){I=3;u=J;return I|0}cCa(q,a,d,I);L=+p[q>>3];I=c+48|0;p[q>>3]=+p[I>>3];p[I>>3]=L;L=+p[e>>3];I=c+56|0;p[e>>3]=+p[I>>3];p[I>>3]=L;p[c+64>>3]=+p[g>>3];I=3;u=J;return I|0}default:{I=0;u=J;return I|0}}return 0}function cCa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;g=c;h=d;v=+p[c>>3];w=+p[d>>3];if(v<w)i=6;else if(v>w)j=h;else{e=+p[c+8>>3];f=+p[d+8>>3];if(e<f)i=6;else if(e>f)j=h;else if(+p[c+16>>3]<+p[d+16>>3])i=6;else j=h}if((i|0)==6){j=g;g=h}s=+p[b+24>>3];t=+p[b>>3];u=+p[b+8>>3];r=+p[b+16>>3];q=-s/(t*t+(u*u+r*r));b=j;h=g;l=+p[h>>3];m=+p[b>>3]-l;g=h+8|0;e=+p[g>>3];n=+p[b+8>>3]-e;h=h+16|0;f=+p[h>>3];o=+p[b+16>>3]-f;k=t*m+(u*n+r*o);if(!(k==0.0)){e=(t*(t*q-l)+(u*(u*q-e)+r*(r*q-f)))/k;if(e>=-1.0e-07&e<=1.0000001){p[a>>3]=l+m*e;p[a+8>>3]=n*e+ +p[g>>3];w=o*e+ +p[h>>3];d=a+16|0;p[d>>3]=w;return}}l=w-v;m=+p[c+8>>3];n=+p[d+8>>3]-m;o=+p[c+16>>3];w=+p[d+16>>3]-o;q=+L(+(l*l+(n*n+w*w)));l=l/q;n=n/q;q=w/q;w=-(s+(v*t+(m*u+o*r)))/(l*t+(n*u+q*r));p[a>>3]=v+l*w;p[a+8>>3]=m+n*w;w=o+q*w;d=a+16|0;p[d>>3]=w;return}function dCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0;D=u;u=u+80|0;o=D+48|0;q=D;g=+p[b>>3];p[q>>3]=g;A=b+8|0;k=+p[A>>3];B=q+8|0;p[B>>3]=k;C=b+16|0;i=+p[C>>3];t=q+16|0;p[t>>3]=i;s=q+24|0;v=b+24|0;j=+p[v>>3];p[s>>3]=j;w=b+32|0;h=+p[w>>3];x=q+32|0;p[x>>3]=h;y=b+40|0;d=+p[y>>3];z=q+40|0;p[z>>3]=d;e=f[a>>2]|0;l=f[a+4>>2]|0;do if((e|0)==(l|0))h=g;else{m=o+8|0;n=o+16|0;while(1){G=+p[e>>3];F=+p[e+8>>3];E=+p[e+16>>3];H=+p[e+24>>3];a=H+(G*g+(F*k+E*i))<0.0;if(a^H+(G*j+(F*h+E*d))<0.0){cCa(o,e,q,s);a=(a^1)&1;H=+p[o>>3];I=q+(a*24|0)|0;p[o>>3]=+p[I>>3];p[I>>3]=H;H=+p[m>>3];I=q+(a*24|0)+8|0;p[m>>3]=+p[I>>3];p[I>>3]=H;p[q+(a*24|0)+16>>3]=+p[n>>3]}else if(a)break;e=e+32|0;g=+p[q>>3];if((e|0)==(l|0)){r=9;break}k=+p[B>>3];i=+p[t>>3];j=+p[s>>3];h=+p[x>>3];d=+p[z>>3]}if((r|0)==9){h=+p[b>>3];break}p[c>>3]=+p[b>>3];p[c+8>>3]=+p[A>>3];p[c+16>>3]=+p[C>>3];p[c+24>>3]=+p[v>>3];p[c+32>>3]=+p[w>>3];p[c+40>>3]=+p[y>>3];I=1;u=D;return I|0}while(0);if(g==h){if(+p[B>>3]==+p[A>>3])if(+p[t>>3]==+p[C>>3])if(+p[s>>3]==+p[v>>3])if(+p[x>>3]==+p[w>>3])if(+p[z>>3]==+p[y>>3]){I=0;u=D;return I|0}if(+p[B>>3]==+p[A>>3])if(+p[t>>3]==+p[C>>3]){p[c>>3]=+p[s>>3];p[c+8>>3]=+p[x>>3];p[c+16>>3]=+p[z>>3];p[c+24>>3]=+p[v>>3];p[c+32>>3]=+p[w>>3];p[c+40>>3]=+p[y>>3];I=1;u=D;return I|0}}d=+p[s>>3];if(d==+p[v>>3])if(+p[x>>3]==+p[w>>3])e=+p[z>>3]==+p[y>>3];else e=0;else e=0;p[c>>3]=h;p[c+8>>3]=+p[A>>3];p[c+16>>3]=+p[C>>3];p[c+24>>3]=g;p[c+32>>3]=+p[B>>3];p[c+40>>3]=+p[t>>3];if(e){I=1;u=D;return I|0}p[c+48>>3]=d;p[c+56>>3]=+p[x>>3];p[c+64>>3]=+p[z>>3];p[c+72>>3]=+p[v>>3];p[c+80>>3]=+p[w>>3];p[c+88>>3]=+p[y>>3];I=2;u=D;return I|0}function eCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function fCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257256]|0))if(MPb(257256)|0){f[64638]=0;f[64639]=0;f[64640]=0}e=f[64639]|0;if((f[64638]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64639]|0;m=h+-12|0;while(1){e=h+-12|0;f[64639]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{i=h+-16|0;f[k>>2]=i;j=f[h+-4>>2]|0;if(j|0)tBa(j,i);j=f[i>>2]|0;if(j|0){h=h+-12|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-4-j|0)>>>2)<<2);sOb(j)}h=f[k>>2]|0}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64639]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function gCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257248]|0))if(MPb(257248)|0){f[64635]=0;f[64636]=0;f[64637]=0}e=f[64636]|0;if((f[64635]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64636]|0;m=h+-12|0;while(1){e=h+-12|0;f[64636]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{j=h+-24|0;f[k>>2]=j;i=f[h+-4>>2]|0;if(i|0)jCa(i,j);h=f[h+-16>>2]|0;if(h|0)do{i=h;h=f[h>>2]|0;sOb(i)}while((h|0)!=0);h=f[j>>2]|0;f[j>>2]=0;if(h|0)sOb(h);h=f[k>>2]|0}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64636]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function hCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257264]|0))if(MPb(257264)|0){f[64641]=0;f[64642]=0;f[64643]=0}d=f[64642]|0;if((f[64641]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64642]|0;e=d+-20|0;do{g=d+-20|0;f[64642]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64642]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function iCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=a+4|0;c=f[a>>2]|0;l=((f[r>>2]|0)-c|0)/24|0;d=l+1|0;if(d>>>0>178956970)AMb(a);s=a+8|0;q=((f[s>>2]|0)-c|0)/24|0;c=q<<1;c=q>>>0<89478485?(c>>>0<d>>>0?d:c):178956970;do if(!c)k=0;else if(c>>>0>178956970)vd();else{k=pOb(c*24|0)|0;break}while(0);n=k+(l*24|0)|0;m=n;q=k+(c*24|0)|0;j=f[b>>2]|0;f[b>>2]=0;g=b+4|0;e=f[g>>2]|0;f[g>>2]=0;f[n>>2]=j;f[k+(l*24|0)+4>>2]=e;g=k+(l*24|0)+8|0;h=b+8|0;c=f[h>>2]|0;f[g>>2]=c;i=b+12|0;p=f[i>>2]|0;f[k+(l*24|0)+12>>2]=p;f[k+(l*24|0)+16>>2]=f[b+16>>2];if(p|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0}p=b+20|0;f[k+(l*24|0)+20>>2]=f[p>>2];f[p>>2]=0;p=n+24|0;o=f[a>>2]|0;c=f[r>>2]|0;if((c|0)==(o|0)){c=m;h=o;e=o}else{i=n;do{h=c;c=c+-24|0;l=f[c>>2]|0;f[c>>2]=0;j=h+-20|0;g=f[j>>2]|0;f[j>>2]=0;f[i+-24>>2]=l;f[i+-20>>2]=g;j=i+-16|0;b=h+-16|0;d=f[b>>2]|0;f[j>>2]=d;k=h+-12|0;n=f[k>>2]|0;f[i+-12>>2]=n;f[i+-8>>2]=f[h+-8>>2];if(n|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[l+(d<<2)>>2]=j;f[b>>2]=0;f[k>>2]=0}n=h+-4|0;f[i+-4>>2]=f[n>>2];f[n>>2]=0;i=m+-24|0;m=i}while((c|0)!=(o|0));c=m;h=f[a>>2]|0;e=f[r>>2]|0}f[a>>2]=c;f[r>>2]=p;f[s>>2]=q;g=h;if((e|0)!=(g|0))do{c=e;e=e+-24|0;d=f[c+-4>>2]|0;if(d|0)jCa(d,e);c=f[c+-16>>2]|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function jCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257264]|0))if(MPb(257264)|0){f[64641]=0;f[64642]=0;f[64643]=0}a=f[64642]|0;if(a>>>0>=(f[64643]|0)>>>0){NCa(258564,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64642]=(f[64642]|0)+20;return}function kCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;m=p+8|0;j=p;n=a+4|0;e=f[n>>2]|0;if(e>>>0>=b>>>0){f[n>>2]=b;u=p;return}o=a+8|0;h=f[o>>2]|0;g=h<<5;d=b-e|0;if(g>>>0<d>>>0|e>>>0>(g-d|0)>>>0){f[m>>2]=0;k=m+4|0;f[k>>2]=0;l=m+8|0;f[l>>2]=0;if((b|0)<0)AMb(a);e=h<<6;h=b+31&-32;oB(m,g>>>0<1073741823?(e>>>0<h>>>0?h:e):2147483647);g=f[n>>2]|0;f[k>>2]=g+d;e=f[a>>2]|0;h=e;b=f[m>>2]|0;g=(h+(g>>>5<<2)-e<<3)+(g&31)|0;if((g|0)>0){i=g>>>5;cQb(b|0,e|0,i<<2|0)|0;e=g&31;g=b+(i<<2)|0;b=g;if(!e)e=0;else{q=-1>>>(32-e|0);f[g>>2]=f[g>>2]&~q|f[h+(i<<2)>>2]&q}}else e=0;f[j>>2]=b;f[j+4>>2]=e;g=j;b=f[g>>2]|0;g=f[g+4>>2]|0;e=f[a>>2]|0;f[a>>2]=f[m>>2];f[m>>2]=e;q=f[n>>2]|0;f[n>>2]=f[k>>2];f[k>>2]=q;q=f[o>>2]|0;f[o>>2]=f[l>>2];f[l>>2]=q;if(e|0)sOb(e)}else{g=(f[a>>2]|0)+(e>>>5<<2)|0;f[n>>2]=b;b=g;g=e&31}if(!d){u=p;return}h=(g|0)==0;e=b;if(c){if(!h){q=32-g|0;b=q>>>0>d>>>0?d:q;f[e>>2]=f[e>>2]|-1>>>(q-b|0)&-1<<g;e=e+4|0;d=d-b|0;b=e}q=d>>>5;dQb(b|0,-1,q<<2|0)|0;d=d&31;b=e+(q<<2)|0;if(!d){u=p;return}f[b>>2]=f[b>>2]|-1>>>(32-d|0);u=p;return}else{if(!h){q=32-g|0;b=q>>>0>d>>>0?d:q;f[e>>2]=f[e>>2]&~(-1>>>(q-b|0)&-1<<g);e=e+4|0;d=d-b|0;b=e}q=d>>>5;dQb(b|0,0,q<<2|0)|0;d=d&31;b=e+(q<<2)|0;if(!d){u=p;return}f[b>>2]=f[b>>2]&~(-1>>>(32-d|0));u=p;return}}function lCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;aBa(n,f[64606]|0);b=a+72|0;if((n|0)!=(b|0))uCa(n,f[b>>2]|0,f[a+76>>2]|0);c=a+104|0;o=n+4|0;b=f[o>>2]|0;m=n+8|0;if((b|0)==(f[m>>2]|0)){fBa(n,c);l=o;b=f[o>>2]|0}else{f[b>>2]=f[c>>2];b=b+4|0;f[o>>2]=b;l=o}c=f[n>>2]|0;j=(b-c>>2)+-1|0;a:do if(j|0){k=a+16|0;b=0;while(1){i=f[c+(b<<2)>>2]|0;b=b+1|0;e=f[c+(b<<2)>>2]|0;d=f[k>>2]|0;c=f[d+(i<<4)>>2]|0;i=d+(i<<4)+4|0;d=f[i>>2]|0;h=d;b:do if((c|0)!=(d|0))while(1){if((f[c>>2]|0)==(e|0))break b;c=c+4|0;if((c|0)==(d|0)){c=d;break}}while(0);g=c+4|0;e=h-g|0;h=e>>2;if(h){cQb(c|0,g|0,e|0)|0;d=f[i>>2]|0}c=c+(h<<2)|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);if((b|0)==(j|0))break a;c=f[n>>2]|0}}while(0);b=a+92|0;c=f[b>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=0;a=c+4|0;f[a>>2]=0;f[c+8>>2]=0;f[c>>2]=f[n>>2];f[a>>2]=f[l>>2];f[c+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;a=n+12|0;f[c+12>>2]=f[a>>2];f[a>>2]=0;f[b>>2]=(f[b>>2]|0)+16}else{tCa(a+88|0,n);b=f[n+12>>2]|0;if(b|0)tBa(b,n)}b=f[n>>2]|0;if(!b){u=p;return}c=f[o>>2]|0;if((c|0)!=(b|0))f[o>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b);u=p;return}function mCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+32|0;t=w+16|0;s=w;fCa(t,f[64606]|0);v=c+4|0;d=f[v>>2]|0;g=f[c>>2]|0;a:do if((d-g|0)==((f[b+4>>2]|0)-(f[b>>2]|0)|0)){n=b+16|0;h=(f[b+20>>2]|0)-(f[n>>2]|0)>>4;if(!h){d=t+4|0;break}d=t+4|0;i=t+8|0;j=s+4|0;k=s+8|0;l=s+12|0;m=0;do{aBa(s,f[64606]|0);e=f[d>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){f[e>>2]=0;r=e+4|0;f[r>>2]=0;f[e+8>>2]=0;f[e>>2]=f[s>>2];f[r>>2]=f[j>>2];f[e+8>>2]=f[k>>2];f[k>>2]=0;f[j>>2]=0;f[s>>2]=0;f[e+12>>2]=f[l>>2];f[l>>2]=0;f[d>>2]=e+16}else{tCa(t,s);e=f[l>>2]|0;if(e|0)tBa(e,s)}e=f[s>>2]|0;if(e|0){b=f[j>>2]|0;if((b|0)!=(e|0))f[j>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}e=f[n>>2]|0;b=e+(m<<4)|0;g=(f[d>>2]|0)+-16|0;if((g|0)!=(b|0))uCa(g,f[b>>2]|0,f[e+(m<<4)+4>>2]|0);m=m+1|0}while((m|0)!=(h|0))}else{h=d;e=g;d=t+4|0;r=b+16|0;k=b+20|0;b=f[r>>2]|0;if(((f[d>>2]|0)-(f[t>>2]|0)|0)>>>0<((f[k>>2]|0)-b|0)>>>0){g=t+8|0;h=s+4|0;i=s+8|0;j=s+12|0;do{aBa(s,f[64606]|0);e=f[d>>2]|0;if(e>>>0<(f[g>>2]|0)>>>0){f[e>>2]=0;q=e+4|0;f[q>>2]=0;f[e+8>>2]=0;f[e>>2]=f[s>>2];f[q>>2]=f[h>>2];f[e+8>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[s>>2]=0;f[e+12>>2]=f[j>>2];f[j>>2]=0;f[d>>2]=e+16}else{tCa(t,s);e=f[j>>2]|0;if(e|0)tBa(e,s)}e=f[s>>2]|0;if(e|0){b=f[h>>2]|0;if((b|0)!=(e|0))f[h>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}b=f[r>>2]|0}while(((f[d>>2]|0)-(f[t>>2]|0)|0)>>>0<((f[k>>2]|0)-b|0)>>>0);g=f[c>>2]|0;e=g;h=f[v>>2]|0}if((e|0)!=(h|0)){q=h;while(1){o=f[e>>2]|0;p=q;i=f[b+(o<<4)>>2]|0;n=f[b+(o<<4)+4>>2]|0;b:do if((i|0)!=(n|0))while(1){m=f[i>>2]|0;f[s>>2]=m;b=p-g>>2;if(!b)b=g;else{l=b;b=g;while(1){x=(l|0)/2|0;k=g+(x<<2)|0;j=(f[k>>2]|0)>>>0<m>>>0;k=k+4|0;b=j?k:b;l=j?l+-1-x|0:x;if(!l)break;else g=j?k:g}}g=b;if((b|0)==(q|0))break;do if((m|0)==(f[b>>2]|0)){b=f[t>>2]|0;j=b+(o<<4)+4|0;k=f[j>>2]|0;if((k|0)==(f[b+(o<<4)+8>>2]|0)){fBa(b+(o<<4)|0,s);break}else{f[k>>2]=m;f[j>>2]=k+4;break}}while(0);i=i+4|0;if((i|0)==(n|0))break b}while(0);e=e+4|0;if((e|0)==(h|0))break a;q=f[v>>2]|0;b=f[r>>2]|0;g=f[c>>2]|0}}}while(0);f[a>>2]=f[c>>2];f[a+4>>2]=f[v>>2];x=c+8|0;f[a+8>>2]=f[x>>2];f[x>>2]=0;f[v>>2]=0;f[c>>2]=0;x=c+12|0;f[a+12>>2]=f[x>>2];f[x>>2]=0;f[a+16>>2]=f[t>>2];f[a+20>>2]=f[d>>2];x=t+8|0;f[a+24>>2]=f[x>>2];f[x>>2]=0;f[d>>2]=0;f[t>>2]=0;x=t+12|0;f[a+28>>2]=f[x>>2];f[x>>2]=0;oCa(t);u=w;return}function nCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+12|0;c=f[i>>2]|0;if(c|0)KCa(c,a);d=f[a>>2]|0;if(!d){c=a+4|0;d=a+8|0}else{c=a+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-16|0;f[c>>2]=g;h=f[e+-4>>2]|0;if(h|0)tBa(h,g);h=f[g>>2]|0;if(h|0){e=e+-12|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h)}e=f[c>>2]|0}while((e|0)!=(d|0));d=f[a>>2]|0}sOb(d);d=a+8|0;f[d>>2]=0;f[c>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];a=b+4|0;f[c>>2]=f[a>>2];h=b+8|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[a>>2]=0;f[b>>2]=0;b=b+12|0;f[i>>2]=f[b>>2];f[b>>2]=0;return}function oCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+12>>2]|0;if(b|0)KCa(b,a);b=f[a>>2]|0;if(!b)return;g=a+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{e=c+-16|0;f[g>>2]=e;d=f[c+-4>>2]|0;if(d|0)tBa(d,e);e=f[e>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function pCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;m=r;n=r+8|0;q=r+16|0;o=r+4|0;f[n>>2]=c;p=a+16|0;d=f[p>>2]|0;if((d|0)==(f[a+20>>2]|0))fBa(a+12|0,n);else{f[d>>2]=c;f[p>>2]=d+4}g=f[n>>2]|0;l=a+28|0;d=f[l>>2]|0;i=a+8|0;c=f[i>>2]|0;h=d+(g*12|0)|0;f[h>>2]=c;j=d+(g*12|0)+4|0;f[j>>2]=c;b[d+(g*12|0)+8>>0]=1;f[i>>2]=c+1;i=f[n>>2]|0;g=f[f[a+4>>2]>>2]|0;e=f[g+(i<<4)>>2]|0;i=f[g+(i<<4)+4>>2]|0;if((e|0)!=(i|0)){while(1){g=f[e>>2]|0;c=f[d+(g*12|0)>>2]|0;if((c|0)==-1){pCa(a,g);c=f[d+(g*12|0)+4>>2]|0;k=10}else if(b[d+(g*12|0)+8>>0]|0)k=10;if((k|0)==10){k=0;g=f[j>>2]|0;f[j>>2]=c>>>0<g>>>0?c:g}c=e+4|0;if((c|0)==(i|0))break;d=f[l>>2]|0;e=c}c=f[h>>2]|0}if((f[j>>2]|0)!=(c|0)){u=r;return}aBa(q,f[64606]|0);g=q+4|0;e=q+8|0;do{d=(f[p>>2]|0)+-4|0;c=f[d>>2]|0;f[o>>2]=c;f[p>>2]=d;b[(f[l>>2]|0)+(c*12|0)+8>>0]=0;d=f[g>>2]|0;if((d|0)==(f[e>>2]|0))fBa(q,o);else{f[d>>2]=c;f[g>>2]=d+4}}while((f[o>>2]|0)!=(f[n>>2]|0));aDb(f[q>>2]|0,f[g>>2]|0,m);c=a+48|0;d=f[c>>2]|0;if(d>>>0<(f[a+52>>2]|0)>>>0){f[d>>2]=0;a=d+4|0;f[a>>2]=0;f[d+8>>2]=0;f[d>>2]=f[q>>2];f[a>>2]=f[g>>2];f[d+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[q>>2]=0;a=q+12|0;f[d+12>>2]=f[a>>2];f[a>>2]=0;f[c>>2]=(f[c>>2]|0)+16}else{tCa(a+44|0,q);c=f[q+12>>2]|0;if(c|0)tBa(c,q)}c=f[q>>2]|0;if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}u=r;return}function qCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;v=x;f[v>>2]=b;if((c|0)==1024){w=0;u=x;return w|0}o=a+72|0;w=a+76|0;d=f[w>>2]|0;if((d|0)==(f[a+80>>2]|0))fBa(o,v);else{f[d>>2]=b;f[w>>2]=d+4}h=f[v>>2]|0;g=a+56|0;m=(f[g>>2]|0)+(h>>>5<<2)|0;f[m>>2]=f[m>>2]|1<<(h&31);m=f[v>>2]|0;h=f[f[a+36>>2]>>2]|0;j=h+(m<<4)|0;d=f[j>>2]|0;m=h+(m<<4)+4|0;h=f[m>>2]|0;do if((d|0)==(h|0))t=17;else{i=a+104|0;e=c+1|0;b=0;a:while(1){c=f[d>>2]|0;b:do if((c|0)==(f[i>>2]|0))if((f[w>>2]|0)-(f[o>>2]|0)>>2>>>0<3)b=1;else{t=9;break a}else if(!(f[(f[g>>2]|0)+(c>>>5<<2)>>2]&1<<(c&31))){switch(qCa(a,c,e)|0){case 2:{b=2;t=52;break a}case 1:break;default:break b}b=1}while(0);d=d+4|0;if((d|0)==(h|0)){t=15;break}}if((t|0)==9){lCa(a);b=f[o>>2]|0;d=f[w>>2]|0;if((d|0)==(b|0)){w=2;u=x;return w|0}f[w>>2]=d+(~((d+-4-b|0)>>>2)<<2);w=2;u=x;return w|0}else if((t|0)==15){if(!b){t=17;break}HCa(a,f[v>>2]|0);b=1;break}else if((t|0)==52){u=x;return b|0}}while(0);if((t|0)==17){b=f[j>>2]|0;s=f[m>>2]|0;if((b|0)==(s|0))b=0;else{r=a+40|0;while(1){a=f[b>>2]|0;p=f[r>>2]|0;q=p+(a*24|0)|0;o=f[v>>2]|0;h=p+(a*24|0)+4|0;i=f[h>>2]|0;j=(i|0)==0;c:do if(j){d=0;t=35}else{g=i+-1|0;e=(g&i|0)==0;if(e)d=g&o;else if(o>>>0<i>>>0)d=o;else d=(o>>>0)%(i>>>0)|0;c=f[(f[q>>2]|0)+(d<<2)>>2]|0;if(!c)t=35;else{if(e)while(1){c=f[c>>2]|0;if(!c){t=35;break c}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&g|0)==(d|0))){t=35;break c}if((f[c+8>>2]|0)==(o|0))break c}do{c=f[c>>2]|0;if(!c){t=35;break c}e=f[c+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(d|0)){t=35;break c}}}while((f[c+8>>2]|0)!=(o|0))}}while(0);if((t|0)==35){t=0;g=pOb(12)|0;f[g+8>>2]=o;f[g+4>>2]=o;f[g>>2]=0;m=p+(a*24|0)+12|0;k=+(((f[m>>2]|0)+1|0)>>>0);l=+n[p+(a*24|0)+16>>2];do if(j|l*+(i>>>0)<k){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;c=~~+W(+(k/l))>>>0;ICa(q,d>>>0<c>>>0?c:d);d=f[h>>2]|0;c=d+-1|0;if(!(c&d)){e=d;d=c&o;break}if(o>>>0<d>>>0){e=d;d=o}else{e=d;d=(o>>>0)%(d>>>0)|0}}else e=i;while(0);c=(f[q>>2]|0)+(d<<2)|0;d=f[c>>2]|0;if(!d){d=p+(a*24|0)+8|0;f[g>>2]=f[d>>2];f[d>>2]=g;f[c>>2]=d;d=f[g>>2]|0;if(d|0){d=f[d+4>>2]|0;c=e+-1|0;if(!(c&e))d=d&c;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;d=(f[q>>2]|0)+(d<<2)|0;t=48}}else{f[g>>2]=f[d>>2];t=48}if((t|0)==48){t=0;f[d>>2]=g}f[m>>2]=(f[m>>2]|0)+1}b=b+4|0;if((b|0)==(s|0)){b=0;break}}}}f[w>>2]=(f[w>>2]|0)+-4;w=b;u=x;return w|0}function rCa(a,c){a=a|0;c=c|0;var d=0,e=0;d=c+8|0;if(!(f[d>>2]&134217727))return;e=c+4|0;f[e>>2]=0;if(!(b[257232]|0))if(MPb(257232)|0){f[64629]=0;f[64630]=0;f[64631]=0}a=f[64630]|0;if(a>>>0<(f[64631]|0)>>>0){f[a>>2]=f[c>>2];f[a+4>>2]=f[e>>2];f[a+8>>2]=f[d>>2];f[c>>2]=0;f[e>>2]=0;f[d>>2]=0;f[64630]=a+12;return}else{GCa(258516,c);return}}function sCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0))do{e=a+-24|0;f[i>>2]=e;d=f[a+-4>>2]|0;if(d|0)jCa(d,e);a=f[a+-16>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);a=f[e>>2]|0;f[e>>2]=0;if(a|0)sOb(a);a=f[i>>2]|0}while((a|0)!=(g|0));if(!(b[257248]|0))if(MPb(257248)|0){f[64635]=0;f[64636]=0;f[64637]=0}a=f[64636]|0;if(a>>>0<(f[64637]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64636]=a+12;return}else{ECa(258540,c);return}}function tCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=(f[j>>2]|0)-c>>4;d=h+1|0;if(d>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>3;c=i>>4>>>0<134217727?(c>>>0<d>>>0?d:c):268435455;do if(!c)g=0;else if(c>>>0>268435455)vd();else{g=pOb(c<<4)|0;break}while(0);d=g+(h<<4)|0;e=d;i=g+(c<<4)|0;f[g+(h<<4)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h<<4)+4>>2]=f[c>>2];l=b+8|0;f[g+(h<<4)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;b=b+12|0;f[g+(h<<4)+12>>2]=f[b>>2];f[b>>2]=0;g=d+16|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b}else{do{h=d+-16|0;l=c;c=c+-16|0;f[h>>2]=0;m=d+-12|0;f[m>>2]=0;f[d+-8>>2]=0;f[h>>2]=f[c>>2];h=l+-12|0;f[m>>2]=f[h>>2];m=l+-8|0;f[d+-8>>2]=f[m>>2];f[m>>2]=0;f[h>>2]=0;f[c>>2]=0;l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;d=e+-16|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((b|0)!=(g|0))do{d=b;b=b+-16|0;c=f[d+-4>>2]|0;if(c|0)tBa(c,b);e=f[b>>2]|0;if(e|0){c=d+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}}while((b|0)!=(g|0));if(!h)return;sOb(h);return}function uCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;h=b;i=j-h|0;g=i>>2;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=d-m>>2>>>0){i=a+4|0;e=(f[i>>2]|0)-m>>2;a=g>>>0>e>>>0;g=a?b+(e<<2)|0:c;e=g;d=e-h|0;c=d>>2;if(c|0)cQb(m|0,b|0,d|0)|0;c=l+(c<<2)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[i>>2]|0,g|0,d|0)|0;f[i>>2]=(f[i>>2]|0)+(d>>>2<<2);return}else{d=f[i>>2]|0;if((d|0)==(c|0))return;f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~((c+-4-m|0)>>>2)<<2);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>1073741823)AMb(a);m=d>>1;d=d>>2>>>0<536870911?(m>>>0<g>>>0?g:m):1073741823;if(d>>>0>1073741823)AMb(a);c=pOb(d<<2)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d<<2);if((i|0)<=0)return;bQb(c|0,b|0,i|0)|0;f[e>>2]=c+(i>>>2<<2);return}function vCa(a){a=a|0;var b=0,c=0,d=0;b=a+84|0;c=f[a+96>>2]|0;if(c|0)wCa(c,b);b=f[b>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=a+68|0;c=f[a+80>>2]|0;if(c|0)xCa(c,b);b=f[b>>2]|0;if(b|0){c=a+72|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}b=a+52|0;c=f[a+64>>2]|0;if(c|0)yCa(c,b);b=f[b>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}b=a+36|0;c=f[a+48>>2]|0;if(c|0)tBa(c,b);b=f[b>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=a+20|0;c=f[a+32>>2]|0;if(c|0)zCa(c,b);b=f[b>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}c=a+4|0;b=f[a+16>>2]|0;if(b|0)YAa(b,c);if(!(f[c>>2]|0))return;XAa(c);sOb(f[c>>2]|0);return}function wCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257184]|0))if(MPb(257184)|0){f[64611]=0;f[64612]=0;f[64613]=0}a=f[64612]|0;if(a>>>0<(f[64613]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64612]=a+12;return}else{DCa(258444,c);return}}function xCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);if(!(b[257192]|0))if(MPb(257192)|0){f[64614]=0;f[64615]=0;f[64616]=0}a=f[64615]|0;if(a>>>0<(f[64616]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64615]=a+12;return}else{CCa(258456,c);return}}function yCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-32-a|0)>>>5)<<5);if(!(b[257200]|0))if(MPb(257200)|0){f[64617]=0;f[64618]=0;f[64619]=0}a=f[64618]|0;if(a>>>0<(f[64619]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64618]=a+12;return}else{BCa(258468,c);return}}function zCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-16-a|0)>>>4)<<4);if(!(b[257216]|0))if(MPb(257216)|0){f[64623]=0;f[64624]=0;f[64625]=0}a=f[64624]|0;if(a>>>0<(f[64625]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64624]=a+12;return}else{ACa(258492,c);return}}function ACa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function BCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function CCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function DCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function ECa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;m=o;n=a+4|0;c=f[a>>2]|0;h=((f[n>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);l=a+8|0;j=((f[l>>2]|0)-c|0)/12|0;k=j<<1;d=j>>>0<178956970?(k>>>0<d>>>0?d:k):357913941;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)e=0;else if(d>>>0>357913941)vd();else{e=pOb(d*12|0)|0;break}while(0);f[m>>2]=e;c=e+(h*12|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=c;g=e+(d*12|0)|0;i=m+12|0;f[i>>2]=g;f[e+(h*12|0)+8>>2]=0;f[c>>2]=f[b>>2];d=b+4|0;f[e+(h*12|0)+4>>2]=f[d>>2];p=b+8|0;f[e+(h*12|0)+8>>2]=f[p>>2];f[p>>2]=0;f[d>>2]=0;f[b>>2]=0;b=c+12|0;f[j>>2]=b;e=f[a>>2]|0;d=f[n>>2]|0;if((d|0)==(e|0)){h=j;p=e;e=d;j=g;g=c;f[a>>2]=g;f[k>>2]=p;f[n>>2]=b;f[h>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[i>>2]=n;f[m>>2]=p;FCa(m);u=o;return}do{p=c+-12|0;h=d;d=d+-12|0;f[p>>2]=0;g=c+-8|0;f[g>>2]=0;f[c+-4>>2]=0;f[p>>2]=f[d>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[c+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[d>>2]=0;c=(f[k>>2]|0)+-12|0;f[k>>2]=c}while((d|0)!=(e|0));d=c;h=i;g=j;p=f[a>>2]|0;b=f[j>>2]|0;e=f[n>>2]|0;j=f[i>>2]|0;i=d;f[a>>2]=i;f[k>>2]=p;f[n>>2]=b;f[g>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[h>>2]=n;f[m>>2]=p;FCa(m);u=o;return}function FCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a+4>>2]|0;j=a+8|0;b=f[j>>2]|0;if((b|0)!=(i|0)){c=b;while(1){b=c+-12|0;f[j>>2]=b;h=f[b>>2]|0;if(h){g=c+-8|0;c=f[g>>2]|0;if((c|0)==(h|0))b=h;else{do{e=c+-24|0;f[g>>2]=e;d=f[c+-4>>2]|0;if(d|0)jCa(d,e);c=f[c+-16>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;sOb(d)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(h|0));b=f[b>>2]|0}sOb(b);b=f[j>>2]|0}if((b|0)==(i|0))break;else c=b}}b=f[a>>2]|0;if(!b)return;sOb(b);return}function GCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;e=f[n>>2]|0;g=f[a>>2]|0;j=(e-g|0)/12|0;c=j+1|0;k=g;if(c>>>0>357913941)AMb(a);m=a+8|0;l=((f[m>>2]|0)-g|0)/12|0;h=l<<1;h=l>>>0<178956970?(h>>>0<c>>>0?c:h):357913941;do if(!h)i=0;else if(h>>>0>357913941)vd();else{i=pOb(h*12|0)|0;break}while(0);d=i+(j*12|0)|0;c=d;l=i+(h*12|0)|0;f[d>>2]=f[b>>2];o=b+4|0;f[i+(j*12|0)+4>>2]=f[o>>2];h=b+8|0;f[i+(j*12|0)+8>>2]=f[h>>2];f[b>>2]=0;f[o>>2]=0;f[h>>2]=0;h=d+12|0;if((e|0)!=(k|0)){do{o=e;e=e+-12|0;f[d+-12>>2]=f[e>>2];j=o+-8|0;f[d+-8>>2]=f[j>>2];o=o+-4|0;f[d+-4>>2]=f[o>>2];f[e>>2]=0;f[j>>2]=0;f[o>>2]=0;d=c+-12|0;c=d}while((e|0)!=(k|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=l;e=g;if((c|0)!=(e|0))do{c=c+-12|0;d=f[c>>2]|0;if(d|0)sOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=a+56|0;c=(f[t>>2]|0)+(b>>>5<<2)|0;f[c>>2]=f[c>>2]&~(1<<(b&31));c=f[a+40>>2]|0;p=c+(b*24|0)+12|0;d=f[p>>2]|0;if(!d)return;q=c+(b*24|0)+8|0;r=c+(b*24|0)+4|0;s=c+(b*24|0)|0;o=c+(b*24|0)+8|0;do{m=f[q>>2]|0;n=f[m+8>>2]|0;j=f[r>>2]|0;b=f[m+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)b=k&b;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;e=(f[s>>2]|0)+(b<<2)|0;i=f[e>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(m|0))break;else i=c}if((i|0)==(o|0))h=16;else{c=f[i+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0))e=m;else h=16}do if((h|0)==16){c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0)){e=m;break}}f[e>>2]=0;e=m}while(0);c=f[e>>2]|0;g=c;if(!c)h=30;else{c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0))h=30;else{f[(f[s>>2]|0)+(c<<2)>>2]=i;f[i>>2]=f[m>>2];f[e>>2]=0;f[p>>2]=d+-1;h=31}}if((h|0)==30){h=0;f[i>>2]=g;f[e>>2]=0;f[p>>2]=d+-1;if(m|0)h=31}if((h|0)==31){h=0;sOb(m)}if(f[(f[t>>2]|0)+(n>>>5<<2)>>2]&1<<(n&31)|0)HCa(a,n);d=f[p>>2]|0}while((d|0)!=0);return}function ICa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){JCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;JCa(a,b);return}function JCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function KCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0))do{d=a+-16|0;f[i>>2]=d;e=f[a+-4>>2]|0;if(e|0)tBa(e,d);e=f[d>>2]|0;if(e|0){a=a+-12|0;d=f[a>>2]|0;if((d|0)!=(e|0))f[a>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}a=f[i>>2]|0}while((a|0)!=(g|0));if(!(b[257256]|0))if(MPb(257256)|0){f[64638]=0;f[64639]=0;f[64640]=0}a=f[64639]|0;if(a>>>0<(f[64640]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64639]=a+12;return}else{LCa(258552,c);return}}function LCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;m=o;n=a+4|0;c=f[a>>2]|0;h=((f[n>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);l=a+8|0;j=((f[l>>2]|0)-c|0)/12|0;k=j<<1;d=j>>>0<178956970?(k>>>0<d>>>0?d:k):357913941;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)e=0;else if(d>>>0>357913941)vd();else{e=pOb(d*12|0)|0;break}while(0);f[m>>2]=e;c=e+(h*12|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=c;g=e+(d*12|0)|0;i=m+12|0;f[i>>2]=g;f[e+(h*12|0)+8>>2]=0;f[c>>2]=f[b>>2];d=b+4|0;f[e+(h*12|0)+4>>2]=f[d>>2];p=b+8|0;f[e+(h*12|0)+8>>2]=f[p>>2];f[p>>2]=0;f[d>>2]=0;f[b>>2]=0;b=c+12|0;f[j>>2]=b;e=f[a>>2]|0;d=f[n>>2]|0;if((d|0)==(e|0)){h=j;p=e;e=d;j=g;g=c;f[a>>2]=g;f[k>>2]=p;f[n>>2]=b;f[h>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[i>>2]=n;f[m>>2]=p;MCa(m);u=o;return}do{p=c+-12|0;h=d;d=d+-12|0;f[p>>2]=0;g=c+-8|0;f[g>>2]=0;f[c+-4>>2]=0;f[p>>2]=f[d>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[c+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[d>>2]=0;c=(f[k>>2]|0)+-12|0;f[k>>2]=c}while((d|0)!=(e|0));d=c;h=i;g=j;p=f[a>>2]|0;b=f[j>>2]|0;e=f[n>>2]|0;j=f[i>>2]|0;i=d;f[a>>2]=i;f[k>>2]=p;f[n>>2]=b;f[g>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[h>>2]=n;f[m>>2]=p;MCa(m);u=o;return}function MCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a+4>>2]|0;j=a+8|0;b=f[j>>2]|0;if((b|0)!=(i|0)){c=b;while(1){b=c+-12|0;f[j>>2]=b;h=f[b>>2]|0;if(h){g=c+-8|0;c=f[g>>2]|0;if((c|0)==(h|0))b=h;else{do{d=c+-16|0;f[g>>2]=d;e=f[c+-4>>2]|0;if(e|0)tBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g>>2]|0}while((c|0)!=(h|0));b=f[b>>2]|0}sOb(b);b=f[j>>2]|0}if((b|0)==(i|0))break;else c=b}}b=f[a>>2]|0;if(!b)return;sOb(b);return}function NCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function OCa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0,o=0.0,q=0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0.0,Ba=0.0,Ca=0.0,Da=0.0,Ea=0.0,Fa=0.0,Ga=0.0,Ha=0.0,Ia=0.0,Ja=0.0,Ka=0.0,La=0.0,Ma=0.0,Na=0.0;za=u;u=u+208|0;ta=za+56|0;ua=za+24|0;va=za+200|0;wa=za;xa=e+24|0;h=+p[e>>3];i=+p[xa>>3];if(h==i)if(+p[e+8>>3]==+p[e+32>>3])if(+p[e+16>>3]==+p[e+40>>3]){u=za;return}sa=e+48|0;j=+p[sa>>3];if(h==j)if(+p[e+8>>3]==+p[e+56>>3])if(+p[e+16>>3]==+p[e+64>>3]){u=za;return}if(i==j)if(+p[e+32>>3]==+p[e+56>>3])if(+p[e+40>>3]==+p[e+64>>3]){u=za;return}F=Iib(c,e,ta)|0;switch(F|0){case 0:case 3:break;default:{G=d+32|0;H=d+40|0;I=d+48|0;J=d+56|0;L=d+64|0;M=d+72|0;N=d+80|0;O=d+88|0;P=d+96|0;Q=e+32|0;R=e+8|0;S=e+64|0;T=e+16|0;U=e+40|0;V=e+56|0;W=d+8|0;X=d+16|0;Y=d+24|0;Z=ua+16|0;_=ua+24|0;$=ua+8|0;aa=a+1040|0;ba=wa+4|0;ca=wa+8|0;da=a+1100|0;ea=a+1088|0;fa=a+1092|0;ga=a+1096|0;ha=a+1056|0;ia=a+1048|0;ja=va+4|0;ka=a+1088|0;la=wa+8|0;ma=wa+16|0;na=a+1148|0;oa=a+1152|0;pa=a+1144|0;qa=a+1120|0;ra=a+1124|0;y=a+1128|0;z=wa+4|0;A=wa+8|0;B=wa+12|0;C=c+8|0;D=c+16|0;E=ua+16|0;x=0;do{k=x<<1;m=ta+(k*24|0)|0;j=+p[m>>3];l=+p[m+24>>3];a=ta+(k*24|0)+8|0;if(j==l){h=+p[a>>3];i=+p[m+32>>3];if(h==i){if(!(+p[ta+(k*24|0)+16>>3]==+p[m+40>>3]))ya=16}else ya=16}else{h=+p[a>>3];i=+p[m+32>>3];ya=16}if((ya|0)==16){ya=0;Ea=+p[G>>3];Ca=+p[H>>3];Aa=+p[I>>3];Ja=+p[J>>3];Ia=+p[L>>3];r=+p[M>>3];Da=+p[N>>3];Ba=+p[O>>3];s=+p[P>>3];Ka=j-Ea;La=h-Ca;Na=+p[ta+(k*24|0)+16>>3]-Aa;p[ua>>3]=Ka*Ja+(La*Ia+Na*r);p[$>>3]=Ka*Da+(La*Ba+Na*s);Na=l-Ea;La=i-Ca;i=+p[m+40>>3]-Aa;h=Na*Ja+(La*Ia+i*r);i=Na*Da+(La*Ba+i*s);p[Z>>3]=h;p[_>>3]=i;La=+p[R>>3];Na=+p[Q>>3]-La;Ka=+p[T>>3];l=+p[S>>3]-Ka;Ka=+p[U>>3]-Ka;La=+p[V>>3]-La;j=Na*l-Ka*La;Ma=+p[e>>3];o=+p[sa>>3]-Ma;Ma=+p[xa>>3]-Ma;l=Ka*o-l*Ma;o=La*Ma-Na*o;Na=+p[d>>3];Ma=+p[W>>3];La=+p[X>>3];Ka=+p[Y>>3];Fa=Ka+(j*Na+(Ma*l+La*o));Ha=j-Na*Fa-Ea;Ga=l-Ma*Fa-Ca;Fa=o-La*Fa-Aa;Ka=Ka+(Na*0.0+(Ma*0.0+La*0.0));Ea=0.0-Na*Ka-Ea;Ca=0.0-Ma*Ka-Ca;Aa=0.0-La*Ka-Aa;r=Ja*Ha+(Ia*Ga+Fa*r)-(Ja*Ea+(Ia*Ca+Aa*r));s=Ha*Da+(Ga*Ba+Fa*s)-(Ea*Da+(Ca*Ba+Aa*s));do if(!(+K(+r)<=1.0e-12)|!(+K(+s)<=1.0e-12)){l=+p[ua>>3];j=+p[$>>3];if(s*(h-l)-r*(i-j)<0.0)ya=21;else{h=l;i=j}}else if(j*+p[c>>3]+(l*+p[C>>3]+o*+p[D>>3])<0.0){l=+p[ua>>3];j=+p[$>>3];ya=21;break}else{h=+p[ua>>3];i=+p[$>>3];break}while(0);if((ya|0)==21){ya=0;p[ua>>3]=h;p[$>>3]=i;p[Z>>3]=l;p[_>>3]=j}if(!(b[aa>>0]|0))j=1.0;else{Ma=+p[ha>>3];Na=(+p[H>>3]+h*+p[L>>3]+i*+p[O>>3])*Ma;j=Ma*(+p[I>>3]+h*+p[M>>3]+i*+p[P>>3]);h=+aQb(+((+p[G>>3]+h*+p[J>>3]+i*+p[N>>3])*Ma));i=+aQb(+Na);j=+aQb(+j);Na=+p[ia>>3];j=Na*j;i=Na*i;h=Na*h}n[wa>>2]=h;n[ba>>2]=i;n[ca>>2]=j;a=PCa(da,wa)|0;do if(!a){w=(f[fa>>2]|0)-(f[ea>>2]|0)>>4;f[va>>2]=w;a=QCa(da,wa)|0;f[a>>2]=w;a=f[fa>>2]|0;if((a|0)==(f[ga>>2]|0)){iBa(ea,ua);break}else{p[a>>3]=+p[ua>>3];p[a+8>>3]=+p[$>>3];f[fa>>2]=a+16;break}}else f[va>>2]=f[a+20>>2];while(0);h=+p[E>>3];i=+p[_>>3];if(!(b[aa>>0]|0))j=1.0;else{Ma=+p[ha>>3];Na=(+p[H>>3]+h*+p[L>>3]+i*+p[O>>3])*Ma;j=Ma*(+p[I>>3]+h*+p[M>>3]+i*+p[P>>3]);h=+aQb(+((+p[G>>3]+h*+p[J>>3]+i*+p[N>>3])*Ma));i=+aQb(+Na);j=+aQb(+j);Na=+p[ia>>3];j=Na*j;i=Na*i;h=Na*h}n[wa>>2]=h;n[ba>>2]=i;n[ca>>2]=j;a=PCa(da,wa)|0;do if(!a){w=(f[fa>>2]|0)-(f[ea>>2]|0)>>4;f[ja>>2]=w;a=QCa(da,wa)|0;f[a>>2]=w;a=f[fa>>2]|0;if((a|0)==(f[ga>>2]|0)){iBa(ea,E);break}else{p[a>>3]=+p[E>>3];p[a+8>>3]=+p[_>>3];f[fa>>2]=a+16;break}}else f[ja>>2]=f[a+20>>2];while(0);a=f[va>>2]|0;k=f[ja>>2]|0;do if((a|0)!=(k|0)){w=f[ka>>2]|0;Ma=+p[w+(a<<4)>>3];Na=+p[w+(a<<4)+8>>3];h=+p[G>>3]+Ma*+p[J>>3]+Na*+p[N>>3];p[wa>>3]=h;p[la>>3]=+p[H>>3]+Ma*+p[L>>3]+Na*+p[O>>3];p[ma>>3]=+p[I>>3]+Ma*+p[M>>3]+Na*+p[P>>3];a=f[na>>2]|0;if(a>>>0<(f[oa>>2]|0)>>>0){f[a>>2]=f[wa>>2];f[a+4>>2]=f[wa+4>>2];f[a+8>>2]=f[wa+8>>2];f[a+12>>2]=f[wa+12>>2];f[a+16>>2]=f[wa+16>>2];f[a+20>>2]=f[wa+20>>2];p[a>>3]=h;p[a+8>>3]=+p[la>>3];p[a+16>>3]=+p[ma>>3];w=(f[na>>2]|0)+24|0;f[na>>2]=w;a=k;k=w}else{RCa(pa,wa);a=f[ja>>2]|0;k=f[na>>2]|0}w=f[ka>>2]|0;Ma=+p[w+(a<<4)>>3];Na=+p[w+(a<<4)+8>>3];h=+p[G>>3]+Ma*+p[J>>3]+Na*+p[N>>3];p[wa>>3]=h;p[la>>3]=+p[H>>3]+Ma*+p[L>>3]+Na*+p[O>>3];p[ma>>3]=+p[I>>3]+Ma*+p[M>>3]+Na*+p[P>>3];if(k>>>0<(f[oa>>2]|0)>>>0){f[k>>2]=f[wa>>2];f[k+4>>2]=f[wa+4>>2];f[k+8>>2]=f[wa+8>>2];f[k+12>>2]=f[wa+12>>2];f[k+16>>2]=f[wa+16>>2];f[k+20>>2]=f[wa+20>>2];p[k>>3]=h;p[k+8>>3]=+p[la>>3];p[k+16>>3]=+p[ma>>3];f[na>>2]=(f[na>>2]|0)+24}else RCa(pa,wa);if(g){k=f[va>>2]|0;m=f[ja>>2]|0;m=(k>>>0<m>>>0?m:k)+1|0;a=f[qa>>2]|0;if((f[ra>>2]|0)-a>>4>>>0<m>>>0){do{aBa(wa,f[64606]|0);a=f[ra>>2]|0;do if(a>>>0<(f[y>>2]|0)>>>0){f[a>>2]=0;w=a+4|0;f[w>>2]=0;f[a+8>>2]=0;f[a>>2]=f[wa>>2];f[w>>2]=f[z>>2];f[a+8>>2]=f[A>>2];f[A>>2]=0;f[z>>2]=0;f[wa>>2]=0;f[a+12>>2]=f[B>>2];f[B>>2]=0;f[ra>>2]=(f[ra>>2]|0)+16}else{tCa(qa,wa);a=f[B>>2]|0;if(!a)break;tBa(a,wa)}while(0);a=f[wa>>2]|0;if(a|0){k=f[z>>2]|0;if((k|0)!=(a|0))f[z>>2]=k+(~((k+-4-a|0)>>>2)<<2);sOb(a)}a=f[qa>>2]|0}while((f[ra>>2]|0)-a>>4>>>0<m>>>0);k=f[va>>2]|0}t=a+(k<<4)|0;m=f[t>>2]|0;v=a+(k<<4)+4|0;w=f[v>>2]|0;a:do if((m|0)==(w|0))ya=49;else{q=f[ja>>2]|0;do{if((f[m>>2]|0)==(q|0)){ya=49;break a}m=m+4|0}while((m|0)!=(w|0))}while(0);if((ya|0)==49){ya=0;if((m|0)!=(w|0))break}if((w|0)==(f[a+(k<<4)+8>>2]|0)){fBa(t,ja);break}else{f[w>>2]=f[ja>>2];f[v>>2]=w+4;break}}}while(0)}x=x+1|0}while((x|0)!=(F|0))}}u=za;return}function PCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0;k=+n[b>>2];c=k==0.0?0:(n[s>>2]=k,f[s>>2]|0);l=+n[b+4>>2];c=(c>>>2)+(c<<6)+(l==0.0?-1640531527:(n[s>>2]=l,f[s>>2]|0)+-1640531527|0)^c;i=+n[b+8>>2];e=(c<<6)+(i==0.0?-1640531527:(n[s>>2]=i,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;b=(d&g|0)==0;if(b)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;c=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!c){j=0;return j|0}c=f[c>>2]|0;if(!c){j=0;return j|0}if(b){while(1){a=f[c+4>>2]|0;b=(a|0)==(e|0);if(!(b|(a&d|0)==(h|0))){c=0;b=23;break}if(b)if(+n[c+8>>2]==k)if(+n[c+12>>2]==l)if(+n[c+16>>2]==i){b=23;break}c=f[c>>2]|0;if(!c){c=0;b=23;break}}if((b|0)==23)return c|0}else j=c;while(1){c=f[j+4>>2]|0;if((c|0)==(e|0)){if(+n[j+8>>2]==k)if(+n[j+12>>2]==l)if(+n[j+16>>2]==i){c=j;b=23;break}}else{if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)!=(h|0)){c=0;b=23;break}}j=f[j>>2]|0;if(!j){c=0;b=23;break}}if((b|0)==23)return c|0;return 0}function QCa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0;e=+n[b>>2];c=e==0.0?0:(n[s>>2]=e,f[s>>2]|0);l=+n[b+4>>2];c=(c>>>2)+(c<<6)+(l==0.0?-1640531527:(n[s>>2]=l,f[s>>2]|0)+-1640531527|0)^c;d=+n[b+8>>2];m=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;j=a+4|0;g=f[j>>2]|0;k=(g|0)==0;a:do if(k)c=0;else{h=g+-1|0;b=(h&g|0)==0;if(b)i=m&h;else if(m>>>0<g>>>0)i=m;else i=(m>>>0)%(g>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{c=f[c>>2]|0;if(!c)c=i;else{if(b){while(1){b=f[c+4>>2]|0;if(!((b|0)==(m|0)|(b&h|0)==(i|0))){c=i;break a}if(+n[c+8>>2]==e)if(+n[c+12>>2]==l)if(+n[c+16>>2]==d)break;c=f[c>>2]|0;if(!c){c=i;break a}}a=c+20|0;return a|0}while(1){b=f[c+4>>2]|0;if((b|0)!=(m|0)){if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){c=i;break a}}if(+n[c+8>>2]==e)if(+n[c+12>>2]==l)if(+n[c+16>>2]==d)break;c=f[c>>2]|0;if(!c){c=i;break a}}a=c+20|0;return a|0}}}while(0);i=pOb(24)|0;n[i+8>>2]=e;n[i+12>>2]=l;n[i+16>>2]=d;f[i+20>>2]=0;f[i+4>>2]=m;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(g>>>0)<d){b=g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1;c=~~+W(+(d/e))>>>0;SCa(a,b>>>0<c>>>0?c:b);b=f[j>>2]|0;c=b+-1|0;if(!(c&b)){g=b;c=c&m;break}if(m>>>0<b>>>0){g=b;c=m}else{g=b;c=(m>>>0)%(b>>>0)|0}}while(0);b=(f[a>>2]|0)+(c<<2)|0;c=f[b>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;b=g+-1|0;if(!(b&g))c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;o=35}}else{f[i>>2]=f[c>>2];o=35}if((o|0)==35)f[c>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+20|0;return a|0}function RCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function SCa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){TCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;TCa(a,b);return}function TCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();p=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=p;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;o=b+-1|0;p=(o&b|0)==0;if(p)c=c&o;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(p){d=e;while(1){l=f[d+4>>2]&o;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=+n[d+8>>2];e=d;while(1){if(!(i==+n[h+8>>2]))break d;if(!(+n[j>>2]==+n[h+12>>2]))break d;if(!(+n[k>>2]==+n[h+16>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{q=h;h=e;e=q}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{i=+n[d+8>>2];e=d;while(1){if(!(i==+n[h+8>>2]))break e;if(!(+n[j>>2]==+n[h+12>>2]))break e;if(!(+n[k>>2]==+n[h+16>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{q=h;h=e;e=q}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function UCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-2-b|0)>>>1)<<1);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function VCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function WCa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XCa(a,b);return}function XCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;r=a+1236|0;v=b+8|0;c=f[v>>2]|0;if(c|0){s=a+1240|0;t=a+1248|0;u=a+1252|0;q=a+1244|0;d=c;o=c;c=f[s>>2]|0;while(1){k=f[d+8>>2]|0;m=X(k,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;l=(c|0)==0;j=k;a:do if(l){a=0;p=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)a=m&i;else if(m>>>0<c>>>0)a=m;else a=(m>>>0)%(c>>>0)|0;d=f[(f[r>>2]|0)+(a<<2)>>2]|0;if(!d)p=19;else{if(h)while(1){d=f[d>>2]|0;if(!d){p=19;break a}h=f[d+4>>2]|0;if(!((h|0)==(m|0)|(h&i|0)==(a|0))){p=19;break a}if((f[d+8>>2]|0)==(j|0))break a}do{d=f[d>>2]|0;if(!d){p=19;break a}h=f[d+4>>2]|0;if((h|0)!=(m|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(a|0)){p=19;break a}}}while((f[d+8>>2]|0)!=(j|0))}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=k;f[h+4>>2]=m;f[h>>2]=0;e=+(((f[t>>2]|0)+1|0)>>>0);g=+n[u>>2];do if(l|g*+(c>>>0)<e){a=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;d=~~+W(+(e/g))>>>0;WCa(r,a>>>0<d>>>0?d:a);a=f[s>>2]|0;d=a+-1|0;if(!(d&a)){c=a;a=d&m;break}if(m>>>0<a>>>0){c=a;a=m}else{c=a;a=(m>>>0)%(a>>>0)|0}}while(0);d=(f[r>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[h>>2]=f[q>>2];f[q>>2]=h;f[d>>2]=q;a=f[h>>2]|0;if(a|0){a=f[a+4>>2]|0;d=c+-1|0;if(!(d&c))a=a&d;else if(a>>>0>=c>>>0)a=(a>>>0)%(c>>>0)|0;a=(f[r>>2]|0)+(a<<2)|0;p=32}}else{f[h>>2]=f[a>>2];p=32}if((p|0)==32){p=0;f[a>>2]=h}f[t>>2]=(f[t>>2]|0)+1}a=f[o>>2]|0;if(!a)break;else{d=a;o=a}}}d=b+12|0;if(!(f[d>>2]|0))return;a=f[v>>2]|0;if(a|0)do{u=a;a=f[a>>2]|0;sOb(u)}while((a|0)!=0);f[v>>2]=0;c=f[b+4>>2]|0;if(c|0){a=0;do{f[(f[b>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(c|0))}f[d>>2]=0;return}function ZCa(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+n[b>>2];g=+n[b+4>>2];e=+n[b+8>>2];d=+n[a>>2]*f+(+n[a+4>>2]*g+ +n[a+8>>2]*e)-+n[a+12>>2];if(d<0.0)if(d*d*+n[a+240>>2]>=c){a=0;return a|0}d=+n[a+16>>2]*f+(+n[a+20>>2]*g+ +n[a+24>>2]*e)-+n[a+28>>2];if(d<0.0)if(d*d*+n[a+244>>2]>=c){a=0;return a|0}d=+n[a+32>>2]*f+(+n[a+36>>2]*g+ +n[a+40>>2]*e)-+n[a+44>>2];if(d<0.0)if(d*d*+n[a+248>>2]>=c){a=0;return a|0}d=+n[a+48>>2]*f+(+n[a+52>>2]*g+ +n[a+56>>2]*e)-+n[a+60>>2];if(d<0.0)if(d*d*+n[a+252>>2]>=c){a=0;return a|0}d=+n[a+64>>2]*f+(+n[a+68>>2]*g+ +n[a+72>>2]*e)-+n[a+76>>2];if(d<0.0)if(d*d*+n[a+256>>2]>=c){a=0;return a|0}d=+n[a+80>>2]*f+(+n[a+84>>2]*g+ +n[a+88>>2]*e)-+n[a+92>>2];if(d<0.0)if(d*d*+n[a+260>>2]>=c){a=0;return a|0}a=1;return a|0}function _Ca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function $Ca(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0,q=0.0;n=u;u=u+48|0;g=n;m=c+196|0;d=f[m>>2]|0;if(d&1048576|0){m=0;u=n;return m|0}e=f[c+4>>2]|0;if((d&131074|0)!=0|(e|0)==0){m=0;u=n;return m|0}if(!(b[c+192>>0]&1)){m=0;u=n;return m|0}i=c+200|0;if(!((f[i>>2]&-268435456|0)==0&0==0)){m=0;u=n;return m|0}if(!(b[(f[e+44>>2]|0)+148>>0]&2)){m=0;u=n;return m|0}Vib(g,f[a>>2]|0,0,c,0);d=f[a+1064>>2]|0;i=f[a+1068>>2]|0;a:do if((d|0)==(i|0))c=0;else{j=+p[g>>3];k=+p[g+8>>3];l=+p[g+16>>3];h=+p[g+24>>3];c=0;do{e=f[d>>2]|0;g=f[d+4>>2]|0;b:do if((e|0)!=(g|0)){a=2;do{q=+p[e+24>>3]+(j*+p[e>>3]+(k*+p[e+8>>3]+l*+p[e+16>>3]));o=!(q*q>=h)?1:q<0.0?0:2;a=(o|0)<(a|0)?o:a;e=e+32|0}while((e|0)!=(g|0));switch(a|0){case 2:{c=0;break a}case 1:break;default:break b}c=1}while(0);d=d+16|0}while((d|0)!=(i|0));if(c)c=(f[m>>2]&33554456|0)==0;else c=0}while(0);o=c;u=n;return o|0}function aDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=f[b>>2]|0;a:do if((c|0)!=(e|0)){do{d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))break a;c=c+4|0}while((c|0)!=(e|0));f[a>>2]=e;j=e;return j|0}while(0);f[a>>2]=c;if((c|0)==(e|0)){j=e;return j|0}d=c+4|0;if((d|0)==(e|0)){j=c;return j|0}do{g=f[d>>2]|0;h=g;if((f[g+24>>2]|0)==(f[g+28>>2]|0)){if(f[g+36>>2]|0)j=10}else j=10;if((j|0)==10){j=0;f[d>>2]=0;i=f[c>>2]|0;f[c>>2]=h;if(i|0){h=i+36|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[i+24>>2]|0;if(c|0){e=i+28|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~((g+-4-c|0)>>>2)<<2);sOb(c)}sOb(i)}c=(f[a>>2]|0)+4|0;f[a>>2]=c;e=f[b>>2]|0}d=d+4|0}while((d|0)!=(e|0));return c|0}function bDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=f[a>>2]|0;d=f[b>>2]|0;j=j+(d-j>>2<<2)|0;b=f[c>>2]|0;if((b|0)==(d|0))return j|0;b=j+(b-d>>2<<2)|0;i=a+4|0;h=f[i>>2]|0;if((b|0)==(h|0))e=j;else{e=j;do{a=f[b>>2]|0;f[b>>2]=0;g=f[e>>2]|0;f[e>>2]=a;if(g|0){a=g+36|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}b=b+4|0;e=e+4|0}while((b|0)!=(h|0));b=f[i>>2]|0}if((b|0)==(e|0))return j|0;do{h=b+-4|0;f[i>>2]=h;a=f[h>>2]|0;f[h>>2]=0;if(a|0){h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(a)}b=f[i>>2]|0}while((b|0)!=(e|0));return j|0}function cDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=f[b>>2]|0;a:do if((c|0)!=(e|0)){do{d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))break a;c=c+4|0}while((c|0)!=(e|0));f[a>>2]=e;j=e;return j|0}while(0);f[a>>2]=c;if((c|0)==(e|0)){j=e;return j|0}d=c+4|0;if((d|0)==(e|0)){j=c;return j|0}do{g=f[d>>2]|0;h=g;if((f[g+24>>2]|0)==(f[g+28>>2]|0)){if(f[g+36>>2]|0)j=10}else j=10;if((j|0)==10){j=0;f[d>>2]=0;i=f[c>>2]|0;f[c>>2]=h;if(i|0){h=i+36|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[i+24>>2]|0;if(c|0){e=i+28|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~((g+-4-c|0)>>>2)<<2);sOb(c)}sOb(i)}c=(f[a>>2]|0)+4|0;f[a>>2]=c;e=f[b>>2]|0}d=d+4|0}while((d|0)!=(e|0));return c|0}function dDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=f[a>>2]|0;d=f[b>>2]|0;j=j+(d-j>>2<<2)|0;b=f[c>>2]|0;if((b|0)==(d|0))return j|0;b=j+(b-d>>2<<2)|0;i=a+4|0;h=f[i>>2]|0;if((b|0)==(h|0))e=j;else{e=j;do{a=f[b>>2]|0;f[b>>2]=0;g=f[e>>2]|0;f[e>>2]=a;if(g|0){a=g+36|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}b=b+4|0;e=e+4|0}while((b|0)!=(h|0));b=f[i>>2]|0}if((b|0)==(e|0))return j|0;do{h=b+-4|0;f[i>>2]=h;a=f[h>>2]|0;f[h>>2]=0;if(a|0){h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(a)}b=f[i>>2]|0}while((b|0)!=(e|0));return j|0}function eDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,Y=0,Z=0,_=0,$=0.0;_=u;u=u+192|0;Y=_;G=+n[c>>2];V=+n[c+4>>2];i=+n[c+8>>2];z=+n[c+12>>2];A=+n[c+16>>2];B=+n[c+20>>2];e=f[a+1064>>2]|0;m=f[a+1068>>2]|0;if((e|0)==(m|0)){u=_;return}$=(z-G)*.5;h=(A-V)*.5;F=(B-i)*.5;C=$+G;D=h+V;E=F+i;F=$*$+(h*h+F*F);o=Y+8|0;q=Y+16|0;r=Y+24|0;s=Y+32|0;t=Y+40|0;v=Y+48|0;w=Y+56|0;x=Y+64|0;y=Y+72|0;H=Y+80|0;I=Y+88|0;J=Y+96|0;K=Y+104|0;L=Y+112|0;M=Y+120|0;N=Y+128|0;O=Y+136|0;P=Y+144|0;Q=Y+152|0;R=Y+160|0;S=Y+168|0;T=Y+176|0;U=Y+184|0;d=0;a:do{g=f[e>>2]|0;l=f[e+4>>2]|0;b:do if((g|0)!=(l|0)){k=2;do{h=+p[g+24>>3]+(C*+p[g>>3]+(D*+p[g+8>>3]+E*+p[g+16>>3]));if(!(h*h>=F)){p[Y>>3]=G;p[o>>3]=V;p[q>>3]=i;p[r>>3]=z;p[s>>3]=V;p[t>>3]=i;p[v>>3]=G;p[w>>3]=A;p[x>>3]=i;p[y>>3]=z;p[H>>3]=A;p[I>>3]=i;p[J>>3]=G;p[K>>3]=V;p[L>>3]=B;p[M>>3]=z;p[N>>3]=V;p[O>>3]=B;p[P>>3]=G;p[Q>>3]=A;p[R>>3]=B;p[S>>3]=z;p[T>>3]=A;p[U>>3]=B;j=gDa(g,Y)|0}else j=h<0.0?0:2;k=(j|0)<(k|0)?j:k;g=g+32|0}while((g|0)!=(l|0));switch(k|0){case 2:{Z=49;break a}case 1:break;default:break b}d=1}while(0);e=e+16|0}while((e|0)!=(m|0));if((Z|0)==49){u=_;return}if(!d){u=_;return}d=c+36|0;if(f[d>>2]|0){xib(Y,c,b[c+48>>0]|0,+n[c+44>>2]);U=f[d>>2]|0;f[U>>2]=f[Y>>2];f[U+4>>2]=f[Y+4>>2];f[U+8>>2]=f[Y+8>>2];f[U+12>>2]=f[Y+12>>2];f[U+16>>2]=f[Y+16>>2];f[U+20>>2]=f[Y+20>>2];f[U+52>>2]=f[Y+24>>2];f[U+56>>2]=f[Y+28>>2];f[U+60>>2]=f[Y+32>>2];f[U+64>>2]=f[Y+36>>2];f[U+68>>2]=f[Y+40>>2];f[U+72>>2]=f[Y+44>>2];eDa(a,U);eDa(a,U+52|0)}d=f[c+24>>2]|0;s=f[c+28>>2]|0;if((d|0)==(s|0)){u=_;return}t=a+1236|0;v=a+1240|0;w=a+1248|0;x=a+1252|0;y=a+1244|0;do{l=f[d>>2]|0;m=l;c:do if($Ca(a,l)|0){r=X(m,1540483477)|0;r=(X(r>>>24^r,1540483477)|0)^1866966612;r=X(r>>>13^r,1540483477)|0;r=r>>>15^r;o=f[v>>2]|0;q=(o|0)==0;d:do if(q)e=0;else{k=o+-1|0;j=(k&o|0)==0;if(j)e=k&r;else if(r>>>0<o>>>0)e=r;else e=(r>>>0)%(o>>>0)|0;g=f[(f[t>>2]|0)+(e<<2)>>2]|0;if(g){if(j)while(1){g=f[g>>2]|0;if(!g)break d;c=f[g+4>>2]|0;if(!((c|0)==(r|0)|(c&k|0)==(e|0)))break d;if((f[g+8>>2]|0)==(l|0))break c}while(1){g=f[g>>2]|0;if(!g)break d;j=f[g+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0))break d}if((f[g+8>>2]|0)==(l|0))break c}}}while(0);k=pOb(12)|0;f[k+8>>2]=m;f[k+4>>2]=r;f[k>>2]=0;h=+(((f[w>>2]|0)+1|0)>>>0);i=+n[x>>2];do if(q|i*+(o>>>0)<h){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(h/i))>>>0;WCa(t,e>>>0<g>>>0?g:e);e=f[v>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&r;break}if(r>>>0<e>>>0){j=e;e=r}else{j=e;e=(r>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[t>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[y>>2];f[y>>2]=k;f[g>>2]=y;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;if(!(g&j))e=e&g;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;e=(f[t>>2]|0)+(e<<2)|0;Z=46}}else{f[k>>2]=f[e>>2];Z=46}if((Z|0)==46){Z=0;f[e>>2]=k}f[w>>2]=(f[w>>2]|0)+1}while(0);d=d+4|0}while((d|0)!=(s|0));u=_;return}function fDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0,X=0,Y=0,Z=0.0;Y=u;u=u+192|0;X=Y;C=+n[c>>2];V=+n[c+4>>2];m=+n[c+8>>2];o=+n[c+12>>2];q=+n[c+16>>2];r=+n[c+20>>2];e=f[a+1064>>2]|0;k=f[a+1068>>2]|0;if((e|0)==(k|0)){u=Y;return}Z=(o-C)*.5;l=(q-V)*.5;w=(r-m)*.5;s=Z+C;t=l+V;v=w+m;w=Z*Z+(l*l+w*w);x=X+8|0;y=X+16|0;z=X+24|0;A=X+32|0;B=X+40|0;D=X+48|0;E=X+56|0;F=X+64|0;G=X+72|0;H=X+80|0;I=X+88|0;J=X+96|0;K=X+104|0;L=X+112|0;M=X+120|0;N=X+128|0;O=X+136|0;P=X+144|0;Q=X+152|0;R=X+160|0;S=X+168|0;T=X+176|0;U=X+184|0;d=0;a:do{g=f[e>>2]|0;j=f[e+4>>2]|0;b:do if((g|0)!=(j|0)){i=2;do{l=+p[g+24>>3]+(s*+p[g>>3]+(t*+p[g+8>>3]+v*+p[g+16>>3]));if(!(l*l>=w)){p[X>>3]=C;p[x>>3]=V;p[y>>3]=m;p[z>>3]=o;p[A>>3]=V;p[B>>3]=m;p[D>>3]=C;p[E>>3]=q;p[F>>3]=m;p[G>>3]=o;p[H>>3]=q;p[I>>3]=m;p[J>>3]=C;p[K>>3]=V;p[L>>3]=r;p[M>>3]=o;p[N>>3]=V;p[O>>3]=r;p[P>>3]=C;p[Q>>3]=q;p[R>>3]=r;p[S>>3]=o;p[T>>3]=q;p[U>>3]=r;h=gDa(g,X)|0}else h=l<0.0?0:2;i=(h|0)<(i|0)?h:i;g=g+32|0}while((g|0)!=(j|0));switch(i|0){case 2:{W=20;break a}case 1:break;default:break b}d=1}while(0);e=e+16|0}while((e|0)!=(k|0));if((W|0)==20){u=Y;return}if(!d){u=Y;return}d=c+36|0;if(f[d>>2]|0){xib(X,c,b[c+48>>0]|0,+n[c+44>>2]);W=f[d>>2]|0;f[W>>2]=f[X>>2];f[W+4>>2]=f[X+4>>2];f[W+8>>2]=f[X+8>>2];f[W+12>>2]=f[X+12>>2];f[W+16>>2]=f[X+16>>2];f[W+20>>2]=f[X+20>>2];f[W+52>>2]=f[X+24>>2];f[W+56>>2]=f[X+28>>2];f[W+60>>2]=f[X+32>>2];f[W+64>>2]=f[X+36>>2];f[W+68>>2]=f[X+40>>2];f[W+72>>2]=f[X+44>>2];fDa(a,W);fDa(a,W+52|0)}d=f[c+24>>2]|0;i=f[c+28>>2]|0;if((d|0)==(i|0)){u=Y;return}j=a+1312|0;k=a+1316|0;h=a+1308|0;do{e=f[d>>2]|0;f[X>>2]=e;g=f[j>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){f[g>>2]=e;f[j>>2]=(f[j>>2]|0)+4}else hDa(h,X);d=d+4|0}while((d|0)!=(i|0));u=Y;return}function gDa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0;d=+p[a>>3];e=+p[a+8>>3];f=+p[a+16>>3];c=+p[a+24>>3];a=!(c+(d*+p[b>>3]+(e*+p[b+8>>3]+f*+p[b+16>>3]))<0.0);if(!(c+(d*+p[b+24>>3]+(e*+p[b+32>>3]+f*+p[b+40>>3]))<0.0))a=a?2:1;else if(a){b=1;return b|0}else a=0;if(!(c+(d*+p[b+48>>3]+(e*+p[b+56>>3]+f*+p[b+64>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+72>>3]+(e*+p[b+80>>3]+f*+p[b+88>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+96>>3]+(e*+p[b+104>>3]+f*+p[b+112>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+120>>3]+(e*+p[b+128>>3]+f*+p[b+136>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+144>>3]+(e*+p[b+152>>3]+f*+p[b+160>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+168>>3]+(e*+p[b+176>>3]+f*+p[b+184>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}b=(a|0)==0?0:(a|0)==8?2:1;return b|0}function hDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function iDa(a){a=a|0;var b=0,c=0,d=0;d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}d=f[a+24>>2]|0;if(!d)return;b=a+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function jDa(a){a=a|0;var b=0,c=0,d=0;d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}d=f[a+24>>2]|0;if(!d)return;b=a+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function kDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;d=a+1234|0;if((h[d>>0]|0)==(c&1|0))d=a+1235|0;else{b[d>>0]=c&1;d=a+1235|0;g=b[d>>0]|0;e=g<<24>>24!=0;i=e^1;b[d>>0]=i&1;if((i&1|0)!=(g&255|0)){b[d>>0]=g;if(c){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,e,f[a+1352>>2]|0)}}}return (b[d>>0]|0)!=0|0}function lDa(a){a=a|0;var c=0;c=a+1228|0;if(!(f[c>>2]|0))return;f[c>>2]=1;c=a+1235|0;if((b[c>>0]|0)==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;c=(zQa(f[a>>2]|0)|0)+140|0;sBa(c,1,f[a+1352>>2]|0);return}function mDa(a){a=a|0;var c=0,d=0;c=a+1228|0;if(!(f[c>>2]|0))return;f[c>>2]=2;c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,0,f[a+1352>>2]|0)}}if(b[a+1232>>0]|0)return;if((b[c>>0]|0)==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,1,f[a+1352>>2]|0);return}function nDa(a,b){a=a|0;b=b|0;b=f[b>>2]|0;if((b|0)==(f[a+4>>2]|0)){a=1;return a|0}a=(b|0)==(f[a+12>>2]|0);return a|0}function oDa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function pDa(a){a=a|0;var c=0,d=0,e=0;d=a+1228|0;e=(f[d>>2]|0)==1;rBa(a)|0;f[d>>2]=2;c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){c=(zQa(f[a>>2]|0)|0)+140|0;sBa(c,0,f[a+1352>>2]|0)}}c=a+1232|0;if(!(b[c>>0]|0)){b[c>>0]=1;Hha(939,a,4)}if(!e)return;f[d>>2]=1;return}function qDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;if(!(f[a+1228>>2]|0))return;if(!(b[c+192>>0]&1))return;if(f[c+196>>2]&2|0)return;r=a+1320|0;k=c;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+1324|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o){d=0;q=20}else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&p;else if(p>>>0<m>>>0)d=p;else d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(!e)q=20;else{if(g)while(1){e=f[e>>2]|0;if(!e){q=20;break a}g=f[e+4>>2]|0;if(!((g|0)==(p|0)|(g&j|0)==(d|0))){q=20;break a}if((f[e+8>>2]|0)==(c|0))break a}do{e=f[e>>2]|0;if(!e){q=20;break a}g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0)){q=20;break a}}}while((f[e+8>>2]|0)!=(c|0))}}while(0);if((q|0)==20){c=pOb(12)|0;f[c+8>>2]=k;f[c+4>>2]=p;f[c>>2]=0;j=a+1332|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+1336>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+1328|0;f[c>>2]=f[d>>2];f[d>>2]=c;f[e>>2]=d;d=f[c>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;q=33}}else{f[c>>2]=f[d>>2];q=33}if((q|0)==33)f[d>>2]=c;f[j>>2]=(f[j>>2]|0)+1}d=a+1235|0;if(b[d>>0]|0){b[d>>0]=0;if(b[a+1234>>0]|0){r=(zQa(f[a>>2]|0)|0)+140|0;sBa(r,0,f[a+1352>>2]|0)}}d=a+1232|0;if(b[d>>0]|0)return;b[d>>0]=1;Hha(939,a,4);return}function rDa(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;if(!(f[a+1228>>2]|0)){u=d;return}f[c>>2]=b;sDa(a+1320|0,c)|0;f[c>>2]=b;sDa(a+1340|0,c)|0;f[c>>2]=b;sDa(a+1236|0,c)|0;f[c>>2]=b;sDa(a+1256|0,c)|0;f[c>>2]=b;sDa(a+1276|0,c)|0;kJa(b);u=d;return}function sDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=tDa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else 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d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(!e)q=18;else{if(g)while(1){e=f[e>>2]|0;if(!e){q=18;break a}g=f[e+4>>2]|0;if(!((g|0)==(p|0)|(g&j|0)==(d|0))){q=18;break a}if((f[e+8>>2]|0)==(c|0))break a}do{e=f[e>>2]|0;if(!e){q=18;break a}g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0)){q=18;break a}}}while((f[e+8>>2]|0)!=(c|0))}}while(0);if((q|0)==18){c=pOb(12)|0;f[c+8>>2]=k;f[c+4>>2]=p;f[c>>2]=0;j=a+1332|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+1336>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+1328|0;f[c>>2]=f[d>>2];f[d>>2]=c;f[e>>2]=d;d=f[c>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;q=31}}else{f[c>>2]=f[d>>2];q=31}if((q|0)==31)f[d>>2]=c;f[j>>2]=(f[j>>2]|0)+1}d=a+1235|0;if(b[d>>0]|0){b[d>>0]=0;if(b[a+1234>>0]|0){r=(zQa(f[a>>2]|0)|0)+140|0;sBa(r,0,f[a+1352>>2]|0)}}d=a+1232|0;if(b[d>>0]|0){u=s;return}b[d>>0]=1;Hha(939,a,4);u=s;return}function xDa(a,b){a=a|0;b=b|0;wDa(a,b);return}function yDa(a,b){a=a|0;b=b|0;if(!(f[b+196>>2]&2)){qDa(a,b);return}else{rDa(a,b);return}}function zDa(a,c){a=a|0;c=c|0;if(!(b[c+192>>0]&1)){rDa(a,c);return}else{qDa(a,c);return}}function ADa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function BDa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function CDa(){if(!(b[257144]|0))MPb(257144)|0;f[64650]=262921;return}function DDa(a,b){a=a|0;b=b|0;f[a>>2]=b&15;f[a+4>>2]=b>>>4&15;f[a+8>>2]=b>>>8&15;f[a+12>>2]=b>>>12&15;f[a+16>>2]=b>>>16&15;return}function EDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return b<<4|a|c<<8|d<<12|e<<16|0}function FDa(a,b){a=a|0;b=b|0;var c=0,d=0;if((f[a>>2]|0)==1)Mwb(b,33071,0);else Mwb(b,10497,0);c=a+8|0;d=(f[c>>2]|0)==0;do if(!(f[a+4>>2]|0))if(d){Nwb(b,9729,9987);break}else{Nwb(b,9729,9729);break}else if(d){Nwb(b,9728,9986);break}else{Nwb(b,9728,9728);break}while(0);if(f[c>>2]|0)return;Owb(b,8.0);return}function GDa(a,b,c){a=a|0;b=b|0;c=c|0;return $Ka(b,c,(f[a+16>>2]|0)==1&1)|0}function HDa(a,c,d,e,g,h,i,j,k,l,m,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;p=p|0;var q=0,r=0,t=0,v=0.0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0;M=u;u=u+32|0;B=M+20|0;C=M+8|0;K=M;I=(f[(f[c>>2]|0)+44>>2]|0)+68|0;H=zLa(I)|0;I=ALa(I)|0;D=f[c>>2]|0;J=(b[(f[D+44>>2]|0)+148>>0]&8)==0;FMa(D,a);D=lMa(d)|0;E=g+e|0;F=E+h|0;w=B+4|0;y=B+8|0;z=C+4|0;A=C+8|0;t=f[i>>2]|0;f[B>>2]=t;r=f[i+4>>2]|0;f[w>>2]=r;G=f[i+8>>2]|0;f[y>>2]=G;f[C>>2]=t;f[z>>2]=r;f[A>>2]=G;G=X(D,F)|0;v=(f[s>>2]=t,+n[s>>2]);a:do if(G|0){t=0;x=v;while(1){r=i+(t<<2)|0;if(v<x){q=B;L=5}else if(v>+n[C>>2]){q=C;L=5}if((L|0)==5){L=0;n[q>>2]=v}v=+n[r+4>>2];if(v<+n[w>>2]){q=B;L=8}else if(v>+n[z>>2]){q=C;L=8}if((L|0)==8){L=0;n[q+4>>2]=v}v=+n[r+8>>2];if(v<+n[y>>2]){q=B;L=11}else if(v>+n[A>>2]){q=C;L=11}if((L|0)==11){L=0;n[q+8>>2]=v}q=t+D|0;if(q>>>0>=G>>>0)break a;t=q;x=+n[B>>2];v=+n[i+(q<<2)>>2]}}while(0);c=f[c>>2]|0;w=c+44|0;KMa(f[w>>2]|0,B,C);C=f[w>>2]|0;f[C+52>>2]=f[d>>2];d=C+148|0;b[d>>0]=b[d>>0]|8;if(!(xLa((f[w>>2]|0)+68|0,G,0)|0)){L=0;u=M;return L|0}iub(K,34962);nub(f[K>>2]|0,X(F<<2,D)|0,0,35044);rMa(f[w>>2]|0,K,0);BLa((f[w>>2]|0)+68|0,0,G,i)|0;t=f[w>>2]|0;r=f[t>>2]|0;ELa(t+68|0,f[r+8>>2]|0,r)|0;r=f[w>>2]|0;f[r+108>>2]=F;pMa(r,0,e);pMa(f[w>>2]|0,1,g);pMa(f[w>>2]|0,2,h);qMa(f[w>>2]|0,0,0);qMa(f[w>>2]|0,1,e);qMa(f[w>>2]|0,2,E);IDa(f[w>>2]|0,0,j,k);IDa(f[w>>2]|0,1,l,m);IDa(f[w>>2]|0,2,o,p);LMa(f[w>>2]|0,0,0,0)|0;r=ySa(a)|0;t=f[w>>2]|0;q=f[t+112>>2]|0;t=f[t+116>>2]|0;if((q|0)!=(t|0))do{xDa(r,f[q>>2]|0);q=q+4|0}while((q|0)!=(t|0));r=c+28|0;if(!(f[r>>2]|0)){if((f[c+32>>2]|0)!=-1)L=19}else L=19;if((L|0)==19){q=NRa(a)|0;if(J){if(!(f[r>>2]|0))L=21}else L=21;if((L|0)==21)q=(X(H,-4)|0)+-152+(X(I,-2)|0)+q|0;L=(f[w>>2]|0)+68|0;J=(zLa(L)|0)<<2;PRa(a,q+152+J+((ALa(L)|0)<<1)|0)}q=f[K+4>>2]|0;if(q|0)iOb(q);L=1;u=M;return L|0}function IDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;l=n;k=c+(d*12|0)|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;e=d*12|0;g=(e|0)/12|0;if(!e){h=l+8|0;d=0;c=0;e=0}else{if(g>>>0>357913941)AMb(l);i=pOb(e)|0;f[m>>2]=i;f[l>>2]=i;e=i+(g*12|0)|0;h=l+8|0;f[h>>2]=e;j=i;if(!d){d=j;c=j}else{g=c;d=i;c=i;while(1){f[d>>2]=f[g>>2];f[d+4>>2]=f[g+4>>2];f[d+8>>2]=f[g+8>>2];g=g+12|0;c=c+12|0;if((g|0)==(k|0))break;else d=c}f[m>>2]=c;d=j}}b=b&255;k=a+72+(b*12|0)|0;g=f[k>>2]|0;f[l>>2]=g;f[k>>2]=d;k=a+72+(b*12|0)+4|0;l=f[k>>2]|0;f[m>>2]=l;f[k>>2]=c;a=a+72+(b*12|0)+8|0;f[h>>2]=f[a>>2];f[a>>2]=e;e=l;if(!g){u=n;return}if((e|0)!=(g|0))f[m>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g);u=n;return}function JDa(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+48|0;s=r+32|0;o=r+24|0;t=r+16|0;q=r+8|0;p=r;c=f[c>>2]|0;tMa(o);f[t>>2]=c;f[s>>2]=f[t>>2];if(HDa(b,o,s,d,e,g,h,i,j,k,l,m,n)|0){f[q>>2]=f[o>>2];m=o+4|0;f[q+4>>2]=f[m>>2];f[o>>2]=0;l=m}else{f[q>>2]=0;l=o+4|0;m=q+4|0}f[m>>2]=0;l=f[l>>2]|0;if(l|0)iOb(l);RQa(p,b,q);m=(f[p>>2]|0)==0;l=f[p+4>>2]|0;if(l|0)iOb(l);if(m){f[a>>2]=0;m=q+4|0;l=a+4|0}else{f[a>>2]=f[q>>2];l=q+4|0;f[a+4>>2]=f[l>>2];f[q>>2]=0;m=l}f[l>>2]=0;l=f[m>>2]|0;if(!l){u=r;return}iOb(l);u=r;return}function KDa(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j;UIa(k,b);l=f[k>>2]|0;eJa(l,c);pJa(l,0,d);hJa(l,0,e);hJa(l,1,g);hJa(l,2,h);HJa(l,1,(i&1|0)!=0,1)|0;HJa(l,2,(i&2|0)!=0,1)|0;HJa(l,4,(i&4|0)!=0,1)|0;SQa(a,b,k);a=f[k+4>>2]|0;if(!a){u=j;return}iOb(a);u=j;return}function LDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+96|0;y=F+80|0;x=F+72|0;w=F+64|0;D=F+24|0;r=F+60|0;s=F+56|0;t=F+52|0;v=F+48|0;o=F+44|0;p=F+40|0;z=F+12|0;A=F;n=d+4|0;B=((f[n>>2]|0)-(f[d>>2]|0)>>2>>>0)/6|0;q=e+4|0;C=((f[q>>2]|0)-(f[e>>2]|0)>>2>>>0)/6|0;MDa(D,f[64650]|0);g=f[n>>2]|0;h=f[d>>2]|0;i=((f[q>>2]|0)-(f[e>>2]|0)>>2)+(g-h>>2)|0;j=D+8|0;k=f[D>>2]|0;E=D+4|0;if((f[j>>2]|0)-k>>2>>>0<i>>>0){if(i>>>0>1073741823)vd();l=(f[E>>2]|0)-k|0;m=pOb(i<<2)|0;if((l|0)>0)bQb(m|0,k|0,l|0)|0;f[D>>2]=m;f[E>>2]=m+(l>>2<<2);f[j>>2]=m+(i<<2);if(k){sOb(k);h=f[d>>2]|0;g=f[n>>2]|0}}f[r>>2]=f[E>>2];f[s>>2]=h;f[t>>2]=g;f[w>>2]=f[r>>2];f[x>>2]=f[s>>2];f[y>>2]=f[t>>2];NDa(D,w,x,y)|0;f[v>>2]=f[E>>2];f[o>>2]=f[e>>2];f[p>>2]=f[q>>2];f[w>>2]=f[v>>2];f[x>>2]=f[o>>2];f[y>>2]=f[p>>2];NDa(D,w,x,y)|0;f[z>>2]=0;f[z+4>>2]=B;i=z+8|0;j=f[(f[c+4>>2]|0)+44>>2]|0;h=f[j+72>>2]|0;d=f[j+76>>2]|0;if((h|0)==(d|0))g=0;else{g=-1;do{g=f[h+8>>2]&g;h=h+12|0}while((h|0)!=(d|0))}f[i>>2]=g;f[A>>2]=0;f[A+4>>2]=C;i=A+8|0;h=f[j+84>>2]|0;d=f[j+88>>2]|0;if((h|0)==(d|0))g=0;else{g=-1;do{g=f[h+8>>2]&g;h=h+12|0}while((h|0)!=(d|0))}f[i>>2]=g;c=f[D>>2]|0;tMa(x);f[w>>2]=4681;f[y>>2]=f[w>>2];if(HDa(b,x,y,B,C,0,c,z,1,A,1,0,0)|0){f[a>>2]=f[x>>2];g=x+4|0;f[a+4>>2]=f[g>>2];f[x>>2]=0;h=g}else{f[a>>2]=0;h=x+4|0;g=a+4|0}f[g>>2]=0;g=f[h>>2]|0;if(g|0)iOb(g);g=f[D+12>>2]|0;if(g|0)RBa(g,D);g=f[D>>2]|0;if(!g){u=F;return}h=f[E>>2]|0;if((h|0)!=(g|0))f[E>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g);u=F;return}function MDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257280]|0))if(MPb(257280)|0){f[64647]=0;f[64648]=0;f[64649]=0}e=f[64648]|0;if((f[64647]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64648]|0;j=h+-12|0;while(1){e=h+-12|0;f[64648]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64648]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function NDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;q=f[a>>2]|0;v=q;n=(f[b>>2]|0)-v|0;r=n>>2;b=q+(r<<2)|0;k=f[c>>2]|0;g=f[d>>2]|0;w=g-k|0;m=w>>2;d=k;t=g;if((w|0)<=0){w=b;return w|0}p=a+8|0;h=f[p>>2]|0;w=a+4|0;u=f[w>>2]|0;l=u;if((m|0)<=(h-l>>2|0)){j=l-b|0;e=j>>2;if((m|0)>(e|0)){e=d+(e<<2)|0;g=e;if((e|0)==(t|0))e=u;else{i=((t+-4-g|0)>>>2)+1|0;h=u;while(1){f[h>>2]=f[e>>2];e=e+4|0;if((e|0)==(t|0))break;else h=h+4|0}e=u+(i<<2)|0;f[w>>2]=e}if((j|0)>0)l=e;else{w=b;return w|0}}else l=u;j=l-(b+(m<<2))|0;k=j>>2;e=b+(k<<2)|0;if(e>>>0<u>>>0){i=((u+(0-k-r<<2)+~v|0)>>>2)+1|0;h=l;while(1){f[h>>2]=f[e>>2];e=e+4|0;if(e>>>0>=u>>>0)break;else h=h+4|0}f[w>>2]=l+(i<<2)}if(k){cQb(l+(0-k<<2)|0,b|0,j|0)|0;d=f[c>>2]|0}if((d|0)==(g|0)){w=b;return w|0}else e=b;while(1){f[e>>2]=f[d>>2];d=d+4|0;if((d|0)==(g|0))break;else e=e+4|0}return b|0}e=(l-v>>2)+m|0;if(e>>>0>1073741823)AMb(a);g=h-v|0;h=g>>1;e=g>>2>>>0<536870911?(h>>>0<e>>>0?e:h):1073741823;h=b;g=n>>2;do if(!e){o=0;s=0}else if(e>>>0>1073741823)vd();else{s=pOb(e<<2)|0;o=s;break}while(0);j=s+(g<<2)|0;i=s+(e<<2)|0;if((t|0)==(d|0))e=j;else{g=g+((t+-4+(0-k)|0)>>>2)+1|0;e=j;while(1){f[e>>2]=f[d>>2];d=d+4|0;if((d|0)==(t|0))break;else e=e+4|0}e=s+(g<<2)|0}if((n|0)>0)bQb(o|0,q|0,n|0)|0;d=l-h|0;if((d|0)>0){bQb(e|0,b|0,d|0)|0;b=e+(d>>>2<<2)|0}else b=e;f[a>>2]=s;f[w>>2]=b;f[p>>2]=i;if(!q){w=j;return w|0}sOb(q);w=j;return w|0}function ODa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;i=l+20|0;k=l;if((e|0)==0|(g|0)==0){k=1;u=l;return k|0}if(!h){k=2;u=l;return k|0}b=(b|0)==0?i:b;switch(a|0){case 3:case 2:case 0:case 1:{switch(a|0){case 2:{b=6409;break}case 1:{b=6407;break}case 3:{b=6410;break}default:b=6408}mvb(k,e,g,b,5121,h);lvb(c,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}case 4:{if((b|0)==(i|0))f[i>>2]=1;b=(f[b>>2]|0)+-1|0;if(b>>>0<4)b=50462979>>>(b<<3)&255;else b=4;jvb(k,h,e,0,b);ivb(d,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}case 5:{if((b|0)==(i|0))f[i>>2]=0;b=(f[b>>2]|0)+-1|0;if(b>>>0<4)b=50462979>>>(b<<3)&255;else b=4;jvb(k,h,e,1,b);ivb(d,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}default:b=3}do if((j|0)==25){if(!(f[c>>2]|0))if(!(f[d>>2]|0)){b=4;break}b=0}while(0);k=b;u=l;return k|0}function PDa(){if(!(b[257144]|0))MPb(257144)|0;f[64651]=262921;return}function QDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;a=tSa(a)|0;e=c+196|0;g=f[e>>2]|0;if(!((g&32|0)!=0|(g&2048|0)==0&(a^1))){g=d+48|0;n[g>>2]=+n[c+156>>2]+ +n[g>>2];g=d+52|0;n[g>>2]=+n[c+160>>2]+ +n[g>>2];g=d+56|0;n[g>>2]=+n[c+164>>2]+ +n[g>>2]}if(!b)return;a=f[e>>2]|0;if(!(a&33554456))return;if(a&8){PAa(b,d);a=f[e>>2]|0}if(a&16){MAa(b,d);a=f[e>>2]|0}if(!(a&33554432))return;SAa(b,d);return}function RDa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;f[a>>2]=e;l=a+4|0;f[l>>2]=g;n=lMa(c+52|0)|0;f[a+8>>2]=n;n=a+12|0;a:do switch(d<<24>>24){case 2:if(!(b[c+148>>0]&2)){d=f[c+44>>2]|0;break a}else{d=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;break a}case 1:{d=f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]|0;break}default:d=0}while(0);f[n>>2]=d;i=f[l>>2]|0;k=i+4|0;if((f[i>>2]|0)==(f[k>>2]|0)){m=c+68|0;d=zLa(m)|0;j=f[k>>2]|0;h=f[i>>2]|0;c=j-h>>2;if(d>>>0>c>>>0)Sqa(i,d-c|0);else if(d>>>0<c>>>0){d=h+(d<<2)|0;if((d|0)!=(j|0))f[k>>2]=j+(~((j+-4-d|0)>>>2)<<2)}CLa(m,f[f[l>>2]>>2]|0)|0;d=f[a>>2]|0;c=ALa(m)|0;j=d+4|0;k=f[j>>2]|0;i=f[d>>2]|0;h=k-i>>1;if(c>>>0>h>>>0)Tqa(d,c-h|0);else if(c>>>0<h>>>0){d=i+(c<<1)|0;if((d|0)!=(k|0))f[j>>2]=k+(~((k+-2-d|0)>>>1)<<1)}DLa(m,f[f[a>>2]>>2]|0)|0}m=f[a>>2]|0;if((f[m>>2]|0)==(f[m+4>>2]|0)){e=0;n=a+16|0;f[n>>2]=e;g=f[g>>2]|0;n=a+20|0;f[n>>2]=g;return}e=(f[e>>2]|0)+(f[n>>2]<<1)|0;n=a+16|0;f[n>>2]=e;g=f[g>>2]|0;n=a+20|0;f[n>>2]=g;return}function SDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0;P=u;u=u+144|0;O=P+128|0;N=P+112|0;M=P+56|0;F=P;e=f[(f[c+4>>2]|0)+44>>2]|0;e=(f[e+76>>2]|0)-(f[e+72>>2]|0)|0;J=(e|0)/12|0;g=f[(f[d+4>>2]|0)+44>>2]|0;g=(f[g+76>>2]|0)-(f[g+72>>2]|0)|0;D=(g|0)/12|0;if(J>>>0>D>>>0){SDa(a,b,d,c);O=a+8|0;K=a+16|0;n=+p[a>>3];o=+p[O>>3];q=+p[K>>3];M=a+24|0;p[a>>3]=+p[M>>3];N=a+32|0;p[O>>3]=+p[N>>3];O=a+40|0;p[K>>3]=+p[O>>3];p[M>>3]=n;p[N>>3]=o;p[O>>3]=q;u=P;return}cBa(O,f[64651]|0);cBa(N,f[64651]|0);E=M+48|0;p[E>>3]=C;a:do if(!e){q=0.0;n=C;o=0.0;m=0.0;l=0.0;k=0.0;j=0.0}else{I=O+4|0;s=F+48|0;t=F+8|0;G=M+8|0;v=F+16|0;H=M+16|0;w=F+24|0;x=M+24|0;y=F+32|0;K=M+32|0;z=F+40|0;A=M+40|0;B=N+4|0;if(!g){h=f[O>>2]|0;i=h;g=0;e=f[I>>2]|0;while(1){if((e|0)==(h|0))e=h;else{e=e+(~(((e+-24-i|0)>>>0)/24|0)*24|0)|0;f[I>>2]=e}g=g+1|0;if(g>>>0>=J>>>0){q=0.0;n=C;o=0.0;m=0.0;l=0.0;k=0.0;j=0.0;break a}}}else{r=0;e=0}do{i=0;do{TDa(F,e,b,c,r,d,i,O,N);n=+p[s>>3];j=+p[E>>3];if(n<j){p[M>>3]=+p[F>>3];p[G>>3]=+p[t>>3];p[H>>3]=+p[v>>3];p[x>>3]=+p[w>>3];p[K>>3]=+p[y>>3];p[A>>3]=+p[z>>3];p[E>>3]=n;e=M}else n=j;g=f[N>>2]|0;h=f[B>>2]|0;if((h|0)!=(g|0))f[B>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);i=i+1|0}while(i>>>0<D>>>0);h=f[O>>2]|0;g=f[I>>2]|0;if((g|0)!=(h|0))f[I>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);r=r+1|0}while(r>>>0<J>>>0);q=+p[A>>3];o=+p[M>>3];m=+p[G>>3];l=+p[H>>3];k=+p[M+24>>3];j=+p[K>>3]}while(0);n=+L(+n);p[a>>3]=o;p[a+8>>3]=m;p[a+16>>3]=l;p[a+24>>3]=k;p[a+32>>3]=j;p[a+40>>3]=q;p[a+48>>3]=n;e=f[N+12>>2]|0;if(e|0)xCa(e,N);h=f[N>>2]|0;if(h|0){e=N+4|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}e=f[O+12>>2]|0;if(e|0)xCa(e,O);h=f[O>>2]|0;if(h|0){e=O+4|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}u=P;return}function TDa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0.0,l=0.0,m=0.0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,E=0,F=0,I=0,J=0.0,K=0.0,M=0,N=0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0;M=0;N=u;u=u+1200|0;o=a;q=o+48|0;do{f[o>>2]=0;o=o+4|0}while((o|0)<(q|0));p[(a+48|0)>>3]=C;if((f[i>>2]|0)==(f[(i+4|0)>>2]|0))if(!(UDa(c,d,e,i)|0)){u=N;return}if(!(UDa(c,g,h,j)|0)){u=N;return}F=f[i>>2]|0;I=f[j>>2]|0;E=(f[(i+4|0)>>2]|0)-F|0;j=(f[j+4>>2]|0)-I|0;c=1;if(c){c=0;if(!b){if(!E){u=N;return}}else c=1}if(c)if(1){e=(N+24|0)+24|0;t=+p[F>>3];p[e>>3]=t;v=+p[F+8>>3];p[((N+24|0)+32|0)>>3]=v;k=+p[F+16>>3];p[((N+24|0)+40|0)>>3]=k;p[(N+24|0)>>3]=t;p[((N+24|0)+8|0)>>3]=v;d=F;c=N+24|0;a:while(1){p[c+16>>3]=k;c=d;while(1){if((c|0)==(F+(((E|0)/24|0)*24|0)+-24|0|0))break a;d=c+24|0;k=+p[d>>3];if(k<+p[(N+24|0)>>3]){x=N+24|0;M=10}else if(k>+p[e>>3]){x=e;M=10}if((M|0)==10){M=0;p[x>>3]=k}k=+p[c+32>>3];if(k<+p[((N+24|0)+8|0)>>3]){w=N+24|0;M=13}else if(k>+p[((N+24|0)+32|0)>>3]){w=e;M=13}if((M|0)==13){M=0;p[w+8>>3]=k}k=+p[c+40>>3];if(k<+p[((N+24|0)+16|0)>>3]){c=N+24|0;continue a}if(k>+p[((N+24|0)+40|0)>>3]){c=e;continue a}else c=d}}l=+p[(N+24|0)>>3];m=(+p[(N+24|0)+24>>3]-l)*.5;r=+p[((N+24|0)+8|0)>>3];s=(+p[((N+24|0)+32|0)>>3]-r)*.5;t=+p[((N+24|0)+16|0)>>3];v=(+p[((N+24|0)+40|0)>>3]-t)*.5;e=(N+24|0)+24|0;P=+p[I>>3];p[e>>3]=P;O=+p[I+8>>3];p[((N+24|0)+32|0)>>3]=O;k=+p[I+16>>3];p[((N+24|0)+40|0)>>3]=k;p[(N+24|0)>>3]=P;p[((N+24|0)+8|0)>>3]=O;d=I;c=N+24|0;b:while(1){p[c+16>>3]=k;c=d;while(1){if((c|0)==(I+(((j|0)/24|0)*24|0)+-24|0|0))break b;d=c+24|0;k=+p[d>>3];if(k<+p[(N+24|0)>>3]){z=N+24|0;M=21}else if(k>+p[e>>3]){z=e;M=21}if((M|0)==21){M=0;p[z>>3]=k}k=+p[c+32>>3];if(k<+p[((N+24|0)+8|0)>>3]){y=N+24|0;M=24}else if(k>+p[((N+24|0)+32|0)>>3]){y=e;M=24}if((M|0)==24){M=0;p[y+8>>3]=k}k=+p[c+40>>3];if(k<+p[((N+24|0)+16|0)>>3]){c=N+24|0;continue b}if(k>+p[((N+24|0)+40|0)>>3]){c=e;continue b}else c=d}}S=+p[(N+24|0)>>3];k=(+p[(N+24|0)+24>>3]-S)*.5;R=+p[((N+24|0)+8|0)>>3];O=(+p[((N+24|0)+32|0)>>3]-R)*.5;Q=+p[((N+24|0)+16|0)>>3];P=(+p[((N+24|0)+40|0)>>3]-Q)*.5;P=+L(+((l+m-(S+k))*(l+m-(S+k))+((r+s-(R+O))*(r+s-(R+O))+(t+v-(Q+P))*(t+v-(Q+P)))))-+L(+(m*m+(s*s+v*v)))-+L(+(k*k+(O*O+P*P)));P=P>0.0?P:0.0;if(!(E|0?!(P*P>=+p[b+48>>3]):0)){u=N;return}}o=(N+24|0)+8|0;q=(N+24|0)+16|0;h=0;r=0.0;s=0.0;c:while(1){i=F+(h*24|0)|0;k=+p[i>>3];l=+p[i+24>>3];if(k==l)if(+p[F+(h*24|0)+8>>3]==+p[i+32>>3])if(+p[F+(h*24|0)+16>>3]==+p[i+40>>3]){A=r;B=s}else M=33;else M=33;else M=33;do if((M|0)==33){M=0;m=+p[i+48>>3];if(k==m)if(+p[F+(h*24|0)+8>>3]==+p[i+56>>3])if(+p[F+(h*24|0)+16>>3]==+p[i+64>>3]){A=r;B=s;break}if(l==m)if(+p[i+32>>3]==+p[i+56>>3])if(+p[i+40>>3]==+p[i+64>>3]){A=r;B=s;break}c=1;if(c){c=0;if(!j){A=r;B=s}else c=1}if(c)if(1){e=F+(h*24|0)+8|0;g=F+(h*24|0)+16|0;d=0;while(1){c=I+(d*24|0)|0;k=+p[c>>3];l=+p[c+24>>3];if(k==l)if(+p[I+(d*24|0)+8>>3]==+p[c+32>>3])if(+p[I+(d*24|0)+16>>3]==+p[c+40>>3]){J=r;K=s}else M=44;else M=44;else M=44;do if((M|0)==44){M=0;m=+p[c+48>>3];if(k==m)if(+p[I+(d*24|0)+8>>3]==+p[c+56>>3])if(+p[I+(d*24|0)+16>>3]==+p[c+64>>3]){J=r;K=s;break}if(l==m)if(+p[c+32>>3]==+p[c+56>>3])if(+p[c+40>>3]==+p[c+64>>3]){J=r;K=s;break}Kib(N+24|0,i,c,c+24|0,c+48|0);v=+p[(N+24|0)>>3];p[(N+24|0)>>3]=r;t=+p[((N+24|0)+8|0)>>3];p[((N+24|0)+8|0)>>3]=s;k=+p[((N+24|0)+16|0)>>3];l=+p[i>>3]-v;m=+p[e>>3]-t;r=+p[g>>3]-k;if(l*l+(m*m+r*r)<+p[(a+48|0)>>3]){p[(a+48|0)>>3]=l*l+(m*m+r*r);p[a>>3]=+p[i>>3];p[(a+8|0)>>3]=+p[e>>3];p[(a+16|0)>>3]=+p[g>>3];p[(a+24|0)>>3]=v;p[(a+32|0)>>3]=t;p[(a+40|0)>>3]=k}if(l*l+(m*m+r*r)==0.0){M=98;break c}Kib(N+24|0,i+24|0,c,c+24|0,c+48|0);B=+p[(N+24|0)>>3];p[(N+24|0)>>3]=v;O=+p[((N+24|0)+8|0)>>3];p[((N+24|0)+8|0)>>3]=t;P=+p[((N+24|0)+16|0)>>3];Q=+p[(i+24|0)>>3]-B;R=+p[((i+24|0)+8|0)>>3]-O;S=+p[((i+24|0)+16|0)>>3]-P;f[N+96>>2]=a;f[N+208>>2]=d;n[N+296>>2]=J;n[N+328>>2]=K;f[N+432>>2]=o;f[N+440>>2]=q;f[N+448>>2]=i;f[N+496>>2]=c;f[N+528>>2]=I;n[N+600>>2]=B;n[N+608>>2]=O;n[N+616>>2]=P;n[N+624>>2]=Q;n[N+632>>2]=R;n[N+640>>2]=S;f[N+1112>>2]=M;f[N+1136>>2]=0;f[N+1140>>2]=0;jFa(N);J=+n[N+296>>2];K=+n[N+328>>2];M=f[N+1112>>2]|0;G=f[N+1136>>2]|0;D=f[N+1140>>2]|0;H=+n[N+1140>>2];f[N+1136>>2]=0;f[N+1140>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 14:break c}}while(0);d=d+3|0;if(d>>>0>=((j|0)/24|0)>>>0){A=J;B=K;break}else{r=J;s=K}}}}while(0);h=h+3|0;if(h>>>0>=((E|0)/24|0)>>>0){M=98;break}else{r=A;s=B}}if((M|0)==94){u=N;return}else if((M|0)==98){u=N;return}}function UDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0,H=0.0,I=0.0,J=0.0,K=0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0.0,S=0.0,T=0.0;Q=u;u=u+112|0;M=Q;N=Q+88|0;P=Q+72|0;O=Q+56|0;K=Q+32|0;VDa(P,f[64651]|0);MDa(O,f[64651]|0);r=(f[b+4>>2]|0)+44|0;y=f[r>>2]|0;G=f[y+72>>2]|0;t=G;if((((f[y+76>>2]|0)-G|0)/12|0)>>>0>c>>>0){v=t+(c*12|0)+4|0;if(!(f[v>>2]|0))b=0;else{G=f[b+96>>2]|0;i=+n[G>>2];k=+n[G+4>>2];l=+n[G+8>>2];m=+n[G+12>>2];o=+n[G+16>>2];q=+n[G+20>>2];z=+n[G+24>>2];A=+n[G+28>>2];B=+n[G+32>>2];C=+n[G+36>>2];D=+n[G+40>>2];E=+n[G+44>>2];e=f[G+48>>2]|0;g=f[G+52>>2]|0;h=f[G+56>>2]|0;F=+n[G+60>>2];G=tSa(a)|0;y=f[b+196>>2]|0;if(!((y&32|0)!=0|(y&2048|0)==0&(G^1))){e=(n[s>>2]=+n[b+156>>2]+(f[s>>2]=e,+n[s>>2]),f[s>>2]|0);g=(n[s>>2]=+n[b+160>>2]+(f[s>>2]=g,+n[s>>2]),f[s>>2]|0);h=(n[s>>2]=+n[b+164>>2]+(f[s>>2]=h,+n[s>>2]),f[s>>2]|0)}L=o;J=(f[s>>2]=e,+n[s>>2]);I=(f[s>>2]=g,+n[s>>2]);H=(f[s>>2]=h,+n[s>>2]);RDa(K,f[r>>2]|0,0,P,O);a=f[t+(c*12|0)>>2]|0;G=(f[v>>2]|0)+a|0;y=f[K>>2]|0;if((f[y>>2]|0)==(f[y+4>>2]|0)){r=f[K+12>>2]|0;if(G>>>0>a>>>0){c=M+8|0;t=M+16|0;v=M+24|0;w=N+8|0;x=N+12|0;y=f[K+20>>2]|0;g=f[K+8>>2]|0;b=d+4|0;h=d+8|0;do{e=y+((X(g,a+r|0)|0)<<2)|0;T=+n[e>>2];S=+n[e+4>>2];R=+n[e+8>>2];o=i*T+L*S+B*R+J;p[M>>3]=o;p[c>>3]=k*T+q*S+C*R+I;p[t>>3]=l*T+z*S+D*R+H;p[v>>3]=m*T+A*S+E*R+F;f[N>>2]=M;f[w>>2]=M;f[x>>2]=4;e=f[b>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){p[e>>3]=o;p[e+8>>3]=+p[c>>3];p[e+16>>3]=+p[t>>3];f[b>>2]=e+24}else WDa(d,N);a=a+1|0}while((a|0)!=(G|0))}}else{r=f[K+16>>2]|0;if(G>>>0>a>>>0){c=M+8|0;t=M+16|0;v=M+24|0;w=N+8|0;x=N+12|0;y=f[K+20>>2]|0;g=f[K+8>>2]|0;b=d+4|0;h=d+8|0;do{e=y+((X(g,j[r+(a<<1)>>1]|0)|0)<<2)|0;R=+n[e>>2];S=+n[e+4>>2];T=+n[e+8>>2];o=i*R+L*S+B*T+J;p[M>>3]=o;p[c>>3]=k*R+q*S+C*T+I;p[t>>3]=l*R+z*S+D*T+H;p[v>>3]=m*R+A*S+E*T+F;f[N>>2]=M;f[w>>2]=M;f[x>>2]=4;e=f[b>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){p[e>>3]=o;p[e+8>>3]=+p[c>>3];p[e+16>>3]=+p[t>>3];f[b>>2]=e+24}else WDa(d,N);a=a+1|0}while((a|0)!=(G|0))}}b=(f[d>>2]|0)!=(f[d+4>>2]|0)}}else b=0;a=f[O+12>>2]|0;if(a|0)RBa(a,O);g=f[O>>2]|0;if(g|0){a=O+4|0;e=f[a>>2]|0;if((e|0)!=(g|0))f[a>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}a=f[P+12>>2]|0;if(a|0)SBa(a,P);g=f[P>>2]|0;if(!g){u=Q;return b|0}a=P+4|0;e=f[a>>2]|0;if((e|0)!=(g|0))f[a>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=Q;return b|0}function VDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257272]|0))if(MPb(257272)|0){f[64644]=0;f[64645]=0;f[64646]=0}e=f[64645]|0;if((f[64644]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64645]|0;j=h+-12|0;while(1){e=h+-12|0;f[64645]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i);e=f[64645]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function WDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;e=f[b>>2]|0;p[c>>3]=+p[e>>3];p[g+(h*24|0)+8>>3]=+p[e+8>>3];p[g+(h*24|0)+16>>3]=+p[e+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function XDa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0;j=u;u=u+32|0;i=j+16|0;h=j;cBa(i,f[64651]|0);cBa(h,f[64651]|0);TDa(a,0,b,c,d,e,g,i,h);a=a+48|0;k=+L(+(+p[a>>3]));p[a>>3]=k;a=f[h+12>>2]|0;if(a|0)xCa(a,h);c=f[h>>2]|0;if(c|0){a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}a=f[i+12>>2]|0;if(a|0)xCa(a,i);c=f[i>>2]|0;if(!c){u=j;return}a=i+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);u=j;return}function YDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+64|0;w=x+48|0;r=x+24|0;s=x;cBa(w,f[64651]|0);t=a+8|0;m=a+16|0;n=a+24|0;o=a+32|0;q=a+40|0;v=a+48|0;h=a;i=h+48|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));p[v>>3]=C;if(UDa(b,c,d,w)|0){c=f[w>>2]|0;l=(f[w+4>>2]|0)-c|0;d=(l|0)/24|0;if(!l)g=C;else{h=s+8|0;i=s+16|0;k=r+8|0;l=r+16|0;b=0;j=C;while(1){g=+Oib(e,c+(b*24|0)|0,r,s);if(g<j){p[v>>3]=g;p[a>>3]=+p[s>>3];p[t>>3]=+p[h>>3];p[m>>3]=+p[i>>3];p[n>>3]=+p[r>>3];p[o>>3]=+p[k>>3];p[q>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=d>>>0)break;else j=g}}j=+L(+g);p[v>>3]=j}b=f[w+12>>2]|0;if(b|0)xCa(b,w);d=f[w>>2]|0;if(!d){u=x;return}b=w+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=x;return}function ZDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,D=0.0;y=u;u=u+160|0;x=y+144|0;m=y+48|0;t=y+24|0;v=y;cBa(x,f[64651]|0);n=a+8|0;o=a+16|0;q=a+24|0;r=a+32|0;s=a+40|0;w=a+48|0;h=a;i=h+48|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));p[w>>3]=C;if(UDa(b,c,d,x)|0){D=+p[e>>3];p[m>>3]=D;B=+p[e+8>>3];p[m+8>>3]=B;A=+p[e+16>>3];p[m+16>>3]=A;z=+p[e+24>>3];p[m+24>>3]=z;g=+p[e+32>>3];p[m+32>>3]=g;j=+p[e+40>>3];p[m+40>>3]=j;p[m+48>>3]=D;p[m+56>>3]=B;p[m+64>>3]=A;p[m+72>>3]=-z;p[m+80>>3]=-g;p[m+88>>3]=-j;d=f[x>>2]|0;c=(f[x+4>>2]|0)-d|0;e=(c|0)/24|0;h=v+8|0;i=v+16|0;k=t+8|0;l=t+16|0;if(!c)g=C;else{b=0;j=C;while(1){g=+Oib(m,d+(b*24|0)|0,t,v);if(g<j){p[w>>3]=g;p[a>>3]=+p[v>>3];p[n>>3]=+p[h>>3];p[o>>3]=+p[i>>3];p[q>>3]=+p[t>>3];p[r>>3]=+p[k>>3];p[s>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=e>>>0)break;else j=g}c=m+48|0;b=0;j=g;while(1){g=+Oib(c,d+(b*24|0)|0,t,v);if(g<j){p[w>>3]=g;p[a>>3]=+p[v>>3];p[n>>3]=+p[h>>3];p[o>>3]=+p[i>>3];p[q>>3]=+p[t>>3];p[r>>3]=+p[k>>3];p[s>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=e>>>0)break;else j=g}}D=+L(+g);p[w>>3]=D}b=f[x+12>>2]|0;if(b|0)xCa(b,x);d=f[x>>2]|0;if(!d){u=y;return}b=x+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=y;return}function _Da(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;s=u;u=u+64|0;r=s+40|0;q=s+24|0;n=s;d=f[c>>2]|0;p=c+4|0;e=f[p>>2]|0;if((e|0)!=(d|0))f[p>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);VDa(r,f[64651]|0);MDa(q,f[64651]|0);o=f[a+84>>2]|0;i=o;if((((f[a+88>>2]|0)-o|0)/12|0)>>>0>b>>>0){m=i+(b*12|0)+4|0;e=f[m>>2]|0;o=c+8|0;k=f[c>>2]|0;g=k;if((((f[o>>2]|0)-k|0)/12|0)>>>0<e>>>0){if(e>>>0>357913941)vd();t=f[p>>2]|0;h=pOb(e*12|0)|0;d=h+(((t-k|0)/12|0)*12|0)|0;l=d;h=h+(e*12|0)|0;e=t;if((e|0)==(g|0))d=l;else do{t=d;d=d+-12|0;v=e;e=e+-12|0;f[d>>2]=f[e>>2];f[t+-8>>2]=f[v+-8>>2];f[t+-4>>2]=f[v+-4>>2]}while((e|0)!=(g|0));f[c>>2]=d;f[p>>2]=l;f[o>>2]=h;if(k|0)sOb(k)}RDa(n,a,1,r,q);d=f[i+(b*12|0)>>2]|0;a=(f[m>>2]|0)+d|0;v=f[n>>2]|0;if((f[v>>2]|0)==(f[v+4>>2]|0)){l=f[n+12>>2]|0;if(a>>>0>d>>>0){m=f[n+20>>2]|0;k=f[n+8>>2]|0;do{e=m+((X(k,d+l|0)|0)<<2)|0;g=e+4|0;h=e+8|0;i=f[p>>2]|0;if(i>>>0<(f[o>>2]|0)>>>0){f[i>>2]=f[e>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[p>>2]=i+12}else $Da(c,e,g,h);d=d+1|0}while((d|0)!=(a|0))}}else{l=f[n+16>>2]|0;if(a>>>0>d>>>0){m=f[n+20>>2]|0;k=f[n+8>>2]|0;do{e=m+((X(k,j[l+(d<<1)>>1]|0)|0)<<2)|0;g=e+4|0;h=e+8|0;i=f[p>>2]|0;if(i>>>0<(f[o>>2]|0)>>>0){f[i>>2]=f[e>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[p>>2]=i+12}else $Da(c,e,g,h);d=d+1|0}while((d|0)!=(a|0))}}}d=f[q+12>>2]|0;if(d|0)RBa(d,q);g=f[q>>2]|0;if(g|0){d=q+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[r+12>>2]|0;if(d|0)SBa(d,r);g=f[r>>2]|0;if(!g){u=s;return}d=r+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=s;return}function $Da(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;h=f[n>>2]|0;o=f[a>>2]|0;j=(h-o|0)/12|0;e=j+1|0;l=o;if(e>>>0>357913941)AMb(a);m=a+8|0;k=((f[m>>2]|0)-o|0)/12|0;g=k<<1;g=k>>>0<178956970?(g>>>0<e>>>0?e:g):357913941;do if(!g)i=0;else if(g>>>0>357913941)vd();else{i=pOb(g*12|0)|0;break}while(0);e=i+(j*12|0)|0;k=i+(g*12|0)|0;f[e>>2]=f[b>>2];f[i+(j*12|0)+4>>2]=f[c>>2];f[i+(j*12|0)+8>>2]=f[d>>2];b=e+12|0;if((h|0)!=(l|0))while(1){g=e+-12|0;j=h;h=h+-12|0;f[g>>2]=f[h>>2];f[e+-8>>2]=f[j+-8>>2];f[e+-4>>2]=f[j+-4>>2];if((h|0)==(l|0)){e=g;break}else e=g}f[a>>2]=e;f[n>>2]=b;f[m>>2]=k;if(!o)return;sOb(o);return}function aEa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0,r=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0;ha=u;u=u+160|0;ga=ha+144|0;fa=ha+128|0;$=ha;f[a>>2]=1065353216;aa=a+4|0;f[aa>>2]=1065353216;ba=a+8|0;f[ba>>2]=1065353216;ca=a+12|0;f[ca>>2]=0;da=a+16|0;f[da>>2]=0;_=a+20|0;f[_>>2]=0;VDa(ga,f[64651]|0);MDa(fa,f[64651]|0);if(c)Z=(GJa(d)|0)&255;else Z=7;N=d+4|0;O=$+4|0;P=$+8|0;Q=$+72|0;R=$+76|0;S=$+80|0;T=$+104|0;U=$+108|0;V=$+112|0;W=$+116|0;X=$+120|0;Y=$+124|0;w=d+96|0;x=$+12|0;y=$+16|0;z=$+20|0;A=$+24|0;B=$+28|0;C=$+32|0;D=$+36|0;E=$+40|0;F=$+44|0;G=$+48|0;H=$+52|0;I=$+56|0;J=$+60|0;K=$+64|0;L=$+68|0;M=a+12|0;v=188454;do{c=b[v>>0]|0;d=c&255;if(1<<d&Z|0){t=f[N>>2]|0;f[$>>2]=t;t=t+44|0;f[O>>2]=(f[t>>2]|0)+72+(d*12|0);f[Q>>2]=ga;f[R>>2]=fa;RDa(S,f[t>>2]|0,c,ga,fa);f[T>>2]=1065353216;f[U>>2]=1065353216;f[V>>2]=1065353216;f[W>>2]=0;f[X>>2]=0;f[Y>>2]=0;d=f[w>>2]|0;f[P>>2]=f[d>>2];f[x>>2]=f[d+4>>2];f[y>>2]=f[d+8>>2];f[z>>2]=f[d+12>>2];f[A>>2]=f[d+16>>2];f[B>>2]=f[d+20>>2];f[C>>2]=f[d+24>>2];f[D>>2]=f[d+28>>2];f[E>>2]=f[d+32>>2];f[F>>2]=f[d+36>>2];f[G>>2]=f[d+40>>2];f[H>>2]=f[d+44>>2];f[I>>2]=f[d+48>>2];f[J>>2]=f[d+52>>2];f[K>>2]=f[d+56>>2];f[L>>2]=f[d+60>>2];d=f[O>>2]|0;c=f[d>>2]|0;d=f[d+4>>2]|0;if((c|0)==(d|0)){l=0.0;i=1.0;d=1065353216;j=1.0;e=1065353216;k=1.0;m=1065353216;o=0;p=0.0;q=0;r=0.0;t=0}else{do{bEa($,c);c=c+12|0}while((c|0)!=(d|0));d=f[T>>2]|0;i=(f[s>>2]=d,+n[s>>2]);e=f[U>>2]|0;j=(f[s>>2]=e,+n[s>>2]);m=f[V>>2]|0;k=(f[s>>2]=m,+n[s>>2]);o=f[W>>2]|0;l=(f[s>>2]=o,+n[s>>2]);q=f[X>>2]|0;p=(f[s>>2]=q,+n[s>>2]);t=f[Y>>2]|0;r=(f[s>>2]=t,+n[s>>2])}g=+n[a>>2];h=+n[M>>2];do if(!(g<=h)){n[a>>2]=i;n[aa>>2]=j;n[ba>>2]=k;n[ca>>2]=l;n[da>>2]=p;n[_>>2]=r}else if(i<=l){if(g>i){c=a;ea=25}else if(h<i){c=ca;ea=25}if((ea|0)==25){ea=0;f[c>>2]=d}if(+n[aa>>2]>j){c=a;ea=28}else if(+n[da>>2]<j){c=ca;ea=28}if((ea|0)==28){ea=0;f[c+4>>2]=e}if(+n[ba>>2]>k){c=a;ea=31}else if(+n[_>>2]<k){c=ca;ea=31}if((ea|0)==31){ea=0;f[c+8>>2]=m}if(+n[a>>2]>l){c=a;ea=34}else if(+n[ca>>2]<l){c=ca;ea=34}if((ea|0)==34){ea=0;f[c>>2]=o}if(+n[aa>>2]>p){c=a;ea=37}else if(+n[da>>2]<p){c=ca;ea=37}if((ea|0)==37){ea=0;f[c+4>>2]=q}if(+n[ba>>2]>r)c=a;else if(+n[_>>2]<r)c=ca;else break;f[c+8>>2]=t}while(0)}v=v+1|0}while((v|0)!=188457);c=f[fa+12>>2]|0;if(c|0)RBa(c,fa);e=f[fa>>2]|0;if(e|0){c=fa+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[ga+12>>2]|0;if(c|0)SBa(c,ga);e=f[ga>>2]|0;if(!e){u=ha;return}c=ga+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-2-e|0)>>>1)<<1);sOb(e);u=ha;return}function bEa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,k=0.0,l=0,m=0,o=0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;q=f[b>>2]|0;b=f[b+4>>2]|0;if(!b)return;H=b+q|0;G=q+1|0;r=a+80|0;F=f[r>>2]|0;b=(q|0)==-1;do if((f[F>>2]|0)==(f[F+4>>2]|0)){if(!b){l=a+104|0;c=a+116|0;h=a+108|0;m=a+112|0;i=a+120|0;b=a+124|0;o=a+116|0;F=(f[a+100>>2]|0)+((X(f[a+88>>2]|0,q+(f[a+92>>2]|0)|0)|0)<<2)|0;e=+n[F>>2];d=+n[F+4>>2];p=+n[F+8>>2];g=+n[a+56>>2]+(e*+n[a+8>>2]+d*+n[a+24>>2]+p*+n[a+40>>2]);k=+n[a+60>>2]+(e*+n[a+12>>2]+d*+n[a+28>>2]+p*+n[a+44>>2]);p=+n[a+64>>2]+(e*+n[a+16>>2]+d*+n[a+32>>2]+p*+n[a+48>>2]);d=+n[l>>2];e=+n[c>>2];if(!(d<=e)){n[l>>2]=g;n[h>>2]=k;n[m>>2]=p;n[c>>2]=g;n[i>>2]=k}else{if(g<d){c=l;I=7}else if(g>e){c=o;I=7}if((I|0)==7)n[c>>2]=g;if(k<+n[h>>2]){c=l;I=10}else if(k>+n[i>>2]){c=o;I=10}if((I|0)==10)n[c+4>>2]=k;if(p<+n[m>>2])b=l;else if(p>+n[b>>2])b=o;else break;b=b+8|0}n[b>>2]=p}}else if(!b){o=a+104|0;c=a+116|0;h=a+108|0;l=a+112|0;i=a+120|0;b=a+124|0;m=a+116|0;F=(f[a+100>>2]|0)+((X(f[a+88>>2]|0,j[(f[a+96>>2]|0)+(q<<1)>>1]|0)|0)<<2)|0;e=+n[F>>2];d=+n[F+4>>2];p=+n[F+8>>2];g=+n[a+56>>2]+(e*+n[a+8>>2]+d*+n[a+24>>2]+p*+n[a+40>>2]);k=+n[a+60>>2]+(e*+n[a+12>>2]+d*+n[a+28>>2]+p*+n[a+44>>2]);p=+n[a+64>>2]+(e*+n[a+16>>2]+d*+n[a+32>>2]+p*+n[a+48>>2]);d=+n[o>>2];e=+n[c>>2];if(!(d<=e)){n[o>>2]=g;n[h>>2]=k;n[l>>2]=p;n[c>>2]=g;n[i>>2]=k}else{if(g<d){c=o;I=20}else if(g>e){c=m;I=20}if((I|0)==20)n[c>>2]=g;if(k<+n[h>>2]){c=o;I=23}else if(k>+n[i>>2]){c=m;I=23}if((I|0)==23)n[c+4>>2]=k;if(p<+n[l>>2])b=o;else if(p>+n[b>>2])b=m;else break;b=b+8|0}n[b>>2]=p}while(0);F=f[r>>2]|0;if((f[F>>2]|0)==(f[F+4>>2]|0)){i=f[a+92>>2]|0;if(G>>>0>=H>>>0)return;l=f[a+100>>2]|0;m=f[a+88>>2]|0;o=a+104|0;q=a+8|0;r=a+24|0;s=a+40|0;t=a+56|0;u=a+12|0;v=a+28|0;w=a+44|0;x=a+60|0;y=a+16|0;z=a+32|0;A=a+48|0;B=a+64|0;C=a+108|0;D=a+112|0;E=a+116|0;F=a+124|0;h=a+120|0;c=G;do{G=l+((X(m,c+i|0)|0)<<2)|0;k=+n[G>>2];p=+n[G+4>>2];g=+n[G+8>>2];d=+n[t>>2]+(k*+n[q>>2]+p*+n[r>>2]+g*+n[s>>2]);e=+n[x>>2]+(k*+n[u>>2]+p*+n[v>>2]+g*+n[w>>2]);g=+n[B>>2]+(k*+n[y>>2]+p*+n[z>>2]+g*+n[A>>2]);if(d<+n[o>>2]){b=o;I=34}else if(d>+n[E>>2]){b=E;I=34}if((I|0)==34){I=0;n[b>>2]=d}if(e<+n[C>>2]){b=o;I=37}else if(e>+n[h>>2]){b=E;I=37}if((I|0)==37){I=0;n[b+4>>2]=e}if(g<+n[D>>2]){b=o;I=40}else if(g>+n[F>>2]){b=E;I=40}if((I|0)==40){I=0;n[b+8>>2]=g}c=c+1|0}while((c|0)!=(H|0));return}else{i=f[a+96>>2]|0;if(G>>>0>=H>>>0)return;l=f[a+100>>2]|0;m=f[a+88>>2]|0;o=a+104|0;q=a+8|0;r=a+24|0;s=a+40|0;t=a+56|0;u=a+12|0;v=a+28|0;w=a+44|0;x=a+60|0;y=a+16|0;z=a+32|0;A=a+48|0;B=a+64|0;C=a+108|0;D=a+112|0;E=a+116|0;F=a+124|0;h=a+120|0;c=G;do{G=l+((X(m,j[i+(c<<1)>>1]|0)|0)<<2)|0;k=+n[G>>2];p=+n[G+4>>2];g=+n[G+8>>2];d=+n[t>>2]+(k*+n[q>>2]+p*+n[r>>2]+g*+n[s>>2]);e=+n[x>>2]+(k*+n[u>>2]+p*+n[v>>2]+g*+n[w>>2]);g=+n[B>>2]+(k*+n[y>>2]+p*+n[z>>2]+g*+n[A>>2]);if(d<+n[o>>2]){b=o;I=46}else if(d>+n[E>>2]){b=E;I=46}if((I|0)==46){I=0;n[b>>2]=d}if(e<+n[C>>2]){b=o;I=49}else if(e>+n[h>>2]){b=E;I=49}if((I|0)==49){I=0;n[b+4>>2]=e}if(g<+n[D>>2]){b=o;I=52}else if(g>+n[F>>2]){b=E;I=52}if((I|0)==52){I=0;n[b+8>>2]=g}c=c+1|0}while((c|0)!=(H|0));return}}function cEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+160|0;q=r+144|0;p=r+128|0;j=r;VDa(q,f[64651]|0);MDa(p,f[64651]|0);k=f[b+4>>2]|0;f[j>>2]=k;h=j+4|0;k=k+44|0;f[h>>2]=(f[k>>2]|0)+72+((c&255)*12|0);f[j+72>>2]=q;f[j+76>>2]=p;RDa(j+80|0,f[k>>2]|0,c,q,p);k=j+104|0;f[k>>2]=1065353216;l=j+108|0;f[l>>2]=1065353216;m=j+112|0;f[m>>2]=1065353216;n=j+116|0;f[n>>2]=0;o=j+120|0;f[o>>2]=0;i=j+124|0;f[i>>2]=0;g=f[b+96>>2]|0;f[j+8>>2]=f[g>>2];f[j+12>>2]=f[g+4>>2];f[j+16>>2]=f[g+8>>2];f[j+20>>2]=f[g+12>>2];f[j+24>>2]=f[g+16>>2];f[j+28>>2]=f[g+20>>2];f[j+32>>2]=f[g+24>>2];f[j+36>>2]=f[g+28>>2];f[j+40>>2]=f[g+32>>2];f[j+44>>2]=f[g+36>>2];f[j+48>>2]=f[g+40>>2];f[j+52>>2]=f[g+44>>2];f[j+56>>2]=f[g+48>>2];f[j+60>>2]=f[g+52>>2];f[j+64>>2]=f[g+56>>2];f[j+68>>2]=f[g+60>>2];do if(!e){c=0;g=6}else{c=0;while(1){b=f[d+(c<<2)>>2]|0;s=f[h>>2]|0;g=f[s>>2]|0;if(b>>>0>=(((f[s+4>>2]|0)-g|0)/12|0)>>>0){g=4;break}bEa(j,g+(b*12|0)|0);c=c+1|0;if(c>>>0>=e>>>0){g=5;break}}if((g|0)==4){f[a>>2]=1065353216;f[a+4>>2]=1065353216;f[a+8>>2]=1065353216;f[a+12>>2]=0;b=0;c=0;break}else if((g|0)==5){c=f[i>>2]|0;g=6;break}}while(0);if((g|0)==6){f[a>>2]=f[k>>2];f[a+4>>2]=f[l>>2];f[a+8>>2]=f[m>>2];f[a+12>>2]=f[n>>2];b=f[o>>2]|0}f[a+16>>2]=b;f[a+20>>2]=c;c=f[p+12>>2]|0;if(c|0)RBa(c,p);g=f[p>>2]|0;if(g|0){c=p+4|0;b=f[c>>2]|0;if((b|0)!=(g|0))f[c>>2]=b+(~((b+-4-g|0)>>>2)<<2);sOb(g)}c=f[q+12>>2]|0;if(c|0)SBa(c,q);g=f[q>>2]|0;if(!g){u=r;return}c=q+4|0;b=f[c>>2]|0;if((b|0)!=(g|0))f[c>>2]=b+(~((b+-2-g|0)>>>1)<<1);sOb(g);u=r;return}function dEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;L=S+8|0;K=S;R=S+120|0;Q=S+104|0;P=S+88|0;O=S+72|0;J=S+48|0;I=S+24|0;M=S+12|0;VDa(R,f[64651]|0);MDa(Q,f[64651]|0);eEa(P,f[64651]|0);eEa(O,f[64651]|0);N=b+44|0;b=f[N>>2]|0;RDa(J,b,0,R,Q);RDa(I,f[N>>2]|0,1,R,Q);f[M>>2]=0;N=M+4|0;f[N>>2]=0;f[M+8>>2]=0;do if(!d){b=0;e=0;k=68}else{A=b+84|0;B=b+72|0;C=b+88|0;D=P+4|0;E=P+8|0;F=f[I+12>>2]|0;G=f[I+20>>2]|0;H=f[I+8>>2]|0;q=b+76|0;r=O+4|0;s=O+8|0;t=f[J+12>>2]|0;v=f[J+20>>2]|0;w=f[J+8>>2]|0;x=M+8|0;y=f[J+16>>2]|0;z=f[I+16>>2]|0;p=0;a:while(1){k=f[c+(p<<2)>>2]|0;o=f[A>>2]|0;l=o;if(k>>>0>=(((f[C>>2]|0)-o|0)/12|0)>>>0){k=83;break}n=l+(k*12|0)+4|0;h=f[n>>2]|0;if(h|0){m=f[P>>2]|0;b=f[D>>2]|0;g=m;if((b|0)!=(m|0)){b=b+(~(((b+-12-g|0)>>>0)/12|0)*12|0)|0;f[D>>2]=b}e=b;if((((f[E>>2]|0)-g|0)/12|0)>>>0<h>>>0){if(h>>>0>357913941){k=9;break}o=pOb(h*12|0)|0;e=o+(((e-g|0)/12|0)*12|0)|0;i=e;g=o+(h*12|0)|0;if((b|0)==(m|0))b=i;else{do{o=e;e=e+-12|0;h=b;b=b+-12|0;f[e>>2]=f[b>>2];f[o+-8>>2]=f[h+-8>>2];f[o+-4>>2]=f[h+-4>>2]}while((b|0)!=(m|0));b=e}f[P>>2]=b;f[D>>2]=i;f[E>>2]=g;if(m|0)sOb(m)}e=f[l+(k*12|0)>>2]|0;k=(f[n>>2]|0)+e|0;o=f[I>>2]|0;b=k>>>0>e>>>0;if((f[o>>2]|0)==(f[o+4>>2]|0)){if(b)do{b=G+((X(H,e+F|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[D>>2]|0;if(i>>>0<(f[E>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[D>>2]=i+12}else $Da(P,b,g,h);e=e+1|0}while((e|0)!=(k|0))}else if(b)do{b=G+((X(H,j[z+(e<<1)>>1]|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[D>>2]|0;if(i>>>0<(f[E>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[D>>2]=i+12}else $Da(P,b,g,h);e=e+1|0}while((e|0)!=(k|0));b=f[D>>2]|0;e=f[P>>2]|0;k=(b-e|0)/12|0;l=e;if(k>>>0>2){h=2;i=2;while(1){o=l+(h*12|0)+12|0;g=i+1|0;f[l+(i*12|0)>>2]=f[o>>2];f[l+(i*12|0)+4>>2]=f[o+4>>2];f[l+(i*12|0)+8>>2]=f[o+8>>2];h=h+2|0;if(h>>>0>=k>>>0)break;else i=g}}else g=2;h=b;if(g>>>0>k>>>0){fEa(P,g-k|0);e=f[P>>2]|0;b=f[D>>2]|0}else if(g>>>0<k>>>0){g=l+(g*12|0)|0;if((g|0)!=(h|0)){b=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0)|0;f[D>>2]=b}}o=(b-e|0)/12|0;b=f[B>>2]|0;if((f[q>>2]|0)!=(b|0)){n=0;do{m=b+(n*12|0)+4|0;i=f[m>>2]|0;do if(i>>>0>=o>>>0){l=f[O>>2]|0;e=f[r>>2]|0;h=l;if((e|0)!=(l|0)){e=e+(~(((e+-12-h|0)>>>0)/12|0)*12|0)|0;f[r>>2]=e}g=e;do if((((f[s>>2]|0)-h|0)/12|0)>>>0<i>>>0){if(i>>>0>357913941){k=39;break a}T=pOb(i*12|0)|0;g=T+(((g-h|0)/12|0)*12|0)|0;k=g;h=T+(i*12|0)|0;if((e|0)==(l|0))e=k;else{do{T=g;g=g+-12|0;i=e;e=e+-12|0;f[g>>2]=f[e>>2];f[T+-8>>2]=f[i+-8>>2];f[T+-4>>2]=f[i+-4>>2]}while((e|0)!=(l|0));e=g}f[O>>2]=e;f[r>>2]=k;f[s>>2]=h;if(!l)break;sOb(l)}while(0);e=f[b+(n*12|0)>>2]|0;k=(f[m>>2]|0)+e|0;T=f[J>>2]|0;b=k>>>0>e>>>0;if((f[T>>2]|0)==(f[T+4>>2]|0)){if(b)do{b=v+((X(w,e+t|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[r>>2]|0;if(i>>>0<(f[s>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[r>>2]=i+12}else $Da(O,b,g,h);e=e+1|0}while((e|0)!=(k|0))}else if(b)do{b=v+((X(w,j[y+(e<<1)>>1]|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[r>>2]|0;if(i>>>0<(f[s>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[r>>2]=i+12}else $Da(O,b,g,h);e=e+1|0}while((e|0)!=(k|0));if(!(gEa(P,O)|0)){e=f[P>>2]|0;b=f[D>>2]|0;do if((e|0)!=(b|0)){b=b+-12|0;if(e>>>0>=b>>>0)break;do{T=e+4|0;h=e+8|0;i=f[e>>2]|0;k=f[T>>2]|0;m=f[h>>2]|0;f[e>>2]=f[b>>2];l=b+4|0;f[T>>2]=f[l>>2];T=b+8|0;f[h>>2]=f[T>>2];f[b>>2]=i;f[l>>2]=k;f[T>>2]=m;e=e+12|0;b=b+-12|0}while(e>>>0<b>>>0)}while(0);if(!(gEa(P,O)|0))break}f[L>>2]=n;b=f[N>>2]|0;if(b>>>0<(f[x>>2]|0)>>>0){f[b>>2]=n;f[N>>2]=b+4}else aK(M,L)}while(0);n=n+1|0;b=f[B>>2]|0}while(n>>>0<(((f[q>>2]|0)-b|0)/12|0)>>>0)}}p=p+1|0;if(p>>>0>=d>>>0){k=67;break}}if((k|0)==9)vd();else if((k|0)==39)vd();else if((k|0)==67){b=f[M>>2]|0;e=f[N>>2]|0;k=68;break}else if((k|0)==83){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=f[M>>2]|0;if(!b)break;e=f[N>>2]|0;if((e|0)!=(b|0))f[N>>2]=e+(~((e+-4-b|0)>>>2)<<2);sOb(b);break}}while(0);if((k|0)==68){aDb(b,e,L);T=f[M>>2]|0;b=f[N>>2]|0;i=T;f[K>>2]=i;do if((b|0)==(T|0))k=73;else{e=L;g=K;while(1){f[e>>2]=f[g>>2];g=(f[L>>2]|0)+4|0;f[L>>2]=g;if((g|0)==(b|0)){k=71;break}e=f[K>>2]|0;h=f[e>>2]|0;if((h|0)==(f[g>>2]|0))break;else{e=K;g=L}}if((k|0)==71){k=73;break}if((e|0)==(b|0))e=b;else{g=e+8|0;if((g|0)!=(b|0))do{T=h;h=f[g>>2]|0;if((T|0)!=(h|0)){e=e+4|0;f[e>>2]=h}g=g+4|0}while((g|0)!=(b|0));e=e+4|0}}while(0);if((k|0)==73)e=b;if((b|0)!=(e|0)){b=b+(~((b+-4-e|0)>>>2)<<2)|0;f[N>>2]=b}f[a>>2]=i;f[a+4>>2]=b;T=M+8|0;f[a+8>>2]=f[T>>2];f[T>>2]=0;f[N>>2]=0;f[M>>2]=0}b=f[O+12>>2]|0;if(b|0)hEa(b,O);g=f[O>>2]|0;if(g|0){b=O+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}b=f[P+12>>2]|0;if(b|0)hEa(b,P);g=f[P>>2]|0;if(g|0){b=P+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}b=f[Q+12>>2]|0;if(b|0)RBa(b,Q);g=f[Q>>2]|0;if(g|0){b=Q+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}b=f[R+12>>2]|0;if(b|0)SBa(b,R);g=f[R>>2]|0;if(!g){u=S;return}b=R+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=S;return}function eEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257288]|0))if(MPb(257288)|0){f[64652]=0;f[64653]=0;f[64654]=0}e=f[64653]|0;if((f[64652]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64653]|0;j=h+-12|0;while(1){e=h+-12|0;f[64653]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-12-i|0)>>>0)/12|0)*12|0);sOb(i);e=f[64653]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function fEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;e=f[k>>2]|0;l=a+4|0;d=f[l>>2]|0;i=d;if(((e-d|0)/12|0)>>>0>=b>>>0){f[l>>2]=i+(b*12|0);return}c=f[a>>2]|0;g=(d-c|0)/12|0;d=g+b|0;j=c;if(d>>>0>357913941)AMb(a);m=(e-c|0)/12|0;e=m<<1;e=m>>>0<178956970?(e>>>0<d>>>0?d:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(g*12|0)|0;g=h+(e*12|0)|0;e=d+(b*12|0)|0;if((i|0)!=(j|0)){c=i;do{m=d;d=d+-12|0;i=c;c=c+-12|0;f[d>>2]=f[c>>2];f[m+-8>>2]=f[i+-8>>2];f[m+-4>>2]=f[i+-4>>2]}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=d;f[l>>2]=e;f[k>>2]=g;if(!c)return;sOb(c);return}function gEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a>>2]|0;e=(f[a+4>>2]|0)-i|0;j=(e|0)/12|0;h=f[b>>2]|0;d=((f[b+4>>2]|0)-h|0)/12|0;g=d-j|0;c=h+(g*12|0)|0;a:do if((g|0)<0)a=h;else{if(!e){j=1;return j|0}else a=h;b:while(1){b=0;while(1){if(+n[i+(b*12|0)>>2]!=+n[a+(b*12|0)>>2])break;if(+n[i+(b*12|0)+4>>2]!=+n[a+(b*12|0)+4>>2])break;if(+n[i+(b*12|0)+8>>2]!=+n[a+(b*12|0)+8>>2])break;b=b+1|0;if(b>>>0>=j>>>0){a=1;break b}}a=a+12|0;if(a>>>0>c>>>0)break a}return a|0}while(0);g=h+(d*12|0)|0;if(a>>>0>=g>>>0){j=0;return j|0}if(!e){j=1;return j|0}c:while(1){b=0;e=0;while(1){c=a+(e*12|0)|0;d=i+(e*12|0)|0;if(c>>>0<g>>>0){if(+n[d>>2]!=+n[c>>2])break;if(+n[i+(e*12|0)+4>>2]!=+n[a+(e*12|0)+4>>2])break;if(+n[i+(e*12|0)+8>>2]!=+n[a+(e*12|0)+8>>2])break}else{if(+n[d>>2]!=+n[h+(b*12|0)>>2])break;if(+n[i+(e*12|0)+4>>2]!=+n[h+(b*12|0)+4>>2])break;if(+n[i+(e*12|0)+8>>2]!=+n[h+(b*12|0)+8>>2])break;else b=b+1|0}e=e+1|0;if(e>>>0>=j>>>0){a=1;b=21;break c}}a=a+12|0;if(a>>>0>=g>>>0){a=0;b=21;break}}if((b|0)==21)return a|0;return 0}function hEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-12-a|0)>>>0)/12|0)*12|0);if(!(b[257288]|0))if(MPb(257288)|0){f[64652]=0;f[64653]=0;f[64654]=0}a=f[64653]|0;if(a>>>0<(f[64654]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64653]=a+12;return}else{iEa(258608,c);return}}function iEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function jEa(a,c){a=a|0;c=c|0;var d=0,e=0;e=c+148|0;d=b[e>>0]|0;b[e>>0]=d<<1&4|d&-5;kEa(a,c,c+56|0,(d&4)==0);return}function kEa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0;f[a>>2]=c;k=a+4|0;f[k>>2]=d;VDa(a+32|0,f[64651]|0);MDa(a+48|0,f[64651]|0);d=lMa((f[a>>2]|0)+52|0)|0;f[a+64>>2]=d;d=a+80|0;g=f[a>>2]|0;c=f[g+24>>2]|0;if(c>>>0<1537)if((f[g+28>>2]|0)>>>0<1025){j=(f[g+32>>2]|0)>>>0<513;b[d>>0]=j&1;if(j){r=+n[g+124>>2];q=+n[g+136>>2];p=+n[g+128>>2];o=+n[g+140>>2];m=+n[g+132>>2];l=+n[g+144>>2];n[a+8>>2]=r-q;n[a+12>>2]=p-o;n[a+16>>2]=m-l;n[a+20>>2]=r+q;n[a+24>>2]=p+o;n[a+28>>2]=m+l;return}}else h=3;else h=3;if((h|0)==3)b[d>>0]=0;if(!(b[g+148>>0]&2)){d=f[g+40>>2]|0;j=f[g+44>>2]|0;c=d-(f[g+36>>2]|0)|0;d=j-d|0;j=(f[g+108>>2]|0)-j|0}else{d=f[g+28>>2]|0;j=f[g+32>>2]|0}c=((c>>>0)/1536|0)+(((c>>>0)%1536|0|0)!=0&1)|0;f[a+68>>2]=0;f[a+72>>2]=c;c=(d>>>10)+((d&1023|0)!=0&1)+c|0;f[a+76>>2]=c;if(!e)return;h=f[k>>2]|0;e=f[h>>2]|0;i=h+4|0;g=f[i>>2]|0;if((e|0)==(g|0)){d=(j>>>9)+((j&511|0)!=0&1)+c|0;c=(g-e|0)/24|0;if(d>>>0>c>>>0)lEa(h,d-c|0);else if(!(d>>>0>=c>>>0|(d|0)==0)){j=e+(~((((X(d,-24)|0)+-24|0)>>>0)/24|0)*24|0)|0;f[i>>2]=j}c=f[k>>2]|0;g=f[c>>2]|0;c=(f[c+4>>2]|0)-g|0;if((c|0)>0){d=(c>>>0)/24|0;c=g;while(1){f[c>>2]=1065353216;f[c+4>>2]=1065353216;f[c+8>>2]=1065353216;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;if((d|0)>1){d=d+-1|0;c=c+24|0}else break}}}mEa(a,0,1536);mEa(a,1,1024);mEa(a,2,512);return}function lEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/24|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;c=(f[k>>2]|0)+24|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/24|0;c=e+b|0;if(c>>>0>178956970)AMb(a);g=(g-d|0)/24|0;i=g<<1;c=g>>>0<89478485?(i>>>0<c>>>0?c:i):178956970;do if(!c)h=0;else if(c>>>0>178956970)vd();else{h=pOb(c*24|0)|0;break}while(0);i=h+(e*24|0)|0;g=i;d=h+(c*24|0)|0;c=i;h=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;c=h+24|0;h=c;b=b+-1|0}while((b|0)!=0);e=d;c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=b;b=b+-24|0;g=d;d=d+-24|0;f[b>>2]=f[d>>2];f[i+-20>>2]=f[g+-20>>2];f[i+-16>>2]=f[g+-16>>2];f[i+-12>>2]=f[g+-12>>2];f[i+-8>>2]=f[g+-8>>2];f[i+-4>>2]=f[g+-4>>2]}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function mEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;E=u;u=u+48|0;m=E+24|0;B=E;d=f[a>>2]|0;e=b&255;C=f[d+24+(e<<2)>>2]|0;if(!C){u=E;return}RDa(m,d,b,a+32|0,a+48|0);b=f[a+68+(e<<2)>>2]|0;e=b+1|0;A=a+4|0;a=f[A>>2]|0;g=f[a>>2]|0;a=((f[a+4>>2]|0)-g|0)/24|0;a:do if(e>>>0<a>>>0){d=0;while(1){if(!(+n[g+(e*24|0)>>2]<=+n[g+(e*24|0)+12>>2]))break a;d=d+c|0;b=e+1|0;if(b>>>0<a>>>0){z=e;e=b;b=z}else{b=e;break}}}else d=0;while(0);if(d>>>0<C>>>0){t=B+4|0;v=B+8|0;w=B+12|0;x=B+16|0;y=B+20|0;p=f[m>>2]|0;z=f[m+12>>2]|0;q=f[m+20>>2]|0;r=f[m+8>>2]|0;o=f[m+16>>2]|0;p=(f[p>>2]|0)==(f[p+4>>2]|0);while(1){m=d+c|0;a=d;d=C>>>0<m>>>0?C:m;f[B>>2]=1065353216;f[t>>2]=1065353216;f[v>>2]=1065353216;f[w>>2]=0;f[x>>2]=0;f[y>>2]=0;e=a+1|0;g=(a|0)==-1;b:do if(p){if(g)h=1.0;else{a=q+((X(a+z|0,r)|0)<<2)|0;g=f[a>>2]|0;F=f[a+4>>2]|0;a=f[a+8>>2]|0;f[B>>2]=g;f[t>>2]=F;f[v>>2]=a;f[w>>2]=g;f[x>>2]=F;f[y>>2]=a;h=(f[s>>2]=g,+n[s>>2])}if(e>>>0<d>>>0)while(1){F=q+((X(e+z|0,r)|0)<<2)|0;i=+n[F>>2];k=+n[F+4>>2];l=+n[F+8>>2];if(i<h){a=B;D=15}else if(i>+n[w>>2]){a=w;D=15}if((D|0)==15){D=0;n[a>>2]=i}if(k<+n[t>>2]){a=B;D=18}else if(k>+n[x>>2]){a=w;D=18}if((D|0)==18){D=0;n[a+4>>2]=k}if(l<+n[v>>2]){a=B;D=21}else if(l>+n[y>>2]){a=w;D=21}if((D|0)==21){D=0;n[a+8>>2]=l}e=e+1|0;if((e|0)==(d|0))break b;h=+n[B>>2]}}else{if(g)h=1.0;else{g=q+((X(r,j[o+(a<<1)>>1]|0)|0)<<2)|0;F=f[g>>2]|0;a=f[g+4>>2]|0;g=f[g+8>>2]|0;f[B>>2]=F;f[t>>2]=a;f[v>>2]=g;f[w>>2]=F;f[x>>2]=a;f[y>>2]=g;h=(f[s>>2]=F,+n[s>>2])}if(e>>>0<d>>>0)while(1){F=q+((X(r,j[o+(e<<1)>>1]|0)|0)<<2)|0;i=+n[F>>2];k=+n[F+4>>2];l=+n[F+8>>2];if(i<h){a=B;D=27}else if(i>+n[w>>2]){a=w;D=27}if((D|0)==27){D=0;n[a>>2]=i}if(k<+n[t>>2]){a=B;D=30}else if(k>+n[x>>2]){a=w;D=30}if((D|0)==30){D=0;n[a+4>>2]=k}if(l<+n[v>>2]){a=B;D=33}else if(l>+n[y>>2]){a=w;D=33}if((D|0)==33){D=0;n[a+8>>2]=l}e=e+1|0;if((e|0)==(d|0))break b;h=+n[B>>2]}}while(0);F=f[f[A>>2]>>2]|0;f[F+(b*24|0)>>2]=f[B>>2];f[F+(b*24|0)+4>>2]=f[t>>2];f[F+(b*24|0)+8>>2]=f[v>>2];f[F+(b*24|0)+12>>2]=f[w>>2];f[F+(b*24|0)+16>>2]=f[x>>2];f[F+(b*24|0)+20>>2]=f[y>>2];if(C>>>0<=m>>>0)break;else b=b+1|0}}u=E;return}function nEa(a,b){a=a|0;b=b|0;oEa(a,b);return}function oEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=u;u=u+32|0;m=o+8|0;n=o;e=f[a>>2]|0;g=f[e>>2]|0;if(!(b[e+80>>0]|0)){l=b[a+12>>0]|0;d=l;a=(f[a+4>>2]|0)-(f[e+68+((l&255)<<2)>>2]|0)|0}else{d=b[a+12>>0]|0;a=0}switch(d<<24>>24){case 0:{l=a*1536|0;j=l+1536|0;k=f[g+24>>2]|0;j=k>>>0<j>>>0?k:j;k=l;l=j-(((j-l|0)>>>0)%3|0)|0;break}case 1:{k=a<<10;l=k+1024|0;j=f[g+28>>2]|0;l=(j>>>0<l>>>0?j:l)&-2;break}case 2:{k=a<<9;l=k+512|0;j=f[g+32>>2]|0;l=j>>>0<l>>>0?j:l;break}default:{u=o;return}}RDa(m,g,d,e+32|0,e+48|0);i=f[c>>2]|0;j=c+4|0;a=f[j>>2]|0;d=i;if((a|0)!=(i|0)){a=a+(~(((a+-24-d|0)>>>0)/24|0)*24|0)|0;f[j>>2]=a}h=c+8|0;if((((f[h>>2]|0)-d|0)/24|0)>>>0<1536){g=pOb(36864)|0;d=g+(((a-d|0)/24|0)*24|0)|0;e=d;g=g+36864|0;if((a|0)==(i|0))a=e;else{do{q=a;a=a+-24|0;p[d+-24>>3]=+p[a>>3];p[d+-16>>3]=+p[q+-16>>3];p[d+-8>>3]=+p[q+-8>>3];d=d+-24|0}while((a|0)!=(i|0));a=d}f[c>>2]=a;f[j>>2]=e;f[h>>2]=g;if(i|0)sOb(i)}f[n>>2]=c;pEa(m,k,l,n);u=o;return}function pEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0.0,r=0.0;o=f[a>>2]|0;if((f[o>>2]|0)==(f[o+4>>2]|0)){m=f[a+12>>2]|0;if(b>>>0>=c>>>0)return;o=a+20|0;l=a+8|0;do{a=(f[o>>2]|0)+((X(f[l>>2]|0,b+m|0)|0)<<2)|0;e=f[d>>2]|0;g=a+4|0;h=a+8|0;i=e+4|0;k=f[i>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){r=+n[g>>2];q=+n[h>>2];p[k>>3]=+n[a>>2];p[k+8>>3]=r;p[k+16>>3]=q;f[i>>2]=k+24}else qEa(e,a,g,h);b=b+1|0}while((b|0)!=(c|0));return}else{m=f[a+16>>2]|0;if(b>>>0>=c>>>0)return;o=a+20|0;l=a+8|0;do{a=(f[o>>2]|0)+((X(f[l>>2]|0,j[m+(b<<1)>>1]|0)|0)<<2)|0;e=f[d>>2]|0;g=a+4|0;h=a+8|0;i=e+4|0;k=f[i>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){q=+n[g>>2];r=+n[h>>2];p[k>>3]=+n[a>>2];p[k+8>>3]=q;p[k+16>>3]=r;f[i>>2]=k+24}else qEa(e,a,g,h);b=b+1|0}while((b|0)!=(c|0));return}}function qEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0;o=a+4|0;g=f[o>>2]|0;q=f[a>>2]|0;j=(g-q|0)/24|0;e=j+1|0;l=q;if(e>>>0>178956970)AMb(a);m=a+8|0;k=((f[m>>2]|0)-q|0)/24|0;h=k<<1;h=k>>>0<89478485?(h>>>0<e>>>0?e:h):178956970;do if(!h)i=0;else if(h>>>0>178956970)vd();else{i=pOb(h*24|0)|0;break}while(0);e=i+(j*24|0)|0;k=i+(h*24|0)|0;s=+n[c>>2];r=+n[d>>2];p[e>>3]=+n[b>>2];p[i+(j*24|0)+8>>3]=s;p[i+(j*24|0)+16>>3]=r;h=e+24|0;if((g|0)!=(l|0))do{j=g;g=g+-24|0;p[e+-24>>3]=+p[g>>3];p[e+-16>>3]=+p[j+-16>>3];p[e+-8>>3]=+p[j+-8>>3];e=e+-24|0}while((g|0)!=(l|0));f[a>>2]=e;f[o>>2]=h;f[m>>2]=k;if(!q)return;sOb(q);return}function rEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+72>>2]|0;e=f[c+68>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=0;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function sEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+76>>2]|0;e=f[c+72>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=1;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function tEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+4>>2]|0;d=((f[d+4>>2]|0)-(f[d>>2]|0)|0)/24|0;e=f[c+76>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=2;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function uEa(a){a=a|0;var c=0;c=(f[a+4>>2]|0)+1|0;if(c>>>0>=(f[a+8>>2]|0)>>>0){c=0;return c|0}if(b[a+13>>0]|0){c=1;return c|0}a=f[f[(f[a>>2]|0)+4>>2]>>2]|0;c=+n[a+(c*24|0)>>2]<=+n[a+(c*24|0)+12>>2];return c|0}function vEa(a){a=a|0;a=a+4|0;f[a>>2]=(f[a>>2]|0)+1;return}function wEa(a){a=a|0;var c=0;c=f[a>>2]|0;if(!(b[c+80>>0]|0)){c=(f[f[c+4>>2]>>2]|0)+((f[a+4>>2]|0)*24|0)|0;return c|0}else{c=c+8|0;return c|0}return 0}function xEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+32|0;A=D+24|0;B=D;f[A>>2]=0;f[A+4>>2]=-1;a=(IRa(a)|0)+8|0;a=f[a>>2]|0;a:do if(!a){g=0;a=0}else{g=f[(f[a+12>>2]|0)+56>>2]|0;if(!g)do{a=f[a>>2]|0;if(!a){g=0;a=0;break a}g=f[(f[a+12>>2]|0)+56>>2]|0}while((g|0)==0)}while(0);m=e+12|0;o=B+4|0;p=e+4|0;q=B+8|0;r=e+8|0;s=e+12|0;t=B+12|0;v=B+16|0;w=e+16|0;x=B+20|0;y=e+20|0;z=B+12|0;if(!a){u=D;return}b:while(1){do{h=f[g+12>>2]|0;do if(h|0){E=h+200|0;if((f[E>>2]&-268435456|0)==0&0==0)if(yEa(h,A,b,c,d,B)|0){i=+n[e>>2];j=+n[m>>2];if(!(i<=j)){f[e>>2]=f[B>>2];f[p>>2]=f[o>>2];f[r>>2]=f[q>>2];f[s>>2]=f[t>>2];f[w>>2]=f[v>>2];f[y>>2]=f[x>>2];break}k=+n[B>>2];l=+n[z>>2];if(k<=l){if(k<i){h=e;C=15}else if(k>j){h=s;C=15}if((C|0)==15){C=0;n[h>>2]=k}i=+n[o>>2];if(i<+n[p>>2]){h=e;C=18}else if(i>+n[w>>2]){h=s;C=18}if((C|0)==18){C=0;n[h+4>>2]=i}i=+n[q>>2];if(i<+n[r>>2]){h=e;C=21}else if(i>+n[y>>2]){h=s;C=21}if((C|0)==21){C=0;n[h+8>>2]=i}if(l<+n[e>>2]){h=e;C=24}else if(l>+n[s>>2]){h=s;C=24}if((C|0)==24){C=0;n[h>>2]=l}i=+n[v>>2];if(i<+n[p>>2]){h=e;C=27}else if(i>+n[w>>2]){h=s;C=27}if((C|0)==27){C=0;n[h+4>>2]=i}i=+n[x>>2];if(i<+n[r>>2])h=e;else if(i>+n[y>>2])h=s;else break;n[h+8>>2]=i}}}while(0);g=f[g>>2]|0}while((g|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;g=f[(f[a+12>>2]|0)+56>>2]|0;if(g)continue b}}u=D;return}function yEa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0;j=u;u=u+32|0;i=j;if(!e)if(f[a+196>>2]&65536|0){i=0;u=j;return i|0}e=f[a+4>>2]|0;if(!e){g=a+116|0;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;i=0;u=j;return i|0}if(g)if(!(b[(f[e+44>>2]|0)+148>>0]&2)){g=a+116|0;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;i=0;u=j;return i|0}else{aEa(i,d,a);d=f[i>>2]|0;f[i>>2]=f[h>>2];f[h>>2]=d;e=i+4|0;a=f[e>>2]|0;g=h+4|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=i+8|0;a=f[g>>2]|0;e=h+8|0;f[g>>2]=f[e>>2];f[e>>2]=a;e=h+12|0;a=i+12|0;g=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=g;e=i+16|0;a=f[e>>2]|0;c=h+16|0;f[e>>2]=f[c>>2];f[c>>2]=a;f[h+20>>2]=f[i+20>>2];k=(f[s>>2]=d,+n[s>>2]);i=k<=(f[s>>2]=g,+n[s>>2]);u=j;return i|0}else{if(d)if(!((GJa(a)|0)<<24>>24)){i=0;u=j;return i|0}JJa(a,h,h+12|0);i=1;u=j;return i|0}return 0}function zEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+20|0;m=o+8|0;k=o;f[m>>2]=0;n=m+4|0;f[n>>2]=0;f[m+8>>2]=0;f[l>>2]=f[64655];IQa(k,a,l);g=f[(f[k>>2]|0)+56>>2]|0;if(!g){g=0;h=0}else{j=m+8|0;do{h=g;i=(f[h+12>>2]|0)+200|0;if((f[i>>2]&-268435456|0)==0&0==0){h=f[h+8>>2]|0;f[l>>2]=h;i=f[n>>2]|0;if(i>>>0<(f[j>>2]|0)>>>0){f[i>>2]=0;f[i+4>>2]=h;f[n>>2]=i+8}else BEa(m,258620,l)}g=f[g>>2]|0}while((g|0)!=0);g=f[m>>2]|0;h=f[n>>2]|0}f[l>>2]=h-g>>3;AEa(a,g,l,b,c,d,e);g=f[k+4>>2]|0;if(g|0)iOb(g);g=f[m>>2]|0;if(!g){u=o;return}h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);u=o;return}function AEa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+32|0;z=D+24|0;A=D;B=f[c>>2]|0;if(!B){u=D;return}k=z+4|0;l=B;do{i=l+-1|0;f[c>>2]=i;i=b+(i<<3)|0;ARa(z,a,i);j=f[z>>2]|0;if(!j)j=0;else{y=i;f[y>>2]=0;f[y+4>>2]=-1;j=yEa(j,i,d,e,g,h)|0}i=f[k>>2]|0;if(i|0)iOb(i);l=f[c>>2]|0;i=(l|0)==0;if(j){C=9;break}}while(!i);if((C|0)==9)if(!i){k=z+4|0;o=A+4|0;p=h+4|0;q=A+8|0;r=h+8|0;s=A+12|0;t=A+16|0;v=A+20|0;w=h+12|0;x=h+20|0;y=h+16|0;i=l;do{i=i+-1|0;f[c>>2]=i;i=b+(i<<3)|0;ARa(z,a,i);j=f[z>>2]|0;if(!j)i=0;else{l=i;f[l>>2]=0;f[l+4>>2]=-1;i=yEa(j,i,d,e,g,A)|0}j=f[k>>2]|0;if(j|0)iOb(j);do if(i){m=+n[A>>2];if(m<+n[h>>2]){i=h;C=18}else if(m>+n[w>>2]){i=w;C=18}if((C|0)==18){C=0;n[i>>2]=m}m=+n[o>>2];if(m<+n[p>>2]){i=h;C=21}else if(m>+n[y>>2]){i=w;C=21}if((C|0)==21){C=0;n[i+4>>2]=m}m=+n[q>>2];if(m<+n[r>>2]){i=h;C=24}else if(m>+n[x>>2]){i=w;C=24}if((C|0)==24){C=0;n[i+8>>2]=m}m=+n[s>>2];if(m<+n[h>>2]){i=h;C=27}else if(m>+n[w>>2]){i=w;C=27}if((C|0)==27){C=0;n[i>>2]=m}m=+n[t>>2];if(m<+n[p>>2]){i=h;C=30}else if(m>+n[y>>2]){i=w;C=30}if((C|0)==30){C=0;n[i+4>>2]=m}m=+n[v>>2];if(m<+n[r>>2])i=h;else if(m>+n[x>>2])i=w;else break;n[i+8>>2]=m}while(0);i=f[c>>2]|0}while((i|0)!=0)}l=b+(B<<3)|0;i=b;while(1){if(!(f[i>>2]|0))if((f[i+4>>2]|0)==-1){C=39;break}i=i+8|0;if((i|0)==(l|0)){i=l;break}}a:do if((C|0)==39)if((i|0)==(l|0))i=l;else{j=i;while(1){do{k=j;j=j+8|0;if((j|0)==(l|0))break a;if(f[j>>2]|0)break}while((f[k+12>>2]|0)==-1);A=j;B=f[A+4>>2]|0;C=i;f[C>>2]=f[A>>2];f[C+4>>2]=B;i=i+8|0}}while(0);f[c>>2]=i-b>>3;u=D;return}function BEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function CEa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;G=u;u=u+64|0;o=G+48|0;m=G+44|0;l=G+40|0;q=G+36|0;r=G+32|0;t=G+52|0;v=G+28|0;w=G+24|0;d=G;f[d>>2]=1065353216;E=d+4|0;f[E>>2]=1065353216;F=d+8|0;f[F>>2]=1065353216;i=d+12|0;f[i>>2]=0;C=d+16|0;f[C>>2]=0;D=d+20|0;f[D>>2]=0;j=gSa(a)|0;h=j+40|0;if(!(b[h>>0]|0))h=j+4|0;else{b[h>>0]=0;f[q>>2]=f[j>>2];h=j+4|0;f[r>>2]=f[h>>2];f[l>>2]=f[q>>2];f[m>>2]=f[r>>2];b[o>>0]=b[t>>0]|0;H=aDa(l,m,o)|0;f[v>>2]=H;f[w>>2]=f[h>>2];f[m>>2]=f[v>>2];f[o>>2]=f[w>>2];bDa(j,m,o)|0}if((f[j>>2]|0)==(f[h>>2]|0)){e=1.0;x=0.0;y=1.0;z=1.0;A=0.0}else{K=DEa(gSa(a)|0)|0;J=f[K>>2]|0;f[d>>2]=J;h=f[K+4>>2]|0;f[E>>2]=h;H=f[K+8>>2]|0;f[F>>2]=H;I=f[K+12>>2]|0;f[i>>2]=I;j=f[K+16>>2]|0;f[C>>2]=j;f[D>>2]=f[K+20>>2];y=(f[s>>2]=J,+n[s>>2]);x=(f[s>>2]=I,+n[s>>2]);z=(f[s>>2]=h,+n[s>>2]);A=(f[s>>2]=j,+n[s>>2]);e=(f[s>>2]=H,+n[s>>2])}j=FQa(a)|0;h=j+40|0;if(!(b[h>>0]|0))h=j+4|0;else{b[h>>0]=0;f[q>>2]=f[j>>2];h=j+4|0;f[r>>2]=f[h>>2];f[l>>2]=f[q>>2];f[m>>2]=f[r>>2];b[o>>0]=b[t>>0]|0;K=cDa(l,m,o)|0;f[v>>2]=K;f[w>>2]=f[h>>2];f[m>>2]=f[v>>2];f[o>>2]=f[w>>2];dDa(j,m,o)|0}do if((f[j>>2]|0)==(f[h>>2]|0))h=d+12|0;else{l=EEa(FQa(a)|0)|0;h=d+12|0;if(!(y<=x)){f[d>>2]=f[l>>2];f[E>>2]=f[l+4>>2];f[F>>2]=f[l+8>>2];f[i>>2]=f[l+12>>2];f[C>>2]=f[l+16>>2];f[D>>2]=f[l+20>>2];break}g=+n[l>>2];k=+n[l+12>>2];if(g<=k){if(g<y){j=d;B=15}else if(g>x){j=i;B=15}if((B|0)==15)n[j>>2]=g;g=+n[l+4>>2];if(g<z){j=d;B=18}else if(g>A){j=i;B=18}if((B|0)==18){n[j+4>>2]=g;e=+n[F>>2]}g=+n[l+8>>2];if(g<e){j=d;B=21}else if(g>+n[D>>2]){j=i;B=21}if((B|0)==21)n[j+8>>2]=g;if(k<+n[d>>2]){j=d;B=24}else if(k>+n[i>>2]){j=i;B=24}if((B|0)==24)n[j>>2]=k;e=+n[l+16>>2];if(e<+n[E>>2]){j=d;B=27}else if(e>+n[C>>2]){j=i;B=27}if((B|0)==27)n[j+4>>2]=e;e=+n[l+20>>2];if(e<+n[F>>2])i=d;else if(!(e>+n[D>>2]))break;n[i+8>>2]=e}}while(0);g=+n[d>>2];e=+n[h>>2];if(!(g<=e)){K=0;u=G;return K|0}x=+n[E>>2];y=+n[F>>2];z=+n[C>>2];A=+n[D>>2];p[c>>3]=g;p[c+8>>3]=x;p[c+16>>3]=y;p[c+24>>3]=e;p[c+32>>3]=z;p[c+40>>3]=A;K=1;u=G;return K|0}function DEa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,t=0,v=0;v=u;u=u+32|0;e=v+24|0;d=v+20|0;c=v+16|0;g=v+12|0;h=v+8|0;i=v+4|0;j=v;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];r=a+4|0;f[h>>2]=f[r>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[v+28>>0]|0;q=aDa(c,d,e)|0;f[i>>2]=q;f[j>>2]=f[r>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];bDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0))d=a+12|0;else{b[c>>0]=0;d=a+12|0;f[d>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;e=f[a+4>>2]|0;if((c|0)!=(e|0)){g=a+42|0;do{if(!(GEa(f[c>>2]|0)|0))b[g>>0]=1;c=c+4|0}while((c|0)!=(e|0))}}i=a+12|0;if(+n[i>>2]<=+n[a+24>>2])if(+n[a+16>>2]<=+n[a+28>>2])if(+n[a+20>>2]<=+n[a+32>>2]){u=v;return d|0}c=f[a>>2]|0;j=f[a+4>>2]|0;if((c|0)==(j|0)){u=v;return d|0}h=f[c>>2]|0;e=f[h>>2]|0;f[d>>2]=e;k=a+16|0;f[k>>2]=f[h+4>>2];o=a+20|0;f[o>>2]=f[h+8>>2];p=a+24|0;f[p>>2]=f[h+12>>2];q=a+28|0;f[q>>2]=f[h+16>>2];r=a+32|0;f[r>>2]=f[h+20>>2];c=c+4|0;if((c|0)==(j|0)){u=v;return d|0}h=a+12|0;l=(f[s>>2]=e,+n[s>>2]);while(1){g=f[c>>2]|0;m=+n[g>>2];if(m<l){e=h;t=18}else if(m>+n[p>>2]){e=p;t=18}if((t|0)==18){t=0;n[e>>2]=m}l=+n[g+4>>2];if(l<+n[k>>2]){e=h;t=21}else if(l>+n[q>>2]){e=p;t=21}if((t|0)==21){t=0;n[e+4>>2]=l}l=+n[g+8>>2];if(l<+n[o>>2]){e=h;t=24}else if(l>+n[r>>2]){e=p;t=24}if((t|0)==24){t=0;n[e+8>>2]=l}l=+n[g+12>>2];if(l<+n[i>>2]){e=h;t=27}else if(l>+n[p>>2]){e=p;t=27}if((t|0)==27){t=0;n[e>>2]=l}l=+n[g+16>>2];if(l<+n[k>>2]){e=h;t=30}else if(l>+n[q>>2]){e=p;t=30}if((t|0)==30){t=0;n[e+4>>2]=l}l=+n[g+20>>2];if(l<+n[o>>2]){e=h;t=35}else if(l>+n[r>>2]){e=p;t=35}if((t|0)==35){t=0;n[e+8>>2]=l}c=c+4|0;if((c|0)==(j|0))break;l=+n[i>>2]}u=v;return d|0}function EEa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,t=0,v=0;v=u;u=u+32|0;e=v+24|0;d=v+20|0;c=v+16|0;g=v+12|0;h=v+8|0;i=v+4|0;j=v;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];r=a+4|0;f[h>>2]=f[r>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[v+28>>0]|0;q=cDa(c,d,e)|0;f[i>>2]=q;f[j>>2]=f[r>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];dDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0))d=a+12|0;else{b[c>>0]=0;d=a+12|0;f[d>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;e=f[a+4>>2]|0;if((c|0)!=(e|0)){g=a+42|0;do{if(!(FEa(f[c>>2]|0)|0))b[g>>0]=1;c=c+4|0}while((c|0)!=(e|0))}}i=a+12|0;if(+n[i>>2]<=+n[a+24>>2])if(+n[a+16>>2]<=+n[a+28>>2])if(+n[a+20>>2]<=+n[a+32>>2]){u=v;return d|0}c=f[a>>2]|0;j=f[a+4>>2]|0;if((c|0)==(j|0)){u=v;return d|0}h=f[c>>2]|0;e=f[h>>2]|0;f[d>>2]=e;k=a+16|0;f[k>>2]=f[h+4>>2];o=a+20|0;f[o>>2]=f[h+8>>2];p=a+24|0;f[p>>2]=f[h+12>>2];q=a+28|0;f[q>>2]=f[h+16>>2];r=a+32|0;f[r>>2]=f[h+20>>2];c=c+4|0;if((c|0)==(j|0)){u=v;return d|0}h=a+12|0;l=(f[s>>2]=e,+n[s>>2]);while(1){g=f[c>>2]|0;m=+n[g>>2];if(m<l){e=h;t=18}else if(m>+n[p>>2]){e=p;t=18}if((t|0)==18){t=0;n[e>>2]=m}l=+n[g+4>>2];if(l<+n[k>>2]){e=h;t=21}else if(l>+n[q>>2]){e=p;t=21}if((t|0)==21){t=0;n[e+4>>2]=l}l=+n[g+8>>2];if(l<+n[o>>2]){e=h;t=24}else if(l>+n[r>>2]){e=p;t=24}if((t|0)==24){t=0;n[e+8>>2]=l}l=+n[g+12>>2];if(l<+n[i>>2]){e=h;t=27}else if(l>+n[p>>2]){e=p;t=27}if((t|0)==27){t=0;n[e>>2]=l}l=+n[g+16>>2];if(l<+n[k>>2]){e=h;t=30}else if(l>+n[q>>2]){e=p;t=30}if((t|0)==30){t=0;n[e+4>>2]=l}l=+n[g+20>>2];if(l<+n[o>>2]){e=h;t=35}else if(l>+n[r>>2]){e=p;t=35}if((t|0)==35){t=0;n[e+8>>2]=l}c=c+4|0;if((c|0)==(j|0))break;l=+n[i>>2]}u=v;return d|0}function FEa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;c=a+49|0;if(b[c>>0]|0){t=1;u=v;return t|0}if(f[a+36>>2]|0){t=0;u=v;return t|0}e=f[a+24>>2]|0;d=a+28|0;if((e|0)==(f[d>>2]|0)){t=0;u=v;return t|0}b[c>>0]=1;cGa(s,f[e>>2]|0);p=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=p;p=s+4|0;r=f[p>>2]|0;m=a+4|0;f[p>>2]=f[m>>2];f[m>>2]=r;r=s+8|0;p=f[r>>2]|0;o=a+8|0;f[r>>2]=f[o>>2];f[o>>2]=p;p=a+12|0;r=s+12|0;l=f[r>>2]|0;f[r>>2]=f[p>>2];f[p>>2]=l;l=s+16|0;r=f[l>>2]|0;q=a+16|0;f[l>>2]=f[q>>2];f[q>>2]=r;r=a+20|0;f[r>>2]=f[s+20>>2];l=f[d>>2]|0;c=e+4|0;if((c|0)==(l|0)){t=1;u=v;return t|0}e=s+4|0;h=s+8|0;i=s+12|0;j=s+16|0;k=s+20|0;do{cGa(s,f[c>>2]|0);g=+n[s>>2];if(g<+n[a>>2]){d=a;t=8}else if(g>+n[p>>2]){d=p;t=8}if((t|0)==8){t=0;n[d>>2]=g}g=+n[e>>2];if(g<+n[m>>2]){d=a;t=11}else if(g>+n[q>>2]){d=p;t=11}if((t|0)==11){t=0;n[d+4>>2]=g}g=+n[h>>2];if(g<+n[o>>2]){d=a;t=14}else if(g>+n[r>>2]){d=p;t=14}if((t|0)==14){t=0;n[d+8>>2]=g}g=+n[i>>2];if(g<+n[a>>2]){d=a;t=17}else if(g>+n[p>>2]){d=p;t=17}if((t|0)==17){t=0;n[d>>2]=g}g=+n[j>>2];if(g<+n[m>>2]){d=a;t=20}else if(g>+n[q>>2]){d=p;t=20}if((t|0)==20){t=0;n[d+4>>2]=g}g=+n[k>>2];if(g<+n[o>>2]){d=a;t=23}else if(g>+n[r>>2]){d=p;t=23}if((t|0)==23){t=0;n[d+8>>2]=g}c=c+4|0}while((c|0)!=(l|0));c=1;u=v;return c|0}function GEa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;c=a+49|0;if(b[c>>0]|0){t=1;u=v;return t|0}if(f[a+36>>2]|0){t=0;u=v;return t|0}e=f[a+24>>2]|0;d=a+28|0;if((e|0)==(f[d>>2]|0)){t=0;u=v;return t|0}b[c>>0]=1;UNa(s,f[e>>2]|0);p=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=p;p=s+4|0;r=f[p>>2]|0;m=a+4|0;f[p>>2]=f[m>>2];f[m>>2]=r;r=s+8|0;p=f[r>>2]|0;o=a+8|0;f[r>>2]=f[o>>2];f[o>>2]=p;p=a+12|0;r=s+12|0;l=f[r>>2]|0;f[r>>2]=f[p>>2];f[p>>2]=l;l=s+16|0;r=f[l>>2]|0;q=a+16|0;f[l>>2]=f[q>>2];f[q>>2]=r;r=a+20|0;f[r>>2]=f[s+20>>2];l=f[d>>2]|0;c=e+4|0;if((c|0)==(l|0)){t=1;u=v;return t|0}e=s+4|0;h=s+8|0;i=s+12|0;j=s+16|0;k=s+20|0;do{UNa(s,f[c>>2]|0);g=+n[s>>2];if(g<+n[a>>2]){d=a;t=8}else if(g>+n[p>>2]){d=p;t=8}if((t|0)==8){t=0;n[d>>2]=g}g=+n[e>>2];if(g<+n[m>>2]){d=a;t=11}else if(g>+n[q>>2]){d=p;t=11}if((t|0)==11){t=0;n[d+4>>2]=g}g=+n[h>>2];if(g<+n[o>>2]){d=a;t=14}else if(g>+n[r>>2]){d=p;t=14}if((t|0)==14){t=0;n[d+8>>2]=g}g=+n[i>>2];if(g<+n[a>>2]){d=a;t=17}else if(g>+n[p>>2]){d=p;t=17}if((t|0)==17){t=0;n[d>>2]=g}g=+n[j>>2];if(g<+n[m>>2]){d=a;t=20}else if(g>+n[q>>2]){d=p;t=20}if((t|0)==20){t=0;n[d+4>>2]=g}g=+n[k>>2];if(g<+n[o>>2]){d=a;t=23}else if(g>+n[r>>2]){d=p;t=23}if((t|0)==23){t=0;n[d+8>>2]=g}c=c+4|0}while((c|0)!=(l|0));c=1;u=v;return c|0}function HEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[a+44>>2]|0;e=b*3|0;a=f[d+76>>2]|0;b=f[d+72>>2]|0;d=b;if((a|0)==(b|0)){e=0;return e|0}b=(a-b|0)/12|0;a=0;while(1){c=f[d+(a*12|0)>>2]|0;if(e>>>0>=c>>>0)if(e>>>0<((f[d+(a*12|0)+4>>2]|0)+c|0)>>>0){b=6;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=6;break}}if((b|0)==6)return a|0;return 0}function IEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[a+44>>2]|0;e=b<<1;a=f[d+88>>2]|0;b=f[d+84>>2]|0;d=b;if((a|0)==(b|0)){e=0;return e|0}b=(a-b|0)/12|0;a=0;while(1){c=f[d+(a*12|0)>>2]|0;if(e>>>0>=c>>>0)if(e>>>0<((f[d+(a*12|0)+4>>2]|0)+c|0)>>>0){b=6;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=6;break}}if((b|0)==6)return a|0;return 0}function JEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=f[a+44>>2]|0;a=f[c+100>>2]|0;c=f[c+96>>2]|0;e=c;if((a|0)==(c|0)){b=0;return b|0}c=(a-c|0)/12|0;a=0;while(1){d=f[e+(a*12|0)>>2]|0;if(d>>>0<=b>>>0)if(((f[e+(a*12|0)+4>>2]|0)+d|0)>>>0>b>>>0){c=6;break}a=a+1|0;if(a>>>0>=c>>>0){a=0;c=6;break}}if((c|0)==6)return a|0;return 0}function KEa(){if(!(b[257144]|0))MPb(257144)|0;f[64656]=262921;return}function LEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257312]|0))if(MPb(257312)|0){f[64663]=0;f[64664]=0;f[64665]=0}d=f[64664]|0;if((f[64663]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64664]|0;e=d+-20|0;do{g=d+-20|0;f[64664]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64664]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function MEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257304]|0))if(MPb(257304)|0){f[64660]=0;f[64661]=0;f[64662]=0}e=f[64661]|0;if((f[64660]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64661]|0;j=h+-12|0;while(1){e=h+-12|0;f[64661]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(i);e=f[64661]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function NEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257296]|0))if(MPb(257296)|0){f[64657]=0;f[64658]=0;f[64659]=0}e=f[64658]|0;if((f[64657]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64658]|0;j=h+-12|0;while(1){e=h+-12|0;f[64658]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(i);e=f[64658]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function OEa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=e+(d<<2)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;l=e;g=d<<2;h=g>>2;if(h|0){if(h>>>0>1073741823)AMb(a);i=pOb(g)|0;f[k>>2]=i;f[a>>2]=i;f[a+8>>2]=i+(h<<2);if(d|0){d=j+-4|0;g=i;while(1){f[g>>2]=f[e>>2];e=e+4|0;if((e|0)==(j|0))break;else g=g+4|0}f[k>>2]=i+(((d-l|0)>>>2)+1<<2)}}j=c;k=f[j+4>>2]|0;l=a+12|0;f[l>>2]=f[j>>2];f[l+4>>2]=k;b[a+20>>0]=0;return}function PEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function QEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function REa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+64|0;h=i;f[h>>2]=b;g=h+4|0;LEa(g,f[64656]|0);MEa(h+28|0,f[64656]|0);NEa(h+44|0,f[64656]|0);e=h+16|0;if(f[e>>2]|0){d=h+12|0;b=f[d>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);f[d>>2]=0;d=f[h+8>>2]|0;if(d|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0}b=f[c>>2]|0;d=c+4|0;e=f[d>>2]|0;if((e|0)==(b|0)){SEa(a,h,c);TEa(h);u=i;return}f[d>>2]=e+(~((e+-8-b|0)>>>3)<<3);SEa(a,h,c);TEa(h);u=i;return}function SEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;v=x+8|0;t=x;w=b+4|0;m=a+12|0;i=f[m>>2]|0;j=f[a+16>>2]|0;r=j+-1640531527+(i<<6)+(i>>>2)^i;o=b+8|0;p=f[o>>2]|0;q=(p|0)==0;a:do if(q){d=0;s=20}else{h=p+-1|0;g=(h&p|0)==0;if(g)d=r&h;else if(r>>>0<p>>>0)d=r;else d=(r>>>0)%(p>>>0)|0;e=f[(f[w>>2]|0)+(d<<2)>>2]|0;if(!e)s=20;else{e=f[e>>2]|0;if(!e)s=20;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(r|0)|(g&h|0)==(d|0))){s=20;break a}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){s=20;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(r|0)){if(g>>>0>=p>>>0)g=(g>>>0)%(p>>>0)|0;if((g|0)!=(d|0)){s=20;break a}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){s=20;break}}}}}while(0);if((s|0)==20){i=pOb(16)|0;j=m;m=f[j+4>>2]|0;h=i+8|0;f[h>>2]=f[j>>2];f[h+4>>2]=m;f[i+4>>2]=r;f[i>>2]=0;h=b+16|0;k=+(((f[h>>2]|0)+1|0)>>>0);l=+n[b+20>>2];do if(q|l*+(p>>>0)<k){d=p<<1|(p>>>0<3|(p+-1&p|0)!=0)&1;e=~~+W(+(k/l))>>>0;_Ea(w,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&r;break}if(r>>>0<d>>>0){g=d;d=r}else{g=d;d=(r>>>0)%(d>>>0)|0}}else g=p;while(0);e=(f[w>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=b+12|0;f[i>>2]=f[d>>2];f[d>>2]=i;f[e>>2]=d;d=f[i>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[w>>2]|0)+(d<<2)|0;s=33}}else{f[i>>2]=f[d>>2];s=33}if((s|0)==33)f[d>>2]=i;f[h>>2]=(f[h>>2]|0)+1}p=c+4|0;h=f[p>>2]|0;g=f[c>>2]|0;d=h-g>>3;i=f[a>>2]|0;j=(f[a+4>>2]|0)-i>>2;m=h;e=g;if(j>>>0>1){s=f[i+4>>2]|0;i=i+8+(s<<2)|0;if((j+-2-s|0)>>>0>1){o=f[i>>2]|0;j=i+4|0;f[v>>2]=f[a+12>>2];if(!o)e=h;else{i=c+8|0;e=0;h=m;while(1){g=f[j+(e<<2)>>2]|0;f[t>>2]=g;if(h>>>0<(f[i>>2]|0)>>>0){f[h>>2]=f[v>>2];f[h+4>>2]=g;f[p>>2]=h+8}else PEa(c,v,t);e=e+1|0;if((e|0)==(o|0))break;h=f[p>>2]|0}e=f[p>>2]|0;g=f[c>>2]|0}i=g;h=e;e=g}else i=g}else i=g;g=h-i>>3;if(d>>>0>=g>>>0){u=x;return}h=v+4|0;while(1){e=e+(d<<3)|0;if(!($Ea(w,e)|0)){CRa(v,f[b>>2]|0,e);SEa(f[v>>2]|0,b,c);e=f[h>>2]|0;if(e|0)iOb(e)}d=d+1|0;if((d|0)==(g|0))break;e=f[c>>2]|0}u=x;return}function TEa(a){a=a|0;var b=0,c=0,d=0;b=a+44|0;c=f[a+56>>2]|0;if(c|0)UEa(c,b);b=f[b>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=a+28|0;c=f[a+40>>2]|0;if(c|0)VEa(c,b);b=f[b>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}c=a+4|0;b=f[a+24>>2]|0;if(b|0)WEa(b,c);b=f[a+12>>2]|0;if(b|0)do{a=b;b=f[b>>2]|0;sOb(a)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(!b)return;sOb(b);return}function UEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);if(!(b[257296]|0))if(MPb(257296)|0){f[64657]=0;f[64658]=0;f[64659]=0}a=f[64658]|0;if(a>>>0<(f[64659]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64658]=a+12;return}else{ZEa(258628,c);return}}function VEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);if(!(b[257304]|0))if(MPb(257304)|0){f[64660]=0;f[64661]=0;f[64662]=0}a=f[64661]|0;if(a>>>0<(f[64662]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64661]=a+12;return}else{YEa(258640,c);return}}function WEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257312]|0))if(MPb(257312)|0){f[64663]=0;f[64664]=0;f[64665]=0}a=f[64664]|0;if(a>>>0>=(f[64665]|0)>>>0){XEa(258652,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64664]=(f[64664]|0)+20;return}function XEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function YEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function ZEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function _Ea(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){aFa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;aFa(a,b);return}function $Ea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function aFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function bFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+96|0;m=t+8|0;n=t+84|0;s=t+24|0;o=t;p=t+16|0;f[s>>2]=b;LEa(s+4|0,f[64656]|0);h=s+28|0;MEa(h,f[64656]|0);NEa(s+44|0,f[64656]|0);d=f[c>>2]|0;r=c+4|0;e=f[r>>2]|0;if((e|0)!=(d|0))f[r>>2]=e+(~((e+-8-d|0)>>>3)<<3);d=f[h>>2]|0;g=s+32|0;e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~((e+-8-d|0)>>>3)<<3);REa(a,b,h);d=f[h>>2]|0;j=f[g>>2]|0;if((d|0)!=(j|0)){k=c+8|0;l=p+4|0;i=d;do{d=i;h=f[d+4>>2]|0;e=o;f[e>>2]=f[d>>2];f[e+4>>2]=h;CRa(p,b,o);e=f[p>>2]|0;h=f[e>>2]|0;d=h;if((f[e+4>>2]|0)-h>>2>>>0>1){h=f[d+4>>2]|0;a=d+8|0;f[m>>2]=f[e+12>>2];if(h|0){d=0;do{e=f[a+(d<<2)>>2]|0;f[n>>2]=e;g=f[r>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){f[g>>2]=f[m>>2];f[g+4>>2]=e;f[r>>2]=g+8}else QEa(c,m,n);d=d+1|0}while((d|0)!=(h|0))}}d=f[l>>2]|0;if(d|0)iOb(d);i=i+8|0}while((i|0)!=(j|0))}cFa(f[c>>2]|0,f[r>>2]|0,m);d=f[c>>2]|0;e=f[r>>2]|0;a:do if((d|0)==(e|0))g=d;else{g=d+8|0;if((g|0)==(e|0)){TEa(s);u=t;return}while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;break a}d=g+8|0;if((d|0)==(e|0))break;else{p=g;g=d;d=p}}TEa(s);u=t;return}while(0);if((g|0)==(e|0)){TEa(s);u=t;return}d=g+16|0;if((d|0)==(e|0))d=g;else{a=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[a>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))q=17}else q=17;if((q|0)==17){q=0;d=d+8|0;n=a;o=f[n+4>>2]|0;p=d;f[p>>2]=f[n>>2];f[p+4>>2]=o}g=a+8|0;if((g|0)==(e|0))break;else{p=a;a=g;g=p}}e=f[r>>2]|0}d=d+8|0;if((e|0)==(d|0)){TEa(s);u=t;return}f[r>>2]=e+(~((e+-8-d|0)>>>3)<<3);TEa(s);u=t;return}function cFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=eFa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=kFa(a,i,c)|0;e=i+8|0;if(kFa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}cFa(a,i,c);a=i+8|0}if((q|0)==105){q=0;cFa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){dFa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){eFa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){fFa(a,b,c);return}else if((q|0)==107)return}function dFa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function eFa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=dFa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function fFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function gFa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0.0,q=0.0,r=0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0,L=0;K=f[a+528>>2]|0;q=+n[a+688>>2];r=f[a+696>>2]|0;s=f[a+704>>2]|0;t=+n[a+712>>2];u=+n[a+720>>2];v=+n[a+768>>2];w=+n[a+816>>2];x=+n[a+864>>2];y=+n[a+936>>2];z=+n[a+952>>2];A=+n[a+1008>>2];k=f[a+1112>>2]|0;l=f[a+1120>>2]|0;B=+n[a+1360>>2];C=+n[a+1368>>2];D=+n[a+1392>>2];E=+n[a+1464>>2];F=+n[a+1920>>2];G=+n[a+1928>>2];H=+n[a+1936>>2];I=+n[a+1944>>2];J=+n[a+1952>>2];L=f[a+1976>>2]|0;if(l|0){e=0;do{d=k+(e*24|0)|0;i=+p[d>>3];b=k+(e*24|0)+8|0;if(i==+p[d+24>>3]){g=+p[b>>3];if(g==+p[d+32>>3]){if(!(+p[k+(e*24|0)+16>>3]==+p[d+40>>3])){o=g;L=35}}else{o=g;L=35}}else{o=+p[b>>3];L=35}do if((L|0)==35){L=0;h=+p[k+(e*24|0)+16>>3];g=-(G*D)-F*C-H*E+(C*i+D*o+E*h);n[(a+320|0)>>2]=g;c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0;if(c>>>0<b>>>0){n[c>>2]=g;f[(K+1208|0)>>2]=c+4|0;c=c+4|0}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*o+(t*y-q*z)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*o+(q*w-t*v)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1204|0,a+368|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,r);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,s);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[s>>2];c=c+4|0;f[(K+1208|0)>>2]=c}i=+p[(d+24|0)>>3];j=+p[(d+24|0)+8>>3];h=+p[(d+24|0)+16>>3];n[(a+320|0)>>2]=-(G*D)-F*C-H*E+(C*i+D*j+E*h);if(c>>>0<b>>>0){n[c>>2]=-(G*D)-F*C-H*E+(C*i+D*j+E*h);c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*j+(t*y-q*z)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*j+(q*w-t*v)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1204|0,a+368|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,r);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,s);break}else{f[c>>2]=f[s>>2];f[(K+1208|0)>>2]=c+4;break}}while(0);e=e+2|0}while(e>>>0<((l|0)/24|0)>>>0)}k=f[(K+1156|0)>>2]|0;l=(f[(K+1160|0)>>2]|0)-k|0;if(l|0){e=0;do{m=k+(e*24|0)|0;i=+p[m>>3];g=+p[m+24>>3];if(i==g)if(+p[k+(e*24|0)+8>>3]==+p[m+32>>3]){if(!(+p[k+(e*24|0)+16>>3]==+p[m+40>>3]))L=76}else L=76;else L=76;a:do if((L|0)==76){L=0;h=+p[m+48>>3];if(i==h)if(+p[k+(e*24|0)+8>>3]==+p[m+56>>3])if(+p[k+(e*24|0)+16>>3]==+p[m+64>>3])break;do if(g==h){if(!(+p[m+32>>3]==+p[m+56>>3])){d=0;break}if(+p[m+40>>3]==+p[m+64>>3])break a;else d=0}else d=0;while(0);while(1){c=m+(d*24|0)|0;h=+p[c+8>>3];j=+p[c+16>>3];g=-(G*D)-F*C-H*E+(C*i+D*h+E*j);n[(a+320|0)>>2]=g;c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0;if(c>>>0<b>>>0){n[c>>2]=g;f[(K+1220|0)>>2]=c+4|0;c=c+4|0}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*h+(t*y-q*z)*B*j);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1220|0)>>2]=c}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*h+(q*w-t*v)*B*j);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1220|0)>>2]=c}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1216|0,a+368|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1220|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1216|0,r);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1220|0)>>2]=c}if((c|0)==(b|0))Tna(K+1216|0,s);else{f[c>>2]=f[s>>2];f[(K+1220|0)>>2]=c+4}b=d+1|0;if((b|0)==3)break a;d=b;i=+p[m+(b*24|0)>>3]}}while(0);e=e+3|0}while(e>>>0<((l|0)/24|0)>>>0)}b=f[(K+1144|0)>>2]|0;c=f[(K+1148|0)>>2]|0;if((c|0)!=(b|0))f[(K+1148|0)>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);b=f[(K+1156|0)>>2]|0;c=f[(K+1160|0)>>2]|0;if((c|0)!=(b|0))f[(K+1160|0)>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);e=f[(K+1120|0)>>2]|0;b=f[(K+1124|0)>>2]|0;if((b|0)!=(e|0))do{c=b+-16|0;f[(K+1124|0)>>2]=c;d=f[b+-4>>2]|0;if(d|0)tBa(d,c);d=f[c>>2]|0;if(d|0){b=b+-12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}b=f[(K+1124|0)>>2]|0}while((b|0)!=(e|0));b=f[(K+1088|0)>>2]|0;c=f[(K+1092|0)>>2]|0;if((c|0)!=(b|0))f[(K+1092|0)>>2]=c+(~((c+-16-b|0)>>>4)<<4);if(f[(K+1112|0)>>2]|0){b=f[(K+1108|0)>>2]|0;if(b|0)do{s=b;b=f[b>>2]|0;sOb(s)}while((b|0)!=0);f[(K+1108|0)>>2]=0;c=f[(K+1104|0)>>2]|0;if(c|0){b=0;do{f[(f[(K+1100|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(K+1112|0)>>2]=0}f[a+1976>>2]=L}function hFa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;v=f[a+640>>2]|0;w=f[a+872>>2]|0;s=f[a+880>>2]|0;t=f[a+888>>2]|0;x=f[a+1296>>2]|0;r=f[a+1304>>2]|0;u=f[a+1312>>2]|0;n=f[a+1320>>2]|0;o=f[a+1328>>2]|0;m=f[a+1336>>2]|0;k=f[a+1440>>2]|0;e=f[a+1448>>2]|0;q=f[a+2664>>2]|0;a:{if((f[64632]|0)==(e|0)){e=0;d=0;c=0}else{c=f[(e+-12|0)>>2]|0;d=f[(e+-8|0)>>2]|0;j=f[(e+-4|0)>>2]|0;f[(e+-4|0)>>2]=0;f[(e+-8|0)>>2]=0;f[(e+-12|0)>>2]=0;i=f[64633]|0;g=i;while(1){e=g+-12|0;f[64633]=e;h=f[e>>2]|0;if(h){e=g+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h);e=f[64633]|0}if((e|0)==(i+-12|0|0)){e=j;break}else g=e}}f[n>>2]=c;f[o>>2]=d;f[m>>2]=e;f[((a+352|0)+40|0)>>2]=k;fCa((a+352|0)+44|0,f[64606]|0);i=(f[(f[(f[(a+352|0)>>2]|0)+4>>2]|0)+-4>>2]|0)+1|0;l=f[o>>2]|0;j=f[n>>2]|0;do if(i>>>0>((l-j|0|0)/12|0)>>>0){k=i-((l-j|0|0)/12|0)|0;c=f[m>>2]|0;if(((c-l|0)/12|0)>>>0>=k>>>0){c=k;d=l;while(1){f[d>>2]=-1;b[d+8>>0]=0;c=c+-1|0;if(!c)break;else d=d+12|0}f[o>>2]=l+(k*12|0);break}if(i>>>0>357913941){q=117;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}e=((c-j|0)/12|0)>>>0<178956970?(((c-j|0)/12|0)<<1>>>0<i>>>0?i:((c-j|0)/12|0)<<1):357913941;if(!e)h=0;else{if(e>>>0>357913941){q=120;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}h=pOb(e*12|0)|0}g=h+(((l-j|0|0)/12|0)*12|0)|0;c=k;d=g;while(1){f[d>>2]=-1;b[d+8>>0]=0;c=c+-1|0;if(!c)break;else d=d+12|0}if((l-j|0|0)>0)bQb(g+(((l-j|0|0)/-12|0)*12|0)|0|0,j|0,l-j|0|0)|0;f[n>>2]=g+(((l-j|0|0)/-12|0)*12|0)|0;f[o>>2]=h+(i*12|0);f[m>>2]=h+(e*12|0);if(!j)break;sOb(j)}else{if(i>>>0>=((l-j|0|0)/12|0)>>>0)break;if((j+(i*12|0)|0|0)==(l|0))break;f[o>>2]=l+(~(((l+-12-(j+(i*12|0)|0)|0)>>>0)/12|0)*12|0)}while(0);e=f[(a+352|0)>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0))do{d=f[c>>2]|0;if((f[(f[n>>2]|0)+(d*12|0)>>2]|0)==-1)pCa(a+352|0,d);c=c+4|0}while((c|0)!=(e|0));f[a>>2]=f[((a+352|0)+44|0)>>2];f[(a+4|0)>>2]=f[((a+352|0)+48|0)>>2];f[(a+8|0)>>2]=f[((a+352|0)+52|0)>>2];f[((a+352|0)+52|0)>>2]=0;f[((a+352|0)+48|0)>>2]=0;f[((a+352|0)+44|0)>>2]=0;f[(a+12|0)>>2]=f[((a+352|0)+56|0)>>2];f[((a+352|0)+56|0)>>2]=0;oCa((a+352|0)+44|0);do if(!(f[((a+352|0)+40|0)>>2]|0))q=161;else{c=f[n>>2]|0;if((f[m>>2]|0)==(c|0)){p=c;q=162;break}d=f[o>>2]|0;if((d|0)!=(c|0))f[o>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);do if(!(b[257240]|0)){if(!(MPb(257240)|0))break;f[64632]=0;f[64633]=0;f[64634]=0}while(0);e=f[64633]|0;d=f[64634]|0;if(e>>>0<d>>>0){f[e>>2]=0;f[(e+4|0)>>2]=0;f[e+8>>2]=0;f[e>>2]=f[n>>2];f[(e+4|0)>>2]=f[o>>2];f[e+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;f[64633]=e+12;break}i=f[64632]|0;c=((e-i|0)/12|0)+1|0;if(c>>>0>357913941){q=145;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}c=((d-i|0)/12|0)>>>0<178956970?(((d-i|0)/12|0)<<1>>>0<c>>>0?c:((d-i|0)/12|0)<<1):357913941;if(!c)d=0;else{if(c>>>0>357913941){q=148;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}d=pOb(c*12|0)|0}h=d+(((e-i|0)/12|0)*12|0)|0;g=d+(c*12|0)|0;f[d+(((e-i|0)/12|0)*12|0)+8>>2]=0;f[h>>2]=f[n>>2];f[d+(((e-i|0)/12|0)*12|0)+4>>2]=f[o>>2];f[d+(((e-i|0)/12|0)*12|0)+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;if((e|0)==(i|0)){d=h;c=e}else{c=e;d=h;e=h;do{l=e+-12|0;q=c;c=c+-12|0;f[l>>2]=0;m=e+-8|0;f[m>>2]=0;f[e+-4>>2]=0;f[l>>2]=f[c>>2];f[m>>2]=f[(q+-8|0)>>2];f[e+-4>>2]=f[(q+-4|0)>>2];f[(q+-4|0)>>2]=0;f[(q+-8|0)>>2]=0;f[c>>2]=0;e=d+-12|0;d=e}while((c|0)!=(i|0));i=f[64632]|0;c=f[64633]|0}f[64632]=d;f[64633]=h+12|0;f[64634]=g;h=i;if((c|0)!=(h|0))do{d=c;c=c+-12|0;e=f[c>>2]|0;if(e|0){g=f[(d+-8|0)>>2]|0;if((g|0)!=(e|0))f[(d+-8|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}}while((c|0)!=(h|0));if(!i){q=161;break}sOb(i);q=161}while(0);if((q|0)==161){p=f[n>>2]|0;q=162}do if((q|0)==162){q=0;if(!p)break;c=f[o>>2]|0;if((c|0)!=(p|0))f[o>>2]=c+(~(((c+-12-p|0)>>>0)/12|0)*12|0);sOb(p)}while(0);c=f[((a+352|0)+24|0)>>2]|0;if(c|0)tBa(c,(a+352|0)+12|0);c=f[((a+352|0)+12|0)>>2]|0;if(c|0){d=f[((a+352|0)+16|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+16|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}g=f[a>>2]|0;h=(f[(a+4|0)>>2]|0)-g>>4;do if(!h)e=0;else{c=-1;d=-1;i=0;do{e=f[g+(i<<4)>>2]|0;if((f[g+(i<<4)+4>>2]|0)-e>>2>>>0>2){o=f[e>>2]|0;p=o>>>0<c>>>0;c=p?o:c;d=p?i:d}i=i+1|0}while((i|0)!=(h|0));if((c|0)==-1){e=0;break}mCa(a+352|0,a+320|0,g+(d<<4)|0);c=f[u>>2]|0;if(c|0)tBa(c,a+320|0);c=f[(a+320|0)>>2]|0;if(c|0){d=f[v>>2]|0;if((d|0)!=(c|0))f[v>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);f[((a+320|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+320|0)>>2]=0}f[(a+320|0)>>2]=f[(a+352|0)>>2];f[v>>2]=f[((a+352|0)+4|0)>>2];f[((a+320|0)+8|0)>>2]=f[((a+352|0)+8|0)>>2];f[((a+352|0)+8|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)>>2]=0;f[u>>2]=f[((a+352|0)+12|0)>>2];f[((a+352|0)+12|0)>>2]=0;nCa((a+320|0)+16|0,(a+352|0)+16|0);oCa((a+352|0)+16|0);c=f[((a+352|0)+12|0)>>2]|0;if(c|0)tBa(c,a+352|0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}e=1}while(0);oCa(a);c=f[((a+32|0)+12|0)>>2]|0;if(c|0)tBa(c,a+32|0);c=f[(a+32|0)>>2]|0;if(c|0){d=f[r>>2]|0;if((d|0)!=(c|0))f[r>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}do if(e){f[((a+132|0)+36|0)>>2]=(a+320|0)+16|0;d=f[(a+320|0)>>2]|0;c=f[d>>2]|0;f[x>>2]=c;i=f[v>>2]|0;if((d|0)!=(i|0)){do{g=f[d>>2]|0;h=(f[t>>2]|0)+(g>>>5<<2)|0;f[h>>2]=f[h>>2]&~(1<<(g&31));h=f[s>>2]|0;if(f[(h+(g*24|0)+12|0)>>2]|0){c=f[(h+(g*24|0)+8|0)>>2]|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);f[(h+(g*24|0)+8|0)>>2]=0;e=f[h+(g*24|0)+4>>2]|0;if(e|0){c=0;do{f[(f[(h+(g*24|0)|0)>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[(h+(g*24|0)+12|0)>>2]=0}d=d+4|0}while((d|0)!=(i|0));c=f[x>>2]|0}if((qCa(a+132|0,c,0)|0)==2){e=6;break}f[x>>2]=(f[x>>2]|0)+1;e=0}else e=7;while(0);oCa((a+320|0)+16|0);c=f[u>>2]|0;if(c|0)tBa(c,a+320|0);c=f[(a+320|0)>>2]|0;if(c|0){d=f[v>>2]|0;if((d|0)!=(c|0))f[v>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}if((e|0)==7){f[a+2672>>2]=2;f[a+2676>>2]=6;break a}if((f[x>>2]|0)>>>0>=((f[w>>2]|0)+-1|0)>>>0){f[a+2672>>2]=2;f[a+2676>>2]=6;break a}}f[a+2664>>2]=q}function iFa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=f[a+432>>2]|0;n=f[a+1112>>2]|0;o=f[a+1168>>2]|0;c=f[a+1200>>2]|0;d=f[a+1224>>2]|0;p=f[a+2664>>2]|0;if(n>>>0>c-d>>2>>>0){eCa(a+304|0,n-(c-d>>2)|0);g=f[(a+304|0)>>2]|0;c=f[o>>2]|0}else if(n>>>0<c-d>>2>>>0)if((d+(n<<2)|0|0)==(c|0))g=d;else{f[o>>2]=c+(~((c+-4-(d+(n<<2)|0)|0)>>>2)<<2)|0;g=d;c=c+(~((c+-4-(d+(n<<2)|0)|0)>>>2)<<2)|0}else g=d;if((g|0)==(c|0))p=11;else{e=0;d=g;while(1){f[d>>2]=e;d=d+4|0;if((d|0)==(c|0))break;else e=e+1|0}if(!n)h=1;else p=11}if((p|0)==11){g=0;do{h=f[(m+1120|0)>>2]|0;e=h+(g<<4)|0;h=h+(g<<4)+4|0;aDb(f[e>>2]|0,f[h>>2]|0,a+32|0);e=f[e>>2]|0;i=f[h>>2]|0;f[a>>2]=e;do if((i|0)==(e|0))p=20;else{c=a+32|0;d=a;while(1){f[c>>2]=f[d>>2];c=(f[(a+32|0)>>2]|0)+4|0;f[(a+32|0)>>2]=c;if((c|0)==(i|0)){p=18;break}k=f[a>>2]|0;l=f[k>>2]|0;if((l|0)==(f[c>>2]|0))break;else{c=a;d=a+32|0}}if((p|0)==18){p=20;break}if((k|0)==(i|0))j=i;else{if((k+8|0|0)==(i|0))c=k;else{d=k+8|0;e=l;c=k;do{j=e;e=f[d>>2]|0;if((j|0)!=(e|0)){c=c+4|0;f[c>>2]=e}d=d+4|0}while((d|0)!=(i|0))}j=c+4|0}}while(0);if((p|0)==20){p=0;j=i}if((i|0)!=(j|0))f[h>>2]=i+(~((i+-4-j|0)>>>2)<<2);g=g+1|0}while((g|0)!=(n|0));h=0}fCa(a+288|0,f[64606]|0);if(h){c=(a+288|0)+8|0;d=(a+288|0)+4|0}else{g=0;do{aBa(a+32|0,f[64606]|0);c=f[((a+288|0)+4|0)>>2]|0;if(c>>>0<(f[((a+288|0)+8|0)>>2]|0)>>>0){f[c>>2]=0;f[(c+4|0)>>2]=0;f[c+8>>2]=0;f[c>>2]=f[(a+32|0)>>2];f[(c+4|0)>>2]=f[((a+32|0)+4|0)>>2];f[c+8>>2]=f[((a+32|0)+8|0)>>2];f[((a+32|0)+8|0)>>2]=0;f[((a+32|0)+4|0)>>2]=0;f[(a+32|0)>>2]=0;f[c+12>>2]=f[((a+32|0)+12|0)>>2];f[((a+32|0)+12|0)>>2]=0;f[((a+288|0)+4|0)>>2]=c+16}else{tCa(a+288|0,a+32|0);c=f[((a+32|0)+12|0)>>2]|0;if(c|0)tBa(c,a+32|0)}c=f[(a+32|0)>>2]|0;if(c|0){d=f[((a+32|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+32|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(m+1120|0)>>2]|0;d=c+(g<<4)|0;e=(f[((a+288|0)+4|0)>>2]|0)+-16|0;if((e|0)!=(d|0))uCa(e,f[d>>2]|0,f[c+(g<<4)+4>>2]|0);g=g+1|0}while((g|0)!=(n|0));c=(a+288|0)+8|0;d=(a+288|0)+4|0}m=f[(a+304|0)>>2]|0;n=f[o>>2]|0;h=f[((a+304|0)+8|0)>>2]|0;f[((a+304|0)+8|0)>>2]=0;f[o>>2]=0;f[(a+304|0)>>2]=0;i=f[((a+304|0)+12|0)>>2]|0;f[((a+304|0)+12|0)>>2]=0;j=f[(a+288|0)>>2]|0;o=f[d>>2]|0;k=f[c>>2]|0;f[c>>2]=0;f[d>>2]=0;f[(a+288|0)>>2]=0;l=f[((a+288|0)+12|0)>>2]|0;f[((a+288|0)+12|0)>>2]=0;f[(a+132|0)>>2]=m;f[((a+132|0)+4|0)>>2]=n;f[(a+132|0)+8>>2]=h;f[(a+256|0)+8>>2]=0;f[((a+256|0)+4|0)>>2]=0;f[(a+256|0)>>2]=0;f[((a+132|0)+12|0)>>2]=i;f[((a+256|0)+12|0)>>2]=0;f[((a+132|0)+16|0)>>2]=j;f[(a+132|0)+20>>2]=o;f[(a+132|0)+24>>2]=k;f[(a+256|0)+24>>2]=0;f[(a+256|0)+20>>2]=0;f[((a+256|0)+16|0)>>2]=0;f[(a+132|0)+28>>2]=l;f[(a+256|0)+28>>2]=0;l=(a+132|0)+32|0;f[l>>2]=n-m>>2;m=(a+132|0)+40|0;gCa(m,f[64606]|0);n=(a+132|0)+56|0;k=f[64606]|0;if(!(b[257232]|0))if(MPb(257232)|0){f[64629]=0;f[64630]=0;f[64631]=0}j=f[64630]|0;a:do if((f[64629]|0)==(j|0)){e=0;d=0;c=0}else{c=f[(j+-12|0)>>2]|0;d=f[(j+-8|0)>>2]|0;e=f[(j+-4|0)>>2]|0;f[(j+-12|0)>>2]=0;f[(j+-8|0)>>2]=0;f[(j+-4|0)>>2]=0;g=j;h=0;i=0;while(1){g=g+-12|0;f[64630]=g;if(h){sOb(i);g=f[64630]|0}if((g|0)==(j+-12|0|0))break a;i=f[g+-12>>2]|0;h=i}}while(0);f[n>>2]=c;f[((a+132|0)+60|0)>>2]=d;f[(a+132|0)+64>>2]=e;f[((a+132|0)+68|0)>>2]=k;aBa((a+132|0)+72|0,f[64606]|0);fCa((a+132|0)+88|0,f[64606]|0);k=(a+132|0)+44|0;c=f[l>>2]|0;if((((f[k>>2]|0)-(f[m>>2]|0)|0)/24|0)>>>0<c>>>0)do{hCa(a+32|0,f[64606]|0);e=f[k>>2]|0;if(e>>>0<(f[((a+132|0)+48|0)>>2]|0)>>>0){g=f[(a+32|0)>>2]|0;f[(a+32|0)>>2]=0;d=f[((a+32|0)+4|0)>>2]|0;f[((a+32|0)+4|0)>>2]=0;f[e>>2]=g;f[e+4>>2]=d;c=f[((a+32|0)+8|0)>>2]|0;f[(e+8|0)>>2]=c;o=f[((a+32|0)+12|0)>>2]|0;f[e+12>>2]=o;f[e+16>>2]=f[((a+32|0)+16|0)>>2];if(o|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[g+(c<<2)>>2]=e+8|0;f[((a+32|0)+8|0)>>2]=0;f[((a+32|0)+12|0)>>2]=0}f[e+20>>2]=f[((a+32|0)+20|0)>>2];f[((a+32|0)+20|0)>>2]=0;f[k>>2]=(f[k>>2]|0)+24}else{iCa(m,a+32|0);c=f[((a+32|0)+20|0)>>2]|0;if(c|0)jCa(c,a+32|0)}c=f[((a+32|0)+8|0)>>2]|0;if(c|0)do{o=c;c=f[c>>2]|0;sOb(o)}while((c|0)!=0);c=f[(a+32|0)>>2]|0;f[(a+32|0)>>2]=0;if(c|0)sOb(c);c=f[l>>2]|0}while((((f[k>>2]|0)-(f[m>>2]|0)|0)/24|0)>>>0<c>>>0);kCa(n,c,0);c=f[(a+132|0)>>2]|0;i=f[((a+132|0)+4|0)>>2]|0;if((c|0)!=(i|0)){j=(a+132|0)+76|0;do{d=f[c>>2]|0;f[((a+132|0)+104|0)>>2]=d;f[(a+32|0)>>2]=d;e=(f[((a+132|0)+56|0)>>2]|0)+(d>>>5<<2)|0;g=f[e>>2]|0;if(!(g&1<<(d&31))){f[e>>2]=g|1<<(d&31);d=f[((a+132|0)+72|0)>>2]|0;e=f[j>>2]|0;if((e|0)!=(d|0)){f[j>>2]=e+(~((e+-4-d|0)>>>2)<<2)|0;d=e+(~((e+-4-d|0)>>>2)<<2)|0}if((d|0)==(f[((a+132|0)+80|0)>>2]|0))fBa((a+132|0)+72|0,a+32|0);else{f[d>>2]=f[(a+32|0)>>2];f[j>>2]=d+4}d=f[(a+32|0)>>2]|0;e=f[((a+132|0)+16|0)>>2]|0;b:do if(((f[e+(d<<4)+4>>2]|0)-(f[(e+(d<<4)|0)>>2]|0)|0)==4){g=e+(d<<4)|0;while(1){d=f[f[g>>2]>>2]|0;f[(a+32|0)>>2]=d;if((d|0)==(f[((a+132|0)+104|0)>>2]|0))break;g=(f[((a+132|0)+56|0)>>2]|0)+(d>>>5<<2)|0;h=f[g>>2]|0;if(h&1<<(d&31)|0)break b;f[g>>2]=h|1<<(d&31);d=f[j>>2]|0;if((d|0)==(f[((a+132|0)+80|0)>>2]|0)){fBa((a+132|0)+72|0,a+32|0);d=f[((a+132|0)+16|0)>>2]|0}else{f[d>>2]=f[(a+32|0)>>2];f[j>>2]=d+4;d=e}o=f[(a+32|0)>>2]|0;g=d+(o<<4)|0;if(((f[d+(o<<4)+4>>2]|0)-(f[g>>2]|0)|0)!=4)break b;else e=d}if((f[j>>2]|0)-(f[((a+132|0)+72|0)>>2]|0)>>2>>>0>2)lCa(a+132|0)}while(0)}c=c+4|0}while((c|0)!=(i|0))}d=f[(a+132|0)+56>>2]|0;c=f[((a+132|0)+60|0)>>2]|0;if((d+(c>>>5<<2)-d<<3)+(c&31)|0|0){e=((d+(c>>>5<<2)-d<<3)+(c&31)|0)>>>5;dQb(d|0,0,e<<2|0)|0;c=((d+(c>>>5<<2)-d<<3)+(c&31)|0)&31;if(c|0)f[(d+(e<<2)|0)>>2]=f[(d+(e<<2)|0)>>2]&~(-1>>>(32-c|0))}c=f[(a+132|0)+72>>2]|0;d=f[((a+132|0)+76|0)>>2]|0;if((d|0)!=(c|0))f[((a+132|0)+76|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);e=(a+132|0)+104|0;f[e>>2]=0;g=(a+32|0)+4|0;h=(a+320|0)+12|0;d=(a+320|0)+4|0;i=(a+352|0)+28|0;j=(a+352|0)+32|0;o=(a+352|0)+36|0;f[a+640>>2]=d;f[a+872>>2]=l;f[a+880>>2]=m;f[a+888>>2]=n;f[a+976>>2]=k;f[a+1296>>2]=e;f[a+1304>>2]=g;f[a+1312>>2]=h;f[a+1320>>2]=i;f[a+1328>>2]=j;f[a+1336>>2]=o;f[a+2664>>2]=p}function jFa(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0,k=0.0,l=0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,u=0,v=0;s=f[a+96>>2]|0;g=f[a+208>>2]|0;q=+n[a+296>>2];r=+n[a+328>>2];t=f[a+432>>2]|0;u=f[a+440>>2]|0;m=f[a+448>>2]|0;o=f[a+496>>2]|0;l=f[a+528>>2]|0;h=+n[a+600>>2];i=+n[a+608>>2];b=+n[a+616>>2];c=+n[a+624>>2];d=+n[a+632>>2];e=+n[a+640>>2];v=f[a+1112>>2]|0;a:{if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(m+24|0)>>3];p[(s+8|0)>>3]=+p[((m+24|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((m+24|0)+16|0)>>3];p[(s+24|0)>>3]=h;p[(s+32|0)>>3]=i;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,m+48|0,o,o+24|0,o+48|0);k=+p[(a+24|0)>>3];p[(a+24|0)>>3]=h;h=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=i;b=+p[((a+24|0)+16|0)>>3];c=+p[(m+48|0)>>3]-k;d=+p[((m+48|0)+8|0)>>3]-h;e=+p[((m+48|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(m+48|0)>>3];p[(s+8|0)>>3]=+p[((m+48|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((m+48|0)+16|0)>>3];p[(s+24|0)>>3]=k;p[(s+32|0)>>3]=h;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o,m,m+24|0,m+48|0);i=+p[(a+24|0)>>3];p[(a+24|0)>>3]=k;k=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=h;c=+p[((a+24|0)+16|0)>>3];d=+p[o>>3]-i;j=l+(g*24|0)+8|0;e=+p[j>>3]-k;g=l+(g*24|0)+16|0;b=+p[g>>3]-c;if(d*d+(e*e+b*b)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=d*d+(e*e+b*b);p[s>>3]=+p[o>>3];p[(s+8|0)>>3]=+p[j>>3];p[(s+16|0)>>3]=+p[g>>3];p[(s+24|0)>>3]=i;p[(s+32|0)>>3]=k;p[(s+40|0)>>3]=c}if(d*d+(e*e+b*b)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o+24|0,m,m+24|0,m+48|0);h=+p[(a+24|0)>>3];p[(a+24|0)>>3]=i;i=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=k;b=+p[((a+24|0)+16|0)>>3];c=+p[(o+24|0)>>3]-h;d=+p[((o+24|0)+8|0)>>3]-i;e=+p[((o+24|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(o+24|0)>>3];p[(s+8|0)>>3]=+p[((o+24|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((o+24|0)+16|0)>>3];p[(s+24|0)>>3]=h;p[(s+32|0)>>3]=i;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o+48|0,m,m+24|0,m+48|0);k=+p[(a+24|0)>>3];p[(a+24|0)>>3]=h;h=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=i;b=+p[((a+24|0)+16|0)>>3];c=+p[(o+48|0)>>3]-k;d=+p[((o+48|0)+8|0)>>3]-h;e=+p[((o+48|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(o+48|0)>>3];p[(s+8|0)>>3]=+p[((o+48|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((o+48|0)+16|0)>>3];p[(s+24|0)>>3]=k;p[(s+32|0)>>3]=h;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}else{q=k;r=h}}n[a+296>>2]=q;n[a+328>>2]=r;f[a+1112>>2]=v}
+function kFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{dFa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{eFa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function lFa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+64|0;e=g;f[e>>2]=b;LEa(e+4|0,f[64656]|0);MEa(e+28|0,f[64656]|0);NEa(e+44|0,f[64656]|0);switch(c|0){case 0:{d=mFa(a,e,d)|0;TEa(e);u=g;return d|0}case 1:{d=nFa(a,e,d)|0;TEa(e);u=g;return d|0}default:{d=0;TEa(e);u=g;return d|0}}return 0}function mFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;o=p+8|0;if(!d){o=1;u=p;return o|0}m=a+20|0;if(b[m>>0]&2){o=1;u=p;return o|0}k=c+44|0;e=f[k>>2]|0;l=c+48|0;d=f[l>>2]|0;if((d|0)==(e|0))d=e;else{d=d+(~((d+-8-e|0)>>>3)<<3)|0;f[l>>2]=d}j=f[a>>2]|0;g=j;if((f[a+4>>2]|0)-j>>2>>>0>1){j=f[g+4>>2]|0;i=g+8|0;f[n>>2]=f[a+12>>2];if(j){a=c+52|0;g=0;while(1){e=f[i+(g<<2)>>2]|0;f[o>>2]=e;if(d>>>0<(f[a>>2]|0)>>>0){f[d>>2]=f[n>>2];f[d+4>>2]=e;f[l>>2]=d+8}else QEa(k,n,o);d=g+1|0;if((d|0)==(j|0))break;g=d;d=f[l>>2]|0}e=f[k>>2]|0;d=f[l>>2]|0}}a:do if((e|0)!=(d|0)){i=o+4|0;while(1){k=e;l=f[k+4>>2]|0;g=n;f[g>>2]=f[k>>2];f[g+4>>2]=l;BRa(o,f[c>>2]|0,n);g=f[o>>2]|0;if(!g)g=1;else{g=f[g+4>>2]|0;if(!g)g=1;else g=((h[(f[g+44>>2]|0)+148>>0]|0)>>>1&1^1)&255}a=f[i>>2]|0;if(a|0)iOb(a);e=e+8|0;if(g|0){d=0;break}if((e|0)==(d|0))break a}u=p;return d|0}while(0);b[m>>0]=b[m>>0]|2;o=1;u=p;return o|0}function nFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0;j=c+16|0;if(f[j>>2]|0){g=c+12|0;e=f[g>>2]|0;if(e|0)do{i=e;e=f[e>>2]|0;sOb(i)}while((e|0)!=0);f[g>>2]=0;g=f[c+8>>2]|0;if(g|0){i=c+4|0;e=0;do{f[(f[i>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(g|0))}f[j>>2]=0}e=f[c+28>>2]|0;g=c+32|0;i=f[g>>2]|0;if((i|0)!=(e|0))f[g>>2]=i+(~((i+-8-e|0)>>>3)<<3);e=a+20|0;g=h[e>>0]|0;if(!(g&1))k=12;else if((g&4|0)==0&d)k=12;a:do if((k|0)==12){switch(oFa(a,c,d)|0){case 1:break a;case 2:break;default:{k=0;return k|0}}b[e>>0]=b[e>>0]|(d?5:1);k=1;return k|0}while(0);k=1;return k|0}function oFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;v=y;w=y+8|0;if(!(mFa(a,c,d)|0)){x=0;u=y;return x|0}x=c+4|0;o=a+12|0;k=f[o>>2]|0;j=f[a+16>>2]|0;s=j+-1640531527+(k<<6)+(k>>>2)^k;p=c+8|0;q=f[p>>2]|0;r=(q|0)==0;a:do if(r){e=0;t=21}else{i=q+-1|0;h=(i&q|0)==0;if(h)e=s&i;else if(s>>>0<q>>>0)e=s;else e=(s>>>0)%(q>>>0)|0;g=f[(f[x>>2]|0)+(e<<2)>>2]|0;if(!g)t=21;else{g=f[g>>2]|0;if(!g)t=21;else{if(h)while(1){h=f[g+4>>2]|0;if(!((h|0)==(s|0)|(h&i|0)==(e|0))){t=21;break a}if((f[g+8>>2]|0)==(k|0))if((f[g+12>>2]|0)==(j|0))break a;g=f[g>>2]|0;if(!g){t=21;break a}}while(1){h=f[g+4>>2]|0;if((h|0)!=(s|0)){if(h>>>0>=q>>>0)h=(h>>>0)%(q>>>0)|0;if((h|0)!=(e|0)){t=21;break a}}if((f[g+8>>2]|0)==(k|0))if((f[g+12>>2]|0)==(j|0))break a;g=f[g>>2]|0;if(!g){t=21;break}}}}}while(0);if((t|0)==21){j=pOb(16)|0;k=o;o=f[k+4>>2]|0;i=j+8|0;f[i>>2]=f[k>>2];f[i+4>>2]=o;f[j+4>>2]=s;f[j>>2]=0;i=c+16|0;l=+(((f[i>>2]|0)+1|0)>>>0);m=+n[c+20>>2];do if(r|m*+(q>>>0)<l){e=q<<1|(q>>>0<3|(q+-1&q|0)!=0)&1;g=~~+W(+(l/m))>>>0;_Ea(x,e>>>0<g>>>0?g:e);e=f[p>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&s;break}if(s>>>0<e>>>0){h=e;e=s}else{h=e;e=(s>>>0)%(e>>>0)|0}}else h=q;while(0);g=(f[x>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=c+12|0;f[j>>2]=f[e>>2];f[e>>2]=j;f[g>>2]=e;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[x>>2]|0)+(e<<2)|0;t=34}}else{f[j>>2]=f[e>>2];t=34}if((t|0)==34)f[e>>2]=j;f[i>>2]=(f[i>>2]|0)+1}q=c+28|0;p=c+32|0;e=f[p>>2]|0;g=f[q>>2]|0;h=e-g>>3;j=f[a>>2]|0;k=(f[a+4>>2]|0)-j>>2;i=e;o=g;if(k>>>0>1){t=f[j+4>>2]|0;j=j+8+(t<<2)|0;if((k+-2-t|0)>>>0>1){o=f[j>>2]|0;k=j+4|0;f[v>>2]=f[a+12>>2];if(o){j=c+36|0;e=0;while(1){g=f[k+(e<<2)>>2]|0;f[w>>2]=g;if(i>>>0<(f[j>>2]|0)>>>0){f[i>>2]=f[v>>2];f[i+4>>2]=g;f[p>>2]=i+8}else PEa(q,v,w);e=e+1|0;if((e|0)==(o|0))break;i=f[p>>2]|0}e=f[p>>2]|0;g=f[q>>2]|0}i=g}else{i=g;g=o}}else{i=g;g=o}i=e-i>>3;if(h>>>0>=i>>>0){x=2;u=y;return x|0}j=w+4|0;b:do if(d){while(1){t=g+(h<<3)|0;a=f[t+4>>2]|0;d=v;f[d>>2]=f[t>>2];f[d+4>>2]=a;if(!($Ea(x,v)|0)){CRa(w,f[c>>2]|0,v);e=f[w>>2]|0;if(!e)e=1;else{if((b[e+20>>0]&5)==5)e=1;else e=oFa(e,c,1)|0;e=(e|0)==0&1}g=f[j>>2]|0;if(g|0)iOb(g);if(e|0)break b}e=h+1|0;if(e>>>0>=i>>>0){e=2;break}g=f[q>>2]|0;h=e}u=y;return e|0}else{while(1){t=g+(h<<3)|0;a=f[t+4>>2]|0;d=v;f[d>>2]=f[t>>2];f[d+4>>2]=a;if(!($Ea(x,v)|0)){CRa(w,f[c>>2]|0,v);e=f[w>>2]|0;if(!e)e=1;else{if(!(b[e+20>>0]&1))e=oFa(e,c,0)|0;else e=1;e=(e|0)==0&1}g=f[j>>2]|0;if(g|0)iOb(g);if(e|0)break b}e=h+1|0;if(e>>>0>=i>>>0){e=2;break}g=f[q>>2]|0;h=e}u=y;return e|0}while(0);x=0;u=y;return x|0}function pFa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l+4|0;k=l;switch(c|0){case 0:{bFa(a,b,d);u=l;return}case 1:{b=f[d>>2]|0;i=d+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){b=c+(~((c+-8-b|0)>>>3)<<3)|0;f[i>>2]=b}h=f[a>>2]|0;c=h;if((f[a+4>>2]|0)-h>>2>>>0<=1){u=l;return}h=f[c+4>>2]|0;g=c+8|0;f[j>>2]=f[a+12>>2];a:do if(h|0){e=d+8|0;a=0;while(1){c=f[g+(a<<2)>>2]|0;f[k>>2]=c;if(b>>>0<(f[e>>2]|0)>>>0){f[b>>2]=f[j>>2];f[b+4>>2]=c;f[i>>2]=b+8}else QEa(d,j,k);b=a+1|0;if((b|0)==(h|0))break a;a=b;b=f[i>>2]|0}}while(0);u=l;return}default:{u=l;return}}}function qFa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=pOb(88)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=36308;e=d+12|0;f[d+16>>2]=0;f[d+20>>2]=-1;g=d+24|0;f[g>>2]=0;f[e>>2]=36336;h=d+28|0;kvb(h);hvb(d+48|0);i=d+60|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[d+76>>2]=1.0;f[d+80>>2]=c;b[d+84>>0]=0;f[g>>2]=h;f[a>>2]=e;f[a+4>>2]=d;gOb(d);iOb(d);return}function rFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36336;b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);a=a+16|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;tOb(b);return}function sFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36336;b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+16|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){sOb(a);return}tOb(b);sOb(a);return}function tFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36308;f[a+12>>2]=36336;b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){aOb(a);return}tOb(b);aOb(a);return}function uFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36308;f[a+12>>2]=36336;b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){aOb(a);sOb(a);return}tOb(b);aOb(a);sOb(a);return}function vFa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function wFa(a){a=a|0;sOb(a);return}function xFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=f[b>>2]|0;if(!c){f[a>>2]=0;f[a+4>>2]=0;return}g=pOb(36)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=36352;h=g+12|0;f[g+16>>2]=0;f[g+20>>2]=-1;e=g+24|0;f[e>>2]=0;f[h>>2]=36380;f[g+28>>2]=c;d=f[b+4>>2]|0;f[g+32>>2]=d;if(d){gOb(d);c=f[b>>2]|0}f[e>>2]=f[c+12>>2];f[a>>2]=h;f[a+4>>2]=g;gOb(g);iOb(g);return}function yFa(a){a=a|0;f[a>>2]=36380;a=f[a+20>>2]|0;if(!a)return;iOb(a);return}function zFa(a){a=a|0;var b=0;f[a>>2]=36380;b=f[a+20>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function AFa(a){a=a|0;var b=0;f[a>>2]=36352;f[a+12>>2]=36380;b=f[a+32>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function BFa(a){a=a|0;var b=0;f[a>>2]=36352;f[a+12>>2]=36380;b=f[a+32>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function CFa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function DFa(a){a=a|0;sOb(a);return}function EFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=b;b=f[d+4>>2]|0;c=a+4|0;f[c>>2]=f[d>>2];f[c+4>>2]=b;return}function FFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;c=f[a+40>>2]|0;if(!c)return;u=a+36|0;v=a+32|0;w=a+40|0;x=a+44|0;r=(b&1|0)==0;s=a+20|0;t=a+52|0;b=c;do{m=b;e=b;d=e+28|0;q=e+32|0;c=f[q>>2]|0;if(!c){c=0;p=7}else{c=kOb(c)|0;if(!c){c=0;p=7}else{p=f[d>>2]|0;g=p;if(!p)p=7;else{e=e+8|0;b=f[b>>2]|0;if(!r)if(f[a>>2]|0)cxb(g,a,e);if(!(f[s>>2]|0))p=47;else{d=f[t>>2]|0;if(!d)d=0;else{ASa(d,1);d=f[t>>2]|0}dxb(g,s,e,d,1642,1642);p=47}}}}if((p|0)==7){p=0;n=b;o=f[n>>2]|0;h=f[u>>2]|0;d=f[m+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)k=i&d;else if(d>>>0<h>>>0)k=d;else k=(d>>>0)%(h>>>0)|0;e=(f[v>>2]|0)+(k<<2)|0;l=f[e>>2]|0;while(1){d=f[l>>2]|0;if((d|0)==(m|0))break;else l=d}if((l|0)==(w|0))p=20;else{d=f[l+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)==(k|0))g=m;else p=20}do if((p|0)==20){p=0;d=f[m>>2]|0;if(d|0){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)==(k|0)){g=m;break}}f[e>>2]=0;g=m}while(0);e=f[g>>2]|0;d=e;if(e){e=f[e+4>>2]|0;if(j)e=e&i;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(k|0)){f[(f[v>>2]|0)+(e<<2)>>2]=l;d=f[n>>2]|0}}f[l>>2]=d;f[g>>2]=0;f[x>>2]=(f[x>>2]|0)+-1;if(b|0){d=f[q>>2]|0;if(d|0)jOb(d);sOb(b)}if(!c)b=o;else{b=o;p=47}}if((p|0)==47)iOb(c)}while((b|0)!=0);return}function GFa(a){a=a|0;if(!a)return;ASa(a,-1);return}function HFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+16|0;y=B;f[a>>2]=0;k=a+4|0;f[k>>2]=0;A=c+32|0;v=IFa(A,d)|0;if(!v){j=k;e=0}else{j=v+28|0;t=v+32|0;e=f[t>>2]|0;if(!e){e=0;z=5}else{g=kOb(e)|0;e=g;if(!g)z=5;else{x=f[j>>2]|0;f[a>>2]=x;f[k>>2]=e;if(!x){e=g;j=k;r=a}else{u=B;return}}}if((z|0)==5){f[a>>2]=0;f[k>>2]=e;j=k;r=a}l=f[c+36>>2]|0;a=f[v+4>>2]|0;m=l+-1|0;o=(m&l|0)==0;if(o)p=m&a;else if(a>>>0<l>>>0)p=a;else p=(a>>>0)%(l>>>0)|0;g=(f[A>>2]|0)+(p<<2)|0;q=f[g>>2]|0;while(1){a=f[q>>2]|0;if((a|0)==(v|0))break;else q=a}if((q|0)==(c+40|0))z=20;else{a=f[q+4>>2]|0;if(o)a=a&m;else if(a>>>0>=l>>>0)a=(a>>>0)%(l>>>0)|0;if((a|0)==(p|0))k=v;else z=20}do if((z|0)==20){a=f[v>>2]|0;if(a|0){a=f[a+4>>2]|0;if(o)a=a&m;else if(a>>>0>=l>>>0)a=(a>>>0)%(l>>>0)|0;if((a|0)==(p|0)){k=v;break}}f[g>>2]=0;k=v}while(0);g=f[k>>2]|0;a=g;if(g){g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(p|0)){f[(f[A>>2]|0)+(g<<2)>>2]=q;a=f[v>>2]|0}}f[q>>2]=a;f[k>>2]=0;a=c+44|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[t>>2]|0;if(a|0)jOb(a);sOb(v);a=r}Twb(y);w=f[y>>2]|0;g=y+4|0;x=f[g>>2]|0;f[y>>2]=0;f[g>>2]=0;f[a>>2]=w;f[j>>2]=x;j=w;v=x;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}if(!(f[c>>2]|0))_wb(j,b[c+28>>0]|0);else cxb(j,c,d);g=c+20|0;if(f[g>>2]|0){a=c+52|0;e=f[a>>2]|0;if(e){ASa(e,1);e=f[a>>2]|0}dxb(j,g,d,e,1642,1642)}m=f[d>>2]|0;o=f[d+4>>2]|0;e=o+-1640531527+(m<<6)+(m>>>2)^m;p=f[d+8>>2]|0;e=p+-1640531527+(e<<6)+(e>>>2)^e;l=f[d+12>>2]|0;e=l+-1640531527+(e<<6)+(e>>>2)^e;h=+n[d+16>>2];t=(e<<6)+(h==0.0?-1640531527:(n[s>>2]=h,f[s>>2]|0)+-1640531527|0)+(e>>>2)^e;q=c+36|0;g=f[q>>2]|0;r=(g|0)==0;a:do if(r)e=0;else{k=g+-1|0;j=(k&g|0)==0;if(j)e=t&k;else if(t>>>0<g>>>0)e=t;else e=(t>>>0)%(g>>>0)|0;a=f[(f[A>>2]|0)+(e<<2)>>2]|0;if(a){a=f[a>>2]|0;if(a){if(j){while(1){y=f[a+4>>2]|0;if(!((y|0)==(t|0)|(y&k|0)==(e|0)))break a;if((f[a+8>>2]|0)==(m|0))if((f[a+12>>2]|0)==(o|0))if((f[a+16>>2]|0)==(p|0))if((f[a+20>>2]|0)==(l|0))if(+n[a+24>>2]==h)break;a=f[a>>2]|0;if(!a)break a}u=B;return}while(1){j=f[a+4>>2]|0;if((j|0)!=(t|0)){if(j>>>0>=g>>>0)j=(j>>>0)%(g>>>0)|0;if((j|0)!=(e|0))break a}if((f[a+8>>2]|0)==(m|0))if((f[a+12>>2]|0)==(o|0))if((f[a+16>>2]|0)==(p|0))if((f[a+20>>2]|0)==(l|0))if(+n[a+24>>2]==h)break;a=f[a>>2]|0;if(!a)break a}u=B;return}}}while(0);k=pOb(36)|0;y=k+8|0;f[y>>2]=f[d>>2];f[y+4>>2]=f[d+4>>2];f[y+8>>2]=f[d+8>>2];f[y+12>>2]=f[d+12>>2];f[y+16>>2]=f[d+16>>2];f[k+28>>2]=w;f[k+32>>2]=v;if(x|0)hOb(v);f[k+4>>2]=t;f[k>>2]=0;j=c+44|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[c+48>>2];do if(r|i*+(g>>>0)<h){e=g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1;a=~~+W(+(h/i))>>>0;JFa(A,e>>>0<a>>>0?a:e);e=f[q>>2]|0;a=e+-1|0;if(!(a&e)){g=e;e=a&t;break}if(t>>>0<e>>>0){g=e;e=t}else{g=e;e=(t>>>0)%(e>>>0)|0}}while(0);a=(f[A>>2]|0)+(e<<2)|0;e=f[a>>2]|0;if(!e){e=c+40|0;f[k>>2]=f[e>>2];f[e>>2]=k;f[a>>2]=e;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;a=g+-1|0;if(!(a&g))e=e&a;else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;e=(f[A>>2]|0)+(e<<2)|0;z=88}}else{f[k>>2]=f[e>>2];z=88}if((z|0)==88)f[e>>2]=k;f[j>>2]=(f[j>>2]|0)+1;u=B;return}function IFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0;l=f[b>>2]|0;o=f[b+4>>2]|0;c=o+-1640531527+(l<<6)+(l>>>2)^l;k=f[b+8>>2]|0;c=k+-1640531527+(c<<6)+(c>>>2)^c;m=f[b+12>>2]|0;c=m+-1640531527+(c<<6)+(c>>>2)^c;i=+n[b+16>>2];e=(c<<6)+(i==0.0?-1640531527:(n[s>>2]=i,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;g=f[a+4>>2]|0;if(!g){o=0;return o|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){o=0;return o|0}b=f[b>>2]|0;if(!b){o=0;return o|0}if(c){while(1){a=f[b+4>>2]|0;c=(a|0)==(e|0);if(!(c|(a&d|0)==(h|0))){b=0;c=27;break}if(c)if((f[b+8>>2]|0)==(l|0))if((f[b+12>>2]|0)==(o|0))if((f[b+16>>2]|0)==(k|0))if((f[b+20>>2]|0)==(m|0))if(+n[b+24>>2]==i){c=27;break}b=f[b>>2]|0;if(!b){b=0;c=27;break}}if((c|0)==27)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(l|0))if((f[j+12>>2]|0)==(o|0))if((f[j+16>>2]|0)==(k|0))if((f[j+20>>2]|0)==(m|0))if(+n[j+24>>2]==i){b=j;c=27;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;c=27;break}}j=f[j>>2]|0;if(!j){b=0;c=27;break}}if((c|0)==27)return b|0;return 0}function JFa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){KFa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;KFa(a,b);return}function KFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();r=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=r;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;q=b+-1|0;r=(q&b|0)==0;if(r)c=c&q;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){p=d;b:while(1){c:do if(r){d=e;while(1){o=f[d+4>>2]&q;if((o|0)==(c|0))break c;e=(f[a>>2]|0)+(o<<2)|0;if(!(f[e>>2]|0)){c=o;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;if((f[l>>2]|0)!=(f[h+20>>2]|0))break d;if(!(+n[m>>2]==+n[h+24>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{s=h;h=e;e=s}}}while(0);f[p>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)o=e;else o=(e>>>0)%(b>>>0)|0;if((o|0)==(c|0))break c;e=(f[a>>2]|0)+(o<<2)|0;if(!(f[e>>2]|0)){c=o;break b}i=d+12|0;j=d+16|0;k=d+20|0;l=d+24|0;h=f[d>>2]|0;e:do if(!h)e=d;else{m=f[d+8>>2]|0;e=d;while(1){if((m|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;if((f[k>>2]|0)!=(f[h+20>>2]|0))break e;if(!(+n[l>>2]==+n[h+24>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{s=h;h=e;e=s}}}while(0);f[p>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}while(0);e=f[d>>2]|0;if(!e){c=45;break a}else{g=d;p=d}}f[e>>2]=p;e=f[d>>2]|0;if(!e){c=45;break}else g=d}if((c|0)==45)return}function LFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;a=f[a+12>>2]|0;if(!(f[b>>2]|0)){u=e;return}hvb(d);ivb(a+20|0,d)|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)tOb(c);lvb(a,b)|0;FFa(a,1);u=e;return}function MFa(a,b){a=a|0;b=b|0;a=f[a+12>>2]|0;if(!(f[b>>2]|0))return;ivb(a+20|0,b)|0;FFa(a,2);return}function NFa(a){a=a|0;return (b[(f[a+12>>2]|0)+56>>0]|0)!=0|0}function OFa(a,c){a=a|0;c=c|0;b[(f[a+12>>2]|0)+56>>0]=c&1;return}function PFa(a,b,c){a=a|0;b=b|0;c=c|0;HFa(a,f[b+12>>2]|0,c);return}function QFa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+32|0;d=c;b=f[b+12>>2]|0;Lwb(d);Nwb(d,9729,9987);Owb(d,8.0);HFa(a,b,d);u=c;return}function RFa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;f[a>>2]=c;f[a+4>>2]=f[d>>2];f[a+8>>2]=f[e>>2];f[a+12>>2]=f[g>>2];c=f[g+4>>2]|0;f[a+16>>2]=c;if(c|0)gOb(c);g=a+20|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;n[a+44>>2]=1.0;g=a+48|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+64>>2]=1.0;g=a+68|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+84>>2]=1.0;g=a+88|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+104>>2]=1.0;g=a+108|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+124>>2]=1.0;b[a+128>>0]=h;return}function SFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;wpb(c,b,a);b=a+20|0;e=f[c>>2]|0;f[c>>2]=0;a=f[b>>2]|0;f[b>>2]=e;if(!a){f[c>>2]=0;u=d;return}TFa(a);sOb(a);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=d;return}TFa(a);sOb(a);u=d;return}function TFa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=a+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){b=f[c+8>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);sOb(c)}d=a+24|0;b=f[d>>2]|0;if(b|0){e=a+28|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-20|0;f[e>>2]=g;UFa(g);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+12|0;b=f[e>>2]|0;if(!b)return;d=a+16|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-72|0;f[d>>2]=g;TFa(g);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function UFa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+4>>2]|0;if(b|0){c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}e=f[a>>2]|0;f[a>>2]=0;if(!e)return;b=f[e+56>>2]|0;if(b|0){c=e+60|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[e+16>>2]|0;if(b|0)iOb(b);b=f[e>>2]|0;if(b|0){a=e+4|0;c=f[a>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[a>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[a>>2]|0}}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}sOb(e);return}function VFa(a){a=a|0;return (f[a+4>>2]|0)==0|0}function WFa(a){a=a|0;return f[a+20>>2]|0}function XFa(a){a=a|0;return f[a+20>>2]|0}function YFa(a,b,c){a=a|0;b=b|0;c=c|0;b=ZFa(a+28|0,b)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];return}function ZFa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(28)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;_Fa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function _Fa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){$Fa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;$Fa(a,b);return}function $Fa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function aGa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+32>>2]|0;if(!e){i=0;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;b=f[(f[a+28>>2]|0)+(g<<2)>>2]|0;if(!b){i=0;return i|0}b=f[b>>2]|0;if(!b){i=0;return i|0}a:do if(c){while(1){e=f[b+4>>2]|0;a=(h|0)==(e|0);if(!(a|(e&d|0)==(g|0))){b=0;a=20;break}if(a)if((f[b+8>>2]|0)==(h|0)){i=b;break a}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}else{while(1){a=f[b+4>>2]|0;if((h|0)==(a|0)){if((f[b+8>>2]|0)==(h|0)){i=b;break a}}else{if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;if((a|0)!=(g|0)){b=0;a=20;break}}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}while(0);i=i+12|0;return i|0}function bGa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+32>>2]|0;if(!e){i=0;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;b=f[(f[a+28>>2]|0)+(g<<2)>>2]|0;if(!b){i=0;return i|0}b=f[b>>2]|0;if(!b){i=0;return i|0}a:do if(c){while(1){e=f[b+4>>2]|0;a=(h|0)==(e|0);if(!(a|(e&d|0)==(g|0))){b=0;a=20;break}if(a)if((f[b+8>>2]|0)==(h|0)){i=b;break a}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}else{while(1){a=f[b+4>>2]|0;if((h|0)==(a|0)){if((f[b+8>>2]|0)==(h|0)){i=b;break a}}else{if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;if((a|0)!=(g|0)){b=0;a=20;break}}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}while(0);i=i+12|0;return i|0}function cGa(a,b){a=a|0;b=b|0;Wib(a,f[b+20>>2]|0);return}function dGa(a){a=a|0;return f[a+24>>2]|0}function eGa(a,b){a=a|0;b=b|0;f[a+24>>2]=b;return}function fGa(){return}function gGa(){Iha();beb();return}function hGa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;f[a>>2]=0;i=c+152|0;if(+n[i>>2]==1.0)if(+n[c+156>>2]==1.0)if(+n[c+160>>2]==1.0)if(+n[c+164>>2]!=1.0)k=5;else e=0;else k=5;else k=5;else k=5;a:do if((k|0)==5){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e;while(1){b:while(1)switch(Rg[f[(f[g>>2]|0)+104>>2]&255](g,i)|0){case 1:case 0:break a;case 2:break b;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+184>>2];c:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){d:while(1)switch(Qg[f[(f[g>>2]|0)+108>>2]&15](g,j)|0){case 1:case 0:break c;case 2:break d;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+180>>2];e:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){f:while(1)switch(Qg[f[(f[g>>2]|0)+112>>2]&15](g,j)|0){case 1:case 0:break e;case 2:break f;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+188>>2];g:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){h:while(1)switch(Qg[f[(f[g>>2]|0)+116>>2]&15](g,j)|0){case 1:case 0:break g;case 2:break h;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);i=c+120|0;i:do if(!(f[i>>2]|0))g=e;else{if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;while(1){j:while(1)switch(Rg[f[(f[e>>2]|0)+120>>2]&255](e,i)|0){case 1:case 0:break i;case 2:break j;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}}while(0);i=c+88|0;k:do if(!(f[i>>2]|0))e=g;else{if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[a>>2]=g;e=g}else e=g;while(1){l:while(1)switch(Rg[f[(f[g>>2]|0)+136>>2]&255](g,i)|0){case 1:case 0:break k;case 2:break l;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);i=c+96|0;if(+n[i>>2]!=1.0)k=74;else if(+n[c+100>>2]!=0.0)k=74;else if(+n[c+104>>2]!=0.0)k=74;else if(+n[c+108>>2]!=1.0)k=74;else if(+n[c+112>>2]!=0.0)k=74;else if(+n[c+116>>2]!=0.0)k=74;m:do if((k|0)==74){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;while(1){n:while(1)switch(Rg[f[(f[e>>2]|0)+140>>2]&255](e,i)|0){case 1:case 0:{e=g;break m}case 2:break n;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}}while(0);i=b[c+213>>0]|0;if(!(i<<24>>24)){u=m;return}if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;o:while(1){p:while(1)switch(Rg[f[(f[e>>2]|0)+144>>2]&255](e,i)|0){case 1:case 0:break o;case 2:break p;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}u=m;return}function iGa(a){a=a|0;return}function jGa(a){a=a|0;sOb(a);return}function kGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=pOb(24)|0;d[c+4>>1]=d[b+4>>1]|0;f[c>>2]=36396;e=c+8|0;b=b+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[a>>2]=c;return}function lGa(a){a=a|0;var b=0;a=a+4|0;b=d[a>>1]|0;if(!(b&1)){b=0;return b|0}d[a>>1]=b&-2;b=1;return b|0}function mGa(a){a=a|0;return (d[a+4>>1]&1?a+8|0:0)|0}function nGa(a){a=a|0;return 0}function oGa(a){a=a|0;return 0}function pGa(a){a=a|0;return 0}function qGa(a){a=a|0;return 0}function rGa(a){a=a|0;return 0}function sGa(a){a=a|0;return 0}function tGa(a){a=a|0;return 0}function uGa(a){a=a|0;return 0}function vGa(a){a=a|0;return 0}function wGa(a){a=a|0;return 0}function xGa(a){a=a|0;return 0}function yGa(a){a=a|0;return 0}function zGa(a){a=a|0;return 0}function AGa(a){a=a|0;return 0}function BGa(a){a=a|0;return 0}function CGa(a){a=a|0;return 0}function DGa(a){a=a|0;return 0}function EGa(a){a=a|0;return 0}function FGa(a){a=a|0;return 0}function GGa(a){a=a|0;return 0}function HGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=pOb(32)|0;d[c+4>>1]=d[b+4>>1]|0;e=c+8|0;b=b+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[c>>2]=36552;f[a>>2]=c;return}function IGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&1)if(+n[a+8>>2]==+n[b>>2])if(+n[a+12>>2]==+n[b+4>>2])if(+n[a+16>>2]==+n[b+8>>2])if(+n[a+20>>2]==+n[b+12>>2]){e=0;return e|0}d[c>>1]=e|1;e=a+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];e=1;return e|0}function JGa(a,b){a=a|0;b=+b;return 2}function KGa(a,b){a=a|0;b=+b;return 2}function LGa(a,b){a=a|0;b=+b;return 2}function MGa(a,b){a=a|0;b=b|0;return 2}function NGa(a,b){a=a|0;b=b|0;return 2}function OGa(a,b){a=a|0;b=+b;return 2}function PGa(a,b){a=a|0;b=b|0;return 2}function QGa(a,b){a=a|0;b=b|0;return 2}function RGa(a,b){a=a|0;b=b|0;return 2}function SGa(a,b){a=a|0;b=b|0;return 2}function TGa(a){a=a|0;sOb(a);return}function UGa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=pOb(32)|0;d[c+4>>1]=d[b+4>>1]|0;g=c+8|0;e=b+8|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];f[c>>2]=36552;g=b+24|0;e=f[g+4>>2]|0;b=c+24|0;f[b>>2]=f[g>>2];f[b+4>>2]=e;f[a>>2]=c;return}function VGa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&2)){c=0;return c|0}d[b>>1]=c&-3;n[a+24>>2]=0.0;c=1;return c|0}function WGa(a){a=a|0;return (d[a+4>>1]&2?a+24|0:0)|0}function XGa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&4)){c=0;return c|0}d[b>>1]=c&-5;n[a+28>>2]=0.0;c=1;return c|0}function YGa(a){a=a|0;return (d[a+4>>1]&4?a+28|0:0)|0}function ZGa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=pOb(44)|0;d[c+4>>1]=d[b+4>>1]|0;g=c+8|0;e=b+8|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];g=b+24|0;e=f[g+4>>2]|0;b=c+24|0;f[b>>2]=f[g>>2];f[b+4>>2]=e;f[c>>2]=36708;f[c+36>>2]=0;f[c+40>>2]=0;f[a>>2]=c;return}function _Ga(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+24|0;if(e&2)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|2;n[a>>2]=b;e=1;return e|0}function $Ga(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+28|0;if(e&4)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|4;n[a>>2]=b;e=1;return e|0}function aHa(a){a=a|0;f[a>>2]=36708;a=f[a+40>>2]|0;if(!a)return;iOb(a);return}function bHa(a){a=a|0;var b=0;f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function cHa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0;c=pOb(44)|0;d[c+4>>1]=d[b+4>>1]|0;h=c+8|0;g=b+8|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];h=b+24|0;g=f[h+4>>2]|0;e=c+24|0;f[e>>2]=f[h>>2];f[e+4>>2]=g;f[c>>2]=36708;f[c+32>>2]=f[b+32>>2];f[c+36>>2]=f[b+36>>2];b=f[b+40>>2]|0;f[c+40>>2]=b;if(!b){h=c;f[a>>2]=h;return}gOb(b);h=c;f[a>>2]=h;return}function dHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&8)){c=0;return c|0}d[b>>1]=c&-9;n[a+32>>2]=0.0;c=1;return c|0}function eHa(a){a=a|0;return (d[a+4>>1]&8?a+32|0:0)|0}function fHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&16)){c=0;return c|0}d[b>>1]=c&-17;f[a+36>>2]=0;c=a+40|0;a=f[c>>2]|0;f[c>>2]=0;if(!a){c=1;return c|0}iOb(a);c=1;return c|0}function gHa(a){a=a|0;return (d[a+4>>1]&16?a+36|0:0)|0}function hHa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0;c=pOb(64)|0;d[c+4>>1]=d[b+4>>1]|0;h=c+8|0;g=b+8|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];h=b+24|0;g=f[h+4>>2]|0;e=c+24|0;f[e>>2]=f[h>>2];f[e+4>>2]=g;f[c+32>>2]=f[b+32>>2];e=b+36|0;f[c+36>>2]=f[e>>2];b=b+40|0;f[c+40>>2]=f[b>>2];f[e>>2]=0;f[b>>2]=0;f[c>>2]=36864;f[c+44>>2]=0;f[c+48>>2]=0;f[c+52>>2]=0;f[a>>2]=c;return}function iHa(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+32|0;if(e&8)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|8;n[a>>2]=b;e=1;return e|0}function jHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&16)if((f[a+36>>2]|0)==(f[b>>2]|0)){a=0;return a|0}d[c>>1]=e|16;c=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[a+36>>2]=c;a=a+40|0;c=f[a>>2]|0;f[a>>2]=e;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function kHa(a){a=a|0;var b=0,c=0;f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;a=f[a+40>>2]|0;if(!a)return;iOb(a);return}function lHa(a){a=a|0;var b=0,c=0;f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function mHa(a,b){a=a|0;b=b|0;var c=0;c=pOb(64)|0;KHa(c,b);f[a>>2]=c;return}function nHa(a){a=a|0;var b=0,c=0,e=0;b=a+4|0;c=d[b>>1]|0;if(!(c&32)){a=0;return a|0}d[b>>1]=c&-33;e=a+44|0;b=f[e>>2]|0;c=a+48|0;if(!b)b=a+52|0;else{if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);b=a+52|0;f[b>>2]=0;f[c>>2]=0;f[e>>2]=0}f[e>>2]=0;f[c>>2]=0;f[b>>2]=0;a=1;return a|0}function oHa(a){a=a|0;return (d[a+4>>1]&32?a+44|0:0)|0}function pHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&64)){c=0;return c|0}d[b>>1]=c&-65;n[a+56>>2]=0.0;c=1;return c|0}function qHa(a){a=a|0;return (d[a+4>>1]&64?a+56|0:0)|0}function rHa(a){a=a|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(!(e&128)){e=0;return e|0}d[c>>1]=e&-129;b[a+60>>0]=0;e=1;return e|0}function sHa(a){a=a|0;return (d[a+4>>1]&128?a+60|0:0)|0}function tHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0;e=pOb(100)|0;d[e+4>>1]=d[c+4>>1]|0;i=e+8|0;g=c+8|0;f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];f[i+12>>2]=f[g+12>>2];i=c+24|0;g=f[i+4>>2]|0;h=e+24|0;f[h>>2]=f[i>>2];f[h+4>>2]=g;f[e+32>>2]=f[c+32>>2];h=c+36|0;f[e+36>>2]=f[h>>2];g=c+40|0;f[e+40>>2]=f[g>>2];f[h>>2]=0;f[g>>2]=0;g=c+44|0;f[e+44>>2]=f[g>>2];h=c+48|0;f[e+48>>2]=f[h>>2];i=c+52|0;f[e+52>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[g>>2]=0;g=e+56|0;c=c+56|0;f[g>>2]=f[c>>2];b[g+4>>0]=b[c+4>>0]|0;f[e>>2]=37020;f[e+64>>2]=0;f[e+68>>2]=0;f[a>>2]=e;return}function uHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=a+4|0;l=d[k>>1]|0;m=a+44|0;a:do if(!(l&32)){h=a+48|0;g=f[m>>2]|0}else{h=a+48|0;n=f[h>>2]|0;j=f[m>>2]|0;e=f[c>>2]|0;g=j;i=n;if((n-j|0)==((f[c+4>>2]|0)-e|0)){if((g|0)==(i|0)){n=0;return n|0}j=g;while(1){if((b[j>>0]|0)!=(b[e>>0]|0))break a;j=j+1|0;if((j|0)==(i|0)){e=0;break}else e=e+1|0}return e|0}}while(0);d[k>>1]=l|32;e=a+44|0;if(!g)e=a+52|0;else{if((f[h>>2]|0)!=(g|0))f[h>>2]=g;sOb(g);n=a+52|0;f[n>>2]=0;f[h>>2]=0;f[e>>2]=0;e=n}f[m>>2]=f[c>>2];n=c+4|0;f[h>>2]=f[n>>2];m=c+8|0;f[e>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[c>>2]=0;n=1;return n|0}function vHa(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+56|0;if(e&64)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|64;n[a>>2]=b;e=1;return e|0}function wHa(a,c){a=a|0;c=c|0;var e=0,f=0;e=a+4|0;f=d[e>>1]|0;a=a+60|0;if(f&128)if((b[a>>0]|0)==c<<24>>24){f=0;return f|0}d[e>>1]=f|128;b[a>>0]=c;f=1;return f|0}function xHa(a){a=a|0;var b=0,c=0;f[a>>2]=37020;b=f[a+68>>2]|0;if(b|0)iOb(b);f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b)return;iOb(b);return}function yHa(a){a=a|0;var b=0,c=0;f[a>>2]=37020;b=f[a+68>>2]|0;if(b|0)iOb(b);f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function zHa(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(100)|0;KHa(d,c);f[d>>2]=37020;f[d+64>>2]=f[c+64>>2];e=f[c+68>>2]|0;f[d+68>>2]=e;if(e|0)gOb(e);f[d+72>>2]=f[c+72>>2];f[d+76>>2]=f[c+76>>2];f[d+80>>2]=f[c+80>>2];f[d+84>>2]=f[c+84>>2];f[d+88>>2]=f[c+88>>2];f[d+92>>2]=f[c+92>>2];b[d+96>>0]=b[c+96>>0]|0;f[a>>2]=d;return}function AHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&256)){c=0;return c|0}d[b>>1]=c&-257;f[a+64>>2]=0;c=a+68|0;a=f[c>>2]|0;f[c>>2]=0;if(!a){c=1;return c|0}iOb(a);c=1;return c|0}function BHa(a){a=a|0;return (d[a+4>>1]&256?a+64|0:0)|0}function CHa(a){a=a|0;var b=0;a=a+4|0;b=d[a>>1]|0;if(!(b&512)){b=0;return b|0}d[a>>1]=b&-513;b=1;return b|0}function DHa(a){a=a|0;return (d[a+4>>1]&512?a+72|0:0)|0}function EHa(a){a=a|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(!(e&1024)){e=0;return e|0}d[c>>1]=e&-1025;b[a+96>>0]=0;e=1;return e|0}function FHa(a){a=a|0;return (d[a+4>>1]&1024?a+96|0:0)|0}function GHa(a,b){a=a|0;b=b|0;oh[f[(f[b>>2]|0)+8>>2]&1023](a,b);return}function HHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&256)if((f[a+64>>2]|0)==(f[b>>2]|0)){a=0;return a|0}d[c>>1]=e|256;c=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[a+64>>2]=c;a=a+68|0;c=f[a>>2]|0;f[a>>2]=e;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function IHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&512)if(+n[a+72>>2]==+n[b>>2])if(+n[a+76>>2]==+n[b+4>>2])if(+n[a+80>>2]==+n[b+8>>2])if(+n[a+84>>2]==+n[b+12>>2])if(+n[a+88>>2]==+n[b+16>>2])if(+n[a+92>>2]==+n[b+20>>2]){e=0;return e|0}d[c>>1]=e|512;f[a+72>>2]=f[b>>2];f[a+76>>2]=f[b+4>>2];f[a+80>>2]=f[b+8>>2];f[a+84>>2]=f[b+12>>2];f[a+88>>2]=f[b+16>>2];f[a+92>>2]=f[b+20>>2];e=1;return e|0}function JHa(a,c){a=a|0;c=c|0;var e=0,f=0;e=a+4|0;f=d[e>>1]|0;a=a+96|0;if(f&1024)if((b[a>>0]|0)==c<<24>>24){f=0;return f|0}d[e>>1]=f|1024;b[a>>0]=c;f=1;return f|0}function KHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0;f[a>>2]=37176;d[a+4>>1]=d[c+4>>1]|0;f[a>>2]=36396;j=a+8|0;k=c+8|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];f[a>>2]=36552;j=c+24|0;k=f[j+4>>2]|0;e=a+24|0;f[e>>2]=f[j>>2];f[e+4>>2]=k;f[a>>2]=36708;f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];e=f[c+40>>2]|0;f[a+40>>2]=e;if(e|0)gOb(e);f[a>>2]=36864;e=a+44|0;g=c+44|0;f[e>>2]=0;j=a+48|0;f[j>>2]=0;f[a+52>>2]=0;i=c+48|0;h=(f[i>>2]|0)-(f[g>>2]|0)|0;if(!h){a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}if((h|0)<0)AMb(e);k=pOb(h)|0;f[j>>2]=k;f[e>>2]=k;f[a+52>>2]=k+h;g=f[g>>2]|0;e=(f[i>>2]|0)-g|0;if((e|0)<=0){a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}bQb(k|0,g|0,e|0)|0;f[j>>2]=k+e;a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}function LHa(a){a=a|0;yf()}function MHa(a){a=a|0;return 0}function NHa(a){a=a|0;return 0}function OHa(a,b){a=a|0;b=b|0;return 2}function PHa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;d=pOb(228)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37332;e=d+12|0;c=d+108|0;g=e;h=g+96|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;n[d+112>>2]=0.0;n[d+116>>2]=0.0;n[d+120>>2]=1.0;c=d+164|0;g=d+124|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;n[d+168>>2]=1.0;n[d+172>>2]=1.0;n[d+176>>2]=1.0;n[d+180>>2]=0.0;n[d+184>>2]=0.0;n[d+188>>2]=0.0;n[d+192>>2]=-1.0;n[d+196>>2]=-1.0;n[d+200>>2]=-1.0;n[d+204>>2]=1.0;n[d+208>>2]=1.0;n[d+212>>2]=1.0;f[d+216>>2]=0;f[d+220>>2]=-1;b[d+224>>0]=0;b[d+225>>0]=0;b[d+226>>0]=0;b[d+227>>0]=2;f[a>>2]=e;f[a+4>>2]=d;return}function QHa(a){a=a|0;f[a>>2]=37332;UHa(a+12|0);aOb(a);return}function RHa(a){a=a|0;f[a>>2]=37332;UHa(a+12|0);aOb(a);sOb(a);return}function SHa(a){a=a|0;UHa(a+12|0);return}function THa(a){a=a|0;sOb(a);return}function UHa(a){a=a|0;var b=0,c=0;b=f[a>>2]|0;if(b|0){c=a+4|0;if(f[c>>2]|0)o9a(b,c)}b=f[a+148>>2]|0;if(b|0)iOb(b);b=f[a+140>>2]|0;if(b|0)iOb(b);b=f[a+132>>2]|0;if(b|0)iOb(b);b=f[a+124>>2]|0;if(b|0)iOb(b);b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+84>>2]|0;if(b|0)iOb(b);b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+64>>2]|0;if(b|0)iOb(b);b=f[a+56>>2]|0;if(b|0)iOb(b);b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function VHa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0;j=pOb(228)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37332;k=j+12|0;d=j+108|0;g=k;h=g+96|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;n[j+112>>2]=0.0;n[j+116>>2]=0.0;n[j+120>>2]=1.0;d=j+164|0;g=j+124|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;n[j+168>>2]=1.0;n[j+172>>2]=1.0;n[j+176>>2]=1.0;n[j+180>>2]=0.0;n[j+184>>2]=0.0;n[j+188>>2]=0.0;n[j+192>>2]=-1.0;n[j+196>>2]=-1.0;n[j+200>>2]=-1.0;n[j+204>>2]=1.0;n[j+208>>2]=1.0;n[j+212>>2]=1.0;f[j+216>>2]=0;f[j+220>>2]=-1;b[j+224>>0]=0;b[j+225>>0]=0;b[j+226>>0]=0;b[j+227>>0]=2;f[a>>2]=k;f[a+4>>2]=j;a=j+16|0;g=f[c>>2]|0;d=f[c+4>>2]|0;h=d;if(!d){f[a>>2]=g;f[j+20>>2]=h}else{gOb(d);l=j+20|0;d=f[l>>2]|0;f[a>>2]=g;f[l>>2]=h;if(d|0)iOb(d)}d=f[c>>2]|0;if(!d)return;d=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;do if(d|0){a=j+164|0;if(+n[a>>2]==+n[d>>2])if(+n[j+168>>2]==+n[d+4>>2])if(+n[j+172>>2]==+n[d+8>>2])if(+n[j+176>>2]==+n[d+12>>2])break;f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];l=j+227|0;b[l>>0]=b[l>>0]|2;if(f[j+100>>2]|0){f[j+24>>2]=0;l=j+28|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+40>>2]=0;l=j+44|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}}while(0);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+24>>2]&1023](d)|0;if(d|0)f[j+196>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+32>>2]&1023](d)|0;if(d|0)f[j+192>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;if(d|0){i=+n[d>>2];a=j+200|0;e=+n[a>>2];if(!(e==i)){d=f[j+132>>2]|0;if(d|0)if(f[d+8>>2]|0)if(i>0.0^e>0.0){f[j+24>>2]=0;l=j+28|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+40>>2]=0;l=j+44|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}n[a>>2]=i}}d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+48>>2]&1023](d)|0;if(d|0)WHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+64>>2]&1023](d)|0;if(d|0)f[j+212>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+72>>2]&1023](d)|0;if(d|0){d=b[d>>0]|0;a=j+226|0;if((b[a>>0]|0)!=d<<24>>24){b[a>>0]=d;f[j+56>>2]=0;l=j+60|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+64>>2]=0;l=j+68|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}}d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+80>>2]&1023](d)|0;if(d|0)XHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+88>>2]&1023](d)|0;if(d|0)YHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+96>>2]&1023](d)|0;if(!d)return;ZHa(k,b[d>>0]|0);return}function WHa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+120|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+124|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function XHa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=a+88|0;e=f[h>>2]|0;d=f[c>>2]|0;if((e|0)==(d|0))return;if(!d)d=0;else d=(f[d+8>>2]|0)!=0;if(!e){if(d)g=7}else if(d^(f[e+8>>2]|0)!=0)g=7;if((g|0)==7){f[a+12>>2]=0;g=a+16|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;g=a+32|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)iOb(d)}d=f[c>>2]|0;g=f[c+4>>2]|0;if(g|0)gOb(g);f[h>>2]=d;h=a+92|0;e=f[h>>2]|0;f[h>>2]=g;if(e){iOb(e);d=f[a+88>>2]|0}h=a+215|0;b[h>>0]=b[h>>0]|2;if(!d)return;f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;a=a+32|0;d=f[a>>2]|0;f[a>>2]=0;if(!d)return;iOb(d);return}function YHa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0;h=a+96|0;d=+n[h>>2];e=+n[b>>2];if(d==e)if(+n[a+100>>2]==+n[b+4>>2])if(+n[a+104>>2]==+n[b+8>>2])if(+n[a+108>>2]==+n[b+12>>2])if(+n[a+112>>2]==+n[b+16>>2])if(+n[a+116>>2]==+n[b+20>>2])return;if(d!=1.0)c=1;else if(+n[a+100>>2]!=0.0)c=1;else if(+n[a+104>>2]!=0.0)c=1;else if(+n[a+108>>2]!=1.0)c=1;else if(+n[a+112>>2]!=0.0)c=1;else c=+n[a+116>>2]!=0.0;if(e!=1.0)g=18;else if(+n[b+4>>2]!=0.0)g=18;else if(+n[b+8>>2]!=0.0)g=18;else if(+n[b+12>>2]!=1.0)g=18;else if(+n[b+16>>2]!=0.0)g=18;else if(c^+n[b+20>>2]!=0.0)g=20;if((g|0)==18)if(!c)g=20;if((g|0)==20){f[a+12>>2]=0;g=a+16|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;g=a+32|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c)}f[h>>2]=f[b>>2];f[a+100>>2]=f[b+4>>2];f[a+104>>2]=f[b+8>>2];f[a+108>>2]=f[b+12>>2];f[a+112>>2]=f[b+16>>2];f[a+116>>2]=f[b+20>>2];return}function ZHa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=a+213|0;if((b[e>>0]|0)==c<<24>>24)return;g=a+88|0;d=f[g>>2]|0;if(!d){b[e>>0]=c;a=a+215|0;b[a>>0]=b[a>>0]|2;return}if(f[d+8>>2]|0){f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;h=a+32|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d)}h=f[g>>2]|0;b[e>>0]=c;g=a+215|0;b[g>>0]=b[g>>0]|2;if(!h)return;f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;h=a+32|0;d=f[h>>2]|0;f[h>>2]=0;if(!d)return;iOb(d);return}function _Ha(a,c){a=a|0;c=c|0;var d=0;d=a+152|0;if(+n[d>>2]==+n[c>>2])if(+n[a+156>>2]==+n[c+4>>2])if(+n[a+160>>2]==+n[c+8>>2])if(+n[a+164>>2]==+n[c+12>>2])return;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];d=a+215|0;b[d>>0]=b[d>>0]|2;if(!(f[a+88>>2]|0))return;f[a+12>>2]=0;d=a+16|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;a=a+32|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function $Ha(a,b){a=a|0;b=+b;n[a+184>>2]=b;return}function aIa(a,b){a=a|0;b=+b;n[a+180>>2]=b;return}function bIa(a,b){a=a|0;b=+b;var c=0,d=0.0,e=0,g=0;e=a+188|0;d=+n[e>>2];if(d==b)return;c=f[a+120>>2]|0;if(c|0)if(f[c+8>>2]|0)if(b>0.0^d>0.0){f[a+12>>2]=0;g=a+16|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;g=a+32|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c)}n[e>>2]=b;return}function cIa(a,b,c){a=a|0;b=b|0;c=c|0;VHa(a,c);f[f[a>>2]>>2]=b;return}function dIa(a){a=a|0;var b=0,c=0;f[a+44>>2]=0;c=a+48|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+52>>2]=0;c=a+56|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+60>>2]=0;c=a+64|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+68>>2]=0;c=a+72|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+12>>2]=0;c=a+16|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+20>>2]=0;c=a+24|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+28>>2]=0;c=a+32|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+36>>2]=0;c=a+40|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function eIa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;if(!(b[a+215>>0]&1)){g=f[a+88>>2]|0;if(g|0)if(f[g+8>>2]|0)if((f[g+24>>2]|0)==10497)if(!(Zwb(g)|0)){f[a+12>>2]=0;h=a+16|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+20>>2]=0;h=a+24|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+28>>2]=0;h=a+32|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+36>>2]=0;h=a+40|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g)}}g=a+76|0;if((f[g>>2]|0)==(c|0)){e=e&255;h=d&255;h=a+12+(e<<4)+(h<<3)|0;return h|0}f[g>>2]=c;dIa(a);e=e&255;h=d&255;h=a+12+(e<<4)+(h<<3)|0;return h|0}function fIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+76|0;if((f[d>>2]|0)!=(b|0)){f[d>>2]=b;dIa(a)}return a+44+((c&255)<<3)|0}function gIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+76|0;if((f[d>>2]|0)!=(b|0)){f[d>>2]=b;dIa(a)}return a+60+((c&255)<<3)|0}function hIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+180>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&4){e=+n[a+780>>2];return +e}a=f[d>>2]|0;if(!a){e=0.0;return +e}if(!(b[a+788>>0]&4)){e=0.0;return +e}e=+n[a+780>>2];return +e}function iIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+184>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&8){e=+n[a+784>>2];return +e}a=f[d>>2]|0;if(!a){e=1.0;return +e}if(!(b[a+788>>0]&8)){e=1.0;return +e}e=+n[a+784>>2];return +e}function jIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+188>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&2){e=+n[a+776>>2];return +e}a=f[d>>2]|0;if(!a){e=0.0;return +e}if(!(b[a+788>>0]&2)){e=0.0;return +e}e=+n[a+776>>2];return +e}function kIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+120|0;if(f[d>>2]|0)return d|0;a=f[b>>2]|0;if(a|0){a=a+760|0;if(f[a>>2]|0){d=a;return d|0}}a=f[c>>2]|0;if(a|0){a=a+760|0;if(f[a>>2]|0){d=a;return d|0}}return d|0}function lIa(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;o=c+76|0;if((f[o>>2]|0)!=(d|0)){f[o>>2]=d;dIa(c)}if((e&255)<3)b[m>>0]=256>>>((e&255)<<3&16777215);b[m+1>>0]=b[c+212>>0]|0;r=m+4|0;s=g&255;o=s<<3&8;d=o|1;o=o|2049;g=l?o:d;w=g|16;g=k?w:g;f[r>>2]=k?w:l?o:d;k=c+88|0;d=f[k>>2]|0;if(d|0)if(f[d+8>>2]|0){o=g|32;f[r>>2]=o;l=c+213|0;if((b[l>>0]|0)==1){o=g|96;f[r>>2]=o}if(+n[c+96>>2]!=1.0)q=15;else if(+n[c+100>>2]!=0.0)q=15;else if(+n[c+104>>2]!=0.0)q=15;else if(+n[c+108>>2]!=1.0)q=15;else if(+n[c+112>>2]!=0.0)q=15;else if(+n[c+116>>2]!=0.0)q=15;if((q|0)==15)f[r>>2]=o|256;if((f[d+24>>2]|0)==10497)if(Zwb(d)|0)q=19;else{f[r>>2]=f[r>>2]|128;w=c+215|0;o=b[w>>0]|1;b[w>>0]=o}else q=19;if((q|0)==19){w=c+215|0;o=b[w>>0]&-2;b[w>>0]=o}if(j<<24>>24==1){g=c+215|0;if(o&2){d=f[k>>2]|0;a:do if(!d){d=+n[c+164>>2]<1.0;q=29}else switch(b[l>>0]|0){case 0:{if(+n[c+164>>2]<1.0){d=1;q=29;break a}d=(f[d+12>>2]|2|0)==6410;q=29;break a}case 1:{if(!(+n[c+164>>2]<1.0)){d=0;q=29;break a}d=(f[d+12>>2]|2|0)==6410;q=29;break a}default:break a}while(0);if((q|0)==29){o=(d&1)<<2&255|o&-5;b[g>>0]=o}o=o&-3;b[g>>0]=o}if(o&4)f[r>>2]=f[r>>2]|1024}}p=+n[c+188>>2];do if(!(p>=0.0)){o=f[h>>2]|0;if(!o)q=36;else if(!(b[o+788>>0]&2))q=36;if((q|0)==36){o=f[i>>2]|0;if(!o)break;if(!(b[o+788>>0]&2))break}p=+n[o+776>>2];q=39}else q=39;while(0);b:do if((q|0)==39)if(p>0.0){o=f[c+120>>2]|0;do if(!o){o=f[h>>2]|0;if(o|0){o=f[o+760>>2]|0;if(o|0)break}o=f[i>>2]|0;if(!o)break b;o=f[o+760>>2]|0;if(!o)break b}while(0);if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|512}while(0);o=f[c+128>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|131072;o=f[c+136>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|262144;o=f[c+144>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|524288;qhb(t,jhb()|0,m,1);w=f[t>>2]|0;d=w;if(!w){f[a>>2]=0;d=t+4|0;o=a+4|0}else{o=e&255;k=t+4|0;g=f[k>>2]|0;if(g|0)gOb(g);f[c+12+(s<<4)+(o<<3)>>2]=d;w=c+12+(s<<4)+(o<<3)+4|0;o=f[w>>2]|0;f[w>>2]=g;if(o|0)iOb(o);f[a>>2]=f[t>>2];f[a+4>>2]=f[k>>2];f[t>>2]=0;d=k;o=k}f[o>>2]=0;o=f[d>>2]|0;if(!o){u=v;return}iOb(o);u=v;return}function mIa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;k=l;i=c+76|0;if((f[i>>2]|0)!=(d|0)){f[i>>2]=d;dIa(c)}b[h>>0]=0;b[h+1>>0]=0;i=h+4|0;j=e&255;e=j<<3&8;m=e|2048;d=g?m:e;f[i>>2]=g?m:e;if(f[c+80>>2]|0){f[i>>2]=d|32768;if((b[c+214>>0]&-2)<<24>>24==2)f[i>>2]=d|98304}m=h+16|0;d=f[m>>2]|0;f[m>>2]=0;qhb(k,jhb()|0,h,1);f[m>>2]=d>>>0<4?d:4;m=f[k>>2]|0;d=m;if(!m){f[a>>2]=0;i=k+4|0;d=a+4|0}else{e=k+4|0;i=f[e>>2]|0;if(i|0)gOb(i);f[c+44+(j<<3)>>2]=d;m=c+44+(j<<3)+4|0;d=f[m>>2]|0;f[m>>2]=i;if(d|0)iOb(d);f[a>>2]=f[k>>2];f[a+4>>2]=f[e>>2];f[k>>2]=0;i=e;d=e}f[d>>2]=0;d=f[i>>2]|0;if(!d){u=l;return}iOb(d);u=l;return}function nIa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;m=o;k=c+76|0;if((f[k>>2]|0)!=(d|0)){f[k>>2]=d;dIa(c)}b[j>>0]=0;b[j+1>>0]=0;k=j+4|0;l=e&255;p=l<<3&8;e=p|2;p=p|2050;d=i?p:e;f[k>>2]=i?p:e;switch(g<<24>>24){case 2:case 5:{d=d|4096;f[k>>2]=d;break}default:{}}switch(h<<24>>24){case 1:{f[k>>2]=d|8192;n=8;break}case 2:{f[k>>2]=d|16384;qhb(m,jhb()|0,j,1);e=f[m>>2]|0;k=f[m+4>>2]|0;break}default:n=8}if((n|0)==8){p=j+16|0;n=f[p>>2]|0;f[p>>2]=0;qhb(m,jhb()|0,j,1);e=f[m>>2]|0;k=f[m+4>>2]|0;f[p>>2]=n>>>0<4?n:4}if(!e){f[a>>2]=0;f[a+4>>2]=0;if(!k){u=o;return}iOb(k);u=o;return}if(k|0)gOb(k);f[c+60+(l<<3)>>2]=e;p=c+60+(l<<3)+4|0;d=f[p>>2]|0;f[p>>2]=k;if(d|0)iOb(d);f[a>>2]=e;f[a+4>>2]=k;u=o;return}function oIa(a,c){a=a|0;c=c|0;var d=0;d=a+212|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+12>>2]=0;d=a+16|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;a=a+32|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function pIa(a,b){a=a|0;b=b|0;a=a+168|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];return}function qIa(a,b){a=a|0;b=+b;n[a+192>>2]=b;return}function rIa(a,b){a=a|0;b=+b;n[a+196>>2]=b;return}function sIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+80|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+44>>2]=0;e=a+48|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+52>>2]=0;e=a+56|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+84|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function tIa(a){a=a|0;var c=0;c=f[a+88>>2]|0;a:do if(!c)c=+n[a+164>>2]<1.0;else switch(b[a+213>>0]|0){case 0:{if(+n[a+164>>2]<1.0){c=1;break a}c=(f[c+12>>2]|2|0)==6410;break a}case 1:{if(!(+n[a+164>>2]<1.0)){c=0;break a}c=(f[c+12>>2]|2|0)==6410;break a}default:{c=a+215|0;a=c;c=b[c>>0]|0;c=c&-3;b[a>>0]=c;return}}while(0);a=a+215|0;c=b[a>>0]&-5|(c&1)<<2&255;b[a>>0]=c;c=c&-3;b[a>>0]=c;return}function uIa(a,b){a=a|0;b=b|0;switch(b|0){case 0:{ZHa(a,0);return}case 1:{ZHa(a,1);return}default:return}}function vIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+32|0;d=c;Twb(a);Lwb(d);Nwb(d,9728,0);Mwb(d,10497,0);e=f[b>>2]|0;$wb(f[a>>2]|0,6409,(f[b+4>>2]|0)-e|0,1,6409,5121,e,d);u=c;return}function wIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+128|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+20>>2]=0;e=a+24|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+36>>2]=0;e=a+40|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+132|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function xIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+136|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+140|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function yIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+144|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+148|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function zIa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;i=u;u=u+64|0;g=i;f[g>>2]=f[a>>2];w=a+4|0;f[g+4>>2]=f[w>>2];v=a+8|0;f[g+8>>2]=f[v>>2];t=a+12|0;f[g+12>>2]=f[t>>2];s=a+16|0;f[g+16>>2]=f[s>>2];r=a+20|0;f[g+20>>2]=f[r>>2];q=a+24|0;f[g+24>>2]=f[q>>2];p=a+28|0;f[g+28>>2]=f[p>>2];o=a+32|0;f[g+32>>2]=f[o>>2];n=a+36|0;f[g+36>>2]=f[n>>2];m=a+40|0;f[g+40>>2]=f[m>>2];l=a+44|0;f[g+44>>2]=f[l>>2];k=a+48|0;f[g+48>>2]=f[k>>2];j=a+52|0;f[g+52>>2]=f[j>>2];d=a+56|0;f[g+56>>2]=f[d>>2];e=a+60|0;f[g+60>>2]=f[e>>2];f[a>>2]=f[c>>2];f[w>>2]=f[c+4>>2];f[v>>2]=f[c+8>>2];f[t>>2]=f[c+12>>2];f[s>>2]=f[c+16>>2];f[r>>2]=f[c+20>>2];f[q>>2]=f[c+24>>2];f[p>>2]=f[c+28>>2];f[o>>2]=f[c+32>>2];f[n>>2]=f[c+36>>2];f[m>>2]=f[c+40>>2];f[l>>2]=f[c+44>>2];f[k>>2]=f[c+48>>2];f[j>>2]=f[c+52>>2];f[d>>2]=f[c+56>>2];f[e>>2]=f[c+60>>2];c=a+120|0;b[c>>0]=b[c>>0]|28;c=f[a+64>>2]|0;e=f[a+68>>2]|0;if((c|0)==(e|0)){u=i;return}do{d=f[c>>2]|0;w=d+200|0;w=ZPb(f[w>>2]|0,(h[w+4>>0]|0)&255|0,26)|0;if((f[d+72+((w&3)<<3)>>2]|0)==(a|0))nJa(d,g,a);c=c+4|0}while((c|0)!=(e|0));u=i;return}function AIa(a){a=a|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0;g=+n[a>>2];e=+n[a+4>>2];i=+n[a+8>>2];d=+n[a+16>>2];f=+n[a+20>>2];h=+n[a+24>>2];k=+n[a+32>>2];j=+n[a+36>>2];l=+n[a+40>>2];p=f*l-h*j;o=h*k-d*l;m=d*j-f*k;c=1.0/(g*p+(i*m+e*o));n[a+76>>2]=p*c;n[a+80>>2]=o*c;n[a+84>>2]=m*c;n[a+88>>2]=(i*j-e*l)*c;n[a+92>>2]=(g*l-i*k)*c;n[a+96>>2]=(e*k-g*j)*c;n[a+100>>2]=(e*h-i*f)*c;n[a+104>>2]=(i*d-g*h)*c;n[a+108>>2]=(g*f-e*d)*c;a=a+120|0;b[a>>0]=b[a>>0]&-5;return}function BIa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0;i=+n[a+20>>2];g=+n[a+40>>2];e=+n[a+36>>2];h=+n[a+24>>2];f=+n[a+4>>2];d=+n[a+8>>2];c=a+120|0;b[c>>0]=b[c>>0]&-10|+n[a+32>>2]*(h*f-i*d)+(+n[a>>2]*(i*g-e*h)-+n[a+16>>2]*(g*f-e*d))<0.0;return}function CIa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;g=+n[a>>2];f=+n[a+4>>2];h=+n[a+8>>2];h=g*g+(f*f+h*h);f=+n[a+16>>2];g=+n[a+20>>2];d=+n[a+24>>2];d=f*f+(g*g+d*d);g=+n[a+32>>2];f=+n[a+36>>2];e=+n[a+40>>2];e=g*g+(f*f+e*e);f=(h+0.0+d+e)*.3333333432674408;g=f*9.999999747378752e-05;if(+K(+(h-f))>g)c=2;else if(+K(+(d-f))>g)c=2;else if(+K(+(e-f))>g)c=2;else c=0;a=a+120|0;b[a>>0]=b[a>>0]&-19|c;return}function DIa(a){a=a|0;var b=0;b=pOb(136)|0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=37360;f[b+76>>2]=0;f[b+80>>2]=0;f[b+84>>2]=0;f[b+124>>2]=0;f[b+128>>2]=-1;f[a>>2]=b+12;f[a+4>>2]=b;return}function EIa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37360;b=f[a+76>>2]|0;if(!b){aOb(a);return}c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function FIa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37360;b=f[a+76>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function GIa(a){a=a|0;var b=0,c=0;c=f[a+76>>2]|0;if(!c)return;a=a+80|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function HIa(a){a=a|0;sOb(a);return}function IIa(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(136)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37360;e=d+12|0;f[e>>2]=f[c>>2];f[d+16>>2]=f[c+4>>2];f[d+20>>2]=f[c+8>>2];f[d+24>>2]=f[c+12>>2];f[d+28>>2]=f[c+16>>2];f[d+32>>2]=f[c+20>>2];f[d+36>>2]=f[c+24>>2];f[d+40>>2]=f[c+28>>2];f[d+44>>2]=f[c+32>>2];f[d+48>>2]=f[c+36>>2];f[d+52>>2]=f[c+40>>2];f[d+56>>2]=f[c+44>>2];f[d+60>>2]=f[c+48>>2];f[d+64>>2]=f[c+52>>2];f[d+68>>2]=f[c+56>>2];f[d+72>>2]=f[c+60>>2];f[d+76>>2]=0;f[d+80>>2]=0;f[d+84>>2]=0;f[d+124>>2]=0;f[d+128>>2]=-1;c=d+132|0;b[c>>0]=b[c>>0]|28;f[a>>2]=e;f[a+4>>2]=d;return}function JIa(a){a=a|0;var c=0,d=0,e=0;if(!(b[257320]|0))if(MPb(257320)|0){c=pOb(136)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37360;d=c+12|0;f[d>>2]=1065353216;e=c+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+32>>2]=1065353216;e=c+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+52>>2]=1065353216;e=c+56|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+72>>2]=1065353216;f[c+76>>2]=0;f[c+80>>2]=0;f[c+84>>2]=0;f[c+124>>2]=0;f[c+128>>2]=-1;b[c+132>>0]=-1;f[64666]=d;f[64667]=c}f[a>>2]=f[64666];c=f[64667]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}function KIa(a){a=a|0;var b=0,c=0;b=f[a+64>>2]|0;c=f[a+68>>2]|0;if((b|0)==(c|0)){c=0;return c|0}else a=b;while(1){b=f[a>>2]|0;if(f[b+196>>2]&524288|0){b=b+200|0;if((f[b>>2]&-268435456|0)==0&0==0){a=1;b=5;break}}a=a+4|0;if((a|0)==(c|0)){a=0;b=5;break}}if((b|0)==5)return a|0;return 0}function LIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;c=i;f[c>>2]=b;d=a+64|0;e=a+68|0;g=f[e>>2]|0;h=g-(f[d>>2]|0)>>2;if((f[a+72>>2]|0)>>>0>g>>>0){f[g>>2]=b;f[e>>2]=(f[e>>2]|0)+4;u=i;return h|0}else{MIa(d,c);u=i;return h|0}return 0}function MIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function NIa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=a;OIa(a+64|0,b,d);u=c;return}function OIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=a+4|0;d=f[h>>2]|0;g=f[a>>2]|0;e=d-g>>2;if(e>>>0<=b>>>0)return;if((b+1|0)>>>0<e>>>0){gJa(f[d+-4>>2]|0,b,e+-1|0,f[c>>2]|0);g=(f[h>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;d=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=d;e=f[a>>2]|0;d=f[h>>2]|0;b=e}else{b=g;e=g}d=d+-4|0;f[h>>2]=d;if((b|0)!=(d|0))return;c=a+8|0;b=d-e|0;d=b>>2;if((f[c>>2]|0)-e>>2>>>0<=d>>>0)return;do if(!d){i=0;j=0}else if(d>>>0>1073741823)vd();else{j=pOb(b)|0;i=j;break}while(0);d=i+(d<<2)|0;if((b|0)>0)bQb(j|0,e|0,b|0)|0;f[a>>2]=i;f[h>>2]=d;f[c>>2]=d;if(!e)return;sOb(e);return}function PIa(a){a=a|0;var b=0,c=0,d=0;d=a+196|0;b=a+72|0;c=f[b>>2]|0;if(c|0){NIa(c,f[a+132>>2]|0);f[b>>2]=0;c=a+76|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b)}b=a+80|0;c=f[b>>2]|0;if(c|0){NIa(c,f[a+136>>2]|0);f[b>>2]=0;c=a+84|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b)}c=a+88|0;b=f[c>>2]|0;if(b|0){NIa(b,f[a+140>>2]|0);b=f[c>>2]|0;if((f[b+64>>2]|0)==(f[b+68>>2]|0))if((f[b+112>>2]|0)==-1){if(!(f[d>>2]&262144))b=(f[a>>2]|0)+8|0;else b=a;wSa(f[b>>2]|0,c)}f[c>>2]=0;d=a+92|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)iOb(b)}c=a+4|0;b=f[c>>2]|0;if(b|0){QIa((f[b+44>>2]|0)+112|0,f[a+128>>2]|0);f[c>>2]=0;d=a+8|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)iOb(b)}b=f[a+112>>2]|0;if(b|0)iOb(b);d=a+104|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){RIa(b);sOb(b)}b=f[a+100>>2]|0;if(b|0)iOb(b);b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+84>>2]|0;if(b|0)iOb(b);b=f[a+76>>2]|0;if(b|0)iOb(b);d=a+68|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=a+64|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+56>>2]|0;if(b|0)iOb(b);b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function QIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=a+4|0;d=f[g>>2]|0;e=f[a>>2]|0;c=d-e>>2;if(c>>>0<=b>>>0)return;if((b+1|0)>>>0<c>>>0){IMa(f[d+-4>>2]|0,b,c+-1|0);c=(f[g>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=b;e=f[a>>2]|0;b=f[g>>2]|0;c=e}else{b=d;c=e}b=b+-4|0;f[g>>2]=b;if((c|0)!=(b|0))return;d=a+8|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0<=b>>>0)return;do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,e|0,c|0)|0;f[a>>2]=h;f[g>>2]=b;f[d>>2]=b;if(!e)return;sOb(e);return}function RIa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+296>>2]|0;if(b|0)iOb(b);e=a+288|0;g=f[e>>2]|0;f[e>>2]=0;if(g|0){b=f[g+16>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=g+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}sOb(g)}SIa(a+240|0);SIa(a+192|0);SIa(a+144|0);TIa(a+96|0);TIa(a+48|0);TIa(a);return}function SIa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a>>2]|0;if(!b)return;e=a+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-16|0;f[e>>2]=d;c=f[c+-12>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function TIa(a){a=a|0;var b=0,c=0,d=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function UIa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=pOb(220)|0;f[h+4>>2]=0;f[h+8>>2]=0;f[h>>2]=37388;i=h+12|0;d=h+132|0;e=h+16|0;g=e+116|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[d>>2]=-1;f[h+136>>2]=0;f[h+140>>2]=-1;f[h+168>>2]=0;f[h+172>>2]=0;f[h+176>>2]=0;b[h+204>>0]=7;b[h+205>>0]=0;f[h+208>>2]=393472;g=h+212|0;f[g>>2]=50331648;b[g+4>>0]=1;f[i>>2]=c;n[h+192>>2]=1.0;n[h+196>>2]=1.0;n[h+200>>2]=1.0;g=h+144|0;f[g>>2]=-1;f[g+4>>2]=-1;f[g+8>>2]=-1;f[a>>2]=i;f[a+4>>2]=h;return}function VIa(a){a=a|0;f[a>>2]=37388;PIa(a+12|0);aOb(a);return}function WIa(a){a=a|0;f[a>>2]=37388;PIa(a+12|0);aOb(a);sOb(a);return}function XIa(a){a=a|0;PIa(a+12|0);return}function YIa(a){a=a|0;sOb(a);return}function ZIa(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+16|0;d=o;j=a+196|0;b=f[j>>2]|0;c=b&2;k=(c|0)!=0;l=(b&4|0)!=0;m=(b&1|0)!=0;i=a+200|0;i=ZPb(f[i>>2]|0,(h[i+4>>0]|0)&255|0,28)|0;i=i&15;if(m){e=+n[a+148>>2];g=+n[a+144>>2]}else{e=0.0;g=0.0}if(c){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=cSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}b=b&-259|256;f[j>>2]=b}if(b&4){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=bSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}b=b&-261|256;f[j>>2]=b}if(b&1|0){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=aSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}f[j>>2]=b&-258|256}_Ia(a,0)|0;f[j>>2]=f[j>>2]|524288;$Ia(a);aJa(a,k);bJa(a,l);if(!m){_Ia(a,i)|0;u=o;return}cJa(a,g,e);_Ia(a,i)|0;u=o;return}function _Ia(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;e=f[a+196>>2]|0;g=(e&524288|0)!=0;i=(c+-1|0)>>>0>12&g?((e&100663296|0)==0?0:14):c;j=a+200|0;c=f[j>>2]|0;d=h[j+4>>0]|0;k=ZPb(c|0,d&255|0,28)|0;if((k&15|0)==(i|0)|i>>>0>15){k=0;return k|0}do if(g){if(!(f[a+116>>2]|0))if((f[a+120>>2]|0)==-1)break;if(!(e&262144))c=(f[a>>2]|0)+8|0;else c=a;d=AQa(f[c>>2]|0)|0;c=ZPb(f[j>>2]|0,(h[j+4>>0]|0)&255|0,28)|0;c=c&15;if(c|0){c=W9a(d,c,0)|0;if(c|0)leb(c,a)|0}k=(h[j+4>>0]|0)&255;f[j>>2]=f[j>>2]&268435455|i<<28;b[j+4>>0]=k;$Ia(a);if(!i){k=1;return k|0}c=ZPb(f[j>>2]|0,(h[j+4>>0]|0)&255|0,28)|0;c=W9a(d,c&15,1)|0;if(c|0)if(keb(c,a)|0){k=1;return k|0}k=(h[j+4>>0]|0)&255;f[j>>2]=f[j>>2]&268435455;b[j+4>>0]=k;$Ia(a);k=0;return k|0}while(0);f[j>>2]=c&268435455|i<<28;b[j+4>>0]=d;k=1;return k|0}function $Ia(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;k=f[a+196>>2]|0;if(!(k&524288))return;if(!(f[a+116>>2]|0))if((f[a+120>>2]|0)==-1)return;l=a+200|0;d=f[l>>2]|0;g=h[l+4>>0]|0;m=g&255;j=m&3;do if((d&-268435456|0)==0&0==0){if(k&33556504|0){c=g&252;break}if((d&201326592|0)!=0|0!=0|(k&262144|0)!=0)e=10;else if(!(b[(f[(f[a+4>>2]|0)+44>>2]|0)+148>>0]&8)){c=0;i=1}else e=10;if((e|0)==10){c=0;i=2}d=d|c;c=g&252|i}else c=g|3;while(0);f[l>>2]=d;b[l+4>>0]=c;i=c&3;if((i|0)!=2&(i|0)==(j|0))return;if(!(k&262144))c=(f[a>>2]|0)+8|0;else c=a;c=f[c>>2]|0;switch(m&3){case 0:{eSa(c,f[a+124>>2]|0);break}case 2:{iSa(c,a);break}default:{}}switch((h[l+4>>0]|0)&3){case 0:{m=dSa(c,a)|0;f[a+124>>2]=m;return}case 2:{hSa(c,a);return}default:return}}function aJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;d=s;r=a+196|0;c=f[r>>2]|0;if(!((c&2|0)!=0^b)){u=s;return}a:do if(c&524288|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;p=cSa(f[c>>2]|0)|0;if(!b){f[d>>2]=a;sDa(p,d)|0;break}j=a;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=p+4|0;l=f[k>>2]|0;m=(l|0)==0;b:do if(m)c=0;else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(d){if(e)while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0)))break b;if((f[d+8>>2]|0)==(a|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0))break b}if((f[d+8>>2]|0)==(a|0))break a}}}while(0);a=pOb(12)|0;f[a+8>>2]=j;f[a+4>>2]=o;f[a>>2]=0;i=p+12|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[p+16>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=p+8|0;f[a>>2]=f[c>>2];f[c>>2]=a;f[d>>2]=c;c=f[a>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;q=36}}else{f[a>>2]=f[c>>2];q=36}if((q|0)==36)f[c>>2]=a;f[i>>2]=(f[i>>2]|0)+1}while(0);q=f[r>>2]|0;f[r>>2]=(b&1)<<1|q&134217469|q&-134217728|256;u=s;return}function bJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;d=s;r=a+196|0;c=f[r>>2]|0;if(!((c&4|0)!=0^b)){u=s;return}a:do if(c&524288|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;p=bSa(f[c>>2]|0)|0;if(!b){f[d>>2]=a;sDa(p,d)|0;break}j=a;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=p+4|0;l=f[k>>2]|0;m=(l|0)==0;b:do if(m)c=0;else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(d){if(e)while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0)))break b;if((f[d+8>>2]|0)==(a|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0))break b}if((f[d+8>>2]|0)==(a|0))break a}}}while(0);a=pOb(12)|0;f[a+8>>2]=j;f[a+4>>2]=o;f[a>>2]=0;i=p+12|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[p+16>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=p+8|0;f[a>>2]=f[c>>2];f[c>>2]=a;f[d>>2]=c;c=f[a>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;q=36}}else{f[a>>2]=f[c>>2];q=36}if((q|0)==36)f[c>>2]=a;f[i>>2]=(f[i>>2]|0)+1}while(0);q=f[r>>2]|0;f[r>>2]=(b&1)<<2|q&134217467|q&-134217728|256;u=s;return}function cJa(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=a+196|0;d=f[t>>2]|0;if(d&1|0){s=d;r=a+144|0;n[r>>2]=b;a=a+148|0;n[a>>2]=c;a=s|256;f[t>>2]=a;return}a:do if(d&524288|0){if(!(d&262144))d=(f[a>>2]|0)+8|0;else d=a;r=aSa(f[d>>2]|0)|0;k=a;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=r+4|0;m=f[l>>2]|0;o=(m|0)==0;b:do if(o)d=0;else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&p;else if(p>>>0<m>>>0)d=p;else d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(e){if(g)while(1){e=f[e>>2]|0;if(!e)break b;q=f[e+4>>2]|0;if(!((q|0)==(p|0)|(q&j|0)==(d|0)))break b;if((f[e+8>>2]|0)==(a|0))break a}while(1){e=f[e>>2]|0;if(!e)break b;g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0))break b}if((f[e+8>>2]|0)==(a|0))break a}}}while(0);q=pOb(12)|0;f[q+8>>2]=k;f[q+4>>2]=p;f[q>>2]=0;j=r+12|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[r+16>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=r+8|0;f[q>>2]=f[d>>2];f[d>>2]=q;f[e>>2]=d;d=f[q>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;s=35}}else{f[q>>2]=f[d>>2];s=35}if((s|0)==35)f[d>>2]=q;f[j>>2]=(f[j>>2]|0)+1}while(0);s=f[t>>2]|1;f[t>>2]=s;r=a+144|0;n[r>>2]=b;a=a+148|0;n[a>>2]=c;a=s|256;f[t>>2]=a;return}function dJa(a){a=a|0;var b=0,c=0,d=0,e=0;e=u;u=u+16|0;c=e;d=a+196|0;b=f[d>>2]|0;if(!(b&1)){u=e;return}if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=aSa(f[b>>2]|0)|0;f[c>>2]=a;sDa(b,c)|0;b=f[d>>2]|0}f[d>>2]=b&-258|256;u=e;return}function eJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+80|0;i=l+72|0;j=l;k=a+4|0;d=f[k>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0)){u=l;return}if(d){QIa((f[d+44>>2]|0)+112|0,f[a+128>>2]|0);c=f[b>>2]|0}if(c){m=f[c+44>>2]|0;f[i>>2]=a;c=m+112|0;d=m+116|0;e=f[d>>2]|0;g=e-(f[c>>2]|0)>>2;if((f[m+120>>2]|0)>>>0>e>>>0){f[e>>2]=a;f[d>>2]=(f[d>>2]|0)+4}else MIa(c,i);f[a+128>>2]=g;c=f[b>>2]|0}d=f[b+4>>2]|0;if(d|0)gOb(d);f[k>>2]=c;m=a+8|0;e=f[m>>2]|0;f[m>>2]=d;if(e){iOb(e);c=f[k>>2]|0}m=a+196|0;f[m>>2]=f[m>>2]|256;if(c|0)if(f[c+36>>2]|0){g=a+96|0;e=a+200|0;b=f[e>>2]|0;c=h[e+4>>0]|0;m=ZPb(b|0,c&255|0,26)|0;m=(f[g>>2]|0)==(f[a+72+((m&3)<<3)>>2]|0);c=ZPb(b|0,c&255|0,26)|0;if(m){DIa(i);m=f[i>>2]|0;d=i+4|0;b=f[d>>2]|0;f[i>>2]=0;f[d>>2]=0;f[g>>2]=m;m=a+100|0;c=f[m>>2]|0;f[m>>2]=b;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,26)|0}c=f[a+72+((c&3)<<3)>>2]|0;if(c|0){i=f[g>>2]|0;m=f[(f[k>>2]|0)+36>>2]|0;f[j>>2]=c;f[j+4>>2]=m;m=j+8|0;gma(m,j)|0;zIa(i,m)}fJa(a);u=l;return}d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,26)|0;d=d&3;c=f[a+72+(d<<3)>>2]|0;d=f[a+72+(d<<3)+4>>2]|0;if(d|0)gOb(d);f[a+96>>2]=c;m=a+100|0;c=f[m>>2]|0;f[m>>2]=d;if(!c){u=l;return}iOb(c);u=l;return}function fJa(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0;if(!(f[a+196>>2]&134217728))return;d=a+104|0;c=f[d>>2]|0;if(b[c+364>>0]&1)return;a=f[a+96>>2]|0;if(b[a+120>>0]&4){AIa(a);c=f[d>>2]|0}j=+n[c+300>>2];e=+n[c+304>>2];g=+n[c+308>>2];i=+n[a+76>>2]*j+ +n[a+88>>2]*e+ +n[a+100>>2]*g;h=j*+n[a+80>>2]+e*+n[a+92>>2]+g*+n[a+104>>2];g=j*+n[a+84>>2]+e*+n[a+96>>2]+g*+n[a+108>>2];e=+L(+(i*i+(h*h+g*g)));n[c+312>>2]=i/e;n[c+316>>2]=h/e;n[c+320>>2]=g/e;return}function gJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+132|0;if((f[e>>2]|0)==(c|0)){if((f[a+72>>2]|0)!=(d|0))g=4}else g=4;do if((g|0)==4){e=a+136|0;if((f[e>>2]|0)==(c|0))if((f[a+80>>2]|0)==(d|0))break;e=a+140|0;if((f[e>>2]|0)!=(c|0))return;if((f[a+88>>2]|0)!=(d|0))return}while(0);f[e>>2]=b;return}function hJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;b=b&255;d=f[c>>2]|0;c=f[c+4>>2]|0;if(c|0)gOb(c);f[a+36+(b<<3)>>2]=d;a=a+36+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=c;if(!b)return;iOb(b);return}function iJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+80|0;d=g;c=f[b+4>>2]|0;if(!c)e=4;else{c=f[c+36>>2]|0;if(!c)e=4;else{f[d>>2]=f[b+72>>2];f[d+4>>2]=c;c=d+8|0;gma(c,d)|0}}if((e|0)==4)c=f[b+72>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];u=g;return}function jJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=a+104|0;c=f[d>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[d>>2]=c}e=f[b>>2]|0;g=b+4|0;d=f[g>>2]|0;f[b>>2]=0;f[g>>2]=0;f[c+292>>2]=e;b=c+296|0;c=f[b>>2]|0;f[b>>2]=d;if(!c){g=a+196|0;e=f[g>>2]|0;e=e|1049600;f[g>>2]=e;return}iOb(c);g=a+196|0;e=f[g>>2]|0;e=e|1049600;f[g>>2]=e;return}function kJa(a){a=a|0;var b=0,c=0,d=0;d=a+104|0;b=f[d>>2]|0;if(!b)return;f[b+292>>2]=0;c=b+296|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);b=a+196|0;c=f[b>>2]|0;f[b>>2]=c&-1048577;b=f[d>>2]|0;if(!b)return;a=a+200|0;if(!((c&679477248|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[d>>2]=0;RIa(b);sOb(b);return}function lJa(a){a=a|0;return (f[a+104>>2]|0)+292|0}function mJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;i=l+16|0;j=l+8|0;k=l;g=a+200|0;e=(h[g+4>>0]|0)&255;f[g>>2]=f[g>>2]&-16773121;b[g+4>>0]=e;g=a+196|0;e=f[g>>2]|0;f[g>>2]=e|256;if(!(e&524288)){u=l;return}if(!(e&262144))e=(f[a>>2]|0)+8|0;else e=a;U8a(AQa(f[e>>2]|0)|0,a,c,d);if(!(f[g>>2]&262144)){e=f[(f[a>>2]|0)+8>>2]|0;f[k>>2]=f[a+116>>2];f[i>>2]=f[k>>2];IQa(j,e,i);if(f[j>>2]|0){k=f[a>>2]|0;hpb(k,j,BSa(e)|0)}e=f[j+4>>2]|0;if(e|0)iOb(e)}$Ia(a);u=l;return}function nJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0.0,r=0.0;m=u;u=u+80|0;k=m;e=a+200|0;g=f[e>>2]|0;j=h[e+4>>0]|0;f[e>>2]=g|50331648;b[e+4>>0]=j;e=f[a+4>>2]|0;if(!e)l=5;else{i=f[e+36>>2]|0;if(!i)l=5;else{e=ZPb(g|0,j&255|0,26)|0;e=f[a+72+((e&3)<<3)>>2]|0;if(e|0){g=f[a+96>>2]|0;f[k>>2]=e;f[k+4>>2]=i;j=k+8|0;gma(j,k)|0;zIa(g,j)}}}if((l|0)==5){g=ZPb(g|0,j&255|0,26)|0;g=g&3;e=f[a+72+(g<<3)>>2]|0;g=f[a+72+(g<<3)+4>>2]|0;if(g|0)gOb(g);f[a+96>>2]=e;l=a+100|0;e=f[l>>2]|0;f[l>>2]=g;if(e|0)iOb(e)}e=a+196|0;if(!(f[e>>2]&268435456)){fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}if(!((c|0)==0|(d|0)==0)){q=+n[c>>2];r=+n[c+4>>2];o=+n[c+8>>2];o=+L(+(q*q+(r*r+o*o)));r=+n[d>>2];q=+n[d+4>>2];p=+n[d+8>>2];if(!(o==0.0?1:+K(+(1.0-+L(+(r*r+(q*q+p*p)))/o))>9.999999747378752e-05)){p=+n[c+16>>2];o=+n[c+20>>2];r=+n[c+24>>2];r=+L(+(p*p+(o*o+r*r)));o=+n[d+16>>2];p=+n[d+20>>2];q=+n[d+24>>2];if(!(r==0.0?1:+K(+(1.0-+L(+(o*o+(p*p+q*q)))/r))>9.999999747378752e-05)){p=+n[c+32>>2];o=+n[c+36>>2];r=+n[c+40>>2];r=+L(+(p*p+(o*o+r*r)));o=+n[d+32>>2];p=+n[d+36>>2];q=+n[d+40>>2];if(!(r==0.0?1:+K(+(1.0-+L(+(o*o+(p*p+q*q)))/r))>9.999999747378752e-05)){fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}}}}oJa(a);fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}function oJa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=a+196|0;if(!(f[h>>2]&536870912))return;i=a+104|0;e=(f[i>>2]|0)+288|0;g=f[e>>2]|0;f[e>>2]=0;if(g|0){b=f[g+16>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=g+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}sOb(g)}c=f[h>>2]|0;f[h>>2]=c&-536870913;b=f[i>>2]|0;if(!b)return;a=a+200|0;if(!((c&143654912|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[i>>2]=0;RIa(b);sOb(b);return}function pJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;o=p;j=a+72+(c<<3)|0;e=f[j>>2]|0;if((e|0)==(f[d>>2]|0)){u=p;return}k=a+200|0;g=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,26)|0;g=g&3;l=f[a+72+(g<<3)>>2]|0;f[o>>2]=l;n=o+4|0;g=f[a+72+(g<<3)+4>>2]|0;f[n>>2]=g;m=l;if(g){gOb(g);e=f[j>>2]|0}if(e|0)NIa(e,f[a+132+(c<<2)>>2]|0);e=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[j>>2]=e;q=a+72+(c<<3)+4|0;i=f[q>>2]|0;f[q>>2]=g;if(i){iOb(i);e=f[j>>2]|0}if(e|0){q=LIa(e,a)|0;f[a+132+(c<<2)>>2]=q}q=(f[d>>2]|0)==0;j=f[k>>2]|0;i=h[k+4>>0]|0;g=ZPb(j|0,i&255|0,26)|0;g=g&3;a:do if(q){e=ZPb(j|0,i&255|0,26)|0;if((g|0)==(c|0)){e=ZPb(j|0,i&255|0,26)|0;if(!((j&201326592|0)==0&0==0)){g=j;do{q=ZPb(g|0,i&255|0,26)|0;q=(f[a+72+((q&3)<<3)>>2]|0)==0;e=ZPb(g|0,i&255|0,26)|0;if(!q)break a;q=g+201326592&201326592;i=i&255;g=g&-201326593|q;f[k>>2]=g;b[k+4>>0]=i;e=ZPb(g|0,i|0,26)|0}while((q|0)!=0)}}}else if(g>>>0<c>>>0){e=i&255;q=j&-201326593|c<<26&201326592;f[k>>2]=q;b[k+4>>0]=e;e=ZPb(q|0,e|0,26)|0;break}else{e=ZPb(j|0,i&255|0,26)|0;break}while(0);g=e&3;e=f[a+72+(g<<3)>>2]|0;g=f[a+72+(g<<3)+4>>2]|0;i=(g|0)==0;if(!i)gOb(g);if((e|0)!=(m|0)){nJa(a,m,e);if(!((c|0)!=2|(l|0)==0))if((f[m+64>>2]|0)==(f[m+68>>2]|0))if((f[m+112>>2]|0)==-1){if(!(f[a+196>>2]&262144))a=(f[a>>2]|0)+8|0;wSa(f[a>>2]|0,o)}}if(!i)iOb(g);a=f[n>>2]|0;if(a|0)iOb(a);u=p;return}function qJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;c=a+196|0;d=f[c>>2]|0;if(!(d&262144))if((f[a>>2]|0)==(b|0))return;f[a>>2]=b;f[c>>2]=d&-262145;return}function rJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&8|0)!=0^b))return;f[c>>2]=d&134217719|(b&1)<<3|d&-134217728;$Ia(a);f[c>>2]=f[c>>2]|256;return}function sJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&16|0)!=0^b))return;f[c>>2]=d&134217711|(b&1)<<4|d&-134217728;$Ia(a);f[c>>2]=f[c>>2]|256;return}function tJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&33554432|0)!=0^b))return;f[c>>2]=d&100663295|(b&1)<<25|d&-134217728;d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,28)|0;_Ia(a,d&15)|0;return}function uJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&67108864|0)!=0^b))return;f[c>>2]=d&67108863|(b&1)<<26|d&-134217728;d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,28)|0;_Ia(a,d&15)|0;return}function vJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=a+196|0;c=f[d>>2]|0;if(!((c&32|0)!=0^b))return;if(b){f[a+156>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0}else if(f[a+4>>2]|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;e=tSa(f[c>>2]|0)|0;c=f[d>>2]|0;if(!((c&32|0)!=0|(c&2048|0)==0&(e^1))){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;qSa(f[c>>2]|0,a);c=f[d>>2]|0}}f[d>>2]=(b&1)<<5|c&134217439|c&-134217728|256;return}function wJa(a,b){a=a|0;b=b|0;f[a+156>>2]=f[b>>2];f[a+160>>2]=f[b+4>>2];f[a+164>>2]=f[b+8>>2];return}function xJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;f[a>>2]=c&134217663|(b&1)<<6|c&-134217728;return}function yJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&8192|0)!=0^b))return;f[a>>2]=(b&1)<<13|c&134209279|c&-134217728|256;return}function zJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&16384|0)!=0^b))return;f[a>>2]=(b&1)<<14|c&134200831|c&-134217728|512;return}function AJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&32768|0)!=0^b))return;f[a>>2]=(b&1)<<15|c&134184703|c&-134217728|256;return}function BJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;f[a>>2]=c&134152191|(b&1)<<16|c&-134217728;return}function CJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&2097152|0)!=0^b))return;f[a>>2]=(b&1)<<21|c&132120319|c&-134217728|256;return}function DJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&4194304|0)!=0^b))return;f[a>>2]=(b&1)<<22|c&130023167|c&-134217728|256;return}function EJa(a){a=a|0;a=a+196|0;f[a>>2]=f[a>>2]|16777216;return}function FJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&2048|0)!=0^b))return;f[c>>2]=d&134215679|(b&1)<<11|d&-134217728;if(!(d&524288))return;if(!b){f[a+156>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0}$Ia(a);return}function GJa(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n+24|0;k=n+16|0;d=n+12|0;g=n+8|0;j=n;e=a+196|0;if(!(f[e>>2]&262144))c=(f[a>>2]|0)+8|0;else c=a;l=f[c>>2]|0;c=(zQa(l)|0)+229|0;if(!(b[c>>0]|0))m=6;else if(!(f[e>>2]&16777216)){f[d>>2]=f[a+116>>2];f[i>>2]=f[d>>2];IQa(k,l,i);c=f[k>>2]|0;d=a+120|0;f[g>>2]=f[d>>2];f[i>>2]=f[g>>2];c=aGa(c,i)|0;if(!c)m=10;else{c=f[c+12>>2]|0;if((c|0)==-1)m=10;else d=c&255}if((m|0)==10){d=f[d>>2]|0;f[i>>2]=f[(f[k>>2]|0)+8>>2];f[i+4>>2]=d;BRa(j,l,i);d=b[(f[j>>2]|0)+192>>0]&7;c=f[j+4>>2]|0;if(c|0)iOb(c)}c=f[k+4>>2]|0;if(c|0)iOb(c)}else m=6;if((m|0)==6)d=b[a+192>>0]&7;c=AQa(l)|0;m=a+200|0;if(!((f[m>>2]&-268435456|0)==0&0==0)){a=d&255;a=a&255;u=n;return a|0}a=((h[a+192>>0]|0)>>>3&7|b[c+224>>0])&d&255;a=a&255;u=n;return a|0}function HJa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+193|0;h=c&7;if(e)b[g>>0]=b[g>>0]|h;c=a+192|0;e=b[c>>0]|0;if(!((e&h)<<24>>24!=0^d)){d=0;return d|0}b[c>>0]=e^h;d=a+196|0;f[d>>2]=f[d>>2]|256;d=1;return d|0}function IJa(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+192|0;e=b[d>>0]|0;if(((e&255)>>>3&7)==c<<24>>24)return;b[d>>0]=e&-57|c<<3&56;e=a+196|0;f[e>>2]=f[e>>2]|256;return}function JJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0;d=u;u=u+32|0;g=d+12|0;e=d;o=f[(f[a+4>>2]|0)+44>>2]|0;m=+n[o+124>>2];l=+n[o+136>>2];n[g>>2]=m-l;k=+n[o+128>>2];j=+n[o+140>>2];n[g+4>>2]=k-j;i=+n[o+132>>2];h=+n[o+144>>2];n[g+8>>2]=i-h;n[e>>2]=m+l;n[e+4>>2]=k+j;n[e+8>>2]=i+h;KJa(g,e,f[a+96>>2]|0,b,c);u=d;return}function KJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0;E=u;u=u+32|0;C=E;k=f[a>>2]|0;f[C>>2]=k;l=f[a+4>>2]|0;f[C+4>>2]=l;m=f[a+8>>2]|0;f[C+8>>2]=m;f[C+12>>2]=f[b>>2];f[C+16>>2]=f[b+4>>2];f[C+20>>2]=f[b+8>>2];F=(f[s>>2]=k,+n[s>>2]);k=c+16|0;h=(f[s>>2]=l,+n[s>>2]);l=c+32|0;j=(f[s>>2]=m,+n[s>>2]);m=c+4|0;o=c+20|0;p=c+36|0;q=c+8|0;r=c+24|0;t=c+40|0;v=c+48|0;g=+n[c>>2]*F+ +n[k>>2]*h+ +n[l>>2]*j+ +n[v>>2];w=c+52|0;i=+n[m>>2]*F+ +n[o>>2]*h+ +n[p>>2]*j+ +n[w>>2];x=c+56|0;j=+n[q>>2]*F+ +n[r>>2]*h+ +n[t>>2]*j+ +n[x>>2];n[e>>2]=g;y=e+4|0;n[y>>2]=i;z=e+8|0;n[z>>2]=j;n[d>>2]=g;A=d+4|0;f[A>>2]=f[y>>2];B=d+8|0;f[B>>2]=f[z>>2];a=1;while(1){G=+n[C+((a&1)*12|0)>>2];F=+n[C+((a>>>1&1)*12|0)+4>>2];j=+n[C+((a>>>2&1)*12|0)+8>>2];h=+n[v>>2]+(G*+n[c>>2]+F*+n[k>>2]+j*+n[l>>2]);i=+n[w>>2]+(G*+n[m>>2]+F*+n[o>>2]+j*+n[p>>2]);j=+n[x>>2]+(G*+n[q>>2]+F*+n[r>>2]+j*+n[t>>2]);if(h<g){b=d;D=5}else if(h>+n[e>>2]){b=e;D=5}if((D|0)==5){D=0;n[b>>2]=h}if(i<+n[A>>2]){b=d;D=8}else if(i>+n[y>>2]){b=e;D=8}if((D|0)==8){D=0;n[b+4>>2]=i}if(j<+n[B>>2]){b=d;D=11}else if(j>+n[z>>2]){b=e;D=11}if((D|0)==11){D=0;n[b+8>>2]=j}a=a+1|0;if((a|0)==8)break;g=+n[d>>2]}u=E;return}function LJa(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,i=0.0,j=0.0,k=0;c=f[a+96>>2]|0;k=f[(f[a+4>>2]|0)+44>>2]|0;j=+n[k+124>>2];i=+n[k+128>>2];g=+n[k+132>>2];e=j*+n[c+4>>2]+i*+n[c+20>>2]+g*+n[c+36>>2];d=j*+n[c+8>>2]+i*+n[c+24>>2]+g*+n[c+40>>2];n[a+168>>2]=+n[c>>2]*j+ +n[c+16>>2]*i+ +n[c+32>>2]*g+ +n[c+48>>2];n[a+172>>2]=e+ +n[c+52>>2];n[a+176>>2]=d+ +n[c+56>>2];a=a+200|0;c=(h[a+4>>0]|0)&255;f[a>>2]=f[a>>2]&-33554433;b[a+4>>0]=c;return}function MJa(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,i=0.0,j=0.0,k=0;c=f[a+96>>2]|0;k=f[(f[a+4>>2]|0)+44>>2]|0;j=+n[k+136>>2];i=+n[k+140>>2];d=+n[k+144>>2];g=+n[c>>2]*j+ +n[c+16>>2]*i+ +n[c+32>>2]*d;e=j*+n[c+4>>2]+i*+n[c+20>>2]+d*+n[c+36>>2];d=j*+n[c+8>>2]+i*+n[c+24>>2]+d*+n[c+40>>2];n[a+152>>2]=g*g+(e*e+d*d);a=a+200|0;c=(h[a+4>>0]|0)&255;f[a>>2]=f[a>>2]&-16777217;b[a+4>>0]=c;return}function NJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;e=h;g=b+88|0;d=f[g>>2]|0;if(!d){f[a>>2]=0;f[a+4>>2]=-1;u=h;return}if((f[d+112>>2]|0)==-1){xSa(e,c,g);pJa(b,2,e);d=f[e+4>>2]|0;if(d|0)iOb(d);d=f[g>>2]|0}e=d+112|0;g=f[e+4>>2]|0;f[a>>2]=f[e>>2];f[a+4>>2]=g;u=h;return}function OJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;PJa(a,b,c,d,e)|0;return}function PJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;if(g){g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[j>>2]=d;f[j+4>>2]=e;if(!(QJa(i+144+(g*48|0)+12|0,j)|0)){a=0;u=m;return a|0}k=1<<g;e=a+200|0;c=f[e>>2]|0;d=h[e+4>>0]|0;j=ZPb(c|0,d&255|0,3)|0;l=ZPb(c|0,d&255|0,15)|0;f[e>>2]=c&-229433|(k|j)<<3&56|((k^7)&l)<<15&229376;b[e+4>>0]=d;a=a+196|0;f[a>>2]=f[a>>2]|512;a=1;u=m;return a|0}k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,3)|0;g=c&255;i=1<<g;if(!(i&7&l)){a=0;u=m;return a|0}l=a+104|0;c=f[l>>2]|0;j=c+144+(g*48|0)+12|0;if(!(RJa(j,d,e)|0)){a=0;u=m;return a|0}if((f[j>>2]|0)==(f[c+144+(g*48|0)+16>>2]|0)){g=i^7;e=f[k>>2]|0;i=h[k+4>>0]|0;c=ZPb(e|0,i&255|0,3)|0;i=i&255;c=e&-57|(g&c)<<3&56;f[k>>2]=c;b[k+4>>0]=i}else{g=i^7;i=h[k+4>>0]|0;c=f[k>>2]|0}e=ZPb(c|0,i&255|0,15)|0;f[k>>2]=c&-229377|(g&e)<<15&229376;b[k+4>>0]=i;i=a+196|0;g=f[i>>2]|0;f[i>>2]=g|512;i=f[l>>2]|0;if(!i){a=1;u=m;return a|0}if(!((g&680525824|0)==0&((c&4095|0)==0&0==0))){a=1;u=m;return a|0}f[l>>2]=0;RIa(i);sOb(i);a=1;u=m;return a|0}function QJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;r=w+12|0;v=w+8|0;s=w+4|0;c=w;p=b+4|0;j=f[p>>2]|0;if(!j){v=0;u=w;return v|0}i=f[a>>2]|0;t=a+4|0;o=f[t>>2]|0;d=o-i>>3;n=f[b>>2]|0;do if(!d){d=i;k=i;i=d;m=j+n|0;j=n}else{k=i;e=i;while(1){m=(d|0)/2|0;h=e+(m<<3)|0;g=(f[h>>2]|0)>>>0<n>>>0;h=h+8|0;k=g?h:k;d=g?d+-1-m|0:m;if(!d)break;else e=g?h:e}l=k;g=j+n|0;if((k|0)==(i|0)){i=l;m=g;j=n;d=l}else{h=k+-8|0;e=h;h=f[h>>2]|0;d=(f[k+-4>>2]|0)+h|0;if(n>>>0>d>>>0){i=l;m=g;j=n;d=l}else if(d>>>0<g>>>0){f[b>>2]=h;f[p>>2]=g-h;i=e;m=g;j=h;d=l;break}else{v=0;u=w;return v|0}}}while(0);a:do if((k|0)==(o|0)){h=d;g=d}else{h=d;g=d;e=k;while(1){d=f[e>>2]|0;if(m>>>0<=d>>>0)break;d=(f[e+4>>2]|0)+d|0;g=g+8|0;if(d>>>0>m>>>0){q=14;break}d=e+8|0;h=d;if((d|0)==(o|0))break a;else e=d}if((q|0)==14){f[p>>2]=d-j;break}if((m|0)==(d|0)){f[p>>2]=(f[e+4>>2]|0)+m-j;g=g+8|0}}while(0);e=i;d=g;if((e|0)==(d|0)){f[s>>2]=h;f[r>>2]=f[s>>2];d=SJa(a,r,b)|0}else{s=f[b+4>>2]|0;h=i;f[h>>2]=f[b>>2];f[h+4>>2]=s;h=e+8|0;if((h|0)==(d|0))c=v;else{c=h+(g-h>>3<<3)|0;d=f[t>>2]|0;e=d-c|0;g=e>>3;if(g){cQb(h|0,c|0,e|0)|0;d=f[t>>2]|0}c=h+(g<<3)|0;if((d|0)==(c|0)){d=h;c=v}else{f[t>>2]=d+(~((d+-8-c|0)>>>3)<<3);d=h;c=v}}}f[c>>2]=d;v=1;u=w;return v|0}function RJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;m=r+12|0;n=r;o=r+8|0;if(!c){q=0;u=r;return q|0}l=f[a>>2]|0;q=a+4|0;p=f[q>>2]|0;d=p-l>>3;e=p;if(!d){k=l;c=c+b|0;j=l}else{k=l;g=l;while(1){j=(d|0)/2|0;i=g+(j<<3)|0;h=(f[i>>2]|0)>>>0<b>>>0;i=i+8|0;k=h?i:k;d=h?d+-1-j|0:j;if(!d)break;else g=h?i:g}j=k;c=c+b|0;if((k|0)!=(l|0)){d=f[k+-8>>2]|0;g=k+-4|0;h=(f[g>>2]|0)+d|0;if(h>>>0>=b>>>0){f[g>>2]=b-d;if(h>>>0>c>>>0){f[n>>2]=c;f[n+4>>2]=h-c;f[o>>2]=j;f[m>>2]=f[o>>2];SJa(a,m,n)|0;q=1;u=r;return q|0}}}}a:do if((k|0)==(e|0)){g=0;d=j}else{d=j;g=k;while(1){h=f[g>>2]|0;if(c>>>0<=h>>>0){g=0;break a}i=g+4|0;h=(f[i>>2]|0)+h|0;if(h>>>0>c>>>0)break;d=d+8|0;g=g+8|0;if((g|0)==(e|0)){g=0;break a}}f[g>>2]=c;f[i>>2]=h-c;g=1}while(0);if((k|0)==(d|0)){q=g;u=r;return q|0}g=k+(d-j>>3<<3)|0;d=p-g|0;h=d>>3;if(h){cQb(k|0,g|0,d|0)|0;e=f[q>>2]|0}d=k+(h<<3)|0;if((e|0)==(d|0)){q=1;u=r;return q|0}f[q>>2]=e+(~((e+-8-d|0)>>>3)<<3);q=1;u=r;return q|0}function SJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>3<<3)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){n=f[c+4>>2]|0;a=o;f[a>>2]=f[c>>2];f[a+4>>2]=n;f[p>>2]=(f[p>>2]|0)+8;p=o;return p|0}e=b-(o+8)|0;g=e>>3;b=o+(g<<3)|0;if(b>>>0<h>>>0){d=h;do{m=b;n=f[m+4>>2]|0;a=d;f[a>>2]=f[m>>2];f[a+4>>2]=n;b=b+8|0;d=(f[p>>2]|0)+8|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<3)|0,o|0,e|0)|0;n=c;a=f[n+4>>2]|0;p=o;f[p>>2]=f[n>>2];f[p+4>>2]=a;p=o;return p|0}b=(b-e>>3)+1|0;if(b>>>0>536870911)AMb(a);m=d-e|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;m=o;h=j>>3;do if(!d){k=0;l=0}else if(d>>>0>536870911)vd();else{l=pOb(d<<3)|0;k=l;break}while(0);b=k+(h<<3)|0;e=b;i=k+(d<<3)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)<<3)|0;e=b;break}d=d<<3>>2;d=(d|0)==0?1:d;if(d>>>0>536870911)vd();j=pOb(d<<3)|0;b=j+(d>>>2<<3)|0;e=b;d=j+(d<<3)|0;if(!k)i=d;else{sOb(l);i=d;g=f[a>>2]|0}}while(0);h=c;d=f[h+4>>2]|0;f[b>>2]=f[h>>2];f[b+4>>2]=d;b=e+8|0;d=m-g|0;h=e+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[p>>2]|0)-m|0;if((d|0)>0){bQb(b|0,o|0,d|0)|0;b=b+(d>>>3<<3)|0}d=f[a>>2]|0;f[a>>2]=h;f[p>>2]=b;f[n>>2]=i;if(!d){p=e;return p|0}sOb(d);p=e;return p|0}function TJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;UJa(a,b,c,d,e)|0;return}function UJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;if(g){g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[j>>2]=d;f[j+4>>2]=e;if(!(QJa(i+144+(g*48|0)+36|0,j)|0)){a=0;u=m;return a|0}k=1<<g;e=a+200|0;c=f[e>>2]|0;d=h[e+4>>0]|0;j=ZPb(c|0,d&255|0,9)|0;l=ZPb(c|0,d&255|0,21)|0;f[e>>2]=c&-14683649|(k|j)<<9&3584|((k^7)&l)<<21&14680064;b[e+4>>0]=d;a=a+196|0;f[a>>2]=f[a>>2]|256;a=1;u=m;return a|0}k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,9)|0;g=c&255;i=1<<g;if(!(i&7&l)){a=0;u=m;return a|0}l=a+104|0;c=f[l>>2]|0;j=c+144+(g*48|0)+36|0;if(!(RJa(j,d,e)|0)){a=0;u=m;return a|0}if((f[j>>2]|0)==(f[c+144+(g*48|0)+40>>2]|0)){g=i^7;e=f[k>>2]|0;i=h[k+4>>0]|0;c=ZPb(e|0,i&255|0,9)|0;i=i&255;c=e&-3585|(g&c)<<9&3584;f[k>>2]=c;b[k+4>>0]=i}else{g=i^7;i=h[k+4>>0]|0;c=f[k>>2]|0}e=ZPb(c|0,i&255|0,21)|0;f[k>>2]=c&-14680065|(g&e)<<21&14680064;b[k+4>>0]=i;i=a+196|0;g=f[i>>2]|0;f[i>>2]=g|256;i=f[l>>2]|0;if(!i){a=1;u=m;return a|0}if(!((g&680525824|0)==0&((c&4095|0)==0&0==0))){a=1;u=m;return a|0}f[l>>2]=0;RIa(i);sOb(i);a=1;u=m;return a|0}function VJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+32|0;l=o+8|0;k=o+4|0;j=o;n[l>>2]=0.0;n[k>>2]=0.0;n[j>>2]=0.0;m=f[(+n[g>>2]>0.0?g:l)>>2]|0;i=g+4|0;k=f[(+n[i>>2]>0.0?i:k)>>2]|0;g=g+8|0;j=f[(+n[g>>2]>0.0?g:j)>>2]|0;g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[l>>2]=m;f[l+4>>2]=k;f[l+8>>2]=j;f[l+12>>2]=d;f[l+16>>2]=e;if(!(WJa(i+144+(g*48|0)+24|0,l)|0)){m=0;u=o;return m|0}d=1<<g;m=a+200|0;j=f[m>>2]|0;l=h[m+4>>0]|0;k=ZPb(j|0,l&255|0,6)|0;e=ZPb(j|0,l&255|0,18)|0;f[m>>2]=j&-1835457|(d|k)<<6&448|((d^7)&e)<<18&1835008;b[m+4>>0]=l;m=a+196|0;f[m>>2]=f[m>>2]|256;m=1;u=o;return m|0}function WJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;x=B+60|0;p=B+16|0;r=B+56|0;A=B+8|0;y=B+4|0;c=B;v=b+16|0;l=f[v>>2]|0;if(!l){A=0;u=B;return A|0}k=f[a>>2]|0;z=a+4|0;t=f[z>>2]|0;s=b+12|0;d=t-k|0;do if(!d){h=k;d=k;k=h;e=l+(f[s>>2]|0)|0}else{i=f[s>>2]|0;e=(d|0)/20|0;d=k;g=k;while(1){q=(e|0)/2|0;h=(f[g+(q*20|0)+12>>2]|0)>>>0<i>>>0;j=g+(q*20|0)+20|0;d=h?j:d;e=h?e+-1-q|0:q;if(!e)break;else g=h?j:g}q=d;e=l+i|0;if((d|0)==(k|0)){k=q;h=q}else{g=d+-20|0;h=g;o=f[d+-8>>2]|0;k=d+-4|0;l=(f[k>>2]|0)+o|0;if(i>>>0>l>>>0){k=q;h=q}else{m=l>>>0<e>>>0;if(+n[b>>2]==+n[g>>2])if(+n[b+4>>2]==+n[d+-16>>2])j=+n[b+8>>2]==+n[d+-12>>2];else j=0;else j=0;if(m){if(j){f[s>>2]=o;i=e;g=b}else h=q;f[g+16>>2]=i-o;k=h;h=q;break}if(j){A=0;u=B;return A|0}f[k>>2]=i-o;if(l>>>0>e>>>0){f[p>>2]=f[b>>2];f[p+4>>2]=f[b+4>>2];f[p+8>>2]=f[b+8>>2];f[p+12>>2]=f[b+12>>2];f[p+16>>2]=f[b+16>>2];A=p+20|0;f[A>>2]=f[g>>2];f[A+4>>2]=f[g+4>>2];f[A+8>>2]=f[g+8>>2];f[p+32>>2]=e;f[p+36>>2]=l-e;f[r>>2]=q;f[x>>2]=f[r>>2];XJa(a,x,p,p+40|0)|0;A=1;u=B;return A|0}else{k=q;h=q}}}}while(0);a:do if((d|0)==(t|0))g=h;else{g=h;while(1){j=d+12|0;i=f[j>>2]|0;if(e>>>0<=i>>>0){w=20;break}i=(f[d+16>>2]|0)+i|0;if(i>>>0>e>>>0)break;h=h+20|0;d=d+20|0;g=d;if((d|0)==(t|0))break a}if((w|0)==20){if((e|0)!=(i|0))break;if(!(+n[b>>2]==+n[d>>2]))break;if(!(+n[b+4>>2]==+n[d+4>>2]))break;if(!(+n[b+8>>2]==+n[d+8>>2]))break;f[v>>2]=(f[d+16>>2]|0)+e-(f[s>>2]|0);h=h+20|0;break}if(+n[b>>2]==+n[d>>2])if(+n[b+4>>2]==+n[d+4>>2])if(+n[b+8>>2]==+n[d+8>>2]){e=f[s>>2]|0;d=b;h=h+20|0}else w=30;else w=30;else w=30;if((w|0)==30)f[j>>2]=e;f[d+16>>2]=i-e}while(0);e=k;d=h;if((e|0)==(d|0)){f[y>>2]=g;f[x>>2]=f[y>>2];d=YJa(a,x,b)|0}else{g=k;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[b+12>>2];f[g+16>>2]=f[b+16>>2];g=e+20|0;if((g|0)==(d|0))c=A;else{c=g+(((h-g|0)/20|0)*20|0)|0;d=f[z>>2]|0;e=d-c|0;if(e){cQb(g|0,c|0,e|0)|0;d=f[z>>2]|0}c=g+(((e|0)/20|0)*20|0)|0;if((d|0)==(c|0)){d=g;c=A}else{f[z>>2]=d+(~(((d+-20-c|0)>>>0)/20|0)*20|0);d=g;c=A}}}f[c>>2]=d;A=1;u=B;return A|0}function XJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;g=m;i=(f[b>>2]|0)-g|0;p=m+(((i|0)/20|0)*20|0)|0;h=d;k=c;q=h-k|0;j=(q|0)/20|0;if((q|0)<=0){q=p;return q|0}o=a+8|0;e=f[o>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((j|0)<=((e-b|0)/20|0|0)){g=b-p|0;b=(g|0)/20|0;if((j|0)>(b|0)){e=c+(b*20|0)|0;b=h-e|0;if((b|0)>0){bQb(n|0,e|0,b|0)|0;b=(f[q>>2]|0)+(((b>>>0)/20|0)*20|0)|0;f[q>>2]=b}else b=n;if((g|0)>0){d=e;h=b}else{q=p;return q|0}}else h=n;g=h-(p+(j*20|0))|0;b=p+(((g|0)/20|0)*20|0)|0;if(b>>>0<n>>>0){e=h;do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];b=b+20|0;e=(f[q>>2]|0)+20|0;f[q>>2]=e}while(b>>>0<n>>>0)}if(g|0)cQb(h+(((g|0)/-20|0)*20|0)|0,p|0,g|0)|0;b=d-k|0;if(!b){q=p;return q|0}cQb(p|0,c|0,b|0)|0;q=p;return q|0}b=((b-g|0)/20|0)+j|0;if(b>>>0>214748364)AMb(a);j=(e-g|0)/20|0;g=j<<1;g=j>>>0<107374182?(g>>>0<b>>>0?b:g):214748364;j=p;b=(i|0)/20|0;do if(!g)l=0;else if(g>>>0>214748364)vd();else{l=pOb(g*20|0)|0;break}while(0);k=l+(b*20|0)|0;e=k;i=l+(g*20|0)|0;if((c|0)==(d|0))b=m;else{b=c;g=k;do{f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[b+12>>2];f[g+16>>2]=f[b+16>>2];g=e+20|0;e=g;b=b+20|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(((g|0)/-20|0)*20|0)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[q>>2]|0)-j|0;if((g|0)>0){bQb(e|0,p|0,g|0)|0;e=e+(((g>>>0)/20|0)*20|0)|0;b=f[a>>2]|0}f[a>>2]=h;f[q>>2]=e;f[o>>2]=i;if(!b){q=k;return q|0}sOb(b);q=k;return q|0}function YJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;p=g+(((j|0)/20|0)*20|0)|0;q=a+4|0;h=f[q>>2]|0;o=a+8|0;n=f[o>>2]|0;b=h;d=n;if(h>>>0<n>>>0){if((p|0)==(h|0)){f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];f[p+12>>2]=f[c+12>>2];f[p+16>>2]=f[c+16>>2];f[q>>2]=(f[q>>2]|0)+20;q=p;return q|0}e=b-(p+20)|0;b=p+(((e|0)/20|0)*20|0)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];f[d+16>>2]=f[b+16>>2];b=b+20|0;d=(f[q>>2]|0)+20|0;f[q>>2]=d}while(b>>>0<h>>>0)}if(!e)b=p;else{cQb(h+(((e|0)/-20|0)*20|0)|0,p|0,e|0)|0;b=p};f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];q=p;return q|0}b=((b-e|0)/20|0)+1|0;if(b>>>0>214748364)AMb(a);n=(d-e|0)/20|0;d=n<<1;d=n>>>0<107374182?(d>>>0<b>>>0?b:d):214748364;n=p;h=(j|0)/20|0;do if(!d){l=0;m=0}else if(d>>>0>214748364)vd();else{m=pOb(d*20|0)|0;l=m;break}while(0);b=l+(h*20|0)|0;e=b;i=l+(d*20|0)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)*20|0)|0;e=b;break}d=d*20|0;d=(d|0)==0?1:((d|0)/20|0)<<1;b=d>>>2;do if(!d)k=0;else if(d>>>0>214748364)vd();else{k=pOb(d*20|0)|0;break}while(0);b=k+(b*20|0)|0;e=b;d=k+(d*20|0)|0;if(!l)i=d;else{sOb(m);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];b=e+20|0;d=n-g|0;h=e+(((d|0)/-20|0)*20|0)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[q>>2]|0)-n|0;if((d|0)>0){bQb(b|0,p|0,d|0)|0;b=b+(((d>>>0)/20|0)*20|0)|0}d=f[a>>2]|0;f[a>>2]=h;f[q>>2]=b;f[o>>2]=i;if(!d){q=e;return q|0}sOb(d);q=e;return q|0}function ZJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return _Ja(a,b,c,d)|0}function _Ja(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0;k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,6)|0;j=c&255;c=1<<j;if(!(c&7&l)){l=0;return l|0}l=a+104|0;g=f[l>>2]|0;i=g+144+(j*48|0)+24|0;if(!($Ja(i,d,e)|0)){l=0;return l|0}if((f[i>>2]|0)==(f[g+144+(j*48|0)+28>>2]|0)){c=c^7;e=f[k>>2]|0;g=h[k+4>>0]|0;i=ZPb(e|0,g&255|0,6)|0;g=g&255;i=e&-449|(c&i)<<6&448;f[k>>2]=i;b[k+4>>0]=g}else{c=c^7;g=h[k+4>>0]|0;i=f[k>>2]|0}e=ZPb(i|0,g&255|0,18)|0;f[k>>2]=i&-1835009|(c&e)<<18&1835008;b[k+4>>0]=g;g=a+196|0;c=f[g>>2]|0;f[g>>2]=c|256;g=f[l>>2]|0;if(!g){l=1;return l|0}if(!((c&680525824|0)==0&((i&4095|0)==0&0==0))){l=1;return l|0}f[l>>2]=0;RIa(g);sOb(g);l=1;return l|0}function $Ja(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;n=s+24|0;o=s+4|0;p=s;if(!c){r=0;u=s;return r|0}l=f[a>>2]|0;r=a+4|0;q=f[r>>2]|0;d=q-l|0;e=q;if(!d){m=l;j=c+b|0;k=l}else{d=(d|0)/20|0;m=l;g=l;while(1){k=(d|0)/2|0;h=(f[g+(k*20|0)+12>>2]|0)>>>0<b>>>0;i=g+(k*20|0)+20|0;m=h?i:m;d=h?d+-1-k|0:k;if(!d)break;else g=h?i:g}k=m;j=c+b|0;if((m|0)!=(l|0)){d=m+-20|0;g=f[m+-8>>2]|0;h=m+-4|0;i=(f[h>>2]|0)+g|0;if(i>>>0>=b>>>0){f[h>>2]=b-g;if(i>>>0>j>>>0){f[o>>2]=f[d>>2];f[o+4>>2]=f[d+4>>2];f[o+8>>2]=f[d+8>>2];f[o+12>>2]=j;f[o+16>>2]=i-j;f[p>>2]=k;f[n>>2]=f[p>>2];YJa(a,n,o)|0;r=1;u=s;return r|0}}}}a:do if((m|0)==(e|0)){g=0;d=k}else{d=k;c=m;while(1){h=c+12|0;g=f[h>>2]|0;if(j>>>0<=g>>>0){g=0;break a}i=c+16|0;g=(f[i>>2]|0)+g|0;if(g>>>0>j>>>0)break;d=d+20|0;c=c+20|0;if((c|0)==(e|0)){g=0;break a}}f[h>>2]=j;f[i>>2]=g-j;g=1}while(0);if((m|0)==(d|0)){r=g;u=s;return r|0}d=m+(((d-k|0)/20|0)*20|0)|0;g=q-d|0;if(g){cQb(m|0,d|0,g|0)|0;e=f[r>>2]|0}d=m+(((g|0)/20|0)*20|0)|0;if((e|0)==(d|0)){r=1;u=s;return r|0}f[r>>2]=e+(~(((e+-20-d|0)>>>0)/20|0)*20|0);r=1;u=s;return r|0}function aKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;d=n+4|0;l=n;k=a+200|0;k=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,3)|0;b=b&255;if(!(1<<b&7&k)){m=0;u=n;return m|0}k=f[a+104>>2]|0;j=f[k+144+(b*48|0)+12>>2]|0;k=f[k+144+(b*48|0)+16>>2]|0;f[l>>2]=k;b=k-j>>3;if(!b)b=j;else{a=b;b=j;e=j;while(1){o=(a|0)/2|0;i=e+(o<<3)|0;g=(f[i>>2]|0)>>>0<c>>>0;i=i+8|0;b=g?i:b;a=g?a+-1-o|0:o;if(!a)break;else e=g?i:e}}f[d>>2]=b;if((b|0)==(k|0))m=6;else if((f[b>>2]|0)!=(c|0))m=6;if((m|0)==6)if((b|0)==(j|0))d=l;else{o=b+-8|0;f[d>>2]=o;d=((f[b+-4>>2]|0)+(f[o>>2]|0)|0)>>>0>c>>>0?d:l}o=(f[d>>2]|0)!=(k|0);u=n;return o|0}function bKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;d=n+4|0;l=n;k=a+200|0;k=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,9)|0;b=b&255;if(!(1<<b&7&k)){m=0;u=n;return m|0}k=f[a+104>>2]|0;j=f[k+144+(b*48|0)+36>>2]|0;k=f[k+144+(b*48|0)+40>>2]|0;f[l>>2]=k;b=k-j>>3;if(!b)b=j;else{a=b;b=j;e=j;while(1){o=(a|0)/2|0;i=e+(o<<3)|0;g=(f[i>>2]|0)>>>0<c>>>0;i=i+8|0;b=g?i:b;a=g?a+-1-o|0:o;if(!a)break;else e=g?i:e}}f[d>>2]=b;if((b|0)==(k|0))m=6;else if((f[b>>2]|0)!=(c|0))m=6;if((m|0)==6)if((b|0)==(j|0))d=l;else{o=b+-8|0;f[d>>2]=o;d=((f[b+-4>>2]|0)+(f[o>>2]|0)|0)>>>0>c>>>0?d:l}o=(f[d>>2]|0)!=(k|0);u=n;return o|0}function cKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;p=u;u=u+16|0;e=p+4|0;m=p;l=b+200|0;l=ZPb(f[l>>2]|0,(h[l+4>>0]|0)&255|0,6)|0;c=c&255;if(1<<c&7&l|0){l=f[b+104>>2]|0;k=f[l+144+(c*48|0)+24>>2]|0;l=f[l+144+(c*48|0)+28>>2]|0;f[m>>2]=l;c=l-k|0;if(!c)c=k;else{b=(c|0)/20|0;c=k;g=k;while(1){q=(b|0)/2|0;i=(f[g+(q*20|0)+12>>2]|0)>>>0<d>>>0;j=g+(q*20|0)+20|0;c=i?j:c;b=i?b+-1-q|0:q;if(!b)break;else g=i?j:g}}f[e>>2]=c;if((c|0)==(l|0))o=7;else if((f[c+12>>2]|0)!=(d|0))o=7;if((o|0)==7)if((c|0)==(k|0))e=m;else{f[e>>2]=c+-20;e=((f[c+-4>>2]|0)+(f[c+-8>>2]|0)|0)>>>0>d>>>0?e:m}e=f[e>>2]|0;if(!((e|0)==(l|0)|(e|0)==0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];u=p;return}}n[a>>2]=-1.0;n[a+4>>2]=-1.0;n[a+8>>2]=-1.0;u=p;return}function dKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;e=n+4|0;l=n;k=b+200|0;c=c&255;if(1<<c&7&f[k>>2]|0){k=f[b+104>>2]|0;j=f[k+144+(c*48|0)>>2]|0;k=f[k+144+(c*48|0)+4>>2]|0;f[l>>2]=k;c=k-j>>4;if(!c)c=j;else{b=c;c=j;g=j;while(1){o=(b|0)/2|0;h=(f[g+(o<<4)+8>>2]|0)>>>0<d>>>0;i=g+(o<<4)+16|0;c=h?i:c;b=h?b+-1-o|0:o;if(!b)break;else g=h?i:g}}f[e>>2]=c;if((c|0)==(k|0))m=6;else if((f[c+8>>2]|0)!=(d|0))m=6;if((m|0)==6)if((c|0)==(j|0))e=l;else{f[e>>2]=c+-16;e=((f[c+-4>>2]|0)+(f[c+-8>>2]|0)|0)>>>0>d>>>0?e:l}e=f[e>>2]|0;if(!((e|0)==(k|0)|(e|0)==0)){f[a>>2]=f[e>>2];e=f[e+4>>2]|0;f[a+4>>2]=e;if(!e){u=n;return}gOb(e);u=n;return}}f[a>>2]=0;f[a+4>>2]=0;u=n;return}function eKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;e=v+12|0;o=v+8|0;t=v;r=b+200|0;r=ZPb(f[r>>2]|0,(h[r+4>>0]|0)&255|0,6)|0;s=c&255;if(1<<s&7&r|0){r=f[b+104>>2]|0;p=f[r+144+(s*48|0)+24>>2]|0;r=f[r+144+(s*48|0)+28>>2]|0;f[o>>2]=r;g=r-p|0;if(!g)g=p;else{j=(g|0)/20|0;g=p;k=p;while(1){w=(j|0)/2|0;l=(f[k+(w*20|0)+12>>2]|0)>>>0<d>>>0;m=k+(w*20|0)+20|0;g=l?m:g;j=l?j+-1-w|0:w;if(!j)break;else k=l?m:k}}f[e>>2]=g;if((g|0)==(r|0))q=7;else if((f[g+12>>2]|0)!=(d|0))q=7;if((q|0)==7)if((g|0)==(p|0))e=o;else{f[e>>2]=g+-20;e=((f[g+-4>>2]|0)+(f[g+-8>>2]|0)|0)>>>0>d>>>0?e:o}e=f[e>>2]|0;if(!((e|0)==(r|0)|(e|0)==0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];u=v;return}}if(f[b+196>>2]&8388608|0){e=f[b+104>>2]|0;i=+n[e+328+(s*12|0)>>2];if(i>=0.0){w=f[e+328+(s*12|0)+8>>2]|0;t=f[e+328+(s*12|0)+4>>2]|0;n[a>>2]=i;f[a+4>>2]=t;f[a+8>>2]=w;u=v;return}}dKa(t,b,c,d);e=f[t>>2]|0;j=t+4|0;g=f[j>>2]|0;if(!e){if(g|0)iOb(g);g=b+12+(s<<3)|0;e=f[g>>2]|0;if(!e){fKa(b,c);e=f[g>>2]|0}f[t>>2]=e;g=f[b+12+(s<<3)+4>>2]|0;f[j>>2]=g;if(!g)g=0;else gOb(g)}f[a>>2]=f[e+152>>2];f[a+4>>2]=f[e+156>>2];f[a+8>>2]=f[e+160>>2];if(!g){u=v;return}iOb(g);u=v;return}function fKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;j=k+16|0;h=k+8|0;g=k;i=b&255;c=a+36+(i<<3)|0;d=f[c>>2]|0;e=d;if(!d){u=k;return}b=a+60+(i<<2)|0;if(!(f[b>>2]|0)){c=f[a+36+(i<<3)+4>>2]|0;if(c|0)gOb(c);f[a+12+(i<<3)>>2]=e;j=a+12+(i<<3)+4|0;b=f[j>>2]|0;f[j>>2]=c;if(!b){u=k;return}iOb(b);u=k;return}hGa(j,d);if(gKa(f[b>>2]|0,j)|0){if(!(f[a+196>>2]&262144))b=(f[a>>2]|0)+8|0;else b=a;b=AQa(f[b>>2]|0)|0;d=f[j>>2]|0;f[j>>2]=0;f[g>>2]=d;c=pOb(16)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37416;f[c+12>>2]=d;d=g+4|0;f[d>>2]=c;i9a(h,b,g);b=f[h>>2]|0;c=h+4|0;g=f[c>>2]|0;f[h>>2]=0;f[c>>2]=0;f[a+12+(i<<3)>>2]=b;a=a+12+(i<<3)+4|0;b=f[a>>2]|0;f[a>>2]=g;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if(b|0)iOb(b)}else{b=f[c>>2]|0;c=f[a+36+(i<<3)+4>>2]|0;if(c|0)gOb(c);f[a+12+(i<<3)>>2]=b;a=a+12+(i<<3)+4|0;b=f[a>>2]|0;f[a>>2]=c;if(b|0)iOb(b)}b=f[j>>2]|0;f[j>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=k;return}function gKa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0;m=0;o=u;u=u+1248|0;g=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;a:do if(!g)c=0;else{c=f[b>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[b>>2]=c;e=b}else e=b;b:while(1){switch(Rg[f[(f[c>>2]|0)+104>>2]&255](c,g)|0){case 1:{c=1;break a}case 0:break b;case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;c=f[b>>2]|0;f[e>>2]=p;if(!c)f[(o+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[b>>2]|0}c=0}while(0);e=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;c:while(1){switch(Qg[f[(f[e>>2]|0)+108>>2]&15](e,i)|0){case 0:{m=26;break c}case 1:{h=1;break c}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==26)h=0;c=c|h}e=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;d:while(1){switch(Qg[f[(f[e>>2]|0)+112>>2]&15](e,i)|0){case 0:{m=40;break d}case 1:{j=1;break d}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==40)j=0;c=c|j}e=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;e:while(1){switch(Qg[f[(f[e>>2]|0)+116>>2]&15](e,i)|0){case 0:{m=54;break e}case 1:{k=1;break e}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==54)k=0;c=c|k}h=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;if(h){e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;f:while(1){switch(Rg[f[(f[e>>2]|0)+120>>2]&255](e,h)|0){case 0:{m=68;break f}case 1:{l=1;break f}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==68)l=0;c=c|l}p=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;f[o+32>>2]=a;f[o+40>>2]=b;f[o+168>>2]=c;f[o+520>>2]=p;f[o+1192>>2]=m;f[o+1200>>2]=0;f[o+1204>>2]=0;YMa(o);G=f[o+1200>>2]|0;D=f[o+1204>>2]|0;H=+n[o+1204>>2];f[o+1200>>2]=0;f[o+1204>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function hKa(a){a=a|0;aOb(a);sOb(a);return}function iKa(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jKa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==189081?a+12|0:0)|0}function kKa(a){a=a|0;sOb(a);return}function lKa(a,b){a=a|0;b=b|0;return mKa(a,b)|0}function mKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,3)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+12>>2]|0;c=e+144+(c*48|0)+16|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~((d+-8-i|0)>>>3)<<3);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,3)|0;k=ZPb(c|0,g&255|0,15)|0;d=c&-229433|(j&d)<<3&56;f[m>>2]=d|(j&k)<<15&229376;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|512;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function nKa(a,b){a=a|0;b=b|0;return oKa(a,b)|0}function oKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,9)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+36>>2]|0;c=e+144+(c*48|0)+40|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~((d+-8-i|0)>>>3)<<3);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,9)|0;k=ZPb(c|0,g&255|0,21)|0;d=c&-14683649|(j&d)<<9&3584;f[m>>2]=d|(j&k)<<21&14680064;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function pKa(a,b){a=a|0;b=b|0;return qKa(a,b)|0}function qKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,6)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+24>>2]|0;c=e+144+(c*48|0)+28|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~(((d+-20-i|0)>>>0)/20|0)*20|0);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,6)|0;k=ZPb(c|0,g&255|0,18)|0;d=c&-1835457|(j&d)<<6&448;f[m>>2]=d|(j&k)<<18&1835008;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function rKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+200|0;e=f[m>>2]|0;c=c&255;l=1<<c;k=l&7;if(!(k&e)){n=0;return n|0}n=a+104|0;g=f[n>>2]|0;j=f[g+144+(c*48|0)>>2]|0;i=g+144+(c*48|0)+4|0;d=f[i>>2]|0;if((d|0)==(j|0)){c=e;e=h[m+4>>0]|0}else{while(1){c=d+-16|0;f[i>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[i>>2]|0}if((c|0)==(j|0))break;else d=c}c=f[m>>2]|0;e=h[m+4>>0]|0;g=f[n>>2]|0}j=ZPb(c|0,e&255|0,12)|0;d=c&-28680|(k^7)&c;f[m>>2]=d|((l^7)&j)<<12&28672;b[m+4>>0]=e;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!g){n=1;return n|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){n=1;return n|0}f[n>>2]=0;RIa(g);sOb(g);n=1;return n|0}function sKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&56|0)==0&0==0){b=0;return b|0}mKa(a,0)|0;mKa(a,1)|0;mKa(a,2)|0;b=1;return b|0}function tKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&3584|0)==0&0==0){b=0;return b|0}oKa(a,0)|0;oKa(a,1)|0;oKa(a,2)|0;b=1;return b|0}function uKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&448|0)==0&0==0){b=0;return b|0}qKa(a,0)|0;qKa(a,1)|0;qKa(a,2)|0;b=1;return b|0}function vKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;m=p+40|0;l=p+36|0;n=p+32|0;o=p+28|0;i=p+16|0;j=p+8|0;k=p;if(!(f[a+196>>2]&262144))e=(f[a>>2]|0)+8|0;else e=a;h=f[e>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=f[c+4>>2];f[i+8>>2]=f[c+8>>2];e=f[b>>2]|0;if(e|0)f[i>>2]=e;e=f[b+4>>2]|0;if(e|0)f[i+4>>2]=e;e=f[b+8>>2]|0;if(e|0)f[i+8>>2]=e;e=f[d>>2]|0;if(e|0)f[i>>2]=e;e=f[d+4>>2]|0;if(e|0)f[i+4>>2]=e;e=f[d+8>>2]|0;if(e|0)f[i+8>>2]=e;b=a+4|0;d=j+4|0;g=k+4|0;e=f[i>>2]|0;if(!e)rKa(a,0)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)e=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,0,l,m);e=0}c=f[g>>2]|0;if(c|0)iOb(c);if(e|0){o=0;u=p;return o|0}}e=f[i+4>>2]|0;if(!e)rKa(a,1)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)e=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,1,l,m);e=0}c=f[g>>2]|0;if(c|0)iOb(c);if(e|0){o=0;u=p;return o|0}}e=f[i+8>>2]|0;if(!e)rKa(a,2)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)c=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,2,l,m);c=0}e=f[g>>2]|0;if(e|0)iOb(e);if(c|0){o=0;u=p;return o|0}}o=1;u=p;return o|0}function wKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;p=f[d>>2]|0;s=f[e>>2]|0;j=p;k=s;if((p|0)==(s|0)){rKa(a,c)|0;u=v;return}g=c&255;q=1<<g;r=a+200|0;c=f[r>>2]|0;e=(h[r+4>>0]|0)&255;f[r>>2]=c&-8|(q|c)&7;b[r+4>>0]=e;e=a+104|0;c=f[e>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[e>>2]=c}m=c+144+(g*48|0)|0;i=f[m>>2]|0;f[m>>2]=0;o=c+144+(g*48|0)+4|0;e=f[o>>2]|0;f[o>>2]=0;l=c+144+(g*48|0)+8|0;f[l>>2]=0;g=i;if(i|0){if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-16|0;if(c|0)iOb(c)}while((e|0)!=(g|0));sOb(i)}xKa(m,k-j>>4);g=t+4|0;i=t+8|0;j=t+12|0;c=p;do{f[t>>2]=f[c>>2];e=f[c+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[i>>2]=f[c+8>>2];f[j>>2]=f[c+12>>2];e=f[o>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){f[e>>2]=f[t>>2];f[e+4>>2]=f[g>>2];f[t>>2]=0;f[g>>2]=0;w=i;k=f[w+4>>2]|0;p=e+8|0;f[p>>2]=f[w>>2];f[p+4>>2]=k;f[o>>2]=(f[o>>2]|0)+16}else{yKa(m,t);e=f[g>>2]|0;if(e|0)iOb(e)}c=c+16|0;f[d>>2]=c}while((c|0)!=(s|0));d=f[r>>2]|0;w=h[r+4>>0]|0;t=ZPb(d|0,w&255|0,12)|0;f[r>>2]=d&-28673|((q^7)&t)<<12&28672;b[r+4>>0]=w;w=a+196|0;f[w>>2]=f[w>>2]|256;u=v;return}function xKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;d=f[a>>2]|0;c=d;if((f[k>>2]|0)-d>>4>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>268435455)vd();g=f[l>>2]|0;i=pOb(b<<4)|0;h=i+(g-d>>4<<4)|0;j=h;i=i+(b<<4)|0;d=g;if((d|0)==(c|0))e=j;else{e=j;b=h;do{m=d;d=d+-16|0;f[b+-16>>2]=f[d>>2];g=m+-12|0;f[b+-12>>2]=f[g>>2];f[d>>2]=0;f[g>>2]=0;m=m+-8|0;g=f[m+4>>2]|0;h=b+-8|0;f[h>>2]=f[m>>2];f[h+4>>2]=g;b=e+-16|0;e=b}while((d|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=f[c+-12>>2]|0;c=c+-16|0;if(d|0)iOb(d)}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function yKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;g=f[n>>2]|0;c=f[a>>2]|0;j=g-c>>4;d=j+1|0;l=c;e=g;if(d>>>0>268435455)AMb(a);m=a+8|0;k=(f[m>>2]|0)-c|0;h=k>>3;h=k>>4>>>0<134217727?(h>>>0<d>>>0?d:h):268435455;do if(!h)i=0;else if(h>>>0>268435455)vd();else{i=pOb(h<<4)|0;break}while(0);d=i+(j<<4)|0;c=d;k=i+(h<<4)|0;f[d>>2]=f[b>>2];o=b+4|0;f[i+(j<<4)+4>>2]=f[o>>2];f[b>>2]=0;f[o>>2]=0;o=b+8|0;b=f[o+4>>2]|0;h=i+(j<<4)+8|0;f[h>>2]=f[o>>2];f[h+4>>2]=b;h=d+16|0;if((e|0)!=(l|0)){do{i=e;e=e+-16|0;f[d+-16>>2]=f[e>>2];j=i+-12|0;f[d+-12>>2]=f[j>>2];f[e>>2]=0;f[j>>2]=0;i=i+-8|0;j=f[i+4>>2]|0;o=d+-8|0;f[o>>2]=f[i>>2];f[o+4>>2]=j;d=c+-16|0;c=d}while((e|0)!=(l|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-12>>2]|0;c=c+-16|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function zKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;e=d+12|0;g=d+8|0;i=d+4|0;h=d;f[i>>2]=f[c>>2];f[h>>2]=f[c+4>>2];f[g>>2]=f[i>>2];f[e>>2]=f[h>>2];wKa(a,b,g,e);u=d;return}function AKa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+64|0;j=q+56|0;m=q+48|0;k=q+44|0;l=q+40|0;e=q;p=q+32|0;o=q+24|0;n=q+8|0;g=a+196|0;d=f[g>>2]|0;h=a+116|0;c=h;b=f[c>>2]|0;c=f[c+4>>2]|0;if(!(d&131072)){f[e>>2]=f[(f[a+4>>2]|0)+28>>2];f[e+4>>2]=c}else{i=e;f[i>>2]=b;f[i+4>>2]=c}if(!(d&262144))b=(f[a>>2]|0)+8|0;else b=a;i=f[b>>2]|0;yRa(p,i,e);e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](j,e);xRa(o,i,j);e=f[o>>2]|0;e=e|0?e:258672;i=f[p>>2]|0;i=i|0?i:258672;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;b=f[g>>2]|0;if(!(b&131072)){c=h;d=f[c+4>>2]|0;if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=f[b>>2]|0;f[k>>2]=f[c>>2];f[j>>2]=f[k>>2];IQa(m,b,j);b=f[m>>2]|0;f[l>>2]=d;f[j>>2]=f[l>>2];b=aGa(b,j)|0;if(b|0){f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2]}b=f[m+4>>2]|0;if(b|0)iOb(b)}c=vKa(a,i,e,n)|0;b=f[o+4>>2]|0;if(b|0)iOb(b);b=f[p+4>>2]|0;if(!b){u=q;return c|0}iOb(b);u=q;return c|0}function BKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;j=c&255;l=d+(j*48|0)+12|0;c=a+200|0;i=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(i|0,e&255|0,15)|0;f[c>>2]=i&-229377|(1<<j|k)<<15&229376;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(j*48|0)+16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(j*12|0)>>2]|0;c=f[c+72+(j*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;i=(c-k|0)/12|0;c=f[a+144+(j*48|0)+12>>2]|0;a=f[a+144+(j*48|0)+16>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;while(1){d=f[c>>2]|0;if(d>>>0>=i>>>0){c=10;break}e=(f[c+4>>2]|0)+d|0;e=i>>>0<e>>>0?i:e;if(d>>>0<e>>>0)do{j=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[k+(d*12|0)>>2];f[g>>2]=j;QJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+8|0;if((c|0)==(a|0)){c=10;break}}if((c|0)==10){u=n;return}}function CKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;j=c&255;l=d+(j*48|0)+36|0;c=a+200|0;i=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(i|0,e&255|0,21)|0;f[c>>2]=i&-14680065|(1<<j|k)<<21&14680064;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(j*48|0)+40|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(j*12|0)>>2]|0;c=f[c+72+(j*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;i=(c-k|0)/12|0;c=f[a+144+(j*48|0)+36>>2]|0;a=f[a+144+(j*48|0)+40>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;while(1){d=f[c>>2]|0;if(d>>>0>=i>>>0){c=10;break}e=(f[c+4>>2]|0)+d|0;e=i>>>0<e>>>0?i:e;if(d>>>0<e>>>0)do{j=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[k+(d*12|0)>>2];f[g>>2]=j;QJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+8|0;if((c|0)==(a|0)){c=10;break}}if((c|0)==10){u=n;return}}function DKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;m=n;g=a+104|0;d=f[g>>2]|0;i=c&255;l=d+(i*48|0)+24|0;c=a+200|0;j=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(j|0,e&255|0,18)|0;f[c>>2]=j&-1835009|(1<<i|k)<<18&1835008;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(i*48|0)+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-20-c|0)>>>0)/20|0)*20|0);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(i*12|0)>>2]|0;c=f[c+72+(i*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;j=(c-k|0)/12|0;c=f[a+144+(i*48|0)+24>>2]|0;a=f[a+144+(i*48|0)+28>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+12|0;i=m+16|0;while(1){d=f[c+12>>2]|0;if(d>>>0>=j>>>0){c=11;break}e=(f[c+16>>2]|0)+d|0;e=j>>>0<e>>>0?j:e;if(d>>>0<e>>>0)do{p=f[k+(d*12|0)>>2]|0;o=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[c>>2];f[m+4>>2]=f[c+4>>2];f[m+8>>2]=f[c+8>>2];f[g>>2]=p;f[i>>2]=o;WJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+20|0;if((c|0)==(a|0)){c=11;break}}if((c|0)==11){u=n;return}}function EKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;i=c&255;l=d+(i*48|0)|0;c=a+200|0;j=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(j|0,e&255|0,12)|0;f[c>>2]=j&-28673|(1<<i|k)<<12&28672;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(i*48|0)+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(i*12|0)>>2]|0;c=f[c+72+(i*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;j=(c-k|0)/12|0;c=f[a+144+(i*48|0)>>2]|0;a=f[a+144+(i*48|0)+4>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;i=m+8|0;while(1){d=f[c+8>>2]|0;if(d>>>0>=j>>>0){c=11;break}e=(f[c+12>>2]|0)+d|0;e=j>>>0<e>>>0?j:e;if(d>>>0<e>>>0)do{p=f[k+(d*12|0)>>2]|0;o=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[c>>2];f[g>>2]=p;f[i>>2]=o;FKa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+16|0;if((c|0)==(a|0)){c=11;break}}if((c|0)==11){u=n;return}}function FKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;v=z+44|0;n=z+16|0;p=z+40|0;y=z+8|0;w=z+4|0;c=z;s=b+8|0;l=f[s>>2]|0;if(!l){y=0;u=z;return y|0}k=f[a>>2]|0;x=a+4|0;r=f[x>>2]|0;q=b+4|0;d=r-k|0;do if(!d){h=k;d=k;k=h;e=l+(f[q>>2]|0)|0}else{i=f[q>>2]|0;e=(d|0)/12|0;d=k;g=k;while(1){o=(e|0)/2|0;h=(f[g+(o*12|0)+4>>2]|0)>>>0<i>>>0;j=g+(o*12|0)+12|0;d=h?j:d;e=h?e+-1-o|0:o;if(!e)break;else g=h?j:g}o=d;e=l+i|0;if((d|0)==(k|0)){k=o;h=o}else{g=d+-12|0;h=g;m=f[d+-8>>2]|0;j=d+-4|0;k=(f[j>>2]|0)+m|0;if(i>>>0>k>>>0){k=o;h=o}else{l=(f[b>>2]|0)==(f[g>>2]|0);if(k>>>0<e>>>0){if(l){f[q>>2]=m;i=e;g=b}else h=o;f[g+8>>2]=i-m;k=h;h=o;break}if(l){y=0;u=z;return y|0}f[j>>2]=i-m;if(k>>>0>e>>>0){f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2];f[n+12>>2]=f[g>>2];f[n+16>>2]=e;f[n+20>>2]=k-e;f[p>>2]=o;f[v>>2]=f[p>>2];GKa(a,v,n,n+24|0)|0;y=1;u=z;return y|0}else{k=o;h=o}}}}while(0);a:do if((d|0)==(r|0))g=h;else{g=h;while(1){j=d+4|0;i=f[j>>2]|0;if(e>>>0<=i>>>0){t=17;break}i=(f[d+8>>2]|0)+i|0;if(i>>>0>e>>>0)break;h=h+12|0;d=d+12|0;g=d;if((d|0)==(r|0))break a}if((t|0)==17){if((e|0)!=(i|0))break;if((f[b>>2]|0)!=(f[d>>2]|0))break;f[s>>2]=(f[d+8>>2]|0)+e-(f[q>>2]|0);h=h+12|0;break}if((f[b>>2]|0)==(f[d>>2]|0)){e=f[q>>2]|0;d=b;h=h+12|0}else f[j>>2]=e;f[d+8>>2]=i-e}while(0);e=k;d=h;if((e|0)==(d|0)){f[w>>2]=g;f[v>>2]=f[w>>2];d=HKa(a,v,b)|0}else{g=k;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];g=e+12|0;if((g|0)==(d|0))c=y;else{c=g+(((h-g|0)/12|0)*12|0)|0;d=f[x>>2]|0;e=d-c|0;if(e){cQb(g|0,c|0,e|0)|0;d=f[x>>2]|0}c=g+(((e|0)/12|0)*12|0)|0;if((d|0)==(c|0)){d=g;c=y}else{f[x>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);d=g;c=y}}}f[c>>2]=d;y=1;u=z;return y|0}function GKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;g=m;i=(f[b>>2]|0)-g|0;p=m+(((i|0)/12|0)*12|0)|0;h=d;k=c;q=h-k|0;j=(q|0)/12|0;if((q|0)<=0){q=p;return q|0}o=a+8|0;e=f[o>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((j|0)<=((e-b|0)/12|0|0)){g=b-p|0;b=(g|0)/12|0;if((j|0)>(b|0)){e=c+(b*12|0)|0;b=h-e|0;if((b|0)>0){bQb(n|0,e|0,b|0)|0;b=(f[q>>2]|0)+(((b>>>0)/12|0)*12|0)|0;f[q>>2]=b}else b=n;if((g|0)>0){d=e;h=b}else{q=p;return q|0}}else h=n;g=h-(p+(j*12|0))|0;b=p+(((g|0)/12|0)*12|0)|0;if(b>>>0<n>>>0){e=h;do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];b=b+12|0;e=(f[q>>2]|0)+12|0;f[q>>2]=e}while(b>>>0<n>>>0)}if(g|0)cQb(h+(((g|0)/-12|0)*12|0)|0,p|0,g|0)|0;b=d-k|0;if(!b){q=p;return q|0}cQb(p|0,c|0,b|0)|0;q=p;return q|0}b=((b-g|0)/12|0)+j|0;if(b>>>0>357913941)AMb(a);j=(e-g|0)/12|0;g=j<<1;g=j>>>0<178956970?(g>>>0<b>>>0?b:g):357913941;j=p;b=(i|0)/12|0;do if(!g)l=0;else if(g>>>0>357913941)vd();else{l=pOb(g*12|0)|0;break}while(0);k=l+(b*12|0)|0;e=k;i=l+(g*12|0)|0;if((c|0)==(d|0))b=m;else{b=c;g=k;do{f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];g=e+12|0;e=g;b=b+12|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(((g|0)/-12|0)*12|0)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[q>>2]|0)-j|0;if((g|0)>0){bQb(e|0,p|0,g|0)|0;e=e+(((g>>>0)/12|0)*12|0)|0;b=f[a>>2]|0}f[a>>2]=h;f[q>>2]=e;f[o>>2]=i;if(!b){q=k;return q|0}sOb(b);q=k;return q|0}function HKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;p=g+(((j|0)/12|0)*12|0)|0;q=a+4|0;h=f[q>>2]|0;o=a+8|0;n=f[o>>2]|0;b=h;d=n;if(h>>>0<n>>>0){if((p|0)==(h|0)){f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];f[q>>2]=(f[q>>2]|0)+12;q=p;return q|0}e=b-(p+12)|0;b=p+(((e|0)/12|0)*12|0)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];b=b+12|0;d=(f[q>>2]|0)+12|0;f[q>>2]=d}while(b>>>0<h>>>0)}if(!e)b=p;else{cQb(h+(((e|0)/-12|0)*12|0)|0,p|0,e|0)|0;b=p};f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];q=p;return q|0}b=((b-e|0)/12|0)+1|0;if(b>>>0>357913941)AMb(a);n=(d-e|0)/12|0;d=n<<1;d=n>>>0<178956970?(d>>>0<b>>>0?b:d):357913941;n=p;h=(j|0)/12|0;do if(!d){l=0;m=0}else if(d>>>0>357913941)vd();else{m=pOb(d*12|0)|0;l=m;break}while(0);b=l+(h*12|0)|0;e=b;i=l+(d*12|0)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)*12|0)|0;e=b;break}d=d*12|0;d=(d|0)==0?1:((d|0)/12|0)<<1;b=d>>>2;do if(!d)k=0;else if(d>>>0>357913941)vd();else{k=pOb(d*12|0)|0;break}while(0);b=k+(b*12|0)|0;e=b;d=k+(d*12|0)|0;if(!l)i=d;else{sOb(m);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];b=e+12|0;d=n-g|0;h=e+(((d|0)/-12|0)*12|0)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[q>>2]|0)-n|0;if((d|0)>0){bQb(b|0,p|0,d|0)|0;b=b+(((d>>>0)/12|0)*12|0)|0}d=f[a>>2]|0;f[a>>2]=h;f[q>>2]=b;f[o>>2]=i;if(!d){q=e;return q|0}sOb(d);q=e;return q|0}function IKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,15)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{BKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+12|0;return e|0}function JKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,21)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{CKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+36|0;return e|0}function KKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,18)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{DKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+24|0;return e|0}function LKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;e=a+200|0;d=f[e>>2]|0;g=h[e+4>>0]|0;i=ZPb(d|0,g&255|0,12)|0;m=c&255;j=1<<m;l=a+104|0;do if(!(j&7&i)){k=f[l>>2]|0;if(!k){m=0;return m|0}if(!(f[a+60+(m<<2)>>2]|0)){EKa(a,c);break}f[e>>2]=d&-28673|(j|i)<<12&28672;b[e+4>>0]=g;c=f[k+(m*48|0)>>2]|0;d=k+(m*48|0)+4|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~(((a+-12-c|0)>>>0)/12|0)*12|0)}while(0);m=(f[l>>2]|0)+(m*48|0)|0;return m|0}function MKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i+12|0;d=i+8|0;g=i+4|0;h=i;j=c+200|0;if((f[j>>2]&7|0)==0&0==0){rKa(a,b)|0;u=i;return}else{c=f[c+104>>2]|0;j=b&255;f[g>>2]=f[c+144+(j*48|0)>>2];f[h>>2]=f[c+144+(j*48|0)+4>>2];f[d>>2]=f[g>>2];f[e>>2]=f[h>>2];NKa(a,b,d,e);u=i;return}}function NKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;p=f[d>>2]|0;s=f[e>>2]|0;j=p;k=s;if((p|0)==(s|0)){rKa(a,c)|0;u=v;return}g=c&255;q=1<<g;r=a+200|0;c=f[r>>2]|0;e=(h[r+4>>0]|0)&255;f[r>>2]=c&-8|(q|c)&7;b[r+4>>0]=e;e=a+104|0;c=f[e>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[e>>2]=c}m=c+144+(g*48|0)|0;i=f[m>>2]|0;f[m>>2]=0;o=c+144+(g*48|0)+4|0;e=f[o>>2]|0;f[o>>2]=0;l=c+144+(g*48|0)+8|0;f[l>>2]=0;g=i;if(i|0){if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-16|0;if(c|0)iOb(c)}while((e|0)!=(g|0));sOb(i)}xKa(m,k-j>>4);g=t+4|0;i=t+8|0;j=t+12|0;c=p;do{f[t>>2]=f[c>>2];e=f[c+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[i>>2]=f[c+8>>2];f[j>>2]=f[c+12>>2];e=f[o>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){f[e>>2]=f[t>>2];f[e+4>>2]=f[g>>2];f[t>>2]=0;f[g>>2]=0;w=i;k=f[w+4>>2]|0;p=e+8|0;f[p>>2]=f[w>>2];f[p+4>>2]=k;f[o>>2]=(f[o>>2]|0)+16}else{yKa(m,t);e=f[g>>2]|0;if(e|0)iOb(e)}c=c+16|0;f[d>>2]=c}while((c|0)!=(s|0));d=f[r>>2]|0;w=h[r+4>>0]|0;t=ZPb(d|0,w&255|0,12)|0;f[r>>2]=d&-28673|((q^7)&t)<<12&28672;b[r+4>>0]=w;w=a+196|0;f[w>>2]=f[w>>2]|256;u=v;return}function OKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;e=a+108|0;c=f[b>>2]|0;if((f[e>>2]|0)==(c|0))return;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=c;g=a+112|0;b=f[g>>2]|0;f[g>>2]=d;if(b){iOb(b);c=f[e>>2]|0}g=a+196|0;f[g>>2]=f[g>>2]&-4353|((c|0)!=0&1)<<12|256;return}function PKa(a,c,d){a=a|0;c=c|0;d=+d;var e=0,g=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j+4|0;g=j+8|0;k=j;n[i>>2]=d;n[g>>2]=0.0;n[k>>2]=1.0;k=d<1.0?i:k;g=f[(+n[k>>2]>0.0?k:g)>>2]|0;f[i>>2]=g;i=a+200|0;k=ZPb(f[i>>2]|0,(h[i+4>>0]|0)&255|0,34)|0;c=c&255;e=1<<c;if(!(e&7&k))c=a+180+(c<<2)|0;else{c=a+180+(c<<2)|0;if(+n[c>>2]==(f[s>>2]=g,+n[s>>2])){k=0;u=j;return k|0}}f[c>>2]=g;g=f[i>>2]|0;k=h[i+4>>0]|0;c=ZPb(g|0,k&255|0,34)|0;e=_Pb((e|c)&7|0,0,34)|0;f[i>>2]=e|g;b[i+4>>0]=I|k&227;k=a+196|0;f[k>>2]=f[k>>2]|256;k=1;u=j;return k|0}function QKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;j=a+200|0;d=f[j>>2]|0;g=h[j+4>>0]|0;k=ZPb(d|0,g&255|0,34)|0;c=c&255;e=1<<c;i=e&7;if(!(i&k)){k=0;return k|0}c=a+180+(c<<2)|0;if(+n[c>>2]==1.0)c=g;else{f[c>>2]=1065353216;d=f[j>>2]|0;c=h[j+4>>0]|0;k=ZPb(d|0,c&255|0,34)|0;k=_Pb((e|k)&7|0,0,34)|0;d=k|d;c=I|c&227;f[j>>2]=d;b[j+4>>0]=c;k=a+196|0;f[k>>2]=f[k>>2]|256}k=ZPb(d|0,c&255|0,34)|0;k=_Pb((i^7)&k|0,0,34)|0;f[j>>2]=k|d;b[j+4>>0]=I|c&227;k=1;return k|0}function RKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;d=b&255;e=+n[a+180+(d<<2)>>2];d=a+12+(d<<3)|0;c=f[d>>2]|0;if(!c){fKa(a,b);c=f[d>>2]|0}return +(e*+n[c+164>>2])}function SKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;g=l+8|0;h=l+4|0;j=l;d=a+104|0;e=f[d>>2]|0;if(!e){k=pOb(368)|0;dQb(k|0,0,300)|0;n[k+328>>2]=-1.0;n[k+332>>2]=-1.0;n[k+336>>2]=-1.0;n[k+340>>2]=-1.0;n[k+344>>2]=-1.0;n[k+348>>2]=-1.0;n[k+352>>2]=-1.0;n[k+356>>2]=-1.0;n[k+360>>2]=-1.0;f[d>>2]=k}else k=e;n[g>>2]=0.0;n[h>>2]=0.0;n[j>>2]=0.0;i=f[(+n[c>>2]>0.0?c:g)>>2]|0;g=c+4|0;g=f[(+n[g>>2]>0.0?g:h)>>2]|0;e=c+8|0;e=f[(+n[e>>2]>0.0?e:j)>>2]|0;d=b&255;if(+n[k+328+(d*12|0)>>2]==(f[s>>2]=i,+n[s>>2]))if(+n[k+328+(d*12|0)+4>>2]==(f[s>>2]=g,+n[s>>2]))if(!(+n[k+328+(d*12|0)+8>>2]!=(f[s>>2]=e,+n[s>>2]))){a=0;u=l;return a|0}f[k+328+(d*12|0)>>2]=i;f[k+328+(d*12|0)+4>>2]=g;f[k+328+(d*12|0)+8>>2]=e;a=a+196|0;f[a>>2]=f[a>>2]|8388864;a=1;u=l;return a|0}function TKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=a+196|0;if(!(f[g>>2]&8388608)){h=0;return h|0}h=a+104|0;c=f[h>>2]|0;e=b&255;b=c+328+(e*12|0)|0;if(!(+n[b>>2]>=0.0)){h=0;return h|0}n[b>>2]=-1.0;n[c+328+(e*12|0)+4>>2]=-1.0;n[c+328+(e*12|0)+8>>2]=-1.0;b=f[g>>2]|0;c=b|256;f[g>>2]=c;d=f[h>>2]|0;if(+n[d+328+(e*12|0)>>2]>=0.0){h=1;return h|0}f[g>>2]=c&-8388609;if(!d){h=1;return h|0}g=a+200|0;if(!((b&672137216|0)==0&((f[g>>2]&4095|0)==0&0==0))){h=1;return h|0}f[h>>2]=0;RIa(d);sOb(d);h=1;return h|0}function UKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0;if(+n[d>>2]==0.0)if(+n[d+4>>2]==0.0)if(+n[d+8>>2]==0.0)return;h=a+104|0;g=f[h>>2]|0;if(!g){g=pOb(368)|0;dQb(g|0,0,300)|0;n[g+328>>2]=-1.0;n[g+332>>2]=-1.0;n[g+336>>2]=-1.0;n[g+340>>2]=-1.0;n[g+344>>2]=-1.0;n[g+348>>2]=-1.0;n[g+352>>2]=-1.0;n[g+356>>2]=-1.0;n[g+360>>2]=-1.0;f[h>>2]=g}m=a+196|0;f[m>>2]=f[m>>2]|134217728;g=g+364|0;b[g>>0]=b[g>>0]&-2|c&1;k=+n[d>>2];j=+n[d+4>>2];l=+n[d+8>>2];i=+L(+(k*k+(j*j+l*l)));k=k/i;j=j/i;i=l/i;d=f[h>>2]|0;n[d+312>>2]=k;n[d+316>>2]=j;n[d+320>>2]=i;n[d+300>>2]=k;n[d+304>>2]=j;n[d+308>>2]=i;e=+N(+(e*.01745329238474369));n[d+324>>2]=e;fJa(a);return}function VKa(a){a=a|0;var b=0,c=0,d=0;c=a+196|0;b=f[c>>2]|0;f[c>>2]=b&-134217729;c=a+104|0;d=f[c>>2]|0;if(!d)return;a=a+200|0;if(!((b&546308096|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[c>>2]=0;RIa(d);sOb(d);return}function WKa(a){a=a|0;return +(+Q(+(+n[(f[a+104>>2]|0)+324>>2]))*57.295780181884766)}function XKa(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+136>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function YKa(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+76>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function ZKa(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+140>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function _Ka(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+84>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function $Ka(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+144>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function aLa(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+92>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function bLa(a,b,c,e){a=a|0;b=b|0;c=+c;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=a+64|0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;a:while(1){switch(Rg[f[(f[g>>2]|0)+124>>2]&255](g,b)|0){case 0:{j=12;break a}case 1:{i=1;break a}case 2:{i=f[l>>2]|0;oh[f[(f[i>>2]|0)+100>>2]&1023](k,i);i=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=i;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==12)i=0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;b:while(1){switch(Qg[f[(f[g>>2]|0)+128>>2]&15](g,c)|0){case 0:{j=24;break b}case 1:{b=1;break b}case 2:{b=f[l>>2]|0;oh[f[(f[b>>2]|0)+100>>2]&1023](k,b);b=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=b;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==24)b=0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;c:while(1){switch(Rg[f[(f[g>>2]|0)+132>>2]&255](g,e)|0){case 0:{j=37;break c}case 1:{j=36;break c}case 2:{j=f[l>>2]|0;oh[f[(f[j>>2]|0)+100>>2]&1023](k,j);j=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=j;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==36){l=a+196|0;f[l>>2]=f[l>>2]|268435456;oJa(a)}else if((j|0)==37){l=a+196|0;f[l>>2]=f[l>>2]|268435456;if(!(i|b)){l=0;u=m;return l|0}}f[a+20>>2]=0;l=a+24|0;g=f[l>>2]|0;f[l>>2]=0;if(!g){l=1;u=m;return l|0}iOb(g);l=1;u=m;return l|0}function cLa(a){a=a|0;var b=0,c=0,e=0,g=0;c=a+196|0;if(!(f[c>>2]&268435456)){e=0;return e|0}e=a+64|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+52>>2]&1023](g)|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+60>>2]&1023](g)|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+68>>2]&1023](g)|0;f[c>>2]=f[c>>2]&-268435457;f[a+20>>2]=0;g=a+24|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(!(d[b+4>>1]&2047)){f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}if((f[c>>2]&805306368|0)!=536870912){g=1;return g|0}oJa(a);g=1;return g|0}function dLa(a){a=a|0;if(!(f[a+196>>2]&536870912)){a=f[(f[a+4>>2]|0)+44>>2]|0;return a|0}else{a=f[(f[a+104>>2]|0)+288>>2]|0;return a|0}return 0}function eLa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+640|0;s=y+528|0;t=y+136|0;v=y;w=y+400|0;x=y+272|0;o=a+196|0;h=f[o>>2]|0;if(!(h&268435456)){u=y;return}q=(f[a+4>>2]|0)+44|0;i=f[q>>2]|0;if(!(f[i+28>>2]|0)){u=y;return}if(!(b[i+148>>0]&2)){u=y;return}r=(h&536870912|0)!=0;if(!r){m=a+104|0;h=f[m>>2]|0;if(!h){h=pOb(368)|0;dQb(h|0,0,300)|0;n[h+328>>2]=-1.0;n[h+332>>2]=-1.0;n[h+336>>2]=-1.0;n[h+340>>2]=-1.0;n[h+344>>2]=-1.0;n[h+348>>2]=-1.0;n[h+352>>2]=-1.0;n[h+356>>2]=-1.0;n[h+360>>2]=-1.0;f[m>>2]=h}j=pOb(56)|0;mMa(j);k=h+288|0;l=f[k>>2]|0;f[k>>2]=j;if(l|0){h=f[l+16>>2]|0;if(h|0)iOb(h);h=f[l>>2]|0;if(h|0){k=l+4|0;i=f[k>>2]|0;if((i|0)!=(h|0)){do{j=i+-28|0;f[k>>2]=j;i=f[i+-24>>2]|0;if(!i)i=j;else{iOb(i);i=f[k>>2]|0}}while((i|0)!=(h|0));h=f[l>>2]|0}sOb(h)}sOb(l)}f[o>>2]=f[o>>2]|536870912;l=f[(f[m>>2]|0)+288>>2]|0;k=f[q>>2]|0;f[l+52>>2]=f[k+52>>2];pMa(l,0,f[k+24>>2]|0);pMa(l,1,f[(f[q>>2]|0)+28>>2]|0);pMa(l,2,f[(f[q>>2]|0)+32>>2]|0);qMa(l,0,0);qMa(l,1,(f[l+24>>2]|0)+(f[l+36>>2]|0)|0);qMa(l,2,(f[l+28>>2]|0)+(f[l+40>>2]|0)|0);iub(s,34962);rMa(l,s,0);k=f[(f[l>>2]|0)+20>>2]|0;q=k+4|0;m=l+4|0;h=f[m>>2]|0;if(h>>>0<(f[l+8>>2]|0)>>>0){f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;i=(f[m>>2]|0)+28|0;f[m>>2]=i}else{fLa(l);i=f[m>>2]|0}h=f[s>>2]|0;o=s+4|0;j=f[o>>2]|0;if(j|0)gOb(j);f[i+-28>>2]=h;z=i+-24|0;h=f[z>>2]|0;f[z>>2]=j;if(h|0)iOb(h);f[i+-20>>2]=k;f[i+-16>>2]=8;f[i+-12>>2]=5126;f[i+-8>>2]=q;b[i+-4>>0]=1;b[i+-3>>0]=1;h=f[l>>2]|0;i=f[m>>2]|0;if((h|0)!=(i|0))do{f[h+20>>2]=q;h=h+28|0}while((h|0)!=(i|0));h=f[o>>2]|0;if(h|0)iOb(h)}i=a+20|0;h=f[i>>2]|0;if(!h){fKa(a,1);h=f[i>>2]|0}switch(b[h+214>>0]|0){case 0:{if(r){u=y;return}z=s+8|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;n[s+36>>2]=1.0;n[s+40>>2]=0.0;gLa(a,0,s);u=y;return}case 1:{if(r){u=y;return}j=f[a+96>>2]|0;k=f[j+4>>2]|0;l=f[j+8>>2]|0;m=f[j+12>>2]|0;o=f[j+16>>2]|0;q=f[j+20>>2]|0;r=f[j+24>>2]|0;c=f[j+28>>2]|0;d=f[j+32>>2]|0;e=f[j+36>>2]|0;g=f[j+40>>2]|0;t=f[j+44>>2]|0;v=f[j+48>>2]|0;w=f[j+52>>2]|0;x=f[j+56>>2]|0;z=f[j+60>>2]|0;f[s>>2]=f[j>>2];f[s+4>>2]=k;f[s+8>>2]=l;f[s+12>>2]=m;f[s+16>>2]=o;f[s+20>>2]=q;f[s+24>>2]=r;f[s+28>>2]=c;f[s+32>>2]=d;f[s+36>>2]=e;f[s+40>>2]=g;f[s+44>>2]=t;f[s+48>>2]=v;f[s+52>>2]=w;f[s+56>>2]=x;f[s+60>>2]=z;z=s+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;n[s+92>>2]=1.0;n[s+96>>2]=0.0;hLa(a,0,s);u=y;return}case 2:{if(!(r^1|c)){u=y;return}TAa(w,1.0,+(g|0)/+(e|0));k=JAa(d,e,g)|0;f[v>>2]=w;f[v+4>>2]=k;k=v+8|0;yAa(k,v)|0;j=f[a+96>>2]|0;n[t>>2]=+p[k>>3];n[t+4>>2]=+p[v+16>>3];n[t+8>>2]=+p[v+24>>3];n[t+12>>2]=+p[v+32>>3];n[t+16>>2]=+p[v+40>>3];n[t+20>>2]=+p[v+48>>3];n[t+24>>2]=+p[v+56>>3];n[t+28>>2]=+p[v+64>>3];n[t+32>>2]=+p[v+72>>3];n[t+36>>2]=+p[v+80>>3];n[t+40>>2]=+p[v+88>>3];n[t+44>>2]=+p[v+96>>3];n[t+48>>2]=+p[v+104>>3];n[t+52>>2]=+p[v+112>>3];n[t+56>>2]=+p[v+120>>3];n[t+60>>2]=+p[v+128>>3];f[t+64>>2]=j;iLa(s,t)|0;j=f[s+4>>2]|0;k=f[s+8>>2]|0;l=f[s+12>>2]|0;m=f[s+16>>2]|0;o=f[s+20>>2]|0;q=f[s+24>>2]|0;r=f[s+28>>2]|0;c=f[s+32>>2]|0;d=f[s+36>>2]|0;e=f[s+40>>2]|0;g=f[s+44>>2]|0;v=f[s+48>>2]|0;w=f[s+52>>2]|0;x=f[s+56>>2]|0;z=f[s+60>>2]|0;f[t>>2]=f[s>>2];f[t+4>>2]=j;f[t+8>>2]=k;f[t+12>>2]=l;f[t+16>>2]=m;f[t+20>>2]=o;f[t+24>>2]=q;f[t+28>>2]=r;f[t+32>>2]=c;f[t+36>>2]=d;f[t+40>>2]=e;f[t+44>>2]=g;f[t+48>>2]=v;f[t+52>>2]=w;f[t+56>>2]=x;f[t+60>>2]=z;z=t+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;n[t+84>>2]=1.0;n[t+88>>2]=0.0;jLa(a,1,t);u=y;return}case 3:{if(!(r^1|c)){u=y;return}TAa(x,+(e|0)/+(g|0),1.0);k=JAa(d,e,g)|0;f[v>>2]=x;f[v+4>>2]=k;k=v+8|0;yAa(k,v)|0;j=f[a+96>>2]|0;n[t>>2]=+p[k>>3];n[t+4>>2]=+p[v+16>>3];n[t+8>>2]=+p[v+24>>3];n[t+12>>2]=+p[v+32>>3];n[t+16>>2]=+p[v+40>>3];n[t+20>>2]=+p[v+48>>3];n[t+24>>2]=+p[v+56>>3];n[t+28>>2]=+p[v+64>>3];n[t+32>>2]=+p[v+72>>3];n[t+36>>2]=+p[v+80>>3];n[t+40>>2]=+p[v+88>>3];n[t+44>>2]=+p[v+96>>3];n[t+48>>2]=+p[v+104>>3];n[t+52>>2]=+p[v+112>>3];n[t+56>>2]=+p[v+120>>3];n[t+60>>2]=+p[v+128>>3];f[t+64>>2]=j;iLa(s,t)|0;j=f[s+4>>2]|0;k=f[s+8>>2]|0;l=f[s+12>>2]|0;m=f[s+16>>2]|0;o=f[s+20>>2]|0;q=f[s+24>>2]|0;r=f[s+28>>2]|0;c=f[s+32>>2]|0;d=f[s+36>>2]|0;e=f[s+40>>2]|0;g=f[s+44>>2]|0;v=f[s+48>>2]|0;w=f[s+52>>2]|0;x=f[s+56>>2]|0;z=f[s+60>>2]|0;f[t>>2]=f[s>>2];f[t+4>>2]=j;f[t+8>>2]=k;f[t+12>>2]=l;f[t+16>>2]=m;f[t+20>>2]=o;f[t+24>>2]=q;f[t+28>>2]=r;f[t+32>>2]=c;f[t+36>>2]=d;f[t+40>>2]=e;f[t+44>>2]=g;f[t+48>>2]=v;f[t+52>>2]=w;f[t+56>>2]=x;f[t+60>>2]=z;z=t+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;n[t+84>>2]=1.0;n[t+88>>2]=0.0;jLa(a,1,t);u=y;return}default:{u=y;return}}}function fLa(a){a=a|0;var b=0,c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;k=f[l>>2]|0;c=f[a>>2]|0;i=(k-c|0)/28|0;e=i+1|0;b=c;g=k;if(e>>>0>153391689)AMb(a);m=a+8|0;c=((f[m>>2]|0)-c|0)/28|0;h=c<<1;h=c>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)j=0;else if(h>>>0>153391689)vd();else{j=pOb(h*28|0)|0;break}while(0);c=j+(i*28|0)|0;e=c;h=j+(h*28|0)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;i=c+28|0;if((g|0)==(b|0))g=k;else{do{j=g;g=g+-28|0;f[c+-28>>2]=f[g>>2];k=j+-24|0;f[c+-24>>2]=f[k>>2];f[g>>2]=0;f[k>>2]=0;k=c+-20|0;j=j+-20|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];d[k+16>>1]=d[j+16>>1]|0;c=e+-28|0;e=c}while((g|0)!=(b|0));g=f[a>>2]|0;b=f[l>>2]|0}f[a>>2]=e;f[l>>2]=i;f[m>>2]=h;e=g;if((b|0)!=(e|0))do{c=f[b+-24>>2]|0;b=b+-28|0;if(c|0)iOb(c)}while((b|0)!=(e|0));if(!g)return;sOb(g);return}function gLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0;x=(f[a+4>>2]|0)+44|0;D=f[x>>2]|0;d=D+68|0;y=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[y+20>>2]|0;z=a>>>2;A=z+-1|0;B=A<<2;D=X((f[D+28>>2]|0)+(f[D+24>>2]|0)+(f[D+32>>2]|0)|0,z)|0;C=D<<2;D=qOb(D>>>0>1073741823?-1:D<<2)|0;E=zLa(d)|0;E=qOb(E>>>0>1073741823?-1:E<<2)|0;CLa(d,E)|0;if(!(ALa(d)|0)){s=c+8|0;t=c+16|0;u=c+24|0;v=c+36|0;r=c+32|0;k=a+-4&-4;a=f[x>>2]|0;g=f[a+24>>2]|0;if(!g){d=E;g=D}else{d=E+(A<<2)+(X(k,g+-1|0)|0)|0;h=X(z,g)|0;a=0;c=E;e=D;while(1){bQb(e|0,c|0,B|0)|0;n[e+(A<<2)>>2]=0.0;a=a+1|0;if((a|0)==(g|0))break;else{c=c+(A<<2)|0;e=e+(z<<2)|0}}g=D+(h<<2)|0;a=f[x>>2]|0}q=f[a+28>>2]|0;if(q){e=d+(A<<2)+(X(k,q+-1|0)|0)|0;h=X(z,q)|0;c=0;a=g;while(1){bQb(a|0,d|0,B|0)|0;l=+n[d>>2];m=+n[d+4>>2];o=+n[d+8>>2];i=+p[s>>3];if(i==l)if(+p[t>>3]==m)if(+p[u>>3]==o){n[v>>2]=0.0;i=+n[r>>2]}else w=16;else w=16;else w=16;do if((w|0)==16){w=0;if(+n[v>>2]==0.0){G=l-i;F=m-+p[t>>3];i=o-+p[u>>3];i=+L(+(G*G+(F*F+i*i)));n[v>>2]=i;i=+n[r>>2]+i;n[r>>2]=i;break}else{n[r>>2]=0.0;n[v>>2]=0.0;i=0.0;break}}while(0);p[s>>3]=l;p[t>>3]=m;p[u>>3]=o;n[a+(A<<2)>>2]=i;c=c+1|0;if((c|0)==(q|0))break;else{d=d+(A<<2)|0;a=a+(z<<2)|0}}d=e;g=g+(h<<2)|0;a=f[x>>2]|0}e=f[a+32>>2]|0;if(!e){B=f[y>>2]|0;b=b?35040:35044;nub(B,C,D,b);tOb(E);tOb(D);return}else{c=0;a=g}while(1){bQb(a|0,d|0,B|0)|0;n[a+(A<<2)>>2]=0.0;c=c+1|0;if((c|0)==(e|0))break;else{d=d+(A<<2)|0;a=a+(z<<2)|0}}B=f[y>>2]|0;b=b?35040:35044;nub(B,C,D,b);tOb(E);tOb(D);return}else{v=ALa(d)|0;v=qOb(v>>>0>2147483647?-1:v<<1)|0;DLa(d,v)|0;r=c+8|0;s=c+16|0;t=c+24|0;u=c+36|0;q=c+32|0;a=f[x>>2]|0;h=f[a+24>>2]|0;if(!h){g=D;d=v}else{e=X(z,h)|0;a=0;d=v;c=D;while(1){bQb(c|0,E+((X(A,j[d>>1]|0)|0)<<2)|0,B|0)|0;n[c+(A<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;c=c+(z<<2)|0}}g=D+(e<<2)|0;d=v+(h<<1)|0;a=f[x>>2]|0}k=f[a+28>>2]|0;if(k){h=X(z,k)|0;a=0;c=d;e=g;while(1){H=E+((X(A,j[c>>1]|0)|0)<<2)|0;bQb(e|0,H|0,B|0)|0;l=+n[H>>2];m=+n[H+4>>2];o=+n[H+8>>2];i=+p[r>>3];if(i==l)if(+p[s>>3]==m)if(+p[t>>3]==o){n[u>>2]=0.0;i=+n[q>>2]}else w=29;else w=29;else w=29;do if((w|0)==29){w=0;if(+n[u>>2]==0.0){F=l-i;G=m-+p[s>>3];i=o-+p[t>>3];i=+L(+(F*F+(G*G+i*i)));n[u>>2]=i;i=+n[q>>2]+i;n[q>>2]=i;break}else{n[q>>2]=0.0;n[u>>2]=0.0;i=0.0;break}}while(0);p[r>>3]=l;p[s>>3]=m;p[t>>3]=o;n[e+(A<<2)>>2]=i;a=a+1|0;if((a|0)==(k|0))break;else{c=c+2|0;e=e+(z<<2)|0}}g=g+(h<<2)|0;d=d+(k<<1)|0;a=f[x>>2]|0}e=f[a+32>>2]|0;if(e|0){c=0;a=g;while(1){bQb(a|0,E+((X(A,j[d>>1]|0)|0)<<2)|0,B|0)|0;n[a+(A<<2)>>2]=0.0;c=c+1|0;if((c|0)==(e|0))break;else{d=d+2|0;a=a+(z<<2)|0}}}tOb(v);B=f[y>>2]|0;H=b?35040:35044;nub(B,C,D,H);tOb(E);tOb(D);return}}function hLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0.0,w=0;m=(f[a+4>>2]|0)+44|0;t=f[m>>2]|0;d=t+68|0;o=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[o+20>>2]|0;p=a>>>2;q=p+-1|0;r=q<<2;t=X((f[t+28>>2]|0)+(f[t+24>>2]|0)+(f[t+32>>2]|0)|0,p)|0;s=t<<2;t=qOb(t>>>0>1073741823?-1:t<<2)|0;u=zLa(d)|0;u=qOb(u>>>0>1073741823?-1:u<<2)|0;CLa(d,u)|0;if(!(ALa(d)|0)){l=a+-4&-4;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){d=u;h=t}else{d=u+(q<<2)+(X(l,h+-1|0)|0)|0;i=X(p,h)|0;a=0;e=u;g=t;while(1){bQb(g|0,e|0,r|0)|0;n[g+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{e=e+(q<<2)|0;g=g+(p<<2)|0}}h=t+(i<<2)|0;a=f[m>>2]|0}k=f[a+28>>2]|0;if(k){g=d+(q<<2)+(X(l,k+-1|0)|0)|0;i=X(p,k)|0;e=0;a=h;while(1){bQb(a|0,d|0,r|0)|0;v=+lLa(c,d);n[a+(q<<2)>>2]=v;e=e+1|0;if((e|0)==(k|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}d=g;h=h+(i<<2)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(!g){r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{e=0;a=h}while(1){bQb(a|0,d|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{l=ALa(d)|0;l=qOb(l>>>0>2147483647?-1:l<<1)|0;DLa(d,l)|0;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){k=t;d=l}else{g=X(p,h)|0;a=0;d=l;e=t;while(1){bQb(e|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[e+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;e=e+(p<<2)|0}}k=t+(g<<2)|0;d=l+(h<<1)|0;a=f[m>>2]|0}i=f[a+28>>2]|0;if(!i)h=k;else{h=X(p,i)|0;a=0;e=d;g=k;while(1){w=u+((X(q,j[e>>1]|0)|0)<<2)|0;bQb(g|0,w|0,r|0)|0;v=+lLa(c,w);n[g+(q<<2)>>2]=v;a=a+1|0;if((a|0)==(i|0))break;else{e=e+2|0;g=g+(p<<2)|0}}h=k+(h<<2)|0;d=d+(i<<1)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(g|0){e=0;a=h;while(1){bQb(a|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+2|0;a=a+(p<<2)|0}}}tOb(l);r=f[o>>2]|0;w=b?35040:35044;nub(r,s,t,w);tOb(u);tOb(t);return}}function iLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;h=b+64|0;r=f[h>>2]|0;u=b+16|0;t=b+32|0;s=b+48|0;n[a>>2]=+n[b>>2]*+n[r>>2]+ +n[u>>2]*+n[r+4>>2]+ +n[t>>2]*+n[r+8>>2]+ +n[s>>2]*+n[r+12>>2];r=f[h>>2]|0;q=b+4|0;p=b+20|0;o=b+36|0;m=b+52|0;n[a+4>>2]=+n[q>>2]*+n[r>>2]+ +n[p>>2]*+n[r+4>>2]+ +n[o>>2]*+n[r+8>>2]+ +n[m>>2]*+n[r+12>>2];r=f[h>>2]|0;l=b+8|0;k=b+24|0;j=b+40|0;i=b+56|0;n[a+8>>2]=+n[l>>2]*+n[r>>2]+ +n[k>>2]*+n[r+4>>2]+ +n[j>>2]*+n[r+8>>2]+ +n[i>>2]*+n[r+12>>2];r=f[h>>2]|0;g=b+12|0;e=b+28|0;d=b+44|0;c=b+60|0;n[a+12>>2]=+n[g>>2]*+n[r>>2]+ +n[e>>2]*+n[r+4>>2]+ +n[d>>2]*+n[r+8>>2]+ +n[c>>2]*+n[r+12>>2];r=f[h>>2]|0;n[a+16>>2]=+n[b>>2]*+n[r+16>>2]+ +n[u>>2]*+n[r+20>>2]+ +n[t>>2]*+n[r+24>>2]+ +n[s>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+20>>2]=+n[q>>2]*+n[r+16>>2]+ +n[p>>2]*+n[r+20>>2]+ +n[o>>2]*+n[r+24>>2]+ +n[m>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+24>>2]=+n[l>>2]*+n[r+16>>2]+ +n[k>>2]*+n[r+20>>2]+ +n[j>>2]*+n[r+24>>2]+ +n[i>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+28>>2]=+n[g>>2]*+n[r+16>>2]+ +n[e>>2]*+n[r+20>>2]+ +n[d>>2]*+n[r+24>>2]+ +n[c>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+32>>2]=+n[b>>2]*+n[r+32>>2]+ +n[u>>2]*+n[r+36>>2]+ +n[t>>2]*+n[r+40>>2]+ +n[s>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+36>>2]=+n[q>>2]*+n[r+32>>2]+ +n[p>>2]*+n[r+36>>2]+ +n[o>>2]*+n[r+40>>2]+ +n[m>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+40>>2]=+n[l>>2]*+n[r+32>>2]+ +n[k>>2]*+n[r+36>>2]+ +n[j>>2]*+n[r+40>>2]+ +n[i>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+44>>2]=+n[g>>2]*+n[r+32>>2]+ +n[e>>2]*+n[r+36>>2]+ +n[d>>2]*+n[r+40>>2]+ +n[c>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+48>>2]=+n[b>>2]*+n[r+48>>2]+ +n[u>>2]*+n[r+52>>2]+ +n[t>>2]*+n[r+56>>2]+ +n[s>>2]*+n[r+60>>2];b=f[h>>2]|0;n[a+52>>2]=+n[q>>2]*+n[b+48>>2]+ +n[p>>2]*+n[b+52>>2]+ +n[o>>2]*+n[b+56>>2]+ +n[m>>2]*+n[b+60>>2];b=f[h>>2]|0;n[a+56>>2]=+n[l>>2]*+n[b+48>>2]+ +n[k>>2]*+n[b+52>>2]+ +n[j>>2]*+n[b+56>>2]+ +n[i>>2]*+n[b+60>>2];b=f[h>>2]|0;n[a+60>>2]=+n[g>>2]*+n[b+48>>2]+ +n[e>>2]*+n[b+52>>2]+ +n[d>>2]*+n[b+56>>2]+ +n[c>>2]*+n[b+60>>2];return a|0}function jLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0.0,w=0;m=(f[a+4>>2]|0)+44|0;t=f[m>>2]|0;d=t+68|0;o=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[o+20>>2]|0;p=a>>>2;q=p+-1|0;r=q<<2;t=X((f[t+28>>2]|0)+(f[t+24>>2]|0)+(f[t+32>>2]|0)|0,p)|0;s=t<<2;t=qOb(t>>>0>1073741823?-1:t<<2)|0;u=zLa(d)|0;u=qOb(u>>>0>1073741823?-1:u<<2)|0;CLa(d,u)|0;if(!(ALa(d)|0)){l=a+-4&-4;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){d=u;h=t}else{d=u+(q<<2)+(X(l,h+-1|0)|0)|0;i=X(p,h)|0;a=0;e=u;g=t;while(1){bQb(g|0,e|0,r|0)|0;n[g+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{e=e+(q<<2)|0;g=g+(p<<2)|0}}h=t+(i<<2)|0;a=f[m>>2]|0}k=f[a+28>>2]|0;if(k){g=d+(q<<2)+(X(l,k+-1|0)|0)|0;i=X(p,k)|0;e=0;a=h;while(1){bQb(a|0,d|0,r|0)|0;v=+kLa(c,d);n[a+(q<<2)>>2]=v;e=e+1|0;if((e|0)==(k|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}d=g;h=h+(i<<2)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(!g){r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{e=0;a=h}while(1){bQb(a|0,d|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{l=ALa(d)|0;l=qOb(l>>>0>2147483647?-1:l<<1)|0;DLa(d,l)|0;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){k=t;d=l}else{g=X(p,h)|0;a=0;d=l;e=t;while(1){bQb(e|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[e+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;e=e+(p<<2)|0}}k=t+(g<<2)|0;d=l+(h<<1)|0;a=f[m>>2]|0}i=f[a+28>>2]|0;if(!i)h=k;else{h=X(p,i)|0;a=0;e=d;g=k;while(1){w=u+((X(q,j[e>>1]|0)|0)<<2)|0;bQb(g|0,w|0,r|0)|0;v=+kLa(c,w);n[g+(q<<2)>>2]=v;a=a+1|0;if((a|0)==(i|0))break;else{e=e+2|0;g=g+(p<<2)|0}}h=k+(h<<2)|0;d=d+(i<<1)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(g|0){e=0;a=h;while(1){bQb(a|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+2|0;a=a+(p<<2)|0}}}tOb(l);r=f[o>>2]|0;w=b?35040:35044;nub(r,s,t,w);tOb(u);tOb(t);return}}function kLa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0.0,i=0.0;i=+n[b>>2];h=+n[b+4>>2];g=+n[b+8>>2];e=+n[a+60>>2]+(i*+n[a+12>>2]+h*+n[a+28>>2]+g*+n[a+44>>2]);e=1.0/(e<9.999999747378752e-06?9.999999747378752e-06:e);d=(+n[a+48>>2]+(i*+n[a>>2]+h*+n[a+16>>2]+g*+n[a+32>>2]))*e;e=(+n[a+52>>2]+(i*+n[a+4>>2]+h*+n[a+20>>2]+g*+n[a+36>>2]))*e;f=a+64|0;g=+p[f>>3];if(g==d){c=a+72|0;b=a+84|0;if(+p[c>>3]==e){n[b>>2]=0.0;i=+n[a+80>>2];a=c;p[f>>3]=d;p[a>>3]=e;return +i}}else b=a+84|0;if(+n[b>>2]==0.0){h=d-g;c=a+72|0;i=e-+p[c>>3];i=+L(+(h*h+i*i));n[b>>2]=i;a=a+80|0;i=+n[a>>2]+i;n[a>>2]=i;a=c;p[f>>3]=d;p[a>>3]=e;return +i}else{n[a+80>>2]=0.0;n[b>>2]=0.0;i=0.0;a=a+72|0;p[f>>3]=d;p[a>>3]=e;return +i}return 0.0}function lLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,f=0.0,g=0.0,h=0,i=0.0,j=0,k=0.0,l=0.0;k=+n[b>>2];i=+n[b+4>>2];g=+n[b+8>>2];e=+n[a>>2]*k+ +n[a+16>>2]*i+ +n[a+32>>2]*g+ +n[a+48>>2];f=+n[a+4>>2]*k+ +n[a+20>>2]*i+ +n[a+36>>2]*g+ +n[a+52>>2];g=+n[a+8>>2]*k+ +n[a+24>>2]*i+ +n[a+40>>2]*g+ +n[a+56>>2];h=a+64|0;i=+p[h>>3];if(i==e){c=a+72|0;if(+p[c>>3]==f){d=a+80|0;b=a+92|0;if(+p[d>>3]==g){n[b>>2]=0.0;k=+n[a+88>>2];j=d;a=c;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +k}}else j=3}else j=3;if((j|0)==3)b=a+92|0;if(+n[b>>2]==0.0){l=e-i;d=a+72|0;i=f-+p[d>>3];j=a+80|0;k=g-+p[j>>3];k=+L(+(l*l+(i*i+k*k)));n[b>>2]=k;a=a+88|0;k=+n[a>>2]+k;n[a>>2]=k;a=d;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +k}else{n[a+88>>2]=0.0;n[b>>2]=0.0;l=0.0;j=a+80|0;a=a+72|0;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +l}return 0.0}function mLa(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;return}function nLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;j=f[d>>2]|0;k=j;if(!j){pLa(a,b,c)|0;u=n;return}l=a+4|0;g=f[l>>2]|0;if((f[a>>2]|0)!=(g|0)){e=g+-4|0;h=f[e>>2]|0;i=h+(f[g+-8>>2]|0)|0;if(i>>>0>=b>>>0){if((i|0)!=(b|0)){f[m>>2]=k;g=m+4|0;e=f[d+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[m+8>>2]=b;f[m+12>>2]=c;oLa(a,m)|0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}if((f[g+-16>>2]|0)==(j|0)){f[e>>2]=h+c;u=n;return}f[m>>2]=k;i=m+4|0;h=f[d+4>>2]|0;f[i>>2]=h;if(h){gOb(h);g=f[l>>2]|0}e=m+8|0;f[e>>2]=b;f[m+12>>2]=c;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=k;f[g+4>>2]=h;f[m>>2]=0;f[i>>2]=0;b=e;c=f[b+4>>2]|0;m=g+8|0;f[m>>2]=f[b>>2];f[m+4>>2]=c;f[l>>2]=(f[l>>2]|0)+16}else{yKa(a,m);e=f[i>>2]|0;if(e|0)iOb(e)}u=n;return}}f[m>>2]=k;i=m+4|0;h=f[d+4>>2]|0;f[i>>2]=h;if(h){gOb(h);g=f[l>>2]|0}e=m+8|0;f[e>>2]=b;f[m+12>>2]=c;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=k;f[g+4>>2]=h;f[m>>2]=0;f[i>>2]=0;b=e;c=f[b+4>>2]|0;m=g+8|0;f[m>>2]=f[b>>2];f[m+4>>2]=c;f[l>>2]=(f[l>>2]|0)+16}else{yKa(a,m);e=f[i>>2]|0;if(e|0)iOb(e)}u=n;return}function oLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;w=A+52|0;q=A+16|0;p=A+48|0;z=A+8|0;v=A+4|0;c=A;s=b+12|0;l=f[s>>2]|0;if(!l){z=0;u=A;return z|0}k=f[a>>2]|0;y=a+4|0;r=f[y>>2]|0;x=b+8|0;d=r-k>>4;i=f[x>>2]|0;do if(!d){e=k;d=k;k=e;g=l+i|0}else{e=d;d=k;g=k;while(1){o=(e|0)/2|0;h=(f[g+(o<<4)+8>>2]|0)>>>0<i>>>0;j=g+(o<<4)+16|0;d=h?j:d;e=h?e+-1-o|0:o;if(!e)break;else g=h?j:g}o=d;g=l+i|0;if((d|0)==(k|0)){k=o;e=o}else{e=d+-16|0;h=e;n=f[d+-8>>2]|0;j=d+-4|0;m=(f[j>>2]|0)+n|0;if(i>>>0>m>>>0){k=o;e=o}else{l=f[b>>2]|0;k=(l|0)==(f[e>>2]|0);if(m>>>0<g>>>0){if(k){f[x>>2]=n;i=g;e=b}else h=o;f[e+12>>2]=i-n;k=h;e=o;break}if(k){z=0;u=A;return z|0}f[j>>2]=i-n;if(m>>>0>g>>>0){f[q>>2]=l;y=b+4|0;f[q+4>>2]=f[y>>2];f[b>>2]=0;f[y>>2]=0;y=x;z=f[y+4>>2]|0;c=q+8|0;f[c>>2]=f[y>>2];f[c+4>>2]=z;f[q+16>>2]=f[e>>2];c=f[d+-12>>2]|0;f[q+20>>2]=c;if(c|0)gOb(c);f[q+24>>2]=g;f[q+28>>2]=m-g;f[p>>2]=o;f[w>>2]=f[p>>2];sLa(a,w,q,q+32|0)|0;c=f[q+20>>2]|0;if(c|0)iOb(c);c=f[q+4>>2]|0;if(c|0)iOb(c);z=1;u=A;return z|0}else{k=o;e=o}}}}while(0);a:do if((d|0)==(r|0)){h=e;g=e}else{h=e;while(1){j=d+8|0;i=f[j>>2]|0;if(g>>>0<=i>>>0){t=20;break}i=(f[d+12>>2]|0)+i|0;if(i>>>0>g>>>0)break;e=e+16|0;d=d+16|0;h=d;if((d|0)==(r|0)){g=e;break a}}if((t|0)==20){if((g|0)!=(i|0)){g=e;break}if((f[b>>2]|0)!=(f[d>>2]|0)){g=e;break}f[s>>2]=(f[d+12>>2]|0)+g-(f[x>>2]|0);g=e+16|0;break}if((f[b>>2]|0)==(f[d>>2]|0)){g=f[x>>2]|0;d=b;e=e+16|0}else f[j>>2]=g;f[d+12>>2]=i-g;g=e}while(0);e=k;d=g;if((e|0)==(d|0)){f[v>>2]=h;f[w>>2]=f[v>>2];d=qLa(a,w,b)|0}else{a=f[b>>2]|0;c=b+4|0;w=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[k>>2]=a;a=e+4|0;c=f[a>>2]|0;f[a>>2]=w;if(c|0)iOb(c);a=x;x=f[a+4>>2]|0;h=e+8|0;f[h>>2]=f[a>>2];f[h+4>>2]=x;h=e+16|0;if((h|0)==(d|0))c=z;else{c=h+(g-h>>4<<4)|0;g=f[y>>2]|0;if((c|0)==(g|0))d=h;else{d=h;do{x=f[c>>2]|0;e=c+4|0;a=f[e>>2]|0;f[c>>2]=0;f[e>>2]=0;f[d>>2]=x;x=d+4|0;e=f[x>>2]|0;f[x>>2]=a;if(e|0)iOb(e);w=c+8|0;a=f[w+4>>2]|0;x=d+8|0;f[x>>2]=f[w>>2];f[x+4>>2]=a;c=c+16|0;d=d+16|0}while((c|0)!=(g|0));c=f[y>>2]|0}if((c|0)==(d|0)){d=h;c=z}else{do{e=c+-16|0;f[y>>2]=e;c=f[c+-12>>2]|0;if(!c)c=e;else{iOb(c);c=f[y>>2]|0}}while((c|0)!=(d|0));d=h;c=z}}}f[c>>2]=d;z=1;u=A;return z|0}function pLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;n=r+24|0;o=r+8|0;p=r;if(!c){q=0;u=r;return q|0}m=f[a>>2]|0;q=a+4|0;d=f[q>>2]|0;e=d-m>>4;if(!e){g=m;k=c+b|0;l=m}else{g=m;h=m;while(1){l=(e|0)/2|0;i=(f[h+(l<<4)+8>>2]|0)>>>0<b>>>0;j=h+(l<<4)+16|0;g=i?j:g;e=i?e+-1-l|0:l;if(!e)break;else h=i?j:h}l=g;k=c+b|0;if((g|0)!=(m|0)){e=g+-16|0;h=f[g+-8>>2]|0;i=g+-4|0;j=(f[i>>2]|0)+h|0;if(j>>>0>=b>>>0){f[i>>2]=b-h;if(j>>>0>k>>>0){f[o>>2]=f[e>>2];e=o+4|0;d=f[g+-12>>2]|0;f[e>>2]=d;if(d|0)gOb(d);f[o+8>>2]=k;f[o+12>>2]=j-k;f[p>>2]=l;f[n>>2]=f[p>>2];qLa(a,n,o)|0;d=f[e>>2]|0;if(d|0)iOb(d);q=1;u=r;return q|0}}}}a:do if((g|0)==(d|0)){h=0;e=l}else{e=l;c=g;while(1){i=c+8|0;h=f[i>>2]|0;if(k>>>0<=h>>>0){h=0;break a}j=c+12|0;h=(f[j>>2]|0)+h|0;if(h>>>0>k>>>0)break;e=e+16|0;c=c+16|0;if((c|0)==(d|0)){h=0;break a}}f[i>>2]=k;f[j>>2]=h-k;h=1}while(0);if((g|0)==(e|0)){q=h;u=r;return q|0}e=g+(e-l>>4<<4)|0;if((e|0)!=(d|0)){do{p=f[e>>2]|0;h=e+4|0;o=f[h>>2]|0;f[e>>2]=0;f[h>>2]=0;f[g>>2]=p;p=g+4|0;h=f[p>>2]|0;f[p>>2]=o;if(h|0)iOb(h);a=e+8|0;o=f[a+4>>2]|0;p=g+8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o;e=e+16|0;g=g+16|0}while((e|0)!=(d|0));d=f[q>>2]|0}if((d|0)==(g|0)){q=1;u=r;return q|0}do{e=d+-16|0;f[q>>2]=e;d=f[d+-12>>2]|0;if(!d)d=e;else{iOb(d);d=f[q>>2]|0}}while((d|0)!=(g|0));d=1;u=r;return d|0}function qLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+32|0;p=q;k=f[a>>2]|0;g=k;h=(f[b>>2]|0)-g|0;j=h>>4;n=k+(j<<4)|0;o=a+4|0;d=f[o>>2]|0;m=a+8|0;l=f[m>>2]|0;b=d;e=l;if(d>>>0<l>>>0){if((n|0)==(d|0)){f[n>>2]=f[c>>2];m=c+4|0;f[k+(j<<4)+4>>2]=f[m>>2];f[c>>2]=0;f[m>>2]=0;m=c+8|0;a=f[m+4>>2]|0;p=k+(j<<4)+8|0;f[p>>2]=f[m>>2];f[p+4>>2]=a;f[o>>2]=(f[o>>2]|0)+16;p=n;u=q;return p|0}e=b-(n+16)>>4;h=n+(e<<4)|0;if(h>>>0<d>>>0){b=h;g=d;do{f[g>>2]=f[b>>2];m=b+4|0;f[g+4>>2]=f[m>>2];f[b>>2]=0;f[m>>2]=0;m=b+8|0;a=f[m+4>>2]|0;p=g+8|0;f[p>>2]=f[m>>2];f[p+4>>2]=a;b=b+16|0;g=(f[o>>2]|0)+16|0;f[o>>2]=g}while(b>>>0<d>>>0)}if(e|0)do{b=h;h=h+-16|0;e=d;d=d+-16|0;p=f[h>>2]|0;g=b+-12|0;o=f[g>>2]|0;f[h>>2]=0;f[g>>2]=0;f[d>>2]=p;p=e+-12|0;g=f[p>>2]|0;f[p>>2]=o;if(g|0)iOb(g);a=b+-8|0;o=f[a+4>>2]|0;p=e+-8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o}while((h|0)!=(n|0));p=f[c>>2]|0;b=c+4|0;o=f[b>>2]|0;f[c>>2]=0;f[b>>2]=0;f[n>>2]=p;p=k+(j<<4)+4|0;b=f[p>>2]|0;f[p>>2]=o;if(b|0)iOb(b);a=c+8|0;o=f[a+4>>2]|0;p=k+(j<<4)+8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o;p=n;u=q;return p|0}b=(b-g>>4)+1|0;if(b>>>0>268435455)AMb(a);l=e-g|0;d=l>>3;d=l>>4>>>0<134217727?(d>>>0<b>>>0?b:d):268435455;b=h>>4;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!d)i=0;else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;break}while(0);f[p>>2]=i;k=i+(b<<4)|0;l=p+8|0;f[l>>2]=k;j=p+4|0;f[j>>2]=k;k=p+12|0;f[k>>2]=i+(d<<4);rLa(p,c);i=f[j>>2]|0;e=f[a>>2]|0;if((e|0)==(n|0))b=i;else{d=n;b=i;do{h=d;d=d+-16|0;f[b+-16>>2]=f[d>>2];c=h+-12|0;f[b+-12>>2]=f[c>>2];f[d>>2]=0;f[c>>2]=0;h=h+-8|0;c=f[h+4>>2]|0;b=b+-8|0;f[b>>2]=f[h>>2];f[b+4>>2]=c;b=(f[j>>2]|0)+-16|0;f[j>>2]=b}while((d|0)!=(e|0))}d=f[o>>2]|0;if((d|0)==(n|0)){g=j;h=l;e=f[l>>2]|0}else{b=n;e=f[l>>2]|0;do{f[e>>2]=f[b>>2];h=b+4|0;f[e+4>>2]=f[h>>2];f[b>>2]=0;f[h>>2]=0;h=b+8|0;c=f[h+4>>2]|0;n=e+8|0;f[n>>2]=f[h>>2];f[n+4>>2]=c;b=b+16|0;e=(f[l>>2]|0)+16|0;f[l>>2]=e}while((b|0)!=(d|0));g=j;h=l;b=f[j>>2]|0;d=f[o>>2]|0}n=f[a>>2]|0;f[a>>2]=b;f[g>>2]=n;f[o>>2]=e;f[h>>2]=d;b=f[m>>2]|0;f[m>>2]=f[k>>2];f[k>>2]=b;f[p>>2]=n;b=n;if((d|0)!=(b|0)){do{e=d+-16|0;f[l>>2]=e;d=f[d+-12>>2]|0;if(!d)d=e;else{iOb(d);d=f[l>>2]|0}}while((d|0)!=(b|0));b=f[p>>2]|0}if(b|0)sOb(b);p=i;u=q;return p|0}function rLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=a+8|0;m=f[o>>2]|0;l=a+12|0;n=f[l>>2]|0;g=n;do if((m|0)==(n|0)){n=a+4|0;e=f[n>>2]|0;c=f[a>>2]|0;d=c;if(e>>>0>c>>>0){g=((e-d>>4)+1|0)/-2|0;d=e+(g<<4)|0;if((e|0)==(m|0))c=m;else{do{l=f[e>>2]|0;c=e+4|0;a=f[c>>2]|0;f[e>>2]=0;f[c>>2]=0;f[d>>2]=l;l=d+4|0;c=f[l>>2]|0;f[l>>2]=a;if(c|0)iOb(c);k=e+8|0;a=f[k+4>>2]|0;l=d+8|0;f[l>>2]=f[k>>2];f[l+4>>2]=a;e=e+16|0;d=d+16|0}while((e|0)!=(m|0));c=f[n>>2]|0}f[o>>2]=d;f[n>>2]=c+(g<<4);break}d=g-d>>3;d=(d|0)==0?1:d;if(d>>>0>268435455)vd();i=pOb(d<<4)|0;j=i;g=i+(d>>>2<<4)|0;k=g;i=i+(d<<4)|0;if((e|0)==(m|0)){f[a>>2]=j;f[n>>2]=k;f[o>>2]=k;f[l>>2]=i}else{h=k;c=g;do{f[c>>2]=f[e>>2];p=e+4|0;f[c+4>>2]=f[p>>2];f[e>>2]=0;f[p>>2]=0;p=e+8|0;d=f[p+4>>2]|0;g=c+8|0;f[g>>2]=f[p>>2];f[g+4>>2]=d;c=h+16|0;h=c;e=e+16|0}while((e|0)!=(m|0));c=f[a>>2]|0;g=f[n>>2]|0;d=f[o>>2]|0;f[a>>2]=j;f[n>>2]=k;f[o>>2]=h;f[l>>2]=i;if((d|0)!=(g|0))do{e=f[d+-12>>2]|0;d=d+-16|0;if(e|0)iOb(e)}while((d|0)!=(g|0))}if(c|0)sOb(c)}while(0);p=f[o>>2]|0;f[p>>2]=f[b>>2];n=b+4|0;f[p+4>>2]=f[n>>2];f[b>>2]=0;f[n>>2]=0;n=b+8|0;b=f[n+4>>2]|0;p=p+8|0;f[p>>2]=f[n>>2];f[p+4>>2]=b;f[o>>2]=(f[o>>2]|0)+16;return}function sLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;h=f[a>>2]|0;i=h;j=(f[b>>2]|0)-i|0;b=h+(j>>4<<4)|0;o=d-c|0;l=o>>4;if((o|0)<=0){o=b;return o|0}n=a+8|0;g=f[n>>2]|0;o=a+4|0;m=f[o>>2]|0;e=m;if((l|0)<=(g-e>>4|0)){j=e-b|0;e=j>>4;if((l|0)>(e|0)){i=c+(e<<4)|0;if((i|0)==(d|0))g=m;else{h=i;g=m;do{f[g>>2]=f[h>>2];e=f[h+4>>2]|0;f[g+4>>2]=e;if(e|0)gOb(e);n=h+8|0;a=f[n+4>>2]|0;g=g+8|0;f[g>>2]=f[n>>2];f[g+4>>2]=a;h=h+16|0;g=(f[o>>2]|0)+16|0;f[o>>2]=g}while((h|0)!=(d|0))}if((j|0)>0)k=i;else{o=b;return o|0}}else{k=d;g=m}h=g-(b+(l<<4))>>4;j=b+(h<<4)|0;if(j>>>0<m>>>0){e=j;i=g;do{f[i>>2]=f[e>>2];d=e+4|0;f[i+4>>2]=f[d>>2];f[e>>2]=0;f[d>>2]=0;d=e+8|0;n=f[d+4>>2]|0;a=i+8|0;f[a>>2]=f[d>>2];f[a+4>>2]=n;e=e+16|0;i=(f[o>>2]|0)+16|0;f[o>>2]=i}while(e>>>0<m>>>0)}if(h|0)do{e=j;j=j+-16|0;h=g;g=g+-16|0;o=f[j>>2]|0;i=e+-12|0;a=f[i>>2]|0;f[j>>2]=0;f[i>>2]=0;f[g>>2]=o;o=h+-12|0;i=f[o>>2]|0;f[o>>2]=a;if(i|0)iOb(i);n=e+-8|0;a=f[n+4>>2]|0;o=h+-8|0;f[o>>2]=f[n>>2];f[o+4>>2]=a}while((j|0)!=(b|0));if((k|0)==(c|0)){o=b;return o|0}else g=b;while(1){e=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0)gOb(h);f[g>>2]=e;o=g+4|0;e=f[o>>2]|0;f[o>>2]=h;if(e|0)iOb(e);n=c+8|0;a=f[n+4>>2]|0;o=g+8|0;f[o>>2]=f[n>>2];f[o+4>>2]=a;c=c+16|0;if((c|0)==(k|0))break;else g=g+16|0}return b|0}e=(e-i>>4)+l|0;if(e>>>0>268435455)AMb(a);m=g-i|0;g=m>>3;g=m>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;e=j>>4;do if(!g)k=0;else if(g>>>0>268435455)vd();else{k=pOb(g<<4)|0;break}while(0);l=k+(e<<4)|0;j=l;k=k+(g<<4)|0;if((c|0)==(d|0))i=j;else{e=j;g=l;do{f[g>>2]=f[c>>2];h=f[c+4>>2]|0;f[g+4>>2]=h;if(h|0)gOb(h);h=c+8|0;i=f[h+4>>2]|0;m=g+8|0;f[m>>2]=f[h>>2];f[m+4>>2]=i;g=e+16|0;e=g;c=c+16|0}while((c|0)!=(d|0));i=e;h=f[a>>2]|0}if((h|0)==(b|0)){e=l;h=j}else{g=b;c=j;e=l;do{m=g;g=g+-16|0;f[e+-16>>2]=f[g>>2];d=m+-12|0;f[e+-12>>2]=f[d>>2];f[g>>2]=0;f[d>>2]=0;m=m+-8|0;d=f[m+4>>2]|0;e=e+-8|0;f[e>>2]=f[m>>2];f[e+4>>2]=d;e=c+-16|0;c=e}while((g|0)!=(h|0));h=c}g=f[o>>2]|0;if((g|0)==(b|0))c=i;else{c=i;e=i;do{f[e>>2]=f[b>>2];j=b+4|0;f[e+4>>2]=f[j>>2];f[b>>2]=0;f[j>>2]=0;j=b+8|0;m=f[j+4>>2]|0;d=e+8|0;f[d>>2]=f[j>>2];f[d+4>>2]=m;b=b+16|0;e=c+16|0;c=e}while((b|0)!=(g|0));e=h;b=f[o>>2]|0}g=f[a>>2]|0;f[a>>2]=e;f[o>>2]=c;f[n>>2]=k;if((b|0)!=(g|0))do{e=f[b+-12>>2]|0;b=b+-16|0;if(e|0)iOb(e)}while((b|0)!=(g|0));if(!g){o=l;return o|0}sOb(g);o=l;return o|0}function tLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=e;e=a+4|0;c=b+4|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+8|0;b=b+8|0;a=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=a;return}function uLa(a){a=a|0;var b=0;b=Qb()|0;f[a>>2]=b;return}function vLa(a){a=a|0;Rb(f[a>>2]|0);return}function wLa(a){a=a|0;Pb(f[a>>2]|0);return}function xLa(a,b,c){a=a|0;b=b|0;c=c|0;return (Nb(f[a>>2]|0,b|0,c|0)|0)!=0|0}function yLa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return (Ob(f[a>>2]|0,b|0,c|0,d|0,e|0)|0)!=0|0}function zLa(a){a=a|0;return _b(f[a>>2]|0)|0}function ALa(a){a=a|0;return Ub(f[a>>2]|0)|0}function BLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return (Zb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0|0}function CLa(a,b){a=a|0;b=b|0;return (Tb(f[a>>2]|0,b|0)|0)!=0|0}function DLa(a,b){a=a|0;b=b|0;return (Sb(f[a>>2]|0,b|0)|0)!=0|0}function ELa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;c=f[c>>2]|0;if(!c){b=0;return b|0}switch(f[c+4>>2]|0){case 34962:{d=f[64754]|0;Yvb(258928,f[c>>2]|0)|0;b=(Xb(f[a>>2]|0,b|0)|0)!=0;Yvb(258928,d)|0;return b|0}case 34963:{e=f[64755]|0;Zvb(258928,f[c>>2]|0)|0;d=(Vb(f[a>>2]|0,b|0)|0)!=0;Zvb(258928,e)|0;return d|0}default:{e=0;return e|0}}return 0}function FLa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;e=f[e>>2]|0;if(!e){d=0;return d|0}switch(f[e+4>>2]|0){case 34962:{g=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;d=(Yb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0;Yvb(258928,g)|0;return d|0}case 34963:{h=f[64755]|0;Zvb(258928,f[e>>2]|0)|0;g=(Wb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0;Zvb(258928,h)|0;return g|0}default:{h=0;return h|0}}return 0}function GLa(a){a=a|0;var b=0;f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function HLa(a){a=a|0;yf()}function ILa(a,b){a=a|0;b=b|0;var c=0,d=0;d=b+28|0;c=f[d+4>>2]|0;b=a;f[b>>2]=f[d>>2];f[b+4>>2]=c;return}function JLa(a){a=a|0;return 0}function KLa(a){a=a|0;return 1}function LLa(a,b,c){a=a|0;b=b|0;c=c|0;return 0}function MLa(a){a=a|0;return 0}function NLa(a){a=a|0;return f[a+44>>2]|0}function OLa(a){a=a|0;var b=0;f[a>>2]=37492;b=f[a+204>>2]|0;if(b|0)iOb(b);ZLa(a+48|0);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function PLa(a){a=a|0;var b=0;f[a>>2]=37492;b=f[a+204>>2]|0;if(b|0)iOb(b);ZLa(a+48|0);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function QLa(a){a=a|0;return 0}function RLa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;k=a+200|0;if(f[k>>2]|0){m=0;u=n;return m|0}if(!(f[a+28>>2]|0)){m=0;u=n;return m|0}if(c){ULa(m,a);d=m+4|0;e=d;c=f[m>>2]|0;d=f[d>>2]|0}else{d=pOb(220)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37540;c=d+12|0;e=d+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[d+44>>2]=-1;f[d+48>>2]=0;f[d+52>>2]=0;e=d+56|0;f[e>>2]=0;f[c>>2]=37492;g=d+60|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[d+108>>2]=5123;h=d+112|0;i=d+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;uLa(d+128|0);h=d+208|0;i=d+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[h>>0]=b[h>>0]&-16|2;f[d+212>>2]=0;f[d+216>>2]=0;f[e>>2]=g;f[m>>2]=c;e=m+4|0;f[e>>2]=d;gOb(d);iOb(d)}f[m>>2]=0;f[e>>2]=0;f[k>>2]=c;l=a+204|0;c=f[l>>2]|0;f[l>>2]=d;if(c|0)iOb(c);c=f[(f[k>>2]|0)+44>>2]|0;i=a+164|0;e=f[i>>2]|0;j=a+160|0;d=f[j>>2]|0;f[a+44>>2]=c;if((e|0)==(d|0)){m=1;u=n;return m|0}k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=d;d=e;a:while(1){while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[m>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,m);f[e+128>>2]=d;QIa(j,g);d=f[i>>2]|0;c=f[j>>2]|0;if(g>>>0>=d-c>>2>>>0){c=1;d=17;break a}}g=g+1|0;if(g>>>0>=d-c>>2>>>0){c=1;d=17;break}}if((d|0)==17){u=n;return c|0}return 0}function SLa(a){a=a|0;return 1}function TLa(a){a=a|0;return a+48|0}function ULa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=pOb(220)|0;f[k+4>>2]=0;f[k+8>>2]=0;f[k>>2]=37540;h=k+12|0;d=k+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[k+44>>2]=-1;f[k+48>>2]=0;f[k+52>>2]=0;d=k+56|0;f[d>>2]=0;f[h>>2]=37492;e=k+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[k+108>>2]=5123;g=k+112|0;i=k+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(k+128|0);g=k+208|0;i=k+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[g>>0]=b[g>>0]&-16|2;f[k+212>>2]=0;f[k+216>>2]=0;f[d>>2]=e;f[a>>2]=h;f[a+4>>2]=k;gOb(k);iOb(k);a=f[c+36>>2]|0;d=f[c+40>>2]|0;if(d|0)gOb(d);f[k+48>>2]=a;j=k+52|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+4>>2]|0;d=f[c+8>>2]|0;if(d|0)gOb(d);f[k+16>>2]=a;j=k+20|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+12>>2]|0;d=f[c+16>>2]|0;if(d|0)gOb(d);f[k+24>>2]=a;j=k+28|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+20>>2]|0;d=f[c+24>>2]|0;if(d|0)gOb(d);f[k+32>>2]=a;k=k+36|0;a=f[k>>2]|0;f[k>>2]=d;if(!a)return;iOb(a);return}function VLa(a){a=a|0;var b=0,c=0;f[a>>2]=37540;b=a+12|0;f[b>>2]=37492;c=f[a+216>>2]|0;if(c|0)iOb(c);ZLa(a+60|0);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function WLa(a){a=a|0;var b=0,c=0;f[a>>2]=37540;b=a+12|0;f[b>>2]=37492;c=f[a+216>>2]|0;if(c|0)iOb(c);ZLa(a+60|0);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);sOb(a);return}iOb(b);aOb(a);sOb(a);return}function XLa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function YLa(a){a=a|0;sOb(a);return}function ZLa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+96>>2]|0;if(b|0){c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+84>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+72>>2]|0;if(b|0){c=a+76|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}vLa(a+68|0);d=f[a+56>>2]|0;if(d|0){b=a+60|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d)}b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a>>2]|0;if(!b)return;e=a+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function _La(a){a=a|0;var b=0;f[a>>2]=37568;b=f[a+52>>2]|0;if(b|0)iOb(b);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function $La(a){a=a|0;var b=0;f[a>>2]=37568;b=f[a+52>>2]|0;if(b|0)iOb(b);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function aMa(a){a=a|0;return 0}function bMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;p=s+8|0;k=s;m=a+48|0;n=f[m>>2]|0;if(!(f[n+28>>2]|0))if((f[n+32>>2]|0)==-1){r=0;u=s;return r|0}l=a+52|0;q=f[l>>2]|0;r=(q|0)==0;if(!r)gOb(q);if(c){ULa(k,a);c=f[k>>2]|0;d=k+4|0;g=f[d>>2]|0;e=g;if(!g)o=d;else h=8}else{j=pOb(220)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37540;c=j+12|0;d=j+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[j+44>>2]=-1;f[j+48>>2]=0;f[j+52>>2]=0;d=j+56|0;f[d>>2]=0;f[c>>2]=37492;e=j+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[j+108>>2]=5123;g=j+112|0;h=j+84|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(j+128|0);g=j+208|0;h=j+132|0;i=h+76|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=b[g>>0]&-16|2;f[j+212>>2]=0;f[j+216>>2]=0;f[d>>2]=e;f[k>>2]=c;d=k+4|0;f[d>>2]=j;gOb(j);iOb(j);g=j;e=j;h=8}if((h|0)==8){gOb(g);o=d}f[m>>2]=c;d=f[l>>2]|0;f[l>>2]=e;if(d){iOb(d);c=f[m>>2]|0}c=f[c+44>>2]|0;f[a+44>>2]=c;j=f[n+44>>2]|0;i=j+112|0;j=j+116|0;e=f[j>>2]|0;d=f[i>>2]|0;a:do if((e|0)!=(d|0)){k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=d;d=e;do{while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[p>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,p);f[e+128>>2]=d;QIa(i,g);d=f[j>>2]|0;c=f[i>>2]|0;if(g>>>0>=d-c>>2>>>0)break a}g=g+1|0}while(g>>>0<d-c>>2>>>0)}while(0);c=f[o>>2]|0;if(c|0)iOb(c);if(r){r=1;u=s;return r|0}iOb(q);r=1;u=s;return r|0}function cMa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37616;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function dMa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37616;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function eMa(a){a=a|0;return (f[a+56>>2]|0)-(f[a+52>>2]|0)>>2>>>0>1|0}function fMa(a,b){a=a|0;b=b|0;var c=0,d=0;d=(f[b+64>>2]|0)+28|0;c=f[d+4>>2]|0;b=a;f[b>>2]=f[d>>2];f[b+4>>2]=c;return}function gMa(a){a=a|0;var b=0,c=0,d=0;d=f[(f[a+64>>2]|0)+32>>2]|0;b=f[a+56>>2]|0;a=f[a+52>>2]|0;c=a;if((b|0)==(a|0)){d=0;return d|0}b=b-a>>2;a=0;while(1){if((f[c+(a<<2)>>2]|0)==(d|0)){b=5;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=5;break}}if((b|0)==5)return a|0;return 0}function hMa(a){a=a|0;return (f[a+56>>2]|0)-(f[a+52>>2]|0)>>2|0}function iMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;p=w+16|0;v=w+8|0;q=w;e=f[a+52>>2]|0;if((f[a+56>>2]|0)-e>>2>>>0<=c>>>0){v=0;u=w;return v|0}r=a+48|0;t=f[r>>2]|0;c=f[e+(c<<2)>>2]|0;f[p>>2]=f[a+28>>2];f[p+4>>2]=c;zRa(v,t,p);c=f[v>>2]|0;do if(!c)e=0;else{g=a+64|0;h=f[g>>2]|0;if((c|0)==(h|0))e=0;else{if(!d){t=f[c+44>>2]|0;if((f[t+32>>2]|0)==(0-((f[t+24>>2]|0)+(f[t+28>>2]|0))|0)){e=0;break}}d=a+68|0;s=f[d>>2]|0;t=(s|0)==0;if(!t){gOb(s);c=f[v>>2]|0}i=f[c+44>>2]|0;n=v+4|0;e=f[n>>2]|0;if(e|0)gOb(e);f[g>>2]=c;c=f[d>>2]|0;f[d>>2]=e;if(c|0)iOb(c);o=a+44|0;a:do if((f[o>>2]|0)!=(i|0)){f[o>>2]=i;k=f[h+44>>2]|0;j=k+112|0;k=k+116|0;e=f[k>>2]|0;c=f[j>>2]|0;if((e|0)!=(c|0)){l=i+112|0;m=i+116|0;h=i+120|0;g=0;do{while(1){d=f[c+(g<<2)>>2]|0;if((f[d+4>>2]|0)!=(a|0))break;f[p>>2]=d;c=f[m>>2]|0;e=c-(f[l>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=d;f[m>>2]=(f[m>>2]|0)+4}else MIa(l,p);f[d+128>>2]=e;QIa(j,g);e=f[k>>2]|0;c=f[j>>2]|0;if(g>>>0>=e-c>>2>>>0)break a}g=g+1|0}while(g>>>0<e-c>>2>>>0)}}while(0);f[q>>2]=f[v>>2];c=f[n>>2]|0;f[q+4>>2]=c;if(!c)kMa(a,q);else{gOb(c);kMa(a,q);iOb(c)}c=f[o>>2]|0;e=f[c+112>>2]|0;d=f[c+116>>2]|0;if((e|0)!=(d|0)){c=e;do{q=f[c>>2]|0;mJa(q,0,0);nJa(q,0,0);c=c+4|0}while((c|0)!=(d|0));c=f[o>>2]|0}if(b[c+148>>0]&2){d=ySa(f[r>>2]|0)|0;e=f[o>>2]|0;c=f[e+112>>2]|0;e=f[e+116>>2]|0;if((c|0)!=(e|0))do{xDa(d,f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0))}if(t)e=1;else{iOb(s);e=1}}}while(0);c=f[v+4>>2]|0;if(c|0)iOb(c);v=e;u=w;return v|0}function jMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;p=v+8|0;k=v;m=a+64|0;n=f[m>>2]|0;if(!(f[n+28>>2]|0))if((f[n+32>>2]|0)==-1){t=0;u=v;return t|0}l=a+68|0;s=f[l>>2]|0;t=(s|0)==0;if(!t)gOb(s);if(c){ULa(k,a);c=f[k>>2]|0;d=k+4|0;e=f[d>>2]|0;g=e;if(!e){o=d;e=g}else h=8}else{j=pOb(220)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37540;c=j+12|0;d=j+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[j+44>>2]=-1;f[j+48>>2]=0;f[j+52>>2]=0;d=j+56|0;f[d>>2]=0;f[c>>2]=37492;e=j+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[j+108>>2]=5123;g=j+112|0;h=j+84|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(j+128|0);g=j+208|0;h=j+132|0;i=h+76|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=b[g>>0]&-16|2;f[j+212>>2]=0;f[j+216>>2]=0;f[d>>2]=e;f[k>>2]=c;d=k+4|0;f[d>>2]=j;gOb(j);iOb(j);g=j;e=j;h=8}if((h|0)==8){gOb(e);o=d;e=g}f[m>>2]=c;d=f[l>>2]|0;f[l>>2]=e;if(d){iOb(d);c=f[m>>2]|0}c=f[c+44>>2]|0;f[a+44>>2]=c;j=f[n+44>>2]|0;i=j+112|0;j=j+116|0;d=f[j>>2]|0;e=f[i>>2]|0;a:do if((d|0)!=(e|0)){k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=e;do{while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[p>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,p);f[e+128>>2]=d;QIa(i,g);d=f[j>>2]|0;c=f[i>>2]|0;if(g>>>0>=d-c>>2>>>0)break a}g=g+1|0}while(g>>>0<d-c>>2>>>0)}while(0);h=a+52|0;i=f[h>>2]|0;j=a+56|0;c=f[j>>2]|0;g=i;if((c|0)!=(i|0)){c=c+(~((c+-4-g|0)>>>2)<<2)|0;f[j>>2]=c}e=a+60|0;d=c-g|0;c=d>>2;if((f[e>>2]|0)-g>>2>>>0>c>>>0){do if(!c){q=0;r=0}else if(c>>>0>1073741823)vd();else{r=pOb(d)|0;q=r;break}while(0);c=q+(c<<2)|0;if((d|0)>0)bQb(r|0,i|0,d|0)|0;f[h>>2]=q;f[j>>2]=c;f[e>>2]=c;if(i|0)sOb(i)}c=f[o>>2]|0;if(c|0)iOb(c);if(t){t=1;u=v;return t|0}iOb(s);t=1;u=v;return t|0}function kMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[b>>2]|0;c=f[d+36>>2]|0;d=f[d+40>>2]|0;if(d|0)gOb(d);f[a+36>>2]=c;e=a+40|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+4>>2]|0;d=f[d+8>>2]|0;if(d|0)gOb(d);f[a+4>>2]=c;e=a+8|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;e=a+16|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+20>>2]|0;d=f[d+24>>2]|0;if(d|0)gOb(d);f[a+20>>2]=c;e=a+24|0;c=f[e>>2]|0;f[e>>2]=d;if(!c)return;iOb(c);return}function lMa(a){a=a|0;var b=0;b=f[a>>2]|0;a=(b&4096|0)==0?3:6;return (b>>>14&1)+((b&8192|0)==0?a:a+2|0)|0}function mMa(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+48>>2]=5123;f[a+52>>2]=0;a=a+24|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function nMa(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;c=a+16|0;b=f[c>>2]|0;f[c>>2]=d;if(!b)return;iOb(b);return}function oMa(a,b){a=a|0;b=b|0;f[a+20>>2]=b;return}function pMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+24+((b&255)<<2)>>2]=c;return}function qMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+36+((b&255)<<2)>>2]=c;return}function rMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;h=f[a>>2]|0;n=a+4|0;e=f[n>>2]|0;if((e|0)!=(h|0)){g=e;while(1){e=g+-28|0;f[n>>2]=e;g=f[g+-24>>2]|0;if(g){iOb(g);e=f[n>>2]|0}if((e|0)==(h|0))break;else g=e}}j=a+52|0;m=f[j>>2]|0;e=m>>>12&1;sMa(a,((m&8192|0)==0?e+1|0:e|2)+(m>>>14&1)|0);m=f[j>>2]|0;e=(m&4096|0)==0?3:6;m=((m&8192|0)==0?e:e+2|0)+(m>>>14&1)<<2;e=f[n>>2]|0;k=a+8|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;l=c+4|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;i=g+-24|0;e=f[i>>2]|0;f[i>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=d;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=3;f[g+-16>>2]=0;e=f[j>>2]|0;if(!(e&4096))i=3;else{e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;i=g+-24|0;e=f[i>>2]|0;f[i>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=d+12;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=3;f[g+-16>>2]=1;i=6;e=f[j>>2]|0}if(e&8192){e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;o=g+-24|0;e=f[o>>2]|0;f[o>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=(i<<2)+d;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=2;f[g+-16>>2]=4;i=i+2|0;e=f[j>>2]|0}if(!(e&16384))return;e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;h=(f[n>>2]|0)+28|0;f[n>>2]=h}else{fLa(a);h=f[n>>2]|0}e=f[c>>2]|0;g=f[l>>2]|0;if(g|0)gOb(g);f[h+-28>>2]=e;o=h+-24|0;e=f[o>>2]|0;f[o>>2]=g;if(e|0)iOb(e);f[h+-20>>2]=(i<<2)+d;f[h+-8>>2]=m;b[h+-4>>0]=1;f[h+-16>>2]=3;b[h+-3>>0]=4;f[h+-12>>2]=5121;return}function sMa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+8|0;e=f[a>>2]|0;c=e;if((((f[l>>2]|0)-e|0)/28|0)>>>0>=b>>>0)return;m=a+4|0;if(b>>>0>153391689)vd();h=f[m>>2]|0;j=pOb(b*28|0)|0;i=j+(((h-e|0)/28|0)*28|0)|0;k=i;j=j+(b*28|0)|0;e=h;if((e|0)==(c|0))g=k;else{g=k;b=i;do{h=e;e=e+-28|0;f[b+-28>>2]=f[e>>2];i=h+-24|0;f[b+-24>>2]=f[i>>2];f[e>>2]=0;f[i>>2]=0;i=b+-20|0;h=h+-20|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];d[i+16>>1]=d[h+16>>1]|0;b=g+-28|0;g=b}while((e|0)!=(c|0));h=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=g;f[m>>2]=k;f[l>>2]=j;b=h;if((c|0)!=(b|0))do{e=f[c+-24>>2]|0;c=c+-28|0;if(e|0)iOb(e)}while((c|0)!=(b|0));if(!h)return;sOb(h);return}function tMa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=pOb(220)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37540;g=c+12|0;h=c+16|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;f[c+44>>2]=-1;f[c+48>>2]=0;f[c+52>>2]=0;h=c+56|0;f[h>>2]=0;f[g>>2]=37492;d=c+60|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[c+108>>2]=5123;e=c+112|0;i=c+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;uLa(c+128|0);e=c+208|0;i=c+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[e>>0]=b[e>>0]&-16|2;f[c+212>>2]=0;f[c+216>>2]=0;f[h>>2]=d;f[a>>2]=g;f[a+4>>2]=c;gOb(c);iOb(c);return}function uMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=f[b>>2]|0;if(!c){f[a>>2]=0;f[a+4>>2]=0;return}g=pOb(68)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=37664;h=g+12|0;e=g+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[g+44>>2]=-1;f[g+48>>2]=0;f[g+52>>2]=0;e=g+56|0;f[e>>2]=0;f[h>>2]=37568;d=g+60|0;f[d>>2]=c;b=f[b+4>>2]|0;f[g+64>>2]=b;if(b){gOb(b);c=f[d>>2]|0}d=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;f[e>>2]=d;f[a>>2]=h;f[a+4>>2]=g;gOb(g);iOb(g);return}function vMa(a){a=a|0;var b=0,c=0;f[a>>2]=37664;b=a+12|0;f[b>>2]=37568;c=f[a+64>>2]|0;if(c|0)iOb(c);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function wMa(a){a=a|0;var b=0,c=0;f[a>>2]=37664;b=a+12|0;f[b>>2]=37568;c=f[a+64>>2]|0;if(c|0)iOb(c);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);sOb(a);return}iOb(b);aOb(a);sOb(a);return}function xMa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function yMa(a){a=a|0;sOb(a);return}function zMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;if(f[d>>2]|0)if((f[c>>2]|0)!=(f[c+4>>2]|0)){e=pOb(84)|0;f[e+4>>2]=0;f[e+8>>2]=0;f[e>>2]=37692;g=e+12|0;AMa(g,b,c,d);f[a>>2]=g;f[a+4>>2]=e;gOb(e);iOb(e);return}f[a>>2]=0;f[a+4>>2]=0;return}function AMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;i=a+4|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+24>>2]=0;f[a+32>>2]=-1;f[a+36>>2]=0;f[a+40>>2]=0;i=a+44|0;f[i>>2]=0;f[a>>2]=37616;f[a+48>>2]=b;e=a+52|0;f[e>>2]=0;g=a+56|0;f[g>>2]=0;f[a+60>>2]=0;f[e>>2]=f[c>>2];e=c+4|0;f[g>>2]=f[e>>2];g=c+8|0;f[a+60>>2]=f[g>>2];f[g>>2]=0;f[e>>2]=0;f[c>>2]=0;c=a+64|0;e=f[d>>2]|0;f[c>>2]=e;g=a+68|0;b=f[d+4>>2]|0;f[g>>2]=b;if(!b){d=e;c=e;b=0}else{gOb(b);c=f[c>>2]|0;d=c;b=f[g>>2]|0}f[i>>2]=f[d+44>>2];f[h>>2]=c;f[h+4>>2]=b;if(!b){kMa(a,h);u=j;return}else{gOb(b);kMa(a,h);iOb(b);u=j;return}}function BMa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=37692;e=a+12|0;f[e>>2]=37616;b=f[a+80>>2]|0;if(b|0)iOb(b);b=f[a+64>>2]|0;if(b|0){c=a+68|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[e>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function CMa(a){a=a|0;BMa(a);sOb(a);return}function DMa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function EMa(a){a=a|0;sOb(a);return}function FMa(a,b){a=a|0;b=b|0;var c=0;Rg[f[(f[a>>2]|0)+28>>2]&255](a,0)|0;GMa(a,b,1)|0;b=f[a+44>>2]|0;a=f[b+112>>2]|0;b=f[b+116>>2]|0;if((a|0)==(b|0))return;do{c=f[a>>2]|0;mJa(c,0,0);nJa(c,0,0);a=a+4|0}while((a|0)!=(b|0));return}function GMa(a,b,c){a=a|0;b=b|0;c=c|0;if(!c)if(!(f[a+28>>2]|0)){a=0;return a|0}b=HMa(f[a+44>>2]|0,b,c)|0;if(!(b&c)){a=b;return a|0}f[a+36>>2]=0;c=a+40|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+4>>2]=0;c=a+8|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+12>>2]=0;c=a+16|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+20>>2]=0;a=a+24|0;b=f[a>>2]|0;f[a>>2]=0;if(!b){a=1;return a|0}iOb(b);a=1;return a|0}function HMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+112|0;a:do if(d)g=a+116|0;else{e=f[j>>2]|0;g=a+116|0;i=f[g>>2]|0;if((e|0)!=(i|0)){while(1){h=f[e>>2]|0;if(f[h+196>>2]&131072|0)if(!(f[h+116>>2]|0)){e=0;break}e=e+4|0;if((e|0)==(i|0))break a}return e|0}}while(0);i=ySa(c)|0;e=f[j>>2]|0;h=f[g>>2]|0;if((e|0)!=(h|0))do{g=f[e>>2]|0;if(!(f[g+196>>2]&131072))rDa(i,g);e=e+4|0}while((e|0)!=(h|0));j=a+56|0;k=f[j>>2]|0;l=a+60|0;e=f[l>>2]|0;i=k;if((e|0)!=(k|0)){e=e+(~(((e+-24-i|0)>>>0)/24|0)*24|0)|0;f[l>>2]=e}c=a+64|0;g=e-i|0;h=(g|0)/24|0;if((((f[c>>2]|0)-i|0)/24|0)>>>0>h>>>0){do if(!g)m=0;else if(h>>>0>178956970)vd();else{m=pOb(g)|0;break}while(0);g=m+(h*24|0)|0;h=g;if((e|0)==(k|0))e=h;else{do{m=g;g=g+-24|0;i=e;e=e+-24|0;f[g>>2]=f[e>>2];f[m+-20>>2]=f[i+-20>>2];f[m+-16>>2]=f[i+-16>>2];f[m+-12>>2]=f[i+-12>>2];f[m+-8>>2]=f[i+-8>>2];f[m+-4>>2]=f[i+-4>>2]}while((e|0)!=(k|0));e=g}f[j>>2]=e;f[l>>2]=h;f[c>>2]=h;if(k|0)sOb(k)}m=a+148|0;b[m>>0]=b[m>>0]&-5;j=a+72|0;k=f[j>>2]|0;l=a+76|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+80|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}j=a+84|0;k=f[j>>2]|0;l=a+88|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+92|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}j=a+96|0;k=f[j>>2]|0;l=a+100|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+104|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}wLa(a+68|0);b[m>>0]=b[m>>0]|2;f[a+108>>2]=0;i=f[a>>2]|0;h=a+4|0;e=f[h>>2]|0;if((e|0)!=(i|0))do{g=e+-28|0;f[h>>2]=g;e=f[e+-24>>2]|0;if(!e)e=g;else{iOb(e);e=f[h>>2]|0}}while((e|0)!=(i|0));f[a+12>>2]=0;l=a+16|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)iOb(e);l=a+20|0;f[a+52>>2]=0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;if(!d){d=1;return d|0}b[m>>0]=b[m>>0]&-10|8;d=a+124|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;d=1;return d|0}function IMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+128>>2]=b;return}function JMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=d&1;h=a+148|0;if(!((b[h>>0]&2)!=0|d^1)){e=ySa(c)|0;c=f[a+112>>2]|0;a=f[a+116>>2]|0;if((c|0)!=(a|0))do{d=f[c>>2]|0;if(!(f[d+196>>2]&131072))qDa(e,d);c=c+4|0}while((c|0)!=(a|0))}b[h>>0]=b[h>>0]&-3|g<<1&255;return}function KMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,f=0,g=0.0,h=0.0;h=+n[b>>2]*.5+ +n[c>>2]*.5;n[a+124>>2]=h;f=b+4|0;g=+n[f>>2]*.5+ +n[c+4>>2]*.5;n[a+128>>2]=g;d=b+8|0;e=+n[d>>2]*.5+ +n[c+8>>2]*.5;n[a+132>>2]=e;n[a+136>>2]=h-+n[b>>2];n[a+140>>2]=g-+n[f>>2];n[a+144>>2]=e-+n[d>>2];return}function LMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[a+112>>2]|0;a=f[a+116>>2]|0;if((e|0)==(a|0)){c=0;return c|0}if(d){do{d=f[e>>2]|0;mJa(d,b,c);nJa(d,0,0);e=e+4|0}while((e|0)!=(a|0));e=1;return e|0}else{do{mJa(f[e>>2]|0,b,c);e=e+4|0}while((e|0)!=(a|0));e=1;return e|0}return 0}function MMa(a){a=a|0;switch(a|0){case 2:case 3:{a=5;break}case 0:{a=10;break}case 4:{a=3;break}case 6:{a=4;break}case 8:{a=1;break}case 7:{a=7;break}case 1:{a=8;break}default:a=6}return a|0}function NMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k+12|0;h=k+8|0;d=k;e=pOb(2624)|0;f[e>>2]=a;c=e+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;n[e+28>>2]=1.0;c=e+32|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+48>>2]=1.0;c=e+52|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[e+76>>2]=1065353216;f[e+80>>2]=1065353216;f[e+84>>2]=1065353216;c=e+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;f[e+120>>2]=1065353216;f[e+124>>2]=1065353216;f[e+128>>2]=1065353216;c=e+180|0;i=e+132|0;j=i+48|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));n[c>>2]=1.0;c=e+184|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+200>>2]=1.0;c=e+204|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+220>>2]=1.0;c=e+224|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+240>>2]=1.0;f[e+244>>2]=-1;f[e+248>>2]=1;f[e+252>>2]=1;f[e+256>>2]=1;f[e+260>>2]=1;f[e+264>>2]=1;c=e+364|0;i=e+268|0;j=i+96|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));n[c>>2]=1.0;c=e+368|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[e+392>>2]=1065353216;f[e+396>>2]=1065353216;f[e+400>>2]=1065353216;f[e+404>>2]=0;f[e+408>>2]=0;f[e+412>>2]=0;b[e+416>>0]=6;c=e+420|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;n[e+448>>2]=1.0;n[e+452>>2]=0.0;f[e+456>>2]=0;f[e+460>>2]=0;zBa(e+464|0,a);c=e+1840|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;n[e+1864>>2]=1.0;eAa(e+1872|0);f[a>>2]=e;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;JIa(d);f[h>>2]=f[64671];f[g>>2]=f[64672];OMa(e,0,h,g,d,2)|0;c=f[d+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function OMa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;w=z+16|0;h=z+12|0;i=z+8|0;j=z;x=z+4|0;y=PMa(a+32|0,c)|0;if(f[y>>2]|0){y=0;u=z;return y|0}s=pOb(144)|0;f[s+4>>2]=0;f[s+8>>2]=0;f[s>>2]=37720;v=s+12|0;f[i>>2]=f[c>>2];f[j>>2]=f[d>>2];f[h>>2]=f[i>>2];f[w>>2]=f[j>>2];RFa(v,b,h,w,e,g);f[y>>2]=v;v=y+4|0;h=f[v>>2]|0;f[v>>2]=s;if(h|0)iOb(h);i=a+52|0;j=a+56|0;h=f[i>>2]|0;do if((((f[j>>2]|0)-h|0)/20|0)>>>0<=b>>>0){g=b+1|0;h=((f[a+60>>2]|0)-h|0)/20|0;h=h>>>0>4?h:4;a:do if(h>>>0<g>>>0)do{if(h>>>0>2147483646){h=g;break a}h=h<<1}while(h>>>0<g>>>0);while(0);QMa(i,h);h=f[j>>2]|0;c=f[i>>2]|0;e=(h-c|0)/20|0;if(g>>>0>e>>>0){RMa(i,g-e|0);break}if(g>>>0<e>>>0){e=c+(g*20|0)|0;if((e|0)!=(h|0))do{c=h+-20|0;f[j>>2]=c;h=f[h+-12>>2]|0;if(h|0)do{s=h;h=f[h>>2]|0;sOb(s)}while((h|0)!=0);h=f[c>>2]|0;f[c>>2]=0;if(h|0)sOb(h);h=f[j>>2]|0}while((h|0)!=(e|0))}}while(0);r=f[i>>2]|0;s=r+(b*20|0)|0;i=f[y>>2]|0;j=i;q=X(j,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=r+(b*20|0)+4|0;o=f[m>>2]|0;p=(o|0)==0;b:do if(p){h=0;t=33}else{g=o+-1|0;e=(g&o|0)==0;if(e)h=q&g;else if(q>>>0<o>>>0)h=q;else h=(q>>>0)%(o>>>0)|0;c=f[(f[s>>2]|0)+(h<<2)>>2]|0;if(!c)t=33;else{if(e)while(1){c=f[c>>2]|0;if(!c){t=33;break b}e=f[c+4>>2]|0;if(!((e|0)==(q|0)|(e&g|0)==(h|0))){t=33;break b}if((f[c+8>>2]|0)==(i|0))break b}do{c=f[c>>2]|0;if(!c){t=33;break b}e=f[c+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=o>>>0)e=(e>>>0)%(o>>>0)|0;if((e|0)!=(h|0)){t=33;break b}}}while((f[c+8>>2]|0)!=(i|0))}}while(0);if((t|0)==33){i=pOb(12)|0;f[i+8>>2]=j;f[i+4>>2]=q;f[i>>2]=0;g=r+(b*20|0)+12|0;k=+(((f[g>>2]|0)+1|0)>>>0);l=+n[r+(b*20|0)+16>>2];do if(p|l*+(o>>>0)<k){h=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;c=~~+W(+(k/l))>>>0;SMa(s,h>>>0<c>>>0?c:h);h=f[m>>2]|0;c=h+-1|0;if(!(c&h)){e=h;h=c&q;break}if(q>>>0<h>>>0){e=h;h=q}else{e=h;h=(q>>>0)%(h>>>0)|0}}else e=o;while(0);c=(f[s>>2]|0)+(h<<2)|0;h=f[c>>2]|0;if(!h){h=r+(b*20|0)+8|0;f[i>>2]=f[h>>2];f[h>>2]=i;f[c>>2]=h;h=f[i>>2]|0;if(h|0){h=f[h+4>>2]|0;c=e+-1|0;if(!(c&e))h=h&c;else if(h>>>0>=e>>>0)h=(h>>>0)%(e>>>0)|0;h=(f[s>>2]|0)+(h<<2)|0;t=46}}else{f[i>>2]=f[h>>2];t=46}if((t|0)==46)f[h>>2]=i;f[g>>2]=(f[g>>2]|0)+1}i=f[d>>2]|0;f[x>>2]=i;f[w>>2]=f[x>>2];g=TMa(a,w)|0;e=g+12|0;h=f[e>>2]|0;if((h|0)==(f[g+16>>2]|0))UMa(g+8|0,y);else{f[h>>2]=f[y>>2];c=f[v>>2]|0;f[h+4>>2]=c;if(c){gOb(c);h=f[e>>2]|0}f[e>>2]=h+8}c=f[y>>2]|0;h=f[g+68>>2]|0;if(h|0)do{VMa(0,c,f[h+12>>2]|0);h=f[h>>2]|0}while((h|0)!=0);h=f[g+228>>2]|0;if(h|0)do{WMa(0,c,f[h+12>>2]|0);h=f[h>>2]|0}while((h|0)!=0);h=f[g+4>>2]|0;if(h|0){SFa(c,h);XMa(a+64|0,c);uDa(a+464|0,c)}h=f[g+28>>2]|0;if(!h){y=1;u=z;return y|0}if(!i){do{ZMa(a,y,f[h+16>>2]|0,0);h=f[h>>2]|0}while((h|0)!=0);h=1;u=z;return h|0}else{do{x=h;ZMa(a,y,f[x+16>>2]|0,x+24|0);h=f[h>>2]|0}while((h|0)!=0);h=1;u=z;return h|0}return 0}function PMa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;FNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function QMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=a+8|0;c=f[a>>2]|0;d=c;if((((f[o>>2]|0)-c|0)/20|0)>>>0>=b>>>0)return;p=a+4|0;if(b>>>0>214748364)vd();e=f[p>>2]|0;m=pOb(b*20|0)|0;g=m+(((e-c|0)/20|0)*20|0)|0;n=g;m=m+(b*20|0)|0;c=e;if((c|0)==(d|0))c=n;else{l=n;do{r=c;c=c+-20|0;q=f[c>>2]|0;f[c>>2]=0;i=r+-16|0;h=f[i>>2]|0;f[i>>2]=0;f[g+-20>>2]=q;f[g+-16>>2]=h;i=g+-12|0;j=r+-12|0;b=f[j>>2]|0;f[i>>2]=b;k=r+-8|0;e=f[k>>2]|0;f[g+-8>>2]=e;f[g+-4>>2]=f[r+-4>>2];g=q;if(e|0){b=f[b+4>>2]|0;e=h+-1|0;if(!(e&h))b=b&e;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;f[g+(b<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}g=l+-20|0;l=g}while((c|0)!=(d|0));c=l;e=f[a>>2]|0;d=f[p>>2]|0}f[a>>2]=c;f[p>>2]=n;f[o>>2]=m;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function RMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;p=a+8|0;g=f[p>>2]|0;q=a+4|0;c=f[q>>2]|0;if(((g-c|0)/20|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;c=(f[q>>2]|0)+20|0;f[q>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/20|0;c=e+b|0;if(c>>>0>214748364)AMb(a);m=(g-d|0)/20|0;o=m<<1;c=m>>>0<107374182?(o>>>0<c>>>0?c:o):214748364;do if(!c)h=0;else if(c>>>0>214748364)vd();else{h=pOb(c*20|0)|0;break}while(0);g=h+(e*20|0)|0;e=g;d=h+(c*20|0)|0;o=e;c=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;c=o+20|0;o=c;b=b+-1|0}while((b|0)!=0);m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=e;e=m;b=m}else{l=e;b=g;do{s=c;c=c+-20|0;h=f[c>>2]|0;f[c>>2]=0;i=s+-16|0;g=f[i>>2]|0;f[i>>2]=0;f[b+-20>>2]=h;f[b+-16>>2]=g;i=b+-12|0;j=s+-12|0;e=f[j>>2]|0;f[i>>2]=e;k=s+-8|0;r=f[k>>2]|0;f[b+-8>>2]=r;f[b+-4>>2]=f[s+-4>>2];if(r|0){b=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))b=b&e;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;f[h+(b<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}b=l+-20|0;l=b}while((c|0)!=(m|0));c=l;e=f[a>>2]|0;b=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[p>>2]=d;d=e;if((b|0)!=(d|0))do{c=f[b+-12>>2]|0;b=b+-20|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);c=f[b>>2]|0;f[b>>2]=0;if(c|0)sOb(c)}while((b|0)!=(d|0));if(!e)return;sOb(e);return}function SMa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){zNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;zNa(a,b);return}function TMa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;p=a+12|0;m=f[b>>2]|0;l=a+16|0;k=f[l>>2]|0;a:do if(!k){b=0;c=0;e=1;g=p}else{j=k+-1|0;i=(j&k|0)==0;if(i)e=j&m;else if(m>>>0<k>>>0)e=m;else e=(m>>>0)%(k>>>0)|0;g=f[p>>2]|0;b=f[g+(e<<2)>>2]|0;b:do if(b|0){b=f[b>>2]|0;if(b|0){if(i){while(1){q=f[b+4>>2]|0;c=(q|0)==(m|0);if(!(c|(q&j|0)==(e|0)))break b;if(c)if((f[b+8>>2]|0)==(m|0))break;b=f[b>>2]|0;if(!b)break b}q=b+12|0;return q|0}while(1){c=f[b+4>>2]|0;if((c|0)==(m|0)){if((f[b+8>>2]|0)==(m|0))break}else{if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(e|0))break b}b=f[b>>2]|0;if(!b)break b}q=b+12|0;return q|0}}while(0);if(i)e=j&m;else if(m>>>0<k>>>0)e=m;else e=(m>>>0)%(k>>>0)|0;b=f[g+(e<<2)>>2]|0;if(!b){b=e;c=k;e=0;g=p}else{if(i){do{b=f[b>>2]|0;if(!b){b=e;c=k;e=0;g=p;break a}q=f[b+4>>2]|0;if(!((q|0)==(m|0)|(q&j|0)==(e|0))){b=e;c=k;e=0;g=p;break a}}while((f[b+8>>2]|0)!=(m|0));q=b+12|0;return q|0}do{b=f[b>>2]|0;if(!b){b=e;c=k;e=0;g=p;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(e|0)){b=e;c=k;e=0;g=p;break a}}}while((f[b+8>>2]|0)!=(m|0));q=b+12|0;return q|0}}while(0);i=pOb(292)|0;f[i+8>>2]=m;f[i+12>>2]=m;j=i+16|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;n[i+48>>2]=1.0;j=i+52|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+68>>2]=1.0;j=i+72|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+88>>2]=1.0;j=i+92|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+108>>2]=1.0;j=i+112|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+128>>2]=1.0;j=i+132|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+148>>2]=1.0;j=i+152|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+168>>2]=1.0;j=i+172|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+188>>2]=1.0;j=i+192|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+208>>2]=1.0;j=i+212|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+228>>2]=1.0;j=i+232|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+248>>2]=1.0;j=i+252|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+268>>2]=1.0;j=i+272|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+288>>2]=1.0;f[i+4>>2]=m;f[i>>2]=0;j=a+24|0;h=+(((f[j>>2]|0)+1|0)>>>0);d=+n[a+28>>2];do if(e|d*+(c>>>0)<h){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;c=~~+W(+(h/d))>>>0;xNa(g,b>>>0<c>>>0?c:b);b=f[l>>2]|0;c=b+-1|0;if(!(c&b)){e=b;b=c&m;break}if(m>>>0<b>>>0){e=b;b=m}else{e=b;b=(m>>>0)%(b>>>0)|0}}else e=c;while(0);c=(f[p>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+20|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=e+-1|0;if(!(c&e))b=b&c;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;b=(f[p>>2]|0)+(b<<2)|0;o=48}}else{f[i>>2]=f[b>>2];o=48}if((o|0)==48)f[b>>2]=i;f[j>>2]=(f[j>>2]|0)+1;q=i;q=q+12|0;return q|0}function UMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+96|0;g=d+80|0;e=d+8|0;a=d;f[e>>2]=f[b+12>>2];f[e+4>>2]=c;h=e+8|0;gma(h,e)|0;IIa(g,h);h=f[c+116>>2]|0;f[a>>2]=f[b+4>>2];f[a+4>>2]=h;h=a;e=f[h+4>>2]|0;c=(f[g>>2]|0)+112|0;f[c>>2]=f[h>>2];f[c+4>>2]=e;c=$Ma(b+88|0,a+4|0)|0;b=f[g>>2]|0;a=g+4|0;e=f[a>>2]|0;f[g>>2]=0;f[a>>2]=0;f[c>>2]=b;c=c+4|0;b=f[c>>2]|0;f[c>>2]=e;if(b|0)iOb(b);a=f[a>>2]|0;if(!a){u=d;return}iOb(a);u=d;return}function WMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;e=i+8|0;g=i;Rpb(h);f[e>>2]=b;f[e+4>>2]=h;a=f[c+24>>2]|0;d=f[c+28>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));a=f[c>>2]|0;d=f[c+4>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));a=f[c+12>>2]|0;d=f[c+16>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));c=f[c+40>>2]|0;f[g>>2]=f[b+4>>2];f[g+4>>2]=c;c=g;d=f[c+4>>2]|0;a=(f[h>>2]|0)+36|0;f[a>>2]=f[c>>2];f[a+4>>2]=d;a=aNa(b+108|0,g+4|0)|0;b=f[h>>2]|0;d=h+4|0;c=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[a>>2]=b;h=a+4|0;a=f[h>>2]|0;f[h>>2]=c;if(a|0)iOb(a);a=f[d>>2]|0;if(!a){u=i;return}iOb(a);u=i;return}function XMa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+32|0;j=o+24|0;m=o;cGa(m,c);k=a+4|0;d=f[k>>2]|0;i=f[a>>2]|0;a:do if((i|0)==(d|0))l=5;else{h=0;while(1){d=d+-4|0;g=f[d>>2]|0;if(jNa(g,m)|0)break;h=h+1|0;if(!((i|0)!=(d|0)&h>>>0<32)){l=5;break a}}if(!g)l=5}while(0);if((l|0)==5){i=pOb(52)|0;d=i+49|0;g=i;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));b[d>>0]=1;f[j>>2]=i;d=f[k>>2]|0;if(d>>>0<(f[a+8>>2]|0)>>>0){f[d>>2]=i;d=d+4|0;f[k>>2]=d}else{kNa(a,j);d=f[k>>2]|0}g=f[d+-4>>2]|0;f[g+40>>2]=0;f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[g+12>>2]=f[m+12>>2];f[g+16>>2]=f[m+16>>2];f[g+20>>2]=f[m+20>>2]}e=+n[m>>2];if(e<+n[g>>2]){d=g;l=11}else{d=g+12|0;if(e>+n[d>>2])l=11}if((l|0)==11)n[d>>2]=e;e=+n[m+4>>2];h=g+4|0;if(e<+n[h>>2]){d=g;l=14}else if(e>+n[g+16>>2]){d=g+12|0;l=14}if((l|0)==14)n[d+4>>2]=e;e=+n[m+8>>2];i=g+8|0;if(e<+n[i>>2]){d=g;l=17}else if(e>+n[g+20>>2]){d=g+12|0;l=17}if((l|0)==17)n[d+8>>2]=e;e=+n[m+12>>2];if(e<+n[g>>2]){d=g;l=20}else{d=g+12|0;if(e>+n[d>>2])l=20}if((l|0)==20)n[d>>2]=e;e=+n[m+16>>2];if(e<+n[h>>2]){d=g;l=23}else if(e>+n[g+16>>2]){d=g+12|0;l=23}if((l|0)==23)n[d+4>>2]=e;e=+n[m+20>>2];if(e<+n[i>>2])d=g;else if(e>+n[g+20>>2])d=g+12|0;else{l=a+12|0;f[l>>2]=1065353216;l=a+16|0;f[l>>2]=1065353216;l=a+20|0;f[l>>2]=1065353216;l=a+24|0;f[l>>2]=0;l=a+28|0;f[l>>2]=0;a=a+32|0;f[a>>2]=0;lNa(g,m,c);u=o;return}n[d+8>>2]=e;l=a+12|0;f[l>>2]=1065353216;l=a+16|0;f[l>>2]=1065353216;l=a+20|0;f[l>>2]=1065353216;l=a+24|0;f[l>>2]=0;l=a+28|0;f[l>>2]=0;a=a+32|0;f[a>>2]=0;lNa(g,m,c);u=o;return}function YMa(a){a=a|0;var c=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;o=f[a+32>>2]|0;q=f[a+40>>2]|0;c=f[a+168>>2]|0;e=f[a+520>>2]|0;r=f[a+1192>>2]|0;a:{if(e){f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+8>>2]=0;g=f[e>>2]|0;e=(f[e+4>>2]|0)-g|0;do if(e|0)if((e|0)<0)AMb(a);else{s=pOb(e)|0;f[(a+4|0)>>2]=s;f[a>>2]=s;f[a+8>>2]=s+e|0;bQb(s|0,g|0,e|0)|0;f[(a+4|0)>>2]=s+e|0;break}while(0);e=f[q>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[q>>2]=e;g=q}else g=q;b:while(1){switch(Rg[f[(f[e>>2]|0)+124>>2]&255](e,a)|0){case 0:{r=86;break b}case 1:{h=1;break b}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;e=f[q>>2]|0;f[g>>2]=s;if(!e)f[(a+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[q>>2]|0}if((r|0)==86)h=0;c=c|h;e=f[a>>2]|0;if(e|0){if((f[(a+4|0)>>2]|0)!=(e|0))f[(a+4|0)>>2]=e;sOb(e)}}e=Pg[f[(f[o>>2]|0)+64>>2]&1023](o)|0;if(!e)e=c;else{i=+n[e>>2];e=f[q>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[q>>2]=e;g=q}else g=q;c:while(1){switch(Qg[f[(f[e>>2]|0)+128>>2]&15](e,i)|0){case 0:{r=104;break c}case 1:{j=1;break c}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;e=f[q>>2]|0;f[g>>2]=s;if(!e)f[(a+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[q>>2]|0}if((r|0)==104)j=0;e=c|j}c=Pg[f[(f[o>>2]|0)+72>>2]&1023](o)|0;if(c){h=b[c>>0]|0;c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;d:while(1){switch(Rg[f[(f[c>>2]|0)+132>>2]&255](c,h)|0){case 0:{r=118;break d}case 1:{k=1;break d}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==118)k=0;e=e|k}h=Pg[f[(f[o>>2]|0)+80>>2]&1023](o)|0;if(h){c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;e:while(1){switch(Rg[f[(f[c>>2]|0)+136>>2]&255](c,h)|0){case 0:{r=132;break e}case 1:{l=1;break e}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==132)l=0;e=e|l}h=Pg[f[(f[o>>2]|0)+88>>2]&1023](o)|0;if(!h)h=e;else{c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;f:while(1){switch(Rg[f[(f[c>>2]|0)+140>>2]&255](c,h)|0){case 0:{r=146;break f}case 1:{m=1;break f}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==146)m=0;h=e|m}c=Pg[f[(f[o>>2]|0)+96>>2]&1023](o)|0;if(!c){s=h;u=a;f[a+1200>>2]=6;f[a+1204>>2]=s|0;break a}g=b[c>>0]|0;c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;e=q}else e=q;g:while(1){switch(Rg[f[(f[c>>2]|0)+144>>2]&255](c,g)|0){case 0:{r=160;break g}case 1:{p=1;break g}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[e>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==160)p=0;s=h|p;u=a;f[a+1200>>2]=6;f[a+1204>>2]=s|0;break a}f[a+1192>>2]=r}
+function dqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){d=c;do{h=d+-36|0;f[i>>2]=h;c=f[d+-12>>2]|0;if(c|0)iOb(c);c=f[d+-20>>2]|0;if(c|0)iOb(c);c=f[h>>2]|0;if(c|0){g=d+-32|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-8|0;f[g>>2]=e;d=f[d+-4>>2]|0;if(!d)d=e;else{iOb(d);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}d=f[i>>2]|0}while((d|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function eqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;a:do switch(b[c+32>>0]|0){case 1:{d=b[c+33>>0]|0;e=d&255;g=a+(e*12|0)+4|0;h=f[g>>2]|0;if(h>>>0<(f[a+(e*12|0)+8>>2]|0)>>>0){f[h>>2]=0;i=h+4|0;f[i>>2]=0;f[h+8>>2]=0;f[h>>2]=f[c>>2];e=c+4|0;f[i>>2]=f[e>>2];i=c+8|0;f[h+8>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[c>>2]=0;e=c+12|0;f[h+12>>2]=f[e>>2];i=c+16|0;f[h+16>>2]=f[i>>2];f[e>>2]=0;f[i>>2]=0;i=c+20|0;f[h+20>>2]=f[i>>2];e=c+24|0;f[h+24>>2]=f[e>>2];f[i>>2]=0;f[e>>2]=0;f[h+28>>2]=f[c+28>>2];b[h+32>>0]=1;b[h+33>>0]=d;f[g>>2]=(f[g>>2]|0)+36;break a}else{fqb(a+(e*12|0)|0,c);break a}}case 0:{d=a+28|0;e=f[d>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=0;h=e+4|0;f[h>>2]=0;f[e+8>>2]=0;f[e>>2]=f[c>>2];i=c+4|0;f[h>>2]=f[i>>2];h=c+8|0;f[e+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;i=c+12|0;f[e+12>>2]=f[i>>2];h=c+16|0;f[e+16>>2]=f[h>>2];f[i>>2]=0;f[h>>2]=0;h=c+20|0;f[e+20>>2]=f[h>>2];i=c+24|0;f[e+24>>2]=f[i>>2];f[h>>2]=0;f[i>>2]=0;f[e+28>>2]=f[c+28>>2];b[e+32>>0]=0;b[e+33>>0]=b[c+33>>0]|0;f[d>>2]=(f[d>>2]|0)+36;break a}else{fqb(a+24|0,c);break a}}default:{}}while(0);e=a+68|0;if(b[e>>0]&1)return;f[a+44>>2]=0;i=a+48|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)iOb(d);f[a+60>>2]=0;f[a+52>>2]=0;i=a+56|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)iOb(d);f[a+64>>2]=0;b[e>>0]=b[e>>0]|1;return}function fqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;m=o;n=a+4|0;d=f[a>>2]|0;h=((f[n>>2]|0)-d|0)/36|0;e=h+1|0;if(e>>>0>119304647)AMb(a);l=a+8|0;k=((f[l>>2]|0)-d|0)/36|0;d=k<<1;d=k>>>0<59652323?(d>>>0<e>>>0?e:d):119304647;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>119304647)vd();else{g=pOb(d*36|0)|0;break}while(0);f[m>>2]=g;e=g+(h*36|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=e;p=g+(d*36|0)|0;i=m+12|0;f[i>>2]=p;f[g+(h*36|0)+8>>2]=0;f[e>>2]=f[c>>2];d=c+4|0;f[g+(h*36|0)+4>>2]=f[d>>2];q=c+8|0;f[g+(h*36|0)+8>>2]=f[q>>2];f[q>>2]=0;f[d>>2]=0;f[c>>2]=0;d=c+12|0;f[g+(h*36|0)+12>>2]=f[d>>2];q=c+16|0;f[g+(h*36|0)+16>>2]=f[q>>2];f[d>>2]=0;f[q>>2]=0;q=c+20|0;f[g+(h*36|0)+20>>2]=f[q>>2];d=c+24|0;f[g+(h*36|0)+24>>2]=f[d>>2];f[q>>2]=0;f[d>>2]=0;f[g+(h*36|0)+28>>2]=f[c+28>>2];b[g+(h*36|0)+32>>0]=b[c+32>>0]|0;b[g+(h*36|0)+33>>0]=b[c+33>>0]|0;g=e+36|0;f[j>>2]=g;c=f[a>>2]|0;d=f[n>>2]|0;h=p;if((d|0)==(c|0)){q=c;p=d;c=e;f[a>>2]=c;f[k>>2]=q;f[n>>2]=g;f[j>>2]=p;p=f[l>>2]|0;f[l>>2]=h;f[i>>2]=p;f[m>>2]=q;gqb(m);u=o;return}do{e=e+-36|0;d=d+-36|0;wNa(e,d)}while((d|0)!=(c|0));f[k>>2]=e;c=e;q=f[a>>2]|0;p=f[n>>2]|0;f[a>>2]=c;f[k>>2]=q;f[n>>2]=g;f[j>>2]=p;p=f[l>>2]|0;f[l>>2]=h;f[i>>2]=p;f[m>>2]=q;gqb(m);u=o;return}function gqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+4>>2]|0;i=a+8|0;b=f[i>>2]|0;if((b|0)!=(h|0)){c=b;do{g=c+-36|0;f[i>>2]=g;b=f[c+-12>>2]|0;if(b|0)iOb(b);b=f[c+-20>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=c+-32|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-8|0;f[e>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}c=f[i>>2]|0}while((c|0)!=(h|0))}b=f[a>>2]|0;if(!b)return;sOb(b);return}function hqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0;W=u;u=u+48|0;K=W+32|0;N=W+24|0;O=W;P=K+4|0;Q=K+8|0;R=N+4|0;S=K+8|0;T=O+4|0;U=O+8|0;L=O+12|0;M=O+16|0;J=0;a:while(1){m=a+(J*12|0)|0;p=a+(J*12|0)+4|0;if((((f[p>>2]|0)-(f[m>>2]|0)|0)/36|0)>>>0>=2){f[K>>2]=0;f[P>>2]=0;f[Q>>2]=0;iub(N,34962);I=f[64754]|0;Yvb(258928,f[f[N>>2]>>2]|0)|0;c=f[m>>2]|0;o=f[p>>2]|0;if((c|0)!=(o|0)){d=0;while(1){e=f[c>>2]|0;l=f[c+4>>2]|0;if((e|0)==(l|0))H=d;else{do{i=f[e>>2]|0;j=i+40|0;h=f[j>>2]|0;k=i+44|0;g=f[k>>2]|0;if((h|0)==(g|0)){Npb(i);h=f[j>>2]|0;g=f[k>>2]|0}d=((g-h|0)/12|0)+d|0;e=e+8|0}while((e|0)!=(l|0));H=d}c=c+36|0;if((c|0)==(o|0))break;else d=H}if(H|0){nub(f[N>>2]|0,H*12|0,0,35044);d=f[m>>2]|0;G=f[p>>2]|0;if((d|0)!=(G|0)){c=0;do{e=d+12|0;g=f[e>>2]|0;if(!g)V=20;else{n[O>>2]=9.999999747378752e-06;if(BWa(g,O)|0)V=20;else{C=f[e>>2]|0;e=f[d>>2]|0;D=f[d+4>>2]|0;if((e|0)!=(D|0)){E=C+16|0;F=C+32|0;m=C+4|0;o=C+20|0;p=C+36|0;r=C+8|0;s=C+24|0;t=C+40|0;v=C+12|0;w=C+28|0;x=C+44|0;y=C+48|0;z=C+52|0;A=C+56|0;B=C+60|0;do{k=f[K>>2]|0;g=f[P>>2]|0;l=k;if((g|0)!=(k|0))f[P>>2]=g+(~(((g+-12-l|0)>>>0)/12|0)*12|0);h=f[e>>2]|0;i=h+40|0;j=f[i>>2]|0;k=h+44|0;g=f[k>>2]|0;if((j|0)==(g|0)){Npb(h);j=f[i>>2]|0;g=f[k>>2]|0;l=f[K>>2]|0}g=g-j|0;h=(g|0)/12|0;j=l;do if((((f[S>>2]|0)-l|0)/12|0)>>>0<h>>>0){if(h>>>0>357913941){V=37;break a}X=f[P>>2]|0;i=pOb(g)|0;g=i+(((X-l|0)/12|0)*12|0)|0;k=g;i=i+(h*12|0)|0;h=X;if((h|0)==(j|0))g=k;else do{X=g;g=g+-12|0;Y=h;h=h+-12|0;f[g>>2]=f[h>>2];f[X+-8>>2]=f[Y+-8>>2];f[X+-4>>2]=f[Y+-4>>2]}while((h|0)!=(j|0));f[K>>2]=g;f[P>>2]=k;f[S>>2]=i;if(!l)break;sOb(l)}while(0);h=f[e>>2]|0;i=h+40|0;g=f[i>>2]|0;j=h+44|0;k=f[j>>2]|0;if((g|0)==(k|0)){Npb(h);g=f[i>>2]|0;i=f[j>>2]|0}else i=k;if((g|0)!=(i|0))do{ba=+n[g>>2];aa=+n[g+4>>2];q=+n[g+8>>2];$=ba*+n[m>>2]+aa*+n[o>>2]+q*+n[p>>2];_=ba*+n[r>>2]+aa*+n[s>>2]+q*+n[t>>2];Z=ba*+n[v>>2]+aa*+n[w>>2]+q*+n[x>>2];q=+n[C>>2]*ba+ +n[E>>2]*aa+ +n[F>>2]*q+ +n[y>>2];n[O>>2]=q;n[T>>2]=$+ +n[z>>2];n[U>>2]=_+ +n[A>>2];n[L>>2]=Z+ +n[B>>2];f[M>>2]=0;h=f[P>>2]|0;if(h>>>0<(f[S>>2]|0)>>>0){n[h>>2]=q;f[h+4>>2]=f[T>>2];f[h+8>>2]=f[U>>2];f[P>>2]=h+12}else iqb(K,O);g=g+12|0}while((g|0)!=(i|0));X=f[K>>2]|0;Y=(f[P>>2]|0)-X|0;oub(f[N>>2]|0,c,Y,X);c=Y+c|0;e=e+8|0}while((e|0)!=(D|0))}}}if((V|0)==20){V=0;e=f[d>>2]|0;m=f[d+4>>2]|0;if((e|0)!=(m|0))do{j=f[e>>2]|0;g=j+40|0;h=f[g>>2]|0;i=j+44|0;k=f[i>>2]|0;if((h|0)==(k|0)){Npb(j);l=f[e>>2]|0;h=f[g>>2]|0;g=f[i>>2]|0;j=l;l=f[l+44>>2]|0}else{g=k;l=k}i=g-h|0;k=f[N>>2]|0;h=j+40|0;g=f[h>>2]|0;if((g|0)==(l|0)){Npb(j);g=f[h>>2]|0}oub(k,c,i,g);c=i+c|0;e=e+8|0}while((e|0)!=(m|0))}d=d+36|0}while((d|0)!=(G|0))}c=f[N>>2]|0;d=f[R>>2]|0;if(d|0)gOb(d);f[a+44+(J<<3)>>2]=c;Y=a+44+(J<<3)+4|0;c=f[Y>>2]|0;f[Y>>2]=d;if(c|0)iOb(c);f[a+60+(J<<2)>>2]=H}}Yvb(258928,I)|0;c=f[R>>2]|0;if(c|0)iOb(c);c=f[K>>2]|0;if(c|0){d=f[P>>2]|0;if((d|0)!=(c|0))f[P>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}}J=J+1|0;if(J>>>0>=2){V=2;break}}if((V|0)==2){Y=a+68|0;b[Y>>0]=b[Y>>0]&-2;u=W;return}else if((V|0)==37)vd()}function iqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;d=f[b+16>>2]|0;f[c>>2]=f[b+(d<<2)>>2];f[g+(h*12|0)+4>>2]=f[b+(d+1<<2)>>2];f[g+(h*12|0)+8>>2]=f[b+(d+2<<2)>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function jqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=pOb(68)|0;f[e+4>>2]=0;f[e+8>>2]=0;f[e>>2]=42088;g=e+12|0;f[g>>2]=f[c>>2];h=c+4|0;f[e+16>>2]=f[h>>2];i=c+8|0;f[e+20>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[c>>2]=0;f[e+24>>2]=f[d>>2];c=d+4|0;f[e+28>>2]=f[c>>2];h=d+8|0;f[e+32>>2]=f[h>>2];f[h>>2]=0;f[c>>2]=0;f[d>>2]=0;f[e+36>>2]=0;f[e+40>>2]=-1;d=e+44|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;b[d+20>>0]=0;f[a>>2]=g;f[a+4>>2]=e;return}function kqb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=42088;b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);aOb(a);return}function lqb(a){a=a|0;kqb(a);sOb(a);return}function mqb(a){a=a|0;var b=0,c=0,d=0;b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+12>>2]|0;if(!d)return;b=a+16|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function nqb(a){a=a|0;sOb(a);return}function oqb(){var a=0,b=0;b=pOb(128)|0;f[64722]=b;a=b+128|0;f[64724]=a;p[b>>3]=-1.0;p[b+8>>3]=-0.0;p[b+16>>3]=0.0;p[b+24>>3]=-1.0;p[b+32>>3]=1.0;p[b+40>>3]=-0.0;p[b+48>>3]=0.0;p[b+56>>3]=-1.0;p[b+64>>3]=0.0;p[b+72>>3]=-1.0;p[b+80>>3]=0.0;p[b+88>>3]=-1.0;p[b+96>>3]=0.0;p[b+104>>3]=1.0;p[b+112>>3]=0.0;p[b+120>>3]=-1.0;f[64723]=a;p[32183]=-1.0;p[32184]=-1.0;p[32185]=1.0;p[32186]=1.0;return}function pqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=f[b>>2]|0;h=f[b+4>>2]|0;if((c|0)==(h|0)){e=-2147483648;d=2147483647;c=-2147483648;b=2147483647}else{e=-2147483648;d=2147483647;g=-2147483648;b=2147483647;do{i=f[c>>2]|0;d=(d|0)>(i|0)?i:d;e=(e|0)<(i|0)?i:e;i=f[c+4>>2]|0;b=(b|0)>(i|0)?i:b;g=(g|0)<(i|0)?i:g;c=c+12|0}while((c|0)!=(h|0));c=g}f[a>>2]=d;f[a+4>>2]=b;f[a+8>>2]=e;f[a+12>>2]=c;return}function qqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0.0;if(!c){g=-1797693134862315708145274.0e284;f=1797693134862315708145274.0e284;e=-1797693134862315708145274.0e284;d=1797693134862315708145274.0e284}else{h=0;g=-1797693134862315708145274.0e284;f=1797693134862315708145274.0e284;e=-1797693134862315708145274.0e284;d=1797693134862315708145274.0e284;do{i=+p[b+(h*24|0)>>3];f=f>i?i:f;g=g<i?i:g;i=+p[b+(h*24|0)+8>>3];d=d>i?i:d;e=e<i?i:e;h=h+1|0}while((h|0)!=(c|0))}p[a>>3]=f;p[a+8>>3]=d;p[a+16>>3]=g;p[a+24>>3]=e;return}function rqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+32|0;c=l+24|0;d=l+16|0;g=l+8|0;i=l;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;k=b+4|0;h=f[k>>2]|0;f[c>>2]=f[b>>2];f[c+4>>2]=h;h=a+8|0;T6a(a,c);c=f[j>>2]|0;m=f[h>>2]|0;e=b+12|0;n=f[e>>2]|0;f[d>>2]=f[b>>2];f[d+4>>2]=n;if((c|0)==(m|0)){T6a(a,d);c=f[j>>2]|0}else{m=d;n=f[m+4>>2]|0;f[c>>2]=f[m>>2];f[c+4>>2]=n;c=(f[j>>2]|0)+8|0;f[j>>2]=c}d=b+8|0;n=f[e>>2]|0;f[g>>2]=f[d>>2];f[g+4>>2]=n;if((c|0)==(f[h>>2]|0)){T6a(a,g);c=f[j>>2]|0}else{m=g;n=f[m+4>>2]|0;f[c>>2]=f[m>>2];f[c+4>>2]=n;c=(f[j>>2]|0)+8|0;f[j>>2]=c}n=f[k>>2]|0;f[i>>2]=f[d>>2];f[i+4>>2]=n;if((c|0)==(f[h>>2]|0)){T6a(a,i);u=l;return}else{k=i;m=f[k+4>>2]|0;n=c;f[n>>2]=f[k>>2];f[n+4>>2]=m;f[j>>2]=(f[j>>2]|0)+8;u=l;return}}function sqb(a){a=a|0;return +((+p[a+16>>3]+ +p[a+40>>3]+ +p[a+64>>3])*.3333333333333333)}function tqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+176|0;s=w+160|0;t=w;g=w+156|0;o=w+152|0;r=w+148|0;v=w+144|0;i=+p[a>>3];h=i<1797693134862315708145274.0e284?i:1797693134862315708145274.0e284;i=i>-1797693134862315708145274.0e284?i:-1797693134862315708145274.0e284;j=+p[a+8>>3];k=j<1797693134862315708145274.0e284?j:1797693134862315708145274.0e284;j=j>-1797693134862315708145274.0e284?j:-1797693134862315708145274.0e284;l=+p[a+24>>3];h=h>l?l:h;i=i<l?l:i;l=+p[a+32>>3];k=k>l?l:k;j=j<l?l:j;l=+p[a+48>>3];h=h>l?l:h;i=i<l?l:i;l=+p[a+56>>3];k=k>l?l:k;j=j<l?l:j;l=+p[32183];if(h>=l){m=+p[32184];if(k>=m){n=+p[32185];if(h<=n){h=+p[32186];if(!(!(i>=l)|!(k<=h)))if(j>=m&i<=n&j<=h){v=0;u=w;return v|0}}}}d=f[c>>2]|0;q=c+4|0;e=f[q>>2]|0;if((e|0)!=(d|0))f[q>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);d=bCa(f[64722]|0,a,t)|0;f[g>>2]=f[q>>2];f[s>>2]=f[g>>2];ZBa(c,s,t,t+(d*24|0)|0)|0;d=f[q>>2]|0;g=f[c>>2]|0;e=g;if((d|0)!=(g|0)){g=b+4|0;a=0;do{d=bCa((f[64722]|0)+32|0,e+(a*24|0)|0,t)|0;f[o>>2]=f[g>>2];f[s>>2]=f[o>>2];ZBa(b,s,t,t+(d*24|0)|0)|0;a=a+3|0;d=f[q>>2]|0;x=f[c>>2]|0;e=x}while(a>>>0<((d-x|0)/24|0)>>>0)}if((e|0)!=(d|0))f[q>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);g=b+4|0;d=f[g>>2]|0;x=f[b>>2]|0;e=x;if((d|0)!=(x|0)){a=0;d=e;while(1){d=bCa((f[64722]|0)+64|0,d+(a*24|0)|0,t)|0;f[r>>2]=f[q>>2];f[s>>2]=f[r>>2];ZBa(c,s,t,t+(d*24|0)|0)|0;a=a+3|0;d=f[g>>2]|0;x=f[b>>2]|0;e=x;if(a>>>0>=((d-x|0)/24|0)>>>0)break;else d=e}}if((e|0)!=(d|0))f[g>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);d=f[c>>2]|0;if((f[q>>2]|0)!=(d|0)){e=0;do{x=bCa((f[64722]|0)+96|0,d+(e*24|0)|0,t)|0;f[v>>2]=f[g>>2];f[s>>2]=f[v>>2];ZBa(b,s,t,t+(x*24|0)|0)|0;e=e+3|0;d=f[c>>2]|0}while(e>>>0<(((f[q>>2]|0)-d|0)/24|0)>>>0)}x=1;u=w;return x|0}function uqb(a,b){a=a|0;b=b|0;return vqb(a,258888,257464,b)|0}function vqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0,w=0;w=u;u=u+32|0;v=w;j=+p[a>>3];q=j<1797693134862315708145274.0e284?j:1797693134862315708145274.0e284;r=j>-1797693134862315708145274.0e284?j:-1797693134862315708145274.0e284;h=a+8|0;s=+p[h>>3];t=s<1797693134862315708145274.0e284?s:1797693134862315708145274.0e284;s=s>-1797693134862315708145274.0e284?s:-1797693134862315708145274.0e284;o=+p[a+24>>3];q=q>o?o:q;r=r<o?o:r;k=a+32|0;o=+p[k>>3];t=t>o?o:t;s=s<o?o:s;l=d+4|0;e=f[l>>2]|0;i=d+8|0;g=f[i>>2]|0;if((e|0)==(g|0)){jlb(d,a);h=f[l>>2]|0;g=f[i>>2]|0}else{p[e>>3]=j;p[e+8>>3]=+p[h>>3];p[e+16>>3]=+p[a+16>>3];h=e+24|0;f[l>>2]=h}e=a+24|0;if((h|0)==(g|0))jlb(d,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[k>>3];p[h+16>>3]=+p[a+40>>3];f[l>>2]=h+24}m=+p[c>>3];if(q>=m){n=+p[c+8>>3];if(t>=n){o=+p[c+16>>3];if(q<=o){j=+p[c+24>>3];if(!(!(r>=m)|!(t<=j)))if(s>=n&r<=o&s<=j){v=0;u=w;return v|0}}}}e=f[b>>2]|0;a=f[b+4>>2]|0;if((e|0)==(a|0)){v=0;u=w;return v|0}k=v+8|0;l=v+16|0;while(1){g=f[d>>2]|0;r=+p[e>>3];s=+p[e+8>>3];t=+p[e+16>>3];q=+p[e+24>>3];h=g+24|0;i=q+(r*+p[g>>3]+(s*+p[g+8>>3]+t*+p[g+16>>3]))>=0.0;if(i^q+(r*+p[h>>3]+(s*+p[g+32>>3]+t*+p[g+40>>3]))>=0.0){cCa(v,e,g,h);b=(i^1)&1;t=+p[v>>3];c=g+(b*24|0)|0;p[v>>3]=+p[c>>3];p[c>>3]=t;t=+p[k>>3];c=g+(b*24|0)+8|0;p[k>>3]=+p[c>>3];p[c>>3]=t;p[g+(b*24|0)+16>>3]=+p[l>>3]}else if(i){e=1;g=18;break}e=e+32|0;if((e|0)==(a|0)){e=0;g=18;break}}if((g|0)==18){u=w;return e|0}return 0}function wqb(a){a=a|0;var b=0,c=0.0,d=0.0,e=0;b=u;u=u+32|0;e=b;Kha(e);d=+(f[e>>2]|0);c=+(f[e+4>>2]|0);f[a>>2]=0;f[a+4>>2]=0;n[a+8>>2]=d;n[a+12>>2]=c;u=b;return}function xqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+160|0;d=j+136|0;g=j;h=g+4|0;f[g>>2]=15100;i=g+56|0;f[i>>2]=15120;tEb(g+56|0,h);f[g+128>>2]=0;f[g+132>>2]=-1;f[g>>2]=39656;f[g+56>>2]=39676;xEb(h);f[h>>2]=39692;e=g+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[g+52>>2]=16;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;k3a(h,d);if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);f[g+(f[(f[g>>2]|0)+-12>>2]|0)+76>>2]=48;d=g+(f[(f[g>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-75|8;d=m3a(g,240469,1)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;d=LEb(d,$Cb(+n[c>>2]*255.0)|0)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;d=LEb(d,$Cb(+n[c+4>>2]*255.0)|0)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;LEb(d,$Cb(+n[c+8>>2]*255.0)|0)|0;c=$Cb(+n[c+12>>2]*255.0)|0;if((c|0)<255){f[g+(f[(f[g>>2]|0)+-12>>2]|0)+12>>2]=2;LEb(g,c)|0}l3a(a,h);f[g>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[e+11>>0]|0)>=0){oDb(h);kEb(g,39752);jDb(i);u=j;return}sOb(f[e>>2]|0);oDb(h);kEb(g,39752);jDb(i);u=j;return}function yqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;if(!b){n[a>>2]=1.0;n[a+4>>2]=0.0;n[a+8>>2]=1.0;d=a+12|0;n[d>>2]=1.0;u=e;return}else{eKa(d,b,0,c);f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];d=a+12|0;n[d>>2]=1.0;u=e;return}}function zqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;i=k;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;c=f[b>>2]|0;g=f[b+4>>2]|0;if((c|0)==(g|0)){u=k;return}h=i+4|0;e=a+8|0;b=c;c=0;d=0;while(1){l=f[b+4>>2]|0;f[i>>2]=f[b>>2];f[h>>2]=l;if((c|0)==(d|0))T6a(a,i);else{m=i;d=f[m+4>>2]|0;l=c;f[l>>2]=f[m>>2];f[l+4>>2]=d;f[j>>2]=(f[j>>2]|0)+8}b=b+12|0;if((b|0)==(g|0))break;c=f[j>>2]|0;d=f[e>>2]|0}u=k;return}function Aqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,t=0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0.0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0;B=u;u=u+144|0;y=B;f[d>>2]=0;z=a+16|0;U=+p[z>>3];A=+p[a>>3];w=U-A;t=a+24|0;r=a+8|0;G=+p[t>>3];v=+p[r>>3];J=G-v;I=+L(+(w*w+J*J));w=w/I;x=J/I;I=-J/I;J=A*I+v*w;k=b+16|0;P=+p[k>>3];q=+p[b>>3];g=P-q;j=b+24|0;S=+p[j>>3];l=b+8|0;h=+p[l>>3];O=S-h;Q=+L(+(g*g+O*O));O=O/Q;M=O*.5;F=q+M;D=-g/Q*.5;R=h+D;D=S+D-R;M=P+M-F;H=+L(+(M*M+D*D));D=-D/H;H=M/H;F=R*H+F*D;R=A*D+v*H-F;M=+p[b+32>>3];K=+p[b+40>>3];p[y>>3]=-R/(w*D+x*H);p[y+8>>3]=-(I*q+w*h-J)/(I*(g/Q)+w*O);p[y+16>>3]=Q;e=y+24|0;p[e>>3]=D*M+H*K-F;C=y+32|0;p[C>>3]=R;n=y+40|0;p[n>>3]=U*D+H*G-F;F=M-P;G=K-S;H=+L(+(F*F+G*G));G=G/H;D=G*.5;U=P+D;R=-F/H*.5;Q=S+R;R=K+R-Q;D=M+D-U;O=+L(+(D*D+R*R));R=-R/O;O=D/O;U=Q*O+U*R;Q=+p[a>>3];D=+p[r>>3];g=Q*R+D*O-U;h=+p[z>>3];q=+p[t>>3];i=h*R+O*q-U;N=+p[b>>3];T=+p[l>>3];E=R*N+O*T-U;p[y+48>>3]=-(A*R+v*O-U)/(w*R+x*O);p[y+56>>3]=-(I*P+w*S-J)/(I*(F/H)+w*G);p[y+64>>3]=H;p[y+72>>3]=E;p[y+80>>3]=g;p[y+88>>3]=i;H=N-M;G=T-K;F=+L(+(H*H+G*G));G=G/F;S=G*.5;P=M+S;O=-H/F*.5;R=K+O;O=T+O-R;S=N+S-P;N=+L(+(S*S+O*O));O=-O/N;N=S/N;P=R*N+P*O;D=Q*O+D*N-P;q=h*O+N*q-P;h=O*+p[k>>3]+N*+p[j>>3]-P;p[y+96>>3]=-(A*O+v*N-P)/(w*O+x*N);p[y+104>>3]=-(I*M+w*K-J)/(I*(H/F)+w*G);p[y+112>>3]=F;p[y+120>>3]=h;p[y+128>>3]=D;p[y+136>>3]=q;e=(f[e+4>>2]|0)<0;p[s>>3]=E;j=f[s+4>>2]|0;p[s>>3]=D;b=f[s+4>>2]|0;p[s>>3]=h;k=f[s+4>>2]|0;p[s>>3]=i;l=f[s+4>>2]|0;p[s>>3]=q;m=f[s+4>>2]|0;if((f[C+4>>2]|0)<0^e)b=0;else{p[s>>3]=g;if((f[s+4>>2]|0)<0^(j|0)<0)b=0;else b=((b|0)<0^(k|0)<0^1)&1}if((f[n+4>>2]|0)<0^e)o=6;else if((l|0)<0^(j|0)<0)o=6;else{e=(m|0)<0^(k|0)<0;b=b<<24>>24==0;if(b|e)k=e;else{C=1;u=B;return C|0}}if((o|0)==6){b=b<<24>>24==0;k=1}U=+p[z>>3]-+p[a>>3];q=+p[t>>3]-+p[r>>3];q=+L(+(U*U+q*q));if(b){b=0;e=0;j=0;do{h=+p[y+(j*48|0)>>3];do if(!(!(h>=0.0)|!(h<=q))){g=+p[y+(j*48|0)+8>>3];if(g>=0.0)if(g<=+p[y+(j*48|0)+16>>3]){i=A+w*h;g=v+x*h;e=(f[y+(j*48|0)+24+4>>2]|0)<0;if(e^(f[y+(j*48|0)+32+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=+p[a>>3];p[c+(b<<4)+8>>3]=+p[r>>3];p[c+(e<<4)>>3]=i;p[c+(e<<4)+8>>3]=g;e=1;b=b+2|0;break}if(k)if(e^(f[y+(j*48|0)+40+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=i;p[c+(b<<4)+8>>3]=g;p[c+(e<<4)>>3]=+p[z>>3];p[c+(e<<4)+8>>3]=+p[t>>3];e=1;b=b+2|0}else e=1;else e=1}}while(0);j=j+1|0}while((b|0)!=4&j>>>0<3)}else{b=0;e=0;j=0;do{i=+p[y+(j*48|0)>>3];if(!(!(i>=0.0)|!(i<=q))){g=+p[y+(j*48|0)+8>>3];if(g>=0.0)if(g<=+p[y+(j*48|0)+16>>3]){h=A+w*i;g=v+x*i;if(k)if((f[y+(j*48|0)+24+4>>2]|0)<0^(f[y+(j*48|0)+40+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=h;p[c+(b<<4)+8>>3]=g;p[c+(e<<4)>>3]=+p[z>>3];p[c+(e<<4)+8>>3]=+p[t>>3];e=1;b=b+2|0}else e=1;else e=1}}j=j+1|0}while((b|0)!=4&j>>>0<3)}f[d>>2]=b>>>1;C=e;u=B;return C|0}function Bqb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=+j;var k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,M=0,N=0,O=0.0,P=0.0,Q=0;N=u;u=u+608|0;M=N+544|0;J=N+80|0;G=N+48|0;H=N;f[h>>2]=0;if(!(+p[c+16>>3]>=+p[e>>3])){h=0;u=N;return h|0}if(!(+p[c>>3]<=+p[e+16>>3])){h=0;u=N;return h|0}if(!(+p[c+24>>3]>=+p[e+8>>3])){h=0;u=N;return h|0}if(!(+p[c+8>>3]<=+p[e+24>>3])){h=0;u=N;return h|0}r=a+32|0;C=a+8|0;w=+p[r>>3];z=+p[C>>3];o=w-z;l=+p[a+64>>3];x=+p[a+16>>3];n=l-x;q=+p[a+40>>3];P=q-x;D=a+56|0;k=+p[D>>3];O=k-z;m=o*n-P*O;E=a+48|0;v=+p[E>>3];y=+p[a>>3];B=v-y;F=a+24|0;t=+p[F>>3];A=t-y;n=P*B-n*A;B=O*A-o*B;o=+L(+(m*m+(n*n+B*B)));m=m/o*j;y=y+m;n=n/o*j;z=z+n;o=B/o*j;x=x+o;j=v+m-y;k=k+n-z;l=l+o-x;m=t+m-y;n=w+n-z;o=q+o-x;q=k*o-l*n;w=m*l-j*o;t=j*n-m*k;v=+L(+(q*q+(t*t+w*w)));if(!(v<=+L(+(j*j+(k*k+l*l)))*+L(+(m*m+(n*n+o*o)))*2.220446049250313e-16)){B=q/v;A=t/v;v=w/v}else{p[M>>3]=j;p[M+16>>3]=k;p[M+32>>3]=l;p[M+8>>3]=m;p[M+24>>3]=n;p[M+40>>3]=o;b[J+152>>0]=0;b[J+153>>0]=0;b[J+154>>0]=0;f[J+160>>2]=0;f[J+168>>2]=-1;f[J+172>>2]=-1;b[J+304>>0]=0;b[J+305>>0]=0;g7a(J,M,16)|0;B=+p[J+80>>3];A=+p[J+96>>3];v=+p[J+88>>3]}l=y*B+(x*A+z*v);if(+K(+(0.0-v))<1.0e-12)if(+K(+(0.0-A))<1.0e-12){h=0;u=N;return h|0}q=+p[d>>3];t=+p[d+8>>3];j=+p[d+24>>3];k=+p[d+32>>3];w=+p[d+16>>3]-i;x=+p[d+40>>3]-i;o=B*q+(v*t+A*w)-l;p[s>>3]=o;e=ZPb(f[s>>2]|0,f[s+4>>2]|0,63)|0;Q=I;p[s>>3]=B*j+(v*k+A*x)-l;c=ZPb(f[s>>2]|0,f[s+4>>2]|0,63)|0;d=(e|0)==0;if((c|e|0)==0&(I|Q|0)==0){Q=0;u=N;return Q|0}l=j-q;m=k-t;P=x-w;n=+L(+(l*l+(m*m+P*P)));l=l/n;m=m/n;n=P/n;if((e|0)==(c|0)){c=0;A=q;z=t;y=w}else{P=-o/(B*l+(v*m+A*n));i=q+l*P;O=t+m*P;P=w+n*P;p[g>>3]=d?q:i;p[g+8>>3]=d?t:O;p[g+16>>3]=d?w:P;p[g+24>>3]=d?i:j;p[g+32>>3]=d?O:k;p[g+40>>3]=d?P:x;c=2;A=d?i:q;z=d?O:t;y=d?P:w;j=d?j:i;k=d?k:O;x=d?x:P}p[G>>3]=A;p[G+8>>3]=z;p[G+16>>3]=j;p[G+24>>3]=k;p[H>>3]=+p[a>>3];p[H+8>>3]=+p[C>>3];p[H+16>>3]=+p[F>>3];p[H+24>>3]=+p[r>>3];p[H+32>>3]=+p[E>>3];p[H+40>>3]=+p[D>>3];if(Aqb(G,H,M,J)|0){e=f[J>>2]|0;if(e&2147483647){w=j-A;t=k-z;v=t*t+w*w;d=e<<1;q=x-y;r=c+((d>>>0>2?d:2)+-1&-2)|0;e=0;while(1){n=+p[M+(e<<4)>>3];o=+p[M+(e<<4)+8>>3];j=(w*(n-A)+t*(o-z))/v;if(j<0.0|+K(+j)<1.0e-10)k=y;else if(j>1.0)k=x;else if(+K(+(j+-1.0))<1.0e-10)k=x;else k=y+q*j;Q=e|1;l=+p[M+(Q<<4)>>3];m=+p[M+(Q<<4)+8>>3];j=(w*(l-A)+t*(m-z))/v;if(j<0.0|+K(+j)<1.0e-10)j=y;else if(j>1.0)j=x;else if(+K(+(j+-1.0))<1.0e-10)j=x;else j=y+q*j;Q=c|1;p[g+(c*24|0)>>3]=n;p[g+(c*24|0)+8>>3]=o;p[g+(c*24|0)+16>>3]=k;p[g+(Q*24|0)>>3]=l;p[g+(Q*24|0)+8>>3]=m;p[g+(Q*24|0)+16>>3]=j;e=e+2|0;if(e>>>0>=d>>>0)break;else c=c+2|0}c=r+2|0}f[h>>2]=c>>>1;c=1}else{Q=c|1;p[g+(c*24|0)>>3]=A;p[g+(c*24|0)+8>>3]=z;p[g+(c*24|0)+16>>3]=y;p[g+(Q*24|0)>>3]=j;p[g+(Q*24|0)+8>>3]=k;p[g+(Q*24|0)+16>>3]=x;c=0}Q=c;u=N;return Q|0}function Cqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0;w=0;E=u;u=u+1664|0;A=(E+44|0)+4|0;f[A>>2]=0;B=(E+44|0)+8|0;f[B>>2]=0;C=(E+44|0)+4|0;f[(E+44|0)>>2]=C;d=f[b>>2]|0;p=f[b+4>>2]|0;do if((d|0)==(p|0)){v=C;t=C;z=E+44|0}else{a:while(1){b=f[d>>2]|0;o=f[d+4>>2]|0;if((b|0)!=(o|0))do{e=f[b>>2]|0;l=f[e>>2]|0;m=f[e+4>>2]|0;f[E>>2]=l;f[E+4>>2]=m;f[(E+8|0)>>2]=0;f[(E+12|0)>>2]=0;f[(E+16|0)>>2]=0;g=(f[b+4>>2]|0)-e|0;if(!(g>>3)){j=0;k=0;g=0}else{if(g>>3>>>0>536870911){w=11;break a}h=pOb(g)|0;f[(E+12|0)>>2]=h;f[(E+8|0)>>2]=h;f[(E+16|0)>>2]=h+(g>>3<<3)|0;if((g|0)>0){bQb(h|0,e|0,g|0)|0;f[(E+12|0)>>2]=h+(g>>>3<<3)|0;j=h;k=h+(g>>>3<<3)|0;g=h+(g>>3<<3)|0}else{j=h;k=h;g=h+(g>>3<<3)|0}}e=pOb(36)|0;f[(e+16|0)>>2]=l;f[(e+16|0)+4>>2]=m;f[e+24>>2]=j;f[e+28>>2]=k;f[e+32>>2]=g;f[(E+16|0)>>2]=0;f[(E+12|0)>>2]=0;f[(E+8|0)>>2]=0;g=f[C>>2]|0;do if(!g){q=C;r=C}else{while(1){w=f[g+16>>2]|0;if((w|0)==(l|0)?(f[g+20>>2]|0)>(m|0):(w|0)>(l|0)){h=f[g>>2]|0;if(!h){w=17;break}else g=h}else{s=g+4|0;h=f[s>>2]|0;if(!h){w=20;break}else g=h}}if((w|0)==17){q=g;r=g;break}else if((w|0)==20){q=g;r=s;break}}while(0);f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=q;f[r>>2]=e;g=f[f[(E+44|0)>>2]>>2]|0;if(g){f[(E+44|0)>>2]=g;e=f[r>>2]|0}r_a(f[A>>2]|0,e);f[B>>2]=(f[B>>2]|0)+1;e=f[(E+8|0)>>2]|0;if(e|0){g=f[(E+12|0)>>2]|0;if((g|0)!=(e|0))f[(E+12|0)>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}b=b+12|0}while((b|0)!=(o|0));d=d+12|0;if((d|0)==(p|0)){w=4;break}}if((w|0)==4){t=f[(E+44|0)>>2]|0;v=t;z=E+44|0;break}else if((w|0)==11)AMb(E+8|0)}while(0);do{b=1;if(b){b=0;if((C|0)==(v|0))i=t;else b=1}if(b)if(1){o=(E+28|0)+4|0;k=v;b:while(1){l=k;m=f[(l+28|0)>>2]|0;h=f[m+-8>>2]|0;j=f[m+-4>>2]|0;d=f[C>>2]|0;c:do if(!d){y=C;w=45}else{b=C;d:while(1){g=d;while(1){d=f[g+16>>2]|0;e=f[g+20>>2]|0;if((d|0)==(h|0)?(e|0)>(j|0):(d|0)>(h|0))break;if(!((d|0)==(h|0)?(e|0)<(j|0):(d|0)<(h|0)))break d;d=f[g+4>>2]|0;if(!d){y=b;w=45;break c}else g=d}d=f[g>>2]|0;if(!d){y=g;w=45;break c}else b=g}d=f[g>>2]|0;e:do if(!d)c=g;else{c=g;while(1){e=d;while(1){x=f[e+16>>2]|0;if(!((x|0)==(h|0)?(f[e+20>>2]|0)<(j|0):(x|0)<(h|0)))break;d=f[e+4>>2]|0;if(!d)break e;else e=d}d=f[e>>2]|0;if(!d){c=e;break}else c=e}}while(0);e=f[g+4>>2]|0;f:do if(e)while(1){d=e;while(1){x=f[d+16>>2]|0;if((x|0)==(h|0)?(f[d+20>>2]|0)>(j|0):(x|0)>(h|0))break;d=f[d+4>>2]|0;if(!d)break f}e=f[d>>2]|0;if(!e){b=d;break}else b=d}while(0);x=b}while(0);if((w|0)==45){w=0;x=y;c=x}t=c;v=x;f[E+464>>2]=z;f[E+488>>2]=c;f[E+544>>2]=k;f[E+576>>2]=l;f[E+584>>2]=m;f[E+672>>2]=t;f[E+680>>2]=v;f[E+896>>2]=o;f[E+1456>>2]=A;f[E+1496>>2]=B;f[E+1536>>2]=C;f[E+1576>>2]=w;f[E+1600>>2]=0;f[E+1604>>2]=0;$rb(E);k=f[E+544>>2]|0;w=f[E+1576>>2]|0;G=f[E+1600>>2]|0;D=f[E+1604>>2]|0;H=+n[E+1604>>2];f[E+1600>>2]=0;f[E+1604>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b}}if((w|0)==55)AMb(E+28|0);else if((w|0)==82)AMb(E+8|0);else if((w|0)==123){i=f[(E+44|0)>>2]|0;break}}}while(0);f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+8>>2]=0;if((i|0)==(C|0)){C=f[C>>2]|0;Eqb(E+44|0,C);u=E;return}d=0;b=0;j=0;while(1){c=i+24|0;if((d|0)==(b|0))H7a(a,c);else{f[d>>2]=0;g=d+4|0;f[g>>2]=0;f[d+8>>2]=0;e=i+28|0;b=(f[e>>2]|0)-(f[c>>2]|0)|0;if(b>>3|0){if(b>>3>>>0>536870911){w=130;break}h=pOb(b)|0;f[g>>2]=h;f[d>>2]=h;f[d+8>>2]=h+(b>>3<<3);c=f[c>>2]|0;b=(f[e>>2]|0)-c|0;if((b|0)>0){bQb(h|0,c|0,b|0)|0;f[g>>2]=h+(b>>>3<<3)}}f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+12}b=f[i+4>>2]|0;if(!b){c=i+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(i|0))do{B=f[c>>2]|0;c=B+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(B|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((b|0)==(C|0)){w=126;break}j=f[(a+4|0)>>2]|0;i=b;d=j;b=f[(a+8|0)>>2]|0}if((w|0)==126){C=f[C>>2]|0;Eqb(E+44|0,C);u=E;return}else if((w|0)==130)AMb(j)}function Dqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;i=m;j=(f[b>>2]|0)-i|0;b=m+(j>>3<<3)|0;o=f[c>>2]|0;g=f[d>>2]|0;q=g-o|0;k=q>>3;d=o;o=g;if((q|0)<=0){q=b;return q|0}p=a+8|0;h=f[p>>2]|0;q=a+4|0;n=f[q>>2]|0;e=n;if((k|0)<=(h-e>>3|0)){i=e-b|0;e=i>>3;if((k|0)>(e|0)){h=d+(e<<3)|0;g=h;if((h|0)==(o|0))e=n;else{e=n;do{p=h;a=f[p+4>>2]|0;f[e>>2]=f[p>>2];f[e+4>>2]=a;h=h+8|0;e=(f[q>>2]|0)+8|0;f[q>>2]=e}while((h|0)!=(o|0))}if((i|0)<=0){q=b;return q|0}}else e=n;j=e-(b+(k<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<n>>>0){i=e;do{o=h;p=f[o+4>>2]|0;a=i;f[a>>2]=f[o>>2];f[a+4>>2]=p;h=h+8|0;i=(f[q>>2]|0)+8|0;f[q>>2]=i}while(h>>>0<n>>>0)}if(k){cQb(e+(0-k<<3)|0,b|0,j|0)|0;d=f[c>>2]|0}if((d|0)==(g|0)){q=b;return q|0}else e=b;while(1){c=d;a=f[c+4>>2]|0;q=e;f[q>>2]=f[c>>2];f[q+4>>2]=a;d=d+8|0;if((d|0)==(g|0))break;else e=e+8|0}return b|0}e=(e-i>>3)+k|0;if(e>>>0>536870911)AMb(a);k=h-i|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;k=b;e=j>>3;do if(!g)l=0;else if(g>>>0>536870911)vd();else{l=pOb(g<<3)|0;break}while(0);j=l+(e<<3)|0;e=j;i=l+(g<<3)|0;if((o|0)==(d|0)){d=e;g=m}else{g=j;do{m=d;n=f[m+4>>2]|0;c=g;f[c>>2]=f[m>>2];f[c+4>>2]=n;g=e+8|0;e=g;d=d+8|0}while((d|0)!=(o|0));d=e;g=f[a>>2]|0}e=k-g|0;h=j+(0-(e>>3)<<3)|0;if((e|0)>0)bQb(h|0,g|0,e|0)|0;e=(f[q>>2]|0)-k|0;if((e|0)>0){bQb(d|0,b|0,e|0)|0;d=d+(e>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[q>>2]=d;f[p>>2]=i;if(!b){q=j;return q|0}sOb(b);q=j;return q|0}function Eqb(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;Eqb(a,f[b>>2]|0);Eqb(a,f[b+4>>2]|0);c=f[b+24>>2]|0;if(c|0){d=b+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-8-c|0)>>>3)<<3);sOb(c)}sOb(b);return}function Fqb(a){a=a|0;var c=0,d=0,e=0;c=a+48|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.20000000298023224;e=a+64|0;b[e>>0]=b[e>>0]|1;return}function Gqb(a){a=a|0;return (f[a+24>>2]|0)==(f[a+28>>2]|0)|0}function Hqb(a,b){a=a|0;b=b|0;a=a+36|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Iqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(c|0){e=a+64|0;if(!d)return;Jqb(a+24|0,d,d+((c<<1)*12|0)|0);b[e>>0]=b[e>>0]|1;return}j=a+24|0;k=f[j>>2]|0;l=a+28|0;e=f[l>>2]|0;g=k;if((e|0)==(k|0))c=e;else{c=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}i=a+32|0;e=c-g|0;d=(e|0)/12|0;if((((f[i>>2]|0)-g|0)/12|0)>>>0>d>>>0){do if(!e)h=0;else if(d>>>0>357913941)vd();else{h=pOb(e)|0;break}while(0);e=h+(d*12|0)|0;d=e;if((c|0)==(k|0))e=d;else do{h=e;e=e+-12|0;g=c;c=c+-12|0;f[e>>2]=f[c>>2];f[h+-8>>2]=f[g+-8>>2];f[h+-4>>2]=f[g+-4>>2]}while((c|0)!=(k|0));f[j>>2]=e;f[l>>2]=d;f[i>>2]=d;if(k|0)sOb(k)}f[a+8>>2]=0;l=a+12|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)iOb(e);f[a+16>>2]=0;a=a+20|0;e=f[a>>2]|0;f[a>>2]=0;if(!e)return;iOb(e);return}function Jqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=(c-b|0)/12|0;k=a+8|0;d=f[k>>2]|0;i=f[a>>2]|0;e=i;if(j>>>0>((d-i|0)/12|0)>>>0){h=i;if(i){d=a+4|0;g=f[d>>2]|0;if((g|0)!=(e|0))f[d>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(h);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(j>>>0>357913941)AMb(a);i=(d|0)/12|0;e=i<<1;e=i>>>0<178956970?(e>>>0<j>>>0?j:e):357913941;if(e>>>0>357913941)AMb(a);d=pOb(e*12|0)|0;g=a+4|0;f[g>>2]=d;f[a>>2]=d;f[k>>2]=d+(e*12|0);if((b|0)==(c|0))return;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];b=b+12|0;d=d+12|0}while((b|0)!=(c|0));f[g>>2]=d;return}else{a=a+4|0;k=f[a>>2]|0;d=(k-i|0)/12|0;h=j>>>0>d>>>0;d=b+(d*12|0)|0;g=h?d:c;i=k;if((g|0)==(b|0))b=e;else{do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];b=b+12|0;e=e+12|0}while((b|0)!=(g|0));b=e}if(!h){if((b|0)==(i|0))return;f[a>>2]=i+(~(((i+-12-b|0)>>>0)/12|0)*12|0);return}if((g|0)==(c|0))return;b=f[a>>2]|0;do{f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];d=d+12|0;b=b+12|0}while((d|0)!=(c|0));f[a>>2]=b;return}}function Kqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;b=g+24|0;e=g;if(f[a>>2]|0){u=g;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,240471,240505,e,1);h=f[b>>2]|0;c=b+4|0;i=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[a>>2]=h;h=a+4|0;b=f[h>>2]|0;f[h>>2]=i;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);i=Jvb(f[a>>2]|0,240539)|0;f[a+52>>2]=i;i=Kvb(f[a>>2]|0,240548)|0;f[a+56>>2]=i;i=Kvb(f[a>>2]|0,240573)|0;f[a+60>>2]=i;u=g;return}function Lqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0;v=u;u=u+16|0;q=v;r=a+48|0;if(+n[r>>2]<=0.0){u=v;return}s=a+24|0;t=a+28|0;if(((f[t>>2]|0)-(f[s>>2]|0)|0)>>>0>65536)if(fvb()|0){Mqb(a);p=5125}else e=5;else e=5;if((e|0)==5){Nqb(a);p=5123}e=a+8|0;if(!(f[e>>2]|0)){u=v;return}Kqb(a);o=f[64754]|0;Yvb(258928,f[f[e>>2]>>2]|0)|0;k=f[64755]|0;Zvb(258928,f[f[a+16>>2]>>2]|0)|0;l=f[64756]|0;bwb(258928,f[f[a>>2]>>2]|0)|0;m=b[259206]|0;Hwb(258928,d)|0;e=b[259052]|0;kwb(258928,0)|0;d=b[259204]|0;g=f[64773]|0;h=f[64775]|0;i=f[64774]|0;j=f[64776]|0;if(+n[r>>2]<1.0){pwb(258928,1,771)|0;Fwb(258928,1)|0}nf(f[a+56>>2]|0,1,0,c|0);c=f[a+60>>2]|0;w=+n[r>>2];y=w*+n[a+40>>2];x=w*+n[a+44>>2];n[q>>2]=+n[a+36>>2]*w;n[q+4>>2]=y;n[q+8>>2]=x;n[q+12>>2]=w;lf(c|0,1,q|0);r=a+52|0;sf(f[r>>2]|0,3,5126,0,0,0);r=f[r>>2]|0;re(r|0);oe(1,(f[t>>2]|0)-(f[s>>2]|0)|0,p|0,0);ke(r|0);owb(258928,g,h,i,j)|0;Fwb(258928,d<<24>>24!=0)|0;kwb(258928,e<<24>>24!=0)|0;Hwb(258928,m<<24>>24!=0)|0;bwb(258928,l)|0;Zvb(258928,k)|0;Yvb(258928,o)|0;u=v;return}function Mqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;o=u;u=u+16|0;j=o;n=a+64|0;if(!(b[n>>0]&1)){u=o;return}g=a+24|0;e=f[g>>2]|0;i=a+28|0;h=f[i>>2]|0;c=h;d=e;if((e|0)==(h|0)){u=o;return}k=c-d|0;m=k>>>0>1073741823?-1:k<<2;l=qOb(m)|0;m=qOb(m)|0;if(k){d=l;c=e;while(1){f[d>>2]=f[c>>2];r=c+4|0;f[d+4>>2]=f[r>>2];e=c+8|0;f[d+8>>2]=f[e>>2];q=c+12|0;f[d+12>>2]=f[q>>2];f[d+16>>2]=f[r>>2];f[d+20>>2]=f[e>>2];f[d+24>>2]=f[c>>2];p=c+16|0;f[d+28>>2]=f[p>>2];f[d+32>>2]=f[e>>2];f[d+36>>2]=f[q>>2];f[d+40>>2]=f[p>>2];f[d+44>>2]=f[e>>2];f[d+48>>2]=f[c>>2];f[d+52>>2]=f[r>>2];e=c+20|0;f[d+56>>2]=f[e>>2];f[d+60>>2]=f[q>>2];f[d+64>>2]=f[r>>2];f[d+68>>2]=f[e>>2];f[d+72>>2]=f[c>>2];f[d+76>>2]=f[p>>2];f[d+80>>2]=f[e>>2];f[d+84>>2]=f[q>>2];f[d+88>>2]=f[p>>2];f[d+92>>2]=f[e>>2];c=c+24|0;if((c|0)==(h|0))break;else d=d+96|0}d=f[g>>2]|0;c=f[i>>2]|0}g=((c-d|0)/12|0)>>>1;if(g|0){c=0;d=0;e=m;while(1){f[e>>2]=d;s=d|1;f[e+4>>2]=s;f[e+8>>2]=s;i=d|5;f[e+12>>2]=i;f[e+16>>2]=i;q=d|4;f[e+20>>2]=q;f[e+24>>2]=q;f[e+28>>2]=d;t=d|2;f[e+32>>2]=t;h=d|3;f[e+36>>2]=h;f[e+40>>2]=h;p=d|7;f[e+44>>2]=p;f[e+48>>2]=p;r=d|6;f[e+52>>2]=r;f[e+56>>2]=r;f[e+60>>2]=t;f[e+64>>2]=d;f[e+68>>2]=t;f[e+72>>2]=s;f[e+76>>2]=h;f[e+80>>2]=i;f[e+84>>2]=p;f[e+88>>2]=q;f[e+92>>2]=r;c=c+1|0;if((c|0)==(g|0))break;else{d=d+8|0;e=e+96|0}}}g=a+8|0;if(!(f[g>>2]|0)){iub(j,34962);t=f[j>>2]|0;c=j+4|0;s=f[c>>2]|0;f[j>>2]=0;f[c>>2]=0;f[g>>2]=t;t=a+12|0;d=f[t>>2]|0;f[t>>2]=s;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}}e=a+16|0;if(!(f[e>>2]|0)){iub(j,34963);t=f[j>>2]|0;d=j+4|0;s=f[d>>2]|0;f[j>>2]=0;f[d>>2]=0;f[e>>2]=t;t=a+20|0;c=f[t>>2]|0;f[t>>2]=s;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}}t=k<<2;nub(f[g>>2]|0,t,l,35048);nub(f[e>>2]|0,t,m,35048);b[n>>0]=b[n>>0]&-2;tOb(m);tOb(l);u=o;return}function Nqb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;p=u;u=u+16|0;k=p;o=a+64|0;if(!(b[o>>0]&1)){u=p;return}h=a+24|0;g=f[h>>2]|0;j=a+28|0;i=f[j>>2]|0;c=i;e=g;if((g|0)==(i|0)){u=p;return}l=c-e|0;m=qOb(l>>>0>1073741823?-1:l<<2)|0;n=qOb(l>>>0>2147483647?-1:l<<1)|0;if(l){e=m;c=g;while(1){f[e>>2]=f[c>>2];s=c+4|0;f[e+4>>2]=f[s>>2];g=c+8|0;f[e+8>>2]=f[g>>2];r=c+12|0;f[e+12>>2]=f[r>>2];f[e+16>>2]=f[s>>2];f[e+20>>2]=f[g>>2];f[e+24>>2]=f[c>>2];q=c+16|0;f[e+28>>2]=f[q>>2];f[e+32>>2]=f[g>>2];f[e+36>>2]=f[r>>2];f[e+40>>2]=f[q>>2];f[e+44>>2]=f[g>>2];f[e+48>>2]=f[c>>2];f[e+52>>2]=f[s>>2];g=c+20|0;f[e+56>>2]=f[g>>2];f[e+60>>2]=f[r>>2];f[e+64>>2]=f[s>>2];f[e+68>>2]=f[g>>2];f[e+72>>2]=f[c>>2];f[e+76>>2]=f[q>>2];f[e+80>>2]=f[g>>2];f[e+84>>2]=f[r>>2];f[e+88>>2]=f[q>>2];f[e+92>>2]=f[g>>2];c=c+24|0;if((c|0)==(i|0))break;else e=e+96|0}e=f[h>>2]|0;c=f[j>>2]|0}h=((c-e|0)/12|0)>>>1;if(h|0){c=0;e=0;g=n;while(1){i=e&65535;d[g>>1]=e;v=i+1&65535;d[g+2>>1]=v;d[g+4>>1]=v;j=i+5&65535;d[g+6>>1]=j;d[g+8>>1]=j;r=i+4&65535;d[g+10>>1]=r;d[g+12>>1]=r;d[g+14>>1]=e;w=i+2&65535;d[g+16>>1]=w;t=i+3&65535;d[g+18>>1]=t;d[g+20>>1]=t;q=i+7&65535;d[g+22>>1]=q;d[g+24>>1]=q;s=i+6&65535;d[g+26>>1]=s;d[g+28>>1]=s;d[g+30>>1]=w;d[g+32>>1]=e;d[g+34>>1]=w;d[g+36>>1]=v;d[g+38>>1]=t;d[g+40>>1]=j;d[g+42>>1]=q;d[g+44>>1]=r;d[g+46>>1]=s;c=c+1|0;if((c|0)==(h|0))break;else{e=i+8&65535;g=g+48|0}}}h=a+8|0;if(!(f[h>>2]|0)){iub(k,34962);w=f[k>>2]|0;c=k+4|0;v=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[h>>2]=w;w=a+12|0;e=f[w>>2]|0;f[w>>2]=v;if(e|0){iOb(e);c=f[c>>2]|0;if(c|0)iOb(c)}}g=a+16|0;if(!(f[g>>2]|0)){iub(k,34963);w=f[k>>2]|0;e=k+4|0;v=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[g>>2]=w;w=a+20|0;c=f[w>>2]|0;f[w>>2]=v;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}}nub(f[h>>2]|0,l<<2,m,35048);nub(f[g>>2]|0,l<<1,n,35048);b[o>>0]=b[o>>0]&-2;tOb(n);tOb(m);u=p;return}function Oqb(a){a=a|0;var c=0,d=0;c=pOb(224)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42116;d=c+12|0;f[c+212>>2]=0;f[c+216>>2]=0;b[c+220>>0]=0;dQb(d|0,-1,200)|0;f[a>>2]=d;f[a+4>>2]=c;return}function Pqb(a){a=a|0;var b=0;f[a>>2]=42116;b=f[a+216>>2]|0;if(b|0)iOb(b);aOb(a);return}function Qqb(a){a=a|0;var b=0;f[a>>2]=42116;b=f[a+216>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function Rqb(a){a=a|0;a=f[a+216>>2]|0;if(!a)return;iOb(a);return}function Sqb(a){a=a|0;sOb(a);return}function Tqb(a,c,d){a=a|0;c=+c;d=d|0;p[a>>3]=c;f[a+8>>2]=d;b[a+12>>0]=0;return}function Uqb(a,c,d){a=a|0;c=+c;d=d|0;p[a>>3]=c;f[a+8>>2]=d;b[a+12>>0]=1;return}function Vqb(a,b){a=a|0;b=b|0;return +p[a>>3]<+p[b>>3]|0}function Wqb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;d=+W(+c);p[a+400>>3]=d;Xqb(a,d-b,d-c);return}function Xqb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;if(c==0.0)if(b<2.2250738585072014e-308){b=2.2250738585072014e-308;c=2.2250738585072014e-308}else c=2.2250738585072014e-308;d=+U(+((+V(+b)-+V(+c))/31.0));p[a+16>>3]=c;c=d*(d*(d*c));p[a+40>>3]=c;c=d*c;p[a+64>>3]=c;c=d*c;p[a+88>>3]=c;c=d*c;p[a+112>>3]=c;c=d*c;p[a+136>>3]=c;c=d*c;p[a+160>>3]=c;c=d*c;p[a+184>>3]=c;c=d*c;p[a+208>>3]=c;c=d*c;p[a+232>>3]=c;c=d*c;p[a+256>>3]=c;c=d*c;p[a+280>>3]=c;c=d*c;p[a+304>>3]=c;c=d*c;p[a+328>>3]=c;p[a+352>>3]=d*c;p[a+376>>3]=b;return}function Yqb(a){a=a|0;return (f[a>>2]|0)==0|0}function Zqb(a){a=a|0;_qb(a);return}function _qb(a){a=a|0;var b=0,c=0,d=0;b=f[a+24>>2]|0;c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+48>>2]|0;c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+72>>2]|0;c=a+76|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+96>>2]|0;c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+120>>2]|0;c=a+124|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+144>>2]|0;c=a+148|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+168>>2]|0;c=a+172|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+192>>2]|0;c=a+196|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+216>>2]|0;c=a+220|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+240>>2]|0;c=a+244|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+264>>2]|0;c=a+268|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+288>>2]|0;c=a+292|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+312>>2]|0;c=a+316|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+336>>2]|0;c=a+340|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+360>>2]|0;c=a+364|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+384>>2]|0;c=a+388|0;d=f[c>>2]|0;if((d|0)==(b|0)){d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}function $qb(a,b){a=a|0;b=b|0;arb(a,b);return}function arb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;f[c>>2]=(f[c>>2]|0)+-1;t=c+4|0;d=f[t>>2]|0;a:do if(d|0){g=f[c+16+(d*24|0)+8>>2]|0;e=f[c+16+(d*24|0)+12>>2]|0;if((g|0)==(e|0)){do{d=d+-1|0;f[t>>2]=d;if(!d)break a;g=f[c+16+(d*24|0)+8>>2]|0;e=f[c+16+(d*24|0)+12>>2]|0}while((g|0)==(e|0));h=e-g|0;r=h>>4;if((h|0)>16){s=(r+-2|0)/2|0;if((h|0)>=32){q=s;while(1){l=g+(q<<4)|0;d=q<<4;if((s|0)>=(d>>4|0)){d=d>>3|1;e=g+(d<<4)|0;i=e;h=d+1|0;if((h|0)<(r|0)){j=e+16|0;if(+p[e>>3]<+p[j>>3]){d=h;e=j}else e=i}else e=i;o=+p[l>>3];if(!(+p[e>>3]<o)){n=g+(q<<4)+8|0;m=f[n>>2]|0;n=f[n+4>>2]|0;while(1){k=l;l=e;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];b[k+12>>0]=b[l+12>>0]|0;if((s|0)<(d|0))break;d=d<<1|1;i=g+(d<<4)|0;h=i;j=d+1|0;if((j|0)<(r|0)){k=i+16|0;if(+p[i>>3]<+p[k>>3]){d=j;h=k}}if(+p[h>>3]<o)break;else e=h}l=e;p[l>>3]=o;l=l+8|0;f[l>>2]=m;b[l+4>>0]=n}}if((q|0)>0)q=q+-1|0;else break}g=f[t>>2]|0;d=g;e=f[c+16+(g*24|0)+12>>2]|0;g=f[c+16+(g*24|0)+8>>2]|0}}}s=c+16+(d*24|0)+12|0;i=e-g|0;d=i>>4;if((i|0)>16){r=e+-16|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[g>>2]=f[r>>2];f[g+4>>2]=f[r+4>>2];f[g+8>>2]=f[r+8>>2];b[g+12>>0]=b[r+12>>0]|0;f[r>>2]=f[v>>2];f[r+4>>2]=f[v+4>>2];f[r+8>>2]=f[v+8>>2];b[r+12>>0]=b[v+12>>0]|0;r=d+-1|0;if((d|0)!=2){q=(d+-3|0)/2|0;d=g+16|0;h=d;if((i|0)>48){e=g+32|0;if(+p[d>>3]<+p[e>>3])d=2;else{d=1;e=h}}else{d=1;e=h}o=+p[g>>3];if(!(+p[e>>3]<o)){n=g+8|0;m=f[n>>2]|0;n=f[n+4>>2]|0;l=g;while(1){v=l;l=e;f[v>>2]=f[l>>2];f[v+4>>2]=f[l+4>>2];f[v+8>>2]=f[l+8>>2];b[v+12>>0]=b[l+12>>0]|0;if((q|0)<(d|0))break;d=d<<1|1;i=g+(d<<4)|0;h=i;j=d+1|0;if((j|0)<(r|0)){k=i+16|0;if(+p[i>>3]<+p[k>>3]){d=j;h=k}}if(+p[h>>3]<o)break;else e=h}v=e;p[v>>3]=o;v=v+8|0;f[v>>2]=m;b[v+4>>0]=n}}}v=(f[s>>2]|0)+-16|0;f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];f[s>>2]=v;u=w;return}while(0);h=c+8|0;t=f[h>>2]|0;i=f[c+24>>2]|0;d=i+(t<<4)|0;f[v>>2]=f[d>>2];f[v+4>>2]=f[d+4>>2];f[v+8>>2]=f[d+8>>2];f[v+12>>2]=f[d+12>>2];t=t+1|0;f[h>>2]=t;d=c+28|0;c=f[d>>2]|0;e=i;g=c;if((t|0)==(c-e>>4|0)){f[h>>2]=0;if((i|0)!=(g|0))f[d>>2]=g+(~((g+-16-e|0)>>>4)<<4)};f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];u=w;return}function brb(a,b){a=a|0;b=b|0;return +(+p[a+400>>3]-+p[b>>3])}function crb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=42144;lSa(f[a+8>>2]|0);b=f[a+472>>2]|0;if(b|0){c=a+476|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}Mjb(a+80|0);return}function drb(a){a=a|0;yf()}function erb(){f[64725]=0;f[64726]=0;f[64727]=0;return}function frb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0;f[a>>2]=42144;b[a+4>>0]=b[c>>0]|0;j=a+8|0;f[j>>2]=d;c=a+12|0;f[c>>2]=e;i=a+16|0;f[i>>2]=0;d=a+20|0;f[d>>2]=0;h=a+24|0;f[h>>2]=0;f[a+28>>2]=g;b[a+57>>0]=0;b[a+58>>0]=0;f[a+64>>2]=0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+88>>2]=0;f[a+92>>2]=0;f[a+96>>2]=0;f[a+112>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;f[a+144>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0;f[a+168>>2]=0;f[a+184>>2]=0;f[a+188>>2]=0;f[a+192>>2]=0;f[a+208>>2]=0;f[a+212>>2]=0;f[a+216>>2]=0;f[a+232>>2]=0;f[a+236>>2]=0;f[a+240>>2]=0;f[a+256>>2]=0;f[a+260>>2]=0;f[a+264>>2]=0;f[a+280>>2]=0;f[a+284>>2]=0;f[a+288>>2]=0;f[a+304>>2]=0;f[a+308>>2]=0;f[a+312>>2]=0;f[a+328>>2]=0;f[a+332>>2]=0;f[a+336>>2]=0;f[a+352>>2]=0;f[a+356>>2]=0;f[a+360>>2]=0;f[a+376>>2]=0;f[a+380>>2]=0;f[a+384>>2]=0;f[a+400>>2]=0;f[a+404>>2]=0;f[a+408>>2]=0;f[a+424>>2]=0;f[a+428>>2]=0;f[a+432>>2]=0;f[a+448>>2]=0;f[a+452>>2]=0;f[a+456>>2]=0;p[a+80>>3]=2.2250738585072014e-308;p[a+104>>3]=8.938889586303288e-249;p[a+128>>3]=6.5957363400673356e-229;p[a+152>>3]=4.8667944097154903e-209;p[a+176>>3]=3.5910604374152623e-189;p[a+200>>3]=2.6497349136888998e-169;p[a+224>>3]=1.9551592726396706e-149;p[a+248>>3]=1.4426529090289578e-129;p[a+272>>3]=1.0644899600019857e-109;p[a+296>>3]=7.85454954447594e-90;p[a+320>>3]=5.795634610448756e-70;p[a+344>>3]=4.2764235361472415e-50;p[a+368>>3]=3.1554436208838314e-30;p[a+392>>3]=2.3283064365385257e-10;p[a+416>>3]=17179869183.998657;p[a+440>>3]=1797693134862315708145274.0e284;g=a+472|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;b[g+16>>0]=0;kSa(f[j>>2]|0);c=f[c>>2]|0;if(!c){j=a+32|0;f[j>>2]=0;j=a+40|0;p[j>>3]=-1.0;return}o=+p[e+32>>3]-+p[c+56>>3];m=+p[e+40>>3]-+p[c+64>>3];l=+p[e+48>>3]-+p[c+72>>3];k=+L(+(o*o+(m*m+l*l)));n[i>>2]=o/k;n[d>>2]=m/k;n[h>>2]=l/k;j=a+32|0;f[j>>2]=0;j=a+40|0;p[j>>3]=-1.0;return}function grb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;h=n+20|0;g=n+16|0;e=n+12|0;i=n+8|0;k=n+4|0;l=n;m=aSa(f[a+8>>2]|0)|0;if(!(b[a+4>>0]|0)){b[a+56>>0]=0;c=0}else{d=(f[m+12>>2]|0)!=0;j=a+56|0;c=d&1;b[j>>0]=c;if(d){c=f[64725]|0;o=f[64726]|0;d=o+(~((o+-4-c|0)>>>2)<<2)|0;if((o|0)!=(c|0)){f[64726]=d;c=d}f[i>>2]=c;f[k>>2]=f[m+8>>2];f[l>>2]=0;f[e>>2]=f[i>>2];f[g>>2]=f[k>>2];f[h>>2]=f[l>>2];hrb(258900,e,g,h)|0;irb(f[64725]|0,f[64726]|0);f[a+60>>2]=f[64725];c=b[j>>0]|0}}f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(c<<24>>24)){krb(a);u=n;return}else{jrb(a,0);u=n;return}}function hrb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=f[a>>2]|0;j=n;k=(f[b>>2]|0)-j|0;b=n+(k>>2<<2)|0;n=f[c>>2]|0;q=f[d>>2]|0;i=q;g=n;if((n|0)==(q|0)){r=b;return r|0}h=0;d=n;while(1){l=h+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else h=l}if((h|0)<=-1){r=b;return r|0}p=a+8|0;e=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((h|0)<(e-d>>2|0)){e=d-b|0;d=e>>2;if((h|0)<(d|0)){g=i;d=o}else{h=(e|0)>0;if(h)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{e=g;d=o;do{f[d>>2]=f[e+8>>2];e=f[e>>2]|0;d=(f[r>>2]|0)+4|0;f[r>>2]=d}while((q|0)!=(e|0))}if(!h){r=b;return r|0}}i=d-(b+(l<<2))|0;j=i>>2;e=b+(j<<2)|0;if(e>>>0<o>>>0){h=d;do{f[h>>2]=f[e>>2];e=e+4|0;h=(f[r>>2]|0)+4|0;f[r>>2]=h}while(e>>>0<o>>>0)}if(j|0)cQb(d+(0-j<<2)|0,b|0,i|0)|0;d=f[c>>2]|0;if((g|0)==(d|0)){r=b;return r|0}else e=b;while(1){f[e>>2]=f[d+8>>2];d=f[d>>2]|0;if((g|0)==(d|0))break;else e=e+4|0}return b|0}d=(d-j>>2)+l|0;if(d>>>0>1073741823)AMb(a);l=e-j|0;e=l>>1;e=l>>2>>>0<536870911?(e>>>0<d>>>0?d:e):1073741823;l=b;d=k>>2;do if(!e)m=0;else if(e>>>0>1073741823)vd();else{m=pOb(e<<2)|0;break}while(0);k=m+(d<<2)|0;j=m+(e<<2)|0;g=k;d=k;h=n;e=n;while(1){f[g>>2]=f[e+8>>2];i=d+4|0;d=i;e=f[h>>2]|0;if((q|0)==(e|0))break;else{g=i;h=e}}g=f[a>>2]|0;e=l-g|0;h=k+(0-(e>>2)<<2)|0;if((e|0)>0)bQb(h|0,g|0,e|0)|0;e=(f[r>>2]|0)-l|0;if((e|0)>0){bQb(i|0,b|0,e|0)|0;d=i+(e>>>2<<2)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=d;f[p>>2]=j;if(!b){r=k;return r|0}sOb(b);r=k;return r|0}function irb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0.0;a:while(1){p=b;r=b+-4|0;q=b+-8|0;while(1){b:while(1){o=a;c=p-o|0;d=c>>2;switch(d|0){case 2:{s=5;break a}case 3:{s=9;break a}case 4:{s=10;break a}case 5:{s=11;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<124){s=13;break a}l=a+(((d|0)/2|0)<<2)|0;if((c|0)>3996){c=(d|0)/4|0;c=Jrb(a,a+(c<<2)|0,l,l+(c<<2)|0,r)|0}else c=Hrb(a,l,r)|0;j=f[a>>2]|0;d=f[l>>2]|0;m=+n[j+144>>2];m=!(m<=4.827976454180316e-07)?m:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;if(m<g){d=r;break}if(!(m>g)){t=+n[j+148>>2];e=+n[d+148>>2];if((!(t>=.9999995231628418)?t:1.0)<(!(e>=.9999995231628418)?e:1.0)){d=r;break}}if((a|0)!=(q|0)){i=d+148|0;d=q;do{h=f[d>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(e<g){s=59;break b}if(!(e>g)){e=+n[h+148>>2];t=+n[i>>2];if((!(e>=.9999995231628418)?e:1.0)<(!(t>=.9999995231628418)?t:1.0)){s=59;break b}}d=d+-4|0}while((a|0)!=(d|0))}c=a+4|0;d=f[r>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;i=d;do if(!(m<e)){if(!(m>e)){g=+n[j+148>>2];t=+n[d+148>>2];if((!(g>=.9999995231628418)?g:1.0)<(!(t>=.9999995231628418)?t:1.0))break}if((c|0)==(r|0)){s=84;break a}h=j+148|0;while(1){d=f[c>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(m<e)break;if(!(m>e)){g=+n[h>>2];t=+n[d+148>>2];if((!(g>=.9999995231628418)?g:1.0)<(!(t>=.9999995231628418)?t:1.0))break}c=c+4|0;if((c|0)==(r|0)){s=84;break a}}f[c>>2]=i;f[r>>2]=d;c=c+4|0}while(0);if((c|0)==(r|0)){s=84;break a}else d=r;while(1){j=f[a>>2]|0;h=f[c>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;c:do if(!(g<e)){i=j+148|0;do{if(!(g>e)){m=+n[i>>2];t=+n[h+148>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))break c}c=c+4|0;h=f[c>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0}while(!(g<e))}while(0);i=j+148|0;while(1){d=d+-4|0;h=f[d>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(g<e)continue;if(g>e)break;m=+n[i>>2];t=+n[h+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}if(c>>>0>=d>>>0){a=c;continue b}o=f[c>>2]|0;f[c>>2]=h;f[d>>2]=o;c=c+4|0}}if((s|0)==59){s=0;f[a>>2]=h;f[d>>2]=j;c=c+1|0}h=a+4|0;d:do if(h>>>0<d>>>0)while(1){k=f[l>>2]|0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;k=k+148|0;while(1){i=f[h>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(!(e<g)){if(e>g)break;m=+n[i+148>>2];t=+n[k>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}h=h+4|0}d=d+-4|0;j=f[d>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;e:do if(!(e<g))do{if(!(e>g)){m=+n[j+148>>2];t=+n[k>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))break e}d=d+-4|0;j=f[d>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0}while(!(e<g));while(0);if(h>>>0>d>>>0)break d;f[h>>2]=f[d>>2];f[d>>2]=i;l=(l|0)==(h|0)?d:l;h=h+4|0;c=c+1|0}while(0);do if((h|0)!=(l|0)){d=f[l>>2]|0;i=f[h>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[i+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=i;k=d;if(!(e<g)){if(e>g)break;m=+n[d+148>>2];t=+n[i+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}f[h>>2]=k;f[l>>2]=j;c=c+1|0}while(0);if(!c){c=Krb(a,h)|0;d=h+4|0;if(Krb(d,b)|0){s=83;break}if(c){a=d;continue}}l=h;if((l-o|0)>=(p-l|0)){s=82;break}irb(a,h);a=h+4|0}if((s|0)==82){s=0;irb(h+4|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){d=f[r>>2]|0;h=f[a>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[h+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;b=h;c=d;if(!(e<g)){if(e>g)return;m=+n[d+148>>2];t=+n[h+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))return}f[a>>2]=c;f[r>>2]=b;return}else if((s|0)==9){Hrb(a,a+4|0,r)|0;return}else if((s|0)==10){Irb(a,a+4|0,a+8|0,r)|0;return}else if((s|0)==11){Jrb(a,a+4|0,a+8|0,a+12|0,r)|0;return}else if((s|0)==13){d=a+8|0;Hrb(a,a+4|0,d)|0;c=a+12|0;if((c|0)==(b|0))return;while(1){h=f[c>>2]|0;i=f[d>>2]|0;g=+n[h+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;l=h;j=i;if(g<e){h=h+148|0;s=18}else if(!(g>e)){h=h+148|0;m=+n[h>>2];t=+n[i+148>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))s=18}if((s|0)==18){s=0;f[c>>2]=j;f:do if((d|0)!=(a|0))while(1){i=d+-4|0;j=f[i>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;k=j;if(!(g<e)){if(g>e)break f;m=+n[h>>2];t=+n[j+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break f}f[d>>2]=k;if((i|0)==(a|0)){d=i;break}else d=i}while(0);f[d>>2]=l}d=c+4|0;if((d|0)==(b|0))break;else{r=c;c=d;d=r}}return}else if((s|0)==84)return}function jrb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0.0,r=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0;X=u;u=u+48|0;y=X;E=X+40|0;N=a+8|0;O=(AQa(f[N>>2]|0)|0)+112|0;P=+p[O>>3];P=!(P<=4.827976454180316e-07)?P:0.0;O=(n[s>>2]=P,f[s>>2]|0);e=(AQa(f[N>>2]|0)|0)+120|0;Q=+p[e>>3];Q=!(Q>=.9999995231628418)?Q:1.0;e=(n[s>>2]=Q,f[s>>2]|0);x=f[64726]|0;R=a+58|0;z=a+472|0;A=a+476|0;B=a+60|0;S=a+57|0;T=a+484|0;U=a+488|0;V=a+32|0;w=a+60|0;C=a+472|0;D=a+12|0;F=a+28|0;G=y+8|0;H=y+16|0;I=y+24|0;J=a+480|0;K=a+32|0;L=a+40|0;M=a+48|0;while(1){if(b[R>>0]|0)if(!(b[S>>0]|0)){yrb(a);if(f[V>>2]|0){W=52;break}b[S>>0]=1}h=f[z>>2]|0;g=f[A>>2]|0;if((h|0)==(g|0)){g=f[B>>2]|0;if((g|0)!=(x|0)){v=f[g>>2]|0;d=+n[v+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;j=+n[v+148>>2];j=!(j>=.9999995231628418)?j:1.0;r=P-d+(Q-j);v=r+9.999999747378752e-06<0.0?1:r+-9.999999747378752e-06>0.0?2:0;g=(v|0)!=0;if((b[S>>0]|0)==0&(v|0)!=2){if(!(b[R>>0]|0)){if(!(g&c)){f[T>>2]=0;b[R>>0]=1;b[U>>0]=0;W=12}}else W=12;if((W|0)==12){W=0;yrb(a);if(f[V>>2]|0){W=52;break}}b[S>>0]=1}if(g&c){W=52;break}g=f[w>>2]|0;v=g;while(1){h=v+4|0;f[B>>2]=h;if((h|0)==(x|0))break;t=f[h>>2]|0;q=+n[t+144>>2];r=+n[t+148>>2];r=(!(q<=4.827976454180316e-07)?q:0.0)-d+((!(r>=.9999995231628418)?r:1.0)-j);if(!(r+-9.999999747378752e-06>0.0)&!(r+9.999999747378752e-06<0.0))v=h;else break}b[U>>0]=0;if((g|0)!=(h|0))while(1){t=f[g>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,t)|0){h=t+196|0;if(!(f[h>>2]&64)){i=f[(f[t+4>>2]|0)+44>>2]|0;if((f[i+32>>2]|0)!=(0-((f[i+24>>2]|0)+(f[i+28>>2]|0))|0))if(zLa(i+68|0)|0){Vib(y,f[N>>2]|0,f[D>>2]|0,t,0);a:do if(!(f[h>>2]&2)){o=f[F>>2]|0;i=f[o>>2]|0;o=f[o+4>>2]|0;if((i|0)==(o|0))W=32;else{d=+p[y>>3];j=+p[G>>3];q=+p[H>>3];r=+p[I>>3];h=0;do{k=f[i>>2]|0;m=f[i+4>>2]|0;if((k|0)==(m|0))h=(h|0)>0?h:0;else{l=2;do{Z=+p[k+24>>3]+(d*+p[k>>3]+(j*+p[k+8>>3]+q*+p[k+16>>3]));Y=!(Z*Z>=r)?1:Z<0.0?0:2;l=(Y|0)<(l|0)?Y:l;k=k+32|0}while((k|0)!=(m|0));if((l|0)==2)break a;else h=(h|0)<(l|0)?l:h}i=i+12|0}while((i|0)!=(o|0));if((h|0)!=2)W=32}}else W=32;while(0);if((W|0)==32){W=0;d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,y);if(d>=0.0){p[y>>3]=d;f[E>>2]=t;h=f[A>>2]|0;if(h>>>0<(f[J>>2]|0)>>>0){p[h>>3]=d;f[h+8>>2]=t;f[A>>2]=h+16}else lrb(z,y,E);break}}}}}while(0);if((g|0)==(v|0))break;else g=g+4|0}zrb(f[C>>2]|0,f[A>>2]|0);f[T>>2]=3;b[U>>0]=1;h=f[z>>2]|0;g=f[A>>2]|0;W=40}}else W=40;if((W|0)==40){W=0;if((h|0)!=(g|0)){f[K>>2]=f[g+-8>>2];p[L>>3]=+p[g+-16>>3];f[M>>2]=f[T>>2];f[A>>2]=g+-16;if(f[V>>2]|0){W=52;break}}}if((f[w>>2]|0)==(x|0)){W=43;break}}if((W|0)==43){if(!(b[S>>0]|0)){g=f[64726]|0;if((f[64725]|0)==(g|0))g=O;else{e=f[g+-4>>2]|0;d=+n[e+144>>2];g=!(d<=4.827976454180316e-07)?(n[s>>2]=d,f[s>>2]|0):0;d=+n[e+148>>2];e=!(d>=.9999995231628418)?(n[s>>2]=d,f[s>>2]|0):1065353216}d=(f[s>>2]=g,+n[s>>2]);d=P-d+(Q-(f[s>>2]=e,+n[s>>2]));if(!(b[R>>0]|0)){if(!((d+9.999999747378752e-06<0.0|d+-9.999999747378752e-06>0.0)&c)){f[T>>2]=0;b[R>>0]=1;b[U>>0]=0;W=49}}else W=49;if((W|0)==49){yrb(a);if(f[V>>2]|0){u=X;return}}b[S>>0]=1}f[T>>2]=4;u=X;return}else if((W|0)==52){u=X;return}}function krb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0;y=0;z=u;u=u+1792|0;if(!(b[(a+488|0)>>0]|0))if(tSa(f[(a+8|0)>>2]|0)|0){c=(IRa(f[(a+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;a:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break a}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);b:do if(c|0)c:while(1){do{s=f[d+12>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))if(zLa(e+68|0)|0){Vib(z+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);d:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0))y=22;else{g=+p[(z+16|0)>>3];o=+p[((z+16|0)+8|0)>>3];q=+p[((z+16|0)+16|0)>>3];r=+p[((z+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{A=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));x=!(A*A>=r)?1:A<0.0?0:2;k=(x|0)<(k|0)?x:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break d;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)y=22}}else y=22;while(0);if((y|0)==22){y=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,z+16|0);if(g>=0.0){p[(z+16|0)>>3]=g;f[z>>2]=s;e=f[(a+476|0)>>2]|0;if(e>>>0<(f[(a+480|0)>>2]|0)>>>0){p[e>>3]=g;f[e+8>>2]=s;f[(a+476|0)>>2]=e+16}else lrb(a+472|0,z+16|0,z);break}}}}while(0);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break b;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}while(0);mrb(f[a+472>>2]|0,f[(a+476|0)>>2]|0);f[a+484>>2]=3;b[(a+488|0)>>0]=1}c=f[(a+484|0)>>2]|0;if((c|0)==3){c=f[(a+476|0)>>2]|0;if((f[a+472>>2]|0)==(c|0))c=f[a+32>>2]|0;else{y=f[c+-8>>2]|0;f[a+32>>2]=y;p[a+40>>3]=+p[c+-16>>3];f[a+48>>2]=3;f[(a+476|0)>>2]=c+-16;c=y}if(c|0){u=z;return}b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=4;u=z;return}x=f[(a+12|0)>>2]|0?a+16|0:0;e:{d=1;c=c|0;if(d)switch(c|0){case 0:{f[(z+56|0)>>2]=z+80|0;if(!(b[(a+488|0)>>0]|0)){if(!(Rg[f[(f[a>>2]|0)+8>>2]&255](a,a+64|0)|0)){f[(a+484|0)>>2]=4;u=z;return}c=FQa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(z+72|0)>>2]=f[c>>2];f[(z+68|0)>>2]=f[(c+4|0)>>2];f[(z+76|0)>>2]=f[(z+72|0)>>2];f[z>>2]=f[(z+68|0)>>2];b[(z+16|0)>>0]=b[(z+81|0)>>0]|0;d=cDa(z+76|0,z,z+16|0)|0;f[(z+64|0)>>2]=d;f[(z+60|0)>>2]=f[(c+4|0)>>2];f[z>>2]=f[(z+64|0)>>2];f[(z+16|0)>>2]=f[(z+60|0)>>2];dDa(c,z,z+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{nrb(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));c=gSa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(z+72|0)>>2]=f[c>>2];f[(z+68|0)>>2]=f[(c+4|0)>>2];f[(z+76|0)>>2]=f[(z+72|0)>>2];f[z>>2]=f[(z+68|0)>>2];b[(z+16|0)>>0]=b[(z+81|0)>>0]|0;d=aDa(z+76|0,z,z+16|0)|0;f[(z+64|0)>>2]=d;f[(z+60|0)>>2]=f[(c+4|0)>>2];f[z>>2]=f[(z+64|0)>>2];f[(z+16|0)>>2]=f[(z+60|0)>>2];bDa(c,z,z+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{orb(a,f[c>>2]|0,z+56|0);c=c+4|0}while((c|0)!=(d|0));b[(a+488|0)>>0]=1}f:do if(!(Yqb(a+64|0)|0)){g:while(1){$qb(z,a+64|0);switch(b[(z+12|0)>>0]|0){case 0:break g;case 1:{e=f[(z+8|0)>>2]|0;c=f[e+12>>2]|0;d=f[e+16>>2]|0;if((c|0)!=(d|0))do{qrb(a,c);c=c+72|0}while((c|0)!=(d|0));w=f[(a+12|0)>>2]|0?a+16|0:0;c=f[e+24>>2]|0;v=f[e+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;h:do if(0==0?(h[s+200+4>>0]&3|0)==1:0)if(!(f[(s+196|0)>>2]&2))if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0)){if(!(zLa(e+68|0)|0))break;Vib(z+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);i:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0)){y=76;break}g=+p[(z+16|0)>>3];o=+p[((z+16|0)+8|0)>>3];q=+p[((z+16|0)+16|0)>>3];r=+p[((z+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{A=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));B=!(A*A>=r)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break i;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)y=76}else y=76;while(0);do if((y|0)==76){y=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,z+16|0);if(!(g>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break h}while(0);prb(a+64|0,+p[(a+464|0)>>3]-g,s);break h}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(a+64|0)|0)break f}f[a+32>>2]=f[z+8>>2];A=+brb(a+64|0,z);p[a+40>>3]=A;f[a+48>>2]=f[(a+484|0)>>2]}while(0);if(!(f[a+32>>2]|0)){b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=1;y=89;break e}u=z;return}default:d=1}if(d)switch(c|0){case 1:{if(!(b[(a+488|0)>>0]|0))y=89;else y=113;break}case 2:{if(!(b[(a+488|0)>>0]|0))y=148;break}default:{u=z;return}}}f[z+112>>2]=a;f[z+672>>2]=x;f[z+1680>>2]=y;f[z+1704>>2]=0;f[z+1708>>2]=0;asb(z);G=f[z+1704>>2]|0;D=f[z+1708>>2]|0;H=+n[z+1708>>2];f[z+1704>>2]=0;f[z+1708>>2]=0;if((G|0)==5)return}function lrb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>4;d=m+1|0;if(d>>>0>268435455)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>3;d=n>>4>>>0<134217727?(e>>>0<d>>>0?d:e):268435455;do if(!d){h=0;j=0}else if(d>>>0>268435455)vd();else{j=pOb(d<<4)|0;h=j;break}while(0);e=h+(m<<4)|0;p[e>>3]=+p[b>>3];f[h+(m<<4)+8>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+16;f[g>>2]=h+(d<<4);if(!k)return;sOb(k);return}function mrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=wrb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=xrb(a,h)|0;g=h+16|0;if(xrb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}mrb(a,h);a=h+16|0}if((s|0)==82){s=0;mrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){wrb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;wrb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function nrb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;g=u;u=u+48|0;d=g;l=+n[c+4>>2];k=+n[c+8>>2];j=+n[c+12>>2];i=+n[c+16>>2];h=+n[c+20>>2];p[d>>3]=+n[c>>2];p[d+8>>3]=l;p[d+16>>3]=k;p[d+24>>3]=j;p[d+32>>3]=i;p[d+40>>3]=h;if((urb(f[a+28>>2]|0,d)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,d)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(d,c,b[c+48>>0]|0,+n[c+44>>2]);e=f[e>>2]|0;f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[e+12>>2]=f[d+12>>2];f[e+16>>2]=f[d+16>>2];f[e+20>>2]=f[d+20>>2];f[e+52>>2]=f[d+24>>2];f[e+56>>2]=f[d+28>>2];f[e+60>>2]=f[d+32>>2];f[e+64>>2]=f[d+36>>2];f[e+68>>2]=f[d+40>>2];f[e+72>>2]=f[d+44>>2];nrb(a,e);nrb(a,e+52|0)}vrb(a,c);u=g;return}u=g;return}function orb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0;I=u;u=u+48|0;G=I;J=+n[c+4>>2];g=+n[c+8>>2];l=+n[c+12>>2];m=+n[c+16>>2];o=+n[c+20>>2];p[G>>3]=+n[c>>2];p[G+8>>3]=J;p[G+16>>3]=g;p[G+24>>3]=l;p[G+32>>3]=m;p[G+40>>3]=o;F=a+28|0;if((urb(f[F>>2]|0,G)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,G)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(G,c,b[c+48>>0]|0,+n[c+44>>2]);E=f[e>>2]|0;f[E>>2]=f[G>>2];f[E+4>>2]=f[G+4>>2];f[E+8>>2]=f[G+8>>2];f[E+12>>2]=f[G+12>>2];f[E+16>>2]=f[G+16>>2];f[E+20>>2]=f[G+20>>2];f[E+52>>2]=f[G+24>>2];f[E+56>>2]=f[G+28>>2];f[E+60>>2]=f[G+32>>2];f[E+64>>2]=f[G+36>>2];f[E+68>>2]=f[G+40>>2];f[E+72>>2]=f[G+44>>2];orb(a,E,d);orb(a,E+52|0,d)}D=a+12|0;E=f[D>>2]|0?a+16|0:0;d=f[c+24>>2]|0;s=f[c+28>>2]|0;if((d|0)==(s|0)){u=I;return}t=a+8|0;v=G+8|0;w=G+16|0;x=G+24|0;y=(E|0)==0;z=a+64|0;A=a+464|0;B=E+4|0;C=E+8|0;do{r=f[d>>2]|0;q=r+196|0;do if(!(f[q>>2]&2))if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,r)|0)if(!(f[q>>2]&64)){e=f[(f[r+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))if(zLa(e+68|0)|0){Vib(G,f[t>>2]|0,f[D>>2]|0,r,0);a:do if(!(f[q>>2]&2)){k=f[F>>2]|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if((c|0)==(k|0))H=22;else{g=+p[G>>3];l=+p[v>>3];m=+p[w>>3];o=+p[x>>3];e=0;do{h=f[c>>2]|0;j=f[c+4>>2]|0;if((h|0)==(j|0))e=(e|0)>0?e:0;else{i=2;do{J=+p[h+24>>3]+(g*+p[h>>3]+(l*+p[h+8>>3]+m*+p[h+16>>3]));K=!(J*J>=o)?1:J<0.0?0:2;i=(K|0)<(i|0)?K:i;h=h+32|0}while((h|0)!=(j|0));if((i|0)==2)break a;else e=(e|0)<(i|0)?i:e}c=c+12|0}while((c|0)!=(k|0));if((e|0)!=2)H=22}}else H=22;while(0);if((H|0)==22){H=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,G);if(g>=0.0){if(!y)if(f[q>>2]&134217728|0){K=f[r+104>>2]|0;if(+n[E>>2]*+n[K+312>>2]+(+n[B>>2]*+n[K+316>>2]+ +n[C>>2]*+n[K+320>>2])<+n[K+324>>2])break}prb(z,+p[A>>3]-g,r);break}}}}while(0);d=d+4|0}while((d|0)!=(s|0));u=I;return}u=I;return}function prb(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l+8|0;g=l;p[g>>3]=c;f[a>>2]=(f[a>>2]|0)+1;if(+p[a+16>>3]>c)h=0;else if(+p[a+40>>3]>c)h=1;else if(+p[a+64>>3]>c)h=2;else if(+p[a+88>>3]>c)h=3;else if(+p[a+112>>3]>c)h=4;else if(+p[a+136>>3]>c)h=5;else if(+p[a+160>>3]>c)h=6;else if(+p[a+184>>3]>c)h=7;else if(+p[a+208>>3]>c)h=8;else if(+p[a+232>>3]>c)h=9;else if(+p[a+256>>3]>c)h=10;else if(+p[a+280>>3]>c)h=11;else if(+p[a+304>>3]>c)h=12;else if(+p[a+328>>3]>c)h=13;else if(+p[a+352>>3]>c)h=14;else h=15;i=a+16+(h*24|0)+8|0;j=a+16+(h*24|0)+12|0;e=f[j>>2]|0;if(e>>>0<(f[a+16+(h*24|0)+16>>2]|0)>>>0){Tqb(e,c,d);f[j>>2]=(f[j>>2]|0)+16}else trb(i,g,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=l;return}if(!((h|0)!=0&(h|0)==(e|0))){u=l;return}h=f[i>>2]|0;e=f[j>>2]|0;a=e-h|0;if((a|0)<=16){u=l;return}d=((a>>>4)+-2|0)/2|0;g=h+(d<<4)|0;a=e+-16|0;if(!(Vqb(g,a)|0)){u=l;return};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];e=g;while(1){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];b[a+12>>0]=b[e+12>>0]|0;if(!d)break;d=(d+-1|0)/2|0;a=h+(d<<4)|0;if(!(Vqb(a,k)|0))break;else{j=e;e=a;a=j}}f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];b[e+12>>0]=b[k+12>>0]|0;u=l;return}function qrb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;l=q;Xib(l,b);m=f[a+28>>2]|0;e=f[m>>2]|0;m=f[m+4>>2]|0;a:do if((e|0)==(m|0))o=9;else{n=+p[l>>3];c=+p[l+8>>3];j=+p[l+16>>3];k=+p[l+24>>3];d=0;do{g=f[e>>2]|0;i=f[e+4>>2]|0;if((g|0)==(i|0))d=(d|0)>0?d:0;else{h=2;do{s=+p[g+24>>3]+(n*+p[g>>3]+(c*+p[g+8>>3]+j*+p[g+16>>3]));r=!(s*s>=k)?1:s<0.0?0:2;h=(r|0)<(h|0)?r:h;g=g+32|0}while((g|0)!=(i|0));if((h|0)==2)break a;else d=(d|0)<(h|0)?h:d}e=e+12|0}while((e|0)!=(m|0));if((d|0)!=2)o=9}while(0);if((o|0)==9){c=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,l);if(c>=0.0){rrb(a+64|0,+p[a+464>>3]-c,b);u=q;return}}u=q;return}function rrb(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l+8|0;g=l;p[g>>3]=c;f[a>>2]=(f[a>>2]|0)+1;if(+p[a+16>>3]>c)h=0;else if(+p[a+40>>3]>c)h=1;else if(+p[a+64>>3]>c)h=2;else if(+p[a+88>>3]>c)h=3;else if(+p[a+112>>3]>c)h=4;else if(+p[a+136>>3]>c)h=5;else if(+p[a+160>>3]>c)h=6;else if(+p[a+184>>3]>c)h=7;else if(+p[a+208>>3]>c)h=8;else if(+p[a+232>>3]>c)h=9;else if(+p[a+256>>3]>c)h=10;else if(+p[a+280>>3]>c)h=11;else if(+p[a+304>>3]>c)h=12;else if(+p[a+328>>3]>c)h=13;else if(+p[a+352>>3]>c)h=14;else h=15;i=a+16+(h*24|0)+8|0;j=a+16+(h*24|0)+12|0;e=f[j>>2]|0;if(e>>>0<(f[a+16+(h*24|0)+16>>2]|0)>>>0){Uqb(e,c,d);f[j>>2]=(f[j>>2]|0)+16}else srb(i,g,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=l;return}if(!((h|0)!=0&(h|0)==(e|0))){u=l;return}h=f[i>>2]|0;e=f[j>>2]|0;a=e-h|0;if((a|0)<=16){u=l;return}d=((a>>>4)+-2|0)/2|0;g=h+(d<<4)|0;a=e+-16|0;if(!(Vqb(g,a)|0)){u=l;return};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];e=g;while(1){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];b[a+12>>0]=b[e+12>>0]|0;if(!d)break;d=(d+-1|0)/2|0;a=h+(d<<4)|0;if(!(Vqb(a,k)|0))break;else{j=e;e=a;a=j}}f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];b[e+12>>0]=b[k+12>>0]|0;u=l;return}function srb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[a>>2]|0;g=(f[l>>2]|0)-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(a);j=a+8|0;h=(f[j>>2]|0)-d|0;i=h>>3;i=h>>4>>>0<134217727?(i>>>0<e>>>0?e:i):268435455;do if(!i)k=0;else if(i>>>0>268435455)vd();else{k=pOb(i<<4)|0;break}while(0);h=k+(g<<4)|0;Uqb(h,+p[b>>3],c);d=f[a>>2]|0;e=(f[l>>2]|0)-d|0;g=h+(0-(e>>4)<<4)|0;if((e|0)>0)bQb(g|0,d|0,e|0)|0;f[a>>2]=g;f[l>>2]=h+16;f[j>>2]=k+(i<<4);if(!d)return;sOb(d);return}function trb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[a>>2]|0;g=(f[l>>2]|0)-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(a);j=a+8|0;h=(f[j>>2]|0)-d|0;i=h>>3;i=h>>4>>>0<134217727?(i>>>0<e>>>0?e:i):268435455;do if(!i)k=0;else if(i>>>0>268435455)vd();else{k=pOb(i<<4)|0;break}while(0);h=k+(g<<4)|0;Tqb(h,+p[b>>3],c);d=f[a>>2]|0;e=(f[l>>2]|0)-d|0;g=h+(0-(e>>4)<<4)|0;if((e|0)>0)bQb(g|0,d|0,e|0)|0;f[a>>2]=g;f[l>>2]=h+16;f[j>>2]=k+(i<<4);if(!d)return;sOb(d);return}function urb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0.0;V=u;u=u+192|0;U=V;c=f[a>>2]|0;Q=f[a+4>>2]|0;if((c|0)==(Q|0)){U=0;u=V;return U|0}R=b+24|0;S=b+32|0;T=b+8|0;q=b+40|0;r=b+16|0;s=U+8|0;t=U+16|0;v=U+24|0;w=U+32|0;x=U+40|0;y=U+48|0;z=U+56|0;A=U+64|0;B=U+72|0;C=U+80|0;D=U+88|0;E=U+96|0;F=U+104|0;G=U+112|0;H=U+120|0;I=U+128|0;J=U+136|0;K=U+144|0;L=U+152|0;M=U+160|0;N=U+168|0;O=U+176|0;P=U+184|0;a=0;while(1){d=f[c>>2]|0;o=f[c+4>>2]|0;if((d|0)==(o|0))a=(a|0)>0?a:0;else{n=2;do{g=+p[R>>3];h=+p[b>>3];Y=(g-h)*.5;i=+p[S>>3];j=+p[T>>3];X=(i-j)*.5;k=+p[q>>3];l=+p[r>>3];W=(k-l)*.5;m=+p[d+24>>3]+((h+Y)*+p[d>>3]+((j+X)*+p[d+8>>3]+(l+W)*+p[d+16>>3]));if(!(m*m>=Y*Y+(X*X+W*W))){p[U>>3]=h;p[s>>3]=j;p[t>>3]=l;p[v>>3]=g;p[w>>3]=j;p[x>>3]=l;p[y>>3]=h;p[z>>3]=i;p[A>>3]=l;p[B>>3]=g;p[C>>3]=i;p[D>>3]=l;p[E>>3]=h;p[F>>3]=j;p[G>>3]=k;p[H>>3]=g;p[I>>3]=j;p[J>>3]=k;p[K>>3]=h;p[L>>3]=i;p[M>>3]=k;p[N>>3]=g;p[O>>3]=i;p[P>>3]=k;e=gDa(d,U)|0}else e=m<0.0?0:2;n=(e|0)<(n|0)?e:n;d=d+32|0}while((d|0)!=(o|0));if((n|0)==2){a=2;c=11;break}else a=(a|0)<(n|0)?n:a}c=c+12|0;if((c|0)==(Q|0)){c=11;break}}if((c|0)==11){u=V;return a|0}return 0}function vrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0;y=u;u=u+48|0;x=y;c=f[b+24>>2]|0;t=f[b+28>>2]|0;if((c|0)==(t|0)){u=y;return}v=a+28|0;w=a+64|0;o=a+464|0;q=x+8|0;r=x+16|0;s=x+24|0;do{n=XFa(f[c>>2]|0)|0;Xib(x,n);j=f[v>>2]|0;e=f[j>>2]|0;j=f[j+4>>2]|0;a:do if((e|0)==(j|0))b=12;else{d=+p[x>>3];k=+p[q>>3];l=+p[r>>3];m=+p[s>>3];b=0;do{g=f[e>>2]|0;i=f[e+4>>2]|0;if((g|0)==(i|0))b=(b|0)>0?b:0;else{h=2;do{A=+p[g+24>>3]+(d*+p[g>>3]+(k*+p[g+8>>3]+l*+p[g+16>>3]));z=!(A*A>=m)?1:A<0.0?0:2;h=(z|0)<(h|0)?z:h;g=g+32|0}while((g|0)!=(i|0));if((h|0)==2){b=13;break a}else b=(b|0)<(h|0)?h:b}e=e+12|0}while((e|0)!=(j|0));if((b|0)==2)b=13;else b=12}while(0);if((b|0)==12){b=0;d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,x);if(!(d>=0.0))b=13;else rrb(w,+p[o>>3]-d,n)}c=c+4|0}while((c|0)!=(t|0));u=y;return}function wrb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function xrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{wrb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;wrb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function yrb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0;A=0;B=u;u=u+1920|0;f[(B+56|0)>>2]=a;if(!(b[(a+488|0)>>0]|0))if(tSa(f[(a+8|0)>>2]|0)|0){c=(IRa(f[(a+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;a:do if(!c)A=7;else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){A=7;break a}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);b:while(1){do{e=f[d+12>>2]|0;g=+Crb(a,e,f[(B+56|0)>>2]|0);if(g>=0.0){p[(B+16|0)>>3]=g;f[B>>2]=e;i=f[(a+476|0)>>2]|0;if(i>>>0<(f[(a+480|0)>>2]|0)>>>0){p[i>>3]=g;f[i+8>>2]=e;f[(a+476|0)>>2]=i+16}else lrb(a+472|0,B+16|0,B)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c){e=a+476|0;break a}d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}while(0);if((A|0)==7)e=a+476|0;Drb(f[a+472>>2]|0,f[e>>2]|0);f[a+484>>2]=3;b[(a+488|0)>>0]=1}c=f[(a+484|0)>>2]|0;if((c|0)==3){c=f[(a+476|0)>>2]|0;if((f[a+472>>2]|0)==(c|0))c=f[a+32>>2]|0;else{A=f[c+-8>>2]|0;f[a+32>>2]=A;p[a+40>>3]=+p[c+-16>>3];f[a+48>>2]=3;f[(a+476|0)>>2]=c+-16;c=A}if(c|0){u=B;return}b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=4;u=B;return}z=f[(a+12|0)>>2]|0?a+16|0:0;c:{d=1;c=c|0;if(d)switch(c|0){case 0:{f[(B+60|0)>>2]=B+56|0;if(!(b[(a+488|0)>>0]|0)){if(!(Rg[f[(f[a>>2]|0)+8>>2]&255](a,a+64|0)|0)){f[(a+484|0)>>2]=4;u=B;return}c=FQa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(B+76|0)>>2]=f[c>>2];f[(B+72|0)>>2]=f[(c+4|0)>>2];f[(B+80|0)>>2]=f[(B+76|0)>>2];f[B>>2]=f[(B+72|0)>>2];b[(B+16|0)>>0]=b[(B+84|0)>>0]|0;d=cDa(B+80|0,B,B+16|0)|0;f[(B+68|0)>>2]=d;f[(B+64|0)>>2]=f[(c+4|0)>>2];f[B>>2]=f[(B+68|0)>>2];f[(B+16|0)>>2]=f[(B+64|0)>>2];dDa(c,B,B+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{nrb(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));c=gSa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(B+76|0)>>2]=f[c>>2];f[(B+72|0)>>2]=f[(c+4|0)>>2];f[(B+80|0)>>2]=f[(B+76|0)>>2];f[B>>2]=f[(B+72|0)>>2];b[(B+16|0)>>0]=b[(B+84|0)>>0]|0;d=aDa(B+80|0,B,B+16|0)|0;f[(B+68|0)>>2]=d;f[(B+64|0)>>2]=f[(c+4|0)>>2];f[B>>2]=f[(B+68|0)>>2];f[(B+16|0)>>2]=f[(B+64|0)>>2];bDa(c,B,B+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{Erb(a,f[c>>2]|0,B+60|0);c=c+4|0}while((c|0)!=(d|0));b[(a+488|0)>>0]=1}d:do if(!(Yqb(a+64|0)|0)){e:while(1){$qb(B,a+64|0);x=1;y=b[(B+12|0)>>0]|0;if(x)switch(y|0){case 0:break e;default:x=1}if(x){x=0;switch(y|0){case 1:{e=f[(B+8|0)>>2]|0;c=f[e+12>>2]|0;d=f[e+16>>2]|0;if((c|0)!=(d|0))do{qrb(a,c);c=c+72|0}while((c|0)!=(d|0));w=f[(a+12|0)>>2]|0?a+16|0:0;c=f[e+24>>2]|0;v=f[e+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;f:do if(0==0?(h[s+200+4>>0]&3|0)==1:0){e=f[(s+196|0)>>2]|0;if(!(e&2)){if(e&1|0){m=(f[(B+56|0)>>2]|0)+8|0;l=(AQa(f[m>>2]|0)|0)+112|0;g=+p[l>>3];m=(AQa(f[m>>2]|0)|0)+120|0;q=+p[m>>3];o=+n[s+144>>2];r=+n[s+148>>2];r=(!(g<=4.827976454180316e-07)?g:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(r>=.9999995231628418)?r:1.0));if(!(!(r+-9.999999747378752e-06>0.0)&!(r+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)==(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))break;if(!(zLa(e+68|0)|0))break;Vib(B+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);g:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0)){A=65;break}g=+p[(B+16|0)>>3];o=+p[((B+16|0)+8|0)>>3];q=+p[((B+16|0)+16|0)>>3];r=+p[((B+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{E=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));C=!(E*E>=r)?1:E<0.0?0:2;k=(C|0)<(k|0)?C:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break g;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)A=65}else A=65;while(0);do if((A|0)==65){A=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,B+16|0);if(!(g>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;C=f[s+104>>2]|0;if(+n[w>>2]*+n[C+312>>2]+(+n[(w+4|0)>>2]*+n[C+316>>2]+ +n[(w+8|0)>>2]*+n[C+320>>2])<+n[C+324>>2])break f}while(0);prb(a+64|0,+p[(a+464|0)>>3]-g,s);break f}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(a+64|0)|0)break d}f[a+32>>2]=f[B+8>>2];E=+brb(a+64|0,B);p[a+40>>3]=E;f[a+48>>2]=f[(a+484|0)>>2]}while(0);if(!(f[a+32>>2]|0)){b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=1;A=78;break c}u=B;return}default:d=1}if(d)switch(c|0){case 1:{if(!(b[(a+488|0)>>0]|0))A=78;else A=106;break}case 2:{if(!(b[(a+488|0)>>0]|0))A=145;break}default:{u=B;return}}}f[B+112>>2]=a;f[B+1744>>2]=z;f[B+1768>>2]=A;f[B+1840>>2]=0;f[B+1844>>2]=0;bsb(B);G=f[B+1840>>2]|0;D=f[B+1844>>2]|0;H=+n[B+1844>>2];f[B+1840>>2]=0;f[B+1844>>2]=0;if((G|0)==5)return}function zrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Arb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Brb(a,h)|0;g=h+16|0;if(Brb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}zrb(a,h);a=h+16|0}if((s|0)==82){s=0;zrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Arb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Arb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Arb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Brb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Arb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Arb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Crb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;m=q;e=b+196|0;if(f[e>>2]&1|0){i=c+8|0;h=(AQa(f[i>>2]|0)|0)+112|0;d=+p[h>>3];i=(AQa(f[i>>2]|0)|0)+120|0;k=+p[i>>3];j=+n[b+144>>2];l=+n[b+148>>2];l=(!(d<=4.827976454180316e-07)?d:0.0)-(!(j<=4.827976454180316e-07)?j:0.0)+((!(k>=.9999995231628418)?k:1.0)-(!(l>=.9999995231628418)?l:1.0));if(!(!(l+-9.999999747378752e-06>0.0)&!(l+9.999999747378752e-06<0.0))){l=-1.0;u=q;return +l}}if(!(Rg[f[(f[a>>2]|0)+12>>2]&255](a,b)|0)){l=-1.0;u=q;return +l}if(f[e>>2]&64|0){l=-1.0;u=q;return +l}c=f[(f[b+4>>2]|0)+44>>2]|0;if((f[c+32>>2]|0)==(0-((f[c+24>>2]|0)+(f[c+28>>2]|0))|0)){l=-1.0;u=q;return +l}if(!(zLa(c+68|0)|0)){l=-1.0;u=q;return +l}Vib(m,f[a+8>>2]|0,f[a+12>>2]|0,b,0);a:do if(!(f[e>>2]&2)){i=f[a+28>>2]|0;b=f[i>>2]|0;i=f[i+4>>2]|0;if((b|0)==(i|0))o=16;else{d=+p[m>>3];j=+p[m+8>>3];k=+p[m+16>>3];l=+p[m+24>>3];c=0;do{e=f[b>>2]|0;h=f[b+4>>2]|0;if((e|0)==(h|0))c=(c|0)>0?c:0;else{g=2;do{s=+p[e+24>>3]+(d*+p[e>>3]+(j*+p[e+8>>3]+k*+p[e+16>>3]));r=!(s*s>=l)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;e=e+32|0}while((e|0)!=(h|0));if((g|0)==2)break a;else c=(c|0)<(g|0)?g:c}b=b+12|0}while((b|0)!=(i|0));if((c|0)!=2)o=16}}else o=16;while(0);if((o|0)==16){d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,m);if(d>=0.0){s=d;u=q;return +s}}s=-1.0;u=q;return +s}function Drb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Frb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Grb(a,h)|0;g=h+16|0;if(Grb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}Drb(a,h);a=h+16|0}if((s|0)==82){s=0;Drb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Frb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Frb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Erb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0;J=u;u=u+48|0;H=J;K=+n[c+4>>2];g=+n[c+8>>2];m=+n[c+12>>2];o=+n[c+16>>2];q=+n[c+20>>2];p[H>>3]=+n[c>>2];p[H+8>>3]=K;p[H+16>>3]=g;p[H+24>>3]=m;p[H+32>>3]=o;p[H+40>>3]=q;G=a+28|0;if((urb(f[G>>2]|0,H)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,H)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(H,c,b[c+48>>0]|0,+n[c+44>>2]);F=f[e>>2]|0;f[F>>2]=f[H>>2];f[F+4>>2]=f[H+4>>2];f[F+8>>2]=f[H+8>>2];f[F+12>>2]=f[H+12>>2];f[F+16>>2]=f[H+16>>2];f[F+20>>2]=f[H+20>>2];f[F+52>>2]=f[H+24>>2];f[F+56>>2]=f[H+28>>2];f[F+60>>2]=f[H+32>>2];f[F+64>>2]=f[H+36>>2];f[F+68>>2]=f[H+40>>2];f[F+72>>2]=f[H+44>>2];Erb(a,F,d);Erb(a,F+52|0,d)}E=a+12|0;F=f[E>>2]|0?a+16|0:0;e=f[c+24>>2]|0;t=f[c+28>>2]|0;if((e|0)==(t|0)){u=J;return}v=a+8|0;w=H+8|0;x=H+16|0;y=H+24|0;z=(F|0)==0;A=a+64|0;B=a+464|0;C=F+4|0;D=F+8|0;do{r=f[e>>2]|0;c=f[d>>2]|0;s=r+196|0;h=f[s>>2]|0;do if(!(h&2)){if(h&1|0){l=(f[c>>2]|0)+8|0;k=(AQa(f[l>>2]|0)|0)+112|0;m=+p[k>>3];l=(AQa(f[l>>2]|0)|0)+120|0;q=+p[l>>3];o=+n[r+144>>2];K=+n[r+148>>2];K=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(K>=.9999995231628418)?K:1.0));if(!(!(K+-9.999999747378752e-06>0.0)&!(K+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,r)|0)if(!(f[s>>2]&64)){c=f[(f[r+4>>2]|0)+44>>2]|0;if((f[c+32>>2]|0)!=(0-((f[c+24>>2]|0)+(f[c+28>>2]|0))|0))if(zLa(c+68|0)|0){Vib(H,f[v>>2]|0,f[E>>2]|0,r,0);a:do if(!(f[s>>2]&2)){l=f[G>>2]|0;h=f[l>>2]|0;l=f[l+4>>2]|0;if((h|0)==(l|0))I=24;else{g=+p[H>>3];m=+p[w>>3];o=+p[x>>3];q=+p[y>>3];c=0;do{i=f[h>>2]|0;k=f[h+4>>2]|0;if((i|0)==(k|0))c=(c|0)>0?c:0;else{j=2;do{K=+p[i+24>>3]+(g*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));L=!(K*K>=q)?1:K<0.0?0:2;j=(L|0)<(j|0)?L:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break a;else c=(c|0)<(j|0)?j:c}h=h+12|0}while((h|0)!=(l|0));if((c|0)!=2)I=24}}else I=24;while(0);if((I|0)==24){I=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,H);if(g>=0.0){if(!z)if(f[s>>2]&134217728|0){L=f[r+104>>2]|0;if(+n[F>>2]*+n[L+312>>2]+(+n[C>>2]*+n[L+316>>2]+ +n[D>>2]*+n[L+320>>2])<+n[L+324>>2])break}prb(A,+p[B>>3]-g,r);break}}}}}while(0);e=e+4|0}while((e|0)!=(t|0));u=J;return}u=J;return}function Frb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Grb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Frb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Frb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Hrb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0.0;h=f[b>>2]|0;m=f[a>>2]|0;d=+n[h+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;l=+n[m+144>>2];l=!(l<=4.827976454180316e-07)?l:0.0;k=h;o=m;if(d<l)i=1;else if(d>l)i=0;else{p=+n[h+148>>2];e=+n[m+148>>2];i=(!(p>=.9999995231628418)?p:1.0)<(!(e>=.9999995231628418)?e:1.0)}g=f[c>>2]|0;e=+n[g+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;j=g;if(e<d)g=1;else if(e>d)g=0;else{e=+n[g+148>>2];p=+n[h+148>>2];g=(!(e>=.9999995231628418)?e:1.0)<(!(p>=.9999995231628418)?p:1.0)}if(!i){if(!g){b=0;return b|0}f[b>>2]=j;f[c>>2]=k;g=f[b>>2]|0;h=f[a>>2]|0;d=+n[g+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;i=h;j=g;if(!(d<e)){if(d>e){b=1;return b|0}l=+n[g+148>>2];p=+n[h+148>>2];if(!((!(l>=.9999995231628418)?l:1.0)<(!(p>=.9999995231628418)?p:1.0))){b=1;return b|0}}f[a>>2]=j;f[b>>2]=i;b=2;return b|0}if(g){f[a>>2]=j;f[c>>2]=o;b=1;return b|0}f[a>>2]=k;f[b>>2]=o;g=f[c>>2]|0;d=+n[g+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;h=g;if(!(d<l)){if(d>l){b=1;return b|0}l=+n[g+148>>2];p=+n[m+148>>2];if(!((!(l>=.9999995231628418)?l:1.0)<(!(p>=.9999995231628418)?p:1.0))){b=1;return b|0}}f[b>>2]=h;f[c>>2]=o;b=2;return b|0}function Irb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0;l=Hrb(a,b,c)|0;j=f[d>>2]|0;k=f[c>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=k;i=j;if(!(e<g)){if(e>g)return l|0;e=+n[j+148>>2];g=+n[k+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0)))return l|0}f[c>>2]=i;f[d>>2]=h;h=l+1|0;i=f[c>>2]|0;d=f[b>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=d;k=i;if(!(e<g)){if(e>g){l=h;return l|0}e=+n[i+148>>2];g=+n[d+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0))){l=h;return l|0}}f[b>>2]=k;f[c>>2]=j;h=l+2|0;i=f[b>>2]|0;d=f[a>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=d;k=i;if(!(e<g)){if(e>g){l=h;return l|0}e=+n[i+148>>2];g=+n[d+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0))){l=h;return l|0}}f[a>>2]=k;f[b>>2]=j;l=l+3|0;return l|0}function Jrb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0;m=Irb(a,b,c,d)|0;k=f[e>>2]|0;l=f[d>>2]|0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[l+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;i=l;j=k;if(!(g<h)){if(g>h)return m|0;g=+n[k+148>>2];h=+n[l+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0)))return m|0}f[d>>2]=j;f[e>>2]=i;i=m+1|0;j=f[d>>2]|0;e=f[c>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[c>>2]=l;f[d>>2]=k;i=m+2|0;j=f[c>>2]|0;e=f[b>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[b>>2]=l;f[c>>2]=k;i=m+3|0;j=f[b>>2]|0;e=f[a>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[a>>2]=l;f[b>>2]=k;m=m+4|0;return m|0}function Krb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;switch(b-a>>2|0){case 2:{e=b+-4|0;i=f[e>>2]|0;j=f[a>>2]|0;g=+n[i+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[j+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;c=j;d=i;if(!(g<h)){if(g>h){a=1;return a|0}g=+n[i+148>>2];h=+n[j+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){a=1;return a|0}}f[a>>2]=d;f[e>>2]=c;a=1;return a|0}case 3:{Hrb(a,a+4|0,b+-4|0)|0;a=1;return a|0}case 4:{Irb(a,a+4|0,a+8|0,b+-4|0)|0;a=1;return a|0}case 5:{Jrb(a,a+4|0,a+8|0,a+12|0,b+-4|0)|0;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{e=a+8|0;Hrb(a,a+4|0,e)|0;c=a+12|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){i=f[c>>2]|0;j=f[e>>2]|0;h=+n[i+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;m=i;k=j;if(h<g){i=i+148|0;o=14}else if(!(h>g)){i=i+148|0;p=+n[i>>2];g=+n[j+148>>2];if((!(p>=.9999995231628418)?p:1.0)<(!(g>=.9999995231628418)?g:1.0))o=14}if((o|0)==14){o=0;f[c>>2]=k;b:do if((e|0)!=(a|0)){j=e;while(1){l=e;e=j+-4|0;j=f[e>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;k=j;if(!(h<g)){if(h>g){e=l;break b}g=+n[i>>2];p=+n[j+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(p>=.9999995231628418)?p:1.0))){e=l;break b}}f[l>>2]=k;if((e|0)==(a|0))break;else j=e}}while(0);f[e>>2]=m;d=d+1|0;if((d|0)==8){d=0;c=(c+4|0)==(b|0);break a}}e=c+4|0;if((e|0)==(b|0)){d=1;c=0;break}else{m=c;c=e;e=m}}}while(0);a=c|d;return a|0}}return 0}function Lrb(a,c){a=a|0;c=c|0;f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(b[a+56>>0]|0)){krb(a);return}else{jrb(a,c);return}}function Mrb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0;F=u;u=u+48|0;B=F;C=F+40|0;E=a+56|0;b[E>>0]=0;d=f[c>>2]|0;r=f[c+4>>2]|0;if((d|0)==(r|0))c=a+476|0;else{x=a+8|0;y=a+12|0;z=a+28|0;A=B+8|0;s=B+16|0;t=B+24|0;c=a+476|0;v=a+480|0;w=a+472|0;do{q=f[d>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,q)|0){e=q+196|0;if(!(f[e>>2]&64)){g=f[(f[q+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(B,f[x>>2]|0,f[y>>2]|0,q,0);a:do if(!(f[e>>2]&2)){l=f[z>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))D=17;else{h=+p[B>>3];m=+p[A>>3];n=+p[s>>3];o=+p[t>>3];e=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))e=(e|0)>0?e:0;else{j=2;do{H=+p[i+24>>3]+(h*+p[i>>3]+(m*+p[i+8>>3]+n*+p[i+16>>3]));G=!(H*H>=o)?1:H<0.0?0:2;j=(G|0)<(j|0)?G:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break a;else e=(e|0)<(j|0)?j:e}g=g+12|0}while((g|0)!=(l|0));if((e|0)!=2)D=17}}else D=17;while(0);if((D|0)==17){D=0;h=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,B);if(h>=0.0){p[B>>3]=h;f[C>>2]=q;e=f[c>>2]|0;if(e>>>0<(f[v>>2]|0)>>>0){p[e>>3]=h;f[e+8>>2]=q;f[c>>2]=e+16}else lrb(w,B,C);break}}}}}while(0);d=d+4|0}while((d|0)!=(r|0))}Nrb(f[a+472>>2]|0,f[c>>2]|0);f[a+484>>2]=3;b[a+488>>0]=1;f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(b[E>>0]|0)){krb(a);u=F;return}else{jrb(a,0);u=F;return}}function Nrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Orb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Prb(a,h)|0;g=h+16|0;if(Prb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}Nrb(a,h);a=h+16|0}if((s|0)==82){s=0;Nrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Orb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Orb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Orb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Prb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Orb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Orb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Qrb(a){a=a|0;return f[a+12>>2]|0}function Rrb(a,b,c){a=a|0;b=b|0;c=c|0;p[b>>3]=+p[a+40>>3];f[c>>2]=f[a+48>>2];return f[a+32>>2]|0}function Srb(a){a=a|0;var c=0,d=0;b[a+488>>0]=0;d=a+484|0;switch(f[d>>2]|0){case 3:{a=0;c=4;break}case 0:{a=1;c=1;break}case 1:{a=1;c=2;break}case 2:{a=0;c=4;break}default:{d=0;return d|0}}f[d>>2]=c;d=a;return d|0}function Trb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0;l=u;u=u+48|0;i=l;if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){k=+Fib(f[a+60>>2]|0,c);u=l;return +k}e=f[f[a+56>>2]>>2]|0;g=+p[c>>3];h=+p[c+8>>3];j=+p[c+16>>3];k=+K(+(g*+p[e+328>>3]+h*+p[e+336>>3]+(j*+p[e+344>>3]+ +p[e+352>>3])));k=+p[e+360>>3]*k;e=c+32|0;d=+p[e>>3];if(d==-1.0){d=+L(+(+p[c+24>>3]));p[e>>3]=d}k=k+d;a=f[a+60>>2]|0;p[i>>3]=g;p[i+8>>3]=h;p[i+16>>3]=j;p[i+24>>3]=k*k;p[i+32>>3]=-1.0;k=+Fib(a,i);u=l;return +k}function Urb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;e=u;u=u+48|0;d=e;if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){g=+Gib(f[a+60>>2]|0,c);u=e;return +g}j=+p[c>>3];m=(+p[c+24>>3]-j)*.5;i=+p[c+8>>3];l=(+p[c+32>>3]-i)*.5;h=+p[c+16>>3];k=(+p[c+40>>3]-h)*.5;j=j+m;i=i+l;h=h+k;c=f[f[a+56>>2]>>2]|0;g=+K(+(j*+p[c+328>>3]+i*+p[c+336>>3]+(h*+p[c+344>>3]+ +p[c+352>>3])));g=+L(+(m*m+(l*l+k*k)))+ +p[c+360>>3]*g;c=f[a+60>>2]|0;p[d>>3]=j;p[d+8>>3]=i;p[d+16>>3]=h;p[d+24>>3]=g*g;p[d+32>>3]=-1.0;g=+Fib(c,d);u=e;return +g}function Vrb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;q=0;r=u;u=u+5808|0;g=f[(a+48|0)>>2]|0;do{c=1;if(c){c=0;if(!(b[a+109>>0]|0))q=5;else c=1}if(c)if(1){c=f[(a+120|0)>>2]|0;d=f[(a+124|0)>>2]|0;e=1;if(e){e=0;if((c|0)==(d|0)){if((f[(a+156|0)>>2]|0)==(f[a+160>>2]|0)){q=5;break}f[(r+248|0)>>2]=a;i=r+248|0;q=17}else e=1}f[r+320>>2]=a;f[r+1360>>2]=g;f[r+2808>>2]=c;f[r+3320>>2]=d;f[r+3408>>2]=i;f[r+5320>>2]=o;f[r+5336>>2]=s;f[r+5344>>2]=t;f[r+5424>>2]=q;f[r+5440>>2]=e;f[r+5576>>2]=0;f[r+5580>>2]=0;gsb(r);o=f[r+5320>>2]|0;s=f[r+5336>>2]|0;t=f[r+5344>>2]|0;q=f[r+5424>>2]|0}}while(0);if((q|0)==5)if(!(f[a+104>>2]|0))p[a+112>>3]=C;c=b[(a+110|0)>>0]|0;if(!(c<<24>>24)){if(b[a+111>>0]|0)q=94}else q=94;if((q|0)==94){if(b[a+12>>0]|0){g=f[(a+48|0)>>2]|0;d=f[a+120>>2]|0;i=f[a+124>>2]|0;if((d|0)!=(i|0)){do{ARa(r+144|0,g,d);c=f[(r+144|0)>>2]|0;e=f[((r+144|0)+4|0)>>2]|0;if(e|0)iOb(e);m=ZPb(f[(c+200|0)>>2]|0,h[(c+200|0)+4>>0]&255|0,28)|0;if((m&15|0)==(f[(a+104|0)>>2]|0))if((f[c+196>>2]&24576|0)!=24576)Lsb(a,2,c,0.0);d=d+192|0}while((d|0)!=(i|0));c=b[(a+110|0)>>0]|0}}if(c<<24>>24){m=f[(a+48|0)>>2]|0;c=f[(a+132|0)>>2]|0;d=f[(a+136|0)>>2]|0;if((c|0)!=(d|0)){osb(c,d);if(!(b[a+23>>0]|0)){c=f[(a+136|0)>>2]|0;d=c}else{g=f[(a+48|0)>>2]|0;i=b[a+32>>0]|0;c=f[(a+132|0)>>2]|0;j=f[(a+136|0)>>2]|0;a:do if((c|0)==(j|0)){k=c;q=112}else{do{if(!(FSa(g,c,i)|0)){k=c;q=112;break a}c=c+208|0}while((c|0)!=(j|0));l=j}while(0);b:do if((q|0)==112){d=k;if((k|0)==(j|0))l=d;else{c=d;e=d;while(1){do{d=c+208|0;c=d;if((d|0)==(j|0)){l=e;break b}}while(!(FSa(g,d,i)|0));l=e;psb(l,d)|0;e=l+208|0}}}while(0);d=l;e=f[(a+136|0)>>2]|0;c=f[(a+132|0)>>2]|0;c=c+(((l-c|0)/208|0)*208|0)|0;if((e|0)==(d|0))c=e;else{d=c+(((e-l|0)/208|0)*208|0)|0;if((d|0)==(e|0)){g=c;c=e;d=e}else{do{psb(c,d)|0;d=d+208|0;c=c+208|0}while((d|0)!=(e|0));d=f[(a+136|0)>>2]|0;g=c;c=d}if((d|0)!=(g|0)){while(1){c=d+-208|0;f[(a+136|0)>>2]=c;e=f[d+-120>>2]|0;if(e){c=d+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[(a+136|0)>>2]|0}if((c|0)==(g|0))break;else d=c}d=g;c=g}}}k=f[(a+132|0)>>2]|0;l=c-k|0;f[r+320>>2]=a;f[r+3432>>2]=d;f[r+4752>>2]=m;f[r+4936>>2]=k;f[r+4944>>2]=l;f[r+4952>>2]=c;f[r+5424>>2]=q;f[r+5552>>2]=0;f[r+5556>>2]=0;dsb(r);q=f[r+5424>>2]|0}}}f[r+320>>2]=a;f[r+5320>>2]=o;f[r+5336>>2]=s;f[r+5344>>2]=t;f[r+5424>>2]=q;f[r+5568>>2]=0;f[r+5572>>2]=0;fsb(r);G=f[r+5568>>2]|0;D=f[r+5572>>2]|0;H=+n[r+5572>>2];f[r+5568>>2]=0;f[r+5572>>2]=0;if((G|0)==5)return}function Wrb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0,r=0.0;i=u;u=u+32|0;e=i;g=i+8|0;l=f[c+4>>2]|0;q=d+64|0;r=+p[q>>3];j=d+72|0;o=+p[j>>3];k=d+80|0;n=+p[k>>3];m=+L(+(r*r+(o*o+n*n)));p[q>>3]=r/m;p[j>>3]=o/m;p[k>>3]=n/m;k=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;f[d+16>>2]=k;oh[f[(f[l>>2]|0)+12>>2]&1023](e,l);l=e;k=f[l+4>>2]|0;j=d+8|0;f[j>>2]=f[l>>2];f[j+4>>2]=k;j=c+200|0;j=ZPb(f[j>>2]|0,h[j+4>>0]&255|0,28)|0;f[d+32>>2]=j&15;if(!(b[(f[a>>2]|0)+25>>0]|0)){f[d+88>>2]=1065353216;f[d+92>>2]=1065353216;f[d+96>>2]=1065353216;f[d+100>>2]=0;f[d+104>>2]=0;f[d+108>>2]=0;u=i;return}else{f[e>>2]=f[d+24>>2];cEa(g,c,0,e,1);k=d+88|0;q=f[g>>2]|0;f[g>>2]=f[k>>2];f[k>>2]=q;k=g+4|0;q=f[k>>2]|0;l=d+92|0;f[k>>2]=f[l>>2];f[l>>2]=q;l=g+8|0;q=f[l>>2]|0;k=d+96|0;f[l>>2]=f[k>>2];f[k>>2]=q;k=d+100|0;q=g+12|0;l=f[q>>2]|0;f[q>>2]=f[k>>2];f[k>>2]=l;k=g+16|0;l=f[k>>2]|0;q=d+104|0;f[k>>2]=f[q>>2];f[q>>2]=l;f[d+108>>2]=f[g+20>>2];u=i;return}}function Xrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0;M=0;N=u;u=u+6864|0;a:while(1){R=b;m=b+-240|0;Q=b+-480|0;o=b+-24|0;p=b+-16|0;q=b+-200|0;r=b+-192|0;s=b+-184|0;c=b+-176|0;d=b+-168|0;e=b+-160|0;g=b+-152|0;h=b+-148|0;i=b+-144|0;j=b+-140|0;k=b+-136|0;l=b+-132|0;f[N+352>>2]=a;f[N+400>>2]=b;f[N+432>>2]=t;f[N+1720>>2]=c;f[N+1784>>2]=d;f[N+1808>>2]=e;f[N+1848>>2]=g;f[N+1880>>2]=h;f[N+1920>>2]=i;f[N+1936>>2]=j;f[N+1968>>2]=k;f[N+1992>>2]=l;f[N+2016>>2]=v;f[N+2040>>2]=R;f[N+2048>>2]=w;f[N+2064>>2]=x;f[N+2096>>2]=y;f[N+2160>>2]=z;f[N+2232>>2]=A;f[N+2296>>2]=B;f[N+2368>>2]=C;f[N+2432>>2]=E;f[N+2504>>2]=F;f[N+2568>>2]=I;f[N+2640>>2]=m;f[N+2648>>2]=J;f[N+2720>>2]=K;f[N+3080>>2]=Q;f[N+3584>>2]=o;f[N+4176>>2]=p;f[N+4832>>2]=q;f[N+5368>>2]=r;f[N+5936>>2]=s;f[N+6544>>2]=L;f[N+6560>>2]=O;f[N+6568>>2]=P;f[N+6576>>2]=M;f[N+6640>>2]=0;f[N+6644>>2]=0;ksb(N);a=f[N+352>>2]|0;b=f[N+400>>2]|0;t=f[N+432>>2]|0;v=f[N+2016>>2]|0;w=f[N+2048>>2]|0;x=f[N+2064>>2]|0;y=f[N+2096>>2]|0;z=f[N+2160>>2]|0;A=f[N+2232>>2]|0;B=f[N+2296>>2]|0;C=f[N+2368>>2]|0;E=f[N+2432>>2]|0;F=f[N+2504>>2]|0;I=f[N+2568>>2]|0;J=f[N+2648>>2]|0;K=f[N+2720>>2]|0;L=f[N+6544>>2]|0;O=f[N+6560>>2]|0;P=f[N+6568>>2]|0;M=f[N+6576>>2]|0;G=f[N+6640>>2]|0;D=f[N+6644>>2]|0;H=+n[N+6644>>2];f[N+6640>>2]=0;f[N+6644>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break a}if((G|0)==3)continue}R=1;f[N+400>>2]=b;f[N+432>>2]=t;f[N+1720>>2]=c;f[N+1784>>2]=d;f[N+1808>>2]=e;f[N+1848>>2]=g;f[N+1880>>2]=h;f[N+1920>>2]=i;f[N+1936>>2]=j;f[N+1968>>2]=k;f[N+1992>>2]=l;f[N+2016>>2]=v;f[N+2048>>2]=w;f[N+2064>>2]=x;f[N+2096>>2]=y;f[N+2160>>2]=z;f[N+2232>>2]=A;f[N+2296>>2]=B;f[N+2368>>2]=C;f[N+2432>>2]=E;f[N+2504>>2]=F;f[N+2568>>2]=I;f[N+2640>>2]=m;f[N+2648>>2]=J;f[N+2720>>2]=K;f[N+3584>>2]=o;f[N+4176>>2]=p;f[N+4832>>2]=q;f[N+5368>>2]=r;f[N+5936>>2]=s;f[N+6544>>2]=L;f[N+6560>>2]=O;f[N+6568>>2]=P;f[N+6576>>2]=M;f[N+6584>>2]=R;f[N+6648>>2]=0;f[N+6652>>2]=0;lsb(N);G=f[N+6648>>2]|0;D=f[N+6652>>2]|0;H=+n[N+6652>>2];f[N+6648>>2]=0;f[N+6652>>2]=0;if((G|0)==5)return}function Yrb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0;j=f[a>>2]|0;e=f[c>>2]|0;j=j+(((e-j|0)/240|0)*240|0)|0;c=f[d>>2]|0;if((c|0)==(e|0))return j|0;c=j+(((c-e|0)/240|0)*240|0)|0;i=a+4|0;h=f[i>>2]|0;if((c|0)==(h|0))d=j;else{d=j;do{e=d;a=c;g=e+36|0;do{f[e>>2]=f[a>>2];e=e+4|0;a=a+4|0}while((e|0)<(g|0));a=c+40|0;k=+p[a>>3];g=d+40|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+48|0;k=+p[g>>3];a=d+48|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+56|0;k=+p[a>>3];g=d+56|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+64|0;k=+p[g>>3];a=d+64|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+72|0;k=+p[a>>3];g=d+72|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+80|0;k=+p[g>>3];a=d+80|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=d+88|0;g=c+88|0;e=f[g>>2]|0;f[g>>2]=f[a>>2];f[a>>2]=e;a=c+92|0;e=f[a>>2]|0;g=d+92|0;f[a>>2]=f[g>>2];f[g>>2]=e;g=c+96|0;e=f[g>>2]|0;a=d+96|0;f[g>>2]=f[a>>2];f[a>>2]=e;a=d+100|0;e=c+100|0;g=f[e>>2]|0;f[e>>2]=f[a>>2];f[a>>2]=g;a=c+104|0;g=f[a>>2]|0;e=d+104|0;f[a>>2]=f[e>>2];f[e>>2]=g;e=c+108|0;g=f[e>>2]|0;a=d+108|0;f[e>>2]=f[a>>2];f[a>>2]=g;a=c+112|0;k=+p[a>>3];g=d+112|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+120|0;k=+p[g>>3];a=d+120|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+128|0;k=+p[a>>3];g=d+128|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+136|0;k=+p[g>>3];a=d+136|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+144|0;k=+p[a>>3];g=d+144|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+152|0;k=+p[g>>3];a=d+152|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+160|0;k=+p[a>>3];g=d+160|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+168|0;k=+p[g>>3];a=d+168|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+176|0;k=+p[a>>3];g=d+176|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=d+184|0;a=c+184|0;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];g=c+200|0;k=+p[g>>3];a=d+200|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+208|0;k=+p[a>>3];g=d+208|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=d+216|0;a=c+216|0;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;c=c+240|0;d=d+240|0}while((c|0)!=(h|0));c=f[i>>2]|0}if((c|0)==(d|0))return j|0;f[i>>2]=c+(~(((c+-240-d|0)>>>0)/240|0)*240|0);return j|0}function Zrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;i=j;g=f[a+8>>2]|0;d=a+4|0;c=f[d>>2]|0;if(((g-c|0)/240|0)>>>0>=b>>>0){do{dQb(c|0,0,240)|0;c=(f[d>>2]|0)+240|0;f[d>>2]=c;b=b+-1|0}while((b|0)!=0);u=j;return}d=f[a>>2]|0;e=(c-d|0)/240|0;c=e+b|0;if(c>>>0>17895697)AMb(a);d=(g-d|0)/240|0;g=d<<1;c=d>>>0<8947848?(g>>>0<c>>>0?c:g):17895697;f[i+12>>2]=0;f[i+16>>2]=a+8;do if(!c)h=0;else if(c>>>0>17895697)vd();else{h=pOb(c*240|0)|0;break}while(0);f[i>>2]=h;e=h+(e*240|0)|0;d=i+8|0;g=i+4|0;f[g>>2]=e;f[i+12>>2]=h+(c*240|0);dQb(e|0,0,b*240|0)|0;f[d>>2]=e+(b*240|0);B0(a,i);c=f[g>>2]|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);c=f[i>>2]|0;if(c|0)sOb(c);u=j;return}function _rb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=f[b+16>>2];vsb(a,f[b+4>>2]|0);b=f[b+8>>2]|0;if(!b)return;p=a+4|0;q=a+12|0;s=a+16|0;t=a+8|0;r=b;c=f[p>>2]|0;while(1){k=f[b+8>>2]|0;m=X(k,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;l=(c|0)==0;j=k;a:do if(l){b=0;o=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)b=m&i;else if(m>>>0<c>>>0)b=m;else b=(m>>>0)%(c>>>0)|0;d=f[(f[a>>2]|0)+(b<<2)>>2]|0;if(!d)o=19;else{if(h)while(1){d=f[d>>2]|0;if(!d){o=19;break a}h=f[d+4>>2]|0;if(!((h|0)==(m|0)|(h&i|0)==(b|0))){o=19;break a}if((f[d+8>>2]|0)==(j|0))break a}do{d=f[d>>2]|0;if(!d){o=19;break a}h=f[d+4>>2]|0;if((h|0)!=(m|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(b|0)){o=19;break a}}}while((f[d+8>>2]|0)!=(j|0))}}while(0);if((o|0)==19){o=0;h=pOb(12)|0;f[h+8>>2]=k;f[h+4>>2]=m;f[h>>2]=0;e=+(((f[q>>2]|0)+1|0)>>>0);g=+n[s>>2];do if(l|g*+(c>>>0)<e){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;d=~~+W(+(e/g))>>>0;vsb(a,b>>>0<d>>>0?d:b);b=f[p>>2]|0;d=b+-1|0;if(!(d&b)){c=b;b=d&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}while(0);d=(f[a>>2]|0)+(b<<2)|0;b=f[d>>2]|0;if(!b){f[h>>2]=f[t>>2];f[t>>2]=h;f[d>>2]=t;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;d=c+-1|0;if(!(d&c))b=b&d;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=32}}else{f[h>>2]=f[b>>2];o=32}if((o|0)==32){o=0;f[b>>2]=h}f[q>>2]=(f[q>>2]|0)+1}b=f[r>>2]|0;if(!b)break;else r=b}return}function $rb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;o=f[a+464>>2]|0;d=f[a+488>>2]|0;u=f[a+544>>2]|0;j=f[a+576>>2]|0;h=f[a+584>>2]|0;g=f[a+672>>2]|0;i=f[a+680>>2]|0;s=f[a+896>>2]|0;p=f[a+1456>>2]|0;q=f[a+1496>>2]|0;v=f[a+1536>>2]|0;t=f[a+1576>>2]|0;a:{b:do{e=1;if(e){e=0;if((g|0)==(i|0)){c=u;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)==(c|0))break;else c=c+8|0;do{k=f[c>>2]|0;c=k+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(k|0))}else{while(1){c=f[b>>2]|0;if(!c)break;else b=c}break}}else e=1}if(e)if(1){k=d;while(1){e=k;if((e|0)!=(j|0))break;c=k;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)!=(c|0)){c=c+8|0;do{d=f[c>>2]|0;c=d+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(d|0))}}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((b|0)==(i|0)){t=118;break}else{k=b;g=b}}if((t|0)==118){t=0;c=u;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)==(c|0))break;else c=c+8|0;while(1){s=f[c>>2]|0;c=s+8|0;b=f[c>>2]|0;if((f[b>>2]|0)==(s|0))break b}}else{while(1){c=f[b>>2]|0;if(!c)break;else b=c}break}}f[(a+28|0)>>2]=0;f[s>>2]=0;f[((a+28|0)+8|0)>>2]=0;c=h-(f[(j+24|0)>>2]|0)|0;if(!(c>>3))b=0;else{if(c>>3>>>0>536870911){t=55;f[a+1600>>2]=2;f[a+1604>>2]=4;break a}b=pOb(c)|0;f[s>>2]=b;f[(a+28|0)>>2]=b;f[((a+28|0)+8|0)>>2]=b+(c>>3<<3);d=f[(j+24|0)>>2]|0;c=(f[(j+28|0)>>2]|0)-d|0;if((c|0)>0){bQb(b|0,d|0,c|0)|0;f[s>>2]=b+(c>>>3<<3)|0;b=b+(c>>>3<<3)|0}}f[(a+40|0)>>2]=b;f[(a+24|0)>>2]=(f[e+24>>2]|0)+8;f[(a+20|0)>>2]=f[e+28>>2];f[(a+56|0)>>2]=f[(a+40|0)>>2];f[(a+60|0)>>2]=f[(a+24|0)>>2];f[a>>2]=f[(a+20|0)>>2];Dqb(a+28|0,a+56|0,a+60|0,a)|0;b=f[g+4>>2]|0;if(!b){c=g+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(k|0))do{j=f[c>>2]|0;c=j+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(j|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[(a+44|0)>>2]|0)==(g|0))f[o>>2]=b;f[q>>2]=(f[q>>2]|0)+-1;n_a(f[p>>2]|0,k);d=f[g+24>>2]|0;if(d|0){b=g+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d)}sOb(k);d=u;b=f[d+4>>2]|0;if(!b){b=f[(d+8|0)>>2]|0;if((f[b>>2]|0)!=(u|0)){c=d+8|0;do{k=f[c>>2]|0;c=k+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(k|0))}}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[(a+44|0)>>2]|0)==(d|0))f[o>>2]=b;f[q>>2]=(f[q>>2]|0)+-1;n_a(f[p>>2]|0,u);b=f[d+24>>2]|0;if(b|0){c=f[(d+28|0)>>2]|0;if((c|0)!=(b|0))f[(d+28|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}sOb(u);b=f[(a+28|0)>>2]|0;h=f[b>>2]|0;i=f[b+4>>2]|0;f[a>>2]=h;f[a+4>>2]=i;f[(a+8|0)>>2]=0;f[(a+12|0)>>2]=0;f[(a+16|0)>>2]=0;c=(f[s>>2]|0)-b|0;if(!(c>>3)){e=0;g=0;c=0}else{if(c>>3>>>0>536870911){t=82;f[a+1600>>2]=2;f[a+1604>>2]=4;break a}d=pOb(c)|0;f[(a+12|0)>>2]=d;f[(a+8|0)>>2]=d;f[(a+16|0)>>2]=d+(c>>3<<3)|0;if((c|0)>0){bQb(d|0,b|0,c|0)|0;f[(a+12|0)>>2]=d+(c>>>3<<3)|0;e=d;g=d+(c>>>3<<3)|0;c=d+(c>>3<<3)|0}else{e=d;g=d;c=d+(c>>3<<3)|0}}b=pOb(36)|0;f[(b+16|0)>>2]=h;f[(b+16|0)+4>>2]=i;f[b+24>>2]=e;f[b+28>>2]=g;f[b+32>>2]=c;f[(a+16|0)>>2]=0;f[(a+12|0)>>2]=0;f[(a+8|0)>>2]=0;c=f[v>>2]|0;do if(!c){l=v;n=v}else{while(1){t=f[c+16>>2]|0;if((t|0)==(h|0)?(f[c+20>>2]|0)>(i|0):(t|0)>(h|0)){d=f[c>>2]|0;if(!d){t=88;break}else c=d}else{m=c+4|0;d=f[m>>2]|0;if(!d){t=91;break}else c=d}}if((t|0)==88){t=0;l=c;n=c;break}else if((t|0)==91){t=0;l=c;n=m;break}}while(0);f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=l;f[n>>2]=b;c=f[f[(a+44|0)>>2]>>2]|0;if(c){f[o>>2]=c;b=f[n>>2]|0}r_a(f[p>>2]|0,b);f[q>>2]=(f[q>>2]|0)+1;b=f[(a+8|0)>>2]|0;if(b|0){c=f[(a+12|0)>>2]|0;if((c|0)!=(b|0))f[(a+12|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}h=f[(a+28|0)>>2]|0;e=f[h>>2]|0;g=f[h+4>>2]|0;c=f[v>>2]|0;do if(!c)t=105;else{b=v;c:while(1){d=c;while(1){q=f[d+16>>2]|0;if(!((q|0)==(e|0)?(f[d+20>>2]|0)<(g|0):(q|0)<(e|0)))break;c=f[d+4>>2]|0;if(!c)break c;else d=c}c=f[d>>2]|0;if(!c){b=d;break}else b=d}if((b|0)==(v|0)){t=105;break}q=f[b+16>>2]|0;if((q|0)==(e|0)?(f[b+20>>2]|0)>(g|0):(q|0)>(e|0))t=105;else r=b}while(0);if((t|0)==105){t=0;r=v}if(h|0){b=f[s>>2]|0;if((b|0)!=(h|0))f[s>>2]=b+(~((b+-8-h|0)>>>3)<<3);sOb(h)}b=r}}while(0);if((v|0)==(b|0)){t=123;f[a+1600>>2]=1;break a}else u=b}f[a+544>>2]=u;f[a+1576>>2]=t}function asb(a){a=a|0;var c=0,d=0,e=0.0,g=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0;y=f[a+112>>2]|0;x=f[a+672>>2]|0;z=f[a+1680>>2]|0;a:{if((z|0)==89){c=(cSa(f[(y+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;if(c|0)do{r=f[c+8>>2]|0;do if((f[(r+200|0)>>2]&-268435456|0)==0&0==0&(0!=0|(h[(r+200|0)+4>>0]&3|0)!=0))if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,r,0);b:do if(!(f[(r+196|0)>>2]&2)){l=f[(y+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))z=106;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{A=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));w=!(A*A>=q)?1:A<0.0?0:2;j=(w|0)<(j|0)?w:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break b;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)z=106}}else z=106;while(0);if((z|0)==106){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(e>=0.0){if(x)if(f[(r+196|0)>>2]&134217728|0){w=f[r+104>>2]|0;if(+n[x>>2]*+n[w+312>>2]+(+n[(x+4|0)>>2]*+n[w+316>>2]+ +n[(x+8|0)>>2]*+n[w+320>>2])<+n[w+324>>2])break}prb(y+64|0,+p[(y+464|0)>>3]-e,r);break}}}}while(0);c=f[c>>2]|0}while((c|0)!=0);b[(y+488|0)>>0]=1;z=113}do if((z|0)==113){c:do if(!(Yqb(y+64|0)|0)){d:while(1){$qb(a,y+64|0);switch(b[(a+12|0)>>0]|0){case 0:break d;case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(y,c);c=c+72|0}while((c|0)!=(d|0));w=f[(y+12|0)>>2]|0?y+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;e:do if((f[(s+200|0)>>2]&-268435456|0)==0?(h[(s+200|0)+4>>0]&3|0)==1:0)if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,s,0);f:do if(!(f[(s+196|0)>>2]&2)){r=f[(y+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){z=136;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{A=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break f;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)z=136}else z=136;while(0);do if((z|0)==136){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break e}while(0);prb(y+64|0,+p[(y+464|0)>>3]-e,s);break e}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(y+64|0)|0)break c}f[y+32>>2]=f[a+8>>2];A=+brb(y+64|0,a);p[y+40>>3]=A;f[y+48>>2]=f[(y+484|0)>>2]}while(0);if(!(f[y+32>>2]|0)){b[(y+488|0)>>0]=0;f[(y+484|0)>>2]=2;z=148;break}else{u=a;f[a+1704>>2]=5;break a}}while(0);if((z|0)==148){s=fSa(f[(y+8|0)>>2]|0)|0;c=f[s>>2]|0;s=f[s+4>>2]|0;if((c|0)!=(s|0))do{r=f[c>>2]|0;do if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,r,0);g:do if(!(f[(r+196|0)>>2]&2)){l=f[(y+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))z=164;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{A=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;j=(B|0)<(j|0)?B:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break g;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)z=164}}else z=164;while(0);if((z|0)==164){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(e>=0.0){if(x)if(f[(r+196|0)>>2]&134217728|0){B=f[r+104>>2]|0;if(+n[x>>2]*+n[B+312>>2]+(+n[(x+4|0)>>2]*+n[B+316>>2]+ +n[(x+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break}prb(y+64|0,+p[(y+464|0)>>3]-e,r);break}}}}while(0);c=c+4|0}while((c|0)!=(s|0));b[(y+488|0)>>0]=1}h:do if(!(Yqb(y+64|0)|0)){i:while(1){$qb(a,y+64|0);switch(b[(a+12|0)>>0]|0){case 0:break i;case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(y,c);c=c+72|0}while((c|0)!=(d|0));w=f[(y+12|0)>>2]|0?y+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;j:do if(0==0?(h[s+200+4>>0]&3|0)==1:0)if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,s,0);k:do if(!(f[(s+196|0)>>2]&2)){r=f[(y+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){z=194;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{A=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break k;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)z=194}else z=194;while(0);do if((z|0)==194){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break j}while(0);prb(y+64|0,+p[(y+464|0)>>3]-e,s);break j}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(y+64|0)|0)break h}f[y+32>>2]=f[a+8>>2];A=+brb(y+64|0,a);p[y+40>>3]=A;f[y+48>>2]=f[(y+484|0)>>2]}while(0);if(f[y+32>>2]|0){u=a;f[a+1704>>2]=5;break a}b[(y+488|0)>>0]=0;f[(y+484|0)>>2]=4;u=a;f[a+1704>>2]=5;break a}f[a+1680>>2]=z}function bsb(a){a=a|0;var c=0,d=0,e=0.0,g=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0;A=f[a+112>>2]|0;z=f[a+1744>>2]|0;B=f[a+1768>>2]|0;a:{if((B|0)==78){c=(cSa(f[(A+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;if(c|0)do{r=f[c+8>>2]|0;d=f[(r+200|0)>>2]|0;y=h[(r+200|0)+4>>0]|0;do if(!(0==0&(y&3|0)==0)){if(f[(r+196|0)>>2]&1){y=(f[(a+56|0)>>2]|0)+8|0;x=(AQa(f[y>>2]|0)|0)+112|0;e=+p[x>>3];y=(AQa(f[y>>2]|0)|0)+120|0;o=+p[y>>3];m=+n[r+144>>2];q=+n[r+148>>2];q=(!(e<=4.827976454180316e-07)?e:0.0)-(!(m<=4.827976454180316e-07)?m:0.0)+((!(o>=.9999995231628418)?o:1.0)-(!(q>=.9999995231628418)?q:1.0));if(!(!(q+-9.999999747378752e-06>0.0)&!(q+9.999999747378752e-06<0.0)))break;d=f[(r+200|0)>>2]|0}if((d&-268435456|0)==0&0==0)if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,r,0);b:do if(!(f[(r+196|0)>>2]&2)){l=f[(A+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))B=99;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{C=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));y=!(C*C>=q)?1:C<0.0?0:2;j=(y|0)<(j|0)?y:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break b;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)B=99}}else B=99;while(0);if((B|0)==99){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(e>=0.0){if(z)if(f[(r+196|0)>>2]&134217728|0){y=f[r+104>>2]|0;if(+n[z>>2]*+n[y+312>>2]+(+n[(z+4|0)>>2]*+n[y+316>>2]+ +n[(z+8|0)>>2]*+n[y+320>>2])<+n[y+324>>2])break}prb(A+64|0,+p[(A+464|0)>>3]-e,r);break}}}}}while(0);c=f[c>>2]|0}while((c|0)!=0);b[(A+488|0)>>0]=1;B=106}do if((B|0)==106){c:do if(!(Yqb(A+64|0)|0)){d:while(1){$qb(a,A+64|0);x=1;y=b[(a+12|0)>>0]|0;if(x)switch(y|0){case 0:break d;default:x=1}if(x){x=0;switch(y|0){case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(A,c);c=c+72|0}while((c|0)!=(d|0));w=f[(A+12|0)>>2]|0?A+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;g=f[(s+200|0)>>2]|0;r=h[(s+200|0)+4>>0]|0;e:do if(0==0&(r&3|0)==1){if(f[(s+196|0)>>2]&1){r=(f[(a+56|0)>>2]|0)+8|0;l=(AQa(f[r>>2]|0)|0)+112|0;m=+p[l>>3];r=(AQa(f[r>>2]|0)|0)+120|0;q=+p[r>>3];o=+n[s+144>>2];C=+n[s+148>>2];C=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(C>=.9999995231628418)?C:1.0));if(!(!(C+-9.999999747378752e-06>0.0)&!(C+9.999999747378752e-06<0.0)))break;g=f[(s+200|0)>>2]|0}if((g&-268435456|0)==0&0==0)if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0)){if(!(zLa(g+68|0)|0))break;Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,s,0);f:do if(!(f[(s+196|0)>>2]&2)){r=f[(A+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){B=133;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{C=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));D=!(C*C>=q)?1:C<0.0?0:2;k=(D|0)<(k|0)?D:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break f;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)B=133}else B=133;while(0);do if((B|0)==133){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;D=f[s+104>>2]|0;if(+n[w>>2]*+n[D+312>>2]+(+n[(w+4|0)>>2]*+n[D+316>>2]+ +n[(w+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break e}while(0);prb(A+64|0,+p[(A+464|0)>>3]-e,s);break e}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(A+64|0)|0)break c}f[A+32>>2]=f[a+8>>2];C=+brb(A+64|0,a);p[A+40>>3]=C;f[A+48>>2]=f[(A+484|0)>>2]}while(0);if(!(f[A+32>>2]|0)){b[(A+488|0)>>0]=0;f[(A+484|0)>>2]=2;B=145;break}else{u=a;f[a+1840>>2]=5;break a}}while(0);if((B|0)==145){g=fSa(f[A+8>>2]|0)|0;c=f[g>>2]|0;g=f[g+4>>2]|0;g:do if((c|0)!=(g|0)){if(!z)while(1){d=f[c>>2]|0;e=+Crb(A,d,f[(a+56|0)>>2]|0);if(e>=0.0)prb(A+64|0,+p[(A+464|0)>>3]-e,d);c=c+4|0;if((c|0)==(g|0))break g}do{d=f[c>>2]|0;e=+Crb(A,d,f[(a+56|0)>>2]|0);do if(e>=0.0){if(f[d+196>>2]&134217728|0){D=f[d+104>>2]|0;if(+n[z>>2]*+n[D+312>>2]+(+n[(z+4|0)>>2]*+n[D+316>>2]+ +n[(z+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break}prb(A+64|0,+p[(A+464|0)>>3]-e,d)}while(0);c=c+4|0}while((c|0)!=(g|0))}while(0);b[(A+488|0)>>0]=1}h:do if(!(Yqb(A+64|0)|0)){i:while(1){$qb(a,A+64|0);x=1;y=b[(a+12|0)>>0]|0;if(x)switch(y|0){case 0:break i;default:x=1}if(x){x=0;switch(y|0){case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(A,c);c=c+72|0}while((c|0)!=(d|0));w=f[(A+12|0)>>2]|0?A+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;j:do if(0==0?(h[s+200+4>>0]&3|0)==1:0){if(f[(s+196|0)>>2]&1|0){D=(f[(a+56|0)>>2]|0)+8|0;z=(AQa(f[D>>2]|0)|0)+112|0;m=+p[z>>3];D=(AQa(f[D>>2]|0)|0)+120|0;q=+p[D>>3];o=+n[s+144>>2];C=+n[s+148>>2];C=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(C>=.9999995231628418)?C:1.0));if(!(!(C+-9.999999747378752e-06>0.0)&!(C+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,s,0);k:do if(!(f[(s+196|0)>>2]&2)){r=f[(A+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){B=181;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{C=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));D=!(C*C>=q)?1:C<0.0?0:2;k=(D|0)<(k|0)?D:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break k;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)B=181}else B=181;while(0);do if((B|0)==181){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;D=f[s+104>>2]|0;if(+n[w>>2]*+n[D+312>>2]+(+n[(w+4|0)>>2]*+n[D+316>>2]+ +n[(w+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break j}while(0);prb(A+64|0,+p[(A+464|0)>>3]-e,s);break j}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(A+64|0)|0)break h}f[A+32>>2]=f[a+8>>2];C=+brb(A+64|0,a);p[A+40>>3]=C;f[A+48>>2]=f[(A+484|0)>>2]}while(0);if(f[A+32>>2]|0){u=a;f[a+1840>>2]=5;break a}b[(A+488|0)>>0]=0;f[(A+484|0)>>2]=4;u=a;f[a+1840>>2]=5;break a}f[a+1768>>2]=B}function csb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0;x=f[a+320>>2]|0;v=f[a+2024>>2]|0;d=f[a+2344>>2]|0;s=f[a+2352>>2]|0;j=f[a+2360>>2]|0;q=f[a+3456>>2]|0;y=f[a+5320>>2]|0;A=f[a+5336>>2]|0;B=f[a+5344>>2]|0;z=f[a+5424>>2]|0;a:do{l=1;if(l){l=0;if(!(b[x+8>>0]|0))if(((s|0)/120|0)>>>0>1&(b[x+20>>0]|0)!=0){i=1;k=+p[d+96>>3];while(1){C=k;k=+p[d+(i*120|0)+96>>3];if(!(!(C<k)|!(k>=1.0)))break;i=i+1|0;if(i>>>0>=((s|0)/120|0)>>>0){i=q;break a}}if(i>>>0>((s|0)/120|0)>>>0){tsb(x+144|0,i-((s|0)/120|0)|0);i=f[(x+148|0)>>2]|0;break}if(i>>>0<((s|0)/120|0)>>>0){i=d+(i*120|0)|0;if((i|0)==(j|0))i=q;else{f[(x+148|0)>>2]=j+(~(((j+-120-i|0)>>>0)/120|0)*120|0)|0;i=j+(~(((j+-120-i|0)>>>0)/120|0)*120|0)|0}}else i=q}else i=q;else l=1}if(l)if(1){do{i=1;if(i){i=0;if(!s){m=d;o=q}else i=1}if(i)if(1){i=0;while(1){if(i|0?+p[d+(i*120|0)+96>>3]<1.0:0)r=d;else{if(!(Usb(x,d+(i*120|0)|0)|0))break;r=f[(x+144|0)>>2]|0}b[d+(i*120|0)+112>>0]=1;d=i+1|0;if(d>>>0<((s|0)/120|0)>>>0){i=d;d=r}else{z=280;break}}if((z|0)==280){m=r;o=f[(x+148|0)>>2]|0;break}d=i+1|0;b:do if(d>>>0<((s|0)/120|0)>>>0){j=d;while(1){d=f[(x+144|0)>>2]|0;C=+p[d+(j*120|0)+96>>3];if(!((C>=1.0?!(+p[d+(i*120|0)+96>>3]<C):1)|(b[(x+20|0)>>0]|0)==0))break;r=(Usb(x,d+(j*120|0)|0)|0)&1;b[d+(j*120|0)+112>>0]=r;d=j+1|0;if(d>>>0<((s|0)/120|0)>>>0){i=j;j=d}else break b}i=f[(x+148|0)>>2]|0;if(j>>>0>((i-d|0)/120|0)>>>0){tsb(x+144|0,j-((i-d|0)/120|0)|0);break}if(j>>>0<((i-d|0)/120|0)>>>0){d=d+(j*120|0)|0;if((d|0)!=(i|0))f[(x+148|0)>>2]=i+(~(((i+-120-d|0)>>>0)/120|0)*120|0)}}while(0);i=f[(x+144|0)>>2]|0;j=f[(x+148|0)>>2]|0;c:do if((i|0)==(j|0)){u=i;z=294}else{d=i;do{if(b[d+112>>0]|0){u=d;z=294;break c}d=d+120|0}while((d|0)!=(j|0));g=j;t=i;c=j}while(0);if((z|0)==294){d=u;if((u|0)==(j|0)){g=d;t=i;c=j}else{c=d;g=d;d:while(1){do{d=c;c=d+120|0;if((d+120|0|0)==(j|0))break d}while((b[d+232>>0]|0)!=0);i=g;y=g;A=d+120|0;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));C=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(i+40|0)>>3];p[(i+40|0)>>3]=C;C=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(i+48|0)>>3];p[(i+48|0)>>3]=C;C=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(i+56|0)>>3];p[(i+56|0)>>3]=C;f[(i+64|0)>>2]=f[(d+184|0)>>2];f[(i+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(i+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(i+64|0)+12>>2]=f[(d+184|0)+12>>2];C=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(i+80|0)>>3];p[(i+80|0)>>3]=C;C=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(i+88|0)>>3];p[(i+88|0)>>3]=C;f[(i+96|0)>>2]=f[(d+216|0)>>2];f[(i+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(i+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(i+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(i+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;g=i+120|0}t=f[(x+144|0)>>2]|0;c=f[(x+148|0)>>2]|0}}d=t+(((g-t|0)/120|0)*120|0)|0;if((c|0)==(g|0)){i=c;break a}g=d+(((c-g|0)/120|0)*120|0)|0;if((g|0)!=(c|0)){do{y=d;A=g;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));t=g+40|0;C=+p[t>>3];u=d+40|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=g+48|0;C=+p[u>>3];t=d+48|0;p[u>>3]=+p[t>>3];p[t>>3]=C;t=g+56|0;C=+p[t>>3];u=d+56|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=d+64|0;t=g+64|0;f[u>>2]=f[t>>2];f[u+4>>2]=f[t+4>>2];f[u+8>>2]=f[t+8>>2];f[u+12>>2]=f[t+12>>2];u=g+80|0;C=+p[u>>3];t=d+80|0;p[u>>3]=+p[t>>3];p[t>>3]=C;t=g+88|0;C=+p[t>>3];u=d+88|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=d+96|0;t=g+96|0;f[u>>2]=f[t>>2];f[u+4>>2]=f[t+4>>2];f[u+8>>2]=f[t+8>>2];f[u+12>>2]=f[t+12>>2];b[u+16>>0]=b[t+16>>0]|0;g=g+120|0;d=d+120|0}while((g|0)!=(c|0));c=f[(x+148|0)>>2]|0}if((c|0)==(d|0)){i=c;break a}i=c+(~(((c+-120-d|0)>>>0)/120|0)*120|0)|0;f[(x+148|0)>>2]=i;break a}}while(0);if((o|0)==(m|0))i=o;else{i=o+(~(((o+-120-m|0)>>>0)/120|0)*120|0)|0;f[(x+148|0)>>2]=i}}}while(0);c=f[(x+144|0)>>2]|0;if((c|0)!=(i|0))do{ARa(a+296|0,v,c);d=f[(a+296|0)>>2]|0;g=f[((a+296|0)+4|0)>>2]|0;if(g|0)iOb(g);t=f[d+4>>2]|0;u=Pg[f[(f[t>>2]|0)+16>>2]&1023](t)|0;f[c+16>>2]=u;oh[f[(f[t>>2]|0)+12>>2]&1023](a+144|0,t);t=f[(a+144|0)+4>>2]|0;u=c+8|0;f[u>>2]=f[(a+144|0)>>2];f[u+4>>2]=t;u=ZPb(f[(d+200|0)>>2]|0,h[(d+200|0)+4>>0]&255|0,28)|0;f[c+32>>2]=u&15;p[c+64>>3]=+p[c+96>>3];p[c+72>>3]=+p[c+104>>3];c=c+120|0}while((c|0)!=(i|0));if(b[x+22>>0]|0){f[(a+272|0)>>2]=0;f[(a+272|0)+4>>2]=0;f[(a+272|0)+8>>2]=0;f[(a+272|0)+12>>2]=0;n[(a+272|0)+16>>2]=1.0;_rb(a+120|0,a+272|0);c=f[(x+144|0)>>2]|0;i=f[(x+148|0)>>2]|0;f[(a+144|0)>>2]=v;f[(a+144|0)+4>>2]=a+120|0;e:do if((c|0)==(i|0)){w=c;z=316}else{do{if(usb(a+144|0,c)|0){w=c;z=316;break e}c=c+120|0}while((c|0)!=(i|0));e=i}while(0);f:do if((z|0)==316){c=w;if((w|0)==(i|0))e=c;else{d=c;e=c;while(1){c=d;do{d=c;c=d+120|0;if((d+120|0|0)==(i|0))break f}while(usb(a+144|0,d+120|0)|0);g=e;y=e;A=d+120|0;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));C=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=C;C=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=C;C=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=C;f[(g+64|0)>>2]=f[(d+184|0)>>2];f[(g+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(g+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(g+64|0)+12>>2]=f[(d+184|0)+12>>2];C=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=C;C=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(g+88|0)>>3];p[(g+88|0)>>3]=C;f[(g+96|0)>>2]=f[(d+216|0)>>2];f[(g+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(g+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(g+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(g+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;d=c;e=g+120|0}}}while(0);c=f[(x+148|0)>>2]|0;d=f[(x+144|0)>>2]|0;d=d+(((e-d|0)/120|0)*120|0)|0;if((c|0)!=(e|0)){e=d+(((c-e|0)/120|0)*120|0)|0;if((e|0)!=(c|0)){do{y=d;A=e;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));v=e+40|0;C=+p[v>>3];w=d+40|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=e+48|0;C=+p[w>>3];v=d+48|0;p[w>>3]=+p[v>>3];p[v>>3]=C;v=e+56|0;C=+p[v>>3];w=d+56|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=d+64|0;v=e+64|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];w=e+80|0;C=+p[w>>3];v=d+80|0;p[w>>3]=+p[v>>3];p[v>>3]=C;v=e+88|0;C=+p[v>>3];w=d+88|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=d+96|0;v=e+96|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];b[w+16>>0]=b[v+16>>0]|0;e=e+120|0;d=d+120|0}while((e|0)!=(c|0));c=f[(x+148|0)>>2]|0}if((c|0)!=(d|0))f[(x+148|0)>>2]=c+(~(((c+-120-d|0)>>>0)/120|0)*120|0)}c=f[(a+120|0)+8>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);c=f[(a+120|0)>>2]|0;f[(a+120|0)>>2]=0;if(c|0)sOb(c);c=f[(a+272|0)+8>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);c=f[(a+272|0)>>2]|0;f[(a+272|0)>>2]=0;if(c|0)sOb(c)}f[a+5320>>2]=y;f[a+5336>>2]=A;f[a+5344>>2]=B;f[a+5424>>2]=z}function dsb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0,A=0,B=0,D=0,E=0,F=0.0,G=0.0,H=0.0;D=f[a+320>>2]|0;r=f[a+3432>>2]|0;A=f[a+4752>>2]|0;t=f[a+4936>>2]|0;w=f[a+4944>>2]|0;i=f[a+4952>>2]|0;E=f[a+5424>>2]|0;a:do{q=1;if(q){q=0;if(!(b[(D+8|0)>>0]|0))if(((w|0)/208|0)>>>0>1&(b[D+20>>0]|0)!=0){d=1;j=+p[t+184>>3];while(1){k=j;j=+p[t+(d*208|0)+184>>3];if(!(!(k<j)|!(j>=1.0)))break;d=d+1|0;if(d>>>0>=((w|0)/208|0)>>>0){d=r;break a}}if(d>>>0>((w|0)/208|0)>>>0){qsb(D+132|0,d-((w|0)/208|0)|0);d=f[(D+136|0)>>2]|0;break}if(d>>>0<((w|0)/208|0)>>>0){d=t+(d*208|0)|0;if((d|0)==(i|0))d=r;else{m=i;while(1){i=m+-208|0;f[(D+136|0)>>2]=i;o=f[m+-120>>2]|0;if(o){i=m+-116|0;m=f[i>>2]|0;if((m|0)!=(o|0))f[i>>2]=m+(~(((m+-12-o|0)>>>0)/12|0)*12|0);sOb(o);i=f[(D+136|0)>>2]|0}if((i|0)==(d|0))break;else m=i}}}else d=r}else d=r;else q=1}if(q)if(1){do{d=1;if(d){d=0;if(!w){v=t;s=r}else d=1}if(d)if(1){i=0;d=t;while(1){if(i|0?+p[d+(i*208|0)+184>>3]<1.0:0)u=d;else{if(!(Psb(D,d+(i*208|0)|0)|0))break;u=f[(D+132|0)>>2]|0}b[d+(i*208|0)+200>>0]=1;d=i+1|0;if(d>>>0<((w|0)/208|0)>>>0){i=d;d=u}else{E=149;break}}if((E|0)==149){v=u;s=f[(D+136|0)>>2]|0;break}d=i+1|0;b:do if(d>>>0<((w|0)/208|0)>>>0){o=d;while(1){m=f[(D+132|0)>>2]|0;k=+p[m+(o*208|0)+184>>3];if(!((k>=1.0?!(+p[m+(i*208|0)+184>>3]<k):1)|(b[(D+20|0)>>0]|0)==0))break;d=(Psb(D,m+(o*208|0)|0)|0)&1;b[m+(o*208|0)+200>>0]=d;d=o+1|0;if(d>>>0<((w|0)/208|0)>>>0){i=o;o=d}else break b}d=f[(D+136|0)>>2]|0;if(o>>>0>((d-m|0)/208|0)>>>0){qsb(D+132|0,o-((d-m|0)/208|0)|0);break}if(o>>>0<((d-m|0)/208|0)>>>0){o=m+(o*208|0)|0;if((o|0)!=(d|0)){i=d;while(1){d=i+-208|0;f[(D+136|0)>>2]=d;m=f[i+-120>>2]|0;if(m){d=i+-116|0;i=f[d>>2]|0;if((i|0)!=(m|0))f[d>>2]=i+(~(((i+-12-m|0)>>>0)/12|0)*12|0);sOb(m);d=f[(D+136|0)>>2]|0}if((d|0)==(o|0))break;else i=d}}}}while(0);i=f[(D+132|0)>>2]|0;m=f[(D+136|0)>>2]|0;c:do if((i|0)==(m|0)){y=i;E=171}else{d=i;do{if(b[d+200>>0]|0){y=d;E=171;break c}d=d+208|0}while((d|0)!=(m|0));g=m;c=m;x=i}while(0);if((E|0)==171){g=y;if((y|0)==(m|0)){c=m;x=i}else{c=g;d:while(1){do{d=c;c=d+208|0;if((d+208|0|0)==(m|0))break d}while((b[d+408>>0]|0)!=0);y=g;psb(y,d+208|0)|0;g=y+208|0}c=f[(D+136|0)>>2]|0;x=f[(D+132|0)>>2]|0}}d=x+(((g-x|0)/208|0)*208|0)|0;if((c|0)==(g|0)){d=c;break a}g=d+(((c-g|0)/208|0)*208|0)|0;if((g|0)!=(c|0)){do{psb(d,g)|0;g=g+208|0;d=d+208|0}while((g|0)!=(c|0));c=f[(D+136|0)>>2]|0}if((c|0)==(d|0)){d=c;break a}while(1){g=c+-208|0;f[(D+136|0)>>2]=g;i=f[c+-120>>2]|0;if(!i)c=g;else{c=c+-116|0;g=f[c>>2]|0;if((g|0)!=(i|0))f[c>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(i);c=f[(D+136|0)>>2]|0}if((c|0)==(d|0))break a}}}while(0);if((s|0)==(v|0))d=s;else{d=s;while(1){c=d+-208|0;f[(D+136|0)>>2]=c;g=f[d+-120>>2]|0;if(g){c=d+-116|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~(((d+-12-g|0)>>>0)/12|0)*12|0);sOb(g);c=f[(D+136|0)>>2]|0}if((c|0)==(v|0)){d=v;break}else d=c}}}}while(0);c=f[(D+132|0)>>2]|0;if((c|0)!=(d|0))do{ARa(a+296|0,A,c);t=f[(a+296|0)>>2]|0;g=f[((a+296|0)+4|0)>>2]|0;if(g|0)iOb(g);m=f[(t+4|0)>>2]|0;i=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;f[c+16>>2]=i;oh[f[(f[m>>2]|0)+12>>2]&1023](a+144|0,m);m=f[(a+144|0)+4>>2]|0;i=c+8|0;f[i>>2]=f[(a+144|0)>>2];f[i+4>>2]=m;i=ZPb(f[(t+200|0)>>2]|0,h[(t+200|0)+4>>0]&255|0,28)|0;f[c+32>>2]=i&15;p[c+104>>3]=+p[c+184>>3];p[c+112>>3]=+p[c+192>>3];i=c+36|0;f[i>>2]=1065353216;m=c+40|0;f[m>>2]=1065353216;o=c+44|0;f[o>>2]=1065353216;q=c+48|0;f[q>>2]=0;r=c+52|0;f[r>>2]=0;s=c+56|0;f[s>>2]=0;g=f[c+24>>2]|0;if((g|0)>-1){f[(a+272|0)>>2]=g;if(b[(D+25|0)>>0]|0){cEa(a+144|0,t,1,a+272|0,1);g=f[(a+144|0)>>2]|0;f[(a+144|0)>>2]=f[i>>2];f[i>>2]=g;g=f[((a+144|0)+4|0)>>2]|0;f[((a+144|0)+4|0)>>2]=f[m>>2];f[m>>2]=g;g=f[((a+144|0)+8|0)>>2]|0;f[((a+144|0)+8|0)>>2]=f[o>>2];f[o>>2]=g;g=f[((a+144|0)+12|0)>>2]|0;f[((a+144|0)+12|0)>>2]=f[q>>2];f[q>>2]=g;g=f[((a+144|0)+16|0)>>2]|0;f[((a+144|0)+16|0)>>2]=f[r>>2];f[r>>2]=g;f[s>>2]=f[((a+144|0)+20|0)>>2];g=f[(a+272|0)>>2]|0}r=c+88|0;_Da(f[(f[(t+4|0)>>2]|0)+44>>2]|0,g,r);Ksb(a+144|0,D,f[t+96>>2]|0,t);o=f[r>>2]|0;q=f[c+92>>2]|0;if((o|0)!=(q|0)){g=o;do{H=+n[g>>2];x=g+4|0;G=+n[x>>2];y=g+8|0;F=+n[y>>2];j=H*+n[((a+144|0)+4|0)>>2]+G*+n[((a+144|0)+20|0)>>2]+F*+n[((a+144|0)+36|0)>>2]+ +n[((a+144|0)+52|0)>>2];k=H*+n[((a+144|0)+8|0)>>2]+G*+n[((a+144|0)+24|0)>>2]+F*+n[((a+144|0)+40|0)>>2]+ +n[((a+144|0)+56|0)>>2];n[g>>2]=+n[(a+144|0)>>2]*H+ +n[((a+144|0)+16|0)>>2]*G+ +n[((a+144|0)+32|0)>>2]*F+ +n[((a+144|0)+48|0)>>2];n[x>>2]=j;n[y>>2]=k;g=g+12|0}while((g|0)!=(q|0))}e:do if(!(q-o|0)){j=C;g=c+100|0}else{g=c+100|0;i=0;j=C;k=C;m=o;while(1){p[(a+144|0)>>3]=+n[m+(i*12|0)>>2];p[((a+144|0)+8|0)>>3]=+n[m+(i*12|0)+4>>2];p[((a+144|0)+16|0)>>3]=+n[m+(i*12|0)+8>>2];m=f[(t+108|0)>>2]|0;if(!m)E=203;else if(Wtb(D,m,a+144|0)|0)E=203;else{z=j;l=k}if((E|0)==203){E=0;eub(a+120|0,D,a+144|0,0);do if(b[(a+120|0)>>0]|0){l=+p[((a+120|0)+16|0)>>3];if(!(l<j))break;k=+p[((a+120|0)+8|0)>>3];f[g>>2]=i;j=l}while(0);z=j;l=k}i=i+1|0;if(i>>>0>=((q-o|0|0)/12|0)>>>0){j=l;break e}j=z;k=l;m=f[r>>2]|0}}while(0);i=f[g>>2]|0;if((i|0)>-1){y=f[r>>2]|0;p[(a+144|0)>>3]=+n[y+(i*12|0)>>2];p[((a+144|0)+8|0)>>3]=+n[y+(i*12|0)+4>>2];p[((a+144|0)+16|0)>>3]=+n[y+(i*12|0)+8>>2];sjb(a+120|0,f[(D+56|0)>>2]|0,a+144|0);b[(a+112|0)>>0]=0;p[(a+40|0)>>3]=+p[(a+144|0)>>3];p[(a+48|0)>>3]=+p[((a+144|0)+8|0)>>3];p[(a+56|0)>>3]=+p[((a+144|0)+16|0)>>3];G=+p[(a+120|0)>>3];p[(a+80|0)>>3]=G;H=+p[((a+120|0)+8|0)>>3];p[(a+88|0)>>3]=H;y=f[(D+56|0)>>2]|0;G=G-+p[y+24>>3];H=H-+p[y+32>>3];p[(a+96|0)>>3]=G*G+H*H;p[(a+104|0)>>3]=j;do if(b[(D+8|0)>>0]|0){if(!(Usb(D,a)|0))break;f[g>>2]=-1}while(0)}}c=c+208|0}while((c|0)!=(d|0));if(b[D+22>>0]|0){f[(a+272|0)>>2]=0;f[(a+272|0)+4>>2]=0;f[(a+272|0)+8>>2]=0;f[(a+272|0)+12>>2]=0;n[(a+272|0)+16>>2]=1.0;_rb(a+252|0,a+272|0);c=f[(D+132|0)>>2]|0;g=f[(D+136|0)>>2]|0;f[(a+144|0)>>2]=A;f[(a+144|0)+4>>2]=a+252|0;f:do if((c|0)==(g|0)){B=c;E=219}else{do{if(rsb(a+144|0,c)|0){B=c;E=219;break f}c=c+208|0}while((c|0)!=(g|0));e=g}while(0);g:do if((E|0)==219){d=B;if((B|0)==(g|0))e=d;else{c=d;e=d;while(1){do{d=c+208|0;c=d;if((d|0)==(g|0))break g}while(rsb(a+144|0,d)|0);B=e;psb(B,d)|0;e=B+208|0}}}while(0);c=f[(D+136|0)>>2]|0;d=f[(D+132|0)>>2]|0;d=d+(((e-d|0)/208|0)*208|0)|0;if((c|0)!=(e|0)){e=d+(((c-e|0)/208|0)*208|0)|0;if((e|0)!=(c|0)){do{psb(d,e)|0;e=e+208|0;d=d+208|0}while((e|0)!=(c|0));c=f[(D+136|0)>>2]|0}if((c|0)!=(d|0))do{e=c+-208|0;f[(D+136|0)>>2]=e;g=f[c+-120>>2]|0;if(!g)c=e;else{c=c+-116|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g);c=f[(D+136|0)>>2]|0}}while((c|0)!=(d|0))}c=f[(a+252|0)+8>>2]|0;if(c|0)do{D=c;c=f[c>>2]|0;sOb(D)}while((c|0)!=0);c=f[(a+252|0)>>2]|0;f[(a+252|0)>>2]=0;if(c|0)sOb(c);c=f[(a+272|0)+8>>2]|0;if(c|0)do{D=c;c=f[c>>2]|0;sOb(D)}while((c|0)!=0);c=f[(a+272|0)>>2]|0;f[(a+272|0)>>2]=0;if(c|0)sOb(c)}f[a+5424>>2]=E}function esb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0;t=f[a+320>>2]|0;l=f[a+816>>2]|0;u=f[a+1360>>2]|0;c=f[a+3408>>2]|0;v=f[a+5320>>2]|0;y=f[a+5336>>2]|0;z=f[a+5344>>2]|0;w=f[a+5424>>2]|0;x=f[a+5448>>2]|0;if(x){x=0;if(1){k=f[(t+48|0)>>2]|0;l=b[t+32>>0]|0;d=f[(t+156|0)>>2]|0;m=f[(t+160|0)>>2]|0;a:do if((d|0)==(m|0)){i=d;w=23}else{do{if(!(FSa(k,d,l)|0)){i=d;w=23;break a}d=d+240|0}while((d|0)!=(m|0));h=m}while(0);b:do if((w|0)==23){e=i;d=1;if(d){d=0;if((i|0)==(m|0))h=e;else d=1}if(d)if(1){d=e;h=e;while(1){do{e=d;d=e+240|0;if((e+240|0|0)==(m|0))break b}while(!(FSa(k,e+240|0,l)|0));i=h;v=h;y=e+240|0;z=v+36|0;do{f[v>>2]=f[y>>2];v=v+4|0;y=y+4|0}while((v|0)<(z|0));j=+p[(e+280|0)>>3];p[(e+280|0)>>3]=+p[(i+40|0)>>3];p[(i+40|0)>>3]=j;j=+p[(e+288|0)>>3];p[(e+288|0)>>3]=+p[(i+48|0)>>3];p[(i+48|0)>>3]=j;j=+p[(e+296|0)>>3];p[(e+296|0)>>3]=+p[(i+56|0)>>3];p[(i+56|0)>>3]=j;j=+p[(e+304|0)>>3];p[(e+304|0)>>3]=+p[(i+64|0)>>3];p[(i+64|0)>>3]=j;j=+p[(e+312|0)>>3];p[(e+312|0)>>3]=+p[(i+72|0)>>3];p[(i+72|0)>>3]=j;j=+p[(e+320|0)>>3];p[(e+320|0)>>3]=+p[(i+80|0)>>3];p[(i+80|0)>>3]=j;h=f[(e+328|0)>>2]|0;f[(e+328|0)>>2]=f[(i+88|0)>>2];f[(i+88|0)>>2]=h;h=f[(e+332|0)>>2]|0;f[(e+332|0)>>2]=f[(i+92|0)>>2];f[(i+92|0)>>2]=h;h=f[(e+336|0)>>2]|0;f[(e+336|0)>>2]=f[(i+96|0)>>2];f[(i+96|0)>>2]=h;h=f[(e+340|0)>>2]|0;f[(e+340|0)>>2]=f[(i+100|0)>>2];f[(i+100|0)>>2]=h;h=f[(e+344|0)>>2]|0;f[(e+344|0)>>2]=f[(i+104|0)>>2];f[(i+104|0)>>2]=h;h=f[(e+348|0)>>2]|0;f[(e+348|0)>>2]=f[(i+108|0)>>2];f[(i+108|0)>>2]=h;j=+p[(e+352|0)>>3];p[(e+352|0)>>3]=+p[(i+112|0)>>3];p[(i+112|0)>>3]=j;j=+p[(e+360|0)>>3];p[(e+360|0)>>3]=+p[(i+120|0)>>3];p[(i+120|0)>>3]=j;j=+p[(e+368|0)>>3];p[(e+368|0)>>3]=+p[(i+128|0)>>3];p[(i+128|0)>>3]=j;j=+p[(e+376|0)>>3];p[(e+376|0)>>3]=+p[(i+136|0)>>3];p[(i+136|0)>>3]=j;j=+p[(e+384|0)>>3];p[(e+384|0)>>3]=+p[(i+144|0)>>3];p[(i+144|0)>>3]=j;j=+p[(e+392|0)>>3];p[(e+392|0)>>3]=+p[(i+152|0)>>3];p[(i+152|0)>>3]=j;j=+p[(e+400|0)>>3];p[(e+400|0)>>3]=+p[(i+160|0)>>3];p[(i+160|0)>>3]=j;j=+p[(e+408|0)>>3];p[(e+408|0)>>3]=+p[(i+168|0)>>3];p[(i+168|0)>>3]=j;j=+p[(e+416|0)>>3];p[(e+416|0)>>3]=+p[(i+176|0)>>3];p[(i+176|0)>>3]=j;f[(i+184|0)>>2]=f[(e+424|0)>>2];f[(i+184|0)+4>>2]=f[(e+424|0)+4>>2];f[(i+184|0)+8>>2]=f[(e+424|0)+8>>2];f[(i+184|0)+12>>2]=f[(e+424|0)+12>>2];j=+p[(e+440|0)>>3];p[(e+440|0)>>3]=+p[(i+200|0)>>3];p[(i+200|0)>>3]=j;j=+p[(e+448|0)>>3];p[(e+448|0)>>3]=+p[(i+208|0)>>3];p[(i+208|0)>>3]=j;f[(i+216|0)>>2]=f[(e+456|0)>>2];f[(i+216|0)+4>>2]=f[(e+456|0)+4>>2];f[(i+216|0)+8>>2]=f[(e+456|0)+8>>2];f[(i+216|0)+12>>2]=f[(e+456|0)+12>>2];b[(i+216|0)+16>>0]=b[(e+456|0)+16>>0]|0;h=i+240|0}}}while(0);f[(a+272|0)>>2]=h;f[(a+120|0)>>2]=f[(t+160|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];Yrb(t+156|0,a+296|0,a+144|0)|0;l=t+160|0}else x=1}i=f[l>>2]|0;d=f[(t+156|0)>>2]|0;k=(i-d|0|0)/240|0;c:do{h=1;if(h){h=0;if(!(b[t+8>>0]|0)){if(k>>>0>1&(b[t+20>>0]|0)!=0){e=1;j=+p[d+216>>3];while(1){A=j;j=+p[d+(e*240|0)+216>>3];if(!(!(A<j)|!(j>=1.0)))break;e=e+1|0;if(e>>>0>=k>>>0)break c}if(e>>>0>k>>>0){Zrb(t+156|0,e-k|0);break}if(e>>>0<k>>>0){e=d+(e*240|0)|0;if((e|0)!=(i|0))f[(t+160|0)>>2]=i+(~(((i+-240-e|0)>>>0)/240|0)*240|0)}}}else h=1}if(h)if(1){do{e=1;if(e){e=0;if(!(i-d|0)){n=d;o=i}else e=1}if(e)if(1){e=0;while(1){if(e|0?+p[d+(e*240|0)+216>>3]<1.0:0)q=d;else{if(!(Vsb(t,d+(e*240|0)|0)|0))break;q=f[(t+156|0)>>2]|0}b[d+(e*240|0)+232>>0]=1;d=e+1|0;if(d>>>0<k>>>0){e=d;d=q}else{w=46;break}}if((w|0)==46){n=q;o=f[(t+160|0)>>2]|0;break}d=e+1|0;d:do if(d>>>0<k>>>0){h=d;while(1){d=f[(t+156|0)>>2]|0;A=+p[d+(h*240|0)+216>>3];if(!((A>=1.0?!(+p[d+(e*240|0)+216>>3]<A):1)|(b[(t+20|0)>>0]|0)==0))break;q=(Vsb(t,d+(h*240|0)|0)|0)&1;b[d+(h*240|0)+232>>0]=q;d=h+1|0;if(d>>>0<k>>>0){e=h;h=d}else break d}e=f[l>>2]|0;if(h>>>0>((e-d|0)/240|0)>>>0){Zrb(t+156|0,h-((e-d|0)/240|0)|0);break}if(h>>>0<((e-d|0)/240|0)>>>0){d=d+(h*240|0)|0;if((d|0)!=(e|0))f[(t+160|0)>>2]=e+(~(((e+-240-d|0)>>>0)/240|0)*240|0)}}while(0);d=f[(t+156|0)>>2]|0;i=f[(t+160|0)>>2]|0;e:do if((d|0)==(i|0)){r=d;w=59}else while(1){if(b[d+232>>0]|0){r=d;w=59;break e}d=d+240|0;if((d|0)==(i|0)){g=i;s=i;break}}while(0);if((w|0)==59){e=r;d=1;if(d){d=0;if((r|0)==(i|0)){g=e;s=i}else d=1}if(d)if(1){d=e;g=e;f:while(1){do{e=d;d=e+240|0;if((e+240|0|0)==(i|0))break f}while((b[e+472>>0]|0)!=0);h=g;v=g;y=e+240|0;z=v+36|0;do{f[v>>2]=f[y>>2];v=v+4|0;y=y+4|0}while((v|0)<(z|0));A=+p[(e+280|0)>>3];p[(e+280|0)>>3]=+p[(h+40|0)>>3];p[(h+40|0)>>3]=A;A=+p[(e+288|0)>>3];p[(e+288|0)>>3]=+p[(h+48|0)>>3];p[(h+48|0)>>3]=A;A=+p[(e+296|0)>>3];p[(e+296|0)>>3]=+p[(h+56|0)>>3];p[(h+56|0)>>3]=A;A=+p[(e+304|0)>>3];p[(e+304|0)>>3]=+p[(h+64|0)>>3];p[(h+64|0)>>3]=A;A=+p[(e+312|0)>>3];p[(e+312|0)>>3]=+p[(h+72|0)>>3];p[(h+72|0)>>3]=A;A=+p[(e+320|0)>>3];p[(e+320|0)>>3]=+p[(h+80|0)>>3];p[(h+80|0)>>3]=A;g=f[(e+328|0)>>2]|0;f[(e+328|0)>>2]=f[(h+88|0)>>2];f[(h+88|0)>>2]=g;g=f[(e+332|0)>>2]|0;f[(e+332|0)>>2]=f[(h+92|0)>>2];f[(h+92|0)>>2]=g;g=f[(e+336|0)>>2]|0;f[(e+336|0)>>2]=f[(h+96|0)>>2];f[(h+96|0)>>2]=g;g=f[(e+340|0)>>2]|0;f[(e+340|0)>>2]=f[(h+100|0)>>2];f[(h+100|0)>>2]=g;g=f[(e+344|0)>>2]|0;f[(e+344|0)>>2]=f[(h+104|0)>>2];f[(h+104|0)>>2]=g;g=f[(e+348|0)>>2]|0;f[(e+348|0)>>2]=f[(h+108|0)>>2];f[(h+108|0)>>2]=g;A=+p[(e+352|0)>>3];p[(e+352|0)>>3]=+p[(h+112|0)>>3];p[(h+112|0)>>3]=A;A=+p[(e+360|0)>>3];p[(e+360|0)>>3]=+p[(h+120|0)>>3];p[(h+120|0)>>3]=A;A=+p[(e+368|0)>>3];p[(e+368|0)>>3]=+p[(h+128|0)>>3];p[(h+128|0)>>3]=A;A=+p[(e+376|0)>>3];p[(e+376|0)>>3]=+p[(h+136|0)>>3];p[(h+136|0)>>3]=A;A=+p[(e+384|0)>>3];p[(e+384|0)>>3]=+p[(h+144|0)>>3];p[(h+144|0)>>3]=A;A=+p[(e+392|0)>>3];p[(e+392|0)>>3]=+p[(h+152|0)>>3];p[(h+152|0)>>3]=A;A=+p[(e+400|0)>>3];p[(e+400|0)>>3]=+p[(h+160|0)>>3];p[(h+160|0)>>3]=A;A=+p[(e+408|0)>>3];p[(e+408|0)>>3]=+p[(h+168|0)>>3];p[(h+168|0)>>3]=A;A=+p[(e+416|0)>>3];p[(e+416|0)>>3]=+p[(h+176|0)>>3];p[(h+176|0)>>3]=A;f[(h+184|0)>>2]=f[(e+424|0)>>2];f[(h+184|0)+4>>2]=f[(e+424|0)+4>>2];f[(h+184|0)+8>>2]=f[(e+424|0)+8>>2];f[(h+184|0)+12>>2]=f[(e+424|0)+12>>2];A=+p[(e+440|0)>>3];p[(e+440|0)>>3]=+p[(h+200|0)>>3];p[(h+200|0)>>3]=A;A=+p[(e+448|0)>>3];p[(e+448|0)>>3]=+p[(h+208|0)>>3];p[(h+208|0)>>3]=A;f[(h+216|0)>>2]=f[(e+456|0)>>2];f[(h+216|0)+4>>2]=f[(e+456|0)+4>>2];f[(h+216|0)+8>>2]=f[(e+456|0)+8>>2];f[(h+216|0)+12>>2]=f[(e+456|0)+12>>2];b[(h+216|0)+16>>0]=b[(e+456|0)+16>>0]|0;g=h+240|0}s=f[l>>2]|0}}f[a>>2]=g;f[(a+252|0)>>2]=s;f[(a+296|0)>>2]=f[a>>2];f[(a+144|0)>>2]=f[(a+252|0)>>2];Yrb(t+156|0,a+296|0,a+144|0)|0;break c}}while(0);if((o|0)!=(n|0))f[(t+160|0)>>2]=o+(~(((o+-240-n|0)>>>0)/240|0)*240|0)}}while(0);d=f[(t+156|0)>>2]|0;h=f[(t+160|0)>>2]|0;if((d|0)!=(h|0))do{ARa(a+232|0,u,d);e=f[(a+232|0)>>2]|0;g=f[((a+232|0)+4|0)>>2]|0;if(g|0)iOb(g);C=+p[d+120>>3];j=+p[d+144>>3]-C;E=+p[d+128>>3];D=+p[d+176>>3]-E;E=+p[d+152>>3]-E;C=+p[d+168>>3]-C;B=+p[d+112>>3];A=+p[d+160>>3]-B;B=+p[d+136>>3]-B;p[d+64>>3]=j*D-E*C;p[d+72>>3]=E*A-D*B;p[d+80>>3]=C*B-j*A;p[d+184>>3]=+p[d+216>>3];p[d+192>>3]=+p[d+224>>3];Wrb(a+248|0,e,d);d=d+240|0}while((d|0)!=(h|0));f[a+816>>2]=l;f[a+3416>>2]=c;f[a+5320>>2]=v;f[a+5336>>2]=y;f[a+5344>>2]=z;f[a+5424>>2]=w;f[a+5448>>2]=x}function fsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0;q=f[a+320>>2]|0;r=f[a+5320>>2]|0;t=f[a+5336>>2]|0;v=f[a+5344>>2]|0;s=f[a+5424>>2]|0;a:{if(b[q+111>>0]|0){n=f[(q+48|0)>>2]|0;c=f[(q+144|0)>>2]|0;h=f[(q+148|0)>>2]|0;if((c|0)!=(h|0)){ssb(c,h);c=1;if(c){c=0;if(!(b[q+23>>0]|0)){g=f[(q+148|0)>>2]|0;d=g}else c=1}if(c)if(1){j=f[(q+48|0)>>2]|0;k=b[q+32>>0]|0;c=f[(q+144|0)>>2]|0;l=f[(q+148|0)>>2]|0;b:do if((c|0)==(l|0)){i=c;s=252}else{do{if(!(FSa(j,c,k)|0)){i=c;s=252;break b}c=c+120|0}while((c|0)!=(l|0));m=l}while(0);c:do if((s|0)==252){c=i;if((i|0)==(l|0))m=c;else{d=c;g=c;while(1){c=d;do{d=c;c=d+120|0;if((d+120|0|0)==(l|0)){m=g;break c}}while(!(FSa(j,d+120|0,k)|0));h=g;r=g;t=d+120|0;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));w=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(h+40|0)>>3];p[(h+40|0)>>3]=w;w=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(h+48|0)>>3];p[(h+48|0)>>3]=w;w=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(h+56|0)>>3];p[(h+56|0)>>3]=w;f[(h+64|0)>>2]=f[(d+184|0)>>2];f[(h+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(h+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(h+64|0)+12>>2]=f[(d+184|0)+12>>2];w=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(h+80|0)>>3];p[(h+80|0)>>3]=w;w=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(h+88|0)>>3];p[(h+88|0)>>3]=w;f[(h+96|0)>>2]=f[(d+216|0)>>2];f[(h+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(h+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(h+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(h+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;d=c;g=h+120|0}}}while(0);g=m;h=f[(q+148|0)>>2]|0;c=f[(q+144|0)>>2]|0;c=c+(((m-c|0)/120|0)*120|0)|0;if((h|0)==(g|0))d=h;else{d=c+(((h-m|0)/120|0)*120|0)|0;if((d|0)==(h|0)){g=h;d=h}else{do{r=c;t=d;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));l=d+40|0;w=+p[l>>3];m=c+40|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=d+48|0;w=+p[m>>3];l=c+48|0;p[m>>3]=+p[l>>3];p[l>>3]=w;l=d+56|0;w=+p[l>>3];m=c+56|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=c+64|0;l=d+64|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];m=d+80|0;w=+p[m>>3];l=c+80|0;p[m>>3]=+p[l>>3];p[l>>3]=w;l=d+88|0;w=+p[l>>3];m=c+88|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=c+96|0;l=d+96|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];b[m+16>>0]=b[l+16>>0]|0;d=d+120|0;c=c+120|0}while((d|0)!=(h|0));d=f[(q+148|0)>>2]|0;g=d}if((g|0)!=(c|0)){g=g+(~(((g+-120-c|0)>>>0)/120|0)*120|0)|0;f[(q+148|0)>>2]=g;d=g}}}l=f[(q+144|0)>>2]|0;m=d-l|0;f[a+320>>2]=q;f[a+2024>>2]=n;f[a+2344>>2]=l;f[a+2352>>2]=m;f[a+2360>>2]=d;f[a+3456>>2]=g;f[a+5320>>2]=r;f[a+5336>>2]=t;f[a+5344>>2]=v;f[a+5424>>2]=s;f[a+5544>>2]=0;f[a+5548>>2]=0;csb(a);r=f[a+5320>>2]|0;t=f[a+5336>>2]|0;v=f[a+5344>>2]|0;s=f[a+5424>>2]|0}}if(!(b[q+23>>0]|0)){u=a;f[a+5568>>2]=5;break a}h=f[(q+48|0)>>2]|0;i=b[q+32>>0]|0;c=f[(q+120|0)>>2]|0;j=f[(q+124|0)>>2]|0;d:do if((c|0)==(j|0)){o=c;s=342}else{do{if(!(FSa(h,c,i)|0)){o=c;s=342;break d}c=c+192|0}while((c|0)!=(j|0));e=j}while(0);e:do if((s|0)==342){d=o;c=1;if(c){c=0;if((o|0)==(j|0))e=d;else c=1}if(c)if(1){c=d;e=d;while(1){do{d=c;c=d+192|0;if((d+192|0|0)==(j|0))break e}while(!(FSa(h,d+192|0,i)|0));g=e;r=e;t=d+192|0;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));w=+p[(d+232|0)>>3];p[(d+232|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=w;w=+p[(d+240|0)>>3];p[(d+240|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=w;w=+p[(d+248|0)>>3];p[(d+248|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=w;w=+p[(d+256|0)>>3];p[(d+256|0)>>3]=+p[(g+64|0)>>3];p[(g+64|0)>>3]=w;w=+p[(d+264|0)>>3];p[(d+264|0)>>3]=+p[(g+72|0)>>3];p[(g+72|0)>>3]=w;w=+p[(d+272|0)>>3];p[(d+272|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=w;e=f[(d+280|0)>>2]|0;f[(d+280|0)>>2]=f[(g+88|0)>>2];f[(g+88|0)>>2]=e;e=f[(d+284|0)>>2]|0;f[(d+284|0)>>2]=f[(g+92|0)>>2];f[(g+92|0)>>2]=e;e=f[(d+288|0)>>2]|0;f[(d+288|0)>>2]=f[(g+96|0)>>2];f[(g+96|0)>>2]=e;e=f[(d+292|0)>>2]|0;f[(d+292|0)>>2]=f[(g+100|0)>>2];f[(g+100|0)>>2]=e;e=f[(d+296|0)>>2]|0;f[(d+296|0)>>2]=f[(g+104|0)>>2];f[(g+104|0)>>2]=e;e=f[(d+300|0)>>2]|0;f[(d+300|0)>>2]=f[(g+108|0)>>2];f[(g+108|0)>>2]=e;w=+p[(d+304|0)>>3];p[(d+304|0)>>3]=+p[(g+112|0)>>3];p[(g+112|0)>>3]=w;w=+p[(d+312|0)>>3];p[(d+312|0)>>3]=+p[(g+120|0)>>3];p[(g+120|0)>>3]=w;w=+p[(d+320|0)>>3];p[(d+320|0)>>3]=+p[(g+128|0)>>3];p[(g+128|0)>>3]=w;w=+p[(d+328|0)>>3];p[(d+328|0)>>3]=+p[(g+136|0)>>3];p[(g+136|0)>>3]=w;w=+p[(d+336|0)>>3];p[(d+336|0)>>3]=+p[(g+144|0)>>3];p[(g+144|0)>>3]=w;w=+p[(d+344|0)>>3];p[(d+344|0)>>3]=+p[(g+152|0)>>3];p[(g+152|0)>>3]=w;w=+p[(d+352|0)>>3];p[(d+352|0)>>3]=+p[(g+160|0)>>3];p[(g+160|0)>>3]=w;w=+p[(d+360|0)>>3];p[(d+360|0)>>3]=+p[(g+168|0)>>3];p[(g+168|0)>>3]=w;w=+p[(d+368|0)>>3];p[(d+368|0)>>3]=+p[(g+176|0)>>3];p[(g+176|0)>>3]=w;e=f[(d+376|0)+4>>2]|0;f[(g+184|0)>>2]=f[(d+376|0)>>2];f[(g+184|0)+4>>2]=e;e=g+192|0}}}while(0);f[(a+272|0)>>2]=e;f[(a+120|0)>>2]=f[(q+124|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];nsb(q+120|0,a+296|0,a+144|0)|0;u=a;f[a+5568>>2]=5;break a}f[a+5320>>2]=r;f[a+5336>>2]=t;f[a+5344>>2]=v;f[a+5424>>2]=s}function gsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0;A=f[a+320>>2]|0;y=f[a+1360>>2]|0;c=f[a+2808>>2]|0;v=f[a+3320>>2]|0;B=f[a+3408>>2]|0;C=f[a+5320>>2]|0;F=f[a+5336>>2]|0;G=f[a+5344>>2]|0;D=f[a+5424>>2]|0;E=f[a+5440>>2]|0;if(E){E=0;if(1){f[(a+248|0)>>2]=A;do{ARa(a+240|0,y,c);u=f[(a+240|0)>>2]|0;d=f[((a+240|0)+4|0)>>2]|0;if(d|0)iOb(d);d=c+144|0;g=c+120|0;K=+p[g>>3];I=+p[d>>3]-K;h=c+176|0;i=c+128|0;M=+p[i>>3];L=+p[h>>3]-M;j=c+152|0;M=+p[j>>3]-M;k=c+168|0;K=+p[k>>3]-K;l=c+160|0;m=c+112|0;J=+p[m>>3];H=+p[l>>3]-J;o=c+136|0;J=+p[o>>3]-J;q=c+64|0;p[q>>3]=I*L-M*K;r=c+72|0;p[r>>3]=M*H-L*J;s=c+80|0;p[s>>3]=K*J-I*H;t=c+190|0;if(!(b[t>>0]|0)){Ksb(a+144|0,A,f[u+96>>2]|0,u);V=+n[(a+144|0)>>2];R=+n[((a+144|0)+4|0)>>2];H=+n[((a+144|0)+8|0)>>2];U=+n[((a+144|0)+16|0)>>2];Q=+n[((a+144|0)+20|0)>>2];J=+n[((a+144|0)+24|0)>>2];T=+n[((a+144|0)+32|0)>>2];P=+n[((a+144|0)+36|0)>>2];L=+n[((a+144|0)+40|0)>>2];S=+n[((a+144|0)+48|0)>>2];O=+n[((a+144|0)+52|0)>>2];M=+n[((a+144|0)+56|0)>>2];N=1.0/((Q*L-J*P)*V+((U*P-Q*T)*H+(J*T-U*L)*R));K=+p[q>>3];I=+p[r>>3];W=+p[s>>3];p[q>>3]=W*((R*J-H*Q)*N)+(K*((Q*L-J*P)*N)+I*((H*P-R*L)*N));p[r>>3]=W*((H*U-V*J)*N)+(K*((J*T-U*L)*N)+I*((V*L-H*T)*N));p[s>>3]=W*((V*Q-R*U)*N)+(K*((U*P-Q*T)*N)+I*((R*T-V*P)*N));N=+p[m>>3];I=+p[g>>3];K=+p[i>>3];p[m>>3]=N*V+I*U+K*T+S;p[g>>3]=N*R+I*Q+K*P+O;p[i>>3]=N*H+I*J+K*L+M;K=+p[o>>3];I=+p[d>>3];N=+p[j>>3];p[o>>3]=K*V+I*U+N*T+S;p[d>>3]=K*R+I*Q+N*P+O;p[j>>3]=K*H+I*J+N*L+M;N=+p[l>>3];I=+p[k>>3];K=+p[h>>3];p[l>>3]=N*V+I*U+K*T+S;p[k>>3]=N*R+I*Q+K*P+O;p[h>>3]=N*H+I*J+K*L+M;b[t>>0]=1}Wrb(a+248|0,u,c);u=f[(A+60|0)>>2]|0;U=+p[(A+112|0)>>3];V=+p[u+8>>3]+U*+p[u+32>>3];W=+p[u+16>>3]+U*+p[u+40>>3];p[c+40>>3]=+p[u>>3]+U*+p[u+24>>3];p[c+48>>3]=V;p[c+56>>3]=W;c=c+192|0}while((c|0)!=(v|0));if((f[(A+120|0)>>2]|0)==(f[(A+124|0)>>2]|0)){B=a+248|0;D=17}else if(!(b[A+20>>0]|0)){B=a+248|0;D=17}else{c=f[(A+156|0)>>2]|0;d=f[(A+160|0)>>2]|0;if((d|0)==(c|0))w=a+248|0;else{f[(A+160|0)>>2]=d+(~(((d+-240-c|0)>>>0)/240|0)*240|0);w=a+248|0}}}else E=1}if((D|0)==17){Xrb(f[(A+156|0)>>2]|0,f[(A+160|0)>>2]|0);c=1;if(c){c=0;if(!(b[A+23>>0]|0))x=A+160|0;else c=1}f[a+320>>2]=A;f[a+816>>2]=x;f[a+1360>>2]=y;f[a+3408>>2]=B;f[a+3416>>2]=w;f[a+5320>>2]=C;f[a+5336>>2]=F;f[a+5344>>2]=G;f[a+5424>>2]=D;f[a+5448>>2]=c;f[a+5560>>2]=0;f[a+5564>>2]=0;esb(a);C=f[a+5320>>2]|0;F=f[a+5336>>2]|0;G=f[a+5344>>2]|0;D=f[a+5424>>2]|0}if(b[A+22>>0]|0){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[a+16>>2]=1.0;_rb(a+208|0,a);c=f[(A+120|0)>>2]|0;h=f[(A+124|0)>>2]|0;f[(a+144|0)>>2]=y;f[(a+144|0)+4>>2]=a+208|0;a:do if((c|0)==(h|0)){z=c;D=76}else{do{if(msb(a+144|0,c)|0){z=c;D=76;break a}c=c+192|0}while((c|0)!=(h|0));e=h}while(0);b:do if((D|0)==76){d=z;c=1;if(c){c=0;if((z|0)==(h|0))e=d;else c=1}if(c)if(1){c=d;e=d;while(1){do{d=c;c=d+192|0;if((d+192|0|0)==(h|0))break b}while(msb(a+144|0,d+192|0)|0);g=e;C=e;F=d+192|0;G=C+36|0;do{f[C>>2]=f[F>>2];C=C+4|0;F=F+4|0}while((C|0)<(G|0));W=+p[(d+232|0)>>3];p[(d+232|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=W;W=+p[(d+240|0)>>3];p[(d+240|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=W;W=+p[(d+248|0)>>3];p[(d+248|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=W;W=+p[(d+256|0)>>3];p[(d+256|0)>>3]=+p[(g+64|0)>>3];p[(g+64|0)>>3]=W;W=+p[(d+264|0)>>3];p[(d+264|0)>>3]=+p[(g+72|0)>>3];p[(g+72|0)>>3]=W;W=+p[(d+272|0)>>3];p[(d+272|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=W;e=f[(d+280|0)>>2]|0;f[(d+280|0)>>2]=f[(g+88|0)>>2];f[(g+88|0)>>2]=e;e=f[(d+284|0)>>2]|0;f[(d+284|0)>>2]=f[(g+92|0)>>2];f[(g+92|0)>>2]=e;e=f[(d+288|0)>>2]|0;f[(d+288|0)>>2]=f[(g+96|0)>>2];f[(g+96|0)>>2]=e;e=f[(d+292|0)>>2]|0;f[(d+292|0)>>2]=f[(g+100|0)>>2];f[(g+100|0)>>2]=e;e=f[(d+296|0)>>2]|0;f[(d+296|0)>>2]=f[(g+104|0)>>2];f[(g+104|0)>>2]=e;e=f[(d+300|0)>>2]|0;f[(d+300|0)>>2]=f[(g+108|0)>>2];f[(g+108|0)>>2]=e;W=+p[(d+304|0)>>3];p[(d+304|0)>>3]=+p[(g+112|0)>>3];p[(g+112|0)>>3]=W;W=+p[(d+312|0)>>3];p[(d+312|0)>>3]=+p[(g+120|0)>>3];p[(g+120|0)>>3]=W;W=+p[(d+320|0)>>3];p[(d+320|0)>>3]=+p[(g+128|0)>>3];p[(g+128|0)>>3]=W;W=+p[(d+328|0)>>3];p[(d+328|0)>>3]=+p[(g+136|0)>>3];p[(g+136|0)>>3]=W;W=+p[(d+336|0)>>3];p[(d+336|0)>>3]=+p[(g+144|0)>>3];p[(g+144|0)>>3]=W;W=+p[(d+344|0)>>3];p[(d+344|0)>>3]=+p[(g+152|0)>>3];p[(g+152|0)>>3]=W;W=+p[(d+352|0)>>3];p[(d+352|0)>>3]=+p[(g+160|0)>>3];p[(g+160|0)>>3]=W;W=+p[(d+360|0)>>3];p[(d+360|0)>>3]=+p[(g+168|0)>>3];p[(g+168|0)>>3]=W;W=+p[(d+368|0)>>3];p[(d+368|0)>>3]=+p[(g+176|0)>>3];p[(g+176|0)>>3]=W;e=f[(d+376|0)+4>>2]|0;f[(g+184|0)>>2]=f[(d+376|0)>>2];f[(g+184|0)+4>>2]=e;e=g+192|0}}}while(0);f[(a+272|0)>>2]=e;f[(a+120|0)>>2]=f[(A+124|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];nsb(A+120|0,a+296|0,a+144|0)|0;c=f[(a+208|0)+8>>2]|0;if(c|0)do{A=c;c=f[c>>2]|0;sOb(A)}while((c|0)!=0);c=f[(a+208|0)>>2]|0;f[(a+208|0)>>2]=0;if(c|0)sOb(c);c=f[a+8>>2]|0;if(c|0)do{A=c;c=f[c>>2]|0;sOb(A)}while((c|0)!=0);c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c)}f[a+3408>>2]=B;f[a+5320>>2]=C;f[a+5336>>2]=F;f[a+5344>>2]=G;f[a+5424>>2]=D;f[a+5440>>2]=E}function hsb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;c=f[a+408>>2]|0;k=f[a+416>>2]|0;l=f[a+432>>2]|0;J=f[a+1832>>2]|0;K=f[a+1840>>2]|0;m=f[a+1856>>2]|0;n=f[a+1864>>2]|0;L=f[a+1872>>2]|0;M=f[a+1888>>2]|0;N=f[a+1896>>2]|0;o=f[a+1904>>2]|0;O=f[a+1912>>2]|0;q=f[a+1928>>2]|0;I=c+40|0;f[J>>2]=f[I>>2];f[J+4>>2]=f[I+4>>2];f[J+8>>2]=f[I+8>>2];f[J+12>>2]=f[I+12>>2];f[J+16>>2]=f[I+16>>2];f[J+20>>2]=f[I+20>>2];p[J>>3]=+p[I>>3];p[((a+64|0)+48|0)>>3]=+p[c+48>>3];p[((a+64|0)+56|0)>>3]=+p[c+56>>3];J=c+64|0;f[K>>2]=f[J>>2];f[K+4>>2]=f[J+4>>2];f[K+8>>2]=f[J+8>>2];f[K+12>>2]=f[J+12>>2];f[K+16>>2]=f[J+16>>2];f[K+20>>2]=f[J+20>>2];p[K>>3]=+p[J>>3];p[((a+64|0)+72|0)>>3]=+p[c+72>>3];p[((a+64|0)+80|0)>>3]=+p[c+80>>3];K=c+88|0;f[m>>2]=f[K>>2];f[m+4>>2]=f[K+4>>2];f[m+8>>2]=f[K+8>>2];f[m>>2]=f[K>>2];f[((a+64|0)+92|0)>>2]=f[c+92>>2];f[((a+64|0)+96|0)>>2]=f[c+96>>2];K=c+100|0;f[n>>2]=f[K>>2];f[n+4>>2]=f[K+4>>2];f[n+8>>2]=f[K+8>>2];f[n>>2]=f[K>>2];f[((a+64|0)+104|0)>>2]=f[c+104>>2];f[((a+64|0)+108|0)>>2]=f[c+108>>2];K=c+112|0;f[L>>2]=f[K>>2];f[L+4>>2]=f[K+4>>2];f[L+8>>2]=f[K+8>>2];f[L+12>>2]=f[K+12>>2];f[L+16>>2]=f[K+16>>2];f[L+20>>2]=f[K+20>>2];p[L>>3]=+p[K>>3];p[((a+64|0)+120|0)>>3]=+p[c+120>>3];p[((a+64|0)+128|0)>>3]=+p[c+128>>3];L=c+136|0;f[M>>2]=f[L>>2];f[M+4>>2]=f[L+4>>2];f[M+8>>2]=f[L+8>>2];f[M+12>>2]=f[L+12>>2];f[M+16>>2]=f[L+16>>2];f[M+20>>2]=f[L+20>>2];p[M>>3]=+p[L>>3];p[((a+64|0)+144|0)>>3]=+p[c+144>>3];p[((a+64|0)+152|0)>>3]=+p[c+152>>3];M=c+160|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];f[N+16>>2]=f[M+16>>2];f[N+20>>2]=f[M+20>>2];p[N>>3]=+p[M>>3];p[((a+64|0)+168|0)>>3]=+p[c+168>>3];p[((a+64|0)+176|0)>>3]=+p[c+176>>3];N=c+184|0;f[o>>2]=f[N>>2];f[o+4>>2]=f[N+4>>2];f[o+8>>2]=f[N+8>>2];f[o+12>>2]=f[N+12>>2];N=c+200|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];p[O>>3]=+p[N>>3];p[((a+64|0)+208|0)>>3]=+p[c+208>>3];O=c+216|0;f[q>>2]=f[O>>2];f[q+4>>2]=f[O+4>>2];f[q+8>>2]=f[O+8>>2];f[q+12>>2]=f[O+12>>2];b[q+16>>0]=b[O+16>>0]|0;while(1){d=c;h=k;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));r=k+40|0;g=+p[r>>3];s=c+40|0;p[r>>3]=+p[s>>3];p[s>>3]=g;s=k+48|0;g=+p[s>>3];t=c+48|0;p[s>>3]=+p[t>>3];p[t>>3]=g;t=k+56|0;g=+p[t>>3];u=c+56|0;p[t>>3]=+p[u>>3];p[u>>3]=g;u=k+64|0;g=+p[u>>3];v=c+64|0;p[u>>3]=+p[v>>3];p[v>>3]=g;v=k+72|0;g=+p[v>>3];w=c+72|0;p[v>>3]=+p[w>>3];p[w>>3]=g;w=k+80|0;g=+p[w>>3];y=c+80|0;p[w>>3]=+p[y>>3];p[y>>3]=g;y=c+88|0;x=k+88|0;A=f[x>>2]|0;f[x>>2]=f[y>>2];f[y>>2]=A;y=k+92|0;A=f[y>>2]|0;z=c+92|0;f[y>>2]=f[z>>2];f[z>>2]=A;z=k+96|0;A=f[z>>2]|0;B=c+96|0;f[z>>2]=f[B>>2];f[B>>2]=A;B=c+100|0;A=k+100|0;E=f[A>>2]|0;f[A>>2]=f[B>>2];f[B>>2]=E;B=k+104|0;E=f[B>>2]|0;C=c+104|0;f[B>>2]=f[C>>2];f[C>>2]=E;C=k+108|0;E=f[C>>2]|0;D=c+108|0;f[C>>2]=f[D>>2];f[D>>2]=E;D=k+112|0;g=+p[D>>3];E=c+112|0;p[D>>3]=+p[E>>3];p[E>>3]=g;E=k+120|0;g=+p[E>>3];F=c+120|0;p[E>>3]=+p[F>>3];p[F>>3]=g;F=k+128|0;g=+p[F>>3];G=c+128|0;p[F>>3]=+p[G>>3];p[G>>3]=g;G=k+136|0;g=+p[G>>3];H=c+136|0;p[G>>3]=+p[H>>3];p[H>>3]=g;H=k+144|0;g=+p[H>>3];I=c+144|0;p[H>>3]=+p[I>>3];p[I>>3]=g;I=k+152|0;g=+p[I>>3];J=c+152|0;p[I>>3]=+p[J>>3];p[J>>3]=g;J=k+160|0;g=+p[J>>3];K=c+160|0;p[J>>3]=+p[K>>3];p[K>>3]=g;K=k+168|0;g=+p[K>>3];L=c+168|0;p[K>>3]=+p[L>>3];p[L>>3]=g;L=k+176|0;g=+p[L>>3];N=c+176|0;p[L>>3]=+p[N>>3];p[N>>3]=g;N=c+184|0;M=k+184|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];N=k+200|0;g=+p[N>>3];O=c+200|0;p[N>>3]=+p[O>>3];p[O>>3]=g;O=k+208|0;g=+p[O>>3];i=c+208|0;p[O>>3]=+p[i>>3];p[i>>3]=g;i=c+216|0;j=k+216|0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];b[i+16>>0]=b[j+16>>0]|0;if((k|0)==(l|0))break;h=k+-240|0;c=~~+p[((a+64|0)+216|0)>>3]>>>0;d=~~+p[k+-24>>3]>>>0;if(c>>>0<d>>>0){c=k;k=h;continue}if(c>>>0>d>>>0)break;e=+p[((a+64|0)+224|0)>>3];g=+p[k+-16>>3];if(e<g){c=k;k=h;continue}if(e>g)break;if(fub(a+64|0,h)|0){c=k;k=h}else break}d=k;h=a+64|0;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));g=+p[((a+64|0)+40|0)>>3];p[((a+64|0)+40|0)>>3]=+p[r>>3];p[r>>3]=g;g=+p[((a+64|0)+48|0)>>3];p[((a+64|0)+48|0)>>3]=+p[s>>3];p[s>>3]=g;g=+p[((a+64|0)+56|0)>>3];p[((a+64|0)+56|0)>>3]=+p[t>>3];p[t>>3]=g;g=+p[((a+64|0)+64|0)>>3];p[((a+64|0)+64|0)>>3]=+p[u>>3];p[u>>3]=g;g=+p[((a+64|0)+72|0)>>3];p[((a+64|0)+72|0)>>3]=+p[v>>3];p[v>>3]=g;g=+p[((a+64|0)+80|0)>>3];p[((a+64|0)+80|0)>>3]=+p[w>>3];p[w>>3]=g;w=f[m>>2]|0;f[m>>2]=f[x>>2];f[x>>2]=w;x=f[((a+64|0)+92|0)>>2]|0;f[((a+64|0)+92|0)>>2]=f[y>>2];f[y>>2]=x;y=f[((a+64|0)+96|0)>>2]|0;f[((a+64|0)+96|0)>>2]=f[z>>2];f[z>>2]=y;z=f[n>>2]|0;f[n>>2]=f[A>>2];f[A>>2]=z;A=f[((a+64|0)+104|0)>>2]|0;f[((a+64|0)+104|0)>>2]=f[B>>2];f[B>>2]=A;B=f[((a+64|0)+108|0)>>2]|0;f[((a+64|0)+108|0)>>2]=f[C>>2];f[C>>2]=B;g=+p[((a+64|0)+112|0)>>3];p[((a+64|0)+112|0)>>3]=+p[D>>3];p[D>>3]=g;g=+p[((a+64|0)+120|0)>>3];p[((a+64|0)+120|0)>>3]=+p[E>>3];p[E>>3]=g;g=+p[((a+64|0)+128|0)>>3];p[((a+64|0)+128|0)>>3]=+p[F>>3];p[F>>3]=g;g=+p[((a+64|0)+136|0)>>3];p[((a+64|0)+136|0)>>3]=+p[G>>3];p[G>>3]=g;g=+p[((a+64|0)+144|0)>>3];p[((a+64|0)+144|0)>>3]=+p[H>>3];p[H>>3]=g;g=+p[((a+64|0)+152|0)>>3];p[((a+64|0)+152|0)>>3]=+p[I>>3];p[I>>3]=g;g=+p[((a+64|0)+160|0)>>3];p[((a+64|0)+160|0)>>3]=+p[J>>3];p[J>>3]=g;g=+p[((a+64|0)+168|0)>>3];p[((a+64|0)+168|0)>>3]=+p[K>>3];p[K>>3]=g;g=+p[((a+64|0)+176|0)>>3];p[((a+64|0)+176|0)>>3]=+p[L>>3];p[L>>3]=g;f[M>>2]=f[o>>2];f[M+4>>2]=f[o+4>>2];f[M+8>>2]=f[o+8>>2];f[M+12>>2]=f[o+12>>2];g=+p[((a+64|0)+200|0)>>3];p[((a+64|0)+200|0)>>3]=+p[N>>3];p[N>>3]=g;g=+p[((a+64|0)+208|0)>>3];p[((a+64|0)+208|0)>>3]=+p[O>>3];p[O>>3]=g;f[j>>2]=f[q>>2];f[j+4>>2]=f[q+4>>2];f[j+8>>2]=f[q+8>>2];f[j+12>>2]=f[q+12>>2];b[j+16>>0]=b[q+16>>0]|0;f[a+6544>>2]=d;f[a+6560>>2]=h;f[a+6568>>2]=i}function isb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0.0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0.0;sa=f[a+336>>2]|0;ta=f[a+400>>2]|0;ua=f[a+432>>2]|0;i=f[a+496>>2]|0;k=f[a+520>>2]|0;ma=f[a+592>>2]|0;va=f[a+2040>>2]|0;wa=f[a+2784>>2]|0;d=f[a+3024>>2]|0;c=f[a+5112>>2]|0;xa=f[a+6520>>2]|0;ya=f[a+6544>>2]|0;Aa=f[a+6560>>2]|0;Ba=f[a+6568>>2]|0;za=f[a+6576>>2]|0;a:{b:{h=1;if(h)if(c>>>0<i>>>0)while(1){o=d+216|0;q=d+224|0;while(1){h=~~+p[c+216>>3]>>>0;j=+p[o>>3];if(h>>>0>=~~j>>>0>>>0){if(h>>>0>~~j>>>0>>>0){qa=j;break}e=+p[c+224>>3];g=+p[q>>3];if(!(e<g)){if(e>g){qa=j;break}if(!(fub(c,d)|0)){za=87;break}}}c=c+240|0}if((za|0)==87){za=0;qa=+p[o>>3]}m=i+-240|0;h=~~+p[i+-24>>3]>>>0;l=~~qa>>>0;c:do if(h>>>0>=l>>>0){j=qa;n=m;while(1){if(h>>>0>l>>>0)e=j;else{e=+p[i+-16>>3];g=+p[q>>3];if(e<g){m=n;break c}if(e>g)e=j;else{if(fub(n,d)|0){m=n;break c}e=+p[o>>3]}}m=n+-240|0;h=~~+p[n+-24>>3]>>>0;l=~~e>>>0;if(h>>>0<l>>>0){i=n;break}else{i=n;j=e;n=m}}}while(0);if(c>>>0>m>>>0){na=d;la=k;ma=c;break b}ya=a+24|0;Aa=c;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));h=c+40|0;l=c+48|0;n=c+56|0;e=+p[h>>3];g=+p[l>>3];j=+p[n>>3];o=c+64|0;q=c+72|0;r=c+80|0;S=+p[o>>3];T=+p[q>>3];U=+p[r>>3];s=c+88|0;t=c+92|0;u=c+96|0;_=f[s>>2]|0;ka=f[t>>2]|0;la=f[u>>2]|0;v=c+100|0;w=c+104|0;x=c+108|0;ma=f[v>>2]|0;na=f[w>>2]|0;oa=f[x>>2]|0;y=c+112|0;A=c+120|0;C=c+128|0;$=+p[y>>3];aa=+p[A>>3];ba=+p[C>>3];E=c+136|0;G=c+144|0;I=c+152|0;ca=+p[E>>3];da=+p[G>>3];ea=+p[I>>3];K=c+160|0;M=c+168|0;O=c+176|0;fa=+p[K>>3];ga=+p[M>>3];ha=+p[O>>3];Q=c+184|0;f[(a+64|0)>>2]=f[Q>>2];f[(a+64|0)+4>>2]=f[Q+4>>2];f[(a+64|0)+8>>2]=f[Q+8>>2];f[(a+64|0)+12>>2]=f[Q+12>>2];V=c+200|0;X=c+208|0;ia=+p[V>>3];ja=+p[X>>3];Z=c+216|0;f[a>>2]=f[Z>>2];f[a+4>>2]=f[Z+4>>2];f[a+8>>2]=f[Z+8>>2];f[a+12>>2]=f[Z+12>>2];b[a+16>>0]=b[Z+16>>0]|0;ya=c;Aa=m;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));pa=i+-200|0;Ca=+p[pa>>3];p[pa>>3]=e;p[h>>3]=Ca;Y=i+-192|0;Ca=+p[Y>>3];p[Y>>3]=+p[l>>3];p[l>>3]=Ca;W=i+-184|0;Ca=+p[W>>3];p[W>>3]=+p[n>>3];p[n>>3]=Ca;R=i+-176|0;Ca=+p[R>>3];p[R>>3]=+p[o>>3];p[o>>3]=Ca;P=i+-168|0;Ca=+p[P>>3];p[P>>3]=+p[q>>3];p[q>>3]=Ca;N=i+-160|0;Ca=+p[N>>3];p[N>>3]=+p[r>>3];p[r>>3]=Ca;L=i+-152|0;J=f[L>>2]|0;f[L>>2]=_;f[s>>2]=J;J=i+-148|0;H=f[J>>2]|0;f[J>>2]=f[t>>2];f[t>>2]=H;H=i+-144|0;F=f[H>>2]|0;f[H>>2]=f[u>>2];f[u>>2]=F;F=i+-140|0;D=f[F>>2]|0;f[F>>2]=f[v>>2];f[v>>2]=D;D=i+-136|0;B=f[D>>2]|0;f[D>>2]=f[w>>2];f[w>>2]=B;B=i+-132|0;f[x>>2]=f[B>>2];z=i+-128|0;Ca=+p[z>>3];p[z>>3]=+p[y>>3];p[y>>3]=Ca;x=i+-120|0;Ca=+p[x>>3];p[x>>3]=+p[A>>3];p[A>>3]=Ca;w=i+-112|0;Ca=+p[w>>3];p[w>>3]=+p[C>>3];p[C>>3]=Ca;v=i+-104|0;Ca=+p[v>>3];p[v>>3]=+p[E>>3];p[E>>3]=Ca;u=i+-96|0;Ca=+p[u>>3];p[u>>3]=+p[G>>3];p[G>>3]=Ca;t=i+-88|0;Ca=+p[t>>3];p[t>>3]=+p[I>>3];p[I>>3]=Ca;s=i+-80|0;Ca=+p[s>>3];p[s>>3]=+p[K>>3];p[K>>3]=Ca;r=i+-72|0;Ca=+p[r>>3];p[r>>3]=+p[M>>3];p[M>>3]=Ca;q=i+-64|0;Ca=+p[q>>3];p[q>>3]=+p[O>>3];p[O>>3]=Ca;o=i+-56|0;f[Q>>2]=f[o>>2];f[Q+4>>2]=f[o+4>>2];f[Q+8>>2]=f[o+8>>2];f[Q+12>>2]=f[o+12>>2];n=i+-40|0;Ca=+p[n>>3];p[n>>3]=+p[V>>3];p[V>>3]=Ca;l=i+-32|0;p[X>>3]=+p[l>>3];h=i+-24|0;f[Z>>2]=f[h>>2];f[Z+4>>2]=f[h+4>>2];f[Z+8>>2]=f[h+8>>2];f[Z+12>>2]=f[h+12>>2];b[Z+16>>0]=b[h+16>>0]|0;ya=m;Aa=a+24|0;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));p[pa>>3]=e;p[Y>>3]=g;p[W>>3]=j;p[R>>3]=S;p[P>>3]=T;p[N>>3]=U;f[L>>2]=_;f[J>>2]=ka;f[H>>2]=la;f[F>>2]=ma;f[D>>2]=na;f[B>>2]=oa;p[z>>3]=$;p[x>>3]=aa;p[w>>3]=ba;p[v>>3]=ca;p[u>>3]=da;p[t>>3]=ea;p[s>>3]=fa;p[r>>3]=ga;p[q>>3]=ha;f[o>>2]=f[(a+64|0)>>2];f[o+4>>2]=f[(a+64|0)+4>>2];f[o+8>>2]=f[(a+64|0)+8>>2];f[o+12>>2]=f[(a+64|0)+12>>2];p[n>>3]=ia;p[l>>3]=ja;f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];b[h+16>>0]=b[a+16>>0]|0;d=(d|0)==(c|0)?m:d;i=m;c=c+240|0;k=k+1|0}else h=1;if(h)if(1){na=d;la=k;ma=c}}do{c=1;if(c){c=0;if((ma|0)==(na|0))ra=la;else c=1}if(c)if(1){c=~~+p[na+216>>3]>>>0;d=~~+p[ma+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){ra=la;break}e=+p[na+224>>3];g=+p[ma+224>>3];if(!(e<g)){if(e>g){ra=la;break}if(!(fub(na,ma)|0)){ra=la;break}}}ya=a+24|0;Aa=ma;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));c=ma+40|0;d=ma+48|0;h=ma+56|0;e=+p[c>>3];g=+p[d>>3];j=+p[h>>3];i=ma+64|0;k=ma+72|0;l=ma+80|0;S=+p[i>>3];T=+p[k>>3];U=+p[l>>3];m=ma+88|0;n=ma+92|0;o=ma+96|0;V=f[m>>2]|0;W=f[n>>2]|0;X=f[o>>2]|0;q=ma+100|0;r=ma+104|0;s=ma+108|0;Y=f[q>>2]|0;Z=f[r>>2]|0;_=f[s>>2]|0;t=ma+112|0;v=ma+120|0;x=ma+128|0;$=+p[t>>3];aa=+p[v>>3];ba=+p[x>>3];z=ma+136|0;B=ma+144|0;D=ma+152|0;ca=+p[z>>3];da=+p[B>>3];ea=+p[D>>3];F=ma+160|0;H=ma+168|0;J=ma+176|0;fa=+p[F>>3];ga=+p[H>>3];ha=+p[J>>3];L=ma+184|0;f[(a+64|0)>>2]=f[L>>2];f[(a+64|0)+4>>2]=f[L+4>>2];f[(a+64|0)+8>>2]=f[L+8>>2];f[(a+64|0)+12>>2]=f[L+12>>2];N=ma+200|0;P=ma+208|0;ia=+p[N>>3];ja=+p[P>>3];R=ma+216|0;f[a>>2]=f[R>>2];f[a+4>>2]=f[R+4>>2];f[a+8>>2]=f[R+8>>2];f[a+12>>2]=f[R+12>>2];b[a+16>>0]=b[R+16>>0]|0;ya=ma;Aa=na;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));ka=na+40|0;Ca=+p[ka>>3];p[ka>>3]=e;p[c>>3]=Ca;Q=na+48|0;Ca=+p[Q>>3];p[Q>>3]=+p[d>>3];p[d>>3]=Ca;O=na+56|0;Ca=+p[O>>3];p[O>>3]=+p[h>>3];p[h>>3]=Ca;M=na+64|0;Ca=+p[M>>3];p[M>>3]=+p[i>>3];p[i>>3]=Ca;K=na+72|0;Ca=+p[K>>3];p[K>>3]=+p[k>>3];p[k>>3]=Ca;I=na+80|0;Ca=+p[I>>3];p[I>>3]=+p[l>>3];p[l>>3]=Ca;G=na+88|0;E=f[G>>2]|0;f[G>>2]=V;f[m>>2]=E;E=na+92|0;C=f[E>>2]|0;f[E>>2]=f[n>>2];f[n>>2]=C;C=na+96|0;A=f[C>>2]|0;f[C>>2]=f[o>>2];f[o>>2]=A;A=na+100|0;y=f[A>>2]|0;f[A>>2]=f[q>>2];f[q>>2]=y;y=na+104|0;f[r>>2]=f[y>>2];w=na+108|0;f[s>>2]=f[w>>2];u=na+112|0;Ca=+p[u>>3];p[u>>3]=+p[t>>3];p[t>>3]=Ca;s=na+120|0;Ca=+p[s>>3];p[s>>3]=+p[v>>3];p[v>>3]=Ca;r=na+128|0;Ca=+p[r>>3];p[r>>3]=+p[x>>3];p[x>>3]=Ca;q=na+136|0;Ca=+p[q>>3];p[q>>3]=+p[z>>3];p[z>>3]=Ca;o=na+144|0;Ca=+p[o>>3];p[o>>3]=+p[B>>3];p[B>>3]=Ca;n=na+152|0;Ca=+p[n>>3];p[n>>3]=+p[D>>3];p[D>>3]=Ca;m=na+160|0;Ca=+p[m>>3];p[m>>3]=+p[F>>3];p[F>>3]=Ca;l=na+168|0;Ca=+p[l>>3];p[l>>3]=+p[H>>3];p[H>>3]=Ca;k=na+176|0;Ca=+p[k>>3];p[k>>3]=+p[J>>3];p[J>>3]=Ca;i=na+184|0;f[L>>2]=f[i>>2];f[L+4>>2]=f[i+4>>2];f[L+8>>2]=f[i+8>>2];f[L+12>>2]=f[i+12>>2];h=na+200|0;p[N>>3]=+p[h>>3];d=na+208|0;p[P>>3]=+p[d>>3];c=na+216|0;f[R>>2]=f[c>>2];f[R+4>>2]=f[c+4>>2];f[R+8>>2]=f[c+8>>2];f[R+12>>2]=f[c+12>>2];b[R+16>>0]=b[c+16>>0]|0;ya=na;Aa=a+24|0;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));p[ka>>3]=e;p[Q>>3]=g;p[O>>3]=j;p[M>>3]=S;p[K>>3]=T;p[I>>3]=U;f[G>>2]=V;f[E>>2]=W;f[C>>2]=X;f[A>>2]=Y;f[y>>2]=Z;f[w>>2]=_;p[u>>3]=$;p[s>>3]=aa;p[r>>3]=ba;p[q>>3]=ca;p[o>>3]=da;p[n>>3]=ea;p[m>>3]=fa;p[l>>3]=ga;p[k>>3]=ha;f[i>>2]=f[(a+64|0)>>2];f[i+4>>2]=f[(a+64|0)+4>>2];f[i+8>>2]=f[(a+64|0)+8>>2];f[i+12>>2]=f[(a+64|0)+12>>2];p[h>>3]=ia;p[d>>3]=ja;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;ra=la+1|0}}while(0);if(!ra){xa=Isb(ua,ma)|0;c=ma+240|0;if(Isb(c,ta)|0){za=110;f[a+6624>>2]=1;break a}if(xa){sa=c;f[a+6624>>2]=3;break a}}ta=ma;if(((ta-wa|0)/240|0|0)>=((va-ta|0)/240|0|0)){za=109;f[a+6624>>2]=1;break a}Xrb(ua,ma);sa=ma+240|0}f[a+336>>2]=sa;f[a+592>>2]=ma;f[a+6520>>2]=xa;f[a+6544>>2]=ya;f[a+6560>>2]=Aa;f[a+6568>>2]=Ba;f[a+6576>>2]=za}function jsb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0.0;za=f[a+432>>2]|0;O=f[a+1720>>2]|0;P=f[a+1784>>2]|0;ca=f[a+1808>>2]|0;da=f[a+1848>>2]|0;ea=f[a+1880>>2]|0;fa=f[a+1920>>2]|0;ga=f[a+1936>>2]|0;ha=f[a+1968>>2]|0;ia=f[a+1992>>2]|0;ja=f[a+2016>>2]|0;ka=f[a+2048>>2]|0;la=f[a+2064>>2]|0;ma=f[a+2096>>2]|0;na=f[a+2160>>2]|0;oa=f[a+2232>>2]|0;pa=f[a+2296>>2]|0;qa=f[a+2368>>2]|0;ra=f[a+2432>>2]|0;sa=f[a+2504>>2]|0;ta=f[a+2568>>2]|0;k=f[a+2640>>2]|0;ua=f[a+2648>>2]|0;va=f[a+2720>>2]|0;Aa=f[a+3032>>2]|0;m=f[a+3104>>2]|0;g=f[a+3112>>2]|0;h=f[a+3120>>2]|0;l=f[a+4176>>2]|0;wa=f[a+4832>>2]|0;xa=f[a+5368>>2]|0;ya=f[a+5936>>2]|0;Ba=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0;Ca=f[a+6576>>2]|0;a:{do{i=1;if(i){i=0;if(g>>>0<h>>>0)c=m;else i=1}if(i)if(1){if(g>>>0<=h>>>0){e=+p[za+224>>3];d=+p[l>>3];if(e<d){c=m;break}if(!(e>d))if(fub(za,k)|0){c=m;break}}if((m|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}i=za+224|0;c=m;while(1){g=~~+p[Aa>>3]>>>0;h=~~+p[c+216>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[i>>3];e=+p[c+224>>3];if(d<e)break;if(!(d>e))if(fub(za,c)|0)break}c=c+240|0;if((c|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}}Ba=a+24|0;Da=c;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));q=c+40|0;D=c+48|0;g=c+56|0;d=+p[q>>3];e=+p[D>>3];j=+p[g>>3];h=c+64|0;i=c+72|0;l=c+80|0;Q=+p[h>>3];R=+p[i>>3];S=+p[l>>3];G=c+88|0;m=c+92|0;n=c+96|0;H=f[G>>2]|0;I=f[m>>2]|0;J=f[n>>2]|0;K=c+100|0;o=c+104|0;r=c+108|0;L=f[K>>2]|0;M=f[o>>2]|0;N=f[r>>2]|0;s=c+112|0;t=c+120|0;u=c+128|0;T=+p[s>>3];U=+p[t>>3];V=+p[u>>3];v=c+136|0;w=c+144|0;x=c+152|0;W=+p[v>>3];X=+p[w>>3];Y=+p[x>>3];y=c+160|0;z=c+168|0;A=c+176|0;Z=+p[y>>3];_=+p[z>>3];$=+p[A>>3];B=c+184|0;f[(a+64|0)>>2]=f[B>>2];f[(a+64|0)+4>>2]=f[B+4>>2];f[(a+64|0)+8>>2]=f[B+8>>2];f[(a+64|0)+12>>2]=f[B+12>>2];C=c+200|0;E=c+208|0;aa=+p[C>>3];ba=+p[E>>3];F=c+216|0;f[a>>2]=f[F>>2];f[a+4>>2]=f[F+4>>2];f[a+8>>2]=f[F+8>>2];f[a+12>>2]=f[F+12>>2];b[a+16>>0]=b[F+16>>0]|0;Ba=c;Da=k;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));Fa=+p[wa>>3];p[wa>>3]=d;p[q>>3]=Fa;Fa=+p[xa>>3];p[xa>>3]=+p[D>>3];p[D>>3]=Fa;Fa=+p[ya>>3];p[ya>>3]=+p[g>>3];p[g>>3]=Fa;Fa=+p[O>>3];p[O>>3]=+p[h>>3];p[h>>3]=Fa;Fa=+p[P>>3];p[P>>3]=+p[i>>3];p[i>>3]=Fa;Fa=+p[ca>>3];p[ca>>3]=+p[l>>3];p[l>>3]=Fa;Ba=f[da>>2]|0;f[da>>2]=H;f[G>>2]=Ba;Ba=f[ea>>2]|0;f[ea>>2]=f[m>>2];f[m>>2]=Ba;Ba=f[fa>>2]|0;f[fa>>2]=f[n>>2];f[n>>2]=Ba;Ba=f[ga>>2]|0;f[ga>>2]=f[K>>2];f[K>>2]=Ba;Ba=f[ha>>2]|0;f[ha>>2]=f[o>>2];f[o>>2]=Ba;f[r>>2]=f[ia>>2];Fa=+p[ja>>3];p[ja>>3]=+p[s>>3];p[s>>3]=Fa;Fa=+p[ka>>3];p[ka>>3]=+p[t>>3];p[t>>3]=Fa;Fa=+p[la>>3];p[la>>3]=+p[u>>3];p[u>>3]=Fa;Fa=+p[ma>>3];p[ma>>3]=+p[v>>3];p[v>>3]=Fa;Fa=+p[na>>3];p[na>>3]=+p[w>>3];p[w>>3]=Fa;Fa=+p[oa>>3];p[oa>>3]=+p[x>>3];p[x>>3]=Fa;Fa=+p[pa>>3];p[pa>>3]=+p[y>>3];p[y>>3]=Fa;Fa=+p[qa>>3];p[qa>>3]=+p[z>>3];p[z>>3]=Fa;Fa=+p[ra>>3];p[ra>>3]=+p[A>>3];p[A>>3]=Fa;f[B>>2]=f[sa>>2];f[B+4>>2]=f[sa+4>>2];f[B+8>>2]=f[sa+8>>2];f[B+12>>2]=f[sa+12>>2];Fa=+p[ta>>3];p[ta>>3]=+p[C>>3];p[C>>3]=Fa;p[E>>3]=+p[ua>>3];f[F>>2]=f[va>>2];f[F+4>>2]=f[va+4>>2];f[F+8>>2]=f[va+8>>2];f[F+12>>2]=f[va+12>>2];b[F+16>>0]=b[va+16>>0]|0;Ba=k;Da=a+24|0;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));p[wa>>3]=d;p[xa>>3]=e;p[ya>>3]=j;p[O>>3]=Q;p[P>>3]=R;p[ca>>3]=S;f[da>>2]=H;f[ea>>2]=I;f[fa>>2]=J;f[ga>>2]=L;f[ha>>2]=M;f[ia>>2]=N;p[ja>>3]=T;p[ka>>3]=U;p[la>>3]=V;p[ma>>3]=W;p[na>>3]=X;p[oa>>3]=Y;p[pa>>3]=Z;p[qa>>3]=_;p[ra>>3]=$;f[sa>>2]=f[(a+64|0)>>2];f[sa+4>>2]=f[(a+64|0)+4>>2];f[sa+8>>2]=f[(a+64|0)+8>>2];f[sa+12>>2]=f[(a+64|0)+12>>2];p[ta>>3]=aa;p[ua>>3]=ba;f[va>>2]=f[a>>2];f[va+4>>2]=f[a+4>>2];f[va+8>>2]=f[a+8>>2];f[va+12>>2]=f[a+12>>2];b[va+16>>0]=b[a+16>>0]|0;c=c+240|0}}while(0);if((c|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}oa=za+224|0;while(1){d=+p[Aa>>3];g=~~+p[c+216>>3]>>>0;b:do if(~~d>>>0>>>0>=g>>>0){j=d;i=~~d>>>0;h=g;while(1){if(i>>>0>h>>>0)d=j;else{d=+p[oa>>3];e=+p[c+224>>3];if(d<e)break b;if(d>e)d=j;else{if(fub(za,c)|0)break b;d=+p[Aa>>3]}}g=c+240|0;i=~~d>>>0;h=~~+p[c+456>>3]>>>0;if(i>>>0<h>>>0){c=g;break}else{c=g;j=d}}}while(0);while(1){na=k+-240|0;g=~~+p[Aa>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=na;continue}if(g>>>0>h>>>0)break;d=+p[oa>>3];e=+p[k+-16>>3];if(d<e){k=na;continue}if(d>e)break;if(fub(za,na)|0)k=na;else break}if(c>>>0>=na>>>0){za=c;f[a+6632>>2]=4;f[a+6636>>2]=5;break a}Ba=a+24|0;Da=c;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));g=c+40|0;h=c+48|0;i=c+56|0;d=+p[g>>3];e=+p[h>>3];j=+p[i>>3];l=c+64|0;m=c+72|0;n=c+80|0;Q=+p[l>>3];R=+p[m>>3];S=+p[n>>3];o=c+88|0;q=c+92|0;r=c+96|0;ga=f[o>>2]|0;ha=f[q>>2]|0;ia=f[r>>2]|0;s=c+100|0;t=c+104|0;u=c+108|0;ja=f[s>>2]|0;ka=f[t>>2]|0;la=f[u>>2]|0;v=c+112|0;x=c+120|0;z=c+128|0;T=+p[v>>3];U=+p[x>>3];V=+p[z>>3];B=c+136|0;D=c+144|0;F=c+152|0;W=+p[B>>3];X=+p[D>>3];Y=+p[F>>3];H=c+160|0;J=c+168|0;L=c+176|0;Z=+p[H>>3];_=+p[J>>3];$=+p[L>>3];N=c+184|0;f[(a+64|0)>>2]=f[N>>2];f[(a+64|0)+4>>2]=f[N+4>>2];f[(a+64|0)+8>>2]=f[N+8>>2];f[(a+64|0)+12>>2]=f[N+12>>2];P=c+200|0;da=c+208|0;aa=+p[P>>3];ba=+p[da>>3];fa=c+216|0;f[a>>2]=f[fa>>2];f[a+4>>2]=f[fa+4>>2];f[a+8>>2]=f[fa+8>>2];f[a+12>>2]=f[fa+12>>2];b[a+16>>0]=b[fa+16>>0]|0;Ba=c;Da=na;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));ma=k+-200|0;Fa=+p[ma>>3];p[ma>>3]=d;p[g>>3]=Fa;ea=k+-192|0;Fa=+p[ea>>3];p[ea>>3]=+p[h>>3];p[h>>3]=Fa;ca=k+-184|0;Fa=+p[ca>>3];p[ca>>3]=+p[i>>3];p[i>>3]=Fa;O=k+-176|0;Fa=+p[O>>3];p[O>>3]=+p[l>>3];p[l>>3]=Fa;M=k+-168|0;Fa=+p[M>>3];p[M>>3]=+p[m>>3];p[m>>3]=Fa;K=k+-160|0;Fa=+p[K>>3];p[K>>3]=+p[n>>3];p[n>>3]=Fa;I=k+-152|0;G=f[I>>2]|0;f[I>>2]=ga;f[o>>2]=G;G=k+-148|0;E=f[G>>2]|0;f[G>>2]=f[q>>2];f[q>>2]=E;E=k+-144|0;C=f[E>>2]|0;f[E>>2]=f[r>>2];f[r>>2]=C;C=k+-140|0;A=f[C>>2]|0;f[C>>2]=f[s>>2];f[s>>2]=A;A=k+-136|0;y=f[A>>2]|0;f[A>>2]=f[t>>2];f[t>>2]=y;y=k+-132|0;f[u>>2]=f[y>>2];w=k+-128|0;Fa=+p[w>>3];p[w>>3]=+p[v>>3];p[v>>3]=Fa;u=k+-120|0;Fa=+p[u>>3];p[u>>3]=+p[x>>3];p[x>>3]=Fa;t=k+-112|0;Fa=+p[t>>3];p[t>>3]=+p[z>>3];p[z>>3]=Fa;s=k+-104|0;Fa=+p[s>>3];p[s>>3]=+p[B>>3];p[B>>3]=Fa;r=k+-96|0;Fa=+p[r>>3];p[r>>3]=+p[D>>3];p[D>>3]=Fa;q=k+-88|0;Fa=+p[q>>3];p[q>>3]=+p[F>>3];p[F>>3]=Fa;o=k+-80|0;Fa=+p[o>>3];p[o>>3]=+p[H>>3];p[H>>3]=Fa;n=k+-72|0;Fa=+p[n>>3];p[n>>3]=+p[J>>3];p[J>>3]=Fa;m=k+-64|0;Fa=+p[m>>3];p[m>>3]=+p[L>>3];p[L>>3]=Fa;l=k+-56|0;f[N>>2]=f[l>>2];f[N+4>>2]=f[l+4>>2];f[N+8>>2]=f[l+8>>2];f[N+12>>2]=f[l+12>>2];i=k+-40|0;Fa=+p[i>>3];p[i>>3]=+p[P>>3];p[P>>3]=Fa;h=k+-32|0;p[da>>3]=+p[h>>3];g=k+-24|0;f[fa>>2]=f[g>>2];f[fa+4>>2]=f[g+4>>2];f[fa+8>>2]=f[g+8>>2];f[fa+12>>2]=f[g+12>>2];b[fa+16>>0]=b[g+16>>0]|0;Ba=na;Da=a+24|0;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));p[ma>>3]=d;p[ea>>3]=e;p[ca>>3]=j;p[O>>3]=Q;p[M>>3]=R;p[K>>3]=S;f[I>>2]=ga;f[G>>2]=ha;f[E>>2]=ia;f[C>>2]=ja;f[A>>2]=ka;f[y>>2]=la;p[w>>3]=T;p[u>>3]=U;p[t>>3]=V;p[s>>3]=W;p[r>>3]=X;p[q>>3]=Y;p[o>>3]=Z;p[n>>3]=_;p[m>>3]=$;f[l>>2]=f[(a+64|0)>>2];f[l+4>>2]=f[(a+64|0)+4>>2];f[l+8>>2]=f[(a+64|0)+8>>2];f[l+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=aa;p[h>>3]=ba;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;k=na;c=c+240|0}}f[a+432>>2]=za;f[a+6544>>2]=Ba;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6576>>2]=Ca}function ksb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0.0,la=0.0,ma=0.0,na=0.0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0,Ga=0,Ha=0,Ia=0,Ja=0,Ka=0,La=0,Ma=0,Na=0,Oa=0,Pa=0,Qa=0,Ra=0,Sa=0,Ta=0,Ua=0,Va=0,Wa=0,Xa=0,Ya=0,Za=0,_a=0,$a=0,ab=0,bb=0,cb=0,db=0,eb=0,fb=0,gb=0.0;qa=f[a+352>>2]|0;ta=f[a+400>>2]|0;wa=f[a+1720>>2]|0;xa=f[a+1784>>2]|0;ya=f[a+1808>>2]|0;za=f[a+1848>>2]|0;Aa=f[a+1880>>2]|0;Ba=f[a+1920>>2]|0;Ca=f[a+1936>>2]|0;Da=f[a+1968>>2]|0;Ea=f[a+1992>>2]|0;Ga=f[a+2040>>2]|0;Ra=f[a+2640>>2]|0;Wa=f[a+3080>>2]|0;Xa=f[a+3584>>2]|0;Ya=f[a+4176>>2]|0;_a=f[a+4832>>2]|0;$a=f[a+5368>>2]|0;ab=f[a+5936>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;a:{Fa=ta+-128|0;Ha=ta+-120|0;Ia=ta+-112|0;Ja=ta+-104|0;Ka=ta+-96|0;La=ta+-88|0;Ma=ta+-80|0;Na=ta+-72|0;Oa=ta+-64|0;Pa=ta+-56|0;Qa=ta+-40|0;Sa=ta+-32|0;Ta=ta+-24|0;pa=qa;while(1){ua=pa;b:while(1){Ua=ua;switch((Ga-Ua|0|0)/240|0|0){case 2:{db=5;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 3:{db=11;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 4:{db=12;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 5:{db=13;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 1:case 0:{db=111;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}default:{}}if((Ga-Ua|0|0)<1680){db=15;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}Va=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)|0;if((Ga-Ua|0|0)>239760)sa=Hsb(ua,ua+((((Ga-Ua|0)>>>0)/960|0)*240|0)|0,Va,Va+((((Ga-Ua|0)>>>0)/960|0)*240|0)|0,Ra)|0;else sa=Fsb(ua,Va,Ra)|0;k=ua+216|0;c=~~+p[k>>3]>>>0;l=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+216|0;d=~~+p[l>>3]>>>0;if(c>>>0<d>>>0){i=Ra;j=sa;break}if(c>>>0<=d>>>0){e=+p[ua+224>>3];g=+p[ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+224>>3];if(e<g){i=Ra;j=sa;break}if(!(e>g))if(fub(ua,Va)|0){i=Ra;j=sa;break}}if((ua|0)!=(Wa|0)){h=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+224|0;ra=Ra;Za=Wa;while(1){c=~~+p[ra+-24>>3]>>>0;d=~~+p[l>>3]>>>0;if(c>>>0<d>>>0){db=78;break b}if(c>>>0<=d>>>0){e=+p[ra+-16>>3];g=+p[h>>3];if(e<g){db=78;break b}if(!(e>g))if(fub(Za,Va)|0){db=78;break b}}c=Za+-240|0;if((ua|0)==(c|0))break;else{ra=Za;Za=c}}}ba=ua+240|0;ca=~~+p[k>>3]>>>0;oa=~~+p[Xa>>3]>>>0;f[a+432>>2]=ua;f[a+1720>>2]=wa;f[a+1784>>2]=xa;f[a+1808>>2]=ya;f[a+1848>>2]=za;f[a+1880>>2]=Aa;f[a+1920>>2]=Ba;f[a+1936>>2]=Ca;f[a+1968>>2]=Da;f[a+1992>>2]=Ea;f[a+2016>>2]=Fa;f[a+2048>>2]=Ha;f[a+2064>>2]=Ia;f[a+2096>>2]=Ja;f[a+2160>>2]=Ka;f[a+2232>>2]=La;f[a+2296>>2]=Ma;f[a+2368>>2]=Na;f[a+2432>>2]=Oa;f[a+2504>>2]=Pa;f[a+2568>>2]=Qa;f[a+2640>>2]=Ra;f[a+2648>>2]=Sa;f[a+2720>>2]=Ta;f[a+3032>>2]=k;f[a+3104>>2]=ba;f[a+3112>>2]=ca;f[a+3120>>2]=oa;f[a+4176>>2]=Ya;f[a+4832>>2]=_a;f[a+5368>>2]=$a;f[a+5936>>2]=ab;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db;f[a+6632>>2]=0;f[a+6636>>2]=0;jsb(a);ua=f[a+432>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;G=f[a+6632>>2]|0;D=f[a+6636>>2]|0;H=+n[a+6636>>2];f[a+6632>>2]=0;f[a+6636>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:{f[a+6640>>2]=2;f[a+6644>>2]=8;break a}}if((G|0)==3)continue;if((G|0)==4)switch(D|0){case 5:continue b}}if((db|0)==78){db=0;cb=a+24|0;eb=ua;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));c=ua+40|0;d=ua+48|0;h=ua+56|0;e=+p[c>>3];g=+p[d>>3];V=+p[h>>3];i=ua+64|0;j=ua+72|0;k=ua+80|0;W=+p[i>>3];X=+p[j>>3];Y=+p[k>>3];l=ua+88|0;m=ua+92|0;o=ua+96|0;Z=f[l>>2]|0;_=f[m>>2]|0;$=f[o>>2]|0;q=ua+100|0;r=ua+104|0;s=ua+108|0;aa=f[q>>2]|0;ba=f[r>>2]|0;ca=f[s>>2]|0;t=ua+112|0;v=ua+120|0;x=ua+128|0;da=+p[t>>3];ea=+p[v>>3];fa=+p[x>>3];z=ua+136|0;B=ua+144|0;E=ua+152|0;ga=+p[z>>3];ha=+p[B>>3];ia=+p[E>>3];I=ua+160|0;K=ua+168|0;M=ua+176|0;ja=+p[I>>3];ka=+p[K>>3];la=+p[M>>3];O=ua+184|0;f[(a+64|0)>>2]=f[O>>2];f[(a+64|0)+4>>2]=f[O+4>>2];f[(a+64|0)+8>>2]=f[O+8>>2];f[(a+64|0)+12>>2]=f[O+12>>2];Q=ua+200|0;S=ua+208|0;ma=+p[Q>>3];na=+p[S>>3];U=ua+216|0;f[a>>2]=f[U>>2];f[a+4>>2]=f[U+4>>2];f[a+8>>2]=f[U+8>>2];f[a+12>>2]=f[U+12>>2];b[a+16>>0]=b[U+16>>0]|0;cb=ua;eb=Za;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));oa=ra+-200|0;gb=+p[oa>>3];p[oa>>3]=e;p[c>>3]=gb;T=ra+-192|0;gb=+p[T>>3];p[T>>3]=+p[d>>3];p[d>>3]=gb;R=ra+-184|0;gb=+p[R>>3];p[R>>3]=+p[h>>3];p[h>>3]=gb;P=ra+-176|0;gb=+p[P>>3];p[P>>3]=+p[i>>3];p[i>>3]=gb;N=ra+-168|0;gb=+p[N>>3];p[N>>3]=+p[j>>3];p[j>>3]=gb;L=ra+-160|0;gb=+p[L>>3];p[L>>3]=+p[k>>3];p[k>>3]=gb;J=ra+-152|0;F=f[J>>2]|0;f[J>>2]=Z;f[l>>2]=F;F=ra+-148|0;C=f[F>>2]|0;f[F>>2]=f[m>>2];f[m>>2]=C;C=ra+-144|0;A=f[C>>2]|0;f[C>>2]=f[o>>2];f[o>>2]=A;A=ra+-140|0;y=f[A>>2]|0;f[A>>2]=f[q>>2];f[q>>2]=y;y=ra+-136|0;w=f[y>>2]|0;f[y>>2]=f[r>>2];f[r>>2]=w;w=ra+-132|0;f[s>>2]=f[w>>2];u=ra+-128|0;gb=+p[u>>3];p[u>>3]=+p[t>>3];p[t>>3]=gb;s=ra+-120|0;gb=+p[s>>3];p[s>>3]=+p[v>>3];p[v>>3]=gb;r=ra+-112|0;gb=+p[r>>3];p[r>>3]=+p[x>>3];p[x>>3]=gb;q=ra+-104|0;gb=+p[q>>3];p[q>>3]=+p[z>>3];p[z>>3]=gb;o=ra+-96|0;gb=+p[o>>3];p[o>>3]=+p[B>>3];p[B>>3]=gb;m=ra+-88|0;gb=+p[m>>3];p[m>>3]=+p[E>>3];p[E>>3]=gb;l=ra+-80|0;gb=+p[l>>3];p[l>>3]=+p[I>>3];p[I>>3]=gb;k=ra+-72|0;gb=+p[k>>3];p[k>>3]=+p[K>>3];p[K>>3]=gb;j=ra+-64|0;gb=+p[j>>3];p[j>>3]=+p[M>>3];p[M>>3]=gb;i=ra+-56|0;f[O>>2]=f[i>>2];f[O+4>>2]=f[i+4>>2];f[O+8>>2]=f[i+8>>2];f[O+12>>2]=f[i+12>>2];h=ra+-40|0;gb=+p[h>>3];p[h>>3]=+p[Q>>3];p[Q>>3]=gb;d=ra+-32|0;p[S>>3]=+p[d>>3];c=ra+-24|0;f[U>>2]=f[c>>2];f[U+4>>2]=f[c+4>>2];f[U+8>>2]=f[c+8>>2];f[U+12>>2]=f[c+12>>2];b[U+16>>0]=b[c+16>>0]|0;cb=Za;eb=a+24|0;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));p[oa>>3]=e;p[T>>3]=g;p[R>>3]=V;p[P>>3]=W;p[N>>3]=X;p[L>>3]=Y;f[J>>2]=Z;f[F>>2]=_;f[C>>2]=$;f[A>>2]=aa;f[y>>2]=ba;f[w>>2]=ca;p[u>>3]=da;p[s>>3]=ea;p[r>>3]=fa;p[q>>3]=ga;p[o>>3]=ha;p[m>>3]=ia;p[l>>3]=ja;p[k>>3]=ka;p[j>>3]=la;f[i>>2]=f[(a+64|0)>>2];f[i+4>>2]=f[(a+64|0)+4>>2];f[i+8>>2]=f[(a+64|0)+8>>2];f[i+12>>2]=f[(a+64|0)+12>>2];p[h>>3]=ma;p[d>>3]=na;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;i=Za;j=sa+1|0}sa=ua+240|0;f[a+336>>2]=pa;f[a+400>>2]=ta;f[a+432>>2]=ua;f[a+496>>2]=i;f[a+520>>2]=j;f[a+592>>2]=va;f[a+2040>>2]=Ga;f[a+2784>>2]=Ua;f[a+3024>>2]=Va;f[a+5112>>2]=sa;f[a+6520>>2]=bb;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db;f[a+6624>>2]=0;f[a+6628>>2]=0;isb(a);pa=f[a+336>>2]|0;va=f[a+592>>2]|0;bb=f[a+6520>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;G=f[a+6624>>2]|0;D=f[a+6628>>2]|0;H=+n[a+6628>>2];f[a+6624>>2]=0;f[a+6628>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if((db|0)==109){db=0;Xrb(va+240|0,ta);qa=ua;ta=va;f[a+6640>>2]=3;break a}else if((db|0)==110){db=0;if(bb){db=111;f[a+6640>>2]=1;break a}else{qa=ua;ta=va;f[a+6640>>2]=3;break a}}}f[a+352>>2]=qa;f[a+400>>2]=ta;f[a+432>>2]=ua;f[a+2016>>2]=Fa;f[a+2048>>2]=Ha;f[a+2064>>2]=Ia;f[a+2096>>2]=Ja;f[a+2160>>2]=Ka;f[a+2232>>2]=La;f[a+2296>>2]=Ma;f[a+2368>>2]=Na;f[a+2432>>2]=Oa;f[a+2504>>2]=Pa;f[a+2568>>2]=Qa;f[a+2648>>2]=Sa;f[a+2720>>2]=Ta;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db}function lsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0.0;v=f[a+400>>2]|0;za=f[a+432>>2]|0;$=f[a+1720>>2]|0;aa=f[a+1784>>2]|0;ba=f[a+1808>>2]|0;ca=f[a+1848>>2]|0;da=f[a+1880>>2]|0;ea=f[a+1920>>2]|0;fa=f[a+1936>>2]|0;ga=f[a+1968>>2]|0;ha=f[a+1992>>2]|0;ia=f[a+2016>>2]|0;ja=f[a+2048>>2]|0;ka=f[a+2064>>2]|0;la=f[a+2096>>2]|0;ma=f[a+2160>>2]|0;na=f[a+2232>>2]|0;oa=f[a+2296>>2]|0;pa=f[a+2368>>2]|0;qa=f[a+2432>>2]|0;ra=f[a+2504>>2]|0;sa=f[a+2568>>2]|0;ta=f[a+2640>>2]|0;ua=f[a+2648>>2]|0;va=f[a+2720>>2]|0;c=f[a+3584>>2]|0;e=f[a+4176>>2]|0;wa=f[a+4832>>2]|0;xa=f[a+5368>>2]|0;ya=f[a+5936>>2]|0;Aa=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0;Ba=f[a+6576>>2]|0;Ca=f[a+6584>>2]|0;a:{if(Ca){Ca=0;if((Ba|0)==5){c=~~+p[c>>3]>>>0;d=~~+p[za+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){u=a;f[a+6648>>2]=5;break a}h=+p[e>>3];i=+p[za+224>>3];if(!(h<i)){if(h>i){u=a;f[a+6648>>2]=5;break a}if(!(fub(ta,za)|0)){u=a;f[a+6648>>2]=5;break a}}}Aa=a+24|0;Da=za;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));m=za+40|0;B=za+48|0;c=za+56|0;h=+p[m>>3];i=+p[B>>3];E=+p[c>>3];d=za+64|0;e=za+72|0;g=za+80|0;F=+p[d>>3];G=+p[e>>3];H=+p[g>>3];I=za+88|0;j=za+92|0;k=za+96|0;J=f[I>>2]|0;K=f[j>>2]|0;L=f[k>>2]|0;M=za+100|0;l=za+104|0;n=za+108|0;N=f[M>>2]|0;O=f[l>>2]|0;P=f[n>>2]|0;o=za+112|0;q=za+120|0;r=za+128|0;Q=+p[o>>3];R=+p[q>>3];S=+p[r>>3];s=za+136|0;t=za+144|0;v=za+152|0;T=+p[s>>3];U=+p[t>>3];V=+p[v>>3];w=za+160|0;x=za+168|0;y=za+176|0;W=+p[w>>3];X=+p[x>>3];Y=+p[y>>3];z=za+184|0;f[(a+64|0)>>2]=f[z>>2];f[(a+64|0)+4>>2]=f[z+4>>2];f[(a+64|0)+8>>2]=f[z+8>>2];f[(a+64|0)+12>>2]=f[z+12>>2];A=za+200|0;C=za+208|0;Z=+p[A>>3];_=+p[C>>3];D=za+216|0;f[a>>2]=f[D>>2];f[a+4>>2]=f[D+4>>2];f[a+8>>2]=f[D+8>>2];f[a+12>>2]=f[D+12>>2];b[a+16>>0]=b[D+16>>0]|0;Aa=za;Da=ta;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));Fa=+p[wa>>3];p[wa>>3]=h;p[m>>3]=Fa;Fa=+p[xa>>3];p[xa>>3]=+p[B>>3];p[B>>3]=Fa;Fa=+p[ya>>3];p[ya>>3]=+p[c>>3];p[c>>3]=Fa;Fa=+p[$>>3];p[$>>3]=+p[d>>3];p[d>>3]=Fa;Fa=+p[aa>>3];p[aa>>3]=+p[e>>3];p[e>>3]=Fa;Fa=+p[ba>>3];p[ba>>3]=+p[g>>3];p[g>>3]=Fa;Aa=f[ca>>2]|0;f[ca>>2]=J;f[I>>2]=Aa;Aa=f[da>>2]|0;f[da>>2]=f[j>>2];f[j>>2]=Aa;Aa=f[ea>>2]|0;f[ea>>2]=f[k>>2];f[k>>2]=Aa;Aa=f[fa>>2]|0;f[fa>>2]=f[M>>2];f[M>>2]=Aa;Aa=f[ga>>2]|0;f[ga>>2]=f[l>>2];f[l>>2]=Aa;f[n>>2]=f[ha>>2];Fa=+p[ia>>3];p[ia>>3]=+p[o>>3];p[o>>3]=Fa;Fa=+p[ja>>3];p[ja>>3]=+p[q>>3];p[q>>3]=Fa;Fa=+p[ka>>3];p[ka>>3]=+p[r>>3];p[r>>3]=Fa;Fa=+p[la>>3];p[la>>3]=+p[s>>3];p[s>>3]=Fa;Fa=+p[ma>>3];p[ma>>3]=+p[t>>3];p[t>>3]=Fa;Fa=+p[na>>3];p[na>>3]=+p[v>>3];p[v>>3]=Fa;Fa=+p[oa>>3];p[oa>>3]=+p[w>>3];p[w>>3]=Fa;Fa=+p[pa>>3];p[pa>>3]=+p[x>>3];p[x>>3]=Fa;Fa=+p[qa>>3];p[qa>>3]=+p[y>>3];p[y>>3]=Fa;f[z>>2]=f[ra>>2];f[z+4>>2]=f[ra+4>>2];f[z+8>>2]=f[ra+8>>2];f[z+12>>2]=f[ra+12>>2];Fa=+p[sa>>3];p[sa>>3]=+p[A>>3];p[A>>3]=Fa;p[C>>3]=+p[ua>>3];f[D>>2]=f[va>>2];f[D+4>>2]=f[va+4>>2];f[D+8>>2]=f[va+8>>2];f[D+12>>2]=f[va+12>>2];b[D+16>>0]=b[va+16>>0]|0;Aa=ta;Da=a+24|0;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));p[wa>>3]=h;p[xa>>3]=i;p[ya>>3]=E;p[$>>3]=F;p[aa>>3]=G;p[ba>>3]=H;f[ca>>2]=J;f[da>>2]=K;f[ea>>2]=L;f[fa>>2]=N;f[ga>>2]=O;f[ha>>2]=P;p[ia>>3]=Q;p[ja>>3]=R;p[ka>>3]=S;p[la>>3]=T;p[ma>>3]=U;p[na>>3]=V;p[oa>>3]=W;p[pa>>3]=X;p[qa>>3]=Y;f[ra>>2]=f[(a+64|0)>>2];f[ra+4>>2]=f[(a+64|0)+4>>2];f[ra+8>>2]=f[(a+64|0)+8>>2];f[ra+12>>2]=f[(a+64|0)+12>>2];p[sa>>3]=Z;p[ua>>3]=_;f[va>>2]=f[a>>2];f[va+4>>2]=f[a+4>>2];f[va+8>>2]=f[a+8>>2];f[va+12>>2]=f[a+12>>2];b[va+16>>0]=b[a+16>>0]|0;u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==11){Fsb(za,za+240|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else if((Ba|0)==12){Gsb(za,za+240|0,za+480|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else if((Ba|0)==13){Hsb(za,za+240|0,za+480|0,za+720|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==15){d=za+480|0;Fsb(za,za+240|0,d)|0;c=za+720|0;if((c|0)==(v|0)){u=a;f[a+6648>>2]=5;break a}j=(a+64|0)+40|0;k=(a+64|0)+64|0;l=(a+64|0)+88|0;m=(a+64|0)+100|0;n=(a+64|0)+112|0;o=(a+64|0)+136|0;q=(a+64|0)+160|0;r=(a+64|0)+184|0;s=(a+64|0)+200|0;t=(a+64|0)+216|0;while(1){e=~~+p[c+216>>3]>>>0;g=~~+p[d+216>>3]>>>0;if(e>>>0<g>>>0)Ba=22;else if(e>>>0<=g>>>0){h=+p[c+224>>3];i=+p[d+224>>3];if(h<i)Ba=22;else if(!(h>i))if(fub(c,d)|0)Ba=22}if((Ba|0)==22){Ba=0;Aa=a+64|0;Da=c;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));f[a+408>>2]=c;f[a+416>>2]=d;f[a+432>>2]=za;f[a+1832>>2]=j;f[a+1840>>2]=k;f[a+1856>>2]=l;f[a+1864>>2]=m;f[a+1872>>2]=n;f[a+1888>>2]=o;f[a+1896>>2]=q;f[a+1904>>2]=r;f[a+1912>>2]=s;f[a+1928>>2]=t;f[a+6544>>2]=Aa;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6616>>2]=0;f[a+6620>>2]=0;hsb(a);Aa=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0}d=c+240|0;if((d|0)==(v|0))break;else{ya=c;c=d;d=ya}}u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==111)if(1){u=a;f[a+6648>>2]=5;break a}else Ca=1}}f[a+6544>>2]=Aa;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6576>>2]=Ba;f[a+6584>>2]=Ca}
+function Ijb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=b;i=c-l>>5;j=a+8|0;d=f[j>>2]|0;h=f[a>>2]|0;k=h;if(i>>>0>d-h>>5>>>0){g=h;if(h){d=a+4|0;e=f[d>>2]|0;if((e|0)!=(k|0))f[d>>2]=e+(~((e+-32-h|0)>>>5)<<5);sOb(g);f[j>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(i>>>0>134217727)AMb(a);k=d>>4;d=d>>5>>>0<67108863?(k>>>0<i>>>0?i:k):134217727;if(d>>>0>134217727)AMb(a);g=pOb(d<<5)|0;h=a+4|0;f[h>>2]=g;f[a>>2]=g;f[j>>2]=g+(d<<5);if((b|0)==(c|0))return;e=c+-32-l|0;d=g;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(c|0))break;else d=d+32|0}f[h>>2]=g+((e>>>5)+1<<5);return}j=a+4|0;e=f[j>>2]|0;a=e-h>>5;g=i>>>0>a>>>0;a=b+(a<<5)|0;i=g?a:c;h=e;if((i|0)==(b|0))b=k;else{e=i+-32-l|0;d=k;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(i|0))break;else d=d+32|0}b=k+((e>>>5)+1<<5)|0}if(!g){if((b|0)==(h|0))return;f[j>>2]=h+(~((h+-32-b|0)>>>5)<<5);return}if((i|0)==(c|0))return;g=f[j>>2]|0;e=c+-32-i|0;b=a;d=g;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(c|0))break;else d=d+32|0}f[j>>2]=g+((e>>>5)+1<<5);return}function Jjb(a){a=a|0;var b=0,c=0,d=0;Kjb(a+744|0);c=a+584|0;b=f[a+604>>2]|0;if(b|0)Ljb(b,c);b=f[a+592>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);Mjb(a+184|0);B$(a+120|0);c=a+64|0;b=f[a+84>>2]|0;if(b|0)Njb(b,c);b=f[a+72>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(!b)return;sOb(b);return}function Kjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=a+16|0;b=f[a+28>>2]|0;if(b|0)Qjb(b,h);b=f[h>>2]|0;if(b|0){g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[g>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[h>>2]|0}sOb(b)}b=f[a+12>>2]|0;if(b|0)Qjb(b,a);b=f[a>>2]|0;if(!b)return;g=a+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function Ljb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257384]|0))if(MPb(257384)|0){f[64699]=0;f[64700]=0;f[64701]=0}a=f[64700]|0;if(a>>>0>=(f[64701]|0)>>>0){Pjb(258796,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64700]=(f[64700]|0)+20;return}function Mjb(a){a=a|0;var b=0,c=0,d=0;b=f[a+368>>2]|0;if(b|0){c=a+372|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+344>>2]|0;if(b|0){c=a+348|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+320>>2]|0;if(b|0){c=a+324|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+296>>2]|0;if(b|0){c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+272>>2]|0;if(b|0){c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+248>>2]|0;if(b|0){c=a+252|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+224>>2]|0;if(b|0){c=a+228|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+200>>2]|0;if(b|0){c=a+204|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+176>>2]|0;if(b|0){c=a+180|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+152>>2]|0;if(b|0){c=a+156|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+128>>2]|0;if(b|0){c=a+132|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+104>>2]|0;if(b|0){c=a+108|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+80>>2]|0;if(b|0){c=a+84|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+56>>2]|0;if(b|0){c=a+60|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-16-d|0)>>>4)<<4);sOb(d);return}function Njb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257376]|0))if(MPb(257376)|0){f[64695]=0;f[64696]=0;f[64697]=0}a=f[64696]|0;if(a>>>0>=(f[64697]|0)>>>0){Ojb(258780,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64696]=(f[64696]|0)+20;return}function Ojb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function Pjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function Qjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0)){d=a;while(1){a=d+-12|0;f[i>>2]=a;e=f[a>>2]|0;if(e){a=d+-8|0;d=f[a>>2]|0;if((d|0)!=(e|0))f[a>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);a=f[i>>2]|0}if((a|0)==(g|0))break;else d=a}}if(!(b[257392]|0))if(MPb(257392)|0){f[64702]=0;f[64703]=0;f[64704]=0}a=f[64703]|0;if(a>>>0<(f[64704]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64703]=a+12;return}else{Rjb(258808,c);return}}function Rjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-c|0)/12|0;c=l<<1;c=l>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;l=b;d=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;l=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;i=l;if((d|0)!=(i|0)){h=d;do{d=h;h=h+-12|0;c=f[h>>2]|0;if(c|0){g=d+-8|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[g>>2]=e;b=f[e>>2]|0;if(!b)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(b|0))f[d>>2]=e+(~((e+-32-b|0)>>>5)<<5);sOb(b);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}}while((h|0)!=(i|0))}if(!l)return;sOb(l);return}function Sjb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0.0,v=0.0,w=0.0;m=a;l=m+48|0;do{f[m>>2]=f[c>>2];m=m+4|0;c=c+4|0}while((m|0)<(l|0));f[a+48>>2]=e;r=a+52|0;b[r>>0]=b[g>>0]|0;b[r+1>>0]=b[g+1>>0]|0;b[r+2>>0]=b[g+2>>0]|0;g=(zQa(e)|0)+229|0;b[a+55>>0]=b[g>>0]|0;g=a+56|0;if(!(b[i+4>>0]|0)){c=f[i>>2]|0;f[g>>2]=c;c=c+56|0}else{f[g>>2]=0;c=f[i>>2]|0}o=a+60|0;f[o>>2]=c;ljb(a+64|0);q=a+104|0;njb(q,j);n=a+108|0;b[n>>0]=d;i=a+112|0;p[i>>3]=C;f[a+192>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+224>>2]=0;f[a+240>>2]=0;f[a+244>>2]=0;f[a+248>>2]=0;f[a+264>>2]=0;f[a+268>>2]=0;f[a+272>>2]=0;f[a+288>>2]=0;f[a+292>>2]=0;f[a+296>>2]=0;f[a+312>>2]=0;f[a+316>>2]=0;f[a+320>>2]=0;f[a+336>>2]=0;f[a+340>>2]=0;f[a+344>>2]=0;f[a+360>>2]=0;f[a+364>>2]=0;f[a+368>>2]=0;f[a+384>>2]=0;f[a+388>>2]=0;f[a+392>>2]=0;f[a+408>>2]=0;f[a+412>>2]=0;f[a+416>>2]=0;f[a+432>>2]=0;f[a+436>>2]=0;f[a+440>>2]=0;f[a+456>>2]=0;f[a+460>>2]=0;f[a+464>>2]=0;f[a+480>>2]=0;f[a+484>>2]=0;f[a+488>>2]=0;f[a+504>>2]=0;f[a+508>>2]=0;f[a+512>>2]=0;f[a+528>>2]=0;f[a+532>>2]=0;f[a+536>>2]=0;f[a+552>>2]=0;f[a+556>>2]=0;f[a+560>>2]=0;c=a+184|0;m=a+120|0;l=m+60|0;do{f[m>>2]=0;m=m+4|0}while((m|0)<(l|0));p[c>>3]=2.2250738585072014e-308;p[a+208>>3]=8.938889586303288e-249;p[a+232>>3]=6.5957363400673356e-229;p[a+256>>3]=4.8667944097154903e-209;p[a+280>>3]=3.5910604374152623e-189;p[a+304>>3]=2.6497349136888998e-169;p[a+328>>3]=1.9551592726396706e-149;p[a+352>>3]=1.4426529090289578e-129;p[a+376>>3]=1.0644899600019857e-109;p[a+400>>3]=7.85454954447594e-90;p[a+424>>3]=5.795634610448756e-70;p[a+448>>3]=4.2764235361472415e-50;p[a+472>>3]=3.1554436208838314e-30;p[a+496>>3]=2.3283064365385257e-10;p[a+520>>3]=17179869183.998657;p[a+544>>3]=1797693134862315708145274.0e284;if(!j)c=hjb(e)|0;else c=2;f[a+576>>2]=c;vjb(a+584|0,f[64698]|0);f[a+608>>2]=0;j=a+744|0;wjb(j,f[64698]|0);m=a+760|0;wjb(m,f[64698]|0);fjb(e,m);xjb(j,f[m>>2]|0,f[a+764>>2]|0);m=(f[g>>2]|0)==0;if(m){b[a+8>>0]=0;b[a+9>>0]=0;b[a+10>>0]=1;f[a+16>>2]=-1;b[a+11>>0]=0;b[a+12>>0]=0;b[a+13>>0]=0}c=a+40|0;k=+p[c>>3];if(k<0.0)p[c>>3]=C;else{p[s>>3]=k;if(!((f[s>>2]|0)==0?(f[s+4>>2]&2147483647|0)==2146435072:0)){e=f[o>>2]|0;w=+p[e+24>>3];v=+p[e+32>>3];u=+p[e+40>>3];k=k/+L(+(w*w+(v*v+u*u)));p[i>>3]=k}}i=h[n>>0]|0;n=a+109|0;g=i&1;b[n>>0]=g;d=a+110|0;c=i>>>1&1;b[d>>0]=c;l=a+111|0;i=i>>>2&1;b[l>>0]=i;if(m)t=14;else if((f[a+16>>2]|0)<0)t=14;if((t|0)==14){b[d>>0]=0;b[l>>0]=0;i=0;c=0}m=(b[a+24>>0]|0)==0;if(m)l=c;else if(!(f[q>>2]|0)){if(!(b[a+53>>0]|0))if(!(b[a+27>>0]|0)){b[d>>0]=0;c=0}if(!(b[a+54>>0]|0))if(!(b[a+28>>0]|0)){b[l>>0]=0;l=c;i=0}else l=c;else l=c}else l=c;d=l<<24>>24==0;do if((l|i)<<24>>24){if(!(b[a+8>>0]|0))if(!(b[a+12>>0]|0))break;b[n>>0]=1;g=1}while(0);if(m)t=32;else if(!(f[q>>2]|0))if(!(b[r>>0]|0)){c=a+26|0;if(!(b[c>>0]|0)){b[n>>0]=0;t=34}else t=32}else t=32;else t=32;if((t|0)==32)if(!(g<<24>>24)){c=a+26|0;t=34}else c=1;if((t|0)==34){b[c>>0]=0;b[a+12>>0]=0;c=0}if(d)b[a+27>>0]=0;if(!(i<<24>>24))b[a+28>>0]=0;if(c<<24>>24){if((l|i)<<24>>24)return;if(b[a+9>>0]|0)return}b[a+8>>0]=0;return}function Tjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;f[a>>2]=0;c=a+4|0;f[c>>2]=0;f[a+8>>2]=0;f[a>>2]=f[b>>2];d=b+4|0;f[c>>2]=f[d>>2];c=b+8|0;f[a+8>>2]=f[c>>2];f[c>>2]=0;f[d>>2]=0;f[b>>2]=0;d=a+12|0;c=b+12|0;f[d>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[d>>2]=f[c>>2];d=b+16|0;f[e>>2]=f[d>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[c>>2]=0;c=a+24|0;d=b+24|0;f[c>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[c>>2]=f[d>>2];c=b+28|0;f[e>>2]=f[c>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[c>>2]=0;f[d>>2]=0;d=a+36|0;c=b+36|0;f[d>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[d>>2]=f[c>>2];d=b+40|0;f[e>>2]=f[d>>2];b=b+44|0;f[a+44>>2]=f[b>>2];f[b>>2]=0;f[d>>2]=0;f[c>>2]=0;return}function Ujb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=a+4|0;if(!c)c=a+8|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);sOb(c);c=a+8|0;f[c>>2]=0;f[e>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];i=b+4|0;f[e>>2]=f[i>>2];j=b+8|0;f[c>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;i=b+12|0;j=a+12|0;d=f[j>>2]|0;if(!d){c=a+16|0;d=a+20|0}else{c=a+16|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-208|0;f[c>>2]=g;h=f[e+-120>>2]|0;if(!h)e=g;else{e=e+-116|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h);e=f[c>>2]|0}}while((e|0)!=(d|0));d=f[j>>2]|0}sOb(d);d=a+20|0;f[d>>2]=0;f[c>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];g=b+16|0;f[c>>2]=f[g>>2];h=b+20|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;g=b+24|0;h=a+24|0;c=f[h>>2]|0;e=a+28|0;if(!c)c=a+32|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-120-c|0)>>>0)/120|0)*120|0);sOb(c);c=a+32|0;f[c>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];d=b+28|0;f[e>>2]=f[d>>2];e=b+32|0;f[c>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[g>>2]=0;d=b+36|0;e=a+36|0;g=f[e>>2]|0;c=a+40|0;if(!g){j=a+44|0;a=f[d>>2]|0;f[e>>2]=a;a=b+40|0;i=f[a>>2]|0;f[c>>2]=i;b=b+44|0;i=f[b>>2]|0;f[j>>2]=i;f[b>>2]=0;f[a>>2]=0;f[d>>2]=0;return}h=f[c>>2]|0;if((h|0)!=(g|0))f[c>>2]=h+(~(((h+-240-g|0)>>>0)/240|0)*240|0);sOb(g);j=a+44|0;f[j>>2]=0;f[c>>2]=0;f[e>>2]=0;a=f[d>>2]|0;f[e>>2]=a;a=b+40|0;i=f[a>>2]|0;f[c>>2]=i;b=b+44|0;i=f[b>>2]|0;f[j>>2]=i;f[b>>2]=0;f[a>>2]=0;f[d>>2]=0;return}function Vjb(a){a=a|0;if((f[a>>2]|0)!=(f[a+4>>2]|0)){a=0;return a|0}if((f[a+12>>2]|0)!=(f[a+16>>2]|0)){a=0;return a|0}if((f[a+24>>2]|0)!=(f[a+28>>2]|0)){a=0;return a|0}a=(f[a+36>>2]|0)==(f[a+40>>2]|0);return a|0}function Wjb(){f[64705]=0;f[64706]=0;f[64707]=0;return}function Xjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+512|0;m=q+496|0;n=q;o=q+504|0;if(b[a+20>>0]|0)if(b[a+109>>0]|0)if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){e=a+56|0;d=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(d|0)!=0&1;if(!d)d=0;else d=f[f[d>>2]>>2]|0;l=a+104|0;frb(n,m,f[a+48>>2]|0,d,(f[l>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;Mrb(n,c);if(!(f[e>>2]|0))k=1;else k=b[a+12>>0]|0?1:3;d=Rrb(n,m,o)|0;a:do if(d|0){g=a+112|0;j=a+120|0;e=0;c=4;do{while(1){i=+p[m>>3];if(!(+p[g>>3]<i?(c|0)==(f[o>>2]|0):0))break;if(!(Srb(n)|0))break a;Lrb(n,e);d=Rrb(n,m,o)|0;if(!d)break a}c=d+200|0;c=ZPb(f[c>>2]|0,h[c+4>>0]&255|0,28)|0;if((c&15|0)==(f[l>>2]|0))Lsb(a,k,d,i);if(e)e=1;else e=(Vjb(j)|0)^1;Lrb(n,e);c=f[o>>2]|0;d=Rrb(n,m,o)|0}while((d|0)!=0)}while(0);crb(n);u=q;return}e=a+56|0;d=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(d|0)!=0&1;if(!d)d=0;else d=f[f[d>>2]>>2]|0;j=a+104|0;frb(n,m,f[a+48>>2]|0,d,(f[j>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;Mrb(n,c);if(!(f[e>>2]|0))c=1;else c=b[a+12>>0]|0?1:3;e=Rrb(n,m,o)|0;if(e|0){g=a+120|0;d=0;do{l=e+200|0;l=ZPb(f[l>>2]|0,h[l+4>>0]&255|0,28)|0;if((l&15|0)==(f[j>>2]|0))Lsb(a,c,e,+p[m>>3]);if(d)d=1;else d=(Vjb(g)|0)^1;Lrb(n,d);e=Rrb(n,m,o)|0}while((e|0)!=0)}crb(n);u=q;return}function Yjb(a){a=a|0;crb(a);sOb(a);return}function Zjb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0;q=u;u=u+48|0;c=q;a=a+492|0;if(!(CEa(f[(f[a>>2]|0)+48>>2]|0,c)|0)){b=0;u=q;return b|0}a=f[(f[a>>2]|0)+60>>2]|0;e=+p[c>>3];l=(+p[c+24>>3]-e)*.5;h=+p[c+8>>3];g=(+p[c+32>>3]-h)*.5;j=+p[c+16>>3];n=(+p[c+40>>3]-j)*.5;e=e+l;h=h+g;j=j+n;n=l*l+(g*g+n*n);g=+p[a>>3];l=e-g;i=+p[a+8>>3];m=h-i;k=+p[a+16>>3];d=j-k;o=l*+p[a+24>>3]+(m*+p[a+32>>3]+d*+p[a+40>>3]);d=n-(l*l+(m*m+d*d)-o*o);if(d<0.0){b=1;u=q;return b|0}l=+L(+d);m=o+l;g=g-e;e=i-h;d=k-j;if(!(m>=0.0)){b=1;u=q;return b|0}Wqb(b,g*g+(e*e+d*d)<=n?0.0:o-l,m);b=1;u=q;return b|0}function _jb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=f[a+492>>2]|0;g=d+52|0;e=(b[d+24>>0]|0)!=0;h=f[d+104>>2]|0;if(e)a=(b[d+26>>0]|0)==0;else a=0;if(cjb(g,a,h,c)|0){c=1;return c|0}if(e)a=(b[d+27>>0]|0)==0;else a=0;if(djb(g,a,h,c)|0){c=1;return c|0}if(e)a=(b[d+28>>0]|0)==0;else a=0;c=ejb(g,a,h,c)|0;return c|0}function $jb(a,b){a=a|0;b=b|0;return +(+Urb(f[a+492>>2]|0,b))}function akb(a,b){a=a|0;b=b|0;return +(+Trb(f[a+492>>2]|0,b))}function bkb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+512|0;m=q+496|0;n=q;o=q+504|0;e=a+56|0;if(f[e>>2]|0)if(!(b[a+10>>0]|0))Wsb(a);d=a+109|0;if(!(b[d>>0]|0))if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){u=q;return}if(!(f[e>>2]|0))c=9;else if(!(b[a+13>>0]|0))c=9;do if((c|0)==9){l=a+120|0;if(Vjb(l)|0){if(!((b[a+20>>0]|0)==0|(b[d>>0]|0)==0))if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){c=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(c|0)!=0&1;if(!c)c=0;else c=f[f[c>>2]>>2]|0;k=a+104|0;frb(n,m,f[a+48>>2]|0,c,(f[k>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;grb(n);if(!(f[e>>2]|0))j=1;else j=b[a+12>>0]|0?1:3;c=Rrb(n,m,o)|0;a:do if(c|0){i=a+112|0;d=0;e=4;do{while(1){g=+p[m>>3];if(!(+p[i>>3]<g?(e|0)==(f[o>>2]|0):0))break;if(!(Srb(n)|0))break a;Lrb(n,d);c=Rrb(n,m,o)|0;if(!c)break a}e=c+200|0;e=ZPb(f[e>>2]|0,h[e+4>>0]&255|0,28)|0;if((e&15|0)==(f[k>>2]|0))Lsb(a,j,c,g);if(d)d=1;else d=(Vjb(l)|0)^1;Lrb(n,d);e=f[o>>2]|0;c=Rrb(n,m,o)|0}while((c|0)!=0)}while(0);crb(n);break}c=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(c|0)!=0&1;if(!c)c=0;else c=f[f[c>>2]>>2]|0;i=a+104|0;frb(n,m,f[a+48>>2]|0,c,(f[i>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;grb(n);if(!(f[e>>2]|0))e=1;else e=b[a+12>>0]|0?1:3;c=Rrb(n,m,o)|0;if(c|0){d=0;do{k=c+200|0;k=ZPb(f[k>>2]|0,h[k+4>>0]&255|0,28)|0;if((k&15|0)==(f[i>>2]|0))Lsb(a,e,c,+p[m>>3]);if(d)d=1;else d=(Vjb(l)|0)^1;Lrb(n,d);c=Rrb(n,m,o)|0}while((c|0)!=0)}crb(n)}}while(0);Vrb(a);u=q;return}function ckb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=u;u=u+608|0;h=e+584|0;j=e+216|0;g=e+16|0;i=e;p[h>>3]=+n[d>>2];p[h+8>>3]=+n[d+4>>2];ojb(j,a9a(AQa(b)|0)|0,h,0);p[i>>3]=+n[c>>2];p[i+8>>3]=+n[c+4>>2];qjb(g,j,i,h);f[a>>2]=f[g+104>>2];f[a+4>>2]=f[g+108>>2];f[a+8>>2]=f[g+112>>2];f[a+12>>2]=f[g+116>>2];f[a+16>>2]=f[g+120>>2];f[a+20>>2]=f[g+124>>2];u=e;return}function dkb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0.0,la=0.0,ma=0.0;X=u;u=u+1456|0;v=X+1408|0;Z=X+1392|0;V=X+1024|0;W=X+664|0;T=X+464|0;U=X+24|0;H=X;h=+n[d>>2];j=+n[c>>2];L=h-j;i=+n[d+4>>2];J=+n[c+4>>2];K=i-J;n[v>>2]=j;n[v+4>>2]=J;o=v+8|0;n[o>>2]=j+0.0;m=v+12|0;n[m>>2]=K+J;n[v+16>>2]=h;t=v+20|0;n[t>>2]=i;N=v+24|0;n[N>>2]=L+j;M=v+28|0;n[M>>2]=J+0.0;aa=v+32|0;n[aa>>2]=j+L*.5;$=v+36|0;n[$>>2]=J+K*.5;p[Z>>3]=+n[e>>2];p[Z+8>>3]=+n[e+4>>2];ojb(V,a9a(AQa(b)|0)|0,Z,0);_=U+8|0;Y=T+56|0;R=T+64|0;S=T+72|0;D=T+80|0;E=T+88|0;F=T+96|0;B=T+104|0;x=T+108|0;w=T+112|0;G=T+116|0;I=T+120|0;C=T+124|0;p[U>>3]=+n[v>>2];p[_>>3]=J;qjb(T,V,U,Z);p[W>>3]=+p[Y>>3];b=W+8|0;p[b>>3]=+p[R>>3];c=W+16|0;p[c>>3]=+p[S>>3];Q=W+24|0;p[Q>>3]=+p[D>>3];P=W+32|0;p[P>>3]=+p[E>>3];O=W+40|0;p[O>>3]=+p[F>>3];f[W+48>>2]=f[B>>2];f[W+52>>2]=f[x>>2];f[W+56>>2]=f[w>>2];f[W+60>>2]=f[G>>2];f[W+64>>2]=f[I>>2];f[W+68>>2]=f[C>>2];p[U>>3]=+n[o>>2];p[_>>3]=+n[m>>2];qjb(T,V,U,Z);p[W+72>>3]=+p[Y>>3];m=W+80|0;p[m>>3]=+p[R>>3];o=W+88|0;p[o>>3]=+p[S>>3];e=W+96|0;p[e>>3]=+p[D>>3];l=W+104|0;p[l>>3]=+p[E>>3];d=W+112|0;p[d>>3]=+p[F>>3];f[W+120>>2]=f[B>>2];f[W+124>>2]=f[x>>2];f[W+128>>2]=f[w>>2];f[W+132>>2]=f[G>>2];f[W+136>>2]=f[I>>2];f[W+140>>2]=f[C>>2];p[U>>3]=+n[v+16>>2];p[_>>3]=+n[t>>2];qjb(T,V,U,Z);p[W+144>>3]=+p[Y>>3];t=W+152|0;p[t>>3]=+p[R>>3];v=W+160|0;p[v>>3]=+p[S>>3];q=W+168|0;p[q>>3]=+p[D>>3];r=W+176|0;p[r>>3]=+p[E>>3];s=W+184|0;p[s>>3]=+p[F>>3];f[W+192>>2]=f[B>>2];f[W+196>>2]=f[x>>2];f[W+200>>2]=f[w>>2];f[W+204>>2]=f[G>>2];f[W+208>>2]=f[I>>2];f[W+212>>2]=f[C>>2];p[U>>3]=+n[N>>2];p[_>>3]=+n[M>>2];qjb(T,V,U,Z);p[W+216>>3]=+p[Y>>3];M=W+224|0;p[M>>3]=+p[R>>3];N=W+232|0;p[N>>3]=+p[S>>3];y=W+240|0;p[y>>3]=+p[D>>3];z=W+248|0;p[z>>3]=+p[E>>3];A=W+256|0;p[A>>3]=+p[F>>3];f[W+264>>2]=f[B>>2];f[W+268>>2]=f[x>>2];f[W+272>>2]=f[w>>2];f[W+276>>2]=f[G>>2];f[W+280>>2]=f[I>>2];f[W+284>>2]=f[C>>2];p[U>>3]=+n[aa>>2];p[_>>3]=+n[$>>2];qjb(T,V,U,Z);J=+p[Y>>3];p[W+288>>3]=J;K=+p[R>>3];R=W+296|0;p[R>>3]=K;L=+p[S>>3];S=W+304|0;p[S>>3]=L;j=+p[D>>3];p[W+312>>3]=j;i=+p[E>>3];p[W+320>>3]=i;h=+p[F>>3];p[W+328>>3]=h;B=f[B>>2]|0;f[W+336>>2]=B;x=f[x>>2]|0;f[W+340>>2]=x;w=f[w>>2]|0;f[W+344>>2]=w;f[W+348>>2]=f[G>>2];f[W+352>>2]=f[I>>2];f[W+356>>2]=f[C>>2];f[g>>2]=B;f[g+4>>2]=x;f[g+8>>2]=w;J=j+J;K=i+K;L=h+L;w=H+8|0;x=H+16|0;B=U+8|0;C=U+16|0;I=U+24|0;p[H>>3]=+p[W>>3]+ +p[Q>>3];p[w>>3]=+p[b>>3]+ +p[P>>3];p[x>>3]=+p[c>>3]+ +p[O>>3];f7a(U,W,H,W+72|0);h=+p[U>>3];p[T>>3]=h;i=+p[B>>3];O=T+8|0;p[O>>3]=i;j=+p[C>>3];P=T+16|0;p[P>>3]=j;k=+p[I>>3];Q=T+24|0;p[Q>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[W>>3]*h+(+p[b>>3]*i+ +p[c>>3]*j));p[T>>3]=h;p[O>>3]=i;p[P>>3]=j;p[Q>>3]=k}b=W+72|0;p[H>>3]=+p[b>>3]+ +p[e>>3];p[w>>3]=+p[m>>3]+ +p[l>>3];p[x>>3]=+p[o>>3]+ +p[d>>3];f7a(U,b,H,W+144|0);h=+p[U>>3];D=T+32|0;p[D>>3]=h;i=+p[B>>3];E=T+40|0;p[E>>3]=i;j=+p[C>>3];F=T+48|0;p[F>>3]=j;k=+p[I>>3];G=T+56|0;p[G>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[b>>3]*h+(+p[m>>3]*i+ +p[o>>3]*j));p[D>>3]=h;p[E>>3]=i;p[F>>3]=j;p[G>>3]=k}b=W+144|0;p[H>>3]=+p[b>>3]+ +p[q>>3];p[w>>3]=+p[t>>3]+ +p[r>>3];p[x>>3]=+p[v>>3]+ +p[s>>3];f7a(U,b,H,W+216|0);h=+p[U>>3];l=T+64|0;p[l>>3]=h;i=+p[B>>3];m=T+72|0;p[m>>3]=i;j=+p[C>>3];o=T+80|0;p[o>>3]=j;k=+p[I>>3];q=T+88|0;p[q>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[b>>3]*h+(+p[t>>3]*i+ +p[v>>3]*j));p[l>>3]=h;p[m>>3]=i;p[o>>3]=j;p[q>>3]=k}g=W+216|0;p[H>>3]=+p[g>>3]+ +p[y>>3];p[w>>3]=+p[M>>3]+ +p[z>>3];p[x>>3]=+p[N>>3]+ +p[A>>3];f7a(U,g,H,W);k=+p[U>>3];e=T+96|0;p[e>>3]=k;j=+p[B>>3];d=T+104|0;p[d>>3]=j;i=+p[C>>3];c=T+112|0;p[c>>3]=i;h=+p[I>>3];b=T+120|0;p[b>>3]=h;if(h+(J*k+(K*j+L*i))<0.0){k=-k;j=-j;i=-i;h=-(+p[g>>3]*k+(+p[M>>3]*j+ +p[N>>3]*i));p[e>>3]=k;p[d>>3]=j;p[c>>3]=i;p[b>>3]=h}ja=+p[V+8>>3];ka=+p[V+16>>3];la=+p[V+24>>3];ma=-(ja*+p[W+288>>3]+(ka*+p[R>>3]+la*+p[S>>3]));p[T+128>>3]=ja;p[T+136>>3]=ka;p[T+144>>3]=la;p[T+152>>3]=ma;p[U>>3]=+p[T>>3];B=U+8|0;p[B>>3]=+p[O>>3];C=U+16|0;p[C>>3]=+p[P>>3];H=U+24|0;p[H>>3]=+p[Q>>3];I=U+32|0;p[I>>3]=+p[D>>3];M=U+40|0;p[M>>3]=+p[E>>3];N=U+48|0;p[N>>3]=+p[F>>3];O=U+56|0;p[O>>3]=+p[G>>3];P=U+64|0;p[P>>3]=+p[l>>3];Q=U+72|0;p[Q>>3]=+p[m>>3];R=U+80|0;p[R>>3]=+p[o>>3];S=U+88|0;p[S>>3]=+p[q>>3];T=U+96|0;p[T>>3]=k;V=U+104|0;p[V>>3]=j;W=U+112|0;p[W>>3]=i;Y=U+120|0;p[Y>>3]=h;Z=U+128|0;p[Z>>3]=ja;_=U+136|0;p[_>>3]=ka;$=U+144|0;p[$>>3]=la;aa=U+152|0;p[aa>>3]=ma;ekb(U);ma=+p[B>>3];la=+p[C>>3];ka=-+p[H>>3];ja=+p[I>>3];ia=+p[M>>3];ha=+p[N>>3];ga=-+p[O>>3];fa=+p[P>>3];ea=+p[Q>>3];da=+p[R>>3];ca=-+p[S>>3];ba=+p[T>>3];h=+p[V>>3];i=+p[W>>3];j=-+p[Y>>3];k=+p[Z>>3];J=+p[_>>3];K=+p[$>>3];L=-+p[aa>>3];n[a>>2]=+p[U>>3];n[a+4>>2]=ma;n[a+8>>2]=la;n[a+12>>2]=ka;n[a+16>>2]=ja;n[a+20>>2]=ia;n[a+24>>2]=ha;n[a+28>>2]=ga;n[a+32>>2]=fa;n[a+36>>2]=ea;n[a+40>>2]=da;n[a+44>>2]=ca;n[a+48>>2]=ba;n[a+52>>2]=h;n[a+56>>2]=i;n[a+60>>2]=j;n[a+64>>2]=k;n[a+68>>2]=J;n[a+72>>2]=K;n[a+76>>2]=L;fkb(a);u=X;return}function ekb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;s=a+24|0;p[s>>3]=-+p[s>>3];e=+p[a>>3];f=+K(+e);p[a+160>>3]=f;s=a+8|0;f=+p[s>>3];g=+K(+f);p[a+168>>3]=g;r=a+16|0;g=+p[r>>3];d=+K(+g);p[a+176>>3]=d;p[a+280>>3]=e>=0.0?1.0:-1.0;p[a+288>>3]=f>=0.0?1.0:-1.0;p[a+296>>3]=g>=0.0?1.0:-1.0;q=a+56|0;p[q>>3]=-+p[q>>3];q=a+32|0;g=+p[q>>3];f=+K(+g);p[a+184>>3]=f;o=a+40|0;f=+p[o>>3];e=+K(+f);p[a+192>>3]=e;n=a+48|0;e=+p[n>>3];d=+K(+e);p[a+200>>3]=d;p[a+304>>3]=g>=0.0?1.0:-1.0;p[a+312>>3]=f>=0.0?1.0:-1.0;p[a+320>>3]=e>=0.0?1.0:-1.0;m=a+88|0;p[m>>3]=-+p[m>>3];m=a+64|0;e=+p[m>>3];f=+K(+e);p[a+208>>3]=f;l=a+72|0;f=+p[l>>3];g=+K(+f);p[a+216>>3]=g;k=a+80|0;g=+p[k>>3];d=+K(+g);p[a+224>>3]=d;p[a+328>>3]=e>=0.0?1.0:-1.0;p[a+336>>3]=f>=0.0?1.0:-1.0;p[a+344>>3]=g>=0.0?1.0:-1.0;t=a+120|0;p[t>>3]=-+p[t>>3];g=+p[a+96>>3];f=+K(+g);p[a+232>>3]=f;f=+p[a+104>>3];e=+K(+f);p[a+240>>3]=e;e=+p[a+112>>3];d=+K(+e);p[a+248>>3]=d;p[a+352>>3]=g>=0.0?1.0:-1.0;p[a+360>>3]=f>=0.0?1.0:-1.0;p[a+368>>3]=e>=0.0?1.0:-1.0;t=a+152|0;p[t>>3]=-+p[t>>3];d=+p[a+128>>3];c=+K(+d);p[a+256>>3]=c;c=+p[a+136>>3];b=+K(+c);p[a+264>>3]=b;b=+p[a+144>>3];j=+K(+b);p[a+272>>3]=j;p[a+376>>3]=d>=0.0?1.0:-1.0;p[a+384>>3]=c>=0.0?1.0:-1.0;p[a+392>>3]=b>=0.0?1.0:-1.0;j=+p[a>>3];i=+p[s>>3];h=+p[r>>3];h=j*j+(i*i+h*h);p[a+400>>3]=h==0.0?0.0:1.0/h;h=+p[q>>3];i=+p[o>>3];j=+p[n>>3];j=h*h+(i*i+j*j);p[a+408>>3]=j==0.0?0.0:1.0/j;j=+p[m>>3];i=+p[l>>3];h=+p[k>>3];h=j*j+(i*i+h*h);p[a+416>>3]=h==0.0?0.0:1.0/h;e=g*g+(f*f+e*e);p[a+424>>3]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);p[a+432>>3]=b==0.0?0.0:1.0/b;return}function fkb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;s=a+12|0;n[s>>2]=-+n[s>>2];e=+n[a>>2];f=+K(+e);n[a+80>>2]=f;s=a+4|0;f=+n[s>>2];g=+K(+f);n[a+84>>2]=g;r=a+8|0;g=+n[r>>2];d=+K(+g);n[a+88>>2]=d;n[a+140>>2]=e>=0.0?1.0:-1.0;n[a+144>>2]=f>=0.0?1.0:-1.0;n[a+148>>2]=g>=0.0?1.0:-1.0;q=a+28|0;n[q>>2]=-+n[q>>2];q=a+16|0;g=+n[q>>2];f=+K(+g);n[a+92>>2]=f;p=a+20|0;f=+n[p>>2];e=+K(+f);n[a+96>>2]=e;o=a+24|0;e=+n[o>>2];d=+K(+e);n[a+100>>2]=d;n[a+152>>2]=g>=0.0?1.0:-1.0;n[a+156>>2]=f>=0.0?1.0:-1.0;n[a+160>>2]=e>=0.0?1.0:-1.0;m=a+44|0;n[m>>2]=-+n[m>>2];m=a+32|0;e=+n[m>>2];f=+K(+e);n[a+104>>2]=f;l=a+36|0;f=+n[l>>2];g=+K(+f);n[a+108>>2]=g;k=a+40|0;g=+n[k>>2];d=+K(+g);n[a+112>>2]=d;n[a+164>>2]=e>=0.0?1.0:-1.0;n[a+168>>2]=f>=0.0?1.0:-1.0;n[a+172>>2]=g>=0.0?1.0:-1.0;t=a+60|0;n[t>>2]=-+n[t>>2];g=+n[a+48>>2];f=+K(+g);n[a+116>>2]=f;f=+n[a+52>>2];e=+K(+f);n[a+120>>2]=e;e=+n[a+56>>2];d=+K(+e);n[a+124>>2]=d;n[a+176>>2]=g>=0.0?1.0:-1.0;n[a+180>>2]=f>=0.0?1.0:-1.0;n[a+184>>2]=e>=0.0?1.0:-1.0;t=a+76|0;n[t>>2]=-+n[t>>2];d=+n[a+64>>2];c=+K(+d);n[a+128>>2]=c;c=+n[a+68>>2];b=+K(+c);n[a+132>>2]=b;b=+n[a+72>>2];j=+K(+b);n[a+136>>2]=j;n[a+188>>2]=d>=0.0?1.0:-1.0;n[a+192>>2]=c>=0.0?1.0:-1.0;n[a+196>>2]=b>=0.0?1.0:-1.0;j=+n[a>>2];i=+n[s>>2];h=+n[r>>2];h=j*j+(i*i+h*h);n[a+200>>2]=h==0.0?0.0:1.0/h;h=+n[q>>2];i=+n[p>>2];j=+n[o>>2];j=h*h+(i*i+j*j);n[a+204>>2]=j==0.0?0.0:1.0/j;j=+n[m>>2];i=+n[l>>2];h=+n[k>>2];h=j*j+(i*i+h*h);n[a+208>>2]=h==0.0?0.0:1.0/h;e=g*g+(f*f+e*e);n[a+212>>2]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);n[a+216>>2]=b==0.0?0.0:1.0/b;return}function gkb(a,b){a=a|0;b=b|0;b=(Kkb(DSa(a)|0,b)|0)+24|0;b=f[b>>2]|0;return Pg[f[(f[b>>2]|0)+8>>2]&1023](b)|0}function hkb(a,b){a=a|0;b=b|0;return Kkb(DSa(a)|0,b)|0}function ikb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;t=u;u=u+32|0;q=t+16|0;r=t;l=(Kkb(DSa(b)|0,c)|0)+24|0;l=f[l>>2]|0;e=f[l+4>>2]|0;l=(f[l+8>>2]|0)-e|0;d=(l|0)/88|0;f[r>>2]=0;s=r+4|0;f[s>>2]=0;f[r+8>>2]=0;if(!l){b=0;g=0;c=0;d=0}else{if(d>>>0>134217727)AMb(r);i=pOb(d<<5)|0;f[r>>2]=i;g=i+(d<<5)|0;f[r+8>>2]=g;f[s>>2]=g;b=i;c=0;do{p[i+(c<<5)>>3]=+p[e+(c*88|0)>>3];p[i+(c<<5)+8>>3]=+p[e+(c*88|0)+8>>3];p[i+(c<<5)+16>>3]=+p[e+(c*88|0)+16>>3];p[i+(c<<5)+24>>3]=-+p[e+(c*88|0)+24>>3];c=c+1|0}while(c>>>0<d>>>0);c=i;d=i}f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;e=g-b|0;i=e>>5;l=a+8|0;do if(!i){o=0;m=0}else if(i>>>0>268435455)vd();else{m=pOb(e>>1)|0;j=m;o=m+(i<<4)|0;f[a>>2]=j;f[k>>2]=j;f[l>>2]=o;break}while(0);if((b|0)!=(g|0)){e=q+4|0;i=q+8|0;j=q+12|0;d=m;c=o;while(1){h=+p[b>>3];n[q>>2]=h;n[e>>2]=+p[b+8>>3];n[i>>2]=+p[b+16>>3];n[j>>2]=+p[b+24>>3];if(d>>>0<c>>>0){n[d>>2]=h;f[d+4>>2]=f[e>>2];f[d+8>>2]=f[i>>2];f[d+12>>2]=f[j>>2];f[k>>2]=d+16}else jkb(a,q);b=b+32|0;if((b|0)==(g|0))break;d=f[k>>2]|0;c=f[l>>2]|0}c=f[r>>2]|0;d=c}if(!d){u=t;return}b=f[s>>2]|0;if((b|0)!=(d|0))f[s>>2]=b+(~((b+-32-d|0)>>>5)<<5);sOb(c);u=t;return}function jkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;f[c>>2]=f[b>>2];f[g+(h<<4)+4>>2]=f[b+4>>2];f[g+(h<<4)+8>>2]=f[b+8>>2];f[g+(h<<4)+12>>2]=f[b+12>>2];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;n=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[n+-12>>2];f[h+-8>>2]=f[n+-8>>2];f[h+-4>>2]=f[n+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function kkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;e=+p[c+40>>3];d=+p[c+48>>3];n[a>>2]=+p[c+32>>3];n[a+4>>2]=e;n[a+8>>2]=d;return}function lkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;g=+p[c+16>>3];e=+p[c+24>>3];d=+p[c+32>>3];n[a>>2]=+p[c+8>>3];n[a+4>>2]=g;n[a+8>>2]=e;n[a+12>>2]=d;n[a+16>>2]=-1.0;return}function mkb(a,b,c){a=a|0;b=b|0;c=c|0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;n[a>>2]=+p[c+448>>3];n[a+4>>2]=+p[c+456>>3];n[a+8>>2]=+p[c+464>>3];n[a+12>>2]=+p[c+472>>3];n[a+16>>2]=+p[c+480>>3];n[a+20>>2]=+p[c+488>>3];return}function nkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;v=+p[c+40>>3];u=+p[c+48>>3];t=+p[c+56>>3];s=+p[c+64>>3];r=+p[c+72>>3];q=+p[c+80>>3];o=+p[c+88>>3];m=+p[c+96>>3];l=+p[c+104>>3];k=+p[c+112>>3];j=+p[c+120>>3];i=+p[c+128>>3];h=+p[c+136>>3];g=+p[c+144>>3];e=+p[c+152>>3];d=+p[c+160>>3];y=+p[c+16>>3];x=+p[c+24>>3];w=-+p[c+32>>3];n[a>>2]=+p[c+8>>3];n[a+4>>2]=y;n[a+8>>2]=x;n[a+12>>2]=w;n[a+16>>2]=v;n[a+20>>2]=u;n[a+24>>2]=t;n[a+28>>2]=-s;n[a+32>>2]=r;n[a+36>>2]=q;n[a+40>>2]=o;n[a+44>>2]=-m;n[a+48>>2]=l;n[a+52>>2]=k;n[a+56>>2]=j;n[a+60>>2]=-i;n[a+64>>2]=h;n[a+68>>2]=g;n[a+72>>2]=e;n[a+76>>2]=-d;return}function okb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+64|0;l=o+40|0;j=o+24|0;k=o+28|0;i=o;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;if(c|0){z5a(l,c);h=f[l>>2]|0;g=0;do{f[h+(g*44|0)>>2]=f[d+(g<<4)>>2];f[h+(g*44|0)+4>>2]=f[d+(g<<4)+4>>2];f[h+(g*44|0)+8>>2]=f[d+(g<<4)+8>>2];f[h+(g*44|0)+12>>2]=f[d+(g<<4)+12>>2];g=g+1|0}while((g|0)!=(c|0))}A5a(l);h=pOb(56)|0;B5a(k,l);p[i>>3]=+n[e>>2];p[i+8>>3]=+n[e+4>>2];p[i+16>>3]=+n[e+8>>2];Mlb(h,k,i);f[j>>2]=h;h=pkb(a,b,j)|0;g=f[j>>2]|0;f[j>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);b=f[k>>2]|0;if(b|0){g=k+4|0;a=f[g>>2]|0;if((a|0)!=(b|0))f[g>>2]=a+(~(((a+-88-b|0)>>>0)/88|0)*88|0);sOb(b)}g=f[l>>2]|0;if(!g){u=o;return h|0}a=f[m>>2]|0;if((a|0)!=(g|0))f[m>>2]=a+(~(((a+-44-g|0)>>>0)/44|0)*44|0);sOb(g);u=o;return h|0}function pkb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+64|0;m=r+59|0;t=r+56|0;s=r+52|0;l=r;q=r+48|0;o=DSa(c)|0;bjb(t,c,(b[a+5>>0]|0)!=0,(b[a+6>>0]|0)!=0,(b[a+7>>0]|0)!=0);n=pOb(80)|0;v=f[d>>2]|0;f[d>>2]=0;f[s>>2]=v;Skb(n,a,c,t,s);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);a=l+24|0;if(CEa(c,l)|0){k=+p[l>>3];g=+p[a>>3];h=+p[l+8>>3];i=+p[l+32>>3];j=+p[l+16>>3];e=+p[l+40>>3]}else{f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;p[a>>3]=1.0;p[l+32>>3]=1.0;p[l+40>>3]=1.0;k=0.0;g=1.0;h=0.0;i=1.0;j=0.0;e=1.0}t=pOb(520)|0;b[m>>0]=0;frb(t,m,f[n+16>>2]|0,0,n+64|0);f[t>>2]=40732;f[t+492>>2]=n;p[t+496>>3]=g-k;p[t+504>>3]=i-h;p[t+512>>3]=e-j;v=n+28|0;a=f[v>>2]|0;f[v>>2]=t;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);f[q>>2]=n;a=Lkb(o,q)|0;d=f[q>>2]|0;f[q>>2]=0;if(!d){u=r;return a|0}Rkb(d);sOb(d);u=r;return a|0}function qkb(a){a=a|0;crb(a);sOb(a);return}function rkb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+496>>3];d=+p[a+504>>3];c=+p[a+512>>3];Wqb(b,0.0,e*e+(d*d+c*c));return 1}function skb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=f[a+492>>2]|0;g=d+20|0;e=(b[d+1>>0]|0)!=0;if(e)a=(b[d+2>>0]|0)==0;else a=0;if(cjb(g,a,0,c)|0){c=1;return c|0}if(e)a=(b[d+3>>0]|0)==0;else a=0;if(djb(g,a,0,c)|0){c=1;return c|0}if(e)a=(b[d+4>>0]|0)==0;else a=0;c=ejb(g,a,0,c)|0;return c|0}function tkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0;d=u;u=u+32|0;c=d;a=f[(f[a+492>>2]|0)+24>>2]|0;if((Rg[f[(f[a>>2]|0)+24>>2]&255](a,b)|0)==1){e=-1.0;u=d;return +e}j=+p[b>>3];i=+p[b+8>>3];h=(+p[b+32>>3]-i)*.5;g=+p[b+16>>3];e=(+p[b+40>>3]-g)*.5;p[c>>3]=j+(+p[b+24>>3]-j)*.5;p[c+8>>3]=i+h;p[c+16>>3]=g+e;e=+Ng[f[(f[a>>2]|0)+16>>2]&31](a,c);u=d;return +e}function ukb(a,b){a=a|0;b=b|0;var c=0.0;a=f[(f[a+492>>2]|0)+24>>2]|0;if((Rg[f[(f[a>>2]|0)+28>>2]&255](a,b)|0)==1){c=-1.0;return +c}c=+Ng[f[(f[a>>2]|0)+16>>2]&31](a,b);return +c}function vkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0;d=u;u=u+48|0;e=d+40|0;h=d;g=pOb(48)|0;k=+n[c+4>>2];j=+n[c+8>>2];i=+n[c+12>>2];p[h>>3]=+n[c>>2];p[h+8>>3]=k;p[h+16>>3]=j;p[h+24>>3]=i;p[h+32>>3]=-1.0;Nlb(g,h);f[e>>2]=g;a=pkb(a,b,e)|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=d;return a|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=d;return a|0}function wkb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;e=u;u=u+720|0;F=e+492|0;g=e+488|0;i=e+440|0;h=e;f[F>>2]=f[d>>2];Y=F+4|0;f[Y>>2]=f[d+4>>2];X=F+8|0;f[X>>2]=f[d+8>>2];W=F+12|0;f[W>>2]=f[d+12>>2];V=F+16|0;f[V>>2]=f[d+16>>2];U=F+20|0;f[U>>2]=f[d+20>>2];T=F+24|0;f[T>>2]=f[d+24>>2];S=F+28|0;f[S>>2]=f[d+28>>2];R=F+32|0;f[R>>2]=f[d+32>>2];Q=F+36|0;f[Q>>2]=f[d+36>>2];P=F+40|0;f[P>>2]=f[d+40>>2];O=F+44|0;f[O>>2]=f[d+44>>2];N=F+48|0;f[N>>2]=f[d+48>>2];M=F+52|0;f[M>>2]=f[d+52>>2];L=F+56|0;f[L>>2]=f[d+56>>2];K=F+60|0;f[K>>2]=f[d+60>>2];J=F+64|0;f[J>>2]=f[d+64>>2];I=F+68|0;f[I>>2]=f[d+68>>2];H=F+72|0;f[H>>2]=f[d+72>>2];G=F+76|0;f[G>>2]=f[d+76>>2];fkb(F);d=pOb(656)|0;p[i>>3]=+n[c>>2];p[i+8>>3]=+n[c+4>>2];p[i+16>>3]=+n[c+8>>2];p[i+24>>3]=+n[c+12>>2];p[i+32>>3]=+n[c+16>>2];p[i+40>>3]=+n[c+20>>2];E=+n[Y>>2];D=+n[X>>2];C=-+n[W>>2];B=+n[V>>2];A=+n[U>>2];z=+n[T>>2];y=-+n[S>>2];x=+n[R>>2];w=+n[Q>>2];v=+n[P>>2];t=-+n[O>>2];s=+n[N>>2];r=+n[M>>2];q=+n[L>>2];o=-+n[K>>2];m=+n[J>>2];l=+n[I>>2];k=+n[H>>2];j=-+n[G>>2];p[h>>3]=+n[F>>2];p[h+8>>3]=E;p[h+16>>3]=D;p[h+24>>3]=C;p[h+32>>3]=B;p[h+40>>3]=A;p[h+48>>3]=z;p[h+56>>3]=y;p[h+64>>3]=x;p[h+72>>3]=w;p[h+80>>3]=v;p[h+88>>3]=t;p[h+96>>3]=s;p[h+104>>3]=r;p[h+112>>3]=q;p[h+120>>3]=o;p[h+128>>3]=m;p[h+136>>3]=l;p[h+144>>3]=k;p[h+152>>3]=j;ekb(h);Olb(d,i,h);f[g>>2]=d;a=pkb(a,b,g)|0;b=f[g>>2]|0;f[g>>2]=0;if(!b){u=e;return a|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=e;return a|0}function xkb(a,b){a=a|0;b=b|0;return (Kkb(DSa(a)|0,b)|0)!=0|0}function ykb(a,b){a=a|0;b=b|0;b=(Kkb(DSa(a)|0,b)|0)+28|0;grb(f[b>>2]|0);return}function zkb(a,b){a=a|0;b=b|0;Pkb(DSa(a)|0,b);return}function Akb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+32|0;d=Kkb(DSa(a)|0,b)|0;if(!(Bkb(a,Qrb(f[d+28>>2]|0)|0,d,c,e)|0)){u=e;return}b=c+116|0;a=d+56|0;c=f[a>>2]|0;if((c|0)==(f[d+60>>2]|0)){GG(d+52|0,b);u=e;return}else{g=b;b=f[g+4>>2]|0;d=c;f[d>>2]=f[g>>2];f[d+4>>2]=b;f[a>>2]=(f[a>>2]|0)+8;u=e;return}}function Bkb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+48|0;h=t;s=d+32|0;q=e+116|0;if(kib(s,q)|0){s=0;u=t;return s|0}if(f[e+196>>2]&33554456|0){s=0;u=t;return s|0}p=(b[d>>0]|0)==0;Vib(h,a,c,e,0);a=Qlb(d,e,h,g,0,0,0,0,0)|0;if(p)if(!(a&2))a=0;else r=6;else if((a|0)==2)r=6;else a=0;a:do if((r|0)==6){k=f[q>>2]|0;e=f[e+120>>2]|0;p=e+-1640531527+(k<<6)+(k>>>2)^k;l=d+36|0;m=f[l>>2]|0;o=(m|0)==0;b:do if(o)a=0;else{h=m+-1|0;g=(h&m|0)==0;if(g)a=p&h;else if(p>>>0<m>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;c=f[(f[s>>2]|0)+(a<<2)>>2]|0;if(c){c=f[c>>2]|0;if(c){if(g)while(1){g=f[c+4>>2]|0;if(!((g|0)==(p|0)|(g&h|0)==(a|0)))break b;if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(e|0)){a=1;break a}c=f[c>>2]|0;if(!c)break b}do{g=f[c+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(a|0))break b}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(e|0)){a=1;break a}c=f[c>>2]|0}while((c|0)!=0)}}}while(0);e=pOb(16)|0;k=q;q=f[k+4>>2]|0;h=e+8|0;f[h>>2]=f[k>>2];f[h+4>>2]=q;f[e+4>>2]=p;f[e>>2]=0;h=d+44|0;i=+(((f[h>>2]|0)+1|0)>>>0);j=+n[d+48>>2];do if(o|j*+(m>>>0)<i){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;c=~~+W(+(i/j))>>>0;vza(s,a>>>0<c>>>0?c:a);a=f[l>>2]|0;c=a+-1|0;if(!(c&a)){g=a;a=c&p;break}if(p>>>0<a>>>0){g=a;a=p}else{g=a;a=(p>>>0)%(a>>>0)|0}}else g=m;while(0);c=(f[s>>2]|0)+(a<<2)|0;a=f[c>>2]|0;if(!a){a=d+40|0;f[e>>2]=f[a>>2];f[a>>2]=e;f[c>>2]=a;a=f[e>>2]|0;if(a|0){a=f[a+4>>2]|0;c=g+-1|0;if(!(c&g))a=a&c;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;a=(f[s>>2]|0)+(a<<2)|0;r=38}}else{f[e>>2]=f[a>>2];r=38}if((r|0)==38)f[a>>2]=e;f[h>>2]=(f[h>>2]|0)+1;a=1}while(0);s=a;u=t;return s|0}function Ckb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;w=A+32|0;y=A+48|0;q=A+44|0;r=A+8|0;s=A;t=A+40|0;v=Kkb(DSa(a)|0,b)|0;n=f[v+28>>2]|0;o=Qrb(n)|0;g=f[v+44>>2]|0;f[y>>2]=0;z=y+4|0;f[z>>2]=0;f[y+8>>2]=0;x=d+4|0;b=f[x>>2]|0;h=f[d>>2]|0;i=h;e=b;do if(b-h>>3>>>0<c>>>0){i=d+8|0;l=v+24|0;m=y+8|0;b=(g|0)!=0;while(1){e=Rrb(n,w,q)|0;if(!e){g=13;break}if(Bkb(a,o,v,e,r)|0){b=e+116|0;e=f[x>>2]|0;if((e|0)==(f[i>>2]|0))GG(d,b);else{g=b;h=f[g+4>>2]|0;k=e;f[k>>2]=f[g>>2];f[k+4>>2]=h;f[x>>2]=(f[x>>2]|0)+8}b=f[l>>2]|0;j=+Ng[f[(f[b>>2]|0)+16>>2]&31](b,r);p[s>>3]=j;b=f[z>>2]|0;e=b-(f[y>>2]|0)>>4;f[t>>2]=e;if((f[m>>2]|0)>>>0>b>>>0){p[b>>3]=j;f[b+8>>2]=e;f[z>>2]=b+16}else Dkb(y,s,t);b=1}Lrb(n,b);k=f[x>>2]|0;h=f[d>>2]|0;if(k-h>>3>>>0>=c>>>0){g=14;break}}if((g|0)==13){h=f[d>>2]|0;b=f[x>>2]|0;i=h;e=b;break}else if((g|0)==14){i=h;e=k;b=k;break}}while(0);a:do if((i|0)==(e|0)){i=v+52|0;if(b-h>>3>>>0<c>>>0){g=v+56|0;h=d+8|0;b=f[g>>2]|0;do{if((f[i>>2]|0)==(b|0))break a;b=b+-8|0;if((e|0)==(f[h>>2]|0))GG(d,b);else{t=b;v=f[t+4>>2]|0;w=e;f[w>>2]=f[t>>2];f[w+4>>2]=v;f[x>>2]=(f[x>>2]|0)+8}b=(f[g>>2]|0)+-8|0;f[g>>2]=b;e=f[x>>2]|0}while(e-(f[d>>2]|0)>>3>>>0<c>>>0)}}else{Ekb(f[y>>2]|0,f[z>>2]|0,w);g=f[x>>2]|0;b=f[d>>2]|0;if((g|0)!=(b|0)){k=0;i=f[y>>2]|0;e=b;h=g;while(1){g=f[i+(k<<4)+8>>2]|0;b=f[i+(g<<4)+8>>2]|0;if((g|0)==(b|0)){b=i;g=h}else{while(1){w=e+(g<<3)|0;e=e+(b<<3)|0;g=w;c=f[g>>2]|0;g=f[g+4>>2]|0;v=e;b=f[v+4>>2]|0;f[w>>2]=f[v>>2];f[w+4>>2]=b;f[e>>2]=c;f[e+4>>2]=g;e=f[y>>2]|0;g=e+(k<<4)+8|0;c=f[g>>2]|0;w=e+(k<<4)|0;b=e+(c<<4)|0;j=+p[w>>3];p[w>>3]=+p[b>>3];p[b>>3]=j;b=e+(c<<4)+8|0;f[g>>2]=f[b>>2];f[b>>2]=c;g=f[g>>2]|0;b=f[e+(g<<4)+8>>2]|0;if((g|0)==(b|0))break;e=f[d>>2]|0}b=e;e=f[d>>2]|0;g=f[x>>2]|0}k=k+1|0;if(k>>>0>=g-e>>3>>>0)break;else{i=b;h=g}}}}while(0);b=f[y>>2]|0;if(!b){u=A;return}e=f[z>>2]|0;if((e|0)!=(b|0))f[z>>2]=e+(~((e+-16-b|0)>>>4)<<4);sOb(b);u=A;return}function Dkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>4;d=m+1|0;if(d>>>0>268435455)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>3;d=n>>4>>>0<134217727?(e>>>0<d>>>0?d:e):268435455;do if(!d){h=0;j=0}else if(d>>>0>268435455)vd();else{j=pOb(d<<4)|0;h=j;break}while(0);e=h+(m<<4)|0;p[e>>3]=+p[b>>3];f[h+(m<<4)+8>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+16;f[g>>2]=h+(d<<4);if(!k)return;sOb(k);return}function Ekb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0,u=0;a:while(1){q=b;r=b+-16|0;s=b+-32|0;t=b+-8|0;while(1){b:while(1){o=a;d=q-o|0;e=d>>4;switch(e|0){case 2:{u=5;break a}case 3:{u=10;break a}case 4:{u=11;break a}case 5:{u=12;break a}case 1:case 0:{u=90;break a}default:{}}if((d|0)<112){u=14;break a}g=(e|0)/2|0;m=a+(g<<4)|0;if((d|0)>15984){d=(e|0)/4|0;d=Hkb(a,a+(d<<4)|0,m,m+(d<<4)|0,r,c)|0}else d=Fkb(a,m,r,c)|0;n=+p[a>>3];i=+p[m>>3];if(n<i){e=r;break}if(!(i<n))if((f[a+8>>2]|0)>>>0<(f[a+(g<<4)+8>>2]|0)>>>0){e=r;break}if((a|0)!=(s|0)){k=a+(g<<4)+8|0;g=r;e=s;while(1){h=+p[e>>3];if(h<i){u=60;break b}if(!(i<h)){j=g+-8|0;g=f[j>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){u=64;break b}}g=e+-16|0;if((a|0)==(g|0))break;else{l=e;e=g;g=l}}}d=a+16|0;i=+p[r>>3];do if(!(n<i)){if(!(i<n))if((f[a+8>>2]|0)>>>0<(f[t>>2]|0)>>>0)break;if((d|0)==(r|0)){u=90;break a}j=a+8|0;while(1){h=+p[d>>3];if(n<h){u=41;break}if(!(h<n)){g=d+8|0;e=f[g>>2]|0;if((f[j>>2]|0)>>>0<e>>>0)break}d=d+16|0;if((d|0)==(r|0)){u=90;break a}}if((u|0)==41){u=0;e=d+8|0;g=e;e=f[e>>2]|0}p[d>>3]=i;p[r>>3]=h;f[g>>2]=f[t>>2];f[t>>2]=e;d=d+16|0}while(0);if((d|0)==(r|0)){u=90;break a}k=a+8|0;e=r;while(1){n=+p[a>>3];h=+p[d>>3];if(n<h){j=d;g=d}else{do{if(!(h<n))if((f[k>>2]|0)>>>0<(f[d+8>>2]|0)>>>0)break;d=d+16|0;h=+p[d>>3]}while(!(n<h));j=d;g=d}d=e;while(1){e=d+-16|0;i=+p[e>>3];if(n<i){d=e;continue}if(i<n)break;if((f[k>>2]|0)>>>0<(f[d+-8>>2]|0)>>>0)d=e;else break}if(j>>>0>=e>>>0){a=j;continue b}p[g>>3]=i;p[e>>3]=h;m=j+8|0;d=d+-8|0;o=f[m>>2]|0;f[m>>2]=f[d>>2];f[d>>2]=o;d=j+16|0}}if((u|0)==60){g=g+-8|0;j=g;g=f[g>>2]|0;u=64}if((u|0)==64){u=0;p[a>>3]=h;p[e>>3]=n;k=a+8|0;l=f[k>>2]|0;f[k>>2]=g;f[j>>2]=l;d=d+1|0}g=a+16|0;c:do if(g>>>0<e>>>0)while(1){i=+p[m>>3];l=m+8|0;while(1){n=+p[g>>3];if(!(n<i)){if(i<n)break;if((f[g+8>>2]|0)>>>0>=(f[l>>2]|0)>>>0)break}g=g+16|0}j=e+-16|0;h=+p[j>>3];d:do if(h<i)l=j;else{k=j;while(1){if(!(i<h))if((f[e+-8>>2]|0)>>>0<(f[l>>2]|0)>>>0){l=k;j=k;break d}j=k+-16|0;h=+p[j>>3];if(h<i){e=k;l=j;break}else{e=k;k=j}}}while(0);if(g>>>0>j>>>0)break c;p[g>>3]=h;p[l>>3]=n;k=g+8|0;e=e+-8|0;l=f[k>>2]|0;f[k>>2]=f[e>>2];f[e>>2]=l;m=(m|0)==(g|0)?j:m;e=j;g=g+16|0;d=d+1|0}while(0);do if((g|0)!=(m|0)){h=+p[m>>3];i=+p[g>>3];if(h<i){j=g+8|0;l=m+8|0;e=l;k=j;l=f[l>>2]|0;j=f[j>>2]|0}else{if(i<h)break;e=m+8|0;l=f[e>>2]|0;k=g+8|0;j=f[k>>2]|0;if(l>>>0>=j>>>0)break}p[g>>3]=h;p[m>>3]=i;f[k>>2]=l;f[e>>2]=j;d=d+1|0}while(0);if(!d){d=Ikb(a,g,c)|0;e=g+16|0;if(Ikb(e,b,c)|0){u=89;break}if(d){a=e;continue}}m=g;if((m-o|0)>=(q-m|0)){u=88;break}Ekb(a,g,c);a=g+16|0}if((u|0)==88){u=0;Ekb(g+16|0,b,c);b=g;continue}else if((u|0)==89){u=0;if(d){u=90;break}else{b=g;continue}}}if((u|0)==5){g=b+-16|0;h=+p[g>>3];i=+p[a>>3];if(h<i){d=a+8|0;b=d;e=f[t>>2]|0;d=f[d>>2]|0}else{if(i<h)return;e=f[t>>2]|0;b=a+8|0;d=f[b>>2]|0;if(e>>>0>=d>>>0)return}p[a>>3]=h;p[g>>3]=i;f[b>>2]=e;f[t>>2]=d;return}else if((u|0)==10){Fkb(a,a+16|0,r,c)|0;return}else if((u|0)==11){Gkb(a,a+16|0,a+32|0,r,c)|0;return}else if((u|0)==12){Hkb(a,a+16|0,a+32|0,a+48|0,r,c)|0;return}else if((u|0)==14){e=a+32|0;Fkb(a,a+16|0,e,c)|0;d=a+48|0;if((d|0)==(b|0))return;while(1){i=+p[d>>3];h=+p[e>>3];if(i<h){l=d+8|0;j=e+8|0;g=j;k=l;l=f[l>>2]|0;j=f[j>>2]|0;u=19}else if(!(h<i)){k=d+8|0;l=f[k>>2]|0;g=e+8|0;j=f[g>>2]|0;if(l>>>0<j>>>0)u=19}if((u|0)==19){u=0;p[d>>3]=h;f[k>>2]=j;e:do if((e|0)!=(a|0)){m=e;while(1){e=m+-16|0;h=+p[e>>3];if(i<h){j=m+-8|0;g=j;j=f[j>>2]|0}else{if(h<i){e=m;break e}k=m+-8|0;j=f[k>>2]|0;if(l>>>0<j>>>0)g=k;else{e=m;break e}}p[m>>3]=h;f[m+8>>2]=j;if((a|0)==(e|0))break;else m=e}}while(0);p[e>>3]=i;f[g>>2]=l}e=d+16|0;if((e|0)==(b|0))break;else{t=d;d=e;e=t}}return}else if((u|0)==90)return}function Fkb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0,j=0,k=0.0;h=+p[b>>3];k=+p[a>>3];if(h<k)d=1;else if(k<h)d=0;else d=(f[b+8>>2]|0)>>>0<(f[a+8>>2]|0)>>>0;g=+p[c>>3];if(g<h)e=1;else if(h<g)e=0;else e=(f[c+8>>2]|0)>>>0<(f[b+8>>2]|0)>>>0;if(!d){if(!e){b=0;return b|0}p[b>>3]=g;p[c>>3]=h;j=b+8|0;c=c+8|0;i=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=i;g=+p[b>>3];h=+p[a>>3];if(g<h){e=a+8|0;d=e;i=f[j>>2]|0;e=f[e>>2]|0}else{if(h<g){b=1;return b|0}i=f[j>>2]|0;d=a+8|0;e=f[d>>2]|0;if(i>>>0>=e>>>0){b=1;return b|0}}p[a>>3]=g;p[b>>3]=h;f[d>>2]=i;f[j>>2]=e;b=2;return b|0}if(e){p[a>>3]=g;p[c>>3]=k;j=a+8|0;b=c+8|0;a=f[j>>2]|0;f[j>>2]=f[b>>2];f[b>>2]=a;b=1;return b|0}p[a>>3]=h;p[b>>3]=k;a=a+8|0;i=b+8|0;j=f[a>>2]|0;f[a>>2]=f[i>>2];f[i>>2]=j;g=+p[c>>3];if(g<k){e=c+8|0;d=e;e=f[e>>2]|0}else{if(k<g){b=1;return b|0}d=c+8|0;e=f[d>>2]|0;if(e>>>0>=j>>>0){b=1;return b|0}}k=+p[b>>3];p[b>>3]=g;p[c>>3]=k;f[i>>2]=e;f[d>>2]=j;b=2;return b|0}function Gkb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0;m=Fkb(a,b,c,e)|0;j=+p[d>>3];k=+p[c>>3];if(j<k){g=c+8|0;h=d+8|0;e=h;l=g;h=f[h>>2]|0;g=f[g>>2]|0}else{if(k<j){b=m;return b|0}e=d+8|0;i=f[e>>2]|0;h=c+8|0;g=f[h>>2]|0;if(i>>>0<g>>>0){l=h;h=i}else{b=m;return b|0}}p[c>>3]=j;p[d>>3]=k;f[l>>2]=h;f[e>>2]=g;g=m+1|0;j=+p[c>>3];k=+p[b>>3];if(j<k){e=b+8|0;d=e;g=f[l>>2]|0;e=f[e>>2]|0}else{if(k<j){b=g;return b|0}i=f[l>>2]|0;h=b+8|0;e=f[h>>2]|0;if(i>>>0<e>>>0){d=h;g=i}else{b=g;return b|0}}p[b>>3]=j;p[c>>3]=k;f[d>>2]=g;f[l>>2]=e;g=m+2|0;j=+p[b>>3];k=+p[a>>3];if(j<k){e=a+8|0;h=e;g=f[d>>2]|0;e=f[e>>2]|0}else{if(k<j){b=g;return b|0}i=f[d>>2]|0;h=a+8|0;e=f[h>>2]|0;if(i>>>0<e>>>0)g=i;else{b=g;return b|0}}p[a>>3]=j;p[b>>3]=k;f[h>>2]=g;f[d>>2]=e;b=m+3|0;return b|0}function Hkb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0,n=0,o=0;o=Gkb(a,b,c,d,g)|0;k=+p[e>>3];l=+p[d>>3];if(k<l){h=d+8|0;i=e+8|0;g=i;n=h;i=f[i>>2]|0;h=f[h>>2]|0}else{if(l<k){b=o;return b|0}g=e+8|0;j=f[g>>2]|0;i=d+8|0;h=f[i>>2]|0;if(j>>>0<h>>>0){n=i;i=j}else{b=o;return b|0}}p[d>>3]=k;p[e>>3]=l;f[n>>2]=i;f[g>>2]=h;h=o+1|0;k=+p[d>>3];l=+p[c>>3];if(k<l){g=c+8|0;m=g;h=f[n>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[n>>2]|0;i=c+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0){m=i;h=j}else{b=h;return b|0}}p[c>>3]=k;p[d>>3]=l;f[m>>2]=h;f[n>>2]=g;h=o+2|0;k=+p[c>>3];l=+p[b>>3];if(k<l){g=b+8|0;e=g;h=f[m>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[m>>2]|0;i=b+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0){e=i;h=j}else{b=h;return b|0}}p[b>>3]=k;p[c>>3]=l;f[e>>2]=h;f[m>>2]=g;h=o+3|0;k=+p[b>>3];l=+p[a>>3];if(k<l){g=a+8|0;i=g;h=f[e>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[e>>2]|0;i=a+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0)h=j;else{b=h;return b|0}}p[a>>3]=k;p[b>>3]=l;f[i>>2]=h;f[e>>2]=g;b=o+4|0;return b|0}function Ikb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,n=0;switch(b-a>>4|0){case 2:{h=b+-16|0;j=+p[h>>3];k=+p[a>>3];if(j<k){d=a+8|0;g=b+-8|0;c=d;e=g;g=f[g>>2]|0;d=f[d>>2]|0}else{if(k<j){a=1;return a|0}e=b+-8|0;g=f[e>>2]|0;c=a+8|0;d=f[c>>2]|0;if(g>>>0>=d>>>0){a=1;return a|0}}p[a>>3]=j;p[h>>3]=k;f[c>>2]=g;f[e>>2]=d;a=1;return a|0}case 3:{Fkb(a,a+16|0,b+-16|0,c)|0;a=1;return a|0}case 4:{Gkb(a,a+16|0,a+32|0,b+-16|0,c)|0;a=1;return a|0}case 5:{Hkb(a,a+16|0,a+32|0,a+48|0,b+-16|0,c)|0;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{e=a+32|0;Fkb(a,a+16|0,e,c)|0;c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){k=+p[c>>3];j=+p[e>>3];if(k<j){l=c+8|0;h=e+8|0;g=h;i=l;l=f[l>>2]|0;h=f[h>>2]|0;n=15}else if(!(j<k)){i=c+8|0;l=f[i>>2]|0;g=e+8|0;h=f[g>>2]|0;if(l>>>0<h>>>0)n=15}if((n|0)==15){n=0;p[c>>3]=j;f[i>>2]=h;b:do if((e|0)!=(a|0)){m=e;i=g;while(1){e=m+-16|0;j=+p[e>>3];if(k<j){h=m+-8|0;g=h;h=f[h>>2]|0}else{if(j<k){g=i;e=m;break b}g=m+-8|0;h=f[g>>2]|0;if(l>>>0>=h>>>0){g=i;e=m;break b}}p[m>>3]=j;f[m+8>>2]=h;if((e|0)==(a|0))break;else{m=e;i=g}}}while(0);p[e>>3]=k;f[g>>2]=l;d=d+1|0;if((d|0)==8){d=0;c=(c+16|0)==(b|0);break a}}e=c+16|0;if((e|0)==(b|0)){d=1;c=0;break}else{m=c;c=e;e=m}}}while(0);a=c|d;return a|0}}return 0}function Jkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;q=a+20|0;c=f[q>>2]|0;if(!c)return;r=a+16|0;s=a+12|0;t=a+8|0;u=a+16|0;do{p=f[r>>2]|0;R0a(b,f[p+8>>2]|0);n=c;c=f[q>>2]|0;if((c|0)==(n|0)){o=f[p+12>>2]|0;k=f[s>>2]|0;d=f[p+4>>2]|0;l=k+-1|0;m=(l&k|0)==0;if(m)d=l&d;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;g=(f[t>>2]|0)+(d<<2)|0;j=f[g>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(p|0))break;else j=e}if((j|0)==(u|0))i=17;else{e=f[j+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0))g=p;else i=17}do if((i|0)==17){e=f[p>>2]|0;if(e|0){e=f[e+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0)){g=p;break}}f[g>>2]=0;g=p}while(0);e=f[g>>2]|0;h=e;if(!e)i=31;else{e=f[e+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0))i=31;else{f[(f[t>>2]|0)+(e<<2)>>2]=j;f[j>>2]=f[p>>2];f[g>>2]=0;f[q>>2]=n+-1;i=32}}if((i|0)==31){i=0;f[j>>2]=h;f[g>>2]=0;f[q>>2]=n+-1;if(p|0)i=32}if((i|0)==32){i=0;sOb(p)}if(o|0){Rkb(o);sOb(o)}}}while((c|0)!=0);t=a+4|0;u=(f[t>>2]|0)+1|0;f[t>>2]=u;f[a>>2]=u;return}function Kkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=f[a+12>>2]|0;if(!g){b=0;return b|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&b;else if(g>>>0>b>>>0)h=b;else h=(b>>>0)%(g>>>0)|0;c=f[(f[a+8>>2]|0)+(h<<2)>>2]|0;if(!c){b=0;return b|0}c=f[c>>2]|0;if(!c){b=0;return b|0}a:do if(d){while(1){g=f[c+4>>2]|0;d=(g|0)==(b|0);if(!(d|(g&e|0)==(h|0))){c=0;d=22;break}if(d)if((f[c+8>>2]|0)==(b|0)){i=c;break a}c=f[c>>2]|0;if(!c){c=0;d=22;break}}if((d|0)==22)return c|0}else{while(1){d=f[c+4>>2]|0;if((d|0)==(b|0)){if((f[c+8>>2]|0)==(b|0)){i=c;break a}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=0;d=22;break}}c=f[c>>2]|0;if(!c){c=0;d=22;break}}if((d|0)==22)return c|0}while(0);c=f[i+12>>2]|0;if((f[a>>2]|0)>>>0<=b>>>0)if((Ukb(c)|0)==(b|0)){b=c;return b|0}b=0;return b|0}function Lkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;c=d;e=f[b>>2]|0;f[b>>2]=0;g=a+4|0;b=(f[g>>2]|0)+1|0;f[g>>2]=b;Tkb(e,b);f[c>>2]=b;b=Mkb(a+8|0,c)|0;f[b>>2]=e;u=d;return f[c>>2]|0}function Mkb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;Nkb(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Nkb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Okb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Okb(a,b);return}function Okb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Pkb(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;f[c>>2]=b;b=Kkb(a,b)|0;if(!b){u=d;return}Qkb(a+8|0,c)|0;Rkb(b);sOb(b);u=d;return}function Qkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function Rkb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+64|0;b=f[g>>2]|0;if(b|0){h=a+68|0;c=f[h>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[h>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[g>>2]|0}sOb(b)}b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+40>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+32|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);h=a+28|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);a=a+24|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Skb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;i=b[c+14>>0]|0;h=b[c+15>>0]|0;j=h<<24>>24==0?b[c+13>>0]|0:1;cQb(a|0,c|0,13)|0;b[a+13>>0]=j;b[a+14>>0]=i;b[a+15>>0]=h;h=a+16|0;f[h>>2]=d;i=a+20|0;b[i>>0]=b[e>>0]|0;b[i+1>>0]=b[e+1>>0]|0;b[i+2>>0]=b[e+2>>0]|0;if(!(b[c+12>>0]|0))c=0;else{c=(zQa(d)|0)+229|0;c=b[c>>0]|0}b[a+23>>0]=c;j=f[g>>2]|0;f[g>>2]=0;f[a+24>>2]=j;j=a+28|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;n[a+48>>2]=1.0;j=a+52|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;f[j+20>>2]=0;f[j+24>>2]=0;if(b[a+11>>0]|0)return;fjb(f[h>>2]|0,a+64|0);return}function Tkb(a,b){a=a|0;b=b|0;f[a+76>>2]=b;return}function Ukb(a){a=a|0;return f[a+76>>2]|0}function Vkb(a){a=a|0;return (b[a+8>>0]|0)!=0|0}function Wkb(a){a=a|0;return (b[a+9>>0]|0)!=0|0}function Xkb(a){a=a|0;return (b[a+10>>0]|0)!=0|0}function Ykb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=40764;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-88-d|0)>>>0)/88|0)*88|0);sOb(d);return}function Zkb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=40764;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-88-b|0)>>>0)/88|0)*88|0);sOb(b);sOb(a);return}function _kb(a){a=a|0;return 0}function $kb(a){a=a|0;return 1}function alb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+32>>3]-+p[b>>3];d=+p[a+40>>3]-+p[b+8>>3];c=+p[a+48>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function blb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0,h=0;h=f[a+4>>2]|0;a=(f[a+8>>2]|0)-h|0;g=(a|0)/88|0;if(!a){h=1;return h|0}d=+p[b>>3];e=+p[b+8>>3];c=+p[b+16>>3];a=0;while(1){if(d*+p[h+(a*88|0)>>3]+(e*+p[h+(a*88|0)+8>>3]+c*+p[h+(a*88|0)+16>>3])-+p[h+(a*88|0)+24>>3]<0.0){a=0;b=5;break}a=a+1|0;if(a>>>0>=g>>>0){a=1;b=5;break}}if((b|0)==5)return a|0;return 0}function clb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0;j=+p[b>>3];n=(+p[b+24>>3]-j)*.5;k=+p[b+8>>3];m=(+p[b+32>>3]-k)*.5;l=+p[b+16>>3];i=(+p[b+40>>3]-l)*.5;j=j+n;k=k+m;l=l+i;h=f[a+4>>2]|0;a=(f[a+8>>2]|0)-h|0;g=(a|0)/88|0;if(!a){h=2;return h|0}else{b=2;a=0}while(1){c=j*+p[h+(a*88|0)>>3]+(k*+p[h+(a*88|0)+8>>3]+l*+p[h+(a*88|0)+16>>3]);d=n*+p[h+(a*88|0)+32>>3]+(m*+p[h+(a*88|0)+40>>3]+i*+p[h+(a*88|0)+48>>3]);e=+p[h+(a*88|0)+24>>3];if(c+d<=e){b=1;a=4;break}b=c-d<e?3:b;a=a+1|0;if(a>>>0>=g>>>0){a=4;break}}if((a|0)==4)return b|0;return 0}function dlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0;m=+p[b+24>>3];g=f[a+4>>2]|0;a=(f[a+8>>2]|0)-g|0;j=(a|0)/88|0;if(!a){l=2;return l|0}h=+p[b>>3];i=+p[b+8>>3];d=+p[b+16>>3];a=0;while(1){c=h*+p[g+(a*88|0)>>3]+(i*+p[g+(a*88|0)+8>>3]+d*+p[g+(a*88|0)+16>>3])-+p[g+(a*88|0)+24>>3];if(c<0.0)if(c*c*+p[g+(a*88|0)+80>>3]>=m){e=1;k=9;break}a=a+1|0;if(a>>>0>=j>>>0){l=0;break}}if((k|0)==9)return e|0;while(1){c=h*+p[g+(l*88|0)>>3]+(i*+p[g+(l*88|0)+8>>3]+d*+p[g+(l*88|0)+16>>3])-+p[g+(l*88|0)+24>>3];if(c<0.0){e=3;k=9;break}if(c*c*+p[g+(l*88|0)+80>>3]<m){e=3;k=9;break}l=l+1|0;if(l>>>0>=j>>>0){e=2;k=9;break}}if((k|0)==9)return e|0;return 0}function elb(a,c,d){a=a|0;c=c|0;d=d|0;p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];if(!(b[257400]|0))if(MPb(257400)|0){f[64708]=0;f[64709]=0;f[64710]=0;f[64711]=0;f[64712]=0;f[64713]=0}return ilb(258832,a+4|0,a+16|0,c)|0}function flb(a,b,c){a=a|0;b=b|0;c=c|0;return glb(a+4|0,a+16|0,b,c)|0}function glb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;t=w;v=a+4|0;o=f[a>>2]|0;m=(f[v>>2]|0)-o|0;q=(m|0)/88|0;r=d+8|0;s=d+16|0;h=+p[c>>3];if(!m){p[d>>3]=h;p[r>>3]=+p[c+8>>3];p[s>>3]=+p[c+16>>3];p[d>>3]=+p[c+24>>3];p[r>>3]=+p[c+32>>3];p[s>>3]=+p[c+40>>3];v=2;u=w;return v|0}g=c+8|0;i=+p[g>>3];k=c+16|0;j=+p[k>>3];e=0;while(1){if(h*+p[o+(e*88|0)>>3]+(i*+p[o+(e*88|0)+8>>3]+j*+p[o+(e*88|0)+16>>3])-+p[o+(e*88|0)+24>>3]<0.0){g=0;k=1;break}e=e+1|0;if(e>>>0>=q>>>0){n=7;break}}if((n|0)==7){p[d>>3]=h;p[r>>3]=+p[g>>3];p[s>>3]=+p[k>>3];g=1;k=0}j=+p[c+24>>3];l=c+32|0;h=+p[l>>3];m=c+40|0;i=+p[m>>3];e=0;while(1){if(j*+p[o+(e*88|0)>>3]+(h*+p[o+(e*88|0)+8>>3]+i*+p[o+(e*88|0)+16>>3])-+p[o+(e*88|0)+24>>3]<0.0){n=4;break}e=e+1|0;if(e>>>0>=q>>>0){n=9;break}}if((n|0)==4){if(!g){e=f[b>>2]|0;m=f[b+4>>2]|0;a:do if((e|0)==(m|0))e=1;else{n=t+8|0;o=t+16|0;b:while(1){c:do if(hlb(e,c,t)|0){l=f[a>>2]|0;b=(f[v>>2]|0)-l|0;k=(b|0)/88|0;h=+p[t>>3];i=+p[n>>3];j=+p[o>>3];if(!b)break b;else g=0;while(1){if(h*+p[l+(g*88|0)>>3]+(i*+p[l+(g*88|0)+8>>3]+j*+p[l+(g*88|0)+16>>3])-+p[l+(g*88|0)+24>>3]<0.0)break c;g=g+1|0;if(g>>>0>=k>>>0)break b}}while(0);e=e+32|0;if((e|0)==(m|0)){e=1;break a}}p[d>>3]=h;p[r>>3]=i;p[s>>3]=j;e=3}while(0);v=e;u=w;return v|0}}else if((n|0)==9){p[d>>3]=j;p[r>>3]=+p[l>>3];p[s>>3]=+p[m>>3];if(!k){v=2;u=w;return v|0}}v=3;u=w;return v|0}function hlb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0;s=b+24|0;f=b;g=s;d=+p[b>>3];e=+p[s>>3];if(d<e)h=6;else if(d>e)b=g;else{d=+p[b+8>>3];e=+p[b+32>>3];if(d<e)h=6;else if(d>e)b=g;else if(+p[b+16>>3]<+p[b+40>>3])h=6;else b=g}if((h|0)==6){b=f;f=g}o=+p[a>>3];q=+p[a+8>>3];r=+p[a+16>>3];n=-+p[a+24>>3]/(o*o+(q*q+r*r));s=b;b=f;j=+p[b>>3];k=+p[s>>3]-j;f=b+8|0;d=+p[f>>3];l=+p[s+8>>3]-d;b=b+16|0;e=+p[b>>3];m=+p[s+16>>3]-e;i=o*k+(q*l+r*m);if(i==0.0){s=0;return s|0}d=(o*(o*n-j)+(q*(q*n-d)+r*(r*n-e)))/i;if(!(d>=-1.0e-07&d<=1.0000001)){s=0;return s|0}p[c>>3]=j+k*d;p[c+8>>3]=l*d+ +p[f>>3];p[c+16>>3]=m*d+ +p[b>>3];s=1;return s|0}function ilb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+160|0;s=w+148|0;t=w;v=w+144|0;m=f[b>>2]|0;r=(f[b+4>>2]|0)-m|0;l=(r|0)/88|0;if(!r){a=2;u=w;return a|0}i=+p[d>>3];j=+p[d+8>>3];k=+p[d+16>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0){h=0;break}b=b+1|0;if(b>>>0>=l>>>0){h=1;break}}i=+p[d+24>>3];j=+p[d+32>>3];k=+p[d+40>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0){g=0;break}b=b+1|0;if(b>>>0>=l>>>0){g=1;break}}e=h&g;i=+p[d+48>>3];j=+p[d+56>>3];k=+p[d+64>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0)break;b=b+1|0;if(b>>>0>=l>>>0){n=44;break}}if((n|0)==44){a=e?2:3;u=w;return a|0}if(h|g){a=3;u=w;return a|0}k=+p[d>>3];i=+p[d+24>>3];if(k==i)if(+p[d+8>>3]==+p[d+32>>3])if(+p[d+16>>3]==+p[d+40>>3]){a=1;u=w;return a|0}j=+p[d+48>>3];if(k==j)if(+p[d+8>>3]==+p[d+56>>3])if(+p[d+16>>3]==+p[d+64>>3]){a=1;u=w;return a|0}if(i==j)if(+p[d+32>>3]==+p[d+56>>3])if(+p[d+40>>3]==+p[d+64>>3]){a=1;u=w;return a|0}o=a+12|0;r=a+16|0;q=a+20|0;b=f[r>>2]|0;e=f[q>>2]|0;if((b|0)==(e|0)){jlb(o,d);g=f[r>>2]|0;e=f[q>>2]|0}else{p[b>>3]=k;p[b+8>>3]=+p[d+8>>3];p[b+16>>3]=+p[d+16>>3];g=b+24|0;f[r>>2]=g}b=d+24|0;if((g|0)==(e|0)){jlb(o,b);g=f[r>>2]|0;e=f[q>>2]|0}else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[d+32>>3];p[g+16>>3]=+p[d+40>>3];g=g+24|0;f[r>>2]=g}b=d+48|0;if((g|0)==(e|0))jlb(o,b);else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[d+56>>3];p[g+16>>3]=+p[d+64>>3];f[r>>2]=g+24}b=f[c>>2]|0;n=f[c+4>>2]|0;a:do if((b|0)!=(n|0)){d=a+4|0;c=a+8|0;do{m=f[o>>2]|0;l=f[r>>2]|0;g=m;h=l;if((m|0)==(l|0))break a;l=f[a>>2]|0;f[a>>2]=g;f[o>>2]=l;e=f[d>>2]|0;f[d>>2]=h;f[r>>2]=e;x=f[c>>2]|0;f[c>>2]=f[q>>2];f[q>>2]=x;if((l|0)!=(e|0))f[r>>2]=e+(~(((e+-24-l|0)>>>0)/24|0)*24|0);x=h-g|0;g=(x|0)/24|0;if(x|0){e=0;do{x=t+((bCa(b,m+(e*24|0)|0,t)|0)*24|0)|0;f[v>>2]=f[r>>2];f[s>>2]=f[v>>2];ZBa(o,s,t,x)|0;e=e+3|0}while(e>>>0<g>>>0)}b=b+32|0}while((b|0)!=(n|0))}while(0);b=f[o>>2]|0;e=f[r>>2]|0;h=(b|0)==(e|0);if(!h)f[r>>2]=e+(~(((e+-24-b|0)>>>0)/24|0)*24|0);g=f[a>>2]|0;b=a+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-24-g|0)>>>0)/24|0)*24|0);x=h?1:3;u=w;return x|0}function jlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function klb(a){a=a|0;return}function llb(a){a=a|0;sOb(a);return}function mlb(a){a=a|0;return 1}function nlb(a){a=a|0;return 1}function olb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+8>>3]-+p[b>>3];d=+p[a+16>>3]-+p[b+8>>3];c=+p[a+24>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function plb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[b>>3]-+p[a+8>>3];d=+p[b+8>>3]-+p[a+16>>3];c=+p[b+16>>3]-+p[a+24>>3];return e*e+(d*d+c*c)<=+p[a+32>>3]|0}function qlb(a,b){a=a|0;b=b|0;return wlb(a+8|0,b)|0}function rlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+p[a+8>>3]-+p[b>>3];f=+p[a+16>>3]-+p[b+8>>3];g=+p[a+24>>3]-+p[b+16>>3];d=+p[a+32>>3];e=+p[b+24>>3];if(d>=e)if(h*h+(f*f+g*g)<=d){b=2;return b|0}a=a+40|0;c=+p[a>>3];if(c==-1.0){d=+L(+d);p[a>>3]=d}else d=c;a=b+32|0;c=+p[a>>3];if(c==-1.0){c=+L(+e);p[a>>3]=c}e=d+c;b=!(h*h+(f*f+g*g)<=e*e)?1:3;return b|0}function slb(a,b,c){a=a|0;b=b|0;c=c|0;p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];return vlb(a+8|0,b)|0}function tlb(a,b,c){a=a|0;b=b|0;c=c|0;p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];return ulb(a+8|0,b)|0}function ulb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;k=+p[a>>3];l=+p[a+8>>3];m=+p[a+16>>3];n=+p[a+24>>3];r=+p[b>>3];e=r-k;o=+p[b+8>>3];h=o-l;q=+p[b+16>>3];d=q-m;f=e*e+(h*h+d*d)<=n;d=+p[b+24>>3];h=d-k;e=+p[b+32>>3];i=e-l;c=+p[b+40>>3];j=c-m;a=h*h+(i*i+j*j)<=n;if(f|a){f=f&a?2:3;return f|0}h=d-r;i=e-o;c=c-q;g=h*h+(i*i+c*c);j=+L(+g);h=h/j;i=i/j;j=c/j;k=k-r;l=l-o;c=m-q;e=h*k+(i*l+j*c);c=n-(k*k+(l*l+c*c)-e*e);if(c<0.0){d=-1.0;c=-1.0}else{c=+L(+c);d=e+c;c=e-c}c=c>=0.0?c:d;if(c>=0.0){n=r-(r+h*c);o=o-(o+i*c);r=q-(q+j*c);if(g>=n*n+(o*o+r*r)){f=3;return f|0}}f=1;return f|0}function vlb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0,M=0.0,N=0,O=0,P=0,Q=0,R=0.0;Q=u;u=u+80|0;B=Q;r=b+32|0;n=b+8|0;d=+p[n>>3];E=+p[r>>3]-d;N=b+64|0;o=b+16|0;e=+p[o>>3];D=+p[N>>3]-e;s=b+40|0;H=+p[s>>3]-e;I=b+56|0;x=+p[I>>3]-d;C=E*D-H*x;J=b+48|0;M=+p[b>>3];v=+p[J>>3]-M;q=b+24|0;w=+p[q>>3]-M;D=H*v-D*w;v=x*w-E*v;E=+L(+(C*C+(D*D+v*v)));C=C/E;D=D/E;E=v/E;v=+p[a>>3];O=a+8|0;w=+p[O>>3];P=a+16|0;x=+p[P>>3];e=+K(+(C*(v-M)+((w-d)*D+E*(x-e))));c=a+32|0;d=+p[c>>3];if(d==-1.0){d=+L(+(+p[a+24>>3]));p[c>>3]=d}if(e>=d){P=1;u=Q;return P|0}t=+p[a+24>>3];M=+p[b>>3];A=M-v;H=+p[n>>3];e=H-w;G=+p[o>>3];F=G-x;o=A*A+(e*e+F*F)<=t;F=+p[q>>3];e=F-v;A=+p[r>>3];k=A-w;y=+p[s>>3];d=y-x;n=e*e+(k*k+d*d)<=t;d=+p[J>>3];k=d-v;e=+p[I>>3];l=e-w;f=+p[N>>3];m=f-x;c=k*k+(l*l+m*m)<=t;if(o|n|c){P=o&n&c?2:3;u=Q;return P|0}if(M==F&H==A&G==y){P=1;u=Q;return P|0}if(M==d&H==e&G==f){P=1;u=Q;return P|0}if(F==d&A==e&y==f){P=1;u=Q;return P|0}c=0;g=M;h=H;i=G;while(1){n=c+1|0;s=(n|0)==3?0:n;d=+p[b+(s*24|0)>>3]-g;e=+p[b+(s*24|0)+8>>3]-h;R=+p[b+(s*24|0)+16>>3]-i;j=d*d+(e*e+R*R);m=+L(+j);k=d/m;l=e/m;m=R/m;p[B+(c*24|0)>>3]=d;p[B+(c*24|0)+8>>3]=e;p[B+(c*24|0)+16>>3]=R;R=v-g;e=w-h;d=x-i;f=R*k+(e*l+d*m);d=t-(R*R+(e*e+d*d)-f*f);if(d<0.0){e=-1.0;d=-1.0}else{d=+L(+d);e=f+d;d=f-d}d=d>=0.0?d:e;if(d>=0.0){k=g-(g+d*k);l=h-(h+d*l);R=i-(i+d*m);if(j>=k*k+(l*l+R*R)){c=3;break}}if(n>>>0>=3){z=16;break}c=n;g=+p[b+(n*24|0)>>3];h=+p[b+(n*24|0)+8>>3];i=+p[b+(n*24|0)+16>>3]}do if((z|0)==16){x=+p[B+16>>3];R=+p[B+8>>3];w=D*x-E*R;l=+p[B>>3];x=E*l-C*x;l=C*R-D*l;R=+L(+(w*w+(x*x+l*l)));w=w/R;x=x/R;R=l/R;l=+p[B+40>>3];m=+p[B+32>>3];k=D*l-E*m;i=+p[B+24>>3];l=E*i-C*l;i=C*m-D*i;m=+L(+(k*k+(l*l+i*i)));k=k/m;l=l/m;m=i/m;i=+p[B+64>>3];j=+p[B+56>>3];h=D*i-E*j;g=+p[B+48>>3];i=E*g-C*i;g=C*j-D*g;j=+L(+(h*h+(i*i+g*g)));h=h/j;i=i/j;j=g/j;g=h*+p[J>>3]+(i*+p[I>>3]+j*+p[N>>3]);f=+p[a>>3];e=+p[O>>3];d=+p[P>>3];if(!(w*f+(x*e+R*d)-(w*M+(x*H+R*G))<0.0))if(!(f*k+(e*l+d*m)-(k*F+(l*A+m*y))<0.0))if(!(h*f+(i*e+j*d)-g<0.0)){c=3;break}c=1}while(0);P=c;u=Q;return P|0}function wlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0;o=u;u=u+192|0;k=o;h=+p[b+24>>3];n=+p[a>>3];d=+p[b>>3];r=h<n?h:n;i=+p[b+32>>3];j=+p[a+8>>3];e=+p[b+8>>3];q=i<j?i:j;l=+p[b+40>>3];m=+p[a+16>>3];c=+p[b+16>>3];f=l<m?l:m;r=(d<r?r:d)-n;q=(e<q?q:e)-j;f=(c<f?f:c)-m;g=+p[a+24>>3];if(r*r+q*q+f*f>g){k=1;u=o;return k|0}p[k>>3]=d;p[k+8>>3]=e;p[k+16>>3]=c;p[k+24>>3]=h;p[k+32>>3]=e;p[k+40>>3]=c;p[k+48>>3]=d;p[k+56>>3]=i;p[k+64>>3]=c;p[k+72>>3]=h;p[k+80>>3]=i;p[k+88>>3]=c;p[k+96>>3]=d;p[k+104>>3]=e;p[k+112>>3]=l;p[k+120>>3]=h;p[k+128>>3]=e;p[k+136>>3]=l;p[k+144>>3]=d;p[k+152>>3]=i;p[k+160>>3]=l;p[k+168>>3]=h;p[k+176>>3]=i;p[k+184>>3]=l;f=d-n;f=f*f;e=e-j;d=c-m;d=d*d;e=e*e+d;if(!(f+e<=g))b=3;else{c=h-n;c=c*c;if(!(c+e<=g))b=3;else{r=i-j;r=r*r+d;if(!(f+r<=g)|!(c+r<=g))b=3;else{q=+p[k+104>>3]-j;r=+p[k+112>>3]-m;if(!(f+(q*q+r*r)<=g))b=3;else{i=+p[k+120>>3]-n;q=+p[k+128>>3]-j;r=+p[k+136>>3]-m;if(!(i*i+(q*q+r*r)<=g))b=3;else{i=+p[k+144>>3]-n;q=+p[k+152>>3]-j;r=+p[k+160>>3]-m;if(!(i*i+(q*q+r*r)<=g))b=3;else{n=+p[k+168>>3]-n;q=+p[k+176>>3]-j;r=l-m;if(!(n*n+(q*q+r*r)<=g))b=3;else b=2}}}}}}k=b;u=o;return k|0}function xlb(a){a=a|0;return}function ylb(a){a=a|0;sOb(a);return}function zlb(a){a=a|0;return 2}function Alb(a){a=a|0;return 0}function Blb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+448>>3]-+p[b>>3];d=+p[a+456>>3]-+p[b+8>>3];c=+p[a+464>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function Clb(a,b){a=a|0;b=b|0;return Ilb(a+8|0,b)|0}function Dlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0;c=u;u=u+48|0;d=c+24|0;e=c;k=+p[b>>3];j=(+p[b+24>>3]-k)*.5;p[d>>3]=j;i=+p[b+8>>3];h=(+p[b+32>>3]-i)*.5;p[d+8>>3]=h;g=+p[b+16>>3];f=(+p[b+40>>3]-g)*.5;p[d+16>>3]=f;p[e>>3]=k+j;p[e+8>>3]=i+h;p[e+16>>3]=g+f;b=Llb(a+8|0,e,d)|0;u=c;return ((b|0)==2?2:(b|0)==1?3:1)|0}function Elb(a,b){a=a|0;b=b|0;var c=0;a=a+8|0;c=b+24|0;if(!(Jlb(a,b,+p[c>>3])|0)){b=1;return b|0}b=Klb(a,b,+p[c>>3])|0;b=b?2:3;return b|0}function Flb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,f=0.0,g=0.0,h=0;h=u;u=u+32|0;e=h;f=+p[b>>3];g=+p[b+24>>3];if(f==g)if(+p[b+8>>3]==+p[b+32>>3])if(+p[b+16>>3]==+p[b+40>>3]){e=1;u=h;return e|0}d=+p[b+48>>3];if(f==d)if(+p[b+8>>3]==+p[b+56>>3])if(+p[b+16>>3]==+p[b+64>>3]){e=1;u=h;return e|0}if(g==d)if(+p[b+32>>3]==+p[b+56>>3])if(+p[b+40>>3]==+p[b+64>>3]){e=1;u=h;return e|0}if(Pib(a+448|0,b,e)|0){p[c>>3]=+p[e>>3];p[c+8>>3]=+p[e+8>>3];p[c+16>>3]=+p[e+16>>3];a=3}else a=1;e=a;u=h;return e|0}function Glb(a,b,c){a=a|0;b=b|0;c=c|0;return Hlb(a+8|0,a+496|0,b,c)|0}function Hlb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;h=k;i=d+8|0;j=d+16|0;if(Ilb(a,c)|0){p[d>>3]=+p[c>>3];p[i>>3]=+p[c+8>>3];p[j>>3]=+p[c+16>>3];f=1;e=0}else{f=0;e=1}g=c+24|0;if(Ilb(a,g)|0){p[d>>3]=+p[g>>3];p[i>>3]=+p[c+32>>3];p[j>>3]=+p[c+40>>3]}else if(f)e=1;else{if(hlb(b,c,h)|0)if(Ilb(a,h)|0)f=7;else f=8;else f=8;do if((f|0)==8){if(hlb(b+32|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+64|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+96|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+128|0,c,h)|0)if(Ilb(a,h)|0)f=7;else e=1;else e=1}while(0);if((f|0)==7){p[d>>3]=+p[h>>3];p[i>>3]=+p[h+8>>3];p[j>>3]=+p[h+16>>3];e=3}j=e;u=k;return j|0}j=e?3:2;u=k;return j|0}function Ilb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;d=+p[b>>3];e=+p[b+8>>3];c=+p[b+16>>3];if(+p[a>>3]*d+(+p[a+8>>3]*e+ +p[a+16>>3]*c)-+p[a+24>>3]<0.0){a=0;return a|0}if(+p[a+32>>3]*d+(+p[a+40>>3]*e+ +p[a+48>>3]*c)-+p[a+56>>3]<0.0){a=0;return a|0}if(+p[a+64>>3]*d+(+p[a+72>>3]*e+ +p[a+80>>3]*c)-+p[a+88>>3]<0.0){a=0;return a|0}if(+p[a+96>>3]*d+(+p[a+104>>3]*e+ +p[a+112>>3]*c)-+p[a+120>>3]<0.0){a=0;return a|0}if(+p[a+128>>3]*d+(+p[a+136>>3]*e+ +p[a+144>>3]*c)-+p[a+152>>3]<0.0){a=0;return a|0}a=1;return a|0}function Jlb(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0)if(d*d*+p[a+400>>3]>=c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0)if(d*d*+p[a+408>>3]>=c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0)if(d*d*+p[a+416>>3]>=c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0)if(d*d*+p[a+424>>3]>=c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0)if(d*d*+p[a+432>>3]>=c){a=0;return a|0}a=1;return a|0}function Klb(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+400>>3]<c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+408>>3]<c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+416>>3]<c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+424>>3]<c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+432>>3]<c){a=0;return a|0}a=1;return a|0}function Llb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0;f=+p[b>>3];h=+p[b+8>>3];e=+p[b+16>>3];i=+p[c>>3];g=+p[c+8>>3];d=+p[c+16>>3];m=+p[a>>3]*f+(+p[a+8>>3]*h+ +p[a+16>>3]*e);n=+p[a+160>>3]*i+(+p[a+168>>3]*g+ +p[a+176>>3]*d);o=+p[a+24>>3];if(m+n<=o){a=0;return a|0}q=+p[a+32>>3]*f+(+p[a+40>>3]*h+ +p[a+48>>3]*e);r=+p[a+184>>3]*i+(+p[a+192>>3]*g+ +p[a+200>>3]*d);s=+p[a+56>>3];if(q+r<=s){a=0;return a|0}t=+p[a+64>>3]*f+(+p[a+72>>3]*h+ +p[a+80>>3]*e);u=+p[a+208>>3]*i+(+p[a+216>>3]*g+ +p[a+224>>3]*d);v=+p[a+88>>3];if(t+u<=v){a=0;return a|0}j=+p[a+96>>3]*f+(+p[a+104>>3]*h+ +p[a+112>>3]*e);k=+p[a+232>>3]*i+(+p[a+240>>3]*g+ +p[a+248>>3]*d);l=+p[a+120>>3];if(j+k<=l){a=0;return a|0}f=+p[a+128>>3]*f+(+p[a+136>>3]*h+ +p[a+144>>3]*e);e=+p[a+256>>3]*i+(+p[a+264>>3]*g+ +p[a+272>>3]*d);d=+p[a+152>>3];if(f+e<=d){a=0;return a|0}a=f-e<d|(j-k<l|(t-u<v|(q-r<s|m-n<o)))?1:2;return a|0}function Mlb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,n=0.0;k=u;u=u+16|0;d=k;f[a>>2]=40764;g=a+4|0;f[g>>2]=0;h=a+8|0;f[h>>2]=0;f[a+12>>2]=0;f[g>>2]=f[b>>2];i=b+4|0;f[h>>2]=f[i>>2];j=b+8|0;f[a+12>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;i=a+16|0;f[i>>2]=0;j=a+20|0;f[j>>2]=0;f[a+24>>2]=0;p[a+32>>3]=+p[c>>3];p[a+40>>3]=+p[c+8>>3];p[a+48>>3]=+p[c+16>>3];g=f[g>>2]|0;h=(f[h>>2]|0)-g|0;e=(h|0)/88|0;f[d>>2]=0;b=d+4|0;f[b>>2]=0;f[d+8>>2]=0;if(!h){b=0;c=0}else{if(e>>>0>134217727)AMb(d);h=pOb(e<<5)|0;f[d>>2]=h;c=h+(e<<5)|0;f[d+8>>2]=c;f[b>>2]=c;b=h;d=0;do{p[h+(d<<5)>>3]=+p[g+(d*88|0)>>3];p[h+(d<<5)+8>>3]=+p[g+(d*88|0)+8>>3];p[h+(d<<5)+16>>3]=+p[g+(d*88|0)+16>>3];p[h+(d<<5)+24>>3]=-+p[g+(d*88|0)+24>>3];d=d+1|0}while(d>>>0<e>>>0)}f[i>>2]=b;f[j>>2]=c;f[a+24>>2]=c;if((b|0)==(c|0)){u=k;return}do{i=b+8|0;n=-+p[i>>3];j=b+16|0;m=-+p[j>>3];a=b+24|0;l=-+p[a>>3];p[b>>3]=-+p[b>>3];p[i>>3]=n;p[j>>3]=m;p[a>>3]=l;b=b+32|0}while((b|0)!=(c|0));u=k;return}function Nlb(a,b){a=a|0;b=b|0;f[a>>2]=40812;p[a+8>>3]=+p[b>>3];p[a+16>>3]=+p[b+8>>3];p[a+24>>3]=+p[b+16>>3];a=a+32|0;b=b+24|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Olb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0;f[a>>2]=40860;q=a+8|0;p[q>>3]=+p[c>>3];z=a+16|0;p[z>>3]=+p[c+8>>3];e=a+24|0;p[e>>3]=+p[c+16>>3];g=a+32|0;p[g>>3]=+p[c+24>>3];h=a+40|0;p[h>>3]=+p[c+32>>3];i=a+48|0;p[i>>3]=+p[c+40>>3];j=a+56|0;p[j>>3]=+p[c+48>>3];k=a+64|0;p[k>>3]=+p[c+56>>3];l=a+72|0;p[l>>3]=+p[c+64>>3];m=a+80|0;p[m>>3]=+p[c+72>>3];n=a+88|0;p[n>>3]=+p[c+80>>3];o=a+96|0;p[o>>3]=+p[c+88>>3];r=a+104|0;p[r>>3]=+p[c+96>>3];s=a+112|0;p[s>>3]=+p[c+104>>3];t=a+120|0;p[t>>3]=+p[c+112>>3];u=a+128|0;p[u>>3]=+p[c+120>>3];v=a+136|0;p[v>>3]=+p[c+128>>3];w=a+144|0;p[w>>3]=+p[c+136>>3];x=a+152|0;p[x>>3]=+p[c+144>>3];y=a+160|0;p[y>>3]=+p[c+152>>3];p[a+168>>3]=+p[c+160>>3];p[a+176>>3]=+p[c+168>>3];p[a+184>>3]=+p[c+176>>3];p[a+192>>3]=+p[c+184>>3];p[a+200>>3]=+p[c+192>>3];p[a+208>>3]=+p[c+200>>3];p[a+216>>3]=+p[c+208>>3];p[a+224>>3]=+p[c+216>>3];p[a+232>>3]=+p[c+224>>3];p[a+240>>3]=+p[c+232>>3];p[a+248>>3]=+p[c+240>>3];p[a+256>>3]=+p[c+248>>3];p[a+264>>3]=+p[c+256>>3];p[a+272>>3]=+p[c+264>>3];p[a+280>>3]=+p[c+272>>3];p[a+288>>3]=+p[c+280>>3];p[a+296>>3]=+p[c+288>>3];p[a+304>>3]=+p[c+296>>3];p[a+312>>3]=+p[c+304>>3];p[a+320>>3]=+p[c+312>>3];p[a+328>>3]=+p[c+320>>3];p[a+336>>3]=+p[c+328>>3];p[a+344>>3]=+p[c+336>>3];p[a+352>>3]=+p[c+344>>3];p[a+360>>3]=+p[c+352>>3];p[a+368>>3]=+p[c+360>>3];p[a+376>>3]=+p[c+368>>3];p[a+384>>3]=+p[c+376>>3];p[a+392>>3]=+p[c+384>>3];p[a+400>>3]=+p[c+392>>3];A=a+408|0;c=c+400|0;d=A+40|0;do{f[A>>2]=f[c>>2];A=A+4|0;c=c+4|0}while((A|0)<(d|0));p[a+448>>3]=+p[b>>3];p[a+456>>3]=+p[b+8>>3];p[a+464>>3]=+p[b+16>>3];p[a+472>>3]=+p[b+24>>3];p[a+480>>3]=+p[b+32>>3];p[a+488>>3]=+p[b+40>>3];N=+p[q>>3];M=+p[z>>3];L=+p[e>>3];K=+p[g>>3];J=+p[h>>3];I=+p[i>>3];H=+p[j>>3];G=+p[k>>3];F=+p[l>>3];D=+p[m>>3];C=+p[n>>3];B=+p[o>>3];E=+p[r>>3];T=+p[t>>3];S=-+p[u>>3];R=+p[v>>3];Q=+p[w>>3];P=+p[x>>3];O=-+p[y>>3];p[a+600>>3]=+p[s>>3];p[a+608>>3]=T;p[a+616>>3]=S;p[a+624>>3]=R;p[a+632>>3]=Q;p[a+640>>3]=P;p[a+648>>3]=O;p[a+496>>3]=-N;p[a+504>>3]=-M;p[a+512>>3]=-L;p[a+520>>3]=K;p[a+528>>3]=-J;p[a+536>>3]=-I;p[a+544>>3]=-H;p[a+552>>3]=G;p[a+560>>3]=-F;p[a+568>>3]=-D;p[a+576>>3]=-C;p[a+584>>3]=B;z=a+600|0;B=-+p[z>>3];y=a+608|0;C=-+p[y>>3];x=a+616|0;D=-+p[x>>3];p[a+592>>3]=-E;p[z>>3]=B;p[y>>3]=C;p[x>>3]=D;x=a+624|0;y=a+632|0;D=-+p[y>>3];z=a+640|0;C=-+p[z>>3];A=a+648|0;B=-+p[A>>3];p[x>>3]=-+p[x>>3];p[y>>3]=D;p[z>>3]=C;p[A>>3]=B;return}function Plb(){if(!(b[257144]|0))MPb(257144)|0;f[64714]=262921;return}function Qlb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0;x=0;z=u;u=u+3872|0;if(b[a+23>>0]|0)if(!(f[c+196>>2]&16777216)){y=0;u=z;return y|0}if(b[a+15>>0]|0)if(!(FSa(f[(a+16|0)>>2]|0,c+116|0,b[a+14>>0]|0)|0)){y=0;u=z;return y|0}v=f[c+96>>2]|0;f[(z+488|0)>>2]=f[v>>2];f[((z+488|0)+4|0)>>2]=f[v+4>>2];f[((z+488|0)+8|0)>>2]=f[v+8>>2];f[((z+488|0)+12|0)>>2]=f[v+12>>2];f[((z+488|0)+16|0)>>2]=f[v+16>>2];f[((z+488|0)+20|0)>>2]=f[v+20>>2];f[((z+488|0)+24|0)>>2]=f[v+24>>2];f[((z+488|0)+28|0)>>2]=f[v+28>>2];f[((z+488|0)+32|0)>>2]=f[v+32>>2];f[((z+488|0)+36|0)>>2]=f[v+36>>2];f[((z+488|0)+40|0)>>2]=f[v+40>>2];f[((z+488|0)+44|0)>>2]=f[v+44>>2];f[((z+488|0)+48|0)>>2]=f[v+48>>2];f[((z+488|0)+52|0)>>2]=f[v+52>>2];f[((z+488|0)+56|0)>>2]=f[v+56>>2];f[((z+488|0)+60|0)>>2]=f[v+60>>2];QDa(f[(a+16|0)>>2]|0,0,c,z+488|0);f[z>>2]=a;f[(z+4|0)>>2]=c;c=f[c+4>>2]|0;f[(z+8|0)>>2]=c;jEa(z+12|0,f[c+44>>2]|0);p[(z+96|0)>>3]=+n[(z+488|0)>>2];p[(z+104|0)>>3]=+n[((z+488|0)+4|0)>>2];p[(z+112|0)>>3]=+n[((z+488|0)+8|0)>>2];p[z+120>>3]=+n[((z+488|0)+12|0)>>2];p[(z+128|0)>>3]=+n[((z+488|0)+16|0)>>2];p[(z+136|0)>>3]=+n[((z+488|0)+20|0)>>2];p[(z+144|0)>>3]=+n[((z+488|0)+24|0)>>2];p[z+152>>3]=+n[((z+488|0)+28|0)>>2];p[(z+160|0)>>3]=+n[((z+488|0)+32|0)>>2];p[(z+168|0)>>3]=+n[((z+488|0)+36|0)>>2];p[(z+176|0)>>3]=+n[((z+488|0)+40|0)>>2];p[z+184>>3]=+n[((z+488|0)+44|0)>>2];p[(z+192|0)>>3]=+n[((z+488|0)+48|0)>>2];p[(z+200|0)>>3]=+n[((z+488|0)+52|0)>>2];p[(z+208|0)>>3]=+n[((z+488|0)+56|0)>>2];p[z+216>>3]=+n[((z+488|0)+60|0)>>2];p[(z+248|0)>>3]=C;f[(z+256|0)>>2]=g;f[(z+260|0)>>2]=h;f[(z+264|0)>>2]=i;f[(z+268|0)>>2]=j;f[(z+272|0)>>2]=k;g=f[z>>2]|0;c=(b[g+1>>0]|0)!=0;if(Vkb(g)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+24>>2]|0))v=0;else{if(c)a=(b[(f[z>>2]|0)+2>>0]|0)==0;else a=0;v=cjb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else v=0;if(Wkb(f[z>>2]|0)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+28>>2]|0))t=0;else{if(c)a=(b[(f[z>>2]|0)+3>>0]|0)==0;else a=0;t=djb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else t=0;if(Xkb(f[z>>2]|0)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+32>>2]|0))r=0;else{if(c)a=(b[(f[z>>2]|0)+4>>0]|0)==0;else a=0;r=ejb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else r=0;a:do{s=1;if(s){s=0;if(v|t|r){if((f[(z+256|0)>>2]|0)==0&(f[(z+260|0)>>2]|0)==0&(f[(z+264|0)>>2]|0)==0&(f[(z+268|0)>>2]|0)==0)k=(f[(z+272|0)>>2]|0)!=0;else k=1;a=f[(f[z>>2]|0)+24>>2]|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,d)|0;b:do switch(a|0){case 1:case 0:{y=a;break a}case 2:{if(!k){j=f[(f[z>>2]|0)+24>>2]|0;if(Pg[f[(f[j>>2]|0)+12>>2]&1023](j)|0){j=f[z>>2]|0;a=f[j+64>>2]|0;j=f[j+68>>2]|0;if((a|0)==(j|0)){y=2;break a}m=+p[d>>3];o=+p[d+8>>3];q=+p[d+16>>3];l=+p[d+24>>3];i=0;while(1){c=f[a>>2]|0;h=f[a+4>>2]|0;if((c|0)==(h|0))w=(i|0)>0?i:0;else{g=2;do{A=+p[c+24>>3]+(m*+p[c>>3]+(o*+p[c+8>>3]+q*+p[c+16>>3]));d=!(A*A>=l)?1:A<0.0?0:2;g=(d|0)<(g|0)?d:g;c=c+32|0}while((c|0)!=(h|0));if((g|0)==2)break;else w=(i|0)<(g|0)?g:i}a=a+12|0;if((a|0)==(j|0)){x=33;break}else i=w}if((x|0)==33)switch(w|0){case 1:case 0:{y=2;break a}case 2:break;default:break b}y=1;break a}}break}default:{}}while(0);w=1;f[z+648>>2]=e;f[z+1072>>2]=y;f[z+2184>>2]=k;f[z+2240>>2]=t;f[z+2248>>2]=v;f[z+2256>>2]=r;f[z+3608>>2]=x;f[z+3624>>2]=w;f[z+3720>>2]=0;f[z+3724>>2]=0;$mb(z);y=f[z+1072>>2]|0;G=f[z+3720>>2]|0;D=f[z+3724>>2]|0;H=+n[z+3724>>2];f[z+3720>>2]=0;f[z+3724>>2]=0;if((G|0)==1)break}else s=1}if(s)if(1)y=0}while(0);a=f[z+72>>2]|0;if(a|0)RBa(a,z+60|0);a=f[(z+60|0)>>2]|0;if(a|0){c=f[(z+64|0)>>2]|0;if((c|0)!=(a|0))f[(z+64|0)>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}a=f[z+56>>2]|0;if(a|0)SBa(a,z+44|0);a=f[(z+44|0)>>2]|0;if(a|0){c=f[(z+48|0)>>2]|0;if((c|0)!=(a|0))f[(z+48|0)>>2]=c+(~((c+-2-a|0)>>>1)<<1);sOb(a)}u=z;return y|0}function Rlb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=d+4|0;g=f[r>>2]|0;q=d+8|0;h=f[q>>2]|0;if((g|0)==(h|0)){jlb(d,b);i=f[r>>2]|0;h=f[q>>2]|0}else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[b+8>>3];p[g+16>>3]=+p[b+16>>3];i=g+24|0;f[r>>2]=i}g=b+24|0;if((i|0)==(h|0)){jlb(d,g);i=f[r>>2]|0;h=f[q>>2]|0}else{p[i>>3]=+p[g>>3];p[i+8>>3]=+p[b+32>>3];p[i+16>>3]=+p[b+40>>3];i=i+24|0;f[r>>2]=i}g=b+48|0;if((i|0)==(h|0))jlb(d,g);else{p[i>>3]=+p[g>>3];p[i+8>>3]=+p[b+56>>3];p[i+16>>3]=+p[b+64>>3];f[r>>2]=i+24}g=f[e>>2]|0;o=e+4|0;h=f[o>>2]|0;if((h|0)!=(g|0))f[o>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);h=f[a>>2]|0;n=a+4|0;g=f[n>>2]|0;if((h|0)!=(g|0)){k=e;l=d;while(1){m=k;i=f[m>>2]|0;b=m+4|0;j=f[b>>2]|0;if((j|0)!=(i|0))f[b>>2]=j+(~(((j+-24-i|0)>>>0)/24|0)*24|0);j=l;i=f[j>>2]|0;j=(f[j+4>>2]|0)-(f[l>>2]|0)|0;b=i+(((j|0)/24|0)*24|0)|0;if(j|0)do{_Ba(h,i,c,m,0);i=i+72|0}while((i|0)!=(b|0));h=h+12|0;if((h|0)==(g|0))break;else{m=l;l=k;k=m}}h=f[a>>2]|0;g=f[n>>2]|0}if(!(((g-h|0)/12|0)&1)){c=f[d>>2]|0;f[d>>2]=f[e>>2];f[e>>2]=c;c=f[r>>2]|0;f[r>>2]=f[o>>2];f[o>>2]=c;e=e+8|0;c=f[q>>2]|0;f[q>>2]=f[e>>2];f[e>>2]=c}g=f[d>>2]|0;h=f[r>>2]|0;if((h|0)==(g|0))return;f[r>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);return}function Slb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;I=u;u=u+96|0;F=I;H=c+4|0;e=f[H>>2]|0;G=c+8|0;g=f[G>>2]|0;if((e|0)==(g|0)){jlb(c,b);h=f[H>>2]|0;g=f[G>>2]|0}else{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];h=e+24|0;f[H>>2]=h}e=b+24|0;if((h|0)==(g|0))jlb(c,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[b+32>>3];p[h+16>>3]=+p[b+40>>3];f[H>>2]=h+24}e=f[d>>2]|0;E=d+4|0;g=f[E>>2]|0;if((g|0)!=(e|0))f[E>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);g=f[a>>2]|0;D=a+4|0;e=f[D>>2]|0;if((g|0)!=(e|0)){r=F+24|0;s=F+48|0;t=F+72|0;v=F+80|0;w=F+88|0;x=F+56|0;y=F+64|0;z=F+32|0;A=F+40|0;B=F+8|0;C=F+16|0;m=d;n=c;while(1){o=m;h=f[o>>2]|0;q=o+4|0;b=f[q>>2]|0;if((b|0)!=(h|0))f[q>>2]=b+(~(((b+-24-h|0)>>>0)/24|0)*24|0);l=n;h=f[l>>2]|0;l=(f[l+4>>2]|0)-(f[n>>2]|0)|0;k=h+(((l|0)/24|0)*24|0)|0;if(l|0){l=o+8|0;do{j=dCa(g,h,F)|0;do if(j|0){i=f[q>>2]|0;b=f[l>>2]|0;if((i|0)==(b|0)){jlb(o,F);b=f[l>>2]|0;i=f[q>>2]|0}else{p[i>>3]=+p[F>>3];p[i+8>>3]=+p[B>>3];p[i+16>>3]=+p[C>>3];i=i+24|0;f[q>>2]=i}if((i|0)==(b|0))jlb(o,r);else{p[i>>3]=+p[r>>3];p[i+8>>3]=+p[z>>3];p[i+16>>3]=+p[A>>3];f[q>>2]=i+24}if((j|0)==2){b=f[q>>2]|0;i=f[l>>2]|0;if((b|0)==(i|0)){jlb(o,s);j=f[q>>2]|0;b=f[l>>2]|0}else{p[b>>3]=+p[s>>3];p[b+8>>3]=+p[x>>3];p[b+16>>3]=+p[y>>3];j=b+24|0;f[q>>2]=j;b=i}if((j|0)==(b|0)){jlb(o,t);break}else{p[j>>3]=+p[t>>3];p[j+8>>3]=+p[v>>3];p[j+16>>3]=+p[w>>3];f[q>>2]=j+24;break}}}while(0);h=h+48|0}while((h|0)!=(k|0))}g=g+12|0;if((g|0)==(e|0))break;else{q=n;n=m;m=q}}g=f[a>>2]|0;e=f[D>>2]|0}if(!(((e-g|0)/12|0)&1)){F=f[c>>2]|0;f[c>>2]=f[d>>2];f[d>>2]=F;F=f[H>>2]|0;f[H>>2]=f[E>>2];f[E>>2]=F;d=d+8|0;F=f[G>>2]|0;f[G>>2]=f[d>>2];f[d>>2]=F}e=f[c>>2]|0;g=f[H>>2]|0;if((g|0)==(e|0)){u=I;return}f[H>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);u=I;return}function Tlb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;f[a>>2]=40908;k=a+8|0;j=f[k>>2]|0;l=a+12|0;c=f[l>>2]|0;d=j;if((c|0)!=(j|0))f[l>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);f[a+4>>2]=d;i=a+24|0;j=a+28|0;d=f[j>>2]|0;g=f[i>>2]|0;e=g;c=d;if((d|0)!=(g|0)){h=0;do{e=f[e+(h<<2)>>2]|0;if(e){tOb(e);c=f[j>>2]|0;g=f[i>>2]|0;d=c}h=h+1|0;e=g}while(h>>>0<d-g>>2>>>0);d=g}if((c|0)!=(e|0))f[j>>2]=c+(~((c+-4-d|0)>>>2)<<2);b[a+20>>0]=0;b[a+37>>0]=0;c=f[a+56>>2]|0;if(c|0){d=a+60|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+40>>2]|0;if(c|0){d=a+44|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+24>>2]|0;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[k>>2]|0;if(!c)return;d=f[l>>2]|0;if((d|0)!=(c|0))f[l>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function Ulb(a){a=a|0;Tlb(a);sOb(a);return}function Vlb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;r=0;s=u;u=u+1120|0;if((c|0)==1&(d^1)){r=m3a(260024,239638,36)|0;vEb(s+12|0,r+(f[(f[r>>2]|0)+-12>>2]|0)|0);d=XFb(s+12|0,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,10)|0;YFb(s+12|0);OEb(r,d)|0;AEb(r)|0;r=0;u=s;return r|0}i=f[b>>2]|0;e=(f[b+4>>2]|0)-i|0;a:do if((e|0)>8&d){h=f[i>>2]|0;e=(e>>3)+-1|0;while(1){if((f[i+(e<<3)>>2]|0)!=(h|0))break a;if((f[i+(e<<3)+4>>2]|0)!=(f[(i+4|0)>>2]|0))break a;g=e+-1|0;if((e|0)>1)e=g;else{e=g;break}}}else e=(e>>3)+-1|0;while(0);while(1){if((e|0)<=0)break;g=e+-1|0;if((f[i+(e<<3)>>2]|0)!=(f[i+(g<<3)>>2]|0))break;if((f[i+(e<<3)+4>>2]|0)==(f[i+(g<<3)+4>>2]|0))e=g;else break}if(d?(e|0)<2:(e|0)<1){r=0;u=s;return r|0}h=e+1|0;p=qOb(h>>>0>48806446?-1:h*88|0)|0;if(!h)g=i;else{g=p;do{f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;g=g+88|0}while((g|0)!=(p+(h*88|0)|0|0));g=f[b>>2]|0}f[(s+12|0)>>2]=p;m=g+8|0;o=f[m+4>>2]|0;f[(p+96|0)>>2]=f[m>>2];f[(p+96|0)+4>>2]=o;b:do{o=1;if(o){o=0;if(amb(g,a+20|0)|0){if(!(amb((f[b>>2]|0)+(e<<3)|0,a+20|0)|0)){tOb(p);q=0;break}g=p+(e*88|0)|0;j=f[b>>2]|0;l=p;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+56>>2]=p+88|0;f[p+60>>2]=g;h=f[j+4>>2]|0;f[(p+8|0)>>2]=f[j>>2];f[(p+8|0)+4>>2]=h;f[p+52>>2]=-1;h=e+-1|0;i=j+(e<<3)|0;l=g;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+(e*88|0)+56>>2]=p;f[p+(e*88|0)+60>>2]=p+(h*88|0)|0;l=f[i+4>>2]|0;m=p+(e*88|0)+8|0;f[m>>2]=f[i>>2];f[m+4>>2]=l;f[p+(e*88|0)+52>>2]=-1;if((e|0)>1){g=j;do{amb(g+(h<<3)|0,a+20|0)|0;i=p+((h+1|0)*88|0)|0;e=h;h=h+-1|0;j=p+(h*88|0)|0;g=f[b>>2]|0;k=g+(e<<3)|0;l=p+(e*88|0)|0;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+(e*88|0)+56>>2]=i;f[p+(e*88|0)+60>>2]=j;m=f[k+4>>2]|0;f[(p+(e*88|0)+8|0)>>2]=f[k>>2];f[(p+(e*88|0)+8|0)+4>>2]=m;f[p+(e*88|0)+52>>2]=-1}while((e|0)>1)}m=p;b=p;f[s+32>>2]=a;f[s+48>>2]=c;f[s+56>>2]=d;f[s+112>>2]=m;f[s+136>>2]=b;f[s+224>>2]=q;f[s+920>>2]=p;f[s+1048>>2]=r;f[s+1064>>2]=0;f[s+1068>>2]=0;anb(s);q=f[s+224>>2]|0;G=f[s+1064>>2]|0;D=f[s+1068>>2]|0;H=+n[s+1068>>2];f[s+1064>>2]=0;f[s+1068>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b}}else o=1}if(o)if(1){tOb(p);q=0}}while(0);r=q;u=s;return r|0}function Wlb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[a+8>>2]|0;c=a+12|0;d=f[c>>2]|0;e=j;if((d|0)!=(j|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);f[a+4>>2]=e;i=a+24|0;j=a+28|0;d=f[j>>2]|0;g=f[i>>2]|0;e=g;c=d;if((d|0)!=(g|0)){h=0;do{e=f[e+(h<<2)>>2]|0;if(e){tOb(e);c=f[j>>2]|0;g=f[i>>2]|0;d=c}h=h+1|0;e=g}while(h>>>0<d-g>>2>>>0);d=g}if((c|0)==(e|0)){j=a+20|0;b[j>>0]=0;a=a+37|0;b[a>>0]=0;return}f[j>>2]=c+(~((c+-4-d|0)>>>2)<<2);j=a+20|0;b[j>>0]=0;a=a+37|0;b[a>>0]=0;return}function Xlb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;m=q;n=a+8|0;b=f[n>>2]|0;p=a+4|0;f[p>>2]=b;o=a+12|0;c=f[o>>2]|0;if((c|0)==(b|0)){u=q;return}Ylb(b,c,m);l=a+56|0;c=f[l>>2]|0;k=a+60|0;if(!c)b=a+64|0;else{b=f[k>>2]|0;if((b|0)!=(c|0))f[k>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);b=a+64|0;f[b>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=0;f[k>>2]=0;f[b>>2]=0;b=f[n>>2]|0;if((b|0)!=(f[o>>2]|0)){j=a+64|0;d=0;e=0;while(1){c=f[b>>2]|0;f[m>>2]=c;if((d|0)==(e|0)){Zlb(l,m);d=f[k>>2]|0}else{f[d>>2]=c;d=d+4|0;f[k>>2]=d}i=f[l>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{r=g;g=c;c=r}}f[g>>2]=h}}c=f[b+4>>2]|0;if(c|0){h=c;i=f[h+4>>2]|0;r=c+8|0;f[r>>2]=f[h>>2];f[r+4>>2]=i;f[c+36>>2]=1;f[c+52>>2]=-1}c=f[b+8>>2]|0;if(c|0){h=c;i=f[h+4>>2]|0;r=c+8|0;f[r>>2]=f[h>>2];f[r+4>>2]=i;f[c+36>>2]=2;f[c+52>>2]=-1}b=b+12|0;if((b|0)==(f[o>>2]|0))break;d=f[k>>2]|0;e=f[j>>2]|0}b=f[n>>2]|0}f[a+52>>2]=0;f[p>>2]=b;u=q;return}function Ylb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=0;l=u;u=u+736|0;j=b;a:while(1){d=j;i=j+-12|0;b=a;while(1){k=b;f[l+48>>2]=c;f[l+56>>2]=b;f[l+120>>2]=j;f[l+152>>2]=k;f[l+288>>2]=e;f[l+408>>2]=g;f[l+464>>2]=d;f[l+512>>2]=i;f[l+640>>2]=h;f[l+664>>2]=0;f[l+668>>2]=0;bnb(l);b=f[l+56>>2]|0;k=f[l+152>>2]|0;e=f[l+288>>2]|0;g=f[l+408>>2]|0;h=f[l+640>>2]|0;G=f[l+664>>2]|0;D=f[l+668>>2]|0;H=+n[l+668>>2];f[l+664>>2]=0;f[l+668>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((h|0)==81){h=0;Ylb(e+12|0,j,c);a=k;j=e;continue}else if((h|0)==82){h=0;if(g){h=83;break}else{a=k;j=e;continue}}}a=1;if(a)if((h|0)==5){if((f[k>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return}else if((h|0)==7){a=k+12|0;j=f[a>>2]|0;b=(j|0)<(f[i>>2]|0);if((f[k>>2]|0)>=(j|0)){if(!b){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];if((f[k>>2]|0)>=(f[a>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];u=l;return}if(b){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];if((f[a>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return}else if((h|0)==15){_lb(k,k+12|0,k+24|0,i,c)|0;u=l;return}else a=1;if(a)if((h|0)==16){a=k+12|0;b=k+24|0;d=k+36|0;_lb(k,a,b,d,c)|0;if((f[d>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[d>>2];f[l+4>>2]=f[d+4>>2];f[l+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];if((f[b>>2]|0)>=(f[d>>2]|0)){u=l;return};f[l>>2]=f[b>>2];f[l+4>>2]=f[b+4>>2];f[l+8>>2]=f[b+8>>2];f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];if((f[a>>2]|0)>=(f[b>>2]|0)){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];if((f[k>>2]|0)>=(f[a>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];u=l;return}else a=1;if(a)if((h|0)==22){b=k+24|0;a=k+12|0;d=f[k>>2]|0;e=f[a>>2]|0;g=f[b>>2]|0;do if((d|0)<(e|0)){if((e|0)<(g|0)){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];break};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];if((f[a>>2]|0)<(g|0)){f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2]}}else if((e|0)<(g|0)){f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];if((d|0)<(f[a>>2]|0)){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2]}}while(0);a=k+36|0;if((a|0)==(j|0)){u=l;return}while(1){e=f[a>>2]|0;if((f[b>>2]|0)<(e|0)){h=a+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;d=a;while(1){f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];if((b|0)==(k|0)){b=k;break}d=b+-12|0;if((f[d>>2]|0)<(e|0)){i=b;b=d;d=i}else break}f[b>>2]=e;i=b+4|0;f[i>>2]=g;f[i+4>>2]=h}b=a+12|0;if((b|0)==(j|0))break;else{i=a;a=b;b=i}}u=l;return}else a=1;if(a)if((h|0)==83)if(1){u=l;return}}function Zlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function _lb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;h=u;u=u+16|0;g=h;i=f[b>>2]|0;e=(i|0)<(f[c>>2]|0);do if((f[a>>2]|0)<(i|0)){if(e){f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];e=1;break};f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];if((f[b>>2]|0)<(f[c>>2]|0)){f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];e=2}else e=1}else if(e){f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];if((f[a>>2]|0)<(f[b>>2]|0)){f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];e=2}else e=1}else e=0;while(0);if((f[c>>2]|0)>=(f[d>>2]|0)){i=e;u=h;return i|0};f[g>>2]=f[c>>2];f[g+4>>2]=f[c+4>>2];f[g+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[g>>2];f[d+4>>2]=f[g+4>>2];f[d+8>>2]=f[g+8>>2];if((f[b>>2]|0)>=(f[c>>2]|0)){i=e+1|0;u=h;return i|0};f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];if((f[a>>2]|0)>=(f[b>>2]|0)){i=e+2|0;u=h;return i|0};f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];i=e+3|0;u=h;return i|0}function $lb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;switch((b-a|0)/12|0|0){case 2:{d=b+-12|0;if((f[a>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 3:{e=a+12|0;d=b+-12|0;b=f[e>>2]|0;c=(b|0)<(f[d>>2]|0);if((f[a>>2]|0)>=(b|0)){if(!c){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[a>>2]|0)>=(f[e>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];i=1;u=j;return i|0}if(c){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];if((f[e>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 4:{_lb(a,a+12|0,a+24|0,b+-12|0,c)|0;i=1;u=j;return i|0}case 5:{e=a+12|0;g=a+24|0;h=a+36|0;d=b+-12|0;_lb(a,e,g,h,c)|0;if((f[h>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=f[d>>2];f[h+4>>2]=f[d+4>>2];f[h+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[g>>2]|0)>=(f[h>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];if((f[e>>2]|0)>=(f[g>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];if((f[a>>2]|0)>=(f[e>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 1:case 0:{i=1;u=j;return i|0}default:{e=a+24|0;d=a+12|0;c=f[a>>2]|0;k=f[d>>2]|0;g=f[e>>2]|0;h=(k|0)<(g|0);do if((c|0)<(k|0)){if(h){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];break};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[d>>2]|0)<(g|0)){f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2]}}else if(h){f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];if((c|0)<(f[d>>2]|0)){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2]}}while(0);d=a+36|0;a:do if((d|0)==(b|0)){c=1;d=0}else{c=0;while(1){h=f[d>>2]|0;if((f[e>>2]|0)<(h|0)){l=d+4|0;k=f[l+4>>2]|0;g=i;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=d;while(1){f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];if((e|0)==(a|0)){e=a;break}g=e+-12|0;if((f[g>>2]|0)<(h|0)){l=e;e=g;g=l}else break}f[e>>2]=h;h=i;k=f[h+4>>2]|0;l=e+4|0;f[l>>2]=f[h>>2];f[l+4>>2]=k;c=c+1|0;if((c|0)==8){c=0;d=(d+12|0)==(b|0);break a}}e=d+12|0;if((e|0)==(b|0)){c=1;d=0;break}else{l=d;d=e;e=l}}}while(0);l=d|c;u=j;return l|0}}return 0}function amb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h;e=f[a>>2]|0;g=(e|0)>32767;if(!(b[c>>0]|0)){if(!g)if(!((e|0)<-32767?1:((f[a+4>>2]|0)+32767|0)>>>0>65534)){g=1;u=h;return g|0}b[c>>0]=1;g=amb(a,c)|0;u=h;return g|0}else{c=a+4|0;if(!g)if(!((e|0)<-32767?1:((f[c>>2]|0)+32767|0)>>>0>65534)){g=1;u=h;return g|0}g=m3a(260024,239675,45)|0;g=m3a(JEb(g,f[a>>2]|0)|0,239721,3)|0;g=JEb(g,f[c>>2]|0)|0;vEb(d,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);e=XFb(d,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(d);OEb(g,e)|0;AEb(g)|0;g=0;u=h;return g|0}return 0}function bmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function cmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function dmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;if((f[b+52>>2]|0)==-2){a:do if(c){d=b;while(1){e=f[d+56>>2]|0;if((f[d+20>>2]|0)==(f[e+4>>2]|0))d=e;else break}if((d|0)!=(b|0))do{if(!(+p[d+24>>3]==-1.e+40)){h=11;break a}d=f[d+60>>2]|0}while((d|0)!=(b|0))}else{d=b;while(1){e=f[d+60>>2]|0;if((f[d+20>>2]|0)==(f[e+4>>2]|0))d=e;else break}if((d|0)!=(b|0))do{if(!(+p[d+24>>3]==-1.e+40)){h=11;break a}d=f[d+56>>2]|0}while((d|0)!=(b|0))}while(0);if((h|0)==11)if((d|0)!=(b|0)){d=f[(c?b+56|0:b+60|0)>>2]|0;f[i>>2]=f[d+4>>2];f[i+4>>2]=0;f[i+8>>2]=d;f[d+40>>2]=0;d=dmb(a,d,c)|0;e=a+12|0;h=f[e>>2]|0;if((h|0)==(f[a+16>>2]|0))bmb(a+8|0,i);else{f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[e>>2]=(f[e>>2]|0)+12}b=d;u=j;return b|0}if(c){b=f[b+56>>2]|0;u=j;return b|0}else{b=f[b+60>>2]|0;u=j;return b|0}}g=+p[b+24>>3];do if(g==-1.e+40){d=f[(c?b+60|0:b+56|0)>>2]|0;e=f[b>>2]|0;h=(f[d>>2]|0)!=(e|0);if(!(+p[d+24>>3]==-1.e+40)){if(!h)break;a=b+16|0;i=f[a>>2]|0;f[a>>2]=e;f[b>>2]=i;break}if(h)if((f[d+16>>2]|0)!=(e|0)){a=b+16|0;i=f[a>>2]|0;f[a>>2]=e;f[b>>2]=i}}while(0);if(c){e=b;while(1){h=f[e+56>>2]|0;if((f[e+20>>2]|0)!=(f[h+4>>2]|0))break;if((f[h+52>>2]|0)==-2)break;else e=h}if(+p[e+24>>3]==-1.e+40)if((f[h+52>>2]|0)!=-2){d=e;do d=f[d+60>>2]|0;while(+p[d+24>>3]==-1.e+40);e=(f[d+16>>2]|0)>(f[h+16>>2]|0)?d:e}if((e|0)!=(b|0)){a=b;while(1){h=f[a+56>>2]|0;f[a+64>>2]=h;if(!((a|0)==(b|0)|g!=-1.e+40)){d=f[a>>2]|0;if((d|0)!=(f[(f[a+60>>2]|0)+16>>2]|0)){i=a+16|0;c=f[i>>2]|0;f[i>>2]=d;f[a>>2]=c}}if((e|0)==(h|0))break;a=h;g=+p[h+24>>3]}if(!((e|0)==(b|0)?1:+p[e+24>>3]!=-1.e+40)){d=f[e>>2]|0;if((d|0)!=(f[(f[e+60>>2]|0)+16>>2]|0)){c=e+16|0;b=f[c>>2]|0;f[c>>2]=d;f[e>>2]=b}}}d=e+56|0}else{e=b;while(1){h=f[e+60>>2]|0;if((f[e+20>>2]|0)!=(f[h+4>>2]|0))break;if((f[h+52>>2]|0)==-2)break;else e=h}if(+p[e+24>>3]==-1.e+40)if((f[h+52>>2]|0)!=-2){d=e;do d=f[d+56>>2]|0;while(+p[d+24>>3]==-1.e+40);e=(f[d+16>>2]|0)>=(f[h+16>>2]|0)?d:e}if((e|0)!=(b|0)){a=b;while(1){h=f[a+60>>2]|0;f[a+64>>2]=h;if(!((a|0)==(b|0)|g!=-1.e+40)){d=f[a>>2]|0;if((d|0)!=(f[(f[a+56>>2]|0)+16>>2]|0)){i=a+16|0;c=f[i>>2]|0;f[i>>2]=d;f[a>>2]=c}}if((e|0)==(h|0))break;a=h;g=+p[h+24>>3]}if(!((e|0)==(b|0)?1:+p[e+24>>3]!=-1.e+40)){d=f[e>>2]|0;if((d|0)!=(f[(f[e+56>>2]|0)+16>>2]|0)){c=e+16|0;b=f[c>>2]|0;f[c>>2]=d;f[e>>2]=b}}}d=e+60|0}b=f[d>>2]|0;u=j;return b|0}function emb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;r=s+4|0;p=s;q=a+76|0;Xlb(q);f[r>>2]=r;d=r+4|0;f[d>>2]=r;e=r+8|0;f[e>>2]=0;g=a+44|0;h=a+52|0;if(f[h>>2]|0){c=f[a+48>>2]|0;o=(f[g>>2]|0)+4|0;n=f[c>>2]|0;f[n+4>>2]=f[o>>2];f[f[o>>2]>>2]=n;f[h>>2]=0;if((c|0)!=(g|0)){do{o=c;c=f[c+4>>2]|0;sOb(o)}while((c|0)!=(g|0));c=f[e>>2]|0;if(c|0){m=f[d>>2]|0;n=f[r>>2]|0;o=n+4|0;l=f[m>>2]|0;f[l+4>>2]=f[o>>2];f[f[o>>2]>>2]=l;l=f[g>>2]|0;f[l+4>>2]=m;f[m>>2]=l;f[g>>2]=n;f[o>>2]=g;f[h>>2]=(f[h>>2]|0)+c;f[e>>2]=0}}}k=a+56|0;f[k>>2]=0;do if(jmb(q,r)|0){c=f[r>>2]|0;kmb(a,c);l=a+88|0;m=a+80|0;n=a+16|0;o=a+20|0;a:while(1){if(!(jmb(q,p)|0))if((f[m>>2]|0)==(f[l>>2]|0)){p=26;break}while(1){d=f[k>>2]|0;if(!d)break;e=d+80|0;g=f[e>>2]|0;h=d+76|0;i=f[h>>2]|0;f[(g|0?g+76|0:k)>>2]=i;if(i|0)f[i+80>>2]=g;f[h>>2]=0;f[e>>2]=0;if(!(lmb(a,d)|0)){p=23;break a}}c=f[o>>2]|0;d=f[n>>2]|0;if((c|0)!=(d|0)){g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[o>>2]|0;d=f[n>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if(!((d|0)==(c|0)|(e|0)==0))f[o>>2]=c+(~((c+-4-d|0)>>>2)<<2)}c=f[p>>2]|0;if(!(mmb(a,c)|0)){p=25;break}if(!(nmb(a,c)|0)){p=25;break}kmb(a,c)}if((p|0)==23){f[r>>2]=c;p=24;break}else if((p|0)==25){k=0;break}else if((p|0)==26){n=a+116|0;o=a+120|0;e=f[o>>2]|0;d=f[n>>2]|0;c=d;if((e|0)!=(d|0)){l=a+72|0;m=e-d>>2;i=0;do{g=f[c+(i<<2)>>2]|0;k=f[g+16>>2]|0;if(k|0)if(!(b[g+5>>0]|0)){h=b[l>>0]^b[g+4>>0];j=0.0;g=k;do{r=f[g+16>>2]|0;j=j+ +((f[g+4>>2]|0)+(f[r+4>>2]|0)|0)*+((f[r+8>>2]|0)-(f[g+8>>2]|0)|0);g=f[g+12>>2]|0}while((g|0)!=(k|0));if((h&255|0)==(j*.5>0.0|0)){g=k;do{q=g+12|0;r=g;g=f[q>>2]|0;r=r+16|0;f[q>>2]=f[r>>2];f[r>>2]=g}while((g|0)!=(k|0))}}i=i+1|0}while(i>>>0<m>>>0)}if((f[a+4>>2]|0)!=(f[a+8>>2]|0)){omb(a);c=f[n>>2]|0;e=f[o>>2]|0;d=c}if((e|0)!=(d|0)){h=0;do{c=f[c+(h<<2)>>2]|0;g=c+16|0;d=f[g>>2]|0;do if(d|0){if(!(b[c+5>>0]|0)){pmb(a,c);break}c=f[d+16>>2]|0;b:do if((c|0)==(d|0))c=d;else while(1){while(1){d=f[d+12>>2]|0;e=f[d+16>>2]|0;if((f[d+4>>2]|0)==(f[e+4>>2]|0))if((f[d+8>>2]|0)==(f[e+8>>2]|0))break;if((c|0)==(d|0))break b}c=(d|0)==(c|0)?e:c;r=d+12|0;f[e+12>>2]=f[r>>2];f[(f[r>>2]|0)+16>>2]=e;sOb(d);if((c|0)==(e|0)){c=e;break}else d=e}while(0);if((f[c+16>>2]|0)==(c|0)){sOb(c);f[g>>2]=0}}while(0);h=h+1|0;c=f[n>>2]|0}while(h>>>0<(f[o>>2]|0)-c>>2>>>0)}if(!(b[a+74>>0]|0)){k=1;break}qmb(a);k=1;break}}else p=24;while(0);if((p|0)==24)k=0;h=a+4|0;i=a+8|0;c=f[i>>2]|0;d=f[h>>2]|0;if((c|0)!=(d|0)){g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[i>>2]|0;d=f[h>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if(!((d|0)==(c|0)|(e|0)==0))f[i>>2]=c+(~((c+-4-d|0)>>>2)<<2)}h=a+16|0;i=a+20|0;c=f[i>>2]|0;d=f[h>>2]|0;if((c|0)==(d|0)){u=s;return k|0}else g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[i>>2]|0;d=f[h>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if((d|0)==(c|0)|(e|0)==0){u=s;return k|0}f[i>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=s;return k|0}function fmb(a){a=a|0;q4a(a,40996);Tlb(a+76|0);return}function gmb(a){a=a|0;q4a(a,40996);Tlb(a+76|0);sOb(a);return}function hmb(a){a=a|0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;q4a(a,40996);Tlb(a+76|0);return}function imb(a){a=a|0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;q4a(a,40996);Tlb(a+76|0);sOb(a);return}function jmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=f[a+56>>2]|0;p=a+60|0;a=f[p>>2]|0;if((r|0)==(a|0)){r=0;return r|0}f[b>>2]=f[r>>2];q=r;d=a-q|0;c=d>>2;k=a+-4|0;if((d|0)>4){j=f[r>>2]|0;f[r>>2]=f[k>>2];f[k>>2]=j;j=c+-1|0;if((c|0)!=2){i=(c+-3|0)/2|0;a=r+4|0;c=a;if((d|0)>12){o=r+8|0;n=(f[a>>2]|0)<(f[o>>2]|0);a=n?2:1;c=n?o:c}else a=1;d=f[c>>2]|0;h=f[r>>2]|0;if((d|0)>=(h|0)){g=r;do{o=g;g=c;f[o>>2]=d;if((i|0)<(a|0))break;a=a<<1|1;d=r+(a<<2)|0;c=d;e=a+1|0;if((e|0)<(j|0)){o=d+4|0;n=(f[d>>2]|0)<(f[o>>2]|0);a=n?e:a;c=n?o:c}d=f[c>>2]|0}while((d|0)>=(h|0));f[g>>2]=h}}}f[p>>2]=k;if((r|0)==(k|0)){r=1;return r|0}l=r+4|0;m=l;n=r+8|0;o=n;while(1){a=f[b>>2]|0;if((a|0)!=(f[r>>2]|0)){a=1;c=26;break}d=k-q|0;c=d>>2;k=k+-4|0;if((d|0)>4){f[r>>2]=f[k>>2];f[k>>2]=a;j=c+-1|0;if((c|0)!=2){i=(c+-3|0)/2|0;if((d|0)>12){c=(f[l>>2]|0)<(f[n>>2]|0);a=c?2:1;c=c?o:m}else{a=1;c=m}d=f[c>>2]|0;h=f[r>>2]|0;if((d|0)>=(h|0)){g=r;do{e=g;g=c;f[e>>2]=d;if((i|0)<(a|0))break;a=a<<1|1;d=r+(a<<2)|0;c=d;e=a+1|0;if((e|0)<(j|0)){s=d+4|0;d=(f[d>>2]|0)<(f[s>>2]|0);a=d?e:a;c=d?s:c}d=f[c>>2]|0}while((d|0)>=(h|0));f[g>>2]=h}}}f[p>>2]=k;if((r|0)==(k|0)){a=1;c=26;break}}if((c|0)==26)return a|0;return 0}function kmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0,I=0;F=u;u=u+16|0;A=F;B=a+88|0;C=a+80|0;c=f[C>>2]|0;if((c|0)==(f[B>>2]|0)){u=F;return}D=a+132|0;E=a+136|0;r=a+140|0;s=a+128|0;t=a+56|0;v=a+8|0;w=a+12|0;x=a+4|0;y=a+16|0;z=a+20|0;while(1){if((f[c>>2]|0)!=(b|0)){c=107;break}f[C>>2]=c+12;o=f[c+4>>2]|0;q=f[c+8>>2]|0;n=(o|0)!=0;do if(n){Rmb(a,o,0);if(!q){Smb(a,o);if(Tmb(a,o)|0)j=Amb(a,o,o)|0;else j=0;c=f[o+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}break}if(!(f[s>>2]|0)){f[q+72>>2]=0;f[q+68>>2]=0;c=s}else{i=q+20|0;j=q+16|0;k=q+24|0;l=q+4|0;c=o+68|0;d=f[c>>2]|0;a:do if(!d){e=o;d=0}else{m=f[q+8>>2]|0;e=o;while(1){g=f[d+8>>2]|0;do if((m|0)==(g|0)){g=f[i>>2]|0;h=f[d+20>>2]|0;if((g|0)>(h|0)){G=+p[d+24>>3]*+(g-(f[d+4>>2]|0)|0);if((f[j>>2]|0)<((f[d>>2]|0)+~~(G+(G<0.0?-.5:.5))|0))break a;else break}if((g|0)==(h|0))g=f[j>>2]|0;else{G=+p[k>>3]*+(h-(f[l>>2]|0)|0);g=(f[q>>2]|0)+~~(G+(G<0.0?-.5:.5))|0}if((f[d+16>>2]|0)>(g|0))break a}else if((m|0)<(g|0))break a;while(0);c=d+68|0;e=f[c>>2]|0;if(!e){e=d;d=0;break}else{h=d;d=e;e=h}}}while(0);f[q+68>>2]=d;d=f[c>>2]|0;if(d|0)f[d+72>>2]=q;f[q+72>>2]=e}f[c>>2]=q;Smb(a,o);f[q+44>>2]=f[o+44>>2];f[q+48>>2]=f[o+48>>2];if(Tmb(a,o)|0)j=Gmb(a,o,q,o)|0;else j=0;c=f[o+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}else{Rmb(a,q,0);Smb(a,q);if(Tmb(a,q)|0)j=Amb(a,q,q)|0;else j=0}while(0);if(q|0){k=q+24|0;if(+p[k>>3]==-1.e+40){c=f[t>>2]|0;if(!c){f[t>>2]=q;f[q+80>>2]=0;c=0}else{f[q+80>>2]=0;f[c+80>>2]=q;f[t>>2]=q}f[q+76>>2]=c;c=f[q+64>>2]|0;if(c|0){c=f[c+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}}else{c=f[q+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}if(n){if(j|0)if(+p[k>>3]==-1.e+40){d=f[z>>2]|0;c=f[y>>2]|0;if((d|0)!=(c|0))if(f[q+40>>2]|0){i=q+16|0;h=0;do{e=f[c+(h<<2)>>2]|0;g=f[e>>2]|0;m=f[g+4>>2]|0;e=e+8|0;n=f[e>>2]|0;k=f[q>>2]|0;H=f[i>>2]|0;l=(m|0)>(n|0);I=(k|0)>(H|0);if(((l?n:m)|0)<((I?k:H)|0)?((I?H:k)|0)<((l?m:n)|0):0){I=e;H=f[I>>2]|0;I=f[I+4>>2]|0;d=pOb(16)|0;f[A>>2]=d;f[d>>2]=g;f[d+4>>2]=j;c=d+8|0;f[c>>2]=H;f[c+4>>2]=I;c=f[v>>2]|0;if((c|0)==(f[w>>2]|0))Bmb(x,A);else{f[c>>2]=d;f[v>>2]=(f[v>>2]|0)+4}c=f[y>>2]|0;d=f[z>>2]|0}h=h+1|0}while(h>>>0<d-c>>2>>>0)}}if((f[o+52>>2]|0)>-1){c=f[o+72>>2]|0;if(c|0)if((f[c+8>>2]|0)==(f[o>>2]|0))if((f[c+52>>2]|0)>-1){H=c;I=c+16|0;m=o+8|0;d=o+16|0;n=d;if((X((f[m>>2]|0)-(f[n>>2]|0)|0,(f[H+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[m+4>>2]|0)-(f[n+4>>2]|0)|0,(f[H>>2]|0)-(f[I>>2]|0)|0)|0))if(f[o+40>>2]|0)if(f[c+40>>2]|0){n=Amb(a,c,o)|0;I=d;H=f[I>>2]|0;I=f[I+4>>2]|0;c=pOb(16)|0;f[A>>2]=c;f[c>>2]=j;f[c+4>>2]=n;d=c+8|0;f[d>>2]=H;f[d+4>>2]=I;d=f[v>>2]|0;if((d|0)==(f[w>>2]|0))Bmb(x,A);else{f[d>>2]=c;f[v>>2]=(f[v>>2]|0)+4}}}}g=o+68|0;c=f[g>>2]|0;if((c|0)!=(q|0)){if((f[q+52>>2]|0)>-1){d=f[q+72>>2]|0;if((f[d+52>>2]|0)>-1){H=d+8|0;I=d+16|0;m=q+8|0;e=q+16|0;n=e;if((X((f[m>>2]|0)-(f[n>>2]|0)|0,(f[H+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[m+4>>2]|0)-(f[n+4>>2]|0)|0,(f[H>>2]|0)-(f[I>>2]|0)|0)|0))if(f[q+40>>2]|0)if(f[d+40>>2]|0){c=Amb(a,d,q)|0;I=e;H=f[I>>2]|0;I=f[I+4>>2]|0;d=pOb(16)|0;f[A>>2]=d;f[d>>2]=j;f[d+4>>2]=c;c=d+8|0;f[c>>2]=H;f[c+4>>2]=I;c=f[v>>2]|0;if((c|0)==(f[w>>2]|0))Bmb(x,A);else{f[c>>2]=d;f[v>>2]=(f[v>>2]|0)+4}c=f[g>>2]|0}}}if(!((c|0)==0|(c|0)==(q|0))){d=o+8|0;do{Dmb(a,q,c,d);c=f[c+68>>2]|0}while((c|0)!=(q|0))}}}}c=f[C>>2]|0;if((c|0)==(f[B>>2]|0)){c=107;break}}if((c|0)==107){u=F;return}}function lmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0;s=0;t=u;u=u+1632|0;f[t>>2]=b;m=(f[b+40>>2]|0)==0;o=f[b>>2]|0;q=f[b+16>>2]|0;k=(o|0)<(q|0)?o:q;r=(o|0)<(q|0)?q:o;l=b;while(1){c=f[l+64>>2]|0;if(!c){s=4;break}if(+p[c+24>>3]==-1.e+40)l=c;else{j=0;break}}do if((s|0)==4){c=f[l+56>>2]|0;d=f[l+16>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[l+20>>2]|0))if(!(f[c+64>>2]|0)){j=c;break}c=f[l+60>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[l+20>>2]|0))if(!(f[c+64>>2]|0)){j=c;break}j=0}while(0);a:do if(!(f[(a+52|0)>>2]|0)){h=a+48|0;i=a+44|0;c=0;d=0}else{if((o|0)<(q|0)){d=f[(a+48|0)>>2]|0;if((a+44|0|0)==(d|0)){h=a+48|0;i=a+44|0;c=d;d=0;break}else c=d;while(1){e=f[c+8>>2]|0;if((e|0)>(o|0))break;c=f[d+4>>2]|0;d=c;if((a+44|0|0)==(d|0)){h=a+48|0;i=a+44|0;d=0;break a}}h=a+48|0;i=a+44|0;c=(e|0)<(f[l+16>>2]|0)?c:a+44|0;d=0;break}g=f[(a+48|0)>>2]|0;if((g|0)==(a+44|0|0)){h=a+48|0;i=a+44|0;c=0;d=a+44|0}else{d=a+44|0;c=a+44|0;while(1){if((f[(f[d>>2]|0)+8>>2]|0)<=(o|0))break;e=f[d>>2]|0;if((g|0)==(e|0)){h=a+48|0;i=a+44|0;c=0;d=e;break a}else{d=e;c=e}}if((c|0)==(g|0)){h=a+48|0;i=a+44|0;c=0}else{h=a+48|0;i=a+44|0;c=0;d=(f[(f[d>>2]|0)+8>>2]|0)>(f[l+16>>2]|0)?d:g}}}while(0);v=0;e=(o|0)<(q|0);g=k;k=r;o=c;q=d;r=b;f[t+32>>2]=a;f[t+80>>2]=l;f[t+88>>2]=j;f[t+96>>2]=v;f[t+144>>2]=e;f[t+152>>2]=g;f[t+160>>2]=k;f[t+208>>2]=h;f[t+216>>2]=i;f[t+272>>2]=o;f[t+368>>2]=q;f[t+456>>2]=r;f[t+1456>>2]=m;f[t+1528>>2]=s;f[t+1560>>2]=0;f[t+1564>>2]=0;cnb(t);G=f[t+1560>>2]|0;D=f[t+1564>>2]|0;H=+n[t+1564>>2];f[t+1560>>2]=0;f[t+1564>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function mmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;if(!(f[a+128>>2]|0)){a=1;return a|0}Hmb(a,b);h=a+28|0;i=a+32|0;b=f[i>>2]|0;c=f[h>>2]|0;switch(b-c>>2|0){case 1:{d=b;break}case 0:{a=1;return a|0}default:e=3}do if((e|0)==3)if(Imb(a)|0){d=f[i>>2]|0;c=f[h>>2]|0;break}else{a=0;return a|0}while(0);b=c;if((d|0)==(c|0)){d=b;b=c}else{g=a+76|0;e=0;while(1){b=f[b+(e<<2)>>2]|0;d=b+4|0;Dmb(a,f[b>>2]|0,f[d>>2]|0,b+8|0);Emb(g,f[b>>2]|0,f[d>>2]|0);if(b|0)sOb(b);e=e+1|0;b=f[i>>2]|0;c=f[h>>2]|0;d=c;if(e>>>0>=b-c>>2>>>0)break;else b=d}}if((d|0)!=(b|0))f[i>>2]=b+(~((b+-4-c|0)>>>2)<<2);f[a+56>>2]=0;a=1;return a|0}function nmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;H=u;u=u+32|0;E=H+28|0;t=H+8|0;v=H+24|0;w=H+20|0;x=H;F=H+16|0;G=a+76|0;D=a+128|0;d=f[D>>2]|0;f[F>>2]=d;a:do if(!d){C=a+44|0;B=a+52|0;A=a+56|0}else{k=a+74|0;l=a+44|0;m=a+52|0;o=a+56|0;q=a+8|0;r=a+12|0;s=a+4|0;b:while(1){h=d;c:do if((f[d+20>>2]|0)==(c|0))if(!(f[d+64>>2]|0)){d=f[h+56>>2]|0;e=f[h+16>>2]|0;if((f[d+16>>2]|0)==(e|0))if((f[d+20>>2]|0)==(f[h+20>>2]|0))if(!(f[d+64>>2]|0)){j=d;y=13}else y=10;else y=10;else y=10;if((y|0)==10){y=0;d=f[h+60>>2]|0;if((f[d+16>>2]|0)==(e|0))if((f[d+20>>2]|0)==(f[h+20>>2]|0))if(!(f[d+64>>2]|0)){j=d;y=13}}do if((y|0)==13){y=0;if((f[j+52>>2]|0)!=-2){n=+p[j+24>>3];if((f[j+68>>2]|0)==(f[j+72>>2]|0))if(n==-1.e+40){y=20;break c}else break;else if(n!=-1.e+40)break;else{y=20;break c}}}while(0);if(b[k>>0]|0){g=pOb(12)|0;f[g+8>>2]=f[h+16>>2];f[g+4>>2]=l;e=f[l>>2]|0;f[g>>2]=e;f[e+4>>2]=g;f[l>>2]=g;f[m>>2]=(f[m>>2]|0)+1}d=f[h+72>>2]|0;g=ymb(a,h)|0;if(g)g=(d|0)==0?D:d+68|0;else{z=0;y=84;break b}}else y=20;else y=20;while(0);if((y|0)==20){y=0;do if((f[h+20>>2]|0)==(c|0))if(!(f[h+64>>2]|0))y=29;else if(+p[(f[h+64>>2]|0)+24>>3]==-1.e+40){if(!(zmb(G,F)|0)){z=0;y=84;break b}d=f[F>>2]|0;if((f[d+52>>2]|0)>-1)Amb(a,d,d)|0;e=f[o>>2]|0;if(!e){f[o>>2]=d;f[d+80>>2]=0;f[d+76>>2]=0;i=d;break}else{f[d+76>>2]=e;f[d+80>>2]=0;f[e+80>>2]=d;f[o>>2]=d;i=d;break}}else y=29;else y=29;while(0);if((y|0)==29){y=0;if((f[h+20>>2]|0)==(c|0))d=f[h+16>>2]|0;else{n=+p[h+24>>3]*+(c-(f[h+4>>2]|0)|0);d=(f[h>>2]|0)+~~(n+(n<0.0?-.5:.5))|0}f[h+8>>2]=d;f[h+12>>2]=c;i=h}if(!(b[k>>0]|0))d=i;else{d=f[i+72>>2]|0;if((f[i+52>>2]|0)>-1)if((d|0)!=0&(f[i+40>>2]|0)!=0)if((f[d+52>>2]|0)>-1)if((f[d+8>>2]|0)==(f[i+8>>2]|0))if(!(f[d+40>>2]|0))d=i;else{h=i+8|0;g=f[h>>2]|0;h=f[h+4>>2]|0;I=t;f[I>>2]=g;f[I+4>>2]=h;I=Amb(a,d,t)|0;e=Amb(a,i,t)|0;d=pOb(16)|0;f[E>>2]=d;f[d>>2]=I;f[d+4>>2]=e;e=d+8|0;f[e>>2]=g;f[e+4>>2]=h;e=f[q>>2]|0;if((e|0)==(f[r>>2]|0))Bmb(s,E);else{f[e>>2]=d;f[q>>2]=(f[q>>2]|0)+4}d=f[F>>2]|0}else d=i;else d=i;else d=i;else d=i}g=d+68|0}d=f[g>>2]|0;f[F>>2]=d;if(!d){C=l;B=m;A=o;break a}}if((y|0)==84){u=H;return z|0}}while(0);j=a+48|0;f[v>>2]=f[j>>2];f[w>>2]=C;I=f[B>>2]|0;f[t>>2]=f[v>>2];f[E>>2]=f[w>>2];Cmb(t,E,I,x)|0;while(1){d=f[A>>2]|0;if(!d)break;e=d+80|0;g=f[e>>2]|0;h=d+76|0;i=f[h>>2]|0;f[(g|0?g+76|0:A)>>2]=i;if(i|0)f[i+80>>2]=g;f[h>>2]=0;f[e>>2]=0;if(!(lmb(a,d)|0)){z=0;y=84;break}}if((y|0)==84){u=H;return z|0}if(f[B>>2]|0){d=f[j>>2]|0;I=(f[a+44>>2]|0)+4|0;A=f[d>>2]|0;f[A+4>>2]=f[I>>2];f[f[I>>2]>>2]=A;f[B>>2]=0;if((d|0)!=(C|0))do{I=d;d=f[d+4>>2]|0;sOb(I)}while((d|0)!=(C|0))}d=f[D>>2]|0;f[F>>2]=d;if(!d){I=1;u=H;return I|0}k=a+8|0;l=a+12|0;m=a+4|0;d:while(1){e=d;do if((f[d+20>>2]|0)==(c|0))if(!(f[d+64>>2]|0))d=e;else{if((f[e+52>>2]|0)>-1)j=Amb(a,e,e+16|0)|0;else j=0;if(!(zmb(G,F)|0)){z=0;y=84;break d}d=f[F>>2]|0;g=f[d+72>>2]|0;i=f[d+68>>2]|0;if(g|0){h=g+8|0;if((f[h>>2]|0)==(f[d>>2]|0)){e=f[g+12>>2]|0;if(j|0?(e|0)==(f[d+4>>2]|0):0)if((f[g+52>>2]|0)>-1)if((e|0)>(f[g+20>>2]|0)){D=d+8|0;e=d+16|0;I=e;B=h;C=g+16|0;if((X((f[B>>2]|0)-(f[C>>2]|0)|0,(f[D+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[B+4>>2]|0)-(f[C+4>>2]|0)|0,(f[D>>2]|0)-(f[I>>2]|0)|0)|0))if(f[d+40>>2]|0)if(f[g+40>>2]|0){C=Amb(a,g,d)|0;I=e;D=f[I>>2]|0;I=f[I+4>>2]|0;g=pOb(16)|0;f[E>>2]=g;f[g>>2]=j;f[g+4>>2]=C;e=g+8|0;f[e>>2]=D;f[e+4>>2]=I;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0))Bmb(m,E);else{f[e>>2]=g;f[k>>2]=(f[k>>2]|0)+4}break}}}}if(i){g=i+8|0;if((f[g>>2]|0)==(f[d>>2]|0)){e=f[i+12>>2]|0;if(j|0?(e|0)==(f[d+4>>2]|0):0)if((f[i+52>>2]|0)>-1)if((e|0)>(f[i+20>>2]|0)){D=d+8|0;e=d+16|0;I=e;B=g;C=i+16|0;if((X((f[B>>2]|0)-(f[C>>2]|0)|0,(f[D+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[B+4>>2]|0)-(f[C+4>>2]|0)|0,(f[D>>2]|0)-(f[I>>2]|0)|0)|0))if(f[d+40>>2]|0)if(f[i+40>>2]|0){C=Amb(a,i,d)|0;I=e;D=f[I>>2]|0;I=f[I+4>>2]|0;g=pOb(16)|0;f[E>>2]=g;f[g>>2]=j;f[g+4>>2]=C;e=g+8|0;f[e>>2]=D;f[e+4>>2]=I;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0))Bmb(m,E);else{f[e>>2]=g;f[k>>2]=(f[k>>2]|0)+4}}}}}}else d=e;while(0);d=f[d+68>>2]|0;f[F>>2]=d;if(!d){z=1;y=84;break}}if((y|0)==84){u=H;return z|0}return 0}function omb(a){a=a|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+16|0;s=C;x=a+4|0;y=a+8|0;c=f[x>>2]|0;if((f[y>>2]|0)==(c|0)){u=C;return}z=a+116|0;A=a+116|0;B=a+120|0;t=a+124|0;v=a+73|0;w=a+72|0;r=0;do{j=f[c+(r<<2)>>2]|0;e=f[z>>2]|0;p=f[e+(f[f[j>>2]>>2]<<2)>>2]|0;while(1){c=f[e+(f[p>>2]<<2)>>2]|0;if((p|0)==(c|0))break;else p=c}k=j+4|0;i=f[e+(f[f[k>>2]>>2]<<2)>>2]|0;while(1){c=f[e+(f[i>>2]<<2)>>2]|0;if((i|0)==(c|0))break;else i=c}n=p+16|0;a:do if(f[n>>2]|0){g=i+16|0;if(f[g>>2]|0)if(!(b[p+5>>0]|0))if(!(b[i+5>>0]|0)){h=(p|0)==(i|0);b:do if(h){e=p;l=p}else{c=p;while(1){c=f[c+8>>2]|0;if((c|0)==(i|0)){e=i;l=i;break b}if(!c){c=i;break}}do{c=f[c+8>>2]|0;if((c|0)==(p|0)){e=p;l=i;break b}}while((c|0)!=0);e=umb(p,i)|0;l=i}while(0);if(vmb(a,j,p,l)|0){if(!h){f[g>>2]=0;f[l+20>>2]=0;f[i>>2]=f[p>>2];b[p+4>>0]=b[e+4>>0]|0;c=l+8|0;if((e|0)==(l|0))f[p+8>>2]=f[c>>2];f[c>>2]=p;if(!(b[v>>0]|0))break;c=f[B>>2]|0;e=f[A>>2]|0;j=e;if((c|0)==(e|0))break;g=c-e>>2;e=0;while(1){h=f[j+(e<<2)>>2]|0;i=h+8|0;c=f[i>>2]|0;c:do if(!c)c=0;else while(1){if(f[c+16>>2]|0)break c;c=f[c+8>>2]|0;if(!c){c=0;break}}while(0);if((c|0)==(l|0)&(f[h+16>>2]|0)!=0)f[i>>2]=p;e=e+1|0;if(e>>>0>=g>>>0)break a}}f[n>>2]=f[j>>2];f[p+20>>2]=0;c=pOb(24)|0;f[s>>2]=c;b[c+4>>0]=0;b[c+5>>0]=0;e=c+8|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;e=f[B>>2]|0;if((e|0)==(f[t>>2]|0)){rmb(A,s);m=f[B>>2]|0}else{f[e>>2]=c;m=(f[B>>2]|0)+4|0;f[B>>2]=m}j=f[A>>2]|0;o=f[s>>2]|0;f[o>>2]=(m-j>>2)+-1;g=f[k>>2]|0;i=o+16|0;f[i>>2]=g;e=f[o>>2]|0;c=g;do{f[c>>2]=e;c=f[c+16>>2]|0}while((c|0)!=(g|0));h=f[n>>2]|0;c=g;do{e=smb(c+4|0,h)|0;if((e|0)>-1){q=28;break}c=f[c+12>>2]|0}while((c|0)!=(g|0));if((q|0)==28){q=0;if(!e){c=h;while(1){i=smb(c+4|0,g)|0;if((i|0)>-1){q=39;break}c=f[c+12>>2]|0;if((c|0)==(h|0)){q=38;break}}if((q|0)==38){q=0;e=p+4|0;c=b[e>>0]|0;b[o+4>>0]=c}else if((q|0)==39){q=0;e=p+4|0;c=b[e>>0]|0;b[o+4>>0]=c;if(!i){f[o+8>>2]=f[p+8>>2];if(!(b[v>>0]|0))break;l=j;if((m|0)==(j|0))break;j=m-j>>2;i=0;while(1){e=f[l+(i<<2)>>2]|0;k=e+8|0;c=f[k>>2]|0;d:do if(!c)c=0;else while(1){if(f[c+16>>2]|0)break d;c=f[c+8>>2]|0;if(!c){c=0;break}}while(0);h=f[e+16>>2]|0;do if((c|0)==(p|0)&(h|0)!=0){c=h;do{e=smb(c+4|0,g)|0;if((e|0)>-1){q=56;break}c=f[c+12>>2]|0}while((c|0)!=(h|0));if((q|0)==56){q=0;if(!e)break}f[k>>2]=o}while(0);i=i+1|0;if(i>>>0>=j>>>0)break a}}}c=c^1;b[e>>0]=c;m=p+8|0;f[o+8>>2]=f[m>>2];f[m>>2]=o;if(b[v>>0]|0){tmb(a,p,o);c=b[e>>0]|0;h=f[n>>2]|0}e=(b[w>>0]^c)&255;g=(h|0)==0;if(g)d=0.0;else{d=0.0;c=h;do{p=f[c+16>>2]|0;d=d+ +((f[c+4>>2]|0)+(f[p+4>>2]|0)|0)*+((f[p+8>>2]|0)-(f[c+8>>2]|0)|0);c=f[c+12>>2]|0}while((c|0)!=(h|0));d=d*.5}if((e|0)!=(d>0.0|0)|g)break;else c=h;while(1){o=c+12|0;p=c;c=f[o>>2]|0;p=p+16|0;f[o>>2]=f[p>>2];f[p>>2]=c;if((c|0)==(h|0))break a}}}e=o+4|0;c=b[p+4>>0]^1;b[e>>0]=c;f[o+8>>2]=p;if(b[v>>0]|0){tmb(a,o,p);c=b[e>>0]|0;g=f[i>>2]|0}e=(b[w>>0]^c)&255;if(!g)d=0.0;else{d=0.0;c=g;do{p=f[c+16>>2]|0;d=d+ +((f[c+4>>2]|0)+(f[p+4>>2]|0)|0)*+((f[p+8>>2]|0)-(f[c+8>>2]|0)|0);c=f[c+12>>2]|0}while((c|0)!=(g|0));d=d*.5}if(!((e|0)!=(d>0.0|0)|(g|0)==0)){c=g;do{o=c+12|0;p=c;c=f[o>>2]|0;p=p+16|0;f[o>>2]=f[p>>2];f[p>>2]=c}while((c|0)!=(g|0))}}}}while(0);r=r+1|0;c=f[x>>2]|0}while(r>>>0<(f[y>>2]|0)-c>>2>>>0);u=C;return}function pmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;f[c+20>>2]=0;r=c+16|0;d=f[r>>2]|0;if(!(b[a+112>>0]|0))e=(b[a+74>>0]|0)!=0;else e=1;c=d;g=c+16|0;a=f[g>>2]|0;a:do if((a|0)==(c|0)){a=c;q=22}else{if(e){e=0;p=g}else{e=0;l=g;b:while(1){i=c+12|0;j=f[i>>2]|0;k=j;if((a|0)==(j|0))break a;g=c+4|0;h=f[g>>2]|0;if((h|0)==(f[j+4>>2]|0))if((f[c+8>>2]|0)==(f[j+8>>2]|0))q=30;else q=27;else q=27;do if((q|0)==27){q=0;if((h|0)==(f[a+4>>2]|0))if((f[c+8>>2]|0)==(f[a+8>>2]|0)){q=30;break}o=a+4|0;m=g;p=f[m>>2]|0;m=f[m+4>>2]|0;n=j+4|0;if((X(p-(f[n>>2]|0)|0,(f[o+4>>2]|0)-m|0)|0)==(X(m-(f[n+4>>2]|0)|0,(f[o>>2]|0)-p|0)|0))q=30;else{if((e|0)==(c|0))break b;e=(e|0)==0?c:e;d=k}}while(0);if((q|0)==30){q=0;f[a+12>>2]=k;f[(f[i>>2]|0)+16>>2]=f[l>>2];p=f[l>>2]|0;sOb(d);e=0;d=p}c=d;l=c+16|0;a=f[l>>2]|0;if((a|0)==(c|0)){a=c;q=22;break a}}f[r>>2]=c;return}c:while(1){n=c+12|0;i=f[n>>2]|0;o=i;if((a|0)==(i|0))break a;h=c+4|0;g=f[h>>2]|0;if((g|0)==(f[i+4>>2]|0))if((f[c+8>>2]|0)==(f[i+8>>2]|0))q=19;else q=8;else q=8;d:do if((q|0)==8){q=0;if((g|0)==(f[a+4>>2]|0))if((f[c+8>>2]|0)==(f[a+8>>2]|0)){q=19;break}m=a+4|0;l=f[m>>2]|0;m=f[m+4>>2]|0;k=h;j=f[k>>2]|0;k=f[k+4>>2]|0;h=i+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;do if((X(j-g|0,m-k|0)|0)==(X(k-h|0,l-j|0)|0)){i=(l|0)==(g|0);if(i&(m|0)==(h|0)){q=19;break d}if((l|0)==(j|0)&(m|0)==(k|0)){q=19;break d}if((j|0)==(g|0)&(k|0)==(h|0)){q=19;break d}if(i)if((m|0)<(k|0)^(k|0)<(h|0)){q=19;break d}else break;else if((l|0)<(j|0)^(j|0)<(g|0)){q=19;break d}else break}while(0);if((e|0)==(c|0))break c;e=(e|0)==0?c:e;d=o}while(0);if((q|0)==19){q=0;f[a+12>>2]=o;f[(f[n>>2]|0)+16>>2]=f[p>>2];p=f[p>>2]|0;sOb(d);e=0;d=p}c=d;p=c+16|0;a=f[p>>2]|0;if((a|0)==(c|0)){a=c;q=22;break a}}f[r>>2]=c;return}while(0);if((q|0)==22)if(!d){q=0;f[r>>2]=q;return}else c=a;f[a+12>>2]=0;do{q=c;c=f[c+12>>2]|0;sOb(q)}while((c|0)!=0);c=0;f[r>>2]=c;return}function qmb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+16|0;y=D;z=a+116|0;A=a+120|0;c=f[z>>2]|0;if((f[A>>2]|0)==(c|0)){u=D;return}B=a+124|0;C=a+73|0;x=0;do{r=f[c+(x<<2)>>2]|0;x=x+1|0;s=r+16|0;c=f[s>>2]|0;a:do if(c|0)if(!(b[r+5>>0]|0)){t=r+4|0;v=r+8|0;q=c;do{p=q+12|0;d=f[p>>2]|0;if((d|0)==(c|0))break a;m=q+4|0;n=q+8|0;o=q+16|0;c=d;do{b:do if((f[m>>2]|0)==(f[c+4>>2]|0))if((f[n>>2]|0)==(f[c+8>>2]|0))if((f[c+12>>2]|0)!=(q|0)){d=c+16|0;e=f[d>>2]|0;if((e|0)!=(q|0)){l=f[o>>2]|0;f[o>>2]=e;f[e+12>>2]=q;f[d>>2]=l;f[l+12>>2]=c;f[s>>2]=q;d=pOb(24)|0;f[y>>2]=d;b[d+4>>0]=0;b[d+5>>0]=0;e=d+8|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;e=f[A>>2]|0;if((e|0)==(f[B>>2]|0)){rmb(z,y);i=f[A>>2]|0}else{f[e>>2]=d;i=(f[A>>2]|0)+4|0;f[A>>2]=i}h=f[z>>2]|0;l=f[y>>2]|0;f[l>>2]=(i-h>>2)+-1;f[l+16>>2]=c;e=f[l>>2]|0;d=c;do{f[d>>2]=e;d=f[d+16>>2]|0}while((d|0)!=(c|0));g=f[s>>2]|0;d=c;do{e=smb(d+4|0,g)|0;if((e|0)>-1){w=21;break}d=f[d+12>>2]|0}while((d|0)!=(c|0));if((w|0)==21){w=0;if(!e){d=g;while(1){e=smb(d+4|0,c)|0;if((e|0)>-1){w=27;break}d=f[d+12>>2]|0;if((d|0)==(g|0)){w=26;break}}if((w|0)==26){w=0;c=b[t>>0]|0;b[l+4>>0]=c}else if((w|0)==27){w=0;d=b[t>>0]|0;b[l+4>>0]=d;if(!e){f[l+8>>2]=f[v>>2];if(!(b[C>>0]|0)){c=q;break}k=h;if((i|0)==(h|0)){c=q;break}i=i-h>>2;h=0;while(1){e=f[k+(h<<2)>>2]|0;j=e+8|0;d=f[j>>2]|0;c:do if(!d)d=0;else while(1){if(f[d+16>>2]|0)break c;d=f[d+8>>2]|0;if(!d){d=0;break}}while(0);g=f[e+16>>2]|0;do if((d|0)==(r|0)&(g|0)!=0){d=g;do{e=smb(d+4|0,c)|0;if((e|0)>-1){w=39;break}d=f[d+12>>2]|0}while((d|0)!=(g|0));if((w|0)==39){w=0;if(!e)break}f[j>>2]=l}while(0);h=h+1|0;if(h>>>0>=i>>>0){c=q;break b}}}else c=d}b[t>>0]=c^1;f[l+8>>2]=f[v>>2];f[v>>2]=l;if(!(b[C>>0]|0)){c=q;break}tmb(a,r,l);c=q;break}}b[l+4>>0]=b[t>>0]^1;f[l+8>>2]=r;if(!(b[C>>0]|0))c=q;else{tmb(a,l,r);c=q}}}while(0);c=f[c+12>>2]|0}while((c|0)!=(f[s>>2]|0));q=f[p>>2]|0}while((q|0)!=(c|0))}while(0);c=f[z>>2]|0}while(x>>>0<(f[A>>2]|0)-c>>2>>>0);u=D;return}function rmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function smb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=f[a+4>>2]|0;k=f[a>>2]|0;j=b;a=0;a:while(1){g=j;j=f[j+12>>2]|0;i=f[j+8>>2]|0;if((i|0)==(l|0)){e=f[j+4>>2]|0;if((e|0)==(k|0)){a=-1;m=16;break}c=f[g+8>>2]|0;if((c|0)==(l|0)){if(!((e|0)>(k|0)^(f[g+4>>2]|0)<(k|0))){a=-1;m=16;break}if((i|0)<(l|0)){c=l;m=9}}else m=8}else{c=f[g+8>>2]|0;m=8}if((m|0)==8){m=0;if((c|0)<(l|0)^(i|0)<(l|0))m=9}do if((m|0)==9){m=0;e=f[g+4>>2]|0;g=f[j+4>>2]|0;h=(g|0)>(k|0);if((e|0)<(k|0)){if(!h)break;d=+(i-l|0)*+(e-k|0)-+(c-l|0)*+(g-k|0);if(d!=0.0){a=(i|0)>(c|0)^d>0.0?a:1-a|0;break}else{a=-1;m=16;break a}}if(h){a=1-a|0;break}else{d=+(i-l|0)*+(e-k|0)-+(c-l|0)*+(g-k|0);if(d!=0.0){a=(i|0)>(c|0)^d>0.0?a:1-a|0;break}else{a=-1;m=16;break a}}}while(0);if((j|0)==(b|0)){m=16;break}}if((m|0)==16)return a|0;return 0}function tmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=f[c+8>>2]|0;d=f[a+120>>2]|0;a=f[a+116>>2]|0;l=a;if((d|0)==(a|0))return;m=b+16|0;n=c+16|0;k=d-a>>2;j=0;do{a=f[l+(j<<2)>>2]|0;h=f[a+16>>2]|0;a:do if(!((a|0)==(b|0)|((a|0)==(c|0)|(h|0)==0))){i=a+8|0;g=f[i>>2]|0;b:do if(!g)a=0;else{a=g;while(1){if(f[a+16>>2]|0)break b;a=f[a+8>>2]|0;if(!a){a=0;break}}}while(0);if((a|0)==(c|0)|((a|0)==(o|0)|(a|0)==(b|0))){d=f[m>>2]|0;a=h;while(1){e=smb(a+4|0,d)|0;if((e|0)>-1){p=12;break}a=f[a+12>>2]|0;if((a|0)==(h|0)){a=b;break}}c:do if((p|0)==12){p=0;if(!e){d=f[n>>2]|0;a=h;while(1){e=smb(a+4|0,d)|0;if((e|0)>-1)break;a=f[a+12>>2]|0;if((a|0)==(h|0)){a=c;break c}}if(!e)if((g|0)==(b|0)|(g|0)==(c|0))a=o;else break a;else a=c}else a=b}while(0);f[i>>2]=a}}while(0);j=j+1|0}while(j>>>0<k>>>0);return}function umb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+20|0;c=f[l>>2]|0;if(!c){e=f[a+16>>2]|0;d=f[e+12>>2]|0;a:do if((d|0)==(e|0))c=e;else{c=e;h=f[e+8>>2]|0;b:while(1){i=c+4|0;j=0;c:while(1){g=d;while(1){e=f[g+8>>2]|0;if((e|0)>(h|0))break c;if((e|0)==(h|0)){d=f[g+4>>2]|0;e=f[i>>2]|0;if((d|0)<=(e|0)){if((d|0)<(e|0)){e=h;break c}d=f[g+12>>2]|0;if((d|0)!=(c|0))break}}d=f[g+12>>2]|0;if((d|0)==(c|0))break b;else g=d}j=(f[g+16>>2]|0)==(c|0)?j:g}d=f[g+12>>2]|0;if((d|0)==(g|0)){c=g;break a}else{c=g;h=e}}if(!((j|0)==0|(j|0)==(c|0))){d=c;e=j;do{g=xmb(c,e)|0;d=g?d:e;g=f[d+4>>2]|0;h=f[d+8>>2]|0;while(1){e=f[e+12>>2]|0;if((f[e+4>>2]|0)!=(g|0))continue;if((f[e+8>>2]|0)==(h|0))break}}while((e|0)!=(c|0));c=d}}while(0);f[l>>2]=c}k=b+20|0;d=f[k>>2]|0;if(!d){e=f[b+16>>2]|0;c=f[e+12>>2]|0;d:do if((c|0)==(e|0))d=e;else{d=e;i=f[e+8>>2]|0;e:while(1){h=d+4|0;j=0;f:while(1){g=c;while(1){e=f[g+8>>2]|0;if((e|0)>(i|0))break f;if((e|0)==(i|0)){c=f[g+4>>2]|0;e=f[h>>2]|0;if((c|0)<=(e|0)){if((c|0)<(e|0)){e=i;break f}c=f[g+12>>2]|0;if((c|0)!=(d|0))break}}c=f[g+12>>2]|0;if((c|0)==(d|0))break e;else g=c}j=(f[g+16>>2]|0)==(d|0)?j:g}c=f[g+12>>2]|0;if((c|0)==(g|0)){d=g;break d}else{d=g;i=e}}if(!((j|0)==0|(j|0)==(d|0))){c=d;e=j;do{g=xmb(d,e)|0;c=g?c:e;g=f[c+4>>2]|0;h=f[c+8>>2]|0;while(1){e=f[e+12>>2]|0;if((f[e+4>>2]|0)!=(g|0))continue;if((f[e+8>>2]|0)==(h|0))break}}while((e|0)!=(d|0));d=c}}while(0);f[k>>2]=d;c=f[l>>2]|0}e=f[c+8>>2]|0;g=f[d+8>>2]|0;if((e|0)>(g|0)){b=a;return b|0}if((e|0)<(g|0))return b|0;e=f[c+4>>2]|0;g=f[d+4>>2]|0;if((e|0)<(g|0)){b=a;return b|0}if((e|0)>(g|0))return b|0;if((f[c+12>>2]|0)==(c|0))return b|0;if((f[d+12>>2]|0)==(d|0)){b=a;return b|0}l=xmb(c,d)|0;b=l?a:b;return b|0}function vmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+32|0;x=B+24|0;s=B+16|0;t=B+12|0;v=B+8|0;w=B;q=f[b>>2]|0;A=b+4|0;m=f[A>>2]|0;z=q+4|0;j=f[q+8>>2]|0;i=b+8|0;if((j|0)!=(f[b+12>>2]|0)){r=q+12|0;a=f[r>>2]|0;g=a+4|0;h=f[g>>2]|0;e=f[z>>2]|0;a:do if((h|0)==(e|0))while(1){if((a|0)==(q|0)?1:(f[a+8>>2]|0)!=(j|0)){h=a;a=g;break a}a=f[a+12>>2]|0;g=a+4|0;if((f[g>>2]|0)!=(h|0)){h=a;a=g;break}}else{h=a;a=g}while(0);if((f[h+8>>2]|0)>(j|0))y=42;else{v=z;g=f[v>>2]|0;w=a;x=f[w>>2]|0;w=f[w+4>>2]|0;e=i;a=f[e>>2]|0;e=f[e+4>>2]|0;if((X(x-a|0,(f[v+4>>2]|0)-w|0)|0)==(X(w-e|0,g-x|0)|0))p=0;else{e=g;y=42}}if((y|0)==42){h=q;do{h=f[h+16>>2]|0;a=h+4|0;g=f[h+8>>2]|0;if((f[a>>2]|0)!=(e|0))break}while(!((h|0)==(q|0)|(g|0)!=(j|0)));if((g|0)>(j|0)){b=0;u=B;return b|0}w=z;v=a;x=f[v>>2]|0;v=f[v+4>>2]|0;e=i;a=f[e>>2]|0;e=f[e+4>>2]|0;if((X(x-a|0,(f[w+4>>2]|0)-v|0)|0)==(X(v-e|0,(f[w>>2]|0)-x|0)|0))p=1;else{b=0;u=B;return b|0}}n=m+12|0;g=f[n>>2]|0;i=g+4|0;o=m+4|0;j=f[i>>2]|0;k=f[o>>2]|0;l=f[m+8>>2]|0;b:do if((j|0)==(k|0))while(1){if((g|0)==(m|0)?1:(f[g+8>>2]|0)!=(l|0)){j=g;break b}g=f[g+12>>2]|0;i=g+4|0;if((f[i>>2]|0)!=(j|0)){j=g;break}}else j=g;while(0);if((f[j+8>>2]|0)>(l|0))y=52;else{v=o;g=f[v>>2]|0;w=i;x=f[w>>2]|0;w=f[w+4>>2]|0;if((X(x-a|0,(f[v+4>>2]|0)-w|0)|0)==(X(w-e|0,g-x|0)|0)){a=j;e=0}else{k=g;y=52}}if((y|0)==52){g=m;do{g=f[g+16>>2]|0;i=g+4|0;j=f[g+8>>2]|0;if((f[i>>2]|0)!=(k|0))break}while(!((g|0)==(m|0)|(j|0)!=(l|0)));if((j|0)>(l|0)){b=0;u=B;return b|0}x=o;w=i;y=f[w>>2]|0;w=f[w+4>>2]|0;if((X(y-a|0,(f[x+4>>2]|0)-w|0)|0)==(X(w-e|0,(f[x>>2]|0)-y|0)|0)){a=g;e=1}else{b=0;u=B;return b|0}}if((h|0)==(a|0)|((h|0)==(q|0)|(a|0)==(m|0))){b=0;u=B;return b|0}if(!((c|0)!=(d|0)|p^e)){b=0;u=B;return b|0}a=pOb(20)|0;c=z;d=f[c+4>>2]|0;z=a+4|0;f[z>>2]=f[c>>2];f[z+4>>2]=d;f[a>>2]=f[q>>2];if(p){c=q+16|0;z=f[c>>2]|0;f[a+16>>2]=z;d=a+12|0;f[d>>2]=q;f[z+12>>2]=a;f[c>>2]=a;z=pOb(20)|0;w=o;x=f[w+4>>2]|0;y=z+4|0;f[y>>2]=f[w>>2];f[y+4>>2]=x;f[z>>2]=f[m>>2];y=f[n>>2]|0;f[z+12>>2]=y;f[y+16>>2]=z;f[c>>2]=m;f[n>>2]=q;f[d>>2]=z;f[z+16>>2]=a;f[b>>2]=q;f[A>>2]=a;b=1;u=B;return b|0}else{z=f[r>>2]|0;f[a+12>>2]=z;d=a+16|0;f[d>>2]=q;f[z+16>>2]=a;f[r>>2]=a;z=pOb(20)|0;x=o;y=f[x+4>>2]|0;c=z+4|0;f[c>>2]=f[x>>2];f[c+4>>2]=y;f[z>>2]=f[m>>2];c=m+16|0;y=f[c>>2]|0;f[z+16>>2]=y;f[y+12>>2]=z;f[r>>2]=m;f[c>>2]=q;f[d>>2]=z;f[z+12>>2]=a;f[b>>2]=q;f[A>>2]=a;b=1;u=B;return b|0}}g=f[i>>2]|0;if((g|0)==(f[z>>2]|0))if((g|0)==(f[m+4>>2]|0))if((j|0)==(f[m+8>>2]|0)){if((c|0)==(d|0))a=q;else{b=0;u=B;return b|0}do{a=f[a+12>>2]|0;if((a|0)==(q|0)){a=q;break}if((f[a+4>>2]|0)!=(g|0))break}while((f[a+8>>2]|0)==(j|0));e=(f[a+8>>2]|0)>(j|0);a=m;do{a=f[a+12>>2]|0;if((a|0)==(m|0)){a=m;break}if((f[a+4>>2]|0)!=(g|0))break}while((f[a+8>>2]|0)==(j|0));if(!(e^(f[a+8>>2]|0)>(j|0))){b=0;u=B;return b|0}k=pOb(20)|0;c=z;d=f[c+4>>2]|0;z=k+4|0;f[z>>2]=f[c>>2];f[z+4>>2]=d;f[k>>2]=f[q>>2];if(e){h=q+16|0;i=f[h>>2]|0;f[k+16>>2]=i;e=k+12|0;f[e>>2]=q;f[i+12>>2]=k;f[h>>2]=k;i=pOb(20)|0;a=m+4|0;j=f[a+4>>2]|0;g=i+4|0;f[g>>2]=f[a>>2];f[g+4>>2]=j;f[i>>2]=f[m>>2];g=m+12|0;j=f[g>>2]|0;f[i+12>>2]=j;a=i+16|0;f[a>>2]=m;j=j+16|0}else{h=q+12|0;i=f[h>>2]|0;f[k+12>>2]=i;e=k+16|0;f[e>>2]=q;f[i+16>>2]=k;f[h>>2]=k;i=pOb(20)|0;a=m+4|0;j=f[a+4>>2]|0;g=i+4|0;f[g>>2]=f[a>>2];f[g+4>>2]=j;f[i>>2]=f[m>>2];g=m+16|0;j=f[g>>2]|0;f[i+16>>2]=j;a=i+12|0;f[a>>2]=m;j=j+12|0}f[j>>2]=i;f[h>>2]=m;f[g>>2]=q;f[e>>2]=i;f[a>>2]=k;f[b>>2]=q;f[A>>2]=k;b=1;u=B;return b|0}else r=q;else r=q;else r=q;while(1){a=f[r+16>>2]|0;if((a|0)==(m|0)|((a|0)==(q|0)?1:(f[a+8>>2]|0)!=(j|0))){a=j;break}else r=a}while(1){e=f[q+12>>2]|0;z=a;a=f[e+8>>2]|0;g=(e|0)==(r|0);if(!((e|0)!=(m|0)&((g|(a|0)!=(z|0))^1)))break;else q=e}o=r+4|0;p=q+4|0;if(g|(e|0)==(m|0)){b=0;u=B;return b|0}e=f[m+8>>2]|0;n=m;while(1){a=f[n+16>>2]|0;if((a|0)==(q|0)|((a|0)==(m|0)?1:(f[a+8>>2]|0)!=(e|0)))break;else n=a}while(1){a=f[m+12>>2]|0;z=e;e=f[a+8>>2]|0;g=(a|0)==(n|0);if(!((a|0)!=(r|0)&((g|(e|0)!=(z|0))^1)))break;else m=a}k=n+4|0;l=m+4|0;if(g|(a|0)==(r|0)){b=0;u=B;return b|0}h=f[o>>2]|0;i=f[p>>2]|0;j=f[k>>2]|0;e=f[l>>2]|0;f[x>>2]=h;f[s>>2]=i;f[t>>2]=j;f[v>>2]=e;a=(j|0)<(e|0);do if((h|0)<(i|0))if(a){g=(h|0)<(j|0)?j:h;a=(e|0)<(i|0)?v:s;break}else{g=(h|0)<(e|0)?e:h;a=(j|0)<(i|0)?t:s;break}else if(a){g=(i|0)<(j|0)?j:i;a=(e|0)<(h|0)?v:x;break}else{g=(i|0)<(e|0)?e:i;a=(j|0)<(h|0)?t:x;break}while(0);a=f[a>>2]|0;if((g|0)>=(a|0)){b=0;u=B;return b|0}if((h|0)<(g|0)|(h|0)>(a|0))if((j|0)<(g|0)|(j|0)>(a|0)){a=(i|0)<(g|0)|(i|0)>(a|0);e=a?k:o;g=a?l:p;a=a?l:p}else{e=l;g=k;a=k}else{e=p;g=o;a=o}d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;z=(f[g>>2]|0)>(f[e>>2]|0);f[b>>2]=r;f[A>>2]=n;b=w;f[b>>2]=c;f[b+4>>2]=d;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];b=wmb(r,q,n,m,x,z)|0;u=B;return b|0}function wmb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=(f[a+4>>2]|0)<=(f[b+4>>2]|0);n=(f[c+4>>2]|0)<=(f[d+4>>2]|0);if(!(q^n)){g=0;return g|0}m=f[e>>2]|0;p=e+4|0;do if(q){b=a;while(1){d=f[b+12>>2]|0;a=f[d+4>>2]|0;if((a|0)>(m|0))break;if((a|0)<(f[b+4>>2]|0))break;if((f[d+8>>2]|0)==(f[p>>2]|0))b=d;else break}if(g)b=(f[b+4>>2]|0)==(m|0)?b:d;l=pOb(20)|0;j=l+4|0;i=b+4|0;h=f[i>>2]|0;i=f[i+4>>2]|0;k=j;f[k>>2]=h;f[k+4>>2]=i;k=f[b>>2]|0;f[l>>2]=k;if(g){d=b+16|0;a=f[d>>2]|0;f[l+16>>2]=a;f[l+12>>2]=b;a=a+12|0}else{d=b+12|0;a=f[d>>2]|0;f[l+12>>2]=a;f[l+16>>2]=b;a=a+16|0}f[a>>2]=l;f[d>>2]=l;if((m|0)==(h|0))if((f[p>>2]|0)==(i|0)){a=l;o=b;h=m;break}m=e;h=f[m>>2]|0;m=f[m+4>>2]|0;a=j;f[a>>2]=h;f[a+4>>2]=m;a=pOb(20)|0;o=a+4|0;f[o>>2]=h;f[o+4>>2]=m;f[a>>2]=k;if(g){b=l+16|0;d=f[b>>2]|0;f[a+16>>2]=d;f[a+12>>2]=l;d=d+12|0}else{b=l+12|0;d=f[b>>2]|0;f[a+12>>2]=d;f[a+16>>2]=l;d=d+16|0}f[d>>2]=a;f[b>>2]=a;o=l}else{b=a;while(1){d=f[b+12>>2]|0;a=f[d+4>>2]|0;if((a|0)<(m|0))break;if((a|0)>(f[b+4>>2]|0))break;if((f[d+8>>2]|0)==(f[p>>2]|0))b=d;else break}if(!g)b=(f[b+4>>2]|0)==(m|0)?b:d;l=pOb(20)|0;j=l+4|0;i=b+4|0;h=f[i>>2]|0;i=f[i+4>>2]|0;k=j;f[k>>2]=h;f[k+4>>2]=i;k=f[b>>2]|0;f[l>>2]=k;if(g){d=b+12|0;a=f[d>>2]|0;f[l+12>>2]=a;f[l+16>>2]=b;a=a+16|0}else{d=b+16|0;a=f[d>>2]|0;f[l+16>>2]=a;f[l+12>>2]=b;a=a+12|0}f[a>>2]=l;f[d>>2]=l;if((m|0)==(h|0))if((f[p>>2]|0)==(i|0)){a=l;o=b;h=m;break}m=e;h=f[m>>2]|0;m=f[m+4>>2]|0;a=j;f[a>>2]=h;f[a+4>>2]=m;a=pOb(20)|0;o=a+4|0;f[o>>2]=h;f[o+4>>2]=m;f[a>>2]=k;if(g){b=l+12|0;d=f[b>>2]|0;f[a+12>>2]=d;f[a+16>>2]=l;d=d+16|0}else{b=l+16|0;d=f[b>>2]|0;f[a+16>>2]=d;f[a+12>>2]=l;d=d+12|0}f[d>>2]=a;f[b>>2]=a;o=l}while(0);do if(n){while(1){b=f[c+12>>2]|0;d=f[b+4>>2]|0;if((d|0)>(h|0))break;if((d|0)<(f[c+4>>2]|0))break;if((f[b+8>>2]|0)==(f[p>>2]|0))c=b;else break}if(g)c=(f[c+4>>2]|0)==(h|0)?c:b;m=pOb(20)|0;i=m+4|0;k=c+4|0;j=f[k>>2]|0;k=f[k+4>>2]|0;l=i;f[l>>2]=j;f[l+4>>2]=k;l=f[c>>2]|0;f[m>>2]=l;if(g){b=c+16|0;d=f[b>>2]|0;f[m+16>>2]=d;f[m+12>>2]=c;d=d+12|0}else{b=c+12|0;d=f[b>>2]|0;f[m+12>>2]=d;f[m+16>>2]=c;d=d+16|0}f[d>>2]=m;f[b>>2]=m;if((h|0)==(j|0))if((f[p>>2]|0)==(k|0)){d=m;break}p=e;n=f[p>>2]|0;p=f[p+4>>2]|0;d=i;f[d>>2]=n;f[d+4>>2]=p;d=pOb(20)|0;e=d+4|0;f[e>>2]=n;f[e+4>>2]=p;f[d>>2]=l;if(g){c=m+16|0;b=f[c>>2]|0;f[d+16>>2]=b;f[d+12>>2]=m;b=b+12|0}else{c=m+12|0;b=f[c>>2]|0;f[d+12>>2]=b;f[d+16>>2]=m;b=b+16|0}f[b>>2]=d;f[c>>2]=d;c=m}else{while(1){b=f[c+12>>2]|0;d=f[b+4>>2]|0;if((d|0)<(h|0))break;if((d|0)>(f[c+4>>2]|0))break;if((f[b+8>>2]|0)==(f[p>>2]|0))c=b;else break}if(!g)c=(f[c+4>>2]|0)==(h|0)?c:b;m=pOb(20)|0;i=m+4|0;k=c+4|0;j=f[k>>2]|0;k=f[k+4>>2]|0;l=i;f[l>>2]=j;f[l+4>>2]=k;l=f[c>>2]|0;f[m>>2]=l;if(g){b=c+12|0;d=f[b>>2]|0;f[m+12>>2]=d;f[m+16>>2]=c;d=d+16|0}else{b=c+16|0;d=f[b>>2]|0;f[m+16>>2]=d;f[m+12>>2]=c;d=d+12|0}f[d>>2]=m;f[b>>2]=m;if((h|0)==(j|0))if((f[p>>2]|0)==(k|0)){d=m;break}p=e;n=f[p>>2]|0;p=f[p+4>>2]|0;d=i;f[d>>2]=n;f[d+4>>2]=p;d=pOb(20)|0;e=d+4|0;f[e>>2]=n;f[e+4>>2]=p;f[d>>2]=l;if(g){c=m+12|0;b=f[c>>2]|0;f[d+12>>2]=b;f[d+16>>2]=m;b=b+16|0}else{c=m+16|0;b=f[c>>2]|0;f[d+16>>2]=b;f[d+12>>2]=m;b=b+12|0}f[b>>2]=d;f[c>>2]=d;c=m}while(0);if(q^g){f[o+12>>2]=c;f[c+16>>2]=o;f[a+16>>2]=d;c=d+12|0}else{f[o+16>>2]=c;f[c+12>>2]=o;f[a+12>>2]=d;c=d+16|0}f[c>>2]=a;g=1;return g|0}function xmb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0.0,m=0.0;e=a+4|0;g=f[e>>2]|0;k=a+8|0;d=a;do{d=f[d+16>>2]|0;h=d+4|0;if((f[h>>2]|0)!=(g|0))break}while(!((d|0)==(a|0)?1:(f[d+8>>2]|0)!=(f[k>>2]|0)));i=e;g=f[i>>2]|0;i=f[i+4>>2]|0;d=h;e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);m=+K(+c);e=a;do{e=f[e+12>>2]|0;d=e+4|0;if((f[d>>2]|0)!=(g|0))break}while(!((e|0)==(a|0)?1:(f[e+8>>2]|0)!=(f[k>>2]|0)));e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);l=+K(+c);e=b+4|0;g=f[e>>2]|0;k=b+8|0;d=b;do{d=f[d+16>>2]|0;h=d+4|0;if((f[h>>2]|0)!=(g|0))break}while(!((d|0)==(b|0)?1:(f[d+8>>2]|0)!=(f[k>>2]|0)));i=e;g=f[i>>2]|0;i=f[i+4>>2]|0;d=h;e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);j=+K(+c);e=b;do{e=f[e+12>>2]|0;d=e+4|0;if((f[d>>2]|0)!=(g|0))break}while(!((e|0)==(b|0)?1:(f[e+8>>2]|0)!=(f[k>>2]|0)));e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);c=+K(+c);if((m<l?l:m)==(j<c?c:j))if((l<m?l:m)==(c<j?c:j)){if(!a){a=0;return a|0}else{c=0.0;d=a}do{b=f[d+16>>2]|0;c=c+ +((f[d+4>>2]|0)+(f[b+4>>2]|0)|0)*+((f[b+8>>2]|0)-(f[d+8>>2]|0)|0);d=f[d+12>>2]|0}while((d|0)!=(a|0));a=c*.5>0.0;return a|0}if(!(!(m>=j)|!(m>=c))){a=1;return a|0}if(!(l>=j)){a=0;return a|0}a=l>=c;return a|0}function ymb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+16|0;h=q;c=f[b+56>>2]|0;d=f[b+16>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[b+20>>2]|0))if(!(f[c+64>>2]|0))m=7;else m=4;else m=4;else m=4;if((m|0)==4){c=f[b+60>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[b+20>>2]|0))if(!(f[c+64>>2]|0))m=7}do if((m|0)==7){k=c+52|0;if((f[k>>2]|0)!=-2){n=c+68|0;o=c+72|0;if((f[n>>2]|0)==(f[o>>2]|0))if(!(+p[c+24>>3]==-1.e+40))break;l=b+68|0;d=f[l>>2]|0;if((d|0)!=(c|0)&(d|0)!=0){e=b+16|0;g=a+76|0;do{Dmb(a,b,d,e);Emb(g,b,d);d=f[l>>2]|0}while((d|0)!=(c|0)&(d|0)!=0)}g=b+52|0;e=f[g>>2]|0;if((e|0)==-1)if((f[k>>2]|0)==-1){e=b+72|0;g=f[e>>2]|0;h=(g|0)!=0;i=(d|0)!=0;j=a+128|0;if(i|h)m=24;else if((f[j>>2]|0)==(b|0))m=24;if((m|0)==24){f[(h?g+68|0:j)>>2]=d;if(i)f[d+72>>2]=g;f[l>>2]=0;f[e>>2]=0}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}else e=0;else if((e|0)>-1)if((f[k>>2]|0)>-1){d=b+16|0;Amb(a,b,d)|0;if(!(f[c+40>>2]|0))Amb(a,c,d)|0;d=f[g>>2]|0;e=f[k>>2]|0;do if((d|0)==(e|0)){f[g>>2]=-1;f[k>>2]=-1}else if((d|0)<(e|0)){Fmb(a,b,c);break}else{Fmb(a,c,b);break}while(0);d=b+72|0;e=f[d>>2]|0;g=f[l>>2]|0;h=(e|0)!=0;i=(g|0)!=0;j=a+128|0;if(h|i)m=43;else if((f[j>>2]|0)==(b|0))m=43;if((m|0)==43){f[(h?e+68|0:j)>>2]=g;if(i)f[g+72>>2]=e;f[l>>2]=0;f[d>>2]=0}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}else e=1;else e=0;if(f[b+40>>2]|0){o=m3a(260024,239785,14)|0;vEb(h,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(h,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(h);OEb(o,n)|0;AEb(o)|0;o=0;u=q;return o|0}if(e){Amb(a,b,b+16|0)|0;f[g>>2]=-1;d=f[l>>2]|0}e=b+72|0;g=f[e>>2]|0;h=(g|0)!=0;i=(d|0)!=0;j=a+128|0;if(h|i)m=56;else if((f[j>>2]|0)==(b|0))m=56;if((m|0)==56){f[(h?g+68|0:j)>>2]=d;if(i)f[d+72>>2]=g;f[l>>2]=0;f[e>>2]=0}if((f[k>>2]|0)>-1){Amb(a,c,b+16|0)|0;f[k>>2]=-1}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}}while(0);if((f[b+52>>2]|0)>-1)Amb(a,b,b+16|0)|0;d=b+72|0;e=f[d>>2]|0;g=b+68|0;h=f[g>>2]|0;i=(e|0)!=0;j=(h|0)!=0;c=a+128|0;if(!(i|j))if((f[c>>2]|0)!=(b|0)){o=1;u=q;return o|0}f[(i?e+68|0:c)>>2]=h;if(j)f[h+72>>2]=e;f[g>>2]=0;f[d>>2]=0;o=1;u=q;return o|0}function zmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;g=h;c=f[b>>2]|0;e=f[c+64>>2]|0;if(!e){a=m3a(260024,239753,31)|0;vEb(g,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);e=XFb(g,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(g);OEb(a,e)|0;AEb(a)|0;g=0;u=h;return g|0}f[e+52>>2]=f[c+52>>2];d=f[c+72>>2]|0;c=f[c+68>>2]|0;f[(d|0?d+68|0:a+52|0)>>2]=e;if(c|0)f[c+72>>2]=f[(f[b>>2]|0)+64>>2];j=f[b>>2]|0;e=f[j+64>>2]|0;f[e+36>>2]=f[j+36>>2];f[e+40>>2]=f[j+40>>2];f[e+44>>2]=f[j+44>>2];f[e+48>>2]=f[j+48>>2];f[b>>2]=e;j=e;i=f[j+4>>2]|0;e=e+8|0;f[e>>2]=f[j>>2];f[e+4>>2]=i;f[(f[b>>2]|0)+72>>2]=d;f[(f[b>>2]|0)+68>>2]=c;c=f[b>>2]|0;if(+p[c+24>>3]==-1.e+40){j=1;u=h;return j|0}c=f[c+20>>2]|0;f[g>>2]=c;e=a+56|0;b=a+60|0;d=f[b>>2]|0;if((d|0)==(f[a+64>>2]|0)){Zlb(e,g);b=f[b>>2]|0}else{f[d>>2]=c;j=d+4|0;f[b>>2]=j;b=j}g=f[e>>2]|0;c=b-g|0;if((c|0)>4){d=((c>>>2)+-2|0)/2|0;e=g+(d<<2)|0;c=b+-4|0;b=f[e>>2]|0;a=f[c>>2]|0;if((b|0)<(a|0)){while(1){f[c>>2]=b;if(!d)break;d=(d+-1|0)/2|0;c=g+(d<<2)|0;b=f[c>>2]|0;if((b|0)>=(a|0))break;else{j=e;e=c;c=j}}f[e>>2]=a}}j=1;u=h;return j|0}function Amb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;j=l;k=c+52|0;e=f[k>>2]|0;if((e|0)>=0){h=f[(f[a+116>>2]|0)+(e<<2)>>2]|0;a=h+16|0;i=f[a>>2]|0;g=(f[c+36>>2]|0)==1;if(g){if((f[d>>2]|0)==(f[i+4>>2]|0))if((f[d+4>>2]|0)==(f[i+8>>2]|0)){k=i;u=l;return k|0}}else{e=f[i+16>>2]|0;if((f[d>>2]|0)==(f[e+4>>2]|0))if((f[d+4>>2]|0)==(f[e+8>>2]|0)){k=e;u=l;return k|0}}e=pOb(20)|0;k=e+4|0;f[k>>2]=0;f[e+8>>2]=0;f[e>>2]=f[h>>2];c=d;d=f[c+4>>2]|0;f[k>>2]=f[c>>2];f[k+4>>2]=d;f[e+12>>2]=i;k=i+16|0;d=f[k>>2]|0;f[e+16>>2]=d;f[d+12>>2]=e;f[k>>2]=e;if(!g){k=e;u=l;return k|0}f[a>>2]=e;k=e;u=l;return k|0}h=pOb(24)|0;f[j>>2]=h;b[h+4>>0]=0;b[h+5>>0]=0;g=h+8|0;i=a+116|0;e=a+120|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;g=f[e>>2]|0;if((g|0)==(f[a+124>>2]|0)){rmb(i,j);e=f[e>>2]|0}else{f[g>>2]=h;a=(f[e>>2]|0)+4|0;f[e>>2]=a;e=a}a=f[i>>2]|0;j=f[j>>2]|0;f[j>>2]=(e-a>>2)+-1;h=j+5|0;b[h>>0]=(f[c+40>>2]|0)==0&1;i=pOb(20)|0;m=i+4|0;f[m>>2]=0;f[i+8>>2]=0;f[j+16>>2]=i;f[i>>2]=f[j>>2];e=d;g=f[e+4>>2]|0;d=m;f[d>>2]=f[e>>2];f[d+4>>2]=g;f[i+12>>2]=i;f[i+16>>2]=i;if(!(b[h>>0]|0)){g=f[c+72>>2]|0;if(!g){e=0;g=0}else{e=0;a:do{while(1){h=f[g+52>>2]|0;if((h|0)>-1)if(f[g+40>>2]|0)break;g=f[g+72>>2]|0;if(!g)break a}if(!e)e=g;else e=(f[e+52>>2]|0)==(h|0)?0:e;g=f[g+72>>2]|0}while((g|0)!=0);if(!e){e=0;g=0}else{g=f[a+(f[e+52>>2]<<2)>>2]|0;e=b[g+4>>0]^1}}f[j+8>>2]=g;b[j+4>>0]=e}f[k>>2]=f[j>>2];m=i;u=l;return m|0}function Bmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Cmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;l=p+20|0;k=p+16|0;i=p+12|0;j=p+8|0;n=p+4|0;o=p;switch(c|0){case 1:case 0:{a=f[a>>2]|0;u=p;return a|0}case 2:{h=f[f[b>>2]>>2]|0;f[b>>2]=h;e=f[a>>2]|0;g=h;if((f[h+8>>2]|0)>=(f[e+8>>2]|0)){a=e;u=p;return a|0}a=g+4|0;o=f[g>>2]|0;f[o+4>>2]=f[a>>2];f[f[a>>2]>>2]=o;o=f[e>>2]|0;f[o+4>>2]=g;f[h>>2]=o;f[e>>2]=g;f[a>>2]=e;a=f[b>>2]|0;u=p;return a|0}default:{m=c>>>1;e=f[a>>2]|0;h=e;if(m){g=m;while(1){e=f[e+4>>2]|0;if((g|0)>1)g=g+-1|0;else break}}g=e;f[i>>2]=h;f[j>>2]=g;f[k>>2]=f[i>>2];f[l>>2]=f[j>>2];e=Cmb(k,l,m,d)|0;f[a>>2]=e;f[n>>2]=g;b=f[b>>2]|0;f[o>>2]=b;f[k>>2]=f[n>>2];f[l>>2]=f[o>>2];j=Cmb(k,l,c-m|0,d)|0;i=f[e+8>>2]|0;n=b;if((f[j+8>>2]|0)<(i|0)){g=f[j+4>>2]|0;h=g;a:do if((n|0)==(h|0))h=n;else while(1){if((f[g+8>>2]|0)>=(i|0))break a;g=f[h+4>>2]|0;h=g;if((n|0)==(h|0)){h=n;break}}while(0);o=f[h>>2]|0;b=o+4|0;h=f[j>>2]|0;f[h+4>>2]=f[b>>2];f[f[b>>2]>>2]=h;h=f[e+4>>2]|0;d=f[e>>2]|0;f[d+4>>2]=j;f[j>>2]=d;f[e>>2]=o;f[b>>2]=e;e=j}else{h=f[e+4>>2]|0;g=j}f[a>>2]=h;j=h;i=g;if((j|0)==(i|0)){a=e;u=p;return a|0}else{d=g;m=g;g=j}b:while(1){c=m;if((n|0)==(c|0)){g=23;break}j=f[m+8>>2]|0;while(1){if((j|0)<(f[h+8>>2]|0))break;h=f[g+4>>2]|0;f[a>>2]=h;g=h;if((i|0)==(g|0)){g=23;break b}}j=f[c+4>>2]|0;k=j;c:do if((n|0)==(k|0))h=n;else{l=f[h+8>>2]|0;h=k;while(1){if((f[j+8>>2]|0)>=(l|0))break c;j=f[h+4>>2]|0;h=j;if((n|0)==(h|0)){h=n;break}}}while(0);o=f[h>>2]|0;b=o+4|0;h=f[c>>2]|0;f[h+4>>2]=f[b>>2];f[f[b>>2]>>2]=h;h=f[g+4>>2]|0;d=(i|0)==(c|0)?j:d;l=f[g>>2]|0;f[l+4>>2]=c;f[m>>2]=l;f[g>>2]=o;f[b>>2]=g;f[a>>2]=h;g=h;i=d;if((g|0)==(i|0)){g=23;break}else m=j}if((g|0)==23){u=p;return e|0}}}return 0}function Dmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=b+52|0;p=f[v>>2]|0;r=(p|0)>-1;w=c+52|0;q=f[w>>2]|0;u=(q|0)>-1;l=f[b+40>>2]|0;h=(l|0)==0;o=c+40|0;e=f[o>>2]|0;g=(e|0)==0;if(h){if(g)return}else if(g)e=0;else{s=f[b+32>>2]|0;n=f[c+32>>2]|0;t=(s|0)==(n|0);do if(t){j=a+68|0;k=a+64|0;i=(s|0)==0?j:k;g=b+44|0;h=f[g>>2]|0;if(!(f[i>>2]|0)){e=c+44|0;f[g>>2]=f[e>>2];f[e>>2]=h;h=i;g=j;e=k;break}e=h+e|0;f[g>>2]=(e|0)==0?0-h|0:e;g=c+44|0;h=f[g>>2]|0;e=h-l|0;if(!e){f[g>>2]=0-h;h=i;g=j;e=k;break}else{f[g>>2]=e;h=i;g=j;e=k;break}}else{i=a+68|0;j=a+64|0;g=b+48|0;h=f[g>>2]|0;f[g>>2]=(f[((n|0)==0?i:j)>>2]|0)==0?(h|0)==0&1:h+e|0;e=(s|0)==0?i:j;g=c+48|0;h=f[g>>2]|0;if(!(f[e>>2]|0)){f[g>>2]=(h|0)==0&1;h=e;g=i;e=j;break}else{f[g>>2]=h-l;h=e;g=i;e=j;break}}while(0);m=(s|0)==0;l=f[(m?e:g)>>2]|0;n=(n|0)==0;k=f[(n?e:g)>>2]|0;e=f[(n?g:e)>>2]|0;switch(f[h>>2]|0){case 2:{g=f[b+44>>2]|0;break}case 3:{g=0-(f[b+44>>2]|0)|0;break}default:{g=f[b+44>>2]|0;g=(g|0)<0?0-g|0:g}}switch(e|0){case 2:{j=f[c+44>>2]|0;break}case 3:{j=0-(f[c+44>>2]|0)|0;break}default:{j=f[c+44>>2]|0;j=(j|0)<0?0-j|0:j}}if((q|p|0)>=0){do if((j|g)>>>0<=1){if(!t)if((f[a+40>>2]|0)!=3)break;Amb(a,b,d)|0;Amb(a,c,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}while(0);Amb(a,b,d)|0;if(!(f[o>>2]|0))Amb(a,c,d)|0;e=f[v>>2]|0;g=f[w>>2]|0;if((e|0)==(g|0)){f[v>>2]=-1;f[w>>2]=-1;return}if((e|0)<(g|0)){Fmb(a,b,c);return}else{Fmb(a,c,b);return}}if(r){if(j>>>0>=2)return;Amb(a,b,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}i=(g|0)==1;e=g>>>0<2;if(u){if(!e)return;Amb(a,c,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}if(!e)return;h=(j|0)==1;if(j>>>0>=2)return;switch(l|0){case 2:{g=f[b+48>>2]|0;break}case 3:{g=0-(f[b+48>>2]|0)|0;break}default:{g=f[b+48>>2]|0;g=(g|0)<0?0-g|0:g}}switch(k|0){case 2:{e=f[c+48>>2]|0;break}case 3:{e=0-(f[c+48>>2]|0)|0;break}default:{e=f[c+48>>2]|0;e=(e|0)<0?0-e|0:e}}if(!t){Gmb(a,b,c,d)|0;return}if(!(i&h)){a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;return}switch(f[a+40>>2]|0){case 0:{if(!((g|0)>0&(e|0)>0))return;Gmb(a,b,c,d)|0;return}case 1:{if(!((g|0)<1&(e|0)<1))return;Gmb(a,b,c,d)|0;return}case 2:{if(!((e|0)>0&((g|0)>0&(s|0)==1)))if(!((e|0)<1&((g|0)<1&m)))return;Gmb(a,b,c,d)|0;return}case 3:{Gmb(a,b,c,d)|0;return}default:return}}if((f[b+32>>2]|0)==(f[c+32>>2]|0)){if((l|0)==(e|0))return;if((f[a+40>>2]|0)!=1)return;if(h){if(!u)return;Amb(a,b,d)|0;if(!r)return;f[v>>2]=-1;return}else{if(!r)return;Amb(a,c,d)|0;if(!u)return;f[w>>2]=-1;return}}do if(h){t=f[c+44>>2]|0;if((((t|0)>-1?t:0-t|0)|0)==1){if((f[a+40>>2]|0)==1)if(f[c+48>>2]|0)break;Amb(a,b,d)|0;if(!r)return;f[v>>2]=-1;return}}while(0);if(e|0)return;v=f[b+44>>2]|0;if((((v|0)>-1?v:0-v|0)|0)!=1)return;if((f[a+40>>2]|0)==1)if(f[b+48>>2]|0)return;Amb(a,c,d)|0;if(!u)return;f[w>>2]=-1;return}function Emb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=b+68|0;i=f[h>>2]|0;l=b+72|0;d=f[l>>2]|0;if((i|0)==(d|0))return;k=c+68|0;g=f[k>>2]|0;j=c+72|0;e=f[j>>2]|0;if((g|0)==(e|0))return;if((i|0)==(c|0)){if(g){f[g+72>>2]=b;d=f[l>>2]|0}if(d|0)f[d+68>>2]=c;f[j>>2]=d;f[k>>2]=b;f[l>>2]=c;f[h>>2]=g;d=f[j>>2]|0}else{if((g|0)==(b|0)){if(!i)d=e;else{f[i+72>>2]=c;d=f[j>>2]|0}if(d|0)f[d+68>>2]=b;f[l>>2]=d;f[h>>2]=c;f[j>>2]=b;f[k>>2]=i;d=b}else{f[h>>2]=g;if(g){f[g+72>>2]=b;e=f[j>>2]|0}f[l>>2]=e;if(e|0)f[e+68>>2]=b;f[k>>2]=i;if(i|0)f[i+72>>2]=c;f[j>>2]=d;if(!d)d=0;else f[d+68>>2]=c}if(!(f[l>>2]|0)){f[a+52>>2]=b;return}}if(d|0)return;f[a+52>>2]=c;return}function Fmb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;o=c+52|0;r=f[a+116>>2]|0;s=f[r+(f[o>>2]<<2)>>2]|0;p=d+52|0;r=f[r+(f[p>>2]<<2)>>2]|0;e=s;while(1){e=f[e+8>>2]|0;if((e|0)==(r|0)){m=r;break}if(!e){e=r;t=4;break}}a:do if((t|0)==4){while(1){t=0;e=f[e+8>>2]|0;if((e|0)==(s|0)){m=s;break a}if(!e)break;else t=4}m=umb(s,r)|0}while(0);h=s+16|0;i=f[h>>2]|0;j=i+16|0;k=f[j>>2]|0;n=r+16|0;e=f[n>>2]|0;g=e+16|0;l=f[g>>2]|0;q=f[c+36>>2]|0;c=f[d+36>>2]|0;do if((q|0)==1){if((c|0)==1){if(e|0){c=e;do{g=c+12|0;d=c;c=f[g>>2]|0;d=d+16|0;f[g>>2]=f[d>>2];f[d>>2]=c}while((c|0)!=(e|0))}f[e+12>>2]=i;f[j>>2]=e;f[k+12>>2]=l;f[l+16>>2]=k;e=l}else{f[l+12>>2]=i;f[j>>2]=l;f[g>>2]=k;f[k+12>>2]=e}f[h>>2]=e}else{if((c|0)!=2){f[k+12>>2]=e;f[g>>2]=k;f[j>>2]=l;f[l+12>>2]=i;break}if(e|0){c=e;do{d=c+12|0;h=c;c=f[d>>2]|0;h=h+16|0;f[d>>2]=f[h>>2];f[h>>2]=c}while((c|0)!=(e|0))}f[k+12>>2]=l;f[l+16>>2]=k;f[e+12>>2]=i;f[j>>2]=e}while(0);f[s+20>>2]=0;c=r+8|0;if((m|0)==(r|0)){e=f[c>>2]|0;if((e|0)!=(s|0))f[s+8>>2]=e;b[s+4>>0]=b[r+4>>0]|0}f[n>>2]=0;f[r+20>>2]=0;f[c>>2]=s;g=f[o>>2]|0;d=f[p>>2]|0;f[o>>2]=-1;f[p>>2]=-1;e=f[a+128>>2]|0;if(!e){t=f[s>>2]|0;f[r>>2]=t;return}while(1){c=e+52|0;if((f[c>>2]|0)==(d|0))break;e=f[e+68>>2]|0;if(!e){t=27;break}}if((t|0)==27){t=f[s>>2]|0;f[r>>2]=t;return}f[c>>2]=g;f[e+36>>2]=q;t=f[s>>2]|0;f[r>>2]=t;return}function Gmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;i=+p[c+24>>3];if(i==-1.e+40)h=3;else if(+p[b+24>>3]>i)h=3;else{e=Amb(a,c,d)|0;f[b+52>>2]=f[c+52>>2];f[b+36>>2]=2;f[c+36>>2]=1;g=f[c+72>>2]|0;if((g|0)==(b|0)){k=e;j=c;g=f[b+72>>2]|0}else{k=e;j=c}}if((h|0)==3){e=Amb(a,b,d)|0;f[c+52>>2]=f[b+52>>2];f[b+36>>2]=1;f[c+36>>2]=2;g=f[b+72>>2]|0;if((g|0)==(c|0)){k=e;j=b;g=f[c+72>>2]|0}else{k=e;j=b}}if(!g){u=m;return k|0}if((f[g+52>>2]|0)<=-1){u=m;return k|0}e=f[d+4>>2]|0;if((f[g+20>>2]|0)>=(e|0)){u=m;return k|0}h=j+16|0;if((f[j+20>>2]|0)>=(e|0)){u=m;return k|0}i=+p[g+24>>3]*+(e-(f[g+4>>2]|0)|0);b=(f[g>>2]|0)+~~(i+(i<0.0?-.5:.5))|0;i=+p[j+24>>3]*+(e-(f[j+4>>2]|0)|0);if((b|0)!=((f[j>>2]|0)+~~(i+(i<0.0?-.5:.5))|0)){u=m;return k|0}if(!(f[j+40>>2]|0)){u=m;return k|0}if(!(f[g+40>>2]|0)){u=m;return k|0}j=g+16|0;c=h;if((X(b-(f[c>>2]|0)|0,e-(f[j+4>>2]|0)|0)|0)!=(X(e-(f[c+4>>2]|0)|0,b-(f[j>>2]|0)|0)|0)){u=m;return k|0}g=Amb(a,g,d)|0;d=f[h>>2]|0;h=f[h+4>>2]|0;e=pOb(16)|0;f[l>>2]=e;f[e>>2]=k;f[e+4>>2]=g;g=e+8|0;f[g>>2]=d;f[g+4>>2]=h;g=a+8|0;h=f[g>>2]|0;if((h|0)==(f[a+12>>2]|0))Bmb(a+4|0,l);else{f[h>>2]=e;f[g>>2]=(f[g>>2]|0)+4}u=m;return k|0}function Hmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0;q=u;u=u+16|0;m=q;n=q+8|0;g=f[a+128>>2]|0;if(!g){u=q;return}o=a+56|0;f[o>>2]=g;c=g;do{f[c+80>>2]=f[c+72>>2];d=c;c=f[c+68>>2]|0;f[d+76>>2]=c;if((f[d+20>>2]|0)==(b|0))e=f[d+16>>2]|0;else{r=+p[d+24>>3]*+(b-(f[d+4>>2]|0)|0);e=(f[d>>2]|0)+~~(r+(r<0.0?-.5:.5))|0}f[d+8>>2]=e}while((c|0)!=0);k=m+4|0;l=a+32|0;i=a+36|0;j=a+28|0;c=g;while(1){e=f[c+76>>2]|0;if(!e)d=0;else{d=0;do{f[m>>2]=0;f[k>>2]=0;if((f[c+8>>2]|0)>(f[e+8>>2]|0)){Pmb(c,e,m);if((f[k>>2]|0)<(b|0)){if((f[c+20>>2]|0)==(b|0))d=f[c+16>>2]|0;else{r=+p[c+24>>3]*+(b-(f[c+4>>2]|0)|0);d=(f[c>>2]|0)+~~(r+(r<0.0?-.5:.5))|0}g=m;f[g>>2]=d;f[g+4>>2]=b;g=b}else{g=m;d=f[g>>2]|0;g=f[g+4>>2]|0}h=pOb(16)|0;f[n>>2]=h;f[h>>2]=c;f[h+4>>2]=e;s=h+8|0;f[s>>2]=d;f[s+4>>2]=g;d=f[l>>2]|0;if((d|0)==(f[i>>2]|0))Qmb(j,n);else{f[d>>2]=h;f[l>>2]=(f[l>>2]|0)+4}Lmb(a,c,e);d=1}else c=e;e=f[c+76>>2]|0}while((e|0)!=0)}c=f[c+80>>2]|0;if(!c)break;f[c+76>>2]=0;if(!d)break;c=f[o>>2]|0}f[o>>2]=0;u=q;return}function Imb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;c=j;b=f[a+128>>2]|0;f[a+56>>2]=b;if(b|0)do{f[b+80>>2]=f[b+72>>2];i=b;b=f[b+68>>2]|0;f[i+76>>2]=b}while((b|0)!=0);i=a+28|0;e=f[i>>2]|0;h=a+32|0;g=f[h>>2]|0;f[c>>2]=221;Kmb(e,g,c);c=f[i>>2]|0;h=(f[h>>2]|0)-c>>2;if(!h){a=1;u=j;return a|0}b=0;while(1){e=f[c+(b<<2)>>2]|0;d=f[e>>2]|0;e=f[e+4>>2]|0;if((f[d+76>>2]|0)!=(e|0))if((f[d+80>>2]|0)!=(e|0)){d=b;do{d=d+1|0;if(d>>>0>=h>>>0)break;g=f[c+(d<<2)>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;if((f[e+76>>2]|0)==(g|0))break}while((f[e+80>>2]|0)!=(g|0));if((d|0)==(h|0)){b=0;c=14;break}e=c+(b<<2)|0;c=c+(d<<2)|0;g=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=g;c=f[i>>2]|0}g=f[c+(b<<2)>>2]|0;Lmb(a,f[g>>2]|0,f[g+4>>2]|0);b=b+1|0;if(b>>>0>=h>>>0){b=1;c=14;break}c=f[i>>2]|0}if((c|0)==14){u=j;return b|0}return 0}function Jmb(a,b){a=a|0;b=b|0;return (f[b+12>>2]|0)<(f[a+12>>2]|0)|0}function Kmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;a:while(1){k=b;m=b+-4|0;while(1){b:while(1){j=a;d=k-j|0;e=d>>2;switch(e|0){case 2:{l=5;break a}case 3:{l=7;break a}case 4:{l=15;break a}case 5:{l=16;break a}case 1:case 0:{l=68;break a}default:{}}if((d|0)<124){l=22;break a}i=a+(((e|0)/2|0)<<2)|0;do if((d|0)>3996){e=(e|0)/4|0;h=a+(e<<2)|0;e=i+(e<<2)|0;d=Mmb(a,h,i,e,c)|0;if(Rg[f[c>>2]&255](f[m>>2]|0,f[e>>2]|0)|0){g=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=g;g=d+1|0;if(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0){g=f[i>>2]|0;f[i>>2]=f[e>>2];f[e>>2]=g;e=d+2|0;if(Rg[f[c>>2]&255](f[i>>2]|0,f[h>>2]|0)|0){g=f[h>>2]|0;f[h>>2]=f[i>>2];f[i>>2]=g;if(Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0){g=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=g;d=d+4|0}else d=d+3|0}else d=e}else d=g}}else{h=Rg[f[c>>2]&255](f[i>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[m>>2]|0,f[i>>2]|0)|0;if(!h){if(!d){d=0;break}h=f[i>>2]|0;f[i>>2]=f[m>>2];f[m>>2]=h;if(!(Rg[f[c>>2]&255](f[i>>2]|0,f[a>>2]|0)|0)){d=1;break}d=f[a>>2]|0;f[a>>2]=f[i>>2];f[i>>2]=d;d=2;break}e=f[a>>2]|0;if(d){f[a>>2]=f[m>>2];f[m>>2]=e;d=1;break}f[a>>2]=f[i>>2];f[i>>2]=e;if(Rg[f[c>>2]&255](f[m>>2]|0,e)|0){d=f[i>>2]|0;f[i>>2]=f[m>>2];f[m>>2]=d;d=2}else d=1}while(0);if(Rg[f[c>>2]&255](f[a>>2]|0,f[i>>2]|0)|0){e=m;break}else e=m;while(1){e=e+-4|0;if((a|0)==(e|0))break;if(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0){l=51;break b}}d=a+4|0;if(!(Rg[f[c>>2]&255](f[a>>2]|0,f[m>>2]|0)|0)){if((d|0)==(m|0)){l=68;break a}while(1){if(Rg[f[c>>2]&255](f[a>>2]|0,f[d>>2]|0)|0)break;d=d+4|0;if((d|0)==(m|0)){l=68;break a}}j=f[d>>2]|0;f[d>>2]=f[m>>2];f[m>>2]=j;d=d+4|0}if((d|0)==(m|0)){l=68;break a}else e=m;while(1){while(1){g=d+4|0;if(Rg[f[c>>2]&255](f[a>>2]|0,f[d>>2]|0)|0)break;else d=g}do e=e+-4|0;while(Rg[f[c>>2]&255](f[a>>2]|0,f[e>>2]|0)|0);if(d>>>0>=e>>>0){a=d;continue b}j=f[d>>2]|0;f[d>>2]=f[e>>2];f[e>>2]=j;d=g}}if((l|0)==51){l=0;h=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=h;d=d+1|0}g=a+4|0;c:do if(g>>>0<e>>>0)while(1){while(1){h=g+4|0;if(Rg[f[c>>2]&255](f[g>>2]|0,f[i>>2]|0)|0)g=h;else break}do e=e+-4|0;while(!(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0));if(g>>>0>e>>>0){e=i;break c}n=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=n;i=(i|0)==(g|0)?e:i;g=h;d=d+1|0}else e=i;while(0);if((g|0)!=(e|0))if(Rg[f[c>>2]&255](f[e>>2]|0,f[g>>2]|0)|0){n=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=n;d=d+1|0}if(!d){d=Omb(a,g,c)|0;e=g+4|0;if(Omb(e,b,c)|0){l=67;break}if(d){a=e;continue}}n=g;if((n-j|0)>=(k-n|0)){l=66;break}Kmb(a,g,c);a=g+4|0}if((l|0)==66){l=0;Kmb(g+4|0,b,c);b=g;continue}else if((l|0)==67){l=0;if(d){l=68;break}else{b=g;continue}}}if((l|0)==5){if(!(Rg[f[c>>2]&255](f[m>>2]|0,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[m>>2];f[m>>2]=n;return}else if((l|0)==7){b=a+4|0;n=Rg[f[c>>2]&255](f[b>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[m>>2]|0,f[b>>2]|0)|0;if(!n){if(!d)return;n=f[b>>2]|0;f[b>>2]=f[m>>2];f[m>>2]=n;if(!(Rg[f[c>>2]&255](f[b>>2]|0,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=n;return}e=f[a>>2]|0;if(d){f[a>>2]=f[m>>2];f[m>>2]=e;return}f[a>>2]=f[b>>2];f[b>>2]=e;if(!(Rg[f[c>>2]&255](f[m>>2]|0,e)|0))return;n=f[b>>2]|0;f[b>>2]=f[m>>2];f[m>>2]=n;return}else if((l|0)==15){Mmb(a,a+4|0,a+8|0,m,c)|0;return}else if((l|0)==16){b=a+4|0;d=a+8|0;e=a+12|0;Mmb(a,b,d,e,c)|0;if(!(Rg[f[c>>2]&255](f[m>>2]|0,f[e>>2]|0)|0))return;n=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=n;if(!(Rg[f[c>>2]&255](f[e>>2]|0,f[d>>2]|0)|0))return;m=f[d>>2]|0;n=f[e>>2]|0;f[d>>2]=n;f[e>>2]=m;if(!(Rg[f[c>>2]&255](n,f[b>>2]|0)|0))return;m=f[b>>2]|0;n=f[d>>2]|0;f[b>>2]=n;f[d>>2]=m;if(!(Rg[f[c>>2]&255](n,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=n;return}else if((l|0)==22){Nmb(a,b,c);return}else if((l|0)==68)return}function Lmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=b+76|0;k=f[j>>2]|0;i=(k|0)==0;if(i)if(!(f[b+80>>2]|0))return;l=c+76|0;g=f[l>>2]|0;e=(g|0)==0;if(e)if(!(f[c+80>>2]|0))return;if((k|0)==(c|0)){if(!e)f[g+80>>2]=b;d=b+80|0;e=f[d>>2]|0;if(e|0)f[e+76>>2]=c;f[c+80>>2]=e;f[l>>2]=b;f[d>>2]=c;f[j>>2]=g}else{if((g|0)==(b|0)){if(!i)f[k+80>>2]=c;d=c+80|0;e=f[d>>2]|0;if(e|0)f[e+76>>2]=b;i=b+80|0;f[i>>2]=e;f[j>>2]=c;f[d>>2]=b;f[l>>2]=k;d=i}else{d=b+80|0;h=f[d>>2]|0;f[j>>2]=g;if(!e)f[g+80>>2]=b;e=c+80|0;g=f[e>>2]|0;f[d>>2]=g;if(g|0)f[g+76>>2]=b;f[l>>2]=k;if(!i)f[k+80>>2]=c;f[e>>2]=h;if(h)f[h+76>>2]=c}if(!(f[d>>2]|0)){f[a+56>>2]=b;return}}if(f[c+80>>2]|0)return;f[a+56>>2]=c;return}function Mmb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0;g=Rg[f[e>>2]&255](f[c>>2]|0,f[b>>2]|0)|0;do if(h){h=f[a>>2]|0;if(g){f[a>>2]=f[c>>2];f[c>>2]=h;g=1;break}f[a>>2]=f[b>>2];f[b>>2]=h;if(Rg[f[e>>2]&255](f[c>>2]|0,h)|0){g=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=g;g=2}else g=1}else if(g){h=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=h;if(Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0){g=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=g;g=2}else g=1}else g=0;while(0);if(!(Rg[f[e>>2]&255](f[d>>2]|0,f[c>>2]|0)|0)){e=g;return e|0}h=f[c>>2]|0;f[c>>2]=f[d>>2];f[d>>2]=h;if(!(Rg[f[e>>2]&255](f[c>>2]|0,f[b>>2]|0)|0)){e=g+1|0;return e|0}d=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=d;if(!(Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0)){e=g+2|0;return e|0}e=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=e;e=g+3|0;return e|0}function Nmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+8|0;h=a+4|0;i=Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[e>>2]|0,f[h>>2]|0)|0;do if(i){g=f[a>>2]|0;if(d){f[a>>2]=f[e>>2];f[e>>2]=g;break}f[a>>2]=f[h>>2];f[h>>2]=g;if(Rg[f[c>>2]&255](f[e>>2]|0,g)|0){i=f[h>>2]|0;f[h>>2]=f[e>>2];f[e>>2]=i}}else if(d){g=f[h>>2]|0;i=f[e>>2]|0;f[h>>2]=i;f[e>>2]=g;if(Rg[f[c>>2]&255](i,f[a>>2]|0)|0){i=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=i}}while(0);d=a+12|0;if((d|0)==(b|0))return;while(1){if(Rg[f[c>>2]&255](f[d>>2]|0,f[e>>2]|0)|0){h=f[d>>2]|0;i=h;g=d;while(1){f[g>>2]=f[e>>2];if((e|0)==(a|0))break;g=e+-4|0;if(Rg[f[c>>2]&255](i,f[g>>2]|0)|0){j=e;e=g;g=j}else break}f[e>>2]=h}e=d+4|0;if((e|0)==(b|0))break;else{j=d;d=e;e=j}}return}function Omb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;switch(b-a>>2|0){case 2:{d=b+-4|0;if(!(Rg[f[c>>2]&255](f[d>>2]|0,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[d>>2];f[d>>2]=c;c=1;return c|0}case 3:{h=a+4|0;d=b+-4|0;b=Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0;e=Rg[f[c>>2]&255](f[d>>2]|0,f[h>>2]|0)|0;if(!b){if(!e){c=1;return c|0}b=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=b;if(!(Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=c;c=1;return c|0}g=f[a>>2]|0;if(e){f[a>>2]=f[d>>2];f[d>>2]=g;c=1;return c|0}f[a>>2]=f[h>>2];f[h>>2]=g;if(!(Rg[f[c>>2]&255](f[d>>2]|0,g)|0)){c=1;return c|0}c=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=c;c=1;return c|0}case 4:{Mmb(a,a+4|0,a+8|0,b+-4|0,c)|0;c=1;return c|0}case 5:{e=a+4|0;g=a+8|0;h=a+12|0;d=b+-4|0;Mmb(a,e,g,h,c)|0;if(!(Rg[f[c>>2]&255](f[d>>2]|0,f[h>>2]|0)|0)){c=1;return c|0}b=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=b;if(!(Rg[f[c>>2]&255](f[h>>2]|0,f[g>>2]|0)|0)){c=1;return c|0}j=f[g>>2]|0;b=f[h>>2]|0;f[g>>2]=b;f[h>>2]=j;if(!(Rg[f[c>>2]&255](b,f[e>>2]|0)|0)){c=1;return c|0}j=f[e>>2]|0;b=f[g>>2]|0;f[e>>2]=b;f[g>>2]=j;if(!(Rg[f[c>>2]&255](b,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=c;c=1;return c|0}case 1:case 0:{c=1;return c|0}default:{h=a+8|0;d=a+4|0;j=Rg[f[c>>2]&255](f[d>>2]|0,f[a>>2]|0)|0;e=Rg[f[c>>2]&255](f[h>>2]|0,f[d>>2]|0)|0;do if(j){g=f[a>>2]|0;if(e){f[a>>2]=f[h>>2];f[h>>2]=g;break}f[a>>2]=f[d>>2];f[d>>2]=g;if(Rg[f[c>>2]&255](f[h>>2]|0,g)|0){j=f[d>>2]|0;f[d>>2]=f[h>>2];f[h>>2]=j}}else if(e){i=f[d>>2]|0;j=f[h>>2]|0;f[d>>2]=j;f[h>>2]=i;if(Rg[f[c>>2]&255](j,f[a>>2]|0)|0){j=f[a>>2]|0;f[a>>2]=f[d>>2];f[d>>2]=j}}while(0);d=a+12|0;a:do if((d|0)==(b|0)){e=1;d=0}else{j=d;d=0;e=h;while(1){if(Rg[f[c>>2]&255](f[j>>2]|0,f[e>>2]|0)|0){h=f[j>>2]|0;i=h;g=j;while(1){f[g>>2]=f[e>>2];if((e|0)==(a|0))break;g=e+-4|0;if(Rg[f[c>>2]&255](i,f[g>>2]|0)|0){k=e;e=g;g=k}else break}f[e>>2]=h;d=d+1|0;if((d|0)==8){e=0;d=(j+4|0)==(b|0);break a}}e=j+4|0;if((e|0)==(b|0)){e=1;d=0;break}else{k=j;j=e;e=k}}}while(0);k=d|e;return k|0}}return 0}function Pmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+p[a+24>>3];i=+p[b+24>>3];do if(j==i){d=f[a+12>>2]|0;f[c+4>>2]=d;if((f[a+20>>2]|0)==(d|0)){d=f[a+16>>2]|0;break}else{j=j*+(d-(f[a+4>>2]|0)|0);d=(f[a>>2]|0)+~~(j+(j<0.0?-.5:.5))|0;break}}else{do if(j==0.0){e=f[a>>2]|0;f[c>>2]=e;d=f[b+4>>2]|0;if(!(i==-1.e+40)){k=+(e|0)/i+(+(d|0)-+(f[b>>2]|0)/i);d=~~(k+(k<0.0?-.5:.5))}h=c+4|0;f[h>>2]=d}else{if(!(i==0.0)){m=+(f[a>>2]|0)-j*+(f[a+4>>2]|0);l=+(f[b>>2]|0)-i*+(f[b+4>>2]|0);k=(l-m)/(j-i);d=~~(k+(k<0.0?-.5:.5));h=c+4|0;f[h>>2]=d;g=+K(+j)<+K(+i);k=(g?m:l)+k*(g?j:i);f[c>>2]=~~(k+(k<0.0?-.5:.5));break}e=f[b>>2]|0;f[c>>2]=e;d=f[a+4>>2]|0;if(!(j==-1.e+40)){m=+(e|0)/j+(+(d|0)-+(f[a>>2]|0)/j);d=~~(m+(m<0.0?-.5:.5))}h=c+4|0;f[h>>2]=d}while(0);g=f[a+20>>2]|0;e=f[b+20>>2]|0;if((d|0)<(g|0)|(d|0)<(e|0)){d=(g|0)>(e|0)?g:e;f[h>>2]=d;e=+K(+j)<+K(+i);e=e?a:b;if((f[e+20>>2]|0)==(d|0))e=f[e+16>>2]|0;else{m=+p[e+24>>3]*+(d-(f[e+4>>2]|0)|0);e=(f[e>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}f[c>>2]=e}e=f[a+12>>2]|0;if((d|0)<=(e|0))return;f[h>>2]=e;d=+K(+j)>+K(+i);d=d?b:a;if((f[d+20>>2]|0)==(e|0)){d=f[d+16>>2]|0;break}else{m=+p[d+24>>3]*+(e-(f[d+4>>2]|0)|0);d=(f[d>>2]|0)+~~(m+(m<0.0?-.5:.5))|0;break}}while(0);f[c>>2]=d;return}function Qmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Rmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0;e=a+128|0;d=f[e>>2]|0;g=d;if(!d){f[b+72>>2]=0;f[b+68>>2]=0;l=e;f[l>>2]=b;return}h=b+8|0;a:do if(!c){a=f[h>>2]|0;c=f[d+8>>2]|0;do if((a|0)==(c|0)){a=f[b+20>>2]|0;c=f[d+20>>2]|0;if((a|0)>(c|0)){m=+p[d+24>>3]*+(a-(f[d+4>>2]|0)|0);if((f[b+16>>2]|0)<((f[d>>2]|0)+~~(m+(m<0.0?-.5:.5))|0))break;else break a}if((a|0)==(c|0))a=f[b+16>>2]|0;else{m=+p[b+24>>3]*+(c-(f[b+4>>2]|0)|0);a=(f[b>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}if((f[d+16>>2]|0)<=(a|0))break a}else if((a|0)>=(c|0))break a;while(0);f[b+72>>2]=0;f[b+68>>2]=g;f[d+72>>2]=b;l=e;f[l>>2]=b;return}else d=c;while(0);i=b+20|0;j=b+16|0;k=b+24|0;l=b+4|0;c=d+68|0;a=f[c>>2]|0;b:do if(a){h=f[h>>2]|0;g=a;while(1){a=f[g+8>>2]|0;do if((h|0)==(a|0)){a=f[i>>2]|0;e=f[g+20>>2]|0;if((a|0)>(e|0)){m=+p[g+24>>3]*+(a-(f[g+4>>2]|0)|0);if((f[j>>2]|0)<((f[g>>2]|0)+~~(m+(m<0.0?-.5:.5))|0)){a=g;break b}else break}if((a|0)==(e|0))a=f[j>>2]|0;else{m=+p[k>>3]*+(e-(f[l>>2]|0)|0);a=(f[b>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}if((f[g+16>>2]|0)>(a|0)){a=g;break b}}else if((h|0)<(a|0)){a=g;break b}while(0);c=g+68|0;a=f[c>>2]|0;if(!a){d=g;break}else{d=g;g=a}}}while(0);f[b+68>>2]=a;a=f[c>>2]|0;if(a|0)f[a+72>>2]=b;f[b+72>>2]=d;l=c;f[l>>2]=b;return}function Smb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=f[b+72>>2]|0;a:do if(!c)j=6;else{g=f[b+32>>2]|0;while(1){if((f[c+32>>2]|0)==(g|0)){i=f[c+40>>2]|0;if(i|0)break}c=f[c+72>>2]|0;if(!c){j=6;break a}}d=f[b+40>>2]|0;e=(d|0)==0;if(e)if((f[a+40>>2]|0)!=1){f[b+44>>2]=1;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i;break}if(!(f[((g|0)==0?a+68|0:a+64|0)>>2]|0)){if(e){e=1;d=c;b:while(1){do{d=f[d+72>>2]|0;if(!d)break b}while((f[d+32>>2]|0)!=(g|0));e=e^(f[d+40>>2]|0)!=0}d=(e^1)&1}f[b+44>>2]=d;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i;break}h=f[c+44>>2]|0;do if((X(i,h)|0)<0)if((((h|0)<0?0-h|0:h)|0)>1){i=(X(d,i)|0)<0;d=(i?0:d)+h|0;break}else{d=e?1:d;break}else if(e){d=(h>>31|1)+h|0;break}else{i=(X(d,i)|0)<0;d=(i?0:d)+h|0;break}while(0);f[b+44>>2]=d;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i}while(0);if((j|0)==6){c=f[b+40>>2]|0;d=f[b+32>>2]|0;if(!c)c=(f[((d|0)==0?a+68|0:a+64|0)>>2]|0)==3?-1:1;f[b+44>>2]=c;f[b+48>>2]=0;e=a+128|0;c=0;g=d}d=f[e>>2]|0;e=(d|0)==(b|0);if(f[((g|0)==0?a+64|0:a+68|0)>>2]|0){if(e)return;e=b+48|0;do{c=c+(f[d+40>>2]|0)|0;d=f[d+68>>2]|0}while((d|0)!=(b|0));f[e>>2]=c;return}if(e)return;e=b+48|0;do{if(f[d+40>>2]|0){c=(c|0)==0&1;f[e>>2]=c}d=f[d+68>>2]|0}while((d|0)!=(b|0));return}function Tmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;d=(f[b+32>>2]|0)==0;h=a+68|0;g=a+64|0;c=f[(d?g:h)>>2]|0;switch(f[(d?h:g)>>2]|0){case 0:{if(!(f[b+40>>2]|0))if((f[b+44>>2]|0)==1)e=7;else c=0;else e=7;break}case 1:{h=f[b+44>>2]|0;if((((h|0)<0?0-h|0:h)|0)==1)e=7;else c=0;break}case 2:{if((f[b+44>>2]|0)==1)e=7;else c=0;break}default:if((f[b+44>>2]|0)==-1)e=7;else c=0}a:do if((e|0)==7)switch(f[a+40>>2]|0){case 0:switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)!=0;break a}case 2:{c=(f[b+48>>2]|0)>0;break a}default:{c=(f[b+48>>2]|0)<0;break a}}case 1:switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}case 2:if(d)switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}else switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)!=0;break a}case 2:{c=(f[b+48>>2]|0)>0;break a}default:{c=(f[b+48>>2]|0)<0;break a}}case 3:{if(f[b+40>>2]|0){c=1;break a}switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}}default:{c=1;break a}}while(0);return c|0}function Umb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+48|0;h=a+52|0;b=f[h>>2]|0;c=f[g>>2]|0;if((b|0)!=(c|0)){e=0;do{d=f[c+(e<<2)>>2]|0;if(d){gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=f[h>>2]|0;c=f[g>>2]|0}e=e+1|0;d=b-c>>2}while(e>>>0<d>>>0);if(!((c|0)==(b|0)|(d|0)==0))f[h>>2]=b+(~((b+-4-c|0)>>>2)<<2)}d=a+20|0;h=f[d>>2]|0;b=f[a+16>>2]|0;c=h;if((h|0)==(b|0)|(b|0)==(c|0))return;f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);return}function Vmb(a){a=a|0;f[a>>2]=39984;a=a+4|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;b[a+32>>0]=0;return}function Wmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=b+4|0;g=f[b>>2]|0;if((f[i>>2]|0)==(g|0)){i=0;return i|0}h=0;e=0;do{e=e|(Tg[f[(f[a>>2]|0)+8>>2]&15](a,g+(h*12|0)|0,c,d)|0);h=h+1|0;g=f[b>>2]|0}while(h>>>0<(((f[i>>2]|0)-g|0)/12|0)>>>0);return e|0}function Xmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;f[a+100>>2]=0;f[a+104>>2]=0;f[a+108>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+124>>2]=0;f[a+132>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;d=a+80|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[a>>2]=40940;f[a+76>>2]=40976;d=a+44|0;e=a+4|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[d>>2]=d;f[a+48>>2]=d;f[a+52>>2]=0;b[a+60>>0]=0;b[a+96>>0]=0;b[a+72>>0]=c&1;b[a+74>>0]=c>>>1&1;b[a+112>>0]=c>>>2&1;b[a+113>>0]=0;return}function Ymb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;h=p;o=a+60|0;if(b[o>>0]|0){o=0;u=p;return o|0}if(b[a+113>>0]|0){o=m3a(260024,239823,56)|0;vEb(h,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(h,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(h);OEb(o,n)|0;AEb(o)|0;o=0;u=p;return o|0}b[o>>0]=1;k=d+4|0;j=f[k>>2]|0;m=f[d>>2]|0;l=m;h=j;if(!((j|0)==(m|0)|(l|0)==(h|0)))do{i=h+-12|0;f[k>>2]=i;j=f[i>>2]|0;if(!j)h=i;else{h=h+-8|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-8-j|0)>>>3)<<3);sOb(j);h=f[k>>2]|0}}while((h|0)!=(l|0));f[a+68>>2]=e;f[a+64>>2]=g;f[a+40>>2]=c;b[a+73>>0]=0;m=emb(a)|0;if(m)dnb(a,d);e=a+116|0;g=a+120|0;h=f[g>>2]|0;d=f[e>>2]|0;i=d;if((h|0)!=(d|0)){c=a+116|0;l=0;do{j=f[i+(l<<2)>>2]|0;k=j+16|0;h=f[k>>2]|0;if(!h){if(j)n=21}else{f[(f[h+16>>2]|0)+12>>2]=0;h=f[k>>2]|0;if(!h)n=21;else{do{f[k>>2]=f[h+12>>2];sOb(h);h=f[k>>2]|0}while((h|0)!=0);n=21}}if((n|0)==21){n=0;sOb(j);i=f[c>>2]|0}f[i+(l<<2)>>2]=0;l=l+1|0;h=f[g>>2]|0;a=f[e>>2]|0;i=a}while(l>>>0<h-a>>2>>>0)}if((i|0)!=(h|0))f[g>>2]=h+(~((h+-4-i|0)>>>2)<<2);b[o>>0]=0;o=m;u=p;return o|0}function Zmb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;J=f[a+728>>2]|0;H=f[a+776>>2]|0;K=f[a+888>>2]|0;L=f[a+1016>>2]|0;M=f[a+1072>>2]|0;N=f[a+2184>>2]|0;G=f[a+2200>>2]|0;O=f[a+3608>>2]|0;a:{b:while(1){d=wEa(a+568|0)|0;u=+n[d+4>>2];w=+n[d+8>>2];t=+n[d+12>>2];v=+n[d+16>>2];s=+n[d+20>>2];p[(a+352|0)>>3]=+n[d>>2];p[((a+352|0)+8|0)>>3]=u;p[((a+352|0)+16|0)>>3]=w;p[((a+352|0)+24|0)>>3]=t;p[((a+352|0)+32|0)>>3]=v;p[((a+352|0)+40|0)>>3]=s;UBa(a+400|0,a+352|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;s=+p[(a+400|0)>>3];v=(+p[((a+400|0)+24|0)>>3]-s)*.5;t=+p[((a+400|0)+8|0)>>3];w=(+p[((a+400|0)+32|0)>>3]-t)*.5;u=+p[((a+400|0)+16|0)>>3];x=(+p[((a+400|0)+40|0)>>3]-u)*.5;p[(a+448|0)>>3]=s+v;p[((a+448|0)+8|0)>>3]=t+w;p[((a+448|0)+16|0)>>3]=u+x;p[((a+448|0)+24|0)>>3]=v*v+(w*w+x*x);d=f[(f[a>>2]|0)+24>>2]|0;do{e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=K|1;else e=1}if(e)if(1){nEa(a+568|0,a+552|0);d=f[(a+552|0)>>2]|0;C=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(C|0)){c=d;do{t=+p[c>>3];A=c+8|0;u=+p[A>>3];B=c+16|0;v=+p[B>>3];w=t*+p[(a+104|0)>>3]+u*+p[(a+136|0)>>3]+v*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];x=t*+p[(a+112|0)>>3]+u*+p[(a+144|0)>>3]+v*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v+ +p[(a+192|0)>>3];p[A>>3]=w;p[B>>3]=x;c=c+24|0}while((c|0)!=(C|0))}B=f[(f[a>>2]|0)+24>>2]|0;cBa(a+584|0,f[64714]|0);cBa(a+280|0,f[64714]|0);c:{c=1;if(c){c=0;if((d|0)==(C|0))g=0;else c=1}if(c)if(1){A=J;z=d;y=0;while(1){c=Sg[f[(f[B>>2]|0)+36>>2]&255](B,z,a+352|0)|0;d:do{d=1;if(d){d=0;if((c|0)==1)D=y;else d=1}if(d)if(1){d=f[a>>2]|0;g=f[d+64>>2]|0;r=f[d+68>>2]|0;e:do if((g|0)!=(r|0)){s=+p[z>>3];t=+p[z+8>>3];u=+p[z+16>>3];v=+p[z+24>>3];w=+p[z+32>>3];x=+p[z+40>>3];e=0;do{i=f[g>>2]|0;q=f[g+4>>2]|0;if((i|0)==(q|0))e=(e|0)>0?e:0;else{k=2;do{h=+p[i>>3];l=+p[i+8>>3];m=+p[i+16>>3];o=+p[i+24>>3];if(!(o+(v*h+(w*l+x*m))<0.0)){E=!(o+(s*h+(t*l+u*m))<0.0)?2:1;O=151}else if(!(o+(s*h+(t*l+u*m))<0.0))F=1;else{E=0;O=151}if((O|0)==151){O=0;F=(E|0)==0?0:(E|0)==2?2:1}k=(F|0)<(k|0)?F:k;i=i+32|0}while((i|0)!=(q|0));if((k|0)==2){D=y;break d}else e=(e|0)<(k|0)?k:e}g=g+12|0}while((g|0)!=(r|0));switch(e|0){case 2:{D=y;break d}case 1:break;default:break e}Slb(d+64|0,z,a+584|0,a+280|0);c=f[(a+280|0)>>2]|0;e=f[((a+280|0)+4|0)>>2]|0;if((c|0)==(e|0)){D=y;break d}if((e-c|0)>0){d=c;c=0;do{c=Sg[f[(f[B>>2]|0)+36>>2]&255](B,d,a+352|0)|0|c;d=d+48|0}while(d>>>0<e>>>0);if((c|0)==1){D=y;break d}}else c=0;d=f[a>>2]|0}while(0);e=c|y;y=f[d+24>>2]|0;h=+Ng[f[(f[y>>2]|0)+16>>2]&31](y,a+352|0);if(h<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=h;p[(a+224|0)>>3]=+p[(a+352|0)>>3];p[(a+232|0)>>3]=+p[((a+352|0)+8|0)>>3];p[(a+240|0)>>3]=+p[((a+352|0)+16|0)>>3]}if(f[(a+260|0)>>2]|0){D=IEa(f[(a+8|0)>>2]|0,A)|0;d=f[(a+260|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=z;f[(a+400|0)>>2]=D;d=f[d+16>>2]|0;if(!d){O=165;break b}Fh[f[(f[d>>2]|0)+24>>2]&255](d,a+448|0,c,a+400|0);D=e;break}y=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[y>>2]|0)+12>>2]&1023](y)|0)){D=e;break}if((e|0)==3){g=3;break c}if((e|0)==2?(b[f[a>>2]>>0]|0)==0:0){g=2;break c}else D=e}}while(0);z=z+48|0;if((z|0)==(C|0)){g=D;break}else{A=A+1|0;y=D}}}}e=(g|0)==0?1:g;c=f[((a+280|0)+12|0)>>2]|0;if(c|0)xCa(c,a+280|0);c=f[(a+280|0)>>2]|0;if(c|0){d=f[((a+280|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+280|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[((a+584|0)+12|0)>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=e|K;if(G)break;C=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[C>>2]|0)+12>>2]&1023](C)|0))break;if((c|0)==3){I=3;break b}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){I=2;break b}}}while(0);if(!(uEa(a+568|0)|0)){I=c;break}vEa(a+568|0);J=J+512|0;K=c}if((O|0)==165)vd();if(f[(a+272|0)>>2]|0){c=f[(a+4|0)>>2]|0;if(f[c+196>>2]&1048576|0){k=lJa(c)|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if(k)gOb(k);f[(a+400|0)>>2]=0;f[((a+400|0)+4|0)>>2]=0;f[(a+400|0)+8>>2]=0;f[(a+352|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)+8>>2]=0;RDa(a+584|0,f[(c+44|0)>>2]|0,1,a+400|0,a+352|0);i=f[(f[(c+44|0)>>2]|0)+28>>2]|0;G=f[(a+584|0)>>2]|0;f:do if((f[G>>2]|0)==(f[G+4>>2]|0)){g=f[(a+584|0)+12>>2]|0;if(i|0){e=0;c=0;while(1){G=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,e+g|0)|0)<<2)|0;t=+n[G>>2];u=+n[G+4>>2];v=+n[G+8>>2];w=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*t+ +p[(a+136|0)>>3]*u+ +p[(a+168|0)>>3]*v);x=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*t+ +p[(a+144|0)>>3]*u+ +p[(a+176|0)>>3]*v);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v);p[(a+280|0)+(c*24|0)+8>>3]=w;p[(a+280|0)+(c*24|0)+16>>3]=x;c=c+1|0;if((c|0)==2){d=f[(a+272|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}else{g=f[(a+584|0)+16>>2]|0;if(i|0){e=0;c=0;while(1){G=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,j[g+(e<<1)>>1]|0)|0)<<2)|0;t=+n[G>>2];u=+n[G+4>>2];v=+n[G+8>>2];w=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*t+ +p[(a+136|0)>>3]*u+ +p[(a+168|0)>>3]*v);x=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*t+ +p[(a+144|0)>>3]*u+ +p[(a+176|0)>>3]*v);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v);p[(a+280|0)+(c*24|0)+8>>3]=w;p[(a+280|0)+(c*24|0)+16>>3]=x;c=c+1|0;if((c|0)==2){d=f[(a+272|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}while(0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(a+400|0)>>2]|0;if(c|0){d=f[((a+400|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+400|0)+4|0)>>2]=d+(~((d+-2-c|0)>>>1)<<1);sOb(c)}if(k)iOb(k)}}c=f[(a+552|0)+12>>2]|0;if(c|0)xCa(c,a+552|0);c=f[(a+552|0)>>2]|0;if(c|0){d=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+552|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=I|H;if(N)L=c;else{N=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[N>>2]|0)+12>>2]&1023](N)|0){if((c|0)==3){M=3;f[a+3704>>2]=1;break a}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){M=2;f[a+3704>>2]=1;break a}else L=c}else L=c}}f[a+728>>2]=J;f[a+888>>2]=K;f[a+1016>>2]=L;f[a+1072>>2]=M;f[a+3608>>2]=O}function _mb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0.0,u=0,v=0.0,w=0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;O=f[a+720>>2]|0;P=f[a+776>>2]|0;Q=f[a+880>>2]|0;R=f[a+1072>>2]|0;T=f[a+2184>>2]|0;N=f[a+2192>>2]|0;U=f[a+3608>>2]|0;a:{b:while(1){d=wEa(a+568|0)|0;A=+n[d+4>>2];C=+n[d+8>>2];z=+n[d+12>>2];B=+n[d+16>>2];y=+n[d+20>>2];p[(a+352|0)>>3]=+n[d>>2];p[((a+352|0)+8|0)>>3]=A;p[((a+352|0)+16|0)>>3]=C;p[((a+352|0)+24|0)>>3]=z;p[((a+352|0)+32|0)>>3]=B;p[((a+352|0)+40|0)>>3]=y;UBa(a+400|0,a+352|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;y=+p[(a+400|0)>>3];B=(+p[((a+400|0)+24|0)>>3]-y)*.5;z=+p[((a+400|0)+8|0)>>3];C=(+p[((a+400|0)+32|0)>>3]-z)*.5;A=+p[((a+400|0)+16|0)>>3];D=(+p[((a+400|0)+40|0)>>3]-A)*.5;p[(a+448|0)>>3]=y+B;p[((a+448|0)+8|0)>>3]=z+C;p[((a+448|0)+16|0)>>3]=A+D;p[((a+448|0)+24|0)>>3]=B*B+(C*C+D*D);d=f[(f[a>>2]|0)+24>>2]|0;do{e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=Q|1;else e=1}if(e)if(1){nEa(a+568|0,a+552|0);d=f[(a+552|0)>>2]|0;I=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(I|0)){c=d;do{z=+p[c>>3];G=c+8|0;A=+p[G>>3];H=c+16|0;B=+p[H>>3];C=z*+p[(a+104|0)>>3]+A*+p[(a+136|0)>>3]+B*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];D=z*+p[(a+112|0)>>3]+A*+p[(a+144|0)>>3]+B*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B+ +p[(a+192|0)>>3];p[G>>3]=C;p[H>>3]=D;c=c+24|0}while((c|0)!=(I|0))}H=f[(f[a>>2]|0)+24>>2]|0;cBa(a+584|0,f[64714]|0);cBa(a+280|0,f[64714]|0);c:{c=1;if(c){c=0;if((d|0)==(I|0))g=0;else c=1}if(c)if(1){E=0;G=O;F=d;while(1){c=Sg[f[(f[H>>2]|0)+32>>2]&255](H,F,a+352|0)|0;d:do{d=1;if(d){d=0;if((c|0)==1)J=E;else d=1}if(d)if(1){d=f[a>>2]|0;g=f[d+64>>2]|0;s=f[d+68>>2]|0;e:do if((g|0)!=(s|0)){t=+p[F>>3];u=F+8|0;v=+p[u>>3];w=F+16|0;x=+p[w>>3];y=+p[F+24>>3];z=+p[F+32>>3];A=+p[F+40>>3];B=+p[F+48>>3];C=+p[F+56>>3];D=+p[F+64>>3];e=0;do{i=f[g>>2]|0;r=f[g+4>>2]|0;if((i|0)==(r|0))e=(e|0)>0?e:0;else{q=2;k=i;do{h=+p[k>>3];l=+p[k+8>>3];m=+p[k+16>>3];o=+p[k+24>>3];if(!(o+(y*h+(z*l+A*m))<0.0)){M=!(o+(t*h+(v*l+x*m))<0.0)?2:1;U=52}else if(!(o+(t*h+(v*l+x*m))<0.0))K=1;else{M=0;U=52}do if((U|0)==52){U=0;if(!(o+(B*h+(C*l+D*m))<0.0))i=M+1|0;else if(!M)i=0;else{K=1;break}K=(i|0)==0?0:(i|0)==3?2:1}while(0);q=(K|0)<(q|0)?K:q;k=k+32|0}while((k|0)!=(r|0));if((q|0)==2){J=E;break d}else e=(e|0)<(q|0)?q:e}g=g+12|0}while((g|0)!=(s|0));switch(e|0){case 2:{J=E;break d}case 1:break;default:break e}o=(z-v)*(D-x)-(A-x)*(C-v);A=(A-x)*(B-t)-(y-t)*(D-x);C=(y-t)*(C-v)-(z-v)*(B-t);D=+L(+(o*o+(C*C+A*A)));p[(a+448|0)>>3]=o/D;p[((a+448|0)+8|0)>>3]=A/D;p[((a+448|0)+16|0)>>3]=C/D;p[((a+448|0)+24|0)>>3]=-(o/D*+p[F>>3]+(A/D*+p[u>>3]+C/D*+p[w>>3]));Rlb(d+64|0,F,a+448|0,a+584|0,a+280|0);d=f[(a+280|0)>>2]|0;e=f[((a+280|0)+4|0)>>2]|0;do if((d|0)!=(e|0)){if((e-d|0)>0){c=0;do{c=Sg[f[(f[H>>2]|0)+32>>2]&255](H,d,a+352|0)|0|c;d=d+72|0}while(d>>>0<e>>>0);if((c|0)==1)break}else c=0;d=f[a>>2]|0;break e}while(0);J=E;break d}while(0);e=c|E;E=f[d+24>>2]|0;h=+Ng[f[(f[E>>2]|0)+16>>2]&31](E,a+352|0);if(h<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=h;p[(a+224|0)>>3]=+p[(a+352|0)>>3];p[(a+232|0)>>3]=+p[((a+352|0)+8|0)>>3];p[(a+240|0)>>3]=+p[((a+352|0)+16|0)>>3]}if(f[(a+256|0)>>2]|0){J=HEa(f[(a+8|0)>>2]|0,G)|0;d=f[(a+256|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=F;f[(a+400|0)>>2]=J;d=f[d+16>>2]|0;if(!d){U=70;break b}Fh[f[(f[d>>2]|0)+24>>2]&255](d,a+448|0,c,a+400|0);J=e;break}E=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[E>>2]|0)+12>>2]&1023](E)|0)){J=e;break}if((e|0)==3){g=3;break c}if((e|0)==2?(b[f[a>>2]>>0]|0)==0:0){g=2;break c}else J=e}}while(0);F=F+72|0;if((F|0)==(I|0)){g=J;break}else{E=J;G=G+1|0}}}}e=(g|0)==0?1:g;c=f[((a+280|0)+12|0)>>2]|0;if(c|0)xCa(c,a+280|0);c=f[(a+280|0)>>2]|0;if(c|0){d=f[((a+280|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+280|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[((a+584|0)+12|0)>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=e|Q;if(N)break;I=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[I>>2]|0)+12>>2]&1023](I)|0))break;if((c|0)==3){S=3;break b}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){S=2;break b}}}while(0);if(!(uEa(a+568|0)|0)){S=c;break}vEa(a+568|0);O=O+512|0;Q=c}if((U|0)==70)vd();if(f[(a+268|0)>>2]|0){c=f[(a+4|0)>>2]|0;if(f[c+196>>2]&1048576|0){k=lJa(c)|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if(k)gOb(k);f[(a+400|0)>>2]=0;f[((a+400|0)+4|0)>>2]=0;f[(a+400|0)+8>>2]=0;f[(a+352|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)+8>>2]=0;RDa(a+584|0,f[(c+44|0)>>2]|0,0,a+400|0,a+352|0);i=f[(f[(c+44|0)>>2]|0)+24>>2]|0;N=f[(a+584|0)>>2]|0;f:do if((f[N>>2]|0)==(f[N+4>>2]|0)){g=f[(a+584|0)+12>>2]|0;if(i|0){e=0;c=0;while(1){N=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,e+g|0)|0)<<2)|0;z=+n[N>>2];A=+n[N+4>>2];B=+n[N+8>>2];C=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*z+ +p[(a+136|0)>>3]*A+ +p[(a+168|0)>>3]*B);D=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*z+ +p[(a+144|0)>>3]*A+ +p[(a+176|0)>>3]*B);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B);p[(a+280|0)+(c*24|0)+8>>3]=C;p[(a+280|0)+(c*24|0)+16>>3]=D;c=c+1|0;if((c|0)==3){d=f[(a+268|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}else{g=f[(a+584|0)+16>>2]|0;if(i|0){e=0;c=0;while(1){N=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,j[g+(e<<1)>>1]|0)|0)<<2)|0;z=+n[N>>2];A=+n[N+4>>2];B=+n[N+8>>2];C=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*z+ +p[(a+136|0)>>3]*A+ +p[(a+168|0)>>3]*B);D=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*z+ +p[(a+144|0)>>3]*A+ +p[(a+176|0)>>3]*B);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B);p[(a+280|0)+(c*24|0)+8>>3]=C;p[(a+280|0)+(c*24|0)+16>>3]=D;c=c+1|0;if((c|0)==3){d=f[(a+268|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}while(0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(a+400|0)>>2]|0;if(c|0){d=f[((a+400|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+400|0)+4|0)>>2]=d+(~((d+-2-c|0)>>>1)<<1);sOb(c)}if(k)iOb(k)}}c=f[(a+552|0)+12>>2]|0;if(c|0)xCa(c,a+552|0);c=f[(a+552|0)>>2]|0;if(c|0){d=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+552|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}if(T)P=S;else{T=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[T>>2]|0)+12>>2]&1023](T)|0){if((S|0)==3){R=3;f[a+3712>>2]=1;break a}if((S|0)==2?(b[f[a>>2]>>0]|0)==0:0){R=2;f[a+3712>>2]=1;break a}else P=S}else P=S}}f[a+720>>2]=O;f[a+776>>2]=P;f[a+880>>2]=Q;f[a+1072>>2]=R;f[a+3608>>2]=U}function $mb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0.0,I=0.0,J=0.0,K=0;B=f[a+648>>2]|0;j=f[a+1072>>2]|0;k=f[a+2184>>2]|0;h=f[a+2240>>2]|0;d=f[a+2248>>2]|0;r=f[a+2256>>2]|0;C=f[a+3608>>2]|0;E=f[a+3624>>2]|0;a:{if(E){E=0;if(d){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)d=(f[(a+272|0)>>2]|0)!=0;else d=1;rEa(a+568|0,a+12|0);cBa(a+552|0,f[64714]|0);x=0;y=0;f[a+720>>2]=x;f[a+776>>2]=i;f[a+880>>2]=y;f[a+1072>>2]=j;f[a+2184>>2]=k;f[a+2192>>2]=d;f[a+3608>>2]=C;f[a+3712>>2]=0;f[a+3716>>2]=0;_mb(a);i=f[a+776>>2]|0;j=f[a+1072>>2]|0;C=f[a+3608>>2]|0;G=f[a+3712>>2]|0;D=f[a+3716>>2]|0;H=+n[a+3716>>2];f[a+3712>>2]=0;f[a+3716>>2]=0;if((G|0)==1){f[a+3720>>2]=1;break a}}else E=1}if(E){E=0;if(1)i=0;else E=1}e=1;if(e){e=0;if(h){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)d=(f[(a+272|0)>>2]|0)!=0;else d=1;sEa(a+568|0,a+12|0);cBa(a+552|0,f[64714]|0);x=0;y=0;f[a+728>>2]=x;f[a+776>>2]=i;f[a+888>>2]=y;f[a+1016>>2]=z;f[a+1072>>2]=j;f[a+2184>>2]=k;f[a+2200>>2]=d;f[a+3608>>2]=C;f[a+3704>>2]=0;f[a+3708>>2]=0;Zmb(a);z=f[a+1016>>2]|0;j=f[a+1072>>2]|0;C=f[a+3608>>2]|0;G=f[a+3704>>2]|0;D=f[a+3708>>2]|0;H=+n[a+3708>>2];f[a+3704>>2]=0;f[a+3708>>2]=0;if((G|0)==1){f[a+3720>>2]=1;break a}}else e=1}if(e)if(1)z=i;y=1;if(y){y=0;if(r){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)x=(f[(a+272|0)>>2]|0)!=0;else x=1;tEa(a+352|0,a+12|0);cBa(a+584|0,f[64714]|0);w=0;v=0;b:while(1){d=wEa(a+352|0)|0;F=+n[d+4>>2];s=+n[d+8>>2];I=+n[d+12>>2];g=+n[d+16>>2];J=+n[d+20>>2];p[(a+280|0)>>3]=+n[d>>2];p[((a+280|0)+8|0)>>3]=F;p[((a+280|0)+16|0)>>3]=s;p[((a+280|0)+24|0)>>3]=I;p[((a+280|0)+32|0)>>3]=g;p[((a+280|0)+40|0)>>3]=J;UBa(a+400|0,a+280|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;J=+p[(a+400|0)>>3];g=(+p[((a+400|0)+24|0)>>3]-J)*.5;I=+p[((a+400|0)+8|0)>>3];s=(+p[((a+400|0)+32|0)>>3]-I)*.5;F=+p[((a+400|0)+16|0)>>3];t=(+p[((a+400|0)+40|0)>>3]-F)*.5;p[(a+448|0)>>3]=J+g;p[((a+448|0)+8|0)>>3]=I+s;p[((a+448|0)+16|0)>>3]=F+t;p[((a+448|0)+24|0)>>3]=g*g+(s*s+t*t);d=f[(f[a>>2]|0)+24>>2]|0;e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=v|1;else e=1}if(e)if(1){nEa(a+352|0,a+584|0);r=f[(a+584|0)>>2]|0;u=f[((a+584|0)+4|0)>>2]|0;c:do if((r|0)==(u|0))c=0;else{c=r;do{s=+p[c>>3];o=c+8|0;t=+p[o>>3];q=c+16|0;F=+p[q>>3];I=s*+p[(a+104|0)>>3]+t*+p[(a+136|0)>>3]+F*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];J=s*+p[(a+112|0)>>3]+t*+p[(a+144|0)>>3]+F*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*s+ +p[(a+128|0)>>3]*t+ +p[(a+160|0)>>3]*F+ +p[(a+192|0)>>3];p[o>>3]=I;p[q>>3]=J;c=c+24|0}while((c|0)!=(u|0));q=f[(f[a>>2]|0)+24>>2]|0;o=r;c=0;do{m=Rg[f[(f[q>>2]|0)+20>>2]&255](q,o)|0;k=m?2:1;d:do if(m){m=f[a>>2]|0;e=f[m+64>>2]|0;l=f[m+68>>2]|0;if((e|0)!=(l|0)){g=+p[o>>3];s=+p[o+8>>3];t=+p[o+16>>3];d=0;do{h=f[e>>2]|0;j=f[e+4>>2]|0;if((h|0)==(j|0))d=(d|0)>0?d:0;else{i=2;do{K=+p[h+24>>3]+(g*+p[h>>3]+(s*+p[h+8>>3]+t*+p[h+16>>3]))<0.0?0:2;i=(K|0)<(i|0)?K:i;h=h+32|0}while((h|0)!=(j|0));if((i|0)==2)break d;else d=(d|0)<(i|0)?i:d}e=e+12|0}while((e|0)!=(l|0));if((d|0)==2)break}c=k|c;K=f[m+24>>2]|0;g=+Ng[f[(f[K>>2]|0)+16>>2]&31](K,o);if(g<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=g;p[(a+224|0)>>3]=+p[o>>3];p[(a+232|0)>>3]=+p[o+8>>3];p[(a+240|0)>>3]=+p[o+16>>3]}if(f[(a+264|0)>>2]|0){K=JEa(f[(a+8|0)>>2]|0,(o+(w*24|0)-r|0)/24|0)|0;e=f[(a+264|0)>>2]|0;d=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=K;e=f[e+16>>2]|0;if(!e){C=251;break b}Fh[f[(f[e>>2]|0)+24>>2]&255](e,o,d,a+448|0);break}K=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[K>>2]|0)+12>>2]&1023](K)|0))break;if((c|0)==3){c=3;break c}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){c=2;break c}}while(0);o=o+24|0}while((o|0)!=(u|0))}while(0);c=((c|0)==0?1:c)|v;if(!x){K=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[K>>2]|0)+12>>2]&1023](K)|0){if((c|0)==3){A=3;break}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){A=2;break}}}}if(!(uEa(a+352|0)|0)){A=c;break}vEa(a+352|0);w=w+512|0;v=c}if((C|0)==251)vd();c=f[(a+584|0)+12>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}l=A|z;m=a+224|0;o=a+232|0;q=a+240|0}else y=1}if(y)if(1){l=z;m=a+224|0;o=a+232|0;q=a+240|0}p[B>>3]=+p[m>>3];p[B+8>>3]=+p[o>>3];p[B+16>>3]=+p[q>>3];j=l}f[a+1072>>2]=j;f[a+3608>>2]=C;f[a+3624>>2]=E}function anb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;D=f[a+32>>2]|0;u=f[a+48>>2]|0;B=f[a+56>>2]|0;E=f[a+112>>2]|0;F=f[a+136>>2]|0;v=f[a+920>>2]|0;a:{b:while(1){c:do if(B){h=E;d:while(1){i=h+8|0;e=h+56|0;d=f[e>>2]|0;if((f[i>>2]|0)==(f[d+8>>2]|0))if((f[h+12>>2]|0)==(f[d+12>>2]|0))break c;l=h+60|0;m=f[l>>2]|0;if((m|0)==(d|0)){r=h;l=48;break b}n=f[(m+8|0)>>2]|0;o=f[(m+8|0)+4>>2]|0;q=f[i>>2]|0;i=f[i+4>>2]|0;j=f[(d+8|0)>>2]|0;k=f[(d+8|0)+4>>2]|0;do if((X(q-j|0,o-i|0)|0)==(X(i-k|0,n-q|0)|0)){if(!(b[(D+36|0)>>0]|0))break d;if((n|0)==(j|0)&(o|0)==(k|0))break d;if((n|0)==(q|0)&(o|0)==(i|0))break d;if((q|0)==(j|0)&(i|0)==(k|0))break d;if((n|0)==(j|0))if((o|0)<(i|0)^(i|0)<(k|0))break d;else break;else if((n|0)<(q|0)^(q|0)<(j|0))break d;else break}while(0);if((d|0)==(E|0)){r=E;l=48;break b}else h=d}f[m+56>>2]=d;E=(f[e>>2]|0)+60|0;f[E>>2]=m;f[l>>2]=0;E=f[E>>2]|0;F=(h|0)==(F|0)?d:F;continue b}else{e=E;d=f[E+56>>2]|0;h=f[E+8>>2]|0;while(1){q=h;h=f[d+8>>2]|0;if((q|0)==(h|0))if(!((d|0)==(F|0)?1:(f[e+12>>2]|0)!=(f[d+12>>2]|0)))break;if((f[e+60>>2]|0)==(d|0)){r=e;l=48;break b}if((d|0)==(E|0)){r=E;l=48;break b}e=f[d+56>>2]|0;if((e|0)==(F|0)){s=d;t=F;l=50;break b}else{q=d;d=e;e=q}}h=e;e=e+56|0}while(0);if((h|0)==(d|0)){r=d;l=48;break}q=h+60|0;o=f[q>>2]|0;f[o+56>>2]=f[e>>2];E=f[e>>2]|0;f[E+60>>2]=o;f[q>>2]=0;F=(h|0)==(F|0)?d:F}do if((l|0)==48)if(B)if((f[r+60>>2]|0)==(f[r+56>>2]|0)){l=52;break}else break;else{s=r;t=f[r+56>>2]|0;l=50;break}while(0);if((l|0)==50)if((s|0)==(t|0))l=52;else{b[D+37>>0]=1;f[(f[F+60>>2]|0)+52>>2]=-2}if((l|0)==52){tOb(v);c=0;f[a+1064>>2]=1;break a}k=F+12|0;d=1;j=F;do{e=j+8|0;i=j+56|0;h=f[i>>2]|0;if((f[j+12>>2]|0)<(f[h+12>>2]|0)){s=f[e+4>>2]|0;t=j+16|0;f[t>>2]=f[e>>2];f[t+4>>2]=s;e=j}else{s=f[e+4>>2]|0;t=j;f[t>>2]=f[e>>2];f[t+4>>2]=s;e=j+16|0}t=f[(h+8|0)+4>>2]|0;f[e>>2]=f[(h+8|0)>>2];f[e+4>>2]=t;e=(f[j+20>>2]|0)-(f[j+4>>2]|0)|0;if(!e)g=-1.e+40;else g=+((f[j+16>>2]|0)-(f[j>>2]|0)|0)/+(e|0);p[j+24>>3]=g;f[j+32>>2]=u;j=f[i>>2]|0;if(d)d=(f[j+12>>2]|0)==(f[k>>2]|0);else d=0}while((j|0)!=(F|0));if(d){if(B){tOb(v);c=0;f[a+1064>>2]=1;break a}d=f[F+60>>2]|0;f[d+52>>2]=-2;f[a>>2]=f[F+4>>2];f[a+4>>2]=0;f[a+8>>2]=F;f[F+36>>2]=2;f[F+40>>2]=0;e=F;while(1){c=f[e>>2]|0;if((c|0)!=(f[d+16>>2]|0)){B=e+16|0;C=f[B>>2]|0;f[B>>2]=c;f[e>>2]=C}c=f[e+56>>2]|0;if((f[c+52>>2]|0)==-2)break;f[e+64>>2]=c;e=c;d=f[c+60>>2]|0}c=f[(D+12|0)>>2]|0;if((c|0)==(f[D+16>>2]|0))bmb(D+8|0,a);else{f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[(D+12|0)>>2]=(f[(D+12|0)>>2]|0)+12}c=f[(D+28|0)>>2]|0;if((c|0)==(f[D+32>>2]|0))cmb(D+24|0,a+12|0);else{f[c>>2]=f[(a+12|0)>>2];f[(D+28|0)>>2]=(f[(D+28|0)>>2]|0)+4}c=1;f[a+1064>>2]=1;break a}d=f[(D+28|0)>>2]|0;if((d|0)==(f[D+32>>2]|0))cmb(D+24|0,a+12|0);else{f[d>>2]=v;f[(D+28|0)>>2]=(f[(D+28|0)>>2]|0)+4}d=f[F+60>>2]|0;if((f[d>>2]|0)==(f[d+16>>2]|0))if((f[d+4>>2]|0)==(f[d+20>>2]|0))d=f[F+56>>2]|0;else d=F;else d=F;i=0;while(1){while(1){while(1){e=f[d+60>>2]|0;if((f[d>>2]|0)==(f[e>>2]|0))if((f[d+4>>2]|0)==(f[e+4>>2]|0)){if((f[d+8>>2]|0)!=(f[d+16>>2]|0))break;if((f[d+12>>2]|0)!=(f[d+20>>2]|0))break}d=f[d+56>>2]|0}g=+p[d+24>>3];h=+p[e+24>>3]==-1.e+40;if(g==-1.e+40)if(h){C=e;l=95}else{y=d;c=e;x=g}else if(h){C=e;l=95}else{z=d;break}if((l|0)==95){while(1){l=0;c=f[C+60>>2]|0;if(+p[c+24>>3]==-1.e+40)C=c;else break}y=C;x=+p[C+24>>3]}if(x==-1.e+40){d=y;do d=f[d+56>>2]|0;while(+p[d+24>>3]==-1.e+40);w=d;d=f[d+60>>2]|0}else{w=y;d=c}if((f[w+20>>2]|0)==(f[d+4>>2]|0))d=w;else{l=101;break}}if((l|0)==101){l=0;z=(f[c>>2]|0)<(f[w>>2]|0)?y:w}if((z|0)==(i|0)){c=1;f[a+1064>>2]=2;f[a+1068>>2]=4;break a}i=(i|0)==0?z:i;f[a>>2]=f[z+4>>2];d=f[z+60>>2]|0;if(+p[z+24>>3]<+p[d+24>>3]){f[(a+4|0)>>2]=d;f[(a+8|0)>>2]=z;j=0;h=d;d=z}else{f[(a+4|0)>>2]=z;f[(a+8|0)>>2]=d;j=1;h=z}if(B)e=(f[h+56>>2]|0)==(d|0)?-1:1;else e=0;f[h+40>>2]=e;f[d+40>>2]=0-e;d=dmb(D,h,j)|0;if((f[d+52>>2]|0)==-2)d=dmb(D,d,j)|0;e=j^1;h=dmb(D,f[(a+8|0)>>2]|0,e)|0;if((f[h+52>>2]|0)==-2)h=dmb(D,h,e)|0;if((f[(f[(a+4|0)>>2]|0)+52>>2]|0)==-2){A=a+4|0;l=114}else if((f[(f[(a+8|0)>>2]|0)+52>>2]|0)==-2){A=a+8|0;l=114}if((l|0)==114){l=0;f[A>>2]=0}e=f[(D+12|0)>>2]|0;if((e|0)==(f[(D+16|0)>>2]|0))bmb(D+8|0,a);else{f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[(D+12|0)>>2]=(f[(D+12|0)>>2]|0)+12}d=j?d:h}}f[a+112>>2]=E;f[a+136>>2]=F;f[a+224>>2]=c;f[a+1048>>2]=l}function bnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;s=f[a+48>>2]|0;o=f[a+56>>2]|0;p=f[a+120>>2]|0;q=f[a+152>>2]|0;c=f[a+288>>2]|0;r=f[a+408>>2]|0;t=f[a+464>>2]|0;m=f[a+512>>2]|0;u=f[a+640>>2]|0;a:{b:while(1){n=q;switch((t-n|0|0)/12|0|0){case 2:{u=5;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 3:{u=7;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 4:{u=15;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 5:{u=16;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 1:case 0:{u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}default:{}}if((t-n|0|0)<372){u=22;f[a+664>>2]=2;f[a+668>>2]=11;break a}j=q+((((t-n|0)>>>0)/24|0)*12|0)|0;do{i=1;if(i){i=0;if((t-n|0|0)>11988){e=q+((((t-n|0)>>>0)/48|0)*12|0)|0;g=j+((((t-n|0)>>>0)/48|0)*12|0)|0;h=_lb(q,e,j,g,s)|0;if((f[g>>2]|0)>=(f[m>>2]|0)){k=j;break};f[a>>2]=f[g>>2];f[a+4>>2]=f[g+4>>2];f[a+8>>2]=f[g+8>>2];f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];if((f[j>>2]|0)<(f[g>>2]|0)){f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];if((f[e>>2]|0)<(f[j>>2]|0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[j>>2];f[e+4>>2]=f[j+4>>2];f[e+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];if((f[q>>2]|0)<(f[e>>2]|0)){f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[e>>2];f[q+4>>2]=f[e+4>>2];f[q+8>>2]=f[e+8>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];h=h+4|0;k=j}else{h=h+3|0;k=j}}else{h=h+2|0;k=j}}else{h=h+1|0;k=j}}else i=1}if(i)if(1){k=f[j>>2]|0;e=(k|0)<(f[m>>2]|0);if((f[q>>2]|0)>=(k|0)){if(!e){h=0;k=j;break};f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[m>>2];f[j+4>>2]=f[m+4>>2];f[j+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];if((f[q>>2]|0)>=(f[j>>2]|0)){h=1;k=j;break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[j>>2];f[q+4>>2]=f[j+4>>2];f[q+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];h=2;k=j;break}if(e){f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[m>>2];f[q+4>>2]=f[m+4>>2];f[q+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];h=1;k=j;break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[j>>2];f[q+4>>2]=f[j+4>>2];f[q+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];if((f[j>>2]|0)<(f[m>>2]|0)){f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[m>>2];f[j+4>>2]=f[m+4>>2];f[j+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];h=2;k=j}else{h=1;k=j}}}while(0);e=f[k>>2]|0;g=f[q>>2]|0;if((e|0)<(g|0)){d=m;b=h;break}else l=m;while(1){l=l+-12|0;if((q|0)==(l|0))break;if((e|0)<(f[l>>2]|0)){u=66;break b}}e=q+12|0;if((f[m>>2]|0)>=(g|0)){if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}while(1){if((f[e>>2]|0)<(g|0))break;e=e+12|0;if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}}f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[m>>2];f[e+4>>2]=f[m+4>>2];f[e+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];e=e+12|0}if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}else g=m;while(1){j=f[q>>2]|0;while(1){i=e+12|0;if((f[e>>2]|0)<(j|0))break;else e=i}do g=g+-12|0;while((f[g>>2]|0)<(j|0));if(e>>>0>=g>>>0){q=e;continue b};f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];e=i}}if((u|0)==66){u=0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[l>>2];f[q+4>>2]=f[l+4>>2];f[q+8>>2]=f[l+8>>2];f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];d=l;b=h+1|0}c=q+12|0;c:do if(c>>>0<d>>>0){h=j;while(1){g=f[h>>2]|0;while(1){e=c+12|0;if((g|0)<(f[c>>2]|0))c=e;else break}do d=d+-12|0;while((g|0)>=(f[d>>2]|0));if(c>>>0>d>>>0){d=h;break c};f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];h=(h|0)==(c|0)?d:h;c=e;b=b+1|0}}else d=j;while(0);if((c|0)!=(d|0))if((f[c>>2]|0)<(f[d>>2]|0)){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];b=b+1|0}if(!b){r=$lb(q,c,s)|0;b=c+12|0;if($lb(b,p,s)|0){u=82;f[a+664>>2]=1;break a}if(r){o=b;f[a+664>>2]=3;break a}}p=c;if(((p-n|0)/12|0|0)>=((t-p|0)/12|0|0)){u=81;f[a+664>>2]=1;break a}Ylb(q,c,s);o=c+12|0}f[a+56>>2]=o;f[a+152>>2]=q;f[a+288>>2]=c;f[a+408>>2]=r;f[a+640>>2]=u}function cnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;L=f[a+32>>2]|0;n=f[a+80>>2]|0;D=f[a+88>>2]|0;F=f[a+96>>2]|0;G=f[a+144>>2]|0;H=f[a+152>>2]|0;I=f[a+160>>2]|0;o=f[a+208>>2]|0;q=f[a+216>>2]|0;J=f[a+272>>2]|0;K=f[a+368>>2]|0;E=f[a+456>>2]|0;z=f[a+1456>>2]|0;a:{b:while(1){m=(E|0)!=(n|0);b=f[(G?E+68|0:E+72|0)>>2]|0;e=1;if(e){e=0;if(!b){B=F;h=J;g=K;c=E}else e=1}if(e)if(1){l=b;b=F;e=J;g=K;while(1){c:do if(!(f[(L+52|0)>>2]|0)){k=e;j=g;A=45}else if(G){h=e;if((q|0)==(h|0)){s=e;w=g;A=46;break}j=l+8|0;if(z){i=f[j>>2]|0;while(1){if((f[e+8>>2]|0)>=(i|0)){k=e;j=g;A=45;break c}e=f[h+4>>2]|0;h=e;if((q|0)==(h|0)){k=e;j=g;A=45;break c}}}while(1){i=f[e+8>>2]|0;if((i|0)>=(f[j>>2]|0)){k=e;j=g;A=45;break c}e=f[a>>2]|0;if((f[e+52>>2]|0)>=0){A=f[e+4>>2]|0;f[(a+8|0)>>2]=i;f[((a+8|0)+4|0)>>2]=A;Amb(L,e,a+8|0)|0}e=f[h+4>>2]|0;h=e;if((q|0)==(h|0)){k=e;j=g;A=45;break}}}else{h=f[o>>2]|0;if((h|0)==(g|0)){t=e;x=g;A=47;break}k=l+8|0;if(z){i=f[k>>2]|0;while(1){if((f[(f[g>>2]|0)+8>>2]|0)<=(i|0)){k=e;j=g;A=45;break c}g=f[g>>2]|0;if((h|0)==(g|0)){k=e;j=g;A=45;break c}}}while(1){i=f[(f[g>>2]|0)+8>>2]|0;if((i|0)<=(f[k>>2]|0)){k=e;j=g;A=45;break c}j=f[a>>2]|0;if((f[j+52>>2]|0)>=0){h=f[j+4>>2]|0;f[(a+8|0)>>2]=i;f[((a+8|0)+4|0)>>2]=h;Amb(L,j,a+8|0)|0;h=f[o>>2]|0}g=f[g>>2]|0;if((h|0)==(g|0)){k=e;j=g;A=45;break}}}while(0);if((A|0)==45)if(G){s=k;w=j;A=46}else{t=k;x=j;A=47}if((A|0)==46){e=f[l+8>>2]|0;if((e|0)>(I|0)){c=s;d=w;break}else{r=s;v=w;y=e}}else if((A|0)==47){e=f[l+8>>2]|0;if((e|0)<(H|0)){c=t;d=x;break}else{r=t;v=x;y=e}}i=l+8|0;e=f[a>>2]|0;if((y|0)==(f[e+16>>2]|0)){g=f[e+64>>2]|0;if(g|0)if(+p[l+24>>3]<+p[g+24>>3]){c=r;d=v;break}}if(!(z|(f[e+52>>2]|0)<0)){b=Amb(L,e,i)|0;e=f[(L+56|0)>>2]|0;if(e|0)do{g=f[e+52>>2]|0;if((g|0)>-1){A=f[a>>2]|0;M=f[A>>2]|0;A=f[A+16>>2]|0;N=f[e>>2]|0;h=e+16|0;O=f[h>>2]|0;if((((M|0)>(A|0)?A:M)|0)<(((N|0)>(O|0)?N:O)|0)?(((N|0)>(O|0)?O:N)|0)<(((M|0)>(A|0)?M:A)|0):0){g=f[(f[(f[(L+116|0)>>2]|0)+(g<<2)>>2]|0)+16>>2]|0;if((f[e+36>>2]|0)!=1)g=f[g+16>>2]|0;N=f[h>>2]|0;O=f[h+4>>2]|0;h=pOb(16)|0;f[(a+8|0)>>2]=h;f[h>>2]=g;f[h+4>>2]=b;f[(h+8|0)>>2]=N;f[(h+8|0)+4>>2]=O;g=f[(L+8|0)>>2]|0;if((g|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[g>>2]=h;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}e=f[e+76>>2]|0}while((e|0)!=0);g=f[a>>2]|0;O=f[g>>2]|0;g=f[g+4>>2]|0;e=pOb(16)|0;f[(a+8|0)>>2]=e;f[e>>2]=b;f[e+4>>2]=0;f[(e+8|0)>>2]=O;f[(e+8|0)+4>>2]=g;g=f[(L+20|0)>>2]|0;if((g|0)==(f[(L+24|0)>>2]|0))Bmb(L+16|0,a+8|0);else{f[g>>2]=e;f[(L+20|0)>>2]=(f[(L+20|0)>>2]|0)+4}}if(!(m|(l|0)!=(D|0))){A=67;break b}if(G){O=f[a>>2]|0;N=f[O+12>>2]|0;f[(a+8|0)>>2]=f[i>>2];f[((a+8|0)+4|0)>>2]=N;Dmb(L,O,l,a+8|0)}else{O=f[a>>2]|0;N=f[O+12>>2]|0;f[(a+8|0)>>2]=f[i>>2];f[((a+8|0)+4|0)>>2]=N;Dmb(L,l,O,a+8|0)}O=l;l=f[(G?l+68|0:l+72|0)>>2]|0;Emb(L+76|0,f[a>>2]|0,O);if(!l){c=r;d=v;break}else{e=r;g=v}}B=b;h=c;g=d;c=f[a>>2]|0}d=f[c+64>>2]|0;if(!d){A=96;break}if(!(+p[d+24>>3]==-1.e+40)){A=96;break}if(!(zmb(L+76|0,a)|0)){C=0;A=150;break}b=f[a>>2]|0;if((f[b+52>>2]|0)>-1){Amb(L,b,b)|0;b=f[a>>2]|0}I=f[b>>2]|0;J=f[b+16>>2]|0;F=B;G=(I|0)<(J|0);H=(I|0)<(J|0)?I:J;I=(I|0)<(J|0)?J:I;J=h;K=g;E=b}b=1;if(b)if((A|0)==67){b=f[a>>2]|0;do if((f[(b+52|0)>>2]|0)>-1){Amb(L,b,b+16|0)|0;if(!(f[D+40>>2]|0))Amb(L,D,b+16|0)|0;c=f[(b+52|0)>>2]|0;d=D+52|0;e=f[d>>2]|0;if((c|0)==(e|0)){f[(b+52|0)>>2]=-1;f[d>>2]=-1;break}if((c|0)<(e|0)){Fmb(L,b,D);break}else{Fmb(L,D,b);break}}while(0);b=f[a>>2]|0;c=f[(b+72|0)>>2]|0;d=f[(b+68|0)>>2]|0;if((c|0)!=0|(d|0)!=0)A=77;else if((f[(L+128|0)>>2]|0)==(b|0))A=77;if((A|0)==77){f[((c|0)!=0?c+68|0:L+128|0)>>2]=d;if(d)f[d+72>>2]=c;f[(b+68|0)>>2]=0;f[(b+72|0)>>2]=0}b=D+72|0;c=f[b>>2]|0;d=D+68|0;e=f[d>>2]|0;if(!((c|0)!=0|(e|0)!=0))if((f[(L+128|0)>>2]|0)!=(D|0)){O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}f[((c|0)!=0?c+68|0:L+128|0)>>2]=e;if(e)f[e+72>>2]=c;f[d>>2]=0;f[b>>2]=0;O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}else b=1;if(b)if((A|0)==96){b=f[c+52>>2]|0;if(!((B|0)!=0|(b|0)<0)){b=f[(f[(f[(L+116|0)>>2]|0)+(b<<2)>>2]|0)+16>>2]|0;if((f[c+36>>2]|0)!=1)b=f[b+16>>2]|0;d=f[(L+56|0)>>2]|0;if(d){do{c=f[d+52>>2]|0;if((c|0)>-1){O=f[a>>2]|0;N=f[O>>2]|0;O=f[O+16>>2]|0;M=f[d>>2]|0;e=d+16|0;D=f[e>>2]|0;if((((N|0)>(O|0)?O:N)|0)<(((M|0)>(D|0)?M:D)|0)?(((M|0)>(D|0)?D:M)|0)<(((N|0)>(O|0)?N:O)|0):0){c=f[(f[(f[(L+116|0)>>2]|0)+(c<<2)>>2]|0)+16>>2]|0;if((f[d+36>>2]|0)!=1)c=f[c+16>>2]|0;N=f[e>>2]|0;O=f[e+4>>2]|0;e=pOb(16)|0;f[(a+8|0)>>2]=e;f[e>>2]=c;f[e+4>>2]=b;f[(e+8|0)>>2]=N;f[(e+8|0)+4>>2]=O;c=f[(L+8|0)>>2]|0;if((c|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[c>>2]=e;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}d=f[d+76>>2]|0}while((d|0)!=0);c=f[a>>2]|0}O=c+16|0;N=f[O>>2]|0;O=f[O+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=b;f[c+4>>2]=0;f[(c+8|0)>>2]=N;f[(c+8|0)+4>>2]=O;b=f[(L+20|0)>>2]|0;if((b|0)==(f[(L+24|0)>>2]|0))Bmb(L+16|0,a+8|0);else{f[b>>2]=c;f[(L+20|0)>>2]=(f[(L+20|0)>>2]|0)+4}c=f[a>>2]|0;d=f[c+64>>2]|0;b=f[c+52>>2]|0}i=(b|0)>-1;do{j=1;if(j){j=0;if(!d){if(i){Amb(L,c,c+16|0)|0;d=f[a>>2]|0}else d=c;b=d+72|0;e=f[b>>2]|0;g=d+68|0;h=f[g>>2]|0;if(!((e|0)!=0|(h|0)!=0))if((f[(L+128|0)>>2]|0)!=(d|0))break;f[((e|0)!=0?e+68|0:L+128|0)>>2]=h;if(h)f[h+72>>2]=e;f[g>>2]=0;f[b>>2]=0}else j=1}if(j)if(1){if(!i){if(zmb(L+76|0,a)|0)break;else C=0;u=a;f[a+1560>>2]=6;f[a+1564>>2]=C|0;break a}i=Amb(L,c,c+16|0)|0;if(!(zmb(L+76|0,a)|0)){O=0;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}g=f[a>>2]|0;if(!(f[g+40>>2]|0)){O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}b=f[g+72>>2]|0;h=f[g+68>>2]|0;if(b|0){c=f[b+8>>2]|0;if((c|0)==(f[g>>2]|0)){d=f[b+12>>2]|0;if((d|0)==(f[g+4>>2]|0))if(f[b+40>>2]|0)if((f[b+52>>2]|0)>-1){e=f[b+20>>2]|0;if((d|0)>(e|0)){O=X((f[b+16>>2]|0)-(f[b>>2]|0)|0,(f[g+20>>2]|0)-d|0)|0;if((O|0)==(X(e-(f[b+4>>2]|0)|0,(f[g+16>>2]|0)-c|0)|0)){N=Amb(L,b,g)|0;b=(f[a>>2]|0)+16|0;O=f[b>>2]|0;b=f[b+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=i;f[c+4>>2]=N;f[(c+8|0)>>2]=O;f[(c+8|0)+4>>2]=b;b=f[(L+8|0)>>2]|0;if((b|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[b>>2]=c;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}break}}}}}if(h|0){b=f[h+8>>2]|0;if((b|0)==(f[g>>2]|0)){c=f[h+12>>2]|0;if((c|0)==(f[g+4>>2]|0))if(f[h+40>>2]|0)if((f[h+52>>2]|0)>-1){d=f[h+20>>2]|0;if((c|0)>(d|0)){O=X((f[h+16>>2]|0)-(f[h>>2]|0)|0,(f[g+20>>2]|0)-c|0)|0;if((O|0)==(X(d-(f[h+4>>2]|0)|0,(f[g+16>>2]|0)-b|0)|0)){N=Amb(L,h,g)|0;b=(f[a>>2]|0)+16|0;O=f[b>>2]|0;b=f[b+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=i;f[c+4>>2]=N;f[(c+8|0)>>2]=O;f[(c+8|0)+4>>2]=b;b=f[(L+8|0)>>2]|0;if((b|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[b>>2]=c;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}}}}}}while(0);O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}else b=1;if(b)if((A|0)==150)if(1){u=a;f[a+1560>>2]=6;f[a+1564>>2]=C|0;break a}f[a+1560>>2]=6;f[a+1564>>2]=0;break a}f[a+96>>2]=F;f[a+144>>2]=G;f[a+152>>2]=H;f[a+160>>2]=I;f[a+272>>2]=J;f[a+368>>2]=K;f[a+456>>2]=E;f[a+1528>>2]=A}
+function yha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,n=0;j=u;u=u+16|0;d=j+4|0;e=j;g=j+8|0;i=b[c>>0]|0;h=a+4|0;l=f[h>>2]|0;k=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,1,g)|0;b[(f[a>>2]|0)+k>>0]=i;k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+32|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+56|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+8|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));n=c+208|0;i=f[n>>2]|0;n=f[n+4>>2]|0;l=f[h>>2]|0;k=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;k=(f[a>>2]|0)+k|0;l=k;b[l>>0]=i;b[l+1>>0]=i>>8;b[l+2>>0]=i>>16;b[l+3>>0]=i>>24;k=k+4|0;b[k>>0]=n;b[k+1>>0]=n>>8;b[k+2>>0]=n>>16;b[k+3>>0]=n>>24;k=c+216|0;n=f[k>>2]|0;k=f[k+4>>2]|0;l=f[h>>2]|0;i=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;i=(f[a>>2]|0)+i|0;l=i;b[l>>0]=n;b[l+1>>0]=n>>8;b[l+2>>0]=n>>16;b[l+3>>0]=n>>24;i=i+4|0;b[i>>0]=k;b[i+1>>0]=k>>8;b[i+2>>0]=k>>16;b[i+3>>0]=k>>24;m=+pAa(c);i=f[h>>2]|0;k=i-(f[a>>2]|0)|0;f[e>>2]=i;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;k=(f[a>>2]|0)+k|0;p[s>>3]=m;b[k>>0]=b[s>>0];b[k+1>>0]=b[s+1>>0];b[k+2>>0]=b[s+2>>0];b[k+3>>0]=b[s+3>>0];b[k+4>>0]=b[s+4>>0];b[k+5>>0]=b[s+5>>0];b[k+6>>0]=b[s+6>>0];b[k+7>>0]=b[s+7>>0];k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,128,g)|0;i=(f[a>>2]|0)+i|0;k=c+80|0;l=i+128|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));u=j;return}function zha(a,c,d,e,g,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0;o=u;u=u+16|0;q=o+4|0;r=o;p=o+8|0;s=a+4|0;v=f[s>>2]|0;t=v-(f[a>>2]|0)|0;f[r>>2]=v;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,4,p)|0;t=(f[a>>2]|0)+t|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[t>>0]=c;b[t+1>>0]=c>>8;b[t+2>>0]=c>>16;b[t+3>>0]=c>>24;t=f[s>>2]|0;c=t-(f[a>>2]|0)|0;f[r>>2]=t;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+c>>0]=b[d>>0]|0;d=f[s>>2]|0;c=d-(f[a>>2]|0)|0;f[r>>2]=d;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;d=e;t=d;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=(f[a>>2]|0)+c|0;c=e;b[c>>0]=t;b[c+1>>0]=t>>8;b[c+2>>0]=t>>16;b[c+3>>0]=t>>24;e=e+4|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=f[s>>2]|0;d=e-(f[a>>2]|0)|0;f[r>>2]=e;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+d>>0]=b[g>>0]|0;d=f[s>>2]|0;g=d-(f[a>>2]|0)|0;f[r>>2]=d;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;d=i;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=(f[a>>2]|0)+g|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;g=f[s>>2]|0;i=g-(f[a>>2]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+i>>0]=b[j>>0]|0;j=f[s>>2]|0;i=j-(f[a>>2]|0)|0;f[r>>2]=j;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;j=k;g=j;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=(f[a>>2]|0)+i|0;i=k;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;k=k+4|0;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;k=f[s>>2]|0;j=k-(f[a>>2]|0)|0;f[r>>2]=k;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+j>>0]=b[l>>0]|0;j=f[s>>2]|0;l=j-(f[a>>2]|0)|0;f[r>>2]=j;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;j=m;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=(f[a>>2]|0)+l|0;k=l;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;l=l+4|0;b[l>>0]=m;b[l+1>>0]=m>>8;b[l+2>>0]=m>>16;b[l+3>>0]=m>>24;l=f[s>>2]|0;m=l-(f[a>>2]|0)|0;f[r>>2]=l;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+m>>0]=b[n>>0]|0;u=o;return}function Aha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function Bha(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b,c,d,e);return}function Cha(){f[64564]=1;f[64565]=0;f[64566]=0;f[64567]=0;f[64568]=0;n[64569]=1.0;f[64570]=0;f[64571]=0;f[64572]=0;f[64573]=0;pi(0);return}function Dha(){f[64599]=0;return}function Eha(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;if((a|0)<1|(b|0)<1)return;f[2690]=a;f[2691]=b;if(c>=1.0&d>=1.0)p[1346]=c;else{p[1346]=+(a|0);d=+(b|0)}p[1347]=d;if((f[64600]|0)<=0)return;Tvb(258928,0,0,a,b)|0;return}function Fha(){var a=0,b=0;if((f[64600]|0)<=0){a=0;return a|0}a=f[64737]|0;b=f[64738]|0;a=b>>>0<a>>>0?b:a;return a|0}function Gha(){return +(+Bd())}function Hha(a,b,c){a=a|0;b=b|0;c=c|0;ac(a|0,b|0,c|0);return}function Iha(){bc();return}function Jha(a){a=a|0;return}function Kha(a){a=a|0;f[a>>2]=f[2690];f[a+4>>2]=f[2691];f[a+8>>2]=f[2692];f[a+12>>2]=f[2693];f[a+16>>2]=f[2694];f[a+20>>2]=f[2695];return}function Lha(){var a=0.0,b=0.0,c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+32|0;c=e+24|0;d=e+20|0;i=e+16|0;h=e+8|0;g=e;f[c>>2]=0;f[d>>2]=0;f[i>>2]=0;Ad(c|0,d|0,i|0);p[h>>3]=0.0;p[g>>3]=0.0;zd(1,h|0,g|0)|0;c=f[c>>2]|0;d=f[d>>2]|0;b=+p[h>>3];a=+p[g>>3];if((c|0)<1|(d|0)<1){rc();u=e;return 0}f[2690]=c;f[2691]=d;if(b>=1.0&a>=1.0)p[1346]=b;else{p[1346]=+(c|0);a=+(d|0)}p[1347]=a;if((f[64600]|0)<=0){rc();u=e;return 0}Tvb(258928,0,0,c,d)|0;rc();u=e;return 0}function Mha(){var a=0,c=0,d=0,e=0;d=u;u=u+1264|0;a=pOb(248)|0;OSa(a,38);c=f[64599]|0;f[64599]=a;if(c){gh[f[(f[c>>2]|0)+4>>2]&2047](c);a=f[64599]|0}c=f[a+240>>2]|0;w9a(c);f[d>>2]=31648;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+4|0)>>2]|0;if(a>>>0<(f[c+8>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+4|0)>>2]|0;b[a+24>>0]=0;f[(c+4|0)>>2]=e+32}else Oha(c,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31692;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+52|0)>>2]|0;if(a>>>0<(f[c+56>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+52|0)>>2]|0;b[a+24>>0]=0;f[(c+52|0)>>2]=e+32}else Pha(c+48|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31736;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+28|0)>>2]|0;if(a>>>0<(f[c+32>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+28|0)>>2]|0;b[a+24>>0]=0;f[(c+28|0)>>2]=e+32}else Qha(c+24|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31780;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+16|0)>>2]|0;if(a>>>0<(f[c+20>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+16|0)>>2]|0;b[a+24>>0]=0;f[(c+16|0)>>2]=e+32}else Qha(c+12|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);c=f[64599]|0;f[d>>2]=31824;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+8|0)>>2]|0;if(a>>>0<(f[c+12>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+8|0)>>2]|0;b[a+24>>0]=0;f[(c+8|0)>>2]=e+32}else Qha(c+4|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31868;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+24|0)>>2]|0;if(c>>>0<(f[a+28>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+24|0)>>2]|0;b[c+24>>0]=0;f[(a+24|0)>>2]=e+32}else Qha(a+20|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31912;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+48|0)>>2]|0;if(c>>>0<(f[a+52>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+48|0)>>2]|0;b[c+24>>0]=0;f[(a+48|0)>>2]=e+32}else Oha(a+44|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31956;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+60|0)>>2]|0;if(c>>>0<(f[a+64>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+60|0)>>2]|0;b[c+24>>0]=0;f[(a+60|0)>>2]=e+32}else Oha(a+56|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=32e3;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+72|0)>>2]|0;if(c>>>0<(f[a+76>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+72|0)>>2]|0;b[c+24>>0]=0;f[(a+72|0)>>2]=e+32}else Oha(a+68|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32044;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+96|0)>>2]|0;if(c>>>0<(f[a+100>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+96|0)>>2]|0;b[c+24>>0]=0;f[(a+96|0)>>2]=e+32}else Qha(a+92|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32088;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+108|0)>>2]|0;if(c>>>0<(f[a+112>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+108|0)>>2]|0;b[c+24>>0]=0;f[(a+108|0)>>2]=e+32}else Qha(a+104|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32132;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+132|0)>>2]|0;if(c>>>0<(f[a+136>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+132|0)>>2]|0;b[c+24>>0]=0;f[(a+132|0)>>2]=e+32}else Rha(a+128|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32176;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+192|0)>>2]|0;if(c>>>0<(f[a+196>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+192|0)>>2]|0;b[c+24>>0]=0;f[(a+192|0)>>2]=e+32}else Sha(a+188|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32220;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+144|0)>>2]|0;if(c>>>0<(f[a+148>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+144|0)>>2]|0;b[c+24>>0]=0;f[(a+144|0)>>2]=e+32}else Tha(a+140|0,d,d+24|0);e=f[(d+16|0)>>2]|0;f[d+192>>2]=e;f[d+1176>>2]=0;f[d+1180>>2]=0;rua(d);G=f[d+1176>>2]|0;D=f[d+1180>>2]|0;H=+n[d+1180>>2];f[d+1176>>2]=0;f[d+1180>>2]=0;if((G|0)==5)return}function Nha(){var a=0,c=0;c=pOb(256)|0;oWa(c,f[64599]|0);a=f[64599]|0;f[64599]=c;if(!a){b[262919]=2;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);b[262919]=2;return}function Oha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Pha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Qha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Rha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Sha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Tha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Uha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Vha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Wha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Xha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Yha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Zha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function _ha(a){a=a|0;var b=0,c=0;f[a>>2]=26212;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function $ha(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;h=g+12|0;i=g+8|0;l=g+4|0;k=g;j=f[64599]|0;f[l>>2]=b;f[k>>2]=c;f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];N3a(a,j,i,h,d,e);ic(b|0,c|0,d|0,e|0);u=g;return}function aia(a){a=a|0;var b=0;f[a>>2]=32572;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b)return;a=a+12|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function bia(a){a=a|0;var b=0,c=0;f[a>>2]=32572;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function cia(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;b=pOb(24)|0;f[b>>2]=32572;d=b+4|0;f[d>>2]=26212;e=b+8|0;f[e>>2]=0;g=b+12|0;f[g>>2]=0;h=b+16|0;f[h>>2]=0;i=f[a+8>>2]|0;c=(f[a+12>>2]|0)-i|0;if(!c){i=b+20|0;h=a+20|0;h=f[h>>2]|0;f[i>>2]=h;f[d>>2]=32616;return b|0}if((c|0)<0)AMb(e);j=pOb(c)|0;f[g>>2]=j;f[e>>2]=j;e=j+c|0;f[h>>2]=e;bQb(j|0,i|0,c|0)|0;f[g>>2]=e;i=b+20|0;h=a+20|0;h=f[h>>2]|0;f[i>>2]=h;f[d>>2]=32616;return b|0}function dia(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;f[b>>2]=32572;j=b+4|0;f[j>>2]=26212;d=b+8|0;e=a+8|0;f[d>>2]=0;k=b+12|0;f[k>>2]=0;g=b+16|0;f[g>>2]=0;h=a+12|0;c=(f[h>>2]|0)-(f[e>>2]|0)|0;if(c|0){if((c|0)<0)AMb(d);i=pOb(c)|0;f[k>>2]=i;f[d>>2]=i;f[g>>2]=i+c;d=f[e>>2]|0;c=(f[h>>2]|0)-d|0;if((c|0)>0){bQb(i|0,d|0,c|0)|0;f[k>>2]=i+c}}f[b+20>>2]=f[a+20>>2];f[j>>2]=32616;return}function eia(a){a=a|0;var b=0;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b)return;a=a+12|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function fia(a){a=a|0;var b=0,c=0;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function gia(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;b=f[b>>2]|0;c=f[c>>2]|0;d=f[64599]|0;d=Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0;f[a+20>>2]=d;sob(a+4|0,b,c);return}function hia(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==149724?a+4|0:0)|0}function iia(a){a=a|0;return 10816}function jia(a){a=a|0;return}function kia(a){a=a|0;sOb(a);return}function lia(a){a=a|0;a=pOb(8)|0;f[a>>2]=32528;return a|0}function mia(a,b){a=a|0;b=b|0;f[b>>2]=32528;return}function nia(a){a=a|0;return}function oia(a){a=a|0;sOb(a);return}function pia(a){a=a|0;ec();return}function qia(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==149872?a+4|0:0)|0}function ria(a){a=a|0;return 10848}function sia(a){a=a|0;return}function tia(a){a=a|0;sOb(a);return}function uia(a){a=a|0;a=pOb(8)|0;f[a>>2]=32484;return a|0}function via(a,b){a=a|0;b=b|0;f[b>>2]=32484;return}function wia(a){a=a|0;return}function 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Fla(a,c){a=a|0;c=c|0;if(!a){b[262920]=0;return}a=f[64599]|0;if(a|0)if(!(kYa(a)|0))lYa(f[64599]|0);ac(938,0,50);return}function Gla(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;g=u;u=u+16|0;e=g;if((b[262919]|0)!=2){u=g;return}h=f[64599]|0;i=f[c>>2]|0;f[c>>2]=0;f[e>>2]=i;KWa(h,a,e,d);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=g;return}tOb(a);u=g;return}function Hla(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;k=o+8|0;n=o+4|0;m=o;if((b[262919]|2)<<24>>24!=2){n=f[a>>2]|0;m=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=2;oh[m&1023](n,k);u=o;return}if(!(Dla()|0)){n=f[a>>2]|0;m=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=1;oh[m&1023](n,k);u=o;return}if(!(b[262919]|0)){k=pOb(256)|0;oWa(k,f[64599]|0);l=f[64599]|0;f[64599]=k;if(l){gh[f[(f[l>>2]|0)+4>>2]&2047](l);k=f[64599]|0}x9a(f[k+240>>2]|0,0);b[262919]=2}k=f[64599]|0;l=pOb(8)|0;p=f[a>>2]|0;f[a>>2]=0;f[l>>2]=32640;f[l+4>>2]=p;f[n>>2]=l;a=f[d>>2]|0;f[d>>2]=0;f[m>>2]=a;CWa(k,n,c,m,e,g,h,i,j);k=f[m>>2]|0;f[m>>2]=0;if(k|0)tOb(k);k=f[n>>2]|0;f[n>>2]=0;if(k|0)gh[f[(f[k>>2]|0)+4>>2]&2047](k);if(b[262920]|0){u=o;return}b[262920]=1;ac(938,0,50);u=o;return}function Ila(a){a=a|0;var b=0;f[a>>2]=32640;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Jla(a){a=a|0;var b=0,c=0;f[a>>2]=32640;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Kla(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function Lla(a,b){a=a|0;b=b|0;return}function Mla(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Nla(a){a=a|0;return 0}function Ola(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=+q;var r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+48|0;r=E+36|0;s=E+35|0;t=E+34|0;v=E+33|0;w=E+32|0;x=E+31|0;y=E+30|0;z=E+29|0;A=E+28|0;B=E+16|0;C=E+12|0;D=E;b[r>>0]=e&1;b[s>>0]=g&1;b[t>>0]=h&1;b[v>>0]=i&1;b[w>>0]=j&1;b[x>>0]=k&1;b[y>>0]=l&1;b[z>>0]=m&1;b[A>>0]=n&1;if(b[262919]|0){D=2;u=E;return D|0}if(!(Dla()|0)){D=1;u=E;return D|0}b[262919]=1;h=pOb(252)|0;$Xa(h,f[64599]|0);m=f[64599]|0;f[64599]=h;if(!m)m=h;else{gh[f[(f[m>>2]|0)+4>>2]&2047](m);m=f[64599]|0}x9a(f[m+240>>2]|0,0);if(i)b[(f[64599]|0)+229>>0]=1;f[B>>2]=0;g=B+4|0;f[g>>2]=0;f[B+8>>2]=0;f[C>>2]=1;e=B+8|0;Pla(B,C,r);n=f[g>>2]|0;m=f[e>>2]|0;f[C>>2]=2;if(n>>>0<m>>>0){f[n>>2]=2;b[n+4>>0]=b[s>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,s);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=4;if(n>>>0<m>>>0){f[n>>2]=4;b[n+4>>0]=b[t>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,t);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=8;if(n>>>0<m>>>0){f[n>>2]=8;b[n+4>>0]=b[v>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,v);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=16;if(n>>>0<m>>>0){f[n>>2]=16;b[n+4>>0]=b[w>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,w);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=32;if(n>>>0<m>>>0){f[n>>2]=32;b[n+4>>0]=b[x>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,x);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=64;if(n>>>0<m>>>0){f[n>>2]=64;b[n+4>>0]=b[y>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,y);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=128;if(n>>>0<m>>>0){f[n>>2]=128;b[n+4>>0]=b[z>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,z);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=256;if(n>>>0<m>>>0){f[n>>2]=256;b[n+4>>0]=b[A>>0]|0;f[g>>2]=n+8}else Pla(B,C,A);g1a(f[h+244>>2]|0,B,o,p,q);m=f[B>>2]|0;if(m|0){n=f[g>>2]|0;if((n|0)!=(m|0))f[g>>2]=n+(~((n+-8-m|0)>>>3)<<3);sOb(m)}aYa(D,h,(b[c+11>>0]|0)<0?f[c>>2]|0:c,(b[a+11>>0]|0)<0?f[a>>2]|0:a,(b[d+11>>0]|0)<0?f[d>>2]|0:d);if((b[D+11>>0]|0)<0)sOb(f[D>>2]|0);if(b[262920]|0){D=0;u=E;return D|0}b[262920]=1;ac(938,0,50);D=0;u=E;return D|0}function Pla(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;j=a+4|0;l=f[a>>2]|0;m=(f[j>>2]|0)-l|0;n=m>>3;e=n+1|0;if(e>>>0>536870911)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>2;e=o>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!e){i=0;k=0}else if(e>>>0>536870911)vd();else{k=pOb(e<<3)|0;i=k;break}while(0);g=i+(n<<3)|0;f[g>>2]=f[c>>2];b[i+(n<<3)+4>>0]=b[d>>0]|0;if((m|0)>0)bQb(k|0,l|0,m|0)|0;f[a>>2]=i;f[j>>2]=g+8;f[h>>2]=i+(e<<3);if(!l)return;sOb(l);return}function Qla(){lYa(f[64599]|0);return}function Rla(){if(!(b[257144]|0))MPb(257144)|0;f[64601]=262921;return}function Sla(a,b){a=a|0;b=b|0;a=f[a>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Tla(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];BCb(153675,c)|0;u=b;return}function Ula(){return}function Vla(a,b){a=+a;b=+b;var c=0;c=Bla()|0;ih[f[(f[c>>2]|0)+12>>2]&15](c,a,b);return}function Wla(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+16|0;c=b;d=(Bla()|0)+244|0;d=f[d>>2]|0;e=f[a>>2]|0;f[a>>2]=0;f[c>>2]=e;u$a(d,c);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=b;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=b;return}function Xla(a){a=a|0;var b=0;b=(Bla()|0)+232|0;return kDa(ySa(f[b>>2]|0)|0,a)|0}function Yla(){var a=0;a=(Bla()|0)+240|0;x9a(f[a>>2]|0,0);return}function Zla(){var a=0;a=(Bla()|0)+240|0;w9a(f[a>>2]|0);return}function _la(){return 69}function $la(){return uyb()|0}function ama(){var a=0;a=(Bla()|0)+232|0;return BQa(f[a>>2]|0)|0}function bma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;s=w+20|0;q=w+8|0;o=w+4|0;p=w;f[s>>2]=0;v=s+4|0;f[v>>2]=0;f[s+8>>2]=0;f[q>>2]=0;t=q+4|0;f[t>>2]=0;f[q+8>>2]=0;d=b+4|0;c=f[d>>2]|0;n=q+8|0;do if(c|0)if(c>>>0>1073741823)vd();else{m=pOb(c<<2)|0;f[q>>2]=m;f[t>>2]=m;f[n>>2]=m+(c<<2);break}while(0);m=(Bla()|0)+232|0;m=GQa(f[m>>2]|0)|0;c=f[b>>2]|0;l=f[d>>2]|0;j=c+(l<<2)|0;if(!l){c=f[a>>2]|0;r=35}else{k=m+4|0;l=s+8|0;i=c;do{h=f[i>>2]|0;f[o>>2]=h;e=f[k>>2]|0;a:do if(!e)r=27;else{d=e+-1|0;b=(d&e|0)==0;if(b)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;c=f[(f[m>>2]|0)+(g<<2)>>2]|0;if(!c)r=27;else{c=f[c>>2]|0;if(!c)r=27;else{b:do if(b)while(1){e=f[c+4>>2]|0;b=(h|0)==(e|0);if(!(b|(e&d|0)==(g|0))){r=27;break a}if(b)if((f[c+8>>2]|0)==(h|0))break b;c=f[c>>2]|0;if(!c){r=27;break a}}else while(1){b=f[c+4>>2]|0;if((h|0)==(b|0)){if((f[c+8>>2]|0)==(h|0))break b}else{if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)!=(g|0)){r=27;break a}}c=f[c>>2]|0;if(!c){r=27;break a}}while(0);c=f[(f[c+12>>2]|0)+8>>2]|0;f[p>>2]=c;b=f[t>>2]|0;if(b>>>0<(f[n>>2]|0)>>>0){f[b>>2]=c;f[t>>2]=b+4}else cma(q,p)}}}while(0);do if((r|0)==27){r=0;c=f[v>>2]|0;if((c|0)==(f[l>>2]|0)){GE(s,o);break}else{f[c>>2]=h;f[v>>2]=c+4;break}}while(0);i=i+4|0}while((i|0)!=(j|0));c=f[a>>2]|0;if((f[s>>2]|0)==(f[v>>2]|0))r=35;else oh[f[(f[c>>2]|0)+12>>2]&1023](c,s)}if((r|0)==35)oh[f[(f[c>>2]|0)+8>>2]&1023](c,q);c=f[q>>2]|0;if(c|0){b=f[t>>2]|0;if((b|0)!=(c|0))f[t>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}c=f[s>>2]|0;if(!c){u=w;return}b=f[v>>2]|0;if((b|0)!=(c|0))f[v>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);u=w;return}function cma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function dma(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+32|0;s=x+16|0;w=x;t=x+12|0;i=f[d+4>>2]|0;r=(i>>>0)/12|0;if((i>>>0)%12|0|0){w=f[a>>2]|0;oh[f[(f[w>>2]|0)+12>>2]&1023](w,s);u=x;return}f[w>>2]=0;v=w+4|0;f[v>>2]=0;f[w+8>>2]=0;n=w+8|0;do if(i>>>0>11)if(i>>>0>460175075)vd();else{j=pOb(r*112|0)|0;q=j;k=j+(r*112|0)|0;f[w>>2]=q;f[v>>2]=q;f[n>>2]=k;q=8;break}else if(i|0){j=0;k=0;q=8}while(0);a:do if((q|0)==8){d=f[d>>2]|0;m=d+(i<<3)|0;i=d;d=k;while(1){if(j>>>0<d>>>0){f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;d=j+16|0;l=d+96|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));j=(f[v>>2]|0)+112|0;f[v>>2]=j}else{ema(w);j=f[v>>2]|0}d=j+-96|0;k=i;l=d+96|0;do{f[d>>2]=f[k>>2];d=d+4|0;k=k+4|0}while((d|0)<(l|0));i=i+96|0;if((i|0)==(m|0))break a;d=f[n>>2]|0}}while(0);d=f[c>>2]|0;m=f[c+4>>2]|0;n=d+m|0;c=s+11|0;o=s+8|0;p=s+4|0;b:do if(!m)i=0;else{i=0;j=d;while(1){m=j;while(1){if(!(b[m>>0]|0))break;d=m+1|0;if((d|0)==(n|0))break b;else m=d}f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;l=m-j|0;if(l>>>0>4294967279){q=20;break}if(l>>>0<11){b[c>>0]=l;d=s}else{k=l+16&-16;d=pOb(k)|0;f[s>>2]=d;f[o>>2]=k|-2147483648;f[p>>2]=l}if((j|0)!=(m|0)){k=d;while(1){b[k>>0]=b[j>>0]|0;j=j+1|0;if((j|0)==(m|0))break;else k=k+1|0}d=d+l|0}b[d>>0]=0;l=f[w>>2]|0;d=l;if((((f[v>>2]|0)-l|0)/112|0)>>>0<=i>>>0)break;k=d+(i*112|0)|0;j=k+11|0;if((b[j>>0]|0)<0){b[f[k>>2]>>0]=0;f[d+(i*112|0)+4>>2]=0;d=k}else{b[k>>0]=0;b[j>>0]=0;d=k}EOb(k,0);f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];i=i+1|0;j=m+1|0;if((j|0)==(n|0))break b}if((q|0)==20)vOb(s);if((b[c>>0]|0)<0)sOb(f[s>>2]|0)}while(0);if((i|0)==(r|0)){s=Bla()|0;i=f[s+244>>2]|0;Jkb(DSa(f[s+232>>2]|0)|0,i);s=f[a>>2]|0;f[a>>2]=0;f[t>>2]=s;B$a(i,t,e,w,g,h);i=f[t>>2]|0;f[t>>2]=0;if(i|0)gh[f[(f[i>>2]|0)+4>>2]&2047](i)}else{t=f[a>>2]|0;oh[f[(f[t>>2]|0)+12>>2]&1023](t,s)}i=f[w>>2]|0;if(i|0){d=f[v>>2]|0;if((d|0)!=(i|0)){do{d=d+-112|0;f[v>>2]=d;if((b[d+11>>0]|0)<0){sOb(f[d>>2]|0);d=f[v>>2]|0}}while((d|0)!=(i|0));i=f[w>>2]|0}sOb(i)}u=x;return}function ema(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;k=f[n>>2]|0;d=f[a>>2]|0;i=(k-d|0)/112|0;e=i+1|0;c=d;g=k;if(e>>>0>38347922)AMb(a);o=a+8|0;l=((f[o>>2]|0)-d|0)/112|0;m=l<<1;e=l>>>0<19173961?(m>>>0<e>>>0?e:m):38347922;do if(!e)h=0;else if(e>>>0>38347922)vd();else{h=pOb(e*112|0)|0;break}while(0);d=h+(i*112|0)|0;j=d;m=h+(e*112|0)|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;h=h+(i*112|0)+16|0;i=h+96|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));l=d+112|0;if((g|0)==(c|0)){d=j;e=k}else{e=j;do{h=d+-112|0;i=g;g=g+-112|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;h=d+-96|0;d=i+-96|0;i=h+96|0;do{f[h>>2]=f[d>>2];h=h+4|0;d=d+4|0}while((h|0)<(i|0));d=e+-112|0;e=d}while((g|0)!=(c|0));d=e;e=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=d;f[n>>2]=l;f[o>>2]=m;d=e;if((c|0)!=(d|0))do{c=c+-112|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0)}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function fma(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0.0,P=0,Q=0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0;v=u;u=u+320|0;l=v+248|0;k=v+176|0;y=v+96|0;Q=v+168|0;j=v+16|0;s=v;x=v+164|0;w=v+160|0;i=v+88|0;g=v+80|0;m=v+12|0;o=v+8|0;q=Bla()|0;h=f[q+232>>2]|0;r=f[q+240>>2]|0;t=Pg[f[(f[q>>2]|0)+24>>2]&1023](q)|0;M=f[a>>2]|0;Y=+p[M+24>>3];V=+p[M+48>>3];S=+p[M+72>>3];_=+p[M+8>>3];X=+p[M+32>>3];U=+p[M+56>>3];R=+p[M+80>>3];Z=+p[M+16>>3];W=+p[M+40>>3];T=+p[M+64>>3];O=+p[M+88>>3];n[y>>2]=+p[M>>3];M=y+4|0;n[M>>2]=_;L=y+8|0;n[L>>2]=Z;K=y+12|0;n[K>>2]=0.0;J=y+16|0;n[J>>2]=Y;I=y+20|0;n[I>>2]=X;H=y+24|0;n[H>>2]=W;G=y+28|0;n[G>>2]=0.0;F=y+32|0;n[F>>2]=V;E=y+36|0;n[E>>2]=U;D=y+40|0;n[D>>2]=T;C=y+44|0;n[C>>2]=0.0;B=y+48|0;n[B>>2]=S;A=y+52|0;n[A>>2]=R;z=y+56|0;n[z>>2]=O;a=y+60|0;n[a>>2]=1.0;N=f[q+244>>2]|0;P=f[(f[N>>2]|0)+192>>2]|0;f[Q>>2]=f[c>>2];f[l>>2]=f[Q>>2];O=+Ng[P&31](N,l);d=d==0.0|O==0.0?1.0:O/d;N=j+4|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;N=j+24|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;N=j+44|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;n[j>>2]=d;n[j+20>>2]=d;n[j+40>>2]=d;n[j+60>>2]=1.0;f[k>>2]=y;f[k+4>>2]=j;gma(l,k)|0;f[y>>2]=f[l>>2];f[M>>2]=f[l+4>>2];f[L>>2]=f[l+8>>2];f[K>>2]=f[l+12>>2];f[J>>2]=f[l+16>>2];f[I>>2]=f[l+20>>2];f[H>>2]=f[l+24>>2];f[G>>2]=f[l+28>>2];f[F>>2]=f[l+32>>2];f[E>>2]=f[l+36>>2];f[D>>2]=f[l+40>>2];f[C>>2]=f[l+44>>2];f[B>>2]=f[l+48>>2];f[A>>2]=f[l+52>>2];f[z>>2]=f[l+56>>2];f[a>>2]=f[l+60>>2];hma(j,y);tRa(s,h,j);f[x>>2]=t;j=f[c>>2]|0;f[w>>2]=j;f[k>>2]=f[x>>2];f[l>>2]=f[w>>2];JQa(h,b,k,l,s,e?0:2)|0;if(e){f[g>>2]=t;f[l>>2]=f[g>>2];IQa(i,h,l);c=f[i>>2]|0;a=f[i+4>>2]|0;if(a|0)iOb(a);a=f[c+56>>2]|0;if(a|0)do{Q=f[a+12>>2]|0;HJa(Q,1,0,1)|0;HJa(Q,2,0,1)|0;HJa(Q,4,0,1)|0;a=f[a>>2]|0}while((a|0)!=0)}f[m>>2]=t;f[o>>2]=j;f[k>>2]=f[m>>2];f[l>>2]=f[o>>2];ima(q+152|0,b,k,l);u9a(r);a=f[s+4>>2]|0;if(!a){u=v;return t|0}iOb(a);u=v;return t|0}function gma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;d=b+4|0;c=f[d>>2]|0;n[a>>2]=+n[e>>2]*+n[c>>2]+ +n[e+16>>2]*+n[c+4>>2]+ +n[e+32>>2]*+n[c+8>>2]+ +n[e+48>>2]*+n[c+12>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+4>>2]=+n[c+4>>2]*+n[e>>2]+ +n[c+20>>2]*+n[e+4>>2]+ +n[c+36>>2]*+n[e+8>>2]+ +n[c+52>>2]*+n[e+12>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+8>>2]=+n[e+8>>2]*+n[c>>2]+ +n[e+24>>2]*+n[c+4>>2]+ +n[e+40>>2]*+n[c+8>>2]+ +n[e+56>>2]*+n[c+12>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+12>>2]=+n[c+12>>2]*+n[e>>2]+ +n[c+28>>2]*+n[e+4>>2]+ +n[c+44>>2]*+n[e+8>>2]+ +n[c+60>>2]*+n[e+12>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+16>>2]=+n[e>>2]*+n[c+16>>2]+ +n[e+16>>2]*+n[c+20>>2]+ +n[e+32>>2]*+n[c+24>>2]+ +n[e+48>>2]*+n[c+28>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+20>>2]=+n[c+4>>2]*+n[e+16>>2]+ +n[c+20>>2]*+n[e+20>>2]+ +n[c+36>>2]*+n[e+24>>2]+ +n[c+52>>2]*+n[e+28>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+24>>2]=+n[e+8>>2]*+n[c+16>>2]+ +n[e+24>>2]*+n[c+20>>2]+ +n[e+40>>2]*+n[c+24>>2]+ +n[e+56>>2]*+n[c+28>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+28>>2]=+n[c+12>>2]*+n[e+16>>2]+ +n[c+28>>2]*+n[e+20>>2]+ +n[c+44>>2]*+n[e+24>>2]+ +n[c+60>>2]*+n[e+28>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+32>>2]=+n[e>>2]*+n[c+32>>2]+ +n[e+16>>2]*+n[c+36>>2]+ +n[e+32>>2]*+n[c+40>>2]+ +n[e+48>>2]*+n[c+44>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+36>>2]=+n[c+4>>2]*+n[e+32>>2]+ +n[c+20>>2]*+n[e+36>>2]+ +n[c+36>>2]*+n[e+40>>2]+ +n[c+52>>2]*+n[e+44>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+40>>2]=+n[e+8>>2]*+n[c+32>>2]+ +n[e+24>>2]*+n[c+36>>2]+ +n[e+40>>2]*+n[c+40>>2]+ +n[e+56>>2]*+n[c+44>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+44>>2]=+n[c+12>>2]*+n[e+32>>2]+ +n[c+28>>2]*+n[e+36>>2]+ +n[c+44>>2]*+n[e+40>>2]+ +n[c+60>>2]*+n[e+44>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+48>>2]=+n[e>>2]*+n[c+48>>2]+ +n[e+16>>2]*+n[c+52>>2]+ +n[e+32>>2]*+n[c+56>>2]+ +n[e+48>>2]*+n[c+60>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+52>>2]=+n[c+4>>2]*+n[e+48>>2]+ +n[c+20>>2]*+n[e+52>>2]+ +n[c+36>>2]*+n[e+56>>2]+ +n[c+52>>2]*+n[e+60>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+56>>2]=+n[e+8>>2]*+n[c+48>>2]+ +n[e+24>>2]*+n[c+52>>2]+ +n[e+40>>2]*+n[c+56>>2]+ +n[e+56>>2]*+n[c+60>>2];c=f[b>>2]|0;b=f[d>>2]|0;n[a+60>>2]=+n[c+12>>2]*+n[b+48>>2]+ +n[c+28>>2]*+n[b+52>>2]+ +n[c+44>>2]*+n[b+56>>2]+ +n[c+60>>2]*+n[b+60>>2];return a|0}function hma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;e=u;u=u+32|0;d=e+16|0;c=e;IIa(d,b);b=(Bla()|0)+232|0;PQa(c,f[b>>2]|0,d);b=f[c+8>>2]|0;if(!b){f[a>>2]=0;f[a+4>>2]=-1}else{g=b+112|0;b=(Bla()|0)+244|0;b1a(f[b>>2]|0,1,g);b=f[g+4>>2]|0;f[a>>2]=f[g>>2];f[a+4>>2]=b}b=f[c+12>>2]|0;if(b|0)iOb(b);b=f[c+4>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function ima(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+16|0;l=q+8|0;m=q;g=f[a>>2]|0;p=a+4|0;n=f[p>>2]|0;if((g|0)==(n|0)){u=q;return}j=f[d>>2]|0;h=f[e>>2]|0;i=k+16|0;do{e=g+16|0;d=f[e>>2]|0;if(d|0){f[l>>2]=h;f[m>>2]=j;f[k>>2]=c;Fh[f[(f[d>>2]|0)+24>>2]&255](d,k,m,l);if(b[g+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((g|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;o=15}else if((k|0)==(d|0)){f[e>>2]=g;o=f[i>>2]|0;oh[f[(f[o>>2]|0)+12>>2]&1023](o,g);o=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((o|0)==15){o=0;e=f[i>>2]|0;d=e}if((k|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}g=g+32|0}while((g|0)!=(n|0));d=f[p>>2]|0;if((f[a>>2]|0)==(d|0)){u=q;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{o=30;break}d=d+-32|0;while(1){o=e+-32|0;f[p>>2]=o;if((o|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[p>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){o=30;break}}if((o|0)==30){u=q;return}}function jma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;g=Bla()|0;e=f[g+244>>2]|0;Jkb(DSa(f[g+232>>2]|0)|0,e);g=f[a>>2]|0;f[a>>2]=0;f[d>>2]=g;F$a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function kma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=(Bla()|0)+244|0;g=f[g>>2]|0;h=f[a>>2]|0;f[a>>2]=0;f[e>>2]=h;G$a(g,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function lma(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32672;b[g+8>>0]=e&1;mma(g,0,c,d&1);return}function mma(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;H=u;u=u+64|0;w=H+52|0;t=H;G=H+32|0;E=H+20|0;C=H+16|0;D=H+12|0;B=H+8|0;j=a;x=Bla()|0;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;f[G+12>>2]=0;f[G+16>>2]=0;f[E>>2]=0;F=E+4|0;f[F>>2]=0;f[E+8>>2]=0;s=(Bla()|0)+232|0;s=GQa(f[s>>2]|0)|0;f[w>>2]=0;y=w+4|0;f[y>>2]=0;f[w+8>>2]=0;z=d+4|0;g=f[z>>2]|0;v=w+8|0;if(!g){i=G+8|0;m=i;g=0;h=0;k=0;l=0;n=0;o=0;p=0}else{if(g>>>0>536870911)vd();n=pOb(g<<3)|0;o=n;f[w>>2]=o;f[y>>2]=o;f[v>>2]=n+(g<<3);n=f[d>>2]|0;o=n+(g<<3)|0;p=s+4|0;q=E+8|0;r=t+4|0;do{l=f[n>>2]|0;k=f[p>>2]|0;a:do if(!k)A=34;else{i=k+-1|0;h=(i&k|0)==0;if(h)m=i&l;else if(l>>>0<k>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;g=f[(f[s>>2]|0)+(m<<2)>>2]|0;if(!g)A=34;else{g=f[g>>2]|0;if(!g)A=34;else{b:do if(h)while(1){k=f[g+4>>2]|0;h=(l|0)==(k|0);if(!(h|(k&i|0)==(m|0))){A=34;break a}if(h)if((f[g+8>>2]|0)==(l|0))break b;g=f[g>>2]|0;if(!g){A=34;break a}}else while(1){h=f[g+4>>2]|0;if((l|0)==(h|0)){if((f[g+8>>2]|0)==(l|0))break b}else{if(h>>>0>=k>>>0)h=(h>>>0)%(k>>>0)|0;if((h|0)!=(m|0)){A=34;break a}}g=f[g>>2]|0;if(!g){A=34;break a}}while(0);m=f[n+4>>2]|0;f[t>>2]=f[(f[g+12>>2]|0)+8>>2];f[r>>2]=m;g=f[y>>2]|0;if(g>>>0<(f[v>>2]|0)>>>0){k=t;l=f[k+4>>2]|0;m=g;f[m>>2]=f[k>>2];f[m+4>>2]=l;f[y>>2]=(f[y>>2]|0)+8}else nma(w,t)}}}while(0);do if((A|0)==34){A=0;g=f[F>>2]|0;if((g|0)==(f[q>>2]|0)){GG(E,n);break}else{k=n;l=f[k+4>>2]|0;m=g;f[m>>2]=f[k>>2];f[m+4>>2]=l;f[F>>2]=(f[F>>2]|0)+8;break}}while(0);n=n+8|0}while((n|0)!=(o|0));n=f[w>>2]|0;o=f[y>>2]|0;i=G+8|0;l=f[i>>2]|0;m=i;g=n;h=o;k=l;p=f[v>>2]|0}q=g;f[v>>2]=0;f[y>>2]=0;f[w>>2]=0;f[G>>2]=(g|0)==(h|0)?0:q;f[G+4>>2]=h-q>>3;q=G+12|0;if(!k){g=G+16|0;i=0;k=0}else{g=f[q>>2]|0;if((g|0)!=(k|0))f[q>>2]=g+(~((g+-8-k|0)>>>3)<<3);sOb(l);g=G+16|0;f[g>>2]=0;f[q>>2]=0;f[i>>2]=0;k=f[w>>2]|0;i=k}f[m>>2]=n;f[q>>2]=o;f[g>>2]=p;g=(f[E>>2]|0)==(f[F>>2]|0);if(i|0){h=f[y>>2]|0;if((h|0)!=(i|0))f[y>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(k)}if(g)A=45;else if(Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0)A=45;else oh[f[(f[a>>2]|0)+12>>2]&1023](a,E);c:do if((A|0)==45){g=f[x+244>>2]|0;switch(c<<24>>24){case 0:{D=pOb(32)|0;f[D>>2]=32704;f[D+4>>2]=j;f[D+8>>2]=f[d>>2];f[D+12>>2]=f[z>>2];B=d+8|0;f[D+16>>2]=f[B>>2];A=d+12|0;f[D+20>>2]=f[A>>2];z=d+16|0;f[D+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[B>>2]=0;f[d>>2]=0;f[D+28>>2]=e;f[C>>2]=D;o0a(g,C,G,e);g=f[C>>2]|0;f[C>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}case 1:{C=pOb(36)|0;f[C>>2]=32736;f[C+4>>2]=j;f[C+8>>2]=f[d>>2];f[C+12>>2]=f[z>>2];B=d+8|0;f[C+16>>2]=f[B>>2];A=d+12|0;f[C+20>>2]=f[A>>2];z=d+16|0;f[C+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[B>>2]=0;f[d>>2]=0;f[C+28>>2]=e;b[C+32>>0]=0;f[D>>2]=C;n0a(g,D,G,e,0);g=f[D>>2]|0;f[D>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}case 2:{D=pOb(36)|0;f[D>>2]=32736;f[D+4>>2]=j;f[D+8>>2]=f[d>>2];f[D+12>>2]=f[z>>2];C=d+8|0;f[D+16>>2]=f[C>>2];A=d+12|0;f[D+20>>2]=f[A>>2];z=d+16|0;f[D+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[C>>2]=0;f[d>>2]=0;f[D+28>>2]=e;b[D+32>>0]=1;f[B>>2]=D;n0a(g,B,G,e,1);g=f[B>>2]|0;f[B>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}default:break c}}while(0);g=f[E>>2]|0;if(g|0){h=f[F>>2]|0;if((h|0)!=(g|0))f[F>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}i=G+8|0;g=f[i>>2]|0;if((g|0)==(f[q>>2]|0)){h=f[G>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(g|0){h=f[q>>2]|0;if((h|0)!=(g|0))f[q>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}if(!j){u=H;return}gh[f[(f[j>>2]|0)+4>>2]&2047](j);u=H;return}function nma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function oma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32736;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function pma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32736;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function qma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+64|0;z=B+48|0;x=B+36|0;w=B+16|0;r=B+8|0;s=B;t=h[a+32>>0]|0;k=(Bla()|0)+232|0;k=f[k>>2]|0;l=GQa(k)|0;f[z>>2]=0;A=z+4|0;f[A>>2]=0;f[z+8>>2]=0;f[x>>2]=0;y=x+4|0;f[y>>2]=0;f[x+8>>2]=0;b=f[a+8>>2]|0;v=f[a+12>>2]|0;m=b+(v<<3)|0;if(!v){e=x+8|0;b=0;c=0;g=0;i=0;d=0}else{n=l+4|0;o=w+4|0;p=r+4|0;q=s+4|0;v=x+8|0;do{j=f[b>>2]|0;g=f[n>>2]|0;a:do if(!g)c=0;else{e=g+-1|0;d=(e&g|0)==0;if(d)i=e&j;else if(j>>>0<g>>>0)i=j;else i=(j>>>0)%(g>>>0)|0;c=f[(f[l>>2]|0)+(i<<2)>>2]|0;if(!c)c=0;else{c=f[c>>2]|0;if(!c)c=0;else{if(d)while(1){g=f[c+4>>2]|0;d=(j|0)==(g|0);if(!(d|(g&e|0)==(i|0))){c=0;break a}if(d)if((f[c+8>>2]|0)==(j|0))break a;c=f[c>>2]|0;if(!c){c=0;break a}}while(1){d=f[c+4>>2]|0;if((j|0)==(d|0)){if((f[c+8>>2]|0)==(j|0))break a}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){c=0;break a}}c=f[c>>2]|0;if(!c){c=0;break}}}}}while(0);i=f[b+4>>2]|0;f[w>>2]=f[(f[c+12>>2]|0)+8>>2];f[o>>2]=i;CRa(r,k,w);c=f[r>>2]|0;if(c|0)pFa(c,k,t,z);c=f[z>>2]|0;e=f[A>>2]|0;if((c|0)!=(e|0))do{d=f[c+4>>2]|0;f[s>>2]=j;f[q>>2]=d;d=f[y>>2]|0;if(d>>>0<(f[v>>2]|0)>>>0){C=s;g=f[C+4>>2]|0;i=d;f[i>>2]=f[C>>2];f[i+4>>2]=g;f[y>>2]=(f[y>>2]|0)+8}else vma(x,s);c=c+8|0}while((c|0)!=(e|0));c=f[p>>2]|0;if(c|0)iOb(c);b=b+8|0}while((b|0)!=(m|0));g=f[x>>2]|0;i=f[y>>2]|0;e=v;b=g;c=i;d=f[v>>2]|0}C=f[a+4>>2]|0;a=f[(f[C>>2]|0)+8>>2]|0;f[w>>2]=(b|0)==(c|0)?0:b;f[w+4>>2]=c-b>>3;j=w+12|0;f[w+8>>2]=g;f[j>>2]=i;f[w+16>>2]=d;f[e>>2]=0;f[y>>2]=0;f[x>>2]=0;oh[a&1023](C,w);d=w+8|0;b=f[d>>2]|0;if((b|0)==(f[j>>2]|0)){c=f[w>>2]|0;if(c){tOb(c);b=f[d>>2]|0}}if(b|0){c=f[j>>2]|0;if((c|0)!=(b|0))f[j>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[x>>2]|0;if(b|0){c=f[y>>2]|0;if((c|0)!=(b|0))f[y>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[z>>2]|0;if(!b){u=B;return}c=f[A>>2]|0;if((c|0)!=(b|0))f[A>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=B;return}function rma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;n=z+16|0;t=z+8|0;v=z;w=(f[a+28>>2]&1|0)!=0;k=h[a+32>>0]|0;l=(Bla()|0)+232|0;l=f[l>>2]|0;m=GQa(l)|0;f[n>>2]=0;y=n+4|0;f[y>>2]=0;f[n+8>>2]=0;b=f[a+8>>2]|0;s=f[a+12>>2]|0;o=b+(s<<3)|0;if(s|0){p=m+4|0;q=n+8|0;r=t+4|0;s=v+4|0;do{i=f[b>>2]|0;g=f[p>>2]|0;a:do if(!g)x=26;else{e=g+-1|0;d=(e&g|0)==0;if(d)j=e&i;else if(i>>>0<g>>>0)j=i;else j=(i>>>0)%(g>>>0)|0;c=f[(f[m>>2]|0)+(j<<2)>>2]|0;if(!c)x=26;else{c=f[c>>2]|0;if(!c)x=26;else{b:do if(d)while(1){g=f[c+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(j|0))){x=26;break a}if(d)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c){x=26;break a}}else while(1){d=f[c+4>>2]|0;if((i|0)==(d|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(j|0)){x=26;break a}}c=f[c>>2]|0;if(!c){x=26;break a}}while(0);j=f[b+4>>2]|0;f[t>>2]=f[(f[c+12>>2]|0)+8>>2];f[r>>2]=j;CRa(v,l,t);c=f[v>>2]|0;if(!c)x=31;else if(!(lFa(c,l,k,w)|0))x=31;do if((x|0)==31){x=0;c=f[y>>2]|0;if((c|0)==(f[q>>2]|0)){uma(n,b);break}else{g=b;i=f[g+4>>2]|0;j=c;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[y>>2]=(f[y>>2]|0)+8;break}}while(0);c=f[s>>2]|0;if(c|0)iOb(c)}}}while(0);do if((x|0)==26){x=0;c=f[y>>2]|0;if((c|0)==(f[q>>2]|0)){uma(n,b);break}else{g=b;i=f[g+4>>2]|0;j=c;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[y>>2]=(f[y>>2]|0)+8;break}}while(0);b=b+8|0}while((b|0)!=(o|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,n);b=f[n>>2]|0;if(!b){u=z;return}c=f[y>>2]|0;if((c|0)!=(b|0))f[y>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=z;return}function sma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function tma(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function uma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function vma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function wma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32704;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function xma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32704;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function yma(a,b){a=a|0;b=b|0;b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,a+8|0);return}function zma(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;h=m+8|0;j=m;d=f[a+28>>2]|0;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[h>>2]=0;l=h+4|0;f[l>>2]=0;f[h+8>>2]=0;c=f[a+8>>2]|0;i=f[a+12>>2]|0;e=c+(i<<3)|0;a:do if(i|0){g=h+8|0;i=j+4|0;if(!(d&1))while(1){ARa(j,k,c);do if(!(f[j>>2]|0)){d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{o=c;n=f[o+4>>2]|0;f[d>>2]=f[o>>2];f[d+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(e|0))break a}do{ARa(j,k,c);d=f[j>>2]|0;do if(!d){d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{p=c;n=f[p+4>>2]|0;o=d;f[o>>2]=f[p>>2];f[o+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}else{d=f[d+4>>2]|0;if(d|0)if(b[(f[d+44>>2]|0)+148>>0]&2)break;d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{n=c;o=f[n+4>>2]|0;p=d;f[p>>2]=f[n>>2];f[p+4>>2]=o;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0}while((c|0)!=(e|0))}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,h);c=f[h>>2]|0;if(!c){u=m;return}d=f[l>>2]|0;if((d|0)!=(c|0))f[l>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=m;return}function Ama(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Bma(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function Cma(a){a=a|0;var b=0;f[a>>2]=32768;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Dma(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ema(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Fma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Gma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Hma(a){a=a|0;return (b[a+8>>0]|0)!=0|0}function Ima(a){a=a|0;yf()}function Jma(a){a=a|0;return 0}function Kma(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=32800;mma(e,d?2:1,b,c&1);return}function Lma(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Mma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32832;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[e>>2]=g;s0a(a,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Nma(a){a=a|0;var b=0;f[a>>2]=32864;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Oma(a){a=a|0;var b=0,c=0;f[a>>2]=32864;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pma(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Qma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Rma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Sma(a){a=a|0;return 0}function Tma(a){a=a|0;yf()}function Uma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32896;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[e>>2]=g;J0a(a,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Vma(a){a=a|0;var b=0;f[a>>2]=32928;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Wma(a){a=a|0;var b=0,c=0;f[a>>2]=32928;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Xma(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Yma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Zma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function _ma(a){a=a|0;return 0}function $ma(a){a=a|0;yf()}function ana(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=32960;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function bna(a){a=a|0;var b=0;f[a>>2]=32992;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function cna(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function dna(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function ena(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function fna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function gna(a){a=a|0;return 0}function hna(a){a=a|0;yf()}function ina(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;h=pOb(8)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=33024;a=c&1;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[g>>2]=h;h0a(c,g,5,d?a|2:a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function jna(a){a=a|0;var b=0;f[a>>2]=33056;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function kna(a){a=a|0;var b=0,c=0;f[a>>2]=33056;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function lna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function mna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function nna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ona(a){a=a|0;return 0}function pna(a){a=a|0;yf()}function qna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;h=pOb(8)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=33088;a=c&1;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[g>>2]=h;h0a(c,g,1,d?a|2:a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function rna(a){a=a|0;var b=0;f[a>>2]=33120;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function sna(a){a=a|0;var b=0,c=0;f[a>>2]=33120;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function una(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function vna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wna(a){a=a|0;yf()}function xna(a){a=a|0;var b=0;b=(Bla()|0)+240|0;yna(a,a9a(f[b>>2]|0)|0);return}function yna(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;b[a>>0]=b[c>>0]|0;p[a+8>>3]=+p[c+8>>3];p[a+16>>3]=+p[c+16>>3];p[a+24>>3]=+p[c+24>>3];p[a+32>>3]=+p[c+32>>3];p[a+40>>3]=+p[c+40>>3];p[a+48>>3]=+p[c+48>>3];p[a+56>>3]=+p[c+56>>3];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];p[a+88>>3]=+p[c+88>>3];p[a+96>>3]=+p[c+96>>3];p[a+104>>3]=+p[c+104>>3];p[a+112>>3]=+p[c+112>>3];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];p[a+184>>3]=+p[c+184>>3];p[a+192>>3]=+p[c+192>>3];p[a+200>>3]=+p[c+200>>3];d=a+208|0;e=c+208|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+248>>3]=+p[c+248>>3];p[a+256>>3]=+p[c+256>>3];p[a+264>>3]=+p[c+264>>3];p[a+272>>3]=+p[c+272>>3];p[a+280>>3]=+p[c+280>>3];p[a+288>>3]=+p[c+288>>3];p[a+296>>3]=+p[c+296>>3];p[a+304>>3]=+p[c+304>>3];p[a+312>>3]=+p[c+312>>3];p[a+320>>3]=+p[c+320>>3];p[a+328>>3]=+p[c+328>>3];p[a+336>>3]=+p[c+336>>3];p[a+344>>3]=+p[c+344>>3];p[a+352>>3]=+p[c+352>>3];p[a+360>>3]=+p[c+360>>3];p[a+368>>3]=+p[c+368>>3];f[a+376>>2]=f[c+376>>2];f[a+380>>2]=f[c+380>>2];f[a+384>>2]=f[c+384>>2];f[a+388>>2]=f[c+388>>2];f[a+392>>2]=f[c+392>>2];f[a+396>>2]=f[c+396>>2];f[a+400>>2]=f[c+400>>2];f[a+404>>2]=f[c+404>>2];f[a+408>>2]=f[c+408>>2];f[a+412>>2]=f[c+412>>2];f[a+416>>2]=f[c+416>>2];f[a+420>>2]=f[c+420>>2];f[a+424>>2]=f[c+424>>2];f[a+428>>2]=f[c+428>>2];f[a+432>>2]=f[c+432>>2];f[a+436>>2]=f[c+436>>2];p[a+440>>3]=+p[c+440>>3];p[a+448>>3]=+p[c+448>>3];p[a+456>>3]=+p[c+456>>3];p[a+464>>3]=+p[c+464>>3];p[a+472>>3]=+p[c+472>>3];p[a+480>>3]=+p[c+480>>3];p[a+488>>3]=+p[c+488>>3];p[a+496>>3]=+p[c+496>>3];p[a+504>>3]=+p[c+504>>3];p[a+512>>3]=+p[c+512>>3];p[a+520>>3]=+p[c+520>>3];p[a+528>>3]=+p[c+528>>3];p[a+536>>3]=+p[c+536>>3];p[a+544>>3]=+p[c+544>>3];p[a+552>>3]=+p[c+552>>3];p[a+560>>3]=+p[c+560>>3];p[a+568>>3]=+p[c+568>>3];p[a+576>>3]=+p[c+576>>3];p[a+584>>3]=+p[c+584>>3];p[a+592>>3]=+p[c+592>>3];p[a+600>>3]=+p[c+600>>3];p[a+608>>3]=+p[c+608>>3];p[a+616>>3]=+p[c+616>>3];p[a+624>>3]=+p[c+624>>3];p[a+632>>3]=+p[c+632>>3];p[a+640>>3]=+p[c+640>>3];p[a+648>>3]=+p[c+648>>3];p[a+656>>3]=+p[c+656>>3];p[a+664>>3]=+p[c+664>>3];p[a+672>>3]=+p[c+672>>3];p[a+680>>3]=+p[c+680>>3];p[a+688>>3]=+p[c+688>>3];f[a+696>>2]=f[c+696>>2];f[a+700>>2]=f[c+700>>2];f[a+704>>2]=f[c+704>>2];f[a+708>>2]=f[c+708>>2];f[a+712>>2]=f[c+712>>2];f[a+716>>2]=f[c+716>>2];f[a+720>>2]=f[c+720>>2];f[a+724>>2]=f[c+724>>2];f[a+728>>2]=f[c+728>>2];g=a+732|0;e=c+732|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];b[g+12>>0]=b[e+12>>0]|0;return}function zna(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;X8a(b,a,0);q9a(b);return}function Ana(a){a=a|0;var b=0,c=0;f[a>>2]=1065353216;f[a+4>>2]=1065353216;f[a+8>>2]=1065353216;b=a+12|0;f[b>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;c=(Bla()|0)+232|0;_Ra(f[c>>2]|0,a,b)|0;return}function Bna(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=Bla()|0;j=f[k+232>>2]|0;a=(IRa(j)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{h=c;g=d;while(1){i=b+12|0;c=f[i>>2]|0;d=c+196|0;e=f[d>>2]|0;if(!(e&128)){d=c+200|0;e=h;d=f[d>>2]|0}else{f[d>>2]=e&-641|512;c=f[i>>2]|0;d=c+200|0;d=f[d>>2]|0;e=1;g=g&((d&-268435456|0)!=0|0!=0)}if((d&56|0)==0&0==0){c=e;d=g}else{sKa(c)|0;d=(f[i>>2]|0)+200|0;c=1;d=g&((f[d>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0;if(!b)break;else{h=c;g=d}}do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(j)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;i=(f[j>>2]|0)+196|0;f[i>>2]=f[i>>2]&-641|512;sKa(f[j>>2]|0)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[k+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{s9a(a);return}}function Cna(){var a=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=Bla()|0;j=f[k+232>>2]|0;a=(IRa(j)|0)+8|0;a=f[a>>2]|0;a:do if(!a){c=0;a=0}else{c=f[(f[a+12>>2]|0)+56>>2]|0;if(!c)do{a=f[a>>2]|0;if(!a){c=0;a=0;break a}c=f[(f[a+12>>2]|0)+56>>2]|0}while((c|0)==0)}while(0);if(!a){g=0;e=1}else{g=0;e=1;do{do{i=c+12|0;d=f[i>>2]|0;if(!(f[d+196>>2]&2097152)){l=d+200|0;h=g;g=f[l>>2]|0}else{CJa(d,0);d=f[i>>2]|0;g=d+200|0;g=f[g>>2]|0;h=1;e=e&((g&-268435456|0)!=0|0!=0)}if((g&3584|0)==0&0==0)g=h;else{tKa(d)|0;l=(f[i>>2]|0)+200|0;g=1;e=e&((f[l>>2]&-268435456|0)!=0|0!=0)}c=f[c>>2]|0}while((c|0)!=0);do{a=f[a>>2]|0;if(!a){c=0;a=0;break}c=f[(f[a+12>>2]|0)+56>>2]|0}while((c|0)==0)}while((a|0)!=0)}a=(JRa(j)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){c=f[(f[a+12>>2]|0)+76>>2]|0;if(!c)do{a=f[a>>2]|0;if(!a)break b;c=f[(f[a+12>>2]|0)+76>>2]|0}while((c|0)==0);c:while(1){do{l=c+12|0;CJa(f[l>>2]|0,0);tKa(f[l>>2]|0)|0;c=f[c>>2]|0}while((c|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;c=f[(f[a+12>>2]|0)+76>>2]|0;if(c)continue c}}}while(0);a=f[k+240>>2]|0;if((b[a+226>>0]|0)!=3|g^1)return;if(e){u9a(a);return}else{Y8a(a);return}}function Dna(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=Bla()|0;h=f[i+232>>2]|0;a=(IRa(h)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{do{g=b+12|0;j=TKa(f[g>>2]|0,0)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=TKa(e,1)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=TKa(e,2)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}if(uKa(e)|0){j=(f[g>>2]|0)+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0}while((b|0)!=0);do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(h)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;TKa(f[j>>2]|0,0)|0;TKa(f[j>>2]|0,1)|0;TKa(f[j>>2]|0,2)|0;uKa(f[j>>2]|0)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[i+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{t9a(a);return}}function Ena(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=Bla()|0;h=f[i+232>>2]|0;a=(IRa(h)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{do{g=b+12|0;j=QKa(f[g>>2]|0,0)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=QKa(e,1)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}if(QKa(e,2)|0){j=(f[g>>2]|0)+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0}while((b|0)!=0);do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(h)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;QKa(f[j>>2]|0,0)|0;QKa(f[j>>2]|0,1)|0;QKa(f[j>>2]|0,2)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[i+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{Y8a(a);return}}function Fna(){var a=0;a=(Bla()|0)+232|0;a=QRa(f[a>>2]|0)|0;return +(+(a>>>0)+4294967296.0*+(I>>>0))}function Gna(){var a=0;a=(Bla()|0)+232|0;a=RRa(f[a>>2]|0)|0;return +(+(a>>>0)+4294967296.0*+(I>>>0))}function Hna(a){a=a|0;var b=0;b=(Bla()|0)+232|0;b=QRa(f[b>>2]|0)|0;p[a>>3]=+(b>>>0)+4294967296.0*+(I>>>0);b=(Bla()|0)+232|0;b=RRa(f[b>>2]|0)|0;p[a+8>>3]=+(b>>>0)+4294967296.0*+(I>>>0);return}function Ina(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+144|0;e=k+96|0;g=k;h=k+48|0;i=(Bla()|0)+232|0;i=f[i>>2]|0;j=g;d=j+48|0;do{f[j>>2]=f[b>>2];j=j+4|0;b=b+4|0}while((j|0)<(d|0));p[h>>3]=+p[c>>3];p[h+8>>3]=+p[c+8>>3];p[h+16>>3]=+p[c+16>>3];p[h+24>>3]=+p[c+24>>3];p[h+32>>3]=+p[c+32>>3];p[h+40>>3]=+p[c+40>>3];j=e;b=g;d=j+48|0;do{f[j>>2]=f[b>>2];j=j+4|0;b=b+4|0}while((j|0)<(d|0));$ib(a,e,i,h);u=k;return}function Jna(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;o=u;u=u+160|0;l=o+80|0;r=o+128|0;q=o+32|0;n=o+16|0;m=o;f[q>>2]=f[b>>2];f[q+4>>2]=f[b+4>>2];f[q+8>>2]=f[b+8>>2];f[q+12>>2]=f[b+12>>2];k=b+20|0;f[r>>2]=f[k>>2];f[r+4>>2]=f[k+4>>2];f[r+8>>2]=f[k+8>>2];f[r+12>>2]=f[k+12>>2];f[r+16>>2]=f[k+16>>2];f[r+20>>2]=f[k+20>>2];f[r+24>>2]=f[k+24>>2];k=Bla()|0;j=f[k+232>>2]|0;k=a9a(f[k+240>>2]|0)|0;f[q+16>>2]=i;b=q+20|0;f[b>>2]=f[r>>2];f[b+4>>2]=f[r+4>>2];f[b+8>>2]=f[r+8>>2];f[b+12>>2]=f[r+12>>2];f[b+16>>2]=f[r+16>>2];f[b+20>>2]=f[r+20>>2];f[b+24>>2]=f[r+24>>2];p[n>>3]=+(d>>>0);p[n+8>>3]=+(e>>>0);p[m>>3]=+(g>>>0);p[m+8>>3]=+(h>>>0);b=l;d=q;e=b+48|0;do{f[b>>2]=f[d>>2];b=b+4|0;d=d+4|0}while((b|0)<(e|0));ajb(a,l,c,j,k,n,m);u=o;return}function Kna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+16|0;k=o+12|0;l=o;j=f[c+4>>2]|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;if(!j){g=0;e=0}else{if(j>>>0>268435455)AMb(l);i=pOb(j<<4)|0;f[l>>2]=i;e=i+(j<<4)|0;f[l+8>>2]=e;f[m>>2]=e;g=i;h=f[c>>2]|0;c=0;do{n[i+(c<<4)>>2]=+p[h+(c<<5)>>3];n[i+(c<<4)+4>>2]=+p[h+(c<<5)+8>>3];n[i+(c<<4)+8>>2]=+p[h+(c<<5)+16>>3];n[i+(c<<4)+12>>2]=+p[h+(c<<5)+24>>3];c=c+1|0}while((c|0)!=(j|0))}j=(Bla()|0)+244|0;j=f[j>>2]|0;i=f[a>>2]|0;f[a>>2]=0;f[k>>2]=i;O0a(j,k,b,e-g>>4,g,d);e=f[k>>2]|0;f[k>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;if(!e){u=o;return}g=f[m>>2]|0;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-16-e|0)>>>4)<<4);sOb(e);u=o;return}function Lna(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;j=u;u=u+368|0;k=j+352|0;s=j+344|0;r=j+336|0;q=j+328|0;l=j+316|0;p=j+96|0;o=j+16|0;m=j;t=(Bla()|0)+232|0;t=f[t>>2]|0;n[s>>2]=+(c>>>0);n[s+4>>2]=+(d>>>0);n[r>>2]=+(e>>>0);n[r+4>>2]=+(g>>>0);n[q>>2]=+(h>>>0);n[q+4>>2]=+(i>>>0);dkb(p,t,s,r,q,l);f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];n[o+12>>2]=-+n[p+12>>2];f[o+16>>2]=f[p+16>>2];f[o+20>>2]=f[p+20>>2];f[o+24>>2]=f[p+24>>2];n[o+28>>2]=-+n[p+28>>2];f[o+32>>2]=f[p+32>>2];f[o+36>>2]=f[p+36>>2];f[o+40>>2]=f[p+40>>2];n[o+44>>2]=-+n[p+44>>2];f[o+48>>2]=f[p+48>>2];f[o+52>>2]=f[p+52>>2];f[o+56>>2]=f[p+56>>2];n[o+60>>2]=-+n[p+60>>2];f[o+64>>2]=f[p+64>>2];f[o+68>>2]=f[p+68>>2];f[o+72>>2]=f[p+72>>2];n[o+76>>2]=-+n[p+76>>2];g=m+4|0;h=pOb(80)|0;f[g>>2]=h;f[m>>2]=h;i=h+80|0;f[m+8>>2]=i;f[h>>2]=f[o>>2];f[h+4>>2]=f[o+4>>2];f[h+8>>2]=f[o+8>>2];f[h+12>>2]=f[o+12>>2];f[h+16>>2]=f[o+16>>2];f[h+20>>2]=f[o+20>>2];f[h+24>>2]=f[o+24>>2];f[h+28>>2]=f[o+28>>2];f[h+32>>2]=f[o+32>>2];f[h+36>>2]=f[o+36>>2];f[h+40>>2]=f[o+40>>2];f[h+44>>2]=f[o+44>>2];f[h+48>>2]=f[o+48>>2];f[h+52>>2]=f[o+52>>2];f[h+56>>2]=f[o+56>>2];f[h+60>>2]=f[o+60>>2];f[h+64>>2]=f[o+64>>2];f[h+68>>2]=f[o+68>>2];f[h+72>>2]=f[o+72>>2];f[h+76>>2]=f[o+76>>2];f[g>>2]=i;c=(Bla()|0)+244|0;c=f[c>>2]|0;e=f[a>>2]|0;f[a>>2]=0;f[k>>2]=e;e=f[m>>2]|0;d=e;O0a(c,k,b,i-e>>4,d,l);c=f[k>>2]|0;f[k>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);if(!e){u=j;return}if((i|0)!=(d|0))f[g>>2]=i+(~((h+64-e|0)>>>4)<<4);sOb(e);u=j;return}function Mna(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+384|0;v=z+368|0;w=z+360|0;x=z+352|0;i=z+344|0;j=z+320|0;k=z+88|0;y=z;l=z+8|0;o=Bla()|0;m=f[o+232>>2]|0;o=f[o+244>>2]|0;p=e+c|0;q=g+-1|0;r=e+d|0;t=h+-1|0;n[v>>2]=+(c>>>0);n[v+4>>2]=+(d>>>0);c=c>>>0<e>>>0?0:(n[s>>2]=+((c-e|0)>>>0),f[s>>2]|0);e=d>>>0<e>>>0?0:(n[s>>2]=+((d-e|0)>>>0),f[s>>2]|0);f[w>>2]=c;f[w+4>>2]=e;n[x>>2]=+((q>>>0<p>>>0?q:p)>>>0);n[x+4>>2]=+((t>>>0<r>>>0?t:r)>>>0);n[i>>2]=+(g>>>0);n[i+4>>2]=+(h>>>0);ckb(j,m,v,i);dkb(k,m,w,x,i,z+308|0);c=f[a>>2]|0;f[a>>2]=0;f[y>>2]=c;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];n[l+12>>2]=-+n[k+12>>2];f[l+16>>2]=f[k+16>>2];f[l+20>>2]=f[k+20>>2];f[l+24>>2]=f[k+24>>2];n[l+28>>2]=-+n[k+28>>2];f[l+32>>2]=f[k+32>>2];f[l+36>>2]=f[k+36>>2];f[l+40>>2]=f[k+40>>2];n[l+44>>2]=-+n[k+44>>2];f[l+48>>2]=f[k+48>>2];f[l+52>>2]=f[k+52>>2];f[l+56>>2]=f[k+56>>2];n[l+60>>2]=-+n[k+60>>2];f[l+64>>2]=f[k+64>>2];f[l+68>>2]=f[k+68>>2];f[l+72>>2]=f[k+72>>2];n[l+76>>2]=-+n[k+76>>2];P0a(o,y,b,j,l);c=f[y>>2]|0;f[y>>2]=0;if(!c){u=z;return}gh[f[(f[c>>2]|0)+4>>2]&2047](c);u=z;return}function Nna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0;e=u;u=u+32|0;h=e+4|0;g=e;i=(Bla()|0)+244|0;i=f[i>>2]|0;f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];f[h+8>>2]=f[c+8>>2];n[h+12>>2]=d*d;n[h+16>>2]=d;c=f[a>>2]|0;f[a>>2]=0;f[g>>2]=c;Q0a(i,g,b,h);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ona(a){a=a|0;var b=0;b=(Bla()|0)+244|0;R0a(f[b>>2]|0,a);return}function Pna(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;e=g;d=(Bla()|0)+244|0;d=f[d>>2]|0;if((f[d+12>>2]|0)!=2){e=f[a>>2]|0;oh[f[(f[e>>2]|0)+16>>2]&1023](e,0);u=g;return}h=f[a>>2]|0;f[a>>2]=0;f[e>>2]=h;S0a(d,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Qna(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;d=n+16|0;k=n;f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;e=f[b+4>>2]|0;if((e>>>0)%3|0|0){u=n;return}g=(e>>>0)/3|0;h=f[b>>2]|0;i=g+1|0;f[k>>2]=0;m=k+4|0;f[m>>2]=0;f[k+8>>2]=0;if(e>>>0<48){f[d>>2]=g;if(e>>>0>2)j=5}else{Rna(k,i);d=f[k>>2]|0;f[d>>2]=g;j=5}if((j|0)==5){b=0;do{j=b;b=b+1|0;f[d+(b<<2)>>2]=j}while(b>>>0<g>>>0)}if(!(e8a(h,d,i,c,1,a)|0)){d=f[a>>2]|0;b=f[l>>2]|0;if((b|0)!=(d|0))f[l>>2]=b+(~((b+-4-d|0)>>>2)<<2)}d=f[k>>2]|0;if(d|0){b=f[m>>2]|0;if((b|0)!=(d|0))f[m>>2]=b+(~((b+-4-d|0)>>>2)<<2);sOb(d)}u=n;return}function Rna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function Sna(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;i=a+4|0;b=f[i>>2]|0;h=a+8|0;l=f[h>>2]|0;if((b|0)==(l|0)){Tna(a,c);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[c>>2];g=b+4|0;f[i>>2]=g}b=c+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=c+8|0;if((g|0)==(l|0)){Tna(a,b);b=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];b=g+4|0;f[i>>2]=b}if((b|0)==(l|0)){Tna(a,d);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[d>>2];g=b+4|0;f[i>>2]=g}b=d+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=d+8|0;if((g|0)==(l|0)){Tna(a,b);b=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];b=g+4|0;f[i>>2]=b}if((b|0)==(l|0)){Tna(a,e);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[e>>2];g=b+4|0;f[i>>2]=g}b=e+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=e+8|0;if((g|0)==(l|0)){Tna(a,b);return}else{f[g>>2]=f[b>>2];f[i>>2]=g+4;return}}function Tna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Una(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;p[a>>3]=+p[b+112>>3];p[a+8>>3]=+p[b+120>>3];return}function Vna(a,b){a=+a;b=+b;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;V9a(c,a,b);t9a(c);return}function Wna(a){a=a|0;return 0}function Xna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33152;f[d>>2]=g;D0a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function Yna(a){a=a|0;var b=0;f[a>>2]=33184;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Zna(a){a=a|0;var b=0,c=0;f[a>>2]=33184;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function _na(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;j=p+16|0;k=p+8|0;l=p+4|0;m=p;n=(Bla()|0)+232|0;n=f[n>>2]|0;f[j>>2]=0;o=j+4|0;f[o>>2]=0;f[j+8>>2]=0;c=f[b+4>>2]|0;i=j+8|0;if(c|0){if(c>>>0>536870911)vd();e=pOb(c<<3)|0;f[j>>2]=e;f[o>>2]=e;f[i>>2]=e+(c<<3);e=f[b>>2]|0;g=e+(c<<3)|0;h=k+4|0;do{DRa(k,n,e);b=f[k>>2]|0;if(!b){f[l>>2]=0;f[m>>2]=0;b=f[o>>2]|0;if(b>>>0<(f[i>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[o>>2]=b+8}else coa(j,l,m)}else{d=f[b+8>>2]|0;f[l>>2]=d;b=(f[b+12>>2]|0)-d|0;f[m>>2]=b;c=f[o>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=d;f[c+4>>2]=b;f[o>>2]=c+8}else boa(j,l,m)}b=f[h>>2]|0;if(b|0)iOb(b);e=e+8|0}while((e|0)!=(g|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,j);b=f[j>>2]|0;if(!b){u=p;return}c=f[o>>2]|0;if((c|0)!=(b|0))f[o>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=p;return}function $na(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function aoa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function boa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function coa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;h=f[a>>2]|0;i=(f[g>>2]|0)-h|0;j=i>>3;b=j+1|0;if(b>>>0>536870911)AMb(a);e=a+8|0;m=(f[e>>2]|0)-h|0;d=m>>2;b=m>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;do if(!b){k=0;l=0}else if(b>>>0>536870911)vd();else{l=pOb(b<<3)|0;k=l;break}while(0);d=k+(j<<3)|0;m=f[c>>2]|0;f[d>>2]=0;f[k+(j<<3)+4>>2]=m;if((i|0)>0)bQb(l|0,h|0,i|0)|0;f[a>>2]=k;f[g>>2]=d+8;f[e>>2]=k+(b<<3);if(!h)return;sOb(h);return}function doa(a){a=a|0;yf()}function eoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33216;f[d>>2]=g;D0a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function foa(a){a=a|0;var b=0;f[a>>2]=33248;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function goa(a){a=a|0;var b=0,c=0;f[a>>2]=33248;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function hoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;e=(Bla()|0)+232|0;e=f[e>>2]|0;c=f[b>>2]|0;h=f[b+4>>2]|0;b=c+(h<<3)|0;if(h|0)do{qRa(e,c)|0;c=c+8|0}while((c|0)!=(b|0));h=f[a+4>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,d);u=g;return}function ioa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function joa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function koa(a){a=a|0;yf()}function loa(a){a=a|0;f[a>>2]=6;f[a+4>>2]=4;return}function moa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+16|0;m=s+12|0;n=s;o=Bla()|0;q=f[o+232>>2]|0;r=f[o+244>>2]|0;h=f[c>>2]|0;l=c+4|0;d=f[l>>2]|0;i=h+(d<<5)|0;f[n>>2]=0;k=n+4|0;f[k>>2]=0;f[n+8>>2]=0;j=h;c=d<<5;e=c>>5;if(e|0){if(e>>>0>134217727)AMb(n);g=pOb(c)|0;f[k>>2]=g;f[n>>2]=g;f[n+8>>2]=g+(e<<5);if(d|0){e=i+-32|0;c=h;d=g;while(1){p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];c=c+32|0;if((c|0)==(i|0))break;else d=d+32|0}f[k>>2]=g+(((e-j|0)>>>5)+1<<5)}}c=TRa(q,n)|0;f[m>>2]=c;d=f[n>>2]|0;if(d){c=f[k>>2]|0;if((c|0)!=(d|0))f[k>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);c=f[m>>2]|0}if((c|0)==-1){b[n>>0]=(f[l>>2]|0)>>>0<5&1;r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,n);u=s;return}else{oDa(ySa(q)|0);Y8a(f[o+240>>2]|0);Jkb(DSa(q)|0,r);J$a(r);r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,m);u=s;return}}function noa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;l=r+24|0;m=r+12|0;i=r+4|0;j=r+8|0;n=r;o=Bla()|0;p=f[o+232>>2]|0;e=f[o+244>>2]|0;f[m>>2]=0;q=m+4|0;f[q>>2]=0;f[m+8>>2]=0;c=f[b>>2]|0;k=b+4|0;h=f[k>>2]|0;g=c+(h<<2)|0;if(h|0){h=m+8|0;do{d=f[c>>2]|0;f[i>>2]=d;f[j>>2]=d;f[l>>2]=f[j>>2];do if(!(WRa(p,l)|0)){d=f[q>>2]|0;if((d|0)==(f[h>>2]|0)){xD(m,i);break}else{f[d>>2]=f[i>>2];f[q>>2]=d+4;break}}while(0);c=c+4|0}while((c|0)!=(g|0));if(f[k>>2]|0){Jkb(DSa(p)|0,e);J$a(e)}}if((f[m>>2]|0)==(f[q>>2]|0)){c=f[b>>2]|0;k=f[k>>2]|0;d=c+(k<<2)|0;if(k|0)do{f[n>>2]=f[c>>2];f[l>>2]=f[n>>2];VRa(p,l)|0;c=c+4|0}while((c|0)!=(d|0));oDa(ySa(p)|0);Y8a(f[o+240>>2]|0);p=f[a>>2]|0;oh[f[(f[p>>2]|0)+8>>2]&1023](p,l)}else{p=f[a>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,m)}c=f[m>>2]|0;if(!c){u=r;return}d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=r;return}function ooa(){var a=0,b=0,c=0;a=Bla()|0;b=f[a+232>>2]|0;c=f[a+244>>2]|0;if(!(SRa(b)|0))return;Jkb(DSa(b)|0,c);J$a(c);oDa(ySa(b)|0);Y8a(f[a+240>>2]|0);return}function poa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+32|0;n=s+16|0;k=s;l=s+4|0;o=Bla()|0;q=f[o+232>>2]|0;r=f[o+244>>2]|0;f[k>>2]=f[c>>2];g=f[b>>2]|0;d=f[b+4>>2]|0;i=g+(d<<5)|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;j=g;b=d<<5;e=b>>5;if(e|0){if(e>>>0>134217727)AMb(l);h=pOb(b)|0;f[m>>2]=h;f[l>>2]=h;f[l+8>>2]=h+(e<<5);if(d|0){e=i+-32|0;b=g;d=h;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(i|0))break;else d=d+32|0}f[m>>2]=h+(((e-j|0)>>>5)+1<<5)}};f[n>>2]=f[k>>2];e=URa(q,n,l)|0;b=f[l>>2]|0;if(b|0){d=f[m>>2]|0;if((d|0)!=(b|0))f[m>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}if(e){Jkb(DSa(q)|0,r);J$a(r);oDa(ySa(q)|0);v9a(f[o+240>>2]|0);r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,n);u=s;return}else{r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,c);u=s;return}}function qoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+48|0;m=v+32|0;s=v+20|0;r=v+4|0;h=v+16|0;n=v;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[s>>2]=0;t=s+4|0;f[t>>2]=0;f[s+8>>2]=0;c=f[b>>2]|0;j=b+4|0;q=f[j>>2]|0;e=c+(q<<2)|0;if(!q)i=9;else{g=s+8|0;do{q=f[c>>2]|0;f[r>>2]=q;f[h>>2]=q;f[m>>2]=f[h>>2];do if(!(WRa(o,m)|0)){d=f[t>>2]|0;if((d|0)==(f[g>>2]|0)){xD(s,r);break}else{f[d>>2]=f[r>>2];f[t>>2]=d+4;break}}while(0);c=c+4|0}while((c|0)!=(e|0));if((f[s>>2]|0)==(f[t>>2]|0))i=9;else{r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,s)}}if((i|0)==9){f[r>>2]=0;q=r+4|0;f[q>>2]=0;f[r+8>>2]=0;rS(r,f[j>>2]|0);c=f[b>>2]|0;l=f[j>>2]|0;k=c+(l<<2)|0;a:do if(l|0){l=r+8|0;while(1){f[n>>2]=f[c>>2];f[m>>2]=f[n>>2];g=XRa(o,m)|0;d=f[q>>2]|0;if((d|0)==(f[l>>2]|0))roa(r,g);else{f[d>>2]=0;j=d+4|0;f[j>>2]=0;f[d+8>>2]=0;i=g+4|0;e=(f[i>>2]|0)-(f[g>>2]|0)|0;h=e>>5;if(h){if(h>>>0>134217727)break;b=pOb(e)|0;f[j>>2]=b;f[d>>2]=b;f[d+8>>2]=b+(h<<5);h=f[g>>2]|0;g=f[i>>2]|0;if((h|0)!=(g|0)){d=h;e=b;while(1){p[e>>3]=+p[d>>3];p[e+8>>3]=+p[d+8>>3];p[e+16>>3]=+p[d+16>>3];p[e+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(g|0))break;else e=e+32|0}f[j>>2]=b+(((g+-32-h|0)>>>5)+1<<5);d=f[q>>2]|0}}f[q>>2]=d+12}c=c+4|0;if((c|0)==(k|0))break a}AMb(d)}while(0);c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,r);c=f[r>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[q>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[q>>2]|0}}while((d|0)!=(c|0));c=f[r>>2]|0}sOb(c)}}c=f[s>>2]|0;if(!c){u=v;return}d=f[t>>2]|0;if((d|0)!=(c|0))f[t>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=v;return}function roa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;t=a+4|0;e=f[t>>2]|0;h=f[a>>2]|0;o=(e-h|0)/12|0;c=o+1|0;q=h;if(c>>>0>357913941)AMb(a);s=a+8|0;r=((f[s>>2]|0)-h|0)/12|0;g=r<<1;g=r>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)m=0;else if(g>>>0>357913941)vd();else{m=pOb(g*12|0)|0;break}while(0);d=m+(o*12|0)|0;c=d;r=m+(g*12|0)|0;f[d>>2]=0;n=m+(o*12|0)+4|0;f[n>>2]=0;f[m+(o*12|0)+8>>2]=0;l=f[b+4>>2]|0;k=f[b>>2]|0;b=l-k|0;i=b>>5;g=k;if(i|0){if(i>>>0>134217727)AMb(d);j=pOb(b)|0;f[n>>2]=j;f[d>>2]=j;f[m+(o*12|0)+8>>2]=j+(i<<5);if((g|0)!=(l|0)){b=j;while(1){p[b>>3]=+p[g>>3];p[b+8>>3]=+p[g+8>>3];p[b+16>>3]=+p[g+16>>3];p[b+24>>3]=+p[g+24>>3];g=g+32|0;if((g|0)==(l|0))break;else b=b+32|0}f[n>>2]=j+(((l+-32-k|0)>>>5)+1<<5)}}g=d+12|0;if((e|0)!=(q|0)){do{o=d+-12|0;n=e;e=e+-12|0;f[o>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[o>>2]=f[e>>2];o=n+-8|0;f[m>>2]=f[o>>2];n=n+-4|0;f[d+-4>>2]=f[n>>2];f[n>>2]=0;f[o>>2]=0;f[e>>2]=0;d=c+-12|0;c=d}while((e|0)!=(q|0));h=f[a>>2]|0}f[a>>2]=c;c=f[t>>2]|0;f[t>>2]=g;f[s>>2]=r;b=h;if((c|0)!=(b|0)){e=c;do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-32-g|0)>>>5)<<5);sOb(g)}}while((e|0)!=(b|0))}if(!h)return;sOb(h);return}function soa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+32|0;i=h+20|0;g=h;l=pOb(16)|0;k=l+16|0;j=b;e=f[j+4>>2]|0;m=l;f[m>>2]=f[j>>2];f[m+4>>2]=e;m=c;e=f[m+4>>2]|0;j=l+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=e;j=pOb(28)|0;e=f[a>>2]|0;f[a>>2]=0;f[j+4>>2]=e;f[j>>2]=33280;n[j+8>>2]=d;e=f[b+4>>2]|0;a=j+12|0;f[a>>2]=f[b>>2];f[a+4>>2]=e;a=f[c+4>>2]|0;e=j+20|0;f[e>>2]=f[c>>2];f[e+4>>2]=a;f[g>>2]=l;f[g+4>>2]=2;e=g+12|0;f[g+8>>2]=l;f[e>>2]=k;f[g+16>>2]=k;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[i>>2]=j;t0a(a,i,g);a=f[i>>2]|0;f[i>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=g+8|0;a=f[c>>2]|0;if((a|0)==(f[e>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(!a){u=h;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function toa(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function uoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;e=u;u=u+32|0;d=e+8|0;b=e;c=Bla()|0;g=f[c+232>>2]|0;h=ySa(g)|0;vRa(d,g,a+12|0);vRa(b,g,a+20|0);g=Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0;if(FBa(h,d,b,+n[a+8>>2],g)|0)Y8a(f[c+240>>2]|0);h=f[a+4>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,e+16|0);b=f[b+4>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function voa(a){a=a|0;return 1}function woa(){var a=0;a=Bla()|0;if(!(yBa(ySa(f[a+232>>2]|0)|0)|0))return;Y8a(f[a+240>>2]|0);return}function xoa(){var a=0;a=(Bla()|0)+232|0;lDa(ySa(f[a>>2]|0)|0);return}function yoa(){var a=0;a=(Bla()|0)+232|0;mDa(ySa(f[a>>2]|0)|0);return}function zoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+32|0;p=C+24|0;t=C+16|0;v=C+8|0;w=C+4|0;x=C;A=Bla()|0;y=f[A+232>>2]|0;z=f[A+244>>2]|0;A=f[A+240>>2]|0;c=f[b>>2]|0;B=b+4|0;s=f[B>>2]|0;q=c+(s<<3)|0;a:do if(!s){h=0;e=c;d=c;c=0}else{r=t+4|0;s=v+4|0;h=0;d=0;e=0;o=c;i=-1;while(1){LRa(t,y,o);n=f[t>>2]|0;c=f[r>>2]|0;if(c|0)iOb(c);b:do if(!(f[n+196>>2]&16777216)){EJa(n);g=f[n+116>>2]|0;if((i|0)!=(g|0)){f[w>>2]=g;f[p>>2]=f[w>>2];IQa(v,y,p);d=f[v>>2]|0;c=f[s>>2]|0;if(c|0)iOb(c);if(!d){d=0;e=0;c=-1;break}f[x>>2]=f[d+8>>2];f[p>>2]=f[x>>2];e=mSa(y,p)|0;i=g}if(!e){e=0;c=i}else{l=f[n+120>>2]|0;k=f[e+24>>2]|0;if(!k)c=i;else{j=k+-1|0;g=(j&k|0)==0;if(g)m=j&l;else if(l>>>0<k>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;c=f[(f[e+20>>2]|0)+(m<<2)>>2]|0;if(!c)c=i;else{c=f[c>>2]|0;if(!c)c=i;else{c:do if(g)while(1){k=f[c+4>>2]|0;g=(l|0)==(k|0);if(!(g|(k&j|0)==(m|0))){c=i;break b}if(g)if((f[c+8>>2]|0)==(l|0))break c;c=f[c>>2]|0;if(!c){c=i;break b}}else while(1){g=f[c+4>>2]|0;if((l|0)==(g|0)){if((f[c+8>>2]|0)==(l|0))break c}else{if(g>>>0>=k>>>0)g=(g>>>0)%(k>>>0)|0;if((g|0)!=(m|0)){c=i;break b}}c=f[c>>2]|0;if(!c){c=i;break b}}while(0);NQa(y,f[c+16>>2]|0,n,d);U8a(A,n,0,0);h=1;c=i}}}}}else{c=o;f[c>>2]=0;f[c+4>>2]=-1;c=i}while(0);o=o+8|0;if((o|0)==(q|0))break;else i=c}g=f[b>>2]|0;c=f[B>>2]|0;i=g+(c<<3)|0;d:do if(!c){d=g;c=0}else{d=g;while(1){if((f[d>>2]|0)==0?(f[d+4>>2]|0)==-1:0)break d;d=d+8|0;if((d|0)==(i|0)){e=i;d=g;break a}}}while(0);if((d|0)==(i|0)){e=i;d=g}else{c=d;e=d;e:while(1){do{d=c;c=c+8|0;if((c|0)==(i|0))break e}while((f[c>>2]|0)==0?(f[d+12>>2]|0)==-1:0);w=c;x=f[w+4>>2]|0;y=e;f[y>>2]=f[w>>2];f[y+4>>2]=x;e=e+8|0}d=f[b>>2]|0;c=f[B>>2]|0}}while(0);f[B>>2]=c-(d+(c<<3)-e>>3);k$a(z,a,b,1);if(!h){u=C;return}u9a(A);u=C;return}function Aoa(a){a=a|0;var b=0;b=(Bla()|0)+244|0;l$a(f[b>>2]|0,a);return}function Boa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=Bla()|0;d=f[c+232>>2]|0;e=f[c+244>>2]|0;$0a(e,a,b);if(!(GSa(d,a,b)|0))return;Jkb(DSa(d)|0,e);Y8a(f[c+240>>2]|0);return}function Coa(a){a=a|0;var b=0;b=(Bla()|0)+244|0;r$a(f[b>>2]|0,a);return}function Doa(a){a=+a;var b=0;b=(Bla()|0)+244|0;s$a(f[b>>2]|0,a);return}function Eoa(a){a=a|0;var c=0,d=0,e=0,g=0;c=Bla()|0;d=f[c+240>>2]|0;e=d+224|0;if(!((b[e>>0]&1)!=0^a))return;g=f[c+244>>2]|0;c=f[c+232>>2]|0;y9a(d,a);BDa(ySa(c)|0);e=b[e>>0]|0;m$a(g,a,(e&2)!=0,(e&4)!=0);Y8a(d);return}function Foa(a){a=a|0;var c=0,d=0;c=Bla()|0;d=b[(f[c+240>>2]|0)+224>>0]|0;if(!((d&2)!=0^a))return;m$a(f[c+244>>2]|0,(d&1)!=0,a,(d&4)!=0);c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!((b[c+224>>0]&2)!=0^a))return;z9a(c,a);Y8a(c);return}function Goa(a){a=a|0;var c=0,d=0;c=Bla()|0;d=b[(f[c+240>>2]|0)+224>>0]|0;if(!((d&4)!=0^a))return;m$a(f[c+244>>2]|0,(d&1)!=0,(d&2)!=0,a);c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!((b[c+224>>0]&4)!=0^a))return;A9a(c,a);Y8a(c);return}function Hoa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&1)!=0|0}function Ioa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&2)!=0|0}function Joa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&4)!=0|0}function Koa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&1|0)!=0|0}function Loa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&1|0)!=0^a))return;B9a(b,a);Y8a(b);return}function Moa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&2|0)!=0|0}function Noa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&2|0)!=0^a))return;D9a(b,a);Y8a(b);return}function Ooa(){var a=0;a=(Bla()|0)+240|0;return E9a(f[a>>2]|0)|0}function Poa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;F9a(b,a);Y8a(b);return}function Qoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+48>>2]&1023](b,a);return}function Roa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+60>>2]&63](b,a);return}function Soa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+52>>2]&63](b,a);return}function Toa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+64>>2]&63](b,a);return}function Uoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+68>>2]&1023](b,a);return}function Voa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,a);return}function Woa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+20>>2]&1023](b,a);return}function Xoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+44>>2]&1023](b,a);return}function Yoa(){var a=0.0,b=0.0,c=0;c=(Bla()|0)+240|0;c=f[(f[c>>2]|0)+72>>2]|0;a=+Mg[f[(f[c>>2]|0)+28>>2]&63](c);b=+Mg[f[(f[c>>2]|0)+32>>2]&63](c);return +(b<a?b:a)}function Zoa(){var a=0;a=(Bla()|0)+240|0;a=f[(f[a>>2]|0)+72>>2]|0;return Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0}function _oa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;f[g>>2]=33312;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[d>>2]=g;x$a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function $oa(a){a=a|0;var b=0;f[a>>2]=33312;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function apa(a){a=a|0;var b=0,c=0;f[a>>2]=33312;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function bpa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;k=o+8|0;j=o;l=c+11|0;e=b[l>>0]|0;h=e<<24>>24<0;m=c+4|0;g=h?f[c>>2]|0:c;h=h?f[m>>2]|0:e&255;i=g+h|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;f[k+8>>2]=0;if(h){if((h|0)<0)AMb(k);p=pOb(h)|0;f[n>>2]=p;f[k>>2]=p;f[k+8>>2]=p+h;e=g;g=p;do{b[g>>0]=b[e>>0]|0;e=e+1|0;g=(f[n>>2]|0)+1|0;f[n>>2]=g}while((e|0)!=(i|0));e=b[l>>0]|0};f[j>>2]=0;d[j+4>>1]=0;b[j+6>>0]=0;if(e<<24>>24<0){b[f[c>>2]>>0]=0;f[m>>2]=0}else{b[c>>0]=0;b[l>>0]=0}EOb(c,0);f[c>>2]=0;e=c+4|0;f[e>>2]=f[j>>2];d[e+4>>1]=d[j+4>>1]|0;b[e+6>>0]=b[j+6>>0]|0;b[c+11>>0]=0;e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,k);e=f[k>>2]|0;if(!e){u=o;return}if((f[n>>2]|0)!=(e|0))f[n>>2]=e;sOb(e);u=o;return}function cpa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;k=o+8|0;j=o;l=c+11|0;e=b[l>>0]|0;h=e<<24>>24<0;m=c+4|0;g=h?f[c>>2]|0:c;h=h?f[m>>2]|0:e&255;i=g+h|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;f[k+8>>2]=0;if(h){if((h|0)<0)AMb(k);p=pOb(h)|0;f[n>>2]=p;f[k>>2]=p;f[k+8>>2]=p+h;e=g;g=p;do{b[g>>0]=b[e>>0]|0;e=e+1|0;g=(f[n>>2]|0)+1|0;f[n>>2]=g}while((e|0)!=(i|0));e=b[l>>0]|0};f[j>>2]=0;d[j+4>>1]=0;b[j+6>>0]=0;if(e<<24>>24<0){b[f[c>>2]>>0]=0;f[m>>2]=0}else{b[c>>0]=0;b[l>>0]=0}EOb(c,0);f[c>>2]=0;e=c+4|0;f[e>>2]=f[j>>2];d[e+4>>1]=d[j+4>>1]|0;b[e+6>>0]=b[j+6>>0]|0;b[c+11>>0]=0;e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,k);e=f[k>>2]|0;if(!e){u=o;return}if((f[n>>2]|0)!=(e|0))f[n>>2]=e;sOb(e);u=o;return}function dpa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function epa(a){a=a|0;return 0}function fpa(a){a=a|0;var c=0,d=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;d=b[c+226>>0]|0;if(d<<24>>24==a<<24>>24)return;gab(c,a);if(!(a<<24>>24==1&d<<24>>24==0))if(!(d<<24>>24==1&a<<24>>24==0)){Y8a(c);return}u9a(c);return}function gpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;nab(b,a);s9a(b);return}function hpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;oab(b,a);u9a(b);return}function ipa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;pab(b,a);u9a(b);return}function jpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;qab(b,a);u9a(b);return}function kpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;rab(b,a);u9a(b);return}function lpa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+227>>0]|0)==a<<24>>24)return;kab(c,a);u9a(c);return}function mpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if((lab(b)|0)<<24>>24==a<<24>>24)return;mab(b,a);u9a(b);return}function npa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+228>>0]|0)==a<<24>>24)return;J9a(c,a);t9a(c);return}function opa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;xab(b,a);u9a(b);return}function ppa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;yab(b,a);u9a(b);return}function qpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;zab(b,a);u9a(b);return}function rpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Aab(b,a);u9a(b);return}function spa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Bab(b,a);u9a(b);return}function tpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Cab(b,a);u9a(b);return}function upa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;eab(b,a);u9a(b);return}function vpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;sab(b,a);u9a(b);return}function wpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;tab(b,a);u9a(b);return}function xpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;uab(b,a);u9a(b);return}function ypa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;vab(b,a);u9a(b);return}function zpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;wab(b,a);u9a(b);return}function Apa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&16|0)!=0|0}function Bpa(){var a=0;a=(Bla()|0)+240|0;return +(+Eab(f[a>>2]|0))}function Cpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Dab(b,a);u9a(b);return}function Dpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Fab(b,a);u9a(b);return}function Epa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Gab(b,a);u9a(b);return}function Fpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Hab(b,a);u9a(b);return}function Gpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Iab(b,a);u9a(b);return}function Hpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Jab(b,a);u9a(b);return}function Ipa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Kab(b,a);u9a(b);return}function Jpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Lab(b,a);u9a(b);return}function Kpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Mab(b,a);u9a(b);return}function Lpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Nab(b,a);u9a(b);return}function Mpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Oab(b,a);u9a(b);return}function Npa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;bab(b,a);u9a(b);return}function Opa(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;cab(c,a,b);u9a(c);return}function Ppa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;dab(f[b>>2]|0,a,a+16|0);return}function Qpa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=u;u=u+16|0;b=d+8|0;e=d;c=Bla()|0;g=f[c+232>>2]|0;c=f[c+240>>2]|0;h=BQa(g)|0;a=f[a>>2]|0;f[e>>2]=h;f[e+4>>2]=a;ERa(b,g,e);a=f[b>>2]|0;if(a|0)if((f[c+216>>2]|0)!=(a|0)){U9a(c,b,0);t9a(c)}a=f[b+4>>2]|0;if(!a){u=d;return}iOb(a);u=d;return}function Rpa(){var a=0,b=0,c=0,d=0;c=u;u=u+16|0;a=c;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(f[b+216>>2]|0)){u=c;return}f[a>>2]=0;d=a+4|0;f[d>>2]=0;U9a(b,a,0);a=f[d>>2]|0;if(a|0)iOb(a);t9a(b);u=c;return}function Spa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(s8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Tpa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(r8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Upa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(q8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Vpa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+16|0;d=e+8|0;b=e;g=Bla()|0;c=f[g+240>>2]|0;sRa(d,f[g+232>>2]|0,a);a=f[d>>2]|0;if(a|0){QFa(b,a);if(f[b>>2]|0)if(p8a(f[c+208>>2]|0,b)|0)t9a(c);a=f[b+4>>2]|0;if(a|0)iOb(a)}a=f[d+4>>2]|0;if(!a){u=e;return}iOb(a);u=e;return}function Wpa(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(t8a(f[a+208>>2]|0)|0))return;t9a(a);return}function Xpa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&128|0)!=0^a))return;T9a(b,a);t9a(b);return}function Ypa(){var a=0;a=(Bla()|0)+240|0;Y8a(f[a>>2]|0);return}function Zpa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=Bla()|0;e=f[c+232>>2]|0;d=f[c+244>>2]|0;c=f[c+240>>2]|0;Jkb(DSa(e)|0,d);uSa(e,f[a>>2]|0,f[a+4>>2]|0,b);o$a(d,a,b);v9a(c);return}function _pa(a){a=+a;var b=0,c=0;b=Bla()|0;c=f[b+244>>2]|0;Jkb(DSa(f[b+232>>2]|0)|0,c);q$a(c,a);c=Bla()|0;b=f[c+240>>2]|0;pSa(f[c+232>>2]|0,a);v9a(b);return}function $pa(){var a=0,b=0,c=0;a=Bla()|0;c=f[a+232>>2]|0;b=f[a+244>>2]|0;a=f[a+240>>2]|0;Jkb(DSa(c)|0,b);oSa(c);p$a(b);v9a(a);return}function aqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=(Bla()|0)+232|0;d=f[d>>2]|0;c=f[a>>2]|0;e=f[a+4>>2]|0;a=c+(e<<3)|0;if(!e)return;do{ESa(d,c,b);c=c+8|0}while((c|0)!=(a|0));return}function bqa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;m=u;u=u+32|0;q=m+16|0;l=m+8|0;r=m;p=((f[h+4>>2]|0)>>>0)/3|0;o=((f[i+4>>2]|0)>>>0)/3|0;n=((f[j+4>>2]|0)>>>0)/3|0;s=(b&3|0)==3?b&-4:b;s=(s&3|0)==0?s|4:s;s=(s&4096|0)==0?s&-585:s;s=(s&8192|0)==0?s&-1169:s;b=Bla()|0;k=f[b+232>>2]|0;f[r>>2]=(s&16384|0)==0?s&-2337:s;g=f[g>>2]|0;h=f[h>>2]|0;i=f[i>>2]|0;j=f[j>>2]|0;f[q>>2]=f[r>>2];JDa(l,k,q,c,d,e,g,h,p,i,o,j,n);if(!(f[l>>2]|0)){f[a>>2]=0;f[a+4>>2]=-1}else{r=f[b+244>>2]|0;s=f[(f[r>>2]|0)+28>>2]|0;q=ORa(k)|0;oh[s&1023](r,q);q=(f[l>>2]|0)+28|0;r=f[q+4>>2]|0;s=a;f[s>>2]=f[q>>2];f[s+4>>2]=r}b=f[l+4>>2]|0;if(!b){u=m;return}iOb(b);u=m;return}function cqa(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0;l=(Bla()|0)+244|0;z$a(f[l>>2]|0,b,7,1);l=pOb(104)|0;f[l>>2]=33344;m=f[a>>2]|0;f[a>>2]=0;f[l+4>>2]=m;f[l+8>>2]=c;f[l+12>>2]=d;f[l+16>>2]=e;f[l+20>>2]=g;f[l+24>>2]=f[h>>2];f[l+28>>2]=f[h+4>>2];g=h+8|0;f[l+32>>2]=f[g>>2];e=h+12|0;f[l+36>>2]=f[e>>2];d=h+16|0;f[l+40>>2]=f[d>>2];f[d>>2]=0;f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[l+44>>2]=f[i>>2];f[l+48>>2]=f[i+4>>2];h=i+8|0;f[l+52>>2]=f[h>>2];g=i+12|0;f[l+56>>2]=f[g>>2];e=i+16|0;f[l+60>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;f[l+64>>2]=f[j>>2];f[l+68>>2]=f[j+4>>2];i=j+8|0;f[l+72>>2]=f[i>>2];h=j+12|0;f[l+76>>2]=f[h>>2];g=j+16|0;f[l+80>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;f[l+84>>2]=f[k>>2];f[l+88>>2]=f[k+4>>2];j=k+8|0;f[l+92>>2]=f[j>>2];i=k+12|0;f[l+96>>2]=f[i>>2];h=k+16|0;f[l+100>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;dqa(l,b);return}function dqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;c=g+20|0;d=g;h=pOb(8)|0;f[h>>2]=33376;f[h+4>>2]=a;i=pOb(8)|0;e=f[b+4>>2]|0;a=i;f[a>>2]=f[b>>2];f[a+4>>2]=e;a=i+8|0;f[d>>2]=i;f[d+4>>2]=1;e=d+12|0;f[d+8>>2]=i;f[e>>2]=a;f[d+16>>2]=a;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[c>>2]=h;E0a(a,c,d);a=f[c>>2]|0;f[c>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=d+8|0;a=f[c>>2]|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(!a){u=g;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=g;return}function eqa(a){a=a|0;var b=0;f[a>>2]=33376;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function fqa(a){a=a|0;var b=0,c=0;f[a>>2]=33376;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function gqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function hqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,f[b>>2]|0);return}function iqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function jqa(a){a=a|0;return 0}function kqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33344;b=a+92|0;c=f[b>>2]|0;e=a+96|0;if((c|0)==(f[e>>2]|0)){d=f[a+84>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}c=a+72|0;b=f[c>>2]|0;e=a+76|0;if((b|0)==(f[e>>2]|0)){d=f[a+64>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=a+52|0;b=f[c>>2]|0;e=a+56|0;if((b|0)==(f[e>>2]|0)){d=f[a+44>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=a+32|0;b=f[c>>2]|0;e=a+36|0;if((b|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function lqa(a){a=a|0;kqa(a);sOb(a);return}function mqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;c=u;u=u+48|0;g=c+16|0;d=c+8|0;B=c;v=((f[a+48>>2]|0)>>>0)/3|0;s=((f[a+68>>2]|0)>>>0)/3|0;q=((f[a+88>>2]|0)>>>0)/3|0;A=f[a+8>>2]|0;A=(A&3|0)==3?A&-4:A;A=(A&3|0)==0?A|4:A;A=(A&4096|0)==0?A&-585:A;A=(A&8192|0)==0?A&-1169:A;e=Bla()|0;h=f[e+232>>2]|0;p=f[e+240>>2]|0;zRa(d,h,b);f[B>>2]=(A&16384|0)==0?A&-2337:A;A=f[a+12>>2]|0;z=f[a+16>>2]|0;y=f[a+20>>2]|0;x=f[a+24>>2]|0;w=f[a+44>>2]|0;t=f[a+64>>2]|0;r=f[a+84>>2]|0;f[g>>2]=f[B>>2];HDa(h,d,g,A,z,y,x,w,v,t,s,r,q)|0;Y8a(p);p=f[(f[d>>2]|0)+44>>2]|0;o=+n[p+124>>2];m=+n[p+136>>2];l=+n[p+128>>2];k=+n[p+140>>2];j=+n[p+132>>2];i=+n[p+144>>2];n[g>>2]=o-m;n[g+4>>2]=l-k;n[g+8>>2]=j-i;n[g+12>>2]=o+m;n[g+16>>2]=l+k;n[g+20>>2]=j+i;e=f[e+244>>2]|0;Jkb(DSa(h)|0,e);A$a(e,b,g);g=f[(f[e>>2]|0)+28>>2]|0;b=ORa(h)|0;oh[g&1023](e,b);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,c+40|0);a=f[d+4>>2]|0;if(!a){u=c;return}iOb(a);u=c;return}function nqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=0;oh[e&1023](a,d);u=c;return}function oqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function pqa(a){a=a|0;return 0}function qqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;f[e>>2]=33408;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;E0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function rqa(a){a=a|0;var b=0;f[a>>2]=33408;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function sqa(a){a=a|0;var b=0,c=0;f[a>>2]=33408;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;p=t+36|0;q=Bla()|0;r=f[q+232>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(gRa(r,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{wqa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{wqa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{wqa(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=21}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(x|0)do{lRa(r,e)|0;e=e+8|0}while((e|0)!=(g|0));x=f[q+244>>2]|0;w=f[(f[x>>2]|0)+28>>2]|0;g=ORa(r)|0;oh[w&1023](x,g);Y8a(f[q+240>>2]|0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}c=f[c>>2]|0;if(c|0){d=s+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function uqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else wqa(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function vqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function xqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(12)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=33440;f[d+8>>2]=c;dqa(d,b);return}function yqa(a){a=a|0;var b=0;f[a>>2]=33472;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function zqa(a){a=a|0;var b=0,c=0;f[a>>2]=33472;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Aqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+32|0;e=g+16|0;d=g;c=(Bla()|0)+232|0;zRa(e,f[c>>2]|0,b);b=f[e>>2]|0;if(!b){b=f[a+4>>2]|0;a=f[(f[b>>2]|0)+8>>2]|0;f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;oh[a&1023](b,d);b=f[d>>2]|0;if(b|0){a=f[c>>2]|0;if((a|0)!=(b|0))f[c>>2]=a+(~(((a+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}else{f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;_Da(f[b+44>>2]|0,f[a+8>>2]|0,d);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,d);b=f[d>>2]|0;if(b|0){a=f[c>>2]|0;if((a|0)!=(b|0))f[c>>2]=a+(~(((a+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function Bqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Cqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Dqa(a){a=a|0;yf()}function Eqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=pOb(28)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=33504;f[d+8>>2]=f[b>>2];f[d+12>>2]=f[b+4>>2];a=b+8|0;f[d+16>>2]=f[a>>2];e=b+12|0;f[d+20>>2]=f[e>>2];g=b+16|0;f[d+24>>2]=f[g>>2];f[g>>2]=0;f[e>>2]=0;f[a>>2]=0;f[b>>2]=0;dqa(d,c);return}function Fqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33504;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=33536;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Gqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33504;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=33536;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;g=i;c=(Bla()|0)+232|0;zRa(h,f[c>>2]|0,b);b=f[h>>2]|0;c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;if(!b){f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;oh[d&1023](c,g);b=f[g>>2]|0;if(b|0){a=f[e>>2]|0;if((a|0)!=(b|0))f[e>>2]=a+(~((a+-4-b|0)>>>2)<<2);sOb(b)}}else{dEa(g,b,f[a+8>>2]|0,f[a+12>>2]|0);oh[d&1023](c,g);c=f[g>>2]|0;if(c|0){b=g+4|0;a=f[b>>2]|0;if((a|0)!=(c|0))f[b>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}}b=f[h+4>>2]|0;if(!b){u=i;return}iOb(b);u=i;return}function Iqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Jqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Kqa(a){a=a|0;var b=0;f[a>>2]=33536;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Lqa(a){a=a|0;yf()}function Mqa(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=33568;dqa(c,b);return}function Nqa(a){a=a|0;var b=0;f[a>>2]=33600;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Oqa(a){a=a|0;var b=0,c=0;f[a>>2]=33600;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pqa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+160|0;s=v+144|0;t=v;h=v+152|0;r=(Bla()|0)+232|0;zRa(s,f[r>>2]|0,c);c=f[s>>2]|0;do if(!c){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[t>>0]=1;oh[r&1023](a,t)}else{g=c+44|0;if(!(b[(f[g>>2]|0)+148>>0]&2)){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[t>>0]=3;oh[r&1023](a,t);break}c=t+60|0;d=t;e=d+60|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=1.0;k=t+80|0;l=t+64|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[k>>2]=1.0;m=t+100|0;o=t+84|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;n[m>>2]=1.0;p=t+120|0;q=t+104|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;n[p>>2]=1.0;r=t+124|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;j=(f[g>>2]|0)+68|0;if(!(zLa(j)|0)){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[h>>0]=2;oh[r&1023](a,h)}else{if(zLa(j)|0){d=zLa(j)|0;g=t+4|0;h=f[g>>2]|0;c=f[t>>2]|0;e=h-c>>2;if(d>>>0>e>>>0){Sqa(t,d-e|0);c=f[t>>2]|0}else if(d>>>0<e>>>0){d=c+(d<<2)|0;if((d|0)!=(h|0))f[g>>2]=h+(~((h+-4-d|0)>>>2)<<2)}CLa(j,c)|0}if(ALa(j)|0){d=t+12|0;e=ALa(j)|0;h=t+16|0;i=f[h>>2]|0;c=f[d>>2]|0;g=i-c>>1;if(e>>>0>g>>>0){Tqa(d,e-g|0);c=f[d>>2]|0}else if(e>>>0<g>>>0){d=c+(e<<1)|0;if((d|0)!=(i|0))f[h>>2]=i+(~((i+-2-d|0)>>>1)<<1)}DLa(j,c)|0}c=f[s>>2]|0;g=f[c+44>>2]|0;d=g+72|0;e=t+24|0;if((e|0)==(d|0))e=g;else{Uqa(e,f[d>>2]|0,f[g+76>>2]|0);e=f[s>>2]|0;c=e;e=f[e+44>>2]|0}d=e+84|0;g=t+36|0;if((g|0)==(d|0))g=e;else{Uqa(g,f[d>>2]|0,f[e+88>>2]|0);c=f[s>>2]|0;g=f[c+44>>2]|0}d=g+96|0;e=t+48|0;if((e|0)!=(d|0)){Uqa(e,f[d>>2]|0,f[g+100>>2]|0);c=f[s>>2]|0}e=f[c+36>>2]|0;d=f[c+40>>2]|0;c=(d|0)==0;if(!c)gOb(d);if(e|0){f[t+60>>2]=f[e>>2];f[l>>2]=f[e+4>>2];f[t+68>>2]=f[e+8>>2];f[t+72>>2]=f[e+12>>2];f[t+76>>2]=f[e+16>>2];f[k>>2]=f[e+20>>2];f[o>>2]=f[e+24>>2];f[t+88>>2]=f[e+28>>2];f[t+92>>2]=f[e+32>>2];f[t+96>>2]=f[e+36>>2];f[m>>2]=f[e+40>>2];f[q>>2]=f[e+44>>2];f[t+108>>2]=f[e+48>>2];f[t+112>>2]=f[e+52>>2];f[t+116>>2]=f[e+56>>2];f[p>>2]=f[e+60>>2]}if(!c)iOb(d);q=f[(f[s>>2]|0)+44>>2]|0;f[r>>2]=f[q+24>>2];f[t+128>>2]=f[q+28>>2];f[t+132>>2]=f[q+32>>2];f[t+136>>2]=f[q+52>>2];a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,t)}dO(t)}while(0);c=f[s+4>>2]|0;if(!c){u=v;return}iOb(c);u=v;return}function Qqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=1;oh[e&1023](a,d);u=c;return}function Rqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=0;oh[e&1023](a,d);u=c;return}function Sqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function Tqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>1>>>0>=b>>>0){dQb(c|0,0,b<<1|0)|0;f[l>>2]=c+(b<<1);return}h=f[a>>2]|0;g=c-h|0;e=g>>1;c=e+b|0;if((c|0)<0)AMb(a);d=d-h|0;d=d>>1>>>0<1073741823?(d>>>0<c>>>0?c:d):2147483647;do if(!d){j=0;k=0}else if((d|0)<0)vd();else{k=pOb(d<<1)|0;j=k;break}while(0);c=j+(e<<1)|0;dQb(c|0,0,b<<1|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<1);f[i>>2]=j+(d<<1);if(!h)return;sOb(h);return}function Uqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;i=b;h=j-i|0;g=(h|0)/12|0;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=((d-m|0)/12|0)>>>0){h=a+4|0;e=((f[h>>2]|0)-m|0)/12|0;a=g>>>0>e>>>0;g=a?b+(e*12|0)|0:c;e=g;d=e-i|0;if(d|0)cQb(m|0,b|0,d|0)|0;c=l+(((d|0)/12|0)*12|0)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[h>>2]|0,g|0,d|0)|0;f[h>>2]=(f[h>>2]|0)+(((d>>>0)/12|0)*12|0);return}else{d=f[h>>2]|0;if((d|0)==(c|0))return;f[h>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~(((c+-12-m|0)>>>0)/12|0)*12|0);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>357913941)AMb(a);m=(d|0)/12|0;d=m<<1;d=m>>>0<178956970?(d>>>0<g>>>0?g:d):357913941;if(d>>>0>357913941)AMb(a);c=pOb(d*12|0)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d*12|0);if((h|0)<=0)return;bQb(c|0,b|0,h|0)|0;f[e>>2]=c+(((h>>>0)/12|0)*12|0);return}function Vqa(a){a=a|0;yf()}function Wqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Xqa(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;r=s+28|0;q=s+16|0;o=s+8|0;p=s;kvb(r);hvb(q);l=(e|1|0)==5;m=l?1:h;l=l?f[c+4>>2]|0:g;h=(i|1|0)==5;g=f[d+4>>2]|0;if(!g)n=3;else{h=ODa(i,0,r,q,h?g:j,h?1:k,f[d>>2]|0)|0;if(!h)n=3}if((n|0)==3)h=ODa(e,0,r,q,l,m,f[c>>2]|0)|0;switch(h|0){case 4:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=3;oh[a&1023](p,o);break}case 1:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=0;oh[a&1023](p,o);break}case 2:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=1;oh[a&1023](p,o);break}case 3:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=2;oh[a&1023](p,o);break}default:{l=(Bla()|0)+232|0;l=f[l>>2]|0;qFa(o,l);OQa(p,l,o);l=f[p>>2]|0;h=p+4|0;n=f[h>>2]|0;f[p>>2]=0;f[h>>2]=0;f[o>>2]=l;l=o+4|0;g=f[l>>2]|0;f[l>>2]=n;if(g|0){iOb(g);h=f[h>>2]|0;if(h|0)iOb(h)}if(!(f[o>>2]|0)){n=f[a>>2]|0;e=f[(f[n>>2]|0)+12>>2]|0;b[p>>0]=4;oh[e&1023](n,p)}if(f[r>>2]|0)LFa(f[o>>2]|0,r);if(f[q>>2]|0)MFa(f[o>>2]|0,q);h=f[a>>2]|0;a=f[(f[h>>2]|0)+8>>2]|0;e=(f[o>>2]|0)+4|0;n=f[e+4>>2]|0;o=p;f[o>>2]=f[e>>2];f[o+4>>2]=n;oh[a&1023](h,p);h=f[l>>2]|0;if(h|0)iOb(h)}}h=f[q>>2]|0;f[q>>2]=0;if(h|0)tOb(h);h=f[r>>2]|0;f[r>>2]=0;if(!h){u=s;return}tOb(h);u=s;return}function Yqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;s=u;u=u+48|0;r=s;p=s+36|0;q=(Bla()|0)+232|0;q=f[q>>2]|0;c=r;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=r;h=r+4|0;i=5}else{h=r+16|0;i=r+20|0;j=r+12|0;k=r+28|0;l=r+32|0;m=r+24|0;c=r+4|0;n=r+8|0;do{a:do switch(kRa(q,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){v=d;t=f[v+4>>2]|0;f[e>>2]=f[v>>2];f[e+4>>2]=t;f[h>>2]=(f[h>>2]|0)+8;break a}else{Zqa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){w=d;t=f[w+4>>2]|0;v=e;f[v>>2]=f[w>>2];f[v+4>>2]=t;f[k>>2]=(f[k>>2]|0)+8;break a}else{Zqa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){t=d;v=f[t+4>>2]|0;w=e;f[w>>2]=f[t>>2];f[w+4>>2]=v;f[c>>2]=(f[c>>2]|0)+8;break a}else{Zqa(r,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[r>>2]|0)==(f[c>>2]|0)){d=r;h=c;i=5}else{d=r;i=21}}if((i|0)==5)if((f[r+12>>2]|0)==(f[r+16>>2]|0)){c=r+24|0;if((f[c>>2]|0)==(f[r+28>>2]|0)){e=f[b>>2]|0;w=f[o>>2]|0;g=e+(w<<3)|0;if(w|0)do{pRa(q,e)|0;e=e+8|0}while((e|0)!=(g|0));g=f[a>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,r);g=d;h=c;c=r+24|0}c=f[c>>2]|0;if(c|0){d=r+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[r+12>>2]|0;if(e|0){c=r+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=s;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=s;return}function Zqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function _qa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+16|0;b=e+8|0;d=e;PHa(b);c=(Bla()|0)+232|0;QQa(d,f[c>>2]|0,b);c=(f[d>>2]|0)==0;d=f[d+4>>2]|0;if(d|0)iOb(d);if(c){f[a>>2]=0;f[a+4>>2]=-1}else{g=(f[b>>2]|0)+204|0;c=f[g+4>>2]|0;d=a;f[d>>2]=f[g>>2];f[d+4>>2]=c}a=f[b+4>>2]|0;if(!a){u=e;return}iOb(a);u=e;return}function $qa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;f[e>>2]=33632;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function ara(a){a=a|0;var b=0;f[a>>2]=33632;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function bra(a){a=a|0;var b=0,c=0;f[a>>2]=33632;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function cra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;p=t+36|0;q=Bla()|0;r=f[q+232>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(jRa(r,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{fra(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{fra(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{fra(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=21}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(x|0)do{oRa(r,e)|0;e=e+8|0}while((e|0)!=(g|0));Y8a(f[q+240>>2]|0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}d=f[c>>2]|0;if(d|0){e=s+28|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function dra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else fra(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function era(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function fra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function gra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33664;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function hra(a){a=a|0;var b=0;f[a>>2]=33696;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ira(a){a=a|0;var b=0,c=0;f[a>>2]=33696;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function jra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;c=f[b+4>>2]|0;h=i+8|0;if(c|0){if(c>>>0>134217727)vd();g=pOb(c<<5)|0;f[i>>2]=g;f[l>>2]=g;f[h>>2]=g+(c<<5);g=f[b>>2]|0;d=g+(c<<3)|0;e=j+4|0;c=g;do{vRa(j,k,c);g=f[j>>2]|0;b=f[e>>2]|0;if(b|0)iOb(b);b=f[l>>2]|0;if(b>>>0<(f[h>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;b=b+32|0;f[l>>2]=b}else{mra(i);b=f[l>>2]|0}p=b+-32|0;o=g+152|0;f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];p=f[g+172>>2]|0;o=f[g+176>>2]|0;f[b+-16>>2]=f[g+168>>2];f[b+-12>>2]=p;f[b+-8>>2]=o;n[b+-4>>2]=1.0;c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-32-b|0)>>>5)<<5);sOb(b);u=m;return}function kra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function lra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function mra(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=a+4|0;i=f[a>>2]|0;j=(f[e>>2]|0)-i|0;d=j>>5;b=d+1|0;if(b>>>0>134217727)AMb(a);k=a+8|0;l=(f[k>>2]|0)-i|0;c=l>>4;c=l>>5>>>0<67108863?(c>>>0<b>>>0?b:c):134217727;do if(!c){g=0;h=0}else if(c>>>0>134217727)vd();else{h=pOb(c<<5)|0;g=h;break}while(0);b=g+(d<<5)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;if((j|0)>0)bQb(h|0,i|0,j|0)|0;f[a>>2]=g;f[e>>2]=b+32;f[k>>2]=g+(c<<5);if(!i)return;sOb(i);return}function nra(a){a=a|0;yf()}function ora(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33728;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function pra(a){a=a|0;var b=0;f[a>>2]=33760;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function qra(a){a=a|0;var b=0,c=0;f[a>>2]=33760;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function rra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;c=f[b+4>>2]|0;h=i+8|0;if(c|0){if(c>>>0>268435455)vd();d=pOb(c<<4)|0;f[i>>2]=d;f[l>>2]=d;f[h>>2]=d+(c<<4);d=f[b>>2]|0;e=d+(c<<3)|0;g=j+4|0;do{vRa(j,k,d);b=(f[j>>2]|0)+152|0;c=f[l>>2]|0;if((c|0)==(f[h>>2]|0))ura(i,b);else{f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[l>>2]=c+16}b=f[g>>2]|0;if(b|0)iOb(b);d=d+8|0}while((d|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-16-b|0)>>>4)<<4);sOb(b);u=m;return}function sra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function tra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ura(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function vra(a){a=a|0;yf()}function wra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33792;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function xra(a){a=a|0;var b=0,c=0;f[a>>2]=33760;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function yra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+24|0;l=q+16|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;f[k+8>>2]=0;c=f[b+4>>2]|0;j=k+8|0;if(c|0){if(c>>>0>268435455)vd();d=pOb(c<<4)|0;f[k>>2]=d;f[p>>2]=d;f[j>>2]=d+(c<<4);b=f[b>>2]|0;d=b+(c<<3)|0;e=m+4|0;g=m+8|0;h=m+12|0;i=l+4|0;c=b;do{vRa(l,o,c);b=f[l>>2]|0;f[m>>2]=f[b+168>>2];f[e>>2]=f[b+172>>2];f[g>>2]=f[b+176>>2];n[h>>2]=1.0;b=f[p>>2]|0;if(b>>>0<(f[j>>2]|0)>>>0){f[b>>2]=f[m>>2];f[b+4>>2]=f[m+4>>2];f[b+8>>2]=f[m+8>>2];f[b+12>>2]=f[m+12>>2];f[p>>2]=b+16}else BI(k,m);b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,k);b=f[k>>2]|0;if(!b){u=q;return}c=f[p>>2]|0;if((c|0)!=(b|0))f[p>>2]=c+(~((c+-16-b|0)>>>4)<<4);sOb(b);u=q;return}function zra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+16|0;d=e;if(!(f[b+4>>2]|0)){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);u=e;return}g=pOb(24)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33824;a=g+8|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=g;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ara(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Bra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;q=r;m=Bla()|0;o=f[m+232>>2]|0;c=f[b>>2]|0;k=f[b+4>>2]|0;l=c+(k<<3)|0;do if(k|0){g=a+8|0;h=a+12|0;i=a+16|0;j=a+20|0;k=q+4|0;e=0;d=1;do{vRa(q,o,c);b=f[q>>2]|0;if(+n[b+152>>2]==+n[g>>2])if(+n[b+156>>2]==+n[h>>2])if(+n[b+160>>2]==+n[i>>2]){if(!(+n[b+164>>2]==+n[j>>2]))p=8}else p=8;else p=8;else p=8;if((p|0)==8){p=0;if(d){d=(fRa(o,q)|0)^1;b=f[q>>2]|0}else d=0;_Ha(b,g);e=1}b=f[k>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(l|0));if(e){b=f[m+240>>2]|0;if(d){u9a(b);break}else{Y8a(b);break}}}while(0);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,q);u=r;return}function Cra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;d=e;if(!(f[b+4>>2]|0)){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);u=e;return}g=f[c+8>>2]|0;h=f[c+4>>2]|0;i=f[c>>2]|0;c=pOb(20)|0;j=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=j;f[c>>2]=33856;f[c+8>>2]=i;f[c+12>>2]=h;f[c+16>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=c;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Dra(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Era(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;p=q;l=Bla()|0;m=f[l+232>>2]|0;c=f[b>>2]|0;j=f[b+4>>2]|0;k=c+(j<<3)|0;do if(j|0){g=a+8|0;h=a+12|0;i=a+16|0;j=p+4|0;e=0;d=1;do{vRa(p,m,c);b=f[p>>2]|0;if(+n[b+168>>2]==+n[g>>2])if(+n[b+172>>2]==+n[h>>2]){if(!(+n[b+176>>2]==+n[i>>2]))o=7}else o=7;else o=7;if((o|0)==7){o=0;if(d){d=(fRa(m,p)|0)^1;b=f[p>>2]|0}else d=0;pIa(b,g);e=1}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(k|0));if(e){b=f[l+240>>2]|0;if(d){u9a(b);break}else{Y8a(b);break}}}while(0);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,p);u=q;return}function Fra(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+64|0;c=b;n[c>>2]=1.0;d=c+4|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+20>>2]=1.0;d=c+24|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+40>>2]=1.0;d=c+44|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+60>>2]=1.0;hma(a,c);u=b;return}function Gra(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;f[c>>2]=33888;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;Hra(c,b);return}function Hra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;r=B+44|0;p=B;A=B+24|0;y=B+12|0;w=B+8|0;v=a;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;f[A+16>>2]=0;f[y>>2]=0;z=y+4|0;f[z>>2]=0;f[y+8>>2]=0;o=(Bla()|0)+232|0;o=GQa(f[o>>2]|0)|0;f[r>>2]=0;s=r+4|0;f[s>>2]=0;f[r+8>>2]=0;t=b+4|0;c=f[t>>2]|0;q=r+8|0;if(!c){e=A+8|0;i=e;c=0;d=0;g=0;h=0;j=0;k=0;l=0}else{if(c>>>0>536870911)vd();j=pOb(c<<3)|0;k=j;f[r>>2]=k;f[s>>2]=k;f[q>>2]=j+(c<<3);j=f[b>>2]|0;k=j+(c<<3)|0;l=o+4|0;m=y+8|0;n=p+4|0;do{h=f[j>>2]|0;g=f[l>>2]|0;a:do if(!g)x=34;else{e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;c=f[(f[o>>2]|0)+(i<<2)>>2]|0;if(!c)x=34;else{c=f[c>>2]|0;if(!c)x=34;else{b:do if(d)while(1){g=f[c+4>>2]|0;d=(h|0)==(g|0);if(!(d|(g&e|0)==(i|0))){x=34;break a}if(d)if((f[c+8>>2]|0)==(h|0))break b;c=f[c>>2]|0;if(!c){x=34;break a}}else while(1){d=f[c+4>>2]|0;if((h|0)==(d|0)){if((f[c+8>>2]|0)==(h|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){x=34;break a}}c=f[c>>2]|0;if(!c){x=34;break a}}while(0);i=f[j+4>>2]|0;f[p>>2]=f[(f[c+12>>2]|0)+8>>2];f[n>>2]=i;c=f[s>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){g=p;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[s>>2]=(f[s>>2]|0)+8}else Ira(r,p)}}}while(0);do if((x|0)==34){x=0;c=f[z>>2]|0;if((c|0)==(f[m>>2]|0)){RF(y,j);break}else{g=j;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[z>>2]=(f[z>>2]|0)+8;break}}while(0);j=j+8|0}while((j|0)!=(k|0));j=f[r>>2]|0;k=f[s>>2]|0;e=A+8|0;h=f[e>>2]|0;i=e;c=j;d=k;g=h;l=f[q>>2]|0}m=c;f[q>>2]=0;f[s>>2]=0;f[r>>2]=0;f[A>>2]=(c|0)==(d|0)?0:m;f[A+4>>2]=d-m>>3;m=A+12|0;if(!g){c=A+16|0;e=0;g=0}else{c=f[m>>2]|0;if((c|0)!=(g|0))f[m>>2]=c+(~((c+-8-g|0)>>>3)<<3);sOb(h);c=A+16|0;f[c>>2]=0;f[m>>2]=0;f[e>>2]=0;g=f[r>>2]|0;e=g}f[i>>2]=j;f[m>>2]=k;f[c>>2]=l;c=(f[y>>2]|0)==(f[z>>2]|0);if(e|0){d=f[s>>2]|0;if((d|0)!=(e|0))f[s>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(g)}if(c)x=45;else if(Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0)x=45;else oh[f[(f[a>>2]|0)+12>>2]&1023](a,y);if((x|0)==45){c=(Bla()|0)+244|0;c=f[c>>2]|0;x=pOb(28)|0;f[x>>2]=33920;f[x+4>>2]=v;f[x+8>>2]=f[b>>2];f[x+12>>2]=f[t>>2];v=b+8|0;f[x+16>>2]=f[v>>2];t=b+12|0;f[x+20>>2]=f[t>>2];s=b+16|0;f[x+24>>2]=f[s>>2];f[s>>2]=0;f[t>>2]=0;f[v>>2]=0;f[b>>2]=0;f[w>>2]=x;y0a(c,w,A);c=f[w>>2]|0;f[w>>2]=0;if(!c)a=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);a=0}}c=f[y>>2]|0;if(c|0){d=f[z>>2]|0;if((d|0)!=(c|0))f[z>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}e=A+8|0;c=f[e>>2]|0;if((c|0)==(f[m>>2]|0)){d=f[A>>2]|0;if(d){tOb(d);c=f[e>>2]|0}}if(c|0){d=f[m>>2]|0;if((d|0)!=(c|0))f[m>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}if(!a){u=B;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=B;return}function Ira(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Jra(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33920;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Kra(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33920;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lra(a,b){a=a|0;b=b|0;b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,a+8|0);return}function Mra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;b=f[a+8>>2]|0;h=f[a+12>>2]|0;e=b+(h<<3)|0;if(h|0){g=j+4|0;h=i+8|0;do{tRa(j,k,b);c=(f[j>>2]|0)==0;d=f[g>>2]|0;if(d|0)iOb(d);do if(c){c=f[l>>2]|0;if((c|0)==(f[h>>2]|0)){RF(i,b);break}else{o=b;n=f[o+4>>2]|0;d=c;f[d>>2]=f[o>>2];f[d+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);b=b+8|0}while((b|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=m;return}function Nra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Ora(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function Pra(a){a=a|0;var b=0;f[a>>2]=33888;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Qra(a){a=a|0;var b=0,c=0;f[a>>2]=33888;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;q=t+36|0;r=Bla()|0;p=f[r+232>>2]|0;r=f[r+244>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(iRa(p,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{Vra(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{Vra(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{Vra(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=22}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(!x)g=0;else{do{nRa(p,e)|0;e=e+8|0}while((e|0)!=(g|0));g=f[o>>2]|0;e=f[b>>2]|0}f1a(r,g,e);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,q);g=d}else{c=h;i=22}}else{c=h;i=22}if((i|0)==22){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}e=f[c>>2]|0;if(e|0){c=s+28|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function Sra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else Vra(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function Tra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Ura(a){a=a|0;return 0}function Vra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Wra(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=33952;Hra(c,b);return}function Xra(a){a=a|0;var b=0;f[a>>2]=33984;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Yra(a){a=a|0;var b=0,c=0;f[a>>2]=33984;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Zra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;h=b+4|0;vF(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;e=b+(h<<3)|0;if(h|0){g=i+8|0;h=j+4|0;do{tRa(j,k,b);c=f[j>>2]|0;d=f[l>>2]|0;if((d|0)==(f[g>>2]|0))asa(i,c);else{f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];f[d+24>>2]=f[c+24>>2];f[d+28>>2]=f[c+28>>2];f[d+32>>2]=f[c+32>>2];f[d+36>>2]=f[c+36>>2];f[d+40>>2]=f[c+40>>2];f[d+44>>2]=f[c+44>>2];f[d+48>>2]=f[c+48>>2];f[d+52>>2]=f[c+52>>2];f[d+56>>2]=f[c+56>>2];f[d+60>>2]=f[c+60>>2];f[l>>2]=d+64}c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0}while((b|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-64-b|0)>>>6)<<6);sOb(b);u=m;return}function _ra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function $ra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function asa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;g=(f[j>>2]|0)-c>>6;d=g+1|0;if(d>>>0>67108863)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>5;c=i>>6>>>0<33554431?(c>>>0<d>>>0?d:c):67108863;do if(!c)e=0;else if(c>>>0>67108863)vd();else{e=pOb(c<<6)|0;break}while(0);d=e+(g<<6)|0;i=e+(c<<6)|0;f[d>>2]=f[b>>2];f[e+(g<<6)+4>>2]=f[b+4>>2];f[e+(g<<6)+8>>2]=f[b+8>>2];f[e+(g<<6)+12>>2]=f[b+12>>2];f[e+(g<<6)+16>>2]=f[b+16>>2];f[e+(g<<6)+20>>2]=f[b+20>>2];f[e+(g<<6)+24>>2]=f[b+24>>2];f[e+(g<<6)+28>>2]=f[b+28>>2];f[e+(g<<6)+32>>2]=f[b+32>>2];f[e+(g<<6)+36>>2]=f[b+36>>2];f[e+(g<<6)+40>>2]=f[b+40>>2];f[e+(g<<6)+44>>2]=f[b+44>>2];f[e+(g<<6)+48>>2]=f[b+48>>2];f[e+(g<<6)+52>>2]=f[b+52>>2];f[e+(g<<6)+56>>2]=f[b+56>>2];f[e+(g<<6)+60>>2]=f[b+60>>2];h=d+64|0;g=f[a>>2]|0;b=f[j>>2]|0;c=g;if((b|0)!=(g|0)){e=b+-64-c|0;c=b;b=d;do{l=b;b=b+-64|0;m=c;c=c+-64|0;f[b>>2]=f[c>>2];f[l+-60>>2]=f[m+-60>>2];f[l+-56>>2]=f[m+-56>>2];f[l+-52>>2]=f[m+-52>>2];f[l+-48>>2]=f[m+-48>>2];f[l+-44>>2]=f[m+-44>>2];f[l+-40>>2]=f[m+-40>>2];f[l+-36>>2]=f[m+-36>>2];f[l+-32>>2]=f[m+-32>>2];f[l+-28>>2]=f[m+-28>>2];f[l+-24>>2]=f[m+-24>>2];f[l+-20>>2]=f[m+-20>>2];f[l+-16>>2]=f[m+-16>>2];f[l+-12>>2]=f[m+-12>>2];f[l+-8>>2]=f[m+-8>>2];f[l+-4>>2]=f[m+-4>>2]}while((c|0)!=(g|0));d=d+(~(e>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;if(!c)return;sOb(c);return}function bsa(a){a=a|0;yf()}function csa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(72)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34016;f[d+8>>2]=f[c>>2];f[d+12>>2]=f[c+4>>2];f[d+16>>2]=f[c+8>>2];f[d+20>>2]=f[c+12>>2];f[d+24>>2]=f[c+16>>2];f[d+28>>2]=f[c+20>>2];f[d+32>>2]=f[c+24>>2];f[d+36>>2]=f[c+28>>2];f[d+40>>2]=f[c+32>>2];f[d+44>>2]=f[c+36>>2];f[d+48>>2]=f[c+40>>2];f[d+52>>2]=f[c+44>>2];f[d+56>>2]=f[c+48>>2];f[d+60>>2]=f[c+52>>2];f[d+64>>2]=f[c+56>>2];f[d+68>>2]=f[c+60>>2];Hra(d,b);return}function dsa(a){a=a|0;var b=0;f[a>>2]=34048;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function esa(a){a=a|0;var b=0,c=0;f[a>>2]=34048;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function fsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+48|0;w=y+32|0;t=y+20|0;v=y;r=Bla()|0;s=f[r+232>>2]|0;o=ySa(s)|0;f[w>>2]=0;x=w+4|0;f[x>>2]=0;f[w+8>>2]=0;c=f[b>>2]|0;p=b+4|0;q=f[p>>2]|0;e=c+(q<<3)|0;if(!q)h=10;else{g=w+8|0;do{do if(f[c>>2]|0){d=f[x>>2]|0;if((d|0)==(f[g>>2]|0)){RF(w,c);break}else{m=c;n=f[m+4>>2]|0;q=d;f[q>>2]=f[m>>2];f[q+4>>2]=n;f[x>>2]=(f[x>>2]|0)+8;break}}while(0);c=c+8|0}while((c|0)!=(e|0));if((f[w>>2]|0)==(f[x>>2]|0))h=10;else{v=f[a+4>>2]|0;oh[f[(f[v>>2]|0)+12>>2]&1023](v,w)}}if((h|0)==10){f[t>>2]=0;q=t+4|0;f[q>>2]=0;f[t+8>>2]=0;c=f[b>>2]|0;n=f[p>>2]|0;l=c+(n<<3)|0;if(!n){j=0;i=1;e=t+8|0;d=0}else{m=a+8|0;n=v+4|0;e=t+8|0;k=0;d=1;do{tRa(v,s,c);zIa(f[v>>2]|0,m);if(d)d=(KIa(f[v>>2]|0)|0)^1;else d=0;j=f[v>>2]|0;g=f[j+64>>2]|0;j=f[j+68>>2]|0;k=k|(g|0)!=(j|0);if((g|0)!=(j|0))do{h=f[g>>2]|0;wDa(o,h);h=h+116|0;i=f[q>>2]|0;if(i>>>0<(f[e>>2]|0)>>>0){z=h;h=f[z+4>>2]|0;f[i>>2]=f[z>>2];f[i+4>>2]=h;f[q>>2]=(f[q>>2]|0)+8}else isa(t,h);g=g+4|0}while((g|0)!=(j|0));g=f[n>>2]|0;if(g|0)iOb(g);c=c+8|0}while((c|0)!=(l|0));j=k;i=d;d=f[p>>2]|0;c=f[b>>2]|0}h=f[r+244>>2]|0;b1a(h,d,c);c=f[t>>2]|0;d=f[q>>2]|0;f[v>>2]=(c|0)==(d|0)?0:c;f[v+4>>2]=d-c>>3;g=v+12|0;f[v+8>>2]=c;f[g>>2]=d;f[v+16>>2]=f[e>>2];f[e>>2]=0;f[q>>2]=0;f[t>>2]=0;t$a(h,v);d=v+8|0;c=f[d>>2]|0;if((c|0)==(f[g>>2]|0)){e=f[v>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}if(!i)Jkb(DSa(s)|0,h);c=f[r+240>>2]|0;do if(j)if(i){u9a(c);break}else{v9a(c);break}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,v);c=f[t>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}c=f[w>>2]|0;if(!c){u=y;return}d=f[x>>2]|0;if((d|0)!=(c|0))f[x>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=y;return}function gsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function hsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function isa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function jsa(a){a=a|0;yf()}function ksa(){return 13}function lsa(a){a=a|0;var b=0,c=0,d=0,e=0;if(a>>>0>13)return;b=Bla()|0;c=f[b+232>>2]|0;d=f[b+240>>2]|0;e=W9a(d,a,1)|0;if(e|0)if((f[e>>2]|0)!=(f[e+4>>2]|0)){e=DSa(c)|0;Jkb(e,f[b+244>>2]|0)}if(!(Y9a(d,a)|0))return;Y8a(d);return}function msa(a,b){a=a|0;b=b|0;var c=0;if(a>>>0>13)return;c=(Bla()|0)+240|0;c=f[c>>2]|0;a=W9a(c,a,1)|0;if(!a)return;neb(a,b);u9a(c);return}function nsa(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=+c;d=d|0;e=+e;g=g|0;h=+h;i=i|0;j=+j;k=k|0;var l=0;if(a>>>0>13)return;l=(Bla()|0)+240|0;l=f[l>>2]|0;a=W9a(l,a,1)|0;if(!a)return;oeb(a,b,c,d,e,g,h,i,j,k);u9a(l);return}function osa(a,b){a=a|0;b=b|0;var c=0;if(a>>>0>13)return;c=(Bla()|0)+240|0;c=f[c>>2]|0;a=W9a(c,a,1)|0;if(!a)return;meb(a,b);u9a(c);return}function psa(){return 2}function qsa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34080;mma(d,b,c,0);return}function rsa(a){a=a|0;var b=0;f[a>>2]=34112;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ssa(a){a=a|0;var b=0,c=0;f[a>>2]=34112;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0;t=u;u=u+48|0;o=t+32|0;p=t+24|0;q=t;r=(Bla()|0)+232|0;r=f[r>>2]|0;f[o>>2]=0;s=o+4|0;f[s>>2]=0;f[o+8>>2]=0;c=f[b+4>>2]|0;m=o+8|0;if(c|0){if(c>>>0>178956970)vd();d=pOb(c*24|0)|0;e=d;f[o>>2]=e;f[s>>2]=e;f[m>>2]=d+(c*24|0);d=f[b>>2]|0;e=d+(c<<3)|0;g=q+4|0;h=q+8|0;i=q+12|0;j=q+16|0;k=q+20|0;l=p+4|0;do{ARa(p,r,d);b=f[p>>2]|0;if(!b){f[q>>2]=1065353216;f[g>>2]=1065353216;f[h>>2]=1065353216;f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;b=f[s>>2]|0;if(b>>>0<(f[m>>2]|0)>>>0){f[b>>2]=f[q>>2];f[b+4>>2]=f[q+4>>2];f[b+8>>2]=f[q+8>>2];f[b>>2]=1065353216;f[b+4>>2]=f[g>>2];f[b+8>>2]=f[h>>2];c=b+12|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c>>2]=f[i>>2];f[b+16>>2]=f[j>>2];f[b+20>>2]=f[k>>2];f[s>>2]=(f[s>>2]|0)+24}else xsa(o,q)}else{c=f[b+4>>2]|0;b=f[s>>2]|0;if(b>>>0<(f[m>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;b=b+24|0;f[s>>2]=b}else{wsa(o);b=f[s>>2]|0}y=f[c+44>>2]|0;x=y+124|0;c=y+136|0;B=y+128|0;A=y+140|0;v=+n[B>>2]-+n[A>>2];z=y+132|0;y=y+144|0;w=+n[z>>2]-+n[y>>2];n[b+-24>>2]=+n[x>>2]-+n[c>>2];n[b+-20>>2]=v;n[b+-16>>2]=w;w=+n[B>>2]+ +n[A>>2];v=+n[z>>2]+ +n[y>>2];n[b+-12>>2]=+n[x>>2]+ +n[c>>2];n[b+-8>>2]=w;n[b+-4>>2]=v}b=f[l>>2]|0;if(b|0)iOb(b);d=d+8|0}while((d|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,o);b=f[o>>2]|0;if(!b){u=t;return}c=f[s>>2]|0;if((c|0)!=(b|0))f[s>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);sOb(b);u=t;return}function usa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function vsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wsa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=a+4|0;h=f[j>>2]|0;l=f[a>>2]|0;d=(h-l|0)/24|0;b=d+1|0;i=l;if(b>>>0>178956970)AMb(a);k=a+8|0;g=((f[k>>2]|0)-l|0)/24|0;c=g<<1;c=g>>>0<89478485?(c>>>0<b>>>0?b:c):178956970;do if(!c)e=0;else if(c>>>0>178956970)vd();else{e=pOb(c*24|0)|0;break}while(0);b=e+(d*24|0)|0;e=e+(c*24|0)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;g=b+24|0;if((h|0)!=(i|0)){d=h;while(1){c=b+-24|0;h=d;d=d+-24|0;f[c>>2]=f[d>>2];f[b+-20>>2]=f[h+-20>>2];f[b+-16>>2]=f[h+-16>>2];f[b+-12>>2]=f[h+-12>>2];f[b+-8>>2]=f[h+-8>>2];f[b+-4>>2]=f[h+-4>>2];if((d|0)==(i|0)){b=c;break}else b=c}}f[a>>2]=b;f[j>>2]=g;f[k>>2]=e;if(!l)return;sOb(l);return}function xsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;d=i<<1;d=i>>>0<89478485?(d>>>0<c>>>0?c:d):178956970;do if(!d)g=0;else if(d>>>0>178956970)vd();else{g=pOb(d*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(d*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*24|0)+4>>2]=f[b+4>>2];f[g+(h*24|0)+8>>2]=f[b+8>>2];d=g+(h*24|0)+12|0;n=b+12|0;f[d>>2]=f[n>>2];f[d+4>>2]=f[n+4>>2];f[d+8>>2]=f[n+8>>2];f[d>>2]=f[n>>2];f[g+(h*24|0)+16>>2]=f[b+16>>2];f[g+(h*24|0)+20>>2]=f[b+20>>2];b=c+24|0;if((e|0)!=(j|0))while(1){d=c+-24|0;n=e;e=e+-24|0;f[d>>2]=f[e>>2];f[c+-20>>2]=f[n+-20>>2];f[c+-16>>2]=f[n+-16>>2];f[c+-12>>2]=f[n+-12>>2];f[c+-8>>2]=f[n+-8>>2];f[c+-4>>2]=f[n+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function ysa(a){a=a|0;yf()}function zsa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;p=s+8|0;i=s+4|0;r=s;q=Bla()|0;g=f[q+232>>2]|0;f[p>>2]=1065353216;j=p+4|0;f[j>>2]=1065353216;k=p+8|0;f[k>>2]=1065353216;l=p+12|0;f[l>>2]=0;m=p+16|0;f[m>>2]=0;n=p+20|0;f[n>>2]=0;o=b+4|0;h=f[o>>2]|0;do if(!h)zEa(g,c,d,e,p);else{f[i>>2]=h;AEa(g,f[b>>2]|0,i,c,d,e,p);g=f[i>>2]|0;if(g|0){i=f[o>>2]|0;f[o>>2]=i-(i-g<<3>>3);break}r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,p);u=s;return}while(0);g=f[q+244>>2]|0;q=pOb(32)|0;o=f[a>>2]|0;f[a>>2]=0;f[q+4>>2]=o;f[q>>2]=34144;f[q+8>>2]=f[p>>2];f[q+12>>2]=f[j>>2];f[q+16>>2]=f[k>>2];f[q+20>>2]=f[l>>2];f[q+24>>2]=f[m>>2];f[q+28>>2]=f[n>>2];f[r>>2]=q;K$a(g,r,b,c,d,e);g=f[r>>2]|0;f[r>>2]=0;if(!g){u=s;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=s;return}function Asa(a){a=a|0;var b=0;f[a>>2]=34176;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Bsa(a){a=a|0;var b=0,c=0;f[a>>2]=34176;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Csa(a,b){a=a|0;b=b|0;var c=0;c=a+8|0;Fsa(c,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);return}function Dsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Esa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Fsa(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0;c=+n[a>>2];e=+n[a+12>>2];if(!(c<=e)){f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[a+16>>2]=f[b+16>>2];f[a+20>>2]=f[b+20>>2];return}g=+n[b>>2];j=b+12|0;if(!(g<=+n[j>>2]))return;if(g<c){d=a;k=5}else if(g>e){d=a+12|0;k=5}if((k|0)==5)n[d>>2]=g;c=+n[b+4>>2];h=a+4|0;if(c<+n[h>>2]){d=a;k=8}else if(c>+n[a+16>>2]){d=a+12|0;k=8}if((k|0)==8)n[d+4>>2]=c;c=+n[b+8>>2];i=a+8|0;if(c<+n[i>>2]){d=a;k=11}else if(c>+n[a+20>>2]){d=a+12|0;k=11}if((k|0)==11)n[d+8>>2]=c;c=+n[j>>2];if(c<+n[a>>2]){d=a;k=14}else{d=a+12|0;if(c>+n[d>>2])k=14}if((k|0)==14)n[d>>2]=c;c=+n[b+16>>2];if(c<+n[h>>2]){d=a;k=17}else if(c>+n[a+16>>2]){d=a+12|0;k=17}if((k|0)==17)n[d+4>>2]=c;c=+n[b+20>>2];if(!(c<+n[i>>2]))if(c>+n[a+20>>2])a=a+12|0;else return;n[a+8>>2]=c;return}function Gsa(a){a=a|0;yf()}function Hsa(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=34208;mma(c,0,b,0);return}function Isa(a){a=a|0;var b=0;f[a>>2]=34240;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Jsa(a){a=a|0;var b=0,c=0;f[a>>2]=34240;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ksa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;y=E+32|0;z=E+24|0;A=E;C=Bla()|0;B=f[C+232>>2]|0;C=f[C+240>>2]|0;f[y>>2]=1065353216;s=y+4|0;f[s>>2]=1065353216;t=y+8|0;f[t>>2]=1065353216;v=y+12|0;f[v>>2]=0;w=y+16|0;f[w>>2]=0;x=y+20|0;f[x>>2]=0;c=f[b>>2]|0;r=f[b+4>>2]|0;i=c+(r<<3)|0;if(!r){D=a+4|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+8|0;C=f[C>>2]|0;oh[C&1023](D,y);u=E;return}j=z+4|0;k=y+12|0;l=A+4|0;m=A+8|0;o=A+12|0;p=A+16|0;q=A+20|0;r=A+12|0;do{ARa(z,B,c);if(f[z>>2]|0){b=a9a(C)|0;Rib(A,B,b,f[z>>2]|0,0);d=+n[y>>2];e=+n[k>>2];do if(!(d<=e)){f[y>>2]=f[A>>2];f[s>>2]=f[l>>2];f[t>>2]=f[m>>2];f[v>>2]=f[o>>2];f[w>>2]=f[p>>2];f[x>>2]=f[q>>2]}else{g=+n[A>>2];h=+n[r>>2];if(g<=h){if(g<d){b=y;D=9}else if(g>e){b=v;D=9}if((D|0)==9){D=0;n[b>>2]=g}d=+n[l>>2];if(d<+n[s>>2]){b=y;D=12}else if(d>+n[w>>2]){b=v;D=12}if((D|0)==12){D=0;n[b+4>>2]=d}d=+n[m>>2];if(d<+n[t>>2]){b=y;D=15}else if(d>+n[x>>2]){b=v;D=15}if((D|0)==15){D=0;n[b+8>>2]=d}if(h<+n[y>>2]){b=y;D=18}else if(h>+n[v>>2]){b=v;D=18}if((D|0)==18){D=0;n[b>>2]=h}d=+n[p>>2];if(d<+n[s>>2]){b=y;D=21}else if(d>+n[w>>2]){b=v;D=21}if((D|0)==21){D=0;n[b+4>>2]=d}d=+n[q>>2];if(d<+n[t>>2])b=y;else if(d>+n[x>>2])b=v;else break;n[b+8>>2]=d}}while(0)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(i|0));D=a+4|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+8|0;C=f[C>>2]|0;oh[C&1023](D,y);u=E;return}function Lsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Msa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Nsa(a){a=a|0;yf()}function Osa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34272;mma(d,b,c,0);return}function Psa(a){a=a|0;var b=0;f[a>>2]=34304;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Qsa(a){a=a|0;var b=0,c=0;f[a>>2]=34304;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+32|0;i=n+16|0;j=n+8|0;k=n;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[i>>2]=0;m=i+4|0;f[m>>2]=0;f[i+8>>2]=0;c=f[b>>2]|0;h=f[b+4>>2]|0;d=c+(h<<3)|0;if(h|0){e=k+4|0;g=i+8|0;h=j+4|0;do{ARa(j,l,c);b=f[j>>2]|0;if(!b){f[k>>2]=0;f[e>>2]=-1}else{p=(f[b+4>>2]|0)+28|0;o=f[p+4>>2]|0;b=k;f[b>>2]=f[p>>2];f[b+4>>2]=o}b=f[m>>2]|0;if(b>>>0<(f[g>>2]|0)>>>0){q=k;o=f[q+4>>2]|0;p=b;f[p>>2]=f[q>>2];f[p+4>>2]=o;f[m>>2]=(f[m>>2]|0)+8}else Usa(i,k);b=f[h>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=n;return}function Ssa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Tsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Usa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Vsa(a){a=a|0;yf()}function Wsa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34336;mma(d,b,c,0);return}function Xsa(a){a=a|0;var b=0;f[a>>2]=34368;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Ysa(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Zsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&1|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function _sa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function $sa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ata(a){a=a|0;yf()}function bta(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;l=Bla()|0;k=f[l+232>>2]|0;l=f[l+240>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(i|0){i=j+4|0;b=1;while(1){LRa(j,k,a);g=f[j>>2]|0;if(!(f[g+4>>2]|0))e=b;else{e=g+200|0;e=b&((f[e>>2]&-268435456|0)!=0|0!=0)}cJa(g,c,d);b=f[i>>2]|0;if(b|0)iOb(b);a=a+8|0;if((a|0)==(h|0))break;else b=e}if(!e){t9a(l);u=m;return}}u9a(l);u=m;return}function cta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j;i=Bla()|0;h=f[i+232>>2]|0;i=f[i+240>>2]|0;c=f[b>>2]|0;e=f[b+4>>2]|0;d=c+(e<<3)|0;if(e|0){e=g+4|0;a=1;do{KRa(g,h,c);b=f[g>>2]|0;if(b){if(f[b+4>>2]|0){k=b+200|0;a=a&((f[k>>2]&-268435456|0)!=0|0!=0)}dJa(b)}b=f[e>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0));if(!a){t9a(i);u=j;return}}u9a(i);u=j;return}function dta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;f[d>>2]=34400;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;mma(d,b,c,0);return}function eta(a){a=a|0;var b=0;f[a>>2]=34400;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function fta(a){a=a|0;var b=0,c=0;f[a>>2]=34400;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function gta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;v=u;u=u+48|0;t=v+8|0;p=v;r=v+44|0;q=Bla()|0;s=f[q+232>>2]|0;c=t;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=t;h=t+4|0;n=5}else{h=t+16|0;i=t+20|0;j=t+12|0;k=t+28|0;l=t+32|0;m=t+24|0;c=t+4|0;n=t+8|0;do{a:do switch(hRa(s,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){x=d;w=f[x+4>>2]|0;f[e>>2]=f[x>>2];f[e+4>>2]=w;f[h>>2]=(f[h>>2]|0)+8;break a}else{isa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){y=d;w=f[y+4>>2]|0;x=e;f[x>>2]=f[y>>2];f[x+4>>2]=w;f[k>>2]=(f[k>>2]|0)+8;break a}else{isa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){w=d;x=f[w+4>>2]|0;y=e;f[y>>2]=f[w>>2];f[y+4>>2]=x;f[c>>2]=(f[c>>2]|0)+8;break a}else{isa(t,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[t>>2]|0)==(f[c>>2]|0)){d=t;h=c;n=5}else{d=t;n=18}}if((n|0)==5)if((f[t+12>>2]|0)==(f[t+16>>2]|0)){c=t+24|0;if((f[c>>2]|0)==(f[t+28>>2]|0)){e=f[o>>2]|0;do if(e|0){m=f[q+244>>2]|0;y=f[b>>2]|0;g=y+(e<<3)|0;i=p+4|0;l=1;e=y;do{KRa(p,s,e);j=f[p>>2]|0;k=f[i>>2]|0;if(k|0)iOb(k);y=j+200|0;l=l&((f[y>>2]&-268435456|0)!=0|0!=0);z$a(m,(f[j+4>>2]|0)+28|0,7,0);mRa(s,e)|0;e=e+8|0}while((e|0)!=(g|0));e=f[q+240>>2]|0;if(l){u9a(e);break}else{Jkb(DSa(s)|0,m);Y8a(e);break}}while(0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,r);g=d}else{c=h;n=18}}else{c=h;n=18}if((n|0)==18){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,t);g=d;h=c;c=t+24|0}c=f[c>>2]|0;if(c|0){d=t+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[t+12>>2]|0;if(e|0){c=t+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=v;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=v;return}function hta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+48|0;d=g;e=d+12|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;e=d+4|0;c=b+4|0;j=f[c>>2]|0;h=b+8|0;i=f[h>>2]|0;f[d>>2]=f[b>>2];f[e>>2]=j;f[d+8>>2]=i;f[h>>2]=0;f[c>>2]=0;f[b>>2]=0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,d);a=f[d+24>>2]|0;if(a|0){b=d+28|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[d+12>>2]|0;if(a|0){b=d+16|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[d>>2]|0;if(!a){u=g;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=g;return}function ita(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function jta(a,c,e,g,h,i,j,k){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;s=u;u=u+64|0;q=s+32|0;p=s+20|0;r=s;x=g;y=f[x>>2]|0;x=f[x+4>>2]|0;g=h;w=f[g>>2]|0;g=f[g+4>>2]|0;m=i;h=f[m>>2]|0;m=f[m+4>>2]|0;n=p+4|0;l=pOb(24)|0;f[p>>2]=l;t=l+24|0;o=p+8|0;f[o>>2]=t;v=l;f[v>>2]=y;f[v+4>>2]=x;v=l+8|0;f[v>>2]=w;f[v+4>>2]=g;v=l+16|0;f[v>>2]=h;f[v+4>>2]=m;v=l+24|0;f[n>>2]=v;m=pOb(56)|0;h=f[a>>2]|0;f[a>>2]=0;f[m+4>>2]=h;a=m+24|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[m+44>>2]=3;b[m+48>>0]=0;f[m>>2]=34432;d[m+50>>1]=j;f[m+52>>2]=k;a=pOb(8)|0;f[a>>2]=34448;f[a+4>>2]=m;dqa(a,c);a=pOb(8)|0;f[a>>2]=34480;f[a+4>>2]=m;h=pOb(8)|0;f[h>>2]=34512;f[h+4>>2]=a;a=pOb(8)|0;g=f[e+4>>2]|0;i=a;f[i>>2]=f[e>>2];f[i+4>>2]=g;i=a+8|0;f[q>>2]=a;f[q+4>>2]=1;g=q+12|0;f[q+8>>2]=a;f[g>>2]=i;f[q+16>>2]=i;Hra(h,q);h=f[q+8>>2]|0;i=f[g>>2]|0;a=(h|0)==(i|0);e=v;j=t;if(a){c=f[q>>2]|0;if(c|0)tOb(c)}if(h|0){if(!a)f[g>>2]=i+(~((i+-8-h|0)>>>3)<<3);sOb(h)}y=pOb(8)|0;f[y>>2]=34544;f[y+4>>2]=m;f[r>>2]=l;f[r+4>>2]=3;a=r+12|0;f[r+8>>2]=f[p>>2];f[a>>2]=e;f[r+16>>2]=j;f[o>>2]=0;f[n>>2]=0;f[p>>2]=0;g=(Bla()|0)+244|0;g=f[g>>2]|0;f[q>>2]=y;t0a(g,q,r);g=f[q>>2]|0;f[q>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);i=r+8|0;g=f[i>>2]|0;if((g|0)==(f[a>>2]|0)){h=f[r>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(!g){u=s;return}h=f[a>>2]|0;if((h|0)!=(g|0))f[a>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);u=s;return}function kta(a){a=a|0;return}function lta(a){a=a|0;sOb(a);return}function mta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=a+4|0;d=f[h>>2]|0;f[d+24>>2]=f[b>>2];f[d+28>>2]=f[b+4>>2];i=b+8|0;g=d+32|0;a=f[g>>2]|0;e=d+36|0;if(!a)a=d+40|0;else{c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);a=d+40|0;f[a>>2]=0;f[e>>2]=0;f[g>>2]=0}f[g>>2]=f[i>>2];g=b+12|0;f[e>>2]=f[g>>2];e=b+16|0;f[a>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;pta(f[h>>2]|0);return}function nta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;a=f[g+4>>2]|0;i=f[(f[a>>2]|0)+12>>2]|0;d=e+8|0;b[e>>0]=2;j=c+4|0;m=f[j>>2]|0;k=c+8|0;l=f[k>>2]|0;f[e+4>>2]=f[c>>2];f[d>>2]=m;f[e+12>>2]=l;f[k>>2]=0;f[j>>2]=0;f[c>>2]=0;oh[i&1023](a,e);a=f[e+4>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}l=g+44|0;m=(f[l>>2]|0)+-1|0;f[l>>2]=m;if(m|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function ota(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function pta(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+128|0;s=t+112|0;r=t+80|0;q=t+48|0;o=t+32|0;n=t;m=a+44|0;p=(f[m>>2]|0)+-1|0;f[m>>2]=p;if(p|0){u=t;return}if(!(b[a+48>>0]|0)){k=a+8|0;c=a+16|0;l=Bla()|0;m=f[l+232>>2]|0;zRa(s,m,k);if(!(f[s>>2]|0)){q=f[a+4>>2]|0;p=f[(f[q>>2]|0)+12>>2]|0;c=r+4|0;f[c>>2]=0;g=r+8|0;f[g>>2]=0;f[r+12>>2]=0;b[r>>0]=1;m=k;n=f[m+4>>2]|0;o=r+16|0;f[o>>2]=f[m>>2];f[o+4>>2]=n;oh[p&1023](q,r);c=f[c>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}else{tRa(r,m,c);if(!(f[r>>2]|0)){o=f[a+4>>2]|0;n=f[(f[o>>2]|0)+12>>2]|0;p=q+4|0;f[p>>2]=0;g=q+8|0;f[g>>2]=0;f[q+12>>2]=0;b[q>>0]=2;l=c;m=f[l+4>>2]|0;c=q+24|0;f[c>>2]=f[l>>2];f[c+4>>2]=m;oh[n&1023](o,q);c=f[p>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}else{g=a+24|0;vRa(q,m,f[g>>2]|0);h=q+8|0;vRa(h,m,(f[g>>2]|0)+8|0);i=q+16|0;vRa(i,m,(f[g>>2]|0)+16|0);f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;j=o+8|0;if(!(f[q>>2]|0))$E(o,f[g>>2]|0);do if(!(f[q+8>>2]|0)){c=(f[g>>2]|0)+8|0;e=f[p>>2]|0;if((e|0)==(f[j>>2]|0)){$E(o,c);break}else{v=c;c=f[v+4>>2]|0;f[e>>2]=f[v>>2];f[e+4>>2]=c;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);do if(!(f[q+16>>2]|0)){c=(f[g>>2]|0)+16|0;e=f[p>>2]|0;if((e|0)==(f[j>>2]|0)){$E(o,c);break}else{g=f[c+4>>2]|0;v=e;f[v>>2]=f[c>>2];f[v+4>>2]=g;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);e=f[o>>2]|0;c=f[p>>2]|0;if((e|0)==(c|0)){KDa(n,m,s,r,q,h,i,7);v=n+8|0;g=f[v>>2]|0;c=n+12|0;h=f[c>>2]|0;f[v>>2]=0;f[c>>2]=0;c=f[n+4>>2]|0;if(c|0)iOb(c);if(!g){v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+8>>2]|0;f[n>>2]=0;f[n+4>>2]=-1;oh[m&1023](v,n)}else{e=f[l+244>>2]|0;z$a(e,k,7,1);v=d[a+50>>1]|0;c=v&65535;do if(v<<16>>16){if(c&4|0)aJa(g,1);if(c&1|0)sJa(g,1);if(c&2|0)rJa(g,1);if(c&8|0)vJa(g,1);if(c&16|0)xJa(g,1);if(c&32|0)yJa(g,1);if(c&64|0)zJa(g,1);if(c&128|0)BJa(g,1);if(c&256|0)AJa(g,1);if(c&512|0){HJa(g,1,0,1)|0;HJa(g,2,0,1)|0;HJa(g,4,0,1)|0}if(c&1024|0)DJa(g,1);if(c&2048|0)bJa(g,1);if(c&4096|0)IJa(g,7);if(c&8192|0)tJa(g,1);if(!(c&16384))break;uJa(g,1)}while(0);c=f[a+52>>2]|0;if(!c)Jkb(DSa(m)|0,e);else _Ia(g,c)|0;u9a(f[l+240>>2]|0);v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+8>>2]|0;j=g+116|0;k=f[j+4>>2]|0;l=n;f[l>>2]=f[j>>2];f[l+4>>2]=k;oh[m&1023](v,n)}if(h|0)iOb(h)}else{v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+12>>2]|0;g=n+8|0;b[n>>0]=2;l=f[j>>2]|0;f[n+4>>2]=e;f[g>>2]=c;f[n+12>>2]=l;f[j>>2]=0;f[p>>2]=0;f[o>>2]=0;oh[m&1023](v,n);c=f[n+4>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}c=f[o>>2]|0;if(c|0){e=f[p>>2]|0;if((e|0)!=(c|0))f[p>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}c=f[q+20>>2]|0;if(c|0)iOb(c);c=f[q+12>>2]|0;if(c|0)iOb(c);c=f[q+4>>2]|0;if(c|0)iOb(c)}c=f[r+4>>2]|0;if(c|0)iOb(c)}c=f[s+4>>2]|0;if(c|0)iOb(c)}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=t;return}function qta(a){a=a|0;var b=0;f[a>>2]=34512;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function rta(a){a=a|0;var b=0,c=0;f[a>>2]=34512;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function sta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function tta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function uta(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function vta(a){a=a|0;return}function wta(a){a=a|0;sOb(a);return}function xta(a,b){a=a|0;b=b|0;var c=0,d=0;a=a+4|0;d=b;c=f[d+4>>2]|0;b=(f[a>>2]|0)+16|0;f[b>>2]=f[d>>2];f[b+4>>2]=c;pta(f[a>>2]|0);return}function yta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;i=f[g+4>>2]|0;j=f[(f[i>>2]|0)+12>>2]|0;a=e+4|0;f[a>>2]=0;d=e+8|0;f[d>>2]=0;f[e+12>>2]=0;b[e>>0]=2;l=c;k=f[l+4>>2]|0;c=e+24|0;f[c>>2]=f[l>>2];f[c+4>>2]=k;oh[j&1023](i,e);a=f[a>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}k=g+44|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;if(l|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function zta(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Ata(a){a=a|0;return 0}function Bta(a){a=a|0;return}function Cta(a){a=a|0;sOb(a);return}function Dta(a,b){a=a|0;b=b|0;var c=0,d=0;a=a+4|0;d=b;c=f[d+4>>2]|0;b=(f[a>>2]|0)+8|0;f[b>>2]=f[d>>2];f[b+4>>2]=c;pta(f[a>>2]|0);return}function Eta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;i=f[g+4>>2]|0;j=f[(f[i>>2]|0)+12>>2]|0;a=e+4|0;f[a>>2]=0;d=e+8|0;f[d>>2]=0;f[e+12>>2]=0;b[e>>0]=1;l=c;k=f[l+4>>2]|0;c=e+16|0;f[c>>2]=f[l>>2];f[c+4>>2]=k;oh[j&1023](i,e);a=f[a>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}k=g+44|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;if(l|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function Fta(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Gta(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Hta(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ita(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Jta(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i;k=f[a>>2]|0;f[a>>2]=0;f[j>>2]=k;jta(j,b,c,d,e,g,h,0);a=f[j>>2]|0;f[j>>2]=0;if(!a){u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=i;return}function Kta(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h;j=f[a>>2]|0;f[a>>2]=0;f[i>>2]=j;jta(i,b,c,d,e,g,0,0);a=f[i>>2]|0;f[i>>2]=0;if(!a){u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=h;return}function Lta(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;n=r;p=Bla()|0;q=c+4|0;a:do if(!(f[q>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{o=f[p+232>>2]|0;m=ySa(o)|0;if(e)a=(b[p+229>>0]|0)!=0;else a=0;h=f[c>>2]|0;l=f[q>>2]|0;k=h+(l<<3)|0;if(!l){g=h;e=h;a=0}else{l=n+4|0;if(a){e=1;a=0;j=h;do{LRa(n,o,j);i=f[n>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);if(!(f[i+196>>2]&16777216)){i=j;f[i>>2]=0;f[i+4>>2]=-1}else{s=i+200|0;e=e&((f[s>>2]&-268435456|0)!=0|0!=0);s=HJa(i,1,d,1)|0;g=HJa(i,2,d,1)|0;h=HJa(i,4,d,1)|0;if(s){zDa(m,i);g=1}else g=g|h;a=a|g}j=j+8|0}while((j|0)!=(k|0))}else{e=1;a=0;j=h;do{LRa(n,o,j);i=f[n>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);s=i+200|0;e=e&((f[s>>2]&-268435456|0)!=0|0!=0);s=HJa(i,1,d,1)|0;g=HJa(i,2,d,1)|0;h=HJa(i,4,d,1)|0;if(s){zDa(m,i);g=1}else g=g|h;a=a|g;j=j+8|0}while((j|0)!=(k|0))}do if(a){a=f[p+240>>2]|0;if(e){u9a(a);break}else{s=DSa(o)|0;Jkb(s,f[p+244>>2]|0);Y8a(a);break}}while(0);a=f[q>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);o=a;p=f[o+4>>2]|0;s=g;f[s>>2]=f[o>>2];f[s+4>>2]=p;g=g+8|0}e=f[c>>2]|0;a=f[q>>2]|0}}}while(0);s=a-(e+(a<<3)-g>>3)|0;f[q>>2]=s;if(!s){u=r;return}s=(Bla()|0)+244|0;n$a(f[s>>2]|0,c,7,d);u=r;return}function Mta(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;m=q;n=Bla()|0;p=c+4|0;a:do if(!(f[p>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{o=f[n+232>>2]|0;j=ySa(o)|0;h=f[c>>2]|0;l=f[p>>2]|0;k=h+(l<<3)|0;if(!l){g=h;e=h;a=0}else{l=m+4|0;if(!(b[n+229>>0]|0)){e=1;a=0;do{LRa(m,o,h);i=f[m>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);g=HJa(i,1,d,1)|0;if(g)zDa(j,i);a=a|g;h=h+8|0}while((h|0)!=(k|0))}else{e=1;a=0;do{LRa(m,o,h);i=f[m>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);if(!(f[i+196>>2]&16777216)){i=h;f[i>>2]=0;f[i+4>>2]=-1}else{g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);g=HJa(i,1,d,1)|0;if(g)zDa(j,i);a=a|g}h=h+8|0}while((h|0)!=(k|0))}do if(a){a=f[n+240>>2]|0;if(e){u9a(a);break}else{o=DSa(o)|0;Jkb(o,f[n+244>>2]|0);Y8a(a);break}}while(0);a=f[p>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);m=a;n=f[m+4>>2]|0;o=g;f[o>>2]=f[m>>2];f[o+4>>2]=n;g=g+8|0}e=f[c>>2]|0;a=f[p>>2]|0}}}while(0);o=a-(e+(a<<3)-g>>3)|0;f[p>>2]=o;if(!o){u=q;return}p=(Bla()|0)+244|0;n$a(f[p>>2]|0,c,1,d);u=q;return}function Nta(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;l=p;m=Bla()|0;o=c+4|0;a:do if(!(f[o>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{n=f[m+232>>2]|0;ySa(n)|0;h=f[c>>2]|0;k=f[o>>2]|0;j=h+(k<<3)|0;if(!k){g=h;e=h;a=0}else{k=l+4|0;if(!(b[m+229>>0]|0)){e=1;a=0;do{LRa(l,n,h);i=f[l>>2]|0;g=f[k>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(i,2,d,1)|0);h=h+8|0}while((h|0)!=(j|0))}else{e=1;a=0;i=h;do{LRa(l,n,i);g=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(!(f[g+196>>2]&16777216)){h=i;f[h>>2]=0;f[h+4>>2]=-1}else{h=g+200|0;e=e&((f[h>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(g,2,d,1)|0)}i=i+8|0}while((i|0)!=(j|0))}do if(a){a=f[m+240>>2]|0;if(e){u9a(a);break}else{n=DSa(n)|0;Jkb(n,f[m+244>>2]|0);Y8a(a);break}}while(0);a=f[o>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);l=a;m=f[l+4>>2]|0;n=g;f[n>>2]=f[l>>2];f[n+4>>2]=m;g=g+8|0}e=f[c>>2]|0;a=f[o>>2]|0}}}while(0);n=a-(e+(a<<3)-g>>3)|0;f[o>>2]=n;if(!n){u=p;return}o=(Bla()|0)+244|0;n$a(f[o>>2]|0,c,2,d);u=p;return}function Ota(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;l=p;m=Bla()|0;o=c+4|0;a:do if(!(f[o>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{n=f[m+232>>2]|0;ySa(n)|0;h=f[c>>2]|0;k=f[o>>2]|0;j=h+(k<<3)|0;if(!k){g=h;e=h;a=0}else{k=l+4|0;if(!(b[m+229>>0]|0)){e=1;a=0;do{LRa(l,n,h);i=f[l>>2]|0;g=f[k>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(i,4,d,1)|0);h=h+8|0}while((h|0)!=(j|0))}else{e=1;a=0;i=h;do{LRa(l,n,i);g=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(!(f[g+196>>2]&16777216)){h=i;f[h>>2]=0;f[h+4>>2]=-1}else{h=g+200|0;e=e&((f[h>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(g,4,d,1)|0)}i=i+8|0}while((i|0)!=(j|0))}do if(a){a=f[m+240>>2]|0;if(e){u9a(a);break}else{n=DSa(n)|0;Jkb(n,f[m+244>>2]|0);Y8a(a);break}}while(0);a=f[o>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);l=a;m=f[l+4>>2]|0;n=g;f[n>>2]=f[l>>2];f[n+4>>2]=m;g=g+8|0}e=f[c>>2]|0;a=f[o>>2]|0}}}while(0);n=a-(e+(a<<3)-g>>3)|0;f[o>>2]=n;if(!n){u=p;return}o=(Bla()|0)+244|0;n$a(f[o>>2]|0,c,4,d);u=p;return}function Pta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;l=q;o=Bla()|0;m=f[o+232>>2]|0;n=ySa(m)|0;d=f[a>>2]|0;p=a+4|0;d=HSa(m,d,d+(f[p>>2]<<3)|0,c)|0;if(c)e=(b[o+229>>0]|0)!=0;else e=0;g=f[a>>2]|0;k=f[p>>2]|0;j=g+(k<<3)|0;a:do if(k){k=l+4|0;if(!e)while(1){LRa(l,m,g);i=f[l>>2]|0;e=f[k>>2]|0;if(e|0)iOb(e);r=HJa(i,1,c,1)|0;e=HJa(i,2,c,1)|0;h=HJa(i,4,c,1)|0;if(r){zDa(n,i);e=1}else e=e|h;d=d|e;g=g+8|0;if((g|0)==(j|0))break a}do{LRa(l,m,g);i=f[l>>2]|0;e=f[k>>2]|0;if(e|0)iOb(e);if(f[i+196>>2]&16777216){r=HJa(i,1,c,1)|0;e=HJa(i,2,c,1)|0;h=HJa(i,4,c,1)|0;if(r){zDa(n,i);e=1}else e=e|h;d=d|e}g=g+8|0}while((g|0)!=(j|0))}while(0);if(d)Y8a(f[o+240>>2]|0);if(!(f[p>>2]|0)){u=q;return}r=(Bla()|0)+244|0;n$a(f[r>>2]|0,a,7,c);u=q;return}function Qta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34592;mma(d,b,c,0);return}function Rta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Sta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&1)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Tta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34624;mma(d,b,c,0);return}function Uta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Vta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&2)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Wta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34656;mma(d,b,c,0);return}function Xta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Yta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&4)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Zta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);bJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function _ta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34688;mma(d,b,c,0);return}function $ta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function aua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&4|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function bua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;i=l;a=b+4|0;if(!(f[a>>2]|0)){u=l;return}j=Bla()|0;k=f[j+232>>2]|0;h=ySa(k)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[j+240>>2]|0;else{g=i+4|0;a=1;while(1){LRa(i,k,b);d=f[i>>2]|0;if(!d)d=a;else{m=d+200|0;a=a&((f[m>>2]&-268435456|0)!=0|0!=0);if((f[d+196>>2]&2|0)!=0^c){aJa(d,c);yDa(h,d);d=a}else d=a}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0;if((b|0)==(e|0))break;else a=d}a=f[j+240>>2]|0;if(!d){Y8a(a);u=l;return}}u9a(a);u=l;return}function cua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34720;mma(d,b,c,0);return}function dua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function eua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&2|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function fua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);sJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function gua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34752;mma(d,b,c,0);return}function hua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function iua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&16|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function jua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);rJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function kua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34784;mma(d,b,c,0);return}function lua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function mua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&8|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function nua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);tJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function oua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34816;mma(d,b,c,0);return}function pua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function qua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&33554432|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function rua(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;c=f[a+192>>2]|0;a:{do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32264;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+156|0)>>2]|0;if(d>>>0<(f[c+160>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+156|0)>>2]|0;b[d+24>>0]=0;f[(c+156|0)>>2]=e+32}else Uha(c+152|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32308;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+84|0)>>2]|0;if(d>>>0<(f[c+88>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+84|0)>>2]|0;b[d+24>>0]=0;f[(c+84|0)>>2]=e+32}else Vha(c+80|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32352;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+168|0)>>2]|0;if(d>>>0<(f[c+172>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+168|0)>>2]|0;b[d+24>>0]=0;f[(c+168|0)>>2]=e+32}else Wha(c+164|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32396;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+180|0)>>2]|0;if(d>>>0<(f[c+184>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+180|0)>>2]|0;b[d+24>>0]=0;f[(c+180|0)>>2]=e+32}else Xha(c+176|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32440;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+36|0)>>2]|0;if(d>>>0<(f[c+40>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+36|0)>>2]|0;b[d+24>>0]=0;f[(c+36|0)>>2]=e+32}else Yha(c+32|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32484;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+204|0)>>2]|0;if(d>>>0<(f[c+208>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+204|0)>>2]|0;b[d+24>>0]=0;f[(c+204|0)>>2]=e+32}else Rha(c+200|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32528;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+216|0)>>2]|0;if(d>>>0<(f[c+220>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+216|0)>>2]|0;b[d+24>>0]=0;f[(c+216|0)>>2]=e+32}else Qha(c+212|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);d=f[64599]|0;e=pOb(24)|0;f[e>>2]=32572;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;c=f[(d+120|0)>>2]|0;f[e+20>>2]=0;f[e+4>>2]=32616;f[(a+16|0)>>2]=e;b[(a+24|0)>>0]=0;if(c>>>0<(f[d+124>>2]|0)>>>0){f[c+16>>2]=e;f[(a+16|0)>>2]=0;b[c+24>>0]=0;f[(d+120|0)>>2]=c+32;c=0;d=0}else{Zha(d+116|0,a,a+24|0);d=f[(a+16|0)>>2]|0;c=d}if((a|0)==(c|0)){gh[f[(f[d>>2]|0)+16>>2]&2047](d);e=f[64599]|0;e=e+240|0;e=f[e>>2]|0;M9a(e)|0;n[(a+24|0)>>2]=.07500000298023224;d=(a+24|0)+4|0;n[d>>2]=.07500000298023224;d=(a+24|0)+8|0;n[d>>2]=.07500000298023224;L9a(e,a+24|0);d=(a+24|0)+4|0;c=(a+24|0)+8|0;g=(a+24|0)+12|0;h=(a+24|0)+16|0;i=(a+24|0)+20|0;j=(a+24|0)+24|0;b[j>>0]=0;j=(a+24|0)+25|0;b[j>>0]=1;j=(a+24|0)+28|0;k=f[65704]|0;l=k+1|0;f[65704]=l;f[j>>2]=k;f[(a+24|0)>>2]=1053885931;f[d>>2]=1053885931;f[c>>2]=1062274539;n[g>>2]=.925000011920929;n[h>>2]=.925000011920929;n[i>>2]=.925000011920929;N9a(e,a+24|0)|0;i=(a+24|0)+4|0;h=(a+24|0)+8|0;g=(a+24|0)+12|0;c=(a+24|0)+16|0;d=(a+24|0)+20|0;j=(a+24|0)+24|0;b[j>>0]=0;j=(a+24|0)+25|0;b[j>>0]=1;j=(a+24|0)+28|0;k=f[65704]|0;l=k+1|0;f[65704]=l;f[j>>2]=k;f[(a+24|0)>>2]=-1093597717;f[i>>2]=-1093597717;f[h>>2]=1062274539;n[g>>2]=.10000000149011612;n[c>>2]=.10000000149011612;n[d>>2]=.20000000298023224;N9a(e,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}if(!d){l=f[64599]|0;l=l+240|0;l=f[l>>2]|0;M9a(l)|0;n[(a+24|0)>>2]=.07500000298023224;k=(a+24|0)+4|0;n[k>>2]=.07500000298023224;k=(a+24|0)+8|0;n[k>>2]=.07500000298023224;L9a(l,a+24|0);k=(a+24|0)+4|0;j=(a+24|0)+8|0;i=(a+24|0)+12|0;h=(a+24|0)+16|0;g=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=1053885931;f[k>>2]=1053885931;f[j>>2]=1062274539;n[i>>2]=.925000011920929;n[h>>2]=.925000011920929;n[g>>2]=.925000011920929;N9a(l,a+24|0)|0;g=(a+24|0)+4|0;h=(a+24|0)+8|0;i=(a+24|0)+12|0;j=(a+24|0)+16|0;k=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=-1093597717;f[g>>2]=-1093597717;f[h>>2]=1062274539;n[i>>2]=.10000000149011612;n[j>>2]=.10000000149011612;n[k>>2]=.20000000298023224;N9a(l,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}gh[f[(f[d>>2]|0)+20>>2]&2047](d);l=f[64599]|0;l=l+240|0;l=f[l>>2]|0;M9a(l)|0;n[(a+24|0)>>2]=.07500000298023224;k=(a+24|0)+4|0;n[k>>2]=.07500000298023224;k=(a+24|0)+8|0;n[k>>2]=.07500000298023224;L9a(l,a+24|0);k=(a+24|0)+4|0;j=(a+24|0)+8|0;i=(a+24|0)+12|0;h=(a+24|0)+16|0;g=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=1053885931;f[k>>2]=1053885931;f[j>>2]=1062274539;n[i>>2]=.925000011920929;n[h>>2]=.925000011920929;n[g>>2]=.925000011920929;N9a(l,a+24|0)|0;g=(a+24|0)+4|0;h=(a+24|0)+8|0;i=(a+24|0)+12|0;j=(a+24|0)+16|0;k=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=-1093597717;f[g>>2]=-1093597717;f[h>>2]=1062274539;n[i>>2]=.10000000149011612;n[j>>2]=.10000000149011612;n[k>>2]=.20000000298023224;N9a(l,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}}
+function WQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=aOa((TMa(a,d)|0)+100|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+204|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function XQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=jOa((TMa(a,d)|0)+120|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function YQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=dOa((TMa(a,d)|0)+140|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function ZQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=gOa((TMa(a,d)|0)+160|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function _Qa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=mOa((TMa(a,d)|0)+40|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+28|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function $Qa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return tOa(f[a>>2]|0,b,c,d)|0}function aRa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;a=f[a>>2]|0;f[h>>2]=f[b>>2];f[g>>2]=f[h>>2];a=YOa((TMa(a,g)|0)+240|0,b+4|0)|0;if(f[a>>2]|0){h=0;u=e;return h|0}g=pOb(36)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=37776;h=g+12|0;OEa(h,b,c,d);f[a>>2]=h;h=a+4|0;a=f[h>>2]|0;f[h>>2]=g;if(!a){h=1;u=e;return h|0}iOb(a);h=1;u=e;return h|0}function bRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g+4|0;h=g;e=f[a>>2]|0;f[h>>2]=f[c>>2];f[d>>2]=f[h>>2];e=YNa((TMa(e,d)|0)+180|0,c+4|0)|0;if(f[e>>2]|0){h=0;u=g;return h|0}n8a(f[b>>2]|0,c,d);a=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=a;h=e+4|0;a=f[h>>2]|0;f[h>>2]=d;if(!a){h=1;u=g;return h|0}iOb(a);h=1;u=g;return h|0}function cRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=pOa((TMa(a,d)|0)+200|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+24|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function dRa(a,b,c){a=a|0;b=b|0;c=c|0;return sOa(f[a>>2]|0,b,c)|0}function eRa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;dPa(a,f[b>>2]|0,c,d,e);return}function fRa(a,b){a=a|0;b=b|0;a=f[a>>2]|0;if(nDa(a+464|0,b)|0){b=1;return b|0}b=c9a(f[(f[a+4>>2]|0)+240>>2]|0,b)|0;return b|0}function gRa(a,b){a=a|0;b=b|0;return ROa(f[a>>2]|0,b)|0}function hRa(a,b){a=a|0;b=b|0;return SOa(f[a>>2]|0,b)|0}function iRa(a,b){a=a|0;b=b|0;return sPa(f[a>>2]|0,b)|0}function jRa(a,b){a=a|0;b=b|0;return qPa(f[a>>2]|0,b)|0}function kRa(a,b){a=a|0;b=b|0;return tPa(f[a>>2]|0,b)|0}function lRa(a,b){a=a|0;b=b|0;return QOa(f[a>>2]|0,b)|0}function mRa(a,b){a=a|0;b=b|0;return OOa(f[a>>2]|0,b)|0}function nRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[a>>2]|0;a=sPa(e,b)|0;if(a|0){b=a;return b|0}a=b+4|0;c=e+316|0;d=f[c>>2]|0;if((d|0)==(f[e+320>>2]|0))uPa(e+312|0,a);else{f[d>>2]=f[a>>2];f[c>>2]=d+4}b=PMa(e+32|0,b)|0;vPa((f[b>>2]|0)+88|0,a)|0;b=0;return b|0}function oRa(a,b){a=a|0;b=b|0;return wPa(f[a>>2]|0,b)|0}function pRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;g=i+4|0;h=i;e=f[a>>2]|0;a=tPa(e,b)|0;if(a|0){h=a;u=i;return h|0}a=b+4|0;c=e+280|0;d=f[c>>2]|0;if((d|0)==(f[e+284>>2]|0))yPa(e+276|0,a);else{f[d>>2]=f[a>>2];f[c>>2]=d+4}f[h>>2]=f[b>>2];f[g>>2]=f[h>>2];zPa((TMa(e,g)|0)+80|0,a)|0;h=0;u=i;return h|0}function qRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;d=g+4|0;e=g;a=f[a>>2]|0;c=rPa(a,b)|0;if(c|0){b=c;u=g;return b|0}f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];d=TMa(a,d)|0;e=f[b+4>>2]|0;a=f[d+264>>2]|0;c=a+-1|0;if(!(c&a)){a=f[(f[d+260>>2]|0)+((c&e)<<2)>>2]|0;while(1){a=f[a>>2]|0;if((f[a+4>>2]|0)!=(e|0))continue;if((f[a+8>>2]|0)==(e|0))break}}else{if(e>>>0<a>>>0)a=e;else a=(e>>>0)%(a>>>0)|0;a=f[(f[d+260>>2]|0)+(a<<2)>>2]|0;while(1){a=f[a>>2]|0;if((f[a+4>>2]|0)!=(e|0))continue;if((f[a+8>>2]|0)==(e|0))break}}c=f[a+12>>2]|0;a=f[c+8>>2]|0;c=c+12|0;if((f[c>>2]|0)==(a|0)){b=0;u=g;return b|0}f[c>>2]=a;b=0;u=g;return b|0}function rRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;c=f[a>>2]|0;APa(d,c,b);a=f[d>>2]|0;if(!a)b=0;else b=GMa(a,f[c>>2]|0,0)|0;a=f[d+4>>2]|0;if(!a){u=e;return b|0}iOb(a);u=e;return b|0}function sRa(a,b,c){a=a|0;b=b|0;c=c|0;BPa(a,f[b>>2]|0,c);return}function tRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+4|0;e=h;g=f[b>>2]|0;switch(f[c>>2]|0){case 0:case -1:{f[e>>2]=f[c+4>>2];f[d>>2]=f[e>>2];IPa(a,g,d);if(f[a>>2]|0){u=h;return}b=f[a+4>>2]|0;if(b|0)iOb(b);break}default:{}}JPa(a,g,c);u=h;return}function uRa(a,b,c){a=a|0;b=b|0;c=c|0;CPa(a,f[b>>2]|0,c);return}function vRa(a,b,c){a=a|0;b=b|0;c=c|0;DPa(a,f[b>>2]|0,c);return}function wRa(a,b,c){a=a|0;b=b|0;c=c|0;EPa(a,f[b>>2]|0,c);return}function xRa(a,b,c){a=a|0;b=b|0;c=c|0;FPa(a,f[b>>2]|0,c);return}function yRa(a,b,c){a=a|0;b=b|0;c=c|0;GPa(a,f[b>>2]|0,c);return}function zRa(a,b,c){a=a|0;b=b|0;c=c|0;APa(a,f[b>>2]|0,c);return}function ARa(a,b,c){a=a|0;b=b|0;c=c|0;pPa(a,f[b>>2]|0,c);return}function BRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;KPa(d,f[b>>2]|0,c);b=f[d>>2]|0;do if(!b){f[a>>2]=0;f[a+4>>2]=0;b=d+4|0}else{f[a>>2]=b;b=d+4|0;c=f[b>>2]|0;f[a+4>>2]=c;if(!c){u=e;return}else{gOb(c);break}}while(0);b=f[b>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function CRa(a,b,c){a=a|0;b=b|0;c=c|0;NPa(a,f[b>>2]|0,c);return}function DRa(a,b,c){a=a|0;b=b|0;c=c|0;HPa(a,f[b>>2]|0,c);return}function ERa(a,b,c){a=a|0;b=b|0;c=c|0;OPa(a,f[b>>2]|0,c);return}function FRa(a,b,c){a=a|0;b=b|0;c=c|0;PPa(a,f[b>>2]|0,c);return}function GRa(a,b,c){a=a|0;b=b|0;c=c|0;QPa(a,f[b>>2]|0,c);return}function HRa(a,b,c){a=a|0;b=b|0;c=c|0;RPa(a,f[b>>2]|0,c);return}function IRa(a){a=a|0;return (f[a>>2]|0)+32|0}function JRa(a){a=a|0;return (f[a>>2]|0)+32|0}function KRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+16|0;e=g;b=f[b>>2]|0;pPa(e,b,c);d=f[e>>2]|0;if(d|0){f[a>>2]=d;c=e+4|0;f[a+4>>2]=f[c>>2];f[e>>2]=0;f[c>>2]=0;u=g;return}LPa(a,b,c);b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function LRa(a,b,c){a=a|0;b=b|0;c=c|0;MPa(a,f[b>>2]|0,c);return}function MRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;g=d+8|0;h=d+4|0;e=d;a=f[a>>2]|0;f[h>>2]=f[b>>2];b=f[c>>2]|0;f[c>>2]=0;f[e>>2]=b;f[g>>2]=f[h>>2];a=SPa(a,g,e)|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=d;return a|0}TFa(b);sOb(b);u=d;return a|0}function NRa(a){a=a|0;return f[(f[a>>2]|0)+456>>2]|0}function ORa(a){a=a|0;return (f[(f[a>>2]|0)+456>>2]|0)>>>10|0}function PRa(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+456>>2]=b;return}function QRa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;a=f[(f[a>>2]|0)+40>>2]|0;if(!a){c=0;d=0;I=c;return d|0}b=f[(f[a+12>>2]|0)+56>>2]|0;a:do if(!b){while(1){a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b){c=0;d=0;break a}}I=b;return a|0}else{c=0;d=0}while(0);b:while(1){do{e=f[(f[(f[b+12>>2]|0)+4>>2]|0)+44>>2]|0;g=QPb(c|0,d|0,(f[e+24>>2]|0)!=0|0,0)|0;g=QPb(g|0,I|0,(f[e+28>>2]|0)!=0|0,0)|0;c=QPb(g|0,I|0,(f[e+32>>2]|0)!=0|0,0)|0;d=I;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a){b=d;a=c;break b}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b)continue b}}I=b;return a|0}function RRa(a){a=a|0;var b=0,c=0,d=0;a=f[(f[a>>2]|0)+40>>2]|0;if(!a){c=0;d=0;I=c;return d|0}b=f[(f[a+12>>2]|0)+56>>2]|0;a:do if(!b){while(1){a=f[a>>2]|0;if(!a){a=0;b=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b){c=0;d=0;break a}}I=a;return b|0}else{c=0;d=0}while(0);b:while(1){do{c=QPb(c|0,d|0,f[(f[(f[(f[b+12>>2]|0)+4>>2]|0)+44>>2]|0)+24>>2]|0,0)|0;d=I;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+56>>2]|0;if(b)continue b}}d=XPb(c|0,d|0,3,0)|0;c=I;I=c;return d|0}function SRa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;g=f[a>>2]|0;d=f[g+368>>2]|0;e=g+372|0;a=f[e>>2]|0;if((d|0)==(a|0)){g=0;return g|0}else b=a;while(1){a=b+-12|0;f[e>>2]=a;c=f[a>>2]|0;if(c){a=b+-8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);a=f[e>>2]|0}if((a|0)==(d|0))break;else b=a}a=f[g+380>>2]|0;b=g+384|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-4-a|0)>>>2)<<2);C9a(f[(f[g+4>>2]|0)+240>>2]|0);g=1;return g|0}function TRa(a,b){a=a|0;b=b|0;return mQa(f[a>>2]|0,b)|0}function URa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a>>2]|0;h=f[b>>2]|0;k=c+4|0;a=f[k>>2]|0;b=f[c>>2]|0;if(a-b>>5>>>0>4){c=0;return c|0}g=f[i+380>>2]|0;e=(f[i+384>>2]|0)-g>>2;if(!e){c=0;return c|0}else d=0;while(1){if((f[g+(d<<2)>>2]|0)==(h|0))break;d=d+1|0;if(d>>>0>=e>>>0){a=0;j=11;break}}if((j|0)==11)return a|0;e=f[i+368>>2]|0;i=e+(d*12|0)|0;g=f[i>>2]|0;h=e+(d*12|0)+4|0;if(!g)d=e+(d*12|0)+8|0;else{a=f[h>>2]|0;if((a|0)!=(g|0))f[h>>2]=a+(~((a+-32-g|0)>>>5)<<5);sOb(g);d=e+(d*12|0)+8|0;f[d>>2]=0;f[h>>2]=0;f[i>>2]=0;b=f[c>>2]|0;a=f[k>>2]|0}f[i>>2]=b;f[h>>2]=a;j=c+8|0;f[d>>2]=f[j>>2];f[j>>2]=0;f[k>>2]=0;f[c>>2]=0;c=1;return c|0}function VRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];b=nQa(a,d)|0;u=c;return b|0}function WRa(a,b){a=a|0;b=b|0;var c=0,d=0;d=f[a>>2]|0;c=f[b>>2]|0;b=f[d+380>>2]|0;d=(f[d+384>>2]|0)-b>>2;a:do if(!d)a=-1;else{a=0;while(1){if((f[b+(a<<2)>>2]|0)==(c|0))break a;a=a+1|0;if(a>>>0>=d>>>0){a=-1;break}}}while(0);return (a|0)!=-1|0}function XRa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=f[a>>2]|0;d=f[c>>2]|0;c=f[g+380>>2]|0;e=(f[g+384>>2]|0)-c>>2;a:do if(e|0){a=0;while(1){if((f[c+(a<<2)>>2]|0)==(d|0))break;a=a+1|0;if(a>>>0>=e>>>0)break a}g=(f[g+368>>2]|0)+(a*12|0)|0;return g|0}while(0);if(b[257344]|0){g=258724;return g|0}if(!(MPb(257344)|0)){g=258724;return g|0}f[64681]=0;f[64682]=0;f[64683]=0;g=258724;return g|0}function YRa(a){a=a|0;return (f[a>>2]|0)+368|0}function ZRa(a,b,c){a=a|0;b=b|0;c=c|0;a=f[a>>2]|0;f[a+392>>2]=f[b>>2];f[a+396>>2]=f[b+4>>2];f[a+400>>2]=f[b+8>>2];f[a+404>>2]=f[c>>2];f[a+408>>2]=f[c+4>>2];f[a+412>>2]=f[c+8>>2];return}function _Ra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0;a=f[a>>2]|0;g=+n[a+392>>2];h=a+404|0;if(g>+n[h>>2]){c=0;return c|0}i=a+396|0;d=a+408|0;if(+n[i>>2]>+n[d>>2]){c=0;return c|0}e=a+400|0;a=a+412|0;if(+n[e>>2]>+n[a>>2]){c=0;return c|0}n[b>>2]=g;f[b+4>>2]=f[i>>2];f[b+8>>2]=f[e>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[d>>2];f[c+8>>2]=f[a>>2];c=1;return c|0}function $Ra(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+8>>2]=b;return}function aSa(a){a=a|0;return (f[a>>2]|0)+164|0}function bSa(a){a=a|0;return (f[a>>2]|0)+184|0}function cSa(a){a=a|0;return (f[a>>2]|0)+204|0}function dSa(a,b){a=a|0;b=b|0;var 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xTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function yTa(a,b,c){a=a|0;b=b|0;c=c|0;return}function zTa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function ATa(a,b,c){a=a|0;b=b|0;c=c|0;return}function BTa(a){a=a|0;return}function CTa(a,b){a=a|0;b=b|0;return}function DTa(a,b){a=a|0;b=b|0;return}function ETa(a,b){a=a|0;b=b|0;return}function FTa(a){a=a|0;var b=0,c=0;f[a>>2]=38080;c=a+252|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){Qob(b);sOb(b)}c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);eYa(a);return}function GTa(a){a=a|0;var b=0,c=0;f[a>>2]=38080;c=a+252|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){Qob(b);sOb(b)}c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);eYa(a);sOb(a);return}function HTa(a){a=a|0;return}function ITa(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0.0;a=f[a+244>>2]|0;d=a+432|0;e=+p[d>>3];p[d>>3]=e<b?b:e;b=+Gha();p[a+416>>3]=b;a=a+424|0;if(+p[a>>3]-b>=c)return;p[a>>3]=b+c;return}function JTa(a){a=a|0;return dpb(f[a+252>>2]|0)|0}function KTa(a){a=a|0;return cpb(f[a+252>>2]|0)|0}function LTa(a){a=a|0;return 1}function MTa(a){a=a|0;return 0}function NTa(a){a=a|0;var b=0,c=0;f[a>>2]=38124;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){F1a(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);F1a(a);return}function OTa(a){a=a|0;var b=0,c=0;f[a>>2]=38124;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);F1a(a);sOb(a);return}function PTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;f[(f[(f[a+8>>2]|0)+244>>2]|0)+168>>2]=c;g=f[a+12>>2]|0;if(!g){H1a(a,b,c,d,e);return}else{Lh[f[(f[g>>2]|0)+8>>2]&255](g,b,c,d,e);return}}function QTa(a,b){a=a|0;b=b|0;var c=0;c=f[a+12>>2]|0;if(!c)I1a(a,b);else oh[f[(f[c>>2]|0)+12>>2]&1023](c,b);if(b|0)return;a=f[(f[a+8>>2]|0)+244>>2]|0;b=a+28|0;switch(f[b>>2]|0){case 0:{f[b>>2]=1;QUa(a);return}case 1:{f[b>>2]=2;O_a(a,7);O_a(a,2);O_a(a,3);RUa(a);return}default:return}}function RTa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[a+12>>2]|0;if(!d){J1a(a,b,c);return}else{xh[f[(f[d>>2]|0)+16>>2]&127](d,b,c);return}}function STa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;var k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+256|0;l=x+120|0;m=x+48|0;s=x+128|0;t=x+56|0;v=x+24|0;k=x;p[l>>3]=h;p[m>>3]=i;o=f[(f[a+8>>2]|0)+244>>2]|0;if(b[o+180>>0]|0){KUa(t,o,0);p[s>>3]=+n[t>>2];p[s+8>>3]=+n[t+4>>2];p[s+16>>3]=+n[t+8>>2];p[s+24>>3]=+n[t+12>>2];p[s+32>>3]=+n[t+16>>2];p[s+40>>3]=+n[t+20>>2];p[s+48>>3]=+n[t+24>>2];p[s+56>>3]=+n[t+28>>2];p[s+64>>3]=+n[t+32>>2];p[s+72>>3]=+n[t+36>>2];p[s+80>>3]=+n[t+40>>2];p[s+88>>3]=+n[t+44>>2];p[s+96>>3]=+n[t+48>>2];p[s+104>>3]=+n[t+52>>2];p[s+112>>3]=+n[t+56>>2];p[s+120>>3]=+n[t+60>>2];p[t>>3]=+p[d>>3];p[t+8>>3]=+p[d+8>>3];p[t+16>>3]=+p[d+16>>3];p[v>>3]=+p[e>>3];p[v+8>>3]=+p[e+8>>3];p[v+16>>3]=+p[e+16>>3];p[k>>3]=+p[g>>3];p[k+8>>3]=+p[g+8>>3];p[k+16>>3]=+p[g+16>>3];OUa(t,v,k,l,m,s);d=f[a+12>>2]|0;if(!d)K1a(a,c,t,v,k,+p[l>>3],+p[m>>3],j);else Oh[f[(f[d>>2]|0)+20>>2]&3](d,c,t,v,k,+p[l>>3],+p[m>>3],j);u=x;return}q=s+4|0;f[q>>2]=f[d>>2];f[q+4>>2]=f[d+4>>2];f[q+8>>2]=f[d+8>>2];f[q+12>>2]=f[d+12>>2];f[q+16>>2]=f[d+16>>2];f[q+20>>2]=f[d+20>>2];f[t>>2]=f[e>>2];f[t+4>>2]=f[e+4>>2];f[t+8>>2]=f[e+8>>2];f[t+12>>2]=f[e+12>>2];f[t+16>>2]=f[e+16>>2];f[t+20>>2]=f[e+20>>2];f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[v+16>>2]=f[g+16>>2];f[v+20>>2]=f[g+20>>2];q=o+276|0;r=o+280|0;d=f[r>>2]|0;l=o+284|0;o=f[l>>2]|0;e=o;if((d|0)==(o|0)){m=f[q>>2]|0;k=d-m|0;a=(k|0)/104|0;d=a+1|0;if(d>>>0>41297762)AMb(q);o=(e-m|0)/104|0;e=o<<1;e=o>>>0<20648881?(e>>>0<d>>>0?d:e):41297762;do if(!e)w=0;else if(e>>>0>41297762)vd();else{w=pOb(e*104|0)|0;break}while(0);g=w+(a*104|0)|0;f[g>>2]=c;d=w+(a*104|0)+4|0;f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];f[d+12>>2]=f[s+12>>2];f[d+16>>2]=f[s+16>>2];f[d+20>>2]=f[s+20>>2];f[d+24>>2]=f[s+24>>2];d=w+(a*104|0)+32|0;f[d>>2]=f[t>>2];f[d+4>>2]=f[t+4>>2];f[d+8>>2]=f[t+8>>2];f[d+12>>2]=f[t+12>>2];f[d+16>>2]=f[t+16>>2];f[d+20>>2]=f[t+20>>2];d=w+(a*104|0)+56|0;f[d>>2]=f[v>>2];f[d+4>>2]=f[v+4>>2];f[d+8>>2]=f[v+8>>2];f[d+12>>2]=f[v+12>>2];f[d+16>>2]=f[v+16>>2];f[d+20>>2]=f[v+20>>2];p[w+(a*104|0)+80>>3]=h;p[w+(a*104|0)+88>>3]=i;f[w+(a*104|0)+96>>2]=j;d=g+(((k|0)/-104|0)*104|0)|0;if((k|0)>0)bQb(d|0,m|0,k|0)|0;f[q>>2]=d;f[r>>2]=g+104;f[l>>2]=w+(e*104|0);if(m|0)sOb(m)}else{f[d>>2]=c;w=d+4|0;f[w>>2]=f[s>>2];f[w+4>>2]=f[s+4>>2];f[w+8>>2]=f[s+8>>2];f[w+12>>2]=f[s+12>>2];f[w+16>>2]=f[s+16>>2];f[w+20>>2]=f[s+20>>2];f[w+24>>2]=f[s+24>>2];w=d+32|0;f[w>>2]=f[t>>2];f[w+4>>2]=f[t+4>>2];f[w+8>>2]=f[t+8>>2];f[w+12>>2]=f[t+12>>2];f[w+16>>2]=f[t+16>>2];f[w+20>>2]=f[t+20>>2];w=d+56|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];f[w+16>>2]=f[v+16>>2];f[w+20>>2]=f[v+20>>2];p[d+80>>3]=h;p[d+88>>3]=i;f[d+96>>2]=j;f[r>>2]=(f[r>>2]|0)+104}u=x;return}function TTa(a,c,d,e,g,h,i){a=a|0;c=+c;d=+d;e=+e;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+32|0;v=x;q=f[(f[a+8>>2]|0)+244>>2]|0;if(b[q+180>>0]|0){j=f[a+12>>2]|0;if(!j){L1a(a,c,d,e,g,h,i);u=x;return}else{kh[f[(f[j>>2]|0)+24>>2]&3](j,c,d,e,g,h,i);u=x;return}}m=g+(h<<2)|0;f[v>>2]=0;w=v+4|0;f[w>>2]=0;f[v+8>>2]=0;o=g;j=h<<2;a=j>>2;if(!a){g=0;m=0;p=0}else{if(a>>>0>1073741823)AMb(v);k=pOb(j)|0;f[w>>2]=k;f[v>>2]=k;p=k+(a<<2)|0;f[v+8>>2]=p;l=k;if(!h){g=l;m=l}else{h=m+-4|0;j=g;a=k;while(1){f[a>>2]=f[j>>2];j=j+4|0;if((j|0)==(m|0))break;else a=a+4|0}m=k+(((h-o|0)>>>2)+1<<2)|0;f[w>>2]=m;g=l}}l=v+12|0;n[l>>2]=c;n[v+16>>2]=d;n[v+20>>2]=e;f[v+24>>2]=i;r=q+288|0;s=q+292|0;j=f[s>>2]|0;i=q+296|0;q=f[i>>2]|0;a=q;if(j>>>0<q>>>0){f[j>>2]=0;t=j+4|0;f[t>>2]=0;f[j+8>>2]=0;f[j>>2]=f[v>>2];f[t>>2]=f[w>>2];t=v+8|0;f[j+8>>2]=f[t>>2];f[t>>2]=0;f[w>>2]=0;f[v>>2]=0;t=j+12|0;f[t>>2]=f[l>>2];f[t+4>>2]=f[l+4>>2];f[t+8>>2]=f[l+8>>2];f[t+12>>2]=f[l+12>>2];f[s>>2]=(f[s>>2]|0)+28}else{h=f[r>>2]|0;k=(j-h|0)/28|0;j=k+1|0;if(j>>>0>153391689)AMb(r);q=(a-h|0)/28|0;a=q<<1;a=q>>>0<76695844?(a>>>0<j>>>0?j:a):153391689;do if(!a)t=0;else if(a>>>0>153391689)vd();else{t=pOb(a*28|0)|0;break}while(0);h=t+(k*28|0)|0;j=h;o=t+(a*28|0)|0;f[t+(k*28|0)+8>>2]=0;f[h>>2]=g;f[t+(k*28|0)+4>>2]=m;f[t+(k*28|0)+8>>2]=p;f[v+8>>2]=0;f[w>>2]=0;f[v>>2]=0;k=t+(k*28|0)+12|0;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];f[k+12>>2]=f[l+12>>2];l=h+28|0;k=f[r>>2]|0;a=f[s>>2]|0;if((a|0)==(k|0)){m=k;h=k}else{do{t=h+-28|0;q=a;a=a+-28|0;f[t>>2]=0;g=h+-24|0;f[g>>2]=0;f[h+-20>>2]=0;f[t>>2]=f[a>>2];t=q+-24|0;f[g>>2]=f[t>>2];g=q+-20|0;f[h+-20>>2]=f[g>>2];f[g>>2]=0;f[t>>2]=0;f[a>>2]=0;t=h+-16|0;q=q+-16|0;f[t>>2]=f[q>>2];f[t+4>>2]=f[q+4>>2];f[t+8>>2]=f[q+8>>2];f[t+12>>2]=f[q+12>>2];h=j+-28|0;j=h}while((a|0)!=(k|0));m=f[r>>2]|0;h=f[s>>2]|0}f[r>>2]=j;f[s>>2]=l;f[i>>2]=o;l=m;if((h|0)!=(l|0))do{j=h;h=h+-28|0;k=f[h>>2]|0;if(k|0){j=j+-24|0;a=f[j>>2]|0;if((a|0)!=(k|0))f[j>>2]=a+(~((a+-4-k|0)>>>2)<<2);sOb(k)}}while((h|0)!=(l|0));if(m|0)sOb(m)}j=f[v>>2]|0;if(j|0){a=f[w>>2]|0;if((a|0)!=(j|0))f[w>>2]=a+(~((a+-4-j|0)>>>2)<<2);sOb(j)}u=x;return}function UTa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+32|0;m=q+16|0;n=q;i=f[(f[a+8>>2]|0)+244>>2]|0;if(b[i+180>>0]|0){h=f[a+12>>2]|0;if(!h){M1a(a,c,d,e,g);u=q;return}else{Lh[f[(f[h>>2]|0)+28>>2]&255](h,c,d,e,g);u=q;return}};f[m>>2]=f[d>>2];f[m+4>>2]=f[d+4>>2];f[m+8>>2]=f[d+8>>2];f[n>>2]=f[e>>2];f[n+4>>2]=f[e+4>>2];f[n+8>>2]=f[e+8>>2];k=i+300|0;l=i+304|0;h=f[l>>2]|0;i=i+308|0;j=f[i>>2]|0;a=j;if((h|0)==(j|0)){j=f[k>>2]|0;d=h-j|0;e=d>>5;h=e+1|0;if(h>>>0>134217727)AMb(k);r=a-j|0;a=r>>4;h=r>>5>>>0<67108863?(a>>>0<h>>>0?h:a):134217727;do if(!h){o=0;p=0}else if(h>>>0>134217727)vd();else{p=pOb(h<<5)|0;o=p;break}while(0);a=o+(e<<5)|0;f[a>>2]=c;r=o+(e<<5)+4|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];r=o+(e<<5)+16|0;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];f[o+(e<<5)+28>>2]=g;if((d|0)>0)bQb(p|0,j|0,d|0)|0;f[k>>2]=o;f[l>>2]=a+32;f[i>>2]=o+(h<<5);if(j|0)sOb(j)}else{f[h>>2]=c;r=h+4|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];r=h+16|0;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];f[h+28>>2]=g;f[l>>2]=(f[l>>2]|0)+32}u=q;return}function VTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;g=f[a+12>>2]|0;if(!g){N1a(a,b,c,d,e);return}else{Lh[f[(f[g>>2]|0)+32>>2]&255](g,b,c,d,e);return}}function WTa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;if(!b)b=f[(f[(f[a+8>>2]|0)+244>>2]|0)+172>>2]|0;e=f[a+12>>2]|0;if(!e){O1a(a,b,c,d);return}else{Fh[f[(f[e>>2]|0)+36>>2]&255](e,b,c,d);return}}function XTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var 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j=(w>>>0)%(i>>>0)|0;b=f[(f[a+352>>2]|0)+(j<<2)>>2]|0;if(!b){u=y;return}b=f[b>>2]|0;if(!b){u=y;return}b:do if(d){while(1){x=f[b+4>>2]|0;d=(x|0)==(w|0);if(!(d|(x&e|0)==(j|0))){v=91;break}if(d)if((f[b+8>>2]|0)==(w|0)){s=b;break b}b=f[b>>2]|0;if(!b){v=91;break}}if((v|0)==91){u=y;return}}else{while(1){d=f[b+4>>2]|0;if((d|0)==(w|0)){if((f[b+8>>2]|0)==(w|0)){s=b;break b}}else{if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(j|0)){v=91;break}}b=f[b>>2]|0;if(!b){v=91;break}}if((v|0)==91){u=y;return}}while(0);f[r>>2]=f[c>>2];h=+p[s+16>>3];f[q>>2]=f[r>>2];JUa(a,q,h);u=y;return}}while(0);i=pOb(12)|0;f[i+8>>2]=w;f[i+4>>2]=w;f[i>>2]=0;j=a+324|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+328>>2];do if(m|h*+(l>>>0)<g){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;HUa(o,b>>>0<d>>>0?d:b);b=f[k>>2]|0;d=b+-1|0;if(!(d&b)){e=b;b=d&w;break}if(w>>>0<b>>>0){e=b;b=w}else{e=b;b=(w>>>0)%(b>>>0)|0}}else e=l;while(0);b=(f[o>>2]|0)+(b<<2)|0;d=f[b>>2]|0;if(!d){c=a+320|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;d=e+-1|0;if(!(d&e))b=b&d;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;t=(f[o>>2]|0)+(b<<2)|0;v=37}}else{f[i>>2]=f[d>>2];t=d;v=37}if((v|0)==37)f[t>>2]=i;f[j>>2]=(f[j>>2]|0)+1;q=a+332|0;o=(w<<6)+-1640531526+(w>>>2)^w;j=a+336|0;k=f[j>>2]|0;l=(k|0)==0;c:do if(l)b=0;else{i=k+-1|0;e=(i&k|0)==0;if(e)b=o&i;else if(o>>>0<k>>>0)b=o;else b=(o>>>0)%(k>>>0)|0;d=f[(f[q>>2]|0)+(b<<2)>>2]|0;if(d){d=f[d>>2]|0;if(d){if(e){while(1){t=f[d+4>>2]|0;if(!((t|0)==(o|0)|(t&i|0)==(b|0)))break c;if((f[d+8>>2]|0)==(w|0))if((f[d+12>>2]|0)==1)break;d=f[d>>2]|0;if(!d)break c}u=y;return}while(1){e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)!=(b|0))break c}if((f[d+8>>2]|0)==(w|0))if((f[d+12>>2]|0)==1)break;d=f[d>>2]|0;if(!d)break c}u=y;return}}}while(0);m=pOb(16)|0;i=m+8|0;f[i>>2]=w;f[i+4>>2]=1;f[m+4>>2]=o;f[m>>2]=0;i=a+344|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[a+348>>2];do if(l|h*+(k>>>0)<g){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(g/h))>>>0;IUa(q,b>>>0<d>>>0?d:b);b=f[j>>2]|0;d=b+-1|0;if(!(d&b)){e=b;b=d&o;break}if(o>>>0<b>>>0){e=b;b=o}else{e=b;b=(o>>>0)%(b>>>0)|0}}else e=k;while(0);b=(f[q>>2]|0)+(b<<2)|0;d=f[b>>2]|0;if(!d){a=a+340|0;f[m>>2]=f[a>>2];f[a>>2]=m;f[b>>2]=a;b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;d=e+-1|0;if(!(d&e))b=b&d;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;x=(f[q>>2]|0)+(b<<2)|0;v=70}}else{f[m>>2]=f[d>>2];x=d;v=70}if((v|0)==70)f[x>>2]=m;f[i>>2]=(f[i>>2]|0)+1;u=y;return}function GUa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;e=+n[c>>2];do if(i|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(d/e))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;g=j}else if(!(b+-1&b))g=j;else{b=hDb(b)|0;g=f[k>>2]|0}if(b>>>0>g>>>0)NUa(a,b);else if(b>>>0<g>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(g>>>0>2&(g+-1&g|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<g>>>0)NUa(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(b>>>0>m>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function HUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){MUa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;MUa(a,b);return}function IUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){LUa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;LUa(a,b);return}function JUa(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=0;l=u;u=u+2032|0;g=f[b>>2]|0;i=f[(a+376|0)>>2]|0;if(!i){u=l;return}if(!((i+-1|0)&i))h=(i+-1|0)&g;else if(i>>>0>g>>>0)h=g;else h=(g>>>0)%(i>>>0)|0;d=f[(f[(a+372|0)>>2]|0)+(h<<2)>>2]|0;if(!d){u=l;return}d=f[d>>2]|0;if(!d){u=l;return}a:do if(!((i+-1|0)&i)){while(1){e=f[d+4>>2]|0;if(!((e|0)==(g|0)|(e&(i+-1|0)|0)==(h|0))){k=167;break}if((e|0)==(g|0))if((f[d+8>>2]|0)==(g|0)){j=d;break a}d=f[d>>2]|0;if(!d){k=167;break}}if((k|0)==167){u=l;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(g|0)){if((f[d+8>>2]|0)==(g|0)){j=d;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(h|0)){k=167;break}}d=f[d>>2]|0;if(!d){k=167;break}}if((k|0)==167){u=l;return}}while(0);h=j+12|0;i=f[a+8>>2]|0;e=f[i+232>>2]|0;i=f[i+248>>2]|0;if((f[a+168>>2]|0)>>>0>68){g=a+176|0;d=f[(a+176|0)>>2]|0}else{g=a+176|0;d=BQa(e)|0}f[(l+140|0)>>2]=f[j+16>>2];f[(l+136|0)>>2]=d;f[(l+144|0)>>2]=f[(l+140|0)>>2];f[(l+208|0)>>2]=f[(l+136|0)>>2];d=EQa(e,l+144|0,l+208|0)|0;d=f[d>>2]|0;e=1;if(e){e=0;if((f[h>>2]|0)==(f[g>>2]|0)){KUa(l+208|0,a,d);m=f[(l+208|0)>>2]|0;f[(l+208|0)>>2]=f[(l+144|0)>>2];f[(l+144|0)>>2]=m;m=f[((l+208|0)+4|0)>>2]|0;f[((l+208|0)+4|0)>>2]=f[((l+144|0)+4|0)>>2];f[((l+144|0)+4|0)>>2]=m;m=f[((l+208|0)+8|0)>>2]|0;f[((l+208|0)+8|0)>>2]=f[((l+144|0)+8|0)>>2];f[((l+144|0)+8|0)>>2]=m;m=f[((l+208|0)+12|0)>>2]|0;f[((l+208|0)+12|0)>>2]=f[((l+144|0)+12|0)>>2];f[((l+144|0)+12|0)>>2]=m;m=f[((l+208|0)+16|0)>>2]|0;f[((l+208|0)+16|0)>>2]=f[((l+144|0)+16|0)>>2];f[((l+144|0)+16|0)>>2]=m;m=f[((l+208|0)+20|0)>>2]|0;f[((l+208|0)+20|0)>>2]=f[((l+144|0)+20|0)>>2];f[((l+144|0)+20|0)>>2]=m;m=f[((l+208|0)+24|0)>>2]|0;f[((l+208|0)+24|0)>>2]=f[((l+144|0)+24|0)>>2];f[((l+144|0)+24|0)>>2]=m;m=f[((l+208|0)+28|0)>>2]|0;f[((l+208|0)+28|0)>>2]=f[((l+144|0)+28|0)>>2];f[((l+144|0)+28|0)>>2]=m;m=f[((l+208|0)+32|0)>>2]|0;f[((l+208|0)+32|0)>>2]=f[((l+144|0)+32|0)>>2];f[((l+144|0)+32|0)>>2]=m;m=f[((l+208|0)+36|0)>>2]|0;f[((l+208|0)+36|0)>>2]=f[((l+144|0)+36|0)>>2];f[((l+144|0)+36|0)>>2]=m;m=f[((l+208|0)+40|0)>>2]|0;f[((l+208|0)+40|0)>>2]=f[((l+144|0)+40|0)>>2];f[((l+144|0)+40|0)>>2]=m;m=f[((l+208|0)+44|0)>>2]|0;f[((l+208|0)+44|0)>>2]=f[((l+144|0)+44|0)>>2];f[((l+144|0)+44|0)>>2]=m;m=f[((l+208|0)+48|0)>>2]|0;f[((l+208|0)+48|0)>>2]=f[((l+144|0)+48|0)>>2];f[((l+144|0)+48|0)>>2]=m;m=f[((l+208|0)+52|0)>>2]|0;f[((l+208|0)+52|0)>>2]=f[((l+144|0)+52|0)>>2];f[((l+144|0)+52|0)>>2]=m;m=f[((l+208|0)+56|0)>>2]|0;f[((l+208|0)+56|0)>>2]=f[((l+144|0)+56|0)>>2];f[((l+144|0)+56|0)>>2]=m;f[(l+144|0)+60>>2]=f[(l+208|0)+60>>2]}else e=1}f[l+288>>2]=a;f[l+296>>2]=b;n[l+304>>2]=c;f[l+552>>2]=g;f[l+592>>2]=j;f[l+1288>>2]=h;f[l+1480>>2]=i;f[l+1672>>2]=d;f[l+1912>>2]=k;f[l+1920>>2]=e;f[l+1928>>2]=0;f[l+1932>>2]=0;HYa(l);G=f[l+1928>>2]|0;D=f[l+1932>>2]|0;H=+n[l+1932>>2];f[l+1928>>2]=0;f[l+1932>>2]=0;if((G|0)==5)return}function KUa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0;r=u;u=u+208|0;m=r+136|0;o=r+64|0;q=r;if(!(b[c+260>>0]|0)){n[a>>2]=1.0;k=a+4|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+20>>2]=1.0;k=a+24|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+40>>2]=1.0;k=a+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+60>>2]=1.0}else{f[a>>2]=f[c+196>>2];f[a+4>>2]=f[c+200>>2];f[a+8>>2]=f[c+204>>2];f[a+12>>2]=f[c+208>>2];f[a+16>>2]=f[c+212>>2];f[a+20>>2]=f[c+216>>2];f[a+24>>2]=f[c+220>>2];f[a+28>>2]=f[c+224>>2];f[a+32>>2]=f[c+228>>2];f[a+36>>2]=f[c+232>>2];f[a+40>>2]=f[c+236>>2];f[a+44>>2]=f[c+240>>2];f[a+48>>2]=f[c+244>>2];f[a+52>>2]=f[c+248>>2];f[a+56>>2]=f[c+252>>2];f[a+60>>2]=f[c+256>>2]}if(d|0){f[o>>2]=a;f[o+4>>2]=d;gma(m,o)|0;f[a>>2]=f[m>>2];f[a+4>>2]=f[m+4>>2];f[a+8>>2]=f[m+8>>2];f[a+12>>2]=f[m+12>>2];f[a+16>>2]=f[m+16>>2];f[a+20>>2]=f[m+20>>2];f[a+24>>2]=f[m+24>>2];f[a+28>>2]=f[m+28>>2];f[a+32>>2]=f[m+32>>2];f[a+36>>2]=f[m+36>>2];f[a+40>>2]=f[m+40>>2];f[a+44>>2]=f[m+44>>2];f[a+48>>2]=f[m+48>>2];f[a+52>>2]=f[m+52>>2];f[a+56>>2]=f[m+56>>2];f[a+60>>2]=f[m+60>>2]}l=+p[c+184>>3];j=f[c+176>>2]|0;i=f[c+356>>2]|0;a:do if(!i)e=1.0;else{h=i+-1|0;g=(h&i|0)==0;if(g)k=h&j;else if(j>>>0<i>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;d=f[(f[c+352>>2]|0)+(k<<2)>>2]|0;if(!d)e=1.0;else{d=f[d>>2]|0;if(!d)e=1.0;else{b:do if(g)while(1){i=f[d+4>>2]|0;c=(j|0)==(i|0);if(!(c|(i&h|0)==(k|0))){e=1.0;break a}if(c)if((f[d+8>>2]|0)==(j|0))break b;d=f[d>>2]|0;if(!d){e=1.0;break a}}else while(1){c=f[d+4>>2]|0;if((j|0)==(c|0)){if((f[d+8>>2]|0)==(j|0))break b}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(k|0)){e=1.0;break a}}d=f[d>>2]|0;if(!d){e=1.0;break a}}while(0);e=+p[d+16>>3];if(e==0.0)e=l}}}while(0);d=l==0.0|e==0.0;e=e/l;if(!((d?1.0:e)!=1.0)){u=r;return}l=d?1.0:e;k=q+4|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;k=q+24|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;k=q+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[q>>2]=l;n[q+20>>2]=l;n[q+40>>2]=l;n[q+60>>2]=1.0;f[o>>2]=a;f[o+4>>2]=q;gma(m,o)|0;f[a>>2]=f[m>>2];f[a+4>>2]=f[m+4>>2];f[a+8>>2]=f[m+8>>2];f[a+12>>2]=f[m+12>>2];f[a+16>>2]=f[m+16>>2];f[a+20>>2]=f[m+20>>2];f[a+24>>2]=f[m+24>>2];f[a+28>>2]=f[m+28>>2];f[a+32>>2]=f[m+32>>2];f[a+36>>2]=f[m+36>>2];f[a+40>>2]=f[m+40>>2];f[a+44>>2]=f[m+44>>2];f[a+48>>2]=f[m+48>>2];f[a+52>>2]=f[m+52>>2];f[a+56>>2]=f[m+56>>2];f[a+60>>2]=f[m+60>>2];u=r;return}function LUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function MUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function NUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function OUa(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0.0,r=0,s=0.0,t=0,v=0.0,w=0.0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0;g=u;u=u+16|0;h=g;p[h>>3]=1.0e-12;if(PUa(f,h)|0){u=g;return}l=+p[d>>3];O=+K(+l);j=+p[e>>3];E=+K(+j);S=+p[c>>3];n=c+8|0;i=+p[n>>3];h=c+16|0;Q=+p[h>>3];m=+L(+(S*S+(i*i+Q*Q)));S=E*(S/m);i=E*(i/m);m=E*(Q/m);Q=+p[b>>3];E=+p[a>>3]-Q;F=a+8|0;t=b+8|0;R=+p[t>>3];C=+p[F>>3]-R;x=a+16|0;r=b+16|0;s=+p[r>>3];A=+p[x>>3]-s;o=i*A-m*C;q=m*E-S*A;P=S*C-i*E;k=+L(+(o*o+(P*P+q*q)));o=Q+O*(o/k);q=R+O*(q/k);k=s+O*(P/k);S=Q+S;i=i+R;m=m+s;E=Q+E;C=R+C;A=s+A;P=+p[f>>3];O=+p[f+32>>3];N=+p[f+64>>3];J=+p[f+8>>3];I=+p[f+40>>3];H=+p[f+72>>3];D=+p[f+16>>3];B=+p[f+48>>3];z=+p[f+80>>3];M=+p[f+96>>3];w=Q*P+R*O+s*N+M;G=+p[f+104>>3];v=Q*J+R*I+s*H+G;y=+p[f+112>>3];s=Q*D+R*B+s*z+y;R=N*k+(P*o+O*q)+M-w;Q=J*o+q*I+k*H+G-v;k=o*D+q*B+k*z+y-s;q=S*P+i*O+m*N+M-w;o=S*J+i*I+m*H+G-v;m=S*D+i*B+m*z+y-s;i=+L(+(q*q+(o*o+m*m)));k=+L(+(R*R+(Q*Q+k*k)));p[a>>3]=w+(E*P+C*O+A*N+M-w);p[F>>3]=v+(E*J+C*I+A*H+G-v);p[x>>3]=s+(E*D+C*B+A*z+y-s);p[b>>3]=w;p[t>>3]=v;p[r>>3]=s;p[c>>3]=q/i;p[n>>3]=o/i;p[h>>3]=m/i;p[d>>3]=l<0.0?-k:k;p[e>>3]=j<0.0?-i:i;u=g;return}function PUa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;c=+p[b>>3];d=+p[a>>3];e=+K(+(d+-1.0));d=+K(+d);if(!(e<=(d>1.0?1.0:d)*c)){a=0;return a|0}if(!(+K(+(+p[a+8>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+16>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+24>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+32>>3]))<=c)){a=0;return a|0}e=+p[a+40>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+p[a+48>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+56>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+64>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+72>>3]))<=c)){a=0;return a|0}e=+p[a+80>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+p[a+88>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+96>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+104>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+112>>3]))<=c)){a=0;return a|0}e=+p[a+120>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}a=1;return a|0}function QUa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0;m=u;u=u+32|0;j=m+16|0;k=m+4|0;l=m;g=a+344|0;b=f[g>>2]|0;if(!b)if(!(f[a+384>>2]|0)){O_a(a,8);O_a(a,1);O_a(a,0);O_a(a,4);O_a(a,6);P_a(a);RUa(a);u=m;return}e=a+340|0;c=f[e>>2]|0;if(c){d=a+352|0;b=c;do{i=XUa(d,b+8|0)|0;p[i>>3]=0.0;b=f[b>>2]|0}while((b|0)!=0);b=f[g>>2]|0}if(b|0){b=f[e>>2]|0;if(b|0)do{i=b;b=f[b>>2]|0;sOb(i)}while((b|0)!=0);f[e>>2]=0;c=f[a+336>>2]|0;if(c|0){d=a+332|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}WUa(a);f[k>>2]=0;i=k+4|0;f[i>>2]=0;f[k+8>>2]=0;b=f[a+380>>2]|0;if(b|0){h=k+8|0;e=0;g=0;while(1){d=b;c=d+8|0;d=d+12|0;if(e>>>0<g>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];f[e+4>>2]=g;f[i>>2]=e+8}else YUa(k,c,d);b=f[b>>2]|0;if(!b)break;e=f[i>>2]|0;g=f[h>>2]|0}c=f[k>>2]|0;b=f[i>>2]|0;if((c|0)!=(b|0)){d=a+352|0;do{h=XUa(d,c+4|0)|0;n=+p[h>>3];f[l>>2]=f[c>>2];f[j>>2]=f[l>>2];JUa(a,j,n);c=c+8|0}while((c|0)!=(b|0));b=f[k>>2]|0}if(b|0){c=f[i>>2]|0;if((c|0)!=(b|0))f[i>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}O_a(a,8);O_a(a,1);O_a(a,0);O_a(a,4);O_a(a,6);P_a(a);RUa(a);u=m;return}function RUa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+96|0;x=y+64|0;t=y+32|0;w=y+8|0;r=y+4|0;s=y;h=y+60|0;m=y+56|0;n=y+52|0;o=y+48|0;p=y+44|0;v=a+8|0;j=f[v>>2]|0;switch(f[a+28>>2]|0){case 1:{h=a+52|0;i=a+56|0;if((f[h>>2]|0)!=(f[i>>2]|0)){e=f[j+232>>2]|0;c=f[j+248>>2]|0;f[x>>2]=1065353216;f[x+4>>2]=1065353216;f[x+8>>2]=1065353216;d=x+12|0;f[d>>2]=0;f[x+16>>2]=0;f[x+20>>2]=0;xEa(e,1,0,0,x);e=f[a+176>>2]|0;g=f[c+12>>2]|0;if(!g)x2a(c,e,x,d,0,1);else Th[f[(f[g>>2]|0)+184>>2]&127](g,e,x,d,0,1)}d=a+48|0;c=f[d>>2]|0;if(c|0)if(!(b[a+64>>0]|0)){oh[f[(f[c>>2]|0)+8>>2]&1023](c,h);c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[h>>2]|0;if(!c)c=a+60|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);c=a+60|0;f[c>>2]=0;f[i>>2]=0;f[h>>2]=0}f[h>>2]=0;f[i>>2]=0;f[c>>2]=0}SUa(j+200|0,f[a+172>>2]|0);q=a+100|0;c=f[q>>2]|0;p=a+104|0;j=f[p>>2]|0;if((c|0)!=(j|0)){k=w+4|0;l=w+8|0;m=w+12|0;n=w+16|0;o=w+20|0;do{i=(b[c+20>>0]|0)!=0;d=(b[c+21>>0]|0)!=0;e=(b[c+22>>0]|0)!=0;g=f[c+24>>2]|0;h=f[(f[v>>2]|0)+232>>2]|0;z=f[c+4>>2]|0;f[t>>2]=z;f[w>>2]=1065353216;f[k>>2]=1065353216;f[l>>2]=1065353216;f[m>>2]=0;f[n>>2]=0;f[o>>2]=0;if(!z)xEa(h,i,d,e,w);else AEa(h,f[c>>2]|0,t,i,d,e,w);f[r>>2]=g;f[x>>2]=f[r>>2];D1a(a,x,w);f[s>>2]=g;f[x>>2]=f[s>>2];h1a(a,x,16);c=c+28|0}while((c|0)!=(j|0));c=f[q>>2]|0}if(!c)c=a+108|0;else{d=f[p>>2]|0;if((d|0)!=(c|0)){do{e=d+-28|0;f[p>>2]=e;g=d+-20|0;h=f[g>>2]|0;i=d+-16|0;if((h|0)==(f[i>>2]|0)){d=f[e>>2]|0;if(!d)d=h;else{tOb(d);d=f[g>>2]|0}}else d=h;if(d|0){e=f[i>>2]|0;if((e|0)!=(d|0))f[i>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}d=f[p>>2]|0}while((d|0)!=(c|0));c=f[q>>2]|0}sOb(c);c=a+108|0;f[c>>2]=0;f[p>>2]=0;f[q>>2]=0}f[q>>2]=0;f[p>>2]=0;f[c>>2]=0;u=y;return}case 2:{l=f[j+232>>2]|0;g=a+136|0;d=a+144|0;c=f[d>>2]|0;if(c|0)do{z=c;Fh[f[(f[a>>2]|0)+116>>2]&255](a,f[z+8>>2]|0,f[z+12>>2]|0,f[z+16>>2]|0);c=f[c>>2]|0}while((c|0)!=0);e=a+148|0;if(f[e>>2]|0){c=f[d>>2]|0;if(c|0)do{z=c;c=f[c>>2]|0;sOb(z)}while((c|0)!=0);f[d>>2]=0;d=f[a+140>>2]|0;if(d|0){c=0;do{f[(f[g>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[e>>2]=0}c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);f[a+140>>2]=0;f[e>>2]=0;f[a+152>>2]=1065353216;f[a+144>>2]=0;g=a+68|0;d=a+76|0;c=f[d>>2]|0;if(c|0)do{z=c;TUa(a,l,z+12|0,f[z+8>>2]|0);c=f[c>>2]|0}while((c|0)!=0);e=a+80|0;if(f[e>>2]|0){c=f[d>>2]|0;if(c|0)do{z=c;c=f[c>>2]|0;sOb(z)}while((c|0)!=0);f[d>>2]=0;d=f[a+72>>2]|0;if(d|0){c=0;do{f[(f[g>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[e>>2]=0}c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);f[a+72>>2]=0;f[e>>2]=0;f[a+84>>2]=1065353216;f[a+76>>2]=0;e=a+88|0;c=f[e>>2]|0;g=a+92|0;d=f[g>>2]|0;if((c|0)!=(d|0)){do{f[h>>2]=f[c>>2];z=f[c+4>>2]|0;f[x>>2]=f[h>>2];h1a(a,x,z);c=c+8|0}while((c|0)!=(d|0));c=f[e>>2]|0}if(!c)c=a+96|0;else{d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);c=a+96|0;f[c>>2]=0;f[g>>2]=0;f[e>>2]=0}f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;j=a+156|0;c=f[j>>2]|0;k=a+160|0;g=f[k>>2]|0;if((c|0)!=(g|0)){h=t+4|0;i=t+8|0;do{d=c+4|0;if(xkb(l,f[d>>2]|0)|0){f[t>>2]=0;f[h>>2]=0;f[i>>2]=0;Ckb(l,f[d>>2]|0,f[c+8>>2]|0,t);f[m>>2]=f[c>>2];z=f[t>>2]|0;d=(f[h>>2]|0)-z>>3;f[x>>2]=f[m>>2];x1a(a,x,z,d);f[n>>2]=f[c>>2];f[x>>2]=f[n>>2];h1a(a,x,11);d=f[t>>2]|0;if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}c=c+12|0}while((c|0)!=(g|0));c=f[j>>2]|0}if(!c)c=a+164|0;else{d=f[k>>2]|0;if((d|0)!=(c|0))f[k>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=a+164|0;f[c>>2]=0;f[k>>2]=0;f[j>>2]=0}f[j>>2]=0;f[k>>2]=0;f[c>>2]=0;i=a+112|0;c=f[i>>2]|0;j=a+116|0;h=f[j>>2]|0;if((c|0)!=(h|0)){do{g=f[c>>2]|0;d=(GQa(f[(f[v>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;a:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break a}s=f[v>>2]|0;r=f[s+232>>2]|0;z=f[s+240>>2]|0;f[t>>2]=f[e+4>>2];f[x>>2]=f[t>>2];KQa(r,s,x)|0;Y8a(z)}while(0);f[w>>2]=g;f[x>>2]=f[w>>2];h1a(a,x,14);c=c+4|0}while((c|0)!=(h|0));c=f[i>>2]|0}if(!c)c=a+120|0;else{d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+120|0;f[c>>2]=0;f[j>>2]=0;f[i>>2]=0}f[i>>2]=0;f[j>>2]=0;f[c>>2]=0;e=a+124|0;c=f[e>>2]|0;g=a+128|0;d=f[g>>2]|0;if((c|0)!=(d|0)){do{f[o>>2]=f[c>>2];f[x>>2]=f[o>>2];h1a(a,x,17);c=c+4|0}while((c|0)!=(d|0));c=f[e>>2]|0}if(!c)c=a+132|0;else{d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+132|0;f[c>>2]=0;f[g>>2]=0;f[e>>2]=0}f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;h=a+32|0;c=f[h>>2]|0;i=a+36|0;e=f[i>>2]|0;if((c|0)!=(e|0)){g=a+44|0;do{d=f[c>>2]|0;if(b[g>>0]|0){b[g>>0]=0;y$a(a,1)}z=f[(f[a>>2]|0)+52>>2]|0;f[p>>2]=d;f[x>>2]=f[p>>2];oh[z&1023](a,x);c=c+4|0}while((c|0)!=(e|0));c=f[h>>2]|0}if(!c)c=a+40|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+40|0;f[c>>2]=0;f[i>>2]=0;f[h>>2]=0}f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;d=a+48|0;c=f[d>>2]|0;if(!c)e=a+52|0;else{e=a+52|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,e);c=f[d>>2]|0;f[d>>2]=0;if(c)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}c=a+52|0;d=f[c>>2]|0;h=a+56|0;if(!d)c=a+60|0;else{g=f[h>>2]|0;if((g|0)!=(d|0))f[h>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d);z=a+60|0;f[z>>2]=0;f[h>>2]=0;f[c>>2]=0;c=z}f[e>>2]=0;f[h>>2]=0;f[c>>2]=0;c=a+44|0;if(!(b[c>>0]|0)){u=y;return}b[c>>0]=0;y$a(a,0);u=y;return}default:{u=y;return}}}function SUa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){f[h>>2]=c;oh[f[(f[e>>2]|0)+24>>2]&1023](e,h);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function TUa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;e=l+32|0;g=l+24|0;h=l+16|0;i=l+8|0;j=l;switch(d|0){case 0:{CRa(j,b,c);b=(f[j>>2]|0)!=0;e=f[j+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 2:{if(UUa(b,c)|0){u=l;return}break}case 4:{vRa(e,b,c);b=(f[e>>2]|0)!=0;e=f[e+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 6:{if(VUa(b,c)|0){u=l;return}break}case 8:{DRa(g,b,c);b=(f[g>>2]|0)!=0;e=f[g+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 7:{zRa(h,b,c);b=(f[h>>2]|0)!=0;e=f[h+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 1:{sRa(i,b,c);b=(f[i>>2]|0)!=0;e=f[i+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}default:{}}if((k|0)==14)if(b){u=l;return}d=MMa(d)|0;k=(B_a(a,c,d)|0)<<24>>24==2;m1a(a,c,d,k?1:2);u=l;return}function UUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];a=mSa(a,g)|0;if(!a){g=0;u=h;return g|0}g=f[b+4>>2]|0;d=f[a+24>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+20>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(g|0)==(d|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((g|0)==(b|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);g=(a|0)!=0;u=h;return g|0}function VUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];a=mSa(a,g)|0;if(!a){g=0;u=h;return g|0}g=f[b+4>>2]|0;d=f[a+64>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+60>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(g|0)==(d|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((g|0)==(b|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);g=(a|0)!=0;u=h;return g|0}function WUa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=f[(f[a+8>>2]|0)+248>>2]|0;c=a+276|0;b=f[c>>2]|0;e=a+280|0;d=f[e>>2]|0;if((b|0)!=(d|0)){do{Oh[f[(f[h>>2]|0)+20>>2]&3](h,f[b>>2]|0,b+8|0,b+32|0,b+56|0,+p[b+80>>3],+p[b+88>>3],f[b+96>>2]|0);b=b+104|0}while((b|0)!=(d|0));b=f[c>>2]|0;c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~(((c+-104-b|0)>>>0)/104|0)*104|0)}c=a+288|0;b=f[c>>2]|0;g=a+292|0;d=f[g>>2]|0;if((b|0)!=(d|0)){do{e=f[b>>2]|0;kh[f[(f[h>>2]|0)+24>>2]&3](h,+n[b+12>>2],+n[b+16>>2],+n[b+20>>2],e,(f[b+4>>2]|0)-e>>2,f[b+24>>2]|0);b=b+28|0}while((b|0)!=(d|0));e=f[c>>2]|0;b=f[g>>2]|0;if((b|0)!=(e|0))do{c=b+-28|0;f[g>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-24|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);b=f[g>>2]|0}}while((b|0)!=(e|0))}d=a+300|0;b=f[d>>2]|0;e=a+304|0;c=f[e>>2]|0;if((b|0)==(c|0))return;do{Lh[f[(f[h>>2]|0)+28>>2]&255](h,f[b>>2]|0,b+4|0,b+16|0,f[b+28>>2]|0);b=b+32|0}while((b|0)!=(c|0));b=f[d>>2]|0;c=f[e>>2]|0;if((c|0)==(b|0))return;f[e>>2]=c+(~((c+-32-b|0)>>>5)<<5);return}function XUa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}}while(0);h=pOb(24)|0;f[h+8>>2]=m;p[h+16>>3]=0.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;ZUa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+16|0;return a|0}function YUa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function ZUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_Ua(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_Ua(a,b);return}function _Ua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $Ua(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=38324;b=f[a+408>>2]|0;if((a+392|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[a+380>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0){e=c+24|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-40-d|0)>>>0)/40|0)*40|0);sOb(d)}sOb(c)}while((b|0)!=0);j=a+372|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+360>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+352|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+340>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+332|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+320>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+312|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+300>>2]|0;if(b|0){c=a+304|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}g=a+288|0;b=f[g>>2]|0;if(b|0){h=a+292|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-24|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}b=f[a+276>>2]|0;if(b|0){c=a+280|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-104-b|0)>>>0)/104|0)*104|0);sOb(b)}h=a+264|0;b=f[h>>2]|0;if(b|0){g=a+268|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}b=f[a+156>>2]|0;if(b|0){c=a+160|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+144>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+136|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+124>>2]|0;if(b|0){c=a+128|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}i=a+100|0;b=f[i>>2]|0;if(b|0){j=a+104|0;c=f[j>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[j>>2]=d;e=c+-20|0;g=f[e>>2]|0;h=c+-16|0;do if((g|0)==(f[h>>2]|0)){c=f[d>>2]|0;if(!c){c=g;break}tOb(c);c=f[e>>2]|0}else c=g;while(0);if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[j>>2]|0}while((c|0)!=(b|0));b=f[i>>2]|0}sOb(b)}b=f[a+88>>2]|0;if(b|0){c=a+92|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+76>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+68|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}j=a+48|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}e=a+16|0;b=f[e>>2]|0;if(!b){pYa(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{j=c+-4|0;f[g>>2]=j;d=f[j>>2]|0;f[j>>2]=0;if(d|0){nWa((f[d+4>>2]|0)+44|0,d+72|0);j=d+8|0;c=f[j>>2]|0;f[j>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(d)}c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);pYa(a);return}function aVa(a){a=a|0;$Ua(a);sOb(a);return}function bVa(a){a=a|0;var b=0,c=0;c=a+48|0;b=f[c>>2]|0;if(b|0){oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);b=f[c>>2]|0;f[c>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}rYa(a);return}function cVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=a+56|0;d=f[c>>2]|0;if((d|0)==(f[a+60>>2]|0)){mWa(a+52|0,b);sYa(a,b);return}else{g=b;e=f[g+4>>2]|0;f[d>>2]=f[g>>2];f[d+4>>2]=e;f[c>>2]=(f[c>>2]|0)+8;sYa(a,b);return}}function dVa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+96|0;B=C+48|0;r=C+40|0;s=C+32|0;t=C+4|0;v=C;tYa(a,c,d);z=a+332|0;A=a+344|0;if(!(f[A>>2]|0)){u=C;return}q=eWa(z,c)|0;if(!q){u=C;return}w=a+336|0;l=f[w>>2]|0;e=f[q+4>>2]|0;m=l+-1|0;o=(m&l|0)==0;if(o)e=m&e;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;j=(f[z>>2]|0)+(e<<2)|0;p=f[j>>2]|0;while(1){g=f[p>>2]|0;if((g|0)==(q|0))break;else p=g}x=a+340|0;if((p|0)==(x|0))y=16;else{g=f[p+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0))k=q;else y=16}do if((y|0)==16){g=f[q>>2]|0;if(g|0){g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0)){k=q;break}}f[j>>2]=0;k=q}while(0);g=f[k>>2]|0;j=g;if(!g)e=j;else{g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0))e=j;else{f[(f[z>>2]|0)+(g<<2)>>2]=p;e=f[q>>2]|0}}f[p>>2]=e;f[k>>2]=0;f[A>>2]=(f[A>>2]|0)+-1;sOb(q);if(d<<24>>24){f[r>>2]=f[c>>2];f[B>>2]=f[r>>2];fWa(a,B,0);u=C;return}g=c+4|0;do if((f[g>>2]|0)==1){DRa(s,f[(f[a+8>>2]|0)+232>>2]|0,c);vnb(B,(f[s>>2]|0)+8|0);e=f[s+4>>2]|0;if(e|0)iOb(e);d=t+4|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;e=t+20|0;f[e>>2]=0;if(!(Mnb(B,t)|0)){if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);e=B+12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);break}m=f[c>>2]|0;l=f[e>>2]|0;q=l+-1640531527+(m<<6)+(m>>>2)^m;o=f[w>>2]|0;p=(o|0)==0;a:do if(p){e=0;y=55}else{k=o+-1|0;j=(k&o|0)==0;if(j)e=q&k;else if(q>>>0<o>>>0)e=q;else e=(q>>>0)%(o>>>0)|0;g=f[(f[z>>2]|0)+(e<<2)>>2]|0;if(!g)y=55;else{g=f[g>>2]|0;if(!g)y=55;else{if(j)while(1){v=f[g+4>>2]|0;if(!((v|0)==(q|0)|(v&k|0)==(e|0))){y=55;break a}if((f[g+8>>2]|0)==(m|0))if((f[g+12>>2]|0)==(l|0))break a;g=f[g>>2]|0;if(!g){y=55;break a}}while(1){j=f[g+4>>2]|0;if((j|0)!=(q|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0)){y=55;break a}}if((f[g+8>>2]|0)==(m|0))if((f[g+12>>2]|0)==(l|0))break a;g=f[g>>2]|0;if(!g){y=55;break}}}}}while(0);if((y|0)==55){k=pOb(16)|0;v=k+8|0;f[v>>2]=m;f[v+4>>2]=l;f[k+4>>2]=q;f[k>>2]=0;i=+(((f[A>>2]|0)+1|0)>>>0);h=+n[a+348>>2];do if(p|h*+(o>>>0)<i){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(i/h))>>>0;IUa(z,e>>>0<g>>>0?g:e);e=f[w>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&q;break}if(q>>>0<e>>>0){j=e;e=q}else{j=e;e=(q>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[z>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[x>>2];f[x>>2]=k;f[g>>2]=x;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;if(!(g&j))e=e&g;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;e=(f[z>>2]|0)+(e<<2)|0;y=68}}else{f[k>>2]=f[e>>2];y=68}if((y|0)==68)f[e>>2]=k;f[A>>2]=(f[A>>2]|0)+1}if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);e=B+12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);u=C;return}while(0);f[v>>2]=f[c>>2];f[B>>2]=f[v>>2];fWa(a,B,g);u=C;return}function eVa(a){a=a|0;return 1}function fVa(a){a=a|0;return}function gVa(a){a=a|0;return 1}function hVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function iVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=u;u=u+16|0;c=e+4|0;d=e;if((f[a+28>>2]|0)==2){f[d>>2]=f[b>>2];f[c>>2]=f[d>>2];h1a(a,c,17);u=e;return}d=a+128|0;c=f[d>>2]|0;if((c|0)==(f[a+132>>2]|0)){dWa(a+124|0,b);u=e;return}else{f[c>>2]=f[b>>2];f[d>>2]=c+4;u=e;return}}function jVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;return}function kVa(a){a=a|0;var c=0;c=a+44|0;b[c>>0]=1;if((f[a+28>>2]|0)!=2)return;b[c>>0]=0;y$a(a,0);return}function lVa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;d=k+4|0;e=k;do if((f[a+28>>2]|0)==2){j=f[(f[a+8>>2]|0)+244>>2]|0;f[e>>2]=f[c>>2];f[d>>2]=f[e>>2];h1a(j,d,18)}else{d=a+36|0;e=f[d>>2]|0;if((e|0)==(f[a+40>>2]|0)){dWa(a+32|0,c);break}else{f[e>>2]=f[c>>2];f[d>>2]=e+4;break}}while(0);f[a+176>>2]=-1;b[a+180>>0]=0;g=f[a+264>>2]|0;h=a+268|0;d=f[h>>2]|0;if((d|0)!=(g|0))do{e=d+-20|0;f[h>>2]=e;c=f[e>>2]|0;if(!c)d=e;else{d=d+-16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);d=f[h>>2]|0}}while((d|0)!=(g|0));d=f[a+276>>2]|0;e=a+280|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~(((c+-104-d|0)>>>0)/104|0)*104|0);g=f[a+288>>2]|0;h=a+292|0;d=f[h>>2]|0;if((d|0)!=(g|0))do{e=d+-28|0;f[h>>2]=e;c=f[e>>2]|0;if(!c)d=e;else{d=d+-24|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);d=f[h>>2]|0}}while((d|0)!=(g|0));d=f[a+300>>2]|0;e=a+304|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~((c+-32-d|0)>>>5)<<5);g=a+324|0;if(f[g>>2]|0){e=a+320|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+316>>2]|0;if(e|0){c=a+312|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}g=a+344|0;if(f[g>>2]|0){e=a+340|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+336>>2]|0;if(e|0){c=a+332|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}g=a+364|0;if(f[g>>2]|0){e=a+360|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+356>>2]|0;if(e|0){c=a+352|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}j=a+384|0;if(!(f[j>>2]|0)){u=k;return}i=a+380|0;d=f[i>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;c=f[e+20>>2]|0;if(c|0){g=e+24|0;h=f[g>>2]|0;if((h|0)!=(c|0))f[g>>2]=h+(~(((h+-40-c|0)>>>0)/40|0)*40|0);sOb(c)}sOb(e)}while((d|0)!=0);f[i>>2]=0;c=f[a+376>>2]|0;if(c|0){e=a+372|0;d=0;do{f[(f[e>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0))}f[j>>2]=0;u=k;return}function mVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function nVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function oVa(a,b){a=a|0;b=b|0;return}function pVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function qVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function rVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function sVa(a){a=a|0;return}function tVa(a,b){a=a|0;b=+b;return}function uVa(a,b){a=a|0;b=b|0;return}function vVa(a,b){a=a|0;b=+b;return}function wVa(a,b){a=a|0;b=b|0;return}function xVa(a,b){a=a|0;b=b|0;return}function yVa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;g=u;u=u+16|0;d=g+4|0;c=g;f[c>>2]=f[b>>2];f[d>>2]=f[c>>2];h1a(a,d,12);u=g;return}function zVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;j=n+16|0;k=n+4|0;l=n;g=n+12|0;i=n+8|0;m=a+8|0;d=(GQa(f[(f[m>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;a:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break a}h=f[e+4>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;g=d+(c<<2)|0;if(c|0){e=0;do{c=(f[d>>2]|0)==(h|0);e=e|c;d=d+4|0}while(!(c|(d|0)==(g|0)));if(e){if((f[a+28>>2]|0)!=2){d=a+116|0;e=f[d>>2]|0;if((e|0)==(f[a+120>>2]|0)){dWa(a+112|0,b);u=n;return}else{f[e>>2]=f[b>>2];f[d>>2]=e+4;u=n;return}}g=f[b>>2]|0;d=(GQa(f[(f[m>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;b:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break b}b=f[m>>2]|0;i=f[b+232>>2]|0;m=f[b+240>>2]|0;f[k>>2]=f[e+4>>2];f[j>>2]=f[k>>2];KQa(i,b,j)|0;Y8a(m)}while(0);f[l>>2]=g;f[j>>2]=f[l>>2];h1a(a,j,14);u=n;return}}f[i>>2]=f[b>>2];f[j>>2]=f[i>>2];h1a(a,j,14);u=n;return}while(0);f[g>>2]=f[b>>2];f[j>>2]=f[g>>2];h1a(a,j,14);u=n;return}function AVa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;j=s+36|0;k=s+32|0;l=s+8|0;m=s+4|0;n=s;o=e&1;p=g&1;q=h&1;if((f[a+28>>2]|0)>=1){c=f[c>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;r=f[d+4>>2]|0;f[k>>2]=r;f[l>>2]=1065353216;f[l+4>>2]=1065353216;f[l+8>>2]=1065353216;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;if(!r)xEa(i,e,g,h,l);else AEa(i,f[d>>2]|0,k,e,g,h,l);f[m>>2]=c;f[j>>2]=f[m>>2];D1a(a,j,l);f[n>>2]=c;f[j>>2]=f[n>>2];h1a(a,j,16);u=s;return}n=a+100|0;g=f[c>>2]|0;m=a+104|0;c=f[m>>2]|0;l=a+108|0;i=f[l>>2]|0;if(c>>>0<i>>>0){f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];a=c+8|0;r=d+8|0;f[a>>2]=0;n=c+12|0;f[n>>2]=0;f[c+16>>2]=0;f[a>>2]=f[r>>2];a=d+12|0;f[n>>2]=f[a>>2];n=d+16|0;f[c+16>>2]=f[n>>2];f[n>>2]=0;f[a>>2]=0;f[r>>2]=0;f[d>>2]=0;b[c+20>>0]=o;b[c+21>>0]=p;b[c+22>>0]=q;f[c+24>>2]=g;f[m>>2]=(f[m>>2]|0)+28;u=s;return}j=f[n>>2]|0;e=(c-j|0)/28|0;c=e+1|0;if(c>>>0>153391689)AMb(n);a=(i-j|0)/28|0;i=a<<1;i=a>>>0<76695844?(i>>>0<c>>>0?c:i):153391689;do if(!i)r=0;else if(i>>>0>153391689)vd();else{r=pOb(i*28|0)|0;break}while(0);j=r+(e*28|0)|0;c=j;h=r+(i*28|0)|0;f[j>>2]=f[d>>2];f[r+(e*28|0)+4>>2]=f[d+4>>2];i=d+8|0;f[r+(e*28|0)+16>>2]=0;f[r+(e*28|0)+8>>2]=f[i>>2];a=d+12|0;f[r+(e*28|0)+12>>2]=f[a>>2];k=d+16|0;f[r+(e*28|0)+16>>2]=f[k>>2];f[k>>2]=0;f[a>>2]=0;f[i>>2]=0;f[d>>2]=0;b[r+(e*28|0)+20>>0]=o;b[r+(e*28|0)+21>>0]=p;b[r+(e*28|0)+22>>0]=q;f[r+(e*28|0)+24>>2]=g;g=j+28|0;e=f[n>>2]|0;i=f[m>>2]|0;if((i|0)==(e|0)){k=e;i=e}else{do{d=i;i=i+-28|0;f[j+-28>>2]=f[i>>2];f[j+-24>>2]=f[d+-24>>2];q=j+-20|0;r=d+-20|0;f[q>>2]=0;p=j+-16|0;f[p>>2]=0;f[j+-12>>2]=0;f[q>>2]=f[r>>2];q=d+-16|0;f[p>>2]=f[q>>2];p=d+-12|0;f[j+-12>>2]=f[p>>2];f[p>>2]=0;f[q>>2]=0;f[r>>2]=0;f[i>>2]=0;b[j+-8>>0]=b[d+-8>>0]|0;b[j+-7>>0]=b[d+-7>>0]|0;b[j+-6>>0]=b[d+-6>>0]|0;f[j+-4>>2]=f[d+-4>>2];j=c+-28|0;c=j}while((i|0)!=(e|0));k=f[n>>2]|0;i=f[m>>2]|0}f[n>>2]=c;f[m>>2]=g;f[l>>2]=h;h=k;if((i|0)!=(h|0)){e=i;do{i=e+-20|0;c=f[i>>2]|0;g=e+-16|0;e=e+-28|0;if((c|0)==(f[g>>2]|0)){j=f[e>>2]|0;if(j){tOb(j);c=f[i>>2]|0}}if(c|0){i=f[g>>2]|0;if((i|0)!=(c|0))f[g>>2]=i+(~((i+-8-c|0)>>>3)<<3);sOb(c)}}while((e|0)!=(h|0))}if(!k){u=s;return}sOb(k);u=s;return}function BVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;g=t+8|0;h=t+4|0;i=t;if((f[a+28>>2]|0)>=2){e=f[a+408>>2]|0;if(!e){ZVa(a,b,c,d);u=t;return}else{f[g>>2]=b;f[h>>2]=c;f[i>>2]=d;Fh[f[(f[e>>2]|0)+24>>2]&255](e,g,h,i);u=t;return}}r=a+136|0;q=c+-1640531527+(b<<6)+(b>>>2)^b;q=d+-1640531527+(q<<6)+(q>>>2)^q;l=a+140|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o)e=0;else{i=m+-1|0;h=(i&m|0)==0;if(h)e=i&q;else if(q>>>0<m>>>0)e=q;else e=(q>>>0)%(m>>>0)|0;g=f[(f[r>>2]|0)+(e<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){if(h){while(1){p=f[g+4>>2]|0;if(!((p|0)==(q|0)|(p&i|0)==(e|0)))break a;if((f[g+8>>2]|0)==(b|0))if((f[g+12>>2]|0)==(c|0))if((f[g+16>>2]|0)==(d|0))break;g=f[g>>2]|0;if(!g)break a}u=t;return}while(1){h=f[g+4>>2]|0;if((h|0)!=(q|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(e|0))break a}if((f[g+8>>2]|0)==(b|0))if((f[g+12>>2]|0)==(c|0))if((f[g+16>>2]|0)==(d|0))break;g=f[g>>2]|0;if(!g)break a}u=t;return}}}while(0);p=pOb(20)|0;f[p+8>>2]=b;f[p+12>>2]=c;f[p+16>>2]=d;f[p+4>>2]=q;f[p>>2]=0;i=a+148|0;j=+(((f[i>>2]|0)+1|0)>>>0);k=+n[a+152>>2];do if(o|k*+(m>>>0)<j){e=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;g=~~+W(+(j/k))>>>0;YVa(r,e>>>0<g>>>0?g:e);e=f[l>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&q;break}if(q>>>0<e>>>0){h=e;e=q}else{h=e;e=(q>>>0)%(e>>>0)|0}}else h=m;while(0);g=(f[r>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=a+144|0;f[p>>2]=f[e>>2];f[e>>2]=p;f[g>>2]=e;e=f[p>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[r>>2]|0)+(e<<2)|0;s=36}}else{f[p>>2]=f[e>>2];s=36}if((s|0)==36)f[e>>2]=p;f[i>>2]=(f[i>>2]|0)+1;u=t;return}function CVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i+4|0;h=i;if((f[a+28>>2]|0)!=2){u=i;return}b=f[b>>2]|0;d=f[c>>2]|0;e=f[c+4>>2]|0;if((d|0)!=(e|0))do{j=MMa(3)|0;c=(B_a(a,d,j)|0)<<24>>24==2;m1a(a,d,j,c?1:2);d=d+8|0}while((d|0)!=(e|0));f[h>>2]=b;f[g>>2]=f[h>>2];h1a(a,g,3);u=i;return}function DVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+4|0;h=z;if((f[a+28>>2]|0)==2){g=f[b>>2]|0;e=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;if((d|0)!=(c|0))do{if(!(UUa(e,d)|0)){x=MMa(2)|0;b=(B_a(a,d,x)|0)<<24>>24==2;m1a(a,d,x,b?1:2)}d=d+8|0}while((d|0)!=(c|0));f[h>>2]=g;f[y>>2]=f[h>>2];h1a(a,y,2);u=z;return}f[y>>2]=2;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{l=p;k=f[l>>2]|0;l=f[l+4>>2]|0;m=k+-1640531399|0;o=m^2;o=l+-1640531527+(m>>>2)+(o<<6)^o;m=(d|0)==0;a:do if(m){c=0;x=34}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=34;else{e=f[e>>2]|0;if(!e)x=34;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=34;break a}if((f[e+8>>2]|0)==2)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){x=34;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=34;break a}}if((f[e+8>>2]|0)==2)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){x=34;break}}}}}while(0);if((x|0)==34){x=0;g=pOb(20)|0;f[g+8>>2]=2;h=g+12|0;f[h>>2]=k;f[h+4>>2]=l;f[g+4>>2]=o;f[g>>2]=0;i=+(((f[t>>2]|0)+1|0)>>>0);j=+n[v>>2];do if(m|j*+(d>>>0)<i){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;m=~~+W(+(i/j))>>>0;c=c>>>0<m>>>0?m:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=58}}else{f[g>>2]=f[c>>2];x=58}if((x|0)==58){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=2;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function EVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{CRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(0)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,0);u=z;return}f[y>>2]=0;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531527|0;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if(!(f[e+8>>2]|0))if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if(!(f[e+8>>2]|0))if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=0;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=0;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function FVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{vRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(4)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,4);u=z;return}f[y>>2]=4;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531270^4;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==4)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==4)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=4;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=4;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function GVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+4|0;h=z;if((f[a+28>>2]|0)==2){g=f[b>>2]|0;e=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;if((d|0)!=(c|0))do{if(!(VUa(e,d)|0)){x=MMa(6)|0;b=(B_a(a,d,x)|0)<<24>>24==2;m1a(a,d,x,b?1:2)}d=d+8|0}while((d|0)!=(c|0));f[h>>2]=g;f[y>>2]=f[h>>2];h1a(a,y,6);u=z;return}f[y>>2]=6;d=f[c>>2]|0;r=f[c+4>>2]|0;if((d|0)!=(r|0)){s=a+68|0;t=a+72|0;v=a+80|0;w=a+84|0;x=a+76|0;p=d;d=f[t>>2]|0;do{l=p;k=f[l>>2]|0;l=f[l+4>>2]|0;o=k+-1640531142^6;o=l+-1640531527+(o<<6)+(o>>>2)^o;m=(d|0)==0;a:do if(m){c=0;q=34}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[s>>2]|0)+(c<<2)>>2]|0;if(!e)q=34;else{e=f[e>>2]|0;if(!e)q=34;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){q=34;break a}if((f[e+8>>2]|0)==6)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){q=34;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){q=34;break a}}if((f[e+8>>2]|0)==6)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){q=34;break}}}}}while(0);if((q|0)==34){q=0;g=pOb(20)|0;f[g+8>>2]=6;h=g+12|0;f[h>>2]=k;f[h+4>>2]=l;f[g+4>>2]=o;f[g>>2]=0;i=+(((f[v>>2]|0)+1|0)>>>0);j=+n[w>>2];do if(m|j*+(d>>>0)<i){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;m=~~+W(+(i/j))>>>0;c=c>>>0<m>>>0?m:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[t>>2]|0}if(c>>>0>d>>>0)XVa(s,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[v>>2]|0)>>>0)/+n[w>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(s,c)}c=f[t>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[s>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[x>>2];f[x>>2]=g;f[e>>2]=x;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[s>>2]|0)+(c<<2)|0;q=58}}else{f[g>>2]=f[c>>2];q=58}if((q|0)==58){q=0;f[c>>2]=g}f[v>>2]=(f[v>>2]|0)+1}p=p+8|0}while((p|0)!=(r|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=6;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function HVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{DRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(8)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,8);u=z;return}f[y>>2]=8;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531013^8;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==8)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==8)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=8;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=8;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function IVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{zRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(7)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,7);u=z;return}f[y>>2]=7;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531078^7;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==7)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==7)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=7;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=7;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function JVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{sRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(1)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,1);u=z;return}f[y>>2]=1;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;k=i+-1640531463|0;o=k^1;o=j+-1640531527+(k>>>2)+(o<<6)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==1)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==1)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=1;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=1;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function KVa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];h1a(a,g,13);u=h;return}function LVa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=u;u=u+16|0;e=g+4|0;d=g;f[d>>2]=f[b>>2];f[e>>2]=f[d>>2];h1a(a,e,13);u=g;return}function MVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;e=u;u=u+16|0;d=e+4|0;c=e;f[c>>2]=f[b>>2];f[d>>2]=f[c>>2];h1a(a,d,13);u=e;return}function NVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];h1a(a,d,15);u=c;return}function OVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+8|0;e=i+4|0;g=i;if((f[a+28>>2]|0)==2){d=f[b>>2]|0;f[e>>2]=d;f[h>>2]=f[e>>2];x1a(a,h,0,0);f[g>>2]=d;f[h>>2]=f[g>>2];h1a(a,h,11);u=i;return}f[h>>2]=f[b>>2];f[h+4>>2]=c;f[h+8>>2]=d;b=a+160|0;c=f[b>>2]|0;if(c>>>0<(f[a+164>>2]|0)>>>0){f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[b>>2]=(f[b>>2]|0)+12}else VVa(a+156|0,h);u=i;return}function PVa(a,c,d){a=a|0;c=c|0;d=d|0;b[a+192>>0]=d;return}function QVa(a){a=a|0;return}function RVa(a,b){a=a|0;b=b|0;return}function SVa(a,b){a=a|0;b=b|0;return}function TVa(a,b){a=a|0;b=b|0;return}function UVa(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[b>>2]|0;g=f[a+356>>2]|0;if(!g){c=0.0;return +c}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[a+352>>2]|0)+(h<<2)>>2]|0;if(!b){c=0.0;return +c}b=f[b>>2]|0;if(!b){c=0.0;return +c}a:do if(d){while(1){g=f[b+4>>2]|0;a=(i|0)==(g|0);if(!(a|(g&e|0)==(h|0))){c=0.0;b=20;break}if(a)if((f[b+8>>2]|0)==(i|0)){j=b;break a}b=f[b>>2]|0;if(!b){c=0.0;b=20;break}}if((b|0)==20)return +c}else{while(1){a=f[b+4>>2]|0;if((i|0)==(a|0)){if((f[b+8>>2]|0)==(i|0)){j=b;break a}}else{if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;if((a|0)!=(h|0)){c=0.0;b=20;break}}b=f[b>>2]|0;if(!b){c=0.0;b=20;break}}if((b|0)==20)return +c}while(0);c=+p[j+16>>3];return +c}function VVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function WVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function XVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function YVa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cWa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cWa(a,b);return}function ZVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+64|0;x=G+44|0;B=G+48|0;E=G+28|0;e=G+40|0;C=G+8|0;z=G+4|0;A=G;D=(c&2|0)!=0;y=f[(f[a+8>>2]|0)+232>>2]|0;f[E>>2]=0;F=E+4|0;f[F>>2]=0;f[E+8>>2]=0;do if(!(c&1)){r=C+16|0;f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;f[C+12>>2]=0;n[r>>2]=1.0;e=(HQa(y,d)|0)+8|0;e=f[e>>2]|0;a:do if(e|0){s=C+4|0;t=C+12|0;v=C+8|0;w=E+8|0;k=0;b:while(1){p=f[(f[e+8>>2]|0)+8>>2]|0;f[z>>2]=p;o=(k|0)==0;c:do if(o){g=0;q=46}else{j=k+-1|0;i=(j&k|0)==0;if(i)g=j&p;else if(p>>>0<k>>>0)g=p;else g=(p>>>0)%(k>>>0)|0;h=f[(f[C>>2]|0)+(g<<2)>>2]|0;if(!h)q=46;else{if(i)while(1){h=f[h>>2]|0;if(!h){q=46;break c}i=f[h+4>>2]|0;if(!((i|0)==(p|0)|(i&j|0)==(g|0))){q=46;break c}if((f[h+8>>2]|0)==(p|0))break c}do{h=f[h>>2]|0;if(!h){q=46;break c}i=f[h+4>>2]|0;if((i|0)!=(p|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(g|0)){q=46;break c}}}while((f[h+8>>2]|0)!=(p|0))}}while(0);d:do if((q|0)==46){q=0;j=pOb(12)|0;f[j+8>>2]=p;f[j+4>>2]=p;f[j>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[r>>2];do if(o|m*+(k>>>0)<l){g=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;h=~~+W(+(l/m))>>>0;HUa(C,g>>>0<h>>>0?h:g);g=f[s>>2]|0;h=g+-1|0;if(!(h&g)){i=g;g=h&p;break}if(p>>>0<g>>>0){i=g;g=p}else{i=g;g=(p>>>0)%(g>>>0)|0}}else i=k;while(0);h=(f[C>>2]|0)+(g<<2)|0;g=f[h>>2]|0;if(!g){f[j>>2]=f[v>>2];f[v>>2]=j;f[h>>2]=v;g=f[j>>2]|0;if(g|0){g=f[g+4>>2]|0;h=i+-1|0;if(!(h&i))g=g&h;else if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;g=(f[C>>2]|0)+(g<<2)|0;q=59}}else{f[j>>2]=f[g>>2];q=59}if((q|0)==59){q=0;f[g>>2]=j}p=(f[t>>2]|0)+1|0;f[t>>2]=p;if(p>>>0>1){f[x>>2]=-1;g=f[F>>2]|0;if(g>>>0<(f[w>>2]|0)>>>0){f[g>>2]=-1;f[F>>2]=g+4}else bWa(E,x)}g=f[F>>2]|0;if((g|0)==(f[w>>2]|0))_Va(E,z);else{f[g>>2]=f[z>>2];f[F>>2]=g+4}f[A>>2]=f[z>>2];f[x>>2]=f[A>>2];j=mSa(y,x)|0;switch(b|0){case 1:break;case 5:{$Va(B,j,E);break d}default:break d}h=f[j+272>>2]|0;k=f[E>>2]|0;i=(f[w>>2]|0)-k>>2;g=i>>>0>4?i:4;e:do if(g>>>0<h>>>0)do{if(g>>>0>2147483646){g=h;break e}g=g<<1}while(g>>>0<h>>>0);while(0);if(i>>>0<g>>>0){if(g>>>0>1073741823)break b;h=(f[F>>2]|0)-k|0;i=pOb(g<<2)|0;if((h|0)>0)bQb(i|0,k|0,h|0)|0;f[E>>2]=i;f[F>>2]=i+(h>>2<<2);f[w>>2]=i+(g<<2);if(k|0)sOb(k)}g=f[j+268>>2]|0;if(g|0)do{h=g+8|0;i=f[F>>2]|0;if((i|0)==(f[w>>2]|0))_Va(E,h);else{f[i>>2]=f[h>>2];f[F>>2]=i+4}g=f[g>>2]|0}while((g|0)!=0)}while(0);e=f[e>>2]|0;if(!e)break a;k=f[s>>2]|0}vd()}while(0);if(D){e=f[C+12>>2]|0;if(!e){g=E;i=0}else{g=E;i=(X(e,-2)|0|1)+((f[F>>2]|0)-(f[E>>2]|0)>>2)|0}B=f[F>>2]|0;D=f[g>>2]|0;g=B;e=D;switch(B-D>>2|0){case 0:{aWa(E,1);e=f[E>>2]|0;break}case 1:break;default:{h=e+4|0;if((h|0)!=(g|0))f[F>>2]=g+(~((g+-4-h|0)>>>2)<<2)}}f[e>>2]=i}e=f[C+8>>2]|0;if(e|0)do{D=e;e=f[e>>2]|0;sOb(D)}while((e|0)!=0);e=f[C>>2]|0;f[C>>2]=0;if(e|0)sOb(e);q=100}else{f[e>>2]=d;f[x>>2]=f[e>>2];j=mSa(y,x)|0;if(!j){w1a(a,b,c,d,0,0,0);break}switch(b|0){case 1:{g=f[j+272>>2]|0;k=E+8|0;i=f[E>>2]|0;h=(f[k>>2]|0)-i>>2;e=h>>>0>4?h:4;f:do if(e>>>0<g>>>0)do{if(e>>>0>2147483646){e=g;break f}e=e<<1}while(e>>>0<g>>>0);while(0);if(h>>>0<e>>>0){if(e>>>0>1073741823)vd();g=(f[F>>2]|0)-i|0;h=pOb(e<<2)|0;if((g|0)>0)bQb(h|0,i|0,g|0)|0;f[E>>2]=h;f[F>>2]=h+(g>>2<<2);f[k>>2]=h+(e<<2);if(i|0)sOb(i)}e=f[j+268>>2]|0;if(e|0)do{g=e+8|0;h=f[F>>2]|0;if((h|0)==(f[k>>2]|0))_Va(E,g);else{f[h>>2]=f[g>>2];f[F>>2]=h+4}e=f[e>>2]|0}while((e|0)!=0);break}case 5:{$Va(B,j,E);break}default:{}}if(D){g=f[F>>2]|0;e=f[E>>2]|0;i=g-e>>2;switch(i|0){case 0:{aWa(E,1);e=f[E>>2]|0;break}case 1:break;default:{h=e+4|0;if((h|0)!=(g|0))f[F>>2]=g+(~((g+-4-h|0)>>>2)<<2)}}f[e>>2]=i;q=100}else q=100}while(0);if((q|0)==100){D=f[E>>2]|0;w1a(a,b,c,d,D,(f[F>>2]|0)-D>>2,1)}e=f[E>>2]|0;if(!e){u=G;return}g=f[F>>2]|0;if((g|0)!=(e|0))f[F>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);u=G;return}function _Va(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function $Va(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=f[b+32>>2]|0;i=c+8|0;h=f[c>>2]|0;e=(f[i>>2]|0)-h>>2;a=e>>>0>4?e:4;a:do if(a>>>0<d>>>0)do{if(a>>>0>2147483646){a=d;break a}a=a<<1}while(a>>>0<d>>>0);while(0);if(e>>>0<a>>>0){d=c+4|0;if(a>>>0>1073741823)vd();e=(f[d>>2]|0)-h|0;g=pOb(a<<2)|0;if((e|0)>0)bQb(g|0,h|0,e|0)|0;f[c>>2]=g;f[d>>2]=g+(e>>2<<2);f[i>>2]=g+(a<<2);if(h|0)sOb(h)}a=f[b+28>>2]|0;if(!a)return;g=c+4|0;do{d=a;b=f[(f[(f[d+16>>2]|0)+4>>2]|0)+44>>2]|0;do if((f[b+32>>2]|0)!=(0-((f[b+24>>2]|0)+(f[b+28>>2]|0))|0)){d=d+8|0;e=f[g>>2]|0;if((e|0)==(f[i>>2]|0)){_Va(c,d);break}else{f[e>>2]=f[d>>2];f[g>>2]=e+4;break}}while(0);a=f[a>>2]|0}while((a|0)!=0);return}function aWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(g-c>>2>>>0>=b>>>0){do{f[c>>2]=0;c=(f[k>>2]|0)+4|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=c-d>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);g=g-d|0;i=g>>1;c=g>>2>>>0<536870911?(i>>>0<c>>>0?c:i):1073741823;do if(!c)h=0;else if(c>>>0>1073741823)vd();else{h=pOb(c<<2)|0;break}while(0);i=h+(e<<2)|0;g=h+(c<<2)|0;e=i;c=i;do{f[c>>2]=0;c=e+4|0;e=c;b=b+-1|0}while((b|0)!=0);b=f[a>>2]|0;d=(f[k>>2]|0)-b|0;c=i+(0-(d>>2)<<2)|0;if((d|0)>0)bQb(c|0,b|0,d|0)|0;f[a>>2]=c;f[k>>2]=e;f[j>>2]=g;if(!b)return;sOb(b);return}function bWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function cWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function dWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function eWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function fWa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;j=n+32|0;h=n+16|0;k=n+4|0;l=n+20|0;m=n;f[h>>2]=d;d=f[(f[a+8>>2]|0)+232>>2]|0;f[k>>2]=h;f[k+4>>2]=c;f[k+8>>2]=d;i=+gWa(k);d=XUa(a+352|0,c)|0;p[d>>3]=i;d=a+180|0;if((f[c>>2]|0)==(f[a+176>>2]|0)){b[d>>0]=1;WUa(a)}if(!(b[d>>0]|0)){u=n;return}f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;d=f[a+380>>2]|0;if(d|0){h=l+8|0;do{g=d;e=f[g+8>>2]|0;f[j>>2]=e;do if((f[g+12>>2]|0)==(f[c>>2]|0)){g=f[k>>2]|0;if((g|0)==(f[h>>2]|0)){GE(l,j);break}else{f[g>>2]=e;f[k>>2]=g+4;break}}while(0);d=f[d>>2]|0}while((d|0)!=0);e=f[l>>2]|0;d=f[k>>2]|0;if((e|0)!=(d|0)){do{f[m>>2]=f[e>>2];f[j>>2]=f[m>>2];JUa(a,j,i);e=e+4|0}while((e|0)!=(d|0));d=f[l>>2]|0}if(d|0){e=f[k>>2]|0;if((e|0)!=(d|0))f[k>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}}u=n;return}function gWa(a){a=a|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+368|0;d=j+352|0;h=j+312|0;e=j+304|0;i=j;g=f[f[a>>2]>>2]|0;if(!g){c=0.0;u=j;return +c}g=f[g>>2]|0;f[d>>2]=f[f[a+4>>2]>>2];f[d+4>>2]=g;DRa(e,f[a+8>>2]|0,d);vnb(h,(f[e>>2]|0)+8|0);a=f[e+4>>2]|0;if(a|0)iOb(a);a=i+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+84>>2]=0;a=i+92|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+108>>2]=0;a=i+116|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+128>>2]=-1;f[i+132>>2]=-1;a=i+136|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;n[i+164>>2]=1.0;a=i+256|0;d=i+300|0;e=i+172|0;g=e+76|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));e=a;g=e+44|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[d>>2]=1.0;a=_nb(h,i)|0;c=a?+p[i+248>>3]:0.0;hWa(i);a=h+12|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);u=j;return +c}function hWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=f[a+292>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=d+8|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);sOb(d)}while((c|0)!=0);h=a+284|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)sOb(c);iWa(a+272|0);g=a+260|0;c=f[g>>2]|0;if(c|0){h=a+264|0;d=f[h>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[h>>2]=e;d=d+-12|0;if((b[d+11>>0]|0)<0){sOb(f[d>>2]|0);d=f[h>>2]|0}else d=e}while((d|0)!=(c|0));c=f[g>>2]|0}sOb(c)}h=a+256|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)sOb(c);jWa(a+236|0);e=a+224|0;c=f[e>>2]|0;if(c|0){g=a+228|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{h=d+-96|0;f[g>>2]=h;kWa(h);d=f[g>>2]|0}while((d|0)!=(c|0));c=f[e>>2]|0}sOb(c)}e=a+212|0;c=f[e>>2]|0;if(c|0){g=a+216|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{h=d+-180|0;f[g>>2]=h;lWa(h);d=f[g>>2]|0}while((d|0)!=(c|0));c=f[e>>2]|0}sOb(c)}c=f[a+172>>2]|0;if(!c){lWa(a);return}d=a+176|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);lWa(a);return}function iWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=f[a>>2]|0;if(!c)return;i=a+4|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{f[i>>2]=d+-52;h=f[d+-12>>2]|0;if(h|0){e=d+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h)}e=f[d+-28>>2]|0;if(e|0){g=d+-24|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);sOb(e)}d=d+-48|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);d=f[i>>2]|0}while((d|0)!=(c|0));c=f[a>>2]|0}sOb(c);return}function jWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=f[a>>2]|0;if(!c)return;j=a+4|0;d=f[j>>2]|0;if((d|0)!=(c|0)){do{f[j>>2]=d+-56;h=f[d+-12>>2]|0;if(h|0){e=d+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h)}h=d+-36|0;e=f[h>>2]|0;if(e|0){i=d+-32|0;g=f[i>>2]|0;if((g|0)!=(e|0)){do{k=g+-180|0;f[i>>2]=k;lWa(k);g=f[i>>2]|0}while((g|0)!=(e|0));e=f[h>>2]|0}sOb(e)}d=d+-52|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);d=f[j>>2]|0}while((d|0)!=(c|0));c=f[a>>2]|0}sOb(c);return}function kWa(a){a=a|0;var c=0,d=0,e=0;c=f[a+80>>2]|0;if(c|0){d=a+84|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);sOb(c)}c=f[a+68>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;sOb(e)}while((c|0)!=0);e=a+60|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=f[a+48>>2]|0;if(c|0){d=a+52|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+36>>2]|0;if(c|0){d=a+40|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){lWa(c);sOb(c)}c=f[a+20>>2]|0;if(c|0){d=a+24|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=a+4|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function lWa(a){a=a|0;var c=0,d=0,e=0,g=0;c=f[a+156>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0){g=d+20|0;if((f[g>>2]|0)!=(e|0))f[g>>2]=e;sOb(e)}sOb(d)}while((c|0)!=0);g=a+148|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);c=a+136|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+116|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+92|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+8|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function mWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function nWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j;c=f[b>>2]|0;i=a+4|0;e=f[a>>2]|0;b=e;if(c>>>0>=(f[i>>2]|0)-e>>5>>>0){u=j;return}d=g+16|0;f[d>>2]=0;e=b+(c<<5)|0;c=b+(c<<5)+16|0;b=f[c>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);f[c>>2]=0;b=f[d>>2]|0;do if(!b){f[c>>2]=0;h=11}else if((g|0)==(b|0)){f[c>>2]=e;h=f[d>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,e);h=11;break}else{f[c>>2]=b;f[d>>2]=0;b=0;c=0;break}while(0);if((h|0)==11){c=f[d>>2]|0;b=c}if((g|0)==(b|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);b=f[i>>2]|0;if((f[a>>2]|0)==(b|0)){u=j;return}while(1){if(!(f[b+-16>>2]|0)){c=b;d=0;e=0}else{h=25;break}b=b+-32|0;while(1){h=c+-32|0;f[i>>2]=h;if((h|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);c=f[i>>2]|0;if((c|0)==(b|0))break;e=f[c+-16>>2]|0;d=e}if((f[a>>2]|0)==(b|0)){h=25;break}}if((h|0)==25){u=j;return}}function oWa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;f[a>>2]=38080;e=pOb(448)|0;bZa(e,a);f[e>>2]=38324;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[e+28>>2]=2;g=e+32|0;d=e+48|0;h=e+68|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;b[g+12>>0]=0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;b[d+16>>0]=0;n[e+84>>2]=1.0;d=e+152|0;g=e+88|0;h=g+64|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;d=e+156|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[e+176>>2]=-1;b[e+180>>0]=0;p[e+184>>3]=0.0;b[e+192>>0]=2;b[e+260>>0]=0;d=e+328|0;g=e+264|0;h=g+64|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;d=e+332|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+348>>2]=1.0;d=e+352|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+368>>2]=1.0;d=e+372|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+388>>2]=1.0;f[e+408>>2]=0;d=e+416|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;p[e+432>>3]=-1.0;b[e+440>>0]=0;f[i>>2]=e;jYa(a,i,c);d=f[i>>2]|0;f[i>>2]=0;if(!d){f[a>>2]=38080;i=a+248|0;h=pOb(16)|0;M3a(h,a);f[h>>2]=38124;g=h+8|0;f[g>>2]=a;g=h+12|0;f[g>>2]=0;g=h;f[i>>2]=g;i=a+252|0;a=pOb(4)|0;Pob(a,h,0);f[i>>2]=a;u=j;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);f[a>>2]=38080;i=a+248|0;h=pOb(16)|0;M3a(h,a);f[h>>2]=38124;g=h+8|0;f[g>>2]=a;g=h+12|0;f[g>>2]=0;g=h;f[i>>2]=g;i=a+252|0;a=pOb(4)|0;Pob(a,h,0);f[i>>2]=a;u=j;return}function pWa(a,b){a=a|0;b=b|0;if(!a)return;yWa(b,1);return}function qWa(a){a=a|0;sOb(a);return}function rWa(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=38528;f[b+4>>2]=f[a+4>>2];return b|0}function sWa(a,b){a=a|0;b=b|0;f[b>>2]=38528;f[b+4>>2]=f[a+4>>2];return}function tWa(a){a=a|0;return}function uWa(a){a=a|0;sOb(a);return}function vWa(a,c){a=a|0;c=c|0;c=(f[a+4>>2]|0)+80|0;b[c>>0]=b[c>>0]|8;return}function wWa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==190104?a+4|0:0)|0}function xWa(a){a=a|0;return 14848}function yWa(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+16|0;z=A;if(c){b[a+440>>0]=0;c=a+432|0;if(+p[c>>3]!=-1.0){s=+Gha();p[a+416>>3]=s;if(!(+p[a+424>>3]-s>0.0))p[c>>3]=-1.0}}v=a+16|0;w=a+20|0;if((f[v>>2]|0)==(f[w>>2]|0)){u=A;return}s=+Gha();x=a+28|0;y=a+8|0;j=s;s=!(0.0-s>=16.0)?s+16.0:0.0;while(1){t=f[f[v>>2]>>2]|0;l=t+4|0;m=t+80|0;n=t+76|0;o=t+8|0;q=t+12|0;r=t+64|0;d=j;while(1){c=f[l>>2]|0;g=c+252|0;e=b[m>>0]|0;if(e&1){b[m>>0]=e&-2;$ob(f[g>>2]|0,f[n>>2]|0,0);k=f[c+244>>2]|0;c=f[o>>2]|0;f[o>>2]=0;f[z>>2]=c;c=b[m>>0]|0;zWa(k,z,f[n>>2]|0,q,+p[r>>3],(c&2)!=0,(c&4)!=0);c=f[z>>2]|0;f[z>>2]=0;if(c)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}i=Tob(f[g>>2]|0)|0;k=i+4|0;h=f[k>>2]|0;c=f[i>>2]|0;e=h-c|0;if(e>>>0<16384){AWa(i,16384-e|0);c=f[i>>2]|0}else if((e|0)!=16384){e=c+16384|0;if((e|0)!=(h|0))f[k>>2]=e}e=f[t>>2]|0;e=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c,16384)|0;h=f[k>>2]|0;c=f[i>>2]|0;if(e>>>0<(h-c|0)>>>0){c=c+e|0;if((c|0)!=(h|0))f[k>>2]=c}Uob(f[g>>2]|0,i)|0;if(b[m>>0]&8){k=21;break}if(!e){k=25;break}d=+Gha();if(!(s-d>0.0)){k=24;break}}if((k|0)==21){d=s;k=26}else if((k|0)==24){k=0;d=s}else if((k|0)==25){k=0;bpb(f[g>>2]|0);t=f[t>>2]|0;if(!(Pg[f[(f[t>>2]|0)+16>>2]&1023](t)|0))k=26}if((k|0)==26){k=0;t=f[v>>2]|0;e=f[t>>2]|0;f[t>>2]=0;if(e|0){nWa((f[e+4>>2]|0)+44|0,e+72|0);t=e+8|0;c=f[t>>2]|0;f[t>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(e)}e=f[v>>2]|0;c=e+4|0;i=f[w>>2]|0;if((c|0)==(i|0))k=41;else{do{t=f[c>>2]|0;f[c>>2]=0;h=f[e>>2]|0;f[e>>2]=t;if(h|0){nWa((f[h+4>>2]|0)+44|0,h+72|0);t=h+8|0;g=f[t>>2]|0;f[t>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[h>>2]|0;f[h>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(h)}c=c+4|0;e=e+4|0}while((c|0)!=(i|0));c=f[w>>2]|0;if((c|0)!=(e|0))k=41}if((k|0)==41){k=0;do{t=c+-4|0;f[w>>2]=t;g=f[t>>2]|0;f[t>>2]=0;if(g|0){nWa((f[g+4>>2]|0)+44|0,g+72|0);t=g+8|0;c=f[t>>2]|0;f[t>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g>>2]|0;f[g>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(g)}c=f[w>>2]|0}while((c|0)!=(e|0))}f[x>>2]=1;RUa(a);f[x>>2]=2;RUa(a);b9a(f[(f[y>>2]|0)+240>>2]|0,1);lQa((f[y>>2]|0)+104|0)}if((f[v>>2]|0)==(f[w>>2]|0)){k=55;break}j=+Gha();if(!(d-j>0.0))break;else s=d}if((k|0)==55){u=A;return}if((f[v>>2]|0)==(f[w>>2]|0)){u=A;return}c=a+440|0;if(b[c>>0]|0){u=A;return}b[c>>0]=1;Hha(940,a,~~+p[a+432>>3]);u=A;return}function zWa(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;k=u;u=u+16|0;j=k;f[a+28>>2]=0;l=a+48|0;m=f[c>>2]|0;f[c>>2]=0;c=f[l>>2]|0;f[l>>2]=m;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);f[a+172>>2]=d;b[a+192>>0]=h?0:2;f[a+176>>2]=-1;b[a+180>>0]=0;p[a+184>>3]=g;b[a+64>>0]=i&1;c=f[e>>2]|0;m=(c|0)!=0;d=a+260|0;b[d>>0]=m&1;if(!m){m=a+8|0;m=f[m>>2]|0;m=m+232|0;m=f[m>>2]|0;DQa(m);u=k;return}m=a+196|0;f[m>>2]=f[c>>2];f[a+212>>2]=f[c+12>>2];f[a+228>>2]=f[c+24>>2];f[a+244>>2]=f[c+36>>2];f[a+200>>2]=f[c+4>>2];f[a+216>>2]=f[c+16>>2];f[a+232>>2]=f[c+28>>2];f[a+248>>2]=f[c+40>>2];f[a+204>>2]=f[c+8>>2];f[a+220>>2]=f[c+20>>2];f[a+236>>2]=f[c+32>>2];f[a+252>>2]=f[c+44>>2];f[a+208>>2]=0;f[a+224>>2]=0;f[a+240>>2]=0;f[a+256>>2]=1065353216;n[j>>2]=9.999999747378752e-06;m=((BWa(m,j)|0)^1)&1;b[d>>0]=m;m=a+8|0;m=f[m>>2]|0;m=m+232|0;m=f[m>>2]|0;DQa(m);u=k;return}function AWa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;d=f[k>>2]|0;if((g-d|0)>>>0>=c>>>0){do{b[d>>0]=0;d=(f[k>>2]|0)+1|0;f[k>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;h=d-e|0;d=h+c|0;if((d|0)<0)AMb(a);g=g-e|0;i=g<<1;d=g>>>0<1073741823?(i>>>0<d>>>0?d:i):2147483647;if(!d)e=0;else e=pOb(d)|0;i=e+h|0;h=e+d|0;g=i;d=i;do{b[d>>0]=0;d=g+1|0;g=d;c=c+-1|0}while((c|0)!=0);c=f[a>>2]|0;e=(f[k>>2]|0)-c|0;d=i+(0-e)|0;if((e|0)>0)bQb(d|0,c|0,e|0)|0;f[a>>2]=d;f[k>>2]=g;f[j>>2]=h;if(!c)return;sOb(c);return}function BWa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;c=+n[b>>2];d=+n[a>>2];e=+K(+(d+-1.0));d=+K(+d);if(!(e<=(d>1.0?1.0:d)*c)){a=0;return a|0}if(!(+K(+(+n[a+4>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+8>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+12>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+16>>2]))<=c)){a=0;return a|0}e=+n[a+20>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+n[a+24>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+28>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+32>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+36>>2]))<=c)){a=0;return a|0}e=+n[a+40>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+n[a+44>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+48>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+52>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+56>>2]))<=c)){a=0;return a|0}e=+n[a+60>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}a=1;return a|0}function CWa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0;l=u;u=u+16|0;k=l+4|0;m=l;a=f[a+244>>2]|0;n=f[b>>2]|0;f[b>>2]=0;f[k>>2]=n;b=f[d>>2]|0;f[d>>2]=0;f[m>>2]=b;DWa(a,k,c,m,e,g,h,i,j);a=f[m>>2]|0;f[m>>2]=0;if(a|0)tOb(a);a=f[k>>2]|0;f[k>>2]=0;if(!a){u=l;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=l;return}function DWa(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;q=y+28|0;r=y;n=y+24|0;l=f[e>>2]|0;x=(l|0)==0;v=(g|0)==0;o=pOb(24)|0;f[o>>2]=38572;m=o+4|0;f[m>>2]=m;f[o+8>>2]=m;f[o+12>>2]=0;f[o+16>>2]=0;b[o+20>>0]=((v|x)^1)&1;if(!(v|x)){f[e>>2]=0;f[n>>2]=l;EWa(m,n,g);l=f[n>>2]|0;f[n>>2]=0;if(l|0)tOb(l)}v=f[a+8>>2]|0;x=a+16|0;n=pOb(88)|0;f[n>>2]=o;f[n+4>>2]=v;f[n+8>>2]=0;f[n+12>>2]=0;p[n+64>>3]=1.0;f[n+76>>2]=0;b[n+80>>0]=0;g=v+44|0;t=n;e=r+16|0;f[r>>2]=38528;f[r+4>>2]=t;f[e>>2]=r;b[q>>0]=0;l=v+48|0;m=f[l>>2]|0;if(m>>>0<(f[v+52>>2]|0)>>>0){f[m+16>>2]=m;v=f[e>>2]|0;oh[f[(f[v>>2]|0)+12>>2]&1023](v,m);v=f[l>>2]|0;b[m+24>>0]=0;m=v+32|0;f[l>>2]=m}else{Oha(g,r,q);m=f[l>>2]|0}l=f[e>>2]|0;f[n+72>>2]=(m-(f[g>>2]|0)>>5)+-1;if((r|0)==(l|0))gh[f[(f[l>>2]|0)+16>>2]&2047](l);else if(l|0)gh[f[(f[l>>2]|0)+20>>2]&2047](l);v=a+20|0;m=f[v>>2]|0;s=a+24|0;r=f[s>>2]|0;l=r;if(m>>>0<r>>>0){f[m>>2]=t;f[v>>2]=m+4}else{o=f[x>>2]|0;n=m-o>>2;e=n+1|0;r=o;if(e>>>0>1073741823)AMb(x);q=l-o|0;g=q>>1;g=q>>2>>>0<536870911?(g>>>0<e>>>0?e:g):1073741823;do if(!g)w=0;else if(g>>>0>1073741823)vd();else{w=pOb(g<<2)|0;break}while(0);l=w+(n<<2)|0;e=l;q=w+(g<<2)|0;f[l>>2]=t;g=l+4|0;if((m|0)==(r|0))n=o;else{do{m=m+-4|0;w=f[m>>2]|0;f[m>>2]=0;f[l+-4>>2]=w;l=e+-4|0;e=l}while((m|0)!=(r|0));n=f[x>>2]|0;m=f[v>>2]|0}f[x>>2]=e;f[v>>2]=g;f[s>>2]=q;g=n;if((m|0)!=(g|0))do{m=m+-4|0;e=f[m>>2]|0;f[m>>2]=0;if(e|0){nWa((f[e+4>>2]|0)+44|0,e+72|0);x=e+8|0;l=f[x>>2]|0;f[x>>2]=0;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);l=f[e>>2]|0;f[e>>2]=0;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);sOb(e)}}while((m|0)!=(g|0));if(n|0)sOb(n)}o=f[(f[v>>2]|0)+-4>>2]|0;x=f[c>>2]|0;f[c>>2]=0;n=j&1;g=k&1;k=o+8|0;l=f[k>>2]|0;f[k>>2]=x;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);f[o+76>>2]=d;if(!h)l=0;else{l=o+16|0;e=l;m=e+48|0;do{f[e>>2]=f[h>>2];e=e+4|0;h=h+4|0}while((e|0)<(m|0))}f[o+12>>2]=l;p[o+64>>3]=i;l=o+80|0;b[l>>0]=n<<1&255|g<<2&255|b[l>>0]&-16|1;l=a+440|0;if(b[l>>0]|0){u=y;return}b[l>>0]=1;Hha(940,a,~~+p[a+432>>3]);u=y;return}function EWa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(16)|0;e=f[b>>2]|0;f[b>>2]=0;f[d+8>>2]=e;f[d+12>>2]=c;f[d+4>>2]=a;b=f[a>>2]|0;f[d>>2]=b;f[b+4>>2]=d;f[a>>2]=d;b=a+8|0;f[b>>2]=(f[b>>2]|0)+1;return}function FWa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=38572;d=a+4|0;b=a+12|0;if(!(f[b>>2]|0))return;a=f[a+8>>2]|0;c=(f[d>>2]|0)+4|0;e=f[a>>2]|0;f[e+4>>2]=f[c>>2];f[f[c>>2]>>2]=e;f[b>>2]=0;if((a|0)==(d|0))return;do{b=a;a=f[a+4>>2]|0;e=b+8|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)tOb(c);sOb(b)}while((a|0)!=(d|0));return}function GWa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=38572;e=a+4|0;b=a+12|0;if(!(f[b>>2]|0)){sOb(a);return}c=f[a+8>>2]|0;d=(f[e>>2]|0)+4|0;g=f[c>>2]|0;f[g+4>>2]=f[d>>2];f[f[d>>2]>>2]=g;f[b>>2]=0;if((c|0)==(e|0)){sOb(a);return}do{b=c;c=f[c+4>>2]|0;g=b+8|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)tOb(d);sOb(b)}while((c|0)!=(e|0));sOb(a);return}function HWa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+12|0;if(!((c|0)!=0&(f[i>>2]|0)!=0)){c=0;return c|0}h=a+8|0;g=a+16|0;a=0;d=f[g>>2]|0;do{k=f[h>>2]|0;e=k+12|0;j=(f[e>>2]|0)-d|0;l=c-a|0;j=l>>>0<j>>>0?l:j;bQb(b+a|0,(f[k+8>>2]|0)+d|0,j|0)|0;d=(f[g>>2]|0)+j|0;f[g>>2]=d;a=j+a|0;if((d|0)==(f[e>>2]|0)){d=f[h>>2]|0;l=d+4|0;e=f[d>>2]|0;f[e+4>>2]=f[l>>2];f[f[l>>2]>>2]=e;f[i>>2]=(f[i>>2]|0)+-1;l=d+8|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)tOb(e);sOb(d);f[g>>2]=0;d=0}}while(a>>>0<c>>>0&(f[i>>2]|0)!=0);return a|0}function IWa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=f[c>>2]|0;if((d|0)!=0&(e|0)!=0){g=a+4|0;h=pOb(16)|0;f[c>>2]=0;f[h+8>>2]=e;f[h+12>>2]=d;f[h+4>>2]=g;e=f[g>>2]|0;f[h>>2]=e;f[e+4>>2]=h;f[g>>2]=h;e=a+12|0;f[e>>2]=(f[e>>2]|0)+1;return}else{b[a+20>>0]=1;return}}function JWa(a){a=a|0;if(!(b[a+20>>0]|0)){a=1;return a|0}a=(f[a+12>>2]|0)!=0;return a|0}function KWa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;h=i;j=f[a+244>>2]|0;e=f[c>>2]|0;f[c>>2]=0;a=f[j+16>>2]|0;c=f[j+20>>2]|0;a:do if((a|0)==(c|0))g=4;else do{if((f[(f[a>>2]|0)+76>>2]|0)==(b|0)){g=4;break a}a=a+4|0}while((a|0)!=(c|0));while(0);if((g|0)==4)if((a|0)!=(c|0)){a=f[f[a>>2]>>2]|0;j=f[(f[a>>2]|0)+12>>2]|0;f[h>>2]=e;xh[j&127](a,h,d);a=f[h>>2]|0;f[h>>2]=0;if(a|0)tOb(a);u=i;return}if(!e){u=i;return}tOb(e);u=i;return}function LWa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+64|0;g=e;d=e+4|0;b=f[a+244>>2]|0;c=a+252|0;$ob(f[c>>2]|0,0,0);f[g>>2]=0;f[d>>2]=0;zWa(b,g,0,d,1.0,0,0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);Zob(f[c>>2]|0);lQa(a+20|0);lQa(a+104|0);g=b+28|0;f[g>>2]=1;RUa(b);f[g>>2]=2;RUa(b);u=e;return}function MWa(a){a=a|0;var b=0,c=0;f[a>>2]=38600;c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);return}TWa(b);sOb(b);eYa(a);return}function NWa(a){a=a|0;var b=0,c=0;f[a>>2]=38600;c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){TWa(b);sOb(b)}eYa(a);sOb(a);return}function OWa(a){a=a|0;return}function PWa(a,b,c){a=a|0;b=+b;c=+c;return}function QWa(a){a=a|0;return dpb(f[(f[f[a+248>>2]>>2]|0)+8>>2]|0)|0}function RWa(a){a=a|0;var c=0,d=0,e=0;c=a+248|0;d=f[c>>2]|0;e=d+41|0;if(b[e>>0]|0)return 1;b[e>>0]=1;SWa((f[a+240>>2]|0)+36|0,d+44|0);e=f[a+244>>2]|0;gh[f[(f[e>>2]|0)+8>>2]&2047](e);zxb((f[f[c>>2]>>2]|0)+56|0);return 1}function SWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j;c=f[b>>2]|0;i=a+4|0;e=f[a>>2]|0;b=e;if(c>>>0>=(f[i>>2]|0)-e>>5>>>0){u=j;return}d=g+16|0;f[d>>2]=0;e=b+(c<<5)|0;c=b+(c<<5)+16|0;b=f[c>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);f[c>>2]=0;b=f[d>>2]|0;do if(!b){f[c>>2]=0;h=11}else if((g|0)==(b|0)){f[c>>2]=e;h=f[d>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,e);h=11;break}else{f[c>>2]=b;f[d>>2]=0;b=0;c=0;break}while(0);if((h|0)==11){c=f[d>>2]|0;b=c}if((g|0)==(b|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);b=f[i>>2]|0;if((f[a>>2]|0)==(b|0)){u=j;return}while(1){if(!(f[b+-16>>2]|0)){c=b;d=0;e=0}else{h=25;break}b=b+-32|0;while(1){h=c+-32|0;f[i>>2]=h;if((h|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);c=f[i>>2]|0;if((c|0)==(b|0))break;e=f[c+-16>>2]|0;d=e}if((f[a>>2]|0)==(b|0)){h=25;break}}if((h|0)==25){u=j;return}}function TWa(a){a=a|0;var c=0,d=0;c=a+28|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+16|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+4|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);d=f[a>>2]|0;f[a>>2]=0;if(!d)return;uxb(d+56|0);f[d+12>>2]=38644;c=d+44|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=d+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);a=d+8|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){Qob(c);sOb(c)}a=d+4|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(d);return}function UWa(a){a=a|0;var c=0;f[a>>2]=38644;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);a=a+20|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function VWa(a){a=a|0;var c=0;f[a>>2]=38644;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+20|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function WWa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0.0;m=u;u=u+32|0;g=m;l=a+4|0;f[l>>2]=0;switch(e|0){case 0:{f[a+8>>2]=1;f[l>>2]=0;mYa(f[a+12>>2]|0);Kha(g);n=+(f[g+4>>2]|0);o=+(f[g>>2]|0);Hxb(a,0,n/o,o,n);f[l>>2]=1;u=m;return}case 2:{j=a+16|0;k=Tob(f[j>>2]|0)|0;h=k+4|0;i=f[h>>2]|0;e=f[k>>2]|0;g=i-e|0;if(g>>>0<d>>>0){AWa(k,d-g|0);e=f[k>>2]|0}else if(g>>>0>d>>>0){g=e+d|0;if((g|0)!=(i|0))f[h>>2]=g}bQb(e|0,c|0,d|0)|0;Uob(f[j>>2]|0,k)|0;f[l>>2]=(f[l>>2]|0)+d;SUa((f[a+12>>2]|0)+128|0,d);u=m;return}case 3:{l=a+12|0;d=f[l>>2]|0;c=f[d+248>>2]|0;b[c+41>>0]=1;SWa((f[d+240>>2]|0)+36|0,c+44|0);d=f[d+244>>2]|0;gh[f[(f[d>>2]|0)+8>>2]&2047](d);l=f[l>>2]|0;gh[f[(f[l>>2]|0)+16>>2]&2047](l);u=m;return}default:{u=m;return}}}function XWa(a,b){a=a|0;b=b|0;xOb(a,b+32|0);return}function YWa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0;n=u;u=u+128|0;l=n+24|0;d=n;a=a+248|0;if(!(b[(f[a>>2]|0)+40>>0]|0)){u=n;return}i=+p[c+208>>3];j=+p[c+216>>3];Kha(d);k=+(f[d+4>>2]|0);g=+(f[d>>2]|0);h=k/g;switch(b[c>>0]|0){case 0:{e=0.0;m=5;break}case 1:{e=1.0;m=5;break}case 2:{e=2.0;m=5;break}default:{}}if((m|0)==5)p[l>>3]=e;p[l+8>>3]=+p[c+32>>3];p[l+16>>3]=+p[c+40>>3];p[l+24>>3]=+p[c+48>>3];p[l+32>>3]=+p[c+56>>3];p[l+40>>3]=+p[c+64>>3];p[l+48>>3]=+p[c+72>>3];p[l+56>>3]=+p[c+8>>3];p[l+64>>3]=+p[c+16>>3];p[l+72>>3]=+p[c+24>>3];p[l+80>>3]=i;p[l+88>>3]=j;Hxb((f[f[a>>2]>>2]|0)+12|0,l,h,g,k);u=n;return}function ZWa(a){a=a|0;sOb(a);return}function _Wa(a){a=a|0;var b=0,c=0;b=pOb(16)|0;c=a+4|0;f[b>>2]=38872;a=b+4|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];return b|0}function $Wa(a,b){a=a|0;b=b|0;a=a+4|0;f[b>>2]=38872;b=b+4|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return}function aXa(a){a=a|0;return}function bXa(a){a=a|0;sOb(a);return}function cXa(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a+4>>2]|0;d=f[a+8>>2]|0;a=(f[a+12>>2]|0)+(d>>1)|0;if(!(d&1)){d=c;oh[d&1023](a,b);return}else{d=f[(f[a>>2]|0)+c>>2]|0;oh[d&1023](a,b);return}}function dXa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==190629?a+4|0:0)|0}function eXa(a){a=a|0;return 14936}function fXa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=38668;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+20>>2]|0;if(!b){pYa(a);return}c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);pYa(a);return}function gXa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=38668;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+20>>2]|0;if(!b){pYa(a);sOb(a);return}c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);pYa(a);sOb(a);return}function hXa(a){a=a|0;a=f[a+16>>2]|0;Fxb(a,a+20|0,a+32|0);return}function iXa(a,b){a=a|0;b=b|0;dyb(f[a+16>>2]|0,b);return}function jXa(a){a=a|0;return 0}function kXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;qyb(f[a+16>>2]|0,f[b>>2]|0,f[b+4>>2]|0,c,d);return}function lXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;ryb(f[a+16>>2]|0,f[c>>2]|0,f[c+4>>2]|0,d,f[b>>2]|0);return}function mXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;Gxb(f[a+16>>2]|0,b,c,d,e);return}function nXa(a){a=a|0;oyb(f[a+16>>2]|0);return}function oXa(a,b){a=a|0;b=b|0;pyb(f[a+16>>2]|0,f[b>>2]|0);return}function pXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[c>>2]|0;e=f[a+16>>2]|0;a=(f[c+4>>2]|0)-g>>3;if(!(b<<24>>24)){Jxb(e,a,g,d);return}else{Mxb(e,a,g,d,b<<24>>24==2);return}}function qXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[c>>2]|0;e=f[a+16>>2]|0;a=(f[c+4>>2]|0)-g>>3;if(!(b<<24>>24)){Lxb(e,a,g,d);return}else{Nxb(e,a,g,d,b<<24>>24==2);return}}function rXa(a,b){a=a|0;b=b|0;Oxb(f[a+16>>2]|0,b);return}function sXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;gyb(f[a+16>>2]|0,b,c,d);return}function tXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;if(!b)return;hyb(f[a+16>>2]|0,b,c,d,e);return}function uXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;jyb(f[a+16>>2]|0,b,c,d);return}function vXa(a){a=a|0;kyb(f[a+16>>2]|0);return}function wXa(a,b){a=a|0;b=+b;lyb(f[a+16>>2]|0,b);return}function xXa(a,b){a=a|0;b=b|0;myb(f[a+16>>2]|0,b);return}function yXa(a,b){a=a|0;b=+b;nyb(f[a+16>>2]|0,b);return}function zXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0;F=u;u=u+80|0;D=F+56|0;x=F+48|0;y=F+36|0;z=F+24|0;A=F+12|0;B=F;t=f[(f[a+8>>2]|0)+232>>2]|0;f[D>>2]=0;E=D+4|0;f[E>>2]=0;f[D+8>>2]=0;C=b+4|0;d=f[C>>2]|0;e=f[b>>2]|0;g=d-e>>2;v=D+8|0;i=e;w=d;do if(!g)c=0;else if(g>>>0>357913941)vd();else{c=pOb(g*12|0)|0;s=c;f[D>>2]=s;f[E>>2]=s;f[v>>2]=c+(g*12|0);break}while(0);if((i|0)!=(w|0)){e=y+4|0;g=y+4|0;j=x+4|0;k=z+4|0;l=y+4|0;m=A+4|0;o=z+8|0;p=y+8|0;q=A+8|0;r=B+4|0;s=B+8|0;do{ARa(x,t,i);c=f[x>>2]|0;if(!c){f[e>>2]=0;d=f[E>>2]|0;c=f[v>>2]|0;if(d>>>0<c>>>0){f[d>>2]=0;f[d+4>>2]=f[e>>2];f[d+8>>2]=f[e>>2];d=d+12|0;f[E>>2]=d}else{_Xa(D,y);c=f[v>>2]|0;d=f[E>>2]|0}f[g>>2]=0;if(d>>>0<c>>>0){f[d>>2]=0;f[d+4>>2]=f[g>>2];f[d+8>>2]=f[g>>2];f[E>>2]=d+12}else _Xa(D,y)}else{JJa(c,y,z);K=+n[y>>2];h=(+n[z>>2]-K)*.5;n[A>>2]=h;J=+n[l>>2];I=(+n[k>>2]-J)*.5;n[m>>2]=I;H=+n[p>>2];G=(+n[o>>2]-H)*.5;n[q>>2]=G;h=K+h;n[B>>2]=h;n[r>>2]=J+I;n[s>>2]=H+G;d=f[E>>2]|0;c=f[v>>2]|0;if(d>>>0<c>>>0){n[d>>2]=h;f[d+4>>2]=f[r>>2];f[d+8>>2]=f[s>>2];d=d+12|0;f[E>>2]=d}else{ZXa(D,B);d=f[E>>2]|0;c=f[v>>2]|0}if(d>>>0<c>>>0){f[d>>2]=f[A>>2];f[d+4>>2]=f[m>>2];f[d+8>>2]=f[q>>2];f[E>>2]=d+12}else ZXa(D,A)}c=f[j>>2]|0;if(c|0)iOb(c);i=i+8|0}while((i|0)!=(w|0));e=f[b>>2]|0;d=f[C>>2]|0;c=f[D>>2]|0}Qxb(f[a+16>>2]|0,d-e>>3,e,c);c=f[D>>2]|0;if(!c){u=F;return}d=f[E>>2]|0;if((d|0)!=(c|0))f[E>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=F;return}function AXa(a,b){a=a|0;b=b|0;var c=0;c=f[b>>2]|0;Sxb(f[a+16>>2]|0,(f[b+4>>2]|0)-c>>3,c);return}function BXa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;byb(f[a+16>>2]|0,c,d,e,g,f[b>>2]|0);return}function CXa(a,b,c){a=a|0;b=b|0;c=c|0;ayb(f[a+16>>2]|0,f[c+4>>2]|0,f[c>>2]|0,f[b>>2]|0);return}function DXa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h$a(a);Pxb(f[a+16>>2]|0,f[c+4>>2]|0,f[c>>2]|0,d,e,g,f[b>>2]|0);return}function EXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;syb(f[a+16>>2]|0,(c&1|0)!=0,(c&2|0)!=0,d,b);return}function FXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;g=f[c>>2]|0;tyb(f[a+16>>2]|0,d?31:32,(f[c+4>>2]|0)-g>>3,g,e,f[b>>2]|0);return}function GXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,d?29:30,(f[c+4>>2]|0)-e>>3,e,0,f[b>>2]|0);return}function HXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,24,(f[c+4>>2]|0)-e>>3,e,d,f[b>>2]|0);return}function IXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,25,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function JXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,26,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function KXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,21,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function LXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,22,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function MXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,23,(f[c+4>>2]|0)-e>>3,e,d,f[b>>2]|0);return}function NXa(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;p=r;h$a(a);o=h[e>>0]|0;o=(b[e+1>>0]|0)==0?o:o|2;o=(b[e+8>>0]|0)==0?o:o|4;o=(b[e+9>>0]|0)==0?o:o|8;o=(b[e+10>>0]|0)==0?o:o|16;o=(b[e+11>>0]|0)==0?o:o|32;o=(b[e+12>>0]|0)==0?o:o|64;o=(b[e+2>>0]|0)==0?o:o|128;o=(b[e+3>>0]|0)==0?o:o|256;o=(b[e+4>>0]|0)==0?o:o|512;o=(b[e+5>>0]|0)==0?o:o|1024;o=(b[e+6>>0]|0)==0?o:o|2048;o=(b[e+7>>0]|0)==0?o:o|4096;f[p>>2]=0;q=p+4|0;f[q>>2]=0;f[p+8>>2]=0;e=g<<2;n=p+8|0;do if(!e){k=0;l=0;m=0}else if(e>>>0>1073741823)vd();else{m=pOb(g<<4)|0;l=m+(e<<2)|0;f[p>>2]=m;f[q>>2]=m;f[n>>2]=l;k=m;break}while(0);if(g){k=0;while(1){e=i+(k<<4)|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+4|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+8|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+12|0;if((m|0)==(l|0))Tna(p,e);else{f[m>>2]=f[e>>2];f[q>>2]=m+4}k=k+1|0;if((k|0)==(g|0))break;m=f[q>>2]|0;l=f[n>>2]|0}k=f[p>>2]|0}Txb(f[a+16>>2]|0,f[c>>2]|0,d,o,g,k,j);k=f[p>>2]|0;if(!k){u=r;return}e=f[q>>2]|0;if((e|0)!=(k|0))f[q>>2]=e+(~((e+-4-k|0)>>>2)<<2);sOb(k);u=r;return}function OXa(a,c,d,e,g,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+80|0;k=j;h$a(a);l=h[e>>0]|0;l=(b[e+1>>0]|0)==0?l:l|2;l=(b[e+8>>0]|0)==0?l:l|4;l=(b[e+9>>0]|0)==0?l:l|8;l=(b[e+10>>0]|0)==0?l:l|16;l=(b[e+11>>0]|0)==0?l:l|32;l=(b[e+12>>0]|0)==0?l:l|64;l=(b[e+2>>0]|0)==0?l:l|128;l=(b[e+3>>0]|0)==0?l:l|256;l=(b[e+4>>0]|0)==0?l:l|512;l=(b[e+5>>0]|0)==0?l:l|1024;l=(b[e+6>>0]|0)==0?l:l|2048;e=b[e+7>>0]|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[k+12>>2]=f[i+12>>2];f[k+16>>2]=f[i+16>>2];f[k+20>>2]=f[i+20>>2];f[k+24>>2]=f[i+24>>2];f[k+28>>2]=f[i+28>>2];f[k+32>>2]=f[i+32>>2];f[k+36>>2]=f[i+36>>2];f[k+40>>2]=f[i+40>>2];f[k+44>>2]=f[i+44>>2];f[k+48>>2]=f[i+48>>2];f[k+52>>2]=f[i+52>>2];f[k+56>>2]=f[i+56>>2];f[k+60>>2]=f[i+60>>2];f[k+64>>2]=f[i+64>>2];f[k+68>>2]=f[i+68>>2];f[k+72>>2]=f[i+72>>2];f[k+76>>2]=f[i+76>>2];Uxb(f[a+16>>2]|0,f[c>>2]|0,d,e<<24>>24==0?l:l|4096,g,g+12|0,k);u=j;return}function PXa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0.0,j=0,k=0;h$a(a);k=h[e>>0]|0;k=(b[e+1>>0]|0)==0?k:k|2;k=(b[e+8>>0]|0)==0?k:k|4;k=(b[e+9>>0]|0)==0?k:k|8;k=(b[e+10>>0]|0)==0?k:k|16;k=(b[e+11>>0]|0)==0?k:k|32;k=(b[e+12>>0]|0)==0?k:k|64;k=(b[e+2>>0]|0)==0?k:k|128;k=(b[e+3>>0]|0)==0?k:k|256;k=(b[e+4>>0]|0)==0?k:k|512;k=(b[e+5>>0]|0)==0?k:k|1024;k=(b[e+6>>0]|0)==0?k:k|2048;k=(b[e+7>>0]|0)==0?k:k|4096;j=f[a+16>>2]|0;e=f[c>>2]|0;a=g+16|0;i=+n[a>>2];if(!(i==-1.0)){Vxb(j,e,d,k,g,i);return}i=+L(+(+n[g+12>>2]));n[a>>2]=i;Vxb(j,e,d,k,g,i);return}function QXa(a,b,c){a=a|0;b=b|0;c=c|0;Wxb(f[a+16>>2]|0,f[b>>2]|0,c);return}function RXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;h$a(a);Xxb(f[a+16>>2]|0,f[b>>2]|0,c,d);return}function SXa(a,b,c){a=a|0;b=b|0;c=c|0;eyb(f[a+16>>2]|0,b,c);return}function TXa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+784|0;k=q+768|0;o=q;l=YRa(f[(f[a+8>>2]|0)+232>>2]|0)|0;c=f[l>>2]|0;l=f[l+4>>2]|0;m=l;n=c;if((c|0)==(l|0)){l=a+16|0;l=f[l>>2]|0;n=m-n|0;n=(n|0)/12|0;iyb(l,n,k,o);u=q;return}else{j=k;b=o}do{i=f[c+4>>2]|0;d=f[c>>2]|0;f[j>>2]=i-d>>5;j=j+4|0;g=d;if((g|0)!=(i|0)){h=(i+-32+(0-d)|0)>>>5<<2;e=b;d=g;while(1){p[e>>3]=+p[d>>3];p[e+8>>3]=+p[d+8>>3];p[e+16>>3]=+p[d+16>>3];p[e+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(i|0))break;else e=e+32|0}b=b+32+(h<<3)|0}c=c+12|0}while((c|0)!=(l|0));l=a+16|0;l=f[l>>2]|0;n=m-n|0;n=(n|0)/12|0;iyb(l,n,k,o);u=q;return}function UXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;p=v+8|0;q=v;s=a+20|0;t=a+32|0;r=f[(f[a+8>>2]|0)+232>>2]|0;b=f[b+8>>2]|0;if(!b)d=a+24|0;else{k=p+4|0;d=a+24|0;l=a+28|0;m=a+36|0;n=a+40|0;o=q+4|0;do{j=b;c=j+8|0;KRa(p,r,c);if(f[p>>2]|0){e=f[d>>2]|0;g=f[l>>2]|0;if((e|0)==(g|0)){fBa(s,c);i=f[d>>2]|0;e=f[l>>2]|0}else{f[e>>2]=f[c>>2];i=e+4|0;f[d>>2]=i;e=g}c=j+12|0;if((i|0)==(e|0))fBa(s,c);else{f[i>>2]=f[c>>2];f[d>>2]=i+4}e=f[p>>2]|0;g=e+200|0;c=f[g>>2]|0;if((c&201326592|0)==0&0==0){c=0;e=-1}else{c=ZPb(c|0,(h[g+4>>0]|0)&255|0,26)|0;e=(f[e+72+((c&3)<<3)>>2]|0)+112|0;c=f[e>>2]|0;e=f[e+4>>2]|0}j=q;f[j>>2]=c;f[j+4>>2]=e;if((c|0)==-1){f[q>>2]=0;c=0}e=f[m>>2]|0;g=f[n>>2]|0;if((e|0)==(g|0)){fBa(t,q);e=f[m>>2]|0;c=f[n>>2]|0}else{f[e>>2]=c;e=e+4|0;f[m>>2]=e;c=g}if((e|0)==(c|0))fBa(t,o);else{f[e>>2]=f[o>>2];f[m>>2]=e+4}}c=f[k>>2]|0;if(c|0)iOb(c);b=f[b>>2]|0}while((b|0)!=0)}b=f[s>>2]|0;Yxb(f[a+16>>2]|0,(f[d>>2]|0)-b>>2>>>1,b,f[t>>2]|0);b=f[s>>2]|0;c=f[d>>2]|0;if((c|0)!=(b|0))f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);d=f[t>>2]|0;b=a+36|0;c=f[b>>2]|0;if((c|0)==(d|0)){u=v;return}f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=v;return}function VXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+96|0;x=G+80|0;z=G+32|0;A=G+24|0;B=G+16|0;C=G+8|0;D=G;E=a+20|0;F=a+44|0;y=f[(f[a+8>>2]|0)+232>>2]|0;b=f[b+8>>2]|0;if(!b)d=a+24|0;else{g=B+4|0;h=C+4|0;d=a+24|0;i=a+28|0;j=z+4|0;k=z+8|0;l=z+12|0;m=z+16|0;n=z+20|0;o=z+24|0;p=z+28|0;q=z+32|0;r=z+36|0;s=z+40|0;t=z+44|0;v=a+48|0;w=z+48|0;do{c=f[b+8>>2]|0;f[A>>2]=c;f[B>>2]=0;f[g>>2]=c;tRa(C,y,B);c=f[C>>2]|0;if(c|0){e=f[d>>2]|0;if((e|0)==(f[i>>2]|0)){fBa(E,A);c=f[C>>2]|0}else{f[e>>2]=f[A>>2];f[d>>2]=e+4}f[z>>2]=f[c>>2];f[j>>2]=f[c+4>>2];f[k>>2]=f[c+8>>2];f[l>>2]=f[c+16>>2];f[m>>2]=f[c+20>>2];f[n>>2]=f[c+24>>2];f[o>>2]=f[c+32>>2];f[p>>2]=f[c+36>>2];f[q>>2]=f[c+40>>2];f[r>>2]=f[c+48>>2];f[s>>2]=f[c+52>>2];f[t>>2]=f[c+56>>2];f[D>>2]=f[v>>2];f[x>>2]=f[D>>2];YXa(F,x,z,w)|0}c=f[h>>2]|0;if(c|0)iOb(c);b=f[b>>2]|0}while((b|0)!=0)}b=f[E>>2]|0;Zxb(f[a+16>>2]|0,(f[d>>2]|0)-b>>2,b,f[F>>2]|0);b=f[E>>2]|0;c=f[d>>2]|0;if((c|0)!=(b|0))f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);d=f[F>>2]|0;b=a+48|0;c=f[b>>2]|0;if((c|0)==(d|0)){u=G;return}f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=G;return}function WXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;d=u;u=u+32|0;g=d+20|0;h=d+16|0;i=d+12|0;l=d+8|0;k=d+4|0;j=d;e=a+20|0;c=a+24|0;f[l>>2]=f[c>>2];f[k>>2]=f[b+8>>2];f[j>>2]=0;f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];f[g>>2]=f[j>>2];XXa(e,i,h,g)|0;b=f[e>>2]|0;$xb(f[a+16>>2]|0,(f[c>>2]|0)-b>>2,b);a=f[e>>2]|0;b=f[c>>2]|0;if((b|0)==(a|0)){u=d;return}f[c>>2]=b+(~((b+-4-a|0)>>>2)<<2);u=d;return}function XXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;q=f[a>>2]|0;k=q;m=(f[b>>2]|0)-k|0;b=q+(m>>2<<2)|0;e=f[c>>2]|0;t=f[d>>2]|0;j=t;g=e;if((e|0)==(t|0)){u=b;return u|0}i=0;d=e;while(1){p=i+1|0;d=f[d>>2]|0;if((t|0)==(d|0))break;else i=p}if((i|0)<=-1){u=b;return u|0}o=a+8|0;h=f[o>>2]|0;u=a+4|0;s=f[u>>2]|0;l=s;if((i|0)>=(h-l>>2|0)){d=(l-k>>2)+p|0;if(d>>>0>1073741823)AMb(a);i=h-k|0;g=i>>1;g=i>>2>>>0<536870911?(g>>>0<d>>>0?d:g):1073741823;i=b;d=m>>2;do if(!g){n=0;r=0}else if(g>>>0>1073741823)vd();else{r=pOb(g<<2)|0;n=r;break}while(0);k=r+(d<<2)|0;j=r+(g<<2)|0;g=k;h=e;while(1){f[g>>2]=f[e+8>>2];e=g+4|0;d=f[h>>2]|0;if((t|0)==(d|0))break;else{g=e;h=d;e=d}}if((m|0)>0)bQb(n|0,q|0,m|0)|0;d=l-i|0;if((d|0)>0){bQb(e|0,b|0,d|0)|0;e=e+(d>>>2<<2)|0;b=f[a>>2]|0}else b=q;f[a>>2]=r;f[u>>2]=e;f[o>>2]=j;if(!b){u=k;return u|0}sOb(b);u=k;return u|0}m=b;h=l-m|0;d=h>>2;if((i|0)<(d|0)){g=j;d=s}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((t|0)==(g|0))d=s;else{h=g;d=s;do{f[d>>2]=f[h+8>>2];h=f[h>>2]|0;d=d+4|0;f[u>>2]=d}while((t|0)!=(h|0))}if(!i){u=b;return u|0}}k=d-(b+(p<<2))|0;l=k>>2;h=b+(l<<2)|0;if(h>>>0<s>>>0){j=(s+(0-l<<2)+~m|0)>>>2;i=d;while(1){f[i>>2]=f[h>>2];h=h+4|0;if(h>>>0>=s>>>0)break;else i=i+4|0}f[u>>2]=d+(j+1<<2)}if(l){cQb(d+(0-l<<2)|0,b|0,k|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){u=b;return u|0}d=b;h=e;while(1){f[d>>2]=f[h+8>>2];e=f[e>>2]|0;if((g|0)==(e|0))break;else{d=d+4|0;h=e}}return b|0}function YXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;t=c;r=f[a>>2]|0;p=r;l=(f[b>>2]|0)-p|0;m=l>>2;u=r+(m<<2)|0;h=d;v=h-t|0;i=v>>2;if((v|0)<=0){v=u;return v|0}o=a+8|0;e=f[o>>2]|0;v=a+4|0;q=f[v>>2]|0;k=q;if((i|0)<=(e-k>>2|0)){g=k-u|0;b=g>>2;if((i|0)>(b|0)){e=c+(b<<2)|0;b=h-e|0;if((b|0)>0){bQb(q|0,e|0,b|0)|0;b=(f[v>>2]|0)+(b>>>2<<2)|0;f[v>>2]=b}else b=q;if((g|0)>0){d=e;j=b}else{v=u;return v|0}}else j=q;h=j-(u+(i<<2))|0;i=h>>2;b=u+(i<<2)|0;if(b>>>0<q>>>0){g=((q+(0-i-m<<2)+~p|0)>>>2)+1|0;e=j;while(1){f[e>>2]=f[b>>2];b=b+4|0;if(b>>>0>=q>>>0)break;else e=e+4|0}f[v>>2]=j+(g<<2)}if(i|0)cQb(j+(0-i<<2)|0,u|0,h|0)|0;b=d-t|0;if(!b){v=u;return v|0}cQb(u|0,c|0,b|0)|0;v=u;return v|0}b=(k-p>>2)+i|0;if(b>>>0>1073741823)AMb(a);e=e-p|0;h=e>>1;b=e>>2>>>0<536870911?(h>>>0<b>>>0?b:h):1073741823;h=u;e=l>>2;do if(!b){s=0;n=0}else if(b>>>0>1073741823)vd();else{n=pOb(b<<2)|0;s=n;break}while(0);j=s+(e<<2)|0;i=s+(b<<2)|0;if((c|0)==(d|0))b=j;else{g=e+((d+-4-t|0)>>>2)+1|0;b=c;e=j;while(1){f[e>>2]=f[b>>2];b=b+4|0;if((b|0)==(d|0))break;else e=e+4|0}b=s+(g<<2)|0}if((l|0)>0)bQb(n|0,r|0,l|0)|0;e=k-h|0;if((e|0)>0){bQb(b|0,u|0,e|0)|0;b=b+(e>>>2<<2)|0}f[a>>2]=s;f[v>>2]=b;f[o>>2]=i;if(!r){v=j;return v|0}sOb(r);v=j;return v|0}function ZXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function _Xa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;b=f[b+4>>2]|0;f[c>>2]=b;f[g+(h*12|0)+4>>2]=b;f[g+(h*12|0)+8>>2]=b;b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function $Xa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k+28|0;j=k;e=k+24|0;f[a>>2]=38600;g=pOb(56)|0;bZa(g,a);f[g>>2]=38668;d=g;g=g+16|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=d;jYa(a,e,c);c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);f[a>>2]=38600;c=a+248|0;d=pOb(48)|0;b[d+41>>0]=0;g=d;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[c>>2]=d;h=f[a+240>>2]|0;e=h+36|0;g=j+16|0;f[j>>2]=38872;f[j+4>>2]=941;f[j+8>>2]=0;f[j+12>>2]=a;f[g>>2]=j;b[i>>0]=0;c=h+40|0;d=f[c>>2]|0;if(d>>>0<(f[h+44>>2]|0)>>>0){f[d+16>>2]=d;i=f[g>>2]|0;oh[f[(f[i>>2]|0)+12>>2]&1023](i,d);i=f[c>>2]|0;b[d+24>>0]=0;i=i+32|0;f[c>>2]=i;c=i}else{Pha(e,j,i);c=f[c>>2]|0}d=a+248|0;f[(f[d>>2]|0)+44>>2]=(c-(f[e>>2]|0)>>5)+-1;c=f[g>>2]|0;if((j|0)==(c|0)){gh[f[(f[c>>2]|0)+16>>2]&2047](c);j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}if(!c){j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}gh[f[(f[c>>2]|0)+20>>2]&2047](c);j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}function aYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=f[c+248>>2]|0;m=pOb(68)|0;f[m>>2]=c;i=m+4|0;f[i>>2]=0;j=m+8|0;f[j>>2]=0;k=m+12|0;Axb(k);f[k>>2]=38644;h=m+32|0;n=m+36|0;f[n>>2]=0;f[n+4>>2]=0;b[m+43>>0]=3;b[h>>0]=b[191059]|0;b[h+1>>0]=b[191060]|0;b[h+2>>0]=b[191061]|0;b[m+35>>0]=0;h=m+44|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;wxb(m+56|0);h=f[m>>2]|0;n=pOb(12)|0;M3a(n,h);f[n>>2]=38916;f[n+8>>2]=h;h=f[i>>2]|0;f[i>>2]=n;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);n=f[j>>2]|0;h=n;if(!n){h=pOb(4)|0;Pob(h,f[i>>2]|0,0);i=f[j>>2]|0;f[j>>2]=h;if(i){Qob(i);sOb(i);h=f[j>>2]|0}}b[m+64>>0]=0;f[m+28>>2]=h;f[m+24>>2]=c;f[(f[c+244>>2]|0)+16>>2]=k;i=f[l>>2]|0;f[l>>2]=m;if(!i){bYa(a,c,d,e,g);return}uxb(i+56|0);f[i+12>>2]=38644;h=i+44|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);h=i+32|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);n=i+8|0;h=f[n>>2]|0;f[n>>2]=0;if(h|0){Qob(h);sOb(h)}n=i+4|0;h=f[n>>2]|0;f[n>>2]=0;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);sOb(i);bYa(a,c,d,e,g);return}function bYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=c+248|0;FOb((f[i>>2]|0)+4|0,e)|0;FOb((f[i>>2]|0)+16|0,d)|0;FOb((f[i>>2]|0)+28|0,g)|0;c=f[f[i>>2]>>2]|0;FOb(c+32|0,d)|0;FOb(c+44|0,g)|0;h=xxb(c+56|0,e,c+12|0)|0;b[c+64>>0]=h&1;if(h){d=0;h=0;c=0}else{d=pOb(32)|0;c=d;e=191063;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));b[d+16>>0]=0;h=16;c=-2147483616}g=c>>>24;if(!(((g&255)<<24>>24<0?h:g)|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0}else{i=f[i>>2]|0;g=f[i>>2]|0;f[i>>2]=0;if(g|0){uxb(g+56|0);f[g+12>>2]=38644;e=g+44|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);e=g+32|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);i=g+8|0;e=f[i>>2]|0;f[i>>2]=0;if(e|0){Qob(e);sOb(e)}i=g+4|0;e=f[i>>2]|0;f[i>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(g)}f[a>>2]=d;f[a+4>>2]=h;f[a+8>>2]=c;d=0;c=0}if((c>>>24&255)<<24>>24>=0)return;sOb(d);return}function cYa(a){a=a|0;F1a(a);sOb(a);return}function dYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;b[(f[(f[a+8>>2]|0)+248>>2]|0)+40>>0]=1;return n2a(a,c,d,e,g)|0}function eYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39116;b=f[a+232>>2]|0;if(b|0)QNa(b);e=a+244|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=a+240|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){x8a(b);sOb(b)}b=f[a+236>>2]|0;if(b|0)iOb(b);d=a+212|0;b=f[d>>2]|0;if(b|0){e=a+216|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+200|0;b=f[d>>2]|0;if(b|0){e=a+204|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+188|0;b=f[d>>2]|0;if(b|0){e=a+192|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+176|0;b=f[d>>2]|0;if(b|0){e=a+180|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+164|0;b=f[d>>2]|0;if(b|0){e=a+168|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+152|0;b=f[d>>2]|0;if(b|0){e=a+156|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+140|0;b=f[d>>2]|0;if(b|0){e=a+144|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+128|0;b=f[d>>2]|0;if(b|0){e=a+132|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+116|0;b=f[d>>2]|0;if(b|0){e=a+120|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+104|0;b=f[d>>2]|0;if(b|0){e=a+108|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+92|0;b=f[d>>2]|0;if(b|0){e=a+96|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+80|0;b=f[d>>2]|0;if(b|0){e=a+84|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+68|0;b=f[d>>2]|0;if(b|0){e=a+72|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+56|0;b=f[d>>2]|0;if(b|0){e=a+60|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+44|0;b=f[d>>2]|0;if(b|0){e=a+48|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+32|0;b=f[d>>2]|0;if(b|0){e=a+36|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+20|0;b=f[d>>2]|0;if(b|0){e=a+24|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+4|0;b=f[e>>2]|0;if(!b)return;d=a+8|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function fYa(a){a=a|0;yf()}function gYa(a){a=a|0;b[a+228>>0]=1;return}function hYa(a){a=a|0;return -1}function iYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;f[a>>2]=39116;e=a+4|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;b[e+12>>0]=0;dQb(a+20|0,0,204)|0;f[a+224>>2]=d;b[a+228>>0]=0;b[a+229>>0]=0;d=a+232|0;LNa(d);e=pOb(400)|0;u8a(e,d);f[a+240>>2]=e;e=f[c>>2]|0;f[c>>2]=0;f[a+244>>2]=e;yQa(f[d>>2]|0,a);return}function jYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;f[a>>2]=39116;e=a+4|0;g=d+4|0;f[e>>2]=0;i=a+8|0;f[i>>2]=0;f[a+12>>2]=0;f[e>>2]=f[g>>2];e=d+8|0;f[i>>2]=f[e>>2];i=d+12|0;f[a+12>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;b[a+16>>0]=b[d+16>>0]|0;g=a+20|0;e=d+20|0;f[g>>2]=0;i=a+24|0;f[i>>2]=0;f[a+28>>2]=0;f[g>>2]=f[e>>2];g=d+24|0;f[i>>2]=f[g>>2];i=d+28|0;f[a+28>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+32|0;g=d+32|0;f[e>>2]=0;i=a+36|0;f[i>>2]=0;f[a+40>>2]=0;f[e>>2]=f[g>>2];e=d+36|0;f[i>>2]=f[e>>2];i=d+40|0;f[a+40>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+44|0;e=d+44|0;f[g>>2]=0;i=a+48|0;f[i>>2]=0;f[a+52>>2]=0;f[g>>2]=f[e>>2];g=d+48|0;f[i>>2]=f[g>>2];i=d+52|0;f[a+52>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+56|0;g=d+56|0;f[e>>2]=0;i=a+60|0;f[i>>2]=0;f[a+64>>2]=0;f[e>>2]=f[g>>2];e=d+60|0;f[i>>2]=f[e>>2];i=d+64|0;f[a+64>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+68|0;e=d+68|0;f[g>>2]=0;i=a+72|0;f[i>>2]=0;f[a+76>>2]=0;f[g>>2]=f[e>>2];g=d+72|0;f[i>>2]=f[g>>2];i=d+76|0;f[a+76>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+80|0;g=d+80|0;f[e>>2]=0;i=a+84|0;f[i>>2]=0;f[a+88>>2]=0;f[e>>2]=f[g>>2];e=d+84|0;f[i>>2]=f[e>>2];i=d+88|0;f[a+88>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+92|0;e=d+92|0;f[g>>2]=0;i=a+96|0;f[i>>2]=0;f[a+100>>2]=0;f[g>>2]=f[e>>2];g=d+96|0;f[i>>2]=f[g>>2];i=d+100|0;f[a+100>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+104|0;g=d+104|0;f[e>>2]=0;i=a+108|0;f[i>>2]=0;f[a+112>>2]=0;f[e>>2]=f[g>>2];e=d+108|0;f[i>>2]=f[e>>2];i=d+112|0;f[a+112>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+116|0;e=d+116|0;f[g>>2]=0;i=a+120|0;f[i>>2]=0;f[a+124>>2]=0;f[g>>2]=f[e>>2];g=d+120|0;f[i>>2]=f[g>>2];i=d+124|0;f[a+124>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+128|0;g=d+128|0;f[e>>2]=0;i=a+132|0;f[i>>2]=0;f[a+136>>2]=0;f[e>>2]=f[g>>2];e=d+132|0;f[i>>2]=f[e>>2];i=d+136|0;f[a+136>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+140|0;e=d+140|0;f[g>>2]=0;i=a+144|0;f[i>>2]=0;f[a+148>>2]=0;f[g>>2]=f[e>>2];g=d+144|0;f[i>>2]=f[g>>2];i=d+148|0;f[a+148>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+152|0;g=d+152|0;f[e>>2]=0;i=a+156|0;f[i>>2]=0;f[a+160>>2]=0;f[e>>2]=f[g>>2];e=d+156|0;f[i>>2]=f[e>>2];i=d+160|0;f[a+160>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+164|0;e=d+164|0;f[g>>2]=0;i=a+168|0;f[i>>2]=0;f[a+172>>2]=0;f[g>>2]=f[e>>2];g=d+168|0;f[i>>2]=f[g>>2];i=d+172|0;f[a+172>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+176|0;g=d+176|0;f[e>>2]=0;i=a+180|0;f[i>>2]=0;f[a+184>>2]=0;f[e>>2]=f[g>>2];e=d+180|0;f[i>>2]=f[e>>2];i=d+184|0;f[a+184>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+188|0;e=d+188|0;f[g>>2]=0;i=a+192|0;f[i>>2]=0;f[a+196>>2]=0;f[g>>2]=f[e>>2];g=d+192|0;f[i>>2]=f[g>>2];i=d+196|0;f[a+196>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+200|0;g=d+200|0;f[e>>2]=0;i=a+204|0;f[i>>2]=0;f[a+208>>2]=0;f[e>>2]=f[g>>2];e=d+204|0;f[i>>2]=f[e>>2];i=d+208|0;f[a+208>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+212|0;e=d+212|0;f[g>>2]=0;i=a+216|0;f[i>>2]=0;f[a+220>>2]=0;f[g>>2]=f[e>>2];g=d+216|0;f[i>>2]=f[g>>2];i=d+220|0;f[a+220>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;f[a+224>>2]=f[d+224>>2];b[a+228>>0]=b[d+228>>0]|0;b[a+229>>0]=0;e=a+232|0;g=d+232|0;f[e>>2]=f[g>>2];i=d+236|0;h=f[i>>2]|0;f[a+236>>2]=h;if(h|0)gOb(h);j=d+240|0;h=f[j>>2]|0;f[j>>2]=0;f[a+240>>2]=h;h=a+244|0;j=f[c>>2]|0;f[c>>2]=0;f[h>>2]=j;yQa(f[e>>2]|0,a);cZa(f[h>>2]|0,f[d+244>>2]|0);f[g>>2]=0;a=f[i>>2]|0;f[i>>2]=0;if(!a)return;iOb(a);return}function kYa(a){a=a|0;if(b[a+228>>0]|0){a=0;return a|0}M_a(f[a+244>>2]|0);a=1;return a|0}function lYa(a){a=a|0;b[a+228>>0]=0;if(!(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0))return;bh[f[a+224>>2]&63]();return}function mYa(a){a=a|0;dZa(f[a+244>>2]|0);return}function nYa(a){a=a|0;return eZa(f[a+244>>2]|0)|0}function oYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a+244>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];N_a(a,d);u=c;return}function pYa(a){a=a|0;var b=0;f[a>>2]=39160;b=a+4|0;zYa(f[b>>2]|0,a);a=f[b>>2]|0;if(!a)return;_Ya(a);sOb(a);return}function qYa(a){a=a|0;yf()}function rYa(a){a=a|0;zYa(f[a+4>>2]|0,a);return}function sYa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;e=GQa(f[(f[a+8>>2]|0)+232>>2]|0)|0;g=f[c>>2]|0;c=f[e+4>>2]|0;d=c+-1|0;if(!(d&c)){c=f[(f[e>>2]|0)+((d&g)<<2)>>2]|0;while(1){c=f[c>>2]|0;if((g|0)!=(f[c+4>>2]|0))continue;if((f[c+8>>2]|0)==(g|0))break}}else{if(g>>>0<c>>>0)c=g;else c=(g>>>0)%(c>>>0)|0;c=f[(f[e>>2]|0)+(c<<2)>>2]|0;while(1){c=f[c>>2]|0;if((g|0)!=(f[c+4>>2]|0))continue;if((f[c+8>>2]|0)==(g|0))break}}f[h>>2]=f[(f[c+12>>2]|0)+8>>2];h=xYa((f[a+4>>2]|0)+776|0,h)|0;b[h>>0]=1;u=i;return}function tYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+136|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+140>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+144|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+148|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=vYa(l,c+4|0)|0;b[q>>0]=d;return}function uYa(a,b){a=a|0;b=b|0;return 0.0}function vYa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)wYa(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)wYa(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function wYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{d=j+-1|0;c=(d&j|0)==0;if(c)h=d&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&d|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(156)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[h+32>>2]=1.0;l=h+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+52>>2]=1.0;l=h+56|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+72>>2]=1.0;l=h+76|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+92>>2]=1.0;l=h+96|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+112>>2]=1.0;l=h+116|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+132>>2]=1.0;l=h+136|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+152>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;e=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;g=+n[c>>2];do if(i|g*+(j>>>0)<e){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(e/g))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;d=j}else if(!(b+-1&b))d=j;else{b=hDb(b)|0;d=f[k>>2]|0}if(b>>>0>d>>>0)yYa(a,b);else if(b>>>0<d>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<d>>>0)yYa(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&m;break}if(b>>>0>m>>>0){d=b;b=m}else{d=b;b=(m>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function yYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function zYa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;AYa(a,c,a+816|0);f[a+476>>2]=0;b[a+480>>0]=0;n[a+484>>2]=1.0;b[a+488>>0]=0;b[a+489>>0]=0;b[a+490>>0]=0;h=f[a+504>>2]|0;i=a+508|0;d=f[i>>2]|0;if((d|0)!=(h|0))do{e=d+-20|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-16|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(h|0));h=f[a+492>>2]|0;i=a+496|0;d=f[i>>2]|0;if((d|0)!=(h|0))do{e=d+-16|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(h|0));h=a+528|0;if(f[h>>2]|0){e=a+524|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+520>>2]|0;if(e|0){g=a+516|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}b[a+536>>0]=0;h=a+552|0;if(f[h>>2]|0){e=a+548|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+544>>2]|0;if(e|0){g=a+540|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+572|0;if(f[h>>2]|0){e=a+568|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+564>>2]|0;if(e|0){g=a+560|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+592|0;if(f[h>>2]|0){e=a+588|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+584>>2]|0;if(e|0){g=a+580|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}d=f[a+600>>2]|0;e=a+604|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~((g+-8-d|0)>>>3)<<3);h=a+636|0;if(f[h>>2]|0){e=a+632|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+628>>2]|0;if(e|0){g=a+624|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+656|0;if(f[h>>2]|0){e=a+652|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+648>>2]|0;if(e|0){g=a+644|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+676|0;if(f[h>>2]|0){e=a+672|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+668>>2]|0;if(e|0){g=a+664|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+696|0;if(f[h>>2]|0){e=a+692|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+688>>2]|0;if(e|0){g=a+684|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+716|0;if(f[h>>2]|0){e=a+712|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+708>>2]|0;if(e|0){g=a+704|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+736|0;if(f[h>>2]|0){e=a+732|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+728>>2]|0;if(e|0){g=a+724|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+756|0;if(f[h>>2]|0){e=a+752|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+748>>2]|0;if(e|0){g=a+744|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}e=a+764|0;d=f[e>>2]|0;if(d|0){oh[f[(f[d>>2]|0)+16>>2]&1023](d,1);d=f[e>>2]|0;f[e>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}c=c+4|0;d=f[(f[c>>2]|0)+768>>2]|0;if(!d){u=k;return}e=f[(f[d>>2]|0)+12>>2]|0;g=pOb(32)|0;f[j>>2]=g;f[j+8>>2]=-2147483616;f[j+4>>2]=20;h=g;i=191136;a=h+20|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(a|0));b[g+20>>0]=0;oh[e&1023](d,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);j=(f[c>>2]|0)+768|0;d=f[j>>2]|0;f[j>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);j=(f[c>>2]|0)+772|0;d=f[j>>2]|0;f[j>>2]=0;if(!d){u=k;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);u=k;return}function AYa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+1600|0;k=0;if(!(f[a+12>>2]|0)){if((f[a+20>>2]|0)!=(f[a+24>>2]|0))k=3}else k=3;if((k|0)==3){d=f[a+8>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,10);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+20>>2]|0;e=f[a+24>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));CYa(a)}if(!(f[a+44>>2]|0)){if((f[a+52>>2]|0)!=(f[a+56>>2]|0))k=16}else k=16;if((k|0)==16){d=f[a+40>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,8);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+52>>2]|0;e=f[a+56>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));DYa(a+32|0)}EYa(b,a+64|0);EYa(b,a+96|0);if(!(f[a+140>>2]|0)){if((f[a+148>>2]|0)!=(f[a+152>>2]|0))k=29}else k=29;if((k|0)==29){d=f[a+136>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,3);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+148>>2]|0;e=f[a+152>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));FYa(a+128|0)}if(!(f[a+172>>2]|0)){if((f[a+180>>2]|0)!=(f[a+184>>2]|0))k=42}else k=42;if((k|0)==42){d=f[a+168>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,4);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+180>>2]|0;e=f[a+184>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));GYa(a+160|0)}if(!(f[a+204>>2]|0)){if((f[a+212>>2]|0)!=(f[a+216>>2]|0))k=55}else k=55;if((k|0)==55){d=f[a+200>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,7);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+212>>2]|0;e=f[a+216>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));KYa(a+192|0)}if(!(f[a+236>>2]|0)){if((f[a+244>>2]|0)!=(f[a+248>>2]|0))k=68}else k=68;if((k|0)==68){d=f[a+232>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,1);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}k=f[e+24>>2]|0;oh[f[(f[k>>2]|0)+16>>2]&1023](k,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+244>>2]|0;e=f[a+248>>2]|0;if((d|0)!=(e|0))do{b=f[d+24>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);d=d+28|0}while((d|0)!=(e|0));LYa(a+224|0)}d=f[(a+284|0)>>2]|0;if(d|0)do{b=f[d+12>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);d=f[d>>2]|0}while((d|0)!=0);if(f[(a+288|0)>>2]|0){d=f[(a+284|0)>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[(e+12|0)>>2]|0;f[(e+12|0)>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(e)}while((d|0)!=0);f[(a+284|0)>>2]=0;e=f[a+280>>2]|0;if(e|0){d=0;do{f[(f[(a+276|0)>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[(a+288|0)>>2]=0}b=f[(a+264|0)>>2]|0;f[l+16>>2]=a;f[l+32>>2]=c;f[l+712>>2]=b;f[l+1536>>2]=0;f[l+1540>>2]=0;IYa(l);G=f[l+1536>>2]|0;D=f[l+1540>>2]|0;H=+n[l+1540>>2];f[l+1536>>2]=0;f[l+1540>>2]=0;if((G|0)==5){u=l;return}u=l}function BYa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+1392|0;l=0;a=f[a+4>>2]|0;e=f[b>>2]|0;i=f[a+780>>2]|0;if(!i){u=q;return}if(!((i+-1|0)&i))g=(i+-1|0)&e;else if(i>>>0>e>>>0)g=e;else g=(e>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(g<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}a:do if(!((i+-1|0)&i)){while(1){d=f[a+4>>2]|0;if(!((d|0)==(e|0)|(d&(i+-1|0)|0)==(g|0))){l=262;break}if((d|0)==(e|0))if((f[a+8>>2]|0)==(e|0)){p=a;break a}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(e|0)){if((f[a+8>>2]|0)==(e|0)){p=a;break a}}else{if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(g|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);if((h[p+12>>0]|0)>1){u=q;return}k=f[b+4>>2]|0;d=1;a=c|0;if(d)switch(a|0){case 5:{i=p+56|0;e=f[p+60>>2]|0;if(!e){u=q;return}if(!((e+-1|0)&e))g=(e+-1|0)&k;else if(e>>>0>k>>>0)g=k;else g=(k>>>0)%(e>>>0)|0;a=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}b:do if(!((e+-1|0)&e)){while(1){d=f[a+4>>2]|0;if(!((d|0)==(k|0)|(d&(e+-1|0)|0)==(g|0))){l=262;break}if((d|0)==(k|0))if((f[a+8>>2]|0)==(k|0)){j=a;break b}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(k|0)){if((f[a+8>>2]|0)==(k|0)){j=a;break b}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);XYa(i,j)|0;u=q;return}default:d=1}if(d)switch(a|0){case 3:{j=p+76|0;b=f[p+80>>2]|0;if(!b){u=q;return}c=((b+-1|0)&b|0)==0;if(c)e=(b+-1|0)&k;else if(b>>>0>k>>>0)e=k;else e=(k>>>0)%(b>>>0)|0;g=f[j>>2]|0;a=f[g+(e<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}c:do if(c){while(1){d=f[a+4>>2]|0;if(!((d|0)==(k|0)|(d&(b+-1|0)|0)==(e|0))){l=262;break}if((d|0)==(k|0))if((f[a+8>>2]|0)==(k|0)){o=a;break c}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(k|0)){if((f[a+8>>2]|0)==(k|0)){o=a;break c}}else{if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(e|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);if(c)i=(b+-1|0)&k;else if(b>>>0>k>>>0)i=k;else i=(k>>>0)%(b>>>0)|0;d=g+(i<<2)|0;e=f[d>>2]|0;while(1){a=f[e>>2]|0;if((a|0)==(o|0))break;else e=a}if((e|0)==(p+84|0))l=71;else{a=f[e+4>>2]|0;if(c)a=a&(b+-1|0);else if(a>>>0>=b>>>0)a=(a>>>0)%(b>>>0)|0;if((a|0)==(i|0))m=o;else l=71}do if((l|0)==71){a=f[o>>2]|0;if(a|0){a=f[a+4>>2]|0;if(c)a=a&(b+-1|0);else if(a>>>0>=b>>>0)a=(a>>>0)%(b>>>0)|0;if((a|0)==(i|0)){m=o;break}}f[d>>2]=0;m=o}while(0);a=f[m>>2]|0;if(a){d=f[a+4>>2]|0;if(c)d=d&(b+-1|0);else if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(i|0)){f[(f[j>>2]|0)+(d<<2)>>2]=e;a=f[o>>2]|0}}f[e>>2]=a;f[m>>2]=0;p=p+88|0;f[p>>2]=(f[p>>2]|0)+-1;sOb(o);u=q;return}default:d=1}f[q+304>>2]=p;f[q+1160>>2]=k;f[q+1304>>2]=l;f[q+1312>>2]=d;f[q+1320>>2]=a;f[q+1328>>2]=0;f[q+1332>>2]=0;JYa(q);G=f[q+1328>>2]|0;D=f[q+1332>>2]|0;H=+n[q+1332>>2];f[q+1328>>2]=0;f[q+1332>>2]=0;if((G|0)==5){u=q;return}u=q}function CYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;WYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function DYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;VYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function EYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;if(!(f[b+12>>2]|0))if((f[b+20>>2]|0)==(f[b+24>>2]|0))return;c=f[b+8>>2]|0;if(c|0)do{h=c;d=f[h+12>>2]|0;h=f[h+16>>2]|0;if((d|0)!=(h|0))do{e=f[d>>2]|0;i=f[d+4>>2]|0;g=e+(i<<3)|0;if(i|0)do{if(f[e>>2]|0)BYa(a,e,5);e=e+8|0}while((e|0)!=(g|0));i=f[d+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);d=d+28|0}while((d|0)!=(h|0));c=f[c>>2]|0}while((c|0)!=0);c=f[b+20>>2]|0;d=f[b+24>>2]|0;if((c|0)!=(d|0))do{i=f[c+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);c=c+28|0}while((c|0)!=(d|0));TYa(b);return}function FYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;SYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function GYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;RYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function HYa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;G=f[a+288>>2]|0;l=f[a+296>>2]|0;w=+n[a+304>>2];e=f[a+552>>2]|0;D=f[a+592>>2]|0;m=f[a+1288>>2]|0;F=f[a+1480>>2]|0;g=f[a+1672>>2]|0;H=f[a+1920>>2]|0;a:{if(H){H=0;if(1){KUa(a+208|0,G,0);h=f[(a+208|0)>>2]|0;f[(a+208|0)>>2]=f[(a+144|0)>>2];f[(a+144|0)>>2]=h;h=f[((a+208|0)+4|0)>>2]|0;f[((a+208|0)+4|0)>>2]=f[((a+144|0)+4|0)>>2];f[((a+144|0)+4|0)>>2]=h;h=f[((a+208|0)+8|0)>>2]|0;f[((a+208|0)+8|0)>>2]=f[((a+144|0)+8|0)>>2];f[((a+144|0)+8|0)>>2]=h;h=f[((a+208|0)+12|0)>>2]|0;f[((a+208|0)+12|0)>>2]=f[((a+144|0)+12|0)>>2];f[((a+144|0)+12|0)>>2]=h;h=f[((a+208|0)+16|0)>>2]|0;f[((a+208|0)+16|0)>>2]=f[((a+144|0)+16|0)>>2];f[((a+144|0)+16|0)>>2]=h;h=f[((a+208|0)+20|0)>>2]|0;f[((a+208|0)+20|0)>>2]=f[((a+144|0)+20|0)>>2];f[((a+144|0)+20|0)>>2]=h;h=f[((a+208|0)+24|0)>>2]|0;f[((a+208|0)+24|0)>>2]=f[((a+144|0)+24|0)>>2];f[((a+144|0)+24|0)>>2]=h;h=f[((a+208|0)+28|0)>>2]|0;f[((a+208|0)+28|0)>>2]=f[((a+144|0)+28|0)>>2];f[((a+144|0)+28|0)>>2]=h;h=f[((a+208|0)+32|0)>>2]|0;f[((a+208|0)+32|0)>>2]=f[((a+144|0)+32|0)>>2];f[((a+144|0)+32|0)>>2]=h;h=f[((a+208|0)+36|0)>>2]|0;f[((a+208|0)+36|0)>>2]=f[((a+144|0)+36|0)>>2];f[((a+144|0)+36|0)>>2]=h;h=f[((a+208|0)+40|0)>>2]|0;f[((a+208|0)+40|0)>>2]=f[((a+144|0)+40|0)>>2];f[((a+144|0)+40|0)>>2]=h;h=f[((a+208|0)+44|0)>>2]|0;f[((a+208|0)+44|0)>>2]=f[((a+144|0)+44|0)>>2];f[((a+144|0)+44|0)>>2]=h;h=f[((a+208|0)+48|0)>>2]|0;f[((a+208|0)+48|0)>>2]=f[((a+144|0)+48|0)>>2];f[((a+144|0)+48|0)>>2]=h;h=f[((a+208|0)+52|0)>>2]|0;f[((a+208|0)+52|0)>>2]=f[((a+144|0)+52|0)>>2];f[((a+144|0)+52|0)>>2]=h;h=f[((a+208|0)+56|0)>>2]|0;f[((a+208|0)+56|0)>>2]=f[((a+144|0)+56|0)>>2];f[((a+144|0)+56|0)>>2]=h;f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2];f[(a+64|0)>>2]=a+144|0;f[(a+64|0)+4>>2]=g;gma(a+208|0,a+64|0)|0;f[(a+144|0)>>2]=f[(a+208|0)>>2];f[((a+144|0)+4|0)>>2]=f[(a+208|0)+4>>2];f[((a+144|0)+8|0)>>2]=f[(a+208|0)+8>>2];f[((a+144|0)+12|0)>>2]=f[(a+208|0)+12>>2];f[((a+144|0)+16|0)>>2]=f[(a+208|0)+16>>2];f[((a+144|0)+20|0)>>2]=f[(a+208|0)+20>>2];f[((a+144|0)+24|0)>>2]=f[(a+208|0)+24>>2];f[((a+144|0)+28|0)>>2]=f[(a+208|0)+28>>2];f[((a+144|0)+32|0)>>2]=f[(a+208|0)+32>>2];f[((a+144|0)+36|0)>>2]=f[(a+208|0)+36>>2];f[((a+144|0)+40|0)>>2]=f[(a+208|0)+40>>2];f[((a+144|0)+44|0)>>2]=f[(a+208|0)+44>>2];f[((a+144|0)+48|0)>>2]=f[(a+208|0)+48>>2];f[((a+144|0)+52|0)>>2]=f[(a+208|0)+52>>2];f[((a+144|0)+56|0)>>2]=f[(a+208|0)+56>>2];f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2];h=f[e>>2]|0;i=f[G+356>>2]|0;b:do if(!i)j=1.0;else{if(!((i+-1|0)&i))k=(i+-1|0)&h;else if(h>>>0<i>>>0)k=h;else k=(h>>>0)%(i>>>0)|0;e=f[(f[G+352>>2]|0)+(k<<2)>>2]|0;if(!e)j=1.0;else{e=f[e>>2]|0;if(!e)j=1.0;else{c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((h|0)==(g|0)|(g&(i+-1|0)|0)==(k|0))){j=1.0;break b}if((h|0)==(g|0))if((f[e+8>>2]|0)==(h|0))break c;e=f[e>>2]|0;if(!e){j=1.0;break b}}else while(1){g=f[e+4>>2]|0;if((h|0)==(g|0)){if((f[e+8>>2]|0)==(h|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(k|0)){j=1.0;break b}}e=f[e>>2]|0;if(!e){j=1.0;break b}}while(0);j=+p[e+16>>3];if(j==0.0)j=+p[G+184>>3]}}}while(0);e=w==0.0|j==0.0;j=w/j;if((e?1.0:j)!=1.0){w=e?1.0:j;f[(a+4|0)>>2]=0;f[(a+4|0)+4>>2]=0;f[(a+4|0)+8>>2]=0;f[(a+4|0)+12>>2]=0;f[(a+24|0)>>2]=0;f[(a+24|0)+4>>2]=0;f[(a+24|0)+8>>2]=0;f[(a+24|0)+12>>2]=0;f[(a+44|0)>>2]=0;f[(a+44|0)+4>>2]=0;f[(a+44|0)+8>>2]=0;f[(a+44|0)+12>>2]=0;n[a>>2]=w;n[a+20>>2]=w;n[a+40>>2]=w;n[a+60>>2]=1.0;f[(a+64|0)>>2]=a+144|0;f[(a+64|0)+4>>2]=a;gma(a+208|0,a+64|0)|0;f[(a+144|0)>>2]=f[(a+208|0)>>2];f[((a+144|0)+4|0)>>2]=f[(a+208|0)+4>>2];f[((a+144|0)+8|0)>>2]=f[(a+208|0)+8>>2];f[((a+144|0)+12|0)>>2]=f[(a+208|0)+12>>2];f[((a+144|0)+16|0)>>2]=f[(a+208|0)+16>>2];f[((a+144|0)+20|0)>>2]=f[(a+208|0)+20>>2];f[((a+144|0)+24|0)>>2]=f[(a+208|0)+24>>2];f[((a+144|0)+28|0)>>2]=f[(a+208|0)+28>>2];f[((a+144|0)+32|0)>>2]=f[(a+208|0)+32>>2];f[((a+144|0)+36|0)>>2]=f[(a+208|0)+36>>2];f[((a+144|0)+40|0)>>2]=f[(a+208|0)+40>>2];f[((a+144|0)+44|0)>>2]=f[(a+208|0)+44>>2];f[((a+144|0)+48|0)>>2]=f[(a+208|0)+48>>2];f[((a+144|0)+52|0)>>2]=f[(a+208|0)+52>>2];f[((a+144|0)+56|0)>>2]=f[(a+208|0)+56>>2];f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2]}}else H=1}IIa(a+208|0,a+144|0);i=f[G+172>>2]|0;x=f[l>>2]|0;e=f[m>>2]|0;g=b[G+192>>0]|0;h=f[(F+12|0)>>2]|0;if(!h)w2a(F,i,x,e,a+208|0,g);else Th[f[(f[h>>2]|0)+180>>2]&127](h,i,x,e,a+208|0,g);y=D+20|0;e=f[y>>2]|0;z=D+24|0;v=f[z>>2]|0;if((e|0)!=(v|0))do{g=f[e>>2]|0;h=f[e+4>>2]|0;i=f[e+8>>2]|0;k=f[e+12>>2]|0;l=f[e+16>>2]|0;m=f[e+20>>2]|0;o=f[e+24>>2]|0;q=f[e+28>>2]|0;r=f[e+32>>2]|0;s=f[e+36>>2]|0;t=f[(F+12|0)>>2]|0;if(!t)g2a(F,x,g,h,i,k,l,m,o,q,r,s);else ai[f[(f[t>>2]|0)+116>>2]&7](t,x,g,h,i,k,l,m,o,q,r,s);e=e+40|0}while((e|0)!=(v|0));k=f[D>>2]|0;m=f[(G+376|0)>>2]|0;e=f[D+4>>2]|0;o=((m+-1|0)&m|0)==0;if(o)e=(m+-1|0)&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(G+372|0)>>2]|0)+(e<<2)|0;l=f[i>>2]|0;while(1){g=f[l>>2]|0;if((g|0)==(D|0))break;else l=g}if((l|0)==(G+380|0))v=63;else{g=f[l+4>>2]|0;if(o)g=g&(m+-1|0);else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){A=k;v=71}else v=63}do if((v|0)==63){if(k|0){g=f[k+4>>2]|0;if(o)h=g&(m+-1|0);else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){c=g;C=k;v=73;break}}f[i>>2]=0;A=f[D>>2]|0;v=71}while(0);if((v|0)==71){g=A;if(!A)B=g;else{c=f[A+4>>2]|0;C=g;v=73}}if((v|0)==73){if(o)c=c&(m+-1|0);else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))B=C;else{f[(f[(G+372|0)>>2]|0)+(c<<2)>>2]=l;B=f[D>>2]|0}}f[l>>2]=B;f[D>>2]=0;f[(G+384|0)>>2]=(f[(G+384|0)>>2]|0)+-1;c=f[y>>2]|0;if(c|0){e=f[z>>2]|0;if((e|0)!=(c|0))f[z>>2]=e+(~(((e+-40-c|0)>>>0)/40|0)*40|0);sOb(c)}sOb(D);e=f[G+264>>2]|0;c=f[(G+268|0)>>2]|0;if((e|0)!=(c|0)){d:while(1){r=f[e>>2]|0;m=f[e+4>>2]|0;if((r|0)==(m|0)){E=r;v=110;break}o=f[(G+376|0)>>2]|0;if(!o){E=m;v=110;break}q=f[(G+372|0)>>2]|0;e:do if(!((o+-1|0)&o)){k=r;while(1){i=f[k>>2]|0;g=f[q+((i&(o+-1|0))<<2)>>2]|0;f:do if(g|0){g=f[g>>2]|0;if(!g)break;do{h=f[g+4>>2]|0;if(!((h|0)==(i|0)|(h&(o+-1|0)|0)==(i&(o+-1|0)|0)))break f;if((h|0)==(i|0))if((f[g+8>>2]|0)==(i|0))break e;g=f[g>>2]|0}while((g|0)!=0)}while(0);k=k+4|0;if((k|0)==(m|0)){E=m;v=110;break d}}}else{k=r;while(1){i=f[k>>2]|0;if(o>>>0>i>>>0)l=i;else l=(i>>>0)%(o>>>0)|0;g=f[q+(l<<2)>>2]|0;g:do if(g|0){g=f[g>>2]|0;if(!g)break;do{h=f[g+4>>2]|0;if((h|0)==(i|0)){if((f[g+8>>2]|0)==(i|0))break e}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(l|0))break g}g=f[g>>2]|0}while((g|0)!=0)}while(0);k=k+4|0;if((k|0)==(m|0)){E=m;v=110;break d}}}while(0);g=e+20|0;if((g|0)==(c|0)){d=c;break}else e=g}h:do if((v|0)==110){i=f[e+12>>2]|0;d=E-r>>2;g=f[e+16>>2]|0;h=f[(F+12|0)>>2]|0;if(!h)X1a(F,i,d,r,g);else Lh[f[(f[h>>2]|0)+72>>2]&255](h,i,d,r,g);d=e;if((e|0)!=(c|0)){g=e+20|0;if((g|0)!=(c|0))while(1){t=g;i:while(1){s=f[t>>2]|0;r=e+24|0;g=f[r>>2]|0;j:do if((s|0)==(g|0))g=s;else{o=f[(G+376|0)>>2]|0;if(!o)break;q=f[(G+372|0)>>2]|0;if(!((o+-1|0)&o)){l=s;while(1){k=f[l>>2]|0;h=f[q+((k&(o+-1|0))<<2)>>2]|0;k:do if(h|0){h=f[h>>2]|0;if(!h)break;do{i=f[h+4>>2]|0;if(!((i|0)==(k|0)|(i&(o+-1|0)|0)==(k&(o+-1|0)|0)))break k;if((i|0)==(k|0))if((f[h+8>>2]|0)==(k|0))break i;h=f[h>>2]|0}while((h|0)!=0)}while(0);l=l+4|0;if((l|0)==(g|0))break j}}else l=s;do{k=f[l>>2]|0;if(o>>>0>k>>>0)m=k;else m=(k>>>0)%(o>>>0)|0;h=f[q+(m<<2)>>2]|0;l:do if(h|0){h=f[h>>2]|0;if(!h)break;do{i=f[h+4>>2]|0;if((i|0)==(k|0)){if((f[h+8>>2]|0)==(k|0))break i}else{if(i>>>0>=o>>>0)i=(i>>>0)%(o>>>0)|0;if((i|0)!=(m|0))break l}h=f[h>>2]|0}while((h|0)!=0)}while(0);l=l+4|0}while((l|0)!=(g|0))}while(0);i=f[e+32>>2]|0;h=g-s>>2;e=f[e+36>>2]|0;g=f[(F+12|0)>>2]|0;if(!g)X1a(F,i,h,s,e);else Lh[f[(f[g>>2]|0)+72>>2]&255](g,i,h,s,e);e=t+20|0;if((e|0)==(c|0))break h;else{E=t;t=e;e=E}}k=d;h=f[k>>2]|0;if(!h){i=k+8|0;h=s}else{g=f[(k+4|0)>>2]|0;if((g|0)!=(h|0))f[(k+4|0)>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h);f[(k+8|0)>>2]=0;f[(k+4|0)>>2]=0;f[k>>2]=0;i=k+8|0;h=f[t>>2]|0;g=f[r>>2]|0}f[d>>2]=h;f[(k+4|0)>>2]=g;E=e+28|0;f[i>>2]=f[E>>2];f[E>>2]=0;f[r>>2]=0;f[t>>2]=0;E=e+32|0;g=f[E+4>>2]|0;f[(k+12|0)>>2]=f[E>>2];f[(k+12|0)+4>>2]=g;g=t+20|0;if((g|0)==(c|0)){d=k+20|0;break}else{d=k+20|0;e=t}}}}while(0);if((c|0)!=(d|0)){i=f[(G+268|0)>>2]|0;if((i|0)!=(c|0)){do{e=f[d>>2]|0;h=d+4|0;if(!e)e=d+8|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);e=d+8|0;f[e>>2]=0;f[h>>2]=0;f[d>>2]=0}f[d>>2]=f[c>>2];D=c+4|0;f[h>>2]=f[D>>2];E=c+8|0;f[e>>2]=f[E>>2];f[E>>2]=0;f[D>>2]=0;f[c>>2]=0;D=c+12|0;E=f[D+4>>2]|0;F=d+12|0;f[F>>2]=f[D>>2];f[F+4>>2]=E;c=c+20|0;d=d+20|0}while((c|0)!=(i|0));c=f[(G+268|0)>>2]|0}if((c|0)!=(d|0))do{e=c+-20|0;f[(G+268|0)>>2]=e;g=f[e>>2]|0;if(!g)c=e;else{c=c+-16|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g);c=f[(G+268|0)>>2]|0}}while((c|0)!=(d|0))}}c=f[(a+208|0)+4>>2]|0;if(c|0)iOb(c);u=a;f[a+1928>>2]=5;break a}f[a+1912>>2]=v;f[a+1920>>2]=H}function IYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+16>>2]|0;i=f[a+32>>2]|0;b=f[a+712>>2]|0;a:{if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+268|0)>>2]|0){b=f[(h+264|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);f[(h+264|0)>>2]=0;c=f[h+260>>2]|0;if(c|0){b=0;do{f[(f[(h+256|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+268|0)>>2]=0}b=f[(h+304|0)>>2]|0;if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+308|0)>>2]|0){b=f[(h+304|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);f[(h+304|0)>>2]=0;c=f[h+300>>2]|0;if(c|0){b=0;do{f[(f[(h+296|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+308|0)>>2]=0}b=f[(h+324|0)>>2]|0;if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+328|0)>>2]|0){MYa(f[(h+324|0)>>2]|0);f[(h+324|0)>>2]=0;c=f[h+320>>2]|0;if(c|0){b=0;do{f[(f[(h+316|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+328|0)>>2]=0}b=f[(h+344|0)>>2]|0;if(b|0)do{d=b;c=f[d+20>>2]|0;d=f[d+24>>2]|0;if((c|0)!=(d|0))do{g=f[c>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);c=c+4|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);if(f[(h+348|0)>>2]|0){b=f[(h+344|0)>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[(e+20|0)>>2]|0;if(c|0){d=f[(e+24|0)>>2]|0;if((d|0)!=(c|0)){do{g=d+-4|0;f[(e+24|0)>>2]=g;d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(e+24|0)>>2]|0}while((d|0)!=(c|0));c=f[(e+20|0)>>2]|0}sOb(c)}sOb(e)}while((b|0)!=0);f[(h+344|0)>>2]=0;c=f[h+340>>2]|0;if(c|0){b=0;do{f[(f[(h+336|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+348|0)>>2]=0}b=f[(h+364|0)>>2]|0;if(b|0)do{c=f[b+20>>2]|0;if(c|0)do{g=f[c+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);c=f[c>>2]|0}while((c|0)!=0);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+368|0)>>2]|0){b=f[(h+364|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[(g+32|0)>>2]|0;f[(g+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(g+12|0)>>2]|0;f[(g+12|0)>>2]=0;if(c|0)sOb(c);sOb(g)}while((b|0)!=0);f[(h+364|0)>>2]=0;c=f[h+360>>2]|0;if(c|0){b=0;do{f[(f[(h+356|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+368|0)>>2]=0}b=f[h+376>>2]|0;c=f[(h+380|0)>>2]|0;if((c|0)!=(b|0))f[(h+380|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);if(f[(h+400|0)>>2]|0){b=f[(h+396|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=f[(c+16|0)>>2]|0;if((e|0)!=(d|0))f[(c+16|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}sOb(c)}while((b|0)!=0);f[(h+396|0)>>2]=0;c=f[h+392>>2]|0;if(c|0){b=0;do{f[(f[(h+388|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+400|0)>>2]=0}if(f[(h+420|0)>>2]|0){b=f[(h+416|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);f[(h+416|0)>>2]=0;c=f[h+412>>2]|0;if(c|0){b=0;do{f[(f[(h+408|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+420|0)>>2]=0}if(!(f[(h+456|0)>>2]|0)){g=h+464|0;c=h+468|0;e=f[c>>2]|0;NYa(g,e);e=h+472|0;f[e>>2]=0;f[g>>2]=c;f[c>>2]=0;c=h+428|0;g=h+432|0;e=f[g>>2]|0;OYa(c,e);e=h+436|0;f[e>>2]=0;f[c>>2]=g;f[g>>2]=0;g=f[i>>2]|0;c=g+1|0;e=i+4|0;d=f[e>>2]|0;d=d+-1|0;f[e>>2]=d;e=i+8|0;f[e>>2]=c;e=i+12|0;f[e>>2]=d;g=g+2|0;f[i>>2]=g;i=h+440|0;f[i>>2]=g;f[a+1536>>2]=5;break a}b=f[(h+452|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);f[(h+452|0)>>2]=0;c=f[h+448>>2]|0;if(c|0){b=0;do{f[(f[(h+444|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+456|0)>>2]=0;g=h+464|0;c=h+468|0;e=f[c>>2]|0;NYa(g,e);e=h+472|0;f[e>>2]=0;f[g>>2]=c;f[c>>2]=0;c=h+428|0;g=h+432|0;e=f[g>>2]|0;OYa(c,e);e=h+436|0;f[e>>2]=0;f[c>>2]=g;f[g>>2]=0;g=f[i>>2]|0;c=g+1|0;e=i+4|0;d=f[e>>2]|0;d=d+-1|0;f[e>>2]=d;e=i+8|0;f[e>>2]=c;e=i+12|0;f[e>>2]=d;g=g+2|0;f[i>>2]=g;i=h+440|0;f[i>>2]=g;f[a+1536>>2]=5;break a}}function JYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=f[a+304>>2]|0;q=f[a+1160>>2]|0;s=f[a+1304>>2]|0;t=f[a+1312>>2]|0;b=f[a+1320>>2]|0;a:{if(t){t=0;switch(b|0){case 4:{j=r+96|0;h=f[r+100>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}b:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){n=b;break b}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){n=b;break b}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(n|0))break;else d=b}if((d|0)==(r+104|0))s=117;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))k=n;else s=117}do if((s|0)==117){b=f[n>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){k=n;break}}f[c>>2]=0;k=n}while(0);b=f[k>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[n>>2]|0}}f[d>>2]=b;f[k>>2]=0;r=r+108|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(n);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 1:{j=r+136|0;h=f[r+140>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}c:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){p=b;break c}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){p=b;break c}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(p|0))break;else d=b}if((d|0)==(r+144|0))s=163;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))l=p;else s=163}do if((s|0)==163){b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){l=p;break}}f[c>>2]=0;l=p}while(0);b=f[l>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[p>>2]|0}}f[d>>2]=b;f[l>>2]=0;r=r+148|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(p);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 7:{j=r+116|0;h=f[r+120>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}d:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){o=b;break d}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){o=b;break d}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(o|0))break;else d=b}if((d|0)==(r+124|0))s=209;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))m=o;else s=209}do if((s|0)==209){b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){m=o;break}}f[c>>2]=0;m=o}while(0);b=f[m>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[o>>2]|0}}f[d>>2]=b;f[m>>2]=0;r=r+128|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(o);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 8:{g=r+36|0;d=f[r+40>>2]|0;if(!d){f[a+1328>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&q;else if(d>>>0>q>>>0)e=q;else e=(q>>>0)%(d>>>0)|0;b=f[(f[g>>2]|0)+(e<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}e:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(d+-1|0)|0)==(e|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){i=b;break e}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){i=b;break e}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);YYa(g,i)|0;f[a+1328>>2]=5;break a}case 10:{g=r+16|0;d=f[r+20>>2]|0;if(!d){f[a+1328>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&q;else if(d>>>0>q>>>0)e=q;else e=(q>>>0)%(d>>>0)|0;b=f[(f[g>>2]|0)+(e<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}f:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(d+-1|0)|0)==(e|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){h=b;break f}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){h=b;break f}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);ZYa(g,h)|0;f[a+1328>>2]=5;break a}default:{f[a+1328>>2]=5;break a}}}}f[a+1304>>2]=s;f[a+1312>>2]=t}
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g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Z0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_0a(a,b);return}function _0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $0a(a,b,c){a=a|0;b=b|0;c=c|0;xh[f[(f[a>>2]|0)+172>>2]&127](a,b,c);return}function a1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;w=a+560|0;if(!b)return;t=a+564|0;u=a+572|0;v=a+576|0;s=a+568|0;r=0;do{l=c+(r<<3)|0;j=f[l>>2]|0;a:do if(j|0){k=f[c+(r<<3)+4>>2]|0;p=k+-1640531527+(j<<6)+(j>>>2)^j;m=f[t>>2]|0;o=(m|0)==0;b:do if(o)a=0;else{i=m+-1|0;h=(i&m|0)==0;if(h)a=p&i;else if(p>>>0<m>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;d=f[(f[w>>2]|0)+(a<<2)>>2]|0;if(d){d=f[d>>2]|0;if(d){if(h)while(1){h=f[d+4>>2]|0;if(!((h|0)==(p|0)|(h&i|0)==(a|0)))break b;if((f[d+8>>2]|0)==(j|0))if((f[d+12>>2]|0)==(k|0))break a;d=f[d>>2]|0;if(!d)break b}do{h=f[d+4>>2]|0;if((h|0)!=(p|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(a|0))break b}if((f[d+8>>2]|0)==(j|0))if((f[d+12>>2]|0)==(k|0))break a;d=f[d>>2]|0}while((d|0)!=0)}}}while(0);i=pOb(16)|0;j=l;k=f[j+4>>2]|0;l=i+8|0;f[l>>2]=f[j>>2];f[l+4>>2]=k;f[i+4>>2]=p;f[i>>2]=0;e=+(((f[u>>2]|0)+1|0)>>>0);g=+n[v>>2];do if(o|g*+(m>>>0)<e){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;vza(w,a>>>0<d>>>0?d:a);a=f[t>>2]|0;d=a+-1|0;if(!(d&a)){h=a;a=d&p;break}if(p>>>0<a>>>0){h=a;a=p}else{h=a;a=(p>>>0)%(a>>>0)|0}}else h=m;while(0);d=(f[w>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[s>>2];f[s>>2]=i;f[d>>2]=s;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=h+-1|0;if(!(d&h))a=a&d;else if(a>>>0>=h>>>0)a=(a>>>0)%(h>>>0)|0;a=(f[w>>2]|0)+(a<<2)|0;q=37}}else{f[i>>2]=f[a>>2];q=37}if((q|0)==37){q=0;f[a>>2]=i}f[u>>2]=(f[u>>2]|0)+1}while(0);r=r+1|0}while((r|0)!=(b|0));return}function b1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;u=a+580|0;if(!b)return;q=a+516|0;r=a+584|0;s=a+592|0;t=a+596|0;p=a+588|0;o=0;do{l=c+(o<<3)+4|0;c1a(q,l)|0;l=f[l>>2]|0;j=f[r>>2]|0;k=(j|0)==0;a:do if(k){a=0;m=20}else{i=j+-1|0;e=(i&j|0)==0;if(e)a=i&l;else if(l>>>0<j>>>0)a=l;else a=(l>>>0)%(j>>>0)|0;d=f[(f[u>>2]|0)+(a<<2)>>2]|0;if(!d)m=20;else{if(e)while(1){d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if(!((e|0)==(l|0)|(e&i|0)==(a|0))){m=20;break a}if((f[d+8>>2]|0)==(l|0))break a}do{d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if((e|0)!=(l|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(a|0)){m=20;break a}}}while((f[d+8>>2]|0)!=(l|0))}}while(0);if((m|0)==20){m=0;i=pOb(12)|0;f[i+8>>2]=l;f[i+4>>2]=l;f[i>>2]=0;g=+(((f[s>>2]|0)+1|0)>>>0);h=+n[t>>2];do if(k|h*+(j>>>0)<g){a=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(g/h))>>>0;d1a(u,a>>>0<d>>>0?d:a);a=f[r>>2]|0;d=a+-1|0;if(!(d&a)){e=a;a=d&l;break}if(l>>>0<a>>>0){e=a;a=l}else{e=a;a=(l>>>0)%(a>>>0)|0}}else e=j;while(0);d=(f[u>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[p>>2];f[p>>2]=i;f[d>>2]=p;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=e+-1|0;if(!(d&e))a=a&d;else if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;a=(f[u>>2]|0)+(a<<2)|0;m=33}}else{f[i>>2]=f[a>>2];m=33}if((m|0)==33){m=0;f[a>>2]=i}f[s>>2]=(f[s>>2]|0)+1}o=o+1|0}while((o|0)!=(b|0));return}function c1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function d1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){e1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;e1a(a,b);return}function e1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function f1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;v=a+516|0;if(!b)return;r=a+520|0;s=a+528|0;t=a+532|0;u=a+524|0;p=a+580|0;o=0;do{q=c+(o<<3)+4|0;l=f[q>>2]|0;j=f[r>>2]|0;k=(j|0)==0;a:do if(k){a=0;m=20}else{i=j+-1|0;e=(i&j|0)==0;if(e)a=i&l;else if(l>>>0<j>>>0)a=l;else a=(l>>>0)%(j>>>0)|0;d=f[(f[v>>2]|0)+(a<<2)>>2]|0;if(!d)m=20;else{if(e)while(1){d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if(!((e|0)==(l|0)|(e&i|0)==(a|0))){m=20;break a}if((f[d+8>>2]|0)==(l|0))break a}do{d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if((e|0)!=(l|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(a|0)){m=20;break a}}}while((f[d+8>>2]|0)!=(l|0))}}while(0);if((m|0)==20){m=0;i=pOb(12)|0;f[i+8>>2]=l;f[i+4>>2]=l;f[i>>2]=0;g=+(((f[s>>2]|0)+1|0)>>>0);h=+n[t>>2];do if(k|h*+(j>>>0)<g){a=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(g/h))>>>0;d1a(v,a>>>0<d>>>0?d:a);a=f[r>>2]|0;d=a+-1|0;if(!(d&a)){e=a;a=d&l;break}if(l>>>0<a>>>0){e=a;a=l}else{e=a;a=(l>>>0)%(a>>>0)|0}}else e=j;while(0);d=(f[v>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[u>>2];f[u>>2]=i;f[d>>2]=u;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=e+-1|0;if(!(d&e))a=a&d;else if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;a=(f[v>>2]|0)+(a<<2)|0;m=33}}else{f[i>>2]=f[a>>2];m=33}if((m|0)==33){m=0;f[a>>2]=i}f[s>>2]=(f[s>>2]|0)+1}c1a(p,q)|0;o=o+1|0}while((o|0)!=(b|0));return}function g1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0;if(((f[a+12>>2]|0)+-1|0)>>>0<2){Gh[f[(f[a>>2]|0)+44>>2]&3](a,b,c,d,e);return}j=a+4|0;a=f[j>>2]|0;k=a+600|0;g=f[k>>2]|0;i=a+604|0;if(!g)a=a+608|0;else{h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);a=a+608|0;f[a>>2]=0;f[i>>2]=0;f[k>>2]=0}f[k>>2]=f[b>>2];k=b+4|0;f[i>>2]=f[k>>2];i=b+8|0;f[a>>2]=f[i>>2];f[i>>2]=0;f[k>>2]=0;f[b>>2]=0;b=f[j>>2]|0;f[b+612>>2]=c;f[b+616>>2]=d;n[b+620>>2]=e;return}function h1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;p=0;t=u;u=u+3296|0;d=f[b>>2]|0;if((c|0)==17&(d|0)==0){q=f[(f[(f[a+4>>2]|0)+428>>2]|0)+16>>2]|0;f[b>>2]=q}else q=d;s=f[(a+4|0)>>2]|0;if(q>>>0<=(f[s+816>>2]|0)>>>0){if(q>>>0<=(f[s+824>>2]|0)>>>0){u=t;return}i=f[(f[a+8>>2]|0)+232>>2]|0;b=f[(s+468|0)>>2]|0;do if(!b){k=s+468|0;l=s+468|0}else{e=s+468|0;a:while(1){d=f[b+16>>2]|0;do if(d>>>0>q>>>0)p=11;else{if(d>>>0>=q>>>0){d=f[b+20>>2]|0;if((d|0)>(c|0)){p=11;break}if((d|0)>=(c|0)){p=16;break a}}j=b+4|0;d=f[j>>2]|0;if(!d){p=15;break a}else{h=j;g=d}}while(0);if((p|0)==11){p=0;d=f[b>>2]|0;if(!d){p=12;break}else{h=b;g=d}}e=h;b=g}if((p|0)==12){k=b;l=b;break}else if((p|0)==15){k=b;l=j;break}else if((p|0)==16){k=b;l=e;break}}while(0);if(!(f[l>>2]|0)){b=pOb(24)|0;f[(b+16|0)>>2]=q;f[(b+16|0)+4>>2]=c;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=k;f[l>>2]=b;d=f[f[(s+464|0)>>2]>>2]|0;if(d){f[(s+464|0)>>2]=d;b=f[l>>2]|0}r_a(f[s+468>>2]|0,b);f[(s+472|0)>>2]=(f[(s+472|0)>>2]|0)+1}fZa(s,a,i);u=t;return}if(q>>>0>=(f[s+828>>2]|0)>>>0){u=t;return}r=f[(f[a+8>>2]|0)+232>>2]|0;f[t>>2]=q;b:do{m=1;l=c|0;if(m){m=0;switch(l|0){case 14:{e=f[(s+300|0)>>2]|0;if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&q;else if(e>>>0>q>>>0)g=q;else g=(q>>>0)%(e>>>0)|0;b=f[(f[(s+296|0)>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){c:do if(!((e+-1|0)&e))while(1){c=f[b+4>>2]|0;d=(c|0)==(q|0);if(!(d|(c&(e+-1|0)|0)==(g|0)))break b;if(d)if((f[b+8>>2]|0)==(q|0)){j=b;break c}b=f[b>>2]|0;if(!b)break b}else while(1){d=f[b+4>>2]|0;if((d|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){j=b;break c}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break b}b=f[b>>2]|0;if(!b)break b}while(0);k=j+12|0;e=f[k>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,t+8|0);e=f[(s+300|0)>>2]|0;b=f[j+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&b;else if(b>>>0<e>>>0)h=b;else h=(b>>>0)%(e>>>0)|0;d=(f[(s+296|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){b=f[i>>2]|0;if((b|0)==(j|0))break;else i=b}if((i|0)==(s+304|0))p=56;else{b=f[i+4>>2]|0;if(g)b=b&(e+-1|0);else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)==(h|0))o=j;else p=56}do if((p|0)==56){b=f[j>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&(e+-1|0);else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)==(h|0)){o=j;break}}f[d>>2]=0;o=j}while(0);b=f[o>>2]|0;if(b){d=f[b+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(s+296|0)>>2]|0)+(d<<2)>>2]=i;b=f[j>>2]|0}}f[i>>2]=b;f[o>>2]=0;f[(s+308|0)>>2]=(f[(s+308|0)>>2]|0)+-1;b=f[k>>2]|0;f[k>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(j)}}}break}default:m=1}}f[t+48>>2]=a;f[t+1200>>2]=s;f[t+1232>>2]=q;f[t+2352>>2]=r;f[t+3104>>2]=p;f[t+3112>>2]=m;f[t+3120>>2]=l;f[t+3152>>2]=0;f[t+3156>>2]=0;_4a(t);p=f[t+3104>>2]|0;m=f[t+3112>>2]|0;G=f[t+3152>>2]|0;D=f[t+3156>>2]|0;H=+n[t+3156>>2];f[t+3152>>2]=0;f[t+3156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break b}if(m){m=0;switch(l|0){case 11:{b=f[s+364>>2]|0;if(b|0){o=b;f[t+656>>2]=o;f[t+1200>>2]=s;f[t+1232>>2]=q;f[t+2352>>2]=r;f[t+3104>>2]=p;f[t+3144>>2]=0;f[t+3148>>2]=0;Z4a(t);G=f[t+3144>>2]|0;D=f[t+3148>>2]|0;H=+n[t+3148>>2];f[t+3144>>2]=0;f[t+3148>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break b}}break}default:m=1}}if(m)switch(l|0){case 17:{g=f[(s+432|0)>>2]|0;if(g|0){e=s+432|0;d=g;d:while(1){b=d;while(1){if((f[b+16>>2]|0)>>>0<=q>>>0)break;b=f[b+4>>2]|0;if(!b)break d}d=f[b>>2]|0;if(!d){e=b;break}else e=b}if((e|0)!=(s+432|0|0))if((f[e+16>>2]|0)>>>0>=q>>>0){b=f[e+4>>2]|0;if(!b){d=e+8|0;b=f[d>>2]|0;if((f[b>>2]|0)!=(e|0))do{q=f[d>>2]|0;d=q+8|0;b=f[d>>2]|0}while((f[b>>2]|0)!=(q|0))}else while(1){d=f[b>>2]|0;if(!d)break;else b=d}if((f[(s+428|0)>>2]|0)==(e|0))f[(s+428|0)>>2]=b;f[(s+436|0)>>2]=(f[(s+436|0)>>2]|0)+-1;n_a(g,e);sOb(e);if(!(f[(s+436|0)>>2]|0)){b=f[(s+376|0)>>2]|0;d=f[s+380>>2]|0;if((b|0)==(d|0))break b;while(1){s=f[b+4>>2]|0;q=f[(a+4|0)>>2]|0;f[(t+4|0)>>2]=f[b>>2];f[(t+8|0)>>2]=f[(t+4|0)>>2];K0a(q,r,s,t+8|0);b=b+8|0;if((b|0)==(d|0))break b}}i=f[(f[(s+428|0)>>2]|0)+16>>2]|0;b=f[(s+376|0)>>2]|0;d=f[(s+380|0)>>2]|0;if((b|0)!=(d|0)){e=d;while(1){d=f[b>>2]|0;if(i>>>0<d>>>0){h=f[b+4>>2]|0;q=f[(a+4|0)>>2]|0;f[(t+4|0)>>2]=d;f[(t+8|0)>>2]=f[(t+4|0)>>2];K0a(q,r,h,t+8|0);h=b+8|0;d=f[(s+380|0)>>2]|0;if((h|0)==(d|0))e=d+-8|0;else{e=h;g=b;while(1){f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];e=e+8|0;if((e|0)==(d|0))break;else g=g+8|0}b=b+((((d+-8|0)-h|0)>>>3)+1<<3)|0;e=d+-8|0}e=d+(~((e-b|0)>>>3)<<3)|0;if((d|0)==(b|0))b=h;else{f[(s+380|0)>>2]=e;b=h;d=e}}else{b=b+8|0;d=e}if((b|0)==(d|0))break;else e=d}}}}break}default:{}}}while(0);u=t;return}function i1a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(36)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;k1a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function j1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function k1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){l1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;l1a(a,b);return}function l1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function m1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+16|0;k=m+4|0;l=m;switch(d|0){case 1:{xh[f[(f[a>>2]|0)+16>>2]&127](a,c,e);u=m;return}case 3:{n1a(a,c,e);u=m;return}case 4:{o1a(a,c,e);u=m;return}case 5:{p1a(a,c,e,0);u=m;return}case 7:{q1a(f[a+4>>2]|0,f[(f[a+8>>2]|0)+232>>2]|0,c,e);u=m;return}case 8:{r1a(a,c,e);u=m;return}case 10:{s1a(a,c,e);u=m;return}case 9:{j=a+4|0;h=xYa((f[j>>2]|0)+776|0,c)|0;g=h+36|0;if(f[g>>2]|0){d=h+32|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+28>>2]|0;if(d|0){e=h+24|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+56|0;if(f[g>>2]|0){d=h+52|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+48>>2]|0;if(d|0){e=h+44|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+16|0;if(f[g>>2]|0){d=h+12|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+8>>2]|0;if(d|0){e=h+4|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+76|0;if(f[g>>2]|0){d=h+72|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+68>>2]|0;if(d|0){e=h+64|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+96|0;if(f[g>>2]|0){d=h+92|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+88>>2]|0;if(d|0){e=h+84|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+116|0;if(f[g>>2]|0){d=h+112|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+108>>2]|0;if(d|0){e=h+104|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+136|0;if(f[g>>2]|0){d=h+132|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+128>>2]|0;if(d|0){e=h+124|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}b[h>>0]=3;h=k+4|0;i=k+8|0;e=f[c>>2]|0;d=f[j>>2]|0;f[k>>2]=9;f[h>>2]=3;f[i>>2]=e;d=t1a(d+336|0,k)|0;g=d;if(d|0){a=f[d+20>>2]|0;d=f[d+24>>2]|0;if((a|0)!=(d|0))do{n=f[a>>2]|0;o=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=e;oh[o&1023](n,k);a=a+4|0}while((a|0)!=(d|0));o=(f[j>>2]|0)+336|0;f[l>>2]=g;f[k>>2]=f[l>>2];u1a(o,k)|0}g=f[c>>2]|0;d=f[j>>2]|0;f[k>>2]=9;f[h>>2]=1;f[i>>2]=g;d=t1a(d+336|0,k)|0;e=d;if(!d){u=m;return}a=f[d+20>>2]|0;d=f[d+24>>2]|0;if((a|0)!=(d|0))do{o=f[a>>2]|0;n=f[(f[o>>2]|0)+12>>2]|0;f[k>>2]=g;oh[n&1023](o,k);a=a+4|0}while((a|0)!=(d|0));o=(f[j>>2]|0)+336|0;f[l>>2]=e;f[k>>2]=f[l>>2];u1a(o,k)|0;u=m;return}default:{u=m;return}}}function n1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+76|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+80>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+84|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+88|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=v0a(l,c+4|0)|0;b[q>>0]=d;return}function o1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+96|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+100>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+104|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+108|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=A0a(l,c+4|0)|0;b[q>>0]=d;return}function p1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+32|0;q=t+16|0;r=t;p=t+8|0;s=a+4|0;g=f[s>>2]|0;n=f[c>>2]|0;k=f[g+780>>2]|0;a:do if(k|0){j=k+-1|0;i=(j&k|0)==0;if(i)l=j&n;else if(k>>>0>n>>>0)l=n;else l=(n>>>0)%(k>>>0)|0;g=f[(f[g+776>>2]|0)+(l<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(i)while(1){o=f[g+4>>2]|0;i=(o|0)==(n|0);if(!(i|(o&j|0)==(l|0)))break a;if(i)if((f[g+8>>2]|0)==(n|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){i=f[g+4>>2]|0;if((i|0)==(n|0)){if((f[g+8>>2]|0)==(n|0))break b}else{if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(l|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);o=g+56|0;if((h[g+12>>0]|0)<=1){switch(d<<24>>24){case 0:{m=c+4|0;l=f[m>>2]|0;j=f[g+60>>2]|0;if(!j)break a;i=j+-1|0;g=(i&j|0)==0;if(g)k=i&l;else if(j>>>0>l>>>0)k=l;else k=(l>>>0)%(j>>>0)|0;d=f[(f[o>>2]|0)+(k<<2)>>2]|0;if(!d)break a;d=f[d>>2]|0;if(!d)break a;c:do if(g)while(1){j=f[d+4>>2]|0;g=(j|0)==(l|0);if(!(g|(j&i|0)==(k|0)))break a;if(g)if((f[d+8>>2]|0)==(l|0)){k=d;break c}d=f[d>>2]|0;if(!d)break a}else while(1){g=f[d+4>>2]|0;if((g|0)==(l|0)){if((f[d+8>>2]|0)==(l|0)){k=d;break c}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(k|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);do if(b[k+12>>0]|0){i=f[(f[a+8>>2]|0)+232>>2]|0;f[r>>2]=n;f[q>>2]=f[r>>2];i=mSa(i,q)|0;j=f[m>>2]|0;d=f[i+24>>2]|0;g=d+-1|0;if(!(g&d)){d=f[(f[i+20>>2]|0)+((g&j)<<2)>>2]|0;while(1){d=f[d>>2]|0;if((j|0)!=(f[d+4>>2]|0))continue;if((f[d+8>>2]|0)==(j|0))break}}else{if(j>>>0<d>>>0)d=j;else d=(j>>>0)%(d>>>0)|0;d=f[(f[i+20>>2]|0)+(d<<2)>>2]|0;while(1){d=f[d>>2]|0;if((j|0)!=(f[d+4>>2]|0))continue;if((f[d+8>>2]|0)==(j|0))break}}d=f[(f[d+16>>2]|0)+4>>2]|0;if(!d)break a;else if(!(b[(f[d+44>>2]|0)+148>>0]&2))break a;else break}while(0);XYa(o,k)|0;break a}case 2:case 1:break;default:d=2}o=(P$a(o,c+4|0)|0)+1|0;b[o>>0]=d}}}}while(0);if(!e){u=t;return}m=f[(f[a+8>>2]|0)+232>>2]|0;n=ySa(m)|0;f[p>>2]=f[c>>2];f[q>>2]=f[p>>2];l=mSa(m,q)|0;d=f[l+8>>2]|0;l=f[l+12>>2]|0;if((d|0)==(l|0)){u=t;return}i=c+4|0;j=q+4|0;k=r+4|0;g=d;do{d=f[i>>2]|0;f[q>>2]=f[(f[g>>2]|0)+4>>2];f[j>>2]=d;ARa(r,m,q);qDa(n,f[r>>2]|0);d=f[(f[s>>2]|0)+364>>2]|0;if(d|0)do{Akb(m,f[d+8>>2]|0,f[r>>2]|0);d=f[d>>2]|0}while((d|0)!=0);d=f[k>>2]|0;if(d|0)iOb(d);g=g+8|0}while((g|0)!=(l|0));u=t;return}function q1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;t=y+24|0;v=y+16|0;w=y+8|0;x=y;l=f[d>>2]|0;k=f[a+780>>2]|0;if(!k){u=y;return}j=k+-1|0;i=(j&k|0)==0;if(i)m=j&l;else if(k>>>0>l>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;g=f[(f[a+776>>2]|0)+(m<<2)>>2]|0;if(!g){u=y;return}g=f[g>>2]|0;if(!g){u=y;return}a:do if(i){while(1){p=f[g+4>>2]|0;i=(p|0)==(l|0);if(!(i|(p&j|0)==(m|0))){q=80;break}if(i)if((f[g+8>>2]|0)==(l|0)){s=g;break a}g=f[g>>2]|0;if(!g){q=80;break}}if((q|0)==80){u=y;return}}else{while(1){i=f[g+4>>2]|0;if((i|0)==(l|0)){if((f[g+8>>2]|0)==(l|0)){s=g;break a}}else{if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(m|0)){q=80;break}}g=f[g>>2]|0;if(!g){q=80;break}}if((q|0)==80){u=y;return}}while(0);p=s+116|0;if((h[s+12>>0]|0)>1){u=y;return}switch(e<<24>>24){case 0:{j=f[d+4>>2]|0;m=f[s+120>>2]|0;b:do if(m|0){n=m+-1|0;o=(n&m|0)==0;if(o)i=n&j;else if(m>>>0>j>>>0)i=j;else i=(j>>>0)%(m>>>0)|0;k=f[p>>2]|0;e=f[k+(i<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(o)while(1){l=f[e+4>>2]|0;g=(l|0)==(j|0);if(!(g|(l&n|0)==(i|0)))break b;if(g)if((f[e+8>>2]|0)==(j|0)){l=e;break c}e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(j|0)){if((f[e+8>>2]|0)==(j|0)){l=e;break c}}else{if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(i|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);if(o)j=n&j;else if(m>>>0<=j>>>0)j=(j>>>0)%(m>>>0)|0;g=k+(j<<2)|0;i=f[g>>2]|0;while(1){e=f[i>>2]|0;if((e|0)==(l|0))break;else i=e}if((i|0)==(s+124|0))q=52;else{e=f[i+4>>2]|0;if(o)e=e&n;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;if((e|0)==(j|0))r=l;else q=52}do if((q|0)==52){e=f[l>>2]|0;if(e|0){e=f[e+4>>2]|0;do if(o)e=e&n;else{if(e>>>0<m>>>0)break;e=(e>>>0)%(m>>>0)|0}while(0);if((e|0)==(j|0)){r=l;break}}f[g>>2]=0;r=l}while(0);g=f[r>>2]|0;e=g;if(g){g=f[g+4>>2]|0;if(o)g=g&n;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(j|0)){f[(f[p>>2]|0)+(g<<2)>>2]=i;e=f[l>>2]|0}}f[i>>2]=e;f[r>>2]=0;s=s+128|0;f[s>>2]=(f[s>>2]|0)+-1;sOb(l)}}}while(0);zRa(v,c,d);l=f[(f[v>>2]|0)+44>>2]|0;e=f[l+112>>2]|0;l=f[l+116>>2]|0;if((e|0)!=(l|0)){m=t+4|0;j=a+832|0;k=w+4|0;do{g=f[e>>2]|0;i=g+116|0;if(!(f[g+196>>2]&131072)){f[x>>2]=f[i>>2];f[t>>2]=f[x>>2];IQa(w,c,t);g=f[g+120>>2]|0;f[t>>2]=f[(f[w>>2]|0)+8>>2];f[m>>2]=g;p1a(f[j>>2]|0,t,0,1);g=f[k>>2]|0;if(g|0)iOb(g)}else p1a(f[j>>2]|0,i,0,1);e=e+4|0}while((e|0)!=(l|0))}e=f[v+4>>2]|0;if(e|0)iOb(e);u=y;return}case 2:case 1:break;default:e=2}x=G0a(p,d+4|0)|0;b[x>>0]=e;u=y;return}function r1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;e=f[a+4>>2]|0;k=f[c>>2]|0;j=f[e+780>>2]|0;if(!j){u=p;return}i=j+-1|0;g=(i&j|0)==0;if(g)l=i&k;else if(j>>>0>k>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;e=f[(f[e+776>>2]|0)+(l<<2)>>2]|0;if(!e){u=p;return}e=f[e>>2]|0;if(!e){u=p;return}a:do if(g){while(1){j=f[e+4>>2]|0;g=(j|0)==(k|0);if(!(g|(j&i|0)==(l|0))){e=47;break}if(g)if((f[e+8>>2]|0)==(k|0)){m=e;break a}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0)){m=e;break a}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(l|0)){e=47;break}}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}while(0);l=m+36|0;if((h[m+12>>0]|0)>1){u=p;return}switch(d<<24>>24){case 0:{k=f[c+4>>2]|0;i=f[m+40>>2]|0;if(!i){u=p;return}g=i+-1|0;e=(g&i|0)==0;if(e)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;d=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!d){u=p;return}d=f[d>>2]|0;if(!d){u=p;return}b:do if(e){while(1){m=f[d+4>>2]|0;e=(m|0)==(k|0);if(!(e|(m&g|0)==(j|0))){e=47;break}if(e)if((f[d+8>>2]|0)==(k|0)){o=d;break b}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0)){o=d;break b}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(j|0)){e=47;break}}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}while(0);if(!(b[o+12>>0]|0)){sRa(n,f[(f[a+8>>2]|0)+232>>2]|0,c);e=f[n>>2]|0;d=f[n+4>>2]|0;if(d|0)iOb(d);if(NFa(e)|0){u=p;return}}YYa(l,o)|0;u=p;return}case 2:case 1:break;default:d=2}o=(b0a(l,c+4|0)|0)+1|0;b[o>>0]=d;u=p;return}function s1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;e=f[a+4>>2]|0;k=f[c>>2]|0;j=f[e+780>>2]|0;if(!j){u=p;return}i=j+-1|0;g=(i&j|0)==0;if(g)l=i&k;else if(j>>>0>k>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;e=f[(f[e+776>>2]|0)+(l<<2)>>2]|0;if(!e){u=p;return}e=f[e>>2]|0;if(!e){u=p;return}a:do if(g){while(1){j=f[e+4>>2]|0;g=(j|0)==(k|0);if(!(g|(j&i|0)==(l|0))){e=47;break}if(g)if((f[e+8>>2]|0)==(k|0)){m=e;break a}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0)){m=e;break a}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(l|0)){e=47;break}}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}while(0);l=m+16|0;if((h[m+12>>0]|0)>1){u=p;return}switch(d<<24>>24){case 0:{k=f[c+4>>2]|0;i=f[m+20>>2]|0;if(!i){u=p;return}g=i+-1|0;e=(g&i|0)==0;if(e)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;d=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!d){u=p;return}d=f[d>>2]|0;if(!d){u=p;return}b:do if(e){while(1){m=f[d+4>>2]|0;e=(m|0)==(k|0);if(!(e|(m&g|0)==(j|0))){e=47;break}if(e)if((f[d+8>>2]|0)==(k|0)){o=d;break b}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0)){o=d;break b}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(j|0)){e=47;break}}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}while(0);if(b[o+12>>0]|0){g=f[(f[a+8>>2]|0)+232>>2]|0;CRa(n,g,c);e=f[n>>2]|0;d=f[n+4>>2]|0;if(d|0)iOb(d);if(!(lFa(e,g,1,0)|0)){u=p;return}}ZYa(l,o)|0;u=p;return}case 2:case 1:break;default:d=2}o=(W$a(l,c+4|0)|0)+1|0;b[o>>0]=d;u=p;return}function t1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[b+4>>2]|0;g=l+-1640531527+(k<<6)+(k>>>2)^k;e=f[b+8>>2]|0;g=e+-1640531527+(g<<6)+(g>>>2)^g;h=f[a+4>>2]|0;if(!h){l=0;return l|0}d=h+-1|0;c=(d&h|0)==0;if(c)i=g&d;else if(g>>>0<h>>>0)i=g;else i=(g>>>0)%(h>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){l=0;return l|0}b=f[b>>2]|0;if(!b){l=0;return l|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(g|0);if(!(a|(c&d|0)==(i|0))){b=0;a=23;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(l|0))if((f[b+16>>2]|0)==(e|0)){a=23;break}b=f[b>>2]|0;if(!b){b=0;a=23;break}}if((a|0)==23)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(g|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(l|0))if((f[j+16>>2]|0)==(e|0)){b=j;a=23;break}}else{if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)!=(i|0)){b=0;a=23;break}}j=f[j>>2]|0;if(!j){b=0;a=23;break}}if((a|0)==23)return b|0;return 0}function u1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;d=k+20|0;b=f[d>>2]|0;if(b|0){e=k+24|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{a=c+-4|0;f[e>>2]=a;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}sOb(k);return l|0}function v1a(a,b,c){a=a|0;b=b|0;c=c|0;q1a(f[a+4>>2]|0,f[(f[a+8>>2]|0)+232>>2]|0,b,c);return}function w1a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;w=y+4|0;x=y;v=a+4|0;t=f[v>>2]|0;f[w>>2]=b;f[w+4>>2]=c;f[w+8>>2]=d;b=t1a(t+336|0,w)|0;t=b;if(!b){u=y;return}a=f[b+20>>2]|0;s=f[b+24>>2]|0;a:do if((a|0)!=(s|0)){l=e+(g<<2)|0;m=w+4|0;n=w+8|0;k=g<<2;o=k>>2;p=(o|0)==0;q=o>>>0>1073741823;r=w+8|0;i=(g|0)==0;j=((l+-4-e|0)>>>2)+1|0;if(!h)while(1){e=f[a>>2]|0;r=f[(f[e>>2]|0)+12>>2]|0;f[w>>2]=d;oh[r&1023](e,w);a=a+4|0;if((a|0)==(s|0))break a}while(1){c=f[a>>2]|0;g=f[(f[c>>2]|0)+8>>2]|0;f[w>>2]=0;f[m>>2]=0;f[n>>2]=0;if(!p){if(q)break;h=pOb(k)|0;f[m>>2]=h;f[w>>2]=h;f[r>>2]=h+(o<<2);if(!i){b=e;d=h;while(1){f[d>>2]=f[b>>2];b=b+4|0;if((b|0)==(l|0))break;else d=d+4|0}f[m>>2]=h+(j<<2)}}oh[g&1023](c,w);b=f[w>>2]|0;if(b|0){c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}a=a+4|0;if((a|0)==(s|0))break a}AMb(w)}while(0);v=(f[v>>2]|0)+336|0;f[x>>2]=t;f[w>>2]=f[x>>2];u1a(v,w)|0;u=y;return}function x1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+16|0;m=n+4|0;e=n;a=f[a+4>>2]|0;if((f[b>>2]|0)>>>0>=(f[a+828>>2]|0)>>>0){u=n;return}l=y1a(a+388|0,b)|0;k=l+4|0;a=f[k>>2]|0;if((f[l>>2]|0)!=(a|0)){f[e>>2]=a;f[m>>2]=f[e>>2];z1a(l,m,c,c+(d<<3)|0)|0;u=n;return}h=c+(d<<3)|0;f[m>>2]=0;j=m+4|0;f[j>>2]=0;f[m+8>>2]=0;b=d<<3;a=b>>3;if(!a){a=0;e=0}else{if(a>>>0>536870911)AMb(m);i=pOb(b)|0;f[j>>2]=i;f[m>>2]=i;f[m+8>>2]=i+(a<<3);e=i;if(!d)a=e;else{g=((b+-8|0)>>>3)+1|0;a=c;b=i;d=i;while(1){p=a;o=f[p+4>>2]|0;c=b;f[c>>2]=f[p>>2];f[c+4>>2]=o;a=a+8|0;d=d+8|0;if((a|0)==(h|0))break;else b=d}a=i+(g<<3)|0;f[j>>2]=a}}b=f[l>>2]|0;if(!b){d=l+8|0;b=e}else{a=f[k>>2]|0;if((a|0)!=(b|0))f[k>>2]=a+(~((a+-8-b|0)>>>3)<<3);sOb(b);d=l+8|0;f[d>>2]=0;f[k>>2]=0;f[l>>2]=0;b=f[m>>2]|0;a=f[j>>2]|0}f[l>>2]=b;f[k>>2]=a;f[d>>2]=f[m+8>>2];u=n;return}function y1a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(24)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;A1a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function z1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=f[a>>2]|0;g=l;h=(f[b>>2]|0)-g|0;o=l+(h>>3<<3)|0;k=c;p=d-k|0;j=p>>3;if((p|0)<=0){p=o;return p|0}n=a+8|0;e=f[n>>2]|0;p=a+4|0;m=f[p>>2]|0;b=m;if((j|0)<=(e-b>>3|0)){h=b-o|0;b=h>>3;if((j|0)>(b|0)){g=c+(b<<3)|0;if((g|0)==(d|0))b=m;else{e=g;b=m;do{n=e;a=f[n+4>>2]|0;f[b>>2]=f[n>>2];f[b+4>>2]=a;e=e+8|0;b=(f[p>>2]|0)+8|0;f[p>>2]=b}while((e|0)!=(d|0))}if((h|0)>0)d=g;else{p=o;return p|0}}else b=m;h=b-(o+(j<<3))|0;i=h>>3;e=o+(i<<3)|0;if(e>>>0<m>>>0){g=b;do{l=e;n=f[l+4>>2]|0;a=g;f[a>>2]=f[l>>2];f[a+4>>2]=n;e=e+8|0;g=(f[p>>2]|0)+8|0;f[p>>2]=g}while(e>>>0<m>>>0)}if(i|0)cQb(b+(0-i<<3)|0,o|0,h|0)|0;b=d-k|0;if(!b){p=o;return p|0}cQb(o|0,c|0,b|0)|0;p=o;return p|0}b=(b-g>>3)+j|0;if(b>>>0>536870911)AMb(a);j=e-g|0;g=j>>2;g=j>>3>>>0<268435455?(g>>>0<b>>>0?b:g):536870911;j=o;b=h>>3;do if(!g)i=0;else if(g>>>0>536870911)vd();else{i=pOb(g<<3)|0;break}while(0);k=i+(b<<3)|0;e=k;i=i+(g<<3)|0;if((c|0)==(d|0))b=l;else{b=c;g=k;do{l=b;m=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=m;g=e+8|0;e=g;b=b+8|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(0-(g>>3)<<3)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[p>>2]|0)-j|0;if((g|0)>0){bQb(e|0,o|0,g|0)|0;e=e+(g>>>3<<3)|0;b=f[a>>2]|0}f[a>>2]=h;f[p>>2]=e;f[n>>2]=i;if(!b){p=k;return p|0}sOb(b);p=k;return p|0}function A1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){B1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;B1a(a,b);return}function B1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function C1a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;a=f[(f[a+4>>2]|0)+364>>2]|0;if(!a)return;j=f[c>>2]|0;a:while(1){i=a;if((f[i+36>>2]|0)==(j|0))break;if((f[i+40>>2]|0)==(j|0))break;c=i+12|0;g=f[i+16>>2]|0;b:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&j;else if(j>>>0<g>>>0)h=j;else h=(j>>>0)%(g>>>0)|0;c=f[(f[c>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){if(d)while(1){g=f[c+4>>2]|0;d=(g|0)==(j|0);if(!(d|(g&e|0)==(h|0)))break b;if(d)if((f[c+8>>2]|0)==(j|0))break a;c=f[c>>2]|0;if(!c)break b}do{d=f[c+4>>2]|0;if((d|0)==(j|0)){if((f[c+8>>2]|0)==(j|0))break a}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break b}c=f[c>>2]|0}while((c|0)!=0)}}}while(0);a=f[a>>2]|0;if(!a){k=25;break}}if((k|0)==25)return;b[i+44>>0]=1;return}function D1a(a,b,c){a=a|0;b=b|0;c=c|0;a=f[a+4>>2]|0;if((f[b>>2]|0)>>>0>=(f[a+828>>2]|0)>>>0)return;b=i1a(a+408|0,b)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];f[b+20>>2]=f[c+20>>2];return}function E1a(a,b){a=a|0;b=b|0;return}function F1a(a){a=a|0;var b=0;f[a>>2]=39368;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;K3a(a);sOb(a);return}function G1a(a){a=a|0;var b=0,c=0;f[a>>2]=39368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}K3a(b);sOb(b);sOb(a);return}function H1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;i=a+4|0;c=f[i>>2]|0;a=c+116|0;h=b[a>>0]|0;if(h&4){b[a>>0]=h&-5;lQa((f[c>>2]|0)+92|0);c=f[i>>2]|0}c=f[c>>2]|0;if(d>>>0<69&(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)){g=f[(f[i>>2]|0)+4>>2]|0;f[j>>2]=f[9952];CQa(g,j);u=k;return}if((e|0)!=-2){u=k;return}if(!(nYa(c)|0)){u=k;return}f[(f[i>>2]|0)+100>>2]=g;u=k;return}function I1a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j+24|0;i=j;if((c|0)!=2){u=j;return}g=a+4|0;a=(f[g>>2]|0)+116|0;c=b[a>>0]|0;if(c&4){u=j;return}b[a>>0]=c|4;a=(f[g>>2]|0)+116|0;c=b[a>>0]|0;do if(c&8){b[a>>0]=c&-9;d=f[g>>2]|0;a=f[d>>2]|0;d=f[d+4>>2]|0;if((zSa(d)|0)<=0){Y8a(f[a+240>>2]|0);break}e=i+16|0;f[i>>2]=39772;f[i+4>>2]=a;f[e>>2]=i;b[h>>0]=1;a=d+8|0;c=f[a>>2]|0;if(c>>>0<(f[d+12>>2]|0)>>>0){f[c+16>>2]=c;h=f[e>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,c);h=f[a>>2]|0;b[c+24>>0]=1;f[a>>2]=h+32}else Qha(d+4|0,i,h);a=f[e>>2]|0;if((i|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);lQa((f[f[g>>2]>>2]|0)+104|0);u=j;return}function J1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+16|0;d=g+4|0;e=g;if(!c){u=g;return}do switch(c&-2113929217|0){case 1:{c=8;break}case 2:{c=5;break}case 3:{c=4;break}case 4:{c=6;break}case 5:{c=c>>>30|2;break}case 6:{c=9;break}case 7:{c=7;break}case 8:{c=1;break}case 9:{c=10;break}case 10:{c=0;break}case 11:{c=14;break}case 12:{c=16;break}default:{u=g;return}}while(0);a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,c);u=g;return}function K1a(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;var k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+848|0;o=w+832|0;q=w+824|0;r=w+72|0;s=w+48|0;t=w+24|0;v=w;m=a+4|0;a=f[m>>2]|0;k=a+116|0;l=b[k>>0]|0;if(l&4){b[k>>0]=l&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=w;return}n=f[(f[m>>2]|0)+4>>2]|0;a=BQa(n)|0;f[o>>2]=a;f[o+4>>2]=j;ERa(q,n,o);a=f[q>>2]|0;if(!a){i8a(r,f[(f[f[m>>2]>>2]|0)+240>>2]|0);k=f[r>>2]|0;a=r+4|0;j=f[a>>2]|0;f[r>>2]=0;f[a>>2]=0;f[q>>2]=k;k=q+4|0;l=f[k>>2]|0;f[k>>2]=j;if(l|0){iOb(l);a=f[a>>2]|0;if(a|0)iOb(a)}bRa(n,q,o)|0;a=f[q>>2]|0}else k=q+4|0;p[s>>3]=+p[d>>3];p[s+8>>3]=+p[d+8>>3];p[s+16>>3]=+p[d+16>>3];p[t>>3]=+p[e>>3];p[t+8>>3]=+p[e+8>>3];p[t+16>>3]=+p[e+16>>3];p[v>>3]=+p[g>>3];p[v+8>>3]=+p[g+8>>3];p[v+16>>3]=+p[g+16>>3];aAa(r,(c|0)==3?2:(c|0)!=1&1,s,t,v,h,i,0.0);o8a(a,r);a=f[k>>2]|0;if(a|0)iOb(a);u=w;return}function L1a(a,b,c,d,e,g,h){a=a|0;b=+b;c=+c;d=+d;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+48|0;m=p+32|0;l=p+24|0;k=p+16|0;o=p+8|0;n=p;i=a+4|0;j=f[(f[i>>2]|0)+4>>2]|0;a=BQa(j)|0;f[k>>2]=a;f[k+4>>2]=h;ERa(o,j,k);if(!(f[o>>2]|0)){i8a(m,f[(f[f[i>>2]>>2]|0)+240>>2]|0);q=f[m>>2]|0;a=m+4|0;r=f[a>>2]|0;f[m>>2]=0;f[a>>2]=0;f[o>>2]=q;q=o+4|0;h=f[q>>2]|0;f[q>>2]=r;if(h|0){iOb(h);a=f[a>>2]|0;if(a|0)iOb(a)}bRa(j,o,k)|0}if(b>=0.0)q8a(f[o>>2]|0,b)|0;if(c>=0.0)r8a(f[o>>2]|0,c)|0;if(d>=0.0)s8a(f[o>>2]|0,d)|0;h=f[i>>2]|0;a=BQa(j)|0;do if(!g){f[n>>2]=0;f[n+4>>2]=0}else{if(!e){f[n>>2]=0;f[n+4>>2]=0;break}if((g|0)!=1){f[n>>2]=0;f[n+4>>2]=0;break}r=f[h+4>>2]|0;q=f[e>>2]|0;f[l>>2]=a;f[l+4>>2]=q;sRa(m,r,l);a=f[m>>2]|0;if(!a){f[n>>2]=0;f[n+4>>2]=0}else QFa(n,a);a=f[m+4>>2]|0;if(a|0)iOb(a);if(f[n>>2]|0)p8a(f[o>>2]|0,n)|0}while(0);a=f[n+4>>2]|0;if(a|0)iOb(a);a=f[o+4>>2]|0;if(!a){u=p;return}iOb(a);u=p;return}function M1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;i=h;f[i>>2]=g;Th[f[(f[a>>2]|0)+184>>2]&127](a,c,d,e,i,(b[(f[a+4>>2]|0)+116>>0]&64)!=0);u=h;return}function N1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;d=u;u=u+48|0;h=d+32|0;i=d;g=d+8|0;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[i>>2]=e;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[c>>2];f[g+16>>2]=f[c+4>>2];f[g+20>>2]=f[c+8>>2];f[h>>2]=f[i>>2];D1a(a,h,g);u=d;return}function O1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=u;u=u+32|0;g=h;if(!e){u=h;return}if(b[d+(e+-1)>>0]|0){u=h;return}e=d+e+-1|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;if((e|0)!=(d|0)){do{d=d3a(g,d,e)|0;if(!d)break;e3a(a,c,g)|0}while((d|0)!=(e|0));if((b[g+12+11>>0]|0)<0)sOb(f[g+12>>2]|0)}d=f[g>>2]|0;if(d|0){c=g+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{a=e+-24|0;f[c>>2]=a;e=e+-12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);e=f[c>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}u=h;return}function P1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=a+4|0;a=f[h>>2]|0;i=a+116|0;j=b[i>>0]|0;if(j&4){b[i>>0]=j&-5;lQa((f[a>>2]|0)+92|0);a=f[h>>2]|0}j=f[(f[a>>2]|0)+240>>2]|0;fab(j,d,e,c,g);u9a(j);return}function Q1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l;a=a+4|0;h=f[a>>2]|0;i=h+116|0;j=b[i>>0]|0;if(j&4){b[i>>0]=j&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=l;return}f[k>>2]=c;f[k+4>>2]=d;if(aRa(f[(f[a>>2]|0)+4>>2]|0,k,e,g)|0)s1a(f[(f[f[a>>2]>>2]|0)+244>>2]|0,k,0);u=l;return}function R1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g;if(!b){u=g;return}f[e>>2]=b;f[e+4>>2]=c;m1a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,e,d&-134217729,d&134217728|0?1:2);u=g;return}function S1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+8|0;h=j+4|0;i=j;a=f[a+4>>2]|0;e=f[a>>2]|0;a=f[a+4>>2]|0;if((d|0)<11){switch(d|0){case 9:break;default:{u=j;return}}f[i>>2]=c;f[g>>2]=f[i>>2];oYa(e,g);u=j;return}if((d|0)<536870919){switch(d|0){case 11:break;default:{u=j;return}}f[h>>2]=c;f[g>>2]=f[h>>2];KQa(a,e,g)|0;u=j;return}else{switch(d|0){case 536870919:break;default:{u=j;return}}f[g>>2]=b;f[g+4>>2]=c;rRa(a,g)|0;u=j;return}}function T1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=e&268435456;if(!(h|b))return;do switch(e&-2113929217|0){case 1:{g=8;break}case 2:{g=5;break}case 3:{g=4;break}case 4:{g=6;break}case 5:{g=2;break}case 6:{g=9;break}case 7:{g=7;break}case 8:{g=1;break}case 9:{g=10;break}case 10:{g=0;break}case 11:{g=14;break}case 12:{g=16;break}default:return}while(0);g=MMa(g)|0;w1a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,g,(h>>>28|e>>>24&2)^1,b,d,c,1);return}function U1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;k=l;i=l+8|0;a=f[a+4>>2]|0;g=f[a>>2]|0;j=f[g+240>>2]|0;switch(e|0){case 1:{a=f[a+4>>2]|0;f[h>>2]=b;f[h+4>>2]=c;zRa(k,a,h);a=f[k>>2]|0;if(a|0)if(Sg[f[(f[a>>2]|0)+24>>2]&255](a,d,1)|0){g=f[(f[k>>2]|0)+44>>2]|0;a=f[g+112>>2]|0;g=f[g+116>>2]|0;if((a|0)!=(g|0))do{AKa(f[a>>2]|0)|0;a=a+4|0}while((a|0)!=(g|0));Y8a(j)}a=f[k+4>>2]|0;if(a|0)iOb(a);u=l;return}case 3:{k=f[g+244>>2]|0;f[i>>2]=c;f[h>>2]=f[i>>2];S_a(k,d,h);u=l;return}default:{u=l;return}}}function V1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=u;u=u+32|0;h=g+20|0;i=g+16|0;j=g+12|0;m=g+8|0;l=g+4|0;k=g;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[m>>2]=b;f[l>>2]=c;f[k>>2]=d;f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];c$a(a,e,j,i,h);u=g;return}function W1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;b=u;u=u+32|0;g=b+16|0;h=b+12|0;l=b+8|0;j=b+4|0;i=b;a=a+4|0;k=f[(f[a>>2]|0)+4>>2]|0;f[l>>2]=c;f[g>>2]=f[l>>2];CQa(k,g);a=f[(f[f[a>>2]>>2]|0)+244>>2]|0;f[j>>2]=c;f[i>>2]=d;f[h>>2]=f[j>>2];f[g>>2]=f[i>>2];U_a(a,e,h,g);u=b;return}function X1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;k=n+16|0;j=n;l=n+12|0;m=n+8|0;a=a+4|0;d=f[a>>2]|0;h=f[d>>2]|0;i=f[d+4>>2]|0;c=f[h+240>>2]|0;d=d+116|0;e=b[d>>0]|0;if(!(e&16)){e=BQa(i)|0;a=f[(f[a>>2]|0)+100>>2]|0;f[j>>2]=e;f[j+4>>2]=a;ERa(k,i,j);if(f[k>>2]|0)U9a(c,k,1);c=f[k+4>>2]|0;if(c|0)iOb(c)}else b[d>>0]=e&-65;j=f[h+244>>2]|0;Jkb(DSa(i)|0,j);f[l>>2]=g;f[k>>2]=f[l>>2];f[m>>2]=g;f[k>>2]=f[m>>2];h1a(j,k,12);u=n;return}function Y1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=a+4|0;a=f[e>>2]|0;g=a+116|0;h=b[g>>0]|0;if(h&4){b[g>>0]=h&-5;lQa((f[a>>2]|0)+92|0);a=f[e>>2]|0}c3a((f[a>>2]|0)+116|0,c,d);return}function Z1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;j=s+32|0;o=s+24|0;p=s+8|0;q=s;n=a+4|0;a=f[n>>2]|0;h=a+116|0;i=b[h>>0]|0;if(i&4){b[h>>0]=i&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=s;return}f[j>>2]=c;f[j+4>>2]=d;if(e|0){wRa(o,f[(f[n>>2]|0)+4>>2]|0,j);a=f[o>>2]|0;if(!a){l=pOb(24)|0;f[l+4>>2]=0;f[l+8>>2]=0;f[l>>2]=39624;m=l+12|0;mLa(m);f[o>>2]=m;m=o+4|0;a=f[m>>2]|0;f[m>>2]=l;if(a|0)iOb(a);XQa(f[(f[n>>2]|0)+4>>2]|0,o,j)|0;a=f[o>>2]|0}mLa(p);tLa(p,a);h=f[p>>2]|0;if(h|0){j=p+4|0;i=f[j>>2]|0;if((i|0)!=(h|0)){do{d=i+-16|0;f[j>>2]=d;i=f[i+-12>>2]|0;if(!i)i=d;else{iOb(i);i=f[j>>2]|0}}while((i|0)!=(h|0));h=f[p>>2]|0}sOb(h)}if(g|0){k=p+4|0;l=q+4|0;d=0;while(1){i=e+(d<<2)|0;j=d;do{j=j+1|0;m=j>>>0<g>>>0;if(!m){r=23;break}h=f[i>>2]|0}while((f[e+(j<<2)>>2]|0)==(h|0));if((r|0)==23){r=0;h=f[i>>2]|0}if((h|0)!=-1){f[p>>2]=c;f[k>>2]=h;vRa(q,f[(f[n>>2]|0)+4>>2]|0,p);if(f[q>>2]|0)nLa(a,d,j-d|0,q);h=f[l>>2]|0;if(h|0)iOb(h)}if(m)d=j;else break}}a=f[o+4>>2]|0;if(a|0)iOb(a)}u=s;return}function _1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;j=o+32|0;l=o+24|0;m=o+8|0;n=o;k=a+4|0;a=f[k>>2]|0;h=a+116|0;i=b[h>>0]|0;if(i&4){b[h>>0]=i&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=o;return}f[j>>2]=c;f[j+4>>2]=d;if(e|0){wRa(l,f[(f[k>>2]|0)+4>>2]|0,j);a=f[l>>2]|0;if(!a){i=pOb(24)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=39624;d=i+12|0;mLa(d);f[l>>2]=d;d=l+4|0;a=f[d>>2]|0;f[d>>2]=i;if(a|0)iOb(a);XQa(f[(f[k>>2]|0)+4>>2]|0,l,j)|0;a=f[l>>2]|0}mLa(m);tLa(m,a);h=f[m>>2]|0;if(h|0){j=m+4|0;i=f[j>>2]|0;if((i|0)!=(h|0)){do{d=i+-16|0;f[j>>2]=d;i=f[i+-12>>2]|0;if(!i)i=d;else{iOb(i);i=f[j>>2]|0}}while((i|0)!=(h|0));h=f[m>>2]|0}sOb(h)}if(g|0){i=m+4|0;d=n+4|0;h=0;do{j=f[e+(h*12|0)+8>>2]|0;f[m>>2]=c;f[i>>2]=j;vRa(n,f[(f[k>>2]|0)+4>>2]|0,m);if(f[n>>2]|0)nLa(a,f[e+(h*12|0)>>2]|0,f[e+(h*12|0)+4>>2]|0,n);j=f[d>>2]|0;if(j|0)iOb(j);h=h+1|0}while((h|0)!=(g|0))}a=f[l+4>>2]|0;if(a|0)iOb(a)}u=o;return}function $1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+80|0;i=m+16|0;l=m+8|0;j=m;k=a+4|0;g=f[k>>2]|0;h=g+116|0;a=b[h>>0]|0;if(a&4){b[h>>0]=a&-5;lQa((f[g>>2]|0)+92|0)}if(!c){u=m;return}f[i>>2]=f[e>>2];f[i+16>>2]=f[e+12>>2];f[i+32>>2]=f[e+24>>2];f[i+48>>2]=f[e+36>>2];f[i+4>>2]=f[e+4>>2];f[i+20>>2]=f[e+16>>2];f[i+36>>2]=f[e+28>>2];f[i+52>>2]=f[e+40>>2];f[i+8>>2]=f[e+8>>2];f[i+24>>2]=f[e+20>>2];f[i+40>>2]=f[e+32>>2];f[i+56>>2]=f[e+44>>2];f[i+12>>2]=0;f[i+28>>2]=0;f[i+44>>2]=0;f[i+60>>2]=1065353216;f[l>>2]=c;f[l+4>>2]=d;g=f[(f[k>>2]|0)+4>>2]|0;IIa(j,i);g=UQa(g,j,l)|0;a=f[j+4>>2]|0;if(a|0)iOb(a);if(g)o1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,l,0);u=m;return}function a2a(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;r=s+24|0;p=s+16|0;q=s;n=a+4|0;a=f[n>>2]|0;j=a+116|0;k=b[j>>0]|0;if(k&4){b[j>>0]=k&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=s;return}f[r>>2]=0;o=r+4|0;f[o>>2]=0;f[r+8>>2]=0;if(!g)a=0;else{fEa(r,g);a=f[r>>2]|0}bQb(a|0,i|0,g*12|0)|0;i=h+(e<<2)|0;f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;l=h;a=e<<2;j=a>>2;if(j|0){if(j>>>0>1073741823)AMb(q);g=pOb(a)|0;f[m>>2]=g;f[q>>2]=g;f[q+8>>2]=g+(j<<2);if(e|0){k=i+-4|0;a=h;j=g;while(1){f[j>>2]=f[a>>2];a=a+4|0;if((a|0)==(i|0))break;else j=j+4|0}f[m>>2]=g+(((k-l|0)>>>2)+1<<2)}}jqb(p,r,q);a=f[q>>2]|0;if(a|0){j=f[m>>2]|0;if((j|0)!=(a|0))f[m>>2]=j+(~((j+-4-a|0)>>>2)<<2);sOb(a)}a=f[(f[n>>2]|0)+4>>2]|0;f[q>>2]=c;f[q+4>>2]=d;cRa(a,p,q)|0;a=f[p+4>>2]|0;if(a|0)iOb(a);a=f[r>>2]|0;if(a|0){j=f[o>>2]|0;if((j|0)!=(a|0))f[o>>2]=j+(~(((j+-12-a|0)>>>0)/12|0)*12|0);sOb(a)}u=s;return}function b2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+64|0;r=w+56|0;s=w+16|0;t=w+8|0;v=w;q=a+4|0;h=f[q>>2]|0;a=h+116|0;g=b[a>>0]|0;if(g&4){b[a>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=w;return}Rpb(r);a=f[e>>2]|0;i=f[e+4>>2]|0;if((a|0)!=(i|0)){j=s+24|0;k=s+16|0;l=s+4|0;m=t+4|0;n=v+4|0;o=t+4|0;p=v+4|0;do{Gpb(s);h=a+16|0;g=f[h>>2]|0;if(g&2){Jpb(s,1);g=f[h>>2]|0}if(g&1|0)Hpb(s,1);g=f[a+12>>2]|0;if(g|0){f[t>>2]=c;f[o>>2]=g;uRa(v,f[(f[q>>2]|0)+4>>2]|0,t);if(f[v>>2]|0)Ipb(s,v);g=f[p>>2]|0;if(g|0)iOb(g)}g=f[a>>2]|0;e=f[a+4>>2]|0;if((g|0)!=(e|0))do{h=f[g>>2]|0;f[t>>2]=c;f[m>>2]=h;FRa(v,f[(f[q>>2]|0)+4>>2]|0,t);if(f[v>>2]|0)Kpb(s,v);h=f[n>>2]|0;if(h|0)iOb(h);g=g+4|0}while((g|0)!=(e|0));eqb(f[r>>2]|0,s);g=f[j>>2]|0;if(g|0)iOb(g);g=f[k>>2]|0;if(g|0)iOb(g);g=f[s>>2]|0;if(g|0){h=f[l>>2]|0;if((h|0)!=(g|0)){do{e=h+-8|0;f[l>>2]=e;h=f[h+-4>>2]|0;if(!h)h=e;else{iOb(h);h=f[l>>2]|0}}while((h|0)!=(g|0));g=f[s>>2]|0}sOb(g)}a=a+20|0}while((a|0)!=(i|0))}a=f[(f[q>>2]|0)+4>>2]|0;f[s>>2]=c;f[s+4>>2]=d;dRa(a,r,s)|0;a=f[r+4>>2]|0;if(a|0)iOb(a);u=w;return}function c2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;h=n+24|0;i=n+8|0;j=n;k=a+4|0;l=f[k>>2]|0;m=l+116|0;g=b[m>>0]|0;if(g&4){b[m>>0]=g&-5;lQa((f[l>>2]|0)+92|0)}if(!c){u=n;return}PHa(h);g=f[e+4>>2]|0;l=f[e+8>>2]|0;m=f[e+12>>2]|0;f[i>>2]=f[e>>2];f[i+4>>2]=g;f[i+8>>2]=l;f[i+12>>2]=m;_Ha(f[h>>2]|0,i);f[j>>2]=c;f[j+4>>2]=d;if(WQa(f[(f[k>>2]|0)+4>>2]|0,h,j)|0){n1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,j,0);I2a(f[k>>2]|0,a)}a=f[h+4>>2]|0;if(a|0)iOb(a);u=n;return}function d2a(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=+h;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+96|0;w=z+72|0;t=z+64|0;x=z+56|0;n=z+40|0;v=z+32|0;r=z+8|0;s=z;y=a+4|0;o=f[y>>2]|0;p=o+116|0;q=b[p>>0]|0;if(q&4){b[p>>0]=q&-5;lQa((f[o>>2]|0)+92|0)}if(!c){u=z;return}PHa(x);o=f[e+4>>2]|0;p=f[e+8>>2]|0;q=f[e+12>>2]|0;f[n>>2]=f[e>>2];f[n+4>>2]=o;f[n+8>>2]=p;f[n+12>>2]=q;_Ha(f[x>>2]|0,n);$Ha(f[x>>2]|0,i);aIa(f[x>>2]|0,h);bIa(f[x>>2]|0,g);if((l|0)!=0&(m|0)!=0){DDa(w,f[l+8>>2]|0);m=f[l+4>>2]|0;if(m|0){f[t>>2]=c;f[t+4>>2]=m;uRa(v,f[(f[y>>2]|0)+4>>2]|0,t);m=f[v>>2]|0;if(m|0){e=f[x>>2]|0;f[r>>2]=f[m>>2];f[r+8>>2]=f[m+16>>2];f[r+16>>2]=f[m+48>>2];f[r+4>>2]=f[m+4>>2];f[r+12>>2]=f[m+20>>2];f[r+20>>2]=f[m+52>>2];YHa(e,r)}m=f[v+4>>2]|0;if(m|0)iOb(m)}l=f[l>>2]|0;f[t>>2]=c;f[t+4>>2]=l;sRa(v,f[(f[y>>2]|0)+4>>2]|0,t);if(f[v>>2]|0){Lwb(r);FDa(w,r);PFa(s,f[v>>2]|0,r);if(f[s>>2]|0){uIa(f[x>>2]|0,f[w+16>>2]|0);XHa(f[x>>2]|0,s)}m=f[s+4>>2]|0;if(m|0)iOb(m)}m=f[v+4>>2]|0;if(m|0)iOb(m)}m=f[y>>2]|0;do if(!k){f[v>>2]=0;f[v+4>>2]=0}else{if(!j){f[v>>2]=0;f[v+4>>2]=0;break}if((k|0)!=1){f[v>>2]=0;f[v+4>>2]=0;break}m=f[m+4>>2]|0;k=f[j>>2]|0;f[t>>2]=c;f[t+4>>2]=k;sRa(w,m,t);m=f[w>>2]|0;if(!m){f[v>>2]=0;f[v+4>>2]=0}else QFa(v,m);m=f[w+4>>2]|0;if(m|0)iOb(m);if(f[v>>2]|0)WHa(f[x>>2]|0,v)}while(0);m=f[v+4>>2]|0;if(m|0)iOb(m);f[w>>2]=c;f[w+4>>2]=d;if(WQa(f[(f[y>>2]|0)+4>>2]|0,x,w)|0){n1a(f[(f[f[y>>2]>>2]|0)+244>>2]|0,w,0);I2a(f[y>>2]|0,a)}m=f[x+4>>2]|0;if(m|0)iOb(m);u=z;return}function e2a(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r,s,t,v){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=+p;q=+q;r=+r;s=+s;t=+t;v=v|0;var w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+112|0;z=D+88|0;A=D+96|0;m=D+72|0;y=D+64|0;B=D+40|0;x=D+32|0;l=D+24|0;w=D;f[z>>2]=c;C=a+4|0;n=f[C>>2]|0;v=n+116|0;k=b[v>>0]|0;if(k&4){b[v>>0]=k&-5;lQa((f[n>>2]|0)+92|0)}if(!c){u=D;return}PHa(A);oIa(f[A>>2]|0,1);v=f[o+4>>2]|0;k=f[o+8>>2]|0;c=f[o+12>>2]|0;f[m>>2]=f[o>>2];f[m+4>>2]=v;f[m+8>>2]=k;f[m+12>>2]=c;_Ha(f[A>>2]|0,m);f[y>>2]=z;f[y+4>>2]=a;if(e|0){DDa(B,f[e+8>>2]|0);uIa(f[A>>2]|0,f[B+16>>2]|0);m=f[e+4>>2]|0;if(m|0){f[x>>2]=f[z>>2];f[x+4>>2]=m;uRa(l,f[(f[C>>2]|0)+4>>2]|0,x);m=f[l>>2]|0;if(m|0){o=f[A>>2]|0;f[w>>2]=f[m>>2];f[w+8>>2]=f[m+16>>2];f[w+16>>2]=f[m+48>>2];f[w+4>>2]=f[m+4>>2];f[w+12>>2]=f[m+20>>2];f[w+20>>2]=f[m+52>>2];YHa(o,w)}m=f[l+4>>2]|0;if(m|0)iOb(m)}Z2a(x,y,e);if(f[x>>2]|0)XHa(f[A>>2]|0,x);m=f[x+4>>2]|0;if(m|0)iOb(m)}if(g|0){Z2a(B,y,g);if(f[B>>2]|0)wIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}if(h|0){Z2a(B,y,h);if(f[B>>2]|0)yIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}if((i|0)!=0|(j|0)!=0){Z2a(B,y,i);if(f[B>>2]|0)xIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}qIa(f[A>>2]|0,q);rIa(f[A>>2]|0,r);f[B>>2]=f[z>>2];f[B+4>>2]=d;if(WQa(f[(f[C>>2]|0)+4>>2]|0,A,B)|0){n1a(f[(f[f[C>>2]>>2]|0)+244>>2]|0,B,0);I2a(f[C>>2]|0,a)}m=f[A+4>>2]|0;if(m|0)iOb(m);u=D;return}function f2a(a,b,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0;s=u;u=u+64|0;r=s;f[r>>2]=b;f[r+4>>2]=c;c=r+8|0;f[c>>2]=d;f[c+4>>2]=e;f[r+16>>2]=g;f[r+20>>2]=h;f[r+24>>2]=i;f[r+28>>2]=j;f[r+32>>2]=k;f[r+36>>2]=l;f[r+40>>2]=m;f[r+44>>2]=n;f[r+48>>2]=o;f[r+52>>2]=p;f[r+56>>2]=q;if(J2a(a,r)|0){u=s;return}a=f[a+4>>2]|0;m=a+108|0;b=f[m>>2]|0;if((b|0)==(f[a+112>>2]|0)){Y2a(a+104|0,r);u=s;return}else{a=r;l=b+64|0;do{f[b>>2]=f[a>>2];b=b+4|0;a=a+4|0}while((b|0)<(l|0));f[m>>2]=(f[m>>2]|0)+64;u=s;return}}function g2a(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;r=A+56|0;z=A+40|0;q=A+48|0;s=A+16|0;y=A+24|0;v=A+8|0;w=A;x=a+4|0;a=f[x>>2]|0;o=a+116|0;p=b[o>>0]|0;if(p&4){b[o>>0]=p&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=A;return}t=f[(f[x>>2]|0)+4>>2]|0;f[q>>2]=c;f[r>>2]=f[q>>2];IQa(z,t,r);a=f[z>>2]|0;if(a|0){f[s>>2]=d;f[y>>2]=i;f[y+4>>2]=j;f[y+8>>2]=k;f[y+12>>2]=m;f[r>>2]=f[s>>2];YFa(a,r,y)}f[r>>2]=c;f[r+4>>2]=d;LRa(y,t,r);o=v+4|0;p=w+4|0;if((e|0)!=-1){d=BQa(t)|0;f[v>>2]=d;f[o>>2]=e;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,0,w);a=f[p>>2]|0;if(a|0)iOb(a)}if((g|0)!=-1){e=BQa(t)|0;f[v>>2]=e;f[o>>2]=g;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,1,w);a=f[p>>2]|0;if(a|0)iOb(a)}if((h|0)!=-1){g=BQa(t)|0;f[v>>2]=g;f[o>>2]=h;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,2,w);a=f[p>>2]|0;if(a|0)iOb(a)}o=v+4|0;p=w+4|0;if(i|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=i;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,0,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(j|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=j;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,1,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(k|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=k;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,2,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(l|0){f[v>>2]=c;f[v+4>>2]=l;GRa(w,t,v);if(f[w>>2]|0)OKa(f[y>>2]|0,w);a=f[w+4>>2]|0;if(a|0)iOb(a)}if((m|0)!=-1){o=f[y>>2]|0;a=b[o+193>>0]|0;if(!(a&1)){HJa(o,1,(m&1|0)!=0,0)|0;o=f[y>>2]|0;a=b[o+193>>0]|0}if(!(a&2)){HJa(o,2,(m&2|0)!=0,0)|0;o=f[y>>2]|0;a=b[o+193>>0]|0}if(!(a&4))HJa(o,4,(m&4|0)!=0,0)|0}K2a(f[y>>2]|0,n);if(f[(f[y>>2]|0)+4>>2]|0)Y8a(f[(f[f[x>>2]>>2]|0)+240>>2]|0);a=f[y+4>>2]|0;if(a|0)iOb(a);a=f[z+4>>2]|0;if(a|0)iOb(a);u=A;return}function h2a(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=+e;g=+g;h=+h;i=+i;j=j|0;var k=0,l=0,m=0;l=u;u=u+16|0;k=l+8|0;m=l;f[k>>2]=c;f[k+4>>2]=d;a=a+4|0;BRa(m,f[(f[a>>2]|0)+4>>2]|0,k);c=(f[m>>2]|0)==0;d=f[m+4>>2]|0;if(d|0)iOb(d);if(!c){u=l;return}m=V2a((f[a>>2]|0)+80|0,k)|0;n[m>>2]=e;n[m+4>>2]=g;n[m+8>>2]=h;n[m+12>>2]=i;b[m+16>>0]=(j|0)==1&1;u=l;return}function i2a(a,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;y=E+48|0;w=E+40|0;x=E+28|0;B=E+16|0;C=E+8|0;s=E;D=a+4|0;p=f[D>>2]|0;q=p+116|0;r=b[q>>0]|0;if(r&4){b[q>>0]=r&-5;lQa((f[p>>2]|0)+92|0)}if(!c){u=E;return}t=f[(f[D>>2]|0)+4>>2]|0;f[y>>2]=c;f[y+4>>2]=d;f[w>>2]=0;A=w+4|0;f[A>>2]=0;v=(e|0)!=0;do if(v){f[x>>2]=c;f[x+4>>2]=e;zRa(B,t,x);if(!(f[B>>2]|0)){p=f[B+4>>2]|0;if(p|0)iOb(p);break}uMa(C,B);q=f[C>>2]|0;p=C+4|0;z=f[p>>2]|0;f[C>>2]=0;f[p>>2]=0;f[w>>2]=q;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);p=f[p>>2]|0;if(p|0)iOb(p)}if(g|0){f[C>>2]=c;f[C+4>>2]=g;uRa(s,t,C);z=f[s>>2]|0;q=z;if(!z)p=s+4|0;else{r=f[w>>2]|0;p=s+4|0;n=f[p>>2]|0;if(n|0)gOb(n);f[r+36>>2]=q;z=r+40|0;q=f[z>>2]|0;f[z>>2]=n;if(q)iOb(q)}p=f[p>>2]|0;if(p|0)iOb(p)}p=f[B+4>>2]|0;if(p|0)iOb(p);z=26}else{tMa(x);q=f[x>>2]|0;p=x+4|0;z=f[p>>2]|0;f[x>>2]=0;f[p>>2]=0;f[w>>2]=q;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);p=f[p>>2]|0;if(p|0)iOb(p)}JMa(f[(f[w>>2]|0)+44>>2]|0,t,0);z=f[w>>2]|0;f[x>>2]=f[n>>2];f[x+4>>2]=f[n+4>>2];f[x+8>>2]=f[n+8>>2];f[B>>2]=f[o>>2];f[B+4>>2]=f[o+4>>2];f[B+8>>2]=f[o+8>>2];KMa(f[z+44>>2]|0,x,B);z=26}while(0);if((z|0)==26){n=x+4|0;o=B+4|0;if((h|0)!=-1){f[x>>2]=c;f[n>>2]=h;vRa(B,t,x);h=f[B>>2]|0;p=h;if(h|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+4>>2]=p;h=q+8|0;p=f[h>>2]|0;f[h>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}if((i|0)!=-1){f[x>>2]=c;f[n>>2]=i;vRa(B,t,x);i=f[B>>2]|0;p=i;if(i|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+12>>2]=p;i=q+16|0;p=f[i>>2]|0;f[i>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}if((j|0)!=-1){f[x>>2]=c;f[n>>2]=j;vRa(B,t,x);j=f[B>>2]|0;p=j;if(j|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+20>>2]=p;j=q+24|0;p=f[j>>2]|0;f[j>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}f[x>>2]=k;f[x+4>>2]=l;f[x+8>>2]=m;n=B+4|0;o=C+4|0;if(!k)r=0;else{f[B>>2]=c;f[n>>2]=k;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);r=(f[C>>2]|0)!=0;p=f[o>>2]|0;if(p|0)iOb(p)}if(l){f[B>>2]=c;f[n>>2]=l;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);p=(f[C>>2]|0)!=0;q=f[o>>2]|0;if(q|0)iOb(q);r=r|p}if(!m){if(r)z=40}else{f[B>>2]=c;f[n>>2]=m;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);q=(f[C>>2]|0)!=0;p=f[o>>2]|0;if(p|0)iOb(p);if(r|q)z=40}if((z|0)==40){m=f[(f[D>>2]|0)+4>>2]|0;l=pOb(24)|0;f[l+4>>2]=0;f[l+8>>2]=0;f[l>>2]=39568;k=l+12|0;f[k>>2]=f[x>>2];f[k+4>>2]=f[x+4>>2];f[k+8>>2]=f[x+8>>2];p=B+4|0;f[B>>2]=k;f[p>>2]=l;YQa(m,B,y)|0;p=f[p>>2]|0;if(p|0)iOb(p)}if(_Qa(t,w,y)|0){if(v){f[x>>2]=c;f[x+4>>2]=e;zRa(B,t,x);p=f[D>>2]|0;if(!(b[(f[(f[B>>2]|0)+44>>2]|0)+148>>0]&2)){o=G2a(p+60|0,x)|0;g=G2a((f[D>>2]|0)+60|0,y)|0;y=f[o>>2]|0;p=y;if(!y){n=pOb(24)|0;f[n+4>>2]=0;f[n+8>>2]=0;f[n>>2]=39596;r=n+12|0;f[r>>2]=0;f[n+16>>2]=0;f[n+20>>2]=0;f[g>>2]=r;p=g+4|0;q=f[p>>2]|0;f[p>>2]=n;if(!q){p=n;q=n;z=55}else{iOb(q);p=f[p>>2]|0;r=f[g>>2]|0;q=p;if(p)z=55}if((z|0)==55)gOb(p);f[o>>2]=r;z=o+4|0;p=f[z>>2]|0;f[z>>2]=q;if(p|0)iOb(p);p=f[g>>2]|0;f[C>>2]=e;q=p+4|0;r=f[q>>2]|0;if(r>>>0<(f[p+8>>2]|0)>>>0){f[r>>2]=e;f[q>>2]=r+4}else H2a(p,C)}else{q=f[o+4>>2]|0;if(q|0)gOb(q);f[g>>2]=p;e=g+4|0;p=f[e>>2]|0;f[e>>2]=q;if(p|0)iOb(p)}p=f[g>>2]|0;f[C>>2]=d;q=p+4|0;r=f[q>>2]|0;if(r>>>0<(f[p+8>>2]|0)>>>0){f[r>>2]=d;f[q>>2]=r+4}else H2a(p,C)}else v1a(f[(f[p>>2]|0)+244>>2]|0,y,0);p=f[B+4>>2]|0;if(p|0)iOb(p)}I2a(f[D>>2]|0,a)}}p=f[A>>2]|0;if(p|0)iOb(p);u=E;return}function j2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;m=p+32|0;o=p+24|0;n=p+16|0;l=p;f[m>>2]=b;f[m+4>>2]=c;if(!b){u=p;return}if(!((d|0)!=0&g>>>0<e>>>0)){u=p;return}k=f[(f[a+4>>2]|0)+4>>2]|0;j=f[d+(g<<2)>>2]|0;f[n>>2]=b;f[n+4>>2]=j;zRa(o,k,n);if(f[o>>2]|0){h=d+(e<<2)|0;f[l>>2]=0;j=l+4|0;f[j>>2]=0;f[l+8>>2]=0;i=d;a=e<<2;c=a>>2;if(c|0){if(c>>>0>1073741823)AMb(l);g=pOb(a)|0;f[j>>2]=g;f[l>>2]=g;f[l+8>>2]=g+(c<<2);b=h+-4|0;a=d;c=g;while(1){f[c>>2]=f[a>>2];a=a+4|0;if((a|0)==(h|0))break;else c=c+4|0}f[j>>2]=g+(((b-i|0)>>>2)+1<<2)}zMa(n,k,l,o);a=f[l>>2]|0;if(a|0){c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}if(f[n>>2]|0)_Qa(k,n,m)|0;a=f[n+4>>2]|0;if(a|0)iOb(a)}a=f[o+4>>2]|0;if(a|0)iOb(a);u=p;return}function k2a(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;v=E+48|0;D=E+40|0;A=E+32|0;B=E+24|0;C=E+16|0;x=E+8|0;y=E;z=a+4|0;a=f[z>>2]|0;s=a+116|0;t=b[s>>0]|0;if(t&4){b[s>>0]=t&-5;lQa((f[a>>2]|0)+92|0)}if((c|0)==0|(g|0)==0|(h|0)==0){u=E;return}t=k+j|0;w=t+l|0;if(!w){u=E;return}f[v>>2]=c;f[v+4>>2]=d;zRa(D,f[(f[z>>2]|0)+4>>2]|0,v);if(f[D>>2]|0){switch(e&3){case 2:{a=2;s=8;break}case 1:{a=1;s=8;break}default:{a=0;s=9}}if((s|0)==8)if(e&4)s=9;if((s|0)==9)a=a|4;if(e&268435456)a=e>>>2&64|e>>>1&8|e>>>3&512|a|4096;if(e&536870912)a=e>>>2&128|e>>>1&16|e>>>3&1024|a|8192;if(e&1073741824)a=e>>31&32768|e>>>2&256|e>>>1&32|e>>>3&2048|a|16384;f[A>>2]=a|e&196608;a=lMa(A)|0;f[B>>2]=0;s=B+4|0;f[s>>2]=0;a=X(a,h)|0;if(yLa((f[(f[D>>2]|0)+44>>2]|0)+68|0,a,g,w,i)|0){deb((f[z>>2]|0)+12|0,a<<2,B,C,64);ELa((f[(f[D>>2]|0)+44>>2]|0)+68|0,f[C>>2]|0,B)|0;a=f[(f[D>>2]|0)+44>>2]|0;f[a+108>>2]=h;pMa(a,0,j);pMa(f[(f[D>>2]|0)+44>>2]|0,1,k);pMa(f[(f[D>>2]|0)+44>>2]|0,2,l);qMa(f[(f[D>>2]|0)+44>>2]|0,0,0);qMa(f[(f[D>>2]|0)+44>>2]|0,1,j);qMa(f[(f[D>>2]|0)+44>>2]|0,2,t);IDa(f[(f[D>>2]|0)+44>>2]|0,0,m,n);IDa(f[(f[D>>2]|0)+44>>2]|0,1,o,p);IDa(f[(f[D>>2]|0)+44>>2]|0,2,q,r);f[x>>2]=0;a=x+4|0;f[a>>2]=0;deb((f[z>>2]|0)+36|0,w<<1,x,y,64);ELa((f[(f[D>>2]|0)+44>>2]|0)+68|0,f[y>>2]|0,x)|0;nMa(f[(f[D>>2]|0)+44>>2]|0,x);oMa(f[(f[D>>2]|0)+44>>2]|0,f[y>>2]|0);a=f[a>>2]|0;if(a|0)iOb(a);l=f[(f[D>>2]|0)+44>>2]|0;f[l+52>>2]=f[A>>2];rMa(l,B,f[C>>2]|0);JMa(f[(f[D>>2]|0)+44>>2]|0,f[(f[z>>2]|0)+4>>2]|0,1);D2a(f[z>>2]|0,D);if(LMa(f[(f[D>>2]|0)+44>>2]|0,0,0,0)|0)u9a(f[(f[f[z>>2]>>2]|0)+240>>2]|0)}a=f[s>>2]|0;if(a|0)iOb(a)}a=f[D+4>>2]|0;if(a|0)iOb(a);u=E;return}function l2a(a,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;r=y+24|0;x=y+16|0;t=y+12|0;v=y+8|0;w=y;s=a+4|0;a=f[s>>2]|0;p=a+116|0;q=b[p>>0]|0;if(q&4){b[p>>0]=q&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=y;return}h=h+g|0;q=h+i|0;if(!q){u=y;return}f[r>>2]=c;f[r+4>>2]=d;zRa(x,f[(f[s>>2]|0)+4>>2]|0,r);a=f[x>>2]|0;do if(a|0){a=f[(f[a+44>>2]|0)+12>>2]|0;if(a|0)if(f[a>>2]|0)break;switch(e&3){case 2:{a=2;p=10;break}case 1:{a=1;p=10;break}default:{a=0;p=11}}if((p|0)==10)if(e&4)p=11;if((p|0)==11)a=a|4;if(e&268435456)a=e>>>2&64|e>>>1&8|e>>>3&512|a|4096;if(e&536870912)a=e>>>2&128|e>>>1&16|e>>>3&1024|a|8192;if(e&1073741824)a=e>>31&32768|e>>>2&256|e>>>1&32|e>>>3&2048|a|16384;f[t>>2]=a|e&196608;a=lMa(t)|0;if(xLa((f[(f[x>>2]|0)+44>>2]|0)+68|0,X(a,q)|0,0)|0){IDa(f[(f[x>>2]|0)+44>>2]|0,0,j,k);IDa(f[(f[x>>2]|0)+44>>2]|0,1,l,m);IDa(f[(f[x>>2]|0)+44>>2]|0,2,n,o);l=f[(f[x>>2]|0)+44>>2]|0;f[l+52>>2]=f[t>>2];f[l+108>>2]=q;qMa(l,0,0);qMa(f[(f[x>>2]|0)+44>>2]|0,1,g);qMa(f[(f[x>>2]|0)+44>>2]|0,2,h);pMa(f[(f[x>>2]|0)+44>>2]|0,0,0);pMa(f[(f[x>>2]|0)+44>>2]|0,1,0);pMa(f[(f[x>>2]|0)+44>>2]|0,2,0);f[v>>2]=0;f[w>>2]=0;l=w+4|0;f[l>>2]=0;deb((f[s>>2]|0)+12|0,X(q<<2,a)|0,w,v,64);rMa(f[(f[x>>2]|0)+44>>2]|0,w,f[v>>2]|0);a=f[l>>2]|0;if(a|0)iOb(a)}}while(0);a=f[x+4>>2]|0;if(a|0)iOb(a);u=y;return}function m2a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+16|0;j=s+8|0;r=s;q=a+4|0;h=f[q>>2]|0;i=h+116|0;a=b[i>>0]|0;if(a&4){b[i>>0]=a&-5;lQa((f[h>>2]|0)+92|0)}if((c|0)==0|(e|0)==0|(g|0)==0){u=s;return}f[j>>2]=c;f[j+4>>2]=d;zRa(r,f[(f[q>>2]|0)+4>>2]|0,j);a=f[r>>2]|0;do if(a|0){a=f[a+44>>2]|0;h=f[a+12>>2]|0;if(h|0)if(f[h>>2]|0)break;h=lMa(a+52|0)|0;i=h<<2;a=(g>>>0)/(i>>>0)|0;if((X(a,i)|0)==(g|0)){c=f[(f[r>>2]|0)+44>>2]|0;d=f[c+108>>2]|0;j=f[c+40>>2]|0;k=f[c+44>>2]|0;l=f[c+24>>2]|0;m=f[c+28>>2]|0;n=f[c+32>>2]|0;p=m+l+n|0;o=d-p|0;o=a>>>0>o>>>0?o:a;if(o|0){a=j-l|0;a=a>>>0<o>>>0?a:o;t=o-a|0;j=k-j-m|0;j=j>>>0<t>>>0?j:t;m=t-j|0;n=d-k-n|0;pMa(c,0,a+l|0);l=f[(f[r>>2]|0)+44>>2]|0;pMa(l,1,(f[l+28>>2]|0)+j|0);l=f[(f[r>>2]|0)+44>>2]|0;pMa(l,2,(f[l+32>>2]|0)+(n>>>0<m>>>0?n:m)|0);BLa((f[(f[r>>2]|0)+44>>2]|0)+68|0,X(p,h)|0,X(o,h)|0,e)|0;n=f[f[(f[r>>2]|0)+44>>2]>>2]|0;oub(f[n>>2]|0,(f[n+8>>2]|0)+(X(p,i)|0)|0,g,e);if((o+p|0)>>>0>=d>>>0)JMa(f[(f[r>>2]|0)+44>>2]|0,f[(f[q>>2]|0)+4>>2]|0,1);a=f[(f[r>>2]|0)+44>>2]|0;if(b[a+148>>0]&2){D2a(f[q>>2]|0,r);a=f[(f[r>>2]|0)+44>>2]|0}if(LMa(a,p,o,0)|0)u9a(f[(f[f[q>>2]>>2]|0)+240>>2]|0)}}}while(0);a=f[r+4>>2]|0;if(a|0)iOb(a);u=s;return}function n2a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+20|0;j=m+4|0;k=m+16|0;l=m;a=a+4|0;h=f[a>>2]|0;e=h+116|0;g=b[e>>0]|0;if(g&4){b[e>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if((c|0)==0|(d|0)==0){u=m;return 0}h=pOb(72)|0;e=f[(f[a>>2]|0)+4>>2]|0;f[i>>2]=f[d+16>>2];f[i+4>>2]=f[d+20>>2];f[i+8>>2]=f[d+24>>2];f[j>>2]=f[d+28>>2];f[j+4>>2]=f[d+32>>2];f[j+8>>2]=f[d+36>>2];epb(h,e,d,i,j,f[d+8>>2]|0);A2a(f[a>>2]|0,d,h);e=f[(f[a>>2]|0)+4>>2]|0;f[k>>2]=c;f[l>>2]=h;f[i>>2]=f[k>>2];MRa(e,i,l)|0;e=f[l>>2]|0;f[l>>2]=0;if(!e){u=m;return 0}TFa(e);sOb(e);u=m;return 0}function o2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;m=h+4|0;l=h;k=f[(f[a+4>>2]|0)+4>>2]|0;f[m>>2]=e;e=BQa(k)|0;f[l>>2]=e;f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];e=EQa(k,j,i)|0;Th[f[(f[a>>2]|0)+180>>2]&127](a,b,c,d,e,g?0:2);u=h;return}function p2a(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+64|0;m=v+36|0;t=v+40|0;s=v+24|0;p=v+16|0;q=v+8|0;n=v;f[m>>2]=g;o=a+4|0;a=f[o>>2]|0;g=a+116|0;l=b[g>>0]|0;if(l&4){b[g>>0]=l&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=v;return}kvb(t);hvb(s);if(((ODa(e,m,t,s,h,i,j)|0)+-1|0)>>>0>=4){f[p>>2]=c;f[p+4>>2]=d;sRa(q,f[(f[o>>2]|0)+4>>2]|0,p);a=f[q>>2]|0;c=(a|0)!=0;if(c)r=11;else{qFa(n,f[(f[o>>2]|0)+4>>2]|0);a=f[n>>2]|0;l=n+4|0;m=f[l>>2]|0;f[n>>2]=0;f[l>>2]=0;f[q>>2]=a;a=q+4|0;g=f[a>>2]|0;f[a>>2]=m;if(g|0){iOb(g);g=f[l>>2]|0;if(g|0)iOb(g)}if(TQa(f[(f[o>>2]|0)+4>>2]|0,q,p)|0){a=f[q>>2]|0;r=11}}if((r|0)==11){OFa(a,k);if(f[t>>2]|0)LFa(f[q>>2]|0,t);if(f[s>>2]|0)MFa(f[q>>2]|0,s);if(c){r=(f[o>>2]|0)+116|0;b[r>>0]=b[r>>0]|8}r1a(f[(f[f[o>>2]>>2]|0)+244>>2]|0,p,0);a=q+4|0}a=f[a>>2]|0;if(a|0)iOb(a)}a=f[s>>2]|0;f[s>>2]=0;if(a|0)tOb(a);a=f[t>>2]|0;f[t>>2]=0;if(a|0)tOb(a);u=v;return}function q2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n+24|0;l=n+16|0;m=n+8|0;j=n;k=a+4|0;h=f[k>>2]|0;a=h+116|0;g=b[a>>0]|0;if(g&4){b[a>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=n;return}f[i>>2]=c;f[i+4>>2]=e;sRa(l,f[(f[k>>2]|0)+4>>2]|0,i);if(f[l>>2]|0){f[m>>2]=c;f[m+4>>2]=d;g=f[(f[k>>2]|0)+4>>2]|0;xFa(j,l);g=TQa(g,j,m)|0;a=f[j+4>>2]|0;if(a|0)iOb(a);if(g)r1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,m,0)}a=f[l+4>>2]|0;if(a|0)iOb(a);u=n;return}function r2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+8|0;e=h+4|0;g=h;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(c){f[e>>2]=b;f[d>>2]=f[e>>2];C1a(a,d)}f[g>>2]=b;f[d>>2]=f[g>>2];h1a(a,d,13);u=h;return}function s2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+8|0;e=h+4|0;g=h;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(c){f[e>>2]=b;f[d>>2]=f[e>>2];C1a(a,d)}f[g>>2]=b;f[d>>2]=f[g>>2];h1a(a,d,15);u=h;return}function t2a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+12|0;g=k+8|0;i=k+4|0;j=k;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(e){f[g>>2]=b;f[h>>2]=f[g>>2];C1a(a,h);c=0;d=0}f[i>>2]=b;f[h>>2]=f[i>>2];x1a(a,h,c,d);f[j>>2]=b;f[h>>2]=f[j>>2];h1a(a,h,11);u=k;return}function u2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,17);u=c;return}function v2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=a+4|0;z2a(f[a>>2]|0);a=f[(f[f[a>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,18);u=c;return}function w2a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;m=s+24|0;l=s+20|0;o=s+16|0;p=s+12|0;q=s+8|0;r=s+4|0;n=s;a=a+4|0;i=f[a>>2]|0;j=i+116|0;k=b[j>>0]|0;if(k&4){b[j>>0]=k&-5;lQa((f[i>>2]|0)+92|0)}if((d|0)==0|(e|0)==0){u=s;return}k=f[(f[a>>2]|0)+4>>2]|0;f[o>>2]=e;f[m>>2]=f[o>>2];CQa(k,m);f[p>>2]=d;f[q>>2]=e;f[l>>2]=f[p>>2];f[m>>2]=f[q>>2];if(!(JQa(k,c,l,m,g,h)|0)){u=s;return}q=f[(f[f[a>>2]>>2]|0)+244>>2]|0;p=f[(f[q>>2]|0)+12>>2]|0;f[m>>2]=d;f[m+4>>2]=e;oh[p&1023](q,m);q=(f[f[a>>2]>>2]|0)+152|0;f[r>>2]=d;f[n>>2]=e;f[l>>2]=f[r>>2];f[m>>2]=f[n>>2];ima(q,c,l,m);u9a(f[(f[f[a>>2]>>2]|0)+240>>2]|0);u=s;return}function x2a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+832|0;s=B+820|0;v=B+808|0;z=B+800|0;A=B+48|0;w=B+24|0;x=B;y=a+4|0;a=f[y>>2]|0;m=a+116|0;o=b[m>>0]|0;if(o&4){b[m>>0]=o&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=B;return}c=(f[y>>2]|0)+116|0;b[c>>0]=b[c>>0]|16;if(g|0)$Ra(f[(f[y>>2]|0)+4>>2]|0,f[g>>2]|0);f[s>>2]=f[d>>2];m=s+4|0;f[m>>2]=f[d+4>>2];g=s+8|0;f[g>>2]=f[d+8>>2];f[v>>2]=f[e>>2];o=v+4|0;f[o>>2]=f[e+4>>2];d=v+8|0;f[d>>2]=f[e+8>>2];ZRa(f[(f[y>>2]|0)+4>>2]|0,s,v);if(h){c=f[y>>2]|0;h=f[c+4>>2]|0;c=f[(f[c>>2]|0)+240>>2]|0;a=BQa(h)|0;e=f[(f[y>>2]|0)+100>>2]|0;f[A>>2]=a;f[A+4>>2]=e;ERa(z,h,A);if(!(f[z>>2]|0))t=10;else{U9a(c,z,1);a=f[z>>2]|0;if(!a)t=10;else if(!(b[a+788>>0]&1))t=10}if((t|0)==10){r=+n[s>>2];q=+n[v>>2];if(!(r>q)){l=+n[m>>2];k=+n[o>>2];if(!(l>k)){j=+n[g>>2];i=+n[d>>2];if(!(j>i))if(!(r==q&l==k&j==i)){p[w>>3]=r;p[w+8>>3]=l;p[w+16>>3]=j;p[x>>3]=q;p[x+8>>3]=k;p[x+16>>3]=i;fAa(A,w,x,1);if(!(gAa(A,a9a(c)|0)|0)){X8a(c,A,1);if(gAa(A,a9a(c)|0)|0){t9a(c);y2a(c+48|0,A)}}}}}}a=f[z+4>>2]|0;if(a|0)iOb(a)}lQa((f[f[y>>2]>>2]|0)+20|0);u=B;return}function y2a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){oh[f[(f[e>>2]|0)+24>>2]&1023](e,c);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function z2a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;i=j;f[a+100>>2]=0;h=a+72|0;if(f[h>>2]|0){g=a+68|0;c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+20>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[a+64>>2]|0;if(d|0){e=a+60|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}g=a+92|0;if(f[g>>2]|0){d=a+88|0;c=f[d>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);f[d>>2]=0;d=f[a+84>>2]|0;if(d|0){e=a+80|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[g>>2]=0}c=f[a+104>>2]|0;d=a+108|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);d=a+116|0;b[d>>0]=b[d>>0]&-128|64;ceb(i,34962,4194304,262144);f[a+12>>2]=f[i>>2];d=i+4|0;h=f[d>>2]|0;c=i+8|0;g=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[a+16>>2]=h;h=a+20|0;d=f[h>>2]|0;f[h>>2]=g;if(!d){h=a+24|0;g=i+12|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2]}else{iOb(d);c=f[c>>2]|0;h=a+24|0;g=i+12|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];if(c|0)iOb(c)}ceb(i,34963,4194304,262144);f[a+36>>2]=f[i>>2];d=i+4|0;h=f[d>>2]|0;c=i+8|0;g=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[a+40>>2]=h;h=a+44|0;d=f[h>>2]|0;f[h>>2]=g;if(!d){a=a+48|0;i=i+12|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];u=j;return}iOb(d);c=f[c>>2]|0;a=a+48|0;i=i+12|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];if(!c){u=j;return}iOb(c);u=j;return}function A2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;o=r+12|0;p=r;q=c+12|0;n=b+40|0;h=b+44|0;B2a(q,((f[h>>2]|0)-(f[n>>2]|0)|0)/56|0);b=f[n>>2]|0;h=f[h>>2]|0;if((b|0)==(h|0)){u=r;return}i=a+4|0;j=o+4|0;k=o+8|0;l=p+4|0;m=p+8|0;n=c+16|0;g=c+20|0;do{c=f[i>>2]|0;f[o>>2]=f[b+16>>2];f[j>>2]=f[b+20>>2];f[k>>2]=f[b+24>>2];f[p>>2]=f[b+28>>2];f[l>>2]=f[b+32>>2];f[m>>2]=f[b+36>>2];d=b+8|0;e=f[n>>2]|0;if(e>>>0<(f[g>>2]|0)>>>0){epb(e,c,b,o,p,f[d>>2]|0);c=(f[n>>2]|0)+72|0;f[n>>2]=c}else{C2a(q,c,b,o,p,d);c=f[n>>2]|0}A2a(a,b,c+-72|0);b=b+56|0}while((b|0)!=(h|0));u=r;return}function B2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+8|0;d=f[a>>2]|0;c=d;if((((f[k>>2]|0)-d|0)/72|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>59652323)vd();g=f[l>>2]|0;i=pOb(b*72|0)|0;h=i+(((g-d|0)/72|0)*72|0)|0;j=h;i=i+(b*72|0)|0;d=g;if((d|0)==(c|0)){e=j;b=g}else{e=j;b=h;do{d=d+-72|0;fpb(b+-72|0,d);b=e+-72|0;e=b}while((d|0)!=(c|0));b=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;d=b;if((c|0)!=(d|0))do{c=c+-72|0;TFa(c)}while((c|0)!=(d|0));if(!b)return;sOb(b);return}function C2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;i=f[a>>2]|0;j=((f[n>>2]|0)-i|0)/72|0;h=j+1|0;if(h>>>0>59652323)AMb(a);m=a+8|0;i=((f[m>>2]|0)-i|0)/72|0;l=i<<1;h=i>>>0<29826161?(l>>>0<h>>>0?h:l):59652323;do if(!h)k=0;else if(h>>>0>59652323)vd();else{k=pOb(h*72|0)|0;break}while(0);i=k+(j*72|0)|0;j=i;l=k+(h*72|0)|0;epb(i,b,c,d,e,f[g>>2]|0);b=i+72|0;k=f[a>>2]|0;h=f[n>>2]|0;if((h|0)==(k|0)){i=j;j=k;h=k}else{do{h=h+-72|0;fpb(i+-72|0,h);i=j+-72|0;j=i}while((h|0)!=(k|0));i=j;j=f[a>>2]|0;h=f[n>>2]|0}f[a>>2]=i;f[n>>2]=b;f[m>>2]=l;i=j;if((h|0)!=(i|0))do{h=h+-72|0;TFa(h)}while((h|0)!=(i|0));if(!j)return;sOb(j);return}function D2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;m=o+8|0;n=o;v1a(f[(f[a>>2]|0)+244>>2]|0,(f[b>>2]|0)+28|0,0);l=a+60|0;c=E2a(l,(f[b>>2]|0)+28|0)|0;if(!c){u=o;return}d=f[c+16>>2]|0;j=f[c+20>>2]|0;k=(j|0)==0;if(!k)gOb(j);c=f[d>>2]|0;e=f[d+4>>2]|0;if((c|0)!=(e|0)){g=m+4|0;h=a+4|0;i=n+4|0;do{p=f[c>>2]|0;d=f[b>>2]|0;f[m>>2]=f[d+28>>2];f[g>>2]=p;if((p|0)!=(f[d+32>>2]|0)){zRa(n,f[h>>2]|0,m);d=f[n>>2]|0;if(d|0)v1a(f[(f[a>>2]|0)+244>>2]|0,d+28|0,0);d=f[i>>2]|0;if(d|0)iOb(d)}F2a(l,m)|0;c=c+4|0}while((c|0)!=(e|0))}if(k){u=o;return}iOb(j);u=o;return}function E2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function F2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=E2a(a,b)|0;if(!l){l=0;return l|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;b=a+12|0;f[b>>2]=(f[b>>2]|0)+-1;b=f[l+20>>2]|0;if(b|0)iOb(b);sOb(l);l=1;return l|0}function G2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=f[b>>2]|0;l=f[b+4>>2]|0;p=l+-1640531527+(j<<6)+(j>>>2)^j;m=a+4|0;h=f[m>>2]|0;o=(h|0)==0;a:do if(o)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)k=p&i;else if(p>>>0<h>>>0)k=p;else k=(p>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(k<<2)>>2]|0;if(!c)c=k;else{c=f[c>>2]|0;if(!c)c=k;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&i|0)==(k|0))){c=k;break a}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(k|0)){c=k;break a}}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}}}while(0);j=pOb(24)|0;l=b;b=f[l+4>>2]|0;i=j+8|0;f[i>>2]=f[l>>2];f[i+4>>2]=b;f[j+16>>2]=0;f[j+20>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;Q2a(a,c>>>0<d>>>0?d:c);c=f[m>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=33}}else{f[j>>2]=f[c>>2];q=33}if((q|0)==33)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+16|0;return a|0}function H2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function I2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;s=y+8|0;t=y;v=a+104|0;w=a+108|0;c=f[w>>2]|0;if((f[v>>2]|0)==(c|0)){u=y;return}x=a+4|0;k=s+4|0;l=t+4|0;m=s+4|0;n=t+4|0;o=s+4|0;p=t+4|0;q=s+4|0;r=t+4|0;while(1){g=f[x>>2]|0;i=f[(f[a>>2]|0)+244>>2]|0;j=c+-64|0;d=f[c+-48>>2]|0;f[s>>2]=f[j>>2];f[k>>2]=d;zRa(t,g,s);d=(f[t>>2]|0)==0;e=f[l>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,5)|0;if(d<<24>>24==1)h=8;else{c=d;h=24}}else h=8;do if((h|0)==8){h=0;d=f[c+-40>>2]|0;f[s>>2]=f[j>>2];f[m>>2]=d;vRa(t,g,s);d=(f[t>>2]|0)==0;e=f[n>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,3)|0;if(d<<24>>24!=1){c=d;h=24;break}}d=f[c+-36>>2]|0;f[s>>2]=f[j>>2];f[o>>2]=d;vRa(t,g,s);d=(f[t>>2]|0)==0;e=f[p>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,3)|0;if(d<<24>>24!=1){c=d;h=24;break}}c=f[c+-32>>2]|0;f[s>>2]=f[j>>2];f[q>>2]=c;vRa(t,g,s);c=(f[t>>2]|0)==0;d=f[r>>2]|0;if(d|0)iOb(d);if(c){c=B_a(i,s,3)|0;if(c<<24>>24!=1){h=24;break}}J2a(b,j)|0}while(0);if((h|0)==24)if(!(c<<24>>24)){h=26;break}c=(f[w>>2]|0)+-64|0;f[w>>2]=c;if((f[v>>2]|0)==(c|0)){h=26;break}}if((h|0)==26){u=y;return}}function J2a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+64|0;t=x+56|0;w=x+48|0;g=x+40|0;v=x+32|0;l=x+16|0;m=x+8|0;k=x;s=a+4|0;a=f[s>>2]|0;d=a+116|0;e=b[d>>0]|0;if(e&4){b[d>>0]=e&-5;lQa((f[a>>2]|0)+92|0)}a=f[c>>2]|0;if(!a){w=1;u=x;return w|0}r=f[s>>2]|0;q=f[r+4>>2]|0;r=f[r>>2]|0;o=f[c+4>>2]|0;f[t>>2]=a;f[t+4>>2]=o;UIa(w,q);o=f[c+16>>2]|0;f[g>>2]=f[c>>2];f[g+4>>2]=o;zRa(v,q,g);do if(!(f[v>>2]|0))d=0;else{eJa(f[w>>2]|0,v);a=f[c+24>>2]|0;e=f[c+28>>2]|0;g=f[c+32>>2]|0;j=l+4|0;h=m+4|0;i=k+4|0;d=f[v>>2]|0;f[l>>2]=f[d+4>>2];d=f[d+8>>2]|0;f[j>>2]=d;if(d|0)gOb(d);if((a|0)==-1)p=19;else{f[m>>2]=f[c>>2];f[h>>2]=a;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))a=1;else p=15;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=15;else{iOb(a);p=15}}if((p|0)==15)a=0;d=f[i>>2]|0;if(d|0)iOb(d);if(!a)p=19;else a=1}if((p|0)==19){hJa(f[w>>2]|0,0,l);a=0}d=f[j>>2]|0;if(d|0)iOb(d);if(!a){a=f[v>>2]|0;f[l>>2]=f[a+12>>2];a=f[a+16>>2]|0;f[j>>2]=a;if(a|0)gOb(a);if((e|0)==-1)p=96;else{f[m>>2]=f[c>>2];f[h>>2]=e;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))a=1;else p=92;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=92;else{iOb(a);p=92}}if((p|0)==92)a=0;d=f[i>>2]|0;if(d|0)iOb(d);if(!a)p=96;else a=1}if((p|0)==96){hJa(f[w>>2]|0,1,l);a=0}d=f[j>>2]|0;if(d|0)iOb(d);if(!a){a=f[v>>2]|0;f[l>>2]=f[a+20>>2];a=f[a+24>>2]|0;f[j>>2]=a;if(a|0)gOb(a);if((g|0)==-1)p=113;else{f[m>>2]=f[c>>2];f[h>>2]=g;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))d=1;else p=109;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=109;else{iOb(a);p=109}}if((p|0)==109)d=0;a=f[i>>2]|0;if(a|0)iOb(a);if(!d)p=113;else d=1}if((p|0)==113){hJa(f[w>>2]|0,2,l);d=0}a=f[j>>2]|0;if(a|0)iOb(a);if(!d){i=f[c+36>>2]|0;f[l>>2]=i;j=f[c+40>>2]|0;f[l+4>>2]=j;o=f[c+44>>2]|0;f[l+8>>2]=o;if(i|j|o|0){o=f[v>>2]|0;if((Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0)>>>0>1){o=f[(f[s>>2]|0)+4>>2]|0;j=pOb(24)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=39568;i=j+12|0;f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];a=m+4|0;f[m>>2]=i;f[a>>2]=j;ZQa(o,m,t)|0;a=f[a>>2]|0;if(a|0)iOb(a)}}a=f[v>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](k,a);xRa(m,q,k);a=f[m>>2]|0;d=f[w>>2]|0;if(!a)vKa(d,l,258736,258736)|0;else vKa(d,l,a,258736)|0;a=f[m+4>>2]|0;if(a|0)iOb(a);o=f[c+20>>2]|0;f[l>>2]=f[c>>2];f[l+4>>2]=o;uRa(m,q,l);if(f[m>>2]|0)pJa(f[w>>2]|0,0,m);a=f[m+4>>2]|0;if(a|0)iOb(a);a=f[c+48>>2]|0;if(a|0){f[l>>2]=f[c>>2];f[l+4>>2]=a;HRa(m,q,l);if(f[m>>2]|0)OKa(f[w>>2]|0,m);a=f[m+4>>2]|0;if(a|0)iOb(a)}m=c+52|0;HJa(f[w>>2]|0,1,(f[m>>2]&1|0)!=0,0)|0;HJa(f[w>>2]|0,2,(f[m>>2]&2|0)!=0,0)|0;HJa(f[w>>2]|0,4,(f[m>>2]&4|0)!=0,0)|0;K2a(f[w>>2]|0,f[c+56>>2]|0);m=L2a((f[s>>2]|0)+80|0,t)|0;if(m|0){UKa(f[w>>2]|0,b[m+32>>0]|0,m+16|0,+n[m+28>>2]);o=f[s>>2]|0;g=f[o+84>>2]|0;a=f[m+4>>2]|0;h=g+-1|0;i=(h&g|0)==0;do if(i)k=h&a;else{if(a>>>0<g>>>0){k=a;break}k=(a>>>0)%(g>>>0)|0}while(0);j=o+80|0;d=(f[j>>2]|0)+(k<<2)|0;l=f[d>>2]|0;while(1){a=f[l>>2]|0;if((a|0)==(m|0))break;else l=a}do if((l|0)==(o+88|0))p=56;else{a=f[l+4>>2]|0;do if(i)a=a&h;else{if(a>>>0<g>>>0)break;a=(a>>>0)%(g>>>0)|0}while(0);if((a|0)!=(k|0)){p=56;break}e=m}while(0);do if((p|0)==56){a=f[m>>2]|0;if(a|0){a=f[a+4>>2]|0;do if(i)a=a&h;else{if(a>>>0<g>>>0)break;a=(a>>>0)%(g>>>0)|0}while(0);if((a|0)==(k|0)){e=m;break}}f[d>>2]=0;e=m}while(0);d=f[e>>2]|0;a=d;do if(d){d=f[d+4>>2]|0;do if(i)d=d&h;else{if(d>>>0<g>>>0)break;d=(d>>>0)%(g>>>0)|0}while(0);if((d|0)==(k|0))break;f[(f[j>>2]|0)+(d<<2)>>2]=l;a=f[m>>2]|0}while(0);f[l>>2]=a;f[e>>2]=0;p=o+92|0;f[p>>2]=(f[p>>2]|0)+-1;sOb(m)}if(!($Qa(q,w,t,c+8|0)|0)){d=1;break}c=(b[(f[(f[(f[w>>2]|0)+4>>2]|0)+44>>2]|0)+148>>0]&2)!=0;p1a(f[r+244>>2]|0,t,0,c);if(!c){d=1;break}if(b[r+229>>0]|0)if(!(f[(f[w>>2]|0)+196>>2]&16777216)){d=1;break}a=(f[s>>2]|0)+116|0;d=b[a>>0]|0;if(!(d&32)){b[a>>0]=d|32;lQa(r+212|0)}u9a(f[r+240>>2]|0);d=1}else d=0}else d=0}else d=0}while(0);a=f[v+4>>2]|0;if(a|0)iOb(a);a=f[w+4>>2]|0;if(a|0)iOb(a);w=d;u=x;return w|0}function K2a(a,b){a=a|0;b=b|0;if(b&1|0)aJa(a,1);if(b&4|0)bJa(a,1);if(b&8|0)rJa(a,1);if(b&16|0)sJa(a,1);if(b&32|0)vJa(a,1);if(b&64|0)xJa(a,1);if(b&2048|0)yJa(a,1);if(b&8192|0)zJa(a,1);if(b&16384|0)BJa(a,1);if(b&32768|0)AJa(a,1);if(b&256|0)tJa(a,1);if(b&512|0)uJa(a,1);if(!(b&4096))return;IJa(a,7);return}function L2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function M2a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39596;b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function N2a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39596;b=f[a+12>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function O2a(a){a=a|0;var b=0,c=0;c=f[a+12>>2]|0;if(!c)return;a=a+16|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function P2a(a){a=a|0;sOb(a);return}function Q2a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){R2a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;R2a(a,b);return}function R2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function S2a(a){a=a|0;aOb(a);sOb(a);return}function T2a(a){a=a|0;return}function U2a(a){a=a|0;sOb(a);return}function V2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=f[b>>2]|0;l=f[b+4>>2]|0;p=l+-1640531527+(j<<6)+(j>>>2)^j;m=a+4|0;h=f[m>>2]|0;o=(h|0)==0;a:do if(o)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)k=p&i;else if(p>>>0<h>>>0)k=p;else k=(p>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(k<<2)>>2]|0;if(!c)c=k;else{c=f[c>>2]|0;if(!c)c=k;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&i|0)==(k|0))){c=k;break a}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(k|0)){c=k;break a}}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}}}while(0);j=pOb(36)|0;l=b;b=f[l+4>>2]|0;i=j+8|0;f[i>>2]=f[l>>2];f[i+4>>2]=b;i=j+16|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;W2a(a,c>>>0<d>>>0?d:c);c=f[m>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=33}}else{f[j>>2]=f[c>>2];q=33}if((q|0)==33)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+16|0;return a|0}function W2a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){X2a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;X2a(a,b);return}function X2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Y2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;l=f[a>>2]|0;m=(f[i>>2]|0)-l|0;d=m>>6;c=d+1|0;if(c>>>0>67108863)AMb(a);n=a+8|0;g=(f[n>>2]|0)-l|0;h=g>>5;c=g>>6>>>0<33554431?(h>>>0<c>>>0?c:h):67108863;do if(!c){j=0;k=0}else if(c>>>0>67108863)vd();else{k=pOb(c<<6)|0;j=k;break}while(0);h=j+(d<<6)|0;e=j+(c<<6)|0;g=h;c=b;d=g+64|0;do{f[g>>2]=f[c>>2];g=g+4|0;c=c+4|0}while((g|0)<(d|0));if((m|0)>0)bQb(k|0,l|0,m|0)|0;f[a>>2]=j;f[i>>2]=h+64;f[n>>2]=e;if(!l)return;sOb(l);return}function Z2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+64|0;d=h+40|0;i=h+32|0;e=h+24|0;g=h;j=f[b+4>>2]|0;DDa(d,f[c+8>>2]|0);c=f[c>>2]|0;f[i>>2]=f[f[b>>2]>>2];f[i+4>>2]=c;sRa(e,f[(f[j+4>>2]|0)+4>>2]|0,i);if(!(f[e>>2]|0)){b=f[e+4>>2]|0;if(b|0)iOb(b);f[a>>2]=0;f[a+4>>2]=0;u=h;return}else{Lwb(g);FDa(d,g);PFa(a,f[e>>2]|0,g);b=f[e+4>>2]|0;if(b|0)iOb(b);u=h;return}}function _2a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39624;e=a+12|0;b=f[e>>2]|0;if(!b){aOb(a);return}g=a+16|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-16|0;f[g>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);return}function $2a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39624;e=a+12|0;b=f[e>>2]|0;if(!b){aOb(a);sOb(a);return}g=a+16|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-16|0;f[g>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);sOb(a);return}function a3a(a){a=a|0;var b=0,c=0,d=0,e=0;e=a+12|0;b=f[e>>2]|0;if(!b)return;d=a+16|0;a=f[d>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-16|0;f[d>>2]=a;c=f[c+-12>>2]|0;if(c){iOb(c);a=f[d>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[e>>2]|0}sOb(b);return}function b3a(a){a=a|0;sOb(a);return}function c3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;i=o;j=o+24|0;e=f[a>>2]|0;n=a+4|0;k=f[n>>2]|0;if((e|0)==(k|0)){u=o;return}l=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;f[j>>2]=d;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,j);if(b[e+24>>0]|0){f[l>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[l>>2]|0;do if(!g){f[h>>2]=0;m=15}else if((i|0)==(g|0)){f[h>>2]=e;m=f[l>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[h>>2]=g;f[l>>2]=0;g=0;h=0;break}while(0);if((m|0)==15){m=0;h=f[l>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(k|0));e=f[n>>2]|0;if((f[a>>2]|0)==(e|0)){u=o;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{m=30;break}e=e+-32|0;while(1){m=g+-32|0;f[n>>2]=m;if((m|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[n>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){m=30;break}}if((m|0)==30){u=o;return}}function d3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=a+12|0;k=j+11|0;if((b[k>>0]|0)<0){b[f[j>>2]>>0]=0;f[a+16>>2]=0}else{b[j>>0]=0;b[k>>0]=0}h=f[a>>2]|0;i=a+4|0;e=f[i>>2]|0;if((e|0)!=(h|0))do{g=e+-24|0;f[i>>2]=g;e=e+-12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);e=f[i>>2]|0}while((e|0)!=(h|0));f[l>>2]=c;if((c|0)==(d|0)){l=0;u=m;return l|0}e=c+1|0;f[l>>2]=e;if((b[c>>0]|0)!=60){l=0;u=m;return l|0}a:do if((e|0)==(d|0))e=d;else while(1){c=(lAb(b[e>>0]|0)|0)<<24;if(!((c|0)==1593835520|(c+-1610612737|0)>>>0<452984831))break a;c=e;e=e+1|0;f[l>>2]=e;LOb(j,b[c>>0]|0);if((e|0)==(d|0)){e=d;break}}while(0);g=b[k>>0]|0;if(g<<24>>24<0)g=f[a+16>>2]|0;else g=g&255;if((e|0)==(d|0)|(g|0)==0){l=0;u=m;return l|0}switch(b[e>>0]|0){case 32:{e=e+1|0;f[l>>2]=e;break}case 62:break;default:{l=0;u=m;return l|0}}if((e|0)==(d|0)){l=0;u=m;return l|0}while(1){k=(lAb(b[e>>0]|0)|0)<<24;if(!((k|0)==1593835520|(k+-1610612737|0)>>>0<452984831)){g=25;break}if(!(z3a(a,l,d)|0)){e=0;g=27;break}e=f[l>>2]|0;if((e|0)==(d|0)){e=0;g=27;break}}if((g|0)==25){if((b[e>>0]|0)!=62){l=0;u=m;return l|0}d=e+1|0;f[l>>2]=d;l=d;u=m;return l|0}else if((g|0)==27){u=m;return e|0}return 0}function e3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=d+12|0;h=j+11|0;g=b[h>>0]|0;i=d+16|0;e=f[i>>2]|0;do if(((g<<24>>24<0?e:g&255)|0)==24){if(MOb(j,0,-1,191518,24)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=f[d>>2]|0;g=f[d+4>>2]|0;a:do if((e|0)==(g|0))e=0;else{while(1){l=b[e+11>>0]|0;if(((l<<24>>24<0?f[e+4>>2]|0:l&255)|0)==5)if(!(MOb(e,0,-1,191543,5)|0))break;e=e+24|0;if((e|0)==(g|0)){e=0;break a}}e=$Ob(e+12|0,0,10)|0}while(0);f3a((f[f[a+4>>2]>>2]|0)+32|0,c,e);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==14){if(MOb(j,0,-1,191549,14)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}c=(f[f[a+4>>2]>>2]|0)+56|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==13){if(MOb(j,0,-1,191564,13)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=f[d>>2]|0;g=f[d+4>>2]|0;if((e|0)==(g|0)){l=1;u=m;return l|0}while(1){d=b[e+11>>0]|0;if(((d<<24>>24<0?f[e+4>>2]|0:d&255)|0)==4)if(!(MOb(e,0,-1,191578,4)|0))break;e=e+24|0;if((e|0)==(g|0)){e=1;k=55;break}}if((k|0)==55){u=m;return e|0}e=e+12|0;j=(f[f[a+4>>2]>>2]|0)+80|0;if((b[e+11>>0]|0)<0)e=f[e>>2]|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;i=pAb(e)|0;if(i>>>0>4294967279)vOb(l);if(i>>>0<11){h=l+11|0;b[h>>0]=i;if(!i){g=l;e=h}else{g=l;k=31}}else{h=i+16&-16;g=pOb(h)|0;f[l>>2]=g;f[l+8>>2]=h|-2147483648;f[l+4>>2]=i;h=l+11|0;k=31}if((k|0)==31){bQb(g|0,e|0,i|0)|0;e=h}b[g+i>>0]=0;i3a(j,c,l);if((b[e>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==11){if(MOb(j,0,-1,247514,11)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}y$a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==17){if(MOb(j,0,-1,191583,17)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=a+4|0;g=(f[e>>2]|0)+116|0;h=b[g>>0]|0;if(h&2){l=1;u=m;return l|0}b[g>>0]=h|2;c=f[f[e>>2]>>2]|0;gh[f[(f[c>>2]|0)+16>>2]&2047](c);c=(f[f[e>>2]>>2]|0)+68|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==8){if(MOb(j,0,-1,191601,8)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=a+4|0;g=(f[e>>2]|0)+116|0;h=b[g>>0]|0;if(h&1){l=1;u=m;return l|0}b[g>>0]=h|1;c=(f[f[e>>2]>>2]|0)+44|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);if(((g<<24>>24<0?e:g&255)|0)==11){l=(MOb(j,0,-1,191610,11)|0)==0;u=m;return l|0}else{l=0;u=m;return l|0}return 0}function f3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;i=o;j=o+24|0;e=f[a>>2]|0;n=a+4|0;k=f[n>>2]|0;if((e|0)==(k|0)){u=o;return}l=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;f[j>>2]=d;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,j);if(b[e+24>>0]|0){f[l>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[l>>2]|0;do if(!g){f[h>>2]=0;m=15}else if((i|0)==(g|0)){f[h>>2]=e;m=f[l>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[h>>2]=g;f[l>>2]=0;g=0;h=0;break}while(0);if((m|0)==15){m=0;h=f[l>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(k|0));e=f[n>>2]|0;if((f[a>>2]|0)==(e|0)){u=o;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{m=30;break}e=e+-32|0;while(1){m=g+-32|0;f[n>>2]=m;if((m|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[n>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){m=30;break}}if((m|0)==30){u=o;return}}function g3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;k=m;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;l=a+11|0;b[l>>0]=1;b[a>>0]=123;b[a+1>>0]=0;h=f[c>>2]|0;i=f[c+4>>2]|0;if((h|0)==(i|0))c=1;else{j=k+11|0;d=k+4|0;e=k+11|0;g=k+4|0;c=h;do{LOb(a,34);j3a(k,c);h=b[j>>0]|0;n=h<<24>>24<0;JOb(a,n?f[k>>2]|0:k,n?f[d>>2]|0:h&255)|0;if((b[j>>0]|0)<0)sOb(f[k>>2]|0);KOb(a,191622)|0;j3a(k,c+12|0);n=b[e>>0]|0;h=n<<24>>24<0;JOb(a,h?f[k>>2]|0:k,h?f[g>>2]|0:n&255)|0;if((b[e>>0]|0)<0)sOb(f[k>>2]|0);KOb(a,247179)|0;c=c+24|0}while((c|0)!=(i|0));c=b[l>>0]|0;if(c<<24>>24<0){l=a+4|0;n=(f[l>>2]|0)+-1|0;f[l>>2]=n;n=(f[a>>2]|0)+n|0;b[n>>0]=0;LOb(a,125);u=m;return}}n=(c&255)+-1|0;b[l>>0]=n;n=a+n|0;b[n>>0]=0;LOb(a,125);u=m;return}function h3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){oh[f[(f[e>>2]|0)+24>>2]&1023](e,c);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function i3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n;e=f[a>>2]|0;m=a+4|0;j=f[m>>2]|0;if((e|0)==(j|0)){u=n;return}k=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,d);if(b[e+24>>0]|0){f[k>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[k>>2]|0;do if(!g){f[h>>2]=0;l=15}else if((i|0)==(g|0)){f[h>>2]=e;l=f[k>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,e);l=15;break}else{f[h>>2]=g;f[k>>2]=0;g=0;h=0;break}while(0);if((l|0)==15){l=0;h=f[k>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(j|0));e=f[m>>2]|0;if((f[a>>2]|0)==(e|0)){u=n;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{l=30;break}e=e+-32|0;while(1){l=g+-32|0;f[m>>2]=l;if((l|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[m>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){l=30;break}}if((l|0)==30){u=n;return}}function j3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+160|0;i=m+136|0;j=m;k=j+4|0;f[j>>2]=15100;l=j+56|0;f[l>>2]=15120;tEb(j+56|0,k);f[j+128>>2]=0;f[j+132>>2]=-1;f[j>>2]=39656;f[j+56>>2]=39676;xEb(k);f[k>>2]=39692;h=j+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[j+52>>2]=16;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;k3a(k,i);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);e=b[c+11>>0]|0;g=e<<24>>24<0;d=g?f[c>>2]|0:c;e=g?f[c+4>>2]|0:e&255;g=d+e|0;a:do if(e|0)while(1){c=b[d>>0]|0;e=c<<24>>24;b:do switch(e|0){case 34:{m3a(j,191626,2)|0;break}case 92:{m3a(j,191629,2)|0;break}case 8:{m3a(j,191632,2)|0;break}case 12:{m3a(j,191635,2)|0;break}case 10:{m3a(j,191638,2)|0;break}case 13:{m3a(j,191641,2)|0;break}case 9:{m3a(j,191644,2)|0;break}default:if((c&255)<32){c=m3a(j,191647,2)|0;n=c+(f[(f[c>>2]|0)+-12>>2]|0)+4|0;f[n>>2]=f[n>>2]&-75|8;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+12>>2]=4;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+76>>2]=48;JEb(c,e)|0;break b}else{b[i>>0]=c;m3a(j,i,1)|0;break b}}while(0);d=d+1|0;if((d|0)==(g|0))break a}while(0);l3a(a,k);f[j>>2]=39656;f[l>>2]=39676;f[k>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(k);kEb(j,39752);jDb(l);u=m;return}sOb(f[h>>2]|0);oDb(k);kEb(j,39752);jDb(l);u=m;return}function k3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+32|0;AOb(e,c)|0;i=a+44|0;f[i>>2]=0;j=a+48|0;h=f[j>>2]|0;if(h&8|0){c=b[e+11>>0]|0;if(c<<24>>24<0){c=f[e>>2]|0;d=c;g=c;c=c+(f[a+36>>2]|0)|0}else{d=e;g=e;c=e+(c&255)|0}f[i>>2]=c;f[a+8>>2]=d;f[a+12>>2]=g;f[a+16>>2]=c}if(!(h&16))return;d=e+11|0;c=b[d>>0]|0;if(c<<24>>24<0){g=f[a+36>>2]|0;f[i>>2]=(f[e>>2]|0)+g;c=(f[a+40>>2]&2147483647)+-1|0}else{g=c&255;f[i>>2]=e+g;c=10}GOb(e,c,0);c=b[d>>0]|0;if(c<<24>>24<0){e=f[e>>2]|0;c=f[a+36>>2]|0}else c=c&255;d=a+24|0;f[d>>2]=e;f[a+20>>2]=e;f[a+28>>2]=e+c;if(!(f[j>>2]&3))return;f[d>>2]=e+g;return}function l3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=f[c+48>>2]|0;if(d&16|0){d=c+44|0;e=f[d>>2]|0;g=f[c+24>>2]|0;if(e>>>0<g>>>0){f[d>>2]=g;e=g}d=f[c+20>>2]|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=e-d|0;if(c>>>0>4294967279)vOb(a);if(c>>>0<11)b[a+11>>0]=c;else{h=c+16&-16;g=pOb(h)|0;f[a>>2]=g;f[a+8>>2]=h|-2147483648;f[a+4>>2]=c;a=g}if((d|0)!=(e|0)){g=a;while(1){b[g>>0]=b[d>>0]|0;d=d+1|0;if((d|0)==(e|0))break;else g=g+1|0}a=a+c|0}b[a>>0]=0;return}if(!(d&8)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;return}d=f[c+8>>2]|0;g=f[c+16>>2]|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=g-d|0;if(c>>>0>4294967279)vOb(a);if(c>>>0<11)b[a+11>>0]=c;else{e=c+16&-16;h=pOb(e)|0;f[a>>2]=h;f[a+8>>2]=e|-2147483648;f[a+4>>2]=c;a=h}if((d|0)!=(g|0)){e=a;while(1){b[e>>0]=b[d>>0]|0;d=d+1|0;if((d|0)==(g|0))break;else e=e+1|0}a=a+c|0}b[a>>0]=0;return}function m3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+12|0;k=m;l=m+8|0;BEb(k,a);if(!(b[k>>0]|0)){CEb(k);u=m;return a|0}j=(f[a>>2]|0)+-12|0;f[l>>2]=f[a+(f[j>>2]|0)+24>>2];j=a+(f[j>>2]|0)|0;g=c+d|0;h=(f[j+4>>2]&176|0)==32?g:c;e=j+76|0;d=f[e>>2]|0;if((d|0)==-1){vEb(i,j);d=XFb(i,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,32)|0;YFb(i);d=d<<24>>24;f[e>>2]=d}f[i>>2]=f[l>>2];if(n3a(i,c,h,g,j,d&255)|0){CEb(k);u=m;return a|0}l=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(l,f[l+16>>2]|5);CEb(k);u=m;return a|0}function n3a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;m=o;n=f[a>>2]|0;if(!n){n=0;u=o;return n|0}i=c;j=e-i|0;l=g+12|0;k=f[l>>2]|0;j=(k|0)>(j|0)?k-j|0:0;k=d;g=k-i|0;if((g|0)>0)if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,c,g)|0)!=(g|0)){f[a>>2]=0;n=0;u=o;return n|0}do if((j|0)>0){f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;if(j>>>0<11){c=m+11|0;b[c>>0]=j;g=m;i=m}else{c=j+16&-16;g=pOb(c)|0;f[m>>2]=g;f[m+8>>2]=c|-2147483648;f[m+4>>2]=j;c=m+11|0;i=m}dQb(g|0,h|0,j|0)|0;b[g+j>>0]=0;if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,(b[c>>0]|0)<0?f[i>>2]|0:m,j)|0)==(j|0)){if((b[c>>0]|0)<0)sOb(f[i>>2]|0);break}f[a>>2]=0;if((b[c>>0]|0)<0)sOb(f[i>>2]|0);n=0;u=o;return n|0}while(0);e=e-k|0;if((e|0)>0)if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,d,e)|0)!=(e|0)){f[a>>2]=0;n=0;u=o;return n|0}f[l>>2]=0;u=o;return n|0}function o3a(a){a=a|0;var c=0;f[a>>2]=39692;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);oDb(a);return}function p3a(a){a=a|0;var c=0;f[a>>2]=39692;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);oDb(a);sOb(a);return}function q3a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=c+44|0;j=f[i>>2]|0;m=c+24|0;n=f[m>>2]|0;k=n;if(j>>>0<n>>>0){f[i>>2]=n;l=k}else l=j;i=h&24;a:do if(!i){j=-1;i=-1}else if((g|0)==1&(i|0)==24){j=-1;i=-1}else{b:do switch(g|0){case 0:{i=0;j=0;break}case 1:if(!(h&8)){j=k-(f[c+20>>2]|0)|0;i=j;j=((j|0)<0)<<31>>31;break b}else{j=(f[c+12>>2]|0)-(f[c+8>>2]|0)|0;i=j;j=((j|0)<0)<<31>>31;break b}case 2:{i=c+32|0;if((b[i+11>>0]|0)<0)i=f[i>>2]|0;j=l-i|0;i=j;j=((j|0)<0)<<31>>31;break}default:{j=-1;i=-1;break a}}while(0);j=QPb(i|0,j|0,d|0,e|0)|0;i=I;if((i|0)<0){j=-1;i=-1}else{k=c+32|0;if((b[k+11>>0]|0)<0)k=f[k>>2]|0;e=l-k|0;d=((e|0)<0)<<31>>31;if((i|0)>(d|0)|(i|0)==(d|0)&j>>>0>e>>>0){j=-1;i=-1}else{k=h&8;if(!((j|0)==0&(i|0)==0)){if(k|0)if(!(f[c+12>>2]|0)){j=-1;i=-1;break}if((h&16|0)!=0&(n|0)==0){j=-1;i=-1;break}}if(k|0){f[c+12>>2]=(f[c+8>>2]|0)+j;f[c+16>>2]=l}if(h&16)f[m>>2]=(f[c+20>>2]|0)+j}}}while(0);n=a;f[n>>2]=0;f[n+4>>2]=0;a=a+8|0;f[a>>2]=j;f[a+4>>2]=i;return}function r3a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;c=c+8|0;Th[f[(f[b>>2]|0)+16>>2]&127](a,b,f[c>>2]|0,f[c+4>>2]|0,0,d);return}function s3a(a){a=a|0;var b=0,c=0,d=0;b=a+44|0;d=f[b>>2]|0;c=f[a+24>>2]|0;if(d>>>0<c>>>0){f[b>>2]=c;d=c}if(!(f[a+48>>2]&8)){a=-1;return a|0}b=a+16|0;c=f[b>>2]|0;if(c>>>0<d>>>0){f[b>>2]=d;c=d}b=f[a+12>>2]|0;if(b>>>0>=c>>>0){a=-1;return a|0}a=h[b>>0]|0;return a|0}function t3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=a+44|0;d=f[e>>2]|0;g=f[a+24>>2]|0;if(d>>>0<g>>>0){f[e>>2]=g;d=g}h=a+12|0;e=f[h>>2]|0;if((f[a+8>>2]|0)>>>0>=e>>>0){c=-1;return c|0}if((c|0)==-1){f[h>>2]=e+-1;f[a+16>>2]=d;c=0;return c|0}if(!(f[a+48>>2]&16)){g=c&255;e=e+-1|0;if((b[e>>0]|0)!=g<<24>>24){c=-1;return c|0}}else{g=c&255;e=e+-1|0}f[h>>2]=e;f[a+16>>2]=d;b[e>>0]=g;return c|0}function u3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;o=t;if((c|0)==-1){s=0;u=t;return s|0}p=a+12|0;q=a+8|0;r=(f[p>>2]|0)-(f[q>>2]|0)|0;s=a+24|0;k=f[s>>2]|0;m=a+28|0;d=f[m>>2]|0;if((k|0)==(d|0)){j=a+48|0;if(!(f[j>>2]&16)){s=-1;u=t;return s|0}h=a+20|0;i=f[h>>2]|0;n=a+44|0;l=(f[n>>2]|0)-i|0;g=a+32|0;LOb(g,0);d=g+11|0;if((b[d>>0]|0)<0)e=(f[a+40>>2]&2147483647)+-1|0;else e=10;GOb(g,e,0);d=b[d>>0]|0;if(d<<24>>24<0){e=f[g>>2]|0;d=f[a+36>>2]|0}else{e=g;d=d&255}d=e+d|0;f[h>>2]=e;f[m>>2]=d;k=e+(k-i)|0;f[s>>2]=k;e=e+l|0;f[n>>2]=e;l=n;g=n;i=d}else{e=a+44|0;l=e;j=a+48|0;g=e;e=f[e>>2]|0;i=d}h=k+1|0;f[o>>2]=h;e=f[(h>>>0<e>>>0?g:o)>>2]|0;f[l>>2]=e;if(f[j>>2]&8|0){d=a+32|0;if((b[d+11>>0]|0)<0)d=f[d>>2]|0;f[q>>2]=d;f[p>>2]=d+r;f[a+16>>2]=e}if((k|0)==(i|0)){s=Rg[f[(f[a>>2]|0)+52>>2]&255](a,c&255)|0;u=t;return s|0}else{f[s>>2]=h;b[k>>0]=c;s=c&255;u=t;return s|0}return 0}function v3a(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);return}function w3a(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);sOb(a);return}function x3a(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);return}function y3a(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);sOb(a);return}function z3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=a+4|0;g=f[e>>2]|0;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;g=(f[e>>2]|0)+24|0;f[e>>2]=g}else{A3a(a);g=f[e>>2]|0}e=g+-24|0;i=g+-12|0;a=f[c>>2]|0;a:do if((a|0)==(d|0))h=d;else while(1){h=(lAb(b[a>>0]|0)|0)<<24;if(!((h|0)==1593835520|(h+-1610612737|0)>>>0<452984831)){h=a;break a}f[c>>2]=a+1;LOb(e,b[a>>0]|0);a=f[c>>2]|0;if((a|0)==(d|0)){h=d;break}}while(0);a=b[e+11>>0]|0;if(a<<24>>24<0)a=f[g+-20>>2]|0;else a=a&255;if((a|0)==0|(h|0)==(d|0)){c=0;return c|0}a=h+1|0;f[c>>2]=a;if((b[h>>0]|0)!=61){c=0;return c|0}e=B3a(a,d,i)|0;f[c>>2]=e;if((e|0)==0|(e|0)==(d|0)){c=0;return c|0}a=b[e>>0]|0;if(a<<24>>24==32){f[c>>2]=e+1;c=1;return c|0}else{c=a<<24>>24==62;return c|0}return 0}function A3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;k=f[l>>2]|0;d=f[a>>2]|0;i=(k-d|0)/24|0;e=i+1|0;c=d;g=k;if(e>>>0>178956970)AMb(a);m=a+8|0;d=((f[m>>2]|0)-d|0)/24|0;h=d<<1;h=d>>>0<89478485?(h>>>0<e>>>0?e:h):178956970;do if(!h)j=0;else if(h>>>0>178956970)vd();else{j=pOb(h*24|0)|0;break}while(0);d=j+(i*24|0)|0;e=d;h=j+(h*24|0)|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;i=d+24|0;if((g|0)==(c|0))g=k;else{do{j=d+-24|0;k=g;g=g+-24|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;j=d+-12|0;k=k+-12|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;d=e+-24|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=i;f[m>>2]=h;e=g;if((c|0)!=(e|0))do{d=c+-12|0;c=c+-24|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function B3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=d+11|0;if((b[e>>0]|0)<0){b[f[d>>2]>>0]=0;f[d+4>>2]=0}else{b[d>>0]=0;b[e>>0]=0}if((a|0)==(c|0)){d=0;return d|0}e=a+1|0;i=b[a>>0]|0;switch(i<<24>>24){case 39:case 34:break;default:{d=0;return d|0}}if((e|0)==(c|0)){d=0;return d|0}a:while(1){a=b[e>>0]|0;b:do if(a<<24>>24==92){a=e+1|0;if((a|0)==(c|0)){e=0;a=29;break a}switch(b[a>>0]|0){case 34:{LOb(d,34);e=a;break b}case 8:{LOb(d,8);e=a;break b}case 12:{LOb(d,12);e=a;break b}case 10:{LOb(d,10);e=a;break b}case 13:{LOb(d,13);e=a;break b}case 9:{LOb(d,9);e=a;break b}case 92:{LOb(d,92);e=a;break b}case 117:{a=e+2|0;if((a|0)==(c|0)){e=0;a=29;break a}h=b[a>>0]|0;a=h<<24>>24;if((h+-48&255)<10)a=a+65488&65535;else{a=sAb(a)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=(a&255)+65461|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);g=e+3|0;if((g|0)==(c|0)){e=0;a=29;break a}j=b[g>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);g=e+4|0;if((g|0)==(c|0)){e=0;a=29;break a}j=b[g>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);e=e+5|0;if((e|0)==(c|0)){e=0;a=29;break a}j=b[e>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);break b}default:{e=0;a=29;break a}}}else{if(a<<24>>24==i<<24>>24){a=9;break a}if(a<<24>>24<32){e=0;a=29;break a}LOb(d,a)}while(0);e=e+1|0;if((e|0)==(c|0)){e=0;a=29;break}}if((a|0)==9){j=e+1|0;return j|0}else if((a|0)==29)return e|0;return 0}function C3a(a){a=a|0;sOb(a);return}function D3a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=39772;f[b+4>>2]=f[a+4>>2];return b|0}function E3a(a,b){a=a|0;b=b|0;f[b>>2]=39772;f[b+4>>2]=f[a+4>>2];return}function F3a(a){a=a|0;return}function G3a(a){a=a|0;sOb(a);return}function H3a(a){a=a|0;Y8a(f[(f[a+4>>2]|0)+240>>2]|0);return}function I3a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==191786?a+4|0:0)|0}function J3a(a){a=a|0;return 15176}function K3a(a){a=a|0;var b=0,c=0,d=0;b=f[a+104>>2]|0;if(b|0){c=a+108|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-64-b|0)>>>6)<<6);sOb(b)}b=f[a+88>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+80|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function L3a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function M3a(a,b){a=a|0;b=b|0;var c=0;f[a>>2]=39368;c=pOb(120)|0;f[c>>2]=b;f[c+4>>2]=f[b+232>>2];b=f[b+236>>2]|0;f[c+8>>2]=b;if(b|0)gOb(b);ceb(c+12|0,34962,4194304,262144);ceb(c+36|0,34963,4194304,262144);b=c+60|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;n[c+76>>2]=1.0;b=c+80|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;n[c+96>>2]=1.0;f[c+104>>2]=0;f[c+108>>2]=0;f[c+112>>2]=0;z2a(c);f[a+4>>2]=c;return}function N3a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=u;u=u+16|0;a=i+8|0;h=i;d=f[d>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=d;eRa(h,f[b+232>>2]|0,a,e,g);if(f[h>>2]|0){g=f[b+244>>2]|0;xh[f[(f[g>>2]|0)+16>>2]&127](g,a,0)}a=f[h+4>>2]|0;if(!a){u=i;return}iOb(a);u=i;return}function O3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;f[a>>2]=39820;c=f[a+2956>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);i=e+20|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);i=a+2948|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);h=a+2852|0;c=f[h>>2]|0;if(c|0){i=a+2856|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[i>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+2648>>2]|0;if(c|0){d=a+2652|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);sOb(c)}c=f[a+2636>>2]|0;if(c|0){d=a+2640|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}i=a+2632|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=a+100|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+88|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+40|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+12|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function P3a(a){a=a|0;O3a(a);sOb(a);return}function Q3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0,X=0.0,Y=0.0;S=u;u=u+1136|0;R=S+1080|0;D=S+1072|0;O=S+48|0;B=S+1112|0;E=S;P=gDb()|0;Q=I;wqb(B);l=a9a(AQa(c)|0)|0;M=IAa(l)|0;p[a+2664>>3]=+p[M>>3];p[a+2672>>3]=+p[M+8>>3];p[a+2680>>3]=+p[M+16>>3];p[a+2688>>3]=+p[M+24>>3];p[a+2696>>3]=+p[M+32>>3];p[a+2704>>3]=+p[M+40>>3];p[a+2712>>3]=+p[M+48>>3];p[a+2720>>3]=+p[M+56>>3];p[a+2728>>3]=+p[M+64>>3];p[a+2736>>3]=+p[M+72>>3];p[a+2744>>3]=+p[M+80>>3];p[a+2752>>3]=+p[M+88>>3];p[a+2760>>3]=+p[M+96>>3];p[a+2768>>3]=+p[M+104>>3];p[a+2776>>3]=+p[M+112>>3];p[a+2784>>3]=+p[M+120>>3];T=+p[l+32>>3];M=a+2792|0;p[M>>3]=T;g=+p[l+40>>3];N=a+2800|0;p[N>>3]=g;i=+p[l+48>>3];F=a+2808|0;p[F>>3]=i;V=+p[l+56>>3];G=a+2816|0;p[G>>3]=V;U=+p[l+64>>3];H=a+2824|0;p[H>>3]=U;j=+p[l+72>>3];J=a+2832|0;p[J>>3]=j;T=V-T;g=U-g;i=j-i;j=+L(+(T*T+(g*g+i*i)));p[a+2888>>3]=T/j;p[a+2896>>3]=g/j;p[a+2904>>3]=i/j;K=a+2848|0;b[K>>0]=b[l>>0]|0;n[a+2840>>2]=+n[B+8>>2]-+n[B>>2];n[a+2844>>2]=+n[B+12>>2]-+n[B+4>>2];B=a+2852|0;l=f[B>>2]|0;C=a+2856|0;d=f[C>>2]|0;if((d|0)!=(l|0))do{e=d+-12|0;f[C>>2]=e;k=f[e>>2]|0;if(!k)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(k|0))f[d>>2]=e+(~((e+-32-k|0)>>>5)<<5);sOb(k);d=f[C>>2]|0}}while((d|0)!=(l|0));v5a(B);z=YRa(c)|0;d=f[z>>2]|0;z=f[z+4>>2]|0;a:do if((d|0)!=(z|0)){A=a+2860|0;while(1){x=f[d>>2]|0;v=d+4|0;y=f[v>>2]|0;l=y;k=x;if((x|0)!=(y|0)){e=f[C>>2]|0;if(e>>>0<(f[A>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;w=e+12|0;f[C>>2]=w;e=l}else{w5a(B);w=f[C>>2]|0;k=f[d>>2]|0;e=f[v>>2]|0}y=w+-12|0;e=e-k|0;k=e>>5;x=w+-4|0;s=f[y>>2]|0;q=s;if((f[x>>2]|0)-s>>5>>>0<k>>>0){t=w+-8|0;if(k>>>0>134217727)break;l=f[t>>2]|0;o=pOb(e)|0;m=o+(l-s>>5<<5)|0;r=m;o=o+(k<<5)|0;e=l;if((e|0)==(q|0))e=r;else{l=e+-32|0;k=m;while(1){W=e;e=e+-32|0;p[k+-32>>3]=+p[e>>3];p[k+-24>>3]=+p[W+-24>>3];p[k+-16>>3]=+p[W+-16>>3];p[k+-8>>3]=+p[W+-8>>3];if((e|0)==(q|0))break;else k=k+-32|0}e=m+(~((l-s|0)>>>5)<<5)|0}f[y>>2]=e;f[t>>2]=r;f[x>>2]=o;if(s|0)sOb(s)}k=f[d>>2]|0;m=f[v>>2]|0;if((k|0)!=(m|0)){l=w+-8|0;e=f[l>>2]|0;do{if(e>>>0<(f[x>>2]|0)>>>0){e=e+32|0;f[l>>2]=e}else{x5a(y);e=f[l>>2]|0}p[e+-32>>3]=+p[k>>3];p[e+-24>>3]=+p[k+8>>3];p[e+-16>>3]=+p[k+16>>3];p[e+-8>>3]=+p[k+24>>3];k=k+32|0}while((k|0)!=(m|0))}}d=d+12|0;if((d|0)==(z|0))break a}vd()}while(0);if(CEa(c,E)|0){e=E+24|0;k=E;l=E+32|0;m=E+8|0;o=E+40|0;d=E+16|0}else{p[E>>3]=-1.0;m=E+8|0;p[m>>3]=-1.0;d=E+16|0;p[d>>3]=-1.0;e=E+24|0;p[e>>3]=1.0;l=E+32|0;p[l>>3]=1.0;o=E+40|0;p[o>>3]=1.0;XAb(O,1024,194680,D)|0;k=m3a(260024,O,pAb(O)|0)|0;vEb(D,k+(f[(f[k>>2]|0)+-12>>2]|0)|0);W=XFb(D,260896)|0;W=Rg[f[(f[W>>2]|0)+28>>2]&255](W,10)|0;YFb(D);OEb(k,W)|0;AEb(k)|0;k=E}U=+p[e>>3]-+p[k>>3];p[O>>3]=U;W=O+8|0;g=+p[l>>3]-+p[m>>3];p[W>>3]=g;V=+p[o>>3]-+p[d>>3];p[O+16>>3]=V;g=U<g?+p[W>>3]:+p[O>>3];g=g<V?V:g;p[a+2912>>3]=g;switch(b[K>>0]|0){case 1:{U=g*1.0e10;X=+p[G>>3];i=+p[M>>3]-X;T=+p[H>>3];V=+p[N>>3]-T;Y=+p[J>>3];j=+p[F>>3]-Y;g=+L(+(i*i+(V*V+j*j)));j=Y+U*(j/g);i=X+U*(i/g);g=T+U*(V/g);break}case 0:{j=+p[F>>3];i=+p[M>>3];g=+p[N>>3];break}default:{W=JEb(m3a(260024,194719,40)|0,h[K>>0]|0)|0;vEb(O,W+(f[(f[W>>2]|0)+-12>>2]|0)|0);K=XFb(O,260896)|0;K=Rg[f[(f[K>>2]|0)+28>>2]&255](K,10)|0;YFb(O);OEb(W,K)|0;AEb(W)|0;j=+p[F>>3];i=+p[M>>3];g=+p[N>>3]}}p[a+2864>>3]=i;p[a+2872>>3]=g;p[a+2880>>3]=j;y5a(a,c);d=gDb()|0;e=I;if(!(b[a+121>>0]|0)){u=S;return}M=RPb(d|0,e|0,P|0,Q|0)|0;M=UPb(M|0,I|0,1e6,0)|0;N=f[a+2936>>2]|0;c=f[a+2940>>2]|0;P=f[a+2928>>2]|0;Q=f[a+2932>>2]|0;W=f[a+2944>>2]|0;a=R;f[a>>2]=M;f[a+4>>2]=I;f[R+8>>2]=N;f[R+12>>2]=c;f[R+16>>2]=P;f[R+20>>2]=Q;f[R+24>>2]=W;XAb(O,1024,194760,R)|0;W=m3a(260024,O,pAb(O)|0)|0;vEb(R,W+(f[(f[W>>2]|0)+-12>>2]|0)|0);Q=XFb(R,260896)|0;Q=Rg[f[(f[Q>>2]|0)+28>>2]&255](Q,10)|0;YFb(R);OEb(W,Q)|0;AEb(W)|0;u=S;return}function R3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j;d=gDb()|0;c=a+2920|0;f[c>>2]=d;f[c+4>>2]=I;c=a+8|0;d=pOb(148)|0;f[d>>2]=c;g=d+4|0;h=d+60|0;i=d+8|0;f[g>>2]=15100;f[h>>2]=15120;tEb(h,i);f[d+132>>2]=0;f[d+136>>2]=-1;f[g>>2]=39656;f[h>>2]=39676;xEb(i);f[i>>2]=39692;h=d+40|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+56>>2]=16;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;k3a(i,e);if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);i=pOb(272)|0;f[e>>2]=d;U3a(i,e,a+2664|0,a+2636|0,a+2648|0,a+2948|0,c);h=f[e>>2]|0;f[e>>2]=0;if(h|0){c=h+4|0;f[c>>2]=39656;d=h+60|0;f[d>>2]=39676;e=h+8|0;f[e>>2]=39692;g=h+40|0;if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);oDb(e);kEb(c,39752);jDb(d);sOb(h)}c=a+2632|0;d=f[c>>2]|0;f[c>>2]=i;if(!d){a=f[i>>2]|0;a=a+8|0;a=f[a>>2]|0;gh[a&2047](i);u=j;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);i=f[c>>2]|0;a=f[i>>2]|0;a=a+8|0;a=f[a>>2]|0;gh[a&2047](i);u=j;return}function S3a(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+16|0;c=b;e=gDb()|0;e=QPb(e|0,I|0,1e9,0)|0;d=c;f[d>>2]=e;f[d+4>>2]=I;a=f[a+2632>>2]|0;a=Rg[f[(f[a>>2]|0)+12>>2]&255](a,c)|0;u=b;return a|0}function T3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;g=u;u=u+1040|0;e=g;d=g+8|0;h=c+2632|0;i=f[h>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](a,i);a=f[h>>2]|0;f[h>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);if(!(b[c+121>>0]|0)){u=g;return}h=gDb()|0;i=c+2920|0;i=RPb(h|0,I|0,f[i>>2]|0,f[i+4>>2]|0)|0;i=UPb(i|0,I|0,1e6,0)|0;p[e>>3]=(+(i>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(d,1024,192106,e)|0;i=m3a(260024,d,pAb(d)|0)|0;vEb(e,i+(f[(f[i>>2]|0)+-12>>2]|0)|0);h=XFb(e,260896)|0;h=Rg[f[(f[h>>2]|0)+28>>2]&255](h,10)|0;YFb(e);OEb(i,h)|0;AEb(i)|0;u=g;return}function U3a(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;f[a>>2]=39852;f[a+4>>2]=i;f[a+8>>2]=d;m=f[c>>2]|0;f[c>>2]=0;f[a+12>>2]=m;m=a+16|0;f[m>>2]=1e3;f[m+4>>2]=0;m=gDb()|0;m=QPb(m|0,I|0,1e9,0)|0;j=a+24|0;f[j>>2]=m;f[j+4>>2]=I;j=gDb()|0;m=a+32|0;f[m>>2]=j;f[m+4>>2]=I;m=a+40|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;b[m+12>>0]=0;m=f[h>>2]|0;f[h>>2]=0;j=h+4|0;i=f[j>>2]|0;f[j>>2]=0;f[a+56>>2]=m;f[a+60>>2]=i;j=a+64|0;k=h+8|0;c=f[k>>2]|0;f[j>>2]=c;l=h+12|0;d=f[l>>2]|0;f[a+68>>2]=d;f[a+72>>2]=f[h+16>>2];h=m;if(d|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;f[h+(c<<2)>>2]=j;f[k>>2]=0;f[l>>2]=0}i=a+80|0;c=a+164|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;i=a+104|0;h=i+60|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));n[c>>2]=1.0;c=a+212|0;f[c>>2]=0;d=a+216|0;f[d>>2]=0;f[a+220>>2]=0;i=a+168|0;h=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));f[c>>2]=f[e>>2];i=e+4|0;f[d>>2]=f[i>>2];h=e+8|0;f[a+220>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[e>>2]=0;i=a+224|0;f[i>>2]=0;h=a+228|0;f[h>>2]=0;f[a+232>>2]=0;f[i>>2]=f[g>>2];i=g+4|0;f[h>>2]=f[i>>2];h=g+8|0;f[a+232>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[g>>2]=0;i=a+236|0;h=i+36|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));return}function V3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;f[a>>2]=39852;c=f[a+260>>2]|0;if(c|0){d=a+264|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}c=f[a+248>>2]|0;if(c|0){d=a+252|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+236>>2]|0;if(c|0){d=a+240|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+224>>2]|0;if(c|0){d=a+228|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);sOb(c)}c=f[a+212>>2]|0;if(c|0){d=a+216|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}h=a+196|0;c=f[h>>2]|0;if(c|0){i=a+200|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}k=a+184|0;c=f[k>>2]|0;if(c|0){l=a+188|0;d=f[l>>2]|0;if((d|0)!=(c|0)){e=d;while(1){j=e+-12|0;f[l>>2]=j;d=f[j>>2]|0;if(!d)d=j;else{i=e+-8|0;e=f[i>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[i>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-8-h|0)>>>3)<<3);sOb(h);e=f[i>>2]|0}}while((e|0)!=(d|0));d=f[j>>2]|0}sOb(d);d=f[l>>2]|0}if((d|0)==(c|0))break;else e=d}c=f[k>>2]|0}sOb(c)}o=a+148|0;t4a(o,f[a+156>>2]|0);c=f[o>>2]|0;f[o>>2]=0;if(c|0)sOb(c);o=a+136|0;c=f[o>>2]|0;f[o>>2]=0;if(c|0){d=f[c>>2]|0;f[c>>2]=0;if(d|0){l4a(d);sOb(d)}sOb(c)}n=a+96|0;o=f[n>>2]|0;f[n>>2]=0;if(o|0){m=o+4|0;c=f[m>>2]|0;l=o+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=o+8|0;e=f[n>>2]|0;h=e;i=c;if((e|0)==(c|0)){j=0;k=o+20|0;d=0}else{k=o+20|0;j=(f[k>>2]|0)+d|0;j=(f[c+(j>>>9<<2)>>2]|0)+((j&511)<<3)|0;d=(f[g>>2]|0)+((d&511)<<3)|0}a:while(1){do{if((j|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[k>>2]=0;d=h-i>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;p=64;break}case 2:{d=512;p=64;break}default:{}}if((p|0)==64)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[o>>2]|0;if(c|0)sOb(c);sOb(o)}p=a+92|0;h=f[p>>2]|0;f[p>>2]=0;if(h|0){c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h)}p=a+88|0;c=f[p>>2]|0;f[p>>2]=0;if(c|0){W6a(c);sOb(c)}c=f[a+64>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{p=d;d=f[d>>2]|0;sOb(p)}while((d|0)!=0);p=e+20|0;d=f[p>>2]|0;f[p>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);p=a+56|0;c=f[p>>2]|0;f[p>>2]=0;if(c|0)sOb(c);a=a+12|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;d=c+4|0;f[d>>2]=39656;e=c+60|0;f[e>>2]=39676;g=c+8|0;f[g>>2]=39692;h=c+40|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);oDb(g);kEb(d,39752);jDb(e);sOb(c);return}function W3a(a){a=a|0;V3a(a);sOb(a);return}function X3a(a){a=a|0;b[a+52>>0]=0;f[a+44>>2]=943;f[a+48>>2]=0;return}function Y3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=a+44|0;g=a+48|0;h=a+52|0;do{d=f[e>>2]|0;k=f[g>>2]|0;i=a+(k>>1)|0;if(k&1)d=f[(f[i>>2]|0)+d>>2]|0;oh[d&1023](i,c);if(b[h>>0]|0){d=1;j=8;break}i=gDb()|0;l=I;k=c;d=f[k+4>>2]|0}while((l|0)<(d|0)|((l|0)==(d|0)?i>>>0<(f[k>>2]|0)>>>0:0));if((j|0)==8)return d|0;l=(b[h>>0]|0)!=0;return l|0}function Z3a(a,b){a=a|0;b=b|0;l3a(a,(f[b+12>>2]|0)+8|0);return}function _3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0;x=u;u=u+1072|0;t=x+44|0;w=x+8|0;d=x;v=x+48|0;r=x+24|0;s=a+4|0;c=f[s>>2]|0;if(!(b[c+16>>0]|0)){if(!(b[c+112>>0]|0)){w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}XAb(v,1024,192149,d)|0;w=m3a(260024,v,pAb(v)|0)|0;vEb(t,w+(f[(f[w>>2]|0)+-12>>2]|0)|0);v=XFb(t,260896)|0;v=Rg[f[(f[v>>2]|0)+28>>2]&255](v,10)|0;YFb(t);OEb(w,v)|0;AEb(w)|0;w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}o=gDb()|0;q=a+32|0;d=q;f[d>>2]=o;f[d+4>>2]=I;y=+p[(f[a+8>>2]|0)+248>>3]*1.0e-08;p[a+80>>3]=y<1.0e-06?y:1.0e-06;d=f[a+64>>2]|0;if(!d)g=0;else{l=a+228|0;m=a+232|0;o=a+224|0;c=0;do{e=d;k=e+8|0;e=f[e+28>>2]|0;if(e)do{g=e;if(a4a(a,g+64|0)|0){h=g+8|0;i=g+32|0;j=f[l>>2]|0;if(j>>>0<(f[m>>2]|0)>>>0){p[j>>3]=+p[h>>3];p[j+8>>3]=+p[g+16>>3];p[j+16>>3]=+p[g+24>>3];p[j+24>>3]=+p[i>>3];p[j+32>>3]=+p[g+40>>3];p[j+40>>3]=+p[g+48>>3];j=j+48|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[l>>2]=(f[l>>2]|0)+64}else b4a(o,h,i,k);c=c+1|0}e=f[e>>2]|0}while((e|0)!=0);d=f[d>>2]|0}while((d|0)!=0);g=c}f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;n[r+16>>2]=1.0;b[t>>0]=b[v>>0]|0;$3a(a+56|0,r,t);c=f[r+8>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{o=d;d=f[d>>2]|0;sOb(o)}while((d|0)!=0);o=e+20|0;d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);c=f[r>>2]|0;f[r>>2]=0;if(c|0)sOb(c);s=f[s>>2]|0;c=gDb()|0;d=I;if(!(b[s+112>>0]|0)){w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}s=q;s=RPb(c|0,d|0,f[s>>2]|0,f[s+4>>2]|0)|0;s=UPb(s|0,I|0,1e6,0)|0;f[w>>2]=g;p[w+8>>3]=(+(s>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(v,1024,192175,w)|0;w=m3a(260024,v,pAb(v)|0)|0;vEb(t,w+(f[(f[w>>2]|0)+-12>>2]|0)|0);v=XFb(t,260896)|0;v=Rg[f[(f[v>>2]|0)+28>>2]&255](v,10)|0;YFb(t);OEb(w,v)|0;AEb(w)|0;w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}function $3a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=a+12|0;if(f[h>>2]|0){g=a+8|0;c=f[g>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);i=e+20|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);f[g>>2]=0;d=f[a+4>>2]|0;if(d|0){c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}i=f[b>>2]|0;f[b>>2]=0;c=f[a>>2]|0;f[a>>2]=i;if(c|0)sOb(c);i=b+4|0;d=a+4|0;f[d>>2]=f[i>>2];f[i>>2]=0;i=b+12|0;e=f[i>>2]|0;f[h>>2]=e;f[a+16>>2]=f[b+16>>2];g=b+8|0;c=f[g>>2]|0;h=a+8|0;f[h>>2]=c;if(!e)return;c=f[c+4>>2]|0;d=f[d>>2]|0;e=d+-1|0;if(!(e&d))c=e&c;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=h;f[g>>2]=0;f[i>>2]=0;return}function a4a(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0;if((f[c+144>>2]|0)==1){a=1;return a|0}q=+p[c+32>>3];k=+p[c+8>>3];t=q-k;s=+p[c+40>>3];i=+p[c+64>>3]-s;d=+p[c+16>>3];s=s-d;q=+p[c+56>>3]-q;g=t*i-s*q;l=+p[c+24>>3];j=+p[c+48>>3]-l;h=+p[c>>3];l=l-h;i=s*j-i*l;j=q*l-t*j;t=+p[c+104>>3];l=+p[c+80>>3];q=t-l;s=+p[c+112>>3];r=+p[c+136>>3]-s;n=+p[c+88>>3];s=s-n;t=+p[c+128>>3]-t;o=+p[c+96>>3];u=+p[c+120>>3]-o;m=+p[c+72>>3];o=o-m;c=f[a+8>>2]|0;if((b[c+184>>0]|0)==1){n=+p[c+224>>3];h=+p[c+232>>3];d=+p[c+240>>3];i=g*n+(i*h+j*d);g=n}else{w=+p[c+200>>3];x=+p[c+208>>3];v=+p[c+216>>3];i=g*(h-w)+(i*(k-x)+j*(d-v));h=l-x;g=m-w;d=n-v}d=(q*r-s*t)*g+((t*o-q*u)*d+(s*u-r*o)*h);if(!(i>=0.0)){x=+K(+(0.0-i));e=x<+p[a+80>>3]&1}else e=1;if(!(d>=0.0)){x=+K(+(0.0-d));c=x<+p[a+80>>3]&1}else c=1;a=(e|0)!=(c|0);return a|0}function b4a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=a+4|0;e=f[q>>2]|0;g=f[a>>2]|0;k=e-g>>6;i=k+1|0;n=g;h=e;if(i>>>0>67108863)AMb(a);o=a+8|0;l=(f[o>>2]|0)-g|0;m=l>>5;i=l>>6>>>0<33554431?(m>>>0<i>>>0?i:m):67108863;do if(!i)j=0;else if(i>>>0>67108863)vd();else{j=pOb(i<<6)|0;break}while(0);l=j+(k<<6)|0;g=l;m=j+(i<<6)|0;p[l>>3]=+p[b>>3];p[j+(k<<6)+8>>3]=+p[b+8>>3];p[j+(k<<6)+16>>3]=+p[b+16>>3];p[j+(k<<6)+24>>3]=+p[c>>3];p[j+(k<<6)+32>>3]=+p[c+8>>3];p[j+(k<<6)+40>>3]=+p[c+16>>3];i=j+(k<<6)+48|0;f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];i=l+64|0;if((h|0)!=(n|0)){e=l;do{k=h;h=h+-64|0;p[e+-64>>3]=+p[h>>3];p[e+-56>>3]=+p[k+-56>>3];p[e+-48>>3]=+p[k+-48>>3];p[e+-40>>3]=+p[k+-40>>3];p[e+-32>>3]=+p[k+-32>>3];p[e+-24>>3]=+p[k+-24>>3];l=e+-16|0;k=k+-16|0;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];e=g+-64|0;g=e}while((h|0)!=(n|0));e=f[a>>2]|0}f[a>>2]=g;f[q>>2]=i;f[o>>2]=m;if(!e)return;sOb(e);return}function c4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+1040|0;h=i;e=i+8|0;d=gDb()|0;g=a+32|0;f[g>>2]=d;f[g+4>>2]=I;g=a+4|0;V6a(e,f[g>>2]|0,f[a+8>>2]|0);d=a+88|0;j=f[e>>2]|0;f[e>>2]=0;c=f[d>>2]|0;f[d>>2]=j;if(!c)f[e>>2]=0;else{W6a(c);sOb(c);c=f[e>>2]|0;f[e>>2]=0;if(c|0){W6a(c);sOb(c)}}if(b[(f[g>>2]|0)+112>>0]|0){p[h>>3]=+p[(f[d>>2]|0)+32>>3];XAb(e,1024,192226,h)|0;j=m3a(260024,e,pAb(e)|0)|0;vEb(h,j+(f[(f[j>>2]|0)+-12>>2]|0)|0);g=XFb(h,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(h);OEb(j,g)|0;AEb(j)|0}j=a+212|0;g=pOb(136)|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=f[j>>2];h=a+216|0;f[g+28>>2]=f[h>>2];e=a+220|0;f[g+32>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=0;f[j>>2]=0;f[g+36>>2]=0;f[g+112>>2]=0;f[g+116>>2]=0;f[g+120>>2]=0;b[g+128>>0]=0;j=a+92|0;h=f[j>>2]|0;f[j>>2]=g;if(!h){h=gDb()|0;e=I;g=a+16|0;j=g;j=f[j>>2]|0;g=g+4|0;g=f[g>>2]|0;g=WPb(j|0,g|0,1e6,0)|0;j=I;e=QPb(g|0,j|0,h|0,e|0)|0;h=I;j=a+24|0;g=j;f[g>>2]=e;j=j+4|0;f[j>>2]=h;j=a+44|0;f[j>>2]=945;j=a+48|0;f[j>>2]=0;u=i;return}c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h);h=gDb()|0;e=I;g=a+16|0;j=g;j=f[j>>2]|0;g=g+4|0;g=f[g>>2]|0;g=WPb(j|0,g|0,1e6,0)|0;j=I;e=QPb(g|0,j|0,h|0,e|0)|0;h=I;j=a+24|0;g=j;f[g>>2]=e;j=j+4|0;f[j>>2]=h;j=a+44|0;f[j>>2]=945;j=a+48|0;f[j>>2]=0;u=i;return}function d4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=a+4|0;b=f[i>>2]|0;k=a+16|0;c=f[k>>2]|0;d=b+(c>>>8<<2)|0;j=a+8|0;if((f[j>>2]|0)==(b|0)){h=0;g=a+20|0;b=0}else{g=a+20|0;h=c+(f[g>>2]|0)|0;h=(f[b+(h>>>8<<2)>>2]|0)+((h&255)<<4)|0;b=(f[d>>2]|0)+((c&255)<<4)|0}e=d;a:while(1){do{if((h|0)==(b|0))break a;a=f[b+4>>2]|0;if(a|0){c=b+8|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-88-a|0)>>>0)/88|0)*88|0);sOb(a)}b=b+16|0}while((b-(f[e>>2]|0)|0)!=4096);b=e+4|0;e=b;b=f[b>>2]|0}f[g>>2]=0;a=f[i>>2]|0;b=(f[j>>2]|0)-a>>2;if(b>>>0>2)do{sOb(f[a>>2]|0);a=(f[i>>2]|0)+4|0;f[i>>2]=a;b=(f[j>>2]|0)-a>>2}while(b>>>0>2);switch(b|0){case 1:{b=128;break}case 2:{b=256;break}default:return}f[k>>2]=b;return}function e4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+1088|0;i=n+48|0;k=n+40|0;h=n+16|0;e=n;m=n+64|0;j=a+88|0;l=a+92|0;o=Y6a(f[j>>2]|0,f[l>>2]|0,c)|0;g=a+4|0;d=f[g>>2]|0;c=(b[d+112>>0]|0)!=0;if(!o){if(!c){u=n;return}d=gDb()|0;e=I;c=a+24|0;o=c;l=f[o+4>>2]|0;if(!((l|0)<(e|0)|((l|0)==(e|0)?(f[o>>2]|0)>>>0<d>>>0:0))){u=n;return}o=a+16|0;o=WPb(f[o>>2]|0,f[o+4>>2]|0,1e6,0)|0;o=QPb(o|0,I|0,d|0,e|0)|0;a=c;f[a>>2]=o;f[a+4>>2]=I;a=f[j>>2]|0;o=f[a+24>>2]|0;a=f[a+8>>2]|0;f[i>>2]=a;f[i+4>>2]=o;p[i+8>>3]=+(a>>>0)/+(o>>>0)*100.0;XAb(m,1024,192261,i)|0;o=m3a(260024,m,pAb(m)|0)|0;vEb(i,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);a=XFb(i,260896)|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,10)|0;YFb(i);OEb(o,a)|0;AEb(o)|0;u=n;return}if(c){o=f[j>>2]|0;d=f[o+24>>2]|0;o=f[o+8>>2]|0;f[e>>2]=o;f[e+4>>2]=d;p[e+8>>3]=+(o>>>0)/+(d>>>0)*100.0;XAb(m,1024,192261,e)|0;d=m3a(260024,m,pAb(m)|0)|0;vEb(e,d+(f[(f[d>>2]|0)+-12>>2]|0)|0);o=XFb(e,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(e);OEb(d,o)|0;AEb(d)|0;d=f[g>>2]|0}c=f[j>>2]|0;if(b[d+113>>0]|0){i=f[c+8>>2]|0;j=f[c+12>>2]|0;o=f[c+16>>2]|0;d=f[c+20>>2]|0;f[h>>2]=f[c+4>>2];f[h+4>>2]=i;f[h+8>>2]=j;f[h+12>>2]=o;f[h+16>>2]=d;XAb(m,1024,192314,h)|0;d=m3a(260024,m,pAb(m)|0)|0;vEb(h,d+(f[(f[d>>2]|0)+-12>>2]|0)|0);o=XFb(h,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(h);OEb(d,o)|0;AEb(d)|0;d=f[g>>2]|0}c=gDb()|0;if(b[d+112>>0]|0){o=a+32|0;o=RPb(c|0,I|0,f[o>>2]|0,f[o+4>>2]|0)|0;o=UPb(o|0,I|0,1e6,0)|0;p[k>>3]=(+(o>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(m,1024,192391,k)|0;o=m3a(260024,m,pAb(m)|0)|0;vEb(k,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);m=XFb(k,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,10)|0;YFb(k);OEb(o,m)|0;AEb(o)|0}h=f[l>>2]|0;f[l>>2]=0;if(h|0){c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h)}f[a+44>>2]=946;f[a+48>>2]=0;u=n;return}function f4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+1040|0;e=h+1024|0;g=h;d=a+4|0;c=f[d>>2]|0;if(b[c+112>>0]|0){XAb(g,1024,192419,e)|0;c=m3a(260024,g,pAb(g)|0)|0;vEb(e,c+(f[(f[c>>2]|0)+-12>>2]|0)|0);i=XFb(e,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(e);OEb(c,i)|0;AEb(c)|0;c=f[d>>2]|0}e=f[a+12>>2]|0;i=(f[a+8>>2]|0)+176|0;p[g>>3]=-32767.0;p[g+8>>3]=-32767.0;p[g+16>>3]=65534.0;p[g+24>>3]=65534.0;g4a(e,i,g,c+4|0);f[a+44>>2]=947;f[a+48>>2]=0;u=h;return}function g4a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;k=l;f[a+140>>2]=f[c>>2];j=c+4|0;f[a+144>>2]=f[j>>2];g=+n[c>>2];h=+n[j>>2];j=a+4|0;if(b[f[a>>2]>>0]|0){i=m3a(j,194226,54)|0;b[k>>0]=10;m3a(i,k,1)|0}a=m3a(m3a(NEb(m3a(m3a(NEb(m3a(m3a(m3a(m3a(m3a(m3a(m3a(j,194281,4)|0,194286,14)|0,194301,19)|0,194321,35)|0,194357,43)|0,194401,45)|0,194447,8)|0,g)|0,193077,1)|0,194456,9)|0,h)|0,193077,1)|0,194466,10)|0;a=m3a(JEb(a,~~+p[d>>3])|0,193056,1)|0;c=d+8|0;a=m3a(JEb(a,~~+p[c>>3])|0,193056,1)|0;a=m3a(JEb(a,~~+p[d+16>>3])|0,193056,1)|0;a=m3a(m3a(m3a(m3a(JEb(a,~~+p[d+24>>3])|0,193077,1)|0,194477,27)|0,194505,37)|0,193142,1)|0;b[k>>0]=10;m3a(a,k,1)|0;a=e+11|0;m=b[a>>0]|0;i=e+4|0;if(!((m<<24>>24<0?f[i>>2]|0:m&255)|0)){u=l;return}j=m3a(m3a(j,194543,5)|0,194549,4)|0;j=m3a(m3a(JEb(j,~~+p[d>>3])|0,193077,1)|0,194554,4)|0;j=m3a(m3a(m3a(JEb(j,~~+p[c>>3])|0,193077,1)|0,194559,27)|0,193174,7)|0;m=b[a>>0]|0;d=m<<24>>24<0;m=m3a(m3a(m3a(j,d?f[e>>2]|0:e,d?f[i>>2]|0:m&255)|0,193077,1)|0,194587,2)|0;b[k>>0]=10;m3a(m,k,1)|0;u=l;return}function h4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+1040|0;d=r;c=r+8|0;if(b[(f[a+4>>2]|0)+112>>0]|0){XAb(c,1024,192430,d)|0;q=m3a(260024,c,pAb(c)|0)|0;vEb(d,q+(f[(f[q>>2]|0)+-12>>2]|0)|0);n=XFb(d,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(d);OEb(q,n)|0;AEb(q)|0}p[a+104>>3]=1797693134862315708145274.0e284;p[a+112>>3]=-1797693134862315708145274.0e284;m=a+120|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;m=pOb(64)|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;q=m+32|0;n=a+96|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;b[q+24>>0]=0;q=f[n>>2]|0;f[n>>2]=m;if(!q){q=a+44|0;f[q>>2]=948;a=a+48|0;f[a>>2]=0;u=r;return}m=q+4|0;c=f[m>>2]|0;l=q+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=q+8|0;e=f[n>>2]|0;h=e;i=c;if((e|0)==(c|0)){j=0;k=q+20|0;d=0}else{k=q+20|0;j=(f[k>>2]|0)+d|0;j=(f[c+(j>>>9<<2)>>2]|0)+((j&511)<<3)|0;d=(f[g>>2]|0)+((d&511)<<3)|0}a:while(1){do{if((j|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[k>>2]=0;d=h-i>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;o=17;break}case 2:{d=512;o=17;break}default:{}}if((o|0)==17)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[q>>2]|0;if(c|0)sOb(c);sOb(q);q=a+44|0;f[q>>2]=948;a=a+48|0;f[a>>2]=0;u=r;return}function i4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0;s=u;u=u+32|0;r=s;q=r+16|0;f[r>>2]=39880;f[r+4>>2]=a;f[q>>2]=r;c=a+96|0;if(j4a(f[a+88>>2]|0,f[c>>2]|0,r,b)|0){v=+p[a+104>>3];t=(+p[a+112>>3]-v)*.5;p[a+128>>3]=-(v+t);p[a+120>>3]=32767.0/t;o=f[c>>2]|0;f[c>>2]=0;if(o|0){l=o+4|0;b=f[l>>2]|0;k=o+16|0;c=f[k>>2]|0;e=b+(c>>>9<<2)|0;n=o+8|0;d=f[n>>2]|0;g=d;h=b;if((d|0)==(b|0)){i=0;j=o+20|0;c=0}else{j=o+20|0;i=(f[j>>2]|0)+c|0;i=(f[b+(i>>>9<<2)>>2]|0)+((i&511)<<3)|0;c=(f[e>>2]|0)+((c&511)<<3)|0}a:while(1){do{if((i|0)==(c|0))break a;c=c+8|0}while((c-(f[e>>2]|0)|0)!=4096);c=e+4|0;e=c;c=f[c>>2]|0}f[j>>2]=0;c=g-h>>2;if(c>>>0>2)do{sOb(f[b>>2]|0);b=(f[l>>2]|0)+4|0;f[l>>2]=b;d=f[n>>2]|0;c=d-b>>2}while(c>>>0>2);switch(c|0){case 1:{c=256;m=16;break}case 2:{c=512;m=16;break}default:{}}if((m|0)==16)f[k>>2]=c;if((b|0)!=(d|0)){do{sOb(f[b>>2]|0);b=b+4|0}while((b|0)!=(d|0));b=f[l>>2]|0;c=f[n>>2]|0;if((c|0)!=(b|0))f[n>>2]=c+(~((c+-4-b|0)>>>2)<<2)}b=f[o>>2]|0;if(b|0)sOb(b);sOb(o)}f[a+44>>2]=949;f[a+48>>2]=0}b=f[q>>2]|0;if((r|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);u=s;return}if(!b){u=s;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);u=s;return}function j4a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;s=c+56|0;if(b[s>>0]|0){t=1;return t|0}t=c+24|0;g=f[t>>2]|0;if(!g){g=f[a>>2]|0;f[t>>2]=g;if(!g){b[s>>0]=1;t=1;return t|0}}o=c+32|0;q=c+40|0;r=c+48|0;j=d+16|0;k=c+20|0;l=c+16|0;m=c+4|0;n=c+8|0;a:while(1){b:do if(!(+p[g+24>>3]+(+p[g>>3]*+p[o>>3]+(+p[g+8>>3]*+p[q>>3]+ +p[g+16>>3]*+p[r>>3]))<0.0)){if(f[g+44>>2]|0){d=f[m>>2]|0;i=(f[n>>2]|0)-d|0;a=f[l>>2]|0;h=f[k>>2]|0;if((((i|0)==0?0:(i<<7)+-1|0)|0)==(h+a|0)){i5a(c);a=f[l>>2]|0;h=f[k>>2]|0;d=f[m>>2]|0}h=h+a|0;i=h&511;h=f[d+(h>>>9<<2)>>2]|0;f[h+(i<<3)>>2]=g;f[h+(i<<3)+4>>2]=1;f[k>>2]=(f[k>>2]|0)+1;g=(f[t>>2]|0)+44|0;i=39;break}a=f[j>>2]|0;if(!a){i=12;break a}oh[f[(f[a>>2]|0)+24>>2]&1023](a,g);g=f[(f[t>>2]|0)+48>>2]|0;if(g|0){f[t>>2]=g;break}g=f[k>>2]|0;if(!g){i=16;break a}while(1){a=g+-1+(f[l>>2]|0)|0;g=f[(f[m>>2]|0)+(a>>>9<<2)>>2]|0;a=a&511;d=g+(a<<3)|0;h=f[j>>2]|0;if(!h){i=18;break a}oh[f[(f[h>>2]|0)+24>>2]&1023](h,f[d>>2]|0);d=f[d>>2]|0;g=f[((f[g+(a<<3)+4>>2]|0)==1?d+48|0:d+44|0)>>2]|0;f[t>>2]=g;d=f[k>>2]|0;f[k>>2]=d+-1;a=f[n>>2]|0;h=a-(f[m>>2]|0)|0;if((1-d-(f[l>>2]|0)+((h|0)==0?0:(h<<7)+-1|0)|0)>>>0>1023){sOb(f[a+-4>>2]|0);f[n>>2]=(f[n>>2]|0)+-4;g=f[t>>2]|0}if(g|0)break b;g=f[k>>2]|0;if(!g)break a}}else{if(f[g+48>>2]|0){d=f[m>>2]|0;i=(f[n>>2]|0)-d|0;a=f[l>>2]|0;h=f[k>>2]|0;if((((i|0)==0?0:(i<<7)+-1|0)|0)==(h+a|0)){i5a(c);a=f[l>>2]|0;h=f[k>>2]|0;d=f[m>>2]|0}h=h+a|0;i=h&511;h=f[d+(h>>>9<<2)>>2]|0;f[h+(i<<3)>>2]=g;f[h+(i<<3)+4>>2]=0;f[k>>2]=(f[k>>2]|0)+1;g=(f[t>>2]|0)+48|0;i=39;break}a=f[j>>2]|0;if(!a){i=28;break a}oh[f[(f[a>>2]|0)+24>>2]&1023](a,g);g=f[(f[t>>2]|0)+44>>2]|0;if(g|0){f[t>>2]=g;break}g=f[k>>2]|0;if(!g){i=32;break a}while(1){a=g+-1+(f[l>>2]|0)|0;g=f[(f[m>>2]|0)+(a>>>9<<2)>>2]|0;a=a&511;d=g+(a<<3)|0;h=f[j>>2]|0;if(!h){i=34;break a}oh[f[(f[h>>2]|0)+24>>2]&1023](h,f[d>>2]|0);d=f[d>>2]|0;g=f[((f[g+(a<<3)+4>>2]|0)==1?d+48|0:d+44|0)>>2]|0;f[t>>2]=g;d=f[k>>2]|0;f[k>>2]=d+-1;a=f[n>>2]|0;h=a-(f[m>>2]|0)|0;if((1-d-(f[l>>2]|0)+((h|0)==0?0:(h<<7)+-1|0)|0)>>>0>1023){sOb(f[a+-4>>2]|0);f[n>>2]=(f[n>>2]|0)+-4;g=f[t>>2]|0}if(g|0)break b;g=f[k>>2]|0;if(!g)break a}}while(0);if((i|0)==39){i=0;h=f[g>>2]|0;f[t>>2]=h;if(!h)break}d=gDb()|0;u=I;h=e;a=f[h+4>>2]|0;g=f[t>>2]|0;if(!((u|0)<(a|0)|((u|0)==(a|0)?d>>>0<(f[h>>2]|0)>>>0:0))){i=41;break}}if((i|0)==12)vd();else if((i|0)==16)f[t>>2]=0;else if((i|0)==18)vd();else if((i|0)==28)vd();else if((i|0)==32)f[t>>2]=0;else if((i|0)==34)vd();else if((i|0)==41)if(g|0){u=0;return u|0}b[s>>0]=1;u=1;return u|0}function k4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+1040|0;e=r;c=r+8|0;d=a+4|0;if(b[(f[d>>2]|0)+112>>0]|0){f[e>>2]=f[(f[a+88>>2]|0)+8>>2];XAb(c,1024,192453,e)|0;o=m3a(260024,c,pAb(c)|0)|0;vEb(e,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(e,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(e);OEb(o,n)|0;AEb(o)|0}e=gDb()|0;c=a+32|0;f[c>>2]=e;f[c+4>>2]=I;d=f[d>>2]|0;c=pOb(88)|0;f[c>>2]=0;f[c+4>>2]=-32767;f[c+8>>2]=-32767;f[c+12>>2]=32767;f[c+16>>2]=32767;f[c+20>>2]=200;f[c+24>>2]=0;f[c+28>>2]=0;f[c+32>>2]=-1;e=c+36|0;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[c+84>>2]=d;d=a+136|0;e=f[d>>2]|0;f[d>>2]=c;if(e){c=f[e>>2]|0;f[e>>2]=0;if(c|0){l4a(c);sOb(c)}sOb(e);c=f[d>>2]|0}z7a(c,15);n=f[a+8>>2]|0;m=pOb(64)|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;p[m+32>>3]=+p[n+200>>3];p[m+40>>3]=+p[n+208>>3];p[m+48>>3]=+p[n+216>>3];b[m+56>>0]=0;n=a+96|0;o=f[n>>2]|0;f[n>>2]=m;if(!o){o=a+140|0;f[o>>2]=0;o=a+144|0;f[o>>2]=0;o=gDb()|0;m=I;n=a+16|0;q=n;q=f[q>>2]|0;n=n+4|0;n=f[n>>2]|0;n=WPb(q|0,n|0,1e6,0)|0;q=I;m=QPb(n|0,q|0,o|0,m|0)|0;o=I;q=a+24|0;n=q;f[n>>2]=m;q=q+4|0;f[q>>2]=o;q=a+44|0;f[q>>2]=950;a=a+48|0;f[a>>2]=0;u=r;return}m=o+4|0;c=f[m>>2]|0;l=o+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=o+8|0;e=f[n>>2]|0;j=e;k=c;if((e|0)==(c|0)){d=0;h=0;i=o+20|0}else{i=o+20|0;h=(f[i>>2]|0)+d|0;d=(f[g>>2]|0)+((d&511)<<3)|0;h=(f[c+(h>>>9<<2)>>2]|0)+((h&511)<<3)|0}a:while(1){do{if((h|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[i>>2]=0;d=j-k>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;q=21;break}case 2:{d=512;q=21;break}default:{}}if((q|0)==21)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[o>>2]|0;if(c|0)sOb(c);sOb(o);o=a+140|0;f[o>>2]=0;o=a+144|0;f[o>>2]=0;o=gDb()|0;m=I;n=a+16|0;q=n;q=f[q>>2]|0;n=n+4|0;n=f[n>>2]|0;n=WPb(q|0,n|0,1e6,0)|0;q=I;m=QPb(n|0,q|0,o|0,m|0)|0;o=I;q=a+24|0;n=q;f[n>>2]=m;q=q+4|0;f[q>>2]=o;q=a+44|0;f[q>>2]=950;a=a+48|0;f[a>>2]=0;u=r;return}function l4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=a+40|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){l4a(b);sOb(b)}h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){l4a(b);sOb(b)}g=a+28|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){b=f[h>>2]|0;if(b|0){g=h+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}sOb(h)}g=a+24|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){b=f[h>>2]|0;if(b|0){g=h+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}sOb(h)}h=a+20|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){c=f[b>>2]|0;if(c|0){d=b+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}sOb(b)}a=a+16|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;c=f[b>>2]|0;if(c|0){d=b+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);sOb(c)}sOb(b);return}function m4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+2112|0;j=m+1056|0;e=m+1048|0;d=m+24|0;h=m+1080|0;i=m+1072|0;l=m;f[i>>2]=a;k=l+16|0;f[l>>2]=39924;f[l+4>>2]=a;f[l+8>>2]=i;f[k>>2]=l;i=a+88|0;n=j4a(f[i>>2]|0,f[a+96>>2]|0,l,c)|0;g=a+4|0;c=(b[(f[g>>2]|0)+112>>0]|0)!=0;if(n){if(c){j=f[(f[i>>2]|0)+8>>2]|0;n=f[a+140>>2]|0;f[d>>2]=n;f[d+4>>2]=j;p[d+8>>3]=+(n>>>0)/+(j>>>0)*100.0;XAb(h,1024,192495,d)|0;j=m3a(260024,h,pAb(h)|0)|0;vEb(d,j+(f[(f[j>>2]|0)+-12>>2]|0)|0);n=XFb(d,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(d);OEb(j,n)|0;AEb(j)|0;j=gDb()|0;n=a+32|0;n=RPb(j|0,I|0,f[n>>2]|0,f[n+4>>2]|0)|0;n=UPb(n|0,I|0,1e6,0)|0;p[e>>3]=(+(n>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(d,1024,192551,e)|0;n=m3a(260024,d,pAb(d)|0)|0;vEb(e,n+(f[(f[n>>2]|0)+-12>>2]|0)|0);j=XFb(e,260896)|0;j=Rg[f[(f[j>>2]|0)+28>>2]&255](j,10)|0;YFb(e);OEb(n,j)|0;AEb(n)|0}c=f[i>>2]|0;f[i>>2]=0;if(c|0){W6a(c);sOb(c)}f[a+44>>2]=951;f[a+48>>2]=0}else if(c){d=gDb()|0;e=I;c=a+24|0;n=c;o=f[n+4>>2]|0;if((o|0)<(e|0)|((o|0)==(e|0)?(f[n>>2]|0)>>>0<d>>>0:0)){o=a+16|0;o=WPb(f[o>>2]|0,f[o+4>>2]|0,1e6,0)|0;o=QPb(o|0,I|0,d|0,e|0)|0;f[c>>2]=o;f[c+4>>2]=I;c=f[(f[i>>2]|0)+8>>2]|0;if(b[(f[g>>2]|0)+112>>0]|0){o=f[a+140>>2]|0;f[j>>2]=o;f[j+4>>2]=c;p[j+8>>3]=+(o>>>0)/+(c>>>0)*100.0;XAb(h,1024,192495,j)|0;o=m3a(260024,h,pAb(h)|0)|0;vEb(j,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(j,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(j);OEb(o,n)|0;AEb(o)|0}}}c=f[k>>2]|0;if((l|0)==(c|0)){gh[f[(f[c>>2]|0)+16>>2]&2047](c);u=m;return}if(!c){u=m;return}gh[f[(f[c>>2]|0)+20>>2]&2047](c);u=m;return}function n4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+1040|0;i=j+8|0;h=j;d=j+16|0;e=a+4|0;g=f[e>>2]|0;do if(b[g+112>>0]|0){c=f[a+160>>2]|0;if(!(b[g+64>>0]|0)){f[i>>2]=c;XAb(d,1024,192630,i)|0;h=m3a(260024,d,pAb(d)|0)|0;vEb(i,h+(f[(f[h>>2]|0)+-12>>2]|0)|0);g=XFb(i,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(i);OEb(h,g)|0;AEb(h)|0;break}else{f[h>>2]=c;XAb(d,1024,192584,h)|0;i=m3a(260024,d,pAb(d)|0)|0;vEb(h,i+(f[(f[i>>2]|0)+-12>>2]|0)|0);g=XFb(h,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(h);OEb(i,g)|0;AEb(i)|0;break}}while(0);h=gDb()|0;i=a+32|0;f[i>>2]=h;f[i+4>>2]=I;i=f[e>>2]|0;o4a(f[a+12>>2]|0,+p[i+72>>3],i+80|0,i+92|0);f[a+168>>2]=f[a+156>>2];i=gDb()|0;h=I;g=a+16|0;g=WPb(f[g>>2]|0,f[g+4>>2]|0,1e6,0)|0;h=QPb(g|0,I|0,i|0,h|0)|0;i=a+24|0;f[i>>2]=h;f[i+4>>2]=I;f[a+44>>2]=952;f[a+48>>2]=0;u=j;return}function o4a(a,c,d,e){a=a|0;c=+c;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;a=a+4|0;m3a(a,193058,2)|0;g=e+11|0;k=b[g>>0]|0;h=e+4|0;if((k<<24>>24<0?f[h>>2]|0:k&255)|0){l=m3a(a,193174,7)|0;k=b[g>>0]|0;g=k<<24>>24<0;m3a(m3a(l,g?f[e>>2]|0:e,g?f[h>>2]|0:k&255)|0,193077,1)|0}e=m3a(m3a(NEb(m3a(a,193061,15)|0,c)|0,193077,1)|0,193079,9)|0;l=b[d+11>>0]|0;k=l<<24>>24<0;l=m3a(m3a(m3a(m3a(e,k?f[d>>2]|0:d,k?f[d+4>>2]|0:l&255)|0,193077,1)|0,193219,40)|0,193142,1)|0;b[i>>0]=10;m3a(l,i,1)|0;u=j;return}function p4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0;L=u;u=u+1296|0;H=L+24|0;G=L+16|0;F=L;K=L+264|0;B=L+248|0;C=L+188|0;D=L+40|0;E=a+168|0;J=a+148|0;d=f[E>>2]|0;do if(!d)if(!(b[(f[a+4>>2]|0)+112>>0]|0))d=43;else d=44;else{k=a+172|0;l=a+4|0;m=B+4|0;o=B+8|0;q=B+12|0;r=a+12|0;s=K+11|0;t=B+4|0;v=B+8|0;w=C+48|0;x=C+52|0;y=C+56|0;z=D+76|0;A=D+76|0;while(1){f[k>>2]=(f[k>>2]|0)+1;i=d+20|0;e=f[l>>2]|0;j=e+92|0;g=b[j+11>>0]|0;if(g<<24>>24<0)e=f[e+96>>2]|0;else e=g&255;if(!e){j=d+16|0;O=+(h[j+1>>0]|0)*.003921568859368563;N=+(h[j+2>>0]|0)*.003921568859368563;M=+(h[j+3>>0]|0)*.003921568859368563;n[B>>2]=+(h[j>>0]|0)*.003921568859368563;n[m>>2]=O;n[o>>2]=N;n[q>>2]=M;xqb(K,B)}else xOb(K,j);if(!(b[(f[l>>2]|0)+64>>0]|0)){e=f[i>>2]|0;g=f[d+24>>2]|0;if((e|0)!=(g|0)){d=e;do{r4a(f[r>>2]|0,d,K);d=d+12|0}while((d|0)!=(g|0))}}else{f[B>>2]=0;f[t>>2]=0;f[v>>2]=0;Vmb(C);f[C>>2]=39968;f[w>>2]=0;f[x>>2]=0;f[y>>2]=0;Xmb(D,0);e=f[i>>2]|0;g=f[d+24>>2]|0;if((e|0)!=(g|0)){d=e;do{Wmb(z,d,0,1)|0;d=d+12|0}while((d|0)!=(g|0))}Ymb(D,1,B,1,1)|0;gnb(B,1);mnb(B,1.415);q4a(D,40996);Tlb(z);Xmb(D,0);d=f[B>>2]|0;e=f[t>>2]|0;if((d|0)!=(e|0)){do{Vlb(A,d,0,1)|0;d=d+12|0}while((d|0)!=(e|0));i=f[B>>2]|0;d=f[t>>2]|0;if((d|0)!=(i|0))do{e=d+-12|0;f[t>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[t>>2]|0}}while((d|0)!=(i|0))}Ymb(D,1,B,1,1)|0;gnb(B,1);q4a(D,40996);Tlb(A);if((f[B>>2]|0)!=(f[t>>2]|0))r4a(f[r>>2]|0,B,K);s4a(C);d=f[B>>2]|0;if(d|0){e=f[t>>2]|0;if((e|0)!=(d|0)){g=e;while(1){e=g+-12|0;f[t>>2]=e;i=f[e>>2]|0;if(i){e=g+-8|0;g=f[e>>2]|0;if((g|0)!=(i|0))f[e>>2]=g+(~((g+-8-i|0)>>>3)<<3);sOb(i);e=f[t>>2]|0}if((e|0)==(d|0))break;else g=e}d=f[B>>2]|0}sOb(d)}}e=f[f[E>>2]>>2]|0;f[E>>2]=e;e=(e|0)==0;if(e)d=1;else{d=gDb()|0;i=I;j=c;g=f[j+4>>2]|0;d=(g|0)<(i|0)|((g|0)==(i|0)?(f[j>>2]|0)>>>0<d>>>0:0)}if((b[s>>0]|0)<0)sOb(f[K>>2]|0);if(d)break;d=f[E>>2]|0}d=(b[(f[l>>2]|0)+112>>0]|0)!=0;if(e)if(d){d=44;break}else{d=43;break}if(!d){u=L;return}e=gDb()|0;g=I;d=a+24|0;J=d;G=f[J+4>>2]|0;if(!((G|0)<(g|0)|((G|0)==(g|0)?(f[J>>2]|0)>>>0<e>>>0:0))){u=L;return}G=a+16|0;G=WPb(f[G>>2]|0,f[G+4>>2]|0,1e6,0)|0;G=QPb(G|0,I|0,e|0,g|0)|0;J=d;f[J>>2]=G;f[J+4>>2]=I;J=f[a+160>>2]|0;a=f[a+172>>2]|0;f[H>>2]=a;f[H+4>>2]=J;p[H+8>>3]=+(a>>>0)/+(J>>>0)*100.0;XAb(K,1024,192666,H)|0;K=m3a(260024,K,pAb(K)|0)|0;vEb(H,K+(f[(f[K>>2]|0)+-12>>2]|0)|0);a=XFb(H,260896)|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,10)|0;YFb(H);OEb(K,a)|0;AEb(K)|0;u=L;return}while(0);if((d|0)==43)g=a+160|0;else if((d|0)==44){g=a+160|0;H=f[g>>2]|0;E=f[a+172>>2]|0;f[F>>2]=E;f[F+4>>2]=H;p[F+8>>3]=+(E>>>0)/+(H>>>0)*100.0;XAb(K,1024,192666,F)|0;H=m3a(260024,K,pAb(K)|0)|0;vEb(F,H+(f[(f[H>>2]|0)+-12>>2]|0)|0);E=XFb(F,260896)|0;E=Rg[f[(f[E>>2]|0)+28>>2]&255](E,10)|0;YFb(F);OEb(H,E)|0;AEb(H)|0;F=gDb()|0;H=a+32|0;H=RPb(F|0,I|0,f[H>>2]|0,f[H+4>>2]|0)|0;H=UPb(H|0,I|0,1e6,0)|0;p[G>>3]=(+(H>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(K,1024,192730,G)|0;H=m3a(260024,K,pAb(K)|0)|0;vEb(G,H+(f[(f[H>>2]|0)+-12>>2]|0)|0);F=XFb(G,260896)|0;F=Rg[f[(f[F>>2]|0)+28>>2]&255](F,10)|0;YFb(G);OEb(H,F)|0;AEb(H)|0}if(f[g>>2]|0){e=a+156|0;t4a(J,f[e>>2]|0);f[e>>2]=0;e=f[a+152>>2]|0;if(e|0){d=0;do{f[(f[J>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}J=m3a((f[a+12>>2]|0)+4|0,192764,4)|0;b[K>>0]=10;m3a(J,K,1)|0;f[a+44>>2]=953;f[a+48>>2]=0;u=L;return}function q4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=f[b>>2]|0;f[a>>2]=d;f[a+(f[d+-12>>2]|0)>>2]=f[b+4>>2];d=a+44|0;c=a+52|0;if(f[c>>2]|0){b=f[a+48>>2]|0;e=(f[d>>2]|0)+4|0;g=f[b>>2]|0;f[g+4>>2]=f[e>>2];f[f[e>>2]>>2]=g;f[c>>2]=0;if((b|0)!=(d|0))do{g=b;b=f[b+4>>2]|0;sOb(g)}while((b|0)!=(d|0))}b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function r4a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;h=a+4|0;m3a(h,193168,5)|0;a=d+11|0;g=b[a>>0]|0;e=d+4|0;if((g<<24>>24<0?f[e>>2]|0:g&255)|0){k=m3a(h,193174,7)|0;g=b[a>>0]|0;a=g<<24>>24<0;m3a(m3a(k,a?f[d>>2]|0:d,a?f[e>>2]|0:g&255)|0,193077,1)|0}m3a(h,193182,4)|0;a=f[c>>2]|0;g=f[c+4>>2]|0;if((a|0)==(g|0)){k=m3a(h,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;u=j;return}do{e=f[a>>2]|0;c=f[a+4>>2]|0;if((e|0)!=(c|0)){d=0;do{if(!(d<<24>>24)){m3a(h,193191,3)|0;d=1}else m3a(h,193054,1)|0;k=m3a(JEb(h,f[e>>2]|0)|0,193056,1)|0;JEb(k,0-(f[e+4>>2]|0)|0)|0;e=e+8|0}while((e|0)!=(c|0))}m3a(h,193187,3)|0;a=a+12|0}while((a|0)!=(g|0));k=m3a(h,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;u=j;return}function s4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39968;Umb(a);b=f[a+48>>2]|0;if(b|0){c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function t4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(!b)return;do{l=b;b=f[b>>2]|0;j=l+20|0;a=f[j>>2]|0;if(a|0){k=l+24|0;c=f[k>>2]|0;if((c|0)!=(a|0)){d=c;while(1){c=d+-12|0;f[k>>2]=c;i=f[c>>2]|0;if(i){h=d+-8|0;d=f[h>>2]|0;if((d|0)==(i|0))c=i;else{do{e=d+-12|0;f[h>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[h>>2]|0}}while((d|0)!=(i|0));c=f[c>>2]|0}sOb(c);c=f[k>>2]|0}if((c|0)==(a|0))break;else d=c}a=f[j>>2]|0}sOb(a)}sOb(l)}while((b|0)!=0);return}function u4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+1040|0;c=h+8|0;g=h;d=h+16|0;e=f[a+4>>2]|0;if(!(b[e+17>>0]|0))if(!(b[e+112>>0]|0))c=955;else{XAb(d,1024,192808,c)|0;g=m3a(260024,d,pAb(d)|0)|0;vEb(c,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);e=XFb(c,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(c);OEb(g,e)|0;AEb(g)|0;c=955}else{c=a+224|0;if(b[e+112>>0]|0){f[g>>2]=(f[a+228>>2]|0)-(f[c>>2]|0)>>6;XAb(d,1024,192769,g)|0;e=m3a(260024,d,pAb(d)|0)|0;vEb(g,e+(f[(f[e>>2]|0)+-12>>2]|0)|0);d=XFb(g,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,10)|0;YFb(g);OEb(e,d)|0;AEb(e)|0}e=gDb()|0;g=a+32|0;f[g>>2]=e;f[g+4>>2]=I;f[a+208>>2]=f[c>>2];c=954}f[a+44>>2]=c;f[a+48>>2]=0;e=gDb()|0;g=I;d=a+16|0;d=WPb(f[d>>2]|0,f[d+4>>2]|0,1e6,0)|0;g=QPb(d|0,I|0,e|0,g|0)|0;a=a+24|0;f[a>>2]=g;f[a+4>>2]=I;u=h;return}function v4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0,fa=0;H=u;u=u+1152|0;C=H+1112|0;z=H+1104|0;y=H+1088|0;A=H+64|0;w=H+1140|0;E=H+1128|0;x=H;f[w>>2]=a;f[E>>2]=0;G=E+4|0;f[G>>2]=0;f[E+8>>2]=0;B=a+224|0;F=a+228|0;g=a+208|0;d=f[g>>2]|0;do if((d|0)==(f[F>>2]|0))D=11;else{h=a+8|0;i=A+8|0;j=A+16|0;k=A+24|0;l=A+32|0;m=A+40|0;n=A+48|0;o=x+8|0;q=x+16|0;r=x+24|0;s=x+32|0;t=x+40|0;v=x+48|0;while(1){e=f[h>>2]|0;da=+p[d>>3];ca=+p[d+8>>3];ba=+p[d+16>>3];Q=+p[d+24>>3];p[k>>3]=Q;O=+p[d+32>>3];M=+p[d+40>>3];d=d+48|0;f[n>>2]=f[d>>2];f[n+4>>2]=f[d+4>>2];f[n+8>>2]=f[d+8>>2];Y=+p[e>>3];X=+p[e+32>>3];W=+p[e+64>>3];U=+p[e+8>>3];T=+p[e+40>>3];S=+p[e+72>>3];P=+p[e+16>>3];N=+p[e+48>>3];L=+p[e+80>>3];$=+p[e+24>>3];_=+p[e+56>>3];Z=+p[e+88>>3];V=+p[e+96>>3];R=+p[e+104>>3];K=+p[e+112>>3];J=+p[e+120>>3];aa=1.0/(da*$+ca*_+ba*Z+J);p[A>>3]=(da*Y+ca*X+ba*W+V)*aa;p[i>>3]=(da*U+ca*T+ba*S+R)*aa;p[j>>3]=(da*P+ca*N+ba*L+K)*aa;J=1.0/(Q*$+O*_+M*Z+J);p[k>>3]=(Q*Y+O*X+M*W+V)*J;p[l>>3]=(Q*U+O*T+M*S+R)*J;p[m>>3]=(Q*P+O*N+M*L+K)*J;if(!(uqb(A,E)|0)){e=f[E>>2]|0;p[x>>3]=+p[e>>3];p[o>>3]=+p[e+8>>3];p[q>>3]=+p[e+16>>3];p[r>>3]=+p[e+24>>3];p[s>>3]=+p[e+32>>3];p[t>>3]=+p[e+40>>3];f[v>>2]=f[n>>2];f[v+4>>2]=f[n+4>>2];f[v+8>>2]=f[n+8>>2];x4a(w,x)}d=f[E>>2]|0;e=f[G>>2]|0;if((e|0)!=(d|0))f[G>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);e=(f[g>>2]|0)+64|0;f[g>>2]=e;if((e|0)==(f[F>>2]|0)){D=10;break}e=gDb()|0;ea=I;d=c;fa=f[d+4>>2]|0;if((fa|0)<(ea|0)|((fa|0)==(ea|0)?(f[d>>2]|0)>>>0<e>>>0:0))break;d=f[g>>2]|0}if((D|0)==10){D=11;break}e=gDb()|0;c=I;d=a+24|0;fa=d;ea=f[fa+4>>2]|0;if((ea|0)<(c|0)|((ea|0)==(c|0)?(f[fa>>2]|0)>>>0<e>>>0:0)){ea=a+16|0;ea=WPb(f[ea>>2]|0,f[ea+4>>2]|0,1e6,0)|0;ea=QPb(ea|0,I|0,e|0,c|0)|0;fa=d;f[fa>>2]=ea;f[fa+4>>2]=I;fa=(f[F>>2]|0)-(f[B>>2]|0)>>6;ea=f[a+176>>2]|0;f[C>>2]=ea;f[C+4>>2]=fa;p[C+8>>3]=+(ea>>>0)/+(fa>>>0)*100.0;XAb(A,1024,192866,C)|0;fa=m3a(260024,A,pAb(A)|0)|0;vEb(C,fa+(f[(f[fa>>2]|0)+-12>>2]|0)|0);ea=XFb(C,260896)|0;ea=Rg[f[(f[ea>>2]|0)+28>>2]&255](ea,10)|0;YFb(C);OEb(fa,ea)|0;AEb(fa)|0}}while(0);if((D|0)==11){if(b[(f[a+4>>2]|0)+112>>0]|0){ea=(f[F>>2]|0)-(f[B>>2]|0)>>6;fa=f[a+176>>2]|0;f[y>>2]=fa;f[y+4>>2]=ea;p[y+8>>3]=+(fa>>>0)/+(ea>>>0)*100.0;XAb(A,1024,192866,y)|0;ea=m3a(260024,A,pAb(A)|0)|0;vEb(y,ea+(f[(f[ea>>2]|0)+-12>>2]|0)|0);fa=XFb(y,260896)|0;fa=Rg[f[(f[fa>>2]|0)+28>>2]&255](fa,10)|0;YFb(y);OEb(ea,fa)|0;AEb(ea)|0;ea=gDb()|0;fa=a+32|0;fa=RPb(ea|0,I|0,f[fa>>2]|0,f[fa+4>>2]|0)|0;fa=UPb(fa|0,I|0,1e6,0)|0;p[z>>3]=(+(fa>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(A,1024,192919,z)|0;fa=m3a(260024,A,pAb(A)|0)|0;vEb(z,fa+(f[(f[fa>>2]|0)+-12>>2]|0)|0);ea=XFb(z,260896)|0;ea=Rg[f[(f[ea>>2]|0)+28>>2]&255](ea,10)|0;YFb(z);OEb(fa,ea)|0;AEb(fa)|0}d=f[B>>2]|0;e=f[F>>2]|0;if((e|0)!=(d|0))f[F>>2]=e+(~((e+-64-d|0)>>>6)<<6);f[a+44>>2]=956;f[a+48>>2]=0}d=f[E>>2]|0;if(!d){u=H;return}e=f[G>>2]|0;if((e|0)!=(d|0))f[G>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=H;return}function w4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+1040|0;d=e;c=e+8|0;if(b[(f[a+4>>2]|0)+112>>0]|0){XAb(c,1024,192844,d)|0;g=m3a(260024,c,pAb(c)|0)|0;vEb(d,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);h=XFb(d,260896)|0;h=Rg[f[(f[h>>2]|0)+28>>2]&255](h,10)|0;YFb(d);OEb(g,h)|0;AEb(g)|0}h=m3a((f[a+12>>2]|0)+4|0,192859,6)|0;b[c>>0]=10;m3a(h,c,1)|0;b[a+52>>0]=1;u=e;return}function x4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+12|0;g=i;c=f[a>>2]|0;e=c+176|0;f[e>>2]=(f[e>>2]|0)+1;C4a(h,b,+p[c+128>>3],+p[c+120>>3]);f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;do if(E7a(f[c+136>>2]|0,h,g)|0){d=c+180|0;f[d>>2]=(f[d>>2]|0)+1}else{a=c+188|0;b=f[a>>2]|0;if((b|0)==(f[c+192>>2]|0)){E4a(c+184|0,g);break}else{D4a(b,g);f[a>>2]=(f[a>>2]|0)+12;break}}while(0);a=f[g>>2]|0;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0)){do{c=b+-12|0;f[e>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);b=f[e>>2]|0}}while((b|0)!=(a|0));a=f[g>>2]|0}sOb(a)}c=f[h>>2]|0;if(!c){u=i;return}a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=i;return}function y4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+1040|0;m=n+8|0;c=n;l=n+16|0;j=a+4|0;if(b[(f[j>>2]|0)+112>>0]|0){XAb(l,1024,192953,c)|0;k=m3a(260024,l,pAb(l)|0)|0;vEb(c,k+(f[(f[k>>2]|0)+-12>>2]|0)|0);i=XFb(c,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(c);OEb(k,i)|0;AEb(k)|0}d=gDb()|0;k=a+32|0;i=k;f[i>>2]=d;f[i+4>>2]=I;Cqb(l,a+184|0);i=a+196|0;d=f[i>>2]|0;if(!d){c=a+200|0;d=a+204|0}else{c=a+200|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[c>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-8-h|0)>>>3)<<3);sOb(h);e=f[c>>2]|0}}while((e|0)!=(d|0));d=f[i>>2]|0}sOb(d);d=a+204|0;f[d>>2]=0;f[c>>2]=0;f[i>>2]=0}f[i>>2]=f[l>>2];f[c>>2]=f[l+4>>2];f[d>>2]=f[l+8>>2];j=f[j>>2]|0;c=gDb()|0;d=I;if(!(b[j+112>>0]|0)){m=a+44|0;f[m>>2]=957;a=a+48|0;f[a>>2]=0;u=n;return}k=RPb(c|0,d|0,f[k>>2]|0,f[k+4>>2]|0)|0;k=UPb(k|0,I|0,1e6,0)|0;p[m>>3]=(+(k>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(l,1024,192974,m)|0;l=m3a(260024,l,pAb(l)|0)|0;vEb(m,l+(f[(f[l>>2]|0)+-12>>2]|0)|0);k=XFb(m,260896)|0;k=Rg[f[(f[k>>2]|0)+28>>2]&255](k,10)|0;YFb(m);OEb(l,k)|0;AEb(l)|0;m=a+44|0;f[m>>2]=957;a=a+48|0;f[a>>2]=0;u=n;return}function z4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+1040|0;e=h;g=h+8|0;d=a+4|0;c=f[d>>2]|0;if(b[c+112>>0]|0){XAb(g,1024,193013,e)|0;c=m3a(260024,g,pAb(g)|0)|0;vEb(e,c+(f[(f[c>>2]|0)+-12>>2]|0)|0);i=XFb(e,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(e);OEb(c,i)|0;AEb(c)|0;c=f[d>>2]|0}i=a+12|0;A4a(f[i>>2]|0,+p[c+24>>3],c+32|0);B4a(f[i>>2]|0,a+196|0);i=m3a((f[i>>2]|0)+4|0,192764,4)|0;b[g>>0]=10;m3a(i,g,1)|0;f[a+44>>2]=955;f[a+48>>2]=0;u=h;return}function A4a(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;i=m3a(m3a(NEb(m3a(m3a(a+4|0,193058,2)|0,193061,15)|0,c)|0,193077,1)|0,193079,9)|0;a=b[d+11>>0]|0;h=a<<24>>24<0;d=m3a(m3a(m3a(m3a(i,h?f[d>>2]|0:d,h?f[d+4>>2]|0:a&255)|0,193077,1)|0,193089,52)|0,193142,1)|0;b[g>>0]=10;m3a(d,g,1)|0;u=e;return}function B4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;d=f[c>>2]|0;h=f[c+4>>2]|0;if((d|0)==(h|0)){u=j;return}g=a+4|0;do{m3a(g,193031,18)|0;c=f[d>>2]|0;e=f[d+4>>2]|0;if((c|0)!=(e|0)){a=0;do{if(!(a<<24>>24))a=1;else m3a(g,193054,1)|0;k=m3a(JEb(g,f[c>>2]|0)|0,193056,1)|0;JEb(k,0-(f[c+4>>2]|0)|0)|0;c=c+8|0}while((c|0)!=(e|0))}k=m3a(g,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;d=d+12|0}while((d|0)!=(h|0));u=j;return}function C4a(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+16|0;g=i;f[a>>2]=0;h=a+4|0;f[h>>2]=0;f[a+8>>2]=0;l=ZCb(+p[b>>3]*32767.0)|0;j=ZCb(+p[b+8>>3]*32767.0)|0;e=ZCb((+p[b+16>>3]+c)*d)|0;e=(e|0)<32767?e:32767;f[g>>2]=l;f[g+4>>2]=j;f[g+8>>2]=(e|0)>-32767?e:-32767;F4a(a,g);e=f[h>>2]|0;j=f[a+8>>2]|0;l=ZCb(+p[b+24>>3]*32767.0)|0;k=ZCb(+p[b+32>>3]*32767.0)|0;b=ZCb((+p[b+40>>3]+c)*d)|0;b=(b|0)<32767?b:32767;f[g>>2]=l;f[g+4>>2]=k;f[g+8>>2]=(b|0)>-32767?b:-32767;if(e>>>0<j>>>0){f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[h>>2]=(f[h>>2]|0)+12;u=i;return}else{F4a(a,g);u=i;return}}function D4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;e=b+4|0;c=(f[e>>2]|0)-(f[b>>2]|0)|0;d=(c|0)/12|0;if(!c)return;if(d>>>0>357913941)AMb(a);g=pOb(c)|0;f[j>>2]=g;f[a>>2]=g;f[a+8>>2]=g+(d*12|0);c=f[b>>2]|0;i=f[e>>2]|0;if((c|0)==(i|0))return;else h=c;while(1){f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;b=h+4|0;c=(f[b>>2]|0)-(f[h>>2]|0)|0;a=c>>3;if(a|0){if(a>>>0>536870911){c=7;break}d=pOb(c)|0;f[e>>2]=d;f[g>>2]=d;f[g+8>>2]=d+(a<<3);a=f[h>>2]|0;c=(f[b>>2]|0)-a|0;if((c|0)>0){bQb(d|0,a|0,c|0)|0;f[e>>2]=d+(c>>>3<<3)}}h=h+12|0;c=(f[j>>2]|0)+12|0;f[j>>2]=c;if((h|0)==(i|0)){c=11;break}else g=c}if((c|0)==7)AMb(g);else if((c|0)==11)return}function E4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+4|0;c=f[a>>2]|0;e=((f[i>>2]|0)-c|0)/12|0;d=e+1|0;if(d>>>0>357913941)AMb(a);j=a+8|0;k=((f[j>>2]|0)-c|0)/12|0;c=k<<1;c=k>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(e*12|0)|0;e=d;h=g+(c*12|0)|0;D4a(d,b);b=d+12|0;g=f[a>>2]|0;c=f[i>>2]|0;if((c|0)==(g|0)){c=e;k=g;d=g}else{do{k=d+-12|0;l=c;c=c+-12|0;f[k>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[k>>2]=f[c>>2];k=l+-8|0;f[m>>2]=f[k>>2];l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;f[k>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(g|0));c=e;k=f[a>>2]|0;d=f[i>>2]|0}f[a>>2]=c;f[i>>2]=b;f[j>>2]=h;a=k;if((d|0)!=(a|0)){h=d;do{d=h;h=h+-12|0;c=f[h>>2]|0;if(c|0){b=d+-8|0;d=f[b>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[b>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[b>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}}while((h|0)!=(a|0))}if(!k)return;sOb(k);return}function F4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function G4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function H4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function I4a(a){a=a|0;s4a(a);sOb(a);return}function J4a(a){a=a|0;return}function K4a(a){a=a|0;sOb(a);return}function L4a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=39924;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function M4a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=39924;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function N4a(a){a=a|0;return}function O4a(a){a=a|0;sOb(a);return}function P4a(a,b){a=a|0;b=b|0;S4a(a+4|0,b);return}function Q4a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==193260?a+4|0:0)|0}function R4a(a){a=a|0;return 15304}function S4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+96|0;C=F;i=f[a>>2]|0;D=i+260|0;c=f[D>>2]|0;E=i+264|0;d=f[E>>2]|0;g=c;if((d|0)==(c|0))e=c;else{e=d+(~(((d+-88-g|0)>>>0)/88|0)*88|0)|0;f[E>>2]=e;d=e}h=f[b+32>>2]|0;B=f[b+36>>2]|0;if((h|0)!=(B|0)){m=i+8|0;n=i+236|0;o=i+248|0;q=i+268|0;r=C+8|0;s=C+16|0;t=C+24|0;v=C+32|0;w=C+40|0;x=C+48|0;y=C+56|0;z=C+64|0;A=C+72|0;l=i+240|0;do{T4a(C,h,f[m>>2]|0);do if(tqb(C,n,o)|0){e=f[l>>2]|0;k=f[n>>2]|0;c=k;if((e|0)==(k|0))d=e;else{k=0;do{d=c+(k*24|0)|0;e=k+1|0;g=c+(e*24|0)|0;b=k+2|0;i=c+(b*24|0)|0;j=f[E>>2]|0;if(j>>>0<(f[q>>2]|0)>>>0){p[j>>3]=+p[d>>3];p[j+8>>3]=+p[c+(k*24|0)+8>>3];p[j+16>>3]=+p[c+(k*24|0)+16>>3];p[j+24>>3]=+p[g>>3];p[j+32>>3]=+p[c+(e*24|0)+8>>3];p[j+40>>3]=+p[c+(e*24|0)+16>>3];p[j+48>>3]=+p[i>>3];p[j+56>>3]=+p[c+(b*24|0)+8>>3];p[j+64>>3]=+p[c+(b*24|0)+16>>3];j=j+72|0;f[j>>2]=f[A>>2];f[j+4>>2]=f[A+4>>2];f[j+8>>2]=f[A+8>>2];f[E>>2]=(f[E>>2]|0)+88}else U4a(D,d,g,i,A);k=k+3|0;d=f[l>>2]|0;e=f[n>>2]|0;c=e}while(k>>>0<((d-e|0)/24|0)>>>0)}if((c|0)!=(d|0))f[l>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0)}else{c=f[E>>2]|0;if((c|0)==(f[q>>2]|0)){V4a(D,C);break}else{p[c>>3]=+p[C>>3];p[c+8>>3]=+p[r>>3];p[c+16>>3]=+p[s>>3];p[c+24>>3]=+p[t>>3];p[c+32>>3]=+p[v>>3];p[c+40>>3]=+p[w>>3];p[c+48>>3]=+p[x>>3];p[c+56>>3]=+p[y>>3];p[c+64>>3]=+p[z>>3];k=c+72|0;f[k>>2]=f[A>>2];f[k+4>>2]=f[A+4>>2];f[k+8>>2]=f[A+8>>2];f[E>>2]=(f[E>>2]|0)+88;break}}while(0);h=h+88|0}while((h|0)!=(B|0));d=f[E>>2]|0;g=f[D>>2]|0;c=g;e=d}if(((d-g|0)/88|0)>>>0>1){W4a(c,e,C);c=f[D>>2]|0;e=f[E>>2]|0}if((c|0)==(e|0)){u=F;return}d=a+4|0;do{X4a(f[d>>2]|0,c);c=c+88|0}while((c|0)!=(e|0));u=F;return}function T4a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0.0,G=0,H=0,I=0.0,J=0.0,K=0.0,L=0;K=+p[b>>3];J=+p[b+8>>3];I=+p[b+16>>3];F=+p[b+24>>3];H=a+24|0;p[H>>3]=F;i=+p[b+32>>3];G=a+32|0;p[G>>3]=i;k=+p[b+40>>3];E=a+40|0;p[E>>3]=k;D=b+48|0;t=a+48|0;p[t>>3]=+p[D>>3];C=b+56|0;n=a+56|0;p[n>>3]=+p[C>>3];B=b+64|0;d=a+64|0;p[d>>3]=+p[B>>3];L=a+72|0;b=b+72|0;f[L>>2]=f[b>>2];f[L+4>>2]=f[b+4>>2];f[L+8>>2]=f[b+8>>2];x=+p[c>>3];w=+p[c+32>>3];v=+p[c+64>>3];s=+p[c+8>>3];r=+p[c+40>>3];q=+p[c+72>>3];l=+p[c+16>>3];j=+p[c+48>>3];h=+p[c+80>>3];A=+p[c+24>>3];z=+p[c+56>>3];y=+p[c+88>>3];u=+p[c+96>>3];o=+p[c+104>>3];g=+p[c+112>>3];e=+p[c+120>>3];m=1.0/(K*A+J*z+I*y+e);p[a>>3]=(x*K+w*J+v*I+u)*m;p[a+8>>3]=(K*s+J*r+I*q+o)*m;p[a+16>>3]=(K*l+J*j+I*h+g)*m;m=1.0/(F*A+i*z+k*y+e);p[H>>3]=(x*F+w*i+v*k+u)*m;p[G>>3]=(F*s+i*r+k*q+o)*m;p[E>>3]=(F*l+i*j+k*h+g)*m;m=+p[D>>3];k=+p[C>>3];i=+p[B>>3];e=1.0/(m*A+k*z+i*y+e);p[t>>3]=(x*m+w*k+v*i+u)*e;p[n>>3]=(m*s+k*r+i*q+o)*e;p[d>>3]=(m*l+k*j+i*h+g)*e;return}function U4a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function V4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=(c-d|0)/88|0;g=i+1|0;l=d;e=c;if(g>>>0>48806446)AMb(a);m=a+8|0;j=((f[m>>2]|0)-d|0)/88|0;k=j<<1;g=j>>>0<24403223?(k>>>0<g>>>0?g:k):48806446;do if(!g)h=0;else if(g>>>0>48806446)vd();else{h=pOb(g*88|0)|0;break}while(0);j=h+(i*88|0)|0;d=j;k=h+(g*88|0)|0;p[j>>3]=+p[b>>3];p[h+(i*88|0)+8>>3]=+p[b+8>>3];p[h+(i*88|0)+16>>3]=+p[b+16>>3];p[h+(i*88|0)+24>>3]=+p[b+24>>3];p[h+(i*88|0)+32>>3]=+p[b+32>>3];p[h+(i*88|0)+40>>3]=+p[b+40>>3];p[h+(i*88|0)+48>>3]=+p[b+48>>3];p[h+(i*88|0)+56>>3]=+p[b+56>>3];p[h+(i*88|0)+64>>3]=+p[b+64>>3];g=h+(i*88|0)+72|0;i=b+72|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];g=j+88|0;if((e|0)!=(l|0)){c=j;do{i=e;e=e+-88|0;p[c+-88>>3]=+p[e>>3];p[c+-80>>3]=+p[i+-80>>3];p[c+-72>>3]=+p[i+-72>>3];p[c+-64>>3]=+p[i+-64>>3];p[c+-56>>3]=+p[i+-56>>3];p[c+-48>>3]=+p[i+-48>>3];p[c+-40>>3]=+p[i+-40>>3];p[c+-32>>3]=+p[i+-32>>3];p[c+-24>>3]=+p[i+-24>>3];j=c+-16|0;i=i+-16|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];c=d+-88|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function W4a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0;w=0;x=u;u=u+2096|0;a:while(1){k=b;l=b+-88|0;m=b+-80|0;o=b+-72|0;q=b+-64|0;r=b+-56|0;s=b+-48|0;g=b+-40|0;h=b+-32|0;i=b+-24|0;j=b+-16|0;d=a;while(1){e=d;f[x+48>>2]=c;f[x+56>>2]=d;f[x+104>>2]=b;f[x+112>>2]=e;f[x+232>>2]=t;f[x+680>>2]=g;f[x+728>>2]=h;f[x+816>>2]=i;f[x+880>>2]=j;f[x+1672>>2]=v;f[x+1720>>2]=k;f[x+1768>>2]=l;f[x+1784>>2]=m;f[x+1808>>2]=o;f[x+1848>>2]=q;f[x+1920>>2]=r;f[x+1976>>2]=s;f[x+2016>>2]=w;f[x+2024>>2]=0;f[x+2028>>2]=0;$4a(x);d=f[x+56>>2]|0;e=f[x+112>>2]|0;t=f[x+232>>2]|0;v=f[x+1672>>2]|0;w=f[x+2016>>2]|0;G=f[x+2024>>2]|0;D=f[x+2028>>2]|0;H=+n[x+2028>>2];f[x+2024>>2]=0;f[x+2028>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((w|0)==44){w=0;W4a(t+88|0,b,c);a=e;b=t;continue}else if((w|0)==45){w=0;if(v){w=46;break}else{a=e;b=t;continue}}}if((w|0)==5){y=+sqb(l);if(!(y<+sqb(e))){u=x;return}L=e+8|0;a=e+16|0;J=+p[e>>3];I=+p[L>>3];F=+p[a>>3];b=e+24|0;d=e+32|0;k=e+40|0;E=+p[b>>3];C=+p[d>>3];B=+p[k>>3];t=e+48|0;c=e+56|0;v=e+64|0;A=+p[t>>3];z=+p[c>>3];y=+p[v>>3];w=e+72|0;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];f[x+8>>2]=f[w+8>>2];K=+p[l>>3];p[l>>3]=J;p[e>>3]=K;K=+p[m>>3];p[m>>3]=+p[L>>3];p[L>>3]=K;K=+p[o>>3];p[o>>3]=+p[a>>3];p[a>>3]=K;K=+p[q>>3];p[q>>3]=+p[b>>3];p[b>>3]=K;K=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=K;K=+p[s>>3];p[s>>3]=+p[k>>3];p[k>>3]=K;K=+p[g>>3];p[g>>3]=+p[t>>3];p[t>>3]=K;p[c>>3]=+p[h>>3];p[v>>3]=+p[i>>3];f[w>>2]=f[j>>2];f[w+4>>2]=f[j+4>>2];f[w+8>>2]=f[j+8>>2];p[l>>3]=J;p[m>>3]=I;p[o>>3]=F;p[q>>3]=E;p[r>>3]=C;p[s>>3]=B;p[g>>3]=A;p[h>>3]=z;p[i>>3]=y;f[j>>2]=f[x>>2];f[j+4>>2]=f[x+4>>2];f[j+8>>2]=f[x+8>>2];u=x;return}else if((w|0)==7){d5a(e,e+88|0,l,c)|0;u=x;return}else if((w|0)==8){e5a(e,e+88|0,e+176|0,l,c)|0;u=x;return}else if((w|0)==9){f5a(e,e+88|0,e+176|0,e+264|0,l,c)|0;u=x;return}else if((w|0)==11){g5a(e,b,c);u=x;return}else if((w|0)==46){u=x;return}}function X4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;h=i+24|0;g=i+12|0;c=i;a=f[a>>2]|0;e=a+140|0;f[e>>2]=(f[e>>2]|0)+1;Y4a(h,b,+p[a+128>>3],+p[a+120>>3]);f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;if(B7a(f[a+136>>2]|0,h,g)|0){d=a+144|0;f[d>>2]=(f[d>>2]|0)+1}else{b=b+72|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];a=a5a(a+148|0,c)|0;b=a+4|0;c=f[b>>2]|0;if((c|0)==(f[a+8>>2]|0))E4a(a,g);else{D4a(c,g);f[b>>2]=(f[b>>2]|0)+12}}a=f[g>>2]|0;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0)){do{c=b+-12|0;f[e>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);b=f[e>>2]|0}}while((b|0)!=(a|0));a=f[g>>2]|0}sOb(a)}c=f[h>>2]|0;if(!c){u=i;return}a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=i;return}function Y4a(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=u;u=u+16|0;h=j;f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;k=ZCb(+p[b>>3]*32767.0)|0;e=ZCb(+p[b+8>>3]*32767.0)|0;g=ZCb((+p[b+16>>3]+c)*d)|0;g=(g|0)<32767?g:32767;f[h>>2]=k;f[h+4>>2]=e;f[h+8>>2]=(g|0)>-32767?g:-32767;g=a+8|0;F4a(a,h);e=f[i>>2]|0;k=f[g>>2]|0;n=ZCb(+p[b+24>>3]*32767.0)|0;m=ZCb(+p[b+32>>3]*32767.0)|0;l=ZCb((+p[b+40>>3]+c)*d)|0;l=(l|0)<32767?l:32767;f[h>>2]=n;f[h+4>>2]=m;f[h+8>>2]=(l|0)>-32767?l:-32767;if(e>>>0<k>>>0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];e=(f[i>>2]|0)+12|0;f[i>>2]=e}else{F4a(a,h);e=f[i>>2]|0}l=ZCb(+p[b+48>>3]*32767.0)|0;m=ZCb(+p[b+56>>3]*32767.0)|0;n=ZCb((+p[b+64>>3]+c)*d)|0;n=(n|0)<32767?n:32767;f[h>>2]=l;f[h+4>>2]=m;f[h+8>>2]=(n|0)>-32767?n:-32767;if(e>>>0<(f[g>>2]|0)>>>0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[i>>2]=(f[i>>2]|0)+12;u=j;return}else{F4a(a,h);u=j;return}}function Z4a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;H=f[a+656>>2]|0;C=f[a+1200>>2]|0;i=f[a+1232>>2]|0;y=f[a+2352>>2]|0;F=f[a+3104>>2]|0;a:{b:while(1){G=H;g=f[(G+16|0)>>2]|0;c:do if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&i;else if(g>>>0>i>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;d=f[(f[(G+12|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){if(!((g+-1|0)&g))while(1){D=f[d+4>>2]|0;e=(D|0)==(i|0);if(!(e|(D&(g+-1|0)|0)==(h|0)))break c;if(e)if((f[d+8>>2]|0)==(i|0)){D=d;break b}d=f[d>>2]|0;if(!d)break c}do{e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(i|0)){D=d;break b}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0))break c}d=f[d>>2]|0}while((d|0)!=0)}}}while(0);H=f[H>>2]|0;if(!H){f[a+3144>>2]=2;f[a+3148>>2]=8;break a}}r=f[G+8>>2]|0;r=Kkb(DSa(y)|0,r)|0;g=f[(C+392|0)>>2]|0;d:do if(!g)A=0;else{if(!((g+-1|0)&g))h=(g+-1|0)&i;else if(g>>>0>i>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;d=f[(f[(C+388|0)>>2]|0)+(h<<2)>>2]|0;if(!d)A=0;else{d=f[d>>2]|0;if(!d)A=0;else{if(!((g+-1|0)&g))while(1){A=f[d+4>>2]|0;e=(A|0)==(i|0);if(!(e|(A&(g+-1|0)|0)==(h|0))){A=0;break d}if(e)if((f[d+8>>2]|0)==(i|0)){A=d;break d}d=f[d>>2]|0;if(!d){A=0;break d}}while(1){e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(i|0)){A=d;break d}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0)){A=0;break d}}d=f[d>>2]|0;if(!d){A=0;break}}}}}while(0);do{d=1;if(d){d=0;if(!r)F=402;else d=1}if(d)if(1){u=1;if(u){u=0;if(!(b[G+44>>0]|0)){s=A+12|0;d=f[s>>2]|0;t=A+16|0;q=f[t>>2]|0;if((d|0)==(q|0)){c=pOb(8)|0;f[(a+8|0)>>2]=c;f[(a+8|0)+8>>2]=c+8|0;f[c>>2]=0;f[c+4>>2]=-1;f[((a+8|0)+4|0)>>2]=c+8|0;c=f[D+12>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,a+8|0);c=f[(a+8|0)>>2]|0;if(c|0){d=f[((a+8|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+8|0)+4|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}break}p=0;while(1){if(!(b[(r+15|0)>>0]|0))F=345;else if(FSa(y,d,b[(r+14|0)>>0]|0)|0)F=345;else F=385;e:do if((F|0)==345){F=0;l=f[d>>2]|0;m=f[d+4>>2]|0;i=f[(r+36|0)>>2]|0;f:do if(!i)e=0;else{if(!((i+-1|0)&i))e=(m+-1640531527+(l<<6)+(l>>>2)^l)&(i+-1|0);else if((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0<i>>>0)e=m+-1640531527+(l<<6)+(l>>>2)^l;else e=((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0)%(i>>>0)|0;g=f[(f[(r+32|0)>>2]|0)+(e<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){if(!((i+-1|0)&i))while(1){o=f[g+4>>2]|0;if(!((o|0)==(m+-1640531527+(l<<6)+(l>>>2)^l|0)|(o&(i+-1|0)|0)==(e|0)))break f;if((f[g+8>>2]|0)==(l|0))if((f[g+12>>2]|0)==(m|0)){F=385;break e}g=f[g>>2]|0;if(!g)break f}do{h=f[g+4>>2]|0;if((h|0)!=(m+-1640531527+(l<<6)+(l>>>2)^l|0)){if(h>>>0>=i>>>0)h=(h>>>0)%(i>>>0)|0;if((h|0)!=(e|0))break f}if((f[g+8>>2]|0)==(l|0))if((f[g+12>>2]|0)==(m|0)){F=385;break e}g=f[g>>2]|0}while((g|0)!=0)}}}while(0);o=pOb(16)|0;g=d;h=f[g+4>>2]|0;f[(o+8|0)>>2]=f[g>>2];f[(o+8|0)+4>>2]=h;f[o+4>>2]=m+-1640531527+(l<<6)+(l>>>2)^l;f[o>>2]=0;j=+(((f[(r+44|0)>>2]|0)+1|0)>>>0);k=+n[(r+48|0)>>2];do if((i|0)==0|k*+(i>>>0)<j){e=~~+W(+(j/k))>>>0;vza(r+32|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<e>>>0?e:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);e=f[(r+36|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(m+-1640531527+(l<<6)+(l>>>2)^l);break}if((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0<e>>>0){h=e;e=m+-1640531527+(l<<6)+(l>>>2)^l}else{h=e;e=((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0)%(e>>>0)|0}}else h=i;while(0);e=(f[(r+32|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[o>>2]=f[(r+40|0)>>2];f[(r+40|0)>>2]=o;f[e>>2]=r+40|0;e=f[o>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;do if(!(g&h))e=e&g;else{if(e>>>0<h>>>0)break;e=(e>>>0)%(h>>>0)|0}while(0);v=(f[(r+32|0)>>2]|0)+(e<<2)|0;F=377}}else{f[o>>2]=f[g>>2];v=g;F=377}if((F|0)==377){F=0;f[v>>2]=o}f[(r+44|0)>>2]=(f[(r+44|0)>>2]|0)+1;KRa(a+8|0,y,d);e=f[(a+8|0)>>2]|0;if(!e)F=381;else if((f[(e+200|0)>>2]&-268435456|0)==0&0==0)if(!(f[e+196>>2]&33554456))F=381;else x=25;else x=25;if((F|0)==381){F=0;x=0}e=f[((a+8|0)+4|0)>>2]|0;if(e|0)iOb(e);if((x&31)==25)F=385;else w=p}while(0);if((F|0)==385){F=0;w=d;f[w>>2]=0;f[w+4>>2]=-1;w=1}d=d+8|0;if((d|0)==(q|0))break;else p=w}g:do if(w){e=f[s>>2]|0;d=f[t>>2]|0;h:do if((e|0)!=(d|0))while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1)break h;e=e+8|0;if((e|0)==(d|0))break g}while(0);if((e|0)!=(d|0)){g=e+8|0;if((g|0)==(d|0))c=e;else{h=e;i=e;while(1){if(!(f[g>>2]|0))if((f[i+12>>2]|0)==-1){c=h;z=e}else F=396;else F=396;if((F|0)==396){F=0;y=g;c=f[y+4>>2]|0;z=e;f[z>>2]=f[y>>2];f[z+4>>2]=c;z=e+8|0;c=z}e=g+8|0;if((e|0)==(d|0))break;else{i=g;g=e;h=c;e=z}}d=f[t>>2]|0}if((d|0)!=(c|0))f[t>>2]=d+(~((d+-8-c|0)>>>3)<<3)}}while(0);z=f[D+12>>2]|0;oh[f[(f[z>>2]|0)+8>>2]&1023](z,s)}else u=1}if(u)if(1)F=402}}while(0);if((F|0)==402){z=f[D+12>>2]|0;oh[f[(f[z>>2]|0)+12>>2]&1023](z,a+8|0)}e=f[(C+392|0)>>2]|0;c=f[A+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(C+388|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(A|0))break;else i=c}if((i|0)==(C+396|0))F=416;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))B=A;else F=416}do if((F|0)==416){c=f[A>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){B=A;break}}f[d>>2]=0;B=A}while(0);c=f[B>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(C+388|0)>>2]|0)+(d<<2)>>2]=i;c=f[A>>2]|0}}f[i>>2]=c;f[B>>2]=0;f[(C+400|0)>>2]=(f[(C+400|0)>>2]|0)+-1;if(A|0){c=f[A+12>>2]|0;if(c|0){d=A+16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}sOb(A)}e=f[(G+16|0)>>2]|0;c=f[D+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(G+12|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(D|0))break;else i=c}if((i|0)==(G+20|0))F=449;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))E=D;else F=449}do if((F|0)==449){c=f[D>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){E=D;break}}f[d>>2]=0;E=D}while(0);c=f[E>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(G+12|0)>>2]|0)+(d<<2)>>2]=i;c=f[D>>2]|0}}f[i>>2]=c;f[E>>2]=0;f[(G+24|0)>>2]=(f[(G+24|0)>>2]|0)+-1;G=D+12|0;c=f[G>>2]|0;f[G>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(D)}f[a+656>>2]=H;f[a+3104>>2]=F}function _4a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;o=f[a+48>>2]|0;B=f[a+1200>>2]|0;v=f[a+1232>>2]|0;w=f[a+2352>>2]|0;x=f[a+3104>>2]|0;C=f[a+3112>>2]|0;u=f[a+3120>>2]|0;a:{if(C){C=0;switch(u|0){case 16:{g=f[(B+280|0)>>2]|0;b:do if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&v;else if(g>>>0>v>>>0)h=v;else h=(v>>>0)%(g>>>0)|0;d=f[(f[(B+276|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){c:do if(!((g+-1|0)&g))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(g+-1|0)|0)==(h|0)))break b;if(e)if((f[d+8>>2]|0)==(v|0)){k=d;break c}d=f[d>>2]|0;if(!d)break b}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){k=d;break c}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0))break b}d=f[d>>2]|0;if(!d)break b}while(0);h=i1a(B+408|0,a)|0;l=k+12|0;g=f[l>>2]|0;d=f[(f[g>>2]|0)+8>>2]|0;f[(a+8|0)>>2]=f[h>>2];f[(a+8|0)+4>>2]=f[h+4>>2];f[(a+8|0)+8>>2]=f[h+8>>2];f[(a+8|0)+12>>2]=f[h+12>>2];f[(a+8|0)+16>>2]=f[h+16>>2];f[(a+8|0)+20>>2]=f[h+20>>2];oh[d&1023](g,a+8|0);g=f[(B+280|0)>>2]|0;d=f[k+4>>2]|0;h=((g+-1|0)&g|0)==0;if(h)i=(g+-1|0)&d;else if(d>>>0<g>>>0)i=d;else i=(d>>>0)%(g>>>0)|0;e=(f[(B+276|0)>>2]|0)+(i<<2)|0;j=f[e>>2]|0;while(1){d=f[j>>2]|0;if((d|0)==(k|0))break;else j=d}if((j|0)==(B+284|0))x=104;else{d=f[j+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0))m=k;else x=104}do if((x|0)==104){d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0)){m=k;break}}f[e>>2]=0;m=k}while(0);d=f[m>>2]|0;if(d){e=f[d+4>>2]|0;if(h)e=e&(g+-1|0);else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){f[(f[(B+276|0)>>2]|0)+(e<<2)>>2]=j;d=f[k>>2]|0}}f[j>>2]=d;f[m>>2]=0;f[(B+288|0)>>2]=(f[(B+288|0)>>2]|0)+-1;d=f[l>>2]|0;f[l>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(k)}}}while(0);j1a(B+408|0,a)|0;break}default:C=1}}if(C){C=0;switch(u|0){case 12:{g=f[(B+260|0)>>2]|0;if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&v;else if(g>>>0>v>>>0)h=v;else h=(v>>>0)%(g>>>0)|0;d=f[(f[(B+256|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){d:do if(!((g+-1|0)&g))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(g+-1|0)|0)==(h|0))){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}if(e)if((f[d+8>>2]|0)==(v|0)){k=d;break d}d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){k=d;break d}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0)){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}while(0);l=k+12|0;g=f[l>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,a+8|0);g=f[(B+260|0)>>2]|0;d=f[k+4>>2]|0;h=((g+-1|0)&g|0)==0;if(h)i=(g+-1|0)&d;else if(d>>>0<g>>>0)i=d;else i=(d>>>0)%(g>>>0)|0;e=(f[(B+256|0)>>2]|0)+(i<<2)|0;j=f[e>>2]|0;while(1){d=f[j>>2]|0;if((d|0)==(k|0))break;else j=d}if((j|0)==(B+264|0))x=153;else{d=f[j+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0))n=k;else x=153}do if((x|0)==153){d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0)){n=k;break}}f[e>>2]=0;n=k}while(0);d=f[n>>2]|0;if(d){e=f[d+4>>2]|0;if(h)e=e&(g+-1|0);else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){f[(f[(B+256|0)>>2]|0)+(e<<2)>>2]=j;d=f[k>>2]|0}}f[j>>2]=d;f[n>>2]=0;f[(B+268|0)>>2]=(f[(B+268|0)>>2]|0)+-1;d=f[l>>2]|0;f[l>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(k)}}}break}default:C=1}}if(C){C=0;switch(u|0){case 18:{i=zQa(w)|0;e=f[(B+316|0)>>2]|0;f[(B+316|0)>>2]=0;f[(a+8|0)>>2]=e;h=f[(B+320|0)>>2]|0;f[(B+320|0)>>2]=0;f[((a+8|0)+4|0)>>2]=h;d=f[(B+324|0)>>2]|0;f[(B+324|0)>>2]=0;f[((a+8|0)+8|0)>>2]=d;p=f[(B+328|0)>>2]|0;f[(B+328|0)>>2]=0;f[((a+8|0)+12|0)>>2]=p;n=f[(B+332|0)>>2]|0;f[(B+332|0)>>2]=1065353216;f[(a+8|0)+16>>2]=n;if(p|0){d=f[d+4>>2]|0;if(!((h+-1|0)&h))d=d&(h+-1|0);else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[e+(d<<2)>>2]=(a+8|0)+8|0}e:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&v;else if(h>>>0>v>>>0)g=v;else g=(v>>>0)%(h>>>0)|0;d=f[(f[(a+8|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){f:do if(!((h+-1|0)&h))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(h+-1|0)|0)==(g|0)))break e;if(e)if((f[d+8>>2]|0)==(v|0)){p=d;break f}d=f[d>>2]|0;if(!d)break e}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){p=d;break f}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break e}d=f[d>>2]|0;if(!d)break e}while(0);d=Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0;x=Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0;I$a(f[(o+4|0)>>2]|0,o,x);if(!x)f[o+12>>2]=0;n=p+16|0;m=p+36|0;MQa(w,i,f[p+20>>2]|0,f[n>>2]|0,f[p+40>>2]|0,f[m>>2]|0,d);o=p+12|0;h=f[o>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,a+4|0);h=f[p>>2]|0;j=f[((a+8|0)+4|0)>>2]|0;d=f[p+4>>2]|0;k=((j+-1|0)&j|0)==0;if(k)l=(j+-1|0)&d;else if(d>>>0<j>>>0)l=d;else l=(d>>>0)%(j>>>0)|0;g=(f[(a+8|0)>>2]|0)+(l<<2)|0;i=f[g>>2]|0;while(1){d=f[i>>2]|0;if((d|0)==(p|0))break;else i=d}if((i|0)==((a+8|0)+8|0|0))x=208;else{d=f[i+4>>2]|0;if(k)d=d&(j+-1|0);else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(l|0)){q=h;x=216}else x=208}do if((x|0)==208){if(h|0){d=f[h+4>>2]|0;if(k)e=d&(j+-1|0);else if(d>>>0<j>>>0)e=d;else e=(d>>>0)%(j>>>0)|0;if((e|0)==(l|0)){t=h;r=d;x=218;break}}f[g>>2]=0;q=f[p>>2]|0;x=216}while(0);if((x|0)==216){d=q;if(!q)s=d;else{t=d;r=f[q+4>>2]|0;x=218}}if((x|0)==218){if(k)d=r&(j+-1|0);else if(r>>>0<j>>>0)d=r;else d=(r>>>0)%(j>>>0)|0;if((d|0)==(l|0))s=t;else{f[(f[(a+8|0)>>2]|0)+(d<<2)>>2]=i;s=f[p>>2]|0}}f[i>>2]=s;f[p>>2]=0;f[((a+8|0)+12|0)>>2]=(f[((a+8|0)+12|0)>>2]|0)+-1;g=p+44|0;d=f[g>>2]|0;h=p+48|0;if((d|0)==(f[h>>2]|0)){e=f[m>>2]|0;if(e){tOb(e);d=f[g>>2]|0}}if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}g=p+24|0;d=f[g>>2]|0;h=p+28|0;if((d|0)==(f[h>>2]|0)){e=f[n>>2]|0;if(e){tOb(e);d=f[g>>2]|0}}if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}d=f[o>>2]|0;f[o>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(p)}}}while(0);d=f[((a+8|0)+8|0)>>2]|0;if(d){do{t=f[d+12>>2]|0;oh[f[(f[t>>2]|0)+16>>2]&1023](t,1);d=f[d>>2]|0}while((d|0)!=0);d=f[((a+8|0)+8|0)>>2]|0}MYa(d);d=f[(a+8|0)>>2]|0;f[(a+8|0)>>2]=0;if(d|0)sOb(d);break}default:C=1}}if(C){C=0;switch(u|0){case 13:{d=f[B+364>>2]|0;if(d|0){while(1){e=d;if((f[e+36>>2]|0)==(v|0))break;d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}if(b[e+44>>0]|0){B=f[e+32>>2]|0;oh[f[(f[B>>2]|0)+12>>2]&1023](B,a+8|0);f[a+3152>>2]=2;f[a+3156>>2]=12;break a}t=f[e+8>>2]|0;f[(a+8|0)>>2]=t;t=(Kkb(DSa(w)|0,t)|0)==0;d=f[e+32>>2]|0;if(t)oh[f[(f[d>>2]|0)+12>>2]&1023](d,a+4|0);else oh[f[(f[d>>2]|0)+8>>2]&1023](d,a+8|0)}break}default:C=1}}if(C){C=0;switch(u|0){case 15:{d=f[B+364>>2]|0;if(d|0){m=d;while(1){n=m;if((f[n+40>>2]|0)==(v|0))break;d=f[m>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}else m=d}zkb(w,f[n+8>>2]|0);i=f[n>>2]|0;k=f[B+360>>2]|0;d=f[n+4>>2]|0;l=((k+-1|0)&k|0)==0;if(l)d=(k+-1|0)&d;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;h=(f[(B+356|0)>>2]|0)+(d<<2)|0;j=f[h>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(n|0))break;else j=e}if((j|0)==(B+364|0))x=270;else{e=f[j+4>>2]|0;if(l)e=e&(k+-1|0);else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0)){y=i;x=278}else x=270}do if((x|0)==270){if(i|0){e=f[i+4>>2]|0;if(l)g=e&(k+-1|0);else if(e>>>0<k>>>0)g=e;else g=(e>>>0)%(k>>>0)|0;if((g|0)==(d|0)){A=i;c=e;x=280;break}}f[h>>2]=0;y=f[n>>2]|0;x=278}while(0);if((x|0)==278){e=y;if(!y)z=e;else{A=e;c=f[y+4>>2]|0;x=280}}if((x|0)==280){if(l)c=c&(k+-1|0);else if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)==(d|0))z=A;else{f[(f[(B+356|0)>>2]|0)+(c<<2)>>2]=j;z=f[m>>2]|0}}f[j>>2]=z;f[n>>2]=0;f[(B+368|0)>>2]=(f[(B+368|0)>>2]|0)+-1;c=f[(n+32|0)>>2]|0;f[(n+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[n+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(n+12|0)>>2]|0;f[(n+12|0)>>2]=0;if(c|0)sOb(c);sOb(m)}break}default:C=1}}}f[a+3104>>2]=x;f[a+3112>>2]=C}function $4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0.0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;z=f[a+48>>2]|0;w=f[a+56>>2]|0;x=f[a+104>>2]|0;y=f[a+112>>2]|0;c=f[a+232>>2]|0;k=f[a+680>>2]|0;l=f[a+728>>2]|0;m=f[a+816>>2]|0;n=f[a+880>>2]|0;A=f[a+1672>>2]|0;B=f[a+1720>>2]|0;o=f[a+1768>>2]|0;q=f[a+1784>>2]|0;r=f[a+1808>>2]|0;t=f[a+1848>>2]|0;u=f[a+1920>>2]|0;v=f[a+1976>>2]|0;C=f[a+2016>>2]|0;a:{b:while(1){i=y;switch((B-i|0|0)/88|0|0){case 2:{C=5;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 3:{C=7;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 4:{C=8;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 5:{C=9;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 1:case 0:{C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}default:{}}if((B-i|0|0)<616){C=11;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}h=y+((((B-i|0)>>>0)/176|0)*88|0)|0;if((B-i|0|0)>87912)e=f5a(y,y+((((B-i|0)>>>0)/352|0)*88|0)|0,h,h+((((B-i|0)>>>0)/352|0)*88|0)|0,o,z)|0;else e=d5a(y,h,o,z)|0;D=+sqb(y);if(D<+sqb(h)){d=o;b=e;break}else j=o;while(1){s=j+-88|0;if((y|0)==(s|0))break;D=+sqb(s);if(D<+sqb(h)){C=29;break b}else j=s}e=y+88|0;D=+sqb(y);if(!(D<+sqb(o))){if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}while(1){D=+sqb(y);if(D<+sqb(e))break;e=e+88|0;if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}}S=e+8|0;R=e+16|0;L=+p[e>>3];K=+p[S>>3];J=+p[R>>3];Q=e+24|0;P=e+32|0;O=e+40|0;I=+p[Q>>3];H=+p[P>>3];G=+p[O>>3];M=e+48|0;g=e+56|0;h=e+64|0;F=+p[M>>3];E=+p[g>>3];D=+p[h>>3];i=e+72|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];N=+p[o>>3];p[o>>3]=L;p[e>>3]=N;N=+p[q>>3];p[q>>3]=+p[S>>3];p[S>>3]=N;N=+p[r>>3];p[r>>3]=+p[R>>3];p[R>>3]=N;N=+p[t>>3];p[t>>3]=+p[Q>>3];p[Q>>3]=N;N=+p[u>>3];p[u>>3]=+p[P>>3];p[P>>3]=N;N=+p[v>>3];p[v>>3]=+p[O>>3];p[O>>3]=N;N=+p[k>>3];p[k>>3]=+p[M>>3];p[M>>3]=N;p[g>>3]=+p[l>>3];p[h>>3]=+p[m>>3];f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];p[o>>3]=L;p[q>>3]=K;p[r>>3]=J;p[t>>3]=I;p[u>>3]=H;p[v>>3]=G;p[k>>3]=F;p[l>>3]=E;p[m>>3]=D;f[n>>2]=f[a>>2];f[n+4>>2]=f[a+4>>2];f[n+8>>2]=f[a+8>>2];e=e+88|0}if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}else g=o;while(1){while(1){N=+sqb(y);i=e+88|0;if(N<+sqb(e))break;else e=i}while(1){h=g+-88|0;N=+sqb(y);if(N<+sqb(h))g=h;else break}if(e>>>0>=h>>>0){y=e;continue b}M=e+8|0;O=e+16|0;E=+p[e>>3];F=+p[M>>3];G=+p[O>>3];P=e+24|0;Q=e+32|0;R=e+40|0;H=+p[P>>3];I=+p[Q>>3];J=+p[R>>3];S=e+48|0;W=e+56|0;V=e+64|0;K=+p[S>>3];L=+p[W>>3];N=+p[V>>3];U=e+72|0;f[a>>2]=f[U>>2];f[a+4>>2]=f[U+4>>2];f[a+8>>2]=f[U+8>>2];D=+p[h>>3];p[h>>3]=E;p[e>>3]=D;T=g+-80|0;D=+p[T>>3];p[T>>3]=+p[M>>3];p[M>>3]=D;M=g+-72|0;D=+p[M>>3];p[M>>3]=+p[O>>3];p[O>>3]=D;O=g+-64|0;D=+p[O>>3];p[O>>3]=+p[P>>3];p[P>>3]=D;P=g+-56|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=g+-48|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=g+-40|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=g+-32|0;p[W>>3]=+p[S>>3];e=g+-24|0;p[V>>3]=+p[e>>3];g=g+-16|0;f[U>>2]=f[g>>2];f[U+4>>2]=f[g+4>>2];f[U+8>>2]=f[g+8>>2];p[h>>3]=E;p[T>>3]=F;p[M>>3]=G;p[O>>3]=H;p[P>>3]=I;p[Q>>3]=J;p[R>>3]=K;p[S>>3]=L;p[e>>3]=N;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];g=h;e=i}}if((C|0)==29){C=0;R=y+8|0;S=y+16|0;E=+p[y>>3];F=+p[R>>3];G=+p[S>>3];T=y+24|0;U=y+32|0;V=y+40|0;H=+p[T>>3];I=+p[U>>3];J=+p[V>>3];W=y+48|0;b=y+56|0;d=y+64|0;K=+p[W>>3];L=+p[b>>3];N=+p[d>>3];P=y+72|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];D=+p[s>>3];p[s>>3]=E;p[y>>3]=D;Q=j+-80|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=j+-72|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=j+-64|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=j+-56|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=j+-48|0;D=+p[U>>3];p[U>>3]=+p[V>>3];p[V>>3]=D;V=j+-40|0;D=+p[V>>3];p[V>>3]=+p[W>>3];p[W>>3]=D;W=j+-32|0;p[b>>3]=+p[W>>3];b=j+-24|0;p[d>>3]=+p[b>>3];d=j+-16|0;f[P>>2]=f[d>>2];f[P+4>>2]=f[d+4>>2];f[P+8>>2]=f[d+8>>2];p[s>>3]=E;p[Q>>3]=F;p[R>>3]=G;p[S>>3]=H;p[T>>3]=I;p[U>>3]=J;p[V>>3]=K;p[W>>3]=L;p[b>>3]=N;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];d=s;b=e+1|0}c=y+88|0;c:do if(c>>>0<d>>>0)while(1){while(1){N=+sqb(c);g=c+88|0;if(N<+sqb(h))c=g;else break}while(1){e=d+-88|0;N=+sqb(e);if(N<+sqb(h))break;else d=e}if(c>>>0>e>>>0){d=h;break c}Q=c+8|0;R=c+16|0;E=+p[c>>3];F=+p[Q>>3];G=+p[R>>3];S=c+24|0;T=c+32|0;U=c+40|0;H=+p[S>>3];I=+p[T>>3];J=+p[U>>3];V=c+48|0;W=c+56|0;M=c+64|0;K=+p[V>>3];L=+p[W>>3];N=+p[M>>3];O=c+72|0;f[a>>2]=f[O>>2];f[a+4>>2]=f[O+4>>2];f[a+8>>2]=f[O+8>>2];D=+p[e>>3];p[e>>3]=E;p[c>>3]=D;P=d+-80|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=d+-72|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=d+-64|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=d+-56|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=d+-48|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=d+-40|0;D=+p[U>>3];p[U>>3]=+p[V>>3];p[V>>3]=D;V=d+-32|0;p[W>>3]=+p[V>>3];W=d+-24|0;p[M>>3]=+p[W>>3];d=d+-16|0;f[O>>2]=f[d>>2];f[O+4>>2]=f[d+4>>2];f[O+8>>2]=f[d+8>>2];p[e>>3]=E;p[P>>3]=F;p[Q>>3]=G;p[R>>3]=H;p[S>>3]=I;p[T>>3]=J;p[U>>3]=K;p[V>>3]=L;p[W>>3]=N;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];h=(h|0)==(c|0)?e:h;d=e;c=g;b=b+1|0}else d=h;while(0);if((c|0)!=(d|0)){N=+sqb(d);if(N<+sqb(c)){P=c+8|0;Q=c+16|0;E=+p[c>>3];F=+p[P>>3];G=+p[Q>>3];R=c+24|0;S=c+32|0;T=c+40|0;H=+p[R>>3];I=+p[S>>3];J=+p[T>>3];U=c+48|0;V=c+56|0;W=c+64|0;K=+p[U>>3];L=+p[V>>3];N=+p[W>>3];M=c+72|0;f[a>>2]=f[M>>2];f[a+4>>2]=f[M+4>>2];f[a+8>>2]=f[M+8>>2];D=+p[d>>3];p[d>>3]=E;p[c>>3]=D;O=d+8|0;D=+p[O>>3];p[O>>3]=+p[P>>3];p[P>>3]=D;P=d+16|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=d+24|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=d+32|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=d+40|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=d+48|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=d+56|0;p[V>>3]=+p[U>>3];V=d+64|0;p[W>>3]=+p[V>>3];W=d+72|0;f[M>>2]=f[W>>2];f[M+4>>2]=f[W+4>>2];f[M+8>>2]=f[W+8>>2];p[d>>3]=E;p[O>>3]=F;p[P>>3]=G;p[Q>>3]=H;p[R>>3]=I;p[S>>3]=J;p[T>>3]=K;p[U>>3]=L;p[V>>3]=N;f[W>>2]=f[a>>2];f[W+4>>2]=f[a+4>>2];f[W+8>>2]=f[a+8>>2];b=b+1|0}}if(!b){A=h5a(y,c,z)|0;b=c+88|0;if(h5a(b,x,z)|0){C=45;f[a+2024>>2]=1;break a}if(A){w=b;f[a+2024>>2]=3;break a}}W=c;if(((W-i|0)/88|0|0)>=((B-W|0)/88|0|0)){C=44;f[a+2024>>2]=1;break a}W4a(y,c,z);w=c+88|0}f[a+56>>2]=w;f[a+112>>2]=y;f[a+232>>2]=c;f[a+1672>>2]=A;f[a+2016>>2]=C}
+function sua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);uJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function tua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34848;mma(d,b,c,0);return}function uua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function vua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&67108864|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function wua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;r=s+12|0;o=s;n=(Bla()|0)+244|0;n=f[n>>2]|0;g=f[b>>2]|0;q=b+4|0;e=f[q>>2]|0;h=g+(e<<3)|0;f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=o+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(o);k=pOb(a)|0;f[p>>2]=k;f[o>>2]=k;a=k+(d<<3)|0;m=o+8|0;f[m>>2]=a;l=k;if(!e){i=m;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){g=a;i=f[g+4>>2]|0;j=d;f[j>>2]=f[g>>2];f[j+4>>2]=i;a=a+8|0;j=e+8|0;f[p>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=m;g=k;e=j;h=l;d=j;a=f[m>>2]|0}}f[r>>2]=(g|0)==(e|0)?0:g;f[r+4>>2]=e-g>>3;g=r+12|0;f[r+8>>2]=h;f[g>>2]=d;f[r+16>>2]=a;f[i>>2]=0;f[p>>2]=0;f[o>>2]=0;n$a(n,r,16,c);d=r+8|0;a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){e=f[r>>2]|0;if(e){tOb(e);a=f[d>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[o>>2]|0;if(a|0){d=f[p>>2]|0;if((d|0)!=(a|0))f[p>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}if(!(f[q>>2]|0)){u=s;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;d=f[b>>2]|0;q=f[q>>2]|0;g=d+(q<<3)|0;if(q|0){h=r+4|0;a=1;do{LRa(r,j,d);e=f[r>>2]|0;if(e){q=e+200|0;a=a&((f[q>>2]&-268435456|0)!=0|0!=0);vJa(e,c)}e=f[h>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(g|0));if(!a){c=DSa(j)|0;Jkb(c,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=s;return}}u9a(f[i+240>>2]|0);u=s;return}function xua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34880;mma(d,b,c,0);return}function yua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function zua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&32|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Aua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;r=s+12|0;o=s;n=(Bla()|0)+244|0;n=f[n>>2]|0;g=f[b>>2]|0;q=b+4|0;e=f[q>>2]|0;h=g+(e<<3)|0;f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=o+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(o);k=pOb(a)|0;f[p>>2]=k;f[o>>2]=k;a=k+(d<<3)|0;m=o+8|0;f[m>>2]=a;l=k;if(!e){i=m;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){g=a;i=f[g+4>>2]|0;j=d;f[j>>2]=f[g>>2];f[j+4>>2]=i;a=a+8|0;j=e+8|0;f[p>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=m;g=k;e=j;h=l;d=j;a=f[m>>2]|0}}f[r>>2]=(g|0)==(e|0)?0:g;f[r+4>>2]=e-g>>3;g=r+12|0;f[r+8>>2]=h;f[g>>2]=d;f[r+16>>2]=a;f[i>>2]=0;f[p>>2]=0;f[o>>2]=0;n$a(n,r,32,c);d=r+8|0;a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){e=f[r>>2]|0;if(e){tOb(e);a=f[d>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[o>>2]|0;if(a|0){d=f[p>>2]|0;if((d|0)!=(a|0))f[p>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}if(!(f[q>>2]|0)){u=s;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;d=f[b>>2]|0;q=f[q>>2]|0;g=d+(q<<3)|0;if(!q){u=s;return}h=r+4|0;a=1;do{LRa(r,j,d);e=f[r>>2]|0;if(e){q=e+200|0;a=a&((f[q>>2]&-268435456|0)!=0|0!=0);xJa(e,c)}e=f[h>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(g|0));if(a){u=s;return}c=DSa(j)|0;Jkb(c,f[i+244>>2]|0);u=s;return}function Bua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34912;mma(d,b,c,0);return}function Cua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Dua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&64|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Eua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);yJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function Fua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34944;mma(d,b,c,0);return}function Gua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&8192|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Iua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);zJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){s9a(a);u=k;return}}u9a(a);u=k;return}function Jua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34976;mma(d,b,c,0);return}function Kua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&16384|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Mua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);AJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){Y8a(a);u=k;return}}u9a(a);u=k;return}function Nua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35008;mma(d,b,c,0);return}function Oua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&32768|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Qua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;g=i;a=b+4|0;if(!(f[a>>2]|0)){u=i;return}h=(Bla()|0)+232|0;h=f[h>>2]|0;ySa(h)|0;b=f[b>>2]|0;e=f[a>>2]|0;d=b+(e<<3)|0;if(!e){u=i;return}e=g+4|0;do{LRa(g,h,b);a=f[g>>2]|0;if(a|0)BJa(a,c);a=f[e>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(d|0));u=i;return}function Rua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35040;mma(d,b,c,0);return}function Sua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Tua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&65536|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Uua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r+12|0;q=r;k=Bla()|0;l=f[k+232>>2]|0;o=f[k+244>>2]|0;a=f[b>>2]|0;m=b+4|0;j=f[m>>2]|0;h=a+(j<<3)|0;if(!j){a=f[k+240>>2]|0;n=10}else{i=c?7:0;j=p+4|0;d=1;while(1){LRa(p,l,a);e=f[p>>2]|0;if(!(f[e+4>>2]|0))g=d;else{g=e+200|0;g=d&((f[g>>2]&-268435456|0)!=0|0!=0)}IJa(e,i);d=f[j>>2]|0;if(d|0)iOb(d);a=a+8|0;if((a|0)==(h|0))break;else d=g}a=f[k+240>>2]|0;if(g)n=10;else{Jkb(DSa(l)|0,o);Y8a(a)}}if((n|0)==10)u9a(a);g=f[b>>2]|0;e=f[m>>2]|0;h=g+(e<<3)|0;f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=q+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(q);k=pOb(a)|0;f[m>>2]=k;f[q>>2]=k;a=k+(d<<3)|0;b=q+8|0;f[b>>2]=a;l=k;if(!e){i=b;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){i=a;n=f[i+4>>2]|0;j=d;f[j>>2]=f[i>>2];f[j+4>>2]=n;a=a+8|0;j=e+8|0;f[m>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=b;g=k;e=j;h=l;d=j;a=f[b>>2]|0}}f[p>>2]=(g|0)==(e|0)?0:g;f[p+4>>2]=e-g>>3;g=p+12|0;f[p+8>>2]=h;f[g>>2]=d;f[p+16>>2]=a;f[i>>2]=0;f[m>>2]=0;f[q>>2]=0;n$a(o,p,8,c);e=p+8|0;a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){d=f[p>>2]|0;if(d){tOb(d);a=f[e>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[q>>2]|0;if(!a){u=r;return}d=f[m>>2]|0;if((d|0)!=(a|0))f[m>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a);u=r;return}function Vua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35072;mma(d,b,c,0);return}function Wua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Xua(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&56)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Yua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;g=a+(i<<3)|0;if(!i)a=f[k+240>>2]|0;else{h=j+4|0;i=(c&1)<<7;b=0;d=1;e=a;do{LRa(j,l,e);a=f[j>>2]|0;if(a){n=a+200|0;d=d&((f[n>>2]&-268435456|0)!=0|0!=0);n=a+196|0;a=f[n>>2]|0;f[n>>2]=i|a&134217087|a&-134217728|512;b=b|(a&128|0)!=0}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));a=f[k+240>>2]|0;if(!d)if(b^1|c){r9a(a);u=m;return}else{s9a(a);u=m;return}}u9a(a);u=m;return}function Zua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=c+4|0;oB(i,f[h>>2]|0);b=f[c>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){KRa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&128|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function _ua(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=u;u=u+16|0;e=g;if(d>>>0<3){e=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=h;f[e>>2]=35104;f[e+8>>2]=d;mma(e,b,c,0);u=g;return}a=f[a>>2]|0;h=f[(f[a>>2]|0)+12>>2]|0;f[e>>2]=0;c=e+4|0;f[c>>2]=0;f[e+8>>2]=0;oh[h&1023](a,e);a=f[e>>2]|0;if(a|0){b=f[c>>2]|0;if((b|0)!=(a|0))f[c>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}u=g;return}function $ua(a){a=a|0;var b=0;f[a>>2]=35136;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ava(a){a=a|0;var b=0,c=0;f[a>>2]=35136;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function bva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+32|0;l=r+16|0;m=r+8|0;n=r;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[l>>2]=0;q=l+4|0;f[q>>2]=0;f[l+8>>2]=0;c=f[b>>2]|0;k=f[b+4>>2]|0;e=c+(k<<3)|0;if(k|0){g=n+4|0;h=l+8|0;i=m+4|0;j=n+4|0;k=a+8|0;do{ARa(m,o,c);b=f[m>>2]|0;if(!b){b=0;p=16}else{s=f[k>>2]|0;d=f[b+72+(s<<3)>>2]|0;b=f[b+72+(s<<3)+4>>2]|0;if(!b)b=0;else gOb(b);if(!d)p=16;else{d=f[d+116>>2]|0;f[n>>2]=f[c>>2];f[j>>2]=d;d=f[q>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){v=n;t=f[v+4>>2]|0;s=d;f[s>>2]=f[v>>2];f[s+4>>2]=t;f[q>>2]=(f[q>>2]|0)+8}else eva(l,n)}}if((p|0)==16){p=0;f[n>>2]=0;f[g>>2]=-1;d=f[q>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){s=n;t=f[s+4>>2]|0;v=d;f[v>>2]=f[s>>2];f[v+4>>2]=t;f[q>>2]=(f[q>>2]|0)+8}else eva(l,n)}if(b|0)iOb(b);b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,l);b=f[l>>2]|0;if(!b){u=r;return}c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=r;return}function cva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function dva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function eva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function fva(a){a=a|0;yf()}function gva(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;g=u;u=u+32|0;b=g;if(d>>>0>=3){e=f[a>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,b);u=g;return}h=pOb(32)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=35168;f[h+8>>2]=f[c>>2];f[h+12>>2]=f[c+4>>2];a=c+8|0;f[h+16>>2]=f[a>>2];i=c+12|0;f[h+20>>2]=f[i>>2];j=c+16|0;f[h+24>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[a>>2]=0;f[c>>2]=0;f[h+28>>2]=d;c=pOb(8)|0;f[c>>2]=34512;f[c+4>>2]=h;h=pOb(8)|0;a=f[e+4>>2]|0;d=h;f[d>>2]=f[e>>2];f[d+4>>2]=a;d=h+8|0;f[b>>2]=h;f[b+4>>2]=1;a=b+12|0;f[b+8>>2]=h;f[a>>2]=d;f[b+16>>2]=d;Hra(c,b);c=f[b+8>>2]|0;d=f[a>>2]|0;e=(c|0)==(d|0);if(e){b=f[b>>2]|0;if(b|0)tOb(b)}if(c|0){if(!e)f[a>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}u=g;return}function hva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35168;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35232;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function iva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35168;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35232;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function jva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;q=r+24|0;p=r;n=Bla()|0;o=f[n+232>>2]|0;tRa(q,o,c);if(!(f[q>>2]|0)){a=f[a+4>>2]|0;n=f[(f[a>>2]|0)+12>>2]|0;o=p+4|0;f[o>>2]=0;e=p+8|0;f[e>>2]=0;f[p+12>>2]=0;b[p>>0]=1;l=c;m=f[l+4>>2]|0;c=p+16|0;f[c>>2]=f[l>>2];f[c+4>>2]=m;oh[n&1023](a,p);c=f[o>>2]|0;if(c|0){d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}else{m=a+8|0;l=a+12|0;do if(f[l>>2]|0){h=ySa(o)|0;c=f[m>>2]|0;k=f[l>>2]|0;i=c+(k<<3)|0;if(!k){a1a(f[n+244>>2]|0,0,c);break}j=p+4|0;k=a+28|0;d=1;e=1;while(1){ARa(p,o,c);g=f[p>>2]|0;if(!g)g=d;else{if(d){d=g+200|0;d=(f[d>>2]&-268435456|0)!=0|0!=0}else d=0;if(e)e=(b[g+192>>0]&7)==0;else e=0;pJa(g,f[k>>2]|0,q);wDa(h,g);g=d}d=f[j>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(i|0))break;else d=g}d=f[n+244>>2]|0;a1a(d,f[l>>2]|0,f[m>>2]|0);if(!e){c=f[n+240>>2]|0;if(g){u9a(c);break}else{Jkb(DSa(o)|0,d);v9a(c);break}}}while(0);o=pOb(4)|0;f[o>>2]=35200;mma(o,0,m,0);o=f[a+4>>2]|0;oh[f[(f[o>>2]|0)+8>>2]&1023](o,p)}c=f[q+4>>2]|0;if(!c){u=r;return}iOb(c);u=r;return}function kva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+32|0;g=e;h=f[a+4>>2]|0;i=f[(f[h>>2]|0)+12>>2]|0;a=g+4|0;f[a>>2]=0;d=g+8|0;f[d>>2]=0;f[g+12>>2]=0;b[g>>0]=1;k=c;j=f[k+4>>2]|0;c=g+16|0;f[c>>2]=f[k>>2];f[c+4>>2]=j;oh[i&1023](h,g);a=f[a>>2]|0;if(!a){u=e;return}c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=e;return}function lva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function mva(a){a=a|0;return}function nva(a){a=a|0;sOb(a);return}function ova(a,b){a=a|0;b=b|0;a=(Bla()|0)+244|0;t$a(f[a>>2]|0,b);return}function pva(a,b){a=a|0;b=b|0;return}function qva(a,b){a=a|0;b=b|0;return}function rva(a){a=a|0;return 1}function sva(a){a=a|0;var b=0;f[a>>2]=35232;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function tva(a){a=a|0;yf()}function uva(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;k=q+8|0;l=q;if(d>>>0>=3){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);u=q;return}m=c+4|0;if(f[m>>2]|0){n=Bla()|0;o=f[n+232>>2]|0;g=ySa(o)|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;b=f[c>>2]|0;j=f[m>>2]|0;i=b+(j<<3)|0;if(!j){h=1;g=0}else{j=l+4|0;h=1;do{KRa(l,o,b);e=f[l>>2]|0;if(e){r=e+200|0;h=h&((f[r>>2]&-268435456|0)!=0|0!=0);pJa(e,d,k);wDa(g,e)}e=f[j>>2]|0;if(e|0)iOb(e);b=b+8|0}while((b|0)!=(i|0));g=f[m>>2]|0;b=f[c>>2]|0}e=f[n+244>>2]|0;a1a(e,g,b);b=f[n+240>>2]|0;if(h)u9a(b);else{Jkb(DSa(o)|0,e);v9a(b)}b=f[p>>2]|0;if(b|0)iOb(b)}r=pOb(8)|0;p=f[a>>2]|0;f[a>>2]=0;f[r+4>>2]=p;f[r>>2]=35264;mma(r,0,c,0);u=q;return}function vva(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function wva(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=(Bla()|0)+244|0;t$a(f[d>>2]|0,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);u=c;return}function xva(a,b){a=a|0;b=b|0;return}function yva(a,b){a=a|0;b=b|0;return}function zva(a){a=a|0;return 1}function Ava(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=0;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Bva(a){a=a|0;var b=0;f[a>>2]=35328;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Cva(a){a=a|0;var b=0,c=0;f[a>>2]=35328;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Dva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Eva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Fva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Gva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35296;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35360;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Hva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35296;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35360;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Iva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+64|0;d=i+32|0;e=i+24|0;g=i;j=(Bla()|0)+232|0;ARa(e,f[j>>2]|0,c);c=f[e>>2]|0;if(!c)h=4;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))h=4;else{cEa(g,c,b[a+28>>0]|0,f[a+8>>2]|0,f[a+12>>2]|0);k=f[g>>2]|0;f[g>>2]=f[d>>2];f[d>>2]=k;k=g+4|0;j=f[k>>2]|0;c=d+4|0;f[k>>2]=f[c>>2];f[c>>2]=j;c=g+8|0;j=f[c>>2]|0;k=d+8|0;f[c>>2]=f[k>>2];f[k>>2]=j;k=d+12|0;j=g+12|0;c=f[j>>2]|0;f[j>>2]=f[k>>2];f[k>>2]=c;k=g+16|0;c=f[k>>2]|0;j=d+16|0;f[k>>2]=f[j>>2];f[j>>2]=c;f[d+20>>2]=f[g+20>>2]}if((h|0)==4){f[d>>2]=1065353216;f[d+4>>2]=1065353216;f[d+8>>2]=1065353216;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);c=f[e+4>>2]|0;if(!c){u=i;return}iOb(c);u=i;return}function Jva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Kva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Lva(a){a=a|0;return 0}function Mva(a){a=a|0;var b=0;f[a>>2]=35360;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Nva(a){a=a|0;yf()}function Ova(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=1;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Pva(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=2;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Qva(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;e=pOb(28)|0;d=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=d;f[e>>2]=35392;f[e+8>>2]=f[b>>2];f[e+12>>2]=f[b+4>>2];d=b+8|0;f[e+16>>2]=f[d>>2];a=b+12|0;f[e+20>>2]=f[a>>2];i=b+16|0;f[e+24>>2]=f[i>>2];f[i>>2]=0;f[a>>2]=0;f[d>>2]=0;f[b>>2]=0;d=pOb(8)|0;f[d>>2]=35328;f[d+4>>2]=e;e=pOb(8)|0;a=c;b=f[a+4>>2]|0;c=e;f[c>>2]=f[a>>2];f[c+4>>2]=b;c=e+8|0;f[g>>2]=e;f[g+4>>2]=1;b=g+12|0;f[g+8>>2]=e;f[b>>2]=c;f[g+16>>2]=c;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function Rva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35392;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35424;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Sva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35392;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35424;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Tva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;g=i;e=(Bla()|0)+232|0;ARa(h,f[e>>2]|0,c);c=f[h>>2]|0;do if(!c){c=f[a+4>>2]|0;a=f[(f[c>>2]|0)+8>>2]|0;f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;oh[a&1023](c,g);c=f[g>>2]|0;if(c|0){d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}}else{c=f[c+4>>2]|0;d=f[a+4>>2]|0;e=f[(f[d>>2]|0)+8>>2]|0;if(!(b[(f[c+44>>2]|0)+148>>0]&2)){f[g>>2]=0;a=g+4|0;f[a>>2]=0;f[g+8>>2]=0;oh[e&1023](d,g);c=f[g>>2]|0;if(c|0){d=f[a>>2]|0;if((d|0)!=(c|0))f[a>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}break}else{dEa(g,c,f[a+8>>2]|0,f[a+12>>2]|0);oh[e&1023](d,g);e=f[g>>2]|0;if(e|0){c=g+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}break}}while(0);c=f[h+4>>2]|0;if(!c){u=i;return}iOb(c);u=i;return}function Uva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Vva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Wva(a){a=a|0;var b=0;f[a>>2]=35424;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Xva(a){a=a|0;yf()}function Yva(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;g=h;i=b;j=f[i>>2]|0;i=f[i+4>>2]|0;b=c;e=f[b>>2]|0;b=f[b+4>>2]|0;d=pOb(16)|0;c=d;f[c>>2]=j;f[c+4>>2]=i;c=d+8|0;f[c>>2]=e;f[c+4>>2]=b;c=pOb(8)|0;b=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=b;f[c>>2]=35456;f[g>>2]=d;f[g+4>>2]=2;b=g+12|0;f[g+8>>2]=d;f[b>>2]=d+16;f[g+16>>2]=d+16;mma(c,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function Zva(a){a=a|0;var b=0;f[a>>2]=35488;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function _va(a){a=a|0;var b=0,c=0;f[a>>2]=35488;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function $va(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+80|0;j=k+64|0;h=k+56|0;i=k;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(j,e,f[c>>2]|0);ARa(h,e,(f[c>>2]|0)+8|0);c=f[j>>2]|0;if(!c)g=6;else{d=f[h>>2]|0;if(!d)g=6;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else if(!(b[(f[(f[d+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else{a=f[a+4>>2]|0;l=f[(f[a>>2]|0)+8>>2]|0;SDa(i,e,c,d);oh[l&1023](a,i)}}if((g|0)==6){c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;a=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[a>>3]=C;oh[d&1023](c,i)}c=f[h+4>>2]|0;if(c|0)iOb(c);c=f[j+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function awa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function bwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function cwa(a){a=a|0;yf()}function dwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;g=h;k=b;l=f[k>>2]|0;k=f[k+4>>2]|0;b=d;j=f[b>>2]|0;b=f[b+4>>2]|0;i=pOb(16)|0;d=i;f[d>>2]=l;f[d+4>>2]=k;d=i+8|0;f[d>>2]=j;f[d+4>>2]=b;d=pOb(16)|0;b=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=b;f[d>>2]=35520;f[d+8>>2]=c;f[d+12>>2]=e;f[g>>2]=i;f[g+4>>2]=2;b=g+12|0;f[g+8>>2]=i;f[b>>2]=i+16;f[g+16>>2]=i+16;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function ewa(a){a=a|0;var b=0,c=0;f[a>>2]=35488;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function fwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+80|0;j=k+64|0;h=k+56|0;i=k;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(j,e,f[c>>2]|0);ARa(h,e,(f[c>>2]|0)+8|0);c=f[j>>2]|0;if(!c)g=6;else{d=f[h>>2]|0;if(!d)g=6;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else if(!(b[(f[(f[d+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else{l=f[a+4>>2]|0;m=f[(f[l>>2]|0)+8>>2]|0;XDa(i,e,c,f[a+8>>2]|0,d,f[a+12>>2]|0);oh[m&1023](l,i)}}if((g|0)==6){c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;a=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[a>>3]=C;oh[d&1023](c,i)}c=f[h+4>>2]|0;if(c|0)iOb(c);c=f[j+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function gwa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;hwa(138,a,b,c,d);return}function hwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;h=u;u=u+32|0;g=h;i=pOb(64)|0;j=f[b>>2]|0;f[b>>2]=0;f[i+4>>2]=j;f[i>>2]=35552;f[i+8>>2]=a;f[i+12>>2]=d;p[i+16>>3]=+p[e>>3];p[i+24>>3]=+p[e+8>>3];p[i+32>>3]=+p[e+16>>3];p[i+40>>3]=+p[e+24>>3];p[i+48>>3]=+p[e+32>>3];p[i+56>>3]=+p[e+40>>3];d=pOb(8)|0;f[d>>2]=35328;f[d+4>>2]=i;e=pOb(8)|0;a=c;b=f[a+4>>2]|0;c=e;f[c>>2]=f[a>>2];f[c+4>>2]=b;c=e+8|0;f[g>>2]=e;f[g+4>>2]=1;b=g+12|0;f[g+8>>2]=e;f[b>>2]=c;f[g+16>>2]=c;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function iwa(a){a=a|0;var b=0;f[a>>2]=35584;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jwa(a){a=a|0;var b=0,c=0;f[a>>2]=35584;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function kwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=u;u=u+112|0;h=j+104|0;i=j+48|0;d=j;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(h,e,c);c=f[h>>2]|0;if(!c)g=4;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=4;else{k=f[a+4>>2]|0;l=f[(f[k>>2]|0)+8>>2]|0;n=f[a+8>>2]|0;m=f[a+12>>2]|0;p[d>>3]=+p[a+16>>3];p[d+8>>3]=+p[a+24>>3];p[d+16>>3]=+p[a+32>>3];p[d+24>>3]=+p[a+40>>3];p[d+32>>3]=+p[a+48>>3];p[d+40>>3]=+p[a+56>>3];Lh[n&255](i,e,c,m,d);oh[l&1023](k,i)}if((g|0)==4){c=f[a+4>>2]|0;a=f[(f[c>>2]|0)+8>>2]|0;d=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[d>>3]=C;oh[a&1023](c,i)}c=f[h+4>>2]|0;if(!c){u=j;return}iOb(c);u=j;return}function lwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function mwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function nwa(a){a=a|0;yf()}function owa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;hwa(139,a,b,c,d);return}function pwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35616;mma(d,b,c,0);return}function qwa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function rwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;q=s+8|0;m=s;p=Bla()|0;r=f[p+232>>2]|0;n=ySa(r)|0;d=f[c>>2]|0;o=c+4|0;l=f[o>>2]|0;j=d+(l<<3)|0;if(!l){i=1;h=1;g=0}else{k=q+4|0;l=m+4|0;i=1;h=1;do{ARa(q,r,d);g=f[q>>2]|0;if(g){if(i){i=g+200|0;i=(f[i>>2]&-268435456|0)!=0|0!=0}else i=0;if(h)h=(b[g+192>>0]&7)==0;else h=0;f[m>>2]=0;f[l>>2]=0;pJa(g,2,m);e=f[l>>2]|0;if(e|0)iOb(e);wDa(n,g)}e=f[k>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(j|0));g=f[o>>2]|0;d=f[c>>2]|0}e=f[p+244>>2]|0;a1a(e,g,d);t$a(e,c);if(h){r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}d=f[p+240>>2]|0;if(i){u9a(d);r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}else{Jkb(DSa(r)|0,e);v9a(d);r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}}function swa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35648;mma(d,b,c,0);return}function twa(a){a=a|0;var b=0,c=0;f[a>>2]=35136;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function uwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;q=u;u=u+32|0;n=q+16|0;j=q+8|0;k=q;o=Bla()|0;l=f[o+232>>2]|0;o=f[o+244>>2]|0;f[n>>2]=0;p=n+4|0;f[p>>2]=0;f[n+8>>2]=0;c=f[b>>2]|0;m=b+4|0;i=f[m>>2]|0;e=c+(i<<3)|0;if(!i){c=0;d=0}else{g=k+4|0;h=n+8|0;i=j+4|0;do{ARa(j,l,c);d=f[j>>2]|0;if(!d){f[k>>2]=0;f[g>>2]=-1;d=f[p>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){s=k;r=f[s+4>>2]|0;f[d>>2]=f[s>>2];f[d+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8}else vwa(n,k)}else{NJa(k,d,l);d=f[p>>2]|0;if((d|0)==(f[h>>2]|0))RF(n,k);else{t=k;r=f[t+4>>2]|0;s=d;f[s>>2]=f[t>>2];f[s+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8}}d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0}while((c|0)!=(e|0));c=f[n>>2]|0;d=f[p>>2]|0}b1a(o,d-c>>3,c);a1a(o,f[m>>2]|0,f[b>>2]|0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,n);c=f[n>>2]|0;if(!c){u=q;return}d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=q;return}function vwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function wwa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;p=r+8|0;l=r;o=Bla()|0;q=f[o+232>>2]|0;m=ySa(q)|0;IIa(p,e);vSa(q,p);e=f[d>>2]|0;n=d+4|0;k=f[n>>2]|0;j=e+(k<<3)|0;if(!k){g=1;c=1}else{k=l+4|0;g=1;c=1;do{LRa(l,q,e);i=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(g){g=i+200|0;g=(f[g>>2]&-268435456|0)!=0|0!=0}else g=0;if(c)c=(b[i+192>>0]&7)==0;else c=0;pJa(i,2,p);wDa(m,i);e=e+8|0}while((e|0)!=(j|0))}e=f[o+244>>2]|0;b1a(e,1,(f[p>>2]|0)+112|0);a1a(e,f[n>>2]|0,f[d>>2]|0);do if(!c){c=f[o+240>>2]|0;if(g){u9a(c);break}else{Jkb(DSa(q)|0,e);v9a(c);break}}while(0);c=pOb(8)|0;q=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=q;f[c>>2]=35680;mma(c,0,d,0);c=f[p+4>>2]|0;if(!c){u=r;return}iOb(c);u=r;return}function xwa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function ywa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=(Bla()|0)+244|0;t$a(f[d>>2]|0,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);u=c;return}function zwa(a,b){a=a|0;b=b|0;return}function Awa(a,b){a=a|0;b=b|0;return}function Bwa(a){a=a|0;return 1}function Cwa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;g=f[c>>2]|0;m=c+4|0;Dwa(g,g+(f[m>>2]<<3)|0,n);g=f[c>>2]|0;e=f[m>>2]|0;l=g+(e<<3)|0;a:do switch(e|0){case 0:{h=g;k=6;break}case 1:{h=l;e=1;break}default:{h=g;i=g+8|0;j=f[g>>2]|0;while(1){o=j;j=f[i>>2]|0;if((o|0)==(j|0))if((f[h+4>>2]|0)==(f[h+12>>2]|0)){k=6;break a}h=i+8|0;if((h|0)==(l|0)){h=l;break}else{o=i;i=h;h=o}}}}while(0);if((k|0)==6)if((h|0)==(l|0))h=l;else{e=h+8|0;b:while(1){i=h+4|0;do{g=e;e=e+8|0;if((e|0)==(l|0))break b;if((f[h>>2]|0)!=(f[e>>2]|0))break}while((f[i>>2]|0)==(f[g+12>>2]|0));o=h+8|0;i=e;j=f[i+4>>2]|0;k=o;f[k>>2]=f[i>>2];f[k+4>>2]=j;h=o}h=h+8|0;g=f[c>>2]|0;e=f[m>>2]|0}f[m>>2]=e-(g+(e<<3)-h>>3);o=pOb(72)|0;m=f[a>>2]|0;f[a>>2]=0;f[o+4>>2]=m;f[o>>2]=35712;f[o+8>>2]=f[d>>2];f[o+12>>2]=f[d+4>>2];f[o+16>>2]=f[d+8>>2];f[o+20>>2]=f[d+12>>2];f[o+24>>2]=f[d+16>>2];f[o+28>>2]=f[d+20>>2];f[o+32>>2]=f[d+24>>2];f[o+36>>2]=f[d+28>>2];f[o+40>>2]=f[d+32>>2];f[o+44>>2]=f[d+36>>2];f[o+48>>2]=f[d+40>>2];f[o+52>>2]=f[d+44>>2];f[o+56>>2]=f[d+48>>2];f[o+60>>2]=f[d+52>>2];f[o+64>>2]=f[d+56>>2];f[o+68>>2]=f[d+60>>2];mma(o,b,c,0);u=n;return}function Dwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=Nwa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=Pwa(a,i,c)|0;e=i+8|0;if(Pwa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}Dwa(a,i,c);a=i+8|0}if((q|0)==105){q=0;Dwa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){Mwa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){Nwa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){Owa(a,b,c);return}else if((q|0)==107)return}function Ewa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Fwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0;ea=u;u=u+192|0;da=ea+160|0;ca=ea+152|0;Y=ea+144|0;P=ea+80|0;V=ea;W=ea+72|0;$=Bla()|0;aa=f[$+232>>2]|0;X=ySa(aa)|0;Gwa(da,f[64601]|0);ba=f[$+244>>2]|0;d=f[c>>2]|0;Z=c+4|0;U=f[Z>>2]|0;j=d+(U<<3)|0;if(!U){e=1;g=1;_=4}else{k=ca+4|0;l=a+8|0;m=V+4|0;n=V+8|0;o=V+12|0;p=P+4|0;q=V+16|0;r=P+8|0;s=V+20|0;t=P+12|0;v=V+24|0;w=P+16|0;x=V+28|0;y=P+20|0;z=V+32|0;A=P+24|0;B=V+36|0;C=P+28|0;D=V+40|0;E=P+32|0;F=V+44|0;G=P+36|0;H=V+48|0;I=P+40|0;J=V+52|0;K=P+44|0;L=V+56|0;M=P+48|0;N=V+60|0;O=P+52|0;Q=V+64|0;R=P+56|0;S=V+68|0;T=P+60|0;U=W+4|0;e=1;g=1;do{ARa(ca,aa,d);h=f[ca>>2]|0;if(h){if(e){e=h+200|0;e=(f[e>>2]&-268435456|0)!=0|0!=0}else e=0;if(g)g=(b[h+192>>0]&7)==0;else g=0;f[Y>>2]=f[h+96>>2];i=Hwa(da,Y)|0;if(!(f[i>>2]|0)){fa=f[Y>>2]|0;f[V>>2]=l;f[m>>2]=fa;gma(n,V)|0;f[P>>2]=f[n>>2];f[p>>2]=f[o>>2];f[r>>2]=f[q>>2];f[t>>2]=f[s>>2];f[w>>2]=f[v>>2];f[y>>2]=f[x>>2];f[A>>2]=f[z>>2];f[C>>2]=f[B>>2];f[E>>2]=f[D>>2];f[G>>2]=f[F>>2];f[I>>2]=f[H>>2];f[K>>2]=f[J>>2];f[M>>2]=f[L>>2];f[O>>2]=f[N>>2];f[R>>2]=f[Q>>2];f[T>>2]=f[S>>2];IIa(W,P);fa=f[W>>2]|0;ga=f[U>>2]|0;f[W>>2]=0;f[U>>2]=0;f[i>>2]=fa;fa=i+4|0;h=f[fa>>2]|0;f[fa>>2]=ga;if(h|0)iOb(h);h=f[U>>2]|0;if(h|0)iOb(h);vSa(aa,i);b1a(ba,1,(f[i>>2]|0)+112|0)}}h=f[k>>2]|0;if(h|0)iOb(h);d=d+8|0}while((d|0)!=(j|0));d=f[c>>2]|0;ga=f[Z>>2]|0;i=d+(ga<<3)|0;if(!ga)_=4;else{j=ca+4|0;do{ARa(ca,aa,d);h=f[ca>>2]|0;if(h|0){f[Y>>2]=f[h+96>>2];pJa(h,2,Hwa(da,Y)|0);wDa(X,h)}h=f[j>>2]|0;if(h|0)iOb(h);d=d+8|0}while((d|0)!=(i|0));l=e;k=da;e=f[Z>>2]|0;d=f[c>>2]|0}}if((_|0)==4){l=e;k=da;e=0}a1a(ba,e,d);t$a(ba,c);j=da+12|0;if(f[j>>2]|0){i=da+8|0;d=f[i>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;h=f[e+16>>2]|0;if(h|0)iOb(h);sOb(e)}while((d|0)!=0);f[i>>2]=0;e=f[da+4>>2]|0;if(e|0){d=0;do{f[(f[da>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[j>>2]=0}do if(!g){d=f[$+240>>2]|0;if(l){u9a(d);break}else{Jkb(DSa(aa)|0,ba);v9a(d);break}}while(0);d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+8>>2]&1023](d,ca);d=f[da+20>>2]|0;if(d|0)Iwa(d,k);d=f[da+8>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0);d=f[da>>2]|0;f[da>>2]=0;if(!d){u=ea;return}sOb(d);u=ea;return}function Gwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257152]|0))if(MPb(257152)|0){f[64602]=0;f[64603]=0;f[64604]=0}d=f[64603]|0;if((f[64602]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64603]|0;h=d+-20|0;do{i=d+-20|0;f[64603]=i;d=f[d+-12>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0);d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);d=f[64603]|0}while((d|0)!=(h|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function Hwa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(20)|0;f[i+8>>2]=j;f[i+12>>2]=0;f[i+16>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Kwa(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function Iwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=c+4|0;d=f[i>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){g=c+8|0;a=f[g>>2]|0;if(!a){f[g>>2]=0;h=9}else{do{d=a;a=f[a>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((a|0)!=0);a=f[i>>2]|0;f[g>>2]=0;if(a|0){d=a;h=9}}if((h|0)==9){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257152]|0))if(MPb(257152)|0){f[64602]=0;f[64603]=0;f[64604]=0}a=f[64603]|0;if(a>>>0>=(f[64604]|0)>>>0){Jwa(258408,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[i>>2]|0;f[i>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64603]=(f[64603]|0)+20;return}function Jwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;h=m;e=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;h=f[a>>2]|0;e=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;g=h;if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-20|0;if(c|0)do{d=c;c=f[c>>2]|0;b=f[d+16>>2]|0;if(b|0)iOb(b);sOb(d)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function Kwa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Lwa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Lwa(a,b);return}function Lwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Mwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function Nwa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=Mwa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function Owa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function Pwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{Mwa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{Nwa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function Qwa(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0;o=u;u=u+32|0;p=o+20|0;n=o;c=pOb(116)|0;l=EDa(i,j,k,l,m)|0;k=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=k;f[c>>2]=35744;f[c+8>>2]=f[d>>2];f[c+12>>2]=f[d+4>>2];k=d+8|0;f[c+16>>2]=f[k>>2];j=d+12|0;f[c+20>>2]=f[j>>2];i=d+16|0;f[c+24>>2]=f[i>>2];f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;f[d>>2]=0;f[c+28>>2]=f[h>>2];f[c+32>>2]=f[h+4>>2];f[c+36>>2]=f[h+8>>2];f[c+40>>2]=f[h+12>>2];f[c+44>>2]=f[h+16>>2];f[c+48>>2]=f[h+20>>2];f[c+52>>2]=f[h+24>>2];f[c+56>>2]=f[h+28>>2];f[c+60>>2]=f[h+32>>2];f[c+64>>2]=f[h+36>>2];f[c+68>>2]=f[h+40>>2];f[c+72>>2]=f[h+44>>2];f[c+76>>2]=f[h+48>>2];f[c+80>>2]=f[h+52>>2];f[c+84>>2]=f[h+56>>2];f[c+88>>2]=f[h+60>>2];DDa(c+92|0,l);b[c+112>>0]=e;l=pOb(8)|0;f[l>>2]=35776;f[l+4>>2]=c;k=pOb(8)|0;j=g;d=f[j+4>>2]|0;c=k;f[c>>2]=f[j>>2];f[c+4>>2]=d;c=k+8|0;f[n>>2]=k;f[n+4>>2]=1;d=n+12|0;f[n+8>>2]=k;f[d>>2]=c;f[n+16>>2]=c;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[p>>2]=l;J0a(c,p,n,1);c=f[p>>2]|0;f[p>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);m=n+8|0;c=f[m>>2]|0;if((c|0)==(f[d>>2]|0)){a=f[n>>2]|0;if(a){tOb(a);c=f[m>>2]|0}}if(!c){u=o;return}a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-8-c|0)>>>3)<<3);sOb(c);u=o;return}function Rwa(a){a=a|0;var b=0;f[a>>2]=35776;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Swa(a){a=a|0;var b=0,c=0;f[a>>2]=35776;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Twa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Uwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Vwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Wwa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35744;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35852;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Xwa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35744;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35852;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ywa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;C=u;u=u+80|0;z=C+64|0;y=C;B=C+56|0;v=C+32|0;A=C+24|0;w=Bla()|0;x=f[w+232>>2]|0;sRa(B,x,c);Lwb(v);g=a+92|0;FDa(g,v);PFa(A,f[B>>2]|0,v);if(!(f[A>>2]|0)){b[z>>0]=1;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,z)}else{c=f[a+8>>2]|0;v=f[a+12>>2]|0;h=c+(v<<3)|0;if(!v)d=1;else{i=z+4|0;j=a+112|0;k=a+28|0;l=a+44|0;m=y+8|0;n=a+76|0;o=y+16|0;p=a+32|0;q=y+4|0;r=a+48|0;s=y+12|0;t=a+80|0;v=y+20|0;d=1;do{LRa(z,x,c);e=f[z>>2]|0;if(e){if(f[e+4>>2]|0){D=e+200|0;d=d&((f[D>>2]&-268435456|0)!=0|0!=0)}XKa(e,b[j>>0]|0,A)|0;D=b[j>>0]|0;f[y>>2]=f[k>>2];f[m>>2]=f[l>>2];f[o>>2]=f[n>>2];f[q>>2]=f[p>>2];f[s>>2]=f[r>>2];f[v>>2]=f[t>>2];ZKa(e,D,y)|0;GDa(g,e,b[j>>0]|0)|0}e=f[i>>2]|0;if(e|0)iOb(e);c=c+8|0}while((c|0)!=(h|0))}do if((zSa(x)|0)>0){e=y+16|0;f[y>>2]=35808;f[y+4>>2]=w;b[y+8>>0]=d&1;f[e>>2]=y;b[z>>0]=1;c=x+8|0;d=f[c>>2]|0;if(d>>>0<(f[x+12>>2]|0)>>>0){f[d+16>>2]=d;D=f[e>>2]|0;oh[f[(f[D>>2]|0)+12>>2]&1023](D,d);D=f[c>>2]|0;b[d+24>>0]=1;f[c>>2]=D+32}else Qha(x+4|0,y,z);c=f[e>>2]|0;if((y|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c)}else{c=f[w+240>>2]|0;if(d){u9a(c);break}else{Y8a(c);break}}while(0);D=f[a+4>>2]|0;oh[f[(f[D>>2]|0)+8>>2]&1023](D,z)}c=f[A+4>>2]|0;if(c|0)iOb(c);c=f[B+4>>2]|0;if(!c){u=C;return}iOb(c);u=C;return}function Zwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;b[e>>0]=0;h=c;g=f[h+4>>2]|0;c=e+4|0;f[c>>2]=f[h>>2];f[c+4>>2]=g;c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,e);u=d;return}function _wa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function $wa(a){a=a|0;return 0}function axa(a){a=a|0;sOb(a);return}function bxa(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=35808;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function cxa(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=35808;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function dxa(a){a=a|0;return}function exa(a){a=a|0;sOb(a);return}function fxa(a){a=a|0;var c=0;c=f[(f[a+4>>2]|0)+240>>2]|0;if(!(b[a+8>>0]|0)){Y8a(c);return}else{u9a(c);return}}function gxa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==182944?a+4|0:0)|0}function hxa(a){a=a|0;return 13960}function ixa(a){a=a|0;var b=0;f[a>>2]=35852;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jxa(a){a=a|0;yf()}function kxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(!i){u=m;return}i=j+4|0;b=1;e=0;g=a;do{KRa(j,l,g);d=f[j>>2]|0;if(d){if(!(f[d+4>>2]|0))a=b;else{a=d+200|0;a=b&((f[a>>2]&-268435456|0)!=0|0!=0)}e=e|(YKa(d,c)|0);e=e|(_Ka(f[j>>2]|0,c)|0);e=e|(aLa(f[j>>2]|0,c)|0);b=a}a=f[i>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(h|0));if(!e){u=m;return}a=f[k+240>>2]|0;if(b){u9a(a);u=m;return}else{Y8a(a);u=m;return}}function lxa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[a>>2]=0;n=a+4|0;f[n>>2]=0;k=a+8|0;f[k>>2]=0;j=c+4|0;oB(a,f[j>>2]|0);b=f[c>>2]|0;j=f[j>>2]|0;i=b+(j<<3)|0;if(!j){u=o;return}j=l+4|0;while(1){KRa(l,m,b);c=f[l>>2]|0;if(!c)h=0;else h=aKa(c,d,e)|0;c=f[n>>2]|0;g=f[k>>2]|0;if((c|0)==(g<<5|0)){if((c+1|0)<0){b=7;break}g=g<<6;p=c+32&-32;oB(a,c>>>0<1073741823?(g>>>0<p>>>0?p:g):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;g=(f[a>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(h)c=f[g>>2]|c;else c=f[g>>2]&~c;f[g>>2]=c;c=f[j>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(i|0)){b=15;break}}if((b|0)==7)AMb(a);else if((b|0)==15){u=o;return}}function mxa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[a>>2]=0;n=a+4|0;f[n>>2]=0;k=a+8|0;f[k>>2]=0;j=c+4|0;oB(a,f[j>>2]|0);b=f[c>>2]|0;j=f[j>>2]|0;i=b+(j<<3)|0;if(!j){u=o;return}j=l+4|0;while(1){KRa(l,m,b);c=f[l>>2]|0;if(!c)h=0;else h=bKa(c,d,e)|0;c=f[n>>2]|0;g=f[k>>2]|0;if((c|0)==(g<<5|0)){if((c+1|0)<0){b=7;break}g=g<<6;p=c+32&-32;oB(a,c>>>0<1073741823?(g>>>0<p>>>0?p:g):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;g=(f[a>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(h)c=f[g>>2]|c;else c=f[g>>2]&~c;f[g>>2]=c;c=f[j>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(i|0)){b=15;break}}if((b|0)==7)AMb(a);else if((b|0)==15){u=o;return}}function nxa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j)a=f[l+240>>2]|0;else{j=k+4|0;h=1;do{LRa(k,m,a);b=f[k>>2]|0;if(b){o=b+200|0;h=h&((f[o>>2]&-268435456|0)!=0|0!=0);OJa(b,c,d,e,g)}b=f[j>>2]|0;if(b|0)iOb(b);a=a+8|0}while((a|0)!=(i|0));a=f[l+240>>2]|0;if(!h)if(g){r9a(a);u=n;return}else{s9a(a);u=n;return}}u9a(a);u=n;return}function oxa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j)a=f[l+240>>2]|0;else{j=k+4|0;h=1;do{LRa(k,m,a);b=f[k>>2]|0;if(b){o=b+200|0;h=h&((f[o>>2]&-268435456|0)!=0|0!=0);TJa(b,c,d,e,g)}b=f[j>>2]|0;if(b|0)iOb(b);a=a+8|0}while((a|0)!=(i|0));a=f[l+240>>2]|0;if(!h){Y8a(a);u=n;return}}u9a(a);u=n;return}function pxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=Bla()|0;n=f[m+232>>2]|0;a=f[b>>2]|0;k=f[b+4>>2]|0;i=a+(k<<3)|0;if(!k){u=o;return}j=l+4|0;k=1<<(c&255)&7;d=0;b=1;g=a;do{KRa(l,n,g);a=f[l>>2]|0;if(a){p=a+200|0;e=f[p>>2]|0;p=ZPb(e|0,(h[p+4>>0]|0)&255|0,3)|0;if(k&p){lKa(a,c)|0;d=1;b=b&((e&-268435456|0)!=0|0!=0)}}a=f[j>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(i|0));if(b|d^1){u=o;return}s9a(f[m+240>>2]|0);u=o;return}function qxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=Bla()|0;n=f[m+232>>2]|0;a=f[b>>2]|0;k=f[b+4>>2]|0;i=a+(k<<3)|0;if(!k){u=o;return}j=l+4|0;k=1<<(c&255)&7;d=0;b=1;g=a;do{KRa(l,n,g);a=f[l>>2]|0;if(a){p=a+200|0;e=f[p>>2]|0;p=ZPb(e|0,(h[p+4>>0]|0)&255|0,9)|0;if(k&p){nKa(a,c)|0;d=1;b=b&((e&-268435456|0)!=0|0!=0)}}a=f[j>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(i|0));if(b|d^1){u=o;return}Y8a(f[m+240>>2]|0);u=o;return}function rxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;c=0;b=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a){d=a+200|0;d=f[d>>2]|0;if(!((d&56|0)==0&0==0)){sKa(a)|0;c=1;b=b&((d&-268435456|0)!=0|0!=0)}}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(b|c^1){u=l;return}s9a(f[j+240>>2]|0);u=l;return}function sxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;c=0;b=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a){d=a+200|0;d=f[d>>2]|0;if(!((d&3584|0)==0&0==0)){tKa(a)|0;c=1;b=b&((d&-268435456|0)!=0|0!=0)}}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(b|c^1){u=l;return}Y8a(f[j+240>>2]|0);u=l;return}function txa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;m=Bla()|0;l=f[m+232>>2]|0;d=f[b>>2]|0;j=f[b+4>>2]|0;i=d+(j<<3)|0;do if(j|0){j=k+4|0;g=0;h=1;do{ARa(k,l,d);e=f[k>>2]|0;if(e){e=f[e+4>>2]|0;if(Sg[f[(f[e>>2]|0)+24>>2]&255](e,c,0)|0){AKa(f[k>>2]|0)|0;e=(f[k>>2]|0)+200|0;g=1;h=h&((f[e>>2]&-268435456|0)!=0|0!=0)}}e=f[j>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(i|0));if(g){d=f[m+240>>2]|0;if(h){u9a(d);break}else{Y8a(d);break}}}while(0);i$a(f[m+244>>2]|0,a,b,c);u=n;return}function uxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;e=f[b>>2]|0;h=f[b+4>>2]|0;g=e+(h<<3)|0;if(!h){a=0;d=1}else{h=i+4|0;a=0;d=1;do{LRa(i,k,e);b=f[i>>2]|0;if(f[b+4>>2]|0){m=b+200|0;d=d&((f[m>>2]&-268435456|0)!=0|0!=0)}a=a|(_Ia(b,c)|0);b=f[h>>2]|0;if(b|0)iOb(b);e=e+8|0}while((e|0)!=(g|0))}b=(c|0)!=0;if(b|d^1){m=DSa(k)|0;Jkb(m,f[j+244>>2]|0)}if(!a){u=l;return}a=f[j+240>>2]|0;if(b&d){u9a(a);u=l;return}else{Y8a(a);u=l;return}}function vxa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;e=f[b>>2]|0;j=f[b+4>>2]|0;i=e+(j<<3)|0;if(!j){u=n;return}j=k+4|0;a=0;b=1;do{LRa(k,m,e);g=f[k>>2]|0;h=f[j>>2]|0;if(h|0)iOb(h);if(PKa(g,c,d)|0){h=g+200|0;a=1;b=b&((f[h>>2]&-268435456|0)!=0|0!=0)}e=e+8|0}while((e|0)!=(i|0));if(!a){u=n;return}a=f[l+240>>2]|0;if(b){u9a(a);u=n;return}else{Y8a(a);u=n;return}}function wxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(QKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{Y8a(a);u=l;return}}function xxa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;l=q+8|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[a>>2]=0;p=a+4|0;f[p>>2]=0;f[a+8>>2]=0;b=f[c+4>>2]|0;k=a+8|0;if(!b){u=q;return}if(b>>>0>1073741823)vd();i=pOb(b<<2)|0;f[a>>2]=i;f[p>>2]=i;f[k>>2]=i+(b<<2);c=f[c>>2]|0;i=c+(b<<3)|0;j=l+4|0;d=d&255;g=1<<d&7;do{KRa(l,o,c);b=f[l>>2]|0;if(!b){n[m>>2]=-1.0;b=f[p>>2]|0;if(b>>>0<(f[k>>2]|0)>>>0){f[b>>2]=-1082130432;f[p>>2]=b+4}else LB(a,m)}else{r=b+200|0;r=ZPb(f[r>>2]|0,(h[r+4>>0]|0)&255|0,34)|0;if(!(g&r))e=-1.0;else e=+n[b+180+(d<<2)>>2];n[m>>2]=e;b=f[p>>2]|0;if(b>>>0<(f[k>>2]|0)>>>0){n[b>>2]=e;f[p>>2]=b+4}else LB(a,m)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(i|0));u=q;return}function yxa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=35884;b[g+8>>0]=e;mma(g,c,d,0);return}function zxa(a){a=a|0;var b=0;f[a>>2]=35916;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Axa(a){a=a|0;var b=0,c=0;f[a>>2]=35916;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Bxa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+32|0;k=q+12|0;l=q+8|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;f[k+8>>2]=0;d=f[c+4>>2]|0;j=k+8|0;if(d|0){if(d>>>0>1073741823)vd();g=pOb(d<<2)|0;f[k>>2]=g;f[p>>2]=g;f[j>>2]=g+(d<<2);c=f[c>>2]|0;g=c+(d<<3)|0;h=a+8|0;i=m+4|0;d=c;do{ARa(m,o,d);e=+RKa(f[m>>2]|0,b[h>>0]|0);n[l>>2]=e;c=f[p>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){n[c>>2]=e;f[p>>2]=c+4}else LB(k,l);c=f[i>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(g|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=q;return}d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=q;return}function Cxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Dxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Exa(a){a=a|0;yf()}function Fxa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=35948;b[g+8>>0]=e;mma(g,c,d,0);return}function Gxa(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;k=p+8|0;l=p;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;o=k+8|0;f[o>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(j|0){i=l+4|0;j=a+8|0;while(1){ARa(l,m,d);c=f[l>>2]|0;e=f[i>>2]|0;if(e|0)iOb(e);g=!(+RKa(c,b[j>>0]|0)<1.0);c=f[n>>2]|0;e=f[o>>2]|0;if((c|0)==(e<<5|0)){if((c+1|0)<0)break;e=e<<6;q=c+32&-32;oB(k,c>>>0<1073741823?(e>>>0<q>>>0?q:e):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;e=(f[k>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(g)c=f[e>>2]&~c;else c=f[e>>2]|c;f[e>>2]=c;d=d+8|0;if((d|0)==(h|0))break a}AMb(k)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=p;return}sOb(c);u=p;return}function Ixa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=u;u=u+32|0;i=h+20|0;g=h;j=pOb(12)|0;k=f[a>>2]|0;f[a>>2]=0;f[j+4>>2]=k;f[j>>2]=35980;b[j+8>>0]=c;b[j+9>>0]=d;d=pOb(8)|0;f[d>>2]=36012;f[d+4>>2]=j;c=pOb(8)|0;j=e;e=f[j+4>>2]|0;a=c;f[a>>2]=f[j>>2];f[a+4>>2]=e;a=c+8|0;f[g>>2]=c;f[g+4>>2]=1;e=g+12|0;f[g+8>>2]=c;f[e>>2]=a;f[g+16>>2]=a;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[i>>2]=d;t0a(a,i,g);a=f[i>>2]|0;f[i>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);d=g+8|0;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(!a){u=h;return}c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Jxa(a){a=a|0;var b=0;f[a>>2]=36012;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Kxa(a){a=a|0;var b=0,c=0;f[a>>2]=36012;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Mxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Nxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Oxa(a){a=a|0;var b=0;f[a>>2]=36044;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Pxa(a){a=a|0;var b=0,c=0;f[a>>2]=36044;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Qxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;k=Bla()|0;g=f[k+232>>2]|0;k=f[k+240>>2]|0;h=b[a+8>>0]|0;d=b[a+9>>0]|0;e=f[k+236+((h&255)*24|0)+((d&255)<<3)>>2]|0;if(!e)i=4;else if((f[e+204>>2]|0)==(f[c>>2]|0)){if((f[e+208>>2]|0)!=(f[c+4>>2]|0))i=4}else i=4;if((i|0)==4){vRa(j,g,c);hab(k,h,d,j);c=f[j+4>>2]|0;if(c|0)iOb(c);if((b[k+226>>0]|0)==3)Y8a(k)}k=f[a+4>>2]|0;oh[f[(f[k>>2]|0)+8>>2]&1023](k,j);u=l;return}function Rxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Sxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Txa(a){a=a|0;return 0}function Uxa(a){a=a|0;yf()}function Vxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;e=(Bla()|0)+240|0;e=f[e>>2]|0;if(!(f[e+236+((a&255)*24|0)+((c&255)<<3)>>2]|0)){u=g;return}f[d>>2]=0;h=d+4|0;f[h>>2]=0;hab(e,a,c,d);a=f[h>>2]|0;if(a|0)iOb(a);if((b[e+226>>0]|0)!=3){u=g;return}Y8a(e);u=g;return}function Wxa(a,c){a=a|0;c=+c;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(+n[d+284+((a&255)<<2)>>2]!=c))return;iab(d,a,c);if((b[d+226>>0]|0)!=3)return;Y8a(d);return}function Xxa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+296>>0]|0)==a<<24>>24)return;jab(c,a);if((b[c+226>>0]|0)!=3)return;t9a(c);return}function Yxa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;l=Bla()|0;k=f[l+232>>2]|0;e=f[c>>2]|0;i=f[c+4>>2]|0;h=e+(i<<3)|0;if(!i){c=0;a=1}else{i=j+4|0;c=0;a=1;g=e;do{LRa(j,k,g);e=f[j>>2]|0;if(e){n=e+200|0;a=a&((f[n>>2]&-268435456|0)!=0|0!=0);if((f[e+196>>2]&2097152|0)!=0^d){CJa(e,d);c=1}}e=f[i>>2]|0;if(e|0)iOb(e);g=g+8|0}while((g|0)!=(h|0))}g=f[l+240>>2]|0;if(a|((b[g+226>>0]|0)!=3|c^1)){u=m;return}if(!d){Y8a(g);u=m;return}c=f[g+236>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){c=f[g+244>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){c=f[g+252>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){r9a(g);$8a(g,1);u=m;return}}}}}}Y8a(g);u=m;return}function Zxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);DJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function _xa(a,c){a=+a;c=c|0;var d=0,e=0,g=0.0;e=(Bla()|0)+240|0;e=f[e>>2]|0;g=+p[e+304>>3];d=b[e+312>>0]|0;if(g==a?d<<24>>24==c<<24>>24:0)return;if(g<a?1:d<<24>>24!=c<<24>>24){d=f[e+72>>2]|0;gh[f[(f[d>>2]|0)+80>>2]&2047](d)}H9a(e,a,c);v9a(e);return}function $xa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+313>>0]|0)==a<<24>>24)return;I9a(c,a);Y8a(c);return}function aya(){var a=0;a=(Bla()|0)+240|0;return +(+p[(f[a>>2]|0)+304>>3])}function bya(){var a=0;a=(Bla()|0)+240|0;return b[(f[a>>2]|0)+312>>0]|0}function cya(){var a=0;a=(Bla()|0)+240|0;return b[(f[a>>2]|0)+313>>0]|0}function dya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!((Qab(b)|0)^a))return;Pab(b,a);u9a(b);return}function eya(){var a=0;a=(Bla()|0)+240|0;return Qab(f[a>>2]|0)|0}function fya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Rab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function gya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Tab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function hya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Vab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function iya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Xab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function jya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Zab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function kya(){var a=0;a=(Bla()|0)+240|0;return Sab(f[a>>2]|0)|0}function lya(){var a=0;a=(Bla()|0)+240|0;return +(+Uab(f[a>>2]|0))}function mya(){var a=0;a=(Bla()|0)+240|0;return +(+Wab(f[a>>2]|0))}function nya(){var a=0;a=(Bla()|0)+240|0;return +(+Yab(f[a>>2]|0))}function oya(){var a=0;a=(Bla()|0)+240|0;return +(+_ab(f[a>>2]|0))}function pya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=(f[b>>2]|0)+230|0;a=(j[b>>1]|j[b+2>>1]<<16)&-65537|(a&1)<<16;d[b>>1]=a;d[b+2>>1]=a>>>16;return}function qya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(!i)a=f[k+240>>2]|0;else{i=j+4|0;b=1;g=a;do{LRa(j,l,g);a=f[j>>2]|0;if(a){n=a+200|0;b=b&((f[n>>2]&-268435456|0)!=0|0!=0);UKa(a,c,d,e)}a=f[i>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(h|0));a=f[k+240>>2]|0;if(!b){n=DSa(l)|0;Jkb(n,f[k+244>>2]|0);Y8a(a);u=m;return}}u9a(a);u=m;return}function rya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j;h=Bla()|0;i=f[h+232>>2]|0;a=f[b>>2]|0;d=f[b+4>>2]|0;e=a+(d<<3)|0;if(!d)a=f[h+240>>2]|0;else{d=g+4|0;b=1;c=a;do{KRa(g,i,c);a=f[g>>2]|0;if(a){k=a+200|0;b=b&((f[k>>2]&-268435456|0)!=0|0!=0);VKa(a)}a=f[d>>2]|0;if(a|0)iOb(a);c=c+8|0}while((c|0)!=(e|0));a=f[h+240>>2]|0;if(!b){k=DSa(i)|0;Jkb(k,f[h+244>>2]|0);Y8a(a);u=j;return}}u9a(a);u=j;return}function sya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=36076;mma(d,b,c,0);return}function tya(a){a=a|0;var b=0;f[a>>2]=36108;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function uya(a){a=a|0;var b=0,c=0;f[a>>2]=36108;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function vya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0;y=u;u=u+48|0;r=y+32|0;s=y+24|0;t=y;v=(Bla()|0)+232|0;v=f[v>>2]|0;f[r>>2]=0;x=r+4|0;f[x>>2]=0;f[r+8>>2]=0;d=f[c+4>>2]|0;q=r+8|0;if(d|0){if(d>>>0>214748364)vd();e=pOb(d*20|0)|0;g=e;f[r>>2]=g;f[x>>2]=g;f[q>>2]=e+(d*20|0);c=f[c>>2]|0;e=c+(d<<3)|0;g=t+4|0;h=t+8|0;i=t+12|0;j=t+16|0;k=s+4|0;l=t+4|0;m=t+8|0;o=t+12|0;p=t+16|0;d=c;do{ARa(s,v,d);c=f[s>>2]|0;if(!c)w=16;else if(!(f[c+196>>2]&134217728))w=16;else{A=f[c+104>>2]|0;f[t>>2]=f[A+300>>2];f[l>>2]=f[A+304>>2];f[m>>2]=f[A+308>>2];z=+WKa(c);n[o>>2]=z;b[p>>0]=b[(f[(f[s>>2]|0)+104>>2]|0)+364>>0]&1;c=f[x>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[c>>2]=f[t>>2];f[c+4>>2]=f[t+4>>2];f[c+8>>2]=f[t+8>>2];f[c>>2]=f[t>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];A=c+12|0;f[A>>2]=f[o>>2];b[A+4>>0]=b[o+4>>0]|0;f[x>>2]=(f[x>>2]|0)+20}else yya(r,t)}if((w|0)==16){w=0;f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[t+12>>2]=0;b[j>>0]=1;c=f[x>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[c>>2]=f[t>>2];f[c+4>>2]=f[t+4>>2];f[c+8>>2]=f[t+8>>2];f[c>>2]=0;f[c+4>>2]=f[g>>2];f[c+8>>2]=f[h>>2];A=c+12|0;f[A>>2]=f[i>>2];b[A+4>>0]=b[i+4>>0]|0;f[x>>2]=(f[x>>2]|0)+20}else yya(r,t)}c=f[k>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(e|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,r);c=f[r>>2]|0;if(!c){u=y;return}d=f[x>>2]|0;if((d|0)!=(c|0))f[x>>2]=d+(~(((d+-20-c|0)>>>0)/20|0)*20|0);sOb(c);u=y;return}function wya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function xya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function yya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;d=f[o>>2]|0;e=f[a>>2]|0;j=(d-e|0)/20|0;h=j+1|0;m=e;g=d;if(h>>>0>214748364)AMb(a);n=a+8|0;k=((f[n>>2]|0)-e|0)/20|0;l=k<<1;h=k>>>0<107374182?(l>>>0<h>>>0?h:l):214748364;do if(!h)i=0;else if(h>>>0>214748364)vd();else{i=pOb(h*20|0)|0;break}while(0);k=i+(j*20|0)|0;e=k;l=i+(h*20|0)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k>>2]=f[c>>2];f[i+(j*20|0)+4>>2]=f[c+4>>2];f[i+(j*20|0)+8>>2]=f[c+8>>2];h=i+(j*20|0)+12|0;j=c+12|0;f[h>>2]=f[j>>2];b[h+4>>0]=b[j+4>>0]|0;h=k+20|0;if((g|0)!=(m|0)){d=k;do{j=g;g=g+-20|0;f[d+-20>>2]=f[g>>2];f[d+-16>>2]=f[j+-16>>2];f[d+-12>>2]=f[j+-12>>2];k=d+-8|0;j=j+-8|0;f[k>>2]=f[j>>2];b[k+4>>0]=b[j+4>>0]|0;d=e+-20|0;e=d}while((g|0)!=(m|0));d=f[a>>2]|0}f[a>>2]=e;f[o>>2]=h;f[n>>2]=l;if(!d)return;sOb(d);return}function zya(a){a=a|0;yf()}function Aya(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;e=f[b>>2]|0;j=f[b+4>>2]|0;i=e+(j<<3)|0;if(!j){u=n;return}j=k+4|0;a=0;b=1;do{LRa(k,m,e);g=f[k>>2]|0;h=f[j>>2]|0;if(h|0)iOb(h);if(SKa(g,c,d)|0){h=g+200|0;a=1;b=b&((f[h>>2]&-268435456|0)!=0|0!=0)}e=e+8|0}while((e|0)!=(i|0));if(!a){u=n;return}a=f[l+240>>2]|0;if(b){u9a(a);u=n;return}else{t9a(a);u=n;return}}function Bya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(TKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Cya(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;m=s+24|0;o=s+16|0;p=s;q=(Bla()|0)+232|0;q=f[q>>2]|0;f[m>>2]=0;r=m+4|0;f[r>>2]=0;f[m+8>>2]=0;b=f[c+4>>2]|0;l=m+8|0;if(b|0){if(b>>>0>357913941)vd();e=pOb(b*12|0)|0;g=e;f[m>>2]=g;f[r>>2]=g;f[l>>2]=e+(b*12|0);c=f[c>>2]|0;e=c+(b<<3)|0;g=p+4|0;h=p+8|0;i=o+4|0;j=p+4|0;k=p+8|0;d=d&255;do{KRa(o,q,c);b=f[o>>2]|0;if(!b){n[p>>2]=-1.0;n[g>>2]=-1.0;n[h>>2]=-1.0;b=f[r>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[p>>2];f[b+4>>2]=f[p+4>>2];f[b+8>>2]=f[p+8>>2];f[r>>2]=(f[r>>2]|0)+12}else XI(m,p)}else{if(!(f[b+196>>2]&8388608)){n[p>>2]=-1.0;n[j>>2]=-1.0;n[k>>2]=-1.0}else{b=(f[b+104>>2]|0)+328+(d*12|0)|0;f[p>>2]=f[b>>2];f[p+4>>2]=f[b+4>>2];f[p+8>>2]=f[b+8>>2]}b=f[r>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[p>>2];f[b+4>>2]=f[p+4>>2];f[b+8>>2]=f[p+8>>2];f[r>>2]=(f[r>>2]|0)+12}else XI(m,p)}b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(e|0))}b=f[a>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,m);b=f[m>>2]|0;if(!b){u=s;return}c=f[r>>2]|0;if((c|0)!=(b|0))f[r>>2]=c+(~(((c+-12-b|0)>>>0)/12|0)*12|0);sOb(b);u=s;return}function Dya(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=36140;b[g+8>>0]=e;mma(g,c,d,0);return}function Eya(a){a=a|0;var b=0;f[a>>2]=36172;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Fya(a){a=a|0;var b=0,c=0;f[a>>2]=36172;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Gya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+48|0;s=A+32|0;t=A+24|0;v=A+12|0;w=A;x=(Bla()|0)+232|0;x=f[x>>2]|0;f[s>>2]=0;z=s+4|0;f[z>>2]=0;f[s+8>>2]=0;d=f[c+4>>2]|0;r=s+8|0;if(d|0){if(d>>>0>357913941)vd();i=pOb(d*12|0)|0;j=i;f[s>>2]=j;f[z>>2]=j;f[r>>2]=i+(d*12|0);i=f[c>>2]|0;j=i+(d<<3)|0;k=a+8|0;l=v+4|0;m=v+8|0;o=w+4|0;p=w+8|0;q=t+4|0;do{ARa(t,x,i);d=f[t>>2]|0;do if(!(f[d+196>>2]&8388608)){n[v>>2]=-1.0;n[l>>2]=-1.0;n[m>>2]=-1.0;y=16}else{g=(f[d+104>>2]|0)+328+((h[k>>0]|0)*12|0)|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];if(!(+n[v>>2]>=0.0))y=16;else{c=f[z>>2]|0;if((c|0)==(f[r>>2]|0)){Jya(s,v);break}else{f[c>>2]=f[v>>2];f[c+4>>2]=f[v+4>>2];f[c+8>>2]=f[v+8>>2];f[z>>2]=(f[z>>2]|0)+12;break}}}while(0);if((y|0)==16){y=0;e=b[k>>0]|0;g=d+12+((e&255)<<3)|0;c=f[g>>2]|0;if(!c){fKa(d,e);c=f[g>>2]|0}f[w>>2]=f[c+152>>2];f[o>>2]=f[c+156>>2];f[p>>2]=f[c+160>>2];c=f[z>>2]|0;if(c>>>0<(f[r>>2]|0)>>>0){f[c>>2]=f[w>>2];f[c+4>>2]=f[w+4>>2];f[c+8>>2]=f[w+8>>2];f[z>>2]=(f[z>>2]|0)+12}else XI(s,w)}c=f[q>>2]|0;if(c|0)iOb(c);i=i+8|0}while((i|0)!=(j|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,s);c=f[s>>2]|0;if(!c){u=A;return}d=f[z>>2]|0;if((d|0)!=(c|0))f[z>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=A;return}function Hya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Iya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Jya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Kya(a){a=a|0;yf()}function Lya(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;m=p;n=Bla()|0;o=f[n+232>>2]|0;h=f[b>>2]|0;l=f[b+4>>2]|0;k=h+(l<<3)|0;if(!l){u=p;return}l=m+4|0;a=0;b=1;do{LRa(m,o,h);i=f[m>>2]|0;j=f[l>>2]|0;if(j|0)iOb(j);if(VJa(i,c,d,e,g)|0){j=i+200|0;a=1;b=b&((f[j>>2]&-268435456|0)!=0|0!=0)}h=h+8|0}while((h|0)!=(k|0));if(!a){u=p;return}a=f[n+240>>2]|0;if(b){u9a(a);u=p;return}else{t9a(a);u=p;return}}function Mya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j){u=n;return}j=k+4|0;b=0;g=1;h=a;do{KRa(k,m,h);a=f[k>>2]|0;if(a)if(ZJa(a,c,d,e)|0){a=(f[k>>2]|0)+200|0;b=1;g=g&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[j>>2]|0;if(a|0)iOb(a);h=h+8|0}while((h|0)!=(i|0));if(!b){u=n;return}a=f[l+240>>2]|0;if(g){u9a(a);u=n;return}else{t9a(a);u=n;return}}function Nya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(pKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Oya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+32|0;m=q+16|0;o=q;p=(Bla()|0)+232|0;p=f[p>>2]|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;b=f[c+4>>2]|0;l=a+8|0;if(!b){u=q;return}if(b>>>0>357913941)vd();g=pOb(b*12|0)|0;h=g;f[a>>2]=h;f[k>>2]=h;f[l>>2]=g+(b*12|0);c=f[c>>2]|0;g=c+(b<<3)|0;h=o+4|0;i=o+8|0;j=m+4|0;do{KRa(m,p,c);b=f[m>>2]|0;if(!b){n[o>>2]=-1.0;n[h>>2]=-1.0;n[i>>2]=-1.0;b=f[k>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[o>>2];f[b+4>>2]=f[o+4>>2];f[b+8>>2]=f[o+8>>2];f[k>>2]=(f[k>>2]|0)+12}else XI(a,o)}else{cKa(o,b,d,e);b=f[k>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[o>>2];f[b+4>>2]=f[o+4>>2];f[b+8>>2]=f[o+8>>2];f[k>>2]=(f[k>>2]|0)+12}else XI(a,o)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(g|0));u=q;return}function Pya(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=pOb(16)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=36204;b[h+8>>0]=e;f[h+12>>2]=g;mma(h,c,d,0);return}function Qya(a){a=a|0;var b=0,c=0;f[a>>2]=36172;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;k=p+20|0;l=p+8|0;m=p;n=(Bla()|0)+232|0;n=f[n>>2]|0;f[k>>2]=0;o=k+4|0;f[o>>2]=0;f[k+8>>2]=0;d=f[c+4>>2]|0;j=k+8|0;if(d|0){if(d>>>0>357913941)vd();e=pOb(d*12|0)|0;g=e;f[k>>2]=g;f[o>>2]=g;f[j>>2]=e+(d*12|0);c=f[c>>2]|0;e=c+(d<<3)|0;g=a+8|0;h=a+12|0;i=m+4|0;d=c;do{ARa(m,n,d);eKa(l,f[m>>2]|0,b[g>>0]|0,f[h>>2]|0);c=f[o>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[l>>2];f[c+4>>2]=f[l+4>>2];f[c+8>>2]=f[l+8>>2];f[o>>2]=(f[o>>2]|0)+12}else XI(k,l);c=f[i>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(e|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=p;return}d=f[o>>2]|0;if((d|0)!=(c|0))f[o>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=p;return}function Sya(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+32|0;v=A+16|0;w=A;x=Bla()|0;y=f[x+232>>2]|0;a=f[c>>2]|0;t=f[c+4>>2]|0;o=a+(t<<3)|0;if(!t){u=A;return}p=v+4|0;q=d+4|0;r=w+4|0;s=w+8|0;t=w+8|0;c=1;j=0;m=a;while(1){LRa(v,y,m);i=f[v>>2]|0;if(!i){l=j;n=c}else{if(!(f[i+4>>2]|0))k=c;else{k=i+200|0;k=c&((f[k>>2]&-268435456|0)!=0|0!=0)}a=f[d>>2]|0;c=f[q>>2]|0;h=a+c|0;f[w>>2]=0;f[r>>2]=0;f[s>>2]=0;if(c|0){if((c|0)<0){z=9;break}n=pOb(c)|0;f[r>>2]=n;f[w>>2]=n;f[t>>2]=n+c;c=n;do{b[c>>0]=b[a>>0]|0;a=a+1|0;c=(f[r>>2]|0)+1|0;f[r>>2]=c}while((a|0)!=(h|0))}a=j|(bLa(i,w,e,g)|0);c=f[w>>2]|0;if(c|0){if((f[r>>2]|0)!=(c|0))f[r>>2]=c;sOb(c)}l=a;n=k}a=f[p>>2]|0;if(a|0)iOb(a);m=m+8|0;if((m|0)==(o|0))break;else{c=n;j=l}}if((z|0)==9)AMb(w);if(!l){u=A;return}a=f[x+240>>2]|0;if(n){u9a(a);u=A;return}else{t9a(a);u=A;return}}function Tya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;b=1;d=0;e=a;do{KRa(i,k,e);c=f[i>>2]|0;if(c){if(!(f[c+4>>2]|0))a=b;else{a=c+200|0;a=b&((f[a>>2]&-268435456|0)!=0|0!=0)}d=d|(cLa(c)|0);b=a}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(!d){u=l;return}a=f[j+240>>2]|0;if(b){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Uya(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j+24|0;i=j;c=f[a>>2]|0;f[a>>2]=0;a=c;h=pOb(16)|0;f[h+4>>2]=0;f[h+8>>2]=0;f[h>>2]=36236;f[h+12>>2]=a;e=(Bla()|0)+232|0;e=f[e>>2]|0;gOb(h);if((zSa(e)|0)<=0){oh[f[(f[c>>2]|0)+8>>2]&1023](c,g);iOb(h);iOb(h);u=j;return}d=i+16|0;f[i>>2]=36264;f[i+4>>2]=a;f[i+8>>2]=h;f[d>>2]=i;b[g>>0]=1;a=e+8|0;c=f[a>>2]|0;if(c>>>0<(f[e+12>>2]|0)>>>0){f[c+16>>2]=c;g=f[d>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,c);g=f[a>>2]|0;b[c+24>>0]=1;f[a>>2]=g+32}else Qha(e+4|0,i,g);a=f[d>>2]|0;if((i|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);iOb(h);u=j;return}function Vya(a){a=a|0;f[a>>2]=36264;a=f[a+8>>2]|0;if(!a)return;iOb(a);return}function Wya(a){a=a|0;var b=0;f[a>>2]=36264;b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function Xya(a){a=a|0;var b=0;b=pOb(12)|0;f[b>>2]=36264;f[b+4>>2]=f[a+4>>2];a=f[a+8>>2]|0;f[b+8>>2]=a;if(!a)return b|0;gOb(a);return b|0}function Yya(a,b){a=a|0;b=b|0;f[b>>2]=36264;f[b+4>>2]=f[a+4>>2];a=f[a+8>>2]|0;f[b+8>>2]=a;if(!a)return;gOb(a);return}function Zya(a){a=a|0;a=f[a+8>>2]|0;if(!a)return;iOb(a);return}function _ya(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function $ya(a){a=a|0;var b=0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function aza(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==187966?a+4|0:0)|0}function bza(a){a=a|0;return 14336}function cza(a){a=a|0;aOb(a);sOb(a);return}function dza(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function eza(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==188283?a+12|0:0)|0}function fza(a){a=a|0;sOb(a);return}function gza(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=K9a(b)|0;if(+n[c>>2]==+n[a>>2])if(+n[c+4>>2]==+n[a+4>>2])if(!(+n[c+8>>2]!=+n[a+8>>2]))return;L9a(b,a);t9a(b);return}function hza(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(M9a(a)|0))return;Y8a(a);return}function iza(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0.0,t=0.0,v=0.0;p=u;u=u+48|0;l=p+8|0;m=p;o=(Bla()|0)+240|0;o=f[o>>2]|0;f[l>>2]=1058256454;i=l+4|0;f[i>>2]=1058256454;j=l+8|0;f[j>>2]=1058256454;n[l+12>>2]=1.0;n[l+16>>2]=1.0;n[l+20>>2]=1.0;k=l+28|0;h=f[65704]|0;f[65704]=h+1;f[k>>2]=h;b[l+24>>0]=c;b[l+25>>0]=d;if(!(c<<24>>24)){v=+n[e>>2];t=+n[e+4>>2];r=+n[e+8>>2];q=+L(+(v*v+(t*t+r*r)));d=(n[s>>2]=v/q,f[s>>2]|0);h=(n[s>>2]=t/q,f[s>>2]|0);c=(n[s>>2]=r/q,f[s>>2]|0)}else{d=f[e>>2]|0;h=f[e+4>>2]|0;c=f[e+8>>2]|0}f[l>>2]=d;f[i>>2]=h;f[j>>2]=c;j=l+12|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];if(N9a(o,l)|0){Y8a(o);o=f[a>>2]|0;l=f[(f[o>>2]|0)+8>>2]|0;f[m>>2]=f[k>>2];oh[l&1023](o,m);u=p;return}else{o=f[a>>2]|0;l=f[(f[o>>2]|0)+12>>2]|0;b[m>>0]=0;oh[l&1023](o,m);u=p;return}}function jza(a){a=a|0;var b=0,c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;b=(Bla()|0)+240|0;b=f[b>>2]|0;f[e>>2]=f[a>>2];f[d>>2]=f[e>>2];if(!(P9a(b,d)|0)){u=c;return}Y8a(b);u=c;return}function kza(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0;k=u;u=u+32|0;g=k+16|0;h=k;i=k+4|0;j=(Bla()|0)+240|0;j=f[j>>2]|0;f[h>>2]=f[a>>2];if(!(b<<24>>24)){p=+n[d>>2];o=+n[d+4>>2];m=+n[d+8>>2];l=+L(+(p*p+(o*o+m*m)));n[i>>2]=p/l;n[i+4>>2]=o/l;n[i+8>>2]=m/l}else{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2]};f[g>>2]=f[h>>2];if(!(Q9a(j,g,b,c,i,e)|0)){u=k;return}Y8a(j);u=k;return}function lza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!($ab(b,a)|0))return;u9a(b);return}function mza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(abb(b,a)|0))return;u9a(b);return}function nza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(bbb(b,a)|0))return;u9a(b);return}function oza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(cbb(b,a)|0))return;u9a(b);return}function pza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(dbb(b,a)|0))return;u9a(b);return}function qza(a,b){a=a|0;b=+b;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(ebb(c,a,b)|0))return;u9a(c);return}function rza(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(fbb(c,a,b)|0))return;u9a(c);return}function sza(a,b,c){a=a|0;b=+b;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(gbb(d,a,b,c)|0))return;u9a(d);return}function tza(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;h=i+20|0;g=i;d=a+4|0;if(!(f[d>>2]|0)){u=i;return}e=b+4|0;if(!(f[e>>2]|0)){u=i;return}c=(Bla()|0)+240|0;c=f[c>>2]|0;a=f[a>>2]|0;uza(h,a,a+(f[d>>2]<<3)|0);d=f[b>>2]|0;uza(g,d,d+(f[e>>2]<<3)|0);if(hbb(c,h,g)|0)Y8a(c);a=f[g+8>>2]|0;if(a|0)do{e=a;a=f[a>>2]|0;sOb(e)}while((a|0)!=0);a=f[g>>2]|0;f[g>>2]=0;if(a|0)sOb(a);a=f[h+8>>2]|0;if(a|0)do{g=a;a=f[a>>2]|0;sOb(g)}while((a|0)!=0);a=f[h>>2]|0;f[h>>2]=0;if(a|0)sOb(a);u=i;return}function uza(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;s=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[s>>2]=1.0;if((b|0)==(c|0))return;t=a+4|0;u=a+12|0;v=a+8|0;d=0;e=0;do{o=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(o<<6)+(o>>>2)^o;p=(d|0)==0;a:do if(p){i=0;r=22}else{l=d+-1|0;k=(l&d|0)==0;if(k)i=q&l;else if(q>>>0<d>>>0)i=q;else i=(q>>>0)%(d>>>0)|0;j=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!j)r=22;else{j=f[j>>2]|0;if(!j)r=22;else{if(k)while(1){k=f[j+4>>2]|0;if(!((k|0)==(q|0)|(k&l|0)==(i|0))){r=22;break a}if((f[j+8>>2]|0)==(o|0))if((f[j+12>>2]|0)==(m|0))break a;j=f[j>>2]|0;if(!j){r=22;break a}}while(1){k=f[j+4>>2]|0;if((k|0)!=(q|0)){if(k>>>0>=d>>>0)k=(k>>>0)%(d>>>0)|0;if((k|0)!=(i|0)){r=22;break a}}if((f[j+8>>2]|0)==(o|0))if((f[j+12>>2]|0)==(m|0))break a;j=f[j>>2]|0;if(!j){r=22;break}}}}}while(0);if((r|0)==22){r=0;k=pOb(16)|0;l=b;m=f[l+4>>2]|0;o=k+8|0;f[o>>2]=f[l>>2];f[o+4>>2]=m;f[k+4>>2]=q;f[k>>2]=0;g=+((e+1|0)>>>0);h=+n[s>>2];do if(p|h*+(d>>>0)<g){d=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;e=~~+W(+(g/h))>>>0;vza(a,d>>>0<e>>>0?e:d);d=f[t>>2]|0;e=d+-1|0;if(!(e&d)){j=d;d=e&q;break}if(q>>>0<d>>>0){j=d;d=q}else{j=d;d=(q>>>0)%(d>>>0)|0}}else{j=d;d=i}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[k>>2]=f[v>>2];f[v>>2]=k;f[e>>2]=v;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=j+-1|0;if(!(e&j))d=d&e;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=35}}else{f[k>>2]=f[d>>2];r=35}if((r|0)==35){r=0;f[d>>2]=k}e=(f[u>>2]|0)+1|0;f[u>>2]=e;d=j}b=b+8|0}while((b|0)!=(c|0));return}function vza(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wza(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wza(a,b);return}function wza(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function xza(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(kbb(a)|0))return;Y8a(a);return}function yza(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;lbb(d,a,b,c);if(!(_8a(d)|0))return;t9a(d);return}function zza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(mbb(b,a)|0))return;u9a(b);return}function Aza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(nbb(b,a)|0))return;u9a(b);return}function Bza(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(Abb(c,a,b)|0))return;u9a(c);return}function Cza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Cbb(b,a)|0))return;u9a(b);return}function Dza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Dbb(b,a)|0))return;u9a(b);return}function Eza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Bbb(b,a)|0))return;u9a(b);return}function Fza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ebb(b,a)|0))return;u9a(b);return}function Gza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Fbb(b,a)|0))return;u9a(b);return}function Hza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;Gbb(f[b>>2]|0,a)|0;return}function Iza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Hbb(b,a)|0))return;u9a(b);return}function Jza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ibb(b,a)|0))return;u9a(b);return}function Kza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Jbb(b,a)|0))return;u9a(b);return}function Lza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Kbb(b,a)|0))return;u9a(b);return}function Mza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Lbb(b,a)|0))return;u9a(b);return}function Nza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Mbb(b,a)|0))return;u9a(b);return}function Oza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Nbb(b,a)|0))return;u9a(b);return}function Pza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Obb(b,a)|0))return;u9a(b);return}function Qza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Pbb(b,a)|0))return;u9a(b);return}function Rza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Qbb(b,a)|0))return;u9a(b);return}function Sza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Rbb(b,a)|0))return;if(a){t9a(b);return}else{u9a(b);return}}function Tza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Sbb(b,a)|0))return;u9a(b);return}function Uza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Tbb(b,a)|0))return;u9a(b);return}function Vza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ubb(b,a)|0))return;u9a(b);return}function Wza(a,b){a=+a;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(Vbb(c,a,b)|0))return;u9a(c);return}function Xza(a,b,c){a=+a;b=+b;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(Wbb(d,a,b,c)|0))return;t9a(d);return}function Yza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;Xbb(f[b>>2]|0,a)|0;return}function Zza(a){a=a|0;var b=0;b=(Bla()|0)+232|0;CSa(f[b>>2]|0,a);return}function _za(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;Zbb(a,f[c>>2]|0,f[b>>2]|0,f[b+4>>2]|0);return}function $za(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j;h=(Bla()|0)+240|0;h=f[h>>2]|0;b=f[a>>2]|0;d=f[a+4>>2]|0;e=b+(d*24|0)|0;f[g>>2]=0;i=g+4|0;f[i>>2]=0;f[g+8>>2]=0;a=d*24|0;c=(a|0)/24|0;if(a|0){if(c>>>0>178956970)AMb(g);a=pOb(a)|0;f[i>>2]=a;f[g>>2]=a;f[g+8>>2]=a+(c*24|0);if(d|0){do{p[a>>3]=+p[b>>3];p[a+8>>3]=+p[b+8>>3];p[a+16>>3]=+p[b+16>>3];b=b+24|0;a=a+24|0}while((b|0)!=(e|0));f[i>>2]=a}}Ybb(h,g);a=f[g>>2]|0;if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~(((b+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=j;return}function aAa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=+j;var k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0,t=0,u=0.0,v=0.0;b[a>>0]=c;n=+p[d>>3];p[a+32>>3]=n;o=+p[d+8>>3];p[a+40>>3]=o;q=+p[d+16>>3];p[a+48>>3]=q;k=+p[e>>3];p[a+56>>3]=k;l=+p[e+8>>3];p[a+64>>3]=l;m=+p[e+16>>3];p[a+72>>3]=m;p[a+80>>3]=1.0;r=a+88|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+120>>3]=1.0;r=a+128|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+160>>3]=1.0;r=a+168|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+200>>3]=1.0;r=a+224|0;p[r>>3]=.01;f[a+732>>2]=1;f[a+736>>2]=1;s=a+744|0;t=b[s>>0]&-64;b[s>>0]=t;k=n-k;l=o-l;m=q-m;q=+L(+(k*k+(l*l+m*m)));c=q<1.0e-20;if(c){k=0.0;l=0.0;n=1.0}else{k=k/q;l=l/q;n=m/q}o=+p[g>>3];m=+p[g+8>>3];v=+p[g+16>>3];u=k*o+(l*m+n*v);o=o-k*u;m=m-l*u;k=v-n*u;l=+L(+(o*o+(m*m+k*k)));if(l>1.0e-20){p[a+8>>3]=o/l;p[a+16>>3]=m/l;p[a+24>>3]=k/l;b[s>>0]=t}e=a+208|0;p[e>>3]=1.0;g=a+216|0;p[g>>3]=1.0;k=c?1.0:1.0/q;d=a+232|0;p[d>>3]=k;c=a+240|0;p[c>>3]=k;b[s>>0]=t;if(!(h<=0.0)){u=+K(+h);p[e>>3]=u;v=+K(+(!(i<=0.0)?i:h));p[g>>3]=v;p[d>>3]=u*k;p[c>>3]=v*k;b[s>>0]=t}k=!(j<=0.0)?j:.01;if(k==.01)return;p[r>>3]=k;b[s>>0]=t;return}function bAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0;d=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];g=+p[a+48>>3]-+p[a+72>>3];h=+L(+(d*d+(e*e+g*g)));if(h<1.0e-20){f=0.0;e=0.0;d=1.0}else{f=d/h;e=e/h;d=g/h}g=+p[c>>3];j=+p[c+8>>3];i=+p[c+16>>3];h=f*g+(e*j+d*i);g=g-f*h;f=j-e*h;d=i-d*h;e=+L(+(g*g+(f*f+d*d)));if(!(e>1.0e-20))return;p[a+8>>3]=g/e;p[a+16>>3]=f/e;p[a+24>>3]=d/e;a=a+744|0;b[a>>0]=b[a>>0]&-60;return}function cAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0;if(c<=0.0)return;e=+K(+c);p[a+208>>3]=e;d=+K(+(!(d<=0.0)?d:c));p[a+216>>3]=d;g=+p[a+32>>3]-+p[a+56>>3];f=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(g*g+(f*f+c*c)));c=c<1.0e-20?1.0:1.0/c;p[a+232>>3]=e*c;p[a+240>>3]=c*d;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function dAa(a,c){a=a|0;c=+c;var d=0;c=!(c<=0.0)?c:.01;d=a+224|0;if(+p[d>>3]==c)return;p[d>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function eAa(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+80|0;e=b+48|0;d=b+24|0;c=b;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[e+16>>3]=5.0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;p[c>>3]=0.0;p[c+8>>3]=1.0;p[c+16>>3]=0.0;aAa(a,1,e,d,c,2.0,2.0,.01);u=b;return}function fAa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0.0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;e=u;u=u+80|0;h=e+48|0;i=e+24|0;g=e;l=+p[c>>3];o=+p[b>>3];r=l-o;k=+p[c+8>>3];n=+p[b+8>>3];q=k-n;j=+p[c+16>>3];m=+p[b+16>>3];f=j-m;f=+L(+(r*r+(q*q+f*f)));l=o*.5+l*.5;p[h>>3]=l;k=n*.5+k*.5;p[h+8>>3]=k;j=m*.5+j*.5;p[h+16>>3]=j;p[i>>3]=l;p[i+8>>3]=k;p[i+16>>3]=f+j;p[g>>3]=0.0;p[g+8>>3]=1.0;p[g+16>>3]=0.0;aAa(a,d,i,h,g,f,f,0.0);u=e;return}function gAa(a,c){a=a|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;if((b[a>>0]|0)==(b[c>>0]|0))if(+p[a+8>>3]==+p[c+8>>3])if(+p[a+16>>3]==+p[c+16>>3])if(+p[a+24>>3]==+p[c+24>>3])if(+p[a+32>>3]==+p[c+32>>3])if(+p[a+40>>3]==+p[c+40>>3])if(+p[a+48>>3]==+p[c+48>>3])if(+p[a+56>>3]==+p[c+56>>3])if(+p[a+64>>3]==+p[c+64>>3])if(+p[a+72>>3]==+p[c+72>>3]){f[d>>2]=a+80;f[d+4>>2]=c+80;if(hAa(d)|0)if(+p[a+208>>3]==+p[c+208>>3])if(+p[a+216>>3]==+p[c+216>>3])a=+p[a+224>>3]==+p[c+224>>3];else a=0;else a=0;else a=0}else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;u=e;return a|0}function hAa(a){a=a|0;var b=0;b=f[a>>2]|0;a=f[a+4>>2]|0;if(!(+p[b>>3]==+p[a>>3])){b=0;return b|0}if(!(+p[b+8>>3]==+p[a+8>>3])){b=0;return b|0}if(!(+p[b+16>>3]==+p[a+16>>3])){b=0;return b|0}if(!(+p[b+24>>3]==+p[a+24>>3])){b=0;return b|0}if(!(+p[b+32>>3]==+p[a+32>>3])){b=0;return b|0}if(!(+p[b+40>>3]==+p[a+40>>3])){b=0;return b|0}if(!(+p[b+48>>3]==+p[a+48>>3])){b=0;return b|0}if(!(+p[b+56>>3]==+p[a+56>>3])){b=0;return b|0}if(!(+p[b+64>>3]==+p[a+64>>3])){b=0;return b|0}if(!(+p[b+72>>3]==+p[a+72>>3])){b=0;return b|0}if(!(+p[b+80>>3]==+p[a+80>>3])){b=0;return b|0}if(!(+p[b+88>>3]==+p[a+88>>3])){b=0;return b|0}if(!(+p[b+96>>3]==+p[a+96>>3])){b=0;return b|0}if(!(+p[b+104>>3]==+p[a+104>>3])){b=0;return b|0}if(!(+p[b+112>>3]==+p[a+112>>3])){b=0;return b|0}b=+p[b+120>>3]==+p[a+120>>3];return b|0}function iAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0.0,s=0,t=0,u=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;q=a+744|0;s=b[q>>0]|0;t=s&-60;b[q>>0]=t;d=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];f=+p[a+48>>3]-+p[a+72>>3];r=+L(+(d*d+(e*e+f*f)));do if(r>1.0e-20){m=d/r;n=e/r;o=f/r;j=+p[c+8>>3];k=+p[c+16>>3];l=o*j-n*k;d=+p[c>>3];e=m*k-o*d;f=n*d-m*j;g=+L(+(l*l+(e*e+f*f)));if(g>.0001){D=l/g;A=e/g;e=f/g;f=m*d+(n*j+o*k);w=g*D;y=g*A;C=g*e;d=1.0-f;j=D*d;k=d*A;B=A*j;z=e*j;v=e*k;c=a+8|0;x=+p[c>>3];h=a+16|0;g=+p[h>>3];i=a+24|0;l=+p[i>>3];j=(f+D*j)*x+(B-C)*g+(y+z)*l;k=(C+B)*x+(f+A*k)*g+(v-w)*l;l=(z-y)*x+(w+v)*g+(f+e*(d*e))*l;u=r<1.0e-20;d=u?0.0:m;e=u?0.0:n;g=u?1.0:o;f=j*d+(k*e+l*g);d=j-d*f;e=k-e*f;f=l-g*f;g=+L(+(d*d+(e*e+f*f)));if(!(g>1.0e-20))break;p[c>>3]=d/g;p[h>>3]=e/g;p[i>>3]=f/g;b[q>>0]=t;break}else{c=a+8|0;g=+p[c>>3];h=a+16|0;f=+p[h>>3];i=a+24|0;e=+p[i>>3];d=m*g+(n*f+o*e);g=g-m*d;f=f-n*d;d=e-o*d;e=+L(+(g*g+(f*f+d*d)));if(!(e>1.0e-20))break;p[c>>3]=g/e;p[h>>3]=f/e;p[i>>3]=d/e;b[q>>0]=t;break}}while(0);if(b[a>>0]|0)return;b[q>>0]=s&-64;p[a+208>>3]=r*+p[a+232>>3];p[a+216>>3]=r*+p[a+240>>3];return}function jAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0;m=u;u=u+32|0;i=m;j=a+32|0;d=+p[j>>3];k=+p[b>>3];l=a+40|0;if(d==k){c=+p[l>>3];if(c==+p[b+8>>3])if(+p[a+48>>3]==+p[b+16>>3]){u=m;return}}else c=+p[l>>3];g=d-+p[a+56>>3];c=c-+p[a+64>>3];h=a+48|0;d=+p[h>>3]-+p[a+72>>3];e=+L(+(g*g+(c*c+d*d)));if(e<1.0e-20){f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;c=1.0}else{p[i>>3]=g/e;p[i+8>>3]=c/e;c=d/e}p[i+16>>3]=c;p[j>>3]=k;p[l>>3]=+p[b+8>>3];p[h>>3]=+p[b+16>>3];iAa(a,i);u=m;return}function kAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0;m=u;u=u+32|0;i=m;j=a+56|0;d=+p[j>>3];k=+p[b>>3];l=a+64|0;if(d==k){c=+p[l>>3];if(c==+p[b+8>>3])if(+p[a+72>>3]==+p[b+16>>3]){u=m;return}}else c=+p[l>>3];g=+p[a+32>>3]-d;c=+p[a+40>>3]-c;h=a+72|0;d=+p[a+48>>3]-+p[h>>3];e=+L(+(g*g+(c*c+d*d)));if(e<1.0e-20){f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;c=1.0}else{p[i>>3]=g/e;p[i+8>>3]=c/e;c=d/e}p[i+16>>3]=c;p[j>>3]=k;p[l>>3]=+p[b+8>>3];p[h>>3]=+p[b+16>>3];iAa(a,i);u=m;return}function lAa(a,c){a=a|0;c=c|0;if((b[a>>0]|0)==c<<24>>24)return;b[a>>0]=c;c=a+744|0;b[c>>0]=b[c>>0]&-29;return}function mAa(a,c){a=a|0;c=+c;var d=0.0,e=0.0,f=0.0;if(c<=0.0)return;d=+K(+c);p[a+208>>3]=d;p[a+216>>3]=d;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(f*f+(e*e+c*c)));c=d*(c<1.0e-20?1.0:1.0/c);p[a+232>>3]=c;p[a+240>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function nAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0;if(c==0.0)return;c=+K(+c);c=+P(+((c<179.0?c:179.0)*.017453292519943295*.5))*2.0;p[a+232>>3]=c;p[a+240>>3]=c;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];d=+p[a+48>>3]-+p[a+72>>3];d=+L(+(f*f+(e*e+d*d)));d=c*(d<1.0e-20?1.0:d);p[a+208>>3]=d;p[a+216>>3]=d;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function oAa(a,c){a=a|0;c=+c;var d=0.0,e=0.0,f=0.0;if(c==0.0)return;d=+K(+c);d=+P(+((d<179.0?d:179.0)*.017453292519943295*.5))*2.0;p[a+232>>3]=d;p[a+240>>3]=d;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(f*f+(e*e+c*c)));c=d*(c<1.0e-20?1.0:c);p[a+208>>3]=c;p[a+216>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function pAa(a){a=a|0;return +(+p[a+224>>3])}function qAa(a,c,d,e){a=a|0;c=+c;d=+d;e=+e;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0,s=0,t=0,u=0.0,v=0.0,w=0,x=0,y=0.0,z=0.0,A=0,B=0;w=a+32|0;x=a+56|0;y=+p[w>>3];z=+p[x>>3];f=y-z;A=a+40|0;o=a+64|0;q=+p[A>>3];r=+p[o>>3];g=q-r;s=a+48|0;t=a+72|0;u=+p[s>>3];v=+p[t>>3];h=u-v;i=+L(+(f*f+(g*g+h*h)));if(i<1.0e-20){n=0.0;m=0.0;i=1.0}else{n=f/i;m=g/i;i=h/i}j=+p[a+16>>3];k=+p[a+24>>3];l=+p[a+8>>3];B=e!=0.0;g=B?0.0-n*e:0.0;h=B?0.0-m*e:0.0;f=B?0.0-i*e:0.0;if(d!=0.0){g=g+l*d;h=h+j*d;f=f+k*d}B=c!=0.0;e=B?(i*j-m*k)*c+g:g;d=B?(n*k-i*l)*c+h:h;c=B?(m*l-n*j)*c+f:f;p[w>>3]=e+y;p[A>>3]=d+q;p[s>>3]=c+u;p[x>>3]=e+z;p[o>>3]=d+r;p[t>>3]=c+v;B=a+744|0;b[B>>0]=b[B>>0]&-60;return}function rAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0.0,r=0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;r=a+32|0;s=+p[a+56>>3];e=+p[r>>3]-s;t=a+40|0;n=+p[a+64>>3];f=+p[t>>3]-n;o=a+48|0;q=+p[a+72>>3];g=+p[o>>3]-q;h=+L(+(e*e+(f*f+g*g)));if(h<1.0e-20){m=1.0;i=0.0;f=0.0;e=1.0}else{m=h;i=e/h;f=f/h;e=g/h}if(c!=0.0){w=+p[a+8>>3];A=+p[a+16>>3];D=+p[a+24>>3];u=+O(+c);B=w*u;z=A*u;u=D*u;x=+N(+c);g=1.0-x;v=w*g;h=A*g;c=A*v;y=D*v;C=D*h;g=e*(x+D*(D*g))+(i*(y-z)+f*(B+C));h=e*(C-B)+(i*(u+c)+f*(x+A*h));e=e*(z+y)+(i*(x+w*v)+f*(c-u))}else{g=e;h=f;e=i}if(!(d!=0.0)){B=e;C=h;D=g;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}j=a+16|0;C=+p[j>>3];k=a+24|0;D=+p[k>>3];c=C*g-D*h;l=a+8|0;v=+p[l>>3];D=D*e-g*v;C=h*v-C*e;v=+O(+-d);B=c*v;A=v*D;v=v*C;x=+N(+d);y=1.0-x;i=c*y;d=D*y;w=D*i;z=C*i;f=C*d;i=g*(A+z)+(e*(x+c*i)+h*(w-v));d=g*(f-B)+(e*(v+w)+h*(x+D*d));e=g*(x+C*(C*y))+(e*(z-A)+h*(B+f));f=C*d-D*e;g=c*e-C*i;c=D*i-c*d;h=i*f+(d*g+e*c);f=f-i*h;g=g-d*h;h=c-e*h;c=+L(+(f*f+(g*g+h*h)));if(!(c>1.0e-20)){B=i;C=d;D=e;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}p[l>>3]=f/c;p[j>>3]=g/c;p[k>>3]=h/c;l=a+744|0;b[l>>0]=b[l>>0]&-60;B=i;C=d;D=e;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}function sAa(a,c,d){a=a|0;c=c|0;d=+d;var e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0.0,I=0.0;r=a+56|0;v=+p[r>>3];l=a+64|0;q=+p[l>>3];e=a+72|0;k=+p[e>>3];A=a+32|0;E=+p[A>>3]-v;p[A>>3]=E;y=a+40|0;D=+p[y>>3]-q;p[y>>3]=D;w=a+48|0;C=+p[w>>3]-k;p[w>>3]=C;i=v-v;p[r>>3]=i;g=q-q;p[l>>3]=g;f=k-k;p[e>>3]=f;H=+p[c>>3];x=+p[c+8>>3];h=+p[c+16>>3];B=+L(+(H*H+(x*x+h*h)));H=H/B;x=x/B;B=h/B;h=+O(+d);I=h*H;j=h*x;h=h*B;z=+N(+d);d=1.0-z;u=H*d;n=x*d;o=x*u;t=o-h;o=h+o;h=B*u;s=j+h;j=h-j;h=B*n;m=h-I;h=I+h;u=z+H*u;n=z+x*n;d=z+B*(B*d);B=C*s+(E*u+D*t);z=C*m+(E*o+D*n);x=C*d+(E*j+D*h);G=a+8|0;E=E+ +p[G>>3];F=a+16|0;D=D+ +p[F>>3];c=a+24|0;C=C+ +p[c>>3];p[G>>3]=u*E+t*D+s*C-B;p[F>>3]=o*E+n*D+m*C-z;p[c>>3]=j*E+h*D+d*C-x;p[A>>3]=v+B;p[y>>3]=q+z;p[w>>3]=k+x;p[r>>3]=v+(u*i+t*g+s*f);p[l>>3]=q+(o*i+n*g+m*f);p[e>>3]=k+(j*i+h*g+d*f);c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function tAa(a,c,d,e){a=a|0;c=c|0;d=+d;e=+e;var f=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,n=0,o=0.0,q=0,r=0.0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0.0,C=0.0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0;q=a+32|0;y=+p[q>>3]-+p[c>>3];p[q>>3]=y;n=a+40|0;i=c+8|0;w=+p[n>>3]-+p[i>>3];p[n>>3]=w;l=a+48|0;g=c+16|0;u=+p[l>>3]-+p[g>>3];p[l>>3]=u;j=a+56|0;J=+p[j>>3]-+p[c>>3];p[j>>3]=J;h=a+64|0;I=+p[h>>3]-+p[i>>3];p[h>>3]=I;f=a+72|0;H=+p[f>>3]-+p[g>>3];p[f>>3]=H;D=a+8|0;F=+p[D>>3];z=a+16|0;r=+p[z>>3];s=a+24|0;t=+p[s>>3];C=H-u;B=I-w;E=r*C-t*B;m=J-y;C=t*m-F*C;m=F*B-r*m;B=+L(+(E*E+(C*C+m*m)));x=d*.5;A=+N(+x);x=+O(+x);F=F*x;r=r*x;x=t*x;t=e*.5;v=+N(+t);t=+O(+t);E=E/B*t;C=C/B*t;t=m/B*t;B=A*v-F*E-r*C-x*t;m=r*t+(F*v+A*E)-x*C;o=x*E+(r*v+A*C)-F*t;E=F*C+(x*v+A*t)-r*E;r=m*2.0;t=o*2.0;A=E*2.0;v=B*r;x=B*t;B=B*A;r=m*r;C=m*t;m=m*A;t=o*t;o=o*A;A=E*A;E=1.0-(t+A);F=C-B;G=m+x;B=C+B;A=1.0-(r+A);C=o-v;x=m-x;v=o+v;t=1.0-(r+t);r=u*G+(w*F+y*E);o=u*C+(y*B+w*A);m=y*x+w*v+u*t;k=H*G+(I*F+J*E);d=H*C+(J*B+I*A);e=J*x+I*v+H*t;y=y+ +p[D>>3];w=w+ +p[z>>3];u=u+ +p[s>>3];p[q>>3]=r;p[n>>3]=o;p[l>>3]=m;p[j>>3]=k;p[h>>3]=d;p[f>>3]=e;p[D>>3]=u*G+(w*F+y*E)-r;p[z>>3]=u*C+(y*B+w*A)-o;p[s>>3]=y*x+w*v+u*t-m;p[q>>3]=r+ +p[c>>3];p[n>>3]=o+ +p[i>>3];p[l>>3]=m+ +p[g>>3];p[j>>3]=k+ +p[c>>3];p[h>>3]=d+ +p[i>>3];p[f>>3]=e+ +p[g>>3];c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function uAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0.0,r=0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;r=a+56|0;s=+p[a+32>>3];e=s-+p[r>>3];t=a+64|0;n=+p[a+40>>3];f=n-+p[t>>3];o=a+72|0;q=+p[a+48>>3];g=q-+p[o>>3];h=+L(+(e*e+(f*f+g*g)));if(h<1.0e-20){m=1.0;i=0.0;f=0.0;e=1.0}else{m=h;i=e/h;f=f/h;e=g/h}if(c!=0.0){w=+p[a+8>>3];A=+p[a+16>>3];D=+p[a+24>>3];u=+O(+-c);B=w*u;z=A*u;u=D*u;x=+N(+c);g=1.0-x;v=w*g;h=A*g;c=A*v;y=D*v;C=D*h;g=e*(x+D*(D*g))+(i*(y-z)+f*(B+C));h=e*(C-B)+(i*(u+c)+f*(x+A*h));e=e*(z+y)+(i*(x+w*v)+f*(c-u))}else{g=e;h=f;e=i}if(!(d!=0.0)){B=e;C=h;D=g;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}j=a+16|0;C=+p[j>>3];k=a+24|0;D=+p[k>>3];c=C*g-D*h;l=a+8|0;v=+p[l>>3];D=D*e-g*v;C=h*v-C*e;v=+O(+d);B=c*v;A=v*D;v=v*C;x=+N(+d);y=1.0-x;i=c*y;d=D*y;w=D*i;z=C*i;f=C*d;i=g*(A+z)+(e*(x+c*i)+h*(w-v));d=g*(f-B)+(e*(v+w)+h*(x+D*d));e=g*(x+C*(C*y))+(e*(z-A)+h*(B+f));f=C*d-D*e;g=c*e-C*i;c=D*i-c*d;h=i*f+(d*g+e*c);f=f-i*h;g=g-d*h;h=c-e*h;c=+L(+(f*f+(g*g+h*h)));if(!(c>1.0e-20)){B=i;C=d;D=e;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}p[l>>3]=f/c;p[j>>3]=g/c;p[k>>3]=h/c;l=a+744|0;b[l>>0]=b[l>>0]&-60;B=i;C=d;D=e;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}function vAa(a,c){a=a|0;c=+c;var d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0;if(c==0.0)return;f=+p[a+32>>3]-+p[a+56>>3];g=+p[a+40>>3]-+p[a+64>>3];h=+p[a+48>>3]-+p[a+72>>3];i=+L(+(f*f+(g*g+h*h)));if(i<1.0e-20){j=0.0;g=0.0;f=1.0}else{j=f/i;g=g/i;f=h/i}v=+O(+c);m=j*v;n=g*v;v=f*v;s=+N(+c);r=1.0-s;i=j*r;h=g*r;u=g*i;o=f*i;l=f*h;d=a+8|0;q=+p[d>>3];e=a+16|0;c=+p[e>>3];k=a+24|0;t=+p[k>>3];i=t*(n+o)+(q*(s+j*i)+c*(u-v));h=t*(l-m)+(q*(v+u)+c*(s+g*h));l=t*(s+f*(f*r))+(q*(o-n)+c*(m+l));c=j*i+(g*h+f*l);i=i-j*c;h=h-g*c;f=l-f*c;g=+L(+(i*i+(h*h+f*f)));if(g>1.0e-20){p[d>>3]=i/g;p[e>>3]=h/g;p[k>>3]=f/g;d=a+744|0;e=b[d>>0]&-60;b[d>>0]=e}else{e=a+744|0;d=e;e=b[e>>0]|0}b[d>>0]=e&-60;return}function wAa(a,c){a=a|0;c=+c;var d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0;if(c<=0.0)return;f=1.0/c;d=a+208|0;c=f*+p[d>>3];e=a+216|0;f=f*+p[e>>3];if(c<=0.0)return;g=+K(+c);p[d>>3]=g;c=+K(+(!(f<=0.0)?f:c));p[e>>3]=c;i=+p[a+32>>3]-+p[a+56>>3];h=+p[a+40>>3]-+p[a+64>>3];f=+p[a+48>>3]-+p[a+72>>3];f=+L(+(i*i+(h*h+f*f)));f=f<1.0e-20?1.0:1.0/f;p[a+232>>3]=g*f;p[a+240>>3]=c*f;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function xAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0.0,v=0,w=0;v=u;u=u+528|0;o=v+400|0;q=v+272|0;r=v+136|0;s=v;t=+p[b+32>>3];c=t-+p[b+56>>3];m=+p[b+40>>3];e=m-+p[b+64>>3];n=+p[b+48>>3];g=n-+p[b+72>>3];d=+L(+(c*c+(e*e+g*g)));if(d<1.0e-20){p[a>>3]=1.0;s=a+8|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+40>>3]=1.0;s=a+48|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+80>>3]=1.0;s=a+88|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+120>>3]=1.0;u=v;return}d=1.0/d;l=c*d;k=e*d;c=g*d;d=+p[b+16>>3];e=+p[b+24>>3];g=c*d-k*e;h=+p[b+8>>3];i=l*e-c*h;j=k*h-l*d;if(g==0.0)if(!(i!=0.0|j!=0.0)){p[a>>3]=1.0;s=a+8|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+40>>3]=1.0;s=a+48|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+80>>3]=1.0;s=a+88|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+120>>3]=1.0;u=v;return}p[o>>3]=g;p[o+32>>3]=i;p[o+64>>3]=j;p[o+96>>3]=0.0;p[o+8>>3]=h;p[o+40>>3]=d;p[o+72>>3]=e;p[o+104>>3]=0.0;p[o+16>>3]=l;p[o+48>>3]=k;p[o+80>>3]=c;p[o+112>>3]=0.0;p[o+24>>3]=0.0;p[o+56>>3]=0.0;p[o+88>>3]=0.0;p[o+120>>3]=1.0;p[q>>3]=1.0;w=q+8|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;p[q+32>>3]=0.0;p[q+40>>3]=1.0;p[q+48>>3]=0.0;w=q+64|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;p[q+80>>3]=1.0;p[q+96>>3]=-t;p[q+104>>3]=-m;p[q+112>>3]=-n;p[q+24>>3]=0.0;p[q+56>>3]=0.0;p[q+88>>3]=0.0;p[q+120>>3]=1.0;f[r>>2]=o;f[r+4>>2]=q;q=r+8|0;yAa(q,r)|0;f[s>>2]=q;f[s+4>>2]=b+80;r=s+8|0;yAa(r,s)|0;p[a>>3]=+p[r>>3];p[a+8>>3]=+p[s+16>>3];p[a+16>>3]=+p[s+24>>3];p[a+24>>3]=+p[s+32>>3];p[a+32>>3]=+p[s+40>>3];p[a+40>>3]=+p[s+48>>3];p[a+48>>3]=+p[s+56>>3];p[a+56>>3]=+p[s+64>>3];p[a+64>>3]=+p[s+72>>3];p[a+72>>3]=+p[s+80>>3];p[a+80>>3]=+p[s+88>>3];p[a+88>>3]=+p[s+96>>3];p[a+96>>3]=+p[s+104>>3];p[a+104>>3]=+p[s+112>>3];p[a+112>>3]=+p[s+120>>3];p[a+120>>3]=+p[s+128>>3];u=v;return}function yAa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;d=b+4|0;c=f[d>>2]|0;p[a>>3]=+p[e>>3]*+p[c>>3]+ +p[e+32>>3]*+p[c+8>>3]+ +p[e+64>>3]*+p[c+16>>3]+ +p[e+96>>3]*+p[c+24>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+8>>3]=+p[c+8>>3]*+p[e>>3]+ +p[c+40>>3]*+p[e+8>>3]+ +p[c+72>>3]*+p[e+16>>3]+ +p[c+104>>3]*+p[e+24>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+16>>3]=+p[e+16>>3]*+p[c>>3]+ +p[e+48>>3]*+p[c+8>>3]+ +p[e+80>>3]*+p[c+16>>3]+ +p[e+112>>3]*+p[c+24>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+24>>3]=+p[c+24>>3]*+p[e>>3]+ +p[c+56>>3]*+p[e+8>>3]+ +p[c+88>>3]*+p[e+16>>3]+ +p[c+120>>3]*+p[e+24>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+32>>3]=+p[e>>3]*+p[c+32>>3]+ +p[e+32>>3]*+p[c+40>>3]+ +p[e+64>>3]*+p[c+48>>3]+ +p[e+96>>3]*+p[c+56>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+40>>3]=+p[c+8>>3]*+p[e+32>>3]+ +p[c+40>>3]*+p[e+40>>3]+ +p[c+72>>3]*+p[e+48>>3]+ +p[c+104>>3]*+p[e+56>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+48>>3]=+p[e+16>>3]*+p[c+32>>3]+ +p[e+48>>3]*+p[c+40>>3]+ +p[e+80>>3]*+p[c+48>>3]+ +p[e+112>>3]*+p[c+56>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+56>>3]=+p[c+24>>3]*+p[e+32>>3]+ +p[c+56>>3]*+p[e+40>>3]+ +p[c+88>>3]*+p[e+48>>3]+ +p[c+120>>3]*+p[e+56>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+64>>3]=+p[e>>3]*+p[c+64>>3]+ +p[e+32>>3]*+p[c+72>>3]+ +p[e+64>>3]*+p[c+80>>3]+ +p[e+96>>3]*+p[c+88>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+72>>3]=+p[c+8>>3]*+p[e+64>>3]+ +p[c+40>>3]*+p[e+72>>3]+ +p[c+72>>3]*+p[e+80>>3]+ +p[c+104>>3]*+p[e+88>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+80>>3]=+p[e+16>>3]*+p[c+64>>3]+ +p[e+48>>3]*+p[c+72>>3]+ +p[e+80>>3]*+p[c+80>>3]+ +p[e+112>>3]*+p[c+88>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+88>>3]=+p[c+24>>3]*+p[e+64>>3]+ +p[c+56>>3]*+p[e+72>>3]+ +p[c+88>>3]*+p[e+80>>3]+ +p[c+120>>3]*+p[e+88>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+96>>3]=+p[e>>3]*+p[c+96>>3]+ +p[e+32>>3]*+p[c+104>>3]+ +p[e+64>>3]*+p[c+112>>3]+ +p[e+96>>3]*+p[c+120>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+104>>3]=+p[c+8>>3]*+p[e+96>>3]+ +p[c+40>>3]*+p[e+104>>3]+ +p[c+72>>3]*+p[e+112>>3]+ +p[c+104>>3]*+p[e+120>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+112>>3]=+p[e+16>>3]*+p[c+96>>3]+ +p[e+48>>3]*+p[c+104>>3]+ +p[e+80>>3]*+p[c+112>>3]+ +p[e+112>>3]*+p[c+120>>3];c=f[b>>2]|0;b=f[d>>2]|0;p[a+120>>3]=+p[c+24>>3]*+p[b+96>>3]+ +p[c+56>>3]*+p[b+104>>3]+ +p[c+88>>3]*+p[b+112>>3]+ +p[c+120>>3]*+p[b+120>>3];return a|0}function zAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0,H=0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0.0,ba=0.0;z=u;u=u+784|0;q=z+656|0;r=z+528|0;t=z+400|0;v=z+272|0;w=z+136|0;x=z;y=b+32|0;c=+p[y>>3]-+p[b+56>>3];m=b+40|0;e=+p[m>>3]-+p[b+64>>3];o=b+48|0;g=+p[o>>3]-+p[b+72>>3];d=+L(+(c*c+(e*e+g*g)));if(d<1.0e-20){n[a>>2]=1.0;y=a+4|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+20>>2]=1.0;y=a+24|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+40>>2]=1.0;y=a+44|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+60>>2]=1.0;u=z;return}d=1.0/d;l=c*d;k=e*d;c=g*d;d=+p[b+16>>3];e=+p[b+24>>3];g=c*d-k*e;h=+p[b+8>>3];i=l*e-c*h;j=k*h-l*d;if(g==0.0)if(!(i!=0.0|j!=0.0)){n[a>>2]=1.0;y=a+4|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+20>>2]=1.0;y=a+24|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+40>>2]=1.0;y=a+44|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+60>>2]=1.0;u=z;return}S=r+40|0;V=r+8|0;O=r+24|0;f[O>>2]=0;f[O+4>>2]=0;O=r+80|0;R=r+48|0;U=r+56|0;f[U>>2]=0;f[U+4>>2]=0;U=r+88|0;f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0;f[U+16>>2]=0;f[U+20>>2]=0;f[U+24>>2]=0;f[U+28>>2]=0;p[r+120>>3]=1.0;U=t+24|0;f[U>>2]=0;f[U+4>>2]=0;U=t+56|0;f[U>>2]=0;f[U+4>>2]=0;U=t+88|0;f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0;f[U+16>>2]=0;f[U+20>>2]=0;f[U+24>>2]=0;f[U+28>>2]=0;p[t+120>>3]=1.0;M=+p[b+80>>3];p[r>>3]=M;B=+p[b+88>>3];p[V>>3]=B;K=+p[b+96>>3];U=r+16|0;p[U>>3]=K;C=+p[b+112>>3];T=r+32|0;p[T>>3]=C;N=+p[b+120>>3];p[S>>3]=N;A=+p[b+128>>3];p[R>>3]=A;I=+p[b+144>>3];Q=r+64|0;p[Q>>3]=I;J=+p[b+152>>3];P=r+72|0;p[P>>3]=J;F=+p[b+160>>3];p[O>>3]=F;ba=N*F-A*J;aa=A*I-C*F;E=C*J-N*I;D=1.0/(M*ba+(K*E+B*aa));p[t>>3]=ba*D;p[t+32>>3]=aa*D;p[t+64>>3]=E*D;p[t+8>>3]=(K*J-B*F)*D;p[t+40>>3]=(M*F-K*I)*D;p[t+72>>3]=(B*I-M*J)*D;p[t+16>>3]=(B*A-K*N)*D;p[t+48>>3]=(K*C-M*A)*D;p[t+80>>3]=(M*N-B*C)*D;p[v>>3]=1.0;_=v+40|0;$=v+8|0;f[$>>2]=0;f[$+4>>2]=0;f[$+8>>2]=0;f[$+12>>2]=0;f[$+16>>2]=0;f[$+20>>2]=0;f[$+24>>2]=0;f[$+28>>2]=0;p[_>>3]=1.0;Y=v+80|0;Z=v+48|0;f[Z>>2]=0;f[Z+4>>2]=0;f[Z+8>>2]=0;f[Z+12>>2]=0;f[Z+16>>2]=0;f[Z+20>>2]=0;f[Z+24>>2]=0;f[Z+28>>2]=0;p[Y>>3]=1.0;W=v+120|0;X=v+88|0;H=X;f[H>>2]=0;f[H+4>>2]=0;p[W>>3]=1.0;H=v+96|0;p[H>>3]=+p[b+176>>3]-+p[y>>3];G=v+104|0;p[G>>3]=+p[b+184>>3]-+p[m>>3];m=v+112|0;p[m>>3]=+p[b+192>>3]-+p[o>>3];f[x>>2]=t;f[x+4>>2]=v;y=x+8|0;yAa(y,x)|0;f[w>>2]=y;f[w+4>>2]=r;yAa(q,w)|0;p[v>>3]=+p[q>>3];p[$>>3]=+p[q+8>>3];p[v+16>>3]=+p[q+16>>3];p[v+24>>3]=+p[q+24>>3];p[v+32>>3]=+p[q+32>>3];p[_>>3]=+p[q+40>>3];p[Z>>3]=+p[q+48>>3];p[v+56>>3]=+p[q+56>>3];p[v+64>>3]=+p[q+64>>3];p[v+72>>3]=+p[q+72>>3];p[Y>>3]=+p[q+80>>3];p[X>>3]=+p[q+88>>3];D=+p[q+96>>3];p[H>>3]=D;C=+p[q+104>>3];p[G>>3]=C;B=+p[q+112>>3];p[m>>3]=B;p[W>>3]=+p[q+120>>3];n[q>>2]=D;v=q+4|0;n[v>>2]=C;x=q+8|0;n[x>>2]=B;f[w+12>>2]=0;f[w+28>>2]=0;y=w+60|0;o=w+44|0;f[o>>2]=0;n[y>>2]=1.0;B=+p[r>>3];C=+p[V>>3];D=+p[U>>3];N=+p[T>>3];M=+p[S>>3];A=+p[R>>3];K=+p[Q>>3];J=+p[P>>3];I=+p[O>>3];F=g*B+i*C+j*D;n[w>>2]=F;E=h*B+d*C+e*D;n[w+4>>2]=E;D=l*B+k*C+c*D;n[w+8>>2]=D;C=g*N+i*M+j*A;n[w+16>>2]=C;B=h*N+d*M+e*A;n[w+20>>2]=B;A=l*N+k*M+c*A;n[w+24>>2]=A;i=g*K+i*J+j*I;n[w+32>>2]=i;j=h*K+d*J+e*I;n[w+36>>2]=j;k=l*K+k*J+c*I;n[w+40>>2]=k;t=f[q>>2]|0;f[w+48>>2]=t;v=f[v>>2]|0;f[w+52>>2]=v;x=f[x>>2]|0;f[w+56>>2]=x;g=+p[H>>3]-(f[s>>2]=t,+n[s>>2]);n[w+12>>2]=g;h=+p[G>>3]-(f[s>>2]=v,+n[s>>2]);n[w+28>>2]=h;l=+p[m>>3]-(f[s>>2]=x,+n[s>>2]);n[o>>2]=l;n[a>>2]=F;n[a+4>>2]=E;n[a+8>>2]=D;n[a+12>>2]=g;n[a+16>>2]=C;n[a+20>>2]=B;n[a+24>>2]=A;n[a+28>>2]=h;n[a+32>>2]=i;n[a+36>>2]=j;n[a+40>>2]=k;n[a+44>>2]=l;f[a+48>>2]=t;f[a+52>>2]=v;f[a+56>>2]=x;f[a+60>>2]=f[y>>2];u=z;return}function AAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0.0,n=0,o=0,q=0,r=0;r=u;u=u+16|0;k=r+8|0;n=r;h=+p[c+208>>3];if(!(h<=0.0)){i=+p[c+216>>3];if(!(i<=0.0)){l=+p[c+32>>3]-+p[c+56>>3];m=+p[c+40>>3]-+p[c+64>>3];d=+p[c+48>>3]-+p[c+72>>3];d=+L(+(l*l+(m*m+d*d)));if(d<1.0e-20){p[a>>3]=1.0;q=a+8|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+40>>3]=1.0;q=a+48|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+80>>3]=1.0;q=a+88|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+120>>3]=1.0;u=r;return}g=1.0/d;p[k>>3]=1.0;p[n>>3]=1.0;o=b[c>>0]|0;if(o<<24>>24==2){e=-g;g=+p[c+224>>3];d=2.0/i;h=2.0/h;q=13}else{d=+(f[c+736>>2]|0)/+(f[c+732>>2]|0);e=i/h;if(!(d<=e)){j=n;d=e/d}else{j=k;d=d/e}p[j>>3]=d;h=+p[k>>3]*2.0/h;d=+p[n>>3]*2.0/i;e=-g;g=+p[c+224>>3];if(!(o<<24>>24)){m=e;l=e;g=g*-2.0;i=0.0;e=h}else q=13}if((q|0)==13){m=g*e;l=0.0;g=0.0-g;i=1.0;e=h}o=a+8|0;c=a+48|0;q=a+96|0;p[a>>3]=e;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;f[o+24>>2]=0;f[o+28>>2]=0;p[a+40>>3]=d;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[a+80>>3]=m;p[a+88>>3]=l;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;p[a+112>>3]=g;p[a+120>>3]=i;u=r;return}}p[a>>3]=1.0;q=a+8|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+40>>3]=1.0;q=a+48|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+80>>3]=1.0;q=a+88|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+120>>3]=1.0;u=r;return}function BAa(a){a=a|0;var c=0,d=0,e=0,f=0,g=0.0,h=0;e=u;u=u+128|0;c=e;d=a+744|0;if(b[d>>0]&1){d=0;u=e;return d|0}xAa(c,a);g=+p[c>>3];f=a+248|0;p[c>>3]=+p[f>>3];p[f>>3]=g;f=c+8|0;g=+p[f>>3];h=a+256|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+16|0;g=+p[h>>3];f=a+264|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+24|0;g=+p[f>>3];h=a+272|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+32|0;g=+p[h>>3];f=a+280|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+40|0;g=+p[f>>3];h=a+288|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+48|0;g=+p[h>>3];f=a+296|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+56|0;g=+p[f>>3];h=a+304|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+64|0;g=+p[h>>3];f=a+312|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+72|0;g=+p[f>>3];h=a+320|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+80|0;g=+p[h>>3];f=a+328|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+88|0;g=+p[f>>3];h=a+336|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+96|0;g=+p[h>>3];f=a+344|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+104|0;g=+p[f>>3];h=a+352|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+112|0;g=+p[h>>3];f=a+360|0;p[h>>3]=+p[f>>3];p[f>>3]=g;p[a+368>>3]=+p[c+120>>3];b[d>>0]=b[d>>0]|1;d=1;u=e;return d|0}function CAa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+64|0;c=e;d=a+744|0;if(b[d>>0]&2){d=0;u=e;return d|0}zAa(c,a);g=a+376|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=c+4|0;h=f[g>>2]|0;i=a+380|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+8|0;h=f[i>>2]|0;g=a+384|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+12|0;h=f[g>>2]|0;i=a+388|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+16|0;h=f[i>>2]|0;g=a+392|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+20|0;h=f[g>>2]|0;i=a+396|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+24|0;h=f[i>>2]|0;g=a+400|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+28|0;h=f[g>>2]|0;i=a+404|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+32|0;h=f[i>>2]|0;g=a+408|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+36|0;h=f[g>>2]|0;i=a+412|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+40|0;h=f[i>>2]|0;g=a+416|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+44|0;h=f[g>>2]|0;i=a+420|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+48|0;h=f[i>>2]|0;g=a+424|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+52|0;h=f[g>>2]|0;i=a+428|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+56|0;h=f[i>>2]|0;g=a+432|0;f[i>>2]=f[g>>2];f[g>>2]=h;f[a+436>>2]=f[c+60>>2];b[d>>0]=b[d>>0]|2;d=1;u=e;return d|0}function DAa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0;k=u;u=u+128|0;h=k;i=a+744|0;j=b[i>>0]|0;e=b[a>>0]|0;if(!(j&4)){f[a+732>>2]=c;f[a+736>>2]=d;if(e<<24>>24!=2)g=7}else{if(e<<24>>24==2){j=0;u=k;return j|0}e=a+732|0;if((f[e>>2]|0)==(c|0))if((f[a+736>>2]|0)==(d|0)){j=0;u=k;return j|0}f[e>>2]=c;f[a+736>>2]=d;g=7}if((g|0)==7)b[i>>0]=j&-29;AAa(h,a);l=+p[h>>3];j=a+440|0;p[h>>3]=+p[j>>3];p[j>>3]=l;j=h+8|0;l=+p[j>>3];d=a+448|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+16|0;l=+p[d>>3];j=a+456|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+24|0;l=+p[j>>3];d=a+464|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+32|0;l=+p[d>>3];j=a+472|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+40|0;l=+p[j>>3];d=a+480|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+48|0;l=+p[d>>3];j=a+488|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+56|0;l=+p[j>>3];d=a+496|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+64|0;l=+p[d>>3];j=a+504|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+72|0;l=+p[j>>3];d=a+512|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+80|0;l=+p[d>>3];j=a+520|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+88|0;l=+p[j>>3];d=a+528|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+96|0;l=+p[d>>3];j=a+536|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+104|0;l=+p[j>>3];d=a+544|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+112|0;l=+p[d>>3];j=a+552|0;p[d>>3]=+p[j>>3];p[j>>3]=l;p[a+560>>3]=+p[h+120>>3];b[i>>0]=b[i>>0]|4;j=1;u=k;return j|0}function EAa(a){a=a|0;BAa(a)|0;return a+248|0}function FAa(a){a=a|0;CAa(a)|0;return a+376|0}function GAa(a){a=a|0;var b=0,c=0;b=u;u=u+32|0;c=b;Kha(c);DAa(a,f[c>>2]|0,f[c+4>>2]|0)|0;u=b;return a+440|0}function HAa(a,b,c){a=a|0;b=b|0;c=c|0;DAa(a,b,c)|0;return a+440|0}function IAa(a){a=a|0;var b=0,c=0;b=u;u=u+32|0;c=b;Kha(c);a=JAa(a,f[c>>2]|0,f[c+4>>2]|0)|0;u=b;return a|0}function JAa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+272|0;e=i+136|0;g=i;h=a+744|0;if(b[h>>0]&8)if(!(DAa(a,c,d)|0))if(!(BAa(a)|0)){h=a+568|0;u=i;return h|0}DAa(a,c,d)|0;BAa(a)|0;f[g>>2]=a+440;f[g+4>>2]=a+248;yAa(e,g)|0;p[a+568>>3]=+p[e>>3];p[a+576>>3]=+p[e+8>>3];p[a+584>>3]=+p[e+16>>3];p[a+592>>3]=+p[e+24>>3];p[a+600>>3]=+p[e+32>>3];p[a+608>>3]=+p[e+40>>3];p[a+616>>3]=+p[e+48>>3];p[a+624>>3]=+p[e+56>>3];p[a+632>>3]=+p[e+64>>3];p[a+640>>3]=+p[e+72>>3];p[a+648>>3]=+p[e+80>>3];p[a+656>>3]=+p[e+88>>3];p[a+664>>3]=+p[e+96>>3];p[a+672>>3]=+p[e+104>>3];p[a+680>>3]=+p[e+112>>3];p[a+688>>3]=+p[e+120>>3];b[h>>0]=b[h>>0]|8;h=a+568|0;u=i;return h|0}function KAa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0;d=u;u=u+160|0;i=d+24|0;m=d;Kha(m);LAa(JAa(b,f[m>>2]|0,f[m+4>>2]|0)|0,i);f[i+128>>2]=c;l=+p[c>>3];k=+p[c+8>>3];j=+p[c+16>>3];h=l*+p[i+8>>3]+k*+p[i+40>>3]+j*+p[i+72>>3]+ +p[i+104>>3];g=l*+p[i+16>>3]+k*+p[i+48>>3]+j*+p[i+80>>3]+ +p[i+112>>3];e=1.0/(l*+p[i+24>>3]+k*+p[i+56>>3]+j*+p[i+88>>3]+ +p[i+120>>3]);p[a>>3]=(+p[i>>3]*l+ +p[i+32>>3]*k+ +p[i+64>>3]*j+ +p[i+96>>3])*e;p[a+8>>3]=h*e;p[a+16>>3]=g*e;u=d;return}function LAa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0.0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;H=a+40|0;G=a+80|0;n=+p[G>>3];h=a+120|0;g=+p[h>>3];J=a+112|0;B=+p[J>>3];o=a+88|0;x=+p[o>>3];E=a+48|0;f=a+104|0;C=+p[f>>3];F=a+72|0;d=+p[F>>3];i=a+56|0;p[b>>3]=+p[i>>3]*(B*d-n*C)+(+p[H>>3]*(n*g-B*x)+ +p[E>>3]*(x*C-g*d));d=+p[J>>3];y=a+24|0;g=+p[y>>3];z=a+16|0;C=+p[z>>3];x=+p[h>>3];A=a+8|0;B=+p[A>>3];n=+p[f>>3];w=b+8|0;p[w>>3]=-(+p[o>>3]*(C*n-d*B)+(+p[F>>3]*(d*g-C*x)+ +p[G>>3]*(x*B-g*n)));n=+p[z>>3];g=+p[i>>3];B=+p[E>>3];x=+p[y>>3];C=+p[H>>3];d=+p[A>>3];v=b+16|0;p[v>>3]=+p[h>>3]*(B*d-n*C)+(+p[f>>3]*(n*g-B*x)+ +p[J>>3]*(x*C-g*d));d=+p[E>>3];g=+p[o>>3];C=+p[G>>3];x=+p[i>>3];B=+p[F>>3];n=+p[H>>3];u=b+24|0;p[u>>3]=-(+p[y>>3]*(C*n-d*B)+(+p[A>>3]*(d*g-C*x)+ +p[z>>3]*(x*B-g*n)));D=a+64|0;n=+p[D>>3];g=+p[f>>3];I=a+96|0;B=+p[I>>3];x=+p[F>>3];c=a+32|0;C=+p[h>>3];d=+p[o>>3];m=b+64|0;p[m>>3]=+p[H>>3]*(B*d-n*C)+(+p[i>>3]*(n*g-B*x)+ +p[c>>3]*(x*C-g*d));d=+p[I>>3];g=+p[A>>3];C=+p[a>>3];x=+p[f>>3];B=+p[y>>3];n=+p[h>>3];l=b+72|0;p[l>>3]=-(+p[F>>3]*(C*n-d*B)+(+p[o>>3]*(d*g-C*x)+ +p[D>>3]*(x*B-g*n)));n=+p[a>>3];g=+p[H>>3];B=+p[c>>3];x=+p[A>>3];C=+p[i>>3];d=+p[y>>3];k=b+80|0;p[k>>3]=+p[f>>3]*(B*d-n*C)+(+p[h>>3]*(n*g-B*x)+ +p[I>>3]*(x*C-g*d));d=+p[c>>3];g=+p[F>>3];C=+p[D>>3];x=+p[H>>3];B=+p[o>>3];n=+p[i>>3];j=b+88|0;p[j>>3]=-(+p[A>>3]*(C*n-d*B)+(+p[y>>3]*(d*g-C*x)+ +p[a>>3]*(x*B-g*n)));n=+p[o>>3];g=+p[I>>3];B=+p[h>>3];x=+p[D>>3];C=+p[J>>3];d=+p[G>>3];s=b+32|0;p[s>>3]=-(+p[c>>3]*(B*d-n*C)+(+p[E>>3]*(n*g-B*x)+ +p[i>>3]*(x*C-g*d)));d=+p[h>>3];g=+p[a>>3];C=+p[y>>3];x=+p[I>>3];B=+p[z>>3];n=+p[J>>3];r=b+40|0;p[r>>3]=+p[D>>3]*(C*n-d*B)+(+p[G>>3]*(d*g-C*x)+ +p[o>>3]*(x*B-g*n));n=+p[y>>3];g=+p[c>>3];B=+p[i>>3];x=+p[a>>3];C=+p[E>>3];d=+p[z>>3];q=b+48|0;p[q>>3]=-(+p[I>>3]*(B*d-n*C)+(+p[J>>3]*(n*g-B*x)+ +p[h>>3]*(x*C-g*d)));d=+p[i>>3];g=+p[D>>3];C=+p[o>>3];x=+p[c>>3];B=+p[G>>3];n=+p[E>>3];o=b+56|0;p[o>>3]=+p[a>>3]*(C*n-d*B)+(+p[z>>3]*(d*g-C*x)+ +p[y>>3]*(x*B-g*n));n=+p[F>>3];g=+p[J>>3];B=+p[f>>3];x=+p[G>>3];C=+p[I>>3];d=+p[D>>3];d=-(+p[E>>3]*(B*d-n*C)+(+p[c>>3]*(n*g-B*x)+ +p[H>>3]*(x*C-g*d)));i=b+96|0;p[i>>3]=d;g=+p[f>>3];C=+p[z>>3];x=+p[A>>3];B=+p[J>>3];n=+p[a>>3];t=+p[I>>3];h=b+104|0;p[h>>3]=+p[G>>3]*(x*t-g*n)+(+p[D>>3]*(g*C-x*B)+ +p[F>>3]*(B*n-C*t));t=+p[A>>3];C=+p[E>>3];n=+p[H>>3];B=+p[z>>3];x=+p[c>>3];g=+p[a>>3];g=-(+p[J>>3]*(n*g-t*x)+(+p[I>>3]*(t*C-n*B)+ +p[f>>3]*(B*x-C*g)));f=b+112|0;p[f>>3]=g;C=+p[H>>3];x=+p[G>>3];B=+p[F>>3];n=+p[E>>3];t=+p[D>>3];e=+p[c>>3];e=+p[z>>3]*(B*e-C*t)+(+p[a>>3]*(C*x-B*n)+ +p[A>>3]*(n*t-x*e));c=b+120|0;p[c>>3]=e;x=+p[b>>3];t=+p[s>>3];n=+p[m>>3];d=+p[a>>3]*x+ +p[A>>3]*t+(+p[z>>3]*n+ +p[y>>3]*d);p[b>>3]=x/d;p[w>>3]=+p[w>>3]/d;p[v>>3]=+p[v>>3]/d;p[u>>3]=+p[u>>3]/d;p[s>>3]=t/d;p[r>>3]=+p[r>>3]/d;p[q>>3]=+p[q>>3]/d;p[o>>3]=+p[o>>3]/d;p[m>>3]=n/d;p[l>>3]=+p[l>>3]/d;p[k>>3]=+p[k>>3]/d;p[j>>3]=+p[j>>3]/d;p[i>>3]=+p[i>>3]/d;p[h>>3]=+p[h>>3]/d;p[f>>3]=g/d;p[c>>3]=e/d;return}function MAa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+32|0;d=c;Kha(d);NAa(a,b,f[d>>2]|0,f[d+4>>2]|0);u=c;return}function NAa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0,k=0.0,l=0.0;h=a+732|0;i=a+736|0;if((f[h>>2]|0)==(d|0)){if((f[i>>2]|0)!=(e|0))j=3}else j=3;if((j|0)==3){f[h>>2]=d;f[i>>2]=e;if((b[a>>0]|0)!=2){j=a+744|0;b[j>>0]=b[j>>0]&-29}}i=a+744|0;if(!(b[i>>0]&16)){DAa(a,d,e)|0;k=+p[a+440>>3];l=+p[a+448>>3];g=+p[a+456>>3];g=+L(+(k*k+(l*l+g*g)));h=b[a>>0]|0;if(h<<24>>24!=2){k=+(e|0)/+(d|0);l=+p[a+216>>3]/+p[a+208>>3];if(k<=l)g=g*(l/k)}l=1.0/g;n[a+740>>2]=l;b[i>>0]=b[i>>0]|16;g=l;i=(n[s>>2]=l,f[s>>2]|0)}else{i=f[a+740>>2]|0;g=(f[s>>2]=i,+n[s>>2]);h=b[a>>0]|0}if(!(h<<24>>24)){e=JAa(a,d,e)|0;g=(+n[c+48>>2]*+p[e+24>>3]+ +n[c+52>>2]*+p[e+56>>3]+(+n[c+56>>2]*+p[e+88>>3]+ +n[c+60>>2]*+p[e+120>>3]))*(f[s>>2]=i,+n[s>>2])}n[c>>2]=g*+n[c>>2];e=c+4|0;n[e>>2]=g*+n[e>>2];e=c+8|0;n[e>>2]=g*+n[e>>2];e=c+16|0;n[e>>2]=g*+n[e>>2];e=c+20|0;n[e>>2]=g*+n[e>>2];e=c+24|0;n[e>>2]=g*+n[e>>2];e=c+32|0;n[e>>2]=g*+n[e>>2];e=c+36|0;n[e>>2]=g*+n[e>>2];c=c+40|0;n[c>>2]=g*+n[c>>2];return}function OAa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0;c=a+744|0;if(b[c>>0]&32)return;BAa(a)|0;h=+p[a+248>>3];f=+p[a+256>>3];m=+p[a+264>>3];e=+p[a+280>>3];g=+p[a+288>>3];l=+p[a+296>>3];j=+p[a+312>>3];i=+p[a+320>>3];o=+p[a+328>>3];r=g*o-l*i;q=l*j-e*o;k=e*i-g*j;d=1.0/(h*r+(m*k+f*q));n[a+696>>2]=r*d;n[a+700>>2]=(m*i-f*o)*d;n[a+704>>2]=(f*l-m*g)*d;n[a+708>>2]=q*d;n[a+712>>2]=(h*o-m*j)*d;n[a+716>>2]=(m*e-h*l)*d;n[a+720>>2]=k*d;n[a+724>>2]=(f*j-h*i)*d;n[a+728>>2]=(h*g-f*e)*d;b[c>>0]=b[c>>0]|32;return}function PAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0;OAa(a);q=+n[a+696>>2];A=+n[b>>2];p=+n[a+708>>2];B=b+4|0;z=+n[B>>2];o=+n[a+720>>2];x=b+8|0;y=+n[x>>2];l=+n[a+700>>2];k=+n[a+712>>2];j=+n[a+724>>2];h=+n[a+704>>2];f=+n[a+716>>2];d=+n[a+728>>2];w=b+16|0;u=+n[w>>2];v=b+20|0;t=+n[v>>2];r=b+24|0;s=+n[r>>2];m=b+32|0;g=+n[m>>2];i=b+36|0;e=+n[i>>2];a=b+40|0;c=+n[a>>2];n[b>>2]=q*A+p*z+o*y;n[B>>2]=A*l+z*k+y*j;n[x>>2]=A*h+z*f+y*d;n[w>>2]=q*u+p*t+o*s;n[v>>2]=l*u+k*t+j*s;n[r>>2]=h*u+f*t+d*s;n[m>>2]=q*g+p*e+o*c;n[i>>2]=l*g+k*e+j*c;n[a>>2]=h*g+f*e+d*c;return}function QAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0;OAa(a);q=+n[a+696>>2];A=+n[b>>2];p=+n[a+708>>2];B=b+4|0;z=+n[B>>2];o=+n[a+720>>2];x=b+8|0;y=+n[x>>2];l=+n[a+700>>2];k=+n[a+712>>2];j=+n[a+724>>2];h=+n[a+704>>2];f=+n[a+716>>2];d=+n[a+728>>2];w=b+12|0;u=+n[w>>2];v=b+16|0;t=+n[v>>2];r=b+20|0;s=+n[r>>2];m=b+24|0;g=+n[m>>2];i=b+28|0;e=+n[i>>2];a=b+32|0;c=+n[a>>2];n[b>>2]=q*A+p*z+o*y;n[B>>2]=A*l+z*k+y*j;n[x>>2]=A*h+z*f+y*d;n[w>>2]=q*u+p*t+o*s;n[v>>2]=l*u+k*t+j*s;n[r>>2]=h*u+f*t+d*s;n[m>>2]=q*g+p*e+o*c;n[i>>2]=l*g+k*e+j*c;n[a>>2]=h*g+f*e+d*c;return}function RAa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0,v=0.0,w=0,x=0.0,y=0.0,z=0.0,A=0,B=0.0,C=0.0,D=0.0;if((c|0)>(d|0)){f=1.0;e=+(d|0)/+(c|0)}else{f=(d|0)>(c|0)?+(c|0)/+(d|0):1.0;e=1.0}D=+n[b>>2];A=b+4|0;C=+n[A>>2];y=C*0.0;w=b+8|0;x=+n[w>>2];B=x*0.0;z=D*0.0;u=b+16|0;v=+n[u>>2];r=b+20|0;t=+n[r>>2];p=t*0.0;m=b+24|0;o=+n[m>>2];s=o*0.0;q=v*0.0;a=b+32|0;l=+n[a>>2];c=b+36|0;k=+n[c>>2];h=k*0.0;d=b+40|0;g=+n[d>>2];j=g*0.0;i=l*0.0;n[b>>2]=e*D+y+B;n[A>>2]=z+C*f+B;n[w>>2]=z+y+x;n[u>>2]=e*v+p+s;n[r>>2]=q+f*t+s;n[m>>2]=q+p+o;n[a>>2]=e*l+h+j;n[c>>2]=i+f*k+j;n[d>>2]=i+h+g;return}function SAa(a,b){a=a|0;b=b|0;var c=0;a=u;u=u+32|0;c=a;Kha(c);RAa(0,b,f[c>>2]|0,f[c+4>>2]|0);u=a;return}function TAa(a,b,c){a=a|0;b=+b;c=+c;b=b*.5;c=c*.5;p[a>>3]=b;p[a+32>>3]=0.0;p[a+64>>3]=0.0;p[a+96>>3]=b;p[a+8>>3]=0.0;p[a+40>>3]=c;p[a+72>>3]=0.0;p[a+104>>3]=c;p[a+16>>3]=0.0;p[a+48>>3]=0.0;p[a+80>>3]=.5;p[a+112>>3]=.5;p[a+24>>3]=0.0;p[a+56>>3]=0.0;p[a+88>>3]=0.0;p[a+120>>3]=1.0;return}function UAa(a,c){a=a|0;c=c|0;p[a+80>>3]=+p[c>>3];p[a+88>>3]=+p[c+8>>3];p[a+96>>3]=+p[c+16>>3];p[a+104>>3]=+p[c+24>>3];p[a+112>>3]=+p[c+32>>3];p[a+120>>3]=+p[c+40>>3];p[a+128>>3]=+p[c+48>>3];p[a+136>>3]=+p[c+56>>3];p[a+144>>3]=+p[c+64>>3];p[a+152>>3]=+p[c+72>>3];p[a+160>>3]=+p[c+80>>3];p[a+168>>3]=+p[c+88>>3];p[a+176>>3]=+p[c+96>>3];p[a+184>>3]=+p[c+104>>3];p[a+192>>3]=+p[c+112>>3];p[a+200>>3]=+p[c+120>>3];c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function VAa(){if(!(b[257160]|0))MPb(257160)|0;f[64605]=262922;if(!(b[257168]|0))MPb(257168)|0;f[64606]=262923;if(b[257144]|0){f[64607]=262921;return}if(!(MPb(257144)|0)){f[64607]=262921;return}f[64607]=262921;return}function WAa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;if(!(b[257176]|0))if(MPb(257176)|0){f[64608]=0;f[64609]=0;f[64610]=0}d=f[64609]|0;if((f[64608]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;i=a+12|0;f[i>>2]=c;return}g=d+-12|0;h=f[g>>2]|0;j=d+-8|0;i=f[j>>2]|0;d=d+-4|0;e=f[d>>2]|0;f[d>>2]=0;f[j>>2]=0;f[g>>2]=0;d=f[64609]|0;g=d+-12|0;do{d=d+-12|0;f[64609]=d;if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0);d=f[64609]|0}}while((d|0)!=(g|0));f[a>>2]=h;f[a+4>>2]=i;f[a+8>>2]=e;j=a+12|0;f[j>>2]=c;return}function XAa(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;c=a+4|0;a=f[c>>2]|0;if((a|0)==(d|0))return;do{f[c>>2]=a+-20;b=a+-16|0;a=f[a+-4>>2]|0;if(a|0)YAa(a,b);if(f[b>>2]|0){XAa(b);sOb(f[b>>2]|0)}a=f[c>>2]|0}while((a|0)!=(d|0));return}function YAa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;g=c+8|0;h=f[c>>2]|0;e=h;if((f[g>>2]|0)==(h|0))return;h=c+4|0;a=f[h>>2]|0;if((a|0)!=(e|0))do{f[h>>2]=a+-20;d=a+-16|0;a=f[a+-4>>2]|0;if(a|0)YAa(a,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}a=f[h>>2]|0}while((a|0)!=(e|0));if(!(b[257176]|0))if(MPb(257176)|0){f[64608]=0;f[64609]=0;f[64610]=0}a=f[64609]|0;if(a>>>0<(f[64610]|0)>>>0){f[a>>2]=0;e=a+4|0;f[e>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[e>>2]=f[h>>2];f[a+8>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[c>>2]=0;f[64609]=a+12;return}else{ZAa(258432,c);return}}function ZAa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;e=b;c=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));d=e;e=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=g;f[k>>2]=i;d=e;if((c|0)!=(d|0))do{c=c+-12|0;if(f[c>>2]|0){XAa(c);sOb(f[c>>2]|0)}}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function _Aa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=a+12|0;c=f[h>>2]|0;if(c|0)YAa(c,a);d=f[a>>2]|0;if(!d){c=a+4|0;d=a+8|0}else{c=a+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{f[c>>2]=e+-20;g=e+-16|0;e=f[e+-4>>2]|0;if(e|0)YAa(e,g);if(f[g>>2]|0){XAa(g);sOb(f[g>>2]|0)}e=f[c>>2]|0}while((e|0)!=(d|0));d=f[a>>2]|0}sOb(d);d=a+8|0;f[d>>2]=0;f[c>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];a=b+4|0;f[c>>2]=f[a>>2];g=b+8|0;f[d>>2]=f[g>>2];f[g>>2]=0;f[a>>2]=0;f[b>>2]=0;b=b+12|0;f[h>>2]=f[b>>2];f[b>>2]=0;return}function $Aa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257216]|0))if(MPb(257216)|0){f[64623]=0;f[64624]=0;f[64625]=0}e=f[64624]|0;if((f[64623]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64624]|0;j=h+-12|0;while(1){e=h+-12|0;f[64624]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-16-i|0)>>>4)<<4);sOb(i);e=f[64624]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function aBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257208]|0))if(MPb(257208)|0){f[64620]=0;f[64621]=0;f[64622]=0}e=f[64621]|0;if((f[64620]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64621]|0;j=h+-12|0;while(1){e=h+-12|0;f[64621]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64621]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function bBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257200]|0))if(MPb(257200)|0){f[64617]=0;f[64618]=0;f[64619]=0}e=f[64618]|0;if((f[64617]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64618]|0;j=h+-12|0;while(1){e=h+-12|0;f[64618]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-32-i|0)>>>5)<<5);sOb(i);e=f[64618]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function cBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257192]|0))if(MPb(257192)|0){f[64614]=0;f[64615]=0;f[64616]=0}e=f[64615]|0;if((f[64614]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64615]|0;j=h+-12|0;while(1){e=h+-12|0;f[64615]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-24-i|0)>>>0)/24|0)*24|0);sOb(i);e=f[64615]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function dBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257184]|0))if(MPb(257184)|0){f[64611]=0;f[64612]=0;f[64613]=0}e=f[64612]|0;if((f[64611]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64612]|0;j=h+-12|0;while(1){e=h+-12|0;f[64612]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64612]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function eBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;q=z+16|0;s=z;x=z+36|0;y=z+32|0;h=z+40|0;f[x>>2]=b;f[y>>2]=c;d=a+36|0;e=a+40|0;c=f[e>>2]|0;t=c-(f[d>>2]|0)>>2;v=a+20|0;w=a+24|0;b=(f[w>>2]|0)-(f[v>>2]|0)>>4;f[h>>2]=b;if((f[a+44>>2]|0)==(c|0))fBa(d,h);else{f[c>>2]=b;f[e>>2]=c+4}n=a+56|0;o=f[n>>2]|0;if(o>>>0<(f[a+60>>2]|0)>>>0){e=f[x>>2]|0;b=f[y>>2]|0;p[o+24>>3]=-1.0;g=+p[e>>3];p[q>>3]=g;m=+p[e+8>>3];h=q+8|0;p[h>>3]=m;p[s>>3]=g;i=s+8|0;p[i>>3]=m;if(b>>>0>1){c=1;while(1){j=+p[e+(c<<4)>>3];if(j<g){d=q;r=9}else if(j>+p[s>>3]){d=s;r=9}if((r|0)==9){r=0;p[d>>3]=j}g=+p[e+(c<<4)+8>>3];if(g<+p[h>>3]){d=q;r=12}else if(g>+p[i>>3]){d=s;r=12}if((r|0)==12){r=0;p[d+8>>3]=g}c=c+1|0;if((c|0)==(b|0))break;g=+p[q>>3]}l=+p[q>>3];k=+p[s>>3];j=+p[h>>3];g=+p[i>>3]}else{l=g;k=g;j=m;g=m}m=(k-l)*.5;k=(g-j)*.5;p[o>>3]=l+m;p[o+8>>3]=j+k;p[o+16>>3]=k*k+m*m;f[n>>2]=o+32}else{gBa(a+52|0,x,y);b=f[y>>2]|0}if(!b){hBa(a,a,t);u=z;return}i=a+28|0;h=0;do{c=f[x>>2]|0;d=c+(h<<4)|0;e=f[w>>2]|0;if((e|0)==(f[i>>2]|0)){iBa(v,d);b=f[y>>2]|0}else{p[e>>3]=+p[d>>3];p[e+8>>3]=+p[c+(h<<4)+8>>3];f[w>>2]=e+16}h=h+1|0}while(h>>>0<b>>>0);hBa(a,a,t);u=z;return}function fBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function gBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+32|0;r=C+16|0;t=C;B=a+4|0;d=f[B>>2]|0;i=f[a>>2]|0;w=d-i>>5;e=w+1|0;z=i;g=d;if(e>>>0>134217727)AMb(a);A=a+8|0;y=(f[A>>2]|0)-i|0;i=y>>4;i=y>>5>>>0<67108863?(i>>>0<e>>>0?e:i):134217727;do if(!i)v=0;else if(i>>>0>134217727)vd();else{v=pOb(i<<5)|0;break}while(0);x=v+(w<<5)|0;e=x;y=v+(i<<5)|0;n=f[b>>2]|0;c=f[c>>2]|0;p[v+(w<<5)+24>>3]=-1.0;h=+p[n>>3];p[r>>3]=h;m=+p[n+8>>3];o=r+8|0;p[o>>3]=m;p[t>>3]=h;q=t+8|0;p[q>>3]=m;if(c>>>0>1){i=1;while(1){j=+p[n+(i<<4)>>3];if(j<h){b=r;s=11}else if(j>+p[t>>3]){b=t;s=11}if((s|0)==11){s=0;p[b>>3]=j}h=+p[n+(i<<4)+8>>3];if(h<+p[o>>3]){b=r;s=14}else if(h>+p[q>>3]){b=t;s=14}if((s|0)==14){s=0;p[b+8>>3]=h}i=i+1|0;if((i|0)==(c|0))break;h=+p[r>>3]}l=+p[r>>3];k=+p[t>>3];j=+p[o>>3];h=+p[q>>3]}else{l=h;k=h;j=m;h=m}m=(k-l)*.5;k=(h-j)*.5;p[x>>3]=l+m;p[v+(w<<5)+8>>3]=j+k;p[v+(w<<5)+16>>3]=k*k+m*m;i=x+32|0;if((g|0)!=(z|0)){d=x;do{w=g;g=g+-32|0;p[d+-32>>3]=+p[g>>3];p[d+-24>>3]=+p[w+-24>>3];x=d+-16|0;w=w+-16|0;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];f[x+8>>2]=f[w+8>>2];f[x+12>>2]=f[w+12>>2];d=e+-32|0;e=d}while((g|0)!=(z|0));d=f[a>>2]|0}f[a>>2]=e;f[B>>2]=i;f[A>>2]=y;if(!d){u=C;return}sOb(d);u=C;return}function hBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;j=p;l=p+4|0;f[j>>2]=c;f[l>>2]=-1;o=l+4|0;WAa(o,f[64605]|0);m=b+4|0;e=f[m>>2]|0;n=b+8|0;g=f[n>>2]|0;if((e|0)==(g|0)){d=e;c=e}else{h=l+8|0;i=l+12|0;d=e;while(1){if(jBa(a,c,f[d>>2]|0)|0){if((f[l>>2]|0)==-1)f[l>>2]=f[j>>2];c=f[h>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=f[d>>2];q=c+4|0;e=d+4|0;f[q>>2]=0;r=c+8|0;f[r>>2]=0;f[c+12>>2]=0;f[q>>2]=f[e>>2];q=d+8|0;f[r>>2]=f[q>>2];r=d+12|0;f[c+12>>2]=f[r>>2];f[r>>2]=0;f[q>>2]=0;f[e>>2]=0;e=d+16|0;f[c+16>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=(f[h>>2]|0)+20}else kBa(o,d);f[d>>2]=-1}d=d+20|0;if((d|0)==(g|0))break;c=f[j>>2]|0}d=f[m>>2]|0;c=f[n>>2]|0}e=(d|0)==(c|0);a:do if((f[l>>2]|0)==-1){do if(!e){while(1){if(jBa(a,f[d>>2]|0,f[j>>2]|0)|0){k=41;break}d=d+20|0;if((d|0)==(c|0)){k=42;break}}if((k|0)==41){hBa(a,d,f[j>>2]|0);break a}else if((k|0)==42){c=f[n>>2]|0;break}}while(0);if(c>>>0<(f[b+12>>2]|0)>>>0){f[c>>2]=f[j>>2];WAa(c+4|0,f[64605]|0);f[n>>2]=(f[n>>2]|0)+20;break}else{lBa(m,j);break}}else{do if(e)g=c;else{e=d;while(1){if((f[e>>2]|0)==-1)break;e=e+20|0;if((e|0)==(c|0)){k=19;break}}if((k|0)==19){g=c;break}g=e;if((e|0)!=(c|0)){d=g;b:while(1){do{h=d;e=h+20|0;d=e;if((e|0)==(c|0))break b;e=f[e>>2]|0}while((e|0)==-1);r=g;f[r>>2]=e;_Aa(r+4|0,h+24|0);g=r+20|0}d=f[m>>2]|0;c=f[n>>2]|0}}while(0);d=d+(((g-d|0)/20|0)*20|0)|0;if((c|0)==(g|0))d=c;else{e=d+(((c-g|0)/20|0)*20|0)|0;if((e|0)!=(c|0)){do{f[d>>2]=f[e>>2];_Aa(d+4|0,e+4|0);e=e+20|0;d=d+20|0}while((e|0)!=(c|0));c=f[n>>2]|0}if((c|0)==(d|0))d=c;else do{f[n>>2]=c+-20;e=c+-16|0;c=f[c+-4>>2]|0;if(c|0)YAa(c,e);if(f[e>>2]|0){XAa(e);sOb(f[e>>2]|0)}c=f[n>>2]|0}while((c|0)!=(d|0))}if(d>>>0<(f[b+12>>2]|0)>>>0){f[d>>2]=f[l>>2];r=d+4|0;f[r>>2]=0;q=d+8|0;f[q>>2]=0;f[d+12>>2]=0;f[r>>2]=f[o>>2];r=l+8|0;f[q>>2]=f[r>>2];q=l+12|0;f[d+12>>2]=f[q>>2];f[q>>2]=0;f[r>>2]=0;f[o>>2]=0;r=l+16|0;f[d+16>>2]=f[r>>2];f[r>>2]=0;f[n>>2]=(f[n>>2]|0)+20;break}else{kBa(m,l);break}}while(0);d=f[l+16>>2]|0;if(d|0)YAa(d,o);if(!(f[o>>2]|0)){u=p;return}XAa(o);sOb(f[o>>2]|0);u=p;return}function iBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;p[c>>3]=+p[b>>3];p[g+(h<<4)+8>>3]=+p[b+8>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;while(1){h=d;d=d+-16|0;p[e+-16>>3]=+p[d>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-16|0}c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function jBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0;e=f[a+52>>2]|0;j=+p[e+(b<<5)>>3]-+p[e+(c<<5)>>3];i=+p[e+(b<<5)+8>>3]-+p[e+(c<<5)+8>>3];d=e+(b<<5)+24|0;g=+p[d>>3];if(g==-1.0){h=+L(+(+p[e+(b<<5)+16>>3]));p[d>>3]=h}else h=g;d=e+(c<<5)+24|0;g=+p[d>>3];if(g==-1.0){g=+L(+(+p[e+(c<<5)+16>>3]));p[d>>3]=g}h=h+g;if(!(j*j+i*i<=h*h)){a=0;return a|0}l=f[a+36>>2]|0;e=f[l+(b<<2)>>2]|0;k=f[a+20>>2]|0;o=k+(e<<4)|0;n=f[l+(c<<2)>>2]|0;q=k+(n<<4)|0;m=(f[a+40>>2]|0)-l>>2;d=b+1|0;b=k;if((m|0)==(d|0))d=(f[a+24>>2]|0)-b>>4;else d=f[l+(d<<2)>>2]|0;k=d-e|0;d=c+1|0;if((m|0)==(d|0))d=(f[a+24>>2]|0)-b>>4;else d=f[l+(d<<2)>>2]|0;e=d-n|0;if(!k){a=0;return a|0}else d=0;while(1){if(Cib(q,e,o+(d<<4)|0)|0){d=1;e=15;break}d=d+1|0;if(d>>>0>=k>>>0){d=0;e=15;break}}if((e|0)==15)return d|0;return 0}function kBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*20|0)+12>>2]=0;f[g+(h*20|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*20|0)+8>>2]=f[l>>2];m=b+12|0;f[g+(h*20|0)+12>>2]=f[m>>2];f[m>>2]=0;f[l>>2]=0;f[c>>2]=0;b=b+16|0;f[g+(h*20|0)+16>>2]=f[b>>2];f[b>>2]=0;h=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{m=c;c=c+-20|0;f[d+-20>>2]=f[c>>2];g=d+-16|0;l=m+-16|0;f[g>>2]=0;n=d+-12|0;f[n>>2]=0;f[d+-8>>2]=0;f[g>>2]=f[l>>2];g=m+-12|0;f[n>>2]=f[g>>2];n=m+-8|0;f[d+-8>>2]=f[n>>2];f[n>>2]=0;f[g>>2]=0;f[l>>2]=0;m=m+-4|0;f[d+-4>>2]=f[m>>2];f[m>>2]=0;d=e+-20|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=c+-16|0;e=f[c+-4>>2]|0;c=c+-20|0;if(e|0)YAa(e,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function lBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[d>>2]=f[b>>2];WAa(g+(h*20|0)+4|0,f[64605]|0);h=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{g=c;c=c+-20|0;f[d+-20>>2]=f[c>>2];m=d+-16|0;l=g+-16|0;f[m>>2]=0;n=d+-12|0;f[n>>2]=0;f[d+-8>>2]=0;f[m>>2]=f[l>>2];m=g+-12|0;f[n>>2]=f[m>>2];n=g+-8|0;f[d+-8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[l>>2]=0;g=g+-4|0;f[d+-4>>2]=f[g>>2];f[g>>2]=0;d=e+-20|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=c+-16|0;e=f[c+-4>>2]|0;c=c+-20|0;if(e|0)YAa(e,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function mBa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0;D=u;u=u+32|0;C=D;h=f[c>>2]|0;i=f[a+36>>2]|0;j=f[i+(h<<2)>>2]|0;g=f[a+20>>2]|0;z=g+(j<<4)|0;h=h+1|0;if(((f[a+40>>2]|0)-i>>2|0)==(h|0))g=(f[a+24>>2]|0)-g>>4;else g=f[i+(h<<2)>>2]|0;A=g-j|0;i=a+68|0;j=a+72|0;h=f[j>>2]|0;B=(h-(f[i>>2]|0)|0)/24|0;a:do if(A|0){k=b+32|0;l=b+56|0;n=b+80|0;o=b+40|0;q=b+64|0;r=b+88|0;s=C+8|0;t=b+48|0;v=b+72|0;w=b+96|0;x=C+16|0;y=a+76|0;g=0;while(1){G=z+(g<<4)|0;F=+p[G>>3];E=+p[G+8>>3];m=+p[k>>3]+F*+p[l>>3]+E*+p[n>>3];p[C>>3]=m;p[s>>3]=+p[o>>3]+F*+p[q>>3]+E*+p[r>>3];p[x>>3]=+p[t>>3]+F*+p[v>>3]+E*+p[w>>3];if(h>>>0<(f[y>>2]|0)>>>0){p[h>>3]=m;p[h+8>>3]=+p[s>>3];p[h+16>>3]=+p[x>>3];f[j>>2]=h+24}else oBa(i,C);g=g+1|0;if((g|0)==(A|0))break a;h=f[j>>2]|0}}while(0);j=a+84|0;g=d?0-A|0:A;f[C>>2]=g;k=a+88|0;h=f[k>>2]|0;l=a+92|0;if(h>>>0<(f[l>>2]|0)>>>0){f[h>>2]=g;f[k>>2]=h+4}else pBa(j,C);if((A|0)>0){g=0;do{i=g+B|0;f[C>>2]=i;h=f[k>>2]|0;if(h>>>0<(f[l>>2]|0)>>>0){f[h>>2]=i;f[k>>2]=h+4}else pBa(j,C);g=g+1|0}while((g|0)!=(A|0))}g=f[c+4>>2]|0;i=f[c+8>>2]|0;if((g|0)==(i|0)){u=D;return}h=d^1;do{mBa(a,b,g,h,e);g=g+20|0}while((g|0)!=(i|0));u=D;return}function nBa(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;h=a+4|0;l=f[h>>2]|0;g=a+8|0;b=f[g>>2]|0;if(l>>>0<b>>>0){p[l>>3]=+p[c>>3];p[l+8>>3]=+p[c+8>>3];p[l+16>>3]=+p[c+16>>3];l=l+24|0;f[h>>2]=l}else{oBa(a,c);l=f[h>>2]|0;b=f[g>>2]|0}if(l>>>0<b>>>0){p[l>>3]=+p[d>>3];p[l+8>>3]=+p[d+8>>3];p[l+16>>3]=+p[d+16>>3];l=l+24|0;f[h>>2]=l}else{oBa(a,d);l=f[h>>2]|0;b=f[g>>2]|0}if(l>>>0<b>>>0){p[l>>3]=+p[e>>3];p[l+8>>3]=+p[e+8>>3];p[l+16>>3]=+p[e+16>>3];f[h>>2]=l+24;return}else{oBa(a,e);return}}function oBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function pBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function qBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;rBa(a)|0;c=a+1235|0;if((b[c>>0]|0)!=1){b[c>>0]=1;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,1,f[a+1352>>2]|0)}}c=f[a+1348>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1340|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1328>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1320|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1308>>2]|0;if(c|0){d=a+1312|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1296>>2]|0;if(c|0){d=a+1300|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1284>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1276|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1264>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1256|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1244>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1236|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1216>>2]|0;if(c|0){d=a+1220|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1204>>2]|0;if(c|0){d=a+1208|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}d=f[a+1192>>2]|0;if(d|0){e=a+1196|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d)}c=f[a+1180>>2]|0;if(c|0){d=a+1184|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}e=f[a+1168>>2]|0;if(e|0){c=a+1172|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);sOb(e)}c=f[a+1156>>2]|0;if(c|0){d=a+1160|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+1144>>2]|0;if(c|0){d=a+1148|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+1132>>2]|0;if(c|0){d=a+1136|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-16-c|0)>>>4)<<4);sOb(c)}h=a+1120|0;c=f[h>>2]|0;if(c|0){i=a+1124|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[i>>2]=e;g=f[d+-4>>2]|0;if(g|0)tBa(g,e);g=f[e>>2]|0;if(g|0){d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[i>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+1108>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1100|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1088>>2]|0;if(c|0){d=a+1092|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-16-c|0)>>>4)<<4);sOb(c)}c=f[a+1076>>2]|0;if(c|0){d=a+1080|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}h=a+1064|0;c=f[h>>2]|0;if(c|0){i=a+1068|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[i>>2]=e;g=f[d+-4>>2]|0;if(g|0)uBa(g,e);g=f[e>>2]|0;if(g|0){d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g)}d=f[i>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+16>>2]|0;if(c|0)iOb(c);c=f[a+8>>2]|0;if(!c)return;iOb(c);return}function rBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+1228|0;if(!(f[c>>2]|0)){a=0;return a|0}f[c>>2]=0;b[a+1233>>0]=0;xBa(a);g=f[a+1064>>2]|0;h=a+1068|0;c=f[h>>2]|0;if((c|0)!=(g|0))do{d=c+-16|0;f[h>>2]=d;e=f[c+-4>>2]|0;if(e|0)uBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}c=f[h>>2]|0}while((c|0)!=(g|0));a=YRa(f[a>>2]|0)|0;a=(f[a>>2]|0)!=(f[a+4>>2]|0);return a|0}function sBa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o;k=o+24|0;e=f[a>>2]|0;n=a+4|0;l=f[n>>2]|0;if((e|0)==(l|0)){u=o;return}i=c&1;h=j+16|0;do{g=e+16|0;c=f[g>>2]|0;if(c|0){b[j>>0]=i;f[k>>2]=d;xh[f[(f[c>>2]|0)+24>>2]&127](c,j,k);if(b[e+24>>0]|0){f[h>>2]=0;c=f[g>>2]|0;if((e|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[g>>2]=0;c=f[h>>2]|0;do if(!c){f[g>>2]=0;m=15}else if((j|0)==(c|0)){f[g>>2]=e;m=f[h>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[g>>2]=c;f[h>>2]=0;c=0;g=0;break}while(0);if((m|0)==15){m=0;g=f[h>>2]|0;c=g}if((j|0)==(c|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}e=e+32|0}while((e|0)!=(l|0));c=f[n>>2]|0;if((f[a>>2]|0)==(c|0)){u=o;return}while(1){if(!(f[c+-16>>2]|0)){e=c;g=0;h=0}else{m=30;break}c=c+-32|0;while(1){m=e+-32|0;f[n>>2]=m;if((m|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[n>>2]|0;if((e|0)==(c|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(c|0)){m=30;break}}if((m|0)==30){u=o;return}}function tBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257208]|0))if(MPb(257208)|0){f[64620]=0;f[64621]=0;f[64622]=0}a=f[64621]|0;if(a>>>0<(f[64622]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64621]=a+12;return}else{wBa(258480,c);return}}function uBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-32-a|0)>>>5)<<5);if(!(b[257224]|0))if(MPb(257224)|0){f[64626]=0;f[64627]=0;f[64628]=0}a=f[64627]|0;if(a>>>0<(f[64628]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64627]=a+12;return}else{vBa(258504,c);return}}function vBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function wBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function xBa(a){a=a|0;var b=0,c=0,d=0,e=0;e=a+1332|0;if(f[e>>2]|0){c=a+1328|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1324>>2]|0;if(c|0){d=a+1320|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}b=f[a+1308>>2]|0;c=a+1312|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);e=a+1248|0;if(f[e>>2]|0){c=a+1244|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1240>>2]|0;if(c|0){d=a+1236|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}e=a+1268|0;if(f[e>>2]|0){c=a+1264|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1260>>2]|0;if(c|0){d=a+1256|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}e=a+1288|0;if(f[e>>2]|0){c=a+1284|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1280>>2]|0;if(c|0){d=a+1276|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}c=a+1348|0;b=f[c>>2]|0;if(b|0)do{kJa(f[b+8>>2]|0);b=f[b>>2]|0}while((b|0)!=0);e=a+1352|0;if(!(f[e>>2]|0))return;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;d=f[a+1344>>2]|0;if(d|0){c=a+1340|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function yBa(a){a=a|0;var c=0,d=0;c=rBa(a)|0;d=a+1235|0;if((b[d>>0]|0)==1)return c|0;b[d>>0]=1;if(!(b[a+1234>>0]|0))return c|0;d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,1,f[a+1352>>2]|0);return c|0}function zBa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;f[a>>2]=c;c=a+4|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;eAa(a+24|0);c=a+776|0;n[c>>2]=-1.0;n[a+780>>2]=0.0;n[a+784>>2]=0.0;n[a+788>>2]=1.0;n[a+792>>2]=0.0;n[a+796>>2]=-1.0;n[a+800>>2]=0.0;n[a+804>>2]=1.0;n[a+808>>2]=0.0;n[a+812>>2]=0.0;n[a+816>>2]=-1.0;n[a+820>>2]=1.0;f[a+824>>2]=1065353216;f[a+828>>2]=0;f[a+832>>2]=0;f[a+836>>2]=1065353216;f[a+840>>2]=0;f[a+844>>2]=1065353216;f[a+848>>2]=0;f[a+852>>2]=1065353216;f[a+856>>2]=0;f[a+860>>2]=0;f[a+864>>2]=1065353216;f[a+868>>2]=1065353216;ABa(c);b[a+1040>>0]=0;c=a+1116|0;g=a+1048|0;h=g+68|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;c=a+1120|0;e=a+1235|0;g=c;h=g+112|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));d[c+112>>1]=0;b[c+114>>0]=0;b[e>>0]=1;c=a+1236|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1252>>2]=1.0;c=a+1256|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1272>>2]=1.0;c=a+1276|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1292>>2]=1.0;c=a+1336|0;g=a+1296|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;h=a+1340|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[a+1356>>2]=1.0;a=a+1360|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function ABa(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=a+12|0;n[v>>2]=-+n[v>>2];b=+n[a>>2];c=+K(+b);n[a+96>>2]=c;v=a+4|0;c=+n[v>>2];d=+K(+c);n[a+100>>2]=d;u=a+8|0;d=+n[u>>2];g=+K(+d);n[a+104>>2]=g;n[a+168>>2]=b>=0.0?1.0:-1.0;n[a+172>>2]=c>=0.0?1.0:-1.0;n[a+176>>2]=d>=0.0?1.0:-1.0;t=a+28|0;n[t>>2]=-+n[t>>2];t=a+16|0;d=+n[t>>2];c=+K(+d);n[a+108>>2]=c;s=a+20|0;c=+n[s>>2];b=+K(+c);n[a+112>>2]=b;r=a+24|0;b=+n[r>>2];g=+K(+b);n[a+116>>2]=g;n[a+180>>2]=d>=0.0?1.0:-1.0;n[a+184>>2]=c>=0.0?1.0:-1.0;n[a+188>>2]=b>=0.0?1.0:-1.0;q=a+44|0;n[q>>2]=-+n[q>>2];q=a+32|0;b=+n[q>>2];c=+K(+b);n[a+120>>2]=c;p=a+36|0;c=+n[p>>2];d=+K(+c);n[a+124>>2]=d;o=a+40|0;d=+n[o>>2];g=+K(+d);n[a+128>>2]=g;n[a+192>>2]=b>=0.0?1.0:-1.0;n[a+196>>2]=c>=0.0?1.0:-1.0;n[a+200>>2]=d>=0.0?1.0:-1.0;m=a+60|0;n[m>>2]=-+n[m>>2];m=a+48|0;d=+n[m>>2];c=+K(+d);n[a+132>>2]=c;l=a+52|0;c=+n[l>>2];b=+K(+c);n[a+136>>2]=b;k=a+56|0;b=+n[k>>2];g=+K(+b);n[a+140>>2]=g;n[a+204>>2]=d>=0.0?1.0:-1.0;n[a+208>>2]=c>=0.0?1.0:-1.0;n[a+212>>2]=b>=0.0?1.0:-1.0;j=a+76|0;n[j>>2]=-+n[j>>2];j=a+64|0;b=+n[j>>2];c=+K(+b);n[a+144>>2]=c;i=a+68|0;c=+n[i>>2];d=+K(+c);n[a+148>>2]=d;h=a+72|0;d=+n[h>>2];g=+K(+d);n[a+152>>2]=g;n[a+216>>2]=b>=0.0?1.0:-1.0;n[a+220>>2]=c>=0.0?1.0:-1.0;n[a+224>>2]=d>=0.0?1.0:-1.0;w=a+92|0;n[w>>2]=-+n[w>>2];d=+n[a+80>>2];c=+K(+d);n[a+156>>2]=c;c=+n[a+84>>2];b=+K(+c);n[a+160>>2]=b;b=+n[a+88>>2];g=+K(+b);n[a+164>>2]=g;n[a+228>>2]=d>=0.0?1.0:-1.0;n[a+232>>2]=c>=0.0?1.0:-1.0;n[a+236>>2]=b>=0.0?1.0:-1.0;g=+n[a>>2];f=+n[v>>2];e=+n[u>>2];e=g*g+(f*f+e*e);n[a+240>>2]=e==0.0?0.0:1.0/e;e=+n[t>>2];f=+n[s>>2];g=+n[r>>2];g=e*e+(f*f+g*g);n[a+244>>2]=g==0.0?0.0:1.0/g;g=+n[q>>2];f=+n[p>>2];e=+n[o>>2];e=g*g+(f*f+e*e);n[a+248>>2]=e==0.0?0.0:1.0/e;e=+n[m>>2];f=+n[l>>2];g=+n[k>>2];g=e*e+(f*f+g*g);n[a+252>>2]=g==0.0?0.0:1.0/g;g=+n[j>>2];f=+n[i>>2];e=+n[h>>2];e=g*g+(f*f+e*e);n[a+256>>2]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);n[a+260>>2]=b==0.0?0.0:1.0/b;return}function BBa(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0;w=u;u=u+32|0;k=w+8|0;s=w;t=YRa(f[a>>2]|0)|0;b=f[t>>2]|0;t=f[t+4>>2]|0;if((b|0)==(t|0)){u=w;return}v=a+1068|0;l=a+1072|0;m=k+4|0;n=k+8|0;o=k+12|0;q=k+8|0;r=k+16|0;j=a+1064|0;do{e=b+4|0;if((f[b>>2]|0)!=(f[e>>2]|0)){CBa(k,f[64607]|0);a=f[v>>2]|0;if(a>>>0<(f[l>>2]|0)>>>0){f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;f[a>>2]=f[k>>2];f[i>>2]=f[m>>2];f[a+8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[k>>2]=0;f[a+12>>2]=f[o>>2];f[o>>2]=0;f[v>>2]=(f[v>>2]|0)+16}else{DBa(j,k);a=f[o>>2]|0;if(a|0)uBa(a,k)}a=f[k>>2]|0;if(a|0){c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a)}a=f[v>>2]|0;i=a+-16|0;c=f[b>>2]|0;g=f[e>>2]|0;if((c|0)!=(g|0)){h=a+-12|0;e=a+-8|0;a=c;do{d=+p[a>>3];z=+p[a+8>>3];y=+p[a+16>>3];x=1.0/+L(+(d*d+(z*z+y*y)));d=d*x;p[k>>3]=d;p[q>>3]=z*x;p[r>>3]=y*x;p[s>>3]=x*+p[a+24>>3];c=f[h>>2]|0;if(c>>>0<(f[e>>2]|0)>>>0){p[c>>3]=d;p[c+8>>3]=+p[q>>3];p[c+16>>3]=+p[r>>3];p[c+24>>3]=+p[s>>3];f[h>>2]=c+32}else EBa(i,k,s);a=a+32|0}while((a|0)!=(g|0))}}b=b+12|0}while((b|0)!=(t|0));u=w;return}function CBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257224]|0))if(MPb(257224)|0){f[64626]=0;f[64627]=0;f[64628]=0}e=f[64627]|0;if((f[64626]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64627]|0;j=h+-12|0;while(1){e=h+-12|0;f[64627]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-32-i|0)>>>5)<<5);sOb(i);e=f[64627]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function DBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=(f[j>>2]|0)-c>>4;d=h+1|0;if(d>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>3;c=i>>4>>>0<134217727?(c>>>0<d>>>0?d:c):268435455;do if(!c)g=0;else if(c>>>0>268435455)vd();else{g=pOb(c<<4)|0;break}while(0);d=g+(h<<4)|0;e=d;i=g+(c<<4)|0;f[g+(h<<4)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h<<4)+4>>2]=f[c>>2];l=b+8|0;f[g+(h<<4)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;b=b+12|0;f[g+(h<<4)+12>>2]=f[b>>2];f[b>>2]=0;g=d+16|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b}else{do{h=d+-16|0;l=c;c=c+-16|0;f[h>>2]=0;m=d+-12|0;f[m>>2]=0;f[d+-8>>2]=0;f[h>>2]=f[c>>2];h=l+-12|0;f[m>>2]=f[h>>2];m=l+-8|0;f[d+-8>>2]=f[m>>2];f[m>>2]=0;f[h>>2]=0;f[c>>2]=0;l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;d=e+-16|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((b|0)!=(g|0))do{d=b;b=b+-16|0;c=f[d+-4>>2]|0;if(c|0)uBa(c,b);e=f[b>>2]|0;if(e|0){c=d+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}}while((b|0)!=(g|0));if(!h)return;sOb(h);return}function EBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;e=f[m>>2]|0;n=f[a>>2]|0;i=e-n>>5;d=i+1|0;k=n;if(d>>>0>134217727)AMb(a);l=a+8|0;j=(f[l>>2]|0)-n|0;g=j>>4;g=j>>5>>>0<67108863?(g>>>0<d>>>0?d:g):134217727;do if(!g)h=0;else if(g>>>0>134217727)vd();else{h=pOb(g<<5)|0;break}while(0);d=h+(i<<5)|0;j=h+(g<<5)|0;p[d>>3]=+p[b>>3];p[h+(i<<5)+8>>3]=+p[b+8>>3];p[h+(i<<5)+16>>3]=+p[b+16>>3];p[h+(i<<5)+24>>3]=+p[c>>3];c=d+32|0;if((e|0)!=(k|0)){b=e+-32-n|0;g=d;while(1){i=e;e=e+-32|0;p[g+-32>>3]=+p[e>>3];p[g+-24>>3]=+p[i+-24>>3];p[g+-16>>3]=+p[i+-16>>3];p[g+-8>>3]=+p[i+-8>>3];if((e|0)==(k|0))break;else g=g+-32|0}d=d+(~(b>>>5)<<5)|0}f[a>>2]=d;f[m>>2]=c;f[l>>2]=j;if(!n)return;sOb(n);return}function FBa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;t=u;u=u+272|0;s=t;if(!(f[c>>2]|0))if(!(f[d>>2]|0)){h=rBa(a)|0;g=a+1235|0;if((b[g>>0]|0)==1){a=h;u=t;return a|0}b[g>>0]=1;if(!(b[a+1234>>0]|0)){a=h;u=t;return a|0}s=(zQa(f[a>>2]|0)|0)+140|0;sBa(s,1,f[a+1352>>2]|0);a=h;u=t;return a|0}if(e<0.0){h=f[a>>2]|0;if(g)xEa(h,1,0,0,s);else _Ra(h,s,s+12|0)|0;i=+n[s>>2];j=+n[s+12>>2];if(!(i<=j))e=0.0;else{k=+n[s+4>>2];l=+n[s+16>>2];if(!(k<=l))e=0.0;else{m=+n[s+8>>2];o=+n[s+20>>2];if(!(m<=o))e=0.0;else{j=j-i;l=l-k;o=o-m;e=+L(+(j*j+(l*l+o*o)))/-e}}}}e=e>0.0?e:0.0;q=a+1228|0;h=f[q>>2]|0;switch(h|0){case 1:{f[q>>2]=2;r=16;break}case 2:{r=16;break}default:g=0}if((r|0)==16){if((f[c>>2]|0)==(f[a+4>>2]|0))if((f[d>>2]|0)==(f[a+12>>2]|0))if(!(e!=+p[a+1048>>3])){a=0;u=t;return a|0}g=rBa(a)|0;h=f[q>>2]|0}if(h|0){a=g;u=t;return a|0}h=f[c>>2]|0;g=f[c+4>>2]|0;if(g|0)gOb(g);f[a+4>>2]=h;c=a+8|0;h=f[c>>2]|0;f[c>>2]=g;if(h|0)iOb(h);h=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[a+12>>2]=h;d=a+16|0;h=f[d>>2]|0;f[d>>2]=g;if(h|0)iOb(h);b[a+1040>>0]=e!=0.0&1;p[a+1048>>3]=e;h=a+24|0;bR(h,a9a(AQa(f[a>>2]|0)|0)|0)|0;h=IAa(h)|0;D=+p[h>>3];z=+p[h+8>>3];v=+p[h+16>>3];e=+p[h+24>>3];C=+p[h+32>>3];y=+p[h+40>>3];i=+p[h+48>>3];j=+p[h+56>>3];B=+p[h+64>>3];x=+p[h+72>>3];k=+p[h+80>>3];l=+p[h+88>>3];A=+p[h+96>>3];w=+p[h+104>>3];m=+p[h+112>>3];o=+p[h+120>>3];n[s>>2]=e-D;n[s+4>>2]=j-C;n[s+8>>2]=l-B;n[s+12>>2]=o-A;n[s+16>>2]=e-z;n[s+20>>2]=j-y;n[s+24>>2]=l-x;n[s+28>>2]=o-w;n[s+32>>2]=e-v;n[s+36>>2]=j-i;n[s+40>>2]=l-k;n[s+44>>2]=o-m;n[s+48>>2]=D+e;n[s+52>>2]=C+j;n[s+56>>2]=B+l;n[s+60>>2]=A+o;n[s+64>>2]=z+e;n[s+68>>2]=y+j;n[s+72>>2]=x+l;n[s+76>>2]=w+o;n[s+80>>2]=v+e;n[s+84>>2]=i+j;n[s+88>>2]=k+l;n[s+92>>2]=m+o;ABa(s);GBa(a+776|0,s)|0;f[q>>2]=2;h=a+1235|0;if(b[h>>0]|0){b[h>>0]=0;if(b[a+1234>>0]|0){s=(zQa(f[a>>2]|0)|0)+140|0;sBa(s,0,f[a+1352>>2]|0)}}h=a+1232|0;if(!(b[h>>0]|0)){b[h>>0]=1;Hha(939,a,4)}a=YRa(f[a>>2]|0)|0;a=(f[a>>2]|0)!=(f[a+4>>2]|0);u=t;return a|0}function GBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=f[b>>2]|0;f[b>>2]=f[a>>2];f[a>>2]=c;c=b+4|0;e=f[c>>2]|0;d=a+4|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+8|0;e=f[d>>2]|0;c=a+8|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+12|0;e=f[c>>2]|0;d=a+12|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=a+16|0;e=b+16|0;c=f[e>>2]|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+20|0;c=f[d>>2]|0;e=a+20|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=b+24|0;c=f[e>>2]|0;d=a+24|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+28|0;c=f[d>>2]|0;e=a+28|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=a+32|0;c=b+32|0;d=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+36|0;d=f[e>>2]|0;c=a+36|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+40|0;d=f[c>>2]|0;e=a+40|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+44|0;d=f[e>>2]|0;c=a+44|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+48|0;d=b+48|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+52|0;e=f[c>>2]|0;d=a+52|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+56|0;e=f[d>>2]|0;c=a+56|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+60|0;e=f[c>>2]|0;d=a+60|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=a+64|0;e=b+64|0;c=f[e>>2]|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+68|0;c=f[d>>2]|0;e=a+68|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=b+72|0;c=f[e>>2]|0;d=a+72|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+76|0;c=f[d>>2]|0;e=a+76|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=a+80|0;c=b+80|0;d=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+84|0;d=f[e>>2]|0;c=a+84|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+88|0;d=f[c>>2]|0;e=a+88|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+92|0;d=f[e>>2]|0;c=a+92|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+96|0;d=b+96|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+100|0;e=f[c>>2]|0;d=a+100|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+104|0;e=f[d>>2]|0;c=a+104|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+108|0;e=b+108|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+112|0;d=f[c>>2]|0;e=a+112|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+116|0;d=f[e>>2]|0;c=a+116|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+120|0;d=b+120|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+124|0;e=f[c>>2]|0;d=a+124|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+128|0;e=f[d>>2]|0;c=a+128|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+132|0;e=b+132|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+136|0;d=f[c>>2]|0;e=a+136|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+140|0;d=f[e>>2]|0;c=a+140|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+144|0;d=b+144|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+148|0;e=f[c>>2]|0;d=a+148|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+152|0;e=f[d>>2]|0;c=a+152|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+156|0;e=b+156|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+160|0;d=f[c>>2]|0;e=a+160|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+164|0;d=f[e>>2]|0;c=a+164|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+168|0;d=b+168|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+172|0;e=f[c>>2]|0;d=a+172|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+176|0;e=f[d>>2]|0;c=a+176|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+180|0;e=b+180|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+184|0;d=f[c>>2]|0;e=a+184|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+188|0;d=f[e>>2]|0;c=a+188|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+192|0;d=b+192|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+196|0;e=f[c>>2]|0;d=a+196|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+200|0;e=f[d>>2]|0;c=a+200|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+204|0;e=b+204|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+208|0;d=f[c>>2]|0;e=a+208|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+212|0;d=f[e>>2]|0;c=a+212|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+216|0;d=b+216|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+220|0;e=f[c>>2]|0;d=a+220|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+224|0;e=f[d>>2]|0;c=a+224|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+228|0;e=b+228|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+232|0;d=f[c>>2]|0;e=a+232|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+236|0;d=f[e>>2]|0;c=a+236|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+240|0;b=b+240|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];return a|0}function HBa(a,b){a=a|0;b=b|0;if(!a)return;IBa(b);return}function IBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0;j=a+1232|0;b[j>>0]=0;switch(f[a+1228>>2]|0){case 1:{b[j>>0]=1;Hha(939,a,4);return}case 0:return;default:{k=+Gha();g=a+1360|0;p[g>>3]=k;h=a+1368|0;p[h>>3]=k+20.0;c=a+1233|0;do if(!(b[c>>0]|0)){e=JBa(a)|0;b[c>>0]=e&1;if(e){k=+Gha();p[g>>3]=k;if(!(k>=+p[h>>3]))break}c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}while(0);if(!(KBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(LBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}c=a+1308|0;d=a+1312|0;while(1){e=f[d>>2]|0;if((f[c>>2]|0)==(e|0))break;l=e+-4|0;e=f[l>>2]|0;f[d>>2]=l;MBa(a,XFa(e)|0);k=+Gha();p[g>>3]=k;if(k>=+p[h>>3]){i=26;break}}if((i|0)==26){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(LBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(NBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(OBa(a,a+1256|0)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}l=OBa(a,a+1276|0)|0;c=a+1235|0;d=b[c>>0]|0;if(l){if(d<<24>>24==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,1,f[a+1352>>2]|0);return}if(d<<24>>24){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}}}function JBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;m=z+24|0;l=z+20|0;k=z+16|0;o=z+12|0;q=z+8|0;r=z+28|0;s=z+4|0;t=z;c=f[a+1308>>2]|0;d=a+1312|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);g=a+1332|0;if(f[g>>2]|0){d=a+1328|0;c=f[d>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);f[d>>2]=0;d=f[a+1324>>2]|0;if(d|0){e=a+1320|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[g>>2]=0}x=(AQa(f[a>>2]|0)|0)+224|0;if(!(b[x>>0]&1)){a=1;u=z;return a|0}BBa(a);c=a+1064|0;j=a+1068|0;if((f[c>>2]|0)==(f[j>>2]|0)){a=1;u=z;return a|0}rSa(f[a>>2]|0);i=+Gha();p[a+1360>>3]=i;if(i>=+p[a+1368>>3]){g=f[c>>2]|0;c=f[j>>2]|0;if((c|0)==(g|0)){a=0;u=z;return a|0}do{d=c+-16|0;f[j>>2]=d;e=f[c+-4>>2]|0;if(e|0)uBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}c=f[j>>2]|0}while((c|0)!=(g|0));c=0;u=z;return c|0}x=tSa(f[a>>2]|0)|0;c=f[a>>2]|0;a:do if(x){c=(IRa(c)|0)+8|0;c=f[c>>2]|0;b:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break b}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);s=a+1236|0;t=a+1240|0;v=a+1248|0;w=a+1252|0;x=a+1244|0;if(c|0)c:while(1){do{e=d+12|0;d:do if($Ca(a,f[e>>2]|0)|0){l=f[e>>2]|0;m=l;r=X(m,1540483477)|0;r=(X(r>>>24^r,1540483477)|0)^1866966612;r=X(r>>>13^r,1540483477)|0;r=r>>>15^r;o=f[t>>2]|0;q=(o|0)==0;e:do if(q)e=0;else{k=o+-1|0;j=(k&o|0)==0;if(j)e=r&k;else if(r>>>0<o>>>0)e=r;else e=(r>>>0)%(o>>>0)|0;g=f[(f[s>>2]|0)+(e<<2)>>2]|0;if(g){if(j)while(1){g=f[g>>2]|0;if(!g)break e;j=f[g+4>>2]|0;if(!((j|0)==(r|0)|(j&k|0)==(e|0)))break e;if((f[g+8>>2]|0)==(l|0))break d}while(1){g=f[g>>2]|0;if(!g)break e;j=f[g+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0))break e}if((f[g+8>>2]|0)==(l|0))break d}}}while(0);k=pOb(12)|0;f[k+8>>2]=m;f[k+4>>2]=r;f[k>>2]=0;h=+(((f[v>>2]|0)+1|0)>>>0);i=+n[w>>2];do if(q|i*+(o>>>0)<h){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(h/i))>>>0;WCa(s,e>>>0<g>>>0?g:e);e=f[t>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&r;break}if(r>>>0<e>>>0){j=e;e=r}else{j=e;e=(r>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[s>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[x>>2];f[x>>2]=k;f[g>>2]=x;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;do if(!(g&j))e=e&g;else{if(e>>>0<j>>>0)break;e=(e>>>0)%(j>>>0)|0}while(0);e=(f[s>>2]|0)+(e<<2)|0;y=58}}else{f[k>>2]=f[e>>2];y=58}if((y|0)==58){y=0;f[e>>2]=k}f[v>>2]=(f[v>>2]|0)+1}while(0);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}}else{e=gSa(c)|0;c=e+40|0;if(!(b[c>>0]|0))d=e+4|0;else{b[c>>0]=0;f[o>>2]=f[e>>2];d=e+4|0;f[q>>2]=f[d>>2];f[k>>2]=f[o>>2];f[l>>2]=f[q>>2];b[m>>0]=b[r>>0]|0;x=aDa(k,l,m)|0;f[s>>2]=x;f[t>>2]=f[d>>2];f[l>>2]=f[s>>2];f[m>>2]=f[t>>2];bDa(e,l,m)|0}c=f[e>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{eDa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));e=FQa(f[a>>2]|0)|0;c=e+40|0;if(!(b[c>>0]|0))d=e+4|0;else{b[c>>0]=0;f[o>>2]=f[e>>2];d=e+4|0;f[q>>2]=f[d>>2];f[k>>2]=f[o>>2];f[l>>2]=f[q>>2];b[m>>0]=b[r>>0]|0;x=cDa(k,l,m)|0;f[s>>2]=x;f[t>>2]=f[d>>2];f[l>>2]=f[s>>2];f[m>>2]=f[t>>2];dDa(e,l,m)|0}c=f[e>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{fDa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));r=fSa(f[a>>2]|0)|0;c=f[r>>2]|0;r=f[r+4>>2]|0;if((c|0)!=(r|0)){s=a+1236|0;t=a+1240|0;v=a+1248|0;w=a+1252|0;x=a+1244|0;do{k=f[c>>2]|0;l=k;f:do if($Ca(a,k)|0){q=X(l,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=f[t>>2]|0;o=(m|0)==0;g:do if(o)d=0;else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&q;else if(q>>>0<m>>>0)d=q;else d=(q>>>0)%(m>>>0)|0;e=f[(f[s>>2]|0)+(d<<2)>>2]|0;if(e){if(g)while(1){e=f[e>>2]|0;if(!e)break g;g=f[e+4>>2]|0;if(!((g|0)==(q|0)|(g&j|0)==(d|0)))break g;if((f[e+8>>2]|0)==(k|0))break f}while(1){e=f[e>>2]|0;if(!e)break g;g=f[e+4>>2]|0;if((g|0)!=(q|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0))break g}if((f[e+8>>2]|0)==(k|0))break f}}}while(0);j=pOb(12)|0;f[j+8>>2]=l;f[j+4>>2]=q;f[j>>2]=0;h=+(((f[v>>2]|0)+1|0)>>>0);i=+n[w>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(s,d>>>0<e>>>0?e:d);d=f[t>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&q;break}if(q>>>0<d>>>0){g=d;d=q}else{g=d;d=(q>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[s>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[j>>2]=f[x>>2];f[x>>2]=j;f[e>>2]=x;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;do if(!(e&g))d=d&e;else{if(d>>>0<g>>>0)break;d=(d>>>0)%(g>>>0)|0}while(0);d=(f[s>>2]|0)+(d<<2)|0;y=105}}else{f[j>>2]=f[d>>2];y=105}if((y|0)==105){y=0;f[d>>2]=j}f[v>>2]=(f[v>>2]|0)+1}while(0);c=c+4|0}while((c|0)!=(r|0))}}while(0);if(!(b[a+1040>>0]|0)){a=1;u=z;return a|0}p[a+1056>>3]=1.0/+p[a+1048>>3];a=1;u=z;return a|0}function KBa(a){a=a|0;var b=0,c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;x=a+1324|0;y=a+1320|0;z=a+1328|0;A=a+1332|0;B=a+1236|0;C=a+1240|0;D=a+1248|0;t=a+1252|0;u=a+1244|0;v=a+1360|0;w=a+1368|0;s=f[a+1328>>2]|0;while(1){g=s;if(!s){b=1;r=63;break}q=f[s+8>>2]|0;m=s;o=s;s=f[m>>2]|0;h=f[x>>2]|0;b=f[g+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)k=i&b;else if(b>>>0<h>>>0)k=b;else k=(b>>>0)%(h>>>0)|0;c=(f[y>>2]|0)+(k<<2)|0;l=f[c>>2]|0;while(1){b=f[l>>2]|0;if((b|0)==(g|0))break;else l=b}if((l|0)==(z|0))r=16;else{b=f[l+4>>2]|0;if(j)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)!=(k|0))r=16}do if((r|0)==16){r=0;b=f[g>>2]|0;if(b|0){b=f[b+4>>2]|0;if(j)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(k|0))break}f[c>>2]=0}while(0);c=f[g>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(k|0)){f[(f[y>>2]|0)+(c<<2)>>2]=l;b=f[m>>2]|0}}f[l>>2]=b;f[g>>2]=0;f[A>>2]=(f[A>>2]|0)+-1;sOb(o);a:do if($Ca(a,q)|0){i=q;l=X(i,1540483477)|0;l=(X(l>>>24^l,1540483477)|0)^1866966612;l=X(l>>>13^l,1540483477)|0;l=l>>>15^l;j=f[C>>2]|0;k=(j|0)==0;b:do if(k)b=0;else{h=j+-1|0;g=(h&j|0)==0;if(g)b=h&l;else if(l>>>0<j>>>0)b=l;else b=(l>>>0)%(j>>>0)|0;c=f[(f[B>>2]|0)+(b<<2)>>2]|0;if(c){if(g)while(1){c=f[c>>2]|0;if(!c)break b;o=f[c+4>>2]|0;if(!((o|0)==(l|0)|(o&h|0)==(b|0)))break b;if((f[c+8>>2]|0)==(q|0))break a}while(1){c=f[c>>2]|0;if(!c)break b;g=f[c+4>>2]|0;if((g|0)!=(l|0)){if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(b|0))break b}if((f[c+8>>2]|0)==(q|0))break a}}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=l;f[h>>2]=0;d=+(((f[D>>2]|0)+1|0)>>>0);e=+n[t>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;WCa(B,b>>>0<c>>>0?c:b);b=f[C>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&l;break}if(l>>>0<b>>>0){g=b;b=l}else{g=b;b=(l>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[B>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){f[h>>2]=f[u>>2];f[u>>2]=h;f[c>>2]=u;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[B>>2]|0)+(b<<2)|0;r=60}}else{f[h>>2]=f[b>>2];r=60}if((r|0)==60){r=0;f[b>>2]=h}f[D>>2]=(f[D>>2]|0)+1}while(0);e=+Gha();p[v>>3]=e;if(e>=+p[w>>3]){b=0;r=63;break}}if((r|0)==63)return b|0;return 0}function LBa(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;t=a+1296|0;u=a+1300|0;v=a+1360|0;w=a+1368|0;x=a+1236|0;y=a+1240|0;z=a+1248|0;A=a+1252|0;B=a+1244|0;while(1){b=f[u>>2]|0;if((f[t>>2]|0)==(b|0)){b=1;r=39;break}b=b+-4|0;s=f[b>>2]|0;f[u>>2]=b;b=f[s+4>>2]|0;s=f[s+8>>2]|0;if((b|0)!=(s|0))do{k=f[b>>2]|0;l=k;a:do if(0==0?((h[k+200+4>>0]|0)&3|0)==1:0)if($Ca(a,k)|0){q=X(l,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=f[y>>2]|0;o=(m|0)==0;b:do if(o)c=0;else{j=m+-1|0;i=(j&m|0)==0;if(i)c=j&q;else if(q>>>0<m>>>0)c=q;else c=(q>>>0)%(m>>>0)|0;d=f[(f[x>>2]|0)+(c<<2)>>2]|0;if(d){if(i)while(1){d=f[d>>2]|0;if(!d)break b;i=f[d+4>>2]|0;if(!((i|0)==(q|0)|(i&j|0)==(c|0)))break b;if((f[d+8>>2]|0)==(k|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;i=f[d+4>>2]|0;if((i|0)!=(q|0)){if(i>>>0>=m>>>0)i=(i>>>0)%(m>>>0)|0;if((i|0)!=(c|0))break b}if((f[d+8>>2]|0)==(k|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=l;f[j+4>>2]=q;f[j>>2]=0;e=+(((f[z>>2]|0)+1|0)>>>0);g=+n[A>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;WCa(x,c>>>0<d>>>0?d:c);c=f[y>>2]|0;d=c+-1|0;if(!(d&c)){i=c;c=d&q;break}if(q>>>0<c>>>0){i=c;c=q}else{i=c;c=(q>>>0)%(c>>>0)|0}}else i=m;while(0);d=(f[x>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[j>>2]=f[B>>2];f[B>>2]=j;f[d>>2]=B;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;c=(f[x>>2]|0)+(c<<2)|0;r=36}}else{f[j>>2]=f[c>>2];r=36}if((r|0)==36){r=0;f[c>>2]=j}f[z>>2]=(f[z>>2]|0)+1}while(0);b=b+4|0}while((b|0)!=(s|0));g=+Gha();p[v>>3]=g;if(g>=+p[w>>3]){b=0;r=39;break}}if((r|0)==39)return b|0;return 0}function MBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;o=q+40|0;c=q;Xib(c,b);d=f[a+1064>>2]|0;i=f[a+1068>>2]|0;if((d|0)==(i|0)){u=q;return}k=+p[c>>3];l=+p[c+8>>3];m=+p[c+16>>3];j=+p[c+24>>3];c=0;a:do{e=f[d>>2]|0;h=f[d+4>>2]|0;b:do if((e|0)!=(h|0)){g=2;do{s=+p[e+24>>3]+(k*+p[e>>3]+(l*+p[e+8>>3]+m*+p[e+16>>3]));r=!(s*s>=j)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;e=e+32|0}while((e|0)!=(h|0));switch(g|0){case 2:{n=17;break a}case 1:break;default:break b}c=1}while(0);d=d+16|0}while((d|0)!=(i|0));if((n|0)==17){u=q;return}if(!c){u=q;return}c=f[b+12>>2]|0;d=f[b+16>>2]|0;if((c|0)!=(d|0))do{MBa(a,c);c=c+72|0}while((c|0)!=(d|0));c=f[b+24>>2]|0;g=f[b+28>>2]|0;if((c|0)==(g|0)){u=q;return}h=a+1300|0;i=a+1304|0;e=a+1296|0;do{f[o>>2]=c;d=f[h>>2]|0;if(d>>>0<(f[i>>2]|0)>>>0){f[d>>2]=c;f[h>>2]=(f[h>>2]|0)+4}else _Ca(e,o);c=c+20|0}while((c|0)!=(g|0));u=q;return}function NBa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0;M=u;u=u+272|0;d=M;b=AQa(f[a>>2]|0)|0;c=a+24|0;if(gAa(c,a9a(b)|0)|0){b=a+1360|0;c=a+1368|0;e=a+776|0}else{bR(c,a9a(b)|0)|0;e=IAa(c)|0;aa=+p[e>>3];Y=+p[e+8>>3];S=+p[e+16>>3];R=+p[e+24>>3];$=+p[e+32>>3];V=+p[e+40>>3];Q=+p[e+48>>3];P=+p[e+56>>3];_=+p[e+64>>3];U=+p[e+72>>3];O=+p[e+80>>3];N=+p[e+88>>3];Z=+p[e+96>>3];T=+p[e+104>>3];g=+p[e+112>>3];h=+p[e+120>>3];n[d>>2]=R-aa;n[d+4>>2]=P-$;n[d+8>>2]=N-_;n[d+12>>2]=h-Z;n[d+16>>2]=R-Y;n[d+20>>2]=P-V;n[d+24>>2]=N-U;n[d+28>>2]=h-T;n[d+32>>2]=R-S;n[d+36>>2]=P-Q;n[d+40>>2]=N-O;n[d+44>>2]=h-g;n[d+48>>2]=aa+R;n[d+52>>2]=$+P;n[d+56>>2]=_+N;n[d+60>>2]=Z+h;n[d+64>>2]=Y+R;n[d+68>>2]=V+P;n[d+72>>2]=U+N;n[d+76>>2]=T+h;n[d+80>>2]=S+R;n[d+84>>2]=Q+P;n[d+88>>2]=O+N;n[d+92>>2]=g+h;ABa(d);e=a+776|0;GBa(e,d)|0;YCa(a,a+1256|0);YCa(a,a+1276|0);h=+Gha();b=a+1360|0;p[b>>3]=h;c=a+1368|0;if(h>=+p[c>>3]){L=0;u=M;return L|0}}v=a+1240|0;w=a+1236|0;x=a+1244|0;y=a+1248|0;z=a+1256|0;A=a+1260|0;B=a+1268|0;C=a+1272|0;D=a+1256|0;E=a+1264|0;F=a+1276|0;G=a+1280|0;H=a+1288|0;I=a+1292|0;J=a+1276|0;K=a+1284|0;t=f[a+1244>>2]|0;while(1){i=t;if(!t){b=1;L=101;break}s=f[t+8>>2]|0;q=t;r=t;t=f[q>>2]|0;j=f[v>>2]|0;d=f[i+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)m=k&d;else if(d>>>0<j>>>0)m=d;else m=(d>>>0)%(j>>>0)|0;a=(f[w>>2]|0)+(m<<2)|0;o=f[a>>2]|0;while(1){d=f[o>>2]|0;if((d|0)==(i|0))break;else o=d}if((o|0)==(x|0))L=19;else{d=f[o+4>>2]|0;if(l)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(m|0))L=19}do if((L|0)==19){L=0;d=f[i>>2]|0;if(d|0){d=f[d+4>>2]|0;if(l)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(m|0))break}f[a>>2]=0}while(0);a=f[i>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(l)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(m|0)){f[(f[w>>2]|0)+(a<<2)>>2]=o;d=f[q>>2]|0}}f[o>>2]=d;f[i>>2]=0;f[y>>2]=(f[y>>2]|0)+-1;sOb(r);a=s+200|0;d=f[a>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(s);d=f[a>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(s);m=s;o=X(m,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;a:do if(ZCa(e,s+168|0,+n[s+152>>2])|0){k=f[A>>2]|0;l=(k|0)==0;b:do if(l)d=0;else{j=k+-1|0;i=(j&k|0)==0;if(i)d=j&o;else if(o>>>0<k>>>0)d=o;else d=(o>>>0)%(k>>>0)|0;a=f[(f[D>>2]|0)+(d<<2)>>2]|0;if(a){if(i)while(1){a=f[a>>2]|0;if(!a)break b;r=f[a+4>>2]|0;if(!((r|0)==(o|0)|(r&j|0)==(d|0)))break b;if((f[a+8>>2]|0)==(s|0))break a}while(1){a=f[a>>2]|0;if(!a)break b;i=f[a+4>>2]|0;if((i|0)!=(o|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(d|0))break b}if((f[a+8>>2]|0)==(s|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=m;f[j+4>>2]=o;f[j>>2]=0;g=+(((f[B>>2]|0)+1|0)>>>0);h=+n[C>>2];do if(l|h*+(k>>>0)<g){d=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(g/h))>>>0;WCa(z,d>>>0<a>>>0?a:d);d=f[A>>2]|0;a=d+-1|0;if(!(a&d)){i=d;d=a&o;break}if(o>>>0<d>>>0){i=d;d=o}else{i=d;d=(o>>>0)%(d>>>0)|0}}else i=k;while(0);a=(f[D>>2]|0)+(d<<2)|0;d=f[a>>2]|0;if(!d){f[j>>2]=f[E>>2];f[E>>2]=j;f[a>>2]=E;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;a=i+-1|0;if(!(a&i))d=d&a;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[D>>2]|0)+(d<<2)|0;L=67}}else{f[j>>2]=f[d>>2];L=67}if((L|0)==67){L=0;f[d>>2]=j}f[B>>2]=(f[B>>2]|0)+1}else{k=f[G>>2]|0;l=(k|0)==0;c:do if(l)d=0;else{j=k+-1|0;i=(j&k|0)==0;if(i)d=j&o;else if(o>>>0<k>>>0)d=o;else d=(o>>>0)%(k>>>0)|0;a=f[(f[J>>2]|0)+(d<<2)>>2]|0;if(a){if(i)while(1){a=f[a>>2]|0;if(!a)break c;r=f[a+4>>2]|0;if(!((r|0)==(o|0)|(r&j|0)==(d|0)))break c;if((f[a+8>>2]|0)==(s|0))break a}while(1){a=f[a>>2]|0;if(!a)break c;i=f[a+4>>2]|0;if((i|0)!=(o|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(d|0))break c}if((f[a+8>>2]|0)==(s|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=m;f[j+4>>2]=o;f[j>>2]=0;g=+(((f[H>>2]|0)+1|0)>>>0);h=+n[I>>2];do if(l|h*+(k>>>0)<g){d=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(g/h))>>>0;WCa(F,d>>>0<a>>>0?a:d);d=f[G>>2]|0;a=d+-1|0;if(!(a&d)){i=d;d=a&o;break}if(o>>>0<d>>>0){i=d;d=o}else{i=d;d=(o>>>0)%(d>>>0)|0}}else i=k;while(0);a=(f[J>>2]|0)+(d<<2)|0;d=f[a>>2]|0;if(!d){f[j>>2]=f[K>>2];f[K>>2]=j;f[a>>2]=K;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;a=i+-1|0;if(!(a&i))d=d&a;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[J>>2]|0)+(d<<2)|0;L=98}}else{f[j>>2]=f[d>>2];L=98}if((L|0)==98){L=0;f[d>>2]=j}f[H>>2]=(f[H>>2]|0)+1}while(0);aa=+Gha();p[b>>3]=aa;if(aa>=+p[c>>3]){b=0;L=101;break}}if((L|0)==101){u=M;return b|0}return 0}function OBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0.0;r=AQa(f[a>>2]|0)|0;s=b+4|0;t=b+8|0;u=b+12|0;v=a+1360|0;o=a+1368|0;m=f[b+8>>2]|0;while(1){e=m;if(!m){w=32;break}q=f[m+8>>2]|0;l=m;n=m;m=f[l>>2]|0;g=f[s>>2]|0;c=f[e+4>>2]|0;h=g+-1|0;i=(h&g|0)==0;if(i)j=h&c;else if(c>>>0<g>>>0)j=c;else j=(c>>>0)%(g>>>0)|0;d=(f[b>>2]|0)+(j<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(e|0))break;else k=c}if((k|0)==(t|0))w=16;else{c=f[k+4>>2]|0;if(i)c=c&h;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)!=(j|0))w=16}do if((w|0)==16){w=0;c=f[e>>2]|0;if(c|0){c=f[c+4>>2]|0;if(i)c=c&h;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(j|0))break}f[d>>2]=0}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(i)d=d&h;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(j|0)){f[(f[b>>2]|0)+(d<<2)>>2]=k;c=f[l>>2]|0}}f[k>>2]=c;f[e>>2]=0;f[u>>2]=(f[u>>2]|0)+-1;sOb(n);PBa(a,q);x=+Gha();p[v>>3]=x;if(x>=+p[o>>3]){w=31;break}}if((w|0)==31){u9a(r);w=0;return w|0}else if((w|0)==32){u9a(r);w=1;return w|0}return 0}
+function B_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;a=f[a+4>>2]|0;i=f[c>>2]|0;h=f[a+780>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)j=g&i;else if(h>>>0>i>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;a=f[(f[a+776>>2]|0)+(j<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}a:do if(e){while(1){h=f[a+4>>2]|0;e=(h|0)==(i|0);if(!(e|(h&g|0)==(j|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(i|0)){k=a;break a}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(i|0)){if((f[a+8>>2]|0)==(i|0)){k=a;break a}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(j|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=b[k+12>>0]|0;if((a&255)>1){r=a;return r|0}j=f[c+4>>2]|0;switch(d|0){case 5:{a=k+56|0;h=f[k+60>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}b:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){q=a;break b}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){q=a;break b}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=q+8+5|0;break}case 3:{a=k+76|0;h=f[k+80>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}c:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){p=a;break c}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){p=a;break c}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=p+12|0;break}case 4:{a=k+96|0;h=f[k+100>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}d:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break d}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break d}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=o+12|0;break}case 1:{a=k+136|0;h=f[k+140>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}e:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){n=a;break e}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){n=a;break e}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=n+12|0;break}case 7:{a=k+116|0;h=f[k+120>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}f:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){m=a;break f}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){m=a;break f}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=m+12|0;break}case 8:{a=k+36|0;h=f[k+40>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}g:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){l=a;break g}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){l=a;break g}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=l+8+5|0;break}case 10:{a=k+16|0;h=f[k+20>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}h:do if(e){while(1){q=f[a+4>>2]|0;e=(q|0)==(j|0);if(!(e|(q&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){r=a;break h}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){r=a;break h}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=r+8+5|0;break}default:{r=3;return r|0}}a=b[a>>0]|0;if((a&255)<3)return 197120>>>((a&255)<<3&16777215)&255|0;else{r=3;return r|0}return 0}function C_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;f_a(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;f_a(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function D_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;qZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;qZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function E_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;yZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;yZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function F_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;GZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;GZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function G_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;OZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;OZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function H_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;WZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;WZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function I_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+16|0;j=m;f[j>>2]=0;l=j+4|0;f[l>>2]=0;f[j+8>>2]=0;d=f[c>>2]|0;h=f[c+4>>2]|0;i=d+(h<<3)|0;a:do if(!h)k=9;else{g=c+20|0;h=j+8|0;do{b:do switch((K_a(a,b,f[g>>2]|0,d)|0)<<24>>24){case 0:{g=0;break a}case 3:{e=f[l>>2]|0;if((e|0)==(f[h>>2]|0)){b_a(j,d);break b}else{o=d;n=f[o+4>>2]|0;f[e>>2]=f[o>>2];f[e+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(i|0));if((f[j>>2]|0)==(f[l>>2]|0))k=9;else{L_a(c+24|0,j,c);g=1}}while(0);if((k|0)==9){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[j>>2]|0;if(!d){u=m;return g|0}e=f[l>>2]|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=m;return g|0}function J_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;if((b|0)==(c|0))return;j=a+4|0;i=f[j>>2]|0;if((i|0)==(c|0)){g=b;a=c}else{do{f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];h=c+8|0;g=b+8|0;a=f[g>>2]|0;e=b+12|0;if(!a)a=b+16|0;else{d=f[e>>2]|0;if((d|0)!=(a|0))f[e>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a);a=b+16|0;f[a>>2]=0;f[e>>2]=0;f[g>>2]=0}f[g>>2]=f[h>>2];g=c+12|0;f[e>>2]=f[g>>2];e=c+16|0;f[a>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[c>>2]=0;f[b+20>>2]=f[c+20>>2];a=c+24|0;h=b+24|0;g=f[a>>2]|0;f[a>>2]=0;a=f[h>>2]|0;f[h>>2]=g;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=c+28|0;b=b+28|0}while((c|0)!=(i|0));g=b;a=f[j>>2]|0}if((a|0)==(g|0))return;do{c=a+-28|0;f[j>>2]=c;i=a+-4|0;b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=a+-20|0;d=f[b>>2]|0;e=a+-16|0;if((d|0)==(f[e>>2]|0)){a=f[c>>2]|0;if(!a)a=d;else{tOb(a);a=f[b>>2]|0}}else a=d;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}a=f[j>>2]|0}while((a|0)!=(g|0));return}function K_a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l+4|0;i=l;k=(d&1|0)==0;f[i>>2]=f[e>>2];f[j>>2]=f[i>>2];d=mSa(c,j)|0;if(!d){e=0;u=l;return e|0}i=f[e+4>>2]|0;h=f[d+24>>2]|0;a:do if(h|0){g=h+-1|0;c=(g&h|0)==0;if(c)j=g&i;else if(i>>>0<h>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;d=f[(f[d+20>>2]|0)+(j<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(c)while(1){h=f[d+4>>2]|0;c=(i|0)==(h|0);if(!(c|(h&g|0)==(j|0)))break a;if(c)if((f[d+8>>2]|0)==(i|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){c=f[d+4>>2]|0;if((i|0)==(c|0)){if((f[d+8>>2]|0)==(i|0))break b}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(j|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);d=f[d+16>>2]|0;if(d|0){if(k){e=1;u=l;return e|0}d=f[d+4>>2]|0;if(d|0)if(b[(f[d+44>>2]|0)+148>>0]&2){e=1;u=l;return e|0}e=0;u=l;return e|0}}}}while(0);e=B_a(a,e,5)|0;u=l;return e|0}function L_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;cFa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;cFa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function M_a(a){a=a|0;var b=0,c=0;b=a+12|0;if((f[b>>2]|0)!=2)return;c=a+4|0;fZa(f[c>>2]|0,a,f[(f[a+8>>2]|0)+232>>2]|0);if((f[b>>2]|0)!=2)return;gZa(f[c>>2]|0,0);return}function N_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p+4|0;m=p;o=f[(f[a+8>>2]|0)+232>>2]|0;e=f[b>>2]|0;f[m>>2]=e;f[n>>2]=f[m>>2];if(!(LQa(o,n)|0)){u=p;return}m=f[a+4>>2]|0;i=f[m+780>>2]|0;a:do if(i|0){j=i+-1|0;k=(j&i|0)==0;if(k)d=j&e;else if(i>>>0>e>>>0)d=e;else d=(e>>>0)%(i>>>0)|0;l=m+776|0;g=f[l>>2]|0;b=f[g+(d<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(k)while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&j|0)==(d|0)))break a;if(c)if((f[b+8>>2]|0)==(e|0)){n=b;break b}b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){n=b;break b}}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(d|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);if(k)e=j&e;else if(i>>>0<=e>>>0)e=(e>>>0)%(i>>>0)|0;c=g+(e<<2)|0;g=f[c>>2]|0;while(1){b=f[g>>2]|0;if((b|0)==(n|0))break;else g=b}if((g|0)==(m+784|0))h=33;else{b=f[g+4>>2]|0;if(k)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(e|0))d=n;else h=33}do if((h|0)==33){b=f[n>>2]|0;if(b|0){b=f[b+4>>2]|0;if(k)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(e|0)){d=n;break}}f[c>>2]=0;d=n}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(k)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(e|0)){f[(f[l>>2]|0)+(c<<2)>>2]=g;b=f[n>>2]|0}}f[g>>2]=b;f[d>>2]=0;b=m+788|0;f[b>>2]=(f[b>>2]|0)+-1;b=f[n+144>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+136|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+124>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+116|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+104>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+96|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+84>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+76|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+64>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+56|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+44>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+36|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+24>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+16|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);sOb(n)}}}while(0);n=f[(f[a>>2]|0)+28>>2]|0;o=ORa(o)|0;oh[n&1023](a,o);u=p;return}function O_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=f[(f[a+8>>2]|0)+232>>2]|0;g=f[a+4>>2]|0;switch(b|0){case 0:{b=f[g+8>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{w_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+20>>2]|0;c=f[g+24>>2]|0;if((b|0)!=(c|0))do{w_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));CYa(g);return}case 1:{e=g+32|0;b=f[g+40>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{v_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+52>>2]|0;c=f[g+56>>2]|0;if((b|0)!=(c|0))do{v_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));DYa(e);return}case 2:{e=g+64|0;b=f[g+72>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{I_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+84>>2]|0;c=f[g+88>>2]|0;if((b|0)!=(c|0))do{I_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));TYa(e);e=g+96|0;b=f[g+104>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{I_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+116>>2]|0;c=f[g+120>>2]|0;if((b|0)!=(c|0))do{I_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));TYa(e);return}case 8:{e=g+224|0;b=f[g+232>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{t_a(a,h,c);c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+244>>2]|0;c=f[g+248>>2]|0;if((b|0)!=(c|0))do{t_a(a,h,b);b=b+28|0}while((b|0)!=(c|0));LYa(e);return}case 4:{e=g+128|0;b=f[g+136>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{q_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+148>>2]|0;c=f[g+152>>2]|0;if((b|0)!=(c|0))do{q_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));FYa(e);return}case 6:{e=g+160|0;b=f[g+168>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{s_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+180>>2]|0;c=f[g+184>>2]|0;if((b|0)!=(c|0))do{s_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));GYa(e);return}case 7:{e=g+192|0;b=f[g+200>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{u_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+212>>2]|0;c=f[g+216>>2]|0;if((b|0)!=(c|0))do{u_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));KYa(e);return}default:return}}function P_a(a){a=a|0;var b=0,c=0;c=f[(f[a+8>>2]|0)+232>>2]|0;b=f[a+4>>2]|0;Q_a(b,a,c,b+64|0);Q_a(b,a,c,b+96|0);return}function Q_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;a=f[d+8>>2]|0;if(a|0){s=d+4|0;t=d+8|0;u=d+12|0;do{q=a;r=q+12|0;e=f[r>>2]|0;h=q+16|0;g=f[h>>2]|0;if((e|0)!=(g|0))do{if(!(f[e+20>>2]&1))I_a(b,c,e)|0;e=e+28|0}while((e|0)!=(g|0));R_a(r);o=a;p=a;a=f[o>>2]|0;if((f[r>>2]|0)==(f[h>>2]|0)){e=f[q>>2]|0;j=f[s>>2]|0;g=f[q+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)m=k&g;else if(g>>>0<j>>>0)m=g;else m=(g>>>0)%(j>>>0)|0;i=(f[d>>2]|0)+(m<<2)|0;n=f[i>>2]|0;while(1){g=f[n>>2]|0;if((g|0)==(q|0))break;else n=g}if((n|0)==(t|0))h=20;else{g=f[n+4>>2]|0;if(l)g=g&k;else if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)==(m|0)){g=e;h=28}else h=20}do if((h|0)==20){if(e|0){g=f[e+4>>2]|0;if(l)h=g&k;else if(g>>>0<j>>>0)h=g;else h=(g>>>0)%(j>>>0)|0;if((h|0)==(m|0)){h=30;break}}f[i>>2]=0;g=f[q>>2]|0;h=28}while(0);if((h|0)==28){h=0;e=g;if(g){g=f[g+4>>2]|0;h=30}}if((h|0)==30){if(l)g=g&k;else if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(m|0)){f[(f[d>>2]|0)+(g<<2)>>2]=n;e=f[o>>2]|0}}f[n>>2]=e;f[q>>2]=0;f[u>>2]=(f[u>>2]|0)+-1;UYa(r);sOb(p)}}while((a|0)!=0)}g=d+20|0;a=f[g>>2]|0;e=f[d+24>>2]|0;if((a|0)==(e|0)){R_a(g);return}do{if(!(f[a+20>>2]&1))I_a(b,c,a)|0;a=a+28|0}while((a|0)!=(e|0));R_a(g);return}function R_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;b=f[a>>2]|0;m=a+4|0;n=f[m>>2]|0;a:do if((b|0)!=(n|0)){do{if(!(f[b+20>>2]&1))break a;b=b+28|0}while((b|0)!=(n|0));m=n;J_a(a,n,m);return}while(0);c=b;if((b|0)==(n|0)){m=c;J_a(a,m,n);return}else b=c;b:while(1){k=b;do{j=k;i=j+28|0;k=i;if((i|0)==(n|0))break b;d=j+48|0;b=f[d>>2]|0}while(!(b&1|0));l=c;f[c>>2]=f[i>>2];f[l+4>>2]=f[j+32>>2];g=j+36|0;h=l+8|0;c=f[h>>2]|0;e=l+12|0;if(!c)c=l+16|0;else{b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);c=l+16|0;f[c>>2]=0;f[e>>2]=0;f[h>>2]=0;b=f[d>>2]|0}f[h>>2]=f[g>>2];h=j+40|0;f[e>>2]=f[h>>2];e=j+44|0;f[c>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;f[l+20>>2]=b;b=j+52|0;j=l+24|0;i=f[b>>2]|0;f[b>>2]=0;b=f[j>>2]|0;f[j>>2]=i;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=k;c=l+28|0}n=f[m>>2]|0;m=c;J_a(a,m,n);return}function S_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;a=(f[a+8>>2]|0)+188|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];T_a(a,b,e);u=d;return}function T_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o+8|0;k=o;e=f[a>>2]|0;n=a+4|0;l=f[n>>2]|0;if((e|0)==(l|0)){u=o;return}i=f[d>>2]|0;h=j+16|0;do{g=e+16|0;d=f[g>>2]|0;if(d|0){f[k>>2]=i;f[j>>2]=c;xh[f[(f[d>>2]|0)+24>>2]&127](d,j,k);if(b[e+24>>0]|0){f[h>>2]=0;d=f[g>>2]|0;if((e|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[g>>2]=0;d=f[h>>2]|0;do if(!d){f[g>>2]=0;m=15}else if((j|0)==(d|0)){f[g>>2]=e;m=f[h>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[g>>2]=d;f[h>>2]=0;d=0;g=0;break}while(0);if((m|0)==15){m=0;g=f[h>>2]|0;d=g}if((j|0)==(d|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}e=e+32|0}while((e|0)!=(l|0));d=f[n>>2]|0;if((f[a>>2]|0)==(d|0)){u=o;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{m=30;break}d=d+-32|0;while(1){m=e+-32|0;f[n>>2]=m;if((m|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[n>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){m=30;break}}if((m|0)==30){u=o;return}}function U_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;m=r+16|0;l=r+12|0;n=r+8|0;o=r+4|0;p=r;f[n>>2]=b;j=V_a((f[a+4>>2]|0)+796|0,n)|0;b=f[d>>2]|0;i=f[j+4>>2]|0;a:do if(!i)q=19;else{h=i+-1|0;g=(h&i|0)==0;if(g)k=h&b;else if(b>>>0<i>>>0)k=b;else k=(b>>>0)%(i>>>0)|0;e=f[(f[j>>2]|0)+(k<<2)>>2]|0;if(!e)q=19;else{e=f[e>>2]|0;if(!e)q=19;else{if(g)while(1){i=f[e+4>>2]|0;g=(i|0)==(b|0);if(!(g|(i&h|0)==(k|0))){q=19;break a}if(g)if((f[e+8>>2]|0)==(b|0))break a;e=f[e>>2]|0;if(!e){q=19;break a}}while(1){g=f[e+4>>2]|0;if((g|0)==(b|0)){if((f[e+8>>2]|0)==(b|0))break a}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(k|0)){q=19;break a}}e=f[e>>2]|0;if(!e){q=19;break}}}}}while(0);if((q|0)==19){b=W_a(j,d)|0;f[b>>2]=f[c>>2];X_a(j+20|0,c)|0;b=f[d>>2]|0}a=(f[a+8>>2]|0)+164|0;q=f[n>>2]|0;f[o>>2]=f[c>>2];f[p>>2]=b;f[l>>2]=f[o>>2];f[m>>2]=f[p>>2];Y_a(a,q,l,m);u=r;return}function V_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(52)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+28>>2]=1.0;l=h+32|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+48>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;e=+n[c>>2];do if(i|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(d/e))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;g=j}else if(!(b+-1&b))g=j;else{b=hDb(b)|0;g=f[k>>2]|0}if(b>>>0>g>>>0)b$a(a,b);else if(b>>>0<g>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(g>>>0>2&(g+-1&g|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<g>>>0)b$a(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(b>>>0>m>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function W_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;$_a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function X_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+28>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;Z_a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Y_a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+16|0;l=q+8|0;m=q;g=f[a>>2]|0;p=a+4|0;n=f[p>>2]|0;if((g|0)==(n|0)){u=q;return}j=f[d>>2]|0;h=f[e>>2]|0;i=k+16|0;do{e=g+16|0;d=f[e>>2]|0;if(d|0){f[l>>2]=h;f[m>>2]=j;f[k>>2]=c;Fh[f[(f[d>>2]|0)+24>>2]&255](d,k,m,l);if(b[g+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((g|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;o=15}else if((k|0)==(d|0)){f[e>>2]=g;o=f[i>>2]|0;oh[f[(f[o>>2]|0)+12>>2]&1023](o,g);o=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((o|0)==15){o=0;e=f[i>>2]|0;d=e}if((k|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}g=g+32|0}while((g|0)!=(n|0));d=f[p>>2]|0;if((f[a>>2]|0)==(d|0)){u=q;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{o=30;break}d=d+-32|0;while(1){o=e+-32|0;f[p>>2]=o;if((o|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[p>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){o=30;break}}if((o|0)==30){u=q;return}}function Z_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){__a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;__a(a,b);return}function __a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){a$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;a$a(a,b);return}function a$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function b$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function c$a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;g=u;u=u+32|0;h=g+24|0;i=g+20|0;j=g+16|0;o=g+12|0;m=g+8|0;l=g+4|0;k=g;f[o>>2]=b;b=d$a(X_a((V_a((f[a+4>>2]|0)+796|0,o)|0)+20|0,c)|0,e)|0;n=f[d>>2]|0;f[b>>2]=n;b=(f[a+8>>2]|0)+176|0;d=f[o>>2]|0;f[m>>2]=f[c>>2];f[l>>2]=n;f[k>>2]=f[e>>2];f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];e$a(b,d,j,i,h);u=g;return}function d$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;f$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function e$a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;m=s+24|0;n=s+16|0;o=s+8|0;p=s;h=f[a>>2]|0;r=a+4|0;l=f[r>>2]|0;if((h|0)==(l|0)){u=s;return}k=f[d>>2]|0;j=f[e>>2]|0;g=f[g>>2]|0;i=m+16|0;do{e=h+16|0;d=f[e>>2]|0;if(d|0){f[n>>2]=g;f[o>>2]=j;f[p>>2]=k;f[m>>2]=c;Lh[f[(f[d>>2]|0)+24>>2]&255](d,m,p,o,n);if(b[h+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((h|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;q=15}else if((m|0)==(d|0)){f[e>>2]=h;q=f[i>>2]|0;oh[f[(f[q>>2]|0)+12>>2]&1023](q,h);q=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((q|0)==15){q=0;e=f[i>>2]|0;d=e}if((m|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}h=h+32|0}while((h|0)!=(l|0));d=f[r>>2]|0;if((f[a>>2]|0)==(d|0)){u=s;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{q=30;break}d=d+-32|0;while(1){q=e+-32|0;f[r>>2]=q;if((q|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[r>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){q=30;break}}if((q|0)==30){u=s;return}}function f$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){g$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;g$a(a,b);return}function g$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function h$a(a){a=a|0;hZa(f[a+4>>2]|0);return}function i$a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;n=o;if((f[a+12>>2]|0)!=2){u=o;return}l=f[a+4>>2]|0;m=l+504|0;j$a(n,f[d>>2]|0,f[d+4>>2]|0);k=l+508|0;a=f[k>>2]|0;l=l+512|0;j=f[l>>2]|0;d=j;if(a>>>0<j>>>0){f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;f[a>>2]=f[n>>2];m=n+4|0;f[l>>2]=f[m>>2];l=n+8|0;f[a+8>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[n>>2]=0;f[a+12>>2]=e;b[a+16>>0]=c;f[k>>2]=(f[k>>2]|0)+20;a=n}else{g=f[m>>2]|0;h=(a-g|0)/20|0;a=h+1|0;if(a>>>0>214748364)AMb(m);g=(d-g|0)/20|0;j=g<<1;a=g>>>0<107374182?(j>>>0<a>>>0?a:j):214748364;do if(!a)i=0;else if(a>>>0>214748364)vd();else{i=pOb(a*20|0)|0;break}while(0);d=i+(h*20|0)|0;g=d;j=i+(a*20|0)|0;f[i+(h*20|0)+8>>2]=0;f[d>>2]=f[n>>2];a=n+4|0;f[i+(h*20|0)+4>>2]=f[a>>2];p=n+8|0;f[i+(h*20|0)+8>>2]=f[p>>2];f[p>>2]=0;f[a>>2]=0;f[n>>2]=0;f[i+(h*20|0)+12>>2]=e;b[i+(h*20|0)+16>>0]=c;c=d+20|0;h=f[m>>2]|0;a=f[k>>2]|0;if((a|0)==(h|0)){a=g;e=h;g=h}else{do{i=d+-20|0;p=a;a=a+-20|0;f[i>>2]=0;e=d+-16|0;f[e>>2]=0;f[d+-12>>2]=0;f[i>>2]=f[a>>2];i=p+-16|0;f[e>>2]=f[i>>2];e=p+-12|0;f[d+-12>>2]=f[e>>2];f[e>>2]=0;f[i>>2]=0;f[a>>2]=0;f[d+-8>>2]=f[p+-8>>2];b[d+-4>>0]=b[p+-4>>0]|0;d=g+-20|0;g=d}while((a|0)!=(h|0));a=g;e=f[m>>2]|0;g=f[k>>2]|0}f[m>>2]=a;f[k>>2]=c;f[l>>2]=j;c=e;if((g|0)!=(c|0))do{a=g;g=g+-20|0;h=f[g>>2]|0;if(h|0){a=a+-16|0;d=f[a>>2]|0;if((d|0)!=(h|0))f[a>>2]=d+(~((d+-8-h|0)>>>3)<<3);sOb(h)}}while((g|0)!=(c|0));if(!e)a=n;else{sOb(e);a=n}}g=f[a>>2]|0;if(g|0){a=n+4|0;d=f[a>>2]|0;if((d|0)!=(g|0))f[a>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}u=o;return}function j$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=b+(c<<3)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;d=c<<3;e=d>>3;do if(!e){e=0;b=0;d=0;j=11}else{if(e>>>0>536870911)AMb(a);d=pOb(d)|0;f[k>>2]=d;f[a>>2]=d;f[a+8>>2]=d+(e<<3);if(!c){e=d;b=d;j=11}else{h=d;do{c=b;e=f[c+4>>2]|0;i=h;f[i>>2]=f[c>>2];f[i+4>>2]=e;b=b+8|0;i=f[k>>2]|0;h=i+8|0;f[k>>2]=h}while((b|0)!=(g|0));d=h;b=f[a>>2]|0;if((b|0)==(h|0)){e=h;j=11}else{e=b;while(1){if(!(f[e>>2]|0))break;if((e|0)==(i|0)){j=10;break}else e=e+8|0}if((j|0)==10){c=h;e=h;break}c=e;if((e|0)==(h|0))e=h;else{b=c;a:while(1){do{h=b;d=h+8|0;b=d;if((i|0)==(h|0))break a}while(!(f[d>>2]|0));e=d;g=f[e+4>>2]|0;h=c;f[h>>2]=f[e>>2];f[h+4>>2]=g;c=c+8|0}d=f[k>>2]|0;b=f[a>>2]|0;e=d}}}}while(0);if((j|0)==11)c=e;g=b+(c-b>>3<<3)|0;if((e|0)==(c|0))return;b=g+(e-c>>3<<3)|0;c=d-b|0;e=c>>3;if(e){cQb(g|0,b|0,c|0)|0;d=f[k>>2]|0}b=g+(e<<3)|0;if((d|0)==(b|0))return;f[k>>2]=d+(~((d+-8-b|0)>>>3)<<3);return}function k$a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;n=o;h=e&1;if((f[a+12>>2]|0)!=2){u=o;return}l=f[a+4>>2]|0;m=l+492|0;j$a(n,f[d>>2]|0,f[d+4>>2]|0);k=l+496|0;e=f[k>>2]|0;l=l+500|0;j=f[l>>2]|0;a=j;if(e>>>0<j>>>0){f[e>>2]=0;l=e+4|0;f[l>>2]=0;f[e+8>>2]=0;f[e>>2]=f[n>>2];m=n+4|0;f[l>>2]=f[m>>2];l=n+8|0;f[e+8>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[n>>2]=0;b[e+12>>0]=h;b[e+13>>0]=c;f[k>>2]=(f[k>>2]|0)+16;e=n}else{d=f[m>>2]|0;g=e-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(m);d=a-d|0;j=d>>3;e=d>>4>>>0<134217727?(j>>>0<e>>>0?e:j):268435455;do if(!e)i=0;else if(e>>>0>268435455)vd();else{i=pOb(e<<4)|0;break}while(0);a=i+(g<<4)|0;d=a;j=i+(e<<4)|0;f[i+(g<<4)+8>>2]=0;f[a>>2]=f[n>>2];e=n+4|0;f[i+(g<<4)+4>>2]=f[e>>2];p=n+8|0;f[i+(g<<4)+8>>2]=f[p>>2];f[p>>2]=0;f[e>>2]=0;f[n>>2]=0;b[i+(g<<4)+12>>0]=h;b[i+(g<<4)+13>>0]=c;h=a+16|0;g=f[m>>2]|0;e=f[k>>2]|0;if((e|0)==(g|0)){e=d;c=g;d=g}else{do{i=a+-16|0;p=e;e=e+-16|0;f[i>>2]=0;c=a+-12|0;f[c>>2]=0;f[a+-8>>2]=0;f[i>>2]=f[e>>2];i=p+-12|0;f[c>>2]=f[i>>2];c=p+-8|0;f[a+-8>>2]=f[c>>2];f[c>>2]=0;f[i>>2]=0;f[e>>2]=0;b[a+-4>>0]=b[p+-4>>0]|0;b[a+-3>>0]=b[p+-3>>0]|0;a=d+-16|0;d=a}while((e|0)!=(g|0));e=d;c=f[m>>2]|0;d=f[k>>2]|0}f[m>>2]=e;f[k>>2]=h;f[l>>2]=j;h=c;if((d|0)!=(h|0))do{e=d;d=d+-16|0;g=f[d>>2]|0;if(g|0){e=e+-12|0;a=f[e>>2]|0;if((a|0)!=(g|0))f[e>>2]=a+(~((a+-8-g|0)>>>3)<<3);sOb(g)}}while((d|0)!=(h|0));if(!c)e=n;else{sOb(c);e=n}}d=f[e>>2]|0;if(d|0){e=n+4|0;a=f[e>>2]|0;if((a|0)!=(d|0))f[e>>2]=a+(~((a+-8-d|0)>>>3)<<3);sOb(d)}u=o;return}function l$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;if((f[a+12>>2]|0)!=2)return;i=c&1;g=a+4|0;c=f[g>>2]|0;h=f[c+492>>2]|0;e=c+496|0;a=f[e>>2]|0;if((a|0)!=(h|0)){while(1){c=a+-16|0;f[e>>2]=c;d=f[c>>2]|0;if(d){c=a+-12|0;a=f[c>>2]|0;if((a|0)!=(d|0))f[c>>2]=a+(~((a+-8-d|0)>>>3)<<3);sOb(d);c=f[e>>2]|0}if((c|0)==(h|0))break;else a=c}c=f[g>>2]|0}b[c+489>>0]=i;b[c+490>>0]=1;return}function m$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if((f[a+12>>2]|0)!=2)return;Fh[f[(f[a>>2]|0)+68>>2]&255](a,b,c,d);return}function n$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;if((f[a+12>>2]|0)!=2)return;h=f[b>>2]|0;k=b+4|0;e=f[k>>2]|0;i=h+(e<<3)|0;a:do if(!e){g=h;j=5}else{g=h;while(1){if(!(f[g>>2]|0)){j=5;break a}g=g+8|0;if((g|0)==(i|0)){g=i;break}}}while(0);if((j|0)==5)if((g|0)==(i|0))g=i;else{e=g;b:while(1){do{e=e+8|0;if((e|0)==(i|0))break 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r$a(a,c){a=a|0;c=c|0;if((f[a+12>>2]|0)!=2)return;a=f[a+4>>2]|0;f[a+476>>2]=c;b[a+480>>0]=1;return}function s$a(a,c){a=a|0;c=+c;if((f[a+12>>2]|0)!=2)return;a=f[a+4>>2]|0;n[a+484>>2]=c;b[a+488>>0]=1;hZa(a);return}function t$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;if((f[a+12>>2]|0)!=2)return;e=f[b>>2]|0;j=b+4|0;c=f[j>>2]|0;g=e+(c<<3)|0;a:do if(!c){d=e;u=5}else{d=e;while(1){if(!(f[d>>2]|0)){u=5;break a}d=d+8|0;if((d|0)==(g|0)){d=g;break}}}while(0);if((u|0)==5)if((d|0)==(g|0))d=g;else{c=d;b:while(1){do{c=c+8|0;if((c|0)==(g|0))break b}while(!(f[c>>2]|0));r=c;s=f[r+4>>2]|0;t=d;f[t>>2]=f[r>>2];f[t+4>>2]=s;d=d+8|0}e=f[b>>2]|0;c=f[j>>2]|0}c=c-(e+(c<<3)-d>>3)|0;f[j>>2]=c;if(!c)return;s=f[a+4>>2]|0;t=s+540|0;o=e+(c<<3)|0;p=s+544|0;q=s+552|0;r=s+556|0;s=s+548|0;c=f[p>>2]|0;do{j=f[e>>2]|0;k=f[e+4>>2]|0;m=k+-1640531527+(j<<6)+(j>>>2)^j;l=(c|0)==0;c:do if(l){d=0;u=32}else{a=c+-1|0;b=(a&c|0)==0;if(b)d=m&a;else if(m>>>0<c>>>0)d=m;else 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if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;u=45}}else{f[b>>2]=f[d>>2];u=45}if((u|0)==45){u=0;f[d>>2]=b}f[q>>2]=(f[q>>2]|0)+1}e=e+8|0}while((e|0)!=(o|0));return}function u$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h;if((f[a+12>>2]|0)!=2){a=f[b>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,g);u=h;return}d=a+4|0;c=f[d>>2]|0;e=f[c+764>>2]|0;if(e){oh[f[(f[e>>2]|0)+12>>2]&1023](e,g);c=f[d>>2]|0}g=c+764|0;e=f[b>>2]|0;f[b>>2]=0;c=f[g>>2]|0;f[g>>2]=e;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);gh[f[(f[a>>2]|0)+48>>2]&2047](a);u=h;return}function v$a(a,b){a=a|0;b=b|0;if(!a)return;w$a(b);return}function w$a(a){a=a|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;e=g;d=a+4|0;c=f[d>>2]|0;if(!(f[c+768>>2]|0)){u=g;return}c=f[c+772>>2]|0;if(!c){u=g;return}if(!(Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0)){Hha(942,a,1);u=g;return}a=f[(f[d>>2]|0)+772>>2]|0;oh[f[(f[a>>2]|0)+20>>2]&1023](e,a);a=f[(f[d>>2]|0)+768>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,e);a=(f[d>>2]|0)+768|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=(f[d>>2]|0)+772|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);u=g;return}function x$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;g=a+4|0;e=(f[g>>2]|0)+768|0;if(f[e>>2]|0){d=f[c>>2]|0;c=f[(f[d>>2]|0)+12>>2]|0;e=pOb(32)|0;f[i>>2]=e;f[i+8>>2]=-2147483616;f[i+4>>2]=30;a=e;g=191186;h=a+30|0;do{b[a>>0]=b[g>>0]|0;a=a+1|0;g=g+1|0}while((a|0)<(h|0));b[e+30>>0]=0;oh[c&1023](d,i);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);u=j;return}h=f[c>>2]|0;f[c>>2]=0;c=f[e>>2]|0;f[e>>2]=h;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=f[(f[a+8>>2]|0)+232>>2]|0;O6a(i,d);h=(f[g>>2]|0)+772|0;d=f[i>>2]|0;f[i>>2]=0;c=f[h>>2]|0;f[h>>2]=d;if(!c)f[i>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[i>>2]|0;f[i>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}i=f[(f[g>>2]|0)+772>>2]|0;oh[f[(f[i>>2]|0)+8>>2]&1023](i,e);i=f[(f[g>>2]|0)+772>>2]|0;gh[f[(f[i>>2]|0)+12>>2]&2047](i);Hha(942,a,5);u=j;return}function y$a(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=(f[a+4>>2]|0)+764|0;a=f[c>>2]|0;if(!a){u=d;return}if(b)oh[f[(f[a>>2]|0)+16>>2]&1023](a,1);else oh[f[(f[a>>2]|0)+8>>2]&1023](a,d);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function z$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(!(f[b>>2]|0))return;Fh[f[(f[a>>2]|0)+36>>2]&255](a,b,c,d);return}function A$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;l=n;if(!(f[b>>2]|0)){u=n;return}m=f[a+4>>2]|0;i=m+820|0;k=(f[i>>2]|0)+-1|0;f[i>>2]=k;i=m+428|0;d=m+432|0;e=f[d>>2]|0;do if(!e){h=d;g=d}else{g=m+432|0;while(1){d=f[e+16>>2]|0;if(d>>>0<k>>>0){d=f[e>>2]|0;if(!d){d=7;break}}else{if(d>>>0<=k>>>0){d=11;break}g=e+4|0;d=f[g>>2]|0;if(!d){d=10;break}else e=g}g=e;e=d}if((d|0)==7){h=e;g=e;break}else if((d|0)==10){h=e;break}else if((d|0)==11){h=e;break}}while(0);if(!(f[g>>2]|0)){d=pOb(20)|0;f[d+16>>2]=k;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=h;f[g>>2]=d;e=f[f[i>>2]>>2]|0;if(e){f[i>>2]=e;d=f[g>>2]|0}r_a(f[m+432>>2]|0,d);m=m+436|0;f[m>>2]=(f[m>>2]|0)+1}m=f[(f[a>>2]|0)+40>>2]|0;f[l>>2]=k;f[j>>2]=f[l>>2];Fh[m&255](a,j,b,c);u=n;return}function B$a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+16|0;i=l+8|0;j=l+4|0;k=l;if((f[a+12>>2]|0)!=2){b=f[b>>2]|0;if(!b){u=l;return}oh[f[(f[b>>2]|0)+16>>2]&1023](b,0);u=l;return}h=f[a+4>>2]|0;n=h+820|0;m=(f[n>>2]|0)+-1|0;f[n>>2]=m;f[j>>2]=m;if(f[b>>2]|0){n=C$a(h+256|0,j)|0;m=f[b>>2]|0;f[b>>2]=0;b=f[n>>2]|0;f[n>>2]=m;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}n=f[(f[a>>2]|0)+104>>2]|0;f[k>>2]=f[j>>2];f[i>>2]=f[k>>2];Ih[n&7](a,i,c,d,e,g);u=l;return}function C$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;D$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function D$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){E$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;E$a(a,b);return}function E$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function F$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;s=w+8|0;t=w+4|0;v=w;if((f[a+12>>2]|0)!=2){d=f[b>>2]|0;if(!d){u=w;return}oh[f[(f[d>>2]|0)+16>>2]&1023](d,0);u=w;return}r=a+4|0;gZa(f[r>>2]|0,1);p=(f[r>>2]|0)+820|0;d=(f[p>>2]|0)+-1|0;f[p>>2]=d;f[t>>2]=d;d=GQa(f[(f[a+8>>2]|0)+232>>2]|0)|0;p=f[c>>2]|0;q=c+4|0;n=f[q>>2]|0;m=p+(n<<2)|0;a:do if(!n){e=p;d=0}else{n=d+4|0;j=f[d>>2]|0;i=p;do{k=f[i>>2]|0;h=f[n>>2]|0;b:do if(!h)o=34;else{g=h+-1|0;e=(g&h|0)==0;if(e)l=g&k;else if(k>>>0<h>>>0)l=k;else l=(k>>>0)%(h>>>0)|0;d=f[j+(l<<2)>>2]|0;if(!d)o=34;else{d=f[d>>2]|0;if(!d)o=34;else{if(e)while(1){h=f[d+4>>2]|0;e=(k|0)==(h|0);if(!(e|(h&g|0)==(l|0))){o=34;break b}if(e)if((f[d+8>>2]|0)==(k|0))break b;d=f[d>>2]|0;if(!d){o=34;break b}}while(1){e=f[d+4>>2]|0;if((k|0)==(e|0)){if((f[d+8>>2]|0)==(k|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(l|0)){o=34;break b}}d=f[d>>2]|0;if(!d){o=34;break}}}}}while(0);if((o|0)==34){o=0;f[i>>2]=0}i=i+4|0}while((i|0)!=(m|0));d=f[q>>2]|0;h=p+(d<<2)|0;c:do if(!d){e=p;d=0}else{e=p;while(1){if(!(f[e>>2]|0))break c;e=e+4|0;if((e|0)==(h|0)){e=h;break a}}}while(0);if((e|0)==(h|0))e=h;else{d=e;d:while(1){do{d=d+4|0;if((d|0)==(h|0))break d;g=f[d>>2]|0}while(!(g|0));f[e>>2]=g;e=e+4|0}d=f[q>>2]|0}}while(0);p=d-(p+(d<<2)-e>>2)|0;f[q>>2]=p;d=f[b>>2]|0;e=(d|0)!=0;if(!p){if(e)oh[f[(f[d>>2]|0)+8>>2]&1023](d,s)}else{if(e){r=C$a((f[r>>2]|0)+296|0,t)|0;q=f[b>>2]|0;f[b>>2]=0;d=f[r>>2]|0;f[r>>2]=q;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}r=f[(f[a>>2]|0)+108>>2]|0;f[v>>2]=f[t>>2];f[s>>2]=f[v>>2];xh[r&127](a,s,c)}u=w;return}function G$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;t=x+4|0;v=x;q=f[a+4>>2]|0;s=q+820|0;w=(f[s>>2]|0)+-1|0;f[s>>2]=w;s=q+316|0;p=q+320|0;o=f[p>>2]|0;j=(o|0)==0;a:do if(j){e=0;r=17}else{i=o+-1|0;h=(i&o|0)==0;if(h)e=i&w;else if(o>>>0>w>>>0)e=w;else e=(w>>>0)%(o>>>0)|0;g=f[(f[s>>2]|0)+(e<<2)>>2]|0;if(!g)r=17;else{if(h)while(1){g=f[g>>2]|0;if(!g){r=17;break a}m=f[g+4>>2]|0;if(!((m|0)==(w|0)|(m&i|0)==(e|0))){r=17;break a}if((f[g+8>>2]|0)==(w|0)){m=g;break a}}while(1){g=f[g>>2]|0;if(!g){r=17;break a}h=f[g+4>>2]|0;if((h|0)!=(w|0)){if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(e|0)){r=17;break a}}if((f[g+8>>2]|0)==(w|0)){m=g;break}}}}while(0);if((r|0)==17){m=pOb(56)|0;f[m+8>>2]=w;g=m+12|0;h=g+44|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[m+4>>2]=w;f[m>>2]=0;i=q+328|0;k=+(((f[i>>2]|0)+1|0)>>>0);g=q+332|0;l=+n[g>>2];do if(j|l*+(o>>>0)<k){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;j=~~+W(+(k/l))>>>0;e=e>>>0<j>>>0?j:e;if((e|0)==1){e=2;h=o}else if(!(e+-1&e))h=o;else{e=hDb(e)|0;h=f[p>>2]|0}if(e>>>0>h>>>0)H$a(s,e);else if(e>>>0<h>>>0){g=~~+W(+(+((f[i>>2]|0)>>>0)/+n[g>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)g=1<<32-(_(g+-1|0)|0);else g=hDb(g)|0;e=e>>>0<g>>>0?g:e;if(e>>>0<h>>>0)H$a(s,e)}e=f[p>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&w;break}if(e>>>0>w>>>0){h=e;e=w}else{h=e;e=(w>>>0)%(e>>>0)|0}}else h=o;while(0);g=(f[s>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=q+324|0;f[m>>2]=f[e>>2];f[e>>2]=m;f[g>>2]=e;e=f[m>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[s>>2]|0)+(e<<2)|0;r=41}}else{f[m>>2]=f[e>>2];r=41}if((r|0)==41)f[e>>2]=m;f[i>>2]=(f[i>>2]|0)+1}s=m+12|0;r=f[b>>2]|0;f[b>>2]=0;e=f[s>>2]|0;f[s>>2]=r;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);f[m+16>>2]=f[c>>2];f[m+20>>2]=f[c+4>>2];i=c+8|0;j=m+24|0;e=f[j>>2]|0;h=m+28|0;if(!e)e=m+32|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);e=m+32|0;f[e>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];g=c+12|0;f[h>>2]=f[g>>2];h=c+16|0;f[e>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;f[c>>2]=0;f[m+36>>2]=f[d>>2];f[m+40>>2]=f[d+4>>2];g=d+8|0;h=m+44|0;i=f[h>>2]|0;e=m+48|0;if(!i){s=m+52|0;c=f[g>>2]|0;f[h>>2]=c;c=d+12|0;b=f[c>>2]|0;f[e>>2]=b;b=d+16|0;r=f[b>>2]|0;f[s>>2]=r;f[b>>2]=0;f[c>>2]=0;f[g>>2]=0;f[d>>2]=0;d=f[a>>2]|0;d=d+52|0;d=f[d>>2]|0;f[v>>2]=w;f[t>>2]=f[v>>2];oh[d&1023](a,t);u=x;return}j=f[e>>2]|0;if((j|0)!=(i|0))f[e>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i);s=m+52|0;f[s>>2]=0;f[e>>2]=0;f[h>>2]=0;c=f[g>>2]|0;f[h>>2]=c;c=d+12|0;b=f[c>>2]|0;f[e>>2]=b;b=d+16|0;r=f[b>>2]|0;f[s>>2]=r;f[b>>2]=0;f[c>>2]=0;f[g>>2]=0;f[d>>2]=0;d=f[a>>2]|0;d=d+52|0;d=f[d>>2]|0;f[v>>2]=w;f[t>>2]=f[v>>2];oh[d&1023](a,t);u=x;return}function H$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function I$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;zYa(a,b);AYa(a,b,a+816|0);g=a+456|0;if(f[g>>2]|0){d=a+452|0;b=f[d>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);f[d>>2]=0;d=f[a+448>>2]|0;if(d|0){e=a+444|0;b=0;do{f[(f[e>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[g>>2]=0}e=a+464|0;g=a+468|0;NYa(e,f[g>>2]|0);f[a+472>>2]=0;f[e>>2]=g;f[g>>2]=0;if(c)return;d=a+788|0;if(f[d>>2]|0){e=a+784|0;aZa(f[e>>2]|0);f[e>>2]=0;e=f[a+780>>2]|0;if(e|0){g=a+776|0;b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(e|0))}f[d>>2]=0}e=a+808|0;if(!(f[e>>2]|0))return;g=a+804|0;$Ya(f[g>>2]|0);f[g>>2]=0;g=f[a+800>>2]|0;if(g|0){d=a+796|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(g|0))}f[e>>2]=0;return}function J$a(a){a=a|0;b[(f[a+4>>2]|0)+536>>0]=1;return}function K$a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m+8|0;k=m+4|0;l=m;a:do if((f[a+12>>2]|0)!=2){h=f[c>>2]|0;n=f[c+4>>2]|0;i=h+(n<<3)|0;if(n|0){while(1){if(f[h>>2]|0)break;h=h+8|0;if((h|0)==(i|0))break a}n=f[b>>2]|0;oh[f[(f[n>>2]|0)+16>>2]&1023](n,0);u=m;return}}while(0);n=a+4|0;gZa(f[n>>2]|0,1);n=f[n>>2]|0;h=n+820|0;i=(f[h>>2]|0)+-1|0;f[h>>2]=i;f[k>>2]=i;n=L$a(n+276|0,k)|0;i=f[b>>2]|0;f[b>>2]=0;h=f[n>>2]|0;f[n>>2]=i;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);n=f[(f[a>>2]|0)+112>>2]|0;f[l>>2]=f[k>>2];f[j>>2]=f[l>>2];Th[n&127](a,j,c,d,e,g);u=m;return}function L$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;M$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function M$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){N$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;N$a(a,b);return}function N$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function O$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d&1;d=f[c>>2]|0;n=f[c+4>>2]|0;o=d+(n<<3)|0;if(!n)return;m=a+4|0;n=p<<24>>24==0;l=d;do{d=xYa((f[m>>2]|0)+776|0,l)|0;a:do if((h[d>>0]|0)<=1){j=d+44|0;k=l+4|0;i=f[k>>2]|0;e=f[d+48>>2]|0;b:do if(!e)q=23;else{a=e+-1|0;c=(a&e|0)==0;if(c)g=a&i;else if(e>>>0>i>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;d=f[(f[j>>2]|0)+(g<<2)>>2]|0;if(!d)q=23;else{d=f[d>>2]|0;if(!d)q=23;else{c:do if(c)while(1){e=f[d+4>>2]|0;c=(e|0)==(i|0);if(!(c|(e&a|0)==(g|0))){q=23;break b}if(c)if((f[d+8>>2]|0)==(i|0))break c;d=f[d>>2]|0;if(!d){q=23;break b}}else while(1){c=f[d+4>>2]|0;if((c|0)==(i|0)){if((f[d+8>>2]|0)==(i|0))break c}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){q=23;break b}}d=f[d>>2]|0;if(!d){q=23;break b}}while(0);c=d+12|0;if(n|(b[d+8+5>>0]|0)!=0)break a;if(b[c>>0]|0)break a;b[c>>0]=1}}}while(0);if((q|0)==23){q=0;k=P$a(j,k)|0;b[k>>0]=p;b[k+1>>0]=0}d=Q$a((f[m>>2]|0)+664|0,l)|0;if(!d){k=R$a((f[m>>2]|0)+664|0,l)|0;b[k>>0]=p;break}else{k=d+16|0;b[k>>0]=b[k>>0]|p;break}}while(0);l=l+8|0}while((l|0)!=(o|0));return}function P$a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)U$a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)U$a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function Q$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function R$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;S$a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function S$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){T$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;T$a(a,b);return}function T$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function U$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function V$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d&1;e=f[c>>2]|0;n=f[c+4>>2]|0;o=e+(n<<3)|0;if(!n)return;n=a+4|0;m=d^1;do{c=xYa((f[n>>2]|0)+776|0,e)|0;a:do if((h[c>>0]|0)<=1){k=c+4|0;l=e+4|0;j=f[l>>2]|0;g=f[c+8>>2]|0;b:do if(!g)q=23;else{d=g+-1|0;a=(d&g|0)==0;if(a)i=d&j;else if(g>>>0>j>>>0)i=j;else i=(j>>>0)%(g>>>0)|0;c=f[(f[k>>2]|0)+(i<<2)>>2]|0;if(!c)q=23;else{c=f[c>>2]|0;if(!c)q=23;else{c:do if(a)while(1){g=f[c+4>>2]|0;a=(g|0)==(j|0);if(!(a|(g&d|0)==(i|0))){q=23;break b}if(a)if((f[c+8>>2]|0)==(j|0))break c;c=f[c>>2]|0;if(!c){q=23;break b}}else while(1){a=f[c+4>>2]|0;if((a|0)==(j|0)){if((f[c+8>>2]|0)==(j|0))break c}else{if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;if((a|0)!=(i|0)){q=23;break b}}c=f[c>>2]|0;if(!c){q=23;break b}}while(0);a=c+12|0;if((b[c+8+5>>0]|0)!=0|m)break a;if(b[a>>0]|0)break a;b[a>>0]=1}}}while(0);if((q|0)==23){q=0;l=W$a(k,l)|0;b[l>>0]=p;b[l+1>>0]=0}c=X$a((f[n>>2]|0)+624|0,e)|0;if(!c){l=Y$a((f[n>>2]|0)+624|0,e)|0;b[l>>0]=p;break}else{l=c+16|0;b[l>>0]=b[l>>0]|p;break}}while(0);e=e+8|0}while((e|0)!=(o|0));return}function W$a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)$$a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)$$a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function X$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Y$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;Z$a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function Z$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_$a(a,b);return}function _$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function $$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function a0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=d&1;e=f[c>>2]|0;o=f[c+4>>2]|0;p=e+(o<<3)|0;if(!o)return;o=a+4|0;n=d^1;do{c=xYa((f[o>>2]|0)+776|0,e)|0;a:do if((h[c>>0]|0)<=1){l=c+24|0;m=e+4|0;k=f[m>>2]|0;i=f[c+28>>2]|0;b:do if(!i)r=23;else{g=i+-1|0;d=(g&i|0)==0;if(d)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;c=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!c)r=23;else{a=f[c>>2]|0;if(!a)r=23;else{c:do if(d)while(1){i=f[a+4>>2]|0;c=(i|0)==(k|0);if(!(c|(i&g|0)==(j|0))){r=23;break b}if(c)if((f[a+8>>2]|0)==(k|0))break c;a=f[a>>2]|0;if(!a){r=23;break b}}else while(1){c=f[a+4>>2]|0;if((c|0)==(k|0)){if((f[a+8>>2]|0)==(k|0))break c}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(j|0)){r=23;break b}}a=f[a>>2]|0;if(!a){r=23;break b}}while(0);c=a+12|0;if(!((b[a+8+5>>0]|0)==0&n))break a;if(!(b[c>>0]|0))break a}}}while(0);if((r|0)==23){r=0;c=b0a(l,m)|0;b[c>>0]=q;c=c+1|0}b[c>>0]=0;c=c0a((f[o>>2]|0)+644|0,e)|0;if(!c){m=d0a((f[o>>2]|0)+644|0,e)|0;b[m>>0]=q;break}else{m=c+16|0;b[m>>0]=b[m>>0]&q;break}}while(0);e=e+8|0}while((e|0)!=(p|0));return}function b0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)g0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)g0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function c0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function d0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;e0a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function e0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){f0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;f0a(a,b);return}function f0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function g0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function h0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+28|0;m=n+16|0;j=n+4|0;l=n;k=(d&2|0)==0;a:do if(d&1|0){f[h>>2]=e;switch(e|0){case 0:{g=f[(f[a+8>>2]|0)+232>>2]|0;f[m>>2]=0;a=m+4|0;f[a>>2]=0;f[m+8>>2]=0;if((c|0)==5){nSa(j,g);i=j+4|0;i0a(m,f[j>>2]|0,f[i>>2]|0);g=f[j>>2]|0;if(g|0){h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}}if(!k){h=f[a>>2]|0;g=f[m>>2]|0;j=h-g>>2;switch(j|0){case 0:{aWa(m,1);g=f[m>>2]|0;break}case 1:break;default:{i=g+4|0;if((i|0)!=(h|0))f[a>>2]=h+(~((h+-4-i|0)>>>2)<<2)}}f[g>>2]=j}g=f[b>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,m);g=f[m>>2]|0;if(g|0){h=f[a>>2]|0;if((h|0)!=(g|0))f[a>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}u=n;return}case -1:{b=f[b>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,h);u=n;return}default:break a}}while(0);g=f[b>>2]|0;if((f[a+12>>2]|0)!=2){oh[f[(f[g>>2]|0)+16>>2]&1023](g,0);u=n;return}if(!g){Fh[f[(f[a>>2]|0)+116>>2]&255](a,c,d,e);u=n;return}i=(f[a+4>>2]|0)+336|0;f[h>>2]=c;f[h+4>>2]=d;f[h+8>>2]=e;i=j0a(i,h)|0;g=i+4|0;h=f[g>>2]|0;if(h>>>0<(f[i+8>>2]|0)>>>0){m=f[b>>2]|0;f[b>>2]=0;f[h>>2]=m;b=(f[g>>2]|0)+4|0;f[g>>2]=b;g=b}else{k0a(i,b);g=f[g>>2]|0}if((g-(f[i>>2]|0)|0)!=4){u=n;return}f[l>>2]=0;h0a(a,l,c,d,e);g=f[l>>2]|0;f[l>>2]=0;if(!g){u=n;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=n;return}function i0a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;h=b;i=j-h|0;g=i>>2;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=d-m>>2>>>0){i=a+4|0;e=(f[i>>2]|0)-m>>2;a=g>>>0>e>>>0;g=a?b+(e<<2)|0:c;e=g;d=e-h|0;c=d>>2;if(c|0)cQb(m|0,b|0,d|0)|0;c=l+(c<<2)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[i>>2]|0,g|0,d|0)|0;f[i>>2]=(f[i>>2]|0)+(d>>>2<<2);return}else{d=f[i>>2]|0;if((d|0)==(c|0))return;f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~((c+-4-m|0)>>>2)<<2);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>1073741823)AMb(a);m=d>>1;d=d>>2>>>0<536870911?(m>>>0<g>>>0?g:m):1073741823;if(d>>>0>1073741823)AMb(a);c=pOb(d<<2)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d<<2);if((i|0)<=0)return;bQb(c|0,b|0,i|0)|0;f[e>>2]=c+(i>>>2<<2);return}function j0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(32)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;l0a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function k0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+4|0;c=f[a>>2]|0;e=(f[j>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>1;c=i>>2>>>0<536870911?(c>>>0<d>>>0?d:c):1073741823;do if(!c)g=0;else if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;break}while(0);d=g+(e<<2)|0;e=d;i=g+(c<<2)|0;h=f[b>>2]|0;f[b>>2]=0;f[d>>2]=h;h=d+4|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{c=c+-4|0;g=f[c>>2]|0;f[c>>2]=0;f[d+-4>>2]=g;d=e+-4|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function l0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){m0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;m0a(a,b);return}function m0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function n0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;a:do if((f[a+12>>2]|0)!=2){a=f[c>>2]|0;c=f[c+4>>2]|0;d=a+(c<<3)|0;if(c|0){while(1){if(f[a>>2]|0)break;a=a+8|0;if((a|0)==(d|0))break a}b=f[b>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,0);return}}while(0);a=f[b>>2]|0;if(!a)return;oh[f[(f[a>>2]|0)+16>>2]&1023](a,1);return}function o0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;s=0;z=u;u=u+64|0;a:do if((f[a+12>>2]|0)!=2){g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}y=f[b>>2]|0;oh[f[(f[y>>2]|0)+16>>2]&1023](y,0);u=z;return}}while(0);t=f[b>>2]|0;if(!t){O$a(a,c,d);u=z;return}i=f[(f[a+8>>2]|0)+232>>2]|0;w=f[a+4>>2]|0;r=d&1|0?w+64|0:w+96|0;f[b>>2]=0;f[(z+20|0)>>2]=t;f[(z+36|0)>>2]=0;y=(z+36|0)+4|0;f[y>>2]=0;f[(z+36|0)+8>>2]=0;f[(z+24|0)>>2]=0;x=(z+24|0)+4|0;f[x>>2]=0;f[(z+24|0)+8>>2]=0;h=f[c>>2]|0;b=f[(c+4|0)>>2]|0;e=1;if(e){e=0;if(!b)s=22;else e=1}if(e)if(1){g=h;do{b:do switch((K_a(a,i,d,g)|0)<<24>>24){case 0:if(!(f[g>>2]|0)){e=f[y>>2]|0;if((e|0)==(f[((z+36|0)+8|0)>>2]|0)){b_a(z+36|0,g);break b}else{A=g;j=f[A+4>>2]|0;f[e>>2]=f[A>>2];f[e+4>>2]=j;f[y>>2]=(f[y>>2]|0)+8;break b}}else{e=f[x>>2]|0;if((e|0)==(f[((z+24|0)+8|0)>>2]|0)){b_a(z+24|0,g);break b}else{j=g;A=f[j+4>>2]|0;f[e>>2]=f[j>>2];f[e+4>>2]=A;f[x>>2]=(f[x>>2]|0)+8;break b}}case 3:{e=f[y>>2]|0;if((e|0)==(f[((z+36|0)+8|0)>>2]|0)){b_a(z+36|0,g);break b}else{j=g;A=f[j+4>>2]|0;f[e>>2]=f[j>>2];f[e+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break b}}default:{}}while(0);g=g+8|0}while((g|0)!=(h+(b<<3)|0|0));e=1;if(e){e=0;if((f[(z+24|0)>>2]|0)==(f[x>>2]|0))s=22;else e=1}if(e)if(1){b=f[(r+24|0)>>2]|0;g=f[(r+28|0)>>2]|0;e=1;if(e){e=0;if(b>>>0<g>>>0){f[b>>2]=f[c>>2];f[b+4>>2]=f[(c+4|0)>>2];f[(b+8|0)>>2]=0;f[(b+12|0)>>2]=0;f[b+16>>2]=0;f[(b+8|0)>>2]=f[(c+8|0)>>2];f[(b+12|0)>>2]=f[(c+12|0)>>2];f[b+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[b+20>>2]=d;f[(z+20|0)>>2]=0;f[b+24>>2]=t;f[(r+24|0)>>2]=(f[(r+24|0)>>2]|0)+28}else e=1}if(e)if(1){h=f[(r+20|0)>>2]|0;e=((b-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(r+20|0);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)m=0;else if(e>>>0>153391689)vd();else{m=pOb(e*28|0)|0;break}while(0);j=m+(((b-h|0)/28|0)*28|0)|0;i=m+(e*28|0)|0;f[j>>2]=f[c>>2];f[m+(((b-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+16>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+20>>2]=d;f[(z+20|0)>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+24>>2]=t;b=f[(r+20|0)>>2]|0;e=f[(r+24|0)>>2]|0;if((e|0)==(b|0)){g=j;m=b;e=b}else{g=j;h=j;do{m=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[m+-24>>2];B=h+-20|0;f[B>>2]=0;A=h+-16|0;f[A>>2]=0;f[h+-12>>2]=0;f[B>>2]=f[(m+-20|0)>>2];f[A>>2]=f[(m+-16|0)>>2];f[h+-12>>2]=f[(m+-12|0)>>2];f[(m+-12|0)>>2]=0;f[(m+-16|0)>>2]=0;f[(m+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[m+-8>>2];A=f[(m+-4|0)>>2]|0;f[(m+-4|0)>>2]=0;f[h+-4>>2]=A;h=g+-28|0;g=h}while((e|0)!=(b|0));m=f[(r+20|0)>>2]|0;e=f[(r+24|0)>>2]|0}f[(r+20|0)>>2]=g;f[(r+24|0)>>2]=j+28|0;f[(r+28|0)>>2]=i;j=m;if((e|0)!=(j|0)){i=e;do{B=i+-4|0;e=f[B>>2]|0;f[B>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=i+-20|0;e=f[g>>2]|0;b=i+-16|0;i=i+-28|0;if((e|0)==(f[b>>2]|0)){h=f[i>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[b>>2]|0;if((g|0)!=(e|0))f[b>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((i|0)!=(j|0))}if(m|0)sOb(m)}e=f[(r+24|0)>>2]|0;A=f[(z+24|0)>>2]|0;B=f[x>>2]|0;f[z>>2]=(A|0)==(B|0)?0:A;f[z+4>>2]=B-A>>3;f[z+8>>2]=A;f[(z+12|0)>>2]=B;f[z+16>>2]=f[((z+24|0)+8|0)>>2];f[((z+24|0)+8|0)>>2]=0;f[x>>2]=0;f[(z+24|0)>>2]=0;f[(z+48|0)>>2]=0;o0a(a,z+48|0,z,f[e+-8>>2]|0);e=f[(z+48|0)>>2]|0;f[(z+48|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(z+8|0)>>2]|0;if((e|0)==(f[(z+12|0)>>2]|0)){g=f[z>>2]|0;if(g){tOb(g);e=f[(z+8|0)>>2]|0}}if(e|0){g=f[(z+12|0)>>2]|0;if((g|0)!=(e|0))f[(z+12|0)>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}}do if((s|0)==22){if((f[(z+36|0)>>2]|0)!=(f[y>>2]|0)){L_a(z+20|0,z+36|0,c);break}i=f[(w+816|0)>>2]|0;f[(z+48|0)>>2]=i;e=1;if(e){e=0;if((i|0)==(f[w+440>>2]|0))oh[f[(f[t>>2]|0)+8>>2]&1023](t,c);else e=1}if(e)if(1){f[(w+816|0)>>2]=i+1|0;h=f[(r+4|0)>>2]|0;c:do if(!h){o=0;s=41}else{if(!((h+-1|0)&h))b=(h+-1|0)&(i+1|0);else if(h>>>0>(i+1|0)>>>0)b=i+1|0;else b=((i+1|0)>>>0)%(h>>>0)|0;e=f[(f[r>>2]|0)+(b<<2)>>2]|0;if(!e){o=b;s=41}else{if(!((h+-1|0)&h))while(1){e=f[e>>2]|0;if(!e){o=b;s=41;break c}B=f[e+4>>2]|0;if(!((B|0)==(i+1|0|0)|(B&(h+-1|0)|0)==(b|0))){o=b;s=41;break c}if((f[e+8>>2]|0)==(i+1|0|0)){q=e;break c}}while(1){e=f[e>>2]|0;if(!e){o=b;s=41;break c}g=f[e+4>>2]|0;if((g|0)!=(i+1|0|0)){if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(b|0)){o=b;s=41;break c}}if((f[e+8>>2]|0)==(i+1|0|0)){q=e;break}}}}while(0);if((s|0)==41){b=pOb(24)|0;f[b+8>>2]=i+1|0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+4>>2]=i+1|0;f[b>>2]=0;k=+(((f[(r+12|0)>>2]|0)+1|0)>>>0);l=+n[r+16>>2];do if((h|0)==0|l*+(h>>>0)<k){e=~~+W(+(k/l))>>>0;d_a(r,(h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1)>>>0<e>>>0?e:h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1);e=f[(r+4|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(i+1|0);break}if(e>>>0>(i+1|0)>>>0){h=e;e=i+1|0}else{h=e;e=((i+1|0)>>>0)%(e>>>0)|0}}else e=o;while(0);e=(f[r>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[b>>2]=f[(r+8|0)>>2];f[(r+8|0)>>2]=b;f[e>>2]=r+8|0;e=f[b>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;p=(f[r>>2]|0)+(e<<2)|0;s=54}}else{f[b>>2]=f[g>>2];p=g;s=54}if((s|0)==54)f[p>>2]=b;f[(r+12|0)>>2]=(f[(r+12|0)>>2]|0)+1;q=b}o=q+12|0;p=q+16|0;b=f[p>>2]|0;a=q+20|0;g=f[a>>2]|0;e=1;if(e){e=0;if(b>>>0<g>>>0){f[b>>2]=f[c>>2];f[b+4>>2]=f[(c+4|0)>>2];f[(b+8|0)>>2]=0;f[(b+12|0)>>2]=0;f[b+16>>2]=0;f[(b+8|0)>>2]=f[(c+8|0)>>2];f[(b+12|0)>>2]=f[(c+12|0)>>2];f[b+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[b+20>>2]=d;f[(z+20|0)>>2]=0;f[b+24>>2]=t;f[p>>2]=(f[p>>2]|0)+28}else e=1}if(e)if(1){h=f[o>>2]|0;e=((b-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(o);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)v=0;else if(e>>>0>153391689)vd();else{v=pOb(e*28|0)|0;break}while(0);j=v+(((b-h|0)/28|0)*28|0)|0;i=v+(e*28|0)|0;f[j>>2]=f[c>>2];f[v+(((b-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+16>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+20>>2]=d;f[(z+20|0)>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+24>>2]=t;b=f[o>>2]|0;e=f[p>>2]|0;if((e|0)==(b|0)){g=j;m=b;e=b}else{g=j;h=j;do{A=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[A+-24>>2];d=h+-20|0;f[d>>2]=0;B=h+-16|0;f[B>>2]=0;f[h+-12>>2]=0;f[d>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[h+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[A+-8>>2];B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[h+-4>>2]=B;h=g+-28|0;g=h}while((e|0)!=(b|0));m=f[o>>2]|0;e=f[p>>2]|0}f[o>>2]=g;f[p>>2]=j+28|0;f[a>>2]=i;j=m;if((e|0)!=(j|0)){i=e;do{B=i+-4|0;e=f[B>>2]|0;f[B>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=i+-20|0;e=f[g>>2]|0;b=i+-16|0;i=i+-28|0;if((e|0)==(f[b>>2]|0)){h=f[i>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[b>>2]|0;if((g|0)!=(e|0))f[b>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((i|0)!=(j|0))}if(m|0)sOb(m)}B=p0a(w+444|0,z+48|0)|0;f[B>>2]=2}}while(0);e=f[(z+24|0)>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+36|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+20|0)>>2]|0;f[(z+20|0)>>2]=0;if(!e){u=z;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=z;return}function p0a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;q0a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function q0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){r0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;r0a(a,b);return}function r0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function s0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;r=0;z=u;u=u+64|0;a:do if((f[a+12>>2]|0)!=2){h=f[c>>2]|0;i=f[c+4>>2]|0;if(i|0){g=h;while(1){if(f[g>>2]|0)break;g=g+8|0;if((g|0)==(h+(i<<3)|0|0))break a}y=f[b>>2]|0;oh[f[(f[y>>2]|0)+16>>2]&1023](y,0);u=z;return}}while(0);t=f[b>>2]|0;if(!t){V$a(a,c,d);u=z;return}l=f[(f[a+8>>2]|0)+232>>2]|0;s=d?2:0;w=f[a+4>>2]|0;f[b>>2]=0;f[(z+20|0)>>2]=t;f[(z+36|0)>>2]=0;y=(z+36|0)+4|0;f[y>>2]=0;f[(z+36|0)+8>>2]=0;f[(z+24|0)>>2]=0;x=(z+24|0)+4|0;f[x>>2]=0;f[(z+24|0)+8>>2]=0;i=f[c>>2]|0;d=f[(c+4|0)>>2]|0;g=1;if(g){g=0;if(!d)r=29;else g=1}if(g)if(1){h=i;do{CRa(z+48|0,l,h);g=f[(z+48|0)>>2]|0;if(!g){m=B_a(a,h,10)|0;r=13}else if(lFa(g,l,s>>>1,0)|0){g=f[((z+48|0)+4|0)>>2]|0;if(g|0)iOb(g)}else{m=0;r=13}b:do if((r|0)==13){r=0;g=f[((z+48|0)+4|0)>>2]|0;if(g|0)iOb(g);switch(m<<24>>24){case 0:break;case 3:{g=f[y>>2]|0;if((g|0)==(f[((z+36|0)+8|0)>>2]|0)){SD(z+36|0,h);break b}else{A=h;b=f[A+4>>2]|0;f[g>>2]=f[A>>2];f[g+4>>2]=b;f[y>>2]=(f[y>>2]|0)+8;break b}}default:break b}if(!(f[h>>2]|0)){g=f[y>>2]|0;if((g|0)==(f[((z+36|0)+8|0)>>2]|0)){SD(z+36|0,h);break}else{b=h;A=f[b+4>>2]|0;f[g>>2]=f[b>>2];f[g+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break}}else{g=f[x>>2]|0;if((g|0)==(f[((z+24|0)+8|0)>>2]|0)){SD(z+24|0,h);break}else{b=h;A=f[b+4>>2]|0;f[g>>2]=f[b>>2];f[g+4>>2]=A;f[x>>2]=(f[x>>2]|0)+8;break}}}while(0);h=h+8|0}while((h|0)!=(i+(d<<3)|0|0));g=1;if(g){g=0;if((f[(z+24|0)>>2]|0)==(f[x>>2]|0))r=29;else g=1}if(g)if(1){d=f[(w+24|0)>>2]|0;h=f[(w+28|0)>>2]|0;g=1;if(g){g=0;if(d>>>0<h>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[(c+4|0)>>2];f[(d+8|0)>>2]=0;f[(d+12|0)>>2]=0;f[d+16>>2]=0;f[(d+8|0)>>2]=f[(c+8|0)>>2];f[(d+12|0)>>2]=f[(c+12|0)>>2];f[d+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[d+20>>2]=s;f[(z+20|0)>>2]=0;f[d+24>>2]=t;f[(w+24|0)>>2]=(f[(w+24|0)>>2]|0)+28}else g=1}if(g)if(1){i=f[(w+20|0)>>2]|0;g=((d-i|0)/28|0)+1|0;if(g>>>0>153391689)AMb(w+20|0);g=((h-i|0)/28|0)>>>0<76695844?(((h-i|0)/28|0)<<1>>>0<g>>>0?g:((h-i|0)/28|0)<<1):153391689;do if(!g)o=0;else if(g>>>0>153391689)vd();else{o=pOb(g*28|0)|0;break}while(0);l=o+(((d-i|0)/28|0)*28|0)|0;b=o+(g*28|0)|0;f[l>>2]=f[c>>2];f[o+(((d-i|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+16>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+20>>2]=s;f[(z+20|0)>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+24>>2]=t;d=f[(w+20|0)>>2]|0;g=f[(w+24|0)>>2]|0;if((g|0)==(d|0)){h=l;m=d;g=d}else{h=l;i=l;do{o=g;g=g+-28|0;f[i+-28>>2]=f[g>>2];f[i+-24>>2]=f[o+-24>>2];m=i+-20|0;f[m>>2]=0;A=i+-16|0;f[A>>2]=0;f[i+-12>>2]=0;f[m>>2]=f[(o+-20|0)>>2];f[A>>2]=f[(o+-16|0)>>2];f[i+-12>>2]=f[(o+-12|0)>>2];f[(o+-12|0)>>2]=0;f[(o+-16|0)>>2]=0;f[(o+-20|0)>>2]=0;f[g>>2]=0;f[i+-8>>2]=f[o+-8>>2];A=f[(o+-4|0)>>2]|0;f[(o+-4|0)>>2]=0;f[i+-4>>2]=A;i=h+-28|0;h=i}while((g|0)!=(d|0));m=f[(w+20|0)>>2]|0;g=f[(w+24|0)>>2]|0}f[(w+20|0)>>2]=h;f[(w+24|0)>>2]=l+28|0;f[(w+28|0)>>2]=b;l=m;if((g|0)!=(l|0)){b=g;do{A=b+-4|0;g=f[A>>2]|0;f[A>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);h=b+-20|0;g=f[h>>2]|0;d=b+-16|0;b=b+-28|0;if((g|0)==(f[d>>2]|0)){i=f[b>>2]|0;if(i){tOb(i);g=f[h>>2]|0}}if(g|0){h=f[d>>2]|0;if((h|0)!=(g|0))f[d>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}while((b|0)!=(l|0))}if(m|0)sOb(m)}g=f[(w+24|0)>>2]|0;o=f[(z+24|0)>>2]|0;A=f[x>>2]|0;f[z>>2]=(o|0)==(A|0)?0:o;f[z+4>>2]=A-o>>3;f[z+8>>2]=o;f[(z+12|0)>>2]=A;f[z+16>>2]=f[((z+24|0)+8|0)>>2];f[((z+24|0)+8|0)>>2]=0;f[x>>2]=0;f[(z+24|0)>>2]=0;g=(f[g+-8>>2]&2|0)!=0;f[(z+48|0)>>2]=0;s0a(a,z+48|0,z,g);g=f[(z+48|0)>>2]|0;f[(z+48|0)>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[(z+8|0)>>2]|0;if((g|0)==(f[(z+12|0)>>2]|0)){h=f[z>>2]|0;if(h){tOb(h);g=f[(z+8|0)>>2]|0}}if(g|0){h=f[(z+12|0)>>2]|0;if((h|0)!=(g|0))f[(z+12|0)>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}}do if((r|0)==29){if((f[(z+36|0)>>2]|0)!=(f[y>>2]|0)){C_a(z+20|0,z+36|0,c);break}b=f[(w+816|0)>>2]|0;f[(z+48|0)>>2]=b;g=1;if(g){g=0;if((b|0)==(f[w+440>>2]|0))oh[f[(f[t>>2]|0)+8>>2]&1023](t,c);else g=1}if(g)if(1){f[(w+816|0)>>2]=b+1|0;d=f[(w+4|0)>>2]|0;c:do if(!d){e=0;r=48}else{if(!((d+-1|0)&d))i=(d+-1|0)&(b+1|0);else if(d>>>0>(b+1|0)>>>0)i=b+1|0;else i=((b+1|0)>>>0)%(d>>>0)|0;g=f[(f[w>>2]|0)+(i<<2)>>2]|0;if(!g){e=i;r=48}else{if(!((d+-1|0)&d))while(1){g=f[g>>2]|0;if(!g){e=i;r=48;break c}A=f[g+4>>2]|0;if(!((A|0)==(b+1|0|0)|(A&(d+-1|0)|0)==(i|0))){e=i;r=48;break c}if((f[g+8>>2]|0)==(b+1|0|0)){p=g;break c}}while(1){g=f[g>>2]|0;if(!g){e=i;r=48;break c}h=f[g+4>>2]|0;if((h|0)!=(b+1|0|0)){if(h>>>0>=d>>>0)h=(h>>>0)%(d>>>0)|0;if((h|0)!=(i|0)){e=i;r=48;break c}}if((f[g+8>>2]|0)==(b+1|0|0)){p=g;break}}}}while(0);if((r|0)==48){i=pOb(24)|0;f[i+8>>2]=b+1|0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+4>>2]=b+1|0;f[i>>2]=0;j=+(((f[(w+12|0)>>2]|0)+1|0)>>>0);k=+n[w+16>>2];do if((d|0)==0|k*+(d>>>0)<j){e=~~+W(+(j/k))>>>0;g_a(w,(d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1)>>>0<e>>>0?e:d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1);e=f[(w+4|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(b+1|0);break}if(e>>>0>(b+1|0)>>>0){h=e;e=b+1|0}else{h=e;e=((b+1|0)>>>0)%(e>>>0)|0}}else h=d;while(0);e=(f[w>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[i>>2]=f[(w+8|0)>>2];f[(w+8|0)>>2]=i;f[e>>2]=w+8|0;e=f[i>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;q=(f[w>>2]|0)+(e<<2)|0;r=61}}else{f[i>>2]=f[g>>2];q=g;r=61}if((r|0)==61)f[q>>2]=i;f[(w+12|0)>>2]=(f[(w+12|0)>>2]|0)+1;p=i}o=p+12|0;a=p+16|0;i=f[a>>2]|0;m=p+20|0;g=f[m>>2]|0;e=1;if(e){e=0;if(i>>>0<g>>>0){f[i>>2]=f[c>>2];f[i+4>>2]=f[(c+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(c+8|0)>>2];f[(i+12|0)>>2]=f[(c+12|0)>>2];f[i+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[i+20>>2]=s;f[(z+20|0)>>2]=0;f[i+24>>2]=t;f[a>>2]=(f[a>>2]|0)+28}else e=1}if(e)if(1){h=f[o>>2]|0;e=((i-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(o);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)v=0;else if(e>>>0>153391689)vd();else{v=pOb(e*28|0)|0;break}while(0);b=v+(((i-h|0)/28|0)*28|0)|0;d=v+(e*28|0)|0;f[b>>2]=f[c>>2];f[v+(((i-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+16>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+20>>2]=s;f[(z+20|0)>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+24>>2]=t;i=f[o>>2]|0;e=f[a>>2]|0;if((e|0)==(i|0)){g=b;l=i;e=i}else{g=b;h=b;do{v=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[v+-24>>2];c=h+-20|0;f[c>>2]=0;A=h+-16|0;f[A>>2]=0;f[h+-12>>2]=0;f[c>>2]=f[(v+-20|0)>>2];f[A>>2]=f[(v+-16|0)>>2];f[h+-12>>2]=f[(v+-12|0)>>2];f[(v+-12|0)>>2]=0;f[(v+-16|0)>>2]=0;f[(v+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[v+-8>>2];A=f[(v+-4|0)>>2]|0;f[(v+-4|0)>>2]=0;f[h+-4>>2]=A;h=g+-28|0;g=h}while((e|0)!=(i|0));l=f[o>>2]|0;e=f[a>>2]|0}f[o>>2]=g;f[a>>2]=b+28|0;f[m>>2]=d;b=l;if((e|0)!=(b|0)){d=e;do{A=d+-4|0;e=f[A>>2]|0;f[A>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=d+-20|0;e=f[g>>2]|0;i=d+-16|0;d=d+-28|0;if((e|0)==(f[i>>2]|0)){h=f[d>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((d|0)!=(b|0))}if(l|0)sOb(l)}A=p0a(w+444|0,z+48|0)|0;f[A>>2]=0}}while(0);e=f[(z+24|0)>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+36|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+20|0)>>2]|0;f[(z+20|0)>>2]=0;if(!e){u=z;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=z;return}function t0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+68>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+64|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+688|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+684|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+696|0)>>2]|0)+1|0)>>>0);o=+n[(r+700|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;u0a(r+684|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+688|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+684|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+692|0)>>2];f[(r+692|0)>>2]=j;f[e>>2]=r+692|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+684|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+696|0)>>2]=(f[(r+696|0)>>2]|0)+1}p=v0a(d+64|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;T0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function u0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){x0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;x0a(a,b);return}function v0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)w0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)w0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function w0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function x0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function y0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+88>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+84|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+708|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+704|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+716|0)>>2]|0)+1|0)>>>0);o=+n[(r+720|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;z0a(r+704|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+708|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+704|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+712|0)>>2];f[(r+712|0)>>2]=j;f[e>>2]=r+712|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+704|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+716|0)>>2]=(f[(r+716|0)>>2]|0)+1}p=A0a(d+84|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;U0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function z0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){C0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;C0a(a,b);return}function A0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)B0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)B0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function B0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function C0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function D0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+128>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+124|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+748|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+744|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+756|0)>>2]|0)+1|0)>>>0);o=+n[(r+760|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;IUa(r+744|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+748|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+744|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+752|0)>>2];f[(r+752|0)>>2]=j;f[e>>2]=r+752|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+744|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+756|0)>>2]=(f[(r+756|0)>>2]|0)+1}p=vYa(d+124|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;V0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function E0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1616|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+108>>2]|0;b:do if(!h)v=154;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+104|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=154;else{e=f[e>>2]|0;if(!e)v=154;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=154;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=154;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=154;break b}}e=f[e>>2]|0;if(!e){v=154;break}}}}}while(0);if((v|0)==154){v=0;i=f[l>>2]|0;c=f[(r+728|0)>>2]|0;c:do if(!c){t=0;v=173}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+724|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=173}else{e=f[e>>2]|0;if(!e){t=h;v=173}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=173;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=173;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=173;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=173;break}}}}}while(0);if((v|0)==173){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+736|0)>>2]|0)+1|0)>>>0);o=+n[(r+740|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;F0a(r+724|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+728|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+724|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+732|0)>>2];f[(r+732|0)>>2]=j;f[e>>2]=r+732|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+724|0)>>2]|0)+(e<<2)|0;v=186}}else{f[j>>2]=f[g>>2];s=g;v=186}if((v|0)==186){v=0;f[s>>2]=j}f[(r+736|0)>>2]=(f[(r+736|0)>>2]|0)+1}p=G0a(d+104|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=27;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+640>>2]=j;f[w+672>>2]=k;f[w+736>>2]=e;f[w+792>>2]=g;f[w+824>>2]=h;f[w+848>>2]=c;f[w+1480>>2]=v;f[w+1488>>2]=i;f[w+1528>>2]=0;f[w+1532>>2]=0;W0a(w);G=f[w+1528>>2]|0;D=f[w+1532>>2]|0;H=+n[w+1532>>2];f[w+1528>>2]=0;f[w+1532>>2]=0;if((G|0)==5)return}function F0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){I0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;I0a(a,b);return}function G0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)H0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)H0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function H0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function I0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function J0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;p=0;q=u;u=u+1360|0;a:do if((f[a+12>>2]|0)!=2){g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}p=f[b>>2]|0;oh[f[(f[p>>2]|0)+16>>2]&1023](p,0);u=q;return}}while(0);j=f[b>>2]|0;if(!j){a0a(a,c,d);u=q;return}k=f[(f[a+8>>2]|0)+232>>2]|0;l=f[a+4>>2]|0;f[b>>2]=0;f[(q+20|0)>>2]=j;f[(q+36|0)>>2]=0;o=(q+36|0)+4|0;f[o>>2]=0;f[(q+36|0)+8>>2]=0;f[(q+24|0)>>2]=0;m=(q+24|0)+4|0;f[m>>2]=0;f[(q+24|0)+8>>2]=0;b=f[c>>2]|0;i=f[(c+4|0)>>2]|0;b:do if(i|0){if(d){h=b;while(1){sRa(q+48|0,k,h);if(!(f[(q+48|0)>>2]|0))e=B_a(a,h,8)|0;else e=1;g=f[((q+48|0)+4|0)>>2]|0;if(g|0)iOb(g);c:do switch(e<<24>>24){case 0:if(!(f[h>>2]|0)){e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break c}else{r=h;g=f[r+4>>2]|0;f[e>>2]=f[r>>2];f[e+4>>2]=g;f[o>>2]=(f[o>>2]|0)+8;break c}}else{e=f[m>>2]|0;if((e|0)==(f[((q+24|0)+8|0)>>2]|0)){lE(q+24|0,h);break c}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[m>>2]=(f[m>>2]|0)+8;break c}}case 3:{e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break c}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break c}}default:{}}while(0);h=h+8|0;if((h|0)==(b+(i<<3)|0|0))break b}}else h=b;while(1){sRa(q+48|0,k,h);e=f[(q+48|0)>>2]|0;if(!e)e=B_a(a,h,8)|0;else e=((NFa(e)|0)^1)&1;g=f[((q+48|0)+4|0)>>2]|0;if(g|0)iOb(g);d:do switch(e<<24>>24){case 0:if(!(f[h>>2]|0)){e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break d}}else{e=f[m>>2]|0;if((e|0)==(f[((q+24|0)+8|0)>>2]|0)){lE(q+24|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[m>>2]=(f[m>>2]|0)+8;break d}}case 3:{e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break d}}default:{}}while(0);h=h+8|0;if((h|0)==(b+(i<<3)|0|0))break b}}while(0);do{r=1;f[q+80>>2]=a;f[q+96>>2]=c;f[q+104>>2]=d;f[q+472>>2]=j;f[q+632>>2]=l;f[q+656>>2]=o;f[q+688>>2]=m;f[q+1248>>2]=p;f[q+1256>>2]=r;f[q+1288>>2]=0;f[q+1292>>2]=0;X0a(q);G=f[q+1288>>2]|0;D=f[q+1292>>2]|0;H=+n[q+1292>>2];f[q+1288>>2]=0;f[q+1292>>2]=0;if((G|0)==1)break}while(0);e=f[(q+24|0)>>2]|0;if(e|0){g=f[m>>2]|0;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(q+36|0)>>2]|0;if(e|0){g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(q+20|0)>>2]|0;f[(q+20|0)>>2]=0;if(!e){u=q;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=q;return}function K0a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+128|0;l=q+124|0;p=q+120|0;m=q+96|0;n=q+8|0;o=q+88|0;j=q+4|0;k=q;f[p>>2]=d;if(f[a+436>>2]|0){h=f[e>>2]|0;if(h>>>0<(f[(f[a+428>>2]|0)+16>>2]|0)>>>0){g=a+380|0;c=f[g>>2]|0;if(c>>>0<(f[a+384>>2]|0)>>>0){f[c>>2]=h;f[c+4>>2]=f[p>>2];f[g>>2]=c+8;u=q;return}else{L0a(a+376|0,e,p);u=q;return}}}ykb(c,d);g=gkb(c,d)|0;i=hkb(c,d)|0;if(b[i+13>>0]|0){e=(M0a(a+356|0,p)|0)+20|0;e=f[e>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,p);u=q;return}switch(g|0){case 0:{ikb(m,c,d);kkb(n,c,f[p>>2]|0);a=f[a+832>>2]|0;k=f[(f[a>>2]|0)+152>>2]|0;f[o>>2]=f[e>>2];e=f[p>>2]|0;h=m+4|0;g=f[m>>2]|0;p=(f[h>>2]|0)-g>>4;f[l>>2]=f[o>>2];Xh[k&63](a,l,e,i,p,g,n);g=f[m>>2]|0;if(g|0){c=f[h>>2]|0;if((c|0)!=(g|0))f[h>>2]=c+(~((c+-16-g|0)>>>4)<<4);sOb(g)}u=q;return}case 1:{lkb(m,c,d);a=f[a+832>>2]|0;o=f[(f[a>>2]|0)+160>>2]|0;f[j>>2]=f[e>>2];p=f[p>>2]|0;f[l>>2]=f[j>>2];Lh[o&255](a,l,p,i,m);u=q;return}case 2:{mkb(m,c,d);nkb(n,c,f[p>>2]|0);a=f[a+832>>2]|0;o=f[(f[a>>2]|0)+156>>2]|0;f[k>>2]=f[e>>2];p=f[p>>2]|0;f[l>>2]=f[k>>2];Th[o&127](a,l,p,i,m,n);u=q;return}default:{u=q;return}}}function L0a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function M0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{e=k+-1|0;d=(e&k|0)==0;if(d)g=e&o;else if(k>>>0>o>>>0)g=o;else g=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!c)c=g;else{if(d){do{c=f[c>>2]|0;if(!c){c=g;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&e|0)==(g|0))){c=g;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=g;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(g|0)){c=g;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);m=pOb(48)|0;f[m+8>>2]=o;d=m+28|0;e=m+12|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[d>>2]=1.0;g=m+32|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;b[g+12>>0]=0;f[m+4>>2]=o;f[m>>2]=0;g=a+12|0;h=+(((f[g>>2]|0)+1|0)>>>0);d=a+16|0;i=+n[d>>2];do if(j|i*+(k>>>0)<h){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(h/i))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;e=k}else if(!(c+-1&c))e=k;else{c=hDb(c)|0;e=f[l>>2]|0}if(c>>>0>e>>>0)N0a(a,c);else if(c>>>0<e>>>0){d=~~+W(+(+((f[g>>2]|0)>>>0)/+n[d>>2]))>>>0;if(e>>>0>2&(e+-1&e|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<e>>>0)N0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(c>>>0>o>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[m>>2]=f[c>>2];f[c>>2]=m;f[d>>2]=c;c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[m>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=m;f[g>>2]=(f[g>>2]|0)+1;a=m;a=a+12|0;return a|0}function N0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function O0a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+8|0;k=m+4|0;l=m;if((f[a+12>>2]|0)!=2){l=f[b>>2]|0;oh[f[(f[l>>2]|0)+16>>2]&1023](l,0);u=m;return}j=a+4|0;gZa(f[j>>2]|0,1);h=f[(f[a+8>>2]|0)+232>>2]|0;g=okb(c,h,d,e,g)|0;f[l>>2]=g;if(!g){l=f[b>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,i)}else{c=M0a((f[j>>2]|0)+356|0,l)|0;g=c+20|0;e=f[b>>2]|0;f[b>>2]=0;a=f[g>>2]|0;f[g>>2]=e;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);g=(f[j>>2]|0)+820|0;b=(f[g>>2]|0)+-1|0;f[g>>2]=b;f[c+24>>2]=b;l=f[l>>2]|0;j=f[j>>2]|0;f[k>>2]=b;f[i>>2]=f[k>>2];K0a(j,h,l,i)}u=m;return}function P0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;h=l+8|0;j=l+4|0;k=l;if((f[a+12>>2]|0)!=2){k=f[b>>2]|0;oh[f[(f[k>>2]|0)+16>>2]&1023](k,0);u=l;return}i=a+4|0;gZa(f[i>>2]|0,1);g=f[(f[a+8>>2]|0)+232>>2]|0;e=wkb(c,g,d,e)|0;f[k>>2]=e;if(!e){k=f[b>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,h)}else{c=M0a((f[i>>2]|0)+356|0,k)|0;e=c+20|0;d=f[b>>2]|0;f[b>>2]=0;a=f[e>>2]|0;f[e>>2]=d;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);e=(f[i>>2]|0)+820|0;b=(f[e>>2]|0)+-1|0;f[e>>2]=b;f[c+24>>2]=b;k=f[k>>2]|0;i=f[i>>2]|0;f[j>>2]=b;f[h>>2]=f[j>>2];K0a(i,g,k,h)}u=l;return}function Q0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;g=k+8|0;i=k+4|0;j=k;if((f[a+12>>2]|0)!=2){j=f[b>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,0);u=k;return}h=a+4|0;gZa(f[h>>2]|0,1);e=f[(f[a+8>>2]|0)+232>>2]|0;d=vkb(c,e,d)|0;f[j>>2]=d;if(!d){j=f[b>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,g)}else{c=M0a((f[h>>2]|0)+356|0,j)|0;d=c+20|0;l=f[b>>2]|0;f[b>>2]=0;a=f[d>>2]|0;f[d>>2]=l;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);l=(f[h>>2]|0)+820|0;b=(f[l>>2]|0)+-1|0;f[l>>2]=b;f[c+24>>2]=b;l=f[j>>2]|0;j=f[h>>2]|0;f[i>>2]=b;f[g>>2]=f[i>>2];K0a(j,e,l,g)}u=k;return}function R0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;q=x+4|0;r=x;if((c|0)==0?1:(f[a+12>>2]|0)!=2){u=x;return}n=a+4|0;j=f[n>>2]|0;m=j+380|0;l=f[m>>2]|0;k=l;j=f[j+376>>2]|0;a:do if((j|0)==(l|0))g=l;else{e=j;while(1){if((f[e+4>>2]|0)==(c|0))break;e=e+8|0;if((e|0)==(l|0)){g=k;break a}}g=e;if((e|0)!=(l|0)){e=g;while(1){do{h=e;i=h+8|0;e=i;if((i|0)==(l|0))break a;h=h+12|0}while((f[h>>2]|0)==(c|0));p=g;f[p>>2]=f[i>>2];f[p+4>>2]=f[h>>2];g=p+8|0}}}while(0);e=j+(g-j>>3<<3)|0;if((l|0)!=(g|0)){i=e+(k-g>>3<<3)|0;if((i|0)!=(l|0)){j=l+-8|0;g=i;h=e;while(1){f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];g=g+8|0;if((g|0)==(l|0))break;else h=h+8|0}e=e+(((j-i|0)>>>3)+1<<3)|0}if((l|0)!=(e|0))f[m>>2]=l+(~((l+-8-e|0)>>>3)<<3)}o=f[(f[a+8>>2]|0)+232>>2]|0;i=(hkb(o,c)|0)+13|0;i=b[i>>0]|0;zkb(o,c);o=f[n>>2]|0;l=f[o+360>>2]|0;if(!l){u=x;return}m=l+-1|0;n=(m&l|0)==0;if(n)h=m&c;else if(l>>>0>c>>>0)h=c;else h=(c>>>0)%(l>>>0)|0;p=o+356|0;k=f[p>>2]|0;e=f[k+(h<<2)>>2]|0;if(!e){u=x;return}e=f[e>>2]|0;if(!e){u=x;return}b:do if(n){while(1){j=f[e+4>>2]|0;g=(j|0)==(c|0);if(!(g|(j&m|0)==(h|0))){g=75;break}if(g)if((f[e+8>>2]|0)==(c|0)){w=e;break b}e=f[e>>2]|0;if(!e){g=75;break}}if((g|0)==75){u=x;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(c|0)){if((f[e+8>>2]|0)==(c|0)){w=e;break b}}else{if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(h|0)){g=75;break}}e=f[e>>2]|0;if(!e){g=75;break}}if((g|0)==75){u=x;return}}while(0);if(!(i<<24>>24)){t=o+820|0;v=(f[t>>2]|0)+-1|0;f[t>>2]=v;f[w+40>>2]=v;w=f[(f[a>>2]|0)+164>>2]|0;f[r>>2]=v;f[q>>2]=f[r>>2];xh[w&127](a,q,c);u=x;return}j=f[w>>2]|0;if(n)c=m&c;else if(l>>>0<=c>>>0)c=(c>>>0)%(l>>>0)|0;h=k+(c<<2)|0;i=f[h>>2]|0;while(1){e=f[i>>2]|0;if((e|0)==(w|0))break;else i=e}if((i|0)==(o+364|0))g=49;else{e=f[i+4>>2]|0;if(n)e=e&m;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)==(c|0)){s=j;g=57}else g=49}do if((g|0)==49){if(j|0){e=f[j+4>>2]|0;if(n)g=e&m;else if(e>>>0<l>>>0)g=e;else g=(e>>>0)%(l>>>0)|0;if((g|0)==(c|0)){d=e;v=j;g=59;break}}f[h>>2]=0;s=f[w>>2]|0;g=57}while(0);if((g|0)==57){e=s;if(!s)t=e;else{d=f[s+4>>2]|0;v=e;g=59}}if((g|0)==59){if(n)d=d&m;else if(d>>>0>=l>>>0)d=(d>>>0)%(l>>>0)|0;if((d|0)==(c|0))t=v;else{f[(f[p>>2]|0)+(d<<2)>>2]=i;t=f[w>>2]|0}}f[i>>2]=t;f[w>>2]=0;v=o+368|0;f[v>>2]=(f[v>>2]|0)+-1;v=w+32|0;d=f[v>>2]|0;f[v>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[w+20>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;v=e+12|0;g=f[v>>2]|0;f[v>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(e)}while((d|0)!=0);v=w+12|0;d=f[v>>2]|0;f[v>>2]=0;if(d|0)sOb(d);sOb(w);u=x;return}function S0a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+32|0;o=q+20|0;p=q+4|0;m=q;n=q+16|0;if((f[a+12>>2]|0)!=2){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+16>>2]&1023](p,0);u=q;return}if(!d){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}l=a+4|0;g=f[l>>2]|0;j=f[g+360>>2]|0;a:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&d;else if(j>>>0>d>>>0)k=d;else k=(d>>>0)%(j>>>0)|0;g=f[(f[g+356>>2]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(h)while(1){j=f[g+4>>2]|0;h=(j|0)==(d|0);if(!(h|(j&i|0)==(k|0)))break a;if(h)if((f[g+8>>2]|0)==(d|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(d|0)){if((f[g+8>>2]|0)==(d|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);h=g+12|0;if(f[g+40>>2]|0){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}g=f[(f[a+8>>2]|0)+232>>2]|0;if(!(xkb(g,d)|0)){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}f[p>>2]=0;j=p+4|0;f[j>>2]=0;f[p+8>>2]=0;Ckb(g,d,e,p);do if((f[p>>2]|0)==(f[j>>2]|0)){k=(hkb(g,d)|0)+13|0;if(!(b[k>>0]|0)){k=(f[l>>2]|0)+820|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;f[m>>2]=l;l=Y0a(h,m)|0;k=f[c>>2]|0;f[c>>2]=0;g=f[l>>2]|0;f[l>>2]=k;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);c=f[(f[a>>2]|0)+168>>2]|0;f[n>>2]=f[m>>2];f[o>>2]=f[n>>2];Fh[c&255](a,o,d,e);break}i=o+4|0;n=pOb(8)|0;f[o>>2]=n;g=n+8|0;f[o+8>>2]=g;f[n>>2]=0;f[n+4>>2]=-1;f[i>>2]=g;g=f[c>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,o);g=f[o>>2]|0;if(g|0){h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}else{o=f[c>>2]|0;oh[f[(f[o>>2]|0)+8>>2]&1023](o,p)}while(0);g=f[p>>2]|0;if(g|0){h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}u=q;return}}}while(0);p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}function T0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{vRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,3)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){$E(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){$E(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){$E(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+152|0)>>2]|0;d=f[(t+156|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+152|0)>>2]=(f[(t+152|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+148|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+148|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+148|0)>>2]|0;c=f[(t+152|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+148|0)>>2]|0;c=f[(t+152|0)>>2]|0}f[(t+148|0)>>2]=d;f[(t+152|0)>>2]=k+28|0;f[(t+156|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;t0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){H_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+132|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+128|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+140|0)>>2]|0)+1|0)>>>0);h=+n[t+144>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;XZa(t+128|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+132|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+128|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+136|0)>>2];f[(t+136|0)>>2]=e;f[b>>2]=t+136|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+128|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+140|0)>>2]=(f[(t+140|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=4}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function U0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{uRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,4)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){xM(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){xM(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){xM(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+184|0)>>2]|0;d=f[(t+188|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+184|0)>>2]=(f[(t+184|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+180|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+180|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+180|0)>>2]|0;c=f[(t+184|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+180|0)>>2]|0;c=f[(t+184|0)>>2]|0}f[(t+180|0)>>2]=d;f[(t+184|0)>>2]=k+28|0;f[(t+188|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;y0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){G_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+164|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+160|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+172|0)>>2]|0)+1|0)>>>0);h=+n[t+176>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;PZa(t+160|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+164|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+160|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+168|0)>>2];f[(t+168|0)>>2]=e;f[b>>2]=t+168|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+160|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+172|0)>>2]=(f[(t+172|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=6}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function V0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{DRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,1)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){uH(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){uH(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){uH(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+248|0)>>2]|0;d=f[(t+252|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+248|0)>>2]=(f[(t+248|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+244|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+244|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+244|0)>>2]|0;c=f[(t+248|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+244|0)>>2]|0;c=f[(t+248|0)>>2]|0}f[(t+244|0)>>2]=d;f[(t+248|0)>>2]=k+28|0;f[(t+252|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;D0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){F_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+228|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+224|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+236|0)>>2]|0)+1|0)>>>0);h=+n[t+240>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;HZa(t+224|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+228|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+224|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+232|0)>>2];f[(t+232|0)>>2]=e;f[b>>2]=t+232|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+224|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+236|0)>>2]=(f[(t+236|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=8}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function W0a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;o=f[a+80>>2]|0;r=f[a+96>>2]|0;s=f[a+568>>2]|0;j=f[a+640>>2]|0;v=f[a+672>>2]|0;y=f[a+736>>2]|0;w=f[a+792>>2]|0;k=f[a+824>>2]|0;l=f[a+848>>2]|0;x=f[a+1480>>2]|0;z=f[a+1488>>2]|0;a:{if(z){z=0;if(1){g=k;do{zRa(a+48|0,j,g);d=f[(a+48|0)>>2]|0;if(!d)x=12;else if(!(b[(f[d+44>>2]|0)+148>>0]&2))x=12;else e=1;if((x|0)==12){x=0;e=B_a(o,g,7)|0}d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(e<<24>>24){case 0:if(!(f[g>>2]|0)){d=f[y>>2]|0;if((d|0)==(f[((a+36|0)+8|0)>>2]|0)){kG(a+36|0,g);break b}else{B=g;A=f[B+4>>2]|0;f[d>>2]=f[B>>2];f[d+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break b}}else{d=f[w>>2]|0;if((d|0)==(f[((a+24|0)+8|0)>>2]|0)){kG(a+24|0,g);break b}else{A=g;B=f[A+4>>2]|0;f[d>>2]=f[A>>2];f[d+4>>2]=B;f[w>>2]=(f[w>>2]|0)+8;break b}}case 3:{d=f[y>>2]|0;if((d|0)==(f[((a+36|0)+8|0)>>2]|0)){kG(a+36|0,g);break b}else{A=g;B=f[A+4>>2]|0;f[d>>2]=f[A>>2];f[d+4>>2]=B;f[y>>2]=(f[y>>2]|0)+8;break b}}default:{}}while(0);g=g+8|0}while((g|0)!=(k+(l<<3)|0|0));d=1;if(d){d=0;if((f[(a+24|0)>>2]|0)==(f[w>>2]|0))x=27;else d=1}if(d)if(1){j=f[(v+216|0)>>2]|0;e=f[(v+220|0)>>2]|0;d=1;if(d){d=0;if(j>>>0<e>>>0){f[j>>2]=f[r>>2];f[j+4>>2]=f[(r+4|0)>>2];f[(j+8|0)>>2]=0;f[(j+12|0)>>2]=0;f[j+16>>2]=0;f[(j+8|0)>>2]=f[(r+8|0)>>2];f[(j+12|0)>>2]=f[(r+12|0)>>2];f[j+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[j+24>>2]=s;f[(v+216|0)>>2]=(f[(v+216|0)>>2]|0)+28}else d=1}if(d)if(1){g=f[(v+212|0)>>2]|0;d=((j-g|0)/28|0)+1|0;if(d>>>0>153391689)AMb(v+212|0);d=((e-g|0)/28|0)>>>0<76695844?(((e-g|0)/28|0)<<1>>>0<d>>>0?d:((e-g|0)/28|0)<<1):153391689;do if(!d)m=0;else if(d>>>0>153391689)vd();else{m=pOb(d*28|0)|0;break}while(0);l=m+(((j-g|0)/28|0)*28|0)|0;k=m+(d*28|0)|0;f[l>>2]=f[r>>2];f[m+(((j-g|0)/28|0)*28|0)+4>>2]=f[(r+4|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+16>>2]=0;f[m+(((j-g|0)/28|0)*28|0)+8>>2]=f[(r+8|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+12>>2]=f[(r+12|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[m+(((j-g|0)/28|0)*28|0)+24>>2]=s;j=f[(v+212|0)>>2]|0;d=f[(v+216|0)>>2]|0;if((d|0)==(j|0)){e=l;m=j;d=j}else{e=l;g=l;do{A=d;d=d+-28|0;f[g+-28>>2]=f[d>>2];f[g+-24>>2]=f[A+-24>>2];m=g+-20|0;f[m>>2]=0;B=g+-16|0;f[B>>2]=0;f[g+-12>>2]=0;f[m>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[g+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[d>>2]=0;B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[g+-4>>2]=B;g=e+-28|0;e=g}while((d|0)!=(j|0));m=f[(v+212|0)>>2]|0;d=f[(v+216|0)>>2]|0}f[(v+212|0)>>2]=e;f[(v+216|0)>>2]=l+28|0;f[(v+220|0)>>2]=k;l=m;if((d|0)!=(l|0)){k=d;do{B=k+-4|0;d=f[B>>2]|0;f[B>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);e=k+-20|0;d=f[e>>2]|0;j=k+-16|0;k=k+-28|0;if((d|0)==(f[j>>2]|0)){g=f[k>>2]|0;if(g){tOb(g);d=f[e>>2]|0}}if(d|0){e=f[j>>2]|0;if((e|0)!=(d|0))f[j>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}while((k|0)!=(l|0))}if(m|0)sOb(m)}B=f[(a+24|0)>>2]|0;d=f[w>>2]|0;f[a>>2]=(B|0)==(d|0)?0:B;f[a+4>>2]=d-B>>3;f[a+8>>2]=B;f[(a+12|0)>>2]=d;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[w>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;E0a(o,a+48|0,a);d=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(a+8|0)>>2]|0;if((d|0)==(f[(a+12|0)>>2]|0)){e=f[a>>2]|0;if(e){tOb(e);d=f[(a+8|0)>>2]|0}}if(d|0){e=f[(a+12|0)>>2]|0;if((e|0)!=(d|0))f[(a+12|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}}else z=1}do if((x|0)==27){if((f[(a+36|0)>>2]|0)!=(f[y>>2]|0)){E_a(a+20|0,a+36|0,r);break}k=f[(v+816|0)>>2]|0;f[(a+48|0)>>2]=k;d=1;if(d){d=0;if((k|0)==(f[v+440>>2]|0))oh[f[(f[s>>2]|0)+8>>2]&1023](s,r);else d=1}if(d)if(1){f[(v+816|0)>>2]=k+1|0;j=f[(v+196|0)>>2]|0;c:do if(!j){c=0;x=46}else{if(!((j+-1|0)&j))g=(j+-1|0)&(k+1|0);else if(j>>>0>(k+1|0)>>>0)g=k+1|0;else g=((k+1|0)>>>0)%(j>>>0)|0;d=f[(f[(v+192|0)>>2]|0)+(g<<2)>>2]|0;if(!d){c=g;x=46}else{if(!((j+-1|0)&j))while(1){d=f[d>>2]|0;if(!d){c=g;x=46;break c}B=f[d+4>>2]|0;if(!((B|0)==(k+1|0|0)|(B&(j+-1|0)|0)==(g|0))){c=g;x=46;break c}if((f[d+8>>2]|0)==(k+1|0|0)){q=d;break c}}while(1){d=f[d>>2]|0;if(!d){c=g;x=46;break c}e=f[d+4>>2]|0;if((e|0)!=(k+1|0|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(g|0)){c=g;x=46;break c}}if((f[d+8>>2]|0)==(k+1|0|0)){q=d;break}}}}while(0);if((x|0)==46){g=pOb(24)|0;f[g+8>>2]=k+1|0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=k+1|0;f[g>>2]=0;h=+(((f[(v+204|0)>>2]|0)+1|0)>>>0);i=+n[v+208>>2];do if((j|0)==0|i*+(j>>>0)<h){c=~~+W(+(h/i))>>>0;zZa(v+192|0,(j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1)>>>0<c>>>0?c:j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1);c=f[(v+196|0)>>2]|0;if(!((c+-1|0)&c)){e=c;c=(c+-1|0)&(k+1|0);break}if(c>>>0>(k+1|0)>>>0){e=c;c=k+1|0}else{e=c;c=((k+1|0)>>>0)%(c>>>0)|0}}else e=j;while(0);c=(f[(v+192|0)>>2]|0)+(c<<2)|0;d=f[c>>2]|0;if(!d){f[g>>2]=f[(v+200|0)>>2];f[(v+200|0)>>2]=g;f[c>>2]=v+200|0;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;p=(f[(v+192|0)>>2]|0)+(c<<2)|0;x=59}}else{f[g>>2]=f[d>>2];p=d;x=59}if((x|0)==59)f[p>>2]=g;f[(v+204|0)>>2]=(f[(v+204|0)>>2]|0)+1;q=g}o=q+12|0;p=q+16|0;g=f[p>>2]|0;m=q+20|0;d=f[m>>2]|0;c=1;if(c){c=0;if(g>>>0<d>>>0){f[g>>2]=f[r>>2];f[g+4>>2]=f[(r+4|0)>>2];f[(g+8|0)>>2]=0;f[(g+12|0)>>2]=0;f[g+16>>2]=0;f[(g+8|0)>>2]=f[(r+8|0)>>2];f[(g+12|0)>>2]=f[(r+12|0)>>2];f[g+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[g+24>>2]=s;f[p>>2]=(f[p>>2]|0)+28}else c=1}if(c)if(1){e=f[o>>2]|0;c=((g-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(o);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)t=0;else if(c>>>0>153391689)vd();else{t=pOb(c*28|0)|0;break}while(0);k=t+(((g-e|0)/28|0)*28|0)|0;j=t+(c*28|0)|0;f[k>>2]=f[r>>2];f[t+(((g-e|0)/28|0)*28|0)+4>>2]=f[(r+4|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+16>>2]=0;f[t+(((g-e|0)/28|0)*28|0)+8>>2]=f[(r+8|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+12>>2]=f[(r+12|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[t+(((g-e|0)/28|0)*28|0)+24>>2]=s;g=f[o>>2]|0;c=f[p>>2]|0;if((c|0)==(g|0)){d=k;l=g;c=g}else{d=k;e=k;do{A=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[A+-24>>2];t=e+-20|0;f[t>>2]=0;B=e+-16|0;f[B>>2]=0;f[e+-12>>2]=0;f[t>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[e+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[c>>2]=0;B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[e+-4>>2]=B;e=d+-28|0;d=e}while((c|0)!=(g|0));l=f[o>>2]|0;c=f[p>>2]|0}f[o>>2]=d;f[p>>2]=k+28|0;f[m>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{B=j+-4|0;c=f[B>>2]|0;f[B>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;g=j+-16|0;j=j+-28|0;if((c|0)==(f[g>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}B=p0a(v+444|0,a+48|0)|0;f[B>>2]=7}}while(0);c=f[(a+24|0)>>2]|0;if(c|0){d=f[w>>2]|0;if((d|0)!=(c|0))f[w>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[(a+36|0)>>2]|0;if(c|0){d=f[y>>2]|0;if((d|0)!=(c|0))f[y>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!c){u=a;f[a+1528>>2]=5;break a}gh[f[(f[c>>2]|0)+4>>2]&2047](c);u=a;f[a+1528>>2]=5;break a}f[a+1480>>2]=x;f[a+1488>>2]=z}function X0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;u=f[a+80>>2]|0;q=f[a+96>>2]|0;s=f[a+104>>2]|0;r=f[a+472>>2]|0;v=f[a+632>>2]|0;c=f[a+656>>2]|0;w=f[a+688>>2]|0;x=f[a+1248>>2]|0;y=f[a+1256>>2]|0;a:{if(y){y=0;if((f[(a+24|0)>>2]|0)==(f[w>>2]|0)){if((f[(a+36|0)>>2]|0)!=(f[c>>2]|0)){D_a(a+20|0,a+36|0,q);f[a+1288>>2]=1;break a}k=f[(v+816|0)>>2]|0;f[(a+48|0)>>2]=k;c=1;if(c){c=0;if((k|0)==(f[v+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(v+816|0)>>2]=k+1|0;g=f[(v+36|0)>>2]|0;b:do if(!g){b=0;x=62}else{if(!((g+-1|0)&g))e=(g+-1|0)&(k+1|0);else if(g>>>0>(k+1|0)>>>0)e=k+1|0;else e=((k+1|0)>>>0)%(g>>>0)|0;c=f[(f[(v+32|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;x=62}else{if(!((g+-1|0)&g))while(1){c=f[c>>2]|0;if(!c){b=e;x=62;break b}o=f[c+4>>2]|0;if(!((o|0)==(k+1|0|0)|(o&(g+-1|0)|0)==(e|0))){b=e;x=62;break b}if((f[c+8>>2]|0)==(k+1|0|0)){h=c;break b}}while(1){c=f[c>>2]|0;if(!c){b=e;x=62;break b}d=f[c+4>>2]|0;if((d|0)!=(k+1|0|0)){if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(e|0)){b=e;x=62;break b}}if((f[c+8>>2]|0)==(k+1|0|0)){h=c;break}}}}while(0);if((x|0)==62){e=pOb(24)|0;f[e+8>>2]=k+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=k+1|0;f[e>>2]=0;i=+(((f[(v+44|0)>>2]|0)+1|0)>>>0);j=+n[v+48>>2];do if((g|0)==0|j*+(g>>>0)<i){b=~~+W(+(i/j))>>>0;rZa(v+32|0,(g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1)>>>0<b>>>0?b:g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1);b=f[(v+36|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(k+1|0);break}if(b>>>0>(k+1|0)>>>0){d=b;b=k+1|0}else{d=b;b=((k+1|0)>>>0)%(b>>>0)|0}}else d=g;while(0);b=(f[(v+32|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(v+40|0)>>2];f[(v+40|0)>>2]=e;f[b>>2]=v+40|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;l=(f[(v+32|0)>>2]|0)+(b<<2)|0;x=75}}else{f[e>>2]=f[c>>2];l=c;x=75}if((x|0)==75)f[l>>2]=e;f[(v+44|0)>>2]=(f[(v+44|0)>>2]|0)+1;h=e}m=h+12|0;o=h+16|0;e=f[o>>2]|0;l=h+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[e+20>>2]=s&1;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)p=0;else if(b>>>0>153391689)vd();else{p=pOb(b*28|0)|0;break}while(0);h=p+(((e-d|0)/28|0)*28|0)|0;g=p+(b*28|0)|0;f[h>>2]=f[q>>2];f[p+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+20>>2]=s&1;f[(a+20|0)>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=h;k=e;b=e}else{c=h;d=h;do{k=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[k+-24>>2];z=d+-20|0;f[z>>2]=0;p=d+-16|0;f[p>>2]=0;f[d+-12>>2]=0;f[z>>2]=f[(k+-20|0)>>2];f[p>>2]=f[(k+-16|0)>>2];f[d+-12>>2]=f[(k+-12|0)>>2];f[(k+-12|0)>>2]=0;f[(k+-16|0)>>2]=0;f[(k+-20|0)>>2]=0;f[b>>2]=0;f[d+-8>>2]=f[k+-8>>2];p=f[(k+-4|0)>>2]|0;f[(k+-4|0)>>2]=0;f[d+-4>>2]=p;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=h+28|0;f[l>>2]=g;h=k;if((b|0)!=(h|0)){g=b;do{z=g+-4|0;b=f[z>>2]|0;f[z>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=g+-20|0;b=f[c>>2]|0;e=g+-16|0;g=g+-28|0;do if((b|0)==(f[e>>2]|0)){d=f[g>>2]|0;if(!d)break;tOb(d);b=f[c>>2]|0}while(0);if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((g|0)!=(h|0))}if(k|0)sOb(k)}z=p0a(v+444|0,a+48|0)|0;f[z>>2]=1}}else y=1}if(y){y=0;if(1){e=f[(v+56|0)>>2]|0;c=f[(v+60|0)>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[e+20>>2]=s&1;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[(v+56|0)>>2]=(f[(v+56|0)>>2]|0)+28}else b=1}if(b)if(1){d=f[(v+52|0)>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(v+52|0);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)t=0;else if(b>>>0>153391689)vd();else{t=pOb(b*28|0)|0;break}while(0);h=t+(((e-d|0)/28|0)*28|0)|0;g=t+(b*28|0)|0;f[h>>2]=f[q>>2];f[t+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+20>>2]=s&1;f[(a+20|0)>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[(v+52|0)>>2]|0;b=f[(v+56|0)>>2]|0;if((b|0)==(e|0)){c=h;k=e;b=e}else{c=h;d=h;do{t=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[t+-24>>2];s=d+-20|0;f[s>>2]=0;z=d+-16|0;f[z>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(t+-20|0)>>2];f[z>>2]=f[(t+-16|0)>>2];f[d+-12>>2]=f[(t+-12|0)>>2];f[(t+-12|0)>>2]=0;f[(t+-16|0)>>2]=0;f[(t+-20|0)>>2]=0;f[b>>2]=0;f[d+-8>>2]=f[t+-8>>2];z=f[(t+-4|0)>>2]|0;f[(t+-4|0)>>2]=0;f[d+-4>>2]=z;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[(v+52|0)>>2]|0;b=f[(v+56|0)>>2]|0}f[(v+52|0)>>2]=c;f[(v+56|0)>>2]=h+28|0;f[(v+60|0)>>2]=g;h=k;if((b|0)!=(h|0)){g=b;do{z=g+-4|0;b=f[z>>2]|0;f[z>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=g+-20|0;b=f[c>>2]|0;e=g+-16|0;g=g+-28|0;if((b|0)==(f[e>>2]|0)){d=f[g>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((g|0)!=(h|0))}if(k|0)sOb(k)}b=f[(v+56|0)>>2]|0;v=f[(a+24|0)>>2]|0;z=f[w>>2]|0;f[a>>2]=(v|0)==(z|0)?0:v;f[a+4>>2]=z-v>>3;f[a+8>>2]=v;f[(a+12|0)>>2]=z;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[w>>2]=0;f[(a+24|0)>>2]=0;b=(f[b+-8>>2]&1|0)!=0;f[(a+48|0)>>2]=0;J0a(u,a+48|0,a,b);b=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+8|0)>>2]|0;if((b|0)==(f[(a+12|0)>>2]|0)){c=f[a>>2]|0;if(c){tOb(c);b=f[(a+8|0)>>2]|0}}if(b|0){c=f[(a+12|0)>>2]|0;if((c|0)!=(b|0))f[(a+12|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}else y=1}}f[a+1248>>2]=x;f[a+1256>>2]=y}
+function ZMa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0;A=u;u=u+48|0;s=A+32|0;r=A+24|0;w=A+20|0;t=A;x=f[c>>2]|0;k=f[x+4>>2]|0;p=f[d+120>>2]|0;f[w>>2]=p;v=x+48|0;q=x+68|0;m=x+72|0;j=f[m>>2]|0;a:do if(!j)z=41;else{i=j+-1|0;h=(i&j|0)==0;if(h)l=i&p;else if(p>>>0<j>>>0)l=p;else l=(p>>>0)%(j>>>0)|0;g=f[(f[q>>2]|0)+(l<<2)>>2]|0;if(!g)z=41;else{g=f[g>>2]|0;if(!g)z=41;else{b:do if(h)while(1){y=f[g+4>>2]|0;h=(y|0)==(p|0);if(!(h|(y&i|0)==(l|0))){z=41;break a}if(h)if((f[g+8>>2]|0)==(p|0))break b;g=f[g>>2]|0;if(!g){z=41;break a}}else while(1){h=f[g+4>>2]|0;if((h|0)==(p|0)){if((f[g+8>>2]|0)==(p|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(l|0)){z=41;break a}}g=f[g>>2]|0;if(!g){z=41;break a}}while(0);l=f[g+12>>2]|0;g=f[g+16>>2]|0;o=g;if(g){gOb(g);j=f[m>>2]|0}c:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&p;else if(p>>>0<j>>>0)k=p;else k=(p>>>0)%(j>>>0)|0;g=f[(f[q>>2]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){d:do if(h)while(1){y=f[g+4>>2]|0;h=(y|0)==(p|0);if(!(h|(y&i|0)==(k|0)))break c;if(h)if((f[g+8>>2]|0)==(p|0))break d;g=f[g>>2]|0;if(!g)break c}else while(1){h=f[g+4>>2]|0;if((h|0)==(p|0)){if((f[g+8>>2]|0)==(p|0))break d}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break c}g=f[g>>2]|0;if(!g)break c}while(0);f[r>>2]=g;f[s>>2]=f[r>>2];_Ma(q,s)|0}}}while(0)}}}while(0);if((z|0)==41){UIa(s,f[a>>2]|0);l=f[s>>2]|0;o=f[s+4>>2]|0;y=l;r=y+116|0;f[r>>2]=k;f[r+4>>2]=p;y=y+196|0;f[y>>2]=f[y>>2]&-131073}k=(e|0)==0;g=d+72|0;if(!k)g=$Ma(x+88|0,(f[g>>2]|0)+116|0)|0;y=l;if(!(f[d+116>>2]|0))EJa(y);eJa(y,d+4|0);pJa(y,0,g);g=y+200|0;if(!(f[y+36>>2]|0))hJa(y,0,d+36|0);if((f[g>>2]&1|0)==0&0==0)MKa(y,0,d);if(!(f[y+44>>2]|0))hJa(y,1,d+44|0);if((f[g>>2]&2|0)==0&0==0)MKa(y,1,d);if(!(f[y+52>>2]|0))hJa(y,2,d+52|0);if((f[g>>2]&4|0)==0&0==0)MKa(y,2,d);cNa(a,d,y,x);IJa(y,((b[d+192>>0]|b[y+192>>0])&255)>>>3&7);r=y+196|0;if(!(f[r>>2]&2))g=(f[d+196>>2]&2|0)!=0;else g=1;aJa(y,g);if(!(f[r>>2]&4))g=(f[d+196>>2]&4|0)!=0;else g=1;bJa(y,g);if(!(f[r>>2]&8))g=(f[d+196>>2]&8|0)!=0;else g=1;rJa(y,g);if(!(f[r>>2]&16))g=(f[d+196>>2]&16|0)!=0;else g=1;sJa(y,g);if(!(f[r>>2]&32))g=(f[d+196>>2]&32|0)!=0;else g=1;vJa(y,g);if(!(f[r>>2]&64))g=(f[d+196>>2]&64|0)!=0;else g=1;xJa(y,g);if(!(f[r>>2]&8192))g=(f[d+196>>2]&8192|0)!=0;else g=1;yJa(y,g);if(!(f[r>>2]&16384))g=(f[d+196>>2]&16384|0)!=0;else g=1;zJa(y,g);if(!(f[r>>2]&32768))g=(f[d+196>>2]&32768|0)!=0;else g=1;AJa(y,g);if(!(f[r>>2]&65536))g=(f[d+196>>2]&65536|0)!=0;else g=1;BJa(y,g);if(!(f[r>>2]&33554432))g=(f[d+196>>2]&33554432|0)!=0;else g=1;tJa(y,g);if(!(f[r>>2]&67108864))g=(f[d+196>>2]&67108864|0)!=0;else g=1;uJa(y,g);g=f[r>>2]|0;do if(!(g&4096)){if(!(f[d+196>>2]&4096))break;f[s>>2]=f[(f[d+108>>2]|0)+40>>2];OKa(y,aNa(x+108|0,s)|0);g=f[r>>2]|0}while(0);do if(!(g&134217728)){if(!(f[d+196>>2]&134217728))break;h=d+104|0;g=f[h>>2]|0;j=b[g+364>>0]&1;if(!(j<<24>>24))g=g+300|0;else{i=f[x+12>>2]|0;if(b[i+120>>0]&4){AIa(i);g=f[h>>2]|0}q=i+76|0;p=g+300|0;f[t>>2]=q;f[t+4>>2]=p;s=t+8|0;D=+n[p>>2];C=+n[g+304>>2];B=+n[g+308>>2];n[s>>2]=+n[q>>2]*D+ +n[i+88>>2]*C+ +n[i+100>>2]*B;n[t+12>>2]=+n[i+80>>2]*D+ +n[i+92>>2]*C+ +n[i+104>>2]*B;n[t+16>>2]=+n[i+84>>2]*D+ +n[i+96>>2]*C+ +n[i+108>>2]*B;g=s}UKa(y,j,g,+WKa(d))}while(0);g=bNa(v,w)|0;p=o;q=(o|0)==0;if(!q)gOb(p);f[g>>2]=l;w=g+4|0;g=f[w>>2]|0;f[w>>2]=o;if(g|0)iOb(g);e:do if(!k){g=WFa(x)|0;o=e;m=f[o>>2]|0;o=f[o+4>>2]|0;j=m&15;i=ZPb(m|0,o|0,4)|0;if((j|0)!=15){h=f[g+12>>2]|0;if(j>>>0>=(((f[g+16>>2]|0)-h|0)/72|0)>>>0)break;k=i&15;i=ZPb(m|0,o|0,8)|0;do if((k|0)==15)g=h+(j*72|0)|0;else{g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,12)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,16)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,20)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,24)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,28)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=o&15;i=ZPb(m|0,o|0,36)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,40)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,44)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,48)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,52)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;l=i&15;i=ZPb(m|0,o|0,56)|0;if((l|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(l>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=g;k=i&15;h=ZPb(m|0,o|0,60)|0;if((k|0)==15){g=j+(l*72|0)|0;break}g=f[j+(l*72|0)+12>>2]|0;if(k>>>0>=(((f[j+(l*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;i=g;g=h&15;if((g|0)==15){g=i+(k*72|0)|0;break}h=f[i+(k*72|0)+12>>2]|0;if(g>>>0<(((f[i+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)g=h+(g*72|0)|0;else break e}while(0);if(!g)break}gpb(g,y,c,(f[a+8>>2]|0)>>>0<524289,(b[a+416>>0]&4)!=0)}while(0);ZIa(y);g=f[a+4>>2]|0;if(!(b[g+229>>0]|0))z=126;else if(f[r>>2]&16777216|0)z=126;if((z|0)==126)U8a(f[g+240>>2]|0,y,0,0);if(q){u=A;return}iOb(p);u=A;return}function _Ma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+16>>2]|0;if(b|0)iOb(b);sOb(k);return l|0}function $Ma(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;hNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function aNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;fNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function bNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;dNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function cNa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j;if(!(b[(f[a+4>>2]|0)+229>>0]|0))a=0;else a=(f[d+196>>2]&16777216|0)==0;i=e+128|0;if(a|(b[i>>0]|0)!=2)g=0;else{f[h>>2]=f[d+120>>2];f[g>>2]=f[h>>2];g=bGa(e,g)|0}h=d+193|0;c=c+192|0;e=g+12|0;if(a){do if(!(b[h>>0]&1))if(!(b[i>>0]|0)){HJa(d,1,0,1)|0;break}else{HJa(d,1,0,0)|0;break}while(0);do if(!(b[h>>0]&2))if(!(b[i>>0]|0)){HJa(d,2,0,1)|0;break}else{HJa(d,2,0,0)|0;break}while(0);if(b[h>>0]&4){u=j;return}if(!(b[i>>0]|0)){HJa(d,4,0,1)|0;u=j;return}else{HJa(d,4,0,0)|0;u=j;return}}a=(b[h>>0]&1)==0;if(!g){a:do if(a)switch(b[i>>0]|0){case 0:{HJa(d,1,0,1)|0;break a}case 1:{HJa(d,1,1,1)|0;break a}default:{HJa(d,1,(b[c>>0]&1)!=0,0)|0;break a}}while(0);b:do if(!(b[h>>0]&2))switch(b[i>>0]|0){case 0:{HJa(d,2,0,1)|0;break b}case 1:{HJa(d,2,1,1)|0;break b}default:{HJa(d,2,(b[c>>0]&2)!=0,0)|0;break b}}while(0);if(b[h>>0]&4){u=j;return}switch(b[i>>0]|0){case 0:{HJa(d,4,0,1)|0;u=j;return}case 1:{HJa(d,4,1,1)|0;u=j;return}default:{HJa(d,4,(b[c>>0]&4)!=0,0)|0;u=j;return}}}c:do if(a)switch(b[i>>0]|0){case 0:{HJa(d,1,0,1)|0;break c}case 1:{HJa(d,1,1,1)|0;break c}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&1)!=0;else a=(a&1|0)!=0;HJa(d,1,a,0)|0;break c}}while(0);d:do if(!(b[h>>0]&2))switch(b[i>>0]|0){case 0:{HJa(d,2,0,1)|0;break d}case 1:{HJa(d,2,1,1)|0;break d}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&2)!=0;else a=(a&2|0)!=0;HJa(d,2,a,0)|0;break d}}while(0);if(b[h>>0]&4){u=j;return}switch(b[i>>0]|0){case 0:{HJa(d,4,0,1)|0;u=j;return}case 1:{HJa(d,4,1,1)|0;u=j;return}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&4)!=0;else a=(a&4|0)!=0;HJa(d,4,a,0)|0;u=j;return}}}function dNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){eNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;eNa(a,b);return}function eNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function fNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){gNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;gNa(a,b);return}function gNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function hNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){iNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;iNa(a,b);return}function iNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function jNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0;q=u;u=u+32|0;p=q;r=f[a>>2]|0;f[p>>2]=r;w=f[a+4>>2]|0;k=p+4|0;f[k>>2]=w;t=f[a+8>>2]|0;o=p+8|0;f[o>>2]=t;c=p+12|0;e=f[a+12>>2]|0;f[c>>2]=e;v=f[a+16>>2]|0;j=p+16|0;f[j>>2]=v;m=p+20|0;f[m>>2]=f[a+20>>2];g=+n[b>>2];r=g<(f[s>>2]=r,+n[s>>2]);h=(f[s>>2]=w,+n[s>>2]);i=(f[s>>2]=v,+n[s>>2]);d=(f[s>>2]=t,+n[s>>2]);if(r){e=p;l=3}else if(g>(f[s>>2]=e,+n[s>>2])){e=c;l=3}if((l|0)==3)n[e>>2]=g;g=+n[b+4>>2];if(g<h){e=p;l=6}else if(g>i){e=c;l=6}if((l|0)==6){n[e+4>>2]=g;d=+n[o>>2]}g=+n[b+8>>2];if(g<d){e=p;l=9}else if(g>+n[m>>2]){e=c;l=9}if((l|0)==9)n[e+8>>2]=g;d=+n[b+12>>2];if(d<+n[p>>2]){e=p;l=12}else if(d>+n[c>>2]){e=c;l=12}if((l|0)==12)n[e>>2]=d;d=+n[b+16>>2];if(d<+n[k>>2]){e=p;l=15}else if(d>+n[j>>2]){e=c;l=15}if((l|0)==15)n[e+4>>2]=d;d=+n[b+20>>2];if(d<+n[o>>2])c=p;else if(!(d>+n[m>>2])){w=uNa(p,a)|0;u=q;return w|0}n[c+8>>2]=d;w=uNa(p,a)|0;u=q;return w|0}function kNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r;q=a+4|0;l=f[q>>2]|0;m=f[a>>2]|0;e=l-m>>2;c=e+1|0;n=m;d=l;if(c>>>0>1073741823)AMb(a);o=a+8|0;i=f[o>>2]|0;k=i-m|0;g=k>>1;g=k>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);f[p>>2]=h;c=h+(e<<2)|0;j=p+8|0;k=p+4|0;f[k>>2]=c;g=h+(g<<2)|0;h=p+12|0;f[h>>2]=g;f[c>>2]=f[b>>2];e=c+4|0;f[j>>2]=e;if((d|0)==(n|0)){d=c;b=h;n=m;h=l;l=g;m=i;i=d;f[a>>2]=i;f[k>>2]=n;f[q>>2]=e;f[j>>2]=h;f[o>>2]=l;f[b>>2]=m;f[p>>2]=n;tNa(p);u=r;return}do{d=d+-4|0;m=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=m;c=(f[k>>2]|0)+-4|0;f[k>>2]=c}while((d|0)!=(n|0));e=c;m=h;i=j;n=f[a>>2]|0;g=f[j>>2]|0;b=f[q>>2]|0;j=f[h>>2]|0;l=f[o>>2]|0;h=e;f[a>>2]=h;f[k>>2]=n;f[q>>2]=g;f[i>>2]=b;f[o>>2]=j;f[m>>2]=l;f[p>>2]=n;tNa(p);u=r;return}function lNa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+48|0;i=F;j=a+36|0;if(!(f[j>>2]|0)){e=a+24|0;g=a+28|0;h=f[g>>2]|0;if(h-(f[e>>2]|0)>>2>>>0>127){e=pOb(104)|0;g=e+49|0;h=e;i=h+104|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=1;i=e+76|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;b[e+101>>0]=1;f[j>>2]=e;f[e+40>>2]=a;f[e+92>>2]=a;mNa(a);lNa(a,c,d);u=F;return}f[i>>2]=d;if((f[a+32>>2]|0)>>>0>h>>>0){f[h>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else nNa(e,i);eGa(d,a);u=F;return}xib(i,a,b[a+48>>0]|0,+n[a+44>>2]);e=f[j>>2]|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[e+12>>2]=f[i+12>>2];f[e+16>>2]=f[i+16>>2];f[e+20>>2]=f[i+20>>2];J=f[i+24>>2]|0;f[e+52>>2]=J;I=f[i+28>>2]|0;f[e+56>>2]=I;H=f[i+32>>2]|0;f[e+60>>2]=H;G=f[i+36>>2]|0;f[e+64>>2]=G;h=f[i+40>>2]|0;f[e+68>>2]=h;j=f[i+44>>2]|0;f[e+72>>2]=j;r=+n[c>>2];t=+n[c+4>>2];v=+n[c+8>>2];w=+n[c+12>>2];x=+n[c+16>>2];y=+n[c+20>>2];k=+n[e>>2];z=(f[s>>2]=J,+n[s>>2]);A=(f[s>>2]=I,+n[s>>2]);B=(f[s>>2]=H,+n[s>>2]);C=(f[s>>2]=G,+n[s>>2]);D=(f[s>>2]=h,+n[s>>2]);E=(f[s>>2]=j,+n[s>>2]);if(!(r>=k))g=15;else{l=+n[e+4>>2];if(!(t>=l))g=15;else{m=+n[e+8>>2];if(!(v>=m))g=15;else{o=+n[e+12>>2];if(!(r<=o))g=15;else{p=+n[e+16>>2];if(!(t<=p))g=15;else{q=+n[e+20>>2];if(!(v<=q)|!(w>=k)|!(x>=l))g=15;else if(!(y<=q&((!(x<=p)|(!(w<=o)|!(y>=m)))^1)))g=15}}}}}do if((g|0)==15){e=e+52|0;if(!(!(r>=z)|!(t>=A)|!(v>=B)|!(r<=C)|!(t<=D)))if(!(!(v<=E)|!(w>=z)|!(x>=A)))if(y<=E&((!(x<=D)|(!(w<=C)|!(y>=B)))^1))break;f[i>>2]=d;g=a+28|0;e=f[g>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else nNa(a+24|0,i);eGa(d,a);u=F;return}while(0);lNa(e,c,d);u=F;return}function mNa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;e=u;u=u+64|0;c=e+48|0;p=e;oNa(c,a);wib(p,a,0,.5);o=pNa(p,c)|0;wib(p,a,0,.3330000042915344);q=pNa(p,c)|0;d=(q|0)<(o|0);o=d?q:o;wib(p,a,0,.6660000085830688);q=pNa(p,c)|0;h=(q|0)<(o|0);o=h?q:o;wib(p,a,1,.5);q=pNa(p,c)|0;i=(q|0)<(o|0);o=i?q:o;wib(p,a,1,.3330000042915344);q=pNa(p,c)|0;j=(q|0)<(o|0);o=j?q:o;wib(p,a,1,.6660000085830688);q=pNa(p,c)|0;k=(q|0)<(o|0);o=k?q:o;wib(p,a,2,.5);q=pNa(p,c)|0;l=(q|0)<(o|0);o=l?q:o;wib(p,a,2,.3330000042915344);q=pNa(p,c)|0;m=(q|0)<(o|0);wib(p,a,2,.6660000085830688);o=(pNa(p,c)|0)<((m?q:o)|0);q=o|(m|l)?2:(k|(j|i))&1;r=q&255;f[p>>2]=f[a+(r<<2)>>2];f[p+4>>2]=f[a+12+(r<<2)>>2];b[a+48>>0]=q;g=+Qib(p,o?.6660000085830688:m?.3330000042915344:l?.5:k?.6660000085830688:j?.3330000042915344:i?.5:h?.6660000085830688:d?.3330000042915344:.5);n[a+44>>2]=g;a=f[c+12>>2]|0;if(a|0)qNa(a,c);d=f[c>>2]|0;if(!d){u=e;return}a=c+4|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=e;return}function nNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function oNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=u;u=u+32|0;p=q;if(!(b[257144]|0))MPb(257144)|0;sNa(a,262921);m=c+24|0;n=c+28|0;l=f[n>>2]|0;c=f[m>>2]|0;e=l-c>>2;o=a+8|0;i=f[a>>2]|0;g=i;if((((f[o>>2]|0)-i|0)/24|0)>>>0<e>>>0){j=a+4|0;if(e>>>0>178956970)vd();r=f[j>>2]|0;h=pOb(e*24|0)|0;d=h+(((r-i|0)/24|0)*24|0)|0;k=d;h=h+(e*24|0)|0;e=r;if((e|0)==(g|0))d=k;else do{r=d;d=d+-24|0;s=e;e=e+-24|0;f[d>>2]=f[e>>2];f[r+-20>>2]=f[s+-20>>2];f[r+-16>>2]=f[s+-16>>2];f[r+-12>>2]=f[s+-12>>2];f[r+-8>>2]=f[s+-8>>2];f[r+-4>>2]=f[s+-4>>2]}while((e|0)!=(g|0));f[a>>2]=d;f[j>>2]=k;f[o>>2]=h;if(!i)e=l;else{sOb(i);c=f[m>>2]|0;e=f[n>>2]|0}}else e=l;if((c|0)==(e|0)){u=q;return}g=a+4|0;h=p+4|0;i=p+8|0;j=p+12|0;k=p+16|0;l=p+20|0;do{cGa(p,f[c>>2]|0);d=f[g>>2]|0;if(d>>>0<(f[o>>2]|0)>>>0){f[d>>2]=f[p>>2];f[d+4>>2]=f[p+4>>2];f[d+8>>2]=f[p+8>>2];f[d>>2]=f[p>>2];f[d+4>>2]=f[h>>2];f[d+8>>2]=f[i>>2];s=d+12|0;f[s>>2]=f[j>>2];f[s+4>>2]=f[j+4>>2];f[s+8>>2]=f[j+8>>2];f[s>>2]=f[j>>2];f[d+16>>2]=f[k>>2];f[d+20>>2]=f[l>>2];f[g>>2]=(f[g>>2]|0)+24}else cD(a,p);c=c+4|0}while((c|0)!=(e|0));u=q;return}function pNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0.0;B=u;u=u+16|0;A=B;c=A;f[c>>2]=0;f[c+4>>2]=0;c=f[b>>2]|0;z=f[b+4>>2]|0;if((c|0)==(z|0)){z=0;k=0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}m=+n[a>>2];o=+n[a+24>>2];p=+n[a+28>>2];q=+n[a+32>>2];r=+n[a+36>>2];s=+n[a+40>>2];t=+n[a+44>>2];v=+n[a+4>>2];w=+n[a+8>>2];x=+n[a+12>>2];y=+n[a+16>>2];l=+n[a+20>>2];do{g=+n[c>>2];b=c+4|0;a=c+8|0;h=c+12|0;j=c+16|0;k=c+20|0;if(!(g>=m))i=12;else{d=+n[b>>2];if(!(d>=v))i=12;else{e=+n[a>>2];if(!(e>=w)|!(g<=x)|!(d<=y)|!(e<=l))i=12;else{d=+n[h>>2];if(!(d>=m))i=12;else{e=+n[j>>2];if(!(e>=v))i=12;else{C=+n[k>>2];if(C<=l&((!(e<=y)|(!(d<=x)|!(C>=w)))^1)){b=0;i=11}else i=12}}}}}if((i|0)==12){i=0;if(g>=o){d=+n[b>>2];if(d>=p){C=+n[a>>2];if(!(!(C>=q)|!(g<=r)|!(d<=s)|!(C<=t))){e=+n[h>>2];if(e>=o){d=+n[j>>2];if(d>=p){C=+n[k>>2];if(C<=t&((!(d<=s)|(!(e<=r)|!(C>=q)))^1)){b=1;i=11}}}}}}}if((i|0)==11){k=A+(b<<2)|0;f[k>>2]=(f[k>>2]|0)+1}c=c+24|0}while((c|0)!=(z|0));z=f[A+4>>2]|0;k=f[A>>2]|0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}function qNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);if(!(b[257328]|0))if(MPb(257328)|0){f[64673]=0;f[64674]=0;f[64675]=0}a=f[64674]|0;if(a>>>0<(f[64675]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64674]=a+12;return}else{rNa(258692,c);return}}function rNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function sNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257328]|0))if(MPb(257328)|0){f[64673]=0;f[64674]=0;f[64675]=0}e=f[64674]|0;if((f[64673]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64674]|0;j=h+-12|0;while(1){e=h+-12|0;f[64674]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-24-i|0)>>>0)/24|0)*24|0);sOb(i);e=f[64674]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function tNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=f[a+4>>2]|0;h=a+8|0;b=f[h>>2]|0;if((b|0)!=(g|0))do{d=b+-4|0;f[h>>2]=d;e=f[d>>2]|0;f[d>>2]=0;if(e|0){d=e+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[e+24>>2]|0;if(b|0){c=e+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(e)}b=f[h>>2]|0}while((b|0)!=(g|0));b=f[a>>2]|0;if(!b)return;sOb(b);return}function uNa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[a+12>>2]-+n[a>>2];g=+n[a+16>>2]-+n[a+4>>2];e=+n[a+20>>2]-+n[a+8>>2];c=h*g*e;f=+n[b+12>>2]-+n[b>>2];if(c>0.0){if(f*(+n[b+16>>2]-+n[b+4>>2])*(+n[b+20>>2]-+n[b+8>>2])>=c*.75){b=1;return b|0}}else if(!(h==0.0^f==0.0)){d=+n[b+20>>2]-+n[b+8>>2];c=+n[b+16>>2]-+n[b+4>>2];if(!(e==0.0^d==0.0|g==0.0^c==0.0)){h=h>0.0?h:1.0;h=g>0.0?h*g:h;g=f>0.0?f:1.0;g=c>0.0?g*c:g;if((d>0.0?g*d:g)>=(e>0.0?h*e:h)*.75){b=1;return b|0}}}b=0;return b|0}function vNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l;wNa(k,c);c=f[k+12>>2]|0;a:do if(c|0)if((b[k+33>>0]|0)!=1){d=f[a>>2]|0;i=f[c+116>>2]|0;h=f[d+92>>2]|0;if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)j=g&i;else if(i>>>0<h>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;c=f[(f[d+88>>2]|0)+(j<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(e)while(1){h=f[c+4>>2]|0;d=(i|0)==(h|0);if(!(d|(h&g|0)==(j|0)))break a;if(d)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){d=f[c+4>>2]|0;if((i|0)==(d|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(j|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);Ipb(k,c+12|0)}}}}while(0);eqb(f[f[a+4>>2]>>2]|0,k);c=f[k+24>>2]|0;if(c|0)iOb(c);c=f[k+16>>2]|0;if(c|0)iOb(c);c=f[k>>2]|0;if(!c){u=l;return}g=k+4|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-8|0;f[g>>2]=e;d=f[d+-4>>2]|0;if(!d)d=e;else{iOb(d);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[k>>2]|0}sOb(c);u=l;return}function wNa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0;f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;h=b+4|0;c=(f[h>>2]|0)-(f[b>>2]|0)|0;g=c>>3;if(g|0){if(g>>>0>536870911)AMb(a);e=pOb(c)|0;f[i>>2]=e;f[a>>2]=e;f[a+8>>2]=e+(g<<3);c=f[b>>2]|0;h=f[h>>2]|0;if((c|0)!=(h|0))do{f[e>>2]=f[c>>2];g=f[c+4>>2]|0;f[e+4>>2]=g;if(g|0)gOb(g);c=c+8|0;e=(f[i>>2]|0)+8|0;f[i>>2]=e}while((c|0)!=(h|0))}f[a+12>>2]=f[b+12>>2];c=f[b+16>>2]|0;f[a+16>>2]=c;if(c|0)gOb(c);f[a+20>>2]=f[b+20>>2];c=f[b+24>>2]|0;f[a+24>>2]=c;if(!c){a=a+28|0;b=b+28|0;f[a>>2]=f[b>>2];d[a+4>>1]=d[b+4>>1]|0;return}gOb(c);a=a+28|0;b=b+28|0;f[a>>2]=f[b>>2];d[a+4>>1]=d[b+4>>1]|0;return}function xNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){yNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;yNa(a,b);return}function yNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function zNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function ANa(a){a=a|0;f[a>>2]=37720;ENa(a+12|0);aOb(a);return}function BNa(a){a=a|0;f[a>>2]=37720;ENa(a+12|0);aOb(a);sOb(a);return}function CNa(a){a=a|0;ENa(a+12|0);return}function DNa(a){a=a|0;sOb(a);return}function ENa(a){a=a|0;var b=0,c=0,d=0;b=f[a+116>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+108|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+96>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+76>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+68|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+36>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+20|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){TFa(b);sOb(b)}b=f[a+16>>2]|0;if(!b)return;iOb(b);return}function FNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){GNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;GNa(a,b);return}function GNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function HNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+1856>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+1848|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);qBa(a+464|0);b=f[a+440>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+432|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+380>>2]|0;if(b|0){c=a+384|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}g=a+368|0;b=f[g>>2]|0;if(b|0){h=a+372|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}b=f[a+356>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);h=a+348|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+336>>2]|0;if(b|0){c=a+340|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+324>>2]|0;if(b|0){c=a+328|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+312>>2]|0;if(b|0){c=a+316|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+300>>2]|0;if(b|0){c=a+304|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+288>>2]|0;if(b|0){c=a+292|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+276>>2]|0;if(b|0){c=a+280|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+232>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+224|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+212>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+204|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+192>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+184|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+172>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+164|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+152>>2]|0;if(b|0){c=a+156|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}INa(a+108|0);JNa(a+64|0);e=a+52|0;b=f[e>>2]|0;if(b|0){g=a+56|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[g>>2]=d;c=f[c+-12>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}b=f[a+40>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);h=a+32|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+20>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;KNa(h+12|0);sOb(h)}while((b|0)!=0);a=a+12|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;sOb(b);return}function INa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a>>2]|0;if(!b)return;h=a+4|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{e=c+-4|0;f[h>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[h>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function JNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a>>2]|0;if(!b)return;h=a+4|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{e=c+-4|0;f[h>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[h>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function KNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+268>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+260|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+248>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+240|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+228>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+220|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+208>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+200|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+188>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+180|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+168>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+160|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+148>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+140|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+128>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+120|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+108>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+100|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+88>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+80|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+60|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+48>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+40|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+28>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+20|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);e=a+8|0;b=f[e>>2]|0;if(b|0){g=a+12|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-8|0;f[g>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;TFa(b);sOb(b);return}function LNa(a){a=a|0;var b=0,c=0;b=pOb(32)|0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=37748;c=b+12|0;NMa(c,0);f[a>>2]=c;f[a+4>>2]=b;return}function MNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=37748;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b){aOb(a);return}e=a+20|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b);aOb(a);return}function NNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=37748;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b){aOb(a);sOb(a);return}e=a+20|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b);aOb(a);sOb(a);return}function ONa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b)return;c=a+20|0;a=f[c>>2]|0;if((a|0)!=(b|0)){do{e=a+-32|0;f[c>>2]=e;a=f[a+-16>>2]|0;if((e|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[c>>2]|0}while((a|0)!=(b|0));b=f[d>>2]|0}sOb(b);return}function PNa(a){a=a|0;sOb(a);return}function QNa(a){a=a|0;RNa(f[a>>2]|0);return}function RNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;yBa(a+464|0)|0;g=a+152|0;j=f[g>>2]|0;k=a+156|0;d=f[k>>2]|0;e=j;b=d+(~((d+-4-e|0)>>>2)<<2)|0;if((d|0)==(j|0))b=j;else f[k>>2]=b;d=a+160|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0>b>>>0){do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[g>>2]=h;f[k>>2]=b;f[d>>2]=b;if(j|0)sOb(j)}SNa(a+108|0);TNa(a+64|0);g=a+44|0;if(f[g>>2]|0){e=a+40|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[a+36>>2]|0;if(c|0){d=a+32|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}d=f[a+52>>2]|0;e=a+56|0;b=f[e>>2]|0;if((b|0)!=(d|0))do{c=b+-20|0;f[e>>2]=c;b=f[b+-12>>2]|0;if(b|0)do{k=b;b=f[b>>2]|0;sOb(k)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);b=f[e>>2]|0}while((b|0)!=(d|0));e=a+24|0;if(!(f[e>>2]|0))return;c=a+20|0;b=f[c>>2]|0;if(b|0)do{k=b;b=f[b>>2]|0;KNa(k+12|0);sOb(k)}while((b|0)!=0);f[c>>2]=0;d=f[a+16>>2]|0;if(d|0){c=a+12|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function SNa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;k=r+24|0;j=r+20|0;i=r+16|0;l=r+12|0;m=r+8|0;n=r+28|0;o=r+4|0;p=r;h=f[a>>2]|0;q=a+4|0;c=f[q>>2]|0;if((c|0)!=(h|0))do{e=c+-4|0;f[q>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[q>>2]|0}while((c|0)!=(h|0));f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;d=a+40|0;if(!(b[d>>0]|0)){u=r;return}b[d>>0]=0;f[l>>2]=f[a>>2];f[m>>2]=c;f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];b[k>>0]=b[n>>0]|0;n=aDa(i,j,k)|0;f[o>>2]=n;f[p>>2]=f[q>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];bDa(a,j,k)|0;u=r;return}function TNa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;k=r+24|0;j=r+20|0;i=r+16|0;l=r+12|0;m=r+8|0;n=r+28|0;o=r+4|0;p=r;h=f[a>>2]|0;q=a+4|0;c=f[q>>2]|0;if((c|0)!=(h|0))do{e=c+-4|0;f[q>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[q>>2]|0}while((c|0)!=(h|0));f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;d=a+40|0;if(!(b[d>>0]|0)){u=r;return}b[d>>0]=0;f[l>>2]=f[a>>2];f[m>>2]=c;f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];b[k>>0]=b[n>>0]|0;n=cDa(i,j,k)|0;f[o>>2]=n;f[p>>2]=f[q>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];dDa(a,j,k)|0;u=r;return}function UNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+32|0;e=c+12|0;d=c;JJa(b,e,d);f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[a+12>>2]=f[d>>2];f[a+16>>2]=f[d+4>>2];f[a+20>>2]=f[d+8>>2];u=c;return}function VNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;WNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function WNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XNa(a,b);return}function XNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;ZNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function ZNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_Na(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_Na(a,b);return}function _Na(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $Na(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;e=k+4|0;i=k;f[i>>2]=f[c>>2];f[e>>2]=f[i>>2];e=$Ma((TMa(a,e)|0)+60|0,c+4|0)|0;if(f[e>>2]|0){b=0;u=k;return b|0}i=c;g=f[i+4>>2]|0;d=(f[b>>2]|0)+112|0;f[d>>2]=f[i>>2];f[d+4>>2]=g;d=f[b>>2]|0;g=f[b+4>>2]|0;if(g|0)gOb(g);f[e>>2]=d;i=e+4|0;d=f[i>>2]|0;f[i>>2]=g;if(d|0)iOb(d);h=f[c>>2]|0;g=f[a+16>>2]|0;if(!g){b=1;u=k;return b|0}c=g+-1|0;e=(c&g|0)==0;if(e)i=c&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;d=f[(f[a+12>>2]|0)+(i<<2)>>2]|0;if(!d){b=1;u=k;return b|0}d=f[d>>2]|0;if(!d){b=1;u=k;return b|0}a:do if(e){while(1){a=f[d+4>>2]|0;e=(a|0)==(h|0);if(!(e|(a&c|0)==(i|0))){d=1;e=26;break}if(e)if((f[d+8>>2]|0)==(h|0)){j=d;break a}d=f[d>>2]|0;if(!d){d=1;e=26;break}}if((e|0)==26){u=k;return d|0}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(h|0)){if((f[d+8>>2]|0)==(h|0)){j=d;break a}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){d=1;e=26;break}}d=f[d>>2]|0;if(!d){d=1;e=26;break}}if((e|0)==26){u=k;return d|0}}while(0);d=f[j+20>>2]|0;e=f[j+24>>2]|0;if((d|0)==(e|0)){b=1;u=k;return b|0}do{VMa(0,f[d>>2]|0,f[b>>2]|0);d=d+8|0}while((d|0)!=(e|0));d=1;u=k;return d|0}function aOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;bOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function bOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cOa(a,b);return}function cOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function dOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;eOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function eOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){fOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;fOa(a,b);return}function fOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function gOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;hOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function hOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){iOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;iOa(a,b);return}function iOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function jOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;kOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function kOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){lOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;lOa(a,b);return}function lOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function mOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;nOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function nOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){oOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;oOa(a,b);return}function oOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function pOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;qOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function qOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){rOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;rOa(a,b);return}function rOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function sOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;i=k;f[i>>2]=f[c>>2];f[h>>2]=f[i>>2];h=aNa((TMa(a,h)|0)+220|0,c+4|0)|0;if(f[h>>2]|0){b=0;u=k;return b|0}d=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[h>>2]=d;i=h+4|0;g=f[i>>2]|0;f[i>>2]=e;if(g){iOb(g);d=f[h>>2]|0}g=c;i=f[g+4>>2]|0;h=d+36|0;f[h>>2]=f[g>>2];f[h+4>>2]=i;c=f[c>>2]|0;h=f[a+16>>2]|0;if(!h){b=1;u=k;return b|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;d=f[(f[a+12>>2]|0)+(i<<2)>>2]|0;if(!d){b=1;u=k;return b|0}d=f[d>>2]|0;if(!d){b=1;u=k;return b|0}a:do if(e){while(1){a=f[d+4>>2]|0;e=(a|0)==(c|0);if(!(e|(a&g|0)==(i|0))){d=1;e=27;break}if(e)if((f[d+8>>2]|0)==(c|0)){j=d;break a}d=f[d>>2]|0;if(!d){d=1;e=27;break}}if((e|0)==27){u=k;return d|0}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(c|0)){if((f[d+8>>2]|0)==(c|0)){j=d;break a}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){d=1;e=27;break}}d=f[d>>2]|0;if(!d){d=1;e=27;break}}if((e|0)==27){u=k;return d|0}}while(0);d=f[j+20>>2]|0;e=f[j+24>>2]|0;if((d|0)==(e|0)){b=1;u=k;return b|0}do{WMa(0,f[d>>2]|0,f[b>>2]|0);d=d+8|0}while((d|0)!=(e|0));d=1;u=k;return d|0}function tOa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;e=l+4|0;g=l;h=f[b>>2]|0;if(!(f[h+4>>2]|0)){d=0;u=l;return d|0}if(!(f[h+72>>2]|0)){d=0;u=l;return d|0}if(!(f[h+36>>2]|0)){d=0;u=l;return d|0}if(!(f[h+44>>2]|0)){d=0;u=l;return d|0}if(!(f[h+52>>2]|0)){d=0;u=l;return d|0}f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];h=uOa((TMa(a,e)|0)+20|0,c+4|0)|0;if(f[h>>2]|0){d=0;u=l;return d|0}e=f[b>>2]|0;g=f[b+4>>2]|0;if(g|0)gOb(g);f[h>>2]=e;j=h+4|0;e=f[j>>2]|0;f[j>>2]=g;if(e|0)iOb(e);if(!d){e=0;g=0}else{g=d;e=f[g>>2]|0;g=f[g+4>>2]|0}h=h+8|0;f[h>>2]=e;f[h+4>>2]=g;h=c;j=f[h+4>>2]|0;i=(f[b>>2]|0)+116|0;f[i>>2]=f[h>>2];f[i+4>>2]=j;i=f[c>>2]|0;c=f[a+16>>2]|0;if(!c){d=1;u=l;return d|0}h=c+-1|0;g=(h&c|0)==0;if(g)j=h&i;else if(i>>>0<c>>>0)j=i;else j=(i>>>0)%(c>>>0)|0;e=f[(f[a+12>>2]|0)+(j<<2)>>2]|0;if(!e){d=1;u=l;return d|0}e=f[e>>2]|0;if(!e){d=1;u=l;return d|0}a:do if(g){while(1){c=f[e+4>>2]|0;g=(c|0)==(i|0);if(!(g|(c&h|0)==(j|0))){e=1;g=33;break}if(g)if((f[e+8>>2]|0)==(i|0)){k=e;break a}e=f[e>>2]|0;if(!e){e=1;g=33;break}}if((g|0)==33){u=l;return e|0}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(i|0)){if((f[e+8>>2]|0)==(i|0)){k=e;break a}}else{if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(j|0)){e=1;g=33;break}}e=f[e>>2]|0;if(!e){e=1;g=33;break}}if((g|0)==33){u=l;return e|0}}while(0);e=f[k+20>>2]|0;g=f[k+24>>2]|0;if((e|0)==(g|0)){d=1;u=l;return d|0}do{ZMa(a,e,f[b>>2]|0,d);e=e+8|0}while((e|0)!=(g|0));e=1;u=l;return e|0}function uOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;vOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+16|0;return a|0}function vOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wOa(a,b);return}function wOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0,q=0;o=u;u=u+16|0;l=o;m=a+416|0;c=b[m>>0]|0;if(!(c&2)){u=o;return}a:do if(c&1){if(f[a+444>>2]|0){c=f[a+440>>2]|0;if(!c)break;g=a+452|0;h=a+420|0;i=a+424|0;j=l+4|0;a=a+428|0;e=l+8|0;while(1){d=f[c+8>>2]|0;if(f[d+4>>2]|0)if(!(f[d+196>>2]&32)){k=d+200|0;if(!((f[k>>2]&33554432|0)==0&0==0))LJa(d);p=+n[g>>2];n[l>>2]=p*(+n[d+168>>2]-+n[h>>2]);n[j>>2]=p*(+n[d+172>>2]-+n[i>>2]);n[e>>2]=p*(+n[d+176>>2]-+n[a>>2]);wJa(d,l)}c=f[c>>2]|0;if(!c)break a}}c=f[a+40>>2]|0;b:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break b}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);h=a+452|0;i=a+420|0;j=a+424|0;k=l+4|0;e=a+428|0;g=l+8|0;if(c|0)c:while(1){do{a=f[d+12>>2]|0;if(!(f[a+196>>2]&32)){q=a+200|0;if(!((f[q>>2]&33554432|0)==0&0==0))LJa(a);p=+n[h>>2];n[l>>2]=p*(+n[a+168>>2]-+n[i>>2]);n[k>>2]=p*(+n[a+172>>2]-+n[j>>2]);n[g>>2]=p*(+n[a+176>>2]-+n[e>>2]);wJa(a,l)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}}while(0);b[m>>0]=b[m>>0]&-3;u=o;return}function yOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;c=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(d)while(1){g=f[c+4>>2]|0;b=(g|0)==(i|0);if(!(b|(g&e|0)==(h|0)))break a;if(b)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){b=f[c+4>>2]|0;if((b|0)==(i|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[a>>2]=f[c+12>>2];c=f[c+16>>2]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function zOa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;l=0;q=u;u=u+1328|0;j=f[c+244>>2]|0;p=f[c+240>>2]|0;k=f[d>>2]|0;if(k|0){e=f[(a+36|0)>>2]|0;if(!e){a=0;u=q;return a|0}if(!((e+-1|0)&e))g=(e+-1|0)&k;else if(k>>>0<e>>>0)g=k;else g=(k>>>0)%(e>>>0)|0;c=f[(f[(a+32|0)>>2]|0)+(g<<2)>>2]|0;if(!c){a=0;u=q;return a|0}c=f[c>>2]|0;if(!c){a=0;u=q;return a|0}a:do if(!((e+-1|0)&e)){while(1){d=f[c+4>>2]|0;if(!((d|0)==(k|0)|(d&(e+-1|0)|0)==(g|0))){i=0;l=192;break}if((d|0)==(k|0))if((f[c+8>>2]|0)==(k|0)){o=c;break a}c=f[c>>2]|0;if(!c){i=0;l=192;break}}if((l|0)==192){u=q;return i|0}}else{while(1){d=f[c+4>>2]|0;if((d|0)==(k|0)){if((f[c+8>>2]|0)==(k|0)){o=c;break a}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0)){i=0;l=192;break}}c=f[c>>2]|0;if(!c){i=0;l=192;break}}if((l|0)==192){u=q;return i|0}}while(0);k=o+12|0;f[q>>2]=f[(f[k>>2]|0)+8>>2];f[(q+4|0)>>2]=f[q>>2];j=TMa(a,q+4|0)|0;d=f[j+8>>2]|0;c=f[(j+12|0)>>2]|0;b:do if((d|0)==(c|0)){h=d;l=142}else{e=f[k>>2]|0;do{if((f[d>>2]|0)==(e|0)){h=d;l=142;break b}d=d+8|0}while((d|0)!=(c|0))}while(0);if((l|0)==142)if((h|0)!=(c|0)){d=h+8|0;if((d|0)!=(c|0)){g=h;i=h;while(1){e=f[d>>2]|0;if((e|0)!=(f[k>>2]|0)){i=i+12|0;r=f[i>>2]|0;f[d>>2]=0;f[i>>2]=0;f[h>>2]=e;i=h+4|0;e=f[i>>2]|0;f[i>>2]=r;if(e|0)iOb(e);h=g+8|0;g=h}e=d+8|0;if((e|0)==(c|0))break;else{i=d;d=e}}c=f[(j+12|0)>>2]|0}if((c|0)!=(h|0))do{d=c+-8|0;f[(j+12|0)>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[(j+12|0)>>2]|0}}while((c|0)!=(h|0))}AOa(a,f[k>>2]|0);d=BOa(f[k>>2]|0)|0;do if(d|0)if(!(f[d+40>>2]|0)){c=(f[d+36>>2]|0)==0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(c){b[a+104>>0]=1;l=160}else l=161;else if(c)l=160;else l=161;if((l|0)==160){b[a+105>>0]=1;break}else if((l|0)==161){b[a+106>>0]=1;break}}while(0);g=f[k>>2]|0;e=f[g>>2]|0;c=f[a+52>>2]|0;f[(q+4|0)>>2]=g;COa(c+(e*20|0)|0,q+4|0)|0;e=f[(a+36|0)>>2]|0;c=f[o+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(a+32|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(o|0))break;else i=c}if((i|0)==(a+40|0))l=175;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))m=o;else l=175}do if((l|0)==175){c=f[o>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){m=o;break}}f[d>>2]=0;m=o}while(0);c=f[m>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(a+32|0)>>2]|0)+(d<<2)>>2]=i;c=f[o>>2]|0}}f[i>>2]=c;f[m>>2]=0;f[(a+44|0)>>2]=(f[(a+44|0)>>2]|0)+-1;c=f[o+16>>2]|0;if(c|0)iOb(c);sOb(o);vDa(a+464|0);Y8a(p);r=1;u=q;return r|0}g=PMa(a+32|0,258684)|0;c=f[g>>2]|0;d=f[c+56>>2]|0;if(d){do{e=f[d+12>>2]|0;c=f[e+4>>2]|0;e=f[e+8>>2]|0;if(e)gOb(e);if(c|0)z$a(j,c+28|0,7,0);if(e)iOb(e);d=f[d>>2]|0}while((d|0)!=0);c=f[g>>2]|0}AOa(a,c);r=f[g>>2]|0;f[q+32>>2]=a;f[q+280>>2]=i;f[q+360>>2]=g;f[q+456>>2]=r;f[q+1064>>2]=j;f[q+1112>>2]=p;f[q+1280>>2]=0;f[q+1284>>2]=0;VQa(q);G=f[q+1280>>2]|0;D=f[q+1284>>2]|0;H=+n[q+1284>>2];f[q+1280>>2]=0;f[q+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function AOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=b+96|0;c=f[g>>2]|0;if(c|0)do{h=(f[c+12>>2]|0)+112|0;f[h>>2]=0;f[h+4>>2]=-1;c=f[c>>2]|0}while((c|0)!=0);h=b+100|0;if(f[h>>2]|0){c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[b+92>>2]|0;if(d|0){e=b+88|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}g=b+116|0;c=f[g>>2]|0;if(c|0)do{h=(f[c+12>>2]|0)+36|0;f[h>>2]=0;f[h+4>>2]=-1;c=f[c>>2]|0}while((c|0)!=0);h=b+120|0;if(f[h>>2]|0){c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[b+112>>2]|0;if(d|0){e=b+108|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}c=f[b+56>>2]|0;if(c|0)do{EOa(a,f[c+12>>2]|0);c=f[c>>2]|0}while((c|0)!=0);c=f[b+76>>2]|0;if(!c)return;do{EOa(a,f[c+12>>2]|0);c=f[c>>2]|0}while((c|0)!=0);return}function BOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=dGa(a)|0;if(!c){k=0;return k|0}k=c+24|0;e=f[k>>2]|0;j=c+28|0;d=f[j>>2]|0;a:do if((e|0)==(d|0)){h=e;g=5}else do{if((f[e>>2]|0)==(a|0)){h=e;g=5;break a}e=e+4|0}while((e|0)!=(d|0));while(0);if((g|0)==5)if((h|0)!=(d|0)){e=h+4|0;if((e|0)==(d|0))e=h;else{i=e;e=h;while(1){g=f[i>>2]|0;if((g|0)==(a|0))g=h;else{f[h>>2]=g;g=h+4|0;e=g}i=i+4|0;if((i|0)==(d|0))break;else h=g}d=f[j>>2]|0}if((d|0)!=(e|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}}b:do if((f[k>>2]|0)==(d|0))while(1){if(f[c+36>>2]|0)break b;e=f[c+40>>2]|0;if(!e)break b;c=e+36|0;d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))if((f[d+76>>2]|0)==(f[d+80>>2]|0))if(!(f[d+88>>2]|0)){f[c>>2]=0;iDa(d);sOb(d)}if((f[e+24>>2]|0)==(f[e+28>>2]|0))c=e;else{c=e;break}}while(0);b[c+49>>0]=0;k=c;return k|0}function COa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=DOa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(l);a=1;return a|0}function DOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=X(h,1540483477)|0;e=(X(e>>>24^e,1540483477)|0)^1866966612;e=X(e>>>13^e,1540483477)|0;e=e>>>15^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=e&d;else if(e>>>0<g>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function EOa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;i=u;u=u+16|0;g=i;d=c+200|0;e=f[d>>2]|0;if((e&-268435456|0)==0&0==0)d=h[d+4>>0]|0;else{_Ia(c,0)|0;d=h[d+4>>0]|0}a:do switch(d&3|0){case 2:{d=FOa(c)|0;if(d|0)if(!(f[d+40>>2]|0)){e=(f[d+36>>2]|0)==0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(e){b[a+148>>0]=1;d=11}else d=12;else if(e)d=11;else d=12;if((d|0)==11){b[a+149>>0]=1;break a}else if((d|0)==12){b[a+150>>0]=1;break a}}break}case 0:{GOa(a+152|0,f[c+124>>2]|0);break}default:{}}while(0);aJa(c,0);bJa(c,0);dJa(c);rDa(a+464|0,c);f[g>>2]=c;sDa(a+432|0,g)|0;HOa(a+224|0,c+116|0)|0;u=i;return}function FOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=f[a+124>>2]|0;if(!c){k=0;return k|0}k=c+24|0;e=f[k>>2]|0;j=c+28|0;d=f[j>>2]|0;a:do if((e|0)==(d|0)){h=e;g=5}else do{if((f[e>>2]|0)==(a|0)){h=e;g=5;break a}e=e+4|0}while((e|0)!=(d|0));while(0);if((g|0)==5)if((h|0)!=(d|0)){e=h+4|0;if((e|0)==(d|0))e=h;else{i=e;e=h;while(1){g=f[i>>2]|0;if((g|0)==(a|0))g=h;else{f[h>>2]=g;g=h+4|0;e=g}i=i+4|0;if((i|0)==(d|0))break;else h=g}d=f[j>>2]|0}if((d|0)!=(e|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}}b:do if((f[k>>2]|0)==(d|0))while(1){if(f[c+36>>2]|0)break b;e=f[c+40>>2]|0;if(!e)break b;c=e+36|0;d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))if((f[d+76>>2]|0)==(f[d+80>>2]|0))if(!(f[d+88>>2]|0)){f[c>>2]=0;jDa(d);sOb(d)}if((f[e+24>>2]|0)==(f[e+28>>2]|0))c=e;else{c=e;break}}while(0);b[c+49>>0]=0;k=c;return k|0}function GOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=a+4|0;d=f[g>>2]|0;e=f[a>>2]|0;c=d-e>>2;if(c>>>0<=b>>>0)return;if((b+1|0)>>>0<c>>>0){f[(f[d+-4>>2]|0)+124>>2]=b;c=(f[g>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=b;e=f[a>>2]|0;b=f[g>>2]|0;c=e}else{b=d;c=e}b=b+-4|0;f[g>>2]=b;if((c|0)!=(b|0))return;d=a+8|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0<=b>>>0)return;do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,e|0,c|0)|0;f[a>>2]=h;f[g>>2]=b;f[d>>2]=b;if(!e)return;sOb(e);return}function HOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=IOa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(l);a=1;return a|0}function IOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function JOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;n=v+8|0;o=v+16|0;m=v;h=f[b>>2]|0;p=a+16|0;e=f[p>>2]|0;if(!e){a=0;u=v;return a|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;s=a+12|0;b=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!b){a=0;u=v;return a|0}b=f[b>>2]|0;if(!b){a=0;u=v;return a|0}a:do if(c){while(1){l=f[b+4>>2]|0;c=(l|0)==(h|0);if(!(c|(l&d|0)==(g|0))){b=0;q=154;break}if(c)if((f[b+8>>2]|0)==(h|0)){t=b;break a}b=f[b>>2]|0;if(!b){b=0;q=154;break}}if((q|0)==154){u=v;return b|0}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(h|0)){if((f[b+8>>2]|0)==(h|0)){t=b;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){b=0;q=154;break}}b=f[b>>2]|0;if(!b){b=0;q=154;break}}if((q|0)==154){u=v;return b|0}}while(0);if((h|0)==0?1:(f[t+20>>2]|0)!=(f[t+24>>2]|0)){a=0;u=v;return a|0}l=t+52|0;k=t+60|0;b=f[k>>2]|0;if(b|0){i=n+4|0;j=m+4|0;do{e=b;d=e+12|0;g=f[d>>2]|0;e=e+16|0;h=f[e>>2]|0;if(!h){f[d>>2]=0;f[e>>2]=0}else{hOb(h);c=f[e>>2]|0;f[d>>2]=0;f[e>>2]=0;if(c|0)iOb(c);f[n>>2]=0;d=kOb(h)|0;f[i>>2]=d;if(d|0){f[n>>2]=g;if(g|0){KOa(m,a,n);c=f[j>>2]|0;if(c|0)iOb(c)}iOb(d)}jOb(h)}b=f[b>>2]|0}while((b|0)!=0)}e=t+64|0;if(f[e>>2]|0){b=f[k>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[k>>2]=0;c=f[t+56>>2]|0;if(c|0){b=0;do{f[(f[l>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}h=t+72|0;e=t+80|0;b=f[e>>2]|0;if(b|0)do{m=(f[b+12>>2]|0)+112|0;f[m>>2]=0;f[m+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+84|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+76>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+92|0;f[n>>2]=0;f[n+4>>2]=-1;e=t+100|0;b=f[e>>2]|0;if(b|0)do{EFa(f[b+12>>2]|0,n,o);b=f[b>>2]|0}while((b|0)!=0);g=t+104|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+96>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+112|0;e=t+120|0;b=f[e>>2]|0;if(b|0)do{m=(f[b+12>>2]|0)+204|0;f[m>>2]=0;f[m+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+124|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+116>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+192|0;f[n>>2]=0;f[n+4>>2]=-1;g=t+200|0;b=f[g>>2]|0;if(b|0)do{n8a(f[b+12>>2]|0,n,o);b=f[b>>2]|0}while((b|0)!=0);e=t+204|0;if(f[e>>2]|0){b=f[g>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[g>>2]=0;c=f[t+196>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}h=t+212|0;e=t+220|0;b=f[e>>2]|0;if(b|0)do{o=(f[b+12>>2]|0)+24|0;f[o>>2]=0;f[o+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+224|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+216>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+232|0;e=t+240|0;b=f[e>>2]|0;if(b|0)do{o=(f[b+12>>2]|0)+36|0;f[o>>2]=0;f[o+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+244|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+236>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}g=t+252|0;h=t+264|0;if(f[h>>2]|0){e=t+260|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+256>>2]|0;if(c|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[h>>2]=0}g=t+272|0;h=t+284|0;if(f[h>>2]|0){e=t+280|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+276>>2]|0;if(c|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[h>>2]=0}d=f[p>>2]|0;b=f[t+4>>2]|0;e=d+-1|0;g=(e&d|0)==0;do if(g)h=e&b;else{if(b>>>0<d>>>0){h=b;break}h=(b>>>0)%(d>>>0)|0}while(0);c=(f[s>>2]|0)+(h<<2)|0;i=f[c>>2]|0;while(1){b=f[i>>2]|0;if((b|0)==(t|0))break;else i=b}do if((i|0)==(a+20|0))q=128;else{b=f[i+4>>2]|0;do if(g)b=b&e;else{if(b>>>0<d>>>0)break;b=(b>>>0)%(d>>>0)|0}while(0);if((b|0)!=(h|0)){q=128;break}r=t}while(0);do if((q|0)==128){b=f[t>>2]|0;if(b|0){b=f[b+4>>2]|0;do if(g)b=b&e;else{if(b>>>0<d>>>0)break;b=(b>>>0)%(d>>>0)|0}while(0);if((b|0)==(h|0)){r=t;break}}f[c>>2]=0;r=t}while(0);c=f[r>>2]|0;b=c;do if(c){c=f[c+4>>2]|0;do if(g)c=c&e;else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);if((c|0)==(h|0))break;f[(f[s>>2]|0)+(c<<2)>>2]=i;b=f[t>>2]|0}while(0);f[i>>2]=b;f[r>>2]=0;a=a+24|0;f[a>>2]=(f[a>>2]|0)+-1;KNa(t+12|0);sOb(t);a=1;u=v;return a|0}function KOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;e=k+12|0;g=k+8|0;h=k;j=(f[(f[c>>2]|0)+44>>2]|0)+68|0;i=(zLa(j)|0)<<2;j=i+152+((ALa(j)|0)<<1)|0;i=b+292|0;d=f[i>>2]|0;do if((f[b+288>>2]|0)==(d|0)){i=b+260|0;d=f[i>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=mOa((TMa(b,e)|0)+40|0,h+4|0)|0;if(f[e>>2]|0)break;g=f[h+4>>2]|0;d=(f[c>>2]|0)+28|0;f[d>>2]=f[h>>2];f[d+4>>2]=g;d=f[c>>2]|0;g=c+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[e>>2]=d;e=e+4|0;d=f[e>>2]|0;f[e>>2]=h;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+1;d=b+456|0;f[d>>2]=(f[d>>2]|0)+j;f[a>>2]=f[c>>2];d=f[g>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=mOa((TMa(b,e)|0)+40|0,h+4|0)|0;if(f[e>>2]|0)break;g=f[h+4>>2]|0;d=(f[c>>2]|0)+28|0;f[d>>2]=f[h>>2];f[d+4>>2]=g;d=f[c>>2]|0;g=c+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[e>>2]=d;e=e+4|0;d=f[e>>2]|0;f[e>>2]=h;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+-4;d=b+456|0;f[d>>2]=(f[d>>2]|0)+j;f[a>>2]=f[c>>2];d=f[g>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=k;return}function LOa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+64|0;r=v+48|0;t=v+20|0;m=v+44|0;o=v+40|0;s=v;k=a+236|0;if(f[k>>2]|0){i=a+232|0;h=f[i>>2]|0;if(h|0)do{p=h;h=f[h>>2]|0;sOb(p)}while((h|0)!=0);f[i>>2]=0;i=f[a+228>>2]|0;if(i|0){j=a+224|0;h=0;do{f[(f[j>>2]|0)+(h<<2)>>2]=0;h=h+1|0}while((h|0)!=(i|0))}f[k>>2]=0}f[t>>2]=0;l=t+4|0;f[l>>2]=0;f[t+8>>2]=0;n=a+32|0;h=f[a+40>>2]|0;if(h|0){k=t+8|0;do{i=f[h+8>>2]|0;f[r>>2]=i;do if(i|0){j=f[l>>2]|0;if((j|0)==(f[k>>2]|0)){GE(t,r);break}else{f[j>>2]=i;f[l>>2]=j+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0);i=f[t>>2]|0;h=f[l>>2]|0;if((i|0)!=(h|0)){do{f[m>>2]=f[i>>2];f[r>>2]=f[m>>2];zOa(a,b,r)|0;i=i+4|0}while((i|0)!=(h|0));h=f[t>>2]|0}if(h|0){i=f[l>>2]|0;if((i|0)!=(h|0))f[l>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}}f[t>>2]=0;l=t+4|0;f[l>>2]=0;f[t+8>>2]=0;h=f[a+20>>2]|0;if(h|0){k=t+8|0;do{i=f[h+8>>2]|0;f[r>>2]=i;do if(i|0){j=f[l>>2]|0;if((j|0)==(f[k>>2]|0)){iI(t,r);break}else{f[j>>2]=i;f[l>>2]=j+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0);i=f[t>>2]|0;h=f[l>>2]|0;if((i|0)!=(h|0)){do{f[o>>2]=f[i>>2];f[r>>2]=f[o>>2];JOa(a,r)|0;i=i+4|0}while((i|0)!=(h|0));h=f[t>>2]|0}if(h|0){i=f[l>>2]|0;if((i|0)!=(h|0))f[l>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}}f[r>>2]=0;p=r+4|0;f[p>>2]=0;f[r+8>>2]=0;MOa(t,d,d+(c<<2)|0);h=PMa(n,258684)|0;h=f[(f[h>>2]|0)+56>>2]|0;if(h|0){n=t+4|0;o=r+8|0;do{b=f[h+8>>2]|0;f[s>>2]=b;l=f[n>>2]|0;a:do if(!l)q=60;else{k=l+-1|0;j=(k&l|0)==0;if(j)m=k&b;else if(b>>>0<l>>>0)m=b;else m=(b>>>0)%(l>>>0)|0;i=f[(f[t>>2]|0)+(m<<2)>>2]|0;if(!i)q=60;else{i=f[i>>2]|0;if(!i)q=60;else{if(j)while(1){d=f[i+4>>2]|0;j=(b|0)==(d|0);if(!(j|(d&k|0)==(m|0))){q=60;break a}if(j)if((f[i+8>>2]|0)==(b|0))break a;i=f[i>>2]|0;if(!i){q=60;break a}}while(1){j=f[i+4>>2]|0;if((b|0)==(j|0)){if((f[i+8>>2]|0)==(b|0))break a}else{if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(m|0)){q=60;break a}}i=f[i>>2]|0;if(!i){q=60;break}}}}}while(0);do if((q|0)==60){q=0;i=f[p>>2]|0;if((i|0)==(f[o>>2]|0)){$G(r,s);break}else{f[i>>2]=b;f[p>>2]=i+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0)}h=f[r>>2]|0;i=f[p>>2]|0;if((h|0)!=(i|0)){j=s+4|0;do{d=f[h>>2]|0;f[s>>2]=0;f[j>>2]=d;OOa(a,s)|0;h=h+4|0}while((h|0)!=(i|0))}h=f[t+8>>2]|0;if(h|0)do{d=h;h=f[h>>2]|0;sOb(d)}while((h|0)!=0);h=f[t>>2]|0;f[t>>2]=0;if(h|0)sOb(h);h=f[r>>2]|0;if(h|0){i=f[p>>2]|0;if((i|0)!=(h|0))f[p>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}f[t>>2]=0;p=t+4|0;f[p>>2]=0;f[t+8>>2]=0;NOa(s,g,g+(e<<2)|0);f[r>>2]=f[64672];h=(TMa(a,r)|0)+48|0;h=f[h>>2]|0;if(h|0){n=s+4|0;o=t+8|0;do{i=h;g=f[(f[i+12>>2]|0)+44>>2]|0;if((f[g+116>>2]|0)==(f[g+112>>2]|0)){b=f[i+8>>2]|0;f[r>>2]=b;l=f[n>>2]|0;b:do if(!l)q=96;else{k=l+-1|0;j=(k&l|0)==0;if(j)m=k&b;else if(b>>>0<l>>>0)m=b;else m=(b>>>0)%(l>>>0)|0;i=f[(f[s>>2]|0)+(m<<2)>>2]|0;if(!i)q=96;else{i=f[i>>2]|0;if(!i)q=96;else{if(j)while(1){g=f[i+4>>2]|0;j=(b|0)==(g|0);if(!(j|(g&k|0)==(m|0))){q=96;break b}if(j)if((f[i+8>>2]|0)==(b|0))break b;i=f[i>>2]|0;if(!i){q=96;break b}}while(1){j=f[i+4>>2]|0;if((b|0)==(j|0)){if((f[i+8>>2]|0)==(b|0))break b}else{if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(m|0)){q=96;break b}}i=f[i>>2]|0;if(!i){q=96;break}}}}}while(0);do if((q|0)==96){q=0;i=f[p>>2]|0;if((i|0)==(f[o>>2]|0)){POa(t,r);break}else{f[i>>2]=b;f[p>>2]=i+4;break}}while(0)}h=f[h>>2]|0}while((h|0)!=0)}h=f[t>>2]|0;i=f[p>>2]|0;if((h|0)!=(i|0)){j=r+4|0;do{q=f[h>>2]|0;f[r>>2]=0;f[j>>2]=q;QOa(a,r)|0;h=h+4|0}while((h|0)!=(i|0))}h=f[s+8>>2]|0;if(h|0)do{r=h;h=f[h>>2]|0;sOb(r)}while((h|0)!=0);h=f[s>>2]|0;f[s>>2]=0;if(h|0)sOb(h);h=f[t>>2]|0;if(!h){t=a+244|0;f[t>>2]=-1;a=a+4|0;a=f[a>>2]|0;a=a+240|0;a=f[a>>2]|0;W8a(a);u=v;return}i=f[p>>2]|0;if((i|0)!=(h|0))f[p>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h);t=a+244|0;f[t>>2]=-1;a=a+4|0;a=f[a>>2]|0;a=a+240|0;a=f[a>>2]|0;W8a(a);u=v;return}function MOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;q=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[q>>2]=1.0;if((b|0)==(c|0))return;r=a+4|0;s=a+12|0;t=a+8|0;e=0;m=0;while(1){o=f[b>>2]|0;l=(m|0)==0;a:do if(l){d=0;p=19}else{k=m+-1|0;h=(k&m|0)==0;if(h)d=o&k;else if(o>>>0<m>>>0)d=o;else d=(o>>>0)%(m>>>0)|0;g=f[(f[a>>2]|0)+(d<<2)>>2]|0;if(!g)p=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if(!((h|0)==(o|0)|(h&k|0)==(d|0))){p=19;break a}if((f[g+8>>2]|0)==(o|0)){d=m;break a}}while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(d|0)){p=19;break a}}if((f[g+8>>2]|0)==(o|0)){d=m;break}}}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=o;f[h+4>>2]=o;f[h>>2]=0;i=+((e+1|0)>>>0);j=+n[q>>2];do if(l|j*+(m>>>0)<i){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;WOa(a,d>>>0<e>>>0?e:d);d=f[r>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&o;break}if(o>>>0<d>>>0){g=d;d=o}else{g=d;d=(o>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[h>>2]=f[t>>2];f[t>>2]=h;f[e>>2]=t;d=f[h>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;p=32}}else{f[h>>2]=f[d>>2];p=32}if((p|0)==32){p=0;f[d>>2]=h}e=(f[s>>2]|0)+1|0;f[s>>2]=e;d=g}b=b+4|0;if((b|0)==(c|0))break;else m=d}return}function NOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;q=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[q>>2]=1.0;if((b|0)==(c|0))return;r=a+4|0;s=a+12|0;t=a+8|0;e=0;m=0;while(1){o=f[b>>2]|0;l=(m|0)==0;a:do if(l){d=0;p=19}else{k=m+-1|0;h=(k&m|0)==0;if(h)d=o&k;else if(o>>>0<m>>>0)d=o;else d=(o>>>0)%(m>>>0)|0;g=f[(f[a>>2]|0)+(d<<2)>>2]|0;if(!g)p=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if(!((h|0)==(o|0)|(h&k|0)==(d|0))){p=19;break a}if((f[g+8>>2]|0)==(o|0)){d=m;break a}}while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(d|0)){p=19;break a}}if((f[g+8>>2]|0)==(o|0)){d=m;break}}}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=o;f[h+4>>2]=o;f[h>>2]=0;i=+((e+1|0)>>>0);j=+n[q>>2];do if(l|j*+(m>>>0)<i){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;UOa(a,d>>>0<e>>>0?e:d);d=f[r>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&o;break}if(o>>>0<d>>>0){g=d;d=o}else{g=d;d=(o>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[h>>2]=f[t>>2];f[t>>2]=h;f[e>>2]=t;d=f[h>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;p=32}}else{f[h>>2]=f[d>>2];p=32}if((p|0)==32){p=0;f[d>>2]=h}e=(f[s>>2]|0)+1|0;f[s>>2]=e;d=g}b=b+4|0;if((b|0)==(c|0))break;else m=d}return}function OOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+8|0;l=m;h=m+4|0;c=SOa(a,b)|0;if(c|0){l=c;u=m;return l|0}V8a(f[(f[a+4>>2]|0)+240>>2]|0);g=PMa(a+32|0,b)|0;g=f[g>>2]|0;i=g+48|0;j=b+4|0;e=f[j>>2]|0;c=f[g+52>>2]|0;d=c+-1|0;if(!(d&c)){c=f[(f[i>>2]|0)+((d&e)<<2)>>2]|0;while(1){c=f[c>>2]|0;if((f[c+4>>2]|0)!=(e|0))continue;if((f[c+8>>2]|0)==(e|0)){e=c;break}}}else{if(e>>>0<c>>>0)c=e;else c=(e>>>0)%(c>>>0)|0;c=f[(f[i>>2]|0)+(c<<2)>>2]|0;while(1){c=f[c>>2]|0;if((f[c+4>>2]|0)!=(e|0))continue;if((f[c+8>>2]|0)==(e|0)){e=c;break}}}EOa(a,f[e+12>>2]|0);if(!(f[b>>2]|0)){f[h>>2]=f[g+8>>2];f[k>>2]=f[h>>2];TOa((TMa(a,k)|0)+20|0,j)|0}c=a+304|0;d=f[c>>2]|0;if((d|0)==(f[a+308>>2]|0))$G(a+300|0,j);else{f[d>>2]=f[j>>2];f[c>>2]=d+4}f[l>>2]=e;f[k>>2]=f[l>>2];_Ma(i,k)|0;l=0;u=m;return l|0}function POa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function QOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;c=o+4|0;d=o;e=ROa(a,b)|0;if(e|0){n=e;u=o;return n|0}f[d>>2]=f[b>>2];f[c>>2]=f[d>>2];n=TMa(a,c)|0;m=n+40|0;j=b+4|0;h=f[j>>2]|0;i=n+44|0;b=f[i>>2]|0;a:do if(!b)k=0;else{e=b+-1|0;d=(e&b|0)==0;if(d)g=e&h;else if(h>>>0<b>>>0)g=h;else g=(h>>>0)%(b>>>0)|0;c=f[(f[m>>2]|0)+(g<<2)>>2]|0;if(!c)k=0;else{c=f[c>>2]|0;if(!c)k=0;else{if(d)while(1){k=f[c+4>>2]|0;d=(k|0)==(h|0);if(!(d|(k&e|0)==(g|0))){k=0;break a}if(d)if((f[c+8>>2]|0)==(h|0)){k=c;break a}c=f[c>>2]|0;if(!c){k=0;break a}}while(1){d=f[c+4>>2]|0;if((d|0)==(h|0)){if((f[c+8>>2]|0)==(h|0)){k=c;break a}}else{if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(g|0)){k=0;break a}}c=f[c>>2]|0;if(!c){k=0;break}}}}}while(0);d=(f[(f[k+12>>2]|0)+44>>2]|0)+68|0;h=zLa(d)|0;d=ALa(d)|0;c=a+456|0;d=(X(h,-4)|0)+-152+(X(d,-2)|0)+(f[c>>2]|0)|0;f[c>>2]=d;c=a+292|0;d=f[c>>2]|0;if((d|0)==(f[a+296>>2]|0))POa(a+288|0,j);else{f[d>>2]=f[j>>2];f[c>>2]=d+4}b=f[i>>2]|0;c=f[k+4>>2]|0;g=b+-1|0;h=(g&b|0)==0;if(h)i=g&c;else if(c>>>0<b>>>0)i=c;else i=(c>>>0)%(b>>>0)|0;d=(f[m>>2]|0)+(i<<2)|0;j=f[d>>2]|0;while(1){c=f[j>>2]|0;if((c|0)==(k|0))break;else j=c}if((j|0)==(n+48|0))l=36;else{c=f[j+4>>2]|0;if(h)c=c&g;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;if((c|0)==(i|0))e=k;else l=36}do if((l|0)==36){c=f[k>>2]|0;if(c|0){c=f[c+4>>2]|0;if(h)c=c&g;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;if((c|0)==(i|0)){e=k;break}}f[d>>2]=0;e=k}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(h)d=d&g;else if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(i|0)){f[(f[m>>2]|0)+(d<<2)>>2]=j;c=f[k>>2]|0}}f[j>>2]=c;f[e>>2]=0;n=n+52|0;f[n>>2]=(f[n>>2]|0)+-1;if(!k){n=0;u=o;return n|0}c=f[k+16>>2]|0;if(c|0)iOb(c);sOb(k);n=0;u=o;return n|0}function ROa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&j;else if(j>>>0<e>>>0)g=j;else g=(j>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(j|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(j|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((j|0)==(c|0)){if((f[a+8>>2]|0)==(j|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);a=h+52|0;b=f[b+4>>2]|0;e=f[h+56>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&b;else if(b>>>0<e>>>0)g=b;else g=(b>>>0)%(e>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}b:do if(c){while(1){h=f[a+4>>2]|0;c=(b|0)==(h|0);if(!(c|(h&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(b|0)){i=a;break b}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((b|0)==(c|0)){if((f[a+8>>2]|0)==(b|0)){i=a;break b}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);if(j|0){j=3;return j|0}j=f[(f[i+12>>2]|0)+44>>2]|0;j=(f[j+116>>2]|0)!=(f[j+112>>2]|0)?2:0;return j|0}function SOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+36>>2]|0;if(!e){b=1;return b|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;a=f[(f[a+32>>2]|0)+(g<<2)>>2]|0;if(!a){b=1;return b|0}a=f[a>>2]|0;if(!a){b=1;return b|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(h|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(h|0)){i=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((h|0)==(c|0)){if((f[a+8>>2]|0)==(h|0)){i=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);i=f[i+12>>2]|0;g=f[b+4>>2]|0;e=f[i+52>>2]|0;if(!e){b=1;return b|0}d=e+-1|0;c=(d&e|0)==0;if(c)h=d&g;else if(g>>>0<e>>>0)h=g;else h=(g>>>0)%(e>>>0)|0;a=f[(f[i+48>>2]|0)+(h<<2)>>2]|0;if(!a){b=1;return b|0}a=f[a>>2]|0;if(!a){b=1;return b|0}b:do if(c){while(1){b=f[a+4>>2]|0;c=(b|0)==(g|0);if(!(c|(b&d|0)==(h|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(g|0))break b;a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((c|0)==(g|0)){if((f[a+8>>2]|0)==(g|0))break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(h|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);b=(f[i+8>>2]|0)==0?0:3;return b|0}function TOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){m=0;return m|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){m=0;return m|0}b=f[b>>2]|0;if(!b){m=0;return m|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=50;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=50;break}}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}b=f[m+20>>2]|0;if(b|0)iOb(b);sOb(m);n=1;return n|0}function UOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){VOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;VOa(a,b);return}function VOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function WOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XOa(a,b);return}function XOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;bPa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function ZOa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37776;b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function _Oa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37776;b=f[a+12>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function $Oa(a){a=a|0;var b=0,c=0;c=f[a+12>>2]|0;if(!c)return;a=a+16|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function aPa(a){a=a|0;sOb(a);return}function bPa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cPa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cPa(a,b);return}function cPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function dPa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;f[l>>2]=f[d>>2];f[k>>2]=f[l>>2];l=ePa((TMa(c,k)|0)+260|0,d+4|0)|0;if(f[l>>2]|0){f[a>>2]=0;f[a+4>>2]=0;u=n;return}j=pOb(20)|0;h=e+g|0;f[k>>2]=0;m=k+4|0;f[m>>2]=0;f[k+8>>2]=0;if(!g){g=k+8|0;h=0;e=0;c=0}else{if((g|0)<0)AMb(k);o=pOb(g)|0;f[m>>2]=o;f[k>>2]=o;i=k+8|0;f[i>>2]=o+g;c=e;e=o;do{b[e>>0]=b[c>>0]|0;c=c+1|0;e=(f[m>>2]|0)+1|0;f[m>>2]=e}while((c|0)!=(h|0));g=i;h=f[k>>2]|0;c=f[i>>2]|0}i=d;d=f[i+4>>2]|0;o=j;f[o>>2]=f[i>>2];f[o+4>>2]=d;f[j+8>>2]=h;f[j+12>>2]=e;f[j+16>>2]=c;f[g>>2]=0;f[m>>2]=0;f[k>>2]=0;e=j;o=pOb(16)|0;f[o+4>>2]=0;f[o+8>>2]=0;f[o>>2]=37804;f[o+12>>2]=e;f[l>>2]=e;e=l+4|0;c=f[e>>2]|0;f[e>>2]=o;if(c|0)iOb(c);c=f[k>>2]|0;if(c|0){if((f[m>>2]|0)!=(c|0))f[m>>2]=c;sOb(c)}f[a>>2]=f[l>>2];c=f[e>>2]|0;f[a+4>>2]=c;if(!c){u=n;return}gOb(c);u=n;return}function ePa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;jPa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function fPa(a){a=a|0;aOb(a);sOb(a);return}function gPa(a){a=a|0;var b=0,c=0;a=f[a+12>>2]|0;if(!a)return;b=f[a+8>>2]|0;if(b|0){c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}sOb(a);return}function hPa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==189793?a+12|0:0)|0}function iPa(a){a=a|0;sOb(a);return}function jPa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){kPa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;kPa(a,b);return}function kPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function lPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+12|0;e=k+8|0;i=k;j=b+280|0;d=f[j>>2]|0;do if((f[b+276>>2]|0)==(d|0)){j=b+248|0;g=f[j>>2]|0;f[i>>2]=0;f[i+4>>2]=g;f[e>>2]=0;f[h>>2]=f[e>>2];g=VNa((TMa(b,h)|0)+80|0,i+4|0)|0;if(f[g>>2]|0)break;EFa(f[c>>2]|0,i,h);d=f[c>>2]|0;b=c+4|0;e=f[b>>2]|0;if(e|0)gOb(e);f[g>>2]=d;i=g+4|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0)iOb(d);f[j>>2]=(f[j>>2]|0)+1;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}else{g=f[d+-4>>2]|0;f[i>>2]=0;f[i+4>>2]=g;f[e>>2]=0;f[h>>2]=f[e>>2];g=VNa((TMa(b,h)|0)+80|0,i+4|0)|0;if(f[g>>2]|0)break;EFa(f[c>>2]|0,i,h);d=f[c>>2]|0;b=c+4|0;e=f[b>>2]|0;if(e|0)gOb(e);f[g>>2]=d;i=g+4|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0)iOb(d);f[j>>2]=(f[j>>2]|0)+-4;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=k;return}function mPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+160|0;g=k+144|0;h=k+80|0;i=k+8|0;j=k;f[g>>2]=-1;e=b+316|0;d=f[e>>2]|0;if((f[b+312>>2]|0)==(d|0)){d=b+252|0;e=f[d>>2]|0;f[h>>2]=0;f[h+4>>2]=e;if($Na(b,c,h)|0){e=f[d>>2]|0;f[d>>2]=e+1;f[g>>2]=e}}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;if($Na(b,c,h)|0){d=f[e>>2]|0;f[g>>2]=f[d+-4>>2];f[e>>2]=d+-4}}if((f[g>>2]|0)==-1){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=k;return}d=PMa(b+32|0,258684)|0;d=f[d>>2]|0;b=f[c>>2]|0;f[i>>2]=f[d+12>>2];f[i+4>>2]=b;b=i+8|0;gma(b,i)|0;f[h>>2]=f[b>>2];f[h+4>>2]=f[i+12>>2];f[h+8>>2]=f[i+16>>2];f[h+12>>2]=f[i+20>>2];f[h+16>>2]=f[i+24>>2];f[h+20>>2]=f[i+28>>2];f[h+24>>2]=f[i+32>>2];f[h+28>>2]=f[i+36>>2];f[h+32>>2]=f[i+40>>2];f[h+36>>2]=f[i+44>>2];f[h+40>>2]=f[i+48>>2];f[h+44>>2]=f[i+52>>2];f[h+48>>2]=f[i+56>>2];f[h+52>>2]=f[i+60>>2];f[h+56>>2]=f[i+64>>2];f[h+60>>2]=f[i+68>>2];IIa(j,h);b=f[g>>2]|0;e=(f[j>>2]|0)+112|0;f[e>>2]=0;f[e+4>>2]=b;d=$Ma(d+88|0,g)|0;e=f[j>>2]|0;g=j+4|0;b=f[g>>2]|0;if(b|0)gOb(b);f[d>>2]=e;i=d+4|0;d=f[i>>2]|0;f[i>>2]=b;if(d|0)iOb(d);f[a>>2]=f[c>>2];d=f[c+4>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);f[a+8>>2]=f[j>>2];d=f[g>>2]|0;f[a+12>>2]=d;if(d|0){gOb(d);d=f[g>>2]|0;if(d|0)iOb(d)}u=k;return}function nPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j+12|0;g=j+8|0;h=j;i=b+328|0;d=f[i>>2]|0;do if((f[b+324>>2]|0)==(d|0)){i=b+256|0;d=f[i>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=aOa((TMa(b,e)|0)+100|0,h+4|0)|0;if(f[e>>2]|0)break;g=h;b=f[g+4>>2]|0;d=(f[c>>2]|0)+204|0;f[d>>2]=f[g>>2];f[d+4>>2]=b;d=f[c>>2]|0;b=c+4|0;g=f[b>>2]|0;if(g|0)gOb(g);f[e>>2]=d;h=e+4|0;d=f[h>>2]|0;f[h>>2]=g;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+1;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=j;return}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=aOa((TMa(b,e)|0)+100|0,h+4|0)|0;if(f[e>>2]|0)break;g=h;b=f[g+4>>2]|0;d=(f[c>>2]|0)+204|0;f[d>>2]=f[g>>2];f[d+4>>2]=b;d=f[c>>2]|0;b=c+4|0;g=f[b>>2]|0;if(g|0)gOb(g);f[e>>2]=d;h=e+4|0;d=f[h>>2]|0;f[h>>2]=g;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+-4;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=j;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=j;return}function oPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i+8|0;h=i;d=b+304|0;e=f[d>>2]|0;if((f[b+300>>2]|0)==(e|0)){d=b+264|0;e=f[d>>2]|0;f[g>>2]=0;f[g+4>>2]=e;if(tOa(b,c,g,0)|0){e=f[d>>2]|0;f[d>>2]=e+1;d=e}else d=-1}else{e=f[e+-4>>2]|0;f[g>>2]=0;f[g+4>>2]=e;if(tOa(b,c,g,0)|0){j=(f[d>>2]|0)+-4|0;e=f[j>>2]|0;f[d>>2]=j;d=e}else d=-1}if((d|0)==-1){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=i;return}f[g>>2]=0;f[g+4>>2]=d;pPa(h,b,g);qDa(b+464|0,f[h>>2]|0);f[a>>2]=f[c>>2];d=f[c+4>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);f[a+8>>2]=f[h>>2];f[a+12>>2]=f[h+4>>2];u=i;return}function pPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+52>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+48>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function qPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;g=f[a+16>>2]|0;if(!g){a=1;return a|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&k;else if(k>>>0<g>>>0)h=k;else h=(k>>>0)%(g>>>0)|0;c=f[(f[a+12>>2]|0)+(h<<2)>>2]|0;if(!c){a=1;return a|0}c=f[c>>2]|0;if(!c){a=1;return a|0}a:do if(d){while(1){g=f[c+4>>2]|0;d=(k|0)==(g|0);if(!(d|(g&e|0)==(h|0))){c=1;d=41;break}if(d)if((f[c+8>>2]|0)==(k|0)){i=c;break a}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}else{while(1){d=f[c+4>>2]|0;if((k|0)==(d|0)){if((f[c+8>>2]|0)==(k|0)){i=c;break a}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=1;d=41;break}}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}while(0);c=i+112|0;b=f[b+4>>2]|0;g=f[i+116>>2]|0;if(!g){a=1;return a|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&b;else if(b>>>0<g>>>0)h=b;else h=(b>>>0)%(g>>>0)|0;c=f[(f[c>>2]|0)+(h<<2)>>2]|0;if(!c){a=1;return a|0}c=f[c>>2]|0;if(!c){a=1;return a|0}b:do if(d){while(1){i=f[c+4>>2]|0;d=(b|0)==(i|0);if(!(d|(i&e|0)==(h|0))){c=1;d=41;break}if(d)if((f[c+8>>2]|0)==(b|0)){j=c;break b}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}else{while(1){d=f[c+4>>2]|0;if((b|0)==(d|0)){if((f[c+8>>2]|0)==(b|0)){j=c;break b}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=1;d=41;break}}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}while(0);if(k|0){a=3;return a|0}c=j+12|0;if(!(nDa(a+464|0,c)|0))if(!(c9a(f[(f[a+4>>2]|0)+240>>2]|0,c)|0)){a=0;return a|0}a=2;return a|0}function rPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&i;else if(i>>>0<e>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(i|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(i|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((i|0)==(c|0)){if((f[a+8>>2]|0)==(i|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);a=h+272|0;b=f[b+4>>2]|0;e=f[h+276>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&b;else if(b>>>0<e>>>0)g=b;else g=(b>>>0)%(e>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}b:do if(c){while(1){h=f[a+4>>2]|0;c=(b|0)==(h|0);if(!(c|(h&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(b|0))break b;a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((b|0)==(c|0)){if((f[a+8>>2]|0)==(b|0))break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);i=(i|0)==0?0:3;return i|0}function sPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=f[a+36>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;a=f[(f[a+32>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(h|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(h|0)){i=a;break a}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((h|0)==(c|0)){if((f[a+8>>2]|0)==(h|0)){i=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);i=f[i+12>>2]|0;g=f[b+4>>2]|0;e=f[i+92>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)h=d&g;else if(g>>>0<e>>>0)h=g;else h=(g>>>0)%(e>>>0)|0;a=f[(f[i+88>>2]|0)+(h<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}b:do if(c){while(1){b=f[a+4>>2]|0;c=(b|0)==(g|0);if(!(c|(b&d|0)==(h|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(g|0)){j=a;break b}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((c|0)==(g|0)){if((f[a+8>>2]|0)==(g|0)){j=a;break b}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(h|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);if(f[i+8>>2]|0){j=3;return j|0}j=f[j+12>>2]|0;j=(f[j+64>>2]|0)!=(f[j+68>>2]|0)?2:0;return j|0}function tPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&i;else if(i>>>0<e>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(i|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(i|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((i|0)==(c|0)){if((f[a+8>>2]|0)==(i|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return 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a=c}if((a|0)==(m+108|0))l=36;else{c=f[a+4>>2]|0;if(h)c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(i|0))e=j;else l=36}do if((l|0)==36){c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;if(h)c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(i|0)){e=j;break}}f[d>>2]=0;e=j}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(h)d=d&b;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){f[(f[k>>2]|0)+(d<<2)>>2]=a;c=f[j>>2]|0}}f[a>>2]=c;f[e>>2]=0;m=m+112|0;f[m>>2]=(f[m>>2]|0)+-1;if(!j){m=0;u=n;return m|0}c=f[j+16>>2]|0;if(c|0)iOb(c);sOb(j);m=0;u=n;return m|0}function xPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function yPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function zPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){m=0;return m|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){m=0;return m|0}b=f[b>>2]|0;if(!b){m=0;return m|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=50;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=50;break}}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}b=f[m+16>>2]|0;if(b|0)iOb(b);sOb(m);n=1;return n|0}function APa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+52|0;c=f[c+4>>2]|0;h=f[b+56>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function BPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+92|0;c=f[c+4>>2]|0;h=f[b+96>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function CPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+72|0;c=f[c+4>>2]|0;h=f[b+76>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function DPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+112|0;c=f[c+4>>2]|0;h=f[b+116>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function EPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+132|0;c=f[c+4>>2]|0;h=f[b+136>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function FPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+152|0;c=f[c+4>>2]|0;h=f[b+156>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function GPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+172|0;c=f[c+4>>2]|0;h=f[b+176>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function HPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+272|0;c=f[c+4>>2]|0;h=f[b+276>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function IPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+352>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;c=f[(f[b+348>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(d)while(1){g=f[c+4>>2]|0;b=(g|0)==(i|0);if(!(b|(g&e|0)==(h|0)))break a;if(b)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){b=f[c+4>>2]|0;if((b|0)==(i|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[a>>2]=f[c+12>>2];c=f[c+16>>2]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function JPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+92>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+88>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function KPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+32|0;c=f[c+4>>2]|0;h=f[b+36>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+16>>2];d=f[b+20>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);i=b+24|0;c=f[i+4>>2]|0;a=a+8|0;f[a>>2]=f[i>>2];f[a+4>>2]=c;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function LPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+72>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+68>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function MPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=f[c>>2]|0;d=f[b+36>>2]|0;e=d+-1|0;if(!(e&d)){d=f[(f[b+32>>2]|0)+((e&g)<<2)>>2]|0;while(1){d=f[d>>2]|0;if((f[d+4>>2]|0)!=(g|0))continue;if((f[d+8>>2]|0)==(g|0))break}}else{if(g>>>0<d>>>0)d=g;else d=(g>>>0)%(d>>>0)|0;d=f[(f[b+32>>2]|0)+(d<<2)>>2]|0;while(1){d=f[d>>2]|0;if((f[d+4>>2]|0)!=(g|0))continue;if((f[d+8>>2]|0)==(g|0))break}}i=f[d+12>>2]|0;j=c+4|0;k=f[j>>2]|0;h=f[i+52>>2]|0;a:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)l=g&k;else if(k>>>0<h>>>0)l=k;else l=(k>>>0)%(h>>>0)|0;d=f[(f[i+48>>2]|0)+(l<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(e)while(1){h=f[d+4>>2]|0;e=(h|0)==(k|0);if(!(e|(h&g|0)==(l|0)))break a;if(e)if((f[d+8>>2]|0)==(k|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(l|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);f[a>>2]=f[d+12>>2];d=f[d+16>>2]|0;f[a+4>>2]=d;if(!d){u=n;return}gOb(d);u=n;return}}}while(0);h=bNa(i+68|0,j)|0;d=f[h>>2]|0;if(!d){UIa(m,f[b>>2]|0);e=f[m>>2]|0;g=m+4|0;b=f[g>>2]|0;f[m>>2]=0;f[g>>2]=0;f[h>>2]=e;e=h+4|0;d=f[e>>2]|0;f[e>>2]=b;if(d|0)iOb(d);d=f[g>>2]|0;if(d|0)iOb(d);d=f[h>>2]|0;b=c;m=f[b+4>>2]|0;c=d+116|0;f[c>>2]=f[b>>2];f[c+4>>2]=m;d=d+196|0;f[d>>2]=f[d>>2]&-131073;d=f[h>>2]|0}else e=h+4|0;f[a>>2]=d;d=f[e>>2]|0;f[a+4>>2]=d;if(!d){u=n;return}gOb(d);u=n;return}function NPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+252|0;c=f[c+4>>2]|0;h=f[b+256>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function OPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+192|0;c=f[c+4>>2]|0;h=f[b+196>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function PPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+212|0;c=f[c+4>>2]|0;h=f[b+216>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function QPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+112>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+108>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function RPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+232|0;c=f[c+4>>2]|0;h=f[b+236>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function SPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+16|0;d=h+4|0;g=h;f[g>>2]=f[b>>2];f[d>>2]=f[g>>2];d=TMa(a,d)|0;g=d+4|0;if(f[g>>2]|0){g=0;u=h;return g|0}i=f[c>>2]|0;f[c>>2]=0;e=d+4|0;b=f[e>>2]|0;f[e>>2]=i;if(b|0){TFa(b);sOb(b)}b=f[d+8>>2]|0;d=f[d+12>>2]|0;if((b|0)==(d|0)){i=1;u=h;return i|0}e=a+64|0;c=a+464|0;do{i=f[b>>2]|0;SFa(i,f[g>>2]|0);XMa(e,i);uDa(c,i);b=b+8|0}while((b|0)!=(d|0));b=1;u=h;return b|0}function TPa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+48|0;j=t+36|0;k=t+24|0;s=t;JJa(c,j,k);f[s>>2]=f[j>>2];m=s+4|0;f[m>>2]=f[j+4>>2];o=s+8|0;f[o>>2]=f[j+8>>2];l=s+12|0;f[l>>2]=f[k>>2];p=s+16|0;f[p>>2]=f[k+4>>2];q=s+20|0;f[q>>2]=f[k+8>>2];k=a+4|0;d=f[k>>2]|0;i=f[a>>2]|0;a:do if((i|0)==(d|0))r=5;else{h=0;while(1){d=d+-4|0;g=f[d>>2]|0;if(UPa(g,s)|0)break;h=h+1|0;if(!((i|0)!=(d|0)&h>>>0<32)){r=5;break a}}if(!g)r=5}while(0);if((r|0)==5){i=pOb(52)|0;d=i+49|0;g=i;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));b[d>>0]=1;f[j>>2]=i;d=f[k>>2]|0;if(d>>>0<(f[a+8>>2]|0)>>>0){f[d>>2]=i;d=d+4|0;f[k>>2]=d}else{VPa(a,j);d=f[k>>2]|0}g=f[d+-4>>2]|0;f[g+40>>2]=0;f[g>>2]=f[s>>2];f[g+4>>2]=f[m>>2];f[g+8>>2]=f[o>>2];f[g+12>>2]=f[l>>2];f[g+16>>2]=f[p>>2];f[g+20>>2]=f[q>>2]}e=+n[s>>2];if(e<+n[g>>2]){d=g;r=11}else{d=g+12|0;if(e>+n[d>>2])r=11}if((r|0)==11)n[d>>2]=e;e=+n[m>>2];i=g+4|0;if(e<+n[i>>2]){d=g;r=14}else if(e>+n[g+16>>2]){d=g+12|0;r=14}if((r|0)==14)n[d+4>>2]=e;e=+n[o>>2];h=g+8|0;if(e<+n[h>>2]){d=g;r=17}else if(e>+n[g+20>>2]){d=g+12|0;r=17}if((r|0)==17)n[d+8>>2]=e;e=+n[s+12>>2];if(e<+n[g>>2]){d=g;r=20}else{d=g+12|0;if(e>+n[d>>2])r=20}if((r|0)==20)n[d>>2]=e;e=+n[p>>2];if(e<+n[i>>2]){d=g;r=23}else if(e>+n[g+16>>2]){d=g+12|0;r=23}if((r|0)==23)n[d+4>>2]=e;e=+n[q>>2];if(e<+n[h>>2])d=g;else if(e>+n[g+20>>2])d=g+12|0;else{r=a+12|0;f[r>>2]=1065353216;r=a+16|0;f[r>>2]=1065353216;r=a+20|0;f[r>>2]=1065353216;r=a+24|0;f[r>>2]=0;r=a+28|0;f[r>>2]=0;a=a+32|0;f[a>>2]=0;WPa(g,s,c);u=t;return}n[d+8>>2]=e;r=a+12|0;f[r>>2]=1065353216;r=a+16|0;f[r>>2]=1065353216;r=a+20|0;f[r>>2]=1065353216;r=a+24|0;f[r>>2]=0;r=a+28|0;f[r>>2]=0;a=a+32|0;f[a>>2]=0;WPa(g,s,c);u=t;return}function UPa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0;q=u;u=u+32|0;p=q;r=f[a>>2]|0;f[p>>2]=r;w=f[a+4>>2]|0;k=p+4|0;f[k>>2]=w;t=f[a+8>>2]|0;o=p+8|0;f[o>>2]=t;c=p+12|0;e=f[a+12>>2]|0;f[c>>2]=e;v=f[a+16>>2]|0;j=p+16|0;f[j>>2]=v;m=p+20|0;f[m>>2]=f[a+20>>2];g=+n[b>>2];r=g<(f[s>>2]=r,+n[s>>2]);h=(f[s>>2]=w,+n[s>>2]);i=(f[s>>2]=v,+n[s>>2]);d=(f[s>>2]=t,+n[s>>2]);if(r){e=p;l=3}else if(g>(f[s>>2]=e,+n[s>>2])){e=c;l=3}if((l|0)==3)n[e>>2]=g;g=+n[b+4>>2];if(g<h){e=p;l=6}else if(g>i){e=c;l=6}if((l|0)==6){n[e+4>>2]=g;d=+n[o>>2]}g=+n[b+8>>2];if(g<d){e=p;l=9}else if(g>+n[m>>2]){e=c;l=9}if((l|0)==9)n[e+8>>2]=g;d=+n[b+12>>2];if(d<+n[p>>2]){e=p;l=12}else if(d>+n[c>>2]){e=c;l=12}if((l|0)==12)n[e>>2]=d;d=+n[b+16>>2];if(d<+n[k>>2]){e=p;l=15}else if(d>+n[j>>2]){e=c;l=15}if((l|0)==15)n[e+4>>2]=d;d=+n[b+20>>2];if(d<+n[o>>2])c=p;else if(!(d>+n[m>>2])){w=aQa(p,a)|0;u=q;return w|0}n[c+8>>2]=d;w=aQa(p,a)|0;u=q;return w|0}function VPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r;q=a+4|0;l=f[q>>2]|0;m=f[a>>2]|0;e=l-m>>2;c=e+1|0;n=m;d=l;if(c>>>0>1073741823)AMb(a);o=a+8|0;i=f[o>>2]|0;k=i-m|0;g=k>>1;g=k>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);f[p>>2]=h;c=h+(e<<2)|0;j=p+8|0;k=p+4|0;f[k>>2]=c;g=h+(g<<2)|0;h=p+12|0;f[h>>2]=g;f[c>>2]=f[b>>2];e=c+4|0;f[j>>2]=e;if((d|0)==(n|0)){d=c;b=h;n=m;h=l;l=g;m=i;i=d;f[a>>2]=i;f[k>>2]=n;f[q>>2]=e;f[j>>2]=h;f[o>>2]=l;f[b>>2]=m;f[p>>2]=n;$Pa(p);u=r;return}do{d=d+-4|0;m=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=m;c=(f[k>>2]|0)+-4|0;f[k>>2]=c}while((d|0)!=(n|0));e=c;m=h;i=j;n=f[a>>2]|0;g=f[j>>2]|0;b=f[q>>2]|0;j=f[h>>2]|0;l=f[o>>2]|0;h=e;f[a>>2]=h;f[k>>2]=n;f[q>>2]=g;f[i>>2]=b;f[o>>2]=j;f[m>>2]=l;f[p>>2]=n;$Pa(p);u=r;return}function WPa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+48|0;i=F;j=a+36|0;if(!(f[j>>2]|0)){e=a+24|0;g=a+28|0;h=f[g>>2]|0;if(h-(f[e>>2]|0)>>2>>>0>127){e=pOb(104)|0;g=e+49|0;h=e;i=h+104|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=1;i=e+76|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;b[e+101>>0]=1;f[j>>2]=e;f[e+40>>2]=a;f[e+92>>2]=a;XPa(a);WPa(a,c,d);u=F;return}f[i>>2]=d;if((f[a+32>>2]|0)>>>0>h>>>0){f[h>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else YPa(e,i);f[d+124>>2]=a;u=F;return}xib(i,a,b[a+48>>0]|0,+n[a+44>>2]);e=f[j>>2]|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[e+12>>2]=f[i+12>>2];f[e+16>>2]=f[i+16>>2];f[e+20>>2]=f[i+20>>2];J=f[i+24>>2]|0;f[e+52>>2]=J;I=f[i+28>>2]|0;f[e+56>>2]=I;H=f[i+32>>2]|0;f[e+60>>2]=H;G=f[i+36>>2]|0;f[e+64>>2]=G;h=f[i+40>>2]|0;f[e+68>>2]=h;j=f[i+44>>2]|0;f[e+72>>2]=j;r=+n[c>>2];t=+n[c+4>>2];v=+n[c+8>>2];w=+n[c+12>>2];x=+n[c+16>>2];y=+n[c+20>>2];l=+n[e>>2];z=(f[s>>2]=J,+n[s>>2]);A=(f[s>>2]=I,+n[s>>2]);B=(f[s>>2]=H,+n[s>>2]);C=(f[s>>2]=G,+n[s>>2]);D=(f[s>>2]=h,+n[s>>2]);E=(f[s>>2]=j,+n[s>>2]);if(!(r>=l))g=15;else{m=+n[e+4>>2];if(!(t>=m))g=15;else{o=+n[e+8>>2];if(!(v>=o))g=15;else{p=+n[e+12>>2];if(!(r<=p))g=15;else{q=+n[e+16>>2];if(!(t<=q))g=15;else{k=+n[e+20>>2];if(!(v<=k)|!(w>=l)|!(x>=m))g=15;else if(!(y<=k&((!(x<=q)|(!(w<=p)|!(y>=o)))^1)))g=15}}}}}do if((g|0)==15){e=e+52|0;if(!(!(r>=z)|!(t>=A)|!(v>=B)|!(r<=C)|!(t<=D)))if(!(!(v<=E)|!(w>=z)|!(x>=A)))if(y<=E&((!(x<=D)|(!(w<=C)|!(y>=B)))^1))break;f[i>>2]=d;g=a+28|0;e=f[g>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else YPa(a+24|0,i);f[d+124>>2]=a;u=F;return}while(0);WPa(e,c,d);u=F;return}function XPa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;e=u;u=u+64|0;c=e+48|0;p=e;ZPa(c,a);wib(p,a,0,.5);o=_Pa(p,c)|0;wib(p,a,0,.3330000042915344);q=_Pa(p,c)|0;d=(q|0)<(o|0);o=d?q:o;wib(p,a,0,.6660000085830688);q=_Pa(p,c)|0;h=(q|0)<(o|0);o=h?q:o;wib(p,a,1,.5);q=_Pa(p,c)|0;i=(q|0)<(o|0);o=i?q:o;wib(p,a,1,.3330000042915344);q=_Pa(p,c)|0;j=(q|0)<(o|0);o=j?q:o;wib(p,a,1,.6660000085830688);q=_Pa(p,c)|0;k=(q|0)<(o|0);o=k?q:o;wib(p,a,2,.5);q=_Pa(p,c)|0;l=(q|0)<(o|0);o=l?q:o;wib(p,a,2,.3330000042915344);q=_Pa(p,c)|0;m=(q|0)<(o|0);wib(p,a,2,.6660000085830688);o=(_Pa(p,c)|0)<((m?q:o)|0);q=o|(m|l)?2:(k|(j|i))&1;r=q&255;f[p>>2]=f[a+(r<<2)>>2];f[p+4>>2]=f[a+12+(r<<2)>>2];b[a+48>>0]=q;g=+Qib(p,o?.6660000085830688:m?.3330000042915344:l?.5:k?.6660000085830688:j?.3330000042915344:i?.5:h?.6660000085830688:d?.3330000042915344:.5);n[a+44>>2]=g;a=f[c+12>>2]|0;if(a|0)qNa(a,c);d=f[c>>2]|0;if(!d){u=e;return}a=c+4|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=e;return}function YPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function ZPa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+48|0;s=w+36|0;t=w+24|0;v=w;if(!(b[257144]|0))MPb(257144)|0;sNa(a,262921);n=c+24|0;l=c+28|0;m=f[l>>2]|0;i=f[n>>2]|0;d=m-i>>2;r=a+8|0;h=f[a>>2]|0;e=h;if((((f[r>>2]|0)-h|0)/24|0)>>>0<d>>>0){j=a+4|0;if(d>>>0>178956970)vd();q=f[j>>2]|0;g=pOb(d*24|0)|0;c=g+(((q-h|0)/24|0)*24|0)|0;k=c;g=g+(d*24|0)|0;d=q;if((d|0)==(e|0))c=k;else do{q=c;c=c+-24|0;p=d;d=d+-24|0;f[c>>2]=f[d>>2];f[q+-20>>2]=f[p+-20>>2];f[q+-16>>2]=f[p+-16>>2];f[q+-12>>2]=f[p+-12>>2];f[q+-8>>2]=f[p+-8>>2];f[q+-4>>2]=f[p+-4>>2]}while((d|0)!=(e|0));f[a>>2]=c;f[j>>2]=k;f[r>>2]=g;if(!h){c=i;g=m}else{sOb(h);c=f[n>>2]|0;g=f[l>>2]|0}}else{c=i;g=m}if((c|0)==(g|0)){u=w;return}h=s+4|0;i=v+4|0;j=s+8|0;k=v+8|0;l=v+12|0;m=t+4|0;n=v+16|0;o=t+8|0;p=v+20|0;q=a+4|0;do{JJa(f[c>>2]|0,s,t);d=f[s>>2]|0;f[v>>2]=d;f[i>>2]=f[h>>2];f[k>>2]=f[j>>2];f[l>>2]=f[t>>2];f[n>>2]=f[m>>2];f[p>>2]=f[o>>2];e=f[q>>2]|0;if(e>>>0<(f[r>>2]|0)>>>0){f[e>>2]=f[v>>2];f[e+4>>2]=f[v+4>>2];f[e+8>>2]=f[v+8>>2];f[e>>2]=d;f[e+4>>2]=f[i>>2];f[e+8>>2]=f[k>>2];d=e+12|0;f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];f[d>>2]=f[l>>2];f[e+16>>2]=f[n>>2];f[e+20>>2]=f[p>>2];f[q>>2]=(f[q>>2]|0)+24}else cD(a,v);c=c+4|0}while((c|0)!=(g|0));u=w;return}function _Pa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0.0;B=u;u=u+16|0;A=B;c=A;f[c>>2]=0;f[c+4>>2]=0;c=f[b>>2]|0;z=f[b+4>>2]|0;if((c|0)==(z|0)){z=0;k=0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}m=+n[a>>2];o=+n[a+24>>2];p=+n[a+28>>2];q=+n[a+32>>2];r=+n[a+36>>2];s=+n[a+40>>2];t=+n[a+44>>2];v=+n[a+4>>2];w=+n[a+8>>2];x=+n[a+12>>2];y=+n[a+16>>2];l=+n[a+20>>2];do{g=+n[c>>2];b=c+4|0;a=c+8|0;h=c+12|0;j=c+16|0;k=c+20|0;if(!(g>=m))i=12;else{d=+n[b>>2];if(!(d>=v))i=12;else{e=+n[a>>2];if(!(e>=w)|!(g<=x)|!(d<=y)|!(e<=l))i=12;else{d=+n[h>>2];if(!(d>=m))i=12;else{e=+n[j>>2];if(!(e>=v))i=12;else{C=+n[k>>2];if(C<=l&((!(e<=y)|(!(d<=x)|!(C>=w)))^1)){b=0;i=11}else i=12}}}}}if((i|0)==12){i=0;if(g>=o){d=+n[b>>2];if(d>=p){C=+n[a>>2];if(!(!(C>=q)|!(g<=r)|!(d<=s)|!(C<=t))){e=+n[h>>2];if(e>=o){d=+n[j>>2];if(d>=p){C=+n[k>>2];if(C<=t&((!(d<=s)|(!(e<=r)|!(C>=q)))^1)){b=1;i=11}}}}}}}if((i|0)==11){k=A+(b<<2)|0;f[k>>2]=(f[k>>2]|0)+1}c=c+24|0}while((c|0)!=(z|0));z=f[A+4>>2]|0;k=f[A>>2]|0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}function $Pa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=f[a+4>>2]|0;h=a+8|0;b=f[h>>2]|0;if((b|0)!=(g|0))do{d=b+-4|0;f[h>>2]=d;e=f[d>>2]|0;f[d>>2]=0;if(e|0){d=e+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[e+24>>2]|0;if(b|0){c=e+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(e)}b=f[h>>2]|0}while((b|0)!=(g|0));b=f[a>>2]|0;if(!b)return;sOb(b);return}function aQa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[a+12>>2]-+n[a>>2];g=+n[a+16>>2]-+n[a+4>>2];e=+n[a+20>>2]-+n[a+8>>2];c=h*g*e;f=+n[b+12>>2]-+n[b>>2];if(c>0.0){if(f*(+n[b+16>>2]-+n[b+4>>2])*(+n[b+20>>2]-+n[b+8>>2])>=c*.75){b=1;return b|0}}else if(!(h==0.0^f==0.0)){d=+n[b+20>>2]-+n[b+8>>2];c=+n[b+16>>2]-+n[b+4>>2];if(!(e==0.0^d==0.0|g==0.0^c==0.0)){h=h>0.0?h:1.0;h=g>0.0?h*g:h;g=f>0.0?f:1.0;g=c>0.0?g*c:g;if((d>0.0?g*d:g)>=(e>0.0?h*e:h)*.75){b=1;return b|0}}}b=0;return b|0}function bQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;e=l+24|0;d=l+20|0;c=l+16|0;g=l+12|0;h=l+8|0;i=l+4|0;j=l;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];k=a+4|0;f[h>>2]=f[k>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[l+28>>0]|0;h=aDa(c,d,e)|0;f[i>>2]=h;f[j>>2]=f[k>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];bDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0)){hQa(a);u=l;return}b[c>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;d=f[a+4>>2]|0;if((c|0)==(d|0)){hQa(a);u=l;return}e=a+42|0;do{if(!(GEa(f[c>>2]|0)|0))b[e>>0]=1;c=c+4|0}while((c|0)!=(d|0));hQa(a);u=l;return}function cQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;e=l+24|0;d=l+20|0;c=l+16|0;g=l+12|0;h=l+8|0;i=l+4|0;j=l;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];k=a+4|0;f[h>>2]=f[k>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[l+28>>0]|0;h=cDa(c,d,e)|0;f[i>>2]=h;f[j>>2]=f[k>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];dDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0)){dQa(a);u=l;return}b[c>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;d=f[a+4>>2]|0;if((c|0)==(d|0)){dQa(a);u=l;return}e=a+42|0;do{if(!(FEa(f[c>>2]|0)|0))b[e>>0]=1;c=c+4|0}while((c|0)!=(d|0));dQa(a);u=l;return}function dQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+64|0;j=q+40|0;i=q+36|0;h=q+28|0;p=q+8|0;k=q+32|0;l=q+24|0;m=q+20|0;n=q+4|0;o=q;c=a+42|0;if(!(b[c>>0]|0)){u=q;return}if(f[a+36>>2]|0){b[a+43>>0]=1;u=q;return}b[c>>0]=0;b[a+43>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;g=a+4|0;d=f[g>>2]|0;if((c|0)==(d|0)){u=q;return}else e=0;do{e=e+((b[(f[c>>2]|0)+49>>0]^1)&255)|0;c=c+4|0}while((c|0)!=(d|0));if(!e){u=q;return}f[p>>2]=0;d=p+4|0;f[d>>2]=0;c=p+8|0;f[c>>2]=0;f[j+12>>2]=0;f[j+16>>2]=c;if(e>>>0>1073741823)vd();c=pOb(e<<2)|0;r=c;f[p>>2]=r;f[j+4>>2]=0;f[d>>2]=r;f[j+8>>2]=0;f[p+8>>2]=c+(e<<2);f[j+12>>2]=0;f[j>>2]=0;tNa(j);c=f[g>>2]|0;f[k>>2]=f[a>>2];f[l>>2]=c;f[m>>2]=p;f[h>>2]=f[k>>2];f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];c=eQa(h,i,j)|0;f[n>>2]=c;f[o>>2]=f[g>>2];f[i>>2]=f[n>>2];f[j>>2]=f[o>>2];dDa(a,i,j)|0;c=f[p>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{fQa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));JNa(p);u=q;return}function eQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;l=f[c>>2]|0;g=e;a:do if((l|0)!=(g|0)){h=e;while(1){k=f[g>>2]|0;if(!(b[k+49>>0]|0))break;e=g+4|0;if((e|0)==(l|0))break a;else{h=e;g=e}}e=f[d>>2]|0;i=e+4|0;j=f[i>>2]|0;if(j>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[j>>2]=k;f[i>>2]=(f[i>>2]|0)+4;e=f[c>>2]|0}else{gQa(e,g);h=g;e=l}f[a>>2]=h;if((h|0)==(e|0)){d=e;return d|0}g=h+4|0;if((g|0)==(e|0)){d=h;return d|0}do{l=f[g>>2]|0;j=l;do if(!(b[l+49>>0]|0)){e=f[d>>2]|0;h=e+4|0;i=f[h>>2]|0;if(i>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[i>>2]=j;f[h>>2]=(f[h>>2]|0)+4;break}else{gQa(e,g);break}}else{l=f[a>>2]|0;f[g>>2]=0;k=f[l>>2]|0;f[l>>2]=j;if(k|0){l=k+36|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0){iDa(e);sOb(e)}e=f[k+24>>2]|0;if(e|0){h=k+28|0;i=f[h>>2]|0;if((i|0)!=(e|0))f[h>>2]=i+(~((i+-4-e|0)>>>2)<<2);sOb(e)}sOb(k)}f[a>>2]=(f[a>>2]|0)+4}while(0);g=g+4|0}while((g|0)!=(f[c>>2]|0));d=f[a>>2]|0;return d|0}while(0);f[a>>2]=l;d=l;return d|0}function fQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+48|0;g=h;d=f[c+24>>2]|0;e=f[c+28>>2]|0;if((d|0)!=(e|0))do{XMa(a,f[d>>2]|0);d=d+4|0}while((d|0)!=(e|0));d=c+36|0;if(!(f[d>>2]|0)){u=h;return}xib(g,c,b[c+48>>0]|0,+n[c+44>>2]);c=f[d>>2]|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[c+12>>2]=f[g+12>>2];f[c+16>>2]=f[g+16>>2];f[c+20>>2]=f[g+20>>2];f[c+52>>2]=f[g+24>>2];f[c+56>>2]=f[g+28>>2];f[c+60>>2]=f[g+32>>2];f[c+64>>2]=f[g+36>>2];f[c+68>>2]=f[g+40>>2];f[c+72>>2]=f[g+44>>2];fQa(a,c);fQa(a,c+52|0);u=h;return}function gQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=(f[m>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;j=i>>1;d=i>>2>>>0<536870911?(j>>>0<d>>>0?d:j):1073741823;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>1073741823)vd();else{g=pOb(d<<2)|0;break}while(0);f[l>>2]=g;c=g+(e<<2)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d<<2)|0;h=l+12|0;f[h>>2]=g;e=f[b>>2]|0;f[b>>2]=0;f[c>>2]=e;e=c+4|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;tNa(l);u=n;return}do{d=d+-4|0;p=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=p;c=(f[j>>2]|0)+-4|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;tNa(l);u=n;return}function hQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+64|0;j=q+40|0;i=q+36|0;h=q+28|0;p=q+8|0;k=q+32|0;l=q+24|0;m=q+20|0;n=q+4|0;o=q;c=a+42|0;if(!(b[c>>0]|0)){u=q;return}if(f[a+36>>2]|0){b[a+43>>0]=1;u=q;return}b[c>>0]=0;b[a+43>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;g=a+4|0;d=f[g>>2]|0;if((c|0)==(d|0)){u=q;return}else e=0;do{e=e+((b[(f[c>>2]|0)+49>>0]^1)&255)|0;c=c+4|0}while((c|0)!=(d|0));if(!e){u=q;return}f[p>>2]=0;d=p+4|0;f[d>>2]=0;c=p+8|0;f[c>>2]=0;f[j+12>>2]=0;f[j+16>>2]=c;if(e>>>0>1073741823)vd();c=pOb(e<<2)|0;r=c;f[p>>2]=r;f[j+4>>2]=0;f[d>>2]=r;f[j+8>>2]=0;f[p+8>>2]=c+(e<<2);f[j+12>>2]=0;f[j>>2]=0;$Pa(j);c=f[g>>2]|0;f[k>>2]=f[a>>2];f[l>>2]=c;f[m>>2]=p;f[h>>2]=f[k>>2];f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];c=iQa(h,i,j)|0;f[n>>2]=c;f[o>>2]=f[g>>2];f[i>>2]=f[n>>2];f[j>>2]=f[o>>2];bDa(a,i,j)|0;c=f[p>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{jQa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));INa(p);u=q;return}function iQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;l=f[c>>2]|0;g=e;a:do if((l|0)!=(g|0)){h=e;while(1){k=f[g>>2]|0;if(!(b[k+49>>0]|0))break;e=g+4|0;if((e|0)==(l|0))break a;else{h=e;g=e}}e=f[d>>2]|0;i=e+4|0;j=f[i>>2]|0;if(j>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[j>>2]=k;f[i>>2]=(f[i>>2]|0)+4;e=f[c>>2]|0}else{kQa(e,g);h=g;e=l}f[a>>2]=h;if((h|0)==(e|0)){d=e;return d|0}g=h+4|0;if((g|0)==(e|0)){d=h;return d|0}do{l=f[g>>2]|0;j=l;do if(!(b[l+49>>0]|0)){e=f[d>>2]|0;h=e+4|0;i=f[h>>2]|0;if(i>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[i>>2]=j;f[h>>2]=(f[h>>2]|0)+4;break}else{kQa(e,g);break}}else{l=f[a>>2]|0;f[g>>2]=0;k=f[l>>2]|0;f[l>>2]=j;if(k|0){l=k+36|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0){jDa(e);sOb(e)}e=f[k+24>>2]|0;if(e|0){h=k+28|0;i=f[h>>2]|0;if((i|0)!=(e|0))f[h>>2]=i+(~((i+-4-e|0)>>>2)<<2);sOb(e)}sOb(k)}f[a>>2]=(f[a>>2]|0)+4}while(0);g=g+4|0}while((g|0)!=(f[c>>2]|0));d=f[a>>2]|0;return d|0}while(0);f[a>>2]=l;d=l;return d|0}function jQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+48|0;g=h;d=f[c+24>>2]|0;e=f[c+28>>2]|0;if((d|0)!=(e|0))do{TPa(a,f[d>>2]|0);d=d+4|0}while((d|0)!=(e|0));d=c+36|0;if(!(f[d>>2]|0)){u=h;return}xib(g,c,b[c+48>>0]|0,+n[c+44>>2]);c=f[d>>2]|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[c+12>>2]=f[g+12>>2];f[c+16>>2]=f[g+16>>2];f[c+20>>2]=f[g+20>>2];f[c+52>>2]=f[g+24>>2];f[c+56>>2]=f[g+28>>2];f[c+60>>2]=f[g+32>>2];f[c+64>>2]=f[g+36>>2];f[c+68>>2]=f[g+40>>2];f[c+72>>2]=f[g+44>>2];jQa(a,c);jQa(a,c+52|0);u=h;return}function kQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=(f[m>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;j=i>>1;d=i>>2>>>0<536870911?(j>>>0<d>>>0?d:j):1073741823;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>1073741823)vd();else{g=pOb(d<<2)|0;break}while(0);f[l>>2]=g;c=g+(e<<2)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d<<2)|0;h=l+12|0;f[h>>2]=g;e=f[b>>2]|0;f[b>>2]=0;f[c>>2]=e;e=c+4|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;$Pa(l);u=n;return}do{d=d+-4|0;p=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=p;c=(f[j>>2]|0)+-4|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;$Pa(l);u=n;return}function lQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;g=l;c=f[a>>2]|0;k=a+4|0;h=f[k>>2]|0;if((c|0)==(h|0)){u=l;return}i=g+16|0;do{e=c+16|0;d=f[e>>2]|0;if(d|0){gh[f[(f[d>>2]|0)+24>>2]&2047](d);if(b[c+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((c|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;j=15}else if((g|0)==(d|0)){f[e>>2]=c;j=f[i>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,c);j=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((j|0)==15){j=0;e=f[i>>2]|0;d=e}if((g|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}c=c+32|0}while((c|0)!=(h|0));c=f[k>>2]|0;if((f[a>>2]|0)==(c|0)){u=l;return}while(1){if(!(f[c+-16>>2]|0)){d=c;e=0;g=0}else{j=30;break}c=c+-32|0;while(1){j=d+-32|0;f[k>>2]=j;if((j|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);d=f[k>>2]|0;if((d|0)==(c|0))break;g=f[d+-16>>2]|0;e=g}if((f[a>>2]|0)==(c|0)){j=30;break}}if((j|0)==30){u=l;return}}function mQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=a+368|0;g=a+372|0;h=f[g>>2]|0;c=h;if(((h-(f[e>>2]|0)|0)/12|0)>>>0<6){d=b+4|0;if((f[d>>2]|0)-(f[b>>2]|0)>>5>>>0<5){if((f[a+376>>2]|0)>>>0>c>>>0){f[c>>2]=0;e=c+4|0;f[e>>2]=0;f[c+8>>2]=0;f[h>>2]=f[b>>2];f[e>>2]=f[d>>2];h=b+8|0;f[c+8>>2]=f[h>>2];f[h>>2]=0;f[d>>2]=0;f[b>>2]=0;f[g>>2]=(f[g>>2]|0)+12}else sS(e,b);C9a(f[(f[a+4>>2]|0)+240>>2]|0);c=a+268|0;b=f[c>>2]|0;f[c>>2]=b+1;f[i>>2]=b;c=a+384|0;d=f[c>>2]|0;if((d|0)==(f[a+388>>2]|0)){xD(a+380|0,i);i=f[i>>2]|0;u=j;return i|0}else{f[d>>2]=b;f[c>>2]=d+4;i=f[i>>2]|0;u=j;return i|0}}}f[i>>2]=-1;i=f[i>>2]|0;u=j;return i|0}function nQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;d=f[b>>2]|0;k=a+380|0;n=a+384|0;c=f[k>>2]|0;e=(f[n>>2]|0)-c>>2;if(!e){a=0;return a|0}else b=0;while(1){if((f[c+(b<<2)>>2]|0)==(d|0))break;b=b+1|0;if(b>>>0>=e>>>0){b=0;j=24;break}}if((j|0)==24)return b|0;l=a+368|0;d=(f[l>>2]|0)+(b*12|0)|0;c=d+12|0;m=a+372|0;i=f[m>>2]|0;if((c|0)==(i|0)){g=d;j=12}else{do{e=f[d>>2]|0;h=d+4|0;if(!e)e=d+8|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-32-e|0)>>>5)<<5);sOb(e);e=d+8|0;f[e>>2]=0;f[h>>2]=0;f[d>>2]=0}f[d>>2]=f[c>>2];g=c+4|0;f[h>>2]=f[g>>2];h=c+8|0;f[e>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[c>>2]=0;c=c+12|0;d=d+12|0}while((c|0)!=(i|0));c=f[m>>2]|0;if((c|0)!=(d|0)){g=d;j=12}}if((j|0)==12){d=c;while(1){c=d+-12|0;f[m>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[m>>2]|0}if((c|0)==(g|0))break;else d=c}}e=(f[k>>2]|0)+(b<<2)|0;b=e+4|0;c=f[n>>2]|0;d=c-b|0;g=d>>2;if(g){cQb(e|0,b|0,d|0)|0;c=f[n>>2]|0}b=e+(g<<2)|0;if((c|0)!=(b|0))f[n>>2]=c+(~((c+-4-b|0)>>>2)<<2);if((f[l>>2]|0)!=(f[m>>2]|0)){a=1;return a|0}C9a(f[(f[a+4>>2]|0)+240>>2]|0);a=1;return a|0}function oQa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+16|0;B=D;C=a+416|0;g=b[C>>0]|0;if(g&1){pQa(a);g=b[C>>0]|0}g=g|3;b[C>>0]=g;f[a+420>>2]=f[e>>2];f[a+424>>2]=f[e+4>>2];f[a+428>>2]=f[e+8>>2];if(d){r=B+4|0;s=a+432|0;t=a+436|0;v=a+444|0;w=a+448|0;x=a+440|0;y=a+464|0;q=0;do{MPa(B,a,c+(q<<3)|0);z=f[B>>2]|0;g=f[r>>2]|0;if(g|0)iOb(g);l=z;FJa(z,1);p=X(l,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;m=f[t>>2]|0;o=(m|0)==0;a:do if(o){g=0;A=26}else{k=m+-1|0;h=(k&m|0)==0;if(h)g=k&p;else if(p>>>0<m>>>0)g=p;else g=(p>>>0)%(m>>>0)|0;e=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!e)A=26;else{if(h)while(1){e=f[e>>2]|0;if(!e){A=26;break a}h=f[e+4>>2]|0;if(!((h|0)==(p|0)|(h&k|0)==(g|0))){A=26;break a}if((f[e+8>>2]|0)==(z|0))break a}do{e=f[e>>2]|0;if(!e){A=26;break a}h=f[e+4>>2]|0;if((h|0)!=(p|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(g|0)){A=26;break a}}}while((f[e+8>>2]|0)!=(z|0))}}while(0);if((A|0)==26){A=0;k=pOb(12)|0;f[k+8>>2]=l;f[k+4>>2]=p;f[k>>2]=0;i=+(((f[v>>2]|0)+1|0)>>>0);j=+n[w>>2];do if(o|j*+(m>>>0)<i){g=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;WCa(s,g>>>0<e>>>0?e:g);g=f[t>>2]|0;e=g+-1|0;if(!(e&g)){h=g;g=e&p;break}if(p>>>0<g>>>0){h=g;g=p}else{h=g;g=(p>>>0)%(g>>>0)|0}}else h=m;while(0);e=(f[s>>2]|0)+(g<<2)|0;g=f[e>>2]|0;if(!g){f[k>>2]=f[x>>2];f[x>>2]=k;f[e>>2]=x;g=f[k>>2]|0;if(g|0){g=f[g+4>>2]|0;e=h+-1|0;if(!(e&h))g=g&e;else if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;g=(f[s>>2]|0)+(g<<2)|0;A=39}}else{f[k>>2]=f[g>>2];A=39}if((A|0)==39){A=0;f[g>>2]=k}f[v>>2]=(f[v>>2]|0)+1}wDa(y,z);q=q+1|0}while((q|0)!=(d|0));g=b[C>>0]|0}if(!(g&1)){u=D;return}if(f[a+444>>2]|0){u=D;return}ADa(a+464|0);u=D;return}function pQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;i=a+416|0;if(!(b[i>>0]&1)){u=k;return}j=a+444|0;if(!(f[j>>2]|0)){c=f[a+40>>2]|0;a:do if(c|0){d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);e=h+4|0;g=h+8|0;b:while(1){do{l=f[d+12>>2]|0;f[h>>2]=0;f[e>>2]=0;f[g>>2]=0;wJa(l,h);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}while(0);ADa(a+464|0)}else{c=f[a+440>>2]|0;if(c|0){d=a+464|0;do{l=c+8|0;FJa(f[l>>2]|0,0);wDa(d,f[l>>2]|0);c=f[c>>2]|0}while((c|0)!=0)}}b[i>>0]=b[i>>0]&-4|2;if(!(f[j>>2]|0)){u=k;return}d=a+440|0;c=f[d>>2]|0;if(c|0)do{l=c;c=f[c>>2]|0;sOb(l)}while((c|0)!=0);f[d>>2]=0;e=f[a+436>>2]|0;if(e|0){d=a+432|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[j>>2]=0;u=k;return}function qQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=f[b+16>>2]|0;a:do if(!g)b=0;else{h=g+-1|0;c=(h&g|0)==0;b=f[f[b+12>>2]>>2]|0;if(!b)b=0;else{b=f[b>>2]|0;if(!b)b=0;else{if(c)while(1){g=f[b+4>>2]|0;c=(g|0)==0;if(!(c|(g&h|0)==0)){b=0;break a}if(c)if(!(f[b+8>>2]|0))break a;b=f[b>>2]|0;if(!b){b=0;break a}}while(1){c=f[b+4>>2]|0;if(!c){if(!(f[b+8>>2]|0))break a}else{if(c>>>0<g>>>0){b=0;break a}if((c>>>0)%(g>>>0)|0|0){b=0;break a}}b=f[b>>2]|0;if(!b){b=0;break}}}}}while(0);f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;c=f[b+44>>2]|0;h=a+8|0;do if(!c){d=0;e=0}else if(c>>>0>1073741823)vd();else{e=pOb(c<<2)|0;d=e+(c<<2)|0;f[a>>2]=e;f[g>>2]=e;f[h>>2]=d;break}while(0);b=f[b+40>>2]|0;if(!b)return;while(1){c=b+8|0;if((e|0)==(d|0))$G(a,c);else{f[e>>2]=f[c>>2];f[g>>2]=e+4}b=f[b>>2]|0;if(!b)break;e=f[g>>2]|0;d=f[h>>2]|0}return}function rQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g+16|0;d=g;IIa(e,f[c>>2]|0);mPa(d,b,e);b=f[d+8>>2]|0;if(!b){f[a>>2]=f[c>>2];b=f[c+4>>2]|0;f[a+4>>2]=b;if(b|0)gOb(b)}else{f[a>>2]=b;b=f[d+12>>2]|0;f[a+4>>2]=b;if(b|0)gOb(b)}b=f[d+12>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(b|0)iOb(b);b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function sQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;tQa(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function tQa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){uQa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;uQa(a,b);return}function uQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function vQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(e|0)==(c|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((e|0)==(b|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function wQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;q=t+8|0;r=t;s=t+4|0;e=f[a+52>>2]|0;if((((f[a+56>>2]|0)-e|0)/20|0)>>>0>c>>>0)c=e+(c*20|0)|0;else if(!(b[257336]|0))if(!(MPb(257336)|0))c=258704;else{f[64676]=0;f[64677]=0;f[64678]=0;f[64679]=0;n[64680]=1.0;c=258704}else c=258704;e=f[c+8>>2]|0;if(!e){s=0;u=t;return s|0}c=0;do{o=f[e+8>>2]|0;b[o+128>>0]=d;f[s>>2]=f[o+8>>2];f[q>>2]=f[s>>2];g=TMa(a,q)|0;h=f[o+56>>2]|0;a:do if(h){p=g+24|0;m=g+20|0;while(1){l=f[h+12>>2]|0;b:do switch(d<<24>>24){case 0:{i=HJa(l,1,0,1)|0|(HJa(l,2,0,1)|0);g=0;j=28;break}case 1:{i=HJa(l,1,1,1)|0|(HJa(l,2,1,1)|0);g=1;j=28;break}case 2:{k=f[l+120>>2]|0;f[r>>2]=k;f[q>>2]=f[r>>2];g=bGa(o,q)|0;if(g|0){j=g+12|0;g=f[j>>2]|0;if((g|0)!=-1){i=HJa(l,1,(g&1|0)!=0,1)|0;i=i|(HJa(l,2,(f[j>>2]&2|0)!=0,1)|0);g=(f[j>>2]&4|0)!=0;j=28;break b}}g=f[p>>2]|0;i=g+-1|0;if(!(i&g)){g=f[(f[m>>2]|0)+((i&k)<<2)>>2]|0;while(1){g=f[g>>2]|0;if((k|0)!=(f[g+4>>2]|0))continue;if((f[g+8>>2]|0)==(k|0))break}}else{if(k>>>0<g>>>0)g=k;else g=(k>>>0)%(g>>>0)|0;g=f[(f[m>>2]|0)+(g<<2)>>2]|0;while(1){g=f[g>>2]|0;if((k|0)!=(f[g+4>>2]|0))continue;if((f[g+8>>2]|0)==(k|0))break}}g=(f[g+16>>2]|0)+192|0;i=HJa(l,1,(b[g>>0]&1)!=0,1)|0;i=i|(HJa(l,2,(b[g>>0]&2)!=0,1)|0);g=(b[g>>0]&4)!=0;j=28;break}default:g=0}while(0);if((j|0)==28){j=0;g=i|(HJa(l,4,g,1)|0)}c=c|g;h=f[h>>2]|0;if(!h)break a}}while(0);e=f[e>>2]|0}while((e|0)!=0);u=t;return c|0}function xQa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;m=w;p=w+24|0;q=w+16|0;r=d?7:0;if((b|0)==(c|0)){v=0;u=w;return v|0}s=a+36|0;t=q+4|0;n=m+4|0;o=a+32|0;e=0;do{k=f[b>>2]|0;j=f[s>>2]|0;a:do if(j){i=j+-1|0;h=(i&j|0)==0;if(h)l=i&k;else if(k>>>0<j>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;g=f[(f[o>>2]|0)+(l<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){b:do if(h)while(1){j=f[g+4>>2]|0;h=(j|0)==(k|0);if(!(h|(j&i|0)==(l|0)))break a;if(h)if((f[g+8>>2]|0)==(k|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(k|0)){if((f[g+8>>2]|0)==(k|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(l|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);h=f[g+12>>2]|0;g=f[g+16>>2]|0;if(!g)g=0;else gOb(g);k=h;do if(h){j=b+4|0;f[p>>2]=f[j>>2];f[m>>2]=f[p>>2];h=aGa(k,m)|0;if(h|0){h=h+12|0;i=f[h>>2]|0;if((i|0)!=-1){f[h>>2]=r;e=e|(i|0)!=(r|0);break}}h=f[j>>2]|0;f[q>>2]=f[k+8>>2];f[t>>2]=h;KPa(m,a,q);h=f[m>>2]|0;if(!h){h=0;j=0;v=31}else{i=f[n>>2]|0;if(!i)i=0;else{gOb(i);j=i;v=31}}if((v|0)==31){v=0;i=f[n>>2]|0;if(!i)i=j;else{iOb(i);i=j}}if(h)e=e|(HJa(h,7,d,0)|0);if(i|0)iOb(i)}while(0);if(g)iOb(g)}}}while(0);b=b+8|0}while((b|0)!=(c|0));u=w;return e|0}function yQa(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+4>>2]=b;return}function zQa(a){a=a|0;return f[(f[a>>2]|0)+4>>2]|0}function AQa(a){a=a|0;return f[(f[(f[a>>2]|0)+4>>2]|0)+240>>2]|0}function BQa(a){a=a|0;return f[(f[a>>2]|0)+244>>2]|0}function CQa(a,b){a=a|0;b=b|0;a=(f[a>>2]|0)+244|0;if((f[a>>2]|0)!=-1)return;f[a>>2]=f[b>>2];return}function DQa(a){a=a|0;f[(f[a>>2]|0)+244>>2]=-1;return}function EQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+4|0;e=h;a=f[a>>2]|0;g=f[b>>2]|0;f[e>>2]=f[c>>2];f[d>>2]=f[e>>2];a=TMa(a,d)|0;d=f[a+64>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+60>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(d|0)==(g|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((b|0)==(g|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);u=h;return a+12|0}function FQa(a){a=a|0;return (f[a>>2]|0)+64|0}function GQa(a){a=a|0;return (f[a>>2]|0)+32|0}function HQa(a,c){a=a|0;c=c|0;var d=0;d=f[a>>2]|0;a=f[d+52>>2]|0;if((((f[d+56>>2]|0)-a|0)/20|0)>>>0>c>>>0){d=a+(c*20|0)|0;return d|0}if(b[257336]|0){d=258704;return d|0}if(!(MPb(257336)|0)){d=258704;return d|0};f[64676]=0;f[64677]=0;f[64678]=0;f[64679]=0;n[64680]=1.0;d=258704;return d|0}function IQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;b=f[b>>2]|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];yOa(a,b,e);u=d;return}function JQa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;a=f[a>>2]|0;f[l>>2]=f[c>>2];f[k>>2]=f[d>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=OMa(a,b,j,i,e,g)|0;u=h;return g|0}function KQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];c=zOa(a,b,e)|0;u=d;return c|0}function LQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];b=JOa(a,d)|0;u=c;return b|0}function MQa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;LOa(f[a>>2]|0,b,c,d,e,g,0);return}function NQa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;cNa(f[a>>2]|0,b,c,d);return}function OQa(a,b,c){a=a|0;b=b|0;c=c|0;lPa(a,f[b>>2]|0,c);return}function PQa(a,b,c){a=a|0;b=b|0;c=c|0;mPa(a,f[b>>2]|0,c);return}function QQa(a,b,c){a=a|0;b=b|0;c=c|0;nPa(a,f[b>>2]|0,c);return}function RQa(a,b,c){a=a|0;b=b|0;c=c|0;KOa(a,f[b>>2]|0,c);return}function SQa(a,b,c){a=a|0;b=b|0;c=c|0;oPa(a,f[b>>2]|0,c);return}function TQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g+4|0;h=g;e=f[a>>2]|0;f[h>>2]=f[c>>2];f[d>>2]=f[h>>2];e=VNa((TMa(e,d)|0)+80|0,c+4|0)|0;if(f[e>>2]|0){h=0;u=g;return h|0}EFa(f[b>>2]|0,c,d);a=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=a;h=e+4|0;a=f[h>>2]|0;f[h>>2]=d;if(!a){h=1;u=g;return h|0}iOb(a);h=1;u=g;return h|0}function UQa(a,b,c){a=a|0;b=b|0;c=c|0;return $Na(f[a>>2]|0,b,c)|0}function VQa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a+32>>2]|0;e=f[a+360>>2]|0;g=f[a+456>>2]|0;j=f[a+1064>>2]|0;k=f[a+1112>>2]|0;a:{if(f[(g+60|0)>>2]|0){b=f[(g+56|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(g+56|0)>>2]=0;c=f[g+52>>2]|0;if(c|0){b=0;do{f[(f[(g+48|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(g+60|0)>>2]=0;g=f[e>>2]|0}h=g+80|0;if(f[h>>2]|0){e=g+76|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;d=f[g+72>>2]|0;if(d|0){c=g+68|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[h>>2]=0};f[(a+4|0)>>2]=f[64672];e=TMa(i,a+4|0)|0;if(f[(e+32|0)>>2]|0){b=f[(e+28|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+28|0)>>2]=0;c=f[e+24>>2]|0;if(c|0){b=0;do{f[(f[(e+20|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+32|0)>>2]=0}if(f[(e+52|0)>>2]|0){b=f[(e+48|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+48|0)>>2]=0;c=f[e+44>>2]|0;if(c|0){b=0;do{f[(f[(e+40|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+52|0)>>2]=0}if(f[(e+72|0)>>2]|0){b=f[(e+68|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+68|0)>>2]=0;c=f[e+64>>2]|0;if(c|0){b=0;do{f[(f[(e+60|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+72|0)>>2]=0}if(f[(e+92|0)>>2]|0){b=f[(e+88|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+88|0)>>2]=0;c=f[e+84>>2]|0;if(c|0){b=0;do{f[(f[(e+80|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+92|0)>>2]=0}if(f[(e+112|0)>>2]|0){b=f[(e+108|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+108|0)>>2]=0;c=f[e+104>>2]|0;if(c|0){b=0;do{f[(f[(e+100|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+112|0)>>2]=0}if(f[(e+192|0)>>2]|0){b=f[(e+188|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+188|0)>>2]=0;c=f[e+184>>2]|0;if(c|0){b=0;do{f[(f[(e+180|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+192|0)>>2]=0}if(f[(e+212|0)>>2]|0){b=f[(e+208|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+208|0)>>2]=0;c=f[e+204>>2]|0;if(c|0){b=0;do{f[(f[(e+200|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+212|0)>>2]=0}if(f[(e+232|0)>>2]|0){b=f[(e+228|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+228|0)>>2]=0;c=f[e+224>>2]|0;if(c|0){b=0;do{f[(f[(e+220|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+232|0)>>2]=0}if(f[(e+252|0)>>2]|0){b=f[(e+248|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+248|0)>>2]=0;c=f[e+244>>2]|0;if(c|0){b=0;do{f[(f[(e+240|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+252|0)>>2]=0}if(f[(e+272|0)>>2]|0){b=f[(e+268|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+268|0)>>2]=0;c=f[e+264>>2]|0;if(c|0){b=0;do{f[(f[(e+260|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+272|0)>>2]=0}f[i+456>>2]=0;oh[f[(f[j>>2]|0)+28>>2]&1023](j,0);Y8a(k);b=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=b|0;break a}f[a+280>>2]=b}
+function KYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;QYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function LYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;PYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function MYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if(!a)return;do{g=a;a=f[a>>2]|0;c=g+44|0;b=f[c>>2]|0;e=g+48|0;if((b|0)==(f[e>>2]|0)){d=f[g+36>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=g+24|0;b=f[c>>2]|0;e=g+28|0;if((b|0)==(f[e>>2]|0)){d=f[g+16>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}e=g+12|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(g)}while((a|0)!=0);return}function NYa(a,b){a=a|0;b=b|0;if(!b)return;else{NYa(a,f[b>>2]|0);NYa(a,f[b+4>>2]|0);sOb(b);return}}function OYa(a,b){a=a|0;b=b|0;if(!b)return;else{OYa(a,f[b>>2]|0);OYa(a,f[b+4>>2]|0);sOb(b);return}}function PYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function QYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function RYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function SYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function TYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;UYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function UYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function VYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function WYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function XYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function YYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function ZYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function _Ya(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;g=u;u=u+1328|0;b=f[a+848>>2]|0;if(b|0){c=f[(a+852|0)>>2]|0;if((c|0)!=(b|0))f[(a+852|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+836>>2]|0;if(b|0){c=f[(a+840|0)>>2]|0;if((c|0)!=(b|0))f[(a+840|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}$Ya(f[a+804>>2]|0);b=f[(a+796|0)>>2]|0;f[(a+796|0)>>2]=0;if(b|0)sOb(b);aZa(f[a+784>>2]|0);b=f[(a+776|0)>>2]|0;f[(a+776|0)>>2]=0;if(b|0)sOb(b);b=f[(a+772|0)>>2]|0;f[(a+772|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+768|0)>>2]|0;f[(a+768|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+764|0)>>2]|0;f[(a+764|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+752>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+744|0)>>2]|0;f[(a+744|0)>>2]=0;if(b|0)sOb(b);b=f[a+732>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+724|0)>>2]|0;f[(a+724|0)>>2]=0;if(b|0)sOb(b);b=f[a+712>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+704|0)>>2]|0;f[(a+704|0)>>2]=0;if(b|0)sOb(b);b=f[a+692>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+684|0)>>2]|0;f[(a+684|0)>>2]=0;if(b|0)sOb(b);b=f[a+672>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+664|0)>>2]|0;f[(a+664|0)>>2]=0;if(b|0)sOb(b);b=f[a+652>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+644|0)>>2]|0;f[(a+644|0)>>2]=0;if(b|0)sOb(b);b=f[a+632>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+624|0)>>2]|0;f[(a+624|0)>>2]=0;if(b|0)sOb(b);b=f[a+600>>2]|0;if(b|0){c=f[(a+604|0)>>2]|0;if((c|0)!=(b|0))f[(a+604|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+588>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+580|0)>>2]|0;f[(a+580|0)>>2]=0;if(b|0)sOb(b);b=f[a+568>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+560|0)>>2]|0;f[(a+560|0)>>2]=0;if(b|0)sOb(b);b=f[a+548>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+540|0)>>2]|0;f[(a+540|0)>>2]=0;if(b|0)sOb(b);b=f[a+524>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+516|0)>>2]|0;f[(a+516|0)>>2]=0;if(b|0)sOb(b);b=f[(a+504|0)>>2]|0;if(b|0){c=f[(a+508|0)>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[(a+508|0)>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[(a+508|0)>>2]|0}}while((c|0)!=(b|0));b=f[(a+504|0)>>2]|0}sOb(b)}b=f[(a+492|0)>>2]|0;if(b|0){c=f[(a+496|0)>>2]|0;if((c|0)!=(b|0)){do{d=c+-16|0;f[(a+496|0)>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[(a+496|0)>>2]|0}}while((c|0)!=(b|0));b=f[(a+492|0)>>2]|0}sOb(b)}NYa(a+464|0,f[a+468>>2]|0);b=f[a+452>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+444|0)>>2]|0;f[(a+444|0)>>2]=0;if(b|0)sOb(b);f[g+16>>2]=a;f[g+1280>>2]=0;f[g+1284>>2]=0;x_a(g);G=f[g+1280>>2]|0;D=f[g+1284>>2]|0;H=+n[g+1284>>2];f[g+1280>>2]=0;f[g+1284>>2]=0;if((G|0)==5){u=g;return}u=g}function $Ya(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if(!a)return;do{e=a;a=f[a>>2]|0;b=f[e+40>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;c=f[d+20>>2]|0;if(c|0)do{g=c;c=f[c>>2]|0;sOb(g)}while((c|0)!=0);g=d+12|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);sOb(d)}while((b|0)!=0);g=e+32|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[e+20>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);g=e+12|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);sOb(e)}while((a|0)!=0);return}function aZa(a){a=a|0;var b=0,c=0,d=0;if(!a)return;do{c=a;a=f[a>>2]|0;b=f[c+144>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+136|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+124>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+116|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+104>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+96|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+84>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+76|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+64>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+56|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+44>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+24>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+16|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);sOb(c)}while((a|0)!=0);return}function bZa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;f[a>>2]=39160;d=a+4|0;e=pOb(860)|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[e+16>>2]=1.0;g=e+20|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+48>>2]=1.0;g=e+52|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+80>>2]=1.0;g=e+84|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+112>>2]=1.0;g=e+116|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+144>>2]=1.0;g=e+148|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+176>>2]=1.0;g=e+180|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+208>>2]=1.0;g=e+212|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+240>>2]=1.0;g=e+244|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+272>>2]=1.0;g=e+276|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+292>>2]=1.0;g=e+296|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+312>>2]=1.0;g=e+316|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+332>>2]=1.0;g=e+336|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+352>>2]=1.0;g=e+356|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+372>>2]=1.0;g=e+376|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+404>>2]=1.0;g=e+408|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+424>>2]=1.0;g=e+432|0;f[g>>2]=0;f[e+436>>2]=0;f[e+428>>2]=g;g=e+440|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;n[e+460>>2]=1.0;g=e+468|0;f[g>>2]=0;f[e+472>>2]=0;f[e+464>>2]=g;f[e+476>>2]=0;b[e+480>>0]=0;n[e+484>>2]=1.0;b[e+488>>0]=0;b[e+489>>0]=0;b[e+490>>0]=0;g=e+532|0;h=e+492|0;i=h+40|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));n[g>>2]=1.0;i=e+540|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+556>>2]=1.0;i=e+560|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+576>>2]=1.0;i=e+580|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+596>>2]=1.0;f[e+600>>2]=0;f[e+604>>2]=0;f[e+608>>2]=0;i=e+624|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+640>>2]=1.0;i=e+644|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+660>>2]=1.0;i=e+664|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+680>>2]=1.0;i=e+684|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+700>>2]=1.0;i=e+704|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+720>>2]=1.0;i=e+724|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+740>>2]=1.0;i=e+744|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+760>>2]=1.0;i=e+764|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+24>>2]=0;n[e+792>>2]=1.0;i=e+796|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+812>>2]=1.0;f[e+816>>2]=0;f[e+820>>2]=-1;f[e+824>>2]=0;f[e+828>>2]=-1;f[e+832>>2]=a;i=e+836|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[d>>2]=e;f[a+8>>2]=c;f[a+12>>2]=0;return}function cZa(a,b){a=a|0;b=b|0;var c=0;a=a+12|0;c=f[a>>2]|0;b=f[b+12>>2]|0;f[a>>2]=(c|0)<(b|0)?b:c;return}function dZa(a){a=a|0;var b=0,c=0,d=0;f[a+12>>2]=1;gh[f[(f[a>>2]|0)+24>>2]&2047](a);b=a+4|0;c=f[b>>2]|0;d=c+600|0;if((f[d>>2]|0)==(f[c+604>>2]|0))return;Gh[f[(f[a>>2]|0)+44>>2]&3](a,d,f[c+612>>2]|0,f[c+616>>2]|0,+n[c+620>>2]);b=f[b>>2]|0;a=f[b+600>>2]|0;b=b+604|0;c=f[b>>2]|0;if((c|0)==(a|0))return;f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);return}function eZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+12|0;if((f[c>>2]|0)==2){h=0;return h|0}f[c>>2]=2;e=a+4|0;g=xYa((f[e>>2]|0)+776|0,39356)|0;b[g>>0]=1;g=a+8|0;h=f[g>>2]|0;d=h+16|0;if(!(b[d>>0]|0)){b[d>>0]=1;lQa(h+4|0)}if((f[c>>2]|0)!=2){h=1;return h|0}fZa(f[e>>2]|0,a,f[(f[g>>2]|0)+232>>2]|0);if((f[c>>2]|0)!=2){h=1;return h|0}gZa(f[e>>2]|0,0);h=1;return h|0}function fZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0;B=u;u=u+3776|0;i=0;d=f[(a+472|0)>>2]|0;if(!d){u=B;return}a:while(1){C=f[(a+464|0)>>2]|0;s=f[C+16>>2]|0;E=f[C+20>>2]|0;r=f[C+4>>2]|0;f[B+16>>2]=a;f[B+24>>2]=b;f[B+32>>2]=c;f[B+480>>2]=j;f[B+512>>2]=m;f[B+816>>2]=s;f[B+824>>2]=E;f[B+1576>>2]=k;f[B+1584>>2]=o;f[B+1752>>2]=C;f[B+1808>>2]=r;f[B+2240>>2]=d;f[B+3256>>2]=h;f[B+3288>>2]=l;f[B+3568>>2]=i;f[B+3592>>2]=e;f[B+3600>>2]=g;f[B+3624>>2]=0;f[B+3628>>2]=0;A_a(B);j=f[B+480>>2]|0;m=f[B+512>>2]|0;k=f[B+1576>>2]|0;o=f[B+1584>>2]|0;h=f[B+3256>>2]|0;l=f[B+3288>>2]|0;i=f[B+3568>>2]|0;e=f[B+3592>>2]|0;g=f[B+3600>>2]|0;G=f[B+3624>>2]|0;D=f[B+3628>>2]|0;H=+n[B+3628>>2];f[B+3624>>2]=0;f[B+3628>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break a}f[B+16>>2]=a;f[B+24>>2]=b;f[B+32>>2]=c;f[B+488>>2]=q;f[B+496>>2]=t;f[B+504>>2]=v;f[B+816>>2]=s;f[B+2240>>2]=d;f[B+2352>>2]=p;f[B+2360>>2]=w;f[B+2856>>2]=x;f[B+2864>>2]=y;f[B+3384>>2]=z;f[B+3392>>2]=A;f[B+3568>>2]=i;f[B+3592>>2]=e;f[B+3600>>2]=g;f[B+3616>>2]=0;f[B+3620>>2]=0;z_a(B);q=f[B+488>>2]|0;t=f[B+496>>2]|0;v=f[B+504>>2]|0;d=f[B+2240>>2]|0;p=f[B+2352>>2]|0;w=f[B+2360>>2]|0;x=f[B+2856>>2]|0;y=f[B+2864>>2]|0;z=f[B+3384>>2]|0;A=f[B+3392>>2]|0;i=f[B+3568>>2]|0;e=f[B+3592>>2]|0;G=f[B+3616>>2]|0;D=f[B+3620>>2]|0;H=+n[B+3620>>2];f[B+3616>>2]=0;f[B+3620>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break a}}r=1;if(r){r=0;if((i|0)==32){b=f[h>>2]|0;d=b+(j*28|0)|0;j=f[l>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[l>>2]|0}if((d|0)==(i|0))i=53;else{do{c=d+-28|0;f[l>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[l>>2]|0}while((d|0)!=(i|0));i=53}}else r=1}if(r){r=0;if((i|0)==122){b=f[k>>2]|0;d=b+(m*28|0)|0;j=f[o>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[o>>2]|0}if((d|0)==(i|0))i=143;else{do{c=d+-28|0;f[o>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[o>>2]|0}while((d|0)!=(i|0));i=143}}else r=1}if(r){r=0;if((i|0)==264){b=f[p>>2]|0;d=b+(q*28|0)|0;j=f[w>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[w>>2]|0}if((d|0)==(i|0))i=285;else{do{c=d+-28|0;f[w>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[w>>2]|0}while((d|0)!=(i|0));i=285}}else r=1}f[B+16>>2]=a;f[B+496>>2]=t;f[B+504>>2]=v;f[B+816>>2]=s;f[B+2856>>2]=x;f[B+2864>>2]=y;f[B+3384>>2]=z;f[B+3392>>2]=A;f[B+3568>>2]=i;f[B+3576>>2]=r;f[B+3608>>2]=0;f[B+3612>>2]=0;y_a(B);G=f[B+3608>>2]|0;D=f[B+3612>>2]|0;H=+n[B+3612>>2];f[B+3608>>2]=0;f[B+3612>>2]=0;if((G|0)==5){u=B;return}u=B}function gZa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+32|0;q=w;p=w+20|0;o=w+16|0;r=w+12|0;s=w+8|0;t=w+4|0;hZa(a);d=a+490|0;if(b[d>>0]|0){v=f[a+832>>2]|0;oh[f[(f[v>>2]|0)+64>>2]&1023](v,(b[a+489>>0]|0)!=0);b[d>>0]=0}l=a+492|0;d=f[l>>2]|0;v=a+496|0;m=f[v>>2]|0;if((d|0)!=(m|0)){n=a+832|0;while(1){g=d+16|0;e=g;a:do if((g|0)!=(m|0)){i=d+13|0;j=d+12|0;k=d+4|0;h=d;while(1){if((b[i>>0]|0)!=(b[h+29>>0]|0))break;if((b[j>>0]|0)!=(b[h+28>>0]|0))break;f[r>>2]=f[k>>2];f[s>>2]=f[g>>2];f[t>>2]=f[h+20>>2];f[o>>2]=f[r>>2];f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];iZa(d,o,p,q)|0;h=g+16|0;e=h;if((h|0)==(m|0))break a;else{x=g;g=h;h=x}}Dwa(f[d>>2]|0,f[k>>2]|0,q);x=f[n>>2]|0;Fh[f[(f[x>>2]|0)+60>>2]&255](x,b[i>>0]|0,d,(b[j>>0]|0)!=0)}while(0);if((m|0)==(e|0))break;else d=e}Dwa(f[d>>2]|0,f[d+4>>2]|0,q);h=f[n>>2]|0;Fh[f[(f[h>>2]|0)+60>>2]&255](h,b[d+13>>0]|0,d,(b[d+12>>0]|0)!=0);h=f[l>>2]|0;d=f[v>>2]|0;if((d|0)!=(h|0))do{e=d+-16|0;f[v>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[v>>2]|0}}while((d|0)!=(h|0))}if(f[a+636>>2]|0)jZa(a);if(f[a+676>>2]|0)kZa(a);if(f[a+696>>2]|0)lZa(a);if(f[a+716>>2]|0)mZa(a);if(f[a+756>>2]|0)nZa(a);if(f[a+736>>2]|0)oZa(a);if(f[a+656>>2]|0)pZa(a);if(!c){u=w;return}d=a+536|0;if(b[d>>0]|0){x=f[a+832>>2]|0;gh[f[(f[x>>2]|0)+176>>2]&2047](x);b[d>>0]=0}g=a+560|0;h=a+572|0;if(f[h>>2]|0){x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+180>>2]&1023](x,g);if(f[h>>2]|0){e=a+568|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+564>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}}g=a+516|0;h=a+528|0;if(f[h>>2]|0){x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+188>>2]&1023](x,g);if(f[h>>2]|0){e=a+524|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+520>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}}g=a+580|0;h=a+592|0;if(!(f[h>>2]|0)){u=w;return}x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+184>>2]&1023](x,g);if(!(f[h>>2]|0)){u=w;return}e=a+588|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+584>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0;u=w;return}function hZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;r=w;q=w+20|0;p=w+16|0;s=w+12|0;t=w+8|0;v=w+4|0;i=a+552|0;g=f[i>>2]|0;if(g|0){j=a+848|0;h=a+856|0;c=f[j>>2]|0;k=a+852|0;if((f[h>>2]|0)-c>>3>>>0<g>>>0){if(g>>>0>536870911)vd();d=(f[k>>2]|0)-c|0;e=pOb(g<<3)|0;if((d|0)>0)bQb(e|0,c|0,d|0)|0;f[j>>2]=e;f[k>>2]=e+(d>>3<<3);f[h>>2]=e+(g<<3);if(c|0)sOb(c)}f[s>>2]=f[k>>2];d=a+548|0;f[t>>2]=f[d>>2];f[v>>2]=0;f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];m_a(j,p,q,r)|0;if(f[i>>2]|0){c=f[d>>2]|0;if(c|0)do{o=c;c=f[c>>2]|0;sOb(o)}while((c|0)!=0);f[d>>2]=0;d=f[a+544>>2]|0;if(d|0){e=a+540|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[i>>2]=0}Dwa(f[j>>2]|0,f[k>>2]|0,r);c=f[a+832>>2]|0;oh[f[(f[c>>2]|0)+96>>2]&1023](c,j);c=f[j>>2]|0;d=f[k>>2]|0;if((d|0)!=(c|0))f[k>>2]=d+(~((d+-8-c|0)>>>3)<<3)}c=a+480|0;if(b[c>>0]|0){o=f[a+832>>2]|0;oh[f[(f[o>>2]|0)+88>>2]&1023](o,f[a+476>>2]|0);b[c>>0]=0}c=a+488|0;if(b[c>>0]|0){o=f[a+832>>2]|0;hh[f[(f[o>>2]|0)+92>>2]&63](o,+n[a+484>>2]);b[c>>0]=0}l=a+504|0;c=f[l>>2]|0;o=a+508|0;m=f[o>>2]|0;if((c|0)==(m|0)){u=w;return}a=a+832|0;while(1){e=c+20|0;d=e;a:do if((e|0)!=(m|0)){i=c+16|0;j=c+12|0;k=c+4|0;g=c;h=e;while(1){if((b[i>>0]|0)!=(b[g+36>>0]|0))break;if((f[j>>2]|0)!=(f[g+32>>2]|0))break;f[s>>2]=f[k>>2];f[t>>2]=f[h>>2];f[v>>2]=f[g+24>>2];f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];iZa(c,p,q,r)|0;e=h+20|0;d=e;if((e|0)==(m|0))break a;else{g=h;h=e}}Dwa(f[c>>2]|0,f[k>>2]|0,r);k=f[a>>2]|0;Fh[f[(f[k>>2]|0)+56>>2]&255](k,b[i>>0]|0,c,f[j>>2]|0)}while(0);if((m|0)==(d|0))break;else c=d}Dwa(f[c>>2]|0,f[c+4>>2]|0,r);g=f[a>>2]|0;Fh[f[(f[g>>2]|0)+56>>2]&255](g,b[c+16>>0]|0,c,f[c+12>>2]|0);g=f[l>>2]|0;c=f[o>>2]|0;if((c|0)!=(g|0))do{d=c+-20|0;f[o>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[o>>2]|0}}while((c|0)!=(g|0));u=w;return}function iZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;l=f[a>>2]|0;g=l;h=(f[b>>2]|0)-g|0;r=l+(h>>3<<3)|0;e=f[c>>2]|0;j=f[d>>2]|0;q=j-e|0;i=q>>3;m=e;o=j;if((q|0)<=0)return r|0;p=a+8|0;d=f[p>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((i|0)<=(d-b>>3|0)){h=b-r|0;b=h>>3;if((i|0)>(b|0)){d=m+(b<<3)|0;g=d;if((d|0)==(o|0))b=n;else{b=n;do{p=d;a=f[p+4>>2]|0;f[b>>2]=f[p>>2];f[b+4>>2]=a;d=d+8|0;b=(f[q>>2]|0)+8|0;f[q>>2]=b}while((d|0)!=(o|0))}if((h|0)>0)j=g;else return r|0}else b=n;h=b-(r+(i<<3))|0;i=h>>3;d=r+(i<<3)|0;if(d>>>0<n>>>0){g=b;do{o=d;p=f[o+4>>2]|0;a=g;f[a>>2]=f[o>>2];f[a+4>>2]=p;d=d+8|0;g=(f[q>>2]|0)+8|0;f[q>>2]=g}while(d>>>0<n>>>0)}if(i){cQb(b+(0-i<<3)|0,r|0,h|0)|0;e=f[c>>2]|0}b=j-e|0;if(!b)return r|0;cQb(r|0,e|0,b|0)|0;return r|0}b=(b-g>>3)+i|0;if(b>>>0>536870911)AMb(a);i=d-g|0;d=i>>2;d=i>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;i=r;b=h>>3;do if(!d)k=0;else if(d>>>0>536870911)vd();else{k=pOb(d<<3)|0;break}while(0);j=k+(b<<3)|0;e=j;h=k+(d<<3)|0;if((o|0)==(m|0))b=l;else{d=j;b=m;do{m=b;n=f[m+4>>2]|0;c=d;f[c>>2]=f[m>>2];f[c+4>>2]=n;d=e+8|0;e=d;b=b+8|0}while((b|0)!=(o|0));b=f[a>>2]|0}d=i-b|0;g=j+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(g|0,b|0,d|0)|0;d=(f[q>>2]|0)-i|0;if((d|0)>0){bQb(e|0,r|0,d|0)|0;e=e+(d>>>3<<3)|0;b=f[a>>2]|0}f[a>>2]=g;f[q>>2]=e;f[p>>2]=h;if(!b){r=j;return r|0}sOb(b);r=j;return r|0}function jZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;N=u;u=u+16|0;H=N;I=N+4|0;K=a+836|0;M=a+636|0;e=f[M>>2]|0;L=a+844|0;g=f[K>>2]|0;J=a+840|0;if((f[L>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[J>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[K>>2]=d;f[J>>2]=d+(c>>3<<3);f[L>>2]=d+(e<<3);if(g|0)sOb(g)}G=a+632|0;z=a+816|0;A=a+4|0;B=a+12|0;C=a+16|0;D=a+8|0;x=a+20|0;y=a+24|0;E=a+832|0;w=191184;a:while(1){g=b[w>>0]|0;v=g<<24>>24!=0;c=f[G>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==g<<24>>24){d=d+8|0;e=f[J>>2]|0;if((e|0)==(f[L>>2]|0)){SD(K,d);break}else{r=d;s=f[r+4>>2]|0;t=e;f[t>>2]=f[r>>2];f[t+4>>2]=s;f[J>>2]=(f[J>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);c=f[K>>2]|0;d=f[J>>2]|0;if((c|0)!=(d|0)){f_a(c,d,H);t=(f[z>>2]|0)+1|0;f[z>>2]=t;j=f[A>>2]|0;k=(j|0)==0;b:do if(k){c=0;F=40}else{g=j+-1|0;e=(g&j|0)==0;if(e)c=g&t;else if(j>>>0>t>>>0)c=t;else c=(t>>>0)%(j>>>0)|0;d=f[(f[a>>2]|0)+(c<<2)>>2]|0;if(!d)F=40;else{if(e)while(1){d=f[d>>2]|0;if(!d){F=40;break b}s=f[d+4>>2]|0;if(!((s|0)==(t|0)|(s&g|0)==(c|0))){F=40;break b}if((f[d+8>>2]|0)==(t|0))break b}do{d=f[d>>2]|0;if(!d){F=40;break b}e=f[d+4>>2]|0;if((e|0)!=(t|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(c|0)){F=40;break b}}}while((f[d+8>>2]|0)!=(t|0))}}while(0);if((F|0)==40){F=0;g=pOb(24)|0;f[g+8>>2]=t;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=t;f[g>>2]=0;h=+(((f[B>>2]|0)+1|0)>>>0);i=+n[C>>2];do if(k|i*+(j>>>0)<h){c=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(h/i))>>>0;g_a(a,c>>>0<d>>>0?d:c);c=f[A>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&t;break}if(c>>>0>t>>>0){e=c;c=t}else{e=c;c=(t>>>0)%(c>>>0)|0}}else e=j;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[g>>2]=f[D>>2];f[D>>2]=g;f[d>>2]=D;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;F=53}}else{f[g>>2]=f[c>>2];F=53}if((F|0)==53){F=0;f[c>>2]=g}f[B>>2]=(f[B>>2]|0)+1;d=g}r=d+12|0;c=f[x>>2]|0;q=f[y>>2]|0;if((c|0)!=(q|0)){s=d+16|0;p=d+20|0;do{d=f[s>>2]|0;o=f[p>>2]|0;e=o;if(d>>>0<o>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];o=d+8|0;m=c+8|0;f[o>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[o>>2]=f[m>>2];o=c+12|0;f[l>>2]=f[o>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[o>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;o=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=o;f[s>>2]=(f[s>>2]|0)+28}else{g=f[r>>2]|0;j=(d-g|0)/28|0;d=j+1|0;if(d>>>0>153391689){F=71;break a}m=(e-g|0)/28|0;o=m<<1;d=m>>>0<76695844?(o>>>0<d>>>0?d:o):153391689;if(!d)e=0;else{if(d>>>0>153391689){F=74;break a}e=pOb(d*28|0)|0}k=e+(j*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(j*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(j*28|0)+16>>2]=0;f[e+(j*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(j*28|0)+12>>2]=f[l>>2];o=c+16|0;f[e+(j*28|0)+16>>2]=f[o>>2];f[o>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(j*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(j*28|0)+24>>2]=l;l=k+28|0;j=f[r>>2]|0;d=f[s>>2]|0;if((d|0)==(j|0)){d=g;o=j;e=j}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];O=e+-20|0;o=k+-20|0;f[O>>2]=0;P=e+-16|0;f[P>>2]=0;f[e+-12>>2]=0;f[O>>2]=f[o>>2];O=k+-16|0;f[P>>2]=f[O>>2];P=k+-12|0;f[e+-12>>2]=f[P>>2];f[P>>2]=0;f[O>>2]=0;f[o>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;o=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=o;e=g+-28|0;g=e}while((d|0)!=(j|0));d=g;o=f[r>>2]|0;e=f[s>>2]|0}f[r>>2]=d;f[s>>2]=l;f[p>>2]=m;l=o;if((e|0)!=(l|0))do{P=e+-4|0;d=f[P>>2]|0;f[P>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;do if((d|0)==(f[k>>2]|0)){j=f[e>>2]|0;if(!j)break;tOb(j);d=f[g>>2]|0}while(0);if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(o|0)sOb(o)}c=c+28|0}while((c|0)!=(q|0));k=f[x>>2]|0;c=f[y>>2]|0;if((c|0)!=(k|0))do{e=c+-28|0;f[y>>2]=e;P=c+-4|0;d=f[P>>2]|0;f[P>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;g=f[d>>2]|0;j=c+-16|0;if((g|0)==(f[j>>2]|0)){c=f[e>>2]|0;if(!c)c=g;else{tOb(c);c=f[d>>2]|0}}else c=g;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[y>>2]|0}while((c|0)!=(k|0))}c=f[E>>2]|0;d=f[(f[c>>2]|0)+128>>2]|0;f[I>>2]=t;f[H>>2]=f[I>>2];Fh[d&255](c,H,K,v);c=f[K>>2]|0;d=f[J>>2]|0;if((d|0)!=(c|0))f[J>>2]=d+(~((d+-8-c|0)>>>3)<<3)}w=w+1|0;if((w|0)==191186){F=9;break}}if((F|0)==9){if(!(f[M>>2]|0)){u=N;return}c=f[G>>2]|0;if(c|0)do{P=c;c=f[c>>2]|0;sOb(P)}while((c|0)!=0);f[G>>2]=0;e=f[a+628>>2]|0;if(e|0){d=a+624|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[M>>2]=0;u=N;return}else if((F|0)==71)AMb(r);else if((F|0)==74)vd()}function kZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;l=r;m=r+4|0;n=a+836|0;q=a+676|0;e=f[q>>2]|0;k=a+844|0;g=f[n>>2]|0;p=a+840|0;if((f[k>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[p>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[n>>2]=d;f[p>>2]=d+(c>>3<<3);f[k>>2]=d+(e<<3);if(g|0)sOb(g)}o=a+672|0;h=a+816|0;g=a+64|0;i=a+832|0;j=a+96|0;c=f[o>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==1){d=d+8|0;e=f[p>>2]|0;if((e|0)==(f[k>>2]|0)){b_a(n,d);break}else{s=d;d=f[s+4>>2]|0;f[e>>2]=f[s>>2];f[e+4>>2]=d;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);d=f[n>>2]|0;c=f[p>>2]|0;if((d|0)==(c|0))c=d;else{cFa(d,c,l);s=(f[h>>2]|0)+1|0;f[h>>2]=s;c_a(s,g);d=f[i>>2]|0;c=f[(f[d>>2]|0)+124>>2]|0;f[m>>2]=s;f[l>>2]=f[m>>2];Fh[c&255](d,l,n,1);d=f[n>>2]|0;c=f[p>>2]|0;if((c|0)==(d|0))c=d;else{c=c+(~((c+-8-d|0)>>>3)<<3)|0;f[p>>2]=c}}e=f[o>>2]|0;if(e){do{c=e;do if(!(b[c+16>>0]|0)){c=c+8|0;d=f[p>>2]|0;if((d|0)==(f[k>>2]|0)){b_a(n,c);break}else{g=f[c+4>>2]|0;s=d;f[s>>2]=f[c>>2];f[s+4>>2]=g;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);e=f[e>>2]|0}while((e|0)!=0);d=f[n>>2]|0;c=f[p>>2]|0}if((d|0)!=(c|0)){cFa(d,c,l);s=(f[h>>2]|0)+1|0;f[h>>2]=s;c_a(s,j);c=f[i>>2]|0;d=f[(f[c>>2]|0)+124>>2]|0;f[m>>2]=s;f[l>>2]=f[m>>2];Fh[d&255](c,l,n,0);c=f[n>>2]|0;d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-8-c|0)>>>3)<<3)}if(!(f[q>>2]|0)){u=r;return}c=f[o>>2]|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);f[o>>2]=0;e=f[a+668>>2]|0;if(e|0){d=a+664|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[q>>2]=0;u=r;return}function lZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+696|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+692|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];VZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+688>>2]|0;if(c|0){d=a+684|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}WZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+128|0;g=a+132|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+140|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+144>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;XZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+136|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+148|0;b=f[r>>2]|0;t=a+152|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+132>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function mZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+716|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+712|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];NZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+708>>2]|0;if(c|0){d=a+704|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}OZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+160|0;g=a+164|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+172|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+176>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;PZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+168|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+180|0;b=f[r>>2]|0;t=a+184|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+136>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function nZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+756|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+752|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];FZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+748>>2]|0;if(c|0){d=a+744|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}GZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+224|0;g=a+228|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+236|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+240>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;HZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+232|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+244|0;b=f[r>>2]|0;t=a+248|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+140>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function oZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+736|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+732|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];xZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+728>>2]|0;if(c|0){d=a+724|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}yZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+192|0;g=a+196|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+204|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+208>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;zZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+200|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+212|0;b=f[r>>2]|0;t=a+216|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+144>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function pZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;O=u;u=u+16|0;I=O;J=O+4|0;L=a+836|0;N=a+656|0;e=f[N>>2]|0;M=a+844|0;g=f[L>>2]|0;K=a+840|0;if((f[M>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[K>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[L>>2]=d;f[K>>2]=d+(c>>3<<3);f[M>>2]=d+(e<<3);if(g|0)sOb(g)}H=a+652|0;z=a+816|0;A=a+32|0;B=a+36|0;C=a+44|0;D=a+48|0;E=a+40|0;x=a+52|0;y=a+56|0;F=a+832|0;w=191182;a:while(1){g=b[w>>0]|0;v=g<<24>>24!=0;c=f[H>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==g<<24>>24){d=d+8|0;e=f[K>>2]|0;if((e|0)==(f[M>>2]|0)){lE(L,d);break}else{r=d;s=f[r+4>>2]|0;t=e;f[t>>2]=f[r>>2];f[t+4>>2]=s;f[K>>2]=(f[K>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);c=f[L>>2]|0;d=f[K>>2]|0;if((c|0)!=(d|0)){qZa(c,d,I);t=(f[z>>2]|0)+1|0;f[z>>2]=t;j=f[B>>2]|0;k=(j|0)==0;b:do if(k){c=0;G=40}else{g=j+-1|0;e=(g&j|0)==0;if(e)c=g&t;else if(j>>>0>t>>>0)c=t;else c=(t>>>0)%(j>>>0)|0;d=f[(f[A>>2]|0)+(c<<2)>>2]|0;if(!d)G=40;else{if(e)while(1){d=f[d>>2]|0;if(!d){G=40;break b}s=f[d+4>>2]|0;if(!((s|0)==(t|0)|(s&g|0)==(c|0))){G=40;break b}if((f[d+8>>2]|0)==(t|0))break b}do{d=f[d>>2]|0;if(!d){G=40;break b}e=f[d+4>>2]|0;if((e|0)!=(t|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(c|0)){G=40;break b}}}while((f[d+8>>2]|0)!=(t|0))}}while(0);if((G|0)==40){G=0;g=pOb(24)|0;f[g+8>>2]=t;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=t;f[g>>2]=0;h=+(((f[C>>2]|0)+1|0)>>>0);i=+n[D>>2];do if(k|i*+(j>>>0)<h){c=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(h/i))>>>0;rZa(A,c>>>0<d>>>0?d:c);c=f[B>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&t;break}if(c>>>0>t>>>0){e=c;c=t}else{e=c;c=(t>>>0)%(c>>>0)|0}}else e=j;while(0);d=(f[A>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[g>>2]=f[E>>2];f[E>>2]=g;f[d>>2]=E;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[A>>2]|0)+(c<<2)|0;G=53}}else{f[g>>2]=f[c>>2];G=53}if((G|0)==53){G=0;f[c>>2]=g}f[C>>2]=(f[C>>2]|0)+1;d=g}r=d+12|0;c=f[x>>2]|0;q=f[y>>2]|0;if((c|0)!=(q|0)){s=d+16|0;p=d+20|0;do{d=f[s>>2]|0;o=f[p>>2]|0;e=o;if(d>>>0<o>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];o=d+8|0;m=c+8|0;f[o>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[o>>2]=f[m>>2];o=c+12|0;f[l>>2]=f[o>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[o>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;o=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=o;f[s>>2]=(f[s>>2]|0)+28}else{g=f[r>>2]|0;j=(d-g|0)/28|0;d=j+1|0;if(d>>>0>153391689){G=71;break a}m=(e-g|0)/28|0;o=m<<1;d=m>>>0<76695844?(o>>>0<d>>>0?d:o):153391689;if(!d)e=0;else{if(d>>>0>153391689){G=74;break a}e=pOb(d*28|0)|0}k=e+(j*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(j*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(j*28|0)+16>>2]=0;f[e+(j*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(j*28|0)+12>>2]=f[l>>2];o=c+16|0;f[e+(j*28|0)+16>>2]=f[o>>2];f[o>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(j*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(j*28|0)+24>>2]=l;l=k+28|0;j=f[r>>2]|0;d=f[s>>2]|0;if((d|0)==(j|0)){d=g;o=j;e=j}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];P=e+-20|0;o=k+-20|0;f[P>>2]=0;Q=e+-16|0;f[Q>>2]=0;f[e+-12>>2]=0;f[P>>2]=f[o>>2];P=k+-16|0;f[Q>>2]=f[P>>2];Q=k+-12|0;f[e+-12>>2]=f[Q>>2];f[Q>>2]=0;f[P>>2]=0;f[o>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;o=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=o;e=g+-28|0;g=e}while((d|0)!=(j|0));d=g;o=f[r>>2]|0;e=f[s>>2]|0}f[r>>2]=d;f[s>>2]=l;f[p>>2]=m;l=o;if((e|0)!=(l|0))do{Q=e+-4|0;d=f[Q>>2]|0;f[Q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;do if((d|0)==(f[k>>2]|0)){j=f[e>>2]|0;if(!j)break;tOb(j);d=f[g>>2]|0}while(0);if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(o|0)sOb(o)}c=c+28|0}while((c|0)!=(q|0));k=f[x>>2]|0;c=f[y>>2]|0;if((c|0)!=(k|0))do{e=c+-28|0;f[y>>2]=e;Q=c+-4|0;d=f[Q>>2]|0;f[Q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;g=f[d>>2]|0;j=c+-16|0;if((g|0)==(f[j>>2]|0)){c=f[e>>2]|0;if(!c)c=g;else{tOb(c);c=f[d>>2]|0}}else c=g;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[y>>2]|0}while((c|0)!=(k|0))}c=f[F>>2]|0;d=f[(f[c>>2]|0)+148>>2]|0;f[J>>2]=t;f[I>>2]=f[J>>2];Fh[d&255](c,I,L,v);c=f[L>>2]|0;d=f[K>>2]|0;if((d|0)!=(c|0))f[K>>2]=d+(~((d+-8-c|0)>>>3)<<3)}w=w+1|0;if((w|0)==191184){G=9;break}}if((G|0)==9){if(!(f[N>>2]|0)){u=O;return}c=f[H>>2]|0;if(c|0)do{Q=c;c=f[c>>2]|0;sOb(Q)}while((c|0)!=0);f[H>>2]=0;e=f[a+648>>2]|0;if(e|0){d=a+644|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[N>>2]=0;u=O;return}else if((G|0)==71)AMb(r);else if((G|0)==74)vd()}function qZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=uZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=wZa(a,i,c)|0;e=i+8|0;if(wZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}qZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;qZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){tZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){uZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){vZa(a,b,c);return}else if((q|0)==107)return}function rZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){sZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;sZa(a,b);return}function sZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function tZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function uZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=tZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function vZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function wZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{tZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{uZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function xZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function yZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=CZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=EZa(a,i,c)|0;e=i+8|0;if(EZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}yZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;yZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){BZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){CZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){DZa(a,b,c);return}else if((q|0)==107)return}function zZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){AZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;AZa(a,b);return}function AZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function BZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function CZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=BZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function DZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function EZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{BZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{CZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function FZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function GZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=KZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=MZa(a,i,c)|0;e=i+8|0;if(MZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}GZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;GZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){JZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){KZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){LZa(a,b,c);return}else if((q|0)==107)return}function HZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){IZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;IZa(a,b);return}function IZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function JZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function KZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=JZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function LZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function MZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{JZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{KZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function NZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function OZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=SZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=UZa(a,i,c)|0;e=i+8|0;if(UZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}OZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;OZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){RZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){SZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){TZa(a,b,c);return}else if((q|0)==107)return}function PZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){QZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;QZa(a,b);return}function QZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function RZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function SZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=RZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function TZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function UZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{RZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{SZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function VZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function WZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=_Za(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=a_a(a,i,c)|0;e=i+8|0;if(a_a(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}WZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;WZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){ZZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){_Za(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){$Za(a,b,c);return}else if((q|0)==107)return}function XZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){YZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;YZa(a,b);return}function YZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function ZZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function _Za(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=ZZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function $Za(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function a_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{ZZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{_Za(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function b_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function c_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;h=b+4|0;k=f[h>>2]|0;l=(k|0)==0;a:do if(l){c=0;o=17}else{g=k+-1|0;e=(g&k|0)==0;if(e)c=g&a;else if(k>>>0>a>>>0)c=a;else c=(a>>>0)%(k>>>0)|0;d=f[(f[b>>2]|0)+(c<<2)>>2]|0;if(!d)o=17;else{if(e)while(1){d=f[d>>2]|0;if(!d){o=17;break a}s=f[d+4>>2]|0;if(!((s|0)==(a|0)|(s&g|0)==(c|0))){o=17;break a}if((f[d+8>>2]|0)==(a|0))break a}do{d=f[d>>2]|0;if(!d){o=17;break a}e=f[d+4>>2]|0;if((e|0)!=(a|0)){if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)!=(c|0)){o=17;break a}}}while((f[d+8>>2]|0)!=(a|0))}}while(0);if((o|0)==17){g=pOb(24)|0;f[g+8>>2]=a;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=a;f[g>>2]=0;m=b+12|0;i=+(((f[m>>2]|0)+1|0)>>>0);j=+n[b+16>>2];do if(l|j*+(k>>>0)<i){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(i/j))>>>0;d_a(b,c>>>0<d>>>0?d:c);c=f[h>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&a;break}if(c>>>0>a>>>0){e=c;c=a}else{e=c;c=(a>>>0)%(c>>>0)|0}}else e=k;while(0);d=(f[b>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=b+8|0;f[g>>2]=f[c>>2];f[c>>2]=g;f[d>>2]=c;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[b>>2]|0)+(c<<2)|0;o=30}}else{f[g>>2]=f[c>>2];o=30}if((o|0)==30)f[c>>2]=g;f[m>>2]=(f[m>>2]|0)+1;d=g}r=d+12|0;q=b+20|0;c=f[q>>2]|0;s=b+24|0;b=f[s>>2]|0;if((c|0)==(b|0))return;p=d+16|0;o=d+20|0;while(1){d=f[p>>2]|0;a=f[o>>2]|0;e=a;if(d>>>0<a>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];a=d+8|0;m=c+8|0;f[a>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[a>>2]=f[m>>2];a=c+12|0;f[l>>2]=f[a>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[a>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;a=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=a;f[p>>2]=(f[p>>2]|0)+28}else{g=f[r>>2]|0;h=(d-g|0)/28|0;d=h+1|0;if(d>>>0>153391689){o=49;break}m=(e-g|0)/28|0;a=m<<1;d=m>>>0<76695844?(a>>>0<d>>>0?d:a):153391689;if(!d)e=0;else{if(d>>>0>153391689){o=52;break}e=pOb(d*28|0)|0}k=e+(h*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(h*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(h*28|0)+16>>2]=0;f[e+(h*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(h*28|0)+12>>2]=f[l>>2];a=c+16|0;f[e+(h*28|0)+16>>2]=f[a>>2];f[a>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(h*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(h*28|0)+24>>2]=l;l=k+28|0;h=f[r>>2]|0;d=f[p>>2]|0;if((d|0)==(h|0)){d=g;a=h;e=h}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];t=e+-20|0;a=k+-20|0;f[t>>2]=0;u=e+-16|0;f[u>>2]=0;f[e+-12>>2]=0;f[t>>2]=f[a>>2];t=k+-16|0;f[u>>2]=f[t>>2];u=k+-12|0;f[e+-12>>2]=f[u>>2];f[u>>2]=0;f[t>>2]=0;f[a>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;a=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=a;e=g+-28|0;g=e}while((d|0)!=(h|0));d=g;a=f[r>>2]|0;e=f[p>>2]|0}f[r>>2]=d;f[p>>2]=l;f[o>>2]=m;l=a;if((e|0)!=(l|0))do{u=e+-4|0;d=f[u>>2]|0;f[u>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;if((d|0)==(f[k>>2]|0)){h=f[e>>2]|0;if(h){tOb(h);d=f[g>>2]|0}}if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(a|0)sOb(a)}c=c+28|0;if((c|0)==(b|0)){o=34;break}}if((o|0)==34){k=f[q>>2]|0;c=f[s>>2]|0;if((c|0)==(k|0))return;do{g=c+-28|0;f[s>>2]=g;u=c+-4|0;d=f[u>>2]|0;f[u>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[s>>2]|0}while((c|0)!=(k|0));return}else if((o|0)==49)AMb(r);else if((o|0)==52)vd()}function d_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){e_a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;e_a(a,b);return}function e_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function f_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=j_a(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=l_a(a,i,c)|0;e=i+8|0;if(l_a(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}f_a(a,i,c);a=i+8|0}if((q|0)==105){q=0;f_a(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){i_a(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){j_a(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){k_a(a,b,c);return}else if((q|0)==107)return}function g_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){h_a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;h_a(a,b);return}function h_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function i_a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function j_a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=i_a(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function k_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function l_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{i_a(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{j_a(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function m_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function n_a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[c>>2]|0;if(!e){d=c;e=0}else{d=f[c+4>>2]|0;if(!d)d=c;else while(1){e=f[d>>2]|0;if(!e){e=0;break}else d=e}}k=d+4|0;l=f[(e|0?d:k)>>2]|0;m=(l|0)!=0;j=d+8|0;if(m)f[l+8>>2]=f[j>>2];e=f[j>>2]|0;g=f[e>>2]|0;if((g|0)==(d|0)){f[e>>2]=l;if((d|0)==(a|0)){a=l;g=0}else g=f[e+4>>2]|0}else f[e+4>>2]=l;h=d+12|0;i=(b[h>>0]|0)!=0;if((d|0)!=(c|0)){n=c+8|0;e=f[n>>2]|0;f[j>>2]=e;f[((f[f[n>>2]>>2]|0)==(c|0)?e:e+4|0)>>2]=d;e=f[c>>2]|0;f[d>>2]=e;f[e+8>>2]=d;e=f[c+4>>2]|0;f[k>>2]=e;if(e|0)f[e+8>>2]=d;b[h>>0]=b[c+12>>0]|0;a=(a|0)==(c|0)?d:a}if(!(i&(a|0)!=0))return;if(m){b[l+12>>0]=1;return}else j=g;while(1){g=j+8|0;h=f[g>>2]|0;d=j+12|0;e=(b[d>>0]|0)!=0;if((f[h>>2]|0)==(j|0)){if(e)i=j;else{b[d>>0]=1;b[h+12>>0]=0;d=j+4|0;e=f[d>>2]|0;f[h>>2]=e;if(e|0)f[e+8>>2]=h;i=h+8|0;f[g>>2]=f[i>>2];n=f[i>>2]|0;f[((f[n>>2]|0)==(h|0)?n:n+4|0)>>2]=j;f[d>>2]=h;f[i>>2]=j;i=f[h>>2]|0;a=(a|0)==(h|0)?j:a}d=f[i>>2]|0;g=(d|0)==0;if(!g)if(!(b[d+12>>0]|0)){h=49;break}e=f[i+4>>2]|0;if(e|0)if(!(b[e+12>>0]|0)){h=48;break}b[i+12>>0]=0;d=f[i+8>>2]|0;e=d+12|0;if((d|0)==(a|0)|(b[e>>0]|0)==0){h=47;break}}else{if(e)g=j;else{b[d>>0]=1;b[h+12>>0]=0;n=h+4|0;d=f[n>>2]|0;e=f[d>>2]|0;f[n>>2]=e;if(e|0)f[e+8>>2]=h;n=h+8|0;f[d+8>>2]=f[n>>2];g=f[n>>2]|0;f[((f[g>>2]|0)==(h|0)?g:g+4|0)>>2]=d;f[d>>2]=h;f[n>>2]=d;n=f[j>>2]|0;g=f[n+4>>2]|0;a=(a|0)==(n|0)?j:a}e=f[g>>2]|0;if(e|0)if(!(b[e+12>>0]|0)){h=30;break}d=f[g+4>>2]|0;if(d|0)if(!(b[d+12>>0]|0)){a=d;h=31;break}b[g+12>>0]=0;d=f[g+8>>2]|0;if((d|0)==(a|0)){h=29;break}if(!(b[d+12>>0]|0)){a=d;h=29;break}}j=f[d+8>>2]|0;j=f[((f[j>>2]|0)==(d|0)?j+4|0:j)>>2]|0}if((h|0)==29){b[a+12>>0]=1;return}else if((h|0)==30){a=f[g+4>>2]|0;if(!a)h=32;else h=31}else if((h|0)==47){b[e>>0]=1;return}else if((h|0)==48)if(g)h=50;else h=49;if((h|0)==31)if(!(b[a+12>>0]|0)){d=g;h=35}else h=32;else if((h|0)==49)if(!(b[d+12>>0]|0)){a=i;h=53}else h=50;if((h|0)==32){b[e+12>>0]=1;b[g+12>>0]=0;a=e+4|0;d=f[a>>2]|0;f[g>>2]=d;if(d|0)f[d+8>>2]=g;d=g+8|0;f[e+8>>2]=f[d>>2];h=f[d>>2]|0;f[((f[h>>2]|0)==(g|0)?h:h+4|0)>>2]=e;f[a>>2]=g;f[d>>2]=e;d=e;a=g;h=35}else if((h|0)==50){n=i+4|0;a=f[n>>2]|0;b[a+12>>0]=1;b[i+12>>0]=0;d=f[a>>2]|0;f[n>>2]=d;if(d|0)f[d+8>>2]=i;d=i+8|0;f[a+8>>2]=f[d>>2];h=f[d>>2]|0;f[((f[h>>2]|0)==(i|0)?h:h+4|0)>>2]=a;f[a>>2]=i;f[d>>2]=a;d=i;h=53}if((h|0)==35){e=f[d+8>>2]|0;n=e+12|0;b[d+12>>0]=b[n>>0]|0;b[n>>0]=1;b[a+12>>0]=1;n=e+4|0;a=f[n>>2]|0;d=f[a>>2]|0;f[n>>2]=d;if(d|0)f[d+8>>2]=e;n=e+8|0;f[a+8>>2]=f[n>>2];c=f[n>>2]|0;f[((f[c>>2]|0)==(e|0)?c:c+4|0)>>2]=a;f[a>>2]=e;f[n>>2]=a;return}else if((h|0)==53){g=f[a+8>>2]|0;e=g+12|0;b[a+12>>0]=b[e>>0]|0;b[e>>0]=1;b[d+12>>0]=1;a=f[g>>2]|0;d=a+4|0;e=f[d>>2]|0;f[g>>2]=e;if(e|0)f[e+8>>2]=g;n=g+8|0;f[a+8>>2]=f[n>>2];c=f[n>>2]|0;f[((f[c>>2]|0)==(g|0)?c:c+4|0)>>2]=a;f[d>>2]=g;f[n>>2]=a;return}}function o_a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;l=e+4|0;n=f[l>>2]|0;if(!n){x=1;return x|0}j=n+-1|0;i=(j&n|0)==0;if(i)k=j&d;else if(n>>>0>d>>>0)k=d;else k=(d>>>0)%(n>>>0)|0;h=f[(f[e>>2]|0)+(k<<2)>>2]|0;if(!h){x=1;return x|0}h=f[h>>2]|0;if(!h){x=1;return x|0}a:do if(i){while(1){o=f[h+4>>2]|0;i=(o|0)==(d|0);if(!(i|(o&j|0)==(k|0))){h=1;x=70;break}if(i)if((f[h+8>>2]|0)==(d|0)){v=h;break a}h=f[h>>2]|0;if(!h){h=1;x=70;break}}if((x|0)==70)return h|0}else{i=h;while(1){h=f[i+4>>2]|0;if((h|0)==(d|0)){if((f[i+8>>2]|0)==(d|0)){v=i;break a}}else{if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)!=(k|0)){h=1;x=70;break}}i=f[i>>2]|0;if(!i){h=1;x=70;break}}if((x|0)==70)return h|0}while(0);o=v+12|0;h=f[o>>2]|0;k=(f[v+16>>2]|0)-h|0;i=(k|0)/28|0;b:do if(!k)h=d;else{c:do if(I_a(b,c,h)|0){h=0;while(1){h=h+1|0;if(h>>>0>=i>>>0)break;if(!(I_a(b,c,(f[o>>2]|0)+(h*28|0)|0)|0)){g=h;break c}}n=f[l>>2]|0;h=f[v+4>>2]|0;break b}else g=0;while(0);j=f[o>>2]|0;J_a(o,j,j+(g*28|0)|0);j=a+464|0;g=a+468|0;h=f[g>>2]|0;do if(!h){r=g;s=g}else{i=a+468|0;d:while(1){g=f[h+16>>2]|0;do if(g>>>0>d>>>0)x=27;else{if(g>>>0>=d>>>0){g=f[h+20>>2]|0;if((g|0)>2){x=27;break}if((g|0)==2){x=32;break d}}q=h+4|0;g=f[q>>2]|0;if(!g){x=31;break d}else{p=q;m=g}}while(0);if((x|0)==27){x=0;g=f[h>>2]|0;if(!g){x=28;break}else{p=h;m=g}}i=p;h=m}if((x|0)==28){r=h;s=h;break}else if((x|0)==31){r=h;s=q;break}else if((x|0)==32){r=h;s=i;break}}while(0);if(f[s>>2]|0){x=0;return x|0}g=pOb(24)|0;h=g+16|0;f[h>>2]=d;f[h+4>>2]=2;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=r;f[s>>2]=g;h=f[f[j>>2]>>2]|0;if(h){f[j>>2]=h;g=f[s>>2]|0}r_a(f[a+468>>2]|0,g);x=a+472|0;f[x>>2]=(f[x>>2]|0)+1;x=0;return x|0}while(0);b=f[v>>2]|0;l=n+-1|0;m=(l&n|0)==0;if(m)h=l&h;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;k=(f[e>>2]|0)+(h<<2)|0;c=f[k>>2]|0;while(1){i=f[c>>2]|0;if((i|0)==(v|0))break;else c=i}if((c|0)==(e+8|0))x=53;else{i=f[c+4>>2]|0;if(m)i=i&l;else if(i>>>0>=n>>>0)i=(i>>>0)%(n>>>0)|0;if((i|0)==(h|0)){t=b;x=61}else x=53}do if((x|0)==53){if(b|0){i=f[b+4>>2]|0;if(m)j=i&l;else if(i>>>0<n>>>0)j=i;else j=(i>>>0)%(n>>>0)|0;if((j|0)==(h|0)){g=i;w=b;x=63;break}}f[k>>2]=0;t=f[v>>2]|0;x=61}while(0);if((x|0)==61){i=t;if(!t)u=i;else{g=f[t+4>>2]|0;w=i;x=63}}if((x|0)==63){if(m)g=g&l;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;if((g|0)==(h|0))u=w;else{f[(f[e>>2]|0)+(g<<2)>>2]=c;u=f[v>>2]|0}}f[c>>2]=u;f[v>>2]=0;x=e+12|0;f[x>>2]=(f[x>>2]|0)+-1;UYa(o);sOb(v);x=1;return x|0}function p_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;f[a+440>>2]=b;p=a+448|0;i=f[p>>2]|0;if(!i)return;e=i+-1|0;d=(e&i|0)==0;if(d)g=e&b;else if(i>>>0>b>>>0)g=b;else g=(b>>>0)%(i>>>0)|0;s=a+444|0;c=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!c)return;c=f[c>>2]|0;if(!c)return;a:do if(d){while(1){j=f[c+4>>2]|0;d=(j|0)==(b|0);if(!(d|(j&e|0)==(g|0))){q=64;break}if(d)if((f[c+8>>2]|0)==(b|0)){t=c;break a}c=f[c>>2]|0;if(!c){q=64;break}}if((q|0)==64)return}else{d=c;while(1){c=f[d+4>>2]|0;if((c|0)==(b|0)){if((f[d+8>>2]|0)==(b|0)){t=d;break a}}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(g|0)){q=64;break}}d=f[d>>2]|0;if(!d){q=64;break}}if((q|0)==64)return}while(0);j=a+464|0;g=b+1|0;h=f[t+12>>2]|0;c=a+468|0;d=f[c>>2]|0;do if(!d){n=c;o=c}else{e=a+468|0;b:while(1){c=f[d+16>>2]|0;do if(g>>>0<c>>>0)q=25;else{if(c>>>0>=g>>>0){c=f[d+20>>2]|0;if((h|0)<(c|0)){q=25;break}if((c|0)>=(h|0)){q=30;break b}}m=d+4|0;c=f[m>>2]|0;if(!c){q=29;break b}else{l=m;k=c}}while(0);if((q|0)==25){q=0;c=f[d>>2]|0;if(!c){q=26;break}else{l=d;k=c}}e=l;d=k}if((q|0)==26){n=d;o=d;break}else if((q|0)==29){n=d;o=m;break}else if((q|0)==30){n=d;o=e;break}}while(0);if(!(f[o>>2]|0)){b=pOb(24)|0;c=b+16|0;f[c>>2]=g;f[c+4>>2]=h;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=n;f[o>>2]=b;c=f[f[j>>2]>>2]|0;if(c){f[j>>2]=c;b=f[o>>2]|0}r_a(f[a+468>>2]|0,b);i=a+472|0;f[i>>2]=(f[i>>2]|0)+1;i=f[p>>2]|0;b=f[t+4>>2]|0}d=i+-1|0;e=(d&i|0)==0;if(e)g=d&b;else if(b>>>0<i>>>0)g=b;else g=(b>>>0)%(i>>>0)|0;c=(f[s>>2]|0)+(g<<2)|0;h=f[c>>2]|0;while(1){b=f[h>>2]|0;if((b|0)==(t|0))break;else h=b}if((h|0)==(a+452|0))q=49;else{b=f[h+4>>2]|0;if(e)b=b&d;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(g|0))r=t;else q=49}do if((q|0)==49){b=f[t>>2]|0;if(b|0){b=f[b+4>>2]|0;if(e)b=b&d;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(g|0)){r=t;break}}f[c>>2]=0;r=t}while(0);c=f[r>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(e)c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(g|0)){f[(f[s>>2]|0)+(c<<2)>>2]=h;b=f[t>>2]|0}}f[h>>2]=b;f[r>>2]=0;a=a+456|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(t);return}function q_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;k=o+16|0;l=o;f[l>>2]=0;n=l+4|0;f[n>>2]=0;f[l+8>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(!j)m=13;else{i=k+4|0;j=l+8|0;do{vRa(k,b,d);if(!(f[k>>2]|0))e=B_a(a,d,3)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[n>>2]|0;if((e|0)==(f[j>>2]|0)){$E(l,d);break b}else{q=d;p=f[q+4>>2]|0;g=e;f[g>>2]=f[q>>2];f[g+4>>2]=p;f[n>>2]=(f[n>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[l>>2]|0)==(f[n>>2]|0))m=13;else{H_a(c+24|0,l,c);g=1}}while(0);if((m|0)==13){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[l>>2]|0;if(!d){u=o;return g|0}e=f[n>>2]|0;if((e|0)!=(d|0))f[n>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=o;return g|0}function r_a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=(c|0)==(a|0);b[c+12>>0]=j&1;if(j)return;while(1){i=c+8|0;d=f[i>>2]|0;h=d+12|0;if(b[h>>0]|0){g=23;break}j=d+8|0;e=f[j>>2]|0;g=f[e>>2]|0;if((g|0)==(d|0)){g=f[e+4>>2]|0;if(!g){g=7;break}g=g+12|0;if(!(b[g>>0]|0))c=g;else{g=7;break}}else{if(!g){g=16;break}g=g+12|0;if(!(b[g>>0]|0))c=g;else{g=16;break}}b[h>>0]=1;j=(e|0)==(a|0);b[e+12>>0]=j&1;b[c>>0]=1;if(j){g=23;break}else c=e}if((g|0)==7){if((f[d>>2]|0)==(c|0)){c=d;g=e}else{i=d+4|0;g=f[i>>2]|0;c=f[g>>2]|0;f[i>>2]=c;if(!c)c=e;else{f[c+8>>2]=d;c=f[j>>2]|0}f[g+8>>2]=c;c=f[j>>2]|0;f[((f[c>>2]|0)==(d|0)?c:c+4|0)>>2]=g;f[g>>2]=d;f[j>>2]=g;c=g;g=f[g+8>>2]|0}b[c+12>>0]=1;b[g+12>>0]=0;c=f[g>>2]|0;d=c+4|0;e=f[d>>2]|0;f[g>>2]=e;if(e|0)f[e+8>>2]=g;j=g+8|0;f[c+8>>2]=f[j>>2];i=f[j>>2]|0;f[((f[i>>2]|0)==(g|0)?i:i+4|0)>>2]=c;f[d>>2]=g;f[j>>2]=c;return}else if((g|0)==16){if((f[d>>2]|0)==(c|0)){h=c+4|0;g=f[h>>2]|0;f[d>>2]=g;if(g){f[g+8>>2]=d;e=f[j>>2]|0}f[i>>2]=e;e=f[j>>2]|0;f[((f[e>>2]|0)==(d|0)?e:e+4|0)>>2]=c;f[h>>2]=d;f[j>>2]=c;d=c;e=f[c+8>>2]|0}b[d+12>>0]=1;b[e+12>>0]=0;j=e+4|0;c=f[j>>2]|0;d=f[c>>2]|0;f[j>>2]=d;if(d|0)f[d+8>>2]=e;j=e+8|0;f[c+8>>2]=f[j>>2];i=f[j>>2]|0;f[((f[i>>2]|0)==(e|0)?i:i+4|0)>>2]=c;f[c>>2]=e;f[j>>2]=c;return}else if((g|0)==23)return}function s_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;k=o+16|0;l=o;f[l>>2]=0;n=l+4|0;f[n>>2]=0;f[l+8>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(!j)m=13;else{i=k+4|0;j=l+8|0;do{uRa(k,b,d);if(!(f[k>>2]|0))e=B_a(a,d,4)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[n>>2]|0;if((e|0)==(f[j>>2]|0)){xM(l,d);break b}else{q=d;p=f[q+4>>2]|0;g=e;f[g>>2]=f[q>>2];f[g+4>>2]=p;f[n>>2]=(f[n>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[l>>2]|0)==(f[n>>2]|0))m=13;else{G_a(c+24|0,l,c);g=1}}while(0);if((m|0)==13){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[l>>2]|0;if(!d){u=o;return g|0}e=f[n>>2]|0;if((e|0)!=(d|0))f[n>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=o;return g|0}function t_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=u;u=u+32|0;l=q+24|0;m=q+8|0;n=q;f[m>>2]=0;p=m+4|0;f[p>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;if(!k)o=16;else{i=l+4|0;j=n+4|0;k=m+8|0;do{DRa(l,b,d);if(!(f[l>>2]|0))e=B_a(a,d,1)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);a:do switch(e<<24>>24){case 0:{eRa(n,b,d,0,0);e=f[j>>2]|0;if(e|0)iOb(e);xh[f[(f[a>>2]|0)+16>>2]&127](a,d,0);break}case 3:{e=f[p>>2]|0;if((e|0)==(f[k>>2]|0)){uH(m,d);break a}else{s=d;r=f[s+4>>2]|0;g=e;f[g>>2]=f[s>>2];f[g+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8;break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[p>>2]|0))o=16;else F_a(c+24|0,m,c)}if((o|0)==16){s=f[c+24>>2]|0;oh[f[(f[s>>2]|0)+8>>2]&1023](s,c)}d=f[m>>2]|0;if(!d){u=q;return}e=f[p>>2]|0;if((e|0)!=(d|0))f[p>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=q;return}function u_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;e=f[d>>2]|0;k=f[d+4>>2]|0;i=e+(k<<3)|0;a:do if(!k)n=14;else{j=l+4|0;k=m+8|0;do{zRa(l,c,e);g=f[l>>2]|0;if(!g)n=5;else if(!(b[(f[g+44>>2]|0)+148>>0]&2))n=5;else g=1;if((n|0)==5){n=0;g=B_a(a,e,7)|0}h=f[j>>2]|0;if(h|0)iOb(h);b:do switch(g<<24>>24){case 0:{h=0;break a}case 3:{g=f[o>>2]|0;if((g|0)==(f[k>>2]|0)){kG(m,e);break b}else{r=e;q=f[r+4>>2]|0;h=g;f[h>>2]=f[r>>2];f[h+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(i|0));if((f[m>>2]|0)==(f[o>>2]|0))n=14;else{E_a(d+24|0,m,d);h=1}}while(0);if((n|0)==14){h=f[d+24>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,d);h=1}e=f[m>>2]|0;if(!e){u=p;return h|0}g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e);u=p;return h|0}function v_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;a:do if(!k)n=15;else{i=l+4|0;j=m+8|0;k=c+20|0;do{sRa(l,b,d);e=f[l>>2]|0;if(!e)e=B_a(a,d,8)|0;else if(!(f[k>>2]&1))e=((NFa(e)|0)^1)&1;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[o>>2]|0;if((e|0)==(f[j>>2]|0)){lE(m,d);break b}else{r=d;q=f[r+4>>2]|0;g=e;f[g>>2]=f[r>>2];f[g+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[o>>2]|0))n=15;else{D_a(c+24|0,m,c);g=1}}while(0);if((n|0)==15){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[m>>2]|0;if(!d){u=p;return g|0}e=f[o>>2]|0;if((e|0)!=(d|0))f[o>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=p;return g|0}function w_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;a:do if(!k)n=16;else{i=l+4|0;j=m+8|0;k=c+20|0;do{CRa(l,b,d);e=f[l>>2]|0;if(!e){e=B_a(a,d,10)|0;n=6}else if(lFa(e,b,(f[k>>2]|0)>>>1&1,0)|0){e=f[i>>2]|0;if(e|0)iOb(e)}else{e=0;n=6}b:do if((n|0)==6){n=0;g=f[i>>2]|0;if(g|0)iOb(g);switch(e<<24>>24){case 0:{g=0;break a}case 3:break;default:break b}e=f[o>>2]|0;if((e|0)==(f[j>>2]|0)){SD(m,d);break}else{r=d;q=f[r+4>>2]|0;g=e;f[g>>2]=f[r>>2];f[g+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[o>>2]|0))n=16;else{C_a(c+24|0,m,c);g=1}}while(0);if((n|0)==16){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[m>>2]|0;if(!d){u=p;return g|0}e=f[o>>2]|0;if((e|0)!=(d|0))f[o>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=p;return g|0}function x_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=f[a+16>>2]|0;a:{OYa(h+428|0,f[h+432>>2]|0);b=f[h+416>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);b=f[(h+408|0)>>2]|0;f[(h+408|0)>>2]=0;if(b|0)sOb(b);b=f[h+396>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=f[(c+16|0)>>2]|0;if((e|0)!=(d|0))f[(c+16|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}sOb(c)}while((b|0)!=0);b=f[(h+388|0)>>2]|0;f[(h+388|0)>>2]=0;if(b|0)sOb(b);b=f[h+376>>2]|0;if(b|0){c=f[(h+380|0)>>2]|0;if((c|0)!=(b|0))f[(h+380|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[h+364>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[(g+32|0)>>2]|0;f[(g+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(g+12|0)>>2]|0;f[(g+12|0)>>2]=0;if(c|0)sOb(c);sOb(g)}while((b|0)!=0);b=f[(h+356|0)>>2]|0;f[(h+356|0)>>2]=0;if(b|0)sOb(b);b=f[h+344>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[(e+20|0)>>2]|0;if(c|0){d=f[(e+24|0)>>2]|0;if((d|0)!=(c|0)){do{g=d+-4|0;f[(e+24|0)>>2]=g;d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(e+24|0)>>2]|0}while((d|0)!=(c|0));c=f[(e+20|0)>>2]|0}sOb(c)}sOb(e)}while((b|0)!=0);b=f[(h+336|0)>>2]|0;f[(h+336|0)>>2]=0;if(b|0)sOb(b);MYa(f[h+324>>2]|0);b=f[(h+316|0)>>2]|0;f[(h+316|0)>>2]=0;if(b|0)sOb(b);b=f[h+304>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+296|0)>>2]|0;f[(h+296|0)>>2]=0;if(b|0)sOb(b);b=f[h+284>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+276|0)>>2]|0;f[(h+276|0)>>2]=0;if(b|0)sOb(b);b=f[h+264>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+256|0)>>2]|0;f[(h+256|0)>>2]=0;if(b|0)sOb(b);PYa(h+244|0);b=f[h+232>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;PYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+224|0)>>2]|0;f[(h+224|0)>>2]=0;if(b|0)sOb(b);QYa(h+212|0);b=f[h+200>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;QYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+192|0)>>2]|0;f[(h+192|0)>>2]=0;if(b|0)sOb(b);RYa(h+180|0);b=f[h+168>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;RYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+160|0)>>2]|0;f[(h+160|0)>>2]=0;if(b|0)sOb(b);SYa(h+148|0);b=f[h+136>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;SYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+128|0)>>2]|0;f[(h+128|0)>>2]=0;if(b|0)sOb(b);UYa(h+116|0);b=f[h+104>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;UYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+96|0)>>2]|0;f[(h+96|0)>>2]=0;if(b|0)sOb(b);UYa(h+84|0);b=f[h+72>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;UYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+64|0)>>2]|0;f[(h+64|0)>>2]=0;if(b|0)sOb(b);VYa(h+52|0);b=f[h+40>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;VYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+32|0)>>2]|0;f[(h+32|0)>>2]=0;if(b|0)sOb(b);WYa(h+20|0);b=f[h+8>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;WYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[h>>2]|0;f[h>>2]=0;if(!b){f[a+1280>>2]=5;break a}sOb(b);f[a+1280>>2]=5;break a}}function y_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;O=f[a+16>>2]|0;d=f[a+496>>2]|0;n=f[a+504>>2]|0;N=f[a+816>>2]|0;b=f[a+2856>>2]|0;l=f[a+2864>>2]|0;m=f[a+3384>>2]|0;o=f[a+3392>>2]|0;g=f[a+3568>>2]|0;P=f[a+3576>>2]|0;a:{if(P){P=0;if((g|0)==354){e=f[b>>2]|0;b=e+(d*28|0)|0;k=f[l>>2]|0;if((k|0)!=(b|0)){do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];i=b+8|0;j=e+8|0;d=f[j>>2]|0;h=e+12|0;if(!d)d=e+16|0;else{g=f[h>>2]|0;if((g|0)!=(d|0))f[h>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d);d=e+16|0;f[d>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];j=b+12|0;f[h>>2]=f[j>>2];h=b+16|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;f[e+20>>2]=f[b+20>>2];d=b+24|0;j=e+24|0;i=f[d>>2]|0;f[d>>2]=0;d=f[j>>2]|0;f[j>>2]=i;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=b+28|0;e=e+28|0}while((b|0)!=(k|0));b=f[l>>2]|0}if((b|0)==(e|0))g=375;else{do{g=b+-28|0;f[l>>2]=g;k=b+-4|0;d=f[k>>2]|0;f[k>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=b+-20|0;h=f[d>>2]|0;i=b+-16|0;if((h|0)==(f[i>>2]|0)){b=f[g>>2]|0;if(!b)b=h;else{tOb(b);b=f[d>>2]|0}}else b=h;if(b|0){d=f[i>>2]|0;if((d|0)!=(b|0))f[i>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[l>>2]|0}while((b|0)!=(e|0));g=375}}else P=1}if(P){P=0;if((g|0)==444){d=f[m>>2]|0;b=d+(n*28|0)|0;k=f[o>>2]|0;if((k|0)==(b|0))j=d;else{j=d;do{f[j>>2]=f[b>>2];f[j+4>>2]=f[b+4>>2];h=b+8|0;i=j+8|0;d=f[i>>2]|0;g=j+12|0;if(!d)d=j+16|0;else{e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);d=j+16|0;f[d>>2]=0;f[g>>2]=0;f[i>>2]=0}f[i>>2]=f[h>>2];n=b+12|0;f[g>>2]=f[n>>2];m=b+16|0;f[d>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[h>>2]=0;f[b>>2]=0;f[j+20>>2]=f[b+20>>2];d=b+24|0;n=j+24|0;m=f[d>>2]|0;f[d>>2]=0;d=f[n>>2]|0;f[n>>2]=m;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=b+28|0;j=j+28|0}while((b|0)!=(k|0));b=f[o>>2]|0}if((b|0)==(j|0))g=465;else{do{g=b+-28|0;f[o>>2]=g;n=b+-4|0;d=f[n>>2]|0;f[n>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=b+-20|0;e=f[d>>2]|0;h=b+-16|0;if((e|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(!b)b=e;else{tOb(b);b=f[d>>2]|0}}else b=e;if(b|0){d=f[h>>2]|0;if((d|0)!=(b|0))f[h>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[o>>2]|0}while((b|0)!=(j|0));g=465}}else if((g|0)==515)if(1){f[a+3608>>2]=5;break a}else P=1}b=1;if(b)if((g|0)==53){b=f[(O+468|0)>>2]|0;do if(!b){D=O+468|0;I=O+468|0}else{d=O+468|0;b:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=58;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>4){g=58;break}if((c|0)==4){g=63;break b}}z=b+4|0;c=f[z>>2]|0;if(!c){g=62;break b}else{t=z;p=c}}while(0);if((g|0)==58){g=0;c=f[b>>2]|0;if(!c){g=59;break}else{t=b;p=c}}d=t;b=p}if((g|0)==59){D=b;I=b;break}else if((g|0)==62){D=b;I=z;break}else if((g|0)==63){D=b;I=d;break}}while(0);if(f[I>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=4;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=D;f[I>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[I>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==143){b=f[(O+468|0)>>2]|0;do if(!b){H=O+468|0;J=O+468|0}else{d=O+468|0;c:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=148;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>6){g=148;break}if((c|0)==6){g=153;break c}}A=b+4|0;c=f[A>>2]|0;if(!c){g=152;break c}else{x=A;s=c}}while(0);if((g|0)==148){g=0;c=f[b>>2]|0;if(!c){g=149;break}else{x=b;s=c}}d=x;b=s}if((g|0)==149){H=b;J=b;break}else if((g|0)==152){H=b;J=A;break}else if((g|0)==153){H=b;J=d;break}}while(0);if(f[J>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=6;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=H;f[J>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[J>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else b=1;if(b){b=0;if((g|0)==285){b=f[(O+468|0)>>2]|0;do if(!b){E=O+468|0;K=O+468|0}else{d=O+468|0;d:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=290;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>7){g=290;break}if((c|0)==7){g=295;break d}}B=b+4|0;c=f[B>>2]|0;if(!c){g=294;break d}else{u=B;q=c}}while(0);if((g|0)==290){g=0;c=f[b>>2]|0;if(!c){g=291;break}else{u=b;q=c}}d=u;b=q}if((g|0)==291){E=b;K=b;break}else if((g|0)==294){E=b;K=B;break}else if((g|0)==295){E=b;K=d;break}}while(0);if(f[K>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=7;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=E;f[K>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[K>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==375){b=f[(O+468|0)>>2]|0;do if(!b){F=O+468|0;L=O+468|0}else{d=O+468|0;e:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=380;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>1){g=380;break}if((c|0)==1){g=385;break e}}C=b+4|0;c=f[C>>2]|0;if(!c){g=384;break e}else{v=C;r=c}}while(0);if((g|0)==380){g=0;c=f[b>>2]|0;if(!c){g=381;break}else{v=b;r=c}}d=v;b=r}if((g|0)==381){F=b;L=b;break}else if((g|0)==384){F=b;L=C;break}else if((g|0)==385){F=b;L=d;break}}while(0);if(f[L>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=1;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=F;f[L>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[L>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==465)b=1}if(b)if(1){b=f[(O+468|0)>>2]|0;do if(!b){G=O+468|0;M=O+468|0}else{e=O+468|0;f:while(1){d=f[b+16>>2]|0;do if(d>>>0>N>>>0)g=470;else{if(d>>>0>=N>>>0){d=f[b+20>>2]|0;if((d|0)>0){g=470;break}if((d|0)>=0){g=475;break f}}y=b+4|0;c=f[y>>2]|0;if(!c){g=474;break f}else w=y}while(0);if((g|0)==470){g=0;c=f[b>>2]|0;if(!c){g=471;break}else w=b}e=w;b=c}if((g|0)==471){G=b;M=b;break}else if((g|0)==474){G=b;M=y;break}else if((g|0)==475){G=b;M=e;break}}while(0);if(f[M>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=G;f[M>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[M>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}}f[a+3568>>2]=g;f[a+3576>>2]=P}function z_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;F=f[a+16>>2]|0;w=f[a+24>>2]|0;x=f[a+32>>2]|0;B=f[a+488>>2]|0;C=f[a+496>>2]|0;D=f[a+504>>2]|0;E=f[a+816>>2]|0;y=f[a+2240>>2]|0;H=f[a+2352>>2]|0;I=f[a+2360>>2]|0;J=f[a+2856>>2]|0;K=f[a+2864>>2]|0;L=f[a+3384>>2]|0;M=f[a+3392>>2]|0;v=f[a+3568>>2]|0;N=f[a+3592>>2]|0;O=f[a+3600>>2]|0;a:{if(N){N=0;switch(O|0){case 7:{i=f[(F+196|0)>>2]|0;b:do if(i|0){if(!((i+-1|0)&i))h=(i+-1|0)&E;else if(i>>>0>E>>>0)h=E;else h=(E>>>0)%(i>>>0)|0;e=f[(f[(F+192|0)>>2]|0)+(h<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((g|0)==(E|0)|(g&(i+-1|0)|0)==(h|0)))break b;if((g|0)==(E|0))if((f[e+8>>2]|0)==(E|0))break c;e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(E|0)){if((f[e+8>>2]|0)==(E|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(h|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);H=e+12|0;I=e+16|0;g=f[H>>2]|0;h=(f[I>>2]|0)-g|0;if(!h){n=i;g=E}else{if(u_a(w,x,g)|0)B=0;else{v=285;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){B=B+1|0;if(B>>>0>=((h|0)/28|0)>>>0)break;if(!(u_a(w,x,(f[H>>2]|0)+(B*28|0)|0)|0)){v=264;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}n=f[(F+196|0)>>2]|0;g=f[e+4>>2]|0}k=f[e>>2]|0;m=n+-1|0;o=(m&n|0)==0;if(o)g=m&g;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;j=(f[(F+192|0)>>2]|0)+(g<<2)|0;l=f[j>>2]|0;while(1){h=f[l>>2]|0;if((h|0)==(e|0))break;else l=h}if((l|0)==(F+200|0|0))v=316;else{h=f[l+4>>2]|0;if(o)h=h&m;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)==(g|0)){p=k;v=324}else v=316}do if((v|0)==316){if(k|0){h=f[k+4>>2]|0;if(o)i=h&m;else if(h>>>0<n>>>0)i=h;else i=(h>>>0)%(n>>>0)|0;if((i|0)==(g|0)){r=k;d=h;v=326;break}}f[j>>2]=0;p=f[e>>2]|0;v=324}while(0);if((v|0)==324){v=0;h=p;if(!p)q=h;else{r=h;d=f[p+4>>2]|0;v=326}}if((v|0)==326){v=0;if(o)d=d&m;else if(d>>>0>=n>>>0)d=(d>>>0)%(n>>>0)|0;if((d|0)==(g|0))q=r;else{f[(f[(F+192|0)>>2]|0)+(d<<2)>>2]=l;q=f[e>>2]|0}}f[l>>2]=q;f[e>>2]=0;f[(F+204|0)>>2]=(f[(F+204|0)>>2]|0)+-1;QYa(H);sOb(e)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){case 1:{h=f[(F+36|0)>>2]|0;d:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&E;else if(h>>>0>E>>>0)g=E;else g=(E>>>0)%(h>>>0)|0;d=f[(f[(F+32|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){e:do if(!((h+-1|0)&h))while(1){e=f[d+4>>2]|0;if(!((e|0)==(E|0)|(e&(h+-1|0)|0)==(g|0)))break d;if((e|0)==(E|0))if((f[d+8>>2]|0)==(E|0))break e;d=f[d>>2]|0;if(!d)break d}else while(1){e=f[d+4>>2]|0;if((e|0)==(E|0)){if((f[d+8>>2]|0)==(E|0))break e}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break d}d=f[d>>2]|0;if(!d)break d}while(0);J=d+12|0;K=d+16|0;e=f[J>>2]|0;g=(f[K>>2]|0)-e|0;if(!g){m=h;e=E}else{if(v_a(w,x,e)|0)C=0;else{v=375;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){C=C+1|0;if(C>>>0>=((g|0)/28|0)>>>0)break;if(!(v_a(w,x,(f[J>>2]|0)+(C*28|0)|0)|0)){v=354;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}m=f[(F+36|0)>>2]|0;e=f[d+4>>2]|0}j=f[d>>2]|0;l=m+-1|0;n=(l&m|0)==0;if(n)e=l&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(F+32|0)>>2]|0)+(e<<2)|0;k=f[i>>2]|0;while(1){g=f[k>>2]|0;if((g|0)==(d|0))break;else k=g}if((k|0)==(F+40|0|0))v=406;else{g=f[k+4>>2]|0;if(n)g=g&l;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){s=j;v=414}else v=406}do if((v|0)==406){if(j|0){g=f[j+4>>2]|0;if(n)h=g&l;else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){u=j;c=g;v=416;break}}f[i>>2]=0;s=f[d>>2]|0;v=414}while(0);if((v|0)==414){v=0;g=s;if(!s)t=g;else{u=g;c=f[s+4>>2]|0;v=416}}if((v|0)==416){v=0;if(n)c=c&l;else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))t=u;else{f[(f[(F+32|0)>>2]|0)+(c<<2)>>2]=k;t=f[d>>2]|0}}f[k>>2]=t;f[d>>2]=0;f[(F+44|0)>>2]=(f[(F+44|0)>>2]|0)+-1;VYa(J);sOb(d)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){case 0:{k=f[(F+4|0)>>2]|0;f:do if(k|0){if(!((k+-1|0)&k))e=(k+-1|0)&E;else if(k>>>0>E>>>0)e=E;else e=(E>>>0)%(k>>>0)|0;c=f[(f[F>>2]|0)+(e<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){g:do if(!((k+-1|0)&k))while(1){d=f[c+4>>2]|0;if(!((d|0)==(E|0)|(d&(k+-1|0)|0)==(e|0)))break f;if((d|0)==(E|0))if((f[c+8>>2]|0)==(E|0)){m=c;break g}c=f[c>>2]|0;if(!c)break f}else while(1){d=f[c+4>>2]|0;if((d|0)==(E|0)){if((f[c+8>>2]|0)==(E|0)){m=c;break g}}else{if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(e|0))break f}c=f[c>>2]|0;if(!c)break f}while(0);L=m+12|0;M=m+16|0;c=f[L>>2]|0;d=(f[M>>2]|0)-c|0;if(!d)c=E;else{if(w_a(w,x,c)|0)D=0;else{v=465;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){D=D+1|0;if(D>>>0>=((d|0)/28|0)>>>0)break;if(!(w_a(w,x,(f[L>>2]|0)+(D*28|0)|0)|0)){v=444;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}k=f[(F+4|0)>>2]|0;c=f[m+4>>2]|0}h=f[m>>2]|0;j=k+-1|0;l=(j&k|0)==0;if(l)c=j&c;else if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;g=(f[F>>2]|0)+(c<<2)|0;i=f[g>>2]|0;while(1){d=f[i>>2]|0;if((d|0)==(m|0))break;else i=d}if((i|0)==(F+8|0|0))v=496;else{d=f[i+4>>2]|0;if(l)d=d&j;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)==(c|0)){z=h;v=504}else v=496}do if((v|0)==496){if(h|0){d=f[h+4>>2]|0;if(l)e=d&j;else if(d>>>0<k>>>0)e=d;else e=(d>>>0)%(k>>>0)|0;if((e|0)==(c|0)){b=d;G=h;v=506;break}}f[g>>2]=0;z=f[m>>2]|0;v=504}while(0);if((v|0)==504){v=0;d=z;if(!z)A=d;else{b=f[z+4>>2]|0;G=d;v=506}}if((v|0)==506){v=0;if(l)b=b&j;else if(b>>>0>=k>>>0)b=(b>>>0)%(k>>>0)|0;if((b|0)==(c|0))A=G;else{f[(f[F>>2]|0)+(b<<2)>>2]=i;A=f[m>>2]|0}}f[i>>2]=A;f[m>>2]=0;f[(F+12|0)>>2]=(f[(F+12|0)>>2]|0)+-1;WYa(L);sOb(m)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){default:{}}}y=f[(F+472|0)>>2]|0;if(!y){v=515;f[a+3616>>2]=1;break a}}f[a+488>>2]=B;f[a+496>>2]=C;f[a+504>>2]=D;f[a+2240>>2]=y;f[a+2352>>2]=H;f[a+2360>>2]=I;f[a+2856>>2]=J;f[a+2864>>2]=K;f[a+3384>>2]=L;f[a+3392>>2]=M;f[a+3568>>2]=v;f[a+3592>>2]=N}function A_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;F=f[a+16>>2]|0;w=f[a+24>>2]|0;x=f[a+32>>2]|0;C=f[a+480>>2]|0;D=f[a+512>>2]|0;E=f[a+816>>2]|0;j=f[a+824>>2]|0;H=f[a+1576>>2]|0;I=f[a+1584>>2]|0;h=f[a+1752>>2]|0;e=f[a+1808>>2]|0;i=f[a+2240>>2]|0;J=f[a+3256>>2]|0;K=f[a+3288>>2]|0;v=f[a+3568>>2]|0;a:{if(!e){e=f[(h+8|0)>>2]|0;if((f[e>>2]|0)!=(h|0)){g=h+8|0;do{z=f[g>>2]|0;g=z+8|0;e=f[g>>2]|0}while((f[e>>2]|0)!=(z|0))}}else while(1){g=f[e>>2]|0;if(!g)break;else e=g}f[(F+464|0)>>2]=e;f[(F+472|0)>>2]=i+-1;n_a(f[(F+468|0)>>2]|0,h);sOb(h);z=1;y=j|0;if(z){z=0;switch(y|0){case 2:{if(!(o_a(F,w,x,E,F+96|0)|0)){v=515;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}if(!(o_a(F,w,x,E,F+64|0)|0)){v=515;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 4:{i=f[(F+132|0)>>2]|0;b:do if(i|0){if(!((i+-1|0)&i))h=(i+-1|0)&E;else if(i>>>0>E>>>0)h=E;else h=(E>>>0)%(i>>>0)|0;e=f[(f[(F+128|0)>>2]|0)+(h<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((g|0)==(E|0)|(g&(i+-1|0)|0)==(h|0)))break b;if((g|0)==(E|0))if((f[e+8>>2]|0)==(E|0))break c;e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(E|0)){if((f[e+8>>2]|0)==(E|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(h|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);J=e+12|0;K=e+16|0;g=f[J>>2]|0;h=(f[K>>2]|0)-g|0;if(!h){n=i;g=E}else{if(q_a(w,x,g)|0)C=0;else{v=53;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}while(1){C=C+1|0;if(C>>>0>=((h|0)/28|0)>>>0)break;if(!(q_a(w,x,(f[J>>2]|0)+(C*28|0)|0)|0)){v=32;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}}n=f[(F+132|0)>>2]|0;g=f[e+4>>2]|0}k=f[e>>2]|0;m=n+-1|0;o=(m&n|0)==0;if(o)g=m&g;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;j=(f[(F+128|0)>>2]|0)+(g<<2)|0;l=f[j>>2]|0;while(1){h=f[l>>2]|0;if((h|0)==(e|0))break;else l=h}if((l|0)==(F+136|0|0))v=84;else{h=f[l+4>>2]|0;if(o)h=h&m;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)==(g|0)){p=k;v=92}else v=84}do if((v|0)==84){if(k|0){h=f[k+4>>2]|0;if(o)i=h&m;else if(h>>>0<n>>>0)i=h;else i=(h>>>0)%(n>>>0)|0;if((i|0)==(g|0)){r=k;d=h;v=94;break}}f[j>>2]=0;p=f[e>>2]|0;v=92}while(0);if((v|0)==92){v=0;h=p;if(!p)q=h;else{r=h;d=f[p+4>>2]|0;v=94}}if((v|0)==94){v=0;if(o)d=d&m;else if(d>>>0>=n>>>0)d=(d>>>0)%(n>>>0)|0;if((d|0)==(g|0))q=r;else{f[(f[(F+128|0)>>2]|0)+(d<<2)>>2]=l;q=f[e>>2]|0}}f[l>>2]=q;f[e>>2]=0;f[(F+140|0)>>2]=(f[(F+140|0)>>2]|0)+-1;SYa(J);sOb(e)}}}while(0);p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 6:{h=f[(F+164|0)>>2]|0;d:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&E;else if(h>>>0>E>>>0)g=E;else g=(E>>>0)%(h>>>0)|0;d=f[(f[(F+160|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){e:do if(!((h+-1|0)&h))while(1){e=f[d+4>>2]|0;if(!((e|0)==(E|0)|(e&(h+-1|0)|0)==(g|0)))break d;if((e|0)==(E|0))if((f[d+8>>2]|0)==(E|0))break e;d=f[d>>2]|0;if(!d)break d}else while(1){e=f[d+4>>2]|0;if((e|0)==(E|0)){if((f[d+8>>2]|0)==(E|0))break e}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break d}d=f[d>>2]|0;if(!d)break d}while(0);H=d+12|0;I=d+16|0;e=f[H>>2]|0;g=(f[I>>2]|0)-e|0;if(!g){m=h;e=E}else{if(s_a(w,x,e)|0)D=0;else{v=143;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}while(1){D=D+1|0;if(D>>>0>=((g|0)/28|0)>>>0)break;if(!(s_a(w,x,(f[H>>2]|0)+(D*28|0)|0)|0)){v=122;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}}m=f[(F+164|0)>>2]|0;e=f[d+4>>2]|0}j=f[d>>2]|0;l=m+-1|0;n=(l&m|0)==0;if(n)e=l&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(F+160|0)>>2]|0)+(e<<2)|0;k=f[i>>2]|0;while(1){g=f[k>>2]|0;if((g|0)==(d|0))break;else k=g}if((k|0)==(F+168|0|0))v=174;else{g=f[k+4>>2]|0;if(n)g=g&l;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){s=j;v=182}else v=174}do if((v|0)==174){if(j|0){g=f[j+4>>2]|0;if(n)h=g&l;else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){u=j;c=g;v=184;break}}f[i>>2]=0;s=f[d>>2]|0;v=182}while(0);if((v|0)==182){v=0;g=s;if(!s)t=g;else{u=g;c=f[s+4>>2]|0;v=184}}if((v|0)==184){v=0;if(n)c=c&l;else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))t=u;else{f[(f[(F+160|0)>>2]|0)+(c<<2)>>2]=k;t=f[d>>2]|0}}f[k>>2]=t;f[d>>2]=0;f[(F+172|0)>>2]=(f[(F+172|0)>>2]|0)+-1;RYa(H);sOb(d)}}}while(0);p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 8:{g=f[(F+228|0)>>2]|0;f:do if(g|0){if(!((g+-1|0)&g))e=(g+-1|0)&E;else if(g>>>0>E>>>0)e=E;else e=(E>>>0)%(g>>>0)|0;c=f[(f[(F+224|0)>>2]|0)+(e<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){g:do if(!((g+-1|0)&g))while(1){d=f[c+4>>2]|0;if(!((d|0)==(E|0)|(d&(g+-1|0)|0)==(e|0)))break f;if((d|0)==(E|0))if((f[c+8>>2]|0)==(E|0))break g;c=f[c>>2]|0;if(!c)break f}else while(1){d=f[c+4>>2]|0;if((d|0)==(E|0)){if((f[c+8>>2]|0)==(E|0))break g}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(e|0))break f}c=f[c>>2]|0;if(!c)break f}while(0);n=c+12|0;d=f[n>>2]|0;e=(f[c+16>>2]|0)-d|0;if(!e){l=g;d=E}else{t_a(w,x,d);if(((e|0)/28|0)>>>0>1){d=1;do{t_a(w,x,(f[n>>2]|0)+(d*28|0)|0);d=d+1|0}while((d|0)!=((e|0)/28|0|0))}l=f[(F+228|0)>>2]|0;d=f[c+4>>2]|0}i=f[c>>2]|0;k=l+-1|0;m=(k&l|0)==0;if(m)d=k&d;else if(d>>>0>=l>>>0)d=(d>>>0)%(l>>>0)|0;h=(f[(F+224|0)>>2]|0)+(d<<2)|0;j=f[h>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(c|0))break;else j=e}if((j|0)==(F+232|0|0))v=226;else{e=f[j+4>>2]|0;if(m)e=e&k;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)==(d|0)){A=i;v=234}else v=226}do if((v|0)==226){if(i|0){e=f[i+4>>2]|0;if(m)g=e&k;else if(e>>>0<l>>>0)g=e;else g=(e>>>0)%(l>>>0)|0;if((g|0)==(d|0)){G=i;b=e;v=236;break}}f[h>>2]=0;A=f[c>>2]|0;v=234}while(0);if((v|0)==234){v=0;e=A;if(!A)B=e;else{G=e;b=f[A+4>>2]|0;v=236}}if((v|0)==236){v=0;if(m)b=b&k;else if(b>>>0>=l>>>0)b=(b>>>0)%(l>>>0)|0;if((b|0)==(d|0))B=G;else{f[(f[(F+224|0)>>2]|0)+(b<<2)>>2]=j;B=f[c>>2]|0}}f[j>>2]=B;f[c>>2]=0;f[(F+236|0)>>2]=(f[(F+236|0)>>2]|0)+-1;PYa(n);sOb(c)}}}while(0);p_a(F,E);break}default:z=1}}}f[a+480>>2]=C;f[a+512>>2]=D;f[a+1576>>2]=H;f[a+1584>>2]=I;f[a+3256>>2]=J;f[a+3288>>2]=K;f[a+3568>>2]=v;f[a+3592>>2]=z;f[a+3600>>2]=y}
+function a5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(32)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;b5a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function b5a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){c5a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;c5a(a,b);return}function c5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function d5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0,D=0.0,E=0,F=0.0,G=0,H=0.0,I=0.0,J=0.0;o=u;u=u+16|0;n=o;q=+sqb(b);m=q<+sqb(a);q=+sqb(c);d=q<+sqb(b);if(!m){if(!d){c=0;u=o;return c|0}l=b+8|0;m=b+16|0;I=+p[b>>3];H=+p[l>>3];F=+p[m>>3];d=b+24|0;e=b+32|0;g=b+40|0;D=+p[d>>3];B=+p[e>>3];z=+p[g>>3];h=b+48|0;i=b+56|0;j=b+64|0;x=+p[h>>3];v=+p[i>>3];q=+p[j>>3];k=b+72|0;f[n>>2]=f[k>>2];f[n+4>>2]=f[k+4>>2];f[n+8>>2]=f[k+8>>2];J=+p[c>>3];p[c>>3]=I;p[b>>3]=J;G=c+8|0;J=+p[G>>3];p[G>>3]=+p[l>>3];p[l>>3]=J;E=c+16|0;J=+p[E>>3];p[E>>3]=+p[m>>3];p[m>>3]=J;C=c+24|0;J=+p[C>>3];p[C>>3]=+p[d>>3];p[d>>3]=J;A=c+32|0;J=+p[A>>3];p[A>>3]=+p[e>>3];p[e>>3]=J;y=c+40|0;J=+p[y>>3];p[y>>3]=+p[g>>3];p[g>>3]=J;w=c+48|0;J=+p[w>>3];p[w>>3]=+p[h>>3];p[h>>3]=J;t=c+56|0;p[i>>3]=+p[t>>3];s=c+64|0;p[j>>3]=+p[s>>3];r=c+72|0;f[k>>2]=f[r>>2];f[k+4>>2]=f[r+4>>2];f[k+8>>2]=f[r+8>>2];p[c>>3]=I;p[G>>3]=H;p[E>>3]=F;p[C>>3]=D;p[A>>3]=B;p[y>>3]=z;p[w>>3]=x;p[t>>3]=v;p[s>>3]=q;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];q=+sqb(b);if(!(q<+sqb(a))){G=1;u=o;return G|0}r=a+8|0;s=a+16|0;v=+p[a>>3];x=+p[r>>3];z=+p[s>>3];t=a+24|0;w=a+32|0;y=a+40|0;B=+p[t>>3];D=+p[w>>3];F=+p[y>>3];A=a+48|0;C=a+56|0;E=a+64|0;H=+p[A>>3];I=+p[C>>3];J=+p[E>>3];G=a+72|0;f[n>>2]=f[G>>2];f[n+4>>2]=f[G+4>>2];f[n+8>>2]=f[G+8>>2];q=+p[b>>3];p[b>>3]=v;p[a>>3]=q;q=+p[l>>3];p[l>>3]=+p[r>>3];p[r>>3]=q;q=+p[m>>3];p[m>>3]=+p[s>>3];p[s>>3]=q;q=+p[d>>3];p[d>>3]=+p[t>>3];p[t>>3]=q;q=+p[e>>3];p[e>>3]=+p[w>>3];p[w>>3]=q;q=+p[g>>3];p[g>>3]=+p[y>>3];p[y>>3]=q;q=+p[h>>3];p[h>>3]=+p[A>>3];p[A>>3]=q;p[C>>3]=+p[i>>3];p[E>>3]=+p[j>>3];f[G>>2]=f[k>>2];f[G+4>>2]=f[k+4>>2];f[G+8>>2]=f[k+8>>2];p[b>>3]=v;p[l>>3]=x;p[m>>3]=z;p[d>>3]=B;p[e>>3]=D;p[g>>3]=F;p[h>>3]=H;p[i>>3]=I;p[j>>3]=J;f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];G=2;u=o;return G|0}if(d){s=a+8|0;t=a+16|0;v=+p[a>>3];x=+p[s>>3];z=+p[t>>3];w=a+24|0;y=a+32|0;A=a+40|0;B=+p[w>>3];D=+p[y>>3];F=+p[A>>3];C=a+48|0;E=a+56|0;G=a+64|0;H=+p[C>>3];I=+p[E>>3];J=+p[G>>3];b=a+72|0;f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2];q=+p[c>>3];p[c>>3]=v;p[a>>3]=q;r=c+8|0;q=+p[r>>3];p[r>>3]=+p[s>>3];p[s>>3]=q;s=c+16|0;q=+p[s>>3];p[s>>3]=+p[t>>3];p[t>>3]=q;t=c+24|0;q=+p[t>>3];p[t>>3]=+p[w>>3];p[w>>3]=q;w=c+32|0;q=+p[w>>3];p[w>>3]=+p[y>>3];p[y>>3]=q;y=c+40|0;q=+p[y>>3];p[y>>3]=+p[A>>3];p[A>>3]=q;A=c+48|0;q=+p[A>>3];p[A>>3]=+p[C>>3];p[C>>3]=q;C=c+56|0;p[E>>3]=+p[C>>3];E=c+64|0;p[G>>3]=+p[E>>3];G=c+72|0;f[b>>2]=f[G>>2];f[b+4>>2]=f[G+4>>2];f[b+8>>2]=f[G+8>>2];p[c>>3]=v;p[r>>3]=x;p[s>>3]=z;p[t>>3]=B;p[w>>3]=D;p[y>>3]=F;p[A>>3]=H;p[C>>3]=I;p[E>>3]=J;f[G>>2]=f[n>>2];f[G+4>>2]=f[n+4>>2];f[G+8>>2]=f[n+8>>2];G=1;u=o;return G|0}e=a+8|0;g=a+16|0;v=+p[a>>3];x=+p[e>>3];z=+p[g>>3];h=a+24|0;i=a+32|0;j=a+40|0;B=+p[h>>3];D=+p[i>>3];F=+p[j>>3];k=a+48|0;l=a+56|0;m=a+64|0;H=+p[k>>3];I=+p[l>>3];J=+p[m>>3];G=a+72|0;f[n>>2]=f[G>>2];f[n+4>>2]=f[G+4>>2];f[n+8>>2]=f[G+8>>2];q=+p[b>>3];p[b>>3]=v;p[a>>3]=q;d=b+8|0;q=+p[d>>3];p[d>>3]=+p[e>>3];p[e>>3]=q;e=b+16|0;q=+p[e>>3];p[e>>3]=+p[g>>3];p[g>>3]=q;g=b+24|0;q=+p[g>>3];p[g>>3]=+p[h>>3];p[h>>3]=q;h=b+32|0;q=+p[h>>3];p[h>>3]=+p[i>>3];p[i>>3]=q;i=b+40|0;q=+p[i>>3];p[i>>3]=+p[j>>3];p[j>>3]=q;j=b+48|0;q=+p[j>>3];p[j>>3]=+p[k>>3];p[k>>3]=q;k=b+56|0;p[l>>3]=+p[k>>3];l=b+64|0;p[m>>3]=+p[l>>3];m=b+72|0;f[G>>2]=f[m>>2];f[G+4>>2]=f[m+4>>2];f[G+8>>2]=f[m+8>>2];p[b>>3]=v;p[d>>3]=x;p[e>>3]=z;p[g>>3]=B;p[h>>3]=D;p[i>>3]=F;p[j>>3]=H;p[k>>3]=I;p[l>>3]=J;f[m>>2]=f[n>>2];f[m+4>>2]=f[n+4>>2];f[m+8>>2]=f[n+8>>2];J=+sqb(c);if(!(J<+sqb(b))){G=1;u=o;return G|0}v=+p[b>>3];x=+p[d>>3];z=+p[e>>3];B=+p[g>>3];D=+p[h>>3];F=+p[i>>3];H=+p[j>>3];I=+p[k>>3];J=+p[l>>3];f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];q=+p[c>>3];p[c>>3]=v;p[b>>3]=q;r=c+8|0;q=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=q;s=c+16|0;q=+p[s>>3];p[s>>3]=+p[e>>3];p[e>>3]=q;t=c+24|0;q=+p[t>>3];p[t>>3]=+p[g>>3];p[g>>3]=q;w=c+32|0;q=+p[w>>3];p[w>>3]=+p[h>>3];p[h>>3]=q;y=c+40|0;q=+p[y>>3];p[y>>3]=+p[i>>3];p[i>>3]=q;A=c+48|0;q=+p[A>>3];p[A>>3]=+p[j>>3];p[j>>3]=q;C=c+56|0;p[k>>3]=+p[C>>3];E=c+64|0;p[l>>3]=+p[E>>3];G=c+72|0;f[m>>2]=f[G>>2];f[m+4>>2]=f[G+4>>2];f[m+8>>2]=f[G+8>>2];p[c>>3]=v;p[r>>3]=x;p[s>>3]=z;p[t>>3]=B;p[w>>3]=D;p[y>>3]=F;p[A>>3]=H;p[C>>3]=I;p[E>>3]=J;f[G>>2]=f[n>>2];f[G+4>>2]=f[n+4>>2];f[G+8>>2]=f[n+8>>2];G=2;u=o;return G|0}function e5a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0.0,K=0.0,L=0.0;A=u;u=u+16|0;z=A;y=d5a(a,b,c,e)|0;B=+sqb(d);if(!(B<+sqb(c))){c=y;u=A;return c|0}w=c+8|0;x=c+16|0;K=+p[c>>3];J=+p[w>>3];H=+p[x>>3];n=c+24|0;o=c+32|0;q=c+40|0;G=+p[n>>3];F=+p[o>>3];E=+p[q>>3];r=c+48|0;s=c+56|0;t=c+64|0;D=+p[r>>3];C=+p[s>>3];B=+p[t>>3];v=c+72|0;f[z>>2]=f[v>>2];f[z+4>>2]=f[v+4>>2];f[z+8>>2]=f[v+8>>2];L=+p[d>>3];p[d>>3]=K;p[c>>3]=L;I=d+8|0;L=+p[I>>3];p[I>>3]=+p[w>>3];p[w>>3]=L;e=d+16|0;L=+p[e>>3];p[e>>3]=+p[x>>3];p[x>>3]=L;g=d+24|0;L=+p[g>>3];p[g>>3]=+p[n>>3];p[n>>3]=L;h=d+32|0;L=+p[h>>3];p[h>>3]=+p[o>>3];p[o>>3]=L;i=d+40|0;L=+p[i>>3];p[i>>3]=+p[q>>3];p[q>>3]=L;j=d+48|0;L=+p[j>>3];p[j>>3]=+p[r>>3];p[r>>3]=L;k=d+56|0;p[s>>3]=+p[k>>3];l=d+64|0;p[t>>3]=+p[l>>3];m=d+72|0;f[v>>2]=f[m>>2];f[v+4>>2]=f[m+4>>2];f[v+8>>2]=f[m+8>>2];p[d>>3]=K;p[I>>3]=J;p[e>>3]=H;p[g>>3]=G;p[h>>3]=F;p[i>>3]=E;p[j>>3]=D;p[k>>3]=C;p[l>>3]=B;f[m>>2]=f[z>>2];f[m+4>>2]=f[z+4>>2];f[m+8>>2]=f[z+8>>2];B=+sqb(c);if(!(B<+sqb(b))){I=y+1|0;u=A;return I|0}l=b+8|0;m=b+16|0;C=+p[b>>3];D=+p[l>>3];E=+p[m>>3];e=b+24|0;d=b+32|0;g=b+40|0;F=+p[e>>3];G=+p[d>>3];H=+p[g>>3];h=b+48|0;i=b+56|0;j=b+64|0;J=+p[h>>3];K=+p[i>>3];L=+p[j>>3];k=b+72|0;f[z>>2]=f[k>>2];f[z+4>>2]=f[k+4>>2];f[z+8>>2]=f[k+8>>2];B=+p[c>>3];p[c>>3]=C;p[b>>3]=B;B=+p[w>>3];p[w>>3]=+p[l>>3];p[l>>3]=B;B=+p[x>>3];p[x>>3]=+p[m>>3];p[m>>3]=B;B=+p[n>>3];p[n>>3]=+p[e>>3];p[e>>3]=B;B=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=B;B=+p[q>>3];p[q>>3]=+p[g>>3];p[g>>3]=B;B=+p[r>>3];p[r>>3]=+p[h>>3];p[h>>3]=B;p[i>>3]=+p[s>>3];p[j>>3]=+p[t>>3];f[k>>2]=f[v>>2];f[k+4>>2]=f[v+4>>2];f[k+8>>2]=f[v+8>>2];p[c>>3]=C;p[w>>3]=D;p[x>>3]=E;p[n>>3]=F;p[o>>3]=G;p[q>>3]=H;p[r>>3]=J;p[s>>3]=K;p[t>>3]=L;f[v>>2]=f[z>>2];f[v+4>>2]=f[z+4>>2];f[v+8>>2]=f[z+8>>2];L=+sqb(b);if(!(L<+sqb(a))){I=y+2|0;u=A;return I|0}q=a+8|0;r=a+16|0;C=+p[a>>3];D=+p[q>>3];E=+p[r>>3];s=a+24|0;t=a+32|0;v=a+40|0;F=+p[s>>3];G=+p[t>>3];H=+p[v>>3];w=a+48|0;x=a+56|0;c=a+64|0;J=+p[w>>3];K=+p[x>>3];L=+p[c>>3];I=a+72|0;f[z>>2]=f[I>>2];f[z+4>>2]=f[I+4>>2];f[z+8>>2]=f[I+8>>2];B=+p[b>>3];p[b>>3]=C;p[a>>3]=B;B=+p[l>>3];p[l>>3]=+p[q>>3];p[q>>3]=B;B=+p[m>>3];p[m>>3]=+p[r>>3];p[r>>3]=B;B=+p[e>>3];p[e>>3]=+p[s>>3];p[s>>3]=B;B=+p[d>>3];p[d>>3]=+p[t>>3];p[t>>3]=B;B=+p[g>>3];p[g>>3]=+p[v>>3];p[v>>3]=B;B=+p[h>>3];p[h>>3]=+p[w>>3];p[w>>3]=B;p[x>>3]=+p[i>>3];p[c>>3]=+p[j>>3];f[I>>2]=f[k>>2];f[I+4>>2]=f[k+4>>2];f[I+8>>2]=f[k+8>>2];p[b>>3]=C;p[l>>3]=D;p[m>>3]=E;p[e>>3]=F;p[d>>3]=G;p[g>>3]=H;p[h>>3]=J;p[i>>3]=K;p[j>>3]=L;f[k>>2]=f[z>>2];f[k+4>>2]=f[z+4>>2];f[k+8>>2]=f[z+8>>2];I=y+3|0;u=A;return I|0}function f5a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0;C=u;u=u+16|0;B=C;A=e5a(a,b,c,d,g)|0;D=+sqb(e);if(!(D<+sqb(d))){c=A;u=C;return c|0}n=d+8|0;o=d+16|0;L=+p[d>>3];K=+p[n>>3];J=+p[o>>3];g=d+24|0;h=d+32|0;i=d+40|0;I=+p[g>>3];H=+p[h>>3];G=+p[i>>3];j=d+48|0;k=d+56|0;l=d+64|0;F=+p[j>>3];E=+p[k>>3];D=+p[l>>3];m=d+72|0;f[B>>2]=f[m>>2];f[B+4>>2]=f[m+4>>2];f[B+8>>2]=f[m+8>>2];M=+p[e>>3];p[e>>3]=L;p[d>>3]=M;q=e+8|0;M=+p[q>>3];p[q>>3]=+p[n>>3];p[n>>3]=M;r=e+16|0;M=+p[r>>3];p[r>>3]=+p[o>>3];p[o>>3]=M;s=e+24|0;M=+p[s>>3];p[s>>3]=+p[g>>3];p[g>>3]=M;t=e+32|0;M=+p[t>>3];p[t>>3]=+p[h>>3];p[h>>3]=M;v=e+40|0;M=+p[v>>3];p[v>>3]=+p[i>>3];p[i>>3]=M;w=e+48|0;M=+p[w>>3];p[w>>3]=+p[j>>3];p[j>>3]=M;x=e+56|0;p[k>>3]=+p[x>>3];y=e+64|0;p[l>>3]=+p[y>>3];z=e+72|0;f[m>>2]=f[z>>2];f[m+4>>2]=f[z+4>>2];f[m+8>>2]=f[z+8>>2];p[e>>3]=L;p[q>>3]=K;p[r>>3]=J;p[s>>3]=I;p[t>>3]=H;p[v>>3]=G;p[w>>3]=F;p[x>>3]=E;p[y>>3]=D;f[z>>2]=f[B>>2];f[z+4>>2]=f[B+4>>2];f[z+8>>2]=f[B+8>>2];D=+sqb(d);if(!(D<+sqb(c))){c=A+1|0;u=C;return c|0}y=c+8|0;z=c+16|0;E=+p[c>>3];F=+p[y>>3];G=+p[z>>3];q=c+24|0;r=c+32|0;s=c+40|0;H=+p[q>>3];I=+p[r>>3];J=+p[s>>3];t=c+48|0;v=c+56|0;w=c+64|0;K=+p[t>>3];L=+p[v>>3];M=+p[w>>3];x=c+72|0;f[B>>2]=f[x>>2];f[B+4>>2]=f[x+4>>2];f[B+8>>2]=f[x+8>>2];D=+p[d>>3];p[d>>3]=E;p[c>>3]=D;D=+p[n>>3];p[n>>3]=+p[y>>3];p[y>>3]=D;D=+p[o>>3];p[o>>3]=+p[z>>3];p[z>>3]=D;D=+p[g>>3];p[g>>3]=+p[q>>3];p[q>>3]=D;D=+p[h>>3];p[h>>3]=+p[r>>3];p[r>>3]=D;D=+p[i>>3];p[i>>3]=+p[s>>3];p[s>>3]=D;D=+p[j>>3];p[j>>3]=+p[t>>3];p[t>>3]=D;p[v>>3]=+p[k>>3];p[w>>3]=+p[l>>3];f[x>>2]=f[m>>2];f[x+4>>2]=f[m+4>>2];f[x+8>>2]=f[m+8>>2];p[d>>3]=E;p[n>>3]=F;p[o>>3]=G;p[g>>3]=H;p[h>>3]=I;p[i>>3]=J;p[j>>3]=K;p[k>>3]=L;p[l>>3]=M;f[m>>2]=f[B>>2];f[m+4>>2]=f[B+4>>2];f[m+8>>2]=f[B+8>>2];M=+sqb(c);if(!(M<+sqb(b))){c=A+2|0;u=C;return c|0}m=b+8|0;n=b+16|0;E=+p[b>>3];F=+p[m>>3];G=+p[n>>3];g=b+24|0;e=b+32|0;h=b+40|0;H=+p[g>>3];I=+p[e>>3];J=+p[h>>3];i=b+48|0;j=b+56|0;k=b+64|0;K=+p[i>>3];L=+p[j>>3];M=+p[k>>3];l=b+72|0;f[B>>2]=f[l>>2];f[B+4>>2]=f[l+4>>2];f[B+8>>2]=f[l+8>>2];D=+p[c>>3];p[c>>3]=E;p[b>>3]=D;D=+p[y>>3];p[y>>3]=+p[m>>3];p[m>>3]=D;D=+p[z>>3];p[z>>3]=+p[n>>3];p[n>>3]=D;D=+p[q>>3];p[q>>3]=+p[g>>3];p[g>>3]=D;D=+p[r>>3];p[r>>3]=+p[e>>3];p[e>>3]=D;D=+p[s>>3];p[s>>3]=+p[h>>3];p[h>>3]=D;D=+p[t>>3];p[t>>3]=+p[i>>3];p[i>>3]=D;p[j>>3]=+p[v>>3];p[k>>3]=+p[w>>3];f[l>>2]=f[x>>2];f[l+4>>2]=f[x+4>>2];f[l+8>>2]=f[x+8>>2];p[c>>3]=E;p[y>>3]=F;p[z>>3]=G;p[q>>3]=H;p[r>>3]=I;p[s>>3]=J;p[t>>3]=K;p[v>>3]=L;p[w>>3]=M;f[x>>2]=f[B>>2];f[x+4>>2]=f[B+4>>2];f[x+8>>2]=f[B+8>>2];M=+sqb(b);if(!(M<+sqb(a))){c=A+3|0;u=C;return c|0}r=a+8|0;s=a+16|0;E=+p[a>>3];F=+p[r>>3];G=+p[s>>3];t=a+24|0;v=a+32|0;w=a+40|0;H=+p[t>>3];I=+p[v>>3];J=+p[w>>3];x=a+48|0;y=a+56|0;z=a+64|0;K=+p[x>>3];L=+p[y>>3];M=+p[z>>3];c=a+72|0;f[B>>2]=f[c>>2];f[B+4>>2]=f[c+4>>2];f[B+8>>2]=f[c+8>>2];D=+p[b>>3];p[b>>3]=E;p[a>>3]=D;D=+p[m>>3];p[m>>3]=+p[r>>3];p[r>>3]=D;D=+p[n>>3];p[n>>3]=+p[s>>3];p[s>>3]=D;D=+p[g>>3];p[g>>3]=+p[t>>3];p[t>>3]=D;D=+p[e>>3];p[e>>3]=+p[v>>3];p[v>>3]=D;D=+p[h>>3];p[h>>3]=+p[w>>3];p[w>>3]=D;D=+p[i>>3];p[i>>3]=+p[x>>3];p[x>>3]=D;p[y>>3]=+p[j>>3];p[z>>3]=+p[k>>3];f[c>>2]=f[l>>2];f[c+4>>2]=f[l+4>>2];f[c+8>>2]=f[l+8>>2];p[b>>3]=E;p[m>>3]=F;p[n>>3]=G;p[g>>3]=H;p[e>>3]=I;p[h>>3]=J;p[i>>3]=K;p[j>>3]=L;p[k>>3]=M;f[l>>2]=f[B>>2];f[l+4>>2]=f[B+4>>2];f[l+8>>2]=f[B+8>>2];c=A+4|0;u=C;return c|0}function g5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;E=u;u=u+96|0;D=E;d=a+176|0;d5a(a,a+88|0,d,c)|0;c=a+264|0;if((c|0)==(b|0)){u=E;return}B=D+8|0;C=D+16|0;r=D+24|0;s=D+32|0;t=D+40|0;v=D+48|0;w=D+56|0;x=D+64|0;y=D+72|0;z=D+24|0;A=D+48|0;q=c;c=d;while(1){e=+sqb(q);if(e<+sqb(c)){f[D>>2]=f[q>>2];f[D+4>>2]=f[q+4>>2];f[D+8>>2]=f[q+8>>2];f[D+12>>2]=f[q+12>>2];f[D+16>>2]=f[q+16>>2];f[D+20>>2]=f[q+20>>2];e=+p[q>>3];p[D>>3]=e;p[B>>3]=+p[q+8>>3];p[C>>3]=+p[q+16>>3];d=q+24|0;f[r>>2]=f[d>>2];f[r+4>>2]=f[d+4>>2];f[r+8>>2]=f[d+8>>2];f[r+12>>2]=f[d+12>>2];f[r+16>>2]=f[d+16>>2];f[r+20>>2]=f[d+20>>2];p[r>>3]=+p[d>>3];p[s>>3]=+p[q+32>>3];p[t>>3]=+p[q+40>>3];d=q+48|0;f[v>>2]=f[d>>2];f[v+4>>2]=f[d+4>>2];f[v+8>>2]=f[d+8>>2];f[v+12>>2]=f[d+12>>2];f[v+16>>2]=f[d+16>>2];f[v+20>>2]=f[d+20>>2];p[v>>3]=+p[d>>3];p[w>>3]=+p[q+56>>3];p[x>>3]=+p[q+64>>3];d=q+72|0;f[y>>2]=f[d>>2];f[y+4>>2]=f[d+4>>2];f[y+8>>2]=f[d+8>>2];d=q;while(1){F=+p[c>>3];p[c>>3]=e;p[d>>3]=F;h=c+8|0;e=+p[h>>3];i=d+8|0;p[h>>3]=+p[i>>3];p[i>>3]=e;i=c+16|0;e=+p[i>>3];j=d+16|0;p[i>>3]=+p[j>>3];p[j>>3]=e;j=c+24|0;e=+p[j>>3];k=d+24|0;p[j>>3]=+p[k>>3];p[k>>3]=e;k=c+32|0;e=+p[k>>3];l=d+32|0;p[k>>3]=+p[l>>3];p[l>>3]=e;l=c+40|0;e=+p[l>>3];m=d+40|0;p[l>>3]=+p[m>>3];p[m>>3]=e;m=c+48|0;e=+p[m>>3];n=d+48|0;p[m>>3]=+p[n>>3];p[n>>3]=e;n=c+56|0;e=+p[n>>3];o=d+56|0;p[n>>3]=+p[o>>3];p[o>>3]=e;o=c+64|0;e=+p[o>>3];g=d+64|0;p[o>>3]=+p[g>>3];p[g>>3]=e;g=d+72|0;d=c+72|0;f[g>>2]=f[d>>2];f[g+4>>2]=f[d+4>>2];f[g+8>>2]=f[d+8>>2];if((c|0)==(a|0))break;g=c+-88|0;F=+sqb(D);if(!(F<+sqb(g)))break;e=+p[c>>3];d=c;c=g}F=+p[D>>3];p[D>>3]=+p[c>>3];p[c>>3]=F;F=+p[B>>3];p[B>>3]=+p[h>>3];p[h>>3]=F;F=+p[C>>3];p[C>>3]=+p[i>>3];p[i>>3]=F;F=+p[z>>3];p[z>>3]=+p[j>>3];p[j>>3]=F;F=+p[s>>3];p[s>>3]=+p[k>>3];p[k>>3]=F;F=+p[t>>3];p[t>>3]=+p[l>>3];p[l>>3]=F;F=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=F;F=+p[w>>3];p[w>>3]=+p[n>>3];p[n>>3]=F;F=+p[x>>3];p[x>>3]=+p[o>>3];p[o>>3]=F;f[d>>2]=f[y>>2];f[d+4>>2]=f[y+4>>2];f[d+8>>2]=f[y+8>>2]}c=q+88|0;if((c|0)==(b|0))break;else{o=q;q=c;c=o}}u=E;return}function h5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0;F=u;u=u+96|0;E=F;switch((b-a|0)/88|0|0){case 2:{c=b+-88|0;if(!(+sqb(c)<+sqb(a))){b=1;u=F;return b|0}y=a+8|0;z=a+16|0;N=+p[a>>3];M=+p[y>>3];L=+p[z>>3];A=a+24|0;B=a+32|0;C=a+40|0;K=+p[A>>3];J=+p[B>>3];I=+p[C>>3];D=a+48|0;t=a+56|0;v=a+64|0;H=+p[D>>3];G=+p[t>>3];e=+p[v>>3];w=a+72|0;f[E>>2]=f[w>>2];f[E+4>>2]=f[w+4>>2];f[E+8>>2]=f[w+8>>2];O=+p[c>>3];p[c>>3]=N;p[a>>3]=O;x=b+-80|0;O=+p[x>>3];p[x>>3]=+p[y>>3];p[y>>3]=O;y=b+-72|0;O=+p[y>>3];p[y>>3]=+p[z>>3];p[z>>3]=O;z=b+-64|0;O=+p[z>>3];p[z>>3]=+p[A>>3];p[A>>3]=O;A=b+-56|0;O=+p[A>>3];p[A>>3]=+p[B>>3];p[B>>3]=O;B=b+-48|0;O=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=O;C=b+-40|0;O=+p[C>>3];p[C>>3]=+p[D>>3];p[D>>3]=O;D=b+-32|0;p[t>>3]=+p[D>>3];a=b+-24|0;p[v>>3]=+p[a>>3];b=b+-16|0;f[w>>2]=f[b>>2];f[w+4>>2]=f[b+4>>2];f[w+8>>2]=f[b+8>>2];p[c>>3]=N;p[x>>3]=M;p[y>>3]=L;p[z>>3]=K;p[A>>3]=J;p[B>>3]=I;p[C>>3]=H;p[D>>3]=G;p[a>>3]=e;f[b>>2]=f[E>>2];f[b+4>>2]=f[E+4>>2];f[b+8>>2]=f[E+8>>2];b=1;u=F;return b|0}case 3:{d5a(a,a+88|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 4:{e5a(a,a+88|0,a+176|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 5:{f5a(a,a+88|0,a+176|0,a+264|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 1:case 0:{b=1;u=F;return b|0}default:{d=a+176|0;d5a(a,a+88|0,d,c)|0;c=a+264|0;a:do if((c|0)==(b|0)){d=1;c=0}else{s=E+8|0;t=E+16|0;v=E+24|0;w=E+32|0;x=E+40|0;y=E+48|0;z=E+56|0;A=E+64|0;B=E+72|0;C=E+24|0;D=E+48|0;r=c;c=0;while(1){O=+sqb(r);if(O<+sqb(d)){f[E>>2]=f[r>>2];f[E+4>>2]=f[r+4>>2];f[E+8>>2]=f[r+8>>2];f[E+12>>2]=f[r+12>>2];f[E+16>>2]=f[r+16>>2];f[E+20>>2]=f[r+20>>2];e=+p[r>>3];p[E>>3]=e;p[s>>3]=+p[r+8>>3];p[t>>3]=+p[r+16>>3];g=r+24|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[v+16>>2]=f[g+16>>2];f[v+20>>2]=f[g+20>>2];p[v>>3]=+p[g>>3];p[w>>3]=+p[r+32>>3];p[x>>3]=+p[r+40>>3];g=r+48|0;f[y>>2]=f[g>>2];f[y+4>>2]=f[g+4>>2];f[y+8>>2]=f[g+8>>2];f[y+12>>2]=f[g+12>>2];f[y+16>>2]=f[g+16>>2];f[y+20>>2]=f[g+20>>2];p[y>>3]=+p[g>>3];p[z>>3]=+p[r+56>>3];p[A>>3]=+p[r+64>>3];g=r+72|0;f[B>>2]=f[g>>2];f[B+4>>2]=f[g+4>>2];f[B+8>>2]=f[g+8>>2];g=r;while(1){O=+p[d>>3];p[d>>3]=e;p[g>>3]=O;n=d+8|0;O=+p[n>>3];o=g+8|0;p[n>>3]=+p[o>>3];p[o>>3]=O;o=d+16|0;O=+p[o>>3];q=g+16|0;p[o>>3]=+p[q>>3];p[q>>3]=O;q=d+24|0;O=+p[q>>3];i=g+24|0;p[q>>3]=+p[i>>3];p[i>>3]=O;i=d+32|0;O=+p[i>>3];j=g+32|0;p[i>>3]=+p[j>>3];p[j>>3]=O;j=d+40|0;O=+p[j>>3];k=g+40|0;p[j>>3]=+p[k>>3];p[k>>3]=O;k=d+48|0;O=+p[k>>3];l=g+48|0;p[k>>3]=+p[l>>3];p[l>>3]=O;l=d+56|0;O=+p[l>>3];m=g+56|0;p[l>>3]=+p[m>>3];p[m>>3]=O;m=d+64|0;O=+p[m>>3];h=g+64|0;p[m>>3]=+p[h>>3];p[h>>3]=O;h=g+72|0;g=d+72|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];if((d|0)==(a|0))break;h=d+-88|0;O=+sqb(E);if(!(O<+sqb(h)))break;e=+p[d>>3];g=d;d=h}O=+p[E>>3];p[E>>3]=+p[d>>3];p[d>>3]=O;O=+p[s>>3];p[s>>3]=+p[n>>3];p[n>>3]=O;O=+p[t>>3];p[t>>3]=+p[o>>3];p[o>>3]=O;O=+p[C>>3];p[C>>3]=+p[q>>3];p[q>>3]=O;O=+p[w>>3];p[w>>3]=+p[i>>3];p[i>>3]=O;O=+p[x>>3];p[x>>3]=+p[j>>3];p[j>>3]=O;O=+p[D>>3];p[D>>3]=+p[k>>3];p[k>>3]=O;O=+p[z>>3];p[z>>3]=+p[l>>3];p[l>>3]=O;O=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=O;f[g>>2]=f[B>>2];f[g+4>>2]=f[B+4>>2];f[g+8>>2]=f[B+8>>2];c=c+1|0;if((c|0)==8){d=0;c=(r+88|0)==(b|0);break a}}d=r+88|0;if((d|0)==(b|0)){d=1;c=0;break}else{q=r;r=d;d=q}}}while(0);b=c|d;u=F;return b|0}}return 0}function i5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>511){f[b>>2]=c+-512;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;j5a(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;k5a(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;l5a(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function j5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function k5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function l5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function m5a(a){a=a|0;sOb(a);return}function n5a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=39880;f[b+4>>2]=f[a+4>>2];return b|0}function o5a(a,b){a=a|0;b=b|0;f[b>>2]=39880;f[b+4>>2]=f[a+4>>2];return}function p5a(a){a=a|0;return}function q5a(a){a=a|0;sOb(a);return}function r5a(a,b){a=a|0;b=b|0;u5a(a+4|0,b);return}function s5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==193767?a+4|0:0)|0}function t5a(a){a=a|0;return 15336}function u5a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0;M=u;u=u+128|0;K=M+32|0;L=M;a=f[a>>2]|0;c=f[b+32>>2]|0;J=f[b+36>>2]|0;if((c|0)==(J|0)){u=M;return}y=a+8|0;z=a+236|0;A=a+248|0;B=a+104|0;C=L+8|0;D=K+16|0;E=L+16|0;F=K+40|0;G=L+24|0;H=K+64|0;I=a+112|0;j=a+240|0;k=L+8|0;l=L+16|0;m=L+24|0;n=L+8|0;o=L+16|0;q=L+24|0;r=L+16|0;s=L+24|0;t=L+16|0;v=L+24|0;w=L+16|0;x=L+24|0;do{T4a(K,c,f[y>>2]|0);if(tqb(K,z,A)|0){a=f[j>>2]|0;g=f[z>>2]|0;h=g;i=a;if((a|0)!=(g|0)){b=(a-g|0)/24|0;d=+p[B>>3];p[L>>3]=d;R=h+16|0;O=+p[R>>3];p[k>>3]=O;Q=h+40|0;e=+p[Q>>3];p[l>>3]=e;a=h+64|0;P=+p[a>>3];p[m>>3]=P;d=O<d?+p[k>>3]:+p[L>>3];d=e<d?+p[r>>3]:d;d=P<d?+p[s>>3]:d;p[B>>3]=d;P=+p[I>>3];p[L>>3]=P;e=+p[R>>3];p[n>>3]=e;O=+p[Q>>3];p[o>>3]=O;N=+p[a>>3];p[q>>3]=N;e=P<e?e:+p[L>>3];e=e<O?+p[t>>3]:e;e=e<N?+p[v>>3]:e;p[I>>3]=e;if(b>>>0>3){a=3;do{R=h+(a*24|0)|0;p[L>>3]=d;S=h+(a*24|0)+16|0;P=+p[S>>3];p[k>>3]=P;Q=R+24+16|0;O=+p[Q>>3];p[l>>3]=O;R=R+48+16|0;N=+p[R>>3];p[m>>3]=N;P=P<d?+p[k>>3]:+p[L>>3];P=O<P?+p[r>>3]:P;d=N<P?+p[s>>3]:P;p[B>>3]=d;p[L>>3]=e;P=+p[S>>3];p[n>>3]=P;N=+p[Q>>3];p[o>>3]=N;O=+p[R>>3];p[q>>3]=O;P=e<P?P:+p[L>>3];P=P<N?+p[t>>3]:P;e=P<O?+p[v>>3]:P;p[I>>3]=e;a=a+3|0}while(a>>>0<b>>>0);a=g}else a=g}if((i|0)!=(h|0))f[j>>2]=i+(~(((i+-24-a|0)>>>0)/24|0)*24|0)}else{P=+p[B>>3];p[L>>3]=P;e=+p[D>>3];p[C>>3]=e;N=+p[F>>3];p[E>>3]=N;O=+p[H>>3];p[G>>3]=O;P=e<P?e:+p[L>>3];P=N<P?+p[w>>3]:P;p[B>>3]=O<P?+p[x>>3]:P;P=+p[I>>3];P=P<e?e:P;P=P<N?N:P;p[I>>3]=P<O?O:P}c=c+88|0}while((c|0)!=(J|0));u=M;return}function v5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+8|0;h=f[a>>2]|0;j=a+4|0;c=f[j>>2]|0;e=c-h|0;g=(e|0)/12|0;d=h;if((((f[i>>2]|0)-h|0)/12|0)>>>0<=g>>>0)return;do if(!e)b=0;else if(g>>>0>357913941)vd();else{b=pOb(e)|0;break}while(0);b=b+(g*12|0)|0;g=b;if((c|0)==(d|0))e=g;else{e=g;do{h=b+-12|0;k=c;c=c+-12|0;f[h>>2]=0;l=b+-8|0;f[l>>2]=0;f[b+-4>>2]=0;f[h>>2]=f[c>>2];h=k+-8|0;f[l>>2]=f[h>>2];k=k+-4|0;f[b+-4>>2]=f[k>>2];f[k>>2]=0;f[h>>2]=0;f[c>>2]=0;b=e+-12|0;e=b}while((c|0)!=(d|0));h=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=e;f[j>>2]=g;f[i>>2]=g;g=h;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!h)return;sOb(h);return}function w5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;j=f[a>>2]|0;i=(e-j|0)/12|0;b=i+1|0;d=j;if(b>>>0>357913941)AMb(a);m=a+8|0;k=((f[m>>2]|0)-j|0)/12|0;g=k<<1;g=k>>>0<178956970?(g>>>0<b>>>0?b:g):357913941;do if(!g)h=0;else if(g>>>0>357913941)vd();else{h=pOb(g*12|0)|0;break}while(0);b=h+(i*12|0)|0;c=b;k=h+(g*12|0)|0;f[b>>2]=0;f[h+(i*12|0)+4>>2]=0;f[h+(i*12|0)+8>>2]=0;g=b+12|0;if((e|0)!=(d|0)){do{j=b+-12|0;i=e;e=e+-12|0;f[j>>2]=0;h=b+-8|0;f[h>>2]=0;f[b+-4>>2]=0;f[j>>2]=f[e>>2];j=i+-8|0;f[h>>2]=f[j>>2];i=i+-4|0;f[b+-4>>2]=f[i>>2];f[i>>2]=0;f[j>>2]=0;f[e>>2]=0;b=c+-12|0;c=b}while((e|0)!=(d|0));j=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=c;f[l>>2]=g;f[m>>2]=k;g=j;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!j)return;sOb(j);return}function x5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;i=f[k>>2]|0;m=f[a>>2]|0;d=i-m>>5;b=d+1|0;j=m;if(b>>>0>134217727)AMb(a);l=a+8|0;h=(f[l>>2]|0)-m|0;c=h>>4;c=h>>5>>>0<67108863?(c>>>0<b>>>0?b:c):134217727;do if(!c)e=0;else if(c>>>0>134217727)vd();else{e=pOb(c<<5)|0;break}while(0);b=e+(d<<5)|0;g=e+(c<<5)|0;h=b+32|0;if((i|0)!=(j|0)){e=i+-32-m|0;c=i;d=b;while(1){i=c;c=c+-32|0;p[d+-32>>3]=+p[c>>3];p[d+-24>>3]=+p[i+-24>>3];p[d+-16>>3]=+p[i+-16>>3];p[d+-8>>3]=+p[i+-8>>3];if((c|0)==(j|0))break;else d=d+-32|0}b=b+(~(e>>>5)<<5)|0}f[a>>2]=b;f[k>>2]=h;f[l>>2]=g;if(!m)return;sOb(m);return}function y5a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;x=u;u=u+416|0;w=x+80|0;d=x+376|0;s=x+368|0;m=x+392|0;o=x+352|0;t=x+132|0;v=x;l=x+120|0;e=x+104|0;q=x+116|0;wqb(d);i=+n[d+8>>2];z=i-+n[d>>2];n[s>>2]=z;j=+n[d+12>>2];y=j-+n[d+4>>2];r=s+4|0;n[r>>2]=y;if(!(!(z<=1.0)&!(y<=1.0))){u=x;return}b[m>>0]=0;b[m+1>>0]=1;Q=m+2|0;P=m+8|0;b[Q>>0]=0;b[Q+1>>0]=0;b[Q+2>>0]=0;b[Q+3>>0]=0;b[Q+4>>0]=0;b[Q+5>>0]=0;Q=m+12|0;b[P>>0]=1;b[P+1>>0]=1;b[P+2>>0]=1;b[P+3>>0]=1;b[Q>>0]=0;b[Q+1>>0]=0;b[Q+2>>0]=0;b[Q+3>>0]=0;n[w>>2]=i+-1.0;n[w+4>>2]=j+-1.0;dkb(t,c,d,w,s,o);f[v>>2]=f[t>>2];Q=v+4|0;f[Q>>2]=f[t+4>>2];P=v+8|0;f[P>>2]=f[t+8>>2];O=v+12|0;n[O>>2]=-+n[t+12>>2];N=v+16|0;f[N>>2]=f[t+16>>2];M=v+20|0;f[M>>2]=f[t+20>>2];L=v+24|0;f[L>>2]=f[t+24>>2];K=v+28|0;n[K>>2]=-+n[t+28>>2];J=v+32|0;f[J>>2]=f[t+32>>2];I=v+36|0;f[I>>2]=f[t+36>>2];H=v+40|0;f[H>>2]=f[t+40>>2];G=v+44|0;n[G>>2]=-+n[t+44>>2];F=v+48|0;f[F>>2]=f[t+48>>2];E=v+52|0;f[E>>2]=f[t+52>>2];D=v+56|0;f[D>>2]=f[t+56>>2];C=v+60|0;n[C>>2]=-+n[t+60>>2];B=v+64|0;f[B>>2]=f[t+64>>2];A=v+68|0;f[A>>2]=f[t+68>>2];d=v+72|0;f[d>>2]=f[t+72>>2];g=v+76|0;n[g>>2]=-+n[t+76>>2];f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;z5a(l,5);h=f[l>>2]|0;f[h>>2]=f[v>>2];f[h+4>>2]=f[Q>>2];f[h+8>>2]=f[P>>2];f[h+12>>2]=f[O>>2];f[h+44>>2]=f[N>>2];f[h+48>>2]=f[M>>2];f[h+52>>2]=f[L>>2];f[h+56>>2]=f[K>>2];f[h+88>>2]=f[J>>2];f[h+92>>2]=f[I>>2];f[h+96>>2]=f[H>>2];f[h+100>>2]=f[G>>2];f[h+132>>2]=f[F>>2];f[h+136>>2]=f[E>>2];f[h+140>>2]=f[D>>2];f[h+144>>2]=f[C>>2];f[h+176>>2]=f[B>>2];f[h+180>>2]=f[A>>2];f[h+184>>2]=f[d>>2];f[h+188>>2]=f[g>>2];A5a(l);B5a(e,l);h=pOb(56)|0;p[w>>3]=+n[o>>2];p[w+8>>3]=+n[o+4>>2];p[w+16>>3]=+n[o+8>>2];Mlb(h,e,w);g=f[e>>2]|0;if(g|0){d=e+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-88-g|0)>>>0)/88|0)*88|0);sOb(g)}g=okb(m,c,5,v,o)|0;d=f[l>>2]|0;if(d|0){e=f[k>>2]|0;if((e|0)!=(d|0))f[k>>2]=e+(~(((e+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}C5a(w,0,c,g);bjb(o,c,0,0,0);f[q>>2]=h;Skb(t,m,c,o,q);d=f[q>>2]|0;f[q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);p[v>>3]=+n[s>>2];p[v+8>>3]=+n[r>>2];D5a(a,c,t,v,w);Rkb(t);d=f[w>>2]|0;if(d|0){h=w+4|0;e=f[h>>2]|0;if((e|0)!=(d|0)){do{g=e+-8|0;f[h>>2]=g;e=f[e+-4>>2]|0;if(!e)e=g;else{iOb(e);e=f[h>>2]|0}}while((e|0)!=(d|0));d=f[w>>2]|0}sOb(d)}u=x;return}function z5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/44|0)>>>0>=b>>>0){do{d=c+44|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=(f[k>>2]|0)+44|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/44|0;c=e+b|0;if(c>>>0>97612893)AMb(a);g=(g-d|0)/44|0;i=g<<1;c=g>>>0<48806446?(i>>>0<c>>>0?c:i):97612893;do if(!c)h=0;else if(c>>>0>97612893)vd();else{h=pOb(c*44|0)|0;break}while(0);i=h+(e*44|0)|0;g=i;e=h+(c*44|0)|0;c=i;h=g;do{d=c+44|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=h+44|0;h=c;b=b+-1|0}while((b|0)!=0);c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=b;b=b+-44|0;g=d;d=d+-44|0;f[b>>2]=f[d>>2];f[i+-40>>2]=f[g+-40>>2];f[i+-36>>2]=f[g+-36>>2];f[i+-32>>2]=f[g+-32>>2];f[i+-28>>2]=f[g+-28>>2];f[i+-24>>2]=f[g+-24>>2];f[i+-20>>2]=f[g+-20>>2];f[i+-16>>2]=f[g+-16>>2];f[i+-12>>2]=f[g+-12>>2];f[i+-8>>2]=f[g+-8>>2];f[i+-4>>2]=f[g+-4>>2]}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function A5a(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0;d=f[a>>2]|0;b=(f[a+4>>2]|0)-d|0;c=(b|0)/44|0;b=(b|0)==0;if(b)return;else a=0;do{j=d+(a*44|0)+12|0;n[j>>2]=-+n[j>>2];h=+n[d+(a*44|0)>>2];g=+K(+h);n[d+(a*44|0)+16>>2]=g;g=+n[d+(a*44|0)+4>>2];e=+K(+g);n[d+(a*44|0)+20>>2]=e;e=+n[d+(a*44|0)+8>>2];i=+K(+e);n[d+(a*44|0)+24>>2]=i;n[d+(a*44|0)+28>>2]=h>=0.0?1.0:-1.0;n[d+(a*44|0)+32>>2]=g>=0.0?1.0:-1.0;n[d+(a*44|0)+36>>2]=e>=0.0?1.0:-1.0;a=a+1|0}while(a>>>0<c>>>0);if(b)return;else a=0;do{g=+n[d+(a*44|0)>>2];h=+n[d+(a*44|0)+4>>2];i=+n[d+(a*44|0)+8>>2];i=g*g+(h*h+i*i);n[d+(a*44|0)+40>>2]=i==0.0?0.0:1.0/i;a=a+1|0}while(a>>>0<c>>>0);return}function B5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0;q=u;u=u+32|0;d=q+12|0;l=q;c=f[b>>2]|0;k=(f[b+4>>2]|0)-c|0;m=(k|0)/44|0;f[d>>2]=0;o=d+4|0;f[o>>2]=0;f[d+8>>2]=0;k=(k|0)==0;if(k){j=0;e=0;i=0}else{if(m>>>0>268435455)AMb(d);g=pOb(m<<4)|0;f[d>>2]=g;e=g+(m<<4)|0;f[d+8>>2]=e;f[o>>2]=e;b=0;do{f[g+(b<<4)>>2]=f[c+(b*44|0)>>2];f[g+(b<<4)+4>>2]=f[c+(b*44|0)+4>>2];f[g+(b<<4)+8>>2]=f[c+(b*44|0)+8>>2];n[g+(b<<4)+12>>2]=-+n[c+(b*44|0)+12>>2];b=b+1|0}while(b>>>0<m>>>0);j=g;i=g}f[l>>2]=0;d=l+4|0;f[d>>2]=0;f[l+8>>2]=0;if(k){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;N6a(a)}else{if(m>>>0>134217727)AMb(l);g=pOb(m<<5)|0;f[l>>2]=g;h=g+(m<<5)|0;f[l+8>>2]=h;f[d>>2]=h;b=0;do{t=+n[j+(b<<4)+4>>2];s=+n[j+(b<<4)+8>>2];r=+n[j+(b<<4)+12>>2];p[g+(b<<5)>>3]=+n[j+(b<<4)>>2];p[g+(b<<5)+8>>3]=t;p[g+(b<<5)+16>>3]=s;p[g+(b<<5)+24>>3]=r;b=b+1|0}while(b>>>0<m>>>0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;if(!k){M6a(a,m);c=f[a>>2]|0;b=0;do{p[c+(b*88|0)>>3]=+p[g+(b<<5)>>3];p[c+(b*88|0)+8>>3]=+p[g+(b<<5)+8>>3];p[c+(b*88|0)+16>>3]=+p[g+(b<<5)+16>>3];p[c+(b*88|0)+24>>3]=+p[g+(b<<5)+24>>3];b=b+1|0}while((b|0)!=(m|0))}N6a(a);if((h|0)!=(g|0))f[d>>2]=h+(~((h+-32-g|0)>>>5)<<5);sOb(g)}if(!j){u=q;return}if((e|0)!=(j|0))f[o>>2]=e+(~((e+-16-j|0)>>>4)<<4);sOb(i);u=q;return}function C5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o+8|0;k=o;f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;ykb(c,d);m=j+4|0;n=j+8|0;b=pOb(8192)|0;f[j>>2]=b;f[m>>2]=b;f[n>>2]=b+8192;Ckb(c,d,1024,j);b=f[j>>2]|0;e=f[m>>2]|0;if((b|0)!=(e|0)){h=a+8|0;i=k+4|0;g=e;do{if((b|0)!=(g|0)){do{ARa(k,c,b);e=f[l>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){f[e>>2]=f[k>>2];f[e+4>>2]=f[i>>2];f[k>>2]=0;f[i>>2]=0;f[l>>2]=e+8}else{L6a(a,k);e=f[i>>2]|0;if(e|0)iOb(e)}b=b+8|0}while((b|0)!=(g|0));e=f[j>>2]|0;g=f[m>>2]|0;b=e;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-8-e|0)>>>3)<<3)}Ckb(c,d,(f[n>>2]|0)-b>>3,j);b=f[j>>2]|0;g=f[m>>2]|0}while((b|0)!=(g|0))}if(!b){zkb(c,d);u=o;return}sOb(b);zkb(c,d);u=o;return}function D5a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0;V=u;u=u+752|0;U=V+216|0;H=V+184|0;I=V+736|0;i=V+720|0;T=V+704|0;Q=V+692|0;h=V+672|0;j=V+656|0;k=V+648|0;q=V+644|0;R=V+160|0;P=V+136|0;l=V+640|0;O=V+628|0;M=V+616|0;m=V+596|0;o=V+584|0;N=V+112|0;L=V+88|0;K=V+64|0;E=V+24|0;F=V;G=a9a(AQa(c)|0)|0;ojb(U,G,e,0);p[H>>3]=-+p[U+8>>3];A=H+8|0;p[A>>3]=-+p[U+16>>3];B=H+16|0;p[B>>3]=-+p[U+24>>3];C=H+24|0;p[C>>3]=-+p[U+32>>3];U=IAa(G)|0;f[i>>2]=a;f[i+4>>2]=H;f[i+8>>2]=U;f[i+12>>2]=I;f[T>>2]=0;U=T+4|0;f[U>>2]=0;f[T+8>>2]=0;f[Q>>2]=0;S=Q+4|0;f[S>>2]=0;f[Q+8>>2]=0;f[h>>2]=I;f[h+4>>2]=a;f[h+8>>2]=i;f[h+12>>2]=T;f[h+16>>2]=Q;f[j>>2]=a;f[j+4>>2]=I;f[j+8>>2]=H;f[j+12>>2]=h;f[k>>2]=-1;f[q>>2]=-16777216;h=ySa(c)|0;e=f[h+12>>2]|0;h=f[h+16>>2]|0;i=(h|0)==0;if(!i)gOb(h);if(e|0){D=$Cb(+n[e+152>>2]*255.0)|0;z=$Cb(+n[e+156>>2]*255.0)|0;J=$Cb(+n[e+160>>2]*255.0)|0;J=z<<8&65280|D&255|J<<16&16711680|(~~+iQb(+(+n[e+164>>2]*255.0))&255)<<24;f[k>>2]=J}if(!i)iOb(h);h=ySa(c)|0;e=f[h+4>>2]|0;h=f[h+8>>2]|0;i=(h|0)==0;if(!i)gOb(h);if(e|0){D=$Cb(+n[e+152>>2]*255.0)|0;z=$Cb(+n[e+156>>2]*255.0)|0;J=$Cb(+n[e+160>>2]*255.0)|0;J=z<<8&65280|D&255|J<<16&16711680|(~~+iQb(+(+n[e+164>>2]*255.0))&255)<<24;f[q>>2]=J}if(!i)iOb(h);J=R+16|0;f[R>>2]=4e4;f[R+4>>2]=j;f[R+8>>2]=I;f[J>>2]=R;D=P+16|0;f[P>>2]=40044;f[P+4>>2]=k;f[P+8>>2]=j;f[P+12>>2]=I;f[D>>2]=P;f[l>>2]=a;f[O>>2]=0;z=O+4|0;f[z>>2]=0;f[O+8>>2]=0;f[M>>2]=0;y=M+4|0;f[y>>2]=0;f[M+8>>2]=0;f[m>>2]=I;f[m+4>>2]=a;f[m+8>>2]=l;f[m+12>>2]=O;f[m+16>>2]=M;f[o>>2]=H;f[o+4>>2]=a;f[o+8>>2]=m;t=o;x=N+16|0;f[N>>2]=40088;f[N+4>>2]=t;f[x>>2]=N;w=L+16|0;f[L>>2]=40132;f[L+4>>2]=t;f[L+8>>2]=q;f[w>>2]=L;t=K+16|0;f[K>>2]=40176;f[t>>2]=K;v=hjb(c)|0;e=f[g>>2]|0;a=f[g+4>>2]|0;if((e|0)!=(a|0)){l=E+8|0;m=E+16|0;o=E+24|0;q=I+12|0;g=I+4|0;r=I+8|0;s=I+13|0;do{Vib(E,c,G,f[e>>2]|0,0);W=+p[C>>3]+(+p[H>>3]*+p[E>>3]+(+p[A>>3]*+p[l>>3]+ +p[B>>3]*+p[m>>3]));b[q>>0]=(W<0.0?1:W*W<+p[o>>3])&1;k=f[e>>2]|0;i=f[k+96>>2]|0;k=f[(f[(f[k+4>>2]|0)+44>>2]|0)+52>>2]|0;if(!(k&4)){j=i+120|0;h=b[j>>0]|0;if(h&8){BIa(i);h=b[j>>0]|0}if(!(h&1))h=v;else h=ijb(v)|0}else h=0;f[I>>2]=h;h=k&3;f[g>>2]=h;i=f[e>>2]|0;j=f[i+196>>2]|0;if(j&1048576){h=lJa(i)|0;i=f[e>>2]|0;h=f[(f[(f[h>>2]|0)+44>>2]|0)+52>>2]&3;j=f[i+196>>2]|0}f[r>>2]=h;b[s>>0]=j>>>1&1;Qlb(d,i,E,F,R,N,K,P,L)|0;e=e+8|0}while((e|0)!=(a|0))}e=f[t>>2]|0;if((K|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[w>>2]|0;if((L|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[x>>2]|0;if((N|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[M>>2]|0;if(e|0){h=f[y>>2]|0;if((h|0)!=(e|0))f[y>>2]=h+(~(((h+-48-e|0)>>>0)/48|0)*48|0);sOb(e)}e=f[O>>2]|0;if(e|0){h=f[z>>2]|0;if((h|0)!=(e|0))f[z>>2]=h+(~(((h+-48-e|0)>>>0)/48|0)*48|0);sOb(e)}e=f[D>>2]|0;if((P|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[J>>2]|0;if((R|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[Q>>2]|0;if(e|0){h=f[S>>2]|0;if((h|0)!=(e|0))f[S>>2]=h+(~(((h+-72-e|0)>>>0)/72|0)*72|0);sOb(e)}e=f[T>>2]|0;if(!e){u=V;return}h=f[U>>2]|0;if((h|0)!=(e|0))f[U>>2]=h+(~(((h+-72-e|0)>>>0)/72|0)*72|0);sOb(e);u=V;return}function E5a(a){a=a|0;return}function F5a(a){a=a|0;sOb(a);return}function G5a(a){a=a|0;a=pOb(8)|0;f[a>>2]=40176;return a|0}function H5a(a,b){a=a|0;b=b|0;f[b>>2]=40176;return}function I5a(a){a=a|0;return}function J5a(a){a=a|0;sOb(a);return}function K5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function L5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==194869?a+4|0:0)|0}function M5a(a){a=a|0;return 15368}function N5a(a){a=a|0;return}function O5a(a){a=a|0;sOb(a);return}function P5a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=40132;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function Q5a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=40132;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function R5a(a){a=a|0;return}function S5a(a){a=a|0;sOb(a);return}function T5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0;d=u;u=u+16|0;e=d;g=f[a+4>>2]|0;a=f[a+8>>2]|0;b=f[b>>2]|0;j=c+116|0;i=f[j+4>>2]|0;c=e;f[c>>2]=f[j>>2];f[c+4>>2]=i;f[e+8>>2]=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;W5a(g,b,e,1);u=d;return}function U5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==195461?a+4|0:0)|0}function V5a(a){a=a|0;return 15400}function W5a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0;P=u;u=u+192|0;N=P+96|0;O=P+48|0;w=P;h=f[a+4>>2]|0;m=+p[c>>3];o=+p[c+24>>3];g=c+8|0;if(m==o){k=+p[g>>3];l=+p[c+32>>3];if(k==l)if(+p[c+16>>3]==+p[c+40>>3]){u=P;return}}else{k=+p[g>>3];l=+p[c+32>>3]}p[w>>3]=m;t=w+8|0;p[t>>3]=k;V=+p[c+16>>3];v=w+16|0;p[v>>3]=V;s=w+24|0;p[s>>3]=o;x=w+32|0;p[x>>3]=l;Q=+p[c+40>>3];y=w+40|0;p[y>>3]=Q;c=f[a>>2]|0;T=+p[c>>3];S=+p[c+8>>3];R=+p[c+16>>3];U=+p[c+24>>3];j=w+24|0;g=U+(T*m+(S*k+R*V))>=0.0;if(g^U+(T*o+(S*l+R*Q))>=0.0){cCa(N,c,w,j);i=(g^1)&1;V=+p[N>>3];L=w+(i*24|0)|0;p[N>>3]=+p[L>>3];p[L>>3]=V;L=N+8|0;V=+p[L>>3];M=w+(i*24|0)+8|0;p[L>>3]=+p[M>>3];p[M>>3]=V;p[w+(i*24|0)+16>>3]=+p[N+16>>3];i=9}else if(g){d=h+2944|0;f[d>>2]=(f[d>>2]|0)+1}else i=9;a:do if((i|0)==9){M=f[a+8>>2]|0;g=f[M+4>>2]|0;if(!e)if(!(b[(f[M>>2]|0)+13>>0]|0)){q=g+2852|0;r=g+2856|0;if((f[q>>2]|0)!=(f[r>>2]|0)){L=M+12|0;g=f[L>>2]|0;h=f[g>>2]|0;c=g+4|0;a=f[c>>2]|0;if((a|0)==(h|0))n=g;else{f[c>>2]=a+(~(((a+-48-h|0)>>>0)/48|0)*48|0);h=f[L>>2]|0;n=h;h=f[h+4>>2]|0}k=+p[w>>3];p[N>>3]=k;j=N+8|0;p[j>>3]=+p[t>>3];e=N+16|0;p[e>>3]=+p[v>>3];i=N+24|0;p[i>>3]=+p[s>>3];a=N+32|0;p[a>>3]=+p[x>>3];c=N+40|0;p[c>>3]=+p[y>>3];g=n+4|0;if(h>>>0<(f[n+8>>2]|0)>>>0){f[h>>2]=f[N>>2];f[h+4>>2]=f[N+4>>2];f[h+8>>2]=f[N+8>>2];f[h+12>>2]=f[N+12>>2];f[h+16>>2]=f[N+16>>2];f[h+20>>2]=f[N+20>>2];p[h>>3]=k;p[h+8>>3]=+p[j>>3];p[h+16>>3]=+p[e>>3];K=h+24|0;f[K>>2]=f[i>>2];f[K+4>>2]=f[i+4>>2];f[K+8>>2]=f[i+8>>2];f[K+12>>2]=f[i+12>>2];f[K+16>>2]=f[i+16>>2];f[K+20>>2]=f[i+20>>2];p[K>>3]=+p[i>>3];p[h+32>>3]=+p[a>>3];p[h+40>>3]=+p[c>>3];f[g>>2]=(f[g>>2]|0)+48}else X5a(n,N);g=f[q>>2]|0;s=f[r>>2]|0;if((g|0)!=(s|0)){t=M+16|0;v=N+8|0;w=N+16|0;x=N+24|0;y=N+32|0;z=N+40|0;A=N+48|0;B=N+56|0;C=O+8|0;D=N+64|0;E=O+16|0;F=O+24|0;G=N+72|0;H=N+80|0;I=O+32|0;J=N+88|0;K=O+40|0;do{c=f[t>>2]|0;a=f[c>>2]|0;h=c+4|0;i=f[h>>2]|0;if((i|0)!=(a|0)){f[h>>2]=i+(~(((i+-48-a|0)>>>0)/48|0)*48|0);c=f[t>>2]|0}r=f[L>>2]|0;j=f[c>>2]|0;f[c>>2]=f[r>>2];f[r>>2]=j;j=c+4|0;q=r+4|0;n=f[j>>2]|0;f[j>>2]=f[q>>2];f[q>>2]=n;q=c+8|0;c=r+8|0;r=f[q>>2]|0;f[q>>2]=f[c>>2];f[c>>2]=r;c=f[g>>2]|0;r=f[g+4>>2]|0;if((c|0)!=(r|0))do{i=f[t>>2]|0;a=(f[i+4>>2]|0)-(f[i>>2]|0)|0;b:do if(a|0){a=(a|0)/48|0;h=0;while(1){i=f[i>>2]|0;e=i+(h*48|0)|0;switch((S6a(c,e,N,0.0)|0)<<24>>24){case 4:case 2:case 0:{h=h+1|0;break}case 1:{j=f[L>>2]|0;n=j+4|0;q=f[n>>2]|0;if((q|0)==(f[j+8>>2]|0))Y5a(j,e);else{p[q>>3]=+p[e>>3];p[q+8>>3]=+p[i+(h*48|0)+8>>3];p[q+16>>3]=+p[i+(h*48|0)+16>>3];p[q+24>>3]=+p[i+(h*48|0)+24>>3];p[q+32>>3]=+p[i+(h*48|0)+32>>3];p[q+40>>3]=+p[i+(h*48|0)+40>>3];f[n>>2]=q+48}j=f[t>>2]|0;i=(f[j>>2]|0)+(h*48|0)|0;e=i+48|0;j=j+4|0;n=f[j>>2]|0;if((e|0)!=(n|0))do{V=+p[e>>3];p[e>>3]=+p[i>>3];p[i>>3]=V;W=e+8|0;V=+p[W>>3];q=i+8|0;p[W>>3]=+p[q>>3];p[q>>3]=V;q=e+16|0;V=+p[q>>3];W=i+16|0;p[q>>3]=+p[W>>3];p[W>>3]=V;W=e+24|0;V=+p[W>>3];q=i+24|0;p[W>>3]=+p[q>>3];p[q>>3]=V;q=e+32|0;V=+p[q>>3];W=i+32|0;p[q>>3]=+p[W>>3];p[W>>3]=V;W=e+40|0;V=+p[W>>3];q=i+40|0;p[W>>3]=+p[q>>3];p[q>>3]=V;e=e+48|0;i=i+48|0}while((e|0)!=(n|0));if((n|0)!=(i|0))f[j>>2]=n+(~(((n+-48-i|0)>>>0)/48|0)*48|0);a=a+-1|0;break}case 3:{S=+p[v>>3];T=+p[w>>3];U=+p[x>>3];V=+p[y>>3];k=+p[z>>3];p[e>>3]=+p[N>>3];p[i+(h*48|0)+8>>3]=S;p[i+(h*48|0)+16>>3]=T;p[i+(h*48|0)+24>>3]=U;p[i+(h*48|0)+32>>3]=V;p[i+(h*48|0)+40>>3]=k;i=f[L>>2]|0;k=+p[A>>3];p[O>>3]=k;p[C>>3]=+p[B>>3];p[E>>3]=+p[D>>3];p[F>>3]=+p[G>>3];p[I>>3]=+p[H>>3];p[K>>3]=+p[J>>3];e=i+4|0;j=f[e>>2]|0;if(j>>>0<(f[i+8>>2]|0)>>>0){f[j>>2]=f[O>>2];f[j+4>>2]=f[O+4>>2];f[j+8>>2]=f[O+8>>2];f[j+12>>2]=f[O+12>>2];f[j+16>>2]=f[O+16>>2];f[j+20>>2]=f[O+20>>2];p[j>>3]=k;p[j+8>>3]=+p[C>>3];p[j+16>>3]=+p[E>>3];W=j+24|0;f[W>>2]=f[F>>2];f[W+4>>2]=f[F+4>>2];f[W+8>>2]=f[F+8>>2];f[W+12>>2]=f[F+12>>2];f[W+16>>2]=f[F+16>>2];f[W+20>>2]=f[F+20>>2];p[W>>3]=+p[F>>3];p[j+32>>3]=+p[I>>3];p[j+40>>3]=+p[K>>3];f[e>>2]=(f[e>>2]|0)+48}else Z5a(i,O);h=h+1|0;break}default:{}}if(h>>>0>=a>>>0)break b;i=f[t>>2]|0}}while(0);c=c+32|0}while((c|0)!=(r|0));g=g+12|0}while((g|0)!=(s|0))}j=f[L>>2]|0;g=f[j>>2]|0;j=f[j+4>>2]|0;if((g|0)==(j|0))break;e=M+8|0;while(1){c=f[f[e>>2]>>2]|0;a=g+24|0;h=c+2652|0;i=f[h>>2]|0;if(i>>>0<(f[c+2656>>2]|0)>>>0){p[i>>3]=+p[g>>3];p[i+8>>3]=+p[g+8>>3];p[i+16>>3]=+p[g+16>>3];p[i+24>>3]=+p[a>>3];p[i+32>>3]=+p[g+32>>3];p[i+40>>3]=+p[g+40>>3];W=i+48|0;f[W>>2]=f[d>>2];f[W+4>>2]=f[d+4>>2];f[W+8>>2]=f[d+8>>2];f[h>>2]=(f[h>>2]|0)+64}else b4a(c+2648|0,g,a,d);W=c+2940|0;f[W>>2]=(f[W>>2]|0)+1;g=g+48|0;if((g|0)==(j|0))break a}}}g=f[f[M+8>>2]>>2]|0;c=g+2652|0;a=f[c>>2]|0;if(a>>>0<(f[g+2656>>2]|0)>>>0){p[a>>3]=+p[w>>3];p[a+8>>3]=+p[t>>3];p[a+16>>3]=+p[v>>3];p[a+24>>3]=+p[j>>3];p[a+32>>3]=+p[x>>3];p[a+40>>3]=+p[y>>3];W=a+48|0;f[W>>2]=f[d>>2];f[W+4>>2]=f[d+4>>2];f[W+8>>2]=f[d+8>>2];f[c>>2]=(f[c>>2]|0)+64}else b4a(g+2648|0,w,j,d);W=g+2940|0;f[W>>2]=(f[W>>2]|0)+1}while(0);u=P;return}function X5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];e=g+(h*48|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{n=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function Y5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];p[g+(h*48|0)+24>>3]=+p[b+24>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{h=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[h+-40>>3];p[c+-32>>3]=+p[h+-32>>3];p[c+-24>>3]=+p[h+-24>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function Z5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];e=g+(h*48|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{n=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function _5a(a){a=a|0;return}function $5a(a){a=a|0;sOb(a);return}function a6a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=40088;f[b+4>>2]=f[a+4>>2];return b|0}function b6a(a,b){a=a|0;b=b|0;f[b>>2]=40088;f[b+4>>2]=f[a+4>>2];return}function c6a(a){a=a|0;return}function d6a(a){a=a|0;sOb(a);return}function e6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=u;u=u+32|0;l=e+16|0;g=e;a=f[a+4>>2]|0;b=f[b>>2]|0;yqb(l,c,f[d>>2]|0);i=$Cb(+n[l>>2]*255.0)|0;j=$Cb(+n[l+4>>2]*255.0)|0;h=$Cb(+n[l+8>>2]*255.0)|0;d=~~+iQb(+(+n[l+12>>2]*255.0))&255;l=c+116|0;k=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[g+8>>2]=j<<8&65280|i&255|h<<16&16711680|(d&255)<<24;W5a(a,b,g,0);u=e;return}function f6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==196051?a+4|0:0)|0}function g6a(a){a=a|0;return 15432}function h6a(a){a=a|0;sOb(a);return}function i6a(a){a=a|0;var b=0,c=0;b=pOb(16)|0;c=a+4|0;f[b>>2]=40044;a=b+4|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];return b|0}function j6a(a,b){a=a|0;b=b|0;a=a+4|0;f[b>>2]=40044;b=b+4|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return}function k6a(a){a=a|0;return}function l6a(a){a=a|0;sOb(a);return}function m6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;d=u;u=u+16|0;e=d;j=f[a+4>>2]|0;i=f[a+8>>2]|0;g=f[b>>2]|0;b=f[(f[a+12>>2]|0)+8>>2]|0;k=c+116|0;a=f[k+4>>2]|0;c=e;f[c>>2]=f[k>>2];f[c+4>>2]=a;f[e+8>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;p6a(i,g,e,b,1);u=d;return}function n6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==196641?a+4|0:0)|0}function o6a(a){a=a|0;return 15464}function p6a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0.0,n=0,o=0;o=u;u=u+224|0;k=o+144|0;n=o;l=f[a>>2]|0;m=+p[c>>3];j=+p[c+24>>3];if(m==j)if(+p[c+8>>3]==+p[c+32>>3]){if(!(+p[c+16>>3]==+p[c+40>>3]))h=4}else h=4;else h=4;do if((h|0)==4){i=+p[c+48>>3];if(m==i)if(+p[c+8>>3]==+p[c+56>>3])if(+p[c+16>>3]==+p[c+64>>3])break;if(j==i)if(+p[c+32>>3]==+p[c+56>>3])if(+p[c+40>>3]==+p[c+64>>3])break;if((e|0)==1){p[k>>3]=i;p[k+8>>3]=+p[c+56>>3];p[k+16>>3]=+p[c+64>>3];p[k+24>>3]=j;p[k+32>>3]=+p[c+32>>3];p[k+40>>3]=+p[c+40>>3];p[k+48>>3]=m;p[k+56>>3]=+p[c+8>>3];p[k+64>>3]=+p[c+16>>3];c=k}if(!(b[(f[a+4>>2]|0)+12>>0]|0))q6a(f[a+12>>2]|0,c,d,g);else{h=bCa(f[a+8>>2]|0,c,n)|0;if(h|0){c=a+12|0;q6a(f[c>>2]|0,n,d,g);if(h>>>0>3)q6a(f[c>>2]|0,n+72|0,d,g)}}u=o;return}while(0);n=l+2932|0;f[n>>2]=(f[n>>2]|0)+1;u=o;return}function q6a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0;r=u;u=u+1488|0;l=f[a+4>>2]|0;if(!e)if(!(b[(f[a>>2]|0)+13>>0]|0))if((f[(l+2852|0)>>2]|0)!=(f[(l+2856|0)>>2]|0)){e=f[(a+12|0)>>2]|0;h=f[e>>2]|0;g=f[(e+4|0)>>2]|0;if((g|0)!=(h|0)){f[(e+4|0)>>2]=g+(~(((g+-72-h|0)>>>0)/72|0)*72|0);h=f[(a+12|0)>>2]|0;e=h;h=f[h+4>>2]|0}j=+p[c>>3];p[(r+72|0)>>3]=j;p[((r+72|0)+8|0)>>3]=+p[c+8>>3];p[((r+72|0)+16|0)>>3]=+p[c+16>>3];i=(r+72|0)+24|0;p[i>>3]=+p[c+24>>3];p[((r+72|0)+32|0)>>3]=+p[c+32>>3];p[((r+72|0)+40|0)>>3]=+p[c+40>>3];k=(r+72|0)+48|0;p[k>>3]=+p[c+48>>3];p[((r+72|0)+56|0)>>3]=+p[c+56>>3];p[((r+72|0)+64|0)>>3]=+p[c+64>>3];g=e+4|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[(r+72|0)>>2];f[h+4>>2]=f[(r+72|0)+4>>2];f[h+8>>2]=f[(r+72|0)+8>>2];f[h+12>>2]=f[(r+72|0)+12>>2];f[h+16>>2]=f[(r+72|0)+16>>2];f[h+20>>2]=f[(r+72|0)+20>>2];p[h>>3]=j;p[h+8>>3]=+p[((r+72|0)+8|0)>>3];p[h+16>>3]=+p[((r+72|0)+16|0)>>3];q=h+24|0;f[q>>2]=f[i>>2];f[q+4>>2]=f[i+4>>2];f[q+8>>2]=f[i+8>>2];f[q+12>>2]=f[i+12>>2];f[q+16>>2]=f[i+16>>2];f[q+20>>2]=f[i+20>>2];p[q>>3]=+p[i>>3];p[h+32>>3]=+p[((r+72|0)+32|0)>>3];p[h+40>>3]=+p[((r+72|0)+40|0)>>3];q=h+48|0;f[q>>2]=f[k>>2];f[q+4>>2]=f[k+4>>2];f[q+8>>2]=f[k+8>>2];f[q+12>>2]=f[k+12>>2];f[q+16>>2]=f[k+16>>2];f[q+20>>2]=f[k+20>>2];p[q>>3]=+p[k>>3];p[h+56>>3]=+p[((r+72|0)+56|0)>>3];p[h+64>>3]=+p[((r+72|0)+64|0)>>3];f[g>>2]=(f[g>>2]|0)+72}else s6a(e,r+72|0);e=f[(l+2852|0)>>2]|0;q=f[(l+2856|0)>>2]|0;if((e|0)!=(q|0)){o=e;do{e=f[(a+16|0)>>2]|0;g=f[e>>2]|0;h=f[(e+4|0)>>2]|0;if((h|0)!=(g|0)){f[(e+4|0)>>2]=h+(~(((h+-72-g|0)>>>0)/72|0)*72|0);e=f[(a+16|0)>>2]|0}m=f[(a+12|0)>>2]|0;c=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=c;c=e+4|0;l=f[c>>2]|0;f[c>>2]=f[(m+4|0)>>2];f[(m+4|0)>>2]=l;l=e+8|0;e=f[l>>2]|0;f[l>>2]=f[(m+8|0)>>2];f[(m+8|0)>>2]=e;e=f[o>>2]|0;m=f[o+4>>2]|0;if((e|0)!=(m|0))do{h=f[(a+12|0)>>2]|0;l=(f[h+4>>2]|0)-(f[h>>2]|0)|0;a:do if(l|0){g=0;while(1){h=f[h>>2]|0;i=h+(g*72|0)|0;Q6a(r+288|0,e,i,r+72|0,0.0);if((b[(r+288|0)>>0]|0)==3){z=+p[((r+72|0)+8|0)>>3];y=+p[((r+72|0)+16|0)>>3];x=+p[((r+72|0)+24|0)>>3];w=+p[((r+72|0)+32|0)>>3];v=+p[((r+72|0)+40|0)>>3];t=+p[((r+72|0)+48|0)>>3];s=+p[((r+72|0)+56|0)>>3];j=+p[((r+72|0)+64|0)>>3];p[i>>3]=+p[(r+72|0)>>3];p[h+(g*72|0)+8>>3]=z;p[h+(g*72|0)+16>>3]=y;p[h+(g*72|0)+24>>3]=x;p[h+(g*72|0)+32>>3]=w;p[h+(g*72|0)+40>>3]=v;p[h+(g*72|0)+48>>3]=t;p[h+(g*72|0)+56>>3]=s;p[h+(g*72|0)+64>>3]=j;h=b[((r+288|0)+2|0)>>0]|0;if((h&255)>3){c=3;do{i=f[(a+12|0)>>2]|0;j=+p[(r+72|0)+(c*24|0)>>3];p[r>>3]=j;p[(r+8|0)>>3]=+p[(r+72|0)+(c*24|0)+8>>3];p[(r+16|0)>>3]=+p[(r+72|0)+(c*24|0)+16>>3];k=c+1|0;p[(r+24|0)>>3]=+p[(r+72|0)+(k*24|0)>>3];p[(r+32|0)>>3]=+p[(r+72|0)+(k*24|0)+8>>3];p[(r+40|0)>>3]=+p[(r+72|0)+(k*24|0)+16>>3];k=c+2|0;p[(r+48|0)>>3]=+p[(r+72|0)+(k*24|0)>>3];p[(r+56|0)>>3]=+p[(r+72|0)+(k*24|0)+8>>3];p[(r+64|0)>>3]=+p[(r+72|0)+(k*24|0)+16>>3];k=f[(i+4|0)>>2]|0;if(k>>>0<(f[i+8>>2]|0)>>>0){f[k>>2]=f[r>>2];f[k+4>>2]=f[r+4>>2];f[k+8>>2]=f[r+8>>2];f[k+12>>2]=f[r+12>>2];f[k+16>>2]=f[r+16>>2];f[k+20>>2]=f[r+20>>2];p[k>>3]=j;p[k+8>>3]=+p[(r+8|0)>>3];p[k+16>>3]=+p[(r+16|0)>>3];f[(k+24|0)>>2]=f[(r+24|0)>>2];f[(k+24|0)+4>>2]=f[(r+24|0)+4>>2];f[(k+24|0)+8>>2]=f[(r+24|0)+8>>2];f[(k+24|0)+12>>2]=f[(r+24|0)+12>>2];f[(k+24|0)+16>>2]=f[(r+24|0)+16>>2];f[(k+24|0)+20>>2]=f[(r+24|0)+20>>2];p[(k+24|0)>>3]=+p[(r+24|0)>>3];p[k+32>>3]=+p[(r+32|0)>>3];p[k+40>>3]=+p[(r+40|0)>>3];f[(k+48|0)>>2]=f[(r+48|0)>>2];f[(k+48|0)+4>>2]=f[(r+48|0)+4>>2];f[(k+48|0)+8>>2]=f[(r+48|0)+8>>2];f[(k+48|0)+12>>2]=f[(r+48|0)+12>>2];f[(k+48|0)+16>>2]=f[(r+48|0)+16>>2];f[(k+48|0)+20>>2]=f[(r+48|0)+20>>2];p[(k+48|0)>>3]=+p[(r+48|0)>>3];p[k+56>>3]=+p[(r+56|0)>>3];p[k+64>>3]=+p[(r+64|0)>>3];f[(i+4|0)>>2]=(f[(i+4|0)>>2]|0)+72}else{t6a(i,r);h=b[((r+288|0)+2|0)>>0]|0}c=c+3|0}while(c>>>0<(h&255)>>>0)}}g=g+1|0;if(g>>>0>=((l|0)/72|0)>>>0)break a;h=f[(a+12|0)>>2]|0}}while(0);i=f[(a+16|0)>>2]|0;g=(f[i+4>>2]|0)-(f[i>>2]|0)|0;b:do if(g|0){k=0;h=(g|0)/72|0;g=i;while(1){A=f[g>>2]|0;i=A+(k*72|0)|0;Q6a(r+288|0,e,i,r+72|0,0.0);c=1;l=b[(r+288|0)>>0]|0;f[r+320>>2]=a;f[r+400>>2]=k;f[r+408>>2]=h;f[r+808>>2]=A;f[r+816>>2]=g;f[r+824>>2]=i;f[r+1392>>2]=c;f[r+1400>>2]=l;f[r+1408>>2]=0;f[r+1412>>2]=0;L7a(r);k=f[r+400>>2]|0;h=f[r+408>>2]|0;g=f[r+816>>2]|0;G=f[r+1408>>2]|0;D=f[r+1412>>2]|0;H=+n[r+1412>>2];f[r+1408>>2]=0;f[r+1412>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break b}}}while(0);e=e+32|0}while((e|0)!=(m|0));o=o+12|0}while((o|0)!=(q|0))}g=f[(a+12|0)>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;if((e|0)==(g|0)){u=r;return}do{r6a(f[(a+8|0)>>2]|0,e,d);e=e+72|0}while((e|0)!=(g|0));u=r;return}r6a(f[a+8>>2]|0,c,d);u=r;return}function r6a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0;H=u;u=u+208|0;A=H+144|0;e=H+120|0;g=H+96|0;i=H+72|0;s=H+48|0;x=H+24|0;y=H;G=f[a>>2]|0;if(b[G+24>>0]|0){z=v6a(G+2948|0,d)|0;l=+p[c>>3];p[e>>3]=l;B=c+8|0;m=+p[B>>3];p[e+8>>3]=m;C=c+16|0;n=+p[C>>3];p[e+16>>3]=n;D=c+24|0;o=+p[D>>3];p[g>>3]=o;E=c+32|0;q=+p[E>>3];p[g+8>>3]=q;F=c+40|0;r=+p[F>>3];p[g+16>>3]=r;if(l!=o){j=o;k=l;h=5}else if(m!=q){j=q;k=m;h=5}else if(n<r)h=6;else h=7;if((h|0)==5)if(k<j)h=6;else h=7;if((h|0)==6){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(e,g)|0}else if((h|0)==7){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(g,e)|0}f[A+48>>2]=e;e=x6a(z,A)|0;t=c+48|0;v=c+56|0;w=c+64|0;g=e+144|0;h=f[g>>2]|0;if((h|0)!=2){r=+p[w>>3];q=+p[v>>3];o=+p[t>>3];n=+p[F>>3];m=+p[E>>3];l=+p[D>>3];k=+p[C>>3];j=+p[B>>3];I=+p[c>>3];f[g>>2]=h+1;p[e+(h*72|0)>>3]=I;p[e+(h*72|0)+8>>3]=j;p[e+(h*72|0)+16>>3]=k;p[e+(h*72|0)+24>>3]=l;p[e+(h*72|0)+32>>3]=m;p[e+(h*72|0)+40>>3]=n;p[e+(h*72|0)+48>>3]=o;p[e+(h*72|0)+56>>3]=q;p[e+(h*72|0)+64>>3]=r}l=+p[D>>3];p[i>>3]=l;m=+p[E>>3];p[i+8>>3]=m;n=+p[F>>3];p[i+16>>3]=n;o=+p[t>>3];p[s>>3]=o;q=+p[v>>3];p[s+8>>3]=q;r=+p[w>>3];p[s+16>>3]=r;if(l!=o){j=o;k=l;h=13}else if(m!=q){j=q;k=m;h=13}else if(n<r)h=14;else h=15;if((h|0)==13)if(k<j)h=14;else h=15;if((h|0)==14){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(i,s)|0}else if((h|0)==15){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(s,i)|0}f[A+48>>2]=e;h=x6a(z,A)|0;e=h+144|0;g=f[e>>2]|0;if((g|0)!=2){I=+p[w>>3];r=+p[v>>3];q=+p[t>>3];o=+p[F>>3];n=+p[E>>3];m=+p[D>>3];l=+p[C>>3];k=+p[B>>3];j=+p[c>>3];f[e>>2]=g+1;p[h+(g*72|0)>>3]=j;p[h+(g*72|0)+8>>3]=k;p[h+(g*72|0)+16>>3]=l;p[h+(g*72|0)+24>>3]=m;p[h+(g*72|0)+32>>3]=n;p[h+(g*72|0)+40>>3]=o;p[h+(g*72|0)+48>>3]=q;p[h+(g*72|0)+56>>3]=r;p[h+(g*72|0)+64>>3]=I}l=+p[t>>3];p[x>>3]=l;m=+p[v>>3];p[x+8>>3]=m;n=+p[w>>3];p[x+16>>3]=n;o=+p[c>>3];p[y>>3]=o;q=+p[B>>3];p[y+8>>3]=q;r=+p[C>>3];p[y+16>>3]=r;if(l!=o){j=o;k=l;h=21}else if(m!=q){j=q;k=m;h=21}else if(n<r)h=22;else h=23;if((h|0)==21)if(k<j)h=22;else h=23;if((h|0)==22){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(x,y)|0}else if((h|0)==23){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(y,x)|0}f[A+48>>2]=e;e=x6a(z,A)|0;g=e+144|0;h=f[g>>2]|0;if((h|0)!=2){I=+p[w>>3];r=+p[v>>3];q=+p[t>>3];o=+p[F>>3];n=+p[E>>3];m=+p[D>>3];l=+p[C>>3];k=+p[B>>3];j=+p[c>>3];f[g>>2]=h+1;p[e+(h*72|0)>>3]=j;p[e+(h*72|0)+8>>3]=k;p[e+(h*72|0)+16>>3]=l;p[e+(h*72|0)+24>>3]=m;p[e+(h*72|0)+32>>3]=n;p[e+(h*72|0)+40>>3]=o;p[e+(h*72|0)+48>>3]=q;p[e+(h*72|0)+56>>3]=r;p[e+(h*72|0)+64>>3]=I}}if(jjb(f[a+4>>2]|0,c,f[a+8>>2]|0,f[f[a+12>>2]>>2]|0,0)|0){d=G+2928|0;G=f[d>>2]|0;G=G+1|0;f[d>>2]=G;u=H;return}e=c+24|0;g=c+48|0;h=G+2640|0;i=f[h>>2]|0;if(i>>>0<(f[G+2644>>2]|0)>>>0){p[i>>3]=+p[c>>3];p[i+8>>3]=+p[c+8>>3];p[i+16>>3]=+p[c+16>>3];p[i+24>>3]=+p[e>>3];p[i+32>>3]=+p[c+32>>3];p[i+40>>3]=+p[c+40>>3];p[i+48>>3]=+p[g>>3];p[i+56>>3]=+p[c+56>>3];p[i+64>>3]=+p[c+64>>3];c=i+72|0;f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[h>>2]=(f[h>>2]|0)+88}else y6a(G+2636|0,c,e,g,d);d=G+2936|0;G=f[d>>2]|0;G=G+1|0;f[d>>2]=G;u=H;return}function s6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];e=g+(h*72|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];e=g+(h*72|0)+48|0;n=b+48|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{n=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[n+-64>>3];p[c+-56>>3]=+p[n+-56>>3];p[c+-48>>3]=+p[n+-48>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function t6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];e=g+(h*72|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];e=g+(h*72|0)+48|0;n=b+48|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{n=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[n+-64>>3];p[c+-56>>3]=+p[n+-56>>3];p[c+-48>>3]=+p[n+-48>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function u6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];p[g+(h*72|0)+24>>3]=+p[b+24>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];p[g+(h*72|0)+48>>3]=+p[b+48>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{h=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[h+-64>>3];p[c+-56>>3]=+p[h+-56>>3];p[c+-48>>3]=+p[h+-48>>3];p[c+-40>>3]=+p[h+-40>>3];p[c+-32>>3]=+p[h+-32>>3];p[c+-24>>3]=+p[h+-24>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function v6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(40)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];i=j+20|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[j+36>>2]=1.0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;B6a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function w6a(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0;c=+p[a>>3];if(c==0.0)e=0;else{p[s>>3]=c;d=X(f[s>>2]|0,1540483477)|0;e=X(f[s+4>>2]|0,1540483477)|0;e=(X((X(d>>>24^d,1540483477)|0)^-561034072,1540483477)|0)^(X(e>>>24^e,1540483477)|0);e=X(e>>>13^e,1540483477)|0;e=e>>>15^e}c=+p[a+8>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[a+16>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[b>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[b+8>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}d=(e>>>2)+(e<<6)+d^e;c=+p[b+16>>3];if(c==0.0){g=-1640531527;b=d<<6;a=d>>>2;b=a+b|0;g=b+g|0;g=g^d;return g|0}p[s>>3]=c;b=X(f[s>>2]|0,1540483477)|0;g=X(f[s+4>>2]|0,1540483477)|0;g=(X((X(b>>>24^b,1540483477)|0)^-561034072,1540483477)|0)^(X(g>>>24^g,1540483477)|0);g=X(g>>>13^g,1540483477)|0;g=(g>>>15^g)+-1640531527|0;b=d<<6;a=d>>>2;b=a+b|0;g=b+g|0;g=g^d;return g|0}function x6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0;t=f[b+48>>2]|0;r=a+4|0;h=f[r>>2]|0;s=(h|0)==0;a:do if(s)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)q=i&t;else if(t>>>0<h>>>0)q=t;else q=(t>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(q<<2)>>2]|0;if(!c)c=q;else{c=f[c>>2]|0;if(!c)c=q;else{j=b+8|0;k=b+16|0;l=b+24|0;m=b+32|0;o=b+40|0;if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(t|0)|(d&i|0)==(q|0))){c=q;break a}if((f[c+56>>2]|0)==(t|0))if(+p[c+8>>3]==+p[b>>3])if(+p[c+16>>3]==+p[j>>3])if(+p[c+24>>3]==+p[k>>3])if(+p[c+32>>3]==+p[l>>3])if(+p[c+40>>3]==+p[m>>3])if(+p[c+48>>3]==+p[o>>3])break;c=f[c>>2]|0;if(!c){c=q;break a}}a=c+64|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(q|0)){c=q;break a}}if((f[c+56>>2]|0)==(t|0))if(+p[c+8>>3]==+p[b>>3])if(+p[c+16>>3]==+p[j>>3])if(+p[c+24>>3]==+p[k>>3])if(+p[c+32>>3]==+p[l>>3])if(+p[c+40>>3]==+p[m>>3])if(+p[c+48>>3]==+p[o>>3])break;c=f[c>>2]|0;if(!c){c=q;break a}}a=c+64|0;return a|0}}}while(0);j=pOb(216)|0;p[j+8>>3]=+p[b>>3];p[j+16>>3]=+p[b+8>>3];p[j+24>>3]=+p[b+16>>3];p[j+32>>3]=+p[b+24>>3];p[j+40>>3]=+p[b+32>>3];p[j+48>>3]=+p[b+40>>3];f[j+56>>2]=t;dQb(j+64|0,0,152)|0;f[j+4>>2]=t;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(s|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;z6a(a,c>>>0<d>>>0?d:c);c=f[r>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&t;break}if(t>>>0<c>>>0){h=c;c=t}else{h=c;c=(t>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;u=43}}else{f[j>>2]=f[c>>2];u=43}if((u|0)==43)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+64|0;return a|0}function y6a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function z6a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){A6a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;A6a(a,b);return}function A6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();t=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=t;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;s=b+-1|0;t=(s&b|0)==0;if(t)c=c&s;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){r=d;b:while(1){c:do if(t){d=e;while(1){q=f[d+4>>2]&s;if((q|0)==(c|0))break c;e=(f[a>>2]|0)+(q<<2)|0;if(!(f[e>>2]|0)){c=q;break b}k=d+16|0;l=d+24|0;m=d+32|0;n=d+40|0;o=d+48|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+56>>2]|0;j=d+8|0;e=d;while(1){if((i|0)!=(f[h+56>>2]|0))break d;if(!(+p[j>>3]==+p[h+8>>3]))break d;if(!(+p[k>>3]==+p[h+16>>3]))break d;if(!(+p[l>>3]==+p[h+24>>3]))break d;if(!(+p[m>>3]==+p[h+32>>3]))break d;if(!(+p[n>>3]==+p[h+40>>3]))break d;if(!(+p[o>>3]==+p[h+48>>3]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{u=h;h=e;e=u}}}while(0);f[r>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(q<<2)>>2]>>2];f[f[(f[a>>2]|0)+(q<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=49;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)q=e;else q=(e>>>0)%(b>>>0)|0;if((q|0)==(c|0))break c;e=(f[a>>2]|0)+(q<<2)|0;if(!(f[e>>2]|0)){c=q;break b}k=d+16|0;l=d+24|0;m=d+32|0;n=d+40|0;o=d+48|0;h=f[d>>2]|0;e:do if(!h)e=d;else{i=f[d+56>>2]|0;j=d+8|0;e=d;while(1){if((i|0)!=(f[h+56>>2]|0))break e;if(!(+p[j>>3]==+p[h+8>>3]))break e;if(!(+p[k>>3]==+p[h+16>>3]))break e;if(!(+p[l>>3]==+p[h+24>>3]))break e;if(!(+p[m>>3]==+p[h+32>>3]))break e;if(!(+p[n>>3]==+p[h+40>>3]))break e;if(!(+p[o>>3]==+p[h+48>>3]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{u=h;h=e;e=u}}}while(0);f[r>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(q<<2)>>2]>>2];f[f[(f[a>>2]|0)+(q<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=49;break a}}}while(0);e=f[d>>2]|0;if(!e){c=49;break a}else{g=d;r=d}}f[e>>2]=r;e=f[d>>2]|0;if(!e){c=49;break}else g=d}if((c|0)==49)return}function B6a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){C6a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;C6a(a,b);return}function C6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function D6a(a){a=a|0;sOb(a);return}function E6a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=4e4;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function F6a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=4e4;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function G6a(a){a=a|0;return}function H6a(a){a=a|0;sOb(a);return}function I6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=u;u=u+32|0;l=e+16|0;g=e;b=f[b>>2]|0;yqb(l,c,f[d>>2]|0);i=$Cb(+n[l>>2]*255.0)|0;j=$Cb(+n[l+4>>2]*255.0)|0;h=$Cb(+n[l+8>>2]*255.0)|0;d=~~+iQb(+(+n[l+12>>2]*255.0))&255;l=c+116|0;k=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[g+8>>2]=j<<8&65280|i&255|h<<16&16711680|(d&255)<<24;p6a(f[a+4>>2]|0,b,g,f[(f[a+8>>2]|0)+4>>2]|0,0);u=e;return}function J6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==197140?a+4|0:0)|0}function K6a(a){a=a|0;return 15488}function L6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;e=f[n>>2]|0;g=f[a>>2]|0;j=e-g>>3;c=j+1|0;k=g;if(c>>>0>536870911)AMb(a);m=a+8|0;l=(f[m>>2]|0)-g|0;h=l>>2;h=l>>3>>>0<268435455?(h>>>0<c>>>0?c:h):536870911;do if(!h)i=0;else if(h>>>0>536870911)vd();else{i=pOb(h<<3)|0;break}while(0);d=i+(j<<3)|0;c=d;l=i+(h<<3)|0;f[d>>2]=f[b>>2];h=b+4|0;f[i+(j<<3)+4>>2]=f[h>>2];f[b>>2]=0;f[h>>2]=0;h=d+8|0;if((e|0)!=(k|0)){do{j=e;e=e+-8|0;f[d+-8>>2]=f[e>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[e>>2]=0;f[j>>2]=0;d=c+-8|0;c=d}while((e|0)!=(k|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=l;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function M6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/88|0)>>>0>=b>>>0){do{d=c+88|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=(f[k>>2]|0)+88|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/88|0;c=e+b|0;if(c>>>0>48806446)AMb(a);g=(g-d|0)/88|0;i=g<<1;c=g>>>0<24403223?(i>>>0<c>>>0?c:i):48806446;do if(!c)h=0;else if(c>>>0>48806446)vd();else{h=pOb(c*88|0)|0;break}while(0);i=h+(e*88|0)|0;g=i;e=h+(c*88|0)|0;c=i;h=g;do{d=c+88|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=h+88|0;h=c;b=b+-1|0}while((b|0)!=0);c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=d;d=d+-88|0;p[b+-88>>3]=+p[d>>3];p[b+-80>>3]=+p[i+-80>>3];p[b+-72>>3]=+p[i+-72>>3];p[b+-64>>3]=+p[i+-64>>3];p[b+-56>>3]=+p[i+-56>>3];p[b+-48>>3]=+p[i+-48>>3];p[b+-40>>3]=+p[i+-40>>3];p[b+-32>>3]=+p[i+-32>>3];p[b+-24>>3]=+p[i+-24>>3];p[b+-16>>3]=+p[i+-16>>3];p[b+-8>>3]=+p[i+-8>>3];b=b+-88|0}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function N6a(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0;d=f[a>>2]|0;b=(f[a+4>>2]|0)-d|0;c=(b|0)/88|0;b=(b|0)==0;if(b)return;else a=0;do{j=d+(a*88|0)+24|0;p[j>>3]=-+p[j>>3];h=+p[d+(a*88|0)>>3];g=+K(+h);p[d+(a*88|0)+32>>3]=g;g=+p[d+(a*88|0)+8>>3];e=+K(+g);p[d+(a*88|0)+40>>3]=e;e=+p[d+(a*88|0)+16>>3];i=+K(+e);p[d+(a*88|0)+48>>3]=i;p[d+(a*88|0)+56>>3]=h>=0.0?1.0:-1.0;p[d+(a*88|0)+64>>3]=g>=0.0?1.0:-1.0;p[d+(a*88|0)+72>>3]=e>=0.0?1.0:-1.0;a=a+1|0}while(a>>>0<c>>>0);if(b)return;else a=0;do{g=+p[d+(a*88|0)>>3];h=+p[d+(a*88|0)+8>>3];i=+p[d+(a*88|0)+16>>3];i=g*g+(h*h+i*i);p[d+(a*88|0)+80>>3]=i==0.0?0.0:1.0/i;a=a+1|0}while(a>>>0<c>>>0);return}function O6a(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+2624|0;i=s;b[i>>0]=b[c>>0]|0;q=i+4|0;xOb(q,c+4|0);l=i+16|0;r=c+16|0;f[l>>2]=f[r>>2];f[l+4>>2]=f[r+4>>2];f[l+8>>2]=f[r+8>>2];f[l+12>>2]=f[r+12>>2];r=i+32|0;xOb(r,c+32|0);g=i+48|0;m=c+48|0;f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[g+12>>2]=f[m+12>>2];f[g+16>>2]=f[m+16>>2];f[g+20>>2]=f[m+20>>2];f[g+24>>2]=f[m+24>>2];f[g+28>>2]=f[m+28>>2];m=i+80|0;xOb(m,c+80|0);o=i+92|0;xOb(o,c+92|0);h=i+104|0;c=c+104|0;f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];d[h+8>>1]=d[c+8>>1]|0;f[i+120>>2]=5489;c=1;e=5489;do{e=(X(e>>>30^e,1812433253)|0)+c|0;f[i+120+(c<<2)>>2]=e;c=c+1|0}while((c|0)!=624);f[i+2616>>2]=0;j=pOb(2968)|0;f[j>>2]=39820;b[j+8>>0]=b[i>>0]|0;k=j+12|0;f[k>>2]=f[q>>2];f[k+4>>2]=f[q+4>>2];f[k+8>>2]=f[q+8>>2];f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;k=j+24|0;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];f[k+12>>2]=f[l+12>>2];e=j+40|0;f[e>>2]=f[r>>2];f[e+4>>2]=f[r+4>>2];f[e+8>>2]=f[r+8>>2];f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;e=j+56|0;f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[e+12>>2]=f[g+12>>2];f[e+16>>2]=f[g+16>>2];f[e+20>>2]=f[g+20>>2];f[e+24>>2]=f[g+24>>2];f[e+28>>2]=f[g+28>>2];e=j+88|0;f[e>>2]=f[m>>2];f[e+4>>2]=f[m+4>>2];f[e+8>>2]=f[m+8>>2];f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;e=j+100|0;f[e>>2]=f[o>>2];f[e+4>>2]=f[o+4>>2];f[e+8>>2]=f[o+8>>2];f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;e=j+112|0;f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];d[e+8>>1]=d[h+8>>1]|0;bQb(j+128|0,i+120|0,2500)|0;e=j+2632|0;f[j+2852>>2]=0;f[j+2856>>2]=0;f[j+2860>>2]=0;p[j+2912>>3]=0.0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;e=gDb()|0;c=j+2920|0;f[c>>2]=e;f[c+4>>2]=I;c=j+2964|0;e=j+2928|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[c>>2]=1.0;if(!(b[j+25>>0]|0))b[k>>0]=0;f[a>>2]=j;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);if((b[m+11>>0]|0)<0)sOb(f[m>>2]|0);if((b[r+11>>0]|0)<0)sOb(f[r>>2]|0);if((b[q+11>>0]|0)>=0){u=s;return}sOb(f[q>>2]|0);u=s;return}function P6a(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=+f;var g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0,A=0.0,B=0.0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0;C=u;u=u+16|0;v=C;A=+p[c>>3];B=+p[c+8>>3];l=+p[c+16>>3];k=+p[c+24>>3];y=k+(+p[d>>3]*A+(+p[d+8>>3]*B+ +p[d+16>>3]*l));w=!(+K(+y)<=f);g=!(y>0.0)&1;c=w?g:2;b[v>>0]=c;y=k+(A*+p[d+24>>3]+(B*+p[d+32>>3]+l*+p[d+40>>3]));t=!(+K(+y)<=f);h=t?!(y>0.0)&1:2;b[v+1>>0]=h;y=k+(A*+p[d+48>>3]+(B*+p[d+56>>3]+l*+p[d+64>>3]));z=!(+K(+y)<=f);i=z?!(y>0.0)&1:2;b[v+2>>0]=i;switch((t?(w^1)&1:w?1:2)+((z^1)&1)&7){case 3:{d=0;z=0;e=2;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 2:{if(c<<24>>24!=2){d=0;z=0;e=g;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}d=0;z=0;e=b[v+(h<<24>>24==2?2:1)>>0]|0;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 1:{m=c<<24>>24==2?0:h<<24>>24==2?1:2;g=((m+1|0)>>>0)%3|0;c=((m+2|0)>>>0)%3|0;z=b[v+g>>0]|0;if(z<<24>>24==(b[v+c>>0]|0)){d=0;w=0;e=z;b[a>>0]=e;e=a+1|0;b[e>>0]=w;e=a+2|0;b[e>>0]=d;u=C;return}s=d+(c*24|0)|0;t=d+(g*24|0)|0;D=+p[t>>3];o=+p[s>>3]-D;v=d+(c*24|0)+8|0;w=d+(g*24|0)+8|0;q=+p[w>>3];r=+p[v>>3]-q;n=d+(c*24|0)+16|0;j=d+(g*24|0)+16|0;x=+p[j>>3];f=+p[n>>3]-x;y=+L(+(o*o+(r*r+f*f)));o=o/y;r=r/y;y=f/y;f=-(k+(A*D+(B*q+l*x)))/(A*o+(B*r+l*y));k=D+o*f;l=q+r*f;f=x+y*f;h=d+(m*24|0)|0;p[e>>3]=+p[h>>3];i=d+(m*24|0)+8|0;p[e+8>>3]=+p[i>>3];c=d+(m*24|0)+16|0;p[e+16>>3]=+p[c>>3];g=e+24|0;if(!(z<<24>>24)){p[g>>3]=+p[t>>3];p[e+32>>3]=+p[w>>3];p[e+40>>3]=+p[j>>3];p[e+48>>3]=k;p[e+56>>3]=l;p[e+64>>3]=f;p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[i>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=k;p[e+104>>3]=l;p[e+112>>3]=f;p[e+120>>3]=+p[s>>3];p[e+128>>3]=+p[v>>3];f=+p[n>>3]}else{p[g>>3]=k;p[e+32>>3]=l;p[e+40>>3]=f;p[e+48>>3]=+p[s>>3];p[e+56>>3]=+p[v>>3];p[e+64>>3]=+p[n>>3];p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[i>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=+p[t>>3];p[e+104>>3]=+p[w>>3];p[e+112>>3]=+p[j>>3];p[e+120>>3]=k;p[e+128>>3]=l}p[e+136>>3]=f;d=6;z=3;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 0:{j=c<<24>>24==0;h=h<<24>>24==0;c=i<<24>>24==0;g=j^h;if(!(g|j^c)){d=0;z=0;e=(j^1)&1;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}z=g?(h^c)&1:2;s=((z+1|0)>>>0)%3|0;c=((z+2|0)>>>0)%3|0;i=d+(s*24|0)|0;j=d+(z*24|0)|0;x=+p[i>>3];y=+p[j>>3];o=x-y;m=d+(s*24|0)+8|0;n=d+(z*24|0)+8|0;F=+p[n>>3];q=+p[m>>3]-F;s=d+(s*24|0)+16|0;t=d+(z*24|0)+16|0;E=+p[t>>3];G=+p[s>>3]-E;f=+L(+(o*o+(q*q+G*G)));o=o/f;q=q/f;f=G/f;G=-(k+(A*y+(B*F+l*E)));r=G/(A*o+(B*q+l*f));o=y+o*r;q=F+q*r;r=E+f*r;g=d+(c*24|0)|0;f=+p[g>>3]-y;h=d+(c*24|0)+8|0;k=+p[h>>3]-F;c=d+(c*24|0)+16|0;H=+p[c>>3]-E;D=+L(+(f*f+(k*k+H*H)));f=f/D;k=k/D;D=H/D;l=G/(A*f+(B*k+l*D));f=y+f*l;k=F+k*l;l=E+D*l;if(!(b[v+z>>0]|0)){p[e>>3]=y;p[e+8>>3]=+p[n>>3];p[e+16>>3]=+p[t>>3];p[e+24>>3]=o;p[e+32>>3]=q;p[e+40>>3]=r;p[e+48>>3]=f;p[e+56>>3]=k;p[e+64>>3]=l;p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[m>>3];p[e+88>>3]=+p[s>>3];p[e+96>>3]=+p[g>>3];p[e+104>>3]=+p[h>>3];p[e+112>>3]=+p[c>>3];p[e+120>>3]=o;p[e+128>>3]=q;p[e+136>>3]=r;p[e+144>>3]=+p[g>>3];p[e+152>>3]=+p[h>>3];p[e+160>>3]=+p[c>>3];p[e+168>>3]=f;p[e+176>>3]=k;p[e+184>>3]=l;p[e+192>>3]=o;p[e+200>>3]=q;p[e+208>>3]=r;d=9;z=3;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}else{p[e>>3]=x;p[e+8>>3]=+p[m>>3];p[e+16>>3]=+p[s>>3];p[e+24>>3]=+p[g>>3];p[e+32>>3]=+p[h>>3];p[e+40>>3]=+p[c>>3];p[e+48>>3]=o;p[e+56>>3]=q;p[e+64>>3]=r;p[e+72>>3]=+p[g>>3];p[e+80>>3]=+p[h>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=f;p[e+104>>3]=k;p[e+112>>3]=l;p[e+120>>3]=o;p[e+128>>3]=q;p[e+136>>3]=r;p[e+144>>3]=+p[j>>3];p[e+152>>3]=+p[n>>3];p[e+160>>3]=+p[t>>3];p[e+168>>3]=o;p[e+176>>3]=q;p[e+184>>3]=r;p[e+192>>3]=f;p[e+200>>3]=k;p[e+208>>3]=l;d=9;z=6;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}}default:{d=0;z=0;e=4;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}}}function Q6a(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=+f;var g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+64|0;w=y+48|0;x=y+24|0;s=y;l=+p[c>>3];m=+p[c+8>>3];n=+p[c+16>>3];k=+p[c+24>>3];j=k+(+p[d>>3]*l+(+p[d+8>>3]*m+ +p[d+16>>3]*n));t=!(+K(+j)<=f);g=!(j>0.0)&1;h=t?g:2;b[w>>0]=h;j=k+(l*+p[d+24>>3]+(m*+p[d+32>>3]+n*+p[d+40>>3]));r=!(+K(+j)<=f);i=r?!(j>0.0)&1:2;b[w+1>>0]=i;n=k+(l*+p[d+48>>3]+(m*+p[d+56>>3]+n*+p[d+64>>3]));v=!(+K(+n)<=f);o=v?!(n>0.0)&1:2;b[w+2>>0]=o;switch((r?(t^1)&1:t?1:2)+((v^1)&1)&7){case 3:{b[a>>0]=2;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}case 2:{if(h<<24>>24==2)g=b[w+(i<<24>>24==2?2:1)>>0]|0;b[a>>0]=g;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}case 1:{g=h<<24>>24==2?0:i<<24>>24==2?1:2;s=((g+1|0)>>>0)%3|0;v=((g+2|0)>>>0)%3|0;t=b[w+s>>0]|0;if(t<<24>>24==(b[w+v>>0]|0)){b[a>>0]=t;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}q=d+(s*24|0)|0;r=d+(v*24|0)|0;R6a(x,q,r,c);i=d+(g*24|0)|0;p[e>>3]=+p[i>>3];o=d+(g*24|0)+8|0;p[e+8>>3]=+p[o>>3];g=d+(g*24|0)+16|0;p[e+16>>3]=+p[g>>3];h=e+24|0;if(!(t<<24>>24)){p[h>>3]=+p[q>>3];p[e+32>>3]=+p[d+(s*24|0)+8>>3];p[e+40>>3]=+p[d+(s*24|0)+16>>3];m=+p[x>>3];p[e+48>>3]=m;n=+p[x+8>>3];p[e+56>>3]=n;f=+p[x+16>>3];p[e+64>>3]=f;p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[o>>3];p[e+88>>3]=+p[g>>3];p[e+96>>3]=m;p[e+104>>3]=n;p[e+112>>3]=f;p[e+120>>3]=+p[r>>3];g=d+(v*24|0)+16|0;f=+p[d+(v*24|0)+8>>3]}else{n=+p[x>>3];p[h>>3]=n;f=+p[x+8>>3];p[e+32>>3]=f;x=x+16|0;p[e+40>>3]=+p[x>>3];p[e+48>>3]=+p[r>>3];p[e+56>>3]=+p[d+(v*24|0)+8>>3];p[e+64>>3]=+p[d+(v*24|0)+16>>3];p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[o>>3];p[e+88>>3]=+p[g>>3];p[e+96>>3]=+p[q>>3];p[e+104>>3]=+p[d+(s*24|0)+8>>3];p[e+112>>3]=+p[d+(s*24|0)+16>>3];p[e+120>>3]=n;g=x}p[e+128>>3]=f;p[e+136>>3]=+p[g>>3];b[a>>0]=3;b[a+1>>0]=3;b[a+2>>0]=6;u=y;return}case 0:{q=h<<24>>24==0;i=i<<24>>24==0;g=o<<24>>24==0;h=q^i;if(!(h|q^g)){b[a>>0]=(q^1)&1;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}r=h?(i^g)&1:2;o=d+(r*24|0)|0;g=((r+1|0)>>>0)%3|0;h=d+(g*24|0)|0;i=((r+2|0)>>>0)%3|0;q=d+(i*24|0)|0;R6a(x,o,h,c);R6a(s,o,q,c);if(!(b[w+r>>0]|0)){p[e>>3]=+p[o>>3];p[e+8>>3]=+p[d+(r*24|0)+8>>3];p[e+16>>3]=+p[d+(r*24|0)+16>>3];l=+p[x>>3];p[e+24>>3]=l;m=+p[x+8>>3];p[e+32>>3]=m;n=+p[x+16>>3];p[e+40>>3]=n;f=+p[s>>3];p[e+48>>3]=f;j=+p[s+8>>3];p[e+56>>3]=j;k=+p[s+16>>3];p[e+64>>3]=k;p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[d+(g*24|0)+8>>3];p[e+88>>3]=+p[d+(g*24|0)+16>>3];p[e+96>>3]=+p[q>>3];g=d+(i*24|0)+8|0;p[e+104>>3]=+p[g>>3];i=d+(i*24|0)+16|0;p[e+112>>3]=+p[i>>3];p[e+120>>3]=l;p[e+128>>3]=m;p[e+136>>3]=n;s=3;h=q}else{p[e>>3]=+p[h>>3];p[e+8>>3]=+p[d+(g*24|0)+8>>3];p[e+16>>3]=+p[d+(g*24|0)+16>>3];p[e+24>>3]=+p[q>>3];g=d+(i*24|0)+8|0;p[e+32>>3]=+p[g>>3];h=d+(i*24|0)+16|0;p[e+40>>3]=+p[h>>3];f=+p[x>>3];p[e+48>>3]=f;j=+p[x+8>>3];p[e+56>>3]=j;k=+p[x+16>>3];p[e+64>>3]=k;p[e+72>>3]=+p[q>>3];p[e+80>>3]=+p[g>>3];p[e+88>>3]=+p[h>>3];l=+p[s>>3];p[e+96>>3]=l;m=+p[s+8>>3];p[e+104>>3]=m;n=+p[s+16>>3];p[e+112>>3]=n;p[e+120>>3]=f;p[e+128>>3]=j;p[e+136>>3]=k;s=6;h=o;i=d+(r*24|0)+16|0;g=d+(r*24|0)+8|0}p[e+144>>3]=+p[h>>3];p[e+152>>3]=+p[g>>3];p[e+160>>3]=+p[i>>3];p[e+168>>3]=f;p[e+176>>3]=j;p[e+184>>3]=k;p[e+192>>3]=l;p[e+200>>3]=m;p[e+208>>3]=n;b[a>>0]=3;b[a+1>>0]=s;b[a+2>>0]=9;u=y;return}default:{b[a>>0]=4;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}}}function R6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0;j=+p[b>>3];k=+p[c>>3];if(j!=k){f=k;e=j;i=4}else{e=+p[b+8>>3];h=+p[c+8>>3];if(e!=h){f=h;i=4}else{g=+p[b+16>>3];f=+p[c+16>>3];if(g<f)i=7;else i=8}}do if((i|0)==4)if(e<f){e=+p[b+8>>3];h=+p[c+8>>3];g=+p[b+16>>3];f=+p[c+16>>3];i=7;break}else{h=+p[c+8>>3];e=+p[b+8>>3];f=+p[c+16>>3];g=+p[b+16>>3];i=8;break}while(0);if((i|0)==7){l=k-j;m=h-e;n=f-g;h=+L(+(l*l+(m*m+n*n)));l=l/h;f=m/h;h=n/h;n=+p[d>>3];m=+p[d+8>>3];k=+p[d+16>>3];k=-(+p[d+24>>3]+(j*n+(e*m+g*k)))/(l*n+(f*m+h*k));p[a>>3]=j+l*k;p[a+8>>3]=e+f*k;j=h*k;k=g;k=j+k;d=a+16|0;p[d>>3]=k;return}else if((i|0)==8){j=j-k;l=e-h;e=g-f;n=+L(+(j*j+(l*l+e*e)));j=j/n;l=l/n;n=e/n;e=+p[d>>3];g=+p[d+8>>3];m=+p[d+16>>3];m=-(+p[d+24>>3]+(k*e+(h*g+f*m)))/(j*e+(l*g+n*m));p[a>>3]=k+j*m;p[a+8>>3]=h+l*m;m=n*m;n=f;n=m+n;d=a+16|0;p[d>>3]=n;return}}function S6a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var f=0.0,g=0.0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0.0,s=0,t=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0;y=u;u=u+16|0;j=y;m=+p[a>>3];w=+p[c>>3];x=c+8|0;k=+p[a+8>>3];n=+p[x>>3];v=c+16|0;l=+p[a+16>>3];o=+p[v>>3];B=+p[a+24>>3];f=B+(m*w+(k*n+l*o));z=!(+K(+f)<=e);a=z?!(f>0.0)&1:2;b[j>>0]=a;q=c+24|0;r=+p[q>>3];s=c+32|0;g=+p[s>>3];t=c+40|0;i=+p[t>>3];B=B+(m*r+(k*g+l*i));A=!(+K(+B)<=e);h=A?!(B>0.0)&1:2;b[j+1>>0]=h;switch((A?(z^1)&1:z?1:2)&3){case 1:{A=b[j+(a<<24>>24==2&1)>>0]|0;u=y;return A|0}case 0:{a=a<<24>>24==0;if(!(h<<24>>24==0^a)){A=(a^1)&1;u=y;return A|0}D=r-w;C=g-n;e=i-o;B=+L(+(D*D+(C*C+e*e)));g=D/B;i=C/B;B=e/B;e=-f/(g*m+(i*k+B*l));g=w+g*e;f=n+i*e;e=o+B*e;if(a){p[d>>3]=w;p[d+8>>3]=+p[x>>3];p[d+16>>3]=+p[v>>3];p[d+24>>3]=g;p[d+32>>3]=f;p[d+40>>3]=e;p[d+48>>3]=g;p[d+56>>3]=f;p[d+64>>3]=e;p[d+72>>3]=+p[q>>3];p[d+80>>3]=+p[s>>3];p[d+88>>3]=+p[t>>3];A=3;u=y;return A|0}else{p[d>>3]=r;p[d+8>>3]=+p[s>>3];p[d+16>>3]=+p[t>>3];p[d+24>>3]=g;p[d+32>>3]=f;p[d+40>>3]=e;p[d+48>>3]=g;p[d+56>>3]=f;p[d+64>>3]=e;p[d+72>>3]=+p[c>>3];p[d+80>>3]=+p[x>>3];p[d+88>>3]=+p[v>>3];A=3;u=y;return A|0}}case 2:{A=2;u=y;return A|0}default:{A=4;u=y;return A|0}}return 0}function T6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function U6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0;e=u;u=u+16|0;c=e;f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;i=f[b>>2]|0;g=ZCb(+p[i>>3])|0;i=_Cb(+p[i+8>>3])|0;f[c>>2]=g;f[c+4>>2]=i;T6a(a,c);i=f[b>>2]|0;j=+p[i+32>>3];b=f[d>>2]|0;g=f[a+8>>2]|0;i=ZCb(+p[i+24>>3])|0;h=_Cb(j)|0;f[c>>2]=i;f[c+4>>2]=h;if((b|0)==(g|0)){T6a(a,c);u=e;return}else{g=c;h=f[g+4>>2]|0;i=b;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[d>>2]=(f[d>>2]|0)+8;u=e;return}}function V6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0;d=+p[c+248>>3]*1.0e-06*+p[b+104>>3];c=pOb(256)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=b+120;p[c+32>>3]=d;f[a>>2]=c;return}function W6a(a){a=a|0;X6a(a);return}function X6a(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;f[a>>2]=0;if(!d)return;X6a(d+48|0);X6a(d+44|0);a=f[d+32>>2]|0;if(a|0){b=d+36|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~(((c+-88-a|0)>>>0)/88|0)*88|0);sOb(a)}sOb(d);return}function Y6a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0.0;h=0;m=u;u=u+1072|0;if(b[(c+128|0)>>0]|0){l=1;u=m;return l|0}f[(m+40|0)>>2]=0;l=(m+40|0)+4|0;f[l>>2]=0;f[(m+40|0)+8>>2]=0;f[(m+28|0)>>2]=0;k=(m+28|0)+4|0;f[k>>2]=0;f[(m+28|0)+8>>2]=0;f[(m+16|0)>>2]=0;i=(m+16|0)+4|0;f[i>>2]=0;f[(m+16|0)+8>>2]=0;f[(m+8|0)>>2]=a;f[(m+8|0)+4>>2]=m+40|0;do if(!(f[(c+36|0)>>2]|0)){if((f[(c+24|0)>>2]|0)==(f[(c+28|0)>>2]|0)){b[(c+128|0)>>0]=1;j=1;break}Z6a(m,m+8|0,c+24|0);h=f[m>>2]|0;f[m>>2]=0;e=f[a>>2]|0;f[a>>2]=h;if(e|0){X6a(e+48|0);X6a(e+44|0);g=f[e+32>>2]|0;if(g|0){h=f[(e+36|0)>>2]|0;if((h|0)!=(g|0))f[(e+36|0)>>2]=h+(~(((h+-88-g|0)>>>0)/88|0)*88|0);sOb(g)}sOb(e)}X6a(m);f[a+24>>2]=((f[(c+28|0)>>2]|0)-(f[(c+24|0)>>2]|0)|0)/88|0;f[(c+36|0)>>2]=f[a>>2];g=(m+40|0)+8|0;h=13}else{_6a(m+40|0,c+40|0);g=(m+40|0)+8|0;h=13}while(0);do if((h|0)==13){e=(m+16|0)+8|0;a:while(1){o=f[(c+24|0)>>2]|0;j=f[(c+28|0)>>2]|0;f[m+80>>2]=a;f[m+88>>2]=c;f[m+96>>2]=d;f[m+144>>2]=g;f[m+168>>2]=l;f[m+176>>2]=k;f[m+200>>2]=i;f[m+872>>2]=e;f[m+880>>2]=o;f[m+888>>2]=j;f[m+976>>2]=h;f[m+1008>>2]=0;f[m+1012>>2]=0;M7a(m);h=f[m+976>>2]|0;G=f[m+1008>>2]|0;D=f[m+1012>>2]|0;H=+n[m+1012>>2];f[m+1008>>2]=0;f[m+1012>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 3:break a}}if((h|0)==69){e=f[(c+24|0)>>2]|0;g=f[(c+28|0)>>2]|0;if((g|0)!=(e|0))f[(c+28|0)>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);f[(c+36|0)>>2]=0}else if((h|0)==90)if(f[(c+36|0)>>2]|0){j=f[(m+40|0)>>2]|0;q=+p[j>>3];p[j>>3]=+p[(c+40|0)>>3];p[(c+40|0)>>3]=q;q=+p[(j+8|0)>>3];p[(j+8|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=q;q=+p[(j+16|0)>>3];p[(j+16|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=q;q=+p[(j+24|0)>>3];p[(j+24|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=q;q=+p[(j+32|0)>>3];p[(j+32|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=q;q=+p[(j+40|0)>>3];p[(j+40|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=q;q=+p[(j+48|0)>>3];p[(j+48|0)>>3]=+p[(c+88|0)>>3];p[(c+88|0)>>3]=q;q=+p[(j+56|0)>>3];p[(j+56|0)>>3]=+p[(c+96|0)>>3];p[(c+96|0)>>3]=q;q=+p[(j+64|0)>>3];p[(j+64|0)>>3]=+p[(c+104|0)>>3];p[(c+104|0)>>3]=q;f[(c+112|0)>>2]=f[(j+72|0)>>2];f[(c+112|0)+4>>2]=f[(j+72|0)+4>>2];f[(c+112|0)+8>>2]=f[(j+72|0)+8>>2];j=0;break}b[(c+128|0)>>0]=1;f[(c+36|0)>>2]=0;j=1}while(0);e=f[(m+16|0)>>2]|0;if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}e=f[(m+28|0)>>2]|0;if(e|0){g=f[k>>2]|0;if((g|0)!=(e|0))f[k>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}e=f[(m+40|0)>>2]|0;if(e|0){g=f[l>>2]|0;if((g|0)!=(e|0))f[l>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}o=j;u=m;return o|0}function Z6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0,D=0,E=0,F=0.0;m=u;u=u+32|0;j=m;k=f[b>>2]|0;l=e7a(c,f[k+28>>2]|0,+p[k+32>>3])|0;i=b+4|0;b=f[i>>2]|0;d=f[c>>2]|0;e=d+(l*88|0)|0;g=b+4|0;h=f[g>>2]|0;if((h|0)==(f[b+8>>2]|0))V4a(b,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[d+(l*88|0)+8>>3];p[h+16>>3]=+p[d+(l*88|0)+16>>3];p[h+24>>3]=+p[d+(l*88|0)+24>>3];p[h+32>>3]=+p[d+(l*88|0)+32>>3];p[h+40>>3]=+p[d+(l*88|0)+40>>3];p[h+48>>3]=+p[d+(l*88|0)+48>>3];p[h+56>>3]=+p[d+(l*88|0)+56>>3];p[h+64>>3]=+p[d+(l*88|0)+64>>3];h=h+72|0;e=d+(l*88|0)+72|0;f[h>>2]=f[e>>2];f[h+4>>2]=f[e+4>>2];f[h+8>>2]=f[e+8>>2];f[g>>2]=(f[g>>2]|0)+88}C=f[c>>2]|0;c=c+4|0;D=f[c>>2]|0;y=C+(l*88|0)|0;w=C+(l*88|0)+8|0;t=C+(l*88|0)+16|0;B=+p[y>>3];z=+p[w>>3];x=+p[t>>3];b=C+(l*88|0)+24|0;d=C+(l*88|0)+32|0;e=C+(l*88|0)+40|0;v=+p[b>>3];s=+p[d>>3];r=+p[e>>3];g=C+(l*88|0)+48|0;h=C+(l*88|0)+56|0;E=C+(l*88|0)+64|0;q=+p[g>>3];o=+p[h>>3];n=+p[E>>3];C=C+(l*88|0)+72|0;f[j>>2]=f[C>>2];f[j+4>>2]=f[C+4>>2];f[j+8>>2]=f[C+8>>2];A=D+-88|0;F=+p[A>>3];p[A>>3]=B;p[y>>3]=F;y=D+-80|0;F=+p[y>>3];p[y>>3]=+p[w>>3];p[w>>3]=F;w=D+-72|0;F=+p[w>>3];p[w>>3]=+p[t>>3];p[t>>3]=F;t=D+-64|0;F=+p[t>>3];p[t>>3]=+p[b>>3];p[b>>3]=F;b=D+-56|0;F=+p[b>>3];p[b>>3]=+p[d>>3];p[d>>3]=F;d=D+-48|0;F=+p[d>>3];p[d>>3]=+p[e>>3];p[e>>3]=F;e=D+-40|0;p[g>>3]=+p[e>>3];g=D+-32|0;p[h>>3]=+p[g>>3];h=D+-24|0;p[E>>3]=+p[h>>3];l=D+-16|0;f[C>>2]=f[l>>2];f[C+4>>2]=f[l+4>>2];f[C+8>>2]=f[l+8>>2];p[A>>3]=B;p[y>>3]=z;p[w>>3]=x;p[t>>3]=v;p[b>>3]=s;p[d>>3]=r;p[e>>3]=q;p[g>>3]=o;p[h>>3]=n;f[l>>2]=f[j>>2];f[l+4>>2]=f[j+4>>2];f[l+8>>2]=f[j+8>>2];f[c>>2]=(f[c>>2]|0)+-88;l=f[f[i>>2]>>2]|0;f7a(j,l,l+24|0,l+48|0);l=k+4|0;f[l>>2]=(f[l>>2]|0)+1;l=pOb(56)|0;p[l>>3]=+p[j>>3];p[l+8>>3]=+p[j+8>>3];p[l+16>>3]=+p[j+16>>3];p[l+24>>3]=+p[j+24>>3];k=l+32|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;f[a>>2]=l;u=m;return}function _6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=(c-d|0)/88|0;g=i+1|0;l=d;e=c;if(g>>>0>48806446)AMb(a);m=a+8|0;j=((f[m>>2]|0)-d|0)/88|0;k=j<<1;g=j>>>0<24403223?(k>>>0<g>>>0?g:k):48806446;do if(!g)h=0;else if(g>>>0>48806446)vd();else{h=pOb(g*88|0)|0;break}while(0);j=h+(i*88|0)|0;d=j;k=h+(g*88|0)|0;f[j>>2]=f[b>>2];f[j+4>>2]=f[b+4>>2];f[j+8>>2]=f[b+8>>2];f[j+12>>2]=f[b+12>>2];f[j+16>>2]=f[b+16>>2];f[j+20>>2]=f[b+20>>2];p[j>>3]=+p[b>>3];p[h+(i*88|0)+8>>3]=+p[b+8>>3];p[h+(i*88|0)+16>>3]=+p[b+16>>3];g=h+(i*88|0)+24|0;o=b+24|0;f[g>>2]=f[o>>2];f[g+4>>2]=f[o+4>>2];f[g+8>>2]=f[o+8>>2];f[g+12>>2]=f[o+12>>2];f[g+16>>2]=f[o+16>>2];f[g+20>>2]=f[o+20>>2];p[g>>3]=+p[o>>3];p[h+(i*88|0)+32>>3]=+p[b+32>>3];p[h+(i*88|0)+40>>3]=+p[b+40>>3];g=h+(i*88|0)+48|0;o=b+48|0;f[g>>2]=f[o>>2];f[g+4>>2]=f[o+4>>2];f[g+8>>2]=f[o+8>>2];f[g+12>>2]=f[o+12>>2];f[g+16>>2]=f[o+16>>2];f[g+20>>2]=f[o+20>>2];p[g>>3]=+p[o>>3];p[h+(i*88|0)+56>>3]=+p[b+56>>3];p[h+(i*88|0)+64>>3]=+p[b+64>>3];g=h+(i*88|0)+72|0;i=b+72|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];g=j+88|0;if((e|0)!=(l|0)){c=j;do{j=e;e=e+-88|0;p[c+-88>>3]=+p[e>>3];p[c+-80>>3]=+p[j+-80>>3];p[c+-72>>3]=+p[j+-72>>3];p[c+-64>>3]=+p[j+-64>>3];p[c+-56>>3]=+p[j+-56>>3];p[c+-48>>3]=+p[j+-48>>3];p[c+-40>>3]=+p[j+-40>>3];p[c+-32>>3]=+p[j+-32>>3];p[c+-24>>3]=+p[j+-24>>3];o=c+-16|0;j=j+-16|0;f[o>>2]=f[j>>2];f[o+4>>2]=f[j+4>>2];f[o+8>>2]=f[j+8>>2];c=d+-88|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function $6a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function a7a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>255){f[b>>2]=c+-256;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;b7a(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;c7a(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;d7a(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function b7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function c7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function d7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function e7a(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0.0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+48|0;o=r;p=r+32|0;q=(f[a+4>>2]|0)-(f[a>>2]|0)|0;j=(q|0)/88|0;if((q|0)==88){q=0;u=r;return q|0}n=j>>>0<50?j:50;f[p>>2]=0;q=p+4|0;f[q>>2]=0;f[p+8>>2]=0;e=p+8|0;a:do if(!n){f[o>>2]=0;h=1}else{g=pOb(n<<2)|0;h=g+(n<<2)|0;f[p>>2]=g;f[q>>2]=g;f[e>>2]=h;f[o>>2]=0;d=0;while(1){if(g>>>0<h>>>0){f[g>>2]=d;f[q>>2]=g+4}else q7a(p,o);d=(f[o>>2]|0)+1|0;f[o>>2]=d;if(d>>>0>=n>>>0){h=0;break a}g=f[q>>2]|0;h=f[e>>2]|0}}while(0);if(j>>>0>50){e=o+4|0;d=n;do{f[o>>2]=0;f[e>>2]=d;g=s7a(o,b,o)|0;if(g>>>0<n>>>0)f[(f[p>>2]|0)+(g<<2)>>2]=d;d=d+1|0}while(d>>>0<j>>>0)}d=f[p>>2]|0;e=f[d>>2]|0;b:do if(h)g=e;else{g=e;k=-1;m=0;l=0.0;d=e;while(1){h=f[a>>2]|0;f7a(o,h+(d*88|0)|0,h+(d*88|0)+24|0,h+(d*88|0)+48|0);d=0;h=0;b=0;e=0;while(1){c:do if((m|0)==(b|0))j=d;else switch((r7a(o,(f[a>>2]|0)+((f[(f[p>>2]|0)+(b<<2)>>2]|0)*88|0)|0,c)|0)<<24>>24){case 2:{j=d;h=h+1|0;break c}case 1:{j=d+1|0;break c}case 0:{j=d;h=h+1|0;break c}case 3:{j=d;e=e+1|0;break c}default:{j=d;break c}}while(0);b=b+1|0;if(b>>>0>=n>>>0)break;else d=j}if(e>>>0>k>>>0){e=k;i=l}else{if(!h)i=0.0;else{d=h>>>0<j>>>0;if(!j)i=0.0;else i=+((d?h:j)>>>0)/+((d?j:h)>>>0)}if(!(i>=l)){e=k;i=l}else{d=f[p>>2]|0;g=f[d+(m<<2)>>2]|0;if((e|0)==0&i>.95)break}}h=m+1|0;d=f[p>>2]|0;if(h>>>0>=n>>>0)break b;k=e;m=h;l=i;d=f[d+(h<<2)>>2]|0}}while(0);if(d|0){e=f[q>>2]|0;if((e|0)!=(d|0))f[q>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}q=g;u=r;return q|0}function f7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0,s=0,t=0.0,v=0,w=0,x=0.0,y=0.0,z=0;z=u;u=u+512|0;v=z+464|0;w=z;x=+p[c>>3];y=+p[e>>3]-x;o=c+8|0;q=+p[o>>3];r=+p[e+8>>3]-q;s=c+16|0;t=+p[s>>3];l=+p[e+16>>3]-t;m=+p[d>>3]-x;n=+p[d+8>>3]-q;g=+p[d+16>>3]-t;h=r*g-l*n;i=l*m-y*g;j=y*n-r*m;p[a>>3]=h;e=a+8|0;p[e>>3]=i;d=a+16|0;p[d>>3]=j;k=+L(+(h*h+(j*j+i*i)));if(!(k<=+L(+(y*y+(r*r+l*l)))*+L(+(m*m+(n*n+g*g)))*2.220446049250313e-16)){m=h/k;p[a>>3]=m;n=i/k;p[e>>3]=n;y=j/k;p[d>>3]=y;r=t;x=x*m;t=q*n;y=r*y;y=t+y;y=x+y;y=-y;w=a+24|0;p[w>>3]=y;u=z;return}else{p[v>>3]=y;p[v+16>>3]=r;p[v+32>>3]=l;p[v+8>>3]=m;p[v+24>>3]=n;p[v+40>>3]=g;b[w+152>>0]=0;b[w+153>>0]=0;b[w+154>>0]=0;f[w+160>>2]=0;f[w+168>>2]=-1;f[w+172>>2]=-1;b[w+304>>0]=0;b[w+305>>0]=0;g7a(w,v,16)|0;x=+p[w+80>>3];p[a>>3]=x;t=+p[w+88>>3];p[e>>3]=t;y=+p[w+96>>3];p[d>>3]=y;n=+p[c>>3];q=+p[o>>3];r=+p[s>>3];x=n*x;t=q*t;y=r*y;y=t+y;y=x+y;y=-y;w=a+24|0;p[w>>3]=y;u=z;return}}function g7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0,J=0,L=0,M=0.0,N=0.0;L=u;u=u+32|0;B=L+16|0;C=L;g=a+153|0;e=a+168|0;if(!(b[g>>0]|0))J=5;else if((f[e>>2]|0)==2)if((f[a+172>>2]|0)==3){if((f[a+160>>2]|0)!=(d|0))J=5}else J=5;else J=5;if((J|0)==5){f[e>>2]=2;f[a+172>>2]=3;b[a+152>>0]=0;b[g>>0]=1;f[a+160>>2]=d;b[a+155>>0]=d>>>2&1;b[a+156>>0]=d>>>3&1;b[a+157>>0]=d>>>4&1;b[a+158>>0]=d>>>5&1;f[a+176>>2]=2}h=+p[c>>3];I=+K(+h);H=c+8|0;j=+K(+(+p[H>>3]));y=c+16|0;i=+K(+(+p[y>>3]));j=j<i?i:j;I=I<j?j:I;G=c+24|0;j=+K(+(+p[G>>3]));F=c+32|0;i=+K(+(+p[F>>3]));E=c+40|0;M=+K(+(+p[E>>3]));i=i<M?M:i;j=j<i?i:j;I=I<j?j:I;I=I==0.0?1.0:I;D=a+416|0;p[D>>3]=h/I;p[a+424>>3]=+p[H>>3]/I;p[a+432>>3]=+p[y>>3]/I;p[a+440>>3]=+p[G>>3]/I;p[a+448>>3]=+p[F>>3]/I;p[a+456>>3]=+p[E>>3]/I;h7a(a+192|0,a,D)|0;D=a+155|0;E=a+156|0;F=a+157|0;G=a+158|0;y=a+120|0;h=+K(+(+p[a+120>>3]));j=+K(+(+p[a+144>>3]));H=a+176|0;z=B+8|0;A=C+8|0;h=h<j?j:h;e=1;c=1;a:while(1){d=f[H>>2]|0;while(1){if((e|0)<(d|0))break;if(!(c&1)){e=1;c=1}else break a}if((e|0)>0){m=a+120+(e<<3)|0;n=e<<1;o=a+120+(n<<3)|0;r=e*3|0;q=a+120+(r<<3)|0;r=a+32+(r<<3)|0;s=r+8|0;t=r+16|0;v=o+8|0;w=a+(n<<3)|0;x=w+8|0;l=m+16|0;k=0;do{i=h*4.440892098500626e-16;i=i>1.0e-323?i:1.0e-323;g=k<<1;if(+K(+(+p[a+120+(g+e<<3)>>3]))>i)J=17;else if(+K(+(+p[a+120+(k+n<<3)>>3]))>i)J=17;if((J|0)==17){J=0;i7a(y,e,k,B,C);c=a+120+(k<<3)|0;i=+p[B>>3];j=+p[z>>3];d=i==1.0&j==0.0;if(!d){M=+p[m>>3];N=+p[c>>3];p[m>>3]=i*M+j*N;p[c>>3]=i*N-j*M;c=c+16|0;M=+p[l>>3];N=+p[c>>3];p[l>>3]=i*M+j*N;p[c>>3]=i*N-j*M}if(!(b[D>>0]|0)){if(b[E>>0]|0)J=21}else J=21;if((J|0)==21){J=0;c=a+(g<<3)|0;if(!d){N=+p[w>>3];M=+p[c>>3];p[w>>3]=i*N+j*M;p[c>>3]=i*M-j*N;d=c+8|0;N=+p[x>>3];M=+p[d>>3];p[x>>3]=i*N+j*M;p[d>>3]=i*M-j*N}}c=a+120+(g<<3)|0;N=+p[A>>3];i=-N;j=+p[C>>3];g=N==-0.0&j==1.0;if(!g){N=+p[o>>3];M=+p[c>>3];p[o>>3]=j*N+M*i;p[c>>3]=j*M-N*i;d=c+8|0;N=+p[v>>3];M=+p[d>>3];p[v>>3]=j*N+M*i;p[d>>3]=j*M-N*i}if(!(b[F>>0]|0))if(!(b[G>>0]|0))c=k*3|0;else J=28;else J=28;if((J|0)==28){J=0;c=k*3|0;d=a+32+(c<<3)|0;if(!g){N=+p[r>>3];M=+p[d>>3];p[r>>3]=j*N+M*i;p[d>>3]=j*M-N*i;g=d+8|0;N=+p[s>>3];M=+p[g>>3];p[s>>3]=j*N+M*i;p[g>>3]=j*M-N*i;g=d+16|0;N=+p[t>>3];M=+p[g>>3];p[t>>3]=j*N+M*i;p[g>>3]=j*M-N*i}}N=+K(+(+p[q>>3]));M=+K(+(+p[a+120+(c<<3)>>3]));N=N<M?M:N;h=h<N?N:h;c=0}k=k+1|0}while((k|0)!=(e|0))}e=e+1|0}if((d|0)>0)d=0;else{f[a+164>>2]=d;J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}do{e=a+120+(d*3<<3)|0;h=+p[e>>3];i=+K(+h);p[a+104+(d<<3)>>3]=i;if(!(b[D>>0]|0))c=(b[E>>0]|0)!=0;else c=1;if(h!=0.0&c){N=+p[e>>3]/i;C=a+(d<<1<<3)|0;p[C>>3]=N*+p[C>>3];C=C+8|0;p[C>>3]=N*+p[C>>3]}d=d+1|0;e=f[H>>2]|0}while((d|0)<(e|0));m=a+164|0;f[m>>2]=e;if((e|0)>0){l=0;c=e}else{J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}while(1){g=c-l|0;k=a+104+(2-g<<3)|0;i=+p[k>>3];if((g|0)>1){d=1;e=0;h=i;j=i;while(1){i=+p[k+(d<<3)>>3];c=i>j;h=c?i:h;e=c?d:e;d=d+1|0;if((d|0)==(g|0))break;else j=c?i:j}}else{e=0;h=i}if(h==0.0)break;do if(e|0){e=e+l|0;B=a+104+(l<<3)|0;C=a+104+(e<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;if(!(b[D>>0]|0)){if(b[E>>0]|0)J=45}else J=45;if((J|0)==45){J=0;B=a+(e<<1<<3)|0;C=a+(l<<1<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;B=B+8|0;N=+p[B>>3];C=C+8|0;p[B>>3]=+p[C>>3];p[C>>3]=N}if(!(b[F>>0]|0))if(!(b[G>>0]|0))break;B=a+32+(e*3<<3)|0;C=a+32+(l*3<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;z=B+8|0;N=+p[z>>3];A=C+8|0;p[z>>3]=+p[A>>3];p[A>>3]=N;B=B+16|0;N=+p[B>>3];C=C+16|0;p[B>>3]=+p[C>>3];p[C>>3]=N}while(0);e=l+1|0;c=f[H>>2]|0;if((c|0)<=(e|0)){J=50;break}else l=e}if((J|0)==50){J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}f[m>>2]=l;J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}function h7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;h=u;u=u+48|0;e=h+20|0;g=h;i=a+144|0;p[i>>3]=+p[d>>3];p[a+152>>3]=+p[d+16>>3];p[a+160>>3]=+p[d+32>>3];p[a+168>>3]=+p[d+8>>3];p[a+176>>3]=+p[d+24>>3];p[a+184>>3]=+p[d+40>>3];j7a(a,i)|0;p[c+120>>3]=+p[a>>3];p[c+128>>3]=+p[a+24>>3];p[c+136>>3]=0.0;p[c+144>>3]=+p[a+32>>3];if(!(b[c+157>>0]|0)){if(b[c+158>>0]|0){n=c+32|0;p[n>>3]=1.0;q=c+40|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;p[c+64>>3]=1.0;o=c+72|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;p[c+96>>3]=1.0;o=e+4|0;m=e+12|0;l=e+16|0;k=g+4|0;j=g+12|0;d=g+16|0;i=a+192|0;f[e>>2]=q;f[o>>2]=2;f[m>>2]=n;f[l>>2]=3;f[g>>2]=a+40;f[k>>2]=1;f[j>>2]=a;f[d>>2]=3;l7a(e,g,a+56|0,i);f[e>>2]=c+32;f[o>>2]=3;f[m>>2]=n;f[l>>2]=3;f[g>>2]=a+8;f[k>>2]=2;f[j>>2]=a;f[d>>2]=3;l7a(e,g,a+48|0,i)}}else{f[e>>2]=a;f[e+4>>2]=a+48;b[e+8>>0]=0;f[e+12>>2]=2;f[e+16>>2]=0;k7a(e,c+32|0,a+192|0)}if(!(b[c+155>>0]|0))if(!(b[c+156>>0]|0)){u=h;return 1};f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[c+(f[a+64>>2]<<3)>>3]=1.0;p[c+((f[a+68>>2]|0)+2<<3)>>3]=1.0;u=h;return 1}function i7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;m=+p[a+(b*3<<3)>>3];k=+p[a+((c<<1)+b<<3)>>3];l=+p[a+((b<<1)+c<<3)>>3];g=+p[a+(c*3<<3)>>3];j=l-k;f=(g+m)/j;if(j==0.0){i=1.0;j=0.0}else{j=+L(+(f*f+1.0));i=f/j;j=1.0/j}if(i==1.0&j==0.0){h=k;f=m}else{h=i*k+j*g;g=i*g-j*k;f=i*m+j*l}if(h==0.0){g=1.0;f=0.0}else{m=+K(+h);l=(f-g)/(m*2.0);f=+L(+(l*l+1.0));f=1.0/(l+(l>0.0?f:-f));l=1.0/+L(+(f*f+1.0));g=l;f=l*(+K(+f)*(h/m*(f>0.0?-1.0:1.0)))}p[e+8>>3]=f;p[e>>3]=g;m=-f;p[d>>3]=i*g-j*m;p[d+8>>3]=i*m+j*g;return}function j7a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,M=0.0;J=u;u=u+64|0;H=J+32|0;I=J;M=+p[c>>3];p[a>>3]=M;i=+p[c+8>>3];p[a+8>>3]=i;h=+p[c+16>>3];p[a+16>>3]=h;k=+p[c+24>>3];p[a+24>>3]=k;l=+p[c+32>>3];p[a+32>>3]=l;t=+p[c+40>>3];p[a+40>>3]=t;h=M*M+(i*i+h*h);p[a+96>>3]=h;t=k*k+(l*l+t*t);p[a+104>>3]=t;t=(h<t?t:h)*4.930380657631324e-32/3.0;v=a+136|0;f[v>>2]=2;w=a+128|0;p[w>>3]=0.0;x=a;y=H+4|0;z=H+8|0;A=H+12|0;B=H+16|0;C=I+4|0;D=I+12|0;E=I+20|0;F=I+28|0;s=0;n=0;while(1){r=2-s|0;m=a+96+(s<<3)|0;G=(r|0)>1;if(G){e=1;c=0;while(1){i=+p[m+(e<<3)>>3];d=i>h;c=d?e:c;e=e+1|0;if((e|0)==(r|0))break;else h=d?i:h}}else c=0;g=c+s|0;j=a+(g*3<<3)|0;q=3-s|0;e=j+(s<<3)|0;h=+p[e>>3];d=1;h=h*h;do{M=+p[e+(d<<3)>>3];h=h+M*M;d=d+1|0}while((d|0)!=(q|0));d=a+96+(g<<3)|0;p[d>>3]=h;if((f[v>>2]|0)==2)if(h<t*+(q|0))f[v>>2]=s;f[a+72+(s<<2)>>2]=g;o=a+(s*3<<3)|0;if(c){M=+p[o>>3];p[o>>3]=+p[j>>3];p[j>>3]=M;e=o+8|0;M=+p[e>>3];g=j+8|0;p[e>>3]=+p[g>>3];p[g>>3]=M;g=o+16|0;M=+p[g>>3];j=j+16|0;p[g>>3]=+p[j>>3];p[j>>3]=M;M=+p[m>>3];p[m>>3]=+p[d>>3];p[d>>3]=M;n=n+1|0}d=o+(s<<3)|0;j=a+48+(s<<3)|0;g=q+-1|0;e=d+8|0;l=+p[e>>3];h=l*l;if((q|0)>2){c=1;do{M=+p[e+(c<<3)>>3];h=h+M*M;c=c+1|0}while((c|0)!=(g|0));i=h}else i=h;h=+p[d>>3];if(!(i<=2.2250738585072014e-308)){k=+L(+(i+h*h));k=!(h>=0.0)?k:-k;i=h-k;p[e>>3]=l/i;if((g|0)!=1){c=1;do{p[e+(c<<3)>>3]=+p[e+(c<<3)>>3]/i;c=c+1|0}while((c|0)!=(g|0))}p[j>>3]=(k-h)/k;h=k}else{p[j>>3]=0.0;dQb(e|0,0,g<<3|0)|0}p[a+(s<<2<<3)>>3]=h;h=+K(+h);if(h>+p[w>>3])p[w>>3]=h;d=r+-1|0;r=3-r|0;e=r*3|0;f[H>>2]=a+(e+s<<3);f[y>>2]=q;f[z>>2]=d;f[A>>2]=a;f[B>>2]=3;f[I>>2]=o+(4-q<<3);f[C>>2]=g;f[D>>2]=o;c=E;f[c>>2]=x;f[c+4>>2]=3;f[F>>2]=3;c=s+1|0;p7a(H,I,j,a+80+(c<<3)|0);e=a+(s<<3)+(e<<3)|0;g=a+96+(r<<3)|0;if(G){M=+p[e>>3];p[g>>3]=+p[g>>3]-M*M;if((d|0)!=1){c=1;d=25;break}}if((c|0)==2){d=2;break}s=c;h=+p[a+96+(c<<3)>>3]}if((d|0)==2){H=a+64|0;f[H>>2]=0;G=a+68|0;f[G>>2]=1;I=a+64+(f[a+72>>2]<<2)|0;f[H>>2]=f[I>>2];f[I>>2]=0;I=a+64+(f[a+76>>2]<<2)|0;H=f[G>>2]|0;f[G>>2]=f[I>>2];f[I>>2]=H;f[a+140>>2]=(n<<1&2^2)+-1;b[a+112>>0]=1;u=J;return a|0}else if((d|0)==25)while(1){d=g+(c<<3)|0;M=+p[e+(c*3<<3)>>3];p[d>>3]=+p[d>>3]-M*M;c=c+1|0;d=25}return 0}function k7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+48|0;C=E+20|0;D=E;e=f[a+12>>2]|0;p[c>>3]=1.0;B=c+8|0;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[B+12>>2]=0;f[B+16>>2]=0;f[B+20>>2]=0;p[c+32>>3]=1.0;B=c+40|0;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[B+12>>2]=0;f[B+16>>2]=0;f[B+20>>2]=0;p[c+64>>3]=1.0;if((e|0)<=0){u=E;return}j=a+16|0;k=a+8|0;l=C+4|0;m=C+8|0;n=C+12|0;o=C+16|0;q=D+4|0;r=D+12|0;s=D+16|0;t=a+4|0;v=C+4|0;w=C+8|0;x=C+12|0;y=C+16|0;z=D+4|0;A=D+12|0;B=D+16|0;do{g=e;e=e+-1|0;h=f[j>>2]|0;i=4-g-h|0;if(!(b[k>>0]|0)){f[C>>2]=c+(3-i<<2<<3);f[l>>2]=i;f[m>>2]=i;f[n>>2]=c;f[o>>2]=3;h=h+g|0;i=f[a>>2]|0;f[D>>2]=i+(h+(e*3|0)<<3);f[q>>2]=3-h;f[r>>2]=i;f[s>>2]=3;o7a(C,D,(f[t>>2]|0)+(e<<3)|0,d)}else{f[C>>2]=c+(3-i<<2<<3);f[v>>2]=i;f[w>>2]=i;f[x>>2]=c;f[y>>2]=3;h=h+g|0;i=f[a>>2]|0;f[D>>2]=i+(h+(e*3|0)<<3);f[z>>2]=3-h;f[A>>2]=i;f[B>>2]=3;n7a(C,D,(f[t>>2]|0)+(e<<3)|0,d)}}while((g|0)>1);u=E;return}function l7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0;n=u;u=u+96|0;e=n+80|0;g=n;i=f[a+4>>2]|0;if((i|0)==1){h=1.0-+p[c>>3];l=f[a>>2]|0;p[l>>3]=h*+p[l>>3];m=f[a+16>>2]|0;k=l+(m<<3)|0;p[k>>3]=h*+p[k>>3];m=l+(m<<1<<3)|0;p[m>>3]=h*+p[m>>3];u=n;return}f[e>>2]=d;m=i+-1|0;l=(f[a>>2]|0)+8|0;j=a;s=f[j>>2]|0;j=f[j+4>>2]|0;o=a+12|0;k=o;r=f[k>>2]|0;k=f[k+4>>2]|0;x=b;w=f[x+4>>2]|0;t=b+12|0;v=f[t>>2]|0;t=f[t+4>>2]|0;d=g;f[d>>2]=f[x>>2];f[d+4>>2]=w;d=g+12|0;f[d>>2]=v;f[d+4>>2]=t;f[g+20>>2]=l;f[g+24>>2]=m;d=g+32|0;f[d>>2]=s;f[d+4>>2]=j;d=g+44|0;f[d>>2]=r;f[d+4>>2]=k;f[g+52>>2]=k;m7a(e,g)|0;d=f[a>>2]|0;r=f[o+4>>2]|0;a=f[e>>2]|0;q=+p[a>>3]+ +p[d>>3];p[a>>3]=q;g=a+8|0;p[g>>3]=+p[g>>3]+ +p[d+(r<<3)>>3];j=a+16|0;e=_Pb(r|0,0,1)|0;p[j>>3]=+p[j>>3]+ +p[d+(e<<3)>>3];h=+p[c>>3];e=f[o+4>>2]|0;p[d>>3]=+p[d>>3]-h*q;o=d+(e<<3)|0;p[o>>3]=+p[o>>3]-h*+p[g>>3];e=_Pb(e|0,0,1)|0;e=d+(e<<3)|0;p[e>>3]=+p[e>>3]-h*+p[j>>3];h=+p[c>>3];if((i|0)>1){e=f[b>>2]|0;p[l>>3]=+p[l>>3]-h*+p[e>>3]*+p[a>>3];if((m|0)==1)d=0;else{d=1;do{x=l+(d<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[a>>3];d=d+1|0}while((d|0)!=(m|0));d=0}do{x=l+(d+k<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[g>>3];d=d+1|0}while((d|0)!=(m|0));a=_Pb(k|0,0,1)|0;d=0;do{x=l+(d+a<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[j>>3];d=d+1|0}while((d|0)!=(m|0))}u=n;return}function m7a(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[b>>2]|0;e=f[b+20>>2]|0;g=f[b+52>>2]|0;i=f[b+24>>2]|0;h=f[a>>2]|0;if(!i){f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;return a|0}c=+p[j>>3]*+p[e>>3];if((i|0)>1)b=1;else{p[h>>3]=c;p[h+8>>3]=+p[j>>3]*+p[e+(g<<3)>>3];p[h+16>>3]=+p[j>>3]*+p[e+(g<<1<<3)>>3];return a|0}do{c=c+ +p[j+(b<<3)>>3]*+p[e+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h>>3]=c;d=e+(g<<3)|0;b=1;c=+p[j>>3]*+p[d>>3];do{c=c+ +p[j+(b<<3)>>3]*+p[d+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h+8>>3]=c;d=e+(g<<1<<3)|0;b=1;c=+p[j>>3]*+p[d>>3];do{c=c+ +p[j+(b<<3)>>3]*+p[d+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h+16>>3]=c;return a|0}function n7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+272|0;v=w+136|0;m=w;o=f[a+8>>2]|0;if((o|0)==1){h=1.0-+p[c>>3];i=f[a+4>>2]|0;if((i|0)<=0){u=w;return}g=f[a>>2]|0;e=0;do{v=g+(e<<3)|0;p[v>>3]=h*+p[v>>3];e=e+1|0}while((e|0)!=(i|0));u=w;return}l=a+4|0;q=f[l>>2]|0;r=o+-1|0;e=f[a>>2]|0;s=f[a+16>>2]|0;t=e+(s<<3)|0;k=f[b>>2]|0;j=f[b+4>>2]|0;n=(q|0)>0;g=(j|0)>1;do if(n){if(!j){dQb(d|0,0,q<<3|0)|0;e=f[a>>2]|0}else{if(g){g=0;do{a=t+(g<<3)|0;i=1;h=+p[a>>3]*+p[k>>3];do{x=a+((X(i,s)|0)<<3)|0;h=h+ +p[x>>3]*+p[k+(i<<3)>>3];i=i+1|0}while((i|0)!=(j|0));p[d+(g<<3)>>3]=h;g=g+1|0}while((g|0)!=(q|0))}else{g=0;do{p[d+(g<<3)>>3]=+p[t+(g<<3)>>3]*+p[k>>3];g=g+1|0}while((g|0)!=(q|0))}if(!n)break}p[d>>3]=+p[d>>3]+ +p[e>>3];if((q|0)!=1){g=1;do{x=d+(g<<3)|0;p[x>>3]=+p[x>>3]+ +p[e+(g<<3)>>3];g=g+1|0}while((g|0)!=(q|0))}}while(0);h=+p[c>>3];g=f[l>>2]|0;if((g|0)>0){p[e>>3]=+p[e>>3]-h*+p[d>>3];if((g|0)!=1){i=1;do{x=e+(i<<3)|0;p[x>>3]=+p[x>>3]-h*+p[d+(i<<3)>>3];i=i+1|0}while((i|0)!=(g|0))}}h=+p[c>>3];k=b;j=f[k>>2]|0;k=f[k+4>>2]|0;a=b+12|0;i=f[a>>2]|0;a=f[a+4>>2]|0;g=m+24|0;f[g>>2]=q;if(n){e=0;do{p[m+(e<<3)>>3]=h*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(q|0));e=f[g>>2]|0}else e=q;x=m+32|0;f[x>>2]=j;f[x+4>>2]=k;x=m+44|0;f[x>>2]=i;f[x+4>>2]=a;f[m+128>>2]=0;f[m+132>>2]=0;f[v+24>>2]=e;if((e|0)>0)bQb(v|0,m|0,e<<3|0)|0;x=v+32|0;f[x>>2]=j;f[x+4>>2]=k;x=v+44|0;f[x>>2]=i;f[x+4>>2]=a;f[v+128>>2]=0;f[v+132>>2]=0;if(n&(o|0)>1){e=0;do{i=j+(e<<3)|0;a=X(e,s)|0;g=0;do{x=t+(g+a<<3)|0;p[x>>3]=+p[x>>3]-+p[v+(g<<3)>>3]*+p[i>>3];g=g+1|0}while((g|0)!=(q|0));e=e+1|0}while((e|0)!=(r|0))}u=w;return}function o7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+256|0;w=x+128|0;o=x;q=f[a+4>>2]|0;if((q|0)==1){g=1.0-+p[c>>3];h=f[a+8>>2]|0;if((h|0)<=0){u=x;return}i=f[a>>2]|0;e=f[a+16>>2]|0;a=0;do{w=i+((X(a,e)|0)<<3)|0;p[w>>3]=g*+p[w>>3];a=a+1|0}while((a|0)!=(h|0));u=x;return}k=a+8|0;s=f[k>>2]|0;n=d;t=q+-1|0;l=f[a>>2]|0;v=l+8|0;j=a+16|0;r=f[j>>2]|0;m=(s|0)>0;i=f[b>>2]|0;if(m){if((q|0)>2){a=0;do{h=v+((X(a,r)|0)<<3)|0;e=1;g=+p[i>>3]*+p[h>>3];do{g=g+ +p[i+(e<<3)>>3]*+p[h+(e<<3)>>3];e=e+1|0}while((e|0)!=(t|0));p[d+(a<<3)>>3]=g;a=a+1|0}while((a|0)!=(s|0))}else{a=0;do{h=v+((X(a,r)|0)<<3)|0;p[d+(a<<3)>>3]=+p[i>>3]*+p[h>>3];a=a+1|0}while((a|0)!=(s|0))}a=f[j>>2]|0;if(m){p[d>>3]=+p[d>>3]+ +p[l>>3];if((s|0)!=1){e=1;do{i=d+(e<<3)|0;h=l+((X(e,a)|0)<<3)|0;p[i>>3]=+p[i>>3]+ +p[h>>3];e=e+1|0}while((e|0)!=(s|0))}}}g=+p[c>>3];h=f[k>>2]|0;a=f[j>>2]|0;if((h|0)>0){p[l>>3]=+p[l>>3]-g*+p[d>>3];if((h|0)!=1){e=1;do{k=l+((X(e,a)|0)<<3)|0;p[k>>3]=+p[k>>3]-g*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(h|0))}}g=+p[c>>3];i=f[b>>2]|0;a=f[b+4>>2]|0;h=o+24|0;f[h>>2]=a;if((a|0)>0){e=0;do{p[o+(e<<3)>>3]=g*+p[i+(e<<3)>>3];e=e+1|0}while((e|0)!=(a|0));a=f[h>>2]|0}f[o+32>>2]=n;f[o+40>>2]=s;f[o+120>>2]=0;f[o+124>>2]=0;f[w+24>>2]=a;if((a|0)>0)bQb(w|0,o|0,a<<3|0)|0;f[w+32>>2]=n;f[w+40>>2]=s;f[w+120>>2]=0;f[w+124>>2]=0;if(m&(q|0)>1){a=0;do{h=d+(a<<3)|0;i=X(a,r)|0;e=0;do{q=v+(e+i<<3)|0;p[q>>3]=+p[q>>3]-+p[w+(e<<3)>>3]*+p[h>>3];e=e+1|0}while((e|0)!=(t|0));a=a+1|0}while((a|0)!=(s|0))}u=x;return}function p7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+208|0;w=x+104|0;o=x;q=f[a+4>>2]|0;if((q|0)==1){g=1.0-+p[c>>3];h=f[a+8>>2]|0;if((h|0)<=0){u=x;return}i=f[a>>2]|0;e=f[a+16>>2]|0;a=0;do{w=i+((X(a,e)|0)<<3)|0;p[w>>3]=g*+p[w>>3];a=a+1|0}while((a|0)!=(h|0));u=x;return}k=a+8|0;s=f[k>>2]|0;n=d;t=q+-1|0;l=f[a>>2]|0;v=l+8|0;j=a+16|0;r=f[j>>2]|0;m=(s|0)>0;i=f[b>>2]|0;if(m){if((q|0)>2){a=0;do{h=v+((X(a,r)|0)<<3)|0;e=1;g=+p[i>>3]*+p[h>>3];do{g=g+ +p[i+(e<<3)>>3]*+p[h+(e<<3)>>3];e=e+1|0}while((e|0)!=(t|0));p[d+(a<<3)>>3]=g;a=a+1|0}while((a|0)!=(s|0))}else{a=0;do{h=v+((X(a,r)|0)<<3)|0;p[d+(a<<3)>>3]=+p[i>>3]*+p[h>>3];a=a+1|0}while((a|0)!=(s|0))}a=f[j>>2]|0;if(m){p[d>>3]=+p[d>>3]+ +p[l>>3];if((s|0)!=1){e=1;do{i=d+(e<<3)|0;h=l+((X(e,a)|0)<<3)|0;p[i>>3]=+p[i>>3]+ +p[h>>3];e=e+1|0}while((e|0)!=(s|0))}}}g=+p[c>>3];h=f[k>>2]|0;a=f[j>>2]|0;if((h|0)>0){p[l>>3]=+p[l>>3]-g*+p[d>>3];if((h|0)!=1){e=1;do{k=l+((X(e,a)|0)<<3)|0;p[k>>3]=+p[k>>3]-g*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(h|0))}}g=+p[c>>3];i=f[b>>2]|0;a=f[b+4>>2]|0;h=o+24|0;f[h>>2]=a;if((a|0)>0){e=0;do{p[o+(e<<3)>>3]=g*+p[i+(e<<3)>>3];e=e+1|0}while((e|0)!=(a|0));a=f[h>>2]|0}f[o+32>>2]=n;f[o+40>>2]=s;f[o+96>>2]=0;f[o+100>>2]=0;f[w+24>>2]=a;if((a|0)>0)bQb(w|0,o|0,a<<3|0)|0;f[w+32>>2]=n;f[w+40>>2]=s;f[w+96>>2]=0;f[w+100>>2]=0;if(m&(q|0)>1){a=0;do{h=d+(a<<3)|0;i=X(a,r)|0;e=0;do{q=v+(e+i<<3)|0;p[q>>3]=+p[q>>3]-+p[w+(e<<3)>>3]*+p[h>>3];e=e+1|0}while((e|0)!=(t|0));a=a+1|0}while((a|0)!=(s|0))}u=x;return}function q7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function r7a(a,c,d){a=a|0;c=c|0;d=+d;var e=0,f=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;j=u;u=u+16|0;i=j;q=+p[a>>3];o=+p[a+8>>3];l=+p[a+16>>3];r=+p[a+24>>3];n=r+(q*+p[c>>3]+(o*+p[c+8>>3]+l*+p[c+16>>3]));m=r+(q*+p[c+24>>3]+(o*+p[c+32>>3]+l*+p[c+40>>3]));l=r+(q*+p[c+48>>3]+(o*+p[c+56>>3]+l*+p[c+64>>3]));f=+K(+n)<d;g=!(n>0.0)&1;e=f?2:g;b[i>>0]=e;h=+K(+m)<d;c=h?2:!(m>0.0)&1;b[i+1>>0]=c;k=+K(+l)<d;a=k?2:!(l>0.0)&1;b[i+2>>0]=a;switch((h?(f?2:1):f&1)+(k&1)&7){case 2:{if(!f){k=g;u=j;return k|0}k=b[i+(h?2:1)>>0]|0;u=j;return k|0}case 1:{h=f?0:h?1:2;k=b[i+(((h+1|0)>>>0)%3|0)>>0]|0;k=k<<24>>24==(b[i+(((h+2|0)>>>0)%3|0)>>0]|0)?k:3;u=j;return k|0}case 0:{k=e<<24>>24==0;k=a<<24>>24==0^k|k^c<<24>>24==0?3:(k^1)&1;u=j;return k|0}case 3:{k=2;u=j;return k|0}default:{k=4;u=j;return k|0}}return 0}function s7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;a=f[c>>2]|0;g=(f[c+4>>2]|0)-a|0;h=g+1|0;if(!g){c=a;return c|0}if(!h){h=b+2496|0;d=f[h>>2]|0;g=((d+1|0)>>>0)%624|0;c=b+(d<<2)|0;e=f[b+(g<<2)>>2]|0;f[c>>2]=0-(e&1)&-1727483681^f[b+((((d+397|0)>>>0)%624|0)<<2)>>2]^(e&2147483646|f[c>>2]&-2147483648)>>>1;c=f[b+(f[h>>2]<<2)>>2]|0;c=c>>>11^c;f[h>>2]=g;c=c<<7&-1658038656^c;c=c<<15&-272236544^c;c=c>>>18^c;return c|0}d=32-(_(h|0)|0)|0;d=d+(((-1>>>(33-d|0)&h|0)==0)<<31>>31)|0;a=(d>>>5)+((d&31|0)!=0&1)|0;a=a>>>0>d>>>0?0:-1>>>(32-((d>>>0)/(a>>>0)|0)|0);d=b+2496|0;e=f[d>>2]|0;do{j=e;e=((e+1|0)>>>0)%624|0;g=b+(j<<2)|0;i=f[b+(e<<2)>>2]|0;f[g>>2]=0-(i&1)&-1727483681^f[b+((((j+397|0)>>>0)%624|0)<<2)>>2]^(i&2147483646|f[g>>2]&-2147483648)>>>1;g=f[b+(f[d>>2]<<2)>>2]|0;g=g>>>11^g;f[d>>2]=e;g=g<<7&-1658038656^g;g=g<<15&-272236544^g;g=(g>>>18^g)&a}while(g>>>0>=h>>>0);j=(f[c>>2]|0)+g|0;return j|0}function t7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;e=l;c=f[b>>2]|0;g=c;if(((f[b+4>>2]|0)-c|0)!=12){k=0;u=l;return k|0}b=f[a>>2]|0;if(((f[a+4>>2]|0)-b|0)!=32){k=0;u=l;return k|0}d=g+4|0;if(((f[d>>2]|0)-(f[c>>2]|0)|0)!=32){k=0;u=l;return k|0}k=pOb(32)|0;i=k+32|0;j=b;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];f[k+16>>2]=f[j+16>>2];f[k+20>>2]=f[j+20>>2];f[k+24>>2]=f[j+24>>2];f[k+28>>2]=f[j+28>>2];f[e>>2]=0;j=e+4|0;f[j>>2]=0;f[e+8>>2]=0;b=(f[d>>2]|0)-(f[c>>2]|0)|0;a=b>>3;if(!a){d=0;e=0;b=0;a=0;c=0}else{if(a>>>0>536870911)AMb(e);h=pOb(b)|0;f[j>>2]=h;f[e>>2]=h;f[e+8>>2]=h+(a<<3);a=f[g>>2]|0;b=(f[d>>2]|0)-a|0;c=h;if((b|0)>0){g=h+(b>>>3<<3)|0;bQb(h|0,a|0,b|0)|0;f[j>>2]=g;d=h;e=g;b=c;a=g;c=h}else{d=h;e=h;b=c;a=c;c=h}}u7a(k,i);u7a(d,e);if((a-b|0)==32)if((f[k>>2]|0)==(f[b>>2]|0))if((f[k+4>>2]|0)==(f[b+4>>2]|0))if((f[k+8>>2]|0)==(f[b+8>>2]|0))if((f[k+12>>2]|0)==(f[b+12>>2]|0))if((f[k+16>>2]|0)==(f[b+16>>2]|0))if((f[k+20>>2]|0)==(f[b+20>>2]|0))if((f[k+24>>2]|0)==(f[b+24>>2]|0))b=(f[k+28>>2]|0)==(f[b+28>>2]|0)?1:0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;if(d|0){if((e|0)!=(d|0))f[j>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(c)}sOb(k);k=b;u=l;return k|0}function u7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+1632|0;k=0;a:while(1){d=b;i=b+-8|0;e=b+-16|0;j=b+-4|0;c=a;while(1){l=c;f[m+32>>2]=c;f[m+136>>2]=b;f[m+168>>2]=l;f[m+288>>2]=g;f[m+504>>2]=d;f[m+704>>2]=i;f[m+920>>2]=e;f[m+1096>>2]=j;f[m+1464>>2]=h;f[m+1560>>2]=k;f[m+1576>>2]=0;f[m+1580>>2]=0;N7a(m);c=f[m+32>>2]|0;l=f[m+168>>2]|0;g=f[m+288>>2]|0;h=f[m+1464>>2]|0;k=f[m+1560>>2]|0;G=f[m+1576>>2]|0;D=f[m+1580>>2]|0;H=+n[m+1580>>2];f[m+1576>>2]=0;f[m+1580>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((k|0)==133){k=0;u7a(g+8|0,b);a=l;b=g;continue}else if((k|0)==134){k=0;if(h){k=135;break}else{a=l;b=g;continue}}}a=1;if(a)if((k|0)==5){b=f[i>>2]|0;a=f[l>>2]|0;if((b|0)==(a|0)){if((f[j>>2]|0)>=(f[l+4>>2]|0)){u=m;return}}else if((b|0)>=(a|0)){u=m;return}k=l;j=f[k>>2]|0;k=f[k+4>>2]|0;h=f[i+4>>2]|0;f[l>>2]=f[i>>2];f[l+4>>2]=h;f[i>>2]=j;f[i+4>>2]=k;u=m;return}else if((k|0)==9){d=l+8|0;c=f[d>>2]|0;a=f[l>>2]|0;if((c|0)==(a|0))b=(f[l+12>>2]|0)<(f[l+4>>2]|0);else b=(c|0)<(a|0);a=f[i>>2]|0;if((a|0)==(c|0))a=(f[j>>2]|0)<(f[l+12>>2]|0);else a=(a|0)<(c|0);if(!b){if(!a){u=m;return}b=f[d>>2]|0;a=f[d+4>>2]|0;k=f[i+4>>2]|0;f[d>>2]=f[i>>2];f[d+4>>2]=k;f[i>>2]=b;f[i+4>>2]=a;a=f[d>>2]|0;b=f[l>>2]|0;if((a|0)==(b|0)){if((f[l+12>>2]|0)>=(f[l+4>>2]|0)){u=m;return}}else if((a|0)>=(b|0)){u=m;return}k=l;j=f[k>>2]|0;k=f[k+4>>2]|0;i=f[d+4>>2]|0;f[l>>2]=f[d>>2];f[l+4>>2]=i;f[d>>2]=j;f[d+4>>2]=k;u=m;return}c=l;b=f[c>>2]|0;c=f[c+4>>2]|0;if(a){k=f[i+4>>2]|0;f[l>>2]=f[i>>2];f[l+4>>2]=k;f[i>>2]=b;f[i+4>>2]=c;u=m;return}k=f[d+4>>2]|0;a=l;f[a>>2]=f[d>>2];f[a+4>>2]=k;f[d>>2]=b;f[d+4>>2]=c;a=f[i>>2]|0;if((a|0)==(b|0)){if((f[j>>2]|0)>=(c|0)){u=m;return}}else if((a|0)>=(b|0)){u=m;return}l=f[i+4>>2]|0;f[d>>2]=f[i>>2];f[d+4>>2]=l;f[i>>2]=b;f[i+4>>2]=c;u=m;return}else if((k|0)==27){v7a(l,l+8|0,l+16|0,i)|0;u=m;return}else if((k|0)==28){w7a(l,l+8|0,l+16|0,l+24|0,i)|0;u=m;return}else a=1;if(a)if((k|0)==30){i=l+16|0;h=l+8|0;a=f[h>>2]|0;g=f[l>>2]|0;if((a|0)==(g|0))c=(f[l+12>>2]|0)<(f[l+4>>2]|0);else c=(a|0)<(g|0);d=f[i>>2]|0;if((d|0)==(a|0))e=(f[l+20>>2]|0)<(f[l+12>>2]|0);else e=(d|0)<(a|0);do if(c){c=l;a=f[c>>2]|0;c=f[c+4>>2]|0;if(e){j=f[i+4>>2]|0;d=l;f[d>>2]=f[i>>2];f[d+4>>2]=j;f[i>>2]=a;f[i+4>>2]=c;d=a;break}g=f[h+4>>2]|0;j=l;f[j>>2]=f[h>>2];f[j+4>>2]=g;f[h>>2]=a;f[h+4>>2]=c;if((d|0)==(a|0)){if((f[l+20>>2]|0)>=(c|0))break}else if((d|0)>=(a|0))break;d=f[i+4>>2]|0;f[h>>2]=f[i>>2];f[h+4>>2]=d;f[i>>2]=a;f[i+4>>2]=c;d=a}else if(e){d=f[h>>2]|0;j=f[h+4>>2]|0;a=f[i>>2]|0;c=f[i+4>>2]|0;f[h>>2]=a;f[h+4>>2]=c;f[i>>2]=d;f[i+4>>2]=j;if((g|0)==(a|0)){if((f[l+4>>2]|0)<=(c|0))break}else if((g|0)<=(a|0))break;j=l;g=f[j>>2]|0;j=f[j+4>>2]|0;e=l;f[e>>2]=a;f[e+4>>2]=c;f[h>>2]=g;f[h+4>>2]=j}while(0);a=l+24|0;if((a|0)==(b|0)){u=m;return}else{h=a;a=i}while(1){c=f[h>>2]|0;if((c|0)==(d|0)){if((f[h+4>>2]|0)<(f[a+4>>2]|0))k=52}else if((c|0)<(d|0))k=52;if((k|0)==52){k=0;g=h;e=f[g>>2]|0;g=f[g+4>>2]|0;d=a;i=f[d+4>>2]|0;j=h;f[j>>2]=f[d>>2];f[j+4>>2]=i;b:do if((a|0)!=(l|0))while(1){c=a+-8|0;d=f[c>>2]|0;if((d|0)==(e|0)){if((f[a+-4>>2]|0)<=(g|0))break b}else if((d|0)<=(e|0))break b;i=f[c+4>>2]|0;j=a;f[j>>2]=f[c>>2];f[j+4>>2]=i;if((c|0)==(l|0)){a=c;break}else a=c}while(0);j=a;f[j>>2]=e;f[j+4>>2]=g}a=h+8|0;if((a|0)==(b|0))break;d=f[h>>2]|0;j=h;h=a;a=j}u=m;return}else if((k|0)==135)if(1){u=m;return}u=m}function v7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if((h|0)==(e|0))e=(f[b+4>>2]|0)<(f[a+4>>2]|0);else e=(h|0)<(e|0);g=f[c>>2]|0;if((g|0)==(h|0))h=(f[c+4>>2]|0)<(f[b+4>>2]|0);else h=(g|0)<(h|0);do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if((g|0)==(i|0)){if((f[c+4>>2]|0)>=(e|0)){j=1;break}}else if((g|0)>=(i|0)){j=1;break}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if((e|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){j=1;break}}else if((e|0)>=(h|0)){j=1;break}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if((e|0)==(g|0)){if((f[d+4>>2]|0)>=(f[c+4>>2]|0)){b=j;return b|0}}else if((e|0)>=(g|0)){b=j;return b|0}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if((g|0)==(h|0)){if((f[c+4>>2]|0)>=(f[b+4>>2]|0)){k=e;return k|0}}else if((g|0)>=(h|0)){k=e;return k|0}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if((g|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){k=e;return k|0}}else if((g|0)>=(h|0)){k=e;return k|0}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function w7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;i=v7a(a,b,c,d)|0;g=f[e>>2]|0;h=f[d>>2]|0;if((g|0)==(h|0)){if((f[e+4>>2]|0)>=(f[d+4>>2]|0))return i|0}else if((g|0)>=(h|0))return i|0;g=d;h=f[g>>2]|0;g=f[g+4>>2]|0;l=e;k=f[l+4>>2]|0;j=d;f[j>>2]=f[l>>2];f[j+4>>2]=k;f[e>>2]=h;f[e+4>>2]=g;e=i+1|0;g=f[d>>2]|0;h=f[c>>2]|0;if((g|0)==(h|0)){if((f[d+4>>2]|0)>=(f[c+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;l=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=l;e=d;f[e>>2]=h;f[e+4>>2]=g;e=i+2|0;g=f[c>>2]|0;h=f[b>>2]|0;if((g|0)==(h|0)){if((f[c+4>>2]|0)>=(f[b+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;k=c;l=f[k+4>>2]|0;e=b;f[e>>2]=f[k>>2];f[e+4>>2]=l;e=c;f[e>>2]=h;f[e+4>>2]=g;e=i+3|0;g=f[b>>2]|0;h=f[a>>2]|0;if((g|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function x7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if((d|0)==(e|0)){if((f[b+-4>>2]|0)>=(f[a+4>>2]|0)){b=1;return b|0}}else if((d|0)>=(e|0)){b=1;return b|0}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if((e|0)==(c|0))d=(f[a+12>>2]|0)<(f[a+4>>2]|0);else d=(e|0)<(c|0);c=f[g>>2]|0;if((c|0)==(e|0))c=(f[b+-4>>2]|0)<(f[a+12>>2]|0);else c=(c|0)<(e|0);if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if((c|0)==(d|0)){if((f[a+12>>2]|0)>=(f[a+4>>2]|0)){b=1;return b|0}}else if((c|0)>=(d|0)){b=1;return b|0}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if((c|0)==(d|0)){if((f[b+-4>>2]|0)>=(e|0)){b=1;return b|0}}else if((c|0)>=(d|0)){b=1;return b|0}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{v7a(a,a+8|0,a+16|0,b+-8|0)|0;b=1;return b|0}case 5:{w7a(a,a+8|0,a+16|0,a+24|0,b+-8|0)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if((c|0)==(i|0))e=(f[a+12>>2]|0)<(f[a+4>>2]|0);else e=(c|0)<(i|0);g=f[d>>2]|0;if((g|0)==(c|0))h=(f[a+20>>2]|0)<(f[a+12>>2]|0);else h=(g|0)<(c|0);do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if((g|0)==(c|0)){if((f[a+20>>2]|0)>=(e|0))break}else if((g|0)>=(c|0))break;i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if((i|0)==(c|0)){if((f[a+4>>2]|0)<=(e|0))break}else if((i|0)<=(c|0))break;i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if((e|0)==(g|0)){if((f[k+4>>2]|0)<(f[d+4>>2]|0))l=48}else if((e|0)<(g|0))l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if((e|0)==(i|0)){if((f[h+-4>>2]|0)<=(j|0)){d=g;break b}}else if((e|0)<=(i|0)){d=g;break b}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function y7a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0.0,J=0.0;H=u;u=u+512|0;F=H+464|0;G=H;l=pOb(48)|0;f[l>>2]=f[c>>2];f[l+4>>2]=f[c+4>>2];f[l+8>>2]=f[c+8>>2];f[l+12>>2]=f[c+12>>2];h=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;b[h+16>>0]=0;h=f[64687]|0;f[64687]=h+1;f[l+44>>2]=h;f[a>>2]=l;h=pOb(12)|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[l+24>>2]=h;h=pOb(12)|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;l=l+28|0;n=f[l>>2]|0;f[l>>2]=h;if(n|0){d=f[n>>2]|0;if(d|0){l=n+4|0;e=f[l>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[l>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h);e=f[l>>2]|0}}while((e|0)!=(d|0));d=f[n>>2]|0}sOb(d)}sOb(n)}l=f[a>>2]|0;n=pOb(12)|0;rqb(n,c);c=l+20|0;d=f[c>>2]|0;f[c>>2]=n;if(d|0){e=f[d>>2]|0;if(e|0){g=d+4|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-8-e|0)>>>3)<<3);sOb(e)}sOb(d)}B=+(f[l>>2]|0);C=+(f[l+4>>2]|0);D=+(f[l+8>>2]|0);E=+(f[l+12>>2]|0);i=B-B;j=C-E;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));z=i*i;A=j*j;if(!(q<=+L(+(z+(A+1.0)))*+L(+(z+(A+0.0)))*2.220446049250313e-16)){A=k/q;z=m/q;y=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;A=+p[G+80>>3];z=+p[G+88>>3];y=+p[G+96>>3]}i=D-D;j=E-C;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));w=i*i;x=j*j;if(!(q<=+L(+(w+(x+1.0)))*+L(+(w+(x+0.0)))*2.220446049250313e-16)){x=k/q;w=m/q;v=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;x=+p[G+80>>3];w=+p[G+88>>3];v=+p[G+96>>3]}i=D-B;j=C-C;k=j+j*0.0;m=-i-i*0.0;o=j*i;o=o-o;q=+L(+(k*k+(o*o+m*m)));s=i*i;t=j*j;if(!(q<=+L(+(s+(t+1.0)))*+L(+(s+(t+0.0)))*2.220446049250313e-16)){t=k/q;s=m/q;r=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;t=+p[G+80>>3];s=+p[G+88>>3];r=+p[G+96>>3]}i=B-D;j=E-E;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));J=i*i;I=j*j;if(!(q<=+L(+(J+(I+1.0)))*+L(+(J+(I+0.0)))*2.220446049250313e-16)){k=k/q;j=m/q;i=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;k=+p[G+80>>3];j=+p[G+88>>3];i=+p[G+96>>3]}F=pOb(12)|0;d=pOb(128)|0;f[F>>2]=d;G=d+128|0;f[F+8>>2]=G;p[d>>3]=A;p[d+8>>3]=z;p[d+16>>3]=y;p[d+24>>3]=-(A*B+(y*0.0+z*E));p[d+32>>3]=x;p[d+40>>3]=w;p[d+48>>3]=v;p[d+56>>3]=-(x*D+(v*0.0+w*C));p[d+64>>3]=t;p[d+72>>3]=s;p[d+80>>3]=r;p[d+88>>3]=-(t*B+(r*0.0+s*C));p[d+96>>3]=k;p[d+104>>3]=j;p[d+112>>3]=i;p[d+120>>3]=-(k*D+(i*0.0+j*E));f[F+4>>2]=G;G=l+16|0;d=f[G>>2]|0;f[G>>2]=F;if(!d){u=H;return}e=f[d>>2]|0;if(e|0){g=d+4|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-32-e|0)>>>5)<<5);sOb(e)}sOb(d);u=H;return}function z7a(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(48)|0;f[d>>2]=f[a+4>>2];f[d+4>>2]=f[a+8>>2];f[d+8>>2]=f[a+12>>2];f[d+12>>2]=f[a+16>>2];e=d+16|0;f[d+36>>2]=0;f[d+40>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=f[64687]|0;f[64687]=e+1;f[d+44>>2]=e;e=f[a>>2]|0;f[a>>2]=d;if(e){l4a(e);sOb(e);d=f[a>>2]|0}f[a+20>>2]=c;c=a+24|0;f[c>>2]=(f[c>>2]|0)+1;A7a(a,d,0);return}function A7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+48|0;i=r+24|0;k=r+8|0;l=r;j=f[c>>2]|0;e=f[c+4>>2]|0;f[i>>2]=j;f[i+4>>2]=e;m=f[c+8>>2]|0;n=f[c+12>>2]|0;f[k+8>>2]=m;f[k+12>>2]=n;if(!(d&1)){o=((m-j|0)/2|0)+j|0;g=o;h=n;p=e}else{p=((n-e|0)/2|0)+e|0;g=m;h=p;o=j}f[i+8>>2]=g;f[i+12>>2]=h;f[k>>2]=o;f[k+4>>2]=p;q=d+1|0;if((q|0)==(f[a+20>>2]|0)){y7a(l,i);q=c+36|0;p=f[l>>2]|0;f[l>>2]=0;d=f[q>>2]|0;f[q>>2]=p;if(d|0){l4a(d);sOb(d)}y7a(l,k);q=c+40|0;c=f[l>>2]|0;f[l>>2]=0;d=f[q>>2]|0;f[q>>2]=c;if(d|0){l4a(d);sOb(d)}a=a+24|0;f[a>>2]=(f[a>>2]|0)+2;u=r;return}else{l=pOb(48)|0;f[l>>2]=j;f[l+4>>2]=e;f[l+8>>2]=g;f[l+12>>2]=h;g=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;b[g+16>>0]=0;g=f[64687]|0;d=g+1|0;f[64687]=d;f[l+44>>2]=g;g=c+36|0;e=f[g>>2]|0;f[g>>2]=l;if(e){l4a(e);sOb(e);d=f[64687]|0}l=pOb(48)|0;f[l>>2]=o;f[l+4>>2]=p;f[l+8>>2]=m;f[l+12>>2]=n;e=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;f[64687]=d+1;f[l+44>>2]=d;d=c+40|0;e=f[d>>2]|0;f[d>>2]=l;if(e|0){l4a(e);sOb(e)}c=a+24|0;f[c>>2]=(f[c>>2]|0)+2;A7a(a,f[g>>2]|0,q);A7a(a,f[d>>2]|0,q);u=r;return}}function B7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+176|0;d=e+16|0;g=e;Xmb(d,0);pqb(g,b);a=C7a(a,f[a>>2]|0,b,g,d)|0;if(a){q4a(d,40996);g=d+76|0;Tlb(g);u=e;return a|0}Ymb(d,1,c,1,1)|0;gnb(c,1);q4a(d,40996);g=d+76|0;Tlb(g);u=e;return a|0}function C7a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0;v=u;u=u+192|0;q=v+36|0;t=v+24|0;s=v+12|0;n=v;l=f[c+36>>2]|0;if(l|0){if(!(b[l+32>>0]|0))if((f[e+8>>2]|0)<(f[l>>2]|0))k=0;else if((f[e>>2]|0)>(f[l+8>>2]|0))k=0;else if((f[e+12>>2]|0)<(f[l+4>>2]|0))k=0;else k=(f[e+4>>2]|0)<=(f[l+12>>2]|0);else if(!(b[(f[c+40>>2]|0)+32>>0]|0))k=0;else{h=c+32|0;if(b[h>>0]|0){t=1;u=v;return t|0}b[h>>0]=1;t=1;u=v;return t|0}j=c+40|0;h=f[j>>2]|0;if(!(b[h+32>>0]|0))if((f[e+8>>2]|0)<(f[h>>2]|0))i=0;else if((f[e>>2]|0)>(f[h+8>>2]|0))i=0;else if((f[e+12>>2]|0)<(f[h+4>>2]|0))i=0;else i=(f[e+4>>2]|0)<=(f[h+12>>2]|0);else i=0;if(k)h=C7a(a,l,d,e,g)|0;else h=1;if(!i){t=h;u=v;return t|0}t=h&(C7a(a,f[j>>2]|0,d,e,g)|0);u=v;return t|0}zqb(t,d);f[s>>2]=0;r=s+4|0;f[r>>2]=0;f[s+8>>2]=0;o=c+20|0;l=f[o>>2]|0;Xmb(q,0);h=q+76|0;Vlb(h,l,1,1)|0;Vlb(h,t,0,1)|0;f[n>>2]=0;l=n+4|0;f[l>>2]=0;f[n+8>>2]=0;Ymb(q,0,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(h);h=f[s>>2]|0;if(!h)h=s+8|0;else{i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h);h=s+8|0;f[h>>2]=0;f[r>>2]=0;f[s>>2]=0}f[s>>2]=f[n>>2];f[r>>2]=f[l>>2];f[h>>2]=f[n+8>>2];m=c+24|0;l=f[m>>2]|0;Xmb(q,0);h=q+76|0;Wmb(h,l,1,1)|0;Wmb(h,s,0,1)|0;f[n>>2]=0;l=n+4|0;f[l>>2]=0;f[n+8>>2]=0;Ymb(q,2,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(h);h=f[s>>2]|0;if(!h)h=s+8|0;else{i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h);h=s+8|0;f[h>>2]=0;f[r>>2]=0;f[s>>2]=0}a=f[n>>2]|0;f[s>>2]=a;e=f[l>>2]|0;f[r>>2]=e;f[h>>2]=f[n+8>>2];h=a;if((h|0)==(e|0))l=1;else{a=f[m>>2]|0;Xmb(q,0);e=q+76|0;Wmb(e,a,0,1)|0;Wmb(e,s,0,1)|0;f[n>>2]=0;a=n+4|0;f[a>>2]=0;f[n+8>>2]=0;Ymb(q,1,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(e);e=f[m>>2]|0;i=f[e>>2]|0;if(!i){h=e+4|0;i=e+8|0}else{h=e+4|0;j=f[h>>2]|0;if((j|0)!=(i|0)){do{k=j+-12|0;f[h>>2]=k;l=f[k>>2]|0;if(!l)j=k;else{j=j+-8|0;k=f[j>>2]|0;if((k|0)!=(l|0))f[j>>2]=k+(~((k+-8-l|0)>>>3)<<3);sOb(l);j=f[h>>2]|0}}while((j|0)!=(i|0));i=f[e>>2]|0}sOb(i);i=e+8|0;f[i>>2]=0;f[h>>2]=0;f[e>>2]=0}f[e>>2]=f[n>>2];f[h>>2]=f[a>>2];f[i>>2]=f[n+8>>2];Wmb(g+76|0,s,0,1)|0;e=f[d>>2]|0;E=+(f[e>>2]|0);D=+(f[e+4>>2]|0);C=+(f[e+8>>2]|0);B=+(f[e+12>>2]|0);A=+(f[e+16>>2]|0);z=+(f[e+20>>2]|0);y=+(f[e+24>>2]|0);x=+(f[e+28>>2]|0);w=+(f[e+32>>2]|0);e=q+4|0;a=pOb(72)|0;f[q>>2]=a;h=a+72|0;f[q+8>>2]=h;p[a>>3]=E;p[a+8>>3]=D;p[a+16>>3]=C;p[a+24>>3]=B;p[a+32>>3]=A;p[a+40>>3]=z;p[a+48>>3]=y;p[a+56>>3]=x;p[a+64>>3]=w;f[e>>2]=h;h=f[c+28>>2]|0;a=h+4|0;k=f[a>>2]|0;if((k|0)==(f[h+8>>2]|0))D7a(h,q);else{f[k>>2]=0;l=k+4|0;f[l>>2]=0;f[k+8>>2]=0;h=(f[e>>2]|0)-(f[q>>2]|0)|0;j=(h|0)/24|0;if(h|0){if(j>>>0>178956970)AMb(k);i=pOb(h)|0;f[l>>2]=i;f[k>>2]=i;f[k+8>>2]=i+(j*24|0);h=f[q>>2]|0;j=f[e>>2]|0;if((h|0)!=(j|0)){do{p[i>>3]=+p[h>>3];p[i+8>>3]=+p[h+8>>3];p[i+16>>3]=+p[h+16>>3];h=h+24|0;i=i+24|0}while((h|0)!=(j|0));f[l>>2]=i}}f[a>>2]=(f[a>>2]|0)+12}if(t7a(f[o>>2]|0,f[m>>2]|0)|0)b[c+32>>0]=1;h=f[q>>2]|0;if(h|0){i=f[e>>2]|0;if((i|0)!=(h|0))f[e>>2]=i+(~(((i+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}l=0;h=f[s>>2]|0}if(h|0){i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h)}j=f[t>>2]|0;if(j|0){h=t+4|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-8-j|0)>>>3)<<3);sOb(j)}t=l;u=v;return t|0}function D7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;e=f[r>>2]|0;h=f[a>>2]|0;m=(e-h|0)/12|0;c=m+1|0;n=h;if(c>>>0>357913941)AMb(a);q=a+8|0;o=((f[q>>2]|0)-h|0)/12|0;g=o<<1;g=o>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)k=0;else if(g>>>0>357913941)vd();else{k=pOb(g*12|0)|0;break}while(0);d=k+(m*12|0)|0;c=d;o=k+(g*12|0)|0;f[d>>2]=0;l=k+(m*12|0)+4|0;f[l>>2]=0;f[k+(m*12|0)+8>>2]=0;j=f[b+4>>2]|0;b=f[b>>2]|0;g=j-b|0;i=(g|0)/24|0;if(g|0){if(i>>>0>178956970)AMb(d);g=pOb(g)|0;f[l>>2]=g;f[d>>2]=g;f[k+(m*12|0)+8>>2]=g+(i*24|0);if((b|0)!=(j|0)){do{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[b+8>>3];p[g+16>>3]=+p[b+16>>3];b=b+24|0;g=g+24|0}while((b|0)!=(j|0));f[l>>2]=g}}g=d+12|0;if((e|0)!=(n|0)){do{m=d+-12|0;l=e;e=e+-12|0;f[m>>2]=0;k=d+-8|0;f[k>>2]=0;f[d+-4>>2]=0;f[m>>2]=f[e>>2];m=l+-8|0;f[k>>2]=f[m>>2];l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[e>>2]=0;d=c+-12|0;c=d}while((e|0)!=(n|0));h=f[a>>2]|0}f[a>>2]=c;c=f[r>>2]|0;f[r>>2]=g;f[q>>2]=o;b=h;if((c|0)!=(b|0)){e=c;do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~(((d+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}}while((e|0)!=(b|0))}if(!h)return;sOb(h);return}function E7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;pqb(e,b);c=F7a(a,f[a>>2]|0,b,e,c)|0;u=d;return c|0}function F7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0;L=u;u=u+320|0;C=L+208|0;s=L+312|0;r=L+300|0;g=L+288|0;h=L+176|0;K=L+276|0;H=L+264|0;E=L+252|0;t=L+32|0;v=L;w=L+248|0;x=L+244|0;y=L+240|0;k=f[a+84>>2]|0;z=+p[k+48>>3];A=+p[k+56>>3];k=f[b+36>>2]|0;if(k|0){h=f[d+8>>2]|0;if((h|0)<(f[k>>2]|0))j=0;else if((f[d>>2]|0)>(f[k+8>>2]|0))j=0;else if((f[d+12>>2]|0)<(f[k+4>>2]|0))j=0;else j=(f[d+4>>2]|0)<=(f[k+12>>2]|0);i=b+40|0;g=f[i>>2]|0;if((h|0)<(f[g>>2]|0))h=0;else if((f[d>>2]|0)>(f[g+8>>2]|0))h=0;else if((f[d+12>>2]|0)<(f[g+4>>2]|0))h=0;else h=(f[d+4>>2]|0)<=(f[g+12>>2]|0);if(j)g=F7a(a,k,c,d,e)|0;else g=1;if(!h){K=g;u=L;return K|0}K=g&(F7a(a,f[i>>2]|0,c,d,e)|0);u=L;return K|0}I=f[c>>2]|0;R=+(f[I>>2]|0);Q=+(f[I+4>>2]|0);P=+(f[I+8>>2]|0);M=+(f[I+12>>2]|0);N=+(f[I+16>>2]|0);O=+(f[I+20>>2]|0);I=g+4|0;J=pOb(48)|0;f[g>>2]=J;G=J+48|0;f[g+8>>2]=G;p[J>>3]=R;p[J+8>>3]=Q;p[J+16>>3]=P;p[J+24>>3]=M;p[J+32>>3]=N;p[J+40>>3]=O;f[I>>2]=G;O=+(f[b+4>>2]|0);N=+(f[b+8>>2]|0);M=+(f[b+12>>2]|0);p[h>>3]=+(f[b>>2]|0);p[h+8>>3]=O;p[h+16>>3]=N;p[h+24>>3]=M;f[K>>2]=0;G=K+4|0;f[G>>2]=0;f[K+8>>2]=0;if(vqb(J,f[b+16>>2]|0,h,K)|0)i=1;else{f[H>>2]=0;F=H+4|0;f[F>>2]=0;f[H+8>>2]=0;D7a(H,K);f[E>>2]=0;D=E+4|0;f[D>>2]=0;f[E+8>>2]=0;m=f[b+28>>2]|0;g=f[m>>2]|0;m=f[m+4>>2]|0;a:do if((g|0)==(m|0)){g=f[H>>2]|0;n=f[F>>2]|0;B=42}else{n=r+4|0;o=r+8|0;q=E+8|0;l=g;b:while(1){qqb(v,f[l>>2]|0,3);g=f[F>>2]|0;h=f[H>>2]|0;if((g|0)!=(h|0)){j=0;do{b=h+(j*12|0)|0;qqb(C,f[b>>2]|0,2);if(Bqb(f[l>>2]|0,v,f[b>>2]|0,C,t,s,A,z)|0){if(f[s>>2]&2147483647|0){b=0;do{M=+p[t+(b*24|0)>>3];N=+p[t+(b*24|0)+8>>3];O=+p[t+(b*24|0)+16>>3];d=b|1;P=+p[t+(d*24|0)>>3];Q=+p[t+(d*24|0)+8>>3];R=+p[t+(d*24|0)+16>>3];d=pOb(48)|0;f[r>>2]=d;h=d+48|0;f[o>>2]=h;p[d>>3]=M;p[d+8>>3]=N;p[d+16>>3]=O;p[d+24>>3]=P;p[d+32>>3]=Q;p[d+40>>3]=R;f[n>>2]=h;h=f[D>>2]|0;if((h|0)==(f[q>>2]|0)){D7a(E,r);g=f[r>>2]|0}else{f[h>>2]=0;d=h+4|0;f[d>>2]=0;f[h+8>>2]=0;g=f[r>>2]|0;k=(f[n>>2]|0)-g|0;a=(k|0)/24|0;if(k){if(a>>>0>178956970)break b;c=pOb(k)|0;f[d>>2]=c;f[h>>2]=c;f[h+8>>2]=c+(a*24|0);g=f[r>>2]|0;a=f[n>>2]|0;if((g|0)!=(a|0)){k=g;h=c;do{p[h>>3]=+p[k>>3];p[h+8>>3]=+p[k+8>>3];p[h+16>>3]=+p[k+16>>3];k=k+24|0;h=h+24|0}while((k|0)!=(a|0));f[d>>2]=h;h=f[D>>2]|0}}f[D>>2]=h+12}if(g|0){h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}b=b+2|0}while(b>>>0<f[s>>2]<<1>>>0)}b=f[H>>2]|0;d=b+(j*12|0)|0;h=f[F>>2]|0;c=h+-12|0;a=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=a;c=b+(j*12|0)+4|0;a=h+-8|0;d=f[c>>2]|0;f[c>>2]=f[a>>2];f[a>>2]=d;b=b+(j*12|0)+8|0;h=h+-4|0;a=f[b>>2]|0;f[b>>2]=f[h>>2];f[h>>2]=a;h=f[F>>2]|0;a=h+-12|0;while(1){g=h+-12|0;f[F>>2]=g;k=f[g>>2]|0;if(k){g=h+-8|0;h=f[g>>2]|0;if((h|0)!=(k|0))f[g>>2]=h+(~(((h+-24-k|0)>>>0)/24|0)*24|0);sOb(k);g=f[F>>2]|0}if((g|0)==(a|0))break;else h=g}}else{j=j+1|0;g=f[F>>2]|0}h=f[H>>2]|0}while(j>>>0<((g-h|0)/12|0)>>>0)}h=f[E>>2]|0;j=f[D>>2]|0;if((h|0)!=(j|0)){f[w>>2]=g;f[x>>2]=h;f[y>>2]=j;f[r>>2]=f[w>>2];f[s>>2]=f[x>>2];f[C>>2]=f[y>>2];G7a(H,r,s,C)|0;k=f[E>>2]|0;g=f[D>>2]|0;if((g|0)!=(k|0))do{h=g+-12|0;f[D>>2]=h;j=f[h>>2]|0;if(!j)g=h;else{g=g+-8|0;h=f[g>>2]|0;if((h|0)!=(j|0))f[g>>2]=h+(~(((h+-24-j|0)>>>0)/24|0)*24|0);sOb(j);g=f[D>>2]|0}}while((g|0)!=(k|0))}g=f[H>>2]|0;h=f[F>>2]|0;l=l+12|0;if((g|0)==(h|0)){i=1;break a}if((l|0)==(m|0)){n=h;B=42;break a}}AMb(h)}while(0);c:do if((B|0)==42)if((g|0)==(n|0))i=0;else{b=e+4|0;l=e+8|0;m=C+4|0;d=g;while(1){U6a(C,d);j=f[b>>2]|0;if((j|0)==(f[l>>2]|0)){H7a(e,C);g=f[C>>2]|0}else{f[j>>2]=0;c=j+4|0;f[c>>2]=0;f[j+8>>2]=0;g=f[C>>2]|0;h=(f[m>>2]|0)-g|0;k=h>>3;if(k){if(k>>>0>536870911)break;a=pOb(h)|0;f[c>>2]=a;f[j>>2]=a;f[j+8>>2]=a+(k<<3);g=f[C>>2]|0;h=(f[m>>2]|0)-g|0;if((h|0)>0){bQb(a|0,g|0,h|0)|0;f[c>>2]=a+(h>>>3<<3)}}f[b>>2]=(f[b>>2]|0)+12}if(g|0){h=f[m>>2]|0;if((h|0)!=(g|0))f[m>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}d=d+12|0;if((d|0)==(n|0)){i=0;break c}}AMb(j)}while(0);g=f[E>>2]|0;if(g|0){h=f[D>>2]|0;if((h|0)!=(g|0)){do{j=h+-12|0;f[D>>2]=j;k=f[j>>2]|0;if(!k)h=j;else{h=h+-8|0;j=f[h>>2]|0;if((j|0)!=(k|0))f[h>>2]=j+(~(((j+-24-k|0)>>>0)/24|0)*24|0);sOb(k);h=f[D>>2]|0}}while((h|0)!=(g|0));g=f[E>>2]|0}sOb(g)}g=f[H>>2]|0;if(g|0){h=f[F>>2]|0;if((h|0)!=(g|0)){do{j=h+-12|0;f[F>>2]=j;k=f[j>>2]|0;if(!k)h=j;else{h=h+-8|0;j=f[h>>2]|0;if((j|0)!=(k|0))f[h>>2]=j+(~(((j+-24-k|0)>>>0)/24|0)*24|0);sOb(k);h=f[F>>2]|0}}while((h|0)!=(g|0));g=f[H>>2]|0}sOb(g)}}g=f[K>>2]|0;if(g|0){h=f[G>>2]|0;if((h|0)!=(g|0))f[G>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}g=f[I>>2]|0;if((g|0)!=(J|0))f[I>>2]=g+(~(((g+-24-J|0)>>>0)/24|0)*24|0);sOb(J);K=i;u=L;return K|0}function G7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0;l=f[a>>2]|0;h=l;i=(f[b>>2]|0)-h|0;b=l+(((i|0)/12|0)*12|0)|0;m=f[c>>2]|0;g=f[d>>2]|0;v=g-m|0;o=(v|0)/12|0;t=g;if((v|0)<=0){v=b;return v|0}u=a+8|0;e=f[u>>2]|0;v=a+4|0;q=f[v>>2]|0;d=q;if((o|0)<=((e-d|0)/12|0|0)){n=d-b|0;d=(n|0)/12|0;if((o|0)>(d|0)){d=m+(d*12|0)|0;g=d;a:do if((d|0)==(t|0))k=q;else{e=q;while(1){f[e>>2]=0;m=e+4|0;f[m>>2]=0;f[e+8>>2]=0;j=d+4|0;h=(f[j>>2]|0)-(f[d>>2]|0)|0;i=(h|0)/24|0;if(h|0){if(i>>>0>178956970)break;l=pOb(h)|0;f[m>>2]=l;f[e>>2]=l;f[e+8>>2]=l+(i*24|0);h=f[d>>2]|0;i=f[j>>2]|0;if((h|0)!=(i|0)){e=l;do{p[e>>3]=+p[h>>3];p[e+8>>3]=+p[h+8>>3];p[e+16>>3]=+p[h+16>>3];h=h+24|0;e=e+24|0}while((h|0)!=(i|0));f[m>>2]=e}}d=d+12|0;e=(f[v>>2]|0)+12|0;f[v>>2]=e;if((d|0)==(t|0)){k=e;break a}}AMb(e)}while(0);if((n|0)<=0){v=b;return v|0}}else k=q;e=k-(b+(o*12|0))|0;h=b+(((e|0)/12|0)*12|0)|0;if(h>>>0<q>>>0){d=h;i=k;do{f[i>>2]=0;u=i+4|0;f[u>>2]=0;f[i+8>>2]=0;f[i>>2]=f[d>>2];a=d+4|0;f[u>>2]=f[a>>2];u=d+8|0;f[i+8>>2]=f[u>>2];f[u>>2]=0;f[a>>2]=0;f[d>>2]=0;d=d+12|0;i=(f[v>>2]|0)+12|0;f[v>>2]=i}while(d>>>0<q>>>0)}if(e|0)do{j=h;h=h+-12|0;d=k;k=k+-12|0;e=f[k>>2]|0;l=d+-8|0;if(!e)d=d+-4|0;else{i=f[l>>2]|0;if((i|0)!=(e|0))f[l>>2]=i+(~(((i+-24-e|0)>>>0)/24|0)*24|0);sOb(e);d=d+-4|0;f[d>>2]=0;f[l>>2]=0;f[k>>2]=0}f[k>>2]=f[h>>2];v=j+-8|0;f[l>>2]=f[v>>2];a=j+-4|0;f[d>>2]=f[a>>2];f[a>>2]=0;f[v>>2]=0;f[h>>2]=0}while((h|0)!=(b|0));d=f[c>>2]|0;if((d|0)==(g|0)){v=b;return v|0}else e=b;while(1){if((e|0)!=(d|0))I7a(e,f[d>>2]|0,f[d+4>>2]|0);d=d+12|0;if((d|0)==(g|0))break;else e=e+12|0}return b|0}d=((d-h|0)/12|0)+o|0;if(d>>>0>357913941)AMb(a);c=(e-h|0)/12|0;g=c<<1;g=c>>>0<178956970?(g>>>0<d>>>0?d:g):357913941;d=(i|0)/12|0;do if(!g)j=0;else if(g>>>0>357913941)vd();else{j=pOb(g*12|0)|0;break}while(0);o=j+(d*12|0)|0;e=o;n=j+(g*12|0)|0;do if((m|0)==(t|0)){s=e;r=l}else{l=e;i=o;k=m;while(1){f[i>>2]=0;j=i+4|0;f[j>>2]=0;f[i+8>>2]=0;h=k+4|0;d=(f[h>>2]|0)-(f[k>>2]|0)|0;g=(d|0)/24|0;if(d|0){if(g>>>0>178956970){d=35;break}d=pOb(d)|0;f[j>>2]=d;f[i>>2]=d;f[i+8>>2]=d+(g*24|0);g=f[k>>2]|0;h=f[h>>2]|0;if((g|0)!=(h|0)){do{p[d>>3]=+p[g>>3];p[d+8>>3]=+p[g+8>>3];p[d+16>>3]=+p[g+16>>3];g=g+24|0;d=d+24|0}while((g|0)!=(h|0));f[j>>2]=d}}d=l+12|0;l=d;k=k+12|0;if((k|0)==(t|0)){d=40;break}else i=d}if((d|0)==35)AMb(i);else if((d|0)==40){s=l;r=f[a>>2]|0;break}}while(0);if((r|0)==(b|0)){d=o;h=e}else{g=b;d=o;do{t=d+-12|0;c=g;g=g+-12|0;f[t>>2]=0;q=d+-8|0;f[q>>2]=0;f[d+-4>>2]=0;f[t>>2]=f[g>>2];t=c+-8|0;f[q>>2]=f[t>>2];c=c+-4|0;f[d+-4>>2]=f[c>>2];f[c>>2]=0;f[t>>2]=0;f[g>>2]=0;d=e+-12|0;e=d}while((g|0)!=(r|0));h=e}g=f[v>>2]|0;if((g|0)==(b|0))e=s;else{e=s;d=s;do{f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;f[d>>2]=f[b>>2];t=b+4|0;f[c>>2]=f[t>>2];c=b+8|0;f[d+8>>2]=f[c>>2];f[c>>2]=0;f[t>>2]=0;f[b>>2]=0;b=b+12|0;d=e+12|0;e=d}while((b|0)!=(g|0));d=h;b=f[v>>2]|0}h=f[a>>2]|0;f[a>>2]=d;f[v>>2]=e;f[u>>2]=n;if((b|0)!=(h|0))do{d=b;b=b+-12|0;g=f[b>>2]|0;if(g|0){d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}}while((b|0)!=(h|0));if(!h){v=o;return v|0}sOb(h);v=o;return v|0}function H7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=a+4|0;g=f[q>>2]|0;i=f[a>>2]|0;n=(g-i|0)/12|0;c=n+1|0;e=i;if(c>>>0>357913941)AMb(a);p=a+8|0;o=((f[p>>2]|0)-i|0)/12|0;h=o<<1;h=o>>>0<178956970?(h>>>0<c>>>0?c:h):357913941;do if(!h)m=0;else if(h>>>0>357913941)vd();else{m=pOb(h*12|0)|0;break}while(0);c=m+(n*12|0)|0;d=c;o=m+(h*12|0)|0;f[c>>2]=0;k=m+(n*12|0)+4|0;f[k>>2]=0;f[m+(n*12|0)+8>>2]=0;l=f[b>>2]|0;h=(f[b+4>>2]|0)-l|0;b=h>>3;if(b|0){if(b>>>0>536870911)AMb(c);j=pOb(h)|0;f[k>>2]=j;f[c>>2]=j;f[m+(n*12|0)+8>>2]=j+(b<<3);if((h|0)>0){bQb(j|0,l|0,h|0)|0;f[k>>2]=j+(h>>>3<<3)}}h=c+12|0;if((g|0)!=(e|0)){do{n=c+-12|0;m=g;g=g+-12|0;f[n>>2]=0;l=c+-8|0;f[l>>2]=0;f[c+-4>>2]=0;f[n>>2]=f[g>>2];n=m+-8|0;f[l>>2]=f[n>>2];m=m+-4|0;f[c+-4>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[g>>2]=0;c=d+-12|0;d=c}while((g|0)!=(e|0));i=f[a>>2]|0;e=f[q>>2]|0}f[a>>2]=d;f[q>>2]=h;f[p>>2]=o;h=i;if((e|0)!=(h|0))do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}}while((e|0)!=(h|0));if(!i)return;sOb(i);return}function I7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=(c-b|0)/24|0;k=a+8|0;d=f[k>>2]|0;i=f[a>>2]|0;e=i;if(j>>>0>((d-i|0)/24|0)>>>0){h=i;if(i){d=a+4|0;g=f[d>>2]|0;if((g|0)!=(e|0))f[d>>2]=g+(~(((g+-24-i|0)>>>0)/24|0)*24|0);sOb(h);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(j>>>0>178956970)AMb(a);i=(d|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<j>>>0?j:e):178956970;if(e>>>0>178956970)AMb(a);d=pOb(e*24|0)|0;g=a+4|0;f[g>>2]=d;f[a>>2]=d;f[k>>2]=d+(e*24|0);if((b|0)==(c|0))return;do{p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];b=b+24|0;d=d+24|0}while((b|0)!=(c|0));f[g>>2]=d;return}else{a=a+4|0;k=f[a>>2]|0;d=(k-i|0)/24|0;h=j>>>0>d>>>0;d=b+(d*24|0)|0;g=h?d:c;i=k;if((g|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(g|0));b=e}if(!h){if((b|0)==(i|0))return;f[a>>2]=i+(~(((i+-24-b|0)>>>0)/24|0)*24|0);return}if((g|0)==(c|0))return;b=f[a>>2]|0;do{p[b>>3]=+p[d>>3];p[b+8>>3]=+p[d+8>>3];p[b+16>>3]=+p[d+16>>3];d=d+24|0;b=b+24|0}while((d|0)!=(c|0));f[a>>2]=b;return}}function J7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=f[d>>2]|0;if((i|0)<3){h=0;return h|0}if((d+(i<<2)+4|0)==(e|0)){if((i|0)==3){k=f[d+4>>2]|0;l=f[d+8>>2]|0;d=f[d+12>>2]|0;$h[g&3](h,0,b+(k*12|0)|0,b+(l*12|0)|0,b+(d*12|0)|0,k,l,d,0,0,0);h=1;return h|0}if(!((K7a(b,d,e)|0)&1)){a=f[d>>2]|0;j=d+8|0;i=f[d+4>>2]|0;c=f[j>>2]|0;e=a+-2|0;if((a|0)>3){k=a+-4|0;l=k>>>1;a=j;while(1){j=i;i=f[a+(e<<2)>>2]|0;n=b+(c*12|0)|0;m=b+(i*12|0)|0;$h[g&3](h,1,b+(j*12|0)|0,n,m,j,c,i,0,0,0);a=a+4|0;j=c;c=f[a>>2]|0;$h[g&3](h,1,n,b+(c*12|0)|0,m,j,c,i,0,0,0);if((e|0)<=3)break;else e=e+-2|0}e=k&1;a=l+3|0}else a=2;if(!e){n=1;return n|0}n=f[d+(a<<2)+4>>2]|0;$h[g&3](h,1,b+(i*12|0)|0,b+(c*12|0)|0,b+(n*12|0)|0,i,c,n,0,0,0);n=1;return n|0}}n=O7a(a,b,c,d,e,g,h)|0;return n|0}function K7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0;y=u;u=u+80|0;p=y+36|0;q=p;i=y;d=f[b>>2]|0;if((d|0)!=((c-b>>2)+-1|0)){x=1;u=y;return x|0}if((d|0)==3){x=0;u=y;return x|0}d=b+4|0;l=f[c+-8>>2]|0;o=f[c+-4>>2]|0;b=a+(o*12|0)|0;m=+n[b>>2];k=m-+n[a+(l*12|0)>>2];g=+n[a+(o*12|0)+4>>2]-+n[a+(l*12|0)+4>>2];e=+n[a+(o*12|0)+8>>2]-+n[a+(l*12|0)+8>>2];n[p>>2]=k;l=p+4|0;n[l>>2]=g;o=p+8|0;n[o>>2]=e;a:do if(k==0.0){while(1){if(!(e==0.0&g==0.0))break a;h=f[d>>2]|0;j=a+(h*12|0)|0;d=d+4|0;if((d|0)==(c|0)){b=0;break}k=m;m=+n[j>>2];k=m-k;g=+n[a+(h*12|0)+4>>2]-+n[b+4>>2];e=+n[a+(h*12|0)+8>>2]-+n[b+8>>2];n[p>>2]=k;n[l>>2]=g;n[o>>2]=e;if(!(k==0.0)){b=j;break a}else b=j}u=y;return b|0}while(0);f[p+12>>2]=k==0.0?0:k<0.0?-1:1;f[p+16>>2]=g==0.0?0:g<0.0?-1:1;f[p+20>>2]=e==0.0?0:e<0.0?-1:1;n[p+24>>2]=0.0;n[p+28>>2]=0.0;n[p+32>>2]=0.0;w=b;v=d;h=0;t=q;r=0;q=0;while(1){b=f[v>>2]|0;s=w;w=a+(b*12|0)|0;k=+n[a+(b*12|0)+4>>2]-+n[s+4>>2];m=+n[a+(b*12|0)+8>>2]-+n[s+8>>2];b=i;p=i;n[p>>2]=+n[w>>2]-+n[s>>2];n[b+4>>2]=k;n[b+8>>2]=m;m=+n[p>>2];p=m==0.0;b=m<0.0?-1:1;s=i;d=s+12|0;f[d>>2]=p?0:b;if(p){b=f[t+12>>2]|0;f[d>>2]=b}m=+n[s+4>>2];p=m==0.0;d=m<0.0?-1:1;j=s+16|0;f[j>>2]=p?0:d;if(p){d=f[t+16>>2]|0;f[j>>2]=d}g=+n[s+8>>2];o=g==0.0;j=g<0.0?-1:1;l=s+20|0;f[l>>2]=o?0:j;if(o){j=f[t+20>>2]|0;f[l>>2]=j}e=+n[s>>2];if(e!=0.0|p^1|o^1){l=t;h=h+((b|0)!=(f[l+12>>2]|0)&1)|0;b=q+((d|0)!=(f[l+16>>2]|0)&1)|0;d=r+((j|0)!=(f[l+20>>2]|0)&1)|0;z=+n[l+4>>2];B=+n[l+8>>2];k=g*z-m*B;A=+n[l>>2];g=e*B-g*A;e=m*A-e*z;n[s+24>>2]=k;n[s+28>>2]=g;n[s+32>>2]=e;if(e==0.0&(k==0.0&g==0.0))j=t;else if(k*+n[l+24>>2]+g*+n[l+28>>2]+e*+n[l+32>>2]<0.0){b=1;x=19;break}else{j=i;i=t}}else{j=t;d=r;b=q}v=v+4|0;if((v|0)==(c|0))break;else{t=j;r=d;q=b}}if((x|0)==19){u=y;return b|0}x=((d|0)>2|((b|0)>2|(h|0)>2))&1;u=y;return x|0}function L7a(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0;n=f[a+320>>2]|0;l=f[a+400>>2]|0;m=f[a+408>>2]|0;i=f[a+808>>2]|0;o=f[a+816>>2]|0;j=f[a+824>>2]|0;q=f[a+1392>>2]|0;r=f[a+1400>>2]|0;a:{if(q){q=0;switch(r|0){case 4:case 2:case 0:{c=l+1|0;d=m;break}case 1:{c=f[(n+12|0)>>2]|0;d=f[(c+4|0)>>2]|0;if((d|0)==(f[c+8>>2]|0))u6a(c,j);else{p[d>>3]=+p[j>>3];p[d+8>>3]=+p[i+(l*72|0)+8>>3];p[d+16>>3]=+p[i+(l*72|0)+16>>3];p[d+24>>3]=+p[i+(l*72|0)+24>>3];p[d+32>>3]=+p[i+(l*72|0)+32>>3];p[d+40>>3]=+p[i+(l*72|0)+40>>3];p[d+48>>3]=+p[i+(l*72|0)+48>>3];p[d+56>>3]=+p[i+(l*72|0)+56>>3];p[d+64>>3]=+p[i+(l*72|0)+64>>3];f[(c+4|0)>>2]=d+72}e=f[(n+16|0)>>2]|0;c=(f[e>>2]|0)+(l*72|0)|0;h=f[(e+4|0)>>2]|0;if((c+72|0|0)!=(h|0)){d=c+72|0;do{g=+p[d>>3];p[d>>3]=+p[c>>3];p[c>>3]=g;k=d+8|0;g=+p[k>>3];s=c+8|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+16|0;g=+p[s>>3];k=c+16|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+24|0;g=+p[k>>3];s=c+24|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+32|0;g=+p[s>>3];k=c+32|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+40|0;g=+p[k>>3];s=c+40|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+48|0;g=+p[s>>3];k=c+48|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+56|0;g=+p[k>>3];s=c+56|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+64|0;g=+p[s>>3];k=c+64|0;p[s>>3]=+p[k>>3];p[k>>3]=g;d=d+72|0;c=c+72|0}while((d|0)!=(h|0))}if((h|0)!=(c|0))f[(e+4|0)>>2]=h+(~(((h+-72-c|0)>>>0)/72|0)*72|0);c=l;d=m+-1|0;break}default:q=1}}if(q){q=0;switch(r|0){case 3:{k=l+1|0;z=+p[((a+72|0)+8|0)>>3];y=+p[((a+72|0)+16|0)>>3];x=+p[((a+72|0)+24|0)>>3];w=+p[((a+72|0)+32|0)>>3];v=+p[((a+72|0)+40|0)>>3];u=+p[((a+72|0)+48|0)>>3];t=+p[((a+72|0)+56|0)>>3];g=+p[((a+72|0)+64|0)>>3];p[j>>3]=+p[(a+72|0)>>3];p[i+(l*72|0)+8>>3]=z;p[i+(l*72|0)+16>>3]=y;p[i+(l*72|0)+24>>3]=x;p[i+(l*72|0)+32>>3]=w;p[i+(l*72|0)+40>>3]=v;p[i+(l*72|0)+48>>3]=u;p[i+(l*72|0)+56>>3]=t;p[i+(l*72|0)+64>>3]=g;d=b[((a+288|0)+1|0)>>0]|0;if((d&255)>3){c=3;do{e=f[(n+16|0)>>2]|0;g=+p[(a+72|0)+(c*24|0)>>3];p[a>>3]=g;p[(a+8|0)>>3]=+p[(a+72|0)+(c*24|0)+8>>3];p[(a+16|0)>>3]=+p[(a+72|0)+(c*24|0)+16>>3];h=c+1|0;p[(a+24|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+32|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+40|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=c+2|0;p[(a+48|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+56|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+64|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=f[(e+4|0)>>2]|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[h+16>>2]=f[a+16>>2];f[h+20>>2]=f[a+20>>2];p[h>>3]=g;p[h+8>>3]=+p[(a+8|0)>>3];p[h+16>>3]=+p[(a+16|0)>>3];f[(h+24|0)>>2]=f[(a+24|0)>>2];f[(h+24|0)+4>>2]=f[(a+24|0)+4>>2];f[(h+24|0)+8>>2]=f[(a+24|0)+8>>2];f[(h+24|0)+12>>2]=f[(a+24|0)+12>>2];f[(h+24|0)+16>>2]=f[(a+24|0)+16>>2];f[(h+24|0)+20>>2]=f[(a+24|0)+20>>2];p[(h+24|0)>>3]=+p[(a+24|0)>>3];p[h+32>>3]=+p[(a+32|0)>>3];p[h+40>>3]=+p[(a+40|0)>>3];f[(h+48|0)>>2]=f[(a+48|0)>>2];f[(h+48|0)+4>>2]=f[(a+48|0)+4>>2];f[(h+48|0)+8>>2]=f[(a+48|0)+8>>2];f[(h+48|0)+12>>2]=f[(a+48|0)+12>>2];f[(h+48|0)+16>>2]=f[(a+48|0)+16>>2];f[(h+48|0)+20>>2]=f[(a+48|0)+20>>2];p[(h+48|0)>>3]=+p[(a+48|0)>>3];p[h+56>>3]=+p[(a+56|0)>>3];p[h+64>>3]=+p[(a+64|0)>>3];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+72}else{t6a(e,a);d=b[((a+288|0)+1|0)>>0]|0}c=c+3|0}while(c>>>0<(d&255)>>>0)}else c=3;d=b[((a+288|0)+2|0)>>0]|0;if(c>>>0<(d&255)>>>0){do{e=f[(n+12|0)>>2]|0;g=+p[(a+72|0)+(c*24|0)>>3];p[a>>3]=g;p[(a+8|0)>>3]=+p[(a+72|0)+(c*24|0)+8>>3];p[(a+16|0)>>3]=+p[(a+72|0)+(c*24|0)+16>>3];h=c+1|0;p[(a+24|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+32|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+40|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=c+2|0;p[(a+48|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+56|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+64|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=f[(e+4|0)>>2]|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[h+16>>2]=f[a+16>>2];f[h+20>>2]=f[a+20>>2];p[h>>3]=g;p[h+8>>3]=+p[(a+8|0)>>3];p[h+16>>3]=+p[(a+16|0)>>3];f[(h+24|0)>>2]=f[(a+24|0)>>2];f[(h+24|0)+4>>2]=f[(a+24|0)+4>>2];f[(h+24|0)+8>>2]=f[(a+24|0)+8>>2];f[(h+24|0)+12>>2]=f[(a+24|0)+12>>2];f[(h+24|0)+16>>2]=f[(a+24|0)+16>>2];f[(h+24|0)+20>>2]=f[(a+24|0)+20>>2];p[(h+24|0)>>3]=+p[(a+24|0)>>3];p[h+32>>3]=+p[(a+32|0)>>3];p[h+40>>3]=+p[(a+40|0)>>3];f[(h+48|0)>>2]=f[(a+48|0)>>2];f[(h+48|0)+4>>2]=f[(a+48|0)+4>>2];f[(h+48|0)+8>>2]=f[(a+48|0)+8>>2];f[(h+48|0)+12>>2]=f[(a+48|0)+12>>2];f[(h+48|0)+16>>2]=f[(a+48|0)+16>>2];f[(h+48|0)+20>>2]=f[(a+48|0)+20>>2];p[(h+48|0)>>3]=+p[(a+48|0)>>3];p[h+56>>3]=+p[(a+56|0)>>3];p[h+64>>3]=+p[(a+64|0)>>3];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+72}else{t6a(e,a);d=b[((a+288|0)+2|0)>>0]|0}c=c+3|0}while(c>>>0<(d&255)>>>0);c=k;d=m}else{c=k;d=m}break}default:q=1}}if(q){q=0;switch(r|0){default:{c=l;d=m}}}if(c>>>0>=d>>>0){f[a+1408>>2]=2;f[a+1412>>2]=1;break a}l=c;m=d;o=f[(n+16|0)>>2]|0}f[a+400>>2]=l;f[a+408>>2]=m;f[a+816>>2]=o;f[a+1392>>2]=q}function M7a(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;o=f[a+80>>2]|0;v=f[a+88>>2]|0;w=f[a+96>>2]|0;q=f[a+144>>2]|0;r=f[a+168>>2]|0;u=f[a+176>>2]|0;s=f[a+200>>2]|0;t=f[a+872>>2]|0;c=f[a+880>>2]|0;n=f[a+888>>2]|0;x=f[a+976>>2]|0;a:{b:do if((c|0)!=(n|0))while(1){P6a(a,f[(v+36|0)>>2]|0,c,o+40|0,+p[(o+32|0)>>3]);c:{d=1;e=b[a>>0]|0;if(d)switch(e|0){case 0:{d=f[u>>2]|0;if((d|0)==(f[((a+28|0)+8|0)>>2]|0)){V4a(a+28|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[u>>2]=d+88;break c}}case 1:{d=f[s>>2]|0;if((d|0)==(f[t>>2]|0)){V4a(a+16|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[s>>2]=d+88;break c}}case 2:{f[(o+16|0)>>2]=(f[(o+16|0)>>2]|0)+1;d=f[r>>2]|0;if((d|0)==(f[q>>2]|0)){V4a(a+40|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[r>>2]=d+88;break c}}default:d=1}if(d)switch(e|0){case 3:{f[(o+12|0)>>2]=(f[(o+12|0)>>2]|0)+1;d=b[(a+2|0)>>0]|0;f[(o+24|0)>>2]=(f[(o+24|0)>>2]|0)+-1+(((d&255)/3|0)&255);if(d<<24>>24){m=c+72|0;l=0;do{e=(l|0)<(h[(a+1|0)>>0]|0)?a+28|0:a+16|0;g=o+40+(l*24|0)|0;i=l+1|0;j=l+2|0;k=f[(e+4|0)>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){p[k>>3]=+p[g>>3];p[k+8>>3]=+p[o+40+(l*24|0)+8>>3];p[k+16>>3]=+p[o+40+(l*24|0)+16>>3];p[k+24>>3]=+p[(o+40+(i*24|0)|0)>>3];p[k+32>>3]=+p[o+40+(i*24|0)+8>>3];p[k+40>>3]=+p[o+40+(i*24|0)+16>>3];p[k+48>>3]=+p[(o+40+(j*24|0)|0)>>3];p[k+56>>3]=+p[o+40+(j*24|0)+8>>3];p[k+64>>3]=+p[o+40+(j*24|0)+16>>3];f[(k+72|0)>>2]=f[m>>2];f[(k+72|0)+4>>2]=f[m+4>>2];f[(k+72|0)+8>>2]=f[m+8>>2];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+88}else{$6a(e,g,o+40+(i*24|0)|0,o+40+(j*24|0)|0,m);d=b[(a+2|0)>>0]|0}l=l+3|0}while((l|0)<(d&255|0))}break}case 4:{f[(o+20|0)>>2]=(f[(o+20|0)>>2]|0)+1;break}default:{}}}c=c+88|0;if((c|0)==(n|0))break b}while(0);c=f[r>>2]|0;g=f[(a+40|0)>>2]|0;f[(o+8|0)>>2]=((c-g|0)/88|0)+(f[(o+8|0)>>2]|0);i=f[(v+36|0)>>2]|0;d=f[(i+32|0)>>2]|0;if(!d){e=i+40|0;d=g}else{c=f[(i+36|0)>>2]|0;if((c|0)!=(d|0))f[(i+36|0)>>2]=c+(~(((c+-88-d|0)>>>0)/88|0)*88|0);sOb(d);f[(i+40|0)>>2]=0;f[(i+36|0)>>2]=0;f[(i+32|0)>>2]=0;e=i+40|0;d=f[(a+40|0)>>2]|0;c=f[r>>2]|0}f[(i+32|0)>>2]=d;f[(i+36|0)>>2]=c;f[e>>2]=f[q>>2];f[q>>2]=0;f[r>>2]=0;f[(a+40|0)>>2]=0;l=f[(a+16|0)>>2]|0;m=f[s>>2]|0;do{k=1;if(k){k=0;if((f[(a+28|0)>>2]|0)==(f[u>>2]|0)){if((l|0)!=(m|0)){Z6a(a,a+8|0,a+16|0);u=(f[(v+36|0)>>2]|0)+48|0;r=f[a>>2]|0;f[a>>2]=0;c=f[u>>2]|0;f[u>>2]=r;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(v+36|0)>>2]|0)+48>>2];c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(a+16|0)>>2];f[(v+28|0)>>2]=f[s>>2];f[(v+32|0)>>2]=f[t>>2];f[t>>2]=0;f[s>>2]=0;f[(a+16|0)>>2]=0;break}c=f[(v+20|0)>>2]|0;if(!c){x=69;f[a+1008>>2]=2;f[a+1012>>2]=3;break a}g=c+-1+(f[(v+16|0)>>2]|0)|0;i=f[(f[(v+4|0)>>2]|0)+(g>>>8<<2)>>2]|0;c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(i+((g&255)<<4)+4|0)>>2];f[(v+28|0)>>2]=f[(i+((g&255)<<4)+8|0)>>2];f[(v+32|0)>>2]=f[(i+((g&255)<<4)+12|0)>>2];f[(i+((g&255)<<4)+12|0)>>2]=0;f[(i+((g&255)<<4)+8|0)>>2]=0;f[(i+((g&255)<<4)+4|0)>>2]=0;Z6a(a,a+8|0,v+24|0);r=(f[(i+((g&255)<<4)|0)>>2]|0)+48|0;q=f[a>>2]|0;f[a>>2]=0;c=f[r>>2]|0;f[r>>2]=q;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(i+((g&255)<<4)|0)>>2]|0)+48>>2];g=f[(v+20|0)>>2]|0;d=f[(v+16|0)>>2]|0;e=f[(v+4|0)>>2]|0;i=f[e+((g+-1+d|0)>>>8<<2)>>2]|0;j=f[i+(((g+-1+d|0)&255)<<4)+4>>2]|0;if(j){c=f[(i+(((g+-1+d|0)&255)<<4)+8|0)>>2]|0;if((c|0)!=(j|0))f[(i+(((g+-1+d|0)&255)<<4)+8|0)>>2]=c+(~(((c+-88-j|0)>>>0)/88|0)*88|0);sOb(j);g=f[(v+20|0)>>2]|0;e=f[(v+4|0)>>2]|0;d=f[(v+16|0)>>2]|0}f[(v+20|0)>>2]=g+-1;c=f[(v+8|0)>>2]|0;r=c-e|0;if((1-d-g+((r|0)==0?0:(r<<6)+-1|0)|0)>>>0>511){sOb(f[c+-4>>2]|0);f[(v+8|0)>>2]=(f[(v+8|0)>>2]|0)+-4}}else k=1}if(k)if(1){if((l|0)!=(m|0)){i=f[(v+36|0)>>2]|0;j=f[t>>2]|0;f[t>>2]=0;f[s>>2]=0;f[(a+16|0)>>2]=0;g=f[(v+8|0)>>2]|0;e=f[(v+4|0)>>2]|0;c=f[(v+16|0)>>2]|0;d=f[(v+20|0)>>2]|0;if((((g-e|0|0)==0?0:((g-e|0)<<6)+-1|0)|0)==(d+c|0)){a7a(v);c=f[(v+16|0)>>2]|0;d=f[(v+20|0)>>2]|0;g=f[(v+8|0)>>2]|0;e=f[(v+4|0)>>2]|0}c=d+c|0;if((g|0)==(e|0))c=0;else c=(f[e+(c>>>8<<2)>>2]|0)+((c&255)<<4)|0;f[c>>2]=i;f[c+4>>2]=l;f[c+8>>2]=m;f[c+12>>2]=j;f[(v+20|0)>>2]=d+1}Z6a(a,a+8|0,a+28|0);t=(f[(v+36|0)>>2]|0)+44|0;s=f[a>>2]|0;f[a>>2]=0;c=f[t>>2]|0;f[t>>2]=s;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(v+36|0)>>2]|0)+44>>2];c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(a+28|0)>>2];f[(v+28|0)>>2]=f[u>>2];f[(v+32|0)>>2]=f[((a+28|0)+8|0)>>2];f[((a+28|0)+8|0)>>2]=0;f[u>>2]=0;f[(a+28|0)>>2]=0}}while(0);v=gDb()|0;t=I;u=f[w+4>>2]|0;if(!((t|0)<(u|0)|((t|0)==(u|0)?v>>>0<(f[w>>2]|0)>>>0:0))){x=90;f[a+1008>>2]=1;break a}}f[a+976>>2]=x}function N7a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;v=f[a+32>>2]|0;w=f[a+136>>2]|0;u=f[a+168>>2]|0;t=f[a+288>>2]|0;x=f[a+504>>2]|0;o=f[a+704>>2]|0;p=f[a+920>>2]|0;q=f[a+1096>>2]|0;y=f[a+1464>>2]|0;z=f[a+1560>>2]|0;a:{b:while(1){s=u;switch((x-s|0)>>3|0){case 2:{z=5;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 3:{z=9;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 4:{z=27;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 5:{z=28;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 1:case 0:{z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}default:{}}if((x-s|0|0)<248){z=30;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}k=((x-s|0)>>3|0)/2|0;j=u+(k<<3)|0;do if((x-s|0|0)>7992){i=w7a(u,u+((((x-s|0)>>3|0)/4|0)<<3)|0,j,j+((((x-s|0)>>3|0)/4|0)<<3)|0,o)|0;c=j;m=u}else{g=f[j>>2]|0;c=f[u>>2]|0;if((g|0)==(c|0))d=(f[u+(k<<3)+4>>2]|0)<(f[u+4>>2]|0);else d=(g|0)<(c|0);c=f[o>>2]|0;if((c|0)==(g|0))c=(f[q>>2]|0)<(f[u+(k<<3)+4>>2]|0);else c=(c|0)<(g|0);if(!d){if(!c){i=0;c=j;m=u;break}d=f[j>>2]|0;c=f[j+4>>2]|0;m=f[o+4>>2]|0;f[j>>2]=f[o>>2];f[j+4>>2]=m;f[o>>2]=d;f[o+4>>2]=c;c=f[j>>2]|0;d=f[u>>2]|0;if((c|0)==(d|0)){if((f[u+(k<<3)+4>>2]|0)>=(f[u+4>>2]|0)){i=1;c=j;m=u;break}}else if((c|0)>=(d|0)){i=1;c=j;m=u;break}i=u;c=f[i>>2]|0;i=f[i+4>>2]|0;l=f[j+4>>2]|0;m=u;f[m>>2]=f[j>>2];f[m+4>>2]=l;f[j>>2]=c;f[j+4>>2]=i;i=2;c=j;m=u;break}g=u;d=f[g>>2]|0;g=f[g+4>>2]|0;if(c){c=f[o+4>>2]|0;i=u;f[i>>2]=f[o>>2];f[i+4>>2]=c;f[o>>2]=d;f[o+4>>2]=g;i=1;c=j;m=u;break}m=f[j+4>>2]|0;c=u;f[c>>2]=f[j>>2];f[c+4>>2]=m;f[j>>2]=d;f[j+4>>2]=g;c=f[o>>2]|0;if((c|0)==(d|0)){if((f[q>>2]|0)>=(g|0)){i=1;c=j;m=u;break}}else if((c|0)>=(d|0)){i=1;c=j;m=u;break}i=f[o+4>>2]|0;f[j>>2]=f[o>>2];f[j+4>>2]=i;f[o>>2]=d;f[o+4>>2]=g;i=2;c=j;m=u}while(0);l=f[m>>2]|0;h=f[c>>2]|0;if((l|0)==(h|0)){if((f[u+4>>2]|0)<(f[u+(k<<3)+4>>2]|0)){e=o;b=i;break}}else if((l|0)<(h|0)){e=o;b=i;break}if((u|0)!=(p|0)){g=u+(k<<3)+4|0;c=o;r=p;while(1){d=f[r>>2]|0;if((d|0)==(h|0)){if((f[c+-4>>2]|0)<(f[g>>2]|0)){z=111;break b}}else if((d|0)<(h|0)){z=111;break b}c=r+-8|0;if((u|0)==(c|0))break;else{k=r;r=c;c=k}}}c=u+8|0;d=f[o>>2]|0;if((l|0)==(d|0))if((f[u+4>>2]|0)<(f[q>>2]|0))n=c;else z=88;else if((l|0)<(d|0))n=c;else z=88;if((z|0)==88){z=0;if((c|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}g=u+4|0;while(1){d=f[c>>2]|0;if((l|0)==(d|0)){if((f[g>>2]|0)<(f[c+4>>2]|0))break}else if((l|0)<(d|0))break;c=c+8|0;if((c|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}}n=c;s=f[n>>2]|0;n=f[n+4>>2]|0;k=f[o+4>>2]|0;l=c;f[l>>2]=f[o>>2];f[l+4>>2]=k;f[o>>2]=s;f[o+4>>2]=n;n=c+8|0}if((n|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}i=u+4|0;g=o;c=n;while(1){j=f[m>>2]|0;while(1){d=f[c>>2]|0;if((j|0)==(d|0)){if((f[i>>2]|0)<(f[c+4>>2]|0))break}else if((j|0)<(d|0))break;c=c+8|0}while(1){d=g+-8|0;h=f[d>>2]|0;if((j|0)==(h|0))if((f[i>>2]|0)<(f[g+-4>>2]|0)){g=d;continue}else break;else if((j|0)<(h|0)){g=d;continue}else break}if(c>>>0>=d>>>0){u=c;continue b}g=c;u=f[g>>2]|0;g=f[g+4>>2]|0;l=f[d+4>>2]|0;s=c;f[s>>2]=f[d>>2];f[s+4>>2]=l;f[d>>2]=u;f[d+4>>2]=g;g=d;c=c+8|0}}if((z|0)==111){z=0;b=u;t=f[b>>2]|0;b=f[b+4>>2]|0;p=r;q=f[p+4>>2]|0;e=u;f[e>>2]=f[p>>2];f[e+4>>2]=q;e=r;f[e>>2]=t;f[e+4>>2]=b;e=r;b=i+1|0}c=u+8|0;c:do if(c>>>0<e>>>0)while(1){h=f[j>>2]|0;i=j+4|0;while(1){d=f[c>>2]|0;if((d|0)==(h|0)){if((f[c+4>>2]|0)>=(f[i>>2]|0)){d=e;break}}else if((d|0)>=(h|0)){d=e;break}c=c+8|0}while(1){e=d+-8|0;g=f[e>>2]|0;if((g|0)==(h|0))if((f[d+-4>>2]|0)<(f[i>>2]|0))break;else{d=e;continue}else if((g|0)<(h|0))break;else{d=e;continue}}if(c>>>0>e>>>0){e=j;t=c;break c}t=c;r=f[t>>2]|0;t=f[t+4>>2]|0;p=f[e+4>>2]|0;q=c;f[q>>2]=f[e>>2];f[q+4>>2]=p;f[e>>2]=r;f[e+4>>2]=t;j=(j|0)==(c|0)?e:j;c=c+8|0;b=b+1|0}else{e=j;t=c}while(0);do if((t|0)!=(e|0)){c=f[e>>2]|0;d=f[t>>2]|0;if((c|0)==(d|0)){if((f[e+4>>2]|0)>=(f[t+4>>2]|0))break}else if((c|0)>=(d|0))break;q=t;p=f[q>>2]|0;q=f[q+4>>2]|0;n=e;o=f[n+4>>2]|0;r=t;f[r>>2]=f[n>>2];f[r+4>>2]=o;r=e;f[r>>2]=p;f[r+4>>2]=q;b=b+1|0}while(0);if(!b){y=x7a(u,t)|0;b=t+8|0;if(x7a(b,w)|0){z=134;f[a+1576>>2]=1;break a}if(y){v=b;f[a+1576>>2]=3;break a}}w=t;if((w-s|0)>=(x-w|0)){z=133;f[a+1576>>2]=1;break a}u7a(u,t);v=t+8|0}f[a+32>>2]=v;f[a+168>>2]=u;f[a+288>>2]=t;f[a+1464>>2]=y;f[a+1560>>2]=z}
+function IKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){d=XFb(d,262632)|0;if(c){oh[f[(f[d>>2]|0)+44>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+32>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}else{oh[f[(f[d>>2]|0)+40>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+28>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}a=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;f[g>>2]=a;a=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;f[h>>2]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](n,d);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[d>>2]|0)+24>>2]&1023](n,d);a=j+8+3|0;if((b[a>>0]|0)<0){i=f[j>>2]|0;f[m>>2]=0;JFb(i,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0}else{d=XFb(d,262624)|0;if(c){oh[f[(f[d>>2]|0)+44>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+32>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}else{oh[f[(f[d>>2]|0)+40>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+28>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}a=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;f[g>>2]=a;a=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;f[h>>2]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](n,d);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[d>>2]|0)+24>>2]&1023](n,d);a=j+8+3|0;if((b[a>>0]|0)<0){i=f[j>>2]|0;f[m>>2]=0;JFb(i,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0}f[l>>2]=a;u=o;return}function JKb(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;f[d>>2]=a;z=p+8+3|0;G=p+4|0;A=o+8+3|0;B=o+4|0;C=(e&512|0)==0;D=(q|0)>0;E=n+11|0;F=n+4|0;y=0;while(1){if((y|0)==4)break;a:do switch(b[k+y>>0]|0){case 0:{f[c>>2]=f[d>>2];break}case 1:{f[c>>2]=f[d>>2];w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,32)|0;x=f[d>>2]|0;f[d>>2]=x+4;f[x>>2]=w;break}case 3:{x=b[z>>0]|0;r=x<<24>>24<0;if((r?f[G>>2]|0:x&255)|0){w=f[(r?f[p>>2]|0:p)>>2]|0;x=f[d>>2]|0;f[d>>2]=x+4;f[x>>2]=w}break}case 2:{v=b[A>>0]|0;r=v<<24>>24<0;v=r?f[B>>2]|0:v&255;if(!(C|(v|0)==0)){u=r?f[o>>2]|0:o;s=u+(v<<2)|0;t=f[d>>2]|0;r=t;while(1){if((u|0)==(s|0))break;f[r>>2]=f[u>>2];r=r+4|0;u=u+4|0}f[d>>2]=t+(v<<2)}break}case 4:{s=f[d>>2]|0;g=j?g+4|0:g;r=g;while(1){if(r>>>0>=h>>>0)break;if(!(Sg[f[(f[i>>2]|0)+12>>2]&255](i,2048,f[r>>2]|0)|0))break;r=r+4|0}if(D){u=q;while(1){t=(u|0)>0;if(!(r>>>0>g>>>0&t))break;x=r+-4|0;v=f[x>>2]|0;w=f[d>>2]|0;f[d>>2]=w+4;f[w>>2]=v;u=u+-1|0;r=x}if(t)w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,48)|0;else w=0;v=f[d>>2]|0;while(1){t=v+4|0;if((u|0)<=0)break;f[v>>2]=w;u=u+-1|0;v=t}f[d>>2]=t;f[v>>2]=l}if((r|0)==(g|0)){w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,48)|0;x=f[d>>2]|0;r=x+4|0;f[d>>2]=r;f[x>>2]=w}else{x=b[E>>0]|0;t=x<<24>>24<0;if(!((t?f[F>>2]|0:x&255)|0)){v=-1;u=0;w=0}else{v=b[(t?f[n>>2]|0:n)>>0]|0;u=0;w=0}while(1){if((r|0)==(g|0))break;t=f[d>>2]|0;if((w|0)==(v|0)){x=t+4|0;f[d>>2]=x;f[t>>2]=m;u=u+1|0;v=b[E>>0]|0;t=v<<24>>24<0;if(u>>>0<(t?f[F>>2]|0:v&255)>>>0){v=b[(t?f[n>>2]|0:n)+u>>0]|0;v=v<<24>>24==127?-1:v<<24>>24;w=0;t=x}else{v=w;w=0;t=x}}x=r+-4|0;H=f[x>>2]|0;f[d>>2]=t+4;f[t>>2]=H;w=w+1|0;r=x}r=f[d>>2]|0}if((s|0)!=(r|0))while(1){r=r+-4|0;if(s>>>0>=r>>>0)break a;H=f[s>>2]|0;f[s>>2]=f[r>>2];f[r>>2]=H;s=s+4|0}break}default:{}}while(0);y=y+1|0}r=b[z>>0]|0;g=r<<24>>24<0;r=g?f[G>>2]|0:r&255;if(r>>>0>1){s=f[p>>2]|0;u=g?s+4|0:G;r=(g?s:p)+(r<<2)|0;s=f[d>>2]|0;t=r-u|0;g=s;while(1){if((u|0)==(r|0))break;f[g>>2]=f[u>>2];g=g+4|0;u=u+4|0}f[d>>2]=s+(t>>>2<<2)}switch((e&176)<<24>>24){case 32:{f[c>>2]=f[d>>2];break}case 16:break;default:f[c>>2]=a}return}function KKb(a){a=a|0;DFb(a);return}function LKb(a){a=a|0;DFb(a);sOb(a);return}function MKb(a,c,d){a=a|0;c=c|0;d=d|0;d=PAb((b[c+11>>0]|0)<0?f[c>>2]|0:c,1)|0;return d>>>((d|0)!=(-1|0)&1)|0}function NKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[i+(c<<2)>>2]=0;c=c+1|0}k=b[h+11>>0]|0;l=k<<24>>24<0;c=l?f[h>>2]|0:h;h=c+(l?f[h+4>>2]|0:k&255)|0;while(1){if(c>>>0>=h>>>0)break;LOb(i,b[c>>0]|0);c=c+1|0}c=(b[i+11>>0]|0)<0?f[i>>2]|0:i;d=WAb((d|0)==-1?-1:d<<1,e,g,c)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=0;while(1){if((h|0)==3)break;f[a+(h<<2)>>2]=0;h=h+1|0}h=c+(pAb(d)|0)|0;while(1){if(c>>>0>=h>>>0)break;LOb(a,b[c>>0]|0);c=c+1|0}zOb(i);u=j;return}function OKb(a,b){a=a|0;b=b|0;return}function PKb(a){a=a|0;DFb(a);return}function QKb(a){a=a|0;DFb(a);sOb(a);return}function RKb(a,c,d){a=a|0;c=c|0;d=d|0;d=PAb((b[c+11>>0]|0)<0?f[c>>2]|0:c,1)|0;return d>>>((d|0)!=(-1|0)&1)|0}function SKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+176|0;p=t+168|0;q=t+40|0;r=t+36|0;s=t+32|0;n=t;l=t+24|0;o=t+16|0;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[n+(c<<2)>>2]=0;c=c+1|0}f[l+4>>2]=0;f[l>>2]=50332;j=b[h+8+3>>0]|0;k=j<<24>>24<0;c=k?f[h>>2]|0:h;j=c+((k?f[h+4>>2]|0:j&255)<<2)|0;k=q+32|0;h=c;c=0;while(1){if(!((c|0)!=2&h>>>0<j>>>0))break;f[s>>2]=h;i=_g[f[(f[l>>2]|0)+12>>2]&15](l,p,h,j,s,q,k,r)|0;if((i|0)==2?1:(f[s>>2]|0)==(h|0)){m=7;break}else c=q;while(1){if(c>>>0>=(f[r>>2]|0)>>>0)break;LOb(n,b[c>>0]|0);c=c+1|0}h=f[s>>2]|0;c=i}if((m|0)==7)kJb(0);DFb(l);i=(b[n+11>>0]|0)<0?f[n>>2]|0:n;h=WAb((d|0)==-1?-1:d<<1,e,g,i)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[a+(c<<2)>>2]=0;c=c+1|0}f[o+4>>2]=0;f[o>>2]=50380;j=i+(pAb(h)|0)|0;k=j;l=q+128|0;h=i;c=0;while(1){if(!((c|0)!=2&h>>>0<j>>>0)){m=21;break}f[s>>2]=h;i=_g[f[(f[o>>2]|0)+16>>2]&15](o,p,h,(k-h|0)>32?h+32|0:j,s,q,l,r)|0;if((i|0)==2?1:(f[s>>2]|0)==(h|0)){m=17;break}else c=q;while(1){if(c>>>0>=(f[r>>2]|0)>>>0)break;VOb(a,f[c>>2]|0);c=c+4|0}h=f[s>>2]|0;c=i}if((m|0)==17)kJb(0);else if((m|0)==21){DFb(o);zOb(n);u=t;return}}function TKb(a,b){a=a|0;b=b|0;return}function UKb(a){a=a|0;DFb(a);sOb(a);return}function VKb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;b=u;u=u+16|0;j=b+4|0;a=b;f[j>>2]=c;f[a>>2]=g;h=cLb(c,d,j,g,h,a,1114111,0)|0;f[e>>2]=f[j>>2];f[i>>2]=f[a>>2];u=b;return h|0}function WKb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;b=u;u=u+16|0;j=b+4|0;a=b;f[j>>2]=c;f[a>>2]=g;h=bLb(c,d,j,g,h,a,1114111,0)|0;f[e>>2]=f[j>>2];f[i>>2]=f[a>>2];u=b;return h|0}function XKb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f[e>>2]=c;return 3}function YKb(a){a=a|0;return 0}function ZKb(a){a=a|0;return 0}function _Kb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return aLb(c,d,e,1114111,0)|0}function $Kb(a){a=a|0;return 4}function aLb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=c;if(!(f&4)){n=0;f=a}else if((o-a|0)>2)if((b[a>>0]|0)==-17)if((b[a+1>>0]|0)==-69){n=0;f=(b[a+2>>0]|0)==-65?a+3|0:a}else{n=0;f=a}else{n=0;f=a}else{n=0;f=a}a:while(1){if(!(n>>>0<d>>>0&f>>>0<c>>>0)){p=34;break}l=b[f>>0]|0;m=l&255;do if(l<<24>>24>-1){if(m>>>0>e>>>0){p=34;break a}f=f+1|0}else{if((l&255)<194){p=34;break a}if((l&255)<224){if((o-f|0)<2){p=34;break a}g=h[f+1>>0]|0;if((g&192|0)!=128){p=34;break a}if((g&63|m<<6&1984)>>>0>e>>>0){p=34;break a}f=f+2|0;break}if((l&255)<240){g=f;if((o-g|0)<3){p=34;break a}j=b[f+1>>0]|0;i=b[f+2>>0]|0;switch(l<<24>>24){case -32:{if((j&-32)<<24>>24!=-96){f=g;break a}break}case -19:{if((j&-32)<<24>>24!=-128){f=g;break a}break}default:if((j&-64)<<24>>24!=-128){f=g;break a}}g=i&255;if((g&192|0)!=128){p=34;break a}if(((j&63)<<6|m<<12&61440|g&63)>>>0>e>>>0){p=34;break a}else{f=f+3|0;break}}if((l&255)>=245){p=34;break a}g=f;if((o-g|0)<4){p=34;break a}k=b[f+1>>0]|0;i=b[f+2>>0]|0;j=b[f+3>>0]|0;switch(l<<24>>24){case -16:{if((k+112&255)>=48){f=g;break a}break}case -12:{if((k&-16)<<24>>24!=-128){f=g;break a}break}default:if((k&-64)<<24>>24!=-128){f=g;break a}}i=i&255;if((i&192|0)!=128){p=34;break a}g=j&255;if((g&192|0)!=128){p=34;break a}if(((k&63)<<12|m<<18&1835008|i<<6&4032|g&63)>>>0>e>>>0){p=34;break a}else f=f+4|0}while(0);n=n+1|0}return f-a|0}function bLb(a,c,d,e,g,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0;f[d>>2]=a;f[i>>2]=e;if(!(k&4))e=c;else{a=f[d>>2]|0;e=c;if((e-a|0)>2)if((b[a>>0]|0)==-17)if((b[a+1>>0]|0)==-69)if((b[a+2>>0]|0)==-65)f[d>>2]=a+3}a:while(1){p=f[d>>2]|0;a=p>>>0<c>>>0;if(!a){r=36;break}q=f[i>>2]|0;if(q>>>0>=g>>>0){r=36;break}n=b[p>>0]|0;a=n&255;do if(n<<24>>24>-1)if(a>>>0>j>>>0){a=2;break a}else k=1;else{if((n&255)<194){a=2;break a}if((n&255)<224){if((e-p|0)<2){a=1;break a}k=h[p+1>>0]|0;if((k&192|0)!=128){a=2;break a}a=k&63|a<<6&1984;if(a>>>0>j>>>0){a=2;break a}else{k=2;break}}if((n&255)<240){if((e-p|0)<3){a=1;break a}l=b[p+1>>0]|0;k=b[p+2>>0]|0;switch(n<<24>>24){case -32:{if((l&-32)<<24>>24!=-96){a=2;break a}break}case -19:{if((l&-32)<<24>>24!=-128){a=2;break a}break}default:if((l&-64)<<24>>24!=-128){a=2;break a}}k=k&255;if((k&192|0)!=128){a=2;break a}a=(l&63)<<6|a<<12&61440|k&63;if(a>>>0>j>>>0){a=2;break a}else{k=3;break}}if((n&255)>=245){a=2;break a}if((e-p|0)<4){a=1;break a}o=b[p+1>>0]|0;k=b[p+2>>0]|0;m=b[p+3>>0]|0;switch(n<<24>>24){case -16:{if((o+112&255)>=48){a=2;break a}break}case -12:{if((o&-16)<<24>>24!=-128){a=2;break a}break}default:if((o&-64)<<24>>24!=-128){a=2;break a}}l=k&255;if((l&192|0)!=128){a=2;break a}k=m&255;if((k&192|0)!=128){a=2;break a}a=(o&63)<<12|a<<18&1835008|l<<6&4032|k&63;if(a>>>0>j>>>0){a=2;break a}else k=4}while(0);f[q>>2]=a;f[d>>2]=p+k;f[i>>2]=(f[i>>2]|0)+4}if((r|0)==36)a=a&1;return a|0}function cLb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0;f[d>>2]=a;f[h>>2]=e;l=g;if(!(j&2))k=4;else if((l-e|0)<3)a=1;else{f[h>>2]=e+1;b[e>>0]=-17;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=-69;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=-65;k=4}a:do if((k|0)==4){a=f[d>>2]|0;while(1){if(a>>>0>=c>>>0){a=0;break a}e=f[a>>2]|0;if(e>>>0>i>>>0|(e&-2048|0)==55296){a=2;break a}do if(e>>>0<128){a=f[h>>2]|0;if((l-a|0)<1){a=1;break a}f[h>>2]=a+1;b[a>>0]=e}else{if(e>>>0<2048){a=f[h>>2]|0;if((l-a|0)<2){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>6|192;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}a=f[h>>2]|0;g=l-a|0;if(e>>>0<65536){if((g|0)<3){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>12|224;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>6&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}else{if((g|0)<4){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>18|240;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>12&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>6&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}}while(0);a=(f[d>>2]|0)+4|0;f[d>>2]=a}}while(0);return a|0}function dLb(a){a=a|0;DFb(a);sOb(a);return}function eLb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;f[e>>2]=c;f[i>>2]=g;return 3}function fLb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;f[e>>2]=c;f[i>>2]=g;return 3}function gLb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f[e>>2]=c;return 3}function hLb(a){a=a|0;return 1}function iLb(a){a=a|0;return 1}function jLb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;d=d-c|0;return (d>>>0<e>>>0?d:e)|0}function kLb(a){a=a|0;return 1}function lLb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;p=q;n=q+8|0;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(f[k>>2]|0))break;k=k+4|0}f[j>>2]=h;f[g>>2]=d;m=i;o=a+8|0;a:while(1){if((h|0)==(i|0)|(d|0)==(e|0)){k=35;break}r=c;l=f[r+4>>2]|0;a=p;f[a>>2]=f[r>>2];f[a+4>>2]=l;a=UAb(f[o>>2]|0)|0;l=YCb(h,g,k-d>>2,m-h|0,c)|0;if(a|0)UAb(a)|0;switch(l|0){case -1:{k=10;break a}case 0:{d=1;k=32;break 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k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;p=q;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(b[k>>0]|0))break;k=k+1|0}f[j>>2]=h;f[g>>2]=d;n=i;o=a+8|0;a=h;while(1){if((a|0)==(i|0)|(d|0)==(e|0)){a=32;break}l=c;h=f[l+4>>2]|0;m=p;f[m>>2]=f[l>>2];f[m+4>>2]=h;m=k;h=UAb(f[o>>2]|0)|0;l=GBb(a,g,m-d|0,n-a>>2,c)|0;if(h|0)UAb(h)|0;if((l|0)==-1){k=a;a=10;break}a=(f[j>>2]|0)+(l<<2)|0;f[j>>2]=a;if((a|0)==(i|0)){a=29;break}d=f[g>>2]|0;if((k|0)==(e|0))k=e;else{k=UAb(f[o>>2]|0)|0;d=xBb(a,d,1,c)|0;if(k|0)UAb(k)|0;if(d|0){d=2;a=28;break}f[j>>2]=(f[j>>2]|0)+4;d=(f[g>>2]|0)+1|0;f[g>>2]=d;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(b[k>>0]|0))break;k=k+1|0}a=f[j>>2]|0}}do if((a|0)==10){a:while(1){f[j>>2]=k;if((d|0)==(f[g>>2]|0)){a=18;break}a=UAb(f[o>>2]|0)|0;k=xBb(k,d,m-d|0,p)|0;if(a|0)UAb(a)|0;switch(k|0){case -1:{a=15;break a}case -2:{a=16;break a}case 0:{k=1;break}default:{}}d=d+k|0;k=(f[j>>2]|0)+4|0;a=10}if((a|0)==15){f[g>>2]=d;d=2;a=28;break}else if((a|0)==16){f[g>>2]=d;d=1;a=28;break}else 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yOb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+16|0;i=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=b[c+11>>0]|0;g=h<<24>>24<0;h=g?f[c+4>>2]|0:h&255;if(h>>>0<d>>>0)wOb(a);c=(g?f[c>>2]|0:c)+d|0;g=h-d|0;g=g>>>0<e>>>0?g:e;if(g>>>0>4294967279)vOb(a);if(g>>>0<11)b[a+11>>0]=g;else{d=g+16&-16;e=pOb(d)|0;f[a>>2]=e;f[a+8>>2]=d|-2147483648;f[a+4>>2]=g;a=e}EDb(a,c,g)|0;b[i>>0]=0;rEb(a+g|0,i);u=j;return}function zOb(a){a=a|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);return}function AOb(a,c){a=a|0;c=c|0;var d=0,e=0;if((a|0)!=(c|0)){d=b[c+11>>0]|0;e=d<<24>>24<0;BOb(a,e?f[c>>2]|0:c,e?f[c+4>>2]|0:d&255)|0}return a|0}function BOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=a+11|0;e=b[j>>0]|0;g=e<<24>>24<0;if(g)h=(f[a+8>>2]&2147483647)+-1|0;else h=10;do if(h>>>0<d>>>0){if(g)e=f[a+4>>2]|0;else e=e&255;DOb(a,h,d-h|0,e,0,e,d,c)}else{if(g)e=f[a>>2]|0;else e=a;COb(e,c,d)|0;b[i>>0]=0;rEb(e+d|0,i);if((b[j>>0]|0)<0){f[a+4>>2]=d;break}else{b[j>>0]=d;break}}while(0);u=k;return 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if(c){c=f[a>>2]|0;if(h){g=0;d=c;e=a;h=13}else{EDb(a,c,(g&255)+1|0)|0;sOb(c);h=16}}else{d=i+1|0;e=pOb(d)|0;if(h){g=1;d=f[a>>2]|0;h=13;break}else{EDb(e,a,(g&255)+1|0)|0;c=a+4|0;h=15;break}}while(0);if((h|0)==13){c=a+4|0;EDb(e,d,(f[c>>2]|0)+1|0)|0;sOb(d);if(g){d=i+1|0;h=15}else h=16}if((h|0)==15){f[a+8>>2]=d|-2147483648;f[c>>2]=k;f[a>>2]=e;break}else if((h|0)==16){b[j>>0]=k;break}}while(0);return}function FOb(a,b){a=a|0;b=b|0;return BOb(a,b,qEb(b)|0)|0}function GOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j;h=a+11|0;e=b[h>>0]|0;i=e<<24>>24<0;if(i)e=f[a+4>>2]|0;else e=e&255;do if(e>>>0<c>>>0)HOb(a,c-e|0,d)|0;else if(i){i=(f[a>>2]|0)+c|0;b[g>>0]=0;rEb(i,g);f[a+4>>2]=c;break}else{b[g>>0]=0;rEb(a+c|0,g);b[h>>0]=c;break}while(0);u=j;return}function HOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;if(c|0){j=a+11|0;e=b[j>>0]|0;if(e<<24>>24<0){h=f[a+4>>2]|0;g=(f[a+8>>2]&2147483647)+-1|0}else{h=e&255;g=10}if((g-h|0)>>>0<c>>>0){IOb(a,g,c-g+h|0,h,h,0,0);e=b[j>>0]|0}if(e<<24>>24<0)g=f[a>>2]|0;else g=a;wJb(g+h|0,c,d)|0;e=h+c|0;if((b[j>>0]|0)<0)f[a+4>>2]=e;else b[j>>0]=e;b[i>>0]=0;rEb(g+e|0,i)}u=k;return a|0}function IOb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;if((-17-c|0)>>>0<d>>>0)vOb(a);if((b[a+11>>0]|0)<0)l=f[a>>2]|0;else l=a;if(c>>>0<2147483623){j=d+c|0;k=c<<1;j=j>>>0<k>>>0?k:j;j=j>>>0<11?11:j+16&-16}else j=-17;k=pOb(j)|0;if(g|0)EDb(k,l,g)|0;d=e-h-g|0;if(d|0)EDb(k+g+i|0,l+g+h|0,d)|0;if((c|0)!=10)sOb(l);f[a>>2]=k;f[a+8>>2]=j|-2147483648;return}function JOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=a+11|0;e=b[j>>0]|0;g=e<<24>>24<0;if(g){h=f[a+4>>2]|0;e=(f[a+8>>2]&2147483647)+-1|0}else{h=e&255;e=10}if((e-h|0)>>>0<d>>>0)DOb(a,e,d-e+h|0,h,h,0,d,c);else if(d|0){if(g)g=f[a>>2]|0;else g=a;EDb(g+h|0,c,d)|0;e=h+d|0;if((b[j>>0]|0)<0)f[a+4>>2]=e;else b[j>>0]=e;b[i>>0]=0;rEb(g+e|0,i)}u=k;return a|0}function KOb(a,b){a=a|0;b=b|0;return JOb(a,b,qEb(b)|0)|0}function LOb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;i=j+1|0;b[h>>0]=c;g=a+11|0;c=b[g>>0]|0;d=c<<24>>24<0;if(d){e=f[a+4>>2]|0;c=(f[a+8>>2]&2147483647)+-1|0}else{e=c&255;c=10}if((e|0)==(c|0)){IOb(a,c,1,c,c,0,0);if((b[g>>0]|0)<0)d=8;else d=7}else if(d)d=8;else d=7;if((d|0)==7){b[g>>0]=e+1;c=a}else if((d|0)==8){c=f[a>>2]|0;f[a+4>>2]=e+1}a=c+e|0;rEb(a,h);b[i>>0]=0;rEb(a+1|0,i);u=j;return}function MOb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=b[a+11>>0]|0;i=h<<24>>24<0;if(i)h=f[a+4>>2]|0;else h=h&255;if((g|0)==-1|h>>>0<c>>>0)wOb(a);h=h-c|0;d=h>>>0<d>>>0?h:d;if(i)a=f[a>>2]|0;h=d>>>0>g>>>0;a=$Nb(a+c|0,e,h?g:d)|0;if(!a)return (d>>>0<g>>>0?-1:h&1)|0;else return a|0;return 0}function NOb(a){a=a|0;if((b[a+8+3>>0]|0)<0)sOb(f[a>>2]|0);return}function OOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;e=a+8|0;k=e+3|0;h=b[k>>0]|0;i=h<<24>>24<0;if(i)g=(f[e>>2]&2147483647)+-1|0;else g=1;do if(g>>>0<d>>>0){if(i)e=f[a+4>>2]|0;else e=h&255;QOb(a,g,d-g|0,e,0,e,d,c)}else{if(i)e=f[a>>2]|0;else e=a;POb(e,c,d)|0;f[j>>2]=0;JFb(e+(d<<2)|0,j);if((b[k>>0]|0)<0){f[a+4>>2]=d;break}else{b[k>>0]=d;break}}while(0);u=l;return a|0}function POb(a,b,c){a=a|0;b=b|0;c=c|0;if(c)HCb(a,b,c)|0;return a|0}function QOb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;o=p;if((1073741806-c|0)>>>0<d>>>0)vOb(a);l=a+8|0;if((b[l+3>>0]|0)<0)n=f[a>>2]|0;else n=a;if(c>>>0<536870887){d=d+c|0;k=c<<1;d=d>>>0<k>>>0?k:d;d=d>>>0<2?2:d+4&-4;if(d>>>0>1073741823)vd();else m=d}else m=1073741807;k=pOb(m<<2)|0;if(g|0)WDb(k,n,g)|0;if(i|0)WDb(k+(g<<2)|0,j,i)|0;d=e-h|0;e=d-g|0;if(e|0)WDb(k+(g<<2)+(i<<2)|0,n+(g<<2)+(h<<2)|0,e)|0;if((c|0)!=1)sOb(n);f[a>>2]=k;f[l>>2]=m|-2147483648;i=d+i|0;f[a+4>>2]=i;f[o>>2]=0;JFb(k+(i<<2)|0,o);u=p;return}function ROb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(c>>>0>1073741807)vOb(a);l=a+8|0;j=l+3|0;g=b[j>>0]|0;h=g<<24>>24<0;if(h){k=f[a+4>>2]|0;d=(f[l>>2]&2147483647)+-1|0}else{k=g&255;d=1}i=k>>>0>c>>>0?k:c;c=i>>>0<2;i=c?1:(i+4&-4)+-1|0;do if((i|0)!=(d|0)){do if(c){c=f[a>>2]|0;if(h){g=0;d=c;e=a;h=15}else{WDb(a,c,(g&255)+1|0)|0;sOb(c);h=18}}else{d=i+1|0;if(d>>>0>1073741823)vd();e=pOb(d<<2)|0;if(h){g=1;d=f[a>>2]|0;h=15;break}else{WDb(e,a,(g&255)+1|0)|0;c=a+4|0;h=17;break}}while(0);if((h|0)==15){c=a+4|0;WDb(e,d,(f[c>>2]|0)+1|0)|0;sOb(d);if(g){d=i+1|0;h=17}else h=18}if((h|0)==17){f[l>>2]=d|-2147483648;f[c>>2]=k;f[a>>2]=e;break}else if((h|0)==18){b[j>>0]=k;break}}while(0);return}function SOb(a,b){a=a|0;b=b|0;return OOb(a,b,GIb(b)|0)|0}function TOb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;if((1073741807-c|0)>>>0<d>>>0)vOb(a);m=a+8|0;if((b[m+3>>0]|0)<0)l=f[a>>2]|0;else l=a;if(c>>>0<536870887){d=d+c|0;j=c<<1;d=d>>>0<j>>>0?j:d;d=d>>>0<2?2:d+4&-4;if(d>>>0>1073741823)vd();else k=d}else k=1073741807;j=pOb(k<<2)|0;if(g|0)WDb(j,l,g)|0;d=e-h-g|0;if(d|0)WDb(j+(g<<2)+(i<<2)|0,l+(g<<2)+(h<<2)|0,d)|0;if((c|0)!=1)sOb(l);f[a>>2]=j;f[m>>2]=k|-2147483648;return}function UOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;g=a+8|0;k=g+3|0;e=b[k>>0]|0;i=e<<24>>24<0;if(i){h=f[a+4>>2]|0;e=(f[g>>2]&2147483647)+-1|0}else{h=e&255;e=1}if((e-h|0)>>>0<d>>>0)QOb(a,e,d-e+h|0,h,h,0,d,c);else if(d|0){if(i)g=f[a>>2]|0;else g=a;WDb(g+(h<<2)|0,c,d)|0;e=h+d|0;if((b[k>>0]|0)<0)f[a+4>>2]=e;else b[k>>0]=e;f[j>>2]=0;JFb(g+(e<<2)|0,j)}u=l;return a|0}function VOb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=k+4|0;f[i>>2]=c;d=a+8|0;h=d+3|0;c=b[h>>0]|0;e=c<<24>>24<0;if(e){g=f[a+4>>2]|0;c=(f[d>>2]&2147483647)+-1|0}else{g=c&255;c=1}if((g|0)==(c|0)){TOb(a,c,1,c,c,0,0);if((b[h>>0]|0)<0)d=8;else d=7}else if(e)d=8;else d=7;if((d|0)==7){b[h>>0]=g+1;c=a}else if((d|0)==8){c=f[a>>2]|0;f[a+4>>2]=g+1}a=c+(g<<2)|0;JFb(a,i);f[j>>2]=0;JFb(a+4|0,j);u=k;return}function WOb(a){a=a|0;var b=0;b=u;u=u+16|0;YOb(b,a,255192);_Ob(b)}function XOb(a){a=a|0;var b=0;b=u;u=u+16|0;YOb(b,a,255172);ZOb(b)}function YOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;e=0;while(1){if((e|0)==3)break;f[a+(e<<2)>>2]=0;e=e+1|0}e=c+11|0;g=b[e>>0]|0;g=g<<24>>24<0?f[c+4>>2]|0:g&255;h=qEb(d)|0;c=(b[e>>0]|0)<0?f[c>>2]|0:c;e=g+h|0;if(e>>>0>4294967279)vOb(a);if(e>>>0<11){b[a+11>>0]=g;e=a}else{k=e+16&-16;e=pOb(k)|0;f[a>>2]=e;f[a+8>>2]=k|-2147483648;f[a+4>>2]=g}EDb(e,c,g)|0;b[i>>0]=0;rEb(e+g|0,i);JOb(a,d,h)|0;u=j;return}function ZOb(a){a=a|0;var c=0,d=0;c=u;u=u+16|0;d=f[10768]|0;f[c>>2]=(b[a+11>>0]|0)<0?f[a>>2]|0:a;fCb(d,255188,c)|0;vd()}function _Ob(a){a=a|0;var c=0,d=0;c=u;u=u+16|0;d=f[10768]|0;f[c>>2]=(b[a+11>>0]|0)<0?f[a>>2]|0:a;fCb(d,255188,c)|0;vd()}function $Ob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j+12|0;h=j;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;i=qEb(255207)|0;if(i>>>0>4294967279)vOb(h);if(i>>>0<11){b[h+11>>0]=i;e=h}else{k=i+16&-16;e=pOb(k)|0;f[h>>2]=e;f[h+8>>2]=k|-2147483648;f[h+4>>2]=i}EDb(e,255207,i)|0;b[g>>0]=0;rEb(e+i|0,g);k=aPb(h,a,c,d)|0;zOb(h);u=j;return k|0}function aPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return bPb(a,b,c,d)|0}function bPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;f[g>>2]=0;h=(b[c+11>>0]|0)<0?f[c>>2]|0:c;k=hAb()|0;k=f[k>>2]|0;j=hAb()|0;f[j>>2]=0;e=vAb(h,g,e)|0;j=hAb()|0;c=f[j>>2]|0;f[j>>2]=k;if((c|0)==34)WOb(a);c=f[g>>2]|0;if((c|0)==(h|0))XOb(a);if(d|0)f[d>>2]=c-h;u=i;return e|0}function cPb(a,b){a=a|0;b=b|0;vd()}function dPb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=u;u=u+16|0;c=d;b=a;a=f[b>>2]|0;b=f[b+4>>2]|0;if((b|0)>0|(b|0)==0&a>>>0>0){g=XPb(a|0,b|0,1e9,0)|0;e=b>>>0<499999999|(b|0)==499999999&a>>>0<3294967296;h=WPb(g|0,I|0,-1e9,-1)|0;b=QPb(a|0,b|0,h|0,I|0)|0;f[c>>2]=e?g:2147483647;f[c+4>>2]=e?b:999999999;do{if((zf(c|0,c|0)|0)!=-1)break;h=hAb()|0}while((f[h>>2]|0)==4)}u=d;return}function ePb(a){a=a|0;return}function fPb(a){a=a|0;ePb(a);sOb(a);return}function gPb(a){a=a|0;return}function hPb(a){a=a|0;return}function iPb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+64|0;g=h;if(mPb(a,b,0)|0)b=1;else if(!b)b=0;else{b=qPb(b,17584,17568,0)|0;if(!b)b=0;else{d=g+4|0;e=d+52|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));f[g>>2]=b;f[g+8>>2]=a;f[g+12>>2]=-1;f[g+48>>2]=1;Fh[f[(f[b>>2]|0)+28>>2]&255](b,g,f[c>>2]|0,1);if((f[g+24>>2]|0)==1){f[c>>2]=f[g+16>>2];b=1}else b=0}}u=h;return b|0}function jPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;if(mPb(a,f[b+8>>2]|0,g)|0)pPb(0,b,c,d,e);return}function kPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else if(mPb(a,f[c>>2]|0,g)|0){if((f[c+16>>2]|0)!=(d|0)){a=c+20|0;if((f[a>>2]|0)!=(d|0)){f[c+32>>2]=e;f[a>>2]=d;e=c+40|0;f[e>>2]=(f[e>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[c+24>>2]|0)==2)b[c+54>>0]=1;f[c+44>>2]=4;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function lPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(mPb(a,f[b+8>>2]|0,0)|0)nPb(0,b,c,d);return}function mPb(a,b,c){a=a|0;b=b|0;c=c|0;return (a|0)==(b|0)|0}function nPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0;a=c+16|0;g=f[a>>2]|0;do if(!g){f[a>>2]=d;f[c+24>>2]=e;f[c+36>>2]=1}else{if((g|0)!=(d|0)){e=c+36|0;f[e>>2]=(f[e>>2]|0)+1;f[c+24>>2]=2;b[c+54>>0]=1;break}a=c+24|0;if((f[a>>2]|0)==2)f[a>>2]=e}while(0);return}function oPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if((f[b+4>>2]|0)==(c|0)){a=b+28|0;if((f[a>>2]|0)!=1)f[a>>2]=d}return}function pPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;b[c+53>>0]=1;do if((f[c+4>>2]|0)==(e|0)){b[c+52>>0]=1;a=c+16|0;e=f[a>>2]|0;if(!e){f[a>>2]=d;f[c+24>>2]=g;f[c+36>>2]=1;if(!((g|0)==1?(f[c+48>>2]|0)==1:0))break;b[c+54>>0]=1;break}if((e|0)!=(d|0)){g=c+36|0;f[g>>2]=(f[g>>2]|0)+1;b[c+54>>0]=1;break}e=c+24|0;a=f[e>>2]|0;if((a|0)==2){f[e>>2]=g;a=g}if((a|0)==1?(f[c+48>>2]|0)==1:0)b[c+54>>0]=1}while(0);return}function qPb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+64|0;n=p;m=f[a>>2]|0;o=a+(f[m+-8>>2]|0)|0;m=f[m+-4>>2]|0;f[n>>2]=e;f[n+4>>2]=a;f[n+8>>2]=c;f[n+12>>2]=g;a=n+16|0;c=n+20|0;g=n+24|0;h=n+28|0;i=n+32|0;j=n+40|0;k=a;l=k+36|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(l|0));d[a+36>>1]=0;b[a+38>>0]=0;a:do if(mPb(m,e,0)|0){f[n+48>>2]=1;Th[f[(f[m>>2]|0)+20>>2]&127](m,n,o,o,1,0);a=(f[g>>2]|0)==1?o:0}else{Lh[f[(f[m>>2]|0)+24>>2]&255](m,n,o,1,0);switch(f[n+36>>2]|0){case 0:{a=(f[j>>2]|0)==1&(f[h>>2]|0)==1&(f[i>>2]|0)==1?f[c>>2]|0:0;break a}case 1:break;default:{a=0;break a}}if((f[g>>2]|0)!=1)if(!((f[j>>2]|0)==0&(f[h>>2]|0)==1&(f[i>>2]|0)==1)){a=0;break}a=f[a>>2]|0}while(0);u=p;return a|0}function rPb(a){a=a|0;ePb(a);sOb(a);return}function sPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;if(mPb(a,f[b+8>>2]|0,g)|0)pPb(0,b,c,d,e);else{a=f[a+8>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,b,c,d,e,g)}return}function tPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else{if(!(mPb(a,f[c>>2]|0,g)|0)){j=f[a+8>>2]|0;Lh[f[(f[j>>2]|0)+24>>2]&255](j,c,d,e,g);break}if((f[c+16>>2]|0)!=(d|0)){h=c+20|0;if((f[h>>2]|0)!=(d|0)){f[c+32>>2]=e;i=c+44|0;if((f[i>>2]|0)==4)break;e=c+52|0;b[e>>0]=0;k=c+53|0;b[k>>0]=0;a=f[a+8>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,c,d,d,1,g);if(!(b[k>>0]|0)){e=4;j=11}else if(!(b[e>>0]|0)){e=3;j=11}else e=3;if((j|0)==11){f[h>>2]=d;k=c+40|0;f[k>>2]=(f[k>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[c+24>>2]|0)==2)b[c+54>>0]=1}f[i>>2]=e;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function uPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(mPb(a,f[b+8>>2]|0,0)|0)nPb(0,b,c,d);else{a=f[a+8>>2]|0;Fh[f[(f[a>>2]|0)+28>>2]&255](a,b,c,d)}return}function vPb(a){a=a|0;return}function wPb(a){a=a|0;ePb(a);sOb(a);return}function xPb(a,b,c){a=a|0;b=b|0;c=c|0;return mPb(a,b,0)|0}function yPb(a){a=a|0;ePb(a);sOb(a);return}function zPb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+64|0;g=h;f[c>>2]=f[f[c>>2]>>2];if(APb(a,b,0)|0)b=1;else if(!b)b=0;else{d=qPb(b,17584,17640,0)|0;if(!d)b=0;else if(!(f[d+8>>2]&~f[a+8>>2])){b=a+12|0;a=d+12|0;if(mPb(f[b>>2]|0,f[a>>2]|0,0)|0)b=1;else if(mPb(f[b>>2]|0,17672,0)|0)b=1;else{b=f[b>>2]|0;if(!b)b=0;else{e=qPb(b,17584,17568,0)|0;if(!e)b=0;else{b=f[a>>2]|0;if(!b)b=0;else{b=qPb(b,17584,17568,0)|0;if(!b)b=0;else{a=g+4|0;d=a+52|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(d|0));f[g>>2]=b;f[g+8>>2]=e;f[g+12>>2]=-1;f[g+48>>2]=1;Fh[f[(f[b>>2]|0)+28>>2]&255](b,g,f[c>>2]|0,1);if((f[g+24>>2]|0)==1){f[c>>2]=f[g+16>>2];b=1}else b=0}}}}}}else b=0}u=h;return b|0}function APb(a,b,c){a=a|0;b=b|0;c=c|0;if(mPb(a,b,0)|0)a=1;else a=mPb(b,17680,0)|0;return a|0}function BPb(a){a=a|0;ePb(a);sOb(a);return}function CPb(a,b,c){a=a|0;b=b|0;c=c|0;return 0}function DPb(a){a=a|0;ePb(a);sOb(a);return}function EPb(a,b,c){a=a|0;b=b|0;c=c|0;return mPb(a,b,0)|0}function FPb(a){a=a|0;ePb(a);sOb(a);return}function GPb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;if(mPb(a,f[c+8>>2]|0,h)|0)pPb(0,c,d,e,g);else{p=c+52|0;i=b[p>>0]|0;j=c+53|0;k=b[j>>0]|0;o=f[a+12>>2]|0;l=a+16+(o<<3)|0;b[p>>0]=0;b[j>>0]=0;KPb(a+16|0,c,d,e,g,h);a:do if((o|0)>1){m=c+24|0;n=a+8|0;o=c+54|0;a=a+24|0;do{if(b[o>>0]|0)break a;if(!(b[p>>0]|0)){if(b[j>>0]|0)if(!(f[n>>2]&1))break a}else{if((f[m>>2]|0)==1)break a;if(!(f[n>>2]&2))break a}b[p>>0]=0;b[j>>0]=0;KPb(a,c,d,e,g,h);a=a+8|0}while(a>>>0<l>>>0)}while(0);b[p>>0]=i;b[j>>0]=k}return}function HPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a:do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else{if(!(mPb(a,f[c>>2]|0,g)|0)){q=f[a+12>>2]|0;k=a+16+(q<<3)|0;LPb(a+16|0,c,d,e,g);h=a+24|0;if((q|0)<=1)break;a=f[a+8>>2]|0;if(!(a&2)){j=c+36|0;if((f[j>>2]|0)!=1){if(!(a&1)){a=c+54|0;while(1){if(b[a>>0]|0)break a;if((f[j>>2]|0)==1)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}a=c+24|0;i=c+54|0;while(1){if(b[i>>0]|0)break a;if((f[j>>2]|0)==1)if((f[a>>2]|0)==1)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}}a=c+54|0;while(1){if(b[a>>0]|0)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}if((f[c+16>>2]|0)!=(d|0)){p=c+20|0;if((f[p>>2]|0)!=(d|0)){f[c+32>>2]=e;q=c+44|0;if((f[q>>2]|0)==4)break;k=a+16+(f[a+12>>2]<<3)|0;e=c+52|0;l=c+53|0;n=c+54|0;m=a+8|0;o=c+24|0;h=0;i=a+16|0;j=0;b:while(1){if(i>>>0>=k>>>0){a=18;break}b[e>>0]=0;b[l>>0]=0;KPb(i,c,d,d,1,g);if(b[n>>0]|0){a=18;break}do if(!(b[l>>0]|0))a=j;else{if(!(b[e>>0]|0))if(!(f[m>>2]&1)){h=1;a=18;break b}else{h=1;a=j;break}if((f[o>>2]|0)==1){a=23;break b}if(!(f[m>>2]&2)){a=23;break b}else{h=1;a=1}}while(0);i=i+8|0;j=a}do if((a|0)==18){if(!j){f[p>>2]=d;d=c+40|0;f[d>>2]=(f[d>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[o>>2]|0)==2){b[n>>0]=1;if(h){a=23;break}else{h=4;break}}}if(h)a=23;else h=4}while(0);if((a|0)==23)h=3;f[q>>2]=h;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function IPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;a:do if(mPb(a,f[c+8>>2]|0,0)|0)nPb(0,c,d,e);else{h=f[a+12>>2]|0;g=a+16+(h<<3)|0;JPb(a+16|0,c,d,e);if((h|0)>1){h=c+54|0;a=a+24|0;do{JPb(a,c,d,e);if(b[h>>0]|0)break a;a=a+8|0}while(a>>>0<g>>>0)}}while(0);return}function JPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[a+4>>2]|0;e=g>>8;if(g&1)e=f[(f[c>>2]|0)+e>>2]|0;a=f[a>>2]|0;Fh[f[(f[a>>2]|0)+28>>2]&255](a,b,c+e|0,g&2|0?d:2);return}function KPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=f[a+4>>2]|0;h=i>>8;if(i&1)h=f[(f[d>>2]|0)+h>>2]|0;a=f[a>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,b,c,d+h|0,i&2|0?e:2,g);return}function LPb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=f[a+4>>2]|0;g=h>>8;if(h&1)g=f[(f[c>>2]|0)+g>>2]|0;a=f[a>>2]|0;Lh[f[(f[a>>2]|0)+24>>2]&255](a,b,c+g|0,h&2|0?d:2,e);return}function MPb(a){a=a|0;if((b[a>>0]|0)==1)a=0;else{b[a>>0]=1;a=1}return a|0}function NPb(a){a=a|0;return}function OPb(){var a=0;a=f[65703]|0;f[65703]=a+0;return a|0}function PPb(){}function QPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;c=a+c>>>0;return (I=b+d+(c>>>0<a>>>0|0)>>>0,c|0)|0}function RPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=b-d-(c>>>0>a>>>0|0)>>>0;return (I=d,a-c>>>0|0)|0}function SPb(a){a=a|0;var c=0;c=b[w+(a&255)>>0]|0;if((c|0)<8)return c|0;c=b[w+(a>>8&255)>>0]|0;if((c|0)<8)return c+8|0;c=b[w+(a>>16&255)>>0]|0;if((c|0)<8)return c+16|0;return (b[w+(a>>>24)>>0]|0)+24|0}function TPb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=a;j=b;k=j;h=c;n=d;i=n;if(!k){g=(e|0)!=0;if(!i){if(g){f[e>>2]=(l>>>0)%(h>>>0);f[e+4>>2]=0}n=0;e=(l>>>0)/(h>>>0)>>>0;return (I=n,e)|0}else{if(!g){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=b&0;n=0;e=0;return (I=n,e)|0}}g=(i|0)==0;do if(!h){if(g){if(e|0){f[e>>2]=(k>>>0)%(h>>>0);f[e+4>>2]=0}n=0;e=(k>>>0)/(h>>>0)>>>0;return (I=n,e)|0}if(!l){if(e|0){f[e>>2]=0;f[e+4>>2]=(k>>>0)%(i>>>0)}n=0;e=(k>>>0)/(i>>>0)>>>0;return (I=n,e)|0}g=i-1|0;if(!(g&i)){if(e|0){f[e>>2]=a|0;f[e+4>>2]=g&k|b&0}n=0;e=k>>>((SPb(i|0)|0)>>>0);return (I=n,e)|0}g=(_(i|0)|0)-(_(k|0)|0)|0;if(g>>>0<=30){b=g+1|0;i=31-g|0;h=b;a=k<<i|l>>>(b>>>0);b=k>>>(b>>>0);g=0;i=l<<i;break}if(!e){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=j|b&0;n=0;e=0;return (I=n,e)|0}else{if(!g){g=(_(i|0)|0)-(_(k|0)|0)|0;if(g>>>0<=31){m=g+1|0;i=31-g|0;b=g-31>>31;h=m;a=l>>>(m>>>0)&b|k<<i;b=k>>>(m>>>0)&b;g=0;i=l<<i;break}if(!e){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=j|b&0;n=0;e=0;return (I=n,e)|0}g=h-1|0;if(g&h|0){i=(_(h|0)|0)+33-(_(k|0)|0)|0;p=64-i|0;m=32-i|0;j=m>>31;o=i-32|0;b=o>>31;h=i;a=m-1>>31&k>>>(o>>>0)|(k<<m|l>>>(i>>>0))&b;b=b&k>>>(i>>>0);g=l<<p&j;i=(k<<p|l>>>(o>>>0))&j|l<<m&i-33>>31;break}if(e|0){f[e>>2]=g&l;f[e+4>>2]=0}if((h|0)==1){o=j|b&0;p=a|0|0;return (I=o,p)|0}else{p=SPb(h|0)|0;o=k>>>(p>>>0)|0;p=k<<32-p|l>>>(p>>>0)|0;return (I=o,p)|0}}while(0);if(!h){k=i;j=0;i=0}else{m=c|0|0;l=n|d&0;k=QPb(m|0,l|0,-1,-1)|0;c=I;j=i;i=0;do{d=j;j=g>>>31|j<<1;g=i|g<<1;d=a<<1|d>>>31|0;n=a>>>31|b<<1|0;RPb(k|0,c|0,d|0,n|0)|0;p=I;o=p>>31|((p|0)<0?-1:0)<<1;i=o&1;a=RPb(d|0,n|0,o&m|0,(((p|0)<0?-1:0)>>31|((p|0)<0?-1:0)<<1)&l|0)|0;b=I;h=h-1|0}while((h|0)!=0);k=j;j=0}h=0;if(e|0){f[e>>2]=a;f[e+4>>2]=b}o=(g|0)>>>31|(k|h)<<1|(h<<1|g>>>31)&0|j;p=(g<<1|0>>>31)&-2|i;return (I=o,p)|0}function UPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0,i=0,j=0;j=b>>31|((b|0)<0?-1:0)<<1;i=((b|0)<0?-1:0)>>31|((b|0)<0?-1:0)<<1;f=d>>31|((d|0)<0?-1:0)<<1;e=((d|0)<0?-1:0)>>31|((d|0)<0?-1:0)<<1;h=RPb(j^a|0,i^b|0,j|0,i|0)|0;g=I;a=f^j;b=e^i;return RPb((TPb(h,g,RPb(f^c|0,e^d|0,f|0,e|0)|0,I,0)|0)^a|0,I^b|0,a|0,b|0)|0}function VPb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,f=0;f=a&65535;e=b&65535;c=X(e,f)|0;d=a>>>16;a=(c>>>16)+(X(e,d)|0)|0;e=b>>>16;b=X(e,f)|0;return (I=(a>>>16)+(X(e,d)|0)+(((a&65535)+b|0)>>>16)|0,a+b<<16|c&65535|0)|0}function WPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0;e=a;f=c;c=VPb(e,f)|0;a=I;return (I=(X(b,f)|0)+(X(d,e)|0)+a|a&0,c|0|0)|0}function XPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return TPb(a,b,c,d,0)|0}function YPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g|0;TPb(a,b,c,d,e)|0;u=g;return (I=f[e+4>>2]|0,f[e>>2]|0)|0}function ZPb(a,b,c){a=a|0;b=b|0;c=c|0;if((c|0)<32){I=b>>>c;return a>>>c|(b&(1<<c)-1)<<32-c}I=0;return b>>>c-32|0}function _Pb(a,b,c){a=a|0;b=b|0;c=c|0;if((c|0)<32){I=b<<c|(a&(1<<c)-1<<32-c)>>>32-c;return a<<c}I=a<<c-32;return 0}function $Pb(a){a=a|0;return (a&255)<<24|(a>>8&255)<<16|(a>>16&255)<<8|a>>>24|0}function aQb(a){a=+a;return a>=0.0?+J(a+.5):+W(a-.5)}function bQb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;if((d|0)>=8192)return Dd(a|0,c|0,d|0)|0;h=a|0;g=a+d|0;if((a&3)==(c&3)){while(a&3){if(!d)return h|0;b[a>>0]=b[c>>0]|0;a=a+1|0;c=c+1|0;d=d-1|0}d=g&-4|0;e=d-64|0;while((a|0)<=(e|0)){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];a=a+64|0;c=c+64|0}while((a|0)<(d|0)){f[a>>2]=f[c>>2];a=a+4|0;c=c+4|0}}else{d=g-4|0;while((a|0)<(d|0)){b[a>>0]=b[c>>0]|0;b[a+1>>0]=b[c+1>>0]|0;b[a+2>>0]=b[c+2>>0]|0;b[a+3>>0]=b[c+3>>0]|0;a=a+4|0;c=c+4|0}}while((a|0)<(g|0)){b[a>>0]=b[c>>0]|0;a=a+1|0;c=c+1|0}return h|0}function cQb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((c|0)<(a|0)&(a|0)<(c+d|0)){e=a;c=c+d|0;a=a+d|0;while((d|0)>0){a=a-1|0;c=c-1|0;d=d-1|0;b[a>>0]=b[c>>0]|0}a=e}else bQb(a,c,d)|0;return a|0}function dQb(a,c,d){a=a|0;c=c|0;d=d|0;var 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bRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;k=+k;l=l|0;Dh[a&1](b|0,c|0,d|0,+e,f|0,+g,h|0,+i,j|0,+k,l|0)}function cRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;Eh[a&1](b|0,c|0,d|0,+e,f|0,g|0)}function dRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b|0,c|0,d|0,e|0)}function eRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;Gh[a&3](b|0,c|0,d|0,e|0,+f)}function fRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=+h;i=i|0;j=j|0;k=k|0;l=l|0;Hh[a&3](b|0,c|0,d|0,e|0,+f,+g,+h,i|0,j|0,k|0,l|0)}function gRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;Ih[a&7](b|0,c|0,d|0,e|0,+f,g|0)}function hRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;Jh[a&3](b|0,c|0,d|0,e|0,+f,g|0,h|0)}function iRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;j=j|0;Kh[a&1](b|0,c|0,d|0,e|0,+f,g|0,h|0,i|0,j|0)}function jRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;Lh[a&255](b|0,c|0,d|0,e|0,f|0)}function kRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;Mh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h)}function lRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;Nh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h,+i)}function mRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=i|0;Oh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h,i|0)}function nRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;Ph[a&3](b|0,c|0,d|0,e|0,f|0,+g,h|0)}function oRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;Qh[a&1](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0)}function pRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;Rh[a&3](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0,j|0)}function qRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;k=k|0;Sh[a&1](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0,j|0,k|0)}function rRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;Th[a&127](b|0,c|0,d|0,e|0,f|0,g|0)}function sRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=+i;Uh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,+i)}function tRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=+i;j=+j;Vh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,+i,+j)}function uRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=i|0;j=j|0;k=k|0;Wh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,i|0,j|0,k|0)}function vRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;Xh[a&63](b|0,c|0,d|0,e|0,f|0,g|0,h|0)}function wRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;Yh[a&15](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0)}function xRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;Zh[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0)}function yRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;_h[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0)}function zRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;$h[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0)}function ARb(a,b,c,d,e,f,g,h,i,j,k,l,m){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;ai[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0)}function BRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;bi[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0)}function CRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r,s,t){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=+o;p=+p;q=+q;r=+r;s=+s;t=t|0;ci[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,+o,+p,+q,+r,+s,t|0)}function DRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;di[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0)}function ERb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;ei[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0)}function FRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;fi[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0,q|0)}function GRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;gi[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0,q|0,r|0)}function HRb(a){a=a|0;$(0);return 0.0}function IRb(a,b){a=a|0;b=b|0;$(1);return 0.0}function JRb(){$(2);return 0}function KRb(a){a=a|0;$(3);return 0}function LRb(a,b){a=a|0;b=+b;$(4);return 0}function MRb(a,b){a=a|0;b=b|0;$(5);return 0}function NRb(a,b,c){a=a|0;b=b|0;c=c|0;$(6);return 0}function ORb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;$(7);return 0}function PRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;$(8);return 0}function QRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;$(9);return 0}function RRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;$(10);return 0}function SRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;$(11);return 0}function TRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;$(12);return 0}function URb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;$(13);return 0}function VRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;$(14);return 0}function WRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=+o;$(15);return 0}function XRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=+p;$(16);return 0}function YRb(){$(17)}function ZRb(){vc()}function _Rb(a){a=+a;$(18)}function $Rb(a,b){a=+a;b=+b;$(19)}function aSb(a,b,c){a=+a;b=+b;c=c|0;$(20)}function bSb(a,b){a=+a;b=b|0;$(21)}function cSb(a){a=a|0;$(22)}function dSb(a,b){a=a|0;b=+b;$(23)}function eSb(a,b,c){a=a|0;b=+b;c=+c;$(24)}function fSb(a,b,c,d){a=a|0;b=+b;c=+c;d=+d;$(25)}function gSb(a,b,c,d,e,f,g){a=a|0;b=+b;c=+c;d=+d;e=e|0;f=f|0;g=g|0;$(26)}function hSb(a,b,c,d){a=a|0;b=+b;c=+c;d=d|0;$(27)}function iSb(a,b,c){a=a|0;b=+b;c=c|0;$(28)}function jSb(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;$(29)}function kSb(a,b){a=a|0;b=b|0;$(30)}function lSb(a,b,c){a=a|0;b=b|0;c=+c;$(31)}function mSb(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;$(32)}function nSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=+e;$(33)}function oSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=e|0;$(34)}function pSb(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;$(35)}function qSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=+c;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;$(36)}function rSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;$(37)}function sSb(a,b,c,d,e,f){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;f=f|0;$(38)}function tSb(a,b,c){a=a|0;b=b|0;c=c|0;$(39)}function uSb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;$(40)}function vSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;$(41)}function wSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=+d;e=+e;f=+f;g=+g;h=h|0;$(42)}function xSb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=+d;e=+e;f=f|0;$(43)}function ySb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;$(44)}function zSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;f=+f;g=g|0;h=+h;i=i|0;j=+j;k=k|0;$(45)}function ASb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;f=f|0;$(46)}function BSb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;$(47)}function CSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;$(48)}function DSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=+f;g=+g;h=h|0;i=i|0;j=j|0;k=k|0;$(49)}function ESb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;$(50)}function FSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;$(51)}function GSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;h=h|0;i=i|0;$(52)}function HSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;$(53)}function ISb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;$(54)}function JSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=+h;$(55)}function KSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=h|0;$(56)}function LSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;$(57)}function MSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;$(58)}function NSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;$(59)}function OSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;j=j|0;$(60)}function PSb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;$(61)}function QSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;$(62)}function RSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;$(63)}function SSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;$(64)}function TSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;$(65)}function USb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;$(66)}function VSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;$(67)}function WSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;$(68)}function XSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;$(69)}function YSb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;$(70)}function ZSb(a,b,c,d,e,f,g,h,i,j,k,l,m){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;$(71)}function _Sb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r,s){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=+n;o=+o;p=+p;q=+q;r=+r;s=s|0;$(72)}function $Sb(a,b,c,d,e,f,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;$(73)}function aTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;$(74)}function bTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;$(75)}function cTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;$(76)}
+
+// EMSCRIPTEN_END_FUNCS
+var Mg=[HRb,Wcb,Xcb,Ycb,Fcb,Hcb,qi,si,ui,wi,yi,Ai,Ci,Ei,Gi,Ii,Ki,Mi,Oi,Qi,Si,Ui,Wi,Yi,_i,aj,cj,ej,gj,ij,kj,mj,oj,qj,sj,uj,wj,yj,Aj,Cj,Ej,Gj,tl,vl,wl,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb];var Ng=[IRb,uYa,UVa,$jb,akb,tkb,ukb,alb,olb,Blb,w2,A2,E2,I2,M2,Q2,U2,Y2,G4,O4,S4,a5,e5,t5,IRb,IRb,IRb,IRb,IRb,IRb,IRb,IRb];var Og=[JRb,u2,y2,C2,G2,K2,O2,S2,W2,_2,c3,g3,k3,o3,s3,w3,A3,E3,I3,M3,Q3,U3,Y3,a4,e4,i4,m4,q4,s4,w4,A4,E4,I4,M4,Q4,U4,Y4,c5,Jl,_la,$la,psa,Fha,ksa,Hr,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb];var Pg=[KRb,Gz,Mz,Qz,Uz,_z,cA,gA,mA,qA,uA,AA,EA,IA,OA,TA,WA,$A,fB,kB,qB,xB,DB,IB,QB,WB,$B,fC,iC,lC,rC,xC,CC,HC,NC,TC,YC,bD,hD,nD,rD,wD,CD,ID,MD,RD,XD,bE,fE,kE,qE,wE,BE,FE,LE,RE,WE,_E,eF,kF,pF,uF,BF,HF,MF,QF,WF,aG,fG,jG,qG,wG,AG,FG,LG,RG,WG,_G,eH,kH,pH,tH,zH,FH,KH,OH,UH,_H,cI,hI,nI,tI,yI,GI,MI,RI,WI,aJ,gJ,lJ,tJ,zJ,EJ,JJ,OJ,UJ,ZJ,fK,lK,qK,vK,AK,GK,KK,OK,UK,ZK,fL,lL,pL,tL,zL,EL,LL,RL,WL,bM,hM,mM,sM,wM,CM,IM,NM,UM,_M,dN,kN,qN,vN,CN,IN,MN,RN,XN,aO,hO,mO,rO,wO,CO,IO,MO,QO,WO,_O,cP,iP,mP,qP,wP,AP,EP,KP,PP,WP,aQ,eQ,kQ,qQ,uQ,yQ,EQ,JQ,PQ,TQ,YQ,$Q,eR,kR,oR,sR,yR,CR,GR,MR,QR,UR,_R,dS,jS,pS,xS,DS,IS,OS,SS,WS,aT,eT,iT,oT,tT,zT,DT,HT,NT,RT,VT,$T,eU,kU,oU,sU,yU,DU,JU,NU,RU,XU,bV,hV,lV,pV,vV,zV,DV,JV,NV,RV,XV,aW,gW,lW,rW,vW,zW,FW,KW,QW,UW,YW,cX,gX,kX,qX,vX,BX,GX,MX,RX,XX,aY,gY,kY,oY,uY,zY,FY,JY,NY,TY,XY,$Y,fZ,jZ,nZ,tZ,xZ,BZ,HZ,LZ,PZ,VZ,ZZ,b_,h_,l_,p_,v_,z_,D_,J_,N_,R_,X_,a$,g$,m$,s$,x$,F$,K$,N$,Q$,X$,b0,k0,p0,u0,z0,H0,N0,R0,V0,$0,e1,k1,p1,v1,z1,D1,J1,N1,R1,X1,a2,g2,o2,R5,Y5,d6,j6,t6,X6,f7,n7,u7,B7,H7,O7,U7,$7,g8,r8,g9,E9,L9,R9,X9,baa,yaa,Eaa,Kaa,Saa,Yaa,dba,kba,rba,zba,Mba,Yba,pca,Bca,Hca,Oca,wda,Nda,Yda,xea,Eea,Kea,Nfa,oga,wga,Oga,Uga,tla,zla,lla,rla,cla,ila,Wka,ala,Oka,Uka,Gka,Mka,yka,Eka,qka,wka,ika,oka,$ja,fka,Tja,Zja,Lja,Rja,Dja,Jja,uja,Aja,lja,rja,cja,ija,Via,$ia,Mia,Sia,Dia,Jia,uia,Aia,lia,ria,cia,iia,Nla,Hma,Bma,tma,Jma,Sma,_ma,gna,ona,Wna,voa,epa,pqa,jqa,Ura,Ora,Ata,rva,zva,Lva,Bwa,$wa,bxa,hxa,Txa,Xya,bza,lGa,mGa,nGa,oGa,pGa,qGa,rGa,sGa,tGa,uGa,vGa,wGa,xGa,yGa,zGa,AGa,BGa,CGa,DGa,EGa,FGa,GGa,VGa,WGa,XGa,YGa,dHa,eHa,fHa,gHa,nHa,oHa,pHa,qHa,rHa,sHa,AHa,BHa,CHa,DHa,EHa,FHa,MHa,NHa,JLa,KLa,MLa,NLa,QLa,SLa,TLa,aMa,eMa,gMa,hMa,LSa,hYa,MSa,NSa,QSa,TSa,JTa,KTa,LTa,MTa,EUa,eVa,gVa,rWa,xWa,JWa,QWa,RWa,jXa,_Wa,eXa,uDb,vDb,s3a,yDb,D3a,J3a,S3a,n5a,t5a,L4a,R4a,E6a,K6a,i6a,o6a,a6a,g6a,P5a,V5a,G5a,M5a,zcb,Acb,Vcb,Zcb,Dcb,Sdb,Ydb,Oeb,Ueb,_kb,$kb,mlb,nlb,zlb,Alb,emb,gxb,nxb,dAb,xDb,MDb,NDb,PDb,QDb,_Eb,fFb,mFb,nFb,tFb,uFb,KHb,RHb,SHb,THb,UHb,VHb,WHb,XHb,sIb,zIb,AIb,BIb,CIb,DIb,EIb,FIb,nJb,oJb,tJb,zJb,AJb,FJb,KJb,LJb,QJb,VJb,WJb,$Jb,YKb,ZKb,$Kb,oLb,pLb,rLb,WLb,XLb,bMb,cMb,hLb,iLb,kLb,xLb,yLb,ALb,Ij,Kj,Mj,Oj,Qj,Sj,Uj,Wj,Yj,_j,ak,ck,ek,gk,ik,kk,mk,ok,qk,sk,uk,wk,yk,Ak,Ck,Ek,Gk,Ik,Kk,Mk,Ok,Qk,Sk,Uk,Wk,Yk,_k,al,i5,il,jl,kl,nl,pl,rl,A5,Kl,Cla,G5,K5,Vga,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb];var Qg=[LRb,JGa,KGa,LGa,OGa,_Ga,$Ga,iHa,vHa,LRb,LRb,LRb,LRb,LRb,LRb,LRb];var Rg=[MRb,Lz,Zz,lA,zA,NA,eB,CB,VB,wC,SC,mD,HD,aE,vE,QE,jF,GF,$F,vG,QG,jH,EH,ZH,sI,LI,fJ,yJ,TJ,kK,FK,TK,kL,yL,QL,gM,HM,ZM,pN,HN,WN,HO,VO,hP,vP,JP,$P,pQ,DQ,OQ,jR,xR,LR,ZR,CS,NS,$S,nT,yT,MT,_T,jU,xU,IU,WU,gV,uV,IV,WV,fW,qW,EW,PW,bX,pX,AX,LX,WX,fY,tY,EY,SY,eZ,sZ,GZ,UZ,g_,u_,I_,W_,f$,r$,M0,_0,j1,u1,I1,W1,f2,yla,qla,hla,$ka,Tka,Lka,Dka,vka,nka,eka,Yja,Qja,Ija,zja,qja,hja,_ia,Ria,Iia,zia,qia,hia,gxa,eza,aza,bOb,IGa,MGa,NGa,PGa,QGa,RGa,SGa,jHa,uHa,wHa,HHa,IHa,JHa,OHa,jKa,RLa,bMa,jMa,hPa,wWa,dXa,t3a,u3a,I3a,Y3a,s5a,Q4a,J6a,n6a,f6a,U5a,L5a,f8a,Jcb,hdb,Xdb,Teb,Zjb,_jb,rkb,skb,blb,clb,dlb,plb,qlb,rlb,Clb,Dlb,Elb,oxb,pxb,zDb,BDb,RDb,TDb,aFb,hFb,oFb,vFb,JLb,LLb,NLb,mMb,oMb,qMb,a3,e3,i3,m3,q3,u3,y3,C3,G3,K3,O3,S3,W3,_3,c4,g4,k4,o4,u4,y4,C4,K4,W4,_4,g5,o5,p5,r5,B5,E5,Jmb,nnb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb];var Sg=[NRb,Pz,bA,pA,DA,SA,VA,jB,nB,HB,_B,eC,hC,kC,BC,GC,XC,aD,qD,uD,LD,PD,eE,iE,AE,DE,VE,YE,oF,tF,LF,OF,eG,hG,zG,DG,VG,YG,oH,rH,JH,MH,bI,fI,xI,QI,VI,kJ,DJ,IJ,YJ,pK,uK,JK,YK,oL,DL,VL,lM,rM,uM,MM,cN,uN,LN,$N,gO,lO,qO,vO,LO,ZO,lP,zP,OP,dQ,tQ,SQ,XQ,_Q,nR,BR,PR,cS,iS,oS,RS,dT,CT,QT,nU,MU,kV,yV,MV,uW,TW,fX,jY,IY,WY,iZ,wZ,KZ,YZ,k_,y_,M_,w$,E$,J$,M$,P$,W$,a0,j0,o0,t0,y0,Q0,y1,M1,LLa,iMa,HWa,rDb,wDb,ADb,elb,flb,slb,tlb,Flb,Glb,kxb,eAb,fAb,jAb,kAb,uBb,JDb,ODb,SDb,$Eb,gFb,CFb,IFb,MKb,RKb,KLb,MLb,PLb,iMb,nMb,pMb,sMb,iPb,xPb,zPb,CPb,EPb,z5,exb,qCb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb];var Tg=[ORb,Wdb,Seb,Vlb,OLb,jMb,kMb,lMb,rMb,J5,Pwb,ORb,ORb,ORb,ORb,ORb];var Ug=[PRb,kHb,lHb,BHb,CHb,PRb,PRb,PRb];var Vg=[QRb,vUa,dYa,n2a,AFb,GFb,fHb,gHb,iHb,mHb,wHb,xHb,zHb,DHb,XKb,_Kb,nLb,qLb,QLb,tMb,gLb,jLb,wLb,zLb,QRb,QRb,QRb,QRb,QRb,QRb,QRb,QRb];var Wg=[RRb,yKb,EKb,RRb];var Xg=[SRb,I5];var Yg=[TRb,MFb,NFb,OFb,PFb,QFb,RFb,SFb,TFb,UFb,VFb,WFb,GGb,HGb,IGb,JGb,KGb,LGb,MGb,NGb,OGb,PGb,QGb,hHb,jHb,yHb,AHb,LHb,MHb,NHb,OHb,PHb,tIb,uIb,vIb,wIb,xIb,zKb,FKb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb];var Zg=[URb,bJb,hJb,eKb,fKb,pKb,qKb,URb];var _g=[VRb,QHb,yIb,VKb,WKb,lLb,mLb,eLb,fLb,uLb,vLb,VRb,VRb,VRb,VRb,VRb];var $g=[WRb,Ola];var ah=[XRb,F5];var bh=[YRb,ZRb,Mha,Ala,Qla,Zl,am,cm,Lm,Nm,Pm,Ym,_m,$m,hp,jp,kp,lp,mp,np,op,Vr,Yr,_r,Hs,Js,Ls,Us,Ws,Xs,ev,gv,hv,iv,jv,kv,lv,Ix,Nha,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb];var ch=[_Rb,em,cn,dn,fn,gn,jn,ln,mn,wn,yn,zn,Gn,Hn,In,Nn,On,Rn,Sn,eo,oo,to,uo,Co,Do,Eo,Ho,Io,Jo,Oo,Po,Qo,Vo,Yo,as,_s,$s,bt,ct,et,gt,ht,rt,tt,ut,Bt,Ct,Dt,It,Jt,Mt,Nt,_t,iu,nu,ou,wu,xu,yu,Eu,Fu,Gu,Lu,Mu,Nu,Su,Vu,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb];var dh=[$Rb,Fn,Mr,At,Fx,$Rb,$Rb,$Rb];var eh=[aSb,Ko,Hu,aSb];var fh=[bSb,wo,Lo,qu,Iu,bSb,bSb,bSb];var gh=[cSb,oG,Fz,Iz,Jz,mS,Oz,Tz,Wz,Xz,aA,fA,iA,jA,oA,tA,wA,xA,CA,HA,KA,LA,QA,RA,UA,_A,bB,cB,hB,iB,lB,mB,pB,wB,zB,AB,FB,GB,JB,KB,PB,SB,TB,YB,ZB,aC,bC,cC,dC,gC,jC,qC,tC,uC,zC,AC,DC,EC,FC,MC,PC,QC,VC,WC,ZC,_C,$C,gD,jD,kD,sD,pD,tD,vD,BD,ED,FD,ND,KD,OD,QD,WD,ZD,_D,gE,dE,hE,jE,pE,sE,tE,yE,zE,CE,EE,KE,NE,OE,TE,UE,XE,ZE,dF,gF,hF,mF,nF,qF,rF,sF,AF,DF,EF,JF,KF,NF,PF,VF,YF,ZF,cG,dG,gG,iG,pG,sG,tG,BG,yG,CG,EG,KG,NG,OG,TG,UG,XG,ZG,dH,gH,hH,mH,nH,qH,sH,yH,BH,CH,HH,IH,LH,NH,TH,WH,XH,dI,aI,eI,gI,mI,pI,qI,vI,wI,zI,AI,FI,II,JI,OI,PI,SI,TI,UI,$I,cJ,dJ,iJ,jJ,mJ,nJ,sJ,vJ,wJ,BJ,CJ,FJ,GJ,HJ,NJ,QJ,RJ,WJ,XJ,_J,$J,eK,hK,iK,nK,oK,rK,sK,tK,zK,CK,DK,IK,NK,QK,RK,WK,XK,_K,$K,eL,hL,iL,nL,sL,vL,wL,BL,CL,FL,GL,KL,NL,OL,TL,UL,XL,YL,aM,dM,eM,jM,kM,nM,oM,pM,qM,tM,vM,BM,EM,FM,KM,LM,OM,PM,TM,WM,XM,aN,bN,eN,fN,jN,mN,nN,sN,tN,wN,xN,BN,EN,FN,KN,QN,TN,UN,ZN,_N,bO,cO,eO,fO,iO,jO,kO,oO,pO,sO,tO,uO,BO,EO,FO,KO,PO,SO,TO,YO,bP,eP,fP,kP,pP,sP,tP,yP,DP,GP,HP,MP,NP,QP,RP,VP,YP,ZP,cQ,jQ,mQ,nQ,sQ,xQ,AQ,BQ,IQ,LQ,MQ,RQ,UQ,WQ,ZQ,dR,gR,hR,mR,rR,uR,vR,AR,FR,IR,JR,OR,TR,WR,XR,aS,bS,eS,fS,gS,hS,kS,lS,nS,wS,zS,AS,HS,KS,LS,QS,VS,YS,ZS,cT,hT,kT,lT,sT,vT,wT,BT,GT,JT,KT,PT,UT,XT,YT,dU,gU,hU,mU,rU,uU,vU,CU,FU,GU,LU,QU,TU,UU,aV,dV,eV,jV,oV,rV,sV,xV,CV,FV,GV,LV,QV,TV,UV,$V,cW,dW,kW,nW,oW,tW,yW,BW,CW,JW,MW,NW,SW,XW,_W,$W,eX,jX,mX,nX,uX,xX,yX,FX,IX,JX,QX,TX,UX,$X,cY,dY,iY,nY,qY,rY,yY,BY,CY,HY,MY,PY,QY,VY,_Y,bZ,cZ,hZ,mZ,pZ,qZ,vZ,AZ,DZ,EZ,JZ,OZ,RZ,SZ,XZ,a_,d_,e_,j_,o_,r_,s_,x_,C_,F_,G_,L_,Q_,T_,U_,$_,c$,d$,l$,o$,p$,u$,v$,y$,z$,C$,D$,G$,H$,I$,L$,O$,U$,V$,Y$,Z$,_$,$$,c0,d0,h0,i0,l0,m0,n0,r0,s0,v0,w0,x0,G0,J0,K0,P0,U0,X0,Y0,d1,g1,h1,o1,r1,s1,x1,C1,F1,G1,L1,Q1,T1,U1,$1,c2,d2,j2,k2,p2,q2,t2,s2,M5,N5,T5,U5,_5,$5,e6,f6,o6,p6,v6,w6,B6,C6,H6,I6,N6,O6,S6,T6,a7,b7,i7,j7,p7,q7,w7,x7,C7,D7,J7,K7,P7,Q7,W7,X7,b8,c8,h8,i8,m8,n8,t8,u8,y8,z8,Y8,Z8,b9,c9,n9,o9,t9,u9,z9,A9,G9,H9,M9,N9,S9,T9,Y9,Z9,caa,daa,haa,iaa,naa,oaa,taa,uaa,zaa,Aaa,Faa,Gaa,Naa,Oaa,Taa,Uaa,_aa,$aa,fba,gba,mba,nba,uba,vba,Bba,Cba,Hba,Iba,Oba,Pba,Tba,Uba,_ba,$ba,eca,fca,kca,lca,rca,sca,wca,xca,Cca,Dca,Jca,Kca,Pca,Qca,Uca,Vca,Zca,_ca,cda,dda,hda,ida,mda,nda,rda,sda,xda,yda,Cda,Dda,Ida,Jda,Oda,Pda,Tda,Uda,_da,$da,dea,eea,iea,jea,nea,oea,sea,tea,zea,Aea,Fea,Gea,Lea,Mea,Qea,Rea,Vea,Wea,_ea,$ea,dfa,efa,ifa,jfa,nfa,ofa,sfa,tfa,yfa,zfa,Dfa,Efa,Ifa,Jfa,Ofa,Pfa,Ufa,Vfa,_fa,$fa,jga,kga,rga,sga,Bga,Cga,Jga,Kga,Pga,Qga,gka,sla,vla,wla,jla,kla,nla,ola,jia,bla,ela,fla,gla,Vka,Yka,Zka,_ka,Nka,Qka,Rka,Ska,Fka,Ika,Jka,Kka,xka,Aka,Bka,pka,ska,tka,hka,kka,lka,_ja,bka,cka,dka,Sja,Vja,Wja,Xja,sia,Kja,Nja,Oja,Bja,Cja,Fja,Gja,sja,tja,wja,xja,jja,kja,nja,oja,aja,bja,eja,fja,Tia,Uia,Xia,Yia,Kia,Lia,Oia,Pia,Bia,Cia,Fia,Gia,tia,wia,xia,kia,nia,oia,pia,aia,bia,eia,fia,_ha,Ila,Jla,Cma,Dma,wma,xma,oma,pma,Ima,Lma,Nma,Oma,Tma,Vma,Wma,$ma,bna,cna,hna,jna,kna,pna,rna,sna,wna,Yna,Zna,doa,foa,goa,koa,toa,$oa,apa,kqa,lqa,eqa,fqa,rqa,sqa,yqa,zqa,Dqa,Fqa,Gqa,Kqa,Lqa,Nqa,Oqa,Vqa,ara,bra,hra,ira,nra,pra,qra,vra,xra,Ara,Dra,Pra,Qra,Jra,Kra,Xra,Yra,bsa,dsa,esa,jsa,rsa,ssa,ysa,Asa,Bsa,Gsa,Isa,Jsa,Nsa,Psa,Qsa,Vsa,Xsa,Ysa,ata,eta,fta,Gta,Hta,Bta,Cta,vta,wta,qta,rta,kta,lta,Ita,Rta,Uta,Xta,$ta,dua,hua,lua,pua,uua,yua,Cua,Gua,Kua,Oua,Sua,Wua,$ua,ava,fva,hva,iva,mva,nva,sva,tva,vva,Gva,Hva,Bva,Cva,Mva,Nva,Rva,Sva,Wva,Xva,Zva,_va,cwa,ewa,iwa,jwa,nwa,qwa,twa,xwa,Ewa,Wwa,Xwa,Rwa,Swa,axa,dxa,exa,fxa,ixa,jxa,zxa,Axa,Exa,Gxa,Oxa,Pxa,Jxa,Kxa,Uxa,tya,uya,zya,Eya,Fya,Kya,Qya,aOb,cza,dza,fza,Vya,Wya,Zya,_ya,$ya,tFa,uFa,vFa,wFa,rFa,sFa,AFa,BFa,CFa,DFa,yFa,zFa,iGa,jGa,TGa,aHa,bHa,kHa,lHa,xHa,yHa,LHa,QHa,RHa,SHa,THa,EIa,FIa,GIa,HIa,VIa,WIa,XIa,YIa,hKa,iKa,kKa,GLa,HLa,OLa,PLa,VLa,WLa,XLa,YLa,_La,$La,cMa,dMa,vMa,wMa,xMa,yMa,BMa,CMa,DMa,EMa,ANa,BNa,CNa,DNa,MNa,NNa,ONa,PNa,ZOa,_Oa,$Oa,aPa,fPa,gPa,iPa,eYa,ISa,JSa,gYa,pYa,PSa,rYa,RSa,XSa,dTa,BTa,FTa,GTa,HTa,NTa,OTa,$Ua,aVa,bVa,fVa,kVa,sVa,QVa,qWa,tWa,uWa,FWa,GWa,MWa,NWa,OWa,UWa,VWa,fXa,gXa,hXa,nXa,vXa,TXa,ZWa,aXa,bXa,F1a,cYa,fYa,qYa,G1a,S2a,T2a,U2a,M2a,N2a,O2a,P2a,_2a,$2a,a3a,b3a,gEb,hEb,iEb,jEb,v3a,w3a,x3a,y3a,o3a,p3a,C3a,F3a,G3a,H3a,O3a,P3a,R3a,V3a,W3a,X3a,J4a,m5a,p5a,q5a,K4a,N4a,O4a,s4a,I4a,G4a,H4a,_5a,D6a,G6a,H6a,N5a,h6a,k6a,l6a,$5a,c6a,d6a,O5a,R5a,S5a,E5a,F5a,I5a,J5a,j8a,k8a,l8a,m8a,ycb,Ucb,fdb,Kcb,Lcb,Mcb,Ncb,Ocb,Pcb,Qcb,Qdb,Rdb,Udb,Vdb,Meb,Neb,Qeb,Reb,crb,Yjb,qkb,Ykb,Zkb,klb,llb,xlb,ylb,Tlb,Ulb,Wlb,Xlb,fmb,gmb,hmb,imb,kob,lob,Spb,Tpb,Upb,Vpb,kqb,lqb,mqb,nqb,Pqb,Qqb,Rqb,Sqb,drb,jub,kub,lub,mub,pub,qub,rub,sub,yub,zub,Aub,Bub,YDb,ZDb,_Db,$Db,Sub,Tub,Uub,Vub,pvb,qvb,rvb,svb,Avb,Bvb,Cvb,Dvb,Vwb,Wwb,Xwb,Ywb,qxb,rxb,sxb,txb,hxb,ixb,uxb,vxb,Bxb,Cxb,kDb,mDb,oDb,pDb,GDb,HDb,bEb,cEb,dEb,eEb,lEb,mEb,nEb,oEb,XEb,YEb,cFb,dFb,jFb,kFb,qFb,rFb,xFb,yFb,zFb,EFb,FFb,KFb,LFb,EGb,FGb,dHb,eHb,uHb,vHb,IHb,JHb,qIb,rIb,$Ib,aJb,fJb,gJb,lJb,mJb,xJb,yJb,IJb,JJb,TJb,UJb,cKb,dKb,nKb,oKb,wKb,xKb,CKb,DKb,KKb,LKb,PKb,QKb,DFb,dLb,UKb,sLb,tLb,ELb,FLb,HLb,ILb,ULb,VLb,$Lb,aMb,gMb,hMb,uMb,vMb,wMb,ePb,fPb,gPb,hPb,rPb,wPb,yPb,BPb,DPb,FPb,Rz,dA,rA,FA,XA,tB,MB,nC,JC,dD,yD,TD,mE,HE,aF,xF,SF,lG,HG,aH,vH,QH,jI,CI,YI,pJ,LJ,bK,wK,LK,aL,qL,HL,ZL,yM,QM,gN,yN,NN,yO,NO,$O,nP,BP,SP,fQ,vQ,GQ,aR,pR,DR,RR,tS,FS,TS,fT,qT,ET,ST,bU,pU,AU,OU,ZU,mV,AV,OV,ZV,iW,wW,HW,VW,hX,sX,DX,OX,ZX,lY,wY,KY,YY,kZ,yZ,MZ,_Z,m_,A_,O_,Z_,i$,D0,S0,b1,m1,A1,O1,Z1,i2,v2,z2,D2,H2,L2,P2,T2,X2,$2,d3,h3,l3,p3,t3,x3,B3,F3,J3,N3,R3,V3,Z3,b4,f4,j4,n4,r4,t4,x4,B4,F4,J4,N4,R4,V4,Z4,d5,j5,k5,cl,fl,Nl,loa,L5,dm,Hm,Rm,bn,en,hn,kn,nn,on,pn,qn,un,xn,An,Cn,En,Jn,Kn,Ln,Mn,Pn,Qn,Tn,Un,Vn,Wn,Xn,Zn,_n,$n,ao,bo,co,fo,go,ho,io,jo,ko,lo,mo,no,po,qo,ro,so,vo,xo,zo,Ao,Bo,Fo,Go,Mo,No,Ro,So,To,Uo,Wo,Xo,_o,$o,ap,ep,Dr,Ir,Wga,$r,Ds,Ns,Zs,at,dt,ft,it,jt,kt,lt,pt,st,vt,xt,zt,Et,Ft,Gt,Ht,Kt,Lt,Ot,Pt,Qt,Rt,St,Ut,Vt,Wt,Xt,Yt,Zt,$t,au,bu,cu,du,eu,fu,gu,hu,ju,ku,lu,mu,pu,ru,tu,uu,vu,zu,Du,Ju,Ku,Ou,Pu,Qu,Ru,Tu,Uu,Xu,Yu,Zu,bv,Ax,Ex,GFa,cGb,eGb,gKb,$zb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb];var hh=[dSb,eTa,gTa,tVa,vVa,wXa,yXa,adb,bdb,cdb,ddb,Gcb,ri,ti,vi,xi,zi,Bi,Di,Fi,Hi,Ji,Li,Ni,Pi,Ri,Ti,Vi,Xi,Zi,$i,bj,dj,fj,hj,jj,lj,nj,pj,rj,tj,vj,xj,zj,Bj,Dj,Fj,Hj,ul,xl,zl,Dl,El,Z6,vn,U8,dp,qt,av,dSb,dSb,dSb,dSb,dSb];var ih=[eSb,KSa,ITa,PWa,gdb,yl,Al,Cl,Fl,P8,eSb,eSb,eSb,eSb,eSb,eSb];var jh=[fSb,Bl];var kh=[gSb,TTa,L1a,gSb];var lh=[hSb,W8];var mh=[iSb,sn,V8,X8,nt,iSb,iSb,iSb];var nh=[jSb,Yl,Ur,jSb];var oh=[kSb,Hz,Kz,Vz,Yz,hA,kA,vA,yA,JA,MA,aB,dB,yB,BB,RB,UB,sC,vC,OC,RC,iD,lD,DD,GD,YD,$D,rE,uE,ME,PE,fF,iF,CF,FF,XF,_F,rG,uG,MG,PG,fH,iH,AH,DH,VH,YH,oI,rI,HI,KI,bJ,eJ,uJ,xJ,PJ,SJ,gK,jK,BK,EK,PK,SK,gL,jL,uL,xL,ML,PL,cM,fM,DM,GM,VM,YM,lN,oN,DN,GN,SN,VN,DO,GO,RO,UO,dP,gP,rP,uP,FP,IP,XP,_P,lQ,oQ,zQ,CQ,KQ,NQ,fR,iR,tR,wR,HR,KR,VR,YR,yS,BS,JS,MS,XS,_S,jT,mT,uT,xT,IT,LT,WT,ZT,fU,iU,tU,wU,EU,HU,SU,VU,cV,fV,qV,tV,EV,HV,SV,VV,bW,eW,mW,pW,AW,DW,LW,OW,ZW,aX,lX,oX,wX,zX,HX,KX,SX,VX,bY,eY,pY,sY,AY,DY,OY,RY,aZ,dZ,oZ,rZ,CZ,FZ,QZ,TZ,c_,f_,q_,t_,E_,H_,S_,V_,b$,e$,n$,q$,I0,L0,W0,Z0,f1,i1,q1,t1,E1,H1,S1,V1,b2,e2,l2,m2,n2,O5,P5,Q5,V5,W5,X5,a6,b6,c6,g6,h6,i6,q6,r6,s6,x6,y6,z6,D6,E6,F6,J6,K6,L6,P6,Q6,R6,U6,V6,W6,c7,d7,e7,k7,l7,m7,r7,s7,t7,y7,z7,A7,E7,F7,G7,L7,M7,N7,R7,S7,T7,Y7,Z7,_7,d8,e8,f8,j8,k8,l8,o8,p8,q8,v8,w8,x8,A8,B8,C8,_8,$8,a9,d9,e9,f9,p9,q9,r9,v9,w9,x9,B9,C9,D9,I9,J9,K9,O9,P9,Q9,U9,V9,W9,_9,$9,aaa,eaa,faa,gaa,jaa,kaa,laa,paa,qaa,raa,vaa,waa,xaa,Baa,Caa,Daa,Haa,Iaa,Jaa,Paa,Qaa,Raa,Vaa,Waa,Xaa,aba,bba,cba,hba,iba,jba,oba,pba,qba,wba,xba,yba,Dba,Eba,Fba,Jba,Kba,Lba,Qba,Rba,Sba,Vba,Wba,Xba,aca,bca,cca,gca,hca,ica,mca,nca,oca,tca,uca,vca,yca,zca,Aca,Eca,Fca,Gca,Lca,Mca,Nca,Rca,Sca,Tca,Wca,Xca,Yca,$ca,ada,bda,eda,fda,gda,jda,kda,lda,oda,pda,qda,tda,uda,vda,zda,Ada,Bda,Eda,Fda,Gda,Kda,Lda,Mda,Qda,Rda,Sda,Vda,Wda,Xda,aea,bea,cea,fea,gea,hea,kea,lea,mea,pea,qea,rea,uea,vea,wea,Bea,Cea,Dea,Hea,Iea,Jea,Nea,Oea,Pea,Sea,Tea,Uea,Xea,Yea,Zea,afa,bfa,cfa,ffa,gfa,hfa,kfa,lfa,mfa,pfa,qfa,rfa,ufa,vfa,wfa,Afa,Bfa,Cfa,Ffa,Gfa,Hfa,Kfa,Lfa,Mfa,Qfa,Rfa,Sfa,Wfa,Xfa,Yfa,aga,bga,cga,lga,mga,nga,tga,uga,vga,Dga,Ega,Fga,Lga,Mga,Nga,Rga,Sga,Tga,ula,xla,mla,pla,dla,Xka,Pka,Hka,zka,Cka,rka,uka,jka,mka,aka,Uja,Mja,Pja,Eja,vja,mja,dja,Wia,Nia,Eia,via,yia,mia,dia,Kla,Lla,Mla,Ema,Fma,Gma,yma,zma,Ama,qma,rma,sma,Pma,Qma,Rma,Xma,Yma,Zma,dna,ena,fna,lna,mna,nna,tna,una,vna,_na,$na,aoa,hoa,ioa,joa,uoa,bpa,cpa,dpa,mqa,nqa,oqa,gqa,hqa,iqa,tqa,uqa,vqa,Aqa,Bqa,Cqa,Hqa,Iqa,Jqa,Pqa,Qqa,Rqa,Wqa,cra,dra,era,jra,kra,lra,rra,sra,tra,yra,Bra,Era,Rra,Sra,Tra,Lra,Mra,Nra,Zra,_ra,$ra,fsa,gsa,hsa,tsa,usa,vsa,Csa,Dsa,Esa,Ksa,Lsa,Msa,Rsa,Ssa,Tsa,Zsa,_sa,$sa,gta,hta,ita,Dta,Eta,Fta,xta,yta,zta,sta,tta,uta,mta,nta,ota,Sta,Vta,Yta,aua,eua,iua,mua,qua,vua,zua,Dua,Hua,Lua,Pua,Tua,Xua,bva,cva,dva,jva,kva,lva,ova,pva,qva,wva,xva,yva,Iva,Jva,Kva,Dva,Eva,Fva,Tva,Uva,Vva,$va,awa,bwa,fwa,kwa,lwa,mwa,rwa,uwa,ywa,zwa,Awa,Fwa,Ywa,Zwa,_wa,Twa,Uwa,Vwa,cxa,Bxa,Cxa,Dxa,Hxa,Qxa,Rxa,Sxa,Lxa,Mxa,Nxa,vya,wya,xya,Gya,Hya,Iya,Rya,Yya,kGa,HGa,UGa,ZGa,cHa,hHa,mHa,tHa,zHa,GHa,ILa,fMa,sYa,SSa,YSa,$Sa,fTa,hTa,iTa,CTa,DTa,ETa,QTa,CUa,DUa,cVa,lVa,oVa,uVa,wVa,xVa,RVa,SVa,TVa,sWa,vWa,XWa,iXa,oXa,rXa,xXa,zXa,AXa,UXa,VXa,WXa,$Wa,cXa,I1a,u2a,v2a,qDb,E3a,Q3a,T3a,Z3a,o5a,r5a,M4a,P4a,F6a,j6a,b6a,Q5a,H5a,g8a,Bcb,Ccb,_cb,$cb,edb,Ecb,Icb,Tdb,Peb,jxb,IDb,ZEb,eFb,lFb,sFb,pJb,qJb,rJb,sJb,uJb,vJb,BJb,CJb,DJb,EJb,GJb,HJb,MJb,NJb,OJb,PJb,RJb,SJb,XJb,YJb,ZJb,_Jb,aKb,bKb,OKb,TKb,YLb,ZLb,_Lb,dMb,eMb,fMb,Jj,Lj,Nj,Pj,Rj,Tj,Vj,Xj,Zj,$j,bk,dk,fk,hk,jk,lk,nk,pk,rk,tk,vk,xk,zk,Bk,Dk,Fk,Hk,Jk,Lk,Nk,Pk,Rk,Tk,Vk,Xk,Zk,$k,bl,l5,ll,ml,ol,ql,sl,gm,hm,im,jm,km,mm,nm,om,pm,qm,rm,sm,tm,um,vm,wm,xm,ym,zm,Am,Bm,Cm,Dm,Em,Fm,Gm,o7,Mm,G8,H8,I8,rn,tn,Q8,R8,S8,Yn,yo,Zo,bp,pp,rp,vp,yp,Gp,Er,Gr,cs,ds,es,fs,gs,is,js,ks,ls,ms,ns,os,ps,qs,rs,ss,ts,us,vs,ws,xs,ys,zs,As,Bs,Cs,Is,mt,ot,Tt,su,Wu,_u,mv,ov,sv,vv,Dv,Bx,Dx,Ela,Fla,HBa,pWa,YWa,v$a,_3a,c4a,e4a,f4a,h4a,i4a,k4a,m4a,n4a,p4a,u4a,v4a,w4a,y4a,z4a,Rcb,Tcb,onb,mpb,Swb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb];var ph=[lSb,x2,B2,F2,J2,N2,R2,V2,Z2,H4,P4,T4,b5,f5,u5,Gl,M8,i9,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb];var qh=[mSb,v5,Hl,Jr,Gx,mSb,mSb,mSb];var rh=[nSb,w5];var sh=[oSb,Tq,Qw,oSb];var th=[pSb,K8];var uh=[qSb,Fr,Cx,qSb];var vh=[rSb,bm,Zr,rSb];var wh=[sSb,M6];var xh=[tSb,Hja,yja,gja,Hia,gia,tYa,kTa,qTa,rTa,sTa,tTa,yTa,ATa,RTa,eUa,zUa,AUa,dVa,zVa,FVa,GVa,HVa,IVa,NVa,PVa,IWa,CXa,IXa,JXa,KXa,LXa,QXa,SXa,J1a,Y1a,r2a,s2a,m6a,T5a,b3,f3,j3,n3,r3,v3,z3,D3,H3,L3,P3,T3,X3,$3,d4,h4,l4,p4,v4,z4,D4,L4,X4,$4,h5,q5,s5,Il,Ml,Ol,_l,fm,h7,Om,J8,L8,Bn,Dn,T8,gp,l9,up,Fp,Mp,Qp,Rp,ur,wr,xr,zr,Hga,Wr,bs,Ks,wt,yt,dv,rv,Cv,Jv,Nv,Ov,rx,tx,ux,wx,Ysb,Qwb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb];var yh=[uSb,x5];var zh=[vSb,y5,Iga,vSb];var Ah=[wSb,pUa,h2a,wSb];var Bh=[xSb,fga];var Ch=[ySb,jr,gx,ySb];var Dh=[zSb,Gga];var Eh=[ASb,Y6];var Fh=[BSb,L3a,pja,Zia,USa,VSa,ZSa,_Sa,aTa,cTa,mTa,oTa,pTa,uTa,zTa,WTa,ZTa,_Ta,hUa,jUa,kUa,yUa,hVa,iVa,mVa,nVa,pVa,rVa,BVa,DVa,EVa,JVa,OVa,WWa,kXa,lXa,pXa,qXa,sXa,uXa,EXa,GXa,HXa,MXa,RXa,O1a,R1a,S1a,$1a,b2a,c2a,q2a,r3a,I6a,e6a,K5a,mxb,tDb,LDb,BFb,HFb,lPb,uPb,IPb,D5,H5,Ql,Rl,Tl,$l,g7,lm,Km,I7,Qm,Vm,N8,O8,fp,k9,ip,sp,tp,y9,xp,zp,Ap,Bp,Cp,saa,Hp,Ip,Lp,Zaa,Np,Sp,Tp,Up,Vp,lq,Pq,Uq,Vq,Wq,Xq,Yq,Zq,_q,cr,dr,er,gr,ir,kr,lr,mr,nr,or,pr,qr,tr,zga,vr,Br,Cr,Kr,Lr,Nr,Pr,Xr,hs,Gs,Ms,Rs,cv,fv,pv,qv,uv,wv,xv,yv,zv,Ev,Fv,Iv,Kv,Pv,Qv,Rv,Sv,iw,Mw,Rw,Sw,Tw,Uw,Vw,Ww,Xw,$w,ax,bx,dx,fx,hx,ix,jx,kx,lx,mx,nx,qx,sx,yx,zx,Hx,oi,yxb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb];var Gh=[CSb,WSa,jVa,mXa];var Hh=[DSb,lUa,d2a,DSb];var Ih=[ESb,jTa,yVa,BXa,Sq,qga,Pw,ESb];var Jh=[FSb,fr,cx,FSb];var Kh=[GSb,Ll];var Lh=[HSb,r2,Qia,$ha,bTa,nTa,xTa,PTa,UTa,VTa,XTa,YTa,$Ta,aUa,bUa,cUa,dUa,fUa,gUa,uUa,BUa,qVa,CVa,MVa,tXa,FXa,PXa,H1a,M1a,N1a,P1a,Q1a,T1a,U1a,V1a,W1a,X1a,Z1a,_1a,m2a,t2a,kPb,tPb,HPb,S5,Im,Jm,Sm,Tm,Um,cp,j9,qp,s9,Dp,Ep,Jp,eba,Op,tba,Aba,Xp,Yp,aq,bq,cq,eq,fq,gq,hq,iq,jq,kq,sq,tq,uq,vq,wq,xq,zq,Aq,Cq,Dq,Eq,Fq,Gq,Hq,Iq,Kq,Mq,Oq,Zfa,Rq,sr,Es,Fs,Os,Ps,Qs,$u,nv,Av,Bv,Gv,Lv,Uv,Vv,Zv,_v,$v,bw,cw,dw,ew,fw,gw,hw,pw,qw,rw,sw,tw,uw,ww,xw,zw,Aw,Bw,Cw,Dw,Ew,Fw,Hw,Jw,Lw,Ow,px,Bha,YDa,ZDa,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb];var Mh=[ISb,el,gl,ISb];var Nh=[JSb,dl,hl,JSb];var Oh=[KSb,STa,K1a,KSb];var Ph=[LSb,Pl,ega,LSb];var Qh=[MSb,iga];var Rh=[NSb,Ul,Qr,NSb];var Sh=[OSb,C5];var Th=[PSb,lTa,wTa,rUa,wUa,w2a,x2a,AVa,LVa,DXa,OXa,j2a,o2a,q3a,lxb,sDb,KDb,NKb,SKb,jPb,sPb,GPb,Sl,Vl,Wl,v7,V7,a8,Wm,Xm,Zm,h9,m9,maa,Laa,lba,Wp,Nba,qca,dq,mq,oq,Zda,yq,Bq,Lq,Nq,Qq,dga,yga,yr,Ar,Or,Rr,Sr,Ss,Ts,Vs,Tv,aw,jw,lw,vw,yw,Iw,Kw,Nw,vx,xx,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb];var Uh=[QSb,n5];var Vh=[RSb,m5];var Wh=[SSb,k6];var Xh=[TSb,vTa,iUa,KVa,NXa,a2a,Z5,u6,A6,Xl,s8,D8,an,Gba,$p,Ica,nq,pq,qq,rq,yea,Jq,Tfa,$q,ar,br,hr,Aga,Tr,Ys,Yv,kw,mw,nw,ow,Gw,Yw,Zw,_w,ex,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb];var Yh=[USb,G6,F8,_p,jca,Hda,xfa,gga,hga,pga,Xv,USb,USb,USb,USb,USb];var Zh=[VSb,xUa,p2a,Zp,dca,Wv,VSb,VSb];var _h=[WSb,Zba];var $h=[XSb,Sna,nBa,Ppb];var ai=[YSb,oUa,g2a,wp,tv,YSb,YSb,YSb];var bi=[ZSb,qUa,tUa,i2a,l2a,F9,rr,ox];var ci=[_Sb,mUa,e2a,_Sb];var di=[$Sb,Kp,xga,Hv];var ei=[aTb,Maa];var fi=[bTb,nUa,sUa,f2a,k2a,Pp,Mv,bTb];var gi=[cTb,sba];return{__GLOBAL__I_000101:PEb,__GLOBAL__sub_I_bind_cpp:vyb,__GLOBAL__sub_I_binding_cpp:Rla,__GLOBAL__sub_I_capping_geom_cpp:VAa,__GLOBAL__sub_I_clip_cpp:yib,__GLOBAL__sub_I_context_cpp:tjb,__GLOBAL__sub_I_create_cpp:CDa,__GLOBAL__sub_I_element_cpp:$tb,__GLOBAL__sub_I_embind_cpp:Cha,__GLOBAL__sub_I_geom_query_cpp:PDa,__GLOBAL__sub_I_glbuffermanager_cpp:_db,__GLOBAL__sub_I_group_cpp:KEa,__GLOBAL__sub_I_infos_cpp:kjb,__GLOBAL__sub_I_instance_cpp:Plb,__GLOBAL__sub_I_instance_cpp_3162:Jsb,__GLOBAL__sub_I_iostream_cpp:QEb,__GLOBAL__sub_I_net_command_cpp:Exb,__GLOBAL__sub_I_scene_iterator_cpp:erb,__GLOBAL__sub_I_state_cpp:Rvb,__GLOBAL__sub_I_svg_common_cpp:oqb,__GLOBAL__sub_I_traverse_cpp:Wjb,__GLOBAL__sub_I_web_client_cpp:Dha,___divdi3:UPb,___errno_location:hAb,___getTypeName:Zzb,___muldi3:WPb,___udivdi3:XPb,___uremdi3:YPb,_bitshift64Lshr:ZPb,_bitshift64Shl:_Pb,_emscripten_replace_memory:Lg,_free:$zb,_i64Add:QPb,_i64Subtract:RPb,_llvm_bswap_i32:$Pb,_llvm_round_f64:aQb,_main:Lha,_malloc:_zb,_memcpy:bQb,_memmove:cQb,_memset:dQb,_pthread_cond_broadcast:eQb,_pthread_mutex_lock:fQb,_pthread_mutex_unlock:gQb,_round:hQb,_roundf:iQb,_sbrk:jQb,dynCall_di:kQb,dynCall_dii:lQb,dynCall_i:mQb,dynCall_ii:nQb,dynCall_iid:oQb,dynCall_iii:pQb,dynCall_iiii:qQb,dynCall_iiiii:rQb,dynCall_iiiiid:sQb,dynCall_iiiiii:tQb,dynCall_iiiiiid:uQb,dynCall_iiiiiidi:vQb,dynCall_iiiiiii:wQb,dynCall_iiiiiiii:xQb,dynCall_iiiiiiiii:yQb,dynCall_iiiiiiiiiiiiiiid:zQb,dynCall_iiiiiiiiiiiiiiiid:AQb,dynCall_v:BQb,dynCall_vd:CQb,dynCall_vdd:DQb,dynCall_vddi:EQb,dynCall_vdi:FQb,dynCall_vi:GQb,dynCall_vid:HQb,dynCall_vidd:IQb,dynCall_viddd:JQb,dynCall_vidddiii:KQb,dynCall_viddi:LQb,dynCall_vidi:MQb,dynCall_vidiii:NQb,dynCall_vii:OQb,dynCall_viid:PQb,dynCall_viidd:QQb,dynCall_viiddd:RQb,dynCall_viiddi:SQb,dynCall_viidi:TQb,dynCall_viididididi:UQb,dynCall_viidii:VQb,dynCall_viidiii:WQb,dynCall_viii:XQb,dynCall_viiid:YQb,dynCall_viiidd:ZQb,dynCall_viiiddddi:_Qb,dynCall_viiiddi:$Qb,dynCall_viiidi:aRb,dynCall_viiididididi:bRb,dynCall_viiidii:cRb,dynCall_viiii:dRb,dynCall_viiiid:eRb,dynCall_viiiidddiiii:fRb,dynCall_viiiidi:gRb,dynCall_viiiidii:hRb,dynCall_viiiidiiii:iRb,dynCall_viiiii:jRb,dynCall_viiiiidd:kRb,dynCall_viiiiiddd:lRb,dynCall_viiiiiddi:mRb,dynCall_viiiiidi:nRb,dynCall_viiiiidii:oRb,dynCall_viiiiidiii:pRb,dynCall_viiiiidiiii:qRb,dynCall_viiiiii:rRb,dynCall_viiiiiidd:sRb,dynCall_viiiiiiddd:tRb,dynCall_viiiiiidiii:uRb,dynCall_viiiiiii:vRb,dynCall_viiiiiiii:wRb,dynCall_viiiiiiiii:xRb,dynCall_viiiiiiiiii:yRb,dynCall_viiiiiiiiiii:zRb,dynCall_viiiiiiiiiiii:ARb,dynCall_viiiiiiiiiiiii:BRb,dynCall_viiiiiiiiiiiiidddddi:CRb,dynCall_viiiiiiiiiiiiii:DRb,dynCall_viiiiiiiiiiiiiii:ERb,dynCall_viiiiiiiiiiiiiiii:FRb,dynCall_viiiiiiiiiiiiiiiii:GRb,establishStackSpace:ki,getTempRet0:ni,runPostSets:PPb,setTempRet0:mi,setThrew:li,stackAlloc:hi,stackRestore:ji,stackSave:ii}})
+
+
+// EMSCRIPTEN_END_ASM
+(e.Yb,e.Zb,buffer),Eb=e.__GLOBAL__I_000101=Y.__GLOBAL__I_000101,Hb=e.__GLOBAL__sub_I_bind_cpp=Y.__GLOBAL__sub_I_bind_cpp,Yb=e.__GLOBAL__sub_I_binding_cpp=Y.__GLOBAL__sub_I_binding_cpp,Xb=e.__GLOBAL__sub_I_capping_geom_cpp=Y.__GLOBAL__sub_I_capping_geom_cpp,Sb=e.__GLOBAL__sub_I_clip_cpp=Y.__GLOBAL__sub_I_clip_cpp,Qb=e.__GLOBAL__sub_I_context_cpp=Y.__GLOBAL__sub_I_context_cpp,Wb=e.__GLOBAL__sub_I_create_cpp=Y.__GLOBAL__sub_I_create_cpp,Kb=e.__GLOBAL__sub_I_element_cpp=
+Y.__GLOBAL__sub_I_element_cpp,Pb=e.__GLOBAL__sub_I_embind_cpp=Y.__GLOBAL__sub_I_embind_cpp,Vb=e.__GLOBAL__sub_I_geom_query_cpp=Y.__GLOBAL__sub_I_geom_query_cpp,Tb=e.__GLOBAL__sub_I_glbuffermanager_cpp=Y.__GLOBAL__sub_I_glbuffermanager_cpp,Ub=e.__GLOBAL__sub_I_group_cpp=Y.__GLOBAL__sub_I_group_cpp,Rb=e.__GLOBAL__sub_I_infos_cpp=Y.__GLOBAL__sub_I_infos_cpp,Ob=e.__GLOBAL__sub_I_instance_cpp=Y.__GLOBAL__sub_I_instance_cpp,Lb=e.__GLOBAL__sub_I_instance_cpp_3162=Y.__GLOBAL__sub_I_instance_cpp_3162,Gb=e.__GLOBAL__sub_I_iostream_cpp=
+Y.__GLOBAL__sub_I_iostream_cpp,Ib=e.__GLOBAL__sub_I_net_command_cpp=Y.__GLOBAL__sub_I_net_command_cpp,Mb=e.__GLOBAL__sub_I_scene_iterator_cpp=Y.__GLOBAL__sub_I_scene_iterator_cpp,Jb=e.__GLOBAL__sub_I_state_cpp=Y.__GLOBAL__sub_I_state_cpp,Nb=e.__GLOBAL__sub_I_svg_common_cpp=Y.__GLOBAL__sub_I_svg_common_cpp,Fb=e.__GLOBAL__sub_I_traverse_cpp=Y.__GLOBAL__sub_I_traverse_cpp,Zb=e.__GLOBAL__sub_I_web_client_cpp=Y.__GLOBAL__sub_I_web_client_cpp;e.___divdi3=Y.___divdi3;e.___errno_location=Y.___errno_location;
+var Ne=e.___getTypeName=Y.___getTypeName;e.___muldi3=Y.___muldi3;e.___udivdi3=Y.___udivdi3;e.___uremdi3=Y.___uremdi3;e._bitshift64Lshr=Y._bitshift64Lshr;e._bitshift64Shl=Y._bitshift64Shl;var eb=e._emscripten_replace_memory=Y._emscripten_replace_memory,Oe=e._free=Y._free;e._i64Add=Y._i64Add;e._i64Subtract=Y._i64Subtract;e._llvm_bswap_i32=Y._llvm_bswap_i32;e._llvm_round_f64=Y._llvm_round_f64;e._main=Y._main;var La=e._malloc=Y._malloc;e._memcpy=Y._memcpy;e._memmove=Y._memmove;e._memset=Y._memset;
+e._pthread_cond_broadcast=Y._pthread_cond_broadcast;e._pthread_mutex_lock=Y._pthread_mutex_lock;e._pthread_mutex_unlock=Y._pthread_mutex_unlock;e._round=Y._round;e._roundf=Y._roundf;e._sbrk=Y._sbrk;e.establishStackSpace=Y.establishStackSpace;e.getTempRet0=Y.getTempRet0;e.runPostSets=Y.runPostSets;e.setTempRet0=Y.setTempRet0;e.setThrew=Y.setThrew;var ea=e.stackAlloc=Y.stackAlloc,fa=e.stackRestore=Y.stackRestore,ca=e.stackSave=Y.stackSave;e.dynCall_di=Y.dynCall_di;e.dynCall_dii=Y.dynCall_dii;
+e.dynCall_i=Y.dynCall_i;e.dynCall_ii=Y.dynCall_ii;e.dynCall_iid=Y.dynCall_iid;e.dynCall_iii=Y.dynCall_iii;e.dynCall_iiii=Y.dynCall_iiii;e.dynCall_iiiii=Y.dynCall_iiiii;e.dynCall_iiiiid=Y.dynCall_iiiiid;e.dynCall_iiiiii=Y.dynCall_iiiiii;e.dynCall_iiiiiid=Y.dynCall_iiiiiid;e.dynCall_iiiiiidi=Y.dynCall_iiiiiidi;e.dynCall_iiiiiii=Y.dynCall_iiiiiii;e.dynCall_iiiiiiii=Y.dynCall_iiiiiiii;e.dynCall_iiiiiiiii=Y.dynCall_iiiiiiiii;e.dynCall_iiiiiiiiiiiiiiid=Y.dynCall_iiiiiiiiiiiiiiid;
+e.dynCall_iiiiiiiiiiiiiiiid=Y.dynCall_iiiiiiiiiiiiiiiid;e.dynCall_v=Y.dynCall_v;e.dynCall_vd=Y.dynCall_vd;e.dynCall_vdd=Y.dynCall_vdd;e.dynCall_vddi=Y.dynCall_vddi;e.dynCall_vdi=Y.dynCall_vdi;e.dynCall_vi=Y.dynCall_vi;e.dynCall_vid=Y.dynCall_vid;e.dynCall_vidd=Y.dynCall_vidd;e.dynCall_viddd=Y.dynCall_viddd;e.dynCall_vidddiii=Y.dynCall_vidddiii;e.dynCall_viddi=Y.dynCall_viddi;e.dynCall_vidi=Y.dynCall_vidi;e.dynCall_vidiii=Y.dynCall_vidiii;e.dynCall_vii=Y.dynCall_vii;e.dynCall_viid=Y.dynCall_viid;
+e.dynCall_viidd=Y.dynCall_viidd;e.dynCall_viiddd=Y.dynCall_viiddd;e.dynCall_viiddi=Y.dynCall_viiddi;e.dynCall_viidi=Y.dynCall_viidi;e.dynCall_viididididi=Y.dynCall_viididididi;e.dynCall_viidii=Y.dynCall_viidii;e.dynCall_viidiii=Y.dynCall_viidiii;e.dynCall_viii=Y.dynCall_viii;e.dynCall_viiid=Y.dynCall_viiid;e.dynCall_viiidd=Y.dynCall_viiidd;e.dynCall_viiiddddi=Y.dynCall_viiiddddi;e.dynCall_viiiddi=Y.dynCall_viiiddi;e.dynCall_viiidi=Y.dynCall_viiidi;e.dynCall_viiididididi=Y.dynCall_viiididididi;
+e.dynCall_viiidii=Y.dynCall_viiidii;e.dynCall_viiii=Y.dynCall_viiii;e.dynCall_viiiid=Y.dynCall_viiiid;e.dynCall_viiiidddiiii=Y.dynCall_viiiidddiiii;e.dynCall_viiiidi=Y.dynCall_viiiidi;e.dynCall_viiiidii=Y.dynCall_viiiidii;e.dynCall_viiiidiiii=Y.dynCall_viiiidiiii;e.dynCall_viiiii=Y.dynCall_viiiii;e.dynCall_viiiiidd=Y.dynCall_viiiiidd;e.dynCall_viiiiiddd=Y.dynCall_viiiiiddd;e.dynCall_viiiiiddi=Y.dynCall_viiiiiddi;e.dynCall_viiiiidi=Y.dynCall_viiiiidi;e.dynCall_viiiiidii=Y.dynCall_viiiiidii;
+e.dynCall_viiiiidiii=Y.dynCall_viiiiidiii;e.dynCall_viiiiidiiii=Y.dynCall_viiiiidiiii;e.dynCall_viiiiii=Y.dynCall_viiiiii;e.dynCall_viiiiiidd=Y.dynCall_viiiiiidd;e.dynCall_viiiiiiddd=Y.dynCall_viiiiiiddd;e.dynCall_viiiiiidiii=Y.dynCall_viiiiiidiii;e.dynCall_viiiiiii=Y.dynCall_viiiiiii;e.dynCall_viiiiiiii=Y.dynCall_viiiiiiii;e.dynCall_viiiiiiiii=Y.dynCall_viiiiiiiii;e.dynCall_viiiiiiiiii=Y.dynCall_viiiiiiiiii;e.dynCall_viiiiiiiiiii=Y.dynCall_viiiiiiiiiii;e.dynCall_viiiiiiiiiiii=Y.dynCall_viiiiiiiiiiii;
+e.dynCall_viiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiidddddi=Y.dynCall_viiiiiiiiiiiiidddddi;e.dynCall_viiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiiiii;e.asm=Y;e.getMemory=function(a){return wa?pb?La(a):ya(a):ua(a)};e.addRunDependency=yb;e.removeRunDependency=zb;e.FS_createFolder=md;e.FS_createPath=nd;
+e.FS_createDataFile=pd;e.FS_createPreloadedFile=ud;e.FS_createLazyFile=td;e.FS_createLink=rd;e.FS_createDevice=qd;e.FS_unlink=cd;
+if(Ab)if((String.prototype.startsWith?Ab.startsWith(Cb):0===Ab.indexOf(Cb))||("function"===typeof e.locateFile?Ab=e.locateFile(Ab):e.memoryInitializerPrefixURL&&(Ab=e.memoryInitializerPrefixURL+Ab)),na||oa){var ch=e.readBinary(Ab);u.set(ch,8)}else{var eh=function(){e.readAsync(Ab,dh,function(){throw"could not load memory initializer "+Ab;})};yb();var dh=function(a){a.byteLength&&(a=new Uint8Array(a));u.set(a,8);e.memoryInitializerRequest&&delete e.memoryInitializerRequest.response;zb()},fh=ra(Ab);
+if(fh)dh(fh.buffer);else if(e.memoryInitializerRequest){var gh=function(){var a=e.memoryInitializerRequest,b=a.response;if(200!==a.status&&0!==a.status)if(b=ra(e.memoryInitializerRequestURL))b=b.buffer;else{console.warn("a problem seems to have happened with Module.memoryInitializerRequest, status: "+a.status+", retrying "+Ab);eh();return}dh(b)};e.memoryInitializerRequest.response?setTimeout(gh,0):e.memoryInitializerRequest.addEventListener("load",gh)}else eh()}
+function sa(a){this.name="ExitStatus";this.message="Program terminated with exit("+a+")";this.status=a}sa.prototype=Error();sa.prototype.constructor=sa;xb=function hh(){e.calledRun||ih();e.calledRun||(xb=hh)};
+e.callMain=function(a){a=a||[];pb||(pb=!0,hb(lb));var b=a.length+1,c=ea(4*(b+1));v[c>>2]=Qa(e.thisProgram);for(var d=1;d<b;d++)v[(c>>2)+d]=Qa(a[d-1]);v[(c>>2)+b]=0;try{var f=e._main(b,c,0);jh(f,!0)}catch(g){g instanceof sa||("SimulateInfiniteLoop"==g?e.noExitRuntime=!0:((a=g)&&"object"===typeof g&&g.stack&&(a=[g,g.stack]),e.printErr("exception thrown: "+a),e.quit(1,g)))}finally{}};
+function ih(a){function b(){if(!e.calledRun&&(e.calledRun=!0,!Ha)){pb||(pb=!0,hb(lb));hb(mb);if(e.onRuntimeInitialized)e.onRuntimeInitialized();e._main&&kh&&e.callMain(a);if(e.postRun)for("function"==typeof e.postRun&&(e.postRun=[e.postRun]);e.postRun.length;){var b=e.postRun.shift();ob.unshift(b)}hb(ob)}}a=a||e.arguments;if(!(0<vb)){if(e.preRun)for("function"==typeof e.preRun&&(e.preRun=[e.preRun]);e.preRun.length;)qb();hb(ib);0<vb||e.calledRun||(e.setStatus?(e.setStatus("Running..."),setTimeout(function(){setTimeout(function(){e.setStatus("")},
+1);b()},1)):b())}}e.run=ih;function jh(a,b){if(!b||!e.noExitRuntime||0!==a){if(!e.noExitRuntime&&(Ha=!0,bb=void 0,hb(nb),e.onExit))e.onExit(a);na&&process.exit(a);e.quit(a,new sa(a))}}e.exit=jh;function Ia(a){if(e.onAbort)e.onAbort(a);void 0!==a?(e.print(a),e.printErr(a),a=JSON.stringify(a)):a="";Ha=!0;throw"abort("+a+"). Build with -s ASSERTIONS=1 for more info.";}e.abort=Ia;if(e.preInit)for("function"==typeof e.preInit&&(e.preInit=[e.preInit]);0<e.preInit.length;)e.preInit.pop()();var kh=!0;
+e.noInitialRun&&(kh=!1);e.noExitRuntime=!0;ih();
+
+
+	};
+
+	var catchExceptions = function (name, func) {
+		return function () {
+			try {
+				func.apply(this, arguments);
+			} catch (e) {
+				console.log("Unhandled exception in " + name + "():");
+				console.log(e);
+			}
+		};
+	};
+
+	var getElement = function (id) {
+		if (typeof id !== "string")
+			return id;
+		return document.getElementById (id);
+	};
+
+	var core_pool = [];
+
+	var getAvailableCore = function () {
+		for (var i = 0; i < core_pool.length; ++i) {
+			if (core_pool[i].$$available) {
+				return core_pool[i];
+			}
+		}
+		return null;
+	};
+
+	var enginePath;
+	if (_SC) {
+		enginePath = _SC._enginePath;
+	}
+
+	// used by Emscripten to find .wasm file
+	var locateFile = function (path) {
+		if (enginePath) {
+			return enginePath + "/" + path;
+		}
+		return path;
+	};
+
+	var createInstance = function (args) {
+		var facade;
+		if (args.isWrapper) {
+			// populate same instance object returned from engine-loader.js
+			facade = args.base;
+			args = args.args;
+		} else {
+			facade = {};
+		}
+
+		var container = getElement (args.container);
+		if (! container)
+			throw new TypeError ("'container' argument is missing or invalid");
+		facade.container = container;
+
+		var core = getAvailableCore ();
+		var core_is_new = ! core;
+
+		// provides reference point for absolute position
+		var sub_container = document.createElement ("div");
+		sub_container.setAttribute ("style", "position: relative; overflow: hidden; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+		if (core_is_new) {
+			core = {
+				$$available: false,
+				locateFile: locateFile,
+			};
+			core_pool.push (core);
+
+			core.callAfterMap = {
+				index: 0,
+				indexedWrappers: {},
+			};
+
+			// wraps canvas and SSR elements
+			var wrapper = document.createElement ("div");
+			wrapper.setAttribute ("style", "position: absolute; overflow: hidden; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+			var canvas = document.createElement ("canvas");
+			canvas.setAttribute ("style", "position: absolute; top: 0; left: 0; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+			core.canvas = canvas;
+			core.$$wrapper = wrapper;
+		} else {
+			core.$$available = false;
+		}
+
+		core.canvas.style.display = "";
+		core.$$wrapper.appendChild (core.canvas);
+
+		// facade will only call core functions if it matches core.$$facade
+		core.$$facade = facade;
+		core.$$onReady = catchExceptions("onReady", function () {
+			var onReady = args.onReady ? args.onReady : args.on_ready;
+			if (typeof onReady === "function") {
+				onReady(facade);
+			}
+		});
+		if (typeof args.onError === "function") {
+			// XXX after abort() is called, this core cannot be reused
+			core.onAbort = catchExceptions("onError", function (message) {
+				// avoid presenting cryptic Emscripten errors as our own
+				args.onError("fatal error: see console");
+			});
+		}
+
+		// sits on top of wrapper, preventing wrapper and children from receiving input events
+		var event_blocker = document.createElement ("div");
+		event_blocker.setAttribute ("style", "position: absolute; top: 0; left: 0; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+		event_blocker.onmousedown = function (e) { e.preventDefault (); }; // prevent cursor change on drag
+		event_blocker.oncontextmenu = function (e) { e.preventDefault (); };
+
+		sub_container.appendChild (core.$$wrapper);
+		sub_container.appendChild (event_blocker);
+		container.innerHTML = "";
+		container.appendChild (sub_container);
+
+		if (core_is_new) {
+			createInstanceImpl.call (core);
+		} else {
+			setTimeout (function () { core.$$setReady (); });
+		}
+
+		return facade;
+	};
+
+	// process deferred calls to createInstance() from engine-loader.js
+	(function () {
+		if (typeof _SC !== "undefined" && Array.isArray (_SC._deferredInstances))
+			for (var i = 0; i < _SC._deferredInstances.length; i++)
+				createInstance (_SC._deferredInstances[i]);
+	})();
+
+	return {
+		createInstance: createInstance
+	};
+})();
+
+
+(function(m,r,R,S,E,L){function Ka(a,b,c,d,e){return ha(a,a,c,d,b,a.defaultView.pageXOffset,a.defaultView.pageYOffset).then(function(f){q("Document cloned");var g="data-html2canvas-node"+e,h="["+g+"='"+e+"']";a.querySelector(h).removeAttribute(g);var g=f.contentWindow,k=g.document.querySelector(h);return("function"===typeof b.onclone?Promise.resolve(b.onclone(g.document)):Promise.resolve(!0)).then(function(){return ia(k,f,b,c,d)})})}function ia(a,b,c,d,e){var f=b.contentWindow,g=new T(f.document),
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+this.options.allowTaint||this.isSVG(a)?new ba(a,!1):this.support.cors&&!this.options.allowTaint&&this.options.useCORS?new ba(a,!0):this.options.proxy?new kb(a,this.options.proxy):new M(a):new A(a)):"linear-gradient"===a.method?new V(a):"gradient"===a.method?new Fa(a):"svg"===a.method?new Ea(a.args[0],this.support.svg):"IFRAME"===a.method?new qa(a.args[0],this.isSameOrigin(a.args[0].src),this.options):new M(a)};u.prototype.isSVG=function(a){return"svg"===a.substring(a.length-3).toLowerCase()||A.prototype.isInline(a)};
+u.prototype.imageExists=function(a,b){return a.some(function(a){return a.src===b})};u.prototype.isSameOrigin=function(a){return this.getOrigin(a)===this.origin};u.prototype.getOrigin=function(a){var b=this.link||(this.link=r.createElement("a"));b.href=a;b.href=b.href;return b.protocol+b.hostname+b.port};u.prototype.getPromise=function(a){return this.timeout(a,this.options.imageTimeout)["catch"](function(){return(new M(a.src)).promise.then(function(b){a.image=b})})};u.prototype.get=function(a){var b=
+null;return this.images.some(function(c){return(b=c).src===a})?b:null};u.prototype.fetch=function(a){this.images=a.reduce(X(this.findBackgroundImage,this),this.findImages(a));this.images.forEach(function(a,c){a.promise.then(function(){q("Succesfully loaded image #"+(c+1),a)},function(d){q("Failed loading image #"+(c+1),a,d)})});this.ready=Promise.all(this.images.map(this.getPromise,this));q("Finished searching images");return this};u.prototype.timeout=function(a,b){var c,d=Promise.race([a.promise,
+new Promise(function(d,f){c=setTimeout(function(){q("Timed out loading image",a);f(a)},b)})]).then(function(a){clearTimeout(c);return a});d["catch"](function(){clearTimeout(c)});return d};V.prototype=Object.create(N.prototype);V.prototype.stepRegExp=/((?:rgb|rgba)\(\d{1,3},\s\d{1,3},\s\d{1,3}(?:,\s[0-9\.]+)?\))\s*(\d{1,3})?(%|px)?/;l.prototype.cloneTo=function(a){a.visible=this.visible;a.borders=this.borders;a.bounds=this.bounds;a.clip=this.clip;a.backgroundClip=this.backgroundClip;a.computedStyles=
+this.computedStyles;a.styles=this.styles;a.backgroundImages=this.backgroundImages;a.opacity=this.opacity};l.prototype.getOpacity=function(){return null===this.opacity?this.opacity=this.cssFloat("opacity"):this.opacity};l.prototype.assignStack=function(a){this.stack=a;a.children.push(this)};l.prototype.isElementVisible=function(){return this.node.nodeType===Node.TEXT_NODE?this.parent.visible:"none"!==this.css("display")&&"hidden"!==this.css("visibility")&&!this.node.hasAttribute("data-html2canvas-ignore")&&
+("INPUT"!==this.node.nodeName||"hidden"!==this.node.getAttribute("type"))};l.prototype.css=function(a){this.computedStyles||(this.computedStyles=this.isPseudoElement?this.parent.computedStyle(this.before?":before":":after"):this.computedStyle(null));return this.styles[a]||(this.styles[a]=this.computedStyles[a])};l.prototype.prefixedCss=function(a){var b=["webkit","moz","ms","o"],c=this.css(a);c===L&&b.some(function(b){c=this.css(b+a.substr(0,1).toUpperCase()+a.substr(1));return c!==L},this);return c===
+L?null:c};l.prototype.computedStyle=function(a){return this.node.ownerDocument.defaultView.getComputedStyle(this.node,a)};l.prototype.cssInt=function(a){a=parseInt(this.css(a),10);return isNaN(a)?0:a};l.prototype.color=function(a){return this.colors[a]||(this.colors[a]=new t(this.css(a)))};l.prototype.cssFloat=function(a){a=parseFloat(this.css(a));return isNaN(a)?0:a};l.prototype.fontWeight=function(){var a=this.css("fontWeight");switch(parseInt(a,10)){case 401:a="bold";break;case 400:a="normal"}return a};
+l.prototype.parseClip=function(){var a=this.css("clip").match(this.CLIP);return a?{top:parseInt(a[1],10),right:parseInt(a[2],10),bottom:parseInt(a[3],10),left:parseInt(a[4],10)}:null};l.prototype.parseBackgroundImages=function(){return this.backgroundImages||(this.backgroundImages=ra(this.css("backgroundImage")))};l.prototype.cssList=function(a,b){var c=(this.css(a)||"").split(","),c=c[b||0]||c[0]||"auto",c=c.trim().split(" ");1===c.length&&(c=[c[0],c[0]]);return c};l.prototype.parseBackgroundSize=
+function(a,b,c){c=this.cssList("backgroundSize",c);var d;if(W(c[0]))d=a.width*parseFloat(c[0])/100;else{if(/contain|cover/.test(c[0]))return b=b.width/b.height,a.width/a.height<b^"contain"===c[0]?{width:a.height*b,height:a.height}:{width:a.width,height:a.width/b};d=parseInt(c[0],10)}a="auto"===c[0]&&"auto"===c[1]?b.height:"auto"===c[1]?d/b.width*b.height:W(c[1])?a.height*parseFloat(c[1])/100:parseInt(c[1],10);"auto"===c[0]&&(d=a/b.height*b.width);return{width:d,height:a}};l.prototype.parseBackgroundPosition=
+function(a,b,c,d){c=this.cssList("backgroundPosition",c);var e;e=W(c[0])?(a.width-(d||b).width)*(parseFloat(c[0])/100):parseInt(c[0],10);a="auto"===c[1]?e/b.width*b.height:W(c[1])?(a.height-(d||b).height)*parseFloat(c[1])/100:parseInt(c[1],10);"auto"===c[0]&&(e=a/b.height*b.width);return{left:e,top:a}};l.prototype.parseBackgroundRepeat=function(a){return this.cssList("backgroundRepeat",a)[0]};l.prototype.parseTextShadows=function(){var a=this.css("textShadow"),b=[];if(a&&"none"!==a)for(var a=a.match(this.TEXT_SHADOW_PROPERTY),
+c=0;a&&c<a.length;c++){var d=a[c].match(this.TEXT_SHADOW_VALUES);b.push({color:new t(d[0]),offsetX:d[1]?parseFloat(d[1].replace("px","")):0,offsetY:d[2]?parseFloat(d[2].replace("px","")):0,blur:d[3]?d[3].replace("px",""):0})}return b};l.prototype.parseTransform=function(){if(!this.transformData)if(this.hasTransform()){var a=this.parseBounds(),b=this.prefixedCss("transformOrigin").split(" ").map(Wa).map(Xa);b[0]+=a.left;b[1]+=a.top;this.transformData={origin:b,matrix:this.parseTransformMatrix()}}else this.transformData=
+{origin:[0,0],matrix:[1,0,0,1,0,0]};return this.transformData};l.prototype.parseTransformMatrix=function(){if(!this.transformMatrix){var a=this.prefixedCss("transform");this.transformMatrix=(a=a?Va(a.match(this.MATRIX_PROPERTY)):null)?a:[1,0,0,1,0,0]}return this.transformMatrix};l.prototype.parseBounds=function(){return this.bounds||(this.bounds=this.hasTransform()?ca(this.node):U(this.node))};l.prototype.hasTransform=function(){return"1,0,0,1,0,0"!==this.parseTransformMatrix().join(",")||this.parent&&
+this.parent.hasTransform()};l.prototype.getValue=function(){var a=this.node.value||"";"SELECT"===this.node.tagName?(a=this.node,a=(a=a.options[a.selectedIndex||0])?a.text||"":""):"password"===this.node.type&&(a=Array(a.length+1).join("\u2022"));return 0===a.length?this.node.placeholder||"":a};l.prototype.MATRIX_PROPERTY=/(matrix)\((.+)\)/;l.prototype.TEXT_SHADOW_PROPERTY=/((rgba|rgb)\([^\)]+\)(\s-?\d+px){0,})/g;l.prototype.TEXT_SHADOW_VALUES=/(-?\d+px)|(#.+)|(rgb\(.+\))|(rgba\(.+\))/g;l.prototype.CLIP=
+/^rect\((\d+)px,? (\d+)px,? (\d+)px,? (\d+)px\)$/;n.prototype.calculateOverflowClips=function(){this.nodes.forEach(function(a){if(O(a)){!0===a.isPseudoElement&&a.appendToDOM();a.borders=this.parseBorders(a);var b="hidden"===a.css("overflow")?[a.borders.clip]:[],c=a.parseClip();c&&-1!==["absolute","fixed"].indexOf(a.css("position"))&&b.push([["rect",a.bounds.left+c.left,a.bounds.top+c.top,c.right-c.left,c.bottom-c.top]]);a.clip=a.parent&&a.parent.clip.length?a.parent.clip.concat(b):b;a.backgroundClip=
+"hidden"!==a.css("overflow")?a.clip.concat([a.borders.clip]):a.clip;!0===a.isPseudoElement&&a.cleanDOM()}else ea(a)&&(a.clip=a.parent&&a.parent.clip.length?a.parent.clip:[]);!0!==a.isPseudoElement&&(a.bounds=null)},this)};n.prototype.asyncRenderer=function(a,b,c){c=c||Date.now();this.paint(a[this.renderIndex++]);a.length===this.renderIndex?b():c+20>Date.now()?this.asyncRenderer(a,b,c):setTimeout(X(function(){this.asyncRenderer(a,b)},this),0)};n.prototype.createPseudoHideStyles=function(a){this.createStyles(a,
+"."+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE+':before { content: "" !important; display: none !important; }.'+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER+':after { content: "" !important; display: none !important; }')};n.prototype.disableAnimations=function(a){this.createStyles(a,"* { -webkit-animation: none !important; -moz-animation: none !important; -o-animation: none !important; animation: none !important; -webkit-transition: none !important; -moz-transition: none !important; -o-transition: none !important; transition: none !important;}")};
+n.prototype.createStyles=function(a,b){var c=a.createElement("style");c.innerHTML=b;a.body.appendChild(c)};n.prototype.getPseudoElements=function(a){var b=[[a]];if(a.node.nodeType===Node.ELEMENT_NODE){var c=this.getPseudoElement(a,":before");a=this.getPseudoElement(a,":after");c&&b.push(c);a&&b.push(a)}return[].concat.apply([],b)};n.prototype.getPseudoElement=function(a,b){var c=a.computedStyle(b);if(!c||!c.content||"none"===c.content||"-moz-alt-content"===c.content||"none"===c.display)return null;
+var d,e=c.content,f=e.substr(0,1);d=f===e.substr(e.length-1)&&f.match(/'|"/)?e.substr(1,e.length-2):e;for(var g="url"===d.substr(0,3),e=r.createElement(g?"img":"html2canvaspseudoelement"),f=new v(e,a,b),h=c.length-1;0<=h;h--){var k=Ya(c.item(h));e.style[k]=c[k]}e.className=v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE+" "+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER;if(g)return e.src=ra(d)[0].args[0],[f];c=r.createTextNode(d);e.appendChild(c);return[f,new I(c,f)]};n.prototype.getChildren=function(a){return[].concat.apply([],
+[].filter.call(a.node.childNodes,db).map(function(b){var c=[b.nodeType===Node.TEXT_NODE?new I(b,a):new l(b,a)].filter(gb);return b.nodeType===Node.ELEMENT_NODE&&c.length&&"TEXTAREA"!==b.tagName?c[0].isElementVisible()?c.concat(this.getChildren(c[0])):[]:c},this))};n.prototype.newStackingContext=function(a,b){var c=new G(b,a.getOpacity(),a.node,a.parent);a.cloneTo(c);(b?c.getParentStack(this):c.parent.stack).contexts.push(c);a.stack=c};n.prototype.createStackingContexts=function(){this.nodes.forEach(function(a){var b;
+if(b=O(a))(b=this.isRootElement(a)||1>a.getOpacity())||(b=a.css("position"),b="auto"!==(-1!==["absolute","relative","fixed"].indexOf(b)?a.css("zIndex"):"auto")),b=b||this.isBodyWithTransparentRoot(a)||a.hasTransform();b?this.newStackingContext(a,!0):O(a)&&(P(a)&&va(a)||-1!==["inline-block","inline-table"].indexOf(a.css("display"))||da(a))?this.newStackingContext(a,!1):a.assignStack(a.parent.stack)},this)};n.prototype.isBodyWithTransparentRoot=function(a){return"BODY"===a.node.nodeName&&a.parent.color("backgroundColor").isTransparent()};
+n.prototype.isRootElement=function(a){return null===a.parent};n.prototype.sortStackingContexts=function(a){a.contexts.sort(eb(a.contexts.slice(0)));a.contexts.forEach(this.sortStackingContexts,this)};n.prototype.parseTextBounds=function(a){return function(b,c,d){if("none"!==a.parent.css("textDecoration").substr(0,4)||0!==b.trim().length){if(this.support.rangeBounds&&!a.parent.hasTransform())return c=d.slice(0,c).join("").length,this.getRangeBounds(a.node,c,b.length);if(a.node&&"string"===typeof a.node.data)return b=
+a.node.splitText(b.length),c=this.getWrapperBounds(a.node,a.parent.hasTransform()),a.node=b,c}else if(!this.support.rangeBounds||a.parent.hasTransform())a.node=a.node.splitText(b.length);return{}}};n.prototype.getWrapperBounds=function(a,b){var c=a.ownerDocument.createElement("html2canvaswrapper"),d=a.parentNode,e=a.cloneNode(!0);c.appendChild(a.cloneNode(!0));d.replaceChild(c,a);var f=b?ca(c):U(c);d.replaceChild(e,c);return f};n.prototype.getRangeBounds=function(a,b,c){var d=this.range||(this.range=
+a.ownerDocument.createRange());d.setStart(a,b);d.setEnd(a,b+c);return d.getBoundingClientRect()};n.prototype.parse=function(a){var b=a.contexts.filter(Za),c=a.children.filter(O),d=c.filter(Q(da)),e=d.filter(Q(P)).filter(Q(wa)),c=c.filter(Q(P)).filter(da),f=d.filter(Q(P)).filter(wa),d=a.contexts.concat(d.filter(P)).filter(va),g=a.children.filter(ea).filter(ab);a=a.contexts.filter($a);b.concat(e).concat(c).concat(f).concat(d).concat(g).concat(a).forEach(function(a){this.renderQueue.push(a);a instanceof
+G&&(this.parse(a),this.renderQueue.push(new sa))},this)};n.prototype.paint=function(a){try{a instanceof sa?this.renderer.ctx.restore():ea(a)?(!0===a.parent.isPseudoElement&&a.parent.appendToDOM(),this.paintText(a),!0===a.parent.isPseudoElement&&a.parent.cleanDOM()):this.paintNode(a)}catch(b){if(q(b),this.options.strict)throw b;}};n.prototype.paintNode=function(a){a instanceof G&&(this.renderer.setOpacity(a.opacity),this.renderer.ctx.save(),a.hasTransform()&&this.renderer.setTransform(a.parseTransform()));
+"INPUT"===a.node.nodeName&&"checkbox"===a.node.type?this.paintCheckbox(a):"INPUT"===a.node.nodeName&&"radio"===a.node.type?this.paintRadio(a):this.paintElement(a)};n.prototype.paintElement=function(a){var b=a.parseBounds();this.renderer.clip(a.backgroundClip,function(){this.renderer.renderBackground(a,b,a.borders.borders.map(fb))},this);this.renderer.clip(a.clip,function(){this.renderer.renderBorders(a.borders.borders)},this);this.renderer.clip(a.backgroundClip,function(){switch(a.node.nodeName){case "svg":case "IFRAME":var c=
+this.images.get(a.node);c?this.renderer.renderImage(a,b,a.borders,c):q("Error loading <"+a.node.nodeName+">",a.node);break;case "IMG":(c=this.images.get(a.node.src))?this.renderer.renderImage(a,b,a.borders,c):q("Error loading <img>",a.node.src);break;case "CANVAS":this.renderer.renderImage(a,b,a.borders,{image:a.node});break;case "SELECT":case "INPUT":case "TEXTAREA":this.paintFormValue(a)}},this)};n.prototype.paintCheckbox=function(a){var b=a.parseBounds(),c=Math.min(b.width,b.height),d={width:c-
+1,height:c-1,top:b.top,left:b.left},b=[3,3],e=[b,b,b,b],f=[1,1,1,1].map(function(a){return{color:new t("#A5A5A5"),width:a}}),g=ua(d,e,f);this.renderer.clip(a.backgroundClip,function(){this.renderer.rectangle(d.left+1,d.top+1,d.width-2,d.height-2,new t("#DEDEDE"));this.renderer.renderBorders(ta(f,d,g,e));a.node.checked&&(this.renderer.font(new t("#424242"),"normal","normal","bold",c-3+"px","arial"),this.renderer.text("\u2714",d.left+c/6,d.top+c-1))},this)};n.prototype.paintRadio=function(a){var b=
+a.parseBounds(),c=Math.min(b.width,b.height)-2;this.renderer.clip(a.backgroundClip,function(){this.renderer.circleStroke(b.left+1,b.top+1,c,new t("#DEDEDE"),1,new t("#A5A5A5"));a.node.checked&&this.renderer.circle(Math.ceil(b.left+c/4)+1,Math.ceil(b.top+c/4)+1,Math.floor(c/2),new t("#424242"))},this)};n.prototype.paintFormValue=function(a){var b=a.getValue();if(0<b.length){var c=a.node.ownerDocument,d=c.createElement("html2canvaswrapper");"lineHeight textAlign fontFamily fontWeight fontSize color paddingLeft paddingTop paddingRight paddingBottom width height borderLeftStyle borderTopStyle borderLeftWidth borderTopWidth boxSizing whiteSpace wordWrap".split(" ").forEach(function(b){try{d.style[b]=
+a.css(b)}catch(c){q("html2canvas: Parse: Exception caught in renderFormValue: "+c.message)}});var e=a.parseBounds();d.style.position="fixed";d.style.left=e.left+"px";d.style.top=e.top+"px";d.textContent=b;c.body.appendChild(d);this.paintText(new I(d.firstChild,a));c.body.removeChild(d)}};n.prototype.paintText=function(a){a.applyTextTransform();var b=m.html2canvas.punycode.ucs2.decode(a.node.data),c=this.options.letterRendering&&!/^(normal|none|0px)$/.test(a.parent.css("letterSpacing"))||/[^\u0000-\u00ff]/.test(a.node.data)?
+b.map(function(a){return m.html2canvas.punycode.ucs2.encode([a])}):hb(b),b=a.parent.fontWeight(),d=a.parent.css("fontSize"),e=a.parent.css("fontFamily"),f=a.parent.parseTextShadows();this.renderer.font(a.parent.color("color"),a.parent.css("fontStyle"),a.parent.css("fontVariant"),b,d,e);f.length?this.renderer.fontShadow(f[0].color,f[0].offsetX,f[0].offsetY,f[0].blur):this.renderer.clearShadow();this.renderer.clip(a.parent.clip,function(){c.map(this.parseTextBounds(a),this).forEach(function(b,f){b&&
+(this.renderer.text(c[f],b.left,b.bottom),this.renderTextDecoration(a.parent,b,this.fontMetrics.getMetrics(e,d)))},this)},this)};n.prototype.renderTextDecoration=function(a,b,c){switch(a.css("textDecoration").split(" ")[0]){case "underline":this.renderer.rectangle(b.left,Math.round(b.top+c.baseline+c.lineWidth),b.width,1,a.color("color"));break;case "overline":this.renderer.rectangle(b.left,Math.round(b.top),b.width,1,a.color("color"));break;case "line-through":this.renderer.rectangle(b.left,Math.ceil(b.top+
+c.middle+c.lineWidth),b.width,1,a.color("color"))}};var Ja={inset:[["darken",.6],["darken",.1],["darken",.1],["darken",.6]]};n.prototype.parseBorders=function(a){var b=a.parseBounds(),c=bb(a),d=["Top","Right","Bottom","Left"].map(function(b,c){var d=a.css("border"+b+"Style"),e=a.color("border"+b+"Color");"inset"===d&&e.isBlack()&&(e=new t([255,255,255,e.a]));d=Ja[d]?Ja[d][c]:null;return{width:a.cssInt("border"+b+"Width"),color:d?e[d[0]](d[1]):e,args:null}}),e=ua(b,c,d);return{clip:this.parseBackgroundClip(a,
+e,d,c,b),borders:ta(d,b,e,c)}};n.prototype.parseBackgroundClip=function(a,b,c,d,e){var f=[];switch(a.css("backgroundClip")){case "content-box":case "padding-box":D(f,d[0],d[1],b.topLeftInner,b.topRightInner,e.left+c[3].width,e.top+c[0].width);D(f,d[1],d[2],b.topRightInner,b.bottomRightInner,e.left+e.width-c[1].width,e.top+c[0].width);D(f,d[2],d[3],b.bottomRightInner,b.bottomLeftInner,e.left+e.width-c[1].width,e.top+e.height-c[2].width);D(f,d[3],d[0],b.bottomLeftInner,b.topLeftInner,e.left+c[3].width,
+e.top+e.height-c[2].width);break;default:D(f,d[0],d[1],b.topLeftOuter,b.topRightOuter,e.left,e.top),D(f,d[1],d[2],b.topRightOuter,b.bottomRightOuter,e.left+e.width,e.top),D(f,d[2],d[3],b.bottomRightOuter,b.bottomLeftOuter,e.left+e.width,e.top+e.height),D(f,d[3],d[0],b.bottomLeftOuter,b.topLeftOuter,e.left,e.top+e.height)}return f};var jb=0,ya="withCredentials"in new XMLHttpRequest,Da="crossOrigin"in new Image;v.prototype.cloneTo=function(a){v.prototype.cloneTo.call(this,a);a.isPseudoElement=!0;a.before=
+this.before};v.prototype=Object.create(l.prototype);v.prototype.appendToDOM=function(){this.before?this.parent.node.insertBefore(this.node,this.parent.node.firstChild):this.parent.node.appendChild(this.node);this.parent.node.className+=" "+this.getHideClass()};v.prototype.cleanDOM=function(){this.node.parentNode.removeChild(this.node);this.parent.node.className=this.parent.node.className.replace(this.getHideClass(),"")};v.prototype.getHideClass=function(){return this["PSEUDO_HIDE_ELEMENT_CLASS_"+
+(this.before?"BEFORE":"AFTER")]};v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE="___html2canvas___pseudoelement_before";v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER="___html2canvas___pseudoelement_after";x.prototype.renderImage=function(a,b,c,d){var e=a.cssInt("paddingLeft"),f=a.cssInt("paddingTop"),g=a.cssInt("paddingRight");a=a.cssInt("paddingBottom");c=c.borders;g=b.width-(c[1].width+c[3].width+e+g);a=b.height-(c[0].width+c[2].width+f+a);this.drawImage(d,0,0,d.image.width||g,d.image.height||a,b.left+
+e+c[3].width,b.top+f+c[0].width,g,a)};x.prototype.renderBackground=function(a,b,c){0<b.height&&0<b.width&&(this.renderBackgroundColor(a,b),this.renderBackgroundImage(a,b,c))};x.prototype.renderBackgroundColor=function(a,b){var c=a.color("backgroundColor");c.isTransparent()||this.rectangle(b.left,b.top,b.width,b.height,c)};x.prototype.renderBorders=function(a){a.forEach(this.renderBorder,this)};x.prototype.renderBorder=function(a){a.color.isTransparent()||null===a.args||this.drawShape(a.args,a.color)};
+x.prototype.renderBackgroundImage=function(a,b,c){a.parseBackgroundImages().reverse().forEach(function(d,e,f){switch(d.method){case "url":var g=this.images.get(d.args[0]);g?this.renderBackgroundRepeating(a,b,g,f.length-(e+1),c):q("Error loading background-image",d.args[0]);break;case "linear-gradient":case "gradient":(e=this.images.get(d.value))?this.renderBackgroundGradient(e,b,c):q("Error loading background-image",d.args[0]);break;case "none":break;default:q("Unknown background-image type",d.args[0])}},
+this)};x.prototype.renderBackgroundRepeating=function(a,b,c,d,e){var f=a.parseBackgroundSize(b,c.image,d),g=a.parseBackgroundPosition(b,c.image,d,f);switch(a.parseBackgroundRepeat(d)){case "repeat-x":case "repeat no-repeat":this.backgroundRepeatShape(c,g,f,b,b.left+e[3],b.top+g.top+e[0],99999,f.height,e);break;case "repeat-y":case "no-repeat repeat":this.backgroundRepeatShape(c,g,f,b,b.left+g.left+e[3],b.top+e[0],f.width,99999,e);break;case "no-repeat":this.backgroundRepeatShape(c,g,f,b,b.left+g.left+
+e[3],b.top+g.top+e[0],f.width,f.height,e);break;default:this.renderBackgroundRepeat(c,g,f,{top:b.top,left:b.left},e[3],e[0])}};G.prototype=Object.create(l.prototype);G.prototype.getParentStack=function(a){var b=this.parent?this.parent.stack:null;return b?b.ownStacking?b:b.getParentStack(a):a.stack};T.prototype.testRangeBounds=function(a){var b,c,d=!1;a.createRange&&(b=a.createRange(),b.getBoundingClientRect&&(c=a.createElement("boundtest"),c.style.height="123px",c.style.display="block",a.body.appendChild(c),
+b.selectNode(c),b=b.getBoundingClientRect(),b=b.height,123===b&&(d=!0),a.body.removeChild(c)));return d};T.prototype.testCORS=function(){return"undefined"!==typeof(new Image).crossOrigin};T.prototype.testSVG=function(){var a=new Image,b=r.createElement("canvas"),c=b.getContext("2d");a.src="data:image/svg+xml,<svg xmlns='http://www.w3.org/2000/svg'></svg>";try{c.drawImage(a,0,0),b.toDataURL()}catch(d){return!1}return!0};A.prototype.hasFabric=function(){return html2canvas.fabric?Promise.resolve():Promise.reject(Error("html2canvas.svg.js is not loaded, cannot render svg"))};
+A.prototype.inlineFormatting=function(a){return/^data:image\/svg\+xml;base64,/.test(a)?this.decode64(this.removeContentType(a)):this.removeContentType(a)};A.prototype.removeContentType=function(a){return a.replace(/^data:image\/svg\+xml(;base64)?,/,"")};A.prototype.isInline=function(a){return/^data:image\/svg\+xml/i.test(a)};A.prototype.createCanvas=function(a){var b=this;return function(c,d){var e=new html2canvas.fabric.StaticCanvas("c");b.image=e.lowerCanvasEl;e.setWidth(d.width).setHeight(d.height).add(html2canvas.fabric.util.groupSVGElements(c,
+d)).renderAll();a(e.lowerCanvasEl)}};A.prototype.decode64=function(a){return"function"===typeof m.atob?m.atob(a):Ca(a)};Ea.prototype=Object.create(A.prototype);I.prototype=Object.create(l.prototype);I.prototype.applyTextTransform=function(){this.node.data=this.transform(this.parent.css("textTransform"))};I.prototype.transform=function(a){var b=this.node.data;switch(a){case "lowercase":return b.toLowerCase();case "capitalize":return b.replace(/(^|\s|:|-|\(|\))([a-z])/g,lb);case "uppercase":return b.toUpperCase();
+default:return b}};Fa.prototype=Object.create(N.prototype);p.prototype=Object.create(x.prototype);p.prototype.setFillStyle=function(a){this.ctx.fillStyle="object"===typeof a&&a.isColor?a.toString():a;return this.ctx};p.prototype.rectangle=function(a,b,c,d,e){this.setFillStyle(e).fillRect(a,b,c,d)};p.prototype.circle=function(a,b,c,d){this.setFillStyle(d);this.ctx.beginPath();this.ctx.arc(a+c/2,b+c/2,c/2,0,2*Math.PI,!0);this.ctx.closePath();this.ctx.fill()};p.prototype.circleStroke=function(a,b,c,
+d,e,f){this.circle(a,b,c,d);this.ctx.strokeStyle=f.toString();this.ctx.stroke()};p.prototype.drawShape=function(a,b){this.shape(a);this.setFillStyle(b).fill()};p.prototype.taints=function(a){if(null===a.tainted){this.taintCtx.drawImage(a.image,0,0);try{this.taintCtx.getImageData(0,0,1,1),a.tainted=!1}catch(b){this.taintCtx=r.createElement("canvas").getContext("2d"),a.tainted=!0}}return a.tainted};p.prototype.drawImage=function(a,b,c,d,e,f,g,h,k){this.taints(a)&&!this.options.allowTaint||this.ctx.drawImage(a.image,
+b,c,d,e,f,g,h,k)};p.prototype.clip=function(a,b,c){this.ctx.save();a.filter(mb).forEach(function(a){this.shape(a).clip()},this);b.call(c);this.ctx.restore()};p.prototype.shape=function(a){this.ctx.beginPath();a.forEach(function(a,c){"rect"===a[0]?this.ctx.rect.apply(this.ctx,a.slice(1)):this.ctx[0===c?"moveTo":a[0]+"To"].apply(this.ctx,a.slice(1))},this);this.ctx.closePath();return this.ctx};p.prototype.font=function(a,b,c,d,e,f){this.setFillStyle(a).font=[b,c,d,e,f].join(" ").split(",")[0]};p.prototype.fontShadow=
+function(a,b,c,d){this.setVariable("shadowColor",a.toString()).setVariable("shadowOffsetY",b).setVariable("shadowOffsetX",c).setVariable("shadowBlur",d)};p.prototype.clearShadow=function(){this.setVariable("shadowColor","rgba(0,0,0,0)")};p.prototype.setOpacity=function(a){this.ctx.globalAlpha=a};p.prototype.setTransform=function(a){this.ctx.translate(a.origin[0],a.origin[1]);this.ctx.transform.apply(this.ctx,a.matrix);this.ctx.translate(-a.origin[0],-a.origin[1])};p.prototype.setVariable=function(a,
+b){this.variables[a]!==b&&(this.variables[a]=this.ctx[a]=b);return this};p.prototype.text=function(a,b,c){this.ctx.fillText(a,b,c)};p.prototype.backgroundRepeatShape=function(a,b,c,d,e,f,g,h,k){this.clip([[["line",Math.round(e),Math.round(f)],["line",Math.round(e+g),Math.round(f)],["line",Math.round(e+g),Math.round(h+f)],["line",Math.round(e),Math.round(h+f)]]],function(){this.renderBackgroundRepeat(a,b,c,d,k[3],k[0])},this)};p.prototype.renderBackgroundRepeat=function(a,b,c,d,e,f){e=Math.round(d.left+
+b.left+e);b=Math.round(d.top+b.top+f);this.setFillStyle(this.ctx.createPattern(this.resizeImage(a,c),"repeat"));this.ctx.translate(e,b);this.ctx.fill();this.ctx.translate(-e,-b)};p.prototype.renderBackgroundGradient=function(a,b){if(a instanceof V){var c=this.ctx.createLinearGradient(b.left+b.width*a.x0,b.top+b.height*a.y0,b.left+b.width*a.x1,b.top+b.height*a.y1);a.colorStops.forEach(function(a){c.addColorStop(a.stop,a.color.toString())});this.rectangle(b.left,b.top,b.width,b.height,c)}};p.prototype.resizeImage=
+function(a,b){var c=a.image;if(c.width===b.width&&c.height===b.height)return c;var d=r.createElement("canvas");d.width=b.width;d.height=b.height;d.getContext("2d").drawImage(c,0,0,c.width,c.height,0,0,b.width,b.height);return d}}}).call({},"undefined"!==typeof window?window:void 0,"undefined"!==typeof document?document:void 0);
+
+/*
+ Use it if you like it
+*/
+(function(A){function E(K){this.ok=!1;"#"==K.charAt(0)&&(K=K.substr(1,6));K=K.replace(/ /g,"");K=K.toLowerCase();var A={aliceblue:"f0f8ff",antiquewhite:"faebd7",aqua:"00ffff",aquamarine:"7fffd4",azure:"f0ffff",beige:"f5f5dc",bisque:"ffe4c4",black:"000000",blanchedalmond:"ffebcd",blue:"0000ff",blueviolet:"8a2be2",brown:"a52a2a",burlywood:"deb887",cadetblue:"5f9ea0",chartreuse:"7fff00",chocolate:"d2691e",coral:"ff7f50",cornflowerblue:"6495ed",cornsilk:"fff8dc",crimson:"dc143c",cyan:"00ffff",darkblue:"00008b",
+darkcyan:"008b8b",darkgoldenrod:"b8860b",darkgray:"a9a9a9",darkgreen:"006400",darkkhaki:"bdb76b",darkmagenta:"8b008b",darkolivegreen:"556b2f",darkorange:"ff8c00",darkorchid:"9932cc",darkred:"8b0000",darksalmon:"e9967a",darkseagreen:"8fbc8f",darkslateblue:"483d8b",darkslategray:"2f4f4f",darkturquoise:"00ced1",darkviolet:"9400d3",deeppink:"ff1493",deepskyblue:"00bfff",dimgray:"696969",dodgerblue:"1e90ff",feldspar:"d19275",firebrick:"b22222",floralwhite:"fffaf0",forestgreen:"228b22",fuchsia:"ff00ff",
+gainsboro:"dcdcdc",ghostwhite:"f8f8ff",gold:"ffd700",goldenrod:"daa520",gray:"808080",green:"008000",greenyellow:"adff2f",honeydew:"f0fff0",hotpink:"ff69b4",indianred:"cd5c5c",indigo:"4b0082",ivory:"fffff0",khaki:"f0e68c",lavender:"e6e6fa",lavenderblush:"fff0f5",lawngreen:"7cfc00",lemonchiffon:"fffacd",lightblue:"add8e6",lightcoral:"f08080",lightcyan:"e0ffff",lightgoldenrodyellow:"fafad2",lightgrey:"d3d3d3",lightgreen:"90ee90",lightpink:"ffb6c1",lightsalmon:"ffa07a",lightseagreen:"20b2aa",lightskyblue:"87cefa",
+lightslateblue:"8470ff",lightslategray:"778899",lightsteelblue:"b0c4de",lightyellow:"ffffe0",lime:"00ff00",limegreen:"32cd32",linen:"faf0e6",magenta:"ff00ff",maroon:"800000",mediumaquamarine:"66cdaa",mediumblue:"0000cd",mediumorchid:"ba55d3",mediumpurple:"9370d8",mediumseagreen:"3cb371",mediumslateblue:"7b68ee",mediumspringgreen:"00fa9a",mediumturquoise:"48d1cc",mediumvioletred:"c71585",midnightblue:"191970",mintcream:"f5fffa",mistyrose:"ffe4e1",moccasin:"ffe4b5",navajowhite:"ffdead",navy:"000080",
+oldlace:"fdf5e6",olive:"808000",olivedrab:"6b8e23",orange:"ffa500",orangered:"ff4500",orchid:"da70d6",palegoldenrod:"eee8aa",palegreen:"98fb98",paleturquoise:"afeeee",palevioletred:"d87093",papayawhip:"ffefd5",peachpuff:"ffdab9",peru:"cd853f",pink:"ffc0cb",plum:"dda0dd",powderblue:"b0e0e6",purple:"800080",red:"ff0000",rosybrown:"bc8f8f",royalblue:"4169e1",saddlebrown:"8b4513",salmon:"fa8072",sandybrown:"f4a460",seagreen:"2e8b57",seashell:"fff5ee",sienna:"a0522d",silver:"c0c0c0",skyblue:"87ceeb",slateblue:"6a5acd",
+slategray:"708090",snow:"fffafa",springgreen:"00ff7f",steelblue:"4682b4",tan:"d2b48c",teal:"008080",thistle:"d8bfd8",tomato:"ff6347",turquoise:"40e0d0",violet:"ee82ee",violetred:"d02090",wheat:"f5deb3",white:"ffffff",whitesmoke:"f5f5f5",yellow:"ffff00",yellowgreen:"9acd32"},O;for(O in A)K==O&&(K=A[O]);var L=[{re:/^rgb\((\d{1,3}),\s*(\d{1,3}),\s*(\d{1,3})\)$/,example:["rgb(123, 234, 45)","rgb(255,234,245)"],process:function(u){return[parseInt(u[1]),parseInt(u[2]),parseInt(u[3])]}},{re:/^(\w{2})(\w{2})(\w{2})$/,
+example:["#00ff00","336699"],process:function(u){return[parseInt(u[1],16),parseInt(u[2],16),parseInt(u[3],16)]}},{re:/^(\w{1})(\w{1})(\w{1})$/,example:["#fb0","f0f"],process:function(u){return[parseInt(u[1]+u[1],16),parseInt(u[2]+u[2],16),parseInt(u[3]+u[3],16)]}}];for(O=0;O<L.length;O++){var W=L[O].process,M=L[O].re.exec(K);M&&(channels=W(M),this.r=channels[0],this.g=channels[1],this.b=channels[2],this.ok=!0)}this.r=0>this.r||isNaN(this.r)?0:255<this.r?255:this.r;this.g=0>this.g||isNaN(this.g)?0:
+255<this.g?255:this.g;this.b=0>this.b||isNaN(this.b)?0:255<this.b?255:this.b;this.toRGB=function(){return"rgb("+this.r+", "+this.g+", "+this.b+")"};this.toHex=function(){var u=this.r.toString(16),B=this.g.toString(16),p=this.b.toString(16);1==u.length&&(u="0"+u);1==B.length&&(B="0"+B);1==p.length&&(p="0"+p);return"#"+u+B+p};this.getHelpXML=function(){for(var u=[],B=0;B<L.length;B++)for(var p=L[B].example,C=0;C<p.length;C++)u[u.length]=p[C];for(var w in A)u[u.length]=w;p=document.createElement("ul");
+p.setAttribute("id","rgbcolor-examples");for(B=0;B<u.length;B++)try{var h=document.createElement("li"),a=new E(u[B]),l=document.createElement("div");l.style.cssText="margin: 3px; border: 1px solid black; background:"+a.toHex()+"; color:"+a.toHex();l.appendChild(document.createTextNode("test"));var c=document.createTextNode(" "+u[B]+" -> "+a.toRGB()+" -> "+a.toHex());h.appendChild(l);h.appendChild(c);p.appendChild(h)}catch(b){}return p}}"undefined"!==typeof define&&define.amd?define(function(){return E}):
+"undefined"!==typeof module&&module.exports&&(module.exports=E);A.RGBColor=E})("undefined"!==typeof window?window:this);
+(function(A){function E(M,u,B,p,C,w){if(!(isNaN(w)||1>w)){w|=0;M=document.getElementById(M).getContext("2d");var h;try{try{h=M.getImageData(u,B,p,C)}catch(A){try{netscape.security.PrivilegeManager.enablePrivilege("UniversalBrowserRead"),h=M.getImageData(u,B,p,C)}catch(K){throw alert("Cannot access local image"),Error("unable to access local image data: "+K);}}}catch(A){throw alert("Cannot access image"),Error("unable to access image data: "+A);}for(var a=h.data,l=h.width*h.height*4,c=0;c<l;c+=4){var b=
+a[c+3]/255;a[c]*=b;a[c+1]*=b;a[c+2]*=b}var a=h.data,e,d,k,f,g,n,m,v,z,H,q,F,r,G,D,N,P,S,y,I,J,t,E;e=w+w+1;var R=p-1,l=C-1,c=w+1,b=c*(c+1)/2,Q=new X,x=Q;for(k=1;k<e;k++)if(x=x.next=new X,k==c)var T=x;x.next=Q;n=g=0;var U=O[w],V=L[w];for(d=0;d<C;d++){D=N=P=S=m=v=z=H=0;q=c*(y=a[g]);F=c*(I=a[g+1]);r=c*(J=a[g+2]);G=c*(t=a[g+3]);m+=b*y;v+=b*I;z+=b*J;H+=b*t;x=Q;for(k=0;k<c;k++)x.r=y,x.g=I,x.b=J,x.a=t,x=x.next;for(k=1;k<c;k++)f=g+((R<k?R:k)<<2),m+=(x.r=y=a[f])*(E=c-k),v+=(x.g=I=a[f+1])*E,z+=(x.b=J=a[f+2])*
+E,H+=(x.a=t=a[f+3])*E,D+=y,N+=I,P+=J,S+=t,x=x.next;k=Q;x=T;for(e=0;e<p;e++)a[g]=m*U>>V,a[g+1]=v*U>>V,a[g+2]=z*U>>V,a[g+3]=H*U>>V,m-=q,v-=F,z-=r,H-=G,q-=k.r,F-=k.g,r-=k.b,G-=k.a,f=n+((f=e+w+1)<R?f:R)<<2,D+=k.r=a[f],N+=k.g=a[f+1],P+=k.b=a[f+2],S+=k.a=a[f+3],m+=D,v+=N,z+=P,H+=S,k=k.next,q+=y=x.r,F+=I=x.g,r+=J=x.b,G+=t=x.a,D-=y,N-=I,P-=J,S-=t,x=x.next,g+=4;n+=p}for(e=0;e<p;e++){N=P=S=D=v=z=H=m=0;g=e<<2;q=c*(y=a[g]);F=c*(I=a[g+1]);r=c*(J=a[g+2]);G=c*(t=a[g+3]);m+=b*y;v+=b*I;z+=b*J;H+=b*t;x=Q;for(k=0;k<
+c;k++)x.r=y,x.g=I,x.b=J,x.a=t,x=x.next;f=p;for(k=1;k<=w;k++)g=f+e<<2,m+=(x.r=y=a[g])*(E=c-k),v+=(x.g=I=a[g+1])*E,z+=(x.b=J=a[g+2])*E,H+=(x.a=t=a[g+3])*E,D+=y,N+=I,P+=J,S+=t,x=x.next,k<l&&(f+=p);g=e;k=Q;x=T;for(d=0;d<C;d++)f=g<<2,a[f]=m*U>>V,a[f+1]=v*U>>V,a[f+2]=z*U>>V,a[f+3]=H*U>>V,m-=q,v-=F,z-=r,H-=G,q-=k.r,F-=k.g,r-=k.b,G-=k.a,f=e+((f=d+c)<l?f:l)*p<<2,m+=D+=k.r=a[f],v+=N+=k.g=a[f+1],z+=P+=k.b=a[f+2],H+=S+=k.a=a[f+3],k=k.next,q+=y=x.r,F+=I=x.g,r+=J=x.b,G+=t=x.a,D-=y,N-=I,P-=J,S-=t,x=x.next,g+=p}p=
+h.data;C=h.width*h.height*4;for(w=0;w<C;w+=4)T=p[w+3],0!=T&&(T=255/T,p[w]*=T,p[w+1]*=T,p[w+2]*=T);M.putImageData(h,u,B)}}function K(M,u,B,p,C,w){if(!(isNaN(w)||1>w)){w|=0;M=document.getElementById(M).getContext("2d");var h;try{try{h=M.getImageData(u,B,p,C)}catch(x){try{netscape.security.PrivilegeManager.enablePrivilege("UniversalBrowserRead"),h=M.getImageData(u,B,p,C)}catch(E){throw alert("Cannot access local image"),Error("unable to access local image data: "+E);}}}catch(x){throw alert("Cannot access image"),
+Error("unable to access image data: "+x);}var a=h.data,l,c,b,e,d,k,f,g,n,m,v,z,H,q,F,r,G,D,N;l=w+w+1;var P=p-1,A=C-1,y=w+1,I=y*(y+1)/2,J=new X,t=J;for(b=1;b<l;b++)if(t=t.next=new X,b==y)var K=t;t.next=J;k=d=0;var R=O[w],Q=L[w];for(c=0;c<C;c++){H=q=F=f=g=n=0;m=y*(r=a[d]);v=y*(G=a[d+1]);z=y*(D=a[d+2]);f+=I*r;g+=I*G;n+=I*D;t=J;for(b=0;b<y;b++)t.r=r,t.g=G,t.b=D,t=t.next;for(b=1;b<y;b++)e=d+((P<b?P:b)<<2),f+=(t.r=r=a[e])*(N=y-b),g+=(t.g=G=a[e+1])*N,n+=(t.b=D=a[e+2])*N,H+=r,q+=G,F+=D,t=t.next;b=J;t=K;for(l=
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+a.EmptyProperty};this.render=function(a){if("none"!=this.style("display").value&&"hidden"!=this.style("visibility").value){a.save();if(this.style("mask").hasValue()){var b=this.style("mask").getDefinition();null!=b&&b.apply(a,this)}else this.style("filter").hasValue()?(b=this.style("filter").getDefinition(),null!=b&&b.apply(a,this)):(this.setContext(a),this.renderChildren(a),this.clearContext(a));a.restore()}};this.setContext=function(a){};this.clearContext=function(a){};this.renderChildren=function(a){for(var b=
+0;b<this.children.length;b++)this.children[b].render(a)};this.addChild=function(b,e){var d=b;e&&(d=a.CreateElement(b));d.parent=this;"title"!=d.type&&this.children.push(d)};this.addStylesFromStyleDefinition=function(){for(var b in a.Styles)if("@"!=b[0]&&L(c,b)){var e=a.Styles[b],d=a.StylesSpecificity[b];if(null!=e)for(var f in e){var k=this.stylesSpecificity[f];"undefined"==typeof k&&(k="000");d>k&&(this.styles[f]=e[f],this.stylesSpecificity[f]=d)}}};var b=/^[A-Z-]+$/,e=function(a){return b.test(a)?
+a.toLowerCase():a};if(null!=c&&1==c.nodeType){for(var d=0;d<c.attributes.length;d++){var k=c.attributes[d],f=e(k.nodeName);this.attributes[f]=new a.Property(f,k.value)}this.addStylesFromStyleDefinition();if(this.attribute("style").hasValue())for(e=this.attribute("style").value.split(";"),d=0;d<e.length;d++)""!=a.trim(e[d])&&(f=e[d].split(":"),k=a.trim(f[0]),f=a.trim(f[1]),this.styles[k]=new a.Property(k,f));this.attribute("id").hasValue()&&null==a.Definitions[this.attribute("id").value]&&(a.Definitions[this.attribute("id").value]=
+this);for(d=0;d<c.childNodes.length;d++)e=c.childNodes[d],1==e.nodeType&&this.addChild(e,!0),!this.captureTextNodes||3!=e.nodeType&&4!=e.nodeType||""!=a.compressSpaces(e.value||e.text||e.textContent||"")&&this.addChild(new a.Element.tspan(e),!1)}};a.Element.RenderedElementBase=function(c){this.base=a.Element.ElementBase;this.base(c);this.setContext=function(b){if(this.style("fill").isUrlDefinition()){var e=this.style("fill").getFillStyleDefinition(this,this.style("fill-opacity"));null!=e&&(b.fillStyle=
+e)}else this.style("fill").hasValue()&&(e=this.style("fill"),"currentColor"==e.value&&(e.value=this.style("color").value),"inherit"!=e.value&&(b.fillStyle="none"==e.value?"rgba(0,0,0,0)":e.value));this.style("fill-opacity").hasValue()&&(e=new a.Property("fill",b.fillStyle),e=e.addOpacity(this.style("fill-opacity")),b.fillStyle=e.value);this.style("stroke").isUrlDefinition()?(e=this.style("stroke").getFillStyleDefinition(this,this.style("stroke-opacity")),null!=e&&(b.strokeStyle=e)):this.style("stroke").hasValue()&&
+(e=this.style("stroke"),"currentColor"==e.value&&(e.value=this.style("color").value),"inherit"!=e.value&&(b.strokeStyle="none"==e.value?"rgba(0,0,0,0)":e.value));this.style("stroke-opacity").hasValue()&&(e=new a.Property("stroke",b.strokeStyle),e=e.addOpacity(this.style("stroke-opacity")),b.strokeStyle=e.value);this.style("stroke-width").hasValue()&&(e=this.style("stroke-width").toPixels(),b.lineWidth=0==e?.001:e);this.style("stroke-linecap").hasValue()&&(b.lineCap=this.style("stroke-linecap").value);
+this.style("stroke-linejoin").hasValue()&&(b.lineJoin=this.style("stroke-linejoin").value);this.style("stroke-miterlimit").hasValue()&&(b.miterLimit=this.style("stroke-miterlimit").value);this.style("stroke-dasharray").hasValue()&&"none"!=this.style("stroke-dasharray").value&&(e=a.ToNumberArray(this.style("stroke-dasharray").value),"undefined"!=typeof b.setLineDash?b.setLineDash(e):"undefined"!=typeof b.webkitLineDash?b.webkitLineDash=e:"undefined"==typeof b.mozDash||1==e.length&&0==e[0]||(b.mozDash=
+e),e=this.style("stroke-dashoffset").numValueOrDefault(1),"undefined"!=typeof b.lineDashOffset?b.lineDashOffset=e:"undefined"!=typeof b.webkitLineDashOffset?b.webkitLineDashOffset=e:"undefined"!=typeof b.mozDashOffset&&(b.mozDashOffset=e));"undefined"!=typeof b.font&&(b.font=a.Font.CreateFont(this.style("font-style").value,this.style("font-variant").value,this.style("font-weight").value,this.style("font-size").hasValue()?this.style("font-size").toPixels()+"px":"",this.style("font-family").value).toString());
+this.style("transform",!1,!0).hasValue()&&(new a.Transform(this.style("transform",!1,!0).value)).apply(b);this.style("clip-path",!1,!0).hasValue()&&(e=this.style("clip-path",!1,!0).getDefinition(),null!=e&&e.apply(b));this.style("opacity").hasValue()&&(b.globalAlpha=this.style("opacity").numValue())}};a.Element.RenderedElementBase.prototype=new a.Element.ElementBase;a.Element.PathElementBase=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.path=function(b){null!=b&&b.beginPath();
+return new a.BoundingBox};this.renderChildren=function(b){this.path(b);a.Mouse.checkPath(this,b);""!=b.fillStyle&&("inherit"!=this.style("fill-rule").valueOrDefault("inherit")?b.fill(this.style("fill-rule").value):b.fill());""!=b.strokeStyle&&b.stroke();var e=this.getMarkers();if(null!=e){if(this.style("marker-start").isUrlDefinition()){var d=this.style("marker-start").getDefinition();d.render(b,e[0][0],e[0][1])}if(this.style("marker-mid").isUrlDefinition())for(var d=this.style("marker-mid").getDefinition(),
+c=1;c<e.length-1;c++)d.render(b,e[c][0],e[c][1]);this.style("marker-end").isUrlDefinition()&&(d=this.style("marker-end").getDefinition(),d.render(b,e[e.length-1][0],e[e.length-1][1]))}};this.getBoundingBox=function(){return this.path()};this.getMarkers=function(){return null}};a.Element.PathElementBase.prototype=new a.Element.RenderedElementBase;a.Element.svg=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.baseClearContext=this.clearContext;this.clearContext=function(b){this.baseClearContext(b);
+a.ViewPort.RemoveCurrent()};this.baseSetContext=this.setContext;this.setContext=function(b){b.strokeStyle="rgba(0,0,0,0)";b.lineCap="butt";b.lineJoin="miter";b.miterLimit=4;"undefined"!=typeof b.font&&"undefined"!=typeof window.getComputedStyle&&(b.font=window.getComputedStyle(b.canvas).getPropertyValue("font"));this.baseSetContext(b);this.attribute("x").hasValue()||(this.attribute("x",!0).value=0);this.attribute("y").hasValue()||(this.attribute("y",!0).value=0);b.translate(this.attribute("x").toPixels("x"),
+this.attribute("y").toPixels("y"));var e=a.ViewPort.width(),d=a.ViewPort.height();this.attribute("width").hasValue()||(this.attribute("width",!0).value="100%");this.attribute("height").hasValue()||(this.attribute("height",!0).value="100%");if("undefined"==typeof this.root){var e=this.attribute("width").toPixels("x"),d=this.attribute("height").toPixels("y"),c=0,f=0;this.attribute("refX").hasValue()&&this.attribute("refY").hasValue()&&(c=-this.attribute("refX").toPixels("x"),f=-this.attribute("refY").toPixels("y"));
+"visible"!=this.attribute("overflow").valueOrDefault("hidden")&&(b.beginPath(),b.moveTo(c,f),b.lineTo(e,f),b.lineTo(e,d),b.lineTo(c,d),b.closePath(),b.clip())}a.ViewPort.SetCurrent(e,d);if(this.attribute("viewBox").hasValue()){var c=a.ToNumberArray(this.attribute("viewBox").value),f=c[0],g=c[1],e=c[2],d=c[3];a.AspectRatio(b,this.attribute("preserveAspectRatio").value,a.ViewPort.width(),e,a.ViewPort.height(),d,f,g,this.attribute("refX").value,this.attribute("refY").value);a.ViewPort.RemoveCurrent();
+a.ViewPort.SetCurrent(c[2],c[3])}}};a.Element.svg.prototype=new a.Element.RenderedElementBase;a.Element.rect=function(c){this.base=a.Element.PathElementBase;this.base(c);this.path=function(b){var e=this.attribute("x").toPixels("x"),d=this.attribute("y").toPixels("y"),c=this.attribute("width").toPixels("x"),f=this.attribute("height").toPixels("y"),g=this.attribute("rx").toPixels("x"),n=this.attribute("ry").toPixels("y");this.attribute("rx").hasValue()&&!this.attribute("ry").hasValue()&&(n=g);this.attribute("ry").hasValue()&&
+!this.attribute("rx").hasValue()&&(g=n);g=Math.min(g,c/2);n=Math.min(n,f/2);null!=b&&(b.beginPath(),b.moveTo(e+g,d),b.lineTo(e+c-g,d),b.quadraticCurveTo(e+c,d,e+c,d+n),b.lineTo(e+c,d+f-n),b.quadraticCurveTo(e+c,d+f,e+c-g,d+f),b.lineTo(e+g,d+f),b.quadraticCurveTo(e,d+f,e,d+f-n),b.lineTo(e,d+n),b.quadraticCurveTo(e,d,e+g,d),b.closePath());return new a.BoundingBox(e,d,e+c,d+f)}};a.Element.rect.prototype=new a.Element.PathElementBase;a.Element.circle=function(c){this.base=a.Element.PathElementBase;this.base(c);
+this.path=function(b){var e=this.attribute("cx").toPixels("x"),d=this.attribute("cy").toPixels("y"),c=this.attribute("r").toPixels();null!=b&&(b.beginPath(),b.arc(e,d,c,0,2*Math.PI,!0),b.closePath());return new a.BoundingBox(e-c,d-c,e+c,d+c)}};a.Element.circle.prototype=new a.Element.PathElementBase;a.Element.ellipse=function(c){this.base=a.Element.PathElementBase;this.base(c);this.path=function(b){var e=(Math.sqrt(2)-1)/3*4,d=this.attribute("rx").toPixels("x"),c=this.attribute("ry").toPixels("y"),
+f=this.attribute("cx").toPixels("x"),g=this.attribute("cy").toPixels("y");null!=b&&(b.beginPath(),b.moveTo(f,g-c),b.bezierCurveTo(f+e*d,g-c,f+d,g-e*c,f+d,g),b.bezierCurveTo(f+d,g+e*c,f+e*d,g+c,f,g+c),b.bezierCurveTo(f-e*d,g+c,f-d,g+e*c,f-d,g),b.bezierCurveTo(f-d,g-e*c,f-e*d,g-c,f,g-c),b.closePath());return new a.BoundingBox(f-d,g-c,f+d,g+c)}};a.Element.ellipse.prototype=new a.Element.PathElementBase;a.Element.line=function(c){this.base=a.Element.PathElementBase;this.base(c);this.getPoints=function(){return[new a.Point(this.attribute("x1").toPixels("x"),
+this.attribute("y1").toPixels("y")),new a.Point(this.attribute("x2").toPixels("x"),this.attribute("y2").toPixels("y"))]};this.path=function(b){var e=this.getPoints();null!=b&&(b.beginPath(),b.moveTo(e[0].x,e[0].y),b.lineTo(e[1].x,e[1].y));return new a.BoundingBox(e[0].x,e[0].y,e[1].x,e[1].y)};this.getMarkers=function(){var a=this.getPoints(),e=a[0].angleTo(a[1]);return[[a[0],e],[a[1],e]]}};a.Element.line.prototype=new a.Element.PathElementBase;a.Element.polyline=function(c){this.base=a.Element.PathElementBase;
+this.base(c);this.points=a.CreatePath(this.attribute("points").value);this.path=function(b){var e=new a.BoundingBox(this.points[0].x,this.points[0].y);null!=b&&(b.beginPath(),b.moveTo(this.points[0].x,this.points[0].y));for(var d=1;d<this.points.length;d++)e.addPoint(this.points[d].x,this.points[d].y),null!=b&&b.lineTo(this.points[d].x,this.points[d].y);return e};this.getMarkers=function(){for(var a=[],e=0;e<this.points.length-1;e++)a.push([this.points[e],this.points[e].angleTo(this.points[e+1])]);
+0<a.length&&a.push([this.points[this.points.length-1],a[a.length-1][1]]);return a}};a.Element.polyline.prototype=new a.Element.PathElementBase;a.Element.polygon=function(c){this.base=a.Element.polyline;this.base(c);this.basePath=this.path;this.path=function(a){var e=this.basePath(a);null!=a&&(a.lineTo(this.points[0].x,this.points[0].y),a.closePath());return e}};a.Element.polygon.prototype=new a.Element.polyline;a.Element.path=function(c){this.base=a.Element.PathElementBase;this.base(c);c=this.attribute("d").value;
+c=c.replace(/,/gm," ");for(var b=0;2>b;b++)c=c.replace(/([MmZzLlHhVvCcSsQqTtAa])([^\s])/gm,"$1 $2");c=c.replace(/([^\s])([MmZzLlHhVvCcSsQqTtAa])/gm,"$1 $2");c=c.replace(/([0-9])([+\-])/gm,"$1 $2");for(b=0;2>b;b++)c=c.replace(/(\.[0-9]*)(\.)/gm,"$1 $2");c=c.replace(/([Aa](\s+[0-9]+){3})\s+([01])\s*([01])/gm,"$1 $3 $4 ");c=a.compressSpaces(c);c=a.trim(c);this.PathParser=new function(b){this.tokens=b.split(" ");this.reset=function(){this.i=-1;this.previousCommand=this.command="";this.start=new a.Point(0,
+0);this.control=new a.Point(0,0);this.current=new a.Point(0,0);this.points=[];this.angles=[]};this.isEnd=function(){return this.i>=this.tokens.length-1};this.isCommandOrEnd=function(){return this.isEnd()?!0:null!=this.tokens[this.i+1].match(/^[A-Za-z]$/)};this.isRelativeCommand=function(){switch(this.command){case "m":case "l":case "h":case "v":case "c":case "s":case "q":case "t":case "a":case "z":return!0}return!1};this.getToken=function(){this.i++;return this.tokens[this.i]};this.getScalar=function(){return parseFloat(this.getToken())};
+this.nextCommand=function(){this.previousCommand=this.command;this.command=this.getToken()};this.getPoint=function(){var b=new a.Point(this.getScalar(),this.getScalar());return this.makeAbsolute(b)};this.getAsControlPoint=function(){var a=this.getPoint();return this.control=a};this.getAsCurrentPoint=function(){var a=this.getPoint();return this.current=a};this.getReflectedControlPoint=function(){return"c"!=this.previousCommand.toLowerCase()&&"s"!=this.previousCommand.toLowerCase()&&"q"!=this.previousCommand.toLowerCase()&&
+"t"!=this.previousCommand.toLowerCase()?this.current:new a.Point(2*this.current.x-this.control.x,2*this.current.y-this.control.y)};this.makeAbsolute=function(a){this.isRelativeCommand()&&(a.x+=this.current.x,a.y+=this.current.y);return a};this.addMarker=function(a,b,e){null!=e&&0<this.angles.length&&null==this.angles[this.angles.length-1]&&(this.angles[this.angles.length-1]=this.points[this.points.length-1].angleTo(e));this.addMarkerAngle(a,null==b?null:b.angleTo(a))};this.addMarkerAngle=function(a,
+b){this.points.push(a);this.angles.push(b)};this.getMarkerPoints=function(){return this.points};this.getMarkerAngles=function(){for(var a=0;a<this.angles.length;a++)if(null==this.angles[a])for(var b=a+1;b<this.angles.length;b++)if(null!=this.angles[b]){this.angles[a]=this.angles[b];break}return this.angles}}(c);this.path=function(b){var d=this.PathParser;d.reset();var c=new a.BoundingBox;for(null!=b&&b.beginPath();!d.isEnd();)switch(d.nextCommand(),d.command){case "M":case "m":var f=d.getAsCurrentPoint();
+d.addMarker(f);c.addPoint(f.x,f.y);null!=b&&b.moveTo(f.x,f.y);for(d.start=d.current;!d.isCommandOrEnd();)f=d.getAsCurrentPoint(),d.addMarker(f,d.start),c.addPoint(f.x,f.y),null!=b&&b.lineTo(f.x,f.y);break;case "L":case "l":for(;!d.isCommandOrEnd();){var g=d.current,f=d.getAsCurrentPoint();d.addMarker(f,g);c.addPoint(f.x,f.y);null!=b&&b.lineTo(f.x,f.y)}break;case "H":case "h":for(;!d.isCommandOrEnd();)f=new a.Point((d.isRelativeCommand()?d.current.x:0)+d.getScalar(),d.current.y),d.addMarker(f,d.current),
+d.current=f,c.addPoint(d.current.x,d.current.y),null!=b&&b.lineTo(d.current.x,d.current.y);break;case "V":case "v":for(;!d.isCommandOrEnd();)f=new a.Point(d.current.x,(d.isRelativeCommand()?d.current.y:0)+d.getScalar()),d.addMarker(f,d.current),d.current=f,c.addPoint(d.current.x,d.current.y),null!=b&&b.lineTo(d.current.x,d.current.y);break;case "C":case "c":for(;!d.isCommandOrEnd();){var n=d.current,g=d.getPoint(),m=d.getAsControlPoint(),f=d.getAsCurrentPoint();d.addMarker(f,m,g);c.addBezierCurve(n.x,
+n.y,g.x,g.y,m.x,m.y,f.x,f.y);null!=b&&b.bezierCurveTo(g.x,g.y,m.x,m.y,f.x,f.y)}break;case "S":case "s":for(;!d.isCommandOrEnd();)n=d.current,g=d.getReflectedControlPoint(),m=d.getAsControlPoint(),f=d.getAsCurrentPoint(),d.addMarker(f,m,g),c.addBezierCurve(n.x,n.y,g.x,g.y,m.x,m.y,f.x,f.y),null!=b&&b.bezierCurveTo(g.x,g.y,m.x,m.y,f.x,f.y);break;case "Q":case "q":for(;!d.isCommandOrEnd();)n=d.current,m=d.getAsControlPoint(),f=d.getAsCurrentPoint(),d.addMarker(f,m,m),c.addQuadraticCurve(n.x,n.y,m.x,m.y,
+f.x,f.y),null!=b&&b.quadraticCurveTo(m.x,m.y,f.x,f.y);break;case "T":case "t":for(;!d.isCommandOrEnd();)n=d.current,m=d.getReflectedControlPoint(),d.control=m,f=d.getAsCurrentPoint(),d.addMarker(f,m,m),c.addQuadraticCurve(n.x,n.y,m.x,m.y,f.x,f.y),null!=b&&b.quadraticCurveTo(m.x,m.y,f.x,f.y);break;case "A":case "a":for(;!d.isCommandOrEnd();){var n=d.current,v=d.getScalar(),h=d.getScalar(),g=d.getScalar()*(Math.PI/180),l=d.getScalar(),m=d.getScalar(),f=d.getAsCurrentPoint(),q=new a.Point(Math.cos(g)*
+(n.x-f.x)/2+Math.sin(g)*(n.y-f.y)/2,-Math.sin(g)*(n.x-f.x)/2+Math.cos(g)*(n.y-f.y)/2),p=Math.pow(q.x,2)/Math.pow(v,2)+Math.pow(q.y,2)/Math.pow(h,2);1<p&&(v*=Math.sqrt(p),h*=Math.sqrt(p));l=(l==m?-1:1)*Math.sqrt((Math.pow(v,2)*Math.pow(h,2)-Math.pow(v,2)*Math.pow(q.y,2)-Math.pow(h,2)*Math.pow(q.x,2))/(Math.pow(v,2)*Math.pow(q.y,2)+Math.pow(h,2)*Math.pow(q.x,2)));isNaN(l)&&(l=0);var r=new a.Point(l*v*q.y/h,l*-h*q.x/v),n=new a.Point((n.x+f.x)/2+Math.cos(g)*r.x-Math.sin(g)*r.y,(n.y+f.y)/2+Math.sin(g)*
+r.x+Math.cos(g)*r.y),u=function(a,b){return(a[0]*b[0]+a[1]*b[1])/(Math.sqrt(Math.pow(a[0],2)+Math.pow(a[1],2))*Math.sqrt(Math.pow(b[0],2)+Math.pow(b[1],2)))},w=function(a,b){return(a[0]*b[1]<a[1]*b[0]?-1:1)*Math.acos(u(a,b))},l=w([1,0],[(q.x-r.x)/v,(q.y-r.y)/h]),p=[(q.x-r.x)/v,(q.y-r.y)/h],r=[(-q.x-r.x)/v,(-q.y-r.y)/h],q=w(p,r);-1>=u(p,r)&&(q=Math.PI);1<=u(p,r)&&(q=0);p=1-m?1:-1;r=l+q/2*p;w=new a.Point(n.x+v*Math.cos(r),n.y+h*Math.sin(r));d.addMarkerAngle(w,r-p*Math.PI/2);d.addMarkerAngle(f,r-p*Math.PI);
+c.addPoint(f.x,f.y);null!=b&&(u=v>h?v:h,f=v>h?1:v/h,v=v>h?h/v:1,b.translate(n.x,n.y),b.rotate(g),b.scale(f,v),b.arc(0,0,u,l,l+q,1-m),b.scale(1/f,1/v),b.rotate(-g),b.translate(-n.x,-n.y))}break;case "Z":case "z":null!=b&&b.closePath(),d.current=d.start}return c};this.getMarkers=function(){for(var a=this.PathParser.getMarkerPoints(),b=this.PathParser.getMarkerAngles(),c=[],f=0;f<a.length;f++)c.push([a[f],b[f]]);return c}};a.Element.path.prototype=new a.Element.PathElementBase;a.Element.pattern=function(c){this.base=
+a.Element.ElementBase;this.base(c);this.createPattern=function(b,e){var d=this.attribute("width").toPixels("x",!0),c=this.attribute("height").toPixels("y",!0),f=new a.Element.svg;f.attributes.viewBox=new a.Property("viewBox",this.attribute("viewBox").value);f.attributes.width=new a.Property("width",d+"px");f.attributes.height=new a.Property("height",c+"px");f.attributes.transform=new a.Property("transform",this.attribute("patternTransform").value);f.children=this.children;var g=document.createElement("canvas");
+g.width=d;g.height=c;d=g.getContext("2d");this.attribute("x").hasValue()&&this.attribute("y").hasValue()&&d.translate(this.attribute("x").toPixels("x",!0),this.attribute("y").toPixels("y",!0));for(c=-1;1>=c;c++)for(var n=-1;1>=n;n++)d.save(),f.attributes.x=new a.Property("x",c*g.width),f.attributes.y=new a.Property("y",n*g.height),f.render(d),d.restore();return b.createPattern(g,"repeat")}};a.Element.pattern.prototype=new a.Element.ElementBase;a.Element.marker=function(c){this.base=a.Element.ElementBase;
+this.base(c);this.baseRender=this.render;this.render=function(b,e,d){b.translate(e.x,e.y);"auto"==this.attribute("orient").valueOrDefault("auto")&&b.rotate(d);"strokeWidth"==this.attribute("markerUnits").valueOrDefault("strokeWidth")&&b.scale(b.lineWidth,b.lineWidth);b.save();var c=new a.Element.svg;c.attributes.viewBox=new a.Property("viewBox",this.attribute("viewBox").value);c.attributes.refX=new a.Property("refX",this.attribute("refX").value);c.attributes.refY=new a.Property("refY",this.attribute("refY").value);
+c.attributes.width=new a.Property("width",this.attribute("markerWidth").value);c.attributes.height=new a.Property("height",this.attribute("markerHeight").value);c.attributes.fill=new a.Property("fill",this.attribute("fill").valueOrDefault("black"));c.attributes.stroke=new a.Property("stroke",this.attribute("stroke").valueOrDefault("none"));c.children=this.children;var f=0,g=0;this.attribute("refX").hasValue()&&(f=-parseFloat(this.attribute("refX").value));this.attribute("refY").hasValue()&&(g=-parseFloat(this.attribute("refY").value));
+b.translate(f,g);c.render(b);b.restore();"strokeWidth"==this.attribute("markerUnits").valueOrDefault("strokeWidth")&&b.scale(1/b.lineWidth,1/b.lineWidth);"auto"==this.attribute("orient").valueOrDefault("auto")&&b.rotate(-d);b.translate(-e.x,-e.y)}};a.Element.marker.prototype=new a.Element.ElementBase;a.Element.defs=function(c){this.base=a.Element.ElementBase;this.base(c);this.render=function(a){}};a.Element.defs.prototype=new a.Element.ElementBase;a.Element.GradientBase=function(c){this.base=a.Element.ElementBase;
+this.base(c);this.stops=[];for(c=0;c<this.children.length;c++){var b=this.children[c];"stop"==b.type&&this.stops.push(b)}this.getGradient=function(){};this.gradientUnits=function(){return this.attribute("gradientUnits").valueOrDefault("objectBoundingBox")};this.attributesToInherit=["gradientUnits"];this.inheritStopContainer=function(a){for(var b=0;b<this.attributesToInherit.length;b++){var c=this.attributesToInherit[b];!this.attribute(c).hasValue()&&a.attribute(c).hasValue()&&(this.attribute(c,!0).value=
+a.attribute(c).value)}};this.createGradient=function(b,d,c){var f=this;this.getHrefAttribute().hasValue()&&(f=this.getHrefAttribute().getDefinition(),this.inheritStopContainer(f));var g=function(b){return c.hasValue()?(new a.Property("color",b)).addOpacity(c).value:b};b=this.getGradient(b,d);if(null==b)return g(f.stops[f.stops.length-1].color);for(d=0;d<f.stops.length;d++)b.addColorStop(f.stops[d].offset,g(f.stops[d].color));return this.attribute("gradientTransform").hasValue()?(f=a.ViewPort.viewPorts[0],
+g=new a.Element.rect,g.attributes.x=new a.Property("x",-a.MAX_VIRTUAL_PIXELS/3),g.attributes.y=new a.Property("y",-a.MAX_VIRTUAL_PIXELS/3),g.attributes.width=new a.Property("width",a.MAX_VIRTUAL_PIXELS),g.attributes.height=new a.Property("height",a.MAX_VIRTUAL_PIXELS),d=new a.Element.g,d.attributes.transform=new a.Property("transform",this.attribute("gradientTransform").value),d.children=[g],g=new a.Element.svg,g.attributes.x=new a.Property("x",0),g.attributes.y=new a.Property("y",0),g.attributes.width=
+new a.Property("width",f.width),g.attributes.height=new a.Property("height",f.height),g.children=[d],d=document.createElement("canvas"),d.width=f.width,d.height=f.height,f=d.getContext("2d"),f.fillStyle=b,g.render(f),f.createPattern(d,"no-repeat")):b}};a.Element.GradientBase.prototype=new a.Element.ElementBase;a.Element.linearGradient=function(c){this.base=a.Element.GradientBase;this.base(c);this.attributesToInherit.push("x1");this.attributesToInherit.push("y1");this.attributesToInherit.push("x2");
+this.attributesToInherit.push("y2");this.getGradient=function(a,e){var c="objectBoundingBox"==this.gradientUnits()?e.getBoundingBox():null;this.attribute("x1").hasValue()||this.attribute("y1").hasValue()||this.attribute("x2").hasValue()||this.attribute("y2").hasValue()||(this.attribute("x1",!0).value=0,this.attribute("y1",!0).value=0,this.attribute("x2",!0).value=1,this.attribute("y2",!0).value=0);var k="objectBoundingBox"==this.gradientUnits()?c.x()+c.width()*this.attribute("x1").numValue():this.attribute("x1").toPixels("x"),
+f="objectBoundingBox"==this.gradientUnits()?c.y()+c.height()*this.attribute("y1").numValue():this.attribute("y1").toPixels("y"),g="objectBoundingBox"==this.gradientUnits()?c.x()+c.width()*this.attribute("x2").numValue():this.attribute("x2").toPixels("x"),c="objectBoundingBox"==this.gradientUnits()?c.y()+c.height()*this.attribute("y2").numValue():this.attribute("y2").toPixels("y");return k==g&&f==c?null:a.createLinearGradient(k,f,g,c)}};a.Element.linearGradient.prototype=new a.Element.GradientBase;
+a.Element.radialGradient=function(c){this.base=a.Element.GradientBase;this.base(c);this.attributesToInherit.push("cx");this.attributesToInherit.push("cy");this.attributesToInherit.push("r");this.attributesToInherit.push("fx");this.attributesToInherit.push("fy");this.getGradient=function(a,c){var d=c.getBoundingBox();this.attribute("cx").hasValue()||(this.attribute("cx",!0).value="50%");this.attribute("cy").hasValue()||(this.attribute("cy",!0).value="50%");this.attribute("r").hasValue()||(this.attribute("r",
+!0).value="50%");var k="objectBoundingBox"==this.gradientUnits()?d.x()+d.width()*this.attribute("cx").numValue():this.attribute("cx").toPixels("x"),f="objectBoundingBox"==this.gradientUnits()?d.y()+d.height()*this.attribute("cy").numValue():this.attribute("cy").toPixels("y"),g=k,n=f;this.attribute("fx").hasValue()&&(g="objectBoundingBox"==this.gradientUnits()?d.x()+d.width()*this.attribute("fx").numValue():this.attribute("fx").toPixels("x"));this.attribute("fy").hasValue()&&(n="objectBoundingBox"==
+this.gradientUnits()?d.y()+d.height()*this.attribute("fy").numValue():this.attribute("fy").toPixels("y"));d="objectBoundingBox"==this.gradientUnits()?(d.width()+d.height())/2*this.attribute("r").numValue():this.attribute("r").toPixels();return a.createRadialGradient(g,n,0,k,f,d)}};a.Element.radialGradient.prototype=new a.Element.GradientBase;a.Element.stop=function(c){this.base=a.Element.ElementBase;this.base(c);this.offset=this.attribute("offset").numValue();0>this.offset&&(this.offset=0);1<this.offset&&
+(this.offset=1);c=this.style("stop-color",!0);""===c.value&&(c.value="#000");this.style("stop-opacity").hasValue()&&(c=c.addOpacity(this.style("stop-opacity")));this.color=c.value};a.Element.stop.prototype=new a.Element.ElementBase;a.Element.AnimateBase=function(c){this.base=a.Element.ElementBase;this.base(c);a.Animations.push(this);this.duration=0;this.begin=this.attribute("begin").toMilliseconds();this.maxDuration=this.begin+this.attribute("dur").toMilliseconds();this.getProperty=function(){var a=
+this.attribute("attributeType").value,c=this.attribute("attributeName").value;return"CSS"==a?this.parent.style(c,!0):this.parent.attribute(c,!0)};this.initialValue=null;this.initialUnits="";this.removed=!1;this.calcValue=function(){return""};this.update=function(a){null==this.initialValue&&(this.initialValue=this.getProperty().value,this.initialUnits=this.getProperty().getUnits());if(this.duration>this.maxDuration){if("indefinite"==this.attribute("repeatCount").value||"indefinite"==this.attribute("repeatDur").value)this.duration=
+0;else if("freeze"==this.attribute("fill").valueOrDefault("remove")&&!this.frozen)this.frozen=!0,this.parent.animationFrozen=!0,this.parent.animationFrozenValue=this.getProperty().value;else if("remove"==this.attribute("fill").valueOrDefault("remove")&&!this.removed)return this.removed=!0,this.getProperty().value=this.parent.animationFrozen?this.parent.animationFrozenValue:this.initialValue,!0;return!1}this.duration+=a;a=!1;this.begin<this.duration&&(a=this.calcValue(),this.attribute("type").hasValue()&&
+(a=this.attribute("type").value+"("+a+")"),this.getProperty().value=a,a=!0);return a};this.from=this.attribute("from");this.to=this.attribute("to");this.values=this.attribute("values");this.values.hasValue()&&(this.values.value=this.values.value.split(";"));this.progress=function(){var b={progress:(this.duration-this.begin)/(this.maxDuration-this.begin)};if(this.values.hasValue()){var c=b.progress*(this.values.value.length-1),d=Math.floor(c),k=Math.ceil(c);b.from=new a.Property("from",parseFloat(this.values.value[d]));
+b.to=new a.Property("to",parseFloat(this.values.value[k]));b.progress=(c-d)/(k-d)}else b.from=this.from,b.to=this.to;return b}};a.Element.AnimateBase.prototype=new a.Element.ElementBase;a.Element.animate=function(c){this.base=a.Element.AnimateBase;this.base(c);this.calcValue=function(){var a=this.progress();return a.from.numValue()+(a.to.numValue()-a.from.numValue())*a.progress+this.initialUnits}};a.Element.animate.prototype=new a.Element.AnimateBase;a.Element.animateColor=function(c){this.base=a.Element.AnimateBase;
+this.base(c);this.calcValue=function(){var a=this.progress(),c=new A(a.from.value),d=new A(a.to.value);if(c.ok&&d.ok){var k=c.g+(d.g-c.g)*a.progress,f=c.b+(d.b-c.b)*a.progress;return"rgb("+parseInt(c.r+(d.r-c.r)*a.progress,10)+","+parseInt(k,10)+","+parseInt(f,10)+")"}return this.attribute("from").value}};a.Element.animateColor.prototype=new a.Element.AnimateBase;a.Element.animateTransform=function(c){this.base=a.Element.AnimateBase;this.base(c);this.calcValue=function(){for(var b=this.progress(),
+c=a.ToNumberArray(b.from.value),d=a.ToNumberArray(b.to.value),k="",f=0;f<c.length;f++)k+=c[f]+(d[f]-c[f])*b.progress+" ";return k}};a.Element.animateTransform.prototype=new a.Element.animate;a.Element.font=function(c){this.base=a.Element.ElementBase;this.base(c);this.horizAdvX=this.attribute("horiz-adv-x").numValue();this.isArabic=this.isRTL=!1;this.missingGlyph=this.fontFace=null;this.glyphs=[];for(c=0;c<this.children.length;c++){var b=this.children[c];"font-face"==b.type?(this.fontFace=b,b.style("font-family").hasValue()&&
+(a.Definitions[b.style("font-family").value]=this)):"missing-glyph"==b.type?this.missingGlyph=b:"glyph"==b.type&&(""!=b.arabicForm?(this.isArabic=this.isRTL=!0,"undefined"==typeof this.glyphs[b.unicode]&&(this.glyphs[b.unicode]=[]),this.glyphs[b.unicode][b.arabicForm]=b):this.glyphs[b.unicode]=b)}};a.Element.font.prototype=new a.Element.ElementBase;a.Element.fontface=function(c){this.base=a.Element.ElementBase;this.base(c);this.ascent=this.attribute("ascent").value;this.descent=this.attribute("descent").value;
+this.unitsPerEm=this.attribute("units-per-em").numValue()};a.Element.fontface.prototype=new a.Element.ElementBase;a.Element.missingglyph=function(c){this.base=a.Element.path;this.base(c);this.horizAdvX=0};a.Element.missingglyph.prototype=new a.Element.path;a.Element.glyph=function(c){this.base=a.Element.path;this.base(c);this.horizAdvX=this.attribute("horiz-adv-x").numValue();this.unicode=this.attribute("unicode").value;this.arabicForm=this.attribute("arabic-form").value};a.Element.glyph.prototype=
+new a.Element.path;a.Element.text=function(c){this.captureTextNodes=!0;this.base=a.Element.RenderedElementBase;this.base(c);this.baseSetContext=this.setContext;this.setContext=function(a){this.baseSetContext(a);var c=this.style("dominant-baseline").toTextBaseline();null==c&&(c=this.style("alignment-baseline").toTextBaseline());null!=c&&(a.textBaseline=c)};this.getBoundingBox=function(){var b=this.attribute("x").toPixels("x"),c=this.attribute("y").toPixels("y"),d=this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize);
+return new a.BoundingBox(b,c-d,b+Math.floor(2*d/3)*this.children[0].getText().length,c)};this.renderChildren=function(a){this.x=this.attribute("x").toPixels("x");this.y=this.attribute("y").toPixels("y");this.attribute("dx").hasValue()&&(this.x+=this.attribute("dx").toPixels("x"));this.attribute("dy").hasValue()&&(this.y+=this.attribute("dy").toPixels("y"));this.x+=this.getAnchorDelta(a,this,0);for(var c=0;c<this.children.length;c++)this.renderChild(a,this,this,c)};this.getAnchorDelta=function(a,c,
+d){var k=this.style("text-anchor").valueOrDefault("start");if("start"!=k){for(var f=0,g=d;g<c.children.length;g++){var n=c.children[g];if(g>d&&n.attribute("x").hasValue())break;f+=n.measureTextRecursive(a)}return-1*("end"==k?f:f/2)}return 0};this.renderChild=function(a,c,d,k){var f=d.children[k];f.attribute("x").hasValue()?(f.x=f.attribute("x").toPixels("x")+c.getAnchorDelta(a,d,k),f.attribute("dx").hasValue()&&(f.x+=f.attribute("dx").toPixels("x"))):(f.attribute("dx").hasValue()&&(c.x+=f.attribute("dx").toPixels("x")),
+f.x=c.x);c.x=f.x+f.measureText(a);f.attribute("y").hasValue()?(f.y=f.attribute("y").toPixels("y"),f.attribute("dy").hasValue()&&(f.y+=f.attribute("dy").toPixels("y"))):(f.attribute("dy").hasValue()&&(c.y+=f.attribute("dy").toPixels("y")),f.y=c.y);c.y=f.y;f.render(a);for(k=0;k<f.children.length;k++)c.renderChild(a,c,f,k)}};a.Element.text.prototype=new a.Element.RenderedElementBase;a.Element.TextElementBase=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.getGlyph=function(a,c,
+d){var k=c[d],f=null;if(a.isArabic){var g="isolated";(0==d||" "==c[d-1])&&d<c.length-2&&" "!=c[d+1]&&(g="terminal");0<d&&" "!=c[d-1]&&d<c.length-2&&" "!=c[d+1]&&(g="medial");0<d&&" "!=c[d-1]&&(d==c.length-1||" "==c[d+1])&&(g="initial");"undefined"!=typeof a.glyphs[k]&&(f=a.glyphs[k][g],null==f&&"glyph"==a.glyphs[k].type&&(f=a.glyphs[k]))}else f=a.glyphs[k];null==f&&(f=a.missingGlyph);return f};this.renderChildren=function(b){var c=this.parent.style("font-family").getDefinition();if(null!=c){var d=
+this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize),k=this.parent.style("font-style").valueOrDefault(a.Font.Parse(a.ctx.font).fontStyle),f=this.getText();c.isRTL&&(f=f.split("").reverse().join(""));for(var g=a.ToNumberArray(this.parent.attribute("dx").value),n=0;n<f.length;n++){var m=this.getGlyph(c,f,n),h=d/c.fontFace.unitsPerEm;b.translate(this.x,this.y);b.scale(h,-h);var l=b.lineWidth;b.lineWidth=b.lineWidth*c.fontFace.unitsPerEm/d;"italic"==k&&b.transform(1,0,.4,
+1,0,0);m.render(b);"italic"==k&&b.transform(1,0,-.4,1,0,0);b.lineWidth=l;b.scale(1/h,-1/h);b.translate(-this.x,-this.y);this.x+=d*(m.horizAdvX||c.horizAdvX)/c.fontFace.unitsPerEm;"undefined"==typeof g[n]||isNaN(g[n])||(this.x+=g[n])}}else""!=b.fillStyle&&b.fillText(a.compressSpaces(this.getText()),this.x,this.y),""!=b.strokeStyle&&b.strokeText(a.compressSpaces(this.getText()),this.x,this.y)};this.getText=function(){};this.measureTextRecursive=function(a){for(var c=this.measureText(a),d=0;d<this.children.length;d++)c+=
+this.children[d].measureTextRecursive(a);return c};this.measureText=function(b){var c=this.parent.style("font-family").getDefinition();if(null!=c){b=this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize);var d=0,k=this.getText();c.isRTL&&(k=k.split("").reverse().join(""));for(var f=a.ToNumberArray(this.parent.attribute("dx").value),g=0;g<k.length;g++){var n=this.getGlyph(c,k,g),d=d+(n.horizAdvX||c.horizAdvX)*b/c.fontFace.unitsPerEm;"undefined"==typeof f[g]||isNaN(f[g])||
+(d+=f[g])}return d}c=a.compressSpaces(this.getText());if(!b.measureText)return 10*c.length;b.save();this.setContext(b);c=b.measureText(c).width;b.restore();return c}};a.Element.TextElementBase.prototype=new a.Element.RenderedElementBase;a.Element.tspan=function(c){this.captureTextNodes=!0;this.base=a.Element.TextElementBase;this.base(c);this.text=a.compressSpaces(c.value||c.text||c.textContent||"");this.getText=function(){return 0<this.children.length?"":this.text}};a.Element.tspan.prototype=new a.Element.TextElementBase;
+a.Element.tref=function(c){this.base=a.Element.TextElementBase;this.base(c);this.getText=function(){var a=this.getHrefAttribute().getDefinition();if(null!=a)return a.children[0].getText()}};a.Element.tref.prototype=new a.Element.TextElementBase;a.Element.a=function(c){this.base=a.Element.TextElementBase;this.base(c);this.hasText=0<c.childNodes.length;for(var b=0;b<c.childNodes.length;b++)3!=c.childNodes[b].nodeType&&(this.hasText=!1);this.text=this.hasText?c.childNodes[0].value:"";this.getText=function(){return this.text};
+this.baseRenderChildren=this.renderChildren;this.renderChildren=function(b){if(this.hasText){this.baseRenderChildren(b);var c=new a.Property("fontSize",a.Font.Parse(a.ctx.font).fontSize);a.Mouse.checkBoundingBox(this,new a.BoundingBox(this.x,this.y-c.toPixels("y"),this.x+this.measureText(b),this.y))}else 0<this.children.length&&(c=new a.Element.g,c.children=this.children,c.parent=this,c.render(b))};this.onclick=function(){window.open(this.getHrefAttribute().value)};this.onmousemove=function(){a.ctx.canvas.style.cursor=
+"pointer"}};a.Element.a.prototype=new a.Element.TextElementBase;a.Element.image=function(c){this.base=a.Element.RenderedElementBase;this.base(c);var b=this.getHrefAttribute().value;if(""!=b){var e=b.match(/\.svg$/);a.Images.push(this);this.loaded=!1;if(e)this.img=a.ajax(b),this.loaded=!0;else{this.img=document.createElement("img");1==a.opts.useCORS&&(this.img.crossOrigin="Anonymous");var d=this;this.img.onload=function(){d.loaded=!0};this.img.onerror=function(){a.log('ERROR: image "'+b+'" not found');
+d.loaded=!0};this.img.src=b}this.renderChildren=function(b){var c=this.attribute("x").toPixels("x"),d=this.attribute("y").toPixels("y"),n=this.attribute("width").toPixels("x"),m=this.attribute("height").toPixels("y");0!=n&&0!=m&&(b.save(),e?b.drawSvg(this.img,c,d,n,m):(b.translate(c,d),a.AspectRatio(b,this.attribute("preserveAspectRatio").value,n,this.img.width,m,this.img.height,0,0),b.drawImage(this.img,0,0)),b.restore())};this.getBoundingBox=function(){var b=this.attribute("x").toPixels("x"),c=
+this.attribute("y").toPixels("y"),d=this.attribute("width").toPixels("x"),e=this.attribute("height").toPixels("y");return new a.BoundingBox(b,c,b+d,c+e)}}};a.Element.image.prototype=new a.Element.RenderedElementBase;a.Element.g=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.getBoundingBox=function(){for(var b=new a.BoundingBox,c=0;c<this.children.length;c++)b.addBoundingBox(this.children[c].getBoundingBox());return b}};a.Element.g.prototype=new a.Element.RenderedElementBase;
+a.Element.symbol=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.render=function(a){}};a.Element.symbol.prototype=new a.Element.RenderedElementBase;a.Element.style=function(c){this.base=a.Element.ElementBase;this.base(c);for(var b="",e=0;e<c.childNodes.length;e++)b+=c.childNodes[e].data;b=b.replace(/(\/\*([^*]|[\r\n]|(\*+([^*\/]|[\r\n])))*\*+\/)|(^[\s]*\/\/.*)/gm,"");b=a.compressSpaces(b);c=b.split("}");for(e=0;e<c.length;e++)if(""!=a.trim(c[e]))for(var d=c[e].split("{"),b=d[0].split(","),
+d=d[1].split(";"),k=0;k<b.length;k++){var f=a.trim(b[k]);if(""!=f){for(var g=a.Styles[f]||{},n=0;n<d.length;n++){var m=d[n].indexOf(":"),h=d[n].substr(0,m),m=d[n].substr(m+1,d[n].length-m);null!=h&&null!=m&&(g[a.trim(h)]=new a.Property(a.trim(h),a.trim(m)))}a.Styles[f]=g;a.StylesSpecificity[f]=K(f);if("@font-face"==f)for(f=g["font-family"].value.replace(/"/g,""),g=g.src.value.split(","),n=0;n<g.length;n++)if(0<g[n].indexOf('format("svg")'))for(h=g[n].indexOf("url"),m=g[n].indexOf(")",h),h=g[n].substr(h+
+5,m-h-6),h=a.parseXml(a.ajax(h)).getElementsByTagName("font"),m=0;m<h.length;m++){var l=a.CreateElement(h[m]);a.Definitions[f]=l}}}};a.Element.style.prototype=new a.Element.ElementBase;a.Element.use=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.baseSetContext=this.setContext;this.setContext=function(a){this.baseSetContext(a);this.attribute("x").hasValue()&&a.translate(this.attribute("x").toPixels("x"),0);this.attribute("y").hasValue()&&a.translate(0,this.attribute("y").toPixels("y"))};
+var b=this.getHrefAttribute().getDefinition();this.path=function(a){null!=b&&b.path(a)};this.getBoundingBox=function(){if(null!=b)return b.getBoundingBox()};this.renderChildren=function(c){if(null!=b){var d=b;"symbol"==b.type&&(d=new a.Element.svg,d.type="svg",d.attributes.viewBox=new a.Property("viewBox",b.attribute("viewBox").value),d.attributes.preserveAspectRatio=new a.Property("preserveAspectRatio",b.attribute("preserveAspectRatio").value),d.attributes.overflow=new a.Property("overflow",b.attribute("overflow").value),
+d.children=b.children);"svg"==d.type&&(this.attribute("width").hasValue()&&(d.attributes.width=new a.Property("width",this.attribute("width").value)),this.attribute("height").hasValue()&&(d.attributes.height=new a.Property("height",this.attribute("height").value)));var k=d.parent;d.parent=null;d.render(c);d.parent=k}}};a.Element.use.prototype=new a.Element.RenderedElementBase;a.Element.mask=function(c){this.base=a.Element.ElementBase;this.base(c);this.apply=function(b,c){var d=this.attribute("x").toPixels("x"),
+k=this.attribute("y").toPixels("y"),f=this.attribute("width").toPixels("x"),g=this.attribute("height").toPixels("y");if(0==f&&0==g){g=new a.BoundingBox;for(d=0;d<this.children.length;d++)g.addBoundingBox(this.children[d].getBoundingBox());d=Math.floor(g.x1);k=Math.floor(g.y1);f=Math.floor(g.width());g=Math.floor(g.height())}var n=c.attribute("mask").value;c.attribute("mask").value="";var m=document.createElement("canvas");m.width=d+f;m.height=k+g;var h=m.getContext("2d");this.renderChildren(h);var l=
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+
+/*!
+
+JSZip v3.1.5 - A JavaScript class for generating and reading zip files
+<http://stuartk.com/jszip>
+
+(c) 2009-2016 Stuart Knightley <stuart [at] stuartk.com>
+Dual licenced under the MIT license or GPLv3. See https://raw.github.com/Stuk/jszip/master/LICENSE.markdown.
+
+JSZip uses the library pako released under the MIT license :
+https://github.com/nodeca/pako/blob/master/LICENSE
+*/
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J=i.LOCAL_FILE_HEADER+I+s+z,K=i.CENTRAL_FILE_HEADER+j(H,2)+I+j(v.length,2)+"\0\0\0\0"+j(G,4)+j(d,4)+s+z+v;return{fileRecord:J,dirRecord:K}},n=function(a,b,c,d,f){var g="",h=e.transformTo("string",f(d));return g=i.CENTRAL_DIRECTORY_END+"\0\0\0\0"+j(a,2)+j(a,2)+j(b,4)+j(c,4)+j(h.length,2)+h},o=function(a){var b="";return b=i.DATA_DESCRIPTOR+j(a.crc32,4)+j(a.compressedSize,4)+j(a.uncompressedSize,4)};e.inherits(d,f),d.prototype.push=function(a){var b=a.meta.percent||0,c=this.entriesCount,d=this._sources.length;this.accumulate?this.contentBuffer.push(a):(this.bytesWritten+=a.data.length,f.prototype.push.call(this,{data:a.data,meta:{currentFile:this.currentFile,percent:c?(b+100*(c-d-1))/c:100}}))},d.prototype.openedSource=function(a){this.currentSourceOffset=this.bytesWritten,this.currentFile=a.file.name;var b=this.streamFiles&&!a.file.dir;if(b){var c=m(a,b,!1,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);this.push({data:c.fileRecord,meta:{percent:0}})}else this.accumulate=!0},d.prototype.closedSource=function(a){this.accumulate=!1;var b=this.streamFiles&&!a.file.dir,c=m(a,b,!0,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);if(this.dirRecords.push(c.dirRecord),b)this.push({data:o(a),meta:{percent:100}});else for(this.push({data:c.fileRecord,meta:{percent:0}});this.contentBuffer.length;)this.push(this.contentBuffer.shift());this.currentFile=null},d.prototype.flush=function(){for(var a=this.bytesWritten,b=0;b<this.dirRecords.length;b++)this.push({data:this.dirRecords[b],meta:{percent:100}});var c=this.bytesWritten-a,d=n(this.dirRecords.length,c,a,this.zipComment,this.encodeFileName);this.push({data:d,meta:{percent:100}})},d.prototype.prepareNextSource=function(){this.previous=this._sources.shift(),this.openedSource(this.previous.streamInfo),this.isPaused?this.previous.pause():this.previous.resume()},d.prototype.registerPrevious=function(a){this._sources.push(a);var b=this;return a.on("data",function(a){b.processChunk(a)}),a.on("end",function(){b.closedSource(b.previous.streamInfo),b._sources.length?b.prepareNextSource():b.end()}),a.on("error",function(a){b.error(a)}),this},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(!this.previous&&this._sources.length?(this.prepareNextSource(),!0):this.previous||this._sources.length||this.generatedError?void 0:(this.end(),!0))},d.prototype.error=function(a){var b=this._sources;if(!f.prototype.error.call(this,a))return!1;for(var c=0;c<b.length;c++)try{b[c].error(a)}catch(a){}return!0},d.prototype.lock=function(){f.prototype.lock.call(this);for(var a=this._sources,b=0;b<a.length;b++)a[b].lock()},b.exports=d},{"../crc32":4,"../signature":23,"../stream/GenericWorker":28,"../utf8":31,"../utils":32}],9:[function(a,b,c){"use strict";var d=a("../compressions"),e=a("./ZipFileWorker"),f=function(a,b){var c=a||b,e=d[c];if(!e)throw new Error(c+" is not a valid compression method !");return e};c.generateWorker=function(a,b,c){var d=new e(b.streamFiles,c,b.platform,b.encodeFileName),g=0;try{a.forEach(function(a,c){g++;var e=f(c.options.compression,b.compression),h=c.options.compressionOptions||b.compressionOptions||{},i=c.dir,j=c.date;c._compressWorker(e,h).withStreamInfo("file",{name:a,dir:i,date:j,comment:c.comment||"",unixPermissions:c.unixPermissions,dosPermissions:c.dosPermissions}).pipe(d)}),d.entriesCount=g}catch(h){d.error(h)}return d}},{"../compressions":3,"./ZipFileWorker":8}],10:[function(a,b,c){"use strict";function d(){if(!(this instanceof d))return new d;if(arguments.length)throw new Error("The constructor with parameters has been removed in JSZip 3.0, please check the upgrade guide.");this.files={},this.comment=null,this.root="",this.clone=function(){var a=new d;for(var b in this)"function"!=typeof this[b]&&(a[b]=this[b]);return 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file.")):e.prepareContent("the loaded zip file",a,!0,b.optimizedBinaryString,b.base64).then(function(a){var c=new h(b);return c.load(a),c}).then(function(a){var c=[f.Promise.resolve(a)],e=a.files;if(b.checkCRC32)for(var g=0;g<e.length;g++)c.push(d(e[g]));return f.Promise.all(c)}).then(function(a){for(var d=a.shift(),e=d.files,f=0;f<e.length;f++){var g=e[f];c.file(g.fileNameStr,g.decompressed,{binary:!0,optimizedBinaryString:!0,date:g.date,dir:g.dir,comment:g.fileCommentStr.length?g.fileCommentStr:null,unixPermissions:g.unixPermissions,dosPermissions:g.dosPermissions,createFolders:b.createFolders})}return d.zipComment.length&&(c.comment=d.zipComment),c})}},{"./external":6,"./nodejsUtils":14,"./stream/Crc32Probe":25,"./utf8":31,"./utils":32,"./zipEntries":33}],12:[function(a,b,c){"use strict";function d(a,b){f.call(this,"Nodejs stream input adapter for "+a),this._upstreamEnded=!1,this._bindStream(b)}var e=a("../utils"),f=a("../stream/GenericWorker");e.inherits(d,f),d.prototype._bindStream=function(a){var b=this;this._stream=a,a.pause(),a.on("data",function(a){b.push({data:a,meta:{percent:0}})}).on("error",function(a){b.isPaused?this.generatedError=a:b.error(a)}).on("end",function(){b.isPaused?b._upstreamEnded=!0:b.end()})},d.prototype.pause=function(){return!!f.prototype.pause.call(this)&&(this._stream.pause(),!0)},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(this._upstreamEnded?this.end():this._stream.resume(),!0)},b.exports=d},{"../stream/GenericWorker":28,"../utils":32}],13:[function(a,b,c){"use strict";function d(a,b,c){e.call(this,b),this._helper=a;var d=this;a.on("data",function(a,b){d.push(a)||d._helper.pause(),c&&c(b)}).on("error",function(a){d.emit("error",a)}).on("end",function(){d.push(null)})}var e=a("readable-stream").Readable,f=a("../utils");f.inherits(d,e),d.prototype._read=function(){this._helper.resume()},b.exports=d},{"../utils":32,"readable-stream":16}],14:[function(a,b,c){"use strict";b.exports={isNode:"undefined"!=typeof Buffer,newBufferFrom:function(a,b){return new Buffer(a,b)},allocBuffer:function(a){return Buffer.alloc?Buffer.alloc(a):new Buffer(a)},isBuffer:function(a){return Buffer.isBuffer(a)},isStream:function(a){return a&&"function"==typeof a.on&&"function"==typeof a.pause&&"function"==typeof a.resume}}},{}],15:[function(a,b,c){"use strict";function d(a){return"[object RegExp]"===Object.prototype.toString.call(a)}var e=a("./utf8"),f=a("./utils"),g=a("./stream/GenericWorker"),h=a("./stream/StreamHelper"),i=a("./defaults"),j=a("./compressedObject"),k=a("./zipObject"),l=a("./generate"),m=a("./nodejsUtils"),n=a("./nodejs/NodejsStreamInputAdapter"),o=function(a,b,c){var d,e=f.getTypeOf(b),h=f.extend(c||{},i);h.date=h.date||new Date,null!==h.compression&&(h.compression=h.compression.toUpperCase()),"string"==typeof h.unixPermissions&&(h.unixPermissions=parseInt(h.unixPermissions,8)),h.unixPermissions&&16384&h.unixPermissions&&(h.dir=!0),h.dosPermissions&&16&h.dosPermissions&&(h.dir=!0),h.dir&&(a=q(a)),h.createFolders&&(d=p(a))&&r.call(this,d,!0);var l="string"===e&&h.binary===!1&&h.base64===!1;c&&"undefined"!=typeof c.binary||(h.binary=!l);var o=b instanceof j&&0===b.uncompressedSize;(o||h.dir||!b||0===b.length)&&(h.base64=!1,h.binary=!0,b="",h.compression="STORE",e="string");var s=null;s=b instanceof j||b instanceof g?b:m.isNode&&m.isStream(b)?new n(a,b):f.prepareContent(a,b,h.binary,h.optimizedBinaryString,h.base64);var t=new k(a,s,h);this.files[a]=t},p=function(a){"/"===a.slice(-1)&&(a=a.substring(0,a.length-1));var b=a.lastIndexOf("/");return b>0?a.substring(0,b):""},q=function(a){return"/"!==a.slice(-1)&&(a+="/"),a},r=function(a,b){return b="undefined"!=typeof b?b:i.createFolders,a=q(a),this.files[a]||o.call(this,a,null,{dir:!0,createFolders:b}),this.files[a]},s={load:function(){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},forEach:function(a){var b,c,d;for(b in this.files)this.files.hasOwnProperty(b)&&(d=this.files[b],c=b.slice(this.root.length,b.length),c&&b.slice(0,this.root.length)===this.root&&a(c,d))},filter:function(a){var b=[];return this.forEach(function(c,d){a(c,d)&&b.push(d)}),b},file:function(a,b,c){if(1===arguments.length){if(d(a)){var e=a;return this.filter(function(a,b){return!b.dir&&e.test(a)})}var f=this.files[this.root+a];return f&&!f.dir?f:null}return a=this.root+a,o.call(this,a,b,c),this},folder:function(a){if(!a)return this;if(d(a))return this.filter(function(b,c){return c.dir&&a.test(b)});var b=this.root+a,c=r.call(this,b),e=this.clone();return e.root=c.name,e},remove:function(a){a=this.root+a;var b=this.files[a];if(b||("/"!==a.slice(-1)&&(a+="/"),b=this.files[a]),b&&!b.dir)delete this.files[a];else for(var c=this.filter(function(b,c){return c.name.slice(0,a.length)===a}),d=0;d<c.length;d++)delete this.files[c[d].name];return this},generate:function(a){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},generateInternalStream:function(a){var b,c={};try{if(c=f.extend(a||{},{streamFiles:!1,compression:"STORE",compressionOptions:null,type:"",platform:"DOS",comment:null,mimeType:"application/zip",encodeFileName:e.utf8encode}),c.type=c.type.toLowerCase(),c.compression=c.compression.toUpperCase(),"binarystring"===c.type&&(c.type="string"),!c.type)throw new Error("No output type specified.");f.checkSupport(c.type),"darwin"!==c.platform&&"freebsd"!==c.platform&&"linux"!==c.platform&&"sunos"!==c.platform||(c.platform="UNIX"),"win32"===c.platform&&(c.platform="DOS");var d=c.comment||this.comment||"";b=l.generateWorker(this,c,d)}catch(i){b=new g("error"),b.error(i)}return new h(b,c.type||"string",c.mimeType)},generateAsync:function(a,b){return this.generateInternalStream(a).accumulate(b)},generateNodeStream:function(a,b){return a=a||{},a.type||(a.type="nodebuffer"),this.generateInternalStream(a).toNodejsStream(b)}};b.exports=s},{"./compressedObject":2,"./defaults":5,"./generate":9,"./nodejs/NodejsStreamInputAdapter":12,"./nodejsUtils":14,"./stream/GenericWorker":28,"./stream/StreamHelper":29,"./utf8":31,"./utils":32,"./zipObject":35}],16:[function(a,b,c){b.exports=a("stream")},{stream:void 0}],17:[function(a,b,c){"use strict";function d(a){e.call(this,a);for(var b=0;b<this.data.length;b++)a[b]=255&a[b]}var e=a("./DataReader"),f=a("../utils");f.inherits(d,e),d.prototype.byteAt=function(a){return this.data[this.zero+a]},d.prototype.lastIndexOfSignature=function(a){for(var b=a.charCodeAt(0),c=a.charCodeAt(1),d=a.charCodeAt(2),e=a.charCodeAt(3),f=this.length-4;f>=0;--f)if(this.data[f]===b&&this.data[f+1]===c&&this.data[f+2]===d&&this.data[f+3]===e)return f-this.zero;return-1},d.prototype.readAndCheckSignature=function(a){var b=a.charCodeAt(0),c=a.charCodeAt(1),d=a.charCodeAt(2),e=a.charCodeAt(3),f=this.readData(4);return b===f[0]&&c===f[1]&&d===f[2]&&e===f[3]},d.prototype.readData=function(a){if(this.checkOffset(a),0===a)return[];var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./DataReader":18}],18:[function(a,b,c){"use strict";function d(a){this.data=a,this.length=a.length,this.index=0,this.zero=0}var e=a("../utils");d.prototype={checkOffset:function(a){this.checkIndex(this.index+a)},checkIndex:function(a){if(this.length<this.zero+a||a<0)throw new Error("End of data reached (data length = "+this.length+", asked index = "+a+"). Corrupted zip ?")},setIndex:function(a){this.checkIndex(a),this.index=a},skip:function(a){this.setIndex(this.index+a)},byteAt:function(a){},readInt:function(a){var b,c=0;for(this.checkOffset(a),b=this.index+a-1;b>=this.index;b--)c=(c<<8)+this.byteAt(b);return this.index+=a,c},readString:function(a){return e.transformTo("string",this.readData(a))},readData:function(a){},lastIndexOfSignature:function(a){},readAndCheckSignature:function(a){},readDate:function(){var a=this.readInt(4);return new Date(Date.UTC((a>>25&127)+1980,(a>>21&15)-1,a>>16&31,a>>11&31,a>>5&63,(31&a)<<1))}},b.exports=d},{"../utils":32}],19:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./Uint8ArrayReader"),f=a("../utils");f.inherits(d,e),d.prototype.readData=function(a){this.checkOffset(a);var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./Uint8ArrayReader":21}],20:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./DataReader"),f=a("../utils");f.inherits(d,e),d.prototype.byteAt=function(a){return this.data.charCodeAt(this.zero+a)},d.prototype.lastIndexOfSignature=function(a){return this.data.lastIndexOf(a)-this.zero},d.prototype.readAndCheckSignature=function(a){var b=this.readData(4);return a===b},d.prototype.readData=function(a){this.checkOffset(a);var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./DataReader":18}],21:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./ArrayReader"),f=a("../utils");f.inherits(d,e),d.prototype.readData=function(a){if(this.checkOffset(a),0===a)return new Uint8Array(0);var b=this.data.subarray(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./ArrayReader":17}],22:[function(a,b,c){"use strict";var d=a("../utils"),e=a("../support"),f=a("./ArrayReader"),g=a("./StringReader"),h=a("./NodeBufferReader"),i=a("./Uint8ArrayReader");b.exports=function(a){var b=d.getTypeOf(a);return d.checkSupport(b),"string"!==b||e.uint8array?"nodebuffer"===b?new h(a):e.uint8array?new i(d.transformTo("uint8array",a)):new f(d.transformTo("array",a)):new g(a)}},{"../support":30,"../utils":32,"./ArrayReader":17,"./NodeBufferReader":19,"./StringReader":20,"./Uint8ArrayReader":21}],23:[function(a,b,c){"use strict";c.LOCAL_FILE_HEADER="PK",c.CENTRAL_FILE_HEADER="PK
",c.CENTRAL_DIRECTORY_END="PK",c.ZIP64_CENTRAL_DIRECTORY_LOCATOR="PK",c.ZIP64_CENTRAL_DIRECTORY_END="PK",c.DATA_DESCRIPTOR="PK\b"},{}],24:[function(a,b,c){"use strict";function d(a){e.call(this,"ConvertWorker to "+a),this.destType=a}var e=a("./GenericWorker"),f=a("../utils");f.inherits(d,e),d.prototype.processChunk=function(a){this.push({data:f.transformTo(this.destType,a.data),meta:a.meta})},b.exports=d},{"../utils":32,"./GenericWorker":28}],25:[function(a,b,c){"use strict";function d(){e.call(this,"Crc32Probe"),this.withStreamInfo("crc32",0)}var e=a("./GenericWorker"),f=a("../crc32"),g=a("../utils");g.inherits(d,e),d.prototype.processChunk=function(a){this.streamInfo.crc32=f(a.data,this.streamInfo.crc32||0),this.push(a)},b.exports=d},{"../crc32":4,"../utils":32,"./GenericWorker":28}],26:[function(a,b,c){"use strict";function d(a){f.call(this,"DataLengthProbe for "+a),this.propName=a,this.withStreamInfo(a,0)}var e=a("../utils"),f=a("./GenericWorker");e.inherits(d,f),d.prototype.processChunk=function(a){if(a){var b=this.streamInfo[this.propName]||0;this.streamInfo[this.propName]=b+a.data.length}f.prototype.processChunk.call(this,a)},b.exports=d},{"../utils":32,"./GenericWorker":28}],27:[function(a,b,c){"use strict";function d(a){f.call(this,"DataWorker");var b=this;this.dataIsReady=!1,this.index=0,this.max=0,this.data=null,this.type="",this._tickScheduled=!1,a.then(function(a){b.dataIsReady=!0,b.data=a,b.max=a&&a.length||0,b.type=e.getTypeOf(a),b.isPaused||b._tickAndRepeat()},function(a){b.error(a)})}var e=a("../utils"),f=a("./GenericWorker"),g=16384;e.inherits(d,f),d.prototype.cleanUp=function(){f.prototype.cleanUp.call(this),this.data=null},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(!this._tickScheduled&&this.dataIsReady&&(this._tickScheduled=!0,e.delay(this._tickAndRepeat,[],this)),!0)},d.prototype._tickAndRepeat=function(){this._tickScheduled=!1,this.isPaused||this.isFinished||(this._tick(),this.isFinished||(e.delay(this._tickAndRepeat,[],this),this._tickScheduled=!0))},d.prototype._tick=function(){if(this.isPaused||this.isFinished)return!1;var a=g,b=null,c=Math.min(this.max,this.index+a);if(this.index>=this.max)return this.end();switch(this.type){case"string":b=this.data.substring(this.index,c);break;case"uint8array":b=this.data.subarray(this.index,c);break;case"array":case"nodebuffer":b=this.data.slice(this.index,c)}return this.index=c,this.push({data:b,meta:{percent:this.max?this.index/this.max*100:0}})},b.exports=d},{"../utils":32,"./GenericWorker":28}],28:[function(a,b,c){"use strict";function d(a){this.name=a||"default",this.streamInfo={},this.generatedError=null,this.extraStreamInfo={},this.isPaused=!0,this.isFinished=!1,this.isLocked=!1,this._listeners={data:[],end:[],error:[]},this.previous=null}d.prototype={push:function(a){this.emit("data",a)},end:function(){if(this.isFinished)return!1;this.flush();try{this.emit("end"),this.cleanUp(),this.isFinished=!0}catch(a){this.emit("error",a)}return!0},error:function(a){return!this.isFinished&&(this.isPaused?this.generatedError=a:(this.isFinished=!0,this.emit("error",a),this.previous&&this.previous.error(a),this.cleanUp()),!0)},on:function(a,b){return this._listeners[a].push(b),this},cleanUp:function(){this.streamInfo=this.generatedError=this.extraStreamInfo=null,this._listeners=[]},emit:function(a,b){if(this._listeners[a])for(var c=0;c<this._listeners[a].length;c++)this._listeners[a][c].call(this,b)},pipe:function(a){return a.registerPrevious(this)},registerPrevious:function(a){if(this.isLocked)throw new Error("The stream '"+this+"' has already been used.");this.streamInfo=a.streamInfo,this.mergeStreamInfo(),this.previous=a;var b=this;return a.on("data",function(a){b.processChunk(a)}),a.on("end",function(){b.end()}),a.on("error",function(a){b.error(a)}),this},pause:function(){return!this.isPaused&&!this.isFinished&&(this.isPaused=!0,this.previous&&this.previous.pause(),!0)},resume:function(){if(!this.isPaused||this.isFinished)return!1;this.isPaused=!1;var a=!1;return this.generatedError&&(this.error(this.generatedError),a=!0),this.previous&&this.previous.resume(),!a},flush:function(){},processChunk:function(a){this.push(a)},withStreamInfo:function(a,b){return this.extraStreamInfo[a]=b,this.mergeStreamInfo(),this},mergeStreamInfo:function(){for(var a in this.extraStreamInfo)this.extraStreamInfo.hasOwnProperty(a)&&(this.streamInfo[a]=this.extraStreamInfo[a])},lock:function(){if(this.isLocked)throw new Error("The stream '"+this+"' has already been used.");this.isLocked=!0,this.previous&&this.previous.lock()},toString:function(){var a="Worker "+this.name;return this.previous?this.previous+" -> "+a:a}},b.exports=d},{}],29:[function(a,b,c){"use strict";function d(a,b,c){switch(a){case"blob":return h.newBlob(h.transformTo("arraybuffer",b),c);case"base64":return k.encode(b);default:return h.transformTo(a,b)}}function e(a,b){var c,d=0,e=null,f=0;for(c=0;c<b.length;c++)f+=b[c].length;switch(a){case"string":return b.join("");case"array":return Array.prototype.concat.apply([],b);case"uint8array":for(e=new Uint8Array(f),c=0;c<b.length;c++)e.set(b[c],d),d+=b[c].length;return e;case"nodebuffer":return Buffer.concat(b);default:throw new Error("concat : unsupported type '"+a+"'")}}function f(a,b){return new m.Promise(function(c,f){var g=[],h=a._internalType,i=a._outputType,j=a._mimeType;a.on("data",function(a,c){g.push(a),b&&b(c)}).on("error",function(a){g=[],f(a)}).on("end",function(){try{var a=d(i,e(h,g),j);c(a)}catch(b){f(b)}g=[]}).resume()})}function g(a,b,c){var d=b;switch(b){case"blob":case"arraybuffer":d="uint8array";break;case"base64":d="string"}try{this._internalType=d,this._outputType=b,this._mimeType=c,h.checkSupport(d),this._worker=a.pipe(new i(d)),a.lock()}catch(e){this._worker=new j("error"),this._worker.error(e)}}var h=a("../utils"),i=a("./ConvertWorker"),j=a("./GenericWorker"),k=a("../base64"),l=a("../support"),m=a("../external"),n=null;if(l.nodestream)try{n=a("../nodejs/NodejsStreamOutputAdapter")}catch(o){}g.prototype={accumulate:function(a){return f(this,a)},on:function(a,b){var c=this;return"data"===a?this._worker.on(a,function(a){b.call(c,a.data,a.meta)}):this._worker.on(a,function(){h.delay(b,arguments,c)}),this},resume:function(){return h.delay(this._worker.resume,[],this._worker),this},pause:function(){return this._worker.pause(),this},toNodejsStream:function(a){if(h.checkSupport("nodestream"),"nodebuffer"!==this._outputType)throw new Error(this._outputType+" is not supported by this method");return new n(this,{objectMode:"nodebuffer"!==this._outputType},a)}},b.exports=g},{"../base64":1,"../external":6,"../nodejs/NodejsStreamOutputAdapter":13,"../support":30,"../utils":32,"./ConvertWorker":24,"./GenericWorker":28}],30:[function(a,b,c){"use strict";if(c.base64=!0,c.array=!0,c.string=!0,c.arraybuffer="undefined"!=typeof ArrayBuffer&&"undefined"!=typeof Uint8Array,c.nodebuffer="undefined"!=typeof Buffer,c.uint8array="undefined"!=typeof Uint8Array,"undefined"==typeof ArrayBuffer)c.blob=!1;else{var d=new ArrayBuffer(0);try{c.blob=0===new Blob([d],{type:"application/zip"}).size}catch(e){try{var f=self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder,g=new f;g.append(d),c.blob=0===g.getBlob("application/zip").size}catch(e){c.blob=!1}}}try{c.nodestream=!!a("readable-stream").Readable}catch(e){c.nodestream=!1}},{"readable-stream":16}],31:[function(a,b,c){"use strict";function d(){i.call(this,"utf-8 decode"),this.leftOver=null}function e(){i.call(this,"utf-8 encode")}for(var f=a("./utils"),g=a("./support"),h=a("./nodejsUtils"),i=a("./stream/GenericWorker"),j=new Array(256),k=0;k<256;k++)j[k]=k>=252?6:k>=248?5:k>=240?4:k>=224?3:k>=192?2:1;j[254]=j[254]=1;var l=function(a){var b,c,d,e,f,h=a.length,i=0;for(e=0;e<h;e++)c=a.charCodeAt(e),55296===(64512&c)&&e+1<h&&(d=a.charCodeAt(e+1),56320===(64512&d)&&(c=65536+(c-55296<<10)+(d-56320),e++)),i+=c<128?1:c<2048?2:c<65536?3:4;for(b=g.uint8array?new Uint8Array(i):new Array(i),f=0,e=0;f<i;e++)c=a.charCodeAt(e),55296===(64512&c)&&e+1<h&&(d=a.charCodeAt(e+1),56320===(64512&d)&&(c=65536+(c-55296<<10)+(d-56320),e++)),c<128?b[f++]=c:c<2048?(b[f++]=192|c>>>6,b[f++]=128|63&c):c<65536?(b[f++]=224|c>>>12,b[f++]=128|c>>>6&63,b[f++]=128|63&c):(b[f++]=240|c>>>18,b[f++]=128|c>>>12&63,b[f++]=128|c>>>6&63,b[f++]=128|63&c);return b},m=function(a,b){var c;for(b=b||a.length,b>a.length&&(b=a.length),c=b-1;c>=0&&128===(192&a[c]);)c--;return c<0?b:0===c?b:c+j[a[c]]>b?c:b},n=function(a){var b,c,d,e,g=a.length,h=new Array(2*g);for(c=0,b=0;b<g;)if(d=a[b++],d<128)h[c++]=d;else if(e=j[d],e>4)h[c++]=65533,b+=e-1;else{for(d&=2===e?31:3===e?15:7;e>1&&b<g;)d=d<<6|63&a[b++],e--;e>1?h[c++]=65533:d<65536?h[c++]=d:(d-=65536,h[c++]=55296|d>>10&1023,h[c++]=56320|1023&d)}return h.length!==c&&(h.subarray?h=h.subarray(0,c):h.length=c),f.applyFromCharCode(h)};c.utf8encode=function(a){return g.nodebuffer?h.newBufferFrom(a,"utf-8"):l(a)},c.utf8decode=function(a){return g.nodebuffer?f.transformTo("nodebuffer",a).toString("utf-8"):(a=f.transformTo(g.uint8array?"uint8array":"array",a),n(a))},f.inherits(d,i),d.prototype.processChunk=function(a){var b=f.transformTo(g.uint8array?"uint8array":"array",a.data);if(this.leftOver&&this.leftOver.length){if(g.uint8array){var d=b;b=new Uint8Array(d.length+this.leftOver.length),b.set(this.leftOver,0),b.set(d,this.leftOver.length)}else b=this.leftOver.concat(b);this.leftOver=null}var e=m(b),h=b;e!==b.length&&(g.uint8array?(h=b.subarray(0,e),this.leftOver=b.subarray(e,b.length)):(h=b.slice(0,e),this.leftOver=b.slice(e,b.length))),this.push({data:c.utf8decode(h),meta:a.meta})},d.prototype.flush=function(){this.leftOver&&this.leftOver.length&&(this.push({data:c.utf8decode(this.leftOver),meta:{}}),this.leftOver=null)},c.Utf8DecodeWorker=d,f.inherits(e,i),e.prototype.processChunk=function(a){this.push({data:c.utf8encode(a.data),meta:a.meta})},c.Utf8EncodeWorker=e},{"./nodejsUtils":14,"./stream/GenericWorker":28,"./support":30,"./utils":32}],32:[function(a,b,c){"use strict";function d(a){var b=null;return b=i.uint8array?new Uint8Array(a.length):new Array(a.length),f(a,b)}function e(a){return a}function f(a,b){for(var c=0;c<a.length;++c)b[c]=255&a.charCodeAt(c);return b}function g(a){var b=65536,d=c.getTypeOf(a),e=!0;if("uint8array"===d?e=n.applyCanBeUsed.uint8array:"nodebuffer"===d&&(e=n.applyCanBeUsed.nodebuffer),e)for(;b>1;)try{return n.stringifyByChunk(a,d,b)}catch(f){b=Math.floor(b/2)}return n.stringifyByChar(a)}function h(a,b){for(var c=0;c<a.length;c++)b[c]=a[c];
+return b}var i=a("./support"),j=a("./base64"),k=a("./nodejsUtils"),l=a("core-js/library/fn/set-immediate"),m=a("./external");c.newBlob=function(a,b){c.checkSupport("blob");try{return new Blob([a],{type:b})}catch(d){try{var e=self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder,f=new e;return f.append(a),f.getBlob(b)}catch(d){throw new Error("Bug : can't construct the Blob.")}}};var n={stringifyByChunk:function(a,b,c){var d=[],e=0,f=a.length;if(f<=c)return String.fromCharCode.apply(null,a);for(;e<f;)"array"===b||"nodebuffer"===b?d.push(String.fromCharCode.apply(null,a.slice(e,Math.min(e+c,f)))):d.push(String.fromCharCode.apply(null,a.subarray(e,Math.min(e+c,f)))),e+=c;return d.join("")},stringifyByChar:function(a){for(var b="",c=0;c<a.length;c++)b+=String.fromCharCode(a[c]);return b},applyCanBeUsed:{uint8array:function(){try{return i.uint8array&&1===String.fromCharCode.apply(null,new Uint8Array(1)).length}catch(a){return!1}}(),nodebuffer:function(){try{return i.nodebuffer&&1===String.fromCharCode.apply(null,k.allocBuffer(1)).length}catch(a){return!1}}()}};c.applyFromCharCode=g;var o={};o.string={string:e,array:function(a){return f(a,new Array(a.length))},arraybuffer:function(a){return o.string.uint8array(a).buffer},uint8array:function(a){return f(a,new Uint8Array(a.length))},nodebuffer:function(a){return f(a,k.allocBuffer(a.length))}},o.array={string:g,array:e,arraybuffer:function(a){return new Uint8Array(a).buffer},uint8array:function(a){return new Uint8Array(a)},nodebuffer:function(a){return k.newBufferFrom(a)}},o.arraybuffer={string:function(a){return g(new Uint8Array(a))},array:function(a){return h(new Uint8Array(a),new Array(a.byteLength))},arraybuffer:e,uint8array:function(a){return new Uint8Array(a)},nodebuffer:function(a){return k.newBufferFrom(new Uint8Array(a))}},o.uint8array={string:g,array:function(a){return h(a,new Array(a.length))},arraybuffer:function(a){return a.buffer},uint8array:e,nodebuffer:function(a){return k.newBufferFrom(a)}},o.nodebuffer={string:g,array:function(a){return h(a,new Array(a.length))},arraybuffer:function(a){return o.nodebuffer.uint8array(a).buffer},uint8array:function(a){return h(a,new Uint8Array(a.length))},nodebuffer:e},c.transformTo=function(a,b){if(b||(b=""),!a)return b;c.checkSupport(a);var d=c.getTypeOf(b),e=o[d][a](b);return e},c.getTypeOf=function(a){return"string"==typeof a?"string":"[object Array]"===Object.prototype.toString.call(a)?"array":i.nodebuffer&&k.isBuffer(a)?"nodebuffer":i.uint8array&&a instanceof Uint8Array?"uint8array":i.arraybuffer&&a instanceof ArrayBuffer?"arraybuffer":void 0},c.checkSupport=function(a){var b=i[a.toLowerCase()];if(!b)throw new Error(a+" is not supported by this platform")},c.MAX_VALUE_16BITS=65535,c.MAX_VALUE_32BITS=-1,c.pretty=function(a){var b,c,d="";for(c=0;c<(a||"").length;c++)b=a.charCodeAt(c),d+="\\x"+(b<16?"0":"")+b.toString(16).toUpperCase();return d},c.delay=function(a,b,c){l(function(){a.apply(c||null,b||[])})},c.inherits=function(a,b){var c=function(){};c.prototype=b.prototype,a.prototype=new c},c.extend=function(){var a,b,c={};for(a=0;a<arguments.length;a++)for(b in arguments[a])arguments[a].hasOwnProperty(b)&&"undefined"==typeof c[b]&&(c[b]=arguments[a][b]);return c},c.prepareContent=function(a,b,e,f,g){var h=m.Promise.resolve(b).then(function(a){var b=i.blob&&(a instanceof Blob||["[object File]","[object Blob]"].indexOf(Object.prototype.toString.call(a))!==-1);return b&&"undefined"!=typeof FileReader?new m.Promise(function(b,c){var d=new FileReader;d.onload=function(a){b(a.target.result)},d.onerror=function(a){c(a.target.error)},d.readAsArrayBuffer(a)}):a});return h.then(function(b){var h=c.getTypeOf(b);return h?("arraybuffer"===h?b=c.transformTo("uint8array",b):"string"===h&&(g?b=j.decode(b):e&&f!==!0&&(b=d(b))),b):m.Promise.reject(new Error("Can't read the data of '"+a+"'. Is it in a supported JavaScript type (String, Blob, ArrayBuffer, etc) ?"))})}},{"./base64":1,"./external":6,"./nodejsUtils":14,"./support":30,"core-js/library/fn/set-immediate":36}],33:[function(a,b,c){"use strict";function d(a){this.files=[],this.loadOptions=a}var e=a("./reader/readerFor"),f=a("./utils"),g=a("./signature"),h=a("./zipEntry"),i=(a("./utf8"),a("./support"));d.prototype={checkSignature:function(a){if(!this.reader.readAndCheckSignature(a)){this.reader.index-=4;var b=this.reader.readString(4);throw new Error("Corrupted zip or bug: unexpected signature ("+f.pretty(b)+", expected "+f.pretty(a)+")")}},isSignature:function(a,b){var c=this.reader.index;this.reader.setIndex(a);var d=this.reader.readString(4),e=d===b;return this.reader.setIndex(c),e},readBlockEndOfCentral:function(){this.diskNumber=this.reader.readInt(2),this.diskWithCentralDirStart=this.reader.readInt(2),this.centralDirRecordsOnThisDisk=this.reader.readInt(2),this.centralDirRecords=this.reader.readInt(2),this.centralDirSize=this.reader.readInt(4),this.centralDirOffset=this.reader.readInt(4),this.zipCommentLength=this.reader.readInt(2);var a=this.reader.readData(this.zipCommentLength),b=i.uint8array?"uint8array":"array",c=f.transformTo(b,a);this.zipComment=this.loadOptions.decodeFileName(c)},readBlockZip64EndOfCentral:function(){this.zip64EndOfCentralSize=this.reader.readInt(8),this.reader.skip(4),this.diskNumber=this.reader.readInt(4),this.diskWithCentralDirStart=this.reader.readInt(4),this.centralDirRecordsOnThisDisk=this.reader.readInt(8),this.centralDirRecords=this.reader.readInt(8),this.centralDirSize=this.reader.readInt(8),this.centralDirOffset=this.reader.readInt(8),this.zip64ExtensibleData={};for(var a,b,c,d=this.zip64EndOfCentralSize-44,e=0;e<d;)a=this.reader.readInt(2),b=this.reader.readInt(4),c=this.reader.readData(b),this.zip64ExtensibleData[a]={id:a,length:b,value:c}},readBlockZip64EndOfCentralLocator:function(){if(this.diskWithZip64CentralDirStart=this.reader.readInt(4),this.relativeOffsetEndOfZip64CentralDir=this.reader.readInt(8),this.disksCount=this.reader.readInt(4),this.disksCount>1)throw new Error("Multi-volumes zip are not supported")},readLocalFiles:function(){var a,b;for(a=0;a<this.files.length;a++)b=this.files[a],this.reader.setIndex(b.localHeaderOffset),this.checkSignature(g.LOCAL_FILE_HEADER),b.readLocalPart(this.reader),b.handleUTF8(),b.processAttributes()},readCentralDir:function(){var a;for(this.reader.setIndex(this.centralDirOffset);this.reader.readAndCheckSignature(g.CENTRAL_FILE_HEADER);)a=new h({zip64:this.zip64},this.loadOptions),a.readCentralPart(this.reader),this.files.push(a);if(this.centralDirRecords!==this.files.length&&0!==this.centralDirRecords&&0===this.files.length)throw new Error("Corrupted zip or bug: expected "+this.centralDirRecords+" records in central dir, got "+this.files.length)},readEndOfCentral:function(){var a=this.reader.lastIndexOfSignature(g.CENTRAL_DIRECTORY_END);if(a<0){var b=!this.isSignature(0,g.LOCAL_FILE_HEADER);throw b?new Error("Can't find end of central directory : is this a zip file ? If it is, see https://stuk.github.io/jszip/documentation/howto/read_zip.html"):new Error("Corrupted zip: can't find end of central directory")}this.reader.setIndex(a);var c=a;if(this.checkSignature(g.CENTRAL_DIRECTORY_END),this.readBlockEndOfCentral(),this.diskNumber===f.MAX_VALUE_16BITS||this.diskWithCentralDirStart===f.MAX_VALUE_16BITS||this.centralDirRecordsOnThisDisk===f.MAX_VALUE_16BITS||this.centralDirRecords===f.MAX_VALUE_16BITS||this.centralDirSize===f.MAX_VALUE_32BITS||this.centralDirOffset===f.MAX_VALUE_32BITS){if(this.zip64=!0,a=this.reader.lastIndexOfSignature(g.ZIP64_CENTRAL_DIRECTORY_LOCATOR),a<0)throw new Error("Corrupted zip: can't find the ZIP64 end of central directory locator");if(this.reader.setIndex(a),this.checkSignature(g.ZIP64_CENTRAL_DIRECTORY_LOCATOR),this.readBlockZip64EndOfCentralLocator(),!this.isSignature(this.relativeOffsetEndOfZip64CentralDir,g.ZIP64_CENTRAL_DIRECTORY_END)&&(this.relativeOffsetEndOfZip64CentralDir=this.reader.lastIndexOfSignature(g.ZIP64_CENTRAL_DIRECTORY_END),this.relativeOffsetEndOfZip64CentralDir<0))throw new Error("Corrupted zip: can't find the ZIP64 end of central directory");this.reader.setIndex(this.relativeOffsetEndOfZip64CentralDir),this.checkSignature(g.ZIP64_CENTRAL_DIRECTORY_END),this.readBlockZip64EndOfCentral()}var d=this.centralDirOffset+this.centralDirSize;this.zip64&&(d+=20,d+=12+this.zip64EndOfCentralSize);var e=c-d;if(e>0)this.isSignature(c,g.CENTRAL_FILE_HEADER)||(this.reader.zero=e);else if(e<0)throw new Error("Corrupted zip: missing "+Math.abs(e)+" bytes.")},prepareReader:function(a){this.reader=e(a)},load:function(a){this.prepareReader(a),this.readEndOfCentral(),this.readCentralDir(),this.readLocalFiles()}},b.exports=d},{"./reader/readerFor":22,"./signature":23,"./support":30,"./utf8":31,"./utils":32,"./zipEntry":34}],34:[function(a,b,c){"use strict";function d(a,b){this.options=a,this.loadOptions=b}var e=a("./reader/readerFor"),f=a("./utils"),g=a("./compressedObject"),h=a("./crc32"),i=a("./utf8"),j=a("./compressions"),k=a("./support"),l=0,m=3,n=function(a){for(var b in j)if(j.hasOwnProperty(b)&&j[b].magic===a)return j[b];return null};d.prototype={isEncrypted:function(){return 1===(1&this.bitFlag)},useUTF8:function(){return 2048===(2048&this.bitFlag)},readLocalPart:function(a){var b,c;if(a.skip(22),this.fileNameLength=a.readInt(2),c=a.readInt(2),this.fileName=a.readData(this.fileNameLength),a.skip(c),this.compressedSize===-1||this.uncompressedSize===-1)throw new Error("Bug or corrupted zip : didn't get enough informations from the central directory (compressedSize === -1 || uncompressedSize === -1)");if(b=n(this.compressionMethod),null===b)throw new Error("Corrupted zip : compression "+f.pretty(this.compressionMethod)+" unknown (inner file : "+f.transformTo("string",this.fileName)+")");this.decompressed=new g(this.compressedSize,this.uncompressedSize,this.crc32,b,a.readData(this.compressedSize))},readCentralPart:function(a){this.versionMadeBy=a.readInt(2),a.skip(2),this.bitFlag=a.readInt(2),this.compressionMethod=a.readString(2),this.date=a.readDate(),this.crc32=a.readInt(4),this.compressedSize=a.readInt(4),this.uncompressedSize=a.readInt(4);var b=a.readInt(2);if(this.extraFieldsLength=a.readInt(2),this.fileCommentLength=a.readInt(2),this.diskNumberStart=a.readInt(2),this.internalFileAttributes=a.readInt(2),this.externalFileAttributes=a.readInt(4),this.localHeaderOffset=a.readInt(4),this.isEncrypted())throw new Error("Encrypted zip are not supported");a.skip(b),this.readExtraFields(a),this.parseZIP64ExtraField(a),this.fileComment=a.readData(this.fileCommentLength)},processAttributes:function(){this.unixPermissions=null,this.dosPermissions=null;var a=this.versionMadeBy>>8;this.dir=!!(16&this.externalFileAttributes),a===l&&(this.dosPermissions=63&this.externalFileAttributes),a===m&&(this.unixPermissions=this.externalFileAttributes>>16&65535),this.dir||"/"!==this.fileNameStr.slice(-1)||(this.dir=!0)},parseZIP64ExtraField:function(a){if(this.extraFields[1]){var b=e(this.extraFields[1].value);this.uncompressedSize===f.MAX_VALUE_32BITS&&(this.uncompressedSize=b.readInt(8)),this.compressedSize===f.MAX_VALUE_32BITS&&(this.compressedSize=b.readInt(8)),this.localHeaderOffset===f.MAX_VALUE_32BITS&&(this.localHeaderOffset=b.readInt(8)),this.diskNumberStart===f.MAX_VALUE_32BITS&&(this.diskNumberStart=b.readInt(4))}},readExtraFields:function(a){var 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c,f,g,h,i,j,k,l,m,n,o,p,q,r,s,t,u,v,w,x,y,z,A,B,C;c=a.state,f=a.next_in,B=a.input,g=f+(a.avail_in-5),h=a.next_out,C=a.output,i=h-(b-a.avail_out),j=h+(a.avail_out-257),k=c.dmax,l=c.wsize,m=c.whave,n=c.wnext,o=c.window,p=c.hold,q=c.bits,r=c.lencode,s=c.distcode,t=(1<<c.lenbits)-1,u=(1<<c.distbits)-1;a:do{q<15&&(p+=B[f++]<<q,q+=8,p+=B[f++]<<q,q+=8),v=r[p&t];b:for(;;){if(w=v>>>24,p>>>=w,q-=w,w=v>>>16&255,0===w)C[h++]=65535&v;else{if(!(16&w)){if(0===(64&w)){v=r[(65535&v)+(p&(1<<w)-1)];continue b}if(32&w){c.mode=e;break a}a.msg="invalid literal/length code",c.mode=d;break a}x=65535&v,w&=15,w&&(q<w&&(p+=B[f++]<<q,q+=8),x+=p&(1<<w)-1,p>>>=w,q-=w),q<15&&(p+=B[f++]<<q,q+=8,p+=B[f++]<<q,q+=8),v=s[p&u];c:for(;;){if(w=v>>>24,p>>>=w,q-=w,w=v>>>16&255,!(16&w)){if(0===(64&w)){v=s[(65535&v)+(p&(1<<w)-1)];continue c}a.msg="invalid distance code",c.mode=d;break a}if(y=65535&v,w&=15,q<w&&(p+=B[f++]<<q,q+=8,q<w&&(p+=B[f++]<<q,q+=8)),y+=p&(1<<w)-1,y>k){a.msg="invalid distance too far back",c.mode=d;break 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P:if(1024&c.flags){for(;n<16;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.length=m,c.head&&(c.head.extra_len=m),512&c.flags&&(Ba[0]=255&m,Ba[1]=m>>>8&255,c.check=u(c.check,Ba,2,0)),m=0,n=0}else c.head&&(c.head.extra=null);c.mode=Q;case Q:if(1024&c.flags&&(q=c.length,q>i&&(q=i),q&&(c.head&&(wa=c.head.extra_len-c.length,c.head.extra||(c.head.extra=new Array(c.head.extra_len)),s.arraySet(c.head.extra,e,g,q,wa)),512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,c.length-=q),c.length))break a;c.length=0,c.mode=R;case R:if(2048&c.flags){if(0===i)break a;q=0;do wa=e[g+q++],c.head&&wa&&c.length<65536&&(c.head.name+=String.fromCharCode(wa));while(wa&&q<i);if(512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,wa)break a}else c.head&&(c.head.name=null);c.length=0,c.mode=S;case S:if(4096&c.flags){if(0===i)break a;q=0;do wa=e[g+q++],c.head&&wa&&c.length<65536&&(c.head.comment+=String.fromCharCode(wa));while(wa&&q<i);if(512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,wa)break a}else c.head&&(c.head.comment=null);c.mode=T;case T:if(512&c.flags){for(;n<16;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m!==(65535&c.check)){a.msg="header crc mismatch",c.mode=ma;break}m=0,n=0}c.head&&(c.head.hcrc=c.flags>>9&1,c.head.done=!0),a.adler=c.check=0,c.mode=W;break;case U:for(;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}a.adler=c.check=d(m),m=0,n=0,c.mode=V;case V:if(0===c.havedict)return a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,F;a.adler=c.check=1,c.mode=W;case W:if(b===B||b===C)break a;case X:if(c.last){m>>>=7&n,n-=7&n,c.mode=ja;break}for(;n<3;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}switch(c.last=1&m,m>>>=1,n-=1,3&m){case 0:c.mode=Y;break;case 1:if(k(c),c.mode=ca,b===C){m>>>=2,n-=2;break a}break;case 2:c.mode=_;break;case 3:a.msg="invalid block type",c.mode=ma}m>>>=2,n-=2;break;case Y:for(m>>>=7&n,n-=7&n;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if((65535&m)!==(m>>>16^65535)){a.msg="invalid stored block lengths",c.mode=ma;break}if(c.length=65535&m,m=0,n=0,c.mode=Z,b===C)break a;case Z:c.mode=$;case $:if(q=c.length){if(q>i&&(q=i),q>j&&(q=j),0===q)break a;s.arraySet(f,e,g,q,h),i-=q,g+=q,j-=q,h+=q,c.length-=q;break}c.mode=W;break;case _:for(;n<14;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(c.nlen=(31&m)+257,m>>>=5,n-=5,c.ndist=(31&m)+1,m>>>=5,n-=5,c.ncode=(15&m)+4,m>>>=4,n-=4,c.nlen>286||c.ndist>30){a.msg="too many length or distance symbols",c.mode=ma;break}c.have=0,c.mode=aa;case aa:for(;c.have<c.ncode;){for(;n<3;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.lens[Ca[c.have++]]=7&m,m>>>=3,n-=3}for(;c.have<19;)c.lens[Ca[c.have++]]=0;if(c.lencode=c.lendyn,c.lenbits=7,ya={bits:c.lenbits},xa=w(x,c.lens,0,19,c.lencode,0,c.work,ya),c.lenbits=ya.bits,xa){a.msg="invalid code lengths set",c.mode=ma;break}c.have=0,c.mode=ba;case ba:for(;c.have<c.nlen+c.ndist;){for(;Aa=c.lencode[m&(1<<c.lenbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(sa<16)m>>>=qa,n-=qa,c.lens[c.have++]=sa;else{if(16===sa){for(za=qa+2;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m>>>=qa,n-=qa,0===c.have){a.msg="invalid bit length repeat",c.mode=ma;break}wa=c.lens[c.have-1],q=3+(3&m),m>>>=2,n-=2}else if(17===sa){for(za=qa+3;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=qa,n-=qa,wa=0,q=3+(7&m),m>>>=3,n-=3}else{for(za=qa+7;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=qa,n-=qa,wa=0,q=11+(127&m),m>>>=7,n-=7}if(c.have+q>c.nlen+c.ndist){a.msg="invalid bit length repeat",c.mode=ma;break}for(;q--;)c.lens[c.have++]=wa}}if(c.mode===ma)break;if(0===c.lens[256]){a.msg="invalid code -- missing end-of-block",c.mode=ma;break}if(c.lenbits=9,ya={bits:c.lenbits},xa=w(y,c.lens,0,c.nlen,c.lencode,0,c.work,ya),c.lenbits=ya.bits,xa){a.msg="invalid literal/lengths set",c.mode=ma;break}if(c.distbits=6,c.distcode=c.distdyn,ya={bits:c.distbits},xa=w(z,c.lens,c.nlen,c.ndist,c.distcode,0,c.work,ya),c.distbits=ya.bits,xa){a.msg="invalid distances set",c.mode=ma;break}if(c.mode=ca,b===C)break a;case ca:c.mode=da;case da:if(i>=6&&j>=258){a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,v(a,p),h=a.next_out,f=a.output,j=a.avail_out,g=a.next_in,e=a.input,i=a.avail_in,m=c.hold,n=c.bits,c.mode===W&&(c.back=-1);break}for(c.back=0;Aa=c.lencode[m&(1<<c.lenbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(ra&&0===(240&ra)){for(ta=qa,ua=ra,va=sa;Aa=c.lencode[va+((m&(1<<ta+ua)-1)>>ta)],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(ta+qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=ta,n-=ta,c.back+=ta}if(m>>>=qa,n-=qa,c.back+=qa,c.length=sa,0===ra){c.mode=ia;break}if(32&ra){c.back=-1,c.mode=W;break}if(64&ra){a.msg="invalid literal/length code",c.mode=ma;break}c.extra=15&ra,c.mode=ea;case ea:if(c.extra){for(za=c.extra;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.length+=m&(1<<c.extra)-1,m>>>=c.extra,n-=c.extra,c.back+=c.extra}c.was=c.length,c.mode=fa;case fa:for(;Aa=c.distcode[m&(1<<c.distbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(0===(240&ra)){for(ta=qa,ua=ra,va=sa;Aa=c.distcode[va+((m&(1<<ta+ua)-1)>>ta)],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(ta+qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=ta,n-=ta,c.back+=ta}if(m>>>=qa,n-=qa,c.back+=qa,64&ra){a.msg="invalid distance code",c.mode=ma;break}c.offset=sa,c.extra=15&ra,c.mode=ga;case ga:if(c.extra){for(za=c.extra;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.offset+=m&(1<<c.extra)-1,m>>>=c.extra,n-=c.extra,c.back+=c.extra}if(c.offset>c.dmax){a.msg="invalid distance too far back",c.mode=ma;break}c.mode=ha;case ha:if(0===j)break a;if(q=p-j,c.offset>q){if(q=c.offset-q,q>c.whave&&c.sane){a.msg="invalid distance too far back",c.mode=ma;break}q>c.wnext?(q-=c.wnext,r=c.wsize-q):r=c.wnext-q,q>c.length&&(q=c.length),pa=c.window}else pa=f,r=h-c.offset,q=c.length;q>j&&(q=j),j-=q,c.length-=q;do f[h++]=pa[r++];while(--q);0===c.length&&(c.mode=da);break;case ia:if(0===j)break a;f[h++]=c.length,j--,c.mode=da;break;case ja:if(c.wrap){for(;n<32;){if(0===i)break a;i--,m|=e[g++]<<n,n+=8}if(p-=j,a.total_out+=p,c.total+=p,p&&(a.adler=c.check=c.flags?u(c.check,f,p,h-p):t(c.check,f,p,h-p)),p=j,(c.flags?m:d(m))!==c.check){a.msg="incorrect data check",c.mode=ma;break}m=0,n=0}c.mode=ka;case ka:if(c.wrap&&c.flags){for(;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m!==(4294967295&c.total)){a.msg="incorrect length check",c.mode=ma;break}m=0,n=0}c.mode=la;case la:xa=E;break a;case ma:xa=H;break a;case na:return I;case oa:default:return G}return a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,(c.wsize||p!==a.avail_out&&c.mode<ma&&(c.mode<ja||b!==A))&&l(a,a.output,a.next_out,p-a.avail_out)?(c.mode=na,I):(o-=a.avail_in,p-=a.avail_out,a.total_in+=o,a.total_out+=p,c.total+=p,c.wrap&&p&&(a.adler=c.check=c.flags?u(c.check,f,p,a.next_out-p):t(c.check,f,p,a.next_out-p)),a.data_type=c.bits+(c.last?64:0)+(c.mode===W?128:0)+(c.mode===ca||c.mode===Z?256:0),(0===o&&0===p||b===A)&&xa===D&&(xa=J),xa)}function n(a){if(!a||!a.state)return G;var b=a.state;return b.window&&(b.window=null),a.state=null,D}function o(a,b){var c;return a&&a.state?(c=a.state,0===(2&c.wrap)?G:(c.head=b,b.done=!1,D)):G}function p(a,b){var c,d,e,f=b.length;return a&&a.state?(c=a.state,0!==c.wrap&&c.mode!==V?G:c.mode===V&&(d=1,d=t(d,b,f,0),d!==c.check)?H:(e=l(a,b,f,f))?(c.mode=na,I):(c.havedict=1,D)):G}var q,r,s=a("../utils/common"),t=a("./adler32"),u=a("./crc32"),v=a("./inffast"),w=a("./inftrees"),x=0,y=1,z=2,A=4,B=5,C=6,D=0,E=1,F=2,G=-2,H=-3,I=-4,J=-5,K=8,L=1,M=2,N=3,O=4,P=5,Q=6,R=7,S=8,T=9,U=10,V=11,W=12,X=13,Y=14,Z=15,$=16,_=17,aa=18,ba=19,ca=20,da=21,ea=22,fa=23,ga=24,ha=25,ia=26,ja=27,ka=28,la=29,ma=30,na=31,oa=32,pa=852,qa=592,ra=15,sa=ra,ta=!0;c.inflateReset=g,c.inflateReset2=h,c.inflateResetKeep=f,c.inflateInit=j,c.inflateInit2=i,c.inflate=m,c.inflateEnd=n,c.inflateGetHeader=o,c.inflateSetDictionary=p,c.inflateInfo="pako inflate (from Nodeca project)"},{"../utils/common":62,"./adler32":64,"./crc32":66,"./inffast":69,"./inftrees":71}],71:[function(a,b,c){"use strict";var d=a("../utils/common"),e=15,f=852,g=592,h=0,i=1,j=2,k=[3,4,5,6,7,8,9,10,11,13,15,17,19,23,27,31,35,43,51,59,67,83,99,115,131,163,195,227,258,0,0],l=[16,16,16,16,16,16,16,16,17,17,17,17,18,18,18,18,19,19,19,19,20,20,20,20,21,21,21,21,16,72,78],m=[1,2,3,4,5,7,9,13,17,25,33,49,65,97,129,193,257,385,513,769,1025,1537,2049,3073,4097,6145,8193,12289,16385,24577,0,0],n=[16,16,16,16,17,17,18,18,19,19,20,20,21,21,22,22,23,23,24,24,25,25,26,26,27,27,28,28,29,29,64,64];b.exports=function(a,b,c,o,p,q,r,s){var t,u,v,w,x,y,z,A,B,C=s.bits,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=null,O=0,P=new d.Buf16(e+1),Q=new d.Buf16(e+1),R=null,S=0;for(D=0;D<=e;D++)P[D]=0;for(E=0;E<o;E++)P[b[c+E]]++;for(H=C,G=e;G>=1&&0===P[G];G--);if(H>G&&(H=G),0===G)return p[q++]=20971520,p[q++]=20971520,s.bits=1,0;for(F=1;F<G&&0===P[F];F++);for(H<F&&(H=F),K=1,D=1;D<=e;D++)if(K<<=1,K-=P[D],K<0)return-1;if(K>0&&(a===h||1!==G))return-1;for(Q[1]=0,D=1;D<e;D++)Q[D+1]=Q[D]+P[D];for(E=0;E<o;E++)0!==b[c+E]&&(r[Q[b[c+E]]++]=E);if(a===h?(N=R=r,y=19):a===i?(N=k,O-=257,R=l,S-=257,y=256):(N=m,R=n,y=-1),M=0,E=0,D=F,x=q,I=H,J=0,v=-1,L=1<<H,w=L-1,a===i&&L>f||a===j&&L>g)return 1;for(;;){z=D-J,r[E]<y?(A=0,B=r[E]):r[E]>y?(A=R[S+r[E]],B=N[O+r[E]]):(A=96,B=0),t=1<<D-J,u=1<<I,F=u;do u-=t,p[x+(M>>J)+u]=z<<24|A<<16|B|0;while(0!==u);for(t=1<<D-1;M&t;)t>>=1;if(0!==t?(M&=t-1,M+=t):M=0,E++,0===--P[D]){if(D===G)break;D=b[c+r[E]]}if(D>H&&(M&w)!==v){for(0===J&&(J=H),x+=F,I=D-J,K=1<<I;I+J<G&&(K-=P[I+J],!(K<=0));)I++,K<<=1;if(L+=1<<I,a===i&&L>f||a===j&&L>g)return 1;v=M&w,p[v]=H<<24|I<<16|x-q|0}}return 0!==M&&(p[x+M]=D-J<<24|64<<16|0),s.bits=H,0}},{"../utils/common":62}],72:[function(a,b,c){"use strict";b.exports={2:"need dictionary",1:"stream end",0:"","-1":"file error","-2":"stream error","-3":"data error","-4":"insufficient memory","-5":"buffer error","-6":"incompatible version"}},{}],73:[function(a,b,c){"use strict";function d(a){for(var b=a.length;--b>=0;)a[b]=0}function e(a,b,c,d,e){this.static_tree=a,this.extra_bits=b,this.extra_base=c,this.elems=d,this.max_length=e,this.has_stree=a&&a.length}function f(a,b){this.dyn_tree=a,this.max_code=0,this.stat_desc=b}function g(a){return a<256?ia[a]:ia[256+(a>>>7)]}function h(a,b){a.pending_buf[a.pending++]=255&b,a.pending_buf[a.pending++]=b>>>8&255}function i(a,b,c){a.bi_valid>X-c?(a.bi_buf|=b<<a.bi_valid&65535,h(a,a.bi_buf),a.bi_buf=b>>X-a.bi_valid,a.bi_valid+=c-X):(a.bi_buf|=b<<a.bi_valid&65535,a.bi_valid+=c)}function j(a,b,c){i(a,c[2*b],c[2*b+1])}function k(a,b){var c=0;do c|=1&a,a>>>=1,c<<=1;while(--b>0);return c>>>1}function l(a){16===a.bi_valid?(h(a,a.bi_buf),a.bi_buf=0,a.bi_valid=0):a.bi_valid>=8&&(a.pending_buf[a.pending++]=255&a.bi_buf,a.bi_buf>>=8,a.bi_valid-=8)}function m(a,b){var c,d,e,f,g,h,i=b.dyn_tree,j=b.max_code,k=b.stat_desc.static_tree,l=b.stat_desc.has_stree,m=b.stat_desc.extra_bits,n=b.stat_desc.extra_base,o=b.stat_desc.max_length,p=0;for(f=0;f<=W;f++)a.bl_count[f]=0;for(i[2*a.heap[a.heap_max]+1]=0,
+c=a.heap_max+1;c<V;c++)d=a.heap[c],f=i[2*i[2*d+1]+1]+1,f>o&&(f=o,p++),i[2*d+1]=f,d>j||(a.bl_count[f]++,g=0,d>=n&&(g=m[d-n]),h=i[2*d],a.opt_len+=h*(f+g),l&&(a.static_len+=h*(k[2*d+1]+g)));if(0!==p){do{for(f=o-1;0===a.bl_count[f];)f--;a.bl_count[f]--,a.bl_count[f+1]+=2,a.bl_count[o]--,p-=2}while(p>0);for(f=o;0!==f;f--)for(d=a.bl_count[f];0!==d;)e=a.heap[--c],e>j||(i[2*e+1]!==f&&(a.opt_len+=(f-i[2*e+1])*i[2*e],i[2*e+1]=f),d--)}}function n(a,b,c){var d,e,f=new Array(W+1),g=0;for(d=1;d<=W;d++)f[d]=g=g+c[d-1]<<1;for(e=0;e<=b;e++){var h=a[2*e+1];0!==h&&(a[2*e]=k(f[h]++,h))}}function o(){var a,b,c,d,f,g=new 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+/*!
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+JSZipUtils - A collection of cross-browser utilities to go along with JSZip.
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+
+*/
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e||o.options.disabled!==!0&&!t(this).hasClass("ui-state-disabled")?("string"==typeof a?o[a]:a).apply(o,arguments):void 0}"string"!=typeof a&&(r.guid=a.guid=a.guid||r.guid||t.guid++);var l=s.match(/^([\w:-]*)\s*(.*)$/),h=l[1]+o.eventNamespace,c=l[2];c?n.on(h,c,r):i.on(h,r)})},_off:function(e,i){i=(i||"").split(" ").join(this.eventNamespace+" ")+this.eventNamespace,e.off(i).off(i),this.bindings=t(this.bindings.not(e).get()),this.focusable=t(this.focusable.not(e).get()),this.hoverable=t(this.hoverable.not(e).get())},_delay:function(t,e){function i(){return("string"==typeof t?s[t]:t).apply(s,arguments)}var s=this;return setTimeout(i,e||0)},_hoverable:function(e){this.hoverable=this.hoverable.add(e),this._on(e,{mouseenter:function(e){this._addClass(t(e.currentTarget),null,"ui-state-hover")},mouseleave:function(e){this._removeClass(t(e.currentTarget),null,"ui-state-hover")}})},_focusable:function(e){this.focusable=this.focusable.add(e),this._on(e,{focusin:function(e){this._addClass(t(e.currentTarget),null,"ui-state-focus")},focusout:function(e){this._removeClass(t(e.currentTarget),null,"ui-state-focus")}})},_trigger:function(e,i,s){var n,o,a=this.options[e];if(s=s||{},i=t.Event(i),i.type=(e===this.widgetEventPrefix?e:this.widgetEventPrefix+e).toLowerCase(),i.target=this.element[0],o=i.originalEvent)for(n in o)n in i||(i[n]=o[n]);return this.element.trigger(i,s),!(t.isFunction(a)&&a.apply(this.element[0],[i].concat(s))===!1||i.isDefaultPrevented())}},t.each({show:"fadeIn",hide:"fadeOut"},function(e,i){t.Widget.prototype["_"+e]=function(s,n,o){"string"==typeof n&&(n={effect:n});var a,r=n?n===!0||"number"==typeof n?i:n.effect||i:e;n=n||{},"number"==typeof n&&(n={duration:n}),a=!t.isEmptyObject(n),n.complete=o,n.delay&&s.delay(n.delay),a&&t.effects&&t.effects.effect[r]?s[e](n):r!==e&&s[r]?s[r](n.duration,n.easing,o):s.queue(function(i){t(this)[e](),o&&o.call(s[0]),i()})}}),t.widget,function(){function e(t,e,i){return[parseFloat(t[0])*(u.test(t[0])?e/100:1),parseFloat(t[1])*(u.test(t[1])?i/100:1)]}function i(e,i){return parseInt(t.css(e,i),10)||0}function s(e){var i=e[0];return 9===i.nodeType?{width:e.width(),height:e.height(),offset:{top:0,left:0}}:t.isWindow(i)?{width:e.width(),height:e.height(),offset:{top:e.scrollTop(),left:e.scrollLeft()}}:i.preventDefault?{width:0,height:0,offset:{top:i.pageY,left:i.pageX}}:{width:e.outerWidth(),height:e.outerHeight(),offset:e.offset()}}var n,o=Math.max,a=Math.abs,r=/left|center|right/,l=/top|center|bottom/,h=/[\+\-]\d+(\.[\d]+)?%?/,c=/^\w+/,u=/%$/,d=t.fn.position;t.position={scrollbarWidth:function(){if(void 0!==n)return n;var e,i,s=t("<div style='display:block;position:absolute;width:50px;height:50px;overflow:hidden;'><div style='height:100px;width:auto;'></div></div>"),o=s.children()[0];return t("body").append(s),e=o.offsetWidth,s.css("overflow","scroll"),i=o.offsetWidth,e===i&&(i=s[0].clientWidth),s.remove(),n=e-i},getScrollInfo:function(e){var i=e.isWindow||e.isDocument?"":e.element.css("overflow-x"),s=e.isWindow||e.isDocument?"":e.element.css("overflow-y"),n="scroll"===i||"auto"===i&&e.width<e.element[0].scrollWidth,o="scroll"===s||"auto"===s&&e.height<e.element[0].scrollHeight;return{width:o?t.position.scrollbarWidth():0,height:n?t.position.scrollbarWidth():0}},getWithinInfo:function(e){var i=t(e||window),s=t.isWindow(i[0]),n=!!i[0]&&9===i[0].nodeType,o=!s&&!n;return{element:i,isWindow:s,isDocument:n,offset:o?t(e).offset():{left:0,top:0},scrollLeft:i.scrollLeft(),scrollTop:i.scrollTop(),width:i.outerWidth(),height:i.outerHeight()}}},t.fn.position=function(n){if(!n||!n.of)return d.apply(this,arguments);n=t.extend({},n);var u,p,f,g,m,_,v=t(n.of),b=t.position.getWithinInfo(n.within),y=t.position.getScrollInfo(b),w=(n.collision||"flip").split(" "),k={};return _=s(v),v[0].preventDefault&&(n.at="left top"),p=_.width,f=_.height,g=_.offset,m=t.extend({},g),t.each(["my","at"],function(){var t,e,i=(n[this]||"").split(" ");1===i.length&&(i=r.test(i[0])?i.concat(["center"]):l.test(i[0])?["center"].concat(i):["center","center"]),i[0]=r.test(i[0])?i[0]:"center",i[1]=l.test(i[1])?i[1]:"center",t=h.exec(i[0]),e=h.exec(i[1]),k[this]=[t?t[0]:0,e?e[0]:0],n[this]=[c.exec(i[0])[0],c.exec(i[1])[0]]}),1===w.length&&(w[1]=w[0]),"right"===n.at[0]?m.left+=p:"center"===n.at[0]&&(m.left+=p/2),"bottom"===n.at[1]?m.top+=f:"center"===n.at[1]&&(m.top+=f/2),u=e(k.at,p,f),m.left+=u[0],m.top+=u[1],this.each(function(){var s,r,l=t(this),h=l.outerWidth(),c=l.outerHeight(),d=i(this,"marginLeft"),_=i(this,"marginTop"),x=h+d+i(this,"marginRight")+y.width,C=c+_+i(this,"marginBottom")+y.height,D=t.extend({},m),T=e(k.my,l.outerWidth(),l.outerHeight());"right"===n.my[0]?D.left-=h:"center"===n.my[0]&&(D.left-=h/2),"bottom"===n.my[1]?D.top-=c:"center"===n.my[1]&&(D.top-=c/2),D.left+=T[0],D.top+=T[1],s={marginLeft:d,marginTop:_},t.each(["left","top"],function(e,i){t.ui.position[w[e]]&&t.ui.position[w[e]][i](D,{targetWidth:p,targetHeight:f,elemWidth:h,elemHeight:c,collisionPosition:s,collisionWidth:x,collisionHeight:C,offset:[u[0]+T[0],u[1]+T[1]],my:n.my,at:n.at,within:b,elem:l})}),n.using&&(r=function(t){var e=g.left-D.left,i=e+p-h,s=g.top-D.top,r=s+f-c,u={target:{element:v,left:g.left,top:g.top,width:p,height:f},element:{element:l,left:D.left,top:D.top,width:h,height:c},horizontal:0>i?"left":e>0?"right":"center",vertical:0>r?"top":s>0?"bottom":"middle"};h>p&&p>a(e+i)&&(u.horizontal="center"),c>f&&f>a(s+r)&&(u.vertical="middle"),u.important=o(a(e),a(i))>o(a(s),a(r))?"horizontal":"vertical",n.using.call(this,t,u)}),l.offset(t.extend(D,{using:r}))})},t.ui.position={fit:{left:function(t,e){var i,s=e.within,n=s.isWindow?s.scrollLeft:s.offset.left,a=s.width,r=t.left-e.collisionPosition.marginLeft,l=n-r,h=r+e.collisionWidth-a-n;e.collisionWidth>a?l>0&&0>=h?(i=t.left+l+e.collisionWidth-a-n,t.left+=l-i):t.left=h>0&&0>=l?n:l>h?n+a-e.collisionWidth:n:l>0?t.left+=l:h>0?t.left-=h:t.left=o(t.left-r,t.left)},top:function(t,e){var i,s=e.within,n=s.isWindow?s.scrollTop:s.offset.top,a=e.within.height,r=t.top-e.collisionPosition.marginTop,l=n-r,h=r+e.collisionHeight-a-n;e.collisionHeight>a?l>0&&0>=h?(i=t.top+l+e.collisionHeight-a-n,t.top+=l-i):t.top=h>0&&0>=l?n:l>h?n+a-e.collisionHeight:n:l>0?t.top+=l:h>0?t.top-=h:t.top=o(t.top-r,t.top)}},flip:{left:function(t,e){var i,s,n=e.within,o=n.offset.left+n.scrollLeft,r=n.width,l=n.isWindow?n.scrollLeft:n.offset.left,h=t.left-e.collisionPosition.marginLeft,c=h-l,u=h+e.collisionWidth-r-l,d="left"===e.my[0]?-e.elemWidth:"right"===e.my[0]?e.elemWidth:0,p="left"===e.at[0]?e.targetWidth:"right"===e.at[0]?-e.targetWidth:0,f=-2*e.offset[0];0>c?(i=t.left+d+p+f+e.collisionWidth-r-o,(0>i||a(c)>i)&&(t.left+=d+p+f)):u>0&&(s=t.left-e.collisionPosition.marginLeft+d+p+f-l,(s>0||u>a(s))&&(t.left+=d+p+f))},top:function(t,e){var i,s,n=e.within,o=n.offset.top+n.scrollTop,r=n.height,l=n.isWindow?n.scrollTop:n.offset.top,h=t.top-e.collisionPosition.marginTop,c=h-l,u=h+e.collisionHeight-r-l,d="top"===e.my[1],p=d?-e.elemHeight:"bottom"===e.my[1]?e.elemHeight:0,f="top"===e.at[1]?e.targetHeight:"bottom"===e.at[1]?-e.targetHeight:0,g=-2*e.offset[1];0>c?(s=t.top+p+f+g+e.collisionHeight-r-o,(0>s||a(c)>s)&&(t.top+=p+f+g)):u>0&&(i=t.top-e.collisionPosition.marginTop+p+f+g-l,(i>0||u>a(i))&&(t.top+=p+f+g))}},flipfit:{left:function(){t.ui.position.flip.left.apply(this,arguments),t.ui.position.fit.left.apply(this,arguments)},top:function(){t.ui.position.flip.top.apply(this,arguments),t.ui.position.fit.top.apply(this,arguments)}}}}(),t.ui.position,t.extend(t.expr[":"],{data:t.expr.createPseudo?t.expr.createPseudo(function(e){return function(i){return!!t.data(i,e)}}):function(e,i,s){return!!t.data(e,s[3])}}),t.fn.extend({disableSelection:function(){var t="onselectstart"in document.createElement("div")?"selectstart":"mousedown";return function(){return this.on(t+".ui-disableSelection",function(t){t.preventDefault()})}}(),enableSelection:function(){return this.off(".ui-disableSelection")}}),t.ui.focusable=function(i,s){var n,o,a,r,l,h=i.nodeName.toLowerCase();return"area"===h?(n=i.parentNode,o=n.name,i.href&&o&&"map"===n.nodeName.toLowerCase()?(a=t("img[usemap='#"+o+"']"),a.length>0&&a.is(":visible")):!1):(/^(input|select|textarea|button|object)$/.test(h)?(r=!i.disabled,r&&(l=t(i).closest("fieldset")[0],l&&(r=!l.disabled))):r="a"===h?i.href||s:s,r&&t(i).is(":visible")&&e(t(i)))},t.extend(t.expr[":"],{focusable:function(e){return t.ui.focusable(e,null!=t.attr(e,"tabindex"))}}),t.ui.focusable,t.fn.form=function(){return"string"==typeof this[0].form?this.closest("form"):t(this[0].form)},t.ui.formResetMixin={_formResetHandler:function(){var e=t(this);setTimeout(function(){var i=e.data("ui-form-reset-instances");t.each(i,function(){this.refresh()})})},_bindFormResetHandler:function(){if(this.form=this.element.form(),this.form.length){var t=this.form.data("ui-form-reset-instances")||[];t.length||this.form.on("reset.ui-form-reset",this._formResetHandler),t.push(this),this.form.data("ui-form-reset-instances",t)}},_unbindFormResetHandler:function(){if(this.form.length){var e=this.form.data("ui-form-reset-instances");e.splice(t.inArray(this,e),1),e.length?this.form.data("ui-form-reset-instances",e):this.form.removeData("ui-form-reset-instances").off("reset.ui-form-reset")}}},"1.7"===t.fn.jquery.substring(0,3)&&(t.each(["Width","Height"],function(e,i){function s(e,i,s,o){return t.each(n,function(){i-=parseFloat(t.css(e,"padding"+this))||0,s&&(i-=parseFloat(t.css(e,"border"+this+"Width"))||0),o&&(i-=parseFloat(t.css(e,"margin"+this))||0)}),i}var n="Width"===i?["Left","Right"]:["Top","Bottom"],o=i.toLowerCase(),a={innerWidth:t.fn.innerWidth,innerHeight:t.fn.innerHeight,outerWidth:t.fn.outerWidth,outerHeight:t.fn.outerHeight};t.fn["inner"+i]=function(e){return void 0===e?a["inner"+i].call(this):this.each(function(){t(this).css(o,s(this,e)+"px")})},t.fn["outer"+i]=function(e,n){return"number"!=typeof e?a["outer"+i].call(this,e):this.each(function(){t(this).css(o,s(this,e,!0,n)+"px")})}}),t.fn.addBack=function(t){return this.add(null==t?this.prevObject:this.prevObject.filter(t))}),t.ui.keyCode={BACKSPACE:8,COMMA:188,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,HOME:36,LEFT:37,PAGE_DOWN:34,PAGE_UP:33,PERIOD:190,RIGHT:39,SPACE:32,TAB:9,UP:38},t.ui.escapeSelector=function(){var t=/([!"#$%&'()*+,./:;<=>?@[\]^`{|}~])/g;return function(e){return e.replace(t,"\\$1")}}(),t.fn.labels=function(){var e,i,s,n,o;return this[0].labels&&this[0].labels.length?this.pushStack(this[0].labels):(n=this.eq(0).parents("label"),s=this.attr("id"),s&&(e=this.eq(0).parents().last(),o=e.add(e.length?e.siblings():this.siblings()),i="label[for='"+t.ui.escapeSelector(s)+"']",n=n.add(o.find(i).addBack(i))),this.pushStack(n))},t.fn.scrollParent=function(e){var i=this.css("position"),s="absolute"===i,n=e?/(auto|scroll|hidden)/:/(auto|scroll)/,o=this.parents().filter(function(){var e=t(this);return s&&"static"===e.css("position")?!1:n.test(e.css("overflow")+e.css("overflow-y")+e.css("overflow-x"))}).eq(0);return"fixed"!==i&&o.length?o:t(this[0].ownerDocument||document)},t.extend(t.expr[":"],{tabbable:function(e){var i=t.attr(e,"tabindex"),s=null!=i;return(!s||i>=0)&&t.ui.focusable(e,s)}}),t.fn.extend({uniqueId:function(){var t=0;return function(){return this.each(function(){this.id||(this.id="ui-id-"+ ++t)})}}(),removeUniqueId:function(){return this.each(function(){/^ui-id-\d+$/.test(this.id)&&t(this).removeAttr("id")})}}),t.ui.ie=!!/msie [\w.]+/.exec(navigator.userAgent.toLowerCase());var n=!1;t(document).on("mouseup",function(){n=!1}),t.widget("ui.mouse",{version:"1.12.1",options:{cancel:"input, textarea, button, select, option",distance:1,delay:0},_mouseInit:function(){var e=this;this.element.on("mousedown."+this.widgetName,function(t){return e._mouseDown(t)}).on("click."+this.widgetName,function(i){return!0===t.data(i.target,e.widgetName+".preventClickEvent")?(t.removeData(i.target,e.widgetName+".preventClickEvent"),i.stopImmediatePropagation(),!1):void 0}),this.started=!1},_mouseDestroy:function(){this.element.off("."+this.widgetName),this._mouseMoveDelegate&&this.document.off("mousemove."+this.widgetName,this._mouseMoveDelegate).off("mouseup."+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(e){if(!n){this._mouseMoved=!1,this._mouseStarted&&this._mouseUp(e),this._mouseDownEvent=e;var i=this,s=1===e.which,o="string"==typeof this.options.cancel&&e.target.nodeName?t(e.target).closest(this.options.cancel).length:!1;return s&&!o&&this._mouseCapture(e)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){i.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(e)!==!1,!this._mouseStarted)?(e.preventDefault(),!0):(!0===t.data(e.target,this.widgetName+".preventClickEvent")&&t.removeData(e.target,this.widgetName+".preventClickEvent"),this._mouseMoveDelegate=function(t){return i._mouseMove(t)},this._mouseUpDelegate=function(t){return i._mouseUp(t)},this.document.on("mousemove."+this.widgetName,this._mouseMoveDelegate).on("mouseup."+this.widgetName,this._mouseUpDelegate),e.preventDefault(),n=!0,!0)):!0}},_mouseMove:function(e){if(this._mouseMoved){if(t.ui.ie&&(!document.documentMode||9>document.documentMode)&&!e.button)return this._mouseUp(e);if(!e.which)if(e.originalEvent.altKey||e.originalEvent.ctrlKey||e.originalEvent.metaKey||e.originalEvent.shiftKey)this.ignoreMissingWhich=!0;else if(!this.ignoreMissingWhich)return this._mouseUp(e)}return(e.which||e.button)&&(this._mouseMoved=!0),this._mouseStarted?(this._mouseDrag(e),e.preventDefault()):(this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(this._mouseDownEvent,e)!==!1,this._mouseStarted?this._mouseDrag(e):this._mouseUp(e)),!this._mouseStarted)},_mouseUp:function(e){this.document.off("mousemove."+this.widgetName,this._mouseMoveDelegate).off("mouseup."+this.widgetName,this._mouseUpDelegate),this._mouseStarted&&(this._mouseStarted=!1,e.target===this._mouseDownEvent.target&&t.data(e.target,this.widgetName+".preventClickEvent",!0),this._mouseStop(e)),this._mouseDelayTimer&&(clearTimeout(this._mouseDelayTimer),delete this._mouseDelayTimer),this.ignoreMissingWhich=!1,n=!1,e.preventDefault()},_mouseDistanceMet:function(t){return Math.max(Math.abs(this._mouseDownEvent.pageX-t.pageX),Math.abs(this._mouseDownEvent.pageY-t.pageY))>=this.options.distance},_mouseDelayMet:function(){return this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}}),t.ui.plugin={add:function(e,i,s){var n,o=t.ui[e].prototype;for(n in s)o.plugins[n]=o.plugins[n]||[],o.plugins[n].push([i,s[n]])},call:function(t,e,i,s){var n,o=t.plugins[e];if(o&&(s||t.element[0].parentNode&&11!==t.element[0].parentNode.nodeType))for(n=0;o.length>n;n++)t.options[o[n][0]]&&o[n][1].apply(t.element,i)}},t.ui.safeActiveElement=function(t){var e;try{e=t.activeElement}catch(i){e=t.body}return e||(e=t.body),e.nodeName||(e=t.body),e},t.ui.safeBlur=function(e){e&&"body"!==e.nodeName.toLowerCase()&&t(e).trigger("blur")},t.widget("ui.draggable",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"drag",options:{addClasses:!0,appendTo:"parent",axis:!1,connectToSortable:!1,containment:!1,cursor:"auto",cursorAt:!1,grid:!1,handle:!1,helper:"original",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:"default",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:"both",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){"original"===this.options.helper&&this._setPositionRelative(),this.options.addClasses&&this._addClass("ui-draggable"),this._setHandleClassName(),this._mouseInit()},_setOption:function(t,e){this._super(t,e),"handle"===t&&(this._removeHandleClassName(),this._setHandleClassName())},_destroy:function(){return(this.helper||this.element).is(".ui-draggable-dragging")?(this.destroyOnClear=!0,void 0):(this._removeHandleClassName(),this._mouseDestroy(),void 0)},_mouseCapture:function(e){var i=this.options;return this.helper||i.disabled||t(e.target).closest(".ui-resizable-handle").length>0?!1:(this.handle=this._getHandle(e),this.handle?(this._blurActiveElement(e),this._blockFrames(i.iframeFix===!0?"iframe":i.iframeFix),!0):!1)},_blockFrames:function(e){this.iframeBlocks=this.document.find(e).map(function(){var e=t(this);return t("<div>").css("position","absolute").appendTo(e.parent()).outerWidth(e.outerWidth()).outerHeight(e.outerHeight()).offset(e.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&&(this.iframeBlocks.remove(),delete this.iframeBlocks)},_blurActiveElement:function(e){var i=t.ui.safeActiveElement(this.document[0]),s=t(e.target);s.closest(i).length||t.ui.safeBlur(i)},_mouseStart:function(e){var i=this.options;return this.helper=this._createHelper(e),this._addClass(this.helper,"ui-draggable-dragging"),this._cacheHelperProportions(),t.ui.ddmanager&&(t.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css("position"),this.scrollParent=this.helper.scrollParent(!0),this.offsetParent=this.helper.offsetParent(),this.hasFixedAncestor=this.helper.parents().filter(function(){return"fixed"===t(this).css("position")}).length>0,this.positionAbs=this.element.offset(),this._refreshOffsets(e),this.originalPosition=this.position=this._generatePosition(e,!1),this.originalPageX=e.pageX,this.originalPageY=e.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger("start",e)===!1?(this._clear(),!1):(this._cacheHelperProportions(),t.ui.ddmanager&&!i.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this._mouseDrag(e,!0),t.ui.ddmanager&&t.ui.ddmanager.dragStart(this,e),!0)},_refreshOffsets:function(t){this.offset={top:this.positionAbs.top-this.margins.top,left:this.positionAbs.left-this.margins.left,scroll:!1,parent:this._getParentOffset(),relative:this._getRelativeOffset()},this.offset.click={left:t.pageX-this.offset.left,top:t.pageY-this.offset.top}},_mouseDrag:function(e,i){if(this.hasFixedAncestor&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(e,!0),this.positionAbs=this._convertPositionTo("absolute"),!i){var s=this._uiHash();if(this._trigger("drag",e,s)===!1)return this._mouseUp(new t.Event("mouseup",e)),!1;this.position=s.position}return this.helper[0].style.left=this.position.left+"px",this.helper[0].style.top=this.position.top+"px",t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),!1},_mouseStop:function(e){var i=this,s=!1;return t.ui.ddmanager&&!this.options.dropBehaviour&&(s=t.ui.ddmanager.drop(this,e)),this.dropped&&(s=this.dropped,this.dropped=!1),"invalid"===this.options.revert&&!s||"valid"===this.options.revert&&s||this.options.revert===!0||t.isFunction(this.options.revert)&&this.options.revert.call(this.element,s)?t(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger("stop",e)!==!1&&i._clear()}):this._trigger("stop",e)!==!1&&this._clear(),!1},_mouseUp:function(e){return this._unblockFrames(),t.ui.ddmanager&&t.ui.ddmanager.dragStop(this,e),this.handleElement.is(e.target)&&this.element.trigger("focus"),t.ui.mouse.prototype._mouseUp.call(this,e)},cancel:function(){return this.helper.is(".ui-draggable-dragging")?this._mouseUp(new t.Event("mouseup",{target:this.element[0]})):this._clear(),this},_getHandle:function(e){return this.options.handle?!!t(e.target).closest(this.element.find(this.options.handle)).length:!0},_setHandleClassName:function(){this.handleElement=this.options.handle?this.element.find(this.options.handle):this.element,this._addClass(this.handleElement,"ui-draggable-handle")},_removeHandleClassName:function(){this._removeClass(this.handleElement,"ui-draggable-handle")},_createHelper:function(e){var i=this.options,s=t.isFunction(i.helper),n=s?t(i.helper.apply(this.element[0],[e])):"clone"===i.helper?this.element.clone().removeAttr("id"):this.element;return n.parents("body").length||n.appendTo("parent"===i.appendTo?this.element[0].parentNode:i.appendTo),s&&n[0]===this.element[0]&&this._setPositionRelative(),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css("position"))||n.css("position","absolute"),n},_setPositionRelative:function(){/^(?:r|a|f)/.test(this.element.css("position"))||(this.element[0].style.position="relative")},_adjustOffsetFromHelper:function(e){"string"==typeof e&&(e=e.split(" ")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),"left"in e&&(this.offset.click.left=e.left+this.margins.left),"right"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),"top"in e&&(this.offset.click.top=e.top+this.margins.top),"bottom"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_isRootNode:function(t){return/(html|body)/i.test(t.tagName)||t===this.document[0]},_getParentOffset:function(){var e=this.offsetParent.offset(),i=this.document[0];return"absolute"===this.cssPosition&&this.scrollParent[0]!==i&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),this._isRootNode(this.offsetParent[0])&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:e.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"!==this.cssPosition)return{top:0,left:0};var t=this.element.position(),e=this._isRootNode(this.scrollParent[0]);return{top:t.top-(parseInt(this.helper.css("top"),10)||0)+(e?0:this.scrollParent.scrollTop()),left:t.left-(parseInt(this.helper.css("left"),10)||0)+(e?0:this.scrollParent.scrollLeft())}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css("marginLeft"),10)||0,top:parseInt(this.element.css("marginTop"),10)||0,right:parseInt(this.element.css("marginRight"),10)||0,bottom:parseInt(this.element.css("marginBottom"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,s,n=this.options,o=this.document[0];return this.relativeContainer=null,n.containment?"window"===n.containment?(this.containment=[t(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,t(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,t(window).scrollLeft()+t(window).width()-this.helperProportions.width-this.margins.left,t(window).scrollTop()+(t(window).height()||o.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):"document"===n.containment?(this.containment=[0,0,t(o).width()-this.helperProportions.width-this.margins.left,(t(o).height()||o.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):n.containment.constructor===Array?(this.containment=n.containment,void 0):("parent"===n.containment&&(n.containment=this.helper[0].parentNode),i=t(n.containment),s=i[0],s&&(e=/(scroll|auto)/.test(i.css("overflow")),this.containment=[(parseInt(i.css("borderLeftWidth"),10)||0)+(parseInt(i.css("paddingLeft"),10)||0),(parseInt(i.css("borderTopWidth"),10)||0)+(parseInt(i.css("paddingTop"),10)||0),(e?Math.max(s.scrollWidth,s.offsetWidth):s.offsetWidth)-(parseInt(i.css("borderRightWidth"),10)||0)-(parseInt(i.css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(e?Math.max(s.scrollHeight,s.offsetHeight):s.offsetHeight)-(parseInt(i.css("borderBottomWidth"),10)||0)-(parseInt(i.css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relativeContainer=i),void 0):(this.containment=null,void 0)},_convertPositionTo:function(t,e){e||(e=this.position);var i="absolute"===t?1:-1,s=this._isRootNode(this.scrollParent[0]);return{top:e.top+this.offset.relative.top*i+this.offset.parent.top*i-("fixed"===this.cssPosition?-this.offset.scroll.top:s?0:this.offset.scroll.top)*i,left:e.left+this.offset.relative.left*i+this.offset.parent.left*i-("fixed"===this.cssPosition?-this.offset.scroll.left:s?0:this.offset.scroll.left)*i}},_generatePosition:function(t,e){var i,s,n,o,a=this.options,r=this._isRootNode(this.scrollParent[0]),l=t.pageX,h=t.pageY;return r&&this.offset.scroll||(this.offset.scroll={top:this.scrollParent.scrollTop(),left:this.scrollParent.scrollLeft()}),e&&(this.containment&&(this.relativeContainer?(s=this.relativeContainer.offset(),i=[this.containment[0]+s.left,this.containment[1]+s.top,this.containment[2]+s.left,this.containment[3]+s.top]):i=this.containment,t.pageX-this.offset.click.left<i[0]&&(l=i[0]+this.offset.click.left),t.pageY-this.offset.click.top<i[1]&&(h=i[1]+this.offset.click.top),t.pageX-this.offset.click.left>i[2]&&(l=i[2]+this.offset.click.left),t.pageY-this.offset.click.top>i[3]&&(h=i[3]+this.offset.click.top)),a.grid&&(n=a.grid[1]?this.originalPageY+Math.round((h-this.originalPageY)/a.grid[1])*a.grid[1]:this.originalPageY,h=i?n-this.offset.click.top>=i[1]||n-this.offset.click.top>i[3]?n:n-this.offset.click.top>=i[1]?n-a.grid[1]:n+a.grid[1]:n,o=a.grid[0]?this.originalPageX+Math.round((l-this.originalPageX)/a.grid[0])*a.grid[0]:this.originalPageX,l=i?o-this.offset.click.left>=i[0]||o-this.offset.click.left>i[2]?o:o-this.offset.click.left>=i[0]?o-a.grid[0]:o+a.grid[0]:o),"y"===a.axis&&(l=this.originalPageX),"x"===a.axis&&(h=this.originalPageY)),{top:h-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.offset.scroll.top:r?0:this.offset.scroll.top),left:l-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.offset.scroll.left:r?0:this.offset.scroll.left)}
+},_clear:function(){this._removeClass(this.helper,"ui-draggable-dragging"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1,this.destroyOnClear&&this.destroy()},_trigger:function(e,i,s){return s=s||this._uiHash(),t.ui.plugin.call(this,e,[i,s,this],!0),/^(drag|start|stop)/.test(e)&&(this.positionAbs=this._convertPositionTo("absolute"),s.offset=this.positionAbs),t.Widget.prototype._trigger.call(this,e,i,s)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),t.ui.plugin.add("draggable","connectToSortable",{start:function(e,i,s){var n=t.extend({},i,{item:s.element});s.sortables=[],t(s.options.connectToSortable).each(function(){var i=t(this).sortable("instance");i&&!i.options.disabled&&(s.sortables.push(i),i.refreshPositions(),i._trigger("activate",e,n))})},stop:function(e,i,s){var n=t.extend({},i,{item:s.element});s.cancelHelperRemoval=!1,t.each(s.sortables,function(){var t=this;t.isOver?(t.isOver=0,s.cancelHelperRemoval=!0,t.cancelHelperRemoval=!1,t._storedCSS={position:t.placeholder.css("position"),top:t.placeholder.css("top"),left:t.placeholder.css("left")},t._mouseStop(e),t.options.helper=t.options._helper):(t.cancelHelperRemoval=!0,t._trigger("deactivate",e,n))})},drag:function(e,i,s){t.each(s.sortables,function(){var n=!1,o=this;o.positionAbs=s.positionAbs,o.helperProportions=s.helperProportions,o.offset.click=s.offset.click,o._intersectsWith(o.containerCache)&&(n=!0,t.each(s.sortables,function(){return this.positionAbs=s.positionAbs,this.helperProportions=s.helperProportions,this.offset.click=s.offset.click,this!==o&&this._intersectsWith(this.containerCache)&&t.contains(o.element[0],this.element[0])&&(n=!1),n})),n?(o.isOver||(o.isOver=1,s._parent=i.helper.parent(),o.currentItem=i.helper.appendTo(o.element).data("ui-sortable-item",!0),o.options._helper=o.options.helper,o.options.helper=function(){return i.helper[0]},e.target=o.currentItem[0],o._mouseCapture(e,!0),o._mouseStart(e,!0,!0),o.offset.click.top=s.offset.click.top,o.offset.click.left=s.offset.click.left,o.offset.parent.left-=s.offset.parent.left-o.offset.parent.left,o.offset.parent.top-=s.offset.parent.top-o.offset.parent.top,s._trigger("toSortable",e),s.dropped=o.element,t.each(s.sortables,function(){this.refreshPositions()}),s.currentItem=s.element,o.fromOutside=s),o.currentItem&&(o._mouseDrag(e),i.position=o.position)):o.isOver&&(o.isOver=0,o.cancelHelperRemoval=!0,o.options._revert=o.options.revert,o.options.revert=!1,o._trigger("out",e,o._uiHash(o)),o._mouseStop(e,!0),o.options.revert=o.options._revert,o.options.helper=o.options._helper,o.placeholder&&o.placeholder.remove(),i.helper.appendTo(s._parent),s._refreshOffsets(e),i.position=s._generatePosition(e,!0),s._trigger("fromSortable",e),s.dropped=!1,t.each(s.sortables,function(){this.refreshPositions()}))})}}),t.ui.plugin.add("draggable","cursor",{start:function(e,i,s){var n=t("body"),o=s.options;n.css("cursor")&&(o._cursor=n.css("cursor")),n.css("cursor",o.cursor)},stop:function(e,i,s){var n=s.options;n._cursor&&t("body").css("cursor",n._cursor)}}),t.ui.plugin.add("draggable","opacity",{start:function(e,i,s){var n=t(i.helper),o=s.options;n.css("opacity")&&(o._opacity=n.css("opacity")),n.css("opacity",o.opacity)},stop:function(e,i,s){var n=s.options;n._opacity&&t(i.helper).css("opacity",n._opacity)}}),t.ui.plugin.add("draggable","scroll",{start:function(t,e,i){i.scrollParentNotHidden||(i.scrollParentNotHidden=i.helper.scrollParent(!1)),i.scrollParentNotHidden[0]!==i.document[0]&&"HTML"!==i.scrollParentNotHidden[0].tagName&&(i.overflowOffset=i.scrollParentNotHidden.offset())},drag:function(e,i,s){var n=s.options,o=!1,a=s.scrollParentNotHidden[0],r=s.document[0];a!==r&&"HTML"!==a.tagName?(n.axis&&"x"===n.axis||(s.overflowOffset.top+a.offsetHeight-e.pageY<n.scrollSensitivity?a.scrollTop=o=a.scrollTop+n.scrollSpeed:e.pageY-s.overflowOffset.top<n.scrollSensitivity&&(a.scrollTop=o=a.scrollTop-n.scrollSpeed)),n.axis&&"y"===n.axis||(s.overflowOffset.left+a.offsetWidth-e.pageX<n.scrollSensitivity?a.scrollLeft=o=a.scrollLeft+n.scrollSpeed:e.pageX-s.overflowOffset.left<n.scrollSensitivity&&(a.scrollLeft=o=a.scrollLeft-n.scrollSpeed))):(n.axis&&"x"===n.axis||(e.pageY-t(r).scrollTop()<n.scrollSensitivity?o=t(r).scrollTop(t(r).scrollTop()-n.scrollSpeed):t(window).height()-(e.pageY-t(r).scrollTop())<n.scrollSensitivity&&(o=t(r).scrollTop(t(r).scrollTop()+n.scrollSpeed))),n.axis&&"y"===n.axis||(e.pageX-t(r).scrollLeft()<n.scrollSensitivity?o=t(r).scrollLeft(t(r).scrollLeft()-n.scrollSpeed):t(window).width()-(e.pageX-t(r).scrollLeft())<n.scrollSensitivity&&(o=t(r).scrollLeft(t(r).scrollLeft()+n.scrollSpeed)))),o!==!1&&t.ui.ddmanager&&!n.dropBehaviour&&t.ui.ddmanager.prepareOffsets(s,e)}}),t.ui.plugin.add("draggable","snap",{start:function(e,i,s){var n=s.options;s.snapElements=[],t(n.snap.constructor!==String?n.snap.items||":data(ui-draggable)":n.snap).each(function(){var e=t(this),i=e.offset();this!==s.element[0]&&s.snapElements.push({item:this,width:e.outerWidth(),height:e.outerHeight(),top:i.top,left:i.left})})},drag:function(e,i,s){var n,o,a,r,l,h,c,u,d,p,f=s.options,g=f.snapTolerance,m=i.offset.left,_=m+s.helperProportions.width,v=i.offset.top,b=v+s.helperProportions.height;for(d=s.snapElements.length-1;d>=0;d--)l=s.snapElements[d].left-s.margins.left,h=l+s.snapElements[d].width,c=s.snapElements[d].top-s.margins.top,u=c+s.snapElements[d].height,l-g>_||m>h+g||c-g>b||v>u+g||!t.contains(s.snapElements[d].item.ownerDocument,s.snapElements[d].item)?(s.snapElements[d].snapping&&s.options.snap.release&&s.options.snap.release.call(s.element,e,t.extend(s._uiHash(),{snapItem:s.snapElements[d].item})),s.snapElements[d].snapping=!1):("inner"!==f.snapMode&&(n=g>=Math.abs(c-b),o=g>=Math.abs(u-v),a=g>=Math.abs(l-_),r=g>=Math.abs(h-m),n&&(i.position.top=s._convertPositionTo("relative",{top:c-s.helperProportions.height,left:0}).top),o&&(i.position.top=s._convertPositionTo("relative",{top:u,left:0}).top),a&&(i.position.left=s._convertPositionTo("relative",{top:0,left:l-s.helperProportions.width}).left),r&&(i.position.left=s._convertPositionTo("relative",{top:0,left:h}).left)),p=n||o||a||r,"outer"!==f.snapMode&&(n=g>=Math.abs(c-v),o=g>=Math.abs(u-b),a=g>=Math.abs(l-m),r=g>=Math.abs(h-_),n&&(i.position.top=s._convertPositionTo("relative",{top:c,left:0}).top),o&&(i.position.top=s._convertPositionTo("relative",{top:u-s.helperProportions.height,left:0}).top),a&&(i.position.left=s._convertPositionTo("relative",{top:0,left:l}).left),r&&(i.position.left=s._convertPositionTo("relative",{top:0,left:h-s.helperProportions.width}).left)),!s.snapElements[d].snapping&&(n||o||a||r||p)&&s.options.snap.snap&&s.options.snap.snap.call(s.element,e,t.extend(s._uiHash(),{snapItem:s.snapElements[d].item})),s.snapElements[d].snapping=n||o||a||r||p)}}),t.ui.plugin.add("draggable","stack",{start:function(e,i,s){var n,o=s.options,a=t.makeArray(t(o.stack)).sort(function(e,i){return(parseInt(t(e).css("zIndex"),10)||0)-(parseInt(t(i).css("zIndex"),10)||0)});a.length&&(n=parseInt(t(a[0]).css("zIndex"),10)||0,t(a).each(function(e){t(this).css("zIndex",n+e)}),this.css("zIndex",n+a.length))}}),t.ui.plugin.add("draggable","zIndex",{start:function(e,i,s){var n=t(i.helper),o=s.options;n.css("zIndex")&&(o._zIndex=n.css("zIndex")),n.css("zIndex",o.zIndex)},stop:function(e,i,s){var n=s.options;n._zIndex&&t(i.helper).css("zIndex",n._zIndex)}}),t.ui.draggable,t.widget("ui.resizable",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"resize",options:{alsoResize:!1,animate:!1,animateDuration:"slow",animateEasing:"swing",aspectRatio:!1,autoHide:!1,classes:{"ui-resizable-se":"ui-icon ui-icon-gripsmall-diagonal-se"},containment:!1,ghost:!1,grid:!1,handles:"e,s,se",helper:!1,maxHeight:null,maxWidth:null,minHeight:10,minWidth:10,zIndex:90,resize:null,start:null,stop:null},_num:function(t){return parseFloat(t)||0},_isNumber:function(t){return!isNaN(parseFloat(t))},_hasScroll:function(e,i){if("hidden"===t(e).css("overflow"))return!1;var s=i&&"left"===i?"scrollLeft":"scrollTop",n=!1;return e[s]>0?!0:(e[s]=1,n=e[s]>0,e[s]=0,n)},_create:function(){var e,i=this.options,s=this;this._addClass("ui-resizable"),t.extend(this,{_aspectRatio:!!i.aspectRatio,aspectRatio:i.aspectRatio,originalElement:this.element,_proportionallyResizeElements:[],_helper:i.helper||i.ghost||i.animate?i.helper||"ui-resizable-helper":null}),this.element[0].nodeName.match(/^(canvas|textarea|input|select|button|img)$/i)&&(this.element.wrap(t("<div class='ui-wrapper' style='overflow: hidden;'></div>").css({position:this.element.css("position"),width:this.element.outerWidth(),height:this.element.outerHeight(),top:this.element.css("top"),left:this.element.css("left")})),this.element=this.element.parent().data("ui-resizable",this.element.resizable("instance")),this.elementIsWrapper=!0,e={marginTop:this.originalElement.css("marginTop"),marginRight:this.originalElement.css("marginRight"),marginBottom:this.originalElement.css("marginBottom"),marginLeft:this.originalElement.css("marginLeft")},this.element.css(e),this.originalElement.css("margin",0),this.originalResizeStyle=this.originalElement.css("resize"),this.originalElement.css("resize","none"),this._proportionallyResizeElements.push(this.originalElement.css({position:"static",zoom:1,display:"block"})),this.originalElement.css(e),this._proportionallyResize()),this._setupHandles(),i.autoHide&&t(this.element).on("mouseenter",function(){i.disabled||(s._removeClass("ui-resizable-autohide"),s._handles.show())}).on("mouseleave",function(){i.disabled||s.resizing||(s._addClass("ui-resizable-autohide"),s._handles.hide())}),this._mouseInit()},_destroy:function(){this._mouseDestroy();var e,i=function(e){t(e).removeData("resizable").removeData("ui-resizable").off(".resizable").find(".ui-resizable-handle").remove()};return this.elementIsWrapper&&(i(this.element),e=this.element,this.originalElement.css({position:e.css("position"),width:e.outerWidth(),height:e.outerHeight(),top:e.css("top"),left:e.css("left")}).insertAfter(e),e.remove()),this.originalElement.css("resize",this.originalResizeStyle),i(this.originalElement),this},_setOption:function(t,e){switch(this._super(t,e),t){case"handles":this._removeHandles(),this._setupHandles();break;default:}},_setupHandles:function(){var 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i,s,n=!1;for(i in this.handles)s=t(this.handles[i])[0],(s===e.target||t.contains(s,e.target))&&(n=!0);return!this.options.disabled&&n},_mouseStart:function(e){var i,s,n,o=this.options,a=this.element;return this.resizing=!0,this._renderProxy(),i=this._num(this.helper.css("left")),s=this._num(this.helper.css("top")),o.containment&&(i+=t(o.containment).scrollLeft()||0,s+=t(o.containment).scrollTop()||0),this.offset=this.helper.offset(),this.position={left:i,top:s},this.size=this._helper?{width:this.helper.width(),height:this.helper.height()}:{width:a.width(),height:a.height()},this.originalSize=this._helper?{width:a.outerWidth(),height:a.outerHeight()}:{width:a.width(),height:a.height()},this.sizeDiff={width:a.outerWidth()-a.width(),height:a.outerHeight()-a.height()},this.originalPosition={left:i,top:s},this.originalMousePosition={left:e.pageX,top:e.pageY},this.aspectRatio="number"==typeof 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t,e=0,i=this.helper||this.element;this._proportionallyResizeElements.length>e;e++)t=this._proportionallyResizeElements[e],this.outerDimensions||(this.outerDimensions=this._getPaddingPlusBorderDimensions(t)),t.css({height:i.height()-this.outerDimensions.height||0,width:i.width()-this.outerDimensions.width||0})},_renderProxy:function(){var e=this.element,i=this.options;this.elementOffset=e.offset(),this._helper?(this.helper=this.helper||t("<div style='overflow:hidden;'></div>"),this._addClass(this.helper,this._helper),this.helper.css({width:this.element.outerWidth(),height:this.element.outerHeight(),position:"absolute",left:this.elementOffset.left+"px",top:this.elementOffset.top+"px",zIndex:++i.zIndex}),this.helper.appendTo("body").disableSelection()):this.helper=this.element},_change:{e:function(t,e){return{width:this.originalSize.width+e}},w:function(t,e){var i=this.originalSize,s=this.originalPosition;return{left:s.left+e,width:i.width-e}},n:function(t,e,i){var 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i=t(this).resizable("instance"),s=i.options,n=i._proportionallyResizeElements,o=n.length&&/textarea/i.test(n[0].nodeName),a=o&&i._hasScroll(n[0],"left")?0:i.sizeDiff.height,r=o?0:i.sizeDiff.width,l={width:i.size.width-r,height:i.size.height-a},h=parseFloat(i.element.css("left"))+(i.position.left-i.originalPosition.left)||null,c=parseFloat(i.element.css("top"))+(i.position.top-i.originalPosition.top)||null;i.element.animate(t.extend(l,c&&h?{top:c,left:h}:{}),{duration:s.animateDuration,easing:s.animateEasing,step:function(){var s={width:parseFloat(i.element.css("width")),height:parseFloat(i.element.css("height")),top:parseFloat(i.element.css("top")),left:parseFloat(i.element.css("left"))};n&&n.length&&t(n[0]).css({width:s.width,height:s.height}),i._updateCache(s),i._propagate("resize",e)}})}}),t.ui.plugin.add("resizable","containment",{start:function(){var e,i,s,n,o,a,r,l=t(this).resizable("instance"),h=l.options,c=l.element,u=h.containment,d=u instanceof t?u.get(0):/parent/.test(u)?c.parent().get(0):u;d&&(l.containerElement=t(d),/document/.test(u)||u===document?(l.containerOffset={left:0,top:0},l.containerPosition={left:0,top:0},l.parentData={element:t(document),left:0,top:0,width:t(document).width(),height:t(document).height()||document.body.parentNode.scrollHeight}):(e=t(d),i=[],t(["Top","Right","Left","Bottom"]).each(function(t,s){i[t]=l._num(e.css("padding"+s))}),l.containerOffset=e.offset(),l.containerPosition=e.position(),l.containerSize={height:e.innerHeight()-i[3],width:e.innerWidth()-i[1]},s=l.containerOffset,n=l.containerSize.height,o=l.containerSize.width,a=l._hasScroll(d,"left")?d.scrollWidth:o,r=l._hasScroll(d)?d.scrollHeight:n,l.parentData={element:d,left:s.left,top:s.top,width:a,height:r}))},resize:function(e){var i,s,n,o,a=t(this).resizable("instance"),r=a.options,l=a.containerOffset,h=a.position,c=a._aspectRatio||e.shiftKey,u={top:0,left:0},d=a.containerElement,p=!0;d[0]!==document&&/static/.test(d.css("position"))&&(u=l),h.left<(a._helper?l.left:0)&&(a.size.width=a.size.width+(a._helper?a.position.left-l.left:a.position.left-u.left),c&&(a.size.height=a.size.width/a.aspectRatio,p=!1),a.position.left=r.helper?l.left:0),h.top<(a._helper?l.top:0)&&(a.size.height=a.size.height+(a._helper?a.position.top-l.top:a.position.top),c&&(a.size.width=a.size.height*a.aspectRatio,p=!1),a.position.top=a._helper?l.top:0),n=a.containerElement.get(0)===a.element.parent().get(0),o=/relative|absolute/.test(a.containerElement.css("position")),n&&o?(a.offset.left=a.parentData.left+a.position.left,a.offset.top=a.parentData.top+a.position.top):(a.offset.left=a.element.offset().left,a.offset.top=a.element.offset().top),i=Math.abs(a.sizeDiff.width+(a._helper?a.offset.left-u.left:a.offset.left-l.left)),s=Math.abs(a.sizeDiff.height+(a._helper?a.offset.top-u.top:a.offset.top-l.top)),i+a.size.width>=a.parentData.width&&(a.size.width=a.parentData.width-i,c&&(a.size.height=a.size.width/a.aspectRatio,p=!1)),s+a.size.height>=a.parentData.height&&(a.size.height=a.parentData.height-s,c&&(a.size.width=a.size.height*a.aspectRatio,p=!1)),p||(a.position.left=a.prevPosition.left,a.position.top=a.prevPosition.top,a.size.width=a.prevSize.width,a.size.height=a.prevSize.height)},stop:function(){var 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o=/ui-corner-([a-z]){2,6}/g;t.widget("ui.controlgroup",{version:"1.12.1",defaultElement:"<div>",options:{direction:"horizontal",disabled:null,onlyVisible:!0,items:{button:"input[type=button], input[type=submit], input[type=reset], button, a",controlgroupLabel:".ui-controlgroup-label",checkboxradio:"input[type='checkbox'], input[type='radio']",selectmenu:"select",spinner:".ui-spinner-input"}},_create:function(){this._enhance()},_enhance:function(){this.element.attr("role","toolbar"),this.refresh()},_destroy:function(){this._callChildMethod("destroy"),this.childWidgets.removeData("ui-controlgroup-data"),this.element.removeAttr("role"),this.options.items.controlgroupLabel&&this.element.find(this.options.items.controlgroupLabel).find(".ui-controlgroup-label-contents").contents().unwrap()},_initWidgets:function(){var e=this,i=[];t.each(this.options.items,function(s,n){var o,a={};return n?"controlgroupLabel"===s?(o=e.element.find(n),o.each(function(){var 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ui-corner-all",s=this._buildSimpleOptions(e,"label").classes.label;this._removeClass(t,null,i),this._addClass(t,null,s)},_buildSimpleOptions:function(t,e){var i="vertical"===this.options.direction,s={classes:{}};return s.classes[e]={middle:"",first:"ui-corner-"+(i?"top":"left"),last:"ui-corner-"+(i?"bottom":"right"),only:"ui-corner-all"}[t],s},_spinnerOptions:function(t){var e=this._buildSimpleOptions(t,"ui-spinner");return e.classes["ui-spinner-up"]="",e.classes["ui-spinner-down"]="",e},_buttonOptions:function(t){return this._buildSimpleOptions(t,"ui-button")},_checkboxradioOptions:function(t){return this._buildSimpleOptions(t,"ui-checkboxradio-label")},_selectmenuOptions:function(t){var e="vertical"===this.options.direction;return{width:e?"auto":!1,classes:{middle:{"ui-selectmenu-button-open":"","ui-selectmenu-button-closed":""},first:{"ui-selectmenu-button-open":"ui-corner-"+(e?"top":"tl"),"ui-selectmenu-button-closed":"ui-corner-"+(e?"top":"left")},last:{"ui-selectmenu-button-open":e?"":"ui-corner-tr","ui-selectmenu-button-closed":"ui-corner-"+(e?"bottom":"right")},only:{"ui-selectmenu-button-open":"ui-corner-top","ui-selectmenu-button-closed":"ui-corner-all"}}[t]}},_resolveClassesValues:function(e,i){var s={};return t.each(e,function(n){var a=i.options.classes[n]||"";a=t.trim(a.replace(o,"")),s[n]=(a+" "+e[n]).replace(/\s+/g," ")}),s},_setOption:function(t,e){return"direction"===t&&this._removeClass("ui-controlgroup-"+this.options.direction),this._super(t,e),"disabled"===t?(this._callChildMethod(e?"disable":"enable"),void 0):(this.refresh(),void 0)},refresh:function(){var e,i=this;this._addClass("ui-controlgroup ui-controlgroup-"+this.options.direction),"horizontal"===this.options.direction&&this._addClass(null,"ui-helper-clearfix"),this._initWidgets(),e=this.childWidgets,this.options.onlyVisible&&(e=e.filter(":visible")),e.length&&(t.each(["first","last"],function(t,s){var n=e[s]().data("ui-controlgroup-data");if(n&&i["_"+n.widgetName+"Options"]){var o=i["_"+n.widgetName+"Options"](1===e.length?"only":s);o.classes=i._resolveClassesValues(o.classes,n),n.element[n.widgetName](o)}else i._updateCornerClass(e[s](),s)}),this._callChildMethod("refresh"))}}),t.widget("ui.checkboxradio",[t.ui.formResetMixin,{version:"1.12.1",options:{disabled:null,label:null,icon:!0,classes:{"ui-checkboxradio-label":"ui-corner-all","ui-checkboxradio-icon":"ui-corner-all"}},_getCreateOptions:function(){var e,i,s=this,n=this._super()||{};return this._readType(),i=this.element.labels(),this.label=t(i[i.length-1]),this.label.length||t.error("No label found for checkboxradio widget"),this.originalLabel="",this.label.contents().not(this.element[0]).each(function(){s.originalLabel+=3===this.nodeType?t(this).text():this.outerHTML}),this.originalLabel&&(n.label=this.originalLabel),e=this.element[0].disabled,null!=e&&(n.disabled=e),n},_create:function(){var t=this.element[0].checked;this._bindFormResetHandler(),null==this.options.disabled&&(this.options.disabled=this.element[0].disabled),this._setOption("disabled",this.options.disabled),this._addClass("ui-checkboxradio","ui-helper-hidden-accessible"),this._addClass(this.label,"ui-checkboxradio-label","ui-button ui-widget"),"radio"===this.type&&this._addClass(this.label,"ui-checkboxradio-radio-label"),this.options.label&&this.options.label!==this.originalLabel?this._updateLabel():this.originalLabel&&(this.options.label=this.originalLabel),this._enhance(),t&&(this._addClass(this.label,"ui-checkboxradio-checked","ui-state-active"),this.icon&&this._addClass(this.icon,null,"ui-state-hover")),this._on({change:"_toggleClasses",focus:function(){this._addClass(this.label,null,"ui-state-focus ui-visual-focus")},blur:function(){this._removeClass(this.label,null,"ui-state-focus ui-visual-focus")}})},_readType:function(){var e=this.element[0].nodeName.toLowerCase();this.type=this.element[0].type,"input"===e&&/radio|checkbox/.test(this.type)||t.error("Can't create checkboxradio on element.nodeName="+e+" and element.type="+this.type)},_enhance:function(){this._updateIcon(this.element[0].checked)},widget:function(){return this.label},_getRadioGroup:function(){var e,i=this.element[0].name,s="input[name='"+t.ui.escapeSelector(i)+"']";return i?(e=this.form.length?t(this.form[0].elements).filter(s):t(s).filter(function(){return 0===t(this).form().length
+}),e.not(this.element)):t([])},_toggleClasses:function(){var e=this.element[0].checked;this._toggleClass(this.label,"ui-checkboxradio-checked","ui-state-active",e),this.options.icon&&"checkbox"===this.type&&this._toggleClass(this.icon,null,"ui-icon-check ui-state-checked",e)._toggleClass(this.icon,null,"ui-icon-blank",!e),"radio"===this.type&&this._getRadioGroup().each(function(){var e=t(this).checkboxradio("instance");e&&e._removeClass(e.label,"ui-checkboxradio-checked","ui-state-active")})},_destroy:function(){this._unbindFormResetHandler(),this.icon&&(this.icon.remove(),this.iconSpace.remove())},_setOption:function(t,e){return"label"!==t||e?(this._super(t,e),"disabled"===t?(this._toggleClass(this.label,null,"ui-state-disabled",e),this.element[0].disabled=e,void 0):(this.refresh(),void 0)):void 0},_updateIcon:function(e){var i="ui-icon ui-icon-background ";this.options.icon?(this.icon||(this.icon=t("<span>"),this.iconSpace=t("<span> </span>"),this._addClass(this.iconSpace,"ui-checkboxradio-icon-space")),"checkbox"===this.type?(i+=e?"ui-icon-check ui-state-checked":"ui-icon-blank",this._removeClass(this.icon,null,e?"ui-icon-blank":"ui-icon-check")):i+="ui-icon-blank",this._addClass(this.icon,"ui-checkboxradio-icon",i),e||this._removeClass(this.icon,null,"ui-icon-check ui-state-checked"),this.icon.prependTo(this.label).after(this.iconSpace)):void 0!==this.icon&&(this.icon.remove(),this.iconSpace.remove(),delete this.icon)},_updateLabel:function(){var t=this.label.contents().not(this.element[0]);this.icon&&(t=t.not(this.icon[0])),this.iconSpace&&(t=t.not(this.iconSpace[0])),t.remove(),this.label.append(this.options.label)},refresh:function(){var t=this.element[0].checked,e=this.element[0].disabled;this._updateIcon(t),this._toggleClass(this.label,"ui-checkboxradio-checked","ui-state-active",t),null!==this.options.label&&this._updateLabel(),e!==this.options.disabled&&this._setOptions({disabled:e})}}]),t.ui.checkboxradio,t.widget("ui.button",{version:"1.12.1",defaultElement:"<button>",options:{classes:{"ui-button":"ui-corner-all"},disabled:null,icon:null,iconPosition:"beginning",label:null,showLabel:!0},_getCreateOptions:function(){var t,e=this._super()||{};return this.isInput=this.element.is("input"),t=this.element[0].disabled,null!=t&&(e.disabled=t),this.originalLabel=this.isInput?this.element.val():this.element.html(),this.originalLabel&&(e.label=this.originalLabel),e},_create:function(){!this.option.showLabel&!this.options.icon&&(this.options.showLabel=!0),null==this.options.disabled&&(this.options.disabled=this.element[0].disabled||!1),this.hasTitle=!!this.element.attr("title"),this.options.label&&this.options.label!==this.originalLabel&&(this.isInput?this.element.val(this.options.label):this.element.html(this.options.label)),this._addClass("ui-button","ui-widget"),this._setOption("disabled",this.options.disabled),this._enhance(),this.element.is("a")&&this._on({keyup:function(e){e.keyCode===t.ui.keyCode.SPACE&&(e.preventDefault(),this.element[0].click?this.element[0].click():this.element.trigger("click"))}})},_enhance:function(){this.element.is("button")||this.element.attr("role","button"),this.options.icon&&(this._updateIcon("icon",this.options.icon),this._updateTooltip())},_updateTooltip:function(){this.title=this.element.attr("title"),this.options.showLabel||this.title||this.element.attr("title",this.options.label)},_updateIcon:function(e,i){var s="iconPosition"!==e,n=s?this.options.iconPosition:i,o="top"===n||"bottom"===n;this.icon?s&&this._removeClass(this.icon,null,this.options.icon):(this.icon=t("<span>"),this._addClass(this.icon,"ui-button-icon","ui-icon"),this.options.showLabel||this._addClass("ui-button-icon-only")),s&&this._addClass(this.icon,null,i),this._attachIcon(n),o?(this._addClass(this.icon,null,"ui-widget-icon-block"),this.iconSpace&&this.iconSpace.remove()):(this.iconSpace||(this.iconSpace=t("<span> </span>"),this._addClass(this.iconSpace,"ui-button-icon-space")),this._removeClass(this.icon,null,"ui-wiget-icon-block"),this._attachIconSpace(n))},_destroy:function(){this.element.removeAttr("role"),this.icon&&this.icon.remove(),this.iconSpace&&this.iconSpace.remove(),this.hasTitle||this.element.removeAttr("title")},_attachIconSpace:function(t){this.icon[/^(?:end|bottom)/.test(t)?"before":"after"](this.iconSpace)},_attachIcon:function(t){this.element[/^(?:end|bottom)/.test(t)?"append":"prepend"](this.icon)},_setOptions:function(t){var e=void 0===t.showLabel?this.options.showLabel:t.showLabel,i=void 0===t.icon?this.options.icon:t.icon;e||i||(t.showLabel=!0),this._super(t)},_setOption:function(t,e){"icon"===t&&(e?this._updateIcon(t,e):this.icon&&(this.icon.remove(),this.iconSpace&&this.iconSpace.remove())),"iconPosition"===t&&this._updateIcon(t,e),"showLabel"===t&&(this._toggleClass("ui-button-icon-only",null,!e),this._updateTooltip()),"label"===t&&(this.isInput?this.element.val(e):(this.element.html(e),this.icon&&(this._attachIcon(this.options.iconPosition),this._attachIconSpace(this.options.iconPosition)))),this._super(t,e),"disabled"===t&&(this._toggleClass(null,"ui-state-disabled",e),this.element[0].disabled=e,e&&this.element.blur())},refresh:function(){var t=this.element.is("input, button")?this.element[0].disabled:this.element.hasClass("ui-button-disabled");t!==this.options.disabled&&this._setOptions({disabled:t}),this._updateTooltip()}}),t.uiBackCompat!==!1&&(t.widget("ui.button",t.ui.button,{options:{text:!0,icons:{primary:null,secondary:null}},_create:function(){this.options.showLabel&&!this.options.text&&(this.options.showLabel=this.options.text),!this.options.showLabel&&this.options.text&&(this.options.text=this.options.showLabel),this.options.icon||!this.options.icons.primary&&!this.options.icons.secondary?this.options.icon&&(this.options.icons.primary=this.options.icon):this.options.icons.primary?this.options.icon=this.options.icons.primary:(this.options.icon=this.options.icons.secondary,this.options.iconPosition="end"),this._super()},_setOption:function(t,e){return"text"===t?(this._super("showLabel",e),void 0):("showLabel"===t&&(this.options.text=e),"icon"===t&&(this.options.icons.primary=e),"icons"===t&&(e.primary?(this._super("icon",e.primary),this._super("iconPosition","beginning")):e.secondary&&(this._super("icon",e.secondary),this._super("iconPosition","end"))),this._superApply(arguments),void 0)}}),t.fn.button=function(e){return function(){return!this.length||this.length&&"INPUT"!==this[0].tagName||this.length&&"INPUT"===this[0].tagName&&"checkbox"!==this.attr("type")&&"radio"!==this.attr("type")?e.apply(this,arguments):(t.ui.checkboxradio||t.error("Checkboxradio widget missing"),0===arguments.length?this.checkboxradio({icon:!1}):this.checkboxradio.apply(this,arguments))}}(t.fn.button),t.fn.buttonset=function(){return t.ui.controlgroup||t.error("Controlgroup widget missing"),"option"===arguments[0]&&"items"===arguments[1]&&arguments[2]?this.controlgroup.apply(this,[arguments[0],"items.button",arguments[2]]):"option"===arguments[0]&&"items"===arguments[1]?this.controlgroup.apply(this,[arguments[0],"items.button"]):("object"==typeof arguments[0]&&arguments[0].items&&(arguments[0].items={button:arguments[0].items}),this.controlgroup.apply(this,arguments))}),t.ui.button,t.widget("ui.dialog",{version:"1.12.1",options:{appendTo:"body",autoOpen:!0,buttons:[],classes:{"ui-dialog":"ui-corner-all","ui-dialog-titlebar":"ui-corner-all"},closeOnEscape:!0,closeText:"Close",draggable:!0,hide:null,height:"auto",maxHeight:null,maxWidth:null,minHeight:150,minWidth:150,modal:!1,position:{my:"center",at:"center",of:window,collision:"fit",using:function(e){var i=t(this).css(e).offset().top;0>i&&t(this).css("top",e.top-i)}},resizable:!0,show:null,title:null,width:300,beforeClose:null,close:null,drag:null,dragStart:null,dragStop:null,focus:null,open:null,resize:null,resizeStart:null,resizeStop:null},sizeRelatedOptions:{buttons:!0,height:!0,maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0,width:!0},resizableRelatedOptions:{maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0},_create:function(){this.originalCss={display:this.element[0].style.display,width:this.element[0].style.width,minHeight:this.element[0].style.minHeight,maxHeight:this.element[0].style.maxHeight,height:this.element[0].style.height},this.originalPosition={parent:this.element.parent(),index:this.element.parent().children().index(this.element)},this.originalTitle=this.element.attr("title"),null==this.options.title&&null!=this.originalTitle&&(this.options.title=this.originalTitle),this.options.disabled&&(this.options.disabled=!1),this._createWrapper(),this.element.show().removeAttr("title").appendTo(this.uiDialog),this._addClass("ui-dialog-content","ui-widget-content"),this._createTitlebar(),this._createButtonPane(),this.options.draggable&&t.fn.draggable&&this._makeDraggable(),this.options.resizable&&t.fn.resizable&&this._makeResizable(),this._isOpen=!1,this._trackFocus()},_init:function(){this.options.autoOpen&&this.open()},_appendTo:function(){var e=this.options.appendTo;return e&&(e.jquery||e.nodeType)?t(e):this.document.find(e||"body").eq(0)},_destroy:function(){var t,e=this.originalPosition;this._untrackInstance(),this._destroyOverlay(),this.element.removeUniqueId().css(this.originalCss).detach(),this.uiDialog.remove(),this.originalTitle&&this.element.attr("title",this.originalTitle),t=e.parent.children().eq(e.index),t.length&&t[0]!==this.element[0]?t.before(this.element):e.parent.append(this.element)},widget:function(){return this.uiDialog},disable:t.noop,enable:t.noop,close:function(e){var i=this;this._isOpen&&this._trigger("beforeClose",e)!==!1&&(this._isOpen=!1,this._focusedElement=null,this._destroyOverlay(),this._untrackInstance(),this.opener.filter(":focusable").trigger("focus").length||t.ui.safeBlur(t.ui.safeActiveElement(this.document[0])),this._hide(this.uiDialog,this.options.hide,function(){i._trigger("close",e)}))},isOpen:function(){return this._isOpen},moveToTop:function(){this._moveToTop()},_moveToTop:function(e,i){var s=!1,n=this.uiDialog.siblings(".ui-front:visible").map(function(){return+t(this).css("z-index")}).get(),o=Math.max.apply(null,n);return o>=+this.uiDialog.css("z-index")&&(this.uiDialog.css("z-index",o+1),s=!0),s&&!i&&this._trigger("focus",e),s},open:function(){var e=this;return this._isOpen?(this._moveToTop()&&this._focusTabbable(),void 0):(this._isOpen=!0,this.opener=t(t.ui.safeActiveElement(this.document[0])),this._size(),this._position(),this._createOverlay(),this._moveToTop(null,!0),this.overlay&&this.overlay.css("z-index",this.uiDialog.css("z-index")-1),this._show(this.uiDialog,this.options.show,function(){e._focusTabbable(),e._trigger("focus")}),this._makeFocusTarget(),this._trigger("open"),void 0)},_focusTabbable:function(){var t=this._focusedElement;t||(t=this.element.find("[autofocus]")),t.length||(t=this.element.find(":tabbable")),t.length||(t=this.uiDialogButtonPane.find(":tabbable")),t.length||(t=this.uiDialogTitlebarClose.filter(":tabbable")),t.length||(t=this.uiDialog),t.eq(0).trigger("focus")},_keepFocus:function(e){function i(){var e=t.ui.safeActiveElement(this.document[0]),i=this.uiDialog[0]===e||t.contains(this.uiDialog[0],e);i||this._focusTabbable()}e.preventDefault(),i.call(this),this._delay(i)},_createWrapper:function(){this.uiDialog=t("<div>").hide().attr({tabIndex:-1,role:"dialog"}).appendTo(this._appendTo()),this._addClass(this.uiDialog,"ui-dialog","ui-widget ui-widget-content ui-front"),this._on(this.uiDialog,{keydown:function(e){if(this.options.closeOnEscape&&!e.isDefaultPrevented()&&e.keyCode&&e.keyCode===t.ui.keyCode.ESCAPE)return e.preventDefault(),this.close(e),void 0;if(e.keyCode===t.ui.keyCode.TAB&&!e.isDefaultPrevented()){var i=this.uiDialog.find(":tabbable"),s=i.filter(":first"),n=i.filter(":last");e.target!==n[0]&&e.target!==this.uiDialog[0]||e.shiftKey?e.target!==s[0]&&e.target!==this.uiDialog[0]||!e.shiftKey||(this._delay(function(){n.trigger("focus")}),e.preventDefault()):(this._delay(function(){s.trigger("focus")}),e.preventDefault())}},mousedown:function(t){this._moveToTop(t)&&this._focusTabbable()}}),this.element.find("[aria-describedby]").length||this.uiDialog.attr({"aria-describedby":this.element.uniqueId().attr("id")})},_createTitlebar:function(){var e;this.uiDialogTitlebar=t("<div>"),this._addClass(this.uiDialogTitlebar,"ui-dialog-titlebar","ui-widget-header ui-helper-clearfix"),this._on(this.uiDialogTitlebar,{mousedown:function(e){t(e.target).closest(".ui-dialog-titlebar-close")||this.uiDialog.trigger("focus")}}),this.uiDialogTitlebarClose=t("<button type='button'></button>").button({label:t("<a>").text(this.options.closeText).html(),icon:"ui-icon-closethick",showLabel:!1}).appendTo(this.uiDialogTitlebar),this._addClass(this.uiDialogTitlebarClose,"ui-dialog-titlebar-close"),this._on(this.uiDialogTitlebarClose,{click:function(t){t.preventDefault(),this.close(t)}}),e=t("<span>").uniqueId().prependTo(this.uiDialogTitlebar),this._addClass(e,"ui-dialog-title"),this._title(e),this.uiDialogTitlebar.prependTo(this.uiDialog),this.uiDialog.attr({"aria-labelledby":e.attr("id")})},_title:function(t){this.options.title?t.text(this.options.title):t.html("&#160;")},_createButtonPane:function(){this.uiDialogButtonPane=t("<div>"),this._addClass(this.uiDialogButtonPane,"ui-dialog-buttonpane","ui-widget-content ui-helper-clearfix"),this.uiButtonSet=t("<div>").appendTo(this.uiDialogButtonPane),this._addClass(this.uiButtonSet,"ui-dialog-buttonset"),this._createButtons()},_createButtons:function(){var e=this,i=this.options.buttons;return this.uiDialogButtonPane.remove(),this.uiButtonSet.empty(),t.isEmptyObject(i)||t.isArray(i)&&!i.length?(this._removeClass(this.uiDialog,"ui-dialog-buttons"),void 0):(t.each(i,function(i,s){var n,o;s=t.isFunction(s)?{click:s,text:i}:s,s=t.extend({type:"button"},s),n=s.click,o={icon:s.icon,iconPosition:s.iconPosition,showLabel:s.showLabel,icons:s.icons,text:s.text},delete s.click,delete s.icon,delete s.iconPosition,delete s.showLabel,delete s.icons,"boolean"==typeof s.text&&delete s.text,t("<button></button>",s).button(o).appendTo(e.uiButtonSet).on("click",function(){n.apply(e.element[0],arguments)})}),this._addClass(this.uiDialog,"ui-dialog-buttons"),this.uiDialogButtonPane.appendTo(this.uiDialog),void 0)},_makeDraggable:function(){function e(t){return{position:t.position,offset:t.offset}}var i=this,s=this.options;this.uiDialog.draggable({cancel:".ui-dialog-content, .ui-dialog-titlebar-close",handle:".ui-dialog-titlebar",containment:"document",start:function(s,n){i._addClass(t(this),"ui-dialog-dragging"),i._blockFrames(),i._trigger("dragStart",s,e(n))},drag:function(t,s){i._trigger("drag",t,e(s))},stop:function(n,o){var a=o.offset.left-i.document.scrollLeft(),r=o.offset.top-i.document.scrollTop();s.position={my:"left top",at:"left"+(a>=0?"+":"")+a+" "+"top"+(r>=0?"+":"")+r,of:i.window},i._removeClass(t(this),"ui-dialog-dragging"),i._unblockFrames(),i._trigger("dragStop",n,e(o))}})},_makeResizable:function(){function e(t){return{originalPosition:t.originalPosition,originalSize:t.originalSize,position:t.position,size:t.size}}var i=this,s=this.options,n=s.resizable,o=this.uiDialog.css("position"),a="string"==typeof n?n:"n,e,s,w,se,sw,ne,nw";this.uiDialog.resizable({cancel:".ui-dialog-content",containment:"document",alsoResize:this.element,maxWidth:s.maxWidth,maxHeight:s.maxHeight,minWidth:s.minWidth,minHeight:this._minHeight(),handles:a,start:function(s,n){i._addClass(t(this),"ui-dialog-resizing"),i._blockFrames(),i._trigger("resizeStart",s,e(n))},resize:function(t,s){i._trigger("resize",t,e(s))},stop:function(n,o){var a=i.uiDialog.offset(),r=a.left-i.document.scrollLeft(),l=a.top-i.document.scrollTop();s.height=i.uiDialog.height(),s.width=i.uiDialog.width(),s.position={my:"left top",at:"left"+(r>=0?"+":"")+r+" "+"top"+(l>=0?"+":"")+l,of:i.window},i._removeClass(t(this),"ui-dialog-resizing"),i._unblockFrames(),i._trigger("resizeStop",n,e(o))}}).css("position",o)},_trackFocus:function(){this._on(this.widget(),{focusin:function(e){this._makeFocusTarget(),this._focusedElement=t(e.target)}})},_makeFocusTarget:function(){this._untrackInstance(),this._trackingInstances().unshift(this)},_untrackInstance:function(){var e=this._trackingInstances(),i=t.inArray(this,e);-1!==i&&e.splice(i,1)},_trackingInstances:function(){var t=this.document.data("ui-dialog-instances");return t||(t=[],this.document.data("ui-dialog-instances",t)),t},_minHeight:function(){var t=this.options;return"auto"===t.height?t.minHeight:Math.min(t.minHeight,t.height)},_position:function(){var t=this.uiDialog.is(":visible");t||this.uiDialog.show(),this.uiDialog.position(this.options.position),t||this.uiDialog.hide()},_setOptions:function(e){var i=this,s=!1,n={};t.each(e,function(t,e){i._setOption(t,e),t in i.sizeRelatedOptions&&(s=!0),t in i.resizableRelatedOptions&&(n[t]=e)}),s&&(this._size(),this._position()),this.uiDialog.is(":data(ui-resizable)")&&this.uiDialog.resizable("option",n)},_setOption:function(e,i){var s,n,o=this.uiDialog;"disabled"!==e&&(this._super(e,i),"appendTo"===e&&this.uiDialog.appendTo(this._appendTo()),"buttons"===e&&this._createButtons(),"closeText"===e&&this.uiDialogTitlebarClose.button({label:t("<a>").text(""+this.options.closeText).html()}),"draggable"===e&&(s=o.is(":data(ui-draggable)"),s&&!i&&o.draggable("destroy"),!s&&i&&this._makeDraggable()),"position"===e&&this._position(),"resizable"===e&&(n=o.is(":data(ui-resizable)"),n&&!i&&o.resizable("destroy"),n&&"string"==typeof i&&o.resizable("option","handles",i),n||i===!1||this._makeResizable()),"title"===e&&this._title(this.uiDialogTitlebar.find(".ui-dialog-title")))},_size:function(){var t,e,i,s=this.options;this.element.show().css({width:"auto",minHeight:0,maxHeight:"none",height:0}),s.minWidth>s.width&&(s.width=s.minWidth),t=this.uiDialog.css({height:"auto",width:s.width}).outerHeight(),e=Math.max(0,s.minHeight-t),i="number"==typeof s.maxHeight?Math.max(0,s.maxHeight-t):"none","auto"===s.height?this.element.css({minHeight:e,maxHeight:i,height:"auto"}):this.element.height(Math.max(0,s.height-t)),this.uiDialog.is(":data(ui-resizable)")&&this.uiDialog.resizable("option","minHeight",this._minHeight())},_blockFrames:function(){this.iframeBlocks=this.document.find("iframe").map(function(){var e=t(this);return t("<div>").css({position:"absolute",width:e.outerWidth(),height:e.outerHeight()}).appendTo(e.parent()).offset(e.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&&(this.iframeBlocks.remove(),delete this.iframeBlocks)},_allowInteraction:function(e){return t(e.target).closest(".ui-dialog").length?!0:!!t(e.target).closest(".ui-datepicker").length},_createOverlay:function(){if(this.options.modal){var e=!0;this._delay(function(){e=!1}),this.document.data("ui-dialog-overlays")||this._on(this.document,{focusin:function(t){e||this._allowInteraction(t)||(t.preventDefault(),this._trackingInstances()[0]._focusTabbable())}}),this.overlay=t("<div>").appendTo(this._appendTo()),this._addClass(this.overlay,null,"ui-widget-overlay ui-front"),this._on(this.overlay,{mousedown:"_keepFocus"}),this.document.data("ui-dialog-overlays",(this.document.data("ui-dialog-overlays")||0)+1)}},_destroyOverlay:function(){if(this.options.modal&&this.overlay){var t=this.document.data("ui-dialog-overlays")-1;t?this.document.data("ui-dialog-overlays",t):(this._off(this.document,"focusin"),this.document.removeData("ui-dialog-overlays")),this.overlay.remove(),this.overlay=null}}}),t.uiBackCompat!==!1&&t.widget("ui.dialog",t.ui.dialog,{options:{dialogClass:""},_createWrapper:function(){this._super(),this.uiDialog.addClass(this.options.dialogClass)},_setOption:function(t,e){"dialogClass"===t&&this.uiDialog.removeClass(this.options.dialogClass).addClass(e),this._superApply(arguments)}}),t.ui.dialog,t.widget("ui.menu",{version:"1.12.1",defaultElement:"<ul>",delay:300,options:{icons:{submenu:"ui-icon-caret-1-e"},items:"> *",menus:"ul",position:{my:"left top",at:"right top"},role:"menu",blur:null,focus:null,select:null},_create:function(){this.activeMenu=this.element,this.mouseHandled=!1,this.element.uniqueId().attr({role:this.options.role,tabIndex:0}),this._addClass("ui-menu","ui-widget ui-widget-content"),this._on({"mousedown .ui-menu-item":function(t){t.preventDefault()},"click .ui-menu-item":function(e){var i=t(e.target),s=t(t.ui.safeActiveElement(this.document[0]));!this.mouseHandled&&i.not(".ui-state-disabled").length&&(this.select(e),e.isPropagationStopped()||(this.mouseHandled=!0),i.has(".ui-menu").length?this.expand(e):!this.element.is(":focus")&&s.closest(".ui-menu").length&&(this.element.trigger("focus",[!0]),this.active&&1===this.active.parents(".ui-menu").length&&clearTimeout(this.timer)))},"mouseenter .ui-menu-item":function(e){if(!this.previousFilter){var i=t(e.target).closest(".ui-menu-item"),s=t(e.currentTarget);i[0]===s[0]&&(this._removeClass(s.siblings().children(".ui-state-active"),null,"ui-state-active"),this.focus(e,s))}},mouseleave:"collapseAll","mouseleave .ui-menu":"collapseAll",focus:function(t,e){var i=this.active||this.element.find(this.options.items).eq(0);e||this.focus(t,i)},blur:function(e){this._delay(function(){var i=!t.contains(this.element[0],t.ui.safeActiveElement(this.document[0]));i&&this.collapseAll(e)})},keydown:"_keydown"}),this.refresh(),this._on(this.document,{click:function(t){this._closeOnDocumentClick(t)&&this.collapseAll(t),this.mouseHandled=!1}})},_destroy:function(){var e=this.element.find(".ui-menu-item").removeAttr("role aria-disabled"),i=e.children(".ui-menu-item-wrapper").removeUniqueId().removeAttr("tabIndex role aria-haspopup");this.element.removeAttr("aria-activedescendant").find(".ui-menu").addBack().removeAttr("role aria-labelledby aria-expanded aria-hidden aria-disabled tabIndex").removeUniqueId().show(),i.children().each(function(){var e=t(this);e.data("ui-menu-submenu-caret")&&e.remove()})},_keydown:function(e){var i,s,n,o,a=!0;switch(e.keyCode){case t.ui.keyCode.PAGE_UP:this.previousPage(e);break;case t.ui.keyCode.PAGE_DOWN:this.nextPage(e);break;case t.ui.keyCode.HOME:this._move("first","first",e);break;case t.ui.keyCode.END:this._move("last","last",e);break;case t.ui.keyCode.UP:this.previous(e);break;case t.ui.keyCode.DOWN:this.next(e);break;case t.ui.keyCode.LEFT:this.collapse(e);break;case t.ui.keyCode.RIGHT:this.active&&!this.active.is(".ui-state-disabled")&&this.expand(e);break;case t.ui.keyCode.ENTER:case t.ui.keyCode.SPACE:this._activate(e);break;case t.ui.keyCode.ESCAPE:this.collapse(e);break;default:a=!1,s=this.previousFilter||"",o=!1,n=e.keyCode>=96&&105>=e.keyCode?""+(e.keyCode-96):String.fromCharCode(e.keyCode),clearTimeout(this.filterTimer),n===s?o=!0:n=s+n,i=this._filterMenuItems(n),i=o&&-1!==i.index(this.active.next())?this.active.nextAll(".ui-menu-item"):i,i.length||(n=String.fromCharCode(e.keyCode),i=this._filterMenuItems(n)),i.length?(this.focus(e,i),this.previousFilter=n,this.filterTimer=this._delay(function(){delete this.previousFilter},1e3)):delete this.previousFilter}a&&e.preventDefault()},_activate:function(t){this.active&&!this.active.is(".ui-state-disabled")&&(this.active.children("[aria-haspopup='true']").length?this.expand(t):this.select(t))},refresh:function(){var e,i,s,n,o,a=this,r=this.options.icons.submenu,l=this.element.find(this.options.menus);this._toggleClass("ui-menu-icons",null,!!this.element.find(".ui-icon").length),s=l.filter(":not(.ui-menu)").hide().attr({role:this.options.role,"aria-hidden":"true","aria-expanded":"false"}).each(function(){var e=t(this),i=e.prev(),s=t("<span>").data("ui-menu-submenu-caret",!0);a._addClass(s,"ui-menu-icon","ui-icon "+r),i.attr("aria-haspopup","true").prepend(s),e.attr("aria-labelledby",i.attr("id"))}),this._addClass(s,"ui-menu","ui-widget ui-widget-content ui-front"),e=l.add(this.element),i=e.find(this.options.items),i.not(".ui-menu-item").each(function(){var e=t(this);a._isDivider(e)&&a._addClass(e,"ui-menu-divider","ui-widget-content")}),n=i.not(".ui-menu-item, .ui-menu-divider"),o=n.children().not(".ui-menu").uniqueId().attr({tabIndex:-1,role:this._itemRole()}),this._addClass(n,"ui-menu-item")._addClass(o,"ui-menu-item-wrapper"),i.filter(".ui-state-disabled").attr("aria-disabled","true"),this.active&&!t.contains(this.element[0],this.active[0])&&this.blur()},_itemRole:function(){return{menu:"menuitem",listbox:"option"}[this.options.role]},_setOption:function(t,e){if("icons"===t){var i=this.element.find(".ui-menu-icon");this._removeClass(i,null,this.options.icons.submenu)._addClass(i,null,e.submenu)}this._super(t,e)},_setOptionDisabled:function(t){this._super(t),this.element.attr("aria-disabled",t+""),this._toggleClass(null,"ui-state-disabled",!!t)},focus:function(t,e){var i,s,n;this.blur(t,t&&"focus"===t.type),this._scrollIntoView(e),this.active=e.first(),s=this.active.children(".ui-menu-item-wrapper"),this._addClass(s,null,"ui-state-active"),this.options.role&&this.element.attr("aria-activedescendant",s.attr("id")),n=this.active.parent().closest(".ui-menu-item").children(".ui-menu-item-wrapper"),this._addClass(n,null,"ui-state-active"),t&&"keydown"===t.type?this._close():this.timer=this._delay(function(){this._close()},this.delay),i=e.children(".ui-menu"),i.length&&t&&/^mouse/.test(t.type)&&this._startOpening(i),this.activeMenu=e.parent(),this._trigger("focus",t,{item:e})},_scrollIntoView:function(e){var i,s,n,o,a,r;this._hasScroll()&&(i=parseFloat(t.css(this.activeMenu[0],"borderTopWidth"))||0,s=parseFloat(t.css(this.activeMenu[0],"paddingTop"))||0,n=e.offset().top-this.activeMenu.offset().top-i-s,o=this.activeMenu.scrollTop(),a=this.activeMenu.height(),r=e.outerHeight(),0>n?this.activeMenu.scrollTop(o+n):n+r>a&&this.activeMenu.scrollTop(o+n-a+r))},blur:function(t,e){e||clearTimeout(this.timer),this.active&&(this._removeClass(this.active.children(".ui-menu-item-wrapper"),null,"ui-state-active"),this._trigger("blur",t,{item:this.active}),this.active=null)},_startOpening:function(t){clearTimeout(this.timer),"true"===t.attr("aria-hidden")&&(this.timer=this._delay(function(){this._close(),this._open(t)},this.delay))},_open:function(e){var i=t.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(".ui-menu").not(e.parents(".ui-menu")).hide().attr("aria-hidden","true"),e.show().removeAttr("aria-hidden").attr("aria-expanded","true").position(i)},collapseAll:function(e,i){clearTimeout(this.timer),this.timer=this._delay(function(){var s=i?this.element:t(e&&e.target).closest(this.element.find(".ui-menu"));s.length||(s=this.element),this._close(s),this.blur(e),this._removeClass(s.find(".ui-state-active"),null,"ui-state-active"),this.activeMenu=s},this.delay)},_close:function(t){t||(t=this.active?this.active.parent():this.element),t.find(".ui-menu").hide().attr("aria-hidden","true").attr("aria-expanded","false")},_closeOnDocumentClick:function(e){return!t(e.target).closest(".ui-menu").length},_isDivider:function(t){return!/[^\-\u2014\u2013\s]/.test(t.text())},collapse:function(t){var e=this.active&&this.active.parent().closest(".ui-menu-item",this.element);e&&e.length&&(this._close(),this.focus(t,e))},expand:function(t){var e=this.active&&this.active.children(".ui-menu ").find(this.options.items).first();e&&e.length&&(this._open(e.parent()),this._delay(function(){this.focus(t,e)}))},next:function(t){this._move("next","first",t)},previous:function(t){this._move("prev","last",t)},isFirstItem:function(){return this.active&&!this.active.prevAll(".ui-menu-item").length},isLastItem:function(){return this.active&&!this.active.nextAll(".ui-menu-item").length},_move:function(t,e,i){var s;this.active&&(s="first"===t||"last"===t?this.active["first"===t?"prevAll":"nextAll"](".ui-menu-item").eq(-1):this.active[t+"All"](".ui-menu-item").eq(0)),s&&s.length&&this.active||(s=this.activeMenu.find(this.options.items)[e]()),this.focus(i,s)},nextPage:function(e){var i,s,n;return this.active?(this.isLastItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.nextAll(".ui-menu-item").each(function(){return i=t(this),0>i.offset().top-s-n}),this.focus(e,i)):this.focus(e,this.activeMenu.find(this.options.items)[this.active?"last":"first"]())),void 0):(this.next(e),void 0)},previousPage:function(e){var i,s,n;return this.active?(this.isFirstItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.prevAll(".ui-menu-item").each(function(){return i=t(this),i.offset().top-s+n>0}),this.focus(e,i)):this.focus(e,this.activeMenu.find(this.options.items).first())),void 0):(this.next(e),void 0)},_hasScroll:function(){return this.element.outerHeight()<this.element.prop("scrollHeight")},select:function(e){this.active=this.active||t(e.target).closest(".ui-menu-item");var i={item:this.active};this.active.has(".ui-menu").length||this.collapseAll(e,!0),this._trigger("select",e,i)},_filterMenuItems:function(e){var i=e.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,"\\$&"),s=RegExp("^"+i,"i");return this.activeMenu.find(this.options.items).filter(".ui-menu-item").filter(function(){return s.test(t.trim(t(this).children(".ui-menu-item-wrapper").text()))})}}),t.widget("ui.slider",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"slide",options:{animate:!1,classes:{"ui-slider":"ui-corner-all","ui-slider-handle":"ui-corner-all","ui-slider-range":"ui-corner-all ui-widget-header"},distance:0,max:100,min:0,orientation:"horizontal",range:!1,step:1,value:0,values:null,change:null,slide:null,start:null,stop:null},numPages:5,_create:function(){this._keySliding=!1,this._mouseSliding=!1,this._animateOff=!0,this._handleIndex=null,this._detectOrientation(),this._mouseInit(),this._calculateNewMax(),this._addClass("ui-slider ui-slider-"+this.orientation,"ui-widget 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s={handle:this.handles[t],handleIndex:t,value:void 0!==e?e:this.value()};return this._hasMultipleValues()&&(s.value=void 0!==e?e:this.values(t),s.values=i||this.values()),s},_hasMultipleValues:function(){return this.options.values&&this.options.values.length},_start:function(t,e){return this._trigger("start",t,this._uiHash(e))},_slide:function(t,e,i){var s,n,o=this.value(),a=this.values();this._hasMultipleValues()&&(n=this.values(e?0:1),o=this.values(e),2===this.options.values.length&&this.options.range===!0&&(i=0===e?Math.min(n,i):Math.max(n,i)),a[e]=i),i!==o&&(s=this._trigger("slide",t,this._uiHash(e,i,a)),s!==!1&&(this._hasMultipleValues()?this.values(e,i):this.value(i)))},_stop:function(t,e){this._trigger("stop",t,this._uiHash(e))},_change:function(t,e){this._keySliding||this._mouseSliding||(this._lastChangedValue=e,this._trigger("change",t,this._uiHash(e)))},value:function(t){return arguments.length?(this.options.value=this._trimAlignValue(t),this._refreshValue(),this._change(null,0),void 0):this._value()},values:function(e,i){var s,n,o;if(arguments.length>1)return this.options.values[e]=this._trimAlignValue(i),this._refreshValue(),this._change(null,e),void 0;if(!arguments.length)return this._values();if(!t.isArray(arguments[0]))return this._hasMultipleValues()?this._values(e):this.value();for(s=this.options.values,n=arguments[0],o=0;s.length>o;o+=1)s[o]=this._trimAlignValue(n[o]),this._change(null,o);this._refreshValue()},_setOption:function(e,i){var s,n=0;switch("range"===e&&this.options.range===!0&&("min"===i?(this.options.value=this._values(0),this.options.values=null):"max"===i&&(this.options.value=this._values(this.options.values.length-1),this.options.values=null)),t.isArray(this.options.values)&&(n=this.options.values.length),this._super(e,i),e){case"orientation":this._detectOrientation(),this._removeClass("ui-slider-horizontal 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t*t*(3*t-2)},Bounce:function(t){for(var e,i=4;((e=Math.pow(2,--i))-1)/11>t;);return 1/Math.pow(4,3-i)-7.5625*Math.pow((3*e-2)/22-t,2)}}),t.each(e,function(e,i){t.easing["easeIn"+e]=i,t.easing["easeOut"+e]=function(t){return 1-i(1-t)},t.easing["easeInOut"+e]=function(t){return.5>t?i(2*t)/2:1-i(-2*t+2)/2}})}(),t.effects,t.effects.define("slide","show",function(e,i){var s,n,o=t(this),a={up:["bottom","top"],down:["top","bottom"],left:["right","left"],right:["left","right"]},r=e.mode,l=e.direction||"left",h="up"===l||"down"===l?"top":"left",c="up"===l||"left"===l,u=e.distance||o["top"===h?"outerHeight":"outerWidth"](!0),d={};t.effects.createPlaceholder(o),s=o.cssClip(),n=o.position()[h],d[h]=(c?-1:1)*u+n,d.clip=o.cssClip(),d.clip[a[l][1]]=d.clip[a[l][0]],"show"===r&&(o.cssClip(d.clip),o.css(h,d[h]),d.clip=s,d[h]=n),o.animate(d,{queue:!1,duration:e.duration,easing:e.easing,complete:i})})});/*
+ * jQuery.fullscreen v0.5.0
+ * https://github.com/private-face/jquery.fullscreen
+ *
+ * Copyright (c) 2012–2014 Vladimir Zhuravlev
+ * Released under the MIT license
+ * https://github.com/private-face/jquery.fullscreen/blob/master/LICENSE
+ *
+ * Date: 2014-12-20
+ **/
+;!function($) {
+function defined(a){return"undefined"!=typeof a}function extend(a,b,c){var d=function(){};d.prototype=b.prototype,a.prototype=new d,a.prototype.constructor=a,b.prototype.constructor=b,a._super=b.prototype,c&&$.extend(a.prototype,c)}function native(a,b){var c;"string"==typeof a&&(b=a,a=document);for(var d=0;d<SUBST.length;++d){b=b.replace(SUBST[d][0],SUBST[d][1]);for(var e=0;e<VENDOR_PREFIXES.length;++e)if(c=VENDOR_PREFIXES[e],c+=0===e?b:b.charAt(0).toUpperCase()+b.substr(1),defined(a[c]))return a[c]}return void 0}var SUBST=[["",""],["exit","cancel"],["screen","Screen"]],VENDOR_PREFIXES=["","o","ms","moz","webkit","webkitCurrent"],ua=navigator.userAgent,fsEnabled=native("fullscreenEnabled"),IS_ANDROID_CHROME=-1!==ua.indexOf("Android")&&-1!==ua.indexOf("Chrome"),IS_NATIVELY_SUPPORTED=!IS_ANDROID_CHROME&&defined(native("fullscreenElement"))&&(!defined(fsEnabled)||fsEnabled===!0),version=$.fn.jquery.split("."),JQ_LT_17=parseInt(version[0])<2&&parseInt(version[1])<7,FullScreenAbstract=function(){this.__options=null,this._fullScreenElement=null,this.__savedStyles={}};FullScreenAbstract.prototype={"native":native,_DEFAULT_OPTIONS:{styles:{boxSizing:"border-box",MozBoxSizing:"border-box",WebkitBoxSizing:"border-box"},toggleClass:null},__documentOverflow:"",__htmlOverflow:"",_preventDocumentScroll:function(){this.__documentOverflow=document.body.style.overflow,this.__htmlOverflow=document.documentElement.style.overflow,$(this._fullScreenElement).is("body, html")||$("body, html").css("overflow","hidden")},_allowDocumentScroll:function(){document.body.style.overflow=this.__documentOverflow,document.documentElement.style.overflow=this.__htmlOverflow},_fullScreenChange:function(){this.__options&&(this.isFullScreen()?(this._preventDocumentScroll(),this._triggerEvents()):(this._allowDocumentScroll(),this._revertStyles(),this._triggerEvents(),this._fullScreenElement=null))},_fullScreenError:function(a){this.__options&&(this._revertStyles(),this._fullScreenElement=null,a&&$(document).trigger("fscreenerror",[a]))},_triggerEvents:function(){$(this._fullScreenElement).trigger(this.isFullScreen()?"fscreenopen":"fscreenclose"),$(document).trigger("fscreenchange",[this.isFullScreen(),this._fullScreenElement])},_saveAndApplyStyles:function(){var a=$(this._fullScreenElement);this.__savedStyles={};for(var b in this.__options.styles)this.__savedStyles[b]=this._fullScreenElement.style[b],this._fullScreenElement.style[b]=this.__options.styles[b];a.is("body")&&(document.documentElement.style.overflow=this.__options.styles.overflow),this.__options.toggleClass&&a.addClass(this.__options.toggleClass)},_revertStyles:function(){var a=$(this._fullScreenElement);for(var b in this.__options.styles)this._fullScreenElement.style[b]=this.__savedStyles[b];a.is("body")&&(document.documentElement.style.overflow=this.__savedStyles.overflow),this.__options.toggleClass&&a.removeClass(this.__options.toggleClass)},open:function(a,b){a!==this._fullScreenElement&&(this.isFullScreen()&&this.exit(),this._fullScreenElement=a,this.__options=$.extend(!0,{},this._DEFAULT_OPTIONS,b),this._saveAndApplyStyles())},exit:null,isFullScreen:null,isNativelySupported:function(){return IS_NATIVELY_SUPPORTED}};var FullScreenNative=function(){FullScreenNative._super.constructor.apply(this,arguments),this.exit=$.proxy(native("exitFullscreen"),document),this._DEFAULT_OPTIONS=$.extend(!0,{},this._DEFAULT_OPTIONS,{styles:{width:"100%",height:"100%"}}),$(document).bind(this._prefixedString("fullscreenchange")+" MSFullscreenChange",$.proxy(this._fullScreenChange,this)).bind(this._prefixedString("fullscreenerror")+" MSFullscreenError",$.proxy(this._fullScreenError,this))};extend(FullScreenNative,FullScreenAbstract,{VENDOR_PREFIXES:["","o","moz","webkit"],_prefixedString:function(a){return $.map(this.VENDOR_PREFIXES,function(b){return b+a}).join(" ")},open:function(a){FullScreenNative._super.open.apply(this,arguments);var b=native(a,"requestFullscreen");b.call(a)},exit:$.noop,isFullScreen:function(){return null!==native("fullscreenElement")},element:function(){return native("fullscreenElement")}});var FullScreenFallback=function(){FullScreenFallback._super.constructor.apply(this,arguments),this._DEFAULT_OPTIONS=$.extend({},this._DEFAULT_OPTIONS,{styles:{position:"absolute",zIndex:"2147483647",left:0,top:0,bottom:0,right:0}}),this.__delegateKeydownHandler()};extend(FullScreenFallback,FullScreenAbstract,{__isFullScreen:!1,__delegateKeydownHandler:function(){var a=$(document);a.delegate("*","keydown.fullscreen",$.proxy(this.__keydownHandler,this));var b=JQ_LT_17?a.data("events"):$._data(document).events,c=b.keydown;JQ_LT_17?b.live.unshift(b.live.pop()):c.splice(0,0,c.splice(c.delegateCount-1,1)[0])},__keydownHandler:function(a){return this.isFullScreen()&&27===a.which?(this.exit(),!1):!0},_revertStyles:function(){FullScreenFallback._super._revertStyles.apply(this,arguments),this._fullScreenElement.offsetHeight},open:function(){FullScreenFallback._super.open.apply(this,arguments),this.__isFullScreen=!0,this._fullScreenChange()},exit:function(){this.__isFullScreen&&(this.__isFullScreen=!1,this._fullScreenChange())},isFullScreen:function(){return this.__isFullScreen},element:function(){return this.__isFullScreen?this._fullScreenElement:null}}),$.fullscreen=IS_NATIVELY_SUPPORTED?new FullScreenNative:new FullScreenFallback,$.fn.fullscreen=function(a){var b=this[0];return a=$.extend({toggleClass:null,overflow:"hidden"},a),a.styles={overflow:a.overflow},delete a.overflow,b&&$.fullscreen.open(b,a),this};
+}(jQuery);/** vim: et:ts=4:sw=4:sts=4
+ * @license RequireJS 2.3.2 Copyright jQuery Foundation and other contributors.
+ * Released under MIT license, https://github.com/requirejs/requirejs/blob/master/LICENSE
+ */
+var requirejs,require,define;!function(global,setTimeout){var req,s,head,baseElement,dataMain,src,interactiveScript,currentlyAddingScript,mainScript,subPath,version="2.3.2",commentRegExp=/\/\*[\s\S]*?\*\/|([^:"'=]|^)\/\/.*$/gm,cjsRequireRegExp=/[^.]\s*require\s*\(\s*["']([^'"\s]+)["']\s*\)/g,jsSuffixRegExp=/\.js$/,currDirRegExp=/^\.\//,op=Object.prototype,ostring=op.toString,hasOwn=op.hasOwnProperty,isBrowser=!("undefined"==typeof window||"undefined"==typeof navigator||!window.document),isWebWorker=!isBrowser&&"undefined"!=typeof importScripts,readyRegExp=isBrowser&&"PLAYSTATION 3"===navigator.platform?/^complete$/:/^(complete|loaded)$/,defContextName="_",isOpera="undefined"!=typeof opera&&"[object Opera]"===opera.toString(),contexts={},cfg={},globalDefQueue=[],useInteractive=!1;function commentReplace(e,t){return t||""}function isFunction(e){return"[object Function]"===ostring.call(e)}function isArray(e){return"[object Array]"===ostring.call(e)}function each(e,t){var 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executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUICompTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_1){"use strict";var eDwUICompTreeHTMLGenerator=function(_super){__extends(eDwUICompTreeHTMLGenerator,_super);function eDwUICompTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUICompTreeHTMLGenerator.prototype.generateHTMLForTree=function(iConfigNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var childNodes=this.forNodeGetChildren(iConfigNode);if(childNodes.length>0){var childNode=childNodes[0];var classes=this.forNodeHasChildren(childNode)?" edrawings-tree-expanded ":"";var offset=this.computeOffset(iLeftPaddingInPX);generatedHTML+=_super.prototype.generateHTMLForNode.call(this,childNode,offset,classes,iIncludeAllDescendents);generatedHTML+=_super.prototype.generateHTMLForChildNodes.call(this,childNode,false,offset)}return generatedHTML};return eDwUICompTreeHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUICompTreeHTMLGenerator}));define("eDwUIComponentTreePlugin",["require","exports","eDwUICompTreeHTMLGenerator","eDwSelObj","eDwUIUtils","eDwEvents","utils","eDwUIBasePlugin","eDwUIShortcutMenu"],(function(require,exports,eDwUICompTreeHTMLGenerator,eDwSelObj,eDwUIUtils,eDwEvents,utils,eDwUIBasePlugin_1,eDwUIShortcutMenu_1){"use strict";var eDwUIComponentTreePlugin=function(_super){__extends(eDwUIComponentTreePlugin,_super);function eDwUIComponentTreePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-component-tree"};_this=_super.call(this,"ComponentTree",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIComponentTreePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_compPanelID,HTML:"componentpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();eDwUIUtils.hide(this.PluginButtonID,!model.isAssembly());eDwUIUtils.setUIGenerator(c_compPanelID,new eDwUICompTreeHTMLGenerator(this.mViewer,c_compPanelID));this.sync(model.getActiveModelView());return[2]}}))}))};eDwUIComponentTreePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_compPanelID)}};eDwUIComponentTreePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;this.sync(this.mViewer.getModel().getActiveModelView());eDwUIUtils.addPanelModeEvents(c_compPanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,c_compPanelID);this.mUIHTMLEventMgr.addDelegatedEventHandler("#edrawings-component-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var selObjIDHC=eDwUIUtils.getIDHC(eDwUIUtils.getAsJQueryObj(iEvent.target));if(!utils.isNumber(selObjIDHC))return;_this.zoomToFit(_this.mViewer)}));this.mUIHTMLEventMgr.addEventHandler("#component-search-cancel","click",(function(iEvent){$("#edrawings-component-tree-menu "+".edrawings-menu-search-input").val("");eDwUIUtils.searchPanelList(_this.mViewer,eDwUIUtils.getAsJQueryObj(iEvent.target))}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-search-component-input","keyup",(function(iEvent){eDwUIUtils.searchPanelList(_this.mViewer,eDwUIUtils.getAsJQueryObj(iEvent.target))}));eDwUIUtils.addCloseEventHandler(c_compPanelID,this.mUIHTMLEventMgr);this.setAppEvents(true);return true};eDwUIComponentTreePlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mUIHTMLEventMgr.removeEventHandlers(c_compPanelID,"click");this.setAppEvents(false);return true};eDwUIComponentTreePlugin.prototype.onInitFullUI=function(iViewer){this.sync(iViewer.getModel().getActiveModelView())};eDwUIComponentTreePlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.sync(iNewModelView)};eDwUIComponentTreePlugin.prototype.onSelect=function(iViewer,iSelObjs){var selFunc=function(iViewer,iSelHierNode){eDwUIUtils.expandSelected(iViewer,iSelHierNode);eDwUIUtils.scrollToTreeNode(iSelHierNode,true)};this.processSelections(iViewer,iSelObjs,selFunc)};eDwUIComponentTreePlugin.prototype.onUnselect=function(iViewer,iSelObjs){var unSelFunc=function(iViewer,iSelHierNode){eDwUIUtils.scrollToTreeNode(iSelHierNode,false)};this.processSelections(iViewer,iSelObjs,unSelFunc)};eDwUIComponentTreePlugin.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIComponentTreePlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable);this.addAppObjEvent(eDwEvents.SelectEvent,"onSelect",iEnable);this.addAppObjEvent(eDwEvents.UnselectEvent,"onUnselect",iEnable);this.addAppObjEvent(eDwEvents.NodeAttribChangeEvent,"onNodeAttribChanged",iEnable)};eDwUIComponentTreePlugin.prototype.sync=function(iNewModelView){var listJQ=$(c_compPanelID+" .edrawings-submenu-list");listJQ.empty();var gen=eDwUIUtils.getUIGenerator(c_compPanelID);listJQ.append(gen.generateHTMLForTree(iNewModelView.Hierarchy));eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='item-tree-text']","edrawings-list-selected")};eDwUIComponentTreePlugin.prototype.zoomToFit=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()};eDwUIComponentTreePlugin.prototype.processSelections=function(iViewer,iSelObjsHC,iProcFunc){var model=iViewer.getModel();if(!model.isAssembly())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjsHC_1=iSelObjsHC;_i<iSelObjsHC_1.length;_i++){var selObjHC=iSelObjsHC_1[_i];var selObj=eDwSelObj.extendHCSelObj(selObjHC);var selHierNode=activeModelView.Nodes[selObj.getIDHC()];if(!selHierNode)continue;iProcFunc(iViewer,selHierNode)}};return eDwUIComponentTreePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_compPanelID="#edrawings-component-tree-menu";var c_eventIDSuffix=".edw.tree";return eDwUIComponentTreePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIConfigurationsPlugin",["require","exports","eDwUIModelViewHTMLGenerator","eDwUIUtils","eDwEvents","eDwUIBasePlugin"],(function(require,exports,eDwUIModelViewHTMLGenerator,eDwUIUtils,eDwEvents,eDwUIBasePlugin_1){"use strict";var eDwUIConfigurationsPlugin=function(_super){__extends(eDwUIConfigurationsPlugin,_super);function eDwUIConfigurationsPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-configurations"};_this=_super.call(this,"Configurations",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIConfigurationsPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_configPanelID,HTML:"configpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();eDwUIUtils.hide(this.PluginButtonID,model.isDrawing()||model.getModelViews().length===1&&model.getActiveModelView().Name==="#-^");eDwUIUtils.setUIGenerator(c_configPanelID,new eDwUIModelViewHTMLGenerator(this.mViewer,c_configPanelID));return[2]}}))}))};eDwUIConfigurationsPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_configPanelID)}};eDwUIConfigurationsPlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);this.setAppEvents(true)};eDwUIConfigurationsPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);this.setAppEvents(false)};eDwUIConfigurationsPlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_configPanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));var switchModelView=function(iEvent){eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.target));eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-tree-text")};this.mUIHTMLEventMgr.addDelegatedEventHandler(c_configPanelID+" .edrawings-root","click",switchModelView);eDwUIUtils.addCloseEventHandler(c_configPanelID,this.mUIHTMLEventMgr);return true};eDwUIConfigurationsPlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mUIHTMLEventMgr.removeEventHandlers(c_configPanelID,"click");return true};eDwUIConfigurationsPlugin.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.populateModelViewPanel(this.mViewer,c_configPanelID,"config-tree-text")];case 1:_a.sent();this.updateModelViewLists(this.mViewer.getModel().getActiveModelView());return[2]}}))}))})()};eDwUIConfigurationsPlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.updateModelViewLists(iNewModelView)};eDwUIConfigurationsPlugin.prototype.updateModelViewLists=function(iModelView){var elements=$(c_configPanelID).find(".edrawings-submenu-list-item");elements.removeClass("edrawings-list-selected");if(iModelView){eDwUIUtils.updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected")}};eDwUIConfigurationsPlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable)};return eDwUIConfigurationsPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_configPanelID="#edrawings-configurations-menu";var c_eventIDSuffix=".edw.config";return eDwUIConfigurationsPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIExplodePlugin",["require","exports","eDwUIBasePlugin","eDwCommandMgr","eDwCompositeCmd","eDwExplodeCmd","eDwUIUtils","eDwEventMgr","eDwEvents","utils"],(function(require,exports,eDwUIBasePlugin_1,eDwCommandMgr,eDwCompositeCmd,eDwExplodeCmd,eDwUIUtils,eDwEventMgr,eDwEvents_1,utils){"use strict";var eDwUIExplodePlugin=function(_super){__extends(eDwUIExplodePlugin,_super);function eDwUIExplodePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-explode"};_this=_super.call(this,"Explode",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIExplodePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_explodePanelID,HTML:"explodepanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();eDwUIUtils.hide(this.PluginButtonID,!this.mViewer.getModel().isAssembly());return[2]}}))}))};eDwUIExplodePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_explodePanelID)}};eDwUIExplodePlugin.prototype.destroy=function(){_super.prototype.destroy.call(this);$("#edrawings-button-explode").off("click.edw");var explodeHandle=$("#edrawings-explode-slider .ui-slider-handle");explodeHandle.off("touchmove.edw");explodeHandle.off("touchstart.edw");explodeHandle.off("touchend.edw");delete this.mExplodeCmd;delete this.mCompositeExplodeCmd};eDwUIExplodePlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);this.setAppEvents(true)};eDwUIExplodePlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);this.setAppEvents(false)};eDwUIExplodePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_explodePanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));this.mCompositeExplodeCmd=new eDwCompositeCmd(this.mViewer);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(this.mCompositeExplodeCmd);this.mCompositeExplodeCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.InitialState=this.mViewer.getExplosionLevel();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.undoSubCmds();this.mViewer.setExplosionLevel(ioCmd.InitialState);return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.redoSubCmds();this.mViewer.setExplosionLevel(ioCmd.FinalState);return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=this.mViewer.getExplosionLevel();return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){delete ioCmd.FinalState;delete ioCmd.InitialState;return[2]}))}))}});var viewer=this.mViewer;var explodeSlider=$("#edrawings-explode-slider");try{explodeSlider.slider("option")}catch(iException){explodeSlider.slider({orientation:"vertical",range:"min",min:0,max:10,step:.1,value:viewer.getExplosionLevel(),slide:function(iEvent,iSliderParams){var val=iSliderParams.value;if(utils.isNumber(val))_this.mExplodeCmd.setLevel(val)},start:function(iEvent,iUI){_this.start(cmdMgr)},stop:function(iEvent,iUI){_this.stop(cmdMgr)}});$("#edrawings-explode-up").on("click.edw",(function(){_this.setLevel(cmdMgr,10)}));$("#edrawings-explode-down").on("click.edw",(function(){_this.setLevel(cmdMgr,0)}));var explodeHandle=$("#edrawings-explode-slider .ui-slider-handle");explodeHandle.on("touchmove.edw",(function(iEvent){var touchEvent=iEvent.originalEvent;if(!(touchEvent instanceof TouchEvent))return;var xPos=touchEvent.touches[0].clientX;var total=explodeSlider.width();var val=10*(xPos-60)/total;val=val>1?1:val;val=val<0?0:val;explodeSlider.slider("value",val);_this.mExplodeCmd.setLevel(val)}));explodeHandle.on("touchstart.edw",(function(iEvent){_this.start(cmdMgr)}));explodeHandle.on("touchend.edw",(function(iEvent){_this.stop(cmdMgr)}))}return true};eDwUIExplodePlugin.prototype.onDeactivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().remove(this.mCompositeExplodeCmd,"commit")];case 1:_a.sent();delete this.mCompositeExplodeCmd;return[2]}}))}))})();return true};eDwUIExplodePlugin.prototype.onExplodeLevelChange=function(iViewer){var explodeSlider=$("#edrawings-explode-slider");try{explodeSlider.slider("value",iViewer.getExplosionLevel())}catch(iException){}};eDwUIExplodePlugin.prototype.onResetScene=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.ExplodeLevelChangeEvent)];case 1:_a.sent();return[2]}}))}))})()};eDwUIExplodePlugin.prototype.start=function(ioCmdMgr){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mExplodeCmd=new eDwExplodeCmd(this.mViewer);return[4,ioCmdMgr.add(this.mExplodeCmd)];case 1:_a.sent();return[2]}}))}))})()};eDwUIExplodePlugin.prototype.stop=function(ioCmdMgr){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmdMgr.remove(this.mExplodeCmd,"commit")];case 1:_a.sent();delete this.mExplodeCmd;return[2]}}))}))})()};eDwUIExplodePlugin.prototype.setLevel=function(ioCmdMgr,iLevel){this.start(ioCmdMgr);this.mExplodeCmd.setLevel(iLevel);this.stop(ioCmdMgr)};eDwUIExplodePlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents_1.ResetSceneEvent,"onResetScene",iEnable);this.addAppObjEvent(eDwEvents_1.ExplodeLevelChangeEvent,"onExplodeLevelChange",iEnable)};return eDwUIExplodePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_explodePanelID="#edrawings-explode-menu";var c_eventIDSuffix=".edw.explode";return eDwUIExplodePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIModelViewTabHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_1){"use strict";var eDwUIModelViewTabHTMLGenerator=function(_super){__extends(eDwUIModelViewTabHTMLGenerator,_super);function eDwUIModelViewTabHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewTabHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_1,modelView,modelViewNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];modelViewNode=modelView.Hierarchy;generatedHTML+="<div class='edrawings-config-tab' "+"configname='"+modelView.Name+"'>"+"<span class='config-tab-text' "+this.forNodeGetDataAttributes(modelViewNode)+">"+modelView.Name+"</span></div>"}return[2,generatedHTML]}))}))};eDwUIModelViewTabHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUIModelViewTabHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUIModelViewTabHTMLGenerator}));define("eDwUIModelViewTabsPlugin",["require","exports","eDwUIBasePlugin","eDwUIModelViewHTMLGenerator","eDwUIModelViewTabHTMLGenerator","eDwUIUtils","eDwEvents"],(function(require,exports,eDwUIBasePlugin_1,eDwUIModelViewHTMLGenerator,eDwUIModelViewTabHTMLGenerator,eDwUIUtils,eDwEvents){"use strict";var eDwUIModelViewTabsPlugin=function(_super){__extends(eDwUIModelViewTabsPlugin,_super);function eDwUIModelViewTabsPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-confignav"};_this=_super.call(this,"ModelViewTabs",iViewer,buttonInfo,iViewerFeatOpts)||this;return _this}eDwUIModelViewTabsPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_modelViewTabPanelID,HTML:"modelviewtabspanel.html"},{ID:c_modelViewTabNavPanelID,HTML:"configpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();if(!this.mViewer)return[2];eDwUIUtils.hide(c_modelViewTabPanelID,!this.shouldShowTabs());eDwUIUtils.hide(c_modelViewTabNavPanelID+".edrawings-menu-title",true);eDwUIUtils.setUIGenerator(c_modelViewTabNavPanelID,new eDwUIModelViewHTMLGenerator(this.mViewer,c_modelViewTabPanelID));eDwUIUtils.setUIGenerator(c_modelViewTabListID,new eDwUIModelViewTabHTMLGenerator(this.mViewer,c_modelViewTabListID));return[2]}}))}))};eDwUIModelViewTabsPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_modelViewTabNavPanelID)}};eDwUIModelViewTabsPlugin.prototype.addEventHandlers=function(){var _this=this;_super.prototype.addEventHandlers.call(this);this.mUIHTMLEventMgr.addEventHandler("window","resize",(function(iEvent){_this.adjustTabs()}));$(document).on("click.mvtedw",c_modelViewTabPanelID+" .edrawings-config-tab",(function(iEvent){var target=eDwUIUtils.getTarget($(iEvent.target));if(target.hasClass("active-modelview")){return}eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-tab-text")}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-config-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){var contentJQ=$("#edrawings-config-tab-list");if(contentJQ&&contentJQ.length>0){eDwUIUtils.executeScrolling(-l_determineIncrement(contentJQ),0,contentJQ,$("#edrawings-config-bar"))}}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-config-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){var contentJQ=$("#edrawings-config-tab-list");if(contentJQ&&contentJQ.length>0){eDwUIUtils.executeScrolling(l_determineIncrement(contentJQ,false),0,contentJQ,$("#edrawings-config-bar"))}}));eDwUIUtils.enableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-config-tab-list","#edrawings-config-bar");this.setAppEvents(true)};eDwUIModelViewTabsPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);$(document).off("click.mvtedw");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-config-tab-list");this.setAppEvents(false)};eDwUIModelViewTabsPlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_modelViewTabNavPanelID,c_eventIDSuffix);$(document).on("click.mvtedw",c_modelViewTabNavPanelID+" .edrawings-submenu-list-item",(function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-nav-text")}));return true};eDwUIModelViewTabsPlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);return true};eDwUIModelViewTabsPlugin.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var modelViewTabs,genericGen,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:modelViewTabs=$(c_modelViewTabListID);modelViewTabs.empty();genericGen=eDwUIUtils.getUIGenerator(c_modelViewTabListID);gen=genericGen;_b=(_a=modelViewTabs).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);return[4,eDwUIUtils.populateModelViewPanel(this.mViewer,c_modelViewTabNavPanelID,"config-nav-text")];case 2:_c.sent();this.setActiveModelView(iViewer.getModel().getActiveModelView());this.adjustTabs();return[2]}}))}))})()};eDwUIModelViewTabsPlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){$("[class~='edrawings-config-tab']").removeClass("active-modelview");var elements=$(c_modelViewTabNavPanelID).find(".edrawings-submenu-list-item");elements.removeClass("edrawings-list-selected");this.setActiveModelView(iViewer.getModel().getActiveModelView());l_adjustTabs()};eDwUIModelViewTabsPlugin.prototype.onDone=function(iViewer){$(c_modelViewTabListID).empty()};eDwUIModelViewTabsPlugin.prototype.adjustTabs=function(){eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu");if(this.shouldShowTabs()){var configTabBar=$(c_modelViewTabPanelID);var configTabList=$(c_modelViewTabListID);if(configTabList[0].scrollWidth-configTabBar.width()>1){configTabList.removeClass("edrawings-fullwidth").addClass("edrawings-compressed");configTabBar.addClass("edrawings-compressed-tab-list")}else{configTabList.removeClass("edrawings-compressed").addClass("edrawings-fullwidth");configTabBar.removeClass("edrawings-compressed-tab-list")}l_adjustTabs()}};eDwUIModelViewTabsPlugin.prototype.setActiveModelView=function(iNewModelView){eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='config-tab-text']","active-modelview");eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='config-nav-text']","edrawings-list-selected")};eDwUIModelViewTabsPlugin.prototype.shouldShowTabs=function(){return this.mViewer?this.mViewer.getModel().getModelViews().length>1:false};eDwUIModelViewTabsPlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.DoneEvent,"onDone",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable)};return eDwUIModelViewTabsPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_modelViewTabPanelID="#edrawings-config-bar";var c_modelViewTabNavPanelID="#edrawings-config-navigation";var c_modelViewTabListID="#edrawings-config-tab-list";var c_eventIDSuffix=".edw.config.navigation";function l_adjustTabs(){var bottomBarJQ=$("#edrawings-config-bar.bottom-bar");var configTablistJQ=bottomBarJQ.find("#edrawings-config-tab-list");if(configTablistJQ.hasClass("edrawings-compressed")){var leftButtonWrapperJQ=bottomBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=bottomBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(configTablistJQ[0].scrollLeft===0){leftButtonWrapperJQ.addClass("edrawings-disabled-button");bottomBarJQ.addClass("edrawings-removed-arrow-left")}else{leftButtonWrapperJQ.removeClass("edrawings-disabled-button");bottomBarJQ.removeClass("edrawings-removed-arrow-left")}if(configTablistJQ[0].scrollWidth-configTablistJQ[0].scrollLeft<=configTablistJQ.children(":last-child").width()){rightButtonWrapperJQ.addClass("edrawings-disabled-button");bottomBarJQ.addClass("edrawings-removed-arrow-right")}else{rightButtonWrapperJQ.removeClass("edrawings-disabled-button");bottomBarJQ.removeClass("edrawings-removed-arrow-right")}eDwUIUtils.scrollToTarget(configTablistJQ.find(".edrawings-config-tab.active-modelview"))}}function l_determineIncrement(iContentJQ,iUseFirstVisible){if(iUseFirstVisible===void 0){iUseFirstVisible=true}var children=iContentJQ.children();var result=children.length>0?children[0].offsetWidth:0;if(iUseFirstVisible){if(iContentJQ[0].scrollLeft>0){var sumOfWidth=0;for(var i=0;i<children.length;i++){sumOfWidth+=children[i].offsetWidth;if(sumOfWidth>=iContentJQ[0].scrollLeft){result=children[i].offsetWidth-(sumOfWidth-iContentJQ[0].scrollLeft);result+=i>0?children[i-1].offsetWidth:0;break}}}}else{var sumOfWidth=0;var contentScrollRight=iContentJQ[0].scrollLeft+iContentJQ.width();for(var i=0;i<children.length;i++){sumOfWidth+=children[i].offsetWidth;if(sumOfWidth>=contentScrollRight){result=sumOfWidth-contentScrollRight;result+=i+1<children.length?children[i+1].offsetWidth:0;break}}}return result}return eDwUIModelViewTabsPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();define("eDwCompXformMgr",["require","exports","eDwMoveOperator","eDwEventMgr","eDwCommandMgr","eDwCompositeCmd","eDwEvents","utils"],(function(require,exports,eDwMoveOperator,eDwEventMgr,eDwCommandMgr,eDwCompositeCmd,eDwEvents_1,Utils){"use strict";var eDwCompXformMgr=function(){function eDwCompXformMgr(iViewer){this.mViewer=iViewer;this.mMoveOp=new eDwMoveOperator(iViewer,iViewer.SelectionMgr);iViewer.OperatorMgr.registerCustomOperator(this.mMoveOp);var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents_1.ModelXformChangeStartEvent,this,c_eventCallbackName);this.mOrigModelXforms={};this.mChangedModelXforms={}}eDwCompXformMgr.prototype.unregister=function(){eDwEventMgr.get().removeEventHandlerObj(eDwEvents_1.ModelXformChangeStartEvent,this,c_eventCallbackName);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mMoveOp.OperatorID)};eDwCompXformMgr.prototype.activateMoveOp=function(){var _this=this;if(!this.mMoveOp)return null;this.mCompositeMoveCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeMoveCmd);this.mCompositeMoveCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.InitialState=true;return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmd.undoSubCmds()];case 1:_a.sent();this.resetModelNodeXforms(ioCmd.InitialState);return[2,true]}}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmd.redoSubCmds()];case 1:_a.sent();this.resetModelNodeXforms(ioCmd.FinalState);return[2,true]}}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=false;return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=ioCmd.InitialState=undefined;return[2]}))}))}});var ret=this.mViewer.OperatorMgr.push(this.mMoveOp.OperatorID);return ret?this.mMoveOp:null};eDwCompXformMgr.prototype.deactivateMoveOp=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().remove(this.mCompositeMoveCmd,"commit")];case 1:_a.sent();this.mCompositeMoveCmd=null;return[2,this.mViewer.OperatorMgr.pop()]}}))}))};eDwCompXformMgr.prototype.getModelNodeXform=function(iID){return this.mOrigModelXforms?this.mOrigModelXforms[iID]:null};eDwCompXformMgr.prototype.resetModelNodeXforms=function(iRestoreOrigs){var _this=this;if(iRestoreOrigs===void 0){iRestoreOrigs=true}var modelHC=this.mViewer.getModel().getHCModel();var modelXforms=iRestoreOrigs?this.mOrigModelXforms:this.mChangedModelXforms;Utils.forAll((function(iCompNodeID,iCompXform){if(!_this.mChangedModelXforms[iCompNodeID]){_this.mChangedModelXforms[iCompNodeID]=modelHC.getNodeMatrix(iCompNodeID).copy()}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,modelHC.setNodeMatrix(iCompNodeID,iCompXform.copy())];case 1:_a.sent();return[2]}}))}))})()}),modelXforms)};eDwCompXformMgr.prototype.onModelXformChangeStart=function(iModelNodeID,iModelXform){if(!this.mOrigModelXforms)this.mOrigModelXforms={};if(!this.mOrigModelXforms[iModelNodeID]){this.mOrigModelXforms[iModelNodeID]=iModelXform}};return eDwCompXformMgr}();var c_eventCallbackName="onModelXformChangeStart";return eDwCompXformMgr}));define("eDwMoveComponentCmd",["require","exports","eDwSupportsHistoryCmd","utils"],(function(require,exports,eDwSupportsHistoryCmd,Utils){"use strict";var eDwMoveComponentCmd=function(_super){__extends(eDwMoveComponentCmd,_super);function eDwMoveComponentCmd(iViewer,iComponentData){var _this=_super.call(this,iViewer)||this;_this.mInitialComponentXforms=_this.assignModelXforms(iComponentData);return _this}eDwMoveComponentCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setModelXforms(this.mInitialComponentXforms);return[2,true]}}))}))};eDwMoveComponentCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setModelXforms(this.mFinalComponentXforms);return[2,true]}}))}))};eDwMoveComponentCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.setModelXforms(this.mFinalComponentXforms);return[2]}}))}))};Object.defineProperty(eDwMoveComponentCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwMoveComponentCmd.prototype.setFinalComponentXforms=function(iComponentData){this.mFinalComponentXforms=this.assignModelXforms(iComponentData)};eDwMoveComponentCmd.prototype.setModelXforms=function(iComponentXforms){if(!iComponentXforms)return;var modelHC=this.mViewer.getModel().getHCModel();for(var _i=0,iComponentXforms_1=iComponentXforms;_i<iComponentXforms_1.length;_i++){var compXform=iComponentXforms_1[_i];modelHC.setNodeMatrix(compXform.NodeID,compXform.Xform.copy())}};eDwMoveComponentCmd.prototype.assignModelXforms=function(iComponentData){var componentXforms=[];if(!iComponentData)return componentXforms;Utils.forAll((function(iCompNodeID,iCompData){componentXforms.push({NodeID:iCompNodeID,Xform:iCompData.Xform.copy()})}),iComponentData);return componentXforms};return eDwMoveComponentCmd}(eDwSupportsHistoryCmd);return eDwMoveComponentCmd}));define("eDwMoveOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwCommandMgr","eDwMoveComponentCmd","eDwTypes","eDwEvents","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwCommandMgr,eDwMoveComponentCmd,eDwTypes_1,eDwEvents_2,eDwGeomUtils,utils){"use strict";var eDwMoveOperator=function(_super){__extends(eDwMoveOperator,_super);function eDwMoveOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCompDataLocal=null;_this.mLastMousePt=null;_this.mSelectionEvent=null;_this.mMoveComponentCmd=null;return _this}eDwMoveOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.mSelMgr.unSelectAllObjects();return[2]}}))}))};eDwMoveOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.mSelMgr.unSelectAllObjects();this.mLastDragPt=null;return[2]}}))}))};eDwMoveOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var eventMgr,newlySelObj,selObjIDs;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(!ioMouseEvent)return[2];ioMouseEvent.setHandled(false);eventMgr=eDwEventMgr.get();if(!(this.ActiveMouseButton==="left"||this.ActiveMouseButton==="right"))return[3,3];if(this.mCompDataLocal){console.warn("Component transform already exists")}return[4,eDwBaseSelOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 2:newlySelObj=_a.sent();if(!newlySelObj||!ioMouseEvent.controlDown()){this.mSelMgr.unSelectAllObjects()}if(!newlySelObj)return[2];ioMouseEvent.setHandled(true);this.mSelMgr.append(newlySelObj);if(this.DragPt)console.warn("Still have last drag point");this.DragPt=this.mFirstPt;this.mLastDragPt=this.mFirstPt;this.mLastMousePt=ioMouseEvent.getPosition();this.mCompDataLocal={};selObjIDs=this.mSelMgr.getSelectableIDsHC();selObjIDs.forEach((function(iSelObjID){var model=_this.Viewer.getModel();var modelHC=model.getHCModel();var modelXform=modelHC.getNodeMatrix(iSelObjID);if(!_this.mCompDataLocal[iSelObjID]){_this.mCompDataLocal[iSelObjID]={Xform:null,Bbox:null}}_this.mCompDataLocal[iSelObjID].Xform=modelXform;(function(){return __awaiter(_this,void 0,void 0,(function(){var bboxHC,worldXformHC,invWorldXformHC,localBBoxHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_2.ModelXformChangeStartEvent,iSelObjID,modelXform.copy())];case 1:_a.sent();return[4,model.getBoundingBoxOfIDsHC([iSelObjID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];worldXformHC=modelHC.getNodeNetMatrix(iSelObjID);invWorldXformHC=eDwTypes_1.HC.Matrix.inverse(worldXformHC);localBBoxHC=bboxHC.copy();transformBox(invWorldXformHC,localBBoxHC);this.mCompDataLocal[iSelObjID].Bbox=localBBoxHC;return[2]}}))}))})()}));this.mMoveComponentCmd=new eDwMoveComponentCmd(this.Viewer,this.mCompDataLocal);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().add(this.mMoveComponentCmd)];case 1:_a.sent();return[2]}}))}))})();_a.label=3;case 3:return[2]}}))}))};eDwMoveOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var mousePt,dragVec,deltaPt;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();if(!ioMouseEvent)return[2];ioMouseEvent.setHandled(false);if(utils.isNaN(this.mSelMgr.getLastSelIDHC()))return[2];if(!this.CurrInputInfo)return[2];mousePt=ioMouseEvent.getPosition();switch(this.ActiveMouseButton){case"left":{dragVec=eDwTypes_1.HC.Point3.subtract(this.DragPt,this.mLastDragPt);ioMouseEvent.setHandled(this.dragFree(dragVec));break}case"right":{deltaPt=this.mLastMousePt.subtract(mousePt).scale(-1);ioMouseEvent.setHandled(this.dragOrbit(deltaPt));break}default:break}this.mLastDragPt=this.DragPt;this.mLastMousePt=mousePt;return[2]}}))}))};eDwMoveOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(!(ioMouseEvent&&this.mMoveComponentCmd))return[3,3];this.mMoveComponentCmd.setFinalComponentXforms(this.mCompDataLocal);return[4,eDwCommandMgr.get().remove(this.mMoveComponentCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:ioMouseEvent.setHandled(false);this.mCompDataLocal=null;this.mLastDragPt=null;this.mMoveComponentCmd=null;return[2]}}))}))};eDwMoveOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var selIDHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];ioTouchEvent.setHandled(false);if(this.mSelectionEvent){this.addTouch(ioTouchEvent);ioTouchEvent.setHandled(true);return[2]}return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.CurrInputInfo=null;selIDHC=this.mSelMgr.getLastSelIDHC();if(utils.isNumber(selIDHC)){this.mSelectionEvent={TouchEvent:ioTouchEvent,SelObjIDHC:selIDHC}}return[2]}}))}))};eDwMoveOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var lastTouchInfo,origTouchEvent,curDragPt,dragVec,deltaPt;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];lastTouchInfo=$.extend({},this.getTouchById(ioTouchEvent.getId()));return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent.getHandled())return[2];if(this.CurrTouches.length>2||!this.mSelectionEvent){ioTouchEvent.setHandled(false);return[2]}origTouchEvent=this.mSelectionEvent.TouchEvent;if(ioTouchEvent.getId()===origTouchEvent.getId()){curDragPt=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());dragVec=eDwTypes_1.HC.Point3.subtract(curDragPt,lastTouchInfo.DragPt);this.dragFree(dragVec)}else{deltaPt=eDwTypes_1.HC.Point2.subtract(ioTouchEvent.getPosition(),lastTouchInfo.Pos);this.dragOrbit(deltaPt)}ioTouchEvent.setHandled(true);return[2]}}))}))};eDwMoveOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());if(!(this.mSelectionEvent&&ioTouchEvent.getId()===this.mSelectionEvent.TouchEvent.getId()))return[3,2];return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();this.mSelectionEvent=null;_a.label=2;case 2:return[2]}}))}))};eDwMoveOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_1.HC.EventType.MouseDown||iEventType===eDwTypes_1.HC.EventType.TouchStart};eDwMoveOperator.prototype.dragFree=function(vec){if(!this.CurrInputInfo&&0===this.CurrTouches.length)return false;var modelHC=this.Viewer.getModel().getHCModel();var transMat=new eDwTypes_1.HC.Matrix;transMat.setTranslationComponent(vec.x,vec.y,vec.z);utils.forAll((function(iModelNodeID,ioNodeData){ioNodeData.Xform=eDwTypes_1.HC.Matrix.multiply(ioNodeData.Xform,transMat);modelHC.setNodeMatrix(iModelNodeID,ioNodeData.Xform)}),this.mCompDataLocal);return true};eDwMoveOperator.prototype.dragOrbit=function(deltaScrPt){if(!this.CurrInputInfo&&0===this.CurrTouches.length)return false;var view=this.Viewer.getHCView();var model=this.Viewer.getModel();var modelHC=model.getHCModel();var camera=view.getCamera();var projVec=eDwTypes_1.HC.Point3.subtract(camera.getTarget(),camera.getPosition()).normalize();var upVec=camera.getUp().copy().normalize();var dirVec=eDwTypes_1.HC.Point3.cross(upVec,projVec).normalize();utils.forAll((function(iModelNodeID,ioNodeData){if(!ioNodeData.Bbox)return;var xformedCenter=new eDwTypes_1.HC.Point3(0,0,0);ioNodeData.Xform.transform(ioNodeData.Bbox.center(),xformedCenter);var transMat=new eDwTypes_1.HC.Matrix;var revTransMat=new eDwTypes_1.HC.Matrix;revTransMat.setTranslationComponent(-xformedCenter.x,-xformedCenter.y,-xformedCenter.z);transMat.setTranslationComponent(xformedCenter.x,xformedCenter.y,xformedCenter.z);var upAxisRotMat=eDwTypes_1.HC.Matrix.createFromOffAxisRotation(upVec,deltaScrPt.x);var dirAxisRotMat=eDwTypes_1.HC.Matrix.createFromOffAxisRotation(dirVec,-deltaScrPt.y);var rotMatrix=eDwTypes_1.HC.Matrix.multiply(revTransMat,upAxisRotMat);rotMatrix=eDwTypes_1.HC.Matrix.multiply(rotMatrix,dirAxisRotMat);rotMatrix=eDwTypes_1.HC.Matrix.multiply(rotMatrix,transMat);ioNodeData.Xform=eDwTypes_1.HC.Matrix.multiply(ioNodeData.Xform,rotMatrix);modelHC.setNodeMatrix(iModelNodeID,ioNodeData.Xform)}),this.mCompDataLocal);return true};return eDwMoveOperator}(eDwBaseSelOperator);function transformBox(iXform,ioBox){iXform.transform(ioBox.min,ioBox.min);iXform.transform(ioBox.max,ioBox.max)}return eDwMoveOperator}));define("eDwUIMoveComponentPlugin",["require","exports","eDwUIBasePlugin","eDwCompXformMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIBasePlugin_1,eDwCompXformMgr,eDwEvents_3,eDwUIUtils){"use strict";var eDwUIMoveComponentPlugin=function(_super){__extends(eDwUIMoveComponentPlugin,_super);function eDwUIMoveComponentPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-move"};_this=_super.call(this,"MoveComponent",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();_this.mCompXformMgr=new eDwCompXformMgr(iViewer);var model=iViewer.getModel();eDwUIUtils.hide(_this.PluginButtonID,!model.isAssembly());return _this}eDwUIMoveComponentPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.init.call(this)];case 1:_a.sent();return[2]}}))}))};eDwUIMoveComponentPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,null)}};eDwUIMoveComponentPlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);_super.prototype.addAppObjEvent.call(this,eDwEvents_3.ResetSceneEvent,"onResetScene",true)};eDwUIMoveComponentPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);_super.prototype.addAppObjEvent.call(this,eDwEvents_3.ResetSceneEvent,"onResetScene",false)};eDwUIMoveComponentPlugin.prototype.onActivate=function(iButtonJQ){if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;this.mCompXformMgr.activateMoveOp();$("#edrawings-canvas")[0].style.cursor="pointer";return true};eDwUIMoveComponentPlugin.prototype.onDeactivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mCompXformMgr.deactivateMoveOp()];case 1:_a.sent();return[2]}}))}))})();$("#edrawings-canvas")[0].style.cursor="default";return true};eDwUIMoveComponentPlugin.prototype.onResetScene=function(iDoReset){this.mCompXformMgr.resetModelNodeXforms(iDoReset)};return eDwUIMoveComponentPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIMoveComponentPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwMeasureEntities",["require","exports","eDwEventMgr","eDwSelObj","eDwTypes","eDwGeomUtils","utils","eDwMeasureEvents"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwTypes_1,eDwGeomUtils,utils,eDwMeasureEvents_1){"use strict";var eDwMeasureEntities=function(_super){__extends(eDwMeasureEntities,_super);function eDwMeasureEntities(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;l_Model=iViewer.getModel();_this.mSelObjs=[];_this.mSelMeasureEntColor=eDwTypes_1.HC.Color.green();_this.mAuxGeoSelected=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate.setImmediateDrawMode(true);_this.mPanelInfo=new MeasurePanelInfo(_this.mAuxGeoSelected);return _this}eDwMeasureEntities.prototype.addEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var success,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:success=true;this.mAuxGeoSelected.reset();subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(!(subEntityInfo.SubEntityTypeName==="Point"))return[3,2];return[4,this.addAllForEntity(iSelObj)];case 1:_a.sent();return[3,7];case 2:if(!(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable))return[3,4];return[4,this.addAllForEntity(iSelObj)];case 3:_a.sent();return[3,7];case 4:if(!(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable))return[3,6];return[4,this.addAllForEntity(iSelObj)];case 5:_a.sent();return[3,7];case 6:this.reset();success=false;_a.label=7;case 7:this.updatePanelResult();return[2,success]}}))}))};eDwMeasureEntities.prototype.addEntityImmediate=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var subEntityInfo,selObjsHC,drawLabels;return __generator(this,(function(_a){switch(_a.label){case 0:if(!(!iSelObj||!eDwMeasureEntities.PointToPoint&&utils.isNumber(this.isItemSelected(iSelObj))))return[3,2];return[4,this.resetImmediateResults()];case 1:_a.sent();return[2,false];case 2:subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);selObjsHC=this.mSelObjs.slice();drawLabels=true;if(subEntityInfo.SubEntityTypeName==="Point"){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else{drawLabels=false}return[4,this.setImmediateResults(selObjsHC,drawLabels)];case 3:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.resetImmediateResults=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setImmediateResults(this.mSelObjs.slice())];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.removeEntityAtIndex=function(idx){return __awaiter(this,void 0,void 0,(function(){var toRemove,updated;return __generator(this,(function(_a){switch(_a.label){case 0:if(idx<0||idx>=this.mSelObjs.length)return[2,null];this.dehighlightAllTemporaryEntity();toRemove=this.mSelObjs[idx];this.mSelObjs.splice(idx,1);if(!utils.isNumber(this.isItemSelected(toRemove))){this.deColorEntity(toRemove)}return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 1:updated=_a.sent();if(!(updated||this.mSelObjs.length===0))return[3,3];return[4,this.resetImmediateResults()];case 2:_a.sent();return[3,4];case 3:this.mAuxGeoImmediate.regeneratePicks(this.mSelObjs);_a.label=4;case 4:this.updatePanelResult();return[2,toRemove]}}))}))};eDwMeasureEntities.prototype.setSelectedEntityColor=function(iColor){this.mSelMeasureEntColor=iColor};eDwMeasureEntities.prototype.setMeasureUnit=function(iUserUnits){var _this=this;this.mViewer.getModel().setUserUnits(iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.resetImmediateResults()];case 1:_a.sent();return[2]}}))}))})();this.mAuxGeoSelected.syncUnits();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePointToPoint=function(iEnable){eDwMeasureEntities.PointToPoint=iEnable;this.reset();this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updateDelta=function(iEnable){eDwMeasureEntities.ShowDelta=iEnable;this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePanelResult=function(){var userUnits=this.mViewer.getModel().getUserUnits();this.mPanelInfo.updatePanelResult(this.mSelObjs,userUnits)};eDwMeasureEntities.prototype.reset=function(){this.deColorAll();this.mAuxGeoSelected.reset();this.mAuxGeoImmediate.reset();this.mSelObjs=[];this.updatePanelResult()};eDwMeasureEntities.prototype.draw=function(){this.mAuxGeoSelected.draw();this.mAuxGeoImmediate.draw()};eDwMeasureEntities.prototype.getClassName=function(){return"eDwMeasureEntities"};eDwMeasureEntities.prototype.isItemSelected=function(iSelObj){if(utils.isNumber(iSelObj.getIDHC())){for(var i=0;i<this.mSelObjs.length;++i){var selObj=this.mSelObjs[i];if(selObj.equals(iSelObj))return i}}return NaN};eDwMeasureEntities.prototype.onDragLabelStart=function(iLabel,iPos){if(utils.isInstanceOf(iLabel,LabelItem)){this.mCurLabel=iLabel;this.mCurLabel.onDragStart(iPos)}};eDwMeasureEntities.prototype.onDragLabelMove=function(iPos){if(this.mCurLabel){this.mCurLabel.onDragMove(iPos);this.mViewer.getHCMarkupManager().refreshMarkup()}};eDwMeasureEntities.prototype.onDragLabelEnd=function(iPos){if(this.mCurLabel)this.mCurLabel.onDragEnd(iPos);this.mCurLabel=null};eDwMeasureEntities.prototype.highlightTemporaryEntityAt=function(iIndex){var _this=this;this.highlightEntityAt(iIndex);this.mAuxGeoSelected.updateInfoLabel(iIndex);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementSelectionEvent,iIndex)];case 1:_a.sent();return[2]}}))}))})()};eDwMeasureEntities.prototype.dehighlightTemporaryEntityAt=function(iIndex){this.highlightEntityAt(iIndex,false);this.mAuxGeoSelected.updateInfoLabel(-1)};eDwMeasureEntities.prototype.dehighlightAllTemporaryEntity=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementDeselectAllEvent)];case 1:_a.sent();return[2]}}))}))})();var n=this.mSelObjs.length;for(var i=0;i<n;++i){this.dehighlightTemporaryEntityAt(i)}};eDwMeasureEntities.getMeasureSelObjID=function(iSelObj){var subEntInfo=eDwSelObj.getSubEntityInfo(iSelObj);return subEntInfo.IsSelectable?eDwSelObj.getSubEntityID(subEntInfo.SubEntity):NaN};eDwMeasureEntities.highlightEntity=function(iSelObj,iModel,iHighlight){if(iHighlight===void 0){iHighlight=true}var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return false;var highlightFunc=null;var modelHC=iModel.getHCModel();var nodeIDHC=iSelObj.getNodeId();if(iSelObj.getFaceEntity()){highlightFunc=modelHC.setNodeFaceHighlighted}else if(iSelObj.getLineEntity()){highlightFunc=modelHC.setNodeLineHighlighted}else if(iSelObj.getPointEntity()){highlightFunc=modelHC.setNodePointHighlighted}if(highlightFunc){highlightFunc.call(modelHC,nodeIDHC,entityID,iHighlight);return true}return false};eDwMeasureEntities.prototype.addObjs=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(eDwMeasureEntities.PointToPoint&&2===this.mSelObjs.length))return[3,2];return[4,this.removeEntityAtIndex(1)];case 1:_a.sent();_a.label=2;case 2:this.mSelObjs.push(iSelObj);return[2]}}))}))};eDwMeasureEntities.prototype.deColorAll=function(){for(var i=0;i<this.mSelObjs.length;++i){this.deColorEntity(this.mSelObjs[i])}};eDwMeasureEntities.prototype.deColorEntity=function(iSelObj){this.colorEntity(iSelObj,false)};eDwMeasureEntities.prototype.colorEntity=function(iSelObj,iChangeColor){if(iChangeColor===void 0){iChangeColor=true}var modelHC=this.mViewer.getModel().getHCModel();var nodeID=iSelObj.getNodeId();var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return;if(iSelObj.getFaceEntity()){if(iChangeColor){modelHC.setNodeFaceColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeFaceColor(nodeID,entityID)}if(iSelObj.getLineEntity()){if(iChangeColor){modelHC.setNodeLineColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeLineColor(nodeID,entityID)}};eDwMeasureEntities.prototype.setImmediateResults=function(iSelObjs,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateResult(iSelObjs,this.mAuxGeoImmediate,iDrawLabels)];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.updateResult=function(iSelObjs,ioAuxGeo,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){var modelHC,selPropsHC,_i,iSelObjs_1,selObj,subEntityInfo,subEntityID,prop,isValid,_a,_b,_c,n,result;return __generator(this,(function(_d){switch(_d.label){case 0:ioAuxGeo.reset();ioAuxGeo.setDrawLabel(iDrawLabels);if(iSelObjs.length){console.debugLog("Measure","Measure - Selected object properties:")}modelHC=this.mViewer.getModel().getHCModel();selPropsHC=[];_i=0,iSelObjs_1=iSelObjs;_d.label=1;case 1:if(!(_i<iSelObjs_1.length))return[3,7];selObj=iSelObjs_1[_i];subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);prop=null;if(!selObj.getLineEntity())return[3,3];return[4,modelHC.getEdgeProperty(selObj.getNodeId(),subEntityID)];case 2:prop=_d.sent();return[3,5];case 3:if(!selObj.getFaceEntity())return[3,5];return[4,modelHC.getFaceProperty(selObj.getNodeId(),subEntityID)];case 4:prop=_d.sent();_d.label=5;case 5:selPropsHC.push(prop);console.debugLog("Measure","Entity properties: "+JSON.stringify(prop));_d.label=6;case 6:_i++;return[3,1];case 7:_c=eDwMeasureEntities.PointToPoint||this.updateSingleVert(iSelObjs)||this.updateSingleEdge(iSelObjs)||this.updateSingleFace(selPropsHC,iSelObjs)||this.updateVertEdge(selPropsHC,iSelObjs,ioAuxGeo);if(_c)return[3,9];return[4,this.updateVertFace(selPropsHC,iSelObjs,ioAuxGeo)];case 8:_c=_d.sent();_d.label=9;case 9:_b=_c||this.updateVertVert(iSelObjs,ioAuxGeo);if(_b)return[3,11];return[4,this.updateEdgeFace(selPropsHC,iSelObjs,ioAuxGeo)];case 10:_b=_d.sent();_d.label=11;case 11:_a=_b;if(_a)return[3,13];return[4,this.updateFaceFace(selPropsHC,iSelObjs,ioAuxGeo)];case 12:_a=_d.sent();_d.label=13;case 13:isValid=_a||this.updateEdgeEdge(selPropsHC,iSelObjs,ioAuxGeo)||this.updateEdges(selPropsHC,iSelObjs,ioAuxGeo);ioAuxGeo.addPickInfo(selPropsHC,iSelObjs,iDrawLabels);n=iSelObjs.length;if(!isValid&&n>0){result=new MeasureResultString("Info","Invalid combination");ioAuxGeo.addMessage(result,iSelObjs[n-1].getPosition(),eDwTypes_1.HC.Color.red())}ioAuxGeo.updateResultLabels();return[2,isValid]}}))}))};eDwMeasureEntities.prototype.updateSingleVert=function(iSelObjs){if(1!==iSelObjs.length)return false;var vertObj=iSelObjs[0];return vertObj.getPointEntity()?true:false};eDwMeasureEntities.prototype.updateSingleEdge=function(iSelObjs){if(1!==iSelObjs.length)return false;var edgeObj=iSelObjs[0];if(edgeObj.getLineEntity())return true;return false};eDwMeasureEntities.prototype.updateSingleFace=function(iSelPropsHC,iSelObjs){if(1!==iSelObjs.length)return false;var faceObj=iSelObjs[0];var faceProp=iSelPropsHC[0];if(!faceObj.getFaceEntity()||!faceProp)return false;if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){return true}else if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){return true}return false};eDwMeasureEntities.prototype.updateVertVert=function(iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(iSelObjs[0].getPointEntity()&&iSelObjs[1].getPointEntity()){var vertObj0=iSelObjs[0];var vertObj1=iSelObjs[1];if(vertObj0.equals(vertObj1))return false;iAuxGeo.setByVertexVertex(vertObj0,vertObj1);return true}return false};eDwMeasureEntities.prototype.updateVertEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;var edgeProp=iSelPropsHC[0];var edgeObj=iSelObjs[0];var vertObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getPointEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];vertObj=iSelObjs[0]}if(!vertObj.getPointEntity())return false;if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByVertexLine(vertObj,edgeProp,edgeObj);return true}else if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByVertexCircle(vertObj,edgeProp,edgeObj);return true}return false};eDwMeasureEntities.prototype.updateVertFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var vertObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];vertObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getPointEntity()&&iSelObjs[0].getFaceEntity()){vertObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!vertObj.getPointEntity())return[2,false];if(!(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByVertexPlane(vertObj,faceProp,faceObj,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var edgeProp,edgeObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];edgeProp=iSelPropsHC[0];edgeObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getFaceEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,1];iAuxGeo.setByPlaneLine(faceProp,edgeProp,faceObj,edgeObj);return[2,true];case 1:if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,3];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 2:minDistInfo=_a.sent();iAuxGeo.setByCirclePlane(edgeProp,faceProp,edgeObj,faceObj,minDistInfo);return[2,true];case 3:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(!iSelObjs[0].getLineEntity()||!iSelObjs[1].getLineEntity()){return false}var edgeObj0=iSelObjs[0];var edgeProp0=iSelPropsHC[0];var edgeObj1=iSelObjs[1];var edgeProp1=iSelPropsHC[1];if(edgeObj0.equals(edgeObj1))return false;if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByLineLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleLine(edgeProp1,edgeProp0,edgeObj1,edgeObj0)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByCircleLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleCircle(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}this.updateEdges(iSelPropsHC,iSelObjs,iAuxGeo);return true};eDwMeasureEntities.prototype.updateFaceFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var faceObj0,faceProp0,faceObj1,faceProp1,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];if(!iSelObjs[0].getFaceEntity()||!iSelObjs[1].getFaceEntity()){return[2,false]}faceObj0=iSelObjs[0];faceProp0=iSelPropsHC[0];faceObj1=iSelObjs[1];faceProp1=iSelPropsHC[1];if(faceObj0.equals(faceObj1))return[2,false];if(!faceObj1.getFaceEntity()||!faceProp1)return[2,false];if(!(faceProp0 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByPlanePlane(faceProp1,faceProp0,faceObj1,faceObj0,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdges=function(iSelPropsHC,iSelObjs,ioAuxGeo){var n=iSelObjs.length;var len=0;var ids=[];for(var i=0;i<n;++i){var selPropHC=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj.getLineEntity()||!selPropHC){return false}var lineId=selObj.getLineEntity().getLineId();if(-1!==ids.indexOf(lineId)){return false}ids.push(lineId);if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.LineElement||selPropHC instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){len+=selPropHC.length}else if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){var circularArc=l_getCircularArc(selObj,selPropHC);len+=circularArc.Length}else{return false}}var pos=new eDwTypes_1.HC.Point3(0,0,0);if(n>1){var result=new MeasureResultDistance("Total Length",len);pos=iSelObjs[n-1].getPosition();ioAuxGeo.addOtherResult(result,pos);return true}return false};eDwMeasureEntities.prototype.highlightEntityAt=function(iIndex,iHighlight){if(iHighlight===void 0){iHighlight=true}var n=this.mSelObjs.length;if(iIndex<0||iIndex>=n)return;eDwMeasureEntities.highlightEntity(this.mSelObjs[iIndex],this.mViewer.getModel(),iHighlight)};eDwMeasureEntities.prototype.addAllForEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.addObjs(iSelObj)];case 1:_a.sent();return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 2:_a.sent();return[4,this.resetImmediateResults()];case 3:_a.sent();this.colorEntity(iSelObj);return[2,true]}}))}))};eDwMeasureEntities.PointToPoint=false;eDwMeasureEntities.ShowDelta=false;return eDwMeasureEntities}(eDwTypes_1.HC.Markup.MarkupItem);var LabelItem=function(_super){__extends(LabelItem,_super);function LabelItem(iViewer,iLabel){var _this=_super.call(this)||this;_this.mLabel=iLabel;return _this}LabelItem.prototype.setStringContent=function(){this.mLabel.setStringContent()};LabelItem.prototype.draw=function(){this.mLabel.drawLabel()};LabelItem.prototype.hit=function(iPos){var box=this.mLabel.getLabelBox();if(!box)return false;var xMin=box.Min.x;var xMax=box.Max.x;var yMin=box.Min.y;var yMax=box.Max.y;return iPos.x<=xMax&&iPos.x>=xMin&&iPos.y<=yMax&&iPos.y>=yMin};LabelItem.prototype.onDragStart=function(iPos){this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragMove=function(iPos){var delta=eDwTypes_1.HC.Point2.subtract(iPos,this.mDragPos);var endPos=this.mLabel.getLeaderEndPos();if(!eDwGeomUtils.isValidHCPoint(endPos)||!eDwGeomUtils.isValidHCPoint(delta))return true;endPos.add(delta);this.mLabel.setLeaderEndPos(endPos);this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragEnd=function(iPos){return true};return LabelItem}(eDwTypes_1.HC.Markup.MarkupItem);var MeasureResultItem=function(){function MeasureResultItem(iName){this.mName=iName}Object.defineProperty(MeasureResultItem.prototype,"Value",{get:function(){return":NOVALUE:"},enumerable:false,configurable:true});Object.defineProperty(MeasureResultItem.prototype,"Name",{get:function(){return this.mName},enumerable:false,configurable:true});return MeasureResultItem}();var MeasureResultString=function(_super){__extends(MeasureResultString,_super);function MeasureResultString(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue;return _this}Object.defineProperty(MeasureResultString.prototype,"Value",{get:function(){return this.mValue},enumerable:false,configurable:true});return MeasureResultString}(MeasureResultItem);var MeasureResultNumber=function(_super){__extends(MeasureResultNumber,_super);function MeasureResultNumber(iName,iValueKind){var _this=_super.call(this,iName)||this;_this.mValueKind=iValueKind;return _this}Object.defineProperty(MeasureResultNumber.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue,this.mValueKind)},enumerable:false,configurable:true});return MeasureResultNumber}(MeasureResultItem);var MeasureResultDistance=function(_super){__extends(MeasureResultDistance,_super);function MeasureResultDistance(iName,iValue){var _this=_super.call(this,iName,cLength)||this;_this.mValue=iValue;return _this}return MeasureResultDistance}(MeasureResultNumber);var MeasureResultArea=function(_super){__extends(MeasureResultArea,_super);function MeasureResultArea(iName,iValue){var _this=_super.call(this,iName,"Area")||this;_this.mValue=iValue;return _this}return MeasureResultArea}(MeasureResultNumber);var MeasureResultAngle=function(_super){__extends(MeasureResultAngle,_super);function MeasureResultAngle(iName,iValue){var _this=_super.call(this,iName,"Angle")||this;_this.mValue=iValue;return _this}return MeasureResultAngle}(MeasureResultNumber);var MeasureResultPoint3D=function(_super){__extends(MeasureResultPoint3D,_super);function MeasureResultPoint3D(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue.copy();return _this}Object.defineProperty(MeasureResultPoint3D.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue.x,"Length")+","+l_Model.getValueWithUnit(this.mValue.y,"Length")+","+l_Model.getValueWithUnit(this.mValue.z,"Length")},enumerable:false,configurable:true});return MeasureResultPoint3D}(MeasureResultItem);var MeasureLabelItem=function(){function MeasureLabelItem(iViewer,iResult,iColor){this.mViewer=iViewer;this.mResult=iResult;this.mColor=iColor;this.mNameTextBox=undefined;this.mValueTextBox=undefined;this.mNameBox=undefined;this.mValueBox=undefined}MeasureLabelItem.prototype.drawItem=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();if(this.mNameBox)renderer.drawRectangle(this.mNameBox);if(this.mValueBox)renderer.drawRectangle(this.mValueBox);if(this.mNameTextBox)renderer.drawTextBox(this.mNameTextBox);if(this.mValueTextBox)renderer.drawTextBox(this.mValueTextBox)};MeasureLabelItem.prototype.setPosition=function(ioPos,iNameWidth,iValueWidth){if(!this.mNameBox||!this.mValueBox||!this.mNameTextBox||!this.mValueTextBox){this.mNameBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mNameBox.setFillColor(this.mColor?this.mColor:cGreyColor);this.mValueBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mValueBox.setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mNameTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setStrokeWidth(0);this.mNameTextBox.getTextPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setFillOpacity(0);this.mNameTextBox.getTextPortion().setFontFamily("arial");this.mValueTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mValueTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mValueTextBox.getBoxPortion().setStrokeWidth(0);this.mValueTextBox.getTextPortion().setFillColor(cGreyColor);this.mValueTextBox.getBoxPortion().setFillOpacity(0);this.mValueTextBox.getTextPortion().setFontFamily("arial")}var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=renderer.measureTextBox(this.mNameTextBox);var valueSize=renderer.measureTextBox(this.mValueTextBox);var height=Math.max(nameSize.y,valueSize.y);this.mNameBox.setSize(new eDwTypes_1.HC.Point2(iNameWidth,height));this.mValueBox.setSize(new eDwTypes_1.HC.Point2(iValueWidth,height));var namePos=ioPos.copy();var valuePos=ioPos.copy();valuePos.x+=iNameWidth;this.mNameBox.setPosition(namePos);this.mNameTextBox.setPosition(namePos);this.mValueBox.setPosition(valuePos);this.mValueTextBox.setPosition(valuePos);ioPos.y+=height};MeasureLabelItem.prototype.getWidth=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=this.mNameTextBox?renderer.measureTextBox(this.mNameTextBox):{x:0,y:0};var valueSize=this.mValueTextBox?renderer.measureTextBox(this.mValueTextBox):{x:0,y:0};return{NameWidth:nameSize.x,ValueWidth:valueSize.x}};MeasureLabelItem.prototype.setStringContent=function(){if(this.mNameTextBox){this.mNameTextBox.setTextString(this.mResult.Name)}if(this.mValueTextBox){this.mValueTextBox.setTextString(this.mResult.Value)}};MeasureLabelItem.prototype.getText=function(){return this.mResult.Name+": "+this.mResult.Value};MeasureLabelItem.prototype.getBoundingBox=function(){if(!this.mNameBox||!this.mValueBox){return null}var size1=this.mValueBox.getSize();var posS=this.mNameBox.getPosition().copy();var pos1=this.mValueBox.getPosition();var posE=new eDwTypes_1.HC.Point2(pos1.x+size1.x,pos1.y+size1.y);var min=new eDwTypes_1.HC.Point2(Math.min(posS.x,posE.x),Math.min(posS.y,posE.y));var max=new eDwTypes_1.HC.Point2(Math.max(posS.x,posE.x),Math.max(posS.y,posE.y));return{Min:min,Max:max}};return MeasureLabelItem}();var MeasureBaseLine=function(){function MeasureBaseLine(iViewer,iPntWCHC0,iPntWCHC1,iLineColor){this.mViewer=iViewer;this.mColor=iLineColor||cGreyColor;this.setWCPts(iPntWCHC0,iPntWCHC1)}MeasureBaseLine.prototype.draw=function(){if(!this.isValid())return;if(this.mLine)this.updateLinePts();else this.createHCLine();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawLine(this.mLine)};MeasureBaseLine.prototype.getLineColorHC=function(){return this.mColor};MeasureBaseLine.prototype.getMiddleWCPtHC=function(){var middle=eDwTypes_1.HC.Point3.scale(eDwTypes_1.HC.Point3.add(this.mWCEndPtHC0,this.mWCEndPntHC1),.5);return middle};MeasureBaseLine.prototype.setLineColor=function(iColor){this.mColor=iColor;if(this.mLine)this.setColorOnHCLine(iColor);else this.createHCLine()};MeasureBaseLine.prototype.isValid=function(){return this.mWCEndPtHC0&&this.mWCEndPntHC1&&eDwGeomUtils.isValidHCPoint(this.mWCEndPtHC0)&&eDwGeomUtils.isValidHCPoint(this.mWCEndPntHC1)};MeasureBaseLine.prototype.createHCLine=function(){this.mLine=new eDwTypes_1.HC.Markup.Shape.Line;this.setColorOnHCLine(this.mColor);this.updateLinePts();return this};MeasureBaseLine.prototype.copyFrom=function(iSrcLine){if(iSrcLine.mLine){this.mLine.setStrokeWidth(iSrcLine.mLine.getStrokeWidth());this.mLine.setEndcapType(iSrcLine.mLine.getEndEndcapType());this.mLine.setStartEndcapSize(iSrcLine.mLine.getStartEndcapSize());this.mLine.setEndEndcapSize(iSrcLine.mLine.getEndEndcapSize());this.mLine.setStartEndcapColor(iSrcLine.mLine.getStartEndcapColor());this.mLine.setEndEndcapColor(iSrcLine.mLine.getEndEndcapColor())}this.setWCPts(iSrcLine.mWCEndPtHC0,iSrcLine.mWCEndPntHC1);this.mColor=iSrcLine.mColor};MeasureBaseLine.prototype.setWCPts=function(iWCStartPntHC,iWCEndPntHC){if(!iWCStartPntHC||!iWCEndPntHC||!eDwGeomUtils.isValidHCPoint(iWCStartPntHC)||!eDwGeomUtils.isValidHCPoint(iWCEndPntHC)){console.warn("One or more measure points are invalid");return}this.mWCEndPtHC0=iWCStartPntHC.copy();this.mWCEndPntHC1=iWCEndPntHC.copy()};MeasureBaseLine.prototype.updateLinePts=function(){var viewHC=this.mViewer.getHCView();this.mLine.setP1(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPtHC0)));this.mLine.setP2(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPntHC1)))};MeasureBaseLine.prototype.setColorOnHCLine=function(iColor){this.mLine.setStrokeColor(iColor);this.mLine.setEndEndcapColor(iColor);this.mLine.setStartEndcapColor(iColor)};return MeasureBaseLine}();var MeasureLine=function(_super){__extends(MeasureLine,_super);function MeasureLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLine.prototype.copy=function(){var copy=new MeasureLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setWidthAndEndCapsOnHCLine();return this};MeasureLine.prototype.setWidthAndEndCapsOnHCLine=function(){this.mLine.setStrokeWidth(3);this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.None)};return MeasureLine}(MeasureBaseLine);var MeasureLeaderLine=function(_super){__extends(MeasureLeaderLine,_super);function MeasureLeaderLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLeaderLine.prototype.copy=function(){var copy=new MeasureLeaderLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLeaderLine.prototype.getLeaderStartPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPtHC0)};MeasureLeaderLine.prototype.getLeaderEndPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPntHC1)};MeasureLeaderLine.prototype.setLeaderEndPos=function(iPos){this.setWCPts(this.mWCEndPtHC0,eDwGeomUtils.screenToWorld(iPos,this.mViewer.getHCView()))};MeasureLeaderLine.prototype.setLeaderEnd=function(iPoint){this.mWCEndPntHC1=iPoint.copy()};MeasureLeaderLine.prototype.getLeaderStart=function(){return this.mWCEndPtHC0};return MeasureLeaderLine}(MeasureBaseLine);var MeasureDistLine=function(_super){__extends(MeasureDistLine,_super);function MeasureDistLine(iViewer,iPntHC0,iSelObj0,iPntHC1,iSelObj1,iLineColor,iUseArrowEnds){if(iUseArrowEnds===void 0){iUseArrowEnds=true}var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;_this.mStartSelObj=iSelObj0;_this.mEndSelObj=iSelObj1;_this.mDistColor=iLineColor||cLineDistanceColor;_this.mUseArrowEnds=iUseArrowEnds;if(!_this.isValid())_this.createHCLine();return _this}MeasureDistLine.prototype.copy=function(){var copy=new MeasureDistLine(this.mViewer,this.mWCEndPtHC0,this.mStartSelObj,this.mWCEndPntHC1,this.mEndSelObj,this.getLineColorHC(),this.mUseArrowEnds);copy.copyFrom(this);return copy};MeasureDistLine.prototype.setSelObjEndPts=function(iWCStartPntHC,iStartSelObj,iWCEndPntHC,iEndSelObj){_super.prototype.setWCPts.call(this,iWCStartPntHC,iWCEndPntHC);this.mStartSelObj=iStartSelObj;this.mEndSelObj=iEndSelObj};MeasureDistLine.prototype.getDistance=function(){var localPt0HC=this.mStartSelObj.getAsLocalPoint(this.mWCEndPtHC0);var localPt1HC=this.mEndSelObj.getAsLocalPoint(this.mWCEndPntHC1);return eDwTypes_1.HC.Point3.subtract(localPt0HC,localPt1HC).length()};MeasureDistLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setHCLineAttributes();return this};MeasureDistLine.prototype.setHCLineAttributes=function(){this.mLine.setStrokeWidth(3);if(this.mUseArrowEnds){this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead)}this.mLine.setStartEndcapSize(5);this.mLine.setEndEndcapSize(5);this.mLine.setStartEndcapColor(this.mDistColor);this.mLine.setEndEndcapColor(this.mDistColor);this.mLine.setStrokeColor(this.mDistColor)};return MeasureDistLine}(MeasureBaseLine);var MeasureLabel=function(){function MeasureLabel(iViewer,iPnt3DHC,iDrawEnabled){if(iDrawEnabled===void 0){iDrawEnabled=true}this.mViewer=iViewer;this.mItems=[];this.mDrawEnabled=iDrawEnabled;this.createLeaderIfPointValid(iPnt3DHC,iPnt3DHC)}MeasureLabel.prototype.reset=function(){this.mItems=[]};MeasureLabel.prototype.drawLabel=function(){if(!this.isValid()||!this.mDrawEnabled)return;this.setLabelPosition(this.mLeader.getLeaderEndPos());var n=this.mItems.length;if(0===n)return;this.mLeader.draw();for(var i=0;i<n;++i){this.mItems[i].drawItem()}};MeasureLabel.prototype.addItem=function(iResult,iColor){if(iResult){var item=new MeasureLabelItem(this.mViewer,iResult,iColor);this.mItems.push(item)}return this};MeasureLabel.prototype.setStringContent=function(){var n=this.mItems.length;for(var i=0;i<n;++i){this.mItems[i].setStringContent()}};MeasureLabel.prototype.setLeader=function(iEnd0){var end1=eDwTypes_1.HC.Point3.add(iEnd0,new eDwTypes_1.HC.Point3(1,1,1));this.createLeaderIfPointValid(iEnd0,end1)};MeasureLabel.prototype.getLeaderStartPos=function(){return this.mLeader?this.mLeader.getLeaderStartPos():null};MeasureLabel.prototype.getLeaderEndPos=function(){return this.mLeader?this.mLeader.getLeaderEndPos():null};MeasureLabel.prototype.setLeaderEndPos=function(pos){if(!this.isValid())return;this.setLabelPosition(pos.copy());this.adjustToFitOnScreen();var labelBox=this.getLabelBox();if(!labelBox)return;var leaderPos=new eDwTypes_1.HC.Point2(labelBox.Min.x,labelBox.Min.y);this.mLeader.setLeaderEndPos(leaderPos)};MeasureLabel.prototype.setDefaultEndPos=function(){if(!this.isValid())return false;var start=this.getLeaderStartPos();var end=eDwTypes_1.HC.Point2.add(start,new eDwTypes_1.HC.Point2(30,30));this.setLeaderEndPos(end);return true};MeasureLabel.prototype.getText=function(){this.setStringContent();var n=this.mItems.length;var str=n?this.mItems[0].getText():"";for(var i=1;i<n;++i){str=str+"\n"+this.mItems[i].getText()}return str};MeasureLabel.prototype.getLabelBox=function(){var n=this.mItems.length;if(0===n)return null;var boxes=[];for(var i=0;i<n;++i){var box_1=this.mItems[i].getBoundingBox();if(box_1)boxes.push(box_1)}n=boxes.length;if(!n)return null;var box=boxes[0];var xMin=box.Min.x,xMax=box.Max.x;var yMin=box.Min.y,yMax=box.Max.y;for(var i=1;i<n;++i){var box_2=boxes[i];xMin=Math.min(box_2.Min.x,xMin);yMin=Math.min(box_2.Min.y,yMin);xMax=Math.max(box_2.Max.x,xMax);yMax=Math.max(box_2.Max.y,yMax)}var min=new eDwTypes_1.HC.Point2(xMin,yMin);var max=new eDwTypes_1.HC.Point2(xMax,yMax);return{Min:min,Max:max}};MeasureLabel.prototype.isValid=function(){return this.mLeader?true:false};MeasureLabel.prototype.setLabelPosition=function(iPos){var nameWidth=0,valueWidth=0;for(var _i=0,_a=this.mItems;_i<_a.length;_i++){var item=_a[_i];var itemWidth=item.getWidth();nameWidth=Math.max(nameWidth,itemWidth.NameWidth);valueWidth=Math.max(valueWidth,itemWidth.ValueWidth)}for(var _b=0,_c=this.mItems;_b<_c.length;_b++){var item=_c[_b];item.setPosition(iPos,nameWidth,valueWidth)}};MeasureLabel.prototype.adjustToFitOnScreen=function(){var viewHC=this.mViewer.getHCView();var canvasSize=viewHC.getCanvasSize();var bbox2D=this.getLabelBox();if(!bbox2D)return;var bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);function adjustPos(iDimension){var adjust=canvasSize[iDimension]-bboxSize[iDimension];adjust=adjust<0?bbox2D.Min[iDimension]:adjust;var newPos=bbox2D.Min.copy();newPos[iDimension]=adjust;return newPos}if(bbox2D.Max.x>canvasSize.x&&bboxSize.x<canvasSize.x){this.setLabelPosition(adjustPos("x"))}if(bbox2D.Max.y>canvasSize.y&&bboxSize.y<canvasSize.y){bbox2D=this.getLabelBox();if(!bbox2D)return;bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);this.setLabelPosition(adjustPos("y"))}};MeasureLabel.prototype.createLeaderIfPointValid=function(iPnt3D0HC,iPnt3D1HC){this.mLeader=null;if(!eDwGeomUtils.isValidHCPoint(iPnt3D0HC)||!eDwGeomUtils.isValidHCPoint(iPnt3D1HC))return;this.mLeader=new MeasureLeaderLine(this.mViewer,iPnt3D0HC,iPnt3D1HC)};Object.defineProperty(MeasureLabel.prototype,"DrawEnabled",{get:function(){return this.mDrawEnabled},enumerable:false,configurable:true});return MeasureLabel}();var MeasureAuxMessage=function(){function MeasureAuxMessage(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxMessage.prototype.reset=function(){this.mLabels=[]};MeasureAuxMessage.prototype.addResult=function(iResult,iStart,iColor){var label=new MeasureLabel(this.mViewer,iStart);label.addItem(iResult,iColor);this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfVertex=function(iVertSelObj){if(!iVertSelObj.getPointEntity())return;var pntHC=iVertSelObj.getPosition();var label=new MeasureLabel(this.mViewer,pntHC);label.addItem(new MeasureResultString(cEntity,cVertex));var coordHC=iVertSelObj.getLocalPoint()||pntHC;label.addItem(new MeasureResultPoint3D(cCoordinate,coordHC));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCurve=function(iLineOrOtherHC,iEdgeSelObj,iEntityValue){if(!iEdgeSelObj.getLineEntity())return;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,iEntityValue));label.addItem(new MeasureResultDistance(cLength,iLineOrOtherHC.length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCircle=function(iCircleOrigHC,iEdgeSelObj){if(!iEdgeSelObj.getLineEntity())return;var circularArc=l_getCircularArc(iEdgeSelObj,iCircleOrigHC);var entityLabel="Circle";var diameterOrRadiusLabel="Diameter";var diameterOrRadius=circularArc.Diameter;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,entityLabel));label.addItem(new MeasureResultPoint3D("Center",circularArc.OriginWCHC));label.addItem(new MeasureResultDistance(diameterOrRadiusLabel,diameterOrRadius));label.addItem(new MeasureResultArea("Area",circularArc.Area));label.addItem(new MeasureResultDistance("Perimeter",circularArc.Length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfPlane=function(iFaceOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iFaceOrigHC instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cPlane));this.mLabels.push(label)}};MeasureAuxMessage.prototype.addIfCylinder=function(iCylinderOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iCylinderOrigHC instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cCylinder));label.addItem(new MeasureResultDistance(cDiameter,2*iCylinderOrigHC.radius));this.mLabels.push(label)}};MeasureAuxMessage.prototype.getLabels=function(){return this.mLabels};MeasureAuxMessage.prototype.countLabels=function(){return this.mLabels.length};MeasureAuxMessage.prototype.getText=function(){var str="";for(var _i=0,_a=this.mLabels;_i<_a.length;_i++){var label=_a[_i];if(str.length)str+="\n\n";str+=label.getText()}return str};return MeasureAuxMessage}();var MeasureAuxDelta=function(){function MeasureAuxDelta(iViewer,iLineColor,iLineNormal){if(iLineNormal===void 0){iLineNormal=false}this.mViewer=iViewer;this.mLineColor=iLineColor;this.mLineNormal=iLineNormal;this.reset();this.mEndGlyph0=new eDwTypes_1.HC.Markup.Shape.Circle;this.mEndGlyph1=new eDwTypes_1.HC.Markup.Shape.Circle;this.setPointColor(cAuxDeltaPointFillColor);var widthEdge=3;var pointSize=7;this.mEndGlyph0.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph0.setStrokeWidth(widthEdge);this.mEndGlyph0.setRadius(pointSize);this.mEndGlyph1.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph1.setStrokeWidth(widthEdge);this.mEndGlyph1.setRadius(pointSize)}MeasureAuxDelta.prototype.reset=function(){this.mWCPntsHC=[];this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;delete this.mLineDist;delete this.mDelta;this.mSomeCoordsArcCenters=false};MeasureAuxDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureAuxDelta(this.mViewer);auxDeltaCopy.mLineColor=this.mLineColor;auxDeltaCopy.mLineNormal=this.mLineNormal;auxDeltaCopy.mSomeCoordsArcCenters=this.mSomeCoordsArcCenters;auxDeltaCopy.mEndGlyph0.setFillColor(this.mEndGlyph0.getFillColor());auxDeltaCopy.mEndGlyph1.setFillColor(this.mEndGlyph1.getFillColor());auxDeltaCopy.mWCPntsHC=utils.deepCopyArray(this.mWCPntsHC);auxDeltaCopy.mModelSpaceMinDist=this.mModelSpaceMinDist;auxDeltaCopy.mModelSpaceMaxDist=this.mModelSpaceMaxDist;auxDeltaCopy.mLineDist=this.mLineDist?this.mLineDist.copy():undefined;auxDeltaCopy.mDelta=this.mDelta?this.mDelta.copy():undefined;return auxDeltaCopy};MeasureAuxDelta.prototype.getWCDeltaEnds=function(){return this.mWCPntsHC};MeasureAuxDelta.prototype.setWCDeltaEnds=function(iWCPntsHC,iSelObjs){this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;this.mWCPntsHC=utils.deepCopyArray(iWCPntsHC);if(!iWCPntsHC[0].equalsWithTolerance(iWCPntsHC[1],cLengthTol)){var startWCPtHC=iWCPntsHC[0].copy();var endWCPtHC=iWCPntsHC[1].copy();if(this.mDelta){this.mDelta.set(startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}else{this.mDelta=MeasureDelta.create(this.mViewer,startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}if(this.mLineDist){this.mLineDist.setSelObjEndPts(startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1])}else{this.mLineDist=new MeasureDistLine(this.mViewer,startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1],this.mLineColor)}}};MeasureAuxDelta.prototype.draw=function(iImmediateDrawMode){if(this.hasDistance()&&this.mLineDist&&this.mWCPntsHC.length>1){this.mLineDist.draw();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){this.mDelta.draw(iImmediateDrawMode)}var viewHC=this.mViewer.getHCView();this.mEndGlyph0.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[0])));this.mEndGlyph1.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[1])));if(!iImmediateDrawMode){var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawCircle(this.mEndGlyph0);renderer.drawCircle(this.mEndGlyph1)}}};MeasureAuxDelta.prototype.getLabelData=function(){var labelData={};var labelName=this.mLineNormal?cNormalDistance:this.mSomeCoordsArcCenters?cCenterDistance:cDistance;labelData[cDistance]=new MeasureResultDistance(labelName,this.getDistance());var minResultDist=new MeasureResultDistance(cMinDistance,this.mModelSpaceMinDist);if(parseFloat(minResultDist.Value)>0){labelData[cMinDistance]=minResultDist}var maxResultDist=new MeasureResultDistance(cMaxDistance,this.mModelSpaceMaxDist);if(parseFloat(maxResultDist.Value)>0){labelData[cMaxDistance]=maxResultDist}if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){$.extend(labelData,this.mDelta.getLabelData())}return labelData};MeasureAuxDelta.prototype.getLabels=function(){var labels=[];if(this.getDistance()<cLengthTol)return labels;var labelData=this.getLabelData();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}if(this.mLineDist&&this.mLineDist.isValid()){var labelDist=new MeasureLabel(this.mViewer,this.mLineDist.getMiddleWCPtHC());if(labelDist.isValid()){labels.push(labelDist.addItem(labelData[cDistance]))}}return labels};MeasureAuxDelta.prototype.getText=function(){if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){return this.mDelta.getText()}return""};MeasureAuxDelta.prototype.getDelta=function(){return this.mWCPntsHC.length>1&&this.mLineDist?eDwTypes_1.HC.Point3.subtract(this.mWCPntsHC[0],this.mWCPntsHC[1]):eDwTypes_1.HC.Point3.zero()};MeasureAuxDelta.prototype.getDistance=function(){return this.mLineDist?this.mLineDist.getDistance():0};MeasureAuxDelta.prototype.setDistLineColor=function(iColor){this.mLineColor=iColor};MeasureAuxDelta.prototype.setPointColor=function(iColor){this.mEndGlyph0.setFillColor(iColor);this.mEndGlyph1.setFillColor(iColor)};MeasureAuxDelta.prototype.setMinDist=function(iDist){this.mModelSpaceMinDist=iDist};MeasureAuxDelta.prototype.setMaxDist=function(iDist){this.mModelSpaceMaxDist=iDist};Object.defineProperty(MeasureAuxDelta.prototype,"LineNormal",{get:function(){return this.mLineNormal},set:function(iEnable){this.mLineNormal=iEnable},enumerable:false,configurable:true});Object.defineProperty(MeasureAuxDelta.prototype,"SomeCoordsArcCenters",{get:function(){return this.mSomeCoordsArcCenters},set:function(iEnable){this.mSomeCoordsArcCenters=iEnable},enumerable:false,configurable:true});MeasureAuxDelta.prototype.hasDistance=function(){var deltaDist=this.getDistance();return deltaDist>cLengthTol?true:false};return MeasureAuxDelta}();var MeasureDelta=function(){function MeasureDelta(iViewer){this.mViewer=iViewer;this.reset()}MeasureDelta.prototype.set=function(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];this.mLineDeltaMap[cDeltaX].setSelObjEndPts(iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1);this.mLineDeltaMap[cDeltaY].setSelObjEndPts(deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1);this.mLineDeltaMap[cDeltaZ].setSelObjEndPts(deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1)};MeasureDelta.prototype.getLabels=function(){var labelData=this.getLabelData();var numNonZeroLabelData=0;var nonZeroLabelData={};for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var deltaKey=_a[_i];var dist=this.mLineDeltaMap[deltaKey].getDistance();if(dist>cLengthTol){nonZeroLabelData[deltaKey]=labelData[deltaKey];numNonZeroLabelData++}}if(numNonZeroLabelData===1)nonZeroLabelData={};var labels=[];for(var key in nonZeroLabelData){var lineDelta=this.mLineDeltaMap[key];var label=new MeasureLabel(this.mViewer,lineDelta.getMiddleWCPtHC());label.addItem(labelData[key],lineDelta.getLineColorHC());if(label.isValid())labels.push(label)}return labels};MeasureDelta.prototype.draw=function(iImmediateDrawMode){if(this.isDeltaEnabled()){for(var key in this.mLineDeltaMap){var deltaLine=this.mLineDeltaMap[key];if(deltaLine.getDistance()>cLengthTol)deltaLine.draw()}}};MeasureDelta.prototype.reset=function(){this.mLineDeltaMap={}};MeasureDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureDelta(this.mViewer);for(var key in this.mLineDeltaMap){auxDeltaCopy.mLineDeltaMap[key]=this.mLineDeltaMap[key].copy()}return auxDeltaCopy};MeasureDelta.prototype.getLabelData=function(){var labelData={};if(this.isDeltaEnabled()){for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var delta=_a[_i];labelData[delta]=new MeasureResultDistance(delta,this.mLineDeltaMap[delta].getDistance())}}return labelData};MeasureDelta.prototype.getText=function(){if(this.isDeltaEnabled()){var data=this.getLabelData();return"Delta : "+data[cDeltaX].Value+", "+data[cDeltaY].Value+", "+(""+data[cDeltaZ].Value)}return""};MeasureDelta.create=function(iViewer,iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var measureDelta=new MeasureDelta(iViewer);var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];measureDelta.mLineDeltaMap[cDeltaX]=new MeasureDistLine(iViewer,iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1,eDwTypes_1.HC.Color.red(),false);measureDelta.mLineDeltaMap[cDeltaY]=new MeasureDistLine(iViewer,deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1,new eDwTypes_1.HC.Color(0,128,0),false);measureDelta.mLineDeltaMap[cDeltaZ]=new MeasureDistLine(iViewer,deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1,eDwTypes_1.HC.Color.blue(),false);return measureDelta};MeasureDelta.prototype.isDeltaEnabled=function(){return eDwMeasureEntities.ShowDelta&&!!this.mLineDeltaMap[cDeltaX]};return MeasureDelta}();var MeasureAuxDistance=function(){function MeasureAuxDistance(iViewer){this.mViewer=iViewer;this.mDistLine=new MeasureAuxDelta(iViewer);this.mNDistLine=new MeasureAuxDelta(iViewer,cAuxDistanceNormalDistanceLineColor,true);this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]}MeasureAuxDistance.prototype.reset=function(){this.mDistLine.reset();this.mNDistLine.reset();this.mNDistLine.setDistLineColor(cAuxDistanceNormalDistanceLineColor);this.mNDistLine.LineNormal=true;this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]};MeasureAuxDistance.prototype.draw=function(iImmediateDrawMode){if(!this.getLabels().length)return;this.mDistLine.draw(iImmediateDrawMode);this.mNDistLine.draw(iImmediateDrawMode);for(var _i=0,_a=this.mNormalDistExtLines;_i<_a.length;_i++){var normalExtLine=_a[_i];normalExtLine.draw()}};MeasureAuxDistance.prototype.setByPointPoint=function(iWCPntHC0,iSelObj0,iWCPntHC1,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}this.reset();this.mDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iWCPntHC0,iWCPntHC0,iWCPntHC1,iWCPntHC1]);this.avoidDuplication()};MeasureAuxDistance.prototype.setByPointLine=function(iPntWCHC,iSelObj0,iEdgeHC,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}var pickPntWCHC=iSelObj1.getPosition();var endPntsWCHC=l_getLineEndPts(iSelObj1);var vecWCHC=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,endPntsWCHC.P1HC);if(vecWCHC.length()<1e-6)return;vecWCHC.normalize();var k=eDwTypes_1.HC.Point3.dot(eDwTypes_1.HC.Point3.subtract(iPntWCHC,pickPntWCHC),vecWCHC);var basePntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecWCHC0=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,basePntWCHC);var vecWCHC1=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P1HC,basePntWCHC);if(eDwTypes_1.HC.Point3.dot(vecWCHC0,vecWCHC1)<0){this.setByPointPoint(iPntWCHC,iSelObj0,basePntWCHC,iSelObj1,isSomeCoordsArcCenters)}else{this.reset();var pntWCHC=vecWCHC0.length()<vecWCHC1.length()?endPntsWCHC.P0HC.copy():endPntsWCHC.P1HC.copy();this.mDistLine.setWCDeltaEnds([iPntWCHC,pntWCHC],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,basePntWCHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pntWCHC,basePntWCHC]);this.avoidDuplication()}};MeasureAuxDistance.prototype.setByPointPlane=function(iPntWCHC,iSelObj0,iFaceHC,iSelObj1,iMinDistInfo,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}if(!iMinDistInfo)return false;this.reset();var pickWCPntHC=iSelObj1.getPosition();var normWCHC=iFaceHC.normal;normWCHC.normalize();var vecWCHC=eDwTypes_1.HC.Point3.subtract(pickWCPntHC,iPntWCHC);var k=eDwTypes_1.HC.Point3.dot(vecWCHC,normWCHC);var baseWCPntHC=eDwTypes_1.HC.Point3.add(iPntWCHC,eDwTypes_1.HC.Point3.scale(normWCHC,k));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,baseWCPntHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pickWCPntHC,baseWCPntHC]);this.avoidDuplication();return true};MeasureAuxDistance.prototype.setByCircleCircle=function(iCircleHC0,iSelObj0,iCircleHC1,iSelObj1){this.setByPointPoint(iCircleHC0.origin,iSelObj0,iCircleHC1.origin,iSelObj1,true);this.setMinMaxForCircles(iCircleHC0,iCircleHC1)};MeasureAuxDistance.prototype.setByCircleLine=function(iCircleHC,iSelObj0,iLineHC,iSelObj1){this.setByPointLine(iCircleHC.origin,iSelObj0,iLineHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByCirclePlane=function(iCircleHC,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo){return this.setByPointPlane(iCircleHC.origin,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo,true)};MeasureAuxDistance.prototype.setByCirclePoint=function(iCircleHC,iSelObj0,iPointHC,iSelObj1){this.setByPointPoint(iCircleHC.origin,iSelObj0,iPointHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByPlanePlane=function(iFaceHC0,iFaceHC1,iSelObj0,iSelObj1,iMinDistInfo){if(!iMinDistInfo)return false;this.reset();var pickWCPntHC0=iSelObj0.getPosition().copy();var normWCHC0=iFaceHC0.normal;normWCHC0.normalize();var pickWCPntHC1=iSelObj1.getPosition().copy();var normWCHC1=iFaceHC1.normal;normWCHC1.normalize();var angle=iSelObj0.findAngle(iSelObj1);if(0!==angle&&180!==angle){var vecWCHC=eDwTypes_1.HC.Point3.cross(normWCHC0,normWCHC1);var wVecWCHC=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC0);var k0=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(wVecWCHC,normWCHC1);var origWCPntHC0=eDwTypes_1.HC.Point3.add(pickWCPntHC0,wVecWCHC.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC1);var k1=(eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC0)-eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC0))/eDwTypes_1.HC.Point3.dot(wVecHC1,normWCHC0);var origWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC1,wVecHC1.scale(k1));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mNDistLine.setWCDeltaEnds([origWCPntHC0,origWCPntHC0],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([origWCPntHC0,origWCPntHC0,origWCPntHC1,origWCPntHC1]);this.avoidDuplication()}else{var distWCPntHC1=eDwTypes_1.HC.Point3.zero();if(0!==eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1)){var k=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1);distWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC0,eDwTypes_1.HC.Point3.scale(normWCHC0,k))}this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);var distWCPntHC0=pickWCPntHC0.copy();this.mNDistLine.setWCDeltaEnds([distWCPntHC0,distWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([distWCPntHC0,pickWCPntHC0,distWCPntHC1,pickWCPntHC1]);this.avoidDuplication()}return true};MeasureAuxDistance.prototype.setByLinePlane=function(iEdgeHC,iFaceHC,iSelEdgeObj,iSelFaceObj){return __awaiter(this,void 0,void 0,(function(){var pickPntWCHC0,pickPntWCHC1,vecNormWCHC,minDistInfo,distLinePtsWCHC,distLineSelObjs,normDistLinePtsWCHC,normDistLineSelObjs,extendedLinePtsWCHC,angle,plnWCHC,pntOnPlnWCHC,pickVecWCHC,k,scalePickPntWCHC;return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();pickPntWCHC0=iSelEdgeObj.getPosition();pickPntWCHC1=iSelFaceObj.getPosition();vecNormWCHC=iFaceHC.normal;vecNormWCHC.normalize();return[4,eDwSelObj.getMinDistInfo([iEdgeHC,iFaceHC],[iSelEdgeObj,iSelFaceObj],this.mViewer.getModel())];case 1:minDistInfo=_a.sent();distLinePtsWCHC=minDistInfo?[minDistInfo.pos1,minDistInfo.pos2]:[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelFaceObj];normDistLinePtsWCHC=[];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[];angle=iSelEdgeObj.findAngle(iSelFaceObj);if(90===angle||270===angle){plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(pickPntWCHC1,vecNormWCHC);pntOnPlnWCHC=eDwGeomUtils.dropPointOnPlane(pickPntWCHC0,plnWCHC);normDistLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];if(eDwTypes_1.HC.Point3.distance(pntOnPlnWCHC,pickPntWCHC0)){normDistLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0]}extendedLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0,pickPntWCHC1,pickPntWCHC1]}else{pickVecWCHC=eDwTypes_1.HC.Point3.subtract(pickPntWCHC1,pickPntWCHC0);k=eDwTypes_1.HC.Point3.scale(vecNormWCHC,eDwTypes_1.HC.Point3.dot(vecNormWCHC,pickVecWCHC));scalePickPntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC0,k);distLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelEdgeObj];normDistLinePtsWCHC=[pickPntWCHC0,scalePickPntWCHC];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0,scalePickPntWCHC,pickPntWCHC1]}this.mDistLine.setWCDeltaEnds(distLinePtsWCHC,distLineSelObjs);this.mNDistLine.setWCDeltaEnds(normDistLinePtsWCHC,normDistLineSelObjs);this.setNormalDistExtPoints(extendedLinePtsWCHC);this.avoidDuplication();return[2]}}))}))};MeasureAuxDistance.prototype.setByLineLine=function(iEdgeHC0,iEdgeHC1,iSelEdgeObjHC0,iSelEdgeObjHC1){var lineWCPntsHC0=l_getLineEndPts(iSelEdgeObjHC0);var lineWCPntsHC1=l_getLineEndPts(iSelEdgeObjHC1);var angle=iSelEdgeObjHC0.findAngle(iSelEdgeObjHC1);var tmp;if(0!==angle&&180!==angle){tmp=l_distanceLineLineCross(lineWCPntsHC0,lineWCPntsHC1)}else{var pntWCHC0=iSelEdgeObjHC0.getPosition();var pntWCHC1=iSelEdgeObjHC1.getPosition();tmp=l_distanceLineLinePara(lineWCPntsHC0,lineWCPntsHC1,pntWCHC0,pntWCHC1)}this.mDistLine.setWCDeltaEnds([tmp.PntHC2,tmp.PntHC3],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.mNDistLine.setWCDeltaEnds([tmp.PntHC0,tmp.PntHC1],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.setNormalDistExtPoints([tmp.PntHC0,tmp.PntHC2,tmp.PntHC1,tmp.PntHC3]);this.avoidDuplication()};MeasureAuxDistance.prototype.getLabels=function(){var labels=[];labels=labels.concat(this.mDistLine.getLabels());labels=labels.concat(this.mNDistLine.getLabels());return labels};MeasureAuxDistance.prototype.getText=function(){var result=[];var distLine=this.mNDistLine.LineNormal?this.mDistLine:this.mNDistLine;var labelData=distLine.getLabelData();var dist=this.mDistLine.getDistance();var normalDist=this.mNDistLine.getDistance();if(this.mDistLine.getWCDeltaEnds().length&&dist>normalDist){result.push(cDistance+": "+labelData[cDistance].Value)}if(this.mNDistLine.getWCDeltaEnds().length&&normalDist){result.push((this.mNDistLine.LineNormal?"Normal ":"")+cDistance+": "+labelData[cDistance].Value)}var minDistResultItem=labelData[cMinDistance];if(minDistResultItem){result.push(cMinDistance+": "+minDistResultItem.Value)}var maxDistResultItem=labelData[cMaxDistance];if(maxDistResultItem){result.push(cMaxDistance+": "+maxDistResultItem.Value)}if(eDwMeasureEntities.ShowDelta){var nDeltaPt=this.mNDistLine.getDelta();var deltaPt=this.mNDistLine.LineNormal?this.mDistLine.getDelta():nDeltaPt;if(!deltaPt.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){result.push(distLine.getText())}}return result.join("\n")};MeasureAuxDistance.getAngle=function(iV0,iV1){var vec0=iV0.copy();var vec1=iV1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDgree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;return angleDgree};MeasureAuxDistance.prototype.setMinMaxForCircles=function(iCircleHC0,iCircleHC1){function setMinMax(ioAuxDelta,iNominalDist,iRadiiDist){if(!ioAuxDelta.getWCDeltaEnds().length){return}if(iNominalDist>iRadiiDist){ioAuxDelta.setMinDist(iNominalDist-iRadiiDist)}ioAuxDelta.setMaxDist(iNominalDist+iRadiiDist)}var circlePlaneHC0=eDwTypes_1.HC.Plane.createFromPointAndNormal(iCircleHC0.origin,iCircleHC0.normal);var projPnt=eDwGeomUtils.dropPointOnPlane(iCircleHC1.origin,circlePlaneHC0);var dot=eDwTypes_1.HC.Point3.dot(iCircleHC0.normal,iCircleHC1.normal);var dist=projPnt.subtract(iCircleHC0.origin).length();console.debugLog("Measure","2 circles/arcs: dot = "+dot+"  dist = "+dist);if(1-Math.abs(dot)<cAngleTol&&dist>cLengthTol){var radiiDist=iCircleHC0.radius+iCircleHC1.radius;setMinMax(this.mDistLine,dist,radiiDist);setMinMax(this.mNDistLine,dist,radiiDist)}};MeasureAuxDistance.prototype.avoidDuplication=function(){var delta0=this.mDistLine.getDelta();var delta1=this.mNDistLine.getDelta();var len0=delta0.length();var len1=delta1.length();var lenMax=Math.max(len0,len1);var lenDiff=Math.abs(len0-len1);if(0===lenMax||lenDiff/lenMax<cLengthTol){delta1=delta0.copy()}var diff=new eDwTypes_1.HC.Point3(Math.abs(delta0.x)-Math.abs(delta1.x),Math.abs(delta0.y)-Math.abs(delta1.y),Math.abs(delta0.z)-Math.abs(delta1.z));if(diff.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){this.mNDistLine=this.mDistLine.copy();this.mDistLine.reset()}if(0===delta1.x&&0===delta1.y&&0===delta1.z||0===diff.x&&0===diff.y&&0===diff.z){this.mNormalDistExtLines=[]}};MeasureAuxDistance.prototype.setNormalDistExtPoints=function(iPntsHC){if(!this.mNormalDistExtLines.length){this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[0],iPntsHC[1],cAuxDistanceNormalDistanceExtLineColor));this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[2],iPntsHC[3],cAuxDistanceNormalDistanceExtLineColor))}};return MeasureAuxDistance}();var MeasureAuxAngle=function(){function MeasureAuxAngle(iViewer){this.mViewer=iViewer;this.mAngleFace=new eDwTypes_1.HC.Markup.Shape.Polygon;this.mAngleArc=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleEdge=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleTip=new eDwTypes_1.HC.Markup.Shape.Circle;var cColorAngleFill=new eDwTypes_1.HC.Color(41,128,185);var cColorPoint=new eDwTypes_1.HC.Color(137,196,244);var cColorEdgeArc=new eDwTypes_1.HC.Color(52,73,94);var cColorEdgeStroke=new eDwTypes_1.HC.Color(100,100,100);var widthEdge=3;var arrowSize=5;var pointSize=7;this.mAngleFace.setFillColor(cColorAngleFill);this.mAngleFace.setStrokeWidth(0);this.mAngleFace.setFillOpacity(.5);this.mAngleArc.setStrokeColor(cColorEdgeArc);this.mAngleArc.setEndEndcapColor(cColorEdgeArc);this.mAngleArc.setStartEndcapColor(cColorEdgeArc);this.mAngleArc.setStrokeWidth(widthEdge);this.mAngleArc.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead);this.mAngleArc.setEndEndcapSize(arrowSize);this.mAngleArc.setStartEndcapSize(arrowSize);this.mAngleEdge.setStrokeColor(cColorEdgeStroke);this.mAngleEdge.setStrokeWidth(widthEdge+1);this.mAngleTip.setFillColor(cColorPoint);this.mAngleTip.setStrokeColor(cColorEdgeStroke);this.mAngleTip.setStrokeWidth(widthEdge);this.mAngleTip.setRadius(pointSize)}MeasureAuxAngle.prototype.reset=function(){this.mAngle=NaN;this.mOriginHC=undefined;this.mPointsArcEdge=[];this.mPointsBorder=undefined};MeasureAuxAngle.prototype.draw=function(iImmediateDrawMode){if(utils.isNaN(this.mAngle))return;this.projectPoints();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawPolygon(this.mAngleFace);renderer.drawPolyline(this.mAngleArc);renderer.drawPolyline(this.mAngleEdge);if(!iImmediateDrawMode){renderer.drawCircle(this.mAngleTip)}};MeasureAuxAngle.prototype.setByPlanePlane=function(iFace0,iFace1,iFaceObj0,iFaceObj1){this.reset();var pickHC0=iFaceObj0.getPosition();this.mOriginHC=pickHC0.copy();var norm0HC=iFace0.normal;norm0HC.normalize();var pickHC1=iFaceObj1.getPosition();var pntHC1=pickHC1.copy();var norm1HC=iFace1.normal;norm1HC.normalize();this.mAngle=iFaceObj0.findAngle(iFaceObj1);this.commonComputeAngle((function(){return false}),(function(){var vecHC=eDwTypes_1.HC.Point3.cross(norm0HC,norm1HC);var wVecHC0=eDwTypes_1.HC.Point3.cross(vecHC,norm0HC);var k0=(eDwTypes_1.HC.Point3.dot(pntHC1,norm1HC)-eDwTypes_1.HC.Point3.dot(pickHC0,norm1HC))/eDwTypes_1.HC.Point3.dot(wVecHC0,norm1HC);var originHC0=eDwTypes_1.HC.Point3.add(pickHC0,wVecHC0.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecHC,norm1HC);var k1=(eDwTypes_1.HC.Point3.dot(pickHC0,norm0HC)-eDwTypes_1.HC.Point3.dot(pntHC1,norm0HC))/eDwTypes_1.HC.Point3.dot(wVecHC1,norm0HC);var originHC1=eDwTypes_1.HC.Point3.add(pntHC1,wVecHC1.scale(k1));return[eDwTypes_1.HC.Point3.subtract(pickHC0,originHC0),eDwTypes_1.HC.Point3.subtract(pntHC1,originHC1)]}),this.maxScale(iFace0,iFaceObj0))};MeasureAuxAngle.prototype.setByLinePlane=function(iEdge,iFace,iEdgeObj,iFaceObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,false)};MeasureAuxAngle.prototype.setByPlaneLine=function(iFace,iEdge,iFaceObj,iEdgeObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,true)};MeasureAuxAngle.prototype.setByLineLine=function(iEdge0,iEdge1,iEdgeObj0,iEdgeObj1){var _this=this;var pntWCHC0=iEdgeObj0.getPosition();var pntWCHC1=iEdgeObj1.getPosition();var line0=l_getLineEndPts(iEdgeObj0);var line1=l_getLineEndPts(iEdgeObj1);this.mAngle=iEdgeObj0.findAngle(iEdgeObj1);this.commonComputeAngle((function(){return 0!==_this.mAngle&&180!==_this.mAngle}),(function(){var tmp=l_distanceLineLineCross(line0,line1);_this.mOriginHC=pntWCHC1;return[eDwTypes_1.HC.Point3.subtract(pntWCHC0,tmp.PntHC0),eDwTypes_1.HC.Point3.subtract(pntWCHC1,tmp.PntHC1)]}),this.maxScale(iEdge1,iEdgeObj1))};MeasureAuxAngle.prototype.getLabels=function(){var labels=[];if(utils.isNumber(this.mAngle)){var label=new MeasureLabel(this.mViewer,this.getAngleArcCenter());label.addItem(this.getResultItem());labels.push(label)}return labels};MeasureAuxAngle.prototype.getAngleArcCenter=function(){var n=this.mPointsArcEdge.length;return this.mPointsArcEdge[Math.round(n/2)].copy()};MeasureAuxAngle.prototype.getText=function(){var resultItem=this.getResultItem();return resultItem?resultItem.Name+": "+resultItem.Value:""};MeasureAuxAngle.prototype.getResultItem=function(){return utils.isNumber(this.mAngle)?new MeasureResultAngle("Angle",this.mAngle):null};MeasureAuxAngle.prototype.setByLinePlaneOrig=function(iEdge,iFace,iEdgeSelObj,iFaceSelObj,iReverseOrder){var _this=this;this.reset();var pntWCHC0=iEdgeSelObj.getPosition();var linePoints=l_getLineEndPts(iEdgeSelObj);var vecWCHC=eDwTypes_1.HC.Point3.subtract(linePoints.P0HC,linePoints.P1HC);vecWCHC.normalize();var pntWCHC1=iFaceSelObj.getPosition();var normalWCHC1=iFace.normal;normalWCHC1.normalize();var vec0PtALCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P0HC);var vec0PtBLCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P1HC);var edgeVecLCHC=eDwTypes_1.HC.Point3.subtract(vec0PtBLCHC,vec0PtALCHC);var plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(iFace.origin,iFace.normal);var ptAOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtALCHC,plnWCHC);var ptBOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtBLCHC,plnWCHC);var edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,ptAOnPlnLCHC);if(edgeVecInPlaneLCHC.length()<cLengthTol){edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,iFace.origin)}var maxScale=iReverseOrder?this.maxScale(iEdge,iEdgeSelObj):this.maxScale(iFace,iFaceSelObj);this.mAngle=l_getAngle(edgeVecInPlaneLCHC,edgeVecLCHC);this.commonComputeAngle((function(){return _this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,normalWCHC1)-eDwTypes_1.HC.Point3.dot(pntWCHC0,normalWCHC1))/eDwTypes_1.HC.Point3.dot(vecWCHC,normalWCHC1);var originHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecHC0=eDwTypes_1.HC.Point3.subtract(pntWCHC0,originHC);var vecHC1=eDwTypes_1.HC.Point3.subtract(pntWCHC1,originHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;if(90!==_this.mAngle&&270!==_this.mAngle){vecHC1=eDwTypes_1.HC.Point3.cross(normalWCHC1,eDwTypes_1.HC.Point3.cross(vecHC0,normalWCHC1))}vecHC1.normalize();vecHC1.scale(vecHC0.length());return[vecHC0,vecHC1]}),maxScale);if(utils.isNaN(this.mAngle)){this.mAngle=iEdgeSelObj.findAngle(iFaceSelObj);this.commonComputeAngle((function(){return 90!==_this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,vecWCHC)-eDwTypes_1.HC.Point3.dot(pntWCHC0,vecWCHC))/eDwTypes_1.HC.Point3.dot(vecWCHC,vecWCHC);var pnVecHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var angVecHC=iReverseOrder?eDwTypes_1.HC.Point3.subtract(pnVecHC,pntWCHC0):eDwTypes_1.HC.Point3.subtract(pntWCHC0,pnVecHC);if(0===angVecHC.x&&0===angVecHC.y&&0===angVecHC.z){vecWCHC=angVecHC.copy()}vecWCHC=iFaceSelObj.getAsLocalVector(vecWCHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;return[vecWCHC,vecWCHC]}),maxScale)}};MeasureAuxAngle.prototype.commonComputeAngle=function(iAcceptableAngleFunc,iComputeDisplayVecsFunc,iMaxScale){if(utils.isNaN(iMaxScale))return;if(iAcceptableAngleFunc()){var displayVecsHC=iComputeDisplayVecsFunc();if(!this.mOriginHC||!displayVecsHC||!displayVecsHC.length){return}var displayVec0=displayVecsHC[0];var displayVec1=displayVecsHC[1];var origin_1=this.mOriginHC.copy();var radius=Math.max(displayVec0.length(),displayVec1.length());radius=Math.min(radius*.8,iMaxScale*.6);var vec0=displayVec0.copy();var vec1=displayVec1.copy();vec0.normalize();vec1.normalize();var angleDegree=l_getAngle(vec0,vec1);var angle=angleDegree*Math.PI/180;var normal=eDwTypes_1.HC.Point3.cross(vec0,vec1);var vecY=eDwTypes_1.HC.Point3.cross(normal,vec0);vecY.normalize();if(isNaN(vecY.x)||isNaN(vecY.y)||isNaN(vecY.z)){for(var i=0;i<3;++i){var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,radius));this.mPointsArcEdge.push(point)}}else{var cNumSegments=20;for(var i=0;i<=cNumSegments;++i){var aX=vec0.copy();var aY=vecY.copy();var alpha=angle*i/cNumSegments;var vX=aX.scale(Math.cos(alpha)*radius);var vY=aY.scale(Math.sin(alpha)*radius);var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.add(vX,vY));this.mPointsArcEdge.push(point)}}var p0=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,1.2*radius));var p1=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec1,1.2*radius));this.mPointsBorder={end0:p0,end1:p1,tip:origin_1.copy()}}else{this.mAngle=NaN}};MeasureAuxAngle.prototype.maxScale=function(iProp,iSelObj){var lineEntity=iSelObj.getLineEntity();var faceEntity=iSelObj.getFaceEntity();if(lineEntity){var line=l_getLineEndPts(iSelObj);return eDwTypes_1.HC.Point3.subtract(line.P0HC,line.P1HC).length()}else{var box=faceEntity.getBounding();return eDwTypes_1.HC.Point3.subtract(box.max,box.min).length()}};MeasureAuxAngle.prototype.projectPoints=function(){if(utils.isNaN(this.mAngle)||!this.mOriginHC)return;this.mAngleFace.clearPoints();this.mAngleArc.clearPoints();this.mAngleEdge.clearPoints();if(0===this.mPointsArcEdge.length||!this.mPointsBorder)return;var viewHC=this.mViewer.getHCView();this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));for(var i=0;i<this.mPointsArcEdge.length;++i){var p=eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsArcEdge[i]));this.mAngleFace.pushPoint(p);this.mAngleArc.pushPoint(p)}this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end0)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end1)));this.mAngleTip.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)))};return MeasureAuxAngle}();var MeasureAuxPick=function(){function MeasureAuxPick(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxPick.prototype.reset=function(){this.mPntData=[];this.mDistResultText="";delete this.mDelta;delete this.mDistLine};MeasureAuxPick.prototype.draw=function(iImmediateDrawMode){if(!this.mPntData.length)return;if(eDwMeasureEntities.PointToPoint){if(this.mDistLine)this.mDistLine.draw();if(this.mDelta)this.mDelta.draw(iImmediateDrawMode)}this.drawEndPnts()};MeasureAuxPick.prototype.getLabels=function(iImmediateDrawMode){var labels=[];var numPnts=this.mPntData.length;if(numPnts<2||!eDwMeasureEntities.PointToPoint){return labels}var selObjFirst=this.mPntData[0].SelObj;var selObjLast=this.mPntData[numPnts-1].SelObj;var pntWCHC0=selObjFirst.getPosition();var pntLCHC0=selObjFirst.getAsLocalPoint(pntWCHC0);var pntWCHC1=selObjLast.getPosition();var pntLCHC1=selObjLast.getAsLocalPoint(pntWCHC1);var vecHC=pntWCHC1.copy().subtract(pntWCHC0);var label=new MeasureLabel(this.mViewer,pntWCHC0.copy().add(vecHC.scale(.5)));label.addItem(new MeasureResultDistance(cDistance,eDwTypes_1.HC.Point3.distance(pntLCHC0,pntLCHC1)));this.mDistResultText=label.getText();labels.push(label);if(this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}return labels};MeasureAuxPick.prototype.getPointLabels=function(){var cDrawEnabled=!eDwMeasureEntities.PointToPoint;var labels=[];var n=this.mPntData.length;for(var i=0;i<n;++i){var selObj=this.mPntData[i].SelObj;var pntWCHC=selObj.getPosition();var label=new MeasureLabel(this.mViewer,pntWCHC,cDrawEnabled);label.addItem(new MeasureResultPoint3D(cCoordinate,selObj.getAsLocalPoint(pntWCHC)));labels.push(label)}return labels};MeasureAuxPick.prototype.regeneratePicks=function(iSelObjs){this.reset();var n=iSelObjs.length;if(0===n)return;if(n>1){this.addDisplayMarker(iSelObjs[0]);delete this.mDelta;delete this.mDistLine}this.addDisplayMarker(iSelObjs[n-1]);if(eDwMeasureEntities.PointToPoint&&this.mPntData.length===2){var selObj0=this.mPntData[0].SelObj;var selObj1=this.mPntData[1].SelObj;var pntWCHC0=selObj0.getPosition();var pntWCHC1=selObj1.getPosition();var absLenTol=eDwGeomUtils.cAbsLengthTol;if(!pntWCHC0.equalsWithTolerance(pntWCHC1,absLenTol)){this.mDistLine=new MeasureDistLine(this.mViewer,pntWCHC0,selObj0,pntWCHC1,selObj1);this.mDistLine.draw();this.mDelta=MeasureDelta.create(this.mViewer,pntWCHC1,pntWCHC0,selObj1,selObj0)}}};MeasureAuxPick.prototype.getText=function(){var text="";if(eDwMeasureEntities.PointToPoint){text=this.mDistResultText;if(this.mDelta)text+="\n"+this.mDelta.getText()}return text};MeasureAuxPick.prototype.addDisplayMarker=function(iSelObj){var cWidthEdge=3;var cPointSize=7;var pntWCHC=iSelObj.getPosition().copy();var shapeCircleHC=new eDwTypes_1.HC.Markup.Shape.Circle;shapeCircleHC.setCenter(eDwTypes_1.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(pntWCHC)));shapeCircleHC.setFillColor(cAuxPickPointFillColor);shapeCircleHC.setStrokeColor(cAuxPickPointStrokeColor);shapeCircleHC.setStrokeWidth(cWidthEdge);shapeCircleHC.setRadius(cPointSize);this.mPntData.push({SelObj:iSelObj,Circle:shapeCircleHC});return shapeCircleHC};MeasureAuxPick.prototype.drawEndPnts=function(){var viewHC=this.mViewer.getHCView();var renderer=this.mViewer.getHCMarkupManager().getRenderer();for(var i=0;i<this.mPntData.length;++i){var pntData=this.mPntData[i];pntData.Circle.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(pntData.SelObj.getPosition())));renderer.drawCircle(pntData.Circle)}};return MeasureAuxPick}();var MeasureAuxGeo=function(){function MeasureAuxGeo(iViewer){this.mViewer=iViewer;this.mAuxAngle=new MeasureAuxAngle(iViewer);this.mAuxDist=new MeasureAuxDistance(iViewer);this.mAuxPick=new MeasureAuxPick(iViewer);this.mOtherResults=new MeasureAuxMessage(iViewer);this.mMessage=new MeasureAuxMessage(iViewer);this.mPickInfo=new MeasureAuxMessage(iViewer);this.mLabelIDs=[];this.mMarkupLabels=[];this.mDrawLabel=true;this.mImmediateDrawMode=false;this.reset()}MeasureAuxGeo.prototype.syncUnits=function(){for(var _i=0,_a=this.mResultLabels;_i<_a.length;_i++){var measureLabel=_a[_i];measureLabel.setStringContent()}};MeasureAuxGeo.prototype.reset=function(){this.mAuxAngle.reset();this.mAuxDist.reset();this.mOtherResults.reset();this.mMessage.reset();this.mPickInfo.reset();this.mAuxPick.reset();this.mResultLabels=[];this.mInfoLabels=[];this.clearMarkupLabels()};MeasureAuxGeo.prototype.draw=function(){if(!this.hasLabels())return;if(!eDwMeasureEntities.PointToPoint){this.mAuxAngle.draw(this.mImmediateDrawMode);var drawFunc=this.mAuxDist.draw.bind(this.mAuxDist);if(!this.mImmediateDrawMode){if(this.mPickInfo.getLabels().length===1){drawFunc=this.mAuxPick.draw.bind(this.mAuxPick)}}drawFunc(this.mImmediateDrawMode)}else{this.mAuxPick.draw(this.mImmediateDrawMode)}if(this.mDrawLabel){if(this.mImmediateDrawMode){this.drawResultLabels()}this.drawInfoLabels()}};MeasureAuxGeo.prototype.addMarkupLabels=function(){this.clearMarkupLabels();var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mResultLabels.length;for(var i=0;i<n;++i){var label=new LabelItem(this.mViewer,this.mResultLabels[i]);var id=markupMgr.registerMarkup(label);this.mLabelIDs.push(id);this.mMarkupLabels.push(label)}};MeasureAuxGeo.prototype.clearMarkupLabels=function(){var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mLabelIDs.length;for(var i=0;i<n;++i){markupMgr.unregisterMarkup(this.mLabelIDs[i])}this.mLabelIDs=[];this.mMarkupLabels=[]};MeasureAuxGeo.prototype.drawResultLabels=function(){var n=this.mResultLabels.length;for(var i=0;i<n;++i){this.mResultLabels[i].drawLabel()}};MeasureAuxGeo.prototype.drawInfoLabels=function(){var m=this.mInfoLabels.length;for(var i=0;i<m;++i){this.mInfoLabels[i].drawLabel()}};MeasureAuxGeo.prototype.setByVertexVertex=function(iSelVert0HC,iSelVert1HC){this.reset();this.mAuxDist.setByPointPoint(iSelVert0HC.getPosition(),iSelVert0HC,iSelVert1HC.getPosition(),iSelVert1HC)};MeasureAuxGeo.prototype.setByVertexLine=function(iSelVertHC,iLineOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByPointLine(iSelVertHC.getPosition(),iSelVertHC,iLineOrigHC,iSelEdgeHC)};MeasureAuxGeo.prototype.setByVertexCircle=function(iSelVertHC,iCircleOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByCirclePoint(iCircleOrigHC,iSelEdgeHC,iSelVertHC.getPosition(),iSelVertHC)};MeasureAuxGeo.prototype.setByVertexPlane=function(iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo){this.reset();return this.mAuxDist.setByPointPlane(iSelVertHC.getPosition(),iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlanePlane=function(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo){this.reset();this.mAuxAngle.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC);return this.mAuxDist.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlaneLine=function(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();this.mAuxAngle.setByPlaneLine(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC);return[4,this.mAuxDist.setByLinePlane(iLineOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC)];case 1:_a.sent();return[2]}}))}))};MeasureAuxGeo.prototype.setByLineLine=function(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC){this.reset();this.mAuxAngle.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC);this.mAuxDist.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC)};MeasureAuxGeo.prototype.setByCircleCircle=function(iCircleOrigHC0,iCircleOrigHC1,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleCircle(iCircleOrigHC0,iSelEdgeHC0,iCircleOrigHC1,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCircleLine=function(iCircleOrigHC,iLineOrigHC,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleLine(iCircleOrigHC,iSelEdgeHC0,iLineOrigHC,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCirclePlane=function(iCircleOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC,iMeasDistInfo){this.reset();return this.mAuxDist.setByCirclePlane(iCircleOrigHC,iSelEdgeHC,iPlaneOrigHC,iSelFaceHC,iMeasDistInfo)};MeasureAuxGeo.prototype.addPickInfo=function(iSelPropsHC,iSelObjs,iDrawLabels){var n=iSelObjs.length;var startIdx=0;if(this.mImmediateDrawMode){var hasImmediateEntity=iDrawLabels;startIdx=hasImmediateEntity&&n>0?n-1:n}for(var i=startIdx;i<n;++i){var selProp=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj)continue;this.mPickInfo.addIfVertex(selObj);if(selProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){this.mPickInfo.addIfCircle(selProp,selObj)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){this.mPickInfo.addIfCurve(selProp,selObj,cLine)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){this.mPickInfo.addIfCurve(selProp,selObj,cCurve)}this.mPickInfo.addIfCylinder(selProp,selObj);this.mPickInfo.addIfPlane(selProp,selObj)}this.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.regeneratePicks=function(iSelObjs){this.mAuxPick.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.addMessage=function(iResult,iStart,iColor){this.mMessage.addResult(iResult,iStart.copy(),iColor)};MeasureAuxGeo.prototype.addOtherResult=function(iResult,iStart){this.mOtherResults.addResult(iResult,iStart.copy())};MeasureAuxGeo.prototype.updateResultLabels=function(){this.mResultLabels=[];if(!eDwMeasureEntities.PointToPoint){this.mResultLabels=this.mResultLabels.concat(this.mAuxAngle.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mAuxDist.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mOtherResults.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mMessage.getLabels())}else{this.mResultLabels=this.mResultLabels.concat(this.mAuxPick.getLabels(this.mImmediateDrawMode))}var labelsToBeDistributed=this.mResultLabels.slice();if(this.mImmediateDrawMode){this.updateLastInfoLabels();if(this.mInfoLabels.length>0){labelsToBeDistributed=this.mInfoLabels.slice().concat(this.mResultLabels)}}this.distributeLabels(labelsToBeDistributed);if(!this.mImmediateDrawMode){this.addMarkupLabels()}};MeasureAuxGeo.prototype.updateLastInfoLabels=function(){this.updateInfoLabel(this.getLabels().length-1)};MeasureAuxGeo.prototype.updateInfoLabel=function(iIndex){this.mInfoLabels=[];function addTo(iCurrIndex,iLabels,ioLabels){if(iLabels.length>iCurrIndex&&iCurrIndex>=0){var label=iLabels[iCurrIndex];if(label.setDefaultEndPos()){label.setStringContent();ioLabels.push(label)}}}addTo(iIndex,this.getLabels(),this.mInfoLabels)};MeasureAuxGeo.prototype.getInfoLabelText=function(){var output=[];var labels=this.getLabels();for(var i=0;i<labels.length;++i){var label=labels[i];output.push(label.getText())}return output};MeasureAuxGeo.prototype.distributeLabels=function(ioResultLabels){var n=ioResultLabels.length;if(n<1)return;var startsOrig=[];for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;var leaderStartPos=resultLabel.getLeaderStartPos();if(leaderStartPos)startsOrig.push(leaderStartPos)}var startsNew=l_adjustLeaderEndByStart(startsOrig);var j=0;for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;resultLabel.setLeaderEndPos(startsNew[j++]);resultLabel.setStringContent()}};MeasureAuxGeo.prototype.getMeasureText=function(){if(!this.hasLabels())return"";var result=[];var distStr=this.mAuxDist.getText();if(eDwMeasureEntities.PointToPoint){if(distStr){result.push(distStr)}else{var pickStr=this.mAuxPick.getText();if(pickStr)result.push(pickStr)}}else{if(distStr)result.push(distStr);var angleStr=this.mAuxAngle.getText();if(angleStr)result.push(angleStr);if(this.mMessage.countLabels()){result.push(this.mMessage.getText())}if(this.mOtherResults.countLabels()){result.push(this.mOtherResults.getText())}}return result.join("\n")};MeasureAuxGeo.prototype.setDrawLabel=function(iEnable){this.mDrawLabel=iEnable};MeasureAuxGeo.prototype.setImmediateDrawMode=function(iEnable){this.mImmediateDrawMode=iEnable};MeasureAuxGeo.prototype.hasLabels=function(){return this.mAuxDist.getLabels().length||this.mAuxAngle.getLabels().length||this.mOtherResults.getLabels().length||this.mPickInfo.getLabels().length||this.mInfoLabels.length||this.mAuxPick.getLabels(this.mImmediateDrawMode).length?true:false};MeasureAuxGeo.prototype.getLabels=function(){return eDwMeasureEntities.PointToPoint?this.mAuxPick.getPointLabels():this.mPickInfo.getLabels()};return MeasureAuxGeo}();var MeasurePanelInfo=function(){function MeasurePanelInfo(iAuxGeo){this.mAuxGeo=iAuxGeo;this.mSelObjs=[]}MeasurePanelInfo.prototype.updatePanelResult=function(iSelObjs,iUserUnits){var _this=this;this.mSelObjs=[];for(var i=0;i<iSelObjs.length;++i){this.mSelObjs.push(iSelObjs[i])}(function(){return __awaiter(_this,void 0,void 0,(function(){var result;return __generator(this,(function(_a){switch(_a.label){case 0:result={SelObjs:iSelObjs,Descriptions:this.mAuxGeo.getInfoLabelText(),Message:this.mAuxGeo.getMeasureText()};return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementRefreshEvent,result)];case 1:_a.sent();return[2]}}))}))})();return};return MeasurePanelInfo}();var cDeltaX="dX";var cDeltaY="dY";var cDeltaZ="dZ";var cLength="Length";var cVertex="Vertex";var cCurve="Curve";var cLine="Straight Line";var cPlane="Plane";var cCylinder="Cylinder";var cDiameter="Diameter";var cDistance="Distance";var cEntity="Entity";var cCoordinate="Coordinate";var cNormalDistance="Normal Dist.";var cCenterDistance="Center Dist.";var cMinDistance="Min "+cDistance;var cMaxDistance="Max "+cDistance;var cLengthTol=1e-5;var cAngleTol=.05;var cParallelTol=4;var cPerpendicularTol=cAngleTol;var cGreyColor=new eDwTypes_1.HC.Color(50,50,50);var cLineDistanceColor=new eDwTypes_1.HC.Color(52,73,94);var cAuxPickPointFillColor=new eDwTypes_1.HC.Color(137,196,244);var cAuxPickPointStrokeColor=new eDwTypes_1.HC.Color(100,100,100);var cAuxPickLineColor=new eDwTypes_1.HC.Color(41,128,185);var cAuxDeltaPointFillColor=cAuxPickPointFillColor;var cAuxDeltaPointStrokeColor=cAuxPickPointStrokeColor;var cAuxDistanceNormalDistanceLineColor=cAuxPickLineColor;var cAuxDistanceNormalDistancePointColor=new eDwTypes_1.HC.Color(236,240,241);var cAuxDistanceNormalDistanceExtLineColor=new eDwTypes_1.HC.Color(154,236,219);var l_Model=null;function l_getCircularArc(iSelObj,ioCircleHC){var curvePts=iSelObj.getLineEntity().getPoints();var startPt=curvePts[0];var endPt=curvePts[curvePts.length-1];var len=Math.PI*ioCircleHC.radius*2;var area=Math.PI*Math.pow(ioCircleHC.radius,2);var angle=Math.PI*2;if(!startPt.equalsWithTolerance(endPt,cLengthTol)){var startVec=startPt.copy().subtract(ioCircleHC.origin).normalize();var endVec=endPt.copy().subtract(ioCircleHC.origin).normalize();var angleRange=Math.acos(eDwTypes_1.HC.Point3.dot(startVec,endVec));var refVec=eDwTypes_1.HC.Point3.cross(startVec,ioCircleHC.normal);var dir=eDwTypes_1.HC.Point3.dot(refVec,endVec);angleRange=dir>cAngleTol?angleRange+Math.PI:angleRange;var percRange=angleRange/(2*Math.PI);len*=percRange;area*=percRange;angle*=percRange}var circularArc={OriginWCHC:iSelObj.getAsLocalPoint(ioCircleHC.origin),NormalWCHC:ioCircleHC.normal,StartPtWCHC:startPt,EndPtWCHC:endPt,Length:len,Area:area,Diameter:ioCircleHC.radius*2,Angle:angle};return circularArc}function l_closestPoints(iPntHC0,iPntHC1){var pntHC0=iPntHC0[0].copy();var pntHC1=iPntHC1[0].copy();var minDist=eDwTypes_1.HC.Point3.subtract(iPntHC0[0],iPntHC1[0]).length();for(var i=0;i<iPntHC0.length;++i){for(var j=0;j<iPntHC1.length;++j){var dist=eDwTypes_1.HC.Point3.subtract(iPntHC0[i],iPntHC1[j]).length();if(dist<minDist){pntHC0.assign(iPntHC0[i]);pntHC1.assign(iPntHC1[j]);minDist=dist}}}return{P0HC:pntHC0,P1HC:pntHC1}}function l_getAngle(iVecHC0,iVecHC1){if(!iVecHC0||!iVecHC1)return NaN;var vec0=iVecHC0.copy();var vec1=iVecHC1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDegree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;if(Math.abs(angleDegree)<cParallelTol){angleDegree=0}if(Math.abs(angleDegree-90)<cPerpendicularTol){angleDegree=90}if(Math.abs(angleDegree-180)<cParallelTol){angleDegree=180}return angleDegree}function l_getLineEndPts(iSelObj){var pointsWCHC=iSelObj.getLineEntity().getPoints();return{P0HC:pointsWCHC[0].copy(),P1HC:pointsWCHC[pointsWCHC.length-1].copy()}}function l_distanceLineLineCross(iLine0,iLine1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,iLine0.P1HC);var vecHC1=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine1.P1HC);vecHC0.normalize();vecHC1.normalize();var crossVecHC=eDwTypes_1.HC.Point3.cross(vecHC0,vecHC1);crossVecHC.normalize();var tmpArray=[vecHC0.x,-1*vecHC1.x,-1*crossVecHC.x,0,vecHC0.y,-1*vecHC1.y,-1*crossVecHC.y,0,vecHC0.z,-1*vecHC1.z,-1*crossVecHC.z,0,0,0,0,1];var matrixHC=eDwTypes_1.HC.Matrix.createFromArray(tmpArray);var invMatrixHC=eDwTypes_1.HC.Matrix.inverse(matrixHC);var vecHC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine0.P0HC);var a=invMatrixHC.m[0]*vecHC.x+invMatrixHC.m[1]*vecHC.y+invMatrixHC.m[2]*vecHC.z;var b=invMatrixHC.m[4]*vecHC.x+invMatrixHC.m[5]*vecHC.y+invMatrixHC.m[6]*vecHC.z;var origPntHC0=eDwTypes_1.HC.Point3.add(iLine0.P0HC,eDwTypes_1.HC.Point3.scale(vecHC0,a));var origPntHC1=eDwTypes_1.HC.Point3.add(iLine1.P0HC,eDwTypes_1.HC.Point3.scale(vecHC1,b));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,origPntHC0);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLine0.P1HC,origPntHC0);var pntsL0HC=[iLine0.P0HC.copy(),iLine0.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){pntsL0HC.push(origPntHC0)}var vecL1P0HC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,origPntHC1);var vecL1P1HC=eDwTypes_1.HC.Point3.subtract(iLine1.P1HC,origPntHC1);var pntsL1HC=[iLine1.P0HC.copy(),iLine1.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)<0){pntsL1HC.push(origPntHC1)}var distPntHC0=origPntHC0.copy();var distPntHC1=origPntHC1.copy();if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)>0||eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)>0){var closePnts=l_closestPoints(pntsL0HC,pntsL1HC);distPntHC0=closePnts.P0HC;distPntHC1=closePnts.P1HC}return{PntHC0:origPntHC0,PntHC1:origPntHC1,PntHC2:distPntHC0,PntHC3:distPntHC1}}function l_distanceLineLinePara(iLineHC0,iLineHC1,iPntHC0,iPntHC1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,iLineHC0.P1HC);vecHC0.normalize();var k=eDwTypes_1.HC.Point3.dot(vecHC0,eDwTypes_1.HC.Point3.subtract(iPntHC1,iPntHC0))/eDwTypes_1.HC.Point3.dot(vecHC0,vecHC0);var basePnt1HC=eDwTypes_1.HC.Point3.add(iPntHC0,eDwTypes_1.HC.Point3.scale(vecHC0,k));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,basePnt1HC);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P1HC,basePnt1HC);if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1.copy(),PntHC2:basePnt1HC.copy(),PntHC3:iPntHC1.copy()}}var tmp=l_closestPoints([iLineHC1.P0HC,iLineHC1.P1HC],[iLineHC0.P0HC,iLineHC0.P1HC]);return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1,PntHC2:tmp.P1HC,PntHC3:tmp.P0HC}}function l_adjustLeaderEndByStart(iPoints){if(0===iPoints.length)return[];function computeAngle(iVect){var angle=Math.atan2(iVect.y,iVect.x);var degrees=180*angle/Math.PI;return(360+Math.round(degrees))%360}function compare(iA,iB){if(iA.ang<iB.ang)return-1;if(iA.ang>iB.ang)return 1;return 0}var targetRadius=90;var center=new eDwTypes_1.HC.Point2(0,0);for(var i=0;i<iPoints.length;++i){center.add(iPoints[i])}if(1===iPoints.length){var vec=new eDwTypes_1.HC.Point2(targetRadius,targetRadius);return[eDwTypes_1.HC.Point2.add(iPoints[0],vec)]}else{center.set(center.x/iPoints.length,center.y/iPoints.length)}var angles=[];for(var i=0;i<iPoints.length;++i){var vec=new eDwTypes_1.HC.Point2(iPoints[i].x-center.x,iPoints[i].y-center.y);angles.push({idx:i,ang:computeAngle(vec)})}angles.sort(compare);var tmp=0;for(var i=1;i<iPoints.length;++i){tmp=tmp+(angles[i].ang-angles[0].ang)-180}angles[0].ang=angles[0].ang+tmp/iPoints.length;var deltaAng=360/iPoints.length;for(var i=1;i<iPoints.length;++i){angles[i].ang=angles[i-1].ang+deltaAng}var leaderVec=new Array(iPoints.length);var targetRadiusGroup=targetRadius+iPoints.length*15;for(var i=0;i<iPoints.length;++i){var idx=angles[i].idx;var angle=angles[i].ang%360;angle=angle*Math.PI/180;var vec=new eDwTypes_1.HC.Point2(Math.cos(angle),Math.sin(angle));vec=vec.scale(targetRadiusGroup);leaderVec[idx]=eDwTypes_1.HC.Point2.add(iPoints[idx],vec)}return leaderVec}function l_getPosForPnt(iViewer,iPntHC){var viewerHC=iViewer.getHCView();return eDwTypes_1.HC.Point2.fromPoint3(viewerHC.projectPoint(iPntHC))}function l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var startPtHC=iSelObj0.getAsLocalPoint(iStartWCPtHC);var endPtHC=iSelObj1.getAsLocalPoint(iEndWCPtHC);var deltaPtHC=eDwTypes_1.HC.Point3.subtract(startPtHC,endPtHC);var deltaPt0HC=new eDwTypes_1.HC.Point3(startPtHC.x-deltaPtHC.x,startPtHC.y,startPtHC.z);var deltaPt1HC=new eDwTypes_1.HC.Point3(deltaPt0HC.x,deltaPt0HC.y-deltaPtHC.y,deltaPt0HC.z);var deltaWCPt0HC=iSelObj0.getAsWorldPoint(deltaPt0HC);var deltaWCPt1HC=iSelObj1.getAsWorldPoint(deltaPt1HC);return[deltaWCPt0HC,deltaWCPt1HC]}return eDwMeasureEntities}));define("eDwMeasureEvents",["require","exports","eDwEvents"],(function(require,exports,eDwEvents_1){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.MeasurementDeselectAllEvent=exports.MeasurementSelectionEvent=exports.MeasurementRefreshEvent=void 0;exports.MeasurementRefreshEvent=new eDwEvents_1.AppEvent;exports.MeasurementSelectionEvent=new eDwEvents_1.AppEvent;exports.MeasurementDeselectAllEvent=new eDwEvents_1.AppEvent}));define("eDwMeasureMgr",["require","exports","eDwMeasureOperator"],(function(require,exports,eDwMeasureOperator){"use strict";var eDwMeasureMgr=function(){function eDwMeasureMgr(iViewer){this.mViewer=iViewer;this.mMeasureOp=new eDwMeasureOperator(iViewer,this);this.mMeasureOp.OperatorID=iViewer.OperatorMgr.registerCustomOperator(this.mMeasureOp);this.mMarkupArray=[]}eDwMeasureMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mMeasureOp.OperatorID)};eDwMeasureMgr.prototype.addMarkup=function(iNewMarkupID){if(!this.mMarkupArray){this.mMarkupArray=[]}this.mMarkupArray.push(iNewMarkupID)};eDwMeasureMgr.prototype.activateMeasure=function(iMode){this.mViewer.HCViewer.measureManager.setMeasurementColor(new Communicator.Color(4,200,5));var opMgr=this.mViewer.OperatorMgr;opMgr.push(this.mMeasureOp.OperatorID);this.setMeasureMode(iMode)};eDwMeasureMgr.prototype.deleteMeasurements=function(){var mkupMgr=this.mViewer.getHCMarkupManager();var markups=this.mMarkupArray.length;for(var i=0;i<markups;i++){mkupMgr.unregisterMarkup(this.mMarkupArray[i])}};eDwMeasureMgr.prototype.deactivateMeasure=function(){this.deleteMeasurements();var opMgr=this.mViewer.OperatorMgr;if(opMgr.getActiveOperatorID()===this.mMeasureOp.OperatorID){opMgr.pop()}this.mViewer.HCViewer.selectionManager.setNodeSelectionColor(new Communicator.Color(4,200,5))};eDwMeasureMgr.prototype.getLastMarkup=function(){return this.mMarkupArray.length?this.mMarkupArray[length-1]:null};eDwMeasureMgr.prototype.setMeasureUnits=function(iLengthUnit,iAngleUnit){var model=this.mViewer.getModel();var units={Length:iLengthUnit,Angle:iAngleUnit};model.setUserUnits(units);this.mMeasureOp.updateMeasureResults(units)};eDwMeasureMgr.prototype.getDistanceUnit=function(){return this.mViewer.getModel().getUserUnits().Length};eDwMeasureMgr.prototype.getAngleUnit=function(){return this.mViewer.getModel().getUserUnits().Angle};eDwMeasureMgr.prototype.getMeasureMode=function(){return this.mMeasureOp.getMeasureMode()};eDwMeasureMgr.prototype.setMeasureMode=function(iMode){this.mMeasureOp.setMeasureMode(iMode)};eDwMeasureMgr.prototype.setPointToPointMode=function(iEnable){this.mMeasureOp.setPointToPointMode(iEnable)};eDwMeasureMgr.prototype.setMeasureDelta=function(iEnable){this.mMeasureOp.setShowDelta(iEnable)};eDwMeasureMgr.prototype.removeMeasureEntityAt=function(idx){this.mMeasureOp.removeMeasureEntityAt(idx)};eDwMeasureMgr.prototype.clearMeasureEntities=function(){this.mMeasureOp.clearMeasureEntities()};eDwMeasureMgr.prototype.highlightSelectEntityAt=function(idx){this.mMeasureOp.highlightEntityTempAt(idx)};eDwMeasureMgr.prototype.dehighlightAllSelectEntity=function(){this.mMeasureOp.dehighlightAllTemporaryEntity()};return eDwMeasureMgr}();return eDwMeasureMgr}));define("eDwMeasureOperator",["require","exports","eDwSelObj","eDwBaseSelOperator","eDwMeasureEntities","eDwTypes","utils"],(function(require,exports,eDwSelObj,eDwBaseSelOperator,eDwMeasureEntities,eDwTypes_2,utils){"use strict";var eDwMeasureOperator=function(_super){__extends(eDwMeasureOperator,_super);function eDwMeasureOperator(iViewer,iMeasureMgr){var _this=_super.call(this,iViewer,iViewer.SelectionMgr)||this;_this.mTempHighlightItem=null;_this.mOperatingLabel=false;_this.mSelObjs=[];_this.mMeasureMgr=iMeasureMgr;_this.mMarkupMgrHC=_this.Viewer.getHCMarkupManager();_this.mHighlightColor=new eDwTypes_2.HC.Color(72,219,251);_this.mSelectionArray=new Array;_this.mMeasureEntities=new eDwMeasureEntities(_this.Viewer);var mkupId=_this.mMarkupMgrHC.registerMarkup(_this.mMeasureEntities);_this.mMeasureMgr.addMarkup(mkupId);_this.mMeasureMode=eDwTypes_2.EntityMode.ALL;return _this}eDwMeasureOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var mkupId,deltaButton,pickButton;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();if(!this.mMeasureEntities){this.mMeasureEntities=new eDwMeasureEntities(this.Viewer);mkupId=this.mMarkupMgrHC.registerMarkup(this.mMeasureEntities);this.mMeasureMgr.addMarkup(mkupId)}this.Viewer.getHCView().setPointSize(2,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.pushHighlightSelectionState("NODE",false);this.pushHighlightSelectionState("FACE",true);this.pushHighlightSelectionState("EDGE",true);this.pushHighlightSelectionState("VERTEX",true);this.pushElementSelectionColor(this.mHighlightColor);this.pushElementSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionColor(this.mHighlightColor);this.pushNodeSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionHighlightMode("HighlightAndOutline");this.pushElementSelectionHighlightMode("HighlightAndOutline");deltaButton=$("#edrawings-measure-panel "+".edrawings-measure-delta-button");pickButton=$("#edrawings-measure-panel "+".edrawings-measure-pickpoint-button");eDwMeasureEntities.ShowDelta=deltaButton.hasClass("state-on-button");eDwMeasureEntities.PointToPoint=pickButton.hasClass("state-on-button");this.mMeasureEntities.updatePointToPoint(eDwMeasureEntities.PointToPoint);return[2]}}))}))};eDwMeasureOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.Viewer.getHCView().setPointSize(0,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.clearMeasureEntities();this.mMeasureEntities=null;this.mMeasureMgr.deleteMeasurements();this.resetSelections();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseMove=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label,extSelObj,added,error_1;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();if(this.mOperatingLabel){this.mMeasureEntities.onDragLabelMove(pos);ioEvent.setHandled(true);return[2]}this.dehighlightAllTemporaryEntity();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.resetTempHighlight();return[2];case 2:if(!!this.CurrInputInfo)return[3,8];_a.label=3;case 3:_a.trys.push([3,6,,7]);return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 4:extSelObj=_a.sent();return[4,this.mMeasureEntities.addEntityImmediate(extSelObj)];case 5:added=_a.sent();this.resetTempHighlight();if(!extSelObj||!utils.isNumber(extSelObj.getNodeId())){return[2]}if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}if(added&&eDwMeasureEntities.highlightEntity(extSelObj,this.Viewer.getModel(),true)){this.mTempHighlightItem=extSelObj}else{this.mMarkupMgrHC.refreshMarkup()}return[3,7];case 6:error_1=_a.sent();this.mMarkupMgrHC.refreshMarkup();return[3,7];case 7:this.mMarkupMgrHC.refreshMarkup();return[2];case 8:return[4,_super.prototype.onMouseMove.call(this,ioEvent)];case 9:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseDown=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];this.resetTempHighlight();return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.mOperatingLabel=true;this.mMeasureEntities.onDragLabelStart(label,pos);ioEvent.setHandled(true);return[2];case 2:return[4,_super.prototype.onMouseDown.call(this,ioEvent)];case 3:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseUp=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var extSelObj,idx,isAdded;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mOperatingLabel){this.mOperatingLabel=false;this.mMeasureEntities.onDragLabelEnd(ioEvent.getPosition());ioEvent.setHandled(true);return[2]}this.resetTempHighlight();if(!(this.ActiveMouseButton==="left"&&!this.isDragging()))return[3,5];return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 1:extSelObj=_a.sent();idx=this.mMeasureEntities.isItemSelected(extSelObj);if(!(!eDwMeasureEntities.PointToPoint&&utils.isNumber(idx)))return[3,3];return[4,this.mMeasureEntities.removeEntityAtIndex(idx)];case 2:_a.sent();return[2];case 3:if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}return[4,this.mMeasureEntities.addEntity(extSelObj)];case 4:isAdded=_a.sent();if(isAdded){this.highlightMeasuringItem(extSelObj)}else{this.dehighlightMeasuringItems()}ioEvent.setHandled(true);_a.label=5;case 5:_super.prototype.onMouseUp.call(this,ioEvent);return[2]}}))}))};eDwMeasureOperator.prototype.updateMeasureResults=function(iUserUnits){this.mMeasureEntities.setMeasureUnit(iUserUnits)};eDwMeasureOperator.prototype.removeMeasureEntityAt=function(iIdx){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var theRemoved,idx;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mMeasureEntities.removeEntityAtIndex(iIdx)];case 1:theRemoved=_a.sent();if(theRemoved){idx=this.mSelObjs.indexOf(theRemoved);if(utils.isNumber(idx)&&idx>-1){this.mSelObjs.splice(idx,1)}}return[2]}}))}))})()};eDwMeasureOperator.prototype.clearMeasureEntities=function(){this.mMeasureEntities.reset()};eDwMeasureOperator.prototype.highlightEntityTempAt=function(idx){this.mMeasureEntities.highlightTemporaryEntityAt(idx)};eDwMeasureOperator.prototype.dehighlightAllTemporaryEntity=function(){this.mMeasureEntities.dehighlightAllTemporaryEntity();this.resetTempHighlight()};eDwMeasureOperator.prototype.getMeasureMode=function(){return this.mMeasureMode};eDwMeasureOperator.prototype.setMeasureMode=function(iMode){this.mMeasureMode=iMode};eDwMeasureOperator.prototype.setPointToPointMode=function(iEnable){this.mMeasureEntities.updatePointToPoint(iEnable)};eDwMeasureOperator.prototype.setShowDelta=function(iEnable){this.mMeasureEntities.updateDelta(iEnable)};eDwMeasureOperator.prototype.highlightMeasuringItem=function(iSelObj){this.mSelObjs.push(iSelObj);this.Viewer.HCViewer.selectionManager.add(iSelObj)};eDwMeasureOperator.prototype.dehighlightMeasuringItems=function(){this.mSelObjs=[];this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.removeMeasuringItemTempHighlight=function(){for(var _i=0,_a=this.mSelObjs;_i<_a.length;_i++){var selObj=_a[_i];eDwMeasureEntities.highlightEntity(selObj,this.Viewer.getModel(),false)}};eDwMeasureOperator.prototype.resetTempHighlight=function(){eDwMeasureEntities.highlightEntity(this.mTempHighlightItem,this.Viewer.getModel(),false);this.removeMeasuringItemTempHighlight()};eDwMeasureOperator.prototype.resetSelections=function(){var model=this.Viewer.getModel();var modelHC=model.getHCModel();var arraySize=this.mSelectionArray.length;for(var i=0;i<arraySize;i++){this.mSelectionArray[i].reset(modelHC)}this.mSelectionArray.length=0;this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.getPickConfig=function(){var pickConfig=new eDwTypes_2.HC.PickConfig(eDwTypes_2.HC.SelectionMask.None);pickConfig.allowPoints=this.mMeasureMode&eDwTypes_2.EntityMode.VERTEX?true:false;pickConfig.allowLines=this.mMeasureMode&eDwTypes_2.EntityMode.EDGE?true:false;pickConfig.allowFaces=this.mMeasureMode&eDwTypes_2.EntityMode.FACE?true:false;return pickConfig};return eDwMeasureOperator}(eDwBaseSelOperator);function l_isAllowedSelection(iSelObj,iMeasureMode){if(iSelObj&&iSelObj.getSelectionType()===eDwTypes_2.HC.SelectionType.None){return true}var subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(subEntityInfo&&subEntityInfo.SubEntity&&subEntityInfo.IsSelectable&&(iSelObj.getPointEntity()&&iMeasureMode&eDwTypes_2.EntityMode.VERTEX)||iSelObj.getLineEntity()&&iMeasureMode&eDwTypes_2.EntityMode.EDGE||iSelObj.getFaceEntity()&&iMeasureMode&eDwTypes_2.EntityMode.FACE){return true}return false}return eDwMeasureOperator}));define("eDwMeasureTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwUIMeasureHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwSelObj","eDwMeasureEntities"],(function(require,exports,eDwUIHTMLGenerator_1,eDwSelObj,eDwMeasureEntities){"use strict";var eDwUIMeasureHTMLGenerator=function(_super){__extends(eDwUIMeasureHTMLGenerator,_super);function eDwUIMeasureHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIMeasureHTMLGenerator.prototype.setMeasureResult=function(iMeasureResult){this.mMeasureResult=iMeasureResult};eDwUIMeasureHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelHC,numFaces,numCurves,numPnts,i,selObjHC,nodeIDHC,subEntityInfo,subEntityID,entityClass,entityIndex,highlight,_a,desc,status_1;return __generator(this,(function(_b){switch(_b.label){case 0:generatedHTML="";modelHC=this.mViewer.getModel().getHCModel();numFaces=0,numCurves=0,numPnts=0;i=0;_b.label=1;case 1:if(!(i<this.mMeasureResult.SelObjs.length))return[3,11];selObjHC=this.mMeasureResult.SelObjs[i];nodeIDHC=selObjHC.getNodeId();subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);entityClass=subEntityInfo.SubEntityTypeName;entityIndex=0;highlight=false;_a=subEntityInfo.SubEntityTypeName;switch(_a){case"Face":return[3,2];case"Line":return[3,4];case"Point":return[3,6]}return[3,8];case 2:entityIndex=numFaces++;entityClass="Surface";return[4,modelHC.getNodeFaceHighlighted(nodeIDHC,subEntityID)];case 3:highlight=_b.sent();return[3,9];case 4:entityIndex=numCurves++;entityClass="Curve";return[4,modelHC.getNodeLineHighlighted(nodeIDHC,subEntityID)];case 5:highlight=_b.sent();return[3,9];case 6:entityIndex=numPnts++;return[4,modelHC.getNodePointHighlighted(nodeIDHC,subEntityID)];case 7:highlight=_b.sent();return[3,9];case 8:return[3,10];case 9:desc=this.mMeasureResult.Descriptions[i];if(eDwMeasureEntities.PointToPoint){entityClass="Point";entityIndex=i+1;desc="\n"+desc}status_1=highlight?" edrawings-list-selected":"";generatedHTML+="<div class='edrawings-measure-entities-list-item"+status_1+"' index='"+i+"'>"+"<div class='edrawings-measure-entities-info'>"+"<span class='edrawings-measure-entities-type'>"+entityClass+"-"+entityIndex+" </span>"+"<span class='edrawings-measure-entities-type'>"+desc+"</span></div>"+"<div class='edrawings-measure-entities-remove "+"edrawings-close-icon'></div></div>";_b.label=10;case 10:++i;return[3,1];case 11:return[2,generatedHTML]}}))}))};return eDwUIMeasureHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUIMeasureHTMLGenerator}));define("eDwUIMeasurePlugin",["require","exports","eDwEventMgr","eDwKeyMgr","eDwUIUtils","eDwMeasureMgr","eDwUIMeasureHTMLGenerator","eDwTypes","eDwUIBasePlugin","eDwEvents","eDwMeasureEvents","eDwUIShortcutMenu"],(function(require,exports,eDwEventMgr,eDwKeyMgr_1,eDwUIUtils,eDwMeasureMgr,eDwUIMeasureHTMLGenerator,eDwTypes_3,eDwUIBasePlugin_1,eDwEvents_2,eDwMeasureEvents_2,eDwUIShortcutMenu_1){"use strict";var eDwUIMeasurePlugin=function(_super){__extends(eDwUIMeasurePlugin,_super);function eDwUIMeasurePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-measure"};_this=_super.call(this,"Measure",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIMeasurePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model,value,measureButton;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_measurePanelID,HTML:"measurepanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();value=model.getProperty("measure");eDwUIUtils.hide("#edrawings-button-measure",false);measureButton=$("#edrawings-button-measure");measureButton[value==="true"?"removeClass":"addClass"]("edrawings-disabled-button");this.mMeasureMgr=new eDwMeasureMgr(this.mViewer);eDwUIUtils.setUIGenerator(c_measurePanelID,new eDwUIMeasureHTMLGenerator(this.mViewer,c_measurePanelID));return[2]}}))}))};eDwUIMeasurePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_measurePanelID)}};eDwUIMeasurePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_measurePanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-remove",(function(iEvent,iUIItemJQ,iArg){var selMeasureItem=$(c_measurePanelID+" .edrawings-list-selected");if(selMeasureItem){var indexStr=selMeasureItem.attr("index");if(indexStr){var index=parseInt(indexStr);_this.mMeasureMgr.removeMeasureEntityAt(index)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-clear",(function(iEvent,iUIItemJQ,iArg){_this.mMeasureMgr.clearMeasureEntities();_this.mMeasureMgr.dehighlightAllSelectEntity();eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));var selectorName=c_measurePanelID+" .edrawings-measure-entities-list-item";this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=$(iEvent.target);if(!targetJQ||!targetJQ.length)return;eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();_this.updateMeasureSelection(targetJQ[0],selectorName)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"mousedown",(function(iEvent){var eventJQ=iEvent;if(!eDwKeyMgr_1.eDwKeyMgr.isRMBPressed(eventJQ)){return}_this.updateMeasureSelection(eventJQ.target,selectorName);(function(){return __awaiter(_this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:screenPos=new eDwTypes_3.HC.Point2(eventJQ.clientX,eventJQ.clientY);return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.RightClickEvent,this.mViewer,screenPos,null,this.PluginGroupName)];case 1:_a.sent();return[2]}}))}))})()}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-entities-remove","click",(function(iEvent){var targetJQ=$(iEvent.target);var idxStr=targetJQ.parent().attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);_this.mMeasureMgr.removeMeasureEntityAt(idx)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-filter-button","click",(function(iEvent){var target=$(iEvent.target);if(target.hasClass("state-on-button")){target.removeClass("state-on-button")}else{target.addClass("state-on-button")}_this.mMeasureMgr.setMeasureMode(l_getCurrentMeasureMode())}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-delta-button","click",(function(iEvent){var target=$(iEvent.target);_this.mMeasureMgr.setMeasureDelta(!target.hasClass("state-on-button"));target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-pickpoint-button","click",(function(iEvent){var target=$(iEvent.target);var isSelected=target.hasClass("state-on-button");_this.mMeasureMgr.setPointToPointMode(!isSelected);target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-unit-selector","change",(function(iEvent){var lengthUnit=$("#edrawings-measure-distant-unit").val();var angleUnit=$("#edrawings-measure-angle-unit").val();_this.mMeasureMgr.setMeasureUnits(lengthUnit,angleUnit)}));var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,l_onMeasurementRefresh);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,l_onMeasurementSelected);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,l_onMeasurementDeselectAll);this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",true);this.mMeasureMgr.activateMeasure(this.mMeasureMgr.getMeasureMode());l_syncMeasureModeUI(this.mMeasureMgr,this.mViewer.getModel().getUserUnits());return true};eDwUIMeasurePlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mMeasureMgr.deactivateMeasure();var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();shortcutMenu.removeAllMenuItems(this.PluginGroupName);this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,"l_onMeasurementRefresh");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,"l_onMeasurementSelected");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,"l_onMeasurementDeselectAll");this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",false);return true};eDwUIMeasurePlugin.prototype.updateMeasureSelection=function(iTarget,iSelectorName){var targetJQ=$(iTarget);var idxStr=targetJQ.attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);var measureMgr=this.mMeasureMgr;$(iSelectorName).removeClass("edrawings-list-selected");measureMgr.dehighlightAllSelectEntity();targetJQ.addClass("edrawings-list-selected");measureMgr.highlightSelectEntityAt(idx)};eDwUIMeasurePlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.mMeasureMgr.dehighlightAllSelectEntity();this.mMeasureMgr.clearMeasureEntities()};return eDwUIMeasurePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_measurePanelID="#edrawings-measure-panel";var c_eventIDSuffix=".edw.measure";function l_onMeasurementDeselectAll(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementSelected(iSelListIndex){return __awaiter(this,void 0,void 0,(function(){var selector,itemJQ;return __generator(this,(function(_a){selector='.edrawings-measure-entities-list-item[index="'+iSelListIndex+'"]';itemJQ=$(selector);if(itemJQ.length&&!itemJQ.hasClass("edrawings-list-selected")){eDwUIUtils.scrollToTarget(itemJQ,"fast")}$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");itemJQ.addClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementRefresh(iMeasureResult){return __awaiter(this,void 0,void 0,(function(){var list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:list=$("#edrawings-measure-submenu-list");$("#edrawings-measure-result").text("");list.empty();$("#edrawings-measure-result").text(iMeasureResult.Message);gen=eDwUIUtils.getUIGenerator(c_measurePanelID);gen.setMeasureResult(iMeasureResult);_b=(_a=list).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);eDwUIUtils.fixMenuPanelInwardToolbar($(c_measurePanelID));return[2]}}))}))}function l_getCurrentMeasureMode(){var vertexEnabled=eDwUIUtils.isStateOn("#edrawings-measure-vertex-button")?eDwTypes_3.EntityMode.VERTEX:0;var edgeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-edge-button")?eDwTypes_3.EntityMode.EDGE:0;var faceEnabled=eDwUIUtils.isStateOn("#edrawings-measure-face-button")?eDwTypes_3.EntityMode.FACE:0;var holeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-hole-button")?eDwTypes_3.EntityMode.HOLE:0;return vertexEnabled|edgeEnabled|faceEnabled|holeEnabled}function l_syncMeasureModeUI(iMeasureMgr,iUserUnits){function setMeasureButton(iID,iMeasureModes,iTargetModes){var method=iMeasureModes&iTargetModes?"addClass":"removeClass";$(iID)[method]("state-on-button")}$("#edrawings-measure-distant-unit").val(iUserUnits.Length);$("#edrawings-measure-angle-unit").val(iUserUnits.Angle);var measureMode=iMeasureMgr.getMeasureMode();setMeasureButton("#edrawings-measure-vertex-button",measureMode,eDwTypes_3.EntityMode.VERTEX);setMeasureButton("#edrawings-measure-edge-button",measureMode,eDwTypes_3.EntityMode.EDGE);setMeasureButton("#edrawings-measure-face-button",measureMode,eDwTypes_3.EntityMode.FACE)}return eDwUIMeasurePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __spreadArrays=this&&this.__spreadArrays||function(){for(var s=0,i=0,il=arguments.length;i<il;i++)s+=arguments[i].length;for(var r=Array(s),k=0,i=0;i<il;i++)for(var a=arguments[i],j=0,jl=a.length;j<jl;j++,k++)r[k]=a[j];return r};console.assert(!console.debugLog);console.debugLog=function(iCategory,iMsg){var iParams=[];for(var _i=2;_i<arguments.length;_i++){iParams[_i-2]=arguments[_i]}if(!console.debugLogCategories){console.debugLogCategories=[]}if(!console.excludeDebugLogCategories){console.excludeDebugLogCategories=[]}if(console.excludeDebugLogCategories.indexOf(iCategory)>-1){return}var augmentedMsg=iMsg;var stack=(new Error).stack;if(stack){var stackLine=stack.split("\n")[2];if(!stackLine)return;var callerLine=stackLine.slice(stackLine.lastIndexOf("("),stackLine.lastIndexOf(")")+1);if(!callerLine){callerLine=stackLine.slice(stackLine.lastIndexOf("@")+1);callerLine="("+callerLine+")"}augmentedMsg=callerLine+" "+iMsg}if(console.debugLogCategories.indexOf(iCategory)>-1||console.debugLogCategories.indexOf("*")>-1){if(iParams&&iParams.length)console.log(augmentedMsg,iParams);else console.log(augmentedMsg)}};define("eDrawingsWebViewer",["require","exports","eDwUI","eDwServiceMgr","eDwUIMessageReporter","eDrawingsWebViewerUtils","utils","eDwUIUtils"],(function(require,exports,eDwUI_1,eDwServiceMgr,eDwUIMessageReporter,eDrawingsWebViewerUtils,Utils,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.start=void 0;function start(iViewerOpts,iServerURL){eDrawingsWebViewerUtils.startViewer(iServerURL||c_server,"edrawings-canvas",iViewerOpts,l_init,eDwUIMessageReporter.showResultPanel)}exports.start=start;function l_init(ioViewerOpts,iContainerElemID){c_eDrawingsUI.initUIEvents(ioViewerOpts);var 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";if(modelContents!=="<!-- SC_MODEL_DATA"+" -->"){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDwUIUtils.viewFile("Global-Lydia-v4.8-Bare",null,ioViewerOpts,iContainerElemID,Utils.getUint8Array(modelContents))}}var c_eDrawingsUI=new eDwUI_1.eDwUI;var c_server=location.origin+location.pathname.slice(0,location.pathname.lastIndexOf("/")+1)}));define("eDrawingsWebViewerUtils",["require","exports","eDwEventMgr","eDwServiceMgr","eDwResultError","eDwAJAXError","eDwUIPluginMgr","eDwTypes","eDwEvents","eDwUIUtils","utils"],(function(require,exports,eDwEventMgr,eDwServiceMgr,eDwResultError,eDwAJAXError,eDwUIPluginMgr,eDwTypes_1,eDwEvents_1,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.removeModelStreamCache=exports.shutdownViewer=exports.startViewer=exports.getViewerVersion=void 0;function getViewerVersion(){return"30.5.0.0019"}exports.getViewerVersion=getViewerVersion;function startViewer(iServerURL,iCanvasID,iViewerOpts,iInit,iOnError){var _this=this;l_ModelLoadEvents=function(iState){var viewerCanvasID="#"+iCanvasID;if(iState==="init"){var viewerJQ=$(viewerCanvasID);viewerJQ.on("edw:ModelLoaded",(function(iEvent,iViewer){var viewHC=iViewer.getHCView();viewHC.setPointSize(0,eDwTypes_1.HC.PointSizeUnit.ScreenPixels);viewHC.setHardEdgesEnabled(false);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_1;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);return[4,l_processProductStructure(iViewer,iServerURL)];case 1:_a.sent();return[3,3];case 2:iExcp_1=_a.sent();l_displayError(iExcp_1,iOnError);return[3,3];case 3:return[2]}}))}))})()}));viewerJQ.on("edw:ModelLoadFailed",(function(iEvent,iViewer,iModelName,iReason){if(iOnError){iOnError({ErrorCode:"ModelLoadInViewerFailed",ErrorData:[iReason,iModelName]})}}))}else{var viewerJQ=$(viewerCanvasID);viewerJQ.off("edw:ModelLoaded");viewerJQ.off("edw:ModelLoadFailed")}};var viewerFeatOpts={};$.extend(viewerFeatOpts,c_featOps);if(iViewerOpts){$.extend(viewerFeatOpts,iViewerOpts)}else{eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts)}if(viewerFeatOpts.Debug){if(!console.debugLogCategories||console.debugLogCategories.length===0){console.debugLogCategories=[];console.debugLogCategories.push("*")}}eDwServiceMgr.create(iServerURL);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_2;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);l_ModelLoadEvents("init");return[4,l_init(iCanvasID,viewerFeatOpts,iInit)];case 1:_a.sent();return[3,3];case 2:iExcp_2=_a.sent();l_displayError(iExcp_2,iOnError);return[3,3];case 3:return[2]}}))}))})()}exports.startViewer=startViewer;function shutdownViewer(iViewer){l_ModelLoadEvents("shutdown");iViewer.unregister()}exports.shutdownViewer=shutdownViewer;function removeModelStreamCache(iViewer,iServer){return __awaiter(this,void 0,void 0,(function(){var modelKey,serviceMgr,iExcp_3;return __generator(this,(function(_a){switch(_a.label){case 0:modelKey=iViewer.getCurrModelKey();if(!modelKey||!iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone){return[2]}console.debugLog("ModelLoad","Attempting to remove cached model: "+modelKey);serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,serviceMgr.removeNamedCache(modelKey,iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone)];case 2:_a.sent();console.debugLog("ModelLoad","Removed cached model: "+modelKey);return[3,4];case 3:iExcp_3=_a.sent();console.debugLog("ModelLoad","Failed to remove cached model: "+modelKey);console.debugLog("ModelLoad",iExcp_3.message);throw iExcp_3;case 4:return[2]}}))}))}exports.removeModelStreamCache=removeModelStreamCache;function l_init(iContainerElemID,ioViewerOpts,iInit){return __awaiter(this,void 0,void 0,(function(){var serviceMgr;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();serviceMgr.disableAdvancedServices(utils.getExtension(ioViewerOpts.URL)==="scs");(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginFiles,_i,pluginFiles_1,pluginFile,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,serviceMgr.getPluginFiles()];case 1:pluginFiles=_a.sent();_i=0,pluginFiles_1=pluginFiles;_a.label=2;case 2:if(!(_i<pluginFiles_1.length))return[3,5];pluginFile=pluginFiles_1[_i];if(!pluginFile.match(/.*EarlyLoad.*Plugin.*\.js/i))return[3,4];return[4,serviceMgr.importPlugin(pluginFile)];case 3:pluginClassName=_a.sent();eDwUIPluginMgr.get().loadPlugins([pluginClassName],null,ioViewerOpts);_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))})();if(iInit)iInit(ioViewerOpts,iContainerElemID);if(!ioViewerOpts.URL)return[3,2];return[4,l_processInputURL(iContainerElemID,ioViewerOpts)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}function l_processProductStructure(iViewer,iServerURL){return __awaiter(this,void 0,void 0,(function(){var model,modelHC,rootId,onDone,iException_1,msg,_i,_a,msg_1;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:model=iViewer.getModel();modelHC=model.getHCModel();_b.label=1;case 1:_b.trys.push([1,4,,5]);rootId=modelHC.getAbsoluteRootNode();modelHC._getModelStructure().resetPmiColor(rootId);eDwUIUtils.createUIGenerators(iViewer);return[4,model.initModelData()];case 2:_b.sent();onDone=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){removeModelStreamCache(iViewer,iServerURL);return[2]}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents_1.DoneEvent,onDone);return[4,iViewer.processProductStructure()];case 3:_b.sent();return[3,5];case 4:iException_1=_b.sent();msg=iException_1.message?iException_1.message:"No product structure XML?";console.debugLog("ModelLoad",msg);if(iException_1 instanceof eDwResultError){for(_i=0,_a=iException_1.Result.ErrorData;_i<_a.length;_i++){msg_1=_a[_i];console.debugLog("ModelLoad",msg_1)}if(iException_1.Result.ErrorCode==="NoNodeWithName"){iException_1.Result.ErrorCode="IncompleteFileProcessing"}throw iException_1}else if(!(iException_1 instanceof TypeError)){throw new eDwAJAXError(msg,"AJAXFailure")}return[3,5];case 5:return[2]}}))}))}function l_processInputURL(iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var ext,pos2,fileName;return __generator(this,(function(_a){switch(_a.label){case 0:ext=utils.getExtension(ioParams.URL);if(!ext)throw new Error("The file has no extension");if(!(ext==="scs"))return[3,2];pos2=ioParams.URL.lastIndexOf("/");fileName=ioParams.URL.substring(pos2+1);fileName=fileName.slice(0,-(ext.length+1));return[4,l_viewSCSFile(fileName,iContainerElemID,ioParams)];case 1:_a.sent();return[3,6];case 2:if(!(ioParams.URL.indexOf("http")===0))return[3,4];return[4,l_convert(iContainerElemID,ioParams)];case 3:_a.sent();return[3,6];case 4:return[4,eDwUIUtils.viewFile(ioParams.URL,ioParams.URL,ioParams,iContainerElemID)];case 5:_a.sent();_a.label=6;case 6:return[2]}}))}))}function l_viewSCSFile(iFileName,iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var modelContents,_a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=Uint8Array.bind;return[4,eDwServiceMgr.get().getFileFromServer(ioParams.URL,true)];case 1:modelContents=new(_a.apply(Uint8Array,[void 0,_b.sent()]));return[4,eDwUIUtils.viewFile(iFileName,null,ioParams,iContainerElemID,modelContents)];case 2:_b.sent();return[2]}}))}))}function l_convert(iContainerID,ioParams){return __awaiter(this,void 0,void 0,(function(){var serviceMgr,result,viewer,iExcp_4;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,6,,7]);return[4,serviceMgr.convert(ioParams)];case 2:result=_a.sent();if(result.ErrorCode!=="Success"){throw new eDwResultError(result)}return[4,eDwUIUtils.viewFile(result.FileName,result.ModelCacheName,ioParams,iContainerID)];case 3:viewer=_a.sent();if(!viewer)return[3,5];return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.LicenseKeyEvent,viewer,result.LicenseKey)];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_4=_a.sent();if(iExcp_4 instanceof eDwResultError)throw iExcp_4;console.debugLog("ModelLoad","Model loading failed: "+iExcp_4.message);throw new eDwAJAXError(iExcp_4.message,"AJAXFailure");case 7:return[2]}}))}))}function l_displayError(iExcp,iOnError){if(iOnError){iOnError(eDwUIUtils.makeResult(iExcp))}}var c_featOps={URL:"",ValidateClientIP:false,RenderType:"ShadedWithEdges",Debug:false,DeleteModelCacheFileWhenDone:true,StreamAlwaysConnected:false,WebSocketEndpoint:""};var l_ModelLoadEvents}));define("eDwAJAXError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwAJAXError=function(_super){__extends(eDwAJAXError,_super);function eDwAJAXError(iMsg,iErrorCode){var _this=_super.call(this,"AJAX Error",iMsg)||this;_this.ErrorCode=iErrorCode;return _this}return eDwAJAXError}(eDwBaseError);return eDwAJAXError}));define("eDwAmbientOcclusionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwAmbientOcclusionCmd=function(_super){__extends(eDwAmbientOcclusionCmd,_super);function eDwAmbientOcclusionCmd(iViewer,iActivate){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=!iActivate;_this.mFinallyActive=iActivate;return _this}eDwAmbientOcclusionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mInitiallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwAmbientOcclusionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwAmbientOcclusionCmd}(eDwSupportsHistoryCmd);return eDwAmbientOcclusionCmd}));define("eDwAnimateCmd",["require","exports","eDwCmd"],(function(require,exports,eDwCmd){"use strict";var eDwAnimateCmd=function(_super){__extends(eDwAnimateCmd,_super);function eDwAnimateCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mExclusive=false;return _this}eDwAnimateCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!this.mViewer.getModel().isDrawing()){viewMgr=this.mViewer.ViewMgr;if(viewMgr.isActive()){viewMgr.stop()}else{viewMgr.start()}}return[2]}}))}))};eDwAnimateCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();viewMgr=this.mViewer.ViewMgr;viewMgr.stop();return[2]}}))}))};return eDwAnimateCmd}(eDwCmd);return eDwAnimateCmd}));define("eDwBaseError",["require","exports"],(function(require,exports){"use strict";var eDwBaseError=function(_super){__extends(eDwBaseError,_super);function eDwBaseError(iName,iMessage){var _newTarget=this.constructor;var _this=this;var trueProto=_newTarget.prototype;_this=_super.call(this,iMessage)||this;Object.setPrototypeOf(_this,trueProto);_this.name=iName?iName:"eDwBaseError";return _this}return eDwBaseError}(Error);return eDwBaseError}));define("eDwBaseMarkupItem",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_2){"use strict";var eDwBaseMarkupItem=function(_super){__extends(eDwBaseMarkupItem,_super);function eDwBaseMarkupItem(){var _this=_super.call(this)||this;_this.mPosHC=new eDwTypes_2.HC.Point2(0,0);return _this}eDwBaseMarkupItem.prototype.getClassName=function(){return"eDwBaseMarkupItem"};Object.defineProperty(eDwBaseMarkupItem.prototype,"Position",{get:function(){return this.mPosHC},set:function(iPosHC){this.mPosHC=iPosHC},enumerable:false,configurable:true});return eDwBaseMarkupItem}(eDwTypes_2.HC.Markup.MarkupItem);return eDwBaseMarkupItem}));define("eDwBaseSelOperator",["require","exports","eDwOperatorBaseDeps","eDwGeomUtils"],(function(require,exports,eDwOperatorBaseDeps_1,eDwGeomUtils){"use strict";var eDwBaseSelOperator=function(_super){__extends(eDwBaseSelOperator,_super);function eDwBaseSelOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer)||this;_this.mSelMgr=iSelMgr;_this.mPrevHighlightStates={};return _this}eDwBaseSelOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.popHighlightSelectionState("NODE");this.popHighlightSelectionState("FACE");this.popHighlightSelectionState("EDGE");this.popHighlightSelectionState("VERTEX");this.popNodeSelectionColor();this.popNodeSelectionOutlineColor();this.popNodeSelectionHighlightMode();this.popElementSelectionColor();this.popElementSelectionOutlineColor();this.popElementSelectionHighlightMode();return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionStart(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionEnd(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionStart(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionEnd(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.pushHighlightSelectionState=function(iSelType,iNewState){return this.mPrevHighlightStates[iSelType]=this.mSelMgr.setHighlightSelection(iSelType,iNewState)};eDwBaseSelOperator.prototype.pushNodeSelectionColor=function(iColor){return this.mPrevNodeColor=this.mSelMgr.setNodeSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionOutlineColor=function(iColor){return this.mPrevNodeOutlineColor=this.mSelMgr.setNodeSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevNodeHighlightMode=this.mSelMgr.setNodeSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.pushElementSelectionColor=function(iColor){return this.mPrevElementColor=this.mSelMgr.setElementSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionOutlineColor=function(iColor){return this.mPrevElementOutlineColor=this.mSelMgr.setElementSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevElementHighlightMode=this.mSelMgr.setElementSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.popHighlightSelectionState=function(iSelType){if(this.mPrevHighlightStates&&this.mPrevHighlightStates.hasOwnProperty(iSelType)){this.mSelMgr.setHighlightSelection(iSelType,this.mPrevHighlightStates[iSelType]);delete this.mPrevHighlightStates[iSelType]}};eDwBaseSelOperator.prototype.popNodeSelectionColor=function(){if(this.mPrevNodeColor){this.mSelMgr.setNodeSelectionColor(this.mPrevNodeColor);this.mPrevNodeColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionOutlineColor=function(){if(this.mPrevNodeOutlineColor){this.mSelMgr.setNodeSelectionOutlineColor(this.mPrevNodeOutlineColor);this.mPrevNodeOutlineColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionHighlightMode=function(){if(this.mPrevNodeHighlightMode){this.mSelMgr.setNodeSelectionHighlightMode(this.mPrevNodeHighlightMode);this.mPrevNodeHighlightMode=null}};eDwBaseSelOperator.prototype.popElementSelectionColor=function(){if(this.mPrevElementColor){this.mSelMgr.setElementSelectionColor(this.mPrevElementColor);this.mPrevElementColor=null}};eDwBaseSelOperator.prototype.popElementSelectionOutlineColor=function(){if(this.mPrevElementOutlineColor){this.mSelMgr.setElementSelectionOutlineColor(this.mPrevElementOutlineColor);this.mPrevElementOutlineColor=null}};eDwBaseSelOperator.prototype.popElementSelectionHighlightMode=function(){if(this.mPrevElementHighlightMode){this.mSelMgr.setElementSelectionHighlightMode(this.mPrevElementHighlightMode);this.mPrevElementHighlightMode=null}};eDwBaseSelOperator.prototype.actionStart=function(iPoint){this.mFirstPt=eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView());console.debugLog("BaseSelOp","down screen pt = "+JSON.stringify(iPoint))};eDwBaseSelOperator.prototype.actionEnd=function(iPoint){this.mFirstPt=null;console.debugLog("BaseSelOp","up screen pt = "+JSON.stringify(eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView())))};return eDwBaseSelOperator}(eDwOperatorBaseDeps_1.eDwBaseOperator);return eDwBaseSelOperator}));define("eDwChangeModelViewCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeModelViewCmd=function(_super){__extends(eDwChangeModelViewCmd,_super);function eDwChangeModelViewCmd(iViewer,iModelView){var _this=_super.call(this,iViewer)||this;_this.mInitialModelView=iViewer.getModel().getActiveModelView();_this.mFinalModelView=iModelView;return _this}eDwChangeModelViewCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mInitialModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mFinalModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.activateModelView(this.mFinalModelView);return[2]}}))}))};Object.defineProperty(eDwChangeModelViewCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwChangeModelViewCmd.prototype.activateModelView=function(iModelView){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();return[4,this.mViewer.getModel().activateModelView(iModelView)];case 2:_a.sent();return[2]}}))}))})()};return eDwChangeModelViewCmd}(eDwSupportsHistoryCmd);return eDwChangeModelViewCmd}));define("eDwChangeSectionPlaneCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeSectionPlaneCmd=function(_super){__extends(eDwChangeSectionPlaneCmd,_super);function eDwChangeSectionPlaneCmd(iViewer,iInitialPlane,iFinalPlane){var _this=_super.call(this,iViewer)||this;_this.mInitialPlane=iInitialPlane;_this.mFinalPlane=iFinalPlane;return _this}eDwChangeSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mInitialPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2]}}))}))};eDwChangeSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPlane&&!!this.mFinalPlane};Object.defineProperty(eDwChangeSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwChangeSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwChangeSectionPlaneCmd}));define("eDwCmd",["require","exports","eDwOperationMixin"],(function(require,exports,eDwOperationMixin){"use strict";var eDwCmd=function(_super){__extends(eDwCmd,_super);function eDwCmd(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;return _this}eDwCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.setHierarchyNodeIDsAttribs=function(iNodesWithAttribs){var _this=this;if(!iNodesWithAttribs)return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.getModel().setAttribs(iNodesWithAttribs);return[2]}))}))})()};eDwCmd.prototype.getHierarchyNodesAttribs=function(iExcludeModelViewNode){if(iExcludeModelViewNode===void 0){iExcludeModelViewNode=true}var nodeWithAttrib=[];var modelView=this.mViewer.getModel().getActiveModelView();var hierNodes=modelView.Nodes;for(var hierNodeName in hierNodes){var hierNode=hierNodes[hierNodeName];if(iExcludeModelViewNode&&modelView.Hierarchy===hierNode){continue}var attrib=$.extend(true,{},hierNode.getAttribs());nodeWithAttrib.push({HierNode:hierNode,Attribs:attrib})}return nodeWithAttrib};return eDwCmd}(eDwOperationMixin);return eDwCmd}));define("eDwCommandMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwCommandMgr=function(){function eDwCommandMgr(){this.mActiveCmds=[]}eDwCommandMgr.get=function(){if(!eDwCommandMgr.sCommandMgr){eDwCommandMgr.sCommandMgr=new eDwCommandMgr}return eDwCommandMgr.sCommandMgr};eDwCommandMgr.prototype.add=function(iCmd){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iCmd){console.debugLog("CommandMgr","Command noexistant.  Not added.");return[2]}return[4,this.popCmds(iCmd)];case 1:_a.sent();this.mActiveCmds.push(iCmd);console.debugLog("CommandMgr","Added "+Utils.getObjectTypeName(iCmd)+" as an active command.");return[2]}}))}))};eDwCommandMgr.prototype.remove=function(iCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){var detached;return __generator(this,(function(_a){switch(_a.label){case 0:detached=false;if(!iCmd)return[3,2];detached=this.detach(iCmd);if(!(detached&&iCmdAction))return[3,2];return[4,iCmd[iCmdAction]()];case 1:_a.sent();_a.label=2;case 2:console.debugLog("CommandMgr",(detached?"Removed ":"Not Found ")+Utils.getObjectTypeName(iCmd)+" as an active command. "+(detached&&iCmdAction?" Also, "+iCmdAction+"ed it.":""));return[2,detached]}}))}))};eDwCommandMgr.prototype.run=function(ioCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.add(ioCmd)];case 1:_a.sent();return[4,this.remove(ioCmd,iCmdAction)];case 2:_a.sent();return[2]}}))}))};eDwCommandMgr.prototype.clear=function(){return __awaiter(this,void 0,void 0,(function(){var cmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmd=this.mActiveCmds.pop();_a.label=1;case 1:if(!cmd)return[3,4];return[4,cmd.cancel()];case 2:_a.sent();_a.label=3;case 3:cmd=this.mActiveCmds.pop();return[3,1];case 4:console.debugLog("CommandMgr","All active commands cleared.");return[2]}}))}))};eDwCommandMgr.prototype.popCmds=function(iCmd){return __awaiter(this,void 0,void 0,(function(){var exclusiveCmds,i;return __generator(this,(function(_a){switch(_a.label){case 0:if(iCmd.Aggregable&&(!this.mActiveCmds.length||this.mActiveCmds[this.mActiveCmds.length-1].AllowsAggregation)){return[2]}if(!iCmd.Exclusive)return[3,5];exclusiveCmds=this.mActiveCmds.filter((function(iCmd){return iCmd.Exclusive}));i=exclusiveCmds.length-1;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,exclusiveCmds[i].commit()];case 2:_a.sent();_a.label=3;case 3:--i;return[3,1];case 4:this.mActiveCmds=this.mActiveCmds.filter((function(iCmd){return!iCmd.Exclusive}));_a.label=5;case 5:return[2]}}))}))};eDwCommandMgr.prototype.detach=function(iCmd){var cmdPos=this.mActiveCmds.indexOf(iCmd);if(cmdPos===-1)return false;var removedCmds=this.mActiveCmds.splice(cmdPos,1);return removedCmds.length===1?true:false};return eDwCommandMgr}();return eDwCommandMgr}));define("eDwCompositeCmd",["require","exports","eDwSupportsHistoryCmd","eDwHistoryMgr","eDwCommandMgr","utils"],(function(require,exports,eDwSupportsHistoryCmd,eDwHistoryMgr,eDwCommandMgr,Utils){"use strict";var eDwCompositeCmd=function(_super){__extends(eDwCompositeCmd,_super);function eDwCompositeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mSubCmds=[];eDwHistoryMgr.get().pushStack();return _this}eDwCompositeCmd.prototype.initCmdActionImplementation=function(iHistoryActions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mCmdHistoryActions=iHistoryActions;if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeInit))return[3,2];return[4,this.mCmdHistoryActions.compositeInit(this)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwCompositeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.undo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeUndo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeUndo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.undoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.redo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeRedo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeRedo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.redoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCommit))return[3,3];return[4,this.mCmdHistoryActions.compositeCommit(this)];case 2:_a.sent();_a.label=3;case 3:return[2]}}))}))};eDwCompositeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCancel))return[3,3];return[4,this.mCmdHistoryActions.compositeCancel(this)];case 2:_a.sent();return[3,5];case 3:return[4,this.cancelSubCmds()];case 4:_a.sent();_a.label=5;case 5:this.clearSubCmds();return[2]}}))}))};eDwCompositeCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!(this.InitialState===undefined)&&!(this.FinalState===undefined)};Object.defineProperty(eDwCompositeCmd.prototype,"AllowsAggregation",{get:function(){return true},enumerable:false,configurable:true});eDwCompositeCmd.prototype.undoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,lastCmdIndex,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.undo()];case 2:ret=_a.sent();console.debugLog("History","Undo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i--;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.cancelSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr,lastCmdIndex,i;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,cmdMgr.remove(this.mSubCmds[i],"cancel")];case 2:_a.sent();_a.label=3;case 3:i--;return[3,1];case 4:delete this.InitialState;delete this.FinalState;return[2]}}))}))};eDwCompositeCmd.prototype.redoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,numCmds,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;numCmds=this.mSubCmds.length;i=0;_a.label=1;case 1:if(!(i<numCmds))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.redo()];case 2:ret=_a.sent();console.debugLog("History","Redo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i++;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.clearSubCmds=function(){this.mSubCmds=[]};return eDwCompositeCmd}(eDwSupportsHistoryCmd);return eDwCompositeCmd}));define("eDwConvTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwDrawModeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwDrawModeCmd=function(_super){__extends(eDwDrawModeCmd,_super);function eDwDrawModeCmd(iViewer,iDrawMode){var _this=_super.call(this,iViewer)||this;_this.mInitialDrawMode=iViewer.getDrawMode();_this.mFinalDrawMode=iDrawMode;return _this}eDwDrawModeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mInitialDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mFinalDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setDrawMode(this.mFinalDrawMode);return[2]}}))}))};Object.defineProperty(eDwDrawModeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwDrawModeCmd}(eDwSupportsHistoryCmd);return eDwDrawModeCmd}));define("eDwEventMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwEventMgr=function(){function eDwEventMgr(){this.mEventHandlers=new Map}eDwEventMgr.get=function(){if(!eDwEventMgr.sMgr)eDwEventMgr.sMgr=new eDwEventMgr;return eDwEventMgr.sMgr};eDwEventMgr.prototype.addEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){if(!iEventHandlerFuncName){throw new Error("Eventhandler object has no function name")}this.initHandlersMapForEvent(iEvent);var handlerMap={};handlerMap[iEventHandlerFuncName]=iEventHandlerObj;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.addEventHandlerFunc=function(iEvent,ioEventHandlerFunc){this.initHandlersMapForEvent(iEvent);ioEventHandlerFunc.funcName=ioEventHandlerFunc.name;if(!ioEventHandlerFunc.funcName){var eventTypeName=this.constructor.toString().match(/\w+/g)[1];ioEventHandlerFunc.funcName=eventTypeName+this.mEventHandlers.get(iEvent).length}var handlerMap={};handlerMap[ioEventHandlerFunc.funcName]=ioEventHandlerFunc;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.removeEventHandlerFunc=function(iEvent,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var key in eventHandlerMaps){var handlerMap=eventHandlerMaps[key];if(handlerMap[iEventHandlerFuncName]){eventHandlerMaps.splice(parseInt(key,10),1);++numRemoved}}return numRemoved};eDwEventMgr.prototype.removeEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var _i=0,eventHandlerMaps_1=eventHandlerMaps;_i<eventHandlerMaps_1.length;_i++){var handlerMap=eventHandlerMaps_1[_i];var handlerObj=handlerMap[iEventHandlerFuncName];if(handlerObj===iEventHandlerObj){var index=eventHandlerMaps.indexOf(handlerMap);if(index>-1){eventHandlerMaps.splice(index,1);++numRemoved}}}return numRemoved};eDwEventMgr.prototype.removeAllEventHandlers=function(){this.mEventHandlers.clear()};eDwEventMgr.prototype.removeEventHandlers=function(iEvent){this.mEventHandlers.delete(iEvent)};eDwEventMgr.prototype.fireEvent=function(iEvent){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}return __awaiter(this,void 0,void 0,(function(){var handlerMaps,allPromises,_a,handlerMaps_1,handlerMap,keys,funcName,handlerItem,retPromise,handlerFunc,retPromise;return __generator(this,(function(_b){switch(_b.label){case 0:handlerMaps=this.mEventHandlers.get(iEvent);if(!handlerMaps)return[2,[]];allPromises=[];for(_a=0,handlerMaps_1=handlerMaps;_a<handlerMaps_1.length;_a++){handlerMap=handlerMaps_1[_a];keys=Object.keys(handlerMap);console.assert(keys.length===1);funcName=keys[0];handlerItem=handlerMap[funcName];if("funcName"in handlerItem){retPromise=handlerItem.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}else{handlerFunc=eDwEventMgr.getHandler(handlerItem,funcName);if(handlerFunc){handlerFunc=handlerFunc.bind(handlerItem);retPromise=handlerFunc.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}}}return[4,Promise.all(allPromises)];case 1:return[2,_b.sent()]}}))}))};eDwEventMgr.getHandler=function(iHandlerObj,iHandlerName){var handler;var handlerObj=iHandlerObj;var parentClass=Object.getPrototypeOf(iHandlerObj);while(handlerObj&&!handler){handler=handlerObj[iHandlerName];if(!handler){handlerObj=parentClass;parentClass=handlerObj?Object.getPrototypeOf(handlerObj):null}}return handler instanceof Function?handler:null};eDwEventMgr.prototype.initHandlersMapForEvent=function(iEvent){if(!this.mEventHandlers.has(iEvent)){this.mEventHandlers.set(iEvent,[])}};return eDwEventMgr}();return eDwEventMgr}));define("eDwEvents",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.ViewDeletedEvent=exports.ViewLoadedEvent=exports.ViewCreatedEvent=exports.LicenseKeyEvent=exports.GLContextLostEvent=exports.UserUnitsChangeEvent=exports.DeactivateUIOpEvent=exports.ActivateUIOpEvent=exports.ExplodeLevelChangeEvent=exports.AmbientOcclChangeEvent=exports.ResetSceneEvent=exports.CameraChangeEvent=exports.ModelXformChangeStartEvent=exports.ProjModeChangeEvent=exports.DrawModeChangeEvent=exports.TimeoutEvent=exports.LeftDoubleClickEvent=exports.RightClickEvent=exports.MiddleClickEvent=exports.LeftClickEvent=exports.StopAnimationEvent=exports.StartAnimationEvent=exports.ProdStructLoadedEvent=exports.ModelViewChangeEvent=exports.UnselectEvent=exports.SelectEvent=exports.NodeAttribChangeEvent=exports.DoneEvent=exports.InitFullUIEvent=exports.InitEvent=exports.AppEvent=void 0;var AppEvent=function(){function AppEvent(){this.doNotUse}return AppEvent}();exports.AppEvent=AppEvent;exports.InitEvent=new AppEvent;exports.InitFullUIEvent=new AppEvent;exports.DoneEvent=new AppEvent;exports.NodeAttribChangeEvent=new AppEvent;exports.SelectEvent=new AppEvent;exports.UnselectEvent=new AppEvent;exports.ModelViewChangeEvent=new AppEvent;exports.ProdStructLoadedEvent=new AppEvent;exports.StartAnimationEvent=new AppEvent;exports.StopAnimationEvent=new AppEvent;exports.LeftClickEvent=new AppEvent;exports.MiddleClickEvent=new AppEvent;exports.RightClickEvent=new AppEvent;exports.LeftDoubleClickEvent=new AppEvent;exports.TimeoutEvent=new AppEvent;exports.DrawModeChangeEvent=new AppEvent;exports.ProjModeChangeEvent=new AppEvent;exports.ModelXformChangeStartEvent=new AppEvent;exports.CameraChangeEvent=new AppEvent;exports.ResetSceneEvent=new AppEvent;exports.AmbientOcclChangeEvent=new AppEvent;exports.ExplodeLevelChangeEvent=new AppEvent;exports.ActivateUIOpEvent=new AppEvent;exports.DeactivateUIOpEvent=new AppEvent;exports.UserUnitsChangeEvent=new AppEvent;exports.GLContextLostEvent=new AppEvent;exports.LicenseKeyEvent=new AppEvent;exports.ViewCreatedEvent=new AppEvent;exports.ViewLoadedEvent=new AppEvent;exports.ViewDeletedEvent=new AppEvent}));define("eDwExplodeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwExplodeCmd=function(_super){__extends(eDwExplodeCmd,_super);function eDwExplodeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialLevel=_this.mViewer.getExplosionLevel();_this.mFinalLevel=NaN;return _this}eDwExplodeCmd.prototype.setLevel=function(iLevel){this.setExplosionLevel(iLevel);this.mFinalLevel=iLevel};eDwExplodeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mInitialLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mFinalLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();this.setExplosionLevel(this.mInitialLevel);this.mViewer.HCViewer.explodeManager.stop();return[2]}}))}))};Object.defineProperty(eDwExplodeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwExplodeCmd.prototype.setExplosionLevel=function(iLevel){var explodeMgrHC=this.mViewer.HCViewer.explodeManager;if(!explodeMgrHC.getActive())explodeMgrHC.start();this.mViewer.setExplosionLevel(iLevel)};return eDwExplodeCmd}(eDwSupportsHistoryCmd);return eDwExplodeCmd}));define("eDwGenericError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwGenericError=function(_super){__extends(eDwGenericError,_super);function eDwGenericError(iMessage){return _super.call(this,"Generic Error",iMessage)||this}return eDwGenericError}(eDwBaseError);return eDwGenericError}));define("eDwGeomUtils",["require","exports","eDwTypes","utils"],(function(require,exports,eDwTypes_3,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cAbsAngleTol=exports.cAbsLengthTol=exports.isValidHCPoint=exports.isPoint3DInBox=exports.screenToWorld=exports.dropPointOnPlane=void 0;function dropPointOnPlane(iPtHC,iPlnHC){var dist=iPlnHC.distanceToPoint(iPtHC);var vecHC=iPlnHC.normal.copy();return vecHC.normalize().scale(-dist).add(iPtHC)}exports.dropPointOnPlane=dropPointOnPlane;function screenToWorld(iScreenPosHC,iViewHC){var cameraHC=iViewHC.getCamera();var pnt3DHC=cameraHC.getCameraPlaneIntersectionPoint(iScreenPosHC,iViewHC);console.debugLog("GeomUtils","Screen pt = "+JSON.stringify(iScreenPosHC)+" 3D pt = "+JSON.stringify(pnt3DHC));return pnt3DHC}exports.screenToWorld=screenToWorld;function isPoint3DInBox(iPt3HC,iBboxHC){var pntArr=[];iPt3HC.toArray(pntArr);var minPt=[];iBboxHC.min.toArray(minPt);var maxPt=[];iBboxHC.max.toArray(maxPt);console.debugLog("GeomUtils","3D pt = "+JSON.stringify(iPt3HC)+" Bounding box = "+JSON.stringify(iBboxHC));for(var i=0;i<3;++i){if(pntArr[i]<minPt[i]||pntArr[i]>maxPt[i])return false}return true}exports.isPoint3DInBox=isPoint3DInBox;function isValidHCPoint(iPntHC){if(!iPntHC)return false;if(iPntHC instanceof eDwTypes_3.HC.Point3){if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)||utils.isNaN(iPntHC.z)){return false}}else{if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)){return false}}return true}exports.isValidHCPoint=isValidHCPoint;exports.cAbsLengthTol=1e-6;exports.cAbsAngleTol=1e-9}));define("eDwHierNodeAttribArray",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwHierarchyNode",["require","exports","eDwNodeAttributes","utils","eDwTypes"],(function(require,exports,eDwNodeAttributes_1,utils,eDwTypes_4){"use strict";var eDwHierarchyNode=function(){function eDwHierarchyNode(iName,iCategory,iAttributes,iNodeIDHC,iParentNode,iModeView){this.Category=iCategory;this.HOOPSID=iNodeIDHC;this.mModelView=iModeView;this.mChildNameToHierNode={};this.mBoundingBoxNodeInfo={IDs:[],VisState:false};this.mParentNode=iParentNode;this.Name=iName;if("`"===iName.charAt(0)&&"`"===iName.charAt(iName.length-1)){this.Name=iName.slice(1,-1)}this.mAttribs={};$.extend(this.mAttribs,iAttributes);this.mReadOnlyAttribs={};$.extend(this.mReadOnlyAttribs,this.mAttribs);this.mReadOnlyOverrideAttribs={};if(this.mModelView){this.mModelView.Nodes[iNodeIDHC]=this}}eDwHierarchyNode.prototype.addChild=function(iName,iCategory,iAttribs,iNodeIDHC,iParentNode){var node=new eDwHierarchyNode(iName,iCategory,iAttribs,iNodeIDHC,iParentNode,this.mModelView);this.mChildNameToHierNode[iName]=node;return node};eDwHierarchyNode.prototype.getChildren=function(){return utils.makeArray(this.mChildNameToHierNode)};eDwHierarchyNode.prototype.getAllChildren=function(ioHierNodes){for(var name_1 in this.mChildNameToHierNode){var hierNode=this.mChildNameToHierNode[name_1];if(hierNode){ioHierNodes.push(hierNode);hierNode.getAllChildren(ioHierNodes)}}};eDwHierarchyNode.prototype.getChildrenAndKeys=function(){return this.mChildNameToHierNode};Object.defineProperty(eDwHierarchyNode.prototype,"Parent",{get:function(){return this.mParentNode},enumerable:false,configurable:true});eDwHierarchyNode.prototype.getModelView=function(){return this.mModelView};eDwHierarchyNode.prototype.getAttribs=function(iIgnoreActive){if(iIgnoreActive===void 0){iIgnoreActive=false}var attribs={};$.extend(attribs,this.mAttribs);$.extend(attribs,this.mReadOnlyOverrideAttribs);if(!iIgnoreActive&&!this.isActive()){$.extend(attribs,{Visible:false})}return attribs};eDwHierarchyNode.prototype.getInitialAttribs=function(){var attribs={};$.extend(attribs,this.mReadOnlyAttribs);return attribs};eDwHierarchyNode.prototype.setAttribs=function(iAttribs){var changedAttribNames=eDwNodeAttributes_1.eDwNodeAttributes.setAttribs(this.mAttribs,iAttribs);return changedAttribNames};eDwHierarchyNode.prototype.setOverrideAttribs=function(iAttribs){this.mReadOnlyOverrideAttribs={};var overridesExist=false;for(var attribName in iAttribs){if(this.mAttribs[attribName]!==iAttribs[attribName]){overridesExist=true;break}}if(overridesExist)$.extend(this.mReadOnlyOverrideAttribs,iAttribs);return Object.keys(iAttribs)};eDwHierarchyNode.prototype.mergeAttribs=function(iAttribs){this.mAttribs=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(this.mAttribs,iAttribs);return this.mAttribs};eDwHierarchyNode.prototype.getMergedChildrenAttribs=function(iTraverseOption,ioAccumAttrib){var attrib={};var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){attrib=ioAccumAttrib||attrib;for(var i=0;i<childNodeKeys.length;i++){var childHierNode=childHierNodes[childNodeKeys[i]];var childAttrib=childHierNode.getAttribs();attrib=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(attrib,childAttrib);if(iTraverseOption==="All"){childHierNode.getMergedChildrenAttribs(iTraverseOption,attrib)}}}return attrib};eDwHierarchyNode.prototype.syncAttribsWithChildren=function(iTraverseOption){if(iTraverseOption===void 0){iTraverseOption="DirectDescendantsOnly"}this.setAttribs(this.getMergedChildrenAttribs(iTraverseOption))};eDwHierarchyNode.prototype.propagateAttribsToChildren=function(iPropagatingAttribNames,iUseSetOverride,iTraverseOption){if(iUseSetOverride===void 0){iUseSetOverride=false}if(iTraverseOption===void 0){iTraverseOption="All"}var setMethod=iUseSetOverride?eDwHierarchyNode.prototype.setOverrideAttribs:eDwHierarchyNode.prototype.setAttribs;var changedHierNodes=[];var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){for(var i=0;i<childNodeKeys.length;i++){if(iPropagatingAttribNames&&iPropagatingAttribNames.length){for(var _i=0,iPropagatingAttribNames_1=iPropagatingAttribNames;_i<iPropagatingAttribNames_1.length;_i++){var attribName=iPropagatingAttribNames_1[_i];var attrib={};attrib[attribName]=this.mAttribs[attribName];var childHierNode=childHierNodes[childNodeKeys[i]];var changedAttribNames=setMethod.call(childHierNode,attrib);if(changedAttribNames.length){changedHierNodes.push(childHierNode)}if(iTraverseOption==="All"){var childrenChangedHierNodes=childHierNode.propagateAttribsToChildren(iPropagatingAttribNames,iUseSetOverride,iTraverseOption);Array.prototype.push.apply(changedHierNodes,childrenChangedHierNodes)}}}}}return changedHierNodes};eDwHierarchyNode.prototype.invertAttrib=function(iAttribName){this.mAttribs[iAttribName]=!this.mAttribs[iAttribName];return this.mAttribs};eDwHierarchyNode.prototype.getDisplayState=function(iOtherAttribs){var state=eDwNodeAttributes_1.NodeDisplayState.Invisible;var setVisible=this.mAttribs.Opaque!==undefined&&Object.keys(this.mAttribs).length===1&&iOtherAttribs&&iOtherAttribs.Visible;this.mAttribs.Visible=setVisible?true:this.mAttribs.Visible;if(this.mAttribs.Visible){var opaque=this.mAttribs.Opaque===undefined||this.mAttribs.Opaque;state=opaque?eDwNodeAttributes_1.NodeDisplayState.Visible:eDwNodeAttributes_1.NodeDisplayState.Transparent;if(iOtherAttribs&&iOtherAttribs.Opaque===false){state=eDwNodeAttributes_1.NodeDisplayState.Transparent}}return state};eDwHierarchyNode.prototype.find=function(iPropName,iPropValue,iIncludeThis,iRecurse,iStrictMatch){if(iIncludeThis===void 0){iIncludeThis=true}if(iRecurse===void 0){iRecurse=true}if(iStrictMatch===void 0){iStrictMatch=false}var hierNodes=[];function getHierNodeWithPropNameAndValue(iHierNode){var propValue=iHierNode[iPropName];if(propValue&&utils.isEqual(iPropValue,propValue,iStrictMatch)){hierNodes.push(iHierNode)}}function getChildHierNodesWithPropNameAndValue(iHierNode){for(var childNodeName in iHierNode.mChildNameToHierNode){var childHierNode=iHierNode.mChildNameToHierNode[childNodeName];getHierNodeWithPropNameAndValue(childHierNode);if(iRecurse){getChildHierNodesWithPropNameAndValue(childHierNode)}}}if(iIncludeThis)getHierNodeWithPropNameAndValue(this);getChildHierNodesWithPropNameAndValue(this);return hierNodes};eDwHierarchyNode.prototype.getAllHierNodesWithChangedAttribs=function(ioHierNodes){if(!utils.isEqual(this.getInitialAttribs(),this.mAttribs)){ioHierNodes.push(this)}for(var key in this.mChildNameToHierNode){this.mChildNameToHierNode[key].getAllHierNodesWithChangedAttribs(ioHierNodes)}};eDwHierarchyNode.prototype.showBoundingBox=function(iViewer,iState){return __awaiter(this,void 0,void 0,(function(){var model,isVisible,beautifulGreen,bboxHC,width,height,length_1,scale,vmin,vmax,p0,p1,p2,p3,polylineData,rgba,i,tmp,boxMesh,modelHC,key,meshInstance,nodeID;return __generator(this,(function(_a){switch(_a.label){case 0:model=iViewer.getModel();isVisible=!this.mBoundingBoxNodeInfo||!this.mBoundingBoxNodeInfo.IDs.length||!this.mBoundingBoxNodeInfo.VisState?false:true;if(iState==="on"&&isVisible)return[2,true];if(iState==="off"||iState==="toggle"&&isVisible){this.mBoundingBoxNodeInfo.VisState=false;model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,false);return[2,false]}return[4,model.activateModelView(this.mModelView)];case 1:_a.sent();this.mBoundingBoxNodeInfo.VisState=true;if(!!this.mBoundingBoxNodeInfo.IDs.length)return[3,5];beautifulGreen=new eDwTypes_4.HC.Color(0,255,0);return[4,model.getBoundingBoxOfIDsHC([this.HOOPSID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2,false];width=bboxHC.max.x-bboxHC.min.x;height=bboxHC.max.y-bboxHC.min.y;length_1=Math.max(width,height);scale=.05/2;vmin=new eDwTypes_4.HC.Point3(bboxHC.min.x-length_1*scale,bboxHC.min.y-length_1*scale,bboxHC.min.z);vmax=new eDwTypes_4.HC.Point3(bboxHC.max.x+length_1*scale,bboxHC.max.y+length_1*scale,bboxHC.max.z);p0=new eDwTypes_4.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_4.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_4.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_4.HC.Point3(vmax.x,vmin.y,vmax.z);polylineData=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_4.HC.MeshData;boxMesh.addPolyline(polylineData,rgba);modelHC=model.getHCModel();return[4,modelHC.createMesh(boxMesh)];case 3:key=_a.sent();meshInstance=new eDwTypes_4.HC.MeshInstanceData(key);return[4,modelHC.createMeshInstance(meshInstance,0)];case 4:nodeID=_a.sent();this.mBoundingBoxNodeInfo.IDs.push(nodeID);_a.label=5;case 5:model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,true);return[2,true]}}))}))};eDwHierarchyNode.prototype.isSelectable=function(){return this.mAttribs.Selectable};eDwHierarchyNode.prototype.isActive=function(){var activeModelView=this.mModelView.Model.getActiveModelView();return this.mModelView===activeModelView?true:false};eDwHierarchyNode.prototype.resetAttribs=function(){var changedHierNodes=[];this.getAllHierNodesWithChangedAttribs(changedHierNodes);for(var _i=0,changedHierNodes_1=changedHierNodes;_i<changedHierNodes_1.length;_i++){var changedHierNode=changedHierNodes_1[_i];changedHierNode.mAttribs=changedHierNode.getInitialAttribs()}return changedHierNodes};eDwHierarchyNode.create=function(iAttribs){return new eDwHierarchyNode("","",iAttribs?iAttribs:{},Number.NaN,null,null)};eDwHierarchyNode.findPropagatingAttribNames=function(iChangedAttribNames){var propagatingAttribNames=eDwHierarchyNode.sPropagatingAttribNames;var changedPropAttribNames=[];for(var _i=0,iChangedAttribNames_1=iChangedAttribNames;_i<iChangedAttribNames_1.length;_i++){var attribName=iChangedAttribNames_1[_i];if(propagatingAttribNames.indexOf(attribName)>-1){changedPropAttribNames.push(attribName)}}return changedPropAttribNames};eDwHierarchyNode.isHierarchyNode=function(iNode){return iNode.Name};eDwHierarchyNode.sPropagatingAttribNames=["Visible","Opaque"];return eDwHierarchyNode}();return eDwHierarchyNode}));define("eDwHistoryMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwHistoryMgr=function(){function eDwHistoryMgr(){this.clear()}eDwHistoryMgr.get=function(){if(!eDwHistoryMgr.sHistoryMgr){eDwHistoryMgr.sHistoryMgr=new eDwHistoryMgr}return eDwHistoryMgr.sHistoryMgr};eDwHistoryMgr.prototype.undo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex<0||currStack.length===0){console.debugLog("History","Already before first command.");return null}currStacksElem.incrementCurrCmdIndex(-1);var cmd=currStack[currStackCmdIndex];cmd.undo();console.debugLog("History","Undoing command at index "+currStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.redo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var nextStackCmdIndex=currStacksElem.getCurrCmdIndex()+1;if(nextStackCmdIndex>=currStack.length){console.debugLog("History","Already after last command.");return null}currStacksElem.incrementCurrCmdIndex(1);var cmd=currStack[nextStackCmdIndex];cmd.redo();console.debugLog("History","Redoing command at index "+nextStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.push=function(iCmd){if(!iCmd)return;var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackSize=currStack.length;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex!==currStackSize-1){currStack.splice(currStackCmdIndex+1);console.debugLog("History","Truncated history to "+(currStackCmdIndex+1)+" elements.")}currStack.push(iCmd);currStacksElem.incrementCurrCmdIndex(1);console.debugLog("History","Adding command to history at index "+(currStackCmdIndex+1)+" Object Type = "+Utils.getObjectTypeName(iCmd)+".")};eDwHistoryMgr.prototype.clear=function(){console.debugLog("History","Clear all history.");this.mCmdStacksStack=[];this.pushStack()};eDwHistoryMgr.prototype.pushStack=function(){console.debugLog("History","Add a new history stack at index "+this.mCmdStacksStack.length+".");this.mCmdStacksStack.push(new eDwCmdStacksElem)};eDwHistoryMgr.prototype.popStack=function(){console.debugLog("History","Remove history stack from index "+(this.mCmdStacksStack.length-1)+" down to 0.");var activeCmds=[];var currStackElem=this.mCmdStacksStack.pop();if(currStackElem){var currCmdIndex=currStackElem.getCurrCmdIndex()+1;for(var i=0;i<currCmdIndex;i++){activeCmds.push(currStackElem.Stack[i])}}return activeCmds};eDwHistoryMgr.prototype.getCurrStackElem=function(){return this.mCmdStacksStack[this.mCmdStacksStack.length-1]};return eDwHistoryMgr}();var eDwCmdStacksElem=function(){function eDwCmdStacksElem(){this.mCmdStack=[];this.mCurrCmdIndex=-1}Object.defineProperty(eDwCmdStacksElem.prototype,"Stack",{get:function(){return this.mCmdStack},enumerable:false,configurable:true});eDwCmdStacksElem.prototype.getCurrCmdIndex=function(){return this.mCurrCmdIndex};eDwCmdStacksElem.prototype.incrementCurrCmdIndex=function(iIndex){if(typeof iIndex!=="number")return;this.mCurrCmdIndex+=iIndex};return eDwCmdStacksElem}();return eDwHistoryMgr}));define("eDwKeyMgr",["require","exports","eDwUIHTMLEventMgr","eDwTypes","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwTypes_5,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwKeyMgr=void 0;var eDwKeyMgr=function(){function eDwKeyMgr(){var _this=this;window.frames.focus();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;var processKeyEventFunc=function(iEvent){var keyEventJQ=iEvent;if(iEvent.type==="keydown"){_this.mDownKeys[keyEventJQ.key]=true}else if(iEvent.type=="keyup"){delete _this.mDownKeys[keyEventJQ.key]}else{return}var eventHandlers=_this.mKeyEventHandlers[iEvent.type][keyEventJQ.key];for(var i in eventHandlers){var eventHandler=eventHandlers[i];if(l_isEqual(keyEventJQ,eventHandler.Modifiers)){eventHandler.KeyFunc(keyEventJQ)}}};this.mUIHTMLEventMgr.addEventHandler("document","keydown",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keyup",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keypress",processKeyEventFunc);this.mKeyEventHandlers={};this.mKeyEventHandlers["keydown"]={};this.mKeyEventHandlers["keyup"]={};this.mKeyEventHandlers["keypress"]={};this.mDownKeys={}}eDwKeyMgr.get=function(){if(!eDwKeyMgr.sKeyMgr){eDwKeyMgr.sKeyMgr=new eDwKeyMgr}return eDwKeyMgr.sKeyMgr};eDwKeyMgr.prototype.add=function(iKeyInfo,iEventName,iFunc){var eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key];if(!eventHandlers){eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key]={}}var keyModifiers=l_getKeyModifiers(iKeyInfo);this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]={Modifiers:iKeyInfo,KeyFunc:iFunc}};eDwKeyMgr.prototype.remove=function(iKeyInfo,iEventName){var keyModifiers=l_getKeyModifiers(iKeyInfo);delete this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]};eDwKeyMgr.prototype.isDown=function(iKey){return this.mDownKeys[iKey]?true:false};eDwKeyMgr.isLMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="left"?true:false};eDwKeyMgr.isMMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="middle"?true:false};eDwKeyMgr.isRMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="right"?true:false};eDwKeyMgr.isAnyPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="none"?false:true};eDwKeyMgr.getMouseButtonPressed=function(iEvent){var buttonPressed="none";if(utils.isOfType(iEvent,"which")){if(utils.isNumber(iEvent.which)){switch(iEvent.which){case 0:buttonPressed="none";break;case 1:buttonPressed="left";break;case 2:buttonPressed="middle";break;case 3:buttonPressed="right";break;default:break}}else{switch(iEvent.button){case 0:return buttonPressed="none";break;case 1:return buttonPressed="left";break;case 4:return buttonPressed="middle";break;case 2:return buttonPressed="right";break;default:break}}return buttonPressed}else{if(iEvent.getButtons()===eDwTypes_5.HC.Buttons.None){switch(iEvent.getButton()){case eDwTypes_5.HC.Button.None:buttonPressed="none";break;case eDwTypes_5.HC.Button.Left:buttonPressed="left";break;case eDwTypes_5.HC.Button.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Button.Right:buttonPressed="right";break;default:break}return buttonPressed}}switch(iEvent.getButtons()){case eDwTypes_5.HC.Buttons.None:buttonPressed="none";break;case eDwTypes_5.HC.Buttons.Left:buttonPressed="left";break;case eDwTypes_5.HC.Buttons.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Buttons.Right:buttonPressed="right";break;default:break}return buttonPressed};return eDwKeyMgr}();exports.eDwKeyMgr=eDwKeyMgr;function l_isEqual(iKey1,iKey2){var numMatch=0;var compareFields=["altKey","ctrlKey","metaKey","shiftKey"];for(var _i=0,compareFields_1=compareFields;_i<compareFields_1.length;_i++){var i=compareFields_1[_i];if(iKey1[i]===iKey2[i])++numMatch}return numMatch===Object.keys(iKey2).length-1?true:false}function l_getKeyModifiers(iKeyInfo){var keyModifiers="";for(var key in iKeyInfo){if(key.indexOf("Key")>-1&&iKeyInfo[key]){keyModifiers+=key+"-"}}return keyModifiers?keyModifiers.substring(0,keyModifiers.length-1):"none"}}));define("eDwLayer",["require","exports","eDwNodeAttributes","utils"],(function(require,exports,eDwNodeAttributes_2,utils){"use strict";var eDwLayer=function(){function eDwLayer(iLayerName,iLayerIDHC,iAttribs){this.mName=iLayerName;this.mIDHC=iLayerIDHC;this.mInitAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mNodeIDHCToHierNodeMap={}}eDwLayer.prototype.addNodes=function(iNodeIDsHC,iModel){for(var _i=0,iNodeIDsHC_1=iNodeIDsHC;_i<iNodeIDsHC_1.length;_i++){var nodeIDHC=iNodeIDsHC_1[_i];if(!this.mNodeIDHCToHierNodeMap[nodeIDHC]){this.mNodeIDHCToHierNodeMap[nodeIDHC]=iModel.getHierarchyNode(nodeIDHC)}}};eDwLayer.prototype.getName=function(){return this.mName};eDwLayer.prototype.getIDHC=function(){return this.mIDHC};eDwLayer.prototype.getAttribs=function(){return eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs)};eDwLayer.prototype.setAttribs=function(iSrcAttribs){if(utils.isEqual(this.mAttribs,iSrcAttribs,true))return false;this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iSrcAttribs);return true};eDwLayer.prototype.resetAttribs=function(){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mInitAttribs)};eDwLayer.prototype.mergeAttribs=function(iSrcAttribs){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.mergeAttribs(this.mAttribs,iSrcAttribs)};eDwLayer.prototype.getNodeIDsHC=function(){var nodeIDsHC=[];for(var nodeIDHCStr in this.mNodeIDHCToHierNodeMap){nodeIDsHC.push(parseInt(nodeIDHCStr,10))}return nodeIDsHC};eDwLayer.prototype.getHCNodesAndAttribs=function(ioNodeIDsHCAndAttribs){var nodeOnLayerIDsHC=this.getNodeIDsHC();for(var _i=0,nodeOnLayerIDsHC_1=nodeOnLayerIDsHC;_i<nodeOnLayerIDsHC_1.length;_i++){var nodeOnLayerIDHC=nodeOnLayerIDsHC_1[_i];var combinedAttribs=this.getCombinedAttribsForHCNode(nodeOnLayerIDHC);if(!combinedAttribs)continue;ioNodeIDsHCAndAttribs.push({IDHC:nodeOnLayerIDHC,Attribs:combinedAttribs})}};eDwLayer.prototype.getCombinedAttribsForHCNode=function(iNodeIDHC){var parentHierNode=this.mNodeIDHCToHierNodeMap[iNodeIDHC];if(!parentHierNode)return undefined;var detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs);while(parentHierNode){detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.intersectAttribs(detachedAttribs,parentHierNode.getAttribs());parentHierNode=parentHierNode.Parent}return detachedAttribs};return eDwLayer}();return eDwLayer}));define("eDwMBDNoteMgr",["require","exports","eDwTypes","eDwGeomUtils"],(function(require,exports,eDwTypes_6,eDwGeomUtils){"use strict";var MBDNote=function(){function MBDNote(iViewer,iRefPntHC,iCurPntHC,nodeId){var modelHC=iViewer.getModel().getHCModel();var viewHC=iViewer.getHCView();this.mViewer=iViewer;this.mRefPntHC=iRefPntHC.copy();this.mNodeId=nodeId;var rPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(iCurPntHC));this.mOffset=eDwTypes_6.HC.Point2.subtract(cPos2,rPos2);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);this.mOffsetLen=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3).length();var cDelta=eDwTypes_6.HC.Point3.subtract(cPos3,iCurPntHC);var matrix=new eDwTypes_6.HC.Matrix;matrix.loadIdentity();matrix.setTranslationComponent(cDelta.x,cDelta.y,cDelta.z);var nodeMatrix=modelHC.getNodeMatrix(nodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,matrix);modelHC.setNodeMatrix(nodeId,nodeMatrix);this.mOrigPos=cPos3.copy();var camera=this.mViewer.getHCView().getCamera();this.mOrigCamMatrix=camera.getMatrixFromCamera().copy();this.mOrigModMatrix=modelHC.getNodeMatrix(nodeId)}MBDNote.prototype.updatePos=function(){var viewHC=this.mViewer.getHCView();var modelHC=this.mViewer.getModel().getHCModel();var rPos2=eDwTypes_6.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.add(rPos2,this.mOffset);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);var crDelta=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3);crDelta.normalize();crDelta.scale(this.mOffsetLen);cPos3=eDwTypes_6.HC.Point3.add(rPos3,crDelta);var posDelta=eDwTypes_6.HC.Point3.subtract(cPos3,this.mOrigPos);var revTransMat=new eDwTypes_6.HC.Matrix;var transMat=new eDwTypes_6.HC.Matrix;var extraTransMat=new eDwTypes_6.HC.Matrix;revTransMat.setTranslationComponent(-this.mOrigPos.x,-this.mOrigPos.y,-this.mOrigPos.z);transMat.setTranslationComponent(this.mOrigPos.x,this.mOrigPos.y,this.mOrigPos.z);extraTransMat.setTranslationComponent(posDelta.x,posDelta.y,posDelta.z);this.mOrigPos=cPos3.copy();var nodeMatrix=this.mOrigModMatrix.copy();var camera=viewHC.getCamera();var curCamMatrix=camera.getMatrixFromCamera().copy();var oriCamMatrix=this.mOrigCamMatrix.copy();var oriCamMatrixR=oriCamMatrix.inverseAndDeterminant()[0];this.mOrigCamMatrix=curCamMatrix.copy();var rotMatrix=eDwTypes_6.HC.Matrix.multiply(revTransMat,oriCamMatrixR);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,curCamMatrix);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,transMat);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,extraTransMat);nodeMatrix=modelHC.getNodeMatrix(this.mNodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,rotMatrix);modelHC.setNodeMatrix(this.mNodeId,nodeMatrix,false)};return MBDNote}();var eDwMBDNoteMgr=function(){function eDwMBDNoteMgr(iViewer){this.mNotes=[];this.mViewer=iViewer}eDwMBDNoteMgr.prototype.addNote=function(nodeId,refBox){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var model,boxHC;return __generator(this,(function(_a){switch(_a.label){case 0:model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC([nodeId])];case 1:boxHC=_a.sent();if(boxHC.isDegenerate())return[2];this.mNotes.push(new MBDNote(this.mViewer,refBox.center(),boxHC.center(),nodeId));return[2]}}))}))})();return true};eDwMBDNoteMgr.prototype.updateNote=function(){var len=this.mNotes.length;for(var i=0;i<len;++i){this.mNotes[i].updatePos()}};return eDwMBDNoteMgr}();return eDwMBDNoteMgr}));define("eDwModel",["require","exports","eDwEventMgr","eDwHierarchyNode","eDwModelView","eDwLayer","eDwNodeAttributes","eDwEvents","eDwTypes","eDwUnits","utils"],(function(require,exports,eDwEventMgr,eDwHierarchyNode,eDwModelView,eDwLayer,eDwNodeAttributes_3,eDwEvents_2,eDwTypes_7,eDwUnits_1,utils){"use strict";var eDwModel=function(){function eDwModel(iViewer){this.mViewer=iViewer;this.mModelHC=iViewer.HCViewer.model;this.mModelViews=[];this.mLayers=[];this.mInitialModelView=this.mActiveModelView=null;this.mCategory="UNKNOWN";this.mOrigin="";this.mBox=new eDwTypes_7.HC.Box;this.mProperties=$([]);this.setUserUnits({Length:eDwUnits_1.cDefaultLengthUnit,Angle:eDwUnits_1.cDefaultAngleUnit});this.mModelHC.setEnableAutomaticUnitScaling(false);this.mModelHC.setBehaviorInitiallyHidden(false);this.calculateBoundingBox()}eDwModel.prototype.initModelData=function(){return __awaiter(this,void 0,void 0,(function(){var bbox,nodeProps,modelViews,_loop_1,this_1,_i,modelViews_1,modelView,state_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mViewer)return[2];bbox=this.getBoundingBox();if(!bbox.extents().equals(eDwTypes_7.HC.Point3.zero()))return[3,2];return[4,this.calculateBoundingBox()];case 1:_a.sent();_a.label=2;case 2:this.mViewer.initializeManagers();return[4,this.mModelHC.getNodeProperties(this.getModelIDHC())];case 3:nodeProps=_a.sent();if(nodeProps)this.loadProperties(nodeProps);modelViews=this.getModelViews();_loop_1=function(modelView){var attribs=modelView.Hierarchy.getInitialAttribs();if(attribs.Visible){this_1.mActiveModelView=modelView;this_1.mInitialModelView=this_1.mActiveModelView;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelView)];case 1:_a.sent();return[2]}}))}))})();return{value:void 0}}};this_1=this;for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];state_1=_loop_1(modelView);if(typeof state_1==="object")return[2,state_1.value]}if(modelViews.length){console.warn("There is no active model view."+"  Defaulting to first.");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelViews[0])];case 1:_a.sent();return[2]}}))}))})();return[2]}console.warn("There are no model views in this model.");return[2]}}))}))};eDwModel.prototype.getBoundingBox=function(){return this.mBox};eDwModel.prototype.calculateBoundingBox=function(iIgnoreInvisible,iIncludeExcluded){if(iIgnoreInvisible===void 0){iIgnoreInvisible=true}if(iIncludeExcluded===void 0){iIncludeExcluded=false}return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=this;return[4,this.mModelHC.getModelBounding(iIgnoreInvisible,iIncludeExcluded)];case 1:_a.mBox=_b.sent();return[2,this.mBox]}}))}))};eDwModel.prototype.getBoundingBoxOfIDsHC=function(iUDsHC){return __awaiter(this,void 0,void 0,(function(){var bboxHC,iExcp_5;return __generator(this,(function(_a){switch(_a.label){case 0:bboxHC=eDwTypes_7.HC.Box.invalid();if(!(iUDsHC&&iUDsHC.length))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesBounding(iUDsHC)];case 2:bboxHC=_a.sent();return[3,4];case 3:iExcp_5=_a.sent();console.debugLog("Model",iExcp_5.message);return[3,4];case 4:return[2,bboxHC]}}))}))};eDwModel.prototype.getLayers=function(){return this.mLayers};eDwModel.prototype.getUserUnits=function(){return $.extend({},this.mUserUnits)};eDwModel.prototype.setUserUnits=function(iUserUnits){var _this=this;if(utils.isEqual(this.mUserUnits,iUserUnits))return;this.mUserUnits=$.extend({},iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.UserUnitsChangeEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwModel.prototype.getValueWithUnit=function(iValue,iUnitType){var _this=this;var cUnitScaleFactor={degree:1,radian:Math.PI/180,millimeter:c_lengthUnitToMMFactor,centimeter:c_lengthUnitToMMFactor/10,meter:c_lengthUnitToMMFactor/1e3,inch:c_lengthUnitToMMFactor/25.4,foot:c_lengthUnitToMMFactor/304.8,footAndInch:NaN};function l_getScaledValue(iNonScaledVal,iUnit){var scale=cUnitScaleFactor[iUnit];return iUnitType==="Area"?iNonScaledVal*scale*scale:iNonScaledVal*scale}var cCommonUnitFormat="${val}${unit}";function l_getFormattedScaledValue(iVal,iUnit,iUserUnitLabel){var val=l_getScaledValue(iVal,iUnit);return utils.formatString(cCommonUnitFormat,val.toFixed(2),iUserUnitLabel)}var basicUserUnitResults={degree:function(iVal){return l_getFormattedScaledValue(iVal,"degree","deg")},radian:function(iVal){return l_getFormattedScaledValue(iVal,"radian","rad")},millimeter:function(iVal){return l_getFormattedScaledValue(iVal,"millimeter","mm")},centimeter:function(iVal){return l_getFormattedScaledValue(iVal,"centimeter","cm")},meter:function(iVal){return l_getFormattedScaledValue(iVal,"meter","m")},inch:function(iVal){return l_getFormattedScaledValue(iVal,"inch","in")},foot:function(iVal){return l_getFormattedScaledValue(iVal,"foot","ft")},footAndInch:function(iVal){var signFactor=iVal<0?-1:1;var absValue=Math.abs(iVal);var footVal=Math.floor(l_getScaledValue(absValue,"foot"));var footValInDBUnits=footVal/l_getScaledValue(1,"foot");var inchVal=l_getScaledValue(absValue-footValInDBUnits,"inch")*signFactor;var formattedString=utils.formatString("${inchVal}in",inchVal.toFixed(2));if(footVal>.5){footVal*=signFactor;formattedString=utils.formatString("${footVal}ft ${formattedInches}",footVal.toFixed(0),formattedString)}return formattedString},area:function(iVal){var userUnits=_this.mUserUnits["Length"];var func=basicUserUnitResults[userUnits];var valueWithUnits=func.call(_this,iVal);return utils.formatString(cCommonUnitFormat,valueWithUnits,"^2")}};var unit=this.mUserUnits[iUnitType];unit=unit||iUnitType.toLowerCase();var func=basicUserUnitResults[unit];return func?func.call(this,iValue):iValue.toString()};eDwModel.prototype.setAttribOnHierNodes=function(iHierNodes,iAttribs){return __awaiter(this,void 0,void 0,(function(){var changedHierNodes,changedAncestorHierNodeMap,_i,iHierNodes_1,hierNode,changedAttribNames,propagatingAttribNames,changedChildHierNodes,parentHierNode,_a,propagatingAttribNames_1,attribName,attrib,parentAttrib,value,mergedAttrib,parentIDHC,parentIDHC,changedHierNodesAndAttribs,changedHCNodeID,ancHierNode;return __generator(this,(function(_b){switch(_b.label){case 0:changedHierNodes=[];changedAncestorHierNodeMap={};for(_i=0,iHierNodes_1=iHierNodes;_i<iHierNodes_1.length;_i++){hierNode=iHierNodes_1[_i];if(!hierNode||utils.isNaN(hierNode.HOOPSID))continue;changedAttribNames=hierNode.setAttribs(iAttribs);propagatingAttribNames=eDwHierarchyNode.findPropagatingAttribNames(changedAttribNames);if(propagatingAttribNames.length){changedHierNodes.push(hierNode);changedChildHierNodes=hierNode.propagateAttribsToChildren(propagatingAttribNames);Array.prototype.push.apply(changedHierNodes,changedChildHierNodes);parentHierNode=hierNode.Parent;if(parentHierNode&&parentHierNode.Parent){for(_a=0,propagatingAttribNames_1=propagatingAttribNames;_a<propagatingAttribNames_1.length;_a++){attribName=propagatingAttribNames_1[_a];attrib={};attrib[attribName]=iAttribs[attribName];parentAttrib=parentHierNode.getAttribs();value=parentAttrib[attribName];if(value){if(value!==attrib[attribName]){mergedAttrib=parentHierNode.getMergedChildrenAttribs("DirectDescendantsOnly");if(!mergedAttrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}else{if(value!==attrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}}}}changedHierNodesAndAttribs=l_makeNodeAttribArray(changedHierNodes,null,false);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 1:_b.sent();for(changedHCNodeID in changedAncestorHierNodeMap){ancHierNode=changedAncestorHierNodeMap[changedHCNodeID];changedHierNodes.push(ancHierNode);changedHierNodesAndAttribs.push({HierNode:ancHierNode,Attribs:iAttribs})}if(!changedHierNodes.length)return[3,3];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 2:_b.sent();_b.label=3;case 3:return[2]}}))}))};eDwModel.prototype.setAttribs=function(iNodesWithAttribs){return __awaiter(this,void 0,void 0,(function(){var nodesWithAttribs,_i,nodesWithAttribs_1,nodeWithAttrib;return __generator(this,(function(_a){switch(_a.label){case 0:nodesWithAttribs=iNodesWithAttribs;_i=0,nodesWithAttribs_1=nodesWithAttribs;_a.label=1;case 1:if(!(_i<nodesWithAttribs_1.length))return[3,4];nodeWithAttrib=nodesWithAttribs_1[_i];return[4,this.setAttribOnHierNodes([nodeWithAttrib.HierNode],nodeWithAttrib.Attribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[2]}}))}))};eDwModel.prototype.setOverrideAttribOnHierNodes=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var overriddenHierNodesAndAttribs,_i,iHierNodesAndAttribs_1,hierNodeAndAttribs,hierNode,attribs,childHierNodesAndAttribs,childNodesAndKeys,key;return __generator(this,(function(_a){switch(_a.label){case 0:overriddenHierNodesAndAttribs=[];_i=0,iHierNodesAndAttribs_1=iHierNodesAndAttribs;_a.label=1;case 1:if(!(_i<iHierNodesAndAttribs_1.length))return[3,4];hierNodeAndAttribs=iHierNodesAndAttribs_1[_i];hierNode=hierNodeAndAttribs.HierNode;attribs=hierNodeAndAttribs.Attribs;hierNode.setOverrideAttribs(attribs);overriddenHierNodesAndAttribs.push({HierNode:hierNode,Attribs:hierNode.getAttribs()});childHierNodesAndAttribs=[];childNodesAndKeys=hierNode.getChildrenAndKeys();for(key in childNodesAndKeys){childHierNodesAndAttribs.push({HierNode:childNodesAndKeys[key],Attribs:attribs})}return[4,this.setOverrideAttribOnHierNodes(childHierNodesAndAttribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[4,this.syncHCNodesState(overriddenHierNodesAndAttribs)];case 5:_a.sent();if(!overriddenHierNodesAndAttribs.length)return[3,7];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,overriddenHierNodesAndAttribs)];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.isAssembly=function(){return this.mCategory==="ASSEMBLY"?true:false};eDwModel.prototype.isPart=function(){return this.mCategory==="PART"?true:false};eDwModel.prototype.isDrawing=function(){return this.mCategory==="DRAWING"?true:false};eDwModel.prototype.getNodeType=function(iNodeID){return utils.isNaN(iNodeID)?eDwTypes_7.HC.NodeType.Unknown:this.mModelHC.getNodeType(iNodeID)};eDwModel.prototype.getHierarchyNode=function(iIDHC){var modelHC=this.getHCModel();var modelViews=this.getModelViews();var i=0;var modelView;var hierNode;while(i<modelViews.length&&(modelView=modelViews[i++])&&!hierNode){var nodeType=this.getNodeType(iIDHC);var nodeIDHC=iIDHC;hierNode=modelView.Nodes[nodeIDHC];while(hierNode&&(!hierNode.isSelectable()&&hierNode!==modelView.Hierarchy)||!hierNode&&nodeType!==eDwTypes_7.HC.NodeType.Unknown){var parentNodeIDHC=modelHC.getNodeParent(nodeIDHC);nodeType=this.getNodeType(parentNodeIDHC);nodeIDHC=parentNodeIDHC||0;hierNode=modelView.Nodes[nodeIDHC]}}return hierNode};eDwModel.prototype.getModelViews=function(){return this.mModelViews};eDwModel.prototype.getActiveModelView=function(){return this.mActiveModelView};eDwModel.prototype.activateModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(iModelView===this.mActiveModelView)return[2];return[4,this.setActiveModelView(iModelView)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getFileOriginType=function(){return this.mOrigin};eDwModel.prototype.resetToDefault=function(){return __awaiter(this,void 0,void 0,(function(){var _i,_a,layer,changedHierNodesAndAttribs,modelViews,_b,modelViews_2,modelView;return __generator(this,(function(_c){switch(_c.label){case 0:for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.resetAttribs()}return[4,this.setActiveModelView(this.mInitialModelView)];case 1:_c.sent();changedHierNodesAndAttribs=l_makeNodeAttribArray(this.mActiveModelView.resetAttribs());return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_c.sent();modelViews=this.getModelViews();for(_b=0,modelViews_2=modelViews;_b<modelViews_2.length;_b++){modelView=modelViews_2[_b];if(modelView!==this.mActiveModelView){modelView.resetAttribs()}}return[2]}}))}))};eDwModel.prototype.syncLayersAttribsState=function(){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndAttribs,_i,_a,layer;return __generator(this,(function(_b){switch(_b.label){case 0:nodeIDsHCAndAttribs=[];for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.getHCNodesAndAttribs(nodeIDsHCAndAttribs)}return[4,this.setHCToAttrib(nodeIDsHCAndAttribs)];case 1:_b.sent();return[2]}}))}))};eDwModel.prototype.getProperty=function(iPropName){for(var i=0;i<this.mProperties.length;i++){var property=$(this.mProperties[i]);var propName=property.attr("name");if(propName===iPropName)return property.attr("val")}return""};eDwModel.prototype.isVisibleForNodeHC=function(iNodeIDHC){return this.mModelHC.getNodeVisibility(iNodeIDHC)};eDwModel.prototype.setVisibilityForNodesHC=function(iNodeIDsHC,iVisible){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibility(iNodeIDsHC,iVisible)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.setVisibilitiesForNodesHC=function(iNodeIDVisMapHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibilities(iNodeIDVisMapHC)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getOpacityForNodeHC=function(iNodeIDHC){return __awaiter(this,void 0,void 0,(function(){var opacity,opacities,iErrorMsg_1;return __generator(this,(function(_a){switch(_a.label){case 0:opacity=NaN;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesOpacity([iNodeIDHC])];case 2:opacities=_a.sent();if(opacities.length)opacity=opacities[0];return[3,4];case 3:iErrorMsg_1=_a.sent();return[3,4];case 4:return[2,opacity]}}))}))};eDwModel.prototype.setOpacityForNodesHC=function(iNodeIDsHC,iOpacity){this.mModelHC.setNodesOpacity(iNodeIDsHC,iOpacity)};eDwModel.prototype.getModelIDHC=function(){return 0};eDwModel.prototype.parseHierarchy=function(iConfig,ioParentHierNode,iXMLNode,iParseDepth){if(iParseDepth!==undefined&&iParseDepth===0||this.isPart()){return}var children=$(iXMLNode).children("body,assembly,view");for(var i=0;i<children.length;i++){var childJQ=$(children[i]);var elemTag=childJQ.prop("tagName");var nodeProps=l_getProperties(childJQ);var attribs=l_getPropsAsAttribs(nodeProps);var newChild=ioParentHierNode.addChild(nodeProps.Name,elemTag,attribs,nodeProps.HOOPSID,ioParentHierNode);this.parseHierarchy(iConfig,newChild,childJQ,iParseDepth-1)}};eDwModel.prototype.loadProperties=function(iPropsMapHC){var propsToParse=iPropsMapHC.eDrawingsXMLData;console.debugLog("ViewerLoad","extra model data = "+propsToParse);var docJQ=$($.parseXML(propsToParse));var data=docJQ.find("sceneData");if(data.length>0){var sceneData=$(data[0]);this.mOrigin=sceneData.attr("origin");switch(sceneData.attr("type")){case"drawing":this.mCategory="DRAWING";break;case"part":this.mCategory="PART";break;case"assembly":this.mCategory="ASSEMBLY";break;default:break}}this.mProperties=docJQ.find("property");var lengthUnit=this.getProperty("lengthunit");var isValidUnit=eDwUnits_1.LengthTypeValues.indexOf(lengthUnit)>-1;this.mUserUnits.Length=isValidUnit?lengthUnit:this.mUserUnits.Length;var angleUnit=this.getProperty("angleunit");isValidUnit=eDwUnits_1.AngleTypeValues.indexOf(angleUnit)>-1;this.mUserUnits.Angle=isValidUnit?angleUnit:this.mUserUnits.Angle;if(this.mCategory==="DRAWING"){this.parseModelViews(docJQ,"sheet","views","Unnamed Sheet","sheet");this.processLayers(iPropsMapHC)}else{this.parseModelViews(docJQ,"configuration","hierarchy","Unnamed Config","config");if(this.mCategory==="ASSEMBLY"){var modelViews=this.getModelViews();for(var _i=0,modelViews_3=modelViews;_i<modelViews_3.length;_i++){var modelView=modelViews_3[_i];var childHierNodes=modelView.Hierarchy.getChildren();var assemRootHierNode=childHierNodes[0];assemRootHierNode.Name=decodeURIComponent(assemRootHierNode.Name)}}}if(this.getModelViews().length===0){var attrib={Visible:true};this.mModelViews.push(new eDwModelView("eDrawingsDefault","config",attrib,this.getModelIDHC(),this))}};eDwModel.prototype.processLayers=function(iPropsMapHC){var _this=this;this.mModelHC.getLayers().forEach((function(iLayerName,iLayerIDHC){if(!iLayerName)return;var attribs={Visible:iPropsMapHC[iLayerName]!=="off"};var layer=new eDwLayer(iLayerName,iLayerIDHC,attribs);_this.mLayers.push(layer);layer.addNodes(_this.mModelHC.getNodesFromLayer(iLayerIDHC),_this)}))};eDwModel.prototype.setActiveModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){var oldModelView,changedHierNodesAndAttribs,visAttrib,invisAttrib,iError_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iModelView)return[3,7];oldModelView=this.mActiveModelView;this.mActiveModelView=iModelView;changedHierNodesAndAttribs=[];_a.label=1;case 1:_a.trys.push([1,5,,6]);visAttrib={Visible:true};invisAttrib={Visible:false};if(oldModelView&&oldModelView!==iModelView){changedHierNodesAndAttribs=l_makeNodeAttribArray(oldModelView.Hierarchy.find("mAttribs",visAttrib),invisAttrib);oldModelView.Hierarchy.setAttribs(invisAttrib)}if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("Before set active view = true")}changedHierNodesAndAttribs.push({HierNode:this.mActiveModelView.Hierarchy,Attribs:visAttrib});Array.prototype.push.apply(changedHierNodesAndAttribs,l_makeNodeAttribArray(this.mActiveModelView.Hierarchy.find("mAttribs",invisAttrib,false)));this.mActiveModelView.Hierarchy.setAttribs(visAttrib);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_a.sent();if(!changedHierNodesAndAttribs.length)return[3,4];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 3:_a.sent();_a.label=4;case 4:if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("After set active view = true")}this.mViewer.ViewMgr.setCamera(iModelView.getDefaultCamera(),400);return[3,6];case 5:iError_1=_a.sent();console.debugLog("NodeVisibility","activateModelView failed to set node visibilities.");console.error(iError_1);return[3,6];case 6:(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_notifyModelViewChange(this.mViewer,iModelView,this.isPart())];case 1:_a.sent();return[2]}}))}))})();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.setHCToAttrib=function(iNodeIDsHCAndAttribs){return __awaiter(this,void 0,void 0,(function(){var _i,iNodeIDsHCAndAttribs_1,nodeIDHCAndAttribs,nodeIDHC,attribs,oldVisibility,oldOpacity,nodeNameHC,opacity,newVisibility;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iNodeIDsHCAndAttribs.length)return[2];_i=0,iNodeIDsHCAndAttribs_1=iNodeIDsHCAndAttribs;_a.label=1;case 1:if(!(_i<iNodeIDsHCAndAttribs_1.length))return[3,7];nodeIDHCAndAttribs=iNodeIDsHCAndAttribs_1[_i];nodeIDHC=nodeIDHCAndAttribs.IDHC;attribs=nodeIDHCAndAttribs.Attribs;oldVisibility=void 0;oldOpacity=void 0;nodeNameHC=void 0;if(!this.mViewer.ViewerFeatureOpts.Debug)return[3,3];return[4,this.getOpacityForNodeHC(nodeIDHC)];case 2:oldOpacity=_a.sent();oldVisibility=this.isVisibleForNodeHC(nodeIDHC);nodeNameHC=this.mModelHC.getNodeName(nodeIDHC);_a.label=3;case 3:if(!(oldVisibility!==attribs.Visible))return[3,5];return[4,this.setVisibilityForNodesHC([nodeIDHC],attribs.Visible)];case 4:_a.sent();_a.label=5;case 5:opacity=attribs.Opaque===undefined?NaN:attribs.Opaque?1:.5;if(attribs.Visible&&utils.isNumber(opacity)){this.setOpacityForNodesHC([nodeIDHC],opacity)}if(this.mViewer.ViewerFeatureOpts.Debug){newVisibility=this.isVisibleForNodeHC(nodeIDHC);console.debugLog("NodeVisibility","HC Node (name = "+nodeNameHC+", ID = "+nodeIDHC+") | old visibility = "+oldVisibility+" | new visibility = "+newVisibility+" | intended visibility = "+attribs.Visible+" | old opacity = "+oldOpacity+" | intended opacity = "+opacity)}_a.label=6;case 6:_i++;return[3,1];case 7:return[2]}}))}))};eDwModel.prototype.syncHCNodesState=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndVisAttribs,nodeIDsHCAndInvisAttribs,_i,iHierNodesAndAttribs_2,hierNodeAndAttribs,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDsHCAndVisAttribs=[];nodeIDsHCAndInvisAttribs=[];for(_i=0,iHierNodesAndAttribs_2=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_2.length;_i++){hierNodeAndAttribs=iHierNodesAndAttribs_2[_i];hierNode=hierNodeAndAttribs.HierNode;if(hierNode.HOOPSID&&utils.isNumber(hierNode.HOOPSID)){if(hierNodeAndAttribs.Attribs.Visible){nodeIDsHCAndVisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}else{nodeIDsHCAndInvisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}}}if(!nodeIDsHCAndVisAttribs.length)return[3,3];return[4,this.setHCToAttrib(nodeIDsHCAndVisAttribs)];case 1:_a.sent();return[4,this.syncLayersAttribsState()];case 2:_a.sent();_a.label=3;case 3:return[4,this.setHCToAttrib(nodeIDsHCAndInvisAttribs)];case 4:_a.sent();return[2]}}))}))};eDwModel.prototype.parseModelViews=function(iDocJQ,iXMLDocModelViewSearchKeyword,iXMLDocModelViewSubElemSearchKeyword,iDefaultModelViewName,iModelViewCategory){var modelViews=iDocJQ.find(iXMLDocModelViewSearchKeyword);for(var i=0;i<modelViews.length;i++){var modelViewJQ=$(modelViews[i]);var nodeProps=l_getProperties(modelViewJQ);if(!nodeProps.Name){nodeProps.Name=iDefaultModelViewName+(i+1)}var attribs=l_getPropsAsAttribs(nodeProps);var cameraHC=l_getDefaultCamera(modelViewJQ);var modelView=new eDwModelView(nodeProps.Name,iModelViewCategory,attribs,nodeProps.HOOPSID,this,cameraHC);this.mModelViews.push(modelView);var hierarchyNode=modelView.Hierarchy;this.parseHierarchy(modelView,hierarchyNode,modelViewJQ.find(iXMLDocModelViewSubElemSearchKeyword));l_addTables(this.mViewer,iDocJQ,this,hierarchyNode,modelView)}};eDwModel.prototype.dumpModelViewStateHC=function(iPrefixMsg){var msg=iPrefixMsg+" -> (HC values) | ";for(var _i=0,_a=this.mModelViews;_i<_a.length;_i++){var modelView=_a[_i];var nodeIDHC=modelView.Hierarchy.HOOPSID;msg+=modelView.Name+" - "+this.isVisibleForNodeHC(nodeIDHC)+" | "}console.debugLog("NodeVisibility",msg);console.debugLog("NodeVisibility","Active model view = "+this.mActiveModelView.Name);var hierNodes=this.mActiveModelView.getNodes();for(var _b=0,hierNodes_1=hierNodes;_b<hierNodes_1.length;_b++){var hierNode=hierNodes_1[_b];console.debugLog("NodeVisibility",hierNode.Name+" HOOPS ID "+hierNode.HOOPSID+" Visibility = "+this.isVisibleForNodeHC(hierNode.HOOPSID)+" Opacity = "+this.getOpacityForNodeHC(hierNode.HOOPSID))}};eDwModel.prototype.getHCModel=function(){return this.mModelHC};return eDwModel}();var c_lengthUnitToMMFactor=1e3;function l_addTables(iViewer,iDoc,iModel,ioHierachyNode,ioModelView){var tables=$(iDoc).find("table");var numTables=tables.length;if(numTables>0&&ioHierachyNode){for(var i=0;i<numTables;i++){var tableJQ=$(tables[i]);var nodeProps=l_getProperties(tableJQ);if(!nodeProps.Name){nodeProps.Name="Unnamed Table"+(i+1)}nodeProps.NotesArea=tableJQ.attr("notesarea")==="1"?true:false;var attribs=l_getPropsAsAttribs(nodeProps);var hierarchyNode=ioHierachyNode.addChild(nodeProps.Name,"table",attribs,nodeProps.HOOPSID,ioHierachyNode);iViewer.TableMgr.add(hierarchyNode)}}}function l_getProperties(iElemJQ){function trueFalseOrIndeterminate(iVal){if(iVal===undefined)return undefined;return iVal==="1"?true:iVal==="0"?false:undefined}function falseTrueOrIndeterminate(iVal){var val=trueFalseOrIndeterminate(iVal);return val===undefined?undefined:!val}var props={};if(iElemJQ){props.Name=iElemJQ.attr("name");if(props.Name.charAt(0)=="<"&&props.Name.charAt(props.Name.length-1)==">"){props.Name=props.Name.replace("<","&lt;");props.Name=props.Name.replace(">","&gt;")}props.Visible=trueFalseOrIndeterminate(iElemJQ.attr("visible"));props.Opaque=falseTrueOrIndeterminate(iElemJQ.attr("transparent"));props.Selectable=trueFalseOrIndeterminate(iElemJQ.attr("selectable"));props.HOOPSID=parseInt(iElemJQ.attr("id"),10)}return props}function l_getPropsAsAttribs(iNodeProps){var nodeAttribs={};eDwNodeAttributes_3.eDwNodeAttributes.setAttribs(nodeAttribs,iNodeProps);return nodeAttribs}function l_getDefaultCamera(iElemJQ){var perspectiveStr=iElemJQ.attr("camPerspective");if(!perspectiveStr)return undefined;var posPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camPosX")),parseFloat(iElemJQ.attr("camPosY")),parseFloat(iElemJQ.attr("camPosZ")));var tgtPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camTgtX")),parseFloat(iElemJQ.attr("camTgtY")),parseFloat(iElemJQ.attr("camTgtZ")));var upVecHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("upX")),parseFloat(iElemJQ.attr("upY")),parseFloat(iElemJQ.attr("upZ")));var width=parseFloat(iElemJQ.attr("camFieldWidth"));var height=parseFloat(iElemJQ.attr("camFieldHeight"));var projHC=perspectiveStr==="true"?eDwTypes_7.HC.Projection.Perspective:eDwTypes_7.HC.Projection.Orthographic;return eDwTypes_7.HC.Camera.create(posPtHC,tgtPtHC,upVecHC,projHC,width,height)}function l_makeNodeAttribArray(iHierNodes,iAttrib,iIgnoreActive){if(iAttrib===void 0){iAttrib=null}if(iIgnoreActive===void 0){iIgnoreActive=true}return iHierNodes.map((function(iHierNode){var attrib={};$.extend(attrib,iHierNode.getAttribs(iIgnoreActive));if(iAttrib)$.extend(attrib,iAttrib);return{HierNode:iHierNode,Attribs:attrib}}))}function l_notifyModelViewChange(iViewer,iModelView,iIsPart){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.ModelViewChangeEvent,iViewer,iModelView,!iIsPart)];case 1:_a.sent();return[2]}}))}))}return eDwModel}));define("eDwModelView",["require","exports","eDwHierarchyNode"],(function(require,exports,eDwHierarchyNode){"use strict";var eDwModelView=function(){function eDwModelView(Name,Category,iAttribs,iNodeIDHC,iModel,iDefCameraHC){if(iDefCameraHC===void 0){iDefCameraHC=null}this.Name=Name;this.Category=Category;this.Nodes={};this.mDefCameraHC=iDefCameraHC;this.Hierarchy=new eDwHierarchyNode(this.Name,this.Category,iAttribs,iNodeIDHC,null,this);this.Model=iModel}eDwModelView.prototype.getNodes=function(){var hierNodes=[];for(var hierNodeName in this.Nodes){hierNodes.push(this.Nodes[hierNodeName])}return hierNodes};eDwModelView.prototype.getDefaultCamera=function(){return this.mDefCameraHC};eDwModelView.prototype.resetAttribs=function(){return this.Hierarchy.resetAttribs()};return eDwModelView}();return eDwModelView}));define("eDwMoveSectionPlaneCmd",["require","exports","eDwTypes","eDwSupportsHistoryCmd"],(function(require,exports,eDwTypes_8,eDwSupportsHistoryCmd){"use strict";var eDwMoveSectionPlaneCmd=function(_super){__extends(eDwMoveSectionPlaneCmd,_super);function eDwMoveSectionPlaneCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialPntOnPlane=_this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));return _this}eDwMoveSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var altDir;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];altDir=this.mDir.copy().negate();this.mViewer.XSectionMgr.moveCurrentAlongNormal(altDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.moveCurrentAlongNormal(this.mDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mFinalPntOnPlane=this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));this.mDir=this.mFinalPntOnPlane.subtract(this.mInitialPntOnPlane);return[2]}}))}))};eDwMoveSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPntOnPlane&&!!this.mFinalPntOnPlane};Object.defineProperty(eDwMoveSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwMoveSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwMoveSectionPlaneCmd}));define("eDwNodeAttributes",["require","exports","utils"],(function(require,exports,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.NodeDisplayState=exports.eDwNodeAttributes=void 0;var eDwNodeAttributes=function(){function eDwNodeAttributes(){}eDwNodeAttributes.initAttribs=function(iSourceAttribs){var targetAttribs={};targetAttribs=eDwNodeAttributes.mergeAttribs(targetAttribs,iSourceAttribs);return targetAttribs};eDwNodeAttributes.setAttribs=function(ioTargetAttribs,iSourceAttribs){var changedAttribNames=[];for(var attribKey in iSourceAttribs){if(ioTargetAttribs[attribKey]!==iSourceAttribs[attribKey]){ioTargetAttribs[attribKey]=iSourceAttribs[attribKey];changedAttribNames.push(attribKey)}}return changedAttribNames};eDwNodeAttributes.mergeAttribs=function(ioTargetAttribs,iSourceAttribs){return eDwNodeAttributes.combineAttribs(ioTargetAttribs,iSourceAttribs,(function(iTargetValue,iSourceValue){return iTargetValue||iSourceValue}))};eDwNodeAttributes.intersectAttribs=function(iSrcAttrib1,iSrcAttrib2){return eDwNodeAttributes.combineAttribs(iSrcAttrib1,iSrcAttrib2,(function(iTargetValue,iSourceValue){return iTargetValue&&iSourceValue}))};eDwNodeAttributes.combineAttribs=function(iSrcAttrib1,iSrcAttrib2,iCombineFunc){var fullAttribs={};if(iSrcAttrib1&&iSrcAttrib2){fullAttribs=l_syncAttributeKeys(iSrcAttrib1,iSrcAttrib2);for(var attribKey in fullAttribs){var value=iCombineFunc(iSrcAttrib1[attribKey],iSrcAttrib2[attribKey]);if(value!==undefined)fullAttribs[attribKey]=value;else delete fullAttribs[attribKey]}}return utils.isEqual(fullAttribs,{})?undefined:fullAttribs};return eDwNodeAttributes}();exports.eDwNodeAttributes=eDwNodeAttributes;var NodeDisplayState;(function(NodeDisplayState){NodeDisplayState["Visible"]="Visible";NodeDisplayState["Invisible"]="Invisible";NodeDisplayState["Opaque"]="Opaque";NodeDisplayState["Transparent"]="Transparent"})(NodeDisplayState=exports.NodeDisplayState||(exports.NodeDisplayState={}));function l_syncAttributeKeys(ioTargetAttribs,iSourceAttribs){var attribs=$.extend({},ioTargetAttribs);for(var attribKey in iSourceAttribs){if(!attribs[attribKey]){attribs[attribKey]=undefined}}return attribs}}));define("eDwNodeColorInfo",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_9){"use strict";var eDwNodeColorInfo=function(){function eDwNodeColorInfo(iNodeID,iSecondaryID,iColor,iType){this.mNodeID=iNodeID;this.mSecondID=iSecondaryID;this.mType=iType}eDwNodeColorInfo.prototype.reset=function(iModelHC){switch(this.mType){case eDwTypes_9.EntityMode.EDGE:iModelHC.unsetNodeLineColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.FACE:iModelHC.unsetNodeFaceColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.VERTEX:default:break}};return eDwNodeColorInfo}();return eDwNodeColorInfo}));define("eDwOperationMixin",["require","exports"],(function(require,exports){"use strict";var eDwOperationMixin=function(){function eDwOperationMixin(){this.mExclusive=true}Object.defineProperty(eDwOperationMixin.prototype,"Exclusive",{get:function(){return this.mExclusive},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"AllowsAggregation",{get:function(){return false},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"Aggregable",{get:function(){return false},enumerable:false,configurable:true});return eDwOperationMixin}();return eDwOperationMixin}));define("eDwOperatorBaseDeps",["require","exports","eDwSelObj","eDwKeyMgr","eDwTypes","utils","eDwGeomUtils"],(function(require,exports,eDwSelObj,eDwKeyMgr_1,eDwTypes_10,utils,eDwGeomUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwBaseOperator=exports.OperatorHC=exports.eDwOperatorMgr=void 0;var eDwOperatorMgr=function(){function eDwOperatorMgr(iViewer){this.mOpsData={};this.mOperatorMgrHC=iViewer.HCViewer.getOperatorManager();this.resetToDefault();var cameraZoomOp=this.mOperatorMgrHC.getOperator(eDwTypes_10.HC.OperatorId.Zoom);cameraZoomOp.setMouseWheelZoomInverted(false)}eDwOperatorMgr.prototype.registerCustomOperator=function(ioOp,iActivate){if(iActivate===void 0){iActivate=false}ioOp.OperatorID=this.mOperatorMgrHC.registerCustomOperator(ioOp);this.mOpsData[ioOp.OperatorID]={Op:ioOp,ActivatedByDefault:iActivate};if(iActivate)this.push(ioOp.OperatorID);return ioOp.OperatorID};eDwOperatorMgr.prototype.unregisterCustomOperator=function(iOp){this.unregisterCustomOperatorByID(iOp.OperatorID)};eDwOperatorMgr.prototype.unregisterCustomOperatorByID=function(iOpID){if(this.popToOp(iOpID)===iOpID){this.pop()}this.mOperatorMgrHC.unregisterCustomOperator(iOpID);delete this.mOpsData[iOpID]};eDwOperatorMgr.prototype.unregisterAll=function(){var _this=this;utils.forAll((function(iOpID,iOpData){_this.unregisterCustomOperatorByID(iOpID)}),this.mOpsData)};eDwOperatorMgr.prototype.push=function(iOpID){var activeOpID=this.getActiveOperatorID();if(activeOpID!==iOpID){return this.mOperatorMgrHC.push(iOpID)}return false};eDwOperatorMgr.prototype.pop=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;if(!iOpID||iOpID&&this.getActiveOperatorID()===iOpID){retOpID=this.mOperatorMgrHC.pop()||eDwTypes_10.HC.OperatorId.None}return retOpID};eDwOperatorMgr.prototype.popToOp=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;var opStackPos=this.mOperatorMgrHC.indexOf(iOpID);if(opStackPos>-1){while(this.getActiveOperatorID()!==iOpID){this.pop()}retOpID=iOpID}return retOpID};eDwOperatorMgr.prototype.getOperator=function(iOpID){return this.mOperatorMgrHC.getOperator(iOpID)};eDwOperatorMgr.prototype.getActiveOperatorID=function(){return this.mOperatorMgrHC.peek()};eDwOperatorMgr.prototype.getOperatorIndex=function(iOp){var opsStack=[];var numOps=this.mOperatorMgrHC.size();var index=-1;for(var i=0;i<numOps;i++){if(this.getOperator(this.getActiveOperatorID())===iOp){index=i;break}var op=this.mOperatorMgrHC.pop();if(op)opsStack.push(op)}var lastOpPos=opsStack.length-1;for(var i=lastOpPos;i>=0;i++){this.mOperatorMgrHC.push(opsStack[i])}return index};eDwOperatorMgr.prototype.setOpID=function(iOpID,iIndex){return this.mOperatorMgrHC.set(iOpID,iIndex)};eDwOperatorMgr.prototype.set=function(iOp,iIndex){return this.setOpID(iOp.OperatorID,iIndex)};eDwOperatorMgr.prototype.resetToDefault=function(){var _this=this;for(var opID=eDwTypes_10.HC.OperatorId.NavCube;opID>eDwTypes_10.HC.OperatorId.Navigate;opID--){this.pop(opID)}utils.forAll((function(iOpID,iOpData){if(iOpData.ActivatedByDefault){_this.push(iOpData.Op.OperatorID)}}),this.mOpsData)};return eDwOperatorMgr}();exports.eDwOperatorMgr=eDwOperatorMgr;var OperatorHC=function(){function OperatorHC(iOp){this.mOp=iOp;this.OperatorID=NaN}OperatorHC.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onActivate;if(!_a)return[3,2];return[4,this.mOp.onActivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onDeactivate;if(!_a)return[3,2];return[4,this.mOp.onDeactivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseDown;if(!_a)return[3,2];return[4,this.mOp.onMouseDown(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseMove;if(!_a)return[3,2];return[4,this.mOp.onMouseMove(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseUp;if(!_a)return[3,2];return[4,this.mOp.onMouseUp(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMousewheel=function(ioMouseEveent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEveent)return[2];_a=this.mOp.onMousewheel;if(!_a)return[3,2];return[4,this.mOp.onMousewheel(ioMouseEveent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyDown=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyDown;if(!_a)return[3,2];return[4,this.mOp.onKeyDown(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyUp=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyUp;if(!_a)return[3,2];return[4,this.mOp.onKeyUp(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onViewOrientationChange=function(){return __awaiter(this,void 0,void 0,(function(){var op,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];op=this.mOp;_a=op.onViewOrientationChange;if(!_a)return[3,2];return[4,op.onViewOrientationChange()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.stopInteraction=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.stopInteraction;if(!_a)return[3,2];return[4,this.mOp.stopInteraction()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};return OperatorHC}();exports.OperatorHC=OperatorHC;var OperatorBaseHC=function(){function OperatorBaseHC(iViewer,iClickCB,iDoubleClickCB){this.Viewer=iViewer;this.CurrTouches=[];this.DragPt=undefined;this.CurrInputInfo=undefined;this.ActiveMouseButton="none";this.mDoPickTimeOutHandle=NaN;this.mClickCB=iClickCB;this.mDoubleClickCB=iDoubleClickCB}OperatorBaseHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];if(eDwKeyMgr_1.eDwKeyMgr.isAnyPressed(ioMouseEvent)){this.setMouse(ioMouseEvent);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(ioMouseEvent)}return[2]}))}))};OperatorBaseHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,oldInputInfo;return __generator(this,(function(_a){if(!ioMouseEvent)return[2];pos=ioMouseEvent.getPosition();if(this.CurrInputInfo){oldInputInfo=this.CurrInputInfo;this.setMouse(ioMouseEvent);if(!oldInputInfo.DragPt.equals(this.CurrInputInfo.DragPt)){this.DragPt=this.CurrInputInfo.DragPt}}console.debugLog("Operator","move screen pt = "+JSON.stringify(pos));return[2]}))}))};OperatorBaseHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];this.onUp(ioMouseEvent);delete this.DragPt;delete this.CurrInputInfo;return[2]}))}))};OperatorBaseHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Start - touch ID = "+ioTouchEvent.getId());this.addTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Move - touch ID = "+ioTouchEvent.getId());if(!this.hasTouchMoved(ioTouchEvent)){ioTouchEvent.setHandled(true);return[2]}this.updateTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","End - touch ID = "+ioTouchEvent.getId());ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());return[2]}))}))};OperatorBaseHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){delete this.DragPt;return[2]}))}))};OperatorBaseHC.getAsMouseEvent=function(iTouchEvent,iMouseInputType,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}if(iTouchEvent){var pos=iTouchEvent.getPosition();var mouseEvent=new eDwTypes_10.HC.Event.MouseInputEvent(pos.x,pos.y,eDwTypes_10.HC.Button.None,iButton,eDwTypes_10.HC.KeyModifiers.None,iMouseInputType);mouseEvent.setHandled(iTouchEvent.getHandled());return mouseEvent}return null};OperatorBaseHC.prototype.isDragging=function(){return!!this.DragPt};OperatorBaseHC.prototype.addTouch=function(ioTouchEvent){if(!this.getTouchById(ioTouchEvent.getId())){var pnt3DHC=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());if(pnt3DHC){this.CurrTouches.push({Event:ioTouchEvent,DragPt:pnt3DHC,Pos:ioTouchEvent.getPosition()})}}};OperatorBaseHC.prototype.getTouchById=function(iTouchID){for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){return this.CurrTouches[i]}}return null};OperatorBaseHC.prototype.removeTouchById=function(iTouchID){var _this=this;var dumpTouch=function(){var touchIDs=[];for(var _i=0,_a=_this.CurrTouches;_i<_a.length;_i++){var touch=_a[_i];touchIDs.push(touch.Event.getId())}console.debugLog("TouchOp","touch IDs: "+JSON.stringify(touchIDs))};console.debugLog("TouchOp","Touch IDs before remove:");dumpTouch();for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){this.CurrTouches.splice(i,1);break}}console.debugLog("TouchOp","Touch IDs after remove:");dumpTouch()};OperatorBaseHC.prototype.hasTouchMoved=function(ioTouchEvent){if(!ioTouchEvent)return false;var touch=this.getTouchById(ioTouchEvent.getId());if(!touch)return false;var curPos=ioTouchEvent.getPosition();if(curPos.x!==Math.round(curPos.x)||curPos.y!==Math.round(curPos.y)){return false}var origPos=touch.Event.getPosition();var epsX=1,epsY=1;var delta=eDwTypes_10.HC.Point2.subtract(curPos,origPos);return Math.abs(delta.x)>epsX&&Math.abs(delta.y)>epsY};OperatorBaseHC.prototype.updateTouch=function(ioTouchEvent){var touch=this.getTouchById(ioTouchEvent.getId());if(touch){var pos2DHC=ioTouchEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(pnt3DHC){touch.Pos=pos2DHC;touch.DragPt=pnt3DHC}}};OperatorBaseHC.prototype.setMouse=function(ioMouseEvent){var pos2DHC=ioMouseEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(!pnt3DHC)return;this.CurrInputInfo={Event:ioMouseEvent,DragPt:pnt3DHC,Pos:pos2DHC}};OperatorBaseHC.prototype.onClick=function(ioInputEvent){return this.mClickCB?this.mClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onDoubleClick=function(ioInputEvent){return this.mDoubleClickCB?this.mDoubleClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onUp=function(ioMouseEvent){var _this=this;var clearPickTimeOut=function(){if(utils.isNaN(_this.mDoPickTimeOutHandle))return;clearTimeout(_this.mDoPickTimeOutHandle);_this.mDoPickTimeOutHandle=NaN;_this.ActiveMouseButton="none"};var processClick=function(ioMouseEvent){_this.onClick(ioMouseEvent);clearPickTimeOut()};var stopFurtherProcessing=false;if(this.ActiveMouseButton==="left"){stopFurtherProcessing=true;if(utils.isNaN(this.mDoPickTimeOutHandle)){this.mDoPickTimeOutHandle=setTimeout((function(){processClick(ioMouseEvent)}),500)}else{clearPickTimeOut();stopFurtherProcessing=this.onDoubleClick(ioMouseEvent)}}else if(this.ActiveMouseButton!=="none"){processClick(ioMouseEvent);stopFurtherProcessing=true}return stopFurtherProcessing};return OperatorBaseHC}();var eDwBaseOperator=function(_super){__extends(eDwBaseOperator,_super);function eDwBaseOperator(iViewer){var _this=this;var clickCB=function(ioInputEvent){return _this.onClick(ioInputEvent)};var doubleClickCB=function(ioInputEvent){return _this.onDoubleClick(ioInputEvent)};_this=_super.call(this,new OperatorBaseHC(iViewer,clickCB,doubleClickCB))||this;return _this}eDwBaseOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Down,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseDown(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Move,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseMove(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Up,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseUp(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}),this.convertTouchToButtonHC(ioTouchEvent))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};Object.defineProperty(eDwBaseOperator.prototype,"Viewer",{get:function(){return this.mOp.Viewer},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrInputInfo",{get:function(){return this.mOp.CurrInputInfo},set:function(iInputInfo){this.mOp.CurrInputInfo=iInputInfo},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrTouches",{get:function(){return this.mOp.CurrTouches},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"ActiveMouseButton",{get:function(){return this.mOp.ActiveMouseButton},set:function(iActiveMouseButton){this.mOp.ActiveMouseButton=iActiveMouseButton},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"DragPt",{get:function(){return this.mOp.DragPt},set:function(iPnt3DHC){this.mOp.DragPt=iPnt3DHC},enumerable:false,configurable:true});eDwBaseOperator.prototype.isDragging=function(){return this.mOp.isDragging()};eDwBaseOperator.prototype.hasTouchMoved=function(ioTouchEvent){return this.mOp.hasTouchMoved(ioTouchEvent)};eDwBaseOperator.prototype.addTouch=function(ioTouchEvent){this.mOp.addTouch(ioTouchEvent)};eDwBaseOperator.prototype.getTouchById=function(iTouchID){return this.mOp.getTouchById(iTouchID)};eDwBaseOperator.prototype.removeTouchById=function(iTouchID){this.mOp.removeTouchById(iTouchID)};eDwBaseOperator.prototype.wrapAndCallAsMouseEvent=function(ioTouchEvent,iInputType,iMouseFunc,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}return __awaiter(this,void 0,void 0,(function(){var mouseEvent;return __generator(this,(function(_a){switch(_a.label){case 0:mouseEvent=OperatorBaseHC.getAsMouseEvent(ioTouchEvent,iInputType,iButton);if(!mouseEvent)return[3,2];console.debugLog("TouchAsMouse","Touch handled as mouse button "+iButton);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(mouseEvent);return[4,iMouseFunc(mouseEvent)];case 1:_a.sent();ioTouchEvent.setHandled(mouseEvent.getHandled());_a.label=2;case 2:return[2]}}))}))};eDwBaseOperator.prototype.onClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onClick()");return false};eDwBaseOperator.prototype.onDoubleClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onDoubleClick()");return false};eDwBaseOperator.getPickResult=function(iEvent,iViewMgr,iPickConfig){if(iPickConfig===void 0){iPickConfig=new eDwTypes_10.HC.PickConfig(eDwTypes_10.HC.SelectionMask.All)}return __awaiter(this,void 0,void 0,(function(){var selObj;return __generator(this,(function(_a){switch(_a.label){case 0:selObj=eDwSelObj.createEmpty();if(!(iEvent&&iViewMgr))return[3,2];return[4,iViewMgr.pickFromPoint(iEvent.getPosition(),iPickConfig)];case 1:selObj=_a.sent();_a.label=2;case 2:return[2,selObj]}}))}))};eDwBaseOperator.prototype.convertTouchToButtonHC=function(ioTouchEvent){var buttonHC=eDwTypes_10.HC.Buttons.None;if(ioTouchEvent){buttonHC=eDwTypes_10.HC.Buttons.Left;if(!this.hasTouchMoved(ioTouchEvent)){var touchInfo=this.getTouchById(ioTouchEvent.getId());var startTime=touchInfo?touchInfo.Event.getDate().getTime():(new Date).getTime();if((new Date).getTime()-startTime>1e3){buttonHC=eDwTypes_10.HC.Buttons.Right}}}return buttonHC};return eDwBaseOperator}(OperatorHC);exports.eDwBaseOperator=eDwBaseOperator}));define("eDwPerspectiveCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwPerspectiveCmd=function(_super){__extends(eDwPerspectiveCmd,_super);function eDwPerspectiveCmd(iViewer,iNewState){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=iViewer.getPerspectiveMode();_this.mFinallyActive=iNewState;return _this}eDwPerspectiveCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mInitiallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwPerspectiveCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwPerspectiveCmd}(eDwSupportsHistoryCmd);return eDwPerspectiveCmd}));define("eDwResetCmd",["require","exports","eDwSupportsHistoryCmd","eDwEventMgr","eDwEvents"],(function(require,exports,eDwSupportsHistoryCmd,eDwEventMgr,eDwEvents_3){"use strict";var eDwResetCmd=function(_super){__extends(eDwResetCmd,_super);function eDwResetCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mPerspective=iViewer.getPerspectiveMode();_this.mExplosionLevel=iViewer.getExplosionLevel();_this.mDrawMode=iViewer.getDrawMode();_this.mAmbientOcclusion=iViewer.getHCView().getAmbientOcclusionEnabled();_this.mCamera=iViewer.getHCView().getCamera();_this.resetToHome();return _this}eDwResetCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToPrevious()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToHome()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.resetToHome=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:viewMgr=this.mViewer.ViewMgr;viewMgr.reset();return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();this.mViewer.OperatorMgr.resetToDefault();this.mViewer.setPerspectiveMode(false);return[4,this.mViewer.getModel().resetToDefault()];case 2:_a.sent();this.mViewer.setExplosionLevel(0);this.mViewer.resetDrawMode();this.mViewer.ViewMgr.enableAmbientOcclusion(false);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,true)];case 3:_a.sent();return[2]}}))}))};eDwResetCmd.prototype.resetToPrevious=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mViewer.setPerspectiveMode(this.mPerspective);this.mViewer.ViewMgr.setCamera(this.mCamera);this.mViewer.setExplosionLevel(this.mExplosionLevel);this.mViewer.setDrawMode(this.mDrawMode);this.mViewer.ViewMgr.enableAmbientOcclusion(this.mAmbientOcclusion);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,false)];case 1:_a.sent();return[2]}}))}))};return eDwResetCmd}(eDwSupportsHistoryCmd);return eDwResetCmd}));define("eDwResultError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwResultError=function(_super){__extends(eDwResultError,_super);function eDwResultError(iResult){var _this=_super.call(this,"Result Error")||this;_this.Result=iResult;return _this}return eDwResultError}(eDwBaseError);return eDwResultError}));define("eDwSectionFlipCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionFlipCmd=function(_super){__extends(eDwSectionFlipCmd,_super);function eDwSectionFlipCmd(iViewer){return _super.call(this,iViewer)||this}eDwSectionFlipCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.flipSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSectionFlipCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionFlipCmd}(eDwSupportsHistoryCmd);return eDwSectionFlipCmd}));define("eDwSectionShowCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionShowCmd=function(_super){__extends(eDwSectionShowCmd,_super);function eDwSectionShowCmd(iViewer,iShow){var _this=_super.call(this,iViewer)||this;_this.mInitialShow=true;_this.mFinalShow=iShow;return _this}eDwSectionShowCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mInitialShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2]}}))}))};Object.defineProperty(eDwSectionShowCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionShowCmd}(eDwSupportsHistoryCmd);return eDwSectionShowCmd}));define("eDwSelMgr",["require","exports","eDwSelObj","eDwSelectionOperator","eDwEventMgr","eDwKeyMgr","eDwTypes","eDwEvents","utils"],(function(require,exports,eDwSelObj,eDwSelectionOperator,eDwEventMgr,eDwKeyMgr_2,eDwTypes_11,eDwEvents_4,utils){"use strict";var eDwSelMgr=function(){function eDwSelMgr(iViewer){iViewer.SelectionMgr=this;this.mViewer=iViewer;this.mSelMgrHC=iViewer.HCViewer.selectionManager;this.mSelectableObjsHC=[];var selectOp=new eDwSelectionOperator(iViewer,this);var opMgr=this.mViewer.OperatorMgr;this.mSelectOperatorIDHC=opMgr.registerCustomOperator(selectOp,true);this.mSelectOverlayNotifiers={}}eDwSelMgr.prototype.setColorForViewMode=function(mode){var _this=this;var nodeSelColor;var nodeSelOutlineColor=new eDwTypes_11.HC.Color(0,255,0);var nodeElmtSelColor;var nodeElmtSelOutlineColor=new eDwTypes_11.HC.Color(255,255,0);var beautifulGreen=new eDwTypes_11.HC.Color(4,200,5);switch(mode){case eDwTypes_11.HC.DrawMode.WireframeOnShaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Shaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Wireframe:case eDwTypes_11.HC.DrawMode.HiddenLine:nodeSelColor=eDwTypes_11.HC.Color.white();nodeElmtSelColor=eDwTypes_11.HC.Color.white();break;default:var msg="Unknown draw mode: "+mode;console.debugLog("Selection",msg);throw new Error(msg)}this.mSelMgrHC.setNodeSelectionColor(nodeSelColor);this.mSelMgrHC.setNodeSelectionOutlineColor(nodeSelOutlineColor);this.mSelMgrHC.setNodeElementSelectionColor(nodeElmtSelColor);this.mSelMgrHC.setNodeElementSelectionOutlineColor(nodeElmtSelOutlineColor);if(this.mViewer.getModel().isDrawing()&&!this.mViewer.ViewerFeatureOpts.Debug){this.mSelMgrHC.setNodeSelectionHighlightMode(eDwTypes_11.HC.SelectionHighlightMode.OutlineOnly);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mSelMgrHC.setHighlightNodeSelection(false)];case 1:_a.sent();return[2]}}))}))})()}};eDwSelMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mSelectOperatorIDHC);this.mViewer.SelectionMgr=null};eDwSelMgr.prototype.addSelectOverlayNotifier=function(iTypeIndex,iNotifier){if(!this.mSelectOverlayNotifiers[iTypeIndex]){this.mSelectOverlayNotifiers[iTypeIndex]=[]}this.mSelectOverlayNotifiers[iTypeIndex].push(iNotifier)};eDwSelMgr.prototype.removeSelectOverlayNotifier=function(iTypeIndex,iNotifier){var typeNotifiers=this.mSelectOverlayNotifiers[iTypeIndex];var pos=typeNotifiers.indexOf(iNotifier);if(pos>-1){typeNotifiers.splice(pos,1)}return false};eDwSelMgr.prototype.getSelectedNodeIDIndex=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)};eDwSelMgr.prototype.onSelection=function(iSelectionEvent){return __awaiter(this,void 0,void 0,(function(){var keyMgr,ctrlKeyDown,shiftKeyDown,hierNodeSelObj,selObjIDHC,existingIdx,selectedAlready,selObjExists,numOfSelObjsAtStart;return __generator(this,(function(_a){switch(_a.label){case 0:keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();ctrlKeyDown=keyMgr.isDown("Control");shiftKeyDown=keyMgr.isDown("Shift");hierNodeSelObj=this.createHierNodeSelObj(eDwSelObj.extendHCSelObj(iSelectionEvent.getSelection()));selObjIDHC=hierNodeSelObj.getIDHC();existingIdx=this.getSelectedNodeIDIndex(selObjIDHC);selectedAlready=existingIdx>-1;l_debugDumpSelection(hierNodeSelObj.getIDHC(),hierNodeSelObj.getSelectionType());selObjExists=utils.isNumber(selObjIDHC);numOfSelObjsAtStart=this.mSelectableObjsHC.length;if(!(numOfSelObjsAtStart&&!ctrlKeyDown&&!shiftKeyDown))return[3,2];return[4,this.unSelectAllObjects(false)];case 1:_a.sent();selectedAlready=false;return[3,5];case 2:if(!(ctrlKeyDown&&!shiftKeyDown&&selectedAlready&&selObjExists))return[3,4];this.mSelectableObjsHC.splice(existingIdx,1);return[4,this.unSelectObjs([hierNodeSelObj],this.mViewer.getModel().isDrawing())];case 3:_a.sent();return[2];case 4:if(!ctrlKeyDown&&shiftKeyDown&&selectedAlready&&selObjExists){return[2]}_a.label=5;case 5:if(!selObjExists)return[3,7];if(!selectedAlready)this.mSelectableObjsHC.push(hierNodeSelObj);return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,this.mViewer,[hierNodeSelObj])];case 6:_a.sent();return[3,9];case 7:if(!!numOfSelObjsAtStart)return[3,9];return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.LeftClickEvent,this.mViewer)];case 8:_a.sent();_a.label=9;case 9:return[2]}}))}))};eDwSelMgr.prototype.selectByID=function(iID){return utils.isNumber(iID)?this.executeSelection(iID):false};eDwSelMgr.prototype.select=function(iCoords,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var pickCfg,selObj,hierNodeSelObj;return __generator(this,(function(_a){switch(_a.label){case 0:pickCfg=iPickConfig?iPickConfig:new eDwTypes_11.HC.PickConfig(eDwTypes_11.HC.SelectionMask.Face);return[4,this.mViewer.ViewMgr.pickFromPoint(iCoords,pickCfg)];case 1:selObj=_a.sent();if(this.isSelectionHandled(selObj)){return[2,false]}hierNodeSelObj=this.createHierNodeSelObj(selObj);if(utils.isNumber(hierNodeSelObj.getIDHC())){return[2,this.executeSelection(hierNodeSelObj)]}this.mSelMgrHC.set(null);return[2,false]}}))}))};eDwSelMgr.prototype.isSelected=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)<0?false:true};eDwSelMgr.prototype.append=function(iSelObj){this.mSelMgrHC.add(iSelObj)};eDwSelMgr.prototype.unSelectAllObjects=function(iClearHCSelList){if(iClearHCSelList===void 0){iClearHCSelList=true}return __awaiter(this,void 0,void 0,(function(){var unselectedHCObjs;return __generator(this,(function(_a){switch(_a.label){case 0:unselectedHCObjs=this.mSelectableObjsHC;this.mSelectableObjsHC=[];return[4,this.unSelectObjs(unselectedHCObjs,this.mViewer.getModel().isDrawing())];case 1:_a.sent();if(unselectedHCObjs.length>0&&iClearHCSelList){this.mSelMgrHC.selectNode(null)}return[2]}}))}))};eDwSelMgr.prototype.setViewToSelectedFace=function(){var camera=null;var selObjs=this.mSelMgrHC.getResults();for(var _i=0,selObjs_1=selObjs;_i<selObjs_1.length;_i++){var selObj=selObjs_1[_i];var faceObj=selObj.getFaceEntity();if(faceObj){camera=this.mViewer.ViewMgr.setViewOrientationToDirection(faceObj.getNormal());break}}return camera};eDwSelMgr.prototype.getLastSelIDHC=function(){var selIDsHC=this.getSelectableIDsHC();if(selIDsHC.length>0){return selIDsHC[selIDsHC.length-1]}return NaN};eDwSelMgr.prototype.getLastSelHierarchyNode=function(){var modelView=this.mViewer.getModel().getActiveModelView();return modelView.Nodes[this.getLastSelIDHC()]};eDwSelMgr.prototype.getSelectableIDsHC=function(){var selIDsHC=[];for(var _i=0,_a=this.mSelectableObjsHC;_i<_a.length;_i++){var selObjHC=_a[_i];var selIDHC=selObjHC.getNodeId();if(utils.isNumber(selIDHC))selIDsHC.push(selIDHC)}return selIDsHC};eDwSelMgr.prototype.getSelHierarchyNodes=function(){var selHierNodes=[];var modelView=this.mViewer.getModel().getActiveModelView();var seoIDsHC=this.getSelectableIDsHC();for(var _i=0,seoIDsHC_1=seoIDsHC;_i<seoIDsHC_1.length;_i++){var selNodeID=seoIDsHC_1[_i];selHierNodes.push(modelView.Nodes[selNodeID])}return selHierNodes};Object.defineProperty(eDwSelMgr.prototype,"length",{get:function(){return this.mSelectableObjsHC.length},enumerable:false,configurable:true});eDwSelMgr.prototype.isIDSelectable=function(iNodeIDHC){var modelView=this.mViewer.getModel().getActiveModelView();var hierNode=modelView?modelView.Nodes[iNodeIDHC]:null;return hierNode?hierNode.isSelectable():false};eDwSelMgr.prototype.setHighlightSelection=function(iType,iEnable){var _this=this;var highlighted=false;var selMgr=this.mSelMgrHC;if(iType==="NODE"){highlighted=selMgr.getHighlightNodeSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightNodeSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="FACE"){highlighted=selMgr.getHighlightFaceElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightFaceElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="EDGE"){highlighted=selMgr.getHighlightLineElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightLineElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="VERTEX"){highlighted=selMgr.getHighlightPointElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightPointElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else{console.debugLog("Selection","Unknown selection type: "+iType)}return highlighted};eDwSelMgr.prototype.setNodeSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeSelectionHighlightMode()]};eDwSelMgr.prototype.setNodeSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionColor();this.mSelMgrHC.setNodeSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setNodeSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionOutlineColor();this.mSelMgrHC.setNodeSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeElementSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeElementSelectionHighlightMode()]};eDwSelMgr.prototype.setElementSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionColor();this.mSelMgrHC.setNodeElementSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionOutlineColor();this.mSelMgrHC.setNodeElementSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.getSelObjFromPos=function(iPos,iPickConfig,iViewer){return __awaiter(this,void 0,void 0,(function(){var selObj,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iViewer.getHCView().pickFromPoint(iPos,iPickConfig)];case 1:selObj=_a.sent();subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);return[2,subEntityInfo.SubEntity?selObj:null]}}))}))};eDwSelMgr.prototype.initMappings=function(ioMapping,ioRevMapping){var HCM=eDwTypes_11.HC.SelectionHighlightMode;ioRevMapping[ioMapping["Highlight"]=HCM.HighlightOnly]="Highlight";ioMapping["HighlightAndOutline"]=HCM.HighlightAndOutline;ioRevMapping[HCM.HighlightAndOutline]="HighlightAndOutline";ioRevMapping[ioMapping["Outline"]=HCM.OutlineOnly]="Outline"};eDwSelMgr.prototype.createHierNodeSelObj=function(iSelObj){var hierNode=this.mViewer.getModel().getHierarchyNode(iSelObj.getIDHC());var newSelObj=eDwSelObj.createEmpty();if(hierNode){newSelObj=eDwSelObj.extendHCSelObj(eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID,iSelObj.getIncludeId(),iSelObj.getFaceEntity(),iSelObj.getLineEntity(),iSelObj.getPointEntity()))}return newSelObj};eDwSelMgr.prototype.isSelectionHandled=function(iSelObjHC){var index=iSelObjHC.overlayIndex();if(!utils.isNumber(index))return false;var notifiers=this.mSelectOverlayNotifiers[index];if(!notifiers)return false;for(var _i=0,notifiers_1=notifiers;_i<notifiers_1.length;_i++){var notifier=notifiers_1[_i];if(notifier.onSelect(iSelObjHC))return true}return false};eDwSelMgr.prototype.unSelectObjs=function(iSelObjsHC,iIs2D){return __awaiter(this,void 0,void 0,(function(){var modelView,_i,iSelObjsHC_1,selObjHC,selObj,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.UnselectEvent,this.mViewer,iSelObjsHC)];case 1:_a.sent();if(!iIs2D)return[3,5];modelView=this.mViewer.getModel().getActiveModelView();_i=0,iSelObjsHC_1=iSelObjsHC;_a.label=2;case 2:if(!(_i<iSelObjsHC_1.length))return[3,5];selObjHC=iSelObjsHC_1[_i];selObj=eDwSelObj.extendHCSelObj(selObjHC);hierNode=modelView.Nodes[selObj.getIDHC()];if(!hierNode)return[3,4];return[4,hierNode.showBoundingBox(this.mViewer,"off")];case 3:_a.sent();_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))};eDwSelMgr.prototype.addUniqueToSelectableObjsHC=function(iSelObj){if(this.mSelectableObjsHC.indexOf(iSelObj)<0){this.mSelectableObjsHC.push(iSelObj)}};eDwSelMgr.prototype.executeSelection=function(iSelection){var nodeIDHC;var selObjHC;if(utils.isNumber(iSelection)){nodeIDHC=iSelection}else{nodeIDHC=iSelection.getIDHC();if(!utils.isNumber(nodeIDHC))return false;selObjHC=iSelection}function selectNodeHC(iSelMgr,iSelModeHC){var _this=this;var viewer=iSelMgr.mViewer;var model=viewer.getModel();var modelView=model.getActiveModelView();var hierNode=modelView.Nodes[nodeIDHC];if(hierNode){if(model.isDrawing()){var shown=false;var index=iSelMgr.getSelectedNodeIDIndex(nodeIDHC);var setState=iSelModeHC===eDwTypes_11.HC.SelectionMode.Set;if(setState){if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}var unselObjsHC_1=iSelMgr.mSelectableObjsHC;iSelMgr.mSelectableObjsHC=[];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iSelMgr.unSelectObjs(unselObjsHC_1,true)];case 1:_a.sent();return[4,hierNode.showBoundingBox(viewer,"on")];case 2:_a.sent();return[2]}}))}))})();shown=true}else{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,hierNode.showBoundingBox(viewer,"toggle")];case 1:_a.sent();return[2]}}))}))})();shown=index>-1?false:true}if(shown){var selObjDupHC_1=eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID);iSelMgr.addUniqueToSelectableObjsHC(selObjDupHC_1);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,viewer,[selObjDupHC_1])];case 1:_a.sent();l_debugDumpSelection(selObjDupHC_1.getNodeId(),selObjDupHC_1.getSelectionType());return[2]}}))}))})()}}else{var selMgrHC=iSelMgr.mSelMgrHC;if(!selObjHC){selMgrHC.selectNode(nodeIDHC,iSelModeHC);var selObj=eDwSelObj.extendHCSelObj(selMgrHC.getLast());if(selObj.getIDHC()===nodeIDHC){iSelMgr.addUniqueToSelectableObjsHC(selObj)}}else{if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Add){selMgrHC.add(selObjHC)}else if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Set){selMgrHC.set(selObjHC)}else{var wasSelected=selMgrHC.isSelected(selObjHC);selMgrHC.toggle(selObjHC);if(wasSelected){var index=iSelMgr.mSelectableObjsHC.indexOf(selObjHC);if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}}}if(selMgrHC.isSelected(selObjHC)){iSelMgr.addUniqueToSelectableObjsHC(selObjHC)}}}return eDwTypes_11.HC.SelectionType.Part}return eDwTypes_11.HC.SelectionType.None}var ret=false;try{var selType=eDwTypes_11.HC.SelectionType.None;var keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();if(!keyMgr.isDown("Control")&&!keyMgr.isDown("Shift")){selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Set);ret=true}else{var existingIdx=this.getSelectedNodeIDIndex(nodeIDHC);if(existingIdx>-1){if(keyMgr.isDown("Control")){this.mSelMgrHC.remove(this.mSelectableObjsHC[existingIdx]);this.mSelectableObjsHC.splice(existingIdx,1)}else if(keyMgr.isDown("Shift")){ret=true}}else{selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Add);if(this.getSelectedNodeIDIndex(nodeIDHC)>-1){ret=true}}}if(selType!==eDwTypes_11.HC.SelectionType.None){l_debugDumpSelection(nodeIDHC,selType)}}catch(iErr){console.log("eDwSelMgr.selectByID failed")}return ret};return eDwSelMgr}();function l_debugDumpSelection(iID,iSelType){console.debugLog("Selection","Selected Obj ID: "+iID+" - type: "+eDwTypes_11.HC.SelectionType[iSelType])}return eDwSelMgr}));define("eDwSelObj",["require","exports","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwTypes_12,eDwGeomUtils_1,utils){"use strict";var eDwSelObj=function(){function eDwSelObj(iSelObjHC,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(this,[eDwTypes_12.HC.Selection.SelectionItem]);$.extend(true,this,iSelObjHC);this.setPointInLocalSpace(iSelObjHC.getPosition(),iToLocalTransformHC)}eDwSelObj.prototype.getIDHC=function(){var nodeIDHC=this.getNodeId();return utils.isNumber(nodeIDHC)?nodeIDHC:NaN};eDwSelObj.prototype.getLocalPoint=function(){return this.mLocalPnt};eDwSelObj.prototype.getWorldPoint=function(){return this.getPosition()};eDwSelObj.prototype.getAsLocalPoint=function(iWorldPtHC){return this.mToLocalTransformHC&&iWorldPtHC?this.mToLocalTransformHC.transform(iWorldPtHC):iWorldPtHC};eDwSelObj.prototype.getAsWorldPoint=function(iLocalPtHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;return toWorldTransformHC&&iLocalPtHC?toWorldTransformHC.transform(iLocalPtHC):iLocalPtHC};eDwSelObj.prototype.getLocalVector=function(){var _this=this;return this.getVectorInfo((function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)})).Vec};eDwSelObj.prototype.getWorldVector=function(){return this.getVectorInfo().Vec};eDwSelObj.prototype.getAsLocalVector=function(iWorldVecHC){var normalMatrix=this.mToLocalTransformHC?this.mToLocalTransformHC.normalMatrix():null;return iWorldVecHC&&normalMatrix?normalMatrix.transform(iWorldVecHC):null};eDwSelObj.prototype.getAsWorldVector=function(iLocalVecHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;var normalMatrix=toWorldTransformHC?toWorldTransformHC.normalMatrix():null;return iLocalVecHC&&normalMatrix?normalMatrix.transform(iLocalVecHC):null};eDwSelObj.prototype.getToLocalTransform=function(){return this.mToLocalTransformHC};eDwSelObj.prototype.findAngle=function(iSelObj){var _this=this;var selObj1Type=eDwSelObj.getSubEntityInfo(this).SubEntityTypeName;var selObj2Type=eDwSelObj.getSubEntityInfo(iSelObj).SubEntityTypeName;if(!selObj1Type||!selObj2Type||selObj2Type==="Point"||selObj1Type==="Point"){return NaN}var toLocalFunc;if(this.getToLocalTransform().equals(iSelObj.getToLocalTransform())){toLocalFunc=function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)}}var selObjVecInfo1=this.getVectorInfo(toLocalFunc);var selObjVecInfo2=iSelObj.getVectorInfo(toLocalFunc);if(selObj1Type!==selObj2Type){var curveVecInfo=selObjVecInfo1;var faceVecInfo=selObjVecInfo2;if(selObj1Type==="Face"){curveVecInfo=selObjVecInfo2;faceVecInfo=selObjVecInfo1}var surfPlane=eDwTypes_12.HC.Plane.createFromPointAndNormal(faceVecInfo.Pts[0],faceVecInfo.Vec);faceVecInfo.Pts[0]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[0],surfPlane);faceVecInfo.Pts[1]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[1],surfPlane);faceVecInfo.Vec=eDwTypes_12.HC.Point3.subtract(faceVecInfo.Pts[0],faceVecInfo.Pts[1])}if(!selObjVecInfo1.Vec||!selObjVecInfo1.Pts||!selObjVecInfo2.Vec||!selObjVecInfo2.Pts)return NaN;var normal3DHC=eDwTypes_12.HC.Point3.cross(selObjVecInfo1.Vec,selObjVecInfo2.Vec);if(!eDwGeomUtils_1.isValidHCPoint(normal3DHC)||normal3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){return eDwTypes_12.HC.Point3.dot(selObjVecInfo1.Vec,selObjVecInfo1.Vec)*180}var planeNormal=normal3DHC.copy();planeNormal.normalize();var pts3DHC=[];for(var _i=0,_a=__spreadArrays(selObjVecInfo1.Pts,selObjVecInfo2.Pts);_i<_a.length;_i++){var pnt3DHC=_a[_i];pts3DHC.push(eDwGeomUtils_1.dropPointOnPlane(pnt3DHC,eDwTypes_12.HC.Plane.createFromPointAndNormal(selObjVecInfo1.Pts[0],planeNormal)))}var betweenVec3DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],pts3DHC[0]);var crossVec3DHC=eDwTypes_12.HC.Point3.cross(betweenVec3DHC,selObjVecInfo2.Vec);var normalLen=normal3DHC.length();var t1=eDwTypes_12.HC.Point3.dot(crossVec3DHC,normal3DHC)/(normalLen*normalLen);var intPt3DHC=eDwTypes_12.HC.Point3.add(pts3DHC[0],selObjVecInfo1.Vec.scale(t1));var newVec13DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[0],intPt3DHC);var newVec23DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[1],intPt3DHC);var vec13DHC=newVec23DHC;if(newVec13DHC.length()>newVec23DHC.length())vec13DHC=newVec13DHC;var newVec33DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],intPt3DHC);var newVec43DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[3],intPt3DHC);var vec23DHC=newVec43DHC;if(newVec33DHC.length()>newVec43DHC.length())vec23DHC=newVec33DHC;vec13DHC.normalize();vec23DHC.normalize();return Math.acos(eDwTypes_12.HC.Point3.dot(vec13DHC,vec23DHC))*180/Math.PI};eDwSelObj.extendHCSelObj=function(ioSelObj,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(ioSelObj,[eDwSelObj]);if(utils.isInstanceOf(ioSelObj,eDwSelObj)){var pos2DHC=ioSelObj.getPosition();if(pos2DHC){ioSelObj.setPointInLocalSpace(pos2DHC,iToLocalTransformHC)}return ioSelObj}throw new TypeError("eDwSelObj is undefined")};eDwSelObj.createEmpty=function(){return new eDwSelObj(eDwTypes_12.HC.Selection.SelectionItem.create())};eDwSelObj.getLocalTransform=function(ioSelObjHC,iModel){var toLocalTransformHC=new eDwTypes_12.HC.Matrix;var subEntityInfo=eDwSelObj.getSubEntityInfo(ioSelObjHC);if(subEntityInfo.SubEntity){var selObj=eDwSelObj.extendHCSelObj(ioSelObjHC);var selObjIDHC=selObj.getIDHC();var selHierNode=iModel.getHierarchyNode(selObjIDHC);if(selHierNode&&selHierNode.Category==="view"){var modelHC=iModel.getHCModel();var parentNodeHC=modelHC.getNodeParent(selHierNode.HOOPSID);var parentNetMatrixHC=modelHC.getNodeNetMatrix(parentNodeHC);var selNetMatrixHC=modelHC.getNodeNetMatrix(selObjIDHC);var invParentNetMatrix=parentNetMatrixHC.inverseAndDeterminant()[0]||new eDwTypes_12.HC.Matrix;var matrixHC=eDwTypes_12.HC.Matrix.multiply(selNetMatrixHC,invParentNetMatrix);toLocalTransformHC=eDwTypes_12.HC.Matrix.inverse(matrixHC)||new eDwTypes_12.HC.Matrix}}return toLocalTransformHC};eDwSelObj.getMinDistInfo=function(iSelPropsHC,iSelObjs,iModel){return __awaiter(this,void 0,void 0,(function(){function getMinDistPtToFace(iPointHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var lineRay;return __generator(this,(function(_a){switch(_a.label){case 0:lineRay=new eDwTypes_12.HC.Ray(iPointHC,new eDwTypes_12.HC.Point3(0,0,0));return[4,getMinDistLineToFace(lineRay,iSelObj,iFaceSelObj,iModelHC)];case 1:return[2,_a.sent()]}}))}))}function getMinDistLineToFace(iRayHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var distItem;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModelHC.computeMinimumFaceLineDistance(iFaceSelObj.getNodeId(),iFaceSelObj.getFaceEntity().getCadFaceIndex(),iRayHC)];case 1:distItem=_a.sent();return[2,adjustDistance(iSelObj,iFaceSelObj,distItem)]}}))}))}function adjustDistance(iSelObj,iFaceSelObj,ioDistItem){var toLocalTransformHC=iSelObj.getToLocalTransform();var toLocalTransformForFaceHC=iFaceSelObj.getToLocalTransform();if(toLocalTransformHC&&toLocalTransformForFaceHC&&toLocalTransformHC.equals(toLocalTransformForFaceHC)){ioDistItem.distance*=toLocalTransformHC.upperLeft3x3Determinant()}return ioDistItem}var selEntInfoHC0,selEntInfoHC1,modelHC,vertSelObj,faceSelObj,faceProp,pos2DHC,faceSelObj0,faceSelObj1,faceProp0,faceProp1,distItem,edgeSelObj,edgeProp,faceSelObj,faceProp,pntsWCHC,lineHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,null];selEntInfoHC0=eDwSelObj.getSubEntityInfo(iSelObjs[0]);selEntInfoHC1=eDwSelObj.getSubEntityInfo(iSelObjs[1]);modelHC=iModel.getHCModel();if(!(selEntInfoHC0.SubEntityTypeName==="Point"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,3];vertSelObj=iSelObjs[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"){vertSelObj=iSelObjs[1];faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0]}pos2DHC=vertSelObj.getPosition();if(!pos2DHC){throw new TypeError("vertSelObj position is undefined")}if(!(faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,2];return[4,getMinDistPtToFace(vertSelObj.getPosition(),vertSelObj,faceSelObj,modelHC)];case 1:return[2,_a.sent()];case 2:return[3,10];case 3:if(!(selEntInfoHC0.SubEntityTypeName==="Face"&&selEntInfoHC1.SubEntityTypeName==="Face"))return[3,6];faceSelObj0=iSelObjs[0],faceSelObj1=iSelObjs[1];faceProp0=iSelPropsHC[0],faceProp1=iSelPropsHC[1];if(!(faceProp0 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,5];return[4,modelHC.computeMinimumFaceFaceDistance(faceSelObj0.getNodeId(),faceSelObj0.getFaceEntity().getCadFaceIndex(),faceSelObj1.getNodeId(),faceSelObj1.getFaceEntity().getCadFaceIndex())];case 4:distItem=_a.sent();return[2,adjustDistance(faceSelObj0,faceSelObj1,distItem)];case 5:return[3,10];case 6:if(!(selEntInfoHC0.SubEntityTypeName==="Line"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,10];edgeSelObj=iSelObjs[0];edgeProp=iSelPropsHC[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"){faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0];edgeSelObj=iSelObjs[1];edgeProp=iSelPropsHC[1]}if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,8];return[4,getMinDistPtToFace(edgeProp.origin,edgeSelObj,faceSelObj,modelHC)];case 7:return[2,_a.sent()];case 8:if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,10];pntsWCHC=edgeSelObj.getLineEntity().getPoints();if(!(pntsWCHC.length===2))return[3,10];lineHC=new eDwTypes_12.HC.Ray(pntsWCHC[0],pntsWCHC[1]);return[4,getMinDistLineToFace(lineHC,edgeSelObj,faceSelObj,modelHC)];case 9:return[2,_a.sent()];case 10:return[2,null]}}))}))};eDwSelObj.getSelObjProperty=function(iSelObjHC,iModel){return __awaiter(this,void 0,void 0,(function(){var subEntityProperty,subEntityInfo,subEntityTypeName,selObj,subEntityID,modelHC,_a;return __generator(this,(function(_b){switch(_b.label){case 0:subEntityProperty=null;subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObjHC);subEntityTypeName="Unknown";if(!subEntityInfo.SubEntity)return[3,6];selObj=eDwSelObj.extendHCSelObj(iSelObjHC);subEntityTypeName=subEntityInfo.SubEntityTypeName;subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);modelHC=iModel.getHCModel();_a=subEntityTypeName;switch(_a){case"Line":return[3,1];case"Face":return[3,3];case"Point":return[3,5]}return[3,5];case 1:return[4,modelHC.getEdgeProperty(selObj.getIDHC(),subEntityID)];case 2:subEntityProperty=_b.sent();return[3,6];case 3:return[4,modelHC.getFaceProperty(selObj.getIDHC(),subEntityID)];case 4:subEntityProperty=_b.sent();return[3,6];case 5:return[3,6];case 6:return[2,{Property:subEntityProperty,Name:subEntityTypeName}]}}))}))};eDwSelObj.setSelObjSubEntityColor=function(iSelObjsHC,iModel,iColor){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iColor)};eDwSelObj.setSelObjSubEntityHighlight=function(iSelObjsHC,iModel,iHighlight){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iHighlight)};eDwSelObj.getSubEntityInfo=function(iSelObjHC){function checkIfSelectable(iSubEntity,iSelTypeMask){return eDwSelObj.getSubEntityBits(iSubEntity)&iSelTypeMask?true:false}var subEntity=null;var typeName="";var isSelectable=false;if(iSelObjHC){if(subEntity=iSelObjHC.getPointEntity()){typeName="Point";isSelectable=true}else if(subEntity=iSelObjHC.getLineEntity()){typeName="Line";var cEdgeSelMeasureHC=4;isSelectable=checkIfSelectable(subEntity,cEdgeSelMeasureHC)}else if(subEntity=iSelObjHC.getFaceEntity()){typeName="Face";var cFaceSelMeasureHC=1;isSelectable=checkIfSelectable(subEntity,cFaceSelMeasureHC)}}return{SubEntity:subEntity,SubEntityTypeName:typeName,IsSelectable:isSelectable}};eDwSelObj.getSubEntityTypeName=function(iSubEntityType){if(!iSubEntityType)return"";return utils.getObjectTypeName(iSubEntityType).slice(0,-6)};eDwSelObj.getSubEntityID=function(iSubEntity){return iSubEntity?iSubEntity._elementIndex:NaN};eDwSelObj.getSubEntityBits=function(iSubEntity){return iSubEntity?iSubEntity._elementBits:NaN};eDwSelObj.prototype.setPointInLocalSpace=function(iWorldPtHC,iToLocalTransformHC){if(iToLocalTransformHC){this.mLocalPnt=iWorldPtHC?iToLocalTransformHC.transform(iWorldPtHC):null;this.mToLocalTransformHC=iToLocalTransformHC}};eDwSelObj.setSelObjSubEntity=function(iSelObjsHC,iModel,iSetting){if(!iSelObjsHC||!iSelObjsHC.length)return[];var modelHC=iModel.getHCModel();var subEntityIDs=[];for(var _i=0,iSelObjsHC_2=iSelObjsHC;_i<iSelObjsHC_2.length;_i++){var selObjHC=iSelObjsHC_2[_i];var nodeID=selObjHC.getNodeId();var subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);var subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);var isColor=typeof iSetting==="object"?true:false;var action="setNode"+subEntityInfo.SubEntityTypeName+(isColor?"Color":"Highlighted");action=!iSetting&&isColor?"un"+action:action;try{modelHC[action](nodeID,subEntityID,iSetting);subEntityIDs.push(subEntityID)}catch(iExcp){}}return subEntityIDs};eDwSelObj.prototype.getVectorInfo=function(iTransformPointFunc){if(iTransformPointFunc===void 0){iTransformPointFunc=function(iPntHC){return iPntHC}}var vec3DHC;var startCrvPt3DHC;var endCrvPt3DHC;var entityHC;if(entityHC=this.getLineEntity()){var crvPtsWC3DHC=entityHC.getPoints();var numPts=crvPtsWC3DHC.length;if(numPts>1){startCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[0]);endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[numPts-1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){console.warn("eDwSelObj.getVectorInfo failed")}}}vec3DHC.normalize()}else if(entityHC=this.getFaceEntity()){vec3DHC=entityHC.getNormal();vec3DHC.normalize();startCrvPt3DHC=iTransformPointFunc(entityHC.getPosition());endCrvPt3DHC=eDwTypes_12.HC.Point3.add(startCrvPt3DHC,vec3DHC)}return{Vec:vec3DHC,Pts:[startCrvPt3DHC,endCrvPt3DHC]}};return eDwSelObj}();return eDwSelObj}));define("eDwSelectionOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwEvents","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwEvents_5,eDwTypes_13,eDwGeomUtils,utils){"use strict";var eDwSelectionOperator=function(_super){__extends(eDwSelectionOperator,_super);function eDwSelectionOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCalloutTimeoutHandle=NaN;_this.mNameCallout=null;_this.mSelObjIDHC=NaN;_this.mMousePosCopy=null;_super.prototype.pushHighlightSelectionState.call(_this,"NODE",true);_super.prototype.pushHighlightSelectionState.call(_this,"FACE",true);_super.prototype.pushHighlightSelectionState.call(_this,"EDGE",false);_super.prototype.pushHighlightSelectionState.call(_this,"VERTEX",false);_super.prototype.pushElementSelectionHighlightMode.call(_this,"HighlightAndOutline");return _this}eDwSelectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(ioMouseEvent&&this.CurrInputInfo))return[3,2];return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onDown(ioMouseEvent.getPosition()));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,activeOpID;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];pos=ioMouseEvent.getPosition();activeOpID=this.Viewer.OperatorMgr.getActiveOperatorID();if(!this.CurrInputInfo&&this.Viewer.getModel().isAssembly()&&activeOpID===this.OperatorID){this.mMousePosCopy=pos.copy();(function(){return __awaiter(_this,void 0,void 0,(function(){var selObj,op;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMousePosCopy)return[2];return[4,this.Viewer.ViewMgr.pickFromPoint(this.mMousePosCopy,new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.Face))];case 1:selObj=_a.sent();this.mSelObjIDHC=selObj.getIDHC();op=this;this.mCalloutTimeoutHandle=setTimeout((function(){op.updateCallout()}),1e3);return[2]}}))}))})()}return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onMove(pos));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onDoubleClick=function(ioInputEvent){var _this=this;var stopFurtherProcessing=false;if(!ioInputEvent)return stopFurtherProcessing;(function(){return __awaiter(_this,void 0,void 0,(function(){var pnt2DHC,haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:pnt2DHC=ioInputEvent.getPosition();return[4,this.doPick(pnt2DHC)];case 1:haveSelection=_a.sent();_super.prototype.onDoubleClick.call(this,ioInputEvent);return[4,eDwEventMgr.get().fireEvent(eDwEvents_5.LeftDoubleClickEvent,this.Viewer,pnt2DHC,haveSelection)];case 2:_a.sent();return[2]}}))}))})();return stopFurtherProcessing};eDwSelectionOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.onDown(ioTouchEvent.getPosition());return[2]}}))}))};eDwSelectionOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var pos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];pos=ioTouchEvent.getPosition();if(!(pos.x===Math.round(pos.x)&&pos.y===Math.round(pos.y)))return[3,2];return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];if(!this.hasTouchMoved(ioTouchEvent)){if(this.CurrTouches.length===1){this.onClick(ioTouchEvent);ioTouchEvent.setHandled(true)}else{ioTouchEvent.setHandled(false)}}return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwSelectionOperator.prototype.onClick=function(ioInputEvent){var _this=this;var processButton=function(iAppEvent){if(!_this.isDragging()){(function(){return __awaiter(_this,void 0,void 0,(function(){var haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.doPick(pos2DHC)];case 1:haveSelection=_a.sent();return[4,eventMgr.fireEvent(iAppEvent,this.Viewer,pos2DHC,haveSelection)];case 2:_a.sent();if(!ioInputEvent.getHandled()){ioInputEvent.setHandled(true)}return[2]}}))}))})()}};var stopFurtherProcessing=false;var pos2DHC=ioInputEvent.getPosition();var eventMgr=eDwEventMgr.get();switch(this.ActiveMouseButton){case"left":{processButton(eDwEvents_5.LeftClickEvent);stopFurtherProcessing=true;break}case"middle":{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_5.MiddleClickEvent,this.Viewer,pos2DHC)];case 1:_a.sent();return[2]}}))}))})();stopFurtherProcessing=true;break}case"right":{processButton(eDwEvents_5.RightClickEvent);stopFurtherProcessing=true;break}default:break}return stopFurtherProcessing};eDwSelectionOperator.prototype.updateCallout=function(){if(this.CurrInputInfo||!this.mMousePosCopy){return}var isSameID=this.mNameCallout?this.mNameCallout.isSameID(this.mSelObjIDHC):false;if(isSameID)return;var markupMgrHC=this.Viewer.getHCMarkupManager();try{if(this.mNameCallout){markupMgrHC.unregisterMarkup(this.mNameCallout.MarkupID);this.mNameCallout=null;if(utils.isNumber(this.mCalloutTimeoutHandle)){clearTimeout(this.mCalloutTimeoutHandle);this.mCalloutTimeoutHandle=NaN}}if(utils.isNumber(this.mSelObjIDHC)){var model=this.Viewer.getModel();var hierNode=model.getHierarchyNode(this.mSelObjIDHC);if(!hierNode)return;var name_2=hierNode.Name?hierNode.Name:cDefaultModelName;var pos=eDwTypes_13.HC.Point2.add(this.mMousePosCopy.copy(),new eDwTypes_13.HC.Point2(0,20));this.mNameCallout=new NameCallout(this.Viewer,this.mSelObjIDHC,name_2,pos);this.mNameCallout.MarkupID=markupMgrHC.registerMarkup(this.mNameCallout)}}catch(iExcp){this.mNameCallout=null}markupMgrHC.refreshMarkup()};eDwSelectionOperator.prototype.doPick=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var isDrawing,_a;return __generator(this,(function(_b){switch(_b.label){case 0:isDrawing=this.Viewer.getModel().isDrawing();if(!isDrawing)return[3,2];return[4,this.doPickInDrawing(iCoords)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.Viewer.SelectionMgr.select(iCoords)];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwSelectionOperator.prototype.doPickInDrawing=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var selSuccess,model,activeSheetHierNode,childHierarchyMap,children,viewIDsHC,i,currentNode,pickConfig,selObj,selObjIDHC,hierNode,_i,viewIDsHC_1,viewIDHC,bboxHC,viewHC,selPt3D;return __generator(this,(function(_a){switch(_a.label){case 0:selSuccess=false;model=this.Viewer.getModel();activeSheetHierNode=model.getActiveModelView();childHierarchyMap=activeSheetHierNode.Hierarchy.getChildrenAndKeys();children=Object.keys(childHierarchyMap);viewIDsHC=[];for(i=children.length-1;i>-1;--i){currentNode=childHierarchyMap[children[i]];viewIDsHC.push(currentNode.HOOPSID)}pickConfig=new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.All);return[4,this.Viewer.ViewMgr.pickFromPoint(iCoords,pickConfig)];case 1:selObj=_a.sent();selObjIDHC=selObj.getIDHC();if(!utils.isNaN(selObjIDHC))return[3,3];return[4,this.Viewer.SelectionMgr.select(iCoords)];case 2:selSuccess=_a.sent();_a.label=3;case 3:hierNode=model.getHierarchyNode(selObjIDHC);if(!hierNode)return[3,6];if(!(viewIDsHC.indexOf(hierNode.HOOPSID)>-1))return[3,5];return[4,this.Viewer.SelectionMgr.selectByID(hierNode.HOOPSID)];case 4:selSuccess=_a.sent();_a.label=5;case 5:return[3,10];case 6:_i=0,viewIDsHC_1=viewIDsHC;_a.label=7;case 7:if(!(_i<viewIDsHC_1.length))return[3,10];viewIDHC=viewIDsHC_1[_i];return[4,model.getBoundingBoxOfIDsHC([viewIDHC])];case 8:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[3,9];viewHC=this.Viewer.getHCView();selPt3D=viewHC.unprojectPoint(iCoords,0);if(!selPt3D)return[3,9];selPt3D.z=bboxHC.center().z;if(eDwGeomUtils.isPoint3DInBox(selPt3D,bboxHC)){selSuccess=this.Viewer.SelectionMgr.selectByID(viewIDHC);return[3,10]}_a.label=9;case 9:_i++;return[3,7];case 10:return[2,selSuccess]}}))}))};eDwSelectionOperator.prototype.onDown=function(iCoord){var isDrawing=this.Viewer.getModel().isDrawing();var cActiveBtn=this.ActiveMouseButton;return isDrawing&&!(isDrawing&&cActiveBtn==="right")&&!(isDrawing&&this.Viewer.ViewerFeatureOpts.Debug&&cActiveBtn==="left")};eDwSelectionOperator.prototype.onMove=function(iCoord){return!this.CurrInputInfo};return eDwSelectionOperator}(eDwBaseSelOperator);var NameCallout=function(_super){__extends(NameCallout,_super);function NameCallout(iVewer,iSelObjIDHC,iText,iPos){var _this=_super.call(this)||this;_this.mViewer=iVewer;_this.mTextBox=new eDwTypes_13.HC.Markup.Shape.TextBox;_this.mTextBox.getBoxPortion().setFillColor(eDwTypes_13.HC.Color.white());_this.mTextBox.getBoxPortion().setFillOpacity(1);_this.mMarkupID="";_this.mSelObjIDHC=iSelObjIDHC;_this.mTextBox.setPosition(iPos);_this.mTextBox.setTextString(iText);return _this}NameCallout.prototype.draw=function(){var str=this.mTextBox.getTextString();if(str==="")return;var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawTextBox(this.mTextBox)};NameCallout.prototype.isSameID=function(iSelObjIDHC){return this.mSelObjIDHC===iSelObjIDHC||isNaN(iSelObjIDHC)&&isNaN(this.mSelObjIDHC)?true:false};Object.defineProperty(NameCallout.prototype,"MarkupID",{get:function(){return this.mMarkupID},set:function(iMarkupID){this.mMarkupID=iMarkupID},enumerable:false,configurable:true});return NameCallout}(eDwTypes_13.HC.Markup.MarkupItem);var cDefaultModelName="???";return eDwSelectionOperator}));define("eDwServiceMgr",["require","exports"],(function(require,exports){"use strict";var eDwServiceMgr=function(){function eDwServiceMgr(iServerURL,iDisable){this.mServerURL=iServerURL.replace(/(\/*)$/,"");this.mAdvancedServicesDisabled=iDisable;this.mPluginFiles=[];this.mBaseCacheDirs=[]}eDwServiceMgr.create=function(iServerURL,iDisable){if(iDisable===void 0){iDisable=false}if(!eDwServiceMgr.sServiceMgr){eDwServiceMgr.sServiceMgr=new eDwServiceMgr(iServerURL,iDisable)}};eDwServiceMgr.get=function(){return eDwServiceMgr.sServiceMgr};eDwServiceMgr.usesWebServices=function(){return false};eDwServiceMgr.prototype.disableAdvancedServices=function(iDisable){if(iDisable===void 0){iDisable=true}this.mAdvancedServicesDisabled=iDisable};eDwServiceMgr.prototype.getFileFromServer=function(iFileURL,iLoadAsNativeType){if(iLoadAsNativeType===void 0){iLoadAsNativeType=false}return __awaiter(this,void 0,void 0,(function(){var jqNativePlugin,_a,iExcp_6;return __generator(this,(function(_b){switch(_b.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,null];_b.label=1;case 1:_b.trys.push([1,6,,7]);jqNativePlugin=$;if(!iLoadAsNativeType)return[3,3];return[4,jqNativePlugin.getNative(iFileURL)];case 2:_a=_b.sent();return[3,5];case 3:return[4,$.get(iFileURL)];case 4:_a=_b.sent();_b.label=5;case 5:return[2,_a];case 6:iExcp_6=_b.sent();return[3,7];case 7:return[2,null]}}))}))};eDwServiceMgr.prototype.getFileFromServerModelCache=function(iModelKey,iFileName){return __awaiter(this,void 0,void 0,(function(){var fileInfo,baseCacheDirs,_i,baseCacheDirs_1,dir,fileURL,_a,iExcp_7;return __generator(this,(function(_b){switch(_b.label){case 0:fileInfo={Path:""};if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,fileInfo]}return[4,this.getBaseCacheDirs()];case 1:baseCacheDirs=_b.sent();_i=0,baseCacheDirs_1=baseCacheDirs;_b.label=2;case 2:if(!(_i<baseCacheDirs_1.length))return[3,7];dir=baseCacheDirs_1[_i];fileURL=dir+"/"+iModelKey+"/"+iFileName;_b.label=3;case 3:_b.trys.push([3,5,,6]);_a=fileInfo;return[4,this.getFileFromServer(fileURL)];case 4:_a.Data=_b.sent();fileInfo.Path=this.mServerURL+"/"+fileURL;return[2,fileInfo];case 5:iExcp_7=_b.sent();return[3,6];case 6:_i++;return[3,2];case 7:return[2,fileInfo]}}))}))};eDwServiceMgr.prototype.getClientPublicIP=function(iGetClientPublicIP){return __awaiter(this,void 0,void 0,(function(){var ret,iExcp_8;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iGetClientPublicIP||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,"0.0.0.0"]}if(!iGetClientPublicIP||this.mAdvancedServicesDisabled)return[2,""];ret="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.get("https://api.ipify.org","",$.noop(),"text")];case 2:ret=_a.sent();return[3,4];case 3:iExcp_8=_a.sent();console.warn("Failed to get client public IP: "+iExcp_8.name+" - "+iExcp_8.message);if(!iExcp_8.message){iExcp_8.message="Possible CORS failure.  See the browser "+"console output for more details."}throw iExcp_8;case 4:return[2,ret]}}))}))};eDwServiceMgr.prototype.convert=function(ioParams){return __awaiter(this,void 0,void 0,(function(){var result,clientIP,params;return __generator(this,(function(_a){switch(_a.label){case 0:result={FileName:"",ModelCacheName:"",ErrorCode:"",ErrorData:[],ServerID:"",LicenseKey:""};if(!ioParams.URL)return[2,result];result.FileName=ioParams.URL;if(!(ioParams.URL.indexOf("http")===0&&!this.mAdvancedServicesDisabled&&eDwServiceMgr.usesWebServices()))return[3,3];return[4,this.getClientPublicIP(ioParams.ValidateClientIP)];case 1:clientIP=_a.sent();params={data:{iFileURL:ioParams.URL},headers:{"X-Forwarded-For":clientIP},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/Conversion",params)];case 2:result=_a.sent();return[3,4];case 3:ioParams.URL="";_a.label=4;case 4:return[2,result]}}))}))};eDwServiceMgr.prototype.removeNamedCache=function(iModelKey,iAllowRemove){return __awaiter(this,void 0,void 0,(function(){var iExcp_9;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iAllowRemove||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/RemoveNamedCache",{data:{iModelKey:iModelKey}})];case 2:_a.sent();return[3,4];case 3:iExcp_9=_a.sent();console.warn("Could not remove the cache: "+iModelKey);console.warn(iExcp_9.message);throw iExcp_9;case 4:return[2]}}))}))};eDwServiceMgr.prototype.getWebSocketEndpoint=function(iModelKey,iWSEndPt){return __awaiter(this,void 0,void 0,(function(){var params,ws,iExpc_1;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,""]}if(iWSEndPt){this.disableAdvancedServices();return[2,iWSEndPt]}params={data:{iModelCacheName:iModelKey},cache:false};ws="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/GetWSEndpoint",params)];case 2:ws=_a.sent();return[3,4];case 3:iExpc_1=_a.sent();console.warn("Cannot get WebSocket.");return[3,4];case 4:return[2,ws]}}))}))};eDwServiceMgr.prototype.load=function(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loadedHTML;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2];return[4,this.ajax("GET",iPanelHTML,{dataType:"html"})];case 1:loadedHTML=_a.sent();$(iElemOrClassID).html(loadedHTML);return[2]}}))}))};eDwServiceMgr.prototype.fileUpload=function(iJQObj,iParams){if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return}var paramsObj={url:this.mServerURL+"/EDrawingsService.svc/FileUploadConversion"};if(iParams)$.extend(paramsObj,iParams);iJQObj.fileupload(paramsObj)};eDwServiceMgr.prototype.importDependencies=function(iPluginKeyNames){return __awaiter(this,void 0,void 0,(function(){var pluginFiles,_i,iPluginKeyNames_1,pluginKeyName,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:pluginFiles=[];_i=0,iPluginKeyNames_1=iPluginKeyNames;_a.label=1;case 1:if(!(_i<iPluginKeyNames_1.length))return[3,4];pluginKeyName=iPluginKeyNames_1[_i];return[4,this.getValidPluginFileName(pluginKeyName)];case 2:pluginFileName=_a.sent();if(pluginFileName)pluginFiles.push(pluginFileName);_a.label=3;case 3:_i++;return[3,1];case 4:return[2,pluginFiles.length?this.importPlugins(pluginFiles):[]]}}))}))};eDwServiceMgr.prototype.importPlugins=function(iPluginNames){return __awaiter(this,void 0,void 0,(function(){var pluginNames,importedPluginPromises,pluginFiles,_a,_i,pluginFiles_2,pluginFile,pluginName,iExcp_10;return __generator(this,(function(_b){switch(_b.label){case 0:pluginNames=[];importedPluginPromises=[];_b.label=1;case 1:_b.trys.push([1,5,,6]);_a=iPluginNames;if(_a)return[3,3];return[4,this.getPluginFiles()];case 2:_a=_b.sent();_b.label=3;case 3:pluginFiles=_a;for(_i=0,pluginFiles_2=pluginFiles;_i<pluginFiles_2.length;_i++){pluginFile=pluginFiles_2[_i];try{pluginName=this.importPlugin(pluginFile);if(pluginName){importedPluginPromises.push(pluginName)}}catch(iExcp){console.warn("Plugin failed to load: "+iExcp.message)}}return[4,Promise.all(importedPluginPromises).then((function(iPluginClassNames){pluginNames=iPluginClassNames}))];case 4:_b.sent();return[3,6];case 5:iExcp_10=_b.sent();console.warn("Failed to find any external plugins - "+iExcp_10.message);return[3,6];case 6:return[2,pluginNames]}}))}))};eDwServiceMgr.prototype.importPlugin=function(iPluginFile){return __awaiter(this,void 0,void 0,(function(){var pluginName,script,matches,iExcp_11;return __generator(this,(function(_a){switch(_a.label){case 0:pluginName="";if(!eDwServiceMgr.usesWebServices())return[2,pluginName];_a.label=1;case 1:_a.trys.push([1,4,,5]);return[4,new Promise((function(resolve_1,reject_1){require([iPluginFile],resolve_1,reject_1)}))];case 2:_a.sent();return[4,$.getScript(iPluginFile)];case 3:script=_a.sent();matches=script.match(/return ([a-z,A-Z,0-9,-,_,.]*Plugin)/);if(matches&&matches.length>0){pluginName=matches[1]}else{console.warn("Could not locate external plugin name in file "+iPluginFile)}return[3,5];case 4:iExcp_11=_a.sent();console.warn("Failed to load external plugin - "+iExcp_11.message);return[3,5];case 5:return[2,pluginName]}}))}))};eDwServiceMgr.prototype.getPluginFiles=function(){return __awaiter(this,void 0,void 0,(function(){var _a,_b,iExcp_12;return __generator(this,(function(_c){switch(_c.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,this.mPluginFiles];if(!!this.mPluginFiles.length)return[3,7];_c.label=1;case 1:_c.trys.push([1,6,,7]);if(!this.mAdvancedServicesDisabled)return[3,3];console.debugLog("ServiceMgr","Loading static plugin list");_a=this;return[4,this.ajax("GET","js/staticPluginList.json",{})];case 2:_a.mPluginFiles=_c.sent();return[3,5];case 3:console.debugLog("ServiceMgr","Finding plugins...");_b=this;return[4,this.ajax("GET","EDrawingsService.svc/GetPlugins",{})];case 4:_b.mPluginFiles=_c.sent();_c.label=5;case 5:return[3,7];case 6:iExcp_12=_c.sent();console.warn("No plugins available.");return[3,7];case 7:return[2,this.mPluginFiles]}}))}))};eDwServiceMgr.prototype.extendLicense=function(iKey){return __awaiter(this,void 0,void 0,(function(){var params;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}params={data:{iKey:iKey},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/ExtendLicense",params)];case 1:_a.sent();return[2]}}))}))};eDwServiceMgr.prototype.getBaseCacheDirs=function(){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!!this.mBaseCacheDirs.length)return[3,2];this.mBaseCacheDirs=[];this.mGetBaseCacheDirsPromise=$.get("cacheDirs.xml",(function(iDoc){var cacheDirs=iDoc.getElementsByTagName("modelSearchDirectory");var numDirs=cacheDirs.length;for(var i=0;i<numDirs;++i){var cacheDir=cacheDirs[i].textContent;cacheDir=cacheDir?cacheDir.split("/").pop():null;if(cacheDir){_this.mBaseCacheDirs.push(cacheDir);console.debugLog("ServiceMgr","Added cache dir: "+cacheDir)}}}),"xml").fail((function(iJQXHR,iStatus,iError){console.warn("Could not get model cache directories: "+iStatus+": "+iError)}));return[4,this.mGetBaseCacheDirsPromise];case 1:_a.sent();return[3,4];case 2:return[4,this.mGetBaseCacheDirsPromise];case 3:_a.sent();_a.label=4;case 4:return[2,this.mBaseCacheDirs]}}))}))};eDwServiceMgr.prototype.getValidPluginFileName=function(iPluginKey){return __awaiter(this,void 0,void 0,(function(){var allPluginFileNames,foundPluginFileName,_i,allPluginFileNames_1,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getPluginFiles()];case 1:allPluginFileNames=_a.sent();foundPluginFileName="";for(_i=0,allPluginFileNames_1=allPluginFileNames;_i<allPluginFileNames_1.length;_i++){pluginFileName=allPluginFileNames_1[_i];if(pluginFileName.indexOf("/"+iPluginKey+".")>-1){foundPluginFileName=pluginFileName}}return[2,foundPluginFileName]}}))}))};eDwServiceMgr.prototype.ajax=function(iMethod,iService,iParams){return __awaiter(this,void 0,void 0,(function(){var paramsObj,retAJAX,iExcp_13;return __generator(this,(function(_a){switch(_a.label){case 0:paramsObj={type:iMethod,url:this.mServerURL+"/"+iService,async:true};if(iParams)$.extend(paramsObj,iParams);_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.ajax(paramsObj)];case 2:retAJAX=_a.sent();return[3,4];case 3:iExcp_13=_a.sent();console.warn("AJAX "+iMethod+" failed for "+iService+": "+iExcp_13.message);throw iExcp_13;case 4:return[2,retAJAX]}}))}))};return eDwServiceMgr}();return eDwServiceMgr}));define("eDwSetHierNodeAttribsCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetHierNodeAttribsCmd=function(_super){__extends(eDwSetHierNodeAttribsCmd,_super);function eDwSetHierNodeAttribsCmd(iViewer,iHierNodes,iAttrib){var _this=_super.call(this,iViewer)||this;_this.mInitialHierNodeAttribs=[];_this.mFinalHierNodeAttribs=[];var finalAttrib=$.extend(true,{},iAttrib);for(var _i=0,iHierNodes_2=iHierNodes;_i<iHierNodes_2.length;_i++){var hierNode=iHierNodes_2[_i];var initialAttrib=$.extend(true,{},hierNode.getAttribs());_this.mInitialHierNodeAttribs.push({HierNode:hierNode,Attribs:initialAttrib});_this.mFinalHierNodeAttribs.push({HierNode:hierNode,Attribs:finalAttrib})}return _this}eDwSetHierNodeAttribsCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mInitialHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetHierNodeAttribsCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetHierNodeAttribsCmd}(eDwSupportsHistoryCmd);function l_setAttribs(iModel,iAttribs){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModel.setAttribs(iAttribs)];case 1:_a.sent();return[2]}}))}))}return eDwSetHierNodeAttribsCmd}));define("eDwSetLayerVisibilityCmd",["require","exports","eDwSetNodeVisibilityCmd"],(function(require,exports,eDwSetNodeVisibilityCmd){"use strict";var eDwSetLayerVisibilityCmd=function(_super){__extends(eDwSetLayerVisibilityCmd,_super);function eDwSetLayerVisibilityCmd(iViewer,iLayers,iVisible){var _this=_super.call(this,iViewer,l_getNodeIDsHC(iLayers),iVisible)||this;_this.mLayersAndVisibilities=[];for(var _i=0,iLayers_1=iLayers;_i<iLayers_1.length;_i++){var layer=iLayers_1[_i];var visible=layer.getAttribs().Visible;_this.mLayersAndVisibilities.push({Layer:layer,Visible:visible});layer.setAttribs({Visible:iVisible})}return _this}eDwSetLayerVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.setVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.setVisibility()];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetLayerVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetLayerVisibilityCmd.prototype.resetVisibility=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setVisibility(true)];case 1:_a.sent();return[2]}}))}))};eDwSetLayerVisibilityCmd.prototype.setVisibility=function(iReset){if(iReset===void 0){iReset=false}return __awaiter(this,void 0,void 0,(function(){var _i,_a,layerAndVis;return __generator(this,(function(_b){switch(_b.label){case 0:for(_i=0,_a=this.mLayersAndVisibilities;_i<_a.length;_i++){layerAndVis=_a[_i];layerAndVis.Layer.setAttribs({Visible:iReset?layerAndVis.Visible:this.mVisible})}return[4,this.mViewer.getModel().syncLayersAttribsState()];case 1:_b.sent();return[2]}}))}))};return eDwSetLayerVisibilityCmd}(eDwSetNodeVisibilityCmd);function l_getNodeIDsHC(iLayers){var nodeIDsHC=[];for(var _i=0,iLayers_2=iLayers;_i<iLayers_2.length;_i++){var layer=iLayers_2[_i];nodeIDsHC=nodeIDsHC.concat(layer.getNodeIDsHC())}return nodeIDsHC}return eDwSetLayerVisibilityCmd}));define("eDwSetNodeVisibilityCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetNodeVisibilityCmd=function(_super){__extends(eDwSetNodeVisibilityCmd,_super);function eDwSetNodeVisibilityCmd(iViewer,iNodeIDsHC,iVisible){var _this=_super.call(this,iViewer)||this;_this.mNodeIDs=iNodeIDsHC;_this.mVisible=iVisible;var model=_this.mViewer.getModel();_this.mNodeIDVisMap={};for(var _i=0,iNodeIDsHC_2=iNodeIDsHC;_i<iNodeIDsHC_2.length;_i++){var nodeIDHC=iNodeIDsHC_2[_i];_this.mNodeIDVisMap[nodeIDHC]=model.isVisibleForNodeHC(nodeIDHC)}return _this}eDwSetNodeVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilitiesForNodesHC(this.mNodeIDVisMap)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetNodeVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetNodeVisibilityCmd}(eDwSupportsHistoryCmd);return eDwSetNodeVisibilityCmd}));define("eDwSetViewCameraCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewCameraCmd=function(_super){__extends(eDwSetViewCameraCmd,_super);function eDwSetViewCameraCmd(iViewer,iSetViewCB){if(iSetViewCB===void 0){iSetViewCB=function(iViewer){return iViewer.SelectionMgr.setViewToSelectedFace()}}var _this=_super.call(this,iViewer)||this;_this.mSetViewCB=iSetViewCB;return _this}eDwSetViewCameraCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mViewer.getModel().isDrawing())return[2];return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialViewCamera=viewHC.getCamera();this.mFinalViewCamera=this.setView();return[2]}}))}))};eDwSetViewCameraCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialViewCamera&&!!this.mFinalViewCamera};Object.defineProperty(eDwSetViewCameraCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetViewCameraCmd.prototype.setView=function(){return this.mSetViewCB(this.mViewer)};return eDwSetViewCameraCmd}(eDwSupportsHistoryCmd);return eDwSetViewCameraCmd}));define("eDwSetViewCmd",["require","exports","eDwSetViewCameraCmd"],(function(require,exports,eDwSetViewCameraCmd){"use strict";var eDwSetViewCmd=function(_super){__extends(eDwSetViewCmd,_super);function eDwSetViewCmd(iViewer,iOrientation){var _this=_super.call(this,iViewer)||this;_this.mViewOrientation=iOrientation;return _this}eDwSetViewCmd.prototype.setView=function(){return this.mViewer.ViewMgr.setViewOrientation(this.mViewOrientation)};return eDwSetViewCmd}(eDwSetViewCameraCmd);return eDwSetViewCmd}));define("eDwSetViewNormalToSectionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewNormalToSectionCmd=function(_super){__extends(eDwSetViewNormalToSectionCmd,_super);function eDwSetViewNormalToSectionCmd(iViewer){return _super.call(this,iViewer)||this}eDwSetViewNormalToSectionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialCamera=viewHC.getCamera();this.mFinalCamera=this.mViewer.XSectionMgr.setViewToSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Committed",{get:function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialCamera&&!!this.mFinalCamera},enumerable:false,configurable:true});Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetViewNormalToSectionCmd}(eDwSupportsHistoryCmd);return eDwSetViewNormalToSectionCmd}));define("eDwShowOnlyCmd",["require","exports","eDwCommandMgr","eDwCompositeCmd","eDwSetHierNodeAttribsCmd"],(function(require,exports,eDwCommandMgr,eDwCompositeCmd,eDwSetHierNodeAttribsCmd){"use strict";var eDwShowOnlyCmd=function(_super){__extends(eDwShowOnlyCmd,_super);function eDwShowOnlyCmd(iViewer,iHierNodes){if(iHierNodes===void 0){iHierNodes=[]}var _this=_super.call(this,iViewer)||this;_this.FinalState=true;var model=iViewer.getModel();var modelView=model.getActiveModelView();var modelViewHierNode=modelView.Hierarchy;var childHierNodes=[];modelViewHierNode.getAllChildren(childHierNodes);if(iHierNodes.length){childHierNodes=childHierNodes.filter((function(hierNode){return iHierNodes.indexOf(hierNode)===-1}));_this.FinalState=false;_this.mSetHierNodeVisCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,iHierNodes,{Visible:true})}_this.InitialState=!_this.FinalState;_this.mSetHierNodeAttribsCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,childHierNodes,{Visible:_this.FinalState});return _this}eDwShowOnlyCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();return[4,cmdMgr.run(this.mSetHierNodeAttribsCmd,"commit")];case 1:_a.sent();return[4,cmdMgr.run(this.mSetHierNodeVisCmd,"commit")];case 2:_a.sent();return[4,_super.prototype.commit.call(this)];case 3:_a.sent();return[2]}}))}))};eDwShowOnlyCmd.prototype.isCommitted=function(){var visCmdCommitted=this.mSetHierNodeVisCmd?this.mSetHierNodeVisCmd.isCommitted:true;return _super.prototype.isCommitted.call(this)&&visCmdCommitted&&this.mSetHierNodeAttribsCmd.isCommitted()};Object.defineProperty(eDwShowOnlyCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowOnlyCmd}(eDwCompositeCmd);return eDwShowOnlyCmd}));define("eDwShowSectionCapCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwShowSectionCapCmd=function(_super){__extends(eDwShowSectionCapCmd,_super);function eDwShowSectionCapCmd(iViewer,iVisible){var _this=_super.call(this,iViewer)||this;_this.mInitialVisibility=_this.mViewer.XSectionMgr.SectionCapVisibility;_this.mFinalVisibility=iVisible;return _this}eDwShowSectionCapCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mInitialVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2]}}))}))};Object.defineProperty(eDwShowSectionCapCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowSectionCapCmd}(eDwSupportsHistoryCmd);return eDwShowSectionCapCmd}));define("eDwSupportsHistoryCmd",["require","exports","eDwHistoryMgr","eDwCmd"],(function(require,exports,eDwHistoryMgr,eDwCmd){"use strict";var eDwSupportsHistoryCmd=function(_super){__extends(eDwSupportsHistoryCmd,_super);function eDwSupportsHistoryCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mAddedToHistory=false;_this.mUndone=false;return _this}eDwSupportsHistoryCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&!this.isUndone();this.mUndone=true;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&this.isUndone();this.mUndone=false;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();eDwHistoryMgr.get().push(this);this.mAddedToHistory=true;return[2]}}))}))};eDwSupportsHistoryCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();return[2]}}))}))};eDwSupportsHistoryCmd.prototype.isCommitted=function(){return this.mAddedToHistory};eDwSupportsHistoryCmd.prototype.isUndone=function(){return this.mUndone};return eDwSupportsHistoryCmd}(eDwCmd);return eDwSupportsHistoryCmd}));define("eDwTableMgr",["require","exports"],(function(require,exports){"use strict";var eDwTableMgr=function(){function eDwTableMgr(iViewer){this.mViewer=iViewer;this.mTables=[]}eDwTableMgr.prototype.numTables=function(){return this.mTables.length};eDwTableMgr.prototype.getTables=function(){return this.mTables};eDwTableMgr.prototype.add=function(iHierNode){if(!iHierNode||iHierNode.Category!=="table")return;this.mTables.push(iHierNode)};return eDwTableMgr}();return eDwTableMgr}));define("eDwTimer",["require","exports"],(function(require,exports){"use strict";var eDwTimer=function(){function eDwTimer(){this.start()}eDwTimer.prototype.start=function(){this.mMilliSeconds=0;this.mSeconds=0;this.mMinutes=0;this.mHours=0;this.mDays=0;this.mStart=new Date};eDwTimer.prototype.ellapsed=function(){var endDate=new Date;var timeDiff=endDate.valueOf()-this.mStart.valueOf();this.mMilliSeconds=Math.round(timeDiff%1e3);timeDiff=Math.floor(timeDiff/1e3);this.mSeconds=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mMinutes=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mHours=Math.round(timeDiff%24);this.mDays=Math.floor(timeDiff/24)};eDwTimer.prototype.dumpToConsole=function(){console.debugLog("Timer","Elapsed time = "+this.mDays+" days - "+this.mHours+":"+this.mMinutes+":"+this.mSeconds+" and "+this.mMilliSeconds+" milliseconds")};Object.defineProperty(eDwTimer.prototype,"Days",{get:function(){return this.mDays},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Hours",{get:function(){return this.mHours},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Minutes",{get:function(){return this.mMinutes},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Seconds",{get:function(){return this.mSeconds},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"MilliSeconds",{get:function(){return this.mMilliSeconds},enumerable:false,configurable:true});return eDwTimer}();return eDwTimer}));define("eDwTouchOpsMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwTouchOpsMgr=function(){function eDwTouchOpsMgr(iViewer){iViewer.TouchOpsMgr=this;this.mViewer=iViewer}eDwTouchOpsMgr.prototype.unregister=function(){if(!eDwTouchOpsMgr.isTouchEnabled())return;for(var _i=0,_a=this.mTouchOpIDs;_i<_a.length;_i++){var touchOpID=_a[_i];this.mViewer.OperatorMgr.unregisterCustomOperatorByID(touchOpID)}delete this.mViewer.TouchOpsMgr};eDwTouchOpsMgr.prototype.addOp=function(iOp){if(!eDwTouchOpsMgr.isTouchEnabled())return-1;var opID=this.mViewer.OperatorMgr.registerCustomOperator(iOp,true);this.mTouchOpIDs.push(opID);return opID};eDwTouchOpsMgr.prototype.removeOp=function(iOpID){if(!eDwTouchOpsMgr.isTouchEnabled()||iOpID<0)return;var opIndex=this.mTouchOpIDs.indexOf(iOpID);if(opIndex>-1){this.mTouchOpIDs.splice(opIndex,1);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(iOpID)}};eDwTouchOpsMgr.isTouchEnabled=function(){function matchMedia(iFeature){return window.matchMedia&&window.matchMedia(iFeature).matches?true:false}var enabled=false;if("PointerEvent"in window&&"maxTouchPoints"in navigator){var maxTouchPoints=navigator.maxTouchPoints;if(utils.isNumber(maxTouchPoints)){if(navigator.maxTouchPoints>0){enabled=true}else if(navigator.maxTouchPoints===0&&matchMedia("(any-pointer:coarse)")){enabled=true}}}else{if(matchMedia("(any-pointer:coarse)")){enabled=true}else if("TouchEvent"in window||"ontouchstart"in window){enabled=true}}console.debugLog("TouchOps","Touch enabled = "+enabled);return enabled};return eDwTouchOpsMgr}();return eDwTouchOpsMgr}));define("eDwTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.EntityMode=exports.SectionPlaneOrientation=exports.HCI=exports.HC=void 0;var HC=Communicator;exports.HC=HC;var HCI=Communicator.Internal;exports.HCI=HCI;exports.SectionPlaneOrientation={XY:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,0,1)),Index:0},YZ:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(1,0,0)),Index:1},ZX:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,1,0)),Index:2}};exports.EntityMode={FACE:1,EDGE:2,VERTEX:4,HOLE:8,ALL:4294967295}}));define("eDwUI",["require","exports","eDwTypes","eDwKeyMgr","eDwUIBaseEventHandlers","eDwCommandMgr","eDwZoomToFitCmd","eDwDrawModeCmd","eDwAnimateCmd","eDwAmbientOcclusionCmd","eDwPerspectiveCmd","eDwSetViewCmd","eDwSetViewCameraCmd","eDwCompositeCmd","eDwSectionFlipCmd","eDwSetViewNormalToSectionCmd","eDwShowSectionCapCmd","eDwSectionShowCmd","eDwChangeSectionPlaneCmd","eDwUIPluginMgr","eDwEventMgr","eDwUIMessageReporter","eDwUIShortcutMenu","eDwUIUtils","eDrawingsWebViewerUtils","eDwEvents","utils"],(function(require,exports,eDwTypes_14,eDwKeyMgr_3,eDwUIBaseEventHandlers,eDwCommandMgr,eDwZoomToFitCmd,eDwDrawModeCmd,eDwAnimateCmd,eDwAmbientOcclusionCmd,eDwPerspectiveCmd,eDwSetViewCmd,eDwSetViewCameraCmd,eDwCompositeCmd,eDwSectionFlipCmd,eDwSetViewNormalToSectionCmd,eDwShowSectionCapCmd,eDwSectionShowCmd,eDwChangeSectionPlaneCmd,eDwUIPluginMgr,eDwEventMgr,eDwUIMessageReporter,eDwUIShortcutMenu_1,eDwUIUtils,eDrawingsWVUtils,eDwEvents,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUI=void 0;var eDwUI=function(){function eDwUI(){this.mUIEventHandlers=new UIEventHandlers(this,eDwUIUtils.getViewerElementName(),c_canvasID);this.mItemActiveCallbacks={};this.mItemDeactiveCallbacks={};solidworks.web.touch.support();this.awfulUIHacks()}eDwUI.prototype.initUIEvents=function(iViewerFeatOpts){this.mViewerFeatureOpts=iViewerFeatOpts;this.registerHTMLEvents()};eDwUI.prototype.init=function(iViewer){var _this=this;this.mViewer=iViewer;this.centerBottomBar();this.mViewer.XSectionMgr.SectionCapVisibility=true;$("#edrawings-section-capping-button").addClass("state-on-button");$("#edrawings-section-show-button").addClass("state-on-button");eDwUIUtils.hide(".edrawings-ui-main",false);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents.ResetSceneEvent,true)];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.toggleFullScreen=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var methodName,viewerElem,iExcp_14;return __generator(this,(function(_a){switch(_a.label){case 0:methodName="exitFullScreen()";_a.label=1;case 1:_a.trys.push([1,6,,7]);if(!l_isFullScreen())return[3,3];document.exitFullscreen=document.exitFullscreen||utils.getFirstMatchedMethodObj(document,"xitFullscreen");if(!document.exitFullscreen){console.warn("exitFullscreen() does not exist.");return[2]}return[4,document.exitFullscreen()];case 2:_a.sent();return[3,5];case 3:methodName="requestFullscreen()";viewerElem=$("#edrawings-viewer")[0];viewerElem.requestFullscreen=viewerElem.requestFullscreen||utils.getFirstMatchedMethodObj(viewerElem,"equestFullscreen");if(!viewerElem.requestFullscreen){console.warn("requestFullscreen() does not exist.");return[2]}return[4,viewerElem.requestFullscreen()];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_14=_a.sent();console.warn(methodName+" failed.  It took too long.");return[3,7];case 7:return[2]}}))}))})()};eDwUI.prototype.unregister=function(){this.unregisterHTMLEvents();UIEventHandlers.doModelDataUnloadActions(this.mViewer)};eDwUI.prototype.setDrawMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var drawModeCmd;return __generator(this,(function(_a){switch(_a.label){case 0:drawModeCmd=new eDwDrawModeCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(drawModeCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setInitialDrawMode=function(){if(!this.mViewer.ViewerFeatureOpts.RenderType)return;this.setDrawMode(this.mViewer.ViewerFeatureOpts.RenderType)};eDwUI.prototype.setPerspectiveMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveCmd;return __generator(this,(function(_a){switch(_a.label){case 0:perspectiveCmd=new eDwPerspectiveCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(perspectiveCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.hideAllOtherPanels=function(iPanelCSSClassName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iPanelCSSClassName!==".edrawings-hud-menu"))return[3,2];return[4,this.hideActiveHUDMenu()];case 1:_a.sent();_a.label=2;case 2:if(!(iPanelCSSClassName!==".edrawings-submenu"))return[3,4];return[4,this.hideActiveSubmenu()];case 3:_a.sent();_a.label=4;case 4:eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();return[2]}}))}))};eDwUI.prototype.onClick=function(iID,iActivate){var activateCallback=this.mItemActiveCallbacks[iID];var deactivateCallback=this.mItemDeactiveCallbacks[iID];if(iActivate){if(activateCallback)activateCallback()}else{if(deactivateCallback)deactivateCallback()}return activateCallback||deactivateCallback?true:false};eDwUI.prototype.registerHTMLEvents=function(){var _this=this;this.mUIEventHandlers.addHTMLEventHandlers(this.mViewerFeatureOpts);this.mModelDataLoadCompleteHandler=function(iEvent,iViewer){_this.mViewer=iViewer;eDwUIBaseEventHandlers.doModelDataLoadCompleteActions(_this.mUIEventHandlers,iViewer)};$("#"+c_canvasID).on("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);var self=this;this.registerButtonForClickEffect("edrawings-section-flip-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var sectionFlipCmd;return __generator(this,(function(_a){switch(_a.label){case 0:sectionFlipCmd=new eDwSectionFlipCmd(this.mViewer);return[4,eDwCommandMgr.get().run(sectionFlipCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-section-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewNormalToSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewNormalToSectionCmd=new eDwSetViewNormalToSectionCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewNormalToSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));function setXSectionOrientation(iEvent,iUI,iOrientation){iUI.setXSectionOrientation(iOrientation);eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.currentTarget))}$("#edrawings-section-xz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.ZX)}));$("#edrawings-section-yz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.YZ)}));$("#edrawings-section-xy-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.XY)}));$("#edrawings-section-capping-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var visibility=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showCapsCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showCapsCmd=new eDwShowSectionCapCmd(this.mViewer,visibility);return[4,eDwCommandMgr.get().run(showCapsCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));$("#edrawings-section-show-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var showSection=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showSectionCmd=new eDwSectionShowCmd(this.mViewer,showSection);return[4,eDwCommandMgr.get().run(showSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));this.mItemActiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){function compositeSectionDone(ioCmd){ioCmd.clearSubCmds();self.mViewer.XSectionMgr.deactivateCurrent();self.mViewer.XSectionMgr.turnOnSectionPlane(false)}var self;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.addPanelModeEvents("#edrawings-section-menu",".edw.section","#edrawings-button-section");this.mCompositeXSectionCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeXSectionCmd);this.mCompositeXSectionCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.XSectionMgr.turnOnSectionPlane(true);this.setXSectionOrientation();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))}});self=this;if(!!this.mViewer.getModel().isDrawing())return[3,2];return[4,this.setActiveSubmenu("#edrawings-button-section","#edrawings-section-menu")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.deactivateMoveInput(".edw.section");return[4,eDwCommandMgr.get().remove(this.mCompositeXSectionCmd,"cancel")];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-section"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-section"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateDebugPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){var shortcutMenu;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-debug","#edrawings-debug-menu",".edw.debug",iHandlers)];case 1:_a.sent();if(iActivate){shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(c_debugGroupName)}shortcutMenu.addMenuItem(c_debugGroupName,"edrawings-debug-node-matrices",(function(iEvent,iUIItemJQ,iArg){if(utils.isOfType(iArg,"attr")){var nodeIDHC=parseInt(iArg.attr("data-hoopsid"),10);if(utils.isNumber(nodeIDHC)){var modelHC=self.mViewer.getModel().getHCModel();var matrixHC=modelHC.getNodeMatrix(nodeIDHC);var msg="<div>Matrix = "+JSON.stringify(matrixHC)+"</div>";matrixHC=modelHC.getNodeNetMatrix(nodeIDHC);msg+="<div>Net matrix = "+JSON.stringify(matrixHC)+"</div>";eDwUIMessageReporter.showMessageInDebugPanel(msg)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}))}else{eDwUIShortcutMenu_1.eDwUIShortcutMenu.get().removeAllMenuItems(c_debugGroupName)}return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-debug"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-debug"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));this.mItemActiveCallbacks["#edrawings-button-reset"]=function(){return __awaiter(_this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){eDwUIUtils.resetToHomeView(this.mViewer);window.setTimeout((function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI()];case 1:_a.sent();return[2]}}))}))})()}),1e3);return[2]}))}))};$(document).on(c_fullScreenChange,(function(iEvent){if(l_isFullScreen()){l_fullScreenBtnJS.removeClass(c_restoreClass)}else{l_fullScreenBtnJS.addClass(c_restoreClass);$("#edrawings-canvas-canvas-container").css({"background-color":""})}}));$("#edrawings-button-fs").on("click.edw",(function(){_this.toggleFullScreen()}));function clickDrawMode(iUI,iMode){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:iUI.setDrawMode(iMode);return[4,iUI.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}$("#edrawings-button-shaded-hlrr").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesRemoved")}));$("#edrawings-button-shaded-hlrv").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesVisible")}));$("#edrawings-button-shaded-wireframe").on("click.edw",(function(){clickDrawMode(_this,"Wireframe")}));$("#edrawings-button-shaded-full").on("click.edw",(function(){clickDrawMode(_this,"ShadedWithEdges")}));$("#edrawings-button-shaded-noedges").on("click.edw",(function(){clickDrawMode(_this,"Shaded")}));this.mItemActiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){var animateCmd;return __generator(this,(function(_a){switch(_a.label){case 0:animateCmd=new eDwAnimateCmd(this.mViewer);return[4,eDwCommandMgr.get().run(animateCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mItemActiveCallbacks["#edrawings-button-animate"]()];case 1:_a.sent();return[2]}}))}))};$("#edrawings-button-frame-file-open").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-view"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view","#edrawings-hud-view-menu")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-help"]=function(){return __awaiter(_this,void 0,void 0,(function(){var version,viewerHC;return __generator(this,(function(_a){switch(_a.label){case 0:version="<div>Version #: "+eDrawingsWVUtils.getViewerVersion()+"</div>";if(this.mViewerFeatureOpts.Debug){viewerHC=this.mViewer.HCViewer;version+="<div>HC Version:"+viewerHC.getViewerVersionString()+"</div><div>Format Version: "+viewerHC.getFormatVersionString()+"<div>"}$("#edrawings-version").html(version);return[4,this.setActiveHUDMenu("#edrawings-button-help","#edrawings-hud-help-menu")];case 1:_a.sent();return[2]}}))}))};$("#edrawings-hud-help-close").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-zoomtofit"]=function(){return __awaiter(_this,void 0,void 0,(function(){var viewHC,curModelView,nodeID,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:viewHC=this.mViewer.getHCView();curModelView=this.mViewer.getModel().getActiveModelView();nodeID=curModelView.Hierarchy.HOOPSID;zoomToFitCmd=new eDwZoomToFitCmd(this.mViewer,nodeID,viewHC.getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-shaded"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-shaded","#edrawings-hud-shaded-menu")];case 1:_a.sent();return[2]}}))}))};function togglePanel(iActivate,iButtonID,iPanelID,iInputEventIDSuffix,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iActivate)return[3,2];return[4,self.setActiveSubmenu(iButtonID,iPanelID)];case 1:_a.sent();eDwUIUtils.addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID);return[3,3];case 2:eDwUIUtils.deactivateMoveInput(iInputEventIDSuffix);_a.label=3;case 3:return[2]}}))}))}function activateSheetPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-sheet-tree","#edrawings-sheet-tree-menu",".edw.sheet",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-sheet-tree"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateLayerPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-layer-control","#edrawings-layer-control-menu",".edw.layer",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-layer-control"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));eDwKeyMgr_3.eDwKeyMgr.get().add({key:"F11"},"keydown",(function(iEvent){iEvent.preventDefault();_this.toggleFullScreen();iEvent.stopPropagation()}));this.mItemActiveCallbacks["#edrawings-button-view-settings"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view-settings","#edrawings-hud-view-settings-menu")];case 1:_a.sent();return[2]}}))}))};var ambientOcc=$("#edrawings-button-view-ambient-occlusion");ambientOcc.on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var buttonActive,ambientOcclCmd;return __generator(this,(function(_a){switch(_a.label){case 0:buttonActive=ambientOcc.hasClass("state-on-button");return[4,this.hideActiveHUDMenu()];case 1:_a.sent();if(buttonActive)ambientOcc.removeClass("state-on-button");else ambientOcc.addClass("state-on-button");ambientOcclCmd=new eDwAmbientOcclusionCmd(this.mViewer,!buttonActive);return[4,eDwCommandMgr.get().run(ambientOcclCmd,"commit")];case 2:_a.sent();return[2]}}))}))})()}));$("#edrawings-button-view-perspective").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveMode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();perspectiveMode=!this.mViewer.getPerspectiveMode();this.setPerspectiveMode(perspectiveMode);return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-button-view-top",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Top)}));this.registerButtonForClickEffect("edrawings-button-view-bottom",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Bottom)}));this.registerButtonForClickEffect("edrawings-button-view-left",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Left)}));this.registerButtonForClickEffect("edrawings-button-view-right",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Right)}));this.registerButtonForClickEffect("edrawings-button-view-front",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Front)}));this.registerButtonForClickEffect("edrawings-button-view-back",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Back)}));this.registerButtonForClickEffect("edrawings-button-view-iso",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Iso)}))};eDwUI.prototype.unregisterHTMLEvents=function(){this.mUIEventHandlers.removeHTMLEventHandlers();$("#"+c_canvasID).off("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);$("#edrawings-section-xz-button").off("click.edw");$("#edrawings-section-yz-button").off("click.edw");$("#edrawings-section-xy-button").off("click.edw");$("#edrawings-section-capping-button").off("click.edw");$("#edrawings-section-show-button").off("click.edw");$("#edrawings-button-fs").off("click.edw");$("#edrawings-button-shaded-hlrr").off("click.edw");$("#edrawings-button-shaded-hlrv").off("click.edw");$("#edrawings-button-shaded-wireframe").off("click.edw");$("#edrawings-button-shaded-full").off("click.edw");$("#edrawings-button-shaded-noedges").off("click.edw");$("#edrawings-button-sheets").off("click.edw");$("#edrawings-button-frame-file-open").off("click.edw");$("#edrawings-button-view-ambient-occlusion").off("click.edw");$("#edrawings-button-view-perspective").off("click.edw");$("#edrawings-hud-help-close").off("click.edw");$(document).off(c_fullScreenChange);$(document).off("click.edw");$(document).off("mousedown.edw");$(document).off("dblclick.edw");this.unregisterButtonForClickEffect("edrawings-section-flip-button");this.unregisterButtonForClickEffect("edrawings-section-normal-button");this.unregisterButtonForClickEffect("edrawings-face-normal-button");this.unregisterButtonForClickEffect("edrawings-button-view-top");this.unregisterButtonForClickEffect("edrawings-button-view-bottom");this.unregisterButtonForClickEffect("edrawings-button-view-left");this.unregisterButtonForClickEffect("edrawings-button-view-right");this.unregisterButtonForClickEffect("edrawings-button-view-front");this.unregisterButtonForClickEffect("edrawings-button-view-back");this.unregisterButtonForClickEffect("edrawings-button-view-iso")};eDwUI.prototype.setActiveSubmenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.hideActiveSubmenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.centerBottomBar=function(iWidth,iHeight){$(".tool-bar").css({height:"auto"});var barJQ=$(".tool-bar");var viewerElemJQ=$(eDwUIUtils.getViewerElementID());var leftButtonsJQ=$(".edrawings-icon-set.left");var rightButtonsJQ=$(".edrawings-icon-set.right");var centerButtonsJQ=$(".edrawings-icon-set.center");var width=(iWidth?iWidth:viewerElemJQ.width())-1;if(navigator.userAgent.indexOf("Trident")>=0){width=viewerElemJQ[0].clientWidth-1}barJQ.css({position:"absolute"});leftButtonsJQ.css({left:1+"px",position:"absolute"});rightButtonsJQ.css({right:1+"px",position:"absolute"});centerButtonsJQ.css({left:width/2-52/2+"px",position:"absolute"})};eDwUI.prototype.setActiveHUDMenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var buttonJQ,buttonOffset,posx,posy,canvasWidth,panelJQ,panelWidth;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 2:_a.sent();if(iButtonID!=="#edrawings-button-help"){buttonJQ=$(iButtonID);buttonOffset=buttonJQ.offset();posx=buttonOffset.left;posy=buttonOffset.top+parseInt(buttonJQ.css("marginTop"))+parseInt(buttonJQ.css("borderTopWidth"))+buttonJQ.height();canvasWidth=$("#edrawings-canvas").width();panelJQ=$(iPanelID);panelWidth=panelJQ[0].offsetWidth;if(posx+panelWidth>canvasWidth){posx=canvasWidth-panelWidth-10}panelJQ.css({top:posy+"px",left:posx+"px"})}return[2]}}))}))};eDwUI.prototype.hideActiveHUDMenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.registerButtonForClickEffect=function(iButtonID,iHandler){var butJQ=$("#"+iButtonID);butJQ.on("mousedown.edw",(function(){butJQ.addClass("edrawings-on-state");eDwUIUtils.scrollToTarget(butJQ)}));butJQ.on("mouseup.edw",(function(){butJQ.removeClass("edrawings-on-state");iHandler()}))};eDwUI.prototype.unregisterButtonForClickEffect=function(iButtonID){var butJQ=$("#"+iButtonID);butJQ.off("mousedown.edw");butJQ.off("mouseup.edw")};eDwUI.prototype.setViewOrientation=function(iOrientation){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCmd=new eDwSetViewCmd(this.mViewer,iOrientation);return[4,eDwCommandMgr.get().run(setViewCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setXSectionOrientation=function(iNewSection){var _this=this;function setActive(iButtonID,iIsActive){$(iButtonID)[iIsActive?"addClass":"removeClass"]("state-on-button")}var sectionMgr=this.mViewer.XSectionMgr;var sectionIndex=iNewSection?iNewSection.Index:sectionMgr.SectionIndex;var planeFromEnum=null;switch(sectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",true);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",true);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:eDwUIUtils.hide("#edrawings-section-xy-button",false);eDwUIUtils.hide("#edrawings-section-yz-button",false);eDwUIUtils.hide("#edrawings-section-xz-button",false);setActive("#edrawings-section-xy-button",true);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported section plane orientation");break}var origPlaneEnum=null;if(sectionIndex!==sectionMgr.SectionIndex){switch(sectionMgr.SectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported initial section plane orientation");break}if(planeFromEnum&&origPlaneEnum){(function(){return __awaiter(_this,void 0,void 0,(function(){var changeSectionPlaneCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeSectionPlaneCmd=new eDwChangeSectionPlaneCmd(this.mViewer,origPlaneEnum,planeFromEnum);return[4,eDwCommandMgr.get().run(changeSectionPlaneCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}}};eDwUI.prototype.awfulUIHacks=function(){var _this=this;l_init=function(){$("#edrawings-face-normal-button").removeClass("edrawings-inactive");_this.registerButtonForClickEffect("edrawings-face-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCameraCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCameraCmd=new eDwSetViewCameraCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewCameraCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()}))};l_uninit=function(){$("#edrawings-face-normal-button").addClass("edrawings-inactive");_this.unregisterButtonForClickEffect("edrawings-face-normal-button")}};return eDwUI}();exports.eDwUI=eDwUI;var UIEventHandlers=function(_super){__extends(UIEventHandlers,_super);function UIEventHandlers(iUI,iViewerHTMLID,iViewerHTMLCanvasID){var _this=_super.call(this,iViewerHTMLID,iViewerHTMLCanvasID)||this;_this.mUI=iUI;return _this}UIEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;_super.prototype.addHTMLEventHandlers.call(this,iViewerFeatOpts);$("#edrawings-viewer").on("click.edw",".edrawings-tool-button",(function(iEvent){_this.onClick(iEvent,".edrawings-tool-button")}));$("#edrawings-viewer").on("click.edw",".edrawings-hud-button",(function(iEvent){_this.onClick(iEvent,".edrawings-hud-button",".edrawings-submenu")}));this.mUIHTMLEventMgr.addEventHandler("window","beforeunload",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));this.mUIHTMLEventMgr.addEventHandler("window","Timeout",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));$(".edrawings-menu-close").on("click.edw",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.deactivateActiveButton(".edrawings-tool-button")];case 1:_a.sent();return[2]}}))}))})()}));var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.on("edw:ChangeViewerStyling",(function(iEvent,iStyleClassName){viewerJQ.removeClass("edrawings-viewer-regular");viewerJQ.removeClass("edrawings-viewer-timeout");if(iStyleClassName)viewerJQ.addClass(iStyleClassName)}));viewerJQ.on("edw:HidePanels",(function(iEvent,iSkipPanelsWithClass){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mUI.hideAllOtherPanels(iSkipPanelsWithClass)];case 1:_a.sent();return[2]}}))}))})()}));viewerJQ.on("edw:ReInitViewer",(function(iEvent,iViewerFeatOpts){_this.mUI.unregister();_this.mUI.initUIEvents(iViewerFeatOpts)}))};UIEventHandlers.prototype.removeHTMLEventHandlers=function(){_super.prototype.removeHTMLEventHandlers.call(this);$(".edrawings-menu-close").off("click.edw");$("#edrawings-viewer").off("click.edw",".edrawings-tool-button");$("#edrawings-viewer").off("click.edw",".edrawings-hud-button");var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.off("edw:ChangeViewerStyling");viewerJQ.off("edw:HidePanels");viewerJQ.off("edw:ReInitViewer")};UIEventHandlers.doModelDataUnloadActions=function(iViewer){eDwUIBaseEventHandlers.doModelDataUnloadActions(iViewer)};UIEventHandlers.prototype.onInit=function(iViewer){var viewerFeatureOpts=iViewer.ViewerFeatureOpts;var model=iViewer.getModel();var isDrawing=model.isDrawing();eDwUIUtils.hide("#edrawings-button-reset",false);eDwUIUtils.hide("#edrawings-button-shaded",isDrawing);eDwUIUtils.hide("#edrawings-button-view-settings",isDrawing);eDwUIUtils.hide("#edrawings-button-animate",isDrawing);eDwUIUtils.hide("#edrawings-button-section",isDrawing);eDwUIUtils.hide("#edrawings-button-view",isDrawing);eDwUIUtils.hide("#edrawings-button-debug",!viewerFeatureOpts.Debug);eDwUIUtils.hide("#edrawings-button-tables-control",isDrawing||iViewer.TableMgr.numTables()===0);eDwUIUtils.hide("#edrawings-button-sheet-tree",!isDrawing);eDwUIUtils.hide("#edrawings-button-layer-control",!isDrawing);eDwUIUtils.hide(".edrawings-icon-set.center",isDrawing);this.removeHTMLEventHandlers()};UIEventHandlers.prototype.onInitFullUI=function(iViewer){_super.prototype.onInitFullUI.call(this,iViewer);this.addHTMLEventHandlers(iViewer.ViewerFeatureOpts);this.mUI.init(iViewer);eDwUIUtils.hide("#WaitBanner",true)};UIEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){_super.prototype.onSelect.call(this,iViewer,iSelObjs);if(l_init)l_init()};UIEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){_super.prototype.onUnselect.call(this,iViewer,iSelObjs);if(l_uninit)l_uninit()};UIEventHandlers.prototype.onTimeout=function(iViewer){eDwUIUtils.hide("#TimeoutBanner",false);$(eDwUIUtils.getViewerElementID()).trigger("edw:ChangeViewerStyling","edrawings-viewer-timeout")};UIEventHandlers.prototype.onStartAnimation=function(iViewer){var eDwViewer=iViewer;$("#edrawings-canvas").on("click.edw",(function(){eDwViewer.ViewMgr.stop()}));var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.removeClass("edrawings-animate-play-icon");animateBtnJQ.addClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onStopAnimation=function(iViewer){var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.addClass("edrawings-animate-play-icon");animateBtnJQ.removeClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onAmbientOcclusionChange=function(iViewer,iAmbientOcclusionOn){var ambientOccButton=$("#edrawings-button-view-ambient-occlusion");if(iAmbientOcclusionOn){if(!ambientOccButton.hasClass("state-on-button")){ambientOccButton.addClass("state-on-button")}}else{if(ambientOccButton.hasClass("state-on-button")){ambientOccButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onProjectionModeChange=function(iViewer,iPerspectiveOn){var perspectiveButton=$("#edrawings-button-view-perspective");if(iPerspectiveOn){if(!perspectiveButton.hasClass("state-on-button")){perspectiveButton.addClass("state-on-button")}}else{if(perspectiveButton.hasClass("state-on-button")){perspectiveButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onDrawModeChange=function(iViewer,iDrawMode){function setActive(iButtonID,iIsActive){if(iIsActive&&!$(iButtonID).hasClass("state-on-button")){$(iButtonID).addClass("state-on-button")}else if(!iIsActive&&$(iButtonID).hasClass("state-on-button")){$(iButtonID).removeClass("state-on-button")}}function setActiveInGroup(iButtonID){setActive("#edrawings-button-shaded-full",false);setActive("#edrawings-button-shaded-noedges",false);setActive("#edrawings-button-shaded-wireframe",false);setActive("#edrawings-button-shaded-hlrr",false);setActive("#edrawings-button-shaded-hlrv",false);setActive(iButtonID,true)}switch(iDrawMode){case"ShadedWithEdges":setActiveInGroup("#edrawings-button-shaded-full");break;case"Shaded":setActiveInGroup("#edrawings-button-shaded-noedges");break;case"HiddenLinesRemoved":setActiveInGroup("#edrawings-button-shaded-hlrr");break;case"HiddenLinesVisible":setActiveInGroup("#edrawings-button-shaded-hlrv");break;case"Wireframe":setActiveInGroup("#edrawings-button-shaded-wireframe");break;default:throw new Error("Unknown draw mode in UI:"+iDrawMode)}};UIEventHandlers.prototype.onClick=function(iEvent,iButtonCSSClassName,iPanelCSSClassName){var _this=this;if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}(function(){return __awaiter(_this,void 0,void 0,(function(){var targetJQ,buttonClickedID,deactivatedButtonID;return __generator(this,(function(_a){switch(_a.label){case 0:targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);buttonClickedID=targetJQ.closest(iButtonCSSClassName).attr("id");return[4,this.deactivateActiveButton(iButtonCSSClassName,iPanelCSSClassName)];case 1:deactivatedButtonID=_a.sent();if(deactivatedButtonID===buttonClickedID)return[2];this.handleClick("#"+buttonClickedID,true);return[2]}}))}))})()};UIEventHandlers.prototype.deactivateActiveButton=function(iButtonCSSClassName,iPanelCSSClassName){if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonID,activeButtonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonID="";activeButtonJQ=$(iButtonCSSClassName+".active-button");return[4,this.mUI.hideAllOtherPanels(iPanelCSSClassName)];case 1:_a.sent();if(activeButtonJQ.length){activeButtonID=activeButtonJQ[0].id;this.handleClick("#"+activeButtonID,false)}return[2,activeButtonID]}}))}))};UIEventHandlers.prototype.handleClick=function(iButtonID,iActivate){eDwUIUtils.scrollToTarget($(iButtonID));if(!this.mUI.onClick(iButtonID,iActivate)){var pluginMgr=eDwUIPluginMgr.get();pluginMgr.onClick(iButtonID,iActivate)}};return UIEventHandlers}(eDwUIBaseEventHandlers);var c_fullScreenChange="fullscreenchange.edw MSFullscreenChange.edw"+" webkitfullscreenchange.edw";var c_restoreClass="edrawings-button-fs-restore";var c_canvasID="edrawings-canvas";var c_debugGroupName="Debug";var l_fullScreenBtnJS;var l_init;var l_uninit;function l_isFullScreen(){if(!l_fullScreenBtnJS)l_fullScreenBtnJS=$("#edrawings-button-fs");return l_fullScreenBtnJS.hasClass(c_restoreClass)}}));define("eDwUIBaseEventHandlers",["require","exports","eDwEventMgr","eDwUIHTMLEventMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwCompositeCmd","eDwSetLayerVisibilityCmd","eDwUIPluginMgr","eDwEvents","eDwUIUtils","eDwUIShortcutMenu","utils"],(function(require,exports,eDwEventMgr,eDwUIHTMLEventMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwCompositeCmd,eDwSetLayerVisibilityCmd,eDwUIPluginMgr,eDwEvents,eDwUIUtils,eDwUIShortcutMenu_2,utils){"use strict";var eDwUIBaseEventHandlers=function(){function eDwUIBaseEventHandlers(iViewerHTMLID,iViewerHTMLCanvasID){this.mViewerHTMLID=iViewerHTMLID;this.mViewerHTMLCanvasID=iViewerHTMLCanvasID;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr}eDwUIBaseEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;this.mViewerFeatureOpts=iViewerFeatOpts;var eventMgrHTML=this.mUIHTMLEventMgr;eventMgrHTML.addEventHandler("window","resize",(function(iEvent){_this.onResize(iEvent,_this.mViewer)}));eDwEventMgr.get().addEventHandlerFunc(eDwEvents.ResetSceneEvent,l_onResize);eDwUIUtils.addSubTreeArrowEventHandler(eventMgrHTML,"#edrawings-sheet-tree-menu");eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(targetJQ.hasClass("edrawings-root")){return}var selObjIDHC=eDwUIUtils.getIDHC(targetJQ);if(isNaN(selObjIDHC)||selObjIDHC<0){return}(function(){return __awaiter(_this,void 0,void 0,(function(){var cmdMgr,zoomToViewCmd,targetModelView,model,modelHC,modelViews,_i,modelViews_4,modelView,configIDHC,configChildren,activeModelView,changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();zoomToViewCmd=new eDwCompositeCmd(this.mViewer);zoomToViewCmd.initCmdActionImplementation();return[4,cmdMgr.add(zoomToViewCmd)];case 1:_a.sent();targetModelView=null;model=this.mViewer.getModel();modelHC=model.getHCModel();modelViews=model.getModelViews();for(_i=0,modelViews_4=modelViews;_i<modelViews_4.length;_i++){modelView=modelViews_4[_i];configIDHC=modelView.Hierarchy.HOOPSID;configChildren=modelHC.getNodeChildren(configIDHC);if(-1!==configChildren.indexOf(selObjIDHC)){targetModelView=modelView;break}}activeModelView=this.mViewer.getModel().getActiveModelView();if(!(targetModelView&&targetModelView!==activeModelView))return[3,3];this.mViewer.SelectionMgr.selectByID(selObjIDHC);changeModelViewCmd=new eDwChangeModelViewCmd(this.mViewer,targetModelView);return[4,cmdMgr.run(changeModelViewCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:this.onLeftDoubleClick(this.mViewer);return[4,cmdMgr.remove(zoomToViewCmd,"commit")];case 4:_a.sent();return[2]}}))}))})()}));var switchModelView=function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".item-tree-text")};eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-root","click",switchModelView);eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,"#edrawings-debug-menu");var inputSelectorName="#edrawings-console-debug-categories "+".edrawings-menu-search-input";eventMgrHTML.addDelegatedEventHandler(inputSelectorName,"blur",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var inputElem=targetJQ[0];var categories=inputElem.value.split(",");if(categories.length===0)return;for(var _i=0,categories_1=categories;_i<categories_1.length;_i++){var category=categories_1[_i];category=category.trim();if(!category)continue;console.debugLogCategories.push(category);var pos=console.excludeDebugLogCategories.indexOf(category);if(pos>-1){console.excludeDebugLogCategories.slice(pos,1)}}}));var selectorName="#edrawings-debug-menu .edrawings-submenu-list-item";eventMgrHTML.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;$(selectorName).removeClass("edrawings-list-selected");$(targetJQ).addClass("edrawings-list-selected");_this.mViewer.SelectionMgr.selectByID(id)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-debug-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;_this.onLeftDoubleClick(_this.mViewer)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-cancel","click",(function(iEvent){$("#edrawings-debug-menu "+".edrawings-menu-search-input").val("");var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-input","keyup",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .item-layer-checkbox","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var layerName=eDwUIUtils.getSpanText(targetJQ.next("span.item-tree-text"));var isVisible=targetJQ.prop("checked");_this.setOneLayerVisibility(layerName,isVisible)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .layer-all","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var isVisible=targetJQ.prop("checked");_this.setAllLayerVisibility(isVisible)}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseover",(function(iEvent){var filenameJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);if(filenameJQ.length===1&&filenameJQ[0].scrollWidth>filenameJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,filenameJQ,$("#edrawings-filename-text").text())}}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseover",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var itemTreeTextJQ=targetJQ.find(".item-tree-text");var edrawingsSubmenuListJQ=targetJQ.closest(".edrawings-submenu-list");if(edrawingsSubmenuListJQ.length===1&&itemTreeTextJQ.length===1&&itemTreeTextJQ[0].scrollWidth>itemTreeTextJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,itemTreeTextJQ,itemTreeTextJQ.text())}}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",-c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-hud-bar .edrawings-hud-bar-content","#edrawings-hud-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-up)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",-c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-down)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-left-bar .edrawings-tool-bar-content","#edrawings-left-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))}))};eDwUIBaseEventHandlers.prototype.addDefaultHTMLPanelCloseEventHandlers=function(){if(this.mViewerFeatureOpts.Debug){eDwUIUtils.addCloseEventHandler("#edrawings-debug-menu",this.mUIHTMLEventMgr)}eDwUIUtils.addCloseEventHandler("#edrawings-sheet-tree-menu",this.mUIHTMLEventMgr);eDwUIUtils.addCloseEventHandler("#edrawings-layer-control-menu",this.mUIHTMLEventMgr)};eDwUIBaseEventHandlers.doModelDataLoadCompleteActions=function(ioEventHandlerObj,iViewer){ioEventHandlerObj.mViewer=iViewer;l_loadUIPlugins(iViewer);var handlerObj=ioEventHandlerObj;var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents.InitEvent,handlerObj,"onInit");eventMgr.addEventHandlerObj(eDwEvents.InitFullUIEvent,handlerObj,"onInitFullUI");eventMgr.addEventHandlerObj(eDwEvents.SelectEvent,handlerObj,"onSelect");eventMgr.addEventHandlerObj(eDwEvents.UnselectEvent,handlerObj,"onUnselect");eventMgr.addEventHandlerObj(eDwEvents.StartAnimationEvent,handlerObj,"onStartAnimation");eventMgr.addEventHandlerObj(eDwEvents.StopAnimationEvent,handlerObj,"onStopAnimation");eventMgr.addEventHandlerObj(eDwEvents.LeftDoubleClickEvent,handlerObj,"onLeftDoubleClick");eventMgr.addEventHandlerObj(eDwEvents.TimeoutEvent,handlerObj,"onTimeout");eventMgr.addEventHandlerObj(eDwEvents.DrawModeChangeEvent,handlerObj,"onDrawModeChange");eventMgr.addEventHandlerObj(eDwEvents.ProjModeChangeEvent,handlerObj,"onProjectionModeChange");eventMgr.addEventHandlerObj(eDwEvents.NodeAttribChangeEvent,handlerObj,"onNodeAttribChanged");eventMgr.addEventHandlerObj(eDwEvents.ResetSceneEvent,handlerObj,"onResetScene");eventMgr.addEventHandlerObj(eDwEvents.AmbientOcclChangeEvent,handlerObj,"onAmbientOcclusionChange");eventMgr.addEventHandlerObj(eDwEvents.DoneEvent,handlerObj,"onDone");eventMgr.addEventHandlerObj(eDwEvents.ModelViewChangeEvent,handlerObj,"onModelViewChange")};eDwUIBaseEventHandlers.prototype.removeHTMLEventHandlers=function(){eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-hud-bar .edrawings-hud-bar-content");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-left-bar .edrawings-tool-bar-content");this.mUIHTMLEventMgr.removeAllEventHandlers();eDwUIShortcutMenu_2.eDwUIShortcutMenu.destroy()};eDwUIBaseEventHandlers.doModelDataUnloadActions=function(iViewer){l_unloadUIPlugins();if(iViewer)iViewer.unregister();eDwEventMgr.get().removeAllEventHandlers()};eDwUIBaseEventHandlers.prototype.onInit=function(iViewer){this.mViewer=iViewer};eDwUIBaseEventHandlers.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iViewer.getModel().getActiveModelView(),true)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onDone=function(iViewer){iViewer.destroy()};eDwUIBaseEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,true)};eDwUIBaseEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,false)};eDwUIBaseEventHandlers.prototype.onLeftDoubleClick=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_2.eDwUIShortcutMenu.hide()};eDwUIBaseEventHandlers.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iNewModelView)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){if(iViewer.ViewerFeatureOpts.Debug){for(var _i=0,iHierNodesAndAttribs_3=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_3.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_3[_i];console.debugLog("NodeAttribChanged","Node (name = "+hierNodeAndAttribs.HierNode.Name+", ID = "+hierNodeAndAttribs.HierNode.HOOPSID+") attributes = "+JSON.stringify(hierNodeAndAttribs.Attribs))}}eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIBaseEventHandlers.prototype.onResize=function(iEvent,iViewer){if(iViewer)iViewer.HCViewer.resizeCanvas();l_onResize()};eDwUIBaseEventHandlers.prototype.setOneLayerVisibility=function(layerName,isVisible){var layers=this.mViewer.getModel().getLayers();var layer;for(var _i=0,layers_1=layers;_i<layers_1.length;_i++){layer=layers_1[_i];if(layer.getName()===layerName)break}if(!layer)return;this.setLayersVisibility([layer],isVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");var isAnyShow=false,isAnyHidden=false;$.each(eachLayer,(function(iIdx,iTarget){if($(iTarget).prop("checked")){isAnyShow=true}else{isAnyHidden=true}}));var allLayerBox=$("#edrawings-layer-control-menu .layer-all");if(isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",true)}if(isAnyShow&&!isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",true)}if(!isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setAllLayerVisibility=function(iVisible){var activeModelView=this.mViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return;this.setLayersVisibility(this.mViewer.getModel().getLayers(),iVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");if(iVisible){eachLayer.prop("checked",true)}else{eachLayer.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setLayersVisibility=function(iLayers,iVisible){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setNodeVisCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setNodeVisCmd=new eDwSetLayerVisibilityCmd(this.mViewer,iLayers,iVisible);return[4,eDwCommandMgr.get().run(setNodeVisCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.handleSelectionChange=function(iViewer,iSelObjs,iIsObjSelected){var model=iViewer.getModel();if(!model.isDrawing())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjs_1=iSelObjs;_i<iSelObjs_1.length;_i++){var selObj=iSelObjs_1[_i];var selIDHC=selObj.getNodeId();if(!utils.isNumber(selIDHC))continue;var selHierNode=activeModelView.Nodes[selIDHC];eDwUIUtils.scrollToTreeNode(selHierNode,iIsObjSelected)}};return eDwUIBaseEventHandlers}();var c_hudBarIconWidth=2+44;var c_toolBarIconWidth=5+2+44;var c_hudBarContentThresholdWidth=2+2*46;var c_filenameBlockThresholdWidth=50;var c_toolBarContentThresholdHeight=2*46;function l_loadUIPlugins(iViewer){var _this=this;if(!iViewer)return;try{(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginMgr;return __generator(this,(function(_a){switch(_a.label){case 0:pluginMgr=eDwUIPluginMgr.get();return[4,pluginMgr.loadPlugins(["eDwUIHierNodeVisMenuItemsPlugin" , "eDwUIMoveComponentPlugin", "eDwUIModelViewTabsPlugin", "eDwUIExplodePlugin", "eDwUIConfigurationsPlugin", "eDwUIComponentTreePlugin", "eDwUIMeasurePlugin"],iViewer)];case 1:_a.sent();return[4,pluginMgr.loadDynamicPlugins(iViewer)];case 2:_a.sent();return[4,eDwUIUtils.loadComponentHTML()];case 3:_a.sent();iViewer.resetDrawMode();return[4,eDwEventMgr.get().fireEvent(eDwEvents.InitFullUIEvent,iViewer)];case 4:_a.sent();return[2]}}))}))})()}catch(iExcp){console.warn("Plugin loading did not complete.")}}function l_unloadUIPlugins(){eDwUIPluginMgr.get().destroy()}function l_resizeTopBar(){var topBarJQ=$("#edrawings-top-bar");var filenameBlockJQ=$("#edrawings-filename-block");var hudBarJQ=$("#edrawings-hud-bar");var hudBarContentJQ=hudBarJQ.find(".edrawings-hud-bar-content");var filenameBlockOffset=filenameBlockJQ.offset();var filenameBlockInnerWidth=filenameBlockJQ.css("display")==="none"?0:filenameBlockJQ.innerWidth();var filenameBlockRight=filenameBlockOffset.left+filenameBlockInnerWidth;var hudBarOffset=hudBarJQ.offset();var leftButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(filenameBlockOffset.left!==hudBarOffset.left&&Math.abs(filenameBlockRight-hudBarOffset.left)>1){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});l_resizeTopBar()}else if(hudBarContentJQ[0].scrollWidth===0||hudBarContentJQ.width()>=hudBarContentJQ[0].scrollWidth){topBarJQ.removeClass("edrawings-collided-hud-bar");hudBarJQ.removeClass("edrawings-collided");hudBarJQ.css({left:""})}}else{if(filenameBlockOffset.left!==hudBarOffset.left&&filenameBlockRight>hudBarOffset.left){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});topBarJQ.addClass("edrawings-collided-hud-bar");hudBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(hudBarContentJQ[0].scrollLeft,hudBarContentJQ[0].scrollWidth,hudBarContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,hudBarJQ);if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(hudBarContentJQ.innerWidth()<c_hudBarContentThresholdWidth){if(filenameBlockJQ.width()>c_filenameBlockThresholdWidth){if(topBarJQ.hasClass("edrawings-out-of-view")){topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.addClass("edrawings-out-of-view")}}else{if(filenameBlockJQ[0].scrollWidth-filenameBlockInnerWidth>1){if(filenameBlockJQ.width()<c_filenameBlockThresholdWidth){topBarJQ.addClass("edrawings-out-of-view")}else{topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.removeClass("edrawings-out-of-view")}}}else{topBarJQ.removeClass("edrawings-out-of-view")}}function l_resizeToolBar(){var leftBarJQ=$("#edrawings-left-bar.edrawings-tool-bar");var leftBarContentJQ=leftBarJQ.find(".edrawings-bottom-centered-icons");var toolBarContentJQ=leftBarContentJQ.find(".edrawings-tool-bar-content");var upButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-up").parent(".edrawings-arrow-wrapper");var downButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-down").parent(".edrawings-arrow-wrapper");if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ[0].scrollHeight>0&&toolBarContentJQ[0].scrollHeight<=leftBarContentJQ.innerHeight()){leftBarJQ.removeClass("edrawings-collided")}}else{if(leftBarContentJQ[0].scrollHeight>0&&leftBarContentJQ[0].scrollHeight>Math.round(leftBarContentJQ.innerHeight())){leftBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(toolBarContentJQ[0].scrollTop,toolBarContentJQ[0].scrollHeight,toolBarContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,leftBarJQ);if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ.innerHeight()<c_toolBarContentThresholdHeight){leftBarJQ.addClass("edrawings-out-of-view")}else{leftBarJQ.removeClass("edrawings-out-of-view")}}else{leftBarJQ.removeClass("edrawings-out-of-view")}}function l_onResize(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){l_resizeTopBar();l_resizeToolBar();l_positionMenuPanelCollapseButton();l_fixMenuPanelInwardToolbar();return[2]}))}))}function l_positionTicker(iMouseEvent,iItemJQ,iText){var tickerMinWidth=100;var tickerMinHeight=34;var scrollWidthPadding=2;var tickerJQ=$(".edrawings-ticker");var itemOffset=iItemJQ.offset();var tickerLeft=iMouseEvent.clientX;var tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding;var tickerTop=itemOffset.top-tickerMinHeight;var tickerAnimation=false;tickerJQ.text(iText);if(iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding>=window.innerWidth){var diff=iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding-window.innerWidth;if(iMouseEvent.clientX>=diff){tickerLeft=iMouseEvent.clientX-diff;tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding}else{tickerLeft=0;tickerAnimation=true;if(window.innerWidth>tickerMinWidth){tickerWidth=window.innerWidth}else{tickerWidth=tickerMinWidth}var threeTimes=[iText,iText,iText].join("   ");tickerJQ.text(threeTimes)}}if(itemOffset.top-tickerMinHeight<=0){if(itemOffset.top+iItemJQ[0].clientHeight+tickerMinHeight<=window.innerHeight){tickerTop=itemOffset.top+iItemJQ[0].clientHeight}else{var diff=iMouseEvent.clientY+tickerMinHeight-window.innerHeight;if(iMouseEvent.clientY>diff){tickerTop=iMouseEvent.clientY-diff}else{tickerTop=0}}}var tickerwrapJQ=tickerJQ.closest(".edrawings-ticker-wrapper");tickerwrapJQ.offset({left:tickerLeft,top:tickerTop}).css("width",tickerWidth).removeClass("edrawings-ui-hide");if(tickerAnimation){tickerwrapJQ.addClass("edrawings-animation")}}function l_hideTicker(){var tickerwrapJQ=$(".edrawings-ticker-wrapper");if(!tickerwrapJQ.hasClass("edrawings-ui-hide")){var tickerJQ=tickerwrapJQ.find(".edrawings-ticker");tickerJQ.text("");tickerwrapJQ.addClass("edrawings-ui-hide").removeClass("edrawings-animation").css("left","").css("top","").css("width","")}}function l_positionMenuPanelCollapseButton(){var activeButtonsJQ=$(".edrawings-tool-button.active-button");if(activeButtonsJQ.length){if(eDwUIUtils.scrollToTarget(activeButtonsJQ)){l_resizeToolBar()}var collapsedPanelsJQ=$(".edrawings-submenu.active.edrawings-collapsed");if(collapsedPanelsJQ.length){var attrStyle=collapsedPanelsJQ.find(".edrawings-menu-panel-arrow-collapse").attr("style");if(!!attrStyle){eDwUIUtils.positionMenuPanelArrowCollapseButton(collapsedPanelsJQ,activeButtonsJQ)}}}}function l_fixMenuPanelInwardToolbar(){var panelsJQ=$(".edrawings-submenu.active:not(.edrawings-collapsed),            .edrawings-hud-menu.active");panelsJQ.each((function(iIndex,iPanel){var panelJQ=$(iPanel);eDwUIUtils.fixMenuPanelInwardToolbar(panelJQ)}))}function l_scrollUIBar(iContentJQ,iDeactivateButtonClass,iDeactivateMenuClass,iScrollDist,iBarJQ){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iContentJQ&&iContentJQ.length>0))return[3,2];return[4,eDwUIUtils.deactivateUI(iDeactivateButtonClass,iDeactivateMenuClass)];case 1:_a.sent();eDwUIUtils.executeScrolling(iScrollDist,0,iContentJQ,iBarJQ);_a.label=2;case 2:return[2]}}))}))}return eDwUIBaseEventHandlers}));define("eDwUIBasePlugin",["require","exports","eDwUIHTMLEventMgr","eDwEventMgr","eDwEvents","eDwUIShortcutMenu","eDwUIUtils","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwEventMgr,eDwEvents_6,eDwUIShortcutMenu_3,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIBasePlugin=void 0;var eDwUIBasePlugin=function(){function eDwUIBasePlugin(iPluginGroupName,iViewer,iButtonInfo,iViewerFeatOpts){var _this=this;if(iViewer===void 0){iViewer=null}if(iButtonInfo===void 0){iButtonInfo=null}if(iViewerFeatOpts===void 0){iViewerFeatOpts=null}console.debugLog("UIPlugin","Constructed "+iPluginGroupName+" plugin.");this.mPluginGroupName=iPluginGroupName;this.mViewer=iViewer;this.mViewerFeatOpts=iViewerFeatOpts||iViewer&&iViewer.ViewerFeatureOpts;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mPluginDependencies=[];this.mPluginButtonInfo=iButtonInfo;if(iViewer){eDwUIShortcutMenu_3.eDwUIShortcutMenu.get().setPluginCheck(iPluginGroupName,(function(iPluginName){return _this.check(iPluginName)}))}}eDwUIBasePlugin.prototype.init=function(iPanelsToLoad){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPanelsToLoad_1,panelToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",true);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",true);if(!iPanelsToLoad)return[3,2];promises=[];for(_i=0,iPanelsToLoad_1=iPanelsToLoad;_i<iPanelsToLoad_1.length;_i++){panelToLoad=iPanelsToLoad_1[_i];utils.appendToArray(this.loadPanel(panelToLoad.ID,panelToLoad.HTML),promises)}return[4,Promise.all(promises)];case 1:_a.sent();_a.label=2;case 2:this.addEventHandlers();return[2]}}))}))};eDwUIBasePlugin.prototype.onClick=function(iActivate){};eDwUIBasePlugin.prototype.destroy=function(){this.removeEventHandlers();this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",false);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",false);console.debugLog("UIPlugin","Destroyed "+this.mPluginGroupName+" plugin.")};eDwUIBasePlugin.prototype.initPluginButton=function(){if(this.mPluginButtonInfo){var buttonJQ=$(this.mPluginButtonInfo.ID);if(buttonJQ){buttonJQ.removeClass("edrawings-icon-plugin");eDwUIUtils.hide(this.mPluginButtonInfo.ID,false)}}};eDwUIBasePlugin.prototype.check=function(iPluginName){return iPluginName===this.PluginGroupName};eDwUIBasePlugin.prototype.isButtonForThisPlugin=function(iButtonJQ){return iButtonJQ&&iButtonJQ.length&&this.mPluginButtonInfo&&this.mPluginButtonInfo.ID&&this.mPluginButtonInfo.ID.indexOf(iButtonJQ[0].id)>-1?true:false};eDwUIBasePlugin.prototype.addEventHandlers=function(){};eDwUIBasePlugin.prototype.removeEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers()};eDwUIBasePlugin.prototype.onActivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.onDeactivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.addAppObjEvent=function(iAppEvent,iEventObjMethod,iAdd){var eventMgr=eDwEventMgr.get();var eventMgrMethod=iAdd?"addEventHandlerObj":"removeEventHandlerObj";eventMgr[eventMgrMethod](iAppEvent,this,iEventObjMethod)};eDwUIBasePlugin.prototype.loadPanel=function(iPanelID,iHTMLFileName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.loadPanel(iPanelID,iHTMLFileName)];case 1:return[2,_a.sent()]}}))}))};Object.defineProperty(eDwUIBasePlugin.prototype,"PluginGroupName",{get:function(){return this.mPluginGroupName},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"PluginButtonID",{get:function(){return this.mPluginButtonInfo?this.mPluginButtonInfo.ID:""},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"Dependencies",{get:function(){return this.mPluginDependencies},enumerable:false,configurable:true});return eDwUIBasePlugin}();exports.eDwUIBasePlugin=eDwUIBasePlugin}));define("eDwUIDebugHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwTypes"],(function(require,exports,eDwUIHTMLGenerator_1,eDwTypes_15){"use strict";var _a;var eDwUIDebugHTMLGenerator=function(_super){__extends(eDwUIDebugHTMLGenerator,_super);function eDwUIDebugHTMLGenerator(iViewer,iPanelUIID){var _this=_super.call(this,iViewer,iPanelUIID)||this;_this.mHCModel=iViewer.getModel().getHCModel();return _this}eDwUIDebugHTMLGenerator.prototype.getNodeFromID=function(iNodeID){return l_getHCNode(iNodeID)};eDwUIDebugHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUIDebugHTMLGenerator.prototype.forNodeGetName=function(iNode){return this.mHCModel.getNodeName(l_getHCNode(iNode))||"unknown node name"};eDwUIDebugHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHCNode(iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return this.mHCModel.getNodeParent(l_getHCNode(iNode))||NaN};eDwUIDebugHTMLGenerator.prototype.forNodeGetChildren=function(iNode){return this.mHCModel.getNodeChildren(l_getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIDebugHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return _super.prototype.forNodeGetDataAttributes.call(this,iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){var _this=this;var nodeIDHC=this.forNodeGetID(iNode);(function(){return __awaiter(_this,void 0,void 0,(function(){var meshIDs,numMeshIDs;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mHCModel.getMeshIds([nodeIDHC])];case 1:meshIDs=_a.sent();numMeshIDs=meshIDs.length;console.log("Node ID: "+nodeIDHC+" Num mesh IDs: "+numMeshIDs);return[2]}}))}))})();return this.forNodeGetName(iNode)+" ID: "+nodeIDHC+" TYPE: "+c_nodeTypes[this.mHCModel.getNodeType(nodeIDHC)]+" VISIBLE: "+this.mHCModel.getNodeVisibility(nodeIDHC)};eDwUIDebugHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return"edrawings-body-visible"};return eDwUIDebugHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);var c_nodeTypes=(_a={},_a[eDwTypes_15.HC.NodeType.AssemblyNode]="Assembly",_a[eDwTypes_15.HC.NodeType.Body]="Body",_a[eDwTypes_15.HC.NodeType.BodyInstance]="Body Instance",_a[eDwTypes_15.HC.NodeType.BrepBody]="BRep Body",_a[eDwTypes_15.HC.NodeType.CadView]="CAD View",_a[eDwTypes_15.HC.NodeType.DrawingSheet]="Drawing Sheet",_a[eDwTypes_15.HC.NodeType.Part]="Part",_a[eDwTypes_15.HC.NodeType.PartInstance]="Part Instance",_a[eDwTypes_15.HC.NodeType.Pmi]="PMI",_a[eDwTypes_15.HC.NodeType.PmiBody]="PMI Body",_a[eDwTypes_15.HC.NodeType.PointsBody]="Points Body",_a[eDwTypes_15.HC.NodeType.TessBody]="Tessellation Body",_a[eDwTypes_15.HC.NodeType.Unknown]="Unknown",_a[eDwTypes_15.HC.NodeType.ViewFrame]="View Frame",_a[eDwTypes_15.HC.NodeType.WireBody]="Wire Body",_a);function l_isHCNode(iNode){return!isNaN(iNode)}function l_getHCNode(iNode){if(!l_isHCNode(iNode)){throw new Error("Not an HC node:\n"+JSON.stringify(iNode))}return iNode}return eDwUIDebugHTMLGenerator}));define("eDwUIHTMLEventMgr",["require","exports","eDwUIUtils"],(function(require,exports,eDwUIUtils){"use strict";var eDwUIHTMLEventMgr=function(){function eDwUIHTMLEventMgr(){this.mEventHandlerData={}}eDwUIHTMLEventMgr.prototype.addDelegatedEventHandler=function(iElemSelector,iEventName,iEventHandler){if(!iElemSelector||!iEventName||!iEventHandler)return false;var selectors=iElemSelector.split(" ");if(selectors.length<2)return false;var ancestorElementID=selectors.shift();return this.commonAddEventHandler(ancestorElementID,iEventName,iEventHandler,selectors.join().replace(".",""))};eDwUIHTMLEventMgr.prototype.addEventHandler=function(iElemID,iEventName,iEventHandler){if(!iElemID||!iEventName||!iEventHandler)return false;return this.commonAddEventHandler(iElemID,iEventName,iEventHandler)};eDwUIHTMLEventMgr.prototype.removeAllEventHandlers=function(){for(var eventName in this.mEventHandlerData){if(this.mEventHandlerData.hasOwnProperty(eventName)){var handlersOfEvent=this.mEventHandlerData[eventName];for(var elemID in handlersOfEvent){if(handlersOfEvent.hasOwnProperty(elemID)){this.removeEventHandlersByID(elemID,eventName,handlersOfEvent)}}delete this.mEventHandlerData[eventName]}}this.mEventHandlerData={}};eDwUIHTMLEventMgr.prototype.removeEventHandlers=function(iElemID,iEventName){var handlersRemoved=false;if(this.mEventHandlerData.hasOwnProperty(iEventName)){var handlersOfEvent=this.mEventHandlerData[iEventName];if(handlersOfEvent.hasOwnProperty(iElemID)){handlersRemoved=this.removeEventHandlersByID(iElemID,iEventName,handlersOfEvent)}}return handlersRemoved};eDwUIHTMLEventMgr.prototype.commonAddEventHandler=function(iElemID,iEventName,iEventHandler,iElemClasses){if(iElemClasses===void 0){iElemClasses=""}if(!iElemID)return false;var elements=[];if(iElemID==="window")elements.push(window);else if(iElemID==="document")elements.push(document);else elements=$(iElemID).toArray();if(!elements.length)return false;var handlersOfEvent=this.mEventHandlerData[iEventName];if(!handlersOfEvent){handlersOfEvent=this.mEventHandlerData[iEventName]={}}var elemHandlers=handlersOfEvent[iElemID];if(!elemHandlers){elemHandlers=handlersOfEvent[iElemID]={MainDispatcher:null,Handlers:[]}}if(elemHandlers.MainDispatcher){for(var _i=0,elements_1=elements;_i<elements_1.length;_i++){var element=elements_1[_i];element.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}}elemHandlers.MainDispatcher=function(ioEvent){eventDispatcher(ioEvent,elemHandlers.Handlers)};for(var _a=0,elements_2=elements;_a<elements_2.length;_a++){var element=elements_2[_a];element.addEventListener(iEventName,elemHandlers.MainDispatcher,true);elemHandlers.Handlers.push({EventTarget:element,ElementID:iElemID,TargetElemClasses:iElemClasses,Handler:iEventHandler})}console.debugLog("UIEventMgr","Added event - name = "+iEventName+", id = "+iElemID+", classes = "+iElemClasses+", Num handlers = "+elemHandlers.Handlers.length);return true};eDwUIHTMLEventMgr.prototype.removeEventHandlersByID=function(iElemID,iEventName,ioHandlersOfEvent){var handlersRemoved=false;var elemHandlers=ioHandlersOfEvent[iElemID];if(elemHandlers&&elemHandlers.Handlers.length){console.debugLog("UIEventMgr","Removed "+elemHandlers.Handlers.length+" handlers for event "+iEventName+" on element ID "+iElemID);for(var _i=0,_a=elemHandlers.Handlers;_i<_a.length;_i++){var handler=_a[_i];handler.EventTarget.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}elemHandlers.Handlers=[];handlersRemoved=true}else{console.debugLog("UIEventMgr","Tried to remove handlers for event "+iEventName+" on element ID "+iElemID+" but they were removed already.")}return handlersRemoved};return eDwUIHTMLEventMgr}();function eventDispatcher(ioEvent,iHandlerObjs){if(!iHandlerObjs||!iHandlerObjs.length)return;console.debugLog("UIEvents","Event = "+ioEvent.type+", Num handlers = "+iHandlerObjs.length);var runHandler=false;var targetJQ=eDwUIUtils.getAsJQueryObj(ioEvent.target);while(targetJQ.length&&!runHandler){for(var _i=0,iHandlerObjs_1=iHandlerObjs;_i<iHandlerObjs_1.length;_i++){var handlerObj=iHandlerObjs_1[_i];var targetClassName=targetJQ.className;console.debugLog("UIEvents","  element ID = "+handlerObj.ElementID+", target classes = "+handlerObj.TargetElemClasses+(targetClassName?", event target classes = "+targetClassName:""));var targetElemClasses=handlerObj.TargetElemClasses;var classes=targetElemClasses?targetElemClasses.split(" "):[];var numMatches=0;for(var j=0;j<classes.length;j++){numMatches+=targetJQ.hasClass(classes[j])?1:0}if(numMatches!==classes.length)continue;handlerObj.Handler(ioEvent);runHandler=true;var eventJQ=$(ioEvent);if(ioEvent.cancelable&&ioEvent.cancelBubble||eventJQ.isPropagationStopped&&eventJQ.isPropagationStopped()){return}}targetJQ=eDwUIUtils.getAsJQueryObj(targetJQ.parent());if(!runHandler&&targetJQ.length){console.debugLog("UIEvents","Events not found on target, checking parent "+"id="+targetJQ.id+", class="+targetJQ.className)}else if(!runHandler){console.debugLog("UIEvents","No matching events found on target.")}else{console.debugLog("UIEvents","Done processing event handlers.")}}}return eDwUIHTMLEventMgr}));define("eDwUIHTMLGenerator",["require","exports","eDwHierarchyNode","utils"],(function(require,exports,eDwHierarchyNode,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIHTMLGenerator=void 0;var cDefaultInitialLeftPaddingInPX=4;var cDefaultLeftPaddingInPX=27;var eDwUIHTMLGenerator=function(){function eDwUIHTMLGenerator(iViewer,iPanelUIID,iInitialLeftPaddingInPX,iLeftPaddingInPX){if(iInitialLeftPaddingInPX===void 0){iInitialLeftPaddingInPX=cDefaultInitialLeftPaddingInPX}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=cDefaultLeftPaddingInPX}this.mViewer=iViewer;this.mPanelUIID=iPanelUIID;this.mLeftPaddingInPX=iLeftPaddingInPX;this.mInitialLeftPaddingInPX=iInitialLeftPaddingInPX}eDwUIHTMLGenerator.prototype.generateHTMLForChildNodes=function(iParentNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var offset=this.computeOffset(iLeftPaddingInPX);var childrenNodes=this.forNodeGetChildren(iParentNode);for(var _i=0,childrenNodes_1=childrenNodes;_i<childrenNodes_1.length;_i++){var childNode=childrenNodes_1[_i];var descendentsHTML=iIncludeAllDescendents?this.generateHTMLForChildNodes(childNode,iIncludeAllDescendents,offset):"";if(!this.shouldIncludeNode(childNode)&&descendentsHTML.length===0){continue}var moreClasses=descendentsHTML?" edrawings-tree-expanded ":"";var nodeHTML=this.generateHTMLForNode(childNode,offset,moreClasses);generatedHTML+=nodeHTML+descendentsHTML}return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTMLForNode=function(iNode,iLeftPaddingInPX,iAdditionalClasses,iIgnoreChildren){if(iAdditionalClasses===void 0){iAdditionalClasses=""}if(iIgnoreChildren===void 0){iIgnoreChildren=false}var additionalClasses=iAdditionalClasses.replace("edrawings-tree-expanded","");var expanded=iAdditionalClasses.length!==additionalClasses.length;var highlight=this.getHighlightClass(iNode);var nonRootClass=additionalClasses.indexOf("edrawings-root")>-1||highlight===""?"":" edrawings-list-option";var currOffset=utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="<div class='edrawings-submenu-list-item"+highlight+" "+additionalClasses+"' style='padding-left: "+currOffset+"; width:calc(100% - "+currOffset+");' "+this.forNodeGetDataAttributes(iNode)+">";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+="<span class='item-tree-text"+highlight+" "+additionalClasses+"' "+this.forNodeGetDataAttributes(iNode)+"style='margin-left: 0px;'>"+this.forNodeGetElementContent(iNode)+"</span>";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="</div>";return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,""]}))}))};eDwUIHTMLGenerator.prototype.getNodeFromID=function(iNodeID){var modelViews=this.mViewer.getModel().getModelViews();for(var _i=0,modelViews_5=modelViews;_i<modelViews_5.length;_i++){var modelView=modelViews_5[_i];var hierNode=modelView.Nodes[iNodeID];if(hierNode)return hierNode}return undefined};eDwUIHTMLGenerator.getDisplayStateCSSClass=function(iHierNode,iNewAttrib){var classCSS="edrawings-"+iHierNode.Category;classCSS+=iHierNode.isActive()?"":"-inactive";var dummyNode=eDwHierarchyNode.create(iNewAttrib);var displayState=iNewAttrib?dummyNode.getDisplayState(iHierNode.getAttribs()):iHierNode.getDisplayState();switch(displayState){case"Invisible":classCSS+="-invisible";break;case"Visible":classCSS+="-visible";break;case"Transparent":classCSS+="-transparent";break;default:console.debugLog("UI","Invalid node display type: "+displayState)}return classCSS};eDwUIHTMLGenerator.prototype.shouldIncludeNode=function(iNode){var searchField=$(this.mPanelUIID+" .edrawings-menu-search-input");if(searchField&&searchField.val()){var regex=new RegExp(searchField.val(),"i");if(this.forNodeGetName(iNode).search(regex)<0)return false}return true};eDwUIHTMLGenerator.prototype.getHighlightClass=function(iNode){var isSelected=this.mViewer.SelectionMgr.isSelected(this.forNodeGetID(iNode));return isSelected?" edrawings-list-selected ":""};eDwUIHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="";if(!iIgnoreChildren&&this.forNodeHasChildren(iNode)){generatedHTML+="edrawings-tree-arrow "+"edrawings-tree-arrow-space-common ";if(iNodeExpanded)generatedHTML+="edrawings-tree-expanded "}else{generatedHTML+="edrawings-tree-space "+"edrawings-tree-arrow-space-common "}return generatedHTML};eDwUIHTMLGenerator.prototype.getPreSpanHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="<div class='"+this.getPreSpanIconHTML(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren);var nodeIconClass=this.forNodeGetDisplayStateCSSClass(iNode);generatedHTML+=iAdditionalClasses+"' data-hoopsid='"+this.forNodeGetID(iNode)+"'> </div> <div class='"+nodeIconClass+" "+iAdditionalClasses+" edrawings-tree-icon'> </div>";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"<div class='edrawings-submenu-list-item-button "+iAdditionalClasses+"'> </div>"};eDwUIHTMLGenerator.prototype.computeOffset=function(iLeftPaddingInPX){if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}return utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX:iLeftPaddingInPX+this.mLeftPaddingInPX};eDwUIHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getHierarchyNode(iNode).Name};eDwUIHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHierarchyNode(iNode).HOOPSID};eDwUIHTMLGenerator.prototype.forNodeGetParentID=function(iNode){var parentHierNode=l_getHierarchyNode(iNode).Parent;return parentHierNode?parentHierNode.HOOPSID:NaN};eDwUIHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childrenObj=l_getHierarchyNode(iNode).getChildrenAndKeys();return Object.keys(childrenObj).map((function(key){return childrenObj[key]}))};eDwUIHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){var parentNodeID=this.forNodeGetParentID(iNode);return" data-hoopsid='"+this.forNodeGetID(iNode)+"' "+(parentNodeID!==undefined?"data-hoopsparentid='"+parentNodeID+"' ":"")};eDwUIHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){return this.forNodeGetName(iNode)};eDwUIHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return eDwUIHTMLGenerator.getDisplayStateCSSClass(l_getHierarchyNode(iNode))};return eDwUIHTMLGenerator}();exports.eDwUIHTMLGenerator=eDwUIHTMLGenerator;function l_getHierarchyNode(iNode){if(!eDwHierarchyNode.isHierarchyNode(iNode)){throw new Error("Not a hierarchy node:\n"+JSON.stringify(iNode))}return iNode}}));define("eDwUIHierNodeVisMenuItemsPlugin",["require","exports","eDwCommandMgr","eDwSetHierNodeAttribsCmd","eDwShowOnlyCmd","eDwUIUtils","eDwEventMgr","eDwUIShortcutMenu","eDwKeyMgr","eDwEvents","eDwTypes","eDwUIBasePlugin","utils"],(function(require,exports,eDwCommandMgr,eDwSetHierNodeAttribsCmd,eDwShowOnlyCmd,eDwUIUtils,eDwEventMgr,eDwUIShortcutMenu_4,eDwKeyMgr_4,eDwEvents_7,eDwTypes_16,eDwUIBasePlugin_1,utils){"use strict";var eDwUIHierNodeVisMenuItemPlugin=function(_super){__extends(eDwUIHierNodeVisMenuItemPlugin,_super);function eDwUIHierNodeVisMenuItemPlugin(iViewer,iViewerFeatOpts){return _super.call(this,"HideShow",iViewer)||this}eDwUIHierNodeVisMenuItemPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){function isNotPartModel(iViewer){return!iViewer.getModel().isPart()}var shortcutMenu,isVisibleForASMAndDRW,isVisibleForASM,isVisibleNonRootForASMAndDRW;var _this=this;return __generator(this,(function(_a){_super.prototype.init.call(this);shortcutMenu=eDwUIShortcutMenu_4.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}isVisibleForASMAndDRW=function(iViewer,iIsSelected){return iIsSelected&&isNotPartModel(iViewer)};isVisibleForASM=function(iViewer,iIsSelected){return iIsSelected&&iViewer.getModel().isAssembly()};isVisibleNonRootForASMAndDRW=function(iViewer,iIsSelected){var model=iViewer.getModel();var modelViewHierNode=model.getActiveModelView().Hierarchy;var lastSelHierNode=iViewer.SelectionMgr.getLastSelHierarchyNode();return iIsSelected&&(model.isDrawing()||model.isAssembly()&&modelViewHierNode!==lastSelHierNode.Parent)};shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-hide-show",(function(iEvent,iUIItemJQ,iArg){var selMgr=_this.mViewer.SelectionMgr;var selHierNodes=selMgr.getSelHierarchyNodes();if(selHierNodes&&selHierNodes.length){(function(){return __awaiter(_this,void 0,void 0,(function(){var attrib,selHideShowCmd;return __generator(this,(function(_a){switch(_a.label){case 0:attrib={Visible:!selHierNodes[0].getAttribs().Visible};selHideShowCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selHideShowCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-transp-solid",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,selHierNodes,attrib,selTransSolidCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;selHierNodes=selMgr.getSelHierarchyNodes();if(!(selHierNodes&&selHierNodes.length))return[3,2];attrib={Opaque:!selHierNodes[0].getAttribs().Opaque};selTransSolidCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selTransSolidCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASM);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-isolate",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,showOnlyCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;showOnlyCmd=new eDwShowOnlyCmd(this.mViewer,selMgr.getSelHierarchyNodes());return[4,eDwCommandMgr.get().run(showOnlyCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleNonRootForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-show-all",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var showAllCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showAllCmd=new eDwShowOnlyCmd(this.mViewer);return[4,eDwCommandMgr.get().run(showAllCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isNotPartModel);this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item-button","click",(function(iEvent){console.debugLog("UIPlugin","HideShow menu button click");var selected=false;var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var parentJQ=targetJQ.parent();eDwUIUtils.scrollToTarget(parentJQ);var selIDHC=eDwUIUtils.getIDHC(parentJQ);if(!isNaN(selIDHC)){var existingIdx=_this.mViewer.SelectionMgr.getSelectedNodeIDIndex(selIDHC);selected=existingIdx>-1?true:_this.mViewer.SelectionMgr.selectByID(selIDHC)}if(selected){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))})()}}));console.debugLog("UIPlugin","Added HideShow click event handler");this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseup",(function(iEvent){console.debugLog("UIPlugin","HideShow menu mouseup");var eventJQ=$(iEvent);var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(!targetJQ||!targetJQ.length||!eventJQ||!eventJQ.length||targetJQ.hasClass("edrawings-root")||targetJQ.hasClass("edrawings-tree-arrow")||targetJQ.hasClass("edrawings-tree-expanded")||targetJQ.hasClass("edrawings-tree-icon")){return}if(!targetJQ.hasClass("edrawings-submenu-list-item"))return;var mouseEvent=iEvent;var pressedRMB=eDwKeyMgr_4.eDwKeyMgr.isRMBPressed(mouseEvent);var selected=false;var selIDHC=eDwUIUtils.getIDHC(targetJQ);if(utils.isNumber(selIDHC)){if(!eDwKeyMgr_4.eDwKeyMgr.get().isDown("Shift")){selected=_this.mViewer.SelectionMgr.selectByID(selIDHC)}else{var selector=".edrawings-submenu-list-item"+".edrawings-list-selected:has([data-hoopsid])";var filter=".edrawings-submenu-list-item:has([data-hoopsid])";var collectionPrevJQ=targetJQ.prevUntil(selector,filter);if(collectionPrevJQ.length===0||collectionPrevJQ.last().prev(selector).length===0){collectionPrevJQ=$([])}var collectionNextJQ=targetJQ.nextUntil(selector,filter);if(collectionNextJQ.length===0||collectionNextJQ.last().next(selector).length===0){collectionNextJQ=$([])}var collectionJQ=$([]).add(collectionPrevJQ).add(targetJQ).add(collectionNextJQ);collectionJQ.each((function(iIdx,iElement){var elementJQ=$(iElement);var selIDHC=eDwUIUtils.getIDHC(elementJQ);_this.mViewer.SelectionMgr.selectByID(selIDHC)}));selected=true;iEvent.preventDefault()}}else{selected=!targetJQ.hasClass("edrawings-list-selected");targetJQ[selected?"addClass":"removeClass"]("edrawings-list-selected")}(function(){return __awaiter(_this,void 0,void 0,(function(){var eventMgr,onSelectDoRMB;var _this=this;return __generator(this,(function(_a){eventMgr=eDwEventMgr.get();onSelectDoRMB=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eventMgr.removeEventHandlerFunc(eDwEvents_7.SelectEvent,"onSelectDoRMB");return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))};if(selected&&pressedRMB){eventMgr.addEventHandlerFunc(eDwEvents_7.SelectEvent,onSelectDoRMB)}return[2]}))}))})()}));console.debugLog("UIPlugin","Added HideShow mouseup event handler");return[2]}))}))};eDwUIHierNodeVisMenuItemPlugin.prototype.check=function(iPluginName){return _super.prototype.check.call(this,iPluginName)||iPluginName===undefined};eDwUIHierNodeVisMenuItemPlugin.prototype.fireEvent=function(iEvent,iAppEvent){return __awaiter(this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iEvent||!iAppEvent||!this.mViewer)return[2];if(!(iAppEvent===eDwEvents_7.RightClickEvent))return[3,3];if(!utils.isOfType(iEvent,"clientX"))return[3,2];screenPos=new eDwTypes_16.HC.Point2(iEvent.clientX,iEvent.clientY);return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,screenPos,$(iEvent.target),this.PluginGroupName)];case 1:_a.sent();_a.label=2;case 2:return[3,5];case 3:if(!(iAppEvent===eDwEvents_7.UnselectEvent))return[3,5];return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,[])];case 4:_a.sent();_a.label=5;case 5:return[2]}}))}))};return eDwUIHierNodeVisMenuItemPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIHierNodeVisMenuItemPlugin}));define("eDwUILayerHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwLayer","utils"],(function(require,exports,eDwUIHTMLGenerator_2,eDwLayer,utils){"use strict";var eDwUILayerHTMLGenerator=function(_super){__extends(eDwUILayerHTMLGenerator,_super);function eDwUILayerHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUILayerHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,layers,_i,layers_2,layer;return __generator(this,(function(_a){generatedHTML="";layers=this.mViewer.getModel().getLayers();if(layers.length){generatedHTML+="<div class='edrawings-submenu-list-item "+"edrawings-root' style='padding-left: "+this.mInitialLeftPaddingInPX+"px; "+"width:calc(100% - "+this.mInitialLeftPaddingInPX+"px);'> "+"<input id='layer-all' class='layer-all "+" edrawings-layer-checkbox-style' "+" type='checkbox' checked> "+"<span class='item-tree-text'>"+"Name</span></div>"+"<hr style='margin-top:0;margin-left:5px;"+"margin-right:10px;'>"}for(_i=0,layers_2=layers;_i<layers_2.length;_i++){layer=layers_2[_i];if(!this.shouldIncludeNode(layer))continue;generatedHTML+=this.generateHTMLForNode(layer,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUILayerHTMLGenerator.prototype.getPreSpanHTML=function(iLayer,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return"<input class='item-layer-checkbox"+" edrawings-layer-checkbox-style' type='checkbox' "+(iLayer.getAttribs().Visible?"checked":"unchecked")+">"};eDwUILayerHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUILayerHTMLGenerator.prototype.shouldIncludeNode=function(iLayer){return true};eDwUILayerHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getLayer(iNode).getName()};eDwUILayerHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getLayer(iNode).getIDHC()};eDwUILayerHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return NaN};eDwUILayerHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childNodes=[];if(this.mViewer.ViewerFeatureOpts.Debug){childNodes=l_getLayer(iNode).getNodeIDsHC()}return childNodes};eDwUILayerHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return""};eDwUILayerHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return""};return eDwUILayerHTMLGenerator}(eDwUIHTMLGenerator_2.eDwUIHTMLGenerator);function l_getLayer(iNode){if(!utils.isInstanceOf(iNode,eDwLayer)){throw new Error("Not a layer:\n"+JSON.stringify(iNode))}return iNode}return eDwUILayerHTMLGenerator}));define("eDwUIMessageReporter",["require","exports","eDwUIUtils","utils"],(function(require,exports,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.showMessageInDebugPanel=exports.showMessagePanelFromCSScontent=exports.showResultPanel=exports.showServerLoadErrorPanel=void 0;function showServerLoadErrorPanel(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({},"edrawings-server-load-failure-1")];case 1:_a.sent();return[4,l_showServerError(iServerID,iModelCacheName)];case 2:_a.sent();return[2]}}))}))}exports.showServerLoadErrorPanel=showServerLoadErrorPanel;function showResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=false;if(!utils.isOfType(iResult,"ServerID"))return[3,2];return[4,l_showConversionResultPanel(iResult)];case 1:showButtons=_b.sent();return[3,5];case 2:_a=iResult.ErrorCode;return[3,3];case 3:return[4,l_showPanelGeneric(iResult)];case 4:showButtons=_b.sent();return[3,5];case 5:return[2,showButtons]}}))}))}exports.showResultPanel=showResultPanel;function showMessagePanelFromCSScontent(iTextClass,iOptions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText(!!iOptions?iOptions:{},iTextClass)];case 1:_a.sent();return[4,l_showMessagePanel()];case 2:_a.sent();return[2]}}))}))}exports.showMessagePanelFromCSScontent=showMessagePanelFromCSScontent;function showMessageInDebugPanel(iMsg){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_showMessagePanel(iMsg,true,true)];case 1:_a.sent();return[2]}}))}))}exports.showMessageInDebugPanel=showMessageInDebugPanel;function l_showConversionResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=l_shouldShowButtons();_a=iResult.ErrorCode;switch(_a){case"URLNotAccessible":return[3,1];case"UnsupportedFileType":return[3,4];case"UnknownLicenseError":return[3,7];case"LicenseVersionMismatch":return[3,10];case"NoMoreLicenses":return[3,13];case"CannotConnectToLicenseServer":return[3,16];case"LicenseExpired":return[3,19];case"UnknownError":return[3,22]}return[3,25];case 1:return[4,l_addParagraphToPanelText({"data-file-url":iResult.ErrorData[0]},"edrawings-server-url-inaccessible")];case 2:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_b.sent();return[3,29];case 4:return[4,l_addParagraphToPanelText({"data-file":iResult.FileName},"edrawings-server-unsupported-file-type")];case 5:_b.sent();return[4,l_showMessagePanel("",true,showButtons,"edrawings-error-title edrawings-dialog-no-close")];case 6:_b.sent();return[3,29];case 7:return[4,l_addParagraphToPanelText({},"edrawings-unknown-license-error")];case 8:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 9:_b.sent();return[3,29];case 10:return[4,l_addParagraphToPanelText({},"edrawings-license-version-mismatch-error")];case 11:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 12:_b.sent();return[3,29];case 13:return[4,l_addParagraphToPanelText({},"edrawings-no-licenses-error")];case 14:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 15:_b.sent();return[3,29];case 16:return[4,l_addParagraphToPanelText({},"edrawings-license-server-connection-error")];case 17:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 18:_b.sent();return[3,29];case 19:return[4,l_addParagraphToPanelText({},"edrawings-license-expired-error")];case 20:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 21:_b.sent();return[3,29];case 22:return[4,l_addParagraphToPanelText({},"edrawings-unknown-error")];case 23:_b.sent();return[4,l_showServerError(iResult.ServerID,iResult.ModelCacheName)];case 24:_b.sent();return[3,29];case 25:if(!l_isDebug())return[3,27];return[4,l_showPanelGeneric(iResult)];case 26:_b.sent();return[3,28];case 27:showServerLoadErrorPanel(iResult.ServerID,iResult.ModelCacheName);_b.label=28;case 28:return[3,29];case 29:return[2,showButtons]}}))}))}function l_showPanelGeneric(iResult){return __awaiter(this,void 0,void 0,(function(){var _a,msg,classes,_i,_b,data;return __generator(this,(function(_c){switch(_c.label){case 0:_a=iResult.ErrorCode;switch(_a){case"AJAXFailure":return[3,1];case"IncompleteFileProcessing":return[3,4];case"ModelLoadInViewerFailed":return[3,7]}return[3,11];case 1:return[4,l_addParagraphToPanelText({},"edrawings-server-ajax-failure")];case 2:_c.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_c.sent();return[3,13];case 4:return[4,l_addParagraphToPanelText({},"edrawings-unable-process-file")];case 5:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 6:_c.sent();return[3,13];case 7:return[4,l_addParagraphToPanelText({"data-error-message":iResult.ErrorData[0]},"edrawings-viewer-load-failure")];case 8:_c.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iResult.ErrorData[1]},"edrawings-server-load-failure-3")];case 9:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 10:_c.sent();return[3,13];case 11:msg="";classes="edrawings-dialog-no-close";switch(iResult.ErrorCode){case"Error":classes+=" edrawings-error-title";break;case"Warn":classes+=" edrawings-warn-title";break;default:classes+=" edrawings-info-title";msg+="<div>"+iResult.ErrorCode+"</div>";break}for(_i=0,_b=iResult.ErrorData;_i<_b.length;_i++){data=_b[_i];msg+="<div style='white-space: nowrap'>"+data+"</div>"}return[4,l_showMessagePanel(msg,true,false,classes)];case 12:_c.sent();return[3,13];case 13:return[2,l_shouldShowButtons()]}}))}))}function l_addParagraphToPanelText(iOptions,iTextClass){return __awaiter(this,void 0,void 0,(function(){function getValue(iValue){return typeof iValue==="string"?"'"+iValue+"'":iValue.toString()}var msgPanelTextJQ,div,optionKeys,_i,optionKeys_1,optionKey;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();div="<div class='"+iTextClass+" edrawings-dialog-content'";optionKeys=Object.keys(iOptions);for(_i=0,optionKeys_1=optionKeys;_i<optionKeys_1.length;_i++){optionKey=optionKeys_1[_i];div+=" "+optionKey+"="+getValue(iOptions[optionKey])}div+="></div>";msgPanelTextJQ.append(div);return[2]}}))}))}function l_showMessagePanel(iMsg,iModal,iShowButtons,iDlgClasses){if(iMsg===void 0){iMsg=""}if(iModal===void 0){iModal=true}if(iShowButtons===void 0){iShowButtons=false}if(iDlgClasses===void 0){iDlgClasses="edrawings-info-title edrawings-dialog-no-close"}return __awaiter(this,void 0,void 0,(function(){var msgPanelTextJQ,opts,msgPanel,msgPanelTitleJQ,text;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();if(iMsg)msgPanelTextJQ.html(iMsg);opts={modal:iModal,width:window.innerWidth*.6,minWidth:200,dialogClass:iDlgClasses,closeOnEscape:iShowButtons};msgPanel=$("#edrawings-dialog-panel");if(iShowButtons){$.extend(opts,{buttons:{Ok:function(){msgPanel.dialog("close")}},close:function(iEvent){$(".edrawings-dialog-content").remove()}})}$.extend(opts,{beforeClose:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().off("drop")},open:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().on("drop",(function(iEvent2){iEvent2.preventDefault();iEvent2.stopPropagation()}))}});eDwUIUtils.hide("#WaitBanner",true);msgPanel.dialog(opts);if(iDlgClasses.indexOf("edrawings")>-1&&iDlgClasses.indexOf("title")>-1){msgPanelTitleJQ=msgPanel.prev().find(".ui-dialog-title");text="";if(msgPanelTitleJQ){text=msgPanelTitleJQ.css("content").replace(/^['"]+|\\|(;\s?})+|['"]$/g,"")}msgPanelTitleJQ.text(text)}return[2]}}))}))}function l_shouldShowButtons(){var viewerHTMLElem=$(eDwUIUtils.getViewerElementID()).get(0);return $._data(viewerHTMLElem,"events").dragover}function l_isDebug(){var viewerFeatOpts={Debug:false};eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts,false);return viewerFeatOpts.Debug||false}function l_getDialogPanelTextElem(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!!lDialogTextJQ.length)return[3,2];return[4,eDwUIUtils.loadPanel("#edrawings-dialog-panel","dialogpanel.html")];case 1:_a.sent();lDialogTextJQ=$("#edrawings-dialog-panel-text");_a.label=2;case 2:return[2,lDialogTextJQ]}}))}))}function l_showServerError(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({"data-server-id":iServerID},"edrawings-server-load-failure-2")];case 1:_a.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iModelCacheName},"edrawings-server-load-failure-3")];case 2:_a.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_a.sent();return[2]}}))}))}var lDialogTextJQ=$()}));define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_3){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_6,modelView,modelViewHierNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_6=modelViews;_i<modelViews_6.length;_i++){modelView=modelViews_6[_i];modelViewHierNode=modelView.Hierarchy;if(!this.shouldIncludeNode(modelViewHierNode)){continue}generatedHTML+=this.generateHTMLForNode(modelViewHierNode,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUIModelViewHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};eDwUIModelViewHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUIModelViewHTMLGenerator}(eDwUIHTMLGenerator_3.eDwUIHTMLGenerator);return eDwUIModelViewHTMLGenerator}));define("eDwUIPluginMgr",["require","exports","eDwServiceMgr","eDwGenericError","utils"],(function(require,exports,eDwServiceMgr,eDwGenericError,utils){"use strict";var eDwUIPluginMgr=function(){function eDwUIPluginMgr(){this.clearPluginData()}eDwUIPluginMgr.prototype.loadPlugins=function(iPluginClassNames,iViewer,iViewerFeatOpts){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPluginClassNames_1,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iPluginClassNames.length)return[2];promises=[];for(_i=0,iPluginClassNames_1=iPluginClassNames;_i<iPluginClassNames_1.length;_i++){pluginClassName=iPluginClassNames_1[_i];if(!pluginClassName)continue;l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),promises)}return[4,Promise.all(promises)];case 1:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.loadDynamicPlugins=function(iViewer){return __awaiter(this,void 0,void 0,(function(){var pluginClassNames;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwServiceMgr.get().importPlugins()];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer)];case 2:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.onClick=function(iID,iActivate){var plugin=this.mIDToPluginMap[iID];if(plugin){plugin.onClick(iActivate);return true}return false};eDwUIPluginMgr.prototype.destroy=function(){for(var _i=0,_a=this.mUIPlugins;_i<_a.length;_i++){var plugin=_a[_i];plugin.destroy()}this.clearPluginData();eDwUIPluginMgr.sMgr=null};eDwUIPluginMgr.get=function(){if(!eDwUIPluginMgr.sMgr){eDwUIPluginMgr.sMgr=new eDwUIPluginMgr}return eDwUIPluginMgr.sMgr};eDwUIPluginMgr.prototype.clearPluginData=function(){this.mUIPlugins=[];this.mIDToPluginMap={};this.mPluginClassNameProcessed={}};eDwUIPluginMgr.prototype.loadPlugin=function(iPluginClassName,iViewer,iViewerFeatOpts){var _this=this;var onPluginLoaded=function(iGenericPluginClassConstructor){return __awaiter(_this,void 0,void 0,(function(){var plugin,pluginButtonID,pluginClassNames,loadedPluginPromises,_i,pluginClassNames_1,pluginClassName,iExcp_15;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,6,,7]);plugin=new iGenericPluginClassConstructor(iViewer,iViewerFeatOpts);this.mUIPlugins.push(plugin);pluginButtonID=plugin.PluginButtonID;if(pluginButtonID){this.mIDToPluginMap[pluginButtonID]=plugin}console.debugLog("UIPlugin","Dynamically loaded "+iPluginClassName);if(!plugin.Dependencies.length)return[3,4];return[4,eDwServiceMgr.get().importDependencies(plugin.Dependencies)];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer,iViewerFeatOpts)];case 2:_a.sent();loadedPluginPromises=[];for(_i=0,pluginClassNames_1=pluginClassNames;_i<pluginClassNames_1.length;_i++){pluginClassName=pluginClassNames_1[_i];if(!pluginClassName)continue;try{l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),loadedPluginPromises)}catch(iExcp){console.warn("Importing dependencies for "+iPluginClassName+" failed - "+iExcp.message)}}return[4,Promise.all(loadedPluginPromises)];case 3:_a.sent();_a.label=4;case 4:return[4,plugin.init()];case 5:_a.sent();console.debugLog("UIPlugin","Initialized "+iPluginClassName);return[3,7];case 6:iExcp_15=_a.sent();console.warn("Constructing "+iPluginClassName+" failed - "+iExcp_15.message);return[3,7];case 7:return[2]}}))}))};try{console.debugLog("UIPlugin","Attempting dynamic load of "+iPluginClassName);return new Promise((function(iResolveFunc,iRejectFunc){if(_this.mPluginClassNameProcessed[iPluginClassName]){iResolveFunc()}else{_this.mPluginClassNameProcessed[iPluginClassName]=true;require([iPluginClassName],(function(iClassConstructor){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,onPluginLoaded(iClassConstructor).then(iResolveFunc,(function(iReason){if(iRejectFunc)iRejectFunc(iReason);else{var msg=JSON.stringify(iReason);console.debugLog("UIPlugin",msg);throw new eDwGenericError("")}}))];case 1:_a.sent();return[2]}}))}))})()}))}}))}catch(iExcp){console.warn("Dynamic load failed for "+iPluginClassName+" - "+iExcp.message);return Promise.reject()}};return eDwUIPluginMgr}();function l_appendPromiseToArray(iPromise,ioPromises){utils.appendToArray(iPromise,ioPromises)}return eDwUIPluginMgr}));define("eDwUISheetTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_4){"use strict";var eDwUISheetTreeHTMLGenerator=function(_super){__extends(eDwUISheetTreeHTMLGenerator,_super);function eDwUISheetTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUISheetTreeHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer")return false;return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUISheetTreeHTMLGenerator}(eDwUIHTMLGenerator_4.eDwUIHTMLGenerator);return eDwUISheetTreeHTMLGenerator}));define("eDwUIShortcutMenu",["require","exports","eDwUIHTMLEventMgr","eDwGenericError","eDwEventMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIHTMLEventMgr,eDwGenericError,eDwEventMgr,eDwEvents_8,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIShortcutMenu=void 0;var eDwUIShortcutMenu=function(){function eDwUIShortcutMenu(){var _this=this;this.mMenuHandlers={};this.mMenuVisibilityHandlerObjs={};this.mCheckPluginHandlers={};$(c_menuID).menu({select:function(iEvent,iUIItemJQ){var itemJQ=iUIItemJQ.item;if(!itemJQ||itemJQ.hasClass(".ui-state-disabled"))return;var handler=_this.mMenuHandlers[itemJQ.attr("id")];if(handler){handler(iEvent,iUIItemJQ,_this.mArg)}else{console.debugLog("shortcutmenu","Missing shortcut menu handler: "+itemJQ.attr("class"))}}});eDwUIShortcutMenu.hide();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mUIHTMLEventMgr.addEventHandler("document","contextmenu",eDwUIUtils.inhibitEventBehavior);var showShortcutMenu=function(iViewer,iScreenPos,iArg,iPluginName){return __awaiter(_this,void 0,void 0,(function(){var menuItemID,visibilityHandlerObj,pluginHandler,visState,handlerExists;return __generator(this,(function(_a){this.mArg=iArg;for(menuItemID in this.mMenuVisibilityHandlerObjs){visibilityHandlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];pluginHandler=this.mCheckPluginHandlers[visibilityHandlerObj.PluginName];visState=pluginHandler?!pluginHandler(iPluginName):false;handlerExists=visibilityHandlerObj.VisHandler;visState=visState||(handlerExists?!visibilityHandlerObj.VisHandler(iViewer,iArg):false);eDwUIUtils.hide("#"+menuItemID,visState)}eDwUIShortcutMenu.show(iScreenPos.x,iScreenPos.y);return[2]}))}))};var hideShortcutMenu=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){eDwUIShortcutMenu.hide();return[2]}))}))};var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwEvents_8.RightClickEvent,showShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.UnselectEvent,hideShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.LeftClickEvent,hideShortcutMenu)}eDwUIShortcutMenu.prototype.isEmpty=function(){return!$(c_menuID+" ul").length&&!$(c_menuID+" li").length};eDwUIShortcutMenu.prototype.removeAllEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwEvents_8.RightClickEvent,"showShortcutMenu");eventMgr.removeEventHandlerFunc(eDwEvents_8.UnselectEvent,"hideShortcutMenu");this.mMenuHandlers={};this.mCheckPluginHandlers={}};eDwUIShortcutMenu.prototype.destroy=function(){eDwUIShortcutMenu.hide();this.removeAllEventHandlers();$(c_menuID+" ul").remove();$(c_menuID+" li").remove();eDwUIShortcutMenu.sMenu=null};eDwUIShortcutMenu.prototype.addMenuItem=function(iPluginName,iMenuItemCSSClassName,iHandlerFunc,iIsVisibleFunc,iInitHideMenuItem,iParentMenuSelector){if(iHandlerFunc===void 0){iHandlerFunc=null}if(iIsVisibleFunc===void 0){iIsVisibleFunc=l_shouldBeVisible}if(iInitHideMenuItem===void 0){iInitHideMenuItem=true}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}if(!iMenuItemCSSClassName){console.debugLog("shortcutmenu","Missing selector.");throw new eDwGenericError("Missing selector.")}var menuJQ=$(iParentMenuSelector);var menuItemJQ=l_insertInMenu("li",iPluginName,iMenuItemCSSClassName,menuJQ);var menuItemID=menuItemJQ.attr("id");eDwUIUtils.hide("#"+menuItemID,iInitHideMenuItem);if(iHandlerFunc){this.mMenuHandlers[menuItemID]=iHandlerFunc}var handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];if(!handlerObj){handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID]={VisHandler:iIsVisibleFunc,PluginName:iPluginName}}else{handlerObj.VisHandler=iIsVisibleFunc;handlerObj.PluginName=iPluginName}};eDwUIShortcutMenu.prototype.addSubMenu=function(iPluginName,iSubMenuCSSClassName,iHideSubMenu,iParentMenuSelector){if(iHideSubMenu===void 0){iHideSubMenu=false}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var subMenuJQ=$(iParentMenuSelector);l_insertInMenu("ul",iPluginName,iSubMenuCSSClassName,subMenuJQ);if(iHideSubMenu)eDwUIShortcutMenu.hide()};eDwUIShortcutMenu.prototype.addMenuSeparator=function(iPluginName){this.addMenuItem(iPluginName,"edrawings-shortcut-divider",null,(function(iViewer,iArg){if(l_getNumVisMenuItems()){return l_shouldBeVisible(iViewer,iArg)}return false}))};eDwUIShortcutMenu.prototype.setPluginCheck=function(iPluginNameKey,iCheckFunc){if(iPluginNameKey){this.mCheckPluginHandlers[iPluginNameKey]=iCheckFunc;return true}return false};eDwUIShortcutMenu.prototype.removeAllMenuItems=function(iPluginName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}this.removeMenuItem(iPluginName,"",iParentMenuSelector)};eDwUIShortcutMenu.prototype.removeMenuItem=function(iPluginName,iMenuItemCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var menuItemJQ=l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName);var menuItemID=menuItemJQ.attr("id");delete this.mMenuHandlers[menuItemID];delete this.mMenuVisibilityHandlerObjs[menuItemID];$(iParentMenuSelector).menu("refresh")};eDwUIShortcutMenu.prototype.removeSubMenu=function(iPluginName,iSubMenuCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}l_removeFromMenu(iParentMenuSelector,iPluginName,iSubMenuCSSClassName)};eDwUIShortcutMenu.get=function(){if(!eDwUIShortcutMenu.sMenu){eDwUIShortcutMenu.sMenu=new eDwUIShortcutMenu}return eDwUIShortcutMenu.sMenu};eDwUIShortcutMenu.destroy=function(){if(eDwUIShortcutMenu.sMenu)eDwUIShortcutMenu.sMenu.destroy()};eDwUIShortcutMenu.show=function(iX,iY,iParentRect){var numVisMenuItems=l_getNumVisMenuItems();if(!numVisMenuItems)return;var menuJQ=$(c_menuID);var viewerElemJQ=$("#edrawings-canvas");var parentRect=iParentRect?iParentRect:{Width:viewerElemJQ.width(),Height:viewerElemJQ.height()};var posx=iX;var posy=iY;var menuHeight=menuJQ.height();var menuWidth=menuJQ.width();if(posx+menuWidth>parentRect.Width){posx=parentRect.Width-menuWidth-5}if(posy+menuHeight>parentRect.Height){posy=parentRect.Height-menuHeight-5}menuJQ.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide(c_menuID,false)};eDwUIShortcutMenu.hide=function(){eDwUIUtils.hide(c_menuID,true);eDwUIUtils.hide(c_menuID+" ul",true);eDwUIUtils.hide(c_menuID+" li",true)};return eDwUIShortcutMenu}();exports.eDwUIShortcutMenu=eDwUIShortcutMenu;var c_menuID="#edrawings-shortcut-menu";var c_divider="-";var c_dummyText="dummy";function l_validatePlugin(iPluginName){if(!iPluginName){console.debugLog("shortcutmenu","Missing menu group name.");throw new eDwGenericError("Missing menu group name.")}}function l_insertInMenu(iElementStyle,iPluginName,iCSSClassName,iParentMenuJQ){l_validatePlugin(iPluginName);var text=iCSSClassName==="edrawings-shortcut-divider"?c_divider:c_dummyText;var menuElemJQ=$("<"+iElementStyle+" class ='"+iCSSClassName+" edrawings-shortcut-menu-text'>"+text+"</"+iElementStyle+">");menuElemJQ.attr("plugin-name",iPluginName);if(!menuElemJQ.attr("id")){menuElemJQ.attr("id",iCSSClassName+"-id")}iParentMenuJQ.append(menuElemJQ);iParentMenuJQ.menu("refresh");if(text===c_dummyText)menuElemJQ.text("");return menuElemJQ}function l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName){return $(iParentMenuSelector).find("[plugin-name='"+iPluginName+"']"+iMenuItemCSSClassName).remove()}function l_getNumVisMenuItems(iPluginName){var menuItems=$(c_menuID+" li");var hiddenMenuItems=$(c_menuID+" li.edrawings-ui-hide");if(iPluginName){menuItems=menuItems.find("[plugin-name='"+iPluginName+"']");hiddenMenuItems=hiddenMenuItems.find("[plugin-name='"+iPluginName+"']")}return menuItems.length-hiddenMenuItems.length}function l_shouldBeVisible(iViewer,iArg){return typeof iArg==="boolean"?false:true}}));define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_5){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,(function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.find("Category","table");for(_i=0,tableNodes_1=tableNodes;_i<tableNodes_1.length;_i++){tableNode=tableNodes_1[_i];if(!this.shouldIncludeNode(tableNode))continue;generatedHTML+=this.generateHTMLForNode(tableNode,NaN,"edrawings-root "+iAdditionalClasses,true)}}return[2,generatedHTML]}))}))};eDwUITableHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUITableHTMLGenerator}(eDwUIHTMLGenerator_5.eDwUIHTMLGenerator);return eDwUITableHTMLGenerator}));define("eDwUIUtils",["require","exports","eDwView","eDwServiceMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwZoomToFitCmd","eDwResetCmd","eDwUIHTMLGenerator","eDwUISheetTreeHTMLGenerator","eDwUILayerHTMLGenerator","eDwUIDebugHTMLGenerator","eDwEventMgr","eDwAJAXError","eDwResultError","eDwNodeAttributes","eDwTypes","eDwEvents","eDwUIMessageReporter","utils","eDwKeyMgr"],(function(require,exports,eDwView,eDwServiceMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwZoomToFitCmd,eDwResetCmd,eDwUIHTMLGenerator_6,eDwUISheetTreeHTMLGenerator,eDwUILayerHTMLGenerator,eDwUIDebugHTMLGenerator,eDwEventMgr,eDwAJAXError,eDwResultError,eDwNodeAttributes_4,eDwTypes_17,eDwEvents_9,eDwUIMessageReporter,utils,eDwKeyMgr_5){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.getAsJQueryObj=exports.adjustScrollArrows=exports.disableScrollOnTouch=exports.enableScrollOnTouch=exports.executeScrolling=exports.positionMenuPanelArrowCollapseButton=exports.fixMenuPanelInwardToolbar=exports.viewFile=exports.makeResult=exports.getViewerElementID=exports.getViewerElementName=exports.resetToHomeView=exports.isStateOn=exports.isIDInJQuery=exports.deactivateUI=exports.activateUI=exports.getIDHC=exports.scrollToTarget=exports.getPosition=exports.getRequestedQueryStringParams=exports.hide=exports.loadPanel=exports.getSpanText=exports.getTarget=exports.getText=exports.addPanelModeEvents=exports.populateModelViewPanel=exports.inhibitEventBehavior=exports.loadComponentHTML=exports.deactivateMoveInput=exports.addCloseEventHandler=exports.scrollToTreeNode=exports.expandSelected=exports.switchModelView=exports.updateModelViewTargets=exports.searchPanelList=exports.zoomToFit=exports.addSubTreeArrowEventHandler=exports.updateUI=exports.getUIPanelID=exports.setUIGenerator=exports.getUIGenerator=exports.createUIGenerators=exports.updateIcons=void 0;function updateIcons(iHierNodesAndAttribs){for(var _i=0,iHierNodesAndAttribs_4=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_4.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_4[_i];var hierNode=hierNodeAndAttribs.HierNode;var attribs=hierNodeAndAttribs.Attribs;var listItemDiv=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-submenu-list-item"]');var iconDiv=listItemDiv.children("div.edrawings-tree-icon");iconDiv.removeClass(l_getAllDisplayStateCSSClasses(hierNode));var newCSSClass=eDwUIHTMLGenerator_6.eDwUIHTMLGenerator.getDisplayStateCSSClass(hierNode,attribs);iconDiv.addClass(newCSSClass)}}exports.updateIcons=updateIcons;function createUIGenerators(iViewer){var panelID="#edrawings-sheet-tree-menu";l_generators[panelID]=new eDwUISheetTreeHTMLGenerator(iViewer,panelID);panelID="#edrawings-layer-control-menu";l_generators[panelID]=new eDwUILayerHTMLGenerator(iViewer,panelID);panelID="#edrawings-debug-menu";l_generators[panelID]=new eDwUIDebugHTMLGenerator(iViewer,panelID)}exports.createUIGenerators=createUIGenerators;function getUIGenerator(iName){return l_generators[iName]}exports.getUIGenerator=getUIGenerator;function setUIGenerator(iName,iGen){l_generators[iName]=iGen}exports.setUIGenerator=setUIGenerator;function getUIPanelID(iTargetJQ){var panelJQ=iTargetJQ.closest(".edrawings-submenu");return panelJQ?"#"+panelJQ[0].id:""}exports.getUIPanelID=getUIPanelID;function updateUI(iViewer,iModelView,iInit){if(iInit===void 0){iInit=false}return __awaiter(this,void 0,void 0,(function(){var model,listHTML,listJQ,gen,modelViews,_i,modelViews_7,modelView;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iViewer)return[3,2];if(iViewer.ViewerFeatureOpts.Debug)l_populateDebugPanel(iViewer);model=iViewer.getModel();if(!iModelView)return[3,2];if(iModelView===model.getActiveModelView()){listHTML="";listJQ=$("#edrawings-sheet-tree-menu .edrawings-submenu-list");gen=getUIGenerator("#edrawings-sheet-tree-menu");modelViews=iViewer.getModel().getModelViews();for(_i=0,modelViews_7=modelViews;_i<modelViews_7.length;_i++){modelView=modelViews_7[_i];listHTML+=gen.generateHTMLForNode(modelView.Hierarchy,NaN,"edrawings-root")}listJQ.empty();listJQ.append(listHTML)}updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected");if(!iInit)return[3,2];return[4,l_populateLayerPanel(iViewer)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.updateUI=updateUI;function addSubTreeArrowEventHandler(ioUIHTMLEventMgr,iTreeNodeID){ioUIHTMLEventMgr.addDelegatedEventHandler(iTreeNodeID+" .edrawings-tree-arrow","click",(function(iEvent){if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ[0])return;function collapseListNode(iTargetJQ){var parentElemJQ=iTargetJQ[0]?getAsJQueryObj(iTargetJQ[0].parentElement):$();if(!parentElemJQ.hasClass("edrawings-submenu-list")){parentElemJQ=parentElemJQ[0]?getAsJQueryObj(parentElemJQ[0].parentElement):$()}if(!parentElemJQ[0]){console.warn("No list found for the collapsable element.");return}var parentElem=parentElemJQ[0];var childElemsJQ=parentElemJQ.children("[data-hoopsparentid='"+iTargetJQ.data("hoopsid")+"']");$.each(childElemsJQ,(function(iArg,iElem){collapseListNode($(iElem));parentElem.removeChild(iElem)}))}if(targetJQ.hasClass("edrawings-tree-expanded")){collapseListNode(targetJQ);targetJQ.removeClass("edrawings-tree-expanded")}else{var appendJQ=targetJQ.closest(".edrawings-submenu-list-item");var panelID=getUIPanelID(appendJQ);var gen=getUIGenerator(panelID);var nodeToExpandHC=parseInt(targetJQ.data("hoopsid"),10);var node=gen.getNodeFromID(nodeToExpandHC);if(node===undefined){console.debugLog("ListUI","There is no node for the ID");return}var offset=parseInt($(appendJQ).css("padding-left"),10);appendJQ.after(gen.generateHTMLForChildNodes(node,false,offset));targetJQ.addClass("edrawings-tree-expanded")}}))}exports.addSubTreeArrowEventHandler=addSubTreeArrowEventHandler;function zoomToFit(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var nodeIDHC,activeModelView,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDHC=iViewer.SelectionMgr.getLastSelIDHC();if(utils.isNaN(nodeIDHC)){activeModelView=iViewer.getModel().getActiveModelView();nodeIDHC=activeModelView.Hierarchy.HOOPSID}zoomToFitCmd=new eDwZoomToFitCmd(iViewer,nodeIDHC,iViewer.getHCView().getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.zoomToFit=zoomToFit;function searchPanelList(iViewer,iElemJQ){var panelID=getUIPanelID(iElemJQ);var listJQ=$(panelID+" .edrawings-submenu-list");var activeModelView=iViewer.getModel().getActiveModelView();var activeModelViewNode=activeModelView.Hierarchy;if(activeModelViewNode){listJQ.empty();iViewer.SelectionMgr.unSelectAllObjects();var gen=getUIGenerator(panelID);var inputVal=$(panelID+" .edrawings-menu-search-input").val();listJQ.append(gen.generateHTMLForChildNodes(activeModelViewNode,inputVal.length>0))}}exports.searchPanelList=searchPanelList;function updateModelViewTargets(iModelView,iFilter,iTargetClass){var targetSpans=$("span[data-hoopsid='"+iModelView.Hierarchy.HOOPSID+"']");if(targetSpans.length>0){var viewTab=targetSpans.filter(iFilter);if(viewTab.length>0){var parentJQ=viewTab.parent();parentJQ.addClass(iTargetClass);scrollToTarget(parentJQ)}}}exports.updateModelViewTargets=updateModelViewTargets;function switchModelView(iEvent,iViewer,iClassForNodeID){var _this=this;if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ.length)return;var modelViewDivJQ=$(iClassForNodeID,targetJQ);if(!modelViewDivJQ.length)return;var model=iViewer.getModel();var nodeIDHC=parseInt(modelViewDivJQ.data("hoopsid"),10);var modelViewHierNode=model.getHierarchyNode(nodeIDHC);var newModelView=modelViewHierNode.getModelView();var currModelView=model.getActiveModelView();if(newModelView===currModelView)return;(function(){return __awaiter(_this,void 0,void 0,(function(){var changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeModelViewCmd=new eDwChangeModelViewCmd(iViewer,newModelView);return[4,eDwCommandMgr.get().run(changeModelViewCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.switchModelView=switchModelView;function expandSelected(iViewer,iSelHierNode){var activeModelView=iViewer.getModel().getActiveModelView();function expandNode(iTargetJQ){if(!iTargetJQ.length)return;if(!iTargetJQ.hasClass("edrawings-tree-expanded")){var panelUIID=getUIPanelID(iTargetJQ);if(!$(panelUIID).is(":visible"))return;var gen=getUIGenerator(panelUIID);var offset=parseInt($(iTargetJQ).css("padding-left"),10);var nodeToExpand=parseInt(iTargetJQ.data("hoopsid"),10);var hierarchyNode=activeModelView.Nodes[nodeToExpand];var appendNode=iTargetJQ.closest(".edrawings-submenu-list-item");appendNode.after(gen.generateHTMLForChildNodes(hierarchyNode,false,offset));iTargetJQ.addClass("edrawings-tree-expanded")}}var hierNode=iSelHierNode.Parent;while(hierNode&&hierNode!==activeModelView.Hierarchy){var expandNodes=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-tree-arrow"]');$.each(expandNodes,(function(iIdx,iTarget){expandNode($(iTarget))}));hierNode=hierNode.Parent}}exports.expandSelected=expandSelected;function scrollToTreeNode(iSelHierNode,iSetSelected){var treeItem={node:$("span[data-hoopsid='"+iSelHierNode.HOOPSID+"']:not(.config-tab-text)"),ownerNode:$("div[data-hoopsid='"+iSelHierNode.HOOPSID+"']")};if(treeItem.ownerNode.length){var classAction_1=iSetSelected?"addClass":"removeClass";$.each(treeItem.node,(function(iIdx,iTarget){$(iTarget)[classAction_1]("edrawings-list-selected")}));$.each(treeItem.ownerNode,(function(iIdx,iTarget){var targetJQ=$(iTarget);targetJQ[classAction_1]("edrawings-list-selected");if(!targetJQ.hasClass("edrawings-submenu-list-item")){return}targetJQ.find(".edrawings-submenu-list-item-button")[classAction_1]("edrawings-list-option");var panel=targetJQ.closest(".edrawings-menu");var panelHiddenState=panel.is(":hidden");hide(panel.attr("id"),false);if(iSetSelected){scrollToTarget(targetJQ,panelHiddenState?"none":"slow")}hide(panel.attr("id"),panelHiddenState)}))}}exports.scrollToTreeNode=scrollToTreeNode;function addCloseEventHandler(iPanelID,iUIHTMLEventMgr){iUIHTMLEventMgr.addDelegatedEventHandler(iPanelID+" .edrawings-menu-close","click",(function(iEvent){hide(iPanelID,true)}))}exports.addCloseEventHandler=addCloseEventHandler;function deactivateMoveInput(iInputEventIDSuffix){$(document).off("mousemove"+iInputEventIDSuffix);$(document).off("mousedown"+iInputEventIDSuffix);$(document).off("mouseup"+iInputEventIDSuffix);$(document).off("click"+iInputEventIDSuffix)}exports.deactivateMoveInput=deactivateMoveInput;function loadComponentHTML(){return __awaiter(this,void 0,void 0,(function(){var loadPromises;return __generator(this,(function(_a){switch(_a.label){case 0:loadPromises=[];utils.appendToArray(loadPanel("#edrawings-sheet-tree-menu","sheetspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-layer-control-menu","layerspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-debug-menu","debugpanel.html"),loadPromises);return[4,Promise.all(loadPromises)];case 1:_a.sent();return[2]}}))}))}exports.loadComponentHTML=loadComponentHTML;function inhibitEventBehavior(iEvent){iEvent.preventDefault();iEvent.stopPropagation()}exports.inhibitEventBehavior=inhibitEventBehavior;function populateModelViewPanel(iViewer,iPanelUIID,iTextClass){return __awaiter(this,void 0,void 0,(function(){var listModelViewMenu,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:listModelViewMenu=$(iPanelUIID+" .edrawings-submenu-list");listModelViewMenu.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=listModelViewMenu).append;return[4,gen.generateHTML(iTextClass)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}exports.populateModelViewPanel=populateModelViewPanel;function addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID){var click="click"+iInputEventIDSuffix;$(document).on(click,iPanelID+" .edrawings-menu-panel-arrow-collapse",(function(iJQEvent){var msg="Panel resize: "+click;console.debugLog("UIPanelResize",msg);iJQEvent.preventDefault();var panelJQ=$(iPanelID);panelJQ.toggleClass("edrawings-collapsed");var activeButtonJQ=iButtonID?$(iButtonID):undefined;positionMenuPanelArrowCollapseButton(panelJQ,activeButtonJQ);iJQEvent.stopImmediatePropagation()}));var panelJQ=$(iPanelID);panelJQ.removeClass("edrawings-collapsed");l_setMenuPanelArrowCollapseButtonPosition(panelJQ);fixMenuPanelInwardToolbar(panelJQ)}exports.addPanelModeEvents=addPanelModeEvents;function getText(iElement){return $(iElement).text().trim()}exports.getText=getText;function getTarget(iTargetJQ){return iTargetJQ.hasClass("config-tab-text")?iTargetJQ.parent():iTargetJQ}exports.getTarget=getTarget;function getSpanText(iTargetJQ){var target=getTarget(iTargetJQ);if(!target.is("span")){target=target.find("span")}if(!target||!target.length)return"";return target[0].innerText}exports.getSpanText=getSpanText;function loadPanel(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loaded,iExcp_16;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,false];loaded=false;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,eDwServiceMgr.get().load(iElemOrClassID,iPanelHTML)];case 2:_a.sent();loaded=true;console.debugLog("PanelLoad","Loaded panel id = "+iElemOrClassID+" HTML file = "+iPanelHTML);return[3,4];case 3:iExcp_16=_a.sent();console.debugLog("PanelLoad","Failed to load "+iPanelHTML+": "+iExcp_16.message);return[3,4];case 4:return[2,loaded]}}))}))}exports.loadPanel=loadPanel;function hide(iSelector,iOff){var selJQ=$(iSelector);selJQ[iOff?"addClass":"removeClass"]("edrawings-ui-hide");return selJQ}exports.hide=hide;function getRequestedQueryStringParams(iURL,ioViewerFeatOpts,iWarnOfOtherParams){if(iWarnOfOtherParams===void 0){iWarnOfOtherParams=true}var hashes=iURL.slice(iURL.indexOf("?")+1).split("&");for(var i=0;i<hashes.length;i++){var hash=hashes[i].split("=");if(hash.length>1){var strVal=hash[1];var val=strVal==="true"?true:strVal==="false"?false:strVal;if(ioViewerFeatOpts.hasOwnProperty(hash[0])){ioViewerFeatOpts[hash[0]]=val}else if(iWarnOfOtherParams){console.warn(hash[0]+" is not a valid query parameter.")}}}}exports.getRequestedQueryStringParams=getRequestedQueryStringParams;function getPosition(iTargetJQ){var ret={top:0,left:0};if(iTargetJQ)ret=iTargetJQ.position();return ret}exports.getPosition=getPosition;function scrollToTarget(iTargetJQ,iAnimationSpeed){if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}var animationSpeed=iAnimationSpeed;var targetOffset=iTargetJQ.offset();var targetParentJQ=iTargetJQ.parent();if(targetParentJQ.length&&targetParentJQ[0]===$(document)[0]){return false}var targetParentOffset=targetParentJQ.offset();var updated=false;if(targetParentJQ[0].scrollWidth>targetParentJQ.width()){var targetParentPaddingLeft=parseInt(targetParentJQ.css("paddingLeft"));var diff=l_computeTargetMinimalAdjustment(targetOffset.left,parseInt(iTargetJQ.css("marginLeft"))+parseInt(iTargetJQ.css("borderLeftWidth"))+iTargetJQ[0].scrollWidth+parseInt(iTargetJQ.css("borderRightWidth"))+parseInt(iTargetJQ.css("marginRight")),targetParentOffset.left+parseInt(targetParentJQ.css("marginLeft"))+parseInt(targetParentJQ.css("borderLeftWidth"))+targetParentPaddingLeft,targetParentJQ[0].clientWidth-targetParentPaddingLeft-parseInt(targetParentJQ.css("paddingRight")));if(diff!==0){var pos=targetParentJQ.scrollLeft()+diff;if(Math.abs(diff)>targetParentJQ.width()){var targetJQpostionLeft=iTargetJQ.position().left;pos=targetParentJQ.scrollLeft()+targetJQpostionLeft}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollLeft");updated=true}}if(targetParentJQ[0].scrollHeight>targetParentJQ.height()){var targetParentPaddingTop=parseInt(targetParentJQ.css("paddingTop"));var diff=l_computeTargetMinimalAdjustment(targetOffset.top,parseInt(iTargetJQ.css("marginTop"))+parseInt(iTargetJQ.css("borderTopWidth"))+iTargetJQ[0].scrollHeight+parseInt(iTargetJQ.css("borderBottomWidth"))+parseInt(iTargetJQ.css("marginBottom")),targetParentOffset.top+parseInt(targetParentJQ.css("marginTop"))+parseInt(targetParentJQ.css("borderTopWidth"))+targetParentPaddingTop,targetParentJQ[0].clientHeight-targetParentPaddingTop-parseInt(targetParentJQ.css("paddingBottom")));if(diff!==0){var pos=targetParentJQ.scrollTop()+diff;if(Math.abs(diff)>targetParentJQ.height()){var targetJQpostionTop=iTargetJQ.position().top;pos=targetParentJQ.scrollTop()+targetJQpostionTop}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollTop");updated=true}}return updated}exports.scrollToTarget=scrollToTarget;function getIDHC(iTargetJQ){if(!iTargetJQ)return Number.NaN;return parseInt(iTargetJQ.data("hoopsid"),10)}exports.getIDHC=getIDHC;function activateUI(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var panelJQ,buttonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:if(iPanelID){panelJQ=hide(iPanelID,false).addClass("active");fixMenuPanelInwardToolbar(panelJQ)}if(!iButtonID)return[3,2];buttonJQ=$(iButtonID);buttonJQ.addClass("active-button");scrollToTarget(buttonJQ,"none");return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.ActivateUIOpEvent,buttonJQ)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.activateUI=activateUI;function deactivateUI(iButtonCSSClassName,iPanelCSSClassName){if(iButtonCSSClassName===void 0){iButtonCSSClassName=""}if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonsJQ,panelsJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonsJQ=$(iButtonCSSClassName+".active-button");if(!activeButtonsJQ.length)return[3,2];return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.DeactivateUIOpEvent,activeButtonsJQ)];case 1:_a.sent();activeButtonsJQ.removeClass("active-button");_a.label=2;case 2:panelsJQ=hide(iPanelCSSClassName+".active",true).removeClass("active");panelsJQ.each((function(iIdx,iPanel){fixMenuPanelInwardToolbar($(iPanel),true)}));return[2,activeButtonsJQ]}}))}))}exports.deactivateUI=deactivateUI;function isIDInJQuery(iListJQ,iID){var inJQList=false;for(var key in iListJQ){if(iListJQ[key].id===iID){inJQList=true;break}}return inJQList}exports.isIDInJQuery=isIDInJQuery;function isStateOn(iID){return $(iID).hasClass("state-on-button")}exports.isStateOn=isStateOn;function resetToHomeView(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var resetCmd;return __generator(this,(function(_a){switch(_a.label){case 0:resetCmd=new eDwResetCmd(iViewer);return[4,eDwCommandMgr.get().run(resetCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.resetToHomeView=resetToHomeView;function getViewerElementName(){return"edrawings-viewer"}exports.getViewerElementName=getViewerElementName;function getViewerElementID(){return"#"+getViewerElementName()}exports.getViewerElementID=getViewerElementID;function makeResult(iExcp){var result={ErrorCode:"UnknownError",ErrorData:[]};if(iExcp instanceof eDwResultError){result=iExcp.Result}else if(iExcp instanceof eDwAJAXError){result.ErrorCode=iExcp.ErrorCode;result.ErrorData=[iExcp.message]}else{result.ErrorCode=iExcp.name;result.ErrorData=[iExcp.message]}return result}exports.makeResult=makeResult;function viewFile(iModelName,iModelKey,iParams,iContainerName,iModelData){return __awaiter(this,void 0,void 0,(function(){function createViewer(iWebSocketEndpoint){if(iWebSocketEndpoint===""){return null}var streamAlways=iParams.StreamAlwaysConnected;var streamModes=eDwTypes_17.HC.StreamingMode;var webViewerInfo={};webViewerInfo.containerId=iContainerName;webViewerInfo.model=iModelKey;webViewerInfo.endpointUri=iWebSocketEndpoint;webViewerInfo.streamingMode=streamAlways?streamModes.Interactive:streamModes.All;webViewerInfo.streamingMode=iModelData?null:webViewerInfo.streamingMode;webViewerInfo.buffer=iModelData;webViewerInfo.boundingPreviewMode=eDwTypes_17.HC.BoundingPreviewMode.None;eDwEventMgr.get().addEventHandlerFunc(eDwEvents_9.GLContextLostEvent,c_onContextLost);var viewer=new eDwView(webViewerInfo,iParams);hide("#"+iContainerName,false);if(iModelName){$("#edrawings-filename-text").html(decodeURIComponent(iModelName))}var modelName=!iModelName&&iModelKey?iModelKey:iModelName;if(!modelName)return null;if(modelName.search(".zip")>-1){modelName=modelName.substring(0,modelName.length-4)}console.debugLog("ModelLoad","Created new edw viewer");return viewer}var wsEndPt,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!iModelData)return[3,1];_a=null;return[3,3];case 1:return[4,eDwServiceMgr.get().getWebSocketEndpoint(iModelKey,iParams.WebSocketEndpoint)];case 2:_a=_b.sent();_b.label=3;case 3:wsEndPt=_a;return[2,createViewer(wsEndPt)]}}))}))}exports.viewFile=viewFile;function fixMenuPanelInwardToolbar(iPanelJQ,iToClear){if(iToClear===void 0){iToClear=false}if(iToClear){iPanelJQ.removeClass("edrawings-collided");return}if(iPanelJQ.hasClass("edrawings-hud-menu")){var panel=iPanelJQ[0];if(panel.scrollHeight>panel.clientHeight){iPanelJQ.addClass("edrawings-collided")}else{iPanelJQ.removeClass("edrawings-collided")}}else if(iPanelJQ.hasClass("edrawings-submenu")){var wrapperJQ=iPanelJQ.find(".edrawings-menu-panel-wrapper");var wasCollided=iPanelJQ.hasClass("edrawings-collided");if(iPanelJQ[0].scrollHeight>iPanelJQ[0].clientHeight&&iPanelJQ[0].scrollHeight-iPanelJQ[0].clientHeight>1||wrapperJQ[0].scrollHeight>wrapperJQ[0].clientHeight&&wrapperJQ[0].scrollHeight-wrapperJQ[0].clientHeight>1){if(!wasCollided){iPanelJQ.addClass("edrawings-collided")}iPanelJQ.addClass("edrawings-wiggle");setTimeout((function(){iPanelJQ.removeClass("edrawings-wiggle")}),0)}else{iPanelJQ.removeClass("edrawings-collided");if(wasCollided){fixMenuPanelInwardToolbar(iPanelJQ)}}}}exports.fixMenuPanelInwardToolbar=fixMenuPanelInwardToolbar;function positionMenuPanelArrowCollapseButton(iPanelJQ,iButtonJQ){if(!iPanelJQ.hasClass("edrawings-collapsed")){l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ);fixMenuPanelInwardToolbar(iPanelJQ)}else{if(iButtonJQ){var arrowCollapseButtonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse");var activeButtonRect=iButtonJQ[0].getBoundingClientRect();var arrowCollapseButtonRect=arrowCollapseButtonJQ[0].getBoundingClientRect();var diffTop=activeButtonRect.top-arrowCollapseButtonRect.top;l_setMenuPanelArrowCollapseButtonPosition(arrowCollapseButtonJQ,arrowCollapseButtonJQ.position().top+diffTop)}fixMenuPanelInwardToolbar(iPanelJQ,true)}}exports.positionMenuPanelArrowCollapseButton=positionMenuPanelArrowCollapseButton;function executeScrolling(iDiffX,iDiffY,iContentJQ,iBarJQ){var contentParentJQ=iContentJQ.parent();var leftButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-left)");var rightButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-right)");var upButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-up)");var downButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-down)");if(iContentJQ[0].scrollWidth>iContentJQ.width()){var scrollLeft=iContentJQ.scrollLeft();var newScrollLeft=scrollLeft+iDiffX;iContentJQ.scrollLeft(newScrollLeft);adjustScrollArrows(iContentJQ.scrollLeft(),iContentJQ[0].scrollWidth,iContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,iBarJQ)}if(iContentJQ[0].scrollHeight>iContentJQ.height()){var scrollTop=iContentJQ.scrollTop();var newScrollTop=scrollTop+iDiffY;iContentJQ.scrollTop(newScrollTop);adjustScrollArrows(iContentJQ.scrollTop(),iContentJQ[0].scrollHeight,iContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,iBarJQ)}return iDiffX!==0||iDiffY!==0}exports.executeScrolling=executeScrolling;function enableScrollOnTouch(ioUIHTMLEventMgr,iContentJqSel,iBarJqSel,iHandlerOnScroll){var _this=this;var contentJQ=$(iContentJqSel);var barJQ=iBarJqSel?$(iBarJqSel):undefined;var hasScrolled=false;var stopClickTarget;var stopClickPropagation=false;ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchstart",(function(iEventStart){hasScrolled=false;stopClickPropagation=false;stopClickTarget=undefined;var touchEventStart=iEventStart;var lastScreenX=touchEventStart.changedTouches[0].screenX;var lastScreenY=touchEventStart.changedTouches[0].screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchmove",(function(iEventMove){var touchEventMove=iEventMove;var xDiff=touchEventMove.changedTouches[0].screenX-lastScreenX;lastScreenX=touchEventMove.changedTouches[0].screenX;var yDiff=touchEventMove.changedTouches[0].screenY-lastScreenY;lastScreenY=touchEventMove.changedTouches[0].screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iHandlerOnScroll()];case 1:_a.sent();return[2]}}))}))})()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchend",(function(iEvent){var touchEvent=iEvent;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");if(hasScrolled){touchEvent.preventDefault();touchEvent.stopPropagation();stopClickPropagation=true;stopClickTarget=touchEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchcancel",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");hasScrolled=false;stopClickPropagation=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousedown",(function(iEvent){hasScrolled=false;stopClickPropagation=false;if(!eDwKeyMgr_5.eDwKeyMgr.isLMBPressed(iEvent)){return}var eventDown=iEvent;var lastScreenX=eventDown.screenX;var lastScreenY=eventDown.screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousemove",(function(iEventMove){var eventMove=iEventMove;var xDiff=eventMove.screenX-lastScreenX;var yDiff=eventMove.screenY-lastScreenY;lastScreenX=eventMove.screenX;lastScreenY=eventMove.screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){iHandlerOnScroll()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mouseup",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");if(hasScrolled){iEvent.stopImmediatePropagation();iEvent.preventDefault();stopClickPropagation=true;stopClickTarget=iEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));var propagationHandler=function(iEvent2){if(stopClickPropagation&&iEvent2.target===stopClickTarget){iEvent2.stopImmediatePropagation();iEvent2.preventDefault()}stopClickPropagation=false;stopClickTarget=undefined};var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*");contentJQ.on(dataKey,"*",propagationHandler)}exports.enableScrollOnTouch=enableScrollOnTouch;function disableScrollOnTouch(iUIHTMLEventMgr,iContentJqSel){iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchstart");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchend");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchcancel");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousedown");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mouseup");var contentJQ=$(iContentJqSel);var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*")}exports.disableScrollOnTouch=disableScrollOnTouch;function adjustScrollArrows(iOffset,iRange,iVisibleRange,isHorizonatalScrolling,iDecreaseWrapperJQ,iIncreaseWrapperJQ,iBarJQ){if(iOffset<=0){iDecreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}else{iDecreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}if(iOffset+iVisibleRange>=iRange){iIncreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}else{iIncreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}}exports.adjustScrollArrows=adjustScrollArrows;function getAsJQueryObj(iObj){return iObj?$(iObj):$()}exports.getAsJQueryObj=getAsJQueryObj;var l_generators={};function l_getAllDisplayStateCSSClasses(iHierNode){var classes="";for(var displayState in eDwNodeAttributes_4.NodeDisplayState){classes+="edrawings-"+iHierNode.Category+"-"+displayState.toLowerCase()+" "}return classes}function l_populatePanel(iViewer,iCategoryName,iListID,iPanelUIID,iAdditionalClasses){if(iAdditionalClasses===void 0){iAdditionalClasses=""}return __awaiter(this,void 0,void 0,(function(){var activeModelView,list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:activeModelView=iViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return[2];list=$(iListID);list.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=list).append;return[4,gen.generateHTML(iAdditionalClasses)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}function l_populateLayerPanel(iViewer){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_populatePanel(iViewer,"layer","#edrawings-layer-control-list","#edrawings-layer-control-menu")];case 1:_a.sent();return[2]}}))}))}function l_populateDebugPanel(iViewer){var list=$("#edrawings-debug-menu .edrawings-submenu-list");list.empty();var gen=getUIGenerator("#edrawings-debug-menu");var model=iViewer.getModel();var modelView=model.getActiveModelView();if(modelView&&modelView.Hierarchy){var layers=model.getLayers();for(var _i=0,layers_3=layers;_i<layers_3.length;_i++){var layer=layers_3[_i];var layerElem="<div>Layer "+layer.getName()+" (ID="+layer.getIDHC()+", Visible="+layer.getAttribs().Visible+") sub-layer IDs: ";var subLayerIDsHC=layer.getNodeIDsHC();for(var _a=0,subLayerIDsHC_1=subLayerIDsHC;_a<subLayerIDsHC_1.length;_a++){var subLayerIDHC=subLayerIDsHC_1[_a];layerElem+=subLayerIDHC+" "}layerElem+="</div>";list.append(layerElem)}list.append(gen.generateHTMLForNode(modelView.Hierarchy.HOOPSID,0," edrawings-tree-expanded ",true));list.append(gen.generateHTMLForChildNodes(modelView.Hierarchy.HOOPSID,true,4))}}var c_onContextLost=function(){return __awaiter(void 0,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIMessageReporter.showMessagePanelFromCSScontent("edrawings-glcontextlost")];case 1:_a.sent();return[2]}}))}))};function l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ,iTop){var buttonJQ=iPanelJQ;if(!iPanelJQ.hasClass("edrawings-menu-panel-arrow-collapse")){buttonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse")}buttonJQ.css("top",typeof iTop==="undefined"?"":iTop)}function l_computeTargetMinimalAdjustment(iTargetSide,iTargetOffset,iReferenceSide,iReferenceOffset){var diff=0;if(iTargetSide<iReferenceSide){diff=iTargetSide-iReferenceSide}else if(iTargetSide+iTargetOffset>iReferenceSide+iReferenceOffset){diff=iTargetSide+iTargetOffset-(iReferenceSide+iReferenceOffset)}return diff}function l_scrollToTarget(iTargetJQ,iPos,iAnimationSpeed,iStartPos){var _a;if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}if(iStartPos===void 0){iStartPos="scrollTop"}if(!iTargetJQ)return;if(iAnimationSpeed==="none"){iTargetJQ[iStartPos](iPos)}else{iTargetJQ.animate((_a={},_a[iStartPos]=iPos,_a),iAnimationSpeed)}}}));define("eDwUnits",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cDefaultAngleUnit=exports.cDefaultLengthUnit=exports.LengthTypeValues=exports.AngleTypeValues=void 0;exports.AngleTypeValues=["degree","radian"];exports.LengthTypeValues=["millimeter","centimeter","meter","inch","foot","footAndInch"];exports.cDefaultLengthUnit="millimeter";exports.cDefaultAngleUnit="degree"}));define("eDwView",["require","exports","eDwSelMgr","eDwXSectionMgr","eDwViewMgr","eDwTimer","eDwOperatorBaseDeps","eDwEventMgr","eDwHistoryMgr","eDwModel","eDwTypes","eDwEvents","eDwTouchOpsMgr","eDwTableMgr"],(function(require,exports,eDwSelMgr,eDwXSectionMgr,eDwViewMgr,eDwTimer,eDwOperatorBaseDeps_2,eDwEventMgr,eDwHistoryMgr,eDwModel,eDwTypes_18,eDwEvents_10,eDwTouchOpsMgr,eDwTableMgr){"use strict";var eDwView=function(){function eDwView(iViewerInfo,iFeatureOptions){this.mElemID=iViewerInfo.containerId||"";this.HCViewer=new eDwTypes_18.HC.WebViewer(iViewerInfo);this.mTimer=new eDwTimer;this.ViewerFeatureOpts=iFeatureOptions;this.mDrawMode=iFeatureOptions.RenderType||"ShadedWithEdges";this.OperatorMgr=new eDwOperatorBaseDeps_2.eDwOperatorMgr(this);this.TableMgr=new eDwTableMgr(this);var streamAll=this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All;var timeBeforeTimeout=streamAll?14400:120;var timeBeforeWarnTimeout=timeBeforeTimeout-10;this.HCViewer.setClientTimeout(timeBeforeTimeout,timeBeforeWarnTimeout);this.mInitCamera=null;this.mModelKey=iViewerInfo.model||"";this.setupWebViewer()}eDwView.prototype.getHCView=function(){return this.HCViewer.view};eDwView.prototype.getHCMarkupManager=function(){return this.HCViewer.markupManager};eDwView.prototype.getModel=function(){if(!this.mModel){this.mModel=new eDwModel(this)}return this.mModel};eDwView.prototype.processProductStructure=function(){return __awaiter(this,void 0,void 0,(function(){var model,activeModelView,modelViewDefCamera;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:this.mInitCamera=this.getHCView().getCamera();model=this.getModel();activeModelView=model.getActiveModelView();modelViewDefCamera=activeModelView.getDefaultCamera();if(modelViewDefCamera)this.mInitCamera=modelViewDefCamera;this.ViewMgr.setCamera(this.mInitCamera);$("#"+this.mElemID).trigger("edw:ModelDataLoadComplete",this);return[4,this.finishInit()];case 1:_a.sent();if(this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All){this.HCViewer.waitForIdle().then((function(){l_closeHCConnection(_this)}))}return[2]}}))}))};eDwView.prototype.setupWebViewer=function(){var _this=this;var processingSelection=false;var eventMgr=eDwEventMgr.get();function deprecatedCallback(iDeprecatedFuncName){var argArray=[];for(var key in arguments){argArray.push(arguments[key])}console.debugLog("Deprecated","Deprecated call: "+argArray.join("."))}this.mHCCallbacksObj={sceneReady:function(){console.debugLog("ViewerLoad","Scene ready");_this.HCViewer.resizeCanvas()},streamingActivated:function(){console.debugLog("Viewer","Streaming activated")},streamingDeactivated:function(){console.debugLog("Viewer","Streaming deactivated")},selection:function(iSelEvent){if(!processingSelection){processingSelection=true;try{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.SelectionMgr.onSelection(iSelEvent);return[2]}))}))})()}catch(iException){}processingSelection=false}},timeoutWarning:function(iRemainingMinutes){console.debugLog("Viewer","Inactivity timeout pending in "+iRemainingMinutes+" minutes.");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole()},timeout:function(){console.debugLog("Viewer","Inactivity timeout");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.TimeoutEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},modelLoadFailure:function(iModelName,iReason){console.warn("Model "+iModelName+" load failed: "+iReason);$("#"+_this.mElemID).trigger("edw:ModelLoadFailed",[_this,iModelName,iReason]);l_closeHCConnection(_this)},deprecated:deprecatedCallback,info:function(iInfoType,iMsg){console.debugLog("Debug",iInfoType.toString()+" "+iMsg)},missingModel:function(iModelPath){console.debugLog("Debug","Missing model: "+iModelPath);l_closeHCConnection(_this)},webGlContextLost:function(){console.debugLog("Debug","Browser lost GL context!  Render incomplete!!");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.GLContextLostEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},assemblyTreeReady:function(){console.debugLog("ViewerLoad","Assembly tree ready.")},modelStructureReady:function(){console.debugLog("ViewerLoad","Model structure ready.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},modelSwitched:function(){console.debugLog("ViewerLoad","Model switch done.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},viewCreated:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewCreatedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewLoaded:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewLoadedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewDeleted:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewDeletedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},camera:function(iCamera){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.CameraChangeEvent,iCamera)];case 1:_a.sent();return[2]}}))}))})()}};this.HCViewer.setCallbacks(this.mHCCallbacksObj);this.HCViewer.start()};eDwView.prototype.getInitCamera=function(){return this.mInitCamera};eDwView.prototype.getCurrModelKey=function(){return this.mModelKey};eDwView.prototype.unregister=function(){var _this=this;if(this.HCViewer)this.HCViewer.unsetCallbacks(this.mHCCallbacksObj);this.OperatorMgr.unregisterAll();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DoneEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.destroy=function(){this.HCViewer.shutdown()};eDwView.prototype.setExplosionLevel=function(iLevel){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCViewer.explodeManager.setMagnitude(iLevel)];case 1:_a.sent();return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ExplodeLevelChangeEvent,this,iLevel)];case 2:_a.sent();return[2]}}))}))})()};eDwView.prototype.getExplosionLevel=function(){return this.HCViewer.explodeManager.getMagnitude()};eDwView.prototype.getDrawMode=function(){return this.mDrawMode};eDwView.prototype.setDrawMode=function(iValue){var _this=this;var viewHC=this.getHCView();var settingsHC=viewHC.getHiddenLineSettings();switch(iValue){case"ShadedWithEdges":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);break;case"Shaded":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.Shaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.Shaded);break;case"HiddenLinesRemoved":settingsHC.setObscuredLineOpacity(0);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"HiddenLinesVisible":settingsHC.setObscuredLineOpacity(.5);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"Wireframe":settingsHC.setObscuredLineOpacity(1);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;default:throw new Error("Unknown draw mode: "+iValue)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mDrawMode=iValue;return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DrawModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.getPerspectiveMode=function(){return this.getHCView().getProjectionMode()===eDwTypes_18.HC.Projection.Perspective};eDwView.prototype.setPerspectiveMode=function(iValue){var _this=this;if(!iValue){this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Orthographic)}else{this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Perspective)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ProjModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})();return iValue};eDwView.prototype.resetDrawMode=function(){this.setDrawMode(this.ViewerFeatureOpts.RenderType||"ShadedWithEdges")};eDwView.prototype.initializeManagers=function(){new eDwSelMgr(this);new eDwXSectionMgr(this);new eDwViewMgr(this);new eDwTouchOpsMgr(this)};eDwView.prototype.drawDebugBoundingBox=function(iBBox){return __awaiter(this,void 0,void 0,(function(){var modelHC,beautifulGreen,vmin,vmax,p0,p1,p2,p3,p4,p5,p6,p7,polylineData0,polylineData1,polylineData2,polylineData3,rgba,i,tmp,boxMesh,key,meshInstance;return __generator(this,(function(_a){switch(_a.label){case 0:modelHC=this.getModel().getHCModel();beautifulGreen=new eDwTypes_18.HC.Color(0,255,0);vmin=iBBox.min;vmax=iBBox.max;p0=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmax.z);p4=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmin.z);p5=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmin.z);p6=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmin.z);p7=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmin.z);polylineData0=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];polylineData1=[p4.x,p4.y,p4.z,p5.x,p5.y,p5.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z,p4.x,p4.y,p4.z];polylineData2=[p4.x,p4.y,p4.z,p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p5.x,p5.y,p5.z,p4.x,p4.y,p4.z];polylineData3=[p7.x,p7.y,p7.z,p3.x,p3.y,p3.z,p2.x,p2.y,p2.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_18.HC.MeshData;boxMesh.addPolyline(polylineData0,rgba);boxMesh.addPolyline(polylineData1,rgba);boxMesh.addPolyline(polylineData2,rgba);boxMesh.addPolyline(polylineData3,rgba);return[4,modelHC.createMesh(boxMesh)];case 1:key=_a.sent();meshInstance=new eDwTypes_18.HC.MeshInstanceData(key);return[2,modelHC.createMeshInstance(meshInstance)]}}))}))};eDwView.prototype.finishInit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.InitEvent,this)];case 1:_a.sent();this.HCViewer.sheetManager.setBackgroundSheetEnabled(false);eDwHistoryMgr.get().clear();return[2]}}))}))};return eDwView}();function l_closeHCConnection(iViewer){if(!iViewer)return;var viewHC=iViewer.getHCView();viewHC.setCamera(viewHC.getCamera());console.debugLog("Viewer","Closing viewer connection...");iViewer.HCViewer.closeConnection()}return eDwView}));define("eDwViewMgr",["require","exports","eDwEventMgr","eDwSelObj","eDwEvents","eDwTypes"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwEvents_11,eDwTypes_19){"use strict";var eDwViewMgr=function(){function eDwViewMgr(iViewer){if(!iViewer)throw new Error("Must have viewer object");iViewer.ViewMgr=this;this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.mAnimationTimeOutID=-1;this.mViewer=iViewer}eDwViewMgr.prototype.start=function(){var _this=this;if(this.mViewer.getModel().isDrawing())return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StartAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})();this.mViewAnimationActive=true;this.animateNextView()};eDwViewMgr.prototype.stop=function(){var _this=this;this.mViewAnimationActive=false;if(this.mAnimationTimeOutID>-1){window.clearTimeout(this.mAnimationTimeOutID);this.mAnimationTimeOutID=-1}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StopAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.reset=function(){this.stop();this.mViewAnimationIndex=0};eDwViewMgr.prototype.isActive=function(){return this.mViewAnimationActive};eDwViewMgr.prototype.setViewOrientation=function(iEyeDirHC,iDuration){var _this=this;if(iDuration===void 0){iDuration=400}var centerHC=this.mViewer.getModel().getBoundingBox().center();var viewHC=this.mViewer.getHCView();var cameraHC=viewHC.getCamera().copy();var upVecHC=cameraHC.getUp();var eyeVecHC=cameraHC.getTarget().subtract(cameraHC.getPosition());var dist=eyeVecHC.length();switch(iEyeDirHC){case eDwTypes_19.HC.ViewOrientation.Front:eyeVecHC.set(0,0,1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Back:eyeVecHC.set(0,0,-1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Left:eyeVecHC.set(-1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Right:eyeVecHC.set(1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Top:eyeVecHC.set(0,1,0).scale(dist);upVecHC.set(0,0,-1);break;case eDwTypes_19.HC.ViewOrientation.Bottom:eyeVecHC.set(0,-1,0).scale(dist);upVecHC.set(0,0,1);break;case eDwTypes_19.HC.ViewOrientation.Iso:eyeVecHC.set(1,1,1).normalize().scale(dist);upVecHC.set(-.408204,.816541,-.408204);break;default:throw new Error("Unsupported orientation: "+iEyeDirHC)}this.adjustOrientation(eyeVecHC,upVecHC);cameraHC.setPosition(eyeVecHC.add(centerHC));cameraHC.setUp(upVecHC);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,viewHC.fitWorld(iDuration,cameraHC)];case 1:_a.sent();return[2]}}))}))})();return cameraHC};eDwViewMgr.prototype.setViewOrientationToDirection=function(normal){var camera=this.mViewer.getHCView().getCamera();var position=camera.getPosition();var target=camera.getTarget();var up=camera.getUp();var delta=target.subtract(position);var distance=delta.length();var bbox=this.mViewer.getModel().getBoundingBox();var bbox_min=bbox.min;var bbox_max=bbox.max;target=eDwTypes_19.HC.Point3.add(bbox_max,bbox_min).scale(.5);var eyeVec=eDwTypes_19.HC.Point3.scale(normal,distance);position=eDwTypes_19.HC.Point3.add(target,eyeVec);var vTest=new eDwTypes_19.HC.Point3(1,0,0);var isParallel=eDwTypes_19.HC.Point3.dot(vTest,normal);if(Math.abs(Math.abs(isParallel)-1)<.001){vTest.set(0,1,0);var vec=eDwTypes_19.HC.Point3.cross(normal,vTest);vec=vec.normalize();up=eDwTypes_19.HC.Point3.cross(vec,normal);up=up.normalize()}else{up=eDwTypes_19.HC.Point3.cross(normal,vTest);up=up.normalize()}var dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(1,0,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,1,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,0,1));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}camera.setPosition(position);camera.setTarget(target);camera.setUp(up);this.setCamera(camera,500);return camera};eDwViewMgr.prototype.setCamera=function(iCameraHC,iTimeInMS){if(iTimeInMS===void 0){iTimeInMS=400}if(!iCameraHC)return false;var cameraHC=iCameraHC.copy();cameraHC.setProjection(this.mViewer.getHCView().getCamera().getProjection());return this.mViewer.getHCView().setCamera(cameraHC,iTimeInMS)};eDwViewMgr.prototype.enableAmbientOcclusion=function(iEnable){var _this=this;this.mViewer.getHCView().setAmbientOcclusionEnabled(iEnable);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.AmbientOcclChangeEvent,this,iEnable)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.fitScreenToNodes=function(iNodeIDsHC,ioCamera){return __awaiter(this,void 0,void 0,(function(){var model,bboxHC,subtract,viewVec,centerHC,add,ratio,boxMaxLen;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioCamera)return[2];model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC(iNodeIDsHC)];case 1:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];subtract=eDwTypes_19.HC.Point3.subtract;viewVec=subtract(ioCamera.getPosition(),ioCamera.getTarget());centerHC=bboxHC.center().copy();ioCamera.setTarget(centerHC);add=eDwTypes_19.HC.Point3.add;ioCamera.setPosition(add(centerHC,viewVec));ratio=ioCamera.getWidth()/ioCamera.getHeight();if(this.mViewer.getModel().isDrawing()){bboxHC.min.z=bboxHC.max.z=0}boxMaxLen=bboxHC.extents().length();ioCamera.setHeight(boxMaxLen);ioCamera.setWidth(boxMaxLen*ratio);this.setCamera(ioCamera,400);return[2]}}))}))};eDwViewMgr.prototype.pickFromPoint=function(iPnt2DHC,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var selObjHC,toLocalTransformHC,viewHC,iExcp_17;return __generator(this,(function(_a){switch(_a.label){case 0:selObjHC=eDwTypes_19.HC.Selection.SelectionItem.create();toLocalTransformHC=new eDwTypes_19.HC.Matrix;_a.label=1;case 1:_a.trys.push([1,3,,4]);viewHC=this.mViewer.getHCView();return[4,viewHC.pickFromPoint(iPnt2DHC,iPickConfig)];case 2:selObjHC=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() - "+selObjHC.getNodeId()+" - "+JSON.stringify(iPnt2DHC));console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number before");toLocalTransformHC=eDwSelObj.getLocalTransform(selObjHC,this.mViewer.getModel());console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after");return[3,4];case 3:iExcp_17=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() failed - "+iExcp_17.message);return[3,4];case 4:console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after 2");return[2,new eDwSelObj(selObjHC,toLocalTransformHC)]}}))}))};eDwViewMgr.prototype.onCameraUpdate=function(){this.mViewAnimationIndex+=1;if(this.mViewAnimationIndex>=eDwViewMgr.viewAnimations.length){this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.stop()}if(this.mViewAnimationActive){this.animateNextView()}};eDwViewMgr.prototype.animateNextView=function(){var _this=this;if(this.mViewAnimationActive){this.setViewOrientation(eDwViewMgr.viewAnimations[this.mViewAnimationIndex],2e3);this.mAnimationTimeOutID=window.setTimeout((function(){_this.onCameraUpdate()}),2e3)}};eDwViewMgr.prototype.adjustOrientation=function(ioEveVecHC,ioUpVecHC){if(this.mViewer.getModel().getProperty("zUp")==="true"){cCamZUpMat.transform(ioEveVecHC,ioEveVecHC);cCamZUpMat.transform(ioUpVecHC,ioUpVecHC)}};eDwViewMgr.viewAnimations=[eDwTypes_19.HC.ViewOrientation.Front,eDwTypes_19.HC.ViewOrientation.Back,eDwTypes_19.HC.ViewOrientation.Left,eDwTypes_19.HC.ViewOrientation.Right,eDwTypes_19.HC.ViewOrientation.Bottom,eDwTypes_19.HC.ViewOrientation.Top,eDwTypes_19.HC.ViewOrientation.Iso];return eDwViewMgr}();var cCamZUpMat=eDwTypes_19.HC.Matrix.createFromArray([0,1,0,0,0,0,1,0,1,0,0,0,0,0,0,1]);return eDwViewMgr}));define("eDwXSectionMgr",["require","exports","eDwXSectionOperator","eDwGeomUtils","eDwTypes","eDwTypes"],(function(require,exports,eDwXSectionOperator,eDwGeomUtils,eDwTypes_20,eDwTypes_21){"use strict";var eDwXSectionMgr=function(){function eDwXSectionMgr(iViewer){iViewer.XSectionMgr=this;this.mViewer=iViewer;var xSectionOp=new eDwXSectionOperator(iViewer);this.mXSectionOpID=iViewer.OperatorMgr.registerCustomOperator(xSectionOp);this.HCXSectionMgr=iViewer.HCViewer.cuttingManager;this.SectionCapVisibility=false;this.mXSectionIndex=eDwTypes_20.SectionPlaneOrientation.XY.Index;this.mSectionVisibility=true;this.mSectionsVisibilityState=[false,false,false]}eDwXSectionMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mXSectionOpID);this.mViewer.XSectionMgr=null};eDwXSectionMgr.prototype.turnOnSectionPlane=function(iOn){var _this=this;if(this.getXSectionHC()){if(iOn){(function(){return __awaiter(_this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){switch(_a.label){case 0:ret=this.mViewer.OperatorMgr.push(this.mXSectionOpID);console.debugLog("Section","Section plane operator push ret = "+ret);return[4,this.HCXSectionMgr.setCappingGeometryVisibility(true)];case 1:_a.sent();return[2]}}))}))})()}else{var opID=this.mViewer.OperatorMgr.pop();console.debugLog("Section","Popped op ID = "+opID+" xSection op ID = "+this.mXSectionOpID)}}};eDwXSectionMgr.prototype.activateCurrent=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().activate()];case 1:_a.sent();return[4,this.setToCurrentSectionPlane()];case 2:_a.sent();if(!!this.mSectionVisibility)return[3,4];return[4,this.updateSectionVisibility(false)];case 3:_a.sent();_a.label=4;case 4:return[2]}}))}))})()};eDwXSectionMgr.prototype.deactivateCurrent=function(){var _this=this;this.mSectionsVisibilityState=[false,false,false];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().deactivate()];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.isCurrentActive=function(){return this.getXSectionHC().isActive()};Object.defineProperty(eDwXSectionMgr.prototype,"SectionIndex",{get:function(){return this.mXSectionIndex},enumerable:false,configurable:true});eDwXSectionMgr.prototype.setSectionPlane=function(ioSection,iAllowActivation){if(iAllowActivation===void 0){iAllowActivation=true}return __awaiter(this,void 0,void 0,(function(){var bbox,bboxExtents,sectionHC,boxCenter,sectionPlane,minPlanePt,maxPlanePt,vec,centerPt,dir,mirrorPlaneNormal,mirrorPlane,maxOnPlnPt,minOnPlnPt,mirrorPlaneDist,distDir,revDistDir,pts;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.getModel().calculateBoundingBox()];case 1:bbox=_a.sent();bboxExtents=bbox.extents();if(!ioSection||bboxExtents.equals(eDwTypes_21.HC.Point3.zero()))return[2];sectionHC=this.getXSectionHC();if(!(ioSection.Index!==this.mXSectionIndex))return[3,6];if(!sectionHC)return[3,5];if(!sectionHC.isActive())return[3,3];return[4,sectionHC.deactivate()];case 2:_a.sent();_a.label=3;case 3:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 4:_a.sent();_a.label=5;case 5:this.mXSectionIndex=ioSection.Index;sectionHC=this.getXSectionHC();_a.label=6;case 6:boxCenter=bbox.center();if(!(sectionHC.getCount()<1))return[3,9];sectionPlane=ioSection.Plane.copy();sectionPlane.d=-sectionPlane.distanceToPoint(boxCenter);minPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.min,sectionPlane);maxPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.max,sectionPlane);vec=maxPlanePt.copy().subtract(minPlanePt);vec=vec.scale(.55);centerPt=eDwGeomUtils.dropPointOnPlane(boxCenter,sectionPlane);dir=sectionPlane.normal.copy();centerPt=centerPt.add(dir.scale(sectionPlane.d));mirrorPlaneNormal=eDwTypes_21.HC.Point3.zero();eDwTypes_21.HC.Util.oneVectorCross(sectionPlane.normal.copy(),mirrorPlaneNormal);mirrorPlane=eDwTypes_21.HC.Plane.createFromPointAndNormal(centerPt,mirrorPlaneNormal);maxOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec);minOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec.scale(-1));mirrorPlaneDist=mirrorPlane.distanceToPoint(maxOnPlnPt);distDir=mirrorPlaneNormal.copy().scale(2*mirrorPlaneDist);revDistDir=distDir.copy().scale(-1);pts=[];pts.push(minOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(maxOnPlnPt,revDistDir));pts.push(maxOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(minOnPlnPt,distDir));sectionHC=this.getXSectionHC();return[4,sectionHC.addPlane(sectionPlane,pts)];case 7:_a.sent();return[4,sectionHC.setColor(eDwTypes_21.HC.Color.createFromFloat(0,1,0))];case 8:_a.sent();_a.label=9;case 9:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 10:_a.sent();return[4,this.HCXSectionMgr.setStandinGeometryPickable(true)];case 11:_a.sent();return[2]}}))}))};eDwXSectionMgr.prototype.flipSectionPlane=function(){var _this=this;var sectionHC=this.getXSectionHC();if(!sectionHC)return;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return;sectionPlane.normal.negate();sectionPlane.d=-sectionPlane.d;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlane)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.setViewToSectionPlane=function(){var sectionHC=this.getXSectionHC();if(!sectionHC)return null;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return null;return this.mViewer.ViewMgr.setViewOrientationToDirection(sectionPlane.normal.copy())};eDwXSectionMgr.prototype.moveCurrentAlongNormal=function(iDistVec){var _this=this;var camera=this.mViewer.getHCView().getCamera();var camPosition=camera.getPosition();var camTarget=camera.getTarget();var camUp=camera.getUp();var camZ=camTarget.subtract(camPosition);camZ=camZ.normalize();var camY=camUp.normalize();var camX=eDwTypes_21.HC.Point3.cross(camZ,camY);var realVec=camX.scale(iDistVec.x).add(camY.scale(iDistVec.y));realVec.add(camZ.scale(iDistVec.z));var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);var normal=sectionPlaneHC.normal.copy();normal=normal.normalize();var distance=eDwTypes_21.HC.Point3.dot(realVec,normal);if(Math.abs(distance)<1e-6)return;sectionPlaneHC.d-=distance;var lenVec=normal.scale(distance);var newPosMat=new eDwTypes_21.HC.Matrix;newPosMat=newPosMat.setTranslationComponent(lenVec.x,lenVec.y,lenVec.z);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlaneHC,newPosMat,true,false)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.disableSectionCapVisibility=function(iDisable){this.setSectionCapVisibility(iDisable?false:this.mEnableSectionCaps)};eDwXSectionMgr.prototype.projectPoint=function(iPnt){var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);return eDwGeomUtils.dropPointOnPlane(iPnt,sectionPlaneHC)};eDwXSectionMgr.prototype.getXSectionHC=function(){return this.HCXSectionMgr.getCuttingSection(this.mXSectionIndex)};eDwXSectionMgr.prototype.setSectionCapVisibility=function(iEnable){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCXSectionMgr.setCappingFaceColor(iEnable?cSectionCapFaceColor:null)];case 1:_a.sent();return[4,this.HCXSectionMgr.setCappingLineColor(iEnable?null:cSectionCapOutlineColor)];case 2:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.updateSectionVisibility=function(iVisible){return __awaiter(this,void 0,void 0,(function(){var activePlaneX,isSectionVisible,iExcp_18;return __generator(this,(function(_a){switch(_a.label){case 0:activePlaneX=this.getXSectionHC();activePlaneX.setOpacity(iVisible?cSectionPlaneOpacity:0);isSectionVisible=this.mSectionsVisibilityState[this.mXSectionIndex];this.mSectionsVisibilityState[this.mXSectionIndex]=iVisible;if(!iVisible)return[3,7];if(!(activePlaneX.isActive()&&isSectionVisible))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,activePlaneX.deactivate()];case 2:_a.sent();return[3,4];case 3:iExcp_18=_a.sent();return[3,4];case 4:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 5:_a.sent();return[4,activePlaneX.activate()];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwXSectionMgr.prototype.setToCurrentSectionPlane=function(){return __awaiter(this,void 0,void 0,(function(){var orientation,orientations,_a,_b,_i,orientationName;return __generator(this,(function(_c){switch(_c.label){case 0:orientations=eDwTypes_20.SectionPlaneOrientation;_a=[];for(_b in orientations)_a.push(_b);_i=0;_c.label=1;case 1:if(!(_i<_a.length))return[3,4];orientationName=_a[_i];orientation=orientations[orientationName];if(!(orientation.Index===this.mXSectionIndex))return[3,3];return[4,this.setSectionPlane(orientation)];case 2:_c.sent();return[2];case 3:_i++;return[3,1];case 4:return[2]}}))}))};Object.defineProperty(eDwXSectionMgr.prototype,"SectionCapVisibility",{get:function(){return this.mEnableSectionCaps},set:function(iEnable){this.mEnableSectionCaps=iEnable;this.setSectionCapVisibility(iEnable)},enumerable:false,configurable:true});Object.defineProperty(eDwXSectionMgr.prototype,"SectionVisibility",{set:function(iVisible){var _this=this;this.mSectionVisibility=iVisible;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 1:_a.sent();return[2]}}))}))})()},enumerable:false,configurable:true});return eDwXSectionMgr}();var cSectionPlaneOpacity=.3;var cSectionCapFaceColor=new eDwTypes_21.HC.Color(128,128,128);var cSectionCapOutlineColor=new eDwTypes_21.HC.Color(255,0,0);return eDwXSectionMgr}));define("eDwXSectionOperator",["require","exports","eDwTypes","eDwOperatorBaseDeps","eDwCommandMgr","eDwMoveSectionPlaneCmd","utils"],(function(require,exports,eDwTypes_22,eDwOperatorBaseDeps_3,eDwCommandMgr,eDwMoveSectionPlaneCmd,utils){"use strict";var eDwXSectionOperator=function(_super){__extends(eDwXSectionOperator,_super);function eDwXSectionOperator(iViewer){return _super.call(this,iViewer)||this}eDwXSectionOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.Viewer.XSectionMgr.activateCurrent();return[2]}}))}))};eDwXSectionOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.Viewer.XSectionMgr.deactivateCurrent();return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var selObj,selObjNodeIDHC,sectionMgr,typeOfSel,objHC,sectionMgrHC;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent||!this.Viewer.XSectionMgr.isCurrentActive()){ioMouseEvent.setHandled(true);return[2]}return[4,eDwOperatorBaseDeps_3.eDwBaseOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 1:selObj=_a.sent();selObjNodeIDHC=selObj.getIDHC();if(utils.isNaN(selObjNodeIDHC)||selObjNodeIDHC>=0){ioMouseEvent.setHandled(false);return[2]}return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 2:_a.sent();sectionMgr=this.Viewer.XSectionMgr;sectionMgr.disableSectionCapVisibility(true);ioMouseEvent.setHandled(true);if(selObjNodeIDHC){typeOfSel=selObj.getSelectionType();objHC=typeOfSel===eDwTypes_22.HC.SelectionType.None?null:selObj;console.debugLog("Section","sel obj = "+JSON.stringify(objHC));sectionMgrHC=this.Viewer.XSectionMgr.HCXSectionMgr;if(sectionMgrHC.getCuttingSectionFromNodeId(selObjNodeIDHC)){this.mSectionDragPtHC=this.screenToWorld(ioMouseEvent.getPosition())||this.mSectionDragPtHC}}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,this.mMoveSectionCmd.cancel()];case 1:_a.sent();_a.label=2;case 2:this.mMoveSectionCmd=new eDwMoveSectionPlaneCmd(this.Viewer);return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var crossSectionMgr,pos2DHC,pnt3DHC,delta;return __generator(this,(function(_a){ioMouseEvent.setHandled(false);crossSectionMgr=this.Viewer.XSectionMgr;if(!crossSectionMgr.isCurrentActive()){return[2]}if(this.CurrInputInfo&&this.mSectionDragPtHC){pos2DHC=ioMouseEvent.getPosition();pnt3DHC=this.screenToWorld(pos2DHC);if(!pnt3DHC)return[2];delta=eDwTypes_22.HC.Point3.subtract(pnt3DHC,this.mSectionDragPtHC);this.Viewer.XSectionMgr.moveCurrentAlongNormal(delta);this.mSectionDragPtHC=pnt3DHC;ioMouseEvent.setHandled(true)}return[2]}))}))};eDwXSectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();this.Viewer.XSectionMgr.disableSectionCapVisibility(false);ioMouseEvent.setHandled(false);delete this.mSectionDragPtHC;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,eDwCommandMgr.get().run(this.mMoveSectionCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:delete this.mMoveSectionCmd;return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_22.HC.EventType.MouseDown||iEventType===eDwTypes_22.HC.EventType.TouchStart};eDwXSectionOperator.prototype.screenToWorld=function(iPos2DHC){var viewHC=this.Viewer.getHCView();var normScrPos2DHC=viewHC.pointToWindowPosition(iPos2DHC);var inPnt3DHC=new eDwTypes_22.HC.Point3(normScrPos2DHC.x,normScrPos2DHC.y,0);var projMatHC=viewHC.getProjectionMatrix();projMatHC.m[15]=1;var invMatHC=eDwTypes_22.HC.Matrix.inverse(projMatHC);if(!invMatHC)return null;var tMatHC=invMatHC.transpose();var worldPnt3D=eDwTypes_22.HC.Point3.zero();var div=inPnt3DHC.x*tMatHC.m[3]+inPnt3DHC.y*tMatHC.m[7]+inPnt3DHC.z*tMatHC.m[11]+tMatHC.m[15];worldPnt3D.x=(inPnt3DHC.x*tMatHC.m[0]+inPnt3DHC.y*tMatHC.m[1]+inPnt3DHC.z*tMatHC.m[2]+tMatHC.m[3])/div;worldPnt3D.y=(inPnt3DHC.x*tMatHC.m[4]+inPnt3DHC.y*tMatHC.m[5]+inPnt3DHC.z*tMatHC.m[6]+tMatHC.m[7])/div;worldPnt3D.z=(inPnt3DHC.x*tMatHC.m[8]+inPnt3DHC.y*tMatHC.m[9]+inPnt3DHC.z*tMatHC.m[10]+tMatHC.m[11])/div;return worldPnt3D};return eDwXSectionOperator}(eDwOperatorBaseDeps_3.eDwBaseOperator);return eDwXSectionOperator}));define("eDwZoomToFitCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwZoomToFitCmd=function(_super){__extends(eDwZoomToFitCmd,_super);function eDwZoomToFitCmd(iViewer,iNodeID,iCamera){var _this=_super.call(this,iViewer)||this;_this.mInitialCamera=iCamera.copy();_this.mFinalCamera=iCamera.copy();_this.mNodeIDHC=iNodeID;return _this}eDwZoomToFitCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.ViewMgr.fitScreenToNodes([this.mNodeIDHC],this.mFinalCamera)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwZoomToFitCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwZoomToFitCmd}(eDwSupportsHistoryCmd);return eDwZoomToFitCmd}));requirejs.config({baseUrl:"./js/3rdParty",paths:{jquery:"jquery.min","jquery-ui":"jquery-ui.min","jquery.fullscreen":"jquery.fullscreen.min","jquery.iframe-transport":"jquery.iframe-transport","jquery.fileupload":"jquery.fileupload","solidworks.web":"solidworks.web"},map:{"jquery.fileupload":{"jquery-ui/ui/widget":"jquery-ui"}},shim:{eDrawingsBase:{deps:["jquery"]},"jquery-ui":{deps:["jquery"]},"jquery.fullscreen":{deps:["jquery"]},"jquery.iframe-transport":{deps:["jquery"]},"jquery-ajax-native":{deps:["jquery"]}}});requirejs(["eDrawingsWebViewer"],(function(eDwWebViewer){console.excludeDebugLogCategories=["UIEvents","BaseSelOp","Operator"];eDwWebViewer.start()}));define("utils",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.makeArray=exports.getFirstMatchedMethodObj=exports.formatString=exports.ReversibleStringEnum=exports.deepCopyArray=exports.getExtension=exports.isEqual=exports.isNumber=exports.isNaN=exports.appendToArray=exports.isOfType=exports.getObjectTypeName=exports.isInstanceOf=exports.populateMixinObjectFromClasses=exports.populateMixinObject=exports.MixinBase=exports.getUint8Array=exports.forAll=void 0;function forAll(iFunc,iDictionary){if(!iDictionary)return;Object.keys(iDictionary).forEach((function(iKeyString){var key=parseInt(iKeyString,10);iFunc(key,iDictionary[key])}))}exports.forAll=forAll;function getUint8Array(iBase64EncodedString){var binString=window.atob(iBase64EncodedString);var len=binString.length;var bytes=new Uint8Array(len);for(var i=0;i<len;i++){bytes[i]=binString.charCodeAt(i)}return bytes}exports.getUint8Array=getUint8Array;var MixinBase=function(_super){__extends(MixinBase,_super);function MixinBase(iMixinConstructors){var _this=_super.call(this)||this;populateMixinObjectFromClasses(_this,iMixinConstructors);return _this}return MixinBase}(Function);exports.MixinBase=MixinBase;function populateMixinObject(ioDestObj,iSrcObjs){for(var _i=0,iSrcObjs_1=iSrcObjs;_i<iSrcObjs_1.length;_i++){var srcObj=iSrcObjs_1[_i];var mixinProps=Object.getOwnPropertyNames(srcObj);for(var _a=0,mixinProps_1=mixinProps;_a<mixinProps_1.length;_a++){var mixinProp=mixinProps_1[_a];ioDestObj[mixinProp]=srcObj[mixinProp]}}}exports.populateMixinObject=populateMixinObject;function populateMixinObjectFromClasses(ioDestObj,iConstructors){populateMixinObject(ioDestObj,iConstructors.map((function(iConstructor){return iConstructor.prototype})));ioDestObj.MixinConstructors=iConstructors}exports.populateMixinObjectFromClasses=populateMixinObjectFromClasses;function isInstanceOf(iInstance,iConstructor){if(!iInstance)return false;function isMixinInstance(){if(!isOfType(iInstance,"MixinConstructors"))return false;var index=iInstance.MixinConstructors.indexOf(iConstructor);return index>-1?true:false}return iInstance instanceof iConstructor?true:isMixinInstance()}exports.isInstanceOf=isInstanceOf;function getObjectTypeName(iObj){if(!iObj)return"";return iObj.constructor.toString().split(" ")[1].split("(")[0]}exports.getObjectTypeName=getObjectTypeName;function isOfType(iArg,iDiscriminator){var argType=typeof iArg;return iArg&&(argType==="object"||argType==="function")?iDiscriminator in iArg:false}exports.isOfType=isOfType;function appendToArray(iElemForArray,ioArray){if(!iElemForArray||!ioArray)return;if(iElemForArray instanceof Promise){ioArray.push(iElemForArray.catch((function(iExcp){return iExcp})))}else{ioArray.push(iElemForArray)}}exports.appendToArray=appendToArray;function isNaN(iInput){return!isNumber(iInput)}exports.isNaN=isNaN;var cOrigNaN=window.isNaN;window.isNaN=isNaN;function isNumber(iInput){return typeof iInput==="number"&&(iInput===0||!cOrigNaN(iInput))?true:false}exports.isNumber=isNumber;function isEqual(iFirstObj,iSecondObj,iStrict){if(iStrict===void 0){iStrict=false}if(iFirstObj===iSecondObj)return true;if(!iFirstObj||!iSecondObj)return false;if(typeof iFirstObj!==typeof iSecondObj)return false;var numKeys=Object.keys(iFirstObj).length;if(iStrict&&numKeys!==Object.keys(iSecondObj).length)return false;var matchKeys=0;for(var key in iFirstObj){if(iFirstObj[key]===iSecondObj[key])++matchKeys}return numKeys===matchKeys?true:false}exports.isEqual=isEqual;function getExtension(iString){if(!iString)return"";var pos=iString.lastIndexOf(".");return pos===-1?"":iString.substr(pos+1).toLowerCase()}exports.getExtension=getExtension;function deepCopyArray(iArray){return JSON.parse(JSON.stringify(iArray))}exports.deepCopyArray=deepCopyArray;var ReversibleStringEnum=function(){function ReversibleStringEnum(iReversibleMapData){this.mMapping=iReversibleMapData;this.mReverseMapping={};for(var key in iReversibleMapData){this.mReverseMapping[iReversibleMapData[key]]=key}}ReversibleStringEnum.prototype.getValue=function(iKey){var value=this.mMapping[iKey];return value?value:this.mReverseMapping[iKey]};return ReversibleStringEnum}();exports.ReversibleStringEnum=ReversibleStringEnum;function formatString(iFormat){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}var argIndex=0;var replFormat=iFormat.replace(/\${([a-zA-Z0-9_-]+)}/g,(function(iPosParam){var val=typeof iArgs[argIndex]!=="undefined"?iArgs[argIndex]:iPosParam;++argIndex;return val}));return replFormat}exports.formatString=formatString;function getFirstMatchedMethodObj(iObj,iPartialName){if(!iObj||!iPartialName)return null;var props=$.map(iObj,(function(iValue,iKey){return iKey.indexOf(iPartialName)>-1?iKey:null}));return props.length?iObj[props[0]]:null}exports.getFirstMatchedMethodObj=getFirstMatchedMethodObj;function makeArray(iObj){return iObj?Object.keys(iObj).map((function(iKey){return iObj[iKey]})):[]}exports.makeArray=makeArray}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+</script>
+</body>
+</html>
diff --git a/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.jpg b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.jpg
new file mode 100644
index 000000000..a20ea2688
--- /dev/null
+++ b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.jpg
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:fc553ab0f0a3f65dc0c823e4ca9f9d1207fd41d334b69cf803e5126f551ffce1
+size 79850
diff --git a/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.json b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.json
new file mode 100644
index 000000000..5a54930ae
--- /dev/null
+++ b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.json
@@ -0,0 +1,149 @@
+[
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\Global-Lydia-v4.8.SLDASM",
+    "Checkbox7": "Unchecked",
+    "Hide": "0",
+    "testx": "2"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\vendor\\cidepa\\ckm\\KM-110-15-7-5.sldprt",
+    "Total Bounding Box Length": "660",
+    "Total Bounding Box Width": "404",
+    "Total Bounding Box Thickness": "300",
+    "Total Bounding Box Volume": "79992000.00005"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\Barrel-SJ35-900.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\450_Screw-35D-1080.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\MotorFlange_230.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\BarrelFlange_230x-Mid.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\BarrelFlange_230x.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\Bearing Housing Assembly.SLDASM",
+    "UnitOfMeasure": "3016.12"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\Heat_band.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\ThermoCouple.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\components\\450_Hopper-Medium\\511-HopperMount-40D.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\470_ScrewShaft.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\common\\Heat_band-80d.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT",
+    "IsLaser": "1",
+    "Total Bounding Box Length": "403.5",
+    "Total Bounding Box Width": "160",
+    "Total Bounding Box Thickness": "160",
+    "Total Bounding Box Volume": "10329600",
+    "Material": "AISI 304",
+    "Weight": "2537.04",
+    "Surface": "415622.63",
+    "Based On": "520_HopperMedium",
+    "Thickness": "2"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\components\\900_Shields\\911_Shield_x1_1mm_INOX.DXF.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\components\\900_Shields\\912_ShieldCap_x2_1mm_INOX.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\components\\900_Shields\\910_ExtrusionShield.SLDASM"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\460_ScrewFlange.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\BarrelMount.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\600_ScrewAssembly_35_75.SLDASM",
+    "Total Bounding Box Length": "1326",
+    "Total Bounding Box Width": "587.45",
+    "Total Bounding Box Thickness": "230",
+    "Total Bounding Box Volume": "179160999.35"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\820_Rod-25.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\820_Rod-40.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\60\\Coaster-M12.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\722_GroundPlate_x1_12mm_FERRO.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\Slide-40ID-52OD-60H.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\722_MouldTableMount_x1_8mm_FERRO.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\910_MouldLoader.SLDASM"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\721_FloorPlate_x1_12mm_FERRO.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\1000_Framework.SLDASM",
+    "Checkbox7": "Unchecked",
+    "Hide": "0",
+    "testx": "2"
+  },
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diff --git a/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.step b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.step
new file mode 100644
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diff --git a/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.tree.json b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8-Bare.tree.json
new file mode 100644
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diff --git a/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.SLDASM b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.SLDASM
index 61bd27624..acc329671 100644
--- a/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.SLDASM
+++ b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.SLDASM
@@ -1,3 +1,3 @@
 version https://git-lfs.github.com/spec/v1
-oid sha256:b2f48cc9452b95d1b2295bb577f94721d7fd95a90cc5c657011296b44c7a3bb6
-size 5624585
+oid sha256:d6a5b0fa90f040a23ffd94641a992a6e67986f7988c2a33f3b862ae8636cc2dd
+size 5640319
diff --git a/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.json b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.json
index 344e70de9..47ef7f25f 100644
--- a/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.json
+++ b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.json
@@ -6,59 +6,55 @@
     "testx": "2"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\721_FloorPlate_x1_12mm_FERRO.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\vendor\\cidepa\\ckm\\KM-110-15-7-5.sldprt",
+    "Total Bounding Box Length": "660",
+    "Total Bounding Box Width": "404",
+    "Total Bounding Box Thickness": "300",
+    "Total Bounding Box Volume": "79992000.00005"
   },
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-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\820_Rod-40.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\820_Rod-25.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\LED_button_red.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\60\\Coaster-M12.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\722_MouldTableMount_x1_8mm_FERRO.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\Slide-40ID-52OD-60H.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\500-400\\cad\\930_CP_Cassandra.SLDPRT"
   },
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-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\910_MouldLoader.SLDASM"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\722_GroundPlate_x1_12mm_FERRO.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\knobs\\a10c-knobs\\MCADID0002111_3D-simplified.stp.SLDPRT"
   },
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-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\1000_Framework.SLDASM",
-    "Checkbox7": "Unchecked",
-    "Hide": "0",
-    "testx": "2"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\500-400\\cad\\930_CP.SLDASM",
+    "IsLaser": "1",
+    "Weight": "1167.65"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\Heat_band.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\500-400\\cad\\920_EnclosureDoor.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\ThermoCouple.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\500-400\\cad\\910_EnclosureBack.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\BarrelMount.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\500-400\\cad\\900_Cabinet-500.SLDASM"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\Barrel-SJ35-900.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\460_ScrewFlange.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\MotorFlange_230.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\common\\Heat_band-80d.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\BarrelFlange_230x-Mid.SLDPRT"
-  },
-  {
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-  },
-  {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\Bearing Housing Assembly.SLDASM",
-    "UnitOfMeasure": "3016.12"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\450_Screw-35D-1080.SLDPRT"
   },
   {
     "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\components\\900_Shields\\911_Shield_x1_1mm_INOX.DXF.SLDPRT"
@@ -70,32 +66,48 @@
     "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\components\\900_Shields\\910_ExtrusionShield.SLDASM"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\470_ScrewShaft.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\Barrel-SJ35-900.SLDPRT"
   },
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-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\460_ScrewFlange.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\Heat_band.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT",
-    "IsLaser": "1",
-    "Weight": "2537.04",
-    "Surface": "415622.63",
-    "Total Bounding Box Length": "403.5",
-    "Total Bounding Box Width": "160",
-    "Total Bounding Box Thickness": "160",
-    "Total Bounding Box Volume": "10329600",
-    "Material": "AISI 304",
-    "Based On": "520_HopperMedium",
-    "Thickness": "2"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\ThermoCouple.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\450_Screw-35D-1080.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\BarrelFlange_230x-Mid.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\MotorFlange_230.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\BarrelFlange_230x.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\Bearing Housing Assembly.SLDASM",
+    "UnitOfMeasure": "3016.12"
   },
   {
     "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\components\\450_Hopper-Medium\\511-HopperMount-40D.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\common\\Heat_band-80d.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\BarrelMount.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\470_ScrewShaft.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT",
+    "IsLaser": "1",
+    "Total Bounding Box Length": "403.5",
+    "Total Bounding Box Width": "160",
+    "Total Bounding Box Thickness": "160",
+    "Total Bounding Box Volume": "10329600",
+    "Weight": "2537.04",
+    "Material": "AISI 304",
+    "Surface": "415622.63",
+    "Based On": "520_HopperMedium",
+    "Thickness": "2"
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     "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\600_ScrewAssembly_35_75.SLDASM",
@@ -105,45 +117,33 @@
     "Total Bounding Box Volume": "179160999.35"
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-    "Total Bounding Box Length": "660",
-    "Total Bounding Box Width": "404",
-    "Total Bounding Box Thickness": "300",
-    "Total Bounding Box Volume": "79992000.00005"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\60\\Coaster-M12.SLDPRT"
   },
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-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\500-400\\cad\\930_CP_Cassandra.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\820_Rod-25.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\820_Rod-40.SLDPRT"
   },
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-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\Slide-40ID-52OD-60H.SLDPRT"
   },
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-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\knobs\\a10c-knobs\\MCADID0002111_3D-simplified.stp.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\722_MouldTableMount_x1_8mm_FERRO.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\910_MouldLoader.SLDASM"
   },
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-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\721_FloorPlate_x1_12mm_FERRO.SLDPRT"
   },
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-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\LED_button_red.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\722_GroundPlate_x1_12mm_FERRO.SLDPRT"
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+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\framework\\1000_Framework.SLDASM",
+    "Checkbox7": "Unchecked",
+    "Hide": "0",
+    "testx": "2"
   }
 ]
\ No newline at end of file
diff --git a/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.step b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.step
index 0f5404a7a..fe8156b9c 100644
--- a/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.step
+++ b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.step
@@ -1,3 +1,3 @@
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-size 19363461
+oid sha256:9d9110d77e66c7190142820544cab9647bd971ccc5477a04687dc08ab9db2911
+size 19364392
diff --git a/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.tree.json b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.tree.json
index 8ac1836ea..cb85b96f6 100644
--- a/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.tree.json
+++ b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.tree.json
@@ -1,231 +1,6 @@
 {
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@@ -242,8 +17,38 @@
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-        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\500-400\\cad\\930_CP_Cassandra.SLDPRT",
+        "Name": "900_Cabinet-500-1/930_CP-1/emergency_stop _button-1",
+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM",
+        "IsSuppressed": false
+      },
+      {
+        "Name": "900_Cabinet-500-1/930_CP-1/emergency_stop _button-1/emergency_stop _button.STEP-1",
+        "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx31380\\IC~~\\emergency_stop _button.STEP.SLDASM",
+        "IsSuppressed": false
+      },
+      {
+        "Name": "900_Cabinet-500-1/930_CP-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1",
+        "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx31380\\IC~~\\emergency_stop _button1.STEP.SLDPRT",
+        "IsSuppressed": false
+      },
+      {
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+        "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx31380\\IC~~\\emergency_stop _button3.STEP.SLDPRT",
+        "IsSuppressed": false
+      },
+      {
+        "Name": "900_Cabinet-500-1/930_CP-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1",
+        "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx31380\\IC~~\\emergency_stop _button2.STEP.SLDPRT",
+        "IsSuppressed": false
+      },
+      {
+        "Name": "900_Cabinet-500-1/930_CP-1/LED_button_red-1",
+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\LED_button_red.SLDPRT",
+        "IsSuppressed": false
+      },
+      {
+        "Name": "900_Cabinet-500-1/930_CP-1/3Pos-Switch-22mm-1",
+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT",
         "IsSuppressed": false
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@@ -251,6 +56,11 @@
         "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT",
         "IsSuppressed": false
       },
+      {
+        "Name": "900_Cabinet-500-1/930_CP-1/930_CP_Cassandra-1",
+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\500-400\\cad\\930_CP_Cassandra.SLDPRT",
+        "IsSuppressed": false
+      },
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         "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT",
@@ -262,38 +72,8 @@
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-      },
-      {
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-        "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16396\\IC~~\\emergency_stop _button3.STEP.SLDPRT",
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-        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\LED_button_red.SLDPRT",
+        "Name": "900_Cabinet-500-1/930_CP-1/E_Inkbird-5",
+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT",
         "IsSuppressed": false
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@@ -302,8 +82,8 @@
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-        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT",
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+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\400_Housing\\400_Housing.SLDASM",
+        "IsSuppressed": true
+      },
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+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\600_ScrewAssembly_35_75.SLDASM",
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+      },
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+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.8\\cad\\600_Barrel_Screw\\460_ScrewFlange.SLDPRT",
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+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\common\\Heat_band-80d.SLDPRT",
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+      "1000_Framework-1/Coaster-M12-3": "",
+      "1000_Framework-1/820_Rod-40-2": "Plain Carbon Steel",
+      "1000_Framework-1/820_Rod-25-3": "Plain Carbon Steel",
+      "1000_Framework-1/820_Rod-25-4": "Plain Carbon Steel",
+      "1000_Framework-1/910_MouldLoader-1/Slide-40ID-52OD-60H-2": "6061 Alloy",
+      "1000_Framework-1/910_MouldLoader-1/722_MouldTableMount_x1_8mm_FERRO-1": "",
+      "1000_Framework-1/910_MouldLoader-1/Slide-40ID-52OD-60H-1": "6061 Alloy",
+      "1000_Framework-1/721_FloorPlate_x1_12mm_FERRO-1": "",
+      "1000_Framework-1/Coaster-M12-1": "",
+      "1000_Framework-1/722_GroundPlate_x1_12mm_FERRO-1": "",
+      "1000_Framework-1/820_Rod-25-1": "Plain Carbon Steel",
+      "1000_Framework-1/820_Rod-40-1": "Plain Carbon Steel"
     },
     "States": {},
     "LaserParts": null,
     "IsSuppressed": false,
-    "activeConfiguration": "Default"
+    "activeConfiguration": "Bare"
   },
   "Configurations": {
-    "Default": {
+    "Bare": {
       "Checkbox7": "Unchecked",
       "Hide": "0",
       "testx": "2"
diff --git a/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.x_t b/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.x_t
index b75f327e5..02adc6e4a 100644
--- a/extrusion/lydia-v4.8/cad/Global-Lydia-v4.8.x_t
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--- a/extrusion/lydia-v4.8/cad/framework/1000_Framework.SLDASM
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index 994bdbef0..5cb7292f7 100644
--- a/extrusion/lydia-v4.8/cad/framework/722_GroundPlate_x1_12mm_FERRO.SLDPRT
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diff --git a/extrusion/lydia-v4.8/cad/global-lydia-v4.8.html b/extrusion/lydia-v4.8/cad/global-lydia-v4.8.html
index 7727f2f8e..63569a54f 100644
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+++ b/extrusion/lydia-v4.8/cad/global-lydia-v4.8.html
@@ -8360,7 +8360,7 @@ var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){fun
 // Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
 var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwMeasureEntities",["require","exports","eDwEventMgr","eDwSelObj","eDwTypes","eDwGeomUtils","utils","eDwMeasureEvents"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwTypes_1,eDwGeomUtils,utils,eDwMeasureEvents_1){"use strict";var eDwMeasureEntities=function(_super){__extends(eDwMeasureEntities,_super);function eDwMeasureEntities(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;l_Model=iViewer.getModel();_this.mSelObjs=[];_this.mSelMeasureEntColor=eDwTypes_1.HC.Color.green();_this.mAuxGeoSelected=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate.setImmediateDrawMode(true);_this.mPanelInfo=new MeasurePanelInfo(_this.mAuxGeoSelected);return _this}eDwMeasureEntities.prototype.addEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var success,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:success=true;this.mAuxGeoSelected.reset();subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(!(subEntityInfo.SubEntityTypeName==="Point"))return[3,2];return[4,this.addAllForEntity(iSelObj)];case 1:_a.sent();return[3,7];case 2:if(!(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable))return[3,4];return[4,this.addAllForEntity(iSelObj)];case 3:_a.sent();return[3,7];case 4:if(!(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable))return[3,6];return[4,this.addAllForEntity(iSelObj)];case 5:_a.sent();return[3,7];case 6:this.reset();success=false;_a.label=7;case 7:this.updatePanelResult();return[2,success]}}))}))};eDwMeasureEntities.prototype.addEntityImmediate=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var subEntityInfo,selObjsHC,drawLabels;return __generator(this,(function(_a){switch(_a.label){case 0:if(!(!iSelObj||!eDwMeasureEntities.PointToPoint&&utils.isNumber(this.isItemSelected(iSelObj))))return[3,2];return[4,this.resetImmediateResults()];case 1:_a.sent();return[2,false];case 2:subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);selObjsHC=this.mSelObjs.slice();drawLabels=true;if(subEntityInfo.SubEntityTypeName==="Point"){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else{drawLabels=false}return[4,this.setImmediateResults(selObjsHC,drawLabels)];case 3:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.resetImmediateResults=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setImmediateResults(this.mSelObjs.slice())];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.removeEntityAtIndex=function(idx){return __awaiter(this,void 0,void 0,(function(){var toRemove,updated;return __generator(this,(function(_a){switch(_a.label){case 0:if(idx<0||idx>=this.mSelObjs.length)return[2,null];this.dehighlightAllTemporaryEntity();toRemove=this.mSelObjs[idx];this.mSelObjs.splice(idx,1);if(!utils.isNumber(this.isItemSelected(toRemove))){this.deColorEntity(toRemove)}return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 1:updated=_a.sent();if(!(updated||this.mSelObjs.length===0))return[3,3];return[4,this.resetImmediateResults()];case 2:_a.sent();return[3,4];case 3:this.mAuxGeoImmediate.regeneratePicks(this.mSelObjs);_a.label=4;case 4:this.updatePanelResult();return[2,toRemove]}}))}))};eDwMeasureEntities.prototype.setSelectedEntityColor=function(iColor){this.mSelMeasureEntColor=iColor};eDwMeasureEntities.prototype.setMeasureUnit=function(iUserUnits){var _this=this;this.mViewer.getModel().setUserUnits(iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.resetImmediateResults()];case 1:_a.sent();return[2]}}))}))})();this.mAuxGeoSelected.syncUnits();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePointToPoint=function(iEnable){eDwMeasureEntities.PointToPoint=iEnable;this.reset();this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updateDelta=function(iEnable){eDwMeasureEntities.ShowDelta=iEnable;this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePanelResult=function(){var userUnits=this.mViewer.getModel().getUserUnits();this.mPanelInfo.updatePanelResult(this.mSelObjs,userUnits)};eDwMeasureEntities.prototype.reset=function(){this.deColorAll();this.mAuxGeoSelected.reset();this.mAuxGeoImmediate.reset();this.mSelObjs=[];this.updatePanelResult()};eDwMeasureEntities.prototype.draw=function(){this.mAuxGeoSelected.draw();this.mAuxGeoImmediate.draw()};eDwMeasureEntities.prototype.getClassName=function(){return"eDwMeasureEntities"};eDwMeasureEntities.prototype.isItemSelected=function(iSelObj){if(utils.isNumber(iSelObj.getIDHC())){for(var i=0;i<this.mSelObjs.length;++i){var selObj=this.mSelObjs[i];if(selObj.equals(iSelObj))return i}}return NaN};eDwMeasureEntities.prototype.onDragLabelStart=function(iLabel,iPos){if(utils.isInstanceOf(iLabel,LabelItem)){this.mCurLabel=iLabel;this.mCurLabel.onDragStart(iPos)}};eDwMeasureEntities.prototype.onDragLabelMove=function(iPos){if(this.mCurLabel){this.mCurLabel.onDragMove(iPos);this.mViewer.getHCMarkupManager().refreshMarkup()}};eDwMeasureEntities.prototype.onDragLabelEnd=function(iPos){if(this.mCurLabel)this.mCurLabel.onDragEnd(iPos);this.mCurLabel=null};eDwMeasureEntities.prototype.highlightTemporaryEntityAt=function(iIndex){var _this=this;this.highlightEntityAt(iIndex);this.mAuxGeoSelected.updateInfoLabel(iIndex);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementSelectionEvent,iIndex)];case 1:_a.sent();return[2]}}))}))})()};eDwMeasureEntities.prototype.dehighlightTemporaryEntityAt=function(iIndex){this.highlightEntityAt(iIndex,false);this.mAuxGeoSelected.updateInfoLabel(-1)};eDwMeasureEntities.prototype.dehighlightAllTemporaryEntity=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementDeselectAllEvent)];case 1:_a.sent();return[2]}}))}))})();var n=this.mSelObjs.length;for(var i=0;i<n;++i){this.dehighlightTemporaryEntityAt(i)}};eDwMeasureEntities.getMeasureSelObjID=function(iSelObj){var subEntInfo=eDwSelObj.getSubEntityInfo(iSelObj);return subEntInfo.IsSelectable?eDwSelObj.getSubEntityID(subEntInfo.SubEntity):NaN};eDwMeasureEntities.highlightEntity=function(iSelObj,iModel,iHighlight){if(iHighlight===void 0){iHighlight=true}var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return false;var highlightFunc=null;var modelHC=iModel.getHCModel();var nodeIDHC=iSelObj.getNodeId();if(iSelObj.getFaceEntity()){highlightFunc=modelHC.setNodeFaceHighlighted}else if(iSelObj.getLineEntity()){highlightFunc=modelHC.setNodeLineHighlighted}else if(iSelObj.getPointEntity()){highlightFunc=modelHC.setNodePointHighlighted}if(highlightFunc){highlightFunc.call(modelHC,nodeIDHC,entityID,iHighlight);return true}return false};eDwMeasureEntities.prototype.addObjs=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(eDwMeasureEntities.PointToPoint&&2===this.mSelObjs.length))return[3,2];return[4,this.removeEntityAtIndex(1)];case 1:_a.sent();_a.label=2;case 2:this.mSelObjs.push(iSelObj);return[2]}}))}))};eDwMeasureEntities.prototype.deColorAll=function(){for(var i=0;i<this.mSelObjs.length;++i){this.deColorEntity(this.mSelObjs[i])}};eDwMeasureEntities.prototype.deColorEntity=function(iSelObj){this.colorEntity(iSelObj,false)};eDwMeasureEntities.prototype.colorEntity=function(iSelObj,iChangeColor){if(iChangeColor===void 0){iChangeColor=true}var modelHC=this.mViewer.getModel().getHCModel();var nodeID=iSelObj.getNodeId();var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return;if(iSelObj.getFaceEntity()){if(iChangeColor){modelHC.setNodeFaceColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeFaceColor(nodeID,entityID)}if(iSelObj.getLineEntity()){if(iChangeColor){modelHC.setNodeLineColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeLineColor(nodeID,entityID)}};eDwMeasureEntities.prototype.setImmediateResults=function(iSelObjs,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateResult(iSelObjs,this.mAuxGeoImmediate,iDrawLabels)];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.updateResult=function(iSelObjs,ioAuxGeo,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){var modelHC,selPropsHC,_i,iSelObjs_1,selObj,subEntityInfo,subEntityID,prop,isValid,_a,_b,_c,n,result;return __generator(this,(function(_d){switch(_d.label){case 0:ioAuxGeo.reset();ioAuxGeo.setDrawLabel(iDrawLabels);if(iSelObjs.length){console.debugLog("Measure","Measure - Selected object properties:")}modelHC=this.mViewer.getModel().getHCModel();selPropsHC=[];_i=0,iSelObjs_1=iSelObjs;_d.label=1;case 1:if(!(_i<iSelObjs_1.length))return[3,7];selObj=iSelObjs_1[_i];subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);prop=null;if(!selObj.getLineEntity())return[3,3];return[4,modelHC.getEdgeProperty(selObj.getNodeId(),subEntityID)];case 2:prop=_d.sent();return[3,5];case 3:if(!selObj.getFaceEntity())return[3,5];return[4,modelHC.getFaceProperty(selObj.getNodeId(),subEntityID)];case 4:prop=_d.sent();_d.label=5;case 5:selPropsHC.push(prop);console.debugLog("Measure","Entity properties: "+JSON.stringify(prop));_d.label=6;case 6:_i++;return[3,1];case 7:_c=eDwMeasureEntities.PointToPoint||this.updateSingleVert(iSelObjs)||this.updateSingleEdge(iSelObjs)||this.updateSingleFace(selPropsHC,iSelObjs)||this.updateVertEdge(selPropsHC,iSelObjs,ioAuxGeo);if(_c)return[3,9];return[4,this.updateVertFace(selPropsHC,iSelObjs,ioAuxGeo)];case 8:_c=_d.sent();_d.label=9;case 9:_b=_c||this.updateVertVert(iSelObjs,ioAuxGeo);if(_b)return[3,11];return[4,this.updateEdgeFace(selPropsHC,iSelObjs,ioAuxGeo)];case 10:_b=_d.sent();_d.label=11;case 11:_a=_b;if(_a)return[3,13];return[4,this.updateFaceFace(selPropsHC,iSelObjs,ioAuxGeo)];case 12:_a=_d.sent();_d.label=13;case 13:isValid=_a||this.updateEdgeEdge(selPropsHC,iSelObjs,ioAuxGeo)||this.updateEdges(selPropsHC,iSelObjs,ioAuxGeo);ioAuxGeo.addPickInfo(selPropsHC,iSelObjs,iDrawLabels);n=iSelObjs.length;if(!isValid&&n>0){result=new MeasureResultString("Info","Invalid combination");ioAuxGeo.addMessage(result,iSelObjs[n-1].getPosition(),eDwTypes_1.HC.Color.red())}ioAuxGeo.updateResultLabels();return[2,isValid]}}))}))};eDwMeasureEntities.prototype.updateSingleVert=function(iSelObjs){if(1!==iSelObjs.length)return false;var vertObj=iSelObjs[0];return vertObj.getPointEntity()?true:false};eDwMeasureEntities.prototype.updateSingleEdge=function(iSelObjs){if(1!==iSelObjs.length)return false;var edgeObj=iSelObjs[0];if(edgeObj.getLineEntity())return true;return false};eDwMeasureEntities.prototype.updateSingleFace=function(iSelPropsHC,iSelObjs){if(1!==iSelObjs.length)return false;var faceObj=iSelObjs[0];var faceProp=iSelPropsHC[0];if(!faceObj.getFaceEntity()||!faceProp)return false;if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){return true}else if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){return true}return false};eDwMeasureEntities.prototype.updateVertVert=function(iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(iSelObjs[0].getPointEntity()&&iSelObjs[1].getPointEntity()){var vertObj0=iSelObjs[0];var vertObj1=iSelObjs[1];if(vertObj0.equals(vertObj1))return false;iAuxGeo.setByVertexVertex(vertObj0,vertObj1);return true}return false};eDwMeasureEntities.prototype.updateVertEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;var edgeProp=iSelPropsHC[0];var edgeObj=iSelObjs[0];var vertObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getPointEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];vertObj=iSelObjs[0]}if(!vertObj.getPointEntity())return false;if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByVertexLine(vertObj,edgeProp,edgeObj);return true}else if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByVertexCircle(vertObj,edgeProp,edgeObj);return true}return false};eDwMeasureEntities.prototype.updateVertFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var vertObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];vertObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getPointEntity()&&iSelObjs[0].getFaceEntity()){vertObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!vertObj.getPointEntity())return[2,false];if(!(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByVertexPlane(vertObj,faceProp,faceObj,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var edgeProp,edgeObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];edgeProp=iSelPropsHC[0];edgeObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getFaceEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,1];iAuxGeo.setByPlaneLine(faceProp,edgeProp,faceObj,edgeObj);return[2,true];case 1:if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,3];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 2:minDistInfo=_a.sent();iAuxGeo.setByCirclePlane(edgeProp,faceProp,edgeObj,faceObj,minDistInfo);return[2,true];case 3:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(!iSelObjs[0].getLineEntity()||!iSelObjs[1].getLineEntity()){return false}var edgeObj0=iSelObjs[0];var edgeProp0=iSelPropsHC[0];var edgeObj1=iSelObjs[1];var edgeProp1=iSelPropsHC[1];if(edgeObj0.equals(edgeObj1))return false;if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByLineLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleLine(edgeProp1,edgeProp0,edgeObj1,edgeObj0)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByCircleLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleCircle(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}this.updateEdges(iSelPropsHC,iSelObjs,iAuxGeo);return true};eDwMeasureEntities.prototype.updateFaceFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var faceObj0,faceProp0,faceObj1,faceProp1,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];if(!iSelObjs[0].getFaceEntity()||!iSelObjs[1].getFaceEntity()){return[2,false]}faceObj0=iSelObjs[0];faceProp0=iSelPropsHC[0];faceObj1=iSelObjs[1];faceProp1=iSelPropsHC[1];if(faceObj0.equals(faceObj1))return[2,false];if(!faceObj1.getFaceEntity()||!faceProp1)return[2,false];if(!(faceProp0 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByPlanePlane(faceProp1,faceProp0,faceObj1,faceObj0,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdges=function(iSelPropsHC,iSelObjs,ioAuxGeo){var n=iSelObjs.length;var len=0;var ids=[];for(var i=0;i<n;++i){var selPropHC=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj.getLineEntity()||!selPropHC){return false}var lineId=selObj.getLineEntity().getLineId();if(-1!==ids.indexOf(lineId)){return false}ids.push(lineId);if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.LineElement||selPropHC instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){len+=selPropHC.length}else if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){var circularArc=l_getCircularArc(selObj,selPropHC);len+=circularArc.Length}else{return false}}var pos=new eDwTypes_1.HC.Point3(0,0,0);if(n>1){var result=new MeasureResultDistance("Total Length",len);pos=iSelObjs[n-1].getPosition();ioAuxGeo.addOtherResult(result,pos);return true}return false};eDwMeasureEntities.prototype.highlightEntityAt=function(iIndex,iHighlight){if(iHighlight===void 0){iHighlight=true}var n=this.mSelObjs.length;if(iIndex<0||iIndex>=n)return;eDwMeasureEntities.highlightEntity(this.mSelObjs[iIndex],this.mViewer.getModel(),iHighlight)};eDwMeasureEntities.prototype.addAllForEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.addObjs(iSelObj)];case 1:_a.sent();return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 2:_a.sent();return[4,this.resetImmediateResults()];case 3:_a.sent();this.colorEntity(iSelObj);return[2,true]}}))}))};eDwMeasureEntities.PointToPoint=false;eDwMeasureEntities.ShowDelta=false;return eDwMeasureEntities}(eDwTypes_1.HC.Markup.MarkupItem);var LabelItem=function(_super){__extends(LabelItem,_super);function LabelItem(iViewer,iLabel){var _this=_super.call(this)||this;_this.mLabel=iLabel;return _this}LabelItem.prototype.setStringContent=function(){this.mLabel.setStringContent()};LabelItem.prototype.draw=function(){this.mLabel.drawLabel()};LabelItem.prototype.hit=function(iPos){var box=this.mLabel.getLabelBox();if(!box)return false;var xMin=box.Min.x;var xMax=box.Max.x;var yMin=box.Min.y;var yMax=box.Max.y;return iPos.x<=xMax&&iPos.x>=xMin&&iPos.y<=yMax&&iPos.y>=yMin};LabelItem.prototype.onDragStart=function(iPos){this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragMove=function(iPos){var delta=eDwTypes_1.HC.Point2.subtract(iPos,this.mDragPos);var endPos=this.mLabel.getLeaderEndPos();if(!eDwGeomUtils.isValidHCPoint(endPos)||!eDwGeomUtils.isValidHCPoint(delta))return true;endPos.add(delta);this.mLabel.setLeaderEndPos(endPos);this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragEnd=function(iPos){return true};return LabelItem}(eDwTypes_1.HC.Markup.MarkupItem);var MeasureResultItem=function(){function MeasureResultItem(iName){this.mName=iName}Object.defineProperty(MeasureResultItem.prototype,"Value",{get:function(){return":NOVALUE:"},enumerable:false,configurable:true});Object.defineProperty(MeasureResultItem.prototype,"Name",{get:function(){return this.mName},enumerable:false,configurable:true});return MeasureResultItem}();var MeasureResultString=function(_super){__extends(MeasureResultString,_super);function MeasureResultString(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue;return _this}Object.defineProperty(MeasureResultString.prototype,"Value",{get:function(){return this.mValue},enumerable:false,configurable:true});return MeasureResultString}(MeasureResultItem);var MeasureResultNumber=function(_super){__extends(MeasureResultNumber,_super);function MeasureResultNumber(iName,iValueKind){var _this=_super.call(this,iName)||this;_this.mValueKind=iValueKind;return _this}Object.defineProperty(MeasureResultNumber.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue,this.mValueKind)},enumerable:false,configurable:true});return MeasureResultNumber}(MeasureResultItem);var MeasureResultDistance=function(_super){__extends(MeasureResultDistance,_super);function MeasureResultDistance(iName,iValue){var _this=_super.call(this,iName,cLength)||this;_this.mValue=iValue;return _this}return MeasureResultDistance}(MeasureResultNumber);var MeasureResultArea=function(_super){__extends(MeasureResultArea,_super);function MeasureResultArea(iName,iValue){var _this=_super.call(this,iName,"Area")||this;_this.mValue=iValue;return _this}return MeasureResultArea}(MeasureResultNumber);var MeasureResultAngle=function(_super){__extends(MeasureResultAngle,_super);function MeasureResultAngle(iName,iValue){var _this=_super.call(this,iName,"Angle")||this;_this.mValue=iValue;return _this}return MeasureResultAngle}(MeasureResultNumber);var MeasureResultPoint3D=function(_super){__extends(MeasureResultPoint3D,_super);function MeasureResultPoint3D(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue.copy();return _this}Object.defineProperty(MeasureResultPoint3D.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue.x,"Length")+","+l_Model.getValueWithUnit(this.mValue.y,"Length")+","+l_Model.getValueWithUnit(this.mValue.z,"Length")},enumerable:false,configurable:true});return MeasureResultPoint3D}(MeasureResultItem);var MeasureLabelItem=function(){function MeasureLabelItem(iViewer,iResult,iColor){this.mViewer=iViewer;this.mResult=iResult;this.mColor=iColor;this.mNameTextBox=undefined;this.mValueTextBox=undefined;this.mNameBox=undefined;this.mValueBox=undefined}MeasureLabelItem.prototype.drawItem=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();if(this.mNameBox)renderer.drawRectangle(this.mNameBox);if(this.mValueBox)renderer.drawRectangle(this.mValueBox);if(this.mNameTextBox)renderer.drawTextBox(this.mNameTextBox);if(this.mValueTextBox)renderer.drawTextBox(this.mValueTextBox)};MeasureLabelItem.prototype.setPosition=function(ioPos,iNameWidth,iValueWidth){if(!this.mNameBox||!this.mValueBox||!this.mNameTextBox||!this.mValueTextBox){this.mNameBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mNameBox.setFillColor(this.mColor?this.mColor:cGreyColor);this.mValueBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mValueBox.setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mNameTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setStrokeWidth(0);this.mNameTextBox.getTextPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setFillOpacity(0);this.mNameTextBox.getTextPortion().setFontFamily("arial");this.mValueTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mValueTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mValueTextBox.getBoxPortion().setStrokeWidth(0);this.mValueTextBox.getTextPortion().setFillColor(cGreyColor);this.mValueTextBox.getBoxPortion().setFillOpacity(0);this.mValueTextBox.getTextPortion().setFontFamily("arial")}var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=renderer.measureTextBox(this.mNameTextBox);var valueSize=renderer.measureTextBox(this.mValueTextBox);var height=Math.max(nameSize.y,valueSize.y);this.mNameBox.setSize(new eDwTypes_1.HC.Point2(iNameWidth,height));this.mValueBox.setSize(new eDwTypes_1.HC.Point2(iValueWidth,height));var namePos=ioPos.copy();var valuePos=ioPos.copy();valuePos.x+=iNameWidth;this.mNameBox.setPosition(namePos);this.mNameTextBox.setPosition(namePos);this.mValueBox.setPosition(valuePos);this.mValueTextBox.setPosition(valuePos);ioPos.y+=height};MeasureLabelItem.prototype.getWidth=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=this.mNameTextBox?renderer.measureTextBox(this.mNameTextBox):{x:0,y:0};var valueSize=this.mValueTextBox?renderer.measureTextBox(this.mValueTextBox):{x:0,y:0};return{NameWidth:nameSize.x,ValueWidth:valueSize.x}};MeasureLabelItem.prototype.setStringContent=function(){if(this.mNameTextBox){this.mNameTextBox.setTextString(this.mResult.Name)}if(this.mValueTextBox){this.mValueTextBox.setTextString(this.mResult.Value)}};MeasureLabelItem.prototype.getText=function(){return this.mResult.Name+": "+this.mResult.Value};MeasureLabelItem.prototype.getBoundingBox=function(){if(!this.mNameBox||!this.mValueBox){return null}var size1=this.mValueBox.getSize();var posS=this.mNameBox.getPosition().copy();var pos1=this.mValueBox.getPosition();var posE=new eDwTypes_1.HC.Point2(pos1.x+size1.x,pos1.y+size1.y);var min=new eDwTypes_1.HC.Point2(Math.min(posS.x,posE.x),Math.min(posS.y,posE.y));var max=new eDwTypes_1.HC.Point2(Math.max(posS.x,posE.x),Math.max(posS.y,posE.y));return{Min:min,Max:max}};return MeasureLabelItem}();var MeasureBaseLine=function(){function MeasureBaseLine(iViewer,iPntWCHC0,iPntWCHC1,iLineColor){this.mViewer=iViewer;this.mColor=iLineColor||cGreyColor;this.setWCPts(iPntWCHC0,iPntWCHC1)}MeasureBaseLine.prototype.draw=function(){if(!this.isValid())return;if(this.mLine)this.updateLinePts();else this.createHCLine();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawLine(this.mLine)};MeasureBaseLine.prototype.getLineColorHC=function(){return this.mColor};MeasureBaseLine.prototype.getMiddleWCPtHC=function(){var middle=eDwTypes_1.HC.Point3.scale(eDwTypes_1.HC.Point3.add(this.mWCEndPtHC0,this.mWCEndPntHC1),.5);return middle};MeasureBaseLine.prototype.setLineColor=function(iColor){this.mColor=iColor;if(this.mLine)this.setColorOnHCLine(iColor);else this.createHCLine()};MeasureBaseLine.prototype.isValid=function(){return this.mWCEndPtHC0&&this.mWCEndPntHC1&&eDwGeomUtils.isValidHCPoint(this.mWCEndPtHC0)&&eDwGeomUtils.isValidHCPoint(this.mWCEndPntHC1)};MeasureBaseLine.prototype.createHCLine=function(){this.mLine=new eDwTypes_1.HC.Markup.Shape.Line;this.setColorOnHCLine(this.mColor);this.updateLinePts();return this};MeasureBaseLine.prototype.copyFrom=function(iSrcLine){if(iSrcLine.mLine){this.mLine.setStrokeWidth(iSrcLine.mLine.getStrokeWidth());this.mLine.setEndcapType(iSrcLine.mLine.getEndEndcapType());this.mLine.setStartEndcapSize(iSrcLine.mLine.getStartEndcapSize());this.mLine.setEndEndcapSize(iSrcLine.mLine.getEndEndcapSize());this.mLine.setStartEndcapColor(iSrcLine.mLine.getStartEndcapColor());this.mLine.setEndEndcapColor(iSrcLine.mLine.getEndEndcapColor())}this.setWCPts(iSrcLine.mWCEndPtHC0,iSrcLine.mWCEndPntHC1);this.mColor=iSrcLine.mColor};MeasureBaseLine.prototype.setWCPts=function(iWCStartPntHC,iWCEndPntHC){if(!iWCStartPntHC||!iWCEndPntHC||!eDwGeomUtils.isValidHCPoint(iWCStartPntHC)||!eDwGeomUtils.isValidHCPoint(iWCEndPntHC)){console.warn("One or more measure points are invalid");return}this.mWCEndPtHC0=iWCStartPntHC.copy();this.mWCEndPntHC1=iWCEndPntHC.copy()};MeasureBaseLine.prototype.updateLinePts=function(){var viewHC=this.mViewer.getHCView();this.mLine.setP1(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPtHC0)));this.mLine.setP2(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPntHC1)))};MeasureBaseLine.prototype.setColorOnHCLine=function(iColor){this.mLine.setStrokeColor(iColor);this.mLine.setEndEndcapColor(iColor);this.mLine.setStartEndcapColor(iColor)};return MeasureBaseLine}();var MeasureLine=function(_super){__extends(MeasureLine,_super);function MeasureLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLine.prototype.copy=function(){var copy=new MeasureLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setWidthAndEndCapsOnHCLine();return this};MeasureLine.prototype.setWidthAndEndCapsOnHCLine=function(){this.mLine.setStrokeWidth(3);this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.None)};return MeasureLine}(MeasureBaseLine);var MeasureLeaderLine=function(_super){__extends(MeasureLeaderLine,_super);function MeasureLeaderLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLeaderLine.prototype.copy=function(){var copy=new MeasureLeaderLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLeaderLine.prototype.getLeaderStartPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPtHC0)};MeasureLeaderLine.prototype.getLeaderEndPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPntHC1)};MeasureLeaderLine.prototype.setLeaderEndPos=function(iPos){this.setWCPts(this.mWCEndPtHC0,eDwGeomUtils.screenToWorld(iPos,this.mViewer.getHCView()))};MeasureLeaderLine.prototype.setLeaderEnd=function(iPoint){this.mWCEndPntHC1=iPoint.copy()};MeasureLeaderLine.prototype.getLeaderStart=function(){return this.mWCEndPtHC0};return MeasureLeaderLine}(MeasureBaseLine);var MeasureDistLine=function(_super){__extends(MeasureDistLine,_super);function MeasureDistLine(iViewer,iPntHC0,iSelObj0,iPntHC1,iSelObj1,iLineColor,iUseArrowEnds){if(iUseArrowEnds===void 0){iUseArrowEnds=true}var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;_this.mStartSelObj=iSelObj0;_this.mEndSelObj=iSelObj1;_this.mDistColor=iLineColor||cLineDistanceColor;_this.mUseArrowEnds=iUseArrowEnds;if(!_this.isValid())_this.createHCLine();return _this}MeasureDistLine.prototype.copy=function(){var copy=new MeasureDistLine(this.mViewer,this.mWCEndPtHC0,this.mStartSelObj,this.mWCEndPntHC1,this.mEndSelObj,this.getLineColorHC(),this.mUseArrowEnds);copy.copyFrom(this);return copy};MeasureDistLine.prototype.setSelObjEndPts=function(iWCStartPntHC,iStartSelObj,iWCEndPntHC,iEndSelObj){_super.prototype.setWCPts.call(this,iWCStartPntHC,iWCEndPntHC);this.mStartSelObj=iStartSelObj;this.mEndSelObj=iEndSelObj};MeasureDistLine.prototype.getDistance=function(){var localPt0HC=this.mStartSelObj.getAsLocalPoint(this.mWCEndPtHC0);var localPt1HC=this.mEndSelObj.getAsLocalPoint(this.mWCEndPntHC1);return eDwTypes_1.HC.Point3.subtract(localPt0HC,localPt1HC).length()};MeasureDistLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setHCLineAttributes();return this};MeasureDistLine.prototype.setHCLineAttributes=function(){this.mLine.setStrokeWidth(3);if(this.mUseArrowEnds){this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead)}this.mLine.setStartEndcapSize(5);this.mLine.setEndEndcapSize(5);this.mLine.setStartEndcapColor(this.mDistColor);this.mLine.setEndEndcapColor(this.mDistColor);this.mLine.setStrokeColor(this.mDistColor)};return MeasureDistLine}(MeasureBaseLine);var MeasureLabel=function(){function MeasureLabel(iViewer,iPnt3DHC,iDrawEnabled){if(iDrawEnabled===void 0){iDrawEnabled=true}this.mViewer=iViewer;this.mItems=[];this.mDrawEnabled=iDrawEnabled;this.createLeaderIfPointValid(iPnt3DHC,iPnt3DHC)}MeasureLabel.prototype.reset=function(){this.mItems=[]};MeasureLabel.prototype.drawLabel=function(){if(!this.isValid()||!this.mDrawEnabled)return;this.setLabelPosition(this.mLeader.getLeaderEndPos());var n=this.mItems.length;if(0===n)return;this.mLeader.draw();for(var i=0;i<n;++i){this.mItems[i].drawItem()}};MeasureLabel.prototype.addItem=function(iResult,iColor){if(iResult){var item=new MeasureLabelItem(this.mViewer,iResult,iColor);this.mItems.push(item)}return this};MeasureLabel.prototype.setStringContent=function(){var n=this.mItems.length;for(var i=0;i<n;++i){this.mItems[i].setStringContent()}};MeasureLabel.prototype.setLeader=function(iEnd0){var end1=eDwTypes_1.HC.Point3.add(iEnd0,new eDwTypes_1.HC.Point3(1,1,1));this.createLeaderIfPointValid(iEnd0,end1)};MeasureLabel.prototype.getLeaderStartPos=function(){return this.mLeader?this.mLeader.getLeaderStartPos():null};MeasureLabel.prototype.getLeaderEndPos=function(){return this.mLeader?this.mLeader.getLeaderEndPos():null};MeasureLabel.prototype.setLeaderEndPos=function(pos){if(!this.isValid())return;this.setLabelPosition(pos.copy());this.adjustToFitOnScreen();var labelBox=this.getLabelBox();if(!labelBox)return;var leaderPos=new eDwTypes_1.HC.Point2(labelBox.Min.x,labelBox.Min.y);this.mLeader.setLeaderEndPos(leaderPos)};MeasureLabel.prototype.setDefaultEndPos=function(){if(!this.isValid())return false;var start=this.getLeaderStartPos();var end=eDwTypes_1.HC.Point2.add(start,new eDwTypes_1.HC.Point2(30,30));this.setLeaderEndPos(end);return true};MeasureLabel.prototype.getText=function(){this.setStringContent();var n=this.mItems.length;var str=n?this.mItems[0].getText():"";for(var i=1;i<n;++i){str=str+"\n"+this.mItems[i].getText()}return str};MeasureLabel.prototype.getLabelBox=function(){var n=this.mItems.length;if(0===n)return null;var boxes=[];for(var i=0;i<n;++i){var box_1=this.mItems[i].getBoundingBox();if(box_1)boxes.push(box_1)}n=boxes.length;if(!n)return null;var box=boxes[0];var xMin=box.Min.x,xMax=box.Max.x;var yMin=box.Min.y,yMax=box.Max.y;for(var i=1;i<n;++i){var box_2=boxes[i];xMin=Math.min(box_2.Min.x,xMin);yMin=Math.min(box_2.Min.y,yMin);xMax=Math.max(box_2.Max.x,xMax);yMax=Math.max(box_2.Max.y,yMax)}var min=new eDwTypes_1.HC.Point2(xMin,yMin);var max=new eDwTypes_1.HC.Point2(xMax,yMax);return{Min:min,Max:max}};MeasureLabel.prototype.isValid=function(){return this.mLeader?true:false};MeasureLabel.prototype.setLabelPosition=function(iPos){var nameWidth=0,valueWidth=0;for(var _i=0,_a=this.mItems;_i<_a.length;_i++){var item=_a[_i];var itemWidth=item.getWidth();nameWidth=Math.max(nameWidth,itemWidth.NameWidth);valueWidth=Math.max(valueWidth,itemWidth.ValueWidth)}for(var _b=0,_c=this.mItems;_b<_c.length;_b++){var item=_c[_b];item.setPosition(iPos,nameWidth,valueWidth)}};MeasureLabel.prototype.adjustToFitOnScreen=function(){var viewHC=this.mViewer.getHCView();var canvasSize=viewHC.getCanvasSize();var bbox2D=this.getLabelBox();if(!bbox2D)return;var bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);function adjustPos(iDimension){var adjust=canvasSize[iDimension]-bboxSize[iDimension];adjust=adjust<0?bbox2D.Min[iDimension]:adjust;var newPos=bbox2D.Min.copy();newPos[iDimension]=adjust;return newPos}if(bbox2D.Max.x>canvasSize.x&&bboxSize.x<canvasSize.x){this.setLabelPosition(adjustPos("x"))}if(bbox2D.Max.y>canvasSize.y&&bboxSize.y<canvasSize.y){bbox2D=this.getLabelBox();if(!bbox2D)return;bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);this.setLabelPosition(adjustPos("y"))}};MeasureLabel.prototype.createLeaderIfPointValid=function(iPnt3D0HC,iPnt3D1HC){this.mLeader=null;if(!eDwGeomUtils.isValidHCPoint(iPnt3D0HC)||!eDwGeomUtils.isValidHCPoint(iPnt3D1HC))return;this.mLeader=new MeasureLeaderLine(this.mViewer,iPnt3D0HC,iPnt3D1HC)};Object.defineProperty(MeasureLabel.prototype,"DrawEnabled",{get:function(){return this.mDrawEnabled},enumerable:false,configurable:true});return MeasureLabel}();var MeasureAuxMessage=function(){function MeasureAuxMessage(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxMessage.prototype.reset=function(){this.mLabels=[]};MeasureAuxMessage.prototype.addResult=function(iResult,iStart,iColor){var label=new MeasureLabel(this.mViewer,iStart);label.addItem(iResult,iColor);this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfVertex=function(iVertSelObj){if(!iVertSelObj.getPointEntity())return;var pntHC=iVertSelObj.getPosition();var label=new MeasureLabel(this.mViewer,pntHC);label.addItem(new MeasureResultString(cEntity,cVertex));var coordHC=iVertSelObj.getLocalPoint()||pntHC;label.addItem(new MeasureResultPoint3D(cCoordinate,coordHC));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCurve=function(iLineOrOtherHC,iEdgeSelObj,iEntityValue){if(!iEdgeSelObj.getLineEntity())return;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,iEntityValue));label.addItem(new MeasureResultDistance(cLength,iLineOrOtherHC.length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCircle=function(iCircleOrigHC,iEdgeSelObj){if(!iEdgeSelObj.getLineEntity())return;var circularArc=l_getCircularArc(iEdgeSelObj,iCircleOrigHC);var entityLabel="Circle";var diameterOrRadiusLabel="Diameter";var diameterOrRadius=circularArc.Diameter;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,entityLabel));label.addItem(new MeasureResultPoint3D("Center",circularArc.OriginWCHC));label.addItem(new MeasureResultDistance(diameterOrRadiusLabel,diameterOrRadius));label.addItem(new MeasureResultArea("Area",circularArc.Area));label.addItem(new MeasureResultDistance("Perimeter",circularArc.Length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfPlane=function(iFaceOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iFaceOrigHC instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cPlane));this.mLabels.push(label)}};MeasureAuxMessage.prototype.addIfCylinder=function(iCylinderOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iCylinderOrigHC instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cCylinder));label.addItem(new MeasureResultDistance(cDiameter,2*iCylinderOrigHC.radius));this.mLabels.push(label)}};MeasureAuxMessage.prototype.getLabels=function(){return this.mLabels};MeasureAuxMessage.prototype.countLabels=function(){return this.mLabels.length};MeasureAuxMessage.prototype.getText=function(){var str="";for(var _i=0,_a=this.mLabels;_i<_a.length;_i++){var label=_a[_i];if(str.length)str+="\n\n";str+=label.getText()}return str};return MeasureAuxMessage}();var MeasureAuxDelta=function(){function MeasureAuxDelta(iViewer,iLineColor,iLineNormal){if(iLineNormal===void 0){iLineNormal=false}this.mViewer=iViewer;this.mLineColor=iLineColor;this.mLineNormal=iLineNormal;this.reset();this.mEndGlyph0=new eDwTypes_1.HC.Markup.Shape.Circle;this.mEndGlyph1=new eDwTypes_1.HC.Markup.Shape.Circle;this.setPointColor(cAuxDeltaPointFillColor);var widthEdge=3;var pointSize=7;this.mEndGlyph0.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph0.setStrokeWidth(widthEdge);this.mEndGlyph0.setRadius(pointSize);this.mEndGlyph1.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph1.setStrokeWidth(widthEdge);this.mEndGlyph1.setRadius(pointSize)}MeasureAuxDelta.prototype.reset=function(){this.mWCPntsHC=[];this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;delete this.mLineDist;delete this.mDelta;this.mSomeCoordsArcCenters=false};MeasureAuxDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureAuxDelta(this.mViewer);auxDeltaCopy.mLineColor=this.mLineColor;auxDeltaCopy.mLineNormal=this.mLineNormal;auxDeltaCopy.mSomeCoordsArcCenters=this.mSomeCoordsArcCenters;auxDeltaCopy.mEndGlyph0.setFillColor(this.mEndGlyph0.getFillColor());auxDeltaCopy.mEndGlyph1.setFillColor(this.mEndGlyph1.getFillColor());auxDeltaCopy.mWCPntsHC=utils.deepCopyArray(this.mWCPntsHC);auxDeltaCopy.mModelSpaceMinDist=this.mModelSpaceMinDist;auxDeltaCopy.mModelSpaceMaxDist=this.mModelSpaceMaxDist;auxDeltaCopy.mLineDist=this.mLineDist?this.mLineDist.copy():undefined;auxDeltaCopy.mDelta=this.mDelta?this.mDelta.copy():undefined;return auxDeltaCopy};MeasureAuxDelta.prototype.getWCDeltaEnds=function(){return this.mWCPntsHC};MeasureAuxDelta.prototype.setWCDeltaEnds=function(iWCPntsHC,iSelObjs){this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;this.mWCPntsHC=utils.deepCopyArray(iWCPntsHC);if(!iWCPntsHC[0].equalsWithTolerance(iWCPntsHC[1],cLengthTol)){var startWCPtHC=iWCPntsHC[0].copy();var endWCPtHC=iWCPntsHC[1].copy();if(this.mDelta){this.mDelta.set(startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}else{this.mDelta=MeasureDelta.create(this.mViewer,startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}if(this.mLineDist){this.mLineDist.setSelObjEndPts(startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1])}else{this.mLineDist=new MeasureDistLine(this.mViewer,startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1],this.mLineColor)}}};MeasureAuxDelta.prototype.draw=function(iImmediateDrawMode){if(this.hasDistance()&&this.mLineDist&&this.mWCPntsHC.length>1){this.mLineDist.draw();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){this.mDelta.draw(iImmediateDrawMode)}var viewHC=this.mViewer.getHCView();this.mEndGlyph0.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[0])));this.mEndGlyph1.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[1])));if(!iImmediateDrawMode){var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawCircle(this.mEndGlyph0);renderer.drawCircle(this.mEndGlyph1)}}};MeasureAuxDelta.prototype.getLabelData=function(){var labelData={};var labelName=this.mLineNormal?cNormalDistance:this.mSomeCoordsArcCenters?cCenterDistance:cDistance;labelData[cDistance]=new MeasureResultDistance(labelName,this.getDistance());var minResultDist=new MeasureResultDistance(cMinDistance,this.mModelSpaceMinDist);if(parseFloat(minResultDist.Value)>0){labelData[cMinDistance]=minResultDist}var maxResultDist=new MeasureResultDistance(cMaxDistance,this.mModelSpaceMaxDist);if(parseFloat(maxResultDist.Value)>0){labelData[cMaxDistance]=maxResultDist}if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){$.extend(labelData,this.mDelta.getLabelData())}return labelData};MeasureAuxDelta.prototype.getLabels=function(){var labels=[];if(this.getDistance()<cLengthTol)return labels;var labelData=this.getLabelData();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}if(this.mLineDist&&this.mLineDist.isValid()){var labelDist=new MeasureLabel(this.mViewer,this.mLineDist.getMiddleWCPtHC());if(labelDist.isValid()){labels.push(labelDist.addItem(labelData[cDistance]))}}return labels};MeasureAuxDelta.prototype.getText=function(){if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){return this.mDelta.getText()}return""};MeasureAuxDelta.prototype.getDelta=function(){return this.mWCPntsHC.length>1&&this.mLineDist?eDwTypes_1.HC.Point3.subtract(this.mWCPntsHC[0],this.mWCPntsHC[1]):eDwTypes_1.HC.Point3.zero()};MeasureAuxDelta.prototype.getDistance=function(){return this.mLineDist?this.mLineDist.getDistance():0};MeasureAuxDelta.prototype.setDistLineColor=function(iColor){this.mLineColor=iColor};MeasureAuxDelta.prototype.setPointColor=function(iColor){this.mEndGlyph0.setFillColor(iColor);this.mEndGlyph1.setFillColor(iColor)};MeasureAuxDelta.prototype.setMinDist=function(iDist){this.mModelSpaceMinDist=iDist};MeasureAuxDelta.prototype.setMaxDist=function(iDist){this.mModelSpaceMaxDist=iDist};Object.defineProperty(MeasureAuxDelta.prototype,"LineNormal",{get:function(){return this.mLineNormal},set:function(iEnable){this.mLineNormal=iEnable},enumerable:false,configurable:true});Object.defineProperty(MeasureAuxDelta.prototype,"SomeCoordsArcCenters",{get:function(){return this.mSomeCoordsArcCenters},set:function(iEnable){this.mSomeCoordsArcCenters=iEnable},enumerable:false,configurable:true});MeasureAuxDelta.prototype.hasDistance=function(){var deltaDist=this.getDistance();return deltaDist>cLengthTol?true:false};return MeasureAuxDelta}();var MeasureDelta=function(){function MeasureDelta(iViewer){this.mViewer=iViewer;this.reset()}MeasureDelta.prototype.set=function(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];this.mLineDeltaMap[cDeltaX].setSelObjEndPts(iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1);this.mLineDeltaMap[cDeltaY].setSelObjEndPts(deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1);this.mLineDeltaMap[cDeltaZ].setSelObjEndPts(deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1)};MeasureDelta.prototype.getLabels=function(){var labelData=this.getLabelData();var numNonZeroLabelData=0;var nonZeroLabelData={};for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var deltaKey=_a[_i];var dist=this.mLineDeltaMap[deltaKey].getDistance();if(dist>cLengthTol){nonZeroLabelData[deltaKey]=labelData[deltaKey];numNonZeroLabelData++}}if(numNonZeroLabelData===1)nonZeroLabelData={};var labels=[];for(var key in nonZeroLabelData){var lineDelta=this.mLineDeltaMap[key];var label=new MeasureLabel(this.mViewer,lineDelta.getMiddleWCPtHC());label.addItem(labelData[key],lineDelta.getLineColorHC());if(label.isValid())labels.push(label)}return labels};MeasureDelta.prototype.draw=function(iImmediateDrawMode){if(this.isDeltaEnabled()){for(var key in this.mLineDeltaMap){var deltaLine=this.mLineDeltaMap[key];if(deltaLine.getDistance()>cLengthTol)deltaLine.draw()}}};MeasureDelta.prototype.reset=function(){this.mLineDeltaMap={}};MeasureDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureDelta(this.mViewer);for(var key in this.mLineDeltaMap){auxDeltaCopy.mLineDeltaMap[key]=this.mLineDeltaMap[key].copy()}return auxDeltaCopy};MeasureDelta.prototype.getLabelData=function(){var labelData={};if(this.isDeltaEnabled()){for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var delta=_a[_i];labelData[delta]=new MeasureResultDistance(delta,this.mLineDeltaMap[delta].getDistance())}}return labelData};MeasureDelta.prototype.getText=function(){if(this.isDeltaEnabled()){var data=this.getLabelData();return"Delta : "+data[cDeltaX].Value+", "+data[cDeltaY].Value+", "+(""+data[cDeltaZ].Value)}return""};MeasureDelta.create=function(iViewer,iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var measureDelta=new MeasureDelta(iViewer);var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];measureDelta.mLineDeltaMap[cDeltaX]=new MeasureDistLine(iViewer,iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1,eDwTypes_1.HC.Color.red(),false);measureDelta.mLineDeltaMap[cDeltaY]=new MeasureDistLine(iViewer,deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1,new eDwTypes_1.HC.Color(0,128,0),false);measureDelta.mLineDeltaMap[cDeltaZ]=new MeasureDistLine(iViewer,deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1,eDwTypes_1.HC.Color.blue(),false);return measureDelta};MeasureDelta.prototype.isDeltaEnabled=function(){return eDwMeasureEntities.ShowDelta&&!!this.mLineDeltaMap[cDeltaX]};return MeasureDelta}();var MeasureAuxDistance=function(){function MeasureAuxDistance(iViewer){this.mViewer=iViewer;this.mDistLine=new MeasureAuxDelta(iViewer);this.mNDistLine=new MeasureAuxDelta(iViewer,cAuxDistanceNormalDistanceLineColor,true);this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]}MeasureAuxDistance.prototype.reset=function(){this.mDistLine.reset();this.mNDistLine.reset();this.mNDistLine.setDistLineColor(cAuxDistanceNormalDistanceLineColor);this.mNDistLine.LineNormal=true;this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]};MeasureAuxDistance.prototype.draw=function(iImmediateDrawMode){if(!this.getLabels().length)return;this.mDistLine.draw(iImmediateDrawMode);this.mNDistLine.draw(iImmediateDrawMode);for(var _i=0,_a=this.mNormalDistExtLines;_i<_a.length;_i++){var normalExtLine=_a[_i];normalExtLine.draw()}};MeasureAuxDistance.prototype.setByPointPoint=function(iWCPntHC0,iSelObj0,iWCPntHC1,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}this.reset();this.mDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iWCPntHC0,iWCPntHC0,iWCPntHC1,iWCPntHC1]);this.avoidDuplication()};MeasureAuxDistance.prototype.setByPointLine=function(iPntWCHC,iSelObj0,iEdgeHC,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}var pickPntWCHC=iSelObj1.getPosition();var endPntsWCHC=l_getLineEndPts(iSelObj1);var vecWCHC=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,endPntsWCHC.P1HC);if(vecWCHC.length()<1e-6)return;vecWCHC.normalize();var k=eDwTypes_1.HC.Point3.dot(eDwTypes_1.HC.Point3.subtract(iPntWCHC,pickPntWCHC),vecWCHC);var basePntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecWCHC0=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,basePntWCHC);var vecWCHC1=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P1HC,basePntWCHC);if(eDwTypes_1.HC.Point3.dot(vecWCHC0,vecWCHC1)<0){this.setByPointPoint(iPntWCHC,iSelObj0,basePntWCHC,iSelObj1,isSomeCoordsArcCenters)}else{this.reset();var pntWCHC=vecWCHC0.length()<vecWCHC1.length()?endPntsWCHC.P0HC.copy():endPntsWCHC.P1HC.copy();this.mDistLine.setWCDeltaEnds([iPntWCHC,pntWCHC],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,basePntWCHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pntWCHC,basePntWCHC]);this.avoidDuplication()}};MeasureAuxDistance.prototype.setByPointPlane=function(iPntWCHC,iSelObj0,iFaceHC,iSelObj1,iMinDistInfo,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}if(!iMinDistInfo)return false;this.reset();var pickWCPntHC=iSelObj1.getPosition();var normWCHC=iFaceHC.normal;normWCHC.normalize();var vecWCHC=eDwTypes_1.HC.Point3.subtract(pickWCPntHC,iPntWCHC);var k=eDwTypes_1.HC.Point3.dot(vecWCHC,normWCHC);var baseWCPntHC=eDwTypes_1.HC.Point3.add(iPntWCHC,eDwTypes_1.HC.Point3.scale(normWCHC,k));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,baseWCPntHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pickWCPntHC,baseWCPntHC]);this.avoidDuplication();return true};MeasureAuxDistance.prototype.setByCircleCircle=function(iCircleHC0,iSelObj0,iCircleHC1,iSelObj1){this.setByPointPoint(iCircleHC0.origin,iSelObj0,iCircleHC1.origin,iSelObj1,true);this.setMinMaxForCircles(iCircleHC0,iCircleHC1)};MeasureAuxDistance.prototype.setByCircleLine=function(iCircleHC,iSelObj0,iLineHC,iSelObj1){this.setByPointLine(iCircleHC.origin,iSelObj0,iLineHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByCirclePlane=function(iCircleHC,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo){return this.setByPointPlane(iCircleHC.origin,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo,true)};MeasureAuxDistance.prototype.setByCirclePoint=function(iCircleHC,iSelObj0,iPointHC,iSelObj1){this.setByPointPoint(iCircleHC.origin,iSelObj0,iPointHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByPlanePlane=function(iFaceHC0,iFaceHC1,iSelObj0,iSelObj1,iMinDistInfo){if(!iMinDistInfo)return false;this.reset();var pickWCPntHC0=iSelObj0.getPosition().copy();var normWCHC0=iFaceHC0.normal;normWCHC0.normalize();var pickWCPntHC1=iSelObj1.getPosition().copy();var normWCHC1=iFaceHC1.normal;normWCHC1.normalize();var angle=iSelObj0.findAngle(iSelObj1);if(0!==angle&&180!==angle){var vecWCHC=eDwTypes_1.HC.Point3.cross(normWCHC0,normWCHC1);var wVecWCHC=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC0);var k0=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(wVecWCHC,normWCHC1);var origWCPntHC0=eDwTypes_1.HC.Point3.add(pickWCPntHC0,wVecWCHC.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC1);var k1=(eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC0)-eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC0))/eDwTypes_1.HC.Point3.dot(wVecHC1,normWCHC0);var origWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC1,wVecHC1.scale(k1));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mNDistLine.setWCDeltaEnds([origWCPntHC0,origWCPntHC0],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([origWCPntHC0,origWCPntHC0,origWCPntHC1,origWCPntHC1]);this.avoidDuplication()}else{var distWCPntHC1=eDwTypes_1.HC.Point3.zero();if(0!==eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1)){var k=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1);distWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC0,eDwTypes_1.HC.Point3.scale(normWCHC0,k))}this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);var distWCPntHC0=pickWCPntHC0.copy();this.mNDistLine.setWCDeltaEnds([distWCPntHC0,distWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([distWCPntHC0,pickWCPntHC0,distWCPntHC1,pickWCPntHC1]);this.avoidDuplication()}return true};MeasureAuxDistance.prototype.setByLinePlane=function(iEdgeHC,iFaceHC,iSelEdgeObj,iSelFaceObj){return __awaiter(this,void 0,void 0,(function(){var pickPntWCHC0,pickPntWCHC1,vecNormWCHC,minDistInfo,distLinePtsWCHC,distLineSelObjs,normDistLinePtsWCHC,normDistLineSelObjs,extendedLinePtsWCHC,angle,plnWCHC,pntOnPlnWCHC,pickVecWCHC,k,scalePickPntWCHC;return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();pickPntWCHC0=iSelEdgeObj.getPosition();pickPntWCHC1=iSelFaceObj.getPosition();vecNormWCHC=iFaceHC.normal;vecNormWCHC.normalize();return[4,eDwSelObj.getMinDistInfo([iEdgeHC,iFaceHC],[iSelEdgeObj,iSelFaceObj],this.mViewer.getModel())];case 1:minDistInfo=_a.sent();distLinePtsWCHC=minDistInfo?[minDistInfo.pos1,minDistInfo.pos2]:[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelFaceObj];normDistLinePtsWCHC=[];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[];angle=iSelEdgeObj.findAngle(iSelFaceObj);if(90===angle||270===angle){plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(pickPntWCHC1,vecNormWCHC);pntOnPlnWCHC=eDwGeomUtils.dropPointOnPlane(pickPntWCHC0,plnWCHC);normDistLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];if(eDwTypes_1.HC.Point3.distance(pntOnPlnWCHC,pickPntWCHC0)){normDistLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0]}extendedLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0,pickPntWCHC1,pickPntWCHC1]}else{pickVecWCHC=eDwTypes_1.HC.Point3.subtract(pickPntWCHC1,pickPntWCHC0);k=eDwTypes_1.HC.Point3.scale(vecNormWCHC,eDwTypes_1.HC.Point3.dot(vecNormWCHC,pickVecWCHC));scalePickPntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC0,k);distLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelEdgeObj];normDistLinePtsWCHC=[pickPntWCHC0,scalePickPntWCHC];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0,scalePickPntWCHC,pickPntWCHC1]}this.mDistLine.setWCDeltaEnds(distLinePtsWCHC,distLineSelObjs);this.mNDistLine.setWCDeltaEnds(normDistLinePtsWCHC,normDistLineSelObjs);this.setNormalDistExtPoints(extendedLinePtsWCHC);this.avoidDuplication();return[2]}}))}))};MeasureAuxDistance.prototype.setByLineLine=function(iEdgeHC0,iEdgeHC1,iSelEdgeObjHC0,iSelEdgeObjHC1){var lineWCPntsHC0=l_getLineEndPts(iSelEdgeObjHC0);var lineWCPntsHC1=l_getLineEndPts(iSelEdgeObjHC1);var angle=iSelEdgeObjHC0.findAngle(iSelEdgeObjHC1);var tmp;if(0!==angle&&180!==angle){tmp=l_distanceLineLineCross(lineWCPntsHC0,lineWCPntsHC1)}else{var pntWCHC0=iSelEdgeObjHC0.getPosition();var pntWCHC1=iSelEdgeObjHC1.getPosition();tmp=l_distanceLineLinePara(lineWCPntsHC0,lineWCPntsHC1,pntWCHC0,pntWCHC1)}this.mDistLine.setWCDeltaEnds([tmp.PntHC2,tmp.PntHC3],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.mNDistLine.setWCDeltaEnds([tmp.PntHC0,tmp.PntHC1],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.setNormalDistExtPoints([tmp.PntHC0,tmp.PntHC2,tmp.PntHC1,tmp.PntHC3]);this.avoidDuplication()};MeasureAuxDistance.prototype.getLabels=function(){var labels=[];labels=labels.concat(this.mDistLine.getLabels());labels=labels.concat(this.mNDistLine.getLabels());return labels};MeasureAuxDistance.prototype.getText=function(){var result=[];var distLine=this.mNDistLine.LineNormal?this.mDistLine:this.mNDistLine;var labelData=distLine.getLabelData();var dist=this.mDistLine.getDistance();var normalDist=this.mNDistLine.getDistance();if(this.mDistLine.getWCDeltaEnds().length&&dist>normalDist){result.push(cDistance+": "+labelData[cDistance].Value)}if(this.mNDistLine.getWCDeltaEnds().length&&normalDist){result.push((this.mNDistLine.LineNormal?"Normal ":"")+cDistance+": "+labelData[cDistance].Value)}var minDistResultItem=labelData[cMinDistance];if(minDistResultItem){result.push(cMinDistance+": "+minDistResultItem.Value)}var maxDistResultItem=labelData[cMaxDistance];if(maxDistResultItem){result.push(cMaxDistance+": "+maxDistResultItem.Value)}if(eDwMeasureEntities.ShowDelta){var nDeltaPt=this.mNDistLine.getDelta();var deltaPt=this.mNDistLine.LineNormal?this.mDistLine.getDelta():nDeltaPt;if(!deltaPt.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){result.push(distLine.getText())}}return result.join("\n")};MeasureAuxDistance.getAngle=function(iV0,iV1){var vec0=iV0.copy();var vec1=iV1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDgree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;return angleDgree};MeasureAuxDistance.prototype.setMinMaxForCircles=function(iCircleHC0,iCircleHC1){function setMinMax(ioAuxDelta,iNominalDist,iRadiiDist){if(!ioAuxDelta.getWCDeltaEnds().length){return}if(iNominalDist>iRadiiDist){ioAuxDelta.setMinDist(iNominalDist-iRadiiDist)}ioAuxDelta.setMaxDist(iNominalDist+iRadiiDist)}var circlePlaneHC0=eDwTypes_1.HC.Plane.createFromPointAndNormal(iCircleHC0.origin,iCircleHC0.normal);var projPnt=eDwGeomUtils.dropPointOnPlane(iCircleHC1.origin,circlePlaneHC0);var dot=eDwTypes_1.HC.Point3.dot(iCircleHC0.normal,iCircleHC1.normal);var dist=projPnt.subtract(iCircleHC0.origin).length();console.debugLog("Measure","2 circles/arcs: dot = "+dot+"  dist = "+dist);if(1-Math.abs(dot)<cAngleTol&&dist>cLengthTol){var radiiDist=iCircleHC0.radius+iCircleHC1.radius;setMinMax(this.mDistLine,dist,radiiDist);setMinMax(this.mNDistLine,dist,radiiDist)}};MeasureAuxDistance.prototype.avoidDuplication=function(){var delta0=this.mDistLine.getDelta();var delta1=this.mNDistLine.getDelta();var len0=delta0.length();var len1=delta1.length();var lenMax=Math.max(len0,len1);var lenDiff=Math.abs(len0-len1);if(0===lenMax||lenDiff/lenMax<cLengthTol){delta1=delta0.copy()}var diff=new eDwTypes_1.HC.Point3(Math.abs(delta0.x)-Math.abs(delta1.x),Math.abs(delta0.y)-Math.abs(delta1.y),Math.abs(delta0.z)-Math.abs(delta1.z));if(diff.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){this.mNDistLine=this.mDistLine.copy();this.mDistLine.reset()}if(0===delta1.x&&0===delta1.y&&0===delta1.z||0===diff.x&&0===diff.y&&0===diff.z){this.mNormalDistExtLines=[]}};MeasureAuxDistance.prototype.setNormalDistExtPoints=function(iPntsHC){if(!this.mNormalDistExtLines.length){this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[0],iPntsHC[1],cAuxDistanceNormalDistanceExtLineColor));this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[2],iPntsHC[3],cAuxDistanceNormalDistanceExtLineColor))}};return MeasureAuxDistance}();var MeasureAuxAngle=function(){function MeasureAuxAngle(iViewer){this.mViewer=iViewer;this.mAngleFace=new eDwTypes_1.HC.Markup.Shape.Polygon;this.mAngleArc=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleEdge=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleTip=new eDwTypes_1.HC.Markup.Shape.Circle;var cColorAngleFill=new eDwTypes_1.HC.Color(41,128,185);var cColorPoint=new eDwTypes_1.HC.Color(137,196,244);var cColorEdgeArc=new eDwTypes_1.HC.Color(52,73,94);var cColorEdgeStroke=new eDwTypes_1.HC.Color(100,100,100);var widthEdge=3;var arrowSize=5;var pointSize=7;this.mAngleFace.setFillColor(cColorAngleFill);this.mAngleFace.setStrokeWidth(0);this.mAngleFace.setFillOpacity(.5);this.mAngleArc.setStrokeColor(cColorEdgeArc);this.mAngleArc.setEndEndcapColor(cColorEdgeArc);this.mAngleArc.setStartEndcapColor(cColorEdgeArc);this.mAngleArc.setStrokeWidth(widthEdge);this.mAngleArc.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead);this.mAngleArc.setEndEndcapSize(arrowSize);this.mAngleArc.setStartEndcapSize(arrowSize);this.mAngleEdge.setStrokeColor(cColorEdgeStroke);this.mAngleEdge.setStrokeWidth(widthEdge+1);this.mAngleTip.setFillColor(cColorPoint);this.mAngleTip.setStrokeColor(cColorEdgeStroke);this.mAngleTip.setStrokeWidth(widthEdge);this.mAngleTip.setRadius(pointSize)}MeasureAuxAngle.prototype.reset=function(){this.mAngle=NaN;this.mOriginHC=undefined;this.mPointsArcEdge=[];this.mPointsBorder=undefined};MeasureAuxAngle.prototype.draw=function(iImmediateDrawMode){if(utils.isNaN(this.mAngle))return;this.projectPoints();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawPolygon(this.mAngleFace);renderer.drawPolyline(this.mAngleArc);renderer.drawPolyline(this.mAngleEdge);if(!iImmediateDrawMode){renderer.drawCircle(this.mAngleTip)}};MeasureAuxAngle.prototype.setByPlanePlane=function(iFace0,iFace1,iFaceObj0,iFaceObj1){this.reset();var pickHC0=iFaceObj0.getPosition();this.mOriginHC=pickHC0.copy();var norm0HC=iFace0.normal;norm0HC.normalize();var pickHC1=iFaceObj1.getPosition();var pntHC1=pickHC1.copy();var norm1HC=iFace1.normal;norm1HC.normalize();this.mAngle=iFaceObj0.findAngle(iFaceObj1);this.commonComputeAngle((function(){return false}),(function(){var vecHC=eDwTypes_1.HC.Point3.cross(norm0HC,norm1HC);var wVecHC0=eDwTypes_1.HC.Point3.cross(vecHC,norm0HC);var k0=(eDwTypes_1.HC.Point3.dot(pntHC1,norm1HC)-eDwTypes_1.HC.Point3.dot(pickHC0,norm1HC))/eDwTypes_1.HC.Point3.dot(wVecHC0,norm1HC);var originHC0=eDwTypes_1.HC.Point3.add(pickHC0,wVecHC0.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecHC,norm1HC);var k1=(eDwTypes_1.HC.Point3.dot(pickHC0,norm0HC)-eDwTypes_1.HC.Point3.dot(pntHC1,norm0HC))/eDwTypes_1.HC.Point3.dot(wVecHC1,norm0HC);var originHC1=eDwTypes_1.HC.Point3.add(pntHC1,wVecHC1.scale(k1));return[eDwTypes_1.HC.Point3.subtract(pickHC0,originHC0),eDwTypes_1.HC.Point3.subtract(pntHC1,originHC1)]}),this.maxScale(iFace0,iFaceObj0))};MeasureAuxAngle.prototype.setByLinePlane=function(iEdge,iFace,iEdgeObj,iFaceObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,false)};MeasureAuxAngle.prototype.setByPlaneLine=function(iFace,iEdge,iFaceObj,iEdgeObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,true)};MeasureAuxAngle.prototype.setByLineLine=function(iEdge0,iEdge1,iEdgeObj0,iEdgeObj1){var _this=this;var pntWCHC0=iEdgeObj0.getPosition();var pntWCHC1=iEdgeObj1.getPosition();var line0=l_getLineEndPts(iEdgeObj0);var line1=l_getLineEndPts(iEdgeObj1);this.mAngle=iEdgeObj0.findAngle(iEdgeObj1);this.commonComputeAngle((function(){return 0!==_this.mAngle&&180!==_this.mAngle}),(function(){var tmp=l_distanceLineLineCross(line0,line1);_this.mOriginHC=pntWCHC1;return[eDwTypes_1.HC.Point3.subtract(pntWCHC0,tmp.PntHC0),eDwTypes_1.HC.Point3.subtract(pntWCHC1,tmp.PntHC1)]}),this.maxScale(iEdge1,iEdgeObj1))};MeasureAuxAngle.prototype.getLabels=function(){var labels=[];if(utils.isNumber(this.mAngle)){var label=new MeasureLabel(this.mViewer,this.getAngleArcCenter());label.addItem(this.getResultItem());labels.push(label)}return labels};MeasureAuxAngle.prototype.getAngleArcCenter=function(){var n=this.mPointsArcEdge.length;return this.mPointsArcEdge[Math.round(n/2)].copy()};MeasureAuxAngle.prototype.getText=function(){var resultItem=this.getResultItem();return resultItem?resultItem.Name+": "+resultItem.Value:""};MeasureAuxAngle.prototype.getResultItem=function(){return utils.isNumber(this.mAngle)?new MeasureResultAngle("Angle",this.mAngle):null};MeasureAuxAngle.prototype.setByLinePlaneOrig=function(iEdge,iFace,iEdgeSelObj,iFaceSelObj,iReverseOrder){var _this=this;this.reset();var pntWCHC0=iEdgeSelObj.getPosition();var linePoints=l_getLineEndPts(iEdgeSelObj);var vecWCHC=eDwTypes_1.HC.Point3.subtract(linePoints.P0HC,linePoints.P1HC);vecWCHC.normalize();var pntWCHC1=iFaceSelObj.getPosition();var normalWCHC1=iFace.normal;normalWCHC1.normalize();var vec0PtALCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P0HC);var vec0PtBLCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P1HC);var edgeVecLCHC=eDwTypes_1.HC.Point3.subtract(vec0PtBLCHC,vec0PtALCHC);var plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(iFace.origin,iFace.normal);var ptAOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtALCHC,plnWCHC);var ptBOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtBLCHC,plnWCHC);var edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,ptAOnPlnLCHC);if(edgeVecInPlaneLCHC.length()<cLengthTol){edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,iFace.origin)}var maxScale=iReverseOrder?this.maxScale(iEdge,iEdgeSelObj):this.maxScale(iFace,iFaceSelObj);this.mAngle=l_getAngle(edgeVecInPlaneLCHC,edgeVecLCHC);this.commonComputeAngle((function(){return _this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,normalWCHC1)-eDwTypes_1.HC.Point3.dot(pntWCHC0,normalWCHC1))/eDwTypes_1.HC.Point3.dot(vecWCHC,normalWCHC1);var originHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecHC0=eDwTypes_1.HC.Point3.subtract(pntWCHC0,originHC);var vecHC1=eDwTypes_1.HC.Point3.subtract(pntWCHC1,originHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;if(90!==_this.mAngle&&270!==_this.mAngle){vecHC1=eDwTypes_1.HC.Point3.cross(normalWCHC1,eDwTypes_1.HC.Point3.cross(vecHC0,normalWCHC1))}vecHC1.normalize();vecHC1.scale(vecHC0.length());return[vecHC0,vecHC1]}),maxScale);if(utils.isNaN(this.mAngle)){this.mAngle=iEdgeSelObj.findAngle(iFaceSelObj);this.commonComputeAngle((function(){return 90!==_this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,vecWCHC)-eDwTypes_1.HC.Point3.dot(pntWCHC0,vecWCHC))/eDwTypes_1.HC.Point3.dot(vecWCHC,vecWCHC);var pnVecHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var angVecHC=iReverseOrder?eDwTypes_1.HC.Point3.subtract(pnVecHC,pntWCHC0):eDwTypes_1.HC.Point3.subtract(pntWCHC0,pnVecHC);if(0===angVecHC.x&&0===angVecHC.y&&0===angVecHC.z){vecWCHC=angVecHC.copy()}vecWCHC=iFaceSelObj.getAsLocalVector(vecWCHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;return[vecWCHC,vecWCHC]}),maxScale)}};MeasureAuxAngle.prototype.commonComputeAngle=function(iAcceptableAngleFunc,iComputeDisplayVecsFunc,iMaxScale){if(utils.isNaN(iMaxScale))return;if(iAcceptableAngleFunc()){var displayVecsHC=iComputeDisplayVecsFunc();if(!this.mOriginHC||!displayVecsHC||!displayVecsHC.length){return}var displayVec0=displayVecsHC[0];var displayVec1=displayVecsHC[1];var origin_1=this.mOriginHC.copy();var radius=Math.max(displayVec0.length(),displayVec1.length());radius=Math.min(radius*.8,iMaxScale*.6);var vec0=displayVec0.copy();var vec1=displayVec1.copy();vec0.normalize();vec1.normalize();var angleDegree=l_getAngle(vec0,vec1);var angle=angleDegree*Math.PI/180;var normal=eDwTypes_1.HC.Point3.cross(vec0,vec1);var vecY=eDwTypes_1.HC.Point3.cross(normal,vec0);vecY.normalize();if(isNaN(vecY.x)||isNaN(vecY.y)||isNaN(vecY.z)){for(var i=0;i<3;++i){var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,radius));this.mPointsArcEdge.push(point)}}else{var cNumSegments=20;for(var i=0;i<=cNumSegments;++i){var aX=vec0.copy();var aY=vecY.copy();var alpha=angle*i/cNumSegments;var vX=aX.scale(Math.cos(alpha)*radius);var vY=aY.scale(Math.sin(alpha)*radius);var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.add(vX,vY));this.mPointsArcEdge.push(point)}}var p0=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,1.2*radius));var p1=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec1,1.2*radius));this.mPointsBorder={end0:p0,end1:p1,tip:origin_1.copy()}}else{this.mAngle=NaN}};MeasureAuxAngle.prototype.maxScale=function(iProp,iSelObj){var lineEntity=iSelObj.getLineEntity();var faceEntity=iSelObj.getFaceEntity();if(lineEntity){var line=l_getLineEndPts(iSelObj);return eDwTypes_1.HC.Point3.subtract(line.P0HC,line.P1HC).length()}else{var box=faceEntity.getBounding();return eDwTypes_1.HC.Point3.subtract(box.max,box.min).length()}};MeasureAuxAngle.prototype.projectPoints=function(){if(utils.isNaN(this.mAngle)||!this.mOriginHC)return;this.mAngleFace.clearPoints();this.mAngleArc.clearPoints();this.mAngleEdge.clearPoints();if(0===this.mPointsArcEdge.length||!this.mPointsBorder)return;var viewHC=this.mViewer.getHCView();this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));for(var i=0;i<this.mPointsArcEdge.length;++i){var p=eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsArcEdge[i]));this.mAngleFace.pushPoint(p);this.mAngleArc.pushPoint(p)}this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end0)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end1)));this.mAngleTip.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)))};return MeasureAuxAngle}();var MeasureAuxPick=function(){function MeasureAuxPick(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxPick.prototype.reset=function(){this.mPntData=[];this.mDistResultText="";delete this.mDelta;delete this.mDistLine};MeasureAuxPick.prototype.draw=function(iImmediateDrawMode){if(!this.mPntData.length)return;if(eDwMeasureEntities.PointToPoint){if(this.mDistLine)this.mDistLine.draw();if(this.mDelta)this.mDelta.draw(iImmediateDrawMode)}this.drawEndPnts()};MeasureAuxPick.prototype.getLabels=function(iImmediateDrawMode){var labels=[];var numPnts=this.mPntData.length;if(numPnts<2||!eDwMeasureEntities.PointToPoint){return labels}var selObjFirst=this.mPntData[0].SelObj;var selObjLast=this.mPntData[numPnts-1].SelObj;var pntWCHC0=selObjFirst.getPosition();var pntLCHC0=selObjFirst.getAsLocalPoint(pntWCHC0);var pntWCHC1=selObjLast.getPosition();var pntLCHC1=selObjLast.getAsLocalPoint(pntWCHC1);var vecHC=pntWCHC1.copy().subtract(pntWCHC0);var label=new MeasureLabel(this.mViewer,pntWCHC0.copy().add(vecHC.scale(.5)));label.addItem(new MeasureResultDistance(cDistance,eDwTypes_1.HC.Point3.distance(pntLCHC0,pntLCHC1)));this.mDistResultText=label.getText();labels.push(label);if(this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}return labels};MeasureAuxPick.prototype.getPointLabels=function(){var cDrawEnabled=!eDwMeasureEntities.PointToPoint;var labels=[];var n=this.mPntData.length;for(var i=0;i<n;++i){var selObj=this.mPntData[i].SelObj;var pntWCHC=selObj.getPosition();var label=new MeasureLabel(this.mViewer,pntWCHC,cDrawEnabled);label.addItem(new MeasureResultPoint3D(cCoordinate,selObj.getAsLocalPoint(pntWCHC)));labels.push(label)}return labels};MeasureAuxPick.prototype.regeneratePicks=function(iSelObjs){this.reset();var n=iSelObjs.length;if(0===n)return;if(n>1){this.addDisplayMarker(iSelObjs[0]);delete this.mDelta;delete this.mDistLine}this.addDisplayMarker(iSelObjs[n-1]);if(eDwMeasureEntities.PointToPoint&&this.mPntData.length===2){var selObj0=this.mPntData[0].SelObj;var selObj1=this.mPntData[1].SelObj;var pntWCHC0=selObj0.getPosition();var pntWCHC1=selObj1.getPosition();var absLenTol=eDwGeomUtils.cAbsLengthTol;if(!pntWCHC0.equalsWithTolerance(pntWCHC1,absLenTol)){this.mDistLine=new MeasureDistLine(this.mViewer,pntWCHC0,selObj0,pntWCHC1,selObj1);this.mDistLine.draw();this.mDelta=MeasureDelta.create(this.mViewer,pntWCHC1,pntWCHC0,selObj1,selObj0)}}};MeasureAuxPick.prototype.getText=function(){var text="";if(eDwMeasureEntities.PointToPoint){text=this.mDistResultText;if(this.mDelta)text+="\n"+this.mDelta.getText()}return text};MeasureAuxPick.prototype.addDisplayMarker=function(iSelObj){var cWidthEdge=3;var cPointSize=7;var pntWCHC=iSelObj.getPosition().copy();var shapeCircleHC=new eDwTypes_1.HC.Markup.Shape.Circle;shapeCircleHC.setCenter(eDwTypes_1.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(pntWCHC)));shapeCircleHC.setFillColor(cAuxPickPointFillColor);shapeCircleHC.setStrokeColor(cAuxPickPointStrokeColor);shapeCircleHC.setStrokeWidth(cWidthEdge);shapeCircleHC.setRadius(cPointSize);this.mPntData.push({SelObj:iSelObj,Circle:shapeCircleHC});return shapeCircleHC};MeasureAuxPick.prototype.drawEndPnts=function(){var viewHC=this.mViewer.getHCView();var renderer=this.mViewer.getHCMarkupManager().getRenderer();for(var i=0;i<this.mPntData.length;++i){var pntData=this.mPntData[i];pntData.Circle.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(pntData.SelObj.getPosition())));renderer.drawCircle(pntData.Circle)}};return MeasureAuxPick}();var MeasureAuxGeo=function(){function MeasureAuxGeo(iViewer){this.mViewer=iViewer;this.mAuxAngle=new MeasureAuxAngle(iViewer);this.mAuxDist=new MeasureAuxDistance(iViewer);this.mAuxPick=new MeasureAuxPick(iViewer);this.mOtherResults=new MeasureAuxMessage(iViewer);this.mMessage=new MeasureAuxMessage(iViewer);this.mPickInfo=new MeasureAuxMessage(iViewer);this.mLabelIDs=[];this.mMarkupLabels=[];this.mDrawLabel=true;this.mImmediateDrawMode=false;this.reset()}MeasureAuxGeo.prototype.syncUnits=function(){for(var _i=0,_a=this.mResultLabels;_i<_a.length;_i++){var measureLabel=_a[_i];measureLabel.setStringContent()}};MeasureAuxGeo.prototype.reset=function(){this.mAuxAngle.reset();this.mAuxDist.reset();this.mOtherResults.reset();this.mMessage.reset();this.mPickInfo.reset();this.mAuxPick.reset();this.mResultLabels=[];this.mInfoLabels=[];this.clearMarkupLabels()};MeasureAuxGeo.prototype.draw=function(){if(!this.hasLabels())return;if(!eDwMeasureEntities.PointToPoint){this.mAuxAngle.draw(this.mImmediateDrawMode);var drawFunc=this.mAuxDist.draw.bind(this.mAuxDist);if(!this.mImmediateDrawMode){if(this.mPickInfo.getLabels().length===1){drawFunc=this.mAuxPick.draw.bind(this.mAuxPick)}}drawFunc(this.mImmediateDrawMode)}else{this.mAuxPick.draw(this.mImmediateDrawMode)}if(this.mDrawLabel){if(this.mImmediateDrawMode){this.drawResultLabels()}this.drawInfoLabels()}};MeasureAuxGeo.prototype.addMarkupLabels=function(){this.clearMarkupLabels();var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mResultLabels.length;for(var i=0;i<n;++i){var label=new LabelItem(this.mViewer,this.mResultLabels[i]);var id=markupMgr.registerMarkup(label);this.mLabelIDs.push(id);this.mMarkupLabels.push(label)}};MeasureAuxGeo.prototype.clearMarkupLabels=function(){var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mLabelIDs.length;for(var i=0;i<n;++i){markupMgr.unregisterMarkup(this.mLabelIDs[i])}this.mLabelIDs=[];this.mMarkupLabels=[]};MeasureAuxGeo.prototype.drawResultLabels=function(){var n=this.mResultLabels.length;for(var i=0;i<n;++i){this.mResultLabels[i].drawLabel()}};MeasureAuxGeo.prototype.drawInfoLabels=function(){var m=this.mInfoLabels.length;for(var i=0;i<m;++i){this.mInfoLabels[i].drawLabel()}};MeasureAuxGeo.prototype.setByVertexVertex=function(iSelVert0HC,iSelVert1HC){this.reset();this.mAuxDist.setByPointPoint(iSelVert0HC.getPosition(),iSelVert0HC,iSelVert1HC.getPosition(),iSelVert1HC)};MeasureAuxGeo.prototype.setByVertexLine=function(iSelVertHC,iLineOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByPointLine(iSelVertHC.getPosition(),iSelVertHC,iLineOrigHC,iSelEdgeHC)};MeasureAuxGeo.prototype.setByVertexCircle=function(iSelVertHC,iCircleOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByCirclePoint(iCircleOrigHC,iSelEdgeHC,iSelVertHC.getPosition(),iSelVertHC)};MeasureAuxGeo.prototype.setByVertexPlane=function(iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo){this.reset();return this.mAuxDist.setByPointPlane(iSelVertHC.getPosition(),iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlanePlane=function(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo){this.reset();this.mAuxAngle.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC);return this.mAuxDist.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlaneLine=function(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();this.mAuxAngle.setByPlaneLine(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC);return[4,this.mAuxDist.setByLinePlane(iLineOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC)];case 1:_a.sent();return[2]}}))}))};MeasureAuxGeo.prototype.setByLineLine=function(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC){this.reset();this.mAuxAngle.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC);this.mAuxDist.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC)};MeasureAuxGeo.prototype.setByCircleCircle=function(iCircleOrigHC0,iCircleOrigHC1,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleCircle(iCircleOrigHC0,iSelEdgeHC0,iCircleOrigHC1,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCircleLine=function(iCircleOrigHC,iLineOrigHC,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleLine(iCircleOrigHC,iSelEdgeHC0,iLineOrigHC,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCirclePlane=function(iCircleOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC,iMeasDistInfo){this.reset();return this.mAuxDist.setByCirclePlane(iCircleOrigHC,iSelEdgeHC,iPlaneOrigHC,iSelFaceHC,iMeasDistInfo)};MeasureAuxGeo.prototype.addPickInfo=function(iSelPropsHC,iSelObjs,iDrawLabels){var n=iSelObjs.length;var startIdx=0;if(this.mImmediateDrawMode){var hasImmediateEntity=iDrawLabels;startIdx=hasImmediateEntity&&n>0?n-1:n}for(var i=startIdx;i<n;++i){var selProp=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj)continue;this.mPickInfo.addIfVertex(selObj);if(selProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){this.mPickInfo.addIfCircle(selProp,selObj)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){this.mPickInfo.addIfCurve(selProp,selObj,cLine)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){this.mPickInfo.addIfCurve(selProp,selObj,cCurve)}this.mPickInfo.addIfCylinder(selProp,selObj);this.mPickInfo.addIfPlane(selProp,selObj)}this.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.regeneratePicks=function(iSelObjs){this.mAuxPick.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.addMessage=function(iResult,iStart,iColor){this.mMessage.addResult(iResult,iStart.copy(),iColor)};MeasureAuxGeo.prototype.addOtherResult=function(iResult,iStart){this.mOtherResults.addResult(iResult,iStart.copy())};MeasureAuxGeo.prototype.updateResultLabels=function(){this.mResultLabels=[];if(!eDwMeasureEntities.PointToPoint){this.mResultLabels=this.mResultLabels.concat(this.mAuxAngle.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mAuxDist.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mOtherResults.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mMessage.getLabels())}else{this.mResultLabels=this.mResultLabels.concat(this.mAuxPick.getLabels(this.mImmediateDrawMode))}var labelsToBeDistributed=this.mResultLabels.slice();if(this.mImmediateDrawMode){this.updateLastInfoLabels();if(this.mInfoLabels.length>0){labelsToBeDistributed=this.mInfoLabels.slice().concat(this.mResultLabels)}}this.distributeLabels(labelsToBeDistributed);if(!this.mImmediateDrawMode){this.addMarkupLabels()}};MeasureAuxGeo.prototype.updateLastInfoLabels=function(){this.updateInfoLabel(this.getLabels().length-1)};MeasureAuxGeo.prototype.updateInfoLabel=function(iIndex){this.mInfoLabels=[];function addTo(iCurrIndex,iLabels,ioLabels){if(iLabels.length>iCurrIndex&&iCurrIndex>=0){var label=iLabels[iCurrIndex];if(label.setDefaultEndPos()){label.setStringContent();ioLabels.push(label)}}}addTo(iIndex,this.getLabels(),this.mInfoLabels)};MeasureAuxGeo.prototype.getInfoLabelText=function(){var output=[];var labels=this.getLabels();for(var i=0;i<labels.length;++i){var label=labels[i];output.push(label.getText())}return output};MeasureAuxGeo.prototype.distributeLabels=function(ioResultLabels){var n=ioResultLabels.length;if(n<1)return;var startsOrig=[];for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;var leaderStartPos=resultLabel.getLeaderStartPos();if(leaderStartPos)startsOrig.push(leaderStartPos)}var startsNew=l_adjustLeaderEndByStart(startsOrig);var j=0;for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;resultLabel.setLeaderEndPos(startsNew[j++]);resultLabel.setStringContent()}};MeasureAuxGeo.prototype.getMeasureText=function(){if(!this.hasLabels())return"";var result=[];var distStr=this.mAuxDist.getText();if(eDwMeasureEntities.PointToPoint){if(distStr){result.push(distStr)}else{var pickStr=this.mAuxPick.getText();if(pickStr)result.push(pickStr)}}else{if(distStr)result.push(distStr);var angleStr=this.mAuxAngle.getText();if(angleStr)result.push(angleStr);if(this.mMessage.countLabels()){result.push(this.mMessage.getText())}if(this.mOtherResults.countLabels()){result.push(this.mOtherResults.getText())}}return result.join("\n")};MeasureAuxGeo.prototype.setDrawLabel=function(iEnable){this.mDrawLabel=iEnable};MeasureAuxGeo.prototype.setImmediateDrawMode=function(iEnable){this.mImmediateDrawMode=iEnable};MeasureAuxGeo.prototype.hasLabels=function(){return this.mAuxDist.getLabels().length||this.mAuxAngle.getLabels().length||this.mOtherResults.getLabels().length||this.mPickInfo.getLabels().length||this.mInfoLabels.length||this.mAuxPick.getLabels(this.mImmediateDrawMode).length?true:false};MeasureAuxGeo.prototype.getLabels=function(){return eDwMeasureEntities.PointToPoint?this.mAuxPick.getPointLabels():this.mPickInfo.getLabels()};return MeasureAuxGeo}();var MeasurePanelInfo=function(){function MeasurePanelInfo(iAuxGeo){this.mAuxGeo=iAuxGeo;this.mSelObjs=[]}MeasurePanelInfo.prototype.updatePanelResult=function(iSelObjs,iUserUnits){var _this=this;this.mSelObjs=[];for(var i=0;i<iSelObjs.length;++i){this.mSelObjs.push(iSelObjs[i])}(function(){return __awaiter(_this,void 0,void 0,(function(){var result;return __generator(this,(function(_a){switch(_a.label){case 0:result={SelObjs:iSelObjs,Descriptions:this.mAuxGeo.getInfoLabelText(),Message:this.mAuxGeo.getMeasureText()};return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementRefreshEvent,result)];case 1:_a.sent();return[2]}}))}))})();return};return MeasurePanelInfo}();var cDeltaX="dX";var cDeltaY="dY";var cDeltaZ="dZ";var cLength="Length";var cVertex="Vertex";var cCurve="Curve";var cLine="Straight Line";var cPlane="Plane";var cCylinder="Cylinder";var cDiameter="Diameter";var cDistance="Distance";var cEntity="Entity";var cCoordinate="Coordinate";var cNormalDistance="Normal Dist.";var cCenterDistance="Center Dist.";var cMinDistance="Min "+cDistance;var cMaxDistance="Max "+cDistance;var cLengthTol=1e-5;var cAngleTol=.05;var cParallelTol=4;var cPerpendicularTol=cAngleTol;var cGreyColor=new eDwTypes_1.HC.Color(50,50,50);var cLineDistanceColor=new eDwTypes_1.HC.Color(52,73,94);var cAuxPickPointFillColor=new eDwTypes_1.HC.Color(137,196,244);var cAuxPickPointStrokeColor=new eDwTypes_1.HC.Color(100,100,100);var cAuxPickLineColor=new eDwTypes_1.HC.Color(41,128,185);var cAuxDeltaPointFillColor=cAuxPickPointFillColor;var cAuxDeltaPointStrokeColor=cAuxPickPointStrokeColor;var cAuxDistanceNormalDistanceLineColor=cAuxPickLineColor;var cAuxDistanceNormalDistancePointColor=new eDwTypes_1.HC.Color(236,240,241);var cAuxDistanceNormalDistanceExtLineColor=new eDwTypes_1.HC.Color(154,236,219);var l_Model=null;function l_getCircularArc(iSelObj,ioCircleHC){var curvePts=iSelObj.getLineEntity().getPoints();var startPt=curvePts[0];var endPt=curvePts[curvePts.length-1];var len=Math.PI*ioCircleHC.radius*2;var area=Math.PI*Math.pow(ioCircleHC.radius,2);var angle=Math.PI*2;if(!startPt.equalsWithTolerance(endPt,cLengthTol)){var startVec=startPt.copy().subtract(ioCircleHC.origin).normalize();var endVec=endPt.copy().subtract(ioCircleHC.origin).normalize();var angleRange=Math.acos(eDwTypes_1.HC.Point3.dot(startVec,endVec));var refVec=eDwTypes_1.HC.Point3.cross(startVec,ioCircleHC.normal);var dir=eDwTypes_1.HC.Point3.dot(refVec,endVec);angleRange=dir>cAngleTol?angleRange+Math.PI:angleRange;var percRange=angleRange/(2*Math.PI);len*=percRange;area*=percRange;angle*=percRange}var circularArc={OriginWCHC:iSelObj.getAsLocalPoint(ioCircleHC.origin),NormalWCHC:ioCircleHC.normal,StartPtWCHC:startPt,EndPtWCHC:endPt,Length:len,Area:area,Diameter:ioCircleHC.radius*2,Angle:angle};return circularArc}function l_closestPoints(iPntHC0,iPntHC1){var pntHC0=iPntHC0[0].copy();var pntHC1=iPntHC1[0].copy();var minDist=eDwTypes_1.HC.Point3.subtract(iPntHC0[0],iPntHC1[0]).length();for(var i=0;i<iPntHC0.length;++i){for(var j=0;j<iPntHC1.length;++j){var dist=eDwTypes_1.HC.Point3.subtract(iPntHC0[i],iPntHC1[j]).length();if(dist<minDist){pntHC0.assign(iPntHC0[i]);pntHC1.assign(iPntHC1[j]);minDist=dist}}}return{P0HC:pntHC0,P1HC:pntHC1}}function l_getAngle(iVecHC0,iVecHC1){if(!iVecHC0||!iVecHC1)return NaN;var vec0=iVecHC0.copy();var vec1=iVecHC1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDegree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;if(Math.abs(angleDegree)<cParallelTol){angleDegree=0}if(Math.abs(angleDegree-90)<cPerpendicularTol){angleDegree=90}if(Math.abs(angleDegree-180)<cParallelTol){angleDegree=180}return angleDegree}function l_getLineEndPts(iSelObj){var pointsWCHC=iSelObj.getLineEntity().getPoints();return{P0HC:pointsWCHC[0].copy(),P1HC:pointsWCHC[pointsWCHC.length-1].copy()}}function l_distanceLineLineCross(iLine0,iLine1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,iLine0.P1HC);var vecHC1=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine1.P1HC);vecHC0.normalize();vecHC1.normalize();var crossVecHC=eDwTypes_1.HC.Point3.cross(vecHC0,vecHC1);crossVecHC.normalize();var tmpArray=[vecHC0.x,-1*vecHC1.x,-1*crossVecHC.x,0,vecHC0.y,-1*vecHC1.y,-1*crossVecHC.y,0,vecHC0.z,-1*vecHC1.z,-1*crossVecHC.z,0,0,0,0,1];var matrixHC=eDwTypes_1.HC.Matrix.createFromArray(tmpArray);var invMatrixHC=eDwTypes_1.HC.Matrix.inverse(matrixHC);var vecHC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine0.P0HC);var a=invMatrixHC.m[0]*vecHC.x+invMatrixHC.m[1]*vecHC.y+invMatrixHC.m[2]*vecHC.z;var b=invMatrixHC.m[4]*vecHC.x+invMatrixHC.m[5]*vecHC.y+invMatrixHC.m[6]*vecHC.z;var origPntHC0=eDwTypes_1.HC.Point3.add(iLine0.P0HC,eDwTypes_1.HC.Point3.scale(vecHC0,a));var origPntHC1=eDwTypes_1.HC.Point3.add(iLine1.P0HC,eDwTypes_1.HC.Point3.scale(vecHC1,b));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,origPntHC0);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLine0.P1HC,origPntHC0);var pntsL0HC=[iLine0.P0HC.copy(),iLine0.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){pntsL0HC.push(origPntHC0)}var vecL1P0HC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,origPntHC1);var vecL1P1HC=eDwTypes_1.HC.Point3.subtract(iLine1.P1HC,origPntHC1);var pntsL1HC=[iLine1.P0HC.copy(),iLine1.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)<0){pntsL1HC.push(origPntHC1)}var distPntHC0=origPntHC0.copy();var distPntHC1=origPntHC1.copy();if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)>0||eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)>0){var closePnts=l_closestPoints(pntsL0HC,pntsL1HC);distPntHC0=closePnts.P0HC;distPntHC1=closePnts.P1HC}return{PntHC0:origPntHC0,PntHC1:origPntHC1,PntHC2:distPntHC0,PntHC3:distPntHC1}}function l_distanceLineLinePara(iLineHC0,iLineHC1,iPntHC0,iPntHC1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,iLineHC0.P1HC);vecHC0.normalize();var k=eDwTypes_1.HC.Point3.dot(vecHC0,eDwTypes_1.HC.Point3.subtract(iPntHC1,iPntHC0))/eDwTypes_1.HC.Point3.dot(vecHC0,vecHC0);var basePnt1HC=eDwTypes_1.HC.Point3.add(iPntHC0,eDwTypes_1.HC.Point3.scale(vecHC0,k));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,basePnt1HC);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P1HC,basePnt1HC);if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1.copy(),PntHC2:basePnt1HC.copy(),PntHC3:iPntHC1.copy()}}var tmp=l_closestPoints([iLineHC1.P0HC,iLineHC1.P1HC],[iLineHC0.P0HC,iLineHC0.P1HC]);return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1,PntHC2:tmp.P1HC,PntHC3:tmp.P0HC}}function l_adjustLeaderEndByStart(iPoints){if(0===iPoints.length)return[];function computeAngle(iVect){var angle=Math.atan2(iVect.y,iVect.x);var degrees=180*angle/Math.PI;return(360+Math.round(degrees))%360}function compare(iA,iB){if(iA.ang<iB.ang)return-1;if(iA.ang>iB.ang)return 1;return 0}var targetRadius=90;var center=new eDwTypes_1.HC.Point2(0,0);for(var i=0;i<iPoints.length;++i){center.add(iPoints[i])}if(1===iPoints.length){var vec=new eDwTypes_1.HC.Point2(targetRadius,targetRadius);return[eDwTypes_1.HC.Point2.add(iPoints[0],vec)]}else{center.set(center.x/iPoints.length,center.y/iPoints.length)}var angles=[];for(var i=0;i<iPoints.length;++i){var vec=new eDwTypes_1.HC.Point2(iPoints[i].x-center.x,iPoints[i].y-center.y);angles.push({idx:i,ang:computeAngle(vec)})}angles.sort(compare);var tmp=0;for(var i=1;i<iPoints.length;++i){tmp=tmp+(angles[i].ang-angles[0].ang)-180}angles[0].ang=angles[0].ang+tmp/iPoints.length;var deltaAng=360/iPoints.length;for(var i=1;i<iPoints.length;++i){angles[i].ang=angles[i-1].ang+deltaAng}var leaderVec=new Array(iPoints.length);var targetRadiusGroup=targetRadius+iPoints.length*15;for(var i=0;i<iPoints.length;++i){var idx=angles[i].idx;var angle=angles[i].ang%360;angle=angle*Math.PI/180;var vec=new eDwTypes_1.HC.Point2(Math.cos(angle),Math.sin(angle));vec=vec.scale(targetRadiusGroup);leaderVec[idx]=eDwTypes_1.HC.Point2.add(iPoints[idx],vec)}return leaderVec}function l_getPosForPnt(iViewer,iPntHC){var viewerHC=iViewer.getHCView();return eDwTypes_1.HC.Point2.fromPoint3(viewerHC.projectPoint(iPntHC))}function l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var startPtHC=iSelObj0.getAsLocalPoint(iStartWCPtHC);var endPtHC=iSelObj1.getAsLocalPoint(iEndWCPtHC);var deltaPtHC=eDwTypes_1.HC.Point3.subtract(startPtHC,endPtHC);var deltaPt0HC=new eDwTypes_1.HC.Point3(startPtHC.x-deltaPtHC.x,startPtHC.y,startPtHC.z);var deltaPt1HC=new eDwTypes_1.HC.Point3(deltaPt0HC.x,deltaPt0HC.y-deltaPtHC.y,deltaPt0HC.z);var deltaWCPt0HC=iSelObj0.getAsWorldPoint(deltaPt0HC);var deltaWCPt1HC=iSelObj1.getAsWorldPoint(deltaPt1HC);return[deltaWCPt0HC,deltaWCPt1HC]}return eDwMeasureEntities}));define("eDwMeasureEvents",["require","exports","eDwEvents"],(function(require,exports,eDwEvents_1){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.MeasurementDeselectAllEvent=exports.MeasurementSelectionEvent=exports.MeasurementRefreshEvent=void 0;exports.MeasurementRefreshEvent=new eDwEvents_1.AppEvent;exports.MeasurementSelectionEvent=new eDwEvents_1.AppEvent;exports.MeasurementDeselectAllEvent=new eDwEvents_1.AppEvent}));define("eDwMeasureMgr",["require","exports","eDwMeasureOperator"],(function(require,exports,eDwMeasureOperator){"use strict";var eDwMeasureMgr=function(){function eDwMeasureMgr(iViewer){this.mViewer=iViewer;this.mMeasureOp=new eDwMeasureOperator(iViewer,this);this.mMeasureOp.OperatorID=iViewer.OperatorMgr.registerCustomOperator(this.mMeasureOp);this.mMarkupArray=[]}eDwMeasureMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mMeasureOp.OperatorID)};eDwMeasureMgr.prototype.addMarkup=function(iNewMarkupID){if(!this.mMarkupArray){this.mMarkupArray=[]}this.mMarkupArray.push(iNewMarkupID)};eDwMeasureMgr.prototype.activateMeasure=function(iMode){this.mViewer.HCViewer.measureManager.setMeasurementColor(new Communicator.Color(4,200,5));var opMgr=this.mViewer.OperatorMgr;opMgr.push(this.mMeasureOp.OperatorID);this.setMeasureMode(iMode)};eDwMeasureMgr.prototype.deleteMeasurements=function(){var mkupMgr=this.mViewer.getHCMarkupManager();var markups=this.mMarkupArray.length;for(var i=0;i<markups;i++){mkupMgr.unregisterMarkup(this.mMarkupArray[i])}};eDwMeasureMgr.prototype.deactivateMeasure=function(){this.deleteMeasurements();var opMgr=this.mViewer.OperatorMgr;if(opMgr.getActiveOperatorID()===this.mMeasureOp.OperatorID){opMgr.pop()}this.mViewer.HCViewer.selectionManager.setNodeSelectionColor(new Communicator.Color(4,200,5))};eDwMeasureMgr.prototype.getLastMarkup=function(){return this.mMarkupArray.length?this.mMarkupArray[length-1]:null};eDwMeasureMgr.prototype.setMeasureUnits=function(iLengthUnit,iAngleUnit){var model=this.mViewer.getModel();var units={Length:iLengthUnit,Angle:iAngleUnit};model.setUserUnits(units);this.mMeasureOp.updateMeasureResults(units)};eDwMeasureMgr.prototype.getDistanceUnit=function(){return this.mViewer.getModel().getUserUnits().Length};eDwMeasureMgr.prototype.getAngleUnit=function(){return this.mViewer.getModel().getUserUnits().Angle};eDwMeasureMgr.prototype.getMeasureMode=function(){return this.mMeasureOp.getMeasureMode()};eDwMeasureMgr.prototype.setMeasureMode=function(iMode){this.mMeasureOp.setMeasureMode(iMode)};eDwMeasureMgr.prototype.setPointToPointMode=function(iEnable){this.mMeasureOp.setPointToPointMode(iEnable)};eDwMeasureMgr.prototype.setMeasureDelta=function(iEnable){this.mMeasureOp.setShowDelta(iEnable)};eDwMeasureMgr.prototype.removeMeasureEntityAt=function(idx){this.mMeasureOp.removeMeasureEntityAt(idx)};eDwMeasureMgr.prototype.clearMeasureEntities=function(){this.mMeasureOp.clearMeasureEntities()};eDwMeasureMgr.prototype.highlightSelectEntityAt=function(idx){this.mMeasureOp.highlightEntityTempAt(idx)};eDwMeasureMgr.prototype.dehighlightAllSelectEntity=function(){this.mMeasureOp.dehighlightAllTemporaryEntity()};return eDwMeasureMgr}();return eDwMeasureMgr}));define("eDwMeasureOperator",["require","exports","eDwSelObj","eDwBaseSelOperator","eDwMeasureEntities","eDwTypes","utils"],(function(require,exports,eDwSelObj,eDwBaseSelOperator,eDwMeasureEntities,eDwTypes_2,utils){"use strict";var eDwMeasureOperator=function(_super){__extends(eDwMeasureOperator,_super);function eDwMeasureOperator(iViewer,iMeasureMgr){var _this=_super.call(this,iViewer,iViewer.SelectionMgr)||this;_this.mTempHighlightItem=null;_this.mOperatingLabel=false;_this.mSelObjs=[];_this.mMeasureMgr=iMeasureMgr;_this.mMarkupMgrHC=_this.Viewer.getHCMarkupManager();_this.mHighlightColor=new eDwTypes_2.HC.Color(72,219,251);_this.mSelectionArray=new Array;_this.mMeasureEntities=new eDwMeasureEntities(_this.Viewer);var mkupId=_this.mMarkupMgrHC.registerMarkup(_this.mMeasureEntities);_this.mMeasureMgr.addMarkup(mkupId);_this.mMeasureMode=eDwTypes_2.EntityMode.ALL;return _this}eDwMeasureOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var mkupId,deltaButton,pickButton;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();if(!this.mMeasureEntities){this.mMeasureEntities=new eDwMeasureEntities(this.Viewer);mkupId=this.mMarkupMgrHC.registerMarkup(this.mMeasureEntities);this.mMeasureMgr.addMarkup(mkupId)}this.Viewer.getHCView().setPointSize(2,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.pushHighlightSelectionState("NODE",false);this.pushHighlightSelectionState("FACE",true);this.pushHighlightSelectionState("EDGE",true);this.pushHighlightSelectionState("VERTEX",true);this.pushElementSelectionColor(this.mHighlightColor);this.pushElementSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionColor(this.mHighlightColor);this.pushNodeSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionHighlightMode("HighlightAndOutline");this.pushElementSelectionHighlightMode("HighlightAndOutline");deltaButton=$("#edrawings-measure-panel "+".edrawings-measure-delta-button");pickButton=$("#edrawings-measure-panel "+".edrawings-measure-pickpoint-button");eDwMeasureEntities.ShowDelta=deltaButton.hasClass("state-on-button");eDwMeasureEntities.PointToPoint=pickButton.hasClass("state-on-button");this.mMeasureEntities.updatePointToPoint(eDwMeasureEntities.PointToPoint);return[2]}}))}))};eDwMeasureOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.Viewer.getHCView().setPointSize(0,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.clearMeasureEntities();this.mMeasureEntities=null;this.mMeasureMgr.deleteMeasurements();this.resetSelections();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseMove=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label,extSelObj,added,error_1;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();if(this.mOperatingLabel){this.mMeasureEntities.onDragLabelMove(pos);ioEvent.setHandled(true);return[2]}this.dehighlightAllTemporaryEntity();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.resetTempHighlight();return[2];case 2:if(!!this.CurrInputInfo)return[3,8];_a.label=3;case 3:_a.trys.push([3,6,,7]);return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 4:extSelObj=_a.sent();return[4,this.mMeasureEntities.addEntityImmediate(extSelObj)];case 5:added=_a.sent();this.resetTempHighlight();if(!extSelObj||!utils.isNumber(extSelObj.getNodeId())){return[2]}if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}if(added&&eDwMeasureEntities.highlightEntity(extSelObj,this.Viewer.getModel(),true)){this.mTempHighlightItem=extSelObj}else{this.mMarkupMgrHC.refreshMarkup()}return[3,7];case 6:error_1=_a.sent();this.mMarkupMgrHC.refreshMarkup();return[3,7];case 7:this.mMarkupMgrHC.refreshMarkup();return[2];case 8:return[4,_super.prototype.onMouseMove.call(this,ioEvent)];case 9:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseDown=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];this.resetTempHighlight();return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.mOperatingLabel=true;this.mMeasureEntities.onDragLabelStart(label,pos);ioEvent.setHandled(true);return[2];case 2:return[4,_super.prototype.onMouseDown.call(this,ioEvent)];case 3:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseUp=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var extSelObj,idx,isAdded;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mOperatingLabel){this.mOperatingLabel=false;this.mMeasureEntities.onDragLabelEnd(ioEvent.getPosition());ioEvent.setHandled(true);return[2]}this.resetTempHighlight();if(!(this.ActiveMouseButton==="left"&&!this.isDragging()))return[3,5];return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 1:extSelObj=_a.sent();idx=this.mMeasureEntities.isItemSelected(extSelObj);if(!(!eDwMeasureEntities.PointToPoint&&utils.isNumber(idx)))return[3,3];return[4,this.mMeasureEntities.removeEntityAtIndex(idx)];case 2:_a.sent();return[2];case 3:if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}return[4,this.mMeasureEntities.addEntity(extSelObj)];case 4:isAdded=_a.sent();if(isAdded){this.highlightMeasuringItem(extSelObj)}else{this.dehighlightMeasuringItems()}ioEvent.setHandled(true);_a.label=5;case 5:_super.prototype.onMouseUp.call(this,ioEvent);return[2]}}))}))};eDwMeasureOperator.prototype.updateMeasureResults=function(iUserUnits){this.mMeasureEntities.setMeasureUnit(iUserUnits)};eDwMeasureOperator.prototype.removeMeasureEntityAt=function(iIdx){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var theRemoved,idx;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mMeasureEntities.removeEntityAtIndex(iIdx)];case 1:theRemoved=_a.sent();if(theRemoved){idx=this.mSelObjs.indexOf(theRemoved);if(utils.isNumber(idx)&&idx>-1){this.mSelObjs.splice(idx,1)}}return[2]}}))}))})()};eDwMeasureOperator.prototype.clearMeasureEntities=function(){this.mMeasureEntities.reset()};eDwMeasureOperator.prototype.highlightEntityTempAt=function(idx){this.mMeasureEntities.highlightTemporaryEntityAt(idx)};eDwMeasureOperator.prototype.dehighlightAllTemporaryEntity=function(){this.mMeasureEntities.dehighlightAllTemporaryEntity();this.resetTempHighlight()};eDwMeasureOperator.prototype.getMeasureMode=function(){return this.mMeasureMode};eDwMeasureOperator.prototype.setMeasureMode=function(iMode){this.mMeasureMode=iMode};eDwMeasureOperator.prototype.setPointToPointMode=function(iEnable){this.mMeasureEntities.updatePointToPoint(iEnable)};eDwMeasureOperator.prototype.setShowDelta=function(iEnable){this.mMeasureEntities.updateDelta(iEnable)};eDwMeasureOperator.prototype.highlightMeasuringItem=function(iSelObj){this.mSelObjs.push(iSelObj);this.Viewer.HCViewer.selectionManager.add(iSelObj)};eDwMeasureOperator.prototype.dehighlightMeasuringItems=function(){this.mSelObjs=[];this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.removeMeasuringItemTempHighlight=function(){for(var _i=0,_a=this.mSelObjs;_i<_a.length;_i++){var selObj=_a[_i];eDwMeasureEntities.highlightEntity(selObj,this.Viewer.getModel(),false)}};eDwMeasureOperator.prototype.resetTempHighlight=function(){eDwMeasureEntities.highlightEntity(this.mTempHighlightItem,this.Viewer.getModel(),false);this.removeMeasuringItemTempHighlight()};eDwMeasureOperator.prototype.resetSelections=function(){var model=this.Viewer.getModel();var modelHC=model.getHCModel();var arraySize=this.mSelectionArray.length;for(var i=0;i<arraySize;i++){this.mSelectionArray[i].reset(modelHC)}this.mSelectionArray.length=0;this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.getPickConfig=function(){var pickConfig=new eDwTypes_2.HC.PickConfig(eDwTypes_2.HC.SelectionMask.None);pickConfig.allowPoints=this.mMeasureMode&eDwTypes_2.EntityMode.VERTEX?true:false;pickConfig.allowLines=this.mMeasureMode&eDwTypes_2.EntityMode.EDGE?true:false;pickConfig.allowFaces=this.mMeasureMode&eDwTypes_2.EntityMode.FACE?true:false;return pickConfig};return eDwMeasureOperator}(eDwBaseSelOperator);function l_isAllowedSelection(iSelObj,iMeasureMode){if(iSelObj&&iSelObj.getSelectionType()===eDwTypes_2.HC.SelectionType.None){return true}var subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(subEntityInfo&&subEntityInfo.SubEntity&&subEntityInfo.IsSelectable&&(iSelObj.getPointEntity()&&iMeasureMode&eDwTypes_2.EntityMode.VERTEX)||iSelObj.getLineEntity()&&iMeasureMode&eDwTypes_2.EntityMode.EDGE||iSelObj.getFaceEntity()&&iMeasureMode&eDwTypes_2.EntityMode.FACE){return true}return false}return eDwMeasureOperator}));define("eDwMeasureTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwUIMeasureHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwSelObj","eDwMeasureEntities"],(function(require,exports,eDwUIHTMLGenerator_1,eDwSelObj,eDwMeasureEntities){"use strict";var eDwUIMeasureHTMLGenerator=function(_super){__extends(eDwUIMeasureHTMLGenerator,_super);function eDwUIMeasureHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIMeasureHTMLGenerator.prototype.setMeasureResult=function(iMeasureResult){this.mMeasureResult=iMeasureResult};eDwUIMeasureHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelHC,numFaces,numCurves,numPnts,i,selObjHC,nodeIDHC,subEntityInfo,subEntityID,entityClass,entityIndex,highlight,_a,desc,status_1;return __generator(this,(function(_b){switch(_b.label){case 0:generatedHTML="";modelHC=this.mViewer.getModel().getHCModel();numFaces=0,numCurves=0,numPnts=0;i=0;_b.label=1;case 1:if(!(i<this.mMeasureResult.SelObjs.length))return[3,11];selObjHC=this.mMeasureResult.SelObjs[i];nodeIDHC=selObjHC.getNodeId();subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);entityClass=subEntityInfo.SubEntityTypeName;entityIndex=0;highlight=false;_a=subEntityInfo.SubEntityTypeName;switch(_a){case"Face":return[3,2];case"Line":return[3,4];case"Point":return[3,6]}return[3,8];case 2:entityIndex=numFaces++;entityClass="Surface";return[4,modelHC.getNodeFaceHighlighted(nodeIDHC,subEntityID)];case 3:highlight=_b.sent();return[3,9];case 4:entityIndex=numCurves++;entityClass="Curve";return[4,modelHC.getNodeLineHighlighted(nodeIDHC,subEntityID)];case 5:highlight=_b.sent();return[3,9];case 6:entityIndex=numPnts++;return[4,modelHC.getNodePointHighlighted(nodeIDHC,subEntityID)];case 7:highlight=_b.sent();return[3,9];case 8:return[3,10];case 9:desc=this.mMeasureResult.Descriptions[i];if(eDwMeasureEntities.PointToPoint){entityClass="Point";entityIndex=i+1;desc="\n"+desc}status_1=highlight?" edrawings-list-selected":"";generatedHTML+="<div class='edrawings-measure-entities-list-item"+status_1+"' index='"+i+"'>"+"<div class='edrawings-measure-entities-info'>"+"<span class='edrawings-measure-entities-type'>"+entityClass+"-"+entityIndex+" </span>"+"<span class='edrawings-measure-entities-type'>"+desc+"</span></div>"+"<div class='edrawings-measure-entities-remove "+"edrawings-close-icon'></div></div>";_b.label=10;case 10:++i;return[3,1];case 11:return[2,generatedHTML]}}))}))};return eDwUIMeasureHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUIMeasureHTMLGenerator}));define("eDwUIMeasurePlugin",["require","exports","eDwEventMgr","eDwKeyMgr","eDwUIUtils","eDwMeasureMgr","eDwUIMeasureHTMLGenerator","eDwTypes","eDwUIBasePlugin","eDwEvents","eDwMeasureEvents","eDwUIShortcutMenu"],(function(require,exports,eDwEventMgr,eDwKeyMgr_1,eDwUIUtils,eDwMeasureMgr,eDwUIMeasureHTMLGenerator,eDwTypes_3,eDwUIBasePlugin_1,eDwEvents_2,eDwMeasureEvents_2,eDwUIShortcutMenu_1){"use strict";var eDwUIMeasurePlugin=function(_super){__extends(eDwUIMeasurePlugin,_super);function eDwUIMeasurePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-measure"};_this=_super.call(this,"Measure",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIMeasurePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model,value,measureButton;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_measurePanelID,HTML:"measurepanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();value=model.getProperty("measure");eDwUIUtils.hide("#edrawings-button-measure",false);measureButton=$("#edrawings-button-measure");measureButton[value==="true"?"removeClass":"addClass"]("edrawings-disabled-button");this.mMeasureMgr=new eDwMeasureMgr(this.mViewer);eDwUIUtils.setUIGenerator(c_measurePanelID,new eDwUIMeasureHTMLGenerator(this.mViewer,c_measurePanelID));return[2]}}))}))};eDwUIMeasurePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_measurePanelID)}};eDwUIMeasurePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_measurePanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-remove",(function(iEvent,iUIItemJQ,iArg){var selMeasureItem=$(c_measurePanelID+" .edrawings-list-selected");if(selMeasureItem){var indexStr=selMeasureItem.attr("index");if(indexStr){var index=parseInt(indexStr);_this.mMeasureMgr.removeMeasureEntityAt(index)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-clear",(function(iEvent,iUIItemJQ,iArg){_this.mMeasureMgr.clearMeasureEntities();_this.mMeasureMgr.dehighlightAllSelectEntity();eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));var selectorName=c_measurePanelID+" .edrawings-measure-entities-list-item";this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=$(iEvent.target);if(!targetJQ||!targetJQ.length)return;eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();_this.updateMeasureSelection(targetJQ[0],selectorName)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"mousedown",(function(iEvent){var eventJQ=iEvent;if(!eDwKeyMgr_1.eDwKeyMgr.isRMBPressed(eventJQ)){return}_this.updateMeasureSelection(eventJQ.target,selectorName);(function(){return __awaiter(_this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:screenPos=new eDwTypes_3.HC.Point2(eventJQ.clientX,eventJQ.clientY);return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.RightClickEvent,this.mViewer,screenPos,null,this.PluginGroupName)];case 1:_a.sent();return[2]}}))}))})()}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-entities-remove","click",(function(iEvent){var targetJQ=$(iEvent.target);var idxStr=targetJQ.parent().attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);_this.mMeasureMgr.removeMeasureEntityAt(idx)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-filter-button","click",(function(iEvent){var target=$(iEvent.target);if(target.hasClass("state-on-button")){target.removeClass("state-on-button")}else{target.addClass("state-on-button")}_this.mMeasureMgr.setMeasureMode(l_getCurrentMeasureMode())}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-delta-button","click",(function(iEvent){var target=$(iEvent.target);_this.mMeasureMgr.setMeasureDelta(!target.hasClass("state-on-button"));target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-pickpoint-button","click",(function(iEvent){var target=$(iEvent.target);var isSelected=target.hasClass("state-on-button");_this.mMeasureMgr.setPointToPointMode(!isSelected);target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-unit-selector","change",(function(iEvent){var lengthUnit=$("#edrawings-measure-distant-unit").val();var angleUnit=$("#edrawings-measure-angle-unit").val();_this.mMeasureMgr.setMeasureUnits(lengthUnit,angleUnit)}));var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,l_onMeasurementRefresh);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,l_onMeasurementSelected);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,l_onMeasurementDeselectAll);this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",true);this.mMeasureMgr.activateMeasure(this.mMeasureMgr.getMeasureMode());l_syncMeasureModeUI(this.mMeasureMgr,this.mViewer.getModel().getUserUnits());return true};eDwUIMeasurePlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mMeasureMgr.deactivateMeasure();var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();shortcutMenu.removeAllMenuItems(this.PluginGroupName);this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,"l_onMeasurementRefresh");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,"l_onMeasurementSelected");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,"l_onMeasurementDeselectAll");this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",false);return true};eDwUIMeasurePlugin.prototype.updateMeasureSelection=function(iTarget,iSelectorName){var targetJQ=$(iTarget);var idxStr=targetJQ.attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);var measureMgr=this.mMeasureMgr;$(iSelectorName).removeClass("edrawings-list-selected");measureMgr.dehighlightAllSelectEntity();targetJQ.addClass("edrawings-list-selected");measureMgr.highlightSelectEntityAt(idx)};eDwUIMeasurePlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.mMeasureMgr.dehighlightAllSelectEntity();this.mMeasureMgr.clearMeasureEntities()};return eDwUIMeasurePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_measurePanelID="#edrawings-measure-panel";var c_eventIDSuffix=".edw.measure";function l_onMeasurementDeselectAll(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementSelected(iSelListIndex){return __awaiter(this,void 0,void 0,(function(){var selector,itemJQ;return __generator(this,(function(_a){selector='.edrawings-measure-entities-list-item[index="'+iSelListIndex+'"]';itemJQ=$(selector);if(itemJQ.length&&!itemJQ.hasClass("edrawings-list-selected")){eDwUIUtils.scrollToTarget(itemJQ,"fast")}$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");itemJQ.addClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementRefresh(iMeasureResult){return __awaiter(this,void 0,void 0,(function(){var list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:list=$("#edrawings-measure-submenu-list");$("#edrawings-measure-result").text("");list.empty();$("#edrawings-measure-result").text(iMeasureResult.Message);gen=eDwUIUtils.getUIGenerator(c_measurePanelID);gen.setMeasureResult(iMeasureResult);_b=(_a=list).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);eDwUIUtils.fixMenuPanelInwardToolbar($(c_measurePanelID));return[2]}}))}))}function l_getCurrentMeasureMode(){var vertexEnabled=eDwUIUtils.isStateOn("#edrawings-measure-vertex-button")?eDwTypes_3.EntityMode.VERTEX:0;var edgeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-edge-button")?eDwTypes_3.EntityMode.EDGE:0;var faceEnabled=eDwUIUtils.isStateOn("#edrawings-measure-face-button")?eDwTypes_3.EntityMode.FACE:0;var holeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-hole-button")?eDwTypes_3.EntityMode.HOLE:0;return vertexEnabled|edgeEnabled|faceEnabled|holeEnabled}function l_syncMeasureModeUI(iMeasureMgr,iUserUnits){function setMeasureButton(iID,iMeasureModes,iTargetModes){var method=iMeasureModes&iTargetModes?"addClass":"removeClass";$(iID)[method]("state-on-button")}$("#edrawings-measure-distant-unit").val(iUserUnits.Length);$("#edrawings-measure-angle-unit").val(iUserUnits.Angle);var measureMode=iMeasureMgr.getMeasureMode();setMeasureButton("#edrawings-measure-vertex-button",measureMode,eDwTypes_3.EntityMode.VERTEX);setMeasureButton("#edrawings-measure-edge-button",measureMode,eDwTypes_3.EntityMode.EDGE);setMeasureButton("#edrawings-measure-face-button",measureMode,eDwTypes_3.EntityMode.FACE)}return eDwUIMeasurePlugin}));
 // Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
-var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __spreadArrays=this&&this.__spreadArrays||function(){for(var s=0,i=0,il=arguments.length;i<il;i++)s+=arguments[i].length;for(var r=Array(s),k=0,i=0;i<il;i++)for(var a=arguments[i],j=0,jl=a.length;j<jl;j++,k++)r[k]=a[j];return r};console.assert(!console.debugLog);console.debugLog=function(iCategory,iMsg){var iParams=[];for(var _i=2;_i<arguments.length;_i++){iParams[_i-2]=arguments[_i]}if(!console.debugLogCategories){console.debugLogCategories=[]}if(!console.excludeDebugLogCategories){console.excludeDebugLogCategories=[]}if(console.excludeDebugLogCategories.indexOf(iCategory)>-1){return}var augmentedMsg=iMsg;var stack=(new Error).stack;if(stack){var stackLine=stack.split("\n")[2];if(!stackLine)return;var callerLine=stackLine.slice(stackLine.lastIndexOf("("),stackLine.lastIndexOf(")")+1);if(!callerLine){callerLine=stackLine.slice(stackLine.lastIndexOf("@")+1);callerLine="("+callerLine+")"}augmentedMsg=callerLine+" "+iMsg}if(console.debugLogCategories.indexOf(iCategory)>-1||console.debugLogCategories.indexOf("*")>-1){if(iParams&&iParams.length)console.log(augmentedMsg,iParams);else console.log(augmentedMsg)}};define("eDrawingsWebViewer",["require","exports","eDwUI","eDwServiceMgr","eDwUIMessageReporter","eDrawingsWebViewerUtils","utils","eDwUIUtils"],(function(require,exports,eDwUI_1,eDwServiceMgr,eDwUIMessageReporter,eDrawingsWebViewerUtils,Utils,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.start=void 0;function start(iViewerOpts,iServerURL){eDrawingsWebViewerUtils.startViewer(iServerURL||c_server,"edrawings-canvas",iViewerOpts,l_init,eDwUIMessageReporter.showResultPanel)}exports.start=start;function l_init(ioViewerOpts,iContainerElemID){c_eDrawingsUI.initUIEvents(ioViewerOpts);var modelContents="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";if(modelContents!=="<!-- SC_MODEL_DATA"+" -->"){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDwUIUtils.viewFile("Global-Lydia-v4.8",null,ioViewerOpts,iContainerElemID,Utils.getUint8Array(modelContents))}}var c_eDrawingsUI=new eDwUI_1.eDwUI;var c_server=location.origin+location.pathname.slice(0,location.pathname.lastIndexOf("/")+1)}));define("eDrawingsWebViewerUtils",["require","exports","eDwEventMgr","eDwServiceMgr","eDwResultError","eDwAJAXError","eDwUIPluginMgr","eDwTypes","eDwEvents","eDwUIUtils","utils"],(function(require,exports,eDwEventMgr,eDwServiceMgr,eDwResultError,eDwAJAXError,eDwUIPluginMgr,eDwTypes_1,eDwEvents_1,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.removeModelStreamCache=exports.shutdownViewer=exports.startViewer=exports.getViewerVersion=void 0;function getViewerVersion(){return"30.5.0.0019"}exports.getViewerVersion=getViewerVersion;function startViewer(iServerURL,iCanvasID,iViewerOpts,iInit,iOnError){var _this=this;l_ModelLoadEvents=function(iState){var viewerCanvasID="#"+iCanvasID;if(iState==="init"){var viewerJQ=$(viewerCanvasID);viewerJQ.on("edw:ModelLoaded",(function(iEvent,iViewer){var viewHC=iViewer.getHCView();viewHC.setPointSize(0,eDwTypes_1.HC.PointSizeUnit.ScreenPixels);viewHC.setHardEdgesEnabled(false);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_1;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);return[4,l_processProductStructure(iViewer,iServerURL)];case 1:_a.sent();return[3,3];case 2:iExcp_1=_a.sent();l_displayError(iExcp_1,iOnError);return[3,3];case 3:return[2]}}))}))})()}));viewerJQ.on("edw:ModelLoadFailed",(function(iEvent,iViewer,iModelName,iReason){if(iOnError){iOnError({ErrorCode:"ModelLoadInViewerFailed",ErrorData:[iReason,iModelName]})}}))}else{var viewerJQ=$(viewerCanvasID);viewerJQ.off("edw:ModelLoaded");viewerJQ.off("edw:ModelLoadFailed")}};var viewerFeatOpts={};$.extend(viewerFeatOpts,c_featOps);if(iViewerOpts){$.extend(viewerFeatOpts,iViewerOpts)}else{eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts)}if(viewerFeatOpts.Debug){if(!console.debugLogCategories||console.debugLogCategories.length===0){console.debugLogCategories=[];console.debugLogCategories.push("*")}}eDwServiceMgr.create(iServerURL);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_2;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);l_ModelLoadEvents("init");return[4,l_init(iCanvasID,viewerFeatOpts,iInit)];case 1:_a.sent();return[3,3];case 2:iExcp_2=_a.sent();l_displayError(iExcp_2,iOnError);return[3,3];case 3:return[2]}}))}))})()}exports.startViewer=startViewer;function shutdownViewer(iViewer){l_ModelLoadEvents("shutdown");iViewer.unregister()}exports.shutdownViewer=shutdownViewer;function removeModelStreamCache(iViewer,iServer){return __awaiter(this,void 0,void 0,(function(){var modelKey,serviceMgr,iExcp_3;return __generator(this,(function(_a){switch(_a.label){case 0:modelKey=iViewer.getCurrModelKey();if(!modelKey||!iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone){return[2]}console.debugLog("ModelLoad","Attempting to remove cached model: "+modelKey);serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,serviceMgr.removeNamedCache(modelKey,iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone)];case 2:_a.sent();console.debugLog("ModelLoad","Removed cached model: "+modelKey);return[3,4];case 3:iExcp_3=_a.sent();console.debugLog("ModelLoad","Failed to remove cached model: "+modelKey);console.debugLog("ModelLoad",iExcp_3.message);throw iExcp_3;case 4:return[2]}}))}))}exports.removeModelStreamCache=removeModelStreamCache;function l_init(iContainerElemID,ioViewerOpts,iInit){return __awaiter(this,void 0,void 0,(function(){var serviceMgr;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();serviceMgr.disableAdvancedServices(utils.getExtension(ioViewerOpts.URL)==="scs");(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginFiles,_i,pluginFiles_1,pluginFile,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,serviceMgr.getPluginFiles()];case 1:pluginFiles=_a.sent();_i=0,pluginFiles_1=pluginFiles;_a.label=2;case 2:if(!(_i<pluginFiles_1.length))return[3,5];pluginFile=pluginFiles_1[_i];if(!pluginFile.match(/.*EarlyLoad.*Plugin.*\.js/i))return[3,4];return[4,serviceMgr.importPlugin(pluginFile)];case 3:pluginClassName=_a.sent();eDwUIPluginMgr.get().loadPlugins([pluginClassName],null,ioViewerOpts);_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))})();if(iInit)iInit(ioViewerOpts,iContainerElemID);if(!ioViewerOpts.URL)return[3,2];return[4,l_processInputURL(iContainerElemID,ioViewerOpts)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}function l_processProductStructure(iViewer,iServerURL){return __awaiter(this,void 0,void 0,(function(){var model,modelHC,rootId,onDone,iException_1,msg,_i,_a,msg_1;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:model=iViewer.getModel();modelHC=model.getHCModel();_b.label=1;case 1:_b.trys.push([1,4,,5]);rootId=modelHC.getAbsoluteRootNode();modelHC._getModelStructure().resetPmiColor(rootId);eDwUIUtils.createUIGenerators(iViewer);return[4,model.initModelData()];case 2:_b.sent();onDone=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){removeModelStreamCache(iViewer,iServerURL);return[2]}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents_1.DoneEvent,onDone);return[4,iViewer.processProductStructure()];case 3:_b.sent();return[3,5];case 4:iException_1=_b.sent();msg=iException_1.message?iException_1.message:"No product structure XML?";console.debugLog("ModelLoad",msg);if(iException_1 instanceof eDwResultError){for(_i=0,_a=iException_1.Result.ErrorData;_i<_a.length;_i++){msg_1=_a[_i];console.debugLog("ModelLoad",msg_1)}if(iException_1.Result.ErrorCode==="NoNodeWithName"){iException_1.Result.ErrorCode="IncompleteFileProcessing"}throw iException_1}else if(!(iException_1 instanceof TypeError)){throw new eDwAJAXError(msg,"AJAXFailure")}return[3,5];case 5:return[2]}}))}))}function l_processInputURL(iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var ext,pos2,fileName;return __generator(this,(function(_a){switch(_a.label){case 0:ext=utils.getExtension(ioParams.URL);if(!ext)throw new Error("The file has no extension");if(!(ext==="scs"))return[3,2];pos2=ioParams.URL.lastIndexOf("/");fileName=ioParams.URL.substring(pos2+1);fileName=fileName.slice(0,-(ext.length+1));return[4,l_viewSCSFile(fileName,iContainerElemID,ioParams)];case 1:_a.sent();return[3,6];case 2:if(!(ioParams.URL.indexOf("http")===0))return[3,4];return[4,l_convert(iContainerElemID,ioParams)];case 3:_a.sent();return[3,6];case 4:return[4,eDwUIUtils.viewFile(ioParams.URL,ioParams.URL,ioParams,iContainerElemID)];case 5:_a.sent();_a.label=6;case 6:return[2]}}))}))}function l_viewSCSFile(iFileName,iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var modelContents,_a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=Uint8Array.bind;return[4,eDwServiceMgr.get().getFileFromServer(ioParams.URL,true)];case 1:modelContents=new(_a.apply(Uint8Array,[void 0,_b.sent()]));return[4,eDwUIUtils.viewFile(iFileName,null,ioParams,iContainerElemID,modelContents)];case 2:_b.sent();return[2]}}))}))}function l_convert(iContainerID,ioParams){return __awaiter(this,void 0,void 0,(function(){var serviceMgr,result,viewer,iExcp_4;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,6,,7]);return[4,serviceMgr.convert(ioParams)];case 2:result=_a.sent();if(result.ErrorCode!=="Success"){throw new eDwResultError(result)}return[4,eDwUIUtils.viewFile(result.FileName,result.ModelCacheName,ioParams,iContainerID)];case 3:viewer=_a.sent();if(!viewer)return[3,5];return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.LicenseKeyEvent,viewer,result.LicenseKey)];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_4=_a.sent();if(iExcp_4 instanceof eDwResultError)throw iExcp_4;console.debugLog("ModelLoad","Model loading failed: "+iExcp_4.message);throw new eDwAJAXError(iExcp_4.message,"AJAXFailure");case 7:return[2]}}))}))}function l_displayError(iExcp,iOnError){if(iOnError){iOnError(eDwUIUtils.makeResult(iExcp))}}var c_featOps={URL:"",ValidateClientIP:false,RenderType:"ShadedWithEdges",Debug:false,DeleteModelCacheFileWhenDone:true,StreamAlwaysConnected:false,WebSocketEndpoint:""};var l_ModelLoadEvents}));define("eDwAJAXError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwAJAXError=function(_super){__extends(eDwAJAXError,_super);function eDwAJAXError(iMsg,iErrorCode){var _this=_super.call(this,"AJAX Error",iMsg)||this;_this.ErrorCode=iErrorCode;return _this}return eDwAJAXError}(eDwBaseError);return eDwAJAXError}));define("eDwAmbientOcclusionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwAmbientOcclusionCmd=function(_super){__extends(eDwAmbientOcclusionCmd,_super);function eDwAmbientOcclusionCmd(iViewer,iActivate){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=!iActivate;_this.mFinallyActive=iActivate;return _this}eDwAmbientOcclusionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mInitiallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwAmbientOcclusionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwAmbientOcclusionCmd}(eDwSupportsHistoryCmd);return eDwAmbientOcclusionCmd}));define("eDwAnimateCmd",["require","exports","eDwCmd"],(function(require,exports,eDwCmd){"use strict";var eDwAnimateCmd=function(_super){__extends(eDwAnimateCmd,_super);function eDwAnimateCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mExclusive=false;return _this}eDwAnimateCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!this.mViewer.getModel().isDrawing()){viewMgr=this.mViewer.ViewMgr;if(viewMgr.isActive()){viewMgr.stop()}else{viewMgr.start()}}return[2]}}))}))};eDwAnimateCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();viewMgr=this.mViewer.ViewMgr;viewMgr.stop();return[2]}}))}))};return eDwAnimateCmd}(eDwCmd);return eDwAnimateCmd}));define("eDwBaseError",["require","exports"],(function(require,exports){"use strict";var eDwBaseError=function(_super){__extends(eDwBaseError,_super);function eDwBaseError(iName,iMessage){var _newTarget=this.constructor;var _this=this;var trueProto=_newTarget.prototype;_this=_super.call(this,iMessage)||this;Object.setPrototypeOf(_this,trueProto);_this.name=iName?iName:"eDwBaseError";return _this}return eDwBaseError}(Error);return eDwBaseError}));define("eDwBaseMarkupItem",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_2){"use strict";var eDwBaseMarkupItem=function(_super){__extends(eDwBaseMarkupItem,_super);function eDwBaseMarkupItem(){var _this=_super.call(this)||this;_this.mPosHC=new eDwTypes_2.HC.Point2(0,0);return _this}eDwBaseMarkupItem.prototype.getClassName=function(){return"eDwBaseMarkupItem"};Object.defineProperty(eDwBaseMarkupItem.prototype,"Position",{get:function(){return this.mPosHC},set:function(iPosHC){this.mPosHC=iPosHC},enumerable:false,configurable:true});return eDwBaseMarkupItem}(eDwTypes_2.HC.Markup.MarkupItem);return eDwBaseMarkupItem}));define("eDwBaseSelOperator",["require","exports","eDwOperatorBaseDeps","eDwGeomUtils"],(function(require,exports,eDwOperatorBaseDeps_1,eDwGeomUtils){"use strict";var eDwBaseSelOperator=function(_super){__extends(eDwBaseSelOperator,_super);function eDwBaseSelOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer)||this;_this.mSelMgr=iSelMgr;_this.mPrevHighlightStates={};return _this}eDwBaseSelOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.popHighlightSelectionState("NODE");this.popHighlightSelectionState("FACE");this.popHighlightSelectionState("EDGE");this.popHighlightSelectionState("VERTEX");this.popNodeSelectionColor();this.popNodeSelectionOutlineColor();this.popNodeSelectionHighlightMode();this.popElementSelectionColor();this.popElementSelectionOutlineColor();this.popElementSelectionHighlightMode();return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionStart(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionEnd(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionStart(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionEnd(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.pushHighlightSelectionState=function(iSelType,iNewState){return this.mPrevHighlightStates[iSelType]=this.mSelMgr.setHighlightSelection(iSelType,iNewState)};eDwBaseSelOperator.prototype.pushNodeSelectionColor=function(iColor){return this.mPrevNodeColor=this.mSelMgr.setNodeSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionOutlineColor=function(iColor){return this.mPrevNodeOutlineColor=this.mSelMgr.setNodeSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevNodeHighlightMode=this.mSelMgr.setNodeSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.pushElementSelectionColor=function(iColor){return this.mPrevElementColor=this.mSelMgr.setElementSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionOutlineColor=function(iColor){return this.mPrevElementOutlineColor=this.mSelMgr.setElementSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevElementHighlightMode=this.mSelMgr.setElementSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.popHighlightSelectionState=function(iSelType){if(this.mPrevHighlightStates&&this.mPrevHighlightStates.hasOwnProperty(iSelType)){this.mSelMgr.setHighlightSelection(iSelType,this.mPrevHighlightStates[iSelType]);delete this.mPrevHighlightStates[iSelType]}};eDwBaseSelOperator.prototype.popNodeSelectionColor=function(){if(this.mPrevNodeColor){this.mSelMgr.setNodeSelectionColor(this.mPrevNodeColor);this.mPrevNodeColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionOutlineColor=function(){if(this.mPrevNodeOutlineColor){this.mSelMgr.setNodeSelectionOutlineColor(this.mPrevNodeOutlineColor);this.mPrevNodeOutlineColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionHighlightMode=function(){if(this.mPrevNodeHighlightMode){this.mSelMgr.setNodeSelectionHighlightMode(this.mPrevNodeHighlightMode);this.mPrevNodeHighlightMode=null}};eDwBaseSelOperator.prototype.popElementSelectionColor=function(){if(this.mPrevElementColor){this.mSelMgr.setElementSelectionColor(this.mPrevElementColor);this.mPrevElementColor=null}};eDwBaseSelOperator.prototype.popElementSelectionOutlineColor=function(){if(this.mPrevElementOutlineColor){this.mSelMgr.setElementSelectionOutlineColor(this.mPrevElementOutlineColor);this.mPrevElementOutlineColor=null}};eDwBaseSelOperator.prototype.popElementSelectionHighlightMode=function(){if(this.mPrevElementHighlightMode){this.mSelMgr.setElementSelectionHighlightMode(this.mPrevElementHighlightMode);this.mPrevElementHighlightMode=null}};eDwBaseSelOperator.prototype.actionStart=function(iPoint){this.mFirstPt=eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView());console.debugLog("BaseSelOp","down screen pt = "+JSON.stringify(iPoint))};eDwBaseSelOperator.prototype.actionEnd=function(iPoint){this.mFirstPt=null;console.debugLog("BaseSelOp","up screen pt = "+JSON.stringify(eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView())))};return eDwBaseSelOperator}(eDwOperatorBaseDeps_1.eDwBaseOperator);return eDwBaseSelOperator}));define("eDwChangeModelViewCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeModelViewCmd=function(_super){__extends(eDwChangeModelViewCmd,_super);function eDwChangeModelViewCmd(iViewer,iModelView){var _this=_super.call(this,iViewer)||this;_this.mInitialModelView=iViewer.getModel().getActiveModelView();_this.mFinalModelView=iModelView;return _this}eDwChangeModelViewCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mInitialModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mFinalModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.activateModelView(this.mFinalModelView);return[2]}}))}))};Object.defineProperty(eDwChangeModelViewCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwChangeModelViewCmd.prototype.activateModelView=function(iModelView){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();return[4,this.mViewer.getModel().activateModelView(iModelView)];case 2:_a.sent();return[2]}}))}))})()};return eDwChangeModelViewCmd}(eDwSupportsHistoryCmd);return eDwChangeModelViewCmd}));define("eDwChangeSectionPlaneCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeSectionPlaneCmd=function(_super){__extends(eDwChangeSectionPlaneCmd,_super);function eDwChangeSectionPlaneCmd(iViewer,iInitialPlane,iFinalPlane){var _this=_super.call(this,iViewer)||this;_this.mInitialPlane=iInitialPlane;_this.mFinalPlane=iFinalPlane;return _this}eDwChangeSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mInitialPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2]}}))}))};eDwChangeSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPlane&&!!this.mFinalPlane};Object.defineProperty(eDwChangeSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwChangeSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwChangeSectionPlaneCmd}));define("eDwCmd",["require","exports","eDwOperationMixin"],(function(require,exports,eDwOperationMixin){"use strict";var eDwCmd=function(_super){__extends(eDwCmd,_super);function eDwCmd(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;return _this}eDwCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.setHierarchyNodeIDsAttribs=function(iNodesWithAttribs){var _this=this;if(!iNodesWithAttribs)return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.getModel().setAttribs(iNodesWithAttribs);return[2]}))}))})()};eDwCmd.prototype.getHierarchyNodesAttribs=function(iExcludeModelViewNode){if(iExcludeModelViewNode===void 0){iExcludeModelViewNode=true}var nodeWithAttrib=[];var modelView=this.mViewer.getModel().getActiveModelView();var hierNodes=modelView.Nodes;for(var hierNodeName in hierNodes){var hierNode=hierNodes[hierNodeName];if(iExcludeModelViewNode&&modelView.Hierarchy===hierNode){continue}var attrib=$.extend(true,{},hierNode.getAttribs());nodeWithAttrib.push({HierNode:hierNode,Attribs:attrib})}return nodeWithAttrib};return eDwCmd}(eDwOperationMixin);return eDwCmd}));define("eDwCommandMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwCommandMgr=function(){function eDwCommandMgr(){this.mActiveCmds=[]}eDwCommandMgr.get=function(){if(!eDwCommandMgr.sCommandMgr){eDwCommandMgr.sCommandMgr=new eDwCommandMgr}return eDwCommandMgr.sCommandMgr};eDwCommandMgr.prototype.add=function(iCmd){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iCmd){console.debugLog("CommandMgr","Command noexistant.  Not added.");return[2]}return[4,this.popCmds(iCmd)];case 1:_a.sent();this.mActiveCmds.push(iCmd);console.debugLog("CommandMgr","Added "+Utils.getObjectTypeName(iCmd)+" as an active command.");return[2]}}))}))};eDwCommandMgr.prototype.remove=function(iCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){var detached;return __generator(this,(function(_a){switch(_a.label){case 0:detached=false;if(!iCmd)return[3,2];detached=this.detach(iCmd);if(!(detached&&iCmdAction))return[3,2];return[4,iCmd[iCmdAction]()];case 1:_a.sent();_a.label=2;case 2:console.debugLog("CommandMgr",(detached?"Removed ":"Not Found ")+Utils.getObjectTypeName(iCmd)+" as an active command. "+(detached&&iCmdAction?" Also, "+iCmdAction+"ed it.":""));return[2,detached]}}))}))};eDwCommandMgr.prototype.run=function(ioCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.add(ioCmd)];case 1:_a.sent();return[4,this.remove(ioCmd,iCmdAction)];case 2:_a.sent();return[2]}}))}))};eDwCommandMgr.prototype.clear=function(){return __awaiter(this,void 0,void 0,(function(){var cmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmd=this.mActiveCmds.pop();_a.label=1;case 1:if(!cmd)return[3,4];return[4,cmd.cancel()];case 2:_a.sent();_a.label=3;case 3:cmd=this.mActiveCmds.pop();return[3,1];case 4:console.debugLog("CommandMgr","All active commands cleared.");return[2]}}))}))};eDwCommandMgr.prototype.popCmds=function(iCmd){return __awaiter(this,void 0,void 0,(function(){var exclusiveCmds,i;return __generator(this,(function(_a){switch(_a.label){case 0:if(iCmd.Aggregable&&(!this.mActiveCmds.length||this.mActiveCmds[this.mActiveCmds.length-1].AllowsAggregation)){return[2]}if(!iCmd.Exclusive)return[3,5];exclusiveCmds=this.mActiveCmds.filter((function(iCmd){return iCmd.Exclusive}));i=exclusiveCmds.length-1;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,exclusiveCmds[i].commit()];case 2:_a.sent();_a.label=3;case 3:--i;return[3,1];case 4:this.mActiveCmds=this.mActiveCmds.filter((function(iCmd){return!iCmd.Exclusive}));_a.label=5;case 5:return[2]}}))}))};eDwCommandMgr.prototype.detach=function(iCmd){var cmdPos=this.mActiveCmds.indexOf(iCmd);if(cmdPos===-1)return false;var removedCmds=this.mActiveCmds.splice(cmdPos,1);return removedCmds.length===1?true:false};return eDwCommandMgr}();return eDwCommandMgr}));define("eDwCompositeCmd",["require","exports","eDwSupportsHistoryCmd","eDwHistoryMgr","eDwCommandMgr","utils"],(function(require,exports,eDwSupportsHistoryCmd,eDwHistoryMgr,eDwCommandMgr,Utils){"use strict";var eDwCompositeCmd=function(_super){__extends(eDwCompositeCmd,_super);function eDwCompositeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mSubCmds=[];eDwHistoryMgr.get().pushStack();return _this}eDwCompositeCmd.prototype.initCmdActionImplementation=function(iHistoryActions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mCmdHistoryActions=iHistoryActions;if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeInit))return[3,2];return[4,this.mCmdHistoryActions.compositeInit(this)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwCompositeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.undo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeUndo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeUndo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.undoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.redo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeRedo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeRedo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.redoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCommit))return[3,3];return[4,this.mCmdHistoryActions.compositeCommit(this)];case 2:_a.sent();_a.label=3;case 3:return[2]}}))}))};eDwCompositeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCancel))return[3,3];return[4,this.mCmdHistoryActions.compositeCancel(this)];case 2:_a.sent();return[3,5];case 3:return[4,this.cancelSubCmds()];case 4:_a.sent();_a.label=5;case 5:this.clearSubCmds();return[2]}}))}))};eDwCompositeCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!(this.InitialState===undefined)&&!(this.FinalState===undefined)};Object.defineProperty(eDwCompositeCmd.prototype,"AllowsAggregation",{get:function(){return true},enumerable:false,configurable:true});eDwCompositeCmd.prototype.undoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,lastCmdIndex,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.undo()];case 2:ret=_a.sent();console.debugLog("History","Undo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i--;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.cancelSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr,lastCmdIndex,i;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,cmdMgr.remove(this.mSubCmds[i],"cancel")];case 2:_a.sent();_a.label=3;case 3:i--;return[3,1];case 4:delete this.InitialState;delete this.FinalState;return[2]}}))}))};eDwCompositeCmd.prototype.redoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,numCmds,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;numCmds=this.mSubCmds.length;i=0;_a.label=1;case 1:if(!(i<numCmds))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.redo()];case 2:ret=_a.sent();console.debugLog("History","Redo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i++;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.clearSubCmds=function(){this.mSubCmds=[]};return eDwCompositeCmd}(eDwSupportsHistoryCmd);return eDwCompositeCmd}));define("eDwConvTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwDrawModeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwDrawModeCmd=function(_super){__extends(eDwDrawModeCmd,_super);function eDwDrawModeCmd(iViewer,iDrawMode){var _this=_super.call(this,iViewer)||this;_this.mInitialDrawMode=iViewer.getDrawMode();_this.mFinalDrawMode=iDrawMode;return _this}eDwDrawModeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mInitialDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mFinalDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setDrawMode(this.mFinalDrawMode);return[2]}}))}))};Object.defineProperty(eDwDrawModeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwDrawModeCmd}(eDwSupportsHistoryCmd);return eDwDrawModeCmd}));define("eDwEventMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwEventMgr=function(){function eDwEventMgr(){this.mEventHandlers=new Map}eDwEventMgr.get=function(){if(!eDwEventMgr.sMgr)eDwEventMgr.sMgr=new eDwEventMgr;return eDwEventMgr.sMgr};eDwEventMgr.prototype.addEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){if(!iEventHandlerFuncName){throw new Error("Eventhandler object has no function name")}this.initHandlersMapForEvent(iEvent);var handlerMap={};handlerMap[iEventHandlerFuncName]=iEventHandlerObj;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.addEventHandlerFunc=function(iEvent,ioEventHandlerFunc){this.initHandlersMapForEvent(iEvent);ioEventHandlerFunc.funcName=ioEventHandlerFunc.name;if(!ioEventHandlerFunc.funcName){var eventTypeName=this.constructor.toString().match(/\w+/g)[1];ioEventHandlerFunc.funcName=eventTypeName+this.mEventHandlers.get(iEvent).length}var handlerMap={};handlerMap[ioEventHandlerFunc.funcName]=ioEventHandlerFunc;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.removeEventHandlerFunc=function(iEvent,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var key in eventHandlerMaps){var handlerMap=eventHandlerMaps[key];if(handlerMap[iEventHandlerFuncName]){eventHandlerMaps.splice(parseInt(key,10),1);++numRemoved}}return numRemoved};eDwEventMgr.prototype.removeEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var _i=0,eventHandlerMaps_1=eventHandlerMaps;_i<eventHandlerMaps_1.length;_i++){var handlerMap=eventHandlerMaps_1[_i];var handlerObj=handlerMap[iEventHandlerFuncName];if(handlerObj===iEventHandlerObj){var index=eventHandlerMaps.indexOf(handlerMap);if(index>-1){eventHandlerMaps.splice(index,1);++numRemoved}}}return numRemoved};eDwEventMgr.prototype.removeAllEventHandlers=function(){this.mEventHandlers.clear()};eDwEventMgr.prototype.removeEventHandlers=function(iEvent){this.mEventHandlers.delete(iEvent)};eDwEventMgr.prototype.fireEvent=function(iEvent){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}return __awaiter(this,void 0,void 0,(function(){var handlerMaps,allPromises,_a,handlerMaps_1,handlerMap,keys,funcName,handlerItem,retPromise,handlerFunc,retPromise;return __generator(this,(function(_b){switch(_b.label){case 0:handlerMaps=this.mEventHandlers.get(iEvent);if(!handlerMaps)return[2,[]];allPromises=[];for(_a=0,handlerMaps_1=handlerMaps;_a<handlerMaps_1.length;_a++){handlerMap=handlerMaps_1[_a];keys=Object.keys(handlerMap);console.assert(keys.length===1);funcName=keys[0];handlerItem=handlerMap[funcName];if("funcName"in handlerItem){retPromise=handlerItem.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}else{handlerFunc=eDwEventMgr.getHandler(handlerItem,funcName);if(handlerFunc){handlerFunc=handlerFunc.bind(handlerItem);retPromise=handlerFunc.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}}}return[4,Promise.all(allPromises)];case 1:return[2,_b.sent()]}}))}))};eDwEventMgr.getHandler=function(iHandlerObj,iHandlerName){var handler;var handlerObj=iHandlerObj;var parentClass=Object.getPrototypeOf(iHandlerObj);while(handlerObj&&!handler){handler=handlerObj[iHandlerName];if(!handler){handlerObj=parentClass;parentClass=handlerObj?Object.getPrototypeOf(handlerObj):null}}return handler instanceof Function?handler:null};eDwEventMgr.prototype.initHandlersMapForEvent=function(iEvent){if(!this.mEventHandlers.has(iEvent)){this.mEventHandlers.set(iEvent,[])}};return eDwEventMgr}();return eDwEventMgr}));define("eDwEvents",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.ViewDeletedEvent=exports.ViewLoadedEvent=exports.ViewCreatedEvent=exports.LicenseKeyEvent=exports.GLContextLostEvent=exports.UserUnitsChangeEvent=exports.DeactivateUIOpEvent=exports.ActivateUIOpEvent=exports.ExplodeLevelChangeEvent=exports.AmbientOcclChangeEvent=exports.ResetSceneEvent=exports.CameraChangeEvent=exports.ModelXformChangeStartEvent=exports.ProjModeChangeEvent=exports.DrawModeChangeEvent=exports.TimeoutEvent=exports.LeftDoubleClickEvent=exports.RightClickEvent=exports.MiddleClickEvent=exports.LeftClickEvent=exports.StopAnimationEvent=exports.StartAnimationEvent=exports.ProdStructLoadedEvent=exports.ModelViewChangeEvent=exports.UnselectEvent=exports.SelectEvent=exports.NodeAttribChangeEvent=exports.DoneEvent=exports.InitFullUIEvent=exports.InitEvent=exports.AppEvent=void 0;var AppEvent=function(){function AppEvent(){this.doNotUse}return AppEvent}();exports.AppEvent=AppEvent;exports.InitEvent=new AppEvent;exports.InitFullUIEvent=new AppEvent;exports.DoneEvent=new AppEvent;exports.NodeAttribChangeEvent=new AppEvent;exports.SelectEvent=new AppEvent;exports.UnselectEvent=new AppEvent;exports.ModelViewChangeEvent=new AppEvent;exports.ProdStructLoadedEvent=new AppEvent;exports.StartAnimationEvent=new AppEvent;exports.StopAnimationEvent=new AppEvent;exports.LeftClickEvent=new AppEvent;exports.MiddleClickEvent=new AppEvent;exports.RightClickEvent=new AppEvent;exports.LeftDoubleClickEvent=new AppEvent;exports.TimeoutEvent=new AppEvent;exports.DrawModeChangeEvent=new AppEvent;exports.ProjModeChangeEvent=new AppEvent;exports.ModelXformChangeStartEvent=new AppEvent;exports.CameraChangeEvent=new AppEvent;exports.ResetSceneEvent=new AppEvent;exports.AmbientOcclChangeEvent=new AppEvent;exports.ExplodeLevelChangeEvent=new AppEvent;exports.ActivateUIOpEvent=new AppEvent;exports.DeactivateUIOpEvent=new AppEvent;exports.UserUnitsChangeEvent=new AppEvent;exports.GLContextLostEvent=new AppEvent;exports.LicenseKeyEvent=new AppEvent;exports.ViewCreatedEvent=new AppEvent;exports.ViewLoadedEvent=new AppEvent;exports.ViewDeletedEvent=new AppEvent}));define("eDwExplodeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwExplodeCmd=function(_super){__extends(eDwExplodeCmd,_super);function eDwExplodeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialLevel=_this.mViewer.getExplosionLevel();_this.mFinalLevel=NaN;return _this}eDwExplodeCmd.prototype.setLevel=function(iLevel){this.setExplosionLevel(iLevel);this.mFinalLevel=iLevel};eDwExplodeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mInitialLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mFinalLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();this.setExplosionLevel(this.mInitialLevel);this.mViewer.HCViewer.explodeManager.stop();return[2]}}))}))};Object.defineProperty(eDwExplodeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwExplodeCmd.prototype.setExplosionLevel=function(iLevel){var explodeMgrHC=this.mViewer.HCViewer.explodeManager;if(!explodeMgrHC.getActive())explodeMgrHC.start();this.mViewer.setExplosionLevel(iLevel)};return eDwExplodeCmd}(eDwSupportsHistoryCmd);return eDwExplodeCmd}));define("eDwGenericError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwGenericError=function(_super){__extends(eDwGenericError,_super);function eDwGenericError(iMessage){return _super.call(this,"Generic Error",iMessage)||this}return eDwGenericError}(eDwBaseError);return eDwGenericError}));define("eDwGeomUtils",["require","exports","eDwTypes","utils"],(function(require,exports,eDwTypes_3,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cAbsAngleTol=exports.cAbsLengthTol=exports.isValidHCPoint=exports.isPoint3DInBox=exports.screenToWorld=exports.dropPointOnPlane=void 0;function dropPointOnPlane(iPtHC,iPlnHC){var dist=iPlnHC.distanceToPoint(iPtHC);var vecHC=iPlnHC.normal.copy();return vecHC.normalize().scale(-dist).add(iPtHC)}exports.dropPointOnPlane=dropPointOnPlane;function screenToWorld(iScreenPosHC,iViewHC){var cameraHC=iViewHC.getCamera();var pnt3DHC=cameraHC.getCameraPlaneIntersectionPoint(iScreenPosHC,iViewHC);console.debugLog("GeomUtils","Screen pt = "+JSON.stringify(iScreenPosHC)+" 3D pt = "+JSON.stringify(pnt3DHC));return pnt3DHC}exports.screenToWorld=screenToWorld;function isPoint3DInBox(iPt3HC,iBboxHC){var pntArr=[];iPt3HC.toArray(pntArr);var minPt=[];iBboxHC.min.toArray(minPt);var maxPt=[];iBboxHC.max.toArray(maxPt);console.debugLog("GeomUtils","3D pt = "+JSON.stringify(iPt3HC)+" Bounding box = "+JSON.stringify(iBboxHC));for(var i=0;i<3;++i){if(pntArr[i]<minPt[i]||pntArr[i]>maxPt[i])return false}return true}exports.isPoint3DInBox=isPoint3DInBox;function isValidHCPoint(iPntHC){if(!iPntHC)return false;if(iPntHC instanceof eDwTypes_3.HC.Point3){if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)||utils.isNaN(iPntHC.z)){return false}}else{if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)){return false}}return true}exports.isValidHCPoint=isValidHCPoint;exports.cAbsLengthTol=1e-6;exports.cAbsAngleTol=1e-9}));define("eDwHierNodeAttribArray",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwHierarchyNode",["require","exports","eDwNodeAttributes","utils","eDwTypes"],(function(require,exports,eDwNodeAttributes_1,utils,eDwTypes_4){"use strict";var eDwHierarchyNode=function(){function eDwHierarchyNode(iName,iCategory,iAttributes,iNodeIDHC,iParentNode,iModeView){this.Category=iCategory;this.HOOPSID=iNodeIDHC;this.mModelView=iModeView;this.mChildNameToHierNode={};this.mBoundingBoxNodeInfo={IDs:[],VisState:false};this.mParentNode=iParentNode;this.Name=iName;if("`"===iName.charAt(0)&&"`"===iName.charAt(iName.length-1)){this.Name=iName.slice(1,-1)}this.mAttribs={};$.extend(this.mAttribs,iAttributes);this.mReadOnlyAttribs={};$.extend(this.mReadOnlyAttribs,this.mAttribs);this.mReadOnlyOverrideAttribs={};if(this.mModelView){this.mModelView.Nodes[iNodeIDHC]=this}}eDwHierarchyNode.prototype.addChild=function(iName,iCategory,iAttribs,iNodeIDHC,iParentNode){var node=new eDwHierarchyNode(iName,iCategory,iAttribs,iNodeIDHC,iParentNode,this.mModelView);this.mChildNameToHierNode[iName]=node;return node};eDwHierarchyNode.prototype.getChildren=function(){return utils.makeArray(this.mChildNameToHierNode)};eDwHierarchyNode.prototype.getAllChildren=function(ioHierNodes){for(var name_1 in this.mChildNameToHierNode){var hierNode=this.mChildNameToHierNode[name_1];if(hierNode){ioHierNodes.push(hierNode);hierNode.getAllChildren(ioHierNodes)}}};eDwHierarchyNode.prototype.getChildrenAndKeys=function(){return this.mChildNameToHierNode};Object.defineProperty(eDwHierarchyNode.prototype,"Parent",{get:function(){return this.mParentNode},enumerable:false,configurable:true});eDwHierarchyNode.prototype.getModelView=function(){return this.mModelView};eDwHierarchyNode.prototype.getAttribs=function(iIgnoreActive){if(iIgnoreActive===void 0){iIgnoreActive=false}var attribs={};$.extend(attribs,this.mAttribs);$.extend(attribs,this.mReadOnlyOverrideAttribs);if(!iIgnoreActive&&!this.isActive()){$.extend(attribs,{Visible:false})}return attribs};eDwHierarchyNode.prototype.getInitialAttribs=function(){var attribs={};$.extend(attribs,this.mReadOnlyAttribs);return attribs};eDwHierarchyNode.prototype.setAttribs=function(iAttribs){var changedAttribNames=eDwNodeAttributes_1.eDwNodeAttributes.setAttribs(this.mAttribs,iAttribs);return changedAttribNames};eDwHierarchyNode.prototype.setOverrideAttribs=function(iAttribs){this.mReadOnlyOverrideAttribs={};var overridesExist=false;for(var attribName in iAttribs){if(this.mAttribs[attribName]!==iAttribs[attribName]){overridesExist=true;break}}if(overridesExist)$.extend(this.mReadOnlyOverrideAttribs,iAttribs);return Object.keys(iAttribs)};eDwHierarchyNode.prototype.mergeAttribs=function(iAttribs){this.mAttribs=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(this.mAttribs,iAttribs);return this.mAttribs};eDwHierarchyNode.prototype.getMergedChildrenAttribs=function(iTraverseOption,ioAccumAttrib){var attrib={};var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){attrib=ioAccumAttrib||attrib;for(var i=0;i<childNodeKeys.length;i++){var childHierNode=childHierNodes[childNodeKeys[i]];var childAttrib=childHierNode.getAttribs();attrib=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(attrib,childAttrib);if(iTraverseOption==="All"){childHierNode.getMergedChildrenAttribs(iTraverseOption,attrib)}}}return attrib};eDwHierarchyNode.prototype.syncAttribsWithChildren=function(iTraverseOption){if(iTraverseOption===void 0){iTraverseOption="DirectDescendantsOnly"}this.setAttribs(this.getMergedChildrenAttribs(iTraverseOption))};eDwHierarchyNode.prototype.propagateAttribsToChildren=function(iPropagatingAttribNames,iUseSetOverride,iTraverseOption){if(iUseSetOverride===void 0){iUseSetOverride=false}if(iTraverseOption===void 0){iTraverseOption="All"}var setMethod=iUseSetOverride?eDwHierarchyNode.prototype.setOverrideAttribs:eDwHierarchyNode.prototype.setAttribs;var changedHierNodes=[];var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){for(var i=0;i<childNodeKeys.length;i++){if(iPropagatingAttribNames&&iPropagatingAttribNames.length){for(var _i=0,iPropagatingAttribNames_1=iPropagatingAttribNames;_i<iPropagatingAttribNames_1.length;_i++){var attribName=iPropagatingAttribNames_1[_i];var attrib={};attrib[attribName]=this.mAttribs[attribName];var childHierNode=childHierNodes[childNodeKeys[i]];var changedAttribNames=setMethod.call(childHierNode,attrib);if(changedAttribNames.length){changedHierNodes.push(childHierNode)}if(iTraverseOption==="All"){var childrenChangedHierNodes=childHierNode.propagateAttribsToChildren(iPropagatingAttribNames,iUseSetOverride,iTraverseOption);Array.prototype.push.apply(changedHierNodes,childrenChangedHierNodes)}}}}}return changedHierNodes};eDwHierarchyNode.prototype.invertAttrib=function(iAttribName){this.mAttribs[iAttribName]=!this.mAttribs[iAttribName];return this.mAttribs};eDwHierarchyNode.prototype.getDisplayState=function(iOtherAttribs){var state=eDwNodeAttributes_1.NodeDisplayState.Invisible;var setVisible=this.mAttribs.Opaque!==undefined&&Object.keys(this.mAttribs).length===1&&iOtherAttribs&&iOtherAttribs.Visible;this.mAttribs.Visible=setVisible?true:this.mAttribs.Visible;if(this.mAttribs.Visible){var opaque=this.mAttribs.Opaque===undefined||this.mAttribs.Opaque;state=opaque?eDwNodeAttributes_1.NodeDisplayState.Visible:eDwNodeAttributes_1.NodeDisplayState.Transparent;if(iOtherAttribs&&iOtherAttribs.Opaque===false){state=eDwNodeAttributes_1.NodeDisplayState.Transparent}}return state};eDwHierarchyNode.prototype.find=function(iPropName,iPropValue,iIncludeThis,iRecurse,iStrictMatch){if(iIncludeThis===void 0){iIncludeThis=true}if(iRecurse===void 0){iRecurse=true}if(iStrictMatch===void 0){iStrictMatch=false}var hierNodes=[];function getHierNodeWithPropNameAndValue(iHierNode){var propValue=iHierNode[iPropName];if(propValue&&utils.isEqual(iPropValue,propValue,iStrictMatch)){hierNodes.push(iHierNode)}}function getChildHierNodesWithPropNameAndValue(iHierNode){for(var childNodeName in iHierNode.mChildNameToHierNode){var childHierNode=iHierNode.mChildNameToHierNode[childNodeName];getHierNodeWithPropNameAndValue(childHierNode);if(iRecurse){getChildHierNodesWithPropNameAndValue(childHierNode)}}}if(iIncludeThis)getHierNodeWithPropNameAndValue(this);getChildHierNodesWithPropNameAndValue(this);return hierNodes};eDwHierarchyNode.prototype.getAllHierNodesWithChangedAttribs=function(ioHierNodes){if(!utils.isEqual(this.getInitialAttribs(),this.mAttribs)){ioHierNodes.push(this)}for(var key in this.mChildNameToHierNode){this.mChildNameToHierNode[key].getAllHierNodesWithChangedAttribs(ioHierNodes)}};eDwHierarchyNode.prototype.showBoundingBox=function(iViewer,iState){return __awaiter(this,void 0,void 0,(function(){var model,isVisible,beautifulGreen,bboxHC,width,height,length_1,scale,vmin,vmax,p0,p1,p2,p3,polylineData,rgba,i,tmp,boxMesh,modelHC,key,meshInstance,nodeID;return __generator(this,(function(_a){switch(_a.label){case 0:model=iViewer.getModel();isVisible=!this.mBoundingBoxNodeInfo||!this.mBoundingBoxNodeInfo.IDs.length||!this.mBoundingBoxNodeInfo.VisState?false:true;if(iState==="on"&&isVisible)return[2,true];if(iState==="off"||iState==="toggle"&&isVisible){this.mBoundingBoxNodeInfo.VisState=false;model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,false);return[2,false]}return[4,model.activateModelView(this.mModelView)];case 1:_a.sent();this.mBoundingBoxNodeInfo.VisState=true;if(!!this.mBoundingBoxNodeInfo.IDs.length)return[3,5];beautifulGreen=new eDwTypes_4.HC.Color(0,255,0);return[4,model.getBoundingBoxOfIDsHC([this.HOOPSID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2,false];width=bboxHC.max.x-bboxHC.min.x;height=bboxHC.max.y-bboxHC.min.y;length_1=Math.max(width,height);scale=.05/2;vmin=new eDwTypes_4.HC.Point3(bboxHC.min.x-length_1*scale,bboxHC.min.y-length_1*scale,bboxHC.min.z);vmax=new eDwTypes_4.HC.Point3(bboxHC.max.x+length_1*scale,bboxHC.max.y+length_1*scale,bboxHC.max.z);p0=new eDwTypes_4.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_4.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_4.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_4.HC.Point3(vmax.x,vmin.y,vmax.z);polylineData=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_4.HC.MeshData;boxMesh.addPolyline(polylineData,rgba);modelHC=model.getHCModel();return[4,modelHC.createMesh(boxMesh)];case 3:key=_a.sent();meshInstance=new eDwTypes_4.HC.MeshInstanceData(key);return[4,modelHC.createMeshInstance(meshInstance,0)];case 4:nodeID=_a.sent();this.mBoundingBoxNodeInfo.IDs.push(nodeID);_a.label=5;case 5:model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,true);return[2,true]}}))}))};eDwHierarchyNode.prototype.isSelectable=function(){return this.mAttribs.Selectable};eDwHierarchyNode.prototype.isActive=function(){var activeModelView=this.mModelView.Model.getActiveModelView();return this.mModelView===activeModelView?true:false};eDwHierarchyNode.prototype.resetAttribs=function(){var changedHierNodes=[];this.getAllHierNodesWithChangedAttribs(changedHierNodes);for(var _i=0,changedHierNodes_1=changedHierNodes;_i<changedHierNodes_1.length;_i++){var changedHierNode=changedHierNodes_1[_i];changedHierNode.mAttribs=changedHierNode.getInitialAttribs()}return changedHierNodes};eDwHierarchyNode.create=function(iAttribs){return new eDwHierarchyNode("","",iAttribs?iAttribs:{},Number.NaN,null,null)};eDwHierarchyNode.findPropagatingAttribNames=function(iChangedAttribNames){var propagatingAttribNames=eDwHierarchyNode.sPropagatingAttribNames;var changedPropAttribNames=[];for(var _i=0,iChangedAttribNames_1=iChangedAttribNames;_i<iChangedAttribNames_1.length;_i++){var attribName=iChangedAttribNames_1[_i];if(propagatingAttribNames.indexOf(attribName)>-1){changedPropAttribNames.push(attribName)}}return changedPropAttribNames};eDwHierarchyNode.isHierarchyNode=function(iNode){return iNode.Name};eDwHierarchyNode.sPropagatingAttribNames=["Visible","Opaque"];return eDwHierarchyNode}();return eDwHierarchyNode}));define("eDwHistoryMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwHistoryMgr=function(){function eDwHistoryMgr(){this.clear()}eDwHistoryMgr.get=function(){if(!eDwHistoryMgr.sHistoryMgr){eDwHistoryMgr.sHistoryMgr=new eDwHistoryMgr}return eDwHistoryMgr.sHistoryMgr};eDwHistoryMgr.prototype.undo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex<0||currStack.length===0){console.debugLog("History","Already before first command.");return null}currStacksElem.incrementCurrCmdIndex(-1);var cmd=currStack[currStackCmdIndex];cmd.undo();console.debugLog("History","Undoing command at index "+currStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.redo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var nextStackCmdIndex=currStacksElem.getCurrCmdIndex()+1;if(nextStackCmdIndex>=currStack.length){console.debugLog("History","Already after last command.");return null}currStacksElem.incrementCurrCmdIndex(1);var cmd=currStack[nextStackCmdIndex];cmd.redo();console.debugLog("History","Redoing command at index "+nextStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.push=function(iCmd){if(!iCmd)return;var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackSize=currStack.length;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex!==currStackSize-1){currStack.splice(currStackCmdIndex+1);console.debugLog("History","Truncated history to "+(currStackCmdIndex+1)+" elements.")}currStack.push(iCmd);currStacksElem.incrementCurrCmdIndex(1);console.debugLog("History","Adding command to history at index "+(currStackCmdIndex+1)+" Object Type = "+Utils.getObjectTypeName(iCmd)+".")};eDwHistoryMgr.prototype.clear=function(){console.debugLog("History","Clear all history.");this.mCmdStacksStack=[];this.pushStack()};eDwHistoryMgr.prototype.pushStack=function(){console.debugLog("History","Add a new history stack at index "+this.mCmdStacksStack.length+".");this.mCmdStacksStack.push(new eDwCmdStacksElem)};eDwHistoryMgr.prototype.popStack=function(){console.debugLog("History","Remove history stack from index "+(this.mCmdStacksStack.length-1)+" down to 0.");var activeCmds=[];var currStackElem=this.mCmdStacksStack.pop();if(currStackElem){var currCmdIndex=currStackElem.getCurrCmdIndex()+1;for(var i=0;i<currCmdIndex;i++){activeCmds.push(currStackElem.Stack[i])}}return activeCmds};eDwHistoryMgr.prototype.getCurrStackElem=function(){return this.mCmdStacksStack[this.mCmdStacksStack.length-1]};return eDwHistoryMgr}();var eDwCmdStacksElem=function(){function eDwCmdStacksElem(){this.mCmdStack=[];this.mCurrCmdIndex=-1}Object.defineProperty(eDwCmdStacksElem.prototype,"Stack",{get:function(){return this.mCmdStack},enumerable:false,configurable:true});eDwCmdStacksElem.prototype.getCurrCmdIndex=function(){return this.mCurrCmdIndex};eDwCmdStacksElem.prototype.incrementCurrCmdIndex=function(iIndex){if(typeof iIndex!=="number")return;this.mCurrCmdIndex+=iIndex};return eDwCmdStacksElem}();return eDwHistoryMgr}));define("eDwKeyMgr",["require","exports","eDwUIHTMLEventMgr","eDwTypes","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwTypes_5,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwKeyMgr=void 0;var eDwKeyMgr=function(){function eDwKeyMgr(){var _this=this;window.frames.focus();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;var processKeyEventFunc=function(iEvent){var keyEventJQ=iEvent;if(iEvent.type==="keydown"){_this.mDownKeys[keyEventJQ.key]=true}else if(iEvent.type=="keyup"){delete _this.mDownKeys[keyEventJQ.key]}else{return}var eventHandlers=_this.mKeyEventHandlers[iEvent.type][keyEventJQ.key];for(var i in eventHandlers){var eventHandler=eventHandlers[i];if(l_isEqual(keyEventJQ,eventHandler.Modifiers)){eventHandler.KeyFunc(keyEventJQ)}}};this.mUIHTMLEventMgr.addEventHandler("document","keydown",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keyup",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keypress",processKeyEventFunc);this.mKeyEventHandlers={};this.mKeyEventHandlers["keydown"]={};this.mKeyEventHandlers["keyup"]={};this.mKeyEventHandlers["keypress"]={};this.mDownKeys={}}eDwKeyMgr.get=function(){if(!eDwKeyMgr.sKeyMgr){eDwKeyMgr.sKeyMgr=new eDwKeyMgr}return eDwKeyMgr.sKeyMgr};eDwKeyMgr.prototype.add=function(iKeyInfo,iEventName,iFunc){var eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key];if(!eventHandlers){eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key]={}}var keyModifiers=l_getKeyModifiers(iKeyInfo);this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]={Modifiers:iKeyInfo,KeyFunc:iFunc}};eDwKeyMgr.prototype.remove=function(iKeyInfo,iEventName){var keyModifiers=l_getKeyModifiers(iKeyInfo);delete this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]};eDwKeyMgr.prototype.isDown=function(iKey){return this.mDownKeys[iKey]?true:false};eDwKeyMgr.isLMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="left"?true:false};eDwKeyMgr.isMMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="middle"?true:false};eDwKeyMgr.isRMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="right"?true:false};eDwKeyMgr.isAnyPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="none"?false:true};eDwKeyMgr.getMouseButtonPressed=function(iEvent){var buttonPressed="none";if(utils.isOfType(iEvent,"which")){if(utils.isNumber(iEvent.which)){switch(iEvent.which){case 0:buttonPressed="none";break;case 1:buttonPressed="left";break;case 2:buttonPressed="middle";break;case 3:buttonPressed="right";break;default:break}}else{switch(iEvent.button){case 0:return buttonPressed="none";break;case 1:return buttonPressed="left";break;case 4:return buttonPressed="middle";break;case 2:return buttonPressed="right";break;default:break}}return buttonPressed}else{if(iEvent.getButtons()===eDwTypes_5.HC.Buttons.None){switch(iEvent.getButton()){case eDwTypes_5.HC.Button.None:buttonPressed="none";break;case eDwTypes_5.HC.Button.Left:buttonPressed="left";break;case eDwTypes_5.HC.Button.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Button.Right:buttonPressed="right";break;default:break}return buttonPressed}}switch(iEvent.getButtons()){case eDwTypes_5.HC.Buttons.None:buttonPressed="none";break;case eDwTypes_5.HC.Buttons.Left:buttonPressed="left";break;case eDwTypes_5.HC.Buttons.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Buttons.Right:buttonPressed="right";break;default:break}return buttonPressed};return eDwKeyMgr}();exports.eDwKeyMgr=eDwKeyMgr;function l_isEqual(iKey1,iKey2){var numMatch=0;var compareFields=["altKey","ctrlKey","metaKey","shiftKey"];for(var _i=0,compareFields_1=compareFields;_i<compareFields_1.length;_i++){var i=compareFields_1[_i];if(iKey1[i]===iKey2[i])++numMatch}return numMatch===Object.keys(iKey2).length-1?true:false}function l_getKeyModifiers(iKeyInfo){var keyModifiers="";for(var key in iKeyInfo){if(key.indexOf("Key")>-1&&iKeyInfo[key]){keyModifiers+=key+"-"}}return keyModifiers?keyModifiers.substring(0,keyModifiers.length-1):"none"}}));define("eDwLayer",["require","exports","eDwNodeAttributes","utils"],(function(require,exports,eDwNodeAttributes_2,utils){"use strict";var eDwLayer=function(){function eDwLayer(iLayerName,iLayerIDHC,iAttribs){this.mName=iLayerName;this.mIDHC=iLayerIDHC;this.mInitAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mNodeIDHCToHierNodeMap={}}eDwLayer.prototype.addNodes=function(iNodeIDsHC,iModel){for(var _i=0,iNodeIDsHC_1=iNodeIDsHC;_i<iNodeIDsHC_1.length;_i++){var nodeIDHC=iNodeIDsHC_1[_i];if(!this.mNodeIDHCToHierNodeMap[nodeIDHC]){this.mNodeIDHCToHierNodeMap[nodeIDHC]=iModel.getHierarchyNode(nodeIDHC)}}};eDwLayer.prototype.getName=function(){return this.mName};eDwLayer.prototype.getIDHC=function(){return this.mIDHC};eDwLayer.prototype.getAttribs=function(){return eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs)};eDwLayer.prototype.setAttribs=function(iSrcAttribs){if(utils.isEqual(this.mAttribs,iSrcAttribs,true))return false;this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iSrcAttribs);return true};eDwLayer.prototype.resetAttribs=function(){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mInitAttribs)};eDwLayer.prototype.mergeAttribs=function(iSrcAttribs){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.mergeAttribs(this.mAttribs,iSrcAttribs)};eDwLayer.prototype.getNodeIDsHC=function(){var nodeIDsHC=[];for(var nodeIDHCStr in this.mNodeIDHCToHierNodeMap){nodeIDsHC.push(parseInt(nodeIDHCStr,10))}return nodeIDsHC};eDwLayer.prototype.getHCNodesAndAttribs=function(ioNodeIDsHCAndAttribs){var nodeOnLayerIDsHC=this.getNodeIDsHC();for(var _i=0,nodeOnLayerIDsHC_1=nodeOnLayerIDsHC;_i<nodeOnLayerIDsHC_1.length;_i++){var nodeOnLayerIDHC=nodeOnLayerIDsHC_1[_i];var combinedAttribs=this.getCombinedAttribsForHCNode(nodeOnLayerIDHC);if(!combinedAttribs)continue;ioNodeIDsHCAndAttribs.push({IDHC:nodeOnLayerIDHC,Attribs:combinedAttribs})}};eDwLayer.prototype.getCombinedAttribsForHCNode=function(iNodeIDHC){var parentHierNode=this.mNodeIDHCToHierNodeMap[iNodeIDHC];if(!parentHierNode)return undefined;var detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs);while(parentHierNode){detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.intersectAttribs(detachedAttribs,parentHierNode.getAttribs());parentHierNode=parentHierNode.Parent}return detachedAttribs};return eDwLayer}();return eDwLayer}));define("eDwMBDNoteMgr",["require","exports","eDwTypes","eDwGeomUtils"],(function(require,exports,eDwTypes_6,eDwGeomUtils){"use strict";var MBDNote=function(){function MBDNote(iViewer,iRefPntHC,iCurPntHC,nodeId){var modelHC=iViewer.getModel().getHCModel();var viewHC=iViewer.getHCView();this.mViewer=iViewer;this.mRefPntHC=iRefPntHC.copy();this.mNodeId=nodeId;var rPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(iCurPntHC));this.mOffset=eDwTypes_6.HC.Point2.subtract(cPos2,rPos2);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);this.mOffsetLen=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3).length();var cDelta=eDwTypes_6.HC.Point3.subtract(cPos3,iCurPntHC);var matrix=new eDwTypes_6.HC.Matrix;matrix.loadIdentity();matrix.setTranslationComponent(cDelta.x,cDelta.y,cDelta.z);var nodeMatrix=modelHC.getNodeMatrix(nodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,matrix);modelHC.setNodeMatrix(nodeId,nodeMatrix);this.mOrigPos=cPos3.copy();var camera=this.mViewer.getHCView().getCamera();this.mOrigCamMatrix=camera.getMatrixFromCamera().copy();this.mOrigModMatrix=modelHC.getNodeMatrix(nodeId)}MBDNote.prototype.updatePos=function(){var viewHC=this.mViewer.getHCView();var modelHC=this.mViewer.getModel().getHCModel();var rPos2=eDwTypes_6.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.add(rPos2,this.mOffset);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);var crDelta=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3);crDelta.normalize();crDelta.scale(this.mOffsetLen);cPos3=eDwTypes_6.HC.Point3.add(rPos3,crDelta);var posDelta=eDwTypes_6.HC.Point3.subtract(cPos3,this.mOrigPos);var revTransMat=new eDwTypes_6.HC.Matrix;var transMat=new eDwTypes_6.HC.Matrix;var extraTransMat=new eDwTypes_6.HC.Matrix;revTransMat.setTranslationComponent(-this.mOrigPos.x,-this.mOrigPos.y,-this.mOrigPos.z);transMat.setTranslationComponent(this.mOrigPos.x,this.mOrigPos.y,this.mOrigPos.z);extraTransMat.setTranslationComponent(posDelta.x,posDelta.y,posDelta.z);this.mOrigPos=cPos3.copy();var nodeMatrix=this.mOrigModMatrix.copy();var camera=viewHC.getCamera();var curCamMatrix=camera.getMatrixFromCamera().copy();var oriCamMatrix=this.mOrigCamMatrix.copy();var oriCamMatrixR=oriCamMatrix.inverseAndDeterminant()[0];this.mOrigCamMatrix=curCamMatrix.copy();var rotMatrix=eDwTypes_6.HC.Matrix.multiply(revTransMat,oriCamMatrixR);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,curCamMatrix);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,transMat);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,extraTransMat);nodeMatrix=modelHC.getNodeMatrix(this.mNodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,rotMatrix);modelHC.setNodeMatrix(this.mNodeId,nodeMatrix,false)};return MBDNote}();var eDwMBDNoteMgr=function(){function eDwMBDNoteMgr(iViewer){this.mNotes=[];this.mViewer=iViewer}eDwMBDNoteMgr.prototype.addNote=function(nodeId,refBox){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var model,boxHC;return __generator(this,(function(_a){switch(_a.label){case 0:model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC([nodeId])];case 1:boxHC=_a.sent();if(boxHC.isDegenerate())return[2];this.mNotes.push(new MBDNote(this.mViewer,refBox.center(),boxHC.center(),nodeId));return[2]}}))}))})();return true};eDwMBDNoteMgr.prototype.updateNote=function(){var len=this.mNotes.length;for(var i=0;i<len;++i){this.mNotes[i].updatePos()}};return eDwMBDNoteMgr}();return eDwMBDNoteMgr}));define("eDwModel",["require","exports","eDwEventMgr","eDwHierarchyNode","eDwModelView","eDwLayer","eDwNodeAttributes","eDwEvents","eDwTypes","eDwUnits","utils"],(function(require,exports,eDwEventMgr,eDwHierarchyNode,eDwModelView,eDwLayer,eDwNodeAttributes_3,eDwEvents_2,eDwTypes_7,eDwUnits_1,utils){"use strict";var eDwModel=function(){function eDwModel(iViewer){this.mViewer=iViewer;this.mModelHC=iViewer.HCViewer.model;this.mModelViews=[];this.mLayers=[];this.mInitialModelView=this.mActiveModelView=null;this.mCategory="UNKNOWN";this.mOrigin="";this.mBox=new eDwTypes_7.HC.Box;this.mProperties=$([]);this.setUserUnits({Length:eDwUnits_1.cDefaultLengthUnit,Angle:eDwUnits_1.cDefaultAngleUnit});this.mModelHC.setEnableAutomaticUnitScaling(false);this.mModelHC.setBehaviorInitiallyHidden(false);this.calculateBoundingBox()}eDwModel.prototype.initModelData=function(){return __awaiter(this,void 0,void 0,(function(){var bbox,nodeProps,modelViews,_loop_1,this_1,_i,modelViews_1,modelView,state_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mViewer)return[2];bbox=this.getBoundingBox();if(!bbox.extents().equals(eDwTypes_7.HC.Point3.zero()))return[3,2];return[4,this.calculateBoundingBox()];case 1:_a.sent();_a.label=2;case 2:this.mViewer.initializeManagers();return[4,this.mModelHC.getNodeProperties(this.getModelIDHC())];case 3:nodeProps=_a.sent();if(nodeProps)this.loadProperties(nodeProps);modelViews=this.getModelViews();_loop_1=function(modelView){var attribs=modelView.Hierarchy.getInitialAttribs();if(attribs.Visible){this_1.mActiveModelView=modelView;this_1.mInitialModelView=this_1.mActiveModelView;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelView)];case 1:_a.sent();return[2]}}))}))})();return{value:void 0}}};this_1=this;for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];state_1=_loop_1(modelView);if(typeof state_1==="object")return[2,state_1.value]}if(modelViews.length){console.warn("There is no active model view."+"  Defaulting to first.");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelViews[0])];case 1:_a.sent();return[2]}}))}))})();return[2]}console.warn("There are no model views in this model.");return[2]}}))}))};eDwModel.prototype.getBoundingBox=function(){return this.mBox};eDwModel.prototype.calculateBoundingBox=function(iIgnoreInvisible,iIncludeExcluded){if(iIgnoreInvisible===void 0){iIgnoreInvisible=true}if(iIncludeExcluded===void 0){iIncludeExcluded=false}return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=this;return[4,this.mModelHC.getModelBounding(iIgnoreInvisible,iIncludeExcluded)];case 1:_a.mBox=_b.sent();return[2,this.mBox]}}))}))};eDwModel.prototype.getBoundingBoxOfIDsHC=function(iUDsHC){return __awaiter(this,void 0,void 0,(function(){var bboxHC,iExcp_5;return __generator(this,(function(_a){switch(_a.label){case 0:bboxHC=eDwTypes_7.HC.Box.invalid();if(!(iUDsHC&&iUDsHC.length))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesBounding(iUDsHC)];case 2:bboxHC=_a.sent();return[3,4];case 3:iExcp_5=_a.sent();console.debugLog("Model",iExcp_5.message);return[3,4];case 4:return[2,bboxHC]}}))}))};eDwModel.prototype.getLayers=function(){return this.mLayers};eDwModel.prototype.getUserUnits=function(){return $.extend({},this.mUserUnits)};eDwModel.prototype.setUserUnits=function(iUserUnits){var _this=this;if(utils.isEqual(this.mUserUnits,iUserUnits))return;this.mUserUnits=$.extend({},iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.UserUnitsChangeEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwModel.prototype.getValueWithUnit=function(iValue,iUnitType){var _this=this;var cUnitScaleFactor={degree:1,radian:Math.PI/180,millimeter:c_lengthUnitToMMFactor,centimeter:c_lengthUnitToMMFactor/10,meter:c_lengthUnitToMMFactor/1e3,inch:c_lengthUnitToMMFactor/25.4,foot:c_lengthUnitToMMFactor/304.8,footAndInch:NaN};function l_getScaledValue(iNonScaledVal,iUnit){var scale=cUnitScaleFactor[iUnit];return iUnitType==="Area"?iNonScaledVal*scale*scale:iNonScaledVal*scale}var cCommonUnitFormat="${val}${unit}";function l_getFormattedScaledValue(iVal,iUnit,iUserUnitLabel){var val=l_getScaledValue(iVal,iUnit);return utils.formatString(cCommonUnitFormat,val.toFixed(2),iUserUnitLabel)}var basicUserUnitResults={degree:function(iVal){return l_getFormattedScaledValue(iVal,"degree","deg")},radian:function(iVal){return l_getFormattedScaledValue(iVal,"radian","rad")},millimeter:function(iVal){return l_getFormattedScaledValue(iVal,"millimeter","mm")},centimeter:function(iVal){return l_getFormattedScaledValue(iVal,"centimeter","cm")},meter:function(iVal){return l_getFormattedScaledValue(iVal,"meter","m")},inch:function(iVal){return l_getFormattedScaledValue(iVal,"inch","in")},foot:function(iVal){return l_getFormattedScaledValue(iVal,"foot","ft")},footAndInch:function(iVal){var signFactor=iVal<0?-1:1;var absValue=Math.abs(iVal);var footVal=Math.floor(l_getScaledValue(absValue,"foot"));var footValInDBUnits=footVal/l_getScaledValue(1,"foot");var inchVal=l_getScaledValue(absValue-footValInDBUnits,"inch")*signFactor;var formattedString=utils.formatString("${inchVal}in",inchVal.toFixed(2));if(footVal>.5){footVal*=signFactor;formattedString=utils.formatString("${footVal}ft ${formattedInches}",footVal.toFixed(0),formattedString)}return formattedString},area:function(iVal){var userUnits=_this.mUserUnits["Length"];var func=basicUserUnitResults[userUnits];var valueWithUnits=func.call(_this,iVal);return utils.formatString(cCommonUnitFormat,valueWithUnits,"^2")}};var unit=this.mUserUnits[iUnitType];unit=unit||iUnitType.toLowerCase();var func=basicUserUnitResults[unit];return func?func.call(this,iValue):iValue.toString()};eDwModel.prototype.setAttribOnHierNodes=function(iHierNodes,iAttribs){return __awaiter(this,void 0,void 0,(function(){var changedHierNodes,changedAncestorHierNodeMap,_i,iHierNodes_1,hierNode,changedAttribNames,propagatingAttribNames,changedChildHierNodes,parentHierNode,_a,propagatingAttribNames_1,attribName,attrib,parentAttrib,value,mergedAttrib,parentIDHC,parentIDHC,changedHierNodesAndAttribs,changedHCNodeID,ancHierNode;return __generator(this,(function(_b){switch(_b.label){case 0:changedHierNodes=[];changedAncestorHierNodeMap={};for(_i=0,iHierNodes_1=iHierNodes;_i<iHierNodes_1.length;_i++){hierNode=iHierNodes_1[_i];if(!hierNode||utils.isNaN(hierNode.HOOPSID))continue;changedAttribNames=hierNode.setAttribs(iAttribs);propagatingAttribNames=eDwHierarchyNode.findPropagatingAttribNames(changedAttribNames);if(propagatingAttribNames.length){changedHierNodes.push(hierNode);changedChildHierNodes=hierNode.propagateAttribsToChildren(propagatingAttribNames);Array.prototype.push.apply(changedHierNodes,changedChildHierNodes);parentHierNode=hierNode.Parent;if(parentHierNode&&parentHierNode.Parent){for(_a=0,propagatingAttribNames_1=propagatingAttribNames;_a<propagatingAttribNames_1.length;_a++){attribName=propagatingAttribNames_1[_a];attrib={};attrib[attribName]=iAttribs[attribName];parentAttrib=parentHierNode.getAttribs();value=parentAttrib[attribName];if(value){if(value!==attrib[attribName]){mergedAttrib=parentHierNode.getMergedChildrenAttribs("DirectDescendantsOnly");if(!mergedAttrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}else{if(value!==attrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}}}}changedHierNodesAndAttribs=l_makeNodeAttribArray(changedHierNodes,null,false);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 1:_b.sent();for(changedHCNodeID in changedAncestorHierNodeMap){ancHierNode=changedAncestorHierNodeMap[changedHCNodeID];changedHierNodes.push(ancHierNode);changedHierNodesAndAttribs.push({HierNode:ancHierNode,Attribs:iAttribs})}if(!changedHierNodes.length)return[3,3];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 2:_b.sent();_b.label=3;case 3:return[2]}}))}))};eDwModel.prototype.setAttribs=function(iNodesWithAttribs){return __awaiter(this,void 0,void 0,(function(){var nodesWithAttribs,_i,nodesWithAttribs_1,nodeWithAttrib;return __generator(this,(function(_a){switch(_a.label){case 0:nodesWithAttribs=iNodesWithAttribs;_i=0,nodesWithAttribs_1=nodesWithAttribs;_a.label=1;case 1:if(!(_i<nodesWithAttribs_1.length))return[3,4];nodeWithAttrib=nodesWithAttribs_1[_i];return[4,this.setAttribOnHierNodes([nodeWithAttrib.HierNode],nodeWithAttrib.Attribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[2]}}))}))};eDwModel.prototype.setOverrideAttribOnHierNodes=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var overriddenHierNodesAndAttribs,_i,iHierNodesAndAttribs_1,hierNodeAndAttribs,hierNode,attribs,childHierNodesAndAttribs,childNodesAndKeys,key;return __generator(this,(function(_a){switch(_a.label){case 0:overriddenHierNodesAndAttribs=[];_i=0,iHierNodesAndAttribs_1=iHierNodesAndAttribs;_a.label=1;case 1:if(!(_i<iHierNodesAndAttribs_1.length))return[3,4];hierNodeAndAttribs=iHierNodesAndAttribs_1[_i];hierNode=hierNodeAndAttribs.HierNode;attribs=hierNodeAndAttribs.Attribs;hierNode.setOverrideAttribs(attribs);overriddenHierNodesAndAttribs.push({HierNode:hierNode,Attribs:hierNode.getAttribs()});childHierNodesAndAttribs=[];childNodesAndKeys=hierNode.getChildrenAndKeys();for(key in childNodesAndKeys){childHierNodesAndAttribs.push({HierNode:childNodesAndKeys[key],Attribs:attribs})}return[4,this.setOverrideAttribOnHierNodes(childHierNodesAndAttribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[4,this.syncHCNodesState(overriddenHierNodesAndAttribs)];case 5:_a.sent();if(!overriddenHierNodesAndAttribs.length)return[3,7];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,overriddenHierNodesAndAttribs)];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.isAssembly=function(){return this.mCategory==="ASSEMBLY"?true:false};eDwModel.prototype.isPart=function(){return this.mCategory==="PART"?true:false};eDwModel.prototype.isDrawing=function(){return this.mCategory==="DRAWING"?true:false};eDwModel.prototype.getNodeType=function(iNodeID){return utils.isNaN(iNodeID)?eDwTypes_7.HC.NodeType.Unknown:this.mModelHC.getNodeType(iNodeID)};eDwModel.prototype.getHierarchyNode=function(iIDHC){var modelHC=this.getHCModel();var modelViews=this.getModelViews();var i=0;var modelView;var hierNode;while(i<modelViews.length&&(modelView=modelViews[i++])&&!hierNode){var nodeType=this.getNodeType(iIDHC);var nodeIDHC=iIDHC;hierNode=modelView.Nodes[nodeIDHC];while(hierNode&&(!hierNode.isSelectable()&&hierNode!==modelView.Hierarchy)||!hierNode&&nodeType!==eDwTypes_7.HC.NodeType.Unknown){var parentNodeIDHC=modelHC.getNodeParent(nodeIDHC);nodeType=this.getNodeType(parentNodeIDHC);nodeIDHC=parentNodeIDHC||0;hierNode=modelView.Nodes[nodeIDHC]}}return hierNode};eDwModel.prototype.getModelViews=function(){return this.mModelViews};eDwModel.prototype.getActiveModelView=function(){return this.mActiveModelView};eDwModel.prototype.activateModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(iModelView===this.mActiveModelView)return[2];return[4,this.setActiveModelView(iModelView)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getFileOriginType=function(){return this.mOrigin};eDwModel.prototype.resetToDefault=function(){return __awaiter(this,void 0,void 0,(function(){var _i,_a,layer,changedHierNodesAndAttribs,modelViews,_b,modelViews_2,modelView;return __generator(this,(function(_c){switch(_c.label){case 0:for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.resetAttribs()}return[4,this.setActiveModelView(this.mInitialModelView)];case 1:_c.sent();changedHierNodesAndAttribs=l_makeNodeAttribArray(this.mActiveModelView.resetAttribs());return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_c.sent();modelViews=this.getModelViews();for(_b=0,modelViews_2=modelViews;_b<modelViews_2.length;_b++){modelView=modelViews_2[_b];if(modelView!==this.mActiveModelView){modelView.resetAttribs()}}return[2]}}))}))};eDwModel.prototype.syncLayersAttribsState=function(){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndAttribs,_i,_a,layer;return __generator(this,(function(_b){switch(_b.label){case 0:nodeIDsHCAndAttribs=[];for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.getHCNodesAndAttribs(nodeIDsHCAndAttribs)}return[4,this.setHCToAttrib(nodeIDsHCAndAttribs)];case 1:_b.sent();return[2]}}))}))};eDwModel.prototype.getProperty=function(iPropName){for(var i=0;i<this.mProperties.length;i++){var property=$(this.mProperties[i]);var propName=property.attr("name");if(propName===iPropName)return property.attr("val")}return""};eDwModel.prototype.isVisibleForNodeHC=function(iNodeIDHC){return this.mModelHC.getNodeVisibility(iNodeIDHC)};eDwModel.prototype.setVisibilityForNodesHC=function(iNodeIDsHC,iVisible){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibility(iNodeIDsHC,iVisible)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.setVisibilitiesForNodesHC=function(iNodeIDVisMapHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibilities(iNodeIDVisMapHC)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getOpacityForNodeHC=function(iNodeIDHC){return __awaiter(this,void 0,void 0,(function(){var opacity,opacities,iErrorMsg_1;return __generator(this,(function(_a){switch(_a.label){case 0:opacity=NaN;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesOpacity([iNodeIDHC])];case 2:opacities=_a.sent();if(opacities.length)opacity=opacities[0];return[3,4];case 3:iErrorMsg_1=_a.sent();return[3,4];case 4:return[2,opacity]}}))}))};eDwModel.prototype.setOpacityForNodesHC=function(iNodeIDsHC,iOpacity){this.mModelHC.setNodesOpacity(iNodeIDsHC,iOpacity)};eDwModel.prototype.getModelIDHC=function(){return 0};eDwModel.prototype.parseHierarchy=function(iConfig,ioParentHierNode,iXMLNode,iParseDepth){if(iParseDepth!==undefined&&iParseDepth===0||this.isPart()){return}var children=$(iXMLNode).children("body,assembly,view");for(var i=0;i<children.length;i++){var childJQ=$(children[i]);var elemTag=childJQ.prop("tagName");var nodeProps=l_getProperties(childJQ);var attribs=l_getPropsAsAttribs(nodeProps);var newChild=ioParentHierNode.addChild(nodeProps.Name,elemTag,attribs,nodeProps.HOOPSID,ioParentHierNode);this.parseHierarchy(iConfig,newChild,childJQ,iParseDepth-1)}};eDwModel.prototype.loadProperties=function(iPropsMapHC){var propsToParse=iPropsMapHC.eDrawingsXMLData;console.debugLog("ViewerLoad","extra model data = "+propsToParse);var docJQ=$($.parseXML(propsToParse));var data=docJQ.find("sceneData");if(data.length>0){var sceneData=$(data[0]);this.mOrigin=sceneData.attr("origin");switch(sceneData.attr("type")){case"drawing":this.mCategory="DRAWING";break;case"part":this.mCategory="PART";break;case"assembly":this.mCategory="ASSEMBLY";break;default:break}}this.mProperties=docJQ.find("property");var lengthUnit=this.getProperty("lengthunit");var isValidUnit=eDwUnits_1.LengthTypeValues.indexOf(lengthUnit)>-1;this.mUserUnits.Length=isValidUnit?lengthUnit:this.mUserUnits.Length;var angleUnit=this.getProperty("angleunit");isValidUnit=eDwUnits_1.AngleTypeValues.indexOf(angleUnit)>-1;this.mUserUnits.Angle=isValidUnit?angleUnit:this.mUserUnits.Angle;if(this.mCategory==="DRAWING"){this.parseModelViews(docJQ,"sheet","views","Unnamed Sheet","sheet");this.processLayers(iPropsMapHC)}else{this.parseModelViews(docJQ,"configuration","hierarchy","Unnamed Config","config");if(this.mCategory==="ASSEMBLY"){var modelViews=this.getModelViews();for(var _i=0,modelViews_3=modelViews;_i<modelViews_3.length;_i++){var modelView=modelViews_3[_i];var childHierNodes=modelView.Hierarchy.getChildren();var assemRootHierNode=childHierNodes[0];assemRootHierNode.Name=decodeURIComponent(assemRootHierNode.Name)}}}if(this.getModelViews().length===0){var attrib={Visible:true};this.mModelViews.push(new eDwModelView("eDrawingsDefault","config",attrib,this.getModelIDHC(),this))}};eDwModel.prototype.processLayers=function(iPropsMapHC){var _this=this;this.mModelHC.getLayers().forEach((function(iLayerName,iLayerIDHC){if(!iLayerName)return;var attribs={Visible:iPropsMapHC[iLayerName]!=="off"};var layer=new eDwLayer(iLayerName,iLayerIDHC,attribs);_this.mLayers.push(layer);layer.addNodes(_this.mModelHC.getNodesFromLayer(iLayerIDHC),_this)}))};eDwModel.prototype.setActiveModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){var oldModelView,changedHierNodesAndAttribs,visAttrib,invisAttrib,iError_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iModelView)return[3,7];oldModelView=this.mActiveModelView;this.mActiveModelView=iModelView;changedHierNodesAndAttribs=[];_a.label=1;case 1:_a.trys.push([1,5,,6]);visAttrib={Visible:true};invisAttrib={Visible:false};if(oldModelView&&oldModelView!==iModelView){changedHierNodesAndAttribs=l_makeNodeAttribArray(oldModelView.Hierarchy.find("mAttribs",visAttrib),invisAttrib);oldModelView.Hierarchy.setAttribs(invisAttrib)}if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("Before set active view = true")}changedHierNodesAndAttribs.push({HierNode:this.mActiveModelView.Hierarchy,Attribs:visAttrib});Array.prototype.push.apply(changedHierNodesAndAttribs,l_makeNodeAttribArray(this.mActiveModelView.Hierarchy.find("mAttribs",invisAttrib,false)));this.mActiveModelView.Hierarchy.setAttribs(visAttrib);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_a.sent();if(!changedHierNodesAndAttribs.length)return[3,4];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 3:_a.sent();_a.label=4;case 4:if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("After set active view = true")}this.mViewer.ViewMgr.setCamera(iModelView.getDefaultCamera(),400);return[3,6];case 5:iError_1=_a.sent();console.debugLog("NodeVisibility","activateModelView failed to set node visibilities.");console.error(iError_1);return[3,6];case 6:(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_notifyModelViewChange(this.mViewer,iModelView,this.isPart())];case 1:_a.sent();return[2]}}))}))})();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.setHCToAttrib=function(iNodeIDsHCAndAttribs){return __awaiter(this,void 0,void 0,(function(){var _i,iNodeIDsHCAndAttribs_1,nodeIDHCAndAttribs,nodeIDHC,attribs,oldVisibility,oldOpacity,nodeNameHC,opacity,newVisibility;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iNodeIDsHCAndAttribs.length)return[2];_i=0,iNodeIDsHCAndAttribs_1=iNodeIDsHCAndAttribs;_a.label=1;case 1:if(!(_i<iNodeIDsHCAndAttribs_1.length))return[3,7];nodeIDHCAndAttribs=iNodeIDsHCAndAttribs_1[_i];nodeIDHC=nodeIDHCAndAttribs.IDHC;attribs=nodeIDHCAndAttribs.Attribs;oldVisibility=void 0;oldOpacity=void 0;nodeNameHC=void 0;if(!this.mViewer.ViewerFeatureOpts.Debug)return[3,3];return[4,this.getOpacityForNodeHC(nodeIDHC)];case 2:oldOpacity=_a.sent();oldVisibility=this.isVisibleForNodeHC(nodeIDHC);nodeNameHC=this.mModelHC.getNodeName(nodeIDHC);_a.label=3;case 3:if(!(oldVisibility!==attribs.Visible))return[3,5];return[4,this.setVisibilityForNodesHC([nodeIDHC],attribs.Visible)];case 4:_a.sent();_a.label=5;case 5:opacity=attribs.Opaque===undefined?NaN:attribs.Opaque?1:.5;if(attribs.Visible&&utils.isNumber(opacity)){this.setOpacityForNodesHC([nodeIDHC],opacity)}if(this.mViewer.ViewerFeatureOpts.Debug){newVisibility=this.isVisibleForNodeHC(nodeIDHC);console.debugLog("NodeVisibility","HC Node (name = "+nodeNameHC+", ID = "+nodeIDHC+") | old visibility = "+oldVisibility+" | new visibility = "+newVisibility+" | intended visibility = "+attribs.Visible+" | old opacity = "+oldOpacity+" | intended opacity = "+opacity)}_a.label=6;case 6:_i++;return[3,1];case 7:return[2]}}))}))};eDwModel.prototype.syncHCNodesState=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndVisAttribs,nodeIDsHCAndInvisAttribs,_i,iHierNodesAndAttribs_2,hierNodeAndAttribs,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDsHCAndVisAttribs=[];nodeIDsHCAndInvisAttribs=[];for(_i=0,iHierNodesAndAttribs_2=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_2.length;_i++){hierNodeAndAttribs=iHierNodesAndAttribs_2[_i];hierNode=hierNodeAndAttribs.HierNode;if(hierNode.HOOPSID&&utils.isNumber(hierNode.HOOPSID)){if(hierNodeAndAttribs.Attribs.Visible){nodeIDsHCAndVisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}else{nodeIDsHCAndInvisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}}}if(!nodeIDsHCAndVisAttribs.length)return[3,3];return[4,this.setHCToAttrib(nodeIDsHCAndVisAttribs)];case 1:_a.sent();return[4,this.syncLayersAttribsState()];case 2:_a.sent();_a.label=3;case 3:return[4,this.setHCToAttrib(nodeIDsHCAndInvisAttribs)];case 4:_a.sent();return[2]}}))}))};eDwModel.prototype.parseModelViews=function(iDocJQ,iXMLDocModelViewSearchKeyword,iXMLDocModelViewSubElemSearchKeyword,iDefaultModelViewName,iModelViewCategory){var modelViews=iDocJQ.find(iXMLDocModelViewSearchKeyword);for(var i=0;i<modelViews.length;i++){var modelViewJQ=$(modelViews[i]);var nodeProps=l_getProperties(modelViewJQ);if(!nodeProps.Name){nodeProps.Name=iDefaultModelViewName+(i+1)}var attribs=l_getPropsAsAttribs(nodeProps);var cameraHC=l_getDefaultCamera(modelViewJQ);var modelView=new eDwModelView(nodeProps.Name,iModelViewCategory,attribs,nodeProps.HOOPSID,this,cameraHC);this.mModelViews.push(modelView);var hierarchyNode=modelView.Hierarchy;this.parseHierarchy(modelView,hierarchyNode,modelViewJQ.find(iXMLDocModelViewSubElemSearchKeyword));l_addTables(this.mViewer,iDocJQ,this,hierarchyNode,modelView)}};eDwModel.prototype.dumpModelViewStateHC=function(iPrefixMsg){var msg=iPrefixMsg+" -> (HC values) | ";for(var _i=0,_a=this.mModelViews;_i<_a.length;_i++){var modelView=_a[_i];var nodeIDHC=modelView.Hierarchy.HOOPSID;msg+=modelView.Name+" - "+this.isVisibleForNodeHC(nodeIDHC)+" | "}console.debugLog("NodeVisibility",msg);console.debugLog("NodeVisibility","Active model view = "+this.mActiveModelView.Name);var hierNodes=this.mActiveModelView.getNodes();for(var _b=0,hierNodes_1=hierNodes;_b<hierNodes_1.length;_b++){var hierNode=hierNodes_1[_b];console.debugLog("NodeVisibility",hierNode.Name+" HOOPS ID "+hierNode.HOOPSID+" Visibility = "+this.isVisibleForNodeHC(hierNode.HOOPSID)+" Opacity = "+this.getOpacityForNodeHC(hierNode.HOOPSID))}};eDwModel.prototype.getHCModel=function(){return this.mModelHC};return eDwModel}();var c_lengthUnitToMMFactor=1e3;function l_addTables(iViewer,iDoc,iModel,ioHierachyNode,ioModelView){var tables=$(iDoc).find("table");var numTables=tables.length;if(numTables>0&&ioHierachyNode){for(var i=0;i<numTables;i++){var tableJQ=$(tables[i]);var nodeProps=l_getProperties(tableJQ);if(!nodeProps.Name){nodeProps.Name="Unnamed Table"+(i+1)}nodeProps.NotesArea=tableJQ.attr("notesarea")==="1"?true:false;var attribs=l_getPropsAsAttribs(nodeProps);var hierarchyNode=ioHierachyNode.addChild(nodeProps.Name,"table",attribs,nodeProps.HOOPSID,ioHierachyNode);iViewer.TableMgr.add(hierarchyNode)}}}function l_getProperties(iElemJQ){function trueFalseOrIndeterminate(iVal){if(iVal===undefined)return undefined;return iVal==="1"?true:iVal==="0"?false:undefined}function falseTrueOrIndeterminate(iVal){var val=trueFalseOrIndeterminate(iVal);return val===undefined?undefined:!val}var props={};if(iElemJQ){props.Name=iElemJQ.attr("name");if(props.Name.charAt(0)=="<"&&props.Name.charAt(props.Name.length-1)==">"){props.Name=props.Name.replace("<","&lt;");props.Name=props.Name.replace(">","&gt;")}props.Visible=trueFalseOrIndeterminate(iElemJQ.attr("visible"));props.Opaque=falseTrueOrIndeterminate(iElemJQ.attr("transparent"));props.Selectable=trueFalseOrIndeterminate(iElemJQ.attr("selectable"));props.HOOPSID=parseInt(iElemJQ.attr("id"),10)}return props}function l_getPropsAsAttribs(iNodeProps){var nodeAttribs={};eDwNodeAttributes_3.eDwNodeAttributes.setAttribs(nodeAttribs,iNodeProps);return nodeAttribs}function l_getDefaultCamera(iElemJQ){var perspectiveStr=iElemJQ.attr("camPerspective");if(!perspectiveStr)return undefined;var posPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camPosX")),parseFloat(iElemJQ.attr("camPosY")),parseFloat(iElemJQ.attr("camPosZ")));var tgtPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camTgtX")),parseFloat(iElemJQ.attr("camTgtY")),parseFloat(iElemJQ.attr("camTgtZ")));var upVecHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("upX")),parseFloat(iElemJQ.attr("upY")),parseFloat(iElemJQ.attr("upZ")));var width=parseFloat(iElemJQ.attr("camFieldWidth"));var height=parseFloat(iElemJQ.attr("camFieldHeight"));var projHC=perspectiveStr==="true"?eDwTypes_7.HC.Projection.Perspective:eDwTypes_7.HC.Projection.Orthographic;return eDwTypes_7.HC.Camera.create(posPtHC,tgtPtHC,upVecHC,projHC,width,height)}function l_makeNodeAttribArray(iHierNodes,iAttrib,iIgnoreActive){if(iAttrib===void 0){iAttrib=null}if(iIgnoreActive===void 0){iIgnoreActive=true}return iHierNodes.map((function(iHierNode){var attrib={};$.extend(attrib,iHierNode.getAttribs(iIgnoreActive));if(iAttrib)$.extend(attrib,iAttrib);return{HierNode:iHierNode,Attribs:attrib}}))}function l_notifyModelViewChange(iViewer,iModelView,iIsPart){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.ModelViewChangeEvent,iViewer,iModelView,!iIsPart)];case 1:_a.sent();return[2]}}))}))}return eDwModel}));define("eDwModelView",["require","exports","eDwHierarchyNode"],(function(require,exports,eDwHierarchyNode){"use strict";var eDwModelView=function(){function eDwModelView(Name,Category,iAttribs,iNodeIDHC,iModel,iDefCameraHC){if(iDefCameraHC===void 0){iDefCameraHC=null}this.Name=Name;this.Category=Category;this.Nodes={};this.mDefCameraHC=iDefCameraHC;this.Hierarchy=new eDwHierarchyNode(this.Name,this.Category,iAttribs,iNodeIDHC,null,this);this.Model=iModel}eDwModelView.prototype.getNodes=function(){var hierNodes=[];for(var hierNodeName in this.Nodes){hierNodes.push(this.Nodes[hierNodeName])}return hierNodes};eDwModelView.prototype.getDefaultCamera=function(){return this.mDefCameraHC};eDwModelView.prototype.resetAttribs=function(){return this.Hierarchy.resetAttribs()};return eDwModelView}();return eDwModelView}));define("eDwMoveSectionPlaneCmd",["require","exports","eDwTypes","eDwSupportsHistoryCmd"],(function(require,exports,eDwTypes_8,eDwSupportsHistoryCmd){"use strict";var eDwMoveSectionPlaneCmd=function(_super){__extends(eDwMoveSectionPlaneCmd,_super);function eDwMoveSectionPlaneCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialPntOnPlane=_this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));return _this}eDwMoveSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var altDir;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];altDir=this.mDir.copy().negate();this.mViewer.XSectionMgr.moveCurrentAlongNormal(altDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.moveCurrentAlongNormal(this.mDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mFinalPntOnPlane=this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));this.mDir=this.mFinalPntOnPlane.subtract(this.mInitialPntOnPlane);return[2]}}))}))};eDwMoveSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPntOnPlane&&!!this.mFinalPntOnPlane};Object.defineProperty(eDwMoveSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwMoveSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwMoveSectionPlaneCmd}));define("eDwNodeAttributes",["require","exports","utils"],(function(require,exports,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.NodeDisplayState=exports.eDwNodeAttributes=void 0;var eDwNodeAttributes=function(){function eDwNodeAttributes(){}eDwNodeAttributes.initAttribs=function(iSourceAttribs){var targetAttribs={};targetAttribs=eDwNodeAttributes.mergeAttribs(targetAttribs,iSourceAttribs);return targetAttribs};eDwNodeAttributes.setAttribs=function(ioTargetAttribs,iSourceAttribs){var changedAttribNames=[];for(var attribKey in iSourceAttribs){if(ioTargetAttribs[attribKey]!==iSourceAttribs[attribKey]){ioTargetAttribs[attribKey]=iSourceAttribs[attribKey];changedAttribNames.push(attribKey)}}return changedAttribNames};eDwNodeAttributes.mergeAttribs=function(ioTargetAttribs,iSourceAttribs){return eDwNodeAttributes.combineAttribs(ioTargetAttribs,iSourceAttribs,(function(iTargetValue,iSourceValue){return iTargetValue||iSourceValue}))};eDwNodeAttributes.intersectAttribs=function(iSrcAttrib1,iSrcAttrib2){return eDwNodeAttributes.combineAttribs(iSrcAttrib1,iSrcAttrib2,(function(iTargetValue,iSourceValue){return iTargetValue&&iSourceValue}))};eDwNodeAttributes.combineAttribs=function(iSrcAttrib1,iSrcAttrib2,iCombineFunc){var fullAttribs={};if(iSrcAttrib1&&iSrcAttrib2){fullAttribs=l_syncAttributeKeys(iSrcAttrib1,iSrcAttrib2);for(var attribKey in fullAttribs){var value=iCombineFunc(iSrcAttrib1[attribKey],iSrcAttrib2[attribKey]);if(value!==undefined)fullAttribs[attribKey]=value;else delete fullAttribs[attribKey]}}return utils.isEqual(fullAttribs,{})?undefined:fullAttribs};return eDwNodeAttributes}();exports.eDwNodeAttributes=eDwNodeAttributes;var NodeDisplayState;(function(NodeDisplayState){NodeDisplayState["Visible"]="Visible";NodeDisplayState["Invisible"]="Invisible";NodeDisplayState["Opaque"]="Opaque";NodeDisplayState["Transparent"]="Transparent"})(NodeDisplayState=exports.NodeDisplayState||(exports.NodeDisplayState={}));function l_syncAttributeKeys(ioTargetAttribs,iSourceAttribs){var attribs=$.extend({},ioTargetAttribs);for(var attribKey in iSourceAttribs){if(!attribs[attribKey]){attribs[attribKey]=undefined}}return attribs}}));define("eDwNodeColorInfo",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_9){"use strict";var eDwNodeColorInfo=function(){function eDwNodeColorInfo(iNodeID,iSecondaryID,iColor,iType){this.mNodeID=iNodeID;this.mSecondID=iSecondaryID;this.mType=iType}eDwNodeColorInfo.prototype.reset=function(iModelHC){switch(this.mType){case eDwTypes_9.EntityMode.EDGE:iModelHC.unsetNodeLineColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.FACE:iModelHC.unsetNodeFaceColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.VERTEX:default:break}};return eDwNodeColorInfo}();return eDwNodeColorInfo}));define("eDwOperationMixin",["require","exports"],(function(require,exports){"use strict";var eDwOperationMixin=function(){function eDwOperationMixin(){this.mExclusive=true}Object.defineProperty(eDwOperationMixin.prototype,"Exclusive",{get:function(){return this.mExclusive},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"AllowsAggregation",{get:function(){return false},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"Aggregable",{get:function(){return false},enumerable:false,configurable:true});return eDwOperationMixin}();return eDwOperationMixin}));define("eDwOperatorBaseDeps",["require","exports","eDwSelObj","eDwKeyMgr","eDwTypes","utils","eDwGeomUtils"],(function(require,exports,eDwSelObj,eDwKeyMgr_1,eDwTypes_10,utils,eDwGeomUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwBaseOperator=exports.OperatorHC=exports.eDwOperatorMgr=void 0;var eDwOperatorMgr=function(){function eDwOperatorMgr(iViewer){this.mOpsData={};this.mOperatorMgrHC=iViewer.HCViewer.getOperatorManager();this.resetToDefault();var cameraZoomOp=this.mOperatorMgrHC.getOperator(eDwTypes_10.HC.OperatorId.Zoom);cameraZoomOp.setMouseWheelZoomInverted(false)}eDwOperatorMgr.prototype.registerCustomOperator=function(ioOp,iActivate){if(iActivate===void 0){iActivate=false}ioOp.OperatorID=this.mOperatorMgrHC.registerCustomOperator(ioOp);this.mOpsData[ioOp.OperatorID]={Op:ioOp,ActivatedByDefault:iActivate};if(iActivate)this.push(ioOp.OperatorID);return ioOp.OperatorID};eDwOperatorMgr.prototype.unregisterCustomOperator=function(iOp){this.unregisterCustomOperatorByID(iOp.OperatorID)};eDwOperatorMgr.prototype.unregisterCustomOperatorByID=function(iOpID){if(this.popToOp(iOpID)===iOpID){this.pop()}this.mOperatorMgrHC.unregisterCustomOperator(iOpID);delete this.mOpsData[iOpID]};eDwOperatorMgr.prototype.unregisterAll=function(){var _this=this;utils.forAll((function(iOpID,iOpData){_this.unregisterCustomOperatorByID(iOpID)}),this.mOpsData)};eDwOperatorMgr.prototype.push=function(iOpID){var activeOpID=this.getActiveOperatorID();if(activeOpID!==iOpID){return this.mOperatorMgrHC.push(iOpID)}return false};eDwOperatorMgr.prototype.pop=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;if(!iOpID||iOpID&&this.getActiveOperatorID()===iOpID){retOpID=this.mOperatorMgrHC.pop()||eDwTypes_10.HC.OperatorId.None}return retOpID};eDwOperatorMgr.prototype.popToOp=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;var opStackPos=this.mOperatorMgrHC.indexOf(iOpID);if(opStackPos>-1){while(this.getActiveOperatorID()!==iOpID){this.pop()}retOpID=iOpID}return retOpID};eDwOperatorMgr.prototype.getOperator=function(iOpID){return this.mOperatorMgrHC.getOperator(iOpID)};eDwOperatorMgr.prototype.getActiveOperatorID=function(){return this.mOperatorMgrHC.peek()};eDwOperatorMgr.prototype.getOperatorIndex=function(iOp){var opsStack=[];var numOps=this.mOperatorMgrHC.size();var index=-1;for(var i=0;i<numOps;i++){if(this.getOperator(this.getActiveOperatorID())===iOp){index=i;break}var op=this.mOperatorMgrHC.pop();if(op)opsStack.push(op)}var lastOpPos=opsStack.length-1;for(var i=lastOpPos;i>=0;i++){this.mOperatorMgrHC.push(opsStack[i])}return index};eDwOperatorMgr.prototype.setOpID=function(iOpID,iIndex){return this.mOperatorMgrHC.set(iOpID,iIndex)};eDwOperatorMgr.prototype.set=function(iOp,iIndex){return this.setOpID(iOp.OperatorID,iIndex)};eDwOperatorMgr.prototype.resetToDefault=function(){var _this=this;for(var opID=eDwTypes_10.HC.OperatorId.NavCube;opID>eDwTypes_10.HC.OperatorId.Navigate;opID--){this.pop(opID)}utils.forAll((function(iOpID,iOpData){if(iOpData.ActivatedByDefault){_this.push(iOpData.Op.OperatorID)}}),this.mOpsData)};return eDwOperatorMgr}();exports.eDwOperatorMgr=eDwOperatorMgr;var OperatorHC=function(){function OperatorHC(iOp){this.mOp=iOp;this.OperatorID=NaN}OperatorHC.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onActivate;if(!_a)return[3,2];return[4,this.mOp.onActivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onDeactivate;if(!_a)return[3,2];return[4,this.mOp.onDeactivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseDown;if(!_a)return[3,2];return[4,this.mOp.onMouseDown(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseMove;if(!_a)return[3,2];return[4,this.mOp.onMouseMove(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseUp;if(!_a)return[3,2];return[4,this.mOp.onMouseUp(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMousewheel=function(ioMouseEveent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEveent)return[2];_a=this.mOp.onMousewheel;if(!_a)return[3,2];return[4,this.mOp.onMousewheel(ioMouseEveent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyDown=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyDown;if(!_a)return[3,2];return[4,this.mOp.onKeyDown(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyUp=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyUp;if(!_a)return[3,2];return[4,this.mOp.onKeyUp(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onViewOrientationChange=function(){return __awaiter(this,void 0,void 0,(function(){var op,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];op=this.mOp;_a=op.onViewOrientationChange;if(!_a)return[3,2];return[4,op.onViewOrientationChange()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.stopInteraction=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.stopInteraction;if(!_a)return[3,2];return[4,this.mOp.stopInteraction()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};return OperatorHC}();exports.OperatorHC=OperatorHC;var OperatorBaseHC=function(){function OperatorBaseHC(iViewer,iClickCB,iDoubleClickCB){this.Viewer=iViewer;this.CurrTouches=[];this.DragPt=undefined;this.CurrInputInfo=undefined;this.ActiveMouseButton="none";this.mDoPickTimeOutHandle=NaN;this.mClickCB=iClickCB;this.mDoubleClickCB=iDoubleClickCB}OperatorBaseHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];if(eDwKeyMgr_1.eDwKeyMgr.isAnyPressed(ioMouseEvent)){this.setMouse(ioMouseEvent);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(ioMouseEvent)}return[2]}))}))};OperatorBaseHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,oldInputInfo;return __generator(this,(function(_a){if(!ioMouseEvent)return[2];pos=ioMouseEvent.getPosition();if(this.CurrInputInfo){oldInputInfo=this.CurrInputInfo;this.setMouse(ioMouseEvent);if(!oldInputInfo.DragPt.equals(this.CurrInputInfo.DragPt)){this.DragPt=this.CurrInputInfo.DragPt}}console.debugLog("Operator","move screen pt = "+JSON.stringify(pos));return[2]}))}))};OperatorBaseHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];this.onUp(ioMouseEvent);delete this.DragPt;delete this.CurrInputInfo;return[2]}))}))};OperatorBaseHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Start - touch ID = "+ioTouchEvent.getId());this.addTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Move - touch ID = "+ioTouchEvent.getId());if(!this.hasTouchMoved(ioTouchEvent)){ioTouchEvent.setHandled(true);return[2]}this.updateTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","End - touch ID = "+ioTouchEvent.getId());ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());return[2]}))}))};OperatorBaseHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){delete this.DragPt;return[2]}))}))};OperatorBaseHC.getAsMouseEvent=function(iTouchEvent,iMouseInputType,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}if(iTouchEvent){var pos=iTouchEvent.getPosition();var mouseEvent=new eDwTypes_10.HC.Event.MouseInputEvent(pos.x,pos.y,eDwTypes_10.HC.Button.None,iButton,eDwTypes_10.HC.KeyModifiers.None,iMouseInputType);mouseEvent.setHandled(iTouchEvent.getHandled());return mouseEvent}return null};OperatorBaseHC.prototype.isDragging=function(){return!!this.DragPt};OperatorBaseHC.prototype.addTouch=function(ioTouchEvent){if(!this.getTouchById(ioTouchEvent.getId())){var pnt3DHC=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());if(pnt3DHC){this.CurrTouches.push({Event:ioTouchEvent,DragPt:pnt3DHC,Pos:ioTouchEvent.getPosition()})}}};OperatorBaseHC.prototype.getTouchById=function(iTouchID){for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){return this.CurrTouches[i]}}return null};OperatorBaseHC.prototype.removeTouchById=function(iTouchID){var _this=this;var dumpTouch=function(){var touchIDs=[];for(var _i=0,_a=_this.CurrTouches;_i<_a.length;_i++){var touch=_a[_i];touchIDs.push(touch.Event.getId())}console.debugLog("TouchOp","touch IDs: "+JSON.stringify(touchIDs))};console.debugLog("TouchOp","Touch IDs before remove:");dumpTouch();for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){this.CurrTouches.splice(i,1);break}}console.debugLog("TouchOp","Touch IDs after remove:");dumpTouch()};OperatorBaseHC.prototype.hasTouchMoved=function(ioTouchEvent){if(!ioTouchEvent)return false;var touch=this.getTouchById(ioTouchEvent.getId());if(!touch)return false;var curPos=ioTouchEvent.getPosition();if(curPos.x!==Math.round(curPos.x)||curPos.y!==Math.round(curPos.y)){return false}var origPos=touch.Event.getPosition();var epsX=1,epsY=1;var delta=eDwTypes_10.HC.Point2.subtract(curPos,origPos);return Math.abs(delta.x)>epsX&&Math.abs(delta.y)>epsY};OperatorBaseHC.prototype.updateTouch=function(ioTouchEvent){var touch=this.getTouchById(ioTouchEvent.getId());if(touch){var pos2DHC=ioTouchEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(pnt3DHC){touch.Pos=pos2DHC;touch.DragPt=pnt3DHC}}};OperatorBaseHC.prototype.setMouse=function(ioMouseEvent){var pos2DHC=ioMouseEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(!pnt3DHC)return;this.CurrInputInfo={Event:ioMouseEvent,DragPt:pnt3DHC,Pos:pos2DHC}};OperatorBaseHC.prototype.onClick=function(ioInputEvent){return this.mClickCB?this.mClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onDoubleClick=function(ioInputEvent){return this.mDoubleClickCB?this.mDoubleClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onUp=function(ioMouseEvent){var _this=this;var clearPickTimeOut=function(){if(utils.isNaN(_this.mDoPickTimeOutHandle))return;clearTimeout(_this.mDoPickTimeOutHandle);_this.mDoPickTimeOutHandle=NaN;_this.ActiveMouseButton="none"};var processClick=function(ioMouseEvent){_this.onClick(ioMouseEvent);clearPickTimeOut()};var stopFurtherProcessing=false;if(this.ActiveMouseButton==="left"){stopFurtherProcessing=true;if(utils.isNaN(this.mDoPickTimeOutHandle)){this.mDoPickTimeOutHandle=setTimeout((function(){processClick(ioMouseEvent)}),500)}else{clearPickTimeOut();stopFurtherProcessing=this.onDoubleClick(ioMouseEvent)}}else if(this.ActiveMouseButton!=="none"){processClick(ioMouseEvent);stopFurtherProcessing=true}return stopFurtherProcessing};return OperatorBaseHC}();var eDwBaseOperator=function(_super){__extends(eDwBaseOperator,_super);function eDwBaseOperator(iViewer){var _this=this;var clickCB=function(ioInputEvent){return _this.onClick(ioInputEvent)};var doubleClickCB=function(ioInputEvent){return _this.onDoubleClick(ioInputEvent)};_this=_super.call(this,new OperatorBaseHC(iViewer,clickCB,doubleClickCB))||this;return _this}eDwBaseOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Down,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseDown(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Move,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseMove(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Up,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseUp(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}),this.convertTouchToButtonHC(ioTouchEvent))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};Object.defineProperty(eDwBaseOperator.prototype,"Viewer",{get:function(){return this.mOp.Viewer},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrInputInfo",{get:function(){return this.mOp.CurrInputInfo},set:function(iInputInfo){this.mOp.CurrInputInfo=iInputInfo},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrTouches",{get:function(){return this.mOp.CurrTouches},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"ActiveMouseButton",{get:function(){return this.mOp.ActiveMouseButton},set:function(iActiveMouseButton){this.mOp.ActiveMouseButton=iActiveMouseButton},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"DragPt",{get:function(){return this.mOp.DragPt},set:function(iPnt3DHC){this.mOp.DragPt=iPnt3DHC},enumerable:false,configurable:true});eDwBaseOperator.prototype.isDragging=function(){return this.mOp.isDragging()};eDwBaseOperator.prototype.hasTouchMoved=function(ioTouchEvent){return this.mOp.hasTouchMoved(ioTouchEvent)};eDwBaseOperator.prototype.addTouch=function(ioTouchEvent){this.mOp.addTouch(ioTouchEvent)};eDwBaseOperator.prototype.getTouchById=function(iTouchID){return this.mOp.getTouchById(iTouchID)};eDwBaseOperator.prototype.removeTouchById=function(iTouchID){this.mOp.removeTouchById(iTouchID)};eDwBaseOperator.prototype.wrapAndCallAsMouseEvent=function(ioTouchEvent,iInputType,iMouseFunc,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}return __awaiter(this,void 0,void 0,(function(){var mouseEvent;return __generator(this,(function(_a){switch(_a.label){case 0:mouseEvent=OperatorBaseHC.getAsMouseEvent(ioTouchEvent,iInputType,iButton);if(!mouseEvent)return[3,2];console.debugLog("TouchAsMouse","Touch handled as mouse button "+iButton);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(mouseEvent);return[4,iMouseFunc(mouseEvent)];case 1:_a.sent();ioTouchEvent.setHandled(mouseEvent.getHandled());_a.label=2;case 2:return[2]}}))}))};eDwBaseOperator.prototype.onClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onClick()");return false};eDwBaseOperator.prototype.onDoubleClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onDoubleClick()");return false};eDwBaseOperator.getPickResult=function(iEvent,iViewMgr,iPickConfig){if(iPickConfig===void 0){iPickConfig=new eDwTypes_10.HC.PickConfig(eDwTypes_10.HC.SelectionMask.All)}return __awaiter(this,void 0,void 0,(function(){var selObj;return __generator(this,(function(_a){switch(_a.label){case 0:selObj=eDwSelObj.createEmpty();if(!(iEvent&&iViewMgr))return[3,2];return[4,iViewMgr.pickFromPoint(iEvent.getPosition(),iPickConfig)];case 1:selObj=_a.sent();_a.label=2;case 2:return[2,selObj]}}))}))};eDwBaseOperator.prototype.convertTouchToButtonHC=function(ioTouchEvent){var buttonHC=eDwTypes_10.HC.Buttons.None;if(ioTouchEvent){buttonHC=eDwTypes_10.HC.Buttons.Left;if(!this.hasTouchMoved(ioTouchEvent)){var touchInfo=this.getTouchById(ioTouchEvent.getId());var startTime=touchInfo?touchInfo.Event.getDate().getTime():(new Date).getTime();if((new Date).getTime()-startTime>1e3){buttonHC=eDwTypes_10.HC.Buttons.Right}}}return buttonHC};return eDwBaseOperator}(OperatorHC);exports.eDwBaseOperator=eDwBaseOperator}));define("eDwPerspectiveCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwPerspectiveCmd=function(_super){__extends(eDwPerspectiveCmd,_super);function eDwPerspectiveCmd(iViewer,iNewState){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=iViewer.getPerspectiveMode();_this.mFinallyActive=iNewState;return _this}eDwPerspectiveCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mInitiallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwPerspectiveCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwPerspectiveCmd}(eDwSupportsHistoryCmd);return eDwPerspectiveCmd}));define("eDwResetCmd",["require","exports","eDwSupportsHistoryCmd","eDwEventMgr","eDwEvents"],(function(require,exports,eDwSupportsHistoryCmd,eDwEventMgr,eDwEvents_3){"use strict";var eDwResetCmd=function(_super){__extends(eDwResetCmd,_super);function eDwResetCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mPerspective=iViewer.getPerspectiveMode();_this.mExplosionLevel=iViewer.getExplosionLevel();_this.mDrawMode=iViewer.getDrawMode();_this.mAmbientOcclusion=iViewer.getHCView().getAmbientOcclusionEnabled();_this.mCamera=iViewer.getHCView().getCamera();_this.resetToHome();return _this}eDwResetCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToPrevious()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToHome()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.resetToHome=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:viewMgr=this.mViewer.ViewMgr;viewMgr.reset();return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();this.mViewer.OperatorMgr.resetToDefault();this.mViewer.setPerspectiveMode(false);return[4,this.mViewer.getModel().resetToDefault()];case 2:_a.sent();this.mViewer.setExplosionLevel(0);this.mViewer.resetDrawMode();this.mViewer.ViewMgr.enableAmbientOcclusion(false);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,true)];case 3:_a.sent();return[2]}}))}))};eDwResetCmd.prototype.resetToPrevious=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mViewer.setPerspectiveMode(this.mPerspective);this.mViewer.ViewMgr.setCamera(this.mCamera);this.mViewer.setExplosionLevel(this.mExplosionLevel);this.mViewer.setDrawMode(this.mDrawMode);this.mViewer.ViewMgr.enableAmbientOcclusion(this.mAmbientOcclusion);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,false)];case 1:_a.sent();return[2]}}))}))};return eDwResetCmd}(eDwSupportsHistoryCmd);return eDwResetCmd}));define("eDwResultError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwResultError=function(_super){__extends(eDwResultError,_super);function eDwResultError(iResult){var _this=_super.call(this,"Result Error")||this;_this.Result=iResult;return _this}return eDwResultError}(eDwBaseError);return eDwResultError}));define("eDwSectionFlipCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionFlipCmd=function(_super){__extends(eDwSectionFlipCmd,_super);function eDwSectionFlipCmd(iViewer){return _super.call(this,iViewer)||this}eDwSectionFlipCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.flipSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSectionFlipCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionFlipCmd}(eDwSupportsHistoryCmd);return eDwSectionFlipCmd}));define("eDwSectionShowCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionShowCmd=function(_super){__extends(eDwSectionShowCmd,_super);function eDwSectionShowCmd(iViewer,iShow){var _this=_super.call(this,iViewer)||this;_this.mInitialShow=true;_this.mFinalShow=iShow;return _this}eDwSectionShowCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mInitialShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2]}}))}))};Object.defineProperty(eDwSectionShowCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionShowCmd}(eDwSupportsHistoryCmd);return eDwSectionShowCmd}));define("eDwSelMgr",["require","exports","eDwSelObj","eDwSelectionOperator","eDwEventMgr","eDwKeyMgr","eDwTypes","eDwEvents","utils"],(function(require,exports,eDwSelObj,eDwSelectionOperator,eDwEventMgr,eDwKeyMgr_2,eDwTypes_11,eDwEvents_4,utils){"use strict";var eDwSelMgr=function(){function eDwSelMgr(iViewer){iViewer.SelectionMgr=this;this.mViewer=iViewer;this.mSelMgrHC=iViewer.HCViewer.selectionManager;this.mSelectableObjsHC=[];var selectOp=new eDwSelectionOperator(iViewer,this);var opMgr=this.mViewer.OperatorMgr;this.mSelectOperatorIDHC=opMgr.registerCustomOperator(selectOp,true);this.mSelectOverlayNotifiers={}}eDwSelMgr.prototype.setColorForViewMode=function(mode){var _this=this;var nodeSelColor;var nodeSelOutlineColor=new eDwTypes_11.HC.Color(0,255,0);var nodeElmtSelColor;var nodeElmtSelOutlineColor=new eDwTypes_11.HC.Color(255,255,0);var beautifulGreen=new eDwTypes_11.HC.Color(4,200,5);switch(mode){case eDwTypes_11.HC.DrawMode.WireframeOnShaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Shaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Wireframe:case eDwTypes_11.HC.DrawMode.HiddenLine:nodeSelColor=eDwTypes_11.HC.Color.white();nodeElmtSelColor=eDwTypes_11.HC.Color.white();break;default:var msg="Unknown draw mode: "+mode;console.debugLog("Selection",msg);throw new Error(msg)}this.mSelMgrHC.setNodeSelectionColor(nodeSelColor);this.mSelMgrHC.setNodeSelectionOutlineColor(nodeSelOutlineColor);this.mSelMgrHC.setNodeElementSelectionColor(nodeElmtSelColor);this.mSelMgrHC.setNodeElementSelectionOutlineColor(nodeElmtSelOutlineColor);if(this.mViewer.getModel().isDrawing()&&!this.mViewer.ViewerFeatureOpts.Debug){this.mSelMgrHC.setNodeSelectionHighlightMode(eDwTypes_11.HC.SelectionHighlightMode.OutlineOnly);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mSelMgrHC.setHighlightNodeSelection(false)];case 1:_a.sent();return[2]}}))}))})()}};eDwSelMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mSelectOperatorIDHC);this.mViewer.SelectionMgr=null};eDwSelMgr.prototype.addSelectOverlayNotifier=function(iTypeIndex,iNotifier){if(!this.mSelectOverlayNotifiers[iTypeIndex]){this.mSelectOverlayNotifiers[iTypeIndex]=[]}this.mSelectOverlayNotifiers[iTypeIndex].push(iNotifier)};eDwSelMgr.prototype.removeSelectOverlayNotifier=function(iTypeIndex,iNotifier){var typeNotifiers=this.mSelectOverlayNotifiers[iTypeIndex];var pos=typeNotifiers.indexOf(iNotifier);if(pos>-1){typeNotifiers.splice(pos,1)}return false};eDwSelMgr.prototype.getSelectedNodeIDIndex=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)};eDwSelMgr.prototype.onSelection=function(iSelectionEvent){return __awaiter(this,void 0,void 0,(function(){var keyMgr,ctrlKeyDown,shiftKeyDown,hierNodeSelObj,selObjIDHC,existingIdx,selectedAlready,selObjExists,numOfSelObjsAtStart;return __generator(this,(function(_a){switch(_a.label){case 0:keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();ctrlKeyDown=keyMgr.isDown("Control");shiftKeyDown=keyMgr.isDown("Shift");hierNodeSelObj=this.createHierNodeSelObj(eDwSelObj.extendHCSelObj(iSelectionEvent.getSelection()));selObjIDHC=hierNodeSelObj.getIDHC();existingIdx=this.getSelectedNodeIDIndex(selObjIDHC);selectedAlready=existingIdx>-1;l_debugDumpSelection(hierNodeSelObj.getIDHC(),hierNodeSelObj.getSelectionType());selObjExists=utils.isNumber(selObjIDHC);numOfSelObjsAtStart=this.mSelectableObjsHC.length;if(!(numOfSelObjsAtStart&&!ctrlKeyDown&&!shiftKeyDown))return[3,2];return[4,this.unSelectAllObjects(false)];case 1:_a.sent();selectedAlready=false;return[3,5];case 2:if(!(ctrlKeyDown&&!shiftKeyDown&&selectedAlready&&selObjExists))return[3,4];this.mSelectableObjsHC.splice(existingIdx,1);return[4,this.unSelectObjs([hierNodeSelObj],this.mViewer.getModel().isDrawing())];case 3:_a.sent();return[2];case 4:if(!ctrlKeyDown&&shiftKeyDown&&selectedAlready&&selObjExists){return[2]}_a.label=5;case 5:if(!selObjExists)return[3,7];if(!selectedAlready)this.mSelectableObjsHC.push(hierNodeSelObj);return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,this.mViewer,[hierNodeSelObj])];case 6:_a.sent();return[3,9];case 7:if(!!numOfSelObjsAtStart)return[3,9];return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.LeftClickEvent,this.mViewer)];case 8:_a.sent();_a.label=9;case 9:return[2]}}))}))};eDwSelMgr.prototype.selectByID=function(iID){return utils.isNumber(iID)?this.executeSelection(iID):false};eDwSelMgr.prototype.select=function(iCoords,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var pickCfg,selObj,hierNodeSelObj;return __generator(this,(function(_a){switch(_a.label){case 0:pickCfg=iPickConfig?iPickConfig:new eDwTypes_11.HC.PickConfig(eDwTypes_11.HC.SelectionMask.Face);return[4,this.mViewer.ViewMgr.pickFromPoint(iCoords,pickCfg)];case 1:selObj=_a.sent();if(this.isSelectionHandled(selObj)){return[2,false]}hierNodeSelObj=this.createHierNodeSelObj(selObj);if(utils.isNumber(hierNodeSelObj.getIDHC())){return[2,this.executeSelection(hierNodeSelObj)]}this.mSelMgrHC.set(null);return[2,false]}}))}))};eDwSelMgr.prototype.isSelected=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)<0?false:true};eDwSelMgr.prototype.append=function(iSelObj){this.mSelMgrHC.add(iSelObj)};eDwSelMgr.prototype.unSelectAllObjects=function(iClearHCSelList){if(iClearHCSelList===void 0){iClearHCSelList=true}return __awaiter(this,void 0,void 0,(function(){var unselectedHCObjs;return __generator(this,(function(_a){switch(_a.label){case 0:unselectedHCObjs=this.mSelectableObjsHC;this.mSelectableObjsHC=[];return[4,this.unSelectObjs(unselectedHCObjs,this.mViewer.getModel().isDrawing())];case 1:_a.sent();if(unselectedHCObjs.length>0&&iClearHCSelList){this.mSelMgrHC.selectNode(null)}return[2]}}))}))};eDwSelMgr.prototype.setViewToSelectedFace=function(){var camera=null;var selObjs=this.mSelMgrHC.getResults();for(var _i=0,selObjs_1=selObjs;_i<selObjs_1.length;_i++){var selObj=selObjs_1[_i];var faceObj=selObj.getFaceEntity();if(faceObj){camera=this.mViewer.ViewMgr.setViewOrientationToDirection(faceObj.getNormal());break}}return camera};eDwSelMgr.prototype.getLastSelIDHC=function(){var selIDsHC=this.getSelectableIDsHC();if(selIDsHC.length>0){return selIDsHC[selIDsHC.length-1]}return NaN};eDwSelMgr.prototype.getLastSelHierarchyNode=function(){var modelView=this.mViewer.getModel().getActiveModelView();return modelView.Nodes[this.getLastSelIDHC()]};eDwSelMgr.prototype.getSelectableIDsHC=function(){var selIDsHC=[];for(var _i=0,_a=this.mSelectableObjsHC;_i<_a.length;_i++){var selObjHC=_a[_i];var selIDHC=selObjHC.getNodeId();if(utils.isNumber(selIDHC))selIDsHC.push(selIDHC)}return selIDsHC};eDwSelMgr.prototype.getSelHierarchyNodes=function(){var selHierNodes=[];var modelView=this.mViewer.getModel().getActiveModelView();var seoIDsHC=this.getSelectableIDsHC();for(var _i=0,seoIDsHC_1=seoIDsHC;_i<seoIDsHC_1.length;_i++){var selNodeID=seoIDsHC_1[_i];selHierNodes.push(modelView.Nodes[selNodeID])}return selHierNodes};Object.defineProperty(eDwSelMgr.prototype,"length",{get:function(){return this.mSelectableObjsHC.length},enumerable:false,configurable:true});eDwSelMgr.prototype.isIDSelectable=function(iNodeIDHC){var modelView=this.mViewer.getModel().getActiveModelView();var hierNode=modelView?modelView.Nodes[iNodeIDHC]:null;return hierNode?hierNode.isSelectable():false};eDwSelMgr.prototype.setHighlightSelection=function(iType,iEnable){var _this=this;var highlighted=false;var selMgr=this.mSelMgrHC;if(iType==="NODE"){highlighted=selMgr.getHighlightNodeSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightNodeSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="FACE"){highlighted=selMgr.getHighlightFaceElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightFaceElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="EDGE"){highlighted=selMgr.getHighlightLineElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightLineElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="VERTEX"){highlighted=selMgr.getHighlightPointElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightPointElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else{console.debugLog("Selection","Unknown selection type: "+iType)}return highlighted};eDwSelMgr.prototype.setNodeSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeSelectionHighlightMode()]};eDwSelMgr.prototype.setNodeSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionColor();this.mSelMgrHC.setNodeSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setNodeSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionOutlineColor();this.mSelMgrHC.setNodeSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeElementSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeElementSelectionHighlightMode()]};eDwSelMgr.prototype.setElementSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionColor();this.mSelMgrHC.setNodeElementSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionOutlineColor();this.mSelMgrHC.setNodeElementSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.getSelObjFromPos=function(iPos,iPickConfig,iViewer){return __awaiter(this,void 0,void 0,(function(){var selObj,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iViewer.getHCView().pickFromPoint(iPos,iPickConfig)];case 1:selObj=_a.sent();subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);return[2,subEntityInfo.SubEntity?selObj:null]}}))}))};eDwSelMgr.prototype.initMappings=function(ioMapping,ioRevMapping){var HCM=eDwTypes_11.HC.SelectionHighlightMode;ioRevMapping[ioMapping["Highlight"]=HCM.HighlightOnly]="Highlight";ioMapping["HighlightAndOutline"]=HCM.HighlightAndOutline;ioRevMapping[HCM.HighlightAndOutline]="HighlightAndOutline";ioRevMapping[ioMapping["Outline"]=HCM.OutlineOnly]="Outline"};eDwSelMgr.prototype.createHierNodeSelObj=function(iSelObj){var hierNode=this.mViewer.getModel().getHierarchyNode(iSelObj.getIDHC());var newSelObj=eDwSelObj.createEmpty();if(hierNode){newSelObj=eDwSelObj.extendHCSelObj(eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID,iSelObj.getIncludeId(),iSelObj.getFaceEntity(),iSelObj.getLineEntity(),iSelObj.getPointEntity()))}return newSelObj};eDwSelMgr.prototype.isSelectionHandled=function(iSelObjHC){var index=iSelObjHC.overlayIndex();if(!utils.isNumber(index))return false;var notifiers=this.mSelectOverlayNotifiers[index];if(!notifiers)return false;for(var _i=0,notifiers_1=notifiers;_i<notifiers_1.length;_i++){var notifier=notifiers_1[_i];if(notifier.onSelect(iSelObjHC))return true}return false};eDwSelMgr.prototype.unSelectObjs=function(iSelObjsHC,iIs2D){return __awaiter(this,void 0,void 0,(function(){var modelView,_i,iSelObjsHC_1,selObjHC,selObj,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.UnselectEvent,this.mViewer,iSelObjsHC)];case 1:_a.sent();if(!iIs2D)return[3,5];modelView=this.mViewer.getModel().getActiveModelView();_i=0,iSelObjsHC_1=iSelObjsHC;_a.label=2;case 2:if(!(_i<iSelObjsHC_1.length))return[3,5];selObjHC=iSelObjsHC_1[_i];selObj=eDwSelObj.extendHCSelObj(selObjHC);hierNode=modelView.Nodes[selObj.getIDHC()];if(!hierNode)return[3,4];return[4,hierNode.showBoundingBox(this.mViewer,"off")];case 3:_a.sent();_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))};eDwSelMgr.prototype.addUniqueToSelectableObjsHC=function(iSelObj){if(this.mSelectableObjsHC.indexOf(iSelObj)<0){this.mSelectableObjsHC.push(iSelObj)}};eDwSelMgr.prototype.executeSelection=function(iSelection){var nodeIDHC;var selObjHC;if(utils.isNumber(iSelection)){nodeIDHC=iSelection}else{nodeIDHC=iSelection.getIDHC();if(!utils.isNumber(nodeIDHC))return false;selObjHC=iSelection}function selectNodeHC(iSelMgr,iSelModeHC){var _this=this;var viewer=iSelMgr.mViewer;var model=viewer.getModel();var modelView=model.getActiveModelView();var hierNode=modelView.Nodes[nodeIDHC];if(hierNode){if(model.isDrawing()){var shown=false;var index=iSelMgr.getSelectedNodeIDIndex(nodeIDHC);var setState=iSelModeHC===eDwTypes_11.HC.SelectionMode.Set;if(setState){if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}var unselObjsHC_1=iSelMgr.mSelectableObjsHC;iSelMgr.mSelectableObjsHC=[];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iSelMgr.unSelectObjs(unselObjsHC_1,true)];case 1:_a.sent();return[4,hierNode.showBoundingBox(viewer,"on")];case 2:_a.sent();return[2]}}))}))})();shown=true}else{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,hierNode.showBoundingBox(viewer,"toggle")];case 1:_a.sent();return[2]}}))}))})();shown=index>-1?false:true}if(shown){var selObjDupHC_1=eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID);iSelMgr.addUniqueToSelectableObjsHC(selObjDupHC_1);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,viewer,[selObjDupHC_1])];case 1:_a.sent();l_debugDumpSelection(selObjDupHC_1.getNodeId(),selObjDupHC_1.getSelectionType());return[2]}}))}))})()}}else{var selMgrHC=iSelMgr.mSelMgrHC;if(!selObjHC){selMgrHC.selectNode(nodeIDHC,iSelModeHC);var selObj=eDwSelObj.extendHCSelObj(selMgrHC.getLast());if(selObj.getIDHC()===nodeIDHC){iSelMgr.addUniqueToSelectableObjsHC(selObj)}}else{if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Add){selMgrHC.add(selObjHC)}else if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Set){selMgrHC.set(selObjHC)}else{var wasSelected=selMgrHC.isSelected(selObjHC);selMgrHC.toggle(selObjHC);if(wasSelected){var index=iSelMgr.mSelectableObjsHC.indexOf(selObjHC);if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}}}if(selMgrHC.isSelected(selObjHC)){iSelMgr.addUniqueToSelectableObjsHC(selObjHC)}}}return eDwTypes_11.HC.SelectionType.Part}return eDwTypes_11.HC.SelectionType.None}var ret=false;try{var selType=eDwTypes_11.HC.SelectionType.None;var keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();if(!keyMgr.isDown("Control")&&!keyMgr.isDown("Shift")){selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Set);ret=true}else{var existingIdx=this.getSelectedNodeIDIndex(nodeIDHC);if(existingIdx>-1){if(keyMgr.isDown("Control")){this.mSelMgrHC.remove(this.mSelectableObjsHC[existingIdx]);this.mSelectableObjsHC.splice(existingIdx,1)}else if(keyMgr.isDown("Shift")){ret=true}}else{selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Add);if(this.getSelectedNodeIDIndex(nodeIDHC)>-1){ret=true}}}if(selType!==eDwTypes_11.HC.SelectionType.None){l_debugDumpSelection(nodeIDHC,selType)}}catch(iErr){console.log("eDwSelMgr.selectByID failed")}return ret};return eDwSelMgr}();function l_debugDumpSelection(iID,iSelType){console.debugLog("Selection","Selected Obj ID: "+iID+" - type: "+eDwTypes_11.HC.SelectionType[iSelType])}return eDwSelMgr}));define("eDwSelObj",["require","exports","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwTypes_12,eDwGeomUtils_1,utils){"use strict";var eDwSelObj=function(){function eDwSelObj(iSelObjHC,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(this,[eDwTypes_12.HC.Selection.SelectionItem]);$.extend(true,this,iSelObjHC);this.setPointInLocalSpace(iSelObjHC.getPosition(),iToLocalTransformHC)}eDwSelObj.prototype.getIDHC=function(){var nodeIDHC=this.getNodeId();return utils.isNumber(nodeIDHC)?nodeIDHC:NaN};eDwSelObj.prototype.getLocalPoint=function(){return this.mLocalPnt};eDwSelObj.prototype.getWorldPoint=function(){return this.getPosition()};eDwSelObj.prototype.getAsLocalPoint=function(iWorldPtHC){return this.mToLocalTransformHC&&iWorldPtHC?this.mToLocalTransformHC.transform(iWorldPtHC):iWorldPtHC};eDwSelObj.prototype.getAsWorldPoint=function(iLocalPtHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;return toWorldTransformHC&&iLocalPtHC?toWorldTransformHC.transform(iLocalPtHC):iLocalPtHC};eDwSelObj.prototype.getLocalVector=function(){var _this=this;return this.getVectorInfo((function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)})).Vec};eDwSelObj.prototype.getWorldVector=function(){return this.getVectorInfo().Vec};eDwSelObj.prototype.getAsLocalVector=function(iWorldVecHC){var normalMatrix=this.mToLocalTransformHC?this.mToLocalTransformHC.normalMatrix():null;return iWorldVecHC&&normalMatrix?normalMatrix.transform(iWorldVecHC):null};eDwSelObj.prototype.getAsWorldVector=function(iLocalVecHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;var normalMatrix=toWorldTransformHC?toWorldTransformHC.normalMatrix():null;return iLocalVecHC&&normalMatrix?normalMatrix.transform(iLocalVecHC):null};eDwSelObj.prototype.getToLocalTransform=function(){return this.mToLocalTransformHC};eDwSelObj.prototype.findAngle=function(iSelObj){var _this=this;var selObj1Type=eDwSelObj.getSubEntityInfo(this).SubEntityTypeName;var selObj2Type=eDwSelObj.getSubEntityInfo(iSelObj).SubEntityTypeName;if(!selObj1Type||!selObj2Type||selObj2Type==="Point"||selObj1Type==="Point"){return NaN}var toLocalFunc;if(this.getToLocalTransform().equals(iSelObj.getToLocalTransform())){toLocalFunc=function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)}}var selObjVecInfo1=this.getVectorInfo(toLocalFunc);var selObjVecInfo2=iSelObj.getVectorInfo(toLocalFunc);if(selObj1Type!==selObj2Type){var curveVecInfo=selObjVecInfo1;var faceVecInfo=selObjVecInfo2;if(selObj1Type==="Face"){curveVecInfo=selObjVecInfo2;faceVecInfo=selObjVecInfo1}var surfPlane=eDwTypes_12.HC.Plane.createFromPointAndNormal(faceVecInfo.Pts[0],faceVecInfo.Vec);faceVecInfo.Pts[0]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[0],surfPlane);faceVecInfo.Pts[1]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[1],surfPlane);faceVecInfo.Vec=eDwTypes_12.HC.Point3.subtract(faceVecInfo.Pts[0],faceVecInfo.Pts[1])}if(!selObjVecInfo1.Vec||!selObjVecInfo1.Pts||!selObjVecInfo2.Vec||!selObjVecInfo2.Pts)return NaN;var normal3DHC=eDwTypes_12.HC.Point3.cross(selObjVecInfo1.Vec,selObjVecInfo2.Vec);if(!eDwGeomUtils_1.isValidHCPoint(normal3DHC)||normal3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){return eDwTypes_12.HC.Point3.dot(selObjVecInfo1.Vec,selObjVecInfo1.Vec)*180}var planeNormal=normal3DHC.copy();planeNormal.normalize();var pts3DHC=[];for(var _i=0,_a=__spreadArrays(selObjVecInfo1.Pts,selObjVecInfo2.Pts);_i<_a.length;_i++){var pnt3DHC=_a[_i];pts3DHC.push(eDwGeomUtils_1.dropPointOnPlane(pnt3DHC,eDwTypes_12.HC.Plane.createFromPointAndNormal(selObjVecInfo1.Pts[0],planeNormal)))}var betweenVec3DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],pts3DHC[0]);var crossVec3DHC=eDwTypes_12.HC.Point3.cross(betweenVec3DHC,selObjVecInfo2.Vec);var normalLen=normal3DHC.length();var t1=eDwTypes_12.HC.Point3.dot(crossVec3DHC,normal3DHC)/(normalLen*normalLen);var intPt3DHC=eDwTypes_12.HC.Point3.add(pts3DHC[0],selObjVecInfo1.Vec.scale(t1));var newVec13DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[0],intPt3DHC);var newVec23DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[1],intPt3DHC);var vec13DHC=newVec23DHC;if(newVec13DHC.length()>newVec23DHC.length())vec13DHC=newVec13DHC;var newVec33DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],intPt3DHC);var newVec43DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[3],intPt3DHC);var vec23DHC=newVec43DHC;if(newVec33DHC.length()>newVec43DHC.length())vec23DHC=newVec33DHC;vec13DHC.normalize();vec23DHC.normalize();return Math.acos(eDwTypes_12.HC.Point3.dot(vec13DHC,vec23DHC))*180/Math.PI};eDwSelObj.extendHCSelObj=function(ioSelObj,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(ioSelObj,[eDwSelObj]);if(utils.isInstanceOf(ioSelObj,eDwSelObj)){var pos2DHC=ioSelObj.getPosition();if(pos2DHC){ioSelObj.setPointInLocalSpace(pos2DHC,iToLocalTransformHC)}return ioSelObj}throw new TypeError("eDwSelObj is undefined")};eDwSelObj.createEmpty=function(){return new eDwSelObj(eDwTypes_12.HC.Selection.SelectionItem.create())};eDwSelObj.getLocalTransform=function(ioSelObjHC,iModel){var toLocalTransformHC=new eDwTypes_12.HC.Matrix;var subEntityInfo=eDwSelObj.getSubEntityInfo(ioSelObjHC);if(subEntityInfo.SubEntity){var selObj=eDwSelObj.extendHCSelObj(ioSelObjHC);var selObjIDHC=selObj.getIDHC();var selHierNode=iModel.getHierarchyNode(selObjIDHC);if(selHierNode&&selHierNode.Category==="view"){var modelHC=iModel.getHCModel();var parentNodeHC=modelHC.getNodeParent(selHierNode.HOOPSID);var parentNetMatrixHC=modelHC.getNodeNetMatrix(parentNodeHC);var selNetMatrixHC=modelHC.getNodeNetMatrix(selObjIDHC);var invParentNetMatrix=parentNetMatrixHC.inverseAndDeterminant()[0]||new eDwTypes_12.HC.Matrix;var matrixHC=eDwTypes_12.HC.Matrix.multiply(selNetMatrixHC,invParentNetMatrix);toLocalTransformHC=eDwTypes_12.HC.Matrix.inverse(matrixHC)||new eDwTypes_12.HC.Matrix}}return toLocalTransformHC};eDwSelObj.getMinDistInfo=function(iSelPropsHC,iSelObjs,iModel){return __awaiter(this,void 0,void 0,(function(){function getMinDistPtToFace(iPointHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var lineRay;return __generator(this,(function(_a){switch(_a.label){case 0:lineRay=new eDwTypes_12.HC.Ray(iPointHC,new eDwTypes_12.HC.Point3(0,0,0));return[4,getMinDistLineToFace(lineRay,iSelObj,iFaceSelObj,iModelHC)];case 1:return[2,_a.sent()]}}))}))}function getMinDistLineToFace(iRayHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var distItem;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModelHC.computeMinimumFaceLineDistance(iFaceSelObj.getNodeId(),iFaceSelObj.getFaceEntity().getCadFaceIndex(),iRayHC)];case 1:distItem=_a.sent();return[2,adjustDistance(iSelObj,iFaceSelObj,distItem)]}}))}))}function adjustDistance(iSelObj,iFaceSelObj,ioDistItem){var toLocalTransformHC=iSelObj.getToLocalTransform();var toLocalTransformForFaceHC=iFaceSelObj.getToLocalTransform();if(toLocalTransformHC&&toLocalTransformForFaceHC&&toLocalTransformHC.equals(toLocalTransformForFaceHC)){ioDistItem.distance*=toLocalTransformHC.upperLeft3x3Determinant()}return ioDistItem}var selEntInfoHC0,selEntInfoHC1,modelHC,vertSelObj,faceSelObj,faceProp,pos2DHC,faceSelObj0,faceSelObj1,faceProp0,faceProp1,distItem,edgeSelObj,edgeProp,faceSelObj,faceProp,pntsWCHC,lineHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,null];selEntInfoHC0=eDwSelObj.getSubEntityInfo(iSelObjs[0]);selEntInfoHC1=eDwSelObj.getSubEntityInfo(iSelObjs[1]);modelHC=iModel.getHCModel();if(!(selEntInfoHC0.SubEntityTypeName==="Point"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,3];vertSelObj=iSelObjs[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"){vertSelObj=iSelObjs[1];faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0]}pos2DHC=vertSelObj.getPosition();if(!pos2DHC){throw new TypeError("vertSelObj position is undefined")}if(!(faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,2];return[4,getMinDistPtToFace(vertSelObj.getPosition(),vertSelObj,faceSelObj,modelHC)];case 1:return[2,_a.sent()];case 2:return[3,10];case 3:if(!(selEntInfoHC0.SubEntityTypeName==="Face"&&selEntInfoHC1.SubEntityTypeName==="Face"))return[3,6];faceSelObj0=iSelObjs[0],faceSelObj1=iSelObjs[1];faceProp0=iSelPropsHC[0],faceProp1=iSelPropsHC[1];if(!(faceProp0 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,5];return[4,modelHC.computeMinimumFaceFaceDistance(faceSelObj0.getNodeId(),faceSelObj0.getFaceEntity().getCadFaceIndex(),faceSelObj1.getNodeId(),faceSelObj1.getFaceEntity().getCadFaceIndex())];case 4:distItem=_a.sent();return[2,adjustDistance(faceSelObj0,faceSelObj1,distItem)];case 5:return[3,10];case 6:if(!(selEntInfoHC0.SubEntityTypeName==="Line"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,10];edgeSelObj=iSelObjs[0];edgeProp=iSelPropsHC[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"){faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0];edgeSelObj=iSelObjs[1];edgeProp=iSelPropsHC[1]}if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,8];return[4,getMinDistPtToFace(edgeProp.origin,edgeSelObj,faceSelObj,modelHC)];case 7:return[2,_a.sent()];case 8:if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,10];pntsWCHC=edgeSelObj.getLineEntity().getPoints();if(!(pntsWCHC.length===2))return[3,10];lineHC=new eDwTypes_12.HC.Ray(pntsWCHC[0],pntsWCHC[1]);return[4,getMinDistLineToFace(lineHC,edgeSelObj,faceSelObj,modelHC)];case 9:return[2,_a.sent()];case 10:return[2,null]}}))}))};eDwSelObj.getSelObjProperty=function(iSelObjHC,iModel){return __awaiter(this,void 0,void 0,(function(){var subEntityProperty,subEntityInfo,subEntityTypeName,selObj,subEntityID,modelHC,_a;return __generator(this,(function(_b){switch(_b.label){case 0:subEntityProperty=null;subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObjHC);subEntityTypeName="Unknown";if(!subEntityInfo.SubEntity)return[3,6];selObj=eDwSelObj.extendHCSelObj(iSelObjHC);subEntityTypeName=subEntityInfo.SubEntityTypeName;subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);modelHC=iModel.getHCModel();_a=subEntityTypeName;switch(_a){case"Line":return[3,1];case"Face":return[3,3];case"Point":return[3,5]}return[3,5];case 1:return[4,modelHC.getEdgeProperty(selObj.getIDHC(),subEntityID)];case 2:subEntityProperty=_b.sent();return[3,6];case 3:return[4,modelHC.getFaceProperty(selObj.getIDHC(),subEntityID)];case 4:subEntityProperty=_b.sent();return[3,6];case 5:return[3,6];case 6:return[2,{Property:subEntityProperty,Name:subEntityTypeName}]}}))}))};eDwSelObj.setSelObjSubEntityColor=function(iSelObjsHC,iModel,iColor){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iColor)};eDwSelObj.setSelObjSubEntityHighlight=function(iSelObjsHC,iModel,iHighlight){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iHighlight)};eDwSelObj.getSubEntityInfo=function(iSelObjHC){function checkIfSelectable(iSubEntity,iSelTypeMask){return eDwSelObj.getSubEntityBits(iSubEntity)&iSelTypeMask?true:false}var subEntity=null;var typeName="";var isSelectable=false;if(iSelObjHC){if(subEntity=iSelObjHC.getPointEntity()){typeName="Point";isSelectable=true}else if(subEntity=iSelObjHC.getLineEntity()){typeName="Line";var cEdgeSelMeasureHC=4;isSelectable=checkIfSelectable(subEntity,cEdgeSelMeasureHC)}else if(subEntity=iSelObjHC.getFaceEntity()){typeName="Face";var cFaceSelMeasureHC=1;isSelectable=checkIfSelectable(subEntity,cFaceSelMeasureHC)}}return{SubEntity:subEntity,SubEntityTypeName:typeName,IsSelectable:isSelectable}};eDwSelObj.getSubEntityTypeName=function(iSubEntityType){if(!iSubEntityType)return"";return utils.getObjectTypeName(iSubEntityType).slice(0,-6)};eDwSelObj.getSubEntityID=function(iSubEntity){return iSubEntity?iSubEntity._elementIndex:NaN};eDwSelObj.getSubEntityBits=function(iSubEntity){return iSubEntity?iSubEntity._elementBits:NaN};eDwSelObj.prototype.setPointInLocalSpace=function(iWorldPtHC,iToLocalTransformHC){if(iToLocalTransformHC){this.mLocalPnt=iWorldPtHC?iToLocalTransformHC.transform(iWorldPtHC):null;this.mToLocalTransformHC=iToLocalTransformHC}};eDwSelObj.setSelObjSubEntity=function(iSelObjsHC,iModel,iSetting){if(!iSelObjsHC||!iSelObjsHC.length)return[];var modelHC=iModel.getHCModel();var subEntityIDs=[];for(var _i=0,iSelObjsHC_2=iSelObjsHC;_i<iSelObjsHC_2.length;_i++){var selObjHC=iSelObjsHC_2[_i];var nodeID=selObjHC.getNodeId();var subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);var subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);var isColor=typeof iSetting==="object"?true:false;var action="setNode"+subEntityInfo.SubEntityTypeName+(isColor?"Color":"Highlighted");action=!iSetting&&isColor?"un"+action:action;try{modelHC[action](nodeID,subEntityID,iSetting);subEntityIDs.push(subEntityID)}catch(iExcp){}}return subEntityIDs};eDwSelObj.prototype.getVectorInfo=function(iTransformPointFunc){if(iTransformPointFunc===void 0){iTransformPointFunc=function(iPntHC){return iPntHC}}var vec3DHC;var startCrvPt3DHC;var endCrvPt3DHC;var entityHC;if(entityHC=this.getLineEntity()){var crvPtsWC3DHC=entityHC.getPoints();var numPts=crvPtsWC3DHC.length;if(numPts>1){startCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[0]);endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[numPts-1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){console.warn("eDwSelObj.getVectorInfo failed")}}}vec3DHC.normalize()}else if(entityHC=this.getFaceEntity()){vec3DHC=entityHC.getNormal();vec3DHC.normalize();startCrvPt3DHC=iTransformPointFunc(entityHC.getPosition());endCrvPt3DHC=eDwTypes_12.HC.Point3.add(startCrvPt3DHC,vec3DHC)}return{Vec:vec3DHC,Pts:[startCrvPt3DHC,endCrvPt3DHC]}};return eDwSelObj}();return eDwSelObj}));define("eDwSelectionOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwEvents","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwEvents_5,eDwTypes_13,eDwGeomUtils,utils){"use strict";var eDwSelectionOperator=function(_super){__extends(eDwSelectionOperator,_super);function eDwSelectionOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCalloutTimeoutHandle=NaN;_this.mNameCallout=null;_this.mSelObjIDHC=NaN;_this.mMousePosCopy=null;_super.prototype.pushHighlightSelectionState.call(_this,"NODE",true);_super.prototype.pushHighlightSelectionState.call(_this,"FACE",true);_super.prototype.pushHighlightSelectionState.call(_this,"EDGE",false);_super.prototype.pushHighlightSelectionState.call(_this,"VERTEX",false);_super.prototype.pushElementSelectionHighlightMode.call(_this,"HighlightAndOutline");return _this}eDwSelectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(ioMouseEvent&&this.CurrInputInfo))return[3,2];return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onDown(ioMouseEvent.getPosition()));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,activeOpID;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];pos=ioMouseEvent.getPosition();activeOpID=this.Viewer.OperatorMgr.getActiveOperatorID();if(!this.CurrInputInfo&&this.Viewer.getModel().isAssembly()&&activeOpID===this.OperatorID){this.mMousePosCopy=pos.copy();(function(){return __awaiter(_this,void 0,void 0,(function(){var selObj,op;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMousePosCopy)return[2];return[4,this.Viewer.ViewMgr.pickFromPoint(this.mMousePosCopy,new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.Face))];case 1:selObj=_a.sent();this.mSelObjIDHC=selObj.getIDHC();op=this;this.mCalloutTimeoutHandle=setTimeout((function(){op.updateCallout()}),1e3);return[2]}}))}))})()}return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onMove(pos));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onDoubleClick=function(ioInputEvent){var _this=this;var stopFurtherProcessing=false;if(!ioInputEvent)return stopFurtherProcessing;(function(){return __awaiter(_this,void 0,void 0,(function(){var pnt2DHC,haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:pnt2DHC=ioInputEvent.getPosition();return[4,this.doPick(pnt2DHC)];case 1:haveSelection=_a.sent();_super.prototype.onDoubleClick.call(this,ioInputEvent);return[4,eDwEventMgr.get().fireEvent(eDwEvents_5.LeftDoubleClickEvent,this.Viewer,pnt2DHC,haveSelection)];case 2:_a.sent();return[2]}}))}))})();return stopFurtherProcessing};eDwSelectionOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.onDown(ioTouchEvent.getPosition());return[2]}}))}))};eDwSelectionOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var pos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];pos=ioTouchEvent.getPosition();if(!(pos.x===Math.round(pos.x)&&pos.y===Math.round(pos.y)))return[3,2];return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];if(!this.hasTouchMoved(ioTouchEvent)){if(this.CurrTouches.length===1){this.onClick(ioTouchEvent);ioTouchEvent.setHandled(true)}else{ioTouchEvent.setHandled(false)}}return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwSelectionOperator.prototype.onClick=function(ioInputEvent){var _this=this;var processButton=function(iAppEvent){if(!_this.isDragging()){(function(){return __awaiter(_this,void 0,void 0,(function(){var haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.doPick(pos2DHC)];case 1:haveSelection=_a.sent();return[4,eventMgr.fireEvent(iAppEvent,this.Viewer,pos2DHC,haveSelection)];case 2:_a.sent();if(!ioInputEvent.getHandled()){ioInputEvent.setHandled(true)}return[2]}}))}))})()}};var stopFurtherProcessing=false;var pos2DHC=ioInputEvent.getPosition();var eventMgr=eDwEventMgr.get();switch(this.ActiveMouseButton){case"left":{processButton(eDwEvents_5.LeftClickEvent);stopFurtherProcessing=true;break}case"middle":{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_5.MiddleClickEvent,this.Viewer,pos2DHC)];case 1:_a.sent();return[2]}}))}))})();stopFurtherProcessing=true;break}case"right":{processButton(eDwEvents_5.RightClickEvent);stopFurtherProcessing=true;break}default:break}return stopFurtherProcessing};eDwSelectionOperator.prototype.updateCallout=function(){if(this.CurrInputInfo||!this.mMousePosCopy){return}var isSameID=this.mNameCallout?this.mNameCallout.isSameID(this.mSelObjIDHC):false;if(isSameID)return;var markupMgrHC=this.Viewer.getHCMarkupManager();try{if(this.mNameCallout){markupMgrHC.unregisterMarkup(this.mNameCallout.MarkupID);this.mNameCallout=null;if(utils.isNumber(this.mCalloutTimeoutHandle)){clearTimeout(this.mCalloutTimeoutHandle);this.mCalloutTimeoutHandle=NaN}}if(utils.isNumber(this.mSelObjIDHC)){var model=this.Viewer.getModel();var hierNode=model.getHierarchyNode(this.mSelObjIDHC);if(!hierNode)return;var name_2=hierNode.Name?hierNode.Name:cDefaultModelName;var pos=eDwTypes_13.HC.Point2.add(this.mMousePosCopy.copy(),new eDwTypes_13.HC.Point2(0,20));this.mNameCallout=new NameCallout(this.Viewer,this.mSelObjIDHC,name_2,pos);this.mNameCallout.MarkupID=markupMgrHC.registerMarkup(this.mNameCallout)}}catch(iExcp){this.mNameCallout=null}markupMgrHC.refreshMarkup()};eDwSelectionOperator.prototype.doPick=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var isDrawing,_a;return __generator(this,(function(_b){switch(_b.label){case 0:isDrawing=this.Viewer.getModel().isDrawing();if(!isDrawing)return[3,2];return[4,this.doPickInDrawing(iCoords)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.Viewer.SelectionMgr.select(iCoords)];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwSelectionOperator.prototype.doPickInDrawing=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var selSuccess,model,activeSheetHierNode,childHierarchyMap,children,viewIDsHC,i,currentNode,pickConfig,selObj,selObjIDHC,hierNode,_i,viewIDsHC_1,viewIDHC,bboxHC,viewHC,selPt3D;return __generator(this,(function(_a){switch(_a.label){case 0:selSuccess=false;model=this.Viewer.getModel();activeSheetHierNode=model.getActiveModelView();childHierarchyMap=activeSheetHierNode.Hierarchy.getChildrenAndKeys();children=Object.keys(childHierarchyMap);viewIDsHC=[];for(i=children.length-1;i>-1;--i){currentNode=childHierarchyMap[children[i]];viewIDsHC.push(currentNode.HOOPSID)}pickConfig=new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.All);return[4,this.Viewer.ViewMgr.pickFromPoint(iCoords,pickConfig)];case 1:selObj=_a.sent();selObjIDHC=selObj.getIDHC();if(!utils.isNaN(selObjIDHC))return[3,3];return[4,this.Viewer.SelectionMgr.select(iCoords)];case 2:selSuccess=_a.sent();_a.label=3;case 3:hierNode=model.getHierarchyNode(selObjIDHC);if(!hierNode)return[3,6];if(!(viewIDsHC.indexOf(hierNode.HOOPSID)>-1))return[3,5];return[4,this.Viewer.SelectionMgr.selectByID(hierNode.HOOPSID)];case 4:selSuccess=_a.sent();_a.label=5;case 5:return[3,10];case 6:_i=0,viewIDsHC_1=viewIDsHC;_a.label=7;case 7:if(!(_i<viewIDsHC_1.length))return[3,10];viewIDHC=viewIDsHC_1[_i];return[4,model.getBoundingBoxOfIDsHC([viewIDHC])];case 8:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[3,9];viewHC=this.Viewer.getHCView();selPt3D=viewHC.unprojectPoint(iCoords,0);if(!selPt3D)return[3,9];selPt3D.z=bboxHC.center().z;if(eDwGeomUtils.isPoint3DInBox(selPt3D,bboxHC)){selSuccess=this.Viewer.SelectionMgr.selectByID(viewIDHC);return[3,10]}_a.label=9;case 9:_i++;return[3,7];case 10:return[2,selSuccess]}}))}))};eDwSelectionOperator.prototype.onDown=function(iCoord){var isDrawing=this.Viewer.getModel().isDrawing();var cActiveBtn=this.ActiveMouseButton;return isDrawing&&!(isDrawing&&cActiveBtn==="right")&&!(isDrawing&&this.Viewer.ViewerFeatureOpts.Debug&&cActiveBtn==="left")};eDwSelectionOperator.prototype.onMove=function(iCoord){return!this.CurrInputInfo};return eDwSelectionOperator}(eDwBaseSelOperator);var NameCallout=function(_super){__extends(NameCallout,_super);function NameCallout(iVewer,iSelObjIDHC,iText,iPos){var _this=_super.call(this)||this;_this.mViewer=iVewer;_this.mTextBox=new eDwTypes_13.HC.Markup.Shape.TextBox;_this.mTextBox.getBoxPortion().setFillColor(eDwTypes_13.HC.Color.white());_this.mTextBox.getBoxPortion().setFillOpacity(1);_this.mMarkupID="";_this.mSelObjIDHC=iSelObjIDHC;_this.mTextBox.setPosition(iPos);_this.mTextBox.setTextString(iText);return _this}NameCallout.prototype.draw=function(){var str=this.mTextBox.getTextString();if(str==="")return;var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawTextBox(this.mTextBox)};NameCallout.prototype.isSameID=function(iSelObjIDHC){return this.mSelObjIDHC===iSelObjIDHC||isNaN(iSelObjIDHC)&&isNaN(this.mSelObjIDHC)?true:false};Object.defineProperty(NameCallout.prototype,"MarkupID",{get:function(){return this.mMarkupID},set:function(iMarkupID){this.mMarkupID=iMarkupID},enumerable:false,configurable:true});return NameCallout}(eDwTypes_13.HC.Markup.MarkupItem);var cDefaultModelName="???";return eDwSelectionOperator}));define("eDwServiceMgr",["require","exports"],(function(require,exports){"use strict";var eDwServiceMgr=function(){function eDwServiceMgr(iServerURL,iDisable){this.mServerURL=iServerURL.replace(/(\/*)$/,"");this.mAdvancedServicesDisabled=iDisable;this.mPluginFiles=[];this.mBaseCacheDirs=[]}eDwServiceMgr.create=function(iServerURL,iDisable){if(iDisable===void 0){iDisable=false}if(!eDwServiceMgr.sServiceMgr){eDwServiceMgr.sServiceMgr=new eDwServiceMgr(iServerURL,iDisable)}};eDwServiceMgr.get=function(){return eDwServiceMgr.sServiceMgr};eDwServiceMgr.usesWebServices=function(){return false};eDwServiceMgr.prototype.disableAdvancedServices=function(iDisable){if(iDisable===void 0){iDisable=true}this.mAdvancedServicesDisabled=iDisable};eDwServiceMgr.prototype.getFileFromServer=function(iFileURL,iLoadAsNativeType){if(iLoadAsNativeType===void 0){iLoadAsNativeType=false}return __awaiter(this,void 0,void 0,(function(){var jqNativePlugin,_a,iExcp_6;return __generator(this,(function(_b){switch(_b.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,null];_b.label=1;case 1:_b.trys.push([1,6,,7]);jqNativePlugin=$;if(!iLoadAsNativeType)return[3,3];return[4,jqNativePlugin.getNative(iFileURL)];case 2:_a=_b.sent();return[3,5];case 3:return[4,$.get(iFileURL)];case 4:_a=_b.sent();_b.label=5;case 5:return[2,_a];case 6:iExcp_6=_b.sent();return[3,7];case 7:return[2,null]}}))}))};eDwServiceMgr.prototype.getFileFromServerModelCache=function(iModelKey,iFileName){return __awaiter(this,void 0,void 0,(function(){var fileInfo,baseCacheDirs,_i,baseCacheDirs_1,dir,fileURL,_a,iExcp_7;return __generator(this,(function(_b){switch(_b.label){case 0:fileInfo={Path:""};if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,fileInfo]}return[4,this.getBaseCacheDirs()];case 1:baseCacheDirs=_b.sent();_i=0,baseCacheDirs_1=baseCacheDirs;_b.label=2;case 2:if(!(_i<baseCacheDirs_1.length))return[3,7];dir=baseCacheDirs_1[_i];fileURL=dir+"/"+iModelKey+"/"+iFileName;_b.label=3;case 3:_b.trys.push([3,5,,6]);_a=fileInfo;return[4,this.getFileFromServer(fileURL)];case 4:_a.Data=_b.sent();fileInfo.Path=this.mServerURL+"/"+fileURL;return[2,fileInfo];case 5:iExcp_7=_b.sent();return[3,6];case 6:_i++;return[3,2];case 7:return[2,fileInfo]}}))}))};eDwServiceMgr.prototype.getClientPublicIP=function(iGetClientPublicIP){return __awaiter(this,void 0,void 0,(function(){var ret,iExcp_8;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iGetClientPublicIP||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,"0.0.0.0"]}if(!iGetClientPublicIP||this.mAdvancedServicesDisabled)return[2,""];ret="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.get("https://api.ipify.org","",$.noop(),"text")];case 2:ret=_a.sent();return[3,4];case 3:iExcp_8=_a.sent();console.warn("Failed to get client public IP: "+iExcp_8.name+" - "+iExcp_8.message);if(!iExcp_8.message){iExcp_8.message="Possible CORS failure.  See the browser "+"console output for more details."}throw iExcp_8;case 4:return[2,ret]}}))}))};eDwServiceMgr.prototype.convert=function(ioParams){return __awaiter(this,void 0,void 0,(function(){var result,clientIP,params;return __generator(this,(function(_a){switch(_a.label){case 0:result={FileName:"",ModelCacheName:"",ErrorCode:"",ErrorData:[],ServerID:"",LicenseKey:""};if(!ioParams.URL)return[2,result];result.FileName=ioParams.URL;if(!(ioParams.URL.indexOf("http")===0&&!this.mAdvancedServicesDisabled&&eDwServiceMgr.usesWebServices()))return[3,3];return[4,this.getClientPublicIP(ioParams.ValidateClientIP)];case 1:clientIP=_a.sent();params={data:{iFileURL:ioParams.URL},headers:{"X-Forwarded-For":clientIP},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/Conversion",params)];case 2:result=_a.sent();return[3,4];case 3:ioParams.URL="";_a.label=4;case 4:return[2,result]}}))}))};eDwServiceMgr.prototype.removeNamedCache=function(iModelKey,iAllowRemove){return __awaiter(this,void 0,void 0,(function(){var iExcp_9;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iAllowRemove||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/RemoveNamedCache",{data:{iModelKey:iModelKey}})];case 2:_a.sent();return[3,4];case 3:iExcp_9=_a.sent();console.warn("Could not remove the cache: "+iModelKey);console.warn(iExcp_9.message);throw iExcp_9;case 4:return[2]}}))}))};eDwServiceMgr.prototype.getWebSocketEndpoint=function(iModelKey,iWSEndPt){return __awaiter(this,void 0,void 0,(function(){var params,ws,iExpc_1;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,""]}if(iWSEndPt){this.disableAdvancedServices();return[2,iWSEndPt]}params={data:{iModelCacheName:iModelKey},cache:false};ws="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/GetWSEndpoint",params)];case 2:ws=_a.sent();return[3,4];case 3:iExpc_1=_a.sent();console.warn("Cannot get WebSocket.");return[3,4];case 4:return[2,ws]}}))}))};eDwServiceMgr.prototype.load=function(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loadedHTML;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2];return[4,this.ajax("GET",iPanelHTML,{dataType:"html"})];case 1:loadedHTML=_a.sent();$(iElemOrClassID).html(loadedHTML);return[2]}}))}))};eDwServiceMgr.prototype.fileUpload=function(iJQObj,iParams){if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return}var paramsObj={url:this.mServerURL+"/EDrawingsService.svc/FileUploadConversion"};if(iParams)$.extend(paramsObj,iParams);iJQObj.fileupload(paramsObj)};eDwServiceMgr.prototype.importDependencies=function(iPluginKeyNames){return __awaiter(this,void 0,void 0,(function(){var pluginFiles,_i,iPluginKeyNames_1,pluginKeyName,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:pluginFiles=[];_i=0,iPluginKeyNames_1=iPluginKeyNames;_a.label=1;case 1:if(!(_i<iPluginKeyNames_1.length))return[3,4];pluginKeyName=iPluginKeyNames_1[_i];return[4,this.getValidPluginFileName(pluginKeyName)];case 2:pluginFileName=_a.sent();if(pluginFileName)pluginFiles.push(pluginFileName);_a.label=3;case 3:_i++;return[3,1];case 4:return[2,pluginFiles.length?this.importPlugins(pluginFiles):[]]}}))}))};eDwServiceMgr.prototype.importPlugins=function(iPluginNames){return __awaiter(this,void 0,void 0,(function(){var pluginNames,importedPluginPromises,pluginFiles,_a,_i,pluginFiles_2,pluginFile,pluginName,iExcp_10;return __generator(this,(function(_b){switch(_b.label){case 0:pluginNames=[];importedPluginPromises=[];_b.label=1;case 1:_b.trys.push([1,5,,6]);_a=iPluginNames;if(_a)return[3,3];return[4,this.getPluginFiles()];case 2:_a=_b.sent();_b.label=3;case 3:pluginFiles=_a;for(_i=0,pluginFiles_2=pluginFiles;_i<pluginFiles_2.length;_i++){pluginFile=pluginFiles_2[_i];try{pluginName=this.importPlugin(pluginFile);if(pluginName){importedPluginPromises.push(pluginName)}}catch(iExcp){console.warn("Plugin failed to load: "+iExcp.message)}}return[4,Promise.all(importedPluginPromises).then((function(iPluginClassNames){pluginNames=iPluginClassNames}))];case 4:_b.sent();return[3,6];case 5:iExcp_10=_b.sent();console.warn("Failed to find any external plugins - "+iExcp_10.message);return[3,6];case 6:return[2,pluginNames]}}))}))};eDwServiceMgr.prototype.importPlugin=function(iPluginFile){return __awaiter(this,void 0,void 0,(function(){var pluginName,script,matches,iExcp_11;return __generator(this,(function(_a){switch(_a.label){case 0:pluginName="";if(!eDwServiceMgr.usesWebServices())return[2,pluginName];_a.label=1;case 1:_a.trys.push([1,4,,5]);return[4,new Promise((function(resolve_1,reject_1){require([iPluginFile],resolve_1,reject_1)}))];case 2:_a.sent();return[4,$.getScript(iPluginFile)];case 3:script=_a.sent();matches=script.match(/return ([a-z,A-Z,0-9,-,_,.]*Plugin)/);if(matches&&matches.length>0){pluginName=matches[1]}else{console.warn("Could not locate external plugin name in file "+iPluginFile)}return[3,5];case 4:iExcp_11=_a.sent();console.warn("Failed to load external plugin - "+iExcp_11.message);return[3,5];case 5:return[2,pluginName]}}))}))};eDwServiceMgr.prototype.getPluginFiles=function(){return __awaiter(this,void 0,void 0,(function(){var _a,_b,iExcp_12;return __generator(this,(function(_c){switch(_c.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,this.mPluginFiles];if(!!this.mPluginFiles.length)return[3,7];_c.label=1;case 1:_c.trys.push([1,6,,7]);if(!this.mAdvancedServicesDisabled)return[3,3];console.debugLog("ServiceMgr","Loading static plugin list");_a=this;return[4,this.ajax("GET","js/staticPluginList.json",{})];case 2:_a.mPluginFiles=_c.sent();return[3,5];case 3:console.debugLog("ServiceMgr","Finding plugins...");_b=this;return[4,this.ajax("GET","EDrawingsService.svc/GetPlugins",{})];case 4:_b.mPluginFiles=_c.sent();_c.label=5;case 5:return[3,7];case 6:iExcp_12=_c.sent();console.warn("No plugins available.");return[3,7];case 7:return[2,this.mPluginFiles]}}))}))};eDwServiceMgr.prototype.extendLicense=function(iKey){return __awaiter(this,void 0,void 0,(function(){var params;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}params={data:{iKey:iKey},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/ExtendLicense",params)];case 1:_a.sent();return[2]}}))}))};eDwServiceMgr.prototype.getBaseCacheDirs=function(){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!!this.mBaseCacheDirs.length)return[3,2];this.mBaseCacheDirs=[];this.mGetBaseCacheDirsPromise=$.get("cacheDirs.xml",(function(iDoc){var cacheDirs=iDoc.getElementsByTagName("modelSearchDirectory");var numDirs=cacheDirs.length;for(var i=0;i<numDirs;++i){var cacheDir=cacheDirs[i].textContent;cacheDir=cacheDir?cacheDir.split("/").pop():null;if(cacheDir){_this.mBaseCacheDirs.push(cacheDir);console.debugLog("ServiceMgr","Added cache dir: "+cacheDir)}}}),"xml").fail((function(iJQXHR,iStatus,iError){console.warn("Could not get model cache directories: "+iStatus+": "+iError)}));return[4,this.mGetBaseCacheDirsPromise];case 1:_a.sent();return[3,4];case 2:return[4,this.mGetBaseCacheDirsPromise];case 3:_a.sent();_a.label=4;case 4:return[2,this.mBaseCacheDirs]}}))}))};eDwServiceMgr.prototype.getValidPluginFileName=function(iPluginKey){return __awaiter(this,void 0,void 0,(function(){var allPluginFileNames,foundPluginFileName,_i,allPluginFileNames_1,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getPluginFiles()];case 1:allPluginFileNames=_a.sent();foundPluginFileName="";for(_i=0,allPluginFileNames_1=allPluginFileNames;_i<allPluginFileNames_1.length;_i++){pluginFileName=allPluginFileNames_1[_i];if(pluginFileName.indexOf("/"+iPluginKey+".")>-1){foundPluginFileName=pluginFileName}}return[2,foundPluginFileName]}}))}))};eDwServiceMgr.prototype.ajax=function(iMethod,iService,iParams){return __awaiter(this,void 0,void 0,(function(){var paramsObj,retAJAX,iExcp_13;return __generator(this,(function(_a){switch(_a.label){case 0:paramsObj={type:iMethod,url:this.mServerURL+"/"+iService,async:true};if(iParams)$.extend(paramsObj,iParams);_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.ajax(paramsObj)];case 2:retAJAX=_a.sent();return[3,4];case 3:iExcp_13=_a.sent();console.warn("AJAX "+iMethod+" failed for "+iService+": "+iExcp_13.message);throw iExcp_13;case 4:return[2,retAJAX]}}))}))};return eDwServiceMgr}();return eDwServiceMgr}));define("eDwSetHierNodeAttribsCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetHierNodeAttribsCmd=function(_super){__extends(eDwSetHierNodeAttribsCmd,_super);function eDwSetHierNodeAttribsCmd(iViewer,iHierNodes,iAttrib){var _this=_super.call(this,iViewer)||this;_this.mInitialHierNodeAttribs=[];_this.mFinalHierNodeAttribs=[];var finalAttrib=$.extend(true,{},iAttrib);for(var _i=0,iHierNodes_2=iHierNodes;_i<iHierNodes_2.length;_i++){var hierNode=iHierNodes_2[_i];var initialAttrib=$.extend(true,{},hierNode.getAttribs());_this.mInitialHierNodeAttribs.push({HierNode:hierNode,Attribs:initialAttrib});_this.mFinalHierNodeAttribs.push({HierNode:hierNode,Attribs:finalAttrib})}return _this}eDwSetHierNodeAttribsCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mInitialHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetHierNodeAttribsCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetHierNodeAttribsCmd}(eDwSupportsHistoryCmd);function l_setAttribs(iModel,iAttribs){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModel.setAttribs(iAttribs)];case 1:_a.sent();return[2]}}))}))}return eDwSetHierNodeAttribsCmd}));define("eDwSetLayerVisibilityCmd",["require","exports","eDwSetNodeVisibilityCmd"],(function(require,exports,eDwSetNodeVisibilityCmd){"use strict";var eDwSetLayerVisibilityCmd=function(_super){__extends(eDwSetLayerVisibilityCmd,_super);function eDwSetLayerVisibilityCmd(iViewer,iLayers,iVisible){var _this=_super.call(this,iViewer,l_getNodeIDsHC(iLayers),iVisible)||this;_this.mLayersAndVisibilities=[];for(var _i=0,iLayers_1=iLayers;_i<iLayers_1.length;_i++){var layer=iLayers_1[_i];var visible=layer.getAttribs().Visible;_this.mLayersAndVisibilities.push({Layer:layer,Visible:visible});layer.setAttribs({Visible:iVisible})}return _this}eDwSetLayerVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.setVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.setVisibility()];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetLayerVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetLayerVisibilityCmd.prototype.resetVisibility=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setVisibility(true)];case 1:_a.sent();return[2]}}))}))};eDwSetLayerVisibilityCmd.prototype.setVisibility=function(iReset){if(iReset===void 0){iReset=false}return __awaiter(this,void 0,void 0,(function(){var _i,_a,layerAndVis;return __generator(this,(function(_b){switch(_b.label){case 0:for(_i=0,_a=this.mLayersAndVisibilities;_i<_a.length;_i++){layerAndVis=_a[_i];layerAndVis.Layer.setAttribs({Visible:iReset?layerAndVis.Visible:this.mVisible})}return[4,this.mViewer.getModel().syncLayersAttribsState()];case 1:_b.sent();return[2]}}))}))};return eDwSetLayerVisibilityCmd}(eDwSetNodeVisibilityCmd);function l_getNodeIDsHC(iLayers){var nodeIDsHC=[];for(var _i=0,iLayers_2=iLayers;_i<iLayers_2.length;_i++){var layer=iLayers_2[_i];nodeIDsHC=nodeIDsHC.concat(layer.getNodeIDsHC())}return nodeIDsHC}return eDwSetLayerVisibilityCmd}));define("eDwSetNodeVisibilityCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetNodeVisibilityCmd=function(_super){__extends(eDwSetNodeVisibilityCmd,_super);function eDwSetNodeVisibilityCmd(iViewer,iNodeIDsHC,iVisible){var _this=_super.call(this,iViewer)||this;_this.mNodeIDs=iNodeIDsHC;_this.mVisible=iVisible;var model=_this.mViewer.getModel();_this.mNodeIDVisMap={};for(var _i=0,iNodeIDsHC_2=iNodeIDsHC;_i<iNodeIDsHC_2.length;_i++){var nodeIDHC=iNodeIDsHC_2[_i];_this.mNodeIDVisMap[nodeIDHC]=model.isVisibleForNodeHC(nodeIDHC)}return _this}eDwSetNodeVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilitiesForNodesHC(this.mNodeIDVisMap)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetNodeVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetNodeVisibilityCmd}(eDwSupportsHistoryCmd);return eDwSetNodeVisibilityCmd}));define("eDwSetViewCameraCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewCameraCmd=function(_super){__extends(eDwSetViewCameraCmd,_super);function eDwSetViewCameraCmd(iViewer,iSetViewCB){if(iSetViewCB===void 0){iSetViewCB=function(iViewer){return iViewer.SelectionMgr.setViewToSelectedFace()}}var _this=_super.call(this,iViewer)||this;_this.mSetViewCB=iSetViewCB;return _this}eDwSetViewCameraCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mViewer.getModel().isDrawing())return[2];return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialViewCamera=viewHC.getCamera();this.mFinalViewCamera=this.setView();return[2]}}))}))};eDwSetViewCameraCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialViewCamera&&!!this.mFinalViewCamera};Object.defineProperty(eDwSetViewCameraCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetViewCameraCmd.prototype.setView=function(){return this.mSetViewCB(this.mViewer)};return eDwSetViewCameraCmd}(eDwSupportsHistoryCmd);return eDwSetViewCameraCmd}));define("eDwSetViewCmd",["require","exports","eDwSetViewCameraCmd"],(function(require,exports,eDwSetViewCameraCmd){"use strict";var eDwSetViewCmd=function(_super){__extends(eDwSetViewCmd,_super);function eDwSetViewCmd(iViewer,iOrientation){var _this=_super.call(this,iViewer)||this;_this.mViewOrientation=iOrientation;return _this}eDwSetViewCmd.prototype.setView=function(){return this.mViewer.ViewMgr.setViewOrientation(this.mViewOrientation)};return eDwSetViewCmd}(eDwSetViewCameraCmd);return eDwSetViewCmd}));define("eDwSetViewNormalToSectionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewNormalToSectionCmd=function(_super){__extends(eDwSetViewNormalToSectionCmd,_super);function eDwSetViewNormalToSectionCmd(iViewer){return _super.call(this,iViewer)||this}eDwSetViewNormalToSectionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialCamera=viewHC.getCamera();this.mFinalCamera=this.mViewer.XSectionMgr.setViewToSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Committed",{get:function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialCamera&&!!this.mFinalCamera},enumerable:false,configurable:true});Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetViewNormalToSectionCmd}(eDwSupportsHistoryCmd);return eDwSetViewNormalToSectionCmd}));define("eDwShowOnlyCmd",["require","exports","eDwCommandMgr","eDwCompositeCmd","eDwSetHierNodeAttribsCmd"],(function(require,exports,eDwCommandMgr,eDwCompositeCmd,eDwSetHierNodeAttribsCmd){"use strict";var eDwShowOnlyCmd=function(_super){__extends(eDwShowOnlyCmd,_super);function eDwShowOnlyCmd(iViewer,iHierNodes){if(iHierNodes===void 0){iHierNodes=[]}var _this=_super.call(this,iViewer)||this;_this.FinalState=true;var model=iViewer.getModel();var modelView=model.getActiveModelView();var modelViewHierNode=modelView.Hierarchy;var childHierNodes=[];modelViewHierNode.getAllChildren(childHierNodes);if(iHierNodes.length){childHierNodes=childHierNodes.filter((function(hierNode){return iHierNodes.indexOf(hierNode)===-1}));_this.FinalState=false;_this.mSetHierNodeVisCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,iHierNodes,{Visible:true})}_this.InitialState=!_this.FinalState;_this.mSetHierNodeAttribsCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,childHierNodes,{Visible:_this.FinalState});return _this}eDwShowOnlyCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();return[4,cmdMgr.run(this.mSetHierNodeAttribsCmd,"commit")];case 1:_a.sent();return[4,cmdMgr.run(this.mSetHierNodeVisCmd,"commit")];case 2:_a.sent();return[4,_super.prototype.commit.call(this)];case 3:_a.sent();return[2]}}))}))};eDwShowOnlyCmd.prototype.isCommitted=function(){var visCmdCommitted=this.mSetHierNodeVisCmd?this.mSetHierNodeVisCmd.isCommitted:true;return _super.prototype.isCommitted.call(this)&&visCmdCommitted&&this.mSetHierNodeAttribsCmd.isCommitted()};Object.defineProperty(eDwShowOnlyCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowOnlyCmd}(eDwCompositeCmd);return eDwShowOnlyCmd}));define("eDwShowSectionCapCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwShowSectionCapCmd=function(_super){__extends(eDwShowSectionCapCmd,_super);function eDwShowSectionCapCmd(iViewer,iVisible){var _this=_super.call(this,iViewer)||this;_this.mInitialVisibility=_this.mViewer.XSectionMgr.SectionCapVisibility;_this.mFinalVisibility=iVisible;return _this}eDwShowSectionCapCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mInitialVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2]}}))}))};Object.defineProperty(eDwShowSectionCapCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowSectionCapCmd}(eDwSupportsHistoryCmd);return eDwShowSectionCapCmd}));define("eDwSupportsHistoryCmd",["require","exports","eDwHistoryMgr","eDwCmd"],(function(require,exports,eDwHistoryMgr,eDwCmd){"use strict";var eDwSupportsHistoryCmd=function(_super){__extends(eDwSupportsHistoryCmd,_super);function eDwSupportsHistoryCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mAddedToHistory=false;_this.mUndone=false;return _this}eDwSupportsHistoryCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&!this.isUndone();this.mUndone=true;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&this.isUndone();this.mUndone=false;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();eDwHistoryMgr.get().push(this);this.mAddedToHistory=true;return[2]}}))}))};eDwSupportsHistoryCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();return[2]}}))}))};eDwSupportsHistoryCmd.prototype.isCommitted=function(){return this.mAddedToHistory};eDwSupportsHistoryCmd.prototype.isUndone=function(){return this.mUndone};return eDwSupportsHistoryCmd}(eDwCmd);return eDwSupportsHistoryCmd}));define("eDwTableMgr",["require","exports"],(function(require,exports){"use strict";var eDwTableMgr=function(){function eDwTableMgr(iViewer){this.mViewer=iViewer;this.mTables=[]}eDwTableMgr.prototype.numTables=function(){return this.mTables.length};eDwTableMgr.prototype.getTables=function(){return this.mTables};eDwTableMgr.prototype.add=function(iHierNode){if(!iHierNode||iHierNode.Category!=="table")return;this.mTables.push(iHierNode)};return eDwTableMgr}();return eDwTableMgr}));define("eDwTimer",["require","exports"],(function(require,exports){"use strict";var eDwTimer=function(){function eDwTimer(){this.start()}eDwTimer.prototype.start=function(){this.mMilliSeconds=0;this.mSeconds=0;this.mMinutes=0;this.mHours=0;this.mDays=0;this.mStart=new Date};eDwTimer.prototype.ellapsed=function(){var endDate=new Date;var timeDiff=endDate.valueOf()-this.mStart.valueOf();this.mMilliSeconds=Math.round(timeDiff%1e3);timeDiff=Math.floor(timeDiff/1e3);this.mSeconds=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mMinutes=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mHours=Math.round(timeDiff%24);this.mDays=Math.floor(timeDiff/24)};eDwTimer.prototype.dumpToConsole=function(){console.debugLog("Timer","Elapsed time = "+this.mDays+" days - "+this.mHours+":"+this.mMinutes+":"+this.mSeconds+" and "+this.mMilliSeconds+" milliseconds")};Object.defineProperty(eDwTimer.prototype,"Days",{get:function(){return this.mDays},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Hours",{get:function(){return this.mHours},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Minutes",{get:function(){return this.mMinutes},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Seconds",{get:function(){return this.mSeconds},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"MilliSeconds",{get:function(){return this.mMilliSeconds},enumerable:false,configurable:true});return eDwTimer}();return eDwTimer}));define("eDwTouchOpsMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwTouchOpsMgr=function(){function eDwTouchOpsMgr(iViewer){iViewer.TouchOpsMgr=this;this.mViewer=iViewer}eDwTouchOpsMgr.prototype.unregister=function(){if(!eDwTouchOpsMgr.isTouchEnabled())return;for(var _i=0,_a=this.mTouchOpIDs;_i<_a.length;_i++){var touchOpID=_a[_i];this.mViewer.OperatorMgr.unregisterCustomOperatorByID(touchOpID)}delete this.mViewer.TouchOpsMgr};eDwTouchOpsMgr.prototype.addOp=function(iOp){if(!eDwTouchOpsMgr.isTouchEnabled())return-1;var opID=this.mViewer.OperatorMgr.registerCustomOperator(iOp,true);this.mTouchOpIDs.push(opID);return opID};eDwTouchOpsMgr.prototype.removeOp=function(iOpID){if(!eDwTouchOpsMgr.isTouchEnabled()||iOpID<0)return;var opIndex=this.mTouchOpIDs.indexOf(iOpID);if(opIndex>-1){this.mTouchOpIDs.splice(opIndex,1);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(iOpID)}};eDwTouchOpsMgr.isTouchEnabled=function(){function matchMedia(iFeature){return window.matchMedia&&window.matchMedia(iFeature).matches?true:false}var enabled=false;if("PointerEvent"in window&&"maxTouchPoints"in navigator){var maxTouchPoints=navigator.maxTouchPoints;if(utils.isNumber(maxTouchPoints)){if(navigator.maxTouchPoints>0){enabled=true}else if(navigator.maxTouchPoints===0&&matchMedia("(any-pointer:coarse)")){enabled=true}}}else{if(matchMedia("(any-pointer:coarse)")){enabled=true}else if("TouchEvent"in window||"ontouchstart"in window){enabled=true}}console.debugLog("TouchOps","Touch enabled = "+enabled);return enabled};return eDwTouchOpsMgr}();return eDwTouchOpsMgr}));define("eDwTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.EntityMode=exports.SectionPlaneOrientation=exports.HCI=exports.HC=void 0;var HC=Communicator;exports.HC=HC;var HCI=Communicator.Internal;exports.HCI=HCI;exports.SectionPlaneOrientation={XY:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,0,1)),Index:0},YZ:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(1,0,0)),Index:1},ZX:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,1,0)),Index:2}};exports.EntityMode={FACE:1,EDGE:2,VERTEX:4,HOLE:8,ALL:4294967295}}));define("eDwUI",["require","exports","eDwTypes","eDwKeyMgr","eDwUIBaseEventHandlers","eDwCommandMgr","eDwZoomToFitCmd","eDwDrawModeCmd","eDwAnimateCmd","eDwAmbientOcclusionCmd","eDwPerspectiveCmd","eDwSetViewCmd","eDwSetViewCameraCmd","eDwCompositeCmd","eDwSectionFlipCmd","eDwSetViewNormalToSectionCmd","eDwShowSectionCapCmd","eDwSectionShowCmd","eDwChangeSectionPlaneCmd","eDwUIPluginMgr","eDwEventMgr","eDwUIMessageReporter","eDwUIShortcutMenu","eDwUIUtils","eDrawingsWebViewerUtils","eDwEvents","utils"],(function(require,exports,eDwTypes_14,eDwKeyMgr_3,eDwUIBaseEventHandlers,eDwCommandMgr,eDwZoomToFitCmd,eDwDrawModeCmd,eDwAnimateCmd,eDwAmbientOcclusionCmd,eDwPerspectiveCmd,eDwSetViewCmd,eDwSetViewCameraCmd,eDwCompositeCmd,eDwSectionFlipCmd,eDwSetViewNormalToSectionCmd,eDwShowSectionCapCmd,eDwSectionShowCmd,eDwChangeSectionPlaneCmd,eDwUIPluginMgr,eDwEventMgr,eDwUIMessageReporter,eDwUIShortcutMenu_1,eDwUIUtils,eDrawingsWVUtils,eDwEvents,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUI=void 0;var eDwUI=function(){function eDwUI(){this.mUIEventHandlers=new UIEventHandlers(this,eDwUIUtils.getViewerElementName(),c_canvasID);this.mItemActiveCallbacks={};this.mItemDeactiveCallbacks={};solidworks.web.touch.support();this.awfulUIHacks()}eDwUI.prototype.initUIEvents=function(iViewerFeatOpts){this.mViewerFeatureOpts=iViewerFeatOpts;this.registerHTMLEvents()};eDwUI.prototype.init=function(iViewer){var _this=this;this.mViewer=iViewer;this.centerBottomBar();this.mViewer.XSectionMgr.SectionCapVisibility=true;$("#edrawings-section-capping-button").addClass("state-on-button");$("#edrawings-section-show-button").addClass("state-on-button");eDwUIUtils.hide(".edrawings-ui-main",false);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents.ResetSceneEvent,true)];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.toggleFullScreen=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var methodName,viewerElem,iExcp_14;return __generator(this,(function(_a){switch(_a.label){case 0:methodName="exitFullScreen()";_a.label=1;case 1:_a.trys.push([1,6,,7]);if(!l_isFullScreen())return[3,3];document.exitFullscreen=document.exitFullscreen||utils.getFirstMatchedMethodObj(document,"xitFullscreen");if(!document.exitFullscreen){console.warn("exitFullscreen() does not exist.");return[2]}return[4,document.exitFullscreen()];case 2:_a.sent();return[3,5];case 3:methodName="requestFullscreen()";viewerElem=$("#edrawings-viewer")[0];viewerElem.requestFullscreen=viewerElem.requestFullscreen||utils.getFirstMatchedMethodObj(viewerElem,"equestFullscreen");if(!viewerElem.requestFullscreen){console.warn("requestFullscreen() does not exist.");return[2]}return[4,viewerElem.requestFullscreen()];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_14=_a.sent();console.warn(methodName+" failed.  It took too long.");return[3,7];case 7:return[2]}}))}))})()};eDwUI.prototype.unregister=function(){this.unregisterHTMLEvents();UIEventHandlers.doModelDataUnloadActions(this.mViewer)};eDwUI.prototype.setDrawMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var drawModeCmd;return __generator(this,(function(_a){switch(_a.label){case 0:drawModeCmd=new eDwDrawModeCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(drawModeCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setInitialDrawMode=function(){if(!this.mViewer.ViewerFeatureOpts.RenderType)return;this.setDrawMode(this.mViewer.ViewerFeatureOpts.RenderType)};eDwUI.prototype.setPerspectiveMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveCmd;return __generator(this,(function(_a){switch(_a.label){case 0:perspectiveCmd=new eDwPerspectiveCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(perspectiveCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.hideAllOtherPanels=function(iPanelCSSClassName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iPanelCSSClassName!==".edrawings-hud-menu"))return[3,2];return[4,this.hideActiveHUDMenu()];case 1:_a.sent();_a.label=2;case 2:if(!(iPanelCSSClassName!==".edrawings-submenu"))return[3,4];return[4,this.hideActiveSubmenu()];case 3:_a.sent();_a.label=4;case 4:eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();return[2]}}))}))};eDwUI.prototype.onClick=function(iID,iActivate){var activateCallback=this.mItemActiveCallbacks[iID];var deactivateCallback=this.mItemDeactiveCallbacks[iID];if(iActivate){if(activateCallback)activateCallback()}else{if(deactivateCallback)deactivateCallback()}return activateCallback||deactivateCallback?true:false};eDwUI.prototype.registerHTMLEvents=function(){var _this=this;this.mUIEventHandlers.addHTMLEventHandlers(this.mViewerFeatureOpts);this.mModelDataLoadCompleteHandler=function(iEvent,iViewer){_this.mViewer=iViewer;eDwUIBaseEventHandlers.doModelDataLoadCompleteActions(_this.mUIEventHandlers,iViewer)};$("#"+c_canvasID).on("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);var self=this;this.registerButtonForClickEffect("edrawings-section-flip-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var sectionFlipCmd;return __generator(this,(function(_a){switch(_a.label){case 0:sectionFlipCmd=new eDwSectionFlipCmd(this.mViewer);return[4,eDwCommandMgr.get().run(sectionFlipCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-section-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewNormalToSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewNormalToSectionCmd=new eDwSetViewNormalToSectionCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewNormalToSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));function setXSectionOrientation(iEvent,iUI,iOrientation){iUI.setXSectionOrientation(iOrientation);eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.currentTarget))}$("#edrawings-section-xz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.ZX)}));$("#edrawings-section-yz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.YZ)}));$("#edrawings-section-xy-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.XY)}));$("#edrawings-section-capping-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var visibility=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showCapsCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showCapsCmd=new eDwShowSectionCapCmd(this.mViewer,visibility);return[4,eDwCommandMgr.get().run(showCapsCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));$("#edrawings-section-show-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var showSection=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showSectionCmd=new eDwSectionShowCmd(this.mViewer,showSection);return[4,eDwCommandMgr.get().run(showSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));this.mItemActiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){function compositeSectionDone(ioCmd){ioCmd.clearSubCmds();self.mViewer.XSectionMgr.deactivateCurrent();self.mViewer.XSectionMgr.turnOnSectionPlane(false)}var self;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.addPanelModeEvents("#edrawings-section-menu",".edw.section","#edrawings-button-section");this.mCompositeXSectionCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeXSectionCmd);this.mCompositeXSectionCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.XSectionMgr.turnOnSectionPlane(true);this.setXSectionOrientation();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))}});self=this;if(!!this.mViewer.getModel().isDrawing())return[3,2];return[4,this.setActiveSubmenu("#edrawings-button-section","#edrawings-section-menu")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.deactivateMoveInput(".edw.section");return[4,eDwCommandMgr.get().remove(this.mCompositeXSectionCmd,"cancel")];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-section"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-section"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateDebugPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){var shortcutMenu;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-debug","#edrawings-debug-menu",".edw.debug",iHandlers)];case 1:_a.sent();if(iActivate){shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(c_debugGroupName)}shortcutMenu.addMenuItem(c_debugGroupName,"edrawings-debug-node-matrices",(function(iEvent,iUIItemJQ,iArg){if(utils.isOfType(iArg,"attr")){var nodeIDHC=parseInt(iArg.attr("data-hoopsid"),10);if(utils.isNumber(nodeIDHC)){var modelHC=self.mViewer.getModel().getHCModel();var matrixHC=modelHC.getNodeMatrix(nodeIDHC);var msg="<div>Matrix = "+JSON.stringify(matrixHC)+"</div>";matrixHC=modelHC.getNodeNetMatrix(nodeIDHC);msg+="<div>Net matrix = "+JSON.stringify(matrixHC)+"</div>";eDwUIMessageReporter.showMessageInDebugPanel(msg)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}))}else{eDwUIShortcutMenu_1.eDwUIShortcutMenu.get().removeAllMenuItems(c_debugGroupName)}return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-debug"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-debug"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));this.mItemActiveCallbacks["#edrawings-button-reset"]=function(){return __awaiter(_this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){eDwUIUtils.resetToHomeView(this.mViewer);window.setTimeout((function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI()];case 1:_a.sent();return[2]}}))}))})()}),1e3);return[2]}))}))};$(document).on(c_fullScreenChange,(function(iEvent){if(l_isFullScreen()){l_fullScreenBtnJS.removeClass(c_restoreClass)}else{l_fullScreenBtnJS.addClass(c_restoreClass);$("#edrawings-canvas-canvas-container").css({"background-color":""})}}));$("#edrawings-button-fs").on("click.edw",(function(){_this.toggleFullScreen()}));function clickDrawMode(iUI,iMode){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:iUI.setDrawMode(iMode);return[4,iUI.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}$("#edrawings-button-shaded-hlrr").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesRemoved")}));$("#edrawings-button-shaded-hlrv").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesVisible")}));$("#edrawings-button-shaded-wireframe").on("click.edw",(function(){clickDrawMode(_this,"Wireframe")}));$("#edrawings-button-shaded-full").on("click.edw",(function(){clickDrawMode(_this,"ShadedWithEdges")}));$("#edrawings-button-shaded-noedges").on("click.edw",(function(){clickDrawMode(_this,"Shaded")}));this.mItemActiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){var animateCmd;return __generator(this,(function(_a){switch(_a.label){case 0:animateCmd=new eDwAnimateCmd(this.mViewer);return[4,eDwCommandMgr.get().run(animateCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mItemActiveCallbacks["#edrawings-button-animate"]()];case 1:_a.sent();return[2]}}))}))};$("#edrawings-button-frame-file-open").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-view"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view","#edrawings-hud-view-menu")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-help"]=function(){return __awaiter(_this,void 0,void 0,(function(){var version,viewerHC;return __generator(this,(function(_a){switch(_a.label){case 0:version="<div>Version #: "+eDrawingsWVUtils.getViewerVersion()+"</div>";if(this.mViewerFeatureOpts.Debug){viewerHC=this.mViewer.HCViewer;version+="<div>HC Version:"+viewerHC.getViewerVersionString()+"</div><div>Format Version: "+viewerHC.getFormatVersionString()+"<div>"}$("#edrawings-version").html(version);return[4,this.setActiveHUDMenu("#edrawings-button-help","#edrawings-hud-help-menu")];case 1:_a.sent();return[2]}}))}))};$("#edrawings-hud-help-close").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-zoomtofit"]=function(){return __awaiter(_this,void 0,void 0,(function(){var viewHC,curModelView,nodeID,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:viewHC=this.mViewer.getHCView();curModelView=this.mViewer.getModel().getActiveModelView();nodeID=curModelView.Hierarchy.HOOPSID;zoomToFitCmd=new eDwZoomToFitCmd(this.mViewer,nodeID,viewHC.getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-shaded"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-shaded","#edrawings-hud-shaded-menu")];case 1:_a.sent();return[2]}}))}))};function togglePanel(iActivate,iButtonID,iPanelID,iInputEventIDSuffix,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iActivate)return[3,2];return[4,self.setActiveSubmenu(iButtonID,iPanelID)];case 1:_a.sent();eDwUIUtils.addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID);return[3,3];case 2:eDwUIUtils.deactivateMoveInput(iInputEventIDSuffix);_a.label=3;case 3:return[2]}}))}))}function activateSheetPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-sheet-tree","#edrawings-sheet-tree-menu",".edw.sheet",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-sheet-tree"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateLayerPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-layer-control","#edrawings-layer-control-menu",".edw.layer",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-layer-control"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));eDwKeyMgr_3.eDwKeyMgr.get().add({key:"F11"},"keydown",(function(iEvent){iEvent.preventDefault();_this.toggleFullScreen();iEvent.stopPropagation()}));this.mItemActiveCallbacks["#edrawings-button-view-settings"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view-settings","#edrawings-hud-view-settings-menu")];case 1:_a.sent();return[2]}}))}))};var ambientOcc=$("#edrawings-button-view-ambient-occlusion");ambientOcc.on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var buttonActive,ambientOcclCmd;return __generator(this,(function(_a){switch(_a.label){case 0:buttonActive=ambientOcc.hasClass("state-on-button");return[4,this.hideActiveHUDMenu()];case 1:_a.sent();if(buttonActive)ambientOcc.removeClass("state-on-button");else ambientOcc.addClass("state-on-button");ambientOcclCmd=new eDwAmbientOcclusionCmd(this.mViewer,!buttonActive);return[4,eDwCommandMgr.get().run(ambientOcclCmd,"commit")];case 2:_a.sent();return[2]}}))}))})()}));$("#edrawings-button-view-perspective").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveMode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();perspectiveMode=!this.mViewer.getPerspectiveMode();this.setPerspectiveMode(perspectiveMode);return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-button-view-top",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Top)}));this.registerButtonForClickEffect("edrawings-button-view-bottom",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Bottom)}));this.registerButtonForClickEffect("edrawings-button-view-left",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Left)}));this.registerButtonForClickEffect("edrawings-button-view-right",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Right)}));this.registerButtonForClickEffect("edrawings-button-view-front",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Front)}));this.registerButtonForClickEffect("edrawings-button-view-back",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Back)}));this.registerButtonForClickEffect("edrawings-button-view-iso",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Iso)}))};eDwUI.prototype.unregisterHTMLEvents=function(){this.mUIEventHandlers.removeHTMLEventHandlers();$("#"+c_canvasID).off("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);$("#edrawings-section-xz-button").off("click.edw");$("#edrawings-section-yz-button").off("click.edw");$("#edrawings-section-xy-button").off("click.edw");$("#edrawings-section-capping-button").off("click.edw");$("#edrawings-section-show-button").off("click.edw");$("#edrawings-button-fs").off("click.edw");$("#edrawings-button-shaded-hlrr").off("click.edw");$("#edrawings-button-shaded-hlrv").off("click.edw");$("#edrawings-button-shaded-wireframe").off("click.edw");$("#edrawings-button-shaded-full").off("click.edw");$("#edrawings-button-shaded-noedges").off("click.edw");$("#edrawings-button-sheets").off("click.edw");$("#edrawings-button-frame-file-open").off("click.edw");$("#edrawings-button-view-ambient-occlusion").off("click.edw");$("#edrawings-button-view-perspective").off("click.edw");$("#edrawings-hud-help-close").off("click.edw");$(document).off(c_fullScreenChange);$(document).off("click.edw");$(document).off("mousedown.edw");$(document).off("dblclick.edw");this.unregisterButtonForClickEffect("edrawings-section-flip-button");this.unregisterButtonForClickEffect("edrawings-section-normal-button");this.unregisterButtonForClickEffect("edrawings-face-normal-button");this.unregisterButtonForClickEffect("edrawings-button-view-top");this.unregisterButtonForClickEffect("edrawings-button-view-bottom");this.unregisterButtonForClickEffect("edrawings-button-view-left");this.unregisterButtonForClickEffect("edrawings-button-view-right");this.unregisterButtonForClickEffect("edrawings-button-view-front");this.unregisterButtonForClickEffect("edrawings-button-view-back");this.unregisterButtonForClickEffect("edrawings-button-view-iso")};eDwUI.prototype.setActiveSubmenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.hideActiveSubmenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.centerBottomBar=function(iWidth,iHeight){$(".tool-bar").css({height:"auto"});var barJQ=$(".tool-bar");var viewerElemJQ=$(eDwUIUtils.getViewerElementID());var leftButtonsJQ=$(".edrawings-icon-set.left");var rightButtonsJQ=$(".edrawings-icon-set.right");var centerButtonsJQ=$(".edrawings-icon-set.center");var width=(iWidth?iWidth:viewerElemJQ.width())-1;if(navigator.userAgent.indexOf("Trident")>=0){width=viewerElemJQ[0].clientWidth-1}barJQ.css({position:"absolute"});leftButtonsJQ.css({left:1+"px",position:"absolute"});rightButtonsJQ.css({right:1+"px",position:"absolute"});centerButtonsJQ.css({left:width/2-52/2+"px",position:"absolute"})};eDwUI.prototype.setActiveHUDMenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var buttonJQ,buttonOffset,posx,posy,canvasWidth,panelJQ,panelWidth;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 2:_a.sent();if(iButtonID!=="#edrawings-button-help"){buttonJQ=$(iButtonID);buttonOffset=buttonJQ.offset();posx=buttonOffset.left;posy=buttonOffset.top+parseInt(buttonJQ.css("marginTop"))+parseInt(buttonJQ.css("borderTopWidth"))+buttonJQ.height();canvasWidth=$("#edrawings-canvas").width();panelJQ=$(iPanelID);panelWidth=panelJQ[0].offsetWidth;if(posx+panelWidth>canvasWidth){posx=canvasWidth-panelWidth-10}panelJQ.css({top:posy+"px",left:posx+"px"})}return[2]}}))}))};eDwUI.prototype.hideActiveHUDMenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.registerButtonForClickEffect=function(iButtonID,iHandler){var butJQ=$("#"+iButtonID);butJQ.on("mousedown.edw",(function(){butJQ.addClass("edrawings-on-state");eDwUIUtils.scrollToTarget(butJQ)}));butJQ.on("mouseup.edw",(function(){butJQ.removeClass("edrawings-on-state");iHandler()}))};eDwUI.prototype.unregisterButtonForClickEffect=function(iButtonID){var butJQ=$("#"+iButtonID);butJQ.off("mousedown.edw");butJQ.off("mouseup.edw")};eDwUI.prototype.setViewOrientation=function(iOrientation){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCmd=new eDwSetViewCmd(this.mViewer,iOrientation);return[4,eDwCommandMgr.get().run(setViewCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setXSectionOrientation=function(iNewSection){var _this=this;function setActive(iButtonID,iIsActive){$(iButtonID)[iIsActive?"addClass":"removeClass"]("state-on-button")}var sectionMgr=this.mViewer.XSectionMgr;var sectionIndex=iNewSection?iNewSection.Index:sectionMgr.SectionIndex;var planeFromEnum=null;switch(sectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",true);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",true);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:eDwUIUtils.hide("#edrawings-section-xy-button",false);eDwUIUtils.hide("#edrawings-section-yz-button",false);eDwUIUtils.hide("#edrawings-section-xz-button",false);setActive("#edrawings-section-xy-button",true);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported section plane orientation");break}var origPlaneEnum=null;if(sectionIndex!==sectionMgr.SectionIndex){switch(sectionMgr.SectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported initial section plane orientation");break}if(planeFromEnum&&origPlaneEnum){(function(){return __awaiter(_this,void 0,void 0,(function(){var changeSectionPlaneCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeSectionPlaneCmd=new eDwChangeSectionPlaneCmd(this.mViewer,origPlaneEnum,planeFromEnum);return[4,eDwCommandMgr.get().run(changeSectionPlaneCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}}};eDwUI.prototype.awfulUIHacks=function(){var _this=this;l_init=function(){$("#edrawings-face-normal-button").removeClass("edrawings-inactive");_this.registerButtonForClickEffect("edrawings-face-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCameraCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCameraCmd=new eDwSetViewCameraCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewCameraCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()}))};l_uninit=function(){$("#edrawings-face-normal-button").addClass("edrawings-inactive");_this.unregisterButtonForClickEffect("edrawings-face-normal-button")}};return eDwUI}();exports.eDwUI=eDwUI;var UIEventHandlers=function(_super){__extends(UIEventHandlers,_super);function UIEventHandlers(iUI,iViewerHTMLID,iViewerHTMLCanvasID){var _this=_super.call(this,iViewerHTMLID,iViewerHTMLCanvasID)||this;_this.mUI=iUI;return _this}UIEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;_super.prototype.addHTMLEventHandlers.call(this,iViewerFeatOpts);$("#edrawings-viewer").on("click.edw",".edrawings-tool-button",(function(iEvent){_this.onClick(iEvent,".edrawings-tool-button")}));$("#edrawings-viewer").on("click.edw",".edrawings-hud-button",(function(iEvent){_this.onClick(iEvent,".edrawings-hud-button",".edrawings-submenu")}));this.mUIHTMLEventMgr.addEventHandler("window","beforeunload",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));this.mUIHTMLEventMgr.addEventHandler("window","Timeout",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));$(".edrawings-menu-close").on("click.edw",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.deactivateActiveButton(".edrawings-tool-button")];case 1:_a.sent();return[2]}}))}))})()}));var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.on("edw:ChangeViewerStyling",(function(iEvent,iStyleClassName){viewerJQ.removeClass("edrawings-viewer-regular");viewerJQ.removeClass("edrawings-viewer-timeout");if(iStyleClassName)viewerJQ.addClass(iStyleClassName)}));viewerJQ.on("edw:HidePanels",(function(iEvent,iSkipPanelsWithClass){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mUI.hideAllOtherPanels(iSkipPanelsWithClass)];case 1:_a.sent();return[2]}}))}))})()}));viewerJQ.on("edw:ReInitViewer",(function(iEvent,iViewerFeatOpts){_this.mUI.unregister();_this.mUI.initUIEvents(iViewerFeatOpts)}))};UIEventHandlers.prototype.removeHTMLEventHandlers=function(){_super.prototype.removeHTMLEventHandlers.call(this);$(".edrawings-menu-close").off("click.edw");$("#edrawings-viewer").off("click.edw",".edrawings-tool-button");$("#edrawings-viewer").off("click.edw",".edrawings-hud-button");var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.off("edw:ChangeViewerStyling");viewerJQ.off("edw:HidePanels");viewerJQ.off("edw:ReInitViewer")};UIEventHandlers.doModelDataUnloadActions=function(iViewer){eDwUIBaseEventHandlers.doModelDataUnloadActions(iViewer)};UIEventHandlers.prototype.onInit=function(iViewer){var viewerFeatureOpts=iViewer.ViewerFeatureOpts;var model=iViewer.getModel();var isDrawing=model.isDrawing();eDwUIUtils.hide("#edrawings-button-reset",false);eDwUIUtils.hide("#edrawings-button-shaded",isDrawing);eDwUIUtils.hide("#edrawings-button-view-settings",isDrawing);eDwUIUtils.hide("#edrawings-button-animate",isDrawing);eDwUIUtils.hide("#edrawings-button-section",isDrawing);eDwUIUtils.hide("#edrawings-button-view",isDrawing);eDwUIUtils.hide("#edrawings-button-debug",!viewerFeatureOpts.Debug);eDwUIUtils.hide("#edrawings-button-tables-control",isDrawing||iViewer.TableMgr.numTables()===0);eDwUIUtils.hide("#edrawings-button-sheet-tree",!isDrawing);eDwUIUtils.hide("#edrawings-button-layer-control",!isDrawing);eDwUIUtils.hide(".edrawings-icon-set.center",isDrawing);this.removeHTMLEventHandlers()};UIEventHandlers.prototype.onInitFullUI=function(iViewer){_super.prototype.onInitFullUI.call(this,iViewer);this.addHTMLEventHandlers(iViewer.ViewerFeatureOpts);this.mUI.init(iViewer);eDwUIUtils.hide("#WaitBanner",true)};UIEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){_super.prototype.onSelect.call(this,iViewer,iSelObjs);if(l_init)l_init()};UIEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){_super.prototype.onUnselect.call(this,iViewer,iSelObjs);if(l_uninit)l_uninit()};UIEventHandlers.prototype.onTimeout=function(iViewer){eDwUIUtils.hide("#TimeoutBanner",false);$(eDwUIUtils.getViewerElementID()).trigger("edw:ChangeViewerStyling","edrawings-viewer-timeout")};UIEventHandlers.prototype.onStartAnimation=function(iViewer){var eDwViewer=iViewer;$("#edrawings-canvas").on("click.edw",(function(){eDwViewer.ViewMgr.stop()}));var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.removeClass("edrawings-animate-play-icon");animateBtnJQ.addClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onStopAnimation=function(iViewer){var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.addClass("edrawings-animate-play-icon");animateBtnJQ.removeClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onAmbientOcclusionChange=function(iViewer,iAmbientOcclusionOn){var ambientOccButton=$("#edrawings-button-view-ambient-occlusion");if(iAmbientOcclusionOn){if(!ambientOccButton.hasClass("state-on-button")){ambientOccButton.addClass("state-on-button")}}else{if(ambientOccButton.hasClass("state-on-button")){ambientOccButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onProjectionModeChange=function(iViewer,iPerspectiveOn){var perspectiveButton=$("#edrawings-button-view-perspective");if(iPerspectiveOn){if(!perspectiveButton.hasClass("state-on-button")){perspectiveButton.addClass("state-on-button")}}else{if(perspectiveButton.hasClass("state-on-button")){perspectiveButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onDrawModeChange=function(iViewer,iDrawMode){function setActive(iButtonID,iIsActive){if(iIsActive&&!$(iButtonID).hasClass("state-on-button")){$(iButtonID).addClass("state-on-button")}else if(!iIsActive&&$(iButtonID).hasClass("state-on-button")){$(iButtonID).removeClass("state-on-button")}}function setActiveInGroup(iButtonID){setActive("#edrawings-button-shaded-full",false);setActive("#edrawings-button-shaded-noedges",false);setActive("#edrawings-button-shaded-wireframe",false);setActive("#edrawings-button-shaded-hlrr",false);setActive("#edrawings-button-shaded-hlrv",false);setActive(iButtonID,true)}switch(iDrawMode){case"ShadedWithEdges":setActiveInGroup("#edrawings-button-shaded-full");break;case"Shaded":setActiveInGroup("#edrawings-button-shaded-noedges");break;case"HiddenLinesRemoved":setActiveInGroup("#edrawings-button-shaded-hlrr");break;case"HiddenLinesVisible":setActiveInGroup("#edrawings-button-shaded-hlrv");break;case"Wireframe":setActiveInGroup("#edrawings-button-shaded-wireframe");break;default:throw new Error("Unknown draw mode in UI:"+iDrawMode)}};UIEventHandlers.prototype.onClick=function(iEvent,iButtonCSSClassName,iPanelCSSClassName){var _this=this;if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}(function(){return __awaiter(_this,void 0,void 0,(function(){var targetJQ,buttonClickedID,deactivatedButtonID;return __generator(this,(function(_a){switch(_a.label){case 0:targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);buttonClickedID=targetJQ.closest(iButtonCSSClassName).attr("id");return[4,this.deactivateActiveButton(iButtonCSSClassName,iPanelCSSClassName)];case 1:deactivatedButtonID=_a.sent();if(deactivatedButtonID===buttonClickedID)return[2];this.handleClick("#"+buttonClickedID,true);return[2]}}))}))})()};UIEventHandlers.prototype.deactivateActiveButton=function(iButtonCSSClassName,iPanelCSSClassName){if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonID,activeButtonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonID="";activeButtonJQ=$(iButtonCSSClassName+".active-button");return[4,this.mUI.hideAllOtherPanels(iPanelCSSClassName)];case 1:_a.sent();if(activeButtonJQ.length){activeButtonID=activeButtonJQ[0].id;this.handleClick("#"+activeButtonID,false)}return[2,activeButtonID]}}))}))};UIEventHandlers.prototype.handleClick=function(iButtonID,iActivate){eDwUIUtils.scrollToTarget($(iButtonID));if(!this.mUI.onClick(iButtonID,iActivate)){var pluginMgr=eDwUIPluginMgr.get();pluginMgr.onClick(iButtonID,iActivate)}};return UIEventHandlers}(eDwUIBaseEventHandlers);var c_fullScreenChange="fullscreenchange.edw MSFullscreenChange.edw"+" webkitfullscreenchange.edw";var c_restoreClass="edrawings-button-fs-restore";var c_canvasID="edrawings-canvas";var c_debugGroupName="Debug";var l_fullScreenBtnJS;var l_init;var l_uninit;function l_isFullScreen(){if(!l_fullScreenBtnJS)l_fullScreenBtnJS=$("#edrawings-button-fs");return l_fullScreenBtnJS.hasClass(c_restoreClass)}}));define("eDwUIBaseEventHandlers",["require","exports","eDwEventMgr","eDwUIHTMLEventMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwCompositeCmd","eDwSetLayerVisibilityCmd","eDwUIPluginMgr","eDwEvents","eDwUIUtils","eDwUIShortcutMenu","utils"],(function(require,exports,eDwEventMgr,eDwUIHTMLEventMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwCompositeCmd,eDwSetLayerVisibilityCmd,eDwUIPluginMgr,eDwEvents,eDwUIUtils,eDwUIShortcutMenu_2,utils){"use strict";var eDwUIBaseEventHandlers=function(){function eDwUIBaseEventHandlers(iViewerHTMLID,iViewerHTMLCanvasID){this.mViewerHTMLID=iViewerHTMLID;this.mViewerHTMLCanvasID=iViewerHTMLCanvasID;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr}eDwUIBaseEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;this.mViewerFeatureOpts=iViewerFeatOpts;var eventMgrHTML=this.mUIHTMLEventMgr;eventMgrHTML.addEventHandler("window","resize",(function(iEvent){_this.onResize(iEvent,_this.mViewer)}));eDwEventMgr.get().addEventHandlerFunc(eDwEvents.ResetSceneEvent,l_onResize);eDwUIUtils.addSubTreeArrowEventHandler(eventMgrHTML,"#edrawings-sheet-tree-menu");eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(targetJQ.hasClass("edrawings-root")){return}var selObjIDHC=eDwUIUtils.getIDHC(targetJQ);if(isNaN(selObjIDHC)||selObjIDHC<0){return}(function(){return __awaiter(_this,void 0,void 0,(function(){var cmdMgr,zoomToViewCmd,targetModelView,model,modelHC,modelViews,_i,modelViews_4,modelView,configIDHC,configChildren,activeModelView,changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();zoomToViewCmd=new eDwCompositeCmd(this.mViewer);zoomToViewCmd.initCmdActionImplementation();return[4,cmdMgr.add(zoomToViewCmd)];case 1:_a.sent();targetModelView=null;model=this.mViewer.getModel();modelHC=model.getHCModel();modelViews=model.getModelViews();for(_i=0,modelViews_4=modelViews;_i<modelViews_4.length;_i++){modelView=modelViews_4[_i];configIDHC=modelView.Hierarchy.HOOPSID;configChildren=modelHC.getNodeChildren(configIDHC);if(-1!==configChildren.indexOf(selObjIDHC)){targetModelView=modelView;break}}activeModelView=this.mViewer.getModel().getActiveModelView();if(!(targetModelView&&targetModelView!==activeModelView))return[3,3];this.mViewer.SelectionMgr.selectByID(selObjIDHC);changeModelViewCmd=new eDwChangeModelViewCmd(this.mViewer,targetModelView);return[4,cmdMgr.run(changeModelViewCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:this.onLeftDoubleClick(this.mViewer);return[4,cmdMgr.remove(zoomToViewCmd,"commit")];case 4:_a.sent();return[2]}}))}))})()}));var switchModelView=function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".item-tree-text")};eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-root","click",switchModelView);eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,"#edrawings-debug-menu");var inputSelectorName="#edrawings-console-debug-categories "+".edrawings-menu-search-input";eventMgrHTML.addDelegatedEventHandler(inputSelectorName,"blur",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var inputElem=targetJQ[0];var categories=inputElem.value.split(",");if(categories.length===0)return;for(var _i=0,categories_1=categories;_i<categories_1.length;_i++){var category=categories_1[_i];category=category.trim();if(!category)continue;console.debugLogCategories.push(category);var pos=console.excludeDebugLogCategories.indexOf(category);if(pos>-1){console.excludeDebugLogCategories.slice(pos,1)}}}));var selectorName="#edrawings-debug-menu .edrawings-submenu-list-item";eventMgrHTML.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;$(selectorName).removeClass("edrawings-list-selected");$(targetJQ).addClass("edrawings-list-selected");_this.mViewer.SelectionMgr.selectByID(id)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-debug-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;_this.onLeftDoubleClick(_this.mViewer)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-cancel","click",(function(iEvent){$("#edrawings-debug-menu "+".edrawings-menu-search-input").val("");var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-input","keyup",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .item-layer-checkbox","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var layerName=eDwUIUtils.getSpanText(targetJQ.next("span.item-tree-text"));var isVisible=targetJQ.prop("checked");_this.setOneLayerVisibility(layerName,isVisible)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .layer-all","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var isVisible=targetJQ.prop("checked");_this.setAllLayerVisibility(isVisible)}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseover",(function(iEvent){var filenameJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);if(filenameJQ.length===1&&filenameJQ[0].scrollWidth>filenameJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,filenameJQ,$("#edrawings-filename-text").text())}}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseover",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var itemTreeTextJQ=targetJQ.find(".item-tree-text");var edrawingsSubmenuListJQ=targetJQ.closest(".edrawings-submenu-list");if(edrawingsSubmenuListJQ.length===1&&itemTreeTextJQ.length===1&&itemTreeTextJQ[0].scrollWidth>itemTreeTextJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,itemTreeTextJQ,itemTreeTextJQ.text())}}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",-c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-hud-bar .edrawings-hud-bar-content","#edrawings-hud-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-up)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",-c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-down)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-left-bar .edrawings-tool-bar-content","#edrawings-left-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))}))};eDwUIBaseEventHandlers.prototype.addDefaultHTMLPanelCloseEventHandlers=function(){if(this.mViewerFeatureOpts.Debug){eDwUIUtils.addCloseEventHandler("#edrawings-debug-menu",this.mUIHTMLEventMgr)}eDwUIUtils.addCloseEventHandler("#edrawings-sheet-tree-menu",this.mUIHTMLEventMgr);eDwUIUtils.addCloseEventHandler("#edrawings-layer-control-menu",this.mUIHTMLEventMgr)};eDwUIBaseEventHandlers.doModelDataLoadCompleteActions=function(ioEventHandlerObj,iViewer){ioEventHandlerObj.mViewer=iViewer;l_loadUIPlugins(iViewer);var handlerObj=ioEventHandlerObj;var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents.InitEvent,handlerObj,"onInit");eventMgr.addEventHandlerObj(eDwEvents.InitFullUIEvent,handlerObj,"onInitFullUI");eventMgr.addEventHandlerObj(eDwEvents.SelectEvent,handlerObj,"onSelect");eventMgr.addEventHandlerObj(eDwEvents.UnselectEvent,handlerObj,"onUnselect");eventMgr.addEventHandlerObj(eDwEvents.StartAnimationEvent,handlerObj,"onStartAnimation");eventMgr.addEventHandlerObj(eDwEvents.StopAnimationEvent,handlerObj,"onStopAnimation");eventMgr.addEventHandlerObj(eDwEvents.LeftDoubleClickEvent,handlerObj,"onLeftDoubleClick");eventMgr.addEventHandlerObj(eDwEvents.TimeoutEvent,handlerObj,"onTimeout");eventMgr.addEventHandlerObj(eDwEvents.DrawModeChangeEvent,handlerObj,"onDrawModeChange");eventMgr.addEventHandlerObj(eDwEvents.ProjModeChangeEvent,handlerObj,"onProjectionModeChange");eventMgr.addEventHandlerObj(eDwEvents.NodeAttribChangeEvent,handlerObj,"onNodeAttribChanged");eventMgr.addEventHandlerObj(eDwEvents.ResetSceneEvent,handlerObj,"onResetScene");eventMgr.addEventHandlerObj(eDwEvents.AmbientOcclChangeEvent,handlerObj,"onAmbientOcclusionChange");eventMgr.addEventHandlerObj(eDwEvents.DoneEvent,handlerObj,"onDone");eventMgr.addEventHandlerObj(eDwEvents.ModelViewChangeEvent,handlerObj,"onModelViewChange")};eDwUIBaseEventHandlers.prototype.removeHTMLEventHandlers=function(){eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-hud-bar .edrawings-hud-bar-content");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-left-bar .edrawings-tool-bar-content");this.mUIHTMLEventMgr.removeAllEventHandlers();eDwUIShortcutMenu_2.eDwUIShortcutMenu.destroy()};eDwUIBaseEventHandlers.doModelDataUnloadActions=function(iViewer){l_unloadUIPlugins();if(iViewer)iViewer.unregister();eDwEventMgr.get().removeAllEventHandlers()};eDwUIBaseEventHandlers.prototype.onInit=function(iViewer){this.mViewer=iViewer};eDwUIBaseEventHandlers.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iViewer.getModel().getActiveModelView(),true)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onDone=function(iViewer){iViewer.destroy()};eDwUIBaseEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,true)};eDwUIBaseEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,false)};eDwUIBaseEventHandlers.prototype.onLeftDoubleClick=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_2.eDwUIShortcutMenu.hide()};eDwUIBaseEventHandlers.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iNewModelView)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){if(iViewer.ViewerFeatureOpts.Debug){for(var _i=0,iHierNodesAndAttribs_3=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_3.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_3[_i];console.debugLog("NodeAttribChanged","Node (name = "+hierNodeAndAttribs.HierNode.Name+", ID = "+hierNodeAndAttribs.HierNode.HOOPSID+") attributes = "+JSON.stringify(hierNodeAndAttribs.Attribs))}}eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIBaseEventHandlers.prototype.onResize=function(iEvent,iViewer){if(iViewer)iViewer.HCViewer.resizeCanvas();l_onResize()};eDwUIBaseEventHandlers.prototype.setOneLayerVisibility=function(layerName,isVisible){var layers=this.mViewer.getModel().getLayers();var layer;for(var _i=0,layers_1=layers;_i<layers_1.length;_i++){layer=layers_1[_i];if(layer.getName()===layerName)break}if(!layer)return;this.setLayersVisibility([layer],isVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");var isAnyShow=false,isAnyHidden=false;$.each(eachLayer,(function(iIdx,iTarget){if($(iTarget).prop("checked")){isAnyShow=true}else{isAnyHidden=true}}));var allLayerBox=$("#edrawings-layer-control-menu .layer-all");if(isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",true)}if(isAnyShow&&!isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",true)}if(!isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setAllLayerVisibility=function(iVisible){var activeModelView=this.mViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return;this.setLayersVisibility(this.mViewer.getModel().getLayers(),iVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");if(iVisible){eachLayer.prop("checked",true)}else{eachLayer.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setLayersVisibility=function(iLayers,iVisible){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setNodeVisCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setNodeVisCmd=new eDwSetLayerVisibilityCmd(this.mViewer,iLayers,iVisible);return[4,eDwCommandMgr.get().run(setNodeVisCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.handleSelectionChange=function(iViewer,iSelObjs,iIsObjSelected){var model=iViewer.getModel();if(!model.isDrawing())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjs_1=iSelObjs;_i<iSelObjs_1.length;_i++){var selObj=iSelObjs_1[_i];var selIDHC=selObj.getNodeId();if(!utils.isNumber(selIDHC))continue;var selHierNode=activeModelView.Nodes[selIDHC];eDwUIUtils.scrollToTreeNode(selHierNode,iIsObjSelected)}};return eDwUIBaseEventHandlers}();var c_hudBarIconWidth=2+44;var c_toolBarIconWidth=5+2+44;var c_hudBarContentThresholdWidth=2+2*46;var c_filenameBlockThresholdWidth=50;var c_toolBarContentThresholdHeight=2*46;function l_loadUIPlugins(iViewer){var _this=this;if(!iViewer)return;try{(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginMgr;return __generator(this,(function(_a){switch(_a.label){case 0:pluginMgr=eDwUIPluginMgr.get();return[4,pluginMgr.loadPlugins(["eDwUIHierNodeVisMenuItemsPlugin" , "eDwUIMoveComponentPlugin", "eDwUIModelViewTabsPlugin", "eDwUIExplodePlugin", "eDwUIConfigurationsPlugin", "eDwUIComponentTreePlugin", "eDwUIMeasurePlugin"],iViewer)];case 1:_a.sent();return[4,pluginMgr.loadDynamicPlugins(iViewer)];case 2:_a.sent();return[4,eDwUIUtils.loadComponentHTML()];case 3:_a.sent();iViewer.resetDrawMode();return[4,eDwEventMgr.get().fireEvent(eDwEvents.InitFullUIEvent,iViewer)];case 4:_a.sent();return[2]}}))}))})()}catch(iExcp){console.warn("Plugin loading did not complete.")}}function l_unloadUIPlugins(){eDwUIPluginMgr.get().destroy()}function l_resizeTopBar(){var topBarJQ=$("#edrawings-top-bar");var filenameBlockJQ=$("#edrawings-filename-block");var hudBarJQ=$("#edrawings-hud-bar");var hudBarContentJQ=hudBarJQ.find(".edrawings-hud-bar-content");var filenameBlockOffset=filenameBlockJQ.offset();var filenameBlockInnerWidth=filenameBlockJQ.css("display")==="none"?0:filenameBlockJQ.innerWidth();var filenameBlockRight=filenameBlockOffset.left+filenameBlockInnerWidth;var hudBarOffset=hudBarJQ.offset();var leftButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(filenameBlockOffset.left!==hudBarOffset.left&&Math.abs(filenameBlockRight-hudBarOffset.left)>1){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});l_resizeTopBar()}else if(hudBarContentJQ[0].scrollWidth===0||hudBarContentJQ.width()>=hudBarContentJQ[0].scrollWidth){topBarJQ.removeClass("edrawings-collided-hud-bar");hudBarJQ.removeClass("edrawings-collided");hudBarJQ.css({left:""})}}else{if(filenameBlockOffset.left!==hudBarOffset.left&&filenameBlockRight>hudBarOffset.left){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});topBarJQ.addClass("edrawings-collided-hud-bar");hudBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(hudBarContentJQ[0].scrollLeft,hudBarContentJQ[0].scrollWidth,hudBarContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,hudBarJQ);if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(hudBarContentJQ.innerWidth()<c_hudBarContentThresholdWidth){if(filenameBlockJQ.width()>c_filenameBlockThresholdWidth){if(topBarJQ.hasClass("edrawings-out-of-view")){topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.addClass("edrawings-out-of-view")}}else{if(filenameBlockJQ[0].scrollWidth-filenameBlockInnerWidth>1){if(filenameBlockJQ.width()<c_filenameBlockThresholdWidth){topBarJQ.addClass("edrawings-out-of-view")}else{topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.removeClass("edrawings-out-of-view")}}}else{topBarJQ.removeClass("edrawings-out-of-view")}}function l_resizeToolBar(){var leftBarJQ=$("#edrawings-left-bar.edrawings-tool-bar");var leftBarContentJQ=leftBarJQ.find(".edrawings-bottom-centered-icons");var toolBarContentJQ=leftBarContentJQ.find(".edrawings-tool-bar-content");var upButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-up").parent(".edrawings-arrow-wrapper");var downButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-down").parent(".edrawings-arrow-wrapper");if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ[0].scrollHeight>0&&toolBarContentJQ[0].scrollHeight<=leftBarContentJQ.innerHeight()){leftBarJQ.removeClass("edrawings-collided")}}else{if(leftBarContentJQ[0].scrollHeight>0&&leftBarContentJQ[0].scrollHeight>Math.round(leftBarContentJQ.innerHeight())){leftBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(toolBarContentJQ[0].scrollTop,toolBarContentJQ[0].scrollHeight,toolBarContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,leftBarJQ);if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ.innerHeight()<c_toolBarContentThresholdHeight){leftBarJQ.addClass("edrawings-out-of-view")}else{leftBarJQ.removeClass("edrawings-out-of-view")}}else{leftBarJQ.removeClass("edrawings-out-of-view")}}function l_onResize(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){l_resizeTopBar();l_resizeToolBar();l_positionMenuPanelCollapseButton();l_fixMenuPanelInwardToolbar();return[2]}))}))}function l_positionTicker(iMouseEvent,iItemJQ,iText){var tickerMinWidth=100;var tickerMinHeight=34;var scrollWidthPadding=2;var tickerJQ=$(".edrawings-ticker");var itemOffset=iItemJQ.offset();var tickerLeft=iMouseEvent.clientX;var tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding;var tickerTop=itemOffset.top-tickerMinHeight;var tickerAnimation=false;tickerJQ.text(iText);if(iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding>=window.innerWidth){var diff=iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding-window.innerWidth;if(iMouseEvent.clientX>=diff){tickerLeft=iMouseEvent.clientX-diff;tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding}else{tickerLeft=0;tickerAnimation=true;if(window.innerWidth>tickerMinWidth){tickerWidth=window.innerWidth}else{tickerWidth=tickerMinWidth}var threeTimes=[iText,iText,iText].join("   ");tickerJQ.text(threeTimes)}}if(itemOffset.top-tickerMinHeight<=0){if(itemOffset.top+iItemJQ[0].clientHeight+tickerMinHeight<=window.innerHeight){tickerTop=itemOffset.top+iItemJQ[0].clientHeight}else{var diff=iMouseEvent.clientY+tickerMinHeight-window.innerHeight;if(iMouseEvent.clientY>diff){tickerTop=iMouseEvent.clientY-diff}else{tickerTop=0}}}var tickerwrapJQ=tickerJQ.closest(".edrawings-ticker-wrapper");tickerwrapJQ.offset({left:tickerLeft,top:tickerTop}).css("width",tickerWidth).removeClass("edrawings-ui-hide");if(tickerAnimation){tickerwrapJQ.addClass("edrawings-animation")}}function l_hideTicker(){var tickerwrapJQ=$(".edrawings-ticker-wrapper");if(!tickerwrapJQ.hasClass("edrawings-ui-hide")){var tickerJQ=tickerwrapJQ.find(".edrawings-ticker");tickerJQ.text("");tickerwrapJQ.addClass("edrawings-ui-hide").removeClass("edrawings-animation").css("left","").css("top","").css("width","")}}function l_positionMenuPanelCollapseButton(){var activeButtonsJQ=$(".edrawings-tool-button.active-button");if(activeButtonsJQ.length){if(eDwUIUtils.scrollToTarget(activeButtonsJQ)){l_resizeToolBar()}var collapsedPanelsJQ=$(".edrawings-submenu.active.edrawings-collapsed");if(collapsedPanelsJQ.length){var attrStyle=collapsedPanelsJQ.find(".edrawings-menu-panel-arrow-collapse").attr("style");if(!!attrStyle){eDwUIUtils.positionMenuPanelArrowCollapseButton(collapsedPanelsJQ,activeButtonsJQ)}}}}function l_fixMenuPanelInwardToolbar(){var panelsJQ=$(".edrawings-submenu.active:not(.edrawings-collapsed),            .edrawings-hud-menu.active");panelsJQ.each((function(iIndex,iPanel){var panelJQ=$(iPanel);eDwUIUtils.fixMenuPanelInwardToolbar(panelJQ)}))}function l_scrollUIBar(iContentJQ,iDeactivateButtonClass,iDeactivateMenuClass,iScrollDist,iBarJQ){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iContentJQ&&iContentJQ.length>0))return[3,2];return[4,eDwUIUtils.deactivateUI(iDeactivateButtonClass,iDeactivateMenuClass)];case 1:_a.sent();eDwUIUtils.executeScrolling(iScrollDist,0,iContentJQ,iBarJQ);_a.label=2;case 2:return[2]}}))}))}return eDwUIBaseEventHandlers}));define("eDwUIBasePlugin",["require","exports","eDwUIHTMLEventMgr","eDwEventMgr","eDwEvents","eDwUIShortcutMenu","eDwUIUtils","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwEventMgr,eDwEvents_6,eDwUIShortcutMenu_3,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIBasePlugin=void 0;var eDwUIBasePlugin=function(){function eDwUIBasePlugin(iPluginGroupName,iViewer,iButtonInfo,iViewerFeatOpts){var _this=this;if(iViewer===void 0){iViewer=null}if(iButtonInfo===void 0){iButtonInfo=null}if(iViewerFeatOpts===void 0){iViewerFeatOpts=null}console.debugLog("UIPlugin","Constructed "+iPluginGroupName+" plugin.");this.mPluginGroupName=iPluginGroupName;this.mViewer=iViewer;this.mViewerFeatOpts=iViewerFeatOpts||iViewer&&iViewer.ViewerFeatureOpts;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mPluginDependencies=[];this.mPluginButtonInfo=iButtonInfo;if(iViewer){eDwUIShortcutMenu_3.eDwUIShortcutMenu.get().setPluginCheck(iPluginGroupName,(function(iPluginName){return _this.check(iPluginName)}))}}eDwUIBasePlugin.prototype.init=function(iPanelsToLoad){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPanelsToLoad_1,panelToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",true);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",true);if(!iPanelsToLoad)return[3,2];promises=[];for(_i=0,iPanelsToLoad_1=iPanelsToLoad;_i<iPanelsToLoad_1.length;_i++){panelToLoad=iPanelsToLoad_1[_i];utils.appendToArray(this.loadPanel(panelToLoad.ID,panelToLoad.HTML),promises)}return[4,Promise.all(promises)];case 1:_a.sent();_a.label=2;case 2:this.addEventHandlers();return[2]}}))}))};eDwUIBasePlugin.prototype.onClick=function(iActivate){};eDwUIBasePlugin.prototype.destroy=function(){this.removeEventHandlers();this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",false);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",false);console.debugLog("UIPlugin","Destroyed "+this.mPluginGroupName+" plugin.")};eDwUIBasePlugin.prototype.initPluginButton=function(){if(this.mPluginButtonInfo){var buttonJQ=$(this.mPluginButtonInfo.ID);if(buttonJQ){buttonJQ.removeClass("edrawings-icon-plugin");eDwUIUtils.hide(this.mPluginButtonInfo.ID,false)}}};eDwUIBasePlugin.prototype.check=function(iPluginName){return iPluginName===this.PluginGroupName};eDwUIBasePlugin.prototype.isButtonForThisPlugin=function(iButtonJQ){return iButtonJQ&&iButtonJQ.length&&this.mPluginButtonInfo&&this.mPluginButtonInfo.ID&&this.mPluginButtonInfo.ID.indexOf(iButtonJQ[0].id)>-1?true:false};eDwUIBasePlugin.prototype.addEventHandlers=function(){};eDwUIBasePlugin.prototype.removeEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers()};eDwUIBasePlugin.prototype.onActivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.onDeactivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.addAppObjEvent=function(iAppEvent,iEventObjMethod,iAdd){var eventMgr=eDwEventMgr.get();var eventMgrMethod=iAdd?"addEventHandlerObj":"removeEventHandlerObj";eventMgr[eventMgrMethod](iAppEvent,this,iEventObjMethod)};eDwUIBasePlugin.prototype.loadPanel=function(iPanelID,iHTMLFileName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.loadPanel(iPanelID,iHTMLFileName)];case 1:return[2,_a.sent()]}}))}))};Object.defineProperty(eDwUIBasePlugin.prototype,"PluginGroupName",{get:function(){return this.mPluginGroupName},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"PluginButtonID",{get:function(){return this.mPluginButtonInfo?this.mPluginButtonInfo.ID:""},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"Dependencies",{get:function(){return this.mPluginDependencies},enumerable:false,configurable:true});return eDwUIBasePlugin}();exports.eDwUIBasePlugin=eDwUIBasePlugin}));define("eDwUIDebugHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwTypes"],(function(require,exports,eDwUIHTMLGenerator_1,eDwTypes_15){"use strict";var _a;var eDwUIDebugHTMLGenerator=function(_super){__extends(eDwUIDebugHTMLGenerator,_super);function eDwUIDebugHTMLGenerator(iViewer,iPanelUIID){var _this=_super.call(this,iViewer,iPanelUIID)||this;_this.mHCModel=iViewer.getModel().getHCModel();return _this}eDwUIDebugHTMLGenerator.prototype.getNodeFromID=function(iNodeID){return l_getHCNode(iNodeID)};eDwUIDebugHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUIDebugHTMLGenerator.prototype.forNodeGetName=function(iNode){return this.mHCModel.getNodeName(l_getHCNode(iNode))||"unknown node name"};eDwUIDebugHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHCNode(iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return this.mHCModel.getNodeParent(l_getHCNode(iNode))||NaN};eDwUIDebugHTMLGenerator.prototype.forNodeGetChildren=function(iNode){return this.mHCModel.getNodeChildren(l_getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIDebugHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return _super.prototype.forNodeGetDataAttributes.call(this,iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){var _this=this;var nodeIDHC=this.forNodeGetID(iNode);(function(){return __awaiter(_this,void 0,void 0,(function(){var meshIDs,numMeshIDs;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mHCModel.getMeshIds([nodeIDHC])];case 1:meshIDs=_a.sent();numMeshIDs=meshIDs.length;console.log("Node ID: "+nodeIDHC+" Num mesh IDs: "+numMeshIDs);return[2]}}))}))})();return this.forNodeGetName(iNode)+" ID: "+nodeIDHC+" TYPE: "+c_nodeTypes[this.mHCModel.getNodeType(nodeIDHC)]+" VISIBLE: "+this.mHCModel.getNodeVisibility(nodeIDHC)};eDwUIDebugHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return"edrawings-body-visible"};return eDwUIDebugHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);var c_nodeTypes=(_a={},_a[eDwTypes_15.HC.NodeType.AssemblyNode]="Assembly",_a[eDwTypes_15.HC.NodeType.Body]="Body",_a[eDwTypes_15.HC.NodeType.BodyInstance]="Body Instance",_a[eDwTypes_15.HC.NodeType.BrepBody]="BRep Body",_a[eDwTypes_15.HC.NodeType.CadView]="CAD View",_a[eDwTypes_15.HC.NodeType.DrawingSheet]="Drawing Sheet",_a[eDwTypes_15.HC.NodeType.Part]="Part",_a[eDwTypes_15.HC.NodeType.PartInstance]="Part Instance",_a[eDwTypes_15.HC.NodeType.Pmi]="PMI",_a[eDwTypes_15.HC.NodeType.PmiBody]="PMI Body",_a[eDwTypes_15.HC.NodeType.PointsBody]="Points Body",_a[eDwTypes_15.HC.NodeType.TessBody]="Tessellation Body",_a[eDwTypes_15.HC.NodeType.Unknown]="Unknown",_a[eDwTypes_15.HC.NodeType.ViewFrame]="View Frame",_a[eDwTypes_15.HC.NodeType.WireBody]="Wire Body",_a);function l_isHCNode(iNode){return!isNaN(iNode)}function l_getHCNode(iNode){if(!l_isHCNode(iNode)){throw new Error("Not an HC node:\n"+JSON.stringify(iNode))}return iNode}return eDwUIDebugHTMLGenerator}));define("eDwUIHTMLEventMgr",["require","exports","eDwUIUtils"],(function(require,exports,eDwUIUtils){"use strict";var eDwUIHTMLEventMgr=function(){function eDwUIHTMLEventMgr(){this.mEventHandlerData={}}eDwUIHTMLEventMgr.prototype.addDelegatedEventHandler=function(iElemSelector,iEventName,iEventHandler){if(!iElemSelector||!iEventName||!iEventHandler)return false;var selectors=iElemSelector.split(" ");if(selectors.length<2)return false;var ancestorElementID=selectors.shift();return this.commonAddEventHandler(ancestorElementID,iEventName,iEventHandler,selectors.join().replace(".",""))};eDwUIHTMLEventMgr.prototype.addEventHandler=function(iElemID,iEventName,iEventHandler){if(!iElemID||!iEventName||!iEventHandler)return false;return this.commonAddEventHandler(iElemID,iEventName,iEventHandler)};eDwUIHTMLEventMgr.prototype.removeAllEventHandlers=function(){for(var eventName in this.mEventHandlerData){if(this.mEventHandlerData.hasOwnProperty(eventName)){var handlersOfEvent=this.mEventHandlerData[eventName];for(var elemID in handlersOfEvent){if(handlersOfEvent.hasOwnProperty(elemID)){this.removeEventHandlersByID(elemID,eventName,handlersOfEvent)}}delete this.mEventHandlerData[eventName]}}this.mEventHandlerData={}};eDwUIHTMLEventMgr.prototype.removeEventHandlers=function(iElemID,iEventName){var handlersRemoved=false;if(this.mEventHandlerData.hasOwnProperty(iEventName)){var handlersOfEvent=this.mEventHandlerData[iEventName];if(handlersOfEvent.hasOwnProperty(iElemID)){handlersRemoved=this.removeEventHandlersByID(iElemID,iEventName,handlersOfEvent)}}return handlersRemoved};eDwUIHTMLEventMgr.prototype.commonAddEventHandler=function(iElemID,iEventName,iEventHandler,iElemClasses){if(iElemClasses===void 0){iElemClasses=""}if(!iElemID)return false;var elements=[];if(iElemID==="window")elements.push(window);else if(iElemID==="document")elements.push(document);else elements=$(iElemID).toArray();if(!elements.length)return false;var handlersOfEvent=this.mEventHandlerData[iEventName];if(!handlersOfEvent){handlersOfEvent=this.mEventHandlerData[iEventName]={}}var elemHandlers=handlersOfEvent[iElemID];if(!elemHandlers){elemHandlers=handlersOfEvent[iElemID]={MainDispatcher:null,Handlers:[]}}if(elemHandlers.MainDispatcher){for(var _i=0,elements_1=elements;_i<elements_1.length;_i++){var element=elements_1[_i];element.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}}elemHandlers.MainDispatcher=function(ioEvent){eventDispatcher(ioEvent,elemHandlers.Handlers)};for(var _a=0,elements_2=elements;_a<elements_2.length;_a++){var element=elements_2[_a];element.addEventListener(iEventName,elemHandlers.MainDispatcher,true);elemHandlers.Handlers.push({EventTarget:element,ElementID:iElemID,TargetElemClasses:iElemClasses,Handler:iEventHandler})}console.debugLog("UIEventMgr","Added event - name = "+iEventName+", id = "+iElemID+", classes = "+iElemClasses+", Num handlers = "+elemHandlers.Handlers.length);return true};eDwUIHTMLEventMgr.prototype.removeEventHandlersByID=function(iElemID,iEventName,ioHandlersOfEvent){var handlersRemoved=false;var elemHandlers=ioHandlersOfEvent[iElemID];if(elemHandlers&&elemHandlers.Handlers.length){console.debugLog("UIEventMgr","Removed "+elemHandlers.Handlers.length+" handlers for event "+iEventName+" on element ID "+iElemID);for(var _i=0,_a=elemHandlers.Handlers;_i<_a.length;_i++){var handler=_a[_i];handler.EventTarget.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}elemHandlers.Handlers=[];handlersRemoved=true}else{console.debugLog("UIEventMgr","Tried to remove handlers for event "+iEventName+" on element ID "+iElemID+" but they were removed already.")}return handlersRemoved};return eDwUIHTMLEventMgr}();function eventDispatcher(ioEvent,iHandlerObjs){if(!iHandlerObjs||!iHandlerObjs.length)return;console.debugLog("UIEvents","Event = "+ioEvent.type+", Num handlers = "+iHandlerObjs.length);var runHandler=false;var targetJQ=eDwUIUtils.getAsJQueryObj(ioEvent.target);while(targetJQ.length&&!runHandler){for(var _i=0,iHandlerObjs_1=iHandlerObjs;_i<iHandlerObjs_1.length;_i++){var handlerObj=iHandlerObjs_1[_i];var targetClassName=targetJQ.className;console.debugLog("UIEvents","  element ID = "+handlerObj.ElementID+", target classes = "+handlerObj.TargetElemClasses+(targetClassName?", event target classes = "+targetClassName:""));var targetElemClasses=handlerObj.TargetElemClasses;var classes=targetElemClasses?targetElemClasses.split(" "):[];var numMatches=0;for(var j=0;j<classes.length;j++){numMatches+=targetJQ.hasClass(classes[j])?1:0}if(numMatches!==classes.length)continue;handlerObj.Handler(ioEvent);runHandler=true;var eventJQ=$(ioEvent);if(ioEvent.cancelable&&ioEvent.cancelBubble||eventJQ.isPropagationStopped&&eventJQ.isPropagationStopped()){return}}targetJQ=eDwUIUtils.getAsJQueryObj(targetJQ.parent());if(!runHandler&&targetJQ.length){console.debugLog("UIEvents","Events not found on target, checking parent "+"id="+targetJQ.id+", class="+targetJQ.className)}else if(!runHandler){console.debugLog("UIEvents","No matching events found on target.")}else{console.debugLog("UIEvents","Done processing event handlers.")}}}return eDwUIHTMLEventMgr}));define("eDwUIHTMLGenerator",["require","exports","eDwHierarchyNode","utils"],(function(require,exports,eDwHierarchyNode,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIHTMLGenerator=void 0;var cDefaultInitialLeftPaddingInPX=4;var cDefaultLeftPaddingInPX=27;var eDwUIHTMLGenerator=function(){function eDwUIHTMLGenerator(iViewer,iPanelUIID,iInitialLeftPaddingInPX,iLeftPaddingInPX){if(iInitialLeftPaddingInPX===void 0){iInitialLeftPaddingInPX=cDefaultInitialLeftPaddingInPX}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=cDefaultLeftPaddingInPX}this.mViewer=iViewer;this.mPanelUIID=iPanelUIID;this.mLeftPaddingInPX=iLeftPaddingInPX;this.mInitialLeftPaddingInPX=iInitialLeftPaddingInPX}eDwUIHTMLGenerator.prototype.generateHTMLForChildNodes=function(iParentNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var offset=this.computeOffset(iLeftPaddingInPX);var childrenNodes=this.forNodeGetChildren(iParentNode);for(var _i=0,childrenNodes_1=childrenNodes;_i<childrenNodes_1.length;_i++){var childNode=childrenNodes_1[_i];var descendentsHTML=iIncludeAllDescendents?this.generateHTMLForChildNodes(childNode,iIncludeAllDescendents,offset):"";if(!this.shouldIncludeNode(childNode)&&descendentsHTML.length===0){continue}var moreClasses=descendentsHTML?" edrawings-tree-expanded ":"";var nodeHTML=this.generateHTMLForNode(childNode,offset,moreClasses);generatedHTML+=nodeHTML+descendentsHTML}return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTMLForNode=function(iNode,iLeftPaddingInPX,iAdditionalClasses,iIgnoreChildren){if(iAdditionalClasses===void 0){iAdditionalClasses=""}if(iIgnoreChildren===void 0){iIgnoreChildren=false}var additionalClasses=iAdditionalClasses.replace("edrawings-tree-expanded","");var expanded=iAdditionalClasses.length!==additionalClasses.length;var highlight=this.getHighlightClass(iNode);var nonRootClass=additionalClasses.indexOf("edrawings-root")>-1||highlight===""?"":" edrawings-list-option";var currOffset=utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="<div class='edrawings-submenu-list-item"+highlight+" "+additionalClasses+"' style='padding-left: "+currOffset+"; width:calc(100% - "+currOffset+");' "+this.forNodeGetDataAttributes(iNode)+">";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+="<span class='item-tree-text"+highlight+" "+additionalClasses+"' "+this.forNodeGetDataAttributes(iNode)+"style='margin-left: 0px;'>"+this.forNodeGetElementContent(iNode)+"</span>";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="</div>";return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,""]}))}))};eDwUIHTMLGenerator.prototype.getNodeFromID=function(iNodeID){var modelViews=this.mViewer.getModel().getModelViews();for(var _i=0,modelViews_5=modelViews;_i<modelViews_5.length;_i++){var modelView=modelViews_5[_i];var hierNode=modelView.Nodes[iNodeID];if(hierNode)return hierNode}return undefined};eDwUIHTMLGenerator.getDisplayStateCSSClass=function(iHierNode,iNewAttrib){var classCSS="edrawings-"+iHierNode.Category;classCSS+=iHierNode.isActive()?"":"-inactive";var dummyNode=eDwHierarchyNode.create(iNewAttrib);var displayState=iNewAttrib?dummyNode.getDisplayState(iHierNode.getAttribs()):iHierNode.getDisplayState();switch(displayState){case"Invisible":classCSS+="-invisible";break;case"Visible":classCSS+="-visible";break;case"Transparent":classCSS+="-transparent";break;default:console.debugLog("UI","Invalid node display type: "+displayState)}return classCSS};eDwUIHTMLGenerator.prototype.shouldIncludeNode=function(iNode){var searchField=$(this.mPanelUIID+" .edrawings-menu-search-input");if(searchField&&searchField.val()){var regex=new RegExp(searchField.val(),"i");if(this.forNodeGetName(iNode).search(regex)<0)return false}return true};eDwUIHTMLGenerator.prototype.getHighlightClass=function(iNode){var isSelected=this.mViewer.SelectionMgr.isSelected(this.forNodeGetID(iNode));return isSelected?" edrawings-list-selected ":""};eDwUIHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="";if(!iIgnoreChildren&&this.forNodeHasChildren(iNode)){generatedHTML+="edrawings-tree-arrow "+"edrawings-tree-arrow-space-common ";if(iNodeExpanded)generatedHTML+="edrawings-tree-expanded "}else{generatedHTML+="edrawings-tree-space "+"edrawings-tree-arrow-space-common "}return generatedHTML};eDwUIHTMLGenerator.prototype.getPreSpanHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="<div class='"+this.getPreSpanIconHTML(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren);var nodeIconClass=this.forNodeGetDisplayStateCSSClass(iNode);generatedHTML+=iAdditionalClasses+"' data-hoopsid='"+this.forNodeGetID(iNode)+"'> </div> <div class='"+nodeIconClass+" "+iAdditionalClasses+" edrawings-tree-icon'> </div>";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"<div class='edrawings-submenu-list-item-button "+iAdditionalClasses+"'> </div>"};eDwUIHTMLGenerator.prototype.computeOffset=function(iLeftPaddingInPX){if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}return utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX:iLeftPaddingInPX+this.mLeftPaddingInPX};eDwUIHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getHierarchyNode(iNode).Name};eDwUIHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHierarchyNode(iNode).HOOPSID};eDwUIHTMLGenerator.prototype.forNodeGetParentID=function(iNode){var parentHierNode=l_getHierarchyNode(iNode).Parent;return parentHierNode?parentHierNode.HOOPSID:NaN};eDwUIHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childrenObj=l_getHierarchyNode(iNode).getChildrenAndKeys();return Object.keys(childrenObj).map((function(key){return childrenObj[key]}))};eDwUIHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){var parentNodeID=this.forNodeGetParentID(iNode);return" data-hoopsid='"+this.forNodeGetID(iNode)+"' "+(parentNodeID!==undefined?"data-hoopsparentid='"+parentNodeID+"' ":"")};eDwUIHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){return this.forNodeGetName(iNode)};eDwUIHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return eDwUIHTMLGenerator.getDisplayStateCSSClass(l_getHierarchyNode(iNode))};return eDwUIHTMLGenerator}();exports.eDwUIHTMLGenerator=eDwUIHTMLGenerator;function l_getHierarchyNode(iNode){if(!eDwHierarchyNode.isHierarchyNode(iNode)){throw new Error("Not a hierarchy node:\n"+JSON.stringify(iNode))}return iNode}}));define("eDwUIHierNodeVisMenuItemsPlugin",["require","exports","eDwCommandMgr","eDwSetHierNodeAttribsCmd","eDwShowOnlyCmd","eDwUIUtils","eDwEventMgr","eDwUIShortcutMenu","eDwKeyMgr","eDwEvents","eDwTypes","eDwUIBasePlugin","utils"],(function(require,exports,eDwCommandMgr,eDwSetHierNodeAttribsCmd,eDwShowOnlyCmd,eDwUIUtils,eDwEventMgr,eDwUIShortcutMenu_4,eDwKeyMgr_4,eDwEvents_7,eDwTypes_16,eDwUIBasePlugin_1,utils){"use strict";var eDwUIHierNodeVisMenuItemPlugin=function(_super){__extends(eDwUIHierNodeVisMenuItemPlugin,_super);function eDwUIHierNodeVisMenuItemPlugin(iViewer,iViewerFeatOpts){return _super.call(this,"HideShow",iViewer)||this}eDwUIHierNodeVisMenuItemPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){function isNotPartModel(iViewer){return!iViewer.getModel().isPart()}var shortcutMenu,isVisibleForASMAndDRW,isVisibleForASM,isVisibleNonRootForASMAndDRW;var _this=this;return __generator(this,(function(_a){_super.prototype.init.call(this);shortcutMenu=eDwUIShortcutMenu_4.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}isVisibleForASMAndDRW=function(iViewer,iIsSelected){return iIsSelected&&isNotPartModel(iViewer)};isVisibleForASM=function(iViewer,iIsSelected){return iIsSelected&&iViewer.getModel().isAssembly()};isVisibleNonRootForASMAndDRW=function(iViewer,iIsSelected){var model=iViewer.getModel();var modelViewHierNode=model.getActiveModelView().Hierarchy;var lastSelHierNode=iViewer.SelectionMgr.getLastSelHierarchyNode();return iIsSelected&&(model.isDrawing()||model.isAssembly()&&modelViewHierNode!==lastSelHierNode.Parent)};shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-hide-show",(function(iEvent,iUIItemJQ,iArg){var selMgr=_this.mViewer.SelectionMgr;var selHierNodes=selMgr.getSelHierarchyNodes();if(selHierNodes&&selHierNodes.length){(function(){return __awaiter(_this,void 0,void 0,(function(){var attrib,selHideShowCmd;return __generator(this,(function(_a){switch(_a.label){case 0:attrib={Visible:!selHierNodes[0].getAttribs().Visible};selHideShowCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selHideShowCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-transp-solid",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,selHierNodes,attrib,selTransSolidCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;selHierNodes=selMgr.getSelHierarchyNodes();if(!(selHierNodes&&selHierNodes.length))return[3,2];attrib={Opaque:!selHierNodes[0].getAttribs().Opaque};selTransSolidCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selTransSolidCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASM);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-isolate",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,showOnlyCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;showOnlyCmd=new eDwShowOnlyCmd(this.mViewer,selMgr.getSelHierarchyNodes());return[4,eDwCommandMgr.get().run(showOnlyCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleNonRootForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-show-all",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var showAllCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showAllCmd=new eDwShowOnlyCmd(this.mViewer);return[4,eDwCommandMgr.get().run(showAllCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isNotPartModel);this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item-button","click",(function(iEvent){console.debugLog("UIPlugin","HideShow menu button click");var selected=false;var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var parentJQ=targetJQ.parent();eDwUIUtils.scrollToTarget(parentJQ);var selIDHC=eDwUIUtils.getIDHC(parentJQ);if(!isNaN(selIDHC)){var existingIdx=_this.mViewer.SelectionMgr.getSelectedNodeIDIndex(selIDHC);selected=existingIdx>-1?true:_this.mViewer.SelectionMgr.selectByID(selIDHC)}if(selected){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))})()}}));console.debugLog("UIPlugin","Added HideShow click event handler");this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseup",(function(iEvent){console.debugLog("UIPlugin","HideShow menu mouseup");var eventJQ=$(iEvent);var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(!targetJQ||!targetJQ.length||!eventJQ||!eventJQ.length||targetJQ.hasClass("edrawings-root")||targetJQ.hasClass("edrawings-tree-arrow")||targetJQ.hasClass("edrawings-tree-expanded")||targetJQ.hasClass("edrawings-tree-icon")){return}if(!targetJQ.hasClass("edrawings-submenu-list-item"))return;var mouseEvent=iEvent;var pressedRMB=eDwKeyMgr_4.eDwKeyMgr.isRMBPressed(mouseEvent);var selected=false;var selIDHC=eDwUIUtils.getIDHC(targetJQ);if(utils.isNumber(selIDHC)){if(!eDwKeyMgr_4.eDwKeyMgr.get().isDown("Shift")){selected=_this.mViewer.SelectionMgr.selectByID(selIDHC)}else{var selector=".edrawings-submenu-list-item"+".edrawings-list-selected:has([data-hoopsid])";var filter=".edrawings-submenu-list-item:has([data-hoopsid])";var collectionPrevJQ=targetJQ.prevUntil(selector,filter);if(collectionPrevJQ.length===0||collectionPrevJQ.last().prev(selector).length===0){collectionPrevJQ=$([])}var collectionNextJQ=targetJQ.nextUntil(selector,filter);if(collectionNextJQ.length===0||collectionNextJQ.last().next(selector).length===0){collectionNextJQ=$([])}var collectionJQ=$([]).add(collectionPrevJQ).add(targetJQ).add(collectionNextJQ);collectionJQ.each((function(iIdx,iElement){var elementJQ=$(iElement);var selIDHC=eDwUIUtils.getIDHC(elementJQ);_this.mViewer.SelectionMgr.selectByID(selIDHC)}));selected=true;iEvent.preventDefault()}}else{selected=!targetJQ.hasClass("edrawings-list-selected");targetJQ[selected?"addClass":"removeClass"]("edrawings-list-selected")}(function(){return __awaiter(_this,void 0,void 0,(function(){var eventMgr,onSelectDoRMB;var _this=this;return __generator(this,(function(_a){eventMgr=eDwEventMgr.get();onSelectDoRMB=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eventMgr.removeEventHandlerFunc(eDwEvents_7.SelectEvent,"onSelectDoRMB");return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))};if(selected&&pressedRMB){eventMgr.addEventHandlerFunc(eDwEvents_7.SelectEvent,onSelectDoRMB)}return[2]}))}))})()}));console.debugLog("UIPlugin","Added HideShow mouseup event handler");return[2]}))}))};eDwUIHierNodeVisMenuItemPlugin.prototype.check=function(iPluginName){return _super.prototype.check.call(this,iPluginName)||iPluginName===undefined};eDwUIHierNodeVisMenuItemPlugin.prototype.fireEvent=function(iEvent,iAppEvent){return __awaiter(this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iEvent||!iAppEvent||!this.mViewer)return[2];if(!(iAppEvent===eDwEvents_7.RightClickEvent))return[3,3];if(!utils.isOfType(iEvent,"clientX"))return[3,2];screenPos=new eDwTypes_16.HC.Point2(iEvent.clientX,iEvent.clientY);return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,screenPos,$(iEvent.target),this.PluginGroupName)];case 1:_a.sent();_a.label=2;case 2:return[3,5];case 3:if(!(iAppEvent===eDwEvents_7.UnselectEvent))return[3,5];return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,[])];case 4:_a.sent();_a.label=5;case 5:return[2]}}))}))};return eDwUIHierNodeVisMenuItemPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIHierNodeVisMenuItemPlugin}));define("eDwUILayerHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwLayer","utils"],(function(require,exports,eDwUIHTMLGenerator_2,eDwLayer,utils){"use strict";var eDwUILayerHTMLGenerator=function(_super){__extends(eDwUILayerHTMLGenerator,_super);function eDwUILayerHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUILayerHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,layers,_i,layers_2,layer;return __generator(this,(function(_a){generatedHTML="";layers=this.mViewer.getModel().getLayers();if(layers.length){generatedHTML+="<div class='edrawings-submenu-list-item "+"edrawings-root' style='padding-left: "+this.mInitialLeftPaddingInPX+"px; "+"width:calc(100% - "+this.mInitialLeftPaddingInPX+"px);'> "+"<input id='layer-all' class='layer-all "+" edrawings-layer-checkbox-style' "+" type='checkbox' checked> "+"<span class='item-tree-text'>"+"Name</span></div>"+"<hr style='margin-top:0;margin-left:5px;"+"margin-right:10px;'>"}for(_i=0,layers_2=layers;_i<layers_2.length;_i++){layer=layers_2[_i];if(!this.shouldIncludeNode(layer))continue;generatedHTML+=this.generateHTMLForNode(layer,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUILayerHTMLGenerator.prototype.getPreSpanHTML=function(iLayer,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return"<input class='item-layer-checkbox"+" edrawings-layer-checkbox-style' type='checkbox' "+(iLayer.getAttribs().Visible?"checked":"unchecked")+">"};eDwUILayerHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUILayerHTMLGenerator.prototype.shouldIncludeNode=function(iLayer){return true};eDwUILayerHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getLayer(iNode).getName()};eDwUILayerHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getLayer(iNode).getIDHC()};eDwUILayerHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return NaN};eDwUILayerHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childNodes=[];if(this.mViewer.ViewerFeatureOpts.Debug){childNodes=l_getLayer(iNode).getNodeIDsHC()}return childNodes};eDwUILayerHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return""};eDwUILayerHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return""};return eDwUILayerHTMLGenerator}(eDwUIHTMLGenerator_2.eDwUIHTMLGenerator);function l_getLayer(iNode){if(!utils.isInstanceOf(iNode,eDwLayer)){throw new Error("Not a layer:\n"+JSON.stringify(iNode))}return iNode}return eDwUILayerHTMLGenerator}));define("eDwUIMessageReporter",["require","exports","eDwUIUtils","utils"],(function(require,exports,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.showMessageInDebugPanel=exports.showMessagePanelFromCSScontent=exports.showResultPanel=exports.showServerLoadErrorPanel=void 0;function showServerLoadErrorPanel(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({},"edrawings-server-load-failure-1")];case 1:_a.sent();return[4,l_showServerError(iServerID,iModelCacheName)];case 2:_a.sent();return[2]}}))}))}exports.showServerLoadErrorPanel=showServerLoadErrorPanel;function showResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=false;if(!utils.isOfType(iResult,"ServerID"))return[3,2];return[4,l_showConversionResultPanel(iResult)];case 1:showButtons=_b.sent();return[3,5];case 2:_a=iResult.ErrorCode;return[3,3];case 3:return[4,l_showPanelGeneric(iResult)];case 4:showButtons=_b.sent();return[3,5];case 5:return[2,showButtons]}}))}))}exports.showResultPanel=showResultPanel;function showMessagePanelFromCSScontent(iTextClass,iOptions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText(!!iOptions?iOptions:{},iTextClass)];case 1:_a.sent();return[4,l_showMessagePanel()];case 2:_a.sent();return[2]}}))}))}exports.showMessagePanelFromCSScontent=showMessagePanelFromCSScontent;function showMessageInDebugPanel(iMsg){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_showMessagePanel(iMsg,true,true)];case 1:_a.sent();return[2]}}))}))}exports.showMessageInDebugPanel=showMessageInDebugPanel;function l_showConversionResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=l_shouldShowButtons();_a=iResult.ErrorCode;switch(_a){case"URLNotAccessible":return[3,1];case"UnsupportedFileType":return[3,4];case"UnknownLicenseError":return[3,7];case"LicenseVersionMismatch":return[3,10];case"NoMoreLicenses":return[3,13];case"CannotConnectToLicenseServer":return[3,16];case"LicenseExpired":return[3,19];case"UnknownError":return[3,22]}return[3,25];case 1:return[4,l_addParagraphToPanelText({"data-file-url":iResult.ErrorData[0]},"edrawings-server-url-inaccessible")];case 2:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_b.sent();return[3,29];case 4:return[4,l_addParagraphToPanelText({"data-file":iResult.FileName},"edrawings-server-unsupported-file-type")];case 5:_b.sent();return[4,l_showMessagePanel("",true,showButtons,"edrawings-error-title edrawings-dialog-no-close")];case 6:_b.sent();return[3,29];case 7:return[4,l_addParagraphToPanelText({},"edrawings-unknown-license-error")];case 8:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 9:_b.sent();return[3,29];case 10:return[4,l_addParagraphToPanelText({},"edrawings-license-version-mismatch-error")];case 11:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 12:_b.sent();return[3,29];case 13:return[4,l_addParagraphToPanelText({},"edrawings-no-licenses-error")];case 14:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 15:_b.sent();return[3,29];case 16:return[4,l_addParagraphToPanelText({},"edrawings-license-server-connection-error")];case 17:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 18:_b.sent();return[3,29];case 19:return[4,l_addParagraphToPanelText({},"edrawings-license-expired-error")];case 20:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 21:_b.sent();return[3,29];case 22:return[4,l_addParagraphToPanelText({},"edrawings-unknown-error")];case 23:_b.sent();return[4,l_showServerError(iResult.ServerID,iResult.ModelCacheName)];case 24:_b.sent();return[3,29];case 25:if(!l_isDebug())return[3,27];return[4,l_showPanelGeneric(iResult)];case 26:_b.sent();return[3,28];case 27:showServerLoadErrorPanel(iResult.ServerID,iResult.ModelCacheName);_b.label=28;case 28:return[3,29];case 29:return[2,showButtons]}}))}))}function l_showPanelGeneric(iResult){return __awaiter(this,void 0,void 0,(function(){var _a,msg,classes,_i,_b,data;return __generator(this,(function(_c){switch(_c.label){case 0:_a=iResult.ErrorCode;switch(_a){case"AJAXFailure":return[3,1];case"IncompleteFileProcessing":return[3,4];case"ModelLoadInViewerFailed":return[3,7]}return[3,11];case 1:return[4,l_addParagraphToPanelText({},"edrawings-server-ajax-failure")];case 2:_c.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_c.sent();return[3,13];case 4:return[4,l_addParagraphToPanelText({},"edrawings-unable-process-file")];case 5:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 6:_c.sent();return[3,13];case 7:return[4,l_addParagraphToPanelText({"data-error-message":iResult.ErrorData[0]},"edrawings-viewer-load-failure")];case 8:_c.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iResult.ErrorData[1]},"edrawings-server-load-failure-3")];case 9:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 10:_c.sent();return[3,13];case 11:msg="";classes="edrawings-dialog-no-close";switch(iResult.ErrorCode){case"Error":classes+=" edrawings-error-title";break;case"Warn":classes+=" edrawings-warn-title";break;default:classes+=" edrawings-info-title";msg+="<div>"+iResult.ErrorCode+"</div>";break}for(_i=0,_b=iResult.ErrorData;_i<_b.length;_i++){data=_b[_i];msg+="<div style='white-space: nowrap'>"+data+"</div>"}return[4,l_showMessagePanel(msg,true,false,classes)];case 12:_c.sent();return[3,13];case 13:return[2,l_shouldShowButtons()]}}))}))}function l_addParagraphToPanelText(iOptions,iTextClass){return __awaiter(this,void 0,void 0,(function(){function getValue(iValue){return typeof iValue==="string"?"'"+iValue+"'":iValue.toString()}var msgPanelTextJQ,div,optionKeys,_i,optionKeys_1,optionKey;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();div="<div class='"+iTextClass+" edrawings-dialog-content'";optionKeys=Object.keys(iOptions);for(_i=0,optionKeys_1=optionKeys;_i<optionKeys_1.length;_i++){optionKey=optionKeys_1[_i];div+=" "+optionKey+"="+getValue(iOptions[optionKey])}div+="></div>";msgPanelTextJQ.append(div);return[2]}}))}))}function l_showMessagePanel(iMsg,iModal,iShowButtons,iDlgClasses){if(iMsg===void 0){iMsg=""}if(iModal===void 0){iModal=true}if(iShowButtons===void 0){iShowButtons=false}if(iDlgClasses===void 0){iDlgClasses="edrawings-info-title edrawings-dialog-no-close"}return __awaiter(this,void 0,void 0,(function(){var msgPanelTextJQ,opts,msgPanel,msgPanelTitleJQ,text;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();if(iMsg)msgPanelTextJQ.html(iMsg);opts={modal:iModal,width:window.innerWidth*.6,minWidth:200,dialogClass:iDlgClasses,closeOnEscape:iShowButtons};msgPanel=$("#edrawings-dialog-panel");if(iShowButtons){$.extend(opts,{buttons:{Ok:function(){msgPanel.dialog("close")}},close:function(iEvent){$(".edrawings-dialog-content").remove()}})}$.extend(opts,{beforeClose:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().off("drop")},open:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().on("drop",(function(iEvent2){iEvent2.preventDefault();iEvent2.stopPropagation()}))}});eDwUIUtils.hide("#WaitBanner",true);msgPanel.dialog(opts);if(iDlgClasses.indexOf("edrawings")>-1&&iDlgClasses.indexOf("title")>-1){msgPanelTitleJQ=msgPanel.prev().find(".ui-dialog-title");text="";if(msgPanelTitleJQ){text=msgPanelTitleJQ.css("content").replace(/^['"]+|\\|(;\s?})+|['"]$/g,"")}msgPanelTitleJQ.text(text)}return[2]}}))}))}function l_shouldShowButtons(){var viewerHTMLElem=$(eDwUIUtils.getViewerElementID()).get(0);return $._data(viewerHTMLElem,"events").dragover}function l_isDebug(){var viewerFeatOpts={Debug:false};eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts,false);return viewerFeatOpts.Debug||false}function l_getDialogPanelTextElem(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!!lDialogTextJQ.length)return[3,2];return[4,eDwUIUtils.loadPanel("#edrawings-dialog-panel","dialogpanel.html")];case 1:_a.sent();lDialogTextJQ=$("#edrawings-dialog-panel-text");_a.label=2;case 2:return[2,lDialogTextJQ]}}))}))}function l_showServerError(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({"data-server-id":iServerID},"edrawings-server-load-failure-2")];case 1:_a.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iModelCacheName},"edrawings-server-load-failure-3")];case 2:_a.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_a.sent();return[2]}}))}))}var lDialogTextJQ=$()}));define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_3){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_6,modelView,modelViewHierNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_6=modelViews;_i<modelViews_6.length;_i++){modelView=modelViews_6[_i];modelViewHierNode=modelView.Hierarchy;if(!this.shouldIncludeNode(modelViewHierNode)){continue}generatedHTML+=this.generateHTMLForNode(modelViewHierNode,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUIModelViewHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};eDwUIModelViewHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUIModelViewHTMLGenerator}(eDwUIHTMLGenerator_3.eDwUIHTMLGenerator);return eDwUIModelViewHTMLGenerator}));define("eDwUIPluginMgr",["require","exports","eDwServiceMgr","eDwGenericError","utils"],(function(require,exports,eDwServiceMgr,eDwGenericError,utils){"use strict";var eDwUIPluginMgr=function(){function eDwUIPluginMgr(){this.clearPluginData()}eDwUIPluginMgr.prototype.loadPlugins=function(iPluginClassNames,iViewer,iViewerFeatOpts){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPluginClassNames_1,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iPluginClassNames.length)return[2];promises=[];for(_i=0,iPluginClassNames_1=iPluginClassNames;_i<iPluginClassNames_1.length;_i++){pluginClassName=iPluginClassNames_1[_i];if(!pluginClassName)continue;l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),promises)}return[4,Promise.all(promises)];case 1:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.loadDynamicPlugins=function(iViewer){return __awaiter(this,void 0,void 0,(function(){var pluginClassNames;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwServiceMgr.get().importPlugins()];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer)];case 2:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.onClick=function(iID,iActivate){var plugin=this.mIDToPluginMap[iID];if(plugin){plugin.onClick(iActivate);return true}return false};eDwUIPluginMgr.prototype.destroy=function(){for(var _i=0,_a=this.mUIPlugins;_i<_a.length;_i++){var plugin=_a[_i];plugin.destroy()}this.clearPluginData();eDwUIPluginMgr.sMgr=null};eDwUIPluginMgr.get=function(){if(!eDwUIPluginMgr.sMgr){eDwUIPluginMgr.sMgr=new eDwUIPluginMgr}return eDwUIPluginMgr.sMgr};eDwUIPluginMgr.prototype.clearPluginData=function(){this.mUIPlugins=[];this.mIDToPluginMap={};this.mPluginClassNameProcessed={}};eDwUIPluginMgr.prototype.loadPlugin=function(iPluginClassName,iViewer,iViewerFeatOpts){var _this=this;var onPluginLoaded=function(iGenericPluginClassConstructor){return __awaiter(_this,void 0,void 0,(function(){var plugin,pluginButtonID,pluginClassNames,loadedPluginPromises,_i,pluginClassNames_1,pluginClassName,iExcp_15;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,6,,7]);plugin=new iGenericPluginClassConstructor(iViewer,iViewerFeatOpts);this.mUIPlugins.push(plugin);pluginButtonID=plugin.PluginButtonID;if(pluginButtonID){this.mIDToPluginMap[pluginButtonID]=plugin}console.debugLog("UIPlugin","Dynamically loaded "+iPluginClassName);if(!plugin.Dependencies.length)return[3,4];return[4,eDwServiceMgr.get().importDependencies(plugin.Dependencies)];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer,iViewerFeatOpts)];case 2:_a.sent();loadedPluginPromises=[];for(_i=0,pluginClassNames_1=pluginClassNames;_i<pluginClassNames_1.length;_i++){pluginClassName=pluginClassNames_1[_i];if(!pluginClassName)continue;try{l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),loadedPluginPromises)}catch(iExcp){console.warn("Importing dependencies for "+iPluginClassName+" failed - "+iExcp.message)}}return[4,Promise.all(loadedPluginPromises)];case 3:_a.sent();_a.label=4;case 4:return[4,plugin.init()];case 5:_a.sent();console.debugLog("UIPlugin","Initialized "+iPluginClassName);return[3,7];case 6:iExcp_15=_a.sent();console.warn("Constructing "+iPluginClassName+" failed - "+iExcp_15.message);return[3,7];case 7:return[2]}}))}))};try{console.debugLog("UIPlugin","Attempting dynamic load of "+iPluginClassName);return new Promise((function(iResolveFunc,iRejectFunc){if(_this.mPluginClassNameProcessed[iPluginClassName]){iResolveFunc()}else{_this.mPluginClassNameProcessed[iPluginClassName]=true;require([iPluginClassName],(function(iClassConstructor){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,onPluginLoaded(iClassConstructor).then(iResolveFunc,(function(iReason){if(iRejectFunc)iRejectFunc(iReason);else{var msg=JSON.stringify(iReason);console.debugLog("UIPlugin",msg);throw new eDwGenericError("")}}))];case 1:_a.sent();return[2]}}))}))})()}))}}))}catch(iExcp){console.warn("Dynamic load failed for "+iPluginClassName+" - "+iExcp.message);return Promise.reject()}};return eDwUIPluginMgr}();function l_appendPromiseToArray(iPromise,ioPromises){utils.appendToArray(iPromise,ioPromises)}return eDwUIPluginMgr}));define("eDwUISheetTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_4){"use strict";var eDwUISheetTreeHTMLGenerator=function(_super){__extends(eDwUISheetTreeHTMLGenerator,_super);function eDwUISheetTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUISheetTreeHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer")return false;return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUISheetTreeHTMLGenerator}(eDwUIHTMLGenerator_4.eDwUIHTMLGenerator);return eDwUISheetTreeHTMLGenerator}));define("eDwUIShortcutMenu",["require","exports","eDwUIHTMLEventMgr","eDwGenericError","eDwEventMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIHTMLEventMgr,eDwGenericError,eDwEventMgr,eDwEvents_8,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIShortcutMenu=void 0;var eDwUIShortcutMenu=function(){function eDwUIShortcutMenu(){var _this=this;this.mMenuHandlers={};this.mMenuVisibilityHandlerObjs={};this.mCheckPluginHandlers={};$(c_menuID).menu({select:function(iEvent,iUIItemJQ){var itemJQ=iUIItemJQ.item;if(!itemJQ||itemJQ.hasClass(".ui-state-disabled"))return;var handler=_this.mMenuHandlers[itemJQ.attr("id")];if(handler){handler(iEvent,iUIItemJQ,_this.mArg)}else{console.debugLog("shortcutmenu","Missing shortcut menu handler: "+itemJQ.attr("class"))}}});eDwUIShortcutMenu.hide();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mUIHTMLEventMgr.addEventHandler("document","contextmenu",eDwUIUtils.inhibitEventBehavior);var showShortcutMenu=function(iViewer,iScreenPos,iArg,iPluginName){return __awaiter(_this,void 0,void 0,(function(){var menuItemID,visibilityHandlerObj,pluginHandler,visState,handlerExists;return __generator(this,(function(_a){this.mArg=iArg;for(menuItemID in this.mMenuVisibilityHandlerObjs){visibilityHandlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];pluginHandler=this.mCheckPluginHandlers[visibilityHandlerObj.PluginName];visState=pluginHandler?!pluginHandler(iPluginName):false;handlerExists=visibilityHandlerObj.VisHandler;visState=visState||(handlerExists?!visibilityHandlerObj.VisHandler(iViewer,iArg):false);eDwUIUtils.hide("#"+menuItemID,visState)}eDwUIShortcutMenu.show(iScreenPos.x,iScreenPos.y);return[2]}))}))};var hideShortcutMenu=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){eDwUIShortcutMenu.hide();return[2]}))}))};var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwEvents_8.RightClickEvent,showShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.UnselectEvent,hideShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.LeftClickEvent,hideShortcutMenu)}eDwUIShortcutMenu.prototype.isEmpty=function(){return!$(c_menuID+" ul").length&&!$(c_menuID+" li").length};eDwUIShortcutMenu.prototype.removeAllEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwEvents_8.RightClickEvent,"showShortcutMenu");eventMgr.removeEventHandlerFunc(eDwEvents_8.UnselectEvent,"hideShortcutMenu");this.mMenuHandlers={};this.mCheckPluginHandlers={}};eDwUIShortcutMenu.prototype.destroy=function(){eDwUIShortcutMenu.hide();this.removeAllEventHandlers();$(c_menuID+" ul").remove();$(c_menuID+" li").remove();eDwUIShortcutMenu.sMenu=null};eDwUIShortcutMenu.prototype.addMenuItem=function(iPluginName,iMenuItemCSSClassName,iHandlerFunc,iIsVisibleFunc,iInitHideMenuItem,iParentMenuSelector){if(iHandlerFunc===void 0){iHandlerFunc=null}if(iIsVisibleFunc===void 0){iIsVisibleFunc=l_shouldBeVisible}if(iInitHideMenuItem===void 0){iInitHideMenuItem=true}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}if(!iMenuItemCSSClassName){console.debugLog("shortcutmenu","Missing selector.");throw new eDwGenericError("Missing selector.")}var menuJQ=$(iParentMenuSelector);var menuItemJQ=l_insertInMenu("li",iPluginName,iMenuItemCSSClassName,menuJQ);var menuItemID=menuItemJQ.attr("id");eDwUIUtils.hide("#"+menuItemID,iInitHideMenuItem);if(iHandlerFunc){this.mMenuHandlers[menuItemID]=iHandlerFunc}var handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];if(!handlerObj){handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID]={VisHandler:iIsVisibleFunc,PluginName:iPluginName}}else{handlerObj.VisHandler=iIsVisibleFunc;handlerObj.PluginName=iPluginName}};eDwUIShortcutMenu.prototype.addSubMenu=function(iPluginName,iSubMenuCSSClassName,iHideSubMenu,iParentMenuSelector){if(iHideSubMenu===void 0){iHideSubMenu=false}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var subMenuJQ=$(iParentMenuSelector);l_insertInMenu("ul",iPluginName,iSubMenuCSSClassName,subMenuJQ);if(iHideSubMenu)eDwUIShortcutMenu.hide()};eDwUIShortcutMenu.prototype.addMenuSeparator=function(iPluginName){this.addMenuItem(iPluginName,"edrawings-shortcut-divider",null,(function(iViewer,iArg){if(l_getNumVisMenuItems()){return l_shouldBeVisible(iViewer,iArg)}return false}))};eDwUIShortcutMenu.prototype.setPluginCheck=function(iPluginNameKey,iCheckFunc){if(iPluginNameKey){this.mCheckPluginHandlers[iPluginNameKey]=iCheckFunc;return true}return false};eDwUIShortcutMenu.prototype.removeAllMenuItems=function(iPluginName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}this.removeMenuItem(iPluginName,"",iParentMenuSelector)};eDwUIShortcutMenu.prototype.removeMenuItem=function(iPluginName,iMenuItemCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var menuItemJQ=l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName);var menuItemID=menuItemJQ.attr("id");delete this.mMenuHandlers[menuItemID];delete this.mMenuVisibilityHandlerObjs[menuItemID];$(iParentMenuSelector).menu("refresh")};eDwUIShortcutMenu.prototype.removeSubMenu=function(iPluginName,iSubMenuCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}l_removeFromMenu(iParentMenuSelector,iPluginName,iSubMenuCSSClassName)};eDwUIShortcutMenu.get=function(){if(!eDwUIShortcutMenu.sMenu){eDwUIShortcutMenu.sMenu=new eDwUIShortcutMenu}return eDwUIShortcutMenu.sMenu};eDwUIShortcutMenu.destroy=function(){if(eDwUIShortcutMenu.sMenu)eDwUIShortcutMenu.sMenu.destroy()};eDwUIShortcutMenu.show=function(iX,iY,iParentRect){var numVisMenuItems=l_getNumVisMenuItems();if(!numVisMenuItems)return;var menuJQ=$(c_menuID);var viewerElemJQ=$("#edrawings-canvas");var parentRect=iParentRect?iParentRect:{Width:viewerElemJQ.width(),Height:viewerElemJQ.height()};var posx=iX;var posy=iY;var menuHeight=menuJQ.height();var menuWidth=menuJQ.width();if(posx+menuWidth>parentRect.Width){posx=parentRect.Width-menuWidth-5}if(posy+menuHeight>parentRect.Height){posy=parentRect.Height-menuHeight-5}menuJQ.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide(c_menuID,false)};eDwUIShortcutMenu.hide=function(){eDwUIUtils.hide(c_menuID,true);eDwUIUtils.hide(c_menuID+" ul",true);eDwUIUtils.hide(c_menuID+" li",true)};return eDwUIShortcutMenu}();exports.eDwUIShortcutMenu=eDwUIShortcutMenu;var c_menuID="#edrawings-shortcut-menu";var c_divider="-";var c_dummyText="dummy";function l_validatePlugin(iPluginName){if(!iPluginName){console.debugLog("shortcutmenu","Missing menu group name.");throw new eDwGenericError("Missing menu group name.")}}function l_insertInMenu(iElementStyle,iPluginName,iCSSClassName,iParentMenuJQ){l_validatePlugin(iPluginName);var text=iCSSClassName==="edrawings-shortcut-divider"?c_divider:c_dummyText;var menuElemJQ=$("<"+iElementStyle+" class ='"+iCSSClassName+" edrawings-shortcut-menu-text'>"+text+"</"+iElementStyle+">");menuElemJQ.attr("plugin-name",iPluginName);if(!menuElemJQ.attr("id")){menuElemJQ.attr("id",iCSSClassName+"-id")}iParentMenuJQ.append(menuElemJQ);iParentMenuJQ.menu("refresh");if(text===c_dummyText)menuElemJQ.text("");return menuElemJQ}function l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName){return $(iParentMenuSelector).find("[plugin-name='"+iPluginName+"']"+iMenuItemCSSClassName).remove()}function l_getNumVisMenuItems(iPluginName){var menuItems=$(c_menuID+" li");var hiddenMenuItems=$(c_menuID+" li.edrawings-ui-hide");if(iPluginName){menuItems=menuItems.find("[plugin-name='"+iPluginName+"']");hiddenMenuItems=hiddenMenuItems.find("[plugin-name='"+iPluginName+"']")}return menuItems.length-hiddenMenuItems.length}function l_shouldBeVisible(iViewer,iArg){return typeof iArg==="boolean"?false:true}}));define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_5){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,(function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.find("Category","table");for(_i=0,tableNodes_1=tableNodes;_i<tableNodes_1.length;_i++){tableNode=tableNodes_1[_i];if(!this.shouldIncludeNode(tableNode))continue;generatedHTML+=this.generateHTMLForNode(tableNode,NaN,"edrawings-root "+iAdditionalClasses,true)}}return[2,generatedHTML]}))}))};eDwUITableHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUITableHTMLGenerator}(eDwUIHTMLGenerator_5.eDwUIHTMLGenerator);return eDwUITableHTMLGenerator}));define("eDwUIUtils",["require","exports","eDwView","eDwServiceMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwZoomToFitCmd","eDwResetCmd","eDwUIHTMLGenerator","eDwUISheetTreeHTMLGenerator","eDwUILayerHTMLGenerator","eDwUIDebugHTMLGenerator","eDwEventMgr","eDwAJAXError","eDwResultError","eDwNodeAttributes","eDwTypes","eDwEvents","eDwUIMessageReporter","utils","eDwKeyMgr"],(function(require,exports,eDwView,eDwServiceMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwZoomToFitCmd,eDwResetCmd,eDwUIHTMLGenerator_6,eDwUISheetTreeHTMLGenerator,eDwUILayerHTMLGenerator,eDwUIDebugHTMLGenerator,eDwEventMgr,eDwAJAXError,eDwResultError,eDwNodeAttributes_4,eDwTypes_17,eDwEvents_9,eDwUIMessageReporter,utils,eDwKeyMgr_5){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.getAsJQueryObj=exports.adjustScrollArrows=exports.disableScrollOnTouch=exports.enableScrollOnTouch=exports.executeScrolling=exports.positionMenuPanelArrowCollapseButton=exports.fixMenuPanelInwardToolbar=exports.viewFile=exports.makeResult=exports.getViewerElementID=exports.getViewerElementName=exports.resetToHomeView=exports.isStateOn=exports.isIDInJQuery=exports.deactivateUI=exports.activateUI=exports.getIDHC=exports.scrollToTarget=exports.getPosition=exports.getRequestedQueryStringParams=exports.hide=exports.loadPanel=exports.getSpanText=exports.getTarget=exports.getText=exports.addPanelModeEvents=exports.populateModelViewPanel=exports.inhibitEventBehavior=exports.loadComponentHTML=exports.deactivateMoveInput=exports.addCloseEventHandler=exports.scrollToTreeNode=exports.expandSelected=exports.switchModelView=exports.updateModelViewTargets=exports.searchPanelList=exports.zoomToFit=exports.addSubTreeArrowEventHandler=exports.updateUI=exports.getUIPanelID=exports.setUIGenerator=exports.getUIGenerator=exports.createUIGenerators=exports.updateIcons=void 0;function updateIcons(iHierNodesAndAttribs){for(var _i=0,iHierNodesAndAttribs_4=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_4.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_4[_i];var hierNode=hierNodeAndAttribs.HierNode;var attribs=hierNodeAndAttribs.Attribs;var listItemDiv=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-submenu-list-item"]');var iconDiv=listItemDiv.children("div.edrawings-tree-icon");iconDiv.removeClass(l_getAllDisplayStateCSSClasses(hierNode));var newCSSClass=eDwUIHTMLGenerator_6.eDwUIHTMLGenerator.getDisplayStateCSSClass(hierNode,attribs);iconDiv.addClass(newCSSClass)}}exports.updateIcons=updateIcons;function createUIGenerators(iViewer){var panelID="#edrawings-sheet-tree-menu";l_generators[panelID]=new eDwUISheetTreeHTMLGenerator(iViewer,panelID);panelID="#edrawings-layer-control-menu";l_generators[panelID]=new eDwUILayerHTMLGenerator(iViewer,panelID);panelID="#edrawings-debug-menu";l_generators[panelID]=new eDwUIDebugHTMLGenerator(iViewer,panelID)}exports.createUIGenerators=createUIGenerators;function getUIGenerator(iName){return l_generators[iName]}exports.getUIGenerator=getUIGenerator;function setUIGenerator(iName,iGen){l_generators[iName]=iGen}exports.setUIGenerator=setUIGenerator;function getUIPanelID(iTargetJQ){var panelJQ=iTargetJQ.closest(".edrawings-submenu");return panelJQ?"#"+panelJQ[0].id:""}exports.getUIPanelID=getUIPanelID;function updateUI(iViewer,iModelView,iInit){if(iInit===void 0){iInit=false}return __awaiter(this,void 0,void 0,(function(){var model,listHTML,listJQ,gen,modelViews,_i,modelViews_7,modelView;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iViewer)return[3,2];if(iViewer.ViewerFeatureOpts.Debug)l_populateDebugPanel(iViewer);model=iViewer.getModel();if(!iModelView)return[3,2];if(iModelView===model.getActiveModelView()){listHTML="";listJQ=$("#edrawings-sheet-tree-menu .edrawings-submenu-list");gen=getUIGenerator("#edrawings-sheet-tree-menu");modelViews=iViewer.getModel().getModelViews();for(_i=0,modelViews_7=modelViews;_i<modelViews_7.length;_i++){modelView=modelViews_7[_i];listHTML+=gen.generateHTMLForNode(modelView.Hierarchy,NaN,"edrawings-root")}listJQ.empty();listJQ.append(listHTML)}updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected");if(!iInit)return[3,2];return[4,l_populateLayerPanel(iViewer)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.updateUI=updateUI;function addSubTreeArrowEventHandler(ioUIHTMLEventMgr,iTreeNodeID){ioUIHTMLEventMgr.addDelegatedEventHandler(iTreeNodeID+" .edrawings-tree-arrow","click",(function(iEvent){if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ[0])return;function collapseListNode(iTargetJQ){var parentElemJQ=iTargetJQ[0]?getAsJQueryObj(iTargetJQ[0].parentElement):$();if(!parentElemJQ.hasClass("edrawings-submenu-list")){parentElemJQ=parentElemJQ[0]?getAsJQueryObj(parentElemJQ[0].parentElement):$()}if(!parentElemJQ[0]){console.warn("No list found for the collapsable element.");return}var parentElem=parentElemJQ[0];var childElemsJQ=parentElemJQ.children("[data-hoopsparentid='"+iTargetJQ.data("hoopsid")+"']");$.each(childElemsJQ,(function(iArg,iElem){collapseListNode($(iElem));parentElem.removeChild(iElem)}))}if(targetJQ.hasClass("edrawings-tree-expanded")){collapseListNode(targetJQ);targetJQ.removeClass("edrawings-tree-expanded")}else{var appendJQ=targetJQ.closest(".edrawings-submenu-list-item");var panelID=getUIPanelID(appendJQ);var gen=getUIGenerator(panelID);var nodeToExpandHC=parseInt(targetJQ.data("hoopsid"),10);var node=gen.getNodeFromID(nodeToExpandHC);if(node===undefined){console.debugLog("ListUI","There is no node for the ID");return}var offset=parseInt($(appendJQ).css("padding-left"),10);appendJQ.after(gen.generateHTMLForChildNodes(node,false,offset));targetJQ.addClass("edrawings-tree-expanded")}}))}exports.addSubTreeArrowEventHandler=addSubTreeArrowEventHandler;function zoomToFit(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var nodeIDHC,activeModelView,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDHC=iViewer.SelectionMgr.getLastSelIDHC();if(utils.isNaN(nodeIDHC)){activeModelView=iViewer.getModel().getActiveModelView();nodeIDHC=activeModelView.Hierarchy.HOOPSID}zoomToFitCmd=new eDwZoomToFitCmd(iViewer,nodeIDHC,iViewer.getHCView().getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.zoomToFit=zoomToFit;function searchPanelList(iViewer,iElemJQ){var panelID=getUIPanelID(iElemJQ);var listJQ=$(panelID+" .edrawings-submenu-list");var activeModelView=iViewer.getModel().getActiveModelView();var activeModelViewNode=activeModelView.Hierarchy;if(activeModelViewNode){listJQ.empty();iViewer.SelectionMgr.unSelectAllObjects();var gen=getUIGenerator(panelID);var inputVal=$(panelID+" .edrawings-menu-search-input").val();listJQ.append(gen.generateHTMLForChildNodes(activeModelViewNode,inputVal.length>0))}}exports.searchPanelList=searchPanelList;function updateModelViewTargets(iModelView,iFilter,iTargetClass){var targetSpans=$("span[data-hoopsid='"+iModelView.Hierarchy.HOOPSID+"']");if(targetSpans.length>0){var viewTab=targetSpans.filter(iFilter);if(viewTab.length>0){var parentJQ=viewTab.parent();parentJQ.addClass(iTargetClass);scrollToTarget(parentJQ)}}}exports.updateModelViewTargets=updateModelViewTargets;function switchModelView(iEvent,iViewer,iClassForNodeID){var _this=this;if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ.length)return;var modelViewDivJQ=$(iClassForNodeID,targetJQ);if(!modelViewDivJQ.length)return;var model=iViewer.getModel();var nodeIDHC=parseInt(modelViewDivJQ.data("hoopsid"),10);var modelViewHierNode=model.getHierarchyNode(nodeIDHC);var newModelView=modelViewHierNode.getModelView();var currModelView=model.getActiveModelView();if(newModelView===currModelView)return;(function(){return __awaiter(_this,void 0,void 0,(function(){var changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeModelViewCmd=new eDwChangeModelViewCmd(iViewer,newModelView);return[4,eDwCommandMgr.get().run(changeModelViewCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.switchModelView=switchModelView;function expandSelected(iViewer,iSelHierNode){var activeModelView=iViewer.getModel().getActiveModelView();function expandNode(iTargetJQ){if(!iTargetJQ.length)return;if(!iTargetJQ.hasClass("edrawings-tree-expanded")){var panelUIID=getUIPanelID(iTargetJQ);if(!$(panelUIID).is(":visible"))return;var gen=getUIGenerator(panelUIID);var offset=parseInt($(iTargetJQ).css("padding-left"),10);var nodeToExpand=parseInt(iTargetJQ.data("hoopsid"),10);var hierarchyNode=activeModelView.Nodes[nodeToExpand];var appendNode=iTargetJQ.closest(".edrawings-submenu-list-item");appendNode.after(gen.generateHTMLForChildNodes(hierarchyNode,false,offset));iTargetJQ.addClass("edrawings-tree-expanded")}}var hierNode=iSelHierNode.Parent;while(hierNode&&hierNode!==activeModelView.Hierarchy){var expandNodes=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-tree-arrow"]');$.each(expandNodes,(function(iIdx,iTarget){expandNode($(iTarget))}));hierNode=hierNode.Parent}}exports.expandSelected=expandSelected;function scrollToTreeNode(iSelHierNode,iSetSelected){var treeItem={node:$("span[data-hoopsid='"+iSelHierNode.HOOPSID+"']:not(.config-tab-text)"),ownerNode:$("div[data-hoopsid='"+iSelHierNode.HOOPSID+"']")};if(treeItem.ownerNode.length){var classAction_1=iSetSelected?"addClass":"removeClass";$.each(treeItem.node,(function(iIdx,iTarget){$(iTarget)[classAction_1]("edrawings-list-selected")}));$.each(treeItem.ownerNode,(function(iIdx,iTarget){var targetJQ=$(iTarget);targetJQ[classAction_1]("edrawings-list-selected");if(!targetJQ.hasClass("edrawings-submenu-list-item")){return}targetJQ.find(".edrawings-submenu-list-item-button")[classAction_1]("edrawings-list-option");var panel=targetJQ.closest(".edrawings-menu");var panelHiddenState=panel.is(":hidden");hide(panel.attr("id"),false);if(iSetSelected){scrollToTarget(targetJQ,panelHiddenState?"none":"slow")}hide(panel.attr("id"),panelHiddenState)}))}}exports.scrollToTreeNode=scrollToTreeNode;function addCloseEventHandler(iPanelID,iUIHTMLEventMgr){iUIHTMLEventMgr.addDelegatedEventHandler(iPanelID+" .edrawings-menu-close","click",(function(iEvent){hide(iPanelID,true)}))}exports.addCloseEventHandler=addCloseEventHandler;function deactivateMoveInput(iInputEventIDSuffix){$(document).off("mousemove"+iInputEventIDSuffix);$(document).off("mousedown"+iInputEventIDSuffix);$(document).off("mouseup"+iInputEventIDSuffix);$(document).off("click"+iInputEventIDSuffix)}exports.deactivateMoveInput=deactivateMoveInput;function loadComponentHTML(){return __awaiter(this,void 0,void 0,(function(){var loadPromises;return __generator(this,(function(_a){switch(_a.label){case 0:loadPromises=[];utils.appendToArray(loadPanel("#edrawings-sheet-tree-menu","sheetspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-layer-control-menu","layerspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-debug-menu","debugpanel.html"),loadPromises);return[4,Promise.all(loadPromises)];case 1:_a.sent();return[2]}}))}))}exports.loadComponentHTML=loadComponentHTML;function inhibitEventBehavior(iEvent){iEvent.preventDefault();iEvent.stopPropagation()}exports.inhibitEventBehavior=inhibitEventBehavior;function populateModelViewPanel(iViewer,iPanelUIID,iTextClass){return __awaiter(this,void 0,void 0,(function(){var listModelViewMenu,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:listModelViewMenu=$(iPanelUIID+" .edrawings-submenu-list");listModelViewMenu.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=listModelViewMenu).append;return[4,gen.generateHTML(iTextClass)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}exports.populateModelViewPanel=populateModelViewPanel;function addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID){var click="click"+iInputEventIDSuffix;$(document).on(click,iPanelID+" .edrawings-menu-panel-arrow-collapse",(function(iJQEvent){var msg="Panel resize: "+click;console.debugLog("UIPanelResize",msg);iJQEvent.preventDefault();var panelJQ=$(iPanelID);panelJQ.toggleClass("edrawings-collapsed");var activeButtonJQ=iButtonID?$(iButtonID):undefined;positionMenuPanelArrowCollapseButton(panelJQ,activeButtonJQ);iJQEvent.stopImmediatePropagation()}));var panelJQ=$(iPanelID);panelJQ.removeClass("edrawings-collapsed");l_setMenuPanelArrowCollapseButtonPosition(panelJQ);fixMenuPanelInwardToolbar(panelJQ)}exports.addPanelModeEvents=addPanelModeEvents;function getText(iElement){return $(iElement).text().trim()}exports.getText=getText;function getTarget(iTargetJQ){return iTargetJQ.hasClass("config-tab-text")?iTargetJQ.parent():iTargetJQ}exports.getTarget=getTarget;function getSpanText(iTargetJQ){var target=getTarget(iTargetJQ);if(!target.is("span")){target=target.find("span")}if(!target||!target.length)return"";return target[0].innerText}exports.getSpanText=getSpanText;function loadPanel(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loaded,iExcp_16;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,false];loaded=false;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,eDwServiceMgr.get().load(iElemOrClassID,iPanelHTML)];case 2:_a.sent();loaded=true;console.debugLog("PanelLoad","Loaded panel id = "+iElemOrClassID+" HTML file = "+iPanelHTML);return[3,4];case 3:iExcp_16=_a.sent();console.debugLog("PanelLoad","Failed to load "+iPanelHTML+": "+iExcp_16.message);return[3,4];case 4:return[2,loaded]}}))}))}exports.loadPanel=loadPanel;function hide(iSelector,iOff){var selJQ=$(iSelector);selJQ[iOff?"addClass":"removeClass"]("edrawings-ui-hide");return selJQ}exports.hide=hide;function getRequestedQueryStringParams(iURL,ioViewerFeatOpts,iWarnOfOtherParams){if(iWarnOfOtherParams===void 0){iWarnOfOtherParams=true}var hashes=iURL.slice(iURL.indexOf("?")+1).split("&");for(var i=0;i<hashes.length;i++){var hash=hashes[i].split("=");if(hash.length>1){var strVal=hash[1];var val=strVal==="true"?true:strVal==="false"?false:strVal;if(ioViewerFeatOpts.hasOwnProperty(hash[0])){ioViewerFeatOpts[hash[0]]=val}else if(iWarnOfOtherParams){console.warn(hash[0]+" is not a valid query parameter.")}}}}exports.getRequestedQueryStringParams=getRequestedQueryStringParams;function getPosition(iTargetJQ){var ret={top:0,left:0};if(iTargetJQ)ret=iTargetJQ.position();return ret}exports.getPosition=getPosition;function scrollToTarget(iTargetJQ,iAnimationSpeed){if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}var animationSpeed=iAnimationSpeed;var targetOffset=iTargetJQ.offset();var targetParentJQ=iTargetJQ.parent();if(targetParentJQ.length&&targetParentJQ[0]===$(document)[0]){return false}var targetParentOffset=targetParentJQ.offset();var updated=false;if(targetParentJQ[0].scrollWidth>targetParentJQ.width()){var targetParentPaddingLeft=parseInt(targetParentJQ.css("paddingLeft"));var diff=l_computeTargetMinimalAdjustment(targetOffset.left,parseInt(iTargetJQ.css("marginLeft"))+parseInt(iTargetJQ.css("borderLeftWidth"))+iTargetJQ[0].scrollWidth+parseInt(iTargetJQ.css("borderRightWidth"))+parseInt(iTargetJQ.css("marginRight")),targetParentOffset.left+parseInt(targetParentJQ.css("marginLeft"))+parseInt(targetParentJQ.css("borderLeftWidth"))+targetParentPaddingLeft,targetParentJQ[0].clientWidth-targetParentPaddingLeft-parseInt(targetParentJQ.css("paddingRight")));if(diff!==0){var pos=targetParentJQ.scrollLeft()+diff;if(Math.abs(diff)>targetParentJQ.width()){var targetJQpostionLeft=iTargetJQ.position().left;pos=targetParentJQ.scrollLeft()+targetJQpostionLeft}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollLeft");updated=true}}if(targetParentJQ[0].scrollHeight>targetParentJQ.height()){var targetParentPaddingTop=parseInt(targetParentJQ.css("paddingTop"));var diff=l_computeTargetMinimalAdjustment(targetOffset.top,parseInt(iTargetJQ.css("marginTop"))+parseInt(iTargetJQ.css("borderTopWidth"))+iTargetJQ[0].scrollHeight+parseInt(iTargetJQ.css("borderBottomWidth"))+parseInt(iTargetJQ.css("marginBottom")),targetParentOffset.top+parseInt(targetParentJQ.css("marginTop"))+parseInt(targetParentJQ.css("borderTopWidth"))+targetParentPaddingTop,targetParentJQ[0].clientHeight-targetParentPaddingTop-parseInt(targetParentJQ.css("paddingBottom")));if(diff!==0){var pos=targetParentJQ.scrollTop()+diff;if(Math.abs(diff)>targetParentJQ.height()){var targetJQpostionTop=iTargetJQ.position().top;pos=targetParentJQ.scrollTop()+targetJQpostionTop}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollTop");updated=true}}return updated}exports.scrollToTarget=scrollToTarget;function getIDHC(iTargetJQ){if(!iTargetJQ)return Number.NaN;return parseInt(iTargetJQ.data("hoopsid"),10)}exports.getIDHC=getIDHC;function activateUI(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var panelJQ,buttonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:if(iPanelID){panelJQ=hide(iPanelID,false).addClass("active");fixMenuPanelInwardToolbar(panelJQ)}if(!iButtonID)return[3,2];buttonJQ=$(iButtonID);buttonJQ.addClass("active-button");scrollToTarget(buttonJQ,"none");return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.ActivateUIOpEvent,buttonJQ)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.activateUI=activateUI;function deactivateUI(iButtonCSSClassName,iPanelCSSClassName){if(iButtonCSSClassName===void 0){iButtonCSSClassName=""}if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonsJQ,panelsJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonsJQ=$(iButtonCSSClassName+".active-button");if(!activeButtonsJQ.length)return[3,2];return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.DeactivateUIOpEvent,activeButtonsJQ)];case 1:_a.sent();activeButtonsJQ.removeClass("active-button");_a.label=2;case 2:panelsJQ=hide(iPanelCSSClassName+".active",true).removeClass("active");panelsJQ.each((function(iIdx,iPanel){fixMenuPanelInwardToolbar($(iPanel),true)}));return[2,activeButtonsJQ]}}))}))}exports.deactivateUI=deactivateUI;function isIDInJQuery(iListJQ,iID){var inJQList=false;for(var key in iListJQ){if(iListJQ[key].id===iID){inJQList=true;break}}return inJQList}exports.isIDInJQuery=isIDInJQuery;function isStateOn(iID){return $(iID).hasClass("state-on-button")}exports.isStateOn=isStateOn;function resetToHomeView(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var resetCmd;return __generator(this,(function(_a){switch(_a.label){case 0:resetCmd=new eDwResetCmd(iViewer);return[4,eDwCommandMgr.get().run(resetCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.resetToHomeView=resetToHomeView;function getViewerElementName(){return"edrawings-viewer"}exports.getViewerElementName=getViewerElementName;function getViewerElementID(){return"#"+getViewerElementName()}exports.getViewerElementID=getViewerElementID;function makeResult(iExcp){var result={ErrorCode:"UnknownError",ErrorData:[]};if(iExcp instanceof eDwResultError){result=iExcp.Result}else if(iExcp instanceof eDwAJAXError){result.ErrorCode=iExcp.ErrorCode;result.ErrorData=[iExcp.message]}else{result.ErrorCode=iExcp.name;result.ErrorData=[iExcp.message]}return result}exports.makeResult=makeResult;function viewFile(iModelName,iModelKey,iParams,iContainerName,iModelData){return __awaiter(this,void 0,void 0,(function(){function createViewer(iWebSocketEndpoint){if(iWebSocketEndpoint===""){return null}var streamAlways=iParams.StreamAlwaysConnected;var streamModes=eDwTypes_17.HC.StreamingMode;var webViewerInfo={};webViewerInfo.containerId=iContainerName;webViewerInfo.model=iModelKey;webViewerInfo.endpointUri=iWebSocketEndpoint;webViewerInfo.streamingMode=streamAlways?streamModes.Interactive:streamModes.All;webViewerInfo.streamingMode=iModelData?null:webViewerInfo.streamingMode;webViewerInfo.buffer=iModelData;webViewerInfo.boundingPreviewMode=eDwTypes_17.HC.BoundingPreviewMode.None;eDwEventMgr.get().addEventHandlerFunc(eDwEvents_9.GLContextLostEvent,c_onContextLost);var viewer=new eDwView(webViewerInfo,iParams);hide("#"+iContainerName,false);if(iModelName){$("#edrawings-filename-text").html(decodeURIComponent(iModelName))}var modelName=!iModelName&&iModelKey?iModelKey:iModelName;if(!modelName)return null;if(modelName.search(".zip")>-1){modelName=modelName.substring(0,modelName.length-4)}console.debugLog("ModelLoad","Created new edw viewer");return viewer}var wsEndPt,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!iModelData)return[3,1];_a=null;return[3,3];case 1:return[4,eDwServiceMgr.get().getWebSocketEndpoint(iModelKey,iParams.WebSocketEndpoint)];case 2:_a=_b.sent();_b.label=3;case 3:wsEndPt=_a;return[2,createViewer(wsEndPt)]}}))}))}exports.viewFile=viewFile;function fixMenuPanelInwardToolbar(iPanelJQ,iToClear){if(iToClear===void 0){iToClear=false}if(iToClear){iPanelJQ.removeClass("edrawings-collided");return}if(iPanelJQ.hasClass("edrawings-hud-menu")){var panel=iPanelJQ[0];if(panel.scrollHeight>panel.clientHeight){iPanelJQ.addClass("edrawings-collided")}else{iPanelJQ.removeClass("edrawings-collided")}}else if(iPanelJQ.hasClass("edrawings-submenu")){var wrapperJQ=iPanelJQ.find(".edrawings-menu-panel-wrapper");var wasCollided=iPanelJQ.hasClass("edrawings-collided");if(iPanelJQ[0].scrollHeight>iPanelJQ[0].clientHeight&&iPanelJQ[0].scrollHeight-iPanelJQ[0].clientHeight>1||wrapperJQ[0].scrollHeight>wrapperJQ[0].clientHeight&&wrapperJQ[0].scrollHeight-wrapperJQ[0].clientHeight>1){if(!wasCollided){iPanelJQ.addClass("edrawings-collided")}iPanelJQ.addClass("edrawings-wiggle");setTimeout((function(){iPanelJQ.removeClass("edrawings-wiggle")}),0)}else{iPanelJQ.removeClass("edrawings-collided");if(wasCollided){fixMenuPanelInwardToolbar(iPanelJQ)}}}}exports.fixMenuPanelInwardToolbar=fixMenuPanelInwardToolbar;function positionMenuPanelArrowCollapseButton(iPanelJQ,iButtonJQ){if(!iPanelJQ.hasClass("edrawings-collapsed")){l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ);fixMenuPanelInwardToolbar(iPanelJQ)}else{if(iButtonJQ){var arrowCollapseButtonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse");var activeButtonRect=iButtonJQ[0].getBoundingClientRect();var arrowCollapseButtonRect=arrowCollapseButtonJQ[0].getBoundingClientRect();var diffTop=activeButtonRect.top-arrowCollapseButtonRect.top;l_setMenuPanelArrowCollapseButtonPosition(arrowCollapseButtonJQ,arrowCollapseButtonJQ.position().top+diffTop)}fixMenuPanelInwardToolbar(iPanelJQ,true)}}exports.positionMenuPanelArrowCollapseButton=positionMenuPanelArrowCollapseButton;function executeScrolling(iDiffX,iDiffY,iContentJQ,iBarJQ){var contentParentJQ=iContentJQ.parent();var leftButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-left)");var rightButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-right)");var upButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-up)");var downButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-down)");if(iContentJQ[0].scrollWidth>iContentJQ.width()){var scrollLeft=iContentJQ.scrollLeft();var newScrollLeft=scrollLeft+iDiffX;iContentJQ.scrollLeft(newScrollLeft);adjustScrollArrows(iContentJQ.scrollLeft(),iContentJQ[0].scrollWidth,iContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,iBarJQ)}if(iContentJQ[0].scrollHeight>iContentJQ.height()){var scrollTop=iContentJQ.scrollTop();var newScrollTop=scrollTop+iDiffY;iContentJQ.scrollTop(newScrollTop);adjustScrollArrows(iContentJQ.scrollTop(),iContentJQ[0].scrollHeight,iContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,iBarJQ)}return iDiffX!==0||iDiffY!==0}exports.executeScrolling=executeScrolling;function enableScrollOnTouch(ioUIHTMLEventMgr,iContentJqSel,iBarJqSel,iHandlerOnScroll){var _this=this;var contentJQ=$(iContentJqSel);var barJQ=iBarJqSel?$(iBarJqSel):undefined;var hasScrolled=false;var stopClickTarget;var stopClickPropagation=false;ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchstart",(function(iEventStart){hasScrolled=false;stopClickPropagation=false;stopClickTarget=undefined;var touchEventStart=iEventStart;var lastScreenX=touchEventStart.changedTouches[0].screenX;var lastScreenY=touchEventStart.changedTouches[0].screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchmove",(function(iEventMove){var touchEventMove=iEventMove;var xDiff=touchEventMove.changedTouches[0].screenX-lastScreenX;lastScreenX=touchEventMove.changedTouches[0].screenX;var yDiff=touchEventMove.changedTouches[0].screenY-lastScreenY;lastScreenY=touchEventMove.changedTouches[0].screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iHandlerOnScroll()];case 1:_a.sent();return[2]}}))}))})()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchend",(function(iEvent){var touchEvent=iEvent;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");if(hasScrolled){touchEvent.preventDefault();touchEvent.stopPropagation();stopClickPropagation=true;stopClickTarget=touchEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchcancel",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");hasScrolled=false;stopClickPropagation=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousedown",(function(iEvent){hasScrolled=false;stopClickPropagation=false;if(!eDwKeyMgr_5.eDwKeyMgr.isLMBPressed(iEvent)){return}var eventDown=iEvent;var lastScreenX=eventDown.screenX;var lastScreenY=eventDown.screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousemove",(function(iEventMove){var eventMove=iEventMove;var xDiff=eventMove.screenX-lastScreenX;var yDiff=eventMove.screenY-lastScreenY;lastScreenX=eventMove.screenX;lastScreenY=eventMove.screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){iHandlerOnScroll()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mouseup",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");if(hasScrolled){iEvent.stopImmediatePropagation();iEvent.preventDefault();stopClickPropagation=true;stopClickTarget=iEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));var propagationHandler=function(iEvent2){if(stopClickPropagation&&iEvent2.target===stopClickTarget){iEvent2.stopImmediatePropagation();iEvent2.preventDefault()}stopClickPropagation=false;stopClickTarget=undefined};var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*");contentJQ.on(dataKey,"*",propagationHandler)}exports.enableScrollOnTouch=enableScrollOnTouch;function disableScrollOnTouch(iUIHTMLEventMgr,iContentJqSel){iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchstart");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchend");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchcancel");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousedown");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mouseup");var contentJQ=$(iContentJqSel);var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*")}exports.disableScrollOnTouch=disableScrollOnTouch;function adjustScrollArrows(iOffset,iRange,iVisibleRange,isHorizonatalScrolling,iDecreaseWrapperJQ,iIncreaseWrapperJQ,iBarJQ){if(iOffset<=0){iDecreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}else{iDecreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}if(iOffset+iVisibleRange>=iRange){iIncreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}else{iIncreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}}exports.adjustScrollArrows=adjustScrollArrows;function getAsJQueryObj(iObj){return iObj?$(iObj):$()}exports.getAsJQueryObj=getAsJQueryObj;var l_generators={};function l_getAllDisplayStateCSSClasses(iHierNode){var classes="";for(var displayState in eDwNodeAttributes_4.NodeDisplayState){classes+="edrawings-"+iHierNode.Category+"-"+displayState.toLowerCase()+" "}return classes}function l_populatePanel(iViewer,iCategoryName,iListID,iPanelUIID,iAdditionalClasses){if(iAdditionalClasses===void 0){iAdditionalClasses=""}return __awaiter(this,void 0,void 0,(function(){var activeModelView,list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:activeModelView=iViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return[2];list=$(iListID);list.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=list).append;return[4,gen.generateHTML(iAdditionalClasses)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}function l_populateLayerPanel(iViewer){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_populatePanel(iViewer,"layer","#edrawings-layer-control-list","#edrawings-layer-control-menu")];case 1:_a.sent();return[2]}}))}))}function l_populateDebugPanel(iViewer){var list=$("#edrawings-debug-menu .edrawings-submenu-list");list.empty();var gen=getUIGenerator("#edrawings-debug-menu");var model=iViewer.getModel();var modelView=model.getActiveModelView();if(modelView&&modelView.Hierarchy){var layers=model.getLayers();for(var _i=0,layers_3=layers;_i<layers_3.length;_i++){var layer=layers_3[_i];var layerElem="<div>Layer "+layer.getName()+" (ID="+layer.getIDHC()+", Visible="+layer.getAttribs().Visible+") sub-layer IDs: ";var subLayerIDsHC=layer.getNodeIDsHC();for(var _a=0,subLayerIDsHC_1=subLayerIDsHC;_a<subLayerIDsHC_1.length;_a++){var subLayerIDHC=subLayerIDsHC_1[_a];layerElem+=subLayerIDHC+" "}layerElem+="</div>";list.append(layerElem)}list.append(gen.generateHTMLForNode(modelView.Hierarchy.HOOPSID,0," edrawings-tree-expanded ",true));list.append(gen.generateHTMLForChildNodes(modelView.Hierarchy.HOOPSID,true,4))}}var c_onContextLost=function(){return __awaiter(void 0,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIMessageReporter.showMessagePanelFromCSScontent("edrawings-glcontextlost")];case 1:_a.sent();return[2]}}))}))};function l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ,iTop){var buttonJQ=iPanelJQ;if(!iPanelJQ.hasClass("edrawings-menu-panel-arrow-collapse")){buttonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse")}buttonJQ.css("top",typeof iTop==="undefined"?"":iTop)}function l_computeTargetMinimalAdjustment(iTargetSide,iTargetOffset,iReferenceSide,iReferenceOffset){var diff=0;if(iTargetSide<iReferenceSide){diff=iTargetSide-iReferenceSide}else if(iTargetSide+iTargetOffset>iReferenceSide+iReferenceOffset){diff=iTargetSide+iTargetOffset-(iReferenceSide+iReferenceOffset)}return diff}function l_scrollToTarget(iTargetJQ,iPos,iAnimationSpeed,iStartPos){var _a;if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}if(iStartPos===void 0){iStartPos="scrollTop"}if(!iTargetJQ)return;if(iAnimationSpeed==="none"){iTargetJQ[iStartPos](iPos)}else{iTargetJQ.animate((_a={},_a[iStartPos]=iPos,_a),iAnimationSpeed)}}}));define("eDwUnits",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cDefaultAngleUnit=exports.cDefaultLengthUnit=exports.LengthTypeValues=exports.AngleTypeValues=void 0;exports.AngleTypeValues=["degree","radian"];exports.LengthTypeValues=["millimeter","centimeter","meter","inch","foot","footAndInch"];exports.cDefaultLengthUnit="millimeter";exports.cDefaultAngleUnit="degree"}));define("eDwView",["require","exports","eDwSelMgr","eDwXSectionMgr","eDwViewMgr","eDwTimer","eDwOperatorBaseDeps","eDwEventMgr","eDwHistoryMgr","eDwModel","eDwTypes","eDwEvents","eDwTouchOpsMgr","eDwTableMgr"],(function(require,exports,eDwSelMgr,eDwXSectionMgr,eDwViewMgr,eDwTimer,eDwOperatorBaseDeps_2,eDwEventMgr,eDwHistoryMgr,eDwModel,eDwTypes_18,eDwEvents_10,eDwTouchOpsMgr,eDwTableMgr){"use strict";var eDwView=function(){function eDwView(iViewerInfo,iFeatureOptions){this.mElemID=iViewerInfo.containerId||"";this.HCViewer=new eDwTypes_18.HC.WebViewer(iViewerInfo);this.mTimer=new eDwTimer;this.ViewerFeatureOpts=iFeatureOptions;this.mDrawMode=iFeatureOptions.RenderType||"ShadedWithEdges";this.OperatorMgr=new eDwOperatorBaseDeps_2.eDwOperatorMgr(this);this.TableMgr=new eDwTableMgr(this);var streamAll=this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All;var timeBeforeTimeout=streamAll?14400:120;var timeBeforeWarnTimeout=timeBeforeTimeout-10;this.HCViewer.setClientTimeout(timeBeforeTimeout,timeBeforeWarnTimeout);this.mInitCamera=null;this.mModelKey=iViewerInfo.model||"";this.setupWebViewer()}eDwView.prototype.getHCView=function(){return this.HCViewer.view};eDwView.prototype.getHCMarkupManager=function(){return this.HCViewer.markupManager};eDwView.prototype.getModel=function(){if(!this.mModel){this.mModel=new eDwModel(this)}return this.mModel};eDwView.prototype.processProductStructure=function(){return __awaiter(this,void 0,void 0,(function(){var model,activeModelView,modelViewDefCamera;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:this.mInitCamera=this.getHCView().getCamera();model=this.getModel();activeModelView=model.getActiveModelView();modelViewDefCamera=activeModelView.getDefaultCamera();if(modelViewDefCamera)this.mInitCamera=modelViewDefCamera;this.ViewMgr.setCamera(this.mInitCamera);$("#"+this.mElemID).trigger("edw:ModelDataLoadComplete",this);return[4,this.finishInit()];case 1:_a.sent();if(this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All){this.HCViewer.waitForIdle().then((function(){l_closeHCConnection(_this)}))}return[2]}}))}))};eDwView.prototype.setupWebViewer=function(){var _this=this;var processingSelection=false;var eventMgr=eDwEventMgr.get();function deprecatedCallback(iDeprecatedFuncName){var argArray=[];for(var key in arguments){argArray.push(arguments[key])}console.debugLog("Deprecated","Deprecated call: "+argArray.join("."))}this.mHCCallbacksObj={sceneReady:function(){console.debugLog("ViewerLoad","Scene ready");_this.HCViewer.resizeCanvas()},streamingActivated:function(){console.debugLog("Viewer","Streaming activated")},streamingDeactivated:function(){console.debugLog("Viewer","Streaming deactivated")},selection:function(iSelEvent){if(!processingSelection){processingSelection=true;try{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.SelectionMgr.onSelection(iSelEvent);return[2]}))}))})()}catch(iException){}processingSelection=false}},timeoutWarning:function(iRemainingMinutes){console.debugLog("Viewer","Inactivity timeout pending in "+iRemainingMinutes+" minutes.");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole()},timeout:function(){console.debugLog("Viewer","Inactivity timeout");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.TimeoutEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},modelLoadFailure:function(iModelName,iReason){console.warn("Model "+iModelName+" load failed: "+iReason);$("#"+_this.mElemID).trigger("edw:ModelLoadFailed",[_this,iModelName,iReason]);l_closeHCConnection(_this)},deprecated:deprecatedCallback,info:function(iInfoType,iMsg){console.debugLog("Debug",iInfoType.toString()+" "+iMsg)},missingModel:function(iModelPath){console.debugLog("Debug","Missing model: "+iModelPath);l_closeHCConnection(_this)},webGlContextLost:function(){console.debugLog("Debug","Browser lost GL context!  Render incomplete!!");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.GLContextLostEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},assemblyTreeReady:function(){console.debugLog("ViewerLoad","Assembly tree ready.")},modelStructureReady:function(){console.debugLog("ViewerLoad","Model structure ready.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},modelSwitched:function(){console.debugLog("ViewerLoad","Model switch done.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},viewCreated:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewCreatedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewLoaded:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewLoadedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewDeleted:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewDeletedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},camera:function(iCamera){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.CameraChangeEvent,iCamera)];case 1:_a.sent();return[2]}}))}))})()}};this.HCViewer.setCallbacks(this.mHCCallbacksObj);this.HCViewer.start()};eDwView.prototype.getInitCamera=function(){return this.mInitCamera};eDwView.prototype.getCurrModelKey=function(){return this.mModelKey};eDwView.prototype.unregister=function(){var _this=this;if(this.HCViewer)this.HCViewer.unsetCallbacks(this.mHCCallbacksObj);this.OperatorMgr.unregisterAll();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DoneEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.destroy=function(){this.HCViewer.shutdown()};eDwView.prototype.setExplosionLevel=function(iLevel){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCViewer.explodeManager.setMagnitude(iLevel)];case 1:_a.sent();return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ExplodeLevelChangeEvent,this,iLevel)];case 2:_a.sent();return[2]}}))}))})()};eDwView.prototype.getExplosionLevel=function(){return this.HCViewer.explodeManager.getMagnitude()};eDwView.prototype.getDrawMode=function(){return this.mDrawMode};eDwView.prototype.setDrawMode=function(iValue){var _this=this;var viewHC=this.getHCView();var settingsHC=viewHC.getHiddenLineSettings();switch(iValue){case"ShadedWithEdges":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);break;case"Shaded":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.Shaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.Shaded);break;case"HiddenLinesRemoved":settingsHC.setObscuredLineOpacity(0);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"HiddenLinesVisible":settingsHC.setObscuredLineOpacity(.5);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"Wireframe":settingsHC.setObscuredLineOpacity(1);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;default:throw new Error("Unknown draw mode: "+iValue)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mDrawMode=iValue;return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DrawModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.getPerspectiveMode=function(){return this.getHCView().getProjectionMode()===eDwTypes_18.HC.Projection.Perspective};eDwView.prototype.setPerspectiveMode=function(iValue){var _this=this;if(!iValue){this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Orthographic)}else{this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Perspective)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ProjModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})();return iValue};eDwView.prototype.resetDrawMode=function(){this.setDrawMode(this.ViewerFeatureOpts.RenderType||"ShadedWithEdges")};eDwView.prototype.initializeManagers=function(){new eDwSelMgr(this);new eDwXSectionMgr(this);new eDwViewMgr(this);new eDwTouchOpsMgr(this)};eDwView.prototype.drawDebugBoundingBox=function(iBBox){return __awaiter(this,void 0,void 0,(function(){var modelHC,beautifulGreen,vmin,vmax,p0,p1,p2,p3,p4,p5,p6,p7,polylineData0,polylineData1,polylineData2,polylineData3,rgba,i,tmp,boxMesh,key,meshInstance;return __generator(this,(function(_a){switch(_a.label){case 0:modelHC=this.getModel().getHCModel();beautifulGreen=new eDwTypes_18.HC.Color(0,255,0);vmin=iBBox.min;vmax=iBBox.max;p0=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmax.z);p4=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmin.z);p5=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmin.z);p6=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmin.z);p7=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmin.z);polylineData0=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];polylineData1=[p4.x,p4.y,p4.z,p5.x,p5.y,p5.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z,p4.x,p4.y,p4.z];polylineData2=[p4.x,p4.y,p4.z,p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p5.x,p5.y,p5.z,p4.x,p4.y,p4.z];polylineData3=[p7.x,p7.y,p7.z,p3.x,p3.y,p3.z,p2.x,p2.y,p2.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_18.HC.MeshData;boxMesh.addPolyline(polylineData0,rgba);boxMesh.addPolyline(polylineData1,rgba);boxMesh.addPolyline(polylineData2,rgba);boxMesh.addPolyline(polylineData3,rgba);return[4,modelHC.createMesh(boxMesh)];case 1:key=_a.sent();meshInstance=new eDwTypes_18.HC.MeshInstanceData(key);return[2,modelHC.createMeshInstance(meshInstance)]}}))}))};eDwView.prototype.finishInit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.InitEvent,this)];case 1:_a.sent();this.HCViewer.sheetManager.setBackgroundSheetEnabled(false);eDwHistoryMgr.get().clear();return[2]}}))}))};return eDwView}();function l_closeHCConnection(iViewer){if(!iViewer)return;var viewHC=iViewer.getHCView();viewHC.setCamera(viewHC.getCamera());console.debugLog("Viewer","Closing viewer connection...");iViewer.HCViewer.closeConnection()}return eDwView}));define("eDwViewMgr",["require","exports","eDwEventMgr","eDwSelObj","eDwEvents","eDwTypes"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwEvents_11,eDwTypes_19){"use strict";var eDwViewMgr=function(){function eDwViewMgr(iViewer){if(!iViewer)throw new Error("Must have viewer object");iViewer.ViewMgr=this;this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.mAnimationTimeOutID=-1;this.mViewer=iViewer}eDwViewMgr.prototype.start=function(){var _this=this;if(this.mViewer.getModel().isDrawing())return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StartAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})();this.mViewAnimationActive=true;this.animateNextView()};eDwViewMgr.prototype.stop=function(){var _this=this;this.mViewAnimationActive=false;if(this.mAnimationTimeOutID>-1){window.clearTimeout(this.mAnimationTimeOutID);this.mAnimationTimeOutID=-1}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StopAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.reset=function(){this.stop();this.mViewAnimationIndex=0};eDwViewMgr.prototype.isActive=function(){return this.mViewAnimationActive};eDwViewMgr.prototype.setViewOrientation=function(iEyeDirHC,iDuration){var _this=this;if(iDuration===void 0){iDuration=400}var centerHC=this.mViewer.getModel().getBoundingBox().center();var viewHC=this.mViewer.getHCView();var cameraHC=viewHC.getCamera().copy();var upVecHC=cameraHC.getUp();var eyeVecHC=cameraHC.getTarget().subtract(cameraHC.getPosition());var dist=eyeVecHC.length();switch(iEyeDirHC){case eDwTypes_19.HC.ViewOrientation.Front:eyeVecHC.set(0,0,1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Back:eyeVecHC.set(0,0,-1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Left:eyeVecHC.set(-1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Right:eyeVecHC.set(1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Top:eyeVecHC.set(0,1,0).scale(dist);upVecHC.set(0,0,-1);break;case eDwTypes_19.HC.ViewOrientation.Bottom:eyeVecHC.set(0,-1,0).scale(dist);upVecHC.set(0,0,1);break;case eDwTypes_19.HC.ViewOrientation.Iso:eyeVecHC.set(1,1,1).normalize().scale(dist);upVecHC.set(-.408204,.816541,-.408204);break;default:throw new Error("Unsupported orientation: "+iEyeDirHC)}this.adjustOrientation(eyeVecHC,upVecHC);cameraHC.setPosition(eyeVecHC.add(centerHC));cameraHC.setUp(upVecHC);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,viewHC.fitWorld(iDuration,cameraHC)];case 1:_a.sent();return[2]}}))}))})();return cameraHC};eDwViewMgr.prototype.setViewOrientationToDirection=function(normal){var camera=this.mViewer.getHCView().getCamera();var position=camera.getPosition();var target=camera.getTarget();var up=camera.getUp();var delta=target.subtract(position);var distance=delta.length();var bbox=this.mViewer.getModel().getBoundingBox();var bbox_min=bbox.min;var bbox_max=bbox.max;target=eDwTypes_19.HC.Point3.add(bbox_max,bbox_min).scale(.5);var eyeVec=eDwTypes_19.HC.Point3.scale(normal,distance);position=eDwTypes_19.HC.Point3.add(target,eyeVec);var vTest=new eDwTypes_19.HC.Point3(1,0,0);var isParallel=eDwTypes_19.HC.Point3.dot(vTest,normal);if(Math.abs(Math.abs(isParallel)-1)<.001){vTest.set(0,1,0);var vec=eDwTypes_19.HC.Point3.cross(normal,vTest);vec=vec.normalize();up=eDwTypes_19.HC.Point3.cross(vec,normal);up=up.normalize()}else{up=eDwTypes_19.HC.Point3.cross(normal,vTest);up=up.normalize()}var dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(1,0,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,1,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,0,1));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}camera.setPosition(position);camera.setTarget(target);camera.setUp(up);this.setCamera(camera,500);return camera};eDwViewMgr.prototype.setCamera=function(iCameraHC,iTimeInMS){if(iTimeInMS===void 0){iTimeInMS=400}if(!iCameraHC)return false;var cameraHC=iCameraHC.copy();cameraHC.setProjection(this.mViewer.getHCView().getCamera().getProjection());return this.mViewer.getHCView().setCamera(cameraHC,iTimeInMS)};eDwViewMgr.prototype.enableAmbientOcclusion=function(iEnable){var _this=this;this.mViewer.getHCView().setAmbientOcclusionEnabled(iEnable);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.AmbientOcclChangeEvent,this,iEnable)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.fitScreenToNodes=function(iNodeIDsHC,ioCamera){return __awaiter(this,void 0,void 0,(function(){var model,bboxHC,subtract,viewVec,centerHC,add,ratio,boxMaxLen;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioCamera)return[2];model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC(iNodeIDsHC)];case 1:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];subtract=eDwTypes_19.HC.Point3.subtract;viewVec=subtract(ioCamera.getPosition(),ioCamera.getTarget());centerHC=bboxHC.center().copy();ioCamera.setTarget(centerHC);add=eDwTypes_19.HC.Point3.add;ioCamera.setPosition(add(centerHC,viewVec));ratio=ioCamera.getWidth()/ioCamera.getHeight();if(this.mViewer.getModel().isDrawing()){bboxHC.min.z=bboxHC.max.z=0}boxMaxLen=bboxHC.extents().length();ioCamera.setHeight(boxMaxLen);ioCamera.setWidth(boxMaxLen*ratio);this.setCamera(ioCamera,400);return[2]}}))}))};eDwViewMgr.prototype.pickFromPoint=function(iPnt2DHC,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var selObjHC,toLocalTransformHC,viewHC,iExcp_17;return __generator(this,(function(_a){switch(_a.label){case 0:selObjHC=eDwTypes_19.HC.Selection.SelectionItem.create();toLocalTransformHC=new eDwTypes_19.HC.Matrix;_a.label=1;case 1:_a.trys.push([1,3,,4]);viewHC=this.mViewer.getHCView();return[4,viewHC.pickFromPoint(iPnt2DHC,iPickConfig)];case 2:selObjHC=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() - "+selObjHC.getNodeId()+" - "+JSON.stringify(iPnt2DHC));console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number before");toLocalTransformHC=eDwSelObj.getLocalTransform(selObjHC,this.mViewer.getModel());console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after");return[3,4];case 3:iExcp_17=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() failed - "+iExcp_17.message);return[3,4];case 4:console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after 2");return[2,new eDwSelObj(selObjHC,toLocalTransformHC)]}}))}))};eDwViewMgr.prototype.onCameraUpdate=function(){this.mViewAnimationIndex+=1;if(this.mViewAnimationIndex>=eDwViewMgr.viewAnimations.length){this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.stop()}if(this.mViewAnimationActive){this.animateNextView()}};eDwViewMgr.prototype.animateNextView=function(){var _this=this;if(this.mViewAnimationActive){this.setViewOrientation(eDwViewMgr.viewAnimations[this.mViewAnimationIndex],2e3);this.mAnimationTimeOutID=window.setTimeout((function(){_this.onCameraUpdate()}),2e3)}};eDwViewMgr.prototype.adjustOrientation=function(ioEveVecHC,ioUpVecHC){if(this.mViewer.getModel().getProperty("zUp")==="true"){cCamZUpMat.transform(ioEveVecHC,ioEveVecHC);cCamZUpMat.transform(ioUpVecHC,ioUpVecHC)}};eDwViewMgr.viewAnimations=[eDwTypes_19.HC.ViewOrientation.Front,eDwTypes_19.HC.ViewOrientation.Back,eDwTypes_19.HC.ViewOrientation.Left,eDwTypes_19.HC.ViewOrientation.Right,eDwTypes_19.HC.ViewOrientation.Bottom,eDwTypes_19.HC.ViewOrientation.Top,eDwTypes_19.HC.ViewOrientation.Iso];return eDwViewMgr}();var cCamZUpMat=eDwTypes_19.HC.Matrix.createFromArray([0,1,0,0,0,0,1,0,1,0,0,0,0,0,0,1]);return eDwViewMgr}));define("eDwXSectionMgr",["require","exports","eDwXSectionOperator","eDwGeomUtils","eDwTypes","eDwTypes"],(function(require,exports,eDwXSectionOperator,eDwGeomUtils,eDwTypes_20,eDwTypes_21){"use strict";var eDwXSectionMgr=function(){function eDwXSectionMgr(iViewer){iViewer.XSectionMgr=this;this.mViewer=iViewer;var xSectionOp=new eDwXSectionOperator(iViewer);this.mXSectionOpID=iViewer.OperatorMgr.registerCustomOperator(xSectionOp);this.HCXSectionMgr=iViewer.HCViewer.cuttingManager;this.SectionCapVisibility=false;this.mXSectionIndex=eDwTypes_20.SectionPlaneOrientation.XY.Index;this.mSectionVisibility=true;this.mSectionsVisibilityState=[false,false,false]}eDwXSectionMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mXSectionOpID);this.mViewer.XSectionMgr=null};eDwXSectionMgr.prototype.turnOnSectionPlane=function(iOn){var _this=this;if(this.getXSectionHC()){if(iOn){(function(){return __awaiter(_this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){switch(_a.label){case 0:ret=this.mViewer.OperatorMgr.push(this.mXSectionOpID);console.debugLog("Section","Section plane operator push ret = "+ret);return[4,this.HCXSectionMgr.setCappingGeometryVisibility(true)];case 1:_a.sent();return[2]}}))}))})()}else{var opID=this.mViewer.OperatorMgr.pop();console.debugLog("Section","Popped op ID = "+opID+" xSection op ID = "+this.mXSectionOpID)}}};eDwXSectionMgr.prototype.activateCurrent=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().activate()];case 1:_a.sent();return[4,this.setToCurrentSectionPlane()];case 2:_a.sent();if(!!this.mSectionVisibility)return[3,4];return[4,this.updateSectionVisibility(false)];case 3:_a.sent();_a.label=4;case 4:return[2]}}))}))})()};eDwXSectionMgr.prototype.deactivateCurrent=function(){var _this=this;this.mSectionsVisibilityState=[false,false,false];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().deactivate()];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.isCurrentActive=function(){return this.getXSectionHC().isActive()};Object.defineProperty(eDwXSectionMgr.prototype,"SectionIndex",{get:function(){return this.mXSectionIndex},enumerable:false,configurable:true});eDwXSectionMgr.prototype.setSectionPlane=function(ioSection,iAllowActivation){if(iAllowActivation===void 0){iAllowActivation=true}return __awaiter(this,void 0,void 0,(function(){var bbox,bboxExtents,sectionHC,boxCenter,sectionPlane,minPlanePt,maxPlanePt,vec,centerPt,dir,mirrorPlaneNormal,mirrorPlane,maxOnPlnPt,minOnPlnPt,mirrorPlaneDist,distDir,revDistDir,pts;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.getModel().calculateBoundingBox()];case 1:bbox=_a.sent();bboxExtents=bbox.extents();if(!ioSection||bboxExtents.equals(eDwTypes_21.HC.Point3.zero()))return[2];sectionHC=this.getXSectionHC();if(!(ioSection.Index!==this.mXSectionIndex))return[3,6];if(!sectionHC)return[3,5];if(!sectionHC.isActive())return[3,3];return[4,sectionHC.deactivate()];case 2:_a.sent();_a.label=3;case 3:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 4:_a.sent();_a.label=5;case 5:this.mXSectionIndex=ioSection.Index;sectionHC=this.getXSectionHC();_a.label=6;case 6:boxCenter=bbox.center();if(!(sectionHC.getCount()<1))return[3,9];sectionPlane=ioSection.Plane.copy();sectionPlane.d=-sectionPlane.distanceToPoint(boxCenter);minPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.min,sectionPlane);maxPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.max,sectionPlane);vec=maxPlanePt.copy().subtract(minPlanePt);vec=vec.scale(.55);centerPt=eDwGeomUtils.dropPointOnPlane(boxCenter,sectionPlane);dir=sectionPlane.normal.copy();centerPt=centerPt.add(dir.scale(sectionPlane.d));mirrorPlaneNormal=eDwTypes_21.HC.Point3.zero();eDwTypes_21.HC.Util.oneVectorCross(sectionPlane.normal.copy(),mirrorPlaneNormal);mirrorPlane=eDwTypes_21.HC.Plane.createFromPointAndNormal(centerPt,mirrorPlaneNormal);maxOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec);minOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec.scale(-1));mirrorPlaneDist=mirrorPlane.distanceToPoint(maxOnPlnPt);distDir=mirrorPlaneNormal.copy().scale(2*mirrorPlaneDist);revDistDir=distDir.copy().scale(-1);pts=[];pts.push(minOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(maxOnPlnPt,revDistDir));pts.push(maxOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(minOnPlnPt,distDir));sectionHC=this.getXSectionHC();return[4,sectionHC.addPlane(sectionPlane,pts)];case 7:_a.sent();return[4,sectionHC.setColor(eDwTypes_21.HC.Color.createFromFloat(0,1,0))];case 8:_a.sent();_a.label=9;case 9:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 10:_a.sent();return[4,this.HCXSectionMgr.setStandinGeometryPickable(true)];case 11:_a.sent();return[2]}}))}))};eDwXSectionMgr.prototype.flipSectionPlane=function(){var _this=this;var sectionHC=this.getXSectionHC();if(!sectionHC)return;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return;sectionPlane.normal.negate();sectionPlane.d=-sectionPlane.d;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlane)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.setViewToSectionPlane=function(){var sectionHC=this.getXSectionHC();if(!sectionHC)return null;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return null;return this.mViewer.ViewMgr.setViewOrientationToDirection(sectionPlane.normal.copy())};eDwXSectionMgr.prototype.moveCurrentAlongNormal=function(iDistVec){var _this=this;var camera=this.mViewer.getHCView().getCamera();var camPosition=camera.getPosition();var camTarget=camera.getTarget();var camUp=camera.getUp();var camZ=camTarget.subtract(camPosition);camZ=camZ.normalize();var camY=camUp.normalize();var camX=eDwTypes_21.HC.Point3.cross(camZ,camY);var realVec=camX.scale(iDistVec.x).add(camY.scale(iDistVec.y));realVec.add(camZ.scale(iDistVec.z));var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);var normal=sectionPlaneHC.normal.copy();normal=normal.normalize();var distance=eDwTypes_21.HC.Point3.dot(realVec,normal);if(Math.abs(distance)<1e-6)return;sectionPlaneHC.d-=distance;var lenVec=normal.scale(distance);var newPosMat=new eDwTypes_21.HC.Matrix;newPosMat=newPosMat.setTranslationComponent(lenVec.x,lenVec.y,lenVec.z);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlaneHC,newPosMat,true,false)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.disableSectionCapVisibility=function(iDisable){this.setSectionCapVisibility(iDisable?false:this.mEnableSectionCaps)};eDwXSectionMgr.prototype.projectPoint=function(iPnt){var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);return eDwGeomUtils.dropPointOnPlane(iPnt,sectionPlaneHC)};eDwXSectionMgr.prototype.getXSectionHC=function(){return this.HCXSectionMgr.getCuttingSection(this.mXSectionIndex)};eDwXSectionMgr.prototype.setSectionCapVisibility=function(iEnable){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCXSectionMgr.setCappingFaceColor(iEnable?cSectionCapFaceColor:null)];case 1:_a.sent();return[4,this.HCXSectionMgr.setCappingLineColor(iEnable?null:cSectionCapOutlineColor)];case 2:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.updateSectionVisibility=function(iVisible){return __awaiter(this,void 0,void 0,(function(){var activePlaneX,isSectionVisible,iExcp_18;return __generator(this,(function(_a){switch(_a.label){case 0:activePlaneX=this.getXSectionHC();activePlaneX.setOpacity(iVisible?cSectionPlaneOpacity:0);isSectionVisible=this.mSectionsVisibilityState[this.mXSectionIndex];this.mSectionsVisibilityState[this.mXSectionIndex]=iVisible;if(!iVisible)return[3,7];if(!(activePlaneX.isActive()&&isSectionVisible))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,activePlaneX.deactivate()];case 2:_a.sent();return[3,4];case 3:iExcp_18=_a.sent();return[3,4];case 4:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 5:_a.sent();return[4,activePlaneX.activate()];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwXSectionMgr.prototype.setToCurrentSectionPlane=function(){return __awaiter(this,void 0,void 0,(function(){var orientation,orientations,_a,_b,_i,orientationName;return __generator(this,(function(_c){switch(_c.label){case 0:orientations=eDwTypes_20.SectionPlaneOrientation;_a=[];for(_b in orientations)_a.push(_b);_i=0;_c.label=1;case 1:if(!(_i<_a.length))return[3,4];orientationName=_a[_i];orientation=orientations[orientationName];if(!(orientation.Index===this.mXSectionIndex))return[3,3];return[4,this.setSectionPlane(orientation)];case 2:_c.sent();return[2];case 3:_i++;return[3,1];case 4:return[2]}}))}))};Object.defineProperty(eDwXSectionMgr.prototype,"SectionCapVisibility",{get:function(){return this.mEnableSectionCaps},set:function(iEnable){this.mEnableSectionCaps=iEnable;this.setSectionCapVisibility(iEnable)},enumerable:false,configurable:true});Object.defineProperty(eDwXSectionMgr.prototype,"SectionVisibility",{set:function(iVisible){var _this=this;this.mSectionVisibility=iVisible;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 1:_a.sent();return[2]}}))}))})()},enumerable:false,configurable:true});return eDwXSectionMgr}();var cSectionPlaneOpacity=.3;var cSectionCapFaceColor=new eDwTypes_21.HC.Color(128,128,128);var cSectionCapOutlineColor=new eDwTypes_21.HC.Color(255,0,0);return eDwXSectionMgr}));define("eDwXSectionOperator",["require","exports","eDwTypes","eDwOperatorBaseDeps","eDwCommandMgr","eDwMoveSectionPlaneCmd","utils"],(function(require,exports,eDwTypes_22,eDwOperatorBaseDeps_3,eDwCommandMgr,eDwMoveSectionPlaneCmd,utils){"use strict";var eDwXSectionOperator=function(_super){__extends(eDwXSectionOperator,_super);function eDwXSectionOperator(iViewer){return _super.call(this,iViewer)||this}eDwXSectionOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.Viewer.XSectionMgr.activateCurrent();return[2]}}))}))};eDwXSectionOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.Viewer.XSectionMgr.deactivateCurrent();return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var selObj,selObjNodeIDHC,sectionMgr,typeOfSel,objHC,sectionMgrHC;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent||!this.Viewer.XSectionMgr.isCurrentActive()){ioMouseEvent.setHandled(true);return[2]}return[4,eDwOperatorBaseDeps_3.eDwBaseOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 1:selObj=_a.sent();selObjNodeIDHC=selObj.getIDHC();if(utils.isNaN(selObjNodeIDHC)||selObjNodeIDHC>=0){ioMouseEvent.setHandled(false);return[2]}return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 2:_a.sent();sectionMgr=this.Viewer.XSectionMgr;sectionMgr.disableSectionCapVisibility(true);ioMouseEvent.setHandled(true);if(selObjNodeIDHC){typeOfSel=selObj.getSelectionType();objHC=typeOfSel===eDwTypes_22.HC.SelectionType.None?null:selObj;console.debugLog("Section","sel obj = "+JSON.stringify(objHC));sectionMgrHC=this.Viewer.XSectionMgr.HCXSectionMgr;if(sectionMgrHC.getCuttingSectionFromNodeId(selObjNodeIDHC)){this.mSectionDragPtHC=this.screenToWorld(ioMouseEvent.getPosition())||this.mSectionDragPtHC}}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,this.mMoveSectionCmd.cancel()];case 1:_a.sent();_a.label=2;case 2:this.mMoveSectionCmd=new eDwMoveSectionPlaneCmd(this.Viewer);return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var crossSectionMgr,pos2DHC,pnt3DHC,delta;return __generator(this,(function(_a){ioMouseEvent.setHandled(false);crossSectionMgr=this.Viewer.XSectionMgr;if(!crossSectionMgr.isCurrentActive()){return[2]}if(this.CurrInputInfo&&this.mSectionDragPtHC){pos2DHC=ioMouseEvent.getPosition();pnt3DHC=this.screenToWorld(pos2DHC);if(!pnt3DHC)return[2];delta=eDwTypes_22.HC.Point3.subtract(pnt3DHC,this.mSectionDragPtHC);this.Viewer.XSectionMgr.moveCurrentAlongNormal(delta);this.mSectionDragPtHC=pnt3DHC;ioMouseEvent.setHandled(true)}return[2]}))}))};eDwXSectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();this.Viewer.XSectionMgr.disableSectionCapVisibility(false);ioMouseEvent.setHandled(false);delete this.mSectionDragPtHC;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,eDwCommandMgr.get().run(this.mMoveSectionCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:delete this.mMoveSectionCmd;return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_22.HC.EventType.MouseDown||iEventType===eDwTypes_22.HC.EventType.TouchStart};eDwXSectionOperator.prototype.screenToWorld=function(iPos2DHC){var viewHC=this.Viewer.getHCView();var normScrPos2DHC=viewHC.pointToWindowPosition(iPos2DHC);var inPnt3DHC=new eDwTypes_22.HC.Point3(normScrPos2DHC.x,normScrPos2DHC.y,0);var projMatHC=viewHC.getProjectionMatrix();projMatHC.m[15]=1;var invMatHC=eDwTypes_22.HC.Matrix.inverse(projMatHC);if(!invMatHC)return null;var tMatHC=invMatHC.transpose();var worldPnt3D=eDwTypes_22.HC.Point3.zero();var div=inPnt3DHC.x*tMatHC.m[3]+inPnt3DHC.y*tMatHC.m[7]+inPnt3DHC.z*tMatHC.m[11]+tMatHC.m[15];worldPnt3D.x=(inPnt3DHC.x*tMatHC.m[0]+inPnt3DHC.y*tMatHC.m[1]+inPnt3DHC.z*tMatHC.m[2]+tMatHC.m[3])/div;worldPnt3D.y=(inPnt3DHC.x*tMatHC.m[4]+inPnt3DHC.y*tMatHC.m[5]+inPnt3DHC.z*tMatHC.m[6]+tMatHC.m[7])/div;worldPnt3D.z=(inPnt3DHC.x*tMatHC.m[8]+inPnt3DHC.y*tMatHC.m[9]+inPnt3DHC.z*tMatHC.m[10]+tMatHC.m[11])/div;return worldPnt3D};return eDwXSectionOperator}(eDwOperatorBaseDeps_3.eDwBaseOperator);return eDwXSectionOperator}));define("eDwZoomToFitCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwZoomToFitCmd=function(_super){__extends(eDwZoomToFitCmd,_super);function eDwZoomToFitCmd(iViewer,iNodeID,iCamera){var _this=_super.call(this,iViewer)||this;_this.mInitialCamera=iCamera.copy();_this.mFinalCamera=iCamera.copy();_this.mNodeIDHC=iNodeID;return _this}eDwZoomToFitCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.ViewMgr.fitScreenToNodes([this.mNodeIDHC],this.mFinalCamera)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwZoomToFitCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwZoomToFitCmd}(eDwSupportsHistoryCmd);return eDwZoomToFitCmd}));requirejs.config({baseUrl:"./js/3rdParty",paths:{jquery:"jquery.min","jquery-ui":"jquery-ui.min","jquery.fullscreen":"jquery.fullscreen.min","jquery.iframe-transport":"jquery.iframe-transport","jquery.fileupload":"jquery.fileupload","solidworks.web":"solidworks.web"},map:{"jquery.fileupload":{"jquery-ui/ui/widget":"jquery-ui"}},shim:{eDrawingsBase:{deps:["jquery"]},"jquery-ui":{deps:["jquery"]},"jquery.fullscreen":{deps:["jquery"]},"jquery.iframe-transport":{deps:["jquery"]},"jquery-ajax-native":{deps:["jquery"]}}});requirejs(["eDrawingsWebViewer"],(function(eDwWebViewer){console.excludeDebugLogCategories=["UIEvents","BaseSelOp","Operator"];eDwWebViewer.start()}));define("utils",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.makeArray=exports.getFirstMatchedMethodObj=exports.formatString=exports.ReversibleStringEnum=exports.deepCopyArray=exports.getExtension=exports.isEqual=exports.isNumber=exports.isNaN=exports.appendToArray=exports.isOfType=exports.getObjectTypeName=exports.isInstanceOf=exports.populateMixinObjectFromClasses=exports.populateMixinObject=exports.MixinBase=exports.getUint8Array=exports.forAll=void 0;function forAll(iFunc,iDictionary){if(!iDictionary)return;Object.keys(iDictionary).forEach((function(iKeyString){var key=parseInt(iKeyString,10);iFunc(key,iDictionary[key])}))}exports.forAll=forAll;function getUint8Array(iBase64EncodedString){var binString=window.atob(iBase64EncodedString);var len=binString.length;var bytes=new Uint8Array(len);for(var i=0;i<len;i++){bytes[i]=binString.charCodeAt(i)}return bytes}exports.getUint8Array=getUint8Array;var MixinBase=function(_super){__extends(MixinBase,_super);function MixinBase(iMixinConstructors){var _this=_super.call(this)||this;populateMixinObjectFromClasses(_this,iMixinConstructors);return _this}return MixinBase}(Function);exports.MixinBase=MixinBase;function populateMixinObject(ioDestObj,iSrcObjs){for(var _i=0,iSrcObjs_1=iSrcObjs;_i<iSrcObjs_1.length;_i++){var srcObj=iSrcObjs_1[_i];var mixinProps=Object.getOwnPropertyNames(srcObj);for(var _a=0,mixinProps_1=mixinProps;_a<mixinProps_1.length;_a++){var mixinProp=mixinProps_1[_a];ioDestObj[mixinProp]=srcObj[mixinProp]}}}exports.populateMixinObject=populateMixinObject;function populateMixinObjectFromClasses(ioDestObj,iConstructors){populateMixinObject(ioDestObj,iConstructors.map((function(iConstructor){return iConstructor.prototype})));ioDestObj.MixinConstructors=iConstructors}exports.populateMixinObjectFromClasses=populateMixinObjectFromClasses;function isInstanceOf(iInstance,iConstructor){if(!iInstance)return false;function isMixinInstance(){if(!isOfType(iInstance,"MixinConstructors"))return false;var index=iInstance.MixinConstructors.indexOf(iConstructor);return index>-1?true:false}return iInstance instanceof iConstructor?true:isMixinInstance()}exports.isInstanceOf=isInstanceOf;function getObjectTypeName(iObj){if(!iObj)return"";return iObj.constructor.toString().split(" ")[1].split("(")[0]}exports.getObjectTypeName=getObjectTypeName;function isOfType(iArg,iDiscriminator){var argType=typeof iArg;return iArg&&(argType==="object"||argType==="function")?iDiscriminator in iArg:false}exports.isOfType=isOfType;function appendToArray(iElemForArray,ioArray){if(!iElemForArray||!ioArray)return;if(iElemForArray instanceof Promise){ioArray.push(iElemForArray.catch((function(iExcp){return iExcp})))}else{ioArray.push(iElemForArray)}}exports.appendToArray=appendToArray;function isNaN(iInput){return!isNumber(iInput)}exports.isNaN=isNaN;var cOrigNaN=window.isNaN;window.isNaN=isNaN;function isNumber(iInput){return typeof iInput==="number"&&(iInput===0||!cOrigNaN(iInput))?true:false}exports.isNumber=isNumber;function isEqual(iFirstObj,iSecondObj,iStrict){if(iStrict===void 0){iStrict=false}if(iFirstObj===iSecondObj)return true;if(!iFirstObj||!iSecondObj)return false;if(typeof iFirstObj!==typeof iSecondObj)return false;var numKeys=Object.keys(iFirstObj).length;if(iStrict&&numKeys!==Object.keys(iSecondObj).length)return false;var matchKeys=0;for(var key in iFirstObj){if(iFirstObj[key]===iSecondObj[key])++matchKeys}return numKeys===matchKeys?true:false}exports.isEqual=isEqual;function getExtension(iString){if(!iString)return"";var pos=iString.lastIndexOf(".");return pos===-1?"":iString.substr(pos+1).toLowerCase()}exports.getExtension=getExtension;function deepCopyArray(iArray){return JSON.parse(JSON.stringify(iArray))}exports.deepCopyArray=deepCopyArray;var ReversibleStringEnum=function(){function ReversibleStringEnum(iReversibleMapData){this.mMapping=iReversibleMapData;this.mReverseMapping={};for(var key in iReversibleMapData){this.mReverseMapping[iReversibleMapData[key]]=key}}ReversibleStringEnum.prototype.getValue=function(iKey){var value=this.mMapping[iKey];return value?value:this.mReverseMapping[iKey]};return ReversibleStringEnum}();exports.ReversibleStringEnum=ReversibleStringEnum;function formatString(iFormat){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}var argIndex=0;var replFormat=iFormat.replace(/\${([a-zA-Z0-9_-]+)}/g,(function(iPosParam){var val=typeof iArgs[argIndex]!=="undefined"?iArgs[argIndex]:iPosParam;++argIndex;return val}));return replFormat}exports.formatString=formatString;function getFirstMatchedMethodObj(iObj,iPartialName){if(!iObj||!iPartialName)return null;var props=$.map(iObj,(function(iValue,iKey){return iKey.indexOf(iPartialName)>-1?iKey:null}));return props.length?iObj[props[0]]:null}exports.getFirstMatchedMethodObj=getFirstMatchedMethodObj;function makeArray(iObj){return iObj?Object.keys(iObj).map((function(iKey){return iObj[iKey]})):[]}exports.makeArray=makeArray}));
+var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __spreadArrays=this&&this.__spreadArrays||function(){for(var s=0,i=0,il=arguments.length;i<il;i++)s+=arguments[i].length;for(var r=Array(s),k=0,i=0;i<il;i++)for(var a=arguments[i],j=0,jl=a.length;j<jl;j++,k++)r[k]=a[j];return r};console.assert(!console.debugLog);console.debugLog=function(iCategory,iMsg){var iParams=[];for(var _i=2;_i<arguments.length;_i++){iParams[_i-2]=arguments[_i]}if(!console.debugLogCategories){console.debugLogCategories=[]}if(!console.excludeDebugLogCategories){console.excludeDebugLogCategories=[]}if(console.excludeDebugLogCategories.indexOf(iCategory)>-1){return}var augmentedMsg=iMsg;var stack=(new Error).stack;if(stack){var stackLine=stack.split("\n")[2];if(!stackLine)return;var callerLine=stackLine.slice(stackLine.lastIndexOf("("),stackLine.lastIndexOf(")")+1);if(!callerLine){callerLine=stackLine.slice(stackLine.lastIndexOf("@")+1);callerLine="("+callerLine+")"}augmentedMsg=callerLine+" "+iMsg}if(console.debugLogCategories.indexOf(iCategory)>-1||console.debugLogCategories.indexOf("*")>-1){if(iParams&&iParams.length)console.log(augmentedMsg,iParams);else console.log(augmentedMsg)}};define("eDrawingsWebViewer",["require","exports","eDwUI","eDwServiceMgr","eDwUIMessageReporter","eDrawingsWebViewerUtils","utils","eDwUIUtils"],(function(require,exports,eDwUI_1,eDwServiceMgr,eDwUIMessageReporter,eDrawingsWebViewerUtils,Utils,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.start=void 0;function start(iViewerOpts,iServerURL){eDrawingsWebViewerUtils.startViewer(iServerURL||c_server,"edrawings-canvas",iViewerOpts,l_init,eDwUIMessageReporter.showResultPanel)}exports.start=start;function l_init(ioViewerOpts,iContainerElemID){c_eDrawingsUI.initUIEvents(ioViewerOpts);var 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LnOvOufSPb9Iv6Q86pP/HufJ1J30aMKIbPgd+6SCdy+BQaA19HAqnDXz2O2RbLj0wgP+TITA8K6lVvSsgr+z2XT/d95uLOnknUs3a+w34+PO1ZniN+IueAa6nfeoBg0EtgSyuCZuBlFK28LbSQSBPUWWNraeT//PNVaJ0p7mL3BL7lsFTIZTuYX4Wet3SPO7WkvhD83U2asvIP+AoKz1yfGs3TOoRlquxrr70WkKL7gmSxfzhS1HNdh7qARW07OpfJZ8axi7OQMdim/w/4UQV8deOrJ8hRzdKwaNM528UEax8FFY4o0fax3M77LwB6lRpCIlgaLO43lQ6YUX96gW+vBLPx8o9LIc0+dARlqcIOa0ztgx2BmGVj1XpwPWO7PkAS7c2sBVlcDwFHQqyClivV/QUM/2I8BLXbaCOf4jczLuGHGvhgHCGJkgzlNlblj8wQFSI9ZY3uLORxq/ICzKJNcudv64oyYmUVm+YjNsrVqunLGsExngdxswtEgYfntq7OgDyI+rOX+CwtAg6pTqALC+MGpvV87iqyBJYqebtbhseDZzV4vmiI+7ak68u6ZawTAJZL3542/GALnUDxmagH8Lqx2cFmuFqsYKVLoR8qsTl6D5asAp/FG/EwwYOjPPNsfFKqWkyiS7OlWSLj/WaJ88YIXP+5qApcsGsl2TX5WPRgNgLIYHgSm+yrpuTE7bLLub0RAkOfaKPDtCzPPLxMx2SEtjhOu/0ji4TksaT8q7n5d+nkGv9oq9fljskv///9aAAAAAQAAABcUAADoowAAKLUv/WDoom2gAKq2jCxJEDiKC6WQfpfJCHsS1Un2j82FsUgj/98S3pmGTi3N/gPwXg84iygeMMHZBDGdlpNW5WTDQ5/97/1xUs2wMLngtKVhpShTGvdNArUCugK1AtWl36AOsQ6KwuMnOrqAAd30KCNzVUEAsjHeUF1eH/HRCYDxGxx3EclwV+I/ZToK4CpPxq24AJK5ubm5wU+QQBVXYBU704RYw0I3v9s1NCGhEh8+nDHqkCoW8RsiLBER9h+ZTKbN8piEiGnUB1gvvTbdEEwLJdA9MqLkLqaM5QRotXlPmpHo50fLT14T1cWlYFmQi3+IAPFR4MOBKFksMqMSv1ifP99o97NzV1fHsFCghjCZpY0QiIHG1Zak+U+R0ZYiHwaGd09MNCMGOYOqWGyygARlNfpXm0gRtghrhcQdPpisofFm+FDEdkARiv4xjB0gywp12BLDeisJoZdmm+FoOgyIRUtDQ7v3rvT8xlBqJiZKTVZm1ooPMTPblPavaJ2mw7mcnFwuAdYLmtubm5svl9/c3L4vn30b3AYG5yyKKMt13QYGv8ElvuFxOUxowmuOcrEuigFcrj1kAPdt3uy34+8SepD3eRFdQh/5BUr/2cBsXdjo8s+THxxlDTWYzWb7Zt+sKQJPPoaAp04ueUGCxKTOdGoEKo6zHj+1BACUrZRFeEiR93W7/KZZv8u1beRIfXVESdJr1NZVhSj08KHy5uaN7/ChTR4oJcuMhoaGBg9rcXqpsCt+MG9M841HNB2qXKlHcJFBxm/hUOYjDoiaJiKWN518yK9LI/T+kHA0MzMz1fxFFcpUF46jwb4uPSp225ss4owRWZ2pqQRxpLfXIcKHN923qFicMRrHz7YkRmrkeV0oW69FCuzEyhNYNfLG5r6RsY5hoonPAUPGG95zA4+sjIwLWf1WwB0WLPtaMrtYJKMxliUiCaNFx9B9vR0JSmafa9ddQiUx9ZzR27l5Y7rWy8dycuWgYllXPVf0JiYmgvEqFukxLysvmz1mc9m4VmdWXGxnY1piX1piYF1aLBbJAmvffn+9Y14vkKsQY17bu6SkRAcibknJHiMb2zJGH05R0DQFFNI6VOSow0R4MVGwVv8DNRcryT7UZoyemyMAOqYtdlwIBnS30nK59DtCeFgubR0dHZ0XsFV0dGydnJzEnMIwcd3EkRH0Cxc3fj9GFJWPrGWH9KH9QN3hCvDTyOQk/fFRw3w0OTHaBTyNrxKUnocGmD/bgbEMCgoKCvo2ypkgNSgneD1ODYqTi4vLrWK5uDi4ODgucHXWAB7W8ow6Ds6GQzujHbDiQixmAAdizgDamd3m1qWtBJIguQNXvOWloBSxFc/IjqUTKoY1iYwayrHRErcv9UFu22zahg07qbdDOvp4RMQrPd62sx51EfQnDex0L4Vl17a54v2kgQHwrczWmVKpTFRWx3WXR9JarsM3D6SJsdC48WekShoYM2o1KFO83X9ZgfM3kbArOFOQBjhTMgQlFAqFQp3QQCiTyWQWogDWm4PmiQVBS/CZMK4/lOlxpZwUOFNtTa1m9iDU09HsK4/rKzMLXlOz1dK+aWkzlCrhFLg61NemEN8/lGZrPQkcT4uJ+ciYIr42owGGu/ghgitgQpSYZrPZ9EOkEPUtC4v1TlOI5nc2Pf1sksXnokuHzefz+byp9Dz4wBvPPAAEYqg6kEX8yCf9xXrpPB6WOF0ESHwmSYujkDd94uDg4OAccbwSJlw8Hh6kACeZxOsxFFL0cCp11HGfX91zvLAy9YZbWTJp19Qk1gxhenoWtk/+yJ6Wapggs/ABU3rogYmhvRv4clYn4EUmXGdk4qvV1Bi15D2htXsDoSh3HLgqTzIgLj9DkSNpdGS0xejHFk8XtTygyRgkj/7U6GeCHPV1XEHTu/U+sAUOCNyCnBRGSCQSSYQGwgB7zyXl/M37BfmxSI+nICeHPB6Px2oU0oeqFhOvfMWMVQwV/8QcFQIATVUbqqo2VHmvLzL6X5isi09AeSuqF/JTHR/ZROK3CisLCyvrP9mdShVeP1FD+58fBR1PEXQz3Ybk7QM3FteKy7X6S9we+GdA91INPrkBLSSQ65IQuU5PTk5P/2mTsUbAvAzEEvqTNbkbsS/OY5nAYq6xceMEFQUFFfV3kFBIPHzs2PEG4sWQ8F81uF6lpsl9ZaiDz6aZbZm4HAAVJRUVJRVFQrBElNSUlNTUjxZJ/UW9N4lBPiwOdNAhpbWlpbX19bR6Bx2yOg+qTMc7VBdzskKekUIImQQZPLQ2cDds4P6dDZ4ry7ALNjnpF3DQ5pFgUCOLZ8BkDQQ3ZGllZWl9cVZ30iKwHzmr8sPQMEsqlUqlNoy8od/TaOz9eIxIfXx8fHxwv+kU3I8OEDfUw4IbaoV8NGjQoEHDhxr3+ypBZocbEpCmYTqdTqffZ+qv9rR4QxF13hCEsztNfSrv5zUy1Wq1d0iw/A4uMx2ETIXT1/olAljP/CrhJgeZ+tqaqq6pvjFs++YOKp1LolvHxTgdr85yR4vAZChL0lrMKybms1hl6L0XSn9lEFYBYJm+3HzIsur9M2I+/VYTqm+xK6yrK6yvdOWZTpi8DNJQJ3+19So5YTeYCowMghO0K6QkJKSkfwNF8oWFWbw4F+t1dyjaQpraTk3VWIJ7v7AV9AV09PYLTZm461lRox415zRzMKubO3igb+6Dy2BqiWlpCYYotPGrC90ExxFfWUzjBhSB6efo5Nws5fR+33niKUtAQEBAQEB2rqLnCkRr3GB+UAE5nU6ns+PIwQIvIXWFLw2BwWPQCeNMUkry0dJDOXR0kzQdezDAIFWuayRb+JjfZl1kZ6b0cZ4skjwSJIB11kcRHK+dVdzn7f0G02XInaT2/ap97TW2tTW2r4Nc8yG2iPAGxaIRiY2NDVkOlitVjGOD36AFXWMhFZ7+1MbDDbD1ODdvD+dmydh4fXl5fXl1ExxUmGFsMexnYTlmKAMwvLq8urq8uoqEzDBg6GCEDzMUxY0uri4XV5dr3nGEQOdgaDiThfCEkKvb1e12dTvSC5lu4sO3c2jCoU83sPazrlLPCjLV3c7b7bwVIUNwrGncdt+77zS2MxC+MG9LOmYRaIl97vPcP3Oeg/RpdStgkJXs5oICPdkEnumapmu6vwVlQHvae9pDudTNELQ40UvkUuQrMot/gnp6gvrLp9sAFbin4TbVNbgCc3PAVucZYHPRQXTvnsDCwMDCvhJs5ubpdQ9ZSvRv2QrovKJKzmyHGAP7Avv6AvvqCQyhmamHyVnKx5QtIJcDvoaGhoaGhnpuPSx8PsrCzP2EOThkvVqtV+uN/iSqYkUGXe9Lm9VarVqr3/uqUNULtoBqwU7G6r8SXa9E1zz8xp1a+NxXISEhISEhLd7cVCQI+etXhnt1RQhRqVQq9SupQ8ckPrxTi2l/ovPBHQENMB/F0qPraSmjbnFtbXFNt/oQKWBXYTbuHso+ujN5NVcdyW0TI6huUdlUVLYGqioSqP6CDLVrpTV9AUQZ+hAliTOQJSmVXWXbVb/GhoF/0GP8ANJXyBXZglAlyfZHjGuHiYWFif1u2HbJBTwvzrhuphNIWE9PT4/3PTw8PDw8PN7z7Ozs7Ozs4PhONBqNRnuieJ8NETwTsKKXiqfgTYq++L8RS6JWV1ZWVzh2z3FAkX5DUCdQCBMZyFKoLiumLBNTlokpRgUf+KSqQaYjpKMjpO9E2k4vvvT3Yca1R4rkGb40j7JN2WzTMUueQQXpkV3G7oEc+GayQGGfT9R4yDZpm5q0n2emib67C/N4yZ9b6KUCN+gh3OXdIxTx4rEBheuoAwNNyiJkbGAIAQAMM3lBEoQ4iiehZGtTMyoMLJHDQBhAAAgQAGMIAAAhqACCgBDiQAkEoA1GAScbF5rEk6OGW/gjn5+u/5hlO0g+lK1HYzddRwu7XThHe9YoEXuKWFCs5CRsEQYV4JYBhYCqrxmtFdKsfxuBKv2QOA5cZbSwBxi0Au0CJLXgBTGKxzAQQAwIiJ8OUUmtqvaxkKVooz1TNEJlDJU1ZoABFKECPZg/aicELxdcxoUVCs+2aBlU70PQRanHjQxjhtDL+CPPE+oPstCEpIc/VCm2taiPrvAp/JkJvCoXwcNJ7U/jJiWuHT08xADCDyVeSeis2/h4Vg60jF0RUNBY7auANzGUj5x9N45bWTes8WDtgIYTzBvNvf7u3GaBZjAXDBg+7c1OYL/kGVsW+3phj0sjv5dNl9MYCsV9706jS4/f5VYekjOWOJJYHGvCnU3BbflYlptD7UtFkO0PyeWBYDjKoPTkAu0DcWxPTrsZ9kQsBvxBTaLLKA+wA5rBuRVZw3yWjlbkrVwpSxRJ3tCjPhLkQI0wSoYcEdqzAEWw3L95DUIgVpgRGjri19HwHWEvReDDBI4itHT2Vg2SExWtbWSMb2QonhN05CDOouZ/5M4GN+rtBK30wfiO7xX5kRWwUHQ9VrXFS+I4OO35bY73l5aZI4DjQD/mNDhxfvE/0p+EiJXSjU7Q44217gq2A1KqxeO9c79uHDD7gkGZnpoVVlPjiC/hvQ2XNlDkC0+s2q7O+137VEncZhcaBa1juWZwwW0NcyI+5K4C4udG4L+619IEwacY+zs0fKiCRoDtKf0Rgz/bJ6/yoVbBniENEB/3cqLWsO9fAPfbDidJaRffG4ss3MoKGuMslLGSjs4uqJYD8XLaM7z0rSOlnGmH80rDoaqxMGa0wCXaxZxUf46i3QkgSExddJKiAZuFGLGVenGcE95M02WAoqIkB84/g6S39oyByKtHW5G1KYj4r2imiDblXK0v1tddF+BAkiZ0PJiRob83rSTEmavOkbs/4Qmz7v4F/bfosenUQY1RoA+JSGZ6UctwlNuZKtvpjJhkKLnfe5f/6+ejgOxIChyTjUp38iIw0ITOw2mwcmIY59neLHLyf3DNlJC4+K5+dhk0Q+Lw7P2Z6SRrC11VNP36KNHfM9oMnZRSXk6APEask5G4reBv3YbF3yUUbZ4EY0+w/4BBx70cWWTPVuCeynxgo3O7PlcPgZ/B+w3iNszgEEzDSrlH5tK9vbTz/h4eW8Is4JsYkOV/9B86pQfCmTJ+EZcqg9+ifJdUizdngMZAmqZOSfURuB/giIHHOt29MuKBnZotjMRYRJoBP8MINSb2Uud955GHGFsa9+MHmWgbfUuJu+6XF07PN/qiMbyUHreC2oEvDAw0XBNLXnSgVxGKl5LCu/FTjeFqWss58Xfy7RPu+jDfRVG3b48ly5XPRrkfyw2q2eT4X2fkcyscpr0o2LxxbNafc73Zo3Y8e0EY9D7Lc8KkF521ocKyNmIY6DiC20Oha2Dnu3iH+VMgHUcPAL/VB3wG06//xp/upDPZbcb4PzVM4ayOdG2PABnhCqC1xseHg/rgVKZ77JDug0P77Ka/2cyO11UEH+MzNjqSm3Aobm8IU/Dn+SnpjkcT4SCdIxwSVXaTEZeT/kv14O/i4voCurqIQEVLQxTF+oWk76HvzJRDUXkiDePXEbP2eY2FinOvPdf6pWT/TWE0laJ7/tMEXRK/iUtEtP3rBLCWKeOYTyZghtsb76uCrF40Kr9SDSqjlbO1yJAO6Dn9kd8/2G8CcvklES2iWp9dn0y78oko274ET6VQkK6viic7CqGG0TtvBHPS4J8xfUE55bbm4XiG8b5y6f0awHg631C+KuS/Qfg4nCVxzxQfamOT0810dWiB1TTrSPl6SafyEi515g5Xe07W7CmvUy2K+9PtXprsHiJmmSB8zOmqw9QzC2bfoqIf6Tt/rjCVRwPhXJ/Y3N18P5HlpV4+DhYWCY5FvVXwLh1Gso3UIZ7reZOQgG1G6uadd8Az+1cCHyK+o4N/HOkZOrkC6st13i+oHaWIb5Eir6meYEsijnIol9eibge0OaewzhN28VQz3k56qk5XAAEPbCkGNQmlPDHbn9Fc75rdIbJE9+G2BOadzRjfp4b7yFUPO4exgGWbAQuWTANgMUn4xg5iS81NP47tVtdzvR+XwI5kyDjnvMGCFgE6EFjuxesX2hFrSz2Ozu/+Po1xOCceAKkO6KmvJXo8RKYOeOMb2QvrNgLaL+bxXeSt2W0AqaIIi28l6ph2eW2eGtFcg1Sgs+VY11H+k636KP8yP7pfGj3tpMFXU/iqoecw+tNtsc+nkQCrhHg4guzS30trzZ1lE3dW7/rCkbh8BptvQTuQvSsK89lESOwc4M+32AX+7RlIG0acoLVOJ/eGQQqAAHJzc658+2tz1aGRtcUoGjUekmCP42BsateFgZzDyPs2MWPFMTM5BBIzvpU+UQZj7BC8tQSNmK/DpePWC+KVopkxLBrceyNOAU+rd6/oM8qREI3iHETry7l7JQh+D9Ze2M8F+nbcwTfCFm9afrPsJfQovtadmqQzzMeR4oDYC//878V/Lhg+2aiYie4HLCz6JaBlzfsbQJejTzZxkPUXh8RcD61eEPzIQvJhSzSe1av/l6MRrDhAbHkWBk/uloDlhfZxaK2aqNIZI9+j06jj/SrQW2UCn781xR+gPBTFSsg6gIA7DRego/Dtr8cn595VjH5HGBENRIifa2u4t4GhLzeyZVxpx2HTfo0ryPt16z9exY5AifwY77hsBnsgp0wYfByYG82PncWIWJqRiP+F7S0ap9df3b3eMyXrNP6QiPDh143Mrj3ioM3sJzbE70ocH3+E6u9xszzZIK0pwWPZGel3T6jaX09GMO57G0m/7m55EmS1LjvqS2KOu72KmXT7hX5sC985L/xvNUmKTwnn2Yg8ZjYHSfSb6NVDDTG86QHGWfCLmPsWG3aD/ZbM1kXkhKPjwweWj8hO1NDhvbBtBf9EAAAAnEwBAFoAAAABAAAAiUwBAPz2AwAotS/9oPz2AwDkWgWe8QXLFjIQcJsBJClpEgtpq3IcwU/5n+6RUcK0St3xN7H+0qgHYDFEwSHdRTpihhA4qd7VpKRMKcIWrBbHFrISH1964EG9aajLSFjrGzpospc8SfqgvqFj5sTGJhdJxosrMpjINw1JduQEvQMHp0QhU+VBAyQykazWRYxi5bMscgcUk6QQ6iJGq7Jtp4a1VQTSiejUYJwZHCBDYGxzVX3Gtee/Y9vsCRRKC2dci2FIi+3YDI7rylccjgGyQGiK7act17aSi7Ql7Rt7Y3m2Rlc24K2RVRnZKzm3NcLCgfTc2xpdUcmM9dbo6g5JkMy12ydvja6yZBvJj0JcHxHC7BHbZnGtgwghDiPXX8Cq4ppNlIXY5h5eVRmmvlmSpb51vwAsYGLIczW+fAHb8yRMUgQGa81Vtet4LbEZjCbJXy8lNoPRBmIGC0F0bqjF1zaI0czL58wFWPPuFUn6CfdS9zELg0ZMvXVDYL03gFoSYO1Qs5gdam6D+QlhlGFy4QbL+KBcA2WmCTPpJsPWDPJxM6H2vHSb6U3TgL6lN+5Otca7NINfTu74kVKgphXQ3QOLTiIH25/3pY9yQOleudpm/1ra+21YCF1+S1gmILMjO8qZdFsQ2XsAzXsOUx3/Rtbp532F0qAy9z40QH/aOYjzCeiyb3nxgKb32AdqHss2dBeBg4lA5X7JqLinZXX3Je8mGBE4nAhU5h8QCisqmk5nZcavPDw4UvrTy6qiImKLznUBjEhcQ2qZvcenHWp2xaHm2QJedBxGJngOz60+zwsuDHguaGcIRrPgHQ4s+R2leVQ8S66Bz9K449vinj3nZRH+ttn2t+UKXplAEgHgiDOPflLxUpJIB5AalVLmPydXZl/b0FoJ2hNbDp06ynv3yIeXc8LHYcSA5/A8YSrrIJdE0O27aRvNXOx68s2CJzh4S0VzHcrSAw3+pWcs4VbIk44R8LttKCqN2LBcwiNAmg66tmf5Ucgjx2cBgr9kmq1MVC4mMXYQojX6LU2Wv4uZOu9wHaxyQtqzf6cjlkMkMUgYDMcFhogYYKIb2S1xC2ZfcAVG5j4PNhTec8jo311D67nPWRk13iFIrpHBSvstIcT1zY9hJe1PffPTJtc+GEjRtd/V6llSmdQXSbw9NfvGNZlLsH/lJ2//uECJIvwkS6olbFAnDlExqiEjkyOX0YjtICGolVwmsllW4zOBy5mcaOFHoBDURA9cdLLtc3fHyOkhtvWyQJghn5C7Qyrk3K3GN7ZB7EKxPYXFl879tM1wRd9PWxncrA21HAEA99PWi/GMG8sjLY9tKtmsFLJddwIrju3fmeRp27Umb9WkxG5+zprId2TxPU9qmcTSpr75EXLz46JOxiFIzl0Y0/o8MHT6T502f/eqqm+uspiQNOWazPSm786AsomNbSlKYNz4DkF33ldQ0MX2XFtXbH9ZuYvtrxVUcU3GRZbmkijzyVBW7qEDOeTaDhOsrsnent4mXRj5KO6iYxcxWiN/7/BUt6SRwTjGdSOCLy2hCQC7iNHj3l4RIyl6m3RMd9+7uJbcMIHGazoyrNOM7a7MuqciRlZkuyvTLraXWjCxEf0mLAaRbQ4lNJ9uCGX2ZEN5q1UJP8r14VVWDIWpCeCGUOZUtkHZvMZ21c4NoUwPGVHIDaEMENlGw2EZM9ZjZHDqsTGpcqCrjHpsDKqaeDbuCkli+01AjbE8cW/aZ7U9xILlmnUMbUxDrqQFquV+bLiQK8eg1HI/L75DVrXcD5H8Hbqq5X4ulci2DmJSzCMtRG0t96OjFRb/S0xjJUwbPN+DMqnjTOXnk5mm6d2uzazX1qop1STApDlXAWfCIp5xGJY1u7TsSOGld7ghosYFjoBeMjcD5/3NyDWXfaVpf+Z8x4UWeJZThR2oC1jlGOfuFTmK7wP4arvs3U6SMX5tba1XJJbd0tDMFTILLhMLeLu0yIKjNPLMm7LRsZPoS1F0uMRV5F35aeYqcRV5VQS/dPrTAQpI8R9RH1wrEospZprnVdAO2oPrU8RQ+RJeVjvcYlOWHQYGbxoFX7CgzaLjXpGkem3tmi5Xdc+fbAL+YcmumETjIjlkQWnk/qQSdIGf5pYyfaRHMleU0AvqwwMMEom1a9CMi4jUe1eYXxgXSQUDskSJ2sCDAIfdacHOJBXYZsOT0pR/EsKTngI1/6nD5luOyJIX6XQpa+X64z/RSL/lhJx9xyt1MIC95Lrhe38zLK2uzlxuMeB5WT7s8fjcI110jf16iGl8UILQeJ8ZlW9MZsdmoW41luKb//yYcT8ZT24EAXm86lhUOE/XeMlm8EBxwMAQQW6P/EbpTVdFmj8OY45Lr4fZf+nwA39jcSbQlcx7Tm34lY43XSFJZh2H0Qaew7OEoOf3pxF4fEtKCLOX+0AGd0OCFC/tt4RzMHsoFPY3JjmfR1qWr+Kz4FeSKR1SZAiSCRiOhxAcISJCi5Fp2YzMNbabxMxQArZpSGQotrfYnInrsTGuTjm24qiSGvkmkm0oisqC8BuDxpOSzviXsjd/D3IIEEOfgZpjzfy/IDhQ8xncT1GGb1J4JBjWnaryukPNaC59lL6hNO9AxedHa9RoZO4CwzECWCVZ17EquJYDxv8DE6WHnW0PrxJs1byyyrqO2S4pEjgpvoYj8P+Rqfpv1ezXL6DYHl4V0LVa1FdntIv6hs4KXetFfUPHRSin3sDLnyufDuwOGX0MAqACV52Gx9lE5mh8PCqJl8BwfKRAEsneNMIW6usvqKFBC2FwAGmfi7SUu9/Sj0PAfiVPUsz74KheBJFPbx3hnUAs+EoYzAUwzQL5ymYuLSDj9WuNU/Bi9f/eJC/BcmwPr2rZSukqJmP7AyWbtcx77fpDSgmGdwpgZjJfCf7aCBnVMS0bwMJkmaJ/Dw6A/1al+ZZoBmwPrzJs1bx6kXEcZE06lRPGvze46L9Vav7lGdb28IpIloB1dXbLtZSqVfxCvnRKUt/QyUFJwX+7YPiXOFnzjmPG4lQQV/ypGL/+3hoXz8zPMf+doeRbismC73WJ4PedF98Syyodf+M8JoThGALOIs0re/Ugvasxik8Ch6e6ABN0IV2mIEegkeLPyI4P8u2hszO+J7CRU6WZbigtTmop7lRcByE9i+tBzML4hLyDyAKmpo59iYYrhLyXN+rUWFdyOcj2otqCuKZpMEy5Ux6uo7kv6ULMOw4q0V/FQejrgVpdariA4dsX+mdmEfDDCyqmvypD73i2/ZdWkOa9LK2E3rUK/XphYA8pJelbour8NNG80YLheKnDGawxMjCp6vbwCgw1v4FU6wK+rGIqUVHrAtaopgapdQFl5J8sBmJbq9InruV+zoiwnFqZW7QVR3OQqIgOUMV1lcqheHt4xRTXrR0KkGaJ6yMtPmPbZwKWuF5qAfpU3/xkyoi1LBPSuN40HGLXoDIZc0ND65ufTdnmkeaFq1Qi2ZlbUeKahNY3tm81VmIbD3HJlvsxszsogcX2Kw7I+JaQ05RlQ2LIMbqiirekEVDE9VAApNiW4j7F8V13osO3q6HV65PkMk4L0wOBPdWqvbSMMZEUH8KE8+dCVryYP11XLe+rFxMCrQ8PoDeqHPzp1Ra59LLxsx2Q+hKjqh1XUui1n7mi64BgLEKmW2PK58u5rOl6aMt9qtqY4Dsj/pNnQIXXgL23iOmJSBjyMTXMlXpVX7FcjqAx7yTiG++BtXy8QA8+kQjqYx41zfTO5sKDvtZFy+swRf/iftk+yP2EdyVq3/ts5Eughe+hffA9luh9yzZ/xtlSVH22FE8/T0GpV0RC8S2hVPk8quQeiVbcr9zxPcSenXowHDNBgT7VpVsOZDb4Dj6oZGO8KCkW/wKEO+OPYGiKnX5Z2nQrjjaQlWJdtjDtVhT98MmMwrOoumwh261IGqRGly1UuxVFFen0y1ILt+KokJt+Wep0K4qK6lqsbqK6rsVKh8dDXtyKowO0WO/weIiLW3H0SIu1Do+HwLgVRwH8KMldanAkOZ1bUTQTFUeSC7oVSZPI/0fSLOp+O96KomEm4Gm3YiEG+a4yXIybVBXI/+u67M1gFHZievDoo+Cza8eqIutM8BanBVi+zwEMjlwltuIoACdFxdFY1/U1mTtrMnO+nvWCg4bZuQwfhmddc4cXmm6npMAPIcUXPXaeBpE4ktzO4osXew5dl13AEB9OKV7MkpwAcF2TqQsP6tzZs7JE/4Y5CcehkmbHi7jU/NkQ/bL0aa5UggrvQVJc8aysMIlFQ/QyGbYeC2+UJuiTGoQhUA7CVW6iWygH4R0GUV901I03SuEoFhoQnWD4d2+kcAQsPU3VYKUK0geG9RUG7my/CaQ+B6w0fQ5U+U24EmW1V2WBzRfGjajabMUWNT59an/69L5xz6kb90zSdX1NZs4mkGyMJoeUVUF8X96R4iuIkvn1LBd2ESPUryDKV4ccgWYXOYI59GjIoGvuSEHZV1oW1VM6qNspAbK/gHHwX0lQm89i4yGvraXFcdq02V/AqG66vJIgt18FARL7C1hWlesYIDgYjjk0+fX4RFZ9Qp6e3TtSYZzB/sflToDCgcNIZNbZzWIJKt7gOwOKQgwxKErPoanTpqJKhTsgG4tjYTuEUAOCC4AJ7k772JkU5OuZnJMi+OUdXzsOGjAoKEkKRO5vQZR2nKaimDZOE2IELALVM9TvDucD2u94MNhx+JROgUoBfYYaixV8BjfcsArHjrPHZucbsO+tgZeU9rZaO+HhJRrVPaTB0s+L5V32RIOGE4hyZscBUFLhLt1vOOLyMfR+8yJNHgcgAq73g0pvZf0eONtvZjwhsbmsdfANDKW9G4USuj0DWhUOh4n1fVip0l0vHeEeuY/9ZoYcpg4pZYdrkyoYocp+EyNwxyfRaq+fibxHPrXflP39eCkI+XlbF5TIM2C638y4q+na6p3ne+PyjkijJZCuMDtP5hUOV8tmyrBpBY6zzu03MJZ2LkED5HCeLyoaPlkDxw0baexTTJDg3azNwp1Wkx3nrcd9Qg0Ynnck9IGgdAc44k+ulKkwvJutRTCsgvF7WJ7ZcdoEczy5cW9Rp0joI99x0PAdVrjsspJPXwzIPYaNssOxOWPfEanceb5ddp+YCdfhAvYhicJxzgzucGy42ISHljvP3uHfASruOEUmcVa6XSYU2uGbJ7vXoxG/NsNdpkUygFIwAujO8+Wy3y312HG8hvZBKWv2HBYt5Lh2hB9xBfVXYa37UMyy4LAjRP8v6xL05eyPgOf/serQIP///4IsuIExXr8yIx2F0FPWxQdHL+tCQDSND8+tOOpgR78VR4nk++bHLHbMGwPAPkKeh3FwbOyJuchobL8JbWQwCk289FBK+lF9oJd1+TEw5sa//iMpdv+Q+A+VORwWDwIxhitgQaabYEWCwALAvzLDskPNZ/5QmO8He9GZf4XFfkdKWo4zgM7DOCzBGUD7MA5JbnakpP0t+Nzd+aKjUSF55sPVtsGZrFCw/SasPtChdT7AcMzVJSCFqplHQERMExeHROICCXeRIZlQZaczj4DIFvnubgXFf0CXki255crzrdeDIL/UYb4ZjPrsxb5qSxXnYHJew775cQvEJ3ih2Tc/ZbKf0mqNc/m2oelxAoCxt6G5I75jlb0x8H0DF0AAuAQwSrxehsF867UAl5AFzOc7upRmmoZSCgDV5Erjzhw1/SHJgy9J4nCK8cri3txS4RP2b56HcYjkYIblwzgo4fkKi30YByM4hSZfbMXRHvz2Hs11zfdOABAnSqI126aqjl8YLmIU5sbrAqzqzOsC7IKZF8TTYdWAAWQYfpD4NIxc3C7AqOybnxlO3+wIkttNDwxudCdZMIAHwBUYjrtU/HzJTTd+1ekGiL07iIAK+VF+RFIc3WmigmH8gdPZDcrmDBFcgISuAwFNj5+2yAbvoGEjvhTmw4xkFAOA4RjGN6yavIsA49/x8Pp/rSI+IRC7v1cn+D1ERf/fqpVfaBf+HrrYF5Rw+P9at+y8KJTU+Hg4gT+P6P++RgA/jwjx99jXfCBeQL6hk4RP12bm3y2q/bsIML5hHdDvcan573jQ+HlHXv6eR/ADZ9kvWPbgGzop+IISEv9ejfQNNUD9v9YRTj4PL/8HO6H8vsb5GybBP18AUw5VOsgcjEXm9EBqKo767DkRYT06ErltaO7Jsmynx4dHeygXdz6Ya3bAehodjJKPLkpM4sAB2YR629DcgUlmj0qnpeJA6acmKcRYhAyC4T3GMQRzAw5Xr8U0MguA0CANhmMyGhLOerAYyA3oLNJy3QCU4N4q1JwUQi99EkoSHwv7mw9diX7hv8VO4WLpyPIOmttD5xdnkeb9gAfA8AhZoj1YguQdXftXwKGRkk8ClmRdACb8hd3SZzAK4OaQC77UGGHG/xcwDTdfWIT+32QEXClMmAD2lHwGw3GbDg1xcgcqGQeGYSEYjumiplCp0bJNaTxD/e6QQNg7rUOEUZT/JM9sYw1+xuOk3/FggC9lOFOLcHD6LbwyBfhVZwHF2OF85CwOLeBmpkpTan6dBUREtolWxuEM45wFCEjcrItrl5o6C4gSf1v9kXttE7gZYZEaqzoL6FDGb/qmUvyIw894auiGVTjwpQycdRbWBvlPBiCgpoSf8aSV1lmTLoDAeJJkaFJnBTkxynVee1utLKAksj3Dionw8JIxyZQTEPUnUHcLl6ckeke09D0Zho73Na8I3iENlnS5tSH8LA2SnhfLOIS6/b65Tj+BMryIivvaXrqItUBBRcKMQttLlxfy1ooLx1+I59Ch51w8tXpHITaipxbZ4Hib9ZMX/x9EjuipVbvS+AdhM4CufRUkNPZWGyB5a+YGxzgcnZv3DUecR0swiL/YG6H/jaHxJKMmNokmUQnkJwNjPg5AhB1qu4qHTTCi6/2gwhFIQOKPYICSd+AMT2oA3z/1zt6HxMaTkL7sB2o/1v4EYpTxP9a5m0CRFDLu4MOdF4WSNDwD2gYcDvNK92GlCjcCUvSJN/xkvEfuA09qEOL+oRBFtvMxZ3C4NmEEI1TBk5DA7AdqEwbItobLtJjM2w/UHMg4HJUxXa+fCX8ENgM3S/Sg98in8CQHKexP1ibZ61V5pX2dGVcah+NC4KYg5He3LviCmx1+Pc+AKZ7UYIRdhS+STr6zgIzEQqYV+GRfoG9BXBd5+e5wtbTdOWgTP7NKotO11XjTmoa7SJFJuUvAzWdrpsHUHZHGI3J9NLaIw9XSTu24W8XPrJDoQLrC4E1sQHeRIo5y96cyZ4erZWPZOvVp2LQCb1pLcn8CIcnlsMXJJKMzdhbQEdfHKSch6iygMUKpjkRmqAKUAtRZQF+ymRAhZL720uVvh6uthWVN2SkyDMM0dsNGGjj9JdFYWjJBgnGzNif8zMlSv9Nqgi9BtZh3Bz0YvCfUgO0ZijzJOxK63RiAnk2QmuLSmQFuOcExnwUwU2LFnP8kzjcqdW3JsAoGznY05dbgAX7mS+g9LM/gS01gs+7Fyevx5Ea8RV0ioY8cX1LamfEdVrjgD7aUzvQLuwh6XwxI/MERwRlzjJIDOBybM5ge9PzwMysh/Y5IJd601nh/Aim5oWn8qXINBSmvPiRRZjnwEpKw2R4zpAEOx4YLJguhSPysg5hOeGiJN6kJ3Z5ofNzQ9B6G00E/42ABfrb9oN8BKuJLX9w5jBJI/2OlwyF84DLTl5JDMA7fPMG9HhnxF4MLdL82QxxCpNpM73wBBsA4XG1tlFaaDfiZlQFdMAIo3rSG5C7qybyhzVa/9LulHvgSUOrMhfG0Oyl9UMoafAJRhRmG4agPQzEWjxMMx3UtUHCV2IJnGYZlLRiGYSp4xoFh+AqGY73a2lo2MAy3CG1MP+aQG5tFkQS5ZmyiGf9EG7A7WhMQlHARDn+d2u2zuHj9mIcsbDkxObI9aOJLXOdFqe5EgVLFdgk7R1x7iPvGtY0K3HhHa+JFT0RLm+JLXcw/T8Jaz4Crsu20ISfefskS6xrXWBqpYvtFlJRYT3TjxNE2l6T4emD/nQ8W3vQC59frWbsnq4nMJliki1i1cWCwEgAD0ztTBCt8qz9tQyl3/t0PVr/Fxf53oVHbBRDZGTJu5jN7q5a69Eodxc9dlfVq/up+kQ0YPAc2t2zPTWqJ7StDCrSmmgeGRLwUSnan2BVNfeLofG+1wA1glpuGM/5+GY+FR0t984Mqaw45U28agqZuuIu/gD3JSFjrL2BhctokZFx/WUGMt1+AKi3XOxBsiesdRlOwLK5sNw2/8aAjYV1lCCsPcZo5ketDIFfaztwSItdZKhVrHqJmKoTwGfzfK4u1kdWqbF94+6F51CDeVrHx7fOQcmAmCcz1fT5CKf+Fi8j/XqmtjVjsyFNW5oBiG8uQhw9yvfXquQJFxCDZHaViVn2khVeuEf0odD3g2BpdWZDt7hMfrim5rxO8Wu4nhlxvtSrD5BtPygMVXBnZCWjnluJGyXZT/sYj2xgItNhSeqHehkRSe9RSXCQGozsH4toLmY/rDXJOYiOZiwZ63zK4QTfEDtQ3fR3k2oIkZ1xj8AMRb6e2vujtvYpF73C1RewMXnW3cSrE15uj8l7EsP6+1aXO+3myvmrgCB7BZwYu9NG+Xo8S/8XF67f0qlDPhRKRdy8wLr8lk4c6T4KovMBCEvmTebXbl2aI4gV4TL9eD5v/Epbi70lJNd2TJNleosn9UkIwRz6Lp7gwBekA7iEVFuQ93opJanH3RVNpuzyDs9UiilMxJWvKdWWII/RUVgsSlZ9kVl+PZ9CjInZ/Fypte+gtZXtvzFq8lYUVENt7sq5xrai0RNeidXC8TaOz1aI8kmshsHA8xUUKQVyDCUIBh6sl7S6GOv28KGV+1ErSv2RTu81yJCBvPblUYssiHWymiuDW/KgVrN/FOWwPAUjJ21UpFHNDUOOablAyrgVYAYtrMh6f2C76eYu3pDrMxPUGJpKxvef6FG8Bp3TGOnUanVS5fvTbSaPjRa45pMFxnYflsybUPIptDrPf2C7i+Yy3pG3ceLuFTGpcs+rIqiNlfG6nSCSgbaQ7FXSNwU8qtgcAaW0Qb28zO3RtQfIu3voClqUhQyeAShhtarkfL9keAKSIB7o2EeDbjY3qmx8peSqu8wrkOtDItYkAqLE95SGMtgcAcZX7QZLrDJ0+cf398rVXrOYoqHNxxt5awyjbg3l8Wk4X0PaKVZ3algIGrUGOIJ+1XJxtApAw7wrLkKwo8dYJkR7bc5iauCaC6iS2tap0aEKn+GM8Fp5SFnK9aQgp2966Jb4Qs2wL4fsR2x5EWIhtt9BvfOtlGLTnJk1NwMgR23pKn7XcTwa5/iaZm4IIPXoOwfH2iOQfvX2CpYeuK6uYbbUqa9lWbEPiQk2OvcUGjWxXVt7FNQ0JVHENxIuRtnUBraw9vjA1/ez6yZNss5ruiOs1jNzY1gWMiWsgN9po+5A7JK5rSKGKY3swb8/m0IUb24pU+mL8iU0ZHCrAaY355fLbxZjyo0aU/B2J7BbPyZcdWYLI160WZY5cn1rxm4rtKc9vvD3iaICuM2n9YnvEN0tsc0pOxbaGRDI2EM3OeAtagsoG+uITTxUAg+N6NRa2rr3QBOnbmMMU15eRrnZaYTTB5KgR/ZBi23HbFNtGV1zxvWKEW2xvGTDG3Na4wrrKEIosSYbPRZeC10ogrBAvRqz7M2UxbIcIHcn2duoztmehQMV1K5qs+MZX59geI8SNbwJmpLGeqAbjaE06UDLhgvn1XGh5Ljd3P3MvRL01gk6uUx3Y9G0XQY7rHjyA0DWETarYnoHG8YNs743ypD3Vcj+1bAdY8CMTiRhbCHNRtr+A1qkkjajfJCoxZkr/+1Zje3i1BUeIVBhPVbEFh5Ji2/HVLbYHMX38XPmMU8MISnEpyLWZrRaksTGz8fa1TVxGytfHZIJgW6VShbyt1XOMt7U44Ng+81KcskL3Y9MgQop3OFovh6RzmioyKvuEJAR9mU4yH5MJ0bbKUJ5s01hSIXB+nVHvglwcarLtc6vxqsLWNz+g8lbuh1tb8TGSWUC0rVK5JNsQViy5fRpwbSVJl8T2Bxiu8d5musST8Gr7VWdEfMEwGd6L7M3HzMS06XoUkXPINtlNo45ta/2zeDtVxRKO7a22B7GdBAlifCd2yW2g7agkOjf+yCZfOiWxja6uZLuRjjTeerniImg/AbjxxzPZjkpyFm8RZ33oOxAzL7bl/lCD1CBStdwPoVyzttHuPcBk2wUYlQm9+ubngFxPibtSY89yWN/8cJBtuS+0oL756ZS3PXaomWFQ3/ygkOtMLg/TCPXNzw+HLnpyPZtqJcWdqhDCSGajt3tsvnGAWwrujPytECJH3oZidcaVYnB987MoO5BrND6qeLvHRjWuA1dv0LYDJhVCDJBrCrEydG4pbpJcz6ZixfUoUReHLlzZ7tkjAxXbi1eqxHbghrS43oDhDkHiWWwrVZ35qGABKdtQvhpiPTHGEo72hMbl3SWJfxeY502nXr+uwYud48SM17a0igG9XULgNd41oNqfsHBwH7B45duRgvGnDmJ/bpqjtrvAJutCdCAcLVVNTcVDwr/To/KmEW6+TuLUll9hZV2rhX3zc0OIZgYcLZVDF6sb4d/VpXpTB/W/ZLpgwzj+5P3IkMrjOijgVoRX38475U8j7P3LTrY6h5AmeRvbghtvlwgloLelGDzQWymbXeIUcp1Fh1+sJybSOFreevnjisa/EyzgTWsZ/xIHYOtUjdpLO76x7YZaJt6iLiricLVp6hKG9K/jcvSnUG58zFyGzaPURq5DP7SI7Z/618U8OQKbhwOXMkwwWLesY17lHQ5Nptcvi9knJPPAk5KS/cpEL9vDqyYYrXWVIRKZtGx7eIVDFkOzXYBhiO1CFQDi1dkvLCjLB/UTBIGaeoRbIyssDLjkUl+2RZJT8pcFEKoMEWUugNpJbdnWBfvmJ022Ef2YYnzJUUnEiGIJB7CwAIs9v33zsyZ/q8XPzyIDEDyNDs0XVM3zYL6s/HxRrrasSiHD8Ixk72phnOk9h2eXjlOElFUVqAaWExtWpPQOVyArT7JkZDeBF3Vz0/zM+SP8JOXIhXe4Hc4veOVFD58vSKRob6wKocHLhR/YBCZBW+DNjm8FRRoRjW+FO/O9RWLkj5pOGXCpA1+7OCZzJt5i5XLLJKtIPAMHHbsDvKAumq4ZPS9ewsoN3K42X2Q4eW02vX5rKNS8RJnzpF/nDhdLewsx513s5quThvHw+viQV0HO+5Nv83kVbq7jDA6Xn1dJJD+MgOOtwdGNi2JR5Dlo0P7k3/YnT3a5Q81sdqiZddILw5Lfy50HJdIvYISy1gcJJQe/vcMEMQQ5mmUAJmNq+EYlFjjckM6lzuXhZaaDuu8YLTGYNIfADlK5/Lr2+BJpMgikFN/zJRZyKXHOw0SOeKc/2O5Dhh882E8s/XDgJUjTeGWZBiRFUNznqyQeK03vbyxm8y9YnbnUIB6opEvXQ1uDnEE+Dx2oclW82avJZYtnnKOqRy+AYfGyj0zq8cPkjnYm+epkjB4Umiq5FhPHqz9JdKBwR8dkg81DKMktRvvqLNif1Joy4wr+UDcAIvmCQEqTkJODH+4mBw8pTz3g9Ak0yS0DR5bsu9OYDZifatxdKqjIL9xj40nnEn9lgCVzN+4KvL+xGOO/dPAjnfEro2zfWhT5L1RsiWHGKD2p3eBXSnDVgpNs3VbiHKiDKtOE+bf1/Y5SDvczqqofSFrAu85l/uRfgNl79fWFWyPg68nA4bnMn39yD4rkYWDXKAGNIrrOuIYNs0eVFGnMz1+81lEJ/VagUsfnwV9x8eHvSkZGPZD9OSgavDaUZhyWZeBekGlTSGDeuBj5VIK6Jkr8KPz3u6h2OGSbB0LVjNHBmvGgT2z87oebeRerYtJHPbD4dTu1Bw2EvyUKGLId1E/lVoZ594ocvcTSCv87pq5kV4A5j4vk5GB+ezucm96/i5ySNzJosMMNHQgFWkCga893O8SEnQK3W7midt7NBqDdVQOo9EoeIx/vx4NLr1G0ryGiR0y8umJs5n2GFehdZSLnfwlE+XhpFDyYru7Pv5LzzibiiY2VNkcQNO9MeCm+PeLIpbTDv0zThawHR3MSm9YY9TR/KC2QOI4xbTAL6BXwp5ymHzPW599UZQHuVoTiDkMBf0oH4XeVOOe9rEHrxzRdu/RhhP8c6xdv+lfhd890Z8rAKJ4uQt5b51qmcYN3uDWM3SGg7hDPTOuJSrbgaJicHy+DGn/aIOdb4kDNNO2Fkqks00iAcTja+Ne92PGlKyT8fKzNTH8hrjc7WumRboA7+Nt1nvFaKBT9PIneTFcC+cKWr1ZESbzpkb6fk80zjWtVcdt/kED+4To4DQyvOhIpJpRlF2rbPKkUESMWaKp5UKqDhwc2O2CCuh2nngoIUMA1XdPMewelKDgCTQlZCnD4mWAGqYRyCDPvCVpxNLGEaRKS6jhFtuw5PFN8wSkdGb5O8uY9h2eWjmOE6gdOngUabjPfdioPRei0LK6ooPSsY3v0R6qywc3K5u9LO9tjM50aZ0C+KvuLA1l0VDFZl33MPG40UMDowfwl/Z0NxJ7E0sOXLuYb9Mm84+YdZwsKKB0afxpjsj+NkckXTQwoIjB/z7tyfyLz3YPuwEDNWnYoHJ7Jbw8gmgxoAPO38phhf0oTAQfKYPn1nNhOWmf8Z61WC43g3wOwSblaQ+0HZW2X0x0KZwdqDrISRu0c1RqVxNLOz3oO9jwqouXvCqmZayFSsJfPsmiHi3Xw89p0+VErHH7XQO3QlAUXZlzsxvtJw5RQBlmJcRVYajp9Ti6VUfb2zZ7B4WJxfl6spB+1YvW7YvJM2P6UU0v3xeOOBDTJCCyvACSpGeCCBIS70whBvZHIi58HpWjzTXOHwnEwicQV4ktzUL8OhigIlQShTy1w6ofE5bsMuPyThxH2aLd0UOLcEWhS+AP1VpY0oELmuXyZSIdbG2+FCw0XyUAYkySCKquY5WtKufC3Hr5/Z6r70cMseGXllJKnnZZq3qByhiOjrj9QxTLjq3DB8ncqSap13liT/U3LnYskryXNp55oIxNHa8J1QM5/gT39mbJW8w43hOQbkcC+XozoUdnafmYf2Sxl5Qv/JQgM4Gd+B36gA1Tv+sTLz+SCJcgJhQGP0OfLr/Kg/W+RA8syAl+6FO0tdCquSncfMxDDgD7chQUan5AHDRyOBuIh3yAJb9RejFnShiY7zqNBj7SP6SPD95Km3lukmTBmM+tjuo4B+/7LgqR/GbcmKMXlX9FowR3DREqtFoNd3iyVyAL962Lat6QHlK5q+ZYS7AjLNHlSta5f2eM0GMrCh5HS/TogGUE8N69aZcvPB/1sA21Ljd1CrYeW8Xe3ohWJs18DK+SFfA/xwo1XyFELPLXk1E2ykHnZ3Yq6oDR7loA6CGMB8HfVnLZalNuqKAyLNz7daBd/BUWogzA1ZNytSFVv2iyk5CJVkAtA3WpRDpG/lHls8p5jCtxgI/8mK1y4W1GHyboIO5/u0cl7jiGw1OYq27MDsFhvqoLvbkVcUHeUL9Sa5NrBq+nlASsHOFwt7a/z7p6K0uL3EnW3iGWpcnfsrIOtIYTqXufN4alM4PmYMdq2iogQmOjYEGysyvVOjtm4XvM10qpMsPXlj7Ju4kbKdSeSLz7MtMW1JACuuO5E0mXNZI8eQgB4HVAKuDHQQFtO5S6Erb4pEBYQd7haNn+uT/eekKwfM8aJbRAjvha7W1FYlF+IGZ+OiJSnYkoGwcYPeXdD8OQ3nSqY+hAh6NMR+ez6uNoeWqXKelOVJrtbkQgoNQMWPx2RKE/FVAYEG25yfYYIzX7gRcXhapP8uR02vOek/r1EhVtFnq68uxWh+E2fZqIIBKA/HRFPT2W1dXt4BQAHdytyIZXzxfTpgKzxVLJygLb8yXrTp5An0CJ1FujZ7YtYb/rcsrsVpYCKdI39dFdIeCuwO7YFOlX+TZ+VuFuR12SOR59PZ8XVW1n1c1JjQZYC7MpABdOw3kaBuwlMuTtcrZpfl0X2UzDTqpjB3YqyJlXUtvl3dQq/5q7Cx9zQONP0b2Izgrsh/W0YgDa/rvTIW1Fk87uzOTP9nbZKcDcD3stFVE1v5Sb8XU+7mcbcmwLbnnw+OFybAr9uNIufEvnzMWN0zbtbEdhv+jyEYZyVg6dCFPWjO1lirrlggO8ES1xxOFopv+mzC+5W1IUmhvfMEfuYMbxmmtabrPjtbkVXUbKLSzwVCFd+1zUSdysC05s+fdCJcPRU6EJDoc7oKOGnLEHyMXUozHrT5+buVvRVJznqp+zxfC+R5Ez/pk803K1ohVQkDH86ILSeShb9vWI4599kSom7Iei0dIAI/zpRLG/FwpDf9ewxF7Wt4aiBYZgNnAOuhVvyIxNA9wmzrVJ5wCvDTd6tJJOOVjN8vg0plLZVLLNk1zJwnGNDoTMjlwENQ0a+1cZWxPZsGSU+CGT8A3aM/9JHEW70Dxx1/ssalVV3bJ1/Y0l/iAnPv/z6/nnGyerAuclDMBzDPrhExb34wjP8qPqAkT58mxHy16WUuRmIUhDC7CHvDhqsTuZg1cMz/PBfj9vp24zg+ZaWC24GoV9kI3KV4SJgEBBf50Xqt0Ss5NEJ4Oe0yfm7pZIQnzaj/0oRVzNNz8XFcDAc3+js5UiGQd2pVeG41LTRXowq119mNpVtJTcKT63TBsaQB2TspOOFKteecU3ipzOKYbhFsq0XBgbiLMkzTo9tOcOAuEreilU4A+JsSra/uhKTQMoM6O0rrBx3kbdkMV2V7QipNa20RrZVtpUAj9B13iaI2AEY22o2dUm2iYyAxnXepojYVgJEQkOZiXHLtaZsK+GeyGp0nbnG5ZRhW8kVINssqt5AnGmQ7QffK/FXDEj5doBXl2TndpoQ5HQk1wcqa8Rwjmxf2PqMAdxKa8A8OU3wcZrQIykv+YrRlXXurxiRMtUaXSuOwrEd5LfAj5Z0xSOjAkziTAtwnaQiIm/rybE0A5v3KcbEJhAPfFtPjhOXrkmlEAzGYN5x5Hn1X9WmC+Uz56jT8gW0aRUEYQdyeQZjZvrz4BPwLSMw7yQ+QArgA/MDhTzZgxx7fH5gHYAQMJ8VuszJfd7h6DZ9mwBVvig8lFyge5tdwwSBa41MLGa+Jlm+YBBnHI5uc7IQhn1bz9nP8xHLz2A/HGZoEkTdn+MJTai81DbLnC2EIZS0FADFoPFpnib8SsgzcJe530L1BWMY8bUftEKf3s4iDMc6PH8BBgz2/BgSKIAYRGZW5JPs0qtBTVr1GbtIBS1idCaNaxEjWZlrT0CCqHVDR8YNHa5My4hI1eMPCX1b3N8W94jTIkawWe56DFIOKK3lfrLkLBt/x/4CdibbWTaoZvyJZVBKg6rlfvBan1qMFy2YFVFAIbBHWczBdwQB2Cy13I8h6N2g6QktaheEetSNkHGQ7W3NeS0JsoLOAvs8MXjTE6e1YGjhDhdC3vSEqX3zo0K23aQA/7ZY8VoSeKjlfnzIkggc3Pz8kLtHhrXRVQ65BzaVbfBzF2u10dWKs61XhZsfLoGbHxzfXIfSJlCEtoGG6AYBXTdu/pE1Xh+F3GeOue0i1I/Qhv0uG0M5JlnuSx9YfgyfYKAeaRZLmmgWR55oC7TtBQYV+jthKqpCJ0DDRP80LEJEob3AgELXcrVczYXlFoCpeSxHIgD5JYm7+fFS0PMAy5EkHDKWIxB+miYpP1494oIbgWxfIBUKfdg3P4GwRZa23M/VoYct6tp/VYqmodwPiiByP4P2zc9X5iZK+Vfvgyr+lYV9cZsrt4ScpFjJQQBy2P4DyK/5oGWfjXCHxzix6bEccfDb0Fja96cLsXsrzmT6I82FQFj8CSjI6ZFm6N8fjkPNasb4LX9uexm138HsLl9w1oa3PfrsMJw38Hmh60yWVPPNHB1daoHqnn+7UzyprFquyQmL55oxvn6toY5k1fZzTSVKH7rFo99cIv48k8eAB40qyzFFu+w5OMDyImsqdxN+XL+LCrdNEI45Z8QwtOe0UeImdqxCiSKGfsGBhApVb8aHzKuRBJGa2cHJkqqfRnIfO7BBllGGExl/ZYtdhY3NFQx0X3YVyh97IeDD+NAWlnT4ZR2w+GmaGvFPW4XAy0JhzbBFlGQJZOBMM7xgrNA2JXDgX32PpsSpH8spiasp2yOY+dgSEzztt3D2QUtG+094pkbpN9Zsyj9uBaiaLzk45Ibr5TKZ/VQqIN4MRnMUYV2HFo/IGrGrhNbO9D9Ci+V3rV3tMlpV/BRTnx6NJaTHgtfid6X5/SNrnuAyWjF/ChE6fu13Z/B33eDRj6wh+ijkPH/tDSP+I7Qx9K60F/iTmBe/tsKEKqJzTH9OyW2sd6k5/SO0lLuMVjX8CRGNR9O640lTMdhEnFxZP7IG9XetocBltO7hT0XCPBpLyl87yLWJnsw/CoAHQ7RdRTSI3mW0vvhH2PT8LrUQHwXT16NpzfGlDyptIieT8l8TZkaMy2gl+11sX/4R2iD8CTTRo7Fc9FlgYdhEnIHyZ1OfsG8Pu5qy7+/QxuMVILXtbY9gn8lTFJzMyOmvLZFXglUCl6xa22PbR7Ji028Wvz4KswOe1giMw1qtM972aPdvLoHoSFIl8CcvU36NXhgO2wgy0zQFEzj8KGPONUUbv9QCMHjbIxUOVRfr19QGfm2XdtalIER5TU40e9vjFA6l1cDTqjJ6LDaedinLrpTRVLEZb3M04xv4vPgdvGT8SXJxJ0Oi+pkshfkpbnbfxm6Ez4KHYbfCRQSlE+ZD//xOOF7xsSUkeNGzB3Ca2CN0bIcjhyif3jC15X5M2EFFkKO+1Ke2nIPULShb7qeDfMNEFODVky33MyfXxf+EkJ08YABUAJ/bw25A8qqRHn6iN1gzJIXhAMHGVwQUE7XF7xYzSz4+SfqQZryUtcEuQ7NyUHT4kOGlCOLenuRGAv0CGRzvzrbJgpkamgLxntIScwPV9CTJt7ETMaW1ahTDbXDeWKR5d8i8Eb7a6Wdsx9e2N13X9bZJn5xdKqsTCM/KmvKIajQ7dWplv4GRZDtyXr5JbSu0sB1f4SjlHIziLNIwnXgUdQurYQRYwnCcoYV8gIWlTuXqhqN9dcNRFjetmwA5sKV3ACaXDMc1080kP0nIcZJtRyCFsc2i5irJSbJ9hQSsR9GmnQ0g17Q4YLFNIQ3GPaDrgFz7pc7Gszs2rSwXue6zsYTHZsaziaPwQ3WskorxSrMD0yjqQ+B1b/yYI9Qf+sE0TwiO0ET4gZ1vFSH2Q83GzDiuBMi145xmdiVAEx/QSJbvEiT7ryii+fW9ejA4PL+KktUfAj1zgG+BfVvk9Rv/m8qnPcfnGm9jLeDjzWX4SoHxFzXApd5lqDTylM6pD82VKnJDiZLJdYIzzljILWuNoJWwGvzQFIr3FpvO+ysJGv7QFI03FOiajOOcrxamSA7BlQBJ/B0XPD0RI24/lIKoV9KFT57CaXGEvpHIPtJP/8GEBYqjPHhyM0QLhNbeNGWgQp/cALxd6BuAEBl6W+T1LNanDk/gOCz37k8bWv8OSusrLZX4oVoa1Drq3VOeaGV96cVAljqT4AwsvpnkLPAcRh++gRNYf8fq4Fcqq/2lbak1l8ORvC3y6hireuKQULuBlsr1ByiIcV30YJauq6TA4hpBaRdaTr4pSKrGW8c++M4BSymX4kxdB5nbITRF4i2mhCXLaArc0EA1auCAb8iQkcSFizaxtdiWZ43QaDdymS2v+UBP7gSJidk3Oz1wsLBvclTFxGL7BoemachtypCRxVOESmJxTdsWqWbfAEBxxtYti+0bes2bFts3OknoGbo+FtsyrIyzL4zYvokF0C9ys9iW05zRNz8xaloHmLHUXOv8FwTt+KJqOjNNew5szuAeR7McmMUcqvKXNFD+0BSOeGN0KMBsTH4Do0df1KhvxmsUOV3jtzPCmAJ2LK1Ub27eaxtdKoiJ/jzYx0+KjfBD7zIAkE214yL75RJDX/TnyoybAASz8+O2x0jiqlcxIPn3OhCWCsniwkGpAxizDtshKIwqxNe7eyMjtTuRmpFa+vo8RLWwrJHgQYCOnYgQDFc64YPja+w+jwPbLELS7GBeMh9NBacPqGFtSQt+RqNTX5J5/ys9CmLcYv6firwUsFN/QhVKY/cFD5GI1m35Q26cHY2NC74mhunDhb34gl+cozh69NUWXRY9GPxAWhSkLJwKKAmhJBFH8T9xPKd+INsOLHXS/kZFNW+yYvb3nRlqsVAAZxOBysZl6vOV1dFys06hCo1bhjSf7y3NiZm97crP92Aq4fvNUFA6mgOHI+IlL2Fp+XeooWmZKp1/LOQUz+Ga/x015FLZGDgNHrVu5Oxw78rplgbzjuPG1scjvXy+zyeGRLNOd/NkDer798T0eRbR4nBTrBQcWe5van45KpDP33GF70nk7AeIcYUbzft9o35U9FF8iEXWB0khvEAOVaoozDuUHeKJyt3Pw8U+c7DO+4UopjuEDQQ+HqdrlbGmfwQwDA2wBUEKXCEgNuuuJaJWBCjw8XLYrCggMu8yUtDqVOjNf6dlyxUI3i91c+Ce8NxCoT9Ys47BB8fRdeLfoUAD7YEw728bnPIxMDb8uxx/oQVw9LgmsGuKrf8uDWf0gKIv7SD5Zif176qSDAmYdxycILZFEf4dXagogRz6kskJJSQ+3oVX0jRLPhQsRmNV9r+D8kNKgGveWRD9VhA7Hw/nw6isDqpHEEl5Rj+PRzfLHRLuIO9MBg2sH690doqOeY+KQYdbOAzy8wTEYlFUgIMY8GYgDKIeTcDzyoV5XzGi6JfZwPb1UrV4cpid95wHPDuXFKmvJ+HMZ478PdvsMVoF9TsqIrVNLl8Qx9SVQs8Zp3EDqjf2cP2CD6SsIBnzaGA18TcHj1+wMQCoX4V7tWmH+zKFw3Vpc3sM0xesPAzd88HX3L5fR5m8fQxAmR4F1vH/XXY9rUDMv4gYGI0xot9PyhkVNFrwJCGnC0I1dh0/URNfKn+gktYpHGb8wwDGA1QhfqABNVVuPuAnvG4cwJ1m4G10x9Al6wG89Hm06H5qzc64AZ07EJDcD9iDwf9Jdfqe+VOcgaCgyAmcEjo7p8S0g/iW3HJ5BERSv4Bh8HaHxLYiI5cvNoeizvimIXups6XIgLOlyFCp1bZ7rgE7IsYNc4fKe5JF/tIfawTnUkFT8kreny5D8rVwTsD3JEE6PwBfiyqhllsiv09j0cfiggADJJmTjIoxeIygTulBp6cEKjKMvsrKP0t2V208dVcJK4TouaEQwVPG/w0EzwEFKkvgzXokyCrj6DnFzYevqAhoc8RGW2CyEhoFmpS5lZS5dV9IUqWSu5F/ZCmuWpApKa4iBCgkUnaFFTs3lZwRFdHYHFiIu8UaRhznJY5guX3z8+Jz/kuEvHqqNw0LJUm41ZuGRXjUm4Z8KWjIdqle42m9aXij3jRc2zT8A5KjtmkGqAwQutVSXAhneV5bisugluISynCkYHdoVSS4eX6eT2spLlemkvuR7aUyqhhNbSGVbBeqyGlSm9ZS3CquLcX18g0Ci1BsL5VdoJIjIA+W+IM3SG6uv9pB5ootTPK2mjzOFe6RflwGOTkIai4IxGTzJwiGjwWC2rRJ7Q02sc00W93ODXtqqHQcRgh7QLh5/uZxTA08LhkgryxEpslVjNFMYCu4NoXYiUhGRln7I4EDmTOiDBbJoB92oGoEd3Z4K6XohdGoVHsbs2HWAPVEwYEXSouTm8koIrW+dSi3AAOxxBQUAQcwDIeWUmUhtUeXmChF0bBlHEtxRd4yjsG4XYBVxTzC7sq2WrtCrF0hdlO+M3lIxmdfmbQDYAMATg5uWYFeo5yRljWcShi6ir2CJaBdlxdQMw0otoJShwO9zpvPwwPvZ8atWUL4TO073gGw9vE1qZAtfEpCtnTlb14L2VIp0ziLvWdaarynK5/pNVUjGtnpnxZ5+OpE1VRpY/K94JFGfC94NLuiRKCmSlJAvrL01fmpqRrNyPhrXyNkjrO8pkoiYAinwSL3QcM0OZhtOMy4noYgn8izxP/iuJtpHEqnamrSC7xDwYq/j6nUG0U0F9Z9Iju3v1Mpm+m8HTv7JuzY2ycSw/e9Pi94MOCKMAyXMk2pcKrBdArp5/FR+5U+Yit0UN3EIWBFJIC9iTnEVfApFyxULyFSG1wyYNwhwvgNMkXpJYsc2ynlkITbup+2XDcAWssxf2LxLfdjloSTQim+bXxlXCrZoSJZoRG/03rzXjArfy08pY3m6wNKZ80ks92yzIfFnIl6MkXivHeGmPfGh9coiuMLvJFXuwhnQiHw35QLdhyHc1EoR78kiRxKWiC8qJIIc3PkkEiRRNlGtCMS25mljXFdn8kh1/WZISviJTd3LGKfgIRhDElJWTmDlK783Rn4toolLN9khpZaRLkDZBC0ZSEmO7Ys5ES2k2sFqTOth6QDZ1De+t04w1F4Ftca7hLx1o+NKraRBjSh525+cLmOy2yK7QQtzmgbQOiKMjpLrh1k0qCvNKDKZIdWpHLdwJdp7tT5jD1dSN6pFTu5zsBhjmukuC50raBLIl1rqFVDJEHjNbUwfEwEuF8V2C8QluZ3Mx9/lLSOpfAW+MLzu9w0M/6BSDV/92tZSXDAwo+ikf0upV8ACX70qfZ3qwz4cuibdO59zASf3jIvKfsLR6Va5XnIvf8xeTw22PuihPGYD6g+Zm1hpj9pmN4udqMZueZ/zK2VWi3dq08YE37j/h1ipJgFIhWY2KJV1dRIw4pi1U584eakQFyPlVkzGRYIJwN6kOu2UUJThPFwIddkFnS6HnOdiu3ELy1U8b3DBLGNlj0NKjwSMRInZNRxX3iLija7zcHIpdtGB8YcS33DayQVfsQiNp+v6YOfBJT8ljHa9jBL+CHb0K4TcRgYhllhMy1gV9eceNf8ln2gtdFVCHkrpIP3Ld4GGeLGduIQCF1R33LHXSdA8SPfO0U4mJj8ljtwbIkQAaMic3t4RSfXY64v4nrMtSq2E4MAQBPXGUY9xPeO4oFJNgG6d0jg7WIKWfrmgJ/0S/2WF5LmSxtTk35OviXVkRs+HsmLOSe5k40DfAiomGbM1f/dm45A7FOgUZN7Nb6l2F8ZAH7I1PwtYci9YGHmTAxYWLYs9gpMA9P28EpJloIA5Ua8PdziSkGYIltbtQiTr0BxjO3YI1bCvhRQXfh6rN7uFcTw9di82uiKBQQEZUowuzB896USMXC4TMTc6UiNJEs8cDg2Xy+AKFxPTlwD0xIuIjtcbJj7Lo/p71lW+typxh6RHr+oAMXfjUwHnM2QZTHsWEDXXzdQaftjsCFv08gxxbXeHGD8m+4f3caS054GyPkFKR94MDCY/ByJi5pSE0iu97Ks2E3s1TcD2KYAuu5ZsNQ3dAec/uTdLYiTX22yy1ebWH5BCj3+C9z9mJddu44uIWOWYTvawyhD6Gb2inxBHV3fOjN9b5cA9YzkT7Y/BrC4/lJLQ6+QbRGillqVLtqs2WWlpFcaceUPrwc/WCT4eVTu/IK2Wn1deSsby+UhkoMI3P4owyPXlVkzE9lxuyqVFWPCPvZ2uFop3c8vX/fzKsntIdWevPW0+8a1aKkPDle7peYTnPp5UXL4UStKP6+zt1qSkLIiBFEak7vVmpzyjeucqB1RRvrbIJSOZLXRFSxDeki2AJMEzKZ8PsKt/2LC8VM6ZtVGMwrlbRUbrXWWykSaUqvFgPrQACC9DZBijcaiGvWCKq/WugAvZmZtsGct97NEPmJG13Kha7nQBZiRxWipdQFiyAzGJnkvRXN984NErp8IQHLFQK5jyKCqY8iw2qpvfHrSiH4SBmMhzLCcZB0jQ6h1Aayy1hRWMvDkHpQVkH9STm9b1GcPQijixYih2Sq2ASIrucmQ7xcyhMRTipNsMrYc1ZuGS2QaZaJSX4u2ZRYJzaksEwU+YZnt4VUFqlgKR0gJsCS6HhujJq4LpD6g4QgbiDFb2h5etclGFxJ9ysIgGIWJaylKYExkMnd2lyqx7kSHSdIkWwhTULanqGgDKWHJQNWUDahvfmTIlau1DEZ5LszIco3tK34s7sAndHG9RIrHdeGCILpOdbClbSMiqNA1D9gv1t3sGDga69a/oh3y7awMfSial69pRkVtI7LK7gxTbZstu5ekUiVPYuG3s3DEgy5VfU0wVLVY7SiLIGx1ZheH8ISJ2OYD6hKLQp2BUf10s7kH9YZ9TBdddowLk7LUoAQ4rl3z1GJZSW9Ky7W5DXZ5FxtaY08Y1D8pzolPh+DOi1Jy/RzCz7bAF0G844SNzYOVRJfm1tvk2Tpunsj1phmd2FXe4dpose8o508Hi8QbK1jfBEmQoUA3VUyCNvH5dLBk/CgM+DE1AW0i+QOm5p9dPyGS8bt9iPVN0wJ5i+UdkB1HpFauD+CA6WY9+FMBU3YcFARZSq4VjnEYT854BXja+FhIZH46BAe8KGXj737F26D8iVwz0XSbuuKCcRguwr0iOSlXc+x8OjUAPOgl2fcStdov8jJybabIRmzzhd0S8JTENoTSu9ieKmUMEtsYKGjG+uPfI14izQw9VHX12/kqPnSUypesw1GX5UTk38ZRFf8KmuqeiKDz7aBeeFAIp18SSIma7E+BLHkoWMv95JB7iIhrxtmdHiJX72Y+Oe4qqU29EkDS57IGffpTz4GNl1w3wh2I8RlYDbxVEqL+N8DWB3Sc4dX8tX1FIijPgdaLj+1I4iUj4XVOEgY+jwMLvBo9yw/6x3greId8041wBeqvp6x4Z6LwBN92v1yyFRD9d4d+fsuMpG/51sP2atBCrgmAoenCGE4O7JvJoDEy2W6yCsd6BZwFu5u9ODXWhP51aEJ+C2f9MTUV2CJwwMh2J1JTCRSbW+wdKw/kS0AguR2ulrZmMMTHr0txw59CuT8mEzP2DtpXttV+YMW1mMcqmgVsEgRuyLWYxwZMTDQ9RYiYi39iinhHgxKl3vIA5d/50OFNM0T9yysqds/hELn2EKczbsqI/2octa8wMMaPcmnw6x7g+dI40Y8J5ooNYxKFPAW0xxhPyYCiIMbRmnz4iTbWSLXR0/l1Ljp9qQv5X4q+qGcqLLKeaGMJjtYERZ0alc/iwszHXBVhz3kx6NhbbFxlNrEu4ikmmS4uld44fx2MDv4UyoOPud/YJdhEZfsyjRUt5UXBjsohIRW/TgzRn3KSfkwnnbaJNDe5WC+iwMEXffvuXGLoPt2mFm+6Rv7dIkBsAGWtck1YgkSHNgTkWssYj3hKxhMN8cccS6G3MSFhv6ph9emmXHlT0sPvReXacZmhPAXU141/qJcWuxgJMTmFLQa/zinVZwkhyKBupyy+DOQ35wICh0KPoFxzSkmKbcJL0Xh7pqpGfBc44iK+DYvoxbbhAar4NlxTICWuL7ui2ElQiWL7xZJM340jmFTjG42mX3wjIILaVDQmvtl0sYxvB3QGbgZOtMR3G1g3vosuSWiVkFHoYT2pzwq5Cs3qZdz9iCYu91UBxxVaRkqMkBHbhWyw4puyxYklQ61fn0VsMb4JhG7Ft+adN76HWlljb2TFQPydyK7Qd2jOq5MfDEN+wrAn9XEh34ypA+Jb3u64eaRZxv6W4WZHtsIwJBUMe1f7VLYD4OyzCHwYMrKOaGsJo5Wd82HIwF5JkJiuuaPN1pJiinyX2SXGtwkaXyQ/9nA0UON7iO1jv6FImW2j3BTbQ7q+MyWAK7l7h4zkw8iuOoHtlD4Zw8d+XaqVcdBw+S9bVnMuHBx1IkhXnkIPE9lmsYQ0tpeWsMY4XOyZPh9Gjs0Ri2b1yRg79quENfn7NCvxtjEeje9HFIyxJwBDTYlv+xJs8guCVH5hf0F8yvYLqimeSu4ntulcUN09AsnEts8BK5mDG/uYbnDrGEAa13JUZPHtAAYjsIX6glgi2y+IXIh9TmZUbL8gQvUZfGC0pCennAHuUHMXHztmRJ7ECaAeCLt5h7Gyyp6p80m+IUxhjW2fLsz4NoSSGduueYD4X5Dt0jaBGE9iqCk2HsSOEZEnceKnT1oNucPE2JBvrwaxsb8tE5QJiEKU9Hvfy9MKGIZE8maMoMq3mA9s8e13gAnm2YlNPPhSKXdiX1gnGttDsALEXJdUXhWIErh6VTiSB3QlveqTMWDYX8C+HikExck2oBYHOWKRGT0QNIT8ARSJBYLm2JQbcuT4LoxbEUf9yDqBrZQ+GUPMptwQQfZDPfKc2Pfo4cP+l36HCY3MxL0bc5wgzzzO0aVs31VxjP+RpQifRzHGPN85wuMkZ8QQhnn0DGzwcQRU/RLo05AWkjpgOJKRiycsQnurCfHBcII2z940BNGmAA5z8wfVBStPGFjmVWPDiWEGLNukj/tJypdCrSyGavB+eJL5m9brmpcEBLXK4whk/TGQzFq81WbjnPDIUmQRIPn3iNDGWv494sH1qqG5ywmNxBp5coLhJ8QxS1fA8rifNkdu7of3mJgjMs+78syXQtukYHoagmELc4yhhEceeNVkvZCHmJuGml/c79HgGBahkTW3GhrJI0CgcC4sqWgkKY8b0OiXQBm96A5f/6YFy1ZlztX74SWJ8iFfAmXycT8WkISR/IHhJyh7XjUxd56wiCtYJ+YbG/2toXbm6wmNrBYRdUKF4ScrGPaBjEb80pUWPo7Aa4ZEQvkWMsWDo/3khhH51kKzow2JpMqy17GjK7bP4LLyslcBTJruLnNGNJuPPHnZa44vexWKTOIZ0WhC7pPfSl/2qhcrkb0fHqWHCFZg3i0NG8wAa5LtGyWjOPODPj2DYJWoL75eGELu/KAP0w2VnzzwGqFrhc9RAC3uK/MjHP2b1hgllD58BBEQSoRZmH0bHMB3w0CB9AZobxqWXebfI0HMTUPGGN580Md7YXxtMBuN9MJwpJVinsPoRx5Bi3YrMt+R++FVWnXzCCKc8hwJts4CWMiBYQuSXi8MNmL54JDkbLhfpq3am4ZUuSbmDeNrQD7o82ZDSRIMhiNRGyOIKMpzHO3JLcx4cz+8yRCvkPmbFpk6PceRVR5BxFQYhidXGJY8IxsUeuCFscVvHmIDxNw07IKClf4e9dmbhlleBn2cbhhfPnKZoCzpB8M+cCf1brSzjzAiEHYRK9+MUJaxH54S/6bVanOqMpFvLbxV2ssco+aOLtvLXKJ8l9WZxl5esiD2BvhCxH6NSpbYExCrEdsBcETje8TZN4bhHTk2sJQ3ZQ4dc0cvWfoSFxak0B3tqEHo7JzCYHTHe2Mz6aYvYCJ79yof5317ACDA/AEvKYIFVbxdvsx6J+qHqBFMmuQ4U/QUgtxuPJPfky8a86JzSm6BSq28gMk7SxFeTwE5eicZL1ArhKoi9RTE0I8sR+RcOCTxrHQJ8hW0S74tzJm2MK75Clolr8RVMk9UU2X/osoT1XwygHHmlxI00OPwpDAfobL0GVgtrMQwdTS2Pf3DYKqeBQmVoqRYb44NJh2LBDVSI/IOUAI+iMFg2NMdUXLhXk63Kir8SXXX58xKhLmWIP1zZlxfqGD2J1VJGN4DLIxmZEEV/qR6acMSUO+Cw/QZXRK+zuXqioTr+ghF2lVdt5p6oH+qbtnXkFDoc2YYNCRN7viTauTXP9ARmQHF15BSBOFPqpZAgn7oWTrZtOJzZlWospy6KJAo858zw7CvIXV5UdhJumcYBKr9STVyf1LFZBSDqF/ZgYLMvobE9efMTOCMkepYNGjIE2e32PgPKq/kdTFPnEW18R9gOKiqnwIS6NtYQVfMWuUrZjnoeN2v2ZuTRFU3lTrwJFVbm0O+qcgJkVAFsYDD0Qj+tNXnAR+5uYovE4c9ULzV4RTaXnNIsbtC3wMFF/TesOPnZQ8ff/vCI4eEwbWrmEDynTuO4Hk37CAKwZ+2euSQb/4Gt4sCDiV8W1sih4Txze1cGPkeX1577E9biDnkm2TeAwXXkzluScLN9/72hYeXOwDIIWEUyTt3HLGrmGAizQmRXPBu2CnMId8+8xvcrsD9aUsxh4RDyi3ggMxvcFPQYX/OzEDe88qUj1jyRcAMYj7248pnwjSbQ7415R/gUJmw9rEfsfkHuFNLL2dmMK+gQujT29Z1RpmnptQE3/w5sw/4GtKJvOd1al9DWtPnyuDyHtcDuX+UICKfneJzwVsgji6zsyNhj7VcwFNwWR+9V3rko2unOVsn6oKvZuu7f0VZkRwVy1X1LjoXJi8Ev5qtbgIymbrgi5x8dC0Lvsda8D0Ft1VnMIdBL+Qe6g721vTHLDWo9lw2jKG+t5oAwz3hxnd/I6qMmoPjfLaJCH2Hq8ndEzIV9hTc1TVTz9YZR4lCV7P1xb+iruSQwjMQx6jTUSD0dl4h6Z5dMmb/OMGrq9mi3L+iPvE3okI/mlYmZxNVPVE4q0sR0jj7RwkF8FgLFZ6C23rjsXF1TjshHUjWE7PSz0fPvLKhdMEn/aXPmTHlPa9DZa74GhKMvMcM7Lk0IIlQ08JfcevmW95C8xCwa67ZZQCT0z72Q00O+fZDZzKBDD52WCOHzLHlTXSPoOEG/qVEJOFwwpf4qgCFWVube7mc1YfaWOmRaDC+WidlUfcIGnTsXwor/9KiUE+AAkn/EWtgCG/7SvC3Tvv2EGha/q3TszMGBOCNOV2InLw3NXkadtqLBSNeyPGGGYPDY4Yho9tN0qDCFkLnw+BhFsy1tNHMsWxA1fe4hCnhRepBC4uuwMKXQ7TA+p8R2nmPQGC7ezVmfImvIX9I2ybvoxr9TCbI4mOHZDkk3Fn+pInKf4BD3ccOM+hMKFDJs8o85Fg+zp5yTxJYRnd+Hqd26UbEBGEqjvp4ZXC9VF658DxHWlP7TJjkHPKt8BD/TCis5pBvaR5LgCe/5U10P7zRmTAN8VllVjqTCEL4GJCdHPIN0WeVedhKQeqvcBJh+SDLRTefzJkJ7WtIK/Ke10IPxYeec2lIgK8hgf05Mwl5jyvXj1jSlWfyqOmbhovyPnY4R8EUyrPKsPaxH2J0JkxzOWQOWp/D4ozOhEltKteZMD3lkG+MeQ6L2Dw0rguORvSQb1s5fiOEb6I4y09Q1ZFKovFxaWO+k0XJoecw5nJIGl7y01PFrSdEGM6/O1T1A2zQ6JFWLSyPKJKS+U7SwrAXCCvX68plRKSI18EUuk60N9P4EyjCeb/85NODBDvlAGD5e96FwZt+50dmpmkmICA3WfgZ75jewIyD7keWarXDsjCi8wV5zX8SgR/iHkGDGv6ltpLYhlR7BA00jsjs6Idx6NAH0pQCr1FmpoColC6oAJVCXkKFFihVGM5bpajQFQR26ZFafsy0VzGNEG8YJQw7HKmTHMqjrH5Az9MHV2ddJyVhOIeilKYrCDvSg/i4vWJCfboCuit6kB6FYma57i4iWvIgnSLuvjVIOWAbtkcv3QCfvIePNo6CcaikX42SHjVNi3yVyVHfcYMMj6DhbP9SXD9sbL3uEXH+rVO8IQA638yGzO+Elm3tiZ0Cjgd5kMPBQ/xpqzHfOb1xOIZkrC4eEkZhnv9IegDEQ779yOlC6PgKA/Z2CjiG8G2tCw8JAzHfI+P0QQ4Hj+Q07eiNwxHk5asi/O2LoIeEkWdjOYL99ygQZ9zWYuEUcEh5SBh+fnAE49PWj/1p64cH4o19+nrIt0L/PQK843Dgb6V9Xq4q4SfPpHlQpQU2liMfen/a8rE/bfnwYaxiORBvLE03eqE04o1o5KaZyyyiqWnUO2w1ozjKwnDI7lD/zg7J2TErdn6lKIYSzfQeY+v1qXCd5pA4snIuHkGDDvxLXcVxynoSzqKZvqm8coH6NlBG3eszL/FVmMNSbqDxLfbZXe6JpVHXi6J0HSkPuQ4hUbpkkgU0kUIwSyBYmGn6sO5H7GItOrt7RWYZxSKL2SML1pWUGTB7azVI6kaI4B6WcgORu7OTc0uTL+G1xdvZ+YlTUMXHDn0O+caZBxCxItf1HWA42Y4HOaSZBG+dkC0PYNWR/p44oOBis1JySDc/77F8nIHtYz9cc8i3PY8lgJMPIAJsyxuoR1pL+0yY0vaxw6ocMuwuJw3BhY/9UPOZMDl9gNOSP2nCRTed5Fg+ygJzLUmx3r7YpL3tC0nfOk2DLRJyxU7Uv0JOPvG2ryN969QvB/MCRu6JhqnrCpTMtNeDV+nrxUIKUhsVhrAnkgu5Q+FE5aoghAasxnlnuH3zG8chHG7U03qfBVqdqArKjtYFEEniz+NoBzmnZE3nPa9JPZLfST/AiHQnYSYDzvMBy+YDAucCsrw4HGnYLYGLlON46MLhsBQhQAlFj8xAYqYxYWtuzpP3icONGs7V2mnVLhkxk9Hz2gBqTC0JlQmDPmSlgR7ojRjIe8gIucfUkPQCcbROGMeVl/DCQwPVfxTs5GP+YkCB6qEjRWLQB6uE5Zl4tFdGF24uc1XtcKQ/hFt7HgcoQEcqItMJizpnfZEHNpfk0sVpEGkJ8sKl9wgaMvseLp07CTNhO88Hr8FaAwruMLEZJ15I3/Qc2Qg6DyAfMwDfY4Zz/9lvcC0e+F+3dAvgW58YHnhlnmnDrRKBXvzOweL6IJ1Z9N01RAqMaguHmgEjubxYSmBTjW+OMSLBFuM6cEHCilHUmixw4fhwyg9nlwhCjJJMYE7fxSoTjUlEbEYiNWqiOKMkFc8CVWNnZ+OSH1qLGHoWG5huDRniobhmBdUhH+jh2ZDZN9bxGLZAMd99aCRAcg1PhDnEITR7+2aRIv0O/Y7SKKY5MN99acCc4CE9CmYcjhX2jnK42SVCkI+80qkvVgiRU3XgDMpn/InpkGWEOMKQ6ZxND2ba2zebpANpkrHXKCOTy6ad5TzUhvRJGWQznZf48skprzhzGGwE6I+1OQ5IdsJyXvhk0xc+2dSXQM3NLZTEcpi9fWl8njZpJbN/sThNz1p45cL8AkalL9liz74Hlse0ApGPLyhfAkwNLuozy+XNweLmQfaqXHFz748HcLCZd1+aM2+OFZj3/mgQxXcGp30Ywh5vDRaWtM6EiS2HDNvyp6eJ+QMgLSJ2qDnQNP/iY4caPhMmtBwyzIMnDcHlNXyZ9K/cz+xzjFjlkG+Op1BU+UfykgeKDeqWAtIEcEiSQ741Bskh3zb9FrtFnqWoUd91NQ/K5oyeU9lGr/yzNFOeq6I5qtbmRXwR9EpTrJlmixKCYR8Fb9UJTJHVI6HyH98Tuxd1w/B9dxd5Xw+TcLgsTH6vhXUCqRX0SCWp2RsDOcvD+rzgcD505GiTZ3SkzR96408FWb+orjtTUxwKR4dSbb/EfIW08L3Tov+AqNMhVR8J+B41YFFnkKA1KJmgfsDwzUrizsj3pD5V7nDh+27EKaegQoqpA31ChWGv5tdS/0mkoENOxkfoOMsmk2DYy0piT/8x/NQhLWnPeL+AVXU9fcJwfgYpqv90UdEht6AB3LV44PvPHvswT0F6UKSmXugKRon/7LIP47aqG5BxqEf+E/MdJEuOF8yCQhwOCyMUzo6/UYqkGxVNmZCXAPNC5z2vQTScdHUiIFcdCBuIeTIt5tuhclB4wxjh1BPsXZ2wgwMDvmdMi6gHMOz1NskJjPXScGCpJ1BSQSccscpYFoWqE5WV0HmY+d1OxFT1BJcmdEIQJXp8T+0QZSEM301y/G4xAVQnnejA7k+1ZzzajzkdqedNJ2TApMvTQD3zS1vCqS/4/JIf8D2tcpQEGM7jaMF0oqUgHYihU5yZHhqHI1Xge0odpRJwYf8FAiLvee3Me2ChBFmgE3UW6UEqGWcvY+rUrfoWhMONIhmUkmbvGnJ3itDtJpfg3At4d98skg9DwYoOCPbAUMi/GnJQMmSw1GmIhGpYtSUf04b2Y9rQOiFTkCFBEiD61go/OuGQrsL4wA8h32NmD0ULH8/qYYFOaDpEyKk0ucORBn3iUDgGfL5YJiGHfAMlUqjqiRSq6pBJsJnGOgFeDJuorgSLUGzuId8+/WKZBDj60EO+uS6WLfklR3c65FRemx1qXvU0geidFMGgQwJJMe+ulpRFMOyBpKlaQgXCMOVVmh2OFMj3oEkQBaG2Nj8hdJfCyBCPRehOn4yj557XI5KoMCx5lwfR13I2sJUe8g3P97wqweFIC/gguhp+98lS4R6C7H3Sd99s1g4H+/XmYCF6748HcLG0ty8NnGYm48FMPu0/u7xr8aDyYequnDHKm26pQ3DOkyhh2KFmVJwcAA0++J7XKvjPHmDX4lHvRAqgcSiYylavyIAPIwFSNzBBTa/UvX2zYEYViHwYQp67lgaqnkNOMCNmioLPxIvCoXCgcKj5UWrLxeFih+4+NdXKLzC873CLFfISYC2g8NpaH6YD3KPwscibWNy8ZEEK+zByqrqBJCf0SBpreYmvBq60gXqBPhq645C9VoktNAJdgji6QZQeF96faN92KAFiPpNm05GC6OmDpTen5JQOoQwQPYjbmPmpcHaHml296luaruBGUh80kjRPguGCQ+HQORUsQrqOD1b84t7i6AbznGmF0Z07h9QSnSMRydA+bUnnh+V+aLojyx0uFkdK8Az29slyvSqao+sONc9+UeFwixXyzs4psJRVXiqvW3oTL0bvAa0pDX3qiNncUMSsPkjbDdGT0GjqQhukZnGouYyf4ugepcaFh+BaPDTsPRJh6IVM4Gba97w24lo8MuA/Om0e+KWoR6bAAbrCBpZSr9zxsy/xtV/26IGK352dn1oMcSgcD1JNXgcP1o3SBjjUnAWHwhFwRdZThyLl4RSHW2TydnZ26k3ALsyeDaykt6Hppz8pAyQJmUDdMQmkvuNp5Fw4KNGJHFneXDgoYaVLgHk3djHdUVhz9DYuHKR+IKyA5MKwExgM6znOhnicI8snPp3eIVrA9M7OTu9nxkmXIvPoR2pQ8q6QOH1JV979ispHd7zuuAKE/4vF/F8sQ39T49TBg8XDQk53dAllzU2UVjGPQhbNEKkyRHxw94hToHetXeFiv3YwTu1HP0L7ustonZFjku36ETY9eo5Jpv/aChLC9C62LPoR2hLxZ7qR51MfDMDb/FTxp0idHJMW0mMxTLLj/ljIWx2cSuJap5slXpvUj7BJxWW0RsgxyTT1I2wE6F1spruMVjzH3MrwWPBefNlltO7pAapdqJQRSbPCkqRZhZQaENIADADTdAEYGpcJJUHMLbQNFAA7VR4XESgHRSSXcBaKGAaqAIBIMRkAAAAIAAF1ewDWXvhjABL74ciAsV4uwuIROXlqJMLEtDCDwolwmVI+hzU/GyNBJmo0qDIqZbSLWI7lDdzWTvODgLGM2qsSbdhQb0ycf/DFF1cpAPE6cCErssi5aM+FO7jWFoqQBYcvbal/GEusK/3HHMQOIX6dEbLS+7bKM3q+FslMTHzqU+JIGK2pouPDOLUkzIdstcGlSxrcuBDGVCm9VBhWD4HbfwRh4L65oCW2Icqone77aYUPjmS3lqUknuQnaYSX+tbNsHWsfHGRwZGHYtnrEV5uK+mSfxw2FVwqkDO8OvHc7WDiaXSmxa1dF29OU+cz5RPdf61wl0zd3Tl5E6ZUfsN6KU53K1sDIEhCHbeAGusinku0b9C0F7iawTo884b4U+Ky9N0r6GrDYaf0yPl9NwQAYsTZvUrNiCBLDBOYBucMyj0TZQMPFpd1AX7o6bduuKL1dYJp6obVeaU0SkoDeGbi6TKo4/lzR4JH++nQMNbRAerVclaQeTcck3/q20yQwgHysP7EcXKsVlDPUJ7x2EkAeT334YVm0HmpnGPAxKxKRzLyQFICGmTfK2ixA+F2pi83C+rMRpvcuMTdQY+WmskcRfcH9gAElJ+464OgeS2z4RhPdvc9jcdPBhgRIYS+AoaOJDvFVZVKa37xs5L+bxCZMrtCDt7vgbln0U7a1Ro3vckoUvCEcKcLKR0amD4NJe/9mxvixeKp+JDo+kLIpn67Q6rUH4AMw3jBJaCgtAlMNeAxd4hBpHTDnwYh1MyzigNLwqQP5y7Ma7jTBJGVdtNmsoDRMOjchNkaIsK6AuB400MOhf4fsbteeCPeUHhRHAbk4eDeSoEdnbmGUQAd4QgJjN2ms9GRhGdl1mD9x+9D3LbwRLssQPXnHIkPRnIx9HHPvYpbGbB/ypFNfppXALXzeWMb9oAAPpsbgdP3Q/eAhiKxMDKcSCE/cOgfWVFtdK/Vfrp7AvQC1tcIJGIdUO+FIxsb0CF2vp69HPf6K3iLxPoOkmM6K/4BjlWge3AKvf6ZuAdYGRUpeNC6CxMjb9Uaty0FZCgNGGjsdmhJwwdBPVx2VWDiq8fJQyDL83T/ClFg9KGD45U+Ri1JCtne8REg63SyTwzwQUGpECxM8A3z7nybZ9YouoNuT6/fEQ7Vofx7ZSeSEbIR3flhXbx85dAg2/d9YMrRSQtIiZ3B/8E9e44GGhRtHR25MtQeiu6IP+6NmrE/7XdHfUsPCpGIFpYsn1DirrCTZOVQO74Y16WJ/AUf9YP1M0wIJQB9ZIu4nFjjsUrTpUjERurvEJD+tbT+XkK3B63ZAIamO7YNVGrxMjJ/ZWp0RQ0c9a6G9Mvs9YXXqRENQyaVNHeTX2hxs0X0IkktiFto2hZcPssdD+I4njY3cMY7wFldFcoG0pmfaOSc7kgD++j7dq2Cvz98GHme+cLit+hUYbaHUKN4EPmtg5O5U0KTg9AaJ/rJKAyA8wvXDwbTRXgqRrGYoJvyDu4sFxeyKV5Y30yE8H0SuA1UKaH7DrBr6BMYHQj3D4oTogo8KwAegEVYQUUvOhWUdOLyPgNjp/BmiSAc1Vhsb6bs3N99AVgWmdXo1UvhtwhmITy93Jlej5j3dDnr7sRM8nI0U3RK9eL13uJCsK8ivTEQE9nvGbxD50ti5i47EcmrlOT2Bjzls9MPOvcrMoGbTkgljpmuIjc/2uVsloz3wFsHNCQz9ZUTjtV1OkmX51YBSnVk9KMW8BvwVFBFsRO1+vJBM2OmcBZ6C+ytpQM4T52v1GnIKVxWZ+wDRqCfmxQtCj2p4xZOA4Cj98Xdb/lftV0fHd0WfgZ9YLN7+5qP/gu2ieF1xUh8SHQEqCW0v+Lr/dYjCmB2ljwMytHJP+X41IFcVn34GCObaXGg+i3vqRAVllrf/J7Upq0tlTe4uMImrMBqXBP0fqBtMx8FHM3O7hlywSvkppEqXBhNm/CJbknPT9Ws4/gB5w2b4abm8RyVqzKK7Rv2IeyBb7gHayc5iq4p189lZCw0y7DhjpwlysPi0GrjKmMHHlInrg9I06HuYMeo1Y88v8VJmiyA5H2CPUxJLZNPeYv6x9WLICLmhdxx7ku5f2hEqIRmRljVmIM5P3+myaVZJpnDkyrjzDwQkFKVd/TwPcNts0J3T7EFca0ySMj/ToF9IzTw8+q1bY5iwJJWwlFCT7arAwAPEB/zpZUBKk7GA8xZctIiz62gPEB4ltQoZjIfQaEs/MS0ww24taFq1v+u8T3q3Txaqu4XhEIBz341foNqIjW45MzmDiYhZNLGEXH+JfF4bOUo7KUWAyqllbULci8cIOeMAuawlpF3kznT77bByyuU72vVb/F4oXHxappwiLLYaI4pDnikxOc68Jm2uNh+oq5upckk7IXqBXK1AOLfmXLkcQUADCDIFQN3VTUf40YvVsoYcp93YEkZfqg4FxLbDstInMCPD1OFSCODo9lORCeuiWDkl6FSOQpecbQNVdU3ub17WAWQhfIqVSTYOUcmBDBYNcdT6hAcrlF/lCd0UYOrd9PoTPKUCRFhGZbIoirGLrINEJtW+wwaBTVhpkSsovtauaVlDug2gNuAq/MovgkmVa9Oy+Edj9Dq3bomN2Bs9bBbVeceVmniwNRgMyu+tMeTmZnP0fEBgeF25HWz1WzkafwXMRBYucKxRZEMQrC71SCaOv3tMvcprPIDRjeTy3ejA30vGG1E5Fq9wUIQtCpkbCnu/bxGBhFp9cV5/w0g340jAGMd6xb1OIl5f5O2KOiYDVWVBG23sSJTHcCkCu1QcGcVp9hSWq7cwW9icFMieu2m4BQCZGF4CGIdd3yhYJeLWOhPN/pFB6WYP9owVxcPC2ZcT+QzdrojAdNnfqh88RuQNzo/0PlSK1sKPqfeFwRmKrWwoEpaCZz4/n/YIU3qLawbQ7o2Z49IQCgJgkLjcB+1YzY9Q7fPmbYYKMTsfE3KAN5Wly4W0xqevkPq/DH30P503QgvQTLNGJVioC/SZU9gb8XFfmI0zCEAZkGmXZC8+d4nqJhWGP4hFhFAd0aNkwFZu4myUTd3PwRB+Bk7AE1dPFH6PH9Z9PCRZUuEtY2o2PH7qYRX8noBGbssNNqoSIAO7lqTw3UJQLF0mNW26huKpf412eFOCdcPrQclQh3z5sYFnYHD2Yt2XSTqayQu1Uhnfj72MOw3XUct3yTElbsNYsfN6kRbXo7z8HWkhyFrdpa7ljNErAIOkyCH1hmVKQop4Au8UOXycAaD9M1Vm4lOyl4ZLKkMxtq0LSA3PcdqHJ+82y2XI/KMxRnWnmTdGOgdSDKXclxQDRk3JYe+jX0As+ZXPPSSXum9bnMzq1w4gLV2q/W2gpgQpmmzVy9FzA56RnaRcQvWLIEj3nAUvLkdc6xuUTpMB2o7s8yH9sXlAmRv6Wxyjqj5IdJb6Fa7kuXcWA60xTwdo8B716rgkKIPMwuc4P6U0JpMjURJCcs5PMojnxuUHWFU2vtd2ztk/ezei1mZ1VozTXPay1O7SNXSGsndeBvHLViNGexHw2oSdiZTN9zX3DBBFntdRWCtr7X4OaaTpi+OYhHXisO0JwqzmMZcM2bK6smwYQddmi6g3DA/y0ctY+Ud8N2R4bjWXaVsGTF0HMdlfGd/kY5Y3Hzr0WPW5z4l1VWR/uEzrEFqCLmtOpsVZYcSEHYJ2fYJarTuZ9tZE2nXpNXY8QBTURqqPiefIxj/7+2E/ajw9k1ZVGJbWgx/je1iDAxWzTtjDmremYUFGlulkvvhHr8Vb5efH5kXi5iSqV6rXPsnylylZ1KdTRhET8qsACBXgozz1iSdyGGgitzcNNls46L0dN3Hs6kLCg+5W0o+wyb0HDVkpA8dn977IXNvHzMV9x8wxn13QbN02DwFBYapb6xnmJExwRnIlHPCoACGwugcBHNz8u8JUFN+L/JaAkUGWzPkTPBAahs2DiYQBiweexxA9bYQcuJssUrx2JWiLfcufu8scl1WdMyQXgG6LFaxZMt0z1WGkk4k3jpJlmkIQuvXucyLa+AlS+lZDzPJAD0mQYKa7BYjlwIvuCyFNF9lSyod8BO+VzFw6vg+qFSRrq2PHD2LAJbH82+BLn8tzc42Owu30mFAhd3twYhnsGdlx5zfUKRqJv0Gq0whZkEwmGvCZzVeJJ+wkb2H0rkqSnOtYdPLaC67LQUu+Xs0at4QRp3fo4EZwJ/qzM3VtiKKjq04qOx210VbxsQwzJHJ6VtpnC60Ha1IyUItIsLUr9HqCAg9S6p5Gk/YLSIB9PQH7fNP3w9pA3F4Tmf7ZSnY76Pd56UJ7LYNgqTLLicbUQP/Wrfp6QQpoqBiuR3goGdYe2ZTHSFz+gt4FB7qkbEtoiKCqLpAt8eZRhOJ9w2ibNiGorHTjNYTPfU0+5Aq1km7+smqhesHMnV3E2iKzn2MYp6kq7z9ZtSfDmWZsy5HDwzkep1gMp0h1U0hOQlaxw6H61GJAYFJsQHsWifHiH+ia2AxMfSErWR7XS9TcC72Tx90ubcY9nfo04nsDIWanIHxFkVPr/27t+dRR93sJYH8L+Os7eG9m0jDN41zgnQhbw6WwllTG4TznpioupCbbTnQLIVuqi7cYw+F00+0J3l9xhKJ5yThNwyvy+wV58Uvyvj/ZCxuMteAD5NM82njUVkXUcfDCUb70U6UA/Iav1BuNULDmMH89OSypM7QgIDiDAiOIVmdC3vFzrbUlK9HqfDjqfzJWLVVT4O2zqyQr384ueTb68PBUsn3o/1sIY3kuxUgGWUxB3RW5DccdpPnd3QoQkX/gNk4ddtmL1a6AIEXcst77g8BkTnT3gmug/WtVnELESQF12+B3yNyxaHeiGKNr0rBFOkmV+dbav8M9DelKMUMgG2tEsVn9eycxc2E3xUnrAOexIH8dSo5LIdEvfx316loaq/POOEG4Q8QVF8UfqNDJ5QsYNngivN+mcklqNPaYOzn8yvkoU5XjsTIH7+iFwYAF6jFRyLSm69qF54pw/oJGp8xdtDKYK0KbJzBmiW2HCwP9m4B0+XJFfkpe99Q+ZJ7Ng8Hj7UbWHmDMmdmBL7v4gAriNoed9OED+0H7+fkWOXG8IAvF+hr8xyPk/C2Ia9dsOXTJT+l8svBu2OTwJ2EqlqSWd85uoKWQXEUDlFCtmXubrIGGGF9nSjknkEkt8NnSyb2h8doX8uKMJMyxP+O2TkzkGP5w6ArTe3JZU+dkWDaous58Atqhh/CuGUAn46e4xY6AQnUMvsTI/5LpZ0S/Rz74vl8m0pH7Wzq695ilv67s7SKHsOyvepfcclOKmdIKfhzsPcnKNicxI+vEq7xM4EoJZ37b6QUTAm8Y5FhFftt/y4JSBigoTQpqeZMoAoAFrTuO5/fzx/zCBABB+D7H+468pbTiF61cZgM1Kw3rARagI/euWrJQO8srzkvw6hbztHruwsAdoIyWM4nQj/P0eOa2WLqn9uEcpAuoU2g1NzSGtZSKzMCMJNeDtsAE4L4DOz0dQGs4ySP2OGmkoMZVquuNF7SxF0AvzjBId4ZBVcp4klKFqIC3cNEqFyp4eqcDEcsrhA5y4V7NQ8eklVVc6n/ur9kiYdn3ZGVjsbeGfsVupkuRy+cLtI/OCy1kEAwpjBhjJbyD2W4wjZZWvmt7C0Ig7UL5TAPBqroMrVer1mh+cZ4wUXC6KoXkFVcVbqhdgcBMnhs4wTV8NbTOpLf1k3vlohlw58ANG2UN79fz+nEp8awUTWkxf3e+T9TwrecT0qGJDZfNfJrrQ4Y9v+5wtdqXQuTeKSzGUoeKkQAN65Qx2isttxbU0yfWt33fyNjR+UOb0DflQb9B5yfLhZzQK4czrv0GgZK9cuz4/5+GjpaGq5BSBbGlj/EyrLSYtli/cgSikZD7Cy/nmkElmYWpSwD/z52px1/Og3pdp3DgiPemoK79Vc3XoyqfPudNl2exchFDYfQdkRjqPwDuQuJMntlqKM9LMdCHEP0CzNPM2U/iYmTxsX/cCbdCAvk8OYGQqNJS53PJ9pDYtf4xTFkTQELG2APhtijRSKpRb5omDbys9MoxRKAnhz2/m5/VtMr4QYXTiWCwqGCpwEWvKIgjJgAjiz65TiVfaHDhMagMxeYwS8cVNhjlgrviMX4iDNwpcNbNhlcVl53kpIKBQEoqCAwSr330ka1IQnmb7a3oA7Urc+iULdUxHewGRrSRfyrc5Qd1m1m7qsZdBWWJqqOw/J+eUhKcRzgq3bclyQH2W5QpCoaEF+Exb1cdwa1+DJ6baoNcYeCTowcnAacu7aMQ6RGn6nQ7AboXJwFFufv/7MW0snBYm0vh51xxoog+1Nfs7nYElmCgYKX0ciJ4PFyk1kk0opRTncFuASNDgOYw6HXQmgSiNxNPqpJeJ7p10pL4xXGXK0nC1f9Ac9QngT7txLEriDDTjL42ykXjA3/uCLfz6jT4jRCcJxiaRsM+w3tJwe9uyfOvl/Vq6HmDBLbxLKi6JqOoWyPQglZjHkKp0iIe+5E0Ta01ZrjerYXSINxQ9vfbwo/BdQEv9OeGynJJrejNhQJjLgNtHOrGTL57hxlvICoUaYv1DuB9klMgkSX3k+TzZrVp7OfDYN3U65Pq8V1fRnfB4f9OBb7ydK17SIzs9uf7USAt7HFMdwfNoucVKsuEfx6d+NAoNZq/dvTkMdUdjETi1w0AcocG724n7OnziM646OsApSk6o9S/EOWFdevhcnHx4J+PPiyFGg2U6kN0Squ53QH9LqBPZeCPBmuISai/Ug/TnftNPevdAWFg0ULwoR+GFhuaD6d+61gx5UfdmAtmMqAkD04rOpnE3taPoCGT8oNY8Fhy0Ces3XSY75+orswVWRAzGWobdKYSY4g/Ek5wFtDUR4dyk/ubYLYhWDVEIxro9ldKXE4GS7WSAMe5tMEoZVC2JlUaiU0cwERBiD5Za5d3n5Dxl7KCdV7EHOEqPfu4ickKCkXwa0ZnVQSK34hu4CVjV9MqaMWeGXA0XVI1scmNNPgsB57WtbWbIOsPRrQJUPFrn4dpPnfCmaZhzN2soD8PGG0cXVzVHj5mSAe2MA3Wgc/g6SmEBxQ+A7vSthLCu0WQTjkMoysYxT1UZ4Y0S2R+MD3Xrd4t6kuu8Bdnw8+OKWbAApgruKSOJ4a942QKQDKldhLj9ZPuv+UltyZcMBYzE4ZdpfeKb8zK1rDxSa3AkIUqQrafSC+CXACcS2hJAJyQhflfFcOftEE5ikxjKhAcYFmA6ABhDUZyHyEMcw8wXHIzh+z0uVHWGSU+uqHG7AC4xgLKiAaHw8aInOW4HPoMcKW+VvtMFnKl6mQ6MW6SZjk8GMs02ueZraAGmcjl+Zb5p0GxQqhGsGtX8Vn9M2C46jNWCnRhyjRl7k1KjgGVZJpPlmKdiqJG+OHboJXKzIiTque5Q0Ed95f9S8XmHFNiGI0rNI2BKAeYC8L/bPPH+bp4Yd0ReC4h1d2ZYF6/Zh+f9yz8h6Ce+YeZ2lNvevj781Uk2EKhfflIu/rddQXlbDmw96kNZ4x0gLGSSdJCMSiKkoa7Bc1z8NmpzQMWfpA7Nz9xQFmMio6g06EA1v8wTT1fSQXOXBerR75hQemUInjbtEDwDFOkspyxBZfsKI+H9kFDpj65MkXxX65qlfT/R1jhrqDfrCd2jquF1zHhEudtIIqcL5GSMj2PxmiPh8kBBROBrFwMCSdQqASr6A01yICCKrWwcUi22cIWKVB9SGv0guLhwOANF6NlScZTuoSM7JuUIb65e/RrN1P61w1xo9UVYWaOl9drON+0awhrxIAV6Gmjg0DqaE1I2aEDUR1EB2kNT3je6QIYEIfVroCjaxrbRnS9cYjwQxZt+A5koM6dliCK2oG6OMZCr4cAwWHzIMwwVpuolvhlpOMzH5ggH9a06pRIQQInQ/4iCUaEDxiCqmLePgXK+8ldrsPNevbDaA90oEK7zA7MsvYnNz2m2wGaSsYiwHPWMkpjSf8O7nJfoAW3fHNg7R2TXGi36ZI4SwAPRkrDrQqZ4DE9hgLNYQ4yf1sXURNqAW+y2XEuc/EheJ21jx/c06iXsmVAJ0na3pIZFxYm+eCzrxlAT59FHnzKNxEFTsu69WewqYb6tDlk+1s7qRWkBPNgMnMOOZcNHdNkrK7R/yMZQU3wpSeLb4wIS8YUZsZzJQ/KsOd2BOYlRP70jS9A8XsE9fYk8bIVY4pgRBBMIFMd+2r/y8mkQq3A7ULxzx8r6BhWeF0c20UwgLYTxWYmfE4R+wbSqt2yg2TKspYxaLRcWNcpnJ99e/ltOwxjKAoAqjMRWnfcIxAzbKci/0AAUMx2DlFCSAzMHRk8gedIcCFoUA/Km2kf4U6zvDOQQFyKdVVz6jtatrLHMuDI6vxYtCajOH/9UWsBZqBLQjOSDESpLvTN92AFcjsUlFx5vy0c1Eo45D2ZQ4jPuH/qxl3DcS0RK9OAV8sDTm8cCZ0/11uWLf60pYDpELizE7K26+A/9L7tzwfhTEnS5v4kthOH3pna4Lq/BQ4hJxoGroJjt1VbkNoP/TxCJGUE0mGljeP/Hf8LgYMDsqJzCb4NzfjtoA8cPG6h/e+TwGq07h2/a2ehBp3fCn+3ZrYrLCReppB26X0daiEqxZq2YHr8GQ2xyxDyEBa3e8MXRX7Yk4vVihpLUOkypNdVvZ2mPPHMycr35WD7sKI42vQR2JEGjMlay33/9eGuFbDdMKZ9uGkebcxH6Hb8ATHnt4BXohnZpE5WiPKM9a5ccYg0Fm8/LtdbqgtrO6V1+HwaBpfnAiXlwW7OKeMcUqtwR9mYw4uRFJx93XL52mQ9aBthwsgEybLvgNWcYhWbeI14X6TJhBVEyNsGPTduY0CdU3mkd+4ao5lICgFjbsTkxwJewQVyw4NKWkdnSFh23MxFUFBhNLRDQvDyb+MrS5cdpBydBeH0hhgBwvjFFkYsD/H+9F0kvUuc6GmXZQwBH8+DGA/4aWwPm0NhBfucKOJnLJ+gKnDqI+Y82LyC2MTn53srH6JsMYusI00a0s4NUXOUv6ARdbW6Qg6V1aYzEEUGVHCMbhbfrGqSZ8ZbALLCxfBGX7mAWy7NUAOXJ+fU/ICsKyk0hr2YRSCiGIF7AfCORsaRK9j+0hmF73y477xSrkmSg/wyYrq78uAG8WyeHJCWNVVcJ80wCNagotzprMDkDvWdw18cepLQ/bIblVu6WiUr2PpdXbV1XyG0wHxCCfa7EN/p1a+Fn84M48EHeAIJ6NPkhSw9oAP1aR6bRm+dfWvNc7pGNaogfn9oVqB58/+rtUc0X8cAlPCO/x91fI00xSLlLE6ts8c582OPdiOkzFN7gCAso2P1HGSg9cgp8rVs0rlidXCq+Zve+4E0kAu8qVoWKXnvX42iolw3iRpINGf2ztj0e+dmBkB+axt/iHgW12hLi6YN3GAS9tSYtbMW9iU4793ZymV5nL34srR+9Fop4R9TSTzyrDdkpj2noADnBAQbr+OS42zu64awgIZ7YB8dQJovCdUj5fajPc2Nq0X4GlVfPoD0lZ52klE4S8lmG3yUaU2MKMG3Y6hl1BdhRDhz4iaExOirf8vcHvFYlbRR1sRZs6Y4bRNAOK47p0mTQFaFR65AhGdufBQEEbUBLgcmLZ9a4aO4m46lJ3y04qOY/E42eru/CAsElClND2yBq7hRxRHLMB6uZ+jtZ1XXC/TrinvhwlYHLQL6p4t1Tps6hVWJqYdx78q8k5YUez4X+PQ+q30bULWnE/PKPT/NHXmc7lNHo9go0t2ENoSBdObbSoDZoPOZSXXRajWg06WFVQ3kDQHHixcVdUJI8tSUMht91gWlDwxBYYFbwFaqYey42NpyFZpkUFPMQeBNqWzdCifTUshUBn3ACnpeMFOesMIxBBWADWWQgfIpU/HKT3fADJrWEFl3dm7e5YUOKoeODwKkz0iZCS35q8KcpTepqqSxuxkhEZ+1FaakCPzQjkmkTc3eVKjSLRzWuEZWyAvWb0QBunTBXRgvPzMQPHSFZQkFTrjqtDgLOStJO8Bt4sl6kHDCN5gRNomB6TqkQQCAnia/RDrhZgK8BaLrptuAFLcDN2OhyTQ1Fu4Qjy3pQy41vAkDt+ReICkVhyjtIZBSqpGMWWsuIP7oWnHFXYAaalD03tuuj6N1+qPTcXf/OfBymnHFms5F6KvCVV8a4Q6AqB5HKJap2OAkKTZBZ1sf78tmyNRM9n/niDPdQ4xizqPdpPem4O09OntlkMcs0qc4Ry80Am3XUHS6mihQh5zq3cpnkWyO7WR9oE4hqFVU5QieSoDqZHixghg2s0FCAVW8wLo9mlmYUqhQIv02iWNhEfhDdW1H3EY6yjDNIyMJsq5vL/g5uLphfmwBgRPobeUBQy6O9wJ50GgGPWk7OFGeaIlj0o1nXh5L/hAx/+Vi/4Y/ijiXU1D/Ppvy3AumDKAEDjFmLSwT2STXjRjWutZEjk046fohHeQovgTVz3diR6szshzie8GO1mFSmZuV5HjAYB4wp25qwBL5O7iG+v1vUyEU1sRZenLfI/R8k8iwFvuCJtBv3cOiIFhIg2lkILA3a8lG6B+gaDdtWpGden0ks8XK7ljf1iEpBtkf+UFaZC9bXTjRZtaLVBYKmquffdj9CFktTpTVaZqh0LR+Av6bE7Xl9+pbZKWTTjbStdqp01EilTXhvUakHf0X9ggHtK7QaQl3S43Ay4MQT8jc9guFJBD4qdNoDQSMNRZNg6RDWp/xm6QQejqLGngfTddU2TLbdaJkqBNXYRhGecSPKeic3NqqriledVcqjpIAQjvcSYWZzwRFwMmbQxbPzySh2hD2Laux5lwozwH4AArfm+wFnufyfr02LwJcyUmZ7viSjJCrrZWzm3IzXVXLob0DqEH2yZJfsV5YObYq6EUiNi+YU5m4Lmcl0FsEDdVdnh52GmqIgMRac8vrZI4eLkgnrjNzSFDKm8CeXQgyeDCackAdWyMhCJWknilxo9yiGNIDhQ9vGwxIDcc4iDSWWdptoiInZ+X7vmCIuhy/BkhwOXbCdP3NnWNPgnNK9XzuVYVbcB2CMLcRo4VBXTDh+uzlm2p14622FxcDxhwHf6ik6GJx9ScLEuLDmA54Fix8vJnxkwslUARNhOM09IFR/elEvm9oZaWTY7q2HoVuW5UpWq1MdPZO2Mzufb7mONXbQEMGch7bqtfO+XVB1nOz7cGF8plgchja0wdOzgQAi2hp2oxBYWAfsMEHanP0jx3qSLynRJMQ71gqejQdwZ9AA7TC4pbtGQwwvmUWY3eH32fSkAbsCP8clkUwlU3+nFSoMuBOo6DncUMlZ4LIDAZSjMgv6pScsI/x0LF7XU7egOnI2plxV8KLxbjlMmXRDouxSmrcFGZiU8opD+B2aacJFY1Gsu51HhUor+RvmmixmB1TBvtYAoic85X5qNHZMGhVDnw/iW09EtAQp3VsGYg6hNNV7TJETr626fC9ZBwJoYqY9Jhqoc59a8a4HbXTSUSAQu54hAIw6c+74vn7JCqM0BFhy9y4mS6mBbNSwEbrz8cp4gmjP4z1dRBGYLoklTiPzhp+btiDfFtxO/+hQcJN09i6AZPHOGZAFIQ6b6PrCB549FDJBvyCCs5GkEVEQYLzY3ZUQdMMKNj3khzjgs/L3A41MJwg2FMSbeHQ2VA5cGyW3yN+lq2g0WP7qbdX/btaj742TA/9HS25fSHHVxriJGlgodboFj8rl8fFJJKBEVvJfk1nBLNWR2xJExjPFqHbyOP8oDkGtNBH4IvoGC3Ous0oh5GzPmiwko7TAS+MAVXrpuSz220HV49tGlalpOdtiM3lKi/K9KgM9tMhxIL3RIqjJhQmGz0kt7gTyaIKBw+3Zrf3Pg+aOPdmk1dOW9gQXsRgTeyD9GP3d7oZNedJo16n0TPHOoS/G6DK5eLRlxUAmIfAwPmRzyf+9IfOzypCPiqYpXLkF/ZPKiXtWduAaKTy3+NkoqBjl3ZA/066mNQzqIrc5NfQjU/W07Qzn3Ft0I55G8whoWnuvBG1qsNAEaMwOh3diDKUXjQybhqWuJj9lZhkqKZsxWHpqdWhZHMB2hllb/vYrX3AuoPsJJLMeO74ypE0wfHIiv/glARTf0UOKFciIpXH0OTnuojEyzlC67Joo3fg7eLkH1aTOkKA/ZU/5BJmXnYRphKzV0vwAcERfSjnhRCprQS4rAKjDUp/54FcAM6YG/eoZ3Lnhm/j86bWEkKxX/A53jmeFWTuTMX8yvHUTfjUSYXyTOy9MVcWrborPwC3/1p7KDJKrlcKudLwaABzuEHstXLZx2XDw7ViHn32ZlraISydhLKANLk35c1S/D8WSxALgp2yx6udaZaYFlS+KeIDc6qy/RHuSpAYdQsuiYx5+YFyQ6FehX7lde9PQDsg6viY4oMyS5O1FQJPyhb3dYUWAwaa5WHVtFiovShFSdAGv4x2LQEM4a05D4fbPpBnt9IRk16/1+o3plBt0MlBxsMA/VnqMe6PzZ6bf3uPS4Q8mFhcgNu5uI4mWmfi/eyWC1q7/tsOLhMTTVwVaaFpC8rJ4gX56kVcmufd7uRnKQH0XcKts1dlHLTdjO2bVSk8tSmApQ/CQL0QMqXcI9R6nc9IE8EPDB7QMMpWFDnaKPprDzDQL4TP1z8vJ7/w4nnmSOagmw7qLDjDcF8JNtNNXz/Djg+KaPcU8BKZUDoDbQoRcmD4E1Wf4MTIRInNBDZaEMflVtyotyu2uC4QQ51GCZAt6FSDIEFqaqY1QfVtuBt0aMhKuto7g/w03rehDILxF9I2TrYVc7ExuOJKHUlixggRELqhjQBA5OiampYEk/GTxlkmlwa9q3hYQWZf2CSiGs6SaAroKEFNzfzxHPpmrfoqqS3mqr4TyncbSOSQddZUBMsUdmJlFrIkpM0UBmi0xi5zVRKYY34OpUdX8FdSMrpIEOG0FfyHWgfHw6xel43bHjHaYZNXRDcdG9wZJ0cFnuvXX3I6UEgcXrf8QgKky+HDjhw69WPfgMc5B+z9ryzXyxLI3WHepXwQ1kN+YhL0P2ud1hY+T/UrKdzZW5NEhKOAniBrQQBtPDOEcusEBYR7pIiNfPuQ4sOQP/S3MzlFKS3EUYLJKMvdmSxhkZhCnMyUfhP0W5uOb3TKRPTwihQZGEvRyeU4i7Dy5AbOf+9W1mzLw66zoa9sQjhBbQHQH8vagqQx87teUPW6KTMBcVfANKYL9qzNCoqE/ZktAkUFbOxNXEwdwhMZ+XhcBiZg4l6urLYIXCToY8hxfsvSA5rljIKPwr3pu1/EVYCSp7Lmyjq+TIzMjRD4IDL7bLA8IbwJIcbxO8MWkpWTYRpjmdDzrEI5fn/5ShRcXxcMfsZ3BArd6YX5BzP764Qv0wKtEGLs0nPkJaIH6xBv6Nc3RoZCiAEckeesqweQ4NRqu0/3Kv/eEXaXkH88Yhn8vuG2DL37zgrgoXupV4xvdsBZUgtjwjrS2VkyxRcgB2+wY2Bau+xBRd0WQcr75u0Je17nFTUhGTxGigOCHBEu+mpwMv5B8ZF0IgQQzXQRZ1G/f1j6PzQefF4mlhcew2yDDRmBMd0Zvf/eGGzwCJ7Ik+KoaNeTmEuuLrrhxsjmIpC4MCyPDsZl8LYBf+IcV7ODrNdRaXiNCLZUFsxHLXNsTDTnvJjez+S8e4oj+MquNhKJDmaHPL5ocWVF/yBzCXkd8IVShb3PsTYpThn+qtfFdS1Gf2wwX6f+/gq9AsOjzMphSIeJeTq3KFNxbanBxAb0pu6x15deSNzfNvnhzPDg7tzGJckjT+/4QlOig0EbKnAmwifyIb8LeE/LFmNTTUGjf+0gLCUjAcwVDTxRwaDNYYQzEJGXC0wa92ZsaI7B8Nw2tEpIVMNOZn8zxdbcEBHWdATrvjBXV7nSkhLwoEoyTC/DQ16f+aLJGsoYGCOAQw1Qe4DTNgp5hNS0B5bO8FQTy29rcYvETayDHmQ5sgoTv+UiUSYhLDTAb3fpGC065eWAyEqhWZgsl9mVTwK3mHVSgEeMOWjmE/hWzYF/X7xNbXJRxJBS9fRBz7icLkKCk7DoxGagd8PR9cn92F+YBapq2tL8FpnK6XC0hbcZuCgqyvpgaSse/HqddIaPFejQSe2zdjSUDw7Kg8fmSteDq8nJqukNByoyArh0jCoMM6JVV1dwPr7+kFtqC5BNHEtEfdIRv7mnZYbhtiqWmL3AkMJuv4k1gHCv9w839DHYPZ+hLa3WlWktMq+SXZ6AZX4GmBPul0da6gcuQm2EAQpoKjVeF/urvuBqSxPufWLgBL+ClG00DTS3glA08sZtoqNBAx690T0PzFShpZjR5HpXFZ+Rt9hWhQ95jOENlzWNTe/87M6jWL35pEVh4AK3GIChXIQ09elNN1jazBI0JRdYMLOA2JgigQBOTuxSzFSLTtiB78woUFG9MZiTpbEmfWdLs3amQ+kHHIpOW6YoqJVogdY9bkEVm3ualOHnJAEGjjG14yhqOJClXPe/tzA7kNKHgyts1Iu8xVzv5uar4nmt4Y5soSFQv958Pw/qqi5nJUFBiU1eB9DPrFCCP3LpMuImytEaZLvgvreSbFvy6z/YQR8w+Ngwb3/w2TbPKHKwJeKpJSpcuMzXl/+/1Cxn1S3AyuXY47r+oT44C/J3MmiwomS8sAk+k76s4WDasdG+4wjIhvxDrkYSIbNyVQ+znQhFHnknlDBnV0n7v7/caSQl1Nf+Y90pjIRui6MFh3jVDDaY1o0XO3p3eR3ddF9DA6d1q0mHiEfHEyXEFFsuf0VCWrIqoMzLg3sJQ6F9VjytzkG9qU6zpGJksSARftQ86C6pRckNMn0gbMjLyrM1wPSvIxezYoH0HqmQPk4dp2O9Nm4cgfP5dO38Emg9MjZRcBdYHERxDeZoMUg6Fvr+5OCq0R24H6LabyUTRBVOq4xqQ6Wyv38ftg5/IFDtH8Bruh8hX8iEwdyiN5u8NhZtn8KnqfSRH0BGsSqW3Q0iW4Z+TuKlD+Jz9xZBMc6zp3Xlyhf10Bo76wmJhENxkXe0fG8AidElhIsioLyS2hyWV/mE8PIZYvFZWi/4J3JiQRAHkhMPUt9aVYzUyl/QvkBjkAIj1twur0R3XZ1GIZCN9xkAXV4B2AdKiBi/eAkMfKwy29gLTI2txy1dqTeVFMmJvtZZqfPc1VnHocgiylOtJnA9lgseEftva451SD3xBh3GDC9mWqtroYUoxwmeDldOagwb9kBRnMpaCkNm9xM3oQa3nD2kJmPktrkzy0Uy/x7uZiVltg5Um6Q8wPDrMBjaOHSMAMk7kp8X5cUF/Ey0B8mP+1wcl6ott5+llV6dLmAGvhDwg12Hq/IR1hPVib7PYaxQZqSTtPPDrYJBMLYGt0Zsadg04qaEJmiw7YQ4K4dccRM9fWrp+Hgi0X/9EfL05hPzOO1YNzyxjDLEuopePRmbHSoEKh/m8ICTVjfnMaXhYsBwOHSmWH2bFn14ZhrSrMsDZTNyipKhkRibmAsdcYBD7i/gtdJUCNe1/mrUpSksIPjr0E0+GeC3IIOWwIGZf2NYenpnpMPta7kGMUfGQkAuRrYZ3sFXWFyfpv9X+eIMibgWRBS5AAGSTu85kLn7MA+lFMeWbSU2OtVeR4upArbesGgfLFPZUz2VvBgglp2OoOTtF/BCekAUQ8yTstWz1B0qiOSNtudrageK43Ss2BjgOxZbhSz4glRusOPjaijkGc3I5gNduY9EhUwoMLeNONwxKYwup1y21AJJ5U+f8PifqdAD/iV7ABNFHvDRysJ4yg5XgWNDpVcdgYKIXGcuJfBxVPB3BxawzJOiRN0NnUddn5jobhr1GZQRcY2IurccrNd4V8AZet79i45mA8jN9aMgb2tBNWe3x51Siau3db6QjgSRAWVyyAD2Ydc9Swk7SnVqHufEbNbf458cHVrThc6L0yvIkgOFBDSDit35+ocjzDCzMvKCUEv13xNeCJ71v1A1ZgsQBb7CshyjhIC8ay1AoH+Q74FjsFgKNeabwPTWISY7r4acQQKNhK42NNVtSSTczZRJAQLWz/luGJJyx3VEzeSWKbYyhX50JeL1t7VzV7eWum/IaJqFGTDvQmGibNpo7uLmeUYLfEitw7sh5Xho9FdwbPZFN3FGf82jR473iaeRiadgQRLWrgsG1I1yd6e0ih1M0vAutggDnSxGdVMrR8McB5WjSj8f9WxO5uMPJRvn0/4TnvabBGmYbjb5/0nD9TYrN5Jmep7b0UHXPUaBYboK4gv5riLMWZYy3Vg0NYBJK2ikbnDhUNDeF6hfpwnwTnqZHebwytGFtyik7RbtlJe3out7gggT/Co6CBmyDLA/SNHnMsBaWoIuhgy4V47kd4YTqTUmJ5kE1UTdVOeKh+R40/Gcj4m3tW4OUXabz/nCrghV9CYkHBywFelkH7qs0FQ8J/BZrip+ZzZQddkvs71Pwex/9SO0E6SwIWl/nG0fLpyZyNWUZ6vIXK3fjTsXMbOZ+cR1LBOa16FaTRYkTYcF/JkIarTytVlrY2jv8Ek7Gzxupai5hAEBnxAxcPQ9alo3RTk4iKfVuOQFQwNmic8DoUO6UuEvUh2Pv1ZsDjjVX39UnmVqpcz4caPUNC+esV5AEoZ7ycRdi64wk0QH5+dkmMhp/zoA8UDnaf8MhCUyKYvUPoXBs1mZtKYZjuLRx0x1baJCPn7tC1jjQAfrRjwz9d7n9DaxHX9HnO7aCQKlHihBmawqU21rFo8FymhBV4zgjw0M2zVLlwRtZQXS532jQ7GtL1GB/U8eMk/J8ZFVYJGQ+xyTQzl1LAZbq5Bs2olIsEmzaXkIEEdmQKGYNqaqIEZo3sFgnAUZH2zDTjaY6odavg8UqxqbVBVaE8wzs+Ra1pMJQ/ErojwwT6hNThuVM0HxlW5mDmIeCYnuNKL6DMrmaB6ysy46jrKHNt5aJeJiQSY7xxHhM5ggZO3bP6b0Q88adMLK9Fd1OEhx5lmFAzzYuwcegizEzKzZwR5FQUdqi3z59rOtzLOts/HbjtCFbtsdyXRLIuVSuXE3a9G+1m2J5+VY8BSRuzfy+SFoeOSgyfr2ac6kua1XuMLGQjO4E4a11lZzWn9jU0eMOzPtOjirigMlCOTiOaXbWqadcDkoCjCWpA8XFmUNjjcAfyOSuh5eNINYKF63ZBEyyWwy5P38ilxPDizUtAP7ekvvcITbA4PzlVf638hYMmB5niDFkwuMyHlYhFMyaGhZhqVUhi3yfCix81h1ZgUrYAE9wqpIwsRhNm9KYbe1KhSftI9Ihc1069WSGC0oWqMEPKujI28f2rvBsIGRVz7r0lHkHWztdJn1rmqaoG4BXv17ng8ogRsEARTk1P1Qp+9sUt0cpUeEf/SBA3H1+1D9Ov0gMgUcrecBfOGINtrPQxIpzzNmqUTHrnKGzccDa3fTIfMlwCmQ2anEEjQsHpcQervSP3alMHUrtDJFpR8sR/aZxATSZpWso9vdEXhHL/FYcT0PKGbGgc9J+dYlnb1cSsoiv62uqAUARfpu2ir1gtNKiICR/cED3twywosXSGnHPvC0muUzhcBGHH1KMqbHUQ6mwRF3JWR8KclpY9HCy318PkY+P3MBcBLEgz8f505SN/XzMRJJLhds8flJPbhasFF+H2Ut+Bs97hW3lU6XaTYOqvKw1Q6lwuMgzhSP9osBIQ9YOBmO6jQKxwlGLo/kanyATey9/gK1rAjD08Jo6XPKa4cX8qOOj3aOjKOVGT1P/Tz/Lv9Krh5jKek8wTB7poE9bA3uWruFGYiXaZwGxJF2oXrXtiVIDQKOL4qJBqLLbtLnA8F0ZxQ5IxEGIEP2EoQAGDMwK1AKX3bB9BqCdOGSn8v4YdDOrqO5tREVDhF7jGW7bC0JwlYWWprPFOMKlsf8D7ojrcT0+NlH5qalYMKUTVgAibvaOFAyt1/4OJl6CCObyfU8QF5BxjNPHS61q7/2iuWAdilgeeUyOK8EPFF7nQ0fpYV9Hr/fSI3rH65xPMxmVgt8W0JVglCQfEBQ7+6zoALTWoegQ8rC0o1M4QQwJ4bMpY1/1HRqPFs54H0mQ4MWjDuvjCMoOUVP4Orz5AW789XQZmRNGOguiWtuRYnz2HQu195PcAACwA5yjEsaAMSNuAPZlKogcBfLMnuQn8k5zSqz4ZLG1pOJLHimZAm6/ZHsU83U7iJzAy1WncFR+CZeBGC1PoNO/qCjcvm1jNXsP8ERXYH5oEj65ioBOge9pWlKMkoOKfGc0N5WB6uUKI+z8T5Djur5z5MVA3OpuDPotf7YYc6ffluktwpIKN1A12WRiD6Go4FAOv+5Si4X6pNiiJ1Tv4OP3kK1a51WBsQsWAAqbHgO4KsuFYu5iRrm5m8tafVYBrbdEL7o08uNs5APjymSxm3f4fDBKHnpXOsjpyzV+5y9NQ0sRcV/iOIhFeWpJcYCe+iN6xg9t+kesZXEgoCUGprIx8regiRBIveDdQH7BLsZu5lI6LOaCm8hcY1pPMAPLaBmcTB1CSz586K3BqQuH9747g3Jixur0N9YzCsQ8OcpKdq5rrgwv/EUcm3JChyMEZLAXTT1LF0RCSLi5yNEBSWlznnNsuq2nZ814it4iOWZ1NILWdxz9c6pw+DP2Yh5pvIkHmRzj2XMA+kVgZHasphxpUoWe5HypnBih5UVZD+pnvO5u9q7fQD+DDSRm2AQ102ZYUgl/yopYGGV7LkavkPM8hSMedksNm4ST1KZCIho3sGlQ4ejmL4E0t0JXUMM6txy3dj/xhiNYkRSeUh2jGH0E3NDgHR0X0TgsBf4QSHMz6RvTIH5a4k8JRJcBvWfZ9CIUMkvvKI8/giIN8a5SY/WJNNCYqYCDnAvUzwMPbqFmB95DAtKoej6W1JoVeu01EJz9ylAsdYBfsmkZJlhSZ1VW+vH9SMh4jhmbMzLBgnCpnN8ShBV/wC7t1zF70SbF4/yfQVBQgEZwCLaM8ISYLKO2His+AsAHWBspEpTUhWAky3IJZWGGQhkENrsa5lIfxabAHSpO0XLGQWLevFwGrHN8DarF8eV7DB7/p2GcN4cbmzGNZfbi4qXy3H9X3wnygshGXwFHDBFwFV9c8CEVLJ1d8wQLfDhYf0svoDX1ijdSCWm269Tsf8J/Mo8E1SBFFFcrPNKUG/DPpWhqb8KBKF1fP7izj3qenWkrgPs0ost5DtDBQMe2/zjQXtPlHjcOxrOCOq69TAsGqQ94ud4+h4yVbq+S3uMumxwIm7My3EpTzAlRy7PxZIJy+0wKLoXCoQQtm75/2dARXw28SLvHdElDam/ZRr8IHtoppUOGu6iK3u4xyCzXv23AZJ5PIUNahQsMIyh5hD2RFsDCXjeZRnkEM+LRxKhTchQeAGlLbaPanJ/dYgJbs92AJi4Ukp4l6WKmNcqTvAWTHDNLXkEAWCZSRYdFrx8ndCVXpc9wRV+zwGqbNCJnupruvUxoy88NkfYjhem7uQxKyrNwDZ0DNW1PS8SupzYG9HodUJUeTcwgCes8jOTTqCvMZ/zHuxzfwWTgKX1Zc3XFu6UO7TYLrKbmGe5PvRbpYlW+pnWPPwO3NOSX7XYs37rKuk1MfqJ1+x62yGZW+sM/9ObLUsfzHixvuJu23ZhWmUBJaOV4PV7Lz+rsRMSpu+Hnb++/YgJkGwgJLYx7PGc3JYeIqr8ZucuM8APOGWEpdZGzpUJs/WFQt4X2oFXw2Zb4BkV5brTjmweMHjmT0G8SLhDRM6AVrGofeDebBPTF6G0k6m4bC8LXK3QRfmBcI/ZXotfFxBLyqoW5+C+Txhn3tryGzu055Mt8qp+FzECxDsOPeJJWOrEPehhssk3HM6QebYsdZxSMaiHL3blgy2+5K4eABFC6lFYlvaSeYI5XqLuh5lSjIgM3fIWG4lu/PlwTVnDr/NDQ0KtozUPHMHSlabSLnKrzIHZAnh+E6moEoxIG/WxedXCvU/xwhkwzNgHMuX483YGq0S8ZBemRphgWveypf11qv2KBzSyXQLxeRpWlPRZlf1JBB1DUAfNqH/co9MntFJAYkiyklwOtYsLP0bEtAMSkQKKPVCszc1CE1S9By66Z7/IT4BujxGg7lFIobKIdCa4T3dIn7iDx9rzgrMwtxrdpLQfchWcawHapA+fHTD0NGGK/MdONkjAHM/2thjvyJAUjlgYvdVaBpTUfsT5KYpjXR2BtDBj4fPQ+Jh88mMntDJ0WE6muohRHLjGKACYna3lOz8YXWEecdmvlROqkVyeZ/gvYepUyKpbpqeUHHT0Q2vH+9S3FrBhMMECV3ymCiB3qCrZk+mg25/1pUor7i1WsmhFDdTqDctkIIx+edRiABAUVvVb13SczdMYwp/DQZ2YnzLtv4yp5bISaZ8AWOaNhUbs6ez85tSiaoNDQQdBSKJxhC3mgVdwPC5jVosR2JEfHJBfKz0BDXhY+WwJDSu42TdSRJ+pREuI5PFH8SPeC2o8cU5RPu9zIFB5bUEgl25FVs7LphuRTa4/fE3Y8go0/fPTPzL1woBDPxIJXhtTniEV36H5RyOAmy2hNNUVCzAsOit0Flr2qUZix5DwQETGZo2XymRX+CpnalIgIVWsjRrwR+ypqGlf5MQK59jwvXPJfZpvhTHVckf8Yeqq1h5TlHCpA5/+1da8IF2ED+EHquYWpdliOSjzXjlK5aKhKl/LezwBjztDKhgTFrklqmRI69wQO3V8nWKdHknjVWWYUCII92Gj450QQEpz2wm9HxOPaTKo22Qgf5eChaD69BeIlQBovlaHxso0CSIg0NdNTRVVNamQJCZYEfegtqgnaRjRhGa47oeSkJUtepClj7tXjJqPSsgCJg/x7mnkg2WSzv6xg2G8XY+jIVtUX1TZFa6G51O6LP69FmU2kTHQCFw3EISTKSuLQu3DobkIRQA2St7L7IPnvB96WXbTQtVUa+baOrszOiO2357cJff3Yd98irpoVNdlBuPlesr9MaDl03lkwYrGQdol6kXVg6jv7vzumu5FvEpqP4A1gM0jJtpCfXS0Sr0UFJwc+ya7ns+AbjcXAWZyRgyxCjKWBV0gp16v3ZVY4n0xoN+PLf8N7SBECbe6qbJI3w2UIkrmIXsG9maBF5ko1Mku0osTo+9Kzh9FCTs8FYSKIRqTkfH71ECoYSE4Yn4dhDA5EAM8rQ01k65pSEAn2dahZ0tG7m2RzQCxFwYrgQhjw0CXHsNL+wL6FQNAlYgO+BNtwybjFhKPeeAwm6PM1T1iMBn0Z1pWjp1xHyT8Mb51Yho3keBHLAKnnsZLhcLM1qlrn/G7jgIr020gwdQcIJwe4hfUgvxb1++fy9mBXWthQnNkyh4Z5rDXvD+jdkLYZasxOed9CjlciRSO5gmc7quOJLy2Pl1ZNjSkQIQM3TldDXLlBN3yclcYAW8iTQSNpJmQRJGuFII41X++nifjOTOmFlZjMGU9SafQsTGP23ksH9xIxg7KtKMOFKG4CzjslGHFRKdUAsrrDGmGCL19vNGNIbiu1OOiBcLQAvBsQgWQZ4JtctJun7FYTLoNGMuj7DyVU12zI5OXUdmMBLO1cfLc1M1uDgdgDqVK+D64ORl7z1WTZOdsUk2roUAbeiNI/l0MKfOjTk2oH7F2BcCuEzOYbUNQw6WDE6tf68CMFcc8dVEjoCnfixRsmUjCS9XBDCYPTNjnahuqPRFFzzljyh1tjoghIYhrApkmtRQ5kGizD3yr++WsANbawgeFs0bqAyTfpC1tfOMrr5b4sHHmYOYogcjX7JhOwjqOdlSXdRdFiWMRRCDEXbaMLgbm7pfusXejh0o9hmy+nRzUg9XHZtiViamVzcfeBKUndSZZtCJmczsY0pebwnQiJcsDl2kfSSvnS7NYouZZitMBfALYJQEjsrZDtN/scgB7eyvQprkxiaPpwgu43YJBVTM2qFjMujXDVPOp9H3cYfkvh8DVUCN3O/R+257BK3WeuXsHBxc91GTXp8o4vTybHz7CW9lEaON+6c0eXBYTqFXmDUKLBaNo1Ndn3BDmSScX2t5ux4KMEitqKeUVr+8SpxZjgr7s/QGQsJ34cKalvgTKzX7g9sFwUq0kaJoPAAWKVS7kLvcNec4INdawvL+SoLAw9fVRzOtOgcFvBiFpqOpRz8pyR061uQpIENwStNbi05fcGA10g/vs+7riIYFtlPxD00RcNXpQ9IKl7K4uh1AaG+g1FfG38ivju9WdGLrMj/IgpEVcC1D6mEROea1UK+NZ+vfoHYmMeEWf4z2DDRLmwKarKXNnAgHEKU3y3vQxXeziRtDC+g/aB++5pKLpPAIRejZN209M1ZZFZXofnlSslJg2v6PbAjHX+Mh+t1EAyx3OM6qJxBc02/gR85PrlTpHP9GQgW1g5X8cgY6AIDICAtrdVf9Z4jm4K0fFlxbc7HigomxIKukDAbDbf6zY+PcAhMXeJgvYHDoQQSYH83KHpbYDurFccqGvRlBvwAgwqx+XSGFq22a4e+Pn+8IXJlLk5yv/DzbNg0yBlWoBdovuzbaRde1B3rzgvxot0ZszmaoA9TqQXeeOq6CbL7DVCfDvwIGn1qyLgRWSVPZcTVMIyDyqaXpJxOSYFIi2qpdNUxmz50/B6zC3NKslkW6+/0MULgwn1zejR343AFkaVzjkawS0k3cSJYhPy55mAp09gvvK1sjWDYKu2DigBqX0OHvZe/ArPiEXRmtVkPpY74qz5XLTZcYUqotvzUYerhXJdnNiwoYzs6OMED3iuGvdbZpubVMymWHLFgCsSjewdWJc2Fimvbwz87qT+R5l4Oulb3cQqgXaOc5zC5SxvGKaU1VMJqtuoioAOYodq+67SfGQ0E3IswFz4bIkuFr/OuYSp+8kYpn7RQ+pAtwZg+VYwzNV+LEh0gmA/1FgeEBcEPjau3qkUOw//9iFEGHSnYk3VhXbnS/3AzqgIV+iojjsXJ2zUc/JjXLC3gQZDVA2aKc5STz/U6bPSuQ/8tCPKcbVNlEbQoSWex87qLsWwA4WI9wuIQoK2Q1Ucq4b7hyEdV1IFH6vXLcFSHwYBUaR1MD918o7tGNj2EGNd+KXesu5vPTlKZb3SK5GJgccgmTYBsfxOcI/ILaAL4gczdar1L+hM2TeZnVQUv8jmWMGz7EIwOcuTPmXLmN5JJzmEUuP+0FOGqONbou78vhvSpJM0qy5maGSPqLthsiZ1cWQFjsmSTujqg4e1qHsOmC/ez3wxIAIIprC0as7SedRqpTGVDY/GVTVYkK58pBaRkFAXN9C1yGWS7eTjVcxzcb8lsf6h1/28cIbIze6VEsgRcZOQl4dPm1TALN+mCa42h6PY8OE16oDHYAPn/9jTLf/voWQqQInNzE3B1ZSpYjTSlJ6EB2k+PlkqEJiGk7Y2koajVOrlqQCv4419pH5Da1rAimdbl0hTvKfDC7pfRHm39Mxgtrk2HN7xOqnC0Erj7QvhU/8n3cxTq+NmLeQboHhrRJBwTDvEwMQWUaD+RXELaw1V8+vwvIC2BBnWulPmj9wENtUv00sLCfTfti3ikZn+zwAwAYqCbYseBZUWHvvP66wfHF8kONb630OUqIV5F74dLJ//viCFuX0lU3w6AgDi0CRY2SehzRHJCdTKlejCxAqPJHcoI9D6B3wNi/Bl9FxsPXotZuEI4Fiuu4DR/SYnBukH/zZHAd4Dc8mLXNCEkcMDPg5CW3BuMLUOXdgkQDA7zWOVDUGCkUU6PmrCVZLIFPhhDw9zwwyOtIx1Mav8ruUBeLYiMIDShZAWB9TUPv1to7IMd3ZQNIizjYi8udQChI2wHIghvaMTEZrZPqmZsu7iJ4vSHW5VttIMv9w8dTp91qgJSxjtHN7wtcNgTMzeL8llFAqkShG4eKVer9nWsKhMI1pAuMIbG5xK6U56miOy/vVrTcDQU03GZDiqP3apBKoJwEjYWAHzjJjJJwCYzOe+TWm9QXmE6bnDfUbuiUPnYBal8nsizR6z3ASOzGozOjF4kmoFcc7YcywV0qrvqv+nuNGfiAiqER872OgfnC7wGCkJC8d5dFUWiGtQcaaZF6NOYODA4QhXt6F2B7K5K+NuWKLtvTNZXUDP/A00ylu3Tw+fzAU/Pjr3VOK2DZ9YgG8ZwRBp4xFQoWuB/N46EeYE+vS8LEbyACIlBB6QD6zC8I1gkhBoz1RoNM2PEDTarONbvrmYafymAkgR130+OHTVGANNkakEDbdrl9Hnm6Hw5TvFZ85ilxO7QnDp/U3gkoVXLduDP0+NhPXxggklEcx6H2cOGosE8VoxlAUBgrAHtTVM7BIV6M3iEIwhJ+VNdN7+77Z/A5U456zPt3YCGa/O08dfP4SvMxJKdg2dVnPgur0Btk5y5iSnRhX1EN1RD3IAsxbEbJph8dr4hiVAgKEo81TKBnxytlSiFnQUTjL0cTWFBVhnIE5L1F6S2FZADkXrrf+u5nWhMIeaDmmYY6dL5niq4tR8uRgMESPZe4TgeJWWgBnFJk8wXqbehj3ZSPjG2tDRhCujabPQU7pi8AuOLsocysQMw0BhHUYHmSaxqCBYDGgTBTM5rvVV8Qt3D7ntgGFEIQVUqIRrYAgEnA2E7nwrfIpeLQt3Dq9PF7ITm/AwyOS9vCfoiW4GL4/EHc+2vL8Bp65WGMRnd5tScGUMFMMHfr3HoCFg2mVHbkeLaqqD18+XERD/5kPFwhESWSwADRcVSdliU1eVsWbw+Fi/T6Z1XoEIqakIMHE6EpEL8IhKkwhhqJjmicmBNUKZA9RAXnrnX5KsCXH7c3k9nTF4FnvIjc6P1NZoo6zBL7bAFAnyasihYB2e5ajb8AOAMNr2wDmhWahLOryjoKuKYBLngMkE6vi36Bacy/bAG8SM6K282xBtFh2seUIHEuqIDo2ldcOFECy/Y5u1IlcA4MhNGI6WySeM8FAxsF5FY8EKFXLABbfW8pzN4+wBGQD4rDo6SD8wErllBgAcwTW+lLp5C7nWg6J9LxkYNjBW2fL8oFe1pQTk/MxelxYMmUFoQ3veeW4joliKc3pf2DdgIXABSNmDUaxQBNHjXdAtxMRRWGznkb4hC2l24eD1gAZY4FcpZzGRCF5Hdy48QmBOD3gbvx+M6XOkDLDDaWhzw2/b4zZ3TlAXKuieSAx8McG/68onldJVSz/OuoihW0mZ1c72dgxPESEyyAfrO8vaqkZoLHAiefNU2g8fouCLiELKlpI2LAkPoxu0Lqlh0PfsWau4QOE31Id8W8Xl+Q0rV7dq275lOUXl0FUOsxurZLCcX2KsagKC+SmeW8Pi5nBAp4CBqNCwuuIUn2ByFwp/C8yx0cAUGfgSvUsfjD+LEnKT94XbMdkINVwyff0w7AXxgC5FROzj53IJxETP+mOwNutgEoAlB8lIpNDLsDhew4Wi6uUKQ6aZHaxozz/t4LaPvAi4jFeuO+m6G2aiBtorOHE9nMs6VczIpm77paUGJCbqMkEA27rPYu5saQiJEeWEQPWD5JRBpTc4wxd3TwyocLtMtiL1VlO3oxePv6aoOAR/jLjYFfw4bnEEDINxyCpQsBcXI7oBiI1j6obkqJ0ae3sk1+oA2gFgjgkpJm69SOPlDwLQRv0jQiS+xwiA+1D89rNitMP6rO0ZG4u1wLQOV2/KHpDADMvmaEc5MeUgEKDBBgERLuJRAZSZ/LRpQRk4QUfC3SFMjQbYAMDzOYgvtfl5sJruUL8SIYrD0st62KC6EYfL1I3asTarlpmeaprMu843gfLq2O6sa62OrGS4qv46tf3o80mVgEY2IOfr5IzZuh9SE4r3d6itAayI8Qot8V5p8hnzGYiGAJB6xsBqXHeQLcuBzjJb/9AglpYap3cCb2ozmLf2nBDYifHLNKU26EE3rI4gA1/vlpo41RNKwKY+8jF9Di8N/tcMNPiiP1YkB+dH/QaMvgAv6EA4Qgvo3nNAvg6iLofnEAUcbif+XdjsA1J81zYK1VgMUzz4qGD1fyNHRHG1TiI5KYJa1Qk8NuUQfBUahMUxiEWEHx68Dcqq48wttFPpyGWqPxoAK5WN9m1XTHqDAAqG6HVSn7j+YeL56j8OFdDSXisKWUe0X7W5qyKBc1jNB7LxOMKvn9F3wLdXrRnGXfGbK7hO+F5YTSrClSkeZGDMUioynf+xyA332cj+T53uf396y0Ic+3CkbV5V6Qr0ivJKD2+h+xKDjUZm5YCaSWJn5karMQhwgcp9aP7CIGGEki6gVwrOO9mHDhPrX38RyXzpiJDHiQbC9F4V/SKnVMer072pgMGalrspbi1KF8uPyKdkteIOUc9UsZ9jKVCrdGS8KC+1WRQwP3oRz9j3bOzg9QvnIDumE9rCmCgGt5Kw098rTTR0Yr/SBhIAm6aZDJ7ZnnVj36DcSlBBMUt3XZTQDOPDAUdjrowQb4eloGvHJJsQwJJiiu0pYTV8SWndqOWrZSILLe0KY6aBEGORogv5nrQ7wK6tThKs3cSIckIMV/R03yZBDaZOcaB9F812IGc8HUpCR/7B3HVwAsCYZ7J/7O5QKekdhe2qGt4ULCYjeDcNCF3TifsvdQyDVXBl+JH5iQNFRbrVV3OO8dcAw01pruI5lBp4YMcjTPimzYpfAqdG+ueUj0slUGoFi244sR2YliB2ay5AQiZi3Tff0Wh+UkXxJJGmnzL1EYb9YPa6ndHPHYIGZ6KQA7vxrbvb9xbVjjuW0+NCgnBJ+AGyL91zea0qNMgsMXVrDIFL5IwF1HI1/+WNZcTR3sRshvjjo7yA4UsGZfWhrFeQBaks5t4LcxBvW70MMP0PLumYCHIeFQPZBBaGfzsh9BUw6uYdCU7SCivfgAkqXhar7Hs873Mq5GUaV82XIje5QF4IRN0HS+51wPFZgATU0ohURllmlxlUoK83gykIF5kaWUjGQRI1SLAbgIaEsnscrNnmrzGn9mccFxGpBTK+yyh3SW9PnugZd4Y4JNAAKAczmFgmS/3PYJHI9TlMLDGTElj2fy9gZxfeZfSlteU8AmHCPyVy8jTb0yQmzKb7hTilWkPGl23Va+wq6Bh1f2AU1lLiTI5RL+zRVAwjrZH3bmYoBv3zSr2txPvBaCwA0K0UOkQxIQwdxBoPSF+/7qY1q5GYlmSm7RV+MgMXhjALtDrRhGSDAeXBHnVWDfwip8MmiqlI8hbE5tqQqqdO+JzXSPmhWo0yvAlS7UkRV3SRTLKBz5TLrGw5Wl2E+3q1p/pLzD9hGAzUPwmdbe7MtHr14QNnL8OdhyYKyPBKKMTaxHI56Kfa7OnhIUO3pupDbLid8kLxw52aHSb3WQdp/xD/UIBZ5RhW4UNRAAjQsAPfj4efM1KjzAme+WEaDOPK3cKUr0LpGI2AICAdq44cin3t0SGgAJqgB2+pJUSt77NxROFHoUN/aJEVtQS044mi4326ra2HIQNVV6wfQJI3s3Onw6wIvurB060P4zBxvtBVOo9n1enJ5oLxW6b42g0JRbREsg2GUP2OUpCCpynr1ocyAIKt8YIgknVIzDE+XAuVHf+FaFpwE1CYfQaw/oRcurnk9EsUnnw1oBuyR5CHasJoevGIvGEJA9kA6LbjSohV36mChXJlr6iMmhMUSGcuDczYsNXiGowPoVh5BkapWFByehocuGzgo4BBsSB+wC5vRfobxyIN0W3hjixYTKG02E1v5EuAbWSeGNI+CceIACnWfOvSizEGxUHLDLdwJnzyRxtsUNFtDLKw4hnDrhNQhnnqHQmnxjCCzlwD8wYyQNiYBkcqKNb6cd0HHLz1GbTVxIGdeAXZY8hCmbCQHM1d3RxCvmlQwm6t5VJnc3qc6I+lSqMn789xfKM8+cYe7aW9MV+a3TieOMmuGxPFmro1CNjChBirBsgqdKEFCVl6fsSKWaxcd/pzy1d8gIOW9NV2XmXq0E2SfBE9VBBjyVqosf/+lAwaNwnjcjH2xr2xD0c/zH6VOpaEFpdNZ0RTr90fBYnujVnqhFmUqQfGT5+M+GT6XSEmpDpLuJhqXmfJxnTsohtaLdWGriFG6FRAQo12aiGm6FhAWemjjh828K/+pqwU0jraiR6PrtGC5ktHFAHfYAeNO4E1fYH3bjd+/hkIJ3HIe4ECRCX0ctaAuZTK3xqDBExI8gpOR2k2BwsgC08FMlWT80SJJdgAmPMPiXgFW9pPrME0h8hk0q4WqAhJ9h0UZrNQ7dJzWktwmNRhyKEiffx0vMzzza9hwtYOoub5PAMQ5FSev38Xr7jQp8zyGDV4dBZcNom2xVYVFshKZAbFSFz8RUGejchJCRftRaKxsGQuK44ZxnzhyPUIe1CdYk/IEjjl3vSdVd0eqRnirrtJGl89ww+tRE8RUn5jx7LZtSE6m8FZIQFTwYqQf3CSQum6qDc/j6FsAy5Yi76q3he0EC/AFidN9HsvwzxSa6gSCCXJB0Rjj0e6lg/gAxEd+Hhs5npD3SDfRg7fIt8CQH2Mumfilk8tMNBMnwRSFJlGD/Fois+2Idvaveld9LhfwDxPhwQyyuz0hrpBsQkvotsKTuTE0OxF7poJCEq0r/FnCyh4Pvpd5/gBgI3PDKyc8Un+gGgqjVfUGalf4twKXuTQMw3bpQqlBqfF6S6F0FaKER/fxDzLsagGSsq8OKdpKIqXWt3spBUgAbfEDRII+wQnLnUxOxQMeYvEZYnrTVPaoPSFcCFx//Cfmlj5O25GePum+jmELpvvVC8UmQzNS2ISgPum+h8ui+jfL6cYlIPFXCji2ZaaXuWy8VfIbFgLsaiPwAtVkoWodNvbTNsF64q4G+ui2zVkKPcSMBdFSIAQGtixMNdNhUtqbFNa4+3BXCmvJu0oWyjzYeuKDb/41xXt/oolx60zYOlWMp1+9QMWk7c1O1613aqXG/XdvhoUdYGJyDjy1ag1ozr1H66lZ2WdIhcD99NCh0NyF1YOjChqooy/KQenvC69o1SmQjATrxIPxCDUOdTrRKJTgUJVYyjVg7xXYIMeDatZWGDGl/IS+I7k5EjDgMtM7WfTtu0unFdqDWfas1he4mUgjRfUvhRm/dckH3rZwebRvpVmUaEcn9KJc8GAc1TicJ5HAsNK7fx4vtZx75dBzZAHX4VBapyYOVfXI6USrjWGikfB8vLb9RAVjH4bJUnwlhoTnwGxXA6DhZAtQ2GWqQruJkMgSEQ1FC5ft8/fxGBTF6DpbYus8HZml7yeoUbRPJIQGpVdOh7lcXfhc/4yLCPeJ1Dx+yieB8Gr78IVawP0l01s2YaijAb7Tw8AyAh4SnHirBY0l4/dWiaw1m5ukURiAHn3JDC48ts7QqUa5tsk8WunOwvOl2MRhJcvAbMbKdoTqJeCoiAjyWxOGfDOr+ahFIbZeYwEXjslhfgsR2EL4w+gsdZxgBYDhuiYXHUmn9SQZQHkuGqGHpDzz2asWfDNLhtWr2apv2bssgeVAyRUemyfAmEIdRc3cwQInNsxfCxweV0OoEm16yUsVwyKOasEJtB161de0Ioj52Fwd3V9OAmAAQKD8KWlF9o3mA8yiMZz8c47ggg68ibFJj+irEBZ48k3odcZ4R4U8u4PJVhE9qHBxqzK06fI84QNs5VAlpL9TkR++MdpAiuA0NBWWeN+lmz/rFqbZNHTihbVMZBOgwGcuV9gi4W5IwP9BeKch7JR7HmpmWkMeDrnP0fmvFiZtOivFfAujqzSpeGfPMKTgG/0Ki8qY02LhMTaV4lP74Cw+QifCPjWMEtNeKLSegbRrhmd5AalTbNHhU0PcYb2Md6g8AdAVP4mDsl/0U9ARdwro3eXLSvYESOXKNSSCTQ2sqZ1X91kp/dQKZaKx01alXbdPUvdJSyeThYngDNoFnyxYcJjqOiFieMp5+Qs+MI6LTT+ipqal0HBFKahvUBq4CgkDoZnTfOjNL24QIyiB7lIgOoDgTumLeSIAA8mR5AHnYUEcPKFbYJEqpu+znloe9pFBJo+5oJSC7YVCcEkG4lzcSgHKwDmtxMKMbA7wXBtUxQ1v1IoPpTWm4oAGtiPHauHTk8V+zGL0XW/coER66aHnXuxpgxGfY2kNTHQ4T1PNElQWvS+3K4+jnVBHbTSJ12JTsCSIdDhPkRYcV7XBYwSbhqYlbm1kj6nmGehUtUduHDPhSEyngVkhmSH5u67CinRYHKJbdngnWxFQyCv8ykGu5UXs+DK20baSFCjzz4zOhJu6qJvYhbJPFPPskmifqmRAUd1Vzqt106nCUxbQgfAs3EsC2pBNS20ZaANI4k0/PccWrbQWIB+gwkN1nmyc0XB3OkTVDdytcQvTfAoNGzlWBSky5RAVutEQELhlq5sfQyuDprhQvEckKZL1e2mpwJE+gPki1/Dn/1mzTDKWcUgLUeBYqBE8vf2/esvYBaJVZHElWDh5ULn9OE302jzUCNHSvklW2OWHaVXMJb9IEeeJC16eTne5KSjW0bcaMpl0N6qtOr+oJnF+17VaZohsaViOucaafXsDQCUkV0H5mplaHK9n66FdcT0gSIbXNglvFzrQDw3RvEEDLJyykSvutKGh0V8IERHdCuwmnD6tZUNtukVK6YTFKxpff8CasFzBMq7sigkrNsG2EAScde2U5gXOrvjE84akW4fto4HJjmAKItm+kTTCQhQttkyfQ0GG3LQ26d8iCB8tpF4HTQncge6Z0F1Jio8OTI65w0mEiOsC0DSYysWtzZvDRnQrDAkepmA54DgSEV+wkZpSW5bQutV1DDa5bY5+ZIFR3HTJWuqvJQgbp9rAPjd2ulsel29VkX3R9BT8qSwjoQqM0jApw8VkwuXEq/vRj71yt6cUuv7XYBkKR2E5MpL2CbRTdDUBS0lq4Bre++IMtvwA/VnAWzjPnDYGtsgofYzo+RdHSx0UxuHyCJw55ZKWr+BEp6NQ5z14bK0F80EvLPxDLdqOg8EQUnmK3zgr4Awt7fpBpy5oUb9A8d3qh6imrGCLlIY/iGt1ESx+p+NEgFVYfClFpPKQRlg6ISPPc2eNqQP3AAgvyb6v7hjCZS1goPchUxj+wwBbWafQ3c56YCT1kkJWuAk82XIsZYzSo0C59TFNR20fCHzSbzPPm1lyEMajuVjVydCEbd90Rj4A+sACHDyqR4KnCyWSevwH+Zg9JAVCFphgO6b2zaymMtY2PSKU9Z4wmMfhb98MuUjxgelgwEFs7cj070AcnYm24yaHIDCX4zlJHFI/aK1LFMu2ovSJVE7r3YMDp40xZMbGeHxYzoP1HDTx8XgCG+5gB4eEYn6iiLNAbgN6l8uzTCHDGlnS9q01Q9tg7kg78Vs4LGXUs4QdtNmlswXuISfEcUqGsuKPBhYw+er/tcGoEyopEtw6XDinQqOBE+YeHtPQYxkY9/2QQpxe77Kttsi5caCmuWQR0mMoRnwQluFt0eKrMBD327tW9QZf501edWqg7mriNtmnqWukedsSG4RURP9OoSieQyVb3xxthaMMrJH6mkZWeI2Si9r3HqwTtN7csESeZsKG9nFoj3Q/F4EChtciCJNatd6lk/Dmu4LAlj2DVU6RSZrrncDVp2xPBDx0WMzTjdK3ULTZaqT1q20sNIjpv4ErgTwZ9dq1Uz9q2UCGDt6E+Z9p7PlCzSfLSvla09GY2lMAaWzanV6UCTiAonEtHxNCwnFTKsj20njjWvY/GhW7HDDLTdo39u5p4EG5htA6Dkq3oTimp6kL3F5niQtpufYG05A5SxfRIDkx+Thck7B5DtDjcHvc3wNDnAtnZZy3w/It4ZR7H+KfuKLw2C+4v9wceVP4eyZWHzylJZ5MqSVLbrS+itoDEkHm/LYtyWltPSWAS0oNr0HP4pCW0cphnzjusHw6dqr5HmALai0I9JUGJht+K6dT2jmQVbb9+odGddkyWHjCU2DFTa40EsPRBOFaD2joMqgPZ7ZFetNC9j4ZVFzZUs8vKoHNMUE9JSAKi7RojyK73s+OkbRkfBm1n0oDt2j12HtBhUO9R1/stFS5kNIaNohJ1H2sZpDuGG4m0vX0F6/auoypfAmbcNNKu4ZjUHc0HVeboPPskcTvqnqkhDGeMefZNroj4HmJNOIcfL+q90npKQlOTkFFG3G/F7Cg9BtS2J0fR3TtFfaD7lbwiONrOEMAW7Y3GEND2GSickMbTVyGq1XZeYpH2DbLw0HZjFEhabKapZAsJbqA70hAOrbR4/NnDi0SERj8cMwOPwgQKHotF4U8K6fiqQiwyGfAphlDwpSw9B8dXbSvIUFNH8UiqdsQZCR6FSSkee5X0JxmI8VWFYOpOwazyyQ26h2250GICwKdoqUPYSsAe6i43eEj3zAajIAI4U9V0gfajkE5IS2n/SWakw0RycJyAtABGoRUIxQOdVMBjx2r+ZBDXLxGAUof2Ibjp0R+NZOn2x1i5rpaoqAJzf0G12A7eCV7yJ4Ma5OA3Y7B48nS50aW19lU7gmzwm9ru2Vg7yeLkBw8qEpNgDP9sW0FEPnglFo8/GSQkhHNIEeRjIzSU7jlAjOjIm8QJHKp2kg43HlEMcAKVrh1lCRIdbuGloe1W2S90rgUcVQCCFv6Blg6P3SDmTzKI80s2AmoTWbyiisrclcEMAcVjx5qM2erD8Tdjrnj2RDUph04ogseObfmTDCz4pQGtWqKaOKF7OAkP3X8ss9B9ikkLumvY5LPxN7W2Z2PUkB46QQiPHcPipHORqPzxN1A6gGlAKh2MkCZ47JiUP8lAyy8NeDKVgQDdZ1sI0v1JzInuZGSICfxNlzdOHTqD/gPtFh47BsRIE+2H9mAufwCZFYVeYsHh6e45SUp3qji6K3ZZt8KLV7ZoO4oWBFewRDUl4YIHOuHisWPcP8kAzi8RmFLbRYx8/I0UsSgmqVJ8YGwrHjtW+icZbPmlmiWzBU50DyNFlu5w3QL07fcq5G9gb4CDZsU8jqOMx44V/kkGYH6phkYmbScWoKJXRBXIsPWpiUh47JiJP8kgzC/VgNadi0+T7nIrHmn7xhYy2u4BYkt3BBRUX9QnciDgnsAxhNbJT6nBsChiZnuBcIdBW3Dkl244c8ACsvDyIWOdn7IV+jlT4c+iyJntJQK3vv3E2HxayFJVPgwiwk/Z0vycqQifRRE428uShrp8aMap75/AYcVOYpbijkK3I7HtJrQggoKC5kr17mj7lDaQthnDdGl7FEqKBq+gm2mbEYwU2u6RyIXunll8c/1Cpg9FIqe0bSVAUY1+gUHZYBYl3b9qBbRdpQ7Uo9lIuhbU0p30jwNtr0YoQtukW8q0jYC20/YHuSPiGyE/2l7tsunwEzKddAfkXnVtMIiZltrCqWj/N890NysiQ3swFtauh8BHpevBWox0e6VeiG6vxOzQ9TdhbC93AdkUN8CsiRlk6125DKh9kuop7QWi9W6/1wNT2wwzpw2dnXflQq5t+sNfJqcLFWXANQZnzxNa/vXm0vGMccvbgIUi6twZ/pu/oxmGMUs2zYqcSs2eEGbNrzjFfjgmlgvd/GHgkce8wtDTlL2gqUNbYZw9TagG+tcbzAAUzDN41KZJ7XseiOjafavMM7gSdf6SB4b415sdyZzB2DynTU8e7+wJgeqKpnhLlH4om/edMjqDK1NvdGrfQyTYzTTRA0c/lG3hWdZkBmvuzb/Gg0j/WiDK35ymlJsrvxydPT0Izb9GBCv+9Qao7heGzNL9cMysNwdDBHAN7ux5wvT71xvQFJqJ8wyOQjf/G6g1/rXmDAMnjZQrn05U587+N/8bpqT+tWaytg9vnNDlQ1k8KCVFSj/LSbPngyYO/GuBJcxNHYz9cIwT8BO4+V8qefWvNX01eAXcTPdD2Q9QA1x4cz8xW/Al3Oz5QWj+l02K/OuNUO0x2Hw16UF3Uwk8dBcLg+2s3xQJdPLbE+1pisy0p2E9Y+mFCa5l/qX3lwF+ShbaT4rIZycha8wcw6T76ZwF2iZN0aXtISV0Tzyxqpi4vwEC+FcuQvAhMtXPyYTFltICB6iTp88ye/2LZ2YeR9Fe3RcjOU2geSRbW3xQefRznthikz6pa5s0RQLajxiDpG3ZEWBu9pkqMrWtSGga66lhFMgrsXGFW0ZY/J1mp70sB6gWK92AiajFUDY3dL8ZBez6uymBtJ91k/1heb/3PAzffzDiQqzw/FAzcnaQIF61XQSU1w17ADxAdyAndogjKXTldjZbPFkoFX76yuWHsjrZN0ca1H0IGdqun4ck0vZnZZIFVTdo+7GxlbZnWyPQdg8BL21vZrjPTKCpe06ZLW3vcEyk7RpkIF0gPAeCEDLsJGliai4QltIxtR2KtoP2ZGCJPMVtS0SgBE7WXk/IkdcxFyoB2xqvPxvImch70pRcScXgP+KrLOv4Q+2MWwElKuQ9CTVXUmFZxrsi/utQZWecpwKlLMxGyXsSkVxJxYshKxV/1QlOX6yVrT/Tglzkd21cMWPZh3/EJylay+P3WxUhdMbalQIeghJ39I1T2Uj0jewgIEAExxQHUI+cSw9DsP6RFlbKF2J5Wvwo/KqM4XJVkZjYZv6ueOLXDV9uF6xCaP5oUrY3X65E7ATNV61piNGmxMj58tPu1BXjfN+x3XzGDox3X1pxKyGG/kjC+axXpHClBv9rH9MdmxgxY9mP1xpJv7VKDHqagEoKTO0fDBzfiAIZdikItm2QkMG/OsaqK3VzJRVuMLRYfiQR/nZ2NP0js5foDyz/NYrJGdem35q3gBseIrK9YWPuB+vokzYvEL1FJzzMnjQR4+Coo0YwGXEnLQ7Ivc4ohLslH0RVVl+sLVNHJUre3H0DVIjJQPf+Ed+o6Jgyad9tB0Fn3O6oZwRgv4J1RjB26eOTYCNOaD9wx8iIpR/AGzpBg7dSWfMkF1dur5PkH/GZlkE7Hb9ajW9n3FKpwVaJVe67Gct3jJL4gU5Vyx5CfPhqSHyEgxhwlQUFuXwPGJzs0iF8Sd+DFqj9OgaswRS6Hu87Wvwdn/x9oNMa5RZg8E+HCwkvQDyqRRmpoE0GsMlrsIYjvTvJRZTc6zz5R3w9yp1RvHy1LwmdcStb23wPWqX9wJ1U/ZkVOyPvG5D4yUDr/hGfjXIQWtUPd9PWF2sz68+tpmXeN0Dwk4Va/SO+Xw4CdfPhAGjrjNtN0G3fhu8IhSq/o4kcFSz5dkd4Z9zuiRj3A3duNd4P3F3WdX5+UuMacmJHKHX3Hd3zj/gyy2RDrz+thVZfrCVTgxJggPgdo7TI7+Yr/4gPtNyBJvGn1XV1xtkJ6XvQ+mC+LOO8b0CLTwYq4B/xhYqCCVX9boZcOuPWRA0aeFcmdnxyd9/RVP+I77L84rPIt9uWdcatVB01YgmVPGnR5vY6+T/i+yw7AKL8dGCWOuPcoBsKtkHfSS7Ocn/ADAgKz6cT0YAbOuNwvvto4MRkQcREWVA/3Wq9qvr34wKplKla6f6cl0p5whjPlyNR5uCC56cB0nK7UkuQ5jxpsef2OpsfQYkc5UzYu9+BCRH3U/VrqyzYKNQP3P1tGUMUnh+3qsrtHqGifhA/Pe8bUPjJQFFL+SI/CD41riMU2vyO5rIFsPXvMhODPL5+OApkyo9Tir5dgr6pGmcWO1Zpu+/mDOUCIIS+mlACUTEb0L4bFwkfTBwj/jb9QJU8j+TeyKf7+zbiG72FP9hsir/aQ0RH5NsauggFgFZSS4kthuXeyND76xbmG71R+BXOnPivGcAdka9DjVl/lo9cc2+k5/11I/ONxIXfAlLQfyUf9UMiBZspUPQDd1CYlNbgoELJXO8DiQ8IQvQbvb3+DYJjv/WLpCOOoFJ//uWoud6HvA9Yx/1G4hR/A17Yb+0a7YdE270a7CUv9gu6iM31hq58IzGRz9UE7x8xrOyHRVh9eUJJoV/QhYJcj6j7jd7GfhcQ0z8iWNgR+WgD98A+skSKAelAv5EY/1ebip8VCVk/bBC5ZpdOfjHwjfCMsF/zMmvPwik4tzfSL/++OX0jtyc/LCn0ry5h7Yh5WoT9wN2jjj3JPVPblWNB2u5BGqajImRJEgu2MHPrERH4Rm9NH4ONlq9qA7Ij7mnWUUVmPH1AEPSt92HxA52m/rAFit9IGKRwkFAX0On9t1pMfSM8f3bphqb6MxLc9AHlUtx6H6x8oFPKb8Em7ReRkg0vODzSguYbSVDDfs0zzekH7jZru3KcR4OHxBz5gi125HpEOd/o7exjuHDzVWPIdsQ+Bz/qzy+cBnK9D28fsI7sG4kh/xUN188q5qYfEkFtEFH6W62uTEFR/FrbHN/VgRY4itB8eyNR5N83I9BFqjn3RhLd3zfDsARQf5V1SIoBaJN+4A50y3UG6B9BkaRbQRbGf70Qxb0tHHjyX8m2HwD4gCBsiDHQ+a+vDwRd3OR6RDQXjhh9JDYiNxTMmfnWewsUA/6toIAh8rf27Vmw6fCLSJ0Jx2J9rbzvt6qOckH3cGaxoOKYW49Iw09w4fFXqOH+1S8zWQH0fVc3uB9CHB9DUpmvSuMj6HPyryy5PiuVqZ65c9b8AAgKwGVdwqb/aZns/p5GR49Xf854sZYKyvk5A5YoSR1F9xdrQOiwhwEnSplFtBZsPFDXsNEfd6x1w33NS3cYTGx0Ow4yStofbYmRpT6TSaZ+EcLoRtcelIGGw4SXhREQfwOaHx6bePgngVb4JAmGah2eAVBWQnZtEwDMoDvSUIRuV/KC0+1gMJJut7I06vb9yaBSnwQJRw1AJt2RhIp0u1KXPTBYx+qGYPfGjaNCZ4ITV/4GNBZ4LAubPynUwSfJ6bVdRgCN7qicnc6TIG2pt3YsFDBPgSmQ7qEB5E0II0mjWIHVVTDBmUJg1mnPheWH9lukrnyNgAW0vSLTAR3eQf7rkhIwdDkUNHSfsYN5s7alOxESNCUqQ3RXwvJpj9WEsbdlvdL9RVoW7Sv8pSLt4KA7Uo8NthddcAQmuoOhWGmPpQON7t7BH20bGbjT/o4v7S3UTXQPL6Dr6WGDtrlewtC9p6sJDShjQbcTmFCiMc2HSiMYA9pbyBHBdoQEOYMD7Ss4ytJdiYwbbe+4uJOi66KixWIySeheJJRI9wWeOLRNQ6KV7kBSEkn4DNLdMkKIHmINtfLDEtpfHSkTG+BgR08hGHvzED4Cui9q/tH+aMSYzjE9EiZODs8h7ZEEyyjx22+H5FbX0vcRZOwhjHDrQXsIKdagwFqkwJ9uDA5yfi5stYdggIrdDYOE9hAcnKH9g7dRAgNq0P4BChaqXZ78k2Xr7bfjBdyOhu/jSQGnBs0d+FNlYv7h+/Cz7JJdMNTgvnhYSvcCArZ0fxEWge7jLmr33kDle8/50sfJmkAO8e+hqKQD6niow6VA6sJECdmSrgPqTphDS4ttcMj5F5pKtNiGaZAW22hYokfb2yc+WmzjR/mkCSb32+H4Fe/yv9XF9P/okrY0cBBlkpuxmXjq5H5nvPwis2MK1KKhM95uv1kjUS9LPGPYkq+/zKWo6KZVpc1qpcjtN0v5i8zKTmFDsiVfCdQ595Gy9hKBAME/WZrJ/XbA+Ip3oR9uJ8MvQUDMliTl8RXv8A/XQ2RLtmLWDcBc0DaBPAfdG8C46Q7EWGlbBwQW3R2Yftk9VcZof7SBileDJhD8qRLx9tsR4w9y5p/DF65LVv0HOcPduj+qBtH2gdYQdIe0YXN0rMhuWmxgQxMIDyD4mh0SOiNoE20LiBSjOyMhJF3YyWgVqAB1vtwiYSejldVDVFO0zSUEQfehDYp0t2rcortVjVjaX03a0GHUADO9CdbCE3+qJADDK/qHk3ZJLmF1eGcGVfdHKsZ0P9EHSXfPWTfaU8ArpG0BFsboTkTTgu5EUQVouwuGwBwjEJG2g6b80B1GEiy0TaC7pbujzxTdG1l/0LZNHxbdF5tY0TbXRh/dF3uQUPU9DVJTU7lyRXR/cHNE20BhYdruYUKmO1KbBnqeuWp4qYahb1lGxl1CEKLsJEb/P/RWdCpV+V9IwUQc/vRfksDkIoXh4c25M/OquCv7DH4eg69XBlMF9Q8xo7LNbyg5DDJb8YVUOGL2xMmHceYE5wGS+nY2FDNhBnRY1kTBTtXW1XAAuKRrDW7KA/bfqMXBhWHX9VTpchxUAxY8EwGW54BOFFrMOne+kZ0D5QWoTf4SpxRfpa8vr+AXmGVj47YzVXzq2PXNRNToiI84P1ICirIXA/37iAxLMVuL/Dd+eB6gnvsRSQ1CxAssaQuz76TaGvijMB2BKXv4Ujx4Iely6EShJcusE4UWry8KLRbKdhYVH7bd+/u6k3sNbJVhWRM/XWnnr0RAeqr1NQZkiQeZE/wWgFY0CZniZyYI+GWza348NHGmHF21DAc6Wv0gKpABQDVK7meq5Y/F+B9srLgjvXFmTOvqEMHcHaWuhcBZNbJSdkGmyC9Cd099WPllYTw96I0pg7BE3uAoxn8eqogsKoAsaXI/Hpk4U461b5M+n382tBQERmAHrBG6Z6wP5NRGPs5/AO2BopX5FEJF9D8dsV85YIvTAcNHawVC82Uuj+I3gwJpRojI/Z7OM/5UeffLlvxfZWTl/wnJOqm+guHy+qOA8MHEXvtRZFD4ULDI3TD8riafeJlyYv2tK2NOJoErJiuyms87K8SmnFg5hQ65HygMfwvhiG/ceGtxjxA3lm8MMzD5tTA8fLIiqzlYFDrxlodUTsZA6OdgN8h8MkcaKgrYltj+jRsePmiN6wdjA38dQJbcfPY25mQMhv6Wh5T4lAhS8TSfv1vEZI4DcrAbsp+2RNM/JYLMKaxy5WJU/xiBCPcpG5+JGvEaEy5+plp8ElvT/8Sr+SBseFk7w0EMBUvcBzUA43+dwPERfWJIofHLzlhKacDipHokH1EC7t80VhE3krl/LZLcbyQjzrcghKHo+GZfoB/Hr/UCIyeTsBVvXRnzWYkpz+D69xvLN18I/5gk4d8cI+RtzwguBoG4SxnMnyW08r3kCfm1S0TkU1KK/C5lMB80wv9bb1t/dEaM8nFSrBxrSwNJmucPBOQyKeMHN//SuOVf+n+KOfl5qJwfVczXZ4wW/+0KzaeSou6PUoPKxXBEwT1rffmKmFDyLdivRIHoZ2ziN6vylCr2BPLJmT3ytqwfn2WivxZ6oHvPR/135fDlYT6QSYDTVa//mUL1x2lqfo4Q+nRNWfkTKR4+Q/x9uhCy91zL86cEgJl3siKtp2lkk1A+EiAiXSqTdHBUw2c1iMjJ0LyaVGF9Dt58Oaiw0/98dPweaLTlThjkI85SoUDxwr3nFUNirla0PIweWzKqw71nryx+FslHTuYRNOlB43Y/7FyRsg1nAkR+wG00rrHw0uyY7UqmOQ+D0eT3gCPk3jOWUbFiXZd8K9CbJNNGVwIKnQqqazqqR59/MYSg6vhn5rsOTxBLmZKa279Vx5N70yC+GNcgll8Vujjy6oUbJepHuzTAy8P43nNbDp8+n8YjJZMHYPkTSiPuZ47azs8cs5xirHDksCVfnVS41ZldWfFv/AejKX5hapAu4JPD76VYJUEnGdorAASgeJe4ysEF56jdAO6rHfwis19yGg1Y8CTAyt+jyVLelpXKZBLz262KlSCr+Rm6SPnMQdsJbkEL5ReZFfPxnnJsyVei7dZd4opKzTfyixKtBiE9jIKF6u+4yoH1z3qKURxJDYFfZa9IPpaDAHYHWwpPx40S/Uvy5Ku9G+Sc+hy+VB1Qh26b++2QgT9Vgn5meQfzWNKt25BIF9Ylws8nhvMptQytIP0pRgE/aqYQ2mrnN1Th9kGL0KIFQPkJT238shh2rsifgubFZ8PQ5FCoimkdOcUxhPS4M9gBkO2oOGoU42IU3FjhGwzJK1YkpNHNZwQDxIqnRu6tMj3MsPKJzwSIvMGwbl9knTc+zY2dLjEaPp4iNZ+1CMVUFLDdnbPDzhH5YvoTq7GasKDiDwfUVySkcW/VQPC5poD4QbJIGFXh+2efdx+fbVr6tY2Fb4GcgZvPNyn8bFiHm4ycltN69d2FfMRT0L75XKvgvvKRJMZTBMlnOwx3mE5ZzDWlrksIiAIm1eec/fK3ehNxLZIrMc0O+ibbEeOFNYTr4PD9FjDP5GM5Cj6R0BAVwP2T8O9xDkYcJMtPlIfoVldcO7YVr+kIucHopMDKiOIowFp/S8z9zXTKDwUF9dm0BH271S+tHAW44tm/COIgpIe31dPNR0M105YFRAw7x2obThD6KMxM2ZNcEtutgmEAHf0urGb8M3vt5zm58lHD6FGw8is9iL8WifX/YmVw73mH9KuxCt5g3tAbMO4Hm+v6nH1OfozCIt8nxv9jFzx0ezLvsZwEeJNQ6S+TRcDN5wquN9mEOT/b1OQ1Qe828HPlgz5h/QxSnn8wDCm3Cyom9bE0cOWzDaC4SwjoDtMKxGX8GP0XllqAIKsUV1o2JQCSiCZhkCumHfO4wViOYjOdsvyFhSWuPcJ3Y5DiQByj0IgOqNX5JwqVcu8ZAuU9BgZWTHNj56t1ydqcb/O/LHvwv/eIL7dYOOIsiFinwuq386TQ7caRH9KDH/fPEmLJw3g8xF7yVP9ZBMgP6FrDnWd6RV6u2pvn2QQK0kEysA3qKGhV86bnUngrB8LFiaPwtoBSaM+i4kNnr7IXW8delfYqfAWskCizuWb0MRXcqLJXBOccivyXVdK4UdCqtrff7BdlfdSzK5N8iD3r8Cd7tvQsJ8b4M1kScdCqsH/ZAMztjhHyin9isfiXMLxskTP4p5aUf1lFoHRHXWOeZxSFPQgRUw9tMC6l3+HI30ArBAji18A2VcZLGEZxIdmTH2I79aLCVYQ6fyAkvxVdiAtDfRz1mHqBZabVLlxhT4RVhKxWM67OGA1KcFujblxQ6dKmcj03h1asqrDLbnxZ+Tuog19TA5G/Awv+mhWmWFVXtGhlQR/Rnzayy2602WBcCZKAYfiHVQiS9HX+w6mwEiSMj00c7bIbZTYY1+Cr5XeUQIeFcIwP0g74jlKuWydMZhbzPD8OKOHTPZCoRR3YKcj9an9MzXkpYMbkc5/IdxAQw+2UNdohG4QrxkmGjNfiIIB4R/0XoJXVzzP9DSGgyGlmE63UH6KOM5cilylmLlE5p/wHJ69BoFwMPGjp+FssCr+RHRzBxqFvZCfHTpLF7Y9LEQwP4fegJWrDSgr5WyxS5IKNN9/Ijo4NK6l6M3ajOXe4PKEBzX9wIu4hZFJnAOtSUDTQthEIEzJrzMqcCxgtdfdMk+IeAp51ghJdL2C81Is6jjqfi6E4jZ84oKI3jDoYeEDpfqFFDgdP2iNQY2waz1VQfsumytdMqANnrAfurjFC7DEkoCHtPf4Zf3YgPeDPWHv8j9ET9hjSgB69aLgVYkocD4/PbcBRq73KH754UjCV8cOSxmnRcIvU43NgOTxOPT7HAedHzSWwtqnR6CCLhlshpsSZyviRiooTBW0rDKjDo/Yqf/ghWlX94kkBCZAlqqmMH5Y0TouGWyGmxKXGhbc6YfQUVtNMi+lYdFXUGhoCZ57UqNYIqOD4ehdjwpsLkwhHPv454XngtQep5T3+ORH2LsYpfJHZMHmRYTkf/4joXPGpxUo96pm/sTnhCGobnMZ7/LMYdcMu9TPcruBllz/urjGq9hjSg4exe/wz5DPB0wg/w20LXnYJgD1+ZFEnktKFHHZ43uOfP/CQDYEcoL7DMT59Fx0u5eMfILAgINhLhobBz1h57q4xQ8RsbG6qqDg0qTY07ftk3zrk4x/UL22GPC8ZugU/Y7XxP0ZN2ONHLR386jL5rXd/A4DAv5Ma3AbNjPu+KTBENAHYlviGHirXE8SWEJ0yLEzhk2fEMnvWg7GtGEz5Ks4hNJYQZgpQ5y8UUGe+DXQo0GE/B8uwn5m3n6pr2FUTbveWQsJzO/mw2GLUvbN4tNw/r0ddqam86PAGnBcdFsBxuFnmNpZt95eTG3hXHADG6T1iSADfABryL9dFjuNgIpxQnji5vwG4eBgU6c7/jK3efqpHwrJ6cBlTvuyTcI8Y8vUD2AiNw1Hxu+5NolQOR8XxJHDRwLXl7t7jHw55kSFr1+fjn8tPWmj2lCLa/NerpZR7/CP2FRHkzYuZ0eJ75EjgZdy9bXAIuL+cCHgi9aMrVoCFrgx8cSbo4Q6yXDY17Z6vEdt81vEqf/ghWr25PIpjLGmcZENMiSsiZvD1jDj578TmHjGEzO84AeWmNBLow6AQuLpUcu9Fw60sKtxunChoWz4ILU+XwhX/kXJ88aTgw4OJdIpNW6W8WIqxzYsMX/PxD/m74pPUv7F5PQtNK0Rq5GMf0M8e00v/xvbkWWhe8UVmv9gQ1oCUjmLwYUNYO93eRYUr8jFQHhyNF3cxTgFhDcs2LzqccY99RKUq92Y/w60LXnYpBO4uMlT1NuSM4GFZuv7HKCDXB6Ed40Fox/cIciM+IAkNzx/dbi9ULTokQ7/gZ6w4uIBQSnzU69TTEeZ5qsE8P82pqaiDK1hHlOg+VkkcgFLjvVn6ASX1CI/PaXBRh6MafbrhqMaeri/iwxQUx+cqIAB7Wssojs9t+fgSWsr4HJcnHEOi7EGSi04YMMdGPVVrBk5LI5WiNdl847fmxA/eXWRYisWbON1gb3Wu6nvcYyIvSswBRawx5PXynngTPbg5nmA6H/MMuYsSr0gZkDTzWSgw+MYvggNW7qLC1nsM1D/BCHjwYS2WvBl7/BjFcMUY+MgzkjEk1UDu8c8c3WWQL8yiAYlmASwf+5SZtceQsbX5+MdKyatApNQy13eRYZJ7/JPWVG9zjPBsdVxk5WOf07zosAUY8UST18u7gpvoUSPeRYaTHfDGb45d52MfPC86lAG+vbQ+C8UY3vjVYazv8c+Lu8hQBfjOIcbr5Z3BTZyemZAXHd73+McAWIgGlLfT0HFDJWPL+i46vMrHPwM+hSRLeLrLKLwwqwbkjl2bDTovMuS6xz+tUV+RCPwY2AHOSPbiUszHPzA8W/mifFgLI9wFqyaVF30XGVLm4x9EJ1xxCCsvMuS8xz+BTXJyJHY4bypVeAzXPhCfffMYGVosXQmTTRxdLWV7kQO1CzThMVzzuhImrlmn61bqs8pHEV3SlaZMPQaCs+foqDI/TchAScRjuIYoK2EqynHXwAxfLRM8hiuJqbD6U9RvSl67hsdw1SsrYRJKq6PKKBiNIlPFDo/h6lf2mqUi4UtZyfelrARS+lgOBDGXPkZq1nc3pL6Ulam4JBecMqCOB0CduE7KSg5fykoOd/YYkjtbZ0bOs1PkPHsDptxyZq33ZqkigXv5KBXNxz9+OIwVeIb4Pf4ZkdXjeP+4Upjs8MODiXh6HPXU6yZRyoVv+jzEo00AsfcXFLB5/j6fv2yi1VhAxHv5OPXcxFE8n73QWsq0FhzPQzh+wblFnvDvhMCIIV4/gI0cnzyzAfdmofpZkRcZ0tCgBNXDWKHnGeEk9LvokCYLBZpv/B745kWFTPTywHgTp7WHZe6xT50X/LoRdxcZCvnT2/IpWM+88iJDLN6/fBx04S5K0eEzKG/gACmvigP9ATRZ+EGxGEWEjvd4wZXUaJPZ473R+cIzWUWGeT7+6ZNqMc++rgecJ/Rw496ygoGbj3+67q0gbh5SrKsrLzLMIkKHrEdh5bbT4PWGSibcRYVm7jHQArZSJq84VOHmwhzKxz98+aFkPvYR1ftMxAW/LIEm3HkOwOCCtEr5GGhCXlQopMiwRj7+MfQWpNBwRrgqvrvIEItyFG9EQHqPFXTvIhb3pxBPKV5TYuOfzBxDhDXc8VRz/JN5Fxn6+T4eWXxQDMZdVEibj4GAwE3z7PtwdDzF6WpelJjgHvcEgpH8zX6PgBSO4tt0a2Bi83SXTXhh1oy8yNDtHv/s8GtETLgKRBu0W88NM9iKqvaipfkcj/buYJaKRPPc86ON2tbW7s1z56uRM2ueXX+99JEGWCzLpDPFE0Ix204WtbWxV5ZXtbSeXXOthAmoy2tWtpOure0cnGGshpW1UlGjaP/AWFSgA0ZnPIarCG6365noV3t7zXKJSqRSwsRza+ic505JLga+ULW1nSdqa9XU3G4NQWIAdeBuz60vOM+try1cxpPTsqTrzc2FKWR/yDJmC0WrqCLqiRNOJ6++WG/A1Gz2zk45R94psVDaRoQjlbWiEgg5aq/FGiqcflY1mv0AqYWTKZK0aqxi56sKHqf3383iRGJOlCP6TNCqEBtBCkLm/IdJBdlj9WJnnsVCpY8LnFR1bdF99RTNh0oP9QhnTS3KkIJBLAxh7UUNuXdGZwy17qG3cDTURduwBk8qtYWwBs/ZOgzWsllQ6PomcFm2AtEYdeMLIHYtEcIMA6Y0fPbUYS5XqR1DrrpzWRMd24RqzajSNpUaQbSdx6pl6kUFE7V9QU+MUceYXHibE1qTIs01KvhBq8NdtFAZi4I0ismYgiEsDGHtTL2IAC8HAC+81clre+9CDzr8JXih8g2Ao23vVNiQztyBqrYGdJdTY0BLYEGAgIApDaBVXph2PMlghPmMMuV2cxKlcDgq7iZm4aBKTJciKxLnrIxeqCIurIBhxWAHD6e1VHY86D6uuIA78YCKi9MG8EIiQBYxI9gZWwjGvdVRw7+b9E02jEbjgUYFPrhrDg6JFjTEjEVCwlBwcy3GHz1LkIgXrzzZa8Htmm26ihe/4byC5tewdpeFiJYNn04ciWFiBcNHT6hW7mOVBQUBoINXLexIfALQ4EmoTwJubvVEClFbLmaxoIXo5Zd+QTsOYDLPtM54wwSxWryCp0wTj5ZHxe+bRGlcuQVViMsMiGJ+nu8RQ7Z+gACsVHShzFUomV1xge3mg1sNxnvlBIArJ4A1axQ0LDpRtDugmzEtqG0uH6zdMAWePy9TTd1rD52u6WZMPaz1215rbS+41NE1W6qt53mO8iWQqIwg7MRC4owCxM3d0PJ+KxGweFAMJigL1EG/MxhgDq+MYFFBalPxnn9LhVDQMxZAJzxpv2KhgE8OezR9YlgkdXkC+nQKAJKpgEZBm+CqzTPdHZFDBNZVD0OKSNdQmY71JpRPu4JR+7otNeKOR3pI+7roRmllBvxrRV757wnH9zQuRiitvOChUO3oiGUP7gVN/ub5VvBEx/UNXAnQIlDgDVwH3D4D+mxLmqdtGoegeZ6xunywwbi+f+cI1Xe0YPV3rtx9RwkfXo20wNB2YfYLKGV9+TfPmFTz3MloEup8K0oXPRNSvvGmyvUcslBBk8pkn/1SusUcHT9Szm8zGwauOA00Yc1FpwCz+5qlz4hPqAZQo4a2MDPHiLSszMQOm0GuBgAVmbN3gtAlX3FoD7q5SItPqDbS4sGbxUvah94opGckH1kKWWeO7t3swdm13dUQyHPrcjHQkTxkoLvEdfsfGK8+wq69/geFjcTXXddEHgsWUOC6/a8KIBiy/iebotv/tvB1OxJfuduR/lz0vyoiuv0PSmQ3bBpgNIyqNdO+RJABX4KHxh+tGNcNlz4q0v6P8C9HXgQcsSpFDQ5RYRxBVnhXiCkdUHgg5n61U37sD0xcsrUMjqgThluOglall0G1jFgijNZJwUfCXcADjQT6F/kWPIfZZZESpjzUTiafSEEZQHIsGnbQIrR3OfbHqKgNDxn60NAr/sWz79k8dZsjzI5XJwBsw56YF7XJafY/yw3Yx0LjhIMw7VIGTIDF7dPbkEofASkbQeahqaa9YQYmXvZq3GvWS92ZGbyV+9O3Ol5f8FZuT9/qwHmv2TB4jhteL/WaLYPnuNX1rQ7R7R1IDgXIcSlseKSIeI6bHddH2X60Vn4uiFZqKp6gBAhOBA62cLJwkAUTsexBVzIpOeQ1C6YcO1nDh+Wghu+KD7YBDveAsQyGD4YBPxHbMkbYRTUTHTBRnQbn01lsA0ipZtjfLLYkHItv+OwMCqoRcVot/eHxVXj6dQTySK1+ftnYAVaLu/SMSHPNEauIs1GulZVa9QxQh8W3Eh0W307lOsxhbgcd5jCHy7D8h1tFMIzakobJtXsjtLGWipr8QSPBZ+ZxEIeKOcAnhXcd0P7wmRK4iEOP8HlZlr3IMHChHGQx9oW/JMJFHCqmxRQdPyYSZ7OEIhHba+AzI6CK8QAqaugfdI9HGVYinzpdYR33SUsAOFCVlmx36VG5bT6FZI6Z5/tm8dAePwZQ5nwBFz6RNnoXWDImAGKh2wQqVb7mi4BNAPVlfbm95FHmZzo50sBTfE0rrFweFnjlTtXnlCCB26Dr45Qm29IA1HIt4j6hHkNvs00h9zznZH7XvzvQnsGdfJ4l/AdGF8qlTQo/EU8GPVFMtAbHkKySm22W5vM8ROS1S08Ms6nBULFIbrPNIfk825R7HMDyiUAR0hmP4CAgmvyrLAs2+hSpwTO0GHOzTc17nqsGfFewamcEkwFs2j3MzTZpf22t3twnAgnUGWtr1FGW9hVxbe1H/a53jj0RjIbrQZWtptts04oYiyyK9AuEI8roxMjOTU/NkAVHOFFzv1raqcbJDVONk3UKjPQnEjyiVDQYAmdHM7eLLORAONKl1naNBa6ljzJ21EZ2CpwKiiKBq6AYc5ttXvm1taP/gRHWxzqB4btquOyJYlU+Z6CpyM02O/N57l+MR5bvCh7SG2cB9WeMGTyawpLUf+sMZ2+cE9TgGK0ocrNNH96PdWLBJ/LKpSeCcUn08HvUn1N9UbnZppF8ngNgBcn7RCCPOmPtixq0hxJCbraJec+z1ce6jPFd7xB7ItiHKMuvk9tss8qvrc3/A6MxIp45PVHMC/Q22wwjrq1ldP0jUWCqcfIu57MKBI+ta5cPa3+yUSt6bwHym1Jn/K0SPd+IArBdA8fR9WnHKxyRrmoIOCI+7ie/tjbJEU1Q7itYC27XdS0KZCMIvKe7uxh2Ww9s1OAqZmW52SYWcW2tjv/A6Kp8SiSmgRSOjhrI84abh9ts04m4tnZJ2aaJ6RiD+nOGh7XbbHPznmeqj7SDojzgT+eTqTR1xlUjcAwgl7fZJuk9z0X/gZG3fFrESLZKCdqDwuo228SRz/PVf2B0Vi5twuKTU7j2RDGlIhr1J1QYErfZ5uo9zzXlUrscqqE43oky4GOO7102YQYDHlBPjbosyNjkM4Yqittss0c+zz7/gVFTuYas6suRIuiJG2DUn6YeXtxmm2d+be2Jj7TTonzzQfw5Boqd8RWKXWpkWbBxpqzLRI44v7a2CBOCVG7GySOurXWARNRr62urk4PUEiDSsgO6xCL9KRFSlEpozG9KlVEOnLVEQYCEqugOWLTbr1ZLeFSKQ6hjlmxZsNEA47ZbviqLmdaVEogywKU8IVNKBow7EvU9Qo9GHrgKolputplFXFu7KTZ5+smqij0xbCoSD4qyBHtvs00mv7Z2yn9g9OGLjaD85BSgPTFMtV4sUINNuTBvs01ZcW1t4UfacfHF6Lp/jgGLzqjKowZPvb7dZpus+TwL+Eg7ix8ryN6fY/DXGV+R1OAYjT73PAP9B0ZOX2zSzJcjTdATybDUpPW3ayxQNQzglBAPp9BRY0FqXa/AQ/qAe9Aa7QfuBO1oqZ7As9tsk/OeZ/F/YMThY13C+OQURnrimIgatIMEL7fZpol7ngk/0k7gx+Kz+mQqPp1x1UJ94nvQIu0H8LCQdgz/lheTzrga4P5bdBPAWtS9x8vWnyFsDZ5yMZSbbare80zgI+0kfiw+uy93uNQZwfwHRlZ/a3S1J5I5sQH5CnXMqi19rHEk97WARHy5QJ+bTIq1a4FAzacDYrZpmc+z1peUS29kkl9by+X2M7Pan0RpiFJNwfhNqZF/q8TO95AlwK6BU7e9LUjVfTrZLoa4A7z1VfbpepXzO7fkTAU2E5avZbb05UqBYDWCfTkqHe6v9/W24lJOS0D3m/7Nz6pq+3aBNNwu5SzZ1aPFdCztAR3ceAxl8JgAa4HPXNoXAF+CAD/1I/cbUeDFfpVA158VunTdfHmhGO0KChV95b/6wzIc5N2qwT+a3Ddf/iZG0/LgA50GULarM/qvagHCCw4pz14ZHH3+XPAfbUqK+4hvs8yiG/hVVUDpjHO3BnsJ4PvRokS5+fIl/4ivsywnmPqPQA52xq2HT7QuUPddW/0Zy/TKtFD9rRsMdMYaiSnOgiG1Z415m9+xhREzlqH+I75yGUgd1meF7NAZ5wx11IUYXvkd26yYsczFP+KLLKcaVn1WIzedsdbUozvFNvhHo7J28+U6/hGfZrntavyPIB52xrlG4KPA46SKbwBtnVpKjXypP6u4ghCjSVnM+fIi/4jPsrx4uOOrwhDsi7VEalCuttO8J8HlSitugMCQn0gBw84Y81w7X9JtdRDNNheYbf7juHMwQtsfVDT7izBO/MIwg9/Y2vpVWCHyGW3G3/jdfoukF18FFi6rjyJAi5/CR/wPLQX8FD6RvzE382GYwfiPT0lfsK/LH6TM+yqweP3BCG3/0cSB3xhK+gcVQfwUQVB+of/5LLhjfgs5o//4NPRbJM34hWGh/2j1/SqwdJ1+RTP/XaT6+IeW3P+I4/6GBJR4aye8GjFTx6u7SyPHxb3Bwb3Fud21yZHhyHVt5LW7Nzk8MlybXBrZDi6NjcjDpeUJEdF99ZHf7urIdHN1dHbfqe8XygsF9fT9Pj1Bfe3Ia294V3BvaVxuTVFKa3NPX6W1tyavEnntDc7uK/Ulr6XNwa3B4c3FNX2fnOKU6ubUmr7fp6YvWOlCl1dpbY7rrOlJampNDm+uru3s6Qk8V1dHZjuLi3si36XB0dXNzcGxnTk9gZ32yHBsZ0p1c3rkuLQ6CmdNXrAX7PWS687WyHBeqDu7pTXyG9sbHF3cm53SGtSZk5PTU1NT09rbWpraE51Q3RxcGljc05OSkt0cHdQauY5cd+amdvemZ3f2/dK9SdW9dfgg93YGhnpyIt/ZLcnN3d3hdTgTopu7szvjU5Mjt9WR48hP3ye1sy+d2lkTVN3c3NrT1Ae1tA7kOjy7OTg1uQlOWE5KTd8opQljK6W0ujW5NDu7tAlfpTuy3FuHtAlnTU3eubU0ube4OvIdeY1ct/VVAit9nZSanJyU4j54nbxeqCeoJye5OvLdXdqWFlya2pyW01nT07fJiS3NzQ7c5BTlbZoi16XprdWlYU1JNXmV7uTw5uLclJycvlJSYDIcHd6c2lxcHdntrukJ3CSl9ODMCyaX1uHsLo3s5oV6Iq9ZKd3hTXC6kyPLzdHFzU2om6ure7sQdXZ21pbmtSZndXZ25lRHXoObm4KyqyPLke/s0ih8v+CnvTO6NLUnpykntr21pb05ubezuDinM6e9szMnp6kmLxz5zc0Or+5uj3zW5DQFJdXkpLT2hVKyO2v6epm6lPdp7S1OaS/KCerpjNwmlwbHVjd3Nxf3dbLDm3MTapN7q0sjd2Dy3sHhpbGRx01NU0pfKA92SnDkurq0DmtzHaDi8N7WyBeU6sh0dHNYSEL2XZuRk30HZ/QFn32hziTokevUus6amqLS7tTIcGS7OzlyXRqdnVxa3d3TAyQhKT43tbq0OvKbm5OT1Lfp6Wnq6QueAn+/UFJjUlPeJ7DUd8r7dfJGTU09eTd4naSipsBNUl6oJ6eoKScv1FKTEpEXo8MTIoL6Skl5p6K+UlNTU1Nep6ansQ1TT09fqSmwlNS36QsV9f06LTURebG7Nq+orxQY7DT1BAVugnrySi09KRH5Ma8TFNj79AQGf52cvE1SUUtQRH7D9wvldXp6gpL6Sk19v1FTYnZzW1NQT14v1DcqKgrKyekp6s6t7Y2MJQXlhQKDn6a+T1BfJ6cn8NITkXe7W3sLW4Mjv1FoIvLkvLc7NTKdXR15Ky5NjQzX4c3uLU+IyInIr70JEZHr0qqIPDkuTU7ITm7u7S6tDq/tjU1uTq0LCQkJ1YiJ4uzS1uDsiLzcW9tb3ZwQER9chziynV0akSfT8d0JkeXIanadO6fdpY21LojZtcm96aXVjcnzvPSoaUkj5aZpM897DX6U5cLouJpi85wpZEkDZtqa5++BRJk5OC4D9ZOVuqkzqNEZeDiJhw0qrxUEo3QYDDZ2EtC9VpjqMAJYTVrs9CTAzFIdzjlwZkBS069sJZGD8GoihFEFSaYOKh5dL5R3inUdRpusGuaZetkOeWJPsVUsBMiwUKQTt2TmmbYR3TFISw110XDrgbH8wC81vtEbjn/lOfnhVgk7oogVUhBAwdzfJQ+3F9bOAtGTr9ZJ2A+Hwm683npS8w/8MuAbiWf8DXaavy11rB8SndaeSfyqbj1w6w8EY/WN3uq/AfDwu9EEdUS9Kswy4FAwTT/wgJlb7+vJN3rzfi4jPj+tLLIj7rHWUjRuVPlXyUruhfXyjd6YfpgTkk8HWtQR92rUUZLcr/y75JR7YXF8IzHgD+sm+HRPVPvhkOnhhTe79EXZHV8OqW6HELkeuIk4EMz2G7lB+VeTnh9OxVZHzPM6YsiCkBQRT0HdQtB+pYBW1kFZf6IueLr1vhDFgQryPtBpkM/VtfPVSq3CQUxNXCx5O1KDYm2Ru/XAosSBOSw+0Onkx9DaP12Rr/ACw1kV5e9By9uveXMd5SQHrDjwwFau91XmG4lLfAw8Vd8uiUg/HMpHYChaEwceYMz1vrh8ozcMH4MX99t10o7I96L2xFAmizjwAFmu90XmG7m5/q4ETz8tjrUj4kGppR444uXfJbzcC+tWoQzmV1sS1g+JgurPfuDOLovT++XKcHK7emAi4kAwc2NJYvw4AiTAql9lSpyvF/4PoaVn3CgPBigu3867dJVj6cNlrnHBG0bnWw+M5AeCaQqlAZrvb9KG26tEkIKW3m8zLBOaCDf/QCAht56X54VVoI8WgMoST+6FPe0KK/PvFBOncAL4A6URJeADnVL9LUXA7+GCBrtULgJXGKOfRg7z0fp0Q0xwu3fO6KcjMuLH2KcbpJF7a+KKAw/Y5XpfYgxI+SCKBLFw8+Or+ejio+OzC1gjYMCYEz5YBuhrjtnAUQQBfk0NQaZAgRFl9TWBC4JqoOLTxEaaOL6nkbGmw254M01z1CVdB+AUwF1rqOwIdY4Bf/PdaZ4woea/WTzLBOR9QHSKAbhQxC59zNSk2hQ7YwPq4DkFznxzlOFOWQfplz9+pGGaYq08RLXL7caKjcqpqaP4FUGeHjlwuIM8JfAlBHSLCdSuarl0SVcdBb0FWem3Ry2ZWty1Rspu4HqA9YNbWbJVDG6gTMhu4FqLck6JlTW5NOA0QX9N3YTZTVnEBtkbDfAA9077sWNbPjJVdLQFcnv7IF9LBsXtEgY4Ig7kwxJl/9FRkFQDxJkB0Io3gUA7++YKSJtpf/PdrdInYEYrFM4837dNLnNOiRkoeyB6gyF9MKBbIxgUmtd/Bx67xFDOMRS5io9dYfBbAB4+ZdeAe0OgQGb+9PSk6T1eZ3p/+xw1dabY7WemkOO4v0zNvGsIOMo+7UrHnx2edjXjLy/fvVzgMrWpk9HCnYxm1glIApbJaEW3zex0z2dZymQ0C/dcfiz/8Kz17QdJMfWYqJDwDCsmKiRcpxaddsVsIVNibBMGUsdsIVO0tgkDsEWlpt0eWNRji6sDoM6HGuwXzNkcJAtvv0AbDwHDyTgMrIFgDZegCryGSKgnIEXlDqNRQZRDkrUGky8mGA1V+WrwT7iSky/GlENVvuOeJl0BAE5usStjsDo9y4M9uBm+iCHIkpudEGKB0Cpf/fqKQkMWtSXCmHDqNtuE9Rm+bBgT4d7zzL0xXk27vSybjC9Lv0SU4UYozXFBwp7O1xkZQBcsBAjrHMhhMa9Aq08TTF3hooCm3eqpK2Re0HT11JUxIWbEoNqa5wWHXybQ6N3aqVkmYaRoD5lI+c4ViyQ8QfggQphixEQIiF9LcwE6jeZQaxFr8H0r5puEeNSBrICiQqbKGKltIVOytgkDRWpbxihdoC1k6oxtwgBr3QOBfro9cMFhtwcKLXZTlG8KG6y+/lil7S2fVxE2HQC3liWN6A3tBwpV+PAah+5ZTmxvLrlFbleRSvSsx0cyh0WZgyyGjTlWEVpugxwWYpNZDBk9U1aMnuCCiXvL+9SkzMAJt5sUpt8XFMtTWx+EChPz0ZoLIihw8uTzzI0wLoS8zTaLeJsOMAs2i+yNcU6rNcEMN0Ip5YWmpCz3BQQJrsZRf/OsWjpkE9Jp5gHFWKqpKuSvCAbRUAnxqalB2tZwoco1L1RJBnHnYfMcFPFs+A4usGdB7ChoSq5R0KZAM338cRppgEp8ghLaTPw+YVZhbeJIqPvhGAuarjViNkWvCA+5Q4onEL7yQPCQ4J87iuDe1xxbWhL4DiZdwmwutLyACPXWJ6ry4HJxTU6/xay328moIpvJBH2qO3Y6cV8hxv+b58+aPKUSXQdeMGhz6yCqyMZBgj5V36sWP4k8H0dzAgJ9iANHugdxCtdQK8Q+QNBmLWYiMaBLZszOe7Vyd8LkuMl5qaupQMswzd6TqeoohZxByzTNfhLuASMe22glx1u5PFwhOBnNaks5x1hxl8nAEnG7RnOMFWXVKGjlJD9y4E0kHCATGyvoSeDGiV9CsrGpdcmOHynVumTHj5RqXbLjR0q1LtnxI6Val+z4kVKtS3b8SKnWJYvjUjgeQpPmpkmopkhIkxSxzC8abo15aXgutLhIIbzI5zFtImFGZvYtFCOfx8SJJcIG0984CdX4TKk+AnlMmXgeEyaNpGuBbTnAVm4qcgGM3G/WNdSv7c9LCXtDEvudCaBWyT8GBnE5X0vQiJbJJ3I/2iuh3iWz34FTotYlq9Ylq9Yle2+3+Aw4BrYOwU8fWm7FOSwp402Mer/XLBiuDbEfbaKALA9AkMFfAemHp0ZBDdp4LAgaRmxsow7nECBJe82CyaNM8S07AHgsPDpo6hIMwk1OVHQ4UY/2ExnXYSUxVHSYg54PwNja/vyTQtrhRXOFtjvPWZfuNA4rtKcRQucPEIgFXcKKRhP+/KtR22ITNQI9Fh7R8Odfj8Co+Xt7abp8GH2VJLVWuGwUii+DEuR0iIfiyyAEJ8CY/spmTbdrYufLZ1krC7vpEP/+ZZCYYBcL/gpplaiOFvEQKx0PCU7/EKsccaCSXRkEUW43BTBpKo8y5TH2hrIoc3eeIMS37ASKIeO7fHCy44wj6yjnrWSJZqRb0Gyg6Ut6AYwoL3wY9FwRZGCH477OS8CFKu0kZALymB0B+i8pMCfh0NqTDbHf7JEZF3n30RYYXBynVh6GrBGPC1Xe4UKVdX4Hl1ehyjt8BxfXeytUWYfv4PKKJPabrWHGRZ7eVZMf3ETxLYwCcj1rnhx2JoLoAaoBy5bTyBeY9+tLzMJooG9sbBwK8glysMDNsK1jzuIdKMAdsexI/LbXmolYhqT5Os+Kd+WOWAZU31g+Q90bjQdk91bxw7HrV7cc6N6BNy67N9qQwe6NJUSDRQtB3ollMtoWEqanF07INtsNXLNqMZYQZFes4keTLtoQ2q5f3fLYFYdh+K4Yyyexe6O0EkNOh4TpKYdjzaHZDVx11GK00gpd8eSR7aeRRnersVoIr5BCKrq1kvpzIHB2wx9ta3SE0ixLRrJGomxcjvL4On5C7AauBWo7zEfpQoZq0RFKJ590MloEG5eaY3x2lYLdoHWytv8Wy7qdPMqEtheVeKDFk0d4xDTQPHM1VjdRIzzJ9o6R+PTXYcfh5UPdK4DJdOcyOik+4UffeaQ9YRwOaEJ7jvyJSesG3fEOrO1FJWf0jUP4u/aiEjzaowJa6Iq7oInoimvFZt0IpYlSKDF4mSqT0eSQMDXvxH+EmHYD1wy1WErSAbGUJAPdCKWWWWQ0OCRM0Cdx3N/XbuD6a3Gt+EM37AOnRd8qEsR1p055gOhwD5kG9C2I5qPbubU13RuAK63dCKZ+fEcqgnzLineYSE/apIiDiPXZDVpt1H3El8/6pqNB2u2QoVRF3Dg9j9Ui8ezCQX3/0ZDsRih9nSsr3pEiPbGiFfMopGI3cB2r70MsI90juELbkuaP6TZC0DdvoHGHEWwpJ6nyuJUSuJGWl2r4ME0UKdkWTVkRziU86Ct3PSEhnnQF/TTS2G411sGepAg3evfgVxYLuvF3zihwu+JJVVoxDbbMXI1VSA8zs1L2FDj/bPolNB8VBeG3x+cq3Fx3fhcZuoG64Y3fcF4+61E5o+6ixBwpxBopvF4eFNxEjwAelfOrmhclXgE1MMPKZ6HQwns+BrLBYAQIfViLJLxH8QHOSNZKzcc/ckO4Eqade+xjJgk3VHLllTDlzN7jnwmUOROuOFShx110yOIT8cQEr5dnxZvoQR/mar7xq1O+iw5lfN5fFD4LRVmMz/vyy+vlyXoTp2U8Kqedj38MfArR6PF2Gqa8oRIKFO7xDw1YSNLO0116fWGWjXz8Y8TzK/LKj4GRPCOZi8U9/okR1co3woe1IPIuWDfvJ684hJW3QCvgSaZ2gE2cGCnbhpLbSVnJ1UlZGacHqCP39+J3UlYewfRKmIDKgFBw4DFcR3QlTEWWYIp4+Gpnx9y0OYQ8KufUbE4F716zVDopK6V0Wv5NdlJWYnZAnbpOr4SJZ/7Ln8pOVaW3h7ECL89xMBHPHM8fczyfv0ChnY7ejrf41pOQ443fAzdu4rQ2v5HjKVjP7iJDLJxueVGKDuAFf3dVHKg4gKZijHy84Ap0FApeeCbrHv/0gbI4gxN6uOGfJKHIcUixrhtHYeXGDZVMyJdwxSEL9517QVql+67KfSMC0ryIxQ0OoholhQqVM3x7x1PNHMY9BgL6ZIr0KU5X83FP4CcSOo/i2+Rjt6a+MGtG7lUg2tBKffWipSmXHcygkW5Re360nly/2r15/sIaObN20xDLNvmmeMICl/HE9IsqNcAGFx6vhOnnK6ITqrb2S9jV1Nx87AkLcFFbXyGitr7OupeAFKYnmTvM7U9rcAmDIzQgWjCqyfj3qHk5jxIhbak5s1DVQNEY2lkPPhBV1gMpT2Am2FkPLqFqqLIeqGIO1kFWY19yiC1ccGIq44cljZOpjB+WNE4ryheOlL2CtbzcT8gMXFKLDdyLpeoOs9DA3lY5wMFB+KZLQ7xElCS3n/gKLplFC/dWMbzDsI6EAaO8qA/klJBdYUAFmQK4N4tYtk48O6NVUVPDUYx518Zm0XAL5w/PGa1NZfwoxfG5MgOk9aLhFg7OElQMS+pM1DgbUxk/yoQ7kvCbzDG5nxBLXHLLAO/F4nWHVRi0t1GY/cPbpXfkunL7iaHgkliQeO+VKHeYBdcwoBMztZhO8lWHDgfnRuctMDAvH/98ggMEYvAz3LA8wq3m4x+3TtyJrOpdZOi9xz9aPIGASOAlQ7H4p4+ohBLqsqGWo1GFkJIBksEmADNEARwUFQmFkh5onasbFIAxbyxWGCmIhaOlSBqIMBZoAHDKEIgAgAAQgA2ITRfTXLDi1wiENWBrisEbgGuLghJqMxGhA05DmpHArFljhUh7Z/qCaUFk7maqMk+C8DWbxgZovm9vvvbEAMEAIOMOTZ3sN0NeBKkDwRT4mKFmSLFsQHbQI/YMqHSRUlSSyfEpGc1NJDcEABhDOyWiQZYM+atncQ09dEIgaVOkXZXjKBGnQBdfd4qMJXiMxD4+MQTwN8ar1OLuWz2doYshwK8A0SWgqUFDfBXBBprMYe6AkL/ETcnaMrMArMkY4U6pNT0ljtyBp9Z4mwv02J4Z63mrdCwWJAYR7rr2DPt1UVB2XTXyeHg/82qZ+1XEy2CXOuHmemR1C9gAIKJSIhjodqmDat272nqtX139+HMb91z0NAZ477pnh0lLAk3ILBCExYIGVwBUFBGIqwjeIdP+6+TqySjzGDNrM5gRIShNVnh78M9Rti+1/CbeYOHgvhGc3ItGDTdi59DfWSt7V1zS3A6ME2/udiQvAr4PuLi5fW914jfp3iGYWnMzFOhCu0zcjBv0hqNujcQKI4F3Ayud7CemIr1IphSDXppF6S05/jBd0/4RBOgh/hX8P6oEvnrhWa60lOD6DgOoj4mVCzsJrpeBZAQtNi3184SGHz0RVRGoF2BvbixzJhubErvJto3UNyWEQysvuYH7aFQAwHW+Yz0d1kwf+/deLD5CrGSS6sHI7O9gy4dP2+a3IVmcZ+7uZqj+GlxgTIzbYhzJfxMFP3dCTJNHC79NVxWa3itdTx7OKx94rwK6xN6YCOicanJv9WyIWO+lwtjPZDD0n+ZAU9LXnS293I0VAzs4hU8fETCa83IAY14hyLL2R+vBGWTGbDi4bOznoPGZVwG9vnLe57DoIfmryXuZquidYf4xRXd65Ub/d5BYKtiZn/S+x0d/achYD34EAWPZt8DA9DS01TtXVGtN3CAm6rbWvN66cQuNdJ25mjVocjRDQb4+6grJg+oBH5PJI3ifugVZHkQugdT1CdLQWf8gEo4BbjPCuC5RMPObChBub+WMYUSbEkLhZhaQAREX4P/Rb9EDk+M+BlbXDfEYyr24XqVqe93yKr77lZeYz6xrEJ7fYUVdz2cyEGFCj94KLkNdD4l5aWUAgo0w3SuoQnktcouhiS3o1XAaqYD4hhqZb4WOu+WlN2qabwtkue4LAtfHSpPR+7TNAnFVU3ceARhKxNIYX6xXVn+NeHtbhx/YHr/BYzxWJvagZ5l0q2WON0uriUVeC8EBqI9nk2IdbpBb+xVCcZexXIHY48x9fOOYlHc9KyodqGmMYj1BVxwuKZRKzxvJjStX9fE+ZNcvFltC+pgfalGuaD0S5z8jGju5Kg7qGH/uYGhLuvu4LdBx7DexH4fC4su1rt93JXZfA2jvJd5qV3poLGSArlFvTV7yH5W6ihhiKEk/MSEWK9BXCDuNVMfU8O08FkNk6yDsjTFEEbKstAydin9uh7H7g1oQ7n8cyIf9SU2GBb0dhfQdfmjib2GNGTdpFkaJQWnyPvg806suURmtWfugViYIetBmlWMxd4zCoh9w3NrdZAGKhvU/729qcLeWSh8iMa1Hhcb8XMTE8jltGcBsx0/BDDKgcwgObTMVMiJpHk8Ld9LsuGSMBhBhyZpYJc/ZtakCV03sEkuPWtFBHbXFuHkBF6jYAxUFlBkb5w4qVIT5s8n9SbWIFj1BU1q2FApXiOk5gvut4anyoLpmHDxLT6O+2k4m0svZfJ5suOgAcnQlIykHiCg3IJ1K+rg95UVnvsu4iBclbwf8bcOHHjS1q35ufF1bkdrBw19W1SktG4tAfkwMUp/usFac0DRl7PsXZPUMXtekTdor4gdYjMY1nmCoECJqPhxHVBO45GjOdpjwA7W+LDMcRQcHI5NyX/t0mp9ItEUy9u2g7HxgZBsuAK0gLfPo7RpcJYpx8IH4CCzmsr3yDm4w3Zj6K75ZXlJLLm5ZutoKs5IvrSR1wVOOPzGslOz5vY7z4AVu2yp4/TT6ZVSWi8UEBLidMB7fnXtIMaxLbENuI0Hbsm+QKZMONjzGR/q82E/GWIpA9b+AgpHt2mLdnLd0KENEgIe6c8qN2ytcYdx+Wi56kcuwuI9SuMWEELNDz4FzCbjQUjmnDtlbyHmV1NE6/GvTUKEXd8wT+9XTV9CaTdVg6pgvA3iF1AxQGoOF+13vBEdyyLMwJ4Rx7t4eJ6D9SXgPGe7mPlygeLtBHQ2LZkszXGD84A3WjnZZk1+VVTm9U4eghhy5ck5jVePzuEKj63z8XcxiSrMVnxc0PmNaC0ZxzyoYPt4qcg7zTuCSPqGJUDWbRMdjSAE+ebQQLx9gaZTXH75WgFW95IpscvAd/FQDgdsvIpRa37CE8EMPFBWHaZe5+g34a4ejCxAIisAFhXSXJSwIMlHJFgP71zEB3EmJ0IX3IOl8whaUaLSrzlu3HAiqvEBAUGDuyE/tpaoNGYFUmKZWvjF1aC3crGwXeYNol7K/F7ZVChbumxFFLuIYku4ClE3jdueTmOZfTHmdzO4ufKU05p7zDD0t/Fju8Odf1gyiuGXcPNrYCVwLwFSXrdO6W0cOGtXe6pG0db9g6r+meg3OhnIAAWNmP+mqHZqjVE2E2FZAohMR+TkX9LZjpJmkAMkUPo55acnkb48xKHMigG0W0pgdg1vKUa10kv/kcQem/aZJ74oEa6oxbvr8xGlrMl8mthooDiG1uq1WoqiKaYF4IXcOCUUZGHLW3pkbSe8+KQ84isv80+ktRszt+AcVZ2MlNmw1jUDoYd/jk4Pb+ApE8VzDjBUJRTQeQ+piyqsvM1YDWyZhmZpXVDPMzlMvTvy3x20Ryl0rMgGggW+R8nVolL0sF40yyRqUAzBZl40t4+0LNmWk79EDbfsJGBQfDKUfvP85wbHJrnfgLJO5BafvH1g0G3iux/nHBR3qM6g34o0mYCnTQentlkMpDepSrvr14zV5neIAK98n7JwgpvyCnoKdNCmI2MC5T+iiKQRS6ye5BZYpcUKC640B6C47yo0WKGD/Rqe2Nt/2cEtchkZq/Ua2ffSKsfFPvVM51PyWEmV+w5A7RQV57qci/YrDAgDvZFcYbG73mYWlhiRLmKtQK4ecaS0d0LMJ6t78Hc23CcJqlQx2M44TcKqXXKIw+c3sU/b1CNQ28UG9Or5ot+MmOZEm94Gqr0l7S52vI9gLZdKvRxQv6DQrYk6dzpK7bsxWHvr1G9cyKvB8VSsHq+ZY+wyTbP4MfxIUA/44gGe+Nwrr46aQZuoUsBzhulL6CE2V9x4bgANngsE28ci1/C/Lq1e0h1qVBuTJprJm2Z1l7A4JAalP8Gx7zCAfzcn0O3XaijHY9EenToseX7QpXezUMbnEbEcdVp09Wfpk4wANXwwQZCWk2vpVrATg0j/YTGUUyoTM+slKVTj7yjj7sKWeTgzXENc4axYKRqFEENdB6YU9IzRMw/pEJ3tgo9vXic1KxAs2yf8CqpV6tpO4+gfte8vsBCKNf9PRgFs2DB+DJta8wtq0S8jgGxsCItFGF9UbvdzTCmVutdHB1EY3yPsom/BWFSXQcG1I7Bcl6ZZW5bTRDWEbpeXjX46o2kOcedIBvRh3Nuq113uskYbTpgVAxL1wUg3sstGWCNJGTb1I2eHd2HajaLpvCXV8D9qET4thm5m39geZ0n1I/DtgAtZGpaROBzQFicxNonY2jEe6rVaZS05mV6KHiVT0f8Uu0t/9Bo3FQ18XpWWBjmMNooIuXhZlZVMJA80vn6er06H32TY50cYPgm0DOE6fV5fzyUnDfRDtSKwWPOBdSdx+X7hZKhh8wqAShKKJ5D0R3JIiLyowZz1jGziZ0sEpFBI1iysy6ZT8pjorp8uGrBhl3Eog1VvKoM+x0mytkObKP6xEdysja96Xd0o6+MQWL58aiAFVZPFWpQRyahSViM/PsSsfZ8Nh1/4j9jGAFXfKAaBcQdAjdX8HsDh2nGHcgjgBWdaLEijlK1E4fK2ngtljQEnsdYON1LTI0I9peJgydZJmir2VgGQQIJCzKwncea+XLskUDzJf5l/5yPCNBSjEeWjgDEN3wMRzuSB8mVeMI6q5G1SgI74xen8dWteqT4P9MMWrv8AKVNvV1x8/5DpFeFIu2quIDjz/d+81HCv9rwt4WlQgE0HSDdl/O8IQHQUybUpWXchXwjpZ7XH9igfo9afZupe8BcI8GwRC+3EVY8zpQtURWLrtf5yRgvSZZf/GG8krJJmh/dP7mxMoWswhkZQ7AnXfvInu2AR6bpKMhfwLodmx32gAfI9P5pkGggd2umIkDoSPKv+2LaSEjgTHCIin1vsETQr45VlGGOzVorNvtHoQQE/Iy0OggK5wOp02D2oxXh0mBHNRncQqFjLsYr91CVvY9Plq2HZyStgyuDgmP2U77j/LrHa8i6V1XxPTMGTWOllO13+FGJ7zrzzkBR58YP2cVfOexuxHWvFrW3I4DBjVoShVTi6KCmOIV97WVtgmD3J0yj//BgIJ9CHNdbLwh2qJoOaSCYXOnn3KWFQ3NGxbNpU/DLciOBUBRXUchL9DA0HOGhKoRxbsArawLMIYK30gjuObZAb/c9IXVv9EiNAu9ahikiMm152JFIySNQWl/5L1xD3WnjyJ2UE5KUv8MSRM9GH/XQRLVB79kxlxhwDiSbWE8leV9HYEJvJlhT7IYJfghcC1v0kq5hLKJ1n3CHVJ7K9HxPVrU7pcbzXuORUFHW6ngsy71yaZQjODOqmoTJwJW1jM+1bQ7DEoHAB3VMb6qpUPebA2a3BkVkVFOcDi/BlOpmNmZR2JSCgQTHr9qHfc7VT04Ym3Fw2k+7N8hZUkD5ipyMEJ38WUlwAqA1c0sdfTHBVSAdzKAPC+LFhzum364L5R7hyvYL3nnCD62Gf1IJs+/A37PZOSVjsbLL+cH1PyImhf0dynt4/QDGp56k4RCNAT6cRdlNj67HBp12FX6GQiq3b4qIg7dMBfhdl54Mcw1m7i7Cnuj25oCLWhE6iEXlAaVIWi0DpUgILQrqCvwhCbMCNwJlHK7v2nU10R09OUkpt0CQI/KgLe8RR41uuHfG3Ep/kJN8jvs70HoHKL8WeKyCT9SiZxWVn7tccGyrD9gXNPJ4TtVVOV5H7KpH5JFjKeOOD7Tr9WVZFpAt61B/UL1XtWcq61cZ8uGdIlYtlNwMNVztYfMIVQUx1BugQ9ZFtZ0tLtLCJUBI4Ror2tgd/dLbyvH1cTwBoICLLGBYVi5uoJZo49Yu66agvmcvwGzWd1FpnTPFECwo2wCqzuPPDTX9gGpShuro6Lx43vPMeuahYnmigPlXCB6qkzBeUsU877vrwVsdaynphmANWFWD4Bn5Z9PUdxCnPBRDuMtvAyKI5b87+gWgma7T8ojLSqxOYSob6KXTYTb4AIXGHH81oJrwjeqpqphSRH/6IbKPUH+aa+DGnx7s9nKfbXpZKR/50jJWzzR7VYU1D2WbQEzcT/iAXAr1wQQYsWCSfd6dOtOiH+h1GuA7dzBqMOMn0F9PqyUabwbdLqPLV6nGowYKbH6pRUI0BfvwM2VEsK2Ieezj5CRzzZHTU1UcqTCt9pjoUIdrYP+m/lsLM5dxdy58H4hGK/JUggvDXjpdBa0Bp60aERZHSD60s7OD7ToyUkj4s4JL5owWuaAdErMbTYa1s4pSrOFD2XeKB6sOBW1uIlv94+SU8QCRQuJj6seW3fqfmkswkQJMulLbw1UUSf9axl8bDxv2QHifWu9vvy/GtfOJiyPg++4JMLB3CxfJUHwJ54CSu0nphjlGaLN9kHU9WwIiOTDMwkNrFGyEo5kfgS612ycs7lDYmKPfMx04z40NdDLst3AslvLFPmCSl7/Z8PQgaFEfrVCmwFqLNuq8586EItSrfG9VerB9YWv4U6Xgymb3speuboSP1p0jEP3mQYHPKXaEYrTUAaLKe/DutG8Tb/s0iwVvZ80peBelpKgkPrzEJVlJWA96PqmR60JEorJsKmC2HiXVXstEzqfgA33WPkiWYoqQPBBAuItjVDh7LXORhv6rD818oCSHpRAHMkyd/ZeYiQ1BZMwIBHTo6JNU+2z4waJUOWtjn7x71HiIPkR2k/C11Muks4tQKPXb25VLMCsitQsBqcA/pcOFPE7YDLkY1KrvjZOH+qBoA31b4x8r0Bbhteb9MrOt3MNtVrfQiEVC7LlLIUfBr8gUiGz3Mkacgj//1fkiU0DT4DARssWW5OJ7uEMxqT1SAoDHQ5qzyhQwr4MR2Bk2Hxv3BzhtXPLecNymupRjK0sGXjP9jNZfR+at45iANYXwemA5CzcjIlgJv1exMxC8zv1j1eY6uO3jAeb+b07cpMoqzOtktZhCaYO0gMwRpoFlNXt6CMwWxvnaSihX2jQnWZFpPSnpkTpgZzkiMxQ2JAaeiKl34OVzSYQo4Fhu9VuJHgbS5fyFJurfxUpdvdE9W9TsGobWOOYM4O6yp1jD6FO1tdRCgoJYqkBfyfc3vWWWO0OUrBxrQ62kSRrt6DOi7YqC+KWfNsk4CDIKuVRsuAFD2dz5zoVfkYWyoRE7ibcry9DCgKa5L527q5jTwFhYVInXSrKwKc4bWJzGCNs7UBBxhqwt3lCTZos6aNpORl6+W20ZTgfR3XNkWeQBAxI6W6UI1TAFOq8EWkWrAIywSeAw6Ec4rh1DZdLT3SERYqPdRJo7xaypLBPQtN9y3u5QvcfWzRWCGqViaWQGvSMaFXC2QRbYJjM1q1/OSTXn7mNNJCC6ggk611MEwwIsuKZ4daFVagFJuao0kvsCK4WuYDsGeTFIWEbIsizwvDMhn7wfaKxR3hpTKq2SdWoXwuWDa5aZ7qPoTlCKaFJ0sYJkMyf9EBvPkOLH+855Z5amkHuFCRB/DVAgGm2FLUJ0N0df1gFbBMyw6ByEiSdzIQpK3smy7R/fkGabLuZWrsVhhpMEmWTizUfMog210WrD52tcDW5L1edgq0ehsSYb2gCIWN25zarwfX8EcFkpwetprraEN8tVgoP5nEQfSg+c9NdqNUYrrpkJoRx8AwRFHNQPCRwdQEsxmvQUc6CQZwl6mdSJC5eRbp7Q/tou+mBVQ+uwQjrSjmRGpnlGExwOMJkSTKgfbFN4IooSkZXAs5JjBG1sxYsvtYvOJqy7z2wTo1B06q7zdRCMJ5tRP27HMm0pCCSpIijbXircgcc7XFKq4WoauD26OHw6jy1FACu6xQIZI0r47BrDed0y2YjKulNsV5MbnPVIMt2UPJro0IA7P2+VTeNuFKg9ukuSlmcR6OFMhLQTlMRQA7D4PDCCPgqFXpEh8Mu0quOOfQuYLUfXR+wSEn/t6eI8oEA4AZOq0Mjt7e1XIGqw6RFAKoibPcuUJmsO/HTzj8zJMO2je/WmSeqfBn/U6dzOEFWG13AM6pRltB0QeLrz0yc1zCDhR1iRjHCrXUP4yyA74RWdJeoOsAEElqBLpyq2UPTo4B+Sc0GAwXap0hvKhZlDGAb+bpR16s8TEJSwgq9+wtHxbFV8bdGCunrLSSgZRngT4c7FIun3249WCAtkv2gPZBLHysqNRCJrV13L8S5+RVNY/Vpp+5+mA0Y7LCn+b67DJbd67Ha8kx4BXJw2OFp7Yo2CpzqFZ4OcFu80i8Es9xU12RNIDfkzcDdfueGSyjZ1aVUKIJOYi8n1MSbArQ9FHnyTrZPmR/fTEiKy/7neYN7OzD+hw7RovYb6zQiF84e4E5lVtY0qsB+MA2tgvEcOOhESmlO8q4skdTyoU1lheOdi8dAqne8gb/vbZQJBUNq8WzPfTCxxueMrXVKS+feRwZDcQ0C6SC+1NfKW/G7+tKxsNpZIwNp9YssS+yGkErbpHiaSW0IFzKKYnez0Um/ipLGNBr8Jbjfjxu10HLwsEWOHBWhol50UpKAM6SREnw9UGFEuLrbClg3H3VW9wqHufXGLfMytDMTHh51/x03+pX5+9wh3tM6BAMf4swMeDNqMfPJ+oY4leplwogd8tSexerI8Rl1gkRPFs7PdY8Bxwv854aSCXDDH62C0wXafOouqgziBoSB78C4ThBS3gl2rYholxXBZn2nzKXr+oxFM98b/IE8fe6MIg3SKjcDvofKUDlqQlbh548nR4FnrqCBkhO67dPHgXngjmzsFrEhlhIhcSF5tBZ2tPU0yxxHKUmQJAUdG8HWjUKi6aQo4yW6AKBpInMSLPX8NB5/wAmwnA//eawKOqecbWImfnVcgHtZ8nT59f4nd6xSj/DlNph14ciOwbxylJmaWQN0K/lyHLQ4QiW3tO8KwbZoCDiRz1Tmj6uujoYwO+6yn8XfKJS0V8hoJ8r7mRp2NK5A+b0V3APrqaFDfBqaDT97aVWnLlYnDTiQ5UzOtDP1cUvxEYEl1+Evr4DkxWhjy1D83OR5nU1e/DKrncVqjd5KtHBGq8dSvSVLuePUp9pedgwRzfKI1Xh0/2OQdyO2J3fcad2Bh9YFUhRJq8O55NkTASDfCZ5ogSXLTcryKo6aff24PFjc0QI0bLl7ioM/MPhbL5wAFT4QoqhA4vpnDOFf0zxRQGcSVb88dZFAnbto8+2kMqils+HZBTKl6CD7l1oG4W5XXUKKknMjsDDtJZH3helcUuZe1XECrkRH+k66ws21wlAiXBL1ppHbOZT/22ai2J1/4yt3gNTw4P4MOfe/faUfXbPh6ixZ1BJRNEYiq0smd15ul4FBTmVlCCXHDdT+FWl6cyoMZviBhddGj4GHM2o7r1GG6rHMYbO7mDdecDrn7l6ChNHeN63qJXBg5GJXeKUXS6fuB2g8r7I5Uov5JUL3Z0P3rI/FmfXcBWPh13ZMJSVoCf9ZIyV5blgs6L4KPQQNxz7R/GKfiJfvr26iM3cijikptksHmRvdgx+sZwkbGpeJ2fpNERO8JKjdZ4CkroNxfHMCut+JwjJp8p5AFqr56YrYL0ToKcXSZGiUfnHnlqC+TxEj05NxOl4Ps0KChvVC3XPI+uMtyt/coQc1ScVgAXddMEnLGEoX2F2/ChjLPaqBPhPlC17qDin9pwrswxaeeJ1rsTTTOsI5COAECEsdQvsW599JEbsgDuAz6B+7yWCheIlMAhu7W1G4DnOVvZgiqyJKhulpIjd0nUn1+HGt7BwLdF46dOgXvxDu4adVG+ZCHZaaLpRY+bJIaUK1cXVMGf9w5+ZlGtgAlBFDIHuWLs6wia1ZC9toFEKn+RLSoK3Ypgxtz4RpxiqJJ+9JQ1f4tXQKpkcJmZ6eWGCRTOXirfGwJkEe0lCKEeHUf6VoVm+9TRUNngdgQZoeDkRO6t+71atelOOEBd+QRHI6eI4wnzFHD3Oa7jM9CWGlCyTS4YJiZ1JM8HWW70Z9vNK/zKrY2Ak4tu+Jj872JpApHf/m2HrW3LKuyF/ZatHA5hPKDnpKAUBkIm5gPusjK3qIV4u0WUsj8OoFRDSnOG/WR37JWQMcEv88jAcj+2Ue8GwsBzi+evPfaaWnYTBl6szj5/cbMuSM/hI6+o+YZondLQbCFubBxRts6VOj6zxAliF68tZZppCmZfx24NuhZX+95HzHL5WyyAUzyrZyKT5958oV0l7pjGvoDM88OXrY6UvyCmlzgT/We4yalk/Tcqb0dJ5WBlzRCb7OJ7TJBgWIlAvR0AYTOLi4hk0y2nwElGiy0CJroMph7bWJyMl/JUTGXsEvdIncWWyxUIsPUL3F7mQ7GumyMxtYJZ9jOZ85XKqQpnJvkKYz5LOb0D/OwldYZ0lqnBVRTTTrNkTttsNRpxZRwHIFoCBFaDXbhTW1+2aF4tncB7RguuEiq4TKtrC86gKkEP8ljVxDFeLlc0IlOmn6GzOqC0hcLO5epcD1B/eYw1jlq2sYs63bFxXKhnr4UYL5D7QAYxUgGdeu5xXf6A7JlOljF2Q04WsRrw9h0yngFQNryPAO0OrzDkocJYgM/Utlwz9OhsgUEJygHCaPVQqCpQaAyiAhGlq1hT2dboNIWOCG0yDIOJjxs2xfh2yNby12w4CUAnqKLAN9aBWGXGjlDmmBqyqeoh1VMRL4thICmaYq0KPfnwdJTqAayvU8NYUupKaaeQ00WgrwELjE5QskTLiHVuSAgFpmt8dbzEgQRUWxUfSgB3sRACEKHlGbbF9wxMB2G1I/3ahGiAjyCKRskyugENxIrRZiqAzNQHiOm5rjHl22Wy1Tci+VGIwe//ahsBDpEIQyJxApQr0/C3P1/cLqAUlSAJf+0kkAcvwxMD5UFjddaike/UUowBspMPU0VQlctNUB6v2XyBQHYo1sXGC0HYJhKmywPfqIkVE9o/Zm/oLK8/YMGka332ZnlELXm2mf0QcpkiEcNBlcEZchZWYs4fPjvRer7Y4ttZZnLFaWnLPtxB7TUiUYjD2CtOkAspYlWOzaSOOHrJcQlGgH7u6iezqZNncaERIQXEGhAPSW6l4c8YpYC5Dr86emznJJFUplAIzK6K69meA3kVRPw5Z1O1eddAfwBzCke3pKuhAJQvbWqadUZDjslyF0/vqTwuLKy2cEJswFXr4/hGYAq2gBpoA2hz0tMAL5Gmu8Oe+zHUBzYsYQCr2eUy88CZXEypCEZc2ZmnmBTNJUot5sm6dPO/n8iOYbs8WFQvU01R8dSmAU0DPJlEyvfZNZE5T8X7z8jH5WgJuDCJSGkQhv6uhZtiZYzmd55dZUI0eHPnCtshJbeGIyyD5gF6n8qMOoDItxzb0kdxl8kqtKQQNonFS2rg0uWZn0jLOwvHNUgITgm/hSgH8TkEag93yuVaWBj2fm3oW1DgekY6zaS3Hy7g/Wsrjn+vdEZbSSVP5ATS9UZioDw7k4FlvlJ0O9GLRWUe70RjngSWsvDVRIi0A9APdSGTSMc6alznDuWBoXAG5T1a8vMjVHPyiNAN1cu6cdhH0usH1NIKi1nnLpEngo5HrAjZZtcFudq551GdM2aVIvrE/DCk0p11uO9O9yWOWKvipXDjVfPzpt2r7e1DpHxTOUm7upGlIj9H9bOeA6gBq4eZKECCUYihSqSSYqhtZmZP19yXrBBQZ670+OVqzvL1sjClWGev+PkHWhnldfT75XrUkGI3bPZoI0UwDylq2mSxxn4rRqLZzKZ+lCTKdi1E5cb+kkbizL8t9SZBgDVAgqa70K9Cum00dCeDxPXsjeGsqZ/nugv+/SusWtDOBdt44CovaDEHwZS3m1YwG194ffhyvCFNz2nwp8ePLehj7wSydFW9G1c7Zse40kVh+gb3WtljZVgqbQ2aaYIlYa1GkOa5QDKgWtHMIlZxR12dfbFzk7LxPzstOVnJFpuKShQJQtMMcMak9KWs632P/paDXkF5RmUs8wDejHR3MI2uFxzDrHDWVFBRVpDPABM6r3mZjMyPPw9X7eFKj6Ywg8wvYAFjFDN9eevPaSR8wjboZCVj3qcUJNXUOW798NDzzYGyjyw4SO5xRcMBMvz4qyIGHqFKXnX+3vLSGFKvMVQrQxhl6z0rpybkklYr/8mLvIBq9o9EP6JC5/CK1dIduPJeSulRqGJHfGC29PGRo2epy/pRX+spO3JCi+awyO5RQZ7jWjHAXqI/AThcgOA/sDpoOgPnaGbstzBWXDOxKe/ZMbSPYsWjIx+61gpIEvPUxyTxXLmzE4etJthsEq8VxgT2A4f7N+Gk9S3cHnyOLIlEX0zNAc2uyHmwioHeO2GNb1aR4DULhBX8d1YuC5lvbOf1r3Z5FWJgJB0RYTRKh7r+d6XqJzxC7bDS63cf8LARLFqKiXgb4rjlaVJ6CUbfNyFRCv1Sjyl9RJ/3k67B1j74acr38sfKIcE6lFft9xLD17+Izc+R1aUH+vBoKDpthVOXL2Zw98Pmap9b9I++FM6vgP2z3tHV+8TiQ4rgwyQu18p22+tp5SgZg9TSCLLzlJNGX2PGL2sgGjEalAfN/ft6D6hNGa37ela72sGuld/tkm7u9dn1C0fdOHBsTN6dnGqx4lYWPhaheoN9p2tpS12pxhqYYkFF/9lcz1KFQrAGEyokB33zUqlA0IO5UZZjFxHxMrrlIQy8/d3YLuHOphOyoOFZD948XQ4yCd9JEVOnF4cwmL3JGdafZscjo2NpTlSnj8NDFSVcLgC+hRO2z/p3Drgmn2mUF3ya1ogXVEB7WCulIhvVbGw7BaaHZ3iF3L/Lz70CeMMpi6WHyB+caQB/eWzvwUeMMCNpDGC2gdxroe40gX7ExAvpWn2L8MX2Ln3AnqKembLazG4q8cjPeF7iZi/2cQPauJeN83caKnNFHaMXsa2teODYx8HK+odlMhdvMpav7srtWM5EuGm7NiFCBpPl2lpopBTWjLWt8qgiNmqn4NpHIOUDq/TKZuX/J864OziwTD9ibvcVBFLHTvaxVm5cvm8BrRggCtXLYcYpXuVpP0Xz7I74g2ZhqM5ZRT+5m0yvJlZof2r1DhD1A4pnjSK1v5mf9LWQ56Drl7PGZ4uc2Aa3fScoRhG1tA1bn+5tw7ATR41kBgH2aNOPKyswezFvWHY1OLelFBFt5h1j4dTIAl5e9dlFoEcAtaDfGahf1M/OXCLPukjvslPxkkr9QsyS4TvscxiOw/TIq9374dyYAesE8MapqOM6PXsqYzjsNsH6oKEDArKus+IE2diyHxdYy1361+XPlIw2re714eZGlojMypSsmNWwwv12yLfSqiNDKJfquL/AN8SCDOjHpO6TiCAacKRepatgNLMGrvSAE/MJvYbRkmVYHovTQzXxRQC2HF/Nodi9jRyIrmP6K/HQV6B5ouOeuP48tBvymSIslWMObmkOx6/Hg2FwVRH9ikOEYUBN347c34XEbfSUKGdExcX9MXsLYX8HdUSW3yDEFeMfSy/TGCKC7yPzWV2VHceummMNHzjmKuDgrDKkEVHBRRqoK8UqDpe6wDT15+2/wXMJKDxlM/iPkBjlgEEBzaB4yiWKAgVSzZTnitnayBVenMOqz/SPlihaIcsEcuen6umEWk7JRB8XXCa3edcH1JMvPLiV/3jE+OgjV+4cG+d1LuZPitLhH1By85OO8q6grL48ZZHjsWpoHz4+K+fIgoifQaF04fkHYD4JS3QmjPenc6EH90WtIRN2a8rlWSJef41o9ZNAefex06olKIJ503u4X+ilYtYGTwS8h8h6GPzBT7HBVTNqHFhYU9OEG9kyZjcbnIfG8DgY06H2s7UeMu4KIoz5orYTVpxL/3pBYDSZAKJTuhOPVlMT8XOEs35q3V/QoJD7dg4mE9LEFANK0b8tTLBCKvQUp0FzZ9+0q28+URZ3GutIzg/nyn891UDuxRZhvMcdOf7OfwTugpAfLr/v/+1/7XTbj5X+V+KrN9ZHI99ONvBq7gzs+yNlt6EVy9eDe9TZvxe9Hodd6wuxRgL42eZpAJMyxd6nWno/J0kW/aU0ksMXEkMhvzPBUj08obp1HIDTOMF38AC9pV/Ol2e8JRPwRoaDgobijJToJ7n7q0K4duAkmIiEabkbqxLVIYKKuEWNR0lIcsj3fMeyhkq1ykKnhtqkexFosVzV3/vs4srwe8W8qBZR9dHkK135L8r1JZGxLXuuJSWDciLjWHlY+rprWkanrhCT1HeZyAA4MX+nbsXczD2skYIvQrHQj8BDevTKk3dgZvE2IL3lUaFEKZiU/DslTcQ3ZMAfkz9fj3qwp+TGMTD2iCskH/zyj1fkzeCQnRgziEBTwdiBrh77iVymhr2tTmQ+4lvvKuJl9j/qpi9rRbfMVaqhh4KLk+aP6jhNc2jX13AD2h1kesudHsivDCL4fkhEXUIktrL64bXVd6rJlcBq2TLrqo9TOe06mXgV7/yS02pvSDPQEGSTW4jvCW07u30UqHQqDCphjq7mV8j7gSLlMvr+4Xb0wlXtMNe8RCgAglc+7ks8HKJj/SbpiylaTJaUw8KN/YHVm8Gj4bx0ur44V7mkJzFu6pHk7xvfi4zqlhrs4sfjcAwX56dOvyFpVBei7VRwaK8JKonld3lz6DQNzsmw1voXTlsjTzeVgFTHTCdJ+8RFM2GwbkpktjfOAiin/Mt8b0RkkTFCSRK0pSnN3eyl/cZea6faTQlsO4KRru594ieheESSAo84NjxC7TSRbdCtC13sDgO57MRbdC5EpsKaisltx3zjSLjIEZpU1YnO2JQ3WY39rnGBT/i2gOYMTqT+T2Z3ZsKJFl2LgWFoLOn4Qn1SyxFzXIU6CCGPECBzQJtSxs903OSO8b5wTJI4rq6hW75sUM6Sbeh7FdGgRcF/tEwkICGiYZX9a/VJ4iSoJpix3qjSJ/LW7z2zTx8j2t3XgAJ5qmCuc8edIjGFeHAs6vwnKNjwzDJH3Y+BuuvwZNfKJq8xtysEtTUEuDMMs+oA0VSUERwVF/1XUwSB+EtAJg+4nKgKRJWGWrPhlWUpWODReN+poO8lGEJDyWdS4aA+xxrBrcotQFGB4px/CoYeeDDbZnUjJmRZ+niYPMR6AxGzOtEL/t3o9vbtdRX2vOpC7eXmMaYrVt5YHjaArF120vTOhpX5ASucqtcP+XjnAT/HfeZub81ltBWvhpKg9KgNDShFnRN7XR1L+IOZSZqq2E/cSKzh2PJOoRHbz5eZ26MoQLNYKTaMDSGhYLiQI+5FoRL9+tHEU92N7BBzUQaNbiVznFPKGeJDL3KAiWob4SK15ZYjAO1FlcIY5XsHXgJHZTAXMSXGN0w2rBSwbHjmhVU5636klCNXqGd4ziAvVHmeTpvFS6nxbmnc4gsmoyX5QkTRwN0qqyUGFfbiXYpFif0DAASuPS9SU5L01k1rx4NO5NWrvAR0A3+dTwxRyoGtrpaBV6zNbH0GEdlAusZKe7InLnq4WqsLejQTeGNO0I5PnzAPjaaTkI7Taxlaj0eO1eeDCSODD/U562bA60tDP79PC9PvcHQQaMzyCRoMp/PbqhXhnUUVzK+udhO0DfulOvaGJlQ+nDAxrLqmEQc+Y7XNnQ1GqUqSCx/n14jfy0ZOPCq5b6O+XEIJJ5JPGdEnXXNO3NpBGDOqvVCdzeB6XdnJ9hs6SswxWCirIpoeFUrsJg/8EsA34Yl3xs1lazh/v+LJUSSoMuqQ8Bx+J07IjKJjpB91jAaXC9UFhsv4zRGg3I2o/NBz98S7hTTdOYcsHMHVxWCq1m7cfAl5aLr52N9ojpF25d1mziFafDFiD7BdgJWUiBgy47UfJGG8fLOcER8drJzgBfF0RsDEMQL/rD96VBWrvMNDZWM5B4h3AvIzRgneL+bEuQXgQssNbZ38+D0I4iwUH+RJdijX9soMrkHln/BPrSP54kdvak8oWb7fzM5pEWFOisA9o+mu7/bB+H7yONgsK53FQiA5yt4YpKSkSofzGsrgHP6sCBU8BLWtDLXVCRHsgdgnZYJB96IXnzC6B37+O5fSwFiM5GsXaaoIjviAnbZ4nIJSamHNkF+vQNvsLXB0jTJ8M4MWk+Pjl4ZNLgK7VpK4ArI+9C1Pu/QUQFGcltVEeV3xZ4RqxOubA1ULU6jUPRrDZS2z1K/CG5XjoiOQBO3MVDeNlfBGyMif/L4kjvqnf1tXU4gtWQHVRlKXEV96K0DiRicKPSpUprhsYBQXixc6cnLWfRGl1xa+EnDGiY+U5x8DguxtuA6R7tFD2063ihLP+J6D3KiNgbwSPFPaRVMgRVVB/yVb7g1waQTCYi56VXnAr8CnLcsC+k+eh4saQ2EuSujQKFmf7dTD6KzLLA66XX7jZVzMcPSPYEDjXI+ZEneYAEWLW9ZXgzGRy0pF/UuEZCQSO2pZTBkr8FVm1vlE8xnyPCvSC2zRyGR+R0tSWoJVULqF/g53VRxfXozL/wjOsh+SfeSvBQTY0NLr1FRpwAuqJOZuDrDn1AbOaz24l5VsNyDprQpREefdypLRtceGH1p7cBUCg8r125sgs7xtXpHc8uLMj9QEMaBsIHXl0C6yxpI6V9p67MSrO5Wcae3QBX/XEoB9G857s1ots7wOdzmUq/NnCBcN9v6d/WuTfJfbGAKHflx06TEnlBsDttnLambEvxzEi5WM44deQPIzBA4oGDDr0yaW24LV+whxB2IJVARPXksl+QPBsqGmKE1ppJjzKuGsmJtStiL7JrYLH4PmZYpOaraOnC+nq0n0GXN7KoNSDCPgVDnO6yMtPbcw5n5MMDPgYRzWjfPdLW9Gfcbfa481thyV2GMtTU3/iYzDI4IMUSPffluEVA30Wz4QVTO91HeTOq7mR3HAjhyPtsRdasPfglDbpPz1e4D2lfQB96yBVe4VCpoV/IWaK0NSelXUwxc1qTT88wa6kDwy1hreqW9jgkmIAtank0hA4gqJIXgcg6HofWtZ+Yr/O/tcILh/Eraj1/aWfQeiFlMV8vFT5qjM7Dr/RzDkAGzr0w0KGEs89AOV/W6EZJOVpFe9jMT5K/zPDr3AwljWgllus3qSH5giWcGCcX3IjAZPQmGdo/l0e6Akwhfgo3677iKcaDsFZOADk3J/0buF2olGT4xLGmrtvlSbf9aYCUyeHTzmz9otkHWxBFLVNQZHQF/luJloH+RWc6ZAZDUaqD/xTsYNjXtVtiwdMS22iQoVMLoqQKvrFVnfSbztKew5ouzMbUmxhAzHSsjVAOOLWBgfwzffYaBSDraCwsdA1n/nzBcA8uCVCkg8BwuJasfvMImozYEX4HhafSmrpy4Sbha0NzmRfM6IZjfLSQIVagCMdWrklnm7hhDUGX97x4Uq/WeriKrvc27VzUiXQs/sqSK7vLtmpJy32QwRIXLGujXOzWNC3EhgqDpYworxQa6po67+4sgYIn8frUNT9R9zPZyihcgoD3XF2FQgO4ZhaHlJKDVcuzIqVWX01toz3fTm/W70eFldBo4AouKun4kEjE0eutMgq6EWKJcWuV48AhlR99NmOsSS2u0Be34phVDQVdYuBWOeGjdib2KkShHTB6eWjyBY9inq0eC0vwc7u4sACFZmQh7L700fuDlZXv7OGOLzBud9YK/kdPzvSNuNJFd2UNSi/rYheE5k/v0oRRnP8tL6VC2PHwsZ008sKYOLEcQld3PUWfRiRg0Eo6GW4N//XoYEfslm+TVnu5xyVt+gkmLjtpIrBDo6yuNBeR3PEdIgpsVWmpAh84J19IVhiP4AeOBYcm0/2CG3hkrw4AQcmO2O1Qri4TUu0njAwD32/PMt3rO8pNttSeMETfUZdZf5Icx+1mBCfs7Fk8m9hLdYOuYzN8Vrlw9m5oTZeDvKkDh3ICltPwZy/aNgKOKWmlrAWJVNLD2GpB+BbuyII3fGSx+6hjGfK38tyUUEiSX1KF7CPA7EVVazL3cZn7sEKjoH+KgcIsh8gQWFf5mNgQqdHG6SPCbYI9IOMSacGm6BM+oEAFYj4msd/3SKb0g4W21hjnzwzAFyHQFhFdzAqxvATZOq6RcL/tt38nC0H694ujqMRcBAgmc860c1RWSnjcApd3EkA+YrVf5vhgprZbFeP19c7X776wgoh6LOdvjikiYK5I8nXgpujm/rP1iGRTo2vC0XgyIO0FglBRiUn9/p6Sdu+EI9d8M39uwKlTRH0B3LnT5Zh/ndarQlIy/TBf7gRdQJTeKRgRbTUlkjysr6BKnaSf+fXjsasRBwODhkoz/75v0bfL+EnrZtxHKL2FsZY2/bKcf/okuFyNSV5VTU4l8QFFEDjEM4vT30IRRZa3CpgB0Z5JL/6JpANJG0pg/cMRCk6d4g7qAA2v8t2t61fG16sqZbJYhsUzUAQ6J84CAXoL9K33Gy5VGIr1oilVkEY2UfDYge5Rxf88LUViZBTp4J34yemzWDRB9kOz9Zg3xMKDzeDCP/+ccw4tSmetfOFzfkMly72St2XiktRMyIIubM8JwOGC4k2mM1RXP6QHx4c7VS9jjpEPIEHjqz4VR858aoM/p6w65/CxDMkY5mcyxoFjk4vapL9Gkwzh4joUhsk6+TsymCe67rBNMY0LSKMBkIgQCDjHy5CPZCdtugF6N3i907ypXY/N67TO6JjyTG9fFAS7XQ/fK+BYRYcHNnjZKsZORBXR8Sc2ypBkiOCQ5SQUqqQ2NVVAvGbUObNliA+RFhBkULbBCV/7Kjw47XzFieg3QxEIaqW7oLVEr31AqYDhjQ5BSl++O5ZrLGGkRFGmGMEwl2NHXSu5xBNuftvem1SqTILGNJKaztdstTc7HW00YWAFbcwfHC9TLEKKsOm15O7rIEt/JsS6kxT2EM2khoGcuGVfg7JoEK8YZ2jyZPaESKJKD3OQaqHuMwSpdhyDTrAVSV7drGjNBK2CCTwwsiqJzZroK11bMmeVJKQP4uG3P/QtZAVVwUOIizGAgT9ghg0Ve8inQj1AYWBcjLiBjAFiRYgd7g9bPlSw/b6GLX9918VO+JOCIkBzjp0a5phKov9fA9wcm0OqEU5mpaCaSOCJzjcesq/OS9PKWzBUPPrXt+zz3rcPB4GV6P3nJH+fmW4E/2++kDAxJBqymj4zMlVdn0WSJMuZ35xGXXpYCq49NXYvoZbJNEljUVzUhFyLzDS6O8GBqrxM939roSN6EOIGOgloJGXcF6De1Vfx8dQVlsdlEqnXRN3wPgZ2006tycQa4jTMKtBd7qrBTZEZTVAdOkRc278jPSlSyY8uTK7oNmrZS0ZW/b5hcmKIwGOOrgqlt3S86SGRJNWDP/4gc27UmWcNMRS6dbEdeI/ppw0lqPikLe7SGGVL6tf3WHbEnAkIOfy8hJlZqC9ApBWnQEfkG+MIOAKrHH4ZnILA1K4948FHlAJrkAC0ujsAZEJ66H9b7O5ex8QDfcTsnmgaXJFHg0Hz3WoTD5YuB3xW+pMEEQCT+vzwnzhOAzLsfkfZBy5yq3QJbixEm12VN9PjMqZ5KAw6QTvHh8LwUlxYRwR8dOnTUGZmYdZCRBVyEvU9qq+msi26A013RWllp8GvXygYrR7B/DCDBhs6jZIhFKCdD0D0NP+g0bCMCMCx7LaM3RvQokWu2A9cfcTpdkSU+PPzubOkrJ5cuQzTOlc5WAFWl8n+9gQdAuQrw0Fku1zHjpSb40cL9Kiqm3abH6gpHZ7hJNNAOszGvJUSWL7HMjx+htr+WyiI9hA58y3AvwhYBBlCrPyIhDklMXZmiAL3nn0nwu+wxwjeC9O5O94IAUI9cEicAjXtFohIbVzCRIZ5FScnCZUtmaHNjNyNUecFgkCYZnMLC7JC7ljBeuz0ZXxP1CKB5WS+FHNwwV5WfRsApzB3PJjVw9ktcc5ZbcOCj6eLUekz0QVJaQfKQwkIDIbTHbyhRXr0MUCko0mFVftZy3N0A4EPwOjNgPLKZ8Yi1CjHQOIgWXg6ZhE7BrEmZrKfe6Xf/9zfaOYpi0fChnkXZ4xC+A5oF5wDfGnfqETdp73WDIInl0dkKwQ2keatZGQ04DOf07pD4H0hfG+Z1VI5ZFXXDpWq6f4h/E9j30ct3SAWs+Ztil7AJLNs6pns9kQrm2AUCh0om5fMyVlQuqO1nqmP0dosTdx9akYWg8nVI567oOgBlMCnK1fPtOZIPvyF5j6krfjlBrAgidfOPMcVrHKT/Z3E4C6UBY3jkO7k8yDZ5TNB4Y6NRqCiUGRoQSy3qriKWzpS+d+IYVuNNcdzgTQXu1ncQ8cw0t+5CU7zBMDeSCReonfzxA2OoUg6O1cXRK8oF6qdeP0lqj8GimLGQfBk9zn2jY1lJ5r9Cu4HBdyLFX4Xhphne5UtTi52wn38suwGJG+C8nMVmfcKMOGpOocu25zt6AW3D/y+2hkDtfXgMk2/QNZVCO3ke4TJtZkFacF2yHoV+AqNXjlFlt080/KnI3qBh7GHHIqA2fr/QAUezYLhQaYSX9ayiDWJJtJx+uSzdG5WbdRRpj94Fc4LEmDx9L5EadMdR9wAOw7sQkahBv7KLnt+TIOnq0cGOROfrbGss5cugSSjdop4rBXq0s2RrG+nFo7zEF2PEoO77NxzfuQI9htvIEfOOS9/PZXOS4RXCewMLSDKbjaKviIWQCPusq2WmdH+YQ4MqJSn99jMQ8nkWDGDfPivwU6XkA8QUsGVosOPnFM5zAsDoFp1Hd9/8HjSzrpnOwGhXMJy8cAYiWOPEypvpoVx7IgqMOmfOAqmXRIri7SmBhmGyawELMky1CUrPUjrjhO8jyHqCAWWMd/W25gy8o6WzlwDI7qpsc2BGO8ibBNwr6HV8bxWr6VOrwZc+BKCVDKMD4Rshy7hrTVLDN3v8vSQqoYUwD/A8DAHeCBt3cA0EMCh/RGEwHSRdt6soso1d3EyPdQeQwABfQO1LDMonvdhemmDhBrJhoYPtV0+m1Q0XJQUCZgII3Ig6NsBAcvNx6PBMlIrY3ymfdg2L0p3Bdbms7wFA/uKQIrmc0/Gj1Yw12C+I8AOory9WwpwREv6yQxpyCzkuBSE+DBb9aBx4DQrF+nfEwNmvV8ITts3DnKngNefV7MV4DAtCLoHyy0B0O9O/q5DkCZlXqUeR18QZhiG4OD9iJsyLC5VbZWujOR9nORTWbawXs8F/8GYwLgGtYuo9ChDJ2RmfcW8TMcrVSp+XesyQY7EGVZKgrp0Cqsw4rAE1Z+ESITjovAiA4Epaoh2Cx9BX6ir7HPA04HWX+Z6UHTh+Pg2bVw0jzrxilNMEgWRitMQ50ZPurlfRuww4diDY/QXeJBFwaIvSi4n6yDmxyQNZyfuSxLsrglpHAjWfGckZLBQWKhAjZ/Ck7ZfpVJ1S3yZBra91Um5eI5E9+HCJO6Zj6JwH6TmDyaLmrnNZK3XB8UWbygyGSLvZ4XHIgJsgSKWMx4jqdqYvYLG57YxSbFVkipjIPxE9wkVV/x2flSzuN5NIHnbXStCdEq4+aZ9cgf/w3XvWrhK3ApxGpaykwBpBUjRrJJ8Iw3aGGE+pU4zaEsC/Iy8AuofdimUAszqWV+uI518Cga0HlkfjY6bK7O6zivzfLopmR8TvkdZ/vkO2BSKQbq9kAb3kopmML3qsOxhRs0HsDl1biru5wjQFewH3wq1o4GsLDIBSIoP9WlJ1495P8uiSF+0pptltROUAf25PjKIv/nv4snIASS7ZiXwNEOREa1DIvrZ4YNQH2e07OF2PnerAyG/2DmKvmjJx+NSyxGK+eymXENCLy/3Sa7F8pWEcWMeD1rUOWcygUe6jRBdkcsTuzUccDlZl/AnkPU7p9MVdMwUr+8qdhzjwerZUAzv34OS18CEezQxfl8IdVP+8VXb04D41cB6nypfWEcc2wHss9jJJNf5mIP7lJqPTETexVkqUhlmM8mmsP67qXRmKayMpPuYavRF0DjNzqpQ0Bm315xqxck/XeQZ0hkHH97xqb7e8C8WfRGDl0AKaaQdZBvexzyq8MZbuUmrH8TVCuqhxnlZnapsccU8oZjV8J7sQQj6I7mW8w4RtkUVaJreUA+Aey7NXvQgqMDNaMVoKbBwzQAlh5A/ZAIDpzsPD9AF/iX0JPhQovFCzMYdz/D+b+2hbCi9JtMMSenPrktYGEtoNG6Bn36J/XCjmVCQzPW1a1x2rhz8/FpnzeVZuht6loIe8dPUaVaDk8wA0Ht583OHse6GfAQMp8X4ypOC64QlVOgjG0tu4iULzGBC4s02w1wpkvUbrEokiFqAdW5hggIfsfmamzKARBAixWQuPx1Juj3OgLcDUrRXbFcRJcYVoDKJKikaDn7haMNaTio6re9s5bdXcsiqwC6Q0Ua+y+qQCipzJSoy+f7Z+rJ1eYw7SApDPplj/4R02k6R3OVPjYAqnAoMx/o1Dj68Bf7AzOeR1ZlcxFaDxHZljZVXH84YbSyapPLxkZUp9jF9db3iORKjKmBLGBp12F9ajHodEsqCZ9O/rfeeFK1sXE7bjU+JUHmluipHli/p8TGu+ZD4zvyDFt3DAQU2zhr2w4AXL3dQXgMa0NcGGfs1nc9gitRszNN7tB3+NkYrrl6l8h6zq1uhDvvvEfLYKumbMAvGFk+IjU07MCkdDIXkl7VvhKZZrYmGVmD7OngLGfxU5LSusRl1IUu61B/+yWvvPxi1ETuow1990mzKecmJYbpj8pQhioac4xbDOpsB5q78fxQSukjDXclmDjiMw8YFcRWr8QHsSOklpLAzW0TFErBCmFOzlWdKUM3+MCS99rR9VpHS9KfFqqQpbjqNcuIjsFQu5LG0m7k6MjaH+E+7tMAX7LuoCe6Ib2ZY6mDHyAeMjjofX5sEHM7NzRSjVrQy0Nv0TgypuvxmjVhfRSBLL2SfXBJVUJCat6NuKExp02A3+88DPXirjHX9ClfuQVcrMikscoP9WJEq8wwZSqBxHLxiMSjZUCI2Tg+qwcsaPfc5op+ZAejMLNoeDF8jkdJhCw5iWqcQF0SMHmy9+O9AhPRAkzVsmycE1gRXab4WwknqSn9i2Ej/4PcDU66iwHgIgED3LFcrZNUBbuNMo9uG8luJl2U3jolkloudTZuDvHUQmTUfYxQLCGUWY1AYFhA+IESbwz0UKZNmnQhjQFWhhFkTmC+ak8RB2S3uMcYRZ7m4cnKQfeGhuImSJsxCW5ova2h/5V9G8pG5iCzT4xVyLupWaij5oE1x9kHGK+pfqVp0PlclEZiqgQn9TI8S2XSUFcIGuFv2qUEF6+xLbb+th7gvVhOyEDOrE8Nku/pojrtqtCaY+zo/jEtQsePxKPccJMcD0mBU3y6axtJAVpRvAGiBUBP/Zkaio6j7P1EFusqI50kQr/rleJMbH2ONigXuaANRYY/cZWHTLGbFVhF9UNVW5xlEh0BFN7ffz8HZc1piyelj/CjM8+Wjj+d4uuo19nWAh01GxDggv04ljAH8h+CSMYW4sCtZuvAOlqCi5bCGOrIVwRchoMqIYFm8QfLlgCJi6l8+EBPfK6rCrAv4tSEy9I5BtucsLFK+vbjJUaVZV3g0ZuaB3SRkeQSBa7BI5Yqt//s+lRVCZNFY1yQiE0I9kOLSB5d+338UNAv0CV+HH2T9JHQhQw5Osb98sA4vgU375WKm1R3CMEf+EOsrkSXUlJnQ7YoJvuWncq3UQMEA7m+LQId11UYOQu0H8wL8P6FVilrEkrqczqn9FIyi0mjfR98piby4HADE0S5eOP8MfNPsCuIU2Z4tCUdAS6HXjymCzgTDjYgSoQ2R0VBRlL7UaGwQ/bRnWpZlwBS6xx4rFEfQAA8J+IigE7l57Olxe3AeW+P8eKdbm3l0QLsHBlafZCBjWKByz4qrvpfhm8QQgTZbFdfxWW4FpgMdUrkrrNRc8xcdV3e8Md1q/MdQt/hCbyWYwxwt/yPxD5gV4UqMQhAhG8vL/9zmIO4jjLAEL1zYi9fxhJpIefz08v2FiSz+W9PHP1jJes3B6VMrMi7As5Dav+a4SoakuD22kh7Phpv/WBWhxBR70bIKMm6KOdA/IoPgtgDg8+yGE59hA6+rMpbMXOMNQqNT9ycbabAoShqeYsdwf6CHLykAQOMesku0aySbwmgRixSjCKBusVHd4BHXADv9U8lB/STNCuUBURY91A+lXp1CD1cQz2cOoTlCQCjMCkDwnn+PXi0uRe27CRuma8hs/hUX2eMfN0bSvWLS9emNtusRuW1kN3rWM6hrERI0QooyCE3Qc7HX1hE0CGJ17PU7JiUbK9o+z4Evonsw1mfCqGHfeFVCaxDQp5e9v12AQcyM5MeicLJ9kzm7BoIv+vfrUVhE0OUfMvlKEvz4fUuyV1yn1H4fDJZPcCg0daoGocKqAlhzmgJ1wa2xHZrggdmlI9noHkUd5CkIso+GgzGDtgGmTM1VtqFwDb03Et9tRZhC8i2htY+j8JOkyGfwLUzXCuSqbijeyPpMVrUZnKihj6airVCO97iCHST+tkW+hflgxqlv+YFmx6TFSLwnbMchBWcBa2+0GMQ9Q7kvm/cLNG5kC445YQzyb3mjgu4q+JagJJ6cSB+bIgVtgWW/x9tlxs5vOp4JZ7qvu6WniGgFtA1LrXIgto8rU6Q0EW7ZW7dEPEHYNYr6LUsZX7A/SYJOl6lA1fL8EGM/wh04YapfBEEejGmplQGroyJI3QN/O9mmUGbgkKYCpyBAr0xV630MKMsgGARvSv9W+8/JKtNQvGrw7pzWYlmdMmJLLNG9pY/ENhKy08bq4RLB3uU0GW/5A00S+IBkAD9g0TRdlpjdjRIAzCL2hHZgBPjnNAP/GKc28vNHoAu7Vc6hQrIHXaB6sdo3k/33p7kvpvrhiqBPBG54hioWMgbEtinCFLQHeWsaGWtokWv6JxCMUoMOFFIUnhNYpqmKc0E1VlOS8slgeMKtlYzDGhfWi6X0oJU7gbXeNhr9KjDoOcmFEowMZ4Y3QygQHAj/22i6CF+AWZGEbeVWotG71CuM9nyEEFePg8qtxbXB/YGzxulzaOJokGhKUDrKcyG4OhiEweiTneY0IpgtwbXOoq1N+x25R+34Nxlh4e8wGPm8ud3iM5Ta6lJF3rL8TgAPQkHuWSo0kxEuT6o/iF9xHNDY/xNS1SetaSkIS0V4m2QUQSBD0hm/wwxEJtJxayfkqa801J6t/gKHs3bYfOODTHOAAGSakMonV0Q8fvqdZsroUmGj0E4SR2gCLwhEPB8sGOe8yFFZRyoaTri7cYgrUBNYZrolzVrw/QnZYHVrsJkFcyNLV3OF7m04TqyS/hykWqhFxr4PlgEt6l4ldg22rQMzCsJKQAAh5Ag90txtcTDj8wpYTKUIBIQ9GU0qMp22Fi5Af0Lh5wJ7k64e9eg/rXa5ExuMl+wRwtwsySo9pAKoAoZDlQYqoNd9LeEX/+yHMCXRUXanIhW3tX/tEABzD3SxwMODv7b/K0xYjH+LOGFpmURXjwEx0HGfujPY5FgRGN9UQuojhtCc7xB8h90TWvzUcF3dNQg9a+lMUDnsQnVuE8YPujcvCzyJCXwVGUuo9rsyCWV6WhmBh1luRko24yToNTQlDIO0f834pTdg06yvwqv6/8rxOcROmmRN8quXqk70+HBlEG3CZWKrw+meQQ+z87v/+7aI9sVlSakfHkpjocQgSOlRizBK7fZErz6zb080RlQlRWgdkWVA7Q/cbXNgvNLZDFgoKb4wBlr8lPLdkn5PRjTSTY4wXTsAEBdhJXWaKYYm/D6M+AXh/mxIZELqHyXx9CNJU7+oJQ5CArvc3gETx9V0NqQWZQNDLkf1gwuqbU0FuuH3n8wcfrXbwFDADwISQCZqfW0HImtXc7BnnzpxJkklD+xSKaajrIGwPMFVEUGsTWDjMKQDeHpF095CYXwkAtcS3AGn9EWEFoesuxBKs3skfelhA1HgcVLwdUQyJFN897l5HqHLbkb+4DFbS9NLd68JX7hJKuV2ZBhRKvzvj5rreS2vw1EgR7TnXEo+D1CXeZxCV5wCIOzrYYY/AI95P8hSgOYpe6OfbKiExdvenycvHJs/sj9qbKUqhhtojYtl6LalK32n7cLNwSqRD/MbNYeOPaitbbKXLv3cfiw2ks7t/iKCe0SCKSwfJV1gd+SQW6uTt0w3Zl1r6OzvWhrNRMqgElo5sibm07FkJxxE1qd7/KjtYJ6DxwwtAKnL7tjZOGpao6PD5RBRwZN0Rr58WrQ9lT1sBFeD4RwuBigmQn2nKKrdlR4Rgphe5RB2Xs6l3EBo8AE5yab/N5lc8JaY+Gv6InObHyAw36YkDRmEgk8W8P8ZTiPXS8qGTtAhBHtv70OlL7Bx9W5PR7rkkbyl7vZDRMmk1Tvm/ukSCgRm+KFwNsFVHcUg6oVUgwDT7Tn75VMnZvWkgn/F861XPTLEFtWsug4kw9MHbgi+PiV8VR6FlqJEIgcJiwC9r3ZQmyqwa8fUsnrrZnYwpKbNigEwg25lgqy9E5E9ClwfjcgS/mDIzh74kn2rOWkpJb+YVOPMKS4rmkXpExHDKMuElgCTbE4YZZEikioH+ZqIJ8tNtCfsz3Ef2AYhEFPD1+mT674Ilp1pQdwIntEqZGx6sn0E7HIVGJKYCAgmQq6Axe6rt6f/oe5MucMEs2iVNRI0uF3iJv44XQNTBO0LtipTX7jauFWuk+Y+m3trAWr+oStTKxKrh0ZOdd3YVOGACovyX0cAR1TACwTadGyPOyCSXVEdUIC11sYGo+SZyEqv2MbQj/XlsvMV3JxtyJEwLIZa/rpNNO8WRQa5cR0imVgVd9WNYoP+5egpCiVJu/HyiJbhlcbja5rJwgFMA0N4r0w63kMNC3/N7/cmfoqhlIsC8dWn6Jn/5MCC4/+edW3O+vgaOQttgvv2OpzgD8GTeyUDIWpdnNnIsZrZFwSkPcmfXt62sheWc7Hj5zFuFIjjUPgWG29KpjVKFXSClqG4h17tftaJiW0CZH1ga4TxcZXgpR4txnt4WdB7l3sVL2FHTVlxo7Sas8O3tl0dC4476C7Os9cC05lMtRfuRydOMRbCa9QDuqKjZx9L9GbckFt5wgzuHn6VdWhXLt0b2QYZJrHMElWYKwrBr2NeCbB8hRVGvCA3r77FGvKlnhK77yWJivKwmXqOpw4nTuKNUoBEdpI8z4yoTeep0NxxLOwui74q4jx0j/ZmsLdV/HUZkfW8+/rAU39u3phdh0JtE6Rfgf/7xZGi+o6h16h7BG551drKyz9LGfBHcV6DUI5j9XtiuZvahrYQrsfjHQCMZEjg6gxBTO5o1CDsFRsT/0J84m0wXXazB9wrNJbRefbDiUzJZlIjNTJ4wAakJM0GINmBOVH6w7v1x7M9BQYZ+m9obGExexD9bOSJbwPpcYrzyfeasGd6/DbAjMJc7suw+XYZ0orcmTafruhHXfwFRkl7svRZh1qtgTk9xNKPA59i1o/qwYdasL9ujsf5Yd3QwFFf0AgA8XTCEvthc/+o3wgs9dnRWuMcTEMzlyUgcJOwPKwgyi1Yzp6+q7jQ3oFNc4qAqiOoxXt3af/DmXdV7DKDFCxb+s6VV2H+3iVn2+2tNdjfFa+xNtwm9jg7FfTtxeiqDgBikHrcfl1hd0vYOCSxeAPY0e7KFV3OXY5kFNtf9wE/Ni38/DaVMtZk3zr1C5CQs6Fw8cvyr9ouZetyiaEgomskyOg40Nc////VAAAAAAAAAAAAAAAAAAAAE4AAAD9////WgAAAAEAAAB54QAAKIEDACi1L/2gKIEDABTHAYp0dBo5AKQOAAyhk68Hn5KbofBVnB1AeI2GBcHnkvQlVXKWAYQewxPF1lAszB2vk2nmA01JA0sqcjoGi9kHmAGWAZUBH7J0XZ1dz01q0HSR1742H5tuDEZfUwz2NU3k/1YAMNsdhFqHDX77FvdaZVd+6wbFG3ZV+Sy2BG+oXXqsGhn88MWXX2G56aiVO46ohJtBHDWe6DemF/hA44lUOvpmjliGQ1eFGfI8K9TaSoKYJ4rQagUH0DzPH0Lu7u7v7u7u7v7+7u7u7nB3d3d3dxzHcRzHcRzH8T/knr8Y0Z+kjxNtOT2klsbHk9bAhzyL/7GOZLxIcVDsaEvpH5mDBlXQEkuaMnAmrqUW9MGBN4LZ4gQi19pxBRgHoMdQNxZCOgELEDrQWg0PYE3SgLiqPiBKSgOKY2Churz+CyTqu7kuVlyXlxZH23/Zo+CzhX48GiSF/6VtCFgYFr8XLOT3ZjBUX3BC3o/JR9xLiRU+GKcF1gScOFo8rQNn+MmK6/LKboLOteZSaJb3vjVgmo1+WyKZ0z5AdoFx11wk91y9Llvdxc7qRRhEv0e1/puOua7rZgsCFPW5uS7Mh0hG/ykicO9c1w1zXbeK60oVcd3Oc90qPUwA7tN13RSu65IIe14qxd35c87vOeecc36xEFTXeDVJnq9a26qF0ZeDsEbOGmEsq2348htyXLJR+CBxaz5SJYIft2JxLaFOFwCE1QOkXw3lRQmT+pwKPFlmBD9+JRMgq3bGjc9lxxyB+LWFC3d3d/d22oVx7knfGQTtnYFM73S53vnm8J2M/r4ZYlGKhaSf8qL6VFohj/Iwp5kHwv55Nfyp5V/9E6qrC0jG/0ykaqg8cf/UivWT14t/loj76RHwn1OI/Pe97wHE5ycHjN5/qpLz77+/nGRg+UbSu4Szen05rfvy5QWo3xUZWRaIRWLZqc4uK8uHqMxKxhBo/vD0slMfmyweh8WslFIkA3m/GutHzdotDcnKNEbZuMY4K+Ef2StEZXZq45atIQZHdnpUhWEYhv9hGIZhGIZhuDs+W8QTU63LWAagWIw26SrOUTYY+2iRFg9ZQyWGM6EVr0HgEr85UsZuCDDESyIJxUo8UHp393d3d3d3z2JL4FqMEd7djTSK0lMoto6KOeF20cC+uxDVd1bTxqKopLEAAdF2ggzbLtlqq+h4hT6yFR4VrgdCMFuVoTkfWl1W4HbAsUxeucpHn/tBOXNUCvd+aGgZAWOInPee0CGToZ6Wc86ZOfl+bpvsoNWD4kTNwtqV1VmlnHPOTK2qHNV4Iufu7+7+//+4Qf/vVPKq/P/bEc5ZnvE2xeUuFHqqpq7/adlZjio+sErCvbu7v7u7u/tflTAVicie4yP3VO+151rwPRSSgrdCUfFQK47eKoSEnBFGqBKu9pqnDglthRBcblaoIGUOna5CFyI3xZy0lEdE8hQVoqbi4kFuRnE7jq1GdhphzF1cC3KGON1TYqDJTcgwPYUsTG5Obj1z8gXDbsVg8AYM4f0zowKfqVX1zCFLwMA+yqniIUiayF2FAstqPPFPNIkf1XjCX3+ltmbYA1V8D/U0rdqeq28iKrU/VGDfmUgmmwSFmofe3Wg8L4pyEBoPHtrEUTfO6WUaJNiyitoHD3205+qhGaxoV1DD/FQcNVoKgWz+WRe/WG/U7u7u7nNCPXV3d3c3lo+MjEGZQy/0tDglaoDh0AstOzUNAe7dYG9W2GCF9/1aXoDCfVZSpN6vft/362wRD9W6lAEo9sp9WSOMYTVo0iA91LumGPybjtFFXrc7CLdvcYbaJccVYKIaT7xSWzPsgkg2557UGcg05UVtRnEz3GDd3e+7nGTgXV6AvvD7fr3d/Z4t4qFalzIAxRp+q9a2amH0xdpyn0gP9a7Nx/6bjtGNwaCLvL4vWGMh5HYHISCuqqF26X1fqa0ZNopXwLkndQYyNRFOQssG/wCWbA4dqrkODb8xohJ2ourotzd8uhITjybCyT0lZhosESAq0kO9NdIm1sAdSGcjsH5o6uhxW8D8kuCZJsLJzvmx/+/////////92Hdvb8+e/b0/CHDQjoK2usOOtQ4UBtd5zJlu5MCkO0Ck9hMpQW6TlKhdEBikYSJtehFQsGEffb14xc2dO3fnAlvfhqiLFjBFovuZ9ckFnqZfpE77jwJU94tm89Mk9GXkIXHIEA0c60ExLwsZ3zmH6cvKDn0v2pedJjGfwxYjv9WjyfkERcrKOtTcWXcOGOUF7oZlJ6fpkTqemRIBqKyotH3CEYAWDR3DWAEAYjASbFHKEPIBFIA7BwAGRQQACV4CwIBGAJjUJRDgQDpop3QBxu1usvKbJxRacAvLSIGmOUTFlnX3aae6Zwir8UbnjXYH1GzEBLIycKZmzfT0Ph702WEd2hcm+I/8YK7ErT0a5b/m4v5se+7uflfU6b3Z9j+E4QBfV+3BY9QNzm5SvoY/hYHKAuluxzmr/eYM9T94yql0Hbq7fC3azBa1rGDcN1uWZXNprYDu1K0VhKhb/2ah8AXdvZDjhfL0kAkr1t2nneqeJ6wGQc4JxwibWYkJZHfgTG1OJ/mqn2anZnntnAw94oPZpAl6qBwN9uH2cnTOfUFsONwpMP4QjMN8Xdtrz1ArooDsO/TPyqCQF/RbQjUcgCo4IBdT5nlI0D+K30p1RtbKfoNhwsSNV4rZJm6waUy1oZFKmWfiDjONSTY0PSo6m5RWaJGKXwcsuSbumpk+WdB5tgBxiO0hoO54lva361q9l18nTNJjFXjZuc2fNeR2CBbMtNVvJdxdS0vvt73jISEP+xbgRMxiHdVd0C2iukU1K6ztTy9H2DSzBsOOBVcq219d0DLfpnlI/J/fWAaOT+UYpp6c+2XNnhvcNWXb0Tn9GwY62f6YWhMQZkXwz4fjrYYDg8dC8fbCNH5YfjYpQFszOn14D2koPWXzWKD39rXM6sCawXEHt5rK17m3C8dFnW9R44rmfXPLMDab1krsRLYALHPorgp2um/1doxWdQj86UGkqYLHh3XiuCXHXaLO/h+0OCV2xKZ5scPlS6jrsSTeR4NlQ6gOw4IEV17UlynDPpA77ToBB7RP4bdSzpC1ss8ATsQQnYkhuqgmz0NQ9v2EiRuv9Nk+Nss4OH0q0ojFWAbWQcBwN5DIXoaswCho8xlh7GjAuqYB477GzHMb+sj+yNzg6Pp4YtqdBFamtdNLLoPOTdBrYKZakcwCqMEBUMjq4KRAdQZfT6XryI0ACFxk3RbqK1jdd7gMumlj7eJO5UIyNYfUyk9cOyO8JJg8hzQxUn152qnurQA2iHW+OQ5AsxYTH3t/mRo3kxvyxLlvJtQH+27in8ZL/JdO2468cQOPCR+c4j8+ohuf6PzJyEf/pxM5ty1/JtShnK4YT0z3XYcMg7Snbvk7/2Jo3Pp1gbxBgU7h69jfpXtRZluwbcXzvostdzy1iC64VrXbwQV0QYb0WxuC1cZO95W2ObZVHTIx0nOmlNJ1Eh4XSZ49RKr4PTUGJ+JUlWhYlMhJkXA2RPw4iEKMfc0b0cm/F9381ejNn4+OyoE16c7dlH7OWennXJZ+4/Bx6d7hkEH5UxthAYpvb2A1+nu5MQi5qXDdTLt8Lup8izWvcNwHXbaxeXGt5E7EBVu2h1wJe2cQF/ycA7vdSU2IQxu7WMY1yjyrAfuUhsxHwZ4dT8Lvv2Qq4jTZ+Xm+7WR11V07kTFnnUmXjocdNbcdHc571dl56XjtsYtt8DFrvv3Zf9b/bDPeqctv9HvZEgx0+yXYHzdqkhd9ZShruWL2gXbQcoyEYI0+ksGcFkzlwy1XMngtJ6CD+a9AJ53DJPxUToDPwGt5lxvMEWEqvz7daDVP9NcL0hwkOM/eT9EAdPPxgrXcgg/mszyVN5ekkcXOYZjFzCKZDHbX8nUbzLFkKs8u+8uFIjswU2U2thpKnqxrrsxswJTNmAm4WCb3LRNrea8O5s0NV7u0+t2hXcxYKk0wPSf4zLxQzOa1/CANyim5ti9kPudgLWeIg/n6TeXloX4tb1mDOaNN5QknmnszrE87FUmX+jLFmY4F0ynxrYAGLazlDGOcPBjM77qpfNwA13KFSFw5PZj/6lTeSpEMM7kjOTbe7reWK8pgPvyn8nHjp/itfJ/XgmsvF9bym/iKMJiLyFP5+q3l6TWYJ89U/jnUruXpav+OF6W1b8I2OORkLYdugQaetAfz7JLWnNAXMX/Z6Y2y3NWt+YEti+aDhjPA1YN5u53KMe6HORXNybpypYQc2Mgx2UKYtfxfHszL5mSYyZcwoJnf1vLJWHQ+9DlJ3KQz/G+PhdfQJpTZkIk606HUcNjFdi03GudgGb8gD+k9mMfqVL6Wgo33Ra3lCnYwz6WpPPEZlKeu5TPbLQqo4etaiVzLz5dTsiFKrP3TvUZycN1EVgfz4j2VB3cJR8Ba3jN2m8oRQeWt53v+qJXaQ3HgfDBvq1N5r63luTCYn4WpvJev5d0ZWNuH6EtetaLWp8adm8FcMaSuae5cY/kUMO6hh2/lSzjAzN+n5opbGByRTLaTApzNxXdUJpzkQAi5lqvKYHbzaPMi+8VaR0p4DuVKDgn+tKnX8rozXXTCVO4Q1/LTNjjnm6l8uuyrVo7kSEoVyVE9bJEDDlFGML6/rOV1amYXzlRuVRpyl9Ou5bP1EU/VqKgXeq0hr+Xz3ennxL921qdkp2QtN0iD+XG/55FHw7IJnHYON2hay+GblvvLVN6egh+scZmGVp/epnSUCLMO42DEWt4YNbFmmMohx8dZ5tCtyyKMRNQyDauGk1/WtYtDsjjO2XreOZrqull20Mn5pd5rOTBMrtw0Prp6kAw/PY11jG3kQzxhHuFAvjbtne29g9K+wXKj7a2YSa/XVoqNRxYFwb6f7+sJOHbEai3XAoN5lJ/KmftvLcfe6Pj9XLC0Ovvw2RjMuXQqb8s4wM2GE2v5dR/MZfFUXk3yzp1XJwWb7LUJQsTP7GULuGgZWdbylBnMYeYG77ebqrkNma4BYV6wXcuJIBPwrRsNbDwC6LT5wfxXp/LWTbeh0+ZGY0lsYr8HLiqtCGfuYbAu3dySVvbLhDIZElFnRjrfEqfFWRt39lr+pQdzgDqVN+VMDs4AFkBby01x6V7IuitIEw4Gc3gQWraWJTKYzwxRHBZ0DyWPBF3L7cH5GHLiIlZvkzPZbrIriJV32yUnkBvf0WBOgKfy4EQVOb2WD4SpcFtOyVq3Nm1cKl0Wr8zUWo5gg/nyxdMzcyXyPKYM7w+jE6OaLokwgx5DgjMNtJms5XcxmP/lqTzaBEV2MFPJbKwaSjaZfVHQWq7gbo+rg4GiFIfWQtNT+BspZW6xl5dhAGQYHr0jY6H4ju1CmY2Ma7lxNP6un+EIkYyMBJwZvgR3ldsraLSAHCYVjpFfZgwrG8IR7jaM+8mMWumiXLs4E3gtR/wXQeAO+pwo2PAoiLT20xgprJpKLXvW8tzExX7DdppueCtNuT8xXuRHb8eH7cCdtEs4O2/34CdWv7FeiYvpOAF3LVfakjEiWUFG5XkqR9ahdrJgdO8Uanb3bZO1vD3jQkZcJnUwmHPQqbyXYCzW8pY2mDPaVJ4ea/n57X/sbhh2FxDfmrVaKwBJDNtxl/GFx2truZ9Txs0401ReGNklAKqdomvftdtABPzb8bLVkLWXATj1TGt5dBzMsXAqX5kd1YeCX/qLKScbGNdyxGc5/fC8Y3nFwRK1WGYu87uWQ46A9BYp1phnx83HNavQcpup3AIG835/NlmYW9uiDbqdzz/R/nPIsy/Boq/longwb8mpXGn+13JSejB/2amcKUc2EqLKNKwynHxZ11YcyYBJOvZpx63lFb2GxPacQJI7P67XlZCbbKLR7PY+8GVAF6xulHrr1gGaeyNG1ISJtfxLJ3Ta1OiQX7oIt2ceYy1fiQuXbBOmm3R5cm7Gj4M5CipG2yqyzpSAF+vO8qgnmkHuOtOlZjIo4hTXreUbAeyFW/cmFG6wy9wIg1ONPHxvG8ZBM2NHMWt5vv/7yXpvZavLiDQ/pPuT8bDd9tD7rQD2szUKtUPJJnvahDIbh5DeG/z6CFvLD9Hwhe6+wTgBM/OE0LmB5Mv7guLJ1Gp9epP939puYd3xWg6xtrX5M3D2njPpBdHgoNu1nAArb2Xvu515LQjsrbdZV95gHHqbeTBIdksusdaCypoNImMwqAxWDSdf1mt3nI/6oyBsLa8fqyeEGuQ+EC7i2g8ye5xl+ntbbMRgCsyOB8yNRrOzsgVeMBxCTTDqlC8XMLt4RzYOgg7m+oIawTQefdIbux2xUzkxbOktxAxUNS/BwruWx+kac66wZdC9rFmRO9ZGGe9lt+9LR48W12Pazniqtw5DYlOLLhR8ML/P0zFbPoSnOMbO9CS52K2Sci1vL45yBT2Y39KeTDzpayac5EDEO9mBDwfZcV1grYM2HeFay2EWBGMnrSmWp/J3NHYL7gCGtQiOUWItv4jXRhrMYZMBnjclg9aM1ZjWchSIlG3wwY6hJxcRcEquwWHPncyhajlOMGNXDgxxUirX8i4PscUwwbZYDYv0Wp7Sm9o1b0gX+lti5wS0aPJg3jcnA/m2NiU6c2/m7qkcABWQNQmeuNxygDdb+qMYp7rieZstC7TW0vH+L2VKzUfoTv2VvyVs4LxuyWc1Qr/8Bxkr0p4knsoTTrSY8Zu13KUFbDkJkyy8zzOcj3hz+B5Lz1jaopMst5wLnmFNKZJFMjETzW0I9vygzK7ltmjht/050m9F2pF4RL9HJHvb5o5248FUDguPCl6RgY/k3UJqKieGRCxz9q3lNli9bDNytX2bEhzwzLC1nP/x6G8Fdn+FWcSHTOKSjIlY2aeCMKPSnERtzuo47XQtNww1zJjhlAeeTPmCZx7+MyslznfeZlJKro/7mGccTaVgjpWvo3z+LsoGrgcXVclg5t+cyzmU05dHfHTppv0rmu+lyBbKyl9BecFBcNNcnKJdy+Oz5SfecRfYb+2H3KuMkjrFlr9ixk+Se/akU/PnGfJTxSzNWn6+IT85bfn5fO2Ek+ycJLWMjF7H0ZS/b4meJpQt8QAzH+GabZ1a0kV9mXCmYyLuZLmdBGv5VU0SVEpviubHvKoI1DwHyfnMTkX3ssxGsTmNoo0kXXKBNXTMvAzrp51K0qV8mXCmQ0ATgtdy/Ee3FYU+1XrXsttGsxfZLwYbKcFzWPF0bSS828Es4FqO5UWSPLdIpCiGGbWmg0emtXwS06QWLO23TbI3SsycKTlroCRV4EYpysa3y5whHXNe9Wu1qJd1EnTmzgDOa1shFvuZQzHvMHBXwvdFCXN2+zgP6UoTiK6l+LQAJY+bERNID8CtXZVyF1URn3Vc5N5VHXLQwdx1Fbx2VXIaHViRcWZF9hGHc8CZYtswNOXcGuSEY6sKbjcqvreqyNIqLONRZk8cMLZ65MJ/r12De+f+LeRMG6emnQuuX+UQT+zexakPB/Axyhv0hF7SrDdkkWfWhqlZq4FWQ5+TDI8Vgwa85vF5q4PmePSmecEdWYirk9PEjrovNz74SzHH52+c7faBc597F5yuqGz+QJm38WH74OzRe5bDBwrW8tDgDuBUBxPc3mVKnxOtPQwHvjR7G8f8fc+E2GVEd8GmWVMT/EsDl7PYMa9+4x6UqIumK3WXMdJ/e9OlbaPcls5V2rZn/ibKu7/gjFY23FmgG1jbtgN71e4i8LA9PhA+5sqezSNLk/Zx/RYZ3OFMGFodNGjvLUZsU9BMBd8uC/z5Fq09ayb0lo3bQX5cr3NhdHzhWge95+BG4Pypj6N1wJqrC3uxzhprXJfbyMk8Sg1BM6AAZqp2auFYhJOymvuS32NF4WphgZrRl+L9eYVbmK+W/LPbCmDPK8w6rADjtsI3itzLuo3/D6/ovgZ8tkwd4a2zfCwumue0ZsKxHD/wDEK7eSw0t5AVME1rJogVMKOU66YyX5O5neNUZbyztYhFqhUzhOwLx+X6ohvRmyLqlDdYKrb6HJ/emqx+GDaKmNmkpWLSmQv8As3LPmnUgV8i+Bhy2ljidXzeHxqDnSozltgckbnBEU9Sc0Gj8UHtJUYOqpk9P9DthWnYXSdD0G1qeEyGZ0iKTKlvRicXSA428sQQ5Y7JOcdLVcdQN6LrsEcWnh/R2O23N3i22f0kHPk7PFJzTI60rMdLxHlaX5wAizkQ8tjIxXArcqUVR+Pv8td7c/T7zMhdM04E4gT1hXjJ0LvPmo2RroVsN2gUtOqMRd35PoO6XpfTKmV5Hbty5Ez3zEjnQNvY6MHWWZbMyeU9JKfclrxObTugkyic21KVhhLPdxZG8imNMRS/F1Xo9B7MUZVoCLmFEmlRFZ0GN2PK6TlcC0NzyJqwSXtSyC7/ZllOb6lw+RamvzVdryHVdqO3mXb0pjNxMVg31g9hvJ68tnRPEYoMS2oRizfXBNplF3M3+s5/2sSgaS5RO/m3bg7TWjvY2F9kD73esihzvnH35uJXXr+JrGYO8gZOlWCDgHN7q6c8zdw+5QbYWBxxYd7kexBhwRgdmrp/quJukUfyHLNTcaxyQRsCl+5yf4YB17JB65rKTe/QwrFWneXLI4qbrdAZXXJCsvg5fgNVz1Z0bH1bRZsqaLkiMset7VfoRtpkZls0uzmVQWEX/cHe7b0Hxb/wkEfgb3W2RWvyyaB0KLB7MWy26M48H5Q3NibKDbbci+5PuWxLMaFp1CDPN0jXJTm4Vnoj4ovZ66c2haEArX+2pamr7bcU8CGXkH/CpfNecWlrYMv9yi7Ajsw5Bwtz7yyLdVMmsK9rtu8IF8ze8mlAoTbbYuvXAXyZCSD7QKC4+sGGP8Q0hmd/lC60lxgIVMlMAI/vXeaNA4wMyi8T1MMd3gOQQh8IiDcN0LF8yGW1xzO/+2jkHMDxhgB63VqVGZ173Fe9qU7fRASTPsst/5fJdL/y+/AJ8g89fA0Y/HGugyYetD3qbbCrsO9g5sL/kR0tO94d3/bnWkpVVxxdmeaqozYCejHk7+W+7eQtjEeXpR3ESzuZcDac7HaZFeKQ4BoA+sMBJnfRaFQNNQG7ddPAJiMg2AxeXkrypw3T8T1YcWynz9uQr73E3FfpnQq9/5Wlfh66UNFso9/AY4+8Pa4Mtld7ukdR0H0vywNLX7pE0dYG684WJyFvevNdos6MLwJvHdOqlcoexVszmEMwVyaTFJzETBXDFPmkn9V5ioIOSnOAFjPgy9R8wmzgvR156WtEOm45+C1p3fEZ/bJDyCTPVkk8c19zFHlR1zT10qjNK6wtWbvCVlZCMO9yB5vu6JzdFZVNT1/DLvp54CxGb0D9U+thbdeAYQZc5urQGdfvYHSPsofol1xlfNkHO8hS5oYrRG1fdIyvqKl4Njfx3VeSBlyLZhfJQ6834en5i4vZtTkmCzOCMQ0rTmEkdUrQgxia3T6TuYQT745Zd1gMTT+BuH+uvH984Y4G9xFdNKzJbdpGOz4BU2ACmjmdnk3sEcHcxgLM/TKFOiS4uG+a36iys3dT9uTNmWM3YNu7uUdbd5EZVRA4rZSRkdzRpWGwcFn3uMdWyNwmOYGTwo9InNQFpm8dhPqFuyLvvrR78yvnTPLbXWnfRZrDi2oBF3EHTCBxmaFs6d92KdZz682f4Gv/wnU/UvJaDRyexTysfdODv9bgIpjNv6Vrv/Hp3YN/17eL1g5VIeu5X8x+GVgnUCMXu1OQIb0Qyu4ImJ1XRyYnU7aEAk3neCYA143ySdcgW+tAfrAzMsQJks2Eye1TncXbmrH7YbhpQDfNOXSII+rJasjcLTzhH1sampoS6W7LDwbpG9HemYxfKIAJmL3iUGsXqEj7NL7b9tC53nLENwU48Xt9aEOmB5HtrAuwG9gimu+etgG/W1PGsiau3OVehoQhwTe+E0A3VJZk3lML1sRROyDFRUqssTwaKtT9almOGI6INxywp25nFDWk8va28CDIgjhiLQXclEbyqdwh8GETb1Ss9AOnRpF7KOwfN5fjdnjw24wfB7laSyenNcyvzLq1uyaW1oGpYRFtyPpRU0d94SzcbxnuiYhCany9thgT8cmcz+4jMbjuxJbQ6Up3tinhXOu3JTIhwPsp+ISTXRRgIla7saJWXIanwXq/Uy2Nmm8dzqkC4Yz8FravkYv7PNMOUUvdCumm7toyGaLE9vSaTrJm3h+fQt9FiUgTsJj0K0UPanp5W8LYeXK7ON32h2sRIsvj+wyOYx9cWEyhi9abnYrJzvnhMfObLM8GRZR9dJumeTNIc/+32pQ+B4N8uxvuaMj4ivfTmKwXW9keR0QjwKCJe7pD9tYNF6CZ4kIer38LPMI+7auNZRu6HepU6Ksbz9oAncfPLUt/hWo3k6zuxVofgRPITAlCRLm/vYZhnEDmbZjjRSX3K6GS2UIt2G12woaQbYaaeEIhmZgEV2tBn8HrMYDfP56sZwNPv/W7vQP4+xqq0jgOJoAEuCM1gzT2XAw7qTWhGPgmLXi8n7TOvswnkdbqhsh+PCmn4dltJInN9w3pHS3+e72pWx6c0asj/EZKGN8X3YfiPwuVPxIHQ387Umaw5uhzxxq1Uq3WoHQc70JBWZ9Bq4Wx4mjWupdFOfvWz0+HgT0kGhqzuE3X5Pfb382RU6MnrAVr7V/D2YfglF4LvR7EOabSBqmr0hhzlJ9cYHkmCX5XdaLFpVbmhis5NWJ8K+dauwpDOffEuJhmPguc0mB6CWtz0vVy26i67CjvuC9vqoT1EAaqK95K60ExJT7LZ0HVwg7dRlW8nXS3BDsjz4lziJH9IHUyKsfhqmM1xNQMOVOKL1N56Zir+eoTX7AWhzBaPX9V3kbwt0d5KjLKjJXXxgc7h8TTp64fnPouNRnjvFOIhWGsnaZt0YDcPR1OijnsUpQTp5Vd36ULbZ8uTHVY7kwgrzidzCxrwpzGe5noFti2ZZhGqzYS1t1mkZhzNJNpSduGNioGMvX9OjMxrug0WKLZYDy0kQwzNMf+u7+IbBCskN7XFKcWCt4yMbC9jlXzDnN2C4lWiTU3o44ZL4+3MOC3plHOoMbfmxqJimqOlZleaxrL7WhWMKX5LrwTs9f+GprhyMNzMyCm2ozO5HHcsmb8pUPTrLw3//n+7Z+AB9g7Bk02Te13oJkEWwONxWyfB9VjxKSFI9sgjdxWXj2zKlzuQoFvpKKx+DvUd3mCkXwU0SgPPnd5wkI+xBfNQG9pr5gz3egR1r2esy71mAJd9nqzcdAawqs9zBruJYJ76zAHibf4ZkEXorIxCSwpaN/iUYkXmC+Q3cOY09gC6cvNTWQdue0C4hitz7ZgyHAF5vfnJ/BzihblOQN9296itq4qELLdN86mwUhz8XH5nDheUVH93CsABTxdQDyRkVcWz7tKMGKke75geR4ytVYg63aRXKBt1yHNvAdam2dBmHrbXTo4w6rLMOy5yFoqNt4XgS2/brCsI2Mubw5h7TpPoMyiIU092/lRQ4rPGfi+aNDmsfUWwn6x3nDRLq85hPGsXZr6im4n7y2CgXPErw4R6xDq+S1iuqqm9I0MAM7QOA8Ow0+T3DcYKZMPsCSG9/rtVV79WnlFwDmq3AnfLzav64gw7zAxZJFT6UaCc/kpgg+me3qRm93vcqHGqd6MBlF0RLy22G9x7cJkvrWXsDhOvZ6Va0V9V1a4eA+k5LvB+qbbgiacdxGDdbjVjQY+tc8ces2gIWFC36ZslKkPForur8Qu2FPfQ2x3rJJILs+KnRFEguGKOW9GLazgTLZgdWfl7lLBr8Fn3mjF7U+aNNByZRN/sys4r7MKBg+0Fe47W0cmwJGKS5wzgo5L8toNEcjeSXw/aPFrRsRCFS0rqwxaMLNKTgciN22TB1d2POYQsL7j2Q52yt51Q+s7DIhhk1WTS5iqDDN5Ti3B3jrJlN/RVLvJNAIXfIaAUkG6fRthxfEWSglStcarcYGpECgLnFQTghvrIcb1C2CdJMYsOkx4AKHFPLULZ9DTC7WhI6eBY3MBmr6HPuMwWN27EwdU2K2Vo86myZ2K3kVF8xoTy9UDg3y7T2eD8wosbzlSqScwzDT7euurLnULz9dTP0C2mHVog80XqaHX0GELZubg1TQX2aWIuVw4DBy0NxMazJm2VBuzfWE2N45T2iOYJ9wLPdtrGnNyGh353d2oF5SWasCy5l94GtwuolFHapYUTafhtVYqOzb3HttZrubzg01pLGfMTRGmKyNnKRcQ9tQNQUDLxz24e7a7J8ydppk6bml5vkjnbSb0vNmdxaCp5Us9skFAaQpyM6lZs2B+8mlnH3W2rcGmVybwu8z0wWSkvBKSuYoPWy+WPfEaKheMpJntN9tdkqvSbTcbGxHK2ADedqRA98IS7GbCekRq5Dg6Ana75uhVQqjslRgVo4zKHDE7Rzv5CyVAbK54n2nGj8zLJkpel5lQmhBe7rgvqaNYDonApIhQmyN9g93tMt3aXZi2kA2xf3uJjXxMAbkJ6KG3jZRLnd5GMTKs8QMQdkHbEyDV55CoLn+zZOZCLcOxg/FPlZ6t0GtIKW7Xwrhtz3Fywxlq9jaUy2TjNyDsI7YUGPGFvN44HR8ZstRL2JEqsbaWsz0uVBfoWz5yapN3ENZ8cw7D0yYg7+iP7dZ1nqjj22FWbasVdgx7f3ipYsueIy16amqGG4Y9i0K5vJb92PB+zLPfli5wJJMjGrdtb71NuQ07RLW3dQLaEQnL2Ys0AhxwaptBZ4goIWwXWUZe8jc+FTyaHVt/QeQuitIFoL1xI7qJL1y6zGduvdGtt9+4Hbe/gbdgOHGlWd56h/AroDLVzpQh1hjME3zb2LXwHvsZ7Kx70dZCWHTncYH3Ww+nxxF97IPcEEOrBcb3KnvrhaBO8z6m8q3aYXvUlndrMiD1tIvT0LutDP9Ilvv2ymfJ907rDL+vrfc7u5/dvhE5WVEcS6u3i+y7gvf77qRZoFlRera+Kek+HGhEluktZDkZ/z1BFbdzwqxRuKcVr642qlzqy04KxY4nwxP6XLOoNrBNkTWkouIn9BsBqFzRdxg21nWKDWx2H0AG9/P5zp6oOUAlkoxUdJj1xH+G9GnBnNhdfM2FWtgIGC4P5w6CGyv25GOm5Dgpubf0Ya2o7CjVqocUZ4v8SjJ3JmN73Q6HyM4WjT1QHe8sPWWN5sKTt0D0GMyOfW3ArD2Ow+0LuCDpzC2icXnpp88VfijLGQcIzr6bbiQDdhNgghtY8ga1sz3FTT+2ht7khyRDvEF4Z/7wwDkxbhTOjT943UQOTX0w8GgLJNbbBYxMXrNlHgpJkE1AOZ4KztKH+qws4MYnXTu62rvtkAXjTcdKYW1sK6dmGkJsw4cEPQG3khy8kqXaF/uh3FvZNNG/wOktsBIz6ziHym0iwkSiuW+lMfsf1Qcr09+PMkG62z6liXxr7Ai+IxB2ykAjKrXD9aoppYUinAix94o3gKtyHLT83XEWo6WZS1Rhdl4gE6WFkWQcp/RtfSvfPp8TQnwZJGMF9MBvX+gdj/PBLuYY2XlcUF9E0zAlsXiYtaO5XNduPjYO1lbelCYLxofbpDVNssmDgdNkVDinS+6Wd9b4ZbKSEtweyCY0a2xQa2z9sA0udQ12/8lwlr/MHkdD8Q4xIL1SjxkYGNwzIiE64QYND4ZvkoDRShJo+04RRmqIChhhjUpjlxupceUg0+05TiVALdRlQVz2qB0TeZPJrZ0BEIdxNnm8eOJyZPATME2JjfpOyOehe4b6Api2tVZSi7i5cfubKewSbc9pXuZWXglZeJf7E2bgS72J8NhqPe+D90oToUqxVljj8iEFTLYsHjjuHVSvLSyWRNe2/A6zGJFB99/HsNlKh+fKI5Si7s8z+4MabzovT1/ehtRnepDIB5wMkAiTtaTJCBMvpgJIoMNNQB95y2DnPBnw6Ka8tspQR84ByzyRqSExa8u38S2ykR9YeObyLGHbU19DXlvsBMRY0ikCjF+YYtpj13kNOXYAJpWc+nHMy7JsZ+kA8WcLcUPHc8dxi+hZv++Dwfz2FEBkOlme45afs/QZ7fgkB3bO0MUh663b4fgIJO7gipIi/h0kyRf9BMeo20q8t314O+k2T7wiPcP6hvoTyOfqxzECNnyt2JLErpyhiJ6zxeuI7fc1MV7CDdmB7sKYc9DszkroRd6iukUERfg5OmQ37zsEg2adzf5OWOZHTqBZ5CjLWEvVt6KGMcHFJC78zuKYxS1zFsA9VSr8HXisVGHUz5/1bHdltvc3vKNMfuMRh9Qm+dY9EI5Jrez6T91hRqSLVue4Wza4iVccFsj/pxtvJGSQ3GanezXu98vKO4RMtGUB5CuwZ6vKBjlDQFpAIIFHgLyLCLrlZlZQ42Fb/rWjbs0T88KQM/KarXZrnNlmWWde4d1sP2tsKcci6bc/AbnZh2yR80DyeZ3lEh/q07rfi3VUY5fbBBTX381mvOSNxjDez1rVnkDY3luhP6vAEkcG5pAchbcEqyskKecQU9VbvJQrhrNf1mybH+xX3ansVvXIkiOfjQmgi5HXtnrQx954QWlkRAMXqOahShsfsrFir2tMtGzcvKs/3nGMieQg6cP3GWa9IQ1GlunbAluKwoYJN07Tbpm53ZHEO4R8HdfnWt1UZWykr6UEa2/O3md83r3j2ogEfCzxQnQI50wJ3h+ZpYQjoYtzwDv4jPvaGYsXUGNRoQ1Dq7q8F7Md479k+Uu0IeJkLLH1cpK9VGi1FHo0tlFmKzyAd6VlfCykfTCUwNDuClhirZwhaWG8OZ5lkBc1ALGFWuxwDrY1i0RV3WLhjtk5N1mEnYV5vDGn7W0HdoEc3Po/5IYT8LMIr1AymXLbrIYdf9B6K7bDHd0EFZhwTKF8/shzuGJtauwVx/srt0P4Ehs6HPKhIxmwjTcL+0X7jpnoTxB6Q9ZGhm/UhPe/EffyX/Hlt/UqxyvdqTpV3X5APr+U29UV7RBTT6wZYWIhyVvhRu0FGW3hC/a40ciTNcQWQKbYg1gn8GUcB7YO+8Xt1V3NXNiCXh6ZsSMBEMuBsh6pOnZUOi5g/ozQzyB/kyPd/hYP2xaOCG1QqtQg6yx8DJmMeM2AHh+ThmazXI8XRDs97lzDiP1+6x24E1WbS4ZCnCGgKNqCHcUKAIDFIUSAbtHPesWNLHfG6iG9IdfA6pIGEYCoKbwQL1AnYJYat6X7ZzRCuXMEOYIQnu7ktlAMarTpf4n7UovZsYjI3F+4EcpbQ12giEvRGlrQPvS0jfHds4qH4LlmXWlNuuOvHHIMf6Js/VZi6SuJ94ZiqvFSoZXxfkKT33Bcdh2EaBF12lGuK+3CnuoiEAa4m2iPOpS7PMZBh0WDTqD3qzY7PCrAkxOf43b/bLYkLNtoJ46vN7o/y8sC8/xyfd2mN5wAogW3SYzB0Zh/Uzo1Yd9Ux2VguEalnJmcUZOGhMiUPjpi26ZAXLeTwoU0mmVd8ySkbAXwm/jBFLIRn9aZaLxGrd4ssudee9WbnvcUaaLQ2uQflOvfgI1lFzRk4R5C6o3s1TtLw+zV3BYRHQ6DmDezOOJuVncIPT8/YlTYSp2QgcMcwhFhazrYkTfJ7ACyMhE5jZ69xncUNmWnAJ+bnK3k0Q/hKLNlWF1huvMuV3xmkS8frTnZh7LPN9+9aeNq6FSoIvPNmrb4pllPzoOE06Dr8NmEKh3pj4qcNVt8bSEw8X75GQ638wdZa+KsHWazNUbaicYQR5mbiDsig5nviHWAb3tPoPjMLpHBrQsENeQNYZnoxF0R97Ic0Qc/yH9Z0lGqrrnBapB0c4lU+t4+H6JsmE8VYjw3tj3dWxYcZJJ8trtoCbiwbrlZoLFlH6SCXcRmARinbn42wrzeZ/1NMcRR2HJcA0G+SaBZkUGaj6uZD2oFDcKAWesxW35r1pHwhPA1BPd/k9I8sIZ30+DVganItUmx/9oMZ1L9V/OITuuOGEQsLKfXa2SG3k3WOyZoDXN3Re6u2P2V3csvJEb3UGqnpEecgftcKxS5G2GFlYb00Qw5PLj8sed5dyfBZ4/G3YOEtSzv36cgW+TfbvK3ENihXEZsMsUapcupoHVsqhknAHVk0GB3wYMkGrztIKLB2T8dkbVZ6cLUTt7w2neuIb8pUG/17CU6AUcYJ5ca8BtCsom/DHl5hVhlMLEj1nP7roRmTYxzxhT2efdH4c+3byQcnKhV9rV/3vnNmQAMEuqv1tlzs5SwZ3GEtQ4+Ft2ouWvw9aGHtx+xF1KQuBTAeHIsihwBcxOGnDj+of9YMrFgNsI8vOCyMm8+q9DOSJYJEU7ADeMCNsLlDtaWWcIKvU0KZ8ubMD916VDFbZDhOmvPltljwf7y7Zdmwa6/uT50pSGWR9Cz5I1lkSj0pvG2rVrRMk0gLmf48dCQ3e/fWMyRy2VBca2tFDkgqvughkUtg1jPaJ66O8mxQNilmR1P+8iTlm3JIZy7CTfP8T1IcBb6mAN/p3FC7lWfHF6bcJXF1s4Zx82k4zPUmSZ0XjZdEFld9qkb50F2kWsyu2xdDNWZktlYelZHcaaaBvGd2oafWUQ6DfDTT3YrzgOr4sfhho8ldvx1vW2+FL3J6nR7WUOPfFWr9fUPUt6N/KwoY0pO2E4RjgNGnWck1HFlGLhT4Y6o6NvP3ObvFDI7tx1eNtP+Mxi7ESVzF1fDZo0ui12TeQKvk6PNBQfJuOJfa8hPVcJTdZFs0jQJbv1aouP+yPvXF+rugGPJF6S99LZ2tZQc+OO6DGwPSh1+RGuxw+mM5b6XP5LlsUs+S4aBVsZxVBiuAEuds2HZQaZubW7OmSeLLhttgmn8YX7b1dFx4xO2Nos8VsCWolvGl2XBL2N43Zhs94P1fwT7RpKzmPgF0Ms6URS6jWEPomp3noceRQOIbknQSG8TRM4JA4mPZ9xy3uugaCb/aDhmkg9GadvNqvz0iBnIwY7ENqE20QqvcnZonoBSx4XosOIxhHQTzzID6BVQDNJ0bGXe6BWwWdJxGmvNTfAMgjYhboKcE9dABpV3++Uauaa5buJcw57aJmVTdpOlo/cjQRVLNoi98N9kuT0FrVG3KiOeru7dyiZF9xpeqdu3Msgf4kllbgaQb9noCvYLyPVDXFXdIlqKFSJBIYshIEDegnc7AH9Lex9buAIbZ7GOT3mZu4ZK4BPkZp1xcwRZ2nxv46GT5RXfji9q8+eawJZNP8swNoWRdg4LNYvtR56u97iRF7TShRHI+o+rDB2L13tid0ELY6A0+p0GjhUzPaZQxcBQyu0YgjE8cHy4gt9BYE+sKYv7mjUcdOHLu+mV/WZx05qU3it8BwXijBbSYd+9WeHYIZMuR8cHK23WRQ12Nrsm0/bXOP4GAu9sYucDs+TdolswOppzsIDh9mbjd36/W3RRXGfWCjxYzUC+ys4xh7g2OqbMGmAQcXlyIYIDsfNcsdHF5vLRX/wejN80NO7EgrchCLZfeWNwHO/ZMoP9PIEbtmXWWUvUOZLocCTTL4OYUNk4oBFz/VbvUNSa/hqn2USDHr58n1vbbyyDplPpvYKXfSC3bR1McJN5vNBglPh9Hs9JJWsPxqHZmjiofzOCyBP4QmvSm/G4pwHR7Kyv3WDc5jCX1uJmckMSr4PxOJvxcK/F4g7GgLl2DP3RX6s8az9ooGWmhRrZry9CqankvYJ30JDN5EAYafaRZ2mv+vB8a+vfy8/xg2h4dqFBJi5+sIYMS3UN3SYajukg+x1tQ77JWWuzDSJFKMeQveeRN3uL0O0gZoPWjmWYZoUGO/ay7NkuM7BAY2BhGPv7osGG6t4bZxsFBIPFNhtEBr83W3rzLPkOAQscARc6Io5QRIahbbAEFqAYLIaxLV022Qb6OYYxATHuI4Md1lgG3gcRPSs3SIiWV9a4lkQbP8mGWpKFtjSLBkmD8rjNIyE9kBbx7cTP3iOe2cVBYcu0LiyR814dbBHhNlfgTmgkY6ltrftg682E8RRbegxrvx1Ws0LPxBT4rKFBTzBNQ7MFtK8pWhCTaXF0N+LQO8bjTMbKsHkMdi5kqdHtKXCt46FV3AaUz8bKwacmGg35JydxNJS1ot4nbeQsUw4M9vZu74Jr1uIOZeqga01wVp4N5pv1MtkX91G+AjoLOIhbTGBHFy91+2ALbyqOR/z0IK+4oV6uI8qZUOI6+zhIHhzvJs5zAHWND3trxpYJmrr2siH8ih0DPZ2AHtaGQf4FcQF8zK/XQAxpiW/ApB5FjzQn3WiVDoXeg+SHEhZsIthHnL+GaBlhyCDC3XD1L0eG2KYDaevLaYnIN+mNhSaL++CDndCbMJ6WeFAGO9RZiztYuNk3ncaBlErX6E5/I6lkx+bkbZkXKjv86miagHTcKJ16vdGibthclwx1scJgG9nvy8As1gdyDtYl88LVvxCkUgMIDwQae+wXN9zVeL7FaPBa81kIDWKiaeS2ibuKjg6sXNmhDHIgFqxG3nogGhh1+ovMByqCDyJsYM2tXDtOjGtqzKbIHNDy+YfTPlT4Bu/Nipg8S61NPsG08UaG3bFzxjExqwmAJzfbfSSaDJKLYp4GrpPFvxYJ3yUK+6ZpQDL/juPub6QIdEPLW0PnXJb10KDJX5NYtCplIIRRbwKoh988KDRCZs6bjeBEY+6E8q/9ziodJHdYVrp/8f2Pk54VMTFPOrrcfnFwiW3umkP98vRodrMManbFYO40sPl1RNcg4m/OnIGd5+2/2SIcBkN8xzW4IQkMZPBZgZ9IG4EB/czRDR3Fzc53IC3Ik0w7qQq7Q3kjWoT2AzHOhiuMQWWXYVwodq32Md+C9Ne7CXZZJFyzD/bCweWHW7K02WyGNTQa7Bmzqfwg6malOxMDQVOg4hrXl0SsNbTXHTuVO0NxXVDYvJKw+sr2USN8aqSPZjHY9LDIzUaWzF3raDHhYGeepr3DO6kWBukxS2cg57M8G0n7h95SILvQBNUHK+akTI3Qoc5y8Pd5EOFA5uCiTew7v1XKhpDVlTVl1shu5G/tlIra1tSCLIZDLbbHr+NmEOtAkhHZtvxN3EtarfFdTITR6mPzO0PyIK41R5k9FumDPW35orjA0tg3nGdM3s3DfzM/KwYTmga6KWJ6DeX0FNcn+fuzh7Y/DAA0XmccLzfTBPogobjDLOUX9g+S9o952eYTd+GXd63O6yLWiP25NVPsjpo8jhQ0291YfUF4ltteX/srGI8iquQbdf5RAppRMqxPOuzp9gZJhX17y8447EhrINGssA8Gh3n5PXL3lUDZV2vKlo0VYRNMQos23eCh2IInzChZzvjEt/VwmKdxFULYDlmOweWKf5ySuRcYbOHGC9ahelYCug+aaeSmPlvEdesLaF8T+gMuKtpsZ26f9Ag/uPgW9FhqiuzPZ6jfwVlgtR5r0UM34C+E+i8sBKYByPkA9O2xn1Mtmpbz+pDbzvfLA0C//t8/f0VEBV6YCbsiHRDYwAD///////9fp/U92U12k92pO2k7aXt6U+oBJSJrIqMiOngJroPn4CV4CZ6Dk+A5+A5OgpPgO7gJvoP/4Ca4Cf6Do+A/uBCOgqPgQrgKLoQP4Sq4Cj6Es+BDuBHOgrPgRrgLboQf4S64C36Ev+BHuBL+gr/gSrgMroQv4TK4DL6Ez+BLeBM+g8/gTbgN3oQ/4Ta4Df6E3+BPeBR+g9/gUTgPHoVP4Tw4Dz6F++BTuBTug/vgUngPLoVD4T14Dw6F4+AguAeOgCPgHrgB7oFz4Aa4Ac6BF+AceAZegBfgGbgAnoFj4AK4AI6BB+AYeAUegAfgFXiOV+ATeI7n+AQu8wk8Ape5zCNwmEfgDzjMYf6Au/wBV8Bd7nIFnOUKeALOcpYn4CtPwBfwla98AW/5Ag6Bt7zlEPjLIXAJ/OUvl8BjLoFT4DGPOQU+cwrcAp/5zC1wOG6BX+BwHI5f4AD4Ba6BA+AAuAY+gGvgG/gAPoBv4AT4Bt6BE+AEeAcexzvwDzyOx/EP/AD/wEPwA/wAD8EZ8BB8BGfAGfAR3AEfwUVwB9wBF8EbcBEcBG/AG3AQHAFoDaTGT36C1LgHqYHTuOcenMZNcBoYjZvcBKNxEowGPuMkJ8FnfASfgc34yEewGedgM3AZ55yDyzgILgOTgcm4ByYDi3GPe2Ax8BtYDCQGfgO/gcTAbiAxUBjYDewGCgOxgcJAYCA2EBsIDLwGAgODgdfAa2AwMBsYDBwGZgOzgcNAb+Aw0BjoDfQGGuMaNAYe45pr8BjvwGMgMt7xDkTGPxAZqIx//AOV8Q0qA5nxzTfIjIcgM9AZD3kIOuMi6AyExkUugtB4B6GB0njnHZTGS1AaWI2XvASr8Q9WA7fxzz+4jafgNpAbT3kKcuMqyA3UxlWugto4CmoDrXGUo6A1foK8wFwgKZAUmAsMBeYCb4GhwFDgLfATeAusBX4CP4G1wE5gLZAW2AnsBNICOYG0QFkgJ5ATKAvMBMoCYYGZwEwgLBATCAt0BWICMYGuwEqgK5AVWAmsBLICKYGswFMgJZASeAqMBJ4CS4GRwEhgKRASWAo0BUICIYGmQEmgKXAVKAmUBK4CJ4GrwFbgJHAS2Aq0BLYCX4GWQEvgK/AS+AqMBV4CL4GxQE1gLHAWqAnUBM4CN4GzQFvgJnATaAv0BNoCcYGeQE8gLhAUiAvUBYICQYG6QFGgLnAXKAoUBe4CR4G7QF/gKHAU6AtMBfoCf4GpwFTgL1AV+AvsBaoCVYG9QFRgL5AXiApEBfICSYF0QDkgI5ARKAdUBMoB4YCKQEUgHBARCAd0AyICEYFuQEOgG3ANaAg0BK4BB4FrQDXgIHAQqAYMBKoBz4CBwEDgGfAPeAY0A/4B/4BmwD6gGXAM2AfsA44B94BjQDHgHnAPKAa0A4oBwYB2QDsgGLAOCAYMA9YB64BhwDtgGJAMeAe8A5IB+YBkwDIgH5APWAb0A5YB0YB+QD8gGhAQiAZMAwICAYFpQEFgGpANKAgUBLIBCYFswDYgIZAQ2AYsBLYB34CFwELgG/AQ+AaMAx4CD4FxwERgHHAOmAhMBM4BF4FzQDzgInARiAdsBOIB9YCNwEagHvARqAfMAz4CH4F5QEdgHpAO6Ah0BNIBGYE+wB1gFjALuAO0Au4Ac4BWQCtgDrAKmAPEAVYBq4A4wCkgDrAGOAWcAtYAo4A1wBlgFDAKOAN8As4AY4BPwCdgDJAJGAN8ATIBmYAvwCTgC7AFmARMArYAh4AtwBTgEHAImAL8AaYAUYA/wB8gCpAHiAJUAfIAeYAqQCCgCnAFCAQEAq4Ag4ArQBZgEDAIyAIUArIAXYBCQCGgC1AJ6AKEASoBlYAwwCYgDFAG2ARsAsoAnYAyQBqgE9AJSAOEAtIAbYBQQCigDVAKaAO8AUoBpYA3QCrgDVAHSAWkAuoAr4A6wB7gFfAK2APEAvYAiYBYQCwgEVALSAREAmoBtYBIQC8gEnAJ6AX0Ai4Bv4BLwCPgF/ALeATsAh4BjYBdwC6gEZALaAQsAnIBuYBFwC1gEdAHuAXcAvoAs4AkQBMgBBACaAKsAJoAT4AVwArgCdACeAIsAVoALYAlQApgCXAESAGkAI4AI4AjwBBgBDACGAJkAIYAP4AMQAbgB/AA+AH0AB4AD4AewDjQA8gBjAPjQA5gAZADqAEsABYANYADQA3gBXAAOAC8AAIAL4ASQAAgAFACCAdKAB+AcCAc+ACcwQfgAnAGZ3ABGIMLwARgDMZgAvAFE4AKwBd8QQUgDCoAHYAwCIMOQBl0AE4AZVAGJ4A5cAKIAcyBORADGADEAGYAA4ABwAygADADuAEUAAoAN4AEwA1gB5AASADsABoAO4AgQAOgARAEiAAEAYoAEYAIQBFgA1AESAJsADYASYAQwBVsQQ1qsAVBsAVd0AU56IIsyEEOsuAGWVAFVbADVRAFO7AD0d0NRMG/u+1u4N/XwA/6fW1fA/2uBnqw3NV2NbDc1MASHDe1TQ0ctzRwBMMtbUsDw/0MDEFvP9vPQG83A739bTfbzfa3zWx/29s2s81sb9vK9radbSvbyna2jWxn29o2so1sa9vJtrbtbSfbyba3vWx7A7+9bC8Dv+0M/EBxO9vOQHFDA0Wwb2gbGth3NLCD5I62o4HkngaSoLmn7Wmgua2BJnhua9saeG5s4AmmG9vGBqabG5iC6+a2uYErqDexbWzD2rC2sV1rG9vHdq1dax/btvaxXWzb2rZ2sU1rF9vDNq1Naw/bsfawHWzH2rF2sN1qB9u/dqvdav/ap/av7Wuf2qe2r21q+9q8tqltavPapDavrWuT2qS2ri1q69q3tqgtat/an/atLWt/2p+2rN1py9qvdqfdab/anParvWpz2pz2qq1pr9qptqataafamHaqrWpj2pi2qp1pq9qudqadabvam7arPWtv2pv2rO1pz9q4tqftaePaoDaunWuD2qB2rh1q59q7dqgdau/ao/au3WuP2qN2r11q99rAdqldagPbqDawLWyj2qi2sM1qC9vENqvNahPbsDalbWkD2oC2pV1oW9qXdqFdaF/ahvalXWkb2oZ2pU1oV9qTNqFNaE/agfakHWkH2oF2pM1nR9qPNp/NZz/ad/aj7Wjf2Xe2o11nO9qMdp1dZzPadDajnWjT2XR2oi1nJ9qHtpwtZx/ab/ahLWi/2W+2oO1mC9p/tpvtZv/ZbPafvWez2Wz2nq1m79l5tpqtZufZaHaerWej2Wi2np1m69l+dpqdZvvZa7afPWiv2Wv2oN1mD9qIdpvdZiPacDairWjD2XC2oh1nK9qLdpwdZy/ac/ai3WjP2XN2o21nN9qQtp1tZ0PaeDakLWnj2Xi2pN1nS9qUdp/dZ1PagDaZbWZH2VG2mV1lm9lndpVdZZ/ZVvaZXWZb2VZ2mU1ll9ljNpVNZY/ZUPaYHWZD2VB2mM1kh9lfNpPNZH/ZR/aX3WUf2Ud2l11kd9lcdpFdZHPZRDaXnWUT2UR2lh1kZ9lXdpAdZF/ZQPaVPWUD2UD2lO1jT9lPto/tYz/ZPPaTvWTz2Dz2kq1jL9lJto6tYyfZOHaSrWTj2Di2kp1jK9lOdo6dYzvZO7aTLWXv2Du2lN1jS9lYdo/dY2PZPzaWrWX/2D+2li1ka9lbtpAtZG/ZQ/aW7WUP2UO2l21ke9lgtpFtZIPZSDaYLWYj2Ui2mN1ki9lkdpPdZJPZUTaNbWOD2CC2jV1i29g3doldYt/YJvaNXWOb2CZ2jU1i19gzNolNYs/YIfaMHWOH2CF2jN1hx9gvdofdYb/YF/aL7WJf2Be2i21hu9grtoVtYa/YFPaKnWJT2BR2ih1hp9gndoQdYZ/YEPaJPWJD2BD2iO1gj9gftoPtYH/YDPaHvWEz2Az2hq1gb9gZtoKtYGfYCHaGrWEj2Ai2hp1ga9gedoKdYHvYC7aHLWIv2Au2iN1gi9godoPdYKPYDzaKrWI/2A+2ii1hq9gstoQtYbPYEzaL3WJP2BN2i11ht9gwdoVdYcPYGDaMLWNj2Bi2jM1hy9g0NofNYdPYIHaBHbfRje64ze64fWCzm90HdrsPbAO73e02sNdtYBPY6143gX1uAlvAPve5BWxzC9gAtrnNDWCLG8CG2+IWN9wGN9yeN7jBPe+95w1veHsb3u72trfdrbe706233unXbafbf92+btt/27bf5Lft27bJT9sm9/hp+7Tt8cO2x90/bB+23b9su+//Zfuy7f9x23+rH7eP21Y/b1vd7+ft87bf79t+d/x9+77teHc73vLudrfl/W1553Zu853bATbffAfY4Q6wB+xwh3vALveAXWCXu9wFNvrt+oB90b5oH7Bv2gfsG/ZN+6Z9w75q37Cv2Fftq/YV+659xT5i37Xv2kfss/YR+3591j5r36+P2vfr0/VR+6h9uj5pn67P1iftk/bZ+qB9tj5aH7QP2kfre/bR+mZ9z75n36yv2Tfri/U1+5p9sT5lX6zv1afsU/a9+pJ9r75WX7Iv2dfqO/a1+lR9x75jn6pP2KfqO/UJ+4R9pz5e36mv1Mfr4/WV+nB9pT5SH64P10fqu/WR+kx9t75bn6kv12fqQ/Xl+nJ9qL5eH6ov1dfr6/Wl+nx9qb5Vn6/P17fqC/at+lh9wb5gH6vP2Mfqc/UZ+4x9rj5kn6sP1ofsQ/bB+pZ9sD5Z37Jv2SfrY/bJ+mp9zD5mX63P2Vfr2/U5+5x9u75oH6hP1MfoY/SJ+iJ9or5RX6Qv0jfqk/SN+kJ9kj5JX6gP0hfq+/RB+iB9n75G36fP09foa/R5+hJ9nr5NX6Iv0bfpG/Rt+jJ9g75BX6Yv0Jfpu/QF+gJ9lz5A36Wv0gfoA/RV+vx8lb5Jn5/Pzzfp4/NN+hx9fD4+n6NPz+foW/Tp+fR8iz4836Lv0Ifnw/Md+ux8h75Cn53Pzlfoo/MV+gx9dD46n6GvzmfoU/TV+ep8ir47n6Lv0Xfnu/M9+vJ8jz5KX54vz0fp2/NR+ix9e749n6Wvz2fpw/T1+fp8mL4/H6ZP0/fn+/Np+gR9mj5On6BP0MfpI/Rx+jp9hD5CX6cP0dfpA/Uh+hB9oD5G35WPy+fmc/Nx+eB8XL4vH5wPzvfli/N9+cJ8cb44X5hvzhfmA/PN+eZ8YD45H5hvyyfnk/Nt+d58Wz4r35vvzWfla/NZ+aR8bb42n5SPzSflg/Kx+dh8UL41H5TvybfmW/M9+dJ8Tz4mX5ovzcfkM/Mx+ZZ8Zj4z35KvzLfkS/KV+cp8Sb4xX5LvyDfmG/Md+bx8Rz4in5fPy0fky/IR+YJ8Wb4sX5CPyhfkA/JR+ah8QL4pH5BPyDflm/IJ+ap8Qr4hX5Wvyjfkw/IN+Yp8WD4sX5FPy1fkM/Jp+bR8Rr4un5EPydfl6/Ih+cR8SD4ln5hPzKfkI/Mp+Zp8ZD4yX5PvzNfkc/Kd+c58Tj40n5MvyofmQ/NF+dR8Ub4rn5pPzXflc/Px+Hx8KD4Un4+vxefj+/G1+Fp8Pz4X34+vx+fic/H1+Fh8Pb4dH4uPxbfjS/Ht+HJ8Kb4UX46vxJfju/GV+Ep8N74P342vxvfh+/DV+Dp8Nb4ZX4evwzfj4/DN+GJ8HD4OX4wvwxfje/Fl+DJ8Lz4M34tPxYfhw/Cp+Cx8Kr4Tn4XPwnfio/Cd+EZ8FD4K34hPwjfiC/FJ+CR8IT4IX4hPxAfhg/CJ+CJ8Ij4TX4Qvwmfim/CZ+FZ8E74J34qvwrfig/FV+Cp8ML4LH4xPxnfhu/DJ+DR8Mj4an4ZPw0fj2/DR+Gx8G74Nn43Pw2fjw/F5+Dx8OD4QH45PxwfiA/Hp+Eh8Oj4eH4mPxMfjQ/Ex+Bx88Ad/Dr7c5+B78OW+3Pfgg/sefA0+uA/ua/DNX4NvwTd/87fge78FX4Lv/d4vwbd+Cb4D3/qt34Hvfwe+uO9//4v7zC/uK/CZn/kV+MqvwCfgK7/yE/D1T8AH4Otf/wB84gfgiz/xE7/441/8tR//+Nd+39d+6qd+3qd+6Id++kO/9NOf/tKv+9LP/dxvf+4nf/vbn/yBn/wF+MAP/AJ84RfgG/CFX/gN+MZvwEfgG7/xI/CRH4HPwEd+5Gfg85+BD8HnP/8h+M4PwafgO7/zU/Cxn4KPwcd+7Mfgg71g3i7PmmfN2+VR83Z5uTxqHjUvl+fMy+Xh8px5zjxc3jIPl1fLW+Yt82p5x7xa3izvmHfMm+UJ82Z5sTxhnjAvlufLi+XB8nx5vjxYXi8PlifL6+X18mR5vzxZHi3vl/fLo+UN82h5trxh3jDPlmfMs+Xd8ox5xrxbnjLvlqfLU+Yp83R5zzxdHi/vmffM4+VN83h5wLxp3jQPmFfNA+YR86p51Txi3jWPmJfMu+Zd85J52bxkHjMvm5fNY+Zt85h50Lxt3jYPmtfNg+ZJ87p53Txp3jdPmhfN++Z986J53rxoXjPPm+fNa+Zx85p5yDxuHjcPmafNQ+YV87R52rxiHjavmBfMw+Zh84J51rxI3iLPlGfKW+SR8hZ5iTxSHikvkffJS+Qd8j55n7xD3ibvkFfI2+Rt8gp5l7xC3iDvknfJG+RJ8gZ5gTxJniQvkOfIC+QB8hx5jjxAXiMPkCfIa+Q18gR5jzxBHiHvkffII+RN8gh5hrxJ3iTPkGfJM+Qh8ix5ljxEniYPkafI0+Rp8hR5njxFHiPPk+fJY+SN8hh5kLxR3igPklfKg+RR8kp5pTxK3imPkpfJO+Wd8jJ5qbxMHicvlZfK4+St8jh5oLxV3ioPlNfKA+WJ8lp5rTxR3itPlBfKe+W98kJ5rrxQXifPlefK6+Sx8jp5mDxWHisPk6fKw+RV8lR5qrxKHiqvkhfJQ+Wh8iJ5prww3hbPjmfH2+LR8bZ4WTw6Hh0vi/fGy+Jd8d54b7wr3hrvilfFW+Ot8ap4Z7wq3hTvjHfGm+KJ8aZ4UTwxnhgviufFi+JB8bx4XjwoXhcPiifF6+J18aR4XzwpHhXvi/fFo+KN8ah4Vrwx3hjPimfGs+Jh8cx4ZjwsnhoPi6fFU+Op8bR4bjwtHhfPjefG4+LN8bh4YLw53hwPjFfHA+OR8ep4dTwy3h2PjJfGu+Pd8dJ4ebw0Hhsvj5fHY+Pt8dh4cLw93h4PjtfHg+PJ8fp4fTw53h9PjhfH++P98eJ4frw4XhvPj+fHa+Px8dp4aDw+Hh8PjafHQ+OV8fR4erwyHh6vjBfGw+Ph8cJ4drwY3grPiGfEW+ER8VZ4KTwiHhEvhefDS+Gd8Hx4PrwTng7vhFfC0+Hp8Ep4N7wS3gjvhnfDG+HJ8EZ4ITwZngwvhOfCC+GB8Fx4LjwQXgsPhCfCa+G18ER4LzwRHgnvhffCI+HN8Eh4JrwZ3gzPhGfDM+Gh8Gx4NjwU3g4PhafC2+Ht8FR4PzwVHgvvh/fDY+EN8Vh4MLwh3hAPhlfEg+HV8Ip4RbwaHhKvhpfDQ+Ih8XJ4SbwcXg8viZfE6+Ex8Xp4QDwmHhMPiNfEA+IJ8Zp4TTwh3hNPiBfEe+I98YJ4TrwgHg/PiefE4+Et8Xh4OLwl3hIPh6fEw+HR8JR4Sjwa3hGPhhfDO+Id8WJ4RjwBnuxZ8Cx4skfBkz3Yo+BR8GDPgQd7rufAc+C53gLP9VhvgbfAY70DHuup3gHvgKd6AzzVQ70B3gAP9eA81Ds9OA/OO72cd3qpl/NyXuoB8FJv9QB4ALzVI+CtXusR8Ah4rRfntd7rxXlx3usp8F4v9hR4CrzYe+DF3uw98B54szfBm70A3gRvghfAq+AF8Ap4FbwKXgHvglfAS+Bd8C54CbwMXgKPgZfBy+Ax8DZ4DDwI3gZvgwfB6+BB8CR4HbwOngTvgyfBi+B98D54ETwPXgSvgefB8+A18Dh4DTwEHgePg4fA0+Ah8Ax4GjwNngEPg2fAE+Bh8DB4AjwLXbRumcc93i3zdresS+Ztb3fJOm9dsu5Y563z1h3rtHXHumKdtk5bV6y71hXrhnXXumvdsE5aN6wL1knrpHXBOmddsA5Y56xz1gHrmnXAOmFds65ZJ6x71gnriHXPumcdsW5aR6wz1k3rpnXGOmudsQ5ZZ62z1iHrtnXIOmXdtm5bp6z71inrmHXfum8dM+/rmHXQvM/7Omge2EHrqnmgB3bVPLGr1mXzRE/ssnljl63j5o3e2HHzyI6bpz3SIz3tmZ72PM/0TM/zvud5nfe973We97qum+c933Xzyq5bh80rvbLD5vUOW0fN617vqHlhR62L5oVe2EXzeBeq29TZ6mx1mzpa3aYuU0ero9Vl6l51mbpL3avuVXepW9Vd6ip1q7pVXaXuVFepm9Sd6k51kzpR3aQuUieqE9VF6jx1kTpInafOUwep69RB6iR1nbpOnaTuUyepo9R96j51lLpRHaXOUjeqG9VZ6kx1ljpMnanOVIepU9Vh6jR1qjpVnabOVaep49S56lx1nLpZHacOVDerm9WB6mp1oDpSXa2uVkequ9WR6lJ1t7pbXaouV5eqY9Xl6nJ1rLpdHasOVrer29XB6np1sDpZXa+uVyer+9XJ6mJ1v7pfXazOVxera9X56nx1rTpeXasOVcer49Wh6nR1qLpSna5OV1eqw9WV6kJ1uDpcXajOVhenW9MZ6gx1azpC3ZouTUeoI9Sl6f50aboz3Z/uT3em09Od6cp0ejo9XZnuTlemG9Pd6e50Yzo53ZguTCenk9OF6dx0YTownZvOTQema9OB6cR0bbo2nZjuTSemI9O96d50ZLo5HZnOTDenm9OZ6ex0Zjo0nZ3OToem29Oh6dR0e7o9nZrOT6emY9P56fx0bLpBHZsOTjeoG9TB6Qp1cLo6XaGuUFenQ9TV6fJ0iDpEXZ4uUZen49Ml6hJ1fLpFHZ8OULeoW9QB6hp1gDpBXaOuUSeoe9QJ6gJ1j7pHXaDOUReo69M56hx1fTpGXZ8OT8eoY9Th6RR1eDo6naJOUUenO9TR6eJ0h7pDXZzOUBekI9JZ6ax0RLorHZEuSXelu9Il6bJ0STomXZYuS8ek29Ix6aJ0W7otXZTOSxelk9J56bx0UrovnZQOSvel+9JB6bp0ULomXZeuS9ek49I16ZB0XDouHZJOS4ekK9Jp6bR0RTosXZEOSIelw9IB6ap0QLodXZWuSrejo9Lt6HR0VDoqnY7uSaeju9E96Z50N7ol3Y2uRrekW9LV6I50NboZ3ZHuSDejE9LN6GR0QjohnYzuRyejg9H96H50MLoeHYwuRtej69HF6Hx0MToanY/OR0ejG9LR6Gx0Q7ohnY3OSGejw9EZ6Yx0ODolHY4uR6ekU9Ll6Jx0OToenZPOScejm9Lx6IJ0U7opXZDOShehW9CZ6Ex0CzoS3YJOQUeiI9Ep6D50CroD3YfuQ3eg29Ad6Ax0G7oNnYHuQmegI9Bd6C50BDoJHYFOQCehk9AJ6Bx0AroAnYPOQRega9AF6AZ0DboG3YDuQTegK9A96B50BboJXYEurpvQTejiOgtdXIegs9BZ6BB0GjoEXYJOQ6ehS9B56BJ0DDoPnYeOQTeiY9BB6EZ0IzoIXYkOQkehK9GV6Ch0JzoKXYbuRHeiy9Cl6DJ0HLoUXYqOQ7ei49CF6FZ0K7oQnYsuRCeic9G56ER0LzoRHYjuRfeiA9G16EB0HboWXYuuQ8ei69Bh6Fh0LDoMnYoOQ1ehU9Gp6Cp0KLoKXYQORYeii9CZ6Dq9rWu7Vm/rVr1NZ+vWbtXZuq+z6Wvd776+1pH6mq7WkR2pq3WhrqandWEX6mmdp6fpaJ3XeTqa9qajaWjam/amoeluGpqWprvpblqa/qalaWr6m/6mqXWfpqatdV/3aWsd19Y0to53XGPrusamtXW961pb57U2za3zndfcOlVz63SndmqnO7bT3e7Yju1253a7Gzu3c7uxg7uxKzu4g7uyk7uyQzu5kzu0g+vQLu3gOrgu7QB0aXd2ADoA3dnlurMzu1yX68xu7sxO7OZu7sQu7sQO7OIu7sDu7cCu697u7bqu1bF0LW1MG9O1NDJdS+fSyDQynUsn07k0L51MJ9O89DLNSwfTy/QyHUw708G0MO1MO9PC9DMtTAPTz/QzDUw308B0L91MN9O9NDPdS+PSzDQzjUsr07g0La1MK9O09DFNS8PSx/QxDUsX07D0Kl1MF9OrNDG9SqvSxDQxrUr/0qr0Kf1L/9KntC59SpfSurQuXUrf0qX0KH1L39KjtCw9SovSsrQsLUq/0qI0KP1Kv9KgdCsNSofSrXQrHUq70qE0Ke1Ku9Kk9CxNSpvSs/QsbUrb0qY0Km1L29Ko9C6NSqfSu/QunUr70qk0K+1L+9Ks9DDNSsfSw/QwHUsb04E0IW1JW9KE9CVNSCfSl/QlnUhn0ok0I51JZ9KM9CbNSEPSm/QmDUl30pC0JN1Jd9KS9CctSUfSn/QnHUl70pF0I+1Je9KNNCfdSCPSnDQnjUhr0oh0Ia1Ja9KFNCZdSAPSmDQmDUhX0oD0Hl1JV9J7NCW9R+fRlDQlnUc/0nn0Hf1IP9J39CJ9R9fRi/QiXUcf0nX0HH1IH9JztCA9R8vRgrQgLUf/0XI0HP1H/9FwdB8NR8fRfXQfHUf70XE0He1H+9F09CBNR9vRg/QgbUcb0nY0Hm1IG9J4tCKNR+vRirQirUc70no0H+1IO9J89CTNRwfSk/QkHUhb0lF0FW1Gm9FVNBpdRWfRaDQanUWn0Vk0F51Gp9Fc9BrNRYfRa/QaHUa70WG0GO1Gu9Fi9BstRoPRb/QbDUa30WB0F91Gt9FdNBvdRWPRbDQbjUWr0Vg0Fa1Gq9FU9BlNRUPRZ/QZDUWX0VD0El1Gl9FLNBm9RCvRZDQZrUR/0Ur0Ef1Ff9FHtBZ9RBfRWrQWXURf0UX0EH1FX9FDtBQ9RAvRUrQULUQ/0UI0EP1EP9FAdBMNRAfRTXQTHUQ70UE0Ee1EO9FE9BRNRBvRU/QUbURb0UY0Em1FW9FI9BaNRCfRW/QWnUR70Uk0E+1Fe9FM9BjNREfRY/QYHUWb0SH0Bm1D29AbNA29QWvQNDQNrUG/0Br0Bf1Cv9AX9Ap9QVfQK/QKXUGf0BX0BH1Cn9ATtAg9QUfQIrQIHUF70BE0BO1Be9AQdAcNQUvQHXQHLUF/0BI0Bf1Bf9AU9AhNQVvQI/QIbUGb0BY0Bm1Cm9AYtAqNQWfQKrQKnUG70Bk0B+1Cu9Ac9AzNQYPQM/QMDULX0CA0CV1D19Ak9A1NQqfQN/QNnULn0Ck0C51D59As9A7NQsfQO/QOHUP70DG0DO1D+9Ay9A8tQ8PQP/QPDUP30DB0C91D99AtNA/dQqPQPDQPjULr0Ch0Ca1D69AlNA5dQofQODQOHULb0KgmdZyO06QuoEk96gK6gB41AD3qUAPQAHSoYx1qUMc61qB2Nag/7WpXfzrVn+50qlPdaa87rbXXXmttaq09bWpTe/prT2/99ddbq3prrlWtaq5bzbWoW91qUcta1F3LWtZdw+muSw2n4XSpCehSn5qAJqBPbUCfmtUGtAHNagSa1bBGoBFoWCfQsJ51Ap1Az3qBnnUAvUAv0AF0Ax1AD9ANdAM9QD/QA7QA/UA/0AK0Ay1A57QD7UDnNAOd069moBnoVyvQr161Aq1Ar/qAXjWqD+gDGtVx/gChOBiKOBgKf4BQHAyFP0DIHyAUB0OxkrESKQIkrcW84eGhAxRCEqBJGiTmDQ9P3TaQ2hR1SDwkL7IQKYosRNapQ4Yi65BmyFBkKNIMCYo0Q4YhQZGgyDBkGVIQCYgsRAIi/ZCFyEKkH7IO6YfUQ9Yh65B6SDzkHpIPSYjkQ/YhCZGEyD7kn+6hH+ggOoh+oJfoGfqFbqBf6BO6gW6gT+gSuoXOocd1Dp0EiY6iz+gv+oH+oqvoB/qBrqKX6Ft6lh7Xs3QsWLqWrqVz6XGdS+/SpX8hjZHESFEkMVIYKYoURQojh/W2rz2ur13tcT2uq/3sbHc7XHf7299Op79dlvvcHXQA/UoH0Ff0K/1KX9FddDv9xIleoJ/oInqBXqCL6AS6iD6gE+gE+oCe6xZ6XI/QI/S4DqDHjdJGaaOyvqF/6AD6hx4iRDfR93QBPUAX0HUP0AN0PX7rDnqDDqA36AsW9AQ9QVfQAXQFnUEH0AF0Bv1B/9Q9kb976ps29Uwkit6rK+q9Oi9eHRdppM8ig5BB+izSR9fTBfQ+vU8X0AV1AX3Pnq6sy+mXup1+qWvS1Dl1Tr1Tt9M7dVCgeqhuqqNC1VV1VT0VCaKn6qdO9VJ9UA/UBfVA3U/30/v0QV1QL9QLdUEdUVfU7ZAgup1OqpPqpnqsTquP6rT6rT6qj+q3+ipSAAmgCyIBkAG6oC6IDEAS6Is6IvJ3RF2QIJIAuZJpV0Sm5HmSKCmTC0iYXNAVkTAJd0VkS64iVZG9SFWkGDHkJ1IMWZKfyE9kSSYiyz6rzyKZ9EXk7416I/L3RyQM0kVPRLogWbAgW3RHHRL5O6QeKVJ/RIIgU3RFZArSJV1yJVuQL3oi8gUpoyfqiUgZfRYpg8RB4iB9dBv9Ro/Tb/QaNbqM/qq36k16q86KVUfSWXVXHUlH0l11WF1H59HDdB59x46Ooy/pdrqT7qTb6VC6na6oQ+lQuqIupcvqTXqtXqs36Yp6kz5lSq/Sh3QivUkn0o0Y6Um6kn6k2+lHepFup9vpRfqJXqQL6Sf6iS6kB+lJOpPepDPpT3qT3qQ/6VFICmQFEgxZgZxAgiHBkBPICN0R+Tujzoj8XQ75OyZMvVKn09X0XF1Nb9Omv+lnOpkep5PpYsR0MD1OnzOnL+syOosep7PoV670MP1Kz9HD9DA9R9fRL3U53VK31OX0Sf1Ql9MNdUNdTifUq3QrXVG30ql0RV1Rp9KlkElIKCQIEgpZpQpppVfqlLqcTqlLktQndT79T5fT/3RAXU6X0wF1QqQVEgsJgsRCkiFBkCBIMmQKkgyJBg2ZhkxDqiFTkGrINm1IOCQdEgwph5RDgiFTkGBIBgxIBOQI0gT5hTRBnjhBluhwupueq7vpbNj0OJ1NX9Pj9Dh9TU/Ty3QznU4309Gg6WpIDKQBcgNpgExAbiA3kAnIBiQGEgJpgIRAKiANkAZIBWSOVEAuIHNkjlxAyiQCsgCZgixAwpEpyBQkHDmTOkgb5CdtkDlykDv6NzIkVZAh2UkVpAqykyvIWqQvcgzpiyxThjTJMmQY0iRNMgz5hQxDkiFDXiFHkF9IEaQI8gv5yS/kjx8kD5IAGUd+Mo504IC0QB7o2MgH5IOOjbxAWiA1kJ/UQHYgO5AeyCEkCBIICYQEQX4SRBdFfvJ3Uf0TyUmPHEN63Vv3RoohQ5AfyC/kB5ID+YX8QnLo2EgOZAYyA3mB7MiP3ORHgiRIjiFBciTHkGPIkeTdW99GiunbujVrnVrP1qWRKLq0noxEQaLoyXqvDq0r6816s66s5+rK+p49nU7f0wN0Op1OD9DheoCRW4frcCO3MRtJ9mn9Vp/Wf/Vb/Vb/1W11YD1Yz9WDdWLEurGOrEcj3x6tayNf8u3a+rcOrVfrynq1fq0r68r6tc6tO+vM+rLOrB/ry/qyfqzn6sd6sZ6r5+rFujBSQBdEDiAHdEEdWxfUlXVsHVtXRu6urHcjN7l7N7LzL3wKP/sUngQJv6EcVBYq3dJAOaAUVfqyLGPyFmmrhMlfpYZyQimqdFGqKLWVIcoO5bFyRWmhNFH2KH+UD0oCZYEyLs2UZ8qYXEX2OmNyMFGYJswuJh7TjlmC9ER2IoGZUkwqJgsTiNnD7GMiMYmYUUw4phczjlnFnGKyMgGYs8nBrGBKML/5wGxQXjMhmYvMTyW3EptpmqtMV2Yfk5CJyOxjqjJPmX3M0eSmadYyd5msymzltvKYGcosZWLynz99Wj4qFZWuTFpmK2+avMxcZrUyV8mrFGVSM5v5tSxS2ijjlEFKIOWxUkvpqpRS2inxICnl+A0eg59JbqYoE5S5xZRjxjHN0ll5zZTNSSYlc5Rn4Vv4HX6EB+E1kNrIbeVXfuS2EiyrkNtKKCUUclvZhKxF4sJF5vI7/A3Pw/PwNzwOD8P38DQ8Dd/D2/A9/A9vw9vwP3wO/8MH8Tl8Dh/E6yhjlNrKFqW20kLZomxRWihXlCLKB6WH0kP5oMxQYigtlBVKC+VbVigrlG8ZgVREniEbkWfIUWQjshE5inRkEjD7mAZMA2Yf84D5zS5mB7OD2cUEYc4wo5g3zBtmFFOH+cHMYHowPZgZTA3mE/OLucT8YnIxl5hLTC5mEpOGCWfCMGGYcOYLE4EJZxYwC5hw5gBTNOPM0AzNOBMsm5XHSmWlsvJYiayEZppltDKaaZbPykelqzJSGal0VWIqd5m/VFWqMn/JqmxVXitTlanKa+Upz3rRp170oU996kP/lbhKUaWuUlTZrdRV6iq7lb1MMf40iZnE/Gk+M6N5by7z3vxiLjOXmV9MZWWj0kdpqDRU+igDeRZ+h1fhVfgdvoZX4Wt4FB6Fr+FleBRehi/hS3gZXkRJpRxSYimHlERKLCWWkkjJpURTEinTlGlKIqUo/8Bn8BF8Bq/BR/ARvAZPoQRUrikPlYfKNaUjb8Fr8BO8Br/AT/AT/AIvoQRVyikZlYxKOSWdcosZV34pv5hxZZhyQBmXosq4PHOmVFMOKt3ST+mndMs9ZaJyUQmXi0pIkEpJZSe3lWVZktvKmNxWVqlSZim/siO1lR3pjfRGdiO7kd9IbeS3UpPaSG2lLr2ylyO5rRxLzkuwZEu0jEu0VNVyLdcyLeMyLc+z9CVZmiVbmuX/JVqOKI+VIkoR5bHyQXmsBAKk5FFOKBmUokoGZVxcaaDcZViyZViKYkmWI8oT5bHyREmCRBmilFRSKuGSUjmXcAmXM/mrLFF++FByIHORu0hf5C5SF+mL9EXqIm+VQkpX5Y/yR+mqfFC6KvnwKeWST+mWcimXLhmsdMleZDAyGNmL/FTGKGWU2koZJYxSW6mthFG6KDmUF8pg5YWSAoUSgg/ihXgdXogH4nV4HR6Ix+GBeB8eh8fhfXgeJYvSR4miRFH6KFOUGMoNpYVyQwmitFBaKEGUJsobZY7yQZmj1KGj7FHyKHeUD8odJQ4c5Y3yQLmgfFAuKCWUD8oHpYQyQ5mohMtCZaESLt0SJn2RvshepC/Sli1yVnmgfFAWKAuUD8q4fFDKcsmWMhmMDEYCI4ORnz6RicoBpYAyLgWUcHBlrsyVAMq4BFAGCFASKBuUCRKUCEoEpYLyLRWUDhyUEcosZZcyLruUY8q4jMsxpRlSEYmIPEMiIg0ZIg+Rh8hF5BlyEcmIPEOeIRmRiUhG5KNHJCQSEimJTERKIilRIi+RlchJ5ChyEhmJHEWOIiORjkwFZh8TgYnA7GPCmX3MHj3MHKYCc4HZx1xgJkhgHiBnkbHIXmQs8hXZi+xFviJbmWVMDuYYc4zJwSRjhjHRmBxMNKYZMyYZ04RJwuxikjBFiDBBmGnMPuYZ84zZx+Rg9jEJEDABkJXIUaQl0hI5igRGjiK1aStZUlvplWzJll65zRDmCLOLOcI8YXYxu5gnTBTkJTITmYjMRGoiE5GJSE0kMFITyYkT6cnEYfLgYQYhO5GbSGDkJhITCYwERmIiLZlBTCMmC9OIycRkYbIwmZhSTD4mHhOTiccsUcLcZHoyNZklTE1mpkzmJvOHycXcYe4wuZg2TFZmNTOKWc3MlcuUZcoyYZlRTFjmq1dmLDOWOcuMYs4yceEye5lETCFmFFOI6cOHqcNUYiIxv5hIzChRzF7mExOK+cWEYjpxYioxf5hDTC7mELOIycXkYhYxk5hAzD7mEfOI2cdsYrowVagwU5gpzBUmBXOF2cJsYcowNZgZTAwmBjODacF0YVIwZ5gzTApmFJOCycKMYkYxWZisTBYmFSrmFXOOecf0Yt4xwYAxI5h1zDZmGLONqUaNica8Y+YxwZh5TD9+TEHlNROCmcGEYE6YYFow4ZhuTC+mG/PNG3OOmcZcY/Yx15hs2Jh0zA9mCDODGcLs0sXcYnYxxYgxRZlVTFamFdOKycrMYtYxw5h7zD1mGG+aYcxRozxs5jBrmHBmDTNGDPOFqZqtCWe2puuasUnDxGHCmThMFixMASYLk4IpwBRgUiiDmVdMLCYrE4upxdRiZjFjM2fCmTkzgAlnwpkBzAGmIPOQCcY8ZCoywZhgTEUmI7OX+cv8Yv4yi5lfzC9mMVOZScy8ZYoxb5mkTDGmGJOUKaokZkYwOZgRTDBgzDAmGJORGcYMYzIyR5mMzEiRzEnlN1ObcaY2PdMzQZM0vZilWZpezF5yM83SW+nNNM3OhGR+MiWZksxPZiWTNEfTizmapmnGMTuYG8xvbjAvmBfMCiUs85etylbmL6+Z35QgwXxg2jHlmCVMOaZpljBLmKYpm2bZzZRNuexWOjMbmAzKayYD04HpwIRggjI9mVtMT2YJc4u5xSxhZjBLmLKZwcxgyuU1s5bJynRlujJZmX1MVuaUKWYTc5cpzGRlCjOPmcdMZyYdU4/Zx9RjBgpkEjK5uU3T3OZnfmZnnjJNmX1MUyYqVOYq05A5yMRkDjL//DH5mM7MaSYrc5pfTVYmK7+a1cxG3jQRmYi8afbxptnK7GP2MVuZqkwbJhdThinD5GJSMLmU2kwKJoVSWxms1FaqKIOVwUoVZYnSWDms7FYOK3/9KnuZicxC3jQLmYAAmXtMWyYwc5QJzBxmjjJHmcM8bA4zoZnQvFdaK6dNK6WV0kpq5bGSWlmtWpmtBFYKK4+VwspixUpkZiPzkTfNR6YjR2YiczXRkpiJmudppmYq05b5ybRljhplUiqfmWbZrGxmmuUx0yyxYSutmbMJmxxM2HxNDiYH8y2Jma/JsuZqUjItmZ9MS+Yl85P5ybxkVjI3mZxMTCYns1MnM5SZyvxkljJLmZ9MTOYnc5GJycRkLjINldBKZqZZMiuXmaZplsvKbuWyMlmy0lj5zYwrt5XbzLjymBlXbtlSTvGf7/zpO6/96U+vzWfmNHObX81tZrdu5jfzm+nNr6Y3k5vJzaTmS0+SnvWkHz3rWT960YxmXvPevGZm8957M5v/ZjZTmzYTW3mtdFZ6Kj2VzspK/pvVPOpRs5p/zWp+Xb1cAiuPlbxKXuWxUlR5rOzQodRQeipDldfKUCWp8lp5rSRVnir/lH1KPmWfUo+e0i31lHdKt3TLO+WeUlGJqHRVIioJESr5lIRKQSWfkk8pqPxTwipjmb+MVb4yv/nLVyUrMzXVkpipmnAmnOlNOFOAKaBcZQoogwUr3zJYCaF8y7eEUDbwnt8e9tuDHvawB33sQc997GPPPQTPffcQPATffWkiM4N50wxm6vKmN01dJi0zmWnMrGYaM335MnmVuUpR5a3yVimqtFXiKmuVospaJS1apa1SVWmq3FWaKkuVu8pdZalyVlmq/PSptFRyKjuVvspO5aZNZaZSUjmppFROKi+VlEpK5aVSU5mpxFT6KjGVrlyZcSY205r/pjVTmv/+m9LMaqY0k5lZzaxmMjOT+RVeg3fhNfge3oV34Xt4GGVLcivnkNzKuZxTzinnclQ5l5TKUeWoklLpq6RUaip9lb5KTSUn38LH8Dt8DD/D7/A7/Ax/o2RRzih9lDNKGjTKGiWSck1Zo6xRril9lGtKPKWP0keJpwxUCimPlK7KI6USJaWUckq5pDxWLimNlMfKY6WRMkhJpXxSDimflE7KIeWQ0gm5rXRSMiG3kdtKJmWTEk1ZpiRSlinJlERKIiWZkou34C94Df6Cr1DBU/Ar/AmvwZ/wJkz4EWWK0kf5onxR+iidlT7KRo3KSuVbtuWqsi3nlKvKVeUc05dzylGmN305qiRWjip9lcRKYqUvM0Lpy4wzI5gRzDjTixlniqYX04spmt2D8B68Bu/Bc/AavAbPwS/wHHyHDv6DT+Ab+AW+gXfgwEvwBXycX+DjPAK/wC/wCHyC0lLpqJxVOirXlLPKWeWaUk5ppSxSdiuLlHHilM7KOKWN0lnprLRRvihBlahKOSWqUlYpp5RTyipnlWrKNqWosk355k0Jp4RTuilFlW5KNmzKNP6BZ+AzeAZegQJ/wL/ws5fhZx/Cy/AyfAgvwru+9a9vvepf/3rVo971r8fgMfjXz/71suxzJjJvms3MZt70qzc97Fe/etjLHvaxl73sY5/zsYcAwWcoAZV5yjVlnrJOuaZcU9Yp7ZRaSi+lq9JLCaZ0VboqwZhxJZhSjBlnxpViyjD+gDfgM3gDnoDP4DN4Aj7nCXgBAjyAkkiZpBRVJimjlKJKUWWUslsZpbxSdiu7lVdKKx6Ah/M5D+cDBPAD/ABfwOd8Ab/A53zOL/CzX+A/+NnP/oMP0Z91Z6SY7qwvI8WQYvoysuzL+hyyJMs+p8/qc3qYPqvP6mF6otHFCGNkMbIYYYwtRhhjjLHF2GKMMb4YY4wzxhfji3HGKGM8MaYYTYwmxhQjijHFuGJEMaIYV4wqRhCjiDHEGGIUMY4YRYwkxhHjiJHEWGL8MHYYPYwexg7jhrHDyGHcMG4YOYwZRg6jhjHDmGHUMGIYL4wVRgujhbHCSGGsME4YKYwUxgmjhHHCGGGUMEoYI4wQxgjjgxHCCGF8MDYYH4wOxgZjg9HBuGB0MDIYF4wLRgajgpHBmGBUMCoYE4wIxgTjgRHBiGA8MMaNB0YDY9wYNxoYC4wGRgJjgbHASGAcMAYY4UYBo4ARbgQwwo3zCGAEMM5jbpzHeMyNuTEe5TEe3VEe5dEd4dEd2REe4ZEd35Ed1/Ed33Ed23Ed07Ed2zEd1TEdz1Ed1fEc0fEc/YiO6OjHP/qxHP/4x3I0x3EUR3IkR3HsozjysY995GM4guM37nGP3+iN39iNox478duoRy1+E72J38RuojfRm9hN5CZ2E7eJ3ERu4jZRm7hNzCZqE7WJ2cRrYjYRm3hNvCZiE62J2MRqojXRmlhNpCZWE6eJ1ERq4jRRmhhNfCZCE6GJz0Rn4jOxmehMdCY2E5mJwsRhIjGRmDhMLCYOE42JxcRiojERmWhMPCYiE5GJx0Rl4jExmahMVCYmE5eJr8RYoivRlRhLhCXGEmmJsERYIi1RlkhLrCXKEmWJtcRZYi3xljhLnCXeEm2Jt8Rcoi3RlphLxCXmEneJuERc4i5Rl7hL7CXqEnWJvUReYi/xl8hL5CX+En2Jv8Rgoi/RlxhMBCayElWJrcRWoipxlahKRCWuEleJqMRUIiqxlJhKTCWWEk+JpURS4inxlEhKNCWOEkWJnkRPoiixkyhKDCV2EjuJoUROYijxk8hJ5CR+EjWJn0RQoiZRkwhK3CRWEiGJlkRIYiTRkmhJjCReEiOJksRL4iVRkphJlCRSEjOJmURKIiYRk0hJnCQSEgWJhkRB4iDRkGhIHCQiEgeJhUREIiKxkKhILCQeEhWJisRDIiPxkJhIZCQyEhOJjsRE4iLRkehIXCQ+Eh+Ji8RGYiAxj+hHzCPaEf2IfkQ7Ih/RjkhH5CPyEemIekQ6ohxRj6hHlCPuEeWIc8Q94h5xjthHnCPWEfuIdcQ7Yh+xj3hH/CPeEfGIf8Q/Ih4RkAhHbCO6EduIakQ3ohtRjchGVCOmEdmIbMQ04hpxjZhGRCO2EeGIb8Q3IhwxjghGFCN6Eb2IYsQvohixjPhF/CKWEcOIZUQzYhgxjGhGHCOaEc+IY8Qx4hmRjIhFzCJKEaWIWcQpYhZRizhFnCJqEamIWsQtIhWRirhFrCJuEbuIVcQqYhfxithF5CJeEa+IXEQrYhQRivhEfCJCEZuIUEQnYhOxiehETCI6EZmIScQkIhMRichEXCIiEZGIS8Qj4hJRiXhEPCIqEY2IQ0QgIhERiBhEJCISEYOIRUQeog7Rh6hD3CH6EH2IO0Qh4g6xhyhEFCL2EIeIPcQf4hBxiPhDBCLGEHGIMkQcYg5RhihDzCHOEF+INUQXYg2RhuhCdCHSEGGINEQbIgwRhmhDjCHaEG+IMcQY4g0Rh4hCDCGqEEOII0QVogpxhMhCHCGWEFmILMQSYguxhGhCbCG2EE2IK0QTIglxhbhCJCGmEEmIIsQUYgpRhHhCPCGKEEGIGUQPogbRg/hB1CBqED+IHEQIogQxgihBpCBGECOIFMQJIgXRgjhBnCBaECuIFkQMYgWxgohBvCBiEDeIF8QL4gYxg7hB7CBmEDOIHUQPIivKoiyaoiwaEE3RFA2IqmhAPCCqoioeEF/xgIhAfMVXRCDCIgIxgQiLsJhAnMUEYgNxFmexgRhAbCA+EAOIAcQH4gDxgehAHCAOEB2IAkQHIgNRgChAZCACEBmIC0QAIgBxgQgnLhAViHAinKhAzIkKxDgxJ+bEONEV48QCoiu6YgExFQuIBMRUTEUCIioSEGMRFVExFr0Yi63oRS+24ii24imO4iie4ieeYhd7mE3sIg+zhdlEHmITubhDbCE2cYfWxC12obXQmtiF1cQu9BZWC6uF3kJpobeQWygtlBZyC6GF3MJuIbQQWtgtjBZ2C7+F0cJo4bdwWvhN1OG0cJqoQ2qiFsGQWkhNBMNrIiiS4bXwmkiG2kRSLENtoTaxDLeJpfjDbeE28Yue+MVVXMVQXEVWDMVQZEUxfBW6CoeFw0JXoa/QVVgq9BX6CkuFucJS4agwV5grHBXiCkeFoUJcIa4wVFgrDBV+CmuFtcJPIazwU9gphBXCCjuFrMJOIaeQVcgq5BSqCjmFmkJVoapQU5gq1BRiClOFqUJMoakQU5gpNBWaCjOFp8JM4abwVHgq3BSiCjeFnkJUIarQU7gq9BSCCleFq0JQYawQVCgqjBXGCkWFtEJRIamQVkgrJBXqCkmFrUJdoa6wVdgrbBXOCnuFvcJZYbFwVngrLBYWC2+FyMJb4a4QWYgs3BUqC3eFwEJlobIQWMgsBBYKC5mFzEJhobNQWEgsdBY6C4mFz0JiYbDwWfgsDBY2C4OFv8JmYbPwV7gs/BXyCpeFy0JeYbKQV2grTBYmC22Fx0JboazwWHgslBUaC2WFr0JjobHwVTgsvBPWCReFi8I6oaGwTtgmNBQaCtuEgcI24ZowUBgoXBMCCteEaUJAIaAwTdgnTBOeCfuEfcIzYZ7wTFgmzBPmCcuEdMIyIZmQTkgnJBPKCcmEYkI5oZxQTBgnFBOCCeOEcUIwoZsQTBgmdBO6CcOEb8Iw4ZjwTfgmHBPCCceEZkI4IZzQTDgnNBOiCeeEc0I0IZ4QTagmxBPiCdWEfEI1IZuQT8gnZBMKCtmEdkJBoaDQTlgotBPuCQuFhcI9YaNwT/gnbBQ2Cv+EkMI/4aAQUggpHBRKCgeFiEJJoaQQUUgpRBQqCimFlEJFoaVQUcgotBRaChmFl0JGYaLwUngpTBRWChOFh8JKYaXwUDgpPBQSCieFk0JCYaSQUOgnjBRGCv2Ej0I/oZ7wUfgo1BM6CvWEd0JHoaPwTrgotBI6CYeEQ0In4Y/QSZgk/BH+CJOENsIkYZHQRmgjLBLSCIuEQUIaIY0wSCgjDBL2CGWEMsIeIYywR6gjhBHCCHWELkIdIY7QRegixBGyCHGEOUIWIYswR9gizBHuCFuELcId4YtwR+gjfBG+CH2EMUIfoZAwRhgjFBLOCIWERsIZ4YzQSFgjNBIqCWuENUIl4Y1QSdgkvBHeCJuEPMIm4ZOQR8gjfBICCZ+EVUIgIZCwSkgkrBJeCYmERMIrIZLwSpglRBIiCbOES8Is4ZZwSbgk3BJCCbeEXUIoIZSwSygl7BJ+CaWEUsIvIZXwS+glpBJSCb2EU0IvIZdwSjgl5BJGCbmEWsIoYZRQS8gk1BJiCZmETEIs4ZEQS2glPBIeCa2EQ8IQoYbwQfgg1BAuCDWEFcIF4YKwQjggrBBGCAeEA8IIYYAwQtggDBAGCBuEcGGDMEEIF8KFCcI5TBDGhXM4h3FhHMaFBcI4jMMC4RsWCA2Eb/iGBkI4NBAeCOEQDg+EcnggVBDKoRwqCHOhgtBBmAtzoYMQQOgglBACCAGEEkIBoYTQQiggFBBaCAmEFsIMIYGQQJghRBBmCDeECEIE4YaQQbghFBEyCBmEIkIIoYhwRAghhBCOCCmEI8ISIYWQQlgixBCWCE+EGEIM4YmQQ3giTBFyCDmEKUIPYYpwRegh9BCuCEGEK0IVIYgQRKgi/BCqCFGEH8IPIYqwQ4giNBF2CDuEJsILoYmQRHghvBCSCCeEJMIQ4YRwQhgifMCh8WbcG/fGm3FtvBlPxrVxbTwZt8aT8WHcGrfGh/FqfBgXxqvxalwYp8aFcWCcGqfGgXFnHBjvxZ1xZ7wXV8Z7cV5cGVfGeXFknBffxZFxZHwXP8Z3cV38GD/GdXFjXBfHxY1xYxwXJ8Zx8VycGCfGc/FiPBf3xYvxYtwXX8Z98V98GV/Gf/Fn/BcPxp/xZzwYn8aDcWZ8Gp/GmfFsnBmPxrPxbDxaqHk0ji3UoebYws2x8W18W1jybZxbWIYl5xaanFvYhWZohl34wy7k4Q9/yMM05GEYpmEahqEahuEYqqEajiEbjmEP2ZANe9iGPSTDNmxDMnRDMhRDN3RDMVxDMQTDNVxDMERDMPRCNERDLzxDj3cLz/Dk3ULPu/FroQ89vxZ+/BqXxqXxb1wah8a/8W8cGvfGaXFZXBPXxGVxTFwWf8UxcUz8FafEX3FWnBKnxFlxSZwVV8UlcUlcFYfEVXFUHBKHxFFxRxwVN8UdcUfcFGfETfFSnBFnxEtxRbwUH8UVcUV8FE/ER/FQPBFPxEPxQzwU78QP8UO8Ey/EO/FNvBAvxDdxQnwT58QJcUKcEzfEOXFR3BA3xEVxRFwUJ8URcUScFF/ESfFTfBFfxE/xRvwUT8Ub8UY8FX/EU/FV/BF/xFfxSHwVb8Uj8Ui8FZ/EW3FXfBKfxF3xStwVh8Ur8UocFrfEYfFY3BK3xGPxSzwWn8Uv8Ut8Fs/EZ/FaPBPPxGtxT7wWv8U9cU/8FgfFb3FbHBQHxW3xT9wWp8U/8U+cFtfEAXE/HA1Hw/3wMtwP38PL8DJ8Dx/D9/A8fAwfw/PwMDwPv8PD8DD8Dv/C73A7/Av/wu3wLtwOp8O78C6cDt/C6XA5fAvfwuXwLFwOh8Oz8CwcDr/C4fA1/Aq/wtfwKnwNT8Or8Co8DafC03A1nAqnwtVwK1wNf8OtcCv8DcfC3/A4HAvHwuNwLTwOn8O1cC18DufC5/A6nAvnwutwL7wOx8O9cC8cDwfD8XA9HAwHw/VwMVwP58PFcDGcDyfD+fA+nAwnw/twM7wP/8PNcDP8Dz/D//BA/Aw/wwNxNjwQH8TZcDZ8EHfDB3FB3A13wwXxNlwQB8Tb8DYcEEfDoXAnHAfHwZ3wGtwJZ8Jr8BqcCafBmfAknAanwZPwGDwJR8Jj8BgcCYfBkfAiHAaHwYvwFrwIJ8Jb8BacCF/BifAgfAVfwYPwFDwIB8JT8BQcCD/BgXAd/AQ/wQNdzi0npnPKmeV0cwY6/5xvTjanmnPOaeZEc7rxyzyyP+F7X/8Kv/vfd/B1fBrfjOfmrX0HZ67z1innB/k7PqAzFnoANXAqOhudhM5HJ6ST0m/xLXwKf8Q38Sl8EL/Dr/Bv/Bm/wl/z2/wK38An8Bt8BD/Br/AlfAY/wt/wM3wHn8P38B38VF/VCXc2OY98YR/Wn3XCfVOf1C/0X/1Wv9A39od9WaeBs8DP9D2dcL/T5/Q3nXA/03nj1PCP/CEfzif2j30uf8qX8rl8Od/NH/RL/VM/0CnjhHG6+X4+n4/sk/lifqaTz6nnxPHtfDwf0OnkXHK+ODecIE4cp5LzyQl3nqd6pmeE88EJd74ne8o5x/PAmeNH+88+svP73342n8xD+x0N0RLoRjdaAj3gt3grPowP4634M56Oh+PT+DQejjeDguj3ncvQD+3Q7vR2fkMPnN3ObuiBc5tP5P34Q/6Q9+MLeWa+k+/le/lOXpW35GX5S16Wn+Uv+Ut+lsfkQflNm7ynH/tOX/adfoMvf/k3+Lnv4J848UX4ZL97Yp7Y717Y756TF+aFeU6e14/ybXwoH8q38ZucgM47p5/Tz3nn7HMuOiedjM5JJ6WT0cnopHQ6+iJ+iN9/iD/ij/gUTgcnhB/phHBKOCWcFc64n+kkcBL4mU4Bp4rzzcnh5HC+OUN8Qh/CN/Qh/EDf0Df0A/1EJ43TzTnjnHG6OWOcRk47p5BTyGnnYzpVnAzOE+eJk8H54YRPIqd7EjmHnO7pnkPOfw45b5z//OeNUzzHM8fpT3/mONszx6njbM/21HHCp44TyAmf8AnkJPKTnQP+sr/sHPCdnQPOA9/Zd3Ye+NLO+Bs7vdP7xn6z7+1r+9w+t6/tb/NF/BDfxA/xRIh4I36JT+Kb+CT+yBFfxEPxUrwTL8VToeKx+Ce+iY/io/gmfopv4pH4KX6KR+KVeCxei3fitXgv3ol34r14OGiIimgJVEQ5R0H/xEPxTTwU78Q38U28E8/EO/FwPBPPxMPxVjwc/8Zb8Vb8G3/Gd/FcvBzPxWfxcrwcn8XH8Vn8FR/Hx/FXvBJ/xVfxSrwSX8VP8WL8Fz/Hf/Fy5PhAXo6v4wP5QL6O7+PT+DWejl/j2Xg6no5n4/14Nt6NG9/Go/Fl/BxfxpMh48V4Lx6Mh+PB+DEejofjx3gznpb34215W96Pr+T9+ESJ/CIvy1vytDwtb8n78ZY8JUqezunt5HYuO7md2s5l57JT25nt/IZq9ACqUc9Dt8/j8fg5Ho+3Y8ff8Xe8Hj/H6/F8/Bw/x/PxgDwaP8er8Wr8HO/Hz/GCvB/vxwvyhXweP8fv8Xv8HG/Iz/GBAnlJPpDv4yV5Sb6Pz+R5eU7+lr/lOflZnpPX5Gf5WV6Tx+SneWe+k3fmjXljHph35Vv5Sr6Vf/XKw/Kl/CQfyofyk/wn/8lP8qK8KD/Jj/KTPCg/yo/yoDwpf8qr8pO8Kt+pk6/kO/lcuXwsL80/85X8M69MmS/mi/lgvpIP5nft8rY8Ik/IG/KE/KBB/o935Bl5Q56RV+QNeUNekUfkIXlHvpJ35A0Z8pO8IS/JT/KTvCQPykvymTL5TZ/Bl/Al+GF+kW/kK/lG/tEjH8nj8sOGeV9e13fgK30H3pqv5Ct5a17af32nz37Wd/rrj7/rO333t+1fPSufytfytXwqj8un8p48Lo/Le/oM/vwrfPjDv4Lv9Ct8rb02z8qv8qn8Ko/Kp/KpPCoPyqPypjwoD8qb8qT+gq9AwT/gmXlsvpPH9rfv5Dv9/Rv8/UXxk3/+cL/Ch/sBAvwBn//wV/jhB8Hv/fSr6g/01Y+i338CX8Bv8AV8AL/Bb/AB/Nwn9A99CP/QR4ToM/psfoXv5rv5Ff6gX+EnSPAXnGFOMSemU8wJBszZ5b/5gH6b3+YD+hU+oL9jx79xhjkxnVxOLiemU8uJ6bRzajm1nHZOKyeTM8pp54xyUqFyWjknnYXON2ehc9CgM9CZ5lxzzjnXnG3anGzOOWedE85Z53z16qRzvjqdOTubnVnOL6eb88s5Zsxp5n/4JL6ZT+KvWPFleF3+13fgf/ljx3yzf+Vz+TY+ly9Fyn/ioflov/tovtrvv/tq34Gv5rdt8918N//tO/DfvDdvntsv//gn/NFf89f8sq/jm/k+vo9v5v/wzTy178BT89l8tt99Mx8IkF/kJHYOO+Wcw05gwE5fX8bH8c18HJ8Hjw/kvHXSOuWctM5Zs85aZ63T1inntHXiwnXGOX2dvU45Z69z164z11nnnDPnxPGffCffxnfymTD5Tc5pZ7Uz1lnttGYNPXBaO7Gd2M5tp6DT0EnoNHQeOnQqOhedic5JZ6IT0TnpnHQiOgudkE5JJ6VT0hnppHRSOiOdjv6Mz+JX+Cx+iRIfxDfxUXwKH8VP8Sl8Cj/Fb/H9L3+gX/4JE76NP+HHiPGv/Bj/woUv67f4L76F/+LXqPFz/DW/wkfz0fwK/8xn89X8Cl/NT5PmnzkpncvOWOey89q1k9pJ7ZR2xjqlndHOWGesM9o57Q/4BX6FX+DHxX0E56OT0tnobHRSOgmdlM5YJ6GT0BnrhHXGQg2csE5YqAGU/DC+g0/j0/gOvpnv4Hvw8D+cgE5B551T0EmI0FnnJHTCOuucdU5Y56sTFkqer85XKHk68778MI/MI/PD/gQ/7Ev4E/6EL+HH+BJ+hB/jx/gR/oW/4Tv4HX6H7+BX+A7+9yv8Cv/7/B/4Bv6gb+A3aPAf/Abf/A/+g2/+/2F8F9/Bd/FVqPgnfoaP4Tv4GL6G7+A7+Bo+h/PKWeULO6ucUKCcTb6qz+qE+6y+K1cf1kf2B31Ff9B/8OBD+A/+ef70fPELFfphPqPf6EP4jX6kD+FD+JG+oh/pZ/uKvqKf7SP7rf6qX+iv+qhQfVPf1r91vvi3fq5cH9en9C1Z+po+rl/rfPFrfVq0fqFP68eK9V/9Rh/Sj/Qh/Uk/0o/0J31Kp4Mf6XxwPviRTrgf6WvS9DudBc4AP9MZ4AQA4BRw6jqZnbhOXCezM87J7HTl6pRPVyemUz7lE9MXdmI6t2w5r5w7zh4f09nj/PHjFPI9fVAn3Af1P/1Pn9N55AzyhZ1BTh9f2Bd2+viYTh8nj4/pYzp5nDu+kr/kw/lLfpIk/8jP8Xt8C7/HF/ItfAtfyIfzhXwkSL6Sz+Vf+bw+r3/l7/rDPrAv6wP7v76sL+v/+lf+r9/rX/lXfq+/6xf5Rj6gb+QTIfKDfF7f1+fyff1gwT6xr+V3+YV+l//lyw/zlf1M/9g/9jN9Lj/TFyPmg/lTPpdf5Vf5XD6WT+Vb+YW+lZ/lF/qFfpav5RxxkjjfnCROEeeb880p4gzxwXwvn8v38rd8Lp/L3/Kx/FQn3D/1T51wP9AJ9zdt+pc+n5/nI/t5/p07f9B/8+N8QD/Op0Pn2/lh/pif6Y/5Zcp8MueZs8z54ixzkiFzevmifqgf6If6o0b9Uh/Q7/OR/T7/z5/v50f5VL6NT+UX+ja+jV/oB/qFPilSX9R/9B39QN/RX7ToJ/qXfqUf6Ff6kn6gH+hL+o9OPSeeE8eJ58yT57xz5jn3nHfOO+ees8854nxzgjhBnG9OHOeb88+fk89J47RxujltnDVqnDI+nq/nA/p6/p49v8+/8+v8Qb/On/MH/UF/zpdzqjnPnHPOM+eLFyeO88XP9DOdcaeXE8v54sRySjmlnE5ODieGU8WJ4aRwqjhVnBROBmeDc8KJ45xwXrhwbjjjTgQnjhPBqeDEceI4FZwNzg8ngzPDmeFkcGo4GZwLTg2nhnPBz3QuOBOcCU4DJ5KzyAl3FjmTJDmVnMROOXJOOqeccz7pnHTO+YRzzqebE84J53RzzjndnGjOOeecE82Z5pxyujmfnE9ONyfc6eaEAeNscZY4O5xwZ4fTgoUzwlnh9ODhNHG2OFmccCeLM8UJd8KdKc4SJ5IT7lxyLjnhzhcn3J91vjhf/Fnf1vmecs71XE85J3rKOeOc6ImecU7zNHGiOMMTxbniXHG6OPcJnnFO8OxnnDPO2U/zZM/0lHOmp3rKOeWc6jmf6hme8zmf4enmDE8Xp5vTzenijPFlfV3f2Nf1i/1iv9nf9rV9a9/a1/aRfW1fkKAP6Av6cD6gD+jD+WY+nD/km/lm/pD/4z/70D6yD+1Pm/atnfGZ+8bO3DngG/vGzgE/2Vf2mf1Mn9m/9jP9TP/aeeNfO/V547xx6lM89xnne/vezjhf2xnnlL+2r+2Uv6BT/sK+oC/oC/twvrCP6cP5cD6mb+F/+91+tt/tV/vVPrJf7VP7yD6yT+1HO8+zPNWz/NlO9VR/tjP82X6kMzzDH+mscJYn+bOd5Ml/tp/t5OenqlBnqAvUGSoOHKoPNAAKhyZAPVqi42nsJHY2Q1ugMNBYaA6UBwpNHaIWUZmgLFAUqAeUCfoE9YBCQCWgCdAMaAf0wDnqDHViOjudoE5ZaYbUQsoorZPeSVekN9IaKZuT1anqfJZySa2kO1IjqZB0TYokJZLuSJOkTlIw6ZU0SwomNZQKSt+kldJI6Zs2aZh0TMooPZIySRukNNJYqZoUT2onZZSy6ZpWSH1KphVSEqmJFC41kA5IG6SbUlDpqfRTqimVlfJKiaWM0jeN0zm1lkZLd6W9Ul3pLnQZigy1hmZDuaVliimlpM5pmHbUGooNpYZaSy+lndQZ3YZqS+c0VYoqPYXOQmGlcKqqJlBX1BhaDI2VclM9dVZ7qDvUJ+gQVAjaBEWEFkKbqBbUDCoKtYI6QdWA2kHroLHUEqoINQW6CR2EBkL/oH7QWCoDFYX6AUWALkBHpUBSH2mD1FZaK2WUCkgBoNPUr54qANQT2gvVpJ5QVagHUBbt6Ip2dERXdEVHND2Nnc1OZCeys9mpTDWiPlGPqE/UKOoR9YgaRU2iRlGhqEnUJCoUFQkqBN2BNkF3oDduoDjQHqgOHWgJVAdaowb6AuWAHkBBoAfQEigIFARaAiWBdjQB+gX9giawc2o67ZyYTk2nphPTyenMdG467Zybzk6dTlnpnBZKaaSF0kOH0kVnqvPZeep8dso6T52nTllnqVRKuialklJJ16RY0jWpmxRLiiV1k2pJKaQrUgmphHRF6iD9lMpKRaWiUlmpq3RDytMOaYeUpx9SUamrdFQ6KnWVklIHqFsNoAZQtwqH+krh0F3orhQOVZaWaCw0GZoMjYUeU78KIP2WflMBpHFQVWgzlBXKCm2GrkqppW7SbKkbNZdmS7OpuVSbOkRlov5Qf6hM1BSoJxQU2gsFhZ46haZCz6BS0DHoGFQK6gWVgnbUC+oF7WgXlYhqQw2i2lBr1FBjqClUFOoIdYSKQgWBlkL1oJ3QTqgetBIaDA0UCL2itlBhqBpUGKoMGSoN1A1qDU2DpkGtoWJQCWgsNAEaC61TB5WDJkINoXGoIVSRIpQRigmlhCJAKaGRUAQoAjQSGodGQhs1QhOhA9AEKAAUAJoAzaEJ0I7m0BzaURktURMdURM9TzRFW1RFC6AqiqLoiKLoRz/qURZ90Y6+KAyjMjoAJYAmQAmgAgSgAdAvKBe0o1zQLWhHO7oF7YJCQa2hT9AnqDXUA2oNjREDZYHOaIwWQGPUddEWlYBSQGOhFNAKFVAN6AzUBmoNtYHKkIHGOJmdx85m57Ez2ZnsVIY6QhehjFBG6CI0Dl2EKkDj0DhUwQkNVYAWOKGd0NAC5zO0ADqi4ykLBYIGSUc0CPojHdMR/YH2QDWgItBYqAg0RQq0BfoBHYGeOIGuQFegLlBoqAuUBkoDzaFCUZ2oSFQnKhMViYpEZaIWQV+gKtASqArUBFoCLYGaQEmgSVAkSFAjqBH0COoBPYIqUYIyQXuhTlAPqBN0yRI0CYoCDYF6QEOgGzagFtBeqAcPqALUA5oAVYAqQBOgBdAEKBxaAC2AwqEzygHFgB5AMaAXLqAZUAcoAzQBygBt0ACFgFpAJ6Ae0AloBNQD6gGNgCZAI6APHqAOUDnoGjQBugZFgyZAE6BoUDLnpbPSaeesdFo67Zx2TktnpnPUiek0dZo6MZ2ozlDnpxPT+en05OnklD5JGaVMUiYpo7RByii1YCGdkF5IMaSMUgypBg1phlPXyetkdvI6f/06g53BTmEns1PYWazYeSwd0zXpiHRNKkRI2iOlk8pJV6Ry0jlz0jopnXRFaie1k65IGaUrUgoU0gtpjJRN+iJ9kbJJ4dIaqYyUTSojhQEjRZHGSGekbNIZqY2UTcomtZHeQEl0wekMXYAiOJ2dzlAEZzMUARp3NjuboXEnMzTuhHYyO5md0E5XJ7Tz2enqdHU+OzGdz05VJ6YT06nqRHWmOledz85VZ6vz2fnsbHWySq2kUNIdKZR0yZIUSaoqZZXSSFmlr1IaKY30VRrrBHWKOmWdok5Sp6xT1knqLJWqSmmkqFJUKY30VEojXbQodZRKSZuka9ImqZJ0TbomVZIaSX+lwlIwqbD02DF1p8FSYCmYFFjqy1f6K+2SfkndpF9SL15SLWmX1E2aJc2SuknBpG5SZMjSYOmTtErKKK2SbtmShkmdpFFSMGmUdMqU9EraI82RjkhzpDhwpDpSHSmPdETKIw2SjkhHpEFSMGmQtEgKJgWTFkmTpCnSEymK9ERaokQqIoWRukhRpC7SFi3SFGmedM+edFAaKW2UvkkbpYgQpYbQaemKFES6In2TvknbpG9SQYJSP2mf9E/aJv2TAgKUBkrxpIxSPamelFHKJ51TGimNFEVKI1WjJmWTnknNpLtSMykZMumOlEwqRkzKJV2QIkgbpAjSuLjUQOoj/ZE2SH+kQ4akR9JY6axUTTorjZOqSdWkcVI2aZkUTborRZOmSZOeSWelxtI4qbF0WhonjZNOS7+lE9IIaYM0QvrgQbogvZPmSVekeVI4cNI3KZw0U/omfZNmSiul1FJnqZvUWcosdZO6SZmlyNQ5lZXCSWWlmjSlmVIz/T9NUwVpmc5piXLjhn5L47RNOqdt0kCB0kJpiJREylMSKRwcCiuNUzltk8opDKduuiHlkPKUQ+oh9ZCGSE2kKlK4VEXKImWRvkhtpYxSXamulFG6K2WUjhmTlkkhpYlSRmmilBChlE/qKJWUnkolpZbSU+mp1FK6KR2Rgkl3pDtSMOmuFIy61a0SSNcUTSukaHqmZ+rTNFXTOVXTNm3TN62V3koZpbfSXLlSXmm0NFm6K02WDhuW9kqVqXNKLCWmzikjdU4ppYxSRimlFBIKJB1RHiiPdEShpWM6AoWGQktHpBDSEemOFEIKId2RNkh3pETSBmmDlEgKJB2UKkrhpIrSRymcFE76SJ3TR+mkSeklNBnKLC1RZqgzZ2g0lBoqDbWGSkOfPUOXod9Snc6pRr2lczqj3tBtaDS0Wlqi1dBr19BsaZd6qLXUS/dOw1RMQdRaCqZf+qVdKiL9kKJIP6Q8RZGiSHmqIOVot1RBqgDtlpZpsRRXKiuVleJKXaW4Ulq0UlgpgDQAOi0NkBIgkBZIzXROe9rTGbWWzqg2bSi2tEB6AJ2WHkgTJEhXpAlSBumKdEXKIHWQdko9qXPqKeXEKcWUhkpLpa7SUqkpUympNFV6Kl2VrkpPpa3SVumpFFYKKz2VukpPpaBSV6mrFFQaKhVRaymZkqi1tAJqDXXjBoWDwkJbpRxthZJKecpRUmg3lVRNlYBqqt6rJUoK5YR2QzmhliyhTVBLKCRIKCJ1VOFUURVVOJWrcOpWucrVrXZqrMpqAbWAKqsfVFmFYbVFMaEI0ExoJhQB+glFgI5CP6Gf0FFoKLVUu0pA7er3pbvUL+2W7kp3pd1Sa6gxNBaKDEWGxkKtobFQGDDQGWmxVFb6LH2WylIRpLLUWZ1VAuqseioBlYDqqSTaAf2AHkA/oNDQA+gBFBqqC4WWQkghpLkUQtogbYBOSxukA9IBqQCUF4orhUNxobVqobNQXyiwFA4Fhv5K4VI49BfKC12FNkNToanQZmgvtFlaIa2AtkEdoZLQRagkdBK6CF2ETkJ7oZPQS5dQTWqsFlBf9VULqALUU01VAGqqsioAFYDKqgJUVnVVAaoA1VXf9Fi6TN3psrRZs7Qa+gqlhQpDaaG2UGGoMNQWqgy1heZClaHK0FzorrRaik3dKbZ0m7rVnW5TO7QYOgyNhQ5DiRFDj6lo6k1FkHpLpakIVASptPSZOqqhCqeGKqjCqXAqqOZUUNVqTs2pOtWmKlGXqDvUJWoTdYe6Q22iPkFRoabQUagpVBQ6Ch2FikJDoapQVGgzFBU6Cm2GNkNHobLQUegCVBYqC12ACkIXoCQqCBWEkqgB1YgqRH2iClGBqE/UJyoQtUeqLIWmzim09Jo6q3N6LeWGDkGboERQImgTVA/aBC1UCCWEQkGroNbQKqgW1BpqDdWCikHNoGDSEgWDYsGCxkKxoFOmoHnQOegUlA06BZWCskHZoFLQM+oONYeqRM2h2lCVqEpUGyoRdA5KB52C0kHvoFPQKegdNA9aBKWCAkIBoVTQMuoIlYSaQiWhmjChllBvqDrUFKoOlQcP9QeaBbWC9kKtoFGioE5UEaoGNYWqQaWhplBTqDTUG6oINYSqQQ2hduigblA3qBhUDSoG9cIFtQLqB+WDxkL5oHjwoHZQHKgPtAnqAy2CNkGboEXQbmgRFBDaDe2GAkpLFBBaJi3TEi2DmkFfocLQUmgpVBiqBxWGXrmCEkGDobfQQOgt1BUaCA2EukI3pW7Kpm1SNq2QtknbpBVSEGkFtFkKIgWBNkOnoc1QWeg0dBoqK82hslBBaS7NoYJQXagg1ACqC9WFGkAPqBlUDioKlYPqwYMKAs2D7kFjoXvQPmgsNBbaB/2jxlBfqEHUF+oCNYgaRF2g+lAHqAbUA6oBNS5OPYG2QdWgvVA1aBi0F9oLDYNmQeGgcdIKaBz0TVohrYC+QduoqoqqCVRURaAmUBOoCFQFKgKVgKpAVaASUA+oBNStHlAPqFsdoLbqqn5QVzWB+kH9oCZQGagJVAUK1AWqAvXAAVUFSgg9hOpBD6GPUD2oHvQRWkl1oEZQGagRVAkSVBSqBJWCikJFoVJQLagQ1AcqA/WB2qCB6kBdoGpQGaga1AkqA5WBOkGFoL5QXagLVBcqC3WBukBloWpQWagrVA2qBnWF2uIcz+48cHYf23ngPPCxfWmjjfHG6GMMMgIZf4xSxiMjk5HL6GUkM9IZ44xvRjUjm5EMyYxMVr7jsjHa6Gh8NToae42rRlijofHQiGgcNQ4bj42Gxlijqg6gl92PjsZvI7ceoJud7HH9Ts/TBfTdvy6nY+gbxm0kEfIH+WXMNfIaaZFXSCrkFzILeYUkM1IbpfW4cdporceRa8g0JJrR2CisAyDjkG9INKQqEhUpZlQ2EusAepD+o58gj5HGCJF/OoTuoF/pKHqLHte/9DE9jhxGFiNFdREdQR/QTfQVHUB/0CN0AD1Tx0T+jqvX6op6qE6q2+mluigSRFdELiBRdBo9R7/SY3QbPU6X1V/1JmQEkgEJpi/pSrqdHqVP6U36mw6n5+pgupcepx/qjLocEg4ph0zR0/QzPQ45hExCgiB5kDrIT+4ggZCfPEAO6NhID6QI8vdsJAqSRv9GqiDfTq0/I8V0Y71Zz9W59W5d2ThlHDNGGSWNkEZC3eu6CxiRjdp6AZIOaYcE0231Vf1Wj9PD9DkdWM/VhY1FRh0jkZHIqGPMQUYrX5Ja+ZYWSGoktdICWW2sMoYZr4xhxjLjlfHKWGbUQkojp00rLZDTSGvWyGvjnvHOmGfMM94Z64yNxm1jq7HVuG2cNZoaNY2dxk6jppFThzudHve40+lzN9AljNu6hE6hU+gY+oh+pafoKfqVzoL8QwYiC5GByEGDSEE9QzfQNXQD/UDX0DX0A90DyaTPIpGQSPos0gjZdkUkS7JdEYmSMHoicgY5oyciz5AhyC8kCZIE+YUsQVIgwZASSDDkBlICKYHcQDYgXTIFGZMxmYKcezaSBqlJTdIgRZIGWYMUSZGsQXayBhmD7GQnY5AryC8dG2l2bOTe5JiOjHz7sD6MfEmVJPst0vdbXRfpSd91kWrX1XeRat/VfZEqqXZffdiIY6wx+hhrjDRojDbGJKOR8cdoZBQiZAwyDhl9jEBGIKOP8cfoY+wxZCQy+hiJjDlyjDjGG+OO0ce4Y+Qx+hh9jDzGHuORMcz4YwwzLhl/jD/GJWMS8hqZrbRAZiOxkdjIaqOUEct4ZMQyghmPjEdGMGOYscoIZQwzQhmfjGHGMOOTcck4ZpwyZaQyFhmRjDpGJKOSUceoY1QyihmVjE1GMaOYsck4ZmwyOnEyRhm/jF26jFtIaSQv8hn5jORFNhsPjaNGjaXGOuOdcc44Z7wzwhmpjFZGMqOVMUuWkQsZjYRWviQ00pkzktmoZSwzbhm3jGXGN2OZsVCh8dCoZiQzphnTjGTGM2Obcc1IZlwzokEznhm/jG9GL6OX8c1IZnwzxokzthnhjHdGNiOb8c5IZrwzyhnJjGRGOeOYUc5oZhwzjhnNjGLGVuOpsdF4aiQ1NhobjaTGUWOl8dKlMdPIadQ0ZhozjZrGSKOmkdEYaYw0MhoVjaJGUKBGT6On8dNoaPw0hgo1rhohjZNGQuOkkRKlcdCIa/Q1Ohp9jcWKjcvGUiOq8c2IamTFajQ0shplyRptjbbGXaOhcdcIDNg4bEQ0JhpHjYnGReOocdS4aGw0vho3jY7GTSMmTCOhEdNoaSQ0EhotjZJGXKOjEdYIa3Q0GhodjYQIjXdGQuOgQaOccdDoZpQzyhndjGZGPqOe0dCoZ8SDZ3wz4hntjG/GN6Odkc64Z+wz3hn7jH/GO+Od8c9oaPwzBgo0ChorjZFGSiOlMdI4aIw0KhoHjYNGRaObUdAIaDQ0Ahr9+Bn5jMw6gPHYeKwDGA11AKOq0dBoaFQ1iupi56MjsIc97OPoqI+9916OuUZao6vR1UhrNDXSGlONpkZTY6pR05hqfDRqGjWNj0ZG3Xe40VGHG5ONycZe47QeN0Ybo/W40VGP6+ToaHTUyS72DR3AuK0DGIUJG4N1s8f133+P62f3uoD+9a8L6HK6gJ4nT+czJutwY7WxWocbs3U9HU8X0PH0Ol1AF9Dr9DujtRFbjxuxjdfGayM1UgjZgzxD9iBv3CBndN/RDtfRnqad7WU6nT6mj+l0elyn02G4t6QTMhEZhYxCJiKn9Bg9Tm/RW/Q4Pa7H6V689C0kE7IJmYhsQkqRQk4ZtY3deoGx2+ht9NbljN561/VNOiGXkInIJeSRI+QZ8ghZpAgphKRCPiG/kE9IJUpIIn1E79Cv9A69QoUOgdxDEiLzkIRIMGQeMg8JhrRDYiG1kGRILWSXLqSXMdioa9w26hprjdvGbWOtcdaIrBcYeY28eoGRVi/QCYy0RlqdwJiqE+i5MdWYqufGRyOx8VcHMP4ab90aY5FeSC4kGZILuYUkQ5Iht5BZeqw+qsPqozqCDqvD6gg6ko6gixDRT3QgfUg/0Yf0Jk06ktFYBzA2G5t1AOOzkdnorAMYnY3QoI3PyDekGxIN6YZkQ6Ih0ZBsyDWkKfIUKYY8RaZKRbLqOPqMHqbP6AcO9EQkK9IVKYZ0RcKCRcoiZZG0SDEkLbJWLXIMOYeMQ9Yh45Bo0JBmSDQkGdIMaYYkQ4YhUZGlSDFkKZIUSYo01Wn0Kx1Gh9GvdBf9R+/RT/Qe3YePDoQsRiIjRZHISGXKSF6kMnIZyYvkRS4jm5HJyGPlSx4jRZGiypYURYYq27IlQ5HcyFAkKJIbyY0ERf4iQZFlyF/kL7IM6YucQ9Yh75B3yG/ctGGzRk0aNGfMlCEzRkwYMF+8dOGyRUsWLFesVKEyRUoUKE+cNGGyREkSJEeMFCEyREgQID989OCxQ0cOHDds1KAxQ0YMGC9ctGCxQkUKFCdMlCAxQkQIEB88dOCwQUMGDBcsVKAwQUIECA8cNGCwQEECBAfiDBQgMEBAAABwuVmO4ddt2VVN0fN7syT7KIYc3J/XSWGChAiQlIeNFAYHBOvKDZsxWrBQVqQ4KULxwEFjxgsXKkpQID5koCZIiKAgAS0wx+mJiigXtT69cZMGzRgxYbhcsVIFyhIlSYgMnXzguDnFgJHitT6FeFqfQM4AHxgiKBi+ZoWHiIcAQmuTi4nCfJFhKklSo8Kgde+jyClEgyNEQIGD+9OAoHgnMBjQgOgGXKN6tJaZ6HAhi0i1liFQ46B1zMhKqXWsRIYFreM53rRgSLAZJ6/WsA0McMwNTuvXVwGtX00KtH7huLDclhgLSusVjcpM5cEq5YCiJyKtP66PApNHgMcUSywkMpJF58RH6z5qEQqwEAYoDgEQeG4w0D4gsDwQkLoAcLTWOpcrlyWHK3crRyVnK1cr9yRHKzcrtyQnKxcrdyQHK/cqNyTnKtcq9yPHKrcqpyOnKpcqVyOHKncqlyJnKlcq1yFHKjcqFyEnKhcqZyAHKvcpJyDnKdcpl8txym3KpTlNuUy5MIcpdyn35SzlKs3fcpRyk+ZsOUm5SPO0HKTcoxlZzlGu0dwrxyi3aL6VU5RLNMfKIcodmlPlDOUKzaFyhHKDZko5QblAc6QcoNyfGVDOT67P3CfHJ7dnlpPTk8szi8nhyd2ZteTs5OrMUnJ0cnNmJTk5uThzkByc3JsZR85Nrs1cI8cmt2Y2kVOTSzOPyKHJnZkp5MzkyswRcmRyY2YEOTG5MPObA5P7Mvucl1yX+ctxyW2RseW05LDkruSu5KzkrOSq5KbkpOSk5KLkouSg5JzkmuSa5JjklOSS5JLkkOSM5IrkiuSI5ITkguSC5IDkfOR65HrkeOR45HbkcuRw5HDkbuRu5GzkaORm5GbkZORk5GLkYuRg5GDkXuRe5FzkXORa5FrkWORY5FbkVuRU5FDkTuRO5EzkTORK5ErkSORI5EbkRuRE5ETkQuRC5EDkQOQ+5D7kPOQ45DbkNuQ05DTkMuQy5DDkMOQu5C7kLOQs5CrkKuQo5CjkJuQm5CTkIOQe5B7kHOQc5BrkGuQY5BjkFuQW5BTkFOQS5BLkEOQQ5A7kDuTicgVyBHIEcgNyAXIAcgBycLk5p+bQ3Jk7cz/3c2bOzPVcz4k5nts5L6dnb3O3udvMbeY2b5u3zdpmbPO1+dpsbbY2V5urzdRmaXO0OdoMbYY2P5ufzc5mZ3OzudnMbGY2L5uXzcpmZXOy+dhsbDY2F5uLzcRmYvOwedgsbBY2B5uDzcBmYPOv+dfsa+Y175p3zbpmXXOuOdeMa7Y115przbRmWvOsedYsa4Y1v5pdza3mVjOrmdW8al41q5pRzadmU3OpudRMaiY1j5pHzaJmUPOn2dPcae40c5o5zZvmTbOmOdOMacY0X5ovzZZmS3OledIsaYY0P5odzY3mRjOjmdG8aF40K5oVzYnmRDOi+dBsaDY0F5oLzYRmQvOgedAsaBY0B5r/zH5mPvOeWc+cZ84z45nxzHfmO7Od2c5cZ64z05npzHPmODOc+c3sZnYzt5nbzGxmNvOaec2sZlYzp5nTzGjmM7OZ2cxcZi4zk5nJzGPmMDOY+cvsZfYyd5m7zFxmLvOWOcuMZb4yW5mtzFXmKjOVmco8ZY4yQ5mfzE5mJ3OTucnMZGYyL5mTzEjmI7OR2chcZC4yE5mJzEPmIbOQGcj8Y/Yx95h7zDxmHvOOecesY9Yx55hvzDZmGvOMWcYcY44xw5hhzC/mF7OL2cXcYmYxr5hXzCpmFXOKOcWMYkYxn5hLzCRmEXOIGcT8Yf4we5g9zB3mDjOHmcO8YdYwZ5gzzBhmDPOF+cJsYbYwV5gnzBJmCPOD2cHcYG4wM5gZzAvmBbOCWcGcYD4wx80G5gJzgZnATGAeMA+YBcwC5gAzgBluhptzc26GZ3duZ3ae0fnP5lzO5NznPo/zOO/Zm7tZy9/kb7I32ZvcTe4mc5O5ydvkbbI2WZucTb4mW5OrydRkavI0eZosTZYmR5OjydBkaPIz+ZnsTHYmN5ObycxkZvIyeZmsTFYmJ5OTychkZPIx+ZhsTDYmF5OLycRkYvIweZgsTBYmB5ODycBkYPIv+ZfsS/Yl95J7ybxkXvIueZesS9Yl55JzybhkXPIt+ZZsS7Yl15JpybPkWbIsWZYcS44lw5Jhya/kV7Ir2ZXcSm4ls5JZyavkVbIqWZWcSk4lo5JRyafkU7Ip2ZRcSi4lk5JJyaPkUbIoWZQcSg4lg5JByZ/kT7In2ZPcSe4kc5I5yZvkTbImWZOcSc4kY5IxyZfkS7Il2ZJcSa4kU5InyZJkSXIkOZIMSYYkP5IfyY5kR3IjuZHMSGYkL5IXyYpkRXIiOZGMSEYkH5IPyYZkQ3IhuZBMSCYkD5IHyYJkQXIgOZAMSAYk/5H/yH5kP3IfuY/MR+Yj75H3yHpkPXIeOY+MR8Yj35HtyHXkOjIdmY48R54jy5HlyHHkODIcGY78Rn4ju5HdyG3kNjIbmY28Rl4jq5HVyGnkNDIaGY18Rj4jm5HNyGXkMjIZmYw8Rh4ji5HFyGHkMDIYGYz8Rf4ie5G9yF3kLjIXmYu8Rd4ia5GzyFhkLPIV+YpsRbYiV5GryFRkKvIUeYosRZYiR5GjyFBkKPIT+YnsRHYiN5GbyExkJvISeYmsRFYiJ5GTyEhkJPIR+YhsRDYiF5GLyERkIvIQeYgsRBYiB5GDyEBkIPIP+YfsQ/Yh95B5yDvkHbIOWYecQ84h45BxyDfkG7IN2YZcQ64h05BpyDPkGbIMWYYcQ44hw5BhyC/kF7IL2YXcQm4hs5BZyCvkFbIKWYWcQk4ho5BRyCfkE7IJ2YRcQi4hk5BJyCPkEbIIWYQcQg4hg5A/yB5kD3IHuYPMQeYgb5A3yBpkDXIGOYOMQcYgX5AvyBZkC3IFuYJMQaYgT5AnyBJkCXIEOYIMQYYgP5AfyA5kB3IDuYHMQGYgL5AXyApkBXICOYGMQEYgH5APyHFynGxALiATkAnIA+QBsgBZgBxADiADkAHIcDKcnJNz8izPMiuzsiqrciqnMiqjslzKpEzKXR5lURblLW/5kz/Zk734W/wt9hZ7i7vF3WJuMbd4W7wt1hZri7PF2WJsMbb4WnwtthZbi6vF1WJqMbV4WjwtlhZLi6PF0WJoMbT4WewsbhY3i5nFzOJl8bJYWawsThYni5HFyOJj8bHYWGwsLhYXi4nFxOJh8bBYWCwsDhYHi4HFwOJf8a/YV+wr7hX3innFvOJd8a5YV6wrzhXninHFuOJb8a3YVmwrrhXXimnFs2JZsaw4VhwrhhXDil/Fr2JXsau4VdwqZhWzilfFq2JVsao4VZwqRhWjik/Fp2JTsam4VFwqJhWTikfFo2JRsag4VBwqBhWDij/Fn2JPsae4U9wp5hRzijfFm2JNsaY4U5wpxhRjii/Fl2JLsaW4UlwpphRTiifFkuJIcaQYUgwpfhQ/ih3FjuJGcaOYUcwoXhQvihXFiuJEcaIYUYwoPhQfig3FhuJCcaGYUEwoHhQPigXFguJAcaAYUAwo/hP/if3EfuI+cZ+YT8wn3hPvifXEeuI8cZ4YT4wnvhPfie3EduI6cZ2YTkwnnhPPieXEcWI4MZz4TfwmdhO7idvEbWI2MZt4TbwmVhOridPEaWI0MZr4THwmNhObicvEZWIyMZl4TDwmFhOLicPEYWIwMZj4S/wl9hJ7ibvEXWIuMZd4S7wl1hJribPEWWIsMZb4SmwlrhJXianEVOIp8ZRYSiwljhJHiaHEUOIn8ZPYSewkbhI3iZnETOIl8ZJYSawkThIniZHESOIj8ZHYSGwkLhIXiYnEROIh8ZBYSCwkDhIHiYHEQOIf8Y/YR+wj7hH3iHnEO2IdsY44R5wjxhHjiG/EN2IbsY24RlwjphHTiGfEM2IZsYw4RhwjhhHDiF/EL2IXsYu4RdwiZhGziFfEK2IVsYo4RZwiRhGjiE/EJ2ITsYm4RFwiJhGTiEfEIuIQcYgYRAwi/hB/iD3EHuIOcYeYQ8wh3hBviDXEGuIMcYYYQ4whvhBfiC3EFuIKcYWYQkwhnhBPiCXEEuIIcYQYQgwhfhA/iB3EDuIGcYOYQcwgXhAviBXECWIEMYL4QHwgjovjYgOxgbhAXCAmEBOIB8QDYgGxgDhAHCAGEAOI4WK4OBfn4jmeYzmWYzZmYzVW4zROYzQ+4x//2IzNeIzHWIzFeMc7/uIv9mIP/gZ/g73B3uBucDeYG8wN3gZvg7XB2uBscDYYG3wNtgZbg6vB1WBqMDV4GjwNlgZLg6PB0WBoMDT4GfwMdgY7g5vBzWBmMDN4GbwMVgYrg5PByWBkMDL4GHwMNgYbg4vBxWBiMDF4GDwMFgYLg4PBwWBgMDD4F+wL7gX3gnnBvOBd8C5YF6wLzgXngnHBuOBb8C3YFmwLrgXXgmnBtOBZ8CxYFiwLjgXHgmHBsOBX8CvYFewKbgW3glnBrOBV8CpYFawKTgWnglHBqOBT8CnYFFwKJgWTgkfBo2BRsCg4FBwKBgWDgj/Bn2BPsCe4E9wJ5gRzgjfBm2BNsCY4E5wJxgRjgi/Bl2BLsCW4ElwJpgRTgifBk2BJsCQ4EhwJhgRDgh/Bj2BHsCO4EdwIZgQzghfBiuBEcCIYEYwIPgQfgg3BhuBCcCGYEEwIHgQPggXBguBAcCAYEAwI/gP/gf3AfuA+cB+YD8wH3gPvgfXAeuA8cB4YD4wHvgPfge3AduA6cB2YDkwHngPPgeXAcuA4cBwYDvwGdgO7gdvAbWA2MBt4DbwGVgOrgdPAaWA0MBr4DHwGNgObgcvAZWAyMBl4DDwGFgOLgcPAYWAwMBj4C/wF9gJ7gbvAXWAuMBd4C7wF1gJrgbPAWWAsMBb4CmwFrgJXganAVOAp8BRYCiwFjgJHgaHAUOAn8BPYCewEbgI3gZnATOAl8BJYCawETgIngZHASOAj8BHYCGwELgIXgYnAROAh8BBYCCwEDgIHgYHAQOAf8A/YB9wD5gHzgHfAO2AdsA44B5wDxgHjgG/AN2AbsA24BlwDpgHTgGfAM2AZsAw4BhwDhgHDgF/AL2AXsAu4BdwCZgGzgFfAK2AVsAo4BZwCRgGjgE/AJ2ATsAm4BEwCHgGPgEXAIuAQcAgYBAwC/gB/gD3AHuAOcAeYA8wB3gBvgDXAGuAMcAYYA4wBvgBfgC3AFuAKcAWYAkwBngBPgCXAEuAIcAQYAgwBfgA/gB3ADuAGcAOYAbwAVgArgBPACWAEMAL4AHwAjoPjYAOwAbgAXAAmABOAB8ADYAGwADgAHAAGAAOA4WA4OAfn4BmeYRmW4RiOYRVW4RROYRRG4Q+bMNzhDW/Ygz1Yw/r99n57vb3e3m5vt5fby+3d9m57tb3a3mxvthfbi+299l57rb3W3mpvtZfaS+2d9k57pb3RXmgvtPfZ++x19jp7m73NXmYvs3fZu+xV9ip7k73JXmQvsvfYe+w19hp7i73FXmIvsXfYO+wV9gp7g73BXmAvsPfX++v19fp6e729Xl4vr3fXu+vV9ep6c7243lvvrdfWa+ut9dZ6ab203lnvrFfWK+uN9cZ6Yb2w3lfvq9fV6+pt9bZ6Wb2s3lXvqlfVq+pN9aZ6Ub2o3lPvqdfUa+ot9ZZ6Sb2k3lHvqFfUK+oN9YZ6Qb2fXk+vp7fT2+nl9HJ6N72bXk2vpjfTm+nF9GJ6L72XXkuvpbfSW+ml9FJ6J72TXkmvpDfSG+mF9EJ6H72PXkevo7fR2+hl9DJ6F72LXkWvojfRm+hF9CJ6D72G3kJvoZfQS+gd9A56Bb2C3kBvoBfQC+j98/55/bx+3j5vn5fPy+fd8+559bx63jxvnhfPi+e989557bx23jpvnZfOS+ed88555bxy3jhvnBfOC+d987553bxtXjYvm3fNu+ZV86p507xpXjQvmvfMe+Y185p5y7xlXjIvmXfMO+YV84p5w7xhXjAvmPfL++X18np5u7xdXi4vl3fLu+XV8mp5s7xZXiwvlvfKe+W18lp5q7xU3invlFfKK+WN8kZ5obxQ3ifvk9fJ6+Rt8jZ5mbxM3iXvklfJq+RN8iZ5kbxI3iPvkdfIa+Qt8hZ5ibxE3iHvkFfIK+QN8gZ5gbxA3h/vj9fH6+Pt8fZ4ebw7Xh2vjjfHm+PF8eJ4b7w3XhuvjbfGW+Ol8dJ4Z7wzXhmvjDfGG+OF8cJ4X7wvXhevi7fF2+Jl8bJ4V7wrXhWvijfFm+JF8aJ4T7wnXhOvibfEW+Il8ZJ4R7wi3hBviBfEC+L98H54Pbwe3g5vh5fDy+Hd8G54Nbwa3gxvhhfDi+G98F54LbwW3gpvhZfCS+Gd8E54JbwS3ghvhBfCC+F98D54HbwO3gZvg5fBy+Bd8C54FbwJXgQvgvfAe+CNe+NeA6+Bt8Bb4CXwEngHvANeAa+AN8Ab4AXwAnjhXrg39+be+Z1f+ZXf+I1f+IXf9E1f9D3f//7XfM337e9+9+u93qtf7X5zv7neXG9uN7eby83l5m5zt7naXG1uNjebi8295lpzrbnV3GouNZeaO82d5kpzpbnR3GguNBea+8x95jpznbnN3GYuM5eZu8xd5ipzlbnJ3GQuMheZe8w95hpzjbnF3GIuMZeYO8wd5gpzhbnB3GAuMBeY+8v15fZye7m8XF7uLneXq8vV5eZyc7m4XFzuLfeWa8u15dZya7m0XFruLHeWK8uV5cZyY7mwXFjuK/eV68p15bZyW7msXFbuKneVq8pV5aZyU7moXFTuKfeUa8ot5ZJySbmj3FGuKFeUG8oN5YJyQbmf3E+uJ9eT28nt5HJyObmb3E2uJleTm8nN5GJyMbmX3EuuJdeSW8mt5FJyKbmT3EmuJFeSG8mN5EJyIbmP3EeuI9eR28hl5C5yF7mKXEVuIjeRi8hF5B5yD7mGXENuIbeQS8gl5A5yB7mCXEFuIDeQC8gF5P5x/7h+XD9uH7ePy8fl4+5x97h6XD1uHjePi8fF495x77h2XDtuHbeOS8ed48px5bhx3DguHBeO+8Z947px3bht3DYuG5eNu8Zd46px1bhp3DQuGheNe8Y945pxzbhl3DIuGZeMO8Yd44pxxbhh3DAuGBeM+8X94npxvbhd3C4uF5eLu8Xd4mpxtbhZXCzuFfeKa8W14lZxq7hUXCruFHeKK8WV4kZxo7hQXCjuE/eJ68R14jZxm7hMXCbuEneJq8RV4iZxk7hIXCTuEfeIa8Q14hZxi7hEXCLuEHeIK8QV4gZxg7hAXCDuD/eH68Pt4fJwebg73B2uDleHm8PN4eJwcbg33BuuDdeGW8Ot4dJwabgz3BmuDFeGG8ON4cJwYbgv3BeuC9eF28Jt4bJwWbgr3BWuCleFm8JN4aJwUbgn3BOuCdeEW8Il4Y5wR7giXBFuCDeEC8IF4X5wP7geXA9uB7eDy8Hl4G5wN7gaXA1uBjeDi8HF4F5wL7gWXAtuBbeCS8Gl4E5wJ7gSXAluBDeCC8GF4D5wH7gOXAduA7eBy8Bd4CpwFbgJ3AQuAheBe8A94Ma5ca4B14BbwC3gEnAJuAPcAa4AV4AbwA3gAnABuHAunJtzc+7szq7sym7sxi7swu7rvq7qqm7qpi7qnu53v+td75qu6ZIu6Xa3u6M7uqIruqEbutzlLuiC7na3+7mf67me27mdq13dfmu/td5ab223tlvLreXWbmu3tdpabW22NluLrcXWXmuvtdbaai21llo7rZ3WSmultdHaaC20Flr7rH3WOmudtc3aZi2zllm7rF3WKmuVtcnaZC2yFll7rD3WGmuNtcXaYi2xllg7rB3WCmuFtcHaYC2wFlj7q/3V+mp9tb1aXu2udlerq9XV5mpztbhaXO2t9lZrq7XV1mprtbRaWu2sdlYrq5XVxmpjtbBaWO2r9lXrqnXVtmpbtaxaVu2qdlWrqlXVpmpTtahaVO2p9lRrqjXVlmpLtaTaUa2oVlQbqg3VgmpBtZ/aT62n1lPbqe3Ucmo5tZvaTa2mVlObqc3UYmoxtZfaS62l1lJbqa3UUmoptZPaSa2kVlIbqY3UQmohtY/aR62j1lHbqG3UMmoZtYtaRW2iNlGLqEXUHmoPtYZaQ22htlBLqCXUDmoHtYJaQW2gNlALqAXU/mn/tH5aP22ftk/Lp+XT7mn3tHpaPW2eNk+Lp8XT3mnvtHZaO22dtk5Lp6XTzmnntHLaOC2cFk77pn3TumndtG3aNi2blk27pl3TqmnVtGnaNC2aFk17pj3TmmnNtGXaMi2Zlkw7ph3TimnFtGHaMC2YFkz7pf3Semm9tF3aLi2Xlku7pd3Samm1tFlaLO2V9kprpbXSVmmrtFRaKu2UdkorpZXSRmmjtFBaKO2T9knrpHXSNmmbtExaJu2SdkmrpFXSJmmTtEhaJO2R9khrpDXSFmmLtERaIu2QdkgrpBXSBmmDtEDaH62P1kfbo+3R8mh5tDvaHa2OVkebo83R4mhxtDfaG62N1kZbo63R0mhptDPaGa2MVkYbo43RwmhhtC/aF62L1kXbom3RsmhZtCvaFa2KVkWbok3RomhRtCdaE22JtkRLoiXRjmhHtCJaEW2INkQLogXRfmg/tB5aD22HtkPLoeXQbmg3tBpaDW2GNkOLocXQXmgvtBZaC22FtkJLoaXQTmgntBJaCW2ENkILoYXQPmgftA7aBi2DlkG7oF3QKmgVtAnaBC2CFkF7oD3QxrVxrYHWQFugLdASaAm0A9oBrYBWQBugDdACaAG0cC1cm2tz7dzOrdzKbdzGLdzC7du+rdu6LduurdqqbdqmLdqi7W9/61vfmq3ZtmTb296O7diKrdjylrdgC7Zf+7Ve67WtZr+x31hvrDe2G9uN5cZuY7Wx2thsbDYWG4uNvcZeY62x1thqbDWWGkuNncZOY6Wx0thobDQWGguNfcY+Y52xzthmbDOWGcuMXcYuY5WxythkbDIWGYuMPcYeY42xxthibDGWGEuMHcYKY4OxwVhgLDD2F/uL9cX6YnuxvVheLC92F7uL1cXqYnOxuVhcLC72FnuLtcXaYmuxtVhaLC12FjuLlcXKYmOxsVhYLCz2FfuKdcW6YluxrVhWLCt2FbuKVcWmYlGxqNhT7CnWFGuKLcWWYkmxpNhR7ChWFCuKDcWGYkGxoNhP7CfWE+uJ7cR2YjmxnNhN7CZWE6uJzcRmYjGxmNhL7CXWEmuJrcRWYimxlNhJ7CRWEiuJjcRCYh+xj1hHrCO2EduIZcQyYhexi1hFrCI2EZuIRcQiYg+xh1hDrCG2EFuIJcQSYgexg1hBrCA2EBuIBcQCYv+wf1g/rB+2D9uH5cPyYfewe1g9rB42D5uHxcPeYe2wdtg6bB2WDkuHncPOYeWwctg4bBwWDguHfcO+Yd2wbtg2bBuWDcuGXcOuYdWwatg0bBoWDYuGPcOeYc2wZtgybBmWDEuGHcOOYcWwYtgwbBgWDAuG/cJ6YbuwXVguLBd2C7uF1cJqYbOwWVgsLBb2CnuFtcJaYauwVVgqLBV2CjuFlcJKYaOwUVgoLBT2CfuEdcI6YZuwTVgmLBN2CbuEVcIqYZOwSVgkLBL2CHuENcIWYYmwRNgh7BBWCCuEDcIGYYGwQNgf7A/WB+uD7cH2YHmwPNgd7A5WB6uDzcHmYHGwONgb7A3WBmuDrcHWYGmwNNgZ7AxWBiuDjcHGYGGwMNgX7AvWBeuCbcGyYFewK1gVrAo2BZuCRcGiYE+wJ1gTrAm2BFuCJcGSYEewI1gRrAg2BBuCBcGCYD+wH1gPrAe2A9uB5cByYDewG1gNrAY2A5uBxcBiYC+wF1gLrAW2AluBpcBOYCWwEtgIbAQWAguBfcA+YB2wDtgGbAOWAcuAXcAuYBWwCtgEbAIWAYuAPcAeYOPYONYAa4AtwBZgCbAE2AHsAFYAK4ANwAZgAbAAWDgWjs2xOXZmZ1ZmYxZmYfZlX9ZlXbZlW1ZlVTZlUxZlUfZkT5b1rMmaLEuyne3syI6syIosZzkLsiDrsR2rWb1+W7+t3lZva7e128pt5bZuW7et2lZta7Y124ptxbZeW6+t1lZra7W12kptpbZOW6et0lZpa7Q12gpthbY+W5+tzlZna7O12cpsZbYuW5etylZla7IV2XpsPbYaW42txdZiK7GV2DpsHbYKW4WtwdZgK7AV2Ppr/bX6Wn2tvdZeK6+V17pr3bXqWnWtudZcK64V13prvbXaWm2ttdZaK62V1jprnbXKWmWtsdZYK6z11epqdbW2WlutrFZW66p11apqVbWmWlOtqFZU66n11GpqNbWWWkutpFZS66h11CpqFbWGWkOtoFZQ66f10+pp9bR2WjutnFZO66Z106pp1bRmWjOtmFZM66XV0lpprbRSWimtk9ZJq6RV0hppjbRCWiGtj9ZHq6PV0dpobbQyWhmti9ZFq6JV0ZpoTbQiWhGth9ZDq6HV0FpoLbQSWgmtg9ZBq6BV0BpoDbQCWgGtf9Y/q5+1z8pn5bPuWfeselY9a541z4pnxbPeWe+sdlY7a521zkpnpbPOWeesclY5a5w1zgpnhbO+Wd+sblY3a5u1zcpmZbOuWdesalY1a5o1zYpmRbOeWc+sZlYza5mVzDpmHbOKWcWsYdYwK5gVzPpl/bJ6Wb2sXdYuK5eVy7pl3bJqWbWsWdYsK5YVy3plvbJaWa2sVdYqK5WVyjplnbJKWaWsUdYoK5QVyvpkfbI6WZ2sTdYmK5N1yapkVbImWZOsSFYk65H1yGpkNbIWWYusRFYi65B1yCpkFbIGWYOsQFYg64/1x+pj9bH2WHusPFYe6451x6pj1bHmWHOsOFYc6431xmpjtbHWWGusNFYa64xVxhpjjbHCWGGsL9YXq4vVxdpibbGyWFmsK9YVq4pVxZpiTbGiWFGsJ9YTq4nVxFpiLbGSWEmsI9YRq4hVxBpiDbGCWEGsH9YPq4fVw9ph7bByWDmsG9YNq4Y1w4phxbBeWC+sFlYLa4W1wkphpbBOWCesElYJa4Q1wgphhbA+WB+sDlYHa4O1wcpgZbAuWBesClYFa4I1wYpgRbAeWA+scWvcamA1sBZYC6wEVgLrgHXAKmANsAJYAaxwK9yaW3PrvM6rvMprvMYrvMLru76ru7pru7Yru7KruqpruqbrX//qV7+aq7mSK7n2ta/jOq7iGq585Su4guu3fqu3euuq1W/qN9Wb6k3tpnZTuanc1G3qNlWbqk3NpmZTsanY1GvqNdWaak2tplZTqanU1GnqNFWaKk2NpkZToanQ1GeqM7WZ2kxlpjJTl6nLVGWqMjWZmkxFpiJTj6nHVGOqMbWYWkwlphJTh6nDVGGqMDWYGkwFpgJTf6m/VF+qL7WX2kvlpfJSd6m7VF2qLjWXmkvFpeJSb6m3VFtqLZWWSkudpc5SZamy1FhqLBWWCkt9pb5SXamu1FZqK5WVykpdpa5SVamq1FRqKhWViko9pZ5STamm1FJqKZWUSkodpY5SRami1FBqKBWUCkr9pH5SPame1E4qJ3WTuknVpGpSM6mZVEwqJvWSekm1pFpSK6mVVEoqJXWSOkmVpEpSI6mRVEgqJPWR+kh1pDpSG6mNVEYqI3WRukhVpCpSE6mJVEQqIvWQekg1pBpSC6mFVELqIFWQKkgNpAZSAamA1D/qH9WP6kfto/ZR+ah81D3qHlWPqkfNo+ZR8ah41DvqHdWOaketo9ZR6ah01DnqHFWOKkeNo8ZR4ahw1DfqG9WN6kZto7ZR2ahs1DWqGjWNmkZFo6JRz6hnVDOqGbWMWkYlo5JRx6hjVDGqGDWMGkYFo4JRv6hfVC+qF7WL2kXlonJRt6hbVC2qFjWLmkXFomJRr6hXVCuqFbWKWkWlolJRp6hTVCm+iTfikXgmfolv4r/4LnF8Hd/Gq/F+zmzntXOZ/+P3eEMekBfk53hgPpfv5Ev5U36S1+an+U4+lnflK3lYXpev5CN5SL7Sfz/sO/3/z//gk9/8DU4jJ5PTzhmTMagEejOEYQDFACFAjQAgEJiiKQoJI5gAACNBGEtapwxiHxQANzYECxEFCiJ1gEKhsAAM0gAjIBAAkBCByQCiKwiXZcS1n09APgYLaSo9hKoQWptoKTucunwE9hNQeCZVIUht0VV0iph07NYT0H8CQZlYLaGqdCwlUchsp67+APoSENpJVMmpVGIR2UVN+XHyEvBbQFDnqUSkYllLSdVh1IWjt4G+ggNpSkViK5Hak2gJQ247fQXnCUjEaSkRrafISsJlGXXlx1MQj8BGmkoPoSqF1iZSyk6nLh6B/RQUniSq1EPMX/wkNePTT0ipqAX+sqzEYLvwTKj1yoVFclxYdPIKTPiXbY2uzTerGod8Utzf/BRzNi79DcyhbkjYMNHf990IHuc5MRXusrZWNBkXe+PW6B+/3ECQlW6pozJI4+ZXTJlFLyaMqWICbCtGi5VisHNO0sXHBlZ9OuC6avtBoFojX2AjZ+sesm+BvI3ixdrE+yZCzoqV/T/eoSuVluNRJIvFXQS2ARMV15Z5Js5kxCdChQZ3ODy5VRx/DjMH7wfu/JByhT/cVBzIT5sG/JpxvfvvvwGUDUgjch1RnwBW0ikyXtuKHxL94Y2xqmcCARewgif40xQ4wBYfQmEfQ3pc8GR4+R5EOx30F64cOpY9G8zdr11LfHr/zT9jmUfANHjEOSffwr9uxkyRsUehSLNZBBj1dCAi9ztOCTYxdF+2jHrs3Ggfo8uIa/DFhNZYT7E2w804bf6Ux/fwxgIOLwwe79+4ITTvEXknNYFoLiDHm0OAUSPv/KMNZXPQNX8Ez8mIGc+Q2OoAydRBujR0DQKLgoPN4GV1kMcEM5qEMadr1pOSu//z1XaiULRL5zST4iB2po8e5OqbM/vgui85oGCmHyxlD72Tg6CxnleYrOwKBQFOBTYWGyLzpE2MwPgXRQcVYTdvIOFmB1GKZmm17K6yLKP8iWy4Ej9LPLkTwv5BOCrWY6dZRgNDq3aYKZnhg5IW2V46cHIW73M8apYCertMM0qVDl3dTKh4Yiey/gk4+gfVY2GFbxr82NszdBELqZ9goq83Y7GyWsaySPXuh8aQbXTo+lUq5oudxPon4GigHj+dZLT62qiRkLJ6UrBhQZcp5By6Z9IhO6tTrl37pFt3Zqtw/GUq8DVlVJAndiLrn3yjQD2+6QQxcT/XxAqenDgULlgSymTcu6dyI2vtVObE+n2uwnxnVwAsksCNL3Yi6l8W8I36AGziR65e+OFKXXGUt038btyxwpVyZfsXzAWokM/W2EnydbnyVAaQexfPnuSmsnuALBTL1cuPWvVsRSV9+shqs8RkTVb+afDiUr2SI9DTH0hOHi+BrpUSiM/lxmZn994ZEhpdR8bonH+t0R3WPY7erzBf4gLdY623fbJHKtWJaF52EUsxFEtHrLKiWC7VqLa49C51+iJTmhnqq0Sy1IUV2tSH4cdm+6e/yy0zdlGcqdbjQKJ6vtQvYj9xAXAN/ObYfgeZBqhtwaPaxRrjsxCWa2vV1GU8zR+/mUun487yrnbSZI9dAR6ECe8dZsDp6U2l06w2oIXZzlqpzhgpVTn11tKyYq5Z+o1NnnsMBSEPD6OzjoVdnjJ9kZVXklwDpmbh8/tYty8TL25eKKDDalOeJReSrcqF/7OIMHfmjKaAXUiDZi3F2d9YqQ/vTebcOZMiZjv+Cvn2V4Ow9MCqWbye7derwpV2Zdykn8UpnnMUePHJ79SG9x3/8tD4fM9GleaCprsnNHo99cyz8E+ciYqgDyK9F8rTfTqH6kQ0/Ic8rJvy0qDnErfflmttA2a68nnHbjzFQL1JC7iv/xX1dE92uqggtPBi8lzWJdhQA70ybD2xq+1XCM3GSLA/unzwAps3scDP/lI75ZJJ7+Siuulo87TdaYu7gLWq2MUw0QdnQrh15fb/u8yStIvH/QsaJuoopXNUtwcxcujqggKvr8vP/V8pg13PcWUV6Wbkc6V5dtoN1xEE4pyO3SkXfbODsDbkxs7+iuFj0UnI0akmc/cVgqjDTo1V/y+U43/u2oE+Euq+DfrYCKDLPnFcdW1SXggm568qtLa8S5ZPHDpy9Uq1NKwZZxqvc3KYI7KyV7gPGqM6Rq0WnDW9xTp8zFpfDLfs0j8bzwodr+5WfZ9VACRjVPSiRm3PGuThlBjf5WT5d3ruQ7HZdrTpcJFsb70+XUM892U9MQBe9wvEPVPWslFoGSjNap0zhj/ijbuWeqqVqrUf/TX8lHlryDOUuy//gGnesaqKXN0qut2ru8MUKD3CeqUzihmb0KdTRGjhE7GBCl5/y0bI+s17p25toK1ElVik9bL6XuXi+jxm11/+KUlf/VEB0BkroGJ9Ea3JauQrZPX7Uv2dVFndGQbmeoNzv6B1G1ZQF+qLgPK5qyqM/xJpfGFvQjbUP19XuG2TZWZJycDEv7a6EVF3e0nuX4oTG9bE/vD7nKPuJau/oE0jtmmBRqXAnGOMP7+u6o7KC5Y5XheyMXTLsRsFRSiicUn4w1uG27GzJj4Ata0nl9I5cdgxrL2DOt9IC/hdb9HnYYfbRlv5meL83NaD1daEfn/3Uh8GWB+ek8tbhYvL36HmVZ6W27TsRiTwqUxbSD55Iq7HceB5Y4oiOIvlQPJD52TanVQRv5iGze8Uje6Baw+Ks9m4mozx8xqUEv5Uu5I/nK9pRr65+goe8a7rIc2HBek2Yd+TOEvf48RkQ/0hqaywWSHr4N3l+pmDeZJlu/KhsaKVe3+6NBdrY9WDQpQjqFK1GZvrpUAHNzyl3sgPOUDfk5X4/IaXkgaMstEht7XGSrHlbxEHmHVFfPRVBbOjs/dNVzPXeKIndYJb+9vaW00A3XqBUNZ4yJcYHpENOPkzm8B0vD81wn/lndZwzXYd2K/KtWiz49ES9zoM9fuz7jBHjjNxn++cvu0+juLE0uF2KPJ7WgSvvYsboS/AiRaDOOKlczPLDCiT0+NUSi6mPnQz2zSq1moT1OQRLbOx24Q1d+2QvmFdfGoHAifsb/JiWQe6SM92S+yoXcQ3+wbFbapKU9D4RiowTIJNR5HxiOJJWmodXxZxTR7EH7lPYrcrz8Pq7wqyFWkSRKHVFAr3U7yJt9P6BWuN2udgv+6PG2jLh3urOnChN7k7qkLd9WT8T04j72KL7W6tTwNAWgb/uy6z3fbMfoGJvhfOopYjnMS/WL3bnrc/SeRGv9ngA3cdrd8E12RefiR/ejOw3V/vew7EbH4MePTopYfcevlR4+2TH8z92FEnyM8g1csWaRPm5+OfsN/2j4kG6Qb8biTSk+ZYHHrSXM2iJ83tIPSkuSBKT5o7ivSkuSaHnjRntejdF2JvgNRovtS3zXjsiZQmmlRY2fXtdmezbhTDmt04Zd8CLP8sPmEZ+niDZvYBuAlnWwkwtnuzxRhugSn76zG8PwTSyhxjwuaIV832B7gdydYW9bfWqe+1V71e29Xftml9r5Xr3XAD+3rNY39rSPte09rrbWz7G85vTw+b3Nc31P1tW933mu5er1Xvbxj53g33v1/fKDDfNB/MvWaF2Q0Xh7n+MWK2f4mY/nWj/8lqqwNJRoIBx+KN1RYEtHWdP8Eo4y6saaL/43/S1Y5AVo+LZHWMAZoV5gxhI+e0uor66aXtM6pG8ezcdig57yC7NczVdrXH7ioGxR2YTFTM0T1GAsqcL3vtPe4USvCY7eBYe78N8cOkVgIwHsxKQBPFHpc5Q/KlN2xIQil3Ofz4VBGHZskZvHjKu+4IFM5rDWc7qYGxWNiWjvQIwujsVm8a93mZNT9Y0xTVkTTPBzw8awIy3963HShA1diOkeQzqznZzlTHyXj3LIIraixtqbmYU2tq9W6vBTzuESYOJ7fx0sjYsgg0GY8i3Ah93iD7gHXQJgZhBVFVAunMwjLxStLKpEqaW1D2wRyo2p8ic5ijP/8aBQujTi67sTmfqXOgn6bhGCW3OUBZmiG5Y6XyEZhCwCZM4xYcTlsZbZA8NZu4gPdfgL4Jq/S9M+qwc52YbBTA+cmZmHkAm7RiTrONe9+scHvFYs6NtSc6tvycPMDwbOk7SH9PWZw/zJ/PPuzW5B/oCNOI8+WbdYY/wk5a68xcC5bObWzSHgXt61bt83PBFYvBS40V/2f1mkcUlXLyanv4Ood9CFInWRtVDIvqlO4W6Ci1GtG1QWb3WXsmMPvs1OVLDgFQ0qUjEjA/N6ThZltEf0KkHu+2z85Ys1w8u3dtLL1S3L0ZjW/ad7eRErG/KvuTu9HeydDt2MG/EeqwWLMdbOhWckQ95o0bo4wL/G5dvhLPXq7NWHW32n4ooBunirbFQVOICUfRIus8F96E8/Zus+1g/05dPsL2PIGGC2eHqpFONujJpwzfG3qD9Mqbf6w0bzjUbDnRvOlZ5r8GmQFNMYvouoUpt/laE+A4u0/ROn/DDz5tQZ8beoHzhiaRKbiQTDWYHEfnf1jMFvzZUNZF2tIaeE6FG3Yuad6nyjBum+2w5+49zhn1knD1CfuYsII781uwJtzr3c69qYO3f0hyzqlhv0twnWc79J0tkHvXweAIok780a/TE9FXx3YWq0q58QVvNFtIVua3lwe5mOJh27/KPVo1fraqJDxRZfEsFdQg1RJdWDD+mEA3UUXWGgPCfPmC97lvV6wS6O7YroZFh21/NYB7wHFZ14yQggtqlO9tI17W3c2UfATc+Vjtw3W1KsC/5zwIv5DhEHh37thBHtyDcoJv9C2+PGuFD0F2FhrCaQjBxzmGxh0ozp3w8/SdMPCN77InktZQH9LHBL3jQZtImXcCFlCM5NiAgSfhkQzHscE1ZSrtyGDmwwztWJbm2zqnC56fRjYfd/XS0VVEiCNsJO+zxTvaJvjam6TJOAuGzgaQbalevf37pgfOI12XZWyfoq3evVKR+9jaxhKpTSxcIe2+CxZpGbs9n9UE7y24lGReGvy5rka2lN/7jL/CE/v2lg/ftHrt/s7LC2bfHrw67P3jRZidLLkHhhLvw43R2K5N/FQUaheiGFt5+uR2U4WeDC0sBXhbiaRJJYsbSiHXk9ITd5MUYC6JpUNJ1ltJjeawYsMYTRLYblLSqaVVc0yljDL9s9dE0KaTxHEnFlaeqhn044E192T04lMxjtq9EuPshj7oKdQZwcl+TCNv+8UquQlw9RowuN7UTp1Uvi5aq2gsHWVi3pIvVxDEfQ7LsDcD1kVkza7XZ4rySuS74jCawd5RGWpzpt4jmgh+/FZ7+1YI8eWi41MYaoRy1LFyBh45wh4N6IkdDBpvxN/+YSurlXreGE4Z/Blnk+Za46gdTNcLLHq3/7waY0i/rapbSUz3EXCZaw4i8ylIXvelX263zcAKBKPtp9oO2m7dkq5e3+mYKZsujsrOvUIMvUbN95S35nplRlyjV1tXqCwcLsv6D0Kbeo3Jbx1RZ9stC1cgHnk7VQtourKo9f7qOWssE6ziW2EFe9B7izXBRVbLo6xpCPrxwZpmNdpAazHnBG2Zi83M1trsBE/0WcCi2931arv3mpeDjZly1knfrt2LdN2C8wr4+0Usq9r8e+3iDrqFYWyHWRnLTn9MRoJxDvF6msYTI68TN0x4a+5baK3d0FJ2jaYvYrFADmU0nOUnYxx9XAs7aAz7WhA6h/lobt/Eb62G0w6GLqDodqqrQbx3szpYdyq47skuFC2qvuVVKSVp0pdjbqK61n7n0QUub9+06n5320Vw7Eb8OeE1mObJpmTDLyM39gLozEumuy6rt1yCNYdT22xZclMtU/MsJQ2zREtoe5sFwEiLi3daYBg0D7Ygsdny92wLwOMtROOQJlycveICQ9D9GHLpkhs3HAK+/SwbrqJWGtQ+WizzjpsMt4a50aEysUx0fdnqm/FeBZcO2Ehaw1jl7cpw2JBngS3Z9pW1PHPTyrX1O0UtWHG7htU2O98uwrhH7wfedczNc5djsnIZvWw56WnKv9YmAc1IirwP6S5PJnQE0n2GHwk6+WjZ0iMVjUO77mjyxmMehtqWHgHsPVpsIhJ6Q7KJJcl9O5MOHZ80cdA8SonMSrbN65RxGOrhQRuo/LDNVNpx+j66rKV8itbg36LebxeIq9EcPVVNbFE7OLbAqM9r3/8ylTZr14K2o3LhT9tsVmu2t3spb07xP8djyKw/xtZmMIUNLqnWzhKwYaVO95RWrScF1ySAx5GSmUW6vIYUYQfbCJLfdpAAryERrUOaRTL2MhJsK0k9hpKq4QHnOJrEygeUpGaUitxTWuAhxpNkbgozbRf4PDomUqvdUgsFe528zGxbu1w0UvuxftnLzf9rlt+5X7Dq7WurA97NvJQNitE9xDu6lTBrOftaRLCsBTGoVeIdrX7zWfwpbqKlLNAbWf3sYglcxFJfymgUC21B59NYMNax/jyQlXwjq8RM1ihjWd+ubNrLAjyZ5dVDsgYTPHV6JJild/tQMkU6Fjg8aPOUf50eu+RYBLhCWpWtCLC/vOXam9auFYURNDJf6nD2q+HH/paMlTB9iEfQnKPQdahZdwenPKWScBZHBrn0KTz5pjsbRz18QJOlGGvhzHmrBtrQT4dy9XrmONJ6iC8YmVJTWIBF261ebWHv08rg7anwuid3Ma7YNjPZzYoa9oFZLnZTJdaCiZaPQZwwR0F6ZVV2n5IZuxF/SDQIE5U5RW37wv72Xggw82JnF5PqWKiVqckJLLcY38EWMqCrF/7EaUaC5y7b9eRpztM5HkXQKQwXWm6hcLwFesKlE0Muf7dcAJpz8eCcBMtrfM02J64xGVPn1RbAuryZ0/TFsdNtFoesNUBn7UtleWbzyGuqd/pauNRWnZUk9irJ0TRt5wSrYs2F2Abh1PNG3pWwI++DBcvuyQO75tC17+Rmvo5q1yvkIa98x7sEX/GCMORl6pZXbIX7qBe8Br4Eb3yhsPdldfUr6SnsvabATI1wDoK1eEjy4I2mLp115+U0NHHytQCWwTanwnVL73JhUWpbdr4izX5ay9Q3n12rU49Ac757h4criBpL2Nwo0PkQDPURW68xI0w6frpu5fMtDU/a5A7HHkNmrh+SLfPExB+4Vz+rZIVvhUOMwIIphRUX8Ph2Kat5ce9TfTDWVGhdkl1GXlSf56R9he5+4JZd2+y5VvEO7IXFbs+yAsYuEthih3VId6xsMpVTaZ1suS+SyTpENs4eJ7K+pCZTmGktjOlaw2JC7Il1rB+YEZtcEntyTGz/e2IGV8Ug3RaTXhhbVsJuZAzeqTEZ5R9rY105Kms2JzA4armOSB4THo6XEWBcySwrB4O9ii8tuBHV6yTeddWiHLast6LK/b+WK26yuTZsh2sLO26zu4r5Xjay0KaV7R51/vGjs85yg3Fc4qzYcAQfkeDEcER03DF58dolGvyY3OWHRQ8+DDXy0O4Ec9uB3BHnvEPDCw8g1x6WHnzYd/YB4AkIyLYgKHYhhpqG+PdGhImF+1hEww/JH9xgquSR8Czt9qrCFHNaIPEgplP+dTztAp4T/i8v37l3rR/ZfJ50PVmyd+bHhjEckqNusJ4vJvjAvZ6YaE37RMRvqHNwWyMF97nSRDPlcd3mTUR0HIieZdRBXOwf5nQmqLyJlXxMLSRpAUS3u74apXufKgdvp8LXPdnFuP8K89xSlxX69xddRnkz31qxIX9PftRqjHn/jqU8KEPqEG90ZeLUp8KyymCZUmGYM58yzYYbZGWqzZFh54kfAjd57DGjU79878gJ0oMne++fGNxCwcIiijlcPouBlJ80k3L/XgqBkymeH9JvEJWpuEcCs7zb47FTCGqBK4NUngrXEdzVwCJRt6BsRbT995eDbfp6LSMdgfv8mQ8/rtS7f2cpHKOhfAhx73lixC/U44sJvlCfLyZ8wX2fSPjCe54o8QPte+JwXU8nMmwcjprltEG49h/mVkYRlzexao3EFD5FC9C6/dOrq9kbHjq4e2pZF/1dqRZh39lV5svGus/C5VM3+65dusN24XHbZleOtbPRUh7uYXeIa9lmempTecRmvK3WwDRQM5y9J4IJGkE/P1XeM2nJvEyKSZmis69LMuyWMFdlGJyXAXFhRvXazKibM4vhppldpDnPXZqWSoB3mqZ0YxNr0Pup/COEl05t5zpkkI8uwLHBcqau6/rbJd09BUZY74re+4Uvq2gzz9b2E/Yd2z1b84yv/ijafzJ7qLAPyeEM6pyiPeDgKgj1QDybbXpw51QII97JIzbLQIj/eiADjpRyeKfLHjEY91CpTrsojXFuE7YRHGySDuI3FWHEOR17u9TVvrh3FUszbTwHyoi7SzgPm8V51Dv2hi0e93Kd7F/2I9mdLC2H3P3RrNnVq8nKWCRtJjXN/h2seIrmSMh037MMjTXRmswwpvdMOamv3QvSlhKfnJDGc/TEidzGQdxk4BqtU5PM45jXMWSEyYzH7M/snXPn/KInrse2gEZ8mWM28eUa9Z0TJPkhdxkzOD22D2Dz9xkOaBbnQTunThZL5lOZoWBPyjZucOIwvnuz5TXZd4ovqPi2NhFYzbAWGveQpc+psslmbf8dAsMh79A8Xfyf2/txNaCXZTBaCujGwOtMs8viRdVt6XTFuvtrlq28Ob8WOkic8y3kYSuyVRv39y7Fer7PwdifEX250UHE0lP/HMnXlNVO/zbL13FE59KOPnPD0dDJJGAs+AhPAiXfNplmjX6qeActYPD2/FcT3Du9HkRu6l63vl3SC6fUCA6u6LnPyvLYzYTWmmMy4/j7sz3ViHwV0x6dvZqKd8iLZXF1llMcfQ5lZinM2TR7/s42Jg/eM+VTx8m/7VWyjXmd3fCKOn/EdFfZ9a6zjnn1Ywjf9gLrna/ys1/MAhnn1Ap4SVsEr2oUTNm9CwaT3Se76X8thB13Rm47fMBbQGiAU7nXWe3euisbwj5FWkarTepmjSE74OoC8Yr3/1/WPDevFUztBFhs2zfNFoDIrXKZ9t3c1ib4c7pjFJNFOIjaQQ1mmWwEzE28fP/KhGT57OYi1lTsxOPjBctuSzMRJysk77Bb5Kv5PmGF+lIEgGMRIk9GQKxGxA1nznc7AmktSOQ/0b07EpSNm5S8/pRV2AUM3B6P1UR7d6+DzJ061qVtqrKn0IbyFk8LKuPwxKTLIN9UYa3vTsQLEK22bQW0OtvewUXgHsviQxKbZewEnrL00PoYBGL+pClVNntMZNhYyqeW8/sF8fI0HH6yJ9zsaQfCfbwUjuRYeNVWw8oNhzGMkJXJ3ZR4Ofwyp/bFedKt8avnxpxZHGN+iBdsMCVY4gIe2y5lNRfvfaoNxpoKrUuyy+SLrm+584rPFbItz9q0ai3NznALfMtum8u62taum0V4pEOyQ2IrFu1JpiSDFTlrpMLxbYo6i52w7qCmmppO6L6E8a1JADwigVyCvB0BrPkI2VMSOW5KPDsuEXpxYqTRib+7E+pRuNcnYteAzVAgeP+CXN6zUUWOMg/6w7wzZ+6XU0bhFy/Hevr8kEvQjGoyT2VKgBs/BJtsOeEAH6+8s/Uggw1gquI3UtaOLsOUmriaGU/PmVFsAnRSTdqTYsSOiBf5R/8YJ/fCW2DTl26LGZr8kEvQ9lmwu33D6lz7zX+7+c6+58uX2bRfO9yO64W/hsN7bMZKJbDIcE+YM7zz+IRkgXv73Gf+m/92TzSKHP/s9rPdpcnFITjj4T/bz/O9B5pFru/WeHJ6u7Fp22embR+Ytv209PZRadertCGpt0xIbZmKxlWlpaYWHmmLBhU66875QX8osY7wjPGpP4y8+80hS1WNTPKfba+6SFY4Vmh9RsG2AeXbpxNuG02+/VzCtqHk5FQPS+JMys72PHVeW7rqBHbtVT/yn/yn/WV/8Y+1L+1LYulSP0TJaSOSvKf9ZX/zn7VrnDDTxvvG2fLwYB84VfaP1Gv3u7GQzYryXjpMDcRmNiEWjXyB6NuZsPr00Qu3YBmTsf/ygs2m1nbvTL6A5nagVTH3GFpEsHfhhxAHDXMKZRpUhZvbsLbCd75BnQe7We5+kOJT8PII9c3fcTjAMRp6Y7nl3ds7OEmN7iGDDgo/9X7KBVrePuXqGPa2aWnLjehet3OXnxbhuEW3Fbz3j12mcrOnWZu8iSH///9OAAAA/f///1oAAAABAAAA0YoAABxIAgAotS/9oBxIAgD0yALaMZerHBAAGwC/AkjXc0CqaNG1utZ7Dggyhr651lprrQN2CzwKPwqaQVHoBUWhKfSCXtAUikFTaAvFoBi0hWrQFhpDNagGjaEcNIbOUA7KQWeoB52hNdSDetAaGkJr6A0NoSH0horQG4pDRagIxaEkFIfuUBJKQnfoCd2hPfSEntAeukJ76A9doSv0h77QCVpBe9rTCmpAK6gFNaAG1IIeUAtKQQ/oAaWgBZSCStACWkAlaFQJCkGjRoWgrhDUgbq6OtBUB9pAGyQ6baB2iS7RqV0SoHZalwQkAVqX5rROEaS5NKcIkpwi0AFJLsnpgAynA/QzXIbTz2/6yvktvymnN2XV9JbeVJObqm5yS2662U1Xw+yW3TRMcBoqgQSX4JRAilMCmiDFpThNkOM0gSrIcTlOFWQ5VaALslyW0wV5ThcogzyX55RBFqAM9EEWkAXog0ynDzRCpst0GkFbI+gEbW2doL3EltqSWBJLbZksteW2TJbJclsqy22ZLZWlssyWyDJbXktkiSyvZbG8ltWyWBbLahksq+W0DJbBclruymkZLXflroyWuTJaPstcmSufJa58ls0SV+LKZlkrm+WyrJW1clnOymVpLGflrDSWstJYDktZKSuHJawclr8SVsLKX+kqf2WvdJWusleyyl7pK1klq/SVrdJXCstW2SqF5asUlsfyVb7KYxkrjyWzjJWxklnSSmbpLGklrXSWttJZQktbaSuh5a2EltLyVt5KaakrpSW11JW6klrySmppLXklr7SWwNJaYktgCSyxJbFclcC8lJcSmJwSmMHklJwymJ0ymHnZKTtlXm7KvFSVm3JTqkpMqSpTJabElKmSUqZKU0kpKaWpdJSmklQ6SkdJKhklqRSVjJJRispFKSpB5aJclKAyUYJKT5koE6WnPJSeMlMeykOZKQtlprSUhbJQWspBaSkl5aAclJIyUEpKSBkoAyWk/JOQMlL+yT8ZKQFlpKyUgBJQVkpBWSk1paAUlJqSUGrKT0koCeWnNJSfMlQaSkMZKhFlqByViBJRjkpFOSpLpaJUlKWyUZbKU9koG+WpfJSnElU+ykeJKiclqlyVk3JSrspL6SbbpJ/0k22yT7ZJNNkn+ySa1JNokkzqST1JJvEkmfySeBJPfsk7+SW95J28k17STnpJAdJO2kkBck4KkFtyTs7JLSknt2SWlJNyMkvCySx5JeEknLySa/JKVsk1uSar5JmsklLyTJ5JKSkmpWSUFJNiMkqGySg5JcNkmJySY3JKUskxOSappJmkklbSTJpJK6kmrSSWVJNqEku+SSypJd/km9SScVJLcsk4GSe5JJ3kkl2STtLJLlknuySYrJN1EkwOkGCyTA6QA2SZzJNlMk3myTyZJvdkmmSTe3JPskk+ySbdJJ/kk27STzrJAHJH7sgAEkgGkFASSAJJKAlAQsknCUACkE/yRz7JJvkjf2ST5JFNcknySB65JHHkkkySOBJHJslfJskj+ctfHkm8PJJFEi/xskjKyCI5JGWkjBySMHJIBkkYCSOD5IsMkj3yRb7IHtkie6SObJEtUkeuSB1pI1fkirSRKdJG0sgUmSJp5ImkkTXyRJ7IGokia2SORJEoMkeqyBzpI1WkivSRLNJHCkkWySKFpIsUkkTSRbpIIhkjiaSRjJEx0kjepZFEknd5l0jSl0hSSfrSl0pyRipJJjkjZySTvJFM0kneyBvpJHfkiCyREBJClkgKWSJNJIWkkCayQppIElkhKySJnJAkUkROyAkpIh+kiASRD/JBgki7BJEe0i7t0kMiSA/ZIREkguyQBrJDbkgDaSA3ZIHckBiyQBZIDDkgMaSFHJAD0kLGtJARMmbMCPkZIRvk52eD5GyQC5KTc0FuLsi63Nysy8y6VKAgNRWkg9TUdJCdDlJCdnZKSE8JeSE9PS9kmBcyQ4YZZobsZYbUkL3spYYkkBqSQxJIAskhDySH/JAH8kB+yAT5IUNkgkyQIZJBhsgRySAZ5IiEcMDDpAjNdkRotuOAh0kRmu044GHSAQ+TIjTbAfzRMZMiVIJMGT45fpz48MBMSsFtFQoZcvw4AaIDI8kXBAJ9d7Dufr87XzAYDAaDQRl3dz7f3Z0q3++n6g4PDwgEAoE/GXcNVvGYZGGPgru7GD68uxg+KYQIUNHE404QoTd3gnZN2JAhwpBhCAmouwR1m4B1kQWMDh9gs47c1T0zQukCNjZ2kVbY0RJmxwUVgyvjfj8ZMnw+n09GAyJ5Mu7u7u7uYvh8Phk+312Mu7s73xV0GsAwOeO7E0TozZ2gXRPuNnhIPDJ8vkM+AjiEzZCMuwR1m+7qnhmhNKHRAQZ1jIJACD9KP3DlAj4oVMPn88UmO3wrhEGSscobND/AU0OwUULQy9wUTIKA3TLcxVkEA0iAK3KxyQ7fz+fzBSkFg8E1DJIBdXjSAayk4U5QwrK7YBAYDAaDwWAwGPQFKQWBPqAP+AP+gL4c/cEnbZoHX40ua3zRbtTx/Uih8j2jYcfn43M+Zuck4IGZ5FMWKH0/3893wMOkIBpdPmCYA1KAlSao+hX45iBI5ZEboLUdGYCUbCD7EdjVLGiHKwwKESIMGGnCpF8PXYIgDUtqgh6+RKCkaed+A3RJ+f1+Pg6LPoj7XQAS8IL3a8MIEqM8x34WqI0CNtoF5mfhFxCSjk4/C0KuACVdQfSrAAcCkFKY4kcBzKRKBux+E1bUCVa6cuUXodmOXyQ8uUr9gsFf8Bf8ATVYiJLu9/v9riza5FP248cqKHGo/RR82PD7/X6+oC8YDAaDwWAwCAwGg8FgMAgEBoFA4CBPQRxsIDPIEIqggwdWgoOEsAk2CEcgKIiZNliVK9hgjBxBQLYABf2oQJFKNajwAdC1Oj+7KJn8eFDlA7TiyM+OCyqfn1+xH4Mr43y6/vD4bcEjxQvJz/cHz6Of3R87nx87fn4M6hj5/Iwb8LOjReROBiUPUzAEEWxrFAwmqNuUoMycYAJoHOrskgRlBOueGblTAAzKqjTHNAQXDBtACQIFSUEHwDM/NijI+ExsA64i8wsTtIvzZVWYJJSCdsVKxTnSKuhgkZZyxzQEHbwAtEqJFFFBBrZaKYAlwG8IqxOrDnygEHTAnzpgqPWrEcvSqgvlesEGtbatOrEJVrABory7DXSk+Hw+n8/nm2RnoIDP5/P5fD6fj5KkHz8wmOL2BJKjnrcMLrg96ZAoDYxInNLl+Xy/4O8XBP5+v9/v97vbEEGQK6CgOMTugoIIvbkTtGtC8C44KISru+AgYAwgIRI+fmlmxABqGXRJlZ5kboCEfm1U/SHBDEiokoYfPzaIIOAAeIh1pCJkwxrQ0LZHqvTcWAEslOSXqgQkmAENlWJVaVDNAhZypsqHNDFAQ0ycAIFAIBAIBAIn2SUSFbSLtCJoN+ZK0G5TGLRLEUE7WsKCduIwBRfsUKZgCQFBBimkABmcyQass4ErAYQbwQbOrnEgYChYkAGBoIZgAwMoDmjLCzYo9sAAMT7BBqt4FEjxJNiASF6BapqCDfqYwcPDw8MLBvHw8PDw8PDw8PB8vrwoyn7lSSFEII+KJh55V9BpyBNACKg8MEzO5JVx5SevTpEOeWtCXMqjQ25AHpwILvLmYLuWJ8dGAUAgEAgEAoFADmwk+Hw+IBAIBAKBQKBvUYs63yILPXyKkMnxKRKjw5doWjBfohyMfIgQJfIVQpfBdwibIZ+hBdV8h3wE4DOEBJTPECtswQ18UKTwwJ8oGUCRIgisiywZNxRVymAHYRmCwOjwCXYQEigIbNaRYDAUf4Ic2EgIBlu1wQ1YXgCFPYkB1LBhFqUitWwB6gUcNgCPAx8UKX5wMNhqBSxWidQFMKmAxfxoO5PDmo/OHG0TglCAw0zRSAo3tgGJKUnzRNQwCyV4AIsB6fBj0eAyM30VIFwBEnN2LdVkporM/JNJgFmmBy6ZC6ok0GyQmUcyc0gMg4mwEIbBMFgIu2Ah7INdsAv2wSzYB/NgFsyCefAK5sE9eAWv4B7cgntwEG7BLTgIv+AgPIRf8AsewjF4CBfhGByDi7AMLsJHWAbL4CPs4yOshH3sYyU8g5UwE57BM5gJ12Am7IRrcA12wjfYCT/hG3yDn3AOfsJQOAfnYCisg6GwFNbBOlgK/2ApTIV/8A+mwgAwFZ7CADAAPIWB8BSOwkAYCEfhHXyCS/ADfsAlmAGX4BHMgBnwCLbjEQyC7diOQXAdg+APXMd1/IET8AfmwAk4AXNgA8yBN7ABNsAbmABvYAxMgAkwBu4xBr7APe7xBQ75AkfgkEOOwM4RGAI7O0PgZggsgZubJfCzBLbAz88WOLIFzsCRI2fgAZyBNfAAHsAauABr4A5cgAtwBz7AHdgDH+AD7IERsAcOwQgYAYdgBRyCRbACVsAieAGLYBK8gBcwCW7AJNgEN+AGbIIdsAlGwQ7YAaPgCYyCVfAEnsAquAKr4BRcgStwCqbAKfgEU2AKfIIfcG4BS22pbQEbbQtYAjbaRlsCFtoSsOUW2kLbcttsyy25bbbNltwyW3Ibbpktsw23yTbcfttkm2y/7bH9tt322B7bbltsu+22LbbFdtsO221rbYftsLW2wdbaVttgG2yrLbCtttcW2ALbaytsry23FbbCltsSW27rbYktsfW2xtbbgltja2zBLbIFt+IW2SJbcatsxe24VbbKdtwu23FrbpftsjW3ztbcnltn62zP7bM9t+j22T5bdCtt0W26lbbSNt1O23SsO22nsS42VubFttiYVxsz72pbbbybjZdzs202zqW2pXbU8lpeO2p17agVtbpW14raXCtqQW2uzbWg9taCWk97a2+tp621npbT1tpay2llLafVtLJW1mraWKtpMW2sjbWY1tViWkrral0tpQ0upZ20wQ3upM3bSRtp8zZvI+2pjbSP9tSe2kdrah8tpDW1phbSolpIK2lRLaqVtMCVtJUWuMCttKy20lpaVstqLW2rtbSXttW22kv7ai9tpn21rzbTwtpMu2lhLazdtLN203baWTtrOy2t7bSfltbS2k9raz9tqLW1tjbU4tpQS2pxLa4ltbuW1KraXbtrVa2vVbWr1tf62lX7a1dtqv21vzbV9tpUW2p7ba8ttbx20SJaOktnEW2cRbSGNs7GWUP7Zg0toX2zb5bQtllCO2jbbJsdtGx20AZaNstmA22aDbR/Ns2m2T+LZv9sn0WzaLbPltk+u2fLbJnds2R2zw6wZJbMDrBhdoCts2E2zNZZMFtn7SyYBbN2VszaWT0rZsWsnh2zepbPjtkxy2fNLJ/1s2bWzPrZM+tnAe2ZPbOAVs0CWkGrZtWsoF2zgrbQrtk1W2jdbKE9tG7WzR5aOHtoEy2chbOJVs4mWkUrZ+Wsop2zirbRztk522jxbKN1tHgWzzraPOtoGW2ezbOM9s4y2kV7Z+/soqWzRpbIclkuS2S3LJEVslt2ywrZLCtkAdgsm2UB2CsLwPrYK3tlfSyV9bE9lspS2R4rZXusjpWyUlbHQlkdm2OhLJTNsU82x9rYJ/tkbWyTtbE1tsk22RqLZGvsjEWySHbGHtkZS2OP7JGlsUmWxt7YJJtkb6yTvbE41sk6WRwbwOLYHRvABrA7NsruWB4bZaMsj52yPPbHTtkp+2Or7I8FslW2ygJZKwtkg6yVtbJBFssG2SGLZbHskNWyQ7bIalktW2QF2CKrZAVYAVbJdlkly2S7bJdlsl+WyS7ZL/tll6yXXbJG1st6WSPLZWWsbz/sh/UtifXtb0ksif1tif0t3pbYEou3IxZv73bEjti7BbF3C2NBLIiFsRsWxrrYDbthXayFdbEt1sJa2BZbYVvsiq2wFXbFTtgVm2In7IRNsRE2xZrYCBthTayDNbEh1sE62BDbYEOsh22wDdbD2q2H1bB2a7caVsFqWAyrYBUshk2wGDbDJtgEm2HrNsN22Lqt2w67YDusiF2wC1bEMlgRe2IZLIM9sQ/2xKLYB/tgUSyERbEqFsJCWBUrYVUsi5WwEpbFUlgW+2IpLIV9sRf2xcbYC3thYyyHjbEylsNyWBn7YQvsASWn5PaAotsDi0DRKbpFoAUsgjWgBWgBa0AJWANLQAlQApaAllsC29NyWm57Gm57G2o4DbehbttwX7fptn3Ntr+t2TTbtmLbXlVsim1Vra1qOrWm1jSdTtN0ak6n6TQ1p9HUnI7TaBpNxyk0HaffFJpC02/qTL9pN3WmzrSbMtNu6k2ZKTP1ps3Um4rTZtpMxekzFafn9Jk+03MqTc9tqjSVtqnUNneVmlLb1Wq7y1pNqy3rteV1vabX1lXb+kbVpto2KreNO0C5KbcdoOB2wBZQcApuCyg5RabKlJbSUmWaS5XpMs2luXSZ6tJlmkx1qS5Nprg0mR5TXIpLj2ktPabFtJbW0mIaS4vpMI2lsXSYBnWYCtOgBlWYAlWYAlOgAhWYrlJg6ktX6Sr1panUl+7SVJpKd6kp3aW21JSaUltKSm3pLCWlpHSWjtJZ+kpH6Sh9paH0lbbSUBpKW+knbaWu9JN+UlcKSl2pLAWloFSWilJZektFqSi9paX0lvLSUlpKeekp5aW99JSe0l6KSnvpL0WlqPSXqtJfGkxVqSoNpnkaTIlpnuYpMWWlxNSYslJWakxhqTFFprAUliJTWrpJO+khPaSdlJF2Uk/KSBmpJ22knpSTNtJGykkXKSfVpIt0kWpSRKpJMSkiRaSYdJBiUks6SAepJfWjlrSS+lE/Wkn5aCWdpHyUj07SPTpJIeke3aOQNI9CUkeaR/OoIx1AHWkiHUAH0ERqRxOpIbWjdtSQ0lFDKkjpKB0VpHJUkAJSOSpHASkcBaSBFI7C0UAaRwNpIY2jcbSQztFCqkjn6BxVpHVUkT7SOlpHH+kdfaSR9I7e0UiKRyOpJMWjeFSS6lFJSkn1qB6lpH2Ukl7SPtpHL+kfvaSZ9I/+0UxKSDPpJiWkhHSTHlI26ka1qBZ1o13Ujb7RLtpF36gXfaNt1It60TbKRdvoGuWiXHSNZtE1mkazaBZNo1U0jZ7RKlpFzygUPaNlFIpC0TL6RMsoGX2iT5SMOlEyGkadqBMNo0s0jH7RJbpEv6gS/aICqBJVogIoEhVAsSgSRaJY1IhiUSpqRI0oFSWiVFSKElEiKkWFqBSdokJUiE7RITpFr+gQHaJXtIhe0S1aRIvoFj2iWxSMHtEjCkaTKBgVo0k0iYpRJipGxygTZaJjtImOUTPaRJuoGQ1AzSgaDUADUDQaRdGoGo2iUVSNWlE1ykatqBVlo1r0hwKgL/SFAqB4CoAGUTzF0yDq0yAKRH3qUyAqQ4GoD5WhMtSHwlAfykNhKAzloSyUh+pQFspCdagJ1aE51ISa0BxaQnOoDS2hJdSGjlAbSkNH6AiloSCUhv4UhILQn37Qn97pB/2gd9pB79SFdtAO6kI3qAtVoRt0g6rQDKpCUWiGTsgDeSAn5IOckBvyQT7IDXkhN+SIvJAXckR+yBG5Ij/kh1yRJ/I7bsfxOB634wO4HafjA/gATsfrOB2X43W8jsvxOS7H4fgcn+NwPI6/cTeuxtW4G0/jbryNp/E03sbReBtf42gcja9xM77G2bgZN+Ns/IyHcS4uxrl4FxfjYryLj/Eu7sXH+Bj34mXci4PxMl7GwTgZJ+Ng/IsH4E48ijvxJx7Fo/gTn+JPHIpP8SkOxas4FJfiVbyKS3EsLsWpOBbH4lRci1NxK67FrfgV1+Ja/Ipv8Suexbf4Fs/iAjgQV+JBXIk38SAexJs4EUfiQnyJC/EhvsSX+BBn4kIciQPgADgS/+FI/Ij/8B9+xHv4ES/iPbyHF3EfXsSNuA/34UYciBvxJA7EgXgSV+I7HIfncBxew3N4Dq/hN7yG0/AbfsNpuA234TR8huPwHa7DdfgO5+EvPIa38BYew114DMdzF+7C8RyG47nPYTgM9/md+/znd37nP5fhJvyEr/AVfsJZ+Akv4SychZdwFV7CSbgKV+EkPIWT8BGewlP4CEfhGVyDc3AOrsE7uAbf4B28g2/wD77BPfgH/+AePIR7cBAewkM4CBfhFRyDU3AMfsEpOAW/4BL8gltwCS7BLTgEt+ATHIJD8An+wB/4BI/gB3yBJ/AFzsATeAJn4HXOwBt4ndd5A1fgCryBO/AFfsDt3M4POAKPrj7A1dkH+ABnL+Ds7gW8gLsbcPd3A27A3wn4ezsBJ+DtPW9f73nP10MPfT27XBfQ5rqATtfm2lynawKaW3vrbu2twXW37tbg+luDa3H9rb+1uA7X4ppch+twTa7HNbk+1+N6XJ/rcn2u0XW5LtfouoDO1tvaWTvrbQ2tt7W2htbQWls/a22NrZ/1s8bWzRpbX+tm3ayv9bK+1tR6WS9ral2sqXW0LtbFOloD62iNrIE1sEbWuxpZE+tdvauJda4m1sM6V+fqYV2rh3WvrtW1ulfD6l59q2E1rL7VqfpW0+pUnappNaqm1bEaVaPqWG2qY3WrNtWmulWX6lbNqkt1qWbVo5pVA3tUj2pgh2pgr+pQHapX9ade1Xn9qT91XoPqvA42qAbVwRbVwXbVolpUu2pS7aplNakm1bL6VMtqXH2qTzWuVtW4mleralXNq181r/7Vr/pV/+pZ/auF9aye1cLaVgvrZG2rbXWy1tXJmlnral3NrH01s5bWvtpXS+tgLa2ndbAO1tPaWE/ram2sjXW1PtbV2lof62NtrZW1tc7WylpZZ2tnbakptZ7W05QaT1PqSY2n8fSkHqAnNaQeoAdoSF2nIfWjrtN1+lHT6Ue9qOk0nV7UcHpRE2o4DacJtZsm1H/aTbvpP82m/3SfZtNsuk+r6T69p9W0mt7TaHpP82k0jab5dJrm0346TadpP72m/TSgXtNrGlC3aUA9qNt0mx7Ub3pQM+o3/aYZdZxm1I06TsfpRi2nG7WjltNy2lHPaUcdqef0nI7UdjpSS2o7bacl9Z2W1JX6Tt/pSp2nK/WlztN5+lIL6kudqQW1oM7UhTpTc+pCXag5NaLm1J4aUSNqT62oPXWnVtSKulMn6k69qRN1ot7Uh3pTa+pDfag1taHW1JjaUBtqTB2oMbWlDtSB2lLr6SIdpL20lw7SAnSQBqAFaAEagNbSAPSP1tJa+kdn6R/do7N0lu7RV7pH8+grfaV5tJXm0TraSltpHe2kdTSOdtJOGkcvaRxto5f0krbRSdpG1+gknaRrNJKu0TMaSSPpGW2kZzSNNtJGmkYfaRp9o4/0kb7RSvpG52glraRz9JPO0Tv6ST/pHV2ld7SPrtJV2kdjaR8NpLE0lgbSWxpIC+ktvaWFNJcW0kOaS3PpId2lhzSR7tJdmkh/aSLNpL/0l2bSYZpJQ+kwHaah9JiG0lF6TI/pKE2mo/SUJtNkekqb6SlNpc20mabSZ5pKS+kzfaaldJmW0gF0mS7TAbSYDqCbtJgW000aTDfpIg2mwXSR9tIhukPLaBndoWF0h67QMBpGV+gXXaEl9It+0RKaRUvoCM2iWXSEXtER+kGv6BX9oFH0g27QKBpFN+gT3aDt+kSfaLsu0Xa9oEt0iV7QH3pBJ+gP/aETtIZO0AhaQ2toBJ2hEfSBztAZ+kBj6ANdoDE0hi7QFrpAG2gLbaEN9IU20HV9oS90XW/oulbQG3pDK2gPraAZtIf20AzaRDNoB22iTbSDTtEOGkKn6BQNoVU0hJ7QKlpFT+gWPaEpdItu0RTaRVNoDu2iXTSHjtEcGkTH6BgNou8aRI/ou77rEe3rEU2ife1rEv1rEi2if/1rEY3XIjpE4zVeh2gZHftZHIvr52793dyNu3Vzte5ersbVenlabydP42mdHK2TC+BoHI0LYGhcAJtjaAyNzTEzNsffmBkz42+sjL/xNlbGyngbI+NtjI2RMTLGxsUYG1/jYlyMrzExvsbZmBgT42xsjLOxNjbGxlgbH2NtzI2P8THmxsmYG4PjZJyMwfEyBsfneBkv43PcjM8xAdyMmzEB7IwJYHTsjJ0xOn7G6DgdP+NnnI6lcbpWlsbSWplaazNTY2rNbK25na2xtXb21t4he2NvHXK4DrvH4Thc93hc95oAj+NxTYDLNYEewOW4XA9gcj2gI5Njch1ZHAfjX2yLbfEvpsW/mBfTYlrMi18xL87Fr/gV5+I8zsWyOI/zWBafYlnsik/xKXbFpdgVs+JSXIpZsShmxalYFIviVKyJU/Eo1sSaeBRH4lHsiSNxJPbEkNgTc2JIDIk5sSPmxJjYETtiTNyIMbElbsSN2BIrYks8iRWxIp7Eh3gSU+JDfIgpMSKmxJUYESPiSpyIK/ElTsSJ+BIv4kuciRfxIs7EjDgTf2JGzIg/8SP+xKT4ET9iUiyJSTEqlsSSGBVvYlSsijfxJlbFnVgVr+JO3IlXMShexUEGxaA4yKE4yLE4FIfiWGyKY7EuNsWmWBcDWRfvYiADeRe34l3ci1txK+7FsLgX+2JYDIt98Sz2xcB4Fs9iYFyLgfEwrsW1eBjj4mEsjHExLhbGt1gYB+NbfIuDsS0exIFYDavhQIyGA7EfRsNo2A+TYT+8h8kwGd7DYngP52ExLIbzMBjOw3cYDIPhO+yF77Ad9sJe2A5zYTtch7kwF67DW7gOz+EtvIXnsBaew3FYC2vhOIyF43AbxsJYuA1b4Ta8hq2wFV7DVXgNs+EqXIXZ8BVmw3L4Cl9hOZyF5TAdzsJZmA4LwHR4ABaABeABuAsPwHi4C3dhPPyF8bAe/sJfWA+HYT3Mh8NwGObDY5gP9+ExPIb7cBnuw3+4DJfhP2yG/zAgNsNmGBCfYUAsiM/wGRbEaVgQE+I0nIYJsRsmxIbYDbthQwyHDXEhhsNwuBC/4UI8iN/wGx7EajgKB8A7eAcHwDg4AG7COBgHN2Eb3ISXsA22wUuYBi/hJEyDaXAS/nESRsI//jESxmMkbITxGI+N8B0bYSJ8x3dMJI/pHb2jx/SantN7+kfv6UOF+lH/5wP9ow/0ggQ9oDf0gx7SD/o+D+khfZ+/87ae1hd6Wi9L1sMKpYSGnltoKPTn9txCD/VzfaHv9b2+0BP7Qn/oiT2xP/SJoo+4I56IO6ING3HG7/lH7+f9/KMHFHPEE/FGvBFPxBmf6299oS/0t95WRBFVxBNRRcSBIz6JdxFGTBFhRBcxRUwRXUQWIY7wxksKb4Q5XtJLCnOEO/7Uo3pej+pXrfq8z3tVz+tVfapP9aaigWgiIogIookoIZqIG6KEKCFuiBnij6gh6og6ooZ4ImqIDOKJeCIyiCie1bd6N9/qX736Xf/qY/2u3/WxflbsxQGRTBwQYyQTycQYP/6IYcLEMFaIEGKCCCE2iAligtgg2oVBQiHPKxQSEnlezyskEhqJHQlEDZFALBA1RA2xQDzwar7NX/k27+av/JV385/eze/6T//pd72xeCv+itrir1isWAwXi0VlMVwMF5XFZfFZZBaxRWYxWcQWscVkkVpMFoEBi7risCgsaovCoi9fcVfcFXFFbRFXpBW1RW2RVowVp0VzMVqMFs1FZ9FcJBedRWeRXBwXg0VisVokFo3FarFaNBaRxWzxWkQWr0VrEVlEFq3FavFb9BabRW8RXGwWm0VwUVycFqVFc1FaxBbNRXMRWyTgwbyTT/Np3snTeScP6ek8nYf0d97KC3ktr+WFPJcX8kWey3P5Im8kIovH4rZ4LHaL2+K22C1yeyuP5YU8lq/yQl7IV/kg3+bjvJuP83Xezbv5Ou/q6zyfd/Wuns8T+iSv5Lu8kkfyXb7LI/kj/+YdvZyX845+gMgtdusV6BWI3XoHYrcYrnegdyCG63UMF5cti80+x+/4Kr/je/T4H//kobyYh/JRXsyL+Sgv5eH8nHfyc96OncfzWD7LV/ksv+WrfJXf8lN+ywvwU37KC/Bf3syfeSd/5teseTixXDzX63guoovoYgEP6Z38o3fyev7RP3o9/+efvJhv8mJ+zDf5Jj/ml/yYN2PmncQCetrrnva2173ubc8fzZd5KV/mybyUl/JkXkwv9r5noPc97hnoGehxL3/Fq/gYr+Lv7v73d69Dx+OIj2KkqClGipIk3fjf33gaNH7G2/jf1/ga//sZMVFcFDXFRZFR1BQ1RUbxUYQUHcVO0VFs1Cgq+iEPwOt4AB4IkPfxJp7E+57EjxjxL37Eh/gX/+JDPIMP8SBAfIeoK9qyFflEW9FV5BP5RFcx1YN5L+/kvbyOd/JOXscveR1/90t+yd89ivfyXV7Hd3kir+N1PJEf8huew8d4Dv/hw4uIdeKdiCreiXgiqogq4ol6vskveSbP5Je875c8ive971G8ibfxOf73Ob5KlZ8S+cQ/kVr8EwFFapFaBBT9fIk/8TH+xKdI8SvirHgrcoq3ojZtsVPUFmHBiqwe72F8jIfxGT7Ghn/wDt7uHTyEt3u7h/ARYq3oKcqKsqKn2Cl6ipMmRUj/4O1ewkt4u2fwdr9gwTeIp6KqyCmqiq0ip8gptoqzYl4Mxk4xGF+9irIiqwiMnSIwroqdYqe4KuZ9hb/wdX/hYcB4BK/g7T7BJ3i7r3u7nzDhK0Re0VPMFXNFT7HWe3gWz+BZfIsW/+I7vIZn8BoeA4an8A3ewjN4Bm/hPURM8VL0FC/FStFT9BQrxUmP4A983R/4AgV6X/e9J/B1X/cE3kAvRY9FT0RPRI9Fj0SPRc9Fj0SPRM9Fr0RvRE9FL0RPRQ9FL0QvRA9F70OILKwWigpFhdXCUL0JPQq9E70TPQo9FD0KvQo9FD0UvQq9DKGskFoYK6QWugljhbFCN6Gr3oMegl6DXoMegp5dGCzMFQ4Lc4XWwmHhsNBaSCysFVILbYW2QmohrnBXyCvMFfIKfYW5wlyhrxBYaCxEFhYLi4XIQmFRQWgt2kW70FpMEHuRTPRIJhwXPXo4LnKIF04JZYRTwl8oI5QR/kIYoS90EZoIXYQqQhOhiVBFSOIlhUhCHCGOEEmoI+TwRxjDGP4IgYRyQiohnZBKiCikE9IJEYV2QjfhlLBMWCacEo75aN8snPDNnlk4IZzwzEIK0UgME4VEITFM/PHZQguP7bGFFkIKEVU0FdFENNFULPXpQhohhxzSCH88pXf0ld7RS/pKX+kl/aUwRhgiDBF25BJPxCwxSzwRn4QWPlsY4rO9tjBEGOK1/bcv9LCe0BN6WO8qJoh10UKsiw+ihWghPogTooSYIU6IE2KGaCFk8rxCJaGS5xUaicFitdgrVoueYq/YK3qKvOKxOCx2i8OittgtdovaYrj4LGKL0CK0iC1K63VsFsvFcrFZFBe/xWZxXBwXm0VnMV3EFrH1DHyS7/JG3sh3eS6P5qU8m5fyjp7Ns3lH/+aB7+aDH3w37+rV/JUP81d+yof5MD/lv/yUx/vf/x7vY0RM0VO0FD1FTdFStBQ1RUqP43U8j+fxOt5HzBMzxT1xT8wU+8RMkVrsE/tEatFPRBX1xFQxVdQT+URScVMUFUXFTRFUWCucFVLrLejZ9RKETcInoZQwS7glhBIaCOteWQjllYUVwguf7Je9s3/2yWKdiCrSiWWimLjp0/25kEZMFwmI2F7Fo/i7H/Dx68JM4abwUAgpfBSGCguFhEJRPQk9CL0Evbpegd6BXtjr9QyE0sJpobbQWQgtRBZyC72F18JxIbXwWsgiTBFCiR83kglVhCtCEuGHEEo4IjQR/kJfpBF7hNiihwgi1BZbxBdhtTBCKCGsEB4IPTQUpgnPhG7CO2GesM0De2FP7H99ryf2ut7X73pmXyykENPENRHNg/twfyz0EG74ZX/tq32yl/bUHlmcE+PETPFIXBKhxCQxgDjmzb245xZHxVDxTLQSscQxD+o7vaQf9aT+UfRFGVHM7/k8/ygOiT7iiZgj6ognIou4IqYId4Q+XlK0ECvEBPFAZBA1xG0xW0T2R57Id3ngs3o3/+ODfJXH83reSVQUEcVOL+JLfIzP8DD+wkf4CW/3Bj7B172CX/B2MVaEFbU9hZfwDMJO4ahwU7gpHBUeCkeFusJD4aFQV/gl1BWmCr+EX8JU4anX7+/f7/ff3/fn9w8//PdyToCTc3JOgJtzAhydm3Nzjs7POTpP5+f8nKfzApybe/Nu3s29OTj35t8cnIPzbx7Ov7k4D+fhXJyP822ezbW5Ns/m1zybY/Nrfs2xuTXH5tXcmlvzak7NibkxL+bF3Jgfc2OOzI/5MUfmyRyZK/NknsyV+TJX5sx8mS9zZt7Mmbkzb+bN3Jk/c2cOzZ/5M4fm0RyaS/NoHs2l+TQX5sB8mA9zYB7MgbkvD+bB3Jf/cl/Oy3/5L+flvZyX6/Je3st1+S7X5bh8l+9yXJ7Lcbktz+W53JbfcltOy2/5LafltVyWv/JZPstfeSx/5a08lsfyVg7LWzkrh+WwnJW78qDnOdCBnuerPM9V+Spf5ao8latyVJ7KUzkqP+Wo3JSf8lNuyku5KSflpbyUk/JRTspF+Sgf5aI8lItyUB7KQzko/+Sg3JN/8k/uyTs5J9fkm3yTa/JMrskxeSbP5Jj8kmNyS37JL7klr+SLnJE38kbOyB05I3/kjtyRP/JI/sgheSSP5JB8kkNyST7JJ7kkp+R6nI/n8TzOx/c4H/fje3yP+/E+7scBeR/v44D8jwNyQf7H/7ggD+SCAqQnqBRdAoYAZmIgAAACAAAAAaNYAQBiQJSLSegQOhSAMg8DCC4EBAuIAAIBRABMzgAQSCADIBIAA9WN/58bbv/Gx5wfeYT5sSeP+dXj7xPo+T3lhPphBh/y+0GrPw3m/EPqnvD3R+B/Hhz2N6HRn3LwZyGe/tABoHz+Pj3IxifgmQHxpLeCD/Qv4sG/duMf8vwXO+klnxPk31jH/Lfvm/0Jcv76kx4Y9i8u51H/By3/geH2T0379w75G3/cB9v4735Oq2fmw5HNwSfxT3w/WoX4PTwRgp+PkaCuPX8QLuX+jUFlcjcy5nMdS5z/uRowX+x8zPkld0Tnfw5qzBe7rDi/5MTA/Fsz6w0S9Hy/0ipv9OcPQT9pvm+/Mf3edAyZdJHORZv1x878sxx6C1DRV6PTFFToc6BjEyr6anTsQ6UvsOjcisT+7Nf9czz0tiU90LEzkr7LdG1O7W2FZK926elto1hv25X0MmiVPhdPyreHj17jyfSa00RPA1v1OrlyPkb4kW+WmV7LnOi10lWv9ZZ6LflDHxeeybf5Cb2mAaHXZAjR55og5B8aofqVQSuXkv5tFN+xKIvnOuMn/vftQ/ENmY1bJG4aJMFi8xh+nkrVnoNvsuPaC/J9dRpw/JzVtralqUl9KrRPMyYBFvvdzzcHJgPxbzMxOyrRaeO3CV1hlFBlqJ/x86J878wHmTABypZNaoQ78Ezsh7hv+1XjCi5a5ayTyf+Nm9hfj9Awd2gI7STZmLxOrZvmdvC5rHFF330jtMVu0RAoJsQO0jCH/ql2lSK/qNjdlZfv4BqRl9cWD8b5U+TAZ1ar99xSUxcBmGBLo53MPpCLflvnmIZPU7s1ib7Z/kwT7He2lYdqIMgVnTZVC8STVTY9hbBoDvf5ZuTnRX7ijU1NzLwnOi0A46iJ1T1HrV5JoM/PsQz5GUEZdzPmWFlA/RcmUV59tfOw/wIwTaD435ZyuPVPVBwt+RATQM+BUIYM0Io5/wy7+O287mV7NkRIhWyZIdcWTI2yBzYnXcbJlE7CbX8sL+RO+Gwp8AeLMljKNwm/o0kLuDndyYjPZXUmGuiNJ6fVoQxKT0wOpN00CA1TbyeEgapLsYVeUGY1oL2DQdE38TsawyPl2uiVy11BfMgffa42slrOFdWhs/XTDU/A3WHZCm3bAMpHc6yWX6c0cnVvwBcC7cUWDzm8mvUn9Fja/oKbE2lcOcIXzIvBjq63rnERdSe06dux2YISiRNCO3t4eP3OQ20bTIMTDrelr2sPNaUanDCSCP3eaj+eZgfDwdaUrZFq8wH98N6riiJOeJOz/rT4q3undpJxMKTXbIbMOwNVZm5Ud2mdWv86RukyQ/3+FFGkn0LOoUuIHIEaKB6uGJzp6gegyWeXL0Mp5YJH3+sEGU62bbW933Ktq6xp5m2BHD4mENI5MUt/Q9zVD0AXlGUBg+UjSlfqOR7WvT371dZmjQ4/1dz9pCHY+yy+T1jnyL71vVw9ooCEhfUWm/twDkWOW0thcNBnG92ut+LwMqZwBa6gngSYta6NQWurHet9z1fFi5YK4wXoO9a2Iw+q771e+09I7NZIQaB2RepJIGaGBUcWKr1F8QnC0PSDx9WekeQciQxJSxwX2TmvcW72ldLrXc/nFBrSOJrFlTRs99FdfPbFhvQjVAR2a94/G0+gAmoHPfjqF3napm06eu5vKnVZJ7zAPzJuu9f7Wa03Tg7SlVOYRnrPFWpDd/ehC53Agt1bjoxD3XogU73j4a3tC9yu9rn/Rr78d8GxQxd8DhoFK2bzk7V5oD58EIuxs8HHZKt8zoAruM//SEG/kW0WUqxfWgDZCqI0Q7RlGw48t49vWXKThrWvHRoLKXqr0YYJ0drOUs0TEPtAiJXohHGotp19fLDCKY4j+XwOgWzpY7IZaTLnM8whp5fLc0sKQ0sQ7CttLyu3Hleu5oZxYglNG+3KMqjFZb9wUaUxdOeZjtnGxHiTZU44sxpy/rPl9DFvPueMH0fh42zNBg4infrPJV4jsbeicGklre3gMNvSIG1pvIeKsbRuXDxtWCxqrJ+AtQLQvtGy8s3FNc87XQtu2jJcQb+Dnf/D4dtLPUrs3BReRq61sZLjfGsQavb6JnNI8ZyHI+SjcossNJwtpICDK7/zK189b9+GApuiXzHQVk5/pdKsY5Qv4x7NyTHumekO2TLOCrZj/WyZg+JS39LNOZHA+b3LMmoLereIuoJIGLj8t/lvTR9owBF+Xe1xsqt3XRgLuFsc5WPHTkzwQm3cXHkiWZ+ZNm1C8fir2avBmvsaM99wW5+QAYum3F2TKqMUz9H5ykNv869jtCaepBGRYRpyCu7JS8f02zRuWKglLq4OLbgnsNzY+KlaTD0Hn1WJ3uRby9oxMdF3gc+8D2C9ejbdF6wHV05F1/k3eRDrRfMFvpBvBW6KV7EtMwZ5n8ga6Dgv8AU/G6F4NR/zl8BygVg4R1wuDR/GvpG4mguyCvstLcNWROPsb/ae7XwgWernkG+hCCfQ4MbPYm2eFbdA+O0zrg68tzAG950C1wmwC9miprdcXCH0/uayxubF2rydQbyAHC0T3y2tEqsdjmthbJh5cU40JcvKgmzfcAzfvVjEgZjFXRh21jHKV2D5z77wW3uVOPKiNO+yaOFla+T19c5r79TL30JTg69s2mgRai6/YDP+Yt5/BT0BO7b02q3A7uNAvwxMEEFgVv37Sjjdx4dl2HkTHK2hP3zztpgY6wj3awZUgoUrJtl/XtZh85c1mjssF/56O3WlqJ2VlmcZRF0PHKbZA9jseIjdx5oyX16TfB5+EwIMpb3/m+iX58+UJs8WLZ1p1825m3rtRbO9h767ZhRNm+lhQ103BzV5brmDhk3rEF5Gt5rIUbabbnh5pyU7NqAbamxu5M6oYb2kjq16H581VkK0xncf1msLGMbBVLLGd6EYS6+JkQUU8/cjLAuDNztd423vxFQtxHltw2pdwdHaoUotj+G3t+cYHdXNwQchYYre2ZV+F3b4HdaVJdljeh+nGGu4rxdw/07e/Bu7Je3dLA3fJDx/ozGC+2oH12cNJ/3bk0fjs5VzCIs5C0dzsndzW5rO1eMQokGeN/UdZ4HtbG9o9eTDuZVm3dkP0gaN5nmkCIC+HFnFB7T2/A7Q4NHsbaJzNcl535mpHFYfgi8WYU6a+veJrNjc3Fkj6p8FssnhWK4OZeKxoe2N4dfTwt3eMC4KIY0KKe4KYU8LcwtvfWD499CtmWG+sSH/vWE2e/cmh/VxCH2Q79Qz0pobmppTQHEBqAY7T9HWhXYnorem1+KX2HFla7X4BqQKJ/v3jj1GwdAh6HjO0vx1ZJZzBv+dAhTM4keDyJudM45Vf0Ckkx8Ye+OZ1adTMqVTMqc+V7tRj68OMcI/tXFNFshMcIrW1c2bm8Z2cHCKdZ2Zc1fThmYLWyLDiuP9qlxycxK+hpiYZnTeBBkFqavfh91vLWzHeAhk63TpnE+hyyb8r5kmj5iU1WoCW8pspjCy3jqp12NWyu0MgkmlY05PsKMg7mjOvmyMiyRo3nh3SRCdJtEOlLLeKOWbKclnqXSnczw2d+Ya7UO2hmBvF6gF/Lw9sNVj3pvQ0pttPLRuGHcFuOiwbmkcwy1cnf3OZTA2L69153f2LIh4K+Vqldw+H77gR3VTP8e/bSQdM6ZITw1Gi4c5V/zCPrEsC9BJpXtDf7IxDDUtvGRRKHmh7ZAwqC1h5TkhbPL2i8KjR4WVrgsNy42s4WFZ4DGW3NaIIOatzxLXxyH6YKdT57Q4X2g6ThHGBYIOsj0VrdPOrsIvqnHLgyti3ke9vH+zzzWpHZfb/AeGn1fj2mEeMJP8beohY6e1t6vHWV3fFbDrGkdlOGzDS5ws+rHmZzZ90qc+6ZN9Or26x6Ei65DwDK5OoTZHFvi3bhALq2fLdvI22PVUsI5rl11rQIsa5mxZ4K9Y7O+X+suL/83l/5qiv6PMX1hyZatGaMWUsyvyL0lGbLMf4psTujCnKXQ5SJ/BYEo7QWpWOgm3QltTHCfAADDM3V+Xc7+ODR2t/CAN/Shu/WCP/rKy+9uz/vNvAHhpA4hkBmh1vOAloPMx4BIeojC46VTniMEs3+2C39XYAAiBDvY3Ba0jsew5xBaFpzyOtmJgfxfL1jd71/61A0bnx3j4sJqfHa/cmVj3Rh7iOqIQ23HXX4EPXF032I1n84xNLnjseSFFk9W/8romSZ2rcGzCvwY/lf7IYDr+drCUq23TUDnj4PIp+rpRwi77wvMFt3j5iiT7ycs2bX6toWeyOxnTVa78rqrFcAua80OGSc6iCZ9yDnBS3t2IER3aILN8BvucUh+hlrleOJrUUiY2+fYoCRNkMsxYJiatZiwOZyA8n+Hn74/PiIZJOxoJ0ViMNY0qtKnhs0P2g32n/owAz5LZvhFcrZ6Mytvgoqaedc1zkEPcomD88QgrFux3tVxtM2ftPzsgfH6Mhk9W89xdtRw87hziGoJR1Xn5OwySOZcx1c9JRK2D58PH5MnhmiZyFmc2mnMZl3MybtPvavfKxvDRJuVrCBegC7SzveDVab2VrhXppt1btrF5eE3JzuKCk+05VlPtUC8O8u37Q0Y2GGHK45Gu5oIaonjC4Fjh6BwMgkx+Kin+QnKsbSSx80gxF5K6XEYSik4lQyf3jWgCTdAsKBunEqGNJKs5V7H8bPIXoJwQ6J36/YQkqj9mzUCmd9TOmwaBSuPZIalfazbPWynFUHx9wVy/OTln7QyG4u0nwlab0GROkYrmC52vSdPnTcpgKr5PcLxvlt7YkdEhTvqwKe2uBEbWES73UwMxvBEomN2xzGgm0B6IanIgioOKr8AGVmWT5RpaXF8g4X3q86aCsL3eMQOh5bmbG0zmVIOzQxKu5FkKvh251d2O0qosXcrC53KXTRnWXO70Wdhny744FsDaHxrf+5/988chcUan7lljgcUGNae02r44lZ8GN05R1oXXJA07ixrbkResmLHvanm+zTxrLnYwWkh4twtgWVpRoeN/uh3pkPcZTSjcm3tmNTzo6dR+0FhAMxN1jANwR5qGYYNzITt0DvoShxVL0gQMe5wLWUTmMz7n81yNvltt73Two01wu2fq3EoWEE40Jvrq/R0GmgdTT0XXeePMAYsUd540mPaVHS9jCX0m9/M03fIcYSk8ZLaFRppTBQ7sA2vnsAtnna2fENrM5hQZ3CpTWylZzpIZNEhSuEkWN0sed5y80AbnSgnRVtnOtx5x20niB8zhS+YlenMzZlq0m2y6ZsrqUBYoO40p9asPD2Gw+GD4Kek6L84csEhxzxOD2b7Y8WUsl8kB7yLt7N3YQ3YDhC7mNIXODeizMriYYn0IsnEw8BTSyFmW9NRozjYCvJNRjFY8R5MhFaE3ArFmAl3HAoX55OM/GQDEasCkaCzidgA5Mqedh26CXGMtwpAsIJw+VVajUDhlFh4HQccpfDqCjvMXGl50WR7Fm/Z1xAw/ZYysGQPhWsHDsqedWZOJQybr4oCmU2VbonG9Ii5wPPSznElLu/RPWZ1DrFADY+CwDXDx699wA2CxG2A8hHLOgBAtgfXY4LQHQjQJFh8Gg98Go4WXex60j0P8iE55GM4CAtM1zmj1/pVKngwuOyWs87w6KfQWHWxM/7FCxH6vZdk2Uaz92clrQcJt01aV2hOqRXZOsNhrDYGOYtifWjIEcEwTgC82/wRP/X6Qe0wM+55ozD9uwC9mtJ+zF/dWb/FiX9xuf9yGX/iMH/ySH9yYP8ye/wKhnK36lqvBA/9eZazckFyRt0Rg0zboR2G0djTRzV5dMrj6M5VLe570povxo/ve3LGm13QljyqOXZeMp8S5Huy25Ng1vfYpeSVQeaMSHlWVRvXskTYKeNk8yjKEdDaBDGoOmXQI6aVuGIr5mdtn5n/mwjY22mS8HeeaZTIjwG2kR4B2UJfsE97mQvAPVXkQO1WuLaRBerQbZGY/c/uZ+c/cnuT2M/cvsb/MdYVtUbJNhldte/VS0i29B5HbLbSdbduryPMrqmV+OshgnOPyahzwCxZbkI3DWPwT7z8z9PPsFTNvfZh5JlwUaJPByLNMzsC4YI+E0jfzfLn9ifVPbv8TIC/tz9qbjcXV1hfurYjxvlj+Yvcvl7vc/JkFEG0yeN+I95UiRle0aeMJF/JnRGkDYfU/uckAsxBd7rANT5mIxH4vM+LvLZtQH3C12sSVWWZHDzKgUP3T71zdZAgRo/ARgFkGiOlo5PUo/XEaKWrSII3xzv+wmorTobabX0k0TbKbLqMnvM2F4B+q8iB2h6H4Z9x/ZvY585+5vcztZ375fKti09omY6RPmI0c3Udhy6T1RYc3rHQk7+T2L5Y/KPcouiysgRoSt0UoSfGA3azgBtM9Ibidl4L33bCYGX/rkjcGV8YJjTYZKvvx157tnh7LZ18S29VeOsh3l9321pxlik32IvuZ6Q6h872WeUCo/Rjny+0mtgptMkhjcw3Yu7xhL82YD5JFzNy+XpsM5Vr5XK+OJDtoKYt9dNXKiD3YZCStHgTrBuxHTUjquw37PLf9Bkt2izbsNGbsWw5G8k0e+FpiyV9k1DA0T060g6Bm08wRYtkmc7zAXayhV/BvMs3d5EdmpeKflqxX+mAnZUOh7cRnFuiE2h/zfkZ02mTMEGUmwsbz23iP53yYaqa4KhPiD+rSg3QTLd1knkcyiLaNFffuRjQXV1Y2KAPOZdmC3UEyxTl6xPT1JofMkoFR7SVuf2J/uU/01SYDjhzcHdMO+4V0DFkKn9U8iITWdiPzyX2RAb0R15SMS4fM/SXuL3P/CWtvMkfWZxuDF5XhhnhPtZAaqyrKJynWPeszOqL3QgmL3zD8uYdGATvW6B6gyTY943SJFvQGbboU/sPRTUbE4onWK83UzUnQY8S43jP3u6v9pA4zC08LTcbvThMi8FpTLhB0e5PhVZrTclq4Y+4UPCCPA5a4474vxq/ytBsht3DlCxN/1+5QmZvAeezxiVlgP8w8R2z/Yv2T279YfsX2LwfZq24ygKaNqm7d9mQH9Zi4VVu+V70GwIhqynaTMXKdurcfqM67jT82EdMeN6pqX8VVKzPVM0N+rDrxDD5sjB3HtQPT7Dft66CP3aRuBK45Iw7ng+zJdACRWqM/fyv3ILtBWPxnbpcKz5Zok+FysV7h4LWAkoO6xCQyN+xzuesevckYuZrmBnQY5oFjdRQLitqhJgTvBAPV1gxmqZ9s6cXa1Yso3SzY2popX5ltXEzH/Y3fctjOclSI1VxAdFIGZZsgbcPuNKC8BkONGSPuERjmQAn7c56T1b3c/kTrwMb3o2FzC9kYiNVf8vYz95cw7Sudvsh37PShUuzcZ22TmacAW/WOFiCCM7jTV2CKb323dLZTjMZgZ1QUFFszBXMEwX1hDXNglRQ8qPvb1y9txXZJS8zZLKZUDH+Ud6RC1q8mD2BRe0G1pVbjdygNYHlTfoQ2NYc9sZ2+xjpuYGGfJazIoD0s2JC4/Tlld9teNpkGQw/RxP6CLrVZefRv5lt36htDj+ooOpy07O0V95WybSRjPs5C3qfcZN74bj0iXaKRbLZYn+nFGLdYeaA/IyX+xHKjiYdYTFu3t6m8pblYihL2mtKFGWI7J+zTjttRkp+f/WDngsLIOKjcJjWDu7fAUm4uu4NQ9mXuPzH7ifvPzHxm/jN3L7n9zO1LTLzJ9LyFQMjC4eSO4sj7xUjZ5sNqVHbAzsH7j3m/WH9yi3yxXbpEy4JKjZhG9UBpe2PuyM9tONlNhqKdKh7HtCgx9QXG3B7gFWlx/GuGdBSLx61Lcf6i8qBln+NWrVncZCRk3s3t2Ef1iFV32U01Ega7bAe7aZ9Zt3Fbi337QZdtiMbtcANO+8Wm1LOoWm8US+LxdZY59nozZ/3fyY7o1S73ds1eN4tMdqBmybfFRaSXyeM3yeN2m/bZW22pOBNuuslHABr43BI74HyT3THxNcv1Gm6XqjUPznKM9hTv9tE675lqeCI8blSBx4LS4Rsfx+kT3xevrWYfGL0beF/sH7z1WbwXHXsx5SoWUrvWtD022q/fdxgp7J7Dw4yf2PHYeT83WMPAaaTDhiZpeNPatp4bESD4pDVHbPkplR/Zp0eeuF+Qkaccz9Dl7zcq6bADHbCwIQPRpDlKXNJ21H5b9HgOblYRu8brPF/fhLiUNmje6KQjRasgs2zdP8vwgxvRlF1haDsSYR7Ouu8dWcXL/s3IDkWDaDca4sfsgdlBG340NonHdt9mEzRzzROfaqxWm9XT5j/eAM8bAWJ+ID7uGQN9nb/XOeuDX3Rs+16Lpr+y2pabbuYXl1aeZusMIS36hupJ+EbmrQuTBsDmWHKeYo9ett+5RKNlMU34aeLxBZu/VVrtOhJwWu1E5lo2NR+hLgKnI2niCPMmSzWYSdJK4C36IuM1Ie6vfx88CiM9vT6TXK0LzGsF2GYOXdGIYuTZVOF6qE7f0TdjOfvE5jd5QDdFyb9tT+zQzexsllFw7J5nyfi5+b3D1Wr29NVuEgc6PLtURwNFT9A66IDIY7zP6KJNXe521zgJR6Ny8hc1LEvDp8vecu225CY6d6EIc8L+mK7EemldhhepmbEFfuyZ7WXpg7rnR4uGo+OWzMNo6PamZZEWcsNsxXrpsZSHZG1RNjYWX6T1QVpROHu0BIdoW3zk2QkK4bfKhn8rNPJGWikTP/sMcSZKiWfnBSF2esdJpovflnC9wzXGbtz2pkzEXK3NacrNTZeDs1czzmFb3glQPUu3EKd/3+1mxjRy8rZKqx7sO/FRkzwUbPNaSrueK5u2rcMflfZtI+IGO4OmUrEmV9FzFSczVosGGdpq87GVZPMFiXlpJYvnJC7izqz6OlYkamLHb0rnNx7vd0ePTMwdur3m+R+8HWFmOPtxiAXorxnKu/X0zwqReNaIhSpYeciNhcvV7CnhYrwXR5sHVuL5yqhs2O0O+R9l7FrTQmZyGL6gh4rn4cw7kXj2PrKPgHdb41L3lGLM3pCVnBOVzMfsWW5r88WD4PjmK3lzZfQ7j+WJZVHnHbNT4ZoMt4PWsB72QI5nBndd6xtXN6Zo+QztKH6lxvZC/nb+EeDqPCttuTA9Em2ccWUYnd7Ti+xBHiHqqslHTGxrbWNH2DF/MSZOiT6oHmggehJCkDD8akBjkL57ENGoIMzBRP852kX2vA/1RmEkY3Ux7KQ7xuazL7ZGDJa5mkrWFi6HxNSIod+NyVRLOO35Wn81ncC9VMFkeow9uJtbfHu3etpxoo27c8PhX9BMHhTeWbkCwELLI6YjLFsVMBetCS4LLHWsTJEMkJByhMhBAfIpwVFrgsu10lG6OZLhT2nbMfWcu8mldO4BkQ+I3UHtzI+Zi0t291CcM+PgOHphMGzuUd3Qz03IbXasYhbYGfsfWk17qNvy3ATZGOqCzbVdurO8bXZakAVqB3k9kplC+haMMMfbay3MznXaUxCS1OSk0j+sEA3Z9uwaYm5VUci5z361jq9OscuiN0mqTypsPaZQ9iKbJOHNPcVWS4r8Ywr9T7B5x3+qp4fe1kcZ43tq49esO8gGywXw6mIbUjdRU9CnIXqSGd/3Gs/bX4q3m0LzpUf39lxRuO7IjT3FO+BFf9jowiOSOW/soUg84A0Z5Fs61jyHHMuogRurqqf5S2fRqFk6tEYt7bS1XFdFVOUBRcOEu5XE+A13avsQbFEWWRG4L/7+NOG4lGq5kVYWRCz2ewa6yMDGNd5m0l1x2LK3VHSWuwktHd2pmKBts6PmzEUUZtdNTRO5W2jnf+P6uMhCst1y2Ben+Rstubx/HsR1zHpcLGPCsFsutnwqYvx8pR3tt82S3oje72sGAosqinpH+RfjomIN3IKu7iQZFg3NZ72PkenmLnnVRknXUt1ZJHlc+rVYVhuP7duVarNmLNjBOhDOsUTkJ3D3rkpT1fWZB+Hm78D3DJYLaASUoQXblKjTQuubkykujt2VjIWye3r11QNJ0kSM5juYp7KmFvhbbRx7PR6BBOlO4NRiG0HPywM5D8Fp/hyPOdxpw1t6k42+Yw199hoTnBFF+4m749vC7r4Us+ZyMlvsd068rweeAmd6YDwff8eBPj7M0y3acBc0tttxNix/GvMnK7/jzNwfqQmC7HYFkHcRgE+Ts0MkdwtA0/JgqM3htSGA2ZHlOxq3TQBOxhDfOeL7+37876Vkj8E3xbO/BMv/sM1/lnid/VHdJk1Gg1wLynoglJ2h9QuZGkovxC9SPyNkFjzG5w2hxRzamqHOyNwbzdpbQjUN0EGTy+9/8tlZcHzk0+ZFjhTnCOVDwj7HvrCZja1sgbMbBINbQIYu/XdE/K0MRYNbcDg2N2MYH8Eli6DtusGtlTncE24Fkef4vo4v4uLeOT5cRd1dIGgiwA4aDFOrnee743AFuVu8Rl+ka7G8PB10Z20eVL4fIdK/Vx+0xaK3wqqzTbeQhyF2vy1WTkm8SGpEIbbzzmuFqakAVZ+D3SXBOCdTqEYE6JbY/R4n/9OBBw8XBzjI6XO1Y+UTgqUnPYp1nD5tkndwZ98rTJbQXtm3a31860rfMHL3DYfdYMtvR3eClM5mDEYVPWmGo44J2LVa613ZHBj5o+UFmwOMVIZ4zJMKo2SBCDkwtydNC232RP0bXHznIVolUooVtQMbaxkTWNAI1Z7QtnYskUl/G/hMCwozL9v+bCSrafwaGdbyQtcKBtWd41jSN11ZNSk/23VzCTrbzs8BGv4uJg6Tkkfgo0NwzEuv972YF0Mf/iPpojJHllr4G2Pj9HFcgR4hGK8Vc4ka3hw1rv5wYayMLm7vzp7LTWjHNbnC5lm2xU66CCvcJ1jlPKlWi1j3BWOnli/OZkokW5Uj5Ghm2GMzGWwzF8HKe3MkTE8HhIW8t/xpco8Odmrx5vmc2eex8ZGfUxJM86PTLLKTXbUVT67niC1lk92efPQcP9Jzsc/zdj88uZ7gk+PRPJl0NLaHhnD36m0DJvtTXmE4LsC85AxpO4BZWIIb0HPCZjXKDuw0Hf3Tes5eNVMoXj3Es07ste8ua/HIwuxMuXM0M0TVeRAx+8TiFFVW50/nKG5O2VI87dVtg18/R4T58OS7Dmx94oCibfPmdWh5kFsOmQmMzZ7s4IZ1rXIUrI39KPRL7vb7xJhu56JtELr91+yGHYL5NNLSNnPQMvwdJOIa0akHmAW9nUbYbBb5lph3+F4K5mw1gywb5ZvGN8XfOh2nsy0qG99Y5LQq8xaa45splm1hUVq6/rOF9WR32W6lctNnK6WmR4bVNa525b2kzvzM5P2nbUzmjDrEbU56tTbt2SikSw3ZTFsjjjjVh1v/Y3c79lNU727TqGzyqiV5fMwvZREvK1fs0JrD5RWW1pdyBMNdb0F0/TUyfi+Wmh3Vm8dH3P/EzHJz73rRu72kd3vVvW80+K3bZRtgCNdVRMSfSrVQdWTUkrndtsr7NTB7jPPc5VOyrBGqj3Bp8cor+8+h703sQ2LxaW/oiG1vQTfTfdetXvB0nAwj4gKFUi0SpL0xwjlmpT41s86/PxSPpoWINnNElp06mTWiubOeTReeSO28D+m/4FBcMJyG3YHuhZt61cLbir7LllnrD/UY7/yPApeBolCNJjTR9mYCVl/IyxQMI1ErKh6s21tXL9YaKZU4yrPIXPB2HI48oclZ0cZw1MFmdtcuZjPXkNKpujyh1fMoxZhrxhNaP4+PDQCb0oazzOvH6oomjXVcUdYFNsPNZnWO3HaijIeUiSM2/Kg5fWib9EpDKjFcj5UTypisZNt+rJJt25lK7vzN6d4EcEVr0yQHKixScuCQVreI5OsOw/s4PvCZ7UddqdMo8pnT4ota4rtrHhLCOqpzxHDfkyuq32Q2+xPSHCn8ipZyP2bjCyM+FE2MOLeMzHjizBVDdhgEuu+PCG7K1kyhsVbs+dRcy0wlM9LATWIo/u0/Ng6s/Vq33tQZOPVQC43vwIub8HGM7LKiB2T7hfcuC/MXJdVPy4yCQN4Fr/uwM94zf/8eBcFcz86S+QnENcdE6B3UONIEAylW3HP2d/Fl22cBRWyNG2Dn5TnN1cmKa0l0H8FujWhKfyOkUFtnyMeUYom2yF5sdhEnbBmHz2q+D6ZixAefSkzNjrPu1LD7uM23tMv8hpFjmMHTGQpsxKMInlxf6Btmi7731rLMcrpC0Yl+TrSYrc7OaVub8/HlFMbjc5zFDthG6L8OheDQUe6bcJyPltmvYOvWrMV6algu6vUyvQNa4yC19h8Bml0lS1NgDfFbjaDmJwt4pRBkRRqOA5+mHqOcYz8LeZwQdwxBWN0wzux+SVB8Oa0i2ESNoztCs8NNO7wUcU+tnv46ZpFs/2T0Zf5bBuDs8qVGR6LHWzRPjVumpOmxib4n/c3BO2j5G8eiDfv35izX7vL3vx2sC+rMt9SXu6/A1HyUno9nCUwP78QtZfwRli+tTsWArBH+oI0165OYP6hhSmNReIcWVS/QA50q36ahrfSEAttT3fiMvoHe+dgfmd7rTXZ7q44cpVrXO13sfRuh/LncAtCAqdvZDKasz5jOyww6zBjJdw7Rbb4jdlZfaz2xyUK4W2uZNdcC0k7FYucF9qsNC0MzwEitQsvNuBqTTfFv7B6cHijjCwbIWojX2oftZE3KhCI4VHRnZXBY9XfBX222dLvsFEWmbzMnJekFYWR96YPs3aQErGj45bAwp+LCbqGANAZt4jt0RhZkNn1Pz7kfKaPtSbsWY46IyoXefdS7Xle9KzkWif0PbzzcTPT1eoPo1Y3R3nEYqKCwwjYKz8AvejvHWSkvuZ/BI/e066xXM6THnUMT2PEGWTQC9C1W3kuYk+qhjp2ng5jLie5gPr/r5DCLO76MnLOxFRKNSYSodo929otKALhZiIKpItjegRzbfraD+TvhVtUo9656dhmi3XjE+9wEYd23kWNS+13/HvlmJMmi7zWaLQdqBStW1iasCY33sh7Eoc0Sw8pb959E0ZCOasuE5VdAIOVo44w3JEodiXCctMAkCLfbot6KGeB0WyZquleJp6ETCDFyPdvY1odUm/XiOHbTjepnBaDMsRi77k/stuQPbdPzgRiE6y5X86Hoif3CmoTdleVaclKbv6J5vCY3MprGfpLVbN6OwH4FVPW+af+zdBqCE7Yt6GrFRm8fchljS4Xbiu7YmDUvEc48nh0Lt6RG9m6Ea0y8FDkCg64+47GbuoB8ZIIDp4jow91tnL6j7P1jgvqNj776E99hY5IySBK1H13FaocaMmt0VGy3qJaik8FXeouG66WUHt5WbkMU1qGpIRJNyQaPAG8p0Rr/gvt/Mwfi6GLkGm4sckH3EAQyyuz/16VcR6B3aI128MSQa+eHLJjHMksZtqyK4F4qNGPyksVO2IZ/8LHc1nMO3wvC4UsZjpaSc91qwPmtVCI+Fto+UcRyyorwU7aXGEz1ke8cEdkWOTh/y9G1/xwmsi8CCGfL+SDvzEG2qJ3lw+OKI7yUnYYFchCtPETqBMVZJOsKB6lTxXsyct3N0Qbp4nuHzWeR3mSFh3tZDKNONTiLCqJ27bxs9keQwXpPHrn97t5U2LV693eJWe/o9aV+Gqr83k3K9a7he6/1DlIebgaNms2zfccq0GS9zZnVD+kHtrX+7F044lbl0eSF3WzphJzG846gWtPcQvaU8SDfBMgA47SGs33Lzt41wGIXiNOix7bXsKMaaFAjOfEYBaIFOOPI/w4iTybE9811qPzUxeqDmDUOgoeFqAPZI9q/4fHVotZNcJwXLvcP7DhkmL59DJtUXSnbixKutlAdYiM0jFuyf3sFFGSChkgo6Jap4ysO4y9do2RIwKE1i3qOg0Z6a6qzEPkmYER2vD/7tz8TWTnyPb66sKahtKM7k+FjBbIUog60zLozHSWab6Ej5Wp0eUHU6JUZBldjL+ipkdnhCQuaWTn/X6W/oTcb0Q036wi9UZsS6VpIF4ex+4mW7awiH3JWapkM+oVY6xbV2F5uX+QvRhhEbqqCAuBmlYb89vmowTnluynqwZ4jaDqhMR+sqk3L3Gl4NYoJRzGf45DgzdanrMynB3FmDRJWPAS6CT5If66gkHkVKyJmOyx7uva5j0dlNc9608Yrpik6R89/vbzNsSBbqJP5QTi08bp9NpG7I/dRGwHRFidZsL91H04NXbALDVtL64k7mB/X5oAKbwijPJrCHaupTlcc/XRyfJ7wtW7pZZNl4rWzh4DL4WZnMZTZXVoH2ZdrMpV1VFrXesdsVsAkHklrY3EPKcv5qp1faA8s4huL2wbxwvpnLppyC/HyVzxlYLGDSF+Md7PRjDe2PgsTvX29UKqHsPFsmV1jx86Ei9mrg/8c0TU/DSK+SuGCWQKLV5bdtWZJ+ATVGuKdeRPUvL0G8qb2leFTS9YYmfsdsm07T2blXxgpb9yng6yFijf9GtnhcRORndW2BtyzcrdWys1K3Tgu3ITRYc2dUc1AaEdmemkflkHUOp2ZQIe0apDz449zLE44nOU8njqIWmO4IfZNCjp7sSlu58Drbfl6k7R4XEj5QEg49Q4/Pi9RZ/DKyYyvkWB2Hrwi3dgcyIsaVs2+wEjHvFSWge2bwvDsStGdhY49axkZb5d++vGQiJdfvFsYrKuR2rmQKypmWx3/sSltce/LvzmrwddXF1+rYDv/OJDbIDyyqL5J28Ts1DC+YdpAmWsgQvpuYboF5jpzIMw4ZyP3IHgdi5c60lQOJD50YfPAAjDnk6rdqAsDmLrq5o4AI8tBWsYrJGlJKZZbCspZwYtgw0OCgzw+xfTQSluHod3WkpZpB8Lg5bRvtEmNhJvhMGgZaLk/GaTkQBQ1XWOTuolzz9I1GIJBSpLLuRKToZcwtZsGoo/oLM2zsHV9oxU24YzJuwZ/Mc4g/BopusM0EKZO0zb1wgfFLNKaYDCPNxq0YTP7LZDluiOzRQBfYdikhCkaVhwYTl3+u5bfrJojPA7TpjXDNzW8nJStgQTFHGrkPOo3bB53cyhlLMkT7nx3IRyZfoFVP038PbXDFewfyGDzZpbaaNlBMq53WyMCnxel2mS0X36vfsmvDmAlROOEDHEwUkl8MES1E4uO2n+9D/Bm66YuIXHLcJnz+16DDR13nYtyNens17Kaa9WeQMgklTnRgx9amdTa3/McwKms2j3dTnoynxp/fVTiyMuLE+/WgAdiXHBuBLwvs+tgGjuoJWWwI7J+D2Q4nKhVcjjoWExyoRsJBku32aQO1rHs1mr79M32M2WlPFsBg3diQ/amR9Zvu1lxMOvp+OcaWvuxR/Pt4nNtghxYtiWW+eNLDMK7cq1sUh0bMQyEbQ3vHBmpgEWiy28ImSwwBilxO70Oc9m9EfARfx3kGt9Grh3wOoILgrfKBkJfRQQxJxGNJZMLiDc3Q3x4907+o5SDBcf594AtjkMoEwtbVGJdsTofbPixl7kpq0tnb46jtVb9BMgg6EmzTZDz5hqYQReutpzmW7tENslcI00Z5vBmlwlgy6cjMS8Wc5BnIbGJ+PbQtgbcjRjFq7pDVzZxu9foFbmHK4NQofrnm1BQXR4t3fvnQzSHVBOxBSm4FXmbooYQJdsBiXVFIrktzm4hk7QUZ9k/CrqcrQ0j/ITObTGeed1yU9jexw3I0pbzRX6xslLPv7apvEVhjZWb+ON33isiPdByNeIB6AjwGz8tWHSmBWUVD7kDwdrxhf6nYyQ362/s/sWB0hnJPn23mwHuSwAi62/X/9L1vY0l5vr1Ev71AyWNASpZX7YeEABbAEADHgCtAECtpvQAAIBd8Jxzzvnee3f+XyUFbwu2CmgLMJgFs2AY7IJh8Ax2wS54BsfgFHyCYfAJRsEwGAajYBVf5PEeyeO9k0fySN7JJ3knD+WTfJKH8kseykf5Jb/ko7zdR/kpb/d2P+WltLKW1ak6VcvqUy/kifyLJ/JH/sW/+COf9z2ex+M9j9fxeI/3Ov6u+XpZ93VfL+tjfckTdLbO5gma2z/4FQ/hVzyMh/AQHsa38OkK/P1dgbMraHJOzqPj8Bdew1+4Aq/hNVyBy/ANbsE9uAe34CLcgjdyES7CG3mJjtJ6TaX1mk9TaSrNp630kf7RSvpHP2klraSfNBOP4nT+xJ84nUPpRM2nGTWfvtSMmlFf6kYtqmX1p/7UsrpPk2k4LabhMK8W02KYV4NpIl27SBfp2kccjjvyNt7GHfkiV+OM3I27cUYexxE5IH/kjxyQE2JfDIxxMTAWxrgYFwtjXm2hk3SHTtJVukN36Co9gm/xLrbFtngX02Jv/Iq7cTd+xa58iBvxJt7EjXgiB+NCPIyHcSFuxsm5sQ/gxp7u6V6Aj/s6B+fgvs65Pd0r+H8Fv+AXfIP/b/DyG7yDly/fwfvfv/AEnsBf+Azv4Rn8ht/wDD4DH+I2bIgNcRtWw58YF3NiToyLMTEu3sOYGBPvYUqchecwHabDc7gOg2E99sJeWI+5eC/n81/O58b8l/9yYw7MTzkqH+bDHNUncFSu6hN8AlflqTgRh2FEjIjD8CG+wlRYCkthKvzClTkxb+bEvJg382ZezJ/5Nu/za37N+7ya23AFXucLfM8Z9J8O1HmckkvySJ7J+9yRQ3Jm7oztcCjWxb34GAN6CE/h69gRM2I7X+JZvAh2wlYYj3swFQbi3rzY17EKbsEwOlff6litq3l1spfyTN6ubTWuhvVHXsnnNbbW1uVaWBPrZA/jY3yLx/E2voW7t0s34AW8ziv4BLfgGFyD73kIJ+F7naX1molb8SnOoHO0jo7VjhpS73WpttSomlpL60tdp+n0nm7Wz3qvCbWgztOYWlP36bBjc29oDE39kmvySF2hM/R3t21vBq2geTgrd+WZ/IyT8TxNoln0Aw/kfvwR1+JZXVkYD2NeDItlsS5X4kg8EafiUpzL17gcv/MrnsXzHM/v3AlT42kdgLmxtp5zGP7Cg7SaTtMB+kt76QBOw1u4EC/3AXwC7sSaOBuL4S/shxvxHtbjszyW8/ktx+V9fIbRcBhuwkzYCmfhKWznohyaR+MgXIWHsA7mwTO4BstgGryCUzCMftbReq+jdbne670u17G6XC/rWB2rlzVfXBQdxUDRUXz0KEqKhKKhCCgaiogQxUARUVSkKC6KkGKjqCk2iowYxURcgk0wBzbBJJgDc2ASrIFJsAjWwBpYBIeIfuKeuCnuiXnyxDvxUCwUAcVCcdCgSCjqiXzipsgn9ukT/0Q9cVM0EzdFTZoioKgp7u3FQ9FOpBMFRTpRjpz4JjQRoojPQhRRWpQWOUVpMVq0aCtGi86cxVcxVTwVbcVTkRSpKIohcAT+wBGYAgW2wBn4AoPgCzyBQTAInsCVJ7AECfwgXoqVIqdYKU6aFCPFV5FVtBVZxVXRVrQVV8VUrIAr13EdV37ACfgAVz7ABbhy5QL84wA48gCOLCVTllyZMuXKBOKzyClqipxipKgpaoqRIiQewJQnU0aAgOmir8gXeUVekS/Winxx06YoKG6Kd6KgKCjeiXa4AjvgyQ748mXLFXhyB+7Akz3wZDo6XhAtRUyRU8QUM0VOkVPMFC8xs7Nk524Oo6sIKzqLsOKs6Cw6i7Mirdgr7oq14q6YK1e8FfsisQgtEovD4rAILDKL1KKyqCxSi3yRWggiBBGfhSBCEfFZfBaKCEnEZnFZpBaXxWTJ4rEoLBaLfLFYNBb5Il80FpGFN/xFaOEvPBChRWjhgZAuHot9kVrsi9AitJAuXovVYrRYLU6bFq2FDiK1kEHIIFIL6SK2qC1Gi9oitxgtRovcYrfILXrzFsFFcHFc7BbHxXKxW+wWy4UARHJRXJgliovhwsVvYQwDhBHCAOHcXDggzBDqhRfCC6FepBbqhVu2hCDCLaEKFWGKeC1Gi9lithgtzBKjRWnSQrsoLcSBI9wRQUQP0S56iBw4RA3xW9wWt8VsIYpwRZQWrghbRGlRWtgifBE6CB9EauGDcEKkFqmFE8IKsUP8EFvED5FEbBFbRBLxRFwRU0S8mCKaMBFHxATxQAwUD8QCBeKNgeKNgOKNNQKKgGKNMxKIBmKDaCAiQBDp4ovoILqILqKDKCI6iBmiiCgiZogb4o54I4bxRowRwxjGGBFG/MgRReQYhhFGTBADRQVRQQwUG8RAMUtsEBvELNEuZolRosQnMUaPKKJHGlFEFJHGj13ilpglbolatMQr0VQ8E0vFUvFMzBLPRDBgYpd4JVaJWWKVOGVKjBLJxDLxTCwTx4yJYqKX+CWeiV9imHgmnolhIpk4J9aJZmKdiAdP1BOLxCGRSBwSgwSJP6KSeCTexSOxSJFIJP6IPCKRyCPiiEQikYgj1oiq4pmIKqKKZ6KpCCp6ilmip9ipU/wUP8VQMUsMFUeNiqXiktgk3sUmkQmTqCRaiVgiXsQS9SJexIt6kUtUE9nEvMgmunETzUQ3EU40E81EODFOfBKdRLvoJEKBEqXENTFNzItpIpqYF/MimqgmUolWol20EvEiXhwRicS8eBfzohkzERDoC/wFAgN/gb16gbvCQeGkEFAIKJwUpgknhV26hFnCLqGAMEuYJRQQyYVTwirhl7BKSIVKCAXkBQIDdYG6QGDgLRAYyMcHCgP5QGegMFAY6AyEBr4CY4G3wFggLVqgrZBTCCb0FHoKwYRhQjAhFy7hl5BLGCVKOCUsEnIJhYRCQi6hlpBLCAZMqBeCCTVpCjGBFDwBlgBLgCdAFeAJcAWoAlQBrgCZgCtAPJAJyATEA/NAPBAKmAfmgVBARiAUEBPICGQEYgKDgZhAYWAwMBgoLDIAhYHQIoPIAIQGSosEYoP4iw3AYvEXf2CxaEMyoZkwTGgmRIMmDBWiCdesCduEZ8IyYZiwTDhmTCgmvgDDRQfRARgOJAaGA7t1A6+B4qIAsFgUEMEIRgluA7+Bw8BvoDhxYLEYIU4A++KESIFCvBAlRAhgX4QQH8QHMUJ0APbFDDED2BcvgITAPnAQOAjsA4GBfSAxYiAfSAxMBvKBfGAykBmoDRwGcgO5gcNAa+AwEBeueAfiikjiXbyLSGIS8BnYDCQGNgOVgcRAYqAyEBkYDSQGVgOrgcTAa+GOsEdoF/YIgYR2oV0IJBwSdgpBhZRCUGGlkFJIKawUegkrhZYshWlCS6EgQWGgcE4IJ5QUwgnfhJJCSeGbkE0YKPwTpgn/hH36hHvCPSGfME3IJ/QTpgnThH5CQOCyuADEBmKLC2KHPMIb4ZbwRggj3BJuCWGELGKAOAdai3PgOHAcCC78EkoKw4SSQjVqwjMhkTBI6CUMEvLg4SU8Eh4JvYR2oZcwTWgX2oVpwiwhpjBTqBdmCilRCreESUIkoZfQS4gkJBJCCZ2EX8IvoZMQS+gkxAuxhFhCvPAuZBI2CbmETcK8kEvIJcwLn4RYwrvwSngXKlESGgEtgZTARSAlUBIoCYQUGgl/hFfCH6GH8Ep4JfQQWgEJgYfAPvAQaAjsA/tAQ6Ai0BBYqBAoCPQELgI/gZ/ARSAucFHMkSP2CDOEGkK9UEPIgUO4AcwGeosYQG8gOXJxQEghlBDqhRLCDh1CLWGHUIZaQi2hDCMoCAQEKgIBgYlARaAiMBE4DEwE7oHDwGHgHogL3AM7dQJBRQuxQrSLFcC+aBftwD6wGNgHKgKLgcVAReAwMBO4CNwEbgIXgZ7CDSGGUC/EEFoI9UK90EJIAYQDIgLngHNAROAeiAic1Ah8BCICHwWtrbd1ud7W3rpcl2tvDe53vI9/8T4+SJAX8jH+x7f4H2/EyDf5GS/jXbyMp0Hjb7SsVtbKXLYyp6PzPKfzKFFcys94F1/jXXyLr/E1vsXb+Buf4118jt+x41+8jsfxd4/jW/zd332Lb/Il/sSz+BOPAsWraGWdzOmcrpP1sk7WxHpZL2tiXczbQ5ceegABNDkPwAEAwAO4AB/Q5HyAg6BHD+BzTa7J+ZwLaHE9zhN4gh7X4Xx6dQVe/V6v8+sECPgBN+B1jsAReJ0f8J9LL+AFXHqdS8/L80We51myOBf/uXXp1qlLl07d3YbPcAU+w2O4AlfgMVyGP/AIvsAjuAQJvucSnAIFx+AQ3IEvcAfeoIE/8B/ew+u8h+fI4TY8gVvwBW7BJ/gCX+ATHIJv8AxuwTP4BbfgFvyCV3ANzsH3nIN38D3f8w4ewkf4BxfiHxwECDfRdn3Xefqu8/IaihfxOkfiSLzOE3mdL1rkxHyRO3LkxdyR9/V9nff5tm3OrZ+0k2bSTlpKM2kmLaWztJFG0nkaSS9Z0nZOxrd4Ht/iDBj4XkdpvNZrvG7Seq3XTZqJb3E9Z+B6jsUZOAPH4la8iBPxOifiQLzO6xyI/+gpfaX59JXGgqWttI7G0bEaR/fo0Xvdo/Pk6UD9omM0rI7RMxpWw+oZbaNx9I3u0Te6Ro2m0U/6R2tpLf2jt/SP1qChPTSNltE9WkbD6B7do2E0bRjdokWX6C49pk/0mD7TJ/pEn2kz3aVPNJc+0SiaS3NpFF2lUfSKFe2iPbSI3tIi+kRv6S19os30oVbUe62oFy1qRy2pLzWkhtSXeq8vtTRpDa0D9aDe60FdqFAfakodqS91pH70qBu1pJ7Ul3pSV6rUlLpUj2pLPapDhWpQDao9taX21Js2dZ/e1JkyNaZu024aTrvpOHF6TpNpNA2n0fSahtNwek236Wx9rS/1ta7Wl/pSV2tqnayVtaVW1qraUltqVY2qobWz3mtnzYxZN+tEjaj5NKI21HyaTxtqQq2pOXWf5tSduk/36U79qeH0nN7Tc9qOncbTghpQ52lA7cdP/2koPaXz9JTm03k6T/NpQo2n9fSe1tN3ek/v6TtdpwX0gOYe0CDYoc/xN+7I33iePJ7J8/jenjfyPSdBwlF07ACaO4AGAICeawC4XDke54S8kD/yQj5okAdyaB7Jnbkzj+SQPJIzckgOyRm5ImfkalyRK3I1boZ7dfOx7nY+xsfae669Zcvmlj2bm3t27dk/fvQRZ+aQfJkvc0ieyCG5IkXexBU5CxbugscxuJ5jcPyt53qOvzG33tC0QTSIpl2iE7S3glbQ3jza2zaP5tG2d7Tte9uAd/JNDs03OSZMHskxuSVLTqkdNISWDaEvXOjZF1pDz56toX+4JJ/kkXySV/JIHskr+aUW0kO69pA2YqTzNJEO0rWDNJAG0kKaQn9jaAz9Tft5F+/qyrv4VteufItrdYX+ntAT+ptCc+gHnaEz9IP+ftAB+vs7AOfqAMyMGS/rX8sm0ARa9oGW7X2gD7R3gkbQdC2brhe0bNkL2kEjaNkFukDL/vkbZ+N5nI2n8Tyex9P4GW/kfJ7J+TxWLH/lnPyTD/NPHiqUj3JXDsszOSyXJcv7XJbTouW3XJSDcmgOyj05NIfmnryT4/E4/sjjOCNGHslfeSvP5K18lWfyTL7KWbWBjtA7ekdH6BTOxcf4Ih/jaHyRL3I03qY59Id+0B86RIgm4Y88kg/zSK5Jk3NyO77HD/ke5+OH/JDzcUTOx/84IkfkfxyQK3NkTsyR+TEn5sT8mCfyY54smS9zOE7HHTkdr+OO3JHX8Tnux/v4I+/jevQ4Hi7GfJyL+ThYMMbFwfjXL/bFtHgXy2JZvIt18a7+fs7F5FoAv2oBzc0cq7krx+JYXXkWD2NizIuJcV8fJ3M7fsjluBw/5Hd+yA0ZckHtolV0lVbRJrpKV2kTPaLBMK/20l6YVwdgXuzMGUdzJm7nidzOlyxxJZyMlTEvVsbNmBfz4mbszI34EU/kRzyJJ/JEnsSZ8DJGxrkYGRszxsV4FbPiXMyKVaniVG2hJXSSltB1naSTdF034FB8inXxKW7FulgXt2JY/aJhNYtm0bD6QcPqPf2gH/SeDtB7mg6dlsOdOBubYlOcjV1xNt7GrtgVb+Nu3sXF+J2L8TJlfA1/YlGMi0UxKVKci0kxKs7FuRgVr2oe7aMZtI9O0gyaQSfpBi7I7/id3/EvX9wJe+Nw/IrDsTh+xa9YHJNzMO7F79yLa9HiXVyKU/E8p+JVPM/zvIpf4WkMrQMwNH7Gz5gZU+sALI2ldQCO5jp8hwfxHX7Dg3gQv+EwPIgPcR0+xJu4DtfhTdxF187TtGnn6R6O5zT8zmm4EL/zOxfiYByFp/BGnsJPeCNv5Ce8hONwHv7CebgPf+Ev3IcHcRPOwoU4C1ekyM20nH7TAfpNs2FTpgN0mQ7TATpAh+kv3sJXuBBf4SpciAtxFT6CLfEkvsSTGBAgPvb0+yl8/4Cn8BR+wNf9ABfn4tzb//PTPT/4dE/34NzX/dwDAMDHv29/xNun9Cl8gT/wDP7AI0DwGR7BG/gMn+ENPIGPH37dh+9f93XvD+H9HTj4Bx/Az0/w8+vXZ/D1f78v8Bi+wt+v8BMmfISP8BL+voS38PfvW/gLbIb/cBpOw39YDf/hQayG1fAgNsRyOA4f4jj85g23YTbshg+xG4bDh/gQw2E5/+JZvItn8SPexbv4Ed/iRzyFb/EtnsJDYGxsjS+xNa5Wja/xHzbDftgMkyHDYvhYz/GlnmNt2hgbX+NsfImzsSa+xJdYE1viUQyK7TAo3rSJM3EilsR2WBJ78sShuBATYj5MiAUJYj8siAOxH/bDgfgPZ+JKbIcrMSRI7IgLMR/e4z3mw4CYD/fpw72ew2v4Ea/hMWD4y7o4F9vhXFyqFI/6EA/iRzyI79DhOfAkVsSAGBAr4j3Ww3m4EefhO9yIG/EdXsR3uA4v4kVchxlxHZ7DjJgRz2E7PIfDsB22w2E40av4FM/iU7yJZ/Es3sSPeBNP4kf8iCfxIbgRP+I9/Igj8R7ew5GYEhPhIWyFh3CVKqzHVRgLFubDWBgP82E+jIf7OC7X5X2uy3nxcl8chIFwFQbCVLgKV2EqjIWp8BXGwlj4CuPxXr7L+XyX53I+5/Ncbovt+I6z8B3jcRbOwng8h/HYCs/hOWyFw7AV1tNjMO/hPzyD//AinsEzeBHPgrvwFtbjLaxFC3PxWc7ntbyW87ktBsNjOAyP4TJl1nAYXsNsOAyHYTZ8iJmwErbCSvjIESbi4bycm/Jyn8BNualP4Kn8lA9zUk7Kh/ko5sN+WI/98BfWYz3+wl08nJvybJ7NTXk0N+WlPJpH81Iuip3wE7bCTziPrbAVzuMm3IJfMAx+wVSocA/uwTsYBu/gHDl4BufgGzfYBuvgGYyDcfAMtuHB3Jj7cl9uzPvcmGvT5tb4B9NgHsyDafAMpsEyeAbPYBkcw705Ni/m2FyaF/NiLs2fuTWn5n1Ozad5n/f5NK/m5PybG/Nv3s2NuTHv5toYCtPgKByFafAUpsFLeApP4SVsx1DYCNNgI+zDB9fgIoyEaTASTpKEl/APFsI0mAYL4SIOzI25MBfmxjwYr+BUFBVFQ9FQFBQFRT/RT9QT9UQ70U6UE+VEN9FNVBPVRDPRTBQTxUQv0UvUErVEK9FKlBKlRCfRSVQSlUQj0UgUEoVEH1FHtBFtRBlRRnQRXUQVUUU0EU1E9+geRUQR0UP0EDVEDdFCtBAlRAnRQXQQFUQF0UA0EAVEAdE/9A/1Q/3QPrQP5UP50D10D9VD9dA8NA/FQ/HQO9QOrUPrUDqUDp1D51A5VA6NQ+NQOBQOfUPfUDfUDW1D21A2lA1dQ9dQNVQNTUPTUDQUDT1Dz1Az1AwtQ8tQMpQMHUPHUDFUDA1Dw1AwFAz9Qr9QL7QL5UK50C10C9VCtVA9qkez0CwUC8VCr9Ar1Aq1QqvQKpQKpUKn0ClUCpVCo9AoFAqFQp/QJ9QJdULzaB7Fo3j0jt7RJrQJtaN2lAllQpfQJVQJTUKRUCT0CD1CjVAjtAgtQolQInQIHUKFUCE0CA1CgVAg9Af9QX1QH7QH7UF5UB50B91BdVAdNAfNQXFQHPQGvUFtUBu0Bq1BaVAadAadQWVQGTQGjUFhUBj0BXVBW9AWlAVlQVfQFVQFVUFT0BQUBUVBT9AT1AQ1QUvQEpQEJUFH0BFUBBVBQ9AQFAQFQT/QD9QD9UA70A6UA+VAN9ANVAPVQDPQDBQDxUAv0AvUArVAK9AKlAKdQCVQCTQCjUAhUAj0AX1AHVAHtI7W0Qa0AWVAGdAFdAFVQBVQOkpHE9AEFAFFQA/QA9QANUAL0AKUACVAf/RHL73UUksrrVTSp06dRhopSEEaAA2ADqADqAAqgAagAWa5WW6Sm+TmuDluipviZrgZboKb4Oa3+W16m95mt9ltcpvc5ra5bWqb2Sa2iW1em9emtWltVpvVJrVJbU6b06a0KW1Gm9EmtAltPpvPprPpbDabzSazyWwum8umsqlsJpvJJrKJbB6bx6axaWz2zb5ZbBabxCaxyTf55rApbAabwSawCWz+mr+mr+lr9pq9Jq/Ja+6au6auqWvmmrkmrolr3pq3pq1pa9aatSatSWvOmrOmrClrxpqxJqwJa76ar6ar6Wq2mq0mq8lqrpqrpqqZaqKaqOapeWqamqZmqVlqkpqk5qg5aoqaomaoGWqCmqDmp/lpepqeZqfZaXKanOamuWlqmppmpplpYpqY5qV5aVqalmalWWlSmpTmpDlpSpqSZqQJaT6aj6aj6Wg2mo0mo8loLpqLpqKpaCaaiebe3JuIJqJ5aB6ahqahWWgWmoQmoTloDpqCpqAZaAaagCag+Wf+mX6mn9ln9pl8Jp+5Z+6ZeqaemWfimXfmnWln2pl1Zp1JZ9KZc+acKWfKmXFmnAlnwplv5pvpZrqZbWabyWaymWvmmqlmqplpZpqJZqKZZ+aZaWaamWVmmUlmkplj5pgpZoqZYWaYCWZ+mV6ml9lldplcJpe5ZW6ZWqaWqTf1ZpaZZWKZWOaVeWVamVZmlVllUplU5pQ5ZUqZUmaUGWVCmVDmk/lkOplOZt7Mm3gTb97Nu9lkNpl2024ymUumkqlkJplJJpKJZB6ZR6aRaWQWmUUmkUlkDplDppApZAaZQSaQCWT+mD+mj+lj9pg9Jo/JY+6YO6aOqWPmmDkmjolj3pg3po1pY9aYNSaNSWPOmDJmjBljwpgw5ov5YrqYLmaL2WKymCzmirliqpgqZoqZYqKYKOaJeWKamCZmiVlikpgk5og5YoqYImaIGWKCmCDmh/lhepgeZofZYXKYHOaGuWFqmBkmholhXpgXpoVpYVaYFSaFSWFOmBOmhClhRpgRJoQJYT6YD6aD6WDWzbrZYDaYDCaDuWAumAqmgkk36WaCmWAimAjmgXlgGpgGZoFZYBKYBOZv3mmnnXXWSSedP3/69DnDGWec4ARnADOAOWAOmAKmAFlOlpPkJDk5To6T4qQ4GU6Gk+DkN+lNepPdZDfJTXKT2+Q2qU1qk9lkNolNYpPX5DVpTVqT1WQ1SU1Sk9PkNClNSpPRZDQJTUKTz+Qz6Uw6k81kM8lMMpPL5DKpTCqTyWQyiUwik8ekMdkn+2QxWUwSk8Qkn+STw+QwKUwKk8FkMAlMApO/5C/pS/qSvWQvyUvykrvkLqlL6pK5ZC6JS+KSt+QtaUvakrVkLUlL0pKz5CwpS8qSsWQsCUu+kq6kK9lKtpKsJCu5Sq6SqqQqmUqmkqgkKnlKnpKmpClZSpaSpCQpOUqOkqKkKBlKhpKgJCj5SX6SnqQn2Ul2kpwkJ7lJbpKapCaZSWaSmCQmeUlakpVkJUlJUpKT5CQpSUqSkWQkCUlCko/kI+lIOpKNZCPJSDKSi+QiqUgqkolkIrkn9yQiiUgekoekIWlIFpKFJCFJSA6Sg6QgKUgGkoEkIAlI/pF+ZB/ZR/KRfOQeuUfqkXpkHplH4pF45B15R9qRdmQdWUfSkXTkHDlHypFyZBwZR8KRcOQb+Ua6kW5kG9lGspFs5Bq5RqqRamQamUaikWjkGXlGmpFlJBlJRo6RY6QYKUaGkWEkGAlGfpFfpBfpRXaRXSQXyUVukVukFqlF6kk9mUVmkVgkFnlFXpFWpBVZRVaRVCQVOUVOkVKkFBlFRpFQJBT5RD6RTmSexJN48k7eySayibSTdpKJZCKXyCVSiVQik8gkEolEIo/II9KINCKLyCKSiCQih8ghUogUIoPIIBKIBCJ/yB/Sh/Qhe8gekofkIXfIHVKH1CFzSBzyhrwhbUgbsoasIWlIGnKGnCFlSBkyhowhYUgY8oV8IV1IF7KFbCFZSBZyhVwhVUgVMoVMIVFIFPKEPCFNSBOyhCwhSUgScoQcIUVIETKEDCFByA/Sg/QgO8gOkoPkIDfIDVKD1CAzyAwSg8QgL8gL0oK0ICvICpKCpCAnyAlSgpQgI8gIEoKEIB/IB9KBdCDrZJ1sIBtIBpKBXCAXSAVSgaSTdDKBRCAPyAPSgDQgC8gCkoAkIH/yJ6+80korq6ySSiqnnDKUoYwySlCCcoAcIAVIAXLuyz25J/fjftyLe3Ef7sM9uAf33/7be3tv3+27Pbfn9tt+22t7bZ/tsz22x/bX/tpbe2tf7as9taf2037aS3tpH+2jPbSH9s/+2Tt7Z9/smf2yX/bKXtkn+2SP7JH9sT/2xt7Y933fF/tiT+yJPd/z/bAf9sJe2Af7YA/sgf2v//W+3tf3+l7P63n9rt/1ul7X5/pcj+tx/a2/9ba+1tN6Wj/rZ72sl/WxPtbDelj/6l+9q3f1rb7Vs3pWv+pXvapX9ak+1aN6VH/qT72pN/WlvtSTelI/6ke9qBf1oT7Ug3pQ/+k/vaf39J2e02/6Ta/pNX2mz/SYHtNf+ktv6S19pa/0lJ7ST/pJL+klfaSP9JAe0j/6R+/oHX2jb/SMntEv+kWv6BV9ok/0e7/3iB7RH/pDb+gNfaEn9IN+0At6QR/oAz2gB/R//s/7eT/f5/s8n+fze37P63k9n+fzPJ7H83f+ztt5O1/n6zydp/Nzfs7LeTkf5+M8nIfzb/7Nu3k33+bbPJtf82pezaf5NI/m0fyZP/Nm3syX+TJP5sn8mB/zYl7Mh/kwD+bB/Jf/8l7ey3f5Ls/lufyW3/JaXsvrvd5n+SyP5bH8lb/yVt7KV/kqT6V59a9O1r8aWCfrZA2shTVfD+tYPayDBWtf7at7dazu1bt2da5+1a5aWbtqVqxaVefoWG2jbXSshtWx+tatrvVS/skz+Sef90yeyee9kq7VsxpWz2patNpWp+pVraxXdatW1sq6Vb9qXZ2scTWuTtawOllbstR72lL36dNwWlSTallNqk21rJbVpvqUQ3E6n+JTnM4ZOF0v62W+oJd1uS7nCbpcgwPX4jpaT+tyPa2tWWtsX+SHPN4PeSBAvkeH62+eoL91t27NrYu1sV7WxhoZsj4WeO7YqUNnjpw4cN64acNmjZo0aM6YKUNmjJgwYL546cJlixa9LFiuWKlCZYqUKFCeOMnDu2tix2SJkiRIjhgpQmSIkCBAfvjowWOHjhw4btioQWOGjBgwXrhowWKFihQoTpgoQWKEiBAgPnjowGGDhgwYLlioQGGChAgQHjioa8BggQK6BAgOGChA4HdtpVO+N4cRDGAAAAICCONlC5YqUp4wKerzxsNssaJEBzg35y5MeHDgNfQ5cty0SYOGTBgwX7BaFChPjhjVubnuU2fOmjRhvmCx4gQPiREiPGjIgIEChAcOFCSEc3O9oM6fm2sBPYdtzs0xMgFzc2xsj5uwBWugTMzNhWl0hAiURUwu5uaiB3EgrEBSTIAhMEhdRMzNBTAAgDlcei4EVGOY0viwhipPkwELxsw1trk5G+eLEyDWhTVQpQmTdOfmaqCapvow4aCGtJiHuTlq6c8ZKDxIIJibow0kzM1NcBjm5iauWaUUSHNzj+oleBxUc3MNqzUU4g/LFJqbi8aiD1Sgh70A6oA01gBogkuAC0wBHASYm/vl/QD44f3uLrlfk5/d/fZj8ltytf2U/JLcaj8kvyMX2s/Ir8hd9iPyG3KN/YT8gtxhPyC/H1fXz8evx4314/HbcVH9dPxy3E8/HL8bV9PPxq/GrfSj8ZtxF/1k/GJcQT8Yvxe3z8/Fr8XF82PxW3Hl/FT8Ulw2PxS/E1fMz8SvxM3yI/Ebcaf8RPxC3LwfiN+Hm+Tn4dfhBvlx+G24NH4afhlujB+G34Xr4WfhV+Fu+FH4TbgPfhJ+EW79Qfg9uOHPwa/uzv0a/BhYb78FPwXW2o/ul8A6+yH4HbDLfgZ+BSywH4Hfz/b63Z+1sH71R22r3/xJW+r3P7eWfv1jy+gX/qIV9AN/Adg7vwE/Ab8AvwC/ud/cLXfHXXFX3A13w11w19vtdrtdbpfb3XazXWwX2712r11rl9qddqddaVfajXafXWfX2W12m11mV9lNdpNdZBfZPXb7brFb7BK7xC7fFXaD3WAX2AV2f91f19f1dXvdXpfX5XV33VwX18V1b91b19a1dWvdWpfWpXVn3VlX1oV1X91X19V1dVvdVpfVZXVX3VVX1VV1U91T19Q1dUvdUpfUJXVH3VFX1BV1Q91QF9T1dDvdTpfT5XQ33UwX08V0L91L19KldCfdSVfSlXQj3UgX0oV0H91H19F1dBvdRpfRVXQT3UR37+5dRBfRPXQPXUPX0C10C11Cl9AddANdQBfQ/XP/XD+Xz91z91w9V8/Nc+9cO9fOrXPrXDqXzp1z41w4F859c99cN9fNbXPXXDVXzU1z01w0F809c89cM9fMLXPLXDKXzB1zw1wwF8z9cr9cL9fL7XK7XC6Xy91yt1wtV8vVu1julXvlWrlWbpVb5VK5Um6UG+VCuVDuk/vkOrl49+42uXbX7jK5TO6Su+QquUjukWvkFrlFLpFL5A65Q66QC+T+uD5uj9vj8rg87o674+q4OS6Oi+PeuDeujWvj1rgzrowL4764Lm6L2+KyuCzuirviqrgqboqb4qK4KO6Ja+KWuCUuiUvijrgjrogr4oa4IS6IC+J+uB0uh6vhZrgY7oV74Vq4Fm6FW+FSuBTuhDvhSrgSboQb4UK4Dm7dbXAZXAZ3wV1wFVwFl+7S3QQ3wUVwEdwD98A1cAtcApfA/d3ftZfeeeX167dvX77xgjeAO+AOuAFsOUvOjrPirDgbzoaz4Cw4+812s9zsNqvNarPZbDaLzWKz12w1S81Os9KsNBvNRrPQLDT7zDazzKwym8wis8fsMWvMGrN9ts8Ws8Qsn+Wzw+wwK8wKs8HsL+vL8rK7rC6by+ayuCwue8vesrZsLUvL0rKz7Cwry8qysewr68qysqusKpvKprKoLCp7yp6ypiwpO8qKsqFsKAvKgrKf7CfryXaynCwnu8luspqsJpvJZrKYLCZ7yVaylOwkK8lKspFsJAvJQrKP7CPryDqyjewiq8gmsnt2zyKyiOwhe8gasoZsIVvIErKE7CAbyAKyf6wf68f2sX0sH8vH7rF7rB6rx+axeSwea8fWsXTsHDvHyrFybBwbx8KxcOwb+8a6sW5sG9vGsrFs7Bq7xqqxamwam8aisWjsGXvGmrFmbBlbxpKxZOwYO8aKsWJsGBvGgrFg7Bf7xXqxXmwX28VysVzsFrvFarFarJ7Vs1lsFovFYrFX7BVrxVqxVSwVO8VOsVKsFBvFRrFQLBT7xD6xTqwTm2fzLJ7Fs3f2zjaxTaydtbNMLBO7xC6xSqwSm8QmsUgsEnvEHrFGrBFbxBaxRCwRO8QOsUKsEBvEBrFALBD7w/6wPqwP28P2sDwsD7vD7rA6rA6bw+awOOwNa8PasDVsDUvD0rAz7Awrw8qwMWwMC8PCsC/sC+vCurAtbAvLwrKwK+wKq8KqsClsCovCorAn7AlrwpqwJWwJS8KSsCPsCCvCirAhbAgLwoKwH+wH68F6sB1sB8vBcrAbrAabwWawGCwGe8FesBasBVvBVrAULAU7wU6wEqwEG8FGsBAsBPvAPrAOrANbZ+tsA9vAMrAM7AK7wCqwCiydpbMJbAKLwCKwB+wBa8AasAVsAUvAErA/+7PXXlsttW/funXbti1btqENbbTRDrADbAAbwM7ZuVqulqvkKrk6ro6r4qq4Gq6Gq+AquPqtfqveqrfarXar3Cq3uq1uq9qqtpqtYqvX6rVqrVqr1Wq1Sq1Sq9PqtCqtSqvRarQKrUKrz+qz6qw6q81qs8qsMqvL6rKqrCqryWqyiqwiq8fqsWqsGqt9ta8Wq8UqsUqs8lW+OqwOq8KqsBqsBqvAKrD6q/6qvmqvyqvyqrvqrqqr6qq5aq6Kq+Kqt+qtaqvaqrVqrUqr0qqz6qwqq8qqsWqsCqvCqq/qq+qquqqtaqvKqrKqq+qqqqqqqqlqqoqqoqqn6qlqqpqqpWqpSqqSqqOqqBqqhqqgKqj6qX6qnqqn2ql2qpwqp7qpbqqaqqaaqWaqmCqmeqleqpaqpVqpVqqUKqU6qU6qkqqkGqlGqpAqpPqoPqqOqqPaqDaqjCqjuqguqoqqopqoJqp7FVE9VA9VQ9VQLVQLVUKVUB1UB1VBVVANVANVQBVQ/VP/VD/VT+1T+1Q+lU/dU/dUPVVPzVPzVDwVT71T71Q71U6tU+tUOpVOnVPnVDlVTo1T41Q4FU59U99UN7VNZVPZ1DV1TVVT1dQ0NU1FU9HUM/VMNVPN1DK1TCVTydQxdUwVU8XUMDVMBVPB1C/1S/VSvdQutUvlUrnULXVL1VK1VL2qV7PULBVLxVKv1CvVSrVSq9QqlUqdUqVUKTVKjVKhVCj1SX1SnVQnNa/mVbyKV+/qXW1Sm1S7aleZVCZ1SV1SlVQlNUlNUpFUJPVIPVKNVCO1SC1SiVQidUgdUoVUITVIDVKBVCD1R/1RfVQftUftUXlUHnVH3VF1VB01R81RcVQc9Ua1UWvUGpVGpVFn1BlVRpVRY9QYFUaFUV/UF9VFdVFb1BaVRWVRV9QVVUVVUVPUFBVFRVFP1BPVRDVRS9QSlUQlUUfUEVVEFVFD1BAVRAVRP9QP1UP1UDvUDpVD5VA31A1VQ9VQM9QMFUPFUC/UC9VCrVApVAp1Qp1QJVQJNUKNUCFUCPVBfVAdVAe1rtbVBrVBZVAZ1AV1QVVQFVS6SlcT1AQVQUVQD9QD1UA1UAvUApVAJVB/9VdvvdVWW2X96tVrrLEOqANqgBqAlqPlKDlKjo6j46g4Ko6Go+EoOAqOfqPfqDfqjXaj3Sg3yo1uo9uoNqqNZqPZKDZ6jVqj1mg1Wo1So9ToNDqNSqPSaDQajUKj0Ogz+ow6o85oM9qMMqPM6DK6jCqjymgymowio8joMXqMGqPGaB/to8VoMUqMEqN8lI8Oo8OoMCqMBqPA6C/6i/qivmgv2ovyorzoLrqL6qK6aC6ai+KiuOgteovaorZoLVqL0qK06Cw6i8qismgsGovCorDoK/qKuqKuaCvairKirOgquoqqoqpoKpqKoqKnqClqipaipSgpSoqOoqMCgmiosqAhgYEIICMIIhFAkYBshggDYluGwVgUOqdsdAESIOICCCKA/AqQJv8nqkYYIWCsfZGUgAdBeLIrFgbqAIhdtk4BYbBA45XaAaICJ0xsbBuICqBxKbVaAgkD8VVCJ40kxIA9megoZoAQNQt9+UZ7AM6A/SQLRF0oHYdC/n+mYDlmP5pIHDZ7D2i8XTmWUNrLxJ2bhJupuShyCiUIGKsrTgVhwyUq8N7USoSCI1VJhYOGrVyx5eVcDEL5WtPetHUnSWSnz8rsROzmtRG2acchlDZW+/l5mICfbEnciEYcO7ARTcDPtiRuRpNhyNuDn7nnC+MYm0tHgm7xeS/T/njSLD6DVtBRKm/8j5YcmhvFtA3wPWxwezFWOUugbzoCLFL8tylZW+xqM+YQ8+mRw7nYF/Y8l/oEQARFB9wTws2cGUMQH8nxXwNIGodwcbeoxWQob2lpASnhOBNYf0Mt7DIBCS3i12jBSAtPR5oJsMdMqENJckJTAMXlg340VaRhJizvIq5JC6b9aCk4S3JHmglAPYZdXQPEQJNnuML4ZsZJyln/aqNMTOwxrFs7mBNFKShoFyvnHANtTbVvpkO29scBeJMPd4Cb7v8YM7ws490LL3JKu1X+XwUjlA9ot6mvNNHqUDNu4wX/Lsxnl40rAfmUDH4abgdQDFCExTdkWgpM7eEI9s6xSYf5vgzQVXz6lMcnH3DqfYguTQ+6nZtj81DwZS2qO4YyWaXmoHNRDm/GM0nWZqhkfG45agPZx6DdzLIxJJbysH4KtpdWqxgoqlTUKy7Xgf6GoTQuYCO3bNT3XzHk3R+IzGvCi650jb5xcohKP0lhFUrp76WuFHDqdzbZhkaLftjo4fbFVXeIp3XGXuEapwlV33SYTexV6uGHAbSkE/peS5XnZt9B+U4D3vzFrJLjjFa8DpMjbFN5wWeXOxDD1TViBMjczcb6bmsKrwW9Yk7XMx0vsIXiucvjAY2y1UIpZPbe9WVHNaVbWlFMGLSQ7u9RbD3LFzj/mIQ2bPu0sYoTw0Uk1ZJHqT3rOrv9SPzra3v+yos5YH5Gf8NC6Lw41TkBjN1wbtzuOTVWhuq0p6/TAbUvuui6d4GaW9k0cq72S4waBCQFd12loJsnidmLCwBeHa/6D/9U11FY5lkgXeY5YxJ5v2v0v4HIVzkSzruQpXbZ9cNtq84Csq1BiEVLTvHi71iTu87PMHhQUvcT/EYDL4bVzWOoXbEK4z7AzTtTzX4/Hqop+p+w6mhUNsTHXSkLfXzWKKuWvETKUk3mLWcIq/NQvol/MSrEMfKLlFbFxTjGn/R29dRcBvTHtLs+HR/ok5POpN9MNdxsDlXkfi2+HGe8ntUPqU7UAX2ykJ/W3Od7D////04AAAD9////WgAAAAEAAABzSwAA4EMBACi1L/2g4EMBAD1bAur5LXgyEJAtAEAAMAAZeWGaGj+lpwHNVQFiuyqlra4US2qiF4p3Sump4Qjuqrmqm/tT9d57732gBzoHNQcZDGxBToCFtSWVqais8lUekKuqprJU7soGDBDIBDKCrICJSenn6ZTalJ2cogRkKKinHMDIyOe8N88/Z511z0fZBZCTkpAyUl7KTVj4VcS+2OxfIEoYlGg9LN1iQTgWjAXhWDAWjAVjwVgQfrGxIAy/L/zC7+smjnH0633f0S8y7/u+sWAsiG3SxoLYWBCLxWLf14wAzPhe+RJ7OfW9r2CMFFNdaVzwCkk4U2Ted07RU7UPiwSlVesFIaYdiolWqxZebM1CUgMrrdaoOjjx39cXvjpP4sAbfKzVqhsWXZWvBh9bFY8LDEN+SPS43fK7cmWrxQI09sNEyz6qUIsD/5DZXkFgE/vpQQJrDzBJjAO7fInyECH+A3PT8nmRigNxICHF0cZ/OsTAsDYOXBBIWweLXQwoRwZbX6TrtXqFr7AVtr4VNjXjPqfLu8EQ28w+T0llaeI2NWFVpS0Yft8nOnqUgGEEZnWCRymGuxTV1GI4huPtu30bkdAog9/c2JcirEAWfhXfWAk4EniEvAa+ddn3TcwWKmb57nYIqAHDMAzDMKyhTVpamZ6/AXASCTqTFzmdhtV4gsQlzuqKy4/MK47jON5us59z6OriDJM8Q2wKmTrMgIKInGYDEIiISFY0tWBC+IQnz+VgVWS2CFW2sgmaFoRslK1FeEeyk4c2xJpkpzj12alFyVph44CN3228ffMHufiv9M3ykYnxPCgMRUNArIFKG18pnMnFW15kVxSJ8RbNou32vfbpLdhe3cRJ/GJV4BoIOKUqeISDFdDR8Ko3iOkKY8+FlckDPishxxVXOrfE61uXmys1AaDrl7XvaraESpbMkxKmHBXdGpPzCRcmUsr5NMJiBIakm4Phtyl0MJGrMRiIp4PtDrmBG7tIwVWDDt8tKRtKIhMtJtnCuQOTSVkvYQF3iF1nlpBG4gApQjOyWTjoqRTkaallAYS9DD2y2TTtKLYyjjFrRcefpBofNg6oDjNSmn2Cw0MSJ3VZCjkIvYqhbtYPjjSbA0SSVhQ8uPq+MXy9WuEqXK2+Ve0VW61ur9mq9b1Wt1f4Cl/hK1xVC9N5hWErDFth61s1i7dabKzdarOxNs7G2Ti7BdgFl3gAD67CMAy/Woq64LB9LKu0UI1HK67oaJHs3D1CkskuYoF3zaIp47pa4VfxSotJdZshi8GVD5MGls5ojerRnZ0t5x1+XXFGhsRWlSrX0rlWm6yJVzYrIFlFMBTgPG1rZT78FYxuK+v5+eFNwrorFu7s8mpk95UNxJYJG3nMylvKYa0yRpH2t4ACVzCQyGMP1Ar/HUmwUinB0SJhAfRKgayrvoGQcbQaZNTQKi1IsrQTx6j1DPMQA0piYlMkqWmTmozGemXqbAXddGhdL0WySlhBW0Q0rDhGhL1sgscr2innUmziDI7tm743bZ4UkvUj7NqS0hCMRYB69ehiyx6qwpaWVyGusnIIDjYsKynIJSZwCRdHqBq64ojTlrXEDJRF8yNKqo5CVeVR1JktVllDoOAcVlmOTlT2VFVSkKorZZobExUaaAmQmy4tKFAkJpWYAwVLWAJk6SSJhAlElNUX1Wto8K2aG/FSkbh7p6oizQQ8aVuaQxflVqdIn2AUYMoyFaCQZ5MVJULDBqN2YqxcwjgyEVo5X1RtrZwwHmuXw00qVi6dECqz3tr0RSqsmXGM1s2yJ2tmYZl3DzQElVNp7/UiBPBIL27owwTbJQxQB1IuJ05g8TQ3kajBZmrbRr+smmYasO8201BTfFdjDe6dTPzSGN/JYNxqhq0BeKGkTJ3Eb5eg+K+MkzOkL6afuMX4LwyI7d9SzNZCEZTGr+fTFv91UlW8mHnStvGfZ6LVN1mhdcCK5Zr1iJE1UzsY3/14MvhORkqgEd8BnrFqdkJaSlJYKMJDmHEcv3H8bjUb0F3vZGyzHNhJRLgy17vCuW3mZAG/F2pNUtF2a7b1ejqhQidgMfO0ba9/nU22fk18lc3WlHBqpQwXGWh8hNRGNfFaKUQk1i+ld/0DsyQPDouJh4E2Corm9a9MbPVaEwZYEbJUA5TTSgWJ0kZt0UrptbFqJhC93s3ogoXkhZ1EMqmNutN5vRv8Y83U00b2Awu1p6SV0mBGK+DKglaKSohWwBKt912Q9GoNcLQkpXu1xHlTwHgnmGVRl0w50eIrg0IxFKtp4FuC6WEAy8qE1dpZ1JABOyFJY5sX+zjBb8APMNgeHk02TJhORLcp7zsoyvkSAST2gsr7DpbWeQEZEuV8JbEWjQSQ2wPFUsuUDMrsw2TxULJNFTxGpD6atC+oXKewibVN5uU7krxob5qs3TsoBk0W0bsjSaWDtEULgAu8YHk5ZRoESrRFCJUOMAsnzUaxXraydtgriAaxaABlRIrjeBsvxm/XjzCxJzmm4jiO463ZtnFLTY0AX1cHzi9XQeuNQT5XPTQ81+sVxJXQq4MuKOf3fQ9JEcRZLGVv7/t66G+S2IWXk4fiET/PF0lrznt0wRKAGqiZW3WBHWxqwTWqSMinjYUjljqsUFG9jrB/Y1/TsALYEr70V4HD8qYW+SqYs9XoAyJsGQgtrdLcgTyGgELO303OTpE5u2iWdIbSOWcOAVNcgAAoDsUDBHDiTjwpaYkvcQAAjvgRNzKa8innvPO+FSnapRzRLkW0EZFuQqSbVND2I2gLArT3ANqA+mw9fXafQJtPoB1o0P4zaA8ytAsZ2oYS7UN7USK9F2mu+d6ee/4/lVO56yJxJK6kxMSZeFPTE3/iUVFSXIpXcazsPpPNjtljtqVl5+7cWbJwbs5NSbm5NzcWLJk7c1uxcrkvNxUq2q3dU6bEO96Skpgbc1epork195UrXraXPTkJZoPZlZWf+3Nr0WJmm9lY7Jq9Zm+3bDabzYWLm+1mf/kCZ8PZYsTI2XI2GTJ0Np0NCmpn29miong2np0mTZ6dZ6tRc2ff2WjQ1Nl1dmjonD1nlykTZ8fZnp5v9psdJkyb3WZ36TK6R/eWfebvz69GDcEtuHXouLFv7B49duwdu7DQx/axDw8Nt+EuUmTIHrKRIDmyj2wmTJRsJTsx0cl2sh0dF/fihoRs3I1bipTH/bgjI6FsKDtKFMbNuBUVn+wnu0mTJXvJTpIEcSNuI0aIbCJbiJAgO8gGAuTH/rEJCXlsHjtHDhwbx7ZhY3APbkDAwB24adDo231bhgy9rbdduICxYewWLV7sFzsvb8aesWPE4Nt8e2/7bbwRd3chdohtZye35XaKFB/2h33iRNtu23V1G/aGDQKE2lbbb28VdoXdoYOELWFr0PDud2PAULbLtgULD/aDTYGCg+1gQ4DAYDPY12vYDtswLLbFdrXaYDfYZ2dje2xHiEC2yTYamtk22xcuWLd1r61N2BM2Bw5pO227uWXYGXZcHNtm23R0HraHbcIE3IbbKFDM7bmtQoWILWKvWEFik9gsWJTYJTbeHkGlEkhKMtAUtQMESMDEdAAA31prbS29aJFOtK8SSVFtKq/N/dby2//N9fefakRWWpFVzlt7a+/dtbsI7CtdWvq0n7QhQ7rQXipEqg8dgtpQGtG22ga2kxOCjUDBThC1o/aCLbWX9KBBR/tIBwrkblf/+aMBbSRASFqQIE1oKxEisPs22gX2gT3dUFtJk24Be2pKwVawq6q+9tfGwgLbYDsry2t77QGbSo+ePGy0Gzdw5mg6dOzIqaPr3EmTZo1mo+XoN2/ajGo1atBo0T549J49cXQczUf7oUJlctJTy1ZbWpLJkuXTyqN2dPzS2KgXN/XipS6DCaofIfUXHQZSig6jxUiRjOycojnBaDCRelMnJmq1VjtxQsmkiX7yJKuoqMnoqbHYMXqMjsls9VaX0Zea8opWckVfqaKRVNFVsOgjWBCx6CRJKpdocmpODUVH0WL0p5bUWV2pm+hYb9liRpvRmZln9BndpUuoDtVevIBqUM1FY+bIscOH5sFDBxF9eBikh/7xw9AHEA2ksEaNQY1D39A2bAjqQCJC9JAhhJpQF9FGPnyYm5tBZ0KPGEFDhAg9OA5agwYXa2saw53GgELzqfDTHNi0Cw2DrU3D0DLaPHSI4abzXugXHfSdvnChhC6hK1QAQQFNW7BQl5a2Qm3Gniaxp/f6NA0T2oTm0yg0iDgtIU7HvWkIb/pNX69yZ3I6QoQQE1bk6TydQW/QMrSe9qDrdAiNpk/oFCn6dJ+2s/vTfxoPD1AD6hYt/LSfZqFVjI05UKC9vL7K9PtWrRqGzTSZAQMItALNQIOBLUggpg8U0AR0mJhuoB+I6Qe67KiLSx9xaa4sTc3SWQO00QA94Er7K31VpXuVrtJ7T+mpvGhRlI7KihRBaahcWuqknfKhQ026KRcqpKSVMiFCSTopk5Iu6aVsyBCTZsqIEAXQAZ5yoif9pHMWoAVoraW0lOacSlPp/620lZ5OsTSWdl0traUBANjSWxpJd+3ZowdPpkNnDpwsR04dPxkQoECDsiBBf3KfNm3cZDg5Tn7zhk0ezXZynjx38p3MJ/sBBSXzJYcJ03kmi4qqWZPTpEGTQzc3veQvYMBwanLJXPJn7pI9s5gxuUyZz/yZzeQzGTLz8XFL3pIdHS/zZW5s3OZtXlzM5mxOTLTMltmJkyw5S16yhDJTZiVKruQrGRHRSraSjRihkqlkIkSm5Cl5yJDIHJmLFJGSpeQjRySzZEaCpEqukpMkwZKxZCZMJvNkbtKkMlfmJ0+0ZC1ZURGbsZmRUZu1GQqUOMc5ShTMjJkhc2aQIIaCeXDwxo7Mg0cPINmHD0IdGQcOG3357w8wC+YaOTDQL/flH7mwMEfOkYXkQxo0ZqDIdnZ3LXJeHgwZ+cULFyRyXd2JjEKFihQkSuQSJjJeXhEj6+mxyCzyXubLF0ZYsECX6TIFCiAyiCxBglyWyxAgxOW4fL2+5bdcrXrIHvL7dsgdclkZW2bLDx5syBuyAwdreS0zYKCW1bKYWFpOyw0aYMgY8thYhpwhk5FpyBqymRmHzCHDcFtuy1arW3bLZ2cf8occIQJchssTJszluYyGFiKHyBUqiMgi8oU84sCBAlxZSytLQfby+goL38lp+qcf6Xv/x9+5A8gD8nnyEPKE/J49pJ609Ct9Kqqlv/StrJp+06+qYvpMf+on+T5ekKBSX+oPHfrZL/KLfs7889/7d38ATc1Nv+m9eOH0nD5MmE7f6ceM+TzTxqdJA2rGDBlPxnt6ivFiPBgwX/wX36ULly2ffs2aMr6Md+Mm1Id6OHDQeDRejpxROpRar+XiMy895aW/zHosWZ+19FYsvWUWP8rGz2Hj2fg4cdR4NaL+jagX9W08qKeSxUtm8Vm0+CpavBasv4L12NhPxj7G9JWYHtNvvSYUKDQ8DT4fhc/z+XlIP+8H6KUAekBBP0XQCwb6yEAf+Ocf//xfn3fs8317vnHP7+n5RT2vJ8MnyvAyYHgnMDyMPM8kz+fheSV4Hu/OQ2Ecwqjoh/hDxSf+0At50sQL8UGaLPFBvOGSJN7QA0lyxAPxPo4Y8T78DyOI/ocvRETiC/0NJHf+hrdxt8Lb8DVWqPA1/KAKOz/ocdix8Dh8DhYtfA6vo4ULr8PvcPHC7/A8XsTwPDxhjBme0PeYAcX38EWg+CKeSB2IECdOoPAp6uhE+BGeBIk6X+dLeBMcOGhIgMAjMCAnFxflnZwCWPmpKSUBPgoLS+vadXZ2gIpqq6rq6sgjIS0tNSV5AAC864+sVhjMh4WVMfAOeiJFXZGfTjXV+/+N+pOHgqJ6qpfyW2JiX35BT9QPHeqk004qwVOgUMGCR0M7m+Al+DGys7O1MwjXbqiXlnZEHZGax4ChzcKaz5Bhg2frffqfP4AE9UCB+PjpfXwH39bmwXt482wR3Nz8hzn/wcN5MC8urwTeakDbAN/ms/zUKyV5Jc/k/e7a2XdlnxeVPfBl3oGvvv4t64YKea5CvVDn0wd1PoK6ID/thPwCr2DMNzDzZD6C5157I3/Bp/kzf8AXKMDluTwBb2DOHDl59HQ9e+jA6XHydDx47vQ73U6v09m46W56m/7m81MMGTRdVDS0h3ZPzzP9DGg3U6aX6WO6mFE0PU0a0S7a1fQ1vRNMB9PD9C/ZrKWWS9fU7NK7dM7uBRMT27F9y5a+vexxt+xc+uamZtfsmR2zV2rpWjplz9Inr/QrHUu30hGrHDki2SV7kSJT+pR+eAjZIbsQIY/9sRcWOnbH/uMHY2fsPnws9sXOg0diT+w7djjpTjoOHEw6k37jhpKupNuwgaQj6YODSXqSniPHkr6k69DRpDfphIRP+pPeo4diV+xAgDT2xm5oCKVD6UGCROlR+pAhkT2yEyEipUvpRoxQ6VQ6Yq/Cx7fXouflvYjRYcBw4dcBAQNrdEHBv95nZ8eit+h4/e5uRVfRZ3Q9PRldRqfR/fqGFBkynOgnupqaiW6ip6WR6CS6BQsj+oiOhiaii+gTJsz1uS5BQlyP62dncB2uW60f+ocOw27drb9vh96hl5Vx6By6mRlbZ+vValtv69erh+6hQ4Dw1t96hAhyXa5ToACig+gVKoToIfqFC3SdrmPAUKKX6Gtrdb2ua9CAoqPoG3qKAgUOLOgIEBh40Bs0EFPQvbzCFnz1L7De1bm4tLB6VtZWJ/CAQYLuoI8l6GOd7A+w6t+qW/Xeq3pV11qqS/FFi6J6FE+U6Kk/8dLSAD0AP3SoqTdxUtKlvsQJEUrqSVyQoKN+xAEBcrvL/fiZ9in/84faqTxQIAAdAB80CKkj8UKFlLoSN2SIqTNxRIicuhMUVwTVoXrOArqAvvdUn+qcU3Wq7v1Vv+pGfQAbNm7i8Ddv2vThe/bkkcPp0LFzh9epM4fH4aNcjRo0oVxUNA1fw/FwPXrgcDicD+/Dt2eyWTPcDLe0LMPL8CxZPvknp6T05J4cC5YwPAy3YuUL/8KrVPHCvXBJyS68C4+M3OSb/PERk2PyKFG28C0cCpSYx9zR8ZJfckjITJ7JpUjR5Jp8yhQunAunQoWTc/IrV8BwMHxyspN38spKMVwM16JlDB/DsVgynAzXakE5KN/yM4uLiYe8SJEjSfiSJU2ccCZMlCDhRowQGcKFCDEEwgsLg/BD/oQrKiJyRM7IG3mMF3l5eByP392p4Cp4ihR1vI6bMCGCi+AkSIDgIPiIEXN8jpcoEYKH4ChQ0HE6bmd3gp/gLFis4Cu4CxcteAsuQwYMDoPToKHH9fjfXx/v4zZsBPJArkPHIB/kPXrg4Dj4jx88OA/uw8cOvoMTEt7gN3iOHDV4DS4oCMgBuZ8fH+fje3sz+Aweg794e2PjbDwurgPvwOXk3Lgbh4Nr4238wwcOnAPfsGGNr3E1tTSexi1YqMAr8AgRJHAJ3Gq98is3M3v5yxs0IONk/OvLAXfAFywQ42I8QQIwDsYVKAjjYdzLa4yPcQYMyngZf/AA5jCvVs/4GYcAYQKfwClQQONoHAOGC/wC16AhA8/APfA3LCwrbsW5uAbwAdyAgS2+xREgKMAL8AMHCHACvKtLi2vxrKwrfsWpqKZ4EyREgHB2tVbh16yM7MGYgwYMxMLAvrwWKEiA4ICBAgS6uLa0srAGXFlVUU1JCYiCenIK0MS0pJSEdATApU6Nvu98azAqSo4MMfSxNyMG3VzcmwenCGcdNiMbayAG5rUVIAqj5A72R2si+cDSxASIIpnjVWyse2N9Otmwwc+lIV0Ha+JizJkpcClUdJHSGxpXcm4JkroQlA76fUQgRek4ukoCQGEY6hYWMXSYM/XENEofbc5GYpY5/70sPq+nuHTkdIafO/aZIZUUGksbam0hL1rkiro53FD3jGvDBXXNuIBuGZeMy+eOcT/dFa6nK8ZN4Xa6Ydw4F4z7xfXgcrpe3A5uF5eLu8HddDXdCG6mi+le3S3upfu6sbt1yVytm3UduFjX0hVztbhZ3C+30qV0FbiTLhb3gHvFteIScKu4VKZqrqQ7ZUp1pbiRRlxcSPcxiiOURsZFxcQnTpowWaIkCRLEI0aKEBly6ApxgxgWAvnhowchjx2uDhfHDXfQrSHoBrp/fm6fS2PP1XNnyIgB44WLvBZ4LNw7185V4aJwT7gm6kqQGEEnIgSIOVfOhXtzP7hubpvL5nJwNbgZ3DU1DGkXLFRAozDBleBCcM9ca9WFXTO3zH3gjrkNXAZumAvmerkL3AQuAteAW8DtcrncLa0srAFXVlVUU1ICoqCenAI0MS0pJSEduQBclzo1+r7zrd1FihIhKj1kiLQQoUGCAlEBUf/46cNnj548eO7YqUNnjpw4cN64acNmdI2aNFQ0VNHQM6BmypAZ8+kppjMMmC+cXrpw2dTMxNxCvaTGW20Wa6klSyXlJJYrVqpQkZwiJRLyMYojFQq1kXFRMfGJkyZMlihJggTxiJEiRIYcCgliWEgFQv3howchjx06cuC4MWijhmAg4J9fHx+NPb0ZVBnUGDBeuMhrgcfiboWdihQoTpioK0FiBJ2IECCoc1S5OLi3Dx7c2jqwcdigIcOaGoa0CxYqoFGYIIEagQrh7Gqtwq9ZGdmDMQcNGIiFgX15LVCQAAH1ANVAAQJdXFtaWVgDrqyqqKakBERBPTkFaGJaoipRk5COALhTo+8735q6SFEiRKWHDJEWIjRIUCBAf/z0mfKZ7tGTB88dO3XozJETB84bN23YjK5RkwaNaOgZUDNlyIz59JyKmXaGAfOF00sXLpuamZhbLuOtNou11JKlknISyxUrVahITqdMpURCPkZxhNLIuKiY+MRJEyZLlCRBgnjESBEiQw6FBDEsBDL9MfXRg5DHDh05cNwYtFFDMBDwz6+Pj8ae3gwZMWC8cJHXAm/KYnq3wk5FChQnTNSVIDGCTkQIEHNycXBvHzy4tXVg47BBQ4bp2hRD2gULFdAoTJAQAcLZ1VqFX7MysgdjDhowEAsD+/JaoCABggMGChDo4ppuTbWysAZcWVVRTUkJiIJ6cgrQxLSklIR0BGDqTqdG33e+9XSRokSISg8ZIi1EaJCgQID++OnDZ4+ePHju2KlDZ46cOHDeGLkxasNmdI2aNGhEQ8+AmilDZsynp5jOMGC+cHox6mK0qZmJueUy3mqzWEstWSopJ7FcsVKFiuQUKZGQj1EcoTQyLiomPnHShInREiMlSZAgHjFShMiQQyFBDAuB/PDRg5DHDh05cBjdMBq0UUMwEPDPr4+Pxp7eDBkxYLxwkdcCj8Wd0QojOxUpUJwwUVeCxAg6ESFAzMnFwb198ODW1sGIzYjDBg0Z1tQwpF2wUAGNwgQJESCcXa1V+DUzKjMiezDmoAEDsTCwL68FChIgOGCgAIEuri2tLCMsowFXVlVUU1ICoqCenAI0MS0pJSEdAXCpUyMjo+8739pokaJEiEoPGSItRGiQoECA/vjp8/kkSdIDkfDv2BGZw/E3Ni4S+vg+fmTkj8fvqEQJExKfju5GCMEPCOhHou7X/Rs3TNj4gjBglHBx9/Hw8vKQDBmSV+Qf+UIMv+HPy3sR48+YAWRvxVehogMKFBw+hw2SktgqWL4VK1Qyt/wtv7OzEkvxMzJC+eD23TqkpZ1Qc2L55Cv+KdnIyBt/ztJS62t9LVoG/AE/S5arf/Upf2WKFHb/zssr/vq6/JdfwoTB7PyZbGwaLmD4GNbe3jz8trMz+P3XK4QJHw1ty8IhkU/kDw4a+UY+DhyIH/Hr+Dz+kt+jR5Pf5P/4iV/GL1FC7+t9E5/vjxDxRXwXLkB8EL9FCzkWQAo/jcJfGORjZf3OrJ/F9T+5PlfXL9P1uwr8MwV+gQNf9MA/kOCjSfATLPhrFvwFYJ8N2AcT+27EvliD/6bBb+Dgy3HwHTz4cx78B2W/Ttkvq/471V+V8PNI+BKsf4/1W82+HrNvRvbxkH2ysW9n7I8x+HQYfAZhP07YD/v6WCaxk1e+3F8B91f8D18K5Md+S8hv+aNoDWRHPf/oKJgP5qtRw/k5f5o0Xr6XHxra5Xf5oKBcPpdvxszm3/xjxmh+zS/mY37tR4Bg+7dfwY//FzKfzOiP8Le2KHwKnwCBCr/ChZ/hb/gnBvuCfDi/zf/6cz/uG/h9/+/v8B/+wF/DyMh//7X2iXyiRIq8Il+oECKPyPvxY4iP1xMgAPVT/9PT0T/6UVFKUp/KG/J69AzygzwePIF8IG/Hzp86/o4AAUk/6UNBAfgAAqBxqGRy9cBKJ0cDAAgAigQj+BmG5EiWCRoiuwN0S6lAQqQBGDgmBABgEMoAtQjmJAABQEAAAGi32Uh2/MK/WpcjuOeiWPMJ+29eguY4j2bLJey/fRGK+2SUnUfwf9syZNe5iHY+oV9ty9GcZqNb8IT/Ni1Hc5uOasfhCDd9ZhrmlZ6QS8c9X4RpO7iF+c+HjcXCkbrOZbA9/fzXXobsynkGh7zgZiPt+QTvJCJQfrslfR0BczzkkyAl6v5i201/cf+ZW35hI8qC/NAouoW3ENx0M/E9IRZTnx3d9Rl7q0+NafKw/WfLndafhqM22/o1SIoR+I4PYb3zFXFA4FFfsuxs75OsmSvut/VLUWovXzilt4ulWFA3vdPzt7e/GuoUvWbyHeJjpcQS2tIfP8vMPMvPQp9gIMwPVFzPyED+YdjRI6X/MSYiFk7SDnwRRq/eoxzHp/lJRpmdtTUxYtkWSo8TuOR034GAgM9G++Yh/FNI97VecsOAznemfpDuOvGdnGcBYEA/HmE52F5bk+2w9ZyICwO/oSkOI7XYfNt13EXGm1zYD/J/Wm2u7bogM+NNXsgvsv9KNt8mv0wx0WHrYBvITcGw3l6zGEhgotB2i22eY9htrHtKHNjjUPaDNt8ROCN33kHVe+dYkMPesOr58jMYicBE0aks8lse7VfoO8oM+KNU8ou8+wL2O9Q/YQ78UCr5RTbfMTAy3yUlBphoPNpT+udYXvadEhIUkrAE+xH9dMaz+k8z4IZ5WIL9KL30RrPrpzkwx4Hv9DZcVlux+7ErqALAiXaqD/gvyfqTfjbcmeFEd6If2G9B/c3cfoBcnwMA7fLzJIv8lkN/Df1HmAN/lEruBbrDKI4O9U+IIztKvYhmu+3QXof6J8SRPQptN9jHHeNa399ywUSWjacpqCcF4f7SboFgZ0XfUAel90rcGek/KDGEgdaDj/I7L9vv8mNckPND68GP8DuU+2v5OabY+KN14Efie4b5bJtfQlBJQEvyNcUuiSev1H025RmICPDZApoar+gzUSqpTr4PtaUtKnfiphfBq9PyN/R++5R+X7gp0IF25CgAY633iSoCk8zIlIBtqA1FneAfqblCM17dXQ3O8jGE81bJXBn3Xs/GeSCCaCvU41L8QE2fw82w3BoCHPmZYHq+C85RN5XtBjgmImWeNkChx1zPVKEVjjBWmgytUEDXWnLXhGBLkeistcBemjPPlUAOvkI2Qk3AEpWL1So2EPoJNdpYL+jApf42RxXAAb4WY/XQurJUEVwYfRQdzDDAE8BqXtLRMXtRW5a36JzatdFoyii6qKJKKrhUpZRRRhlFFFVESQWWotSyyiij6KKKLKFAqZUuS9myFS1CkRIUKIXSdYSKrfhYB3lvdixDmEJ3NxfbKp4FOWdKZW44bEQg1mhLBFjg1jAow9EBcgzjILggd3/iSeeRm7ucFIdY4eNZ4QNQKBOgv3PizpCxOeACGgkrKBPqpgfknzMVkEd1wZ7xuQCRNEdBTI7BE3s4QEV82gZVRplz4f5Qh5qUB+CD9X45qc/RYHXqVrH/cL0J0k6yhQhKoVYdqMgFana7duN9O45a+1oyAWESaJoJ2JnmAw5wlFWuIQNYJgIlMokGo1qKMmUrW6QiRZRcUKlKK7vuqhjqPk/sRwhaDKSTTBQfphiFrXZTk6TRSoRUQ8+WgUFiwoTygdRRMWpuNZE0Womg6mLQ2K92mnXR88fQBMJ/wMD3Zr7S9dEJ4WJ1Hi2U8f1HJ/Y9p2tEbFxOG7hrguXhAWsSI1lS9/JqHbRk+JJZgeh0dUkj/iT5R1cP8zWgx/UagTJbkvwhaM1Q8xiF072d483b0yZk1h4HG9aToJND2/LfEY9ReAj/BrW/agoRu5f7rQUd2WPjxsTLqODXvC3hBFLpJM84pIhu2NHXi7brDmmhB2hL+huoBLtQ1CXdIBOKOahMW0ODNXkOHPl2K9jqfWGFszCB/0BT5g7H49ur1xlV5bRb7EU8S9cCj4fhOCLYBvV+Gbz/VaDQQa+5Jj9Qb2UgKUPgyHG0cWkTREBP/nb6t3WWT4gqU0Ed+GOUqHroWVk2APDckoDt1fS4CEoF8MHaL45E23q2DK2xLjNmOPLoAaqWfeMMGdXusLtX/s5HeyhbM9mxcAw6ZqNSilJaLlZBWJAiG0doLEHC1ml1lMNVA/Rx8i8DUYY+mhaTYakwPhn754hUK5/fJFhtaYFb21wPC7dm0ZDD4cimTsOsB7nXJma4G12MxGPG6xDIOGyQN48PDaJNNpqno0MhFV7VStMMDRLSIJIFoqC6ZUPzdHRIhEJ6W9OcBW6pbAymiZn9KDvZ0pSp9Fqy8eA/+DOfYnX2AhFCH8aj1W4EVOBVlcAGAAo7kNC2TYH5sFaAX5a/c0KK0XmDIyXaBcA/U0+fYWr3kd9AI7dUXuuOXDSqldJsIjpxDl0/5HbMR3y38Xqx8SWyE6ANvogMxx45YeXptkXQHoyKo4v3bxmAdrTRtoiGpcLok2HYYMdL7luBiaDUAL2c/MPA9alZu2Ia7wJgjuGfnILyNdJuI9DeqjPSlq6H2oCAbdoUrAeizsjjNP0ZTG8Q92DHLyUCEBYCIEXSbURbpiJFKlqCCqV+ge9MYs1Cb1eMBKryWZ8xqzF7E3VEHqP/NmL9aKYhcBPGiqLD+D8OpF+9NztCIlFgzDLtmxNQnxqicwTb3OzdNJgISg3w5OwbJq5eXdoV5eGsEGI4/ughaF8j7Y5U0GuEfl58ZSBqLoC3KRB3IHB7tgTtsSwzZhj59AC1p/kWwWuwCow/Vv9lIMrQT1NiNoyC41PG4Yd1fkeynRvDEZQCJrM00xDown20mIQZd3/bmaeZZIjJBIcrIQic7sx67OSGUmcSINkxdi8TwMbSYEagnPCcNtKASqKwSGQwDQ4bfSv7I4c2DKHGMvU2gyLS+abiy0e6heRBuZGZFrwFsOZU2WvjhoDrX7yUq5LGjBhKDWB9UEuCLUkfurNog2rL9MgdSjNLNCnhxr5hQkqTBsgMUh6ZA1zgo9mTk/Mevpj80DmnAVbNGPke2jJw6V6CWkEKGGyCsKRhb7VUV91BxGRz0zB1bO9cnqaSpsddb8qBh+LL3tuSDaH3c0evCOCKZVzY7qaspDO8jNgBBuxdUSFBvsgf3rHbQLBl3zCOtjNONim5zr+RgmqHLs4Nxs+j6y/8Me8pxxDuuEB/yB6pgTpYTMbj2ToR+6TxosFRr2+XXiM5lCW7YqO5I4sbiytiW8nzJFXadCp6RL7NnH/5DHXXDfcCZaQ+Mbd8qv8pMaUyvTAtI9hVt4ZCmggQGAYlqTRNERSG7ClR0pODq0CJgbFG2ggpiukmaEzbCDATj9J3WrmIsMjc0ACNVOTA5YY3rfsmTTrUq32tkrVKiWAZEopCyb/CmKBTeC/W9qgV+GtW+hhJgkbKaVaRl4ehnAwOhK4QeZXjZGpDbMEPscHYL+aseu22CMIiWWDscPVRc1SerluF+zBUFMxnBDRh45LI43e0Nx1h9TfNChhjeejY5u5bzBlqru4DvoiTTj9peqv5Likr2pVvipU6NpUdzlHvIxFBPZC8hR0wsUcOprYhtOMH+GLsHyaiHG20JWLjUHB8cvLuGapfJw3BeCCrFOZrIoGzDaRp6FW9GUTm2M9jd9i0FCVeExOGXOGS+NwCjhI6te50fZ9yRb5IZI/9GHbXbepyAtR2BViBOzUJ7lXhXhTj7/7nG799xizf04ufmr2/yYTibzULv89NMP99heZrXBv8K5OfPL+WOLCKt1P//U1yg79V+uFrmINb3bw7n9O4uc2Qfedw/pNfdupf224s5/edGsr8rflNFih/CH1wwKeIkKvzH8zh1RBAn+xkI099SsJgDmautgHkulyF6a5sBlPBxy2JQD3ihFQbl9JpZyG3Q2PTImh2JWsmIZRriGUWdX4Yx/5PiK4dmCP3mVBcanm6tkUpVjCf9pOt5+Vps1VXYKnmPWBkbna+d0X6bNO21zPUNkDZEWnRthYzMceJu53t1Xinek4fEw81LQY06V8jJ3bCHlbLkkmV8I8pJvoZ1QkMKCu2r9X9bB6O3IzMBCbXepleax0jjIqHlKwEE++F5KXoU+GHU75GcyYwnsZVD7P9epDvbCJ5Bssn07qlr0iaXPz7yk+M3/yzAj1OwNgo3xVh+Gjw8yZ3Hg9B2YqT1KlF29Bm4ycJcR/5rFCN3d15JNOaKn+CCWcC/k+GzC5iwWCLXmSHN5sY9qYPW/NhZ8TjOGO2ziZyHx0/NmuLESdsZEHYTi7iBAUzB65pDZ6YfkeQApmEs21BzU7R4WEuC/Ipf1PQQgxB8BV9zHQ591tqLe9nOJLbljOPlzObxAVbHE95fUKsJwm9m7uJHFm5IXD3bS4XT9wodFduEgNOaujmQbh1W1zyxBZvAOrdm8fB07fFkQ4fwAGc2sDZhyBjZAcfOENTaqU74b15xGcbOnQ1GzDJMrgdk0wxPA++9n+RmSGMFQ0QfjT/wN2B3TrrgxIOBDVA6EN4g2B1pJGPEYJK7xF6CK0SrC555GFCQKltQvs9BMFG4DHT7ddvqcm3l+HMa1vuwFvOfNQVbHE05fUJ0d419G6tJXJkpIXAnWe5XLzQotAdaUmO7bRAqNZaHgcHW4tLPmyzBWjeBC+3FnTjLYnj+y0AqgkX+RBqjOigBGdral3dWd7mBp+COxw1azHxZTA4GplSPAl8jQgus2UYQ1ox+Gr+CMcLt3ImDCXIVwxAxR/hIcOl3JahBPmiAdjqUUMPsoI7bShDXjcAWjVwOL+HCGzFFTk63vqhGmx5HJxqbegutGSOr7KMLYimcp8K2uMI1y2uRIsMrZHbhfG+ilruxFpmtrUCLTW39jJcXC0uuWGja5D17soDW41bX0uZD7AAS22w5UOiMZaDGZyqKU0BK2ud/X0VtPasWs5sYjL6oD2Omjr6hJguEXo/iCC0dAcRVbuA6MJ4BIG27g6iVGwKEYB6DcFv4SDiUs4mogzZLAJo9TKir6BxxAXdPoLc8olEUOmVRPsdgmCj7jiTIddn6YTby/Bya1vOYFtmvtMKbHE85bUJ0VhY9G6AJXJ0eoUs7okWV4RzuysJBx41vfJga3IHWBLkDRbA6RmWB6El1nLIE99jAVAnWeSGUHNEByWY7antArsrbfm5NZT3yiruLMQE9GBqfD01+2z4zxmiflVBFHRMAaE9o+gS8ZICFW5MQUJsTxEk9KSCF9CqwkLusKJE8LwCSPMytLC40B1ZkFu+swgqnVq03xbXwybnurY977CRFpjIW6bnFTBbczczqPLyZmoJ2YJMs7BsHoQJOUUz5BHYy/mtp+EN5clt01h28kxjFuekYwa482jZ6fnZecQ9SmTmtqVNat0X18D5vlbNwc4Q4EEYrKnnOcNyKONhnvxtHTY/vZ2AfqQcX29d5ukvysAIo2Ga54eHtKzEidcVCY1c9x9qhug8xWVW4aUFscC6UjqJcassHOUUE35aif5dZk75ZxZOt4KxxeD+5MLEFsr7puhtrbzs0GEXbHFbo78VoFvhbjOo3vJkahC1BZmrTv7xmLMIsgrebdaP15tVxg1HgXjJUTi05yiIhh1UF6M5KRnrjHNN+KYZTQjNNKzWLTVKSp5CdGcgCpNsMlr+XUdnm1sjpEyxMs3oCF9s7mBI4u/kBNTJ0bia8eXsjM0m7gzvU1ZghNDMY/vhPJ+4qjGmNqF+Odi2UD51BV5ZR2l/nmXLg8GGAxZzTbq6M/PkvoOukeHhGnNWlWPZ3zNNcEmT/RsysW6oSfr+AG2ZSNmkya59kfNO9i+T5d0a6leOLIN7teWcFuNNIVynBq9WEPcqj5fGuowbU50cWqc43rUILVoXb3FlE60wbMl43xS7bOkZ3rH12SR+RxQX5E4wgkDZ1Z7d4csF9esMCtZ9uttNbiyrPz5tTpjZ1PFIyKk6LSQ5o0lEtfD6UeoWrkBlcmhfBbysgDYVxWstEN3x0KPEmmiLQFi1i3n7RLPkSr9dIuc7QZjWWx5KANYnMQ8O+cebw5LR7KBCtDwoHK4QCginH1quvAaKONcDEDoMfD3hauI6Hmg0nVV8JnHGV2NK7oHgSP632Hz96mt4/6d/Mj7ZPk4+DjJh3zMQi6m9PBWY9RpGLgjn+8zDy1vRJJZxMB7nOgtDJ4EaR62s8eBNNMmyMIV0lRdQpqEonwA6fGyO6LcPTMA8djHpkm93Y8EdBMWhZLqGDG8U6CAy/DpxJhEm8KjHN9Iso3mwBmZTnngZNtJ8yTE0freeXF9WeXzbnJnZiuezzdROe1WGpT3ojaNt5TrUF9525WqLHGWLLrVigfaZ1IiOT242lys1WtaOxC+/ZP1fCam9z15y3CSff90nu/3Oc/n9UnQzwI6p4G9tpMCy3tk8ohtbxyG6TAJPUBGPL6BZRfFgK0SnPNSkXQLPkwxD03fnTS760XJP5R9NYOJdT4Co2q2ayrma7cp5qLadjHmrtjPNVValxdqwOVqbkHcrS2hDDEfLk+S5yCC0j/F2gu/QcNuGEMlozJ6BM7JkzZFLg7UffRYna1DzxFMAnrq9dOS83eCNnXgstdlxueNdpotBgOYVtj8jgdNcDxkGk8fXPjAeMMkJZnGdjh9iWnIUZ3OO/U5bdmdFkLy/K+0yoDSr11hnwWltf9loELCkOIJ161WfYy3PLUWrKe/XnOUhY0fDoPpJMTW5uw3Rs7K3vMJgpxbIbO3E2WDwaP2UtkZEBorP43cJG4bPETWJDxFvNE9A2kSWE8yG0oSXFRcTonQ6bTI75npqQ5pRDJH3VDvTsGJVHlkNm2urWU70ZPNdww2HPY66ya5pPXzwymjpJaubyTQfV28WSC4pO/bT4HssFC4ZIWEvQWiaYIaRnR65x5Y+hMoYGkmX1o3biFnRP3NiMM0jwiaNaNr5kY2IDy9mO1gNFNdosV4QDlVGRBLvdsS8HVX8rQkLS+JuKbmasEKc87C/qWHXWdG65MOsP0fOcZEE1wjiiZHvkqwjUuvh0tBoZcvk6ujLnpM1BLxxePCQCU7dMDowcWu9MxwE4ZfCqFlyOZiHUywa4Q00bN7ZddXQOSfN5HQIypE14dYJWY7g7s6LORl8/ufLH+SAdB9/NcsVwIg0B5oz7wJr975cD8duhGY8URzycHO3Uzxc+pxlusOjGgs+R5h+dRYMPrk0k2Mw3oFldeC/vUPUcTkPjqWEPLiTepeCGod9ruI5MymDe3EDbWpkx86JbCw87DDTR3VgvMcC6wF08rKBkv+ewZPTKC6e9UtjeHgXdfumTyvAPPfuB2oYVauo/LPZ2tHav42HF1E4cdxvLOT5OVQMGu0HO3maLRTPl8rdxHCRhsQcywZzT70pjxr2Kbfuk+ye8b+huzCLGwbZyFSIRtKvlmLzKzN19LDDXSI7iWSRpK/GAp7xyC33L0UUOnsCw23jFUyq3BamBNkiBtjqUUyvoF3MxSUdnsYouENKfOkjEmTj4yM97ekT8KLHFm7FQ0J8vxOwtNEU0/OgZA5Du1VOkaA9DsTm5jjDSaEzxiG1fI8TUPwAT3Iu6FY5pBw46nlOr6CFzgXdkQ45A0Y11Tk/RGwww3tqSyP7FpB8Dm2Pegi0Os4EdDZlfBmcOlunoutmNSJE1ytdQl6sYAFsVahaPghsrlIgtlhxOxyb3YoS6XSF7gRkJ8X4WJg/Jw/qLcwj2JLF6c/6ztRjFKM4Dinx5ZFY0M2Rj9TUqE9A8yJLuGERCfElUZBQGyL3jdM+ksosj1+HOW6Ng4BIzYJ6oL27y6Cy4uOgAKp9EL+FJkKXckOhEuRbIWDFj/Bi6FLuaKiEAUdPh9QNKRv04Jjy5ZF3CxSbb9uNHjatvjtxnQ0ZTQaVTNKpyLmNj7ilU5qOkkc0WeQOup2xWljQ7Ood0czQ72j0rFxPae5OFjuej9zCUzMbVLjNcbveXdYIyCOaeGf2fqTjrQwZ+BJK3NIA6q/U9KkH4cWTbZ2VU1nxcVPDUsSp3KaCz7mQ61dLBKJ7pajN3eNMKVHuWKkE2V4JaNVkqa/g1dIF3XaJnAFHNV/qFbRguqGzYyJlwKinTOeHiA2mjT+nLkMjhvac7gwBTCKzW8eUQebzZEpGxuwogLbu0cLKe9HTK2x5dk0/ec6DW7zoWRTa9awQpz1K00QrjVPuHDCyFeIIeeZD+bK4GIr2AT/oPxrqhPn7e8BkeiWn4BzXSyjRwFVlQ9Vsz26LL0yaIbF/EIi3baLJTSD9yIl+a0DAvEnC1hsEqZ/drc1Ou8lhMlMEH9M15psFE7tWu0EgyvLpJF0lUbHaWG+CgofQKWMHnsJOZdUanNgcyslh7CbGh6a5BoRZRAUzcLCpdMw535AxuQOgPPukeGDd2c7bAjMfJjBixGq0Dao/y8hao5HxceSoBlrDfJR3zRh+22NzN+vHIXCv8yfAMVuU8JgHl7sRx8uUGLSrn0tXfD7XlkXZo2KFMeTw3gLjDLz1cc4ggAhfgN6PpzquNezvYoUTg+scZt5/OYvjzXZ4jqZIldqM5xVw5MHXXP+f+yJXTDWwsQtqwvVPJD7BfylY+zlLdr2u6zCjOhL0abyqGUQd1aNRNTwSWZU1cuXjWRsg5rwtU7nxlPoIHN1RETUW1cHIGh2N4VEdBB3D0THU+Kzpor+iw6ddia+o0O3Lc1wOv0ANU/PC0+GWFPa5QZpZX8ctBvgdCZ2mYQxn5YS0VgKcM2nO5+Oyq0HV6dAgyiv0Bm0eNuu8I1OcN9fbz9fIiQHiWpcIHCFH/uUKwe6cPJebFFMnwwREGjmL3ew/ymXmuCzSBxXaCQQckjP8tsYbF/EfdTR6PUMyMu55zOpGGyr5HTRT3TmfWEzlGxM+0tU90tOxqyRtI+cHuG+5XFjYyB2b12pYQs95zpuubE33kHdX8LaIb964vFh+5XVi60Ul0R+vwSlsKfxsKjnv7yqu6dqzi0otxySBQ2kGW5/ukrSxOPTq1tJupEFFznMzSwsnNu2UENywIeeFuHKNNJSHACwdoV/4GFktnL4FYuzRbZsjti0wi3ffb71CewOM7zDFtuqrrvKzDNZDLBhk1u32711Gdq07SI5BbTTLYMJbo9bdlz1N6GHszm59M3fMx3PMoIGbtjQuiB/xy5KorePV2WupZ4qzUvcxp7sM+7mMY5PohqNVFg5eyjIq3S8n3sQk6jJ4/Hg2wy0c+Q1EnE4FZNmjH+y61UehsHCffW0G/X0Z0lcgIVZqS61259K3AHsF+r3qfAtHXt5LTS62qZJd1CvvIsJTyw9q205ewTZTqW317QuB3NRV9vnN8Zy479R3AjvSfMUZcmsSWaiJKpuSULDdkGVp89iXxGoBK2KrzmE92/Vkuaq/LpGRYeTNGb5LqRpR2r+GS1u7H+TUOuh1e816YPOZ0Mek395ba8d5e3cCuvGso+27TSsBskvOTKDigDDjzTu3leVjKzRNAaiwP2kzXQHTyiz59lEBbtg1LO/9xtbRKF0Xw1kF4NGKykYzf9YyWpHqznhkLXGuKgrN/FwnDr0CcKFbmm12g1+dwxPHsh7pUPVuEH6zBTqMZu1ePI7/t22j6+GAhWNivCXbaBKA7PrWo4ttIDwbaMRosPORA/nsS2g6WOCs0UyajCl6iZn9HALwGwHwtADwMD5wDeYjMHbgzYYq7BT7AZvFoE6Ekh7oy9pO6MWULlOmvFKft4NXm98pnGh04a4M+JONr1xTMNxemNQHwHsQXAjkxTjRTBIJ5hqrg1DaxbHArNXssFi5Cp2ON+Xe94Qlse38BE0fk77pjuhJgCsYNXZNoCE3eO8bttherXgSHnJL9sQ4LCbMFRUbMuTaAsVv3iAN+kZg70U/Tno77xo1OzRldqBh/FY3I0oSXi/08ZcFNdzt1PRsTnaTzvcQUhCikqc5x2XaViyG3mhHy66SV6obVbvXPoXYXftDNcMLPBviJ6oHCfgb5c/VNusDT6P8odq2fcDZKG+r3n3EPl9yU8nKlO68yE9c0Yy9mnCjGltd5lrsvzUubvs1+b+WlucaW/zDzN5YIvpp+dLSGU/Gnvd7NrM6XK2NqKvnxl45Ulxamwg7U4yx/S3OrG9Nv8/7CLK0arc3plIb6dajEOzSOTcnYlnWnq9SkEFh8EnSELWYgFD4EgtXxhfDQzD1rnf1Hmd97fWnwT/bmHpbDxwJfmnMtdfn6DnW376nB7VJNy7kn3l/7MDFQqHQLROuDCem07Fxz9ly6595P33pKqeNn3kMmbnfqg8z+w0lgxe3N+6febyu5iizDrcdNBoIPehGQATWwYlVohvaB4ITtRHi6etAYQp9ICxLN8KFWAeG6h6MGzMhnjcQRPoAG+Gxngk99EDwPve2EbYY+rcNO72+WjwHZSv6KqLdf58sy+d5I46G+AbdOc1Ms9XZZRnvL2ShfhOvktQe4clZ+5oFIPb2ZTJDPSs+zqPbV1cka+dv7+NUArHfpTNu/UocOd1Zrb56yjY4cDo4HF/6jzTc4uM8lmXNbhfXEWY/CFMHcXZg08NppWDmdK88W/kXAt/GwtkGMpP2XxwpcBZGWO9CJ3GC66O19WliQHwe3BqwjE3Cgd8TPg+oRb+pwiY0Cm3eNwv3xqFYMB/GZ0vLUpuqz60tgyGZfkttrHAhaOwKqyZHhlzKlrOywsYT4QvIkL+4xY2t4P3lD+nYWyTpiiOOXMIh6yyJYiHzUTrbsfUckVtFP0qqkazP0cmYJ4tEzG3LDBF6lE5HbDdHpOVx3PSRES63o4gY1dDli3ResLVRonZSMkdqR06OEu2cWIatMIShjlRo3KlsToUF+It0RqcTu4MtyMFOrR/ZDguK3mdfhp0Drk5bELVIRJNIhkjV3cn31TQ+uqlMR7RB0TvLFLMrg8ml5+hQcSlDOnLIU0Nmt+liL6gcJYWdrHbm4ArKVkg7kvGdOS+7USDNjs1jagw6Fpcekkm35O4KWqp/CFkKf+J8i8teEXkhH8JoO+IoncQNMojwv2Vqrvjw2of0rm8r+9+ksLCXeaWHgBq2HNl1XnzOsKVGh7zY723W41Rl4as2peHIv9xpnMU4XHxb6QLG5q129j6sbMZiTPtmiMN+tphqXuEOtsNWxyfoJokseLgtBY9ZHhectNBT7owcv8sb652cDIO9gmxbuNqnspHSnkg7h87IPKVlZBtFYV7snWNHouVOALuPKn8Ix1Ma7U05yoN2Mi+/I7cYrl+IHfo2DnE1S6q4R/CJkQwxF1sW0YorJ9gBbk4Hr7P1fm1C77Qy8Qh4U77CH9WZaFu2wyavh5hnXmFbPhiW2YoBzlt8i6CGLVtB6BkMAV524nhw0a+DgergCLD3ALrot+V3KnVTZPPKwQ77aQuzsv5N+97Ww0z3YMS5kMpoKHZd41c2b0HCXk73BEtLymHelMmYLedONDXbOcL9PWuy8QnO8B6RDCDnOKeW6BCE19Fh8zfe/6HUiSltbLdAo7UyFzo9BEe2oN0VtUrfkBpjC+SvmOxp5E35EGbbskBWHDmgQ+zDlrNcEfyQB12L3hb9LZ+bbYwXA/7wdkRZ4VlNFYFs6QFUqd3QLrY8ulnQphu29lxj82YQH2UEAyKG3rDVt3qBmyEkDjacI7bCDVjrITZG9kdzON+wmBEK+lNMzhGtWNvW+hANohTPyXozdm7rIXtUxdo1wLYFdy6a3cUR1u6ofcufkWchjiY8TChPySkjNqIE4fNXWJn92owV/nYzkwr/ndzMYj2izv0/0ci2Pc1Wd5Ednpss5hjN+4n19oCJBjedG+EWYUv8jGx5DBAz6mWEnyzRLOqG4YrCptgs7E5RkxHRgzQZdGHi1Ip5LjNzbhBnjpYboZ8M/rJYlXqzQLOmwouUgX+d/VnDu+izTM5Ak/ZlVA8Y887UJHLOujNkEVLvZwT+J/SSYQZvhUW5AzkSI/hs6JoENxfwlErhTQJ5wPMjwLt8rPMEI8cnMuTQb9QEx9Ox+shqFQ32QOQ3i8xaEDRhgjhu8hUP7PMykWN7iZOp4SRudBKtxiZyJ28odFDYHClr+8XVUfTbzv1noBij/atIe9gm6T1u+nFlBfCkWjnvlyd3aWMnM0rdmqniX6rvtE0Z/0mYGE/dqLN+R+kZ7U9AYJb/OOaWWFZrebDCKP9rCc6/dZidvc2Ghmh0D+wTDVrwQC3jL7vzld7rvPgTPR9DL8P4T+8pY1/74DwhB6/w2+5fvhMv+MF+neY5lEUgDuR3i+vNMWcXDXFubpTvjeZmlay7XXos9sxMpL+rNW3zIXt39fs+1vuLv7s7/u1KJhynztmfbEzIuHZdbGcXrtXgm4Lp9Sfr9MNMhG5n+T48hhl6F+lMUVf51DbQBJeZS6+bXXotdutwpoHwFuvWrUuz+yZcugycUzaEyjcksbPLzMXPIPMb3fKm+leIeuAxPbv+hW/IKyUYh+xwMr3gVxaj23UY1woS3x2emR9Cmj29AMbh/QN32bEXWWbuHz0hT2MBt0cXVHg74fPlMJdqFefy7m4PK+m6RTmmPRmUUgluDhLSZbNwzQT6j7uu4n23jXjCazOH/A5sd3nUXZdqmhnU2DmThtzkPfqznX1UH7my01hgeOXbnMpfrmH5obRlqrHHwJbZNtZ6n+li8RVuOTWSVzkcT2BruTdJ7G+nXuKyQRVNKxO/lUHdKqEtoheQxWXlf6bPoU0VIDhxNuGjdAvT1LtN7X4K4JQOPrmoGWzQXnqQfS7o1khRIUKdGYux5BHEHODE7uL4smEqTpj58XWOG0Mw6ws5B6/SxYPPyfHUFj7yzWrHoa6A/4q76KNha1mfApsNv7iuIyvmrjRjihvLumsjuTIgFVdJmYZ7BrHR7aUOMfuP4n5o1648K3pRlK32BLztAjpI218XEnZ6A90d2lO1tOvq/Lw8kDI4jCl1BraL4FLBq3LqbLSD8UFwOIHtEi2NdazPUL2R7vlSrEWwlYGZ2qscdGPH2Hq7EFkYDlxWydQ60xenOdQWzItalC2qdyHZdbNvLPWWU//mfbL2ZFscpm4vQjF8aW9S3RrxyGfLdcsEfQVS03z6J46zJF6xavxojRfVx3e8Q43X0TyweqNR/3o3ahrVom1pXaz3SzqJgJWBMXlGJO495fmhONSFVLTdSNRIQGP+KDulwNV746mAu50K6dr364hegxSoAaeEiPfhQ1zFCetgQ29yCrDNjmQKW6ptJr0Lc++EunISFkIj6lkvotl/JLif4ZMtlkJcWRojrha8lErajGOP+jctePWp1KwH7etH2pUebUv8nVVSzZfR/+8IgF7eAHn16155kP30QVrB0mp+1JoKsHahziZO9VG06+5hEBhSM9Y7YUjrHqWeCHakSu5lS+RXC1RPUeBE0X+Zb+zp7tE51m9Df6zdlB6xcJOjb9F16y63EnTLRaydi/GImxXNIf23ha0TUKdB+TliVV1DV6iLmjYWuHUlahT/70obW9qesc5UO5whtAhdTUWyTLUFSXIUxbOgxRy75kUfzkU1ffPGtujhCt2+UFHt6XwddHRi9CoqaxzqaV0CUEJvrMcqboVYN7T9uXbQKDWu/ixEjlfzSj1tYKqNZ5RkEj/gWhqZ0AL85mgHHQ1CpDe2sI8oLHBY7hAPW6Ye7QUXnpFDE8SuXjPNGoZdi3uncCq95gjGSeTGcNcMa/lcxlgC1lfiE3D32nfTIangxtY21uvLbzEyDAGZbGGVCWibhuX+HmJH1TsG3pxBcfGT+/OA/y7u3rLojf5oZ/eDyrL1WBQWU317hBN9YAvbm4PvsJWsbAg+XQllo6/bAfPd8kZ5n93u9mNX7NaF5EN21hUze+ToRzbFiyHio29j42o3+JlNOjLBWUrTkJoJ91gYmeUgHNafqh9gFICTf3OtGXbq3qwASPGfi2baPNcOP7ewuqAyYmJupaVo4+TO+eF5DmIbE7baOeXcf2JfKVao+dc3ktqRNk+WrllXq7UcTXumS6JSamTjYglW2hMyS7k2BiNUUJ0fHGaPj9myNaeHyssK2ZAGawjhMMEnpxn3HJMzdL97I0SvU3lZGxj3vLl4jV8r6bdQfRfHW4d1kpDloXG7l6Wczak1dmrmN4fb3JynSWfR3aiuVVxbpoZK0QbzIWFvO6DSd5nO+vsWnzm0bcjExNYT2Pu19roo+7ZUSmkxbktndxJbRuBzxtnY1NOGtGUpfIjk6ZO9pJIswssxbuOjsnroIO/ozblFq2YEMjwrItffNjRb0zbusZi9JvwLlv3TVmLkHgv+Y/3Ni/zCVOso4bKF6xc69t99/n1IZ0GozymbBpH2DPnWNmFdbZnLhZOifrXd8RLpcXjkq2ScTQjM0JR4fjUh80PHiWlfKnZyriIx1y5wdi8Zth3LqsBvQRvp8xbcqZrPgriBHnCTtMmTn03ALDLkcPAb5x7iGsL+gi54OuA58V+Br8y7IIekjZvAWiSS8NA6VNFVXnpQMzAYwjHHx4QEQz40G/ynkQnccZoLrX6oIvOO4MDj32cS9mXYHhMlb8K08/5h+P9G+ifXHZX43kwiusX50GIs5oyNVbVvR6078cN+vWWd56T9nUx3W9NJPCyE6CHsxlocfGckQcQRYRbTXgnmgi1uge3AU54+k20BQR12TEe/UehpDnFLQpFLbS019vL+MnbRHev2xNFCNJJ7ONyxkhZLE65xXrjMUx0yNqzITfT+vldboBCwRsj5F0/XFvJnH5JNW5LPikrKUxFfsr+ga7y3Mh1ikG7iCmy5nhUh/fX6m3C3BMQV4NOU1iLXnQMtQHWHhmEmWyvAxK/gF0M4ba6Rbcg2pGE2EnmI0yxl0xaEbWSzQvUPgWMmXoZQYilrRW+k3cmZ5cgGYt8ajqC0cHUtdCZbtiDt5Nzmdxp3f4f7WF84h3a1OsSM88qWQSOpfdmqhdBXdrinKMlDTPf70JL/LSSrxYjHnWiHd76eU57z+pCcK4Hdwn7NifixdrITgDNxL3BHcNoNb3b0OKZmI/tjrmTYQdx5VlfFFsspxYh2PKK11goua0Ysd87Jk6sFUxHrEL3f+cbySNa8iw1uq1d4L+U9IYI4nc5N+wPN/PFZ0+6zPkWGHJOFugfzBNxtkYwVHz70EI7y962otS2pdSdlRkLbGdcQ7LjlEq6ojSHwLZinayM2iMvKfUIdWROCCwfZTZg+siW57g7ZDtn/jvTVOVn5Akm+idRnfNIdAWUhO9mk9j9cHTPDC0qvqn0WyrA7mUULvuKUEZFt8nT1E6bclpEbva5Nnj/VDTBVr7tkFtmeAGH+MmyEl+6/yVNlB9ksemzAVvkuiT6+e+fQmwsYN6NTEoClb7hiMCNqZweHkKFwU3HhDTnDj1IzY2ltiWKbI7INWaJ1P91iiU/fTvwmxEf35w5Pyjyxf56abgdHR9R+B114O89+KygjyWVqtNBgtrDUrQyV2AuQ0W0lvNwWwD20c9ndzYAFfPUf6fK81RbG+gj/TgAAAP3///9aAAAAAQAAAA8/EABUshwAKLUv/aBUshwA7OcIrngPgzozEHhPADAwYciESfCIVdz/5OCMrHLRjAk9kOYHfrAuy7Isy7IWdZ/8H36M4QeEDGI5dYkB6Dm1OfY7Diw4cq4jYbiW34X/WlDVK79hc9fQB7lz6N+L7aw3Wl6Ye1oKr5cCLV8MkZW/Q7K8V4rG/kNyOhVjEdIgM5Jw7pIelzo98F9BnFtUK0gXYIKJY4c+P+va1gn8oNyUZLJoDftw+S4TTf2QssH8Rc4f6Q7SPl4IgUnu0mPMe+kQ5ap+hjkKliKkKDiXDc3PsrbobWhb3QHbA1IpO7r4Wg0svMEBCO+lZkCvWyKhG7gLBGshBobPwajBC5hZ8V5aDvQ/1hazHiM7rwQWhdyvgJiMp2jCexEZ0YvMZPUCAiBwwjaQ75VnyycoYOHnwrreCVc06CMxhzpOhJSvYlLUuZPfTmHNFd8y4OK93lC+UZMlb/f03qm7NbrApxpNt9X6VVHoOhTbt0dwkuJtBfp7yeHbadD4E8ZIQbqjjht8BrGNFlxV/KrXrY0ECLwlCD5+t0ilPgDIQkd+kPNVZni7yRjUHUD2IkGNlT78EvJVWKK9+gSJWwXG2Hd7sOorE1zdp+XOVy216I0tZMwrXAjKc6fYe1Ga9rEtJ7hPxNhU8dTB+K4tXbaXLZt/iIrASyTnwVyMhNGFow2+Cs/pJhJgyPbCq1LGpTM1la/KK/spOUT/koZeLyOqWqqSjuYeAfBVNJT0wrsW39O2QRm0SvO9noTMNjTrdgY0ad/docRHCfVsg9ggfFdn31tl2j33aotX6QIMXaX0QMM4FL8Kxos5lfud69byDL7hFQqNvBcdeFO5suSesIOjucRpOCcBXyWUo8tpzToRCy5v4GXwXkrotqqX1o5zo+K7OjxhL3FyuoKS1Vc51v0SmN2TAfHRcoFnvsoGXRdMrJux1AAj5wFg+F4uuMxeGkJ2aJgoHAKtoxiJ77IQuUv34UcuyCJtA3YI4/BSQz9CWb7Vg/gBsFm93ZQ6enAHjK9a5fwfHT02DUutAbd5vkrMyK4ypA/XTYXad1Nd6DTXRF1Gx+Gp4pTYaQ682UZKDL2bCwiwnVmAjtQx5KsU2WwWR4J+0ksFbxGVBPAKsjEdeWHCW0GZzVzsalbzYOe7pZayK6IQ/lkHx3uxUXsILSQ8lJMrXSfh66s+izxXiz5vlUNR68IhX7Xp+gs+QfyP6pjOQ2XzVX8PNhCiAxtRjJoUW1/QI+CrKtj4ocgfr8XzqA1J73xVrOYHYNjuzzoqOo3L4lcp5XWtN6wPjWHBuxDB3qvJmA9gWeUVADh8p6EZMJxOEVpxBtBXaSib45i+mU+/1HDFJDfeC4yFH5vi+VAKXElB6UpoMaw32olHg6/C9NtKyrR5wwBRNKQCNV9V57UDrkWZ6fgHeYierveCg3oyLmPeSUsiaQU0JfTYGhLdpOHJV1kWvlbd/iNIAnp3Kf2qO7z+QEtihjMBlMdl0ngvKkE267dTk2pK+a6TO/ru8jVXhbSn6qL4TnQJNpYeFTTZj95XcfXoCUZH7KgTgvLPGgzfNWN4q0y7zr3a4m3gZoeuUnrAYRyKn2WWt6HsubPDaDnUn3PWfFWJwY0jQdgGxWK/C+UCnIKriNag5eWrUFDoZR6oUIeqdJAtxEF6ryAD+44IgNd8I+HNmvvCdkVYGtMNzluVNdlaANF+bamHntRyfRUVwa6WRG/eEqMAf4Bj871kFOl3kANmGpSgMh82u/fCZNtcfMx5Cnb0aMxPFF/VQ3Vb0fsic8j08V1TSB0ot2qpDKZP1STMq5XeeQUYRPcfKgZNRoCHdqKy+qq5HY8AM8vu6iPezUeYhosTpLFDn0/lJsK+GuV8TjY1XmyoA7jqShCdGcXzreRu/IO01U5mRMD+MwXVVUT2cF045LMmyNgzCM3sDouXUjo0B6LXr8IB5slk9G03rvFufa3TZirUaKg4Kl91BeGlzPj0sDVQvPLwAKOhUlX5Q4l91o7cHQCoeMgoHzqzjPOtJij4bKvazrGdeicEmlptDJCeWvP1VQQsZyGk2Q34dee7Q5S4qDylOsaNfxdpX586fZqT6EWuvRN8rxu6jzVZ/Eo5IkdGUpXjva48ZyRVfjMFsTB8G7ik2ov3eqJlPh3Rt/PwCOeQyEIGSnxXDta9o4nVvrNmU4eKOfqqb+jjcYHyRTEMSTHwqKPvJqRqogwcvsqNwJ4BKf+djCnNuSHFV+W50IPylM0m3vjwO872XqZ9mxW1xneB6dZ3Sys1o58SzcAHmacCsmDzOCJ77B0bugKAu6/S0qUzYL3iCvlpkjOIKfJdrqa964xuRjEGlEsYML8X6IM5SZ/COSlOkO86wfIFCZK4oxDuex3p2ylejWwTAFp8t/QRZjKzQIsCAPqqIQM2nyNw360VdmuaII0VYInvLqWf1XPUual2sxteEg7ANcV73dXgytiC5D+3gki17BjaxgDBpjul/t7Kkez5EvV2E6HP/jNl1Hd08HSRAaWvmqp7BoOSXCenj++2QoA2xMqjE0hIeyokSHYVNgNfyEnO7wIJ0pROOnVRkrunknHl5bCI2KlOOOxWND20nhJBPUCLlK8CMrJRMx37lYihdxKS1FlLujjZj95ntyRuBUN2fxn1pj2b+Futjf42SZRNOQbwnYLs6D/QT23UBfWpWpe4P0om/hPMqzZCqZV2j5gE3SlX+VadXlz4BeTMKjX3XR9oekyQD19bIuezQOBuxOJpHtSCw7fr1HuNltkfjtzZL1h02PJqUdMcX8VK1pUe12ikHzrZSdLieyGImov0KNxYcY6+62MP3/CjSK5goOu7oiDNR+qqdtRXm0aWRbVy32VlaF59lL9ZuJSp0rPH/V4ceC8aNXYcnBgPWMlCg3Klt3LKs0f7lryAwSlaQ+brV5nRs9moHPsBKd53W4FGf0VAw9O4LH52TrA9/Ri89s4AfSGDlbcCqusKpACZkYa88qYpgu9FeKQncab4joZy4EKr+r22bXOULmlfI0pyvqujDs8S48r1ENPei8WI7yoJ2VkErCDd8GZUH3ID4StuVl/VlPpdM0o2K4cNxkbwTR+yeYOpDFnzVRMEuUeEjjNrh/uujlhzgbAcrk1/NkfhljJAzFeIJ9l3o5jQnlGI8JoOP56KA5N9oSvA9h7J890nMrSKThT0KGToV52J88VrsvefNfZ4AzjKUb07UtSdKhzfCoXh/GSwBFdODBDfPX3CL8htkZWUifguOxE+EYvMBiJiyf5DLaIRJ+iBsUyY81U/AWYoGLzcMVBzmgTlKTMIfBefyblKLPe141QMMsrNBAB4L03tK5l50fNXj3cDckZbMnrCZfw4n6rF5My6wPF7pWTvu0M+8DYhrDxsD8d7SZLQmjwgfCYWNO1pAn6rSR7f91RkV9DAuVvjyGnFqTJYS5wRT7VF8sWQuOwESGDeKcEZ/ci9g7/osPFUqE5mKir+uBuqnL6LCsUvJbnwoDgL3otpyoayOeY7BonZd2c3bUGuBDwllM5TZTLNVfpGuY0CDrU0+IAHcN4r6sVsBe8LzlJyAijm+RQS2XvJFfhyAaP4nhjAvFcEEFW1kBrRm69z3ipuMVvJW6DfgNz4ro/OCfmgcicGhe+ltmVDgnnaPQCE0Hpp0TlaX7Wnk/vjm/aFhVQadM6Jt3qL8AkKWOhzYV3S2GiOPhJzyONESPmsB2z2G+mHPxCpR2swnXyrIwm7QZ+jD1MV0heIkHgrq8v/ARPtd5dB++80jEYQKcblAs981o7XU65tt4oFNbxyKOq0pN0aGAUXCk+FB3PWWhy/SQPPaxU4Qd6iYulMGHreaoiWJ6BGR78LhKOlUqBHD2CRgNfhvX1WAjV7T1PDPp3s+q6OWAbqFLTo5uhbIRjylX9T9ggAdl5FVjv15FYZHOL056nmuNlLPqfMCbYQ+a4OAxrDECSw1wWIpwr0/EkAdLsbBMD+M7XUk2eicIpINE91hchuQgJNd0tzYre60aEV6D3gdRK+PkvFxte19cRjYvG0Jgosb+WCwidNqfwq0mm92wpMXYHHHjxDw5CnmtT6wSgaNoE5aLei2aItLT3AKyLFnspH9svQPHChitDeSahLb66ygV00SX0qEBzmzFelxxSbtS+yr/IlqNaVcvetWKE4njF5b6jXRHeGMXyrSxGbQ4q1DpYk9k5GNDQD0SzPQ2Xz2R589pHBxzmKc+67O3ToDUVosCiRIE8VB2GLSWH3HNj6wIHmYITxraC8cN94RH4Z05Cu0KPOW9ml2QDmoD1SADUagwk7b6UlwYeKpM1W0Aa/iwpGQ52x8UHE+LMdtLh7Dil0JAhC74aDST848uSA2zyfLeGdYVzCP1lW5mXSgfKLrA0dOWfgrdIMcRVAQGZWOGW+W+RNMxXQ/FBw8bMV9OyoC6P7yFDmd4lwuYORC73hqcFbbefn3GEbi4mXl0FcA62pjeErwrCnmpJgrpSi+ZJaelpSLMdbJYH7zghnu4FXDi1VlTqt6eQHnMSFzFM1SXzMDkTcVagq+w91gd7UWoKxDiQ+lQ6+/Q1KnMu0aH4XyZ3usPQBfr6gp/qS2mnQeCeMkYIUDY5C+AxiGy64qvjZVyOzEmPaD7I90JWOY28VY/4FHjxnIhhk71bapzGc4YK1JOqeSu3JGzJe0TAgFNmtbyxoT84ecBZP7Kk0NJmHfLp945ep9+kNCnnuMEMrrspv1QfEk7HZ8aXchu9kAIu28LMKc1G9PdVh05fOB5wvU9CqNYe4vtVn0i7wNLiZnC1Z8URjwPLxVnEPuGYL8nySGyldwUntrQb7RrKDsRt2gtl/pkBgNG89+OAOGJ+NUmCfNoGa8Tik+O4SQi3aKAULAP17qqi8rQWKU0fcYQMsSUgPjKVHKzd0DPusa4X5C5WAP6zRhpTHni13ISzShU9G/JWCxj1CsLXrfdLZrWmuwGv8yLgh6Z3P3uDknsn63FC6Wt/1QSVHkY20hU+/tyLEnFMnOXxXAA5tyKO/lZvT/3xiyaWQ6MWL1dWkO4ec2E6AwH0qL5mNpdrqz6LJOw3RgOF0iuCKM4A+q8HKnCEJ4vP9tenuj6u3agL1mUcIuasig/1nCkN78g7bCV+vpwq9+n72IDMVOErfPX2gBSSqcssHcj4r+PmfeZpoLZAgsKAiZLoThBstmAMDT/WiT//J2ng/FKnaImvA5D1XTGi+O8u/qmqwdxxOzpZc+bs8KPXoAaptVkd8KiMzXDAorl0pwdW7uZAA25kF8EgdQz672Dk72LHjw0y9dOMM4a3izy9MUPZ1Islkt6axoCsUfW6buKg+1V+LN/AlM99xAXu3FlprcIK4tYKsfCqmF9wNXOcr3XFNKcbIW41GfVjWgNkpVnynISl9wUqabVSi5lPpOdwdHkTsKUBDZJGas4PlW2VWflHsIZupGFF9twep/vG7wDO7Cj6bB2WX7sMeuSDL++T1AOPwUoM/Qll+lslbL1BZ+XdDSUiLRPXhBOye6Lo4yb/SpTtmMM8XeKh9t/SFHo28kppl3PJTfBDnOU98r/d91XZNY3+lNIdLWYZgV4mg5rupBnhRUAhdCRb1VqOgW8OHvw4Jqmb/nerBOTS0cUgFaj5rA8VGAcqhU3K4+pL3D3wCgBouGaHBZ+U7c9fy4uMutTRem6u3ilP4nq6t3y+UGC9Zm1dzermiKtP4fCrPyI01E6MLbmvsVjYVYB1JSPmkluuzoEMdgowBr3bKRKoHvuNLBTw1mg/Hv7qzMINGqHxtkh+6zwXRW035vqUNuJkJycn+O72gO7OgUeV+UZ5qT/ULxqrxkaaMakLd562EHGo2aZ2b9VHKExxaUa/DW81Q/c40LeYAgiDAPujBojcrr2QASmGearKSOwJMq5PxOHunAZ6wD1FLjvmJ4rN/gP9HpM99Jn63trnSoCeyVGcrNJ6qi2q3kHXMIVjM3+VVtOiIKqpRuG1+ioyGHpVI+GKlfN4AC1g5VAINOkzC6V8d/vyQZekMIlXt3UgZaA1zB1SXsAb9VJ2q106YnC+8SXsnApf6QuCSapE7U0+l4MKXjaGVGUoAM9/94Qk/iSPjFqyM+CyY5VdAloyupL3vVkMNNg1zxz/nrPnsGFFnUEB+NCiOOuyL5l+NrcGnQZC2FbvQ75q+4VFDgrRgXN5bCeHad0QAdM03El5MBzpguyIsjukG57MxrLYJJUwzijX9XSoOtCiCFTIEMz4/ZYXDHCCJyOyEAuN3VQVhPmvgoQggP4sVnOWEOP2xLK3dimYHlzIzQ5MZJv7VUuo2sJXTL+uu9t+pEGzXRQjPLOP8LGdlBzvCftaaQS0p5Sv3Gtuis08q/srC0cyDiz82jhmNNmPsrfIk+MwTEWbCJE+8Fc4M0Jcn6MiCcuKeyu5thqsEeAQRHGi3GK9v9UV1O+lo0Tlx6AFLYfYHNxUg5JoTinw2BAiepOpuW7HScHJ03QEyb/WkABcQCu6GB5Z26xooOA/HAc65IcVn78j0n1z9qddI7wGhIJyrxlRLnSD8KxB4/whLmUOUGdh/pmY05ugTeZA1x1NloejYqKHX4gqip7hL/mpRxtuNus1xgazdqibWm6ugsiGU0KcqMPSWc8jMGbgIgYH4TtGUGBxlDBesnirNAJ+TBdPLCoW8E9EG2K9vD68A4O6zXdy94WxzrgFP+S4QGnrDjTRyJqaVn5LdHiuK6wykNMU7CaCiQWeYyYpMCn8qDeCuw8Jz/rFg8d1gzOnQzyc58krcT60Sfc/wCO0qd4S++wMGJwtCp9UsXHirL9yu4Of0s106dFWl5V+dHc1U23k2whl/t2fhDJ9OfMNfgM8emL9jcnB1pChC3i1GDbgwwCkPFXP0WSUzXBlbkPTPrSAvFoOHbQwQbLxT6u+zlkH6Wxq3Z/A18hoYtcLbznxqpLP5r3RMzl1kwHkKMfA09irxr5wSN6igihnHCy3fLcWiNdAZkE90836qtMccOkDCF/E90FyQDP6KCIGe2ivrmVxK7D/TN1sZWKfcs4l/dm7P7FXqOg/BAuK7QhzhxTw7nAOEMZ8d2up1Tmj+gFqWNIRmF5+ThNQGmr5/hVriWyORxpZi57DGpN4ioXirOXwaNc2of7pZ9AbwAkBrukiAd+a9+awhUS/To/YNVHFoAz3A/FUJL//oimL+sQPS+7Xqpxv1lMk+wj6fqurK18IeuF5o5sBuVSNlS4PNj4Nypc9eMT6hDaV5lcCL/Xd6pB3PiJB9vPF8KiIJXQo1+w8+ANitaOjwOyIB+gjE5189tn2pDOnZq6SX353r8D6xrsa6K/2roTmz0J2yLpbD8J2ICmxJreThFzJY+SwBJJ8Gg2r+wupjt66h05JFbOQgZno/1fqhC0bhsuFweWobt1k44A4ZbjPGzV9pEdADcCJ9Aj5SWsEPB3/lZuMXYTwzkz4kvAuSTOpuGDyykjtHnmop9CdYus1hJsTvRMREX6p9ZVQs7U8Ncd2DcTbnID3SfNc0gb7gJyYbEfL2UyJc9xegCPMUpcZ3k7GkPU2PyF/TpZ+qAeKL12Svf9bYQ6pDihLVuyNF3qnC8bNuIrphVekmg5XESxQCjxPe2cGtfJV/JWbPTIpouPvEi1ppwoW/ynKbfwyHfjREybvBmLc5smzgGjJfH+vGce5jJTCbylHf3RG4tTNmCBc90fdYM98vnEskHXOAvP9OK1XvyNDhnibgz05t6XgiWmw9pnzwGO31V/PZLCC7uptswGxT00tkMPxVBBoz4p62GYgE/d0gX1sfinZctAmPx3ZZsue47DkVW/XdJK8rlBmRueyQ+6kL8peNktDuWdYEjIyiDVU1bCD4Jg8Sn9W26HCWOg8UhRQ247X4VymEzGB9eg9EsmS3snlV1ROShIPOOfHZILUZQiGCneQS6bs7Jnnkgxj6aALYX2HpdEg60d3jsNHblAMGd4xACe9QQvpYQYI/uGDI/CZrlRTMhDM60OwrtzEb81QBgvQFXkj/p80MrIZLxF9dGthw3BuYgNSsKCajwywivBMBCqp/jhb4BSIkHts64+uadg8qqtp/p21a0IlRdqOV+VNf9sxai6Nv0sDzmkFZIW9RsXgmDD2fdYIwJ+GDYpu5owa/lpn+1d5pPzyrs4nwAYNthL35K9fIBxNb7ERNSHcrGzZdmMRCfq2D8lOpjLOmDCo9ckzg/jMlleFIElwTBZbP/hzO2kF2dzMHcZ7gO1ke/wotzxz6ZtuLvDq8mw1MVcMlSq7BdPKxSdgeAR+PHoRW450GZHVikR65zgn9UyiQ/N4exh50AhCsdcMQnackkgNxp34KzoM51LDITGqm+10mnqk8aGD5KCOQx37pdDZMPZt104G9i/uviITZQ3B0zWsC/d6NxqmGLMqU+wiB+KlNx7nCXo5+6UOOt0jDmQw6QOaVWDs+a4DBzmJRYSYCB8V3U1noSxUUOBCHv5/q/uiacIydN2EBWJ46KjhmkA/47urDY2H1zCiaknoeD9DdmsaFzDUTxzvDGD52i5VdAS0AzOVi7qBGOM/gy/uuvEeVkQIPPirg+1ggJbqTXd3GQooBzlGgyF/F0M5xGrB26pL5u0y8OOgZRBhMgQR/lfedYVzCfbKszLsgQBj5RdYGj5wz8Fg8cHrk0dq+EOoGH5mZbVjh0bW4tt5p6E0eC6rBK/So89hUrM0U1DYjWeP2XR55WpJADG5glP/U3p15jOCP7QRuhntgg/zVhdZZxsHVEU2A2H+oAeQXUE65pFiOx2LZflyaXl+ABQ3pmxt79JuLJVyBd8FPadkdz9TEbmECBczGxOGv1NjNjGUgto8nT1REgIUAOf2rSHg+giNOZ+wL1B4YcyMXuSHJE/EEPrb1Rv90m8BF0VXpxaqKeScFLFsTbKgei8+NSzbGdOvX5zitb+aDOOHdWlyQ0bJIcQwm7Dy2BZYP82LUI3wh3X+msoZTfMMXaHv8lBAN82rmW297ze7WN1s5Rishr3Qce6yPG7OKNDfmEj+s3y3lIEtV/eAdvoR4rImhnhUFY+PgyoLhNrz9FZMd8xcqAf2wRhtSMGZ6chfCIl74ZMRjp3Doly1M7CEmCdsMPbiPtSV6pxEPugQ3NXZrmjl6jkIpZ0AV5qdA0Jk9Q13sHJcMvlv6gWtQcAereFX6qwo65hdakuYPLh58lwer/PbE5RxYPx/bIWvvqQLRGfDBeKehKPrOxx5vwNjipxzh5jpgS10vysv+M82UvXC9cEMe/bE6qMxUnpDpT1/a3smAo1wDEAbXHOL62BABZj1sQHaOMivvVgMMx/A3YDsjpn+lA+/PQAH0CbET7xSKI13GucWZglB/CkmJHijhapuRRe5WNXg4KBe67QZKocdacNk/Id18NYQFeZWKzPBOwyaqGaqGHkvD14Zxo7IDgBPk3VxEar8mKDwC0YGfkrPTAzwZ6X2SX0izsIjDf7Lk4XuffewpBe6dKwjzk6mp7/pI0oUPOHnTEJWf+rZ5VAaZHUNPwHdlK87BcRPuaxzzVyta9AKVlf1uKAnpWCooJ2D3hNfFST42XuuZX/DADw50958pHu4pWKiaoQf3sQhBO4AKOjp3EnG3ojEjh2mqw7s/rh67QaxvmThuShhT3olIjV8gnbeiiS7+6lXKrCT1cjZjt/RuOVTIN+A2r+Ck9tjJHH3zp8isdkfkpYJDxDH5BJHRUn08Vo+9rvmja4brE+Otg8PDMVPMkN1ibB/rB7cz0POgoynF2H+oOjiBME/crmnssaEkZhxQNmdPbel3pWyRWaSa4BleezyW8alLOFTqaXJftA5CLHEIVJL42Z6Zx4qeziWWBO4Ua6PfnTLFO7xhADtdIPsrHB64WLyg5lU+It/lKLQfYQduVSb+qaw5vRDHCO4KJmy7VQ0eDsqFTnUDpdBjcd/0qETCLlbK56XCusChEmjgYRJOH+tJZ95DYUZnIFjgnYTQ5DI/iLxxhvDYwxWdaK1ub1jNfLcYWK5hhZQtCBV6f3Ul87dnCjtWmydeoVMRWpu4gl9t4PBTPRj0SyWUM4AFmPvvFJFnznkjp4ECeKxRGjOPFzLmyE+w7x55k3eQcnEM3C2PDYTTJbEOZxtw8LxhLpI45E6Ua7jofCwtqz2SwelcmkUDI8zggTveoZRx9Ah6LC9ceoMFDDrVHKjd+pqHGwmh43htrh4LCNS1MY707JqbN8jOi39dIcGxUEg9NpCqY/cc9SzBC/vPlJFDnTLysC+aj+X7p+LD7F5Oauy/Uyl6OyEIx+LC8lOjgP0nV/vUayRphgJFnKvGlEudIHysHYwu9oVjHwk5eSciNX6BdFYVTXTxWEtq3bCqdCaDlYT0il4SJ7yzk1v5Kh8b4E4f9LKd2WiBvEYRevDAJ5SymqMGjy3ammNQtu7RUrDvBpHCRb0EbUsclfgrI1d6HOzWF6SR0gIFAfK3sitcAYYzj+VS0uuc0PQDalnSMoR1fE4Skhto+j7WirAbgsn4YplB261sUnmnBpTZmDg8FmKCHhn4OlfAlth/pqU80kqObCPszWOZJs1kyhzNTGr8u61QIasJs4VTijHy2DWyN7CV61xJAXarm0WtRxTxbKfVTx2udjNUtq60BHD/oargO1bjU9wlj8060w+LPM29h5f9dwqHF4IdkMdor8cCM9aP4HR7kI/Wd0rAyI+WKPE+F0SP5fZ1LErOjqQ0Ybei6cGlzMzgZIaJj+3aMXu1IHYoksXvlr7yUcciWhJAR/6qCmHPqxoy47GBZf+ZdnI6MkNuoAeYxxKVzqquReY3zSXfLdUjh+EhhoOqrj6WLK4fQbCy0QLdvFsMLNewQooqCBV6f9UHzq5C5LE/icjwTkZjOizew7nkCvyUWVQXhDI3NzHx261pUjmlnRrZu7gfK4SGXmb2w236rHunAVF4BT8rGW7D22OZLT7WV4YOkyjTLrBhRltRzuDaGzB+aoXUPMc4nMMA9Xd1aDlOnRfntPHz2K8VG7POZCcg5ePdbijqM8kjrpXhn5KS0sMOyWY8TQR26yspF4uCwqsqLR9bAK/vHYKZR8Nsd6ubOByxS4RsxmvxsVJ/cD1sAZmpwDW+S+ROtwUhwn/FkJ9ikNTh3urMR7DQ2K1o5PA7IgH8CMTnY415MPtIAWQzqgDw3SBSuKgXF6oluCD8FZttn8CYZg6DRuadguZwqxCCHG3G2GMXCJj19PAx41gEfTcgADjSBAecUPd57ISgTsaGzTfTBfadhi555oxNOUeBIo/lGKYjJQZy4wTAvlsNMBzD35DtjJg+1pSC+RSpde9BuPJdJJdcdEMO+Uer5q/07HUsEDzmIKBg3gkBHG6W18WxV4mPlabHnORpwLxkRs13kXTxo9cqDvmC+1gHeT3MQYz56cniOxkg4ozaMFkNl4jHSjGgaxnozaFtrO8kxMf3SvG4gh8OHosI5bzEid5sxKV/d5WPN7iCxBUh0x5rwI07t7c4V0ky+d0gTNosiJKnadn8VFFYJ3IyZc6gpu3dVgTgWXMd7hbj9bHq9HgK8Gc/I7oizSPJQTO5eV4myeKnMtyYu4moDVNW+a5sxTlARsp9F/hjMYDsSk42uFNsKd6txSoHDZFE7oEN8lhzG/4I1ayz/fDaf6YY9AQQA7hZ142fGnydjVSps6f2gPkujxd8AxmRvCGLzGM9OYC6wifKg/78kFoogtVkpUtBd8Yxfacsrf3oS202M6Dn3X5I4GxmbZwLksFjrep1JQl+36VOGu+GgwuflAOTX8tMH2sTyByFaum7unT1XR6mHDv0w/lMsY8FR0VHIs3zVQMi6d1WdC7ILeRKEy48lg0IXC9NxefsI2IjjYY1HaGApj2BCHgnIhPmKU1T39LDzO+WPvKvvRa8jsLnY5UB4mog0veZbH/7LxWoSeb0058JpryTED03yZuxiQD07/bY8tAWXLIQIkSP9Va4K4q4fxknYncCUNB02sqqP7c93qmH2k4Dt+hmeqi7NQ2SbiqNw9GcSP0UV5ArJPXuJ428bRM3/ppQuxD0ZxwV73TjaIM6QbFvbJp+t0pgUxPCI3p0UsQ77TUzFKY8XDSKQL4r3+EW4q68uuR9rDemLURn9AsTEO4vPRibVB+I0RWkGLyTCMlNJKrjB9cU2K1y+JpUweZ0BVjKO4E4sy1FHfcaOaLfI9GhKQmGJs3hSNo7qXHYCyK/vi/PmF3nxGOTqtymK5zI8U4bosxVwCD5js2Rvysj4WtYGThZABWPtYTEdixj4oeQdrzc90HTERN79AZGIu/0hmVX7aHzb0L6/gjJhSauOUVbgCLhnTZh7EUvOV9ARJ93Mw3SZISMB60Bzo13mhPahWW0nsGej0ejMDcViUJAa8hqeqc7PltsO/7OHPBOCxKbZrhQhwbBvZNjd691vb7XHvJWG5CaegEMOtTE4Dt198z6N+T785vfhSLF5XY48q0Tn8eSccxT4BpwY9wB8V0jbFwzj5F8R43XYyUW2DbAMOhaWqjvJNRBR2l58DamxZ96oDpXSeDJ3aTw9N0gIXhlDx6cqOrOY1myzlYknNCrZAC/q+ORd+3m8KU3T481onG20hcJlwlC5rtBTLkgawkeZXTlsWCA+QQbVrscmi2kj4NUNAIDRBzOSdhPOcqYh4go+c4kA7xWrApkIR1O9OYc908BqrYV54CeoK3o3VgkaauH+ZxYjZfqQzgbKYHwnRtWvXisduQCJp70pmH8T0F4Wi/B2WzlcO27OszorB2SPA+N00utCfLl5MPnM//07D/TR3lIS4PmRDV7py+UusObiTeMFLNb0cyyADk3NChQnndCHbPtUK82qpfB75aeygnscGhRMbt3QlSy7b6GdmqAOd8tjWUFWWQt+qX6Tt0urqqkjCejGvNOQgXkAa6e2kIT1XdCofcEzLpXgLTm3VZYyQcUzOkMqFnvpFnmh5KY6XqkWqQltHm00I8wHO/M5E/5RcpkDV5nK4FOviukSk999eGBXhZeKkzXjEEGjr9ksvR2NQiVQ0Hs0ZVQef9UJbrRjKjqfWYg9x9qpB76ksHzZtaf0srzqKOFt8TS4dWKYCmLZm3RlEAh/gnbZR4bbfCVSS32HyqbjEGBC23ZoMg/CWDdQYbI6HNtKnfrawAt4A4r5zOh5acWUH2nLHo+IZ42uxVOoZxhih6dSffv1Eq2KRB52UgSHPiuEjhZxBMBrWHHmHcKIW+mMBQ2kjQy310CQh6hglBrANH3TiJOcI2X4cs887zTkQSZwxyqPWUL7zSkBVcGmaBPQuDg3XZw2YMYRn0h2/pONcw2Y+NphxX13glBkB6wJgkPzOvzUq8X9pmoOL2wylQ7FQcBLsNlARcU8+SnyLy4nWqxM8Aw5N16GOoDSkU4IlKOl7pSNSPBVHrGrBVeI28O2cgYHVrRLcw/1fU5Cvf7ikmG3gmjojKUvEKNGIfqn/jMvk5ON2bWIQffbSJFK3BRgzt2j17KSOYcIweYZ1yhZ/+ZhpCPkGLpRS8M/5RFNP+xjv7fizi7NY2WlWidaEc2zn8icLmnjEHtiaBZ3iIKerCUri8cUUaen+Ji8B3jQcOPbaJ4JyEjshNRVz1paeGd0EjheumBZa9WtX2Xx498pcOVrrA6451SPblb+Azs1UMd391BKWdx8aQreKB7J9UlMAIzNa8U+vVuLD7lKTEOrZmEwjtBwfx2vxrmKmo8vitT6QEunHBKue9LnVbYOpayXfEQy/4zbYSnBK3gXQ13fuoIsP/wqXs/pu1dwPUi91nzpvn4Av/JE2tbbpV0PwVtuxUNELgKkSB8kcTrS6VZ7QKMOLyeZiEpWhUTLqQkhMZrzPynDFJmL0QcPOAaFvvvtAf/qezSfV1Y/7R3uYe8lrpYDr53CtIDZ9Ej5JA8Wl+KSdR8Y1Dy7dCc7NY2ZngApyQNmCTln7jMbNIYQJc8QOQF4zsB2wAqwR9LCX8qCcecd4T2mk6AdypwgQfRoaEJ20D+k4LXfH0+dCVOC++24gD8JcsIfpmG6qVKpXD9rAJ3lUi/734feYEuQz3ZRX2nVgvfFxC2fBIV17vFRZxIjhOtmOTGO9E5w6VjJNpVQsB9t2Nyo84BWvID4DuR+foe4fFijtJEzHdLQeEyrQ34Z5LNl1oBYY9IwaFXpp15YborWAQjHJ+Uc/NTA5T0JTgIfi1MirRjsfEHPLw6TUacf/LW7T5Hxz55umf/oWKBRegJwinJNryU61En0Nbn4SBF95+pE760prVa4tQ/XXDRm7Yo+TIfD7xLY6icQhkZPcZEzD/98Pq2zpkwQ3EC4Ls9fuAqTUK4hajTl/qwOYNZsv00Phy7VQ0Yj3CXqdsK9H/6K7B/7Ax2wi0GuzVODJMwI8gvLbm8FJHPucWmj+dy23wnAVk+AckIHZdJ45+04Qyhyu4V7GV5txdPHEpGlr7jbP/EZEDrg0HUtpKI/S4QEJxqh5cGdBD1TwS+uECVaHqZHZl3UnAIo3iggXOyNnkpGFlkpg21rTh++e4PAtxqwtZ+Vvo/Gf3tsictfXOMUusExRUea9vDMVnLXmqNWffaKvgtKENI6dRB5VxHwmgtvwv/JMXJt0KBJT1JA9O7BakCs7BRxS14fb3UBdD+FGnjYbEG++90i3dh+uktAy7+SceCztXA5K0YdIJZpcXg8A07moqQwz95KbInjLZ2TidpXi0WMGCmMQFcEwmIlxJzYUZCU2dWggbmu1KqwDE87OEZ8k5fChJLL+oD8l+sRnbrmjH8S8uR7kIE+ycNoVwgXnMd0wuL/WdKCTOJieKb84eX+j6ZmxgReilAFe9UpILDVpxo7Z3gPxl2mZ2WwPMRDy++eyQS9rCijGtIg/pSht85sQiRL3AFwrvNiMHFMpPo7Tr1T2oYYDBPCLuhZondiiYKTEEPE/454M5LpYC/ft1tVwmh4rtCnPCzOT595gbsn7jEehva1jtge0CaJk4ZX6uBRTc4AOGf7qz5Mk5Is6ukBX0XlYmjaRnSZlt3/+RVpesXXN80pmv/nUZxNscCuoGXwT9d8fqKUGDUyU6r3knoCYbC8INbUPN8KcsSXD4ZQ/+UIYOUywIFW70bJ3inNsJLDQHS6TCw/tFWDFI9Z1ZwOcQZ2gARPg9VJNWZ6La8E7Z1t67xwd+UuvoBjs1/6mFDYwHioH+iQSPd4nVEa+WOHu/0YvVSqBJmBFiC9AUN9Lzbij64CsMVnmFLwUvtcec5f+cbpIjwTkVzfC5ErCUMmP/pA59v1ByJnuk12n+oUNorUFa5pxbuS5Xozmx4arNsZMx3S83AWTVjeAfLKC+FpqH/sbbYeozsSH/UgeJ+BcRgPEUTHqqpcE4BZvGB3rR5txkPeN6YQN00RfCfJEm/XRBP96qRne+qCvK/C3m6SrLGP/XN+ZIxoGdDMfH63dNFHggkqqe8sv4J0M63VQJVJ5S3u/XNE62WF3K8glLRSzli6XEgtF/0wm7/mbJyP9cvnAeA4T/10THnPSgzo061fVfHA5gAgQdcFJDrpbSRbmgZY4/52aH9GyKFE0Z9wWF2PD0U14/O1eHFG91IsFvV9PFAKQhgPmx2/7Rl6bvjiE//TNAFjMkel2qp4innnFNfygTefFUkrX/c+k4HyLRf7kT5BTJIXsot+8XSEXRPEnhePS+qqleEvjgnBzsv9cFNNypy44mcuO8kgJAb9tAagGuKf0Kt7I2WF3ZPS+FVLFGAL4bIwt8hWR6qjcPsp7SjGyhg4910UNCWATrCNWwB8lLZLPMVFky3TCKx/0xVqF7Rkso7Q1FfahFsVt3q2HBGDd/tBQbOaKKOFlrV/9QiQg/s8mVrWSO1/05jcEZNBvDcKfZQUlRmCjUWbCR/2u/2QOSSdl51ATrzP2HQM0cR+LKPdAF898cHTomXQg/YsvJPHBS7ZJ2kLYMty9vFIXPIzzQYhtfIQwU+mDO7ZHNpE6vvJiHUqhmixUevOrxUhK25i8NL99sT79Y0iapacBBy0EXRlzLzdjMbSDYaLwm7tY2XP5JYg4fo6XooILGZkAZQz0wh5UUTgiYLznDkl4cUXiqRzxYAtJhjGY3fjcIGNY0SEh+VXH0pBW9mDgyAdDCvrncaClL9MhiGX+Dq8FJOP3PkAy4dE0qjl2sPAfkR64hbRhHzUoad/ZLPiO254M6LV7WFWwbQAXMS0PNQlXh6BFCzfcZwwTsVkOKUSBhhJFU5/knMit6oTXcLMyv2nykJbknnFe4c+oeaI5tPiEDqjmNK9t+pCBnygQd+eeT1pcSSzFk6aPeVG2zezQvIOSU4gJ0kLf4TErK+6aTHBqMyqA0CZZRn7huwF5ahhxKtMZNwoaELXQq+G4s7qmWOMLmGJ6yXEnBjtsMK2KgjPr9rBJJXgDEEzuKm5Z92pM56JS73qeCS784juAVsFDyliOI//TjR6TSRDYTvaremmeOaW3UwaJXmQ1n9mHWQoNLrHufd2iZRngxzwzeDBLzUUlf3zErBfeUC5tUbUIBzTgHYvkGj5aFgVM0kEhSYV3TP7/JooLrGkgQXnVz8KDlwZiFEoPRHOtGvHC4E5SDaG7wxbu+l9uKMmuZCd0TF9AKQUiGfPkLhjFFEvJTW61Z7Hjang/ZOQq38MwYlbCEO0kMRIDCjOjjsVzX0OxFYlTE1dHLQLZaPwvOhV1543FouXvsPFYx3Nglu4Wgx8FCblDOKOq3zCQAJvlvqKTd48YOLTnDzUWqM5ip5MPRBNKz9Z+pFRn2CwxtVgbyU0oz+eSQDF8uSjvdRiAveifW5tQIS+FCnBubXIqsb1YeRd2Ohyi+QOoEziCnyT22CdL933JMyjuxWOEkcdKu3c4LQHsqOTP/Eg8bzYoh69cbg4J1tBKTekWl9qCUe5gqfrvuGEc7v6lDjGkSowSO68PknLEFmIQ2y5jlwPN6NNFX+5HOAhy5g8VFfvmYySFQ6mhPSblVTQVYFAYNDZln6qDgI5gtW9mzvms7v7jjCNby2gUXf2v6JS5+ZjtZGD6Q0IvUW0JLliAXyv/jvpRKI6Zmcb7h+FXDsP9NI7plmKhVPVeyhamDpX30WtodDznc6wINfCDC1xVMH46G4uN0zCpAvEiYmWiIGinBOMT6qRgbFHqpVRR8Cs9rn8rL23+kDec6WGQ6IYfKj3FDNNvieOUMV4He/PORQCFi+gY3so5x8mMkMJnUJdiDfSYAKeWaxyC0RqH3UFMXe+RY5L4jyQPrZggjfRCuVE9ih8FBwWDuhXBI3DxTP3YomCa/AxCJ1z0OXh/o860EgfOwTlRzeTQcbngHOGvyzBsNDJZXpSaIi+hud9gbd4cAZ2G3xttIdH4VmyHyDDs9cQazAd5vYySV0lOEaIlV8VBEJvQGRV3fTagAL5QLxJH7G2Tw7P8p1sxMow+pehTd265oKsh3FQD44ufVRTFT0TKbQ7worIPsPlQ3nFLOSFXQ48FCrEDrma4vZ8YcQr5SZCW7Z2Sgz4jl+lIGf+QTn2ycU3Xx3VQgXzYIBMxjC8FA/GGbWAgBmLlupd3uBRj5SJ4R3Urb5KCEK+gQ8Ln0/ybD/Tp8zSIPJ3S5dPypJUbfcWs6jD4p475CWcMoxrNxBz5SPesDUn4hpaw2cvZNQEr/ARkMqIFvaQ/nBmFO4GbFL8MXfVWLJRe9uwEJXLB5KaNuzEvV0MA9jvFIhpnAsnxr8S8Gajxqi1rkAdLuXgAKkdLwOuZaiD861eOSjZC/d8axvlrdCaE1wSfniHCRyqqP+KG2IbpgpBlcWEe5WOQD4Jwg3GQnz9aHi0T7EldMPeEjxTkUF5D1QUHDEPsuP8r52RS50Zif8A6mYOE68i8eO3OTB20eVeXbKSs75DU3j/jN15JVcp7JoBioPVUexp1Gg0SXIEPQSsAHGzzYY4RH2Kj8KBYXORsmlPwg8oNU4ZK5mYgVvQEfFR4XQ0AEF2Jjz5HHwSiANwfvWQMp27IT5qMI3nUIQXqeAoWi3smHAlcjs4HFTDT4qBmbnYwTqQGCIvAiGsOF6OGjwAFLofFRjkK514NWjtDTtP1MjPKujkH8xCfJRLUbMptyv+a+JzXeBMJCbyNDcQhI4HzVjrxuVAe5DIs53WyHGNYxJTTXsw+WhxND6Yubn7MUasf9Q/3hiq5vcZEyej2JS0t0wkOkGltTsv9MhHM1tDI9Qp8dHTS7OqRUQZzpC+Ls7qGQtbQx5BUoIH6UCr5NV9nFnIJl5JwWu3IKHJFnJtMpDZSjTCb1ivq6BRrsVDSrHXNySPeyxPtQULf2vc848RrJ1/5ly4HsWjHCgOS0fpbZnjl9/WzgR+N1SSj46GQi2yE16qCnF2c1PjPnr6ObdZKzgAUz3uCNcgY8SZdG9joQ6ASB3u1UNA67FB4hvta4+6hLAnEOBmv0peua7pUf46FuNVMbUMg+FRaInsYma7/gdvlMRGb7U5YHXlU75KM8p3a+J57x4QnO3wvnBGV+jyFBGNTxUnq9+psRpLmPnYre6ieJqabp8QoEzH+W2pdd96Zl33ODbrWmkuB+gEC5EIO+jnBi7AhWNO8my9d2EFOEZMIPIENqkPJTih17G6cht9DB7JyEg3rnqKIdYpPFQPbRmI1kys1Wb13dNOR9Cc8cr2+B9FKabHsVgwxzlZ847DfHhXmCY8A3D+Si7vR6AzNHcYlHIu9Gg4kxmEjnfASIfNag5I9ly84Qukt/tX7iREzwu2SnhoyDvulif/sWDBck7HYXgkgz4ZCoA+kNpCTGjbubZdW9sfNcJJheNc5INHGHxUHN3fQtqyCwjheY7FRDD39gouZMogo+y2ppV77K2m5oV36WSxDtYSSNTyMvwUHhjup4znAWZaLyTECkftFrCBbQB+qgASHpSYB+uibU377biAbdgykQuQQTMQ5HY0gtIODFDJsnzbi6YcO0ng5O9/n2UFmh+giTB1w3Vju+icuFQCbb44AISHwVXpCsdfpDXFAHxbjw+8Ew+RDlLnNVDfcHmVcX5q6VJ6bs/IHArCjO4X563j0J7MR9pY2M70dH6rg4zXMOqABlEXNJDbU7oCYQszU9FSN8tPuV1nXl8apPPRx3oMifpPLEhPB75bqkInuGVg6xilOyhKkh1BnyYfEuFSrwbCzXerVOBFwhw56HMOM5VgiR8QR+TfNcHCD7WqIOvwdyPgqqboVQpw/3SQOi7Q5rwCnf6ZNY0pg9Vg2muAgP+5pUB+e4pDI72IoibzVD8qAgm5lUrcbhPjEJ8l4kODirEigwGjeihcGyYrTxF4Ac6WPnukELOd1eCY7UR8FB7ouYqoGe4hqeL3/Uhg0+OIcEJAJY91BMtM+sEU64Y2fa7O6g4JOcFfnRhxkNV+c5W6hpsgwRQ+i5qHQeM8YRP7fE+1JzWGYa3QFo42BhNovB8j3JZIJAAaeEgwwvBdX6S6mrRgeaZzB+WmY9plfmBtHB4QgDpNu9dY4sU5QNp4dCBtHB42njUqFoKmVUthfx894/BvJ2JQGEbSJK8PRAFzdItD6SFw8/Pz8/zPcptIlB48zGt8nyPcpuPaZVNBAo/36PcvqCFwybzh+X5HuXI/GHZF7RweL5Hua1qKWSrWgp5vkc5Kq+yLKvCMLyl8irLsioMw9sO+vLLL7+8VUlXZGof9OeHApMdL3shuL4sg/Hp5RCqXy8z3vWXoyC4blUdQEigPz+kTW1tXgiuFOy2fHS4wx3u8Lx9otHW1kF/fmRY2fIBeyG47tALbfrlWRpVHUBIsAzGp5+fn+4HBEsUBFc4hOpXV5Cc3hUkh/Guw4x33Q8Ilv7z8xNC9QuOguB6eZZmDr3QRgbj01YHENInQqFR9MTzoD8/Tx6ytH5+fn5kLwRXGah4VJ8IheZH7+fnx+nn58fIzw/m0U8AVNWfHzZ3RwB+GPz8/Az9/PzIBfILQpnbTUz8tJgR1U3CCLV7lZlpNCOb896TKJmsCuCTsWHDzXSB1WIzFMwGtnL+su5KJuMRbyMzGPqCNT4azevEhw6nZitoF/AY4IJ9vo9WgvMLCAW/4YElmayD0v764GUPqSHju0G8yImwAM2hMPLJwFK3V6nrHoIFxIqtOcAhPZk2cSaxXfCV2QVgZosjZBFEkrQkap8nW0Op52TBfFmhEJmsG/lTX55osTEeuGNycD1SFCEyWVuD32yC95mMFV5gCSZ1JlIT2CzAfrFWIXtImjyz1zd+1xSJ5uD2MOOLMy/2dmB/CY2D04TSdjcRNcOUVVKgwX1KpryYGou/VEK5ASzA1GL9yuydsEeCTKanwiMlBn7jBMBqsT40XsQLwMyKavRdJVk0hLQovPut8Ggbut4QTAYXywyaFlthtttwcvXBDZNgXeAMgdfwSeGBnquP1sfMl5n9fJs+67QY5os9hUliH2SiB0YTM2LW8OHvIUHVyGRZmsxYMzFecFtDJgOi3S7WDHY8TEMYjQP4jgDTejIeZzKZiBEb6FLIbkKG7buyCFle4tOhjlCeTNBxB0gisp1QYHztokP14JMNjs5WvgG+G4PuiwCgCbmKixL6MC7zy5LmcAVkyXgl7ZXJKuFNNoPbNx8TGG3F3mMZWdFiqor/iYIEF5FCEjAM2Q6607DJ1hCeerFTww2k0Ww+VOXw3dStRfNo2J5myr3YE98slz3R+cwveOQHB7pa7EQQrmZfVk/agdVongG2jxRAZkYVAIKCbEsEor0YE+UX4hjxXcGETYtFNs1IdjC+YScYuSxA2B9BsDKjBbrRYltOL/aFYz4ScqLF4Di/FQS0mKm4cmLxwSu7jD3aIto8QrD19T7pyGRdeOxtFhRG4zJlxlJtvUwmE3FbbKM95Uuc7/JYlfmkONWaiBGerANlH0Bg8fFQLGoTibRxIlNEbafp4svIEL9gUFxfJnvRY5eAYtAdaQyB0VAdbB2AaDpkmDWvl6cjnMOIzB1pzHg0VjYuij1km4oRVaesM324Pplon6+MLBHmKTDYvrvjCpwnbgvf3IZ5NMDITsoChgNeBse00QLV9EAAeDDaCA5fhuCIFgvx+p9Mld8bAap4ydQ00JxZsFS9n0ZeTFRJ/wET/bvLIF5WlbhnRGkzdygK810fRno07U21D7Hyw/TQ/WULE/MQkwQt1ghzVaF46GRRgzAaZOuOQdk669EAIVRLWLF9WB2gD5RwNZuRRWoxNBxzExJo3i3NCV4mlOWJ1urmDauZWqyo9LdMHGdKGFO0GBTQzCHF2oMliXEyMllcBAC6ruRoA0ar69ChSiD+GCEOL1UWJ3faY6fDNtD4Mkcz3z2HFB4JgpAmU7JF63jzbtYrSL57JA6P8ERSIwoB8mRAtrQKICCbM2UL6MMXV08mxGqvVX3BaD9Kv242IM1PsmRm2MMtdCCPJgam8zJM0S0FGadbtnHBaB/m7LmlOF3TwwctmhAMOG5KDceMYvNocZz+IG31yYwI4GV1rJ83Zo8WQ5QyC9kRMjeBbPLdrxf41MYeHsrHHs3LceZzBP7dWoGXYcm4MTrj9MIVMIyWaPiRR2vzhVA3LVbW4DOHvM2BX5a0TQqI6EvIGfIfX/FigZIbRIsns4sMe75L5I7ukIVDTqux+GFVUsyomY5/JWKIlxm1eDxTE3MLEyi0WIQN/cdg+CnKMa0I1zB8Syiio7yo+bIVfjyJDF0vC/0Ao6HNe1QGmVlzEFFE7qNx4MOgYPmsKBgzDq4sHaZHzMxG5fgHpHg5GRyzrYcNyJyjzIoOC9PhCyQFYbOSwfuujiEOkwJpOaL9ZF2qvkeEjptzpcg0XKeBJ/tConuLjFDyMhlIvkXw3OkMPg9htKrDvqVk7K84zLzM0wDXLM2GLRoHeK46E2c28hSjqAXfcNbh0ZR29KQSdN5KrZGX5XVyFaTA0jOBlNiiGYZyO7gZ9k9FQy9QiLrthjgeOKcaH4/W6TeXUfJ6XuZ15e22dbTY5vs+XQHRDcOwW7SP0+0sgL3RlkFqhsIbp0uhpgngwfBlSKzMW6uleQiBy+8CUYMHB5RyDiUyH83odBbVCvICTDDxMgeff3hWZybCB0yLOajRpTgp5GVOInyBQA3ZUqIKfFdKB25XJkZ7TYHxZUI//yhaZg6CwtVL16KrG8ko5R9g2l6Ma8uezLqaeVT47+pYoTHMLOQcG+QPw8Hiq/oZdhQsRZjQ0FxOInyZACrPhqlnZt10dNicBd8xi3d9jPNnixahrafhEfELMCF5mbf7TnZ1MxZSDDqsSuNmLAMx69BUPLKQLm0+rEbjHiP4Y3YCN+uwUyS+4wosFS2QQLc6suKTCBDhZRWwzFkqazqCOlK2aADkfDkP3TGJgKai6bo+JLf3B0CXeFlg9ivCiGX/1HOi7fCkqxoC6otzSlF8NLk9HRHIxO4CA02blBmBGxK5wVuCPH4ZHLz578iG2ZQpxFYDF42M+jM3Z51NgywvkwM562DwO09WCi8jyzIzcTHRBdlgpqIxMDIbvTDaTCSxfLcUA18sm9INNOl82ZWYvqeFbsOpknmZlNT3JjibtRhSdkYgpcpeAkQpyAHNgI3gl2VBzYqfJeYfZEO+awphK2MJiI8mEfgzMjoeT0SLWY8pnw6DkznbhfmeejZnqT8cn71HUgQvyzE1O1gAJ6N5eT+w85jnPB1pOT0B6L8Qq/IrauaLFXU+nKVOB4pCqsOcoNllkBlmjqfuu0/WaM8CXNnNqY8Pq7DaldCYtp1EHryMg4VOeaBrrxBV9HK4MIRLHhCEVaDFvdkSkV/ghbT/tJnRYTjGegfHNtwMgo9ZMCixT1YWyWgJ3syaQET7ADhzqWdZkOwkfFDMZu6o6TAPabZ2kJ31JtZWxnOgzodtds12RrC6Zl+UN4uuVaZrcYNfYhl8NCjGGQoXli0mD4iXNVL1LhHMLSRJGF52J88sqoOz76n4IZ+xAZzFvnzYXyCC32WChHeOrYHjCMX5sjspM4YYmrMNPWRfSj6KleDPkiCYzyw42HyQtBMNvMaM1Zftdfa3LD2byaUVL2NVnAu0gsloRoSzqJzlLCO08rupfFQvROF8tOvGn8l45haMGrp85gS1j2U3uRlaUudMnNxUWQZ4q8yUcs26THjqke3N0uJ61IM4e3UOEy/7YeR1mBolMw+2Fz2RTw75DE3pzOOps0N+0NLGrI+yDjoh7sgk+Gd5iLpkKofdaAfKzZoEv0yPWm+gikOHLTmaZZSA0uUzHoLzGRpIG0kcKC87sTgbOczR4WhYkM+OPHgp1GzXYTM+u57qjR0CDxwv2yNlhjxjYvc4I/3ujjeOwfII5iFgxpd9pni3Ex+6kiiUtyhTULONWvEkAaMf5kXNPvqreUke1O+WOmpGsjY86Q3Sh+WVmQmgoJPPyCyYKy042DuEtKkpA3u7LPmyC6pdj8webgZp9gE4kXoCPlI6DDRL/ySzRK9ZMOp9RKXDO3W8atMUrXizyR0zi6Us84hvaFaBzTtoIvizFjw2KaLh3Cde1GGFFWYmQeh0KS+SfDaDsm8FWtgxQPjxsi5TW0B2ddbdCptDEMrxYXJYZjXeGr0v7yufDfHrmN0Y3CwAWnCzNhDzmybPPqjkgRTNxqbM5gcUDvik8M+iZM4wNgXMHlqTfLeHC5lOBgnO4c2APxvx2n+6gLtGWQZe1qf0KyVSbqYCtQveLdlXPsJwMyg+s500ZT1slUs+W/GkZ4BQhp+ponZPybmvmDM7b1KMLeeMoqIK5hW8GQyymcgfmdXgqJTPMkCYP4DA2i86bH23L/IOAoJguC1JXxar6JlPMvAhXJpwM0sAnQGXXIdzo6H1lmDlC24Ycrevzz+roaAjCJKhr+15w89QAJhDlGncLcrMmImBv/Tuy3RM+DAXCnVYEdGu6dC2oAEt3EwIb56zhNQb5EAgn2U+dSkjUrhZkS5zKYDKWZPOkg1RnuGv7s8mIbuXiguJn4kA7ZgOdMycfFa8YUmOeGUTNLImgDVv1uTFY6OGuhZXEB32grUbNojk0vE5bhYX2ReMwulYZ/r4WSRkz+I862CcbqRYHADh2B+k3CtGjD/DDJ17FAAxQ9KVfbfIq9wjyASOYY7Inyl6dcssIuYHCThwMxhPfUDR3q5gCsjLzvTpVbBl77qTh581NulYTVxwszV1r+DntGe7dOiwTLJOCqUKGX7WXdAZ6XCZiXydgLXIA8YVffSQexkvb0ZnawYDOjhHaWFDPutbfS/QpL6VYYeWRhOR5toBhmcFafuwHxq62ptkjwBVQyt4IQ9HY3vAl1CE/ZkbhY4FDgk/Q6rsfmmi/Sf1iZQP0wTOB+FV5sPGwJ9NENGbkKLys72Gi1pGOEdp8/hdKF/6jrID72os+jCsnj72AAKXDl4ZbobVZHeRAadTiIGnw/BazDLQjG7RAwO++8OPj2qgbWa38WVT5Lb3CD6F4bMFG88Y9wHtWEmXJFEB24mQQfs1Fj1MRtYfS6SYPcBp5WZLXLxXykGlhpfibCWIdTbSZtR3V7saCQaibuR8fqsC8B1MGX02MYNgbUqr6AaOr9cQkD2cBKcXdjHw1fAmyM0yS3SxGEiHYOaIn5X5daPHpU70WMnP4JjsJ0gScPWTm64F1RT4rYU3cw2ly73BwwkvxK3W8/myK3BbSlaS+1UB9V0dd3qrjY/O012/hQSxjWTJbD20akRXGtG/LZ3qVJGHvQGOIH6Wpt2hAyT0Ir4HOgwu2xzNgI3GwOm7pZJwmu5Ff3Jp/raI2TZqsQTDj6NPiuTDod7G4eyFVFxmJ6iC3AxO73VJrDpQAAL87EHXrhIkgavHyjb1moITv9Xz8ENgVn8uLwuGKfj9BDwuv59k0Ns7+rtOXD6XJB7vgDYn9BaaJK21pO23a+64NRJpzFqOyhPfbrN8mNSHD0DmaLdYFKK3JnRsNz8x9tfRjd7Oq9uU+7XhJphItAUffr+14mHmRZbzWl+WPi/455UQf7bmYLNS9XGbuEnfNZKl3ebk0Q9k+lu0Ek8hCO8pYCjS2yo5nkAZ1nsV3oC3eqB8EpuofcfvUG9/BP0QV84f8JAC3nJ56ggIkfaXiyrcLIHkrpIHww+iYcEwm5UeKKPBDDvJcjMaBV7rwOujtDTpbRQkX0DCiQ2ZJI/eMnp1bgPLzs8iPNk6EEH3pWDWd50UgUm5ijrDVPe3arJ6mSakriEkczM8Npu1AIDNZSsFb8+czTOUsvlxBPiuDkJZDqoMzrlF68/E4J3WGgWGU/TYjHOEn8kAjLdPSyWs2BdAXwrtPbxi672OhJ4AkDu9xcG1ySBReTQnJBiGKvsuEQu9bWL3UQw27Cg/c/R2g4fZjlaXuQecMfxsS3KTGUx6CXYgYTjIRY9Q+DafMfLKz6BGbCtPEbTme0LVWE1Uf5ul63mfOOYU2Ttu9gSrt72AnKM0KeNmc2p826roN0Bxpt27g0WvacHTSk40fjtkz7bB92w4NECsN3h5/ZbPkvlHDqedmLX43VM0Pmr0RjW+wuXL8OztEyKQ3nFMCQxT3nk3DGTewJIavSV9sa3IYXFOxibf7WFBGx5N0BRQePltBCyfQMjSfipCqrdkB+YgcdQejBF6ekA1iljUl/WZO9mjgC/p9wQ3q2C4hTTI2nPgeMAwAsXXYSq4tg4SVL7ucYZhuMQ/U+K0y9i50NsKRr8FNWTLSKGpt4CH3YqLy8zN9jxtVAeHf1VDw/BVkc6gig6XNSwBN4NP7BZDDncIOnq+q+MKzH3DdQfHpYcV6OGWbXZt4SIU5iSvY2alXfXjkDtuFv0ZkxNu1zL2nmCogL1FddjOUA40Z8x9GEmUvvPAmbUggrgZDg39KwzM/CECBm5WZc8XuROhtzFc+1Cc7PyhqYqfDdg+gwJyR4PiqMMqOzfrBNOvhizro48Ku78dkjMvsUJmNiL98N3VJe5Al+GKSLb+TGlxX2HBvGUSiS38YnGTSFBgb9eAwVoUEOphKagPjKBl13mcIx2R4Ev7vZmD5wz5+K2J7v91ztljJFv1tjM7D4E73WA1VnwXtQfn0ElHNoSE8WZNRl1JL1VHgTLDzQwNPAM+TLilQiX0toGM3cXh5f32xFsYc8tcRIjMzupimnCQM198vZmU6ybhQsMLXQpu4W2XLSfEaddhcGs2lbwvXw+NNr6rmtWYcFE0UF2K186R8nVfevaOG3x6iwejG7DDneleMHKzMKubAwMgD+bVtYXxtl7PGW697bLTk7qIfvc6V7nZB+wchczWt8gJI0wA8Dw+dN6sTug/4CLV2RjAINWSplU7OIvD1QSo+bAMdrYGVzS7xob7LpGhLVZIqh7NW/CwxtMXOAkzCw0hwc1ObfANOVJhNXObBxfv2DhmdBiW2TylAeJXB4U73y2F5F8WOvC6UtQ3cxPKNXBYZGZF8vRdHaOaC1SAwz3J8mECsF+wAnj/+Y1CqgUPjqrXYJDubFR8GA7V3OSIdgvtoX3XhyEPJSHLqZhHb9bG4Em1oEXQ28sf8xMhNNw7U7g0t2yECpU3m8PjRs2R+EyvUSqshMWGqwToCCI40GEI2uxVK3G+GvSEFRgMA6nXejGdWR8AfqlOOF3R5O8D6M1WnXZml2ynrknioUcd3HhYDnFm3WP9AlmB++6TAlwu1vJtHK43S7LiFzM/txdrhN7S5ZmnaKjDdVEUf5fIGNe0skfW08rjzSilcFslUD2hvE2FZwyYqSwCcUXtzGnCyYFaOHmzzQs6SdXdrL8sMXkdGIr/PmOzlbo2+lAKa6Z505KMN6vR5h+RRPepgCJtijVjNGOQLyxEjPO3igJe6fADvKYICK19s7j9lHa8gQI2UuHCArOVqTC6iN+U7+pQwrtdnDwCAr43c7G6r4qkfSoMSvh+TTz34glNvcVSfLE+nYsHCxK9LWBkO+nT9MWTPf2uEDn6Qg1L2Air62uhLM15nT5kvcB0ExLp3EE0pPiuDwuqUAQ4aVEvLB42DPKTPWLosEcwM+wH/6aOF2BerK5krY0AOnPu9PUS/wLxmntMLyxk+E2fdxIyprdvdXvOE1/X+77qsDYpGcwTwjfULCHDThx3ks4Ts84gJQWsomvitUH8Nhue2pazZGLoDobdhzXnp6zk3G9oGvWWygVXhAKjl+EbSjYCLEFehj1AflJgn6+JtTdaq8ToCb1iuK6BRnorVOAzK+FsQztA3qM8bbSlnA8wYfz97b7cXcuLHneppcOgUnwZp6O20cNMa8cYzl42mmTNxbOLPOCbsw5ffBcIo97gmgZrymHz2hoJthba0CYSBfS7qBbkyxFM9IY+aR7+8N16Pif0vyCFWiGPWuA7eGbwvkYyH8YnYoNGqOzaJD90WNCbeQaj00smieM1UmMix+hiRkNKar1OozD3OTr+5OkeWTsg4yneUsysr06+W+RLM7158sMcZ/9ftLhgrBo70pRR/WdUzD92Bp9wi4EMy/nxXElvnwR8gSrRfJkdGRmuQmAjoamz5RihlDqDGoSHawxxNmmds26wJssVL6j4t3KGW6HAkk/SwCTDpkE+kymUu8IKiN4CiNuqd1mz7uDDB0xha/S1okhvmCkmVxYRai2XIa9AReOcZNmqtS6IbC/QnjZw2JmMJ6vs+85AMqO1qkqzd4LmCVkjqv1n0B4XiBsCbapaB83pWGbrI4iU3ypAwNUzhcV2coTxu6eTchGgHfpCFM6HTyF36iSH3hWAAw6jkGYHScM6C36NfPdLqkWpNG1Zg/B57WbfrGMp+4qHWGRNNmImI5XgDa/wwOIgPcli3BTQg2tGX0/mmC23St5PQZusIwDYGZIgdr6/Nvj36M1DXksvloNPhvXscb4+H16J04IMhwF6LLqs1uYhwj3C48WWy1BZ0p85uh6GYre5HVR3NFLzTigzA1ZlFMAXaRD4sGzQdrBjRw8z9YKfy4/P5Hzz9auAQ2uzDOikG4Yk4TqEje8JF6UzlQdAvtsDjv5pc4VnhiD9F3K5cyhQM+tRqTkt4+neawWVPKFc0jcPFE+t/ZGp3cB1dqU7Dn/fe6MywPmQiFNrKTX/iZhmrYEzrQ1BhRuijoRNxe7Cd39weQAQWDTm6ebDYTJnNCOqvs8MJNeMbf7zhofvnBwCLxadAt15xKkad0Xnta6h/cgHl6fDfiDV00MIPxBGRMstwPIahoPvDg8iZjjOpAXOKeTJf6mOOcgQGT/XppJrNL/tViAMDoOg3TVS9M0a6Oj57g41erSPTXVCqelr5/RmxsbThxX1uH4y3ZVSNLuklh78dyx8O9XiM8AwhOsiQK6T043NFZRQoR3jMjxMx/t6fV1rqfx1UjBVJLlO7bKVGNP6INsD+KvA+coLj7OWi5fW7oj7EarZs/3w4vrE044kM+qYToy0HnY8gR3RpOGWaVsfFgRDX/CK21YKKH230+ATVtlowxf7dVHW+73jPCnjiNZySOLS+YDTyxS0wv9jbadwM2LWotgxWUiAfi0YZbcSEfrcJCdgV1JocSorFzSMpX3dxMV/9VmYPRxyai0i5AeB8DGfqOSgtWxKcxq4xZvpoXINaWL+eS2cndiFfje1EZ5DwOGhEsL8jz7ONsAweC0tVK7f2vymoJhZzIWdlhTIDo15RVF+DzheyyF8zRbk6UlupOA3EWe24hzwCdqKuNY6sdFW9+CXU2CLACI2s7i08V0lJHQHC4fylgvEa6dOcL0EZ5tn0fii86xkeS1hzVzgaXCGd8ylHAPZnf8Lab2AUxGux6hxXVtPdEwsHvxS7joVH+Z7OanBdR/xWnvj6tsgx5XNOgPJd3dw+fbTo99AaL3W0tJ4xuR1Q70m8ONA0s0WXPgmwinvALc5nAxpSE+QI7ymY6Ab2Mo91ysAfKM2nVuYWaG1GCy5TYZ6dM8hfF4HWjDbJUBZzulF96/l6Ok0kRkI35XWApaZqxB5fK4x975vPCJ7GdMQ/Bwi7AtW9sxaQxMlsqjT0msPYN9qz8PM6aBp7d77tcjqjOrDiNZOcJ0x60w+ASkfXPcBdR9wXJxbIPLrYQvI5m04VOjvwF+rnc1cbKJmIvDcd01ZwJBdSM5Ba80/ocz1AmmHtt9ExUv+ktmGqKqXzgKmflylkmmE2XptiBAzgDloHSmAGvgZk/QwL0Yf4Qsp12dU9+U3zayDzc93S3voDGxwcg0MTK/9mcE1eUDomVjQtk/aOotJYWf4Da2Ic8iy//cYdD0qDH7oUw0YizhtOF6LBVqICcdzJ4ToTiMevAQ3Nbg2MvX9GsbtKD+4fLeJEcebAUBzDdW93sPzd319tPaTf39803phIdX2K8jNe6pAPAM+GFzLsNDNyCHAuV2uH9jly6xljZTW9gl9m1gF9E8nILREhUKqFA5s8k41O/86eswwblQ+ADhBuMZQNTfoc9TDVIW2D4jjzWwgmdF4SdBar8rvnSsImxcigKEp4LHxWhJDr2vaH1RUxbkJsh8B1Gw+Y7hAaxesfkm1/BPVl2G59UpcztqCAC15yoXFBytDZWfpoJ2v3GCjwexYdkU8Onu1wQDvEdEfR7STBH4CVPTctj4dTGzxiZqQcr0mxvxG+qEfiNSzfbK5+XBIagayBMF3f7Ru58JULvqq9r/1MSsYsuuXUW+q39nnBGH+9pIKeN8trcAbxZY0A0IOry+c+ULLHLPrD572DLVRD2ZlZTI5zrzW0Koj4OPxQWg1uG5yZ4YE8zRvGVeE8lGiMv/Z0t6nZZBzAYu2WocJs2whznerGNCfJ+xkNAtAHwxLkjkOTowOWMlC9fOw5iE4uvaaQD+ud8iYvQIB++YZL2+kaQuZK4YYz+wU+7cAoRPaUNqrBF5wLjz3pF7EUNDaOxRzFosKm1+GmKGBPvlrFq6zpx+Drr0zQPW9NMwQpNbkv9zTLfsAt6gVBrCpNTZ8srUFzOGIlOdiWuhpMKj2F1YfnItE5ONAaHvRCzut1QozdwCgokNG+ZC/Du25OrzoRjcSaK1RXLfbQYVzN1SY0X6kbM7d810pMPekYgqvQcx6XdpkHu1b0gUMTlF9B9k+wdJth5kQcy3HwczBaMtMA8/Fd2cMqm5AXj765vSPIM8bFbnRiZy4GkzNja261THDGTXUYFHk+iMsZYcoM8C5hU12FIEvs6Ys+sIHCGjyYBzFPANS7ncypuTHMp2/AEXYU5QaucZiZI4BRNgnr8S8VJOY8otQPRzyjIP/uyHzhyN3ZlUfWAtcdAmcfwGcvROG2ybAxQAmRVAJ33zgChexuj2XBpxZi/OA/G9dfi4ssScoUIF0iJocOg5ryo9c/Gu1LrrdqNuOC2Rx7mvnwTibm1/QywMb8ba9RsI08zgi69g7NuQ3OtDJoGRyro8aG6kCh3kJkI/vlnbtCPPgC6zsPdiONbOSMm26YYAo8lc9daworhtIaQrOhTBirsSU2ztQf3xXxxHPIOQDjgWEeW0FRre0AbeZkJxwroc270UK19orpnlHE6v5zppNeb85nbUAovW1pR7yC5WYxYgZ6obfD6RoAhllMFcgOSGOov8qq/7ZZ4k8peLOFwIjL7wTVA2qlISt50ahnF2Uts0g4OR9d4cK2QwLiXcwS/H7jJ3XL7h605gurS1KnOuw8Nw/FixyLgB4DlMlg/xPh/2PSN99Jp5zu36dc7kkPRPdlu6EbdVgY7LMMwjNzPJiVxXn0ODG7y8KOgA2q243pY78AHjMG842N9/gxQFnDkZ53SZ05uJjTqdgR4+8x7DpmUcItasiA849Ddxz/k5vkCKCBiuS1bUTJveFN2mce2baOyPx5qPALy3mGgu+KSBNPqCA6rl4yvQDNaY6nSsfaRjQDW6g0JXPHQn+7rO6U4BZ7EBv2mgwG1p6EE4pfOvhcskY0DNrwNQfLtVn8cFIZHWkQQF8B5nNIWIruwUolO8e+cE77DmBxRq5XvNB0Ycif3Qtnkd5d4nQCxOUcZ1IMuFcEVJmKHvuzGG0HMpbiYk+ZFm6QaSqcS7VX18Cs+tkQHz4zpLhtdCFfsW3wCTgsdPbr0dudZT1WgO6Y3Yg+q5CVeHcMB96ZZ/U2YMpk3dujRM+mfojjx5G/oYqnHe05c2VRTm+u+SGfEO2wjGMwfs9ZKtXvSDqXDmtXiW8QU6VhYdrQTa/Wbk9QOcFvqlM6Xxf5egBLKt0eate9rCsAdspVuRcyKm5haxjc1ERr9soSd/nJsncIhwG5yiUat9VMkDnQdlcy0Xog2GwMwMhOjDL3EaXhw4w/R0ETE+c8mOWcqlBy4jiBkdMTZRXaWx/y3XpEFpI6FBOrvj+MaenADKB7xspelnYa3cSNAJbMqzDx0ip8KYBFX7HWXqRLED4vlvTDRmvcBgQinCuKp/O1aJPt8qhyDePB6+1QHz6JAC6uRsEAN9FcrrehChdAIslXgQctHA8MxB8SBLvd+dc9xIQfcE36P6hJGZej1TLSzQkiRb6EUbjnZn8LQ0YfgEhg49jMUObujaqE3BJod8qVP7WJIudhASR7YAxz3eXRNAJLgDQjzj6vJabvZ3kdcxW2lWsetrxC78WGxB7DRWeJ2x6QepEsQhGo6RIB2JJ8FswgGYaQcRsDgC2fJeHKx+lQ7B9At7nRt09Bfjzz4iuvGlg+DSTm9dlkix+689tRwnFwl2yIui7O4joLKUZvQfi9bWSnNhRyGxxi5ww0oaB1uPKe60jenvKGNRPBM0iFVNiC0vp+qIRZeT5rR5iuoEvmX3HBYxz6ab8U6SNDos10GBh0rpa6Z2uAIMo3xjE9EQsMjMQEUv43vKa0xx4M8v7BdPmRZZ7rS+LGS2lQRPEv8VgzZZPIO22IDHfLa0BkzESoEH7hn5Lqe2xXYj8lkiE94hKqMZS8EODPSn4rbSjRxAkw6/teaPzZtbfIlztfIl6dhOhD999GrYdrS67B5wxGhEpx2/9/MbRRspHwoHR/kjRhW9Q8dGOZiJ/q0mIrlW3+xEkAb45dPgq2PK77uTRZl03fmt7og9G0TATmIM4l0xhJ2Ozg0u5DTlXBV5f8Ami/6iO8S3ibVfJQ4ILtlf33RlJs03eaTEeNF7LBYmtxlvj+/K+uqvhzm95oPqhONn9oalKz4nVeC0sAn57pvCx2jzxRlD60drEFfpqA4ff4hKzWR8AcqlOOOEp1M8F67VWrPkFo3Ae60yf5jOh5bc2d49IweEr0868WxkiYRGMcHpSzs1vbcm+0ePSEz1W6sC8Pr+1dGKDAR3cUVrY0JdpqH5rasUX9QHpX6xGNJjq6VNFHn4DHEEazYnUbyENzV8PpXOZi83vlqaQ2yBBck9Hz98oxj5C4ds+Y+RVtzEtvlYcwG0nTdmHrXLpRRKvv4WoYs9ZQvoGORBoSB6tv2X2uksBVG5NOktTMOgMok1+K0y7c5RA3JxElN+lsgjD0Hg6gw8FvyVGNe84nNx89EAGVS0hH88Vi/BiMZCHYOZIY3Fh+S0EVL3vqchcQQMn30Y2OpmMvtmNa8x3YNwbsMPddC8YtVaGX0vHikdLw+YluDJpLWzR0GZjSOgIb0i/tXRj82B78Yl8cmhKsg2/ZZo5EwkwZOY/ba88847Fb1HNLodFxJzqhAPfXnV2EyNCXQpQhQZTcbTb9FS+5pRMb7ZsC7wmZ47GtJvyW3PmPLeB5QcIYLlb3SRqPaJIZzutXkuNirfi4rK/h0LvZCSmw+I9mkuuwGsxed1E/shWg6NSW/D6+q25NL0MzcMXqgiNc4t8txU+LJwJy5PvAoHSg2m86CcSBl6Lsss2cpjj4WhY0JeWXH4rxJmPS9P7BVjQkH7x0NFvLpZoBd4Fv0UAtTvRJZix9KjAN+KYvsCD5yaCQca5nH02kyB0XsqLpDlZm/zWo9i2UteGH0phD83oJjj0tSKN7Amjrc/pJM2LrZqEmcYEaE0kIJ4LiHIOcnW1C/eM78p+XNQ1hWoSJSXPjevrPzp6zDQsNd+UdHZiESK9wBUIGowT9euSWD1QAAJ6gbbHa50BwGWckGbWaCVU8LI3HR4scU8XQ+IyJ0ACw7lq+PwCJ2G20BASOgLRgdcKldyCQYk/WVmkN+cPvwXm27OtajPf+8ZeAYbEHsEHyXdLV2HsI6PuoJritxQD9G2SKDPlGEC+keK+7QXkjtKkTDOgCvNaRSL/KwzM/hABg27A2OK1YjSZlUDxnBUALX53ShOeRJWGMxYx++1I+H1PUT6AFw5pFyVVWu911gD0jrwWnKX5G5S4eYcIWPkj/56rmLdFdXD+noof+nPAnd9StdoySkB5AH+P77ZiD67CcEVn2FLwW5xX3M8lOP4TNEnbAcLWltMOAt0ZxOS5Jmh4Ckwo+lmELm/QjEPNxOILLyPLerBWHD1pSiVXkU6Lc0kNdwtGDc81J+OdhKBgKAw/tAU1z99KgaEPwLCdP+uo8M0mOjcZgzpzCXMW8EO3xt+DelPBIva1IKbEd03RtCWJJz0Uwuu12KpsuI3ZmNdqHdNYgDj4TzRopBZ0FGqt3NHTnV6snssqy0wktGtvWVn8rpAgzuGBkDzppMBzM482lUWgr6idOa5aGgiI1GulxXUlMy98/urBuVFIuU51gmbWzqvv8kDSbwqFu8HJPZhf13uJgqjQYFs0dASYWeauPoJvCnNfSMVlO0EVhN1oZb7WLMrlPPRjEgHVnlq4z1U0oTMYlPw6OX3kXDt2PqmLKHevcxXuIwTitfb0zFIq6H1RHST5bikYzmX6xPEMzL/NRucln1M2x2Aklr049nNJmG4MMTS3DT1ka3BwPXpo+VsjWjcGElg2qVD/bhIL2jRgjXoUke+3Rtj5vE8cO0X2Dn6tg/JaKfL8zgNna0EEwXVO6Ne6rJupXFl+uTYDxOG63PwGG7OZuJh4QTaYuoJS0W+NCfEE2vp0OEhRDWYqZXaSIg23T2qG7wYx4xfm2JCHDJJ57owHWxOI6A+AM6c1bAHyWzZGbLsw/9wHju90YEz75U5UXyCD5LeIoHnGJamN5EsIsCER2HQikzXYyBsAr4Uk9duCyu4/xbS8SWbqVFfwGNKcVrqeq63MLGWAGC73xDojr2kxP5fXmVm5hF8lWcp3kejhcFtJOBcHlN9LJmbWbyfndxXCOBcIOb8PqJipICnhjojvfJcP8sypPRxAECfPbRLli6UjeE8SeN4rwDKqV4S+NCcHO891J2CDWbLtaXw4NJiIsJkVtQaXMyJqzoDbea6ZttkKGpU28aPnuzwe+aGEBHxCEuhz47D+oyuK/WMHpDeBETzdqKcM9hH2+VqpE/YTI1xfN0VX301d1Rb2WIGb+LjyWk0S9hMhNN87U7gw9MFG3mC9lgSqr4IUWD4TSAndGYr6XFpy/1gixfYApxX28cbztUwo7habPjqX26YGe0zxSnqpPAqUGfhruvRaWVw2oJThNgVg9V0eY6ppzsxoUR41fktW5T5dAfGGYVgNuij6XAWGfKCMBht2koWDmOm91qOWJ3sUwCX9noBRsbSv9abFHbN492OcP/oCV4ffUtNgZ6mseQR1pGgNT1i/tUpkQ6iy6wr2smgwOrF5z4ud10TqoM1+OSHnmcmjL5P0eS7MTphpQ826aswR99vg4sHCTPxlhzrbwoUvXm78qSuluOAKYlpea8XUHPmAy2NCafRiuSzKj1hH2jKKmOf6zHyhqLq+Z+PQhh7MMA306snzcJg92GnbZ56IsAmTPPHSjdXpyxN0YEE5ca8FIp6lIOO8ZRuXvjzy+lx8RbYRMrPZShPKd3uk6g2banBojCCfhSfp2dh8gcF8CO4iQmTmrC5miho4EwnXZ81BfcssIvaDBBzgQdYcr7X4yvsKsJitULDx3a9WN7ml8sIPLx6MK+sbozPOF66A9WaQgOfyytpWbIzsIm+4vsuhyBbaoNEbTFD+Fpl5V52Js408xRBz1Bs24d8qc2F7IeKgA65hocE84HgGVXS+rGEJ4Mgrca9FNKiTyNB9WegHDbrF8lwLOnxhFwNcDW+CsCGU0Nc6E+QWwXPnGXwe6tAFLH7LztaXaULyGkIyrMik8LWcVGcfI3g85BLXe6BRg8yDjxDdeGfPc9Ggsm8MSnY7NCcarNtgRk1z4R1RMb1eYgLk00comjGKiOeKXbxnVhE3zs8Q0iyFV3pzlXP7JlXBazkymUtAMXhHGkN0oyqQ5wp13XlHaF3TCaDBziTf07WV+4US41WC+qE5vVzZyjQ+X+sQw4wWqOYDAeBpyCxLzwV4t00BweY+HXHfLQJEi84o3cJpNfJZU/q4LyBs6UlUXBqM6sFXFYqHJ4sa1JYI1J6Ly+Mzn2TQQ7g02XK/KK81tsp9HUG0n7CA+i6QPPKSMYf6AlXdcxlN7iBx1DwYI1Q1wTZKJveznnjgutmAtJ9kyczyRFt4o+O5DMRaBAC6V3K0oTsp2zzXBLwvHSPRrI3SMLnkF9GDJQ2+YYPILx2f285WaLwWBO4jIESav1xU2S5hDfosML+dOJV2RT1ZSFPvaICZALrx7pvDBxOVf+wBhC8dvDLbInemPivPifnVsc4LbrIA0wDbkd8ElmpAEILPFQVyw2AaXmc6WhsfSGlEiifsT5YjFqj/4r/nooI0T2GS+INM9GhADJPPteNvx8gBpsNghfBXdK3DTGX077tAgOggLB6/5DLjwQhs/uerEl7jQxCvHhwj3fkCTiqNAzBei0w7u1gz+HiYhnpwcuu5NqzuP9bR/vciDgy2cfznE8svhUQv3scap7pzyAnVCRC4r8VNMJPN4P7mY6IR+yyfCzGKiyEFgk1lCPe7Qua4EJQ4bbknwnN5dX41+7I+aQdWO8IVeK61KNwKAlpsKq6cAgasacuuGs8FFmGT7n1nDFmIfFcHpB5VdEqFstrjs2LAx+zG+GYB0EJ1wtfrtRrwccd40NDHNlHAYBCAdg2ly3mDhxNdTKpZXVh8Fo2mniQq4t/oNGkIBjo4A7st3Va647nyfL3g3ZL5ykcY1aw4Tn5A0d5cwRRQ1Qqy8rOEPHlNhzYLGtCiGpWo+VlUnGQEZmq6UugXDPZT2oWedHg6AT+026Xrc2EB3RugzLrlEkjvhFEiWENQGKdU7Q8WiPfdwmdghrOgUeAV/Bz8F5s9m4LrGhjsb56taMc8m9cPHTfV4Ll8uJlJGKG+V5mZriud8lwh0vbYaINemdQCBoMFPGcSopnCUdY7phRFa4ZIkpls4L1WkpXZyAyGX7DGR/MdIPJck3B0lmfUtuK1+F3VOtypyRZNyLn4XIBaeuhwaltBu+ClQw++pT6X4Ni3jhA+85Msnu8KmQEjocTAL3TO+K/WyOfcYTMWEy9vHgohWlMby1eEYa+lgEzPStTzYB7GeCfA0HIsnxr6S8Ga73LSwZ2y6NkJ8bSBwZAuu1a3zn+hiPxy0XqHZ9fMaa8DW98FBfiSqRzmRjtQGetA4me9udokjBzNKvpAvwsliu4ApYBc1TE/6zNEZ1KE809Cjf5iEuS7fui8nuqNOQQeODmLJ/ZZTVzsEGUa5xZlZsLI5Ocg9FmZabTGy9DLPPPAcaT8VqCFOQYIP5mL6u2zYjr/0wWca5RlkLUk6j5r9EUPSoR82HFKb7WunovL4VcGmaCehMABjAVzJnLjzVcN0NIbhvNcqX1ndTbBYF1/8x7n3xsgNNRkr3/P5QLxm0Xjs1nr/r7bowEXM9rUbUbwc20Am5nCUJjhEXxluAY+yf86gqSnUaDxEmQIkrrGuORnG4zoCHuV3+XG+t0N0DZrhLIRonot0clzdQjC5eTDp2f+6YHBEHj7GpKXhxB1wes0eMbT5pb0gyVa3yUH5ClTy+YTaTq8iXTgtKSOE7IJAQw+a81aBxNjeiklryPU6fFdVBGecm07q1hQwwtaFKQl7dbIKLhQ+Kw0nrzDm4luGCkGXpM0Y1uIzkUEnb6rSgL2TI3DNzhh/K/U+btEMGchScLIKSLRfFYSJf0Bnzkv9RakJxQ4811BHjZnGdRc2pb13dJHnYFKk+xC8+qz7m78W5aemcmllbwiUuyzZHx9VSVldDKqMXCTx5kN2OcvAeHTTqIInqvVzEc9iDOvzmGSXTRJ/axPELvSgoN5h5C21qzsPbLgs+I+7DM0kGYkcaDyDA1DPosQrPMxAj0QGCLSMFAjuB4OGjqAFDrfdTk2jyjQ9UJUfvTUJp/nSvLB28eKpNMwk6aJd8YxfbACSF8lPSZ3FC3T7x7Jcj06WmdpxXiuHnS4gSRq/XPPBe2BN7nUAmHceOdq5oMV+XU/NYK7z8Ngp0+d850BAetRY/RdnWzzBMy6rgBpDbxD6RsFwXevRlGSiaexCLqeC4iY3nblxR9oAKaB5rR8F93oVwORvk7DNUom93Tz5b/O/M12X0MzrEAEGhf9SfwvFoc9K6T1EyQ20UIE8r7rKs9MJKqj00ijRYtXaPr8ryJQvqskZM4iYAUpHTYqfcgNlK+4WX0WEW4fsMDoCYiJ805CNvig1RItoA3QdxWomwUvP8xCzN6+28Nty8X7ykWVFP5XiNOuyIXOdsI/eJPOHnkXjx24yYO374qB+Xta6GY4VbKMZcKcz3KRYRbbjp2GGzh8/MKbzf+SATUDARK06XAG0QUC3HkuN3p6I6SP3Q1BvU9KvviiFxz4uwL+rhjHPERESe9MMsCLRWYlC+lwwjfnuP9qdbLftNbMqoDa7z6506AddsitiEafddX/4fjMeyRFyFrijPisyzndz43fLuOiANxkTJ7v4iQyK1FQsZVYQPJdHVD8cauGVmD24bm0vJmXIo92kniRxQh95KLqubyozQxi4PXOLwjeAG8EZaQ0PVxzjut/eWl9JTSm2U4iD/mLDhufdfe2oXBhmcXkAcll/Dg/S1tnn1lwMPNB0kIB8pqZy2dFic1oWRk6JRc8nBPV7L/6gnnRS06nUQdqjWswY+S/QqP0sQ8PdhxBKhjKqIbvwsvOoAlIe9+fzEGB8vyXitD+gNK73zx+wlQA9O/q4jCDOkExC7Fg5IOPbtP+S9Jpwx30TPkuJlc6ZuLqvpRkoBUgSMcth9bgyiGz72LV9kUFOfaNLgxYNAOV7yKVMFO5Q2Z3AYICZ4mz+q4GWnOGDs82moi+a6SHaoKuIh8N5PwvxDszBhk4+iWTpdcLw6gcCmIPr4TK+6/UxXnEFSjdi84Ht9BE9b8uvTweFyi9KIYhaZSsF303IZUTZeDwWSjUzGxfRLfqa4zvRnnBQatUwGW613cFKDKH+Fb2yg9HtI2XsQwC0IpPtjX+1w/Cv5NbOwFAOl6hRAe67kwNPiDr47NMAM5xVz87FUyQIl4wGEUy3zWUocctkbPnTxn2sMf6XaAf5hl61Dpjlye3bFDkv0wE+TQ8IvoCTEheZEDpsyi5eudb5F4Q5cGbhKfFN9FK4QR2KHxXHArzih6pHahyk2dAzfovPgxvdWRFTyJAhA/QIuWz3mr0qSVQdpIDS3CIRRrf9ee6HRjBnJPwGfFdHacaUmoORxCk6rOC4syoHM70uSVDnkn3/wXZ1D1NxHGxTLl6k4QgcU4kCVsrBbB8Vx8anfJrwKarRIUVdDjwXVEWf0hurx8AXeJGXVA/y0rPjARTqTNmrSC1wOVVNjJGB1d0C/NfIcBmFFgX8wkmZnoAclGgq/9Kk7J1MPg5T1YKTyAh7bOObMxsjiDu/uACXIIImO8aC7ERSKkyLwGiVIIAZ0AFwmf33Jmr1N31xCugL6MnJvIUOTT8cA6V/8oQp/Oh0LExcA1hJMzX77rBZR7yitirutC4p2zhv944Z00AY7aOCFTfLd3kGUBYwjJ+RL+rinQG48qkAxJe2H+mH+QjpFh80QvDfzFWmFlM6ZxF5Mn8rg6u7OXDiXcwsfRfu49+JeWdbQRo78i0vtdS4uxJerlzKFLmAYVV0BDwXVgv/XNLiO8AyDbtUBYK72y7oFr0NfpeVVS9KxNynxjCAVYyrfJdG7h6JlEZLo1OLi2eqth32fkxt1kR18uKMHBHNs7/Onszy1wg5jckQvmFbOt/aT31Hz513Y9pkxYJfSL3WfPG+fgC/+twyZNxGdOdtCSS1qk0osfWkPAmDU8+y3FEJ4pTo+epidAmcCrABbTI5HfZJv/F59g9s1J8X7mAeZOg6HDOKQCqb9BoeS8zJ30QscdGMhOn3fPQ5buqTOgBSgTYLpCyMIQ2Kd+12KUXyMPR3+QivK8L67/IELxYn4AelaRJWzbgUb93kkOdIX5WYutvKRnrVxxm7kRl9VlrXDpn1uqMdS31Vg1RwjNJtchYE2a8112KeQ2XwL705YdPWlr4rye1OSYzNlcAwyJyCNcQSPpfEj575qic71qHHqpwtBh4LwoL5hE8wF6x2OG7TVzwDjEnrIWHxXfVkehLcBD0tTApUjkwyvgDHl6eJiPOf3FnzCYM5O0UP4NbaMAUNHt8l172k0rQ6VZqjRwqjspnPa117vfLdtNK0gKypX2XD8259DN0zjSF+m4UIHnGVwTP0Kjnvxhc9acRQzrZv4E1FVHhTW2OuFic439lAfRLPiNmzwV33qgOj9wygA6Zk4Ce93Lc0w/Y8epaQDo5YJKU/4JQgftky9+82mbpu0Q+Nd9SHY5FkuOzXOb0SRx3swsgI7AwfFo8Mvsos3hs8F4WlnYZJa8uQUfTOyHI1GpjgPjUmq/PAqLRofTo+nbSkaslTv1XAzXd8E9Rt+YJU50ThPZdei7MWlonZyuaZVwzCYX/InrtXlsFfQvKEG+vRR4nQHkUsnxLIYXzhh4LvuxeO2jKGHdkDRtC/KOhCwtczUfCx8dP3RZcYM1xGQDaMUroowMpRzsVHJl0OnaZesUuH2YnqVO8TmlSdDcPptxEycI/bhU8bhM8MuDbeBYo59PXVO1IisHxTRPHKE2OP5w4xljyDml4POryexVOu5Agl68Yhlc6D0cjDxJL/UcDPhzZPDkqKbGfyOjmI0+0aMfOJ4422DhyOOFoecYbpOWJo6vjm6Ex0ykENoIxMl7pMqs/zgQH8h3HSHA0cur4AoorhgWGGcqXgXasM+LI+ekYKOXo1jk1J5soRuYFfJE/r84bUjWTqnoIxqq+w0P6iWkgNhQtJlw0PhZ110Rk16smTdWSxEUK28gT1j0Ft0N3Z6d3QrHkyxQYfVkRy9RNFFL1GJ7jJ0JwkFRJmagEYk/58fKJQAZ8paqFwlGE3mjETrdPpCTqeqboTsEmRrhCgAbMcUbbVaKMcDEns3SXEbGr+mKfws3Ye6ZbcNf1KhGNMQIHO4klOnTlaOnaadEd06UrQq17Zc7vKihfJVhFigSTSGsQsp5iM+W7cEqgIjntugHbH86ifGUaLF6mKjh41IwAPckB6RNhZEicwKVrt9bF0yHxh6sbJa2rQ4bjihB/JXqga60wYB9UZNFVc3bwbea/42mRRMgq2wqWEUaDhE13yXp0nVhINCrrIr5u79CYHTqZBycecE1kI0v8niZOtejagONI2acbutZFomcj+BD4nYcdup7oeICPIgzQmmUKP7HJna5VgP1CS9L+4OIBnNi0JHHFjyNdHjdRym6ugiepHa2OEr0iuzPMEikfu9s0cW7JZkUA52vWhaa7DnY4fgHYJeZ07hR1luBEsDJdTiFdPgOJrlSOTnGJRijhyCXW/+zzgXRHXgMwxx9MdOdj3yfSyey2IPGGrU9bDFsasAltRzRhHDwwmES5765okegW1Q2AI9HFmERAMomcuovZpYvk1qVjG/NTjiWkdLNq7NUm3O+TNV0jwjmzO03Q2TkmjKUmCvoAoCZM8cjNMbJB4poTj4BJgj73mCW9szOljxKzeNxk2TuOXs0Dju58540RXgsQQMhEObp6U2nGK05Q893J7kbc07aBSNCqiZaDiUqGfnIswIaBAQBYGQYoOjICG/gF0/a7j2GJHAQ4snFItAGIqEWxC+cDcQ2FLhWT41SrojZJlyhzx4nxbtU/lBM7sICTMgPMVhxzaEegoZ0EA98MIS2LRlxiR5HBAUejDo14xswdahi95SMLsDRHrGQOYRL0ZJsfr+i2mPjGMxFGksRVLFJPQnTV4iT+AP1NOml2l4O1L0BOTJ2J4w28RUnku2Q4HBd5IPYo6kJpxUFXxCI6uj+le8nTaydJIEROBHIBEUyQI5odxc/aZjKQ9kIThVoAqAFgMnER+OBfhHcMlLJVQ4XMbnSoGjGGkmKDGI4UEGcoHoZe0RKIF8KXoezEMoPuIgW9IqaXxDp3Epf0SeQiw/FnSJdpylcuhJq5iok3unHLm5eoy4ziqB/iHgeNZBL/c9WLKyHGFrAucdQijB19VwkOMUMUbpWjN3uVjJac2EUOEQsHxS4pogpRRCGtjVNMFcmQHMe++tDY2OvZWdKm2Ap40BovjUeEyCvW8Ns5NONmT8svjXg5pjjBUVEoyTECaOKr4K7RxkKX3DvhZfqiANN42+KPdLS8Y9dWFJKh0Y4bMjxfxDp6iiKkcM3UUO4qp4RcUegNscqMRixp74ma9H3iwtOrt1RFc46FUW1Sg8AjrpER/RQRdyBQZHxEyASIo4rfLIXfeZXDALjRx1tvgtJ6szM+XqTAIT4hNEyTucV4xShSFNdSNKrCUcQKU3zgwsts0rGBgq3ixIWZhGyoEd/WGmM2UtTUL8Uvr41z+hRlWJ6xhXNbiQTjilhFjmMREFe9dpgoY998FKDdYv7AO8cdjolmzjsWeVE0gaMxihNEHJ9dm3nxVkrutEX4jHD4wFZXGYh6xTxyipRAiKFuHlN1ySz51kV7FQWpLdO48uMXLY9IpK9xhxMiFxciYZoiXg7EszeKZXcWiapmCWagMxISR+DGDRkaRUBRJFPZNzXZ6EbGDmXdnL0RTDXik2jjJ4MvpYmrXcWBHq6Ih0BxJtPoJE2nA5D3R3O+SLF4uORxddj0gQ8jfhGKiKILLtftCE//1DHFiwWHyHaNTw/eqUT6jV/eFluQQaxRpJFUTxG0DGIFAotZGBQdYUQ+zcbQH4tGq9/Yhm3mcER451C46UUPo7JsIOoRTThB1FZBHCAFEcJmY5JIxTPcxi7fTAenOKeCcIQbAVF8zUxR3FASk7ji55HGGard0OjFJuPV06owwoEPngkAt1aq+MW5NcUkJ3ZfFJnZ9AYVfagHQ6NdkDGuXot7WL5COIN0Tz5V2u4XOqpAKuRxTkQV3/gDjSKOb+ykWvxiIu3cMAVxE4UiihCIeGEa+S4sIgBhFmFGowsjRC24Lln6tmkQaOBdVPPGISn5wDI8wPnFzh5zlJjXfQSMiivGim7OIB7FiTawi6FKjZl3/yeCddZjh422MBKH7qvDlPEQZj2iYrfxqw7lyM2fKvpmHHATwBq9hByKUTEjkt31zMEnXrQdduTCNGXccguMb9TAp1hFxGKgYCMdkkYrScUhXBa3UjbV55bZSIwrfVhFSuMkk74pw2hrxRRaphFzPHMxCt6aHv7ijbFGrQiOR18WdXguNpjSku2BOHc161l53KdwVrjiFAyNcQkWOShBxLKcTzcE6Y56emgtQKnJQmpIcsYSAb6Rb04jkhJFPVRmE3e4M4o8XeRGIzGNVBYQicwsFnr1z1QzXO4hHq9eHAi8k0TcFo6S/UVWFo1rmoppor4oWLxSeui6G4Eg/FormL4U4dMboIvrtCpDuIMNYh5xbzls4tpIxGVxDMQhKlgjlJHFH3PmC6mEOwZK5Ip4NMx2hCB0wDmRpHheBOU5HNq43yncN2YNF6HAGH8kLHoobASg1TghAuOaC9w1RXuGgqCOPsSRZPauts0XCKtkRjJnFrt0FxVwMu7pUiGQiigFpzeAwnubjViruGaPK5l18jUaYN8oBLS4+GUEI/paOcapsZ5JlWdW5HPmrYPwxy+PDMiJAQI8YxUHRi1QCGyQwljHFVFou2iKZU5RI2mXoHGBLza1MWLBwigk2rl40Oldeky8U4xouNabAXwrxdczanlchDtkZM0yCKGFcU71EMyN7vhiaE6VZP3aI3bHGS3MkE+lqHlGvCjvkgEDjKuajEa4elsRW3fQwo1WgNIdvuYgkzeY8nrGHQu8CZ7IMG526YCgD+Y7OZBIzyBB5X6TaOQ6gqHPaGFzRSijjblFE9nDOUAAvx6CpZsPAIDg+0Ww9C4tmAH3QSFA8xHIe8EaX4xYIMELevvJXASuHPmEDlQzGYiGcBEMHkYcRhhNsx+hT8GrOTFqHcgN6aUqShrNy+gFMbss6i6YQMMukuTIxkrLasEFUb9Vp6d79WCjxdBFh87KEMe5qKA9ogLKGdWAhDnv7IXMyKkYd8A4lJFjFwGD8oxedICVEvnCQyJzaEVTOy8YZVXQyuumskQJV0OQEB1YpFFQbwxj3lNgf8NYgYXghiOCgDMOP+AJ1KNA8IlLEN6zhSzBswFD9IAFuVkPZnrjs54DaRcnHtqrzBONrWD5gm5pjD00CG4TCBJuzThqKNigfWZ8sW0LKi0Kio0uYmoR/KEZiyYFvawCqbRgxLC1ONPtzhhAHlOozpcctznw5qEMXbklywvmiRJ8K518KcE+SdvK0A09N9dCB6rgIXjEQnA0B4isPIJZObCNHEYVWQJPHBFcDGIctcOoVYKxb4CgIYVtw1HNziBCCCxo6CrIJfDhLA0fSQ8ArV6VKdpN0FEv+MzyghPOCBoJLR5GCLxRyQUNMGSmwoVLH1pIsOj6RPByynyEbcIMVYWUM5JwIoUDmeKwzwpBIVECXSkDkUBhJBQVLCG1KEMPd8we5nsqrvkyZRTbioEUoTnXaPwg1ByAjNyg1IY5NQvXhuuBhS9WLjFqqGI8YrNZC0l8sWtNdCCkEMYtobdAkx5BAW6MkDIOuYwJbOwbDKKyR5Tp2ivQONgKflATOAbFohPKQFABiyDyfjBsbrvxwEk69mWMBqxjB2ZDYckH0skTBCMmKGPs0HQucB5iROMS/K4IbAE4Q3nx4EvGSo8zKj7OSX6ctoQuXb7oQs6inBOMfnAYIxTQsiTFoBzqYYkci6hfDm5kAr8o7SiAml8ie4U6EK31lc4sdDcmiqR66KTQDPhztiAs/tC1zCAWgLnK3Ixvo484nFHMMLBMwiFm3by6qcSlUvqCLyZJw8jlYWd6VtilRDhTBU91CJ4aCVQVHCSKXBTzemgoY7ayy8ijMkQ5o1IPRgJ6cxUygtw4pSO+6CZH4B0VwSaSgmaYBJaQEjg59ZCkRHvHjDttBgp8tKOWHrjUDNgHNpFjhYJucHNpnkIS5Dkrg754myNZ6q5Ia8J9+MFOHIdXzmA8Z3KzFUgp+lCvwCCeYVQPFoFBVLeSDR5mpQU1dGCEPoc/QAxmWdlsddi2nOJVFgwzI9DBkkARQINHWIJxrgReUQYuSh6O8glUc/KajWd2XSWZt85AGX3ZKsNzbVQ+EEZhhBp6BmsEzircWHnKKCZeJn0opxixdeQeuB+8seBwEW8Q9MaWUyrVA8O00G7Q04RfxSrwPxcO/pBXOHzrM8jXIFDUcScBSdhKCMDJg0Wbg9rILW/5Mqd9QdSAdBAMDmA81HmDEBwEIp4CwqkMHIMKDIoiQsU71CEgkOlzEAqPucuS4SNSYALmIAMOeUsSmDYEoOcHWVF8t5ptrmKlhz7Mtv3nnw8uiBVc2hJYQM25pMj2A13iB072OeQQN3jDzmBo95CwDw4S4S6ZM91RRtCQB7XyBs8SB7dS54oCB6MOx5S2jgncOVMMnAaEoha4ITeQOpb9EYcCb4SmLvgH9g1vZIv8wxBuBusQAFzCFagE5vCJCOAWMYB1wHqBPdm300FJupcmxwl4zTSdN+wJfwwMVqk7VEBgUIcRI+3hBRj/WSjiO1pn9pIdwdKcrJ2qoh5cfGDa4+Do0iHgGS7Whb6rvJHCB/nYBh+RDPox+EIR8mGOor/woQA7AFb4BIIhIWQiO9zmBSIZ2CwwyWYRrX8asIbaoJ7RPgX3+DAkxq9WxAI8CsWZ3l+NT1iVAdBN56FSD8AXUgChXAH08Tl4Jc8GzNKiZ67q0XLHZMF+qnn4pSCcPzQUMSikzlCP3mCKPZReAod7k1yKz5dtpbGRD4YeeM3PEjMdVKtWkkikxhRyIsft6fGBEAwMZmgzRBOE6lWQUI3HoRcnfLKj2CYv8ACJPqZF56GgWHndTmwehuaon6D2PCEe0NwAyIE5yQcusOGXz0MEVYQ/XUA1XbYGAVKzjTYBGnAzBGCStsEvRAzdhAJWwgCsYYNLWpenf0aBknZ5e7OtQQQJ5+R2/lCLB3CD22CRxBo0Jgkls3wx8M1NJQUSH9SRYJAHKpvhYbaPYZUrQrgJD2lkbN7xg8araDpDOzIyyaVwZx4QjmbHc6zxA9iGvIai0rid2ZomcjXyhBYwD43SDIdQEk6F2AqWAJppMnQ9JRSAZn5zbDOrsgmDDYXAMNWdsMUbYBHGQTUivnDGsOwnp0D4oJUlhkmOvotcXP2ThBewEYyuql05rLxzy+cPDdDYgU3KzELqGDXgnAbAFlwGs7QSYqIA3OQ6FNCldy2o2Ff2eyPkneGHUkxgVgWoT6iDDmCbFuCfF0K6IcMbqYZkngizAA1RHLVtYxAiefzBxBxzGzgCwPAIzunAMjHymvjyAZNIMJxLECIREcpAnTc9AJhzvBrQGo7ymK+W6mwjQWL4IB8qgJzPjDYHRN9M8Odt8IVVPssOccwsrm84RkCvdFBik2AS5KV70oVLtjgDj0jb8IRaFAkD1Bm2YGP4pZCQUwpQBZqhqg7ASdONTc3ORQ7PNOAU610ZBIRtXA1BTxDugQLOHQDsQiV0kgXYJMDQxBLhnjJs7NI57zjZS24iaLleN3DNRET4wRrQFwadmWNL1x45g/FafQ1lb9ED/uhDzhueCpn/Mr/b9KcHJ4zKoGQJwlDIGKGNGIRVm4aTlTOJNlFmFW/AqBoSnilUIvBwOKY6UhA3UtI0ZtptyBlfQPf0gCsyGIoQJbxwh1BO3Y8MhYAkMhjiReifdnxoyhxPvFh6SHjnoBit5NbWF2b9DBfxAD5GIUSUcWRAHUNRKISrRqLiCsU8ZwxtFjepVxpOGOcBcG0blkkadhkQ1q0xXKPj0vE0MD/ZQ9OAP04KISgBlEJBqGOpexIl+e55S6PN8SCPb3qGUMWTZ+gL+bbMpLpxxmDhi2y4dQUsEOYdkElnOEijK3g70uUAI4Cl6FbyBAiScDgYSW8YWOTvTgrS+OhOoWKp4RgGQjtehld6CEMgMdxr+uWWihmDAifeLQWJUx45IV84gviFGt4Kz+YYasHqtPAVlkjQsVwz+9bN9iIQbeVXgEpcywbmDbus5hUa0uwRUvI4YaaaIdOXB6Pj7Vk9Q75Elxz115wCjk3U8oCPWYRXQBB6Khk+KOuLK/TmJWayNnXqiCfOiclJCkW/8IcUwwZ8hgf4FH7pCicUdrSk0c7UBkgLKfaCm5Uh4RI0U7xhURNDpApuMAAVDQsh+TofpoAO5ITIO8RBCddDnMMDeFjzhV92oRkbAH7IemzUzKYe1Mx+TmGyYQLsdlJYxO1zRIbWE6PcchjoecEiJtIvX0UYzosx/UfEyev1cfNKAUK8Wx4Y2hBzczSDS0HNxgbx9VhF9ej4wAei6B0JsokEGdpbYUO0nmKV10hF614Smh5VKqEqGODZjsI1aIUqWhgGZdhU/PS4IrjI+e4OWOspTep1xuk14dpA8rr8oxIm2hQCsmAfm6O6cW/7e1WehUXa/JaSgfdac8Nb9KWAzpKT1F1Lda8X49E7tFHo5o1ejD2Fa00I+3wL6wTRixNCj+uIFMOLHgu0HaRLchcWBsJ6JLr0atTQA/AHAYnGXtgJPQt79EIAAJwAQW+TUU8PyVz6dro5sSo54QwzPSh99ErzNquUIDrFASA6z00OPVIYhF4LepchCikJFCYx1VsAYG8JzP7DkPqZYs54Jy81wH1kWvRlXp7fuyPzazrW/BKhl9Zr0oxO+zFEOwiD9nqdLApd+BXCycIVvWwxU5F7of+yJPjrY6kn10cvm6eXGlc41aRX523TaNL3Bh1QsJ68IhRVT1JC4aoa4ZhDPSvesrEUe4lb8rIwzUbYBOcqJ2N4IRqoQi5+f2Mk6L11/6QwFs4V5qXRsnfWVGjjwGbNIeTbILtF5yXhm8VSlj3iGwrrRXEt3DTVk8Iyy1kam+2BDE7oZIGegCyXhoz/TyxPrQU0TFsZVKpozhZCv2dhco9phF5rCUIpcmGBJ/93WLr3hCBBeopFUPepAcF5ooJeb25Ij4+aQh+vhUtu7BBM2nYLVilbPTJw0PBt6aXd0LJFzh6JPT85MuHrxusDLxwi+RFqJPY0NYXeJRtQGsLaJUfrCntAMhN5O+ZCL6MgLVeAYW0KN6DqOb3uPWqYlRBVbQc9znDCOHkKAQHziBAS4knSu7Pz+gjuKHgQv6aWXjrPxZY8L6qFMMT21OgAQvjaI2DnC5nlwn9+aOENACim6hhJQ3cGsPo9HVb2pOBmKnemfCu4+MALUSjOURgEcpVAxeCFS2YKmwi/8UmV/VWxCvYHZoxeXOEEy1wsXw9KR6Fl0a6Mm7N39ClQ3TPCkXf6ZY87zlaWePCmD3680LHHXx3SwrbSmVXv4G7PGvBCsx9RWBZ6EjTkYcCwl+I0L4+UPyt9dF0f7WwFkUj/8UiQl0JsbxJq/x3ZsE2ZQqjuUfDMu/J5QVLsyX3udUn9pXr3kgpf5gRR8nRe5dCsdufiN39UtWlhuIy2+KkxN6j5PS3dPy8AsyIUe2XC7LM7lJuj4fKe143HtMG3J3UQ8R6htdCWjRzgyApon5dHAXyCRB6dA3tFpgCTluT1MeVRydtrkWKPzcufHAR5jkz2NOHklSrZ+1ORJ8o035g6+kgYRrwT9LTJ3g1b9KPb2PMFIdlfKqS5rA6Hzmsz8LcKyncgaCeAB/cSA2LyHiDlnhq3v1It77kDBjdKBw6kWaIkac4KVlsoR8o+L8qcZEYt74maL4UiTDMr0RD9lyFtDwn/C1FhrwZS3o2uPC00e5VKexrmv84neRdqzGlCiZ5QBAItACiv8pm7MS3oaPh8Wb48Mxt5gnv+2uS5QcIHxrmLpGHSGVMheIsqdGEiazy4Yj/yf2vivWOIhbnSq47Oa4Ljfi8fbClef/LeBkC+BUj+msjYc8P1ZwOB3hcFeTQy96B42PPhtfdiM++zSFfggvLlonKQYhmSxhOgMdBwYyKejw/I34XEvKIMV/Iw8Am6yNvLylvaygPr8C1yBsMcpQwX+M+v7w8xAR/XDJdBnSGbFYIm3/Nh9len+IfkabuwazGD2GND4+FR41Oy259HP/2yDaOWacALmFOMEl5pJMT/EVnbo7PjT4bj3ha8PSVCHDW45mmydSwW3G9Lv4AZLlnyq3hLawmEeD4Nbs8pgHXeipEFhiHsis58YyhrQWj8PMwmpGayYvCJLvjb9JJ3V4IP0S8vC+hvzwsvjBsHFaFhW/Fzwfe2MMg70IcXR4hP7Mm8QAaIWYmHJ/Af1+UfFwwf09MfCySbA9eXmUajAI03pQQf0GpHmxt6Jhsivn4sScLNbhTREuAUPN+PGlwzgAC6Z+CRN4gP1pYMWinnPJLzfyb4XxUUXxB4D07SH6YBvhChi2dbeXFl/uY6fzKQO7940uRl1KujI8e+ZBeKmp/nBpZ3hcWnGOcrYsvOpiLgCecDQpAnwMVf9gqfWhteGTp4pm7wmLzg83KDz2rOn+Tm3wLPWU2TyczHKOE/AqR8DuT4Ul/5Fbm3/olGhDZGg6DUKqNmvPPCl/9TjPt7O7INFVdnIK+cGi/u8AeAla+E4DePKup2cocH56uC8je1tZrETl4UDT5JVQJyoPqGvvzhADdzGBsTtJUljDShnTX5S4kNnzdhSh4Qm77I562EBguv3NUTnph6BEbixvP7ilb8CRjluyO8cj38U9PC+9LHNyaKj6wHHhcyS8nJnTPUhDf7Y0WG+tGGazJQ+78NBS+GH56HHX9Pm35quvi+KOZLRc5ZB4gKW7/WHLNWHeQmcoSP89VZ8euTho/Fmy6/LBVAf+r0ZXW/ZCuxQwWTwLAXrvBKpQLwhawe39cFtbnaxJiJSGDSeJ9W+gpg4PtMMWGTzJ8EKn5fyPD4zPExuuEzM2dWscbXKcWgaIPUYWUUshke6QXK/ynI89PzAG8Li68rC9APPHjgXXol03NoVbjREdDHo8PGlfr0OPgRWYMnZAAfkrdZRBYgMwswRlT9Utt0TwVxXDxeCV6yOk++KXNu7eABfl+giZnwQdoOYmOI83Vu8LvSoa+LCh4JQjJKdvzovPDj8XiXBPhiOniFeX1HYn5BxsxcLI10xDUo0iFfzGQtZkh4IZ427+faxY+KKxbfWJ+FKHwn0PpnHTSOwasCrOyLEN65QTQ1FNTF940i8bVZ0QeotH848WYnJs5ovDspfjru/FKIjvlBwc4bIsS7xt8R5yMd8YpVhcdqZ67xgm/WAGOK7BfCta80qxcQAtTtvATQNoJ2TuDMAac7FX0/btin3cBHhczvBmbnXGM5RzCzQPoJoAPXvPyRl2QX33fqAc+HmJ8oDz8MYPo2bP5GFNCrJPBpfeA9aY2ilE9Vbnm8Jli8TY1IfjWK+DoIPFEffUliwoR89Vkh9Lvg2qXqrPYwuScvk50vjwq7wbef3PuFSNMrf0zMJSoPgAG9zVxyBBJ5xB4U3zdGCE+xyA90rm8wjd9jHmnqN4qfpoi5BWKFHQLOJeeLktbno/SpDV4fH1Y8tx9dzI6bHnVE4ytJnjIe9gPKn/6gvJ/hZO/6wfOVMFakLMy4+CERpsyKWvd+Birw5eGABxfwk4OchfxQmQXzNMp+3a2Ox+3SB5ww46WIyMntDiThRdga76etQ5qFic0v6o7fYJg2zp45LOQj0Cz8ORsuvA+wnNBHand03BrWn8uq+d1x2U26nlvIkISWQyHpt0dEzkRmHBp6Lk/FLiNmyBfOZUivtJGAx5yZ1INLkn6OT0YfFwh9YmRyM+keUmLDBgMDAssNyeobfbCnlKHjtpgbaDlHTb++uEuMg7khob8q43pNCcHrZRWkq6yM6m0ZuZ8LCiLHmMDvKnWOQKpf0BjfmS9eo8uyOQsH5rjGyMVUu8Y3vSTmnvdtNoVnJMGjId0G/JyGrdwUOjkzUnJnGsi1vu0fJhTsxKwIWA7Nl9yRCnKefe7AnF/WmhybHH5maDarh0atREKVljOzMfeX1ydklHsCzuA8RdWFxsM6kuviRG6Mihz/+mkdyLFg8GY7hJ7CDTctBAFMNNkcGHrCGJOX0yI364CzZV9+eML57LT1OakhJYPkES/HLIeHSZ8i5RKQkrkcWXNgSvyIpvq++JhLYpJLXbAfS+43P3V4swTDwNzuEp1ZZeDnfoyQs8MwF9l65uyRCtzvp+YQ6D3DweDugOQOnkOgBm8DkRyJC3MaNOUiu/gdoNFHoozf1lhfgqzN6jrhGwCNV8stHZlrUmMahSoHJHJOEI1cg0+/JSNzYWPvBMaok2Fx8mZpU+imMCpcTM2Dx4PB1/cG4ffexrxQED2kIrxwOu8OVQeBbr2cjiV9ZizgDV72fQdsWRKbY70x8wt9+6yFAt434YAcCFnOqoqLtmH0P39kgVnxktyaVQjTnWObP/dlSk6RCi9MylyPV7m0C7OTLkW+eMLuuB8Dyv1Bhpj9IhXNdm47py8OW9+lhz640m/AgTlRwTk3QjwnzLlE1b4mVH0xgLCoA5XrwLSlxKjxLR2koOPisM5Lhiw3EqUD3rcGhIegSNwbqT4Tc3uevCIqdz8JlKOFIVpHdzFwuEno4ctZwJuplJDxHXUkw/vYQPYVVpE7TOwLE8sF2DJHsaGBK2/I4n2SX76oV3rvSYfSm9QjTNVUcE9zZuJ4uiIMc1uQ5MKyyEnImlnZ4HFQFES874iOvg8G+k4nZ1YOKLhOZC94H4vUHWnEuXm8+aE6R4hjjvDKXJDQMV9bPAt0+kSQFbMVuSeNJ9RgzjLD3AgveH8tYCpOucAvm0kkgdkoE1HHOTGyQCRIFxUWl0SNHFfqLVsEbQ6H3YvA009T7iXwBqQNL3enBU9b4Imkds9jYkU7ukeFHppigd+9OHq8yVY6IA5xWlLMXRDyZ8Jlah/PTMqHc7O2tGL0dF1Kckko4ua8mfNiZ4udAd1zFqY8N8oDL8lwjsvNwbhzl8eILo7x7kyX1EvBVe4Lc8+SBOY3nb/bE3XcjAJ0VkLiXITKKSgyo0bN7/hFyTvhTZls6lZEM16uPV1gphdIq4mnR/WdPXQLwGBDu6KGHb05VgYeUst7uapAOgFOcT204tpkxT3psI0E9TYTIjbynBDIuTKdXwJObWZWrDv6rsvYnOnlHBMovK5Jr5HkELpMVrwDrXuKd7AneviSiklhAI7SgQFH1Po+Xloi3R0EOQNrd23g3QMvygx5+anjMutmOymCHvBJEK0MMkOZTgSu9sMw+XSjRXTZ0bg0JeIo7+6mkKEzUCYOCRD3x+fSlhIlSp77ghinIeg/+RCRm1CRebH0zHRnpBnUJVA9Pq7PmbnXD3NgusTR6LvrVGB5WTxsEFMtO3Q0EtB99uER2PM95ZNilhL6BN8BIaTTc9IdJBj7Nskkb9GX5koVQvXaH93TnTp6OIojk+XOTOP+8Ca0V1LRYECIusAeQFn5JJ2Ux1tyQwfmtGFgaecPRmk6Lo4tjsgEugdPuD9TGDZrGxCnE8ClK5JwdyRJ3JprHIsQdE8Q4/xExGWi+U44AfOCpAtapDEUWrNIqZzgg46PY2W8ix3p4h6BFoDgDY24M5GE7oKEzrWm7rsgfNCicJHItxzo0FtkXE/XyueutQudIKaeXIg4OQid2QReegbeVsRYcLoshPmAlBnzklEb8F0HSTqtx7svG2mXLQbo5sw7gZzO3qkHw8vbxgZGYKnJNZPg/R2cyzgUe7aon9kso0ITHRdFR0VAnCTjHYsacRO+cXFI4rgcv/KbZwaxOeplpYIQPflG5A9DNT4upkNXatnbtpB3cKfn/UGjwdewabTSErSvMzB499lGysVK1Z0XB3QdotA5Yt6lEt4xjgiSwkhdBDzfFjx27CmKRpxOzwAdHxO6PGR0VmbEjdB3JKjANp5G+2efKlIsPypgNDJj3olI5u+Q8JnLJvHm74ch8J1gaZwjBjorPzogjj37DoI0LeaWCveTDALT8ZDi67RxtuLQm/nHhT0ajg+IO8mquDQ5dEEIxEW5wdl5ixtAZ07oHZA6dWmEn/i4OVPBCuBdYJTViEemshQCPT6uU5MORZA7O9YZ6EHrdoLVhtNVqHIXIqzOSQcdBqA7Mim6Pkt3ij1mIh2tvVMICrAEGiZlAWx/fFNqyd+tCO2OvXKjJul6tfQg4YxdTdiUzpWvM5yrkTUXl+hgnsyKM/OIgtregeGg81JJZ5mmLvLDnVpRnFlhVnDGXYcLdEQg1LlliZNQZW8lXM69yazhrFiZvzTg2EMsUXA6HFbuDqHQ7WC8s/IBx8eqTgoNTgwrXJQJPTNMaCem0NJmRXpyyy6aMKJbhK8L4fp5MzI70SEWsAiJNPQd5A4uIOjr4+aCZg56AnRLDVheMAIx5A0uonBKJNC/eyRwJ6Ybsa11LIDuGtypG4ohhdq9E8Sru2ybQZwKzS6WdKneHYhzJ8EEXZq0O26Mj/saM2Iq4Qaio3C6KqN1cnL3bJOEqyqlhzeApeacHjBsUxNsv46L0WFJ8YRH3ZGnOyDu/OTMjK644gZYIhyY3MQVjHflaPwdGYm4B2zulA7UZRcQqTS7+3JTF+MRjo7fFpLRzE2OdA1XisXuDQg4VtO7BWB2dLr9U8jglwyRCCyJmjxiRCi/znVLnYJvneaXKzqrdWxewKH+zTPkMJg5pJbKdmbQwNk47UJ3TPueEyet9JryICBsPA+B2N8pIT2ZDcr+5ODHG6DGVovtSOJNkdqPg9owd1AbsmdguuF0ek7UAShycYp4Z8BHHRNXuzZxnd6X3RYEfRNE5swNc/qVQJ7kmYF/soYV305B1gqozI7BELs0eOpq3HUKYPh0M1A7YJVOUPkEvzFOpqPL262hQToHDdeuTJ8dFAB1GkwTKFgcA866OEV2Svy6pAfAmUYRKV+oU3I4ZIcm8ozu3NttJ1vLALuwLjskiV2XVvaroSzeoQykfLvnAK/aBHs7Ig7siNiAe0VipISRHReaX4xp2CCG0vC6J7UZyGGX+dAJpWw3e9VZ4BHHy2eXGNgLyxCYy6jhIL0SqTmhgCl5jCKdt1OkUEeV1eeeZDuCsUwwIiVTHrdnkR8FAb6dCVMhCSjYjWBSBwXTbsnzvUBIIsBrKvT8ACsqHg8JUotWNKWLIrF0nRz9a6Jo7Hrc2EwAL/cAM1+0GhvHZ3CERa9BWtlIqvw2BbEweu1HARwUrr36KHOzcCmj1a5c2VgQpb7LxeMlmsMGtsI2a0M7h792imiX4m33Lry52D94jcHXR53FL9aEzysPHDD9hOJO/5UyvxZouacEmuB6b4TRakcqbHjNyKKd2Q07GkXsWiB9gTwc/yYX0WuWZnaPCXYq97vr1vLAa1OQD6VH99tJR73mJuGphE71Gtpf3WHejmP6Zp9+qdFrCYTsKrEc145TUavpoPygPGXbxBsfrYYGBHeGI495CoMHGi6UAFwOD3V02GwwrkweXoMR5A/Y8XotIJ16LS7INiF09JRpULUunk7AJDwMaUkTXL/W+uWLzGR9AQEQ9BrWqC7HlIdi+34EJym9FvVh93BNsxvlgIDX/usfaElsOBNA9ZqQ62Y1XNOvYrZajYWLD6vQX2pIIymaTCx6f9CgowZI+TWuOltL6+S2olkGr+mnPVQEAry25sVzJ79PYc2VXmvy2rmwAwfCa7dZEfdlRRjgNc2mN2LxtAe14Gi1IUp2kvNewyXwl778wGt5nHZMSjMPD1dbUssWXvc291pv2A+NYaHV+CTtmMzYrgCGBTz346dOn3YSvajVukDCcYLaqVV4qjNcfafoAHZBVYye8grk+geWh8uT4PVaBO6eoUftGbs84bUlrjORpzBzF8/C7Uxg2Wk61tHN2FbwvuQsJSdaLRS207C4ZS4Q+w2JUHjNMK/OytmWkJn5nGH+vGWmYGAIe3BozQxLz2YAb6NyOPNzS4bwGg28HcNPyx7V0gZGfLOHvCJ+VRcavFahRx0IzZfTmj0RC65Ww5Nh74legJH4bCsMbPAsbbxoNUknr0AKkI005FWrnajzd0JJXwAzCAyqk03TYQGiCRCg8GtFF+zkkl4tid7eEqOAVmOd811ndBvFGFCtBuStjk+kXdSWjZaV4Sm54IHXXtM2CqyLfYKJGZhTgB3l1+6PgfcqrAyOzYG3wcaEmlaTg2T+ru7ZY0RevO6ywAZNQPp9fzK89uS0DtVNHefqXtEj9YEqN+EPqLtK3+i3UcChVtvDMjdxfZ0D1HjidoyTe8QVKO9F5wPOcaQ/sK7+J50iLSaNEdpROWp0543ss2mxvGBi3cZSA4xWm3Jgjz4i7RgpFGxD3IFjosf2aZ/EmYI7GspBqzV+2nH1utYGewoX7jsDy4lWU5vyd5ADNg1KUK2Ww/O5qXbbDS+JVuOAxY7AhUdcHNpb1NghHSG1pw0TjIGzBNmv9kXIjo1wXoJn3kdQjbwuxoArmoH2dPPl2R6IqCMFg6OxZKZCQc0XBdvM7cgs235+bMxpGcBFV2j6/DU6P2QStdZgxsivoQZ4JBs7tJqTGF6GSOkLbzZ/jVXPjkLSLOUtCNcH5ARetwRLXRRIOAsTZtYenPMYMYPbOYi1kSoqsxUsPBqOj2lDweD9joGao9WyXtTZWZ1Zm5ThGkiAhNfBGfK108R9TwhZbx6dmuocPl1vqul8NkOzb2whY69wIajVvGnGmvSxdUVsxiBm28fngO+e3lEdYbmlR6Mk/FpqKZwhk1d6XMORfui0WtneA65F2XT8g1azoPdjTRa5Uo7I0WqBP95AlhS9DrIJaeQdHG00OYXP/WUfLkoJOLoJu4ndlJlIQZlWm6CArYzLU+KB2Sm+kGAgKBnoSDErYBRedq/2QwSbhDUPQbpDmx+/tvpibQ+NNTFscEay/AaQQKvNyM4XtmD9pZ8KML0IDmQLSRp1ZV3Ys4WYgsa2xCbidR+pq5qjvlqtRsT9ym/Y7hr6oNU8M+FiTNj6yJXdH7t818cXeQ/LpuZgBMCvtQp5BqxXXyE/TVrNQZovvGvBPW0b1Gp5Z9gc4S/zQAU2VKWDVvsSg9MMsfuPyBkOctVpdgqwpeF4ThGkO4qBGi+DCk60poE68FNjfzUNCdiigOjEaA1snL9W55VtQA64PDRcDSqOmVXShobT2j4plk6m1TD5wOkRpGl6sLLJT7OSoq1f9ALoLVJsIyM5JKIT2YA+G8/uME5P/ZBqEEzF3Ab4C5ABTlhn7eFqTNhElXmbSZ6i7w6hk4NckdEYiP7ZCDh+5qgc7lqHHlrNDg1uass+HdE35+ER6jQwAdhQOL7hnyJvzROm1bCnn2B0xBx1QlCnwUH9sS0nvk/E2LSagSO2SC9wKzjZ4ry2DzOs8yINrk6Lkse2Bearj64A9+DZJnTBWSL5TzWNGsqYFtiPL1F0p6IGrZPLoFfjg0HKNxUbmRJwclwdaFd5Pid6SHm8KeMBIMRpPVenZ3NN8nsOtBpcC6538bun9BX57g4Bsp2hJs1J4MyzcTmyDfECh/XwmURlvjQ6ubRaVRk2Fm7bS0PIHBomqtOEkP4gYo8ZyUycVhuq+5baWTJPSfqD4YoUn8APypmSTBadtuTuud8vs5tWkk4jo4MtkxROgdd+gQWjT2aK8TLpLXCLUyQe+ZXl4TBZsPm9vQktGeH7bGsj4H5Eu5CawEVebRkAksyjCO50Gulbm5FqZyLsj6YBAOkMqoBHiENAm3G7b1Mg4T3v5u+ZNkteMk4kvXlGTdVMkAKvln0A52bJliZIYwmi2qwncHy3iRn+wMgLnVhEx7P5fb1Wg7JjOzIJF1XmKb8GzHSVqFotAAy2GU/YMlA+HwodMwauoU7zYgBuaG8TBvLmFD+DOm10sCpLCu1HKePZJle/KxNyPjGEg06TET9AiQCzC6SsToNxwDvVokHbl9Y8gM2ImcmFBPBbmMetNYKvcyqQAobZhAGc3XPGM6dAPZzbVt9+Knnsn9wXHKJFDnakib7ieb5tn76hcW1TsHmlAg4NzfYAOjTD6JCo0zpVcC2eRbaVBvq7pZgcrAzXdJhbz5bB6Q0LFxubNH/pBcEMaqAULIcRWFeCmJI7hfy8WlAPOCcttidk7yiAS6ftKWLjoeaNjwy5qKgtkO4XFeSYb3Rh6DQtcx2OdBkYPM/mIuvjlsiZ509ZpwEh0uPqPL2CVgheB2aw8Lc6aXQCTLlvU0TQplu8dcHzU0ugzEkOLOm0EQ62J+nlnEORUqcRHm02RxDn/uCCTqs0wl2QSNU/We2QXoiL3CqgMMg7Zdx4uAkz2pIIfGOs7ZYyI/lulDg+9wWL1pYI8Ww8iK5OwEXAMH9ennmesgV+O/3xNoQG25zCNzyr2/FFjNkH0RmdVmfiTQedNg5N2LQYPWMKKrMRDYVerSMZrYhZJhNB0vdpWigA7sijpV5xPFsSxTcr3LbDBe9GDQ+dViVHJ5Ss22nyZGmdXMNwQRgBfAaH0beZIH0/N35zGRcFdBoPOW1hF96AnJiJ+u52Ezy97+rI4ol6jV4ShfFsWLb82IcHcxxBKp3WgfA7ZQVQ9/SC+dqi8KYaJUwp5xRR5N/ooAWQI3ybY9cWocs/oPTObx4/dVqXbyp3yMxdgKDotDbDHXf1M6eCCaLTtEO2AF60/XDzhuLfpryYHceYmHuglm7fPuRoCxDaBkLbIy9I2TeWMHoNkazhjxAewLHS2rcREfpZo4v2IHk2N6tvoSTeSg3sZ/uZ50QKOq2qSlti/H1PBjsADznAsEC36D0yQviP44dP02HkSU08FtBpOCxnLeTN7g9QfNfIG77pZQLfYQH6bT+sbx0QKTWEeHNCJrGEWVuXwLY0ADMlHtKOGeLMF4XGF7KknB7cMtTq35qUftuVF/1AAzCdlqG3od54i6+6ZpyqvVZIpx3xThzTUQKcZvb2bWtMtFXd+KyQ1p4gsYlOE8R6czwwe+BQZoZxQ4zqm2EdIA5PoTTwbQ2G2kgo/YAFRl2nvYY3Cy02ECBBMx3OIDqtKbuXIo/mJPGiTjvKdBMa8cYHKKSU4G1Gb4uMnGcFgb0xyAcwTk86Mmec4ouko/8GQ29mpBPcPpYIfbfHFg8NAwMW0ofv26ZGvAXOaRPDpX9yAMG1dKLj1fOixjlfN7eTpGPvlnTn7ZOozc7BHrBnwczEzKlOC/Clja9hwcluWHI+TciTHuGMlhfACCEazYArh6Bi8NMsUL2Vufg5X286rQLRmx7mkjdYVMnEt40hvmWizTK4NGZRKQ7kN81m5uOkov/pRVKvChtyni1SeJ+++rfJrxsBbv/kEvrKqATT3tCRyDlZTFGNISTg3cg2tK2g8WBiTF1Kyes0P7k3OxFvWXXm0UfAHUNDi++qIuEcdFDBf2Fw3zaX4u1ryj/gM6dLvQXptK8hWRoXuOVt28qUtnm2dS1qLvC3OKjNBuyzLwHh02kMGvSlFFt9LbSPVoFfE3/AxIGn0UDyb2mIPVNO4ewHxoIUzwwJ/HLxhryHZ/LdHNu8ZX/cuEL3iAJdXYjKj0a7U+TtQeab1aOYhCBuFTRwoyD4zqtRlGg0VwhYDeCg16pvW6TRdkSokyZB4oK/QfHoX1JkXYtLA1JVQDLehZjJs5y0/NtSlP4YBsL844oHLYktCd44OUX2seDBu63wnH0MSZoXSciQ3xZ8uRmI82ZAzw1HGTc/KaQ4AGO3PRu6YFaSOQ4oF1IsHjDwPzlXMpwFMN4NSZj+5qTYk5xotYR6H3gbhDbOYO7v3eBMzjGUvNvDEZHvCtHkoxGqbFdkxfi2zba3oS86VYYbq4O3AHbeiJK0eXe8l4CSLnqMS+cHIbh7PrchXqS9Rx0gyZ3Wk1r6MVcWe0kanH1kyPndKZlaKcgNvYjkwI+RIe4lTvS2dnAAgVY0svRjYhk2TBbEf4IT/zM1ZWBUphjRElAA0WZBfj/Grz7qNUuP/ZjaUlb5cH+44PPdUhLaC8Kdtvty5sccbHDTgMXV0WbCLKWwSKNtCdpTmqa4pYeZLFroukUfP6bUtecYhzsMUP940p0BIPyY4pI9Y5H2mJOC75aegeF0BXWnDdUfY9x7iZM1v9jZBExJnx+cZImeToQC8GQKIrhpmdLGps0N7J+BngePphRDj50q+QlAL3Qanhi3HoSfhfKka5s6fNkYWtLYPUn+9WLp0+6wbD09fGwci6B6rO5r1wFber0oL/CYGKHtVSMOJsNycnsF8Ng9R58leEGPfZB8WKo/1g04pG+M4mhtIh99VRT0YyFmfIMFDJ5qDpQeG+G1yZQ52kxqPDzWaenmpftETqbsDGra9BjVmD+C0/0gH616DBKEVGRqYxSlbyvRZ7O6ceAaIHvy3SVvdNyjltZwc14MDoon5SAEUI9toOJW5muz/g3h/vzmnK7eDra+WBsuD6CCjudOIsJjMuXm8ULGjvwEcwOlMUBS/VgJrM0Dq2hL8sDxXSSpsA4wIhoDiyY/ZqJr76Ew4xkIFoDHVEB5LErO12NdMRuDDqu/jHDG64XBFA6ty6EpZwx4sh3iJzCm2WHQyOgxtO0zKcLpT0KNTuOichN0sWUcXI9oAgRMNqDRLYjY3PvombdBtOymhuvNUNleaQmgHjN8sJWkXm4zdkvwGOkXtw5V/uhLbZsZ0KPHAIy2SZHjxiDF7IMJcDseeP0uECx8FAurKsrhy7fVuNurmW/f9pqFx8h02Upy0MBkeHGbyhMy//SlDR4z0vVhh2QbTxMBPfYdPigRssOOUzrNgIrHAsFjBwEFo8cgjHED4/dyGM68giQSYC3OVNBwMqQ0AiQOfszw3WQi28rWAM+Buue7OzJoxKoNWoKJuRdbMuVjMJ56DPDEtiLhBF8lAziDgoZA4fTFkMzYL0xY7Q9pUHyXRwa4LTGB7vBgxI9952xNGVQ+ckwgTLalwm1JGG6fEoHf2YcHGIoVWLZ64BjQm4xYT6Z45PZ0NpEbb3rVAC2NtubVbcQKIAlkCmo7vm0m23Fa3+aDOAEekzLg86qGbDw2sOgxGMxG0ZT0eTxAYTIDRW6JVY9EmoerBkSSFssSt21Y4fFaXFvw2JrBNjxie4/zrxsgNNRoUlY83FudrccYvL2Wgd4ObWPVYnK8XFItSEBsyUCPzEzK5JiJoC5wtyKQc1fQtbmBbd/9AnEOW7TIeAaUvg1KAe5ugDazRijTaF8xbjAS3UynnnAMio1mjAbpCCwMLYgGDuzKRfBjWhxuTTC4cC6RPOYAeUvmZ/SkLFxf6DEvqz1FCoUvCi9A351nrQmAUP8oAPJiMKLsDmqEewZfnpExPRrW92NmVneHLAJ7hmOe7/KrraKcrEfHcvyYGTxulmNV0GQVlKXf5mpiT4Fr8I1xB4SaKIxHq+bFWoBxQQ1T/vNOE9IdaQFSAbkldGfg4pOZsODWxrrB+vQPRLJkS/bFuUPfbL/Iq8N27I7nVhST8TCLCFsyJCt/WORp9x5e9FgCy5kJmb4HLKn7Lo8qjsEKgfwjVMO30Tmap9Tw8J2h5YW7qeh8JQl+3KVOGlpshxm4LF9zavJuo0d+7xDMHg2z1WJryrxOw1L8MAcx9tOTRS3mZGs3YR5nKz9+3y3FobdnrnxO7O/RfEh9vWRJe1TJbriuoJTBREV4t6Myj+Roo8N1efM+wOFGL3giwN8QsH5alXaW8ibL9bbNfTdJEs5peUSmI+f6bhGozKyMcfiXKjjfpfLldQqKOBgXgneDlIFNwrGyJL4b4YY3L37kGOfdtlazlZ9C7Wbxw3dLk3BFsSn8QRDUu6EpeaEnHTqdgB86bQAQPrVX9plcSqiSZch+JGve9uax/ALFYtCPrIwwaYrQHzNQt7tmGjaQoSTfDaKoymOIGz0q9PhkB3g8d8EePWYEgGthD9wXmjmgShYIYzvBtpkDuGD87o8hOtSsC/M2KV7sUml+QMX0O4OWgFGhHcoOxEBoTUoCT0YEaP8YDn80RIkqGQUZ24p2TGfz+qHRylDYQnfKXiyHoSrZtrOb5M2YiQD0I4iwkDr9xSYLfGTg666ALaHF0LC9kpON7xRbCi2GITGWjwM+WYRGJrHW5wHt3PArCiz0TzQv4qzkgMUy/qRq5wGz6IHCyVasVjxgBcEZDBMkfxjmF2f/WsheONM0oRgtnxcoJDSRF3EaeMDSL31YWTgwOo4Oi6+jgSUjIKsH1fx93aqG/zTCgotdhRFjAVDpTqnMLVZQgbebs6DVSG/hYPi6SxRoIjXkBh1fh6cpL1IMgcE5DA23GCvnqC9+VWwlMD7EWSKqMqVXPaFP8uvatHZleKSAojM7z97u6XLvGIDZIYlsiLM+hsClOoo7ivH5Pgaps5Rfjc4ZyiDOnsLoRlxi3m5DjjjrZMkJzBk03ZyIz+NQR9SNj6FR+b0EWxFiOihGka9jimNs6U5SJG8nx6BNc4fuDcZYOn95LrDeM8/U17SDhhjbYVVz7jlRDXID6+2cmPYF4FeQwE2IuD7dnLJZRVmJTjlmGmfT9OlSSYEvhtQYY5EU4VB4bPQrkPw8IGxSHjWnGjtvx4lop7r9urGxfgACkBg7Bkb3VCCFiyfDlTj7tLr3MnC7pgO7OBsFE84LU8MvKwB4PjadeUuo0HgCb0DbezomqQIUtHG8AvHrmYkyc9Es0RHVdpwlnPpMJCPmQNDPOPsgg77E8pP/rAjfbkbmkz59Cff4dnFR/6zjxTNUNcZYYETDCPz4qTPVOGuAAr6N4OgoDImf16UFHxYxuw9DegEgRt3ui1ucnbLDqebKHMHOMc5WvuXJkcC94amnf0q4irMZDrfeLyjn1ITxfEeWgNBpxjh63q5K3u8u71UQLOMsmflUBDyEGfh0L9yk7OweFmckxjYZouyTYy6xySDG8nHQ62xAeAMdvDEWTBc+N0lCGyXgvp6QmIfMyjH7iLAixqLp6sYfK2QeaHpvl6nUxeyE9igEEuIspi192PkKmSBx9oFnx+OC9QEoysTYJhXqkHHEHgNeT2bjy3EkM8rPkQbF2DxDXuZ8YdcSZ/PcnHk9iRljzZzQk3Bk19AmeclMsjjbRI+NKNqvz93b8dHzTeO70z99jMZZTSiqZ24DeCcCBs+34sub6XDyFG6UiLNQbLxaojIBIvp0kk26oYgau5WEXYxlI8cJtzLgMGUUXg8bZkc4tp9p+5ugenEWiZd36vKmk2VRE2NVOX8vzu+FfoyIsapePtA5PTYEXDQwrv/8ARlnNXsMZnLObYQUxVgnXh3IxEJeAwd5O7guWDz12urq31GpdUlMwV1j54mxYx5wyCIleEYKJa+XlwmliU9uSfF6ILDMYJKIfVNKUpwl8kL2ItHEM8WUPF+khVPM/aTwM84iQLKZ5icnKKP1dGh2X1Q1Lu9JZ0Kc9ZBBzzKI3dcUvronffPKu81W4+LsfsExhRSBybr4eL0KYji/esv74+/s2MwuZhDokyFyxFkvXW5xwAyPbGp7vjTuW7bosjkEAomxriaeiIqq5y2REWfNiOZurOUz3wLEWTF8cUc4+4IpFXG2AAD99mKNJ6Ah4e2gOvVmBC3J5Jtzqq9X2Nc/PzkXNIGAGJulgXca5W07eyi9Xg4EfFOEcxdHPR3xwIM4OwhB3pLmhBeuGj5fBDRJKsgf8Iye7gEXFnR0Awdf/q7CVg+KjRnV6sI7ermKsyvo7C3AA584K3fXPwW3vh84n2KsmAveCXRA1cPUnNdjBd3bc8WuwFonEFfod6OqcbYrBx9g54bXhar4vTkp9OzU6ZpUYsxtZajEWS47HNMED5kNAZPX26NjT6nhoid+8Iuzj2g1RI3wzlcxrwcGZo8KZYfqcaGPsYGIsUOE+NNUDx4WGuD3nsg9vFnXseTS4mxMQGtJLHIr0RlftwcWM8N1jvTflX7ZczLRI8V8Z++OsBjLRwh/nBJFJg0z+72oCLMdGkEPyMQbZ9v09kjD9F1lqFORlomzbPJw7tOXT0Ht+b0ZcPbg1HS6F0P96AhCjE2TxeWyUHEDXJp+LzN1bzP0P/l8ZSd0dGIsLhHgIlFFbJClfAb4uTd+/zOY9X6bRXE2TQ3MR2pT823VPBwokF8KVPy1HkgxlmtpB0c06LQVXg+HVwnn4grubO8jUCKe8RJMnA1VgotkvVrRQZOHw3H0Xao/nuutM86e4emtLB60FmSEh8NaALekB5yDITuUjM5fwmnG2TqZsIU7WJqSTJ6Hq2I3GsY3d8y9nlGjlVL4NA7t77JY1YUR82xZJt+BF7g4e4eq1VS1dAOxvYcL0tIdKCj6tsgKMfbIADg5S29u4DYQGqzv9EInzs6AgwPEQHpzssvD6Yn3BzhjeiWVojhrSOkpiBHqZqASYqzpGT3hs3CyDGdfV4XM/2my7j1qT2Ls6QndV0UGxnNj6N+4ZHbCOc0LFljGWRMn4iR45S+hL//Zp8dZRUDULjw03WkD8+Oe8lyKacKIMoXHA4ryZmSJ6w0u4I3p546o2UKFU4Lw+jwxrp3LDdt3OVARZ7d8vjHrxR7iYi7G4umjFYcEwbOMtn/7sY1jK1BEQ8p36kCLszY0yESMnnrz8fPj4MTqhNSROdymKnI9HlbCTjBHsnfqnYizNOreUgQ64e7gXZnJ55l6vgBOOl2vi0CcNQvTQ1NLOB5S2tfhSPGXU4g26CKQGPs6pivXqmBPMD3/tgHMV36XzCA408TYNEZtO+wd3MmJs3B34ixdzBoIUL2lm7g4m8dQxuDKRlNuOfJxmDNuEMHb62N88Lyu1+d1gDPGwJE3ITnzcyoM3xipjN6QNR2Px8uQALYBBrN/9pmKs4sDQFhxMjdTnwcI4j0fpODaEVURZ5Fs6E0QkVs6Rqn/BogiTkaeOg6vHTAHlX3HgFuMlQm0wCLPkIx6PB884KgjvIo0z+dt5TkwRx5TGfd4XoZ2lW6TniglGGcZ1cBTDPX4oRs0X1ehTe4BAn70YOjziGCgqtB2foLfxqfKJz6ymKlcUcZZCW9A0PShINO7UaXBSdNh2vHbqui9iUFK0dOSc3K8m50TO0Y66jD7bV4uHUCNMt83D4mzaQj4j2gGvQfmxsc5OYuDMmImqpHUO4WoibM16MwwNmoTOcbCOfrU48irirRirC5IdCcmh9SpvTz/5pU2eoVzD1T5uUY9ER5Oa2rZ824VvureuppAnuu3cSrW/f15EO2gO9FsebfSIrsE1mSvJFAWZ/OcwSOmiHFJJqtfhwenQ+gw5dWWdMbYVEK+5IRDo+0p8nFyLHvmw9mJKkbjLILJEIywFizDb4sbE2dHzRtSl8+jcdeJDC9jLBE6c/q65YalONtHw3d2NWcEeYRxNsWQ1tTzJh+Qs+PfCrzSYcBGcyIFeLcsUKddPidP/tzYY/ds88lVPdMnxpKIkxxMAaPo0PRtT5vd64jTb4khxlm7NLxrAZDOUkHi5SCQmZ+IOeuKLcrirKWBui0gOacM2wkKns55A0ec1QEFN+V5cs3GBF+HJeRJlq4c1PNvQKhuaSr0TyGTXzK5yxg74LEL0SHQ96D0xFmzKpaLqXOHTiPGthGhKZvmZA6WJ95tTI8n8zL1J6WgOIvngSgV+GnV8NnusOltXx/fQMc3zqL94GtMRGglr7yXQ1PQN0F0mblZOuPsGRU5uC2dQpfTbnahNMaajplc0ol3+vwbloGglhfKCfi5JKMu6QHFTINIhhi7p0adAEUNRybSP8dYxlnJHlo3Pri8U1Xv64TYusYB1a+K+uJsJyPPZdZcYywZzj7XBElHULYhxsb5elY2j4cEJs5+3GNhvPyu7nEWsctHoYV5MSZvMbYIGqDX18bzY06MTb3kfkJjYDtcGS8H+ek2n3kwWdonVVbPtiq6TQC48JRqyOKsnRGLFOjMTSZf46wRFZ04wIm8hPTt3VTZPswC3Et1JnEWUgO5Tc2tMnqPSP63PR1PlSZM3yeeYqwVPwkZgJ4TTJg4++PMzN8FoX4BzBMxtkoPui4KeuMQCPurZUOMrSOEL/7lgOXXMC+n4sfrII/EoOfl1GTqDzyM/CedA3H2UUiO1AmiYt/e0gZJnB1AQAIEHNpsjeS/ZRDifMNTNeMGfrYZddxIiIixdqo8nxKzDnSmGmNPhbTemToeQIr03UQozY5CHTqmHjxxtowAmTGAAm4pxsjT/bjRMbGqe/OAkjj7c4VXxqIwZoUGL2dEia6H5ddOgjzvCQEyzrrI8wa45Ol1jhfirII+OSqNT4kHYKcowifGfoHL2orCNQ2MebkhEbRBf/pKDuW/+ZARY+WEdc+0L3cNqpU4G4CRb+JgsU2Tpufl1tTNp5E/+iOAB3G2xacsZIolZ2yN8nQcPucLW7Z/6YciztIhQ4ehqXWF3MmHyrNdtpDbIz+niAU7yklInB2s65918DiGqwkxFhhL3gk3mXrBSeHPIfFwQ5Qzy+Hy1AOrVImzb3byq4ok/kfE6OkCjej0LMC5uekEPcb+rcucuSnAOCvAcED/RS8F4uxnl1VdP5QqjLN/W8BB3rnkzcuVCO2dWSrmJK6/OFtBBdcMUSgjzbj7uW2nM0jTo78xEYqxVWRwJM0PvE3KiqfzCkOHtTVXV9otgdrMHlKkibM/avikJQp5lCnMz3XNenaLnq5lACfOEolyrARM/nWG5OmMJoWokIm8qfBsbUD/qSZOQ5HCI8Zy5dIFCDEHKtcVPRzNUKDAxNmlRd5t0spOBmj+nAgXNJZgNAfYPByRiY5GyqUz6aQ4W2OVm3lFeQQZqj9H5uewjHU+oTE9aINgjEUNwfOcKOBAWHh+TrXLXI4XHSgMyPM1+RJn0SCgQeF7AnUQ/J2ehTirVaUHnEig67SaRyPyGmN9WUOT0Wd7aUDnD82ExVlBQ3hLmDxdSMLw0dSMPVQdGD9mADPGEjHST31HdFh2zqOlyIFmx81nmXnqYAy0cXYBrLOIdLhXh/5uu9NNy0CzPNwv7tR+cvIxznIphVugVtCQdbSftuBEGU/O+cLx5RKx/o/6UwkqibNxFDVXLVNLOWnyaI9taU5x+4XXYZ/EdBFnuwzYWjSavzlribNFROEvPhN05pOFT+NyQWM7eropbf6AkR5jzyTQcmowaAOZLh7tbMGJLTg+pPNwW2XS4L50pkOqR8NwIMYKOYMHf8846RNj7ahy3+Cw/1k6Jc5uIm7bqqR0p1D8aYhffEUv+E+FM8/GVBpnTUCiSZCcFMCFW5LA8XLcEF+YhsQusyUixpJBogflEMFj9OGjLXnTNs9eLcBppX0PB6jhlRbEdbc2GGIslDDN4OuBt0UgfDekoi8phsH/jAoQZzmcqdZooqc5Qak+LQSlG4KfrSXDRudUQCHOCkGzgPdYvhNx1oSHMzlMaaRQQmTxRShyL5dg/+UX7gwqpCLG6inS6Tm3pUwAP1yHK7PeEZ7XxLIRZ69Yke+mmNCXKDI/LdXKAz4OQQaeX5tzQA+THd43OebjzLhIo7J73B20VwCmQZwtintNMnE2WydpnJ160pire7DaEwN/1kTobMlnpxQb1Rh3Vh7OVHPXESzRAynUiLNteOA5EIz43wIc36YGDHcBCBr9k1VMnKV8nXXgYT2kmC5xFoiknANEo3bsYvi0MQjayvjIs+JpZUw/TnaTwynzTXo+nBglz7hiajYCWibO/pACicCzFJ18HIgccY7IPhyXPs6IMW0Pj7NHGCjh7DRwGMRY1s9PxBZcURMCYixXUXdaGW079OH4sxheOptwBiXofFyhH6BhnwxHlOzjwFDPXGD7KGq9Dz7ebK/yihdthvfzZlgHs5o6rSfkm4uzdRvkM3C4tKDR0KsViFQyZacTXSR4swwDCAH5V+zj15hw0lJ9hab1ZkAVvlNGAOme3jpxlkSVE3668onzzXwsblUKELrjpmucPdEGRv0r4oxgpd9WxPHKoEbARsmXZaFSm/JqUzXQI0NZ940iM2IsmdU9mDv0Zp35zbrc6QkykHk5NdkY+wrGESDg03CsRq/W5eM/M6t8LeRRE2O7QnXnU6xaocnYn10qfh8UKh2A6FeMNU06ixz9wQNBYNfEzy8r9TBT7lHRMUOoxlk0Vaow6k42o39GJNg15VzutTVvnAWDUqsr3crhb1tPfu3Fgz1Zg0bHtJEmzraCwZFlg9xSS/VtKr5boWl6rYRHjB0jhFdtF+gtnKNXAyRABgdMauPJl1XYjqigNfnU+LOtM20fhswzEmdvDNIUZ0E4/eaDwRkt7CjO6gsakyeRzf5U/+xt908ON7iWAyTEWKoqZ2fbdLFHcFWMsyDMqIFiPZ8pz/4HB8VZNTNl+sQ7HYrFWTYD+Jggp6aQhftqG+pGDNihJ7dffwao1z+3TnxlyOgSYwEtJwTBZkSMX2a3gtvljIfuWUFGnBWxuN0S5Ihv1ln7tscrIlx5YGqAX5N80vtSita+FnoZY+UVhrMfmIc460SjjXDpJfXyzDVeDcTYMVz9yAePTAPPxp85TVHLwaJTcbuWFgVxtq8JzND8o8tinA1qYgUC0odHxvxZByw9D+vniyQ0xdgjGfjdFh8t4AvWq/moceZghVaIOU6nmxhb5ENTnZ7kBEuczar8UasyqrUPMuryfHBZ4uzZDyYuf9YmMcYKWV1ypMIvfgLGWU7E50XijOmfbCLjbKRX6pA7lbyz7sW3nbn4LJTLrm3iEmcF3Hn4Kc5jlbaJszJabAyx0l9KQBFn7zy2fUXZalieelfPbl+BQxRnH5zxQzgdsBUDlK+2Jc/LXcB8BQ8KxNkAkXD+tJ0Xyz8zlauDxh3j4Pk1tKnn9rlw5zv7vImzMYDeEDHEPIYLIsaqYaAJJaTKYfJs3yxPC24n0lfV+zXzZHy8cwQ9Y52zTFuc9SFHhqBXg2uydb8Nwj9ha+JGgxYWY7N8eTM3blxQxoX/vMMkzjZGWQvQoVNiqtko0OzFWDJBuGTjKnyihtuvBem2AlT/pKHoMCykfyYmyRf7SIx4OpyXCjG2i5iPrNJme/dkibFh9mIsGMf5wRQY3xlEJc72QOD4gWOONv7aAy6zCD4KvfJyM84KOpVBaBHDJdeQebY4dtawHnwdJIBuQEuRGCvGi55LW8ONELPejIp2HuJDBlQQ5cmq6LGF8cKnQUspKT2akZqZkRszCTDsV2b94iwfylkKkK+eeIQwzkKOkFc19OCIdxSercmNOGvF4Deb9PYZjK04iw3TP6nk4CrJ3Yix7hjyThpI26QgzV+7w7Kml7lnNiHa3UbzrQ9ukBNn59I4SDDjnYCXr/bmqw9pxXS9PWdx1uyUB1nJwPFUOTybDLrumcXDt8hfiLErWjmniELVIReCfg2UbA3DkZNGXUACjkcDM52toJp+V0ZcnE2U8//ERp/6EBVnBbVprpUhHiUFzpvFd9g4qIkRJwOpgnsyr5AY+xXXMyPf5sO0xTi7JIZfMr3JhU51fu0G5X+iiMFFXKAYYyHY6RNSWfuZJFOMFVKHMxlwwcsM0TwbZoK1Hokz259af9TBNgMxExdng6LwxsA+8g+r+deohOlbSyQdizgmzpYw5WAg0PArF2ae7c3HWpcgsxR8bFp2umCSIjOcu9EYm2SPA35oktvQ4b+mJ0GHM5OkIwUuiLNJptwtCh2uAAyVZ3vSZBOgt8OmBuw5nUY+0KsZZ93ywHH6YP0XJOzDrAw/yWvs30QwibFT4GgkLDN02w8oHwbE/T3fDRZ455ueVzuShsoLb9nifbTCsLC6HRsVgpt3BKMnzrJAgk1TsNGMrmkfZtelDyiQ9Hgn+MTZstDPijDmwazcibMEIDWWco7+auD5r+XJ1rHn1iHFtMVZIIpPRak/Ikp5TNdvnC1zB26EtKEtu7D4sE+gsM89MRYORROT5yW8xsXZGFltFqeAjnBY9t+jxZM6+U8m/b2hxBVjI8N8VBS4i9U5xdgjnxoqAR5/uhRv9kkjzho5zlXSk3F2uaxYZ+8Joy7OlvDcUsmzojkX9XxYfBmW48WDKVhF3D8aCBvP53Xng74mxFjUB1pvQKMO4Gr5r4GrDoEEjsnn9WoqzH4zqkOJePNjhkpibEcRZ8PsbsaIys18Gf2nmQhxVnJIKpmmOt2JIsGHTfGGXXmz55a+dE0PIOIsExSvCMTBfoIJIs4igKO7dYxwk67Qv9+dOKu1ULgDnrKkejTZ6+G2fOYQrDkwDF+cfcDAFIw70nDwao125qY/BM+JuiLOBkEhT7jCqDX3+oflOdCfTIafmmSKs4Y0v0CZsW735cbZqCqagKMqp8Og4M3u6MQCfOhvIHlSHfbJ4o68ZYSyPSqGMMaSudSTKRRh0ccf/1wusijRojkz+mhmSsTZEGLv5NXGK5IHqmF5tbE6boetX/9UDBFnQc1IbJZ+JZQ2zu4pIY84AKoll5R5Mac2M7HEGDsGs9uqCibE99MSVIldkel2oDveKExOjM1S1POw4G5xkldLGvrOZ7GR5Kw4e4FQa8roAS/APvgnUPePHcrMQVx0xdg1Gywh8JA1C1E/jRu6wUBg0w8VB8RZwDW4yxMWvFBI7s2ujLIHJPCvIAWfpqZwpsKxfCJcWpxtXJWlkLrRiD/YF3Mj3XZcFw9okYdo9T4tUUJXASVca4GGJ3uy3PHIl1wtfNoQBRVsyH26az6tBKWYnmeZGe0nKvpc0ycTTHrt857bIctXxA8z/VPvNc6GdibZXV5sxlkgsL5T1cB4xwwY4iyKPhjVkYtmfCH0XDFLuJxcaK0+fs8F3PpPO1W0JKWLGOuLBd0JF0X76AbE71YBb4akJHFSXzYg+m2kxEbVRiv1vT53y0wXYJXl9Q7fxFmzPi4kBUjjdaF5McvXIV7znKYJMbbr2VDMxEK1fIlqzisTfoOldkoDfPaK0SMxdsw3xpLRO4ZlVJ90kBdnrYTCL1ahOCQKO28G1GO2S/Kma/K9xlnWGn92RfAcSLTnEo2x6FzNssuP3anynlwaXzc8JsTZIi16U8UeVTZaVL9Rezz5050+xvwuJNApoCjxZnxFjDVNwZnYSGoyU74Xi8Gd4yyh44tNxSoUZxX9ytJYfmPVAFhICSCvu8gR69E481ja0iFBIImzPLBbhhw4lTrzhthvEDf2hlvtmx3gOMtDYe1ngWPWefFlWyrfzURmVxpdEWe3EeYYa4+L/klGi1bjhDLGYhPU4W2FxzpxJs7SiOJaNk1txaTtxZiYmN9Q0H1QaUyclcO6vIyDC5cUX/uQe0yltZmzwl6M7RNDV2oAlDPJFPkNAlKMyyqe0AS8D43kj62GRu75ivlji7FeYMiIetSQrIq/VfuUzVg6Ayy2w8n1xdgsQx/nQeoXXELGWQNe+NvgCJ1gzYwXe70SZyO46Q2ezJyJN+KsURBuoJVr/3SRJM5uUm790tjhnQOWfJmPo21p17M0VXSwzjRx9gDjHRvbH0JjrzMEiLNBQ31O00wkyVacPdp6Lwsg+lYoVpyV27Omo0eogoyzoatjAvz6GZX+w5dirClTq1+oJrSj8tuMim1W+YB1bOIs24h/B1S2ni3MmBhLhOobWxyZ5w5eMdbOqV68SiPzE0N+HxrY35Uiw3NBoomzZYh9sO3MduOHJsY2EeOAcbbgNWIsf2ypq4yEhSsKOOOT/rEZrdvN8DOTquLsmCxtq4HfAAVonD2L8XUhg/dPLoo4q4FLtYWCKc6J2vVlGrr8mNYRbqILPKpxLLxe7wWO9mm5zgf/CORw+5Cw9wwDIc6C2PvNBuADmQjsOop8Yiw/0yGPTGwfU3bEWDR6eGOJITAPPEJ+zAzyH2x509kYNImx3yBliK4cwgMKoDLnwUMTY1Hb6D4lAGQ7UMD81li+YGZF/vNrI85mdr1dnZAgXVOxM85WaSPP3QjkmAC+vuxPcuyv7bFxAbd8cvRjlyL+cYGOfUqgRIxls6u0Pmh4hNo/d0PP7FFiC8pBE2cbaOGXEyLAgDSI/JgjldkzM7BLfjtWXmMPfCTeb5byiLNGQsv0hxhbxsGcYyyqR4o5iLOoJuQbsRT++GP5ZV1hYxz4lnDYPV9lcFM/N2NsCFHO+adhewpj68dSGPhMS69tGGcvzhatmCuU0RQU3P130Ww9HMj6nw8McXZNxLeFsukN7oTFWbY+veaJxZUkhfxW8DjPoHR6SSQt4myU1rIjO58qOKdp3o+xvY4JgWc0fk+dsMtqnL0jILuS4eCCUfp8GQErcTZDiP6pBMZ3CkxnjMVHlHdy51SlsCt+jEgjZBydXIPLyGsgyD2PhQlCVkZFRyBDsM91wBFj7/zgR4GTPE7Vx5O1xvhPIDVcIJRLYqxnis451WfOrqiMs3lUeCYqnoxFJu3H0vDIW0BCCy2G/pe4nMlktbxhlVSc3VPkyilAVoCKTJWoWzkg7dxQADHWSwhO9WOTw3UMnyxV2ymhGMwq8LSIsXuMeKQWTzmFhsMnWyBAiw7v7GV+jMlFjOUFBdlXaScT1exPYEbirB5RLrbGBW/aAj8ZCD0dsYyXOYsYFHE2gSk3bJJDvoIG7sm4dWQfaGyOB6U7FjASZ0dceC8LKvpWKIU4K7dHc82nPEvJjeem0R1PhWQfQBQWY5c04HaoJTgRK+GTHcYgI2wApif5Q6IRXs9JVZw1S6GFnlA13oYYD9bIAyz0SH8KQFb+rEs1xpoyaaY6ILoM6uzByhT3FMEgn+jCL84+zoCjfEHRiFt7D4YCANgVK1gPw+6lKvyEMu6/g/ktaoLHUviLsyoyNRgTFPpqTsSDPTDaIxCk+Mo+wzgrwBscgoSkltyi+WBD6v7zBonvnFprjEUSC3L6dFcq4iwAKzbG5DIQHh/O8gAswOcG4xLk4yJkHynBlTi7IFW75YnTCkQh/BccKpuJcvI5r0jG2R9W4AhX9rSmGpsHQ4OiyxSeSQbOi80JEGcRmPm6QkYrII+7xJKS0ALcAQH/V4P4gnEi9xseBmKskhUa8EYYuM3D/deSRr36JOs/1UCIs5Gp2idEInVnodZrE9zZkXyBHZNJiTgbBvIhiE31NQBoYqwqAP1ASRxPW9rw3CFUuhWJPs9F2hBjxUTYJCwwi2GYirNmQV85Omi1bMRZWUuIJo/U/2JMbny13PF7T9EhcdbEHlUsYERozqTU12qsf1yl20C6ysTYM3B042IZ2Eej6X/BAOsokMADmnp8GAMsJHDwoy/yw6Wg3QwpwzcJwomzWyC1f2tfn3Jmya+3x+RgcdYVjfwop0pbJn6+1pBFmAJQOOGZxhd7kYDbBIKG7jlEQZz18FwXSXFAUZ/4lHzY2N1nZjDchVpQ4+yAWV86MAAPxlDyX5VSHoAdaO9j4xZn08z0z9QTvsdm77koXvQ4qxkkrHK2oQFJjB0DqJiVD8CeH9YYZVMPn/OSX0wyiJYDiq5HRccPedaJsZxyTqVse0cX3zibAk4+XbKqGS+FvPaDkq86ExoMcCs7EQ9XiKIkeiKPenDyYSrMuEO4hjTxYmhN7ymmjdv5NmOsCSzNmUll+/Vg+F9tLPq3qUKV/unESJy91HrtyquroR92RMmOPbzpCPLFHsyHEvhQKOWHveFSgBWq3+Lw7zLjIU0aVwvOab0XAjDcSA2TswYb/fsuVTdaIfBOgoXWGQlExllQGvARSy5P7GP3XMcvDpv6cXDOe3FBZzrzmg+Em4yzbnCynBdC9F/g6WtRdVfEu7FXHSjGWSTTL8y0ms3QkYyxYBjP3ODoCDWSvgvECrbAP40ZBfG9ulG+poRibBr5P6NEfSNAIBJj5WGiOzVJVZd0GP1XE9fsNefVN89sibNDzn5PUIUG8CLGdxH26STd6k7KNO9VYhJLGS/LwH3YToTRFsVaEmPbPNCG4dCTmmT4Nyc3MXb1CGcwCkK3VUZ4rZjBOJvEhHs2YWfgc9MvBXTFWTqsMIawO065x8lzy/QoeqmBj8gBfheYjSpodKcX6Xv1ITOMPU19Eistzl4B47UHRu+Ekd0EwsTE2ckVY2g9QdGUGHtn8DnVksxXM2CcNeRqTSQespXWzHvdwdOzavg9mB2QOIvgjGerjGivVdffDtiyLWAVY1EQeb0lDxoTyfG91BiCgABX+CT7LqMDsxgufN1wfo2zfSaCGujxvDFzHqbS6p99mshQPqhirC3ZGCsP4CbyGtE7U1XEWRdGYAFJe/gmDSXPfdCC6wBFT7vrewmBk3EWRRc/SyFAQ9gD+FsuoO3XZu+M5M5HhFtx9gKKGVCd7gxqnCWw2r2oMOhB4Uw7Zv39FwMfcZbP8in9TOcUKQ7EWDKMWtJuU0ZBt/VeUlRwShHYwqGCei4xPV4TPfWr1L04+8OL5U+L2QMPO3H250uvcgHWuXNgxNgtRzF2T1TilLJZSiZmnGUiTNOdBBnE2TU4Xo+ClC5gRVWM7ZOdD0WRBzrRFGNP7bieiigdoLDqt36SWyFyav/s8ybOJsr5CjJVgXcy2Xv9WvcL/gI/7gWfGEsmak1VmidsAoyzdGi0GyoOBniigxm/5SNjS7j0WC6uvy36i7F8pDrHNOCOpv8au9s4XD0/Us4qzqZiornmvQQ1LOIsDCRuQdzXnKIgzq52MROnzsiC9lymTF6kcZwF0tkV+TRtJxF+xNkDX7y7pA1m0rXitxm83+c0+QFwwDHWlMP2g+Ms1JfXO6dgibM0IshBUXX4ZoY0r5kAcT99jPlPUKw4Cwqiia6fPbATY027dNa/eYiMsVOicAZDlrrNDON/NdLQRuI4K7n0CPJwylUdv62in9FB5UZiRkecDWLslnNeW5RSMMayqcIn21yBOzj43/YY8G2h4MN/iiXG2QxaFLeqBYYgkZlSiTxXB9UYewZxDrVT2i+/Ps7auZQvpM7hlGaAvIah4/H0wL2oUTPGItmh7yZ84EQ/+V6dffQA0V4R/P5LBZpOoeW1GdU7+RTsBE/u4mwKLa6JZQeMAE/0t1rc5r0uS14TiUWczUL0lx0UbAsdXMRYN4JUCPoeDTnOnlFtywzGWQJgjliB64x0IOKsBTVykTZBuCKBudeWih+0ZkXvtFIhzrZYgoG6APJNKN7fen9oxtT+mQdQj/U5xvISyjsL+7RhSuoeDhAjs1Q/GAP6X0dOHLGUTST4ey7ArNmHB9eHhCAhzt7YhI/09B8ge7ofm2icTfsh8+kixPkeGL12I/Ce2RjcOEtFcZZo6Mt+5HQnHXZx9nWrxzYV3rT19F51pVps2z2jBnznrBCLswY03xwtVI3DgOjhqtcYG2KMF1wPWOP1pRxN+lpllhgrJ/IHSUo8TfHL66Yo/fJMmfnTME2cLWDEK/OeZE4idQ/bgWmkJkYW5HgnnP8tp9l2MsXUFfOIibOYpH1RFOA9VqX/9eZrfm0c8oKbbeIs3Awjrtm9a0/vXAOmxNk1Lc7F5IVrbQ14GA9jb7SDnPuaC3HWACRX/IJB/raBe9iTBJyGDCbR1tsSXHUHIrzi7JwYrkZHkCvZ6Xt4ilb/w1E066GRI8ae7uF9emtkPEBaHvZOgWcuWSEQHgGb7M/dRcXYOlj66EQeHdd1/ewOOzsNkI8n/JEUZ+02wK5OUrUgh8rPZsnKhrnwn69YeA2pzBhrjGOWQ4m3+sPyXDM+MRZMB021JYaGWQj5LIYTj1iHw5zFhJs4q4CPPlzClK9s+XuuLSM7xyuOj5wgJM6aeoFxmFVqRyVSPgtAihhrj4usAgqyf1BPhkTOO8WpjLN1CvXYBCi6SQTlZ/vq3opGaucKuIqxYlLoKgFeOFwG9l5Vh6Js4O8VoAd7wGHfRXF5zTskcZaVDFwnxEBfYnnxWVRQLD/wzSyF38YZyfqa9HICy2rZ2BukrnTLJUhx9k4cbgwT2v/0guOshjHbF3HKaM4Xdz6rjivOzimRRUjk2AdXDt49GFrUcyaxnCkIlYizmotxltDxuwVUdxYYQZxFEtWHCVbhK4QzPltUmhWA9d2Do/5zhpo4ywlDFW9PBN0ZoPOzOhm7lmLSf53Qi7MO3kgg4ZMpjH775GYHZMUHkNF5LiKxrA+Dn0A79zmmOTFWDg99NIUPj3uw570CEI3iba3I1Xkwyc6nHFvaKtIUY+wXLS25ABRGkabzsWEGu+ygzjqLm99kISbOHkmUt2NedeaP4WeRQomzLgRguZjeGOOIb1avvcPa15I+PISnuzhb2SUrdc9TpsbziTOmGFsmc3VRtYjFlgd7kRRjyegZxpAiPwnGFWexeJBfJOXRkD4+P0tKAS4zv/uwX7tq95xboo2l+hBn6+x05hgu8JVo02NPh6T4cSjHqN/q4gTbw0vT6ouMxQHFgzGR3GlyVOiEGcrEWTsi+AwfEBdMg/yuLE6yyszV2Epl0p3EmLjYjqzXzijDDZBe9s89oXGWEcvGxu7zxRdjTXOYjsosksAPNmeoC0oaqBs+ZUDwtZd+LN7IXqxGX8uEOH+JVPKHJGjEWcA8chcKHHQhlpLPulNIt2CMG239vJaNjo0Rmk5SxWONgXUxMqMLxRg9VuOLEws0V82ex2LA4z+dXHKb7GyJsfQI6c481C0FxKTHelji+aoj1RQ9lgqsOHuEARuqROsIjpikdiIi9FdqxHqj5Nfufm5i7J04ZmYGOZh6pxdqnNVBZLXkRmui8cc68kHNAv6EPn7Lx9wurVHZIwG8ibNComAcrka4o4mn7+LR7QVMxHg7OKRxtkpzAhReaLovgdeiwOPx3vT5ok8KMRbJq77z6prIsMNf9SExls2UhzLdyXrgsd40dckg8p5o+nw5ZFuMPXGnObtfVFVP9D220LBjLkrYl31u4myQAS09hlikA6ZyxcJflVDD6v0cgmd75Yc5cdZQFdU3nYCgYoxdfepRGphebASNGGuEjT9N6dKfYsZrseXZUiVEc24aeeyDzjhrAnLjsTDTNcdW4yyURNiui4BfBuH7rgzY7mlC5mIZ8BdjV8E82cHrcGB/C0OVRCA4xBQLf9WdooVIZq6y96AnVgWJs4x8PpNFhZmwaxZnlbb0pYM7WZBpwmNhqxjry1qXpR4mUZe2JGvzWDSl/h6C/JSVj7N8TnCujK2WYnLxWpV2/XNL9zvg9DXGehXDXmWRs+15alpxtuxJnBVg+GJ9fz0KyZA4a4pM58zim7Fw2MRZPSSbSXDgpDyUf8WV49IYVeufWEDiLAatrYwuRpxzVO27+p5okdiak6gX5ag8VrKxP5WAO9k2irHcMM4WOFIHE/0BKcUYO8aVzzXh0UYd9LVejOiTN0TMLgSwxlg9rlkGpOCGVr5+a48wzhplIaLqVIuHcfY17lpr8o9uJOcfoXCMTWNCN3ZOyT1+kD0WwZJ+OOk6f5lDFWPxdBV1A3cWYuwXEW+k5M3bRTXF2Qh/Xli5/jC1RJwNjPFTr0z/lEgxNorgZvE985NfNuPsmK7WfAUbIM2NCO1XBsm/QtDKx+9I80XRe+wLAj8mpfGhkKTiLCNtnJ2D+a0zS+yfXjdxljOA6hyCC7zzh8l3bYmIsWHouiE3xh5jRkWMPaOGEw6AA4s57XotJXfirBW2K1Cz52ybjLOqS6TIePSwNlNibJIPMTZJZZcExTi7AUv3SaH6n2GU4uxkq9kdLmmC6LewuGilcfpBpqz5zZBpjF3iqgGdpJDZeIB8rDMguiTcY9ugkSPGjjHkj3ng4BoNOrwWnCm/BjrNwZjHMvGbYUFu39TxGGeNZMpaxxY880CQ7xqwFWcZNMablUOTOPv0rXcygD+ytzKjh3XlzJdLG6b3xCAUZ098xlg6UVxxrGwhLembRVE7bYdcnN1KcswmgPBZq5XfcrAixn7Rut8J6jir5eMrATlsEXo4Y2wYPTMMAnV90m5NnNXCQnZhmIdDTil7rjBwVDTprKfQY+X00UvkmjZq/BYQ5axJdPaYYXpxls3cx9nx6AuQcOMsgiT6zcqLK9gGeKyOxbVEc0sMqX9OauFi8LIaY7WjvLOsxDYUNfW3yIrkOZUxMDnyVqqvsxckpf3wiyDOBvKQuXju8cK/qec6ZRFn6/B8Z4S63aBLG2c5P93EiDRSh+5nmdywctDFWbu6LcZUrhZh5iGfNr7xq0ac7eCiFzir6ndPSuIsVg8+YIsep8PT91wf3LaWJS86Ig8hcdZQAaoF3jkG7bWwlOmadQDMa0o6zoIx4JhfQshp3bHfOhG4lUIAV6Roj/quLiaFSYwt8sSfStjg32r5XIZBMVYewN/e+etYXbxx9sWa1hJJ8SsC3scy4aZLQhAxk9Jlxlg+a/yRD5Nc48vTb3UrW0ZwBAK4Absxq/BZNjhcZmv6ww11qgdZ4qwdOZwrWcqlKNOeC/Ym6nGQlxgieCsQhP+Zh4rWAriLsbqs6HLwfiai4qxagW6ooM1M5sNRjDUThQ/q4ZNbL09/Cw3QVps7vW7orR+wtIyxZe7wuaAp3MADoedK0MjlgEWcNaWA9XmHdXNOvX2tUgwbBadXp+SQJc6+SXEYCPMI8PnZyx1jURDpEGCkeTXUADE2Few70/TNARL34qxY51Nwe9LN7lzFWFM7zQRDiJOpSX0sxhN6XJgDZbB7q0IgUiqMa5JMzaVvRHjl6dFrgb6Bh+C77vzZGWPi7BMpHSwBhM9KUxhnFY1g1f3F2SQmQ05MfCeS0zhLg40s5DWjN2OQ+CnXO1NpmrYTDtLOmeNBnNWRwAgCLq6YWeS17EyMRW1PFODx2dXsW87pnDN4uRNj4yD4oS5VXU+FUJw1y9RCmWYcr4/wscjcZgw5FP9SglOcvUMph3J2NWWbOU+FgC7OhnahQqrR384seQadQpx9ckXTOZOf4FuBOfZPyihfDN21GMuVhHcmzlANxUvw2TusAJTw+J4PBq81lUejZvH+6eYxzkImxtg0cg9M2U0167OeKGBNFUV40MnPVNd8Fh8bMxILOJ4RWxhnKxyRjfQo1YoBop5qS4JKLMFj1BUZhxU5nxWHpAtKYdpwtjhjbJIWYBOWcCwy28+qIuAX4bW5SQAmcbYAmjjL+Sc4oI2sRm/FZ3Eu8OCDK/ie+CyvkE3lwI+eaOkWZx1N4Shr8nBEBjweq0EfVjB8iyDCWxkt+LKRIXTPsjtxlkUWgNDT+y2Vxdk0TbmPiSjNB8DqqQjpUDGy6JBzH3aPxdUYe4ZLjF0iIsaOwbzasxhnjwDtEUq+V4qtxdk+bGARcUtcctXyr97Ev7dHtQeZ+BJjUW14ibagIMqJYlPSl+gY+TX4G2NVd/AHjV2dFvbmqTxgzRXwbPTLH3pxNo5f14RBd15TYZx9mkGVIkCc1VqIs1kG/zqP22b4KjGZOKjozQp8H3W542yCzfkIjTWd0e9KnL0QFsRFMXYZY+m+V1QadK8wxt9SIhdn3xRwrsYYOgvPlqcyLRFj4dA4G3i2J6Sh0TmVcIizOSzATHaeXBOu6K+UdKmMiKgT1ZRdPT5qRv8zULQ+Ia6Ms3wuxn7F9QAUuvQ+yhJxFs1InLWS0cZm+g7MKMRZuCS+9tW1EhDHpwLjJM6CxfFRZoYbXBNntdAkCLr2NDuuGGtqwoydlg/ebX2VqdMVKWaMLSKFqg2cOOuCiMWT7nrx+KjVqxjLBwupxFzqZSPO/nxqXbDpWTe2OIsBTm8BIaJ/nimNs5FGtFk4EfBOTb2/egEUZ/WIxdgzALhsmNk8Z4xdPdPjwJj6gjYq4qwCvBhL5siflqOdZ0+KGIv6yPs8xPAdQ8CvKsI+lpZHh0WMxdg2p1UOMuTJo/FkCB91x/RqU+qL5ahB9zThjbMmtKoVBgg455bxV5RS9LJwyAhHX9UBQ2/MxO4O48XYO50vAl3B37AAX6WlGGNN0Ui9FFgTZxNHq8zEeECiyZaeXuoJwhUchhkSimLHpHIVZ824kR118HHLGD9/xRbYMX9u7M44pDGWzyOvZAQBb8IJ+Sq+JZ+gg5cud0Yxxr4mxVkarrMRFPg7N6SIs94yVZGbOQ7wzE3kqwC54qxZhe6pZch9tREaZxH48U0QaLZvJuz4KgwEtNAaTQUkw0vFlV45gc2oS+C6Y2cQZ1X8kE+3RpyRZ/grCmBx9s7hPEqZ9ZZXXuIsoAVVLaT0TzxVfG8EXYzlxcs775ak5snJ+KodgFZ2SOwz2SG9cCozzt7libMVruxpb/BOE61ftTWiasmjlT76wAC2l+IsMEchg/GKDJLirOSJ3ukWOS8YIxNnM4DhmqmWcoIhKr4KC4+eBLqmv/EZxVgpcpzBFxbetoLKW0VZYQXlLM46vlbFGdItwQLnUarFOAsAlU8OuSB3KIL6Vj9zetaggQ5m4kKcNaDHsauO3AtOhbcidbKSMcNKwmBXzEJlduKEKM46yMK7opoyEycv3orKLs6mffa0JQ1dwo0BcZaFl5+RifEIWMi34rRjZVnX+RBldCAzdTH29AfXg4viAWhIeSu6Uas1HzPCwGKg3LyUV0YXcJTi9TA946zZYYYsvJMIzFcRkW1SHl5d0qhJnD3iF2f9cIixqjxSaAkMo8/TS1HJ05u8+H3ZjjgxFhUQiQp+qSLGU3WJsYQP/DXW+VJ8TuwyLadvitHF2SFycdYtSOd2cPBWCuDE2Slo4mwOt7Ur3qhI4Kl8zKHu2F5FUPBTU2riLBzhTKfPqgcqloizbhdkOYQx+N+LO0+FYQeXT09W/5ShGGc3FyCRVDWyA/On7Dp0Og1df5S1IsaqoRBnI0mjcHG2Emyeak9wTpnMSGTyp0C5xFjUwhGVnCvEiKfC+jL6dTn1NPCnSjtZvbiDCVGeCujRL0xNvhPX5KewPOmGmFZ2a50jMVZNn68ONQL6p4KyOCs6FGdNJMbYO1W6ZJ3ALUPNMsa2SiFEIaRnpoASZ72gibOuTzGWj93mkx0bjFuJs3NK4iwCM0Jmwv5YlxVnY1CIsyoWP494crEuaMZYIKEYywuKOOtmwjNK2xfJWGWMjZEmzmpAEGOlJPUGRC+6m3YbY5eMwIwTYXbEoeMsgwtxFgCROGvgBxBT9xLai7NYk2byLHs1ibMD0OKsgyVxlgUWmf4gMCjO+j0WHc156CrEWFQ4Mfb0xj6SZG074YnRkN0myMPGvTrEgPvFG6ohvxGSewYJostGZSK47aysgCFFRO0qmpPcwTo8NCQDQsjMJUgFVCDh6DyVjbTPMiBif/Dz00xvrxrNSANWkvKz0rj4eaHFwniUjrzPAsCxY2TY1EtkLui1rVRtFsBnkfhwKydJaC4fU1prbQtnifsrNghISWRW0Fs8Ftpqg5cgAj/FJblb4XjqA2/G9N1T1kPSwAJpYnL7qPG1F1uVfHe+gk+1WHVoEi4DTE4+gpIub9QlSwOBwdSCZa9GS/B8BL/LN4BDUQOJOKIFRR0fkgYWSA9yNmqB7tbQwfINE2CBVQtd9YUZlQ9JAwsko9sDtRHyCHhgeCcBkDCdozWduAbgIWlggZwhutWMKe47GNz8ZmAE9gIjSFMC6tni5bu1GO59WxweeMreGq0peUfLzrOvSNDwbiyWwFImxNCbBiI8JA0se4qYhY0ECOjTAVkBNyFQqD0RGHlIGlggOxh4MsbGf/Lb1CZ5R7VYCzy6SUvSQ5pYAwn1CVnYCTl2ZVthg7CdpbzpRzY8IENpPKbRARnI5nGPHyTc93mSPp7oBwtSM6tz9B1aFS2gDushFRchGwjZVYII+O610dKPR2LS0zerkHxWj0RgyK/KxypmIBGQeXzD/cQ1HpvKFCzS1CdC9OGeMbCU74OH3HogtQTsVak73yyHSfqRxZrHFAcgDcQ94iDyeKY/KlH6yhqOOwTVBK8TWB49SYYG/nCkz0Mq0IQkOrGRYH6YKSx20I+ScB4dSR/JgHmsEPfY4R5deL9zbLuRKLWkV6DIac0vr/ACAp7/eIYoS2H8CMZwp1blzXN0A/TjGtOjvOPRbPHxBITHPAmPlJb/yScCbGdu9GuUQanuJPUARuerzD/yDo+mAfaNJwPmCpo/9OME+HFE2+MSgkdG+RGLP7It+E4nCuahKVNvEoo3evODLAflifpHEQe40uMof0wU2ih6+JhNbPChHe3APZJROgaWr6jEZWnAsEMACAwCSO4YAgzFIBBszHRnB1MWAAAQAACDwcCCWECa+gEUACMJCRSAOgoWakgZAWAQABTsGAL9AT0A4/QFHMjYtaowbIM67zFu4Q0rq79ZulzOW9PXkW2YWEusOIP02k06rRcGH1lrYjVsky4CPHVLLNM9bxGNrALW7ryvqnPeVt0/0tQBJ9YBW3XYKyvXXH2bsfbkWKzj7qmVaWTceRNrpc7Vw8t0vWvt1H11+4A9iovgwf0yZi/GU4O3r+Lgkt10HbNjd55pYj2v2g25smqG7aYOrWLbdms+NSrD9tCFe8tdiZ0dj9yx4M5i91V/C3fRlZXRU/elP1i7K5hYCc3ewa6s7HF0h/H7skPrsE3gNbKH1q4VvMMHVi2FAOgEHmNiLVbTOTyRlRXYakA28so9x9lXt2Mvb7Wat8y1p6KhdYTH9SCG9tqH1tvc3hTXpFBWVuy5ve3d02x6v9XKOsORPrEz2H/b7KecWCnH+268XrhM7/cLoxZGp5p6475qfuCvPbGKVuHYHzi9c3/7v+nEemAZoHlnv/hTE7Sv3l8GIBE7Zx5X18NlAOAyDkCk7gOo0ZUAFbsK23n6xOpS5gKiyc6q++qsWwFYYmTMtPZz3r6qMDVAZjFgj+OF8zt3tq/S4d8BAQ1gP/N6X1Yh7wbEeIPPi3w0IPqHlf+rNpthH9cDcICnDiv/fFKL1tSbMhrQakrlXAwAK3lJ3HtBY1bwPaMPBcSPKXc7XbkSgJkvifswEZDB1dSG3YCi9QCBP6Cg94Y0MTFL7o2lBvJiQDjYDegv2dxSisPvBixuqGYsNTkgEHPZUJv1APKAKfwxI72XBH7GBJb1jIrrqD9LApkzjTa0k2dMvGSHN1L4MQHxJePaSJftypLoJwUyStgxPWhPVfcEyO+YMa9KbrRtinV03mEBU1bteyPFXhVYeRtW+aRAUsPcsLFhjSxmtDPRTR3YY+SwQOdauOMWinZSYEULqz/y2Svo96RA70MoybAAzsh4n2Pq9cGBtw8gv7NBJu4MsN0/KWFqAP3jp/naAA1NHQ9rUzF+/oXZgdLxAYlOrW4CPQP1xgfA9MJJzJ4zsD+AG3bGlmvP2yKoNXtS4SIBYt80QaldAiGDZ9jrBNXU87bPmDorNgqy6sLK6wZPzJmChWVkQYOnx1JBxN7CUtO1M0FjBfZ42/KWCt6gewWYrp0wMJzhAlOAa2fp7YKcNjgW5xcMKtTVLL1j0HoGDSScNWjdrZqfywZNZ2x2azJj6OBt2bDNbQChrj2ErW2v25MInwMGkvY0L6LLimI2Id85BctJ4xh0XYFyY0HRXhiOjKy7XsKq2q0ZF6sLX2sMKzvrOFras8kQeKghy592Fkx9Ea/IdAONjTz1MQfboZIj7TmAnHegmwuXGnkoAqep9yZKu9bceerhOmyizDrykCDlaRaGHuMPzdMtbOfIEVPnHl9+0Bwk04xEO+MPDwq6cPTISpuk41sQETALSznzdj8H4eb0tkmgeanbIW/vP3T1tsI+7PPlh7M+LEOIzYcrzKRtfk/d5cfEWNZ4yb0w+9DgSw5ZFx+cfaDCS+ZOi8POPkCCGauMOpsP/9+w49nsA3vG0b8xQ6akS6KZEDGRY0PwfTYBIb1h0nI4cQUC/IZ3nSX7QdmSEKtnjmi+BQExLvkwFSo7B3HYng06qYyxCEG5ZwL/kvRmFOL7Nsh4FyJjRkWuiyUVDYOrMRCByhlgtCatlpWAuhHB74aVx6RbZt9WAeVvXrs4cupv5/LZ3Y/IKATU1sj/Fj/FpyFWdY5wargDEWHzY2rhmQiid06cWYhvRHxp59wV5KwndmYiLC5FbH6NrGQvolx7EF4H/yxT5y14A85HgOWp/xY8gTS3s1tyPqJyRGLP1OpXO6u0WJPotXOLZMi2axIUunwlNiXe/lmJ/fi8+jclykoLD7vO/ZiYINLUqR6HxF6ZGFQLkKEJzF8Y/lFu3OKElSO35Gcbs3OHuxNauG11bHGb0xOQtk3VX3eK0xPYDXGWByjqNIYkvkTxzwBQm3ThDEXfdgya+v52GKFpjALn8xS1b2uuk72piipsEcQ9WAHP2Qru7yRUccsCooELxhcu/bBw8w5GN59XxCBGQ5p3wgvf9WAi3AYxOtA4hqQmghA2NBrRp64+pvErWwrTpEZmPjLewkaJ+exs9+avi9mNhmXnWdfAd5rljSY4viFzkaPfVIxyUE5ziGnaWY8zdSfN9ltnOoygvnMWTE1dmz/GSq/b66CUyQ4NdlaJzWrIXgd8LO5DVzv8YOcytzu+wI7csrOYaOpeYsSDtnMVmTp0lbjg0WrmO7aeV/8mc8ntjh6feW1Hm2Zh9ds22KwEertDzmbb2wXAsWokPqxOc6mjZqxDLWOK7M7tPPc6CPeMqj3HOvB1SYwx0xFIaknl/TWmsgHtueNex2DRcMfh3LBmtjuCT78Z16MMYrXD1GYsRseMv90RpHtM1THfQeuMQTRX2655UA3NmDKWJJ4z5cE1pn4441u/5nG3JE+oKY8RQdeYC3c8KtAypRr0iNB4SUVrHkRve8Y8KTi7m/3zZdzjNmbKz4kwKR0Y9vm2cTQv3W/hjNccsuZRaeYnFwx60GTOG/8NYdymB8C8l87CU9nIKwXxMnOViKC6yc5GZz3WM8Flj90TH1q7MARqZN3b1Mdku3ge+pj/GTuQuQ/mO4+7HeB57kPc5o58aOsDdWcIz1NrMv3Rmp2B//oHnZIdABk1N0A0roJAM8PvncmeyvUWugeSvgYBdOyugmhgYSAZWcFhkGqa7bTsPEgrYwshZB/1jpBBRkKKetsGd0Jac+cWx4MhJH2GU5zkbIbs/ms2RLBtld0QDhXBou7l4s2Q/ntS3TnL6AN1PKT0h7233Q+ptQkRtWBRc5dy9gdkXYR/GRtRmxFCq+rEMJIFon2SEtgCzK6URHXTJRW4mqlMmlA+chi1b+6OnKgkHbFzZgsnTd8FM+ycZNHCYOXsSYQGUlrs3LTcK625kZL6UorhNRmI4rEU6p1j07WJnVJ5Oq7dZt0cwWWVPH9nUDls65tSTG3hd5ZV3Ph97ZxDK7Q7IOzOrXTBdtbFuYsr4eftjORP3RqKxZVd7NryHaH9brDQzgLwOMNS2fidoWZ9JQK4sNgNFoIjt1sDIu9cfX99pZszcoOeV/2C0RVu5queOuk6NNJJgqGVzj3lVj0yHcOO27+1Ejpux/QGow/Z1sqhzZKdypgsV6w8PcJzK9/GL2kiPcaMHVdWKJ5bkQsxSw52rK/sgHZGIbMvnesrYW5Avd6wSV/dxYVjfYXfBouC+GP68JdUXV/RVl474/kaEbgZFnAwSBxjoRP+L+n791QrkyzeKOxZNMjGrJ17LN6aZWMGhO2ovTGWaPdYumbJHmZMQZm06pnzVuxc2zlOt+Q9ltBH/s7ej0dWBWZY+FZZJPaLWLg8VE6yTA6zRLxbGrnNAsELL0XnndMe39UVTdAgwyzPXzjP2XkWCt95qiP/h3Zey9Op3ze4DhySWcJgS3nkyEuDLaR0A99MpXA7C++3UJR3TnW8pR9udakVl9wgGHI5+Z2Rual3mjvqsuLndNquizLbwsXAwajL3R65dQMvVWTjpbmVRw+szHnm5dbqy36dne3jwJTr0s06/HJtu3S2+ZcDoLYS3LMAcwAfx9GrcP6FuO0XtQswXmP12CEagfHW6jPq8CkYx9T0n/HaWRisy4Z4xmFCIt9t0jgaMz575tVHp2Po3ZnRtTmje+fFeHVTAuEEzd/Crd7nFg2JyRotfWrOG3+rNdgjOznV4w+xc87XXNI+XD5l8zAbubE4fVO5e/PCVq6tt2zgiCy98LxeYQYHg1qkvvMqvY3TxfFdVekDP4/TnXeSCdnGmef94hfncYB2DAs7LkbWul3YnW3WkxxxMwfcDOZw8LZBE2s5DIcVy9n2yi4XtklE53Xfz7nXtqh+U85Um4PIQGE8pxvxM2lvktlT5y5JdiTnzJcZ677mcfgHnP6z5PtrwyXquGikjuSAoKQecMwzDoyJo50chQGVajOSnsp5gZ/ZHPwNZV7dZgGJfAdz2GHbgOB4Q29q9TMilFjOmRswHm1I4spWCcsbzyE7oaMaZpSezRkt3Gc/J6DkpEu6jqlYm7HZP98d1Vs6hGXMgC2D6C28ZCIO3NLhwUtqjHnD9myg3ltVK25LfHHm9faELWVzVnSaz7yOQ3piLwsj/to0j9XXio6NUR2yukTaeRuDgZ0vYPORh3Z1CnbeP22TmLvW1MCfeMbuTZhaeu9iXYfOkdeJmxs7M3s7LsXQBt64upMvTDP1KK59CMM7A8mP8OxS9SMfze/AFYN7eNsUz3nngA6+ewVo5aJ1h2emDvKo2uRx8i3cOK+7zrOHy2d5KEZ2ntyKbZ8HoYkerIG4h6rF2PYeN6aSX9X5uZ79X7qE64eCmeK5jYIu9tSCCRzrGaM9z+72BAXvrRaf7qmtJR+NYz4de0jnvyZ9Pvx9bfho5yfd5o9nyeDrgfGehK4AwQXBFtByx+wC8fB4HciSyaDN7SDXTDeF6EuecNm5oaUbRH7D49nQ0WtAYR4sBLJNJFWfLgVipAgQH+3STLd+xeh68s1/t2OTd5/V0ORMkZszaoJFI8FnqEDUaFTEutEDyIsN21xPh/qxDMPM0YMZsnTEEfbPpXZz7Oj7MFvJiXtHVfNHeulKoBlhIKjN9hHARGe80mEFhOGjtW649+GsjhNX2Nk7Ot6zdG9CBkd4LX89f3TUBW0iuPRZlAKJESQ22kHSOptIQbtuc8fLSJ9weavMIsbRsoza1u0jRU3jCFxRt5IoepZZh5IQa9jOWXNJWfgWm6BWWExqIb6hxG3LDB1QcqcUNkuwte85984o1S4puZ8YU6oOs1QtE6K2iWifo+NEb8/0PjJjSm9OVpXcQVlNNGniWagcUzKXJqrqX1h69D5F6+/IkmCXnaWzcThCzqmlz8eXHivXq18G1e0v1ZM2kYmaYILPsMV0bmfBVpZp77pRpou0PDLN1PxN8owdZSLwMxtNljVaRmZRnGzSNLurTRSGmzi1zfkmarQxueNEdM1JCDtkp+BdN+jEMQV73KbTmt+Bg3whzDpdgWWnwALjTgyrfCn7TowK0U08ITQGBcj1rTeBIRqEtvdm1Mxb+1FBr+j/azRzXDdF9XSNqu0Uzr/FAMaput92f/zz1al+k6r8LBXyKhKrd61UWYQOVS3P42vZ6/Rhn+pJS2ch26fqpsxMklbe+B5y9qm6SE9j6dXsWn6TivWlUX6XqcYnZcdWFS6Fi3aZq2L9OMcPoFGqm2cGrCZoyBmrp70tW0PnLOGJw1ad5q1EG7Zl9baVK/y81dt2pGxxZzVyFaB8fg6E6SuOWt+nrjjXrtCVGLxi5IrNqxetYP3PYY0tcVxHsWgHspRzvZeFjItNZt25oBUN2NFa2fWmFsmylimeE1uEKTu0daStrfrFLbOK01v4KYIC1QBXjXczXFBYmog5nCUuP0MxxmVFrj+BW6YIDkDZqAtRuJcp65EoAdMV31NOY7wRJ0zIihRmSa5IUfd6ZSLqv8w7MUD//2e22Mld1vlZif71ipTu7n0X+0PerTj76cqSLhl+X6ZerAB2K78NC+WMJb8wD5WOWRoNWzLbUOLBy3324vj4hf7ly9ufjTp/sIV5PI0h3IwyNjLlsUxe+2oGzKZmZ5yTkr2yueakguY2VfD67sZwkrOWLU0dhPamFqscDbfNOX+e05r7bGeaX6PqTHi2rniSs1QdQvYhD2fmExadsSrHPpumJavV3kfH+MnPCB+iZdBmH5TfH7binQg9V0LUw1Y+5A+FcAf3RN9hESy4bdUeFr36pGGrtC+MAHMk9yIprDppxdwltbr+QEkzZiXwqu+YPLOmzcTJwblhtds6ETxzp8l6FaQgP48CbKYk+6mA0mIVZ0j1j6oIr6tC+1Q2FLxZlndcVrGZr6aMxj/Legb1Ikq7ut5kSWhWVkAusxwGTybOkKGWf3l6RbXVCmUXS/pG9qFWbasVxXMtRZYXWySdPNrS7ra0FlvJ0ZXcRluY1REbvtuyd+tMt17exZV6u946H3BJg2sha8RhjvOOYsfpGdecJ10n7bnSplcYxdMfaM/ledgVjUw/qR6x7WrU8y4f5dwKeN5lWJzsoNx622V94ZUddBLztVdpAaZeqPEN2Zuv79xKBOX88uu8/wL02rEJmETo+kp/M5Sxmd5/3dijUdj4zaSkOwrz9TcuKH8RVqCikp1bgWj094BRGPh0ksKdbFKJPdpdWfb2LdhiDyjJhmCqW7DuBYnKtt/4HMz1kUcSFYeG3RU5GaTDHSq7RZhmFCbgjD/cbPiNwp7i0yt73HMwYQum/BwsvNVQGQKLMM1j1MiFxgY5CrtdewLmvQijsMTCg24sgPDX0/mpIpjh5mBq2TGWbAi2GOZg8NQeSfhUBGOju7wuL8KOjsK67QGEcMBHYYt5jEUv1M4i7K3P20H1dgs2z8GIZpcNIgsswhy63ZWdyC7QpW+eg10uwpLLOwb3GU5nZs/B+MV5WXxihQMBizD8NlwgDGuWn6JHYWzzII/u66dbhMX11lQy5mC193aAiO0ChuhQb8G0eb0hmF3ROZhsfNMgfgi8C6uK570U+fd4zVHhKzMKu8Ot35xbmwYEPgd7bMEIQwMprbtlm3G6n4ONzBbsYpxHmoNlhw5k9nU0LcKs2Sgst5mNHsSoRVjtJOD4KGwRXoTpNqdmkk+8f2Ii0BxsahqTWXobQ+gtwtybayeOkdDsczASqmURpl4eRnDPwfr6F2HHeg5Wtxx7gV/6t2Dl0WshgXHuaFuEzRuF+fV4C9kQdOk4iSNehAl38TwCg+i1VTvS+dQiLG0URsGaH9mrjKsQFmEvdmEUIwnaIqxYVY/C3lOh4Yswdf1kylmUOdiDW4SNoBYStjmY4kdhwZMYyPMizKF+Dnbdi7CNu3ctGhqF7aRdGEXAT+hp2I06f0Y9E7Pz507N+/M0TLp7oPM67GOwDHZtO+XUsU/icQ05Cnu71tDBeRHWHoUx1tC5c7BuXoQdLAsejsNvFNaaDxN0vRq+YQ623hVhN4uwefeaQSQsfnwgmYNhfxHWm4N1NrwIowbbZ3ZbelN8EebFLuytniV9DsbmF2FbR2EuK11/bJ9r4FGYahEW5y4sM1Mgugg75EczTvAi7ASZ71ipLAb1bM8f0czBBL9RAiVbsO8KR8gc7KrbNatJ5bnAtmDOLfPfOZjXH8NSFmGsPgr7cheG4nUC2Rxs5CzCnGS9RmFTz02Md9U6Acg/B5tNXgBtNeYoDHEjVjZi4MPvOkz/4PHybhqGn1+WSJyGjZfLaaOwUXLN4ORRmNFMBL09Mv25CIvNS/9RGBAQbiCsvQtLn5hgv8wyBI/C/I4txNCrCAAxCvM+2tBz7H7ORhjkuzDu3GREOaZuF9YyrZXT4igsuew3i12EvWtlgWA+PgqDsd+FndLxUdh2GmZxv/Bo5d4Ofh2WHcwk76dhj9Fa2TKYRipt1xtKDd+MlM1USZZg3i7s8OBZhp1RWLYLE4zgNGyNzBJNuzB107DoGjESLr5RmGQaJi8PnKm+C3OMwuzTY2emCOCZuzCMfCrhj4rd8oBkHTYgp4KjhGnY+U5wU64fjLzWT9GOp/pudmFw9mgay6MwAmO5C0ssphmjmp2GbczksHWYf9i7P47Z6M+/ujngArr53YI2DQP3NgTUXVgeOg27m9bTWe0symi6tqdh02NRsAsb9uZ+NEZh/t0fxFPCXRiXYTMN49p2Yf6KXzgNq/vvdOuwPGik3yCD07B412EWsw38fdOwVL6J3q+F88AJDHwUNhGPoNGLsGM0Crt2YeRRMZlvuL6lWodZDsTykkN4iGw2KNBMwySa2SCWjsIOaAfuwmb8RTOHhlEYIu3CIJkpwAkzt5yGobQO82h36IHFtHC6fBc29sZR4co0bOzYmGfvnruw27QZ/tOw0C4MKnxTh4hnaCCm100Lt+h/7n2p+KPC0jpMUtgas8Oam4alkO12wkL+07A9b0qswnAXpoiKqa6ZhkkZHdhGrDVvCZO8DuPUpmGnOWGv3NfTkGYdJlR5IMasCfAhh+Me1mFX8hE0UwhnKDR7F+acAvHyXochNRsfjsSBmPRpmDQgiuSJVWcdlhkQKZ6GdTudJz8Q63kdVp2G1Z+z6HUYmJQ4HohJf/uaYyDGZRqW3w3FIVlXvesw+YFY2zn6SwbXYQvjdGg3DaPvYoL3cz81y8Q6rEUzEONbh8Xvwk42wvxiPHvYhX2mdqZhe9dhtRvesESWLwHBNGzO/joMexemXQOF1qve+Sfo+QDWD4vPNMwqOQhS1XsTWG8XJhaO+DQehcn2NIyMRZh/vkf5OkwmWJiGtfazAmYtAjkLxnAaFjH0VBZCWf0AdmFmJpLWn4a53zXfa92FZU2bvrvTMNaaI24dVnCNfQ69NzsFk2mYgNdh/6dhWP1odHzs/mIMPAZsYxp2mUDqa7MLgG7TsB1o0rh47MK2B4bi9oQw3/YuLG8PfP5kOg17hbaiu12YzzSMHZ9FaLvXfLswgOy3PHZGYerVZ8+fXVii26OGYrRvFLYowvaTG/k/8BnvwizTMNvUGIFt14N9tg7r2wc+5djXLbHETMP6ouEA0fdpmE76XRhUP7fUR2G+Q96F1UMzH4XU4P+XS8PJB0/DxF0YcRo25x5WLYLnW0NuHcZ7m/9kDVt9Dh6F7RHGrU7DjFXrsL4pfuaBGAKOHhO1HNaAsg7LLHvD5Gca1vnndJXwePBlGvaXDI5M34UZtVEYaRfmcRoGm9A5v/+sw/KPpl3YYBoW3HXY+UCMahomvjbqOu3kBkCbhsVvK7wg/+3CNsbsiBBmFObYDOsa6XVc4oBEDOO9izCKDXqc+e/CsMvbOMdHroPmRcyluLswroFYshi4jU/280Jfh7lNw+DjVdH23qz124W9ZCf0Wi3uR2F2ZnwXVt+jsK1ZhLGIH4VxdRfmbRqmOa1vvA5To3ZDoY2jTcMWrHsxPMXMDvct82PwRmHE4SCIMRZhFk7KP7CMF8coDJI1v/f7OowY8zTsmEmUdZG7MMM3G2eNljU+tQj7Cw+NsRxeGVH4UViz5QEjK3Zh7QYTfZ/fY+w0zLwY7PjFQ8Z3YR3XDi+B4yjsOWygMjrrks21R2FwCv9YhOGXwJpJ9xMX+f4OnyKjMOuCpfN+jd8gnIapj+f3Guq5C3PrmYYdozBVby8D0MQd8WrvwswWXxJ90htKZ4/C0luEqaBJTboIs3IXBt7TqFZ6Dhb9o7A2u7CZIxhwMHnV3oV55uUtw2nYafiz7/Ocz+DWNAp7teY+oV89sWHUXZh3HVZwI9YzQ42mYci19amwC4vXYe1dWJ9FpmGrzM7G1EzDvPFEBWMX9rAOo1rYfHsUJnu7sJbCMH4c1WyLMJYs/bGdj8KMvAtLGYX1vJOZ37swIguPxrHtBHMwh0WYTY/ClK7oLV8W78IC1+8654B2UZP5o7DnXVj/ejYvwih8FHb4RVhvDpaE2C+jMPXy4u1tnzNBuggDFzYmMNIJhbgIa47C+rPrN/g8G2EVYX54F4ZeyjTMo3EfY+8DeEh0u7FjF2YYx+gxuXLTMLJ+iLFwGubbyUGjsGLPYuJ0FyYI+f085R6jsFY5EICu7e2gdmFERn616xrfj98imvwrBEbhsQur/HcWeR8Igo3C8ocjWC+dRZixMoUB+TSM17uwucujMGhYhEEehVUue3+0CMuPXRgHwZ+G5VcPKFBjHTasYeRpGNqBmOYmVpoe+0/Dou3bhU1Pw7ou9rV8FwYOThXchjf1rB+FCalIBw3gNEw/3FsZvY3CaPABzYHr67AXwqTN0NOwZxembhqWvGGVo7B88RZAVwZp3oUNpmHB67BQ4Kr/5nUYeyYR8/mmYa3aHCcNd2Exh9XJ4ShMZnVCuzBr0zD7FocdhWX7ZyPehX3oTcNwaNZvUq/DutOwtuZlvQ6jv27JwOSanTOek6VuGJ+Gbe7Czm7bIqdHaKMwJwBZ5E7AxX/PdLsw+zTsidDWMRnoiXVYcmBRZp2Gce5KpTLWY+uwlXofBmfZLswGn+BMcBQ22oWpmO3ytmC79pF8GpbB7MIm9L1ZOFmysRl4F5ZbawvEZ/XEOgy0s8ES1r1r2d3KnZuGycduaAC1QQqgJ5YpnY/C5sI07MU6DEiWxYy8hLEzE2hzF6ZurpiGoTd3TmkXBgSchh1hivF4GgbtH62cvgvzHoVZT1dvZ7zznoYN0i6MyDlzkGnYjrN3tUqNjbw/wzQMjmO/8HdhZfIlfxqW4sZD2dMwe+6EBWQ1VFOIW5VaKw8pmRdhOJ/mYMsijMDrsMqUPtZgdO407IcXvFMou7CHe+YRexqWNGiflq05LkSafmDwHqffbx1rFAa5D/y5qJiDEV0xO4BkjwwPxqpgrcC6pXuIlPZf17vaOEirPk1668wZOaqbrxX4FBRuvlCuGDuEqQMSzHBnWmsvAOLjwIJxl2AwzggMYvAxyV14gW6/MN9mmwa+sXNVDh9j1UWlYB8gKFvlM+NEuLW7OULVZq0QFVgQzmY6GhibldSAq77uJPVXxuRougWYeo+s3RaK8OXYVG0utArIlAA1i4FBs8wUJbZamG1XD/MWY3PDjbTOlUlwonVxnJXQQlyvd2ZwnNUXZymSb5lF9HkUf4E+fn1oFFbXWNrsz0Jer80lF3teJqV7PZAWWFe5ZmHsfCK23/yqHHeufufeaGLDq5VJ51hdfnulNSmchbOSw1Bb3Ie7usK6t4p4HvKJYB+QO5PSNJto8gxamyA+3gGNF7DMtK2rPgOr8PbFOI/WVeqUM4KP6PYPpqYAcCm7Ko0xRM5qLSKUGlWFLUfursotMWj02FUBHYxNROuq/nxspWh98qRjK6T3Vvcn/HxqZspUbM+psRXT18RujxwrolbnAnRmxde2FVZ30/VCv27f776xsj+wihafAsuABs5jwCcfZ1cVvDloLIYCoI+qnkWVkTFAMaUDS6uOqtwRfs7f5yyqRPPnAgflnGdvSzXGeAqed0x7vqIa4DT2x4RqhW8xLryfck6osmU81VT2U9cJLf1ep+qKtYhaTeOpK4hD1ngzJWC5aw9H428wlYzfljnk7wA8yNIBOoXfMQzuO6mh8w2pp1K4cCT1+qmUrLXLsJMS2sgjlZ4LKcfEm/3Po14ZbdHzbkNOWpzD2JX2gVvw0jvvxHqyjyX78+0kSqFhrHacfABsjWYPda4wSygItfOy+HvkZEuosbN5Dn0zKHy65XLMoBBk2wVHb6DqCy0Ae8jgbNUbQDUbi1l/vL97+lH3avo0c4cXbMAz6Ah59ERMLp7OXlf2aBZPukVGT27qp4c/LJ4YZPOEu5utE/23objZ3asHy56diF85cSBjO3Eynt9Wu9vvm/CUluqicDSptXddUMdNZ9fYWIKC7gtaNgHauGmvSE9YY0lz02T/cgc2zG7IznqIIpY0bsokHpkqo8MusmPy0u2R0ykTztnagCB2TBei6G8+opQNJRU3YppS3oji1/Ol2HYJOfXo/tulZa5dgOFzbJeCPGNyXO7PcEmx8PZ1q4txf5osWdp5/WUfZrXkPqzYK8VMliiSBgGhi5nLXmmh+tVDzHqMlaAfem9jnikhtlG66vswbjdKAX1CMwZKdIzNPQqKxToJIsW1/k7IWU3yN01S/1rc0cn6rZMw/3YaCddJBbukUr8zuUsZCRcMF4F6KkXLLuk3QRhfny0iP0ri1j2EC3xX6eJj+kllNg8E/pW+a3ykjW1NTxNtN1QnHafWtZFzHhzlGhnVncDFkNBNjVw8Z/Yvt0s4FGDBHlsYwcjb9n5LNqFzLfO4+qrov3qKVzsmdP3ZnuhwLEzxnCUR8TYjYu965aY20UoVlsbiXazRhGab1pmC13XisQMSmgsltIforq1Qd/XZKqpt7ApioB41EeLydvga2fZBtHWXZ4zRPuyFNEEjNazrPqPhT+ub2XWdAuXnuSV1dkCpy5k9nL9WkVI/CFdPM/whLcc+di43/FFWW4ZVE3O6GzACW+x9TOarexNxB65e+tzuSFZfXTdkr+h8oRd1XrmxwSZx3LBIr56AE496bvs+xkXPNesBNmFKYSs6slKzdH+5DHlCxhqQxgkPjf0Amxd44RusBusN5j5Vm0izRvVyzFqHDmQwv7R/21EdvOT3C5ZzruhZNeWJNNKJiducJdI8hyOyc3kbOBoz+1kncbXldt60ghk2VbXZC3DLsAn5nun9rJdwG/Eh/ZBsG8ceWsTAcddCb9Sp/MF4TqQx1zHivtm0hpoNjNLK2qdjl9ZFKJMl3AeGaUjMl+5K8viMnPhmBh+WjBud2NMN6b7IN4YjlCzkPLshyc5owXMFWfmYYtMS5i429IFBabda/3e8jNfehDtPtHgHuGAOdVvMpjWn737oJgXrwwwhUhvDVTDmtd1gRRehz+OWTxuZD6XBzYZ0a47vHUi/g5ubvcbSIWMaa/fWHGrVjeXNdDh2NSttOkgT2ri9YsbGMSvgibtRrmVHXM1grpI5fTtOh7J8yEV9w3Qbt0NfyTKNtvIIsJQ94rk8ReZoxxTk82jgyrGeVZ+2Lmy3pzjZu4BNM7TVGuQ2jnkCJxXbLe+a/ckyiyHd2twtyc6e4j28CfpUOIZr4G5cvM6YynGvhzvATPTYpf+dVAhwzWJGtDnDwBgGBEVyHNtHg0UD2pkoh+PYzXSRDgZupw1bMMPXltmx2gqjpnHsV9d8LnfN16WYFcMRbitrMuJl29tu4B2QvHtvUy4LtOUrmcVoyNAzWBa0vHBXMml8PYwjl7Sx3Q5WJL5ZwSjqSS1vctyTnXW0hUcodWQG5J0L3hQo5JvUWhzb4K9Cvv050OJmNDlkozRY0ciG81r4dTHzgcE5H6uLbG6n08D7GNN9YXOc3bAvyagZ0X8yWsGrzGtIwGN+/4852WHSL9x+45sChD1tQdf2K4vC9nak7s2Nb/s1WLB24s8Zn3s2miVRdGwv8BqJeyU+wBczuJVqlnBxdktO/K5wVpZtK3bcPyDlTUtymuOijoWUk9rPbpZk6Fy/qU7ezU0G527GpH6mYzgvbzLk5m6YzrdLu65vNvcBe+scq3uOhhvzjfg0utZZLWxbLmZtB3w73r8aDTIGh228LGUDLOk4xIlCeWdniZr5Tum2m8lhXXSZKk5/nEN7rMwFyGZSom7TXk12OiyHhsBvkDR0zGs+J8EYK0fE/GZp2s+gl3vA5K7XBqL9jXNYQYWgcDR2bJkYCFI+aoBphgNOgQttg+lhg2VBvBOrAdRLtl46/TXgal2sgzcrIMWclgVoY5O23+1vqzUnKqHtZyabmlV/yqJGrbp/h0reDkm7+BHaKbglWxTHrkzC0YdDObttBI7Tl4LarWM0TwbbjImEnsgaDBYGoKvh22Vg0psUx6JlJ/86Ua2FDtJD83gbDXHW5bFqX8XD2/9ZAqc5w29sgOFeLuQEOJurDMVbo7vSizU3Pjt8eJvLUjsOsR+Llyi0zRAtd21tFB6hbYRbo+gYEVZGyBH8wdUFhBiyiNTPH8SHtEQw9cImgm7Hgyncnvxs62hWYoyEeJtzPZthrB5PlXO0SKfbnrjES1dD+Cbdqbl3phGauDMvWT20bkqz21poGrc0c/IT4ibRbhxc3dJvL83+6VCWe4ewPhPXOU4L3ZRoFRW5HOY3kFtyKk4j02M9JbTMPSHizZjQ2S4aI5TM1Rds27bkA8OgQPjJ9vlfLEJWFrXZqvyZaVIWdsTqg+2YEbH2YEWefhWGpCLxgZXGgnzrGavsiy2fuhytS2e0A8PccDTwlft0ZGhl6cRgRIEp9QrPuNPOqrh3W//p5Oz/vAmp15nUfhluSUCMNY3h5GLb3FJ531p21K1zQFhMaNLhQpSUF0MKtj14mndGlcaCU8kqy3Zind34XFhzOUpbWZp6I/NIJfdrSJK0VGhXCDuT7VSt5WyvWJWtGbd0vMpDm7LQklertpJuw8WWq+Mo/JylUWobMvsMwXScUKzBW/sjMUlq+FpmWZ18/NiE5D1MHJZ5MdvFSKbZYcZjoxBQ5c3BT52G8nZ2Q2jVFr/b8i8+wdXgIJQ5ZyItrg34rg07HYhKCzFOQyej+paj6yvyadmpu2Tzvj1ocUuSc56Pom2eiKS6scbUs3c2HDvjQAbaWahdp5gA09ajUKO5sgqbdXJ6Yp+pdXSa9JhQM9rE09TbkbjrDWriDTGM1z7zombhPC04RRlNhy2f4nFAD6YDEmA7Q3FNjmwJSfLeZxgQ3pL0TXIJydZyj2vbL0xKi+VGo6cbQ7QuXpIvW2vz4sXWHC+xrWAPHUMahjkS0+GtNK02B6fA9d5EKmlof0CfMSeiBLLdutY3O732NoPkuGmXBww8szPrW8fvB9k3SuIIy8Nm/ZsRqbaLBCkU3sLKDW/xKHXaHIyxsdUfrHmO8FVHWb/A1d/UNfq65bmBAkVeHhCq2/gg5sxGvXKrM4aSTJNoy2oHhb/0XyiBbVE+uiJFi7Gt7Ww7u1QHbz0wKTTwkbmxpTquXtn8R2+L7i5dqmDHq0dG6Lrvl9e0rysFrqRzpRaGW2nSVomyThSoGb81F8zh6SdYGzW7rIQT8xYDvJEuVXBNF+gumH/idpOpyt2iyJqmXwfVrUj0rWvYx9q3cmIJG7Ym/ljRGGznqPaRwVR6szFO3pllw0XhSurLeiTm9yVcx/yZslVH4+scxWkzhBU1nDmp+I/EdTXNCogSOJv82CYLFuOV9K7ujoiX9hg6eBElpwWGLiaPPBZcrTHltQeEJPqCGFXbdq6CnEHamyHNZuYW1jABzdcaw7VqWhmPoWazyCbytMXDoNhAcQecl7aibM1Zb7RxDYaUKaE2Cp9hbJmE4QVTTDc7aPsiirF1mGMY2b5ZBsWNM/fU154dnyUYoVYCiX2rRa5yitmNnWE1TjS4jew8gswBJMXlaYw03WizWM5tCOZjk4mbDBYqjb3bqU3m5qOwzfv3F5ZVuqlSZ8zqvpHF5kHg7ICl9f0FbzJYj4gubU6L6u1YnTWo/aBndWF0e6qI2AjzJNSb/NKwZ4iYihubczABE1VPvT3bhxqwGPQizq3DRjiPYG+WfoHJRXX9ClG5i7XRZMXMRDfUTJMp+gRv0ktHhhRBzSyX5tjENbPaXqzR2RFrEMT8InXV7tFruT13XG8DHpNF5Scm3hmpaVVaTD+h2FXwuH3nK4Ze36aV3dhb+M2IfS5U03vFWZlTdkVtBeQTa+vPsK1OAovKc6JB5iHbUIDSvPp8owqGW1JFsbTsO/ZUjuZ3QMBvRSFb9KaGU1hUootvGpobWF4CQ6b8w6gp/LXVbFOTy/nIMmCjVswaYMtIJEPGJuIJX5wbo6QcTOY/4T9SO09e2k9spd1OrQjrylOsMWvwrTQYwmQwNb/ZBHMNB/paTmyHiZgP60GNmrXOI4b7k7wz2CFwy3jiFTPLGGW3ixFhdRmj1KYYvvVtFLIIW90Uw4gNt9jdK0w0AZkZyBCZa89hojNuJ+Gy/yajf4wnk4EXOEIXlScmR3G1w7pS38VdA6GYOyggSTtwRyMZFQwguMZO0vXWIBYyiXy+hYQg3hgqOawiO5hHBo3ceJQUsDVMMVlILsd2YW0cj0vNlqkUnTKwGukt6dAPEayRRfmisLkDu4bIaTA+gIQ0dxAh47Md1qYieKuCcizKKCML8UFNEGhgS1bFXWJznH4VmHfsA9YyGswEMFDYNLwcu8ZsFGtmPfgUy7GwY8vCMQ/Xvi1jHGMCnsBU9AlzvqxgwvI0rL8lN1Xk2xNwBNcMWcKurxRoEoY+081tlW4tCa9i7Fe40d0oJuGww7tvp41uWTH59R3bMH5gDvYx+uztt+bcCdjI1a7s/e5kBRKBLe6FxkafEFuCOmQIxwGm3E8AG/aOLflDWNx5T7RZ0hsjbjowAJcDGHeCpjfhl7AxMQXb1mKNVgJtgEEard7g+tTpKFgLo68U2JQAGYbLBRrOQsJ4Xwq8QQPdmhjgpvkV4wL3bjq2n6lKuCUVBRutaDCs+o2Byzsm4fpjte9jZ+WKBXIc83NOYPs5gcEoJqz4V4wyfNtu9s0Ri+a7F6YDqgcGbl1LytIYdE4fbZ9SJ9OytbADdYFpMxDWUGGycTmw+HYFm1SyXtDm0vfYxn/dAkI33kqEHIaYtocdF+r3nPmcTJsjMAKQY92GbxPZ8aHXk38926pUTtgyXRoetbQxa2jVbJg2QopZhm2GLcsIe08oQo8a0MNDfuuBaZv7tg/Bz8Zf+EDzN+jhUTP08MDH197l3bQebTbQIMB6YNEGekFjZ/TA9mcdc+FvpTwpwRsb8ovGZm6IsQaBwHrsDVE9KbW9cMvleiwApME4KLrRpoOoFzdYWQ9POKFj0QAlNvl335oL5QHoAEG9QDt99NhyDXTDYTeurX4Ygzclc1cWMCnCRNLCi9j0NgQYnwBvebYseoAhZI28pjqa70kDo/C6PXUTRAnMBNbNJTZctyPA+pKYom7iGOt1DZwBBgsOPBb0Nw5DU8Adq5ULTQ9gdurbOILbNUnkXIps3SP2Av7hSPEuOJWmxIhTYpP28uKRwJCWMnKL7NQdEaO2RdMHYmTjpWBa0ChHtCbv4gWXAyGdz2hofgmTx72VXO/HK/098mtn6b75ZnGanj/DYFilqQrfjn83pGefNBO53udyve1QvdLuHQJsvFMJEPBbo1nDd6RS0zv8f/9j7A7Fiba5fcK5tOyDhZCR38zBEfy3tSH3+nfO2PzPy+qiDU6/LP9Ju4Dfg4vu6rwMh6L9TfTnzzRb/PcxxK+v+VMPw6eeJk96HtEMGK+Gn4JgTqanAYxdgQCcSaYBGrgGATiNSgM2alvlZXl0LtfDUK6nibyeRzQDxqvB0gDMKXoDwEgqAOC8NAE0VNMAnFSmAKaf5XXzLgJtWgVDtvm3rO3M5XoN5XqfyOtlRDvFQ1biaVDHuV7jTcCshCnYvtEC4W0kDrdNN9i7jbFlbWcu12so1/tEXi8j2inGkOU8A1AHrRuNd8IMSJjfmhqtxKOROLLeBPb/q+UtbBDAUbWsJeOpBOjLXCNtWfwH4wZ+1+TG57JeRmoZgC2QG/9l4Q79S1OvDqZoWaOOwL2ZLPBTsQBbbp+zl+VpvDJvuRbA6WVtGazAvdYKCPqyPEYq0y1UAzi7rK2hHAYrJ01Ql9Vr5J9goeaUkQwy+6sTSz8wLKt2PJ7A37Lc+F7Wa7D2Aag1svG5LPxIPwJKC3YjuKyIobBpU6tkOl3W/RG1N5QFkzrPABwWmXKhlVK2Uw3sxLgHQxFKJ+oiqIq4nfhqkUGKmFW/6b+sFdZn+I8LNOgLPsVX9FgzEIgtAA+ICAAAAAMRlPM+OZRlLCJEsPR6vfS01fVoV2jXnT3RrlB2n5xC+6yaESAEAQA7clm1WMZYoxnEdH5UCiq9gwWqvxClEO9e7tkVPAGziiVxT8UUWOUTfb8B1xX9YApGxyrRzJF/FOIpqiYf9XjgFbsg4GpQsaSalmdB91AV+S8QHVyLKrgnmC1lMEgXT4WgEDf1AHd1oYjXYS/RXYUlmr8YtU/FY48WrQOHvxEb0rGh/2oyGW5HIHv+2sWAhvJ3o3uofOxWR8DXkgR2K7JR8NdQHp+VAK81JC90K2Oa3Lg9jU8IyPyoux6aiAM5zuiDRoex5BcGnt6WlOT8qxo/vHRBlmtimgsd/uSyre5EZa8so6cC0kXHVTh7CkFBvPvCzDs5wMU2pJD2VxlFVbxFA1qUPgwEYFVQ0+gAGxetZga0Y38c7WvZkIxFqPlUMeDoIQtwdLsYJjgi0dEL6afEFuzC8Fc9GQ8nQUAMRjTFu5s8suKdlljJT+ZHeRX1Dxyc6J7DtFsJ+45K1ZM1H7enOkTUQSaEckwtVz0rqvQaklDck1sgfwXzVlvE4Exz0gcNNFY3sd70E1hTT0BDDt6tfLGdxrTJVDyWnkoNj8ayJqsnVKHscNJcjqRxJt4Rt/govswfJGrjNuHjwrWpT/JhJGlsAivwozzM6FM0jh5EjU+uPe2ymSzMyFFXAJ/K6U9f0ZvUEKo6dLjzNEc+aIuH/OX4qDvMqt+fgtd2oeAmssBVNT1VLkaLoKwZ4bDDZm922pRfZuLGeSosnv8AzoTrJZ3BjuVcy41TcOwjSJGPUvPRmX4wvpSZZLWREkC1xRAcPMyIHrlAFDUd7nb22pcaOenNi6fiIqg3uLrqB4OUdOyRAnvFY1cmwUbAU/EFWgaRym4iSp5uFXR7GVhwsx2zSv56WaVxLBXghGgo6VjOBu8DphZbEorsr0G2PSnqhIbxVqRbFZm2GONUDjFB8qmAAPnrBRZbiYoE3Sp4mREztIh3POD6KBRUGlJCiL7iEB3vTsYvAjtw9iLflr/iJdE0snj4jM3QDnfaeCUYRm5LJ0J/DX3RsTqUajJSAnlXU3N7fanKHdjAPNVjBK0iFEX/c+Ry7SnYa+DL0dYGwvNXrKd3K8LC5XNDBu9OrsmDdKLxDcWmj+JQpIPBMPQJSgVxbWrS3hp1yxrm1HgqNht6M5CI92hDqGedFKICc6fFtoRR4a9EtvQBKgkdUfSw6ghDVh0fOHi/M3+cDQbMtadnGbAHgLgGCO5DEVrqXGVWfkOcX5USjhwuxggYN8MmhA6fCLD3HrMZwpz9VH5+VB3tGOgvYo5cO+KXDnNR5UUsKvEbxbeP0lLCTSsMcq/MKDt8RMXu85NzUd3bU3XrqpE1LvQHezivlItPHcsjbt8hUJMXWMl4qjmHH9imxmvcYKs+bmihu6CGXZm8OTrsJUJOxAIa48kc8FEoujpUYpbecmzTrYMittyfm3xAbPOpSCN0FVTStA82VLxLabbdxGBkAu/XU3k6vtEVDNuBloeOHb3Mg4c9jkOlzUcxvekUXnGHKiGmWyXjqChEdfajjLS/xgHSfKGVnUCqXcfuxigrnGL2ZJ6Tv2rXtITtobPpCcC7M0hEcTkFbMYZP/5qNacZHazhRFIY6jAYHFFcHq37ElDyr5da3U0DlkYjh5FrTwm3Gp4jWYDTlKeKRHDNAcdQH+yK44gAiKJGYxpbkYrzrxbqPJWNIVxBXBDdGgkj9zmWideAAfmoCd2+JiPPC7DRVHVrs1LFKQB1xdQ91TQ9YbrFa8mXwGo9u+Vu1EMOJfsSQ4W/Lho+GgQorqdHx7sysjJeBEOxGauwh+pmq0lrFqqCEM44mAkzuKIaHnQ4jGorjhJ455Rw8u8Fv270RRu7MZzRsaEetiGgoJcMZIh/iz45qRUJXC4jcnQYy4S9iCfpVVMnxL8ccvQXzs2VdEpHtzrKbcC67Qsmj++pul0P80lyT7EOHJEISs4udsVi9kA9VBc8Pa0GFm0mwYp3X3DZenMqvFyMyHgqMaL9zggVzaNLG0ckgrDvtuA3C2WMp0Kir2NM2OkvlmS3CubFCST07Rgo+dcpI1oMIAjXKosTHcYglvkm42004u2jMpiprj35uBaQ89Hf9jjy7mSVuEBXai9qzf5a4YImwXamL3CSO5ZTRNxAAp4teSX5VzII3LAXWPrgKBnXnqqIB9DBsxEbcH7uw0Ov2GK4EzQFOtzpJDbaYtyWKDb/Gofa7w5Fai0iRlQlBXHRpqAFrkdlSDrcSZj1iDrsIyxnPmrCoOpmEzBZlMjxCEIadJgD6Y70Gnt9zJDzL5bZP+ATwt22UOrYHYBy3Qkn22gw6aMOMOAExDw7IhgUVbayQTorSiWHwjf0bJcSU+1F7UoU27+ebfYHbnrczgpgOpazaDte9TdGkfwv1YN+XYJ7A3Tudavg21b8AOJ1YfjjXw5EeBW5PjzDHi8d7syxJT9svjYYTP7bdajK5nbX3bLgXaEQVfHu5N6Fb0xezKgO/xJV+CcLUbiaGrJuFRTLb6Jsu8EZ30PpCdIBtRVt1aMC156G7RYwul7LosGnIsP5YZF7uKcfE7w7mSSrGaGxFXDweihSCW+pggr9+uGsWxvLxJRKfi8igPtrURfXiJ5Xf2uwxbsv4uJIGd1t2FXn8x7RLoj9oC0PCVUlW6i5OsHS9gcDRHQsqFSMiaRyO3YCfyWRhEM9UQccM4drUwPFj5TVLVh45/MV/WsTxDgdT1OzOBsBgCoPJQSH7kAIhFOxYumwlTrxphoLW9LH4V+ncFRdKPnCex8VrtXVpsNNanblXp8XKrv4r95Uf3M4cnvTnm6VJN2OUNqXwoYh/3YF6gyukPANlWwdu39sSQFJXgySgP6Va+OPe3T0QanBaiQDPnz0hBcPS/PSYTBVdmXqmLeDCCT/Am51OAI3do9rBN6dMbUXX8kbAUmff0nQ/dnpW0eA91nNTKzSDmJRvsVIiZ598yIGUpdhRzaw8NckJlUYep5VwkoLg5AEro4pQjkigAFbS2PpNcoD8S8AO3qMjCIbEZRMh5Eis1pejr20oclDAbrTEdUEtVEas6pftYjbJC5Bf7O06dbBr1iLGT47UEvc5zlHvMttQldrw/IuJWBsperB5rui8rkKpDaNgmH/oBDaYS2P+SyC6D6BxMBD6cmRHyWc6UZufnQsjx7xlyh69uGbAn8lQuQ3qBx0vCpHXHu6GE+JqrDxdkj5zKlg3zgiSJvumdLhKI+ZgwdCuQ6L4jNx/XkGIVLwDkbUOrbJgKzCztJWWuzzUGqUcEUwbtFlNJDpWRyh2cHczn1iljyTm5Gq2ogCmQ7PVJthw+pZSDPZhCJiZgOh5Jme1nSoKUn4lRbbrYJ4+/HFoCkvQs9/ATW3xh+XBnOAq8NJMjNRlkEuFLPjmf4y8E8Ck5xwAlGHH3TYl1BCqCAsWPp3RoJewEkVv8sCoGM5P+zJu6wpFWbwv5dCrmcQtzjpWI8OH/ERj/mTZjMS4fDXIvjq4DGCNoXipsOeOPI1hDaLeS4+0wbJ3uYGgit4M+LdSSqbMYbYVFacLv+OHeFWQeLTpmdCe5aRyJvmEkte3G3PJCmDTyHN0vPK7lS3tY0VQyTPgaZFtz4m5hQHvjaSppuHouLFi9TBwRVPCXW4E3Rf+gWYMtPK+DeHi2umGTd6jJeCno3BM9foh3wFRMQzLdDTBx2zcB0PUXHtqYqtCIVgyspNhn9LOF2Z6Ljkpolxz2bhENNB81uRw9hfCaThAcDItJYKBjo8mvluJmX50UvvmXDEqAbZI+Napjrki8hAOzZJgnzBMkmGK5HkmaYOXEXRWOkuaKg6vCUqm4FpzCdO418S9PUoMjjxN2RMeBcGkaz1t7RFhFo+FJDRHChO8EYxoI71oeEl5GeW/zpPnynOqSsaMstXhFaqjVDW+AQfhfQWNa+eBSLmrRFETI4sQ+WZktxpKCJwr6CzqGM5xeQoUa/cJfr1TA5ycB1ApHTslAa8qxm1A3BZ2XAMBnzWEYHrLYce1YBFtyY+2QRS4Nh0VDs+c4NcTyt7aC9+DnsWs0aGE0TKVTcpfglOCO4gGKpuxMBKx3pmbQQjrDaemi6fxyzgY5AY+xskFtemHm2iL+5m+2H2ucWNnhTGA3ehlru1sc525BFkFLUry785eHCntMDeiC+rY4mseZuAjeVFxcZnsiTSzexgcUQooLz7gm8vDhEcHWSp9a+2iEPFQdVPssQdDu168RAIyJRoH55pSpPvonLZi8CucEQisXyVp7ZBlBh8KMTnhsJwcRpFbR0LumJL9uWJA5Ti+ZfJgWrjmSvOIpV8U/NIh48MbUscgqNnYgj6l59qRTw4fgCIBh3bJDOrILImK3GZ+yU5LK4r3MjhpZOgHeZ9NoMTN/ZfmAGf5XQ7IFQav8oaw7WphDaiXOYooCgS/i2TwWv0KB6DMu7wlQbbsi8sLpDE718qfzThtvpNQUK7dTEuT0BKzGlnwjzTBh6dCAme3gZGpwrJyfSEIgN+Cq2qWwlNvH7wsBlvTH8mLi36AWdVX9kgOtwJmPOu9MgTOAD6pS1+rgRSI3AyCer0bJ/fETyhbL0tVj6j8fNYAvY6iCJxVRgB0HCwJXz6CRm6nmVE8HqwEsqVRrjPVMZLE1FT9yQYQOhWQdPcdGkoYynQvyToqYpHhMtLo7T0rCAReLcyytaAQ8b+KnTjM6AenonmpCtxIehWwtPtIQt1Y5u4fY6RyBUEaPkOghTq2CBY3rkvAxkS9vBMoFt6YvWPG0gRrNq3J+la5qJ/XlKiW7X9VQKCQS6McvlMfyj6h88dnPuZ1q2DW3txbk38eJXkXyqm/UuHCM5EChXvUvZtw0NTYkatL/8Guao6nhYwYOhAFytcwLWnaDYGpgq760yKz1+AHMHmUW9AJrBjfyhuEYRe7LMspp895WinNK+ugsdBz7pwyoF+UBmBCR+/FDvxOImAvEmMKx3Lw8Z+zFAinqTw+e+aV4epasLN9LTrMIMgGYUQCTtFAQMPtSUEh5NO9ZIGdx0GVaNKUraXLweEPpOepaqmlyFuKffHgxyu6PAAK3uSx504UcKOf+d0HUZw8DGEEOzWRy/ZC4uWjGQm6Ze2EOp3P954DwBrXHuquAeRGMSJOu7+RcSiOZIx75WFA++6MMwQnmBz2R5Dv5RapHscOKMDoeF27A4+mQ61SzbScuWXuAa0JAuoX8H5ybuVHV48ffhynWOcZxrxcsccgPjWAokOH6GxJwXA8WUGAv/uEdExECnTvQbRqm2kJUa7aXc8jN5ph5Ws2CXmRG03Eis+c730AFZyfxpUgncvi2ypq+SG6tr67NWCx3g4Oogyvm49BNxZkcamUrTyGa+A9sPhy2cYlbxLeZSTHv/y67D8pTBAugQ2bVxOFxzdmshltwgTGle5QubfPVldp9HC7XixwruaVruPC0IcJcXXv6SgmwgPC5yMGWzPkmGwm9zubDQ+yc+gJLjvK+Wzl6ZuNTx729ToZUYhj8+EY64P1unAFeNQVHVoDR5G2OmvqIEnvqPt1NjiswdDGsMIQ89GxATvYhZ5j2RwkwM1RD0T9rP62HemwTyt4cpwMaLDnj1f/a5ssaydh6ISx8n0EOgIBqB17BDPjSLQkf1zEnx+1ONaLDV5aZZsx3qybW2goniLJdXnA51aawyP3n1XHe5ylhN3qL15uP5+6ceO7kYAkKfp2lybWmHncV6I+4rtv0OoegUXIfoHpxG8e6lkh91g2hi0+3MHMg4nFUI/kvGmWw8TNxmc5uZgwcZnFHB4Fp8en2CFY8cGKaIyogWWJwFAeCY1WVy7xER/psHTszz6TDWWGM2XHaZ8U4AS3cSSFp1BDDHerdybRZ6WOPUKkn+7ZzoBsLteIJN2K2GgXedDcgcoQ+AzBbwvAOeI2yGddSxnnywlgG53tQh9qFBCboflEGfC5NizqI/bUWxNTCWK7XNRXG2iLVNoydCbQVW5NpUvP1hEytjPH780Zkaf0vvRQVgh41pUup0iEHNbsAD5L6EyHPMBWSdCQ6djh/Sdtoi2QfCjz2spuCfoJc8zgLFjf/xtPWyIXeDH42emUp52IQpv4iigw93BboRaisHE4H6mQOMfIKB7pC5geBcGnaz1RCGLQEX6pU67/mRIrZ9gkKuNfarAHFP0BHi8cO3pmd12CiU29AbrXy9wukOm+bkwU7j2NMlbZ4U2ywEI8ExET7h2TxJ5aRmLDjcR3VtIpHbWJoLPMdD0IaXPZ6DgqVsFwfLb46DcgMiQX/rBg5vDL5SHeQDYs4EAbDAjKvvTAD9bOj2HSjv8StJWtwrCyU1hiPYVlsyHylHU9cwS8F4HRjXIHsunAELMX+UJ5drTbC5x5k7OStJ+6QhSNVJMEC7FRHMpYXjPGmqxBzUfbAF1Qj9PDV4tjAn6tzZgeNeSy4t2Ri4j+kk+k6FpdQfbJhfR6IJPiVzssBKsHTjGtRPkCPMZBbd/PRjTLWwOqeoVKeQDKHhxUsduz9aR3HNUZ/YHBwo+xwFy3RgC5FyGRHW4iZf9difKJnEjzWc8KF0naEKLflfP1sCTGy2Ivl4EK3/pRVYz+jB6vj8mrkUl8hoRxJP76rqeCSmquxGB44eCpFa9ZJTRTzSb6DQ/vjpWtFAexP545RgK+iUYoFUlsja8Um6A9qEFpMNxllE+OLt8WTX5TRPI+ANUq5/i9OvWwjpUQgBH86OV+0xT1PySkRwdwRk7vEsZIidlEbO/7eyhDherjIQo+Qj5MbIn1bExBxCsebkki1UeMu5Ud2wJ1S0HnUug10+qkIUjErHIV0tLGcSfoV963PNWuCt/xZqquo2xIuLB5h8J0vHu5JGsRhiXFfQN+SVHB//0oUsncbjGtad32drhujPghocqI6CNGDJ8Pw4eqjvKMGgBApi+BZw2rkUV8a7AlJILZbzPRJbGI61kfAAhJTq2SOko7OgiT75K32TArgrpScdlYMigOUcJ9KyjoBgAn5MtT+hvQkLlcgrJ8W9OIHjXspDKx+eIzLgk90xAwN5BFzo6kCdmt0Zec59annfNKY9fMvzSLdK29BEpgh32PMqRAPi82ygnv2TYVl1c81o5ehB+MlRdjJkJEevXAV2qc2D0aLOmpCogJZPPQr17CX9bXHvqlc9ADGYEKur80poM7vfn6p3eKd2KKDbKoruZH+mgnkkPgCogEBlTaWxIPGFRGteiOqDiAcVzol9+Jm2pPrMDgJYShtqxnHy5ESnv/UHH4Zfu/qpygjv4jjx1dCakVoeR5InFljzkSgUBvqnqiq7sYKWJQEDs2UxDWTIL2FtpWv0lu8OXyiGpUQOA4V0ZAfIdHkOvGT0qfilta9Iggbincbg67IBPDtEIZMdJOj3UjxLVAW26cKwnG682RALvZloYZUNTmhmzMp6Jix8fggaM7hOF1LE9fMRdH5kjJbD5piU1Vx5KbrziU5+qGpokWQKt4AHQ9nQYyp7MYdBy12WKPhQOQa9hUoAmVdTdKkgjIxKZvTu0pP0SVgHfRojTliJy9OwMr3iyTlGWnEP3TWR2Hs3AHv3HjAiOSHQkZ9HivGNq3PilJhTaEOcWp/H42LFIZuQLacLsNz83HupSQTUpswgPYCT5LfCIcS3qldE0xRg5Mc2fZwoi6B9MacD7ULjSrYsZ8gRDsp0GRO2h/oDwIYB2T0IIhm4dfBNfxZCTG8XcvmmCoHZR+qRzmO3pMBUQuZJF0lvFdeCXVAR6DGA4O4ciTd51oZUjNEDbZaJQHmoMwsMKuibzWtVJq8fqiwoyfisGBq0FzBvenZyTB7usXhxPDn5pyZCrVhV9RR+GqmpOSDiSJR+035Zgh6csiJF81ciQffA32QXiOCjo+TEdiHcp6cRPYk1OjG08kyA5+k+Q1z8ObelYJRBypB2Ml2pK6S+hUPAZRNzpv6cE16ayyA+4ANhY7fWhkGxoTgxgdAw3Vj27HcuW1f0SMKTkl6qGVPviOjkVGHl0GTGyjv2kiotoFciMOoq+SU3B13W4oUVPvOHaU7UM+EjorTEmzC8hIHqjq2gf07BUpQsk5YzZ6/MZRnHtKY84V/VlQzNbz9QFj4taK+hsDg89W7kXk/p15cYvwm/Shj5SmQvax1mBbmWUkRt5hL5PjZu/VP3BwYSofgYuym5llBAHMTSSD/PA+KaqHx+IImsbYKhVyi4sqpkoBL8M+sMcT9VMDqCqQ40TPeWLIHeig9XhADpyASBVWxADkYcy3NNAEKjpSc4UHUYCmS/NilCdIBH/UtXKk61o0jII2OHdTTgrquF4meA7v2QAAveSJMlrhSXh3U0CcQ+uaBbMod/EAQLnSJx01YfNDntyxYCOujIigLtvgvFWtXGniIZy1IQ/pY7pcBIvmSgKmF045O2h/rboOHxgzgRVQsf6GHsLfeDcf4oUHiquzQtAHKQdkUR0bA9snlSBhCopdfCXJqDh/YGNn8ujh2tTZcScWwPyn9bxmQbVeCLTKT0B5Y9uJUzx/qEQY+MZAfFQXYa8TQMRmitgRsdyyojzHKnJLZ5UfpNj4PepceoWgGa4NvUzHwqmeZNCM7zSmho6SWoPrdhYomc3y/Jl1YDoVZOmX5pQ5QtgFnYnJyTerZx689zAsuvQwB5qRB1e6HrlGcyh0q2CR2I5dnDyXhgN33S3gFeBLKCfjDD1rOaUfYAsMwfaKfqmIEM4Z5TqA0YVqrq48vZOhwy1HQUy3Tq4JD8aWqBCMmrwSqgtXjuFpZWyierjhCsBeAj2MTdarj1l8tY5hGLHiYnwUAD4qo8fqgDglQ/FxJF3JwnFbZ76sh2foW/q0mo7nyG6HKRfdYaaNNVNG1d+zSqKntrQhHcppWRGLQAqEVSZr5QGDr9CxolmUIOrw6QJtgUsMfmuF/qmvYMTuiPjzbwyufbULU5jRWe6Nku+yUMADYojj47DoqfD2zNbntkaJcVB5pVQyao3ugzwrlSi3pGF61gng7YEMjvyHIGjb+pc8oJjpVc7Re5w7emMrFjASvVBidorMbnjav6UfB2Mu2oMOAl0k8tDnI7NgJ4dxPlmseJmN1bpD4X1+wSoVvSVD5OONeKYJcmIGb2CRPtKeuDeIO6JHnSIq1shg+wHPBhzmw3tN8FIwb3gQNJEL1jPxoB3VYBfZpFhwDeR8r2iFrIriCU61b4FWToqk/4yQ6RnR9lypRTTWIOGHK+kJ47WsimEl5Z26Vgija8TBHT24t72oabu9BIQQng2s6nDo0cvl/BwP05BeKiuFdoMEi3dQltbt2onXyVnynZhDy0PxUFAp3Dn4UFY1eHdGJi7gRlbRqtB9E1/8VNZ6KMNNL51KyKT/Eigx6iUA3ZeKQwAfabtRL+yO+JdzMX3yBcCGxD1xD+l/lUbrehVJQG46RP20D3WER2OSJS5F5QYyytS1H1TChRaCxhlj9vaci2qjrezWrb7tKL805hB/wbIr5FkUHk38y4zJiAxynsweCXQPv4FSepqJI1ehzv3dlSYE7mMjuub4gDSnZ143Y/IsTrJJhANJL+CT4pqIlO3E/iK0oN/HTp2R57d5CJADgsL/CYxCHoGMCS0lyKR3SrotU1Myslcim3ftH08YYIRmw1LKdeiqsmJIf6MxqJLXulSkIZyKFAzzUnQ4SU7T/pJEBdqM7xSmCQ+ZgzBdVODk57FrNpWfiJzl53mN3VZdKseq28A6YV3Jzs3CR1v+apr55tyPKiymENapODpOucwQscCmZEhBwiK/1ZEeCUqWJ9oZ4+7vUyrjhG6aCG7i1d6sNGzhsJeyAId9mRV3UONAK1mvinSly5BP8mKRNWAoFxliPtNgTS0FjSH9IXHbs/S+CwpQEM8Y2vilao80Eck3HE8oEYdKyTCS1cqZ0O27XioIq7Pf8pcITzh69bCHplR60OM1yj2SkbQ6CQqOHsV7kq3Gja+b2tYmzHH1z8JYlNVArBE+2C04pVbex0OLfLm5QDclGAqHopDkxZSIkVXoWGKdy33vGpinBuxDfOfxKjoVcoJj8LFnmrjBB/c9A1MRs0r0mEuhnus6TBTnS15Jwcp+gKiPnopbtGxTij3V4ks+YkowjelwulMCtWu11mAa1GVXrNDZLuQUfOfjoT5t72E2/XPu5YosjZ0Q1y3JPdKll+dxB8MWgiANd0KKbe18ihkpTnZb4pDSJ/5kOyGVoDVPxZWHWBU58FE5d0YahsFHyC5hB7rN1GBeRk0TbKjIF/P9iCy17RYctJah3fikPQt+q5wB3hWcO1paiY8sySOO1LlleSqgy86e5aZKS+hxwaOSLS49SEWmYTY/iYderSWVCvXQtXPDod2s+MPPrEUM4qvZCT0C3MccTk3AlXHDUWqfnm5vwsDTwIMj+omlBZvRGPO1YKPIR0rREVWjGnE/ArhlXBk0TC4XPmOftmzcH5Q/cGSbss7xX9KjXmYDDf2lySvDnvCbdgNjpzhwZl3kqLsRV6WXK3U+OpYzu2Oe6rLFDYjvNOIHbpRiYrONKmiWwufUBHR9u3HEW3+iUtWY96BdSIsZB0LRAvVEbrHLXmK4Z/kkOo1Kyx62hviXcs0qiDbsc1o3fFPnWOqmJ1qsuMcrrbFnG41DJIJJ9/YSZsur9Qo151eFOq9JqxuFRTda2LM5AhZa+/kIEpn1pHDdxw2dhgUANUSy7wviXj8kyBRXfrGw9XK+6BnmZzmxUBF8Rkoel5JRwiNoe+rBwrywLWoBah+eEDbiXZe/gmSrX9teKOd8KnCu5QAttkazFx0B8836RHCy6iJ4Ia4AtazmWO7Lw0qF1VVeaeuCs+2wY1X67Dh3UsF+c9OagwKun0lFqXXHzwEu2KSYtVxQVXVj08/kxNDA8Iy4NpTFpvMBpHcgAnpN1mx/h4mFT7ZwALXokZlvqgefwIieiUqtF521e8gxIfq4BIO1aQ5Q/5lC4zbgxGuw1Jg7MNLFG+hBPA7sfjTjWIUmaM66dgkaHagWYTXz5oU7zR24Pn4IOFKEGFUIf/ouKINM7zgSUpNe7bbRVTKnb19eYLBP4kR1KeksOkGMoB062KarReo5sVzwMc7SfXQYLIlrpdcZh0WHc2EG75sAUiSXqkRhg6R9tmlaNzoVkTK0bU4RPsxO+WfgFx1sxYYNOOfNd51YWbDE5C8cpZ4vhOFIl2GRKAfIOShY408jcZdBdqT1y//xC1yJQXC191o3OHdzK1Rszxwm/FOwj85LnmjF3zcC2d+dCyRN/sFmBKnftl7pb+t9qumcSRzsjq8uUbhPjT25dX1n7jI4KZzfNwnGkXPfgLYi5V775rHJu/ktyd7eeOgDxYS41pU01GyIVo70Y2af2KT6nUPxmjRxizXplbuucwg75ulom/iM6NqSYGqWoeWKJXlAO+gBrNbtW75bioyHqQj8JXSUHDLvOR0xSF3qlhfUZqMmqbriQF6epYHz357gHYDRUGvFMjW6f5Mv1mzpGon5uvLjrzgmEhMvIv5luf2HIj9pPJXkkrSjb7ccNVsaOnYHlY24wSxN0nj5DsdnuBZvtjwA15eOpwEw36UE/qGOpl6J8sNPbuhcEXaIaRbBwltwzo3XiOVU+/EgktvM5GkizJU8i4lod1C43iHFKF6JxS56ndl6OUmsXAqnDK4FjVGZvGnIt7zZeKVHkDpFDeKeB8T2LOmCGKkuz270kacfzpi4BrZaKBnPs5uHbwSW0mIdyMa9p8Mu+y6OV4drogC71KWxtclbDuRC4V/UtO9L4UCLWinybWnQbZfI9cbBIPeO1WIohOkieoNrLh1bI/AeCsUxY7ccPRPMaD4FsdHTqHQTc++uLMjR5veGzv+vNMNLtVLGWlucD4ErNW9QhbcLyRmdMEjRrj2FEdM1aXHNrzT+E9NUzQKrRHOvyZ0GMlnDHaDaldGSPwnIB36Xz7VQXIYVSlLz/AXjkE/9ESs/g351GHKJjNMZbDDnwTy3A3S/SFvXykNQ3cAlcYD7JjSsUUmN6SV0nfFGKN3AlKkZx9S3DgvfN2K6GE3CnB8xb54vpOl1RcZPXHlqAnQsT4OsxuDAVtD5o5X6mLi/bEEf0MjOxzDm3J0+7KJAPNOoDH62yE9OYyNK7yL2d2J1bE3xQY373SnpCrWpX2mOEt8ccvoVkK5fLalb1uY0OSVlLJ0QTEF1zs/LLkWlW9DLquXy0CXd7qKqkYeqXELKAjTc1dAtzKyxUCgANpaBWL+CdtDS3D04lpUbPZsILI4R2eSHQkExT9BnuAD/njpbTfs8O5mjnsgSNqCalz/xFTEnxBx415SA3o2brMrd+C9Iqr43knKpy5Dw7q1umA9G3oos23Js61UDrxSCrjqJhV5bfE11o0UHOnYzyUxEclAm7Gzxz/hHeB2YVJ0PwihXJsaJN4hY2r/2fjxTwhmfJcLOi6FDCXvVqbIY3gY91EOHa/kYKofIuiaywdgFdJABr2gBQqOJUqqw1O28ZFJOxtyke+fDP9wTgdgOuCKpeqkIR5THNL4Ba7YrYYJ9uMXG6rKGXjvBFr3ZZdMeOoWJlx7urMYEwE7Albsk+b0jsDIEQ7GlNexQbb2pIcQVJk3xt6JC5fuZucPt0kHNd61fLEZxbZQSQYaeicYYfinYwaeh2ZGh0F97EsRUKhedOnyTmmcdEIFBTZYDEiuRT3aiUgsUEHOVXmnvLVXYUajR5BCqNp2pFJAD8NOFUagWwV7xHFGqfZeqt0/jZDig6Aj+llbGt6d3BOzoeRuOxsq/snAln/Gf7h2joWexXFgX4aonPpBhss74WmseuqpUFVLcOIaJXSSl7IJ1LNV0MRt+jj3olyWf2Ij23pv7UZzOHQsp2KMJy7DboGnwT+h4NEVAVOvkFriVLEgCfAlTCV6FguDa0/Z4jQaSOy6BNk/wSbpiuQvcC+FBnTYs0T8h81pIyZB/RPWsjexgOOH3TrdanhiP3YRGcXk7PJOadbwNFgu9LqtqzhQ7fQ0QGu4iq0TvGu5ZDN+bUcr87y8EzesAwidwSkNmXVsEBd7UoOY0c3R/E5dLW2KQQcXiSjuMJTDDDbCyH42JF5JyQ/nsdaAX17p6zBo6r78kDY6w4DZnzDA1FsEjnIHi2tci7phJ27rjE5iDbyTDNNP0GYOfyINHYvkmre0/myqtz2vxOEABzUgpoOdWOTdGKS7gQEFG22Lgj+hBuZ1GSb0E9amboUstB+Iqe020vhPoA6q9uV5wTm7THEYWiZ7lsl1W3phjRoSsvYnJPR9dYobP9I9dKtinYyiyOR+4gD5SgV4VB0FuHE9XAb0NL45HJGIx1aQBmqvSBzyJ5jk4cZDBnvRnaOOFZ3cEiAz7LmXzT9ReLtuoFrByVTo7Nk0Z/YDKRSb7w3pPznxVTUf4OgjYijgRoDsdavWzmYk5CfGioH9CQMBOvaqOQ+9M97F3LITI+yIv2K8eSc5f3zPUR0v0oRFxxYZsSG5huKztyd/goPdU5Fpw7tZHbzrIkO+esnYTAgkfJKcorwnzCU3xat2mHTKrqBnzb4bFPdPI7z0mAuf3Ek+V3rWc0vGGnw314A8r+QBSF/QZdbNPiyp/gEY1Pd2kHFJGzC4FlXJNnwaE3cNdngn3uWXjiI4jxZ0HR7NsymTQMZtMYU/sVTG5/RZ0P9JGO9Oem4SK7Q2FtTUnwiFwHnwJ70E1ppuFUyxTfyHzdUz/IkwP3ilHDR8iB7UnhXyY08WrYgjzRD+CR31KMRIdQtbdnBt6opMBQPuJDPuJ3EZ3YjMad/Kk4VrT7u2iCfdjWLKwp/AtNEvbA1cDJiybiWUsA2zDIg7rWj8iSVCXr2BpC8w83bsDj27CevCDnPB4E/sUdCxtkRxMWw0eLfSwW6xIY63bnt/wsGcbtjV4l5GbaqQBRarkAJ4bMQZWLzMHWLPcj9spaTJrfbH8Z8S6OBi2NZwLAScOrZHdzMacBB/Vuk/0bWmStbgjFyMJJyKHQGuPTWy/eTaxEG4uHknOnp9gV+WnoSjjXdjWNgoPoVs6xOHP2E5yrkc7a4hz4duhSzaWiWC7CWl1D/RmaJXUbTpKEgNq2NffLaUwDIeJslJl3ywy7Zf/gSqoL6Ajg0/dQzSrYs0tl6XZYyHCZE/kfajP1Ho0gUQOuVdF0B2Ns9ZPKetyp+YgsDzAGD5p5u/DidZ249hCsVMDif/RFqWpxqk2ZPSPFbVmIiwBiDTm7gfOCLR3tYcbZOQkeNPzFX1DqjabmHMEe9SMthmRaT2Ayo2fyIukQN6kdqL1Gh0q+CVvcbDa0eY4eFPODbgfloWO4EsiB3b5NBOUadwP3lZ+RNUlPCOp0EcJLQefDQuAHeTuqFjk9TtQBKL8Z8XbH8CUAHPnjnlTrAKexZ0x25sBBNv8TTyJ7LWXtZZhqeyQOPa1MM9N+cnfjNm8088qNH/NChyIWFF1RlYqqo/wKBAoSexWziS5drTuU1G92E7GJD5J14B/IaeAl6ogbVjOaFsFqcoNgU4Tn8ihyD3xdIQLobr7dkr1u1Flbit3hZ/oo1ndcZXBSxpR6LApKrJ5g73h6gT/xIAS4e3TNlYPU+bCsiNPxFGB3+5vLynUXY4SqF96MYWF4oi5U80CuJPgRk4FTZiPRu6ZLdgVLIN2KX+CU0+XLAHBI0n601Xk1Hggynkg0yZxcAjgS3hREtluBcBG3qWyZ/NIsqHLYILw59wIqfTSXjkcCRDqzE4t/ACbfB4FhlxHfZc3PCWdGfI7v2JThZVRCZrB1x0B4AbqniniNU8ODF4x3IvfLiyJeTJwC2PxDXFuxTTLaQsP5yOgJ8/WpGgb4HYfohy5UqWNLH0SFVRdBc6VLhRUuh12DNNbpoQYKe9WF6pAOQLiDGIN4Y51LE8DmSrIUGbDADgJwm6wb8O7D8BmKYnZZl+6G4n8iPp3yMpkfIeYkN+FELmkZKWVLWdZW9B0A5epgFYtwr6ySMyFG2wIsRPSuPEZ6AeahpbLzrM4xobeanJlprEIzEa8s41WCGRuMFpLEnQM7Dw9TYMsiUV6SMx4uFWqQQfJgSvF4mJ/LAPqeRGUqRHulDoSSyg0iFY6ORdShMZhAo3m2uPxydtH9pLZwxuF9FCzzahzCNC7/ZbH6JPInSE3ygl1YS8bOlYzgqxgx+jWTILeqQ/AJyT+cqMRkg8UoMxzkcjbCQDf74EGC696Q4Nrj3Vyx28gNhZLBZ8kowR3NBAQB6wx3EZPO2Dkz+ovAiAxJPQ48dlkGDxJtT8dasgXayghlp23AvxSGg3uJyQZVZUq/Mk5hy9B7Dcswj9qLZgU+PyJp1zJNzIcaGW7Hht6huXgLn0AUoMQDkRR5gnIUbLt0f+dCMbww4fOYs3J6RlSSIGHqkIHt/CIaQZ1djo8JUX8QsgXrKkjKNHMgJWRUJiVcX6kPU4qPhmEcTw7uST+IDfhLwoaOGRpBBwURxY/WYz7ljQOM7sy8yOSgQ8Eo44LqYC6/9mrOHaU7G4QFuCjBjg7JGKNHWVQXGcQobCDmcplCF0SfceFcpPSvPFn6RKvgfPAt3qGCKu1CvNioQEH4nRkPZzmseBqIHQsUxqZAeipjubh8MncWHxChj86ERQJrr18bMCzzCbBZ3bJy0pVHUBBAIvMOXOI1LpU3Vs8KHqGDf5EQSQ9RHXPd6FQZgPRB5tNjA9nwTDjscnXHyKGkZ498WOWBJMLBsyMT0SizsuuoBRn8E/OlyJF4vpQ5MZqzB5pNIkLqqh6LKtxw4fAYzJKPHLjDL+kUwZdRUlmZxJQ13P8ricgMShDXgI6pO81HkjzxCdi0HMEYmscgG/JhvND5pPwtvDxdy40lewmHYsD8QYjFZBPtzwI02ZwYXIQXg7JXockahADHkFzYIsYDzSFJ8vUGZIT7sRo6qoF2gnyZ6PQDejWwej4i2ZY3JgkDOPZESJQwIJ/UEODKqPPABUHZ0c8j2bdv46Z4F3KeViK3voZL4NR49UycmpWIFpEWV6Onz5Yi/wQJUBzUA80iErp2LV2sN1qcNduxlg9sh/PZAe6dQPdyNk6dmKxHHtqTaeAscq4xkCeSQ5EPpMny0e5Y9Sx+4g9K5Jw2UThrn6JCAE9H7wh3td7TrcmfjKKVSxF49CP2kJH67nChdtxGiyYz0/N4LEOON1+j2SHgPaj4xqf8BEo1sFx94yLkBsv1Ifn1S5owoZ5okmBARBp8LAg3cnlbymQoh2XlvSJ90x4FS0hZ+3hKQ6JMeRbgD0X4AVqm5NTN0EOINkOgRGHsmUsyqDxQKthwWTnob5gmtPU7xf4CsbloL4SVYwtCgoEo+boqNn4zIvGDSlzSjoyicNEdQduCh9a4M73tWEd4AbdvJbGusjgTrQYBJ0drtBvuqNKV0GZ4qf4gwn16aC2EQ6eGS2wKlHupTBSadYr29KxHV4MM9GgvGW3wpI+RIg3nDSPiBXMqRqOqzkwLZKZcltdjR8iWqFDoBLaUo6YTr2B9aucnXJZ5h6X2JCUgcAoMG3aRhSldFlasKgTN3GTK1bCctsDy9SM/bw85FOq1Q1y6zo/uaFqxHCoGNjojcHrLcblxR+kiGoxkLXOwcKuVsjybw1AAjYiQmcfBILMN25YHPDMjg67IXI26MA1Y7URPBJlZw9hAHTn1BjDe9WDtka5JTJX0+2HikNlKZi6qd3FR3hXRmGb4xN1E0IxuOTqrhVFzFiaCVJHHv2LoojEnV5X4QJ2YGQcJ9UwaqL6E59lGAJrj0NszEcSuWuHmceKXTrrZQ/PrnfehZM4nv5B8SWBF3ySYpVbkqJes2bwju8F2JrKWnJWmhafAmwOfpFh9JbWNlVI4Gc8dKtkusKN6QOOxGxt7pKctaW55dQsdkxAGJ6r+uuKo7w0xEASaPBwhp07BbAtsoR8nNi+RJVQnqIvya6SV+Obj0MsvOUAJmKSvJLVL/awjJIFKWFJ3qhgXcvvWypxboMRYDGlyhwpF+NqPgNbAhxLarefkrCJzs9l0dac0LvoEPSS3jh61ZBx7cqxMlutNPkk6QQ6B5+Lw9EY0DHcoK91salHRkq+knYPo1jxAH+4vNFhzvvvEw2gOxKJDA+icWa1kRjoZflJt6dJPN+SAO1Fe9ofdIEwurfDDrX7DtlYVEdTHriYjolX0QLHjoM89huaFtyibgwX0Iwh7azfvfTMIFrT1e8HdzerSVQ9ib2oPIwZ16xk/apw03oNhyJbibBleNLFC7pDpw8tYAMTx07JG+n7SkZxB7Tl7C7omc8qeA68pyelfL4IjglsS1DxH2SGYq+ZGRFV5opdesh2CbDwZU3bAH0JVSw0B3MGOraKySqWZceqpB8JboWGa5Jgwzi3cvLHVY6I2NYIvMllLx0bAK/J5AJyrWoajuFJ4RcoQuWL3HArH95Tb4Frc8q3hgHHuYP5mL/jnSYDMP+q1IlL7jD5RZF1U+QoujWxglTbdZ07UfKtU9q8EMjqtnSB9wp6Vglfabo3MXYk3AsPmmEAm3NG9DX4gTi3U0uU2ioUNiMlXbehB4IvHSNc/WU7HRYCYwdCAkiJ7hC8CV+WLvRl5YrWmmCjv2BZOs1WuYCXym+BAwUGtLzCg/i56rDVaym9mgl2Zd1pZ8UFahHeV7QT07Zbi2ssOvAUOYAjyi+RGGZKlYbnGsXE6BdMHSKa1O3TJWBn7biB8o3UaVGNS30rY91WNc4K8O7lWQ2CxxO3lQPh75EWpdO7GkcSd9Wz9oRIgogBLwvowR8kgm5bKaIqyvSsVJNEwQHZ8qpv/w44tpTN9utRPc1VHX0JZi6dLcxovpQALKqJIQn3Ms1jGvKxNVhtrfN6KjiJXPF50tcUetGU7AbFACfju30sxEtNL5avuj4EjvLuTwicd/8gA7zyN3YNfh+CRPkS2wZ65mI6zrEK0S3JmruFoUqvFUitPgSPlKvh56QdSrJt24dlBxV42bQdizz+CbiAF7haMDob0L08C5lj9EyZhTsxTUL3sQUNzqqLq4ruLGlY3sQGI2DpmFLGvl7E6hmqo5aGmpzoPQbgeJdzQe7Dy/IC+XGoS/RyKfd0kDhTCgE6TCSD6N4MgzYlp2Yn9SAyjatY6QPEprk2lPMUTGTlBvxy4E3oQOuqgVh0vN++NExwAjg2tQFOy+Kh5dvC3wJtUDcMUlzPVEGimofIQtYEy4451vSs6RRYgsYGnclnDmfNACz6xWW0P3Fq24yEcStxMniHJxI6fBbuSX9rLwv3mT4En3GelGVl4vF6UfH8uj7kQSQV9Ls7kvEIdOvH/y2pJwW3TrYthf7UF/HSDdfYosfn4LV5FUsEzp85MqeLPrXcoWALxFISnWSUIk3stFrjAJMeJeScR9GEHwXM7e+hJE2+UuR035dgNetiR3iQkKnvZhm6k1sIu7hByH9jVKLdzO5MWCYy31IB8GbwMF3FQM62IuydDq2UypeTLPajzYCvIkw2R5IB2skojSuPX3cgyjiXkSmQF/isY5nYKHVA/HocS1qoLhPw+gmfLDfBGAgbR0wiEvZUKfD3Bnx4wcFe7JxzpuIM1YN5KGCDFsn/OJYjfwgN6kRAy2pRlp4oy+c9uBZMvjpWUBFcQwsM7bkk9qbOMPJ4zkjONZa1GGyANuyyOg9isLxVgsZOpUfElw5G1Z0a6OO7SiEj8qQFokvEehHXwCFgyfB145dUrolBd28ALT0vNWBgv4G5gjX6mOTd1+c2IueGqgC2YDwJcJA4E0ymXC0OS4dtpLdloJ8L4EJ+60aBFXXsgRwN7c86PlLRrcWssXdbsYeTJHgTbw4w53kRPtapg7etVQQx0ed2w+U0Jv48+qDZ+6uHcRAcm1qnY24p4Sqzxm4L+FpIw+qsqUbNeHSsUA4xFMCpdiJLaDeRKcVz/xS0vWAJHHtKZ/YyZXD3ivw9ya8vPTEJs6rnxlpVbUhU6574izfYirY4SUg4ixUtLvR0J43sU1UkwRA1aLZ93iLag89ZK5duCxxMKFZejaNi7gMHTqbcQrsTSgh058KufiKOpHdKvi3H1+oicaN0b51g4FOgKnKCc+4OpZzaU/a/RC1s+u+VWqPd2bZ4oxfpcNVwn2pgkmKkQ3DW68IdLa7LO/gRA/vTmrZjDBCRduaIPkSqIJ8yA4v/FFLSYc7q+zLPjXRPrAdb+VKq/JpcTM4IAmXiQERXHs6thVPlBFVO7vwJcQc4iVATbvU9UG3Gg6KUfVg2DCk4puwi+MvzDToZE3c8O6lV0yoRJsth2XmTXB94VK9UdGN/Cg7VsiZLWCE4OazuvAmGrFwLTGbHpeUhmtRueJAcHq/kfJ4Ex3OumKhEFstVU41TVCHK+P1k4OJ06TDTIxsAwYMtyC2zpt4AVrVFAzSrakUeI00e90q2WI7KiXGFTiBvJUrrK/QEuSUhiZ4V8afvSiVJj6qonhrlfNBBo5wHQ+sdOxWsCMPJcYaIDx4K4vQ67UIBB+jtaRnBzFuBqJP9h8D7ZugZMNv3HHkMphYdvgl3ZZWHnGDV+yteHG6n50ifM3RBkck6rO1lKMxhDT7rURXXMYBDLyGAQAdBhNgVw7iiz1wW7zVjwfHolXVuaQ+8C7mhF0BbstWcYe/iQ1IOGSNEn3JEJpu1RJtDHiu9opu+iaqqqqNfBoEEG3qY6UVuBZ1cU9IALrBuA7eOuiJKygNW3fAWaBjtzp2B0ISe63PiTeRNqQjfgniEVQsqDpe9g6vGacSKEy3CqptxQOO8SbUibf65eheVJtDmTCCdyed7MKsJDGmHsG3YhVkA3LaeBitboed5Nki8okdx1f0JuxecDZPwnAui0Edy1lgO0ItiGXgXd9qKaBPUCzsYWwZqm9gZtXtbZAfSgrRp6rseLeScDvBuNpUbqTeKkiqw5EBeOeYHFx7CrZbFG5jSyoA3kpikyvB86SL+OTQrYQ7dpTo6H6nO2/i6MoW4BmFk+m80bN76GxrgM7dBsPtTbD4wCEFEeFEHgd0+AjPliwyKM7kM+itMUR5Io0b3EgfUYc7XWxJCYKxDdP3rTf09AxnFfpb8cK1p1f20pgBWwoB4VtJudUXAA7xLCZBegI3Ax3rI82+LsDbWNzoTSwpdaPTNlyPA8dudfzcgFUO4lINSN56o1B/47jhgJbweBdGgq0H5S0mTSN9q+FdF4za45dMDqqcdW4kBIJ1Ed023tWEsr1mENgdhox4KxcHPM0haq+QVqhbFQG3GFaPHUJOxlvz8OBVwgRwMjHyOjZ0yDb80nGZrPlW0LiOlGCyPwgUgHcpt7abhspN4NLQW3/w6ABMCXUEOKzdOghhy1U12Qd+fHjrFKa+poTJ6WCLcESiD/vOA4pYy1OIt47t4V6dYOGmG0g7/Pm4rXiQ2V6XPt5ElYXO9DbapWj06p6gE0/X3Em8pXJtat5biwr2hqUtbw0ig0eCTugBHDV07JHAvSJrz0ZKynoTBgxwt70tLgqhToc3QNiMY97EpoFxb+Ua4TJSmXExBcZ6NhXJ3vqzsrOuiLwJKRFVwUxLPiSGJe+z19SxPKq2nZjfC2rAeGuaGr0LT1IvojCAa08Dt9qm2wIeT7xVK4KrwMDIRd/E6TAWKXtxTByvCULorVPAqps5Koyx4lrA6OoOEIRcUjonOCmYAR1+UrjXNrNb6cSHN3Hkh1stdPEqeU46jGDKBhRyuBUctXmrnL3OZUGrbzCSpupYYAp3z4Q/vEueaocJSNlvd4Q2iSJPb8KBHcfQFsWrdO51+EiI3celsIu4nLfmcaxmRXjRKXYBddhU5wrkapteme0SEhJVhTJ/BNTUlomDYX6+FVlEGtH+lz8IooQw90ePMbZLHwYzGB5YlqACe4V39CHeHmyXUu0wlbIBRjbNqhcAZMVWqQldTuNSIweYMfp9P8Z8nZwSvUaKw1aJUM5zlmjeNHuEslwX3i8GwqD5Nf4B0MOtkhQCelM8aC6VuK2SIMGMl2bp3VXf4sQUDcNCma0SG7kMqGW8m3li6BjwagLoYNcVp8GIAbRd4rDnDTuRDpsj3S6FyMqEXML3i2NIzfFGsCaiBV7pCCZulfQ4Za0YJpWcG3YtflBqF0tUWyU3D16RytbVxFrWVonIKCOKClKVGHQNlZMadORlNAw3e5DbKiHYzIhIKoxS9ZiAwoeW8Mi2XXL8EkvFBAwAIibRwhG8p9ul7Jp8SCTHBzzoQaXwFjpgZ5t0RmkvaewVqBl5s47dLk0l5QQWIuSyL1u/R+K/kIcWl4vAt12i8CIP9kgQs7iC+74fY85QqfDZKMztUtyYt0wTQ5nOgYTfG9PcC0BnL23Mi7hD8FaSfLZKXUEGYegxV51RfL1UQTrHHgIP6Oliu7Sm9MWR15j9Vtj93mEcvTFsr2cQPdKdBNslOtt8NbCZSUCKvp4YGnuQXjWyYklGxkA+azzGmtStkpyc/wqJxjCQVIA6dOUP22zYLj1R8j4lXeXCucLfCzLiye4Uv2gNyVYJz4qMJXKYHZCY8HqebXtJqugZIfSIWhB5gQxL2yUzCFcrPqRXZLJhu2QIRVVliCAjfij6PVLJPTRWP1eDh5ZTaLpVYqMmx91IfOEMLr6e45/XyxPAuxZ0q1TIQ8aDrBJzAVXqLdZp2RFjweOG2zn44hUnnNguVR4ZLQKqs/aQyO91pfAZCH0/KV5622a5VWJjmflcRL5Cwvh4PTUoP3cgk9P5DLRVMkOY454sYzlh6r7vxxi9FQheMBQNn+z83CrxacPXDCV4QwJ0tktkrsRpoZh50I/o+TqECNL3ABRyvu/HGD4nqkeT8tYPNE1ulaCE5TMDftvABRuGXZAOG7OwXQrRlgnl/v2Cm3w9phV6JPz4EZ7g+3oA6MwTmvc61Hg+L7gPQ0TtE7Bc2yUrhvw1psI+usDnFuTv0GhyLaKk26UiRUU1GtfNu8OtUhafrGVzSeUCwN3rHQBBpUM+u3o+XqwXwsDmsIfJ9/0Yg+WWrRz/Hs+FgLANORsGz+PJ8cPxCKnzcgLYtktkLmI7TFsZbsjb8wE+yUO18FVooX3EHqct04OnrEmv7KoMqe/7MSZIgYwkwMfjzQ1iXkjNgIC2Ps+Ijq9yKa1GPnwT9HnXNl/G4NA7wLuwVYpjJI+tLckNsuQebyrCK0Jqcg2vwrZKJmpkrSEho4NVqnyemtEOwUOLxyZibZXyxO0HOZxkMTK158uR+ktFSPsUlp7tUoHIrFSFuqOwLH7fjzHWBVybSkZeGi0Z8Q/X59m1vRrjUScQ52arNHogDwzinILOdw2i9fEYMPKFxvgNgtfOlTVgq8SkMWtQIrK1iqQx0cLA5y2lrRIdD7uE54FMhUb1fFXSDMHIhz3efF4MLyrM3h0viL9zA+IPvw7HSsOzXaqakglDwWKrtsLPC4WU8blViIZ+348xfG1EfJEUMp3sw7tdAvCVHeBo29g/MHlDkC4bc6Bg1+c9WfFZdOR0DyyCbJeu7I4VqvUfwlTZLrn5sa2a4GUPJjY8354ef+Zepxz675hcakMlqPS3CFXbpRQkXkIk3nZbirj/m/GF/6j8slV6Q5T7KuiIe6TRn3fZoW+B4xzCDM8I8nl3OmDYjqNEgPbixh9YPLBViqJim91ByQZARH0fBT5n2h6tkILtUlaHvMPKByGD77EkFNgqiZp6KXTh7UAxt0t9S1Hi7ixPaDBTRHQ7sB7bJT0q75cIizvLV/p9P8ZopMMvEedju7QGfuy3uJNny0TghwlKHT2feNoq0eHSJ3WBQFNZRosi83oTUnR4SFWH4eTaLnUA23VzmG/pZYDvs9pyxPGIdXm2S0UMbNvwup8Use1SB/QOGYBj85km0cVSeBs6YVulPTey3NqMeM2Lq8+Lg6PZZPex7R1V2g4oWGi7dAbPm4NO0vaT4/F9P8a8e1W6vGLq5nbprscREKNaHhz93VuNp3NjqNt4bW6V+vQ+OUANuQeoD1ZVbJcCXd/HtiO7hQkQ3/djTJ6KqR6IhIqeEWm4VYqTtv/gBLwyLPh9H96kGM58BYr0elZIHlSx62N+B7ZKgwSP4B6RiNx2KciVOT52YYoxQKtJzcnYZauUZkwTkR5da3RluxT69TK9o9uwAeX3/RjTp+ngB4zuQrw736et0rWELDSJFju2S3lctqHZ3zvCgNL3xbjzZWZQ9Aav1VYpjZw89qPMXvDEyudNVdaFyCXi1LzeHoqe+GTj2ocUbLvkYGprrYao9qyR8H0/xnDp4j43wb87kcUrt4YvuGdoy0QUef3kSF3xgJPt0qQEqiRjIrYW9TXciHI0vu/HmDwQNP6wi6efHDDYLnlZRlqgerHM+b4fY7oinBFZDxXLbVIexI1IZsIUHjTx0WKErphqul26m3IiIcWZjfinUs7jlT4nI812CQ0OKyYjOyAFfT0bO1LQtdmIPp6+DyuCc7nk+ztB0+1Siwdd8ZIJ96+Mh61SCA0bkTFttG/OlSqvJn1EKoctk4M5WadIs6uaxOcVVXFnlFrpimEHtkuQQUZl7HCzEa9KfN+PMVwEbK0XMN/3YwyPF6O7Ql6Bwzj20/q7A0BekVTrumEyyzap0FJHjErjRzcEbJcaO/fhkpRYAl2MECPOdG2QQNulUCPxBzE5tiGPye/7MUZuiut144XA61GBqqM09Ec75F6MiHOrFCYuS+AQJX8B6vB1d44aEJTosyB63C6Ffb59zIhmN9MDXwcjtM5t2wtkYT9N0LtdylqCR6irF7pJ426IXLZLHxL3oJsZMRuTD3WhNXLVHjxR5/t+jGlwIbYTsIGJFLXn84C4XdLR5w1d8CbnwbnydVwPvzRj8afQurZLBI7kJNIJOapQfx2KC3o0txbQ9ftCiOGIXUJ0wgCp26U9gOJDK2hb0ECd0wENxI7uf2ti2yUsGOrY7MnjlPpCIxXbJThF790hlywIhsLXycH+Fl7Xc4g8sV0igpiz4NRkDW08v27Cmw64hwjHMRZiq3Toz/Y7FCG+EWFBERna7vfmuV0a1YqJSHXYfH5o3/djTJ0BJz/iDa9XidmxVbLyIIvoQWZrMl+PJ+dPnUI7r48BInETMmKJTUi5W0DHtkpOCvQ8DaKcChjsdikC1757RcRTrknf92PMKPz2iALj9fhkZhdM8i01LPtdp4ftkqBhnCXQ5Ia1RH7fjzFXUsMHn6hEwnYJRgKqLUleZC0i/6yD/mqmhT+gTJ2tkqhRRttUygIMqZ5Oz6MWEXEhPWDeLk1Z/wCC+1lcTlulJtceZ3iF60myYaukRcmGK/InxmOlK1DSdzhu0nYpTET8R0rDduNj5/t+jPGjY7tlMPN9P8bEyIq7l12+78cYOjQS6OQM7cE5uecr5NTT4vJ0A05fWyWeYp8FcbILaIAZdA31FQZEbJcw2O0FYag22Zia7/sx5s5oe4kxMizSLRRgs136MrC9xsDZFLS0YdkV3vS+78eYbBScfVph8RXZNNkuAVYRNTTAMiNSofNZqT6dAwuuvjV5aKsUWmdvoFC6s/iY6QelvQRioe1SGrGdLzU3koYiA9uJJ37fjzE96cmyvzIubJX0wNhWL1I2VYQ9d3VYNJcwm9ulCKk52xX0alEi5OmooMDjEkTHfqnoeP0eBiTNCf1w78x2ieuHLomVnusgeOuUJdulKaBMCjBuPQlUz0ca5wlHtfC/sNDt0oEmXMTUj9feqLJdYjIWgzjTIBtGDvhsnFpWbvAZPIb1FWVF26UOIvKCB2U2WQjOx+Pi+BZ18nSmih5bpTdsGXBtwnsZ5s/T4chz5ALVS6jp97YSu65+bAtq7N7uU4kgAYS2mxXq+X6goIP8wGOsMfGBfA63S4QExDBipOa/L/mzljSymWZ6Yhw8XG6XGVulF0hbewbO6PY683uAGvpYKpMv6tbYKvGJcwVD0KUrepLZLhVGwfOB9ogfAjUFT8ztEiJlNoTM8U6oUPl0fzgwJ3eKAi2ebxCQ1Su2+xD6ezv2Xi9PFL4BodgqCerTbAK7ve4oyXapzc+rhglry03xe7wYbU5v1Haq8+D5vlRwUwhMbwfAc7uUxyAGU72T6+LY+SyoH9CpuMmhKb+XpSg7WkeXJmZOw64wN+T5OggAHRJ3P/38XqC3TtdATsMBsrVVktMdzWtoCn5uwlEGCl55a7Lo5e5IqWO0n6IO3y5y7oiDfNcF9HNWS+IO9ETUwe3S5Zeoa56sBGbOyz358IqBnOTNC3/bJDaLGXEFkynNHYZP13XGA0YWRHD5c3sJ8ASXdANbzj5NAOB2KUvELhCZzWaFZnxWzW/hOQKWOS8XozQbx0v/MzKnfxRNbpXc8HFhzVoWVX7Ohg/dY42J/qfmcLv05fHlkaW5+wblPN7doHd7YYgfAsRmq9QEC10SE89eN3uh3IftEps5OL/3zdPjzMvZLe02of0V52zYLv1hiq6Zk5gRzxz4uSmpn0jWya0z5W2rZAhDPoTCR+dkezzdhkH9AwlDn3WVZqvUBGt3mDEhX625eNiA5YSiuP3l4cjbqT0x0vkOabv0VQd+YNaEzut55eTlrm7wUtTxJolgfQ81yXYpx9zfWzbk8/FzfF5oFFIG+mEdlO0Sd3tfrW9CQk8eDwUVugBwuqJomOsVMWurlOD7Gy/5JAV/tkudgfbUmjHZOobl4aU37/VGRMeg4cN2KSv4hFp6eCFn53YpgFFu4cVAPBhC7ecEPYHzFd5NZdPfBMHZLn0VIcyr8o5V4fNyRnrUS/5rovJ0FwJFkdtvRYfeTukPb0OUXuHKYf8igmOrROVVGNp8CGfUbJcQNO2wNVrZqO3Gw2ogeiGSDI5HwMB2qcLSFU/QXleEgbRd0jpS2UGB24hKIB6Pwlk/4an7E1vidinqbm5MFQxn9b0cc7gooY7t0gE0cIOZbgvL020xIpJtUWX+aPJxcvr0LwKBuoUeZtslsiSJbpzQJ3arNEo3YMK3YXCzXeI6fA1sO77rQ+pWqQmcd0J761CeOLZLIbi83psPnEuCyVZJUJzxZLDFcdn+OS5mOspb5vPSMNguSRK+lJP8TNc426UW2x4XpFTrWUC4VeJCYcORjb53cmgfdnzUiNuiJySguF3aU+YOUCAm19bjCt5OACmXhhYcXTEFd7sEqWZ0hl6FrUW9/t0e64u12PESTiVslzLogWE8WfMnkwWafLq/O9c3LMp84h2Y7VINP8Q0JqOWUBZ8XPw1Z8RP7xsDopPgpemJIfIeqXH4cOeTj6uqofdcAm6VsLT5t7kqL+TAaKs0qiC3eUXFXVA7PwekenflC9xPcKyZxG64iWC7BCZBrCIBkU2Ylfo7Kk6eAheKDnZlw1ZpS9SbKVlTInm6HX3fB6TrI0T2tkpwuG4iwvYgqYGHyTD2QjN++k3B53Ypw9QetGrwso3SeFhMB1IPrw0ssl1ywqhYJ8ayefk4zVTYjpM7HYyciBy/7pdIuV3aAeIto+fmc9z7uxwuuqIAGtclLzi3SpAftrbtB9Vn6PtwatvcooohdTlEiwVPh+XNG+oN0WWGE7ZLGQz/KxCbXiGuynYJ60JOUcHKnoBq+HOGTLgNQRw+UISW7RIdMnZHHzSgJi86XJrG7VIYzOlI0H1uiXC7dGYUy0Gi23FgaP4O8MKdX5sgGvZGxODj4c40XbH7cZ+koG2VBMDZiBZOjDq5KfB2I2I7FEfG7MWdMjg/bm6tP1DgoY/52doqoXbZDq5sNzYD19915WESmREkWXi6QG93Wphdi4ADd3KUsF0q89yFgWAxU6fd22FROZoPYp/tAGK7FNf3im5aV80sTlulK0k7PaNe4sVTv6a62CqVibKRBPzZWUvy7zg4dkA8gjgOuQlbpUN+tl+LztiGlz5vd1h2Z6HPXFmqXQ0gHzXgTm9KxdoupZXJT3p1m6kP9Oewl/0qgu4hqBhumQyA2CgeaoOAsvN23a2enbHHzZxwsF1iEGHTebGJySQQfDsgPez22OhnJ/x6giCRW6UsfK/QwGcjAPPydlzu2E0JYMcAuxEnkzzMqOkWJ8kToAPk1ZSitktZZPKASTL5zI+AdzPtuo3G6SWnczrfNs126Qeh78DH57WOoNgqhaLJG7a4yVhFIt/NyKj2MiDG293p2i75Qb5c0PTJ2cTuu6FihQR6TSE7fB2HM28Pytwye2dAJPorjGzYLokg8lRPOV7Js8F2yQWBLLWWs4k8j+/WuEK7ALL1LV4YbpkMhHg1P1DJgASK/Fs1x1vu8YpzUbiXbV5sla5G3eT6cgDGeFC7Pm6KwYshcfESOrtslyyMZrAiVTlCFOq7pX3QGRrBvBZQg+3Sp9F7gQ2AbEgm+G8q5rzBWSp+7MIi7sMr8ACCcPK+sDHj677E3KJIn8WNKt3nkJetEpVqfiMMfPcsgXs3pdDchIGPV9zzY7vUBzoViuQhI6bw8W+GVZ2EhvsqCA22SloE50i8fYZSzd6lmWOr5ARMxgCZYm/BafJzIyjoNz58eiEXHtulUrY3GDDcFiC+4WIfTsZgwXbJagKQg/cCkMKvGyzlrkHz4RMHVWyXaECOpnnRlQ/TtP3bj8Tnu8TToDI6bJXsZLMem+OrZM+CdyswaQF083lZ8TBSjrAAfXaERDAfxwDv6cOLyPJjy3QB7K1D4fmbAjQQ+XU/NG8RYfMJNcW2S3XexH86trKgAwf/tsVNGxs1vM6ZN11uq9gurRgSzznkZ7OoU+ezqIe+kM1LZ5c8bpcMeMmDJja8dEb8fFuaCVchgDy6YnVpuwR55QH8GetsLnZsl7bYZCI3arZaFKWXQ80jh7pAS2Rh1FBckq8jxfJmJ/L7pkByT0J4tkpzMvBxP0GXiq0SFmsH6xZTcvXZ0i0f/UL3e2mc2yUZlrETQn8ZLzXx3wQdtZhCjR1Rw76ukIm20MpGPXtqr8xntws+sUuVKxULb7ZKPG5kLRIYVFJa6Pm2JXcQ52wlFx+ehRsLTOK4ShIrnw3RFbX2hiATPqsF5d7padEVY2TYLiWqOdmwA4w6fhaLwc8G0fx2LfFsf1modPNXmpFn20KEOxLhCEKLedtslzRorSzC6HhTqtulRMCXyhUL2y7W8XJhEtfwyXpqIJ9tB5+QQPmJMMWzXSjDBxEg/bdAVdulryFxoB/X3MYFz8NtaJQD08eNkAfdOD0blt2lwJovVI/8Gh/LPCSuZ46LrZKWt41Sj4+8mBFBUHi2QHB8y05RPzTis13SIgmHorC3sKBEw7iit0py4ug4ew1pXvm1KXUouN15sCZoWyUtVPbRn5xTbFnxcFyfLArsrbAmz4KJoZbcnF1QzKHtEiGoN9LxyA7UIeflOrnAsMmIjthv43BEbsgEOCnenQHDr9mo0bWFqhpDnC3bpccq4Gf363vbpT76WrgFR9pDuF26s2bDt4xJFBb4NhZccHpHbW4zetMIIB8VRs12acLVXtIsylBK14f749Bp1SV80m2XLNCJ02RC1Brf9oXtioM6c+Dp1TZpTd2Qu9evCtuv6RF6AGWVnS1PmhRG9hqJ7LOwrGoFEkp0RB5JtkucUy+CK3ofooDxco1y4GroyR0udi4re17Dl63tUiaMvdUALmcIBPBwOMJ64gE27qmd53bJAwUsYpnvk8y3DfZA07FvDbZKeBJ8YAwrTkNKz1YpjoD8JxcklqEm7Nui2rQ1ofbBE1kcskGX7VIBNEDEUHHhQ/prVkHqiOhUeTy3SoAAvdQg0b5UaMZ2qfAQno3Mr3gV2i4d5dmaIKBz0HNku5Qkaa0QRxdwBd4qNcl8KznsrpiKt126yyI1uYXCRpy08HJpPeCmFNCAINB4FgkWbJfCqEw4vT5YauZWiYuTHp2ZRb/8th8oloiReD4sN7ZLQRTfScLoQ+nps13yACmnwkPa3r4zffIs3iq126OWL2wTaLtkRlvkfQww0XYJz+/hRQpcTJeG7ZKGqlxnJig2TTH2bQ18vOIXMtwKS6BskwgFyohU8IxSICT0axMQtBng0fG2ojQWLUrbpQWE225MzXtFg4KHy9MHbk/c9Ydl3ysmhW6XJmHk7SyGOODbSGPwAH9iOqIdBtulHooxgBFH9mH27uWWxN5tjos+peFhq9Tk7jUE2dO57CxtlZoIyoFwwe3rel4xc8l2KXEQYoEZu4UfG8/iRFMXfEyjKxe42CrtIduBbXXeSTIInsUEs9fT8qW5PQq3SoKehYVA3BEzRx/MZtkuCSKMG6nWdmAdKi9X4FAVyTylxPhthZgMBRSJm5b2Xu1OkkeDG9EPdOGzVZJSl82+8LYBRdFni+MVR8gE70KT+kMiIdulLYJsaBx0xBac2sEcMtslza19WO16G9TofBZVNVhooT0hkB8aULRxq3ToUoqglZ6Xo2q7BOkVQxH8su+WHj8uDRNRsbyhbendQkz2Mdnas7xncQBHHJceXfEULUMwDLRNQrNhI8JIMWV09OZZ2OnhRD6Evh+PJdslLiAWfnE6kQM3va2Ike1SVzU+NWyy1+BCPw50Te9DrMOywKs9qfBYhNwOQkPadmmOmGxF6WR7WCTzbLGhTzyid+1ig9BWiQlZTyyawDU0WLpdyjBhH9qAMErIQNWzgKHjfECx0BHWMUSw0r3spG2VuAe2hRZhNhcpnI+zzMCWxEhfI8LjBRCCbZWaQO20OVFyADwG74bt0AdFOXDGD0i2SwkqdwsrIrEiEwXPYkdyO4x9Xm4Tx3ZpRTVOUAmLK6ambRI2YhrHh0tz7U+Ddv3Ei6ftkpXkdoqxZTd9Evo4FltHoXOj54m62C5FZnU9BqQcCljbdskB33dDRuOOxvks4rSJS6FZANLqKXYU6RdIWG2X1G7sLkewXSETxcdJLXa3FJf8dE+QrVKTd7MJ6BEbKtPxcQ44xG2QcnYUQdNxguLnCvzZLpllvnKkVHPcBUB/9oNnKPK+hBg0f4VyuFU6IyQjsYDKGQSbN8OTxswOoi4CI8X7wRVtl0a/XiJGGzLfF/gzmM6Z3oG5E1WxmjH61WLEZri8VQqMvpsW8a9UdH2IRCdbJgBZMgoYVDKIAkZvJsXHm0gC1LNkkK1SnDe5hJ91U/lge7YXSsz6hg4Bx4HHkmCxVaozRZNpfb0hYp7tEhhDL3YFkUzIZOHPXkg4q8FWHWC6DRP3PNynkT/L6k9gZrlVwjKXV9hBZQQNTt/sRhYbJAczGJjXG0vWXhFLynYpUpLKxvsha8cQ+rP48UzKIa1YJKgP6mHbLt1xGxPwOqYge7dt0Wd5VpepZLBdcvAm00mivmME196sz5AJr6fyLN0qdQlLuROPsO3SGpMZTIJbN4HEK9Z43C4hlhmVI+MgI1Yo8mdwQGskQLL/wggfLnLrbM+XJuZmMMjGq9khvZGpY8eC4tkq7bmSH5QR2mKbIJ7NLk2rQJBqEGSUdysF/EAESPSNI15bpTSAsh8QydcGCSFvtuXJn4qEPyRk3C5V0YqvZoZkwkB0j9Ygg1newZYG2rewj89BiNN2yYgkV1lPhJPbLsFwIXq06fhePJzaRrOgxw6qKCQFIe+WSvSAb5t8hxetrZKbOLxHiQr/d+huu1S6GHNOdsh9j1AeLarstRWQ6CYGldslMW0uhBHiXcKa82Yazl7I2WUjvh5OCRvnTJzhAdK/IdnpO6d+XU4JcLtUpuCtk6lgw40Re7YqCmhaVzdVNok+4NWuVMweNO1g2rqKnIcTwCWvifcSmNTRc6jgulWRQW7xyfRaQdTwYh7ucByXFTQhN8OO5RwQG3UNWVJpx6soE8YnFNjzbGwC8K4MOE6uPfAy4wzKVyGIoApIAol2dPOhtyncdPiIXZYUpPhewgn0Yh64cB4mNnWMNTo9m8kmHnOglCk7P19FoQEPJmboFUjd4NrT0tzWRe89FKnixQYYeKvZXm/KA8O1p3XZAwsJG6vOmi871KL6gcMLM26PqMavmqlHjs8g8eJNDCHrVkG0uIEOtOzIwsSr6HPeg5odPavRQrXtSB69BE3fUYPjXU3A3Aci7o1iaPHFAqhxOZ/8+EErI45IlMcJFVdQVqTCexVhmToOFZ1uYuetY3m0yI9FPd5JM3JezMjNuxnO0addlFWqQ0IdQ8Cl5kGWoGdnSGbKF1/eFXCmXszBiyqWkx9OZGqIZqzL7DAWOnEMpj9Z0vDosUY14jes7BVT4yqfKCCHVILkV7whw7uTTWIFc5x50S7vVXCafVsaDjrNnSyuTa3mvMNA7xMB1g8zw6aKqbj5IfNQc6TdrYNNeRENyQtJpPdhhAz5qBRWv2Gw2LGhU2JNP2HZkQaWxwbw1Fj8OnAJXbQdVuNmChv8bLwyE35Flxr/hOyitUjY9CyRpBiJFB0ZkoKAx3ow5WMWJvxfnyHXnn7FCLKKsrbO26sYRKOtiJDCJxgI0uEtbjmCEMe9h4bnV2DR0DUo4egYu63DV5hkyzsL74GuBR9GqMbrNVnRT2joqCbSOdR/9G5wIE1ROrZJZy6Sk9xZxx6/4kQnhxIH8j1k+3SrY5TYEo6TrFgF8VXUyXoF2TM8VQjcrY9u8oKxJxsOdcyvuID1X4dnuomaHu9SvmVDOH1extQUH0bGThVTzyZHgETpETvjVB2lSkQ4BO3VUgW8CyNQRlDd2mt1nHxZIVBtiPODppHddizomCx5J+cdAOflw+p4Vl2cdvGNRvkpVpDgXRgT4sk4zoWpb6/iSigX1VSgyU6o6PCRC7EZJazMqNf12Je0GuOJw99BBtE9jjzXnh7mQaMZ7+KAtw/77HsIGkHf+mHliERz2UBR4EZzYeLLSqf0ECB29GWAJT1LSZYt27Shouwj4cPkYOFjlOjoK0iSHctjKi7NAygf7lF5bAk4nxRPaRdiHHSrI1R2vJHlJRKS48O8aPEhTAi8XYsvHJGoGkcKscyCS4+vogfVGyBU09OialRlFOBSQy9mz6ougOjgUI7Y6BQ37Hp2E0n8h8iVrBUUfWyKUX7ncstHaACjWwcbxFwErciBavBjjbTVPzR4GgB5QT1jqpoW7LxZ6ZtOFBTFuy+M5MUem8oQotaHIQnVRUYF9aL26nAnkHzpN0M0G4H7MC9RnA8RGX9VcMe7lFgxFrGtvBfm7FX0waP7hVDOhQJHh0m0vXzerI3IQ+9XcDisOsYJAQhiU2MJIeWIRAgyIhoXVXd748Mm3y/gA4fG2wTQsZxHefIujGiU1ZEPe/LFqcCR0B1EiHX4SY3d4Pny39TRY+muGs0iKI+CddCxO/a8bVI8bsLGz1+hYExvNj/eNSJ3uPPvndPny1YkA/+KC1f+5k7Ss5n94NpTwLiK3sp4TQReRRY//ecuSS8ig9Stgl+vmT+Z289x7sv63OF7/ksXgfs69sjlTlDCL+NtpT12xZh2opZH24Hx7FkXm9nSy9YoDg6GH8YVowuFevapJzJ4d9LzFQMgbuc16F/2Re0TMXy4DoKLqn5WFB5KCRCNRWmmWwXl8iOMR9GmCkw+TEic6qZZFa4lixZNochbz4py7grbx3w3aPrYQBnVIlyAHHgQ5wXQnelWRcZdYCsxzw3Je+x7R+/p4djTnoxw7anXC4a32bBg1ZcRYdOLFoB+CSE6eFdzyxagCeU3xBCPvaCmS1lw6XYkBFVhCHD8NiwKvSDIEu9O9swYg4xoEgQrHxZZpkcbhOkwM186XPqULQ1Y4w2aaj5MCJ7O4E6STxGoybWpvwG8UmaTsH0Vf9hU+cR8+EHE7TXS1FQxaoJoibxBH+ZmhpPiWHIVExeow5+B23rGM7fhrXhsJl0H4EdMU4ow07E+vuzqnAL5zEjrsYmHHcAPC8/WuVQNzwB5Bk8HNIexrI7dhLJkgi6xhUNbPowGgKqhowaNpIkfL/wS1OHX9O0swtqQl2W+rPviFQ/N7RJ9FKuYQZR0Cl+Nmg1garcSztgfrFEydkCAx9JB4KZP3q5Q7jT0bA0BGwoOWy5rMfhYHXv6CYMAXI0EBx0raubVIcfObpzR5MvapOosaF76hi1Y3RqJ9NoIjDcimNIvu0JDdwIG4YWmdx3ukvT6cAFgR/rtfVmfOrrKATQdRbmmZ1+kyZRuUrHbivxhMhb8C0P0CuWLq1snAWTHKxwfcfL4MMQbPQRhg5+gQY93KwH3BsQP+SvF12OxHLUVAFg6V5VN3o0B6JVxit2ER6hftjWgQQsc6dnqG45IVOSFAcq3A8VgfNniZXWziFuvJto9VKErXHtaZWdwEJW7kraPzXDg4QQgyUbQjPDuDLi8qCUYQ5Ca8WFtCXQMETx6iwWA1UcrLC9tMnlVcYRPh0UJbK7JsYwFun1skzQ9w+SP78qyVFVUakJwhYVOMcWsY7dHttUVzfxFhh47xM8PVuLhLh6i4YgAHGQtEMe4qBDjhz1pVhW1vKpJUlToKlpUtIbFuMOdRrIkk424htaTD0P00UOAWjWTRhLdqlWwr1+TeQpJf2ymJSfzQuxa1XTs2TjMxg5ok6lMux5b5ewRs6X8wd2MalYP0H9g9nf1lHKjYzkxZEcsXAyjzogP02vSo+QQPdGCQLyLuWFPERCTnxD9PFavkN7xhIu/aEzqcIUAr5dT3pVEdl9GaqXrDVF+g1ke16I6bqgTablpdOqxWovaB4iXB+JQ2LGcgK/SjbodGWT0y5xwNSccoV5iBlS3Ct54kbacu/FMiS/jNPvrEuJoCykN3SpYlxWvPmJNjvphZSo0jhdR/MU76bAnhvcElrwrOS982ZWt3oQgopcZkOLdyTqvCC6iW3GLmy9LpKK9cBXSAhoc9iymjfz4okUcuub9sLwMHQrK0zth0VUd0z41Hp+l3vfnANeeqr0grrj24Zy6LztLwcOkUcaNY0cdZhJjwwlJkEf8KH0sm9R3K33i8j8EvDsJJRcW4ogvFUc/zOlJ1e+JU7XQ60d3APZBA9DL7FghWbbaE1f+QNrhsV8iaBBRsrq2CIhq5lazL2l5asqwJt1qqGeXFcF5AxPdY5t4PqCKGRzFq4NrT8Vyi04sceXamQ9bkMXLnHn3Yw0kPduDzM5mxskaFOTH7vnQt0LUaS6JUbx7ebXFtIryhRqkj6WRoZp5Ywo2T80PAGTlWlSt/ZWhS65A5eCxfD5e8I4Jr6zypep3dKZJQ/tcSfOaOnxFLzMSacZqrEsfVobijb4svqg2ljoWdEc2xIEZj+Fy48OwzDSlGjMuBElDhzcUoYqL0LkvMTB9WRAv/SvG8RWSPFa1WLxouDS/fgIIZ7cyQk4VqrLZj5E+vqyFHq3YIksf8G517OcgKqIlP/ZkG4wv0zTTSYeo9DUqQnh3k20KECOKzThZ9WUr3Kp+euR0JFMLHiRzToepBKAasEhhX8rx+TLOKl56hYPr9+a0w0ugdqAdwoxA8/pjCQi70Yoj17Ev61ggSVsPTjcT0DHksYUw/70jw90iAO5WRwkZENND/GW06MOQ9lxN2Qjqgj2+cG2q5xQfK1+2ooauLzPxpkdx8dNOG8C6tXBuZ5uUMgAzko9tI0KLKV1zlTEirWd5cOVDIxIxITCrD7sCq/KJaexjgjQ1DRB6eNfSaLMg9PSejnF67JMZuQ9joK745rGKVQXBxfQI47pw89GzTjpsQ6Y676mBAj9GQcKndWLhZV4W8O6Lzby3IDTecnr9sARunUUHBdpL2inXnvrZbpMHXkKE2B5r48LfYfHjPDpM4YhEAfJdnl+MJc2bB3MDp7+deKALjeaotsGFqcaxMIPXwQjPUvinKohgssqIraDrjJTgTOoU6vCCE6NL8gq3pamML0N80I2gINhQAK3o2E4PG5EuwJvFjcCPfVCiiRK1dKq+Ad06KDpKxtRoO77Z8WVfTzgXtlFunFFuh7mGu5HPy+vl7OjHnHRc77bE/S1Hlncpr4yW6knai3TufJlVqeeifPWxRrFbEyNsQavFd4oRsh9LkEJLFYrQFRCmdmwPtdE1GLq2ZKiYL6uralMHXq5ZMZgOH0HMftWqXcSAyoeVYNDXElzRVw2bvJupZPcpsXufUAl4bJ1Yv7mZ4qFVFDuMZHM0jhIJ27JJ1ZcJGm3elNcHUUNw7SmNUS9LpGxEOIZfNiD0HwTywZUck9qxPCDz3ZVtK8AD+WEXPHAvF9ZwIj/KnkVS3Y9XaF5RUiU/VlWm55lRomEEJuBaVD9bzwCYl/u199goVdW1FJ8P5WIF1yok0q2Db5YDkmcbMJTnwwDEXa8/0Fw1VaqYP46Y4UCWb2hq6NlMpQwfebIxqIg/zEL2VbxpwH1sMfIuZV12W9TuAXUuH6wNUjVGKlMvWgJztxjO6NgeDfaj1dsL+cXIj4GF6NcNp9tGBqRuHbzci5QG3kYGEX7MifMpEErwEW8idBhJ0p4kEfpSTsnyY21F+Y2eX78aYNKtiEViQUfIvfhn0Jd9+OpvcISumXkq8C5lkH149fcmUhH4MQhJ3L5RPv0tRinvZsLFfX0EbW0ExS8LEOsTYv74FEm5Dhfgxnde+jYl0teXlUV4Ny1QjubKBdeeIuY1DGV2gDdWDyaa5GrmA4ZeVGbYsUb2YsQhdfZjErsvy0u4BUwFvQWCKq5FPRPraWU34RXyyc6g6IGPYLrqdINrTzP3IN+Q11Ct87F3lnAqbSLwp6munnVytymb1rx1gpg/ZudFm3AKwqO0Ie3w3owbX6DYkzdSv+xrR7Xxj5y1KtcugOuvuqigkN6pmE54uleF4+GU5EcfYpiqDlYAU4Xzgdqp0Ejh2qEs6tbGA9vxk5QqkMb+GJuevuDIjy8dWelYJWG2ZKMMqkNpXT8maKbDWGPEhBI86XB3y2wPPHfSCzofBiBHFTCHUn/LssiNkvDHu5tQ9qKTl2oPqIUfy268yTvytMjNDlfZsC0bD18Acoh+LBLFN8B28gccdsd62sgrokxuEptEHqzPJxezkq/nNK9uLSQSc1ER7MHNCU9WaARfghP3tSN9eNeSKxZdsmL7EfJ7sjI0+qAbINcjFka4NhXLRnycQYWHgdyPRXhzTUWrclIpIDosIEIc874fTSx9WQm0a4BBHLrRp1nHAgESS1F82oncFF8GQZNf9jHQ9cb84VpUADGTNU57r2vNkynJwJ1c8Xj2qqVnu5xteSUMlREbLn7sBYxPIqPAX6BR0q2JfrIYt8kGoSXuwch4Xf0QIfEtQkY7vKRLjAWLbTt2QPBlHwx7IpeMKx4pbqpqp08bEJuhNo270uEui7lCjTAZb6nIc63t4U3yYHS+AEdVG6IXMtfEosM4HXW4MzBHSZnmMjz5uZpy5ChIizoMF5YOC9k5Kk1LLtNS5rma7LidU0H0lyF5HdZcegGtCMtaNnTP9XiBm6TFpfZip9phzwevnx6FMqJam+eCZHosrylOhimKdzXdcooFcLuDUd2DNRmtcprJajJnNLkZsDT07CeePNYG7yktGQ/W57I/Yc3ws0N2ulUwcj+6qCNKmSXrxyLLOgEBgbwQDVfHcmL3JCxCFPMKih/jjDvb1yIH8X+8O2lmM774Eo30/PsxOilVTFHUqw9BKP1FgpEObynKWCJfMlWfu+dCYMWHXB354xNthzv57Mu9UtHN7uWPIRHCExCe6ixpeh2uceVNImYjQ4qhPZfnA74ANYzGguGrw1S2Xk8qJDKki7nnOlLjwaxcewLJPlyb2iFvAaqxNewAezAXfx2FQPhFfuCOHa2QJTBZ5rm/yuf6GsBJYG67VNtXtxrmiE9rYDfsBs2TeTnCNznFOpmeLt69FBB303TZcjwuPFkSDV3wTxNurATLtadmW7HJSPSRh9aP6S4tQguSX1Bns2N39MlMgzLksC+Vz+XhM78J2XsjOjA6lvPuveP5ZsEJfc/VQovrdKqiGx0u6FghvwMQ6th8PqxPZueIZ9Gj0eMKz3At6lMMaMLVhhuB+GSTP/iQx0FeaXqmZ7eObYmKZBRQQvxj8eT1BfYADyODrWf7ZIhTi9LswjEgviwAW1fssm3IAqTVxirdqtrToavjEyAcjBdsh0Pb7AJjflsQ9MuTFQLAAZV2O1yYK9UhZV7dl9r1BNy4dWyTvpxiiIL8JGPutwidcQkVn96IwIyOVZL0brF8yYy7w3PtONKtVCS5DTgSujVyynbsABZj4ET8MSQ1dAGkN60lAV2Hb+jIcIMRWYMUod9iw0QXACvVWTy3Ouz5I8N7bXKGbee32BjgH6BP9zt/Onx44B1rY5Up5SA9V5gu3GpBBs1HbDuMhPD9GuCUKzPIea4xVvoKIzu8UnSOd2Xg7UUk1LiCBCg/pnmAdzdTcB1gyjp2lM2OzBMn7kBixI9dSa1OMgZqOg0Y/kRVUrdGiuUiVA/ZTcCZ52rSUXW0AOsAmSOeSq1EtwrKeOMk6Mt8JGA819oazaPKzJeIU7MG6spcqFGeC4FX94MChruJIXFEIi1bu3cXHz0h/bEsJr/y4bRzLca8iwlvClayNpYtw5NFGuKPNgg7U4mxbtXabQxiS9usacuTDbnkMWRk4TUU/3TYy+KurJONQ9hZ82Nk7PQAG7o6WZMU16LS2EeAjzushOiTvTFy/xDh0x0sQdOxRMI2BzGTmy3L+GRP/nAYfsjwHaeKPWtqYFOWEojB5nj+GJyxbLhlgJM5u/bsqejWwOfOzmag82RlcnAFSrTfYHRHx/bYerWQ1OTIEVPPZQVNR2RywSc8qVX9IMmuAMhs+EwoSbcyAnmBIEDKWhKCngtSS5cepeFqFbU6rKRCvnoy3F2n2Qcj00LfeCBFF9K60LGcZzKLKae5QlT+LS8Y9JYdTH5DBBDd+shz1h0JeYmw8bfW8Okc/GzxKm+YulUQuxPBnIlfeGb4MTJ1etefQB6lCpR3Jz934YNrrMk258ecoGULR9x4mA/TYVHTHUIG6Y6jc+bJvKj5A30kuJoELB37Q0W+5sCysZr8PNgVy340p7SHacFQ7dMSoZcEnnmwMhu8K+NBZtBkm9FSBz2XEQPO5gkD5wZcdOyO7na04BfPyCPgx/yo4IYu5PUpHUh4t5JrOyHg7pfu0JO1PfJPQDS6iD+8WwnZdpSJAvtH95MlStCCgnZ/FjiEdyfjvGvS4Ml2USSf6xXrsFYSP2Jis4WWgBjTRJofc6GG7z3Z0kouvB0mFELV6AcoX4ZI8lyoXvScuQX/dtaQYDAhYwXu/Rad0erjmUJvhCT9RASeDvcwlA09ue+pFI3farK5H48RGkkcosMbC1VcY5R8mcXmuwC8+n2/6L4ooMNR5PLh0orXkGHqbzHBUY0E4ec/XG3xLqJFtxK2yVJaB7bubPJgSD5wxBtUuBEuqB3u1O5IQgliHCzmnizA2zFgAexVbxKuPR3dS2IztpTl+2RQCTgWBTk9gWNgx/ro2/nwx87iyvJkNLTdaOuH61EDp1sfVew/P9rYtJHLkwXI6i9mKg90xcG7MCC3XgvMuEsomx9rA8oP47b4p17u2SkuNuSXh9gTEOSTMfgewZCTXo0jw7suRmyvDVbbw5v5ZCfWuqAAHhwTR4AqjL0U3MlPO5/t8Lp18MhbNQMwN7Jweq4jLTgaHmi9wnawWxW7O0zLhh3CEPxkZXe4G6h04WQgkPasmjL7VfJuFXd7nizJEC0AdM+3CYHCu5uBL48yF1lwcPS55phwKqA0eBkMeh3LhMkuPJQXmymC+mQXOjuJHZvd6I+QdylL7La9YRdY+vBkCfR0AHwCOgJDWt0qqGfHoSmwEXgVPVmJxK525gGvo+nGEYmytt2YGfEWSzs/NkqlAZGo+yLJpG4VHJPX7HLkCHLC/BaT0F+wxPhJXdzwLgwzGcXfZbZqiX6rv/2JwB59ABo7vFvpmU9gqNtUbg8eLBNGXxoDp09VkFOt45bgSnH3uKkTaYeTdLeVAi07xYW/JxuS7SegiOkk3gzh2tS0vaVgwt4QZc+TLWDDIQuB6QE+0zoWyYpddoXORsqi+GR7ZFqPkuCn4ZDAEYmUZAWaCPKKTyy/ZecFL7vT9QfiYOlYIzao2AaY5ckquOfqo4ILafPG+9wZ0LE8Amy7vR+bAZbZk2HF6V2MW3pRZxCuPc3bamuFewAINj/2BrBaeeRE1UYRHlpJZJbP/i1y7WnaiyZQUK5rOn0uCKZc7CjmoyIqdFgLh714JEjcZsPUk5Wg8UaaLZ7rQxMRhW0yCkG234LyenTBk36zVe1YJH0y4KEsL6As7G8JScJTwNjA+933rB1DG7HAXtwHTeqTQR3pMCY0cOPKAz374ixL+Z1tsgp4D3ZFSb+7dONckBZUOx9FcKXkAxzMng09ewhqr5CSsaGcTp9M8kzfAjKoc9B+1T2tRu6WHwU4aZ8EHYaCY68VIdlKpoSeLPHKj46IcS1SaPRsl0MbT4OUTWHNnCdz+/NTpVYdRFnn2lMxmcmtaEdJrniwLAV+4WkOrzIHSoc9TXffmN5+wLefrMxLFS7uxACuPsDyQFUQS4YqI2VoHjPB5uEezPEuZX9z3jlRTYvnwoyjYcE+7zeCDdemgr463rTlPyY+nuv6VhUBMSmU583MTqtkbiRLPFnyTYdCOSJRW9aLJzKJM9nfohGnuqfG5ZhEtHQPLRkdvgsx6qOKK18CwPyuauR3oML/glEa71JWyGaBVfIDyie/NQOETrOB7uvg/Kk26fBcBAs8LzV52a2IUqhWgMnLj3dVzzWmDtcU8UXv0FLs8BIio0ygGMqWhwa/C+ntRRSK8VYK8FThLuOqTdqQ0Xg1uFbChkSHI8/yo+K/omOa/JZmgGeao9SlJERVI9d0aLzFE1qJAjcdTpIjP1Ix8TbR+7cw/X4BVJU+zSParYtkWU/DhDfPHIzfwuyqUvbRUdWUE9GW94B/WtUcBbiupFhBL+hEc+2pjHfKjUk2PITjueru/iEYPpJbk+rfHopq5IIDHFNL3xMhUdCxQCRHPx87syQho++y0OJRhCZ5C4EeyZYas4Ox97f2inC/VL+8W6Yh72YGUqk4tZMZ8xyfqwmaFgOhi8YyltSxPkjkRUH8/Tw181uIkX9ijosfcM3kXRd8ORtFzUvHgJTfyhPVU3oI/CH/UX2shFJ9BxtwRyg5z9QHoFsLa4x2QlLIjyAAfRcABk9WWuUdQDFQzRCCxhY/Jbh49mjpsJMGWYSbrM0CkJUHO3K60ZiQ8YPdNFyL2oYKjDRQTpyzfS5NNdVMKHF4DxsLNObWtMNrcOK4QiyZ0rDCd6mo1KmoXriLJAcdO2RP9lBhcK8Z6j0YpxH3kQRVVy7YdpjJgnhPiWdKK7zvIivzF2Kg6jFXulsJnbJhka+3sxCa35rT8BKU9nA6PCy79fBGzkBpYK/4mnswSCNfhkhDp6JGcm1qXp57N7xwEru/laX1ZV5X9/CSpsONFjKlHY23LovCb9Gh8jYEXj6txCbvWlKNbjn5MuOIK8/FBlFfbm3QPDo5OzwamCmFqHjfxLJ+S67QNWyv6BU7nVQdAUToUOahX5B0wLuXV3KFQgS2CkM7D0ZngR+xa9R4WkToWCFwcXatR4YkO/BdV3qq2DTtz91xoeMo6ajaybnwWEEaaDF4GPBupYjcgih+iRhV/tZVpt7SZ8klVBrq2VDQfOGNzbYz63owzizvATJLf+EfXIuKlyf0qLHBwAA92JVHNc1PDp6hjJ0PnPODa09PR4UwiJMT41A8l2gArUeMozZi5NixRLJkSNAHLxodtN8qc8CTYNHw1Sov3WqIJIYb082MLwR8F1LkUzj60sHwGKnWrdnKxHpFEXaqmFoquRI7BZpPM0qH2eTiJlYU8+MOD99VWPVyfVpdxUEPrj39zH5Zaq8Qxf8tDBGqfn06cCFRwl4stRDvXhrFa1JEM2KX33chEMSXjCXqrAHDDov2iDnVZX6sbr9La+hHABLSnR+KulWrJDPyUfGObRnzW1TbqmKDA1yLG0NdKqnXsUSqsZMqcF5s29+lV1TN7FKgeUyu6UwoGx1ukZgtC5GgKgKq91tXL55JhcnrvRDAtahTMdpdlFyoF+W53Gg1j2oWjUkE1uFQt3y5QQ2VDc1/i2rMYzfA6R4IjngXs0dOBHDlDUPQ5bcsUOBnPoy+hROF3aodi5e8gMyFi3S+i4yIlkIng5f4OutwE202sKF2Cz2LDwZ5RtsRU4En2bzr2CGJWQCZAXuvjeWDteDD04wevGHSjKpjFd6AHB56ATpyuvXwLBN1KLLhqpAHY6N8ADkUdeWZlY4NUiZPXgikimEGwW8h5fk9yCg92XWGa1GFZMMPXq+XHLfX8qPjFSC26EosAHn3MsZbqHBux9Xh8GDvIH5GD46/qrriXUyzGMkjhAyopsF3OVHgUIiutP7Dp8NWLmJDag+y4aDQ7/LxHAoUln4KfDv8GWED0BCZCwdRv0vI3x84FNHFQIDhWtS2V9C2c78Ffj1YhMRv8mqhtYSOutUQLj9qwVG5IDLhtx5AViEfTNFQuhbOVTikZ29AeLtxfPsQRn4wQdQ3hGNEp3Ckqj4eSnEtgIx8nIcFXIv6Iu4cs819VQvfpWBH9XFxBpfDREczKcKkY31IxoXCTMl/WAjfNUNSd7NtHa7Dgmqngwbcs23r+9hIqeKYLOoACuD5BGpWupXwLv5DJTTjJeJ9FyKHT2ujRmMdR3nXMkxm7PqjwpyjfC0+gaqbQk71J58j3YcXpcN0b/mSxNtoixoefiuClv48U9R6c046DLqVL5GORjVrWH/rgVsvQMrfKQAD3q3ExnqwAOQ664zvYnPxLbKZukjOKdeijsiJPmZQWV6TXguL4SOo0USHAXjQsUEA5MkQcaOWhil+CwAg18IVQC8YBOswFsfOUBWVYUIW36WFqKokDpIeIA+PH1OSg2tPubEdH3FynBED3/UkgWspuqIB8AEdhrK2OWxBkOvITL+rCw79JQgm50KnrGN/+Hir3KXuRCuNB/si1EwsPXlbCbgOK2l8t2hJ7UYxmA/GFveKWb+r5RZMFTOPGP0m8EafYMK0WwsfvE9MqezBAYIP5lTEDZlJoGmEuHYsEhAbg9Kc/CZK9139s4r5ZurBHI2hVEO3FrLJjyoIjEpe2nktOgu0nLq8XgUF824lmHcXCtl+fKcPZrTI76B1vZzaVXWIErb+oA8OzcfIU7cqmtkTskjIaXlRvktIlyZDIE1/U8HHtadtXtEbSrZeFMf/ukPg3dzoXUWbhPGu5V9mHGMz+oio4LWsHGolgZy8MNBBzy6Je5cg4fvxioMHC1vQMzQY+w1iHPCuC6MdgQ0slznefRekqB5FUup7hmPVzdJM/aSKU38GCh2GrZlS0Io4bEmD17qTWZ3UzOosUOhMddThOE6mnNIkVnsh+Fp0qHoGPdP/UANcmzq2jSpUyVit0e9y00+IoEqeI+TjWlQGOTGUxGgjod1r8QBQ3dzipXoJrkWqVOmwlcmmWiqRsYaqvuvPHw7Gql9juNHosGecfeUSymIepL6LEIJ3gHRCC7Dz69gidTLkFxtxWRjYa5FR0Y0qRR9L57H61rSnFyCUQcN0nR3Lw8GWAoNzV5OA76qj4RUNjbiNabSqfHpIVPtAGHYOSNa0FSeBulUw0HbCkCdfSUr5ri5NNCieCj6nS6CO9UTwMqrJ+5Gx7ME+YD/neHPNIiDUrYhruZGBgDiMbNBrcTpa1C9FB8FG262JOV5tHoq9WAXqwRDY0UIaXOGQna/DHMgLuYRxT95FPphT1p9BTHSwmALvamJ4BZ1E7sOYwX/VUetLaogeAQ4o3qVc2koPPuTPgOC7kIjQOLBQHa9GlWtTHbx/gv72YBy+/4Ky5t9Sr1uLIRXvZn7IiVNv4q4iW15rB1p/YrHnSUil4drTvW2tI8zZact3SXZW6biudI8RTfgLroieDQL3qiWB2ZSKog8WYksDKtHqhEEiVCM9LOBieEzJqRzmdJgLzSbTQyVH7Sl9LwxUuvXOk89UUlQDCckQTAvl0glDyLWoWbKhWmWsVSP7WoJpuCmWAlnHHt7hLKb7zCxMPgEn9V4erLSWuxh6wdaDDqdIkyGzdeIjdBteK8pmZ/CEqDmUzuhYJocbi5TNSifm3svorAq4uUBnOZH1gTdTHUbCJj923WJQQF5ei1fpVqqszqEW2K2PJnYKLdCMlIX4XYP2/CGGI77FtKeqVFXnjbgAXN0GUHVsDxqZsZoYI5ky+lpHznQUW0q0GykreBfG3dZCkpRF5IX5LjJvVccqHn1JZbAr3Ujt1sE0Kjh9Drdjlw//xaZQx5Cygp8C5ulYHkyo7sDA3JI8pvwXITa9qxCaLxLQgSMS6X21xcsf3qD5riRxPsuxwBXxBunWwTT5EEGDuMiXKK8lA1AHptXpZzf+8C4lItUaKpJ70XTOf3U61UbCQg3j0JLfaNvQ4SNcKj+SlduyR+aDIdCipYrMOmCUKK49daRCw8ZnI3IZ/FeNvY71Rx5EnIsqpJoOY24Q2V9k/OmwBbh95wBEtjBl8b2yhHwb1SFvIEYC71LCyS3a0mIhgfS8VuAbbtr5h0thyowOdy5uvajGfPR35L1S7LimMfDVExmjqlloFh4Mhl2FZDHRsTsK7bq7xmzkgfG93iX6MjAJF7LWoGeXTFJt8tRt6QbPfx3C9qekLDrNVKtbBcf2W54fuQEBEO/l4ev7WCjhLQxI4NpTzuzHIzMGcsfmtcDgHiakVHuq0fHupJKtpiZJTtDlzHsB2NXGO5EazJE3161kt8NuhBnRRGXsxwzBa9ng0tesAmg6C2KuPU2xzyih8gElLr7LDIr/W1vjQOoYqkZimegvUNurjx5NOjwlKR+ODogJYfe8lowaVbzRIj31d9Sj4K66tfGIKBYaVvvRkvS/mmh1NCUxjwCDrvotWtFxWwZ0A39/Hbtkj2iXvRZ7Mk7Of3nxfKMdZDu5XNCxn2U5sFEy9mPF8FqQR66pTJD0tiwzePcFClEqCA43I2bYf80IrcYZwsNLA+Xg8qASoMNIJLY2qsgbaM2R99rD1IZSaHgnYWGHrViKhsHEsi/t8P6LTY2r2R45fXCJAq5NxSMaBUGIrTji/4vv5V3uOHKblPHpsJfSnQjoznunVPtegXq60RUDOcAkXMfGHPZgENE3TtHne9EN+KkuUTiDyzbdyggi6/Eoiu+oJb5WnlanArJ0BeSJplsj7ey+ziCvGh2Z75Uix47CKaIr5mGsqgkw7WgjsDpPagPvypjceNnMW2ZG03uVWKDxrrrwJkxzPQs6NfpiEc+2fGP1X6WYb3bJgjOi8eHdzQcZRjEnloOg8LVSMOlwphjdKQQLRyQq3dkhmK+YrNH3ErBZxQK1U51cIebrnA65kzMiuDbVRp5zMhW7mQx8LRBvh9WAaDF34KownSOci5bjB6aIOqxgc0MW+HqViGh7Lxpq18+nNv1909atgn4xCCB/u5HQof/CfJOTTKN0OAiZvDuZJeaAx2wvDnDxX3pj+sKDus6Au+lYThMxCbsaO5JK338N8Xo6OwX8TZSM6t4XBv1Bmh/czBq5Yzm7diPX2NtDjob3yuTq1wx6mYiM0m4VZNyIVH+vjjMO7xXYhl8Zc8EhmMbpcKecHcnBySvE0+69djjpMQQYZD5aejr81CPjRXnYFS5cea0+NVwbcaZ9cCyPa0+xsQbC0q31IPpfWWT0lwpKHi/K6XBnlDjJbrsrO5T/avLU3S6AuepREIR3J8XswUYHrw0s/15lWB2mwokspkNXhz2tsh0Gr41hO71WnhLX8Mesa+MEqbJhKet+e5DoNSUqrj1dsQF3nZeGn4v3sor5IjMIuFTuVOhYThc5Tk9vU7i2eS22rKpdUaynAnHgU7wc6lkmZrEajC6bcrHQfxWxUR0TIFZ4pmnIAVKFUTf4Tlst1xsRd6ugkczGIGxDALT4WlZpqoGenzwKlhf8hdHZYQcaNmWSo9dMy+W9nqjYYl8A9WsFKt0qSRnPwFywE62M/msOx3+hCMSdqG3g3cluPotAZRflgPNaHsC4ZSoAdjc9Prw7I0AMQ8TeJnQc/S8sBb3Be8aNiNg6dsmCHWlo+UYlsXyvJp49j3Dj3tDhp1sbR+zGT6e36fHwvXZoXW1QOdAfROLo2G2Nb9RBshu7/PmvRAF8VxnCsz4FdbhK3a78E/JeMRy+l5UaHU5CEtUgOle8u2lmKxqSeZO0Ht4LkQkPA+Sn/+Fo5IhEgWIXdHjswNEh/4XBhT4ak4dbibDtMBhrzKld2pGdav+FmacPHuC8gvp44tpUL/twRo63ROl+L7P30SAw8j+fhrj21C2TkT7YDWBDn1UIDN9EE9JbDJapCq7p6gEqIHmXCUV6tsqMeAmcHPsRS5z/YuRS9WuD4OelNxgDoYr3oi6UQSPXi7LqMFGAbZm6RFVZBsh71XnQo/4A4EtdIrt1sHE/Iq6hyhCnyntZGawaSfHhANIFztZnRcfyOLQnyzSpPBDKeS82arQYHH62m73NDmPt8goUkhtKz8ZrcRXgptHwoL8j7HSr4FpMxpq1/z64/dcb1t2SQnDrHKniXUodm1ExCZWFss73EiKHv2E7e1oBPrw7KRqXepXYeUYy/JcFvh+k8NNhrgg7LPqWQ9RZkOM6CXyVDqndJgtRlynkPSvETD4qQ5DzXhB91SeX26gIpsGcmdBhJlm5QGdqFnTc+6oqavxIBTU+mIGow0gm7Eu1LVUVC/K9+GDJY8B+aDMgMvQsI4nsNOZFNjvk4qsm41C18QzsRn9odCzngVgNH+curIb9V1koFyKhR7d7woJrT8FiL0ZV267o/RR/rrieb4S0mKc2Pcto9+IxFJETO2x9lZkbfdBMIPfDZAuuPb3cigzyqCYUSvNeinnXl+qQNiXhpsOfOVuZvWUv0wlfBQhFm8YdbUJooHSY1CmPCQLZVAlAX8uKD5dPGkN6C3dIh5cUvlkGDMqODSC/ak/ptYoWC7xLkcEOd76I4xCN7cWqPv81x6Ma2ALwFziA5EpdHB0rOiF/6aHuE6EpXsuJAPey5EK3m2JXRTKnw5UIAwc6TCDdszo+5LAyKvnaBOmr3k67IhgbVwp9a1W+KE6uga5kvAMi2o7dAsodqnKZzXr3VZhgXAGgF5p0skTP7rDybq9yGRIJl0chIPEa1Wd9I0GzjhVymQN4gZH5/py+iglfNe0OimuOOQW4mACZPbur4q6O6j6kAfpfaG6uXKhgatI2NzoMBUFew1bISo83vsqrxiMVheBBKO+6FdJJ1urk20o7RF+rwo6+5GJzyX7YrYlK2/HQ5SiWIxvvxceOxppz5RP0YelYH0JynhIhZwk4/Co5MR0tzwmH4854N9PKZgTQNTrFcvS9vKRxIFpXHFMEZs92GbclHiajN/yIPoXRAp6aWMhddEM7tlNsS3ZBHCW18+BTJMByaw5YSyG602EuhNdR7TNPZh56FBQG7VQ2DG8EmqNjgbB4p1B95UQbY1+1pg7fsiF2MSOad18c2gbgwNhsn0o+RZ83jt0k05+4VrrVkcdWcIDGZqHF778e7KnioKLktYkqz0OACu/GwJGtlCR3iSEePosQA52Aq6m7NI317GNhpqv6kztcEfqqqCWeI86NuxCEpMPcJdvyy3Y0DAHET2Eh98A1Ro7Uho1rUbs7McLgKBTMsPfaruHeYOzSH2Ai6NjQyu3AAZcNm434rxJm3M2gZmdjQoIjEnHYBMAY2WkrMHwKLHC4FZYWLSUUSM9CQr1WhCByJQHOR2EV05AUTJ8JQpBu1T5lDDqm5BWE3r4KUI5G6lH1UmC5Ww2xvKhXXRkGvX6VjgM68kzwA9zY6tgjcPIKA4UZSbv3VVSe1xFLmnjpaVGHsejYELiibD4mI//1ougFqDb0tFMO1cYeO+Bwo3jYU3V0WsMlg+fni9xyxxoB8yqaSJEfgfRHgYDBaxXh6RLS6jgi0Yv8VGKbBAIrn/UFhr6AZVNXyWLtsKeh3CdZmh9MWPuqDkhaSZ+SFwFG262E2hwFmJd/EO6rvPaqa2EiRDjQ8tBH69ZCss24BBfvFZL5FBYcXDWNWD+PHerWwsaXLzmTB/c8fFUVxh62Bgnv1BLEu5YEtrYyRmx3NOW9CCVmIItcTiYLUs+iebIvKCpuu7X8X0sJuJ0LX/hnjauOBWK0H/Vsxi3idnwKJ0GeBkKRbqWHy7uUXvsDd21zzYn6FFdGcBpGlt1EYIJuHZywq5EdNpilmk9BR5S/wWXQoXt2dBhJGhWdOTay5SefR2GVx10cAeQ9rFB6tuu3KQv3YjcMoJ+CCkvPu1GHy1DghmtP92zCTy4xHSWZ9wIzoDNAquspCqFy7WmL3UGj2VljuHwKHkf4hCgJOgNBkx3LY2tb4YZsssXsfwXg8E8KopO4bFFF7PTikmkeORAZcTq8xGhPmjkUa3mIfoorFlWwDEP0lVARz8WWyLuYnytEMMrYD4e+imyFfpFDn6w0BO9eingHPdrJcn+VX6Ul1F+lSU8hYKVnZVBmwjIHGUAq0Vc1qNJpGjR9BcasblUEzWIG8uQQSCq/qoPWNnN5468JNnQrYpx38JRPXqTT46v2COkUkjzha9b8uvUwwCbEkhCPhgn5FFeTHUWcyNtoSd69HNt/W7mYSQUUn8JDVw+hOqT7dCrpWB4csp0PxrxAT+JXPfhe+FfE696vquRbYe8QP3atvidVOSmZ/11G0aF5lz0r4wLVVZZMvhSw51GsyN0AXYPelFmDdzWZ7HwFczPBaPIpdohuLglseBg7qQ4fSdpMgxp2Gtf+l5ECLiUMUu8wZki3Ks5tFCEU99ORtU/RvbQhIGF+is8C71a+ZacwzPyCEPFVJNToJhDvr+0Qw7uWJN5RugXZb4zWVwXpw6WWzl4BpZ6O7aFE5YaqKksm8XwUTYzcS+gfTsrFtGOF5NmKLQjjDqr9FGx7qptnlx1O1BAHI4EC16J67T1B1XgJWYn3MoTIRSAliJPhlvUslXhLySDbZBn+vwyY6CLaZOhRlSS4NnVqT9Gp20lrrj7F4PPA1Cl8CQE/PfuGxX7stMahXAZ8CrkpPK7CVTeAyTv2CNvW4kWbqo+bT0Hmsx9YEtoDRCHRrYeBtp2aAjGhQBI+RV6RzmSV1xFQEMC7mA32nAwbMSCxHJ/iq0LPUINL3yD2ybuViXsM8caeENXiU7TY5Hjw2nQIS0a7lRDIPlMjtC0w8fApZnjQpWg6NwgfWoc9iOb3iOFWsePytTaU4HEQKjnon8kOM4GyHRXJxFTYTj9FnpmqIwYSfMkTJJzOnI6O3U7uPiA6NpGNxk8R+aCrINSjE9ieci1q4mZh4RrzmZHnU4Dg1GI2OPUoAaMOZ+nLi1KmXjZxRf67fj5AXtaTBWjCtaiX+aiLyGCA/r6qxBmtJcKVjyvL41pU/QKKweQ3Qzq+quy0Xx1z51BEybWnWLYYF5cdoY6WTxE2gcOAuzhqFIeO9VFnt9W42huYenwKJJSd7wgcviQNl6qNIxoIN3SlusCq4F8AriURIQdzNtjhJ2r7C8feVYJ4n4JOjpcgleCrJkbwriag7KX2mTv0qfsqotBriz1V/6aJgXczM98/uTD5EHXFV3WRULWxxQqH3INEB3nSo8NUeoge+vCWL+nwHgUeDm4TJ5+8tMucntXDucce7fZUl/ZTqNHiWU6Y/MkfCT3bJ3QfonCLCWnN+BSXkPrLFCBuESJZOtzJl6U+/C7r8OO1Ktx4AD4IPAItWd06SJTlGuzlA4J+/HfJaMwdbl6Pd+DaU0Jvk8ynvDdi6qsSBbmoazw81SHv1kFOqjNnNrOjmhuPokKFz1Ck4qsAcOHaUyh5CUZalvKq+6oAc3xJRyAeRYlEh52Y7kH+Zg+gY/oUMg5V0RTzeFGPNXwLqZOeBWNlw2Z6bAwqqD5FaGG1cVDhlSveRwWe6p0ORW7XhBbfAmba4U8Ye85Djv0BzuGn6IFdrM6CLoHNTrVMTo4nEIeHCx5J0LE78uSmM1522IL+WgiSVBm5EFY5m6AVEni4LZVqEKlKpyQfBsNIlTHKadVvTYvPMMiQe4HK61ZBr2wCzIvN9Y2fxYdLVwFQpsmQYexYJknZEETdW+bPmH86BrQfBTaaiYUAPWuZlh01ybxQnvL8xxnkiUXufgBZgY5VEigKiA6aPPkm4FGsJeEuNJT+4adCz15ajkbpu8uWOwY9isQC1U4IWRe6TB9YaA7XotJ595T8yITVz68agkM7wYDh99iYVTkLlf6J1BhPoscark31yltZO/KGwjr/Zd5nunDmpcisqbYgE1jNfhFx6ZTI/VsPUd6lBKUSA2dEXoQz4KsGUb4JDzl6A60m3p3szCTiwO0r0cXP6uLkSZjSeCMnLLxLKZXb8sxlAmpq/I/Z4m9cfH9CFLFbGUlF9Qh4zI+TBh6FVZfmw7M+4RzKaqBliqom4pdRaZ/WM+jVrY9EGbDCirfUC+k/KY9f2jLakwA8VcPW7Cq+9Vnb62+t6fwNgZqqXyey6MQKrzbCadThTsgsacDrvXHDzD9pDI6jrUm/IOzssKeA2IkJMVcOYfEoZACofp1xkLFgxvlBQ3S49vQFVemOpoxoBsxXfWnwXU0SfFHcG9ee9mU1S9QswBTGPxIuX/US1VGQdVXzfCDgJkAJfy2MGt7dnCFK5weGzEi541F0cMJ7ZOGiA61t6VjOtzipwVmO9JTyKCAnaDaHBDQXlEzH7kDNjiO23hlWpH9e5GqKQssnckKo+qHI8a+oIQ2oCQXehbGV9XBEvl0MzPk/4qDqV3iIA3k1WhPM96xmZvznIEqeJMP4KIQM0pogxmggpUc96wIrT3Kz3hZoSvzvx1874ecHUCFWMxK4qtKRIVwwBupe0MgMrk3lisaZ8Ccrcij0VYU03/GG7kssaetWwcyYRNVJbnRT6FHgIdFbSpjyBH6jHXYyyhrYENrZrhmfJeh/jUCbpsOHBkckOpHtDhl6tbCh8R8p4zsckdFV8mZ0q+CKnJjnybvZZ8l/EKsqYeGcvtJl4gtO1XSYC1m2cCPed5J+n8XnindWYWnDMwgd7nIn7qFFRI5czHoUHGvHweLgFeVEVRurcNBdwRx8BwKpjnVyl4+sC7YcqfWz2KBxF4NIvqxDFN6dZBOHWPGYFdGIeBQpNugYpKi6xtVlh79U5Uo+gV4QZUv/QbKqfGVUfIMXRnyQiyzdConND/rM2G1zGj6rSp+/+1yjtyQ+VW1w6eOdiVaradPRsaN5sY7qktwYpMOjOJL2XhNCaCidRLw7CZoLS0i+mUGc/D8qeQpDYHQQCOrwboyv3CBIjo0mN+azhMDxu0yw9zvAg2tP0WIPXrjkQ0F7j+IDkKplEBw8tBCF/rsC1LM04uJuXcyOTxQfRRcourslU+v429CxcYscGeh9N+zw8C9D7SlEselXaoxwRCJtXlDYtldQOPBZiXI4ljVrv8FPim6NZIxrjM7JiHrGPIoYfvSPFlbahQsbPStjSraE0YNKi4Q1/zBGH66ras/GIFx7miK3eJPzXhYW/rdF8Q9hna8Vlao6Fv79gjiC+opdpUqnB36rGzZtA+5Lt0piyI4j+N4LG2b8H/6pOlbyKnh7z3XHk3dlQMUytpBkwia4RxEY94IZauhLOUZVycAZfEdp6S4lZDrcORjPeeKRFwEgPoo5MziaKQg6io8RHbvjT8wmhpNM2KngUYzp5EvWgny2KwNHJOLGMAC8yIF3lY/ia86vsHZdWSEM78pAkheZBL0TdkT+r8npIXsn9KMjkQ53msmXfDymIB28/4ep1RtUwugoEnBwPUKrwxCgXlQ1cHbhoCqfxUWQS9mjQ1cpcdOzmH02AA9QMmEWy0cxaAn/QxTgHwyg062CYbEZFHOynxEYj4JjcRiAUt+iqljdNDNVdSHaRMCCmS6sQKdjOavyJKxnilF3/udJ0PxLD/41xjrsmX0BedFba3r4WVYI6DZjXfj+DOtYTs83j5bE3SJGnM9qYuH9xIhptjp+HJFITdZqP7wSxLz+nejoQkHoOgNRQd0quN85Ffb2XhHQz9KxpBr5RoUXsvL5KT1CeHcSSRyGrOc8KAOPQgeoBr1ipAPXcOjZzBL5MsGMUafQtv+7LR8AgF6HitTDu5QD3jZtBGw7rcjPQvzwiF+mJURxUnXs4/REp0Ob/SnrVkFtftwsMnUIheF/zFMXmiTtZhh+cO0pi1dN34lN52TNZ63YcisOgugJLyw7rMXIjiB2Iu9per1VUR++BwCST2PhybWnXjEYCG8ynEPPoxCc4n+ebGggk3sd26TDLmrgJGed9L0VAAN6DQakXnc3WM3xtflsa43aw6Es3p0EkxlhIJhqQRn335SBg2GS4u1URKlGqklQzVRiUkCV5YkGhHbro4u9gGhFZtFE4lHM4eSkZRP0AsOing1StjnQ8ch0bwi9VQdG3SRbQqMF2tLhKlGypVYxFpB4538MR3XH3Y8XPIR1dYLGlGtPy7Kik+SUnxY8/wl89Ajv4kcc0OJdGE72ATFOMtuFNo/CioNfIMKFVnocHbukLEtqp4ymAnb+WyXRS7oZzuekRIcnfL5xYoH9KOXgs4AkdqNAP36LjCJHJCLbBaBsyGhQXjwKzhivOAhM/os0U23MQqWKw40clTlNeJkBYjo2SZTXyAACmxFT77Mwk2gpGqhoqxVjPQvEmis32Im1lt4/ikK8i6G8K5QjFR32bLKb6r5ktEJXb0Vl1UjekOF9UY50WMrfm6SoaUPCiX2WDhwaDA5DPUMHCd26SPoKcVKxD7skfVZg11PNcbzSKTPr1sax7NhZHR1kZfZPoqsL8HTTjYF0Hct5Z5voOsxjUEjfCgmF/oIF2rWqnHddkL4+/pq24AaizyJz0g2QAPs0OxDVvDOcuo+C6XNZMLk2NfLlHMT335vVZ1l1v6BhiyaDw0a3CrbZI+Bs/gLz462KyvwbqZArExoRvLtZKC8qCR31IwTJ/wEnXEyJOlciVy16VtPNzqmFshiBFG/lZVdNQ32rMOQsah6Bdx3Qgo8q4QcHncTVgjdCQ8W7lBw2iBuQmavJ+ij4dP3gGgpcDBg0cG1qmYxYGDqqB1Dh6zZaT2nC0yPMmjp8pFCezCAgrrzc80/irlsjFPmmziquPbXbHigMyVkhHB/FFdJPvBbh7vF8qqoVofqifeaaZUyKjuUhJz9CJYgjY0D4r6DITTv8XatJ0jocxcEG2xOUPwact5Kr0T3IGPRZXDzVLCahnsBPBK3fHB2LBMnesnwz1VHpW5F5ah9mHPBMub0OG/B67zTVpkx681mHT3r1DZY+shXVrYvWjQIPnHyizOBbUWnprdMRzoeQoY7t8eX1wuK5IxfU+Ky5x6pbkd21w5TsovGrWwcD8yKigrgxi4B/Igp6iJ7NTkIys1sHU98sCH92o1baZ6XIoEmdIGgHfVE9q/kjQ5Y5EAsxi/Bf4UhzcnjjmSnaOpwE6VVB5c6uBNDiswL5qm2BezQOJV99zMMM3qVEfat4aO1EIoM+C+mSl1nSkfHUkfZsKNU2M0OST3RSeCtAq/4SUNOC2KDhXRfYfbX0y0tSfLxVhVDdeMTZ+eJacO2pkPf66WEbXrHzWQKM/k3NjrtZeIZ3KV/kQyuBWNGI2us1klW/GIa6VYMWbyFyAtemzm2q7VhOMkp7FH5era+u9MNKLdXMGEVgIB4+wgYq155S5kE0GfFhFbjXThj0V4rzk2rcqS5OIoYZg7P/uGx2OAmUPSdmNHugo+OtLqP0ogxV1zhKKDrWx9Z225LKGrKht9KO0Vz6HK9wEBV0mJuaG9k64y9Heq9Tu084gQvXUhKoBtplMp026UUpFN1KmLXRCADIFa6weCu56iCIx94F6kNLuXLi3UqnTfYhSz4SM3orKzZvFEU0jxra7NhOyoz4pbGWCWxe82GgM/VAch+XH3o2dZNKycu2LcF0fdZYFF5mV246OOz0rIy0ncfALE+AYvBWOTRoQKIa3SnEiW5FPKKCE2DYj3EyPqvDEB0p5EIPgEmiY4sAUu1JCbEnpbSf9TqoZoZh0VmHUF0tRhfexdRDFbcFxWakG/BZACb0sthUpyqZ4drT0C2Gp0WOMMDPW12g05U+BLkPCN/hGIyqRZenfXl98llehD4fUMENEgFLtyZis6CGtpjK25/XYoJoAYiAegs2L9eibqq3szQ7kUycxyqTQ4cxs7x2PtHQs0y85EQbcGyHE8prPlNdBabTRxhkUXUrNPlqhBxwPWeHdzPd5D7NCfETO5mvmUi4wg2Q7Io66lT53AyqQubJ4GDQsHAx+cK6CglZQFmEt2Iy1Y1kqF0p2LDrWCIzth+TkDeVA+BbCQnrUmTINAdTQ92qjbHvskdvt0+Lt7qc83k9jsf44IBrUVNzXpwEMbdQ1+vMG9VEDmHKrhDQly6svItJuekuuHj9nPl4qzwzHiaSkjtEjEXPxqMbke959bCBvhWVAV2u84meQggH16Ly2Cx2IL16hPR4Kyw0r5fDBOeY1aohHAZ9m6h8iSConk01Gp2TI9qXELQ+C6mAhpDgRJ96YdSthhBGf9x19+NS5GMNetSlYtwrX6VWh5XAyYFN1mwEdayvxYC5+lBa0d9KbOFdSxujnKJ8NuOJo8ca80drMVnRE1y9dWyQs9Ft9cCeHEDosx7c6XFfM/SeNw5VPhx1qmoS0ODOHlzJmykdBmUy6pkBxr484OSzOoihutFASycs+uJa1AmjOlJM2ImEkY+VpPCNsFvcFZOHOvaHnqy35MsmECjA6ypzulGMIFwNR2o6VsiAragm8OUyPr1VFz+upY4MrqE3tQ6HxtiOoW5eKRUkvNUaNq6OKZ9d8VpVVass0zMlnSthA7VuNSzchEUwvE5KUL0VEwQfxSXjJ0igdWuhztkAeTuAUt5rz8XOlsRHi/DRhXct6WzABRle0ABObyWjsOpjU4Yu44PLlSg1q2djeGa9EU5bAiHXaytxP3ZGAafBYd6tDJRZZImMURFHvL7cw0n3uHzBjKqe3UG2ITFRvEW6AN8qD5i+J8RUS7bV4VpUE5sPje39xLp6Kz3UKuOE0t73YE5/cgmrPmJJgSsUh3tBjcG1p3aym5qDuFAOLK/pWuiqNhE8SoouPWtHSuwFCmVT8snyWQAUXB8IaM9a8HSrYYmYjUXgZkxi5LG6KOBK4CCmv8VhwbuWnfFZlsBGhHx7rCOG10EgSruDG9yODbIYx00ZsCH/YjwWnT8OoMaC3oIPHdeiZojLNjzYhdsqjyVJVHV7qtRRhZT8CZHADoPaie1a8G3KODiPNaitFxHlcetM4NKxQMxsyCIGbx8piLcaZKdnPmNcCgO43VqIZTOqsPPeFWDxVmsc/40AIG7IbbJ6ScSUQznDxpv4/nQYNMKePG3xDtb58VcHwvQ3KElXLBKkvGsJt7VZmt45roK34n54mZQG3dDuSjWHACbVF0lE9BaIanQDSD+uRT2wCfkAvixQSHgrGoRcytsg/m8q9GwTB5uyu/hqwVv+6kiKDoOG+LJBANFhJocyHOxgjxB09doz7R1UBfIAWXAdO8RCTiMkYYPQ8PRax14vTCJHs9gzVdV88YWrYoVcz02SdKtWUPyZ97kL35R4rCBzuIU6OjpbkybexQwTe94V2YHawmNBnv2S1QqnBEPYrYcZMlkYOXuDotTrRwM6QQ8t5/LBSc8WAhJ3XtHZkINUj0Wm65ohLbvRnY2OLXKNmbgIshddeD1WF+tUDd74gRsTuhVRux8TPKB6AmDMXx0Ywhf/HHY+SihcixoaF6nCt/sgkTxWW5qeII/mespZxxrhsCXTZKmobAb6Kw8N+pseIJfyL+bdzOtmbLBIFRtBfCs6R9UYSX0c9G+Ly5nJ6PA2sS3XGKLSUlflr5gI6QBmyHAtRBU6HB+IY0BH+3EN9LG6UOkyXHa2l2yfnmVSlc+KkG4nC3Kvdwy+VmoHTmr0gXcvs1lsQZt9AY6a13KC3IhXi+73Pao8kPSqWgSSOqECt5y1Rg3Xon7ZiUmJVE66eL7VkxxVTBlsPHTCBv5XVadni1zZlwUyUJUh+fJXP8kVoWFMmwbQHc6SIkPgQZb3DBH5KQM5cpeRGzqMG6oOvxDLTAmqZDUBgC+1pi5joWDQYbI4OnxkQGaygiGnITK9lJq5x75MOgEUhFyLqiKniJO4Kzx2X7+HeqKf1KuoG2a1T2oEl8oNQ7rL3tLhTsk3zmaTF0ug+amlQlwqVwx1Fyx+HSZi4Y0zuSUvLiX5KaYK18o5nrp0QWOHadTIKfbAyCgaHHgpJnbXS6sjGswWjg4/qZO/3FjlqhJmLwUqiB/NoOtTdXC3EhbFfbh3dt6AqcfS/vFIKQH6CidOeLcyQYxnK9CuQ+L2WGttutOcKr/TENitg6T7kVDD6FI19a+aLnQBdIW4I+WDju2RuCfDfow+WVn+VYrG/3Lc0CsYElJdkdelrzFh4VRvpLxLSWYzGhaNWk2E/dUDy2sRJHu4qZlBPVumLOajprcR7/QeC8nZ1sMGsRt1Bx3bI088iN/Zf2aiPJaMMpynOdDnCBXg2tMiMZ0jM7ZcCTCPdSJ7zfFW/+CxTMcyKcoO5s5kuMOSl+p+8qMxP22Fya/DX+5eHiiuOVJH/FNqXJqCC85nQKdNx/KoZusRtUxWZeilSAv5jzFmfLLMaIeR8H1ZpjlKlWPDX63pdUEuAdw8Wilce5pjKwZAGyWBSeet7BSN4rEx8UZ/pHQsJ9G7RgSVTIia9lMdHFQ/8xSyccQF/1LotMNJwDaRgqdtSID7WEGmVPlEuXGEXe6MXxUJ14Rrl0WV5rKU1uHENFnOK1AGwSbypTA/+Q++5Zp4Vj3LZG5bLgkbHRW9+is4UcfJYfIGBnF07JEteSuAi0y1DfRSQRRcB5Ep6i1SpB3+TJHn3KbkDy50vJQll65oJZGLVHRa5asThVujCeofZD7o2FjGi4PIUW6E0n/Ky02PAfn6JyJButVxT1awVpVZ1BB8KTVeujTJEpesQFuHncjIXFVFGws16vVjFOcZQrsXHjXedZFkQ/iL2itETHisJiZ8kIiI3hTD6NbFIfvIzIytBmHpsci0OtKoEe6DDIVuZfzajTXY4igAj3+11tXJplhwGT+W8O7m0lb06oqb1kT9FZUT7gUkTe82GB2mYeNtQvKVK4Hon2rUomlsWngTaIzdOkggV78AyWBh70uFGvEUVOB0LMStw51i3iUAS3JlkyU/5ajJ/2SNcCBqMjr208aOhDMU5zA1fxWY5Lrmqu5fDdxuFTR7yai5yn6GNn/KwJBHwKQI/6Jc6tjtWbZqfNuPtvc68IsTkpHUzeQ2uTY1cT9wQrGxcvA8loKXO8ZFYi9ig9GxSRT3hSnCDTcn5LHyPPMYJUqczIbJni0EYVMAQbfxboR4rEjJ3nfFhguOea5N7bEP67LESyGY/BUEzV3UcMFzuCjT4SmRuxJtRYwiDehfPeLQMKYoadQAhR3r4zO3gVGSNbAp8VKHbz4EjETOhBDcrYdk8vXA2J4KpPRaLY6eEjb6HZRcdquikIwCfpCfsocvZQmk6ph0rSJG6ZI5v2pw0zpWOizlwt5ASrazA0A8lrZGf/CjsY9RNlVdxBm4JiMH/gMGiZ4dRbIpiVjEem9O/2oTRYZDzPFXCnC6VVLppbFVlBNFCP7UkiC9xFtoKWtMHSY0zIKmfjKBL20vNefZtSRC8CXPN9UbVlvcwj95BlwodCynfpEC8cmRXB0/BQhEMy356SgKhHRYVCsP7sHLAxJIvVScWdcQV4KT/tnQrYI/tvZNhJgTsuyvHj95Hxkven6SxLuUCXbSNdD+NEIeC0EKve1yvphlEd6FQZUPPL1lNkU1L8UV7Vt7oHwLnQXeneyzB61FYhx2xvzVXAdOhIVZJ2FV7FbBKbsJK83G+jJ9LBJndBof+a2qYPEu5ZtBGEDKXEUKvVSMxo9qgqMTiWny7uWgLCWlxH6C4uU1VRk/Y4bIpezw07Gcj7vxwlsMBETiX+2ooOFcwD2anzjenQx9Swd9yHmPUC81Z0KfgOZHxwrxybWncrvEjMad+xT+VRsv/MnMVlfAtdCxnPGO4jvaXYewPNbVVadLveSiabRw7SnbBoS/xDYqyfxVFqLFdLVxfTgx9qwOr6wn7WwwIGlet/DcagSdcTJsJntWi9h+clzcK6psPVbbD06YR6g92TB1+AcgVYC7o3y55uKnjPDqJBMoXjhlkO4MoqfDVeRMubkbkS/hET/V+YcHlmHBj+xx0mFPpg3pxy/eHtp/dURAd9DjBRdkobRbIefsPqY1MRtPx7/y7NOl9Apw1MtAvBvjyb6bYiY+c4PqrzBZ9KItGXoJAUp4NwaJndWVs6taSf6KTQONZ8yDhzCJp1sJHfMZDCnZQl33peIOeRgDNDoGLz/dCulhe1ku7RIg4h6LiPMNDHnxTWwDeFfzTr4i4MxMYX8vhQehOhlIlMtAgSA3xQKhw56FO5eZsMX8FHosMhPcTxQOBx1k1LOiRLZjILeYm7X8q9GoKpcZH3+NQ6NvwLG5FpUwP/n53E2nDl4bmekhzCj1oyV9alkOtoInfP6KCZNuvTCiXx0tq459DnFDVsh0BlMu3lS02A0MafmrMVr8yfvI0+g57FhRuz1YpYvnKPn5KytpPRAEKr8B4LLKI/P1pRYUelLaFY5I9Let/ujZIEbr/spJjOsZGZXvNoeCd2XwFwYanQlh/lNFdf3MDBYOqNANRyTKsbNMLGIyKOL8FZ0crujUoA+YwtGxTixsFXaAe6kCfywLBbhIFET9e6dFtwoaviJC9MiNfuJ+Si1r0Al4NJ0NWDp22yb3lULJRChAvNQYnn5jIX62yymOSMSUC3h4cxqIBC814zmPI2tc0ARBdFesbAgcwP6Kz5GeZQXuEuIFZn3wbASchP5K830GLUp8CisluPbUL3eQrMxZOQxfSs+AFgKF7e16kHLt6dfrhfsiw3XwvFTXwTWiQBA3FeLWs3DMtpgXPDt7BT7WCSk8K4ocvm0o6TBpjp34hybWE4DKX4254lU3wvAoVOKe5XK6C9/0JpL6/Cs3qTzOgdobiMzTsUv4ps7g8cuTLDx/SscBrpN9xbvUydDhLXi2mYul/fRl9lgk+lRjYCFWBukhpnrVMvENDgZOpk6E6mQWkOoLRrSHUlzrTpJ71UExQq6gsMpJByz27JO96yaF7A1BgDyWAj38gQI4fkVMn7xNoj1hkNBjEdXoZzUo9AQJ3KoY6jBUk+jyZAAD5jccoeDdyrk8FnohH9mJ8FIo7ui4GiY0E6rCDu+pyY4N9LxYRLS91DvoqyDqfNRXHtembmWqEYU5CYeCl7qyUQV7C1Dm+TQtdKpZqR9xMjA16BY7HWaylh0387xTcGx5qakTWkVZhP+bHOWIRG7eTRxFciCPCC9F5041SOOQbWEJ+3ARFHl30svrYQ5MViyU9VNTne9hAN5rPX3VsYLgH4Bj+QEyo3SrlkS+UyDmJdRV9lJTA/QXNz9vp+NQVVTMiGojFxAupdflo/r4dGtj3FSYuCk/Vu74KcceVSVw2vAXgq9zsF12uFHH6BvDQ9nyiJefMk3kMFBA6RswbHT4yJ7RPWNl2XLIhJ8SA+KpnMy9kgcD1UE80AXvt2hrqkJSCL1ypfwGLSC49jRKFlMUzBF00HgpC336CxGdJnUs07FCdGTFGjVePkjMS5HouuagQv3BFGBce0r2brjzImsjUPgpI6aqGd4a0sgq7pgacjr8yc3Wyq3dVgTLa7X+TC3M/oAYAbyLCZXnosC9f4bsl6IAyGPMIdGnRd50LI80o3RauMmSQkD8VJWpB0BGjFNKpunYHwhylUagfSZW57WXafWPEZF7OpX1bWIg8O4LA1Ne5kRlxssQPyVX9BQ8yOBs4kh1K2GT7GHNnY19Oq+Z9F7FhjUvoUhbfQlpZE+8VsygahsQE0+hjAStJs9mtxqWZsI6qVe0BtdLOWijJ/UOLcTaO8wmmSe1YK+jg0MvZRToQzxqn7CGhHcrL/OGJgT7C3LM6yI0/PKKwiuBGurWwb7RNna0sqNp2091gnkskp8nsBaFa1EpMwsts3dPnxwfxYeQnrQwRQNhke3wkro8KQfzPWxQ+FIOYi4WC/WDTdBwbSqaKS5OcGTFEIF+6p0hQk8dOk265IkfMEKgZ0FlZA8W9vYc18Hrr1EehAurJ7FvHW5UjBmnxuRJztSfOk2sYqERq1YCUMCDtLmiIQvZ6TDHED/eweZJwf5TqTO+SpWmR0lFcu0pl4yBitXuglX8tU7co4CzQrP59MO7l0n5D0uUNzQb4KP2YDmgBdQ/+2zBu5SZo2i6iMmLZgL81KXVswCUqPkYuVDdMlThLMgr3nmqJiVWsdOmRn9+mo4FQpYfCXF5Ac/M+ahULxzUAgJNpwhHx3byiBkvYMmPmCd+ak/nZ9CB3WvAgGqjHiscaovnAUszcO1p5WiZPywZ0QqGn5qz8nBstPSXvj9ci1qV+SYIeJX8+PFRVsZwJ4YwPwQALd2a+BYb+gnLi1+e/JQYrBfB1EGDSuHq1kLDzPh6vXmoHT5KDlzFHLKj2ldEg2vGApxPtASrOlrfaB0HCOkXlRQ6HKeXLWGEoboTXz/KTn6+LmX0EhPcKo+iITy0jZKWi0Ha4b48sZWkODtWFXkqESf4Z5GQBztT5d1MPHGLrQz58EuOnwoF1TlmcLULKHkd5iplSzGMVF+89I+SM4MzgWOi25aEdlgJmFgL5JzcWGfrqUbsD0vF1EY873jX8kPWct55sz96fBQVMpqK1hbv8Mnt8BMEmYGcF/tPb+k1Ew29Z4AHXoTL2LFHNGQEYThsvEJArzt4voE3G7qAGZvdqliVCfzBsefI4Hh9IIt/OeOaFMqvY3+wiakkYcqJKgY9FYUv/EaQII8H2sa1qQFiv0oiedCQkJ/KnNKpSkK1Cx1eOtYInSxp2kSlZcuZjxJj5B2QeuklzFzyruaNHACPof3mGfXXOaGfxyRNx2g7wbWn3UxY5cs7h6Hto3a0Vf9WAOJvBBD5CWgSurUQKn6yYSoPVr/8VOpd9QURkmfQ40dPsf3AtalMmUiP32bDSv3rEyo9pY2QZzKAPUtkMAc49O7BNl9efxDE/7LmnjBmqz46UalGpmH4JSJJWhKFVLci+smPADZQVXEQ5qO4WF8oCULPbWFSdTGlDo8zpspXsVjAu5V64vjKU/Z7cflTaso8gDENnW0PVzWHXgYuheuBbuo80eG5OXuAILk8iALxqcSmuBQuN7oEGQEdbmK0DbBwkwU5ZD3V2JM+ckpIG6p57PCVl3yZQopoHMnEj4KC4tEYlegsCU/ezayRGQlEoYIyY/CjcizhY+BS/42QimtP6cRO7gTKenAsf6rJmz6ixUUL2tDsMBKwfIm2ZNREk6aP4nrgdmhM0UniNOnYIdYtYFEr8z1w81RWXlUcbUa4qOGd38sRWN0sIxeIB0CTQIzjWlQ7OTGDFhX/AeOjWkz1AXjbN0BBtFsPq3FqjSwZNvPxVCPe/AH9p9lCzOnYHiLy5Nh2dMSu+ihPqarfDANaTBwkfsVQqmN5qL2lTwz2oYztXwddtWhdIU7G9dPhI1pvmb46m5ER7PWBEfqOBj89AhWGbh308HKx+rEDF5v+qkZMV3A180oxBvDuJV9MCAxolpuw4KkOjH1im9FrhwpUzVJhqvlkMO3XKFLepSR7r3AC2XuFtv7Ks15KwJZW4mDdOngjP2oLjH4wZOijYHjhXJI+XFGPvHQ4Lrs/EJKS5ciseapBPfoN15POtrjJtaeDL5VN7MYzm/vrDC39gFLji5nJ4FrUsVjQAMn81uPxp9iQ4VvKxFc9IgB02Il2i9DcynFMhp7q8EwzicLyvRN7ejZU75VyhGE76in5qyGi6uYIJ+8mpeY6B0MX3qVMkhkR24xy2PL8KMAqnmpFT7vI9OrYLdbucMVMXgtl81R4eVUdMn4gNeh5C8qqkmUTuKAoTh4uLFuVhNFDcwHp0V0f5DqcxiNX8iCLkxr7fFQNwy5hgJKuU1SgWw+37AxUSPKKyBJPNUZA7zuvs5jadJjKlFxp9yfWSrw+CsafH1Qz4poBTAyuPd3MigjSBFWbcRrTy57dLM1vJDg3CRuCn/fE8NH0AHA/gLkMKnMz4FLh8+I29MMXY/oBnzOunxOCtqGFMy9UkchqG1VT1zam0As2AXFF+zhtQxkj3hFMQrSEeJpEYFx1JCJBR29A5aRK16NOtW/HlQ3CgQcdJhd1eNQrh7DSZrkQm58d8BgfHvLRYkQXO0z3I1fbCjOLuQyfBRDI1dtZtGmXGB1uo8oHOH/kFlKBPotEggsJIFSDoZLtcKhiJtDtkgXlRPisiSHatO5p8+lgOtyFSB5DxbGn+v4+rwjVFarKgza9vuhwkiUZBRQMOUWckq87w+AK5maEDvPgsMN5lPkKDUHu2qZ9HRk/bhwVHXQXO0Md9nLxkvbhkRsFr58lK8H90+GP3qKZpMOg1feKo5Ds6KT97BmHX2Dd40l9Bjp2dCp/+XGwT2xo8Xk3xK5+ivLeARfRsUSKZA6QNjKbD8OvA2TjulTJfSPFIh0b5E8OwEFG5gNT4LMZ9iN10eFAauR1a6Rc3rJe2UoMLnzeIp0qH5KYq5ZFHroL0YoOR1HKal5I5KUQ+us+31zDqPCguxQ+dfgRQ17TU81JmJdfh6SJvupK/QQzDHSsjzdnJwo5CzP167R84CIgj3QVFVkdVmHopfzKkieNRD97GIebyOKpo0Rx0eH94GXEsvOkED6fXcTiFkBx4408D3UskDpvlCkEcmKbDp/denrN6MnvBMrAuzI2ZKvOQrsEBdLPg0PTjxYsPJOVnG7V8sgYiCazWR6GrzvTpEcYOngpvapuNex7D+V5ynYP2D47YIWG3FHiA1wx61gkV3JZ5ZtLUBj8uh6DNJkALLiJb/b0LCaXvCV1YmdZC30ejc/X0sbpEbBQ4YhETPKHltkjEHd8nlQa7pkyf77Iy0fHGlHwaj245cct4LN9adqCDypthUBShz2R5D4McvKDKwm+bnJQfxLmfTVCnG4l1BlKTmT+U9Sv+4y1BicXtJUHaR1WXJD7TANzUZbp6yL31dIOzec3xG4tBPNyuTTkwSV3PmuClKcFotSjAyx0uKnPGwDNLlvCQX0WCBsONydBh+rw6jASLVRutITZciN+lojoV3k16CNS2VTr7uxoKy+mPBeQM7yL+SJTMJzL2Bgdvm60h94EgObLEIjxrmWbtwu1meW4aH7dmykaTRPfV+jiolsX3xyWCZVFbCl93eTmxgOW+FcCTt2KyPe2OOAnL6bqz5r50UIkQbUfEkgdyxkn21EFyQxuYPg6wktdaBPOT22p8m5lUm6aEia/Q0S/brOEVgqSf43n4V3L7CsKQDL/XdB+lsGVT0mh8Qqypx3bQ5LqDCpVlhzN81kbpDoMRhg9qlWow1rA5MUbAN42Z4J83Vt+AGCqnowFDq5F9ZGPql1yWNybr4NR1ViqgH0cZwmuRS3x/vnbzHAr/uu2l8ZeJunRpQUdDoInL25xetd89vi6NkDc0cuQLqKp1OEtIKKJA8TyJZj+LJchH6GjfbXGHu+6YMtdb0azB8gdXwcTXfEiQ//txh3vZjq9fIp8shZp8rNQLPQXtC53a9Wlw50tslRPsMluCPi8RTo8ErCCDtIGocNT5kYT6NnMl3FxnwUj5wG8fz5BiaVuFUyT44goZgQ68r7uLcRjaGz8qhaDXHsKmpcUjGYpLYO+zi6Jvrza8Hp9gnAtaoKXyZKFvIdH93VxpHAAmGKeaq6pWwdNqcJsOcyOdFx8drHuCbh4wFuE4DoBfthglAI+r++0CsMBIRxwXiyAX5VOQ2cSlWcRwLPqo0gUrC68S1iAJLofe6sfft6ZjCqjXtdUslx0Gbikjm3yudB07D0TJ+DrxMaqLw6I4YscBH/AB8GO/UwcLeCnTp5ke/DZKIaqPb5Q0BU8mH6LCYNci9rlxTMzIBOSSX22wZw/8TjgkUKUcW1qNmt5GcwcFKj5uqpIzWT/eb4PTKo7HFTCKP0ptTBVMz0O3oQlgM6gyhWkFhr2VW77vCgCXD45N/5tRpd3KdFQeRmEIS/mefLZNzFVzQdXngQ8+EafRbxLmSG3Ve5cgDHH1+kY1bcuAM/0NdhNKCaootHbVVcLPs+BJWdxV/UnNIl0K+N1VIAIE/kREumzRGLoPBdqXwihqQoYJsgokU7v0SLr1sce+U+L4xvmhJGve7LDbcyV0DQG5emwBjBxhz5juVIMi88KgvFbd0jPQdJGdWzQlwYTIQ9Xj3WuZzGRcglSD7utkPDz9rpGxBCljRyS0uFOwRxpR/TNUS3zdU9utOKDINpIFNQOx5iTI1MX3xude1/3hIDjsEJBvygQ2mFPqRgKrk2unCHls4fEspIxWE9IZMW1pzqouGDRGTFP6mel1qoUQhh2fQF+kaAwXHsKZzWkMXlACwxfN8HCj3Br6lVjjlTZyrRLWHl+LRTLu5sgRomUomTGyC+fpRTAfSA+akBxEHQs52TMJGItR+rg/CyeuarfZg69Zs8FzdU4dOwOP9lxweRLw9PK14Xo/stijw4kxQ/vwpiS9cQEXy9yol8nQe1KCq/4RCVhVcdBpNLFH3CmsUr1p8odMzr3gjTucG3qDtFDg1uy4gXBz7Kg5Jxq8L4EoaFuFRwSW0nw5cZSr8+COVTdQ0x8tSSd2o6JU45IdJbtlEB4uURpeLo8a54DFyDaShqQbhUMy4lNSl8YcIsieNZoxxTdDkNxxTV0fJYMUPfwhj2NxWkIV3BlT4e11MkXtMD2nYTTzzvD1F0/YFzHF5OObTKWj8As2XJvhD5vy0c1rRDnnULW6EIsjw6TAsY/yrTkyDjIh0Nk7lOqQq/I5kg1DfWJjsHGqGvsqA53iZIr21h5q4yNX7dAk28eWXwyPC94d/JPPCJrTFbkaj+rJO8b8MnjXdHBbn3szEYwLDcbIQKfl/T+XR3XXMJMqb4IAKSK5zflu7oU0VHCYPHuJJJMKAjM6yKCgKe7k8qfyMHpNFvmOlbUK94hpCg3TuaHJQD5Ch6U+gcaRngXxpbs4KrOPjNE4vMYFNHdFXL0jqa6jh0Fy5FytK8H0A9PdwgI18PS+b40WK49bYtDhBrJh2TyZyv9PIUrNfqVXhuOSJSWGUhAscuS/Hk8OUvVGAW08CxgOvwGISO6FTJMfCNpMSMy8fzsofywiAn6CJm4FiVQX0w3Sk83BVJfeRrjJsLOetbGVmZwqWP78UH8vCw/XMRTldfe2FPNXINUddzSaBzrK1bAVem09HjrFoe+kaXq1si97GjBwqthA9rTvbnyeHKKPkuy63ADqjiNDCt50Q2eh7m2uJUaAZ6rxxrvxlASz1DiJg8aOvzsmc5vUWdSZ4qtqUZ+JvHNCKi5dMTocCdfTMfzTVb0BH04DM6XDSKkLdHM8K6MEXnxQ6DXwmWfp4viydFcQdJQUt907I48sZsATJkw7elhTYiDfu74bIFKjkhUI46RvebAE4efBWXSQxqgasgAdR024iZf6mlO8UCA9nRvzvSQBV0/nprosOeBfKn3Z2rHmv50b8Cqmtsqf8I0fZGRtW4VTBGfCTIh+61BeDjEJo9RZtAH9tGqCmYx9APwNGrDHdmO5ZTLk1mwqRvY0acrjdP9qADXjE867FnkFXQVZWsNoz4vaUy3ObOD7wWZHcvZ5t1zYm23uEp9nga46gJD0ft5Puk30CkckUg0a+EyXwpNW0+Ho0kbCqTQGbiR6FbBMy8dQg97b4Xi5xEgqsJII4Eb0v9TL/Z4d7IzFnOkTsabg/YwAQAfINJPh6o68i4lhvdNlJYN/7k+Hpw+boVxhw6xNdPhCn3bQZ9n9stw+rDfiUf8UERTGMKn6udY/ScdQKcV6OpWwc386ELClAxCb08nakgbiqKlr3ii5dpT+F0DRcqmq0PzeDsQt3Id1UdaLB3mAmFHON15z0Pfw4SZ80HR9GkIMLn2tCsutYuSYbG/z6aR1HGnEv4WltizlqlvGRsPNiOS2OdlOMD/BOnTP9I46FgnU7vISVXOhoE+DGM1m73e6yicqCppmnq2KwsdohGQdyfdZMZNxKkXMyY8nY07bsrA6e0EJKgqSf1SEAOMTr0K61bIE3tBkKMMpwV+OMxOdYcXs6qjhT66yQSuVptwocNUErPlJF1M9GXo6UTlvOAdBFcuycm1p2hZcelwyoXa4dP58ekRmjz5qo4nvBvjaSMYhJLXmvw9nJT2Cwpc9VKeJx2rJC1LTpKNEtJLno6IIf5FQp7rmkoAHQaQYZt4kSKz1TF42MahVwxEJbvIIqHKp+WwQ4hE+y09KByRSHAbeAPNaG5GHi6wRlfJ/MLJ8FV2LBIyb6filc2o1+fxABnSSbC2cD4nVjoc5er9pIG0IT/O5w2Qo0spTXQMX/p06yLWOwQIi324efp4Z2JwLxyqrryzq8Oef9upwIiMJqjm4R6FT/VlzhUPN7FbGXl2bCI36ofKwtO5iKHB5JX1rDKXvOtC7v1hJs9u8Wbp8eIB1RxSTQSkeaMZPzd0LCeTbQJOVR6zSnp4M7MbuML2aQT6VAsFNZQFfvqcIx/Xptq9PdYM7T8QbI8Hg7KaWGHvwt4ZPSb0T7cKQtkjUL3kL7MbDxNW/60K1TWH/fHu5mRe5CYZxQNlxdP1CdA9yIj2vzWZVReiMXQRJWS4pN6Ont3meWNI+m1JERgeD1BTJ4Hk643eQPAu5YEdwgRl3nLC5+GzGVU1pAM/KIcBt2hIEtemimZEzRWjdURkeDouSj2lqlQjTUl1WAahPNmFF0umoXm6TSBayp8umgQf7zASujwJVRZPHorxdC6adGuNCt9kAswDkb2MdaTDw0sYuBjMFte5shkdJpKwub5k89UaBQ9HCfSJZGvcOmbWqmpHvHwRkTZX0gyQHdtDKj+G+YghHTQ93eIWboqk5PqhSE2HpeQNZigqa9QHD2d50z9Ukz5LK6nK6HnUFRiZ0FmJZ8cmsbG5IAzmqcexh0cHVemaoOotG0Gcj6KKjvVx4gVLs2NDEip9PC1f/qoBQ+7RhEG3DgbJizH6xIwqJDxdlq6P4DBFe551desik23l15VPpDh6uMem3sIB7CS8oLqVkOrlehC6G09ceDwld5rz8QzHHDPX4SRFXrI+Gjalng6Pd2brHHCIdGwdSt6tLPFeXcY7MVLs8TbLVB8BLfa3rasDlVbgXRd76wVl8pJU4cOMALRjCwudr2mTa0+XvFUvmLZhkC2Pd/f2b1k87iVcH+9SOsmHatxYe2Xz6bRMu1Vija8waAzXpjLutwolm6AUezgtUqOoPuiH2c2q3wyo6tqplq4RyYfnmELSs5lzb4UhgnZlmEOPp4WMk6ExhCpro/RsV8OG2ySTRxxBPXxnyQfCwOQhuFi59hRGHoykERPqIfN0G9T666TvkxwMVv8GiXgYMaTtmAfW4SRVmy4sKnuosnoYkAPNhVTxWsds22EZhXLjkg0xFysUTwf76EVORdc2X/p0bA832y3myhlsBD4MB4TmwrXlKmfQhQ5vQbmx8U3chQbn02WvnjDLDy9EkqLqh0VI9YxAod5kbaMT34i6lRDBRmuxJVcgEfhwFu4b9at8BQ9VxxrZGbGyKMYCZMHTnaH1rkNRdBQKYLxbWWCTvUCQJSzZDxex6hYWcvSmbpZu1Q6hClTisB/bNjze5B8tmVelB1DT07FEmFAdWl33ZFOax/OxprkIAOpqfHR4F7MG1Z6RBJvx7cjjwXLaksMf3qOTqcOjalSMZmz7Mqr7eEqyPlNYwOVRZKtbEctkwTrHWIqgGU937dNXVHCiTwNNUZFWIEPAK/RwoxJdoMyyt7CChGtRgVDhHWjbiaQsHq+KTrXPCk5FIQoPIY2fahoZN3yMAD6umxQDPWtnaQdmiskI1gDfLgKSX8MQx18yVt7NfMx9YXDEnXLt6TKwuOLxoq4Iw62q1uSmGam48SNX2vRsaAkpQSyy9uWIK4/no4+DeYNwNfeJDsceNmESqBxAR5K3ywDZjW70uRodqejYItjtp0ngPeUc3o7BjSokiSIpQDi0Bih+uhUxwL6DYvoKsoHhYUBO1cHBBJ8XyA1/McUP16LGyXpIh/HeMfhzgeT0skKb2pKtAe9irtl0gVZvHwNFD5f6eL02YTh3qatKmUNDlwMkpqV48nEtapPNIlDjm2dN6eHOEboU0JsroaCwDjvu5RZdSLcB7oyn+zxaQofHPjXIoFsN7UZ1pKXYj1FvHu/Niy6NOrsGXh10eIllboFhz0bwlJ9Ob7gO+W5/w0CFdy3RjNrQ0rYZX67H+yrNhQJBT6AhTscGqTPag07anlxw+XiFUj0OSJPWY3SkGhgDhN0QD1xJplSHQwFHhSAB3ZdFkI9H+eFl/ADYCR184VpUpFEagEF2YqSSx5tQ5Y3UiLhhgh50LJC+vCfh0Cag9T5d0gn+xUUDLhpSBj3LJ8FuRKp7vUiZ83ZXvSpW5w0uDTpxV0xBWO0zdOtGmGi4IE65dGyQvr34AM67EYB4OyjuR6UJ5E0Strq1sDJnWZRuAJCbTxdhC9eyr3BPudzoMKiY7VjmxQtFhp2309r2LMPGle/ZdKuhh02YR/sy4T55uwxm1Rmec9oswQHOm0D0bIy2OMFYjG054dDjFXJ2NjAmGkQEGbxrGWQDgnVfJTkKPXyIypM9EMRnWOLxruVSjqtSiU+ZNPwcoNz3yGBqyNMzrkW9sPlsPL1I4Bw+HCbFs9gy4l1CsVx7Wii7hbqJCa0g/bktUap7jkR9OkmeYLUyFOvK1eKpZykPurVwTJyWxbAZp0x5PKgzbgJuhP6GpwPvWuLFZYhxNmInkceTYOVqKHJFd/A4oGOB+InflsjYkJJWjyfW+RUybhyEHsCeHbNlS5YR9FpOyPJ2dXXcU8e3Cx5owLWoCmIsCq9d2GXw7/R8aSnOQvxJ3WWHQZ3iOjAym5JQ6fHeiPxbnANe6MhFdbHSRndgh5OLR8VRxwbJbkgRBV693uft4KJ6pkOIy8EStFsNMWzGuqw32+DE22l1qbo9CA6lhhruxBihw6BZNmWECG/gFLW36+tQnTzUpb9hyXKdSh3lXUseW/tnz8tCTIK3E/Ec+6aoG7qYUYUE0EeLyb55p3wZ7PDgkszitM8WwYn3dEd0dAetPZ4lS7JnP2HEmBOGbMnt4+Op+OwtaAjRCprk4FrUCruwAubrRlf3MOoUHUZt751Bo0eHmShluDdz9gis19NFEPIO0kQ5kQwoHSvkMKv5ve0PiIKebkDcC81w0G8PyqqQmIDcrTWmPT/Z61ZEOEZyOroNQQh4PAZOnMIdn84Gxg3vZpqIOwWc7kBEw7/D8+OX4AT5ZBY83Wr4JJd5cdka3iD+3B0yvhPfuJkIMD17h8m2jKrwFrBLfTtNpOtVAAzdiEWBji2CGodOYLAXP4c8nggcXNHKovM5QeRaVC4xEbqp3Telwt9RGdGnAOHhCbA06FbEBPvRaFOJ/tFvx+enJ8DSh1fdEerYIm5bUs4YVTfjeztKtf4G58jNDDKEdzHhbMajQVSh/c7bicVpAYGweBYudTq8ieJRPrT9mLjg8aAiOagGInyOz0SH46ZtWYcE1ZRDJN7ORtZvpcjkW+xA8e7lhiymGGJf+Bryc1mkVNf80Kn2ONKjk9T9EnOVRmgUIQO6TGFBINeiiu7ET6JSYojp7ap0uCW2gOjS7miHr/jJRn0wZL4s5r/tzYkXF2jQZjSGnoXRmD+AacpyfmH+7azNtcwAI7x0akDP6qATgzFM3Ix3NB+vWifrPDcd5g5Jh4+kZabqgZyWSuTfsj4fq4NOHyCElGtRc/4yG7Ap7Hnwcz+4uC0y5NBkNozp2c3DPOAMmCzoZc+/LRLpigL2dQmkZjWNdE+1j/EI10ohNrpLDaIOd3K+cK6E5MUVgf6txtYVW/XTZNJI9uwkXq6C0CR/faD6t6Q+PAIfUp9qZNGtg2NiPnGjO4/Ny9+96RwysrCvsGPHu5RrYjuAcOwsgUB/JyXpSsmxGkyWRIf7lvy1wkKugpL9NwxWXDslemgwKtr0rCac14oRZ3YkUODfiOTgngIwcMcYfnr2ip99+cQVvfLo8nZOLPzXn0O9Ah1Y1RDJYnfaV543YlC3EhLYj4B6RjNZ4NvZgHcbE4ndiAqAju2BGXfTimzApzp/dyqiC3j6wh+1Gju2x5k96bViFMUVrLdT0qWvOXDkeQ0f71YK2IwtBo1KGcm9HSEZzrW80OmeBNee7ojnwMFbjnHC3+EAvdaYwvcPZHTo2FACucFokQxXKv6b2yF99AfxGwyo0LE87LLVKE0m66H/9mSFT2hb0lW6VToMhs+7owmEHDk659+gvLiaOVJGl5I461kcURkttUZmwlvxbwU+8B+AFDhlWFKHk0TtSxUcRrcWBd8uymiVr8mRWIQnljf6s6JjOY3eNE7WcqGKDv82ydYFmwJw/2ygwrWn251YqGv0CQvH22HbrjlERPEvawx1GElpjCpkxzaUk/F4DB5wOhC2+tzSoOpWAo5qkUssR9J71Fe4KXp2h4GXUWvmSRaL/wam7irIgAa9JU5Jhz/TZDk5KzIIKRTv9seCZpFCyhv4gaVjPfVkrULA/FI5+bcFZ9o0FQO3q/MOB7plLzkO20oGgp/T49QVux33yQuv9h0IcVUh5YWTgco9m4RtJ6Ci24B0sv4ONZAu5Zsbdvamw6KEmcsL4cbCI/q5O45cHGeI/0DxQcfuKe8NJKncqEbCv30O0SoUy/7pi5ZudcTmBKFlMgvUsH/LisE3Ia+eYkmQdzczbKMwXPaKzUB/dwMAb2HkQ2+aM6BbGZ32EVXmVmPE/LvRzY6EKMl/lEnTrYt9N0oGxlOpUW8XJYaeAQPQm9As7NbBErlKJZnBsMz9G4a3TgbAjs9Q84d3XUjZiiRy/KRlx9v5EMC/zgjqeK2sw52fr/ULZK60Ev+bHTSPwAwA7pWa2LFEDOSrBkC2xtL3c2dq8BtfeHAapRR6lk7ZrvxyGGfogvd2bPJwP3g88CASdscmKbIjxWbEHwfl7c4YupoZVPpvk6FuFWTxjjFEyn8pFPzbXiA+qI2rm3EEXJuaYxfZmNpjWBF/9xfJNY0D0ov2ijr2c29biMFlw4l5+rtSQtpDo1VnQTOgZxvZ5D2ssQyBE+nd0ry9T0IqL9Shg2tTHfehlo6dCjR5O0NKDWNBm0bFw9GxPzzktrYmeYMjgHd7o8RdfEDAdQzQHZaC3ZVaeXHWATJvd0dO1bFv7kOYPuFMEqzpVm1Vvrr4safuon4uCpOWshb5HQ4R6VbFD7nKzZf8FAjEu/nZk7ePZdw0zV2Hp6jYG0Bw2dlCBn/35g13g+BDx4Ig9KyLBFRwCnxmy73BfzO0oj9AIKCP/elVPBB41UdHQvlHfP3VwmW3Srp5ZYAplBPbKv+tRpVeUqCno4w1dtjJXB7MlMoDnlR4Nyw+uvbAInfa1FC9oU1ywY2ZZ5DkRsdycniraUjkSC5L/2amD+eTeKVfK3jg3UlA20QS0F3Vlvl3fTW6hqMr3sUM3K2CfWu3JWIehA683R1Uvs0+6CTwDHSr4HYzgaZtrC6ff7c5Qg+B0vViWUB598WTbAAGaGZ7c/dvIQb0rQ82OBfKCrxLWWAL/jmKdZiFeDstezFlVwIvUwZOzxoBsEdQWbPf1Pz4OzFLLxWhi6fG2MG7mFx5igveT1OHfq4HD40GUsBfTajAu5Rq+QPgYO76oPZuhrpwM1aY+BT91rGcSjbjaVEcxEf37wjU9QlfAzqWjBVce9q2SyiA95WP7++6NGg3Iz2fdsGNdye5L5gcRznvC5x/C5vjJ3KErkANnY7ltNxQZuK2l6Pf3xVxwSHvQrkRMaU9yx2yJR2AiWc47vg7BKSdLp7AYyXNtadxG3ApQ3yDj463+/FH4yHS8RDU8HUrYZV85gFCvkBA6t2wXOlF2LheAq8D78YgsrMQp3Z1TODfbaFxwDJtHMmWlQ577m3I0mtcJFLx7yRguwMsJFwQIDTdCvmbbw1c7GZBob+TkLsUg1GeykMK78bQ+y5QKkbTB8rbATLCTUkc6Rhk6OhWyCzbi0HnLuEk8e+ydbhh56Hu9PrT4StNU1c+Y+TLuxsPF0FXJQknvAEPht8ExYh3NR9zlmSRmcjMeTcwb6/TvvQNDxJwLWpmhmoxZzcNfv2coQjugQsluKkY1A57vjtXEW0ViDn+bvSwl9D80TUAN9U0A2RC4C31CSauaWqK9gIWXn+nQQAv1F3TGcg4dZsjYTvgPPN3GgbvL8xwNY9oHeskxRYE0xjTsVHj75J+dEA8GjgOmK4qw0yqkqDNnlRGkCMSzdhWhxt2CC5Bf7dBjT4ziqC5lyp6dkhRVmxh9spRsufdQOf0Ejs4TYcIVsdum3JfC7RM1KfLu4k2qSbCybyK0UH4boOMvDuD633R5yIT7ojxb4NJOGLn0wfMtehYUagtRgdsLykJ8XeMKvrZYggeyAkgjkhEuOvaEIrLxFh6Oy5M3CVwVf+esXaroN374YM1OwJ4/DcolVxABUL4mB1levazycaa5LK3AJ34O89XtzHFerY1hTgikYNMwNFATot88G6nlFXJOhw4m5nn8QQKPdvFzWYkyovP+CDwd02fnJMQFBeEuYYtbUPAkuHvzgz1rDQK/eiL7FJxJ7i6eTtBlL9gjYv/SgLl2tPCzEEQhawFgcC7mZbpIHamb6fGlGtPw94udWCyHVTev4mww7F85OAbz4QOcymxEy8QxnsGKfydzuSQao60kTBTetYTapTI2pgvLZA+HAgR1a2FogCCuhOArCrak+oDwh7iCreqCMbGZaLd3EsAwA6Trm0zBVT7qc717zZfLje59wba6HQsqN9UFD4/8uQcg4cbQNazMQa5mUxXfVGtwK2j1oJ/2RHXs/GPzbYmc1tDn/7uEZCTmCzArygO9mwon+3nCGc36LPwd2uO1ay2cwdvSjmWBRA63Mm38zq8bQohpvxdVk4/a2LrCbZRql+CWFTJrAw+g1uT30B5gHcra+SxrEN5wiOUdyMi9SJ05I+ysoVrU5Py1FYqK32Ye7cicDSLzUQdWiG1w01IZEe9z7eKhqJ347FYrcSysaNfLemtijnIU03DIwNMhpX/O0KCIwI48Lp4isyBYSj8m4qnfTVI5+GMFHl3Usq7AXBKXlSQ5994EPoOf5Ov1Smi6ocZ4A80dvkAgQi79RBKtksi4S3Eg8m78VChvRgY8XZ2mlSbDPlS3VE1Uq0LAnMqwQ8fJZbYrY2FpriAhvnxEs+/2bnDYYRufUPEiw4fwRwNtIFkSxx+Hu7q91RR/ZWKZKlaSsbwQgbKBdNDO8yWIytpme01L8efo9L0Vy4dz2GFGK49/ZLFjA5kCU913o2Rq10EEfAtXrxVBd9U8YLHp7tMENKxQ65ZcezpfdJX4N1cyLjOqCTyg2l3XHuq4s1A4DRrmab+rVBRkyY55YYxsaDDnyayCevpbisR5eeiLNCNcyI1EgJAenaRTY4UIfj6aPLzbpaRz+Qg7xGk5eHdSzl5DlbyAuq2vZvik+qjG48AC6L4JBXSjvVxI4+AArDNTCV/TkmH6gkkgFxGBzL6NI/pWB6bo3o+M2RJHNiHMyHJcazB1DWiTOlZGE5ipjNJcqWckIcDS8ABVGjzbfyUd19op0RL0MmMmXX/lmXtKQiacTYBknQrYYv8ofBxq7CS+nM1Rl9MSYaXQASr+hJGKca9FlBT9VFKDQqTbXoNFhLdetiUCTt4eeMBdN5tMOlDJCHQj9pY4N3KtLzhCon9VQTk5whJvIorT09AEAiuRQXMcHoKvH0yh3dDy+KYW01eaRFPtw5ejc4ZNCM7YiHzcBE2aEkeTxpIlmuHlUDJk13S3sQmM+82aIDLltn0g0cscG3q6RSTNDFZEanu33ywqSpJSn0VipoOtf9w7WnPGdIobC5AcX5OBZKq0pJMLuT9oSEd8XS4m4gjD3PkSTeqh6tz8yheuNBtsgTi3cvB/BcZ52Wihe7dzHQ8Cxx1dB9BO6pbqFq8RQ0ff/ZYxruUeaNuYg55scvov/3RzEzkdHnFPUWqFHzo0HXKbPUnn8eO/VGaH99cvYJ1pN4ti6HaeDoFhtu7XFRVxfy6OOjm03M0pTrWMzBu5HEjP7aQezizrq7R32gcMwL0LI/MXOmV5H3Sgufd4n5wzxVj2jEQsmf5Uswjp+XIMcuHa0GHTw1yPuAnE9eeJo6u0UrNiErQ/NuWCA8HI4YGI3qBa1FX5L0wJV7QADXeTelDle/PUog8UnRorNWthUmZMYTcyxcI8N3AQrmoHDgPol/o1sQzMaIcBXlxFMfDXV1ULXeUctf8wfGJgqhVxwFpmF00KGaUKo0pmdoKVRK+QU+eDsNt8gN9Y/dByf1cjkCdwwQfvVmCS4f5VLbcwqUiQ+Xg3cDccCVTLh7sRh/e1fyKCUlYyYdA2B4OQypnwkSr2XwI6rCSEzGXAny5UQqUh3OBQFMpjMM53JjTYSgjcoMaUvtvQJqfq/Hmw3qo7mQjx7uVdLK2xYX3jnLLu5kIofcYevEiEMw69shpTsB4ZONF4Py5yUF/oEpGF/B0oVsVpeQCOMD2nCCHn+Pb5F/+NGkuNzZ07A+62EqIJTnxAISHW9SgU7046E3sYMd2NsmSWUKpwBjI8G7XLsdxyMjjHYLh2lQMcWAchDzYZcK/BYL8Ii/GXuLvBu+6IMoCXLzZb1+Cfk6MqHpjjg/nGpKhzdT6evZGnRgOGcismAft4Xb0z1NU0zJGCbn2dE4mzLF967pT70agCH8TB+4nCGDsVsI8MZTKqCzIptDD1TXRRozsaUkqz55t5MuXRmpUD6rovNvUl2/wNKSnqHLDtalgGYCmmb0m5+nnqpG8xQYAT5hppKqZ/VJtwaXulwhP6Mkrjm5NzMuO3TlUWzI4vRsIzS9kM6OzRKxUH+28DwCQgM7m4qnqwvqgCmf44nIA2fkqBZ28W8kk5pYgyn5gYQ+nJYJLaeygkZ54drgJnX3gaDC32DceTpTx0c6AaLsbWHg3U1BePMSprCyGeTcBqZxMkRv/NgKSa0/LxKNdaFmPx9rDaejUnndI9SAPpQ4fgZMv2SpHOXxp8m4g+qouFs/4nQhWOsnVqGOHfNkDlI7kvU8ID0dkBsdiCUR/2MPYs7tpG22JzHtkYjycFSIfmOKNtmYlcW3qgJyoIJJqimCbb0PzyEfLsP0eWlF1k0sQHcchwceUinQYa8rbJu5wL1Ka+DnAxD8gQYlu25Mdy8M0T5rNjWJ4ynu3CJB9wBbILyBaoFsPKTeRIJqcHXT5cC6U9BhDQ27FjJSO5VHhNRXS9+EWlJ97q9SiTADxsSKcHfb885rJ87gZ05x+jq+FvlPosENwM6hbBQ+9pETw7MATiD+nVXUkU/OJXfBcqTSQUrXR9aAr2INeKakL716OxoY27Mlx8YSH49uh+zyZ6FkNH96lfHqxoHbZe0m2fi7ECx2LWrUbix09S6NJtiSMGkXDhOfdiuB8lJsfmomNZrcO3uVHRSGjE7r8fZuhDBoOZmFns9bg2lO+t8qdDxuPAeTLoVLoB6qAfpifQFyLmo27X0fym5agh+MCwbkk8LveEZXR4SY+dvUpKbNoEvhwbn5Ucbzg8W4fwK54fo93KS0zI6PeaAQWlt9mBlNbebTT8aTk6hBHC53oQgCtyQVLxw7BsT3YpeY1febhwDjhgxSk+bc/L6ozVBCqbjIS6hLWaGg6S4K69RDeGcakyCuMGB9OFMtLHYi4lmkk0rNBbuylHjNymhOyh+MTqHcPQlqLiUuHrSDIlYda8RuJ49sM6R8Uw3kloTlw7alkViwiM2qkgc+3LTHqHTD7/IUUD3j30se2oPWYVViteLgaUL6BCTHaqMqejl1imSMb8cRQIsK+7Q5ZlS+Wo41k7uGMWYU6zELBm8MxzI6c8uTnvJB0D1kE/Wt1wbWocHsCnjwZ7Oh9OD8tPRopg7vRktWxTFK8LpYo2I6VL34OakxHQevqHrLCuvXxwXvJw8BW7CT9OQx3PndYuuYA/evWxr/cKHoWMxE4+7YveKp3N7w0EbkqnBFJscNZZrwxBsFtyTztz2ld9ZXRIm2Nq+xZycs8mdgnTvwX30bHgt52xHoKpyzehVH2Uv552YVysF7ukBov5ZDlatgBSoeV1O0rRR+5K9THs1iAoVOIg3sw0CtVzCYx+gFHPp2mIk3H/sDcVzhf8lWe/HCHmPT2TazbnZ1xRCKpV1JNzBacoOXlTNk8nIQ8qjQayrsvIGTFSimxCQJDvu1zrX+g45onSdCthQS21CWCrOHuw7nJwscMIruaRWDRs6ItdorHsVw1Bu5ZVMhqSSmGXVCMgmqLGXT6CSB5fgAOJN6tvLJPwIHJVBfIPFyUqR8sgsL9NC3Ctals8qGQrhgpLtC3UbapBrKooq9EGeoIdoId7vySI5cAxEHoaPi2L2Y6lYOxB1E0yrWnajZTD78cpbXh4W7018KmHEnOkaofW5uqtk6X6lrZ5T8YU+HqYuuzYzmncuMZUtxDhPbboOzpTUhTPqqUtNqIowcPs/T2wnmRO8xNNxs2SE6yCvEsnqz0jT4vfIaWR4eXqF4SgZ7sStAeP9dhS28AF0AXcVXpWM+kbUZkJJO4inoWIc70DCKG3YTlj24VLHuLNuztqDbj5f5kahx0EHBCIUJ07I5Db4SvJVtyhJifWxDorxvcNg80ZN0qSJgRz8DiHDnefNt2siftsdEv0jy7NVHJFitkIYNQDPEsFPDRkSo09BValHh3csm7QA3XXow79HJgTjWNMSb4DA8NOtzp+FLwzNtSxNHPYWCjwWBQu+IhJdGzmxSyo1KYmIqO8m19BC8T+iBOBBGgZ5dE2XFrzjIIbuJZWCFpskQr/a9tQgIng7YWTZKXM+LYsf4a9ZgdbXhX08ROsVWXOVhx83B33t5NBJd7RyvKu5Nd8uCOq9gGhKhvk+xqBSCiOiIPa9XPiYMVkvsErxmuTYWwuZKcZA1leB5OSpz/E5CFp2UZxLWnZBmQDJJ4Bg/7NjjEqtgdgqpjNROL4WvoQla9+7PlpgUIcLk4OHb4SOf2Y/OQHYROeBZuSz5QRhOn0TSm6kIpygNDmddIJUAdy4PIvuuLs4IZcc8i7IruQubG1Ymemw5/iZEVN6TGdyiQ+bYtjA7lI4XO4gPs1kEVW05MmWxgG/UsnlhUI//ovJGVNPEdG6EdGzPJg102Yzhr2W+rQUQ/cl5xIjOKdBiLy1QHm7EvuaBebpCcjiUConsc4fIu5eB2++TKA2iMPosIXzQYYJQORQC0WyUTSG0+nu1HGUYvl0XzMdot989okKAenEwAiohngddB+5VR6QTAAOnYuExKRvxjT+bxvdybIJoCFkdn+wKHd2XwkMqkCrMZZ7S9HJEjmrEGA77Fc6LDX46kblQB7EvA/HJ/XHQ3vgH6DI9Jrj1l3GtfcnKAF0keLo/Z1UcOpz5IxckRicxIXRZBbUWqo5drdHqqI5xcPztGu1XyKveFEYvT5Hn7NkUU76U2sSum1lWxPgipVgVy0GQaALgaMjHoWRdReZCsyBYg58S3zXh7tGsYxwsghndlbMl4czZiMnVQv83ts6o2oKobfcnbDNTyOhYUwzaUMuAdI2HPsxg0xEmBDOF2QXLYYStUNmOENW8aPgrPQlJOfwOVXLFwyd3aeGUDLtG+Xwy4eBZuMR4+MoAbQaXjiERycpb0Mw6TI8S3RUH1tCdGNFnlFN59Ybb3mpjeLWFUnoUewL9M4uHSCXHXs1TMdqOawBcLCTHPAkachxnlcDEouKqOROj6nZxTzRk4gWtT/ey7zbUXS1OEZ3FEeT0zyNXfJRfdKpgYGyhasR0ZI7wcD0KaTe8MF/Xk0OENCEYBzbjbloOAXs4LhWvR9qi/1anAu5Om8QABWntxEsfLLcIaaVBVX1ADUMdyXsUJClXYkir+Xm4UjnvlNNUHpVxy7WlZHIBIcSOKwPJyaHq0WRYB3AnmiQ53rokdRGDalmFpXi5LCm0aZF8vOPXpcCdl1tuLso8u6H2bYlbVTNFRS4nGwmVH9bDUsyqZxs8/SFzDDbIBrGM5AeQ6Hib2Ay5Pvo1PjQeYS+2IdhKrjlX6gzA5LhK9BR3LOWI7uu15YVRTn0UPt35dWhQlsgGjWwX3tuLZ6aspQOtZSHZ5FRJavuFBX4c795Z8zZeGYpxn8dn1T1ZMOFqWp24VPMtwHbRsBkqqfNuKP93tTJtr/KYN705a2YUw3F7LK/8ssnVVwKQifgWpc6SqBz3bvexJFUReR6XKZ7HLdMA4LP1ijLj2FLtbVBnxUg6xPovH82FVbvDOKJq8O8kkrz0oshMopn3bU5w2s0K/VrpLPYt5lecGJNgfDFS/TW8vM8gp+tVDXrc2WsWTVKV70cPgyw3G4AqRCtHfNJTg3U09MWS1wDY0DPRyZwI0iQWaV5kM0OHqmRgyTdCe1GryckM8XGOuml70Z0rHLpGKL01ctyOZMS/nwlAXfCShKx/QqG4GSsCd9BY7ICE0rk0NEztu4LIFi0S9nBJlldCQ6NfyZvA5eJJce/qVz2K7fUCO69sY0NEejoDxKX+kOlyFM3ahom5Lch28HA853BGyRB+E61Q3U4m8laVcKZBLulVyyHbEsnolbGB8Fp/fGYh44x2svWM3iy35IM1bwe/yWWQR8mhxTP3AFtFq4ROhKB0oXIwvssNg+rZlA743w6A/z8LMZocDoGSHmp7g3RkW9iIYifcBFBDPwgWSPuiCy/VQc45IZGhrP0FfB5NWnoXdCR5bN/C1N0J61ozXttQbQ4VHCI9nESdINcaJPNVBxS3ukgt//T0j1a2DhXGWv9Ld4qjBy4XJadMuVnYNK1gdzhIin9UIs088EPu2FXO41prFrsZIhncpZ8RU2EzYfJdPXs4EmI7YwoF20OVVNdPJvFkXpxutKepYHnpiLyritlbpzMtls1QdMQy40gHkhXsZUdrhB2uxFgpHu7FK3sslxvEabKI6Hqob155WxlHQHG48OT5ergDaM8iiwTcYIu3Y0D8Ze+e4k+b0b8s6tH/UaaBN3xjpsBQmeUPhjZzV2z9LojekZ6MO08axw5krMocqE3JdlNqfHZnjbpJG0aVwVh0G7MwAAgPkQhGgfzaGA/eGnUr9JU9mh5M4eFPdZmTDE6N/VuauQ/Fg5Fk0lLpVsG0/wkCdqjCK41mYubym6cKDk5Lw0GEkBGIxgiw2oxfPlxsM7QUu4/C8Mykdy7lgT+KNTWlI8vIs/vy5JoBBQpt6wdBhz7ScL2tkFVJpfxZpep1gRabDrEjQYUkA+ao3msXEPv8MMq+3YaHgDO6M4N3J0c0oQ2zqCEWOZyFq6K1oJjgOMnTd6pgmp4AMsEkYIvo2qwwuBZBDz9MBoJrEQBIvYvnyRcTBDnfS2Jd/E6Y8mCnwcQLUcE8TI2guRKEd5jPw9iV02bEPgEcj8tAHB+W4lJ5dilIApiB0P5/FC0YuACahs8xx0OHY8Y2ZouTHvDqPFoANN6LhDY9M4NizV3jsSyuVKBspaz6ugYtH8SeBu2kyw7swrFkLT4QtAkSBb1sw4BqGEOIX0bF1bBJB2cIca4bTkfhnPMiuTXLg6S6BzHSYi49sBiYlP90Y82dtM65x9017idrT4SSBstkXEflEnao/Y+OR6RT48UZRInRsj/0OWsCWAQ/U/RmWxWoOAJIqcoQ7CdXGJ1D6SUHSKyBl0LGcP3IUiCvZqwrpzwTr8Bx4hjoW1QjvZo7ZAIBobbi8tZcbAMcz45Ee1RTYrYlYe8APsE2XA+nlQPDRZGDQccH08J7NISR/taGz/8vMt2FxcvveyHUjC5kd2wm4DxxG2HlXSS+n0XiYNWX6m2km16IeilNXHO42AFQfhyZOFfNI972WHnQHTuo4IpGJfAVHbn/IgfRscCp7Ug/NN7FQutXxcTvGSBMHGDH1cQLu8KZAfrSUq2GH5WK8f2n+MmWCNY82Ygz3p4h4I7oyHVskxxtaCicv9gDwZ34CXQHDHnAxDZx0uAGHXcDKdgs2oPNyK+i41II0+smkgw6DZr7ZNkwypR6MR7MK6GabBV+UUMW7L+bsRRx+RlH5IjyLN2vcEAyH0+CkHRvKtiXnSGMCeWx8XIYxnVi4+APEIHSskyFZxYg8eYkO9c/AjFzVDEHgpYSQHea62QsaxTZgVnu5sKtOxKCvt3VKqNb48aUFi4T4pi9o3bqYJx9V4shqXnt/FomnAxoV4VoGbHBEIgsb8YvNaKFMPM8iZsNrlEHyGHrOdBgLi20pVxojaGP5cSauumjQhr7SZ0ZPq8oTSOv82YnXEhqr/FTgX7cO/nn7FM3lvKUYf5aEwmMdmnYQFoRUK6voLRyqJ5HCS7cKMslMh7YZK1PFn7U18hoZEL+xdKRn+2DZlZMHYhNaBnxc1B0HM6FLz+qThHcrDW0NA7xssD08H3fm5ZhqOrrS4YduLdTaHYzsPZb09nGGtHAJhYHyDjTxOjaI1MviVZMhtYAeDQOFnlgEyjWkwkfVUcuriieoX78s5H3eGLoVUelNElqVDQVs/6wMZv+Ad8X5j0LdOqhhL37pxZDcCh9nokM3INehi6FJwbWnePaFHJzbC2zMxy150r/S9niTPom8Sym2DbccihubgH7cAhfcQKC93oCPW8f+OLRFqJHZaFldLyehqepXaMfhCMrcyXvpWB5k+3HAgJhSB4KP05rkczMGaSYjNjtMloFKig8L2fILnEfDnnkjI9lwMmI3OmxgxQ7B+WHH7Zl4OWsRbVrDyGPoW9GtkILZ6+swl9jT/tkJLG6HFEArET3Q4VAIVETkFMmXC7aPtkKreZCRakFkADp2B55M94IzQwjsfwaiTHMtIz9FA0HedSEnQwChIK9gk/BndWv9LruF+1hDwLWngluwUGq8KEroWcQ50pEgpPyKLzx4lxLQe2cHWq4zI/pnmpMdQwQ83cvOtdomh3T0eqSRh8HbHVYiaJe4It1uQ7IvF6Ja6cEPd+RwxbeIgR0+ct2SdRxjzE7TjzMD7AE+TYdKs+Ldy7cd1eRwQ3l5+7jPKHy0RZIO4kZotx4a7VfQ334RoH4cmDHdJwHVZzxMeHcyNZvosshVGYb8We7TJWBm+RwghLpVEWy3uLyMrzBpfZyZC95o14B7BvnSs6ZxdmQkkHhHmpyPg8PqetILv/PGC+9qBtl9RJuxFCMyPg6KiIvFYOmzlctuNQTwqsFJy4yjTx4twKcGI1bIhWGi2uEjDLJOULTD0OB9mzVJHxTVwxkzJFYPoS70Djsm9Lx0g2tRw/aJOxL2CQOJH1e5xcewKjoCEws6dgiCjQJ2sataXH3cnVFdoQjWs1GpwLuZAN7OJm45sO3Mnzk51VlNW/SOQqjDXNzkxK386tmH/ixBHZ4F0Ahuilbt2CNQW0vkSswFtcLH8Q3SWXN09H4So8NamuREsDuvnhukf5bAtOpUBtoG+snVXBLh2tQTOw8NSfwkCYyPawDZK1TY9g8+pHgXk2iHVSPsDBGsPm6S8w00YMCzPA51LI+kLEVDxebSA/VtGKhwOCG29KM5W7r18M0es5Nlcwjl/DgiS92EV1tvEEEQ71ZKbhYNYmwiSjMf9zaiD6iz1wvwqHYrYZJdZ/VhC2hU+zhFJ3zrkMsnYCrRsUE4qYIYaJInD2x5tKwX1SJA7nBVVKv4GAFxz3aTbBROomyvNyVeToCnHkSI681cpOHaVMxcJEcrj2GY8Ge6TZcKdKKHCGvBtaiGO4WApm0Byf44FiH4JRqODqDBU8du73aaARI7RNuNj4tC44syq3yJKEHejQHnrNEcuaqp4c8gLOlPgn/6iRed1cYuF/cUMMjzSDZ2rI/TnZdH0DaAhfJxNjZwtKNJ3iSLtsNPRuxGB32xqVHmxym66WAYNruCRxVce7plt/EoFJ+SuH5clCd3jlvIS/UAdZhJnL2Vgc/W+hD4cYaAaH4iw9NhqHLtKZCXjgHNLGf2+GcwA23ojc4zyJa+XTDNDsDS/FmCPM+hdAm3cvWiWwcPZKc5KPsqa823CWjjZgNi8F2iQM+i3tiLb4b4zYUCH0eZ1PUcZDmUrMpqkD5ufkKMtsdq2+TaU7hcAkuUr0uMfyZhsGoJ6IRbxgQM/oVRrcMAGmy1wBRbKZDUx5nRU+2U4ubqQM+af6PjhXctLd8VfiIzog0Jf+aGQ0/BA0S/UB2rKhpR8RBsRXyKlbwOf3puQDzWrUAF1McRScA7YPniWKrY9CycGpuvUdB+QAjBx30O4rJRQsW5aCHssBPP/baXupH+6OPANPLJG0RaSIBuh81kjKIQpCBfQqE9miGM7vaF5ad4AFXbgtzpRSwzz9djiWtRobxFJKjJfUAA/dmmo+5zXq1mSrFjnZTJgqcD3jlwwLxZIdRnKvLqCNQCeZfys9IZ2tZofDybGy5VKh5beGWbKrrHmikdHi0d1V4N5UuqOI+WyMkjSAj0U484utXwSsUjrpofT1wfzYpU3VqiMMrn5wpgVa0Ygat2AuJLT2s+yYYnRySKzFZNYOQQAEbfDM/Ulwjz99coUqqILw6rjZcHSqvIcU3doOnZy0G5qeluo8GJ+bYLTT6ED9E/4hOn9mBHXvCg+mZ22P6JE1AfISgF154GZqsRHPsF9PZsMZkuYmPt/dxQqzCsfao4ynRqIquZb3HIi2tRI7xjSXQu3Ep/NiqESyJg/ACBETq2SITRFgFC8+RT6KPthb4DQBJakGSeboWEkfsOJHnbtKV4szYzdGAarJFcKO2wp1iGdMPmJQKFyJu1KcIF0gTLv4E4413LUaocUTozY5STR1Nw46/CLnwIRq+qHIdBJgo9Q3pWtdnU6iMOt89y8fVHAmKuPe3KZh0rI9DTfbMobjQZ2YY3RKyqvq254YEMmLxTA8tu1aoZ3cPgIz++vXm0FWBVt/zIdfQo1S/cNHWY6kds5RUoV0IderQfLvSZBm60FD3cjuW8kRsXVL1A3lR5sy89rhJp8IRFG7gWtQPVjbe5nKjo+WdwNnDOsSQ680G2w0ns4rG1GJmya/poWwkvdc3TqUd8eDeGYr7LceNFo5XgzaAU+DM6rk+QZqP6YQCQKuCAz2oGBB241pMir9Z4x7uYUUbhmEhmjIt7tBNcvq2k03z2ko71ESD+IgvNkQL+0WqUuN4Qs18RS6+q1PVCi/UBB/ABQoefZMkdOPztOgpdvk0AimpfiarXkKt0l7ox3Sr4mbVUPl8eP/VmTtD+zDNSB6qg5YhElTmLgPuSuTPhzWxc6kMROPkMKnM69siSjIExzn5bfPBsf8zeaEMR53Od7FbFGplChSk77UnBs5XZo10AWmkdKFJ0uBNGrpy6e7Uey5uJNuAD6qT4FqYFuBY1ySjdEoecWAr6aAystIs2MTpHlh0dlmInV4rdvVeAYm/mBAXf2sV4EjCebiXEEGu9eJMbr1ePlijlM3Tp6RtwHPKuppococjSLvsK9Gyib5/darrMCyxVzTAZtrqa9JaulXcnDeVBB3zeHDwo34yGFX4kyBZ9SFaiw1+R8baqLEOqqfJoW8iqP7R0oGsj9oo1QqtYXZZJItDpvuuVDkcpEycpdZIhVXx4tC8o9B8SgjQQJ1Qd+8khR6KNvVcyZN5sa/YZQIf0N8TCtalY2aiucGMfVHi2TTg8R4rKHyuQgXcrI8RWR5o5scaJR3Nz0lmuorxDFyY96/mVI0hybb1Yz7P5WVPtk3LDq7xomsyo7tgkX7ERKHwyI6KTR4Ni9nRp4PRoZAyuPX3LgF+S741rlTfrA3ujMUM6Vslole7OkjdSofN8XjC49rQz/g5OsmGTvEeDcvJIOULoH2kLupWxQG7U7PNKLda9WaYeXmpU5DEQyuzWRcpYyB03+TDJkEcboucDD+zQN0IFVDntUEMP/7Dwq5lPa36wedOUS9o6nKkgX1ptoRpbE/hmLsj0jyBVmjICgQ4jKZQvx1hQoWjg9maaEaoxqqVkGQL1DBRwvOuCUFacMn1PrAB8sz23KmQdKP6FzIzXIlLCuy5sxD9E2MiCAEg8mqQb53gAdAoPkh0OISTG46JMTjSkfLRAV1VHI2g4/zNHP4MFHfacjANVPsjaIXePVqhTQ1lRhJ+gg6PDn2sZgGF1F3IdPpuZCloOYOZMzro61gf3NSRJZf95yPNsWZJeAFge7TjHTMf26MyTX5BUL6ThmymSeABSh3qCEmq6lbDyBfQHuvGwL54tSRX+RI7Pzw1pwLWphDGPInT5DwWbR3uD830miDQh1SLXpr7Ih2YyXqYZ+s203vA2NL70dhPUsZxVYj2Kp7mF3YZHswPlDTjA05u8nOHdyrtXT54Ju47oybO5gOKGFoR5BpcTulVQSzznCpm8t0ji0b6o8R4ibvzfKYlqYJIppy9cjffBtFsH6+RHQQdUUNctb0YX5QVQgfaxRh9cezrlvdOV3XGKaZ4N3q+lEEc3baCsZnoBoHkZQJyM0NuzLv6lMwNvKzqAerYsAnoArPehzrB4l/JB7OZSMNth6PNoSbDoO6lgXS6pW4XcMVfdKs2o+vVZ8GscQPXLyYR3KfNkRkIGVE0b7LxZFhPHIhXrCjR4dPj/9hF8J+fBwfBpGixoUCROmm5Img5b7smWdSaM7ggh3iyrgmORwKgXyOF1eIuObYFPZr4Lu/JpH+hwQyHY/Ao9Orj2lC5eU0FBptPM82iUYhqUK1LLvSHqcIwkW8LJMXqF6fLN6Dh5F9RS6yiS2rFN0uwjRbssR8PDp0E4fcErhCufMBZce+ojJ6LGUSnZkb1ZhiZ8DZXHr0NBV40x5sInONNDPw0pHVuEZ8k2cUajBGq92QrQ6g0tBnoDKF96UAimbn1M3UZWNnJbUo9HKzTjFaU4XpX47Kk2uuGjtziF4KVUfjp2y+UVbSzdi1/92Xgw0UsWl3jdYpEOi5p4+aHI/XiE9GxJeugzNBa7BQWN3arN8IJ2+diFb26eTVKsU4CT5z94CcO7MRbsBoC0ZDQlzUczQ+CpACzRCD6HdCuiVX5swDe6C+14s/xV1VGigUajmKZfTTjjXcykN0kUgw3IvfJsdV1vwYGksziE5VpUyddTks7uMzD2bI9Vbex1wNgRuFIJIaPDEZS2EyAC+Wwr9dO0BHUKi1t/JYSMIxLd7QVWznIZnMtHU2L5b9kE18sFXbybWZQZjaiMOgmt8mYXNv/SRXklIljV4U6/LeXHlMnStPk0MBT6iF4T3qhf9Gwo2gsESWtHEqh8th4Z9JEGDnrfEzfVx1esMzhh4ldQeqhmcpjQCRRW6hZ16DhVITNYlj2fdjXTUdTy9Akudh3WpmXKpCHxXpUzb6ZzPOGCv50kyIhrUankRKg5o6FxGH8FICsNZRRJNw3q0WHQvUx5gDQWPGPwZvmwa9DwqbtEqUrCICJvpV5+2oc93YQZmm9QABLJRIp8ZWjo0wS4vYNAmlc7oB86NsiGDHkBQsy3ReHNrC6qeCts9HGZ/HWoJrFAqgriadGZFgR5E0+QqjI+c9Vik0c7A0cf4QJyPE+oHSvkyAu/kdqQXCyebTDGZzxKrhi4FLu10E9mXOMRw5VobwaBhP5EQdirHKp0q6GaN65McjNKbp/NzQQXE1u5MhnR0+EOSHbYIIV8LQT5aXxttA82MjjlFzIdZuL38kWBsymjAJ9NUlEPSVPqYm188O4l1NsWlWQjPjk92zVHHzGh6lFIoKxqYbFTXVNi5KZzUTkQGGmHSfPssdEjeYrL+WmCMrQmYImuN9iGa1Gv3rQyDnZhWumzHXnoCzQM0EpOWjpWdMj+SiIhn7jD+7S6Iv9GxZL7EXrwruVi1q7pEMt10fgVfmp0JBMQdJAiPd0ayWBr4SmSlVYE+jSwK63GWNgNLdSoOnppo3N043AamIV6lkaFl4ooa1dO1Xg2wrCuzwg1HkRD3o2RZlvtheUScAE+zbrkW1SWcgYaJrkW9UEuJPAgfiv1+hVaNFSzGcj0ltEvmmjTRIf39vLjhceYWyfAm0mgobWU/vXQjG2HQ09kRytS4ihnmW8GIUDX0uq+hAc6OCIRkP2EHfIIKdxPIyD1hVRicLjFsupflZU32vy6dqiU0bFBRPMiEY14U6F6MwETOBktZIMlCOtwgXfTwXm5g2Ldp9Uw0qsWVJ+E1lNVzxCu+lUO4mEibPcZCGEd9gyx7VaUyRjqBD+NU4x2jN8601mObi30o0KCqWQ/chD0bCdAdaa1rxPFWNKxQLKoQH9U2ZKAAj1b2IVe9IbrOkUD6FhOwx0XxCxPsGPj0zTvaLevBz1tQgLetcRAZWQG4mYEwebZInz4rNmFCzgEQLcagmVCLWjiJoGVv6JOEq0pZ4PveAB3eEkZleggI9ty0PtsbgW6E5/TeRtIdKvgjs129SND+OHi0wQf9YarvB5YJgDXngai2hKS24lqLn4ND5FqH6n+kqujm0jJ8u5knn3WxSYXgWH5tBV/nk3L8RBrTHjXskoGNGEhXiIG5Fdg2VB1M6HVFuiKG56qWKCCWnJqlBfZGulZJSyoOhyZ2ZcRtjybmFtHq1Kh/xht4drTtV0WwC03uADh05IKf69D4ZGeW65FBZH5CMnESWLk/YoeQXqZEKxvMLmn+mgI5mF0HOFOpuXpsAHtJkyUygGaKD8Nio/vYyrEPzHsqbJ4otKlfASuL4q86fBeNRfeONpEi1e/Ak8b/iXEG+4PKJ8dnqJlH8758Q6ykfZpWHQ34grKSizMdexnlx14ZMzbh9DLp4mSaTBeW9dMGXo6PLrNhItRO8AgO7+izpo+haaBXvBo7VbGvK2npcNrp/M/jRNPFeuDGF2189OlCrPdipg6KtbD7Mc8I8+mQFOv6BTrB8Cw6FgjqKMrpoTuSSs0zwZC0LW0SJzu9piHdzN9jKZo4LcZ99j8mh3UbvaDUi/yRd7d5NpwHtEb5w3p0xTX3qjGElfCmY+OJfIn+8HVxah8ab+iDCD9RwGUI8n002Hu1ygbhDv7kovv2U60qTJu9/KcQcM+GMiLa1HzjG4J6rET8Yj9mpTHXreCSDtxCsO1qds918bzbcNmf9pZm5eSA8k3aAHsVq2WfBcDMu5mof2KJ5hcrk2prvgZV1XLStDpXnBqN5pr1UrTuGoiiwJwaLL4qJaknu0BOVoKpG/LS8tnE1Hjy9qocUtBHHgXc0mm2yIU90EC/wrOQ7zLZCBXkJ41PWsocDsKqb5QLuE+zU5cN7pKwGWxd6Fje9xtxigcL5ICXz7NDSPPcoGQIzj06zCSIBvSQKAXlAns0/zk9WwnwLUDGTzdOhhlH45g8Rap4PRpWCy8nJcafApZJteidmYWWOTEeogE/QrCxt62tdUMMnXwLmWX3eJQ0CsEReWnbSmvlW0oe5bL0K2DMuKf0GA33gn4NTcY9rUFX4cz2uRdys6YqgqAnbgHya9Bsaz+hVVVGQ0N6QWSL3oDTywd2yNDjMXDbUcypfg1Q469j1BKAwJZ5NpTG9uPg74/RN9PY3TwcYSAXI8TQVVAGyS4Wgy7uiCUJFx76iKOypNkHzJ48Ws3HmgrHGWcE7jQYSQoYq+9Bruymp9NwZ4WIwZH3hzwpcNlHHLdkgZ7g54yv0KKm/5XWEMDiSKtyijwxaUO2/TDLttqW4bTYbAXsrb0T4eTLGY6o8ntIcbhr3hix6nk2eJLgG/P8hndk6VLXkG9zVeD4KZNZMniVrYyevZzTGzYmLcnf4T4tdMfXzTiBPfNoouO9QEhuzGK7Qx3rn5FksTuIMMpH+Bkp2ONpNiQZ8DeMSp/r6YgUM80BLl4VnW6FXHGbjzye7/EmPg0P5m86+eZ23V4z21KUtAXDTXAq11g0+EA8GUoa2u8m6liJ35hX66nHp/2BfWbJEzgilkr3UooIqNdW+wKhIF+BY2jLjj3VzkGslyLOmYb5n2+WSPufFoRx6oLKIXbUJeTng9ldSujnviHirCt3frza07w8ACCFHqbkkLe3fSMOTndbEEZCX6txlo1rzPteviZ7Q9S7zpWSZF4q+DGZtSi+WtgyKqbgbK+iwwUHsUTC+9WYshkaoP2EYC/XyEYybMUKrvf9Q7XpkqJdTDt7b/SxV/ra9MPk7x0FpSzKuQBD5rBpBPHAiCrw1TmxJ4AVmxIHlu/5kZzHUUAdUBNqqqMA1XcSRsLnEWcu57982NbEtlDpaXQj1fLF77MThiO+kIN154iySo8aNkQnDD+CrEFfUrAGs8wZ7NbC5vsR7IKVI+OYq92QUlHANnJw7wkdiyQvSdHXFJNqo14tScL1z4euviXrQo9i0QxlmKFuR1hOb9muqa7lcHC3WAGeNeSbDOucEPFCEn0aYY88M8SVbgeHhsdXqJnX5pIo7qEw3u1rAFcNL5Xly4m6TC3ywvOKGbAA/1VWNCxFdX00WX+LPVsDjU5gwcSGb7w5FUM+EJlpIhSh8nb02ElQHIJGZjZDdZ7sT6DnfDA3D5cI8O1qAN2YiyBSnHCm08rHfIqpCzpEZBAq5VIVtwYVSI9BkypZyOVvIZOAMmGMDhfhQkeVSzNP1cNKVToMkBMe7axQKZC8CNjhZh4sTN2OADDNZ2qLqpbBStjOGqSm49Mx69pRvIWUjj6mSUZ706midcwHdp2d3b82l4gLhohQDTptU+Hj4B5xzyZyIx7z6vAanDNaji6lMV3uElY3qrzkbPMpHgxK6h7zIFaN6qzp2M5z2I7g6a2oJWSX9vm4Z9oVvQsDDCuPT2Lz2gJsuvWAH9t67ArLgq4KqapUO0j0FhV4uGJaJunvVi+9WyMpLeJk7X8CH95FWaZOswZRa4GDW4dlsPMYnXI7Awj9Ffg6HCVwgVFm6pd6VkiCjLZE26OAjL6YkuKrp9GiHAvZqod7hwU95nTYyNK3v2aEzLXQLUlbxQhqmM7z+QDX0Jz3oMGryKBEn1ASv4GcAI79gc3iyhSldEOZHixNpe9ySmQIxYS0K2Gl/vxisAoDCUoXi2rBN+Oavmktk/PpiHclxxMjDbptlejk8DRtHDRswwoq0oGBPY0Uil87EkD3rXsbkYtpFEXbCFeDQSODsAxjVeCHnWsEBB7kgKAURqEmryaGwxtKgIENwQcXYejBMlgoSH2d0n+Chqae4CwqakUPeiwlat3c8JXlkRC+ir0UOxKXueN2MDpWB5W3i8IQrMWQeOrOAHi2kZMFs1F9K7DTnR+8+TLJPIQeLEdaK6NooJ8zCf17JI7WwCExD1Yps6vGbGjyTYgeQQUeMcOUcsokJjIVUlOL+YEAucE1IJjShXocGjflxhUjOYQNPBqe4mvIICVXwc7dGySD3mrS3ZPcdnxKyTJegs1K24EpuVaVKadmKPDaCYJqU877cChFnHoKmgeejYzzhs34ylTWl14FYpoXEmbMB0sUAbvyiDbDOCnneZk5deylPC5DSD6ibKibo0Usos6yWw3KTS/VmdV5Rs0+SMCPOCeXbC6dbEvWymB2CdejP0KvTv6iMip5oLUpWcX5WS7M43ZQuP7YpVQ+hrjzkdxIOzWRMY8oJuY6fAAX6xPiq4I1+Vm0thQdQyQg+fZ9NLTqoTgiERUtoIqLXsFHNJf0xDFdaJIpBcRAtKxo507Qho5e45IhF9TLKIxy3i+Eosf3VrYIXcYNCdj/eR5sSshuKMAyL7oEFHHLnHyXurhy45auq+izayPIPPCO3u46FatdjPKwRGXeXm92l5Y1XJPGH0JWuiJAt3o2G2EnHZFmkMwgPNimX06FgAd7wHECe9iDm5EPV1isUQgrwbGq5ZuFK+h+si/pRa6dTDu1SJiTw7kg+VVWNj/MjXhgtQI8K6LyHzd0rSXEiv8CrA1bnZ1qZ2AEulwZ5a3yNNNtuSqehUzgHA9Mxi5Eb3FjiWytyGLRIjV+si8mmQolxHmAM9xo6tn9eTYlSewsQZw5dUwyeRBbj5wU7WuDnu57gpWTjYe7OXXNGPoUT5HHsQgZ7ceWuX8GmWqKXtebEdnV9D5180qSVTzQATqEHvK9JQhCjr8OSgHbkiREwjKfLEWc30PrxCfLNSAa1FxbMOiHPHXishXE3HFLxUY4DzeLOmw6OmmzHEghnvD9mo0eGQBfx14mRYRevYJ6vbQ1GXPMdnwa44cuBwxgXqVhDLenUyyR0z5srGUTP4aBjjOGcVOL6E42q2CKrbVyNnu0l+/lvu8lVaMbuEVuTb1L1PROdomuKz5FSHaaB0Hso9tk8e7mgYyAEEuMlzmL+ZllMOMiNpJFq+e1bRB5QPOkWx5BelVbL1iQVI0/NUDn25txHwnBcXIixIAvYorPdW/H4sazBAxn6Wlj3cr1WQNKq4Z7MSXFxsSoxtloelcaZNce+q1RTSFbhRLHl8NkBwe4tCSvmCQl47dEWgzdRrYYkZ3fs0MrV/Q28LHgBJ1K+HYNqwEjD2XIHg1GlS64Rc9/OsPYhWwRmnHQuTCxxyy8W6l3oFtcMREqmC+2uAJjoRE5Bdse3Qs54l3weSCLOlV4FVEimouDaSvxgeEdykf3youOmQ+mOzFCll5mCxGOBZOAB3ro20vylmLlcRsr/Zp1XBeEP4Rh9Oth0kyWYjRzAGuvliLyi73VYJXYXKBa0+dbD8RS+IhS5CvJjZaVRSr1Ck0z+gnZur07A4oWUtk9wba8/NiLFR0BXuqXWkAGO/CwLFROJlta5Qsr/aHAF8UsMWRvAjQs1z4hsTzFQuh+vBqTLLwLSJw9A3vgm59zNtZRe720pM9vwZBxgdwjPFQI6bw7uVjjiqUmaEu17xYIgbtyYZA59Gi0LE/orLeBh25QCEjL0ZXuEWNnPIwUV8d7jTcUHYU9woly1+ru+oiljB1q66raprgCUIZPaksV+USWfQFBTQ56lmPbl10sPP8OMZ6jFi82pM9/QSTtw9gTMC7Lqh2toZWTOcTyKvxcON3qQm4kiekDidZsx9BxWInAMa8GpQJvUSiYHfKSRyRKMXWKAJtpA4ZXk1LZe9wmadfAHPkXUoR2+yj9gMyl6+GRQtXB/jkZMrmetYJoa1/3NlgO55+Ta2J/+lMetESz24VpLPXmrxsCVGAr2aHjfc1pXYChUR0LBM5O8Xc4n5aY+fXrKdclAkZf6MZoGORIG7ALn5iQINGvJoZM85YVkATwRCiw1/IOAGLvJIvAfFeRb/Ty8KkOhHYFa5NddtzD0zEcURYvRohnGqmEhotBvL9t85BXJuK4E3tYmY2MGYvRqSq+7XpwId8UqnO0FJ13YJx8m9HXLz7YsQLqaYyG8YpvooPbm8ACYYXKzLKtadw8gU5crJXBM4XW7TQUWix9Au5kmtP8faYoSnbAafpq/nAchtM/HghxDQdyzlos7jEsStULv2aACncMmNS/qWq0a2Cge8BGBCyo6GYV6E3xrGXT5xbpUHP4mHaifsutnN5fbU1NqqDRLC4PZyefxkx12EtbhtLJ7Zf/eHX8pyuwyjoSEB+VCWXSNE2MJEez40X155CvlIox2S8KFJeDMwn10udUg5mCpGeFbO0z6yYbicIZX6NqY1TFTHjXUhZh6F02YcBkOJDThpezQ4KjWZjhG4ipLTDHUdu9FDmLSVj8mJf169Qpuc/3HF597JMDoNLkjFcqXyxMkI8w4ZHnoWLUs9CebH1uKpsCXxmfu1AYrXyDZcTGH2ehcqAfiLM1mCE/TUIR77DG8t/AanhWlS0/GTCQ3aiQuDFzHp0sh1selEDNNW3MIZVNbYsgQuAX2AvslsJweS6P7oswISTF/sy4n2QWU+gTlHHxnacbPlwy5N5Ol5FEiINRoqNu0EM6fB1Qn7CtLPNFKT4FX9J3HKEEj2kULdnb9AYZdTCy5Z3yryKLxGqdXAJiNyafBsig6ojgdM3vfdKUqZKaJirP3D8VdPwiE6ISfGAdJJwbWqc19EUMgu+6PBihuDoKR0AfF5hgaqRMmW4CiId/BueNt6d3PISQOTKi42Mr+IrivbCwA63t8HqsGeM3MSEcqM54fwVemBeAJVO3mhUpWM5vWQTM+rsscYFv6JtjtbycLTpA7aO9byStV0QXy5Yoi+Wx/5J1OlPiKVWHSEw+CkmwQ+RoA/XovLlFG+ebIGuxIuZUNSHmXVaySeFnnVckR/roHg/rwC+mBRjtcWJB/zr7eyhKIDpVsk4J1YC4PKjjH8VM2z8Ba02nMwIMN0q+CWPWDJkf8Xo/BVYi9VLu0NvIhHQMzA9wruVPTKLa89EUR1erASjfqTi+0EVT6ptWshocHLqGWl2OtyJGU+AcCdbmnjwKupMXbncDPrBTsS1p2OvgECeES1QeRUhtp5E4VQ30tGEdykjZBBwjPZWoBy/4sOeamQAKWUUvAU0k9Uc7tXAQRncgaSzEJMyUfNqplG4/Ykh3mVGY4evCOFdck181LRChwel2ItzkMR5zkhf7U0ZTmmHS/cQI9XhNlijjYOuGdMI3KsIg8UjGHngV7g6O9xZg8vZNce9XMh2uwVqNtlh2q6qgvprXHZcKVZfOCmohg7vOdtqsI/9lAl/7QkI96pxhotOgdPtMjjZjVNr4j1VEF+NjgRNWugIN76i0GFCfvJUoZGtJuToVxgS0V3GrOE2kYKhw6VmclQNoo22l/UrBPW0F9EBXFAmwQ53BhERRPcYQtnhUTEuYcYbbqXLRYdLuew+EmR7wivk1xaE8kxQRq0jApYODxI0WmoNkzMb+bwKOHC6L0yqPoLkQ4cPeWXJQFveUDOcL1aFyq2yxIpzCcOk20XQs9mC/NhRE/782hQbbiHADU5FCqAODxrdgNvqPlrj59cavOATIgjgVcIOdZiQnP3HWbcpXLn7taI+ms9Mp0bSpUaHxVxzZIwmL2iAtRfLes/MBJ0k0FqHkUDgOQIZ6UxRDB0+vRGbtfnLl2D0YwNAai2EnHDrgMkdNsSUrXqoe44M7FfAefiOD0R0plxUh8fAiMuW2GXLOcpXgdrFeZZGZyrQ63CSPp3Z1ad1PJDqdgj25MtRC6/aFrwXm3CqNeEnnWMAardTcCBfnnnfsc7NF5MQRWP6+aJ3aNAOw/mQLb+AvGgxoF4MAhSNeaNLc/ph6TA3820KQHoxcXc7CQriHERmZMoefI/VMMU9gYjqv22DbuegTLxki5M82UH72BKvqyRd4RGYfnQ7DSzyhTwwu4/P1q/AkmorIWBupMRHhwd1c4UyTHsvEcavAHuhr3BY5A9KCOowmMAjUwC1XxKsDttBij8JZcmRXdBjqwI4kjqHum8JV4elwOkeLbqaMjJFtyPiWfMIlAqTAZUP2+Ole2xx0JVcDB02UyVj/sBAZckp+GF3GugeEzRoS0Jxh5co2S+KtJWOER0uBCMmlHtmxJB9bJkU5/KQ0yjUjnTYNDEWFJqYFW9IPVbMEOdqiaCvbwI7TCgvTq0DkBevX49Fi8D5kiC66sGPDnt+aSKXh1rxR2qH/YBmzQYBThxt0n3YGUOaW3qHX8fUdXhQflPBIuxFps5foYRB8wCb3Mr0Qoc7SfXWM4FjVUDqsGmA1w+hJnvx1X4FiK1jNS941lnc4UIW3kCDJjaj5pdfMWKQkgFNuo5ws9sFuJE1B1CN7kiy92FVrPQnapiG8ZTpMBojGdMFmFEdEcg+LEoB/TkogMbL69Ph0B68SpcR+gGSXbezILozlHDLfFzuPBaxALcy5YV2MKSww4H0vgDjKeu9kXgsYRZ+he/pBhi2dJi0CNdSiOtaBwxRhw0ZbSteYZ7DVnnsZhvNJ2D1u2ek2yEAzZdbJMRjOBh8mI8mfYTPKAcsy+pwFUftmaUQD/zC0uE8/x5h8GRLPgjzZYaw8C5Y0WvoCQwdJhRlv0WOOc3L7rFB6uheGEE/zbHR7QzI5UtHELFcC6sP07GpO4tY8hZVJrqd0ZoXiZi5PRnY9CuICHAvJrqun57bDpcS2VNITfLZkYbH9vDkXxZMuR6RoNfhTsCeQ4KWOoM73MYyWx5dYxYiXHyYjbLeBzVVKYEOj9rQW60jfJExQbeT4PnmUBK5KbfYLwt0xcFwWXMFwWNFt3swtsmm6MkoEuA9VkvnYNTouUpAVNPtJhDZK6xoyP9AyWNJwfDSG9UrgyIFOuxnwybD8SdfOyw+NssMborWeSWAxKjDWrR6h1kq12RS6jCSK63DwxHXjITSYTF479dm4LaU0fRlpQk0Dj+kXNNMYYcPEb5hRURsTAF0XzZGS2OpQqcFLLDq8GmLLInjQDyagMeHBV7qLA/SaAJ7qR0eo5cjqdbETqraD+vL4laoDaRh63CSLr0lhNFVToAN3Y6oTYb0K4tJoUB+GIzlpYKmbBwzSjtsaMTOK2XKHThFH9u9wU1d0Nid/UuHwxztuzxr3mAo9bF/3HgYEw02vy7psKccnTlKynUY5enwIDGqUhGCO/PQyZfFebw0bw7XAiAfHf6jZwOCUchHW88fI0CpKeHM4D46Bzu8rejJbQPugwyXDr9JQjXX58fGFC3yZUUOaEk/M/5jgIJuhyCRKuvFtTVNaL/sCJb2wjZ5rYEDrdsVNeXFbFScSuDEh6X4or2Qcq86kCB02A5kTnSKjA/t6fmwLRn6i1XptUeXpQ5L4fIvMoxwcxhdO/zECv+ywY1Lg493eI6Ojaj1JhM52D+GYY17KXLKffFmRrdjgLYV17xlAG9MfowDDZ39tPIlUoA6DApA0y1J4UteMB0+A2E0tG7HxgTcX8a4QsftEnyJVut2ABCMNrGi3JlyxnwZ5Cbf8uEHNw6dyW4HgMaGJCx9SbfoH/s07cajAgflsaTDhw6MltZh7Uwgeb6MsVOX3pFeLVj56jCgyAx41t1HSUZ8WJIiz1IGAx9gaqDDn0B4lsrnAeoOdZhMlA0JJ8K7HXz5sawHPEve5EQELDuMKmVLXqW93NOnH+sC06VxqmTQG3gdLtSY9VKh9gY4Qj7MgxltipgjUwlTp8OmehlPhoitIQvvwzTs0GEoLMhj6nB02JNKQ8Fh4k+0eOhwqJc+AXvyJ0CoOozGLNZDBLArpzz4MjQwzTSoy58gQul2AbZiPjwP9uUShy9jo+RP9vK4lDWtw06++BOuUf6UBFCH16TYlWzMvHY67sf2KPAnHwC5Ewq2bkfAxL4Ee3rxfKj4sb8yzidM4W/jnm53oMa+7FPeMcujHyuk0kd/2DgVM9duF+FAnKPGnU1Z48OXbXHZWjQg6lKssm5nATJnyBqR+bgBnktuig4wBoxrIRLtcDyASkVhVZsuZeiwIaNsxavLc9grzyWWILcpQKZLeWaHCUHJb9VQToNqei6qNlwJmD4OK/nscBMi3BuIbNqLEdMOE1J8U7My8qIm8FyTY7hA3jntRclIhwvleAkFSmZGCZ3PdflCE+VJ4FmStOlwG0Ex947UhhzF8GVKOTaasTy6lMxWhwMdyBc6d9YLy3uut0muREwcr2si7bCaIhsTUZPKczP7YzOuXA9ReMOzxOVuZ2BL3NMcbkkKf77MiQxXUoYQl+Oj3W6Ai53JhwoVEjQqP4ZjQP6igIY2FdQdLt3mKRR/8lkADM8FFYS7NWWjvXBW6LCp5CsIT2hWvITzXJNmV04uf9oLgMBu9+AzmRQnGQUCqeeSYOK6JURBd+HbdrsJZ/KKM51ZF/p8rgeDnkCR0mGYQnS480+D0UOHi4DQlG53QUQ+G3FlXx0rPFihBFzPxzr6S5Fahz1X8AJpMfQVOdxu5+DIC2rALU9iAPJcoZW6dJvEDYDBS4cDdeayQgX2O8PPgwUi1aZzTDYgJmuHu1i4BrHTob1kkXbYz1gmS5IiXxOMPheDzQ/EdRpLkpEO10F9lTiRyZEx0nN9hvEjNTs0lTJvul0EP28OIhoyZY8JzxVFiQZjysUFAdbX7YoqZLLPp13VtfBggJQQueziij3UdNiPm61ZRADUdECfH1tiQMEIMRrLoJEOS3HSB17k0FfkXDtsKEPOgxMkd4gE8Vt1lLiPCkq8sky2w0oi3FCzyb/oedDhJA84FRANmj8S6PBp53u2JiFfdjF7LjVY3IdWHU6ZY0WHyyxtTCV5o4JSZT/Wu1xnTPnxL4JlHR4DtQEQyNraLNUvK1BDGxBgQ2MpA6TDYRLkO0TAvMFN52/B+XO9wQIF92IEscOE0sSpg1n2YhXglzHgw30AOvJJOggdTlXamiKso4Qc7MemKODXowCa/yjS4TFC3hUlvmRLFkWey8yB62aRJfwLUWWHT38HOJOyFVmwfVkCU12BygtNRc5Wh/8IyoBgPfIREQe/dSZOE8jrobN86euw5xkYseZSdnQ4iSN3M7OlQXew6DAhAFSlJtxypiPecx2y5JlXnvgOMm6HOx+d7e5obhXIbseAMSvmCcsAsD781hMnfrdBjE4y2u12BQxRQWphyZoaRnyXga685ULkpml2h6dwcU0Ne1wHh6YOy8myLRMxxCoGefwYHcg8w44FbloFp8N3GGwOpKnb7kyPJ0uDhmv+ZeE4/Fh1uwWV+xJPhHjsBuaP4YHCNfXKcBzdqW63gHBf2kGNx/bkj+HRwvNgmOkknzw63KYDlSMez4xZBPG7BDDQ74Y1zb2E6fCcKhmx7MibSsfNb8XdDMmmAi8VAtrtipxsD4Fvdh6KEk/mhgLnM+qhkwwp7fCodYpUgu5sAnT4SZ9RtKIT3NSap8OGtmzr3+aeg8t6MlMT3K9ODU+CQUWHj3zgEtDiyU3TfHXYswP/k5viRwJtdjgMdkfOqRInicD5ZA8cuQy6mHFTDFE6bFq2r3b69tgcJE8GGocDqtFxT1MRHTYktye7QuNPNzGeTELXcNgJesmpm24HIEaGJDx7SbVI/laPF1wJRqLw0jfMDhe624/mc694AODJRDvoLkC4cJFUvzpMiErOQL7ssztVHuzLCO0lkQnXyA3CDpd2ZqrRO3tFnODBtuDhVnxhOLeSTIezBH5ha+QOMdQ73CnI4R6Sgyqg0eHUQxsyCxiThpp5MhGeXFCyUu7FAleHu0jhlklWmvPQV7cLsGc0yI/FnHkI7buUCl2B3vFNOKPDfTDsRQNHYkBc4iej6uINnmKOBY2rw51ajXeFTCdJ0+ww6pEsyVX4cqNk+S0aWm6TNiV4l9eww4LG9tkT1C0lx/hklxK4nH8YuBcIaLpdAw2bzAXlriIz5clukPHLOVhzZiHR4TQBRn8EQsuYlAS+qwTnWH4ceYyHotsdGdmMZzDirtihJ9OQPPMHE62jwlOHC2EZLU3x5kwaIb4Lyos7gBKHX2Er0OFSJVtPz28LThA8mdwJbsxmh5PC1eh2F7DstC6CTbVl9WQusPpuShb9SQigw2Q6M2QdEW8cBvW3YFTxCm1EOZUwWzos6GsDFpLtIyoNngxukWPyONOcM7Z0OJQQf6CVgluZq+owIS27z41wYwD782TZPm0Xl9FKcIh2+FNTayGUhFtHzGeHDXXIVrwUe47s7cFGxfAdegz15d9ktyMKjLNaDfLlndR3pQXgPC7Y0JcUVHTYzGE8lwcwV55ufldZFW3ZZ4TmxDrqdgS+8qWKuBePRP6tPUHeIyxMW+4NHV5Cpy1nHNA8+mR0eA1ernyT+sJVKn/rjkprvmmd48KXbneARr58oveOWZ7+VvZTW0rZ0T18BOmwEz2+xWLRi9oX3S6CV5wjh5JMaYPtu/qq2greHG/gYUS3m2CVNdARsPe2Sg+21frK2yZfgGOsw32Y5Awp0HZehh8MSACNBQ2JK1jg2WEtDzgSTD6tx1ei2yVgEcdLoLKkoN93MTLhSYwQ0Xl7QDoMh0YsqmVKjjwa8l2IhvyzywiNB0/pMHeJ5mwxRltya7cb4Jcz+/ihOhK34LeyqGhOq0t9CYhAh9VYZszEUapOHUu/hYJSczYAoDOVth1uQsm53DB9BSTXYUNtceoLy7woFua7ihDg3DxQ+hrCSYcPZdhEbkzy4hLadxVhoolgNtGKO7467GdN1nRgBnTLn+RvmYDDOSEj/Z6J7LAYBzGqhyMZscqb7xJiyJ8g8KKpKnl0+EgczYVygV/58OhwoStvqqPfXvRqfDBGBrrDifJrWF+HPVE1D2PCNQ69Docx8RbSG7MTlWg92OGruShy8G9zpcOG/j2EamYvDtEPpjiok6hQovHKSHY4NStrhigbNezk8lsYuE6ixaT3whJ0uIxWxvycMUrYwctvUWjUSd4Tuo9UrcNKSvArArRaQQWibgfB0Obgo0nWU5zwXaWD/IqgOo0g86vDeuD2BgCZGe+I7Lu6vBxLnlBtwJCTDlspwrV0A13rsHnQYUNs26oHmefQEnzXmyw6iZoUfM8B3OEnfRrJ6ADOV1Smw3O43tA3pTsyLz/YmNZcQhX96s5ut2AvX9rJjMd23WsB6qB5hgT69ZCh2y2Iy5d1rjFZhAOvBQiBPoKjAO9jMKDbMSDwNoFSYEtukfNgZoaav436+qJEh+X4yJaHYLGKPWxea88WzdWudFUDAx3uVniXP3quRDCw6TAhQ1tDXWazyhPfdQjmXraUuAahnNLh0jc7c8HIZW0NvmuQlX/ZXl17wAnS4c4jeisWhC8iWnW7CDHeHD5QbMocgA+2tcTBlKlyBXEgr9s5WLDJOA/lKjlc3itDEM2jbBC/hBPX4c8vHIwhvHwqIK7baSjdaJJu+fUD4r1CWPFSJXHOE/XZYUJ422xFg0yVoMF7dSigOTssckwd12EyeV42MB62JRPqg5GY5KZ6WDlNBg8dBnNHX/HipBEoQOuwIb48iSUnVpKhxWtpSaB1/OnBMWf8dRhVz/smgXBfciY9mIkpGssEKq2gb7HDYdxy5JsBcZKwOa9VhRTLm5hm0Abb4SNLektVwlXOBrIOp55myCyPmJQJ0WuNPi/9wmBzgRzS4UIONt+IAVlD1e29wipw0zo3W03pU4dLuztvtE/GcDnkvbrScNNUrs1HUKvDnVF0ZmcWruMITocJZaEqlVqzMy8lPBiDFfqS7sp58EjRYScJeCnMgGtBU0aHA6XYgHXYfCR6915nLbQlCQicx5exDq9JQAVjsGlj4iDxYESMmtIPKO8BgES3G5CHKkahCFuzQeeDDeDqLkwirz/2WOh2R4WZUcWduCs55LV8ZGkvINyu20YeHeZTJy8CmBAHGhDmtXYg0F5iCLh6Wnd0OEsV94IHD3dIo5IOV4nDvRw24Po4I6HDeXZsRQw83kEx23v9deFeFBzg7uiK0+0g6L2IRtBraAvPew0q0Hk/tPzzkU+Hm9jRdx+g8M9Lvg6rsTMaA6/GxryB9F9jvOgsElP+CaOx2w0gHZXBx9DWZFDkv9As4FtETHHlRFDR7YjSNiRejZd0dMR7bXJptyxcDroDTYcJjRktnYKyMy87/6t0hi6d+3G1EGagw4KuGZAwaR9NeXutRTyOhY0kT9DmS4eReOBYZpjgB/6aOizma0dqmnlBM+J74dDkWL7y8AINpDp8CG1L8nHzMpGQ9l6cWnSpkx5ZztlohwlxyX1gMTaGbJ3XKkzTpl9/ucuETodLQ7NeGslt4ct+rRYZTN1kuQ4I/dPhTkWdQZ94B9zS4c85miqKBO9YyA6XERC3eaFtSyUB/3Uki46isod3pRodThUQv2XW2Zc5SvzXkgK8N3DAr4A1Osw94hwPKqfqmnb4zem27BJ90xaYvdeUTc63WHEpSTXdDkGWfdlExLuWVeW9rnDh/IgIf8/YdLsEh/alGbR3zMiN99JCQh/R4eRUzEx1uwiEcY4ebjZlDqn/shHrA7Afx3IK2OEnWtsQUhBdasCr22H4kStU+cp+qFy+atRJEzCEhGNRgtThORpiJhmi7Mhs2X9FRqBSq2ZtmgTXYUOD2frXl+fOfnwVD0AZSZgEutROaIcLgeWoQRDymh06X7UJpwXcmORYsqndbgGauImhyy1pxc9/Varg3vhyqL18kulwd+tNnbKRF0c4fZWZKtwkgJm6yws+HSYU5u0jRy4zFvLzVW8ecAt8my6lYe1wdylTgAKU+SrXviq0q0tDWPebMCfd7gJqTntDtKnclLyWikL+acEO3+NQpsNLtmTOJHradAePDptCZSgL2JyGRMtXYYLQpWb6LsVr0GFBlPnMk8SWMgR9ra8r//yQyfF46OiwmTUb0wcS1WWMBe+VB0ubwmjcUqQudLiLoVAInLoLaoQOl3LfPX9LeZEI3VepCcM/S0DhdtYlTQmdKnNAmvfqs8h1EOG1KYnHDnsRcs2xpdVeSgh2uwd6mczBi2xV5OerYLwrZxwSuouhum5ndJbJTC1kFBkSfFVWgubLp8Os+OywpwCuaBY17eVOUIc7JbkCK3HaChqlbicBzttJ4VCefJJ9FApQrzWKKGkvqJcdvkMlq7jTIldRGPRVc0n8CEogTYXMYLc7gt8cWytTJsF8FBF08AZIa/rKBh4d5oN9i6g5yJJtWI/CQBQNRo0a94OXK2SbYbuqDOBradm4xij0qb+EmeswFQGcyOUgruijSof9LNmaDACdKLB09ykG8OFFNQTpK3MNOowliA5g5U5jKa3S4UOF8p2jXgYRCMtX/ZHrkBUv+Jc2Lx0+kuDqg0gD7sWOXIfDTMWFgJjZiUD4f7UdaQBMlDrLlBEdFsMnwx7g/KGL7qveP84DwhvHPNJ2OPSxSgxSc0Fk6LChGK9WnZ4xlQI9ihNSrjsgJOBeCE07bChFfAq1txd5wP/FYux6YwvLvWyhOlwoTZwK2bUXU5D915saziNrCLc0g9ZhNJobc5PNaI4Ndj7FUQpdoXtqKnZ4dPjPVgZEcSUfcSp+lYkUnIegKK/8kdrtAihuTQIpRnWIOn4KC5LcKoqm5j5Th8M8vlhxlLIllLBHsSR5Ta2O0FqcqOkwkiw8C4Wf5qoldvjIGXfTc6VBd4TocPcMVWmIBTlTEMmjCAuESqJGdyzAbncgLScO+JMHELryVUdFspgspNyURoIOZ0lzecfIeVxS6PBorJ/cPOgnXzo67CYyH/ppZQE8Ar/KaC9TESPBS1H1OtzHcWeYi7LzShj+1wkxvocngEYiwE63U1CHastNZNacCnsUbVC4plwKnuPBim6HQHRfbjkTj+FI/RRalF9SKeOcaYwdbnNkW1bIiuGOvPgU+jSDjoB5KTzX7SYU7Q0Akuw9GhH+S8qSY2p44jusi93OAOS+jDwRxx1C8Cmuprifm1YfEVTUYTlVqqwzfBmTStujSIPUJwZYaihpNToc1+CAaEb1kTlFOty9RsX05OGmSqUdNvRhW/HW9hyZ5n+JONplelTxMBUodLiTkOelYMI/syR2OEmU9vIduD8kGHW4kFx+Kp17RYjR16pu9RcJnlzOwykdNv3K19Ihe+xQ02t9yNNf+Cjg4vCS1mHPCrtOGCTclO2rw6VHNhUYAHuFEDT/pYCO66lA5EmCcDs8Zm1H/pi4SR7GTwED0HBxqXqJnrFuJ4AxQ16SvaR3ov7/NG5Co2h4qY8nHSZkZef9YZ+NkfsvBz34ntgejiRSq8OncluSx4JY1AuDT5F35XBdcjioACrdjmjNhuz7E5NCAfApCG9slyRwL5xIh7tgdR2oHv0JaLPbATCTI2GgealwuvnPQ4jnJIK8Z2jQYSl2+IG0QjzL2e6wZxPXSBY23uUNiQ4HerNXNGDa72KCT+HGkV9PJzlfUNphO587EQWG+JBUiU/hYms6ImJ6SdGcDp+hkyGh3F4pO4r81+FyOY2YcS8HILtdEYJNlgTErhIU4VPgoeKYNwxpHXgAdDh1crSKn8qc+eXMo4gc5CIZ88K7KHjsdhfW9tl1xL7iAfoUcjrPxESidWjw6vAp2GgppGXOVHL6KCZP8L/qci4Aw25X5LYX9yTEqFzafIoYgziCPHEci9teh03nNp6Q69ZQovspREF5ppcaWkeoV4fLVI5OyeMmY7oJehSNL6+wRYtTceOhw4BcbEC0JfsoSZBPoSSPKyCUw6/YXXa4kOHeKzrcG7Lw+RRcPnquRgcN2jTYYVAzLhQc0joQrzqsxE9rCZSBWycPmw4bmpKtf1J77m2/1gKuKTfF6B7whW4HoC9bqjn0Hh6C/k/pw3mUCaArq07dbsBRPJjDKlsW0vEokCRqyqZX+4CB2OEz2lwJ2F9CPTv+n4RyHwMwNeWV0A6rSYpbVHhzpSaFR2HEiv94AqIpYRIdboI06SVT/5iC12HQPK2Z5kLnKNHW7QqgyZeede/YXqF/UR76Co0+fsBBUbcripM9rPntvLHtZ6F+8i32Ui8iznW7CFJxDhqSmbLGl0cRRYLGQvmAF1iU7PAdqswhtMu2w9Pnswq10FkUHfABdhh0eIog/6yT1HAJyW5HwDOW4iJPjpTC51GQSeJKHEHorIe1Dq/hEkOR0SBD0gl6FKV+tA4+FhpzDpxud+BOzqTSgqrL9sN/Ds2XADnVdRA6O+zki44oI1oTA5EOv7GQMceSUHG5VPNfI4DOgepDuzhj6vBe4oLp+lo61eFBSeLUuA958cTjozDURxPRBKMVLVM7/IdnzQqNoWOhkf+KpLxL8dBRnUQdRu3bAyZ4yYmG/K0AnNBPjtzhUVWwHUaSqjsnIZ+6cNThMSEyUR1CW0tGwmd9EeVPUNzRUGq5w2T0doAnVfJhnDWP4tAgzWO04VR2Rx0+NZEDZKWtyLf3WWEEcSgqFugnAD06/BmmuVey8Kubvg4T4vOmFi7tRRTXzwJjSB95sUf7dejQ4UNNsqYuMhoFR+wfMB9xNNWAMjg7LKYzY2YpMgpVAMo/H5E+EhhCC0qY02EkkFiqVprAgMFuxyB1gzASkfE80HkrEnh4lgkwtIA/Dx2mo7U9wA8y/CTrrUIk4VoWUGkAY7J0GEqglj4lrnVS13T4UNq2FgbmubvsWz0p0Uq2Aw73ww7HJPSnjTduh6VKh91UeLmflBuyU33WlolOcsiH35H26HYG9Lz9x9OW1LDhszr96N2Eh67CUut2RiEy5laP2KqI379Xot5fXGgr0LsO41nMlmR2XJWEzr+WleYS7vQb2NftEHDJl1yUxGOPj/9aCPS+A6qzlrQ6TCUK9xKJd9VRVKHDhU43ijESmYzDvdUYHf5lDcXVRt+SDpvW2c+mIWNrIL5VmBEOxsnNVUaH0GFPUb0ds+OL2h7dLkKJN4eNB5uyhojPsqGBg3ET4PpBiIBuxyBwk0FS5SrSQ2/Fh6l9XKXhlS+UdDg0Sfd48IdX9jHqMJr31SNwYldawfqsxQHaChcSuoEgKR0u1JQn58zFRUSI+O9QqTnj4OCWYHvdLoD15QNMsC+d2D7rsUpfceBEP3Cj0GHTC1nSMU28zeP6zxCmr5BVaQhfNnS4cw4vFUvKWLAedDsKgnvtRZOlrlC+1eEnNxVgIItu2emwHz47LUBkhqJT5K0GW3DT0QJ5e6hBh7eo0Fuqaq5yOETpcOqWDEn3ICZl4vm/AEln2iDjOi58dthQIKrSuRc7E4iGz3p7nTlGD99haaHDoBdKc1TuVAdoOkyobz++NtmCEOxbAbHBTaPc4D74oNbhTj5umlTGPVCVocOlQfbeoTa5QgTQt+LRpjFzoOA7nnDp8BkTVKB/ahszENBnmR3Sl3VsfEcgqm4H4AMVkxRTdiYdCJ+1JsVL4TS5FgSM6HB3bQNi2shHXgC9FZE43WVAkisSDHm6XQbG3OiUF+9BPXw9KFR32RNxXQJKpcODIOTFNmBxHs33NaBC3aVM2dWJnIgOf7nkXqQ6cJVs8dJhLlx4lyxNuEc4bHYYUN1e/Jvw9kmx91ZYUPAub0VcIpWl3a5CnM0oBcL7Z8rhW3FB1H6HDjiSK006vHvsHbLiSEy/dPiN5WidGcuN6eTNZyV56TzKK0fCBq/bIUgbtZNy2ppW0M9qiuRbqj64cj7QdTiVdEPS/b2koHDe6s2TdpMzgYPuqHZ4ENpoqYgkO1N79FkhFHXpGphrBSSPHR4kJAMKsbGP1kh4DSZNl2q/XBWIAdJhQm7yXyacTcEN5+suZbTpAhfXCDSaOlyaJfdRMLQnrKDxWosObbojyjVDo58Od8bgV8yo4UVnrHTY049fkVHEG9iVdtjUx5Y8sfZ2unV5Kz8N+BUVWHyBAMwOF2qyJ2kYvUc+HHgrQV7aSk+R86LFDiMh078HiXP9sOmwmMMYLEGCbfli77MIbOmr1gjnhmns8CHJWOwDoY1JdOOzEDhyLpAO3MoHVoejGOFcQiJ/1d66nYIK+/KMnXdsR5a/yiCBcyWP8CoRLDpch3BbFiH0cn05+6sLBzgX75BfmXh1OwclNmaFuteLjdNfbcDSR1+QcCplwrqdBBpxjs/uphyi5rHubDWDN0r4lT1LHa5CphW0CMKvbAk7nMdBfGTrzpZkEOKx0FBqBBCi+JU4LN3O6DNO8qC6J/kEH4sNFV3a4mgjwQLT7SRoyGybeXaUkpLXQuxwJ4QeaTBtvrqdBCX5SPvIgU5pfqroh2k1aXMuYXZ4z2RWW6FhP5EReu3jCNXe3hRtSkKyw4dcZGtjVp67E3spP20y4pwsbWpgSocN9cgnuFV2g6H5UnPWmKKh25lbRnT4ChkuDgMHtBcmIzocCMqbiqFGXqRw56esSrgcAL90qZ6KDvPRkCM4aZH9RJH81IIsd1N+0aR0ZnSYEJnXjleh3FhmxE9NbeY2MB3atMmZDofZzE102mQ2rOVLvfnBkaDp4YAt5DqchF81bbjRXsQs6XYKoGQVUS1yVoa1l+JsuFCWiHQXsboOlz5559iZzIyQaj/1tCLnB6Q6DB6BDh+Z40jqsHhfIAcdHrNmY/YJVGdHhn91BeXKuTmnvSgI0O0cRMlk26xcNQjqpUQDcCSARnxvUbLDp3G2ZtMgqjQvKn+1dXq13FNBfxHSo8NxUHOYhThfZRB8qVEgeP7oLk3UdLizkj/YcKSrWLl2OwxnXiAfPmRKth4/FcfHj2700FTC+Ol2FCTfHKY2MqUVIz9VF3mdZHKjwRhadbhz0GDgdO4HydBut+BOJjvssquspL2u0cghNA7SVgosdbhr9/ogdJMlu3V+ys2JE8n05IozOjv8R2prQgB9+sBAzF+ZlbkuMSKHe+lyHe40vRI61aGzfPbocCpnhiX8yCPYml5qRonrkUGB3IsKbIdND8R/mDjsRaksj7VExlXQlEKtZYecDpfxkelG82QRQgi91Oaea5E1Tt7ljYEOF9oQB0JS3YyUSo/V5Mv1hpE07gWJgg4P+opTw7J7sSnssT67XP8Y8tFbXPh1WAll1hsyOnaSpsOFtF6oPM6MOXnnpyyt+A4DRlwzi6rDolF0BSkINJU6Zzr8JywDXsXlIx1yXkrxie+4quGZCTp0mI3oxrQrMso9+vNXeVU411kWHXdp67Cp0nviRZt8WaHtpyQL8B2Ab/zSlLTbFZCxM9EYGe0GEPyVXwCvMTN0LIeow52G9JIfAfqJkmq3E9DN2gaK+cDW9KX0QHA3QBI06A4iHe7CVKVJKHKm3+dP8WC7Bqgbw02vvsNgXiUaWUNx4qDDahzkQkU82UDWnpeC6eQ/UER46RE5HR7EdwU/pXtv78BjVfbcJhAAXpphQbfTQGJfiHSy+9ZsPlamIV5JIAb3EarXYSZkXJNNAM8B4rDbGfixL0P7xGPaNX/lgohOevrTUaLsDjdRwAF1NGrPrKxu9wAHFQGpQVnz68hPgUbxyjlDvIejnQ6nUduVnWDivjN9/krGIK+MksZ5nAnqdgK09iUFIDEgWZm/srFEe8EChkujgYkOG8KSrc4Y2mNlJl4nVrlgAyfas0lPh+8AohKwhihjkrH8KSSG9Jccergw4CodDjOaq9r42SqYuq8L72gwgFq4mp8KOnwEc5QMjxQ3VfLRYUNJ26p3Zc+RcXiswdQ9BJAZD5Nl1uFOHpad2nODoA5TcdpOyqi46SVah0vD7CgkcBtNbe+xWMDJIungS+wUdHiJhX1l7gIvFTPZYUJ69tQm11Z7oeCx6jhwOOqTK9Ga67AZpg3pYhv3mPtXPFHDEfLRS8oE6nYFMmTIIRneLhaOXirrT7PIsfWSRaVuR4A0Q5Ix8HLx23opLEBu9138c8RptyMqsSP3GMVQlEj5qyijXBxwg/gXLZIOX6mCS0PkSwQ56XYBAjckY2FMWubyr7JUcig7RvzJjjMd5iU0HOUIDXojrMNr9uRHrd+rZQ3KS1VFcTkRGHIvQK46rOfPHhOD2xoGg8eSCsQDKGrhWrZCdPiIEy71j7y7mNLhOAy2di7eALTov5rTxOX0U4Z3IXTY7Yx4bLIye6PYsPdYmgPXBycd3qXLj24X4XKXDXrYVZIHHuvKpN/42OhQ0RwddgKIZ8oYo3VYMNPhQz5GS2uYyJlGKH/KDAg+wIIWz6KiTYfDwNl2WMXdgQaJxypy4lOZJjiXdOx2CcLsxEJytoANU/7qzh7XJBSqcZSSdfhQnVE6VDpncsr4KTSAeAUodpxKHQsd/jO5AbUA7KMfY4814IwT6OQci1uhDhvys/FCd+wPb+GxIvDxzSQjGkcNBh0Ws2Y0zhoSGdOE00+RccJf2MlpHGtwHUbiREuWyKN/IIboMOpatqTb80K2yS91YU9rwSOCa0cClw6fWshWR689N3j62k2IjrTiRgMZAtZhMmiZ0lCe9xFS86UmNOlIFkd0EDGEOvw5xX2A8tCSY150uwOJsWMfuGzpSPhUBLr8hxpDLRl4psNujMSNN0ZzZQUSTwUg1liU+OEACJF1OwVeOUQVLttuz5nXK6o6Sw88nEju7XAcyAyCgtfOujB7reKO1jRLo3M4/el2BMTkSx8a3jG0pJdSoKm1yIDinlZm6DAPwoCMliwK0OGYy7cpGvXi4pluFyFMnAOHW6bkbPJUEQRoHHIItAsBb92uAVLO3LSi4pNm7aP8MNE4RPzRm1B+OkznL2NuGEClB4/MR+kx5EuU8ug4NRK6HYAnsRa6pxyZYMBTJRHhoF5eNIstax0+wyXGsoIoP3rieSokPX2jDqB+0VfVYSg8eOidHA0H2u0wKOdcN1V93Tw6LGhJnPrOyIscfDwVGBoNJU8Ub8pHOqzki37CRo872ZDQ4TJ18gAZTbYhn67XI6J0JwPIT+iB0eFUOJlAH82N2PjjtRVQE3mhqBX19HQ4EDZrIgkKbQH14aO+iPIngW66aQlPtwNguQ1gkctayRBPdfapO7WYacEwOx0u5CdrqoAStVPBx0dhGdXcM038WmVIh7s43lQwzL1IQshrEHM4lEMAemkMt8NnaOwCMJRc2EV7KrIWPEpknlYalNFhUEnd2YSHJpQCosOmazImGgSic0STfBSVxM4fVvrwSkSHPY/wLFSN19Mzkd3uQJVdLWzLsKjkUy3KcS0jNlwLDXnTYTeBdogqf7murfpU2irfYoHAtSsHqMP7ANcix+hqR8muw6gGtlUzS56b/HsqSRwalJIPl6MT7DCTI0vgQHyO0LHDaUBfKoJ5QyY489fUJa0EjInTQQ7qdgJ2vFa0XTsyO+e1gDwdd6HQWWDdbkehM2PuEIubpsp8FA8+Onbr1FvcKx3+EyJfJlHGS3gBPioHqI4Dn7TXFF2Ht0hqLqFTvzmidDsDovmSSWk89qbgo2jw4V8QtF03HTx2+NCVjSV3IauYQ+KpiNTprVjmi4lful2EvjdHDb0pcZz99c4C/sWM6BVzLqrDYrjbis5CDrsy5KmCIHEwSEivlEIKO4xkBpAPP/hkjtFhUTUff+b4JCdXh9mQvYgk3HblCgd/FaOoq3B96Ahc3HSYEM+UjYGxjxBpH0WIQPe4coRPpsLpdgWYXkUomNuyG/qrmZiDkQPj+qHFYLdbkLnJWmDIVVEQnwoKoa5iCFRPiKp2uDRInsyQFvNYxPooQC7aCtUQXaFTRIc7+XjpDDlZBpZOt3sgaLfFQcpPMZqeCgwIbrpFlSFDwOkwHuxeA2InO20hT8WFDjctBCTbjSHpMJUXeksVe5VzYEW3I0qRIe2uxKRRzD7KzUhvZkOeQ8+sw0lcAIB5jiFJOkzmAlWYrI2NuaXgr56FOnPLBZ6DTZIOo26gGkPDcGeKfv71M1RnSg7hOjYsdRjViKrUR96ZceRfP0to0joy11gGkm5XIUl2bPAlpmNX/SgxEJp0y9H1yYkYHQaklBlHCWM5DGp8lBcdXpqmyKUwIUeHC0ltwCI08gQMaJ7KEAVeOoeJy4GNig6bdth+TKRZQoy9pxKEhpsOenFJmKp1uFMPLzWz41YgG9LhQhg2oBSofKQHyVMZwuouTYOuU+x06DCXGVowKgc/MmC0w1FCaEBRQ/yIhLsO0wE0CgKNko3Zxc5fH6HwLo16uNxvQoe/jPEuFfJwRftmh7tmNmPYfut4MfHvhiScVIkNbiiIH90uQ9du7GHoxfNk498PeLQfFwZ+JMRjt2tQZFQEptTWvOr+dfKUb6lS4cqZsO1waqANWcf4ksZP/z5p0KVNOq4gvAY7XOhJDowiaEtYYfRRItB0KddXExcodNi0M/9tlW0IX64+ygMG7eYnDgfdQdbhruVoaVXLzgSU+usgrEvVYFwrKMF2eBCeDOi5ZB+tofBRILq06Ve+Qk1g6rDnIbdyRZEfQcnqcOcmtyKJgkcAeztcWmVLfpF8gQzC/3Jhcitae/gDOHI6TGjNpnw68woREeffLyyay4Ei3z2AdNhTU2e54MD3ZGeHTZ/EmQtvSz1cf12roq8w2OCbz02HC5nGuhPGxmyr+ytcAM4laPlbWdntDnjuSyhl7xjf2797h/hmWsC3mqR2GIsCvitA8axM1eE9o/tyAI1XKpP7r5+WbwCU3GoLim4nQWxjAu55qf74/NvCiT5CosmpjFHrdhPk4hxW1mzKWMRfry80BC4Z3IoYsg5zIaFLQYVsQTKD3a5Ban57qtxOgowe6tRNF5XRcisxkjr8h0os5E5tSxqB/GuTIW0qt7TNsKEdrvOV2fq02U0eRB+KkAfdQLAAtzJ22u0qbMVbDYA2pYMWf42K0mEiWNlPJIw6HCWRy1TkgwZjpLLbOWjMRkcSZEG295myE6girUbatMONDqOyZesNtTxXaeKZsLxkDF8yaFMJhDp82jOTIZfMQsnPM+k2Lo4NWLQXJ0Y6DGjPm+oAMC8WsT1TYg4u1WESXerE2eE6X/IDJg0ZEA3gM8WdebumbLRpFBMdHiOalTzlZLc5Ip6JqgP3ipZUky7x6XChIK8bH3iyY5L3mVwUXRv9WPUXv8FuV6BMBiOrzFwbgjyThDTuFSFXl3IAHZZCgMtlRBBNCkOuw6YuXjZmbLlR7Z/J0vTKiSanvRxx6HYM3GQySqtchSbqmRLweUGfROowfiw6nGSG5+UcTohkTIePKF4TAxM1GD2iw2xQcwo9lrUm7HmmBxi45w49XFCpSIfDdG5MUxVUEf5g/73x3DPJGQeMtzpsKN6aXHZUR4YV/t1xyP1yx0yTdu867OnGj1okaSpgyHQ7C0veHHX0MuWa02dykscnJCDSVJyMdTsLYm+OEI6Zss/bMzlRcxVco0KXNjjs8OiBa2dDgXuBcKHDnXsazBxF7oc9Nd1uQVsm81vaVU/OHsrO3lUP4JrWorin2wlYkOlwKOYSohV+Cc8QTmTzAldMZNFhQH5bs8PVE18aJv9upfAKfQE0FT9iOgzoy3vDhYA8aQnimUB9XGMRTbzLVq/DpUDiO0i6m5FC1V8TSLgycQzAu/xfhwnxWI8FsN14x+evDbDXOyaa9JY7AR1OsyHLbUllEoZA/BIdPH6hTRJdJclEh0nf6xwxWc0FLazDTCZcb+wZxL2ASnVYkF6cSkLBXtwQ/1XA1hVIRzUVOCE6DAhBBhybkI+AhPmlLxp4CrhNPWq17TChJ2+IOAsyppmlZ2oDheMAtPkmHWWHOSnPsSSAuyhxo8NxPDfmFOloGtQc/0rRHCyMCT1aBqPDpUNeEFBvvrQjfaY0kDyHnR2e2cXrdgr+dmYndpRNVoF/rRjqEklYHcUBZ7cjWsuGCY7yAhWDfkkKDwxXLdw0go4Ob/HDVawAokfrLDvc6cfd8FxqUE4jHe4WoSq9SpIzAwufyY+WJqFlh5YCoUSHzcTlwcUnOQEcGL/U564Q3DJ56WPu8B/NfURYuvt+wPjcRumaoAgZByNoq9tVMNoUBNjYgBbofI6Dp0ewmKKnXODr8JIv/SWriGsZwazDp4Ny1pzFLTbI9lCmQbjmWRqeY4mx2xWw2pdCtMRjcT/+dVNDg4lAhCsp93Z4zJ98FSdzg7HJeCgvdhrMnD5cR84YHU4ChkvamMOBdMHRYSVOuORpGf6D06vDZb7sSqkr8aKi0793/nDCExO0EUXCbkfBwRSklUjWREvxTQmK8Mk3T+4jsLHDqVy25Y+7mNEL9l8+SlsvCZSHidMd9rQxKmdAy02tZx02lGdbC7323FvaZyx2uOEPUm0E7uywH8kpRzBeMiYcBN9UYG9LdhDATT03dNg0yz7R2GWvBbB+djLHETdQaSNYEh3WImfTSPPDSw1h6HAhNRuKTW63VUH5vHlotkUiGvTQX7dLMJkhJSh4w0Cl/dINPDxuQCMH7R7qMBMuGo4OjV4y5063G7CZIWfot4uBxl+i0cblKkThS8ZUdjgNmP1oJkVsJVHJ5wiF9BrdlWYSAUWH4fTsGPe9pQuE/NKMJNxMGTI4GBJ1OgxlEJ8jEceVbLBuJ4C7I6HGxFgqJXyuAMXh9Bz5EjhOut0A0Q1Zg03chejIZwyGnClDDx6lSKrDolLcFykM8S9lRTpM58oWe9zcKHIAfta04xJS4cS3iOjR4U8HalgCdBMmpw5zz3Bl8CniXhxDdLsGiRsbBMC+qlH3GUYQ3nS4gkMZwKLDbJi2oeGKTSDQwOerES5nE1PuRUCVblckaJNtzY0CQeZnFwq4h14M4lqcEDtMRmnX8YHaIAihfa775JmddlpHBLIOF9oaLUUUlDM3677JGoE7gbnA++mKblegaCMqMNwFwIj4jGIOr/AEBadiZ02H/5zYgFV49pEOI5/NqripVAR5FqwhHUZ12nZhE7aIIiQ+3+XhL7y0tA0loB02ZBQPiPvkTLrKb3IC5DASW2gbf3A6bJoaC5C75ss//JuUongMJ3HaBlONDnt60Y9djg7iSKHDhxzkyjhWLyZqhV/yw6MfzwC1ECN0OiyGKFNqM99LTLVf0kuitagRxLXzxdfh1A7Zyklgz+Fg8lBJNB3xSNFDzJzo8BExOgv3D7crZUu3KwCYSZDgsrOKfR7KCA+tpYgJLqBJLB1mQyNX/xI3nYgnDzVkTm+5QYTb53rWYVFODoRRhYZ8vNDtGBiJLxdkyJYDyHwTG5/WNAOjczzV6XYEHPPlDsl3zEvql9oQeRAibRoyw1SH5/SJK3ngZUocYL4JzYkLESNHP4J66DCUDHz7gvRiZI5ud7QhzkGEMFN6Bvomuj7aBtZKvyiy7HYRrDlzRdx7IPXxl7qQtI2iMRqGFWmH9WzmyzdPXgM4uL+EpUfXINWjYxhe6bAVNRy0zqZuk7zSYVQbcalSXYbkcvJNkCI4kwA7NJvejQ6ToRF/SSAoO+qh8U2LdngTDqV6DexGhz8LtZQLn9yqBLDDTPyiPCDCk47IOpyGMB+YQrMJDRU9VOISDWWBHFcCHNHtBMhlBJxW+3By66Ea93DunU99RaKlw4HgOJXDh7wY4cE3cVLRRGT4aUUsQh3uzsiaWEmhH7Q0f+mDkCKFxvRhXGCHCQnKmmldUS4kEn6JA5Uu4oaARhRjosOlajJmnE9RrSB3fukCqubOCcKvoQk6HKj7plrp9mIFv4cS9KKLXCGkF5FMO9xJhEPhEamtoXTdjoDeVgD4IRtGPvimI1YeBcidLlEGqMNrLHeCA6l50FDhNxHhw6V4GtAk8mQ77ESTyVYa7hYgrMNLAOjQEaD8TcOADpuh8HJhytqPYkgPtcKIBm3ghMM5Fep2RBDeLilwbMgiXQ+VNkeLgvGjvVYY6HYabmTMPFhxBymbr9SF41quW9c+RkC73YCxjUTGKNddbfgmMWn4lhEUrnrs5jqsJm+TwJDNcnlCfBOYHlyLmDFXO3k7uh1R3bZ+Jshzn/E3lXnUom/O6K8pmx0mxJQvtZ8xhw2Fr/QHBOcyAcT1ztFjh5vYaVFAXLTYv+kwGCT8KEy/oXy6XQGyfDnELx5LQflKdcZstWC+6EjY7STMvTl6NNiUQfI8VC70RevnComBTIdT1/aWHYgcNoD0m1LhcDBeUq6MdQc6XKZtZ8lx5RR5sHyToS0vxUB1PZyqdliJlQ4CCItDumnsMC/TQKhw4ZFd2g7HeXojdxTZlGfuHsra1VR6FNIWXFjocKEIufLIQHzjAugrkVLqHznE8MgjXt0uwaFXMrXMtsya8FBMTprKmUqNwZBRh0tP8yQSvbiGZeIrZQHTVSTE0Rv8sHS48woHMwfy+gFQ2+0WpG2yvgu56kmZd4JAx0tJ0/IVCbxut2BqwzkayE0r0t5phA1uehghewhc0mE5hNvtPZSXIqneCUQbD4NUmgFkCOtw16G3hMi6xiGDoNsB0GbIFnVi0jFUXglJIQ3jhRJ+Y+uvw0eK6BdobPxGJF+Hw4ShElT2bswHfA8loKs3P1DhN6QY6rAhOFSDzCDuTMfJhzrgpLlM2XC9wkJJt4PQIDu+WRGzoRL5SkFmaNIQI65cDix1OM9ebrw0jdUgkr5SDzWd6SMC1zFBd9iQG1WpZZqdqSPxoQRgIJXs1y9UAjtcBZSXvmlxLRxddrhrYwPKUJGPSBffCey5aYYeXKsUEzp85MpLD5zgLu2N6bChw91iTKEMwbLrnbA0eOkmFO7UFlKHw9xtwDTKbLRgwzuBrWlDMm9451Reh68AErJ18s6wIh3eE0KUSpUCG3NN1T+dedIt8JjgnXLXbheBK2plS5ytSdbin9b4ka6h4mpZE9LhLAs4qaGWW8XHUof5MNmNIBZfN1t/7yTYgZNOOONCSeXrdkdb27GQzwvHhoV3MmzTYMyAXfOjW4cPwVmwzo79oF++knaMLmUh5Zo1h9RhMWs5EK7bRVkLXokQhy6943gN40vSYSRNfIsIRG6cPwm6HRGXDblX5yXVQuedJAtotz57OCinhg53/0ZLo6zszD8M/4QFq0vl4q4W8KY6LOgvAyrS2UdP/F5JEEqD2djyuKqjw505dIoKijyGoKLDpV9iK52UfWlF+U9KtDRXkCU+mmqhw4TsxElIDjamksd/YtLIqxCpwjFsena4k5FX0cvALVzI0uHSJnsyi31zRO55J04GvArTF5/wCaTDhLxsSi5J744ONN7pRxfnEgDx1whTtyvAZ18eYXrHyJ7e6QkcXQqHwHZQg7DbIQCSWXCxsZeUOHglsjCagpRIXqVJkQ6DIRoN1fwLlK/DXk6YZuaJ0+h16PCbMfnN0WknzWF6JTEbfNQHEfeaOtBhQVD2pdnmOyJrzTtZwaPDZC/xjTi7Dm89+ohM8yqGETo86DHeAVlkT1rx/RPlHR/NFMO3sNx1OwxPG7MKlJdEato7bRmhjxzBOBVTqm5XQUycw43XphSj4Z80CzUEPTp4lStbt8vQJ+YRInNTDrnzT5hCuJEmVxyxC5UOexoZ4UKIH4qldtg0a2O2MZ0KMingnfjwqxY+UHiXtBQd7jTDjbwpxAnPnHa40NrWNCuaGkKV4p0AFbpaWWLDSf8k6LBpgxhOB0KbkQ+Sf4KTocHICcL90Oim2y1YzGR+dnaVFECvlNk4ERiAuKJalA4LatuaUDee2vxovFMhJNcokqScNBPucKEQsRzCxO2YReOf5r5ccRzJ4V6aCOlwoKs4NQKGvQghyz+tGMJtoDHlMAbNOjwlCL+BoZK/0Ec6fMduYwZYMYpqqv9EBdArVJ8hL1Vj2uEqHvgNtS18U8GTbvfAaGcGbsVETrJ/IgOfqwnEKi8d2+swnjXbKBCb/bdFyD9F9dBfPhVwE8cWux0Rn8w1B3V/aUK+UgkPGgxiA65gmSIdNkMoa6mp2l5ar1cSIecKIhSJg7kC1+2MGHeEQb7doivIP71pSr+ScPletA4vkaNpNslzPO1uR2DGvuRsi8fE9PyJE5EcsvqHCzHj2GEkeTikizoexIhjh8dA2JTcpHiyMuxPWPVtBR2y8DB9DTqMRE6L5FITUQKo223A+sDHj42syUbikVhU4JCChHAgjQI6fIphW4q4jCn5RP4Jrc5Rre7BTUP86fAp3LZiYvcc4Yt/ukBmWyGluClX02Exlpvpy8Vu08Hmnxq44YoZJDURGnGHCan5oGexZ8w5aR6JLc0Gy/rCTYuYdPgQje2Uwcl+ewP2TxA0sJkx40wG0Toch3EZu5hyMFX8OrwPeVu3Bw9Ng+qwm9+PGMDEXZ6k/Am8QLhAKXwJmqVuR2DPhgQyJu5igc+f2IP5mwMOHLTq7XYHjDbkYF78ZcXcn+BLwoWEYYV/ARTY4Td0+8uT0MbC0f0TcdiU+NLApfiB6HCoETfPEBt8i6CyDoNCcSmzrPyLCA/dDsGJHVZF0NbivPIn7GDgcvoJ4V4ebOh2DeJNRkNpV9WB8CfaEOLWT0A8SnbbYTQbNmFjg43gqMOfiCGCy6fbhW8pUNfhM1t7rpHGHjFW9Se4STwzhtQ6ivg6PIhztBTOQM5UVPBIiQF4UhETDiXOTrcLULQPGxjYCRCv/IkacbyCFTmcyhwcHf4jYwN2bdhHPLD+xJYEF1BUI9dioUm3A3DddWYqbCQFZv4ElDse4xJS06ic0eFCA2IJZW4588N+JEo/XEb3omloYXW4NE8MwcuLfKkExyNBMuEzBoHRNIjgOtzpRGvhsrl2NJV0OwBjspUKnT2XBfCVAhRqLU4WuXdgHHa7AHLZ+hhi0wk4eqUAFvSWHm64dLr8dBgNYEaa0mHHJVn7pFM1movmIBfOHicdDs0K+SLtaMKq20HIEcfIAJorE7U8kpI3fAgdlG6MgtXhPKnxCx0NMuWEDo90ZAjfKj3pxcwU3Y7CUZxDigSkJmn41gUX3ViG2mErW0xg1Gk0EjA6fIgqNqPHTH5cvPBIZ4DwJkUY9ZkBBh0WYyImwyRFdhwh4JHGwNxJFVG9Qg1mh5EImEIFyKsjLjs8ykZLccriI2DEHW4DJisQs2ELDqLxSWFM6ChLWTiJLu92BraZARbqLlyc/KQydpy7J1NfjdDpMKAvceoDA3mxwecj9TmiuXrG+LUTS4cDFXhTj7p7sQjxk66I8ihcJ12lwna7BBK2gwhXMuHgki8xIAiXwl+HAGOlw3C8NoMeT7mFn78vQWTHp0gZpEHMEXWYO6ebBLLC0WYU6nASEJoJGUyeFusOj+l6TdukbsfLE5/USUKHPhHkamVwdPgU+44patyPccg+KQkd12IKerWzB9ntiMRs6yiHPNfExpco8ce3KPW4xjl063ZEQXaSCUNZrqv5EibQOJcJmVc3SEk6bMZzW+2CZBZ9d1+CBAZOKkDIVQ0Wpg4vqaG3UlF8sTJ3uwkE3hygUjZlEy2flDlHDwnl3PGxT4enVPjSBu76BwjZ7QI02V5zBnKKCZdfwgxOC6EswR35eOiwnTVvJmedTak290mOehyMkRfXuz2eHUZzZXOZ7eWuAx2+xBgIHSSOAX9Mg9DtiixfF0cTdmUU/kmSRHhpodpVTktEh0M5BwPnzfVDjh3dboHpJhP0zFVYaHwJujJeGijJ6ySsS7czULXlJERlpQX5Syg+4KY7oLx5c3UdbpPdcFYUs4msIF/CMAwP4xWFSsuJHR0eBdQyzOzxGhXedNgTScfg8YfXaNN22JTtVXDDyr409fBJaoIahl4Tr8GZ2eFCfy8DBAl2ZhaOT3JTojNB2XAdRg86TKiNqpSvw86U/E9asYCX1s3hWkgipcOBCDeg3mQ+Aj3zJThL8NJQPFy1xx0dTsLGwWz9cLkqk3T4VHIPdtFkB33efIntES9NUsHF+o12eMzibgE4JzfQGn2JH2a0olsRXiR77XCXSq2FU4EXYQzQYUEWRAVomduYcuh8EpMQbdhCihe5UaDbXXghSiAEia251vRJT244qTWTS6Zq1mEpmZzLlg7c0rq4Dts5241/9l4zSfiX2BKDc9GT4pLuq25XVGA/ep2+aPQgfgkvXviWD0G4cZrM6HYBzjZkYpaXNI6UL0FGj3aDc4CD8tjq8KAGo6XYsp1JeOWTLryaTIEhF/Vh2uFOQ62isgoXhdHU4dIkMYYBfvtSE+mTDlDRYRLwcFHHFx0mhCXOoEPKxkzN80kMAHAqihC4hy+4w55XnMoWAb7BFE+HTVvsyUCdb4zMA18i0CWn4sAJz2DX1OFClruSDfWdAYHKlyB0hR8d4S8XQ7cj8GZf+ojxjm0teauRFq3BEAROpQdUh7NsNYZJBpwKzKHDfcTiGTSu7EkwCt7EGjPaAgdRTkUJTLc7ShPX8LBmV0qlvgk4R/roxRpOxbRBt6ug4xymMzalF9M30YYFFz1RyMeUtHSY1A0XDVGGiy1x0uFALfYljzzvBEEx3qphjYtOiOJgV3vdzgKfnflgzVsB8uqtHmhcx6CZ5KQvuDp8ZMK1dIIITrqE2OEwWTEaSSu7MUqBN9EkAidC5o8z3sV1uLPFlRQuwrl4eTtsyCxWkyVtP1aA8CZiFZzIn1K+iPSlw6VGNuYcTqlHvse3bl15kQZ3HNGNVYcJTdmaa3ekILN035rCkBOZYYcrWj87PMjQ1iRDcqJxjelbv3RccXTow72ISnUYUJY4tUHhXmww5E0M2byqaIGAl9rA6vCTCzQ6KZdhCKPDWrSuW3uGvLSIToflANoO7qR2YJ0GbyLziNcQQIfHuFLR4T529qUUrthBFh1v7avW0DLkMB486XYTBHfmiRjxgys0bw2Uu2oYLziYyi/dbsGSXeTGcA/i0XgTL8a45pkSnuMEZLcjoGNfct6Ix7bc3hr5F1ffETwMH4EOf542JlHiWzEKOuzphztmsMCHbA07HKbDpqRiELvI5HxrjT3xjNMi3BRKaYfLVNhJC+xsOBNmb4IOblQTDBA3xZDY4dTHbSWiYs9xWt+EHhbuKMnlQhZZdNiQ0670ASF+gYDNW3WUiMtI+OOmE2Z0OLXCVgpjueMKDd+EXQ5+5kmAN5ljosNPcNx9OMFLx+Q63CQLRwPTxJloAezwnL/tiBYWi2Gz4q1Q8HD9qCByMI5POqwmy+7SsmVvba54EzmNw6Wp8SV+CnQ7AW4bktJFTBoofusTLE/rA8hDQcV0OwZJ+zFJnLhMBKO3VhkRQpCRT4HC2eHPUa4bAy44FyZzHXZSgltoJcW/OGHS7QYg2SnSSO2uHHXeRJUMLmfWHPdiwUC3YxC1yRL7dtWXJW/CiQ4XAeeMSxm10WEyY7ag1sBe8JnfascHN84cGb4FS5QOr0HacQfI7BI9drwJCET4CC9APIqTrA6jktmFAT53Aw9pb9WjhlcYQ8eprFHsMKAiG9Dt95GRzrcWgsCl88mCa2kT1u0IMNhzaWi2Cbk5b2JCnH1aF6lNsUU67OVQpoCHMuPxCPN7Uqa4KMD+NJlOxZ7tUSQrSDXLf2Yef69UNAMgzaDNXMXpWRd6GYkFn+wmQ/D3iujJoFf86DBvW4c7GzNUjgd5xR/392zY4Spp86e9ZBnQ4c42bx8TIjLiEi+/hyeRC6bRkC4lo6VnN/9eMVqimfHxzO8dEnJtXJBHj+ECpGdjfOWsP36yVovF32M0dOXkI6a/UP3pcJYjGcshSX4rqfxeHyZv8ABNX5EDosNVKN/O616GTDLh+SS8uTLBg+AfEGnp2LgqR6hcynNrFH9viZgOYSJ+Bga6HbvjUGZ6K5PFypZ+jzI1YxX6eaM7Tx3LqfXauZqQBfVKfw9NDK6hQROdhc5jz37mvZtFXbLknIfnC1F47ZPaR38B5fYsDArZzehLLoFgwO+lOWm+Oh9f4IGYjmXSllN0IJOhkNJ+D84HN9ENnX9AqETHLqm+Q8BUZEYzd56PACFNQEQSnQWNjQ575snZQkWyhqyP39sq41dIY5rb5q/DSBa8XGOy5Mqlxef7CFqOA9OfyJrp1kjUXLSGmN30+O/ZmKOJsjee6k9Etwoqvm+KJGY+RMnfk2LVnFh8vkSO1G4VJMtWFmG5C3H09/pocLItKZrv6epZGaevESNnrhTE5/nC1nTS1Ym+ojXWs5Vw+c+QKC/IAej3lqy0jbUjXSj0r2N5SMgsyi7kCmkc/F6UHWfANvgNeLDpWB6A3isJT3IkldfzKZHIfuAYfUbt3doY9fqgAZe1dKS/h2dTazli9xtYmOnWRww5y+5HZkKQ9XtbVFpJ2JQHixHIuzJoZAYUkuS07ODvFZ5pwELcP+uxhncnw7xqIPXkuwgyfs9HDi2n68pXfSfvTi7JI7SBGYuP5O+pMKCpKGTRfQtih6HkbFia5j10R8PvZZjD/1ycaiRxRjrM9UK1IohRvvS683ywJBezKM5nttBuHUR8rzQuc+NflOeTEEUDiPL6Nh6BdzflvDvudMiCSqR+bwsA/WcFny9iA6FbBQllNUNzsgTJ09/TEOAVeMavJLWDd2G05SpABbIJBIm/J6IIX4wzpJFE1unZKDmiBpCQypclTJ9v8NV4AEX4tD5HHJFoTE7gBzGbTQD9PSwabqZ39Ad4nY7tpKMSg4SQJ7O0ng8th/5k2vLZJYW49rTsPePhKdc5avm9ww7/4BDTc2nmEHf+Mgo+L35vBKYWhWvTb8Qo6VgkCzKgD0JvoCJufo/BIc1iM4geHT3SszZKM6Pa1DtGSo/fMyCYR3BRHw4CD96ltPFOiZHIikRXfi9Qk6YbPXq/MVOuTS19cyjy5T8+198DEllV4yrSRufNuFHVLR/WEvnDOx1mckQiqqwF5MhIddzXS136DmUJ/sKkDN6ldMpmCC6zURXr9U7/9BktOz4LRVT1TNOqtuBhrXp2ZsFr8laRi9WzIzt8hJ+Ul7or0a2JL1WX5zU/8g14vn/imjy01oHm7fASolGukle2/JPn+TY79R3iF63E7avDnyDy44+318kUMa8HiPsKxGzRqFDYulVRS86rQvrqeQLh9QDF0DkG4T1g54KqjphHlXEEIMZHslNYjVNAer3iw8ULaiHi2tPKF0qbmQ81ZH+PS5OqYxE0TuOMh9YhgK1ndyiIHygG5srTCs/HwwHPxBR7IsOujgUyYLRJFC9Zkk+V52OE8iiusvwFx0KuPeXLY1XsZAd50l4vTJcrxkSRdzvE4t3ML1RZGrqZ0a/E82kAosMwAmosd4x0rI8XeTHMnHcJIZXXg1P6Jx65/IApfrzrokDO6mW+ddbsXs90gI5C0OMP2VRW/4580JJ16rQRCn561rGbJbcWvC8MxV5PjeWT2aX5IjYd1VfPDn/80Wf6Dd1amGJUyYycHzHEeT5Yrfo3Nqb6FFbdfp7EP+hnBteiFqKy0gCWE/mU/l4Xif8oKqApZxzqMJMxsd8KOJnSCj9fHOIvaFVqMiBodCuhXza8K3yP4GF4PS14X6aB+0Q5Xq5NFctycy68cbj4vV4npbYkTaN7WPDRYdHJTLl55I0bVHs9LVr8LRPEpwWo493K1NEjmIiZkcOc59vCcrUChXvFUDzVPqQujuTBVd8R5KVjhaDGd3dFMuR1yPMZoeJElrzRkyEAe3Z/iV3IMMqSfWfPd+VQFetDl8aXlqNYoUqYWQfLrIUmkwCSdyvNcmCUtLeIIeHrFTlTncxq0HrM4LSRK2kdSwRChuRR4F0jhOL14jXOofPLB2ap4trTPKNG4JjmxDHu83EQ45+inV8l2nbr4YJYzgugzIiYn2+zVOvIKqRn1BnSs0CQ5Eo4Xl4JOYpeL7TJy1W52gpboJ+BO++QNkpezxGO22nX5BUnqFUxr9gN2cPnxaQs8e6lWuxmBDIjcjB9Pj+rH+H0QntuyNOt2q3MiCbMu8LKkNfrAYgv8RTVdISgdNjJjju3y48DcDwfnK1qJoskUVDordxhtVOLBN/iKESD0fPWsdsW8ehX8+Kb5PlM2aqThpi4Cw6Rr9f2g2tRxeK1ralcmCXl+bqu8NEdRjTcHRE9S2RGHEZMXWacEeT5+kzRnFAcaEw+HB1m4iFfUkBCxem59Ho+QLyKN2LaR1XmXUywjHgG9FXxR+71GOc4GgUbvoKbwW49rBOHEhHJhTp+vtFAfI1Pf8MChFVNAz8A3IXQlkVWHSvEL09GOKTCUWHr9V5M/d7YDk1ZxATXorrIhadaXrApNV4vrQ5PU1TorfRgeReTQJykTp8MqAPu+W7QVTWJxDQSSBS6keqzZxkn5EsQe6SyEdZe73IMhxJIR59gI9Thzx8bQBgmuZACme9j0L8Jg5tOLKSkWw1F8+PXoJoRh70eIZg37A50mJyRqotrEediJeNZiCHkWlRtfEQKQuabAz/fnx0uB5ROMxFA2rE+AsWHpn5kP0BDnu/UtKqpdcVKl5dOig/0bHxgK+DSJwMeGPJ9FkQ/LbbUZIdM8O6lhcxo9YUKBhmQ10NDwY/wKN/Hg03VUQutA7jrPoJDc7qVsDMOtMFFxgNh4/ng6OkkqYD0XuDb4SU08uXS5CjlCMzXIzTSDWAHfBOnDN6tdIz3zFCQ6Uy3PJ8UNN/iK4yGsKQM16K+OVEGJdWmhBCvt2SlCiO/QPCXqcU4PzsWSGGeLBFkFHKqzuvBT7oAydAfG8vk2lMt8Z09WHJcWYznyxHHtWwxaaLJDR1+8u4OgVcyXRoi3wc15xXV1K6bkGFVtR9vUoCYaA2GxHRroYv8aHZhlLGwxuuJpfFDYgX0jLrHjj2CtTGUeslvWjq+T8QhzeM46TFNbs/6qMyWAWLEDbQeXk8uEMcjROnlBGBWN6MUqja6UeRfKGBd+yAS6FknNDbS1Da7bbl+35W2G33l6T1dercqmm0KdnAZ7fTp+xjIeLcvBa7cjSTvWp7IjGhgRhErMHm9pCs9A6Tfb4Az5V3NIzvCIKJcdiT3fHkGVF+QefULIfTVSrHDO06mJMMZn9kVvp5Y5BMWYJMpN7Rx7emhnPhkzWihjvJ6BsJ6BkNz/1V/XJsKtY2WVMgqzrA9H5VKDoZNwXXTEJkOH4na2oxBDpvR+H1wZu/gwRI9ADWpY40gyZBw9MTYzPh6j+MVIUu5hamAVb4zcUA4PlZbWnURg60b8CBH16HR6lgeYVuqDYfMVSTs+1TgdQ5dProKKYduHbywnTq1+UpAm++LGsDHWAi8Nsot9Sz3xM4K8yZrgT74vjzAz5t8rnyHUt2K6CU3buASp0D7ej0RJ6pqTnxai9Ok5vBGT88yUsmSjWxx5unR670eOpNV4SOoAIR3KcG2ko7ArHN0+L4jwKqiWCA4AY27yVWJdzMTc6KbjljrCYvXIwCkP6VR8yOW/LDyEZJfUDPPp4fQC+4N4b6ZSuNa1DfZMDE0vhJd+zw1JLoJQbTPWd1qiwlyTMW8ZRicXB3GQrjPzIxmpyhf30d52RmssKE3gCDq2FC9jS3ymJNwEH1fYQ+dJcALnQACYYeR5GVICobxEr0krycCQre2IKNxmHF1q6PmTiEFKpNIcvd9cFR/WNXGsVQUqfpZovExWQBeIU1dOozV3W5PKHIJP6/vk/H0RtdD17kxeh3bQ2fGrSHxES4vr3c0oqPIsabb+MDi3Rd79tYINjnEGQ7f90Wqk3tIc54u3AyCiN06SCQfbm3GROAsP+/Qk+5Fh/QO9GpwRCIMG4uDVf5QBvd9FJSqfnxGeRgtxT1DTEqHkbDYdUkvcgcAaqVI8FzBFCrqWRsUMuMnkdiU7+v1jKI6VhM3/wEMkOrbc2krY8IXbH3gXco4t7gBGAfBdPB5aJb6gcjQK94niI7G4NCuU9KWJWAQ4ABB2/UFGW4newTcWSqs/IAr6EFk2vVH4GbHcibYdWFE8wPCO9/3A0B/oMPxugMJQsdyMu1sX4RcBHM+mU3qsycculWQbcOtMM0M4FZ8H6WN78vMwf9QfOHa0xjZD81o/MOA4ueBhvYwOVa6E6nIGpZkTpBE5fvsEHSkDlsH4HHWsyGcbQd4mgXw8EAjlP+AnKxKSjFW/diY6Gs0FGg5WabO8izmAxD0fB+KTP1FAoArkDZfHaZil7USOMRdNkE+79CbN+pM2wiR3rFKuHLgmQIxHyrw5+Eh1NFi7P0BxA5VPCGXfYpNVB+Vibs1EcvG6yPePmFzU3SquILDx25lBM16goziOqdwPq90swpJo0fnuirV1apgrxBnw96rcPSa6eKFNpak7bhU8u6MBxvvUuolc/38vhdmbzYKgy+CYMC7m4sZljEohgPaP28JAF2GgJ5r1xKeno0MkAHfnrYCBXk+rw5eh7kYaSMr/HBEIkI7Gyj0NfVD+H13Z6p7T5R8neAcb3IJyLWpTTKdggBxGyk7n2cZ2dc0GbVTFh3vYrptvz/Md1TKGEzkgA5Dg0JVm2OKbkfgbeYYqO6N0erZ1Cr91AYKn6L3YAcawPD6gJAVxsGgzGbAWYc9FWQ7Ta6NoejH55Ui9jy0LLrJL4wjOROxWxBpeWc4oVKEh48bZVNAx3LW5bg0HPYEGvnzpLzofxOkaLS6HoCAyt4ZCbrfF+NDFRFLzDuZMnE8CS66VRBGZis8syGMXX5eEaTqIl83SR49I1FQdRL1DXTkoquf5rTlNbwagnzCm1g5eXfyTT5LXLMdoNr4PMob2kyJrahkZQDgwQuAAGCAAGRiItABQCA4PINTYmW7D2MVEAAACASDCgEAeNT8ABQAAhYIBooABAAwDoYiAgAgQOJCrCKfKRcAE9M4G3YPNGfJvp+xCyDUNzot2SlwzH4ftptBpu5tKKCW7zdGoObwMbeLV0bxZzy0i7fqZJ6oaTv/wYL+LTv6R5jSS/S2ck1P86b+zLLe9qE9Ylzc7wnT+9lf3I/HCKP7LJf4e9QwX+Uk3/xGtLf57Tz/wNRI38Vg3ysfsNzP9bgJ/8eQP82LfnvgfwDpMvMHwTFbX/pjefXv8fz/m8EjAGNrAPxwEwDOEWocAEOYArgddgC6OOIIgMxyBeyKCwBlr4nx/D8qJ2oWACrvANBie+8awDhuBcB5LkAdCsgCshhQN7cCNAwI9MXMCKzGMYF+qwIhFga64ssDtnKFoJ/GAjvfEAH0gT9EAMUKAd9bBPoigU3IKMFWbhcg8wUpecFgjhi0pXYM+jxo0O8baOChgzp38LV4kBK7e5CsPICQYGcQtI6vItRhhO15hHK5kJAljCc0RMrNBK7N5QR3uaigUwMLDzKtoHr4rgJ/rCsMxAtS2154EhYY9PkF90cYKFhm0LnJELlZhihhpUEGhxrC0s011FxsYNpoQ8UDDi8y4zC85xAYVx1K5G2HkcpYzziQxZsG4AYsOQjCjIMO3W44IIjKkgOsSTMO9GPDwZDNow3jjEOJSw7HnI85aDkxZ9JBmd9zWIcdNGDh4Tw29UDPPuzVBdl/SJKXHxjHH/oiRHCOQqzMRIR4KSIMkxH1xyJsIKsRXZmP2DBJjki0fkGi4GsSSQYlloJiU6K/NYlyUCL7I7Q+oSvDFmMUc9EqxRZqnmJyaxWpzYrY8SGLaYypLQtImLBQakMWklGLV+7ABdA1excvYfjiQMpZvchkByPYJkYtjmNI2X2MVLk4ExlZdjMw43RGxmY0UtwkNzSqGQ36TGosRvhZsbBxF6Y2OlNrGyubGyHPbvRgfKN3hcMlcxzHYE9z7MF1joQeGx01OrHTHFXWOQDlNAcadjnyIJnHzYscAqFucYQyytEULWGaIwPXObBvoKMABgc6UP86x7/UsYTHOtjVjin04Y7rqXMteMzG2fEYcdnjvZv1MIxo2WMdYYStD3buTILQOJZ7IOpTI0j27DbIZqdCxqjxkGHMiSSzoyK9hDmRXoRREdzJEfjqSDI1PGIzt0di2jLJllmS0LBvktyWSVDnxRIzXVILB0xKruslNgJTGyZ8zGRX4arJ9cHUCWrk5J3dqZPUmyf0toKSZzaHslBgr6C0zKEgZSAlyr2UgKymfEMQ9lJStlP6Np9ysbagkhnZUaHuvkoBJlZeuLLyYIdWMnBlpRM4sZKacRUD76ucEPsZL7l9FbCFJ1YYjKvgCb+vYgTPqkhYVhkxsYKV51ZuvMttWFzh+6DRlYrdXUGoPZaS5hJLxxjLAnDMYZYsjLREyFpLnYMtF4+3lLPfErzlEhjvulg86jJm2mX/6y4dOP4w8DKUOfNCt19MIgswzaXmWZgC2YQBwCwMgmWYWBmKUZKjMRVPx0xsyETMV2WyZE8mNfGcJmWYvLZlRM7OZOHyzJS2QtOfnUmXZyLd8Rk5/CjNpjtQszJN07AzNXkGaiIs1ajAezW9XfMWR2zSsGYTDNmx+fOOmzYImLVR0cqNu3Wzpz93I5s8u3sDR+pcv2HyEg4O9nA0J3EsDuPcwQs5eNdyunYwZwFO5XRfy+lmPKffhnSs+JZOY0Xn8WGLOiWu6+T4PyIzO+zb2A6Hezt1vwWeAfDZ4eknszxsyzxBhnqqeWz1LJLKRM8PBaiVnkN4ooc1peZ6wv1WD+cVVmwY/oAPq+6Yz6UQkzPvQ6AjP3ib+vETJoCU6PjPLs4B0VyngWYO6CgWgYrjmaB+KSjRsSA3uxcUwmrQ3eGgzG4HZTwlFIY1IQlgSijJrNCaJ4byMLwvVKuNDrHU9JATFocCRodSvkQk5B7RDZNEk5A9omxuE3V8wU5RK46RIvpvFtFwGfyKUQSmjVgwfTaO+gPHjhDlduaolaWjygIWM0cHXeeQOwGGVo100g47WJSL0SXOSFHRyFkowrlKxMMkkQJSlLNH5IABoiQIwvdYdH0Ia9yH8OixOEQFcAKfIgwNQR7jQigCtSx0gU0h+tRdE+rAHaEaiGk+iHDaDrpVgvNBer6D7aDLPTgZBJxhNQiW33sySK76FPN+HQsikJmg6+s+EOQWpnWgStitY3ADQc4hc/+bsOn/dlNCqjxHrJZrRbeAMuyxSLjWEFDEW9d0/LIFtDLyraJjuA4kt39QVetAmZgJWkXbwPmBhlcfE2/5bTINiIT1WJD1/m0Ci6/lGZGwEMlhMxyUxuEdJKHacNA5Hc58UNcp9UzQbwCYA1roPTZXEEMFWvs5kvME8BhjCD3FiCAz9fPHFg2CL7yFmPohx76Di935ceEjPxfrbfsw9od9Pgcv/GiEwLxPlxanfhD5x+rwc/NHgxr82ddCNn8AC0z96MvXCkg6Z6ipHwZk5EenbPM+H7LtA9zCpE87ooZ98JxJH5ZLPoT5cXUijPlsUNs+/iiN+bDLks/Hfcd8vLDns9GgMR+M6VvCg2d8KAZ89rWQJZ8Lh13vuVKpGLvb02RCzvWgi7cd0dkrPUAmyFbPyaWrIl7pUXJmfOy/AR/0YL0nAAd87Dx8t+dDGxXnTPeUYa7nvTLUI8T5Jaz0oBJkokdMaQMuszUe6TRteKcFH9vJMtSiDrKV3dKRBXxF59SwSzhhBofJ8xLO7vHBBg7fpHZs2tH5GnL/RRh+K74lf47VGigBMlbTyTFNg5uykFVXYNmqiFA8RHPABI3fiuMz2ReyPFMLvGD98rg542sgVd6cibODM6TvqZmNkO4sOy8jcrfHqkztzZJMNsxjMhRnZIQ8R9/4hgzyFN+NQQMvxjhsC2Q65mwirMRsPDhrGcY1hY/DlAVqfMzCTAsmUzBe1BrM1+EgDIybMDiukFkYLIIPwoAbOwUDJ+zAYML8i8nj7RcE7MNcgCEIMf/C9JhOk8f3XjBhn7Jz6cX1mHzZsOjYC2xOMxkeVph8SXicEZgHcAGGZx4iYZMvsfjqCwSdOfnS07ryz+L+Nl6IcNfl56GmXf4susDfcM25NHCtJfiz1TYIRRQBGWYha/wlljWaW1kcb7cvyU2YWAGhwGdV4gB5SgXrXsqdfCePpbghoyg/29MKChtMGDzxA6ZO0sExvXZZNYm0TJpwbNwzobNjJhwyYGLgYbeElGgbHVsswXWwz5Xoxj6lcnQnrJRYTZDnzD6JzIAwTlKOjMibJPuz88hrJLX14ZEGxRj3/Mhc5skRNLU3culEXxrRgHhmJB2HjRF+yl8aAWpHRTi+L4l95qIIjzPMOZE2vihisGFLhBXhYFFENyRSzy2Rf7cl4NjaS77YDf3kRqjSMn5FRI7rtBi48ZASlbAfsiHLIXeZGgxJ8GYIPBk7GzLh50XaAWokpMfBEDO+GaIfQPSX4p0NESZEriDfKyL0UhXPhpCozRCNtRANfDCkX8FIiMnBPEho522QNldBsKPYBklkA+RW0wZAGpEs5z6ehlr22EfKDx/usLew1NHK0DY6uPA5DnrGDm50IDsbKIe2rXGvLoQZjciZWxkFyFCGDsZljB1kFgP5fASjmTfv+jGM+jd/8QG9euEUuCVsNnyhsqsXeRi7aPRg6aJGcuNi7Bi4mP5rIOsW7gPctUgWzzJwmrNQY8UC/XLIggwrFodHswkLG1yumArWKgDjgxV8P0xV8FKctQrY3RyMXmVwniLa1H6h4s0eBTLIGEUcdVqiGJAxCsJkhyka4VgmySoFVuAkhQK+SvECeYkCmDMUvP7qPU2Z/A0KDJmeoAXIUAVHJ/4RbWsCoCayOIEEoAAQzk3g7NbE/343KOwxCn5rqEmKeIjTE8jx3Ql9GJz1iajNiYl7KPRfIyK1LCsTOgclQvA1CZQERyTwm+i2I3CicRFCwc5BPEDEbmw+kJz3AkxhLjxsAEsOhnLccPGzIzAVxbHYsImYWw3lKDYZEKjJBZQoDm4sMMc31jmJg4sKlf8GHzCkQItRfLedVxQ63k/gf3M5IQKzCQzmAQsE0cVggoV/w6YnPEcSdv9CAuOdPJKwv+Mg9hAqZBKhAlBLCISEsIEAJZEBBHELRkhbP1jkunjwtSnJxIH8Ju6+AQgTB3AYAh+x+wYHkNxiQwnLBjrGDdTHY9+A/kFq1oCGmwZk0MBWg28aQNnknDLA8wudvGPQwIiBJMMXDFgAHi7ATmndmJO3C5bwca4WZMh8gbpDGy7AgjsGDKVNc83Awk4ZpJlrBh+MB35N72wXgIwmGi4QsVTQsaGlH5rY60zBHmKOmwMDMjvwOwKyNhBkSrEnMPcNBkcDDOpbGQogMQXwU2DuAOiv/t/A4b8FWoSBP7JCm/DDE0XW+scSO9IPcrHEV/nU5gx/xQb/KQ/wgyIOSZrgG3xjtpveC2x299wlO71vjce8uOdhF5CEub3bykN7ErWy37Kvt215XJ+W9U8fPq5vQXlWL4UM6p8x8uCOPkvgLOgBVvN/hvMe6sjVvCw+nBdYai9f/vs9lm/hVJEGG/mZ0/hJ2o51/MWQMJDHM/nH7MulfBHcxX/iNFnEk+w0XuRd/Bgcxd8ufov4cA7fwtsMQrH9O8ppCP9rK/iJ1gSZwDMWnP17kJv3/1RavmcsDaIGxE8TeJqDRfyZBoMKZAsPreAKPlp3CC+hxxZek6nxe5BvUNjZe4ndvK9L7Mi9gAPb9giSMGyHMpfsr/D1uh/Vn4NadqIeNv4y/Spuz405lRqYj8GclisuwLV4fghW4fwr9uBV4Z6Tq70EX4R9JQDANuDG0XQb7p/MluMKkj6gsS+7O4y7vVZOASGSx6y7WtmFf82tGznmjrunghE3Rc0Lbny/HgWVb76d/eLVdiQQ1F7b9YaNNm5iza6zGznYUXYJXGTv9axtsdFcZJ+IM8e2DzG7TvV5c42urQ05rri5pqEG19/RqXWXY239r9kHyqfA4hurkTUM31lbaMqAI+ukor73wrq4C46vqsML9tQkD6utL49oUq0mwRk1mQ31zA4D6kQSN9RCKGbU18fUMthTO49VdS+F1XXssLoF1vfuqVXgknpNzplRJ3BDLcUFDQI+otbTUjyd/sna1++OpqHAufS5Rp5Il3pMoVcbdv4cLc7k+ZNiM2ouUitmK+yXp1Jqudwhg2UAFh5TZb+KNkwGMTfIb6mtsTH2ZuVE4KyME+tspsTkNvNhS8bCfylYCo8nboST2YGwk1HwV4AsglP3D/M7OZq2BSaxQ2AXrIA3EXACDGkVjN3sN97bHNpRWP6W3+DmNwjgnS+Be+Q7cCAMe+tb9PFJrwrCY16fnfFO+jNY73ax+ICX4ADFdBeiaLdUZk10AzpwpQuqGYsd6lI9bXUXgER2nFsgHDLRdYTYMpfLot3NchnDOuoZznDCILdPY4e7ErR5ilvucH1UU1whao2rH7Wc34aBb4e33Pz2O+Q1bsz+EI6bbLbDTRHGB7kCL2qNaxdOquUFbu/21hcyvw01kErw4S1dRi1tExzYOrZZ2u4eA9uJryze1TbUovYSOKetbmA/W/gh41mXmLOZxfBHsnf+sIdtgJqWsFoPYEf2NqVfAO5eIXAQES+Wa8WGwZSPfasXWBVh2brHpvU6zbYuBq1V8YJu05CKH6oikJxMlER0jMowDQ0/FqwO34qILK0jFrSuVMkQwkHLygw93YgUjcz+oeGiY1SYjyEpS9X2xUWKjc+8oXCBP21UV1KnqS9r5jo1qY1SxSYHfKPIZ5RamFKLVKLrOnXo01SNFd+lBgvsIhXEIaoCyTceW1SGknnOHDWGlCeohNmifvy0TBQ0cavz/hT+hqg71ChV2O2YoIqbOD7FWBVcnpKuPW1OOwY6LScgC9M2jDAstfDbzYLsSfGWDDakIEaj9wDsYrRwvZ/XfWgiM2oTCk5RC1BuZ8NP39/Gs5ZDdp3Rxm6ecyaw5XRty6FYcZbI53WqZvTC9OdnMkT8WNN2wbrj3N5OkvEL6yL12bGWsFs0+eh9mhutWXdsg4cz4yINWu0FREw++Fti5uRoIJatDTKcrz74/Y/9WEs2ZYo0hYlrQ6aIyQf/w96PxCXNDpUmW9eGYPeFq/T999TY3b1ObnaQWzildO6qrAXazIf0C7Dwnl/mrGVhw3RBeMU3QmQHL6sDzFpnZk/GplWngG9HrmFne1k6bgp4lMMzH+HH4Uh2rC5DKBuxGkd3lXE+HwHX84+P+RjE3Dlz33ak8ALYaCllwPmqBRfoOw/E8Qgs1g7P6RFCnYKprPF2Nkm8Og5vRB0OVHWaHY4AZ3iLL1NNU93ZHMssris97bi3wFDlpbk8aJxq93ZNh1hWySGqQbZblBVqk4jrGcbI7JKUO2ZDesALc4SoMZZ5eH/a3WNHcntSXznGmvVdoV5UK/8ljTPsbohqNcZaNUq1y2NsWvbaqNLD1QU4XSItqWeG3bBjdU6yZIW6g9akNGev6lfmTNwS227xqmz2WH73uplNbY1eFeWp/dabpzQ4/xI7XL/qj7EIzWDlScZjrDWGVas6k1b3tlvdw6ZC76JF2GmoZthqGOu/tsdG8dGR7DBMalhiz6msfd/8y2sa8052VrcI/Rk2myNZwaTptcGqw05WndcQOJtl7Jp/F361nPUhy6f/GKuNZ9UE9iUcjt+nHntPsu5yViV1Ed0xnm3seAvyt5HjeXbe0tprZyDKPtO497Ozc+4CBw7zo1BkbgTYF6ZIXxQ2LN4WzhAbETSHcA9mZ3e2oLHHtvlaVmiSbZFrWYiSr4nz+/dB204Y2UPf9nimfkc2I1n7aLrM7iU2r9xC1oc791+0GgGsxIKm/qWRc0bXHtjGCmK8/+dWxzZWzchehEKm98hN38R3kHc+aeVrsK/t+3ZgcCkEu9Fz0xnldMn6sgrmOoCVKIzpzGAH2zHdLGFH+hlNltUlJrFG27BWxvRcVv9JbDyB9D0j/pgSJrG5YlMdrmKVZ0YZy6qTbawiz5g+xhRgHlswrrYj2f1tSS/Zs1ItdeykhOmrpsxjm35YkUS7LV3O21pWfRO3sQHfvOhlFTiPtei2VazikYkvq9/7tDOZxwrvyIj7KpNlJNuqLSxZy+o7jSyktasuq9hy2WZWelZlz2Y1ZWT5y6qZzXpaUC88j2en6o0yMuHuijZkWWXkkNbOllY8NzI+rRX7hcG6sxJ3tSkvq39d69fIEk+samyrRpi6L22V9tUFtre1x7aqyyqde1vz9hbGFx69rwZHYGGHclk957foL+jCDhQCJYyr0/aWzjIWuEH7KoERrvUm1+Q41xT/iS7rssqw0jXkhhfa+Q7GVWvqa3tfVZtf7X/S0PG2YkPgwptXx6x6psE+1sLKeFN1lsK9xtV+OCyCkcFlZxXrYkVNiaX31QLMjQkNQVO7j6sD1FvjEjc1e6Ss6a397DTp4+qbJ/t7arn7qrJQVpF2znLW1vRT+7/WrsnL6gE3y26wPFcYGcxmWaqPjGdfxZtl623kXrP2MQyZKcfVsGXeVk0tx7e+M/142d4vQ5o6cGEnNPL5vgqGzNa6jFyZRXxbSlq1cTzsebBqsBtX3TBYrs6e2GjDThoJg2Xlykpvlm2MMeuD5S6/pEvqmHf79lVptmwER5gx+Tn8JdVgucM+o3q83KRm9F1LXvdVkv2y8YQZCN1weNfrLqv28XI9j8kfV7d298vJYMbG0JJH/4zBbJlFvgGFtmVOG1eXDnzZjOSPi+Yk14aeWzJzX20vmoXTkthoTJlYsjqu0s+Zi5xRGxrTGjV3z5giSmZYcrltf1z1RGPvmnutolXJ02E71nNbEifWPvGuOQDNS51YmRvnXjuyfuBceBfWr5srvrD2uLrlB84GLSyzr7pi6Wy/Sy+8XEZOah8+XybWMrbPO5SlR46bWN0Et88FX5g9rk5eQJtH0NLYGVCn0PQra5HW0FuDxkkWHMyP3Iyj9XLkj0xRzj46amLt9tEAwsLzVhrQ1grMpVcxr+/Qesx9K92FxfRlOt2eWCu1lfX59bQ+oJ5NrH2/oeahiZWdGXUhuqfGvnoyoNb0mlFTTqzpknoJZvTtq88uqeuPrEM76y0wY3xoDcfXO7Cke2VdnmDXFmKyLb6ysq+51UMrjFm3ITxvw33bffodV70wbADuT+3QumEMbvbgMu226BMr4CTc348jvO+8XJEDzMJj9tUxJHe9siIYletd+c2b/0fm7M0f/bmPjDOxcpfm7s3iY/PDytqNzf/M/ciB/537/Nxwj1x6aKVkgd4OXlg3C/SynFfzyrpsz936tlL886ZTdAsepHnPb618im7a2zYPrea5Qy8yQtcGUrNn/TymF37PUD0mJ73n/xgz+9Za9uZaj133JIyWzDM2b3Is6VhZbWPzEzuQd1+SZGhdVucW2Ibi4bn8tKHXbZgP0a6sfH5up96wewd8NRuGlGF3xpOhldyN8zrj52mKTjyx1mv0bVjPXQwY3w15K+vka3QhDNK1jkFLcugtWxqTzL7Kb9LrJ9Y0S38o4ZhZ4l8FVCIMzlhY7FoxEHgPAIRdkfR1iKaKNpXvPwGFsEowMO/UGFzqv7H8y7x8dgUO7z+B5f1JPtv5XXvUAZ9a8loDW1kLPp6jgTOwK9N5VBi8HlDaodpgddMrTe99IoJltAjCS7ho/I+QYVvKaN2zq8bHnkrfy8QRuxXR9ONSuB+YUNaTNMl+LHsDnjArhJug8eKfcPJb445tr1KRvReJiet5UNVqT4a8ZguzM8ho6z1snH1cS0eXcFqTeZjJewVxwHoBn6SOZIyW9/qcgCscruGXRW7/gWsbQyiL7mMJmY9dZ/WI0Dh5BxraK7Bd7AtCIPV+aPsx6OYXiZjMHYX1wMdpjPA/WRbazIuI13z9y+RB4FZlU/leKDj+YCpMJ0By5HVe5S6Ee7ooUufHt7E6hCIMOcqRKK+Ai+U3DoUTO7VvycefbPYfHtyNsIjy8ZEixBAqOpEnih9bqU1DIsjIMRX//6xCH8yE0EVvxPjYVkya6wYXPBPIj/+yF/1pUcduUqn6sasRDlmER0etGXs96aMbLknpRKB4P751k6aEj8szYcv+D6B17uzaPiUB5ePaVT4BDIyeolx9vSGyT8kxs02dHH0cZ4xLzoDUUFbgvPbw7RK2Ww+lE/hxERtbDk5nJx188V4sN7oy0lM2QzvgFUip2w2YDPXSCHEf12bqD1diZDIe9l6BqwkDdKZbCRfXx0NQwO0TWwYz8PEbJ5xSjoLPWHl97ZnZ4yqM2aVVge+16vLKo1ZYzRyG1zry+ghWuOeoXPx4drHULkAUx1Ry9I807y45TGfSYsnHPpJEwHDsOXxgvddIrBSPgQiuaebmn8iyZ7qB6jRQzB8D6dEPRem2KO2Uj0OVCmEKWxQJzce3TXiIRDdwlFEhr49o9sxuoM9guvIxnNpSVwG1PPPCnN9yrGyqow3dtMsf1z5qydFVDhVG8hXwGN1RP5K9ic/sx65sdCQRMQ5FmOUVgAbZUpNM+unQjo/lGGlJMFAeNebwFeyg0C08wu4fKCJ8/LrGR8Rr4E/Tt9esh/3CIN728SjiYzl/nEQqArhHJZDXql1dhoU0HUWb5MdTTOU3BUj4CdGr3194j/GWoKNoIX8851WOW3PkmABw/N5C2XFssugm/lQ/DpU7CTI0W4cF0o99hHa9/L3pqvN/LGSpo5jjt2PMbX5MpgI/8YQEvPZY5rWcwK7JqLplFKW9t0gBv2xtg/Mul7xeE6GnmEvaMK7kvJcpi2MqcIPbIuh4/SarezJI7JSWPO+FIpNlkALgJX60/k7S0390BegVbv9jNIByjw4zH+HW/S3D6TJ88G0UsHwfj9p2T4cEe5QUQx+bUaIDjcrwMgtyXsEHuRMxI9MZhcQfi252n1jg6apCnLzXyVALNoDBz+4gX0GHye4DiEG3gGbJe5/UyD8elJP4DPDbiLyZtGCyrx4seO8TBM09Uaop3FjxB8B02aho+rpiak18bAurxUTY6UTIyD/gRG9VmUpXioctH8+Zo8usCDUhlI4/0LG26aaGXUUL+PEZVv0kNKgndMX9ATJY+0sru7tHenzshgR8K0VEU0LxeAQ9RzsKDbtuKpf78ZQy+gAcDv3AVe4PKAHcpI2Lu+7R8+NaNTDtqZC2/LF8BEqvcsZsKQOOHz+pYcaqq0QCj499KJZ2IN10OvFjVyswGO8I/SFI2yN4WtqtErS6b68g3luERNt9ktFtQyT/AGdVz5GlzB7BJOvjKkgcs4lQ2oKgpe8GoNp86XA32MP8uAfmbq3CoCsAjsd7lSK13g05rbaG6g9kCm7XshpdNTAYH3+Jo+kybeg1IUZ/4EVf1yEUZou4RPuYDhTXTKOTtraD4btYWV4FdLtgZnQfzy72Z5yW3YGK43ux/GAcJELoEhsAPAIFQ7bngAKbUjPuvVNEsAwrdXQJ1f0IYC0b1JHC5qAGy8dxzsA2ukTQJKCqHoE+063BYEBftfp87xGo1rsAhasx0XsFj7LbR5CGrUFN68erBQgHt4UjcD72pNE/L4HsyRZnH7PB5JpRfGZsV3B8VwzBfn0yIZMiKX3vTgLNOOOKHrBT5Q84JnaOAUJv06LmY1dVOc0lCU5JwsLvzaCehGywn015Pwb13K9Fnsh0mOQ+vqK1Ilug9opb8wcibXQ5FtDfqtx8XAtGZuNjg3+w4uN3JpQpgnA8boL8OFSpf60U9e4q2sdwNOXb73JKMDq/R4BtFxew9uYLso/lUMEImDZoTBhKj8DQRBcd49uGM4KPu9BxTEAJpU64tnx3Tmu7RkDxrTJL+pgNopZss9JQNCj/wJ7mfuFZuTfnpnz86gMbUJPUl2B7j0DxtNvIKaK7Nor4WAiWLjp2tgnlON87tMUzVRuUQjlQ+923L/0LVGK35TH4uBthtZL6lXSB4L0+aXoDkD9N9NfiD6wB7kwmdPYMJaeP4SymuRpQojMltHgEFYrs1j4NXw4tLj+WrdMZtGYt1CbMH3hj0U9ZKfSnEVE+jmPHpWQaHNLsyu9Gr45q5NZ7JLR+zN8mBH0vGch9bGSvm1qh7VA/KN57xTnVXB6X8An5W5FM71JXG6Zh9V6hL34ZmkbOk7T77uJPTwJoug0Afvg4lombECEpW8Bz+y6F122ZtWbvoDPy3qYsaGiatrSmHZFHYIKyKyarorseofqYyusFQ+ZwO8gSr8Cvtls2I7G3vpnwse2cXgsF43iaSV7B3neD4Juzd4CZfWymi1am801jYhnxCDJ5T2JgdZORQXxvjw8/oWaLjKHKh+9GuiBBZjvlDX28w1DO7rQ18PHpXkeNw+Qr5rXOx3MCuVjkEp7owMtvur/eekf75eSx5WMei11Kja6v7An28asTP+McwP/gVH8vuOuobo1dOV7cfIyFj4fQg5SVFGL57owsPQoSM985AJyP5YRxBRTGeGAllt9dp75aZaBb5EGQj58o2KlUIL6zWk/vDfKhQ/igAksRsOIPUKnuVCcY39kQG94bZEOHEH2Do3zx/gEqHv0ViwCeI0OJj03lDsUNWPcNl4n38shxEUIUyEwGWb/7AsdObTzyHQOzfrzFVIP4S4JTUbP+AJaX/rpa14UqvP24s7anas3dWSBI3utzxUOQ8JSjzAr4bg0w3XXDjq8Wj6yPy5ByvL8e/jcyf0v9ddYYX7qZRXU+9kLHN3QK3OcoxndPN3dq0ZqvnK6oj4mc6K88HrUljiMfU2nB4w9KHICSyu+icdFbv23fLwgu3tskyPU8bL7Axd3vp6veajr75VIy8d4mVq6HxZYvCBD520nDHnRxtEVxaPnYNqrUdbNOZ3ZeeAShlJ01wG23hCXce4muuIc8Mvwn0fG7Svq6awQ13Sovr4/Z8HFJBj84lI0J37UiZAMeULBH4Vh9bHuhFI1WGJ25guwREFnQX4sQtaKBGh/b4uCNXo64gMcQ3yXzYD/ggbhHbbsfU2ksLUMEjMbcEvMIjHSAgVK99CklbD/u8WUr+VKie206fUxniz5RNwUeQdj6BtTUSKNQR9dfuZ4+prOpxUrQ4ImUja+gbGcvcYLRwXiMPq6CRZeYVYJF7Ky9ATdYtpKhtW4AjZSPg2DZX0NItpLNDe8lspRDdB7pE94TjyDWjaPNqNBfKW18/EVLC6jjgi+WqfAKCLjZYBUKt5IkmB97GZVBxMnRJW4nH8GWSh41pXdXLoDvJSKju0IvcG8DulcQRrrD2MjZS7igfPwV0KO6dLh0yHuBmOhLG1bgvD0qb2DLmA0VZm2bwsp471MWWcaMRV0Ch9MjEDO4i+Qt6X38w3uVEOhMEWnS3sxSvQEnXnaRP6cOSIDnYzGUGvMpSlobxDNvQDVLzFDqRjVj+V6eH1n1SFGH4CLky37mdM0k6bJT1z4/xpIkQ4EDRoMQ4fNlRAl4yPXD18GPSal87p1qRcrHQxh8HQQg7a450nxMGvkVEWqgtyoNfnyliQbCLOUaHHO8AqH/VoIxddYVje/d6TqojBXnQCfHK/Dx6cKIBbNXRxU/fiMo35aNasqruy8LcLY/NUH7ZCTbx258aE0y2tFICoBvgMfT3nHjQrc0jPtYThGtmWeCtJVpyRuoEaaLgQ6bzcqkxHt77PiQCh6aAxWILyMD6n7YkbBbF/h9HDvIhQjM0RlOsH7ZgQV7h4fNDgKG1MevNzRmlj5SKWnS3oCOAF8YSTD0VSKCH8Ohgm/XPjmlgBqfQM6C7ocDbHbrmNOPR2dsHU68k/i0/NhHgS8WGEGPMoHyY08TSmIg9quKEh9zEcO7Jn1oxSoQvgzwDYzF58Z2VRP5XqGZf5V10PEBxy/jI9VCdbh7Cl2Dj41k+K75ItRRsYj4OPYH3GSSDAdxhewTZDEr/SDmzH7dcvq4zgYuxgJIJ6LwftkDN98zAwZ01BGE7+2RAT85gcdFnJV+Aiu1e8Vfl84CjpP3ToXRmD6+yATo5LyBC1J7hRJed+GF93EbRn2p48hjIkjfwIa9jSI2R5dhyPhxEjJbk3CqywBQ5r1CjvqSiAg5D7DuDTw2+CoIQLpdMUM/rrL5GpKZrgO7+jJL2751J9ZN6Rh8rORJhzoTd1MraO99mgDLeDGCl5gx+AmQMH4fNsxuhSLhYzpuvO0Ijb5zu/2ySSTfLg+7/epl4ONQL30sgFpXUnb5MRcRMCWQFdzEmdAnGP2wPThB9U9buY9rZ11CRhfZxpfoDdQZ6GCj365kiPK9QoNw5Q4BfsLGjU8gpG13IDPqPbZMfIJKuUZVjDeQ9/itkcDLXsXqe+/RItebQEerJQH7Mhauu8IibQfSWuPjz74vKpjUjkLH5eMxb/iDBHU0giG9L/NR+o1CxbujxCJ93Dt8o6jgsFUfn967hIMPZph1WRahL/P00B3o8PYjt6gf8/DZhfuxixKZeO+OpA4BQU+OYgr4BhA49sE3OfooAwsfV5GQJnvmAMdEo/0Elxv6gw+ZffQPP6aDIW1LmQSe6QPCJyCx+2AlaBfNQfYxHbs01xmAPJPIzicQMWLfbX71I2dW75XioC3LAMhhouzeANfbtlvU6qRwXh+veaM/aInlLzPZGxhgOYUja59+4B+//nEJP4boJ9QzXzZFtFM1tW5TzvRxrcwlOaWGEgPhy1Z/dCs9Avv0iIuPe8SpoqrapiHcPpYDySl4JdFQeXVfxnphuw2Kde7B9mPUJR92NvRPCUE+VuVS+dg742J8PAZDqVMZSo75yvkJEL903KtNGjt//IaMf5jsg2m1zL6sjogOQk5C74Qk8N6lrlJuJAuuCRf6CQg/9DsmApuUDYWPm8T1ujbJfQRVy3urOnmlKxce8wHBl8lpsK0+RTe1vfv4NYye0JnJnc4Q38COkX0laqAzqcPjYzlzdAUAXvzpiIwvYLuhF8JxtuhRgffucHkIxiNwlK70ZkUYeuYSOn2GkpCP4UiWuoLN4JkTvj7BnJJN9QPbTZm8fhxHUkt2+nAoK1hfoFZHb1EYprMgNfyYRx4TjrjuJAqRjz31ugY0QHaPNnEfuwrhI9oIgHH0uHszr8buATNz96gM/PgzS4cBI05XIaf58WukrIAz5pc/FD5B2pK+ATZzg0pJ/bgWCi/h5wrr4IN6swBk/UWjVVfx4svHckLIaRl8cEzJ1E9wNqJ/LqHpH570+HhJZdc0TLJlVPH3Dingl9wNzmNs8GZsfJ3zx2+7sKr7WAqAvlkEuF+c8fhYDRu/lBKCy6YIvdldX9/ki7NdCDG+F8qVY47YhM9CKbzZXFX3PICmU5p4fG/UGllGlC9eIomCT9BUpvfw0+oactT42A2nrMNxDR/RmvcJmNR0V+ta9ChCRT6mzdOChqfcQIsWX6AKaddVyGdX5Sp8b1KRJtyxgiPwWn4B1w4d9Ayqb7gs8N4qJXmHlR4vceb5CZBG9xIhUjYAtgjvTYKjm/qEaAuamh+mtWzUL13dMQMkfFznhBaT0UYnYjL5MKqwnUpnRPcKBAQf05mjDYxp0IaOUT7sSUCXlJW2S0kz5OMmp5tJELOtRSXGx2LW9BKWHZqCEoMPW1C1v2cAdze07+M2XuDbJDKaUinLh+m92apd5m4VJCQfV3mjCRg+0IQBEj9MqvBIUI2tF7fjYzlLYC6zL7Qlk8wPU8SyUZ3W7J4HaT6WsXYrASfdB2eC3hs0QdMtedBwiX4PRsZqJ0ETsM+Avh9/Gm7SKi07LwvIx6+hsBYYbnRlBMEPa4zqpIuEfe9pyMefFfp+upyTRx/viLBb39zoOuDz8fEWTt1gDhvtFpjmwdD47VYtEroBvnjfiySr9UYkabUrWw+2Ra7zkCFngyBU/PjTRe+0oXcIUNqPp7xxTNisNKDPJ2+WQat3moJtEBMKP57jxzXnGKQJDVl4MwpfNpE1ss1Yw8PHRABsz6owm5LFivdSPcIyZpF0iVjZD8M83TyYfO0PSazvnaIBxwjsoUvczviwTNDtSUu5KW2MfdzmCn7hJIEm8aL7YSrAdHnAlN7gydfHrj5kMapT/IMd98/EIHVrGLDRV7PM3nvUpvUiJbkakrAvMD/Zr1o6aBxTxnzMxMp+NQo9AoRwznt9DrUiopwW+xHwYEri/pl5tycp1T5u08o1uTiYVUhVfDMPWPtVSJ9cREv0sewFjajEQoO1PT7YqY5eGkXZ5eoMfVxrKpc50IFX4nDwZ19YN44cUttE3oGPgXj17xfO3p33Pn7DJN8CWOOUVlJ/ZgVqu0Jw8q0qQvy4zZaW1KPVUJ2rD7YDQzet49AB+LT5uJRUE8j2i0HgYyZILEg02Jybbj6u7bAA2EljcjnzYUZU9FEcXPsBafdjMGo45thl6azngjfDobVblALZnHIxPnbthAGgWKEvJWD4MDnKfm11/EJ5En7caddHZ3zZgG547z0KwjNrpCml7TF9sxlfdmsbl+9godF7d7g6g+wCfWTj+2AvBndrE8Mvo5788ZUqfWGPUBshKPFgM2D00x3LPjXh6mM1r5wLg5NLGKPzZ0i0duYSoT0jyczHcEjTXN3mdGYFrw9rYqObBol1KjE8740i5FEBnrjkDv5n8pfuGiSB7lpY9DHsomZTfD7XZcMXAHK7NYNgNw0Tcz72UaYrN6Wit8bQH9fxareYktfZ9nwB0CVd6mjDRFS8NyiKX+rQk/MEId/MCJvOxAGd/fUD5uMeXZguvrB5/OMfjV1JZeoWw6DlYytT3IRVoVyZOPdmUKxsyiRJ2/OHxXulmKBFoANBa/4dfdiWDV2JAyYbrAjDx7dT/ISII7JlKeKbnc7YH+JgbR6zaB+zeTRHFKca84uTD/tipKs0GPfXKVQ+/gQghjbKx7ZmXKyDI09MlPuzGm17tWr+Ftkw+7GTIj0KnLHvKYwDH0/p4ghIIfBAHpl/1oKvq14G6XrhLz4uJUWyv3t/Qz4mQtqjQFF9oRQtfTxHATdDkYYLhpnyZ5tUO5XJhe8VusL3FrnRIX4qwFOwGHmwSM+eesTtolkd/DhLKgfxY438ZM/0zdh02apZFb5Z6GD5eJaAtuzxA7sG4XswCl92alaK72yEK+/9CdQhNunAUn4aH8zRSNymG+FMw8dARng1wGtpaD8mMtZd7cq+ZjZWPw6jyOteK3AGfif+LEJfRy0ypksm6t/7I4SLKCKSURNr3wzNjp5q1aQ7yyf3XiA/HqLGoyzlSL+ZmilbgmKKHVqL5WPRb2+tuuxaqgDxsRYurqHnlAfpdfgzK87+KupEi73gx7CxfDGwiXM96fuzNhq9FZPx29VD8l4kAPyODRRn44PwZ41VvbVVwFcACNf3LkXgekOeL9hZ/TPFxT3IfWzRG7cfy3EqddVAqzM1pV6MB7Kz1oDS9aAV4L1AQ5yDCiFciAiYP5P6666QCLpVaRY+ZpPGJRfg4FAzNPxZGIz++rSmiyag+LiOLI+NOHIvDg3+bMHhdgCiwTZSiOVjOWXkoAycOpOQ58WI4HZfLYdtpDHq41crMpBVoL408/ZiSCC2ExK6Ow22frwjaC+Zo6EDYFHj4zm02sSVC3DmDhoP9ta5mZDR6Fw+nB9PsaJLSNACY5YNeDA5LqFDdj9E8LFniLQTAX70V6sKH9+O0GI6cvBEHDy+QAgx8pOrKP31xo6PtVzRXrdFPHGG8gVCvJFF+GTprnW+7wUq1QOMPOGMUWa+wIfSDQBH415yg8Z7k9rkSzEetIk3sS92oG1zIVntJa5GPqbFlE9syNQlMOW82Fnl7lEPOpzkwXuBSuhLGiXgvLgPD3agCo/RYKxP+aHw8Td0Q0mhs02rNL0XCoAso8cMXSJ09sXguf392eltD4A+7pVHnxj2kzvaj78AtpFRxJ4Ho8l7n4DozDs8uKjuyINhbdlG5tXu4KjBx2i4+jILh4fCnHiwAFbdLEGKduoQER/XoZNfh/J0CAQFXixwp+tFkW2rHu34GLaBzMolVFtaeXsxQv214KKpt0bqfZwlSw+t9uAYPPO+gODaBiKY2C3Mex97pvg+ysDRWdX0eO+PkC5KIINvKAvyBf6EuqGacjYr983HnWq6MYJE9+oRsY/d1Mm3V040pVPUi1XI+rqo0ddbqxo/7nH6uZmiT7rZfgwHitZ0gxyN2pHzA2p5tqcDtP7hrMrHtWS0JqAiadnT1w9wc2Z7njX2ysitj11dNSaYK9IDah9+gBywL4w2Rn21yO3HbpbAt19HnDIqwxeYA+seFsiwW6ugvBeIlhtdaaM1zIW9GIihLgQBerfKePt4CxEvglSiLygZ8GIk2LSaICj71cSFj5vcbRmgDjoKK6ofF5GibeGip34afmylBRzlsQoHUaDwC5Shfb1sSeypePvj2xXw6gkIPMQJsi9AgM5m4WBJX/FlwHuxijTmmiyy1gjTH6DKBDNCtdivP9R8LOuGD+DwQyN2tnixIHHSlJAm7VcitPf6yPIwNAdaUc6UF/PBNwul7yyeBD+OQ0NfVmoZC0yXH8BKV8qZxWi/Run37hThYqMgdKKRqRcDkqX3RFDSUcMofDwquDUBhXQZY7bvDXp9uUOFnNfgxw+YDXAlNUb3FLupjzsPbBJjdF2HBR0f+0jToWS7umkVL+/lPsIyciTyEp5qX6DJwbduxrFdCXx9bOUIb5O5Ws7F54td4fnyETrt1lj141tR/pakiqYDEuXFpph2ryV2fYkcm4/BIMEjvHjyEk02fAGjyv1hwVv3nAP6WA4AbUILg/wixJEfoENB5+qz0ZdUyb7XaBUuARfGTxRg8wWE3DZl64z+OaHIx69GmgTpErkFnKEf4EkhwZCPjuRKl4+D6G8NAif2apbae4/iuF7kmVZLIvditEi+OWikbtatNB+fLn2nVBjdqt3y49kpfLDE1gUEoP5YD+kX1pVwp17xfK/RC17I+qQNrBnzYnU67MMhnl00DNjHoRwK4aq66A6L9/K40CEuDMlRrLz4ASH2OmAenV5EdOvjKZhpcy504JhDg0+gy4ceVOVpQznS9vEOuD5ZJ72IDzYfz5mRVscIjWdqKHwCWdq2gzE23QiPhPc2zdCWa5rkLWlqfsAGBntPqEY/wj39uMwcXRkDgizb5sYPmJzs8QPNTsQq7mMgVfpgD28XxYHh4zk+aa4jQHnmi8knAIuhT8Hpsk1Tvx/DqeOSmrMaCsqXHwMAo2PFFtmmkjY+nlKDS8LgmqkG24+FlXYtOjWbCQUoH88J5RamYLXTFd6PeXnosBTPPWeI8DGf2wbqjroSAB0+JkLVLb+0dB5DSj5OA0YqhAISjrnFzBMgLe0f1EjpPMAOvJfbSYm44XFNB15PYNRDN5GhrePAc/NxkQ94RejsI0EoP0Yzyys3FcwlsO7H9ih73pbQbWQG3Xu5GbjlpirsBdTEj92x7a0MFTqTMKAfU/mgKWCi8aUgFz+A77sBhGHrS8L4+Nj2Ul9IYuVMlBR+QN6HXshAcosC/XjvThseItIRjhJFxY89KOyZTID0GUmrH8PxUOoKc/HMCSyeAI0ee6oMUTd1Pf34DZ2W7GCAQ/UhP0AORXccAtxDgDI//jzQXRBx6ivmYj92neUBYjDwy7oeTwAFlBYfxPqKFgk+roWVw3hsjtlNn8BlZp9sZLFB5YB87MqEk8hwCMcwMeDHOkjoNYikeublko9BAXRKri/7k2vIx7WxvISWCPAMAGk/lsGsG2fDhp6qF+ZjUCCXUtvGigEfi7Z1zQfyljHg571BTPiljwZw3p2VH2PR7V6pIddVJ7R97OWDJgRiyMlC3fyAMdKuLJwNPfUyzHuJ7rRhrQJeQAODHzCgQ//UAaRPZuF9DCdRnsEnyEn4LT4BRjGds4nEbsGV+hjOEH5ZSAh3Jej7sR143ROLqVOucPNeKgayDDCZvMSV1ieQ6No5A48256zce68AcMxVT9iLTOOP4eD20NQcXQKe6MddRff8wNYpd6beazVFpsGmi5foVU8A8Ue3wYi1L8X4ffwjTecRiLctRUx+/NrFMb3woK0oUeHHpHh10iiM3Q6Ii49fCchefCzwyqWhJ/BPnQcHsF1JB/mxHM01+9TQWCh5/RgUMr2nfna1AIsf81jQrWGAta9iSb73KFLrTbjjakwmfwCTkf6ZIt6Tggc+fvPJNdFmzfK0uPzYalE/UlrV72LRPpbjJs/2GXFLRQZPIA22exnp7a2Enh/LR13IZt5+dIL9GEhQ/5bZ6l0idx+7ESDfNsVxyqbNJxDG040g6dh9Nng+LpOAX8ohIfNgrv5YHKxuGsCwYxGafUzmDW+aYMglrZCeAJRVNwLkth2MyXkvkyzPdFyUe7iI/hibLt0JmyEdaQXax04Ku4BPvbfOCfoYywH9lhSEN5jz8QOAfrqGn1C9FQGA9/J46TgpM3yOsPEH7DTpcwstGz4T4GPRyc6kC69nrUa9l2kGd1rTgld4EfsEmLb0HtW54RnvvUAr+CWNMnJeHdaTEXHpS3CgbS8QLz6mYspL+ECTS8AI82RaWTrrG4xvj+/OxzsQ9CgMwr6sKOh8TEWWF5iShgvabj6ZGcH9bJAEnFHoUBDh9tAFLB9/tuhLJGBtriirj21X+Qluo3zCh8yTWeHoqGP+O0aJ6GM6NrgYCio8sYPak6lBsF+2RywgLcjg3fe1TefHtmH4gU4uvJBBnCcTs9VfO6BxOpueHzfhST0N0f1ig+3jLrMcRE+XV/ftk8V96ayFdLo3qsD5mMe6RlV9G/AdH3cZwufcKPA2IRBPxqSvT1GAqVvDIj/eMaenXgl1Z9sQ3wt0yUPYMCJL4Z54srUlPfXRQldLmdX3DhnhIQS5cqth35O1efZWFEu6EmwHP8Zig2OA1XCiFWaebIKL3opn5psnOPjeoRC8btCQvx1BPhmSqv462gnfOIQ/xmLKE8MK8C8nO54sRo7eimXIV4DT0nuTOLmeClquNmvgyYzs7UFYzi1qg/bjODRKXQnd6EwPdF6A3oPeyiTW9fYoeS/PCq6hyQFeRIfLk0V40F0fHbtVXFwfswnCJeUScKgba0/WwbK/MgWB9ZGk9/Ic4YsfVDmY5YUna7Go80B46FMq33zMg8i+U9K2jyiRX1BSZwZg8QII7bZegrl9ZPXpY9cyspMVTX05xMILQDzR/dqkPUY+9gFY+mhlpr8aQfw4VoEGi4PJD0lM+S8stWk4AET2VybG9/YIaTEnQ3iiKpH/qvKatlmmrr8uaXlvzwAtRkrFE7F8/VeV774Kq7OZdF691ymHvKIrhDbhoewFkFjbWStUbCZYFHx8JkhW0elEl4A68QIuJ8swbtO4/XGTNhvKh4JtOgXBe6PkyDKWmOkSS0K8AEwFXy4se/21KvFjJki6rwnQbNXHGx/bJpCvzDmhQXhIfQFCgrqwtGS2KqqRj6mAybBKYrVll5EXMMrAA4QdJfb7+EeKL2Gnj95qSvZxlyp9hJTGLVh58F9E2r58pEp6KwMt7xVKo5E4fPIMhXP+K5SoG+OKyl4llfu4zap8uzSrKZM6X0CToW+MpyF99Uiaj9vQgW+hhjjlktd/0Xjqyil4slsXZ99bpMWVrIhoDJIBXsAVou6e1Y/dSubn4y8OONLnka5g5swLyOLW1TtNsV1XSH3c5Uw1MbsUWLaPd1x+s4TxdNVHCR9X4YKn6BlyS0rS/zLxXysXrnRVJgcf0yGDq1gecRBWSv9LhE/pi7S7/Qq15L07rFyMtOtEI0TPtZNa2uWB4X79vvn4Sg4uNiGHNvSWeK6gOXKFMkj7lev53h0ZnCzBkkY8Qua5emZ56geYPaXC/jjIiw7VN/cmdB4+Rj3QoWbRbkpF7L1QtrCMIgR4iSN0/iuRQQeQB9uZ+LF+TOYM1mSawUvk3f6X4YevYgSy3bqkxsexUzhcIZKGq2PiuQoAfR3hxG1WOQne27OEN3ictRxS7HOFPflCACJgu+J1flxksWeJIdCZCCjy3qUtMAoScLgJ+e2/BNm+NRTQ2KtWUd57xLmeBVSt9oQ/VxqQLme612UlBT7mkaYFFcFWBfDmYy4OeCHrAD2GRvVcfqRfL65fWzVHz8ejkl6uXneqrnqvEBlHxJqjyW5RPNdeh+4ABm0/ggX18WsdfLShB79c1fFfCkZ0PS7TfqQp9WM5iTBSGc0zGTj9V5lcH0RV0kVvYPi41i3N9dGSZ4pg8F9gi32KS+I2tULmYzeRXNIRjYYS3fBcFEII4JZuJn6PH1c5wSt02NFJjovP9QFJ7zpTtplggPNxkLrORcndS/rmPqajgmPgQdJKXZKeqwOInmGVS/eRxPJjJLaUTL7dc9b8+M2GI2VAvOCYYaT+S0m0T1Ytds/YK++tUnPkjBosrhl4+F9GGPj61mwjF+B8PCaNV8L5g6+cMHsu0A79LwPPNmIh/phX9T4NW3aRQxHvVRLDQdStgWOdqHiuHQv65hqdDiNI9+NPXmiXYROR031vTyEPMekFRwGz91xA4Homkp0+Q4nCx3GoSl3zSnlmhrj3SsOCxbzXWcQBfewqKleZgeGXKvh7gWHtnJcaOgvNwY9rVWUrVSqe6VPivbpwfjiTZnuy6Pz4lQMnEScHvOIw7rlcMXTLJ3O2JxCAj338VAZ+bh6QDD6Wk4KbIKQDc4ZZ8VxSdO8cs6SLgCr8+Ehm1/wD2jIMpD6OQTjvDfO5aLu65wC6/iHIgY/T0JFZKNjhJGBrvNfXC4+fo155JfReKEy5hRIrbuI734uUR3cBhm6vuGD5MZMTvUUPic1ZZvixmzh+iYMTjlpx4Lls47onV51OqeLuvVMGZBmtqLyEFA7vVUTuLd4C7BU+H95LZcoznS7hqS0tzxUHqRdZfNIF0bD4GMjSkUWtvqeJ4uMpfnJsgSZeicrgvTireg8kNHsSCuzHnyf6pxKV/aGv52NXUI4ZpoeCRx86vouLrBuxW9MdjFr5eI5XziJh5iAAML4XCi39U8zFpryq/Lh2CdcMhKMg0srAd2mt6Z8swPbk2ObHtUlcc49E2SOV97u24vQlDtK6mBKHj4WQ6V80lb3rY8rHbZzIt0kdOGVS5ntxINNL9/p2HRmKj6Mo6UzQ2PQAdRg+BnOEK60d4BRuv7yXI1U/Apm58yTFfLzGil8mgSAvvdF31VH1JWlwF0B64L1HGPiSjMQvVH6+F2OWfgTxad/11L43agfPPEBEZiLd8F1xWXrqF6zvmRxGPhY90Of3AuHglzWCyHlv3e8KVO2nlIz76sj+2BNMZ3IkyQbgwejjKVC8xFmPjAK19rssfOmqlETf2BMIPraigI+NIcML34y819phR5U1+o6Bo/34FgYXA43BE2/8vNdagM7EknNrMX1+POeLm5hBR1bxhuW7Jnj21BcYvlq6EH58m4ATIIKAH67Qeq/v6q5Xct/JXuTjH1FZAnRTdXR+bPpEtcKHrpW9Ix+HscEt8brIVbKkvqvGl97qKvYljHP4cZYbPC6Ui78BafBeVH99igIbvKjK38ecikBcl4HkgI9Bualbc3d2xeV7feZ4CBJR5ChtcnwXp4+uKsWi+8qj7r1IgRwEaCxb0dPwXTF49NYi0C+jiLL3/ojgckjceFzpgPeCuuqtc+a6D2Zw+Ri2cwuNSfxoVfS7nMzor59YSs2KhH6sJY8bqlHBw5CofZeaHb21i4dvgC/Re5HguF6HIVxt1c17ETHorRfAdPWC0H1cZ+YY0pTgSQwEfBcTw+7q1dGl+iL5cZsiXJJwAIfyUfZdUh77aw8I+QBc6XuByngigz8+Vmnlu8w0whzMaNivXCizdwdTk7lpasQfSh+BiIQ0F1VQ9yuU7ezdYaLFSKl0YpGojzCa4dtgSJLdGleYvUVpWokACo0hbvsIsQK+MbCE9iqp3By3WYVvl55oyiQdHwHNTkvjJd2vHWyOr6zQYh9qtaGg6kcINfvqsXjbrWU+5/hLpEaSjegKXsQ+QhXa7iPh3qxxrGZvT6tukCGNluMR/QgmvF/XNm5bdcKBObYVg7F8cTUIDQYeEojrQSeM7SopNcffE6QSHMP2FO+FOSYy2a2BJrRXrYzM3iMkWu+CkVZ7UucjbGjxhe3k2qqrh7Bn2GhLAF8PuSOmq0jlcrcmUTHHsbMazhFLw62p/AgixmQd2ewoBZbmGEibwa+n7ZoJY45HsXSoHkTbdIqA2StFBMtg0qNLMOl6yAFJ/QqIbzPxITV7nVDhFX992oQG1YccA9P14gZmp6KZmL1CWBrxC0qTsekfwfBIz3rEspl0sZvjM2SwClgoXcKJ7CEHgHa1tJGwVbUkzDGXNl14ZUyPjTF+BEEOfasLd5tOMZjjJhhiUwTYUYwm57j0boqLgG16RWmO3UDQko4oNJQog4+wAMndDBb7iOrYHMvZgblSzHTmlpGH5KvCleLFXqInOcd0XmgMQotaqYrVR1Ag2vWaYOwjVzrn2JUWfmowQF8GkfGQeTG2AC8Hm8lejDmuokJXsITTSYYpPkLZhT5oZW9RG1vmOA5nmivhAJ3pwcZDHorpDjY17CO0T3PsgwiA0SbbFBByjoNAdg6ZpPsTCeHszTo6e3NCTms++HrIySC7b4SLXYRwafYqxWoQd2jg2NEOH0GptnuwVbI/O93muLbzrI0RkcYME/uQGyh0SlnvzxKIc+zaxZdYuo1QEDHHY8J0ZS0efAVD3kcw+u5CO9BNRM7T7O1R1CEmH8BRwOT4CEJ1tgPYyz6iyZ3jJYY9UyawZyxZznGcz1LXQjA6c/LCQ8oo7Ss20NktYPSYYzlE8pMVETqTa35ITxKdM9Rut+DLMMeua2Qnvjj6UhTGQ+qY6yxo/XaLpSNz7OO7KwsZNw8IIeZYzqY2YWgEc1ax/ccwPPsDGyPbUwWZOX71oEnUAoFX5Fn5xy6m+wOIIvtzNp3jH3Nb869nyzCwOnuBZPUlDkA4743FP0bR6jsOEG7LfWP2Oj3Km12WtInK04dk1cDDb8WudFUyx2akyCoOgXSJqqaHVN3dk8CSTZl5NHulgGQZSsJ0CSVEHpIKi+4JIm1XLsaY4yZRu0UDo71ip8nspZJ1phMaeMoo6B87gt0CyMLmNPA5x25eX+KAA0d14PxHUjibxVy3WcRocxylR5ERc9sPb8Ic28bJV0ZjaBAifh5STlo3QsPC7iMANsdUtAzbAYe2HIt9SDd1+pHS7+YLop3jUKf9Sfa1Kask57hWidYMjKPAUQbgP3Le9S+aELvbI8wct3GVb5neNGXS/JFLi/uTRYE9OUY4x7VMWnNPR5k3le8fV9TtT6bG/WGPzRy7fmrMMD8UNJp5+ccUT9uTTZVduQJvjn1IdiWjZNvrkHb2EqXhSbW3GsMIrI8MoPuSInaba46KOf4igCOJEKIt8Ih+ZNZOZ8KxtgDMnTn+dvcRRMt9xyM3e6M8deaBGjJTX/tHx8V9BLLOzpsAz/EaLH2ZxE9eWjv9xxhsH+HwuPfOwJljVA2orwK6YyQ4zd4dMlxM9tKJpFgf2QCsp37BdmenfM7enS8n4ypqxNbPj5RD01WXsHS7hEic4yunXAzPThta/nzkG5GuSoeoq0XA3RwTGbJ7VNGGkYTOXiAc+rIGqZz3NvePgBk6axYgXckAZLO3JwZvUGel5cYMP5LCm97qOacLoUacOY71weHUuI676h8ZWbqZWL5tLaerOZ7zpU3Q0JJVtJn+4xqN7mpBSxcRDtQcj97YTI5IbgCTlHM8BUqXOOOSUTyh/cc/3EzOONgC4PCY4x9heuusTzcADCyz9ygK17OAp9WeHPhIEEfdtc0p3Bc8zl6hQ47Yw6cJCDDykTM8++uMNTAGvdc55mKCF4pG0WOCXD7yhWOf0kApzctXgjkubdFfmQBlAl1HZi9PFb7ouEOD2TBK3ZK7syvYZq9PnQ5BwoscpU2Sf9SC0V9FpfAwMDHmGFYLX3Twp7lS+V5nN7kDBUbmGLUFX6T7ogWoqUr1dF+FZJi9SH0aRA8j2Qrdgn+kwrFVKYjpWhkUM8dhYmjLPEu5ilSaf4Ra3Kqucd0sAfQcIzHdrRf0unqrNOa4zhKNgU0fT+qmvaMaMrtVjmj3QWebY1gl2oLjFH6ECvuOZkK3K2WDrmKVLnMspHO7ekG7VF9Y57jNqJYkNOJQPgS8Ixgr+7VHiEygC89eIDGd+NbFxziMeEcns/sVlKd0gAcIc6ylgTZ8o8fDSG/fkcnnnrKnIK00AIU5PjIn85DY2a9CF2bvT5kGSyNGLxYIfUYiM2mbPHK/Sq3N3h0NWmxImE4kEvWMQozfxLjO3frUYPYCYWqjzC+t4QLQMx6Y8Y3hc7lXjcyZYzeG8G2WCE3ptPqMC7pkSx8x9msPK3OchU4PKLPViFdmnxFIyPdxv+7WFRLmWIsPXRTgqy+UWfGMZIbdPQNiduuEJ3N8K0G/TRZqOjRuv7gFzFfLDDU79YbeHNcJAbvGbXSItZ9nDMzRhAvYnqLnNMdGGnTnUPxtVwWwc2xFUrdlkNNysBl+MRb0a6HQartC9Tk+EqRbg4CRvZoVN3uP3LRe5JZWQ+LmF1VFfL/ojdipc6TmGLYSZl1Doy1p1zxjHyObk8392sM4x0P+xGhpbVW+tzkWktitIqVxp4rpMXuPmHQhi64+0O36xSMFOlTrhW1aRcHshdqBZYAa6RJANDyjBjm7tYvjN8B3zOxFktN6HWi5GivYO/7w6QGq1PYSE5ezF+kVvoQL0id4mp4RRGD3NdLHVlVNm2Mwd3rQbkcXiOD2i0TadC4RWXsJn5tj2irYBJYjuoQL7jNSZrHuYNlRRLXM8Uyhe9nyveQMkTlOAren5ETYpqhlcwxnhJbcrKOhVGn84qaPndXkazNBEWeO54zQFcLQaqdI+Rc1D+xWow5fxrm62fuDQss1ucDjhsy+o42y7mAM4TbCIMUczxGCgc5sdSbi/Iw/+nar65svYX+b4yw9dFyRNf7GY+odY8TZWA6621QzxRxPuaAlvXSaSQ2VXzTxZrvWmPP1K0KcYyOg3Y9QxTYiR2GOX9vAPrJD+lJNnGf8rOqDpF62KI6nOZaDlubaIUtnolDyjKJVrLB82acqnswxkLgOuKXGNrKXYI5/mO68Rctt5Is2e6GgtCUlFPylkPIXFx87JZu8zWMLldkrxYD0A54OrekH4hmpaG08nbWPrBKY4zQgdCUYC7iLEoRfPDTQK8EQN48kAOZ4jUxKySNFY35Z8IysX/adkYxNSktgjp9Y2YULPmzRIM3Zu0NFh4Bkg6OklvjFv9luyfi2edg4McepVD1zSeCekfRljuEAKXVli9SZFHo845nOziKI2eaEUGSOa2eZq3GCxox9fMbboT3pGrg/9SrMcW2rLsE6AZ4BpugXu5S9RZcQmzNA0Ry77pADcC360hHoGeWkbg9q+jZohrg5di3VJCCYgGXI2f4iGttOlZH11fKVneNbMk3gG8UPLym844Wx/oJKxF4Ba2SOfURu1Uoe39jFEXNshYAeazPKC9Wy3nGCmh3lUe8LW2fBHA958lBUYvfQQWKOfYDYqLL6OwbOaI5vN7UYaJcn2vDwjpIAtqYg2pbhdTp7g8Doyx9I4Lw8Hr+oNdR5cLmxKb+gmb1UVXKMMWC6hJsUH3uV6Z5UCzZli7XZS2VDlkGrpUtoWfr4a7J/Ak3ZlBZ+5riNDBmGgzVNQlPu4wBBNmeACZvF1tHstYKgMZ8QwQNCHP7i040OSgByU/585zgK0IorHHaLOyhz/CaOvvRzhb1Uu35xSXGbLqjtW05g53hWs5d04XQBnVBm79EJvdRklV/YcOAd6y5sJt3OHiANzhyDQdVKdq6cQpwP79gA7ke2kuy8MhrmWA4QuUsjkLYs8vfxHWknPZPdeEnczPHrC3kLFpGuLKT7eK5DL8U72ncp7ub4B+PmIWdlV5pAnWM5e1qTzw8tR+DeK5KRsnmAndiWS1Tn+LWrMbtUod0gQvWKYTb798zS7oZqmeM2ZeRbpTlNuZTg40O7/YmCzp409DHHbyJozQR8ZoFLq68IRm8eQ3s7RA/oHP8o2l80FnrXx5k5bvMEvk0SwSmTZLwjWmBfosTM3hJjNXuV+njT5qS24Bj0cYYhnUkSAFtLA+wci+nkTFBWtGQZ7scVLHTTJW52FlCCOVZiZZOOANP15mbnGEiAfcTRs+9leDDHU/DgWLs3Xtmk9h239jbCV9kd1Did4zmHcJYUbhxEFtQ7cmnYRWSdtgMlJDInmJB5EGi9ohIru8iXOduvzMcck2GhMXdmlN42KXvFPqOjzip1x3BdmOM6MReLEaYTT9B9LKOqqxrpda3syDHHdFq5gUMO2nCt6mMcjl01TWCXCtzdHFdJ5QQ4XfWgnKuPaRToUax46LbCmpnjIKC7R4luuDvOXqAZ+rLGmpxnN+IVfShuT64XnVLFhtk7tWEZrhx4iVWeh3B7Yn8GkvYPZrdzDKXCXnLnurlAO8wxHSN9AkCrbELMxivCuNqeBrj9Q6eCOVZzBbN44IWToBL1EOJg2DyMZHtlU9bshfIBtwhDyE10oR6Crehe8qHC/pKSmuMqPboEqQeZhCnqK3Jy2UuGkG6wFBvmODS2t5a16AZ6gDB7g4xwum4bDWfm5GNUCb11zllXb/bJHG+J5XJfbbTbmJWPm5h1V9O/7pzX1ByTgumtWeB0A4yBMHuR3HA9EpdaDcuJj6fMceHz1jndoJhjHxxej3iQkrGiNnt9vrgiiTc6jDXLx20A9NchUHKAn7A5ltUcsUyLBnP6/BgNmD4FEFHmTEFmjouUbRZQemfRjTHHrkPgKhNu+GUKtocg5XKnWhF2Z2Gn2Qt0RYfIoUaWMmX6ihMsN2cLMZ0FCKM5rkWFrwIQ8cwepIfg6mSn+onocvkHs3fITIeQ0ERmzWTzihKmdqoQre4smw9z3MVQg4iCZSkRvq/oKGuE1R3TccyxPGFnIhHQZyhFmOM43DTXvC+emUHqIZgG6a6OPd+qpLI5bsPEJfNGNVRn2HuVVLsr29JXgurhHBNB0FuR5PjGPmLn+EocvyABiS66jXuvlJne+oVfwiONs3dnjWeQg0YfQWjz3qsBu5IJqHuyyDDHUpRsyteu7ik6Osdv8BTE2dvjmGF+HsIOH3sy7ax7tlbN3qomCuRomcI1A+keAijtbv2B6kLQpDN7ed5oDbdPvMiFlleEi3erpYIuhRM7cxz7ozFILuBEBdS8IpvYdv3Z0O0w5MAci77pqhJ2vl8qkM1x7+mqT6tfLT8U5/jLLLccnWHXtsj3LrjRU0uTvldsT8zeIiA8hJIcPAXyyHvbZHtq1tt31ns7e3888BCcFWApQRHeG5e5B6HA6aI3Jue4Fq/UNcICniniyEM4sWW7PvJu1YAkc8wGhpaMy+RQNjC8ogIl269r1o9kIc7xDwDbAU/QjzzJzfHrnnz0pIFftv5D6IBl67059SNEV3Msp1FGsrTlmWtEHkJlVGeCZ6Z7NfHOMZAmnQkWYOeqkzHHU9bwEhiUwJdO+nsbcfQlZCQ7AC4s5tiWh5vg4ghnpk29N0KW/doEBPbW+Ju9PHx6scmXgwlY8opZhfu1iALYCK3aHGMx1ImREPhXI+0rVgnYUx6wgG3pXsyx6J0ANWc6kxCec8zkrfcoxQ4nOTB7gUrwSxom4Ly42vdaQm4AHDZ0Jndy5pjMkZyJxYmX4Lt8CHtftlZTks7Eqs7sXTIio8DLwk302Ifwp7WhkPBuSiVt9kKdkWWMfuAljkB4CHk/3UiRqd7nemSOnSR1Iz1uuwO+vzk+k4RfcikDD3GZ3ruJ2I3cUO15X5zM3qdAnqlXAibSAPXeFjXkOg9YtysZptk7hEN7qaCgYx4XnrBwMa1DUIX9CmB1jutAaTEUL3RiCQ5P+If37dDjymYVkjR7eTq10BccmgMGDk9YQuoLo/Vor4rGmOM3PODbtBuaUgvsCTeXuNbs3H49wTjHXVY1l5Y3vSj39oQPwLpwldxulVWcY1tYzZbhU9+xsnnCBIhfSz8xu3WMao6xCNFBlqU6A+2UJwQR+yWj1WKjMhmbvTydMGqNJS3iR8QTDtHqIjCUsV1rxJljKqqawYZHXUfE8wkRePG1NQd7CpnlHMtevMhZ6KpM+BwHaerWgGX36tXo7D2a1HoUomg1JQ2eMEvyO2INd7f2SDDHoji+aK407tQpyznGMgR+ktmmQXh2eMIfX7pZPiDoqoxzc1wlgTyFapVbiqDwEMQGhH2Q26+KcuY4lEc3FfHNVjWBZPYyPdGCcYpoMw5zT5i0o2tFVUxXNcKbYzovV4kLw0FoAfEQCih2qDEStilsltn7FArLiGFDl7AR9ISptG163O3USLE5Fs3B4zarW6oqmGMfnbv1io6vgKwwszfpidZjIcfVaNs+sc6arpPavB2l8csclwmgA4+saQQ66jxhUWP/3MTrk3Ef5hjOJ9dsCxrF6qTv/bZ1zyygXpkJNceuVzjmLBbSPefJe7leH3AFYCsJZJ29QzdgEGMm9IlJMU94pbV77qP+Ya91jmvXcE1AAKRqaWDfiwSFaYfELcUuaY5NEXuYiaytpETTHHeRAldSgdMmuDmekAqLbgwn1L565Mscu+mRb6FIcMolvocgdaCT9XDZSorMzrHcZbcC9nztSM3MXqIlXSfkBHcr0vSJb364YjH5wkF9mWMvanrOxSlnGyL0iWsk7Ck5RLZp75tjOa8lS8XoqJ4SPzgrZFNFbW7TI2bmWA4CLclEjoZCc+MHZ2Fs1zA8XzU6GnPMHXS9JSp0V7cpcyz/bKkPbvu09G2OX7+0hAVuNFcD4Q9yqdAtlGDUW5VUmGMubrhRGiTcgpjKh+DD1QOxxPYokARzbAubJqbAp86k4fOFPlM654/a3qLQzBy3Wuj2geDsrWpus1cIlSMRfuEZJMg9BCHDPqjJZIvm4JljW8001xYhdCZojy8MarKjduJ2k9Inc+yjTed806CzCNua4zhx+KWHKnLWDs/3zpJ1wc27PTpkxBxTiZIGxvVJY4Z1PuHti86iu9NXyLmdvViHHBMNpLwVZ/leMY2FT3J7tMiNOQ7l0TUBv3QZY5WzN2iOX/KwkvPkErwXzhNsN+WzTylUmuNRuU3HlrZJj/TsvWrSlZ56MBk6jT/IZdM018zpr0WgzHFsHweLZcEPZ5j5xiuSnbLtRQcVjZpjH1FKK5Ql6a9L8ezteeNiMq7wxDQXvjFLaOmNMQX9lenK7OUxw8WalPFE1DffmGVCpywipX+SEJrj1x5OgsgJ2cXd4zcmAe25pgq71MrFHMPBoT84+IHFuEDxg0du9A9cn93TkHGO5VBxE1QF5Bdbhr6xaUG3ZDG0O99QmL1MTkp95Mi0Jp3WF4qp2A2uRNiygTVzzDr1xaswortCMTHHojsdhOrR7mwFMMdlAJTyvFGgMWHnfOEX3y6EGbfokZo5vq3VIRY74Sgy5g/2UO15OcZ00q7mHJ+C+P4V6L31Vs8xFifu1maKN1hs/UYhEHrh24guyiM1e3lI8BAWCOUosCK+scAavdUZ/YgAtjk287xSxaqcpW3FN57B6SKIvuxOH1Xm2NTwW2gKp7cmuDB7eYg4XJ0lPpdhyjeO8vhSaULZoxxOzTF3kvXEqpvG8ZzjUAZ9D86CbmTJaPY2beGWYgzlLZdHvhFG8K1hQEVfxRoxe48cud4EK67G5OwbdWh+rxiw6qoYvnPsRQgnZHHEyaRIfSMJ0r61V3QmbbLmmAoETuFCLV8C2/GNhEZ6JhPSPUMpbo7hxKWuZLLOlAD6hWqaX9kSSnrq5uTsJZrkhlty8AIvjHzjpZs+Zcaom7oSmOM3iFzSgxIONYt+Y2ORDsBHkL6kDTzHthe4hVpAzqSDyzcistkaYifsHmJMc1yLRZdI64M7ybz4wRU7W9XCha8rirI5tuWhEQCV4IRvcnyiao8d5S/OdxVMzhxTiaENlN3ggkKAPvEJ5M6g5sv2cXc2x65L9IgpcGAd2sgPajLZUhZkflNFUcxxKIXuYkrs3jwbMMdyXjZbU6cxTxh+oYMRGXoO948M8xz7wOwwhI62CjFFc/z6JZdNqerLqtQvxJPrMbphtgoYBubYR5uNSubGdwwR1xzTadRimT88MQPlJ5o6bU3EoC1Dimz2DtHQl0h6wHkR6H5QApqtwovQdjE5YvZyKTWmBQkwWm2AH4TQ1D3HuJsSc2/2SsGQZUwR1CWcUPhCDYr9U0eWzcEN6+y9YpJz0CrpEoZFX+ghcKvgnNwvgOSYYzRk9KVQE6wAauwHF6l00CZ7c1AyMsdwbsg4NqMeYev2hRqytgo3tA3DC+IcP+n2ODNnbxAwzzGr1GbC5tSzxObM3qY9/SQIxCv82fhEHWa2qRqUfiXbzXGZILoJi8wnxF74RBtC9imDqG7FIMEcm67ppD4EN90HDXNci0Ue0xRBV2rZ8IU8FOxOQwgbRJkNczwHiNaEG5P2ZOLLDzKo66Xz3Z6rqzLHrkvkMEM09YcTMr4Qh22Xq8htOS6aOfaBuTvhzS1CwJY5nlJDY76upjkRAfjB3bQ7n/gegXg1x0Am9G8Yv92Vl+bYzRH5tupWU0ptfqFo2v7EdN2TIhznuA0Hrbllaha5RewHFXztL5m/3hWtMcduYPjW6cspnU584gk2JkkibCsJlLOX+4FDCfjTFNiEvnC1q5vyG5vKNsMcozHDn2hEaglPQr8QdUw/5Yh7avLNHD/5LUONdbrXuDn2sWWT0uF2O6KnOX59gr2IaeUf3sB+4oXvPiKmqN8l8DHHcsJgML+EW8pJ+cQNtXu0wZMd6Fhi9hq90JmgUUq5wEU/OGU3Wke1BbXgmOPZKRpTQV1pljVbP8h12qN4BXbh4Ik57m86apo3XTFrtMyx7QsuVolFJ0I4+sIzRaqymV1VDVHmeA4QXrYjgR7k4fSFccb0KDOILpQkJXM8hQY/wPqkHyTGfmEbIF1Kp4juaQrGOQYyYXepqQ2HQs7eoAb6cgcGOc9QzgvW0dugt4S9Q6eTOWZtspU4Ee6wsL85vi2iT9SglSuPYrxgGhj7k8qU7uEynuM4czANOSZOwk3IJ9bRbk8iPvpkhJ+9V6RwjTGBvIQPBZ+oJ2Ar+Qt77MWZObZCqk2Y2cmUpVtesMzg9tw60Ck3/2bv1BhYhhcrXqLKzyfiTVDiWLULPNXN8ZAbvXXDaXftNsHsNYLB7wCc6TYEUN5wS0x33Ty6Gq/OHM9S4XVARPQagh5vePWjv/7I6ZZ5+JvjDqe3TrnQFSAIZvYqPeF6PAxoNThub+glhqypb5Z259iHi+3ijY2+ImjKHLtGgcPKmOCXbLKf2HW0WzCJ7Svw5DmuBQOPhbrgmKKynwgGt1FNdOma6WFh9vpY0SIMMMpPlty+YJNNVC1c3TWKVuZYNo0G8SpGbnIk6AWX9O3UK9Pu7OPY7P051SFeeMpSeopekImEnVpmpAsnQd4cFyHz+pQqX1mBNse3RXjsU0F/Vdhv2IBGfy3yyJNuZ8yxFVKu6IlGd81M3tDtsE8BtMINPDib4yE2Mplk6TOSsMwxHApprgpinjnBwCdGweiuEah8qxKkmWM2eFxyzYaGmiHnDQ2NbBCl33fwsJ1jJ529NQnnF4SSOnNcpExvZTD5pRQbm2NZNTyDhDwtVGjlDSG9ndWU8nuhz2f2+lzhG25nPcQE6A0lO7dlB8G+A0qZOUbjAC1JG1GOqWXFI9K52pVudX1HmTSz98kM2hI1mVxTD8on8vxtVkvP7gcRnLMXCI3mYHuGB5mJfEEaXTZrncquiKK5Od6ypDVAQMOBNIteEMaO3boh7prQkWCOSaF66o0f3zS33jkm5fbUqr3vLAIqszfIAA/Bgw4spQrIG8bI0FPjvnzLGECa4y1KHISFNjDqCto3dEHVUdlQ+IbJUDp7gc7wEK0cYNUeP28og28P7sDqojhazPGculLXE1M8U8b3EWWlbFfIu24VWtocsynTkmq1HGqGjRc00WMLdujRi4iYMcdAZGxA2xq9CCXZHE9xUgrn7ZZjKjF5xFfA7TfCsRfJwDnHc6qU1q4i4ZkfrjwiLIu+ZGlJH3OgOsdCBOxXpyKt5SNmjuu8aa+O4l1L/l6wgmxXwmW1g2HxMsewbLxEHD8YRBKuN0yitV+HfPUCLqlzDLumF7Mkcq4mtxeUcKMrISLZvx6XzHGdN37iEA8WcQX5hqYP9hQHB3QiI4Y5FiJgh/V4+5K9CHPcN+wvE0P6EgF4czz7QBZxRYqXqPLkEXsA7i4s3pW0kTJ7jQDIJGAv/MQCx0cMZdF71JoOH8Ewe4Fk+eWNMHBen443nPJgQ21x0E1hq2Yvd4Es4wYGXmJH3yPmUNOLaEXogic45zgJapGqnR6IpDXHtDI45pU3DQ2h1BuKgeWCWIPbFQmX2Ys0RQsI06AhMKF9X5EsvQg3sfvByDB7k/R4piaONDWuU2945imtEA7rfgXLm2NbRC2WgY1OhGD1fT3QvicgQG3WD5rjOiD0D4I47cExw/dp4fzCOIFjr4Y+zXEcGvBt4RZNiYDK932R0wWA9Wa7KqCa4zlCeoFXSOt9dvg+zC588mnvV0GtOaa10gA+BNAxECbfNwTHV/NN0GYtImaOYSt1D5Y4ekMVJN+H5a97ZgxqT/3S53iImC4VnZntCgdrjl/b6J+QRONZrn5fiR0orBDYr7ZMc5wk7s2GpQ0FC9bsBcKEl6AyaRH98/2GYnTHVNn21BOsc3yFR1ZtTOQg4mw8YuWObo3AzL0qdTV7kWKtB0KGVoty4fskDH5XtHjbrQWezLEQxO5sYoKeWrY2x7e2spQQdzyEjiCPKKJLkwMr+5V0co5/MOkmCRrbUaxsZ6/Umg6041pBkDXfpzj1naNAx0YNqzPHWn7ASaLA0CEKv+/3Q9ih2FTZplbazN6nJlhGi0pdwoWY98Oi0v2iGNpRanPM8Rqu/6AQ6DPWu+8rlO07QUA2qoerOT4SZLdKkfwKyDFm9i610XryHF8w5OEF77b0T02xPlmBzRy7IeSaYZyjFICU/aHSgb5DybKLKMsxxz90lA4lbilX9hynWnUCRXs7idaevT8IYAzcJX0CTtv7GZjrO8qMOog3TXP8+soxYx1Jvcz2/GGT6259QearoO7H7E3a03iaZvgakDkvSMe1XQHDfAu00DDHtDS0HeQoXzBE9QXhaPuOvhrd8hs4x3JoueZdDFIwaWH+MEppv2bNfb9If8xxktRuIIOBnQRuzhxnmYMroJCiTZx48n5jS/tpTGyfYqkxx7WzlkC5QlNdwt+nC3RhmLnsq0Uy59jNGfk2LAannOI+YmNVR8DGyk4yAcEcG4nrflix2Vu7xM5xEc09lSZ0m6puzjGcRy2ZuUZDscrfl8DEbvKBuJu8Rplj1x0aEqlRS8nh8n0J2nQz3Kb11sPOOZbl5EN7RziGMg8e8a9GVwJPic76xcTs9aHkRKWJfEOGx0cUxNIHQUzZoji05pjOYZrrCCI6k4iY9/Mz0jcds/qLIjDmOJUXKnCxRZcu5/h2QloTMWc6c7Xy/QD1+iYpU3fxwXKO2fzxywJhZAJrAv8QntEPf0TYoktyc2yFQpppFySNKXjj/fii+oofvN4ir2n2SmXhmDZEZQMznD98K12RTGqLKs1zPASwaxKy6TK0dsxeIR/8soibnDfY/UO4OdppdLRPYXA5x6Qd3k5NdykMqNlLNaU/PLEBs7ns/D6nObjLGgP9dQbhHG+pwL1OlHHFp9BHLHBmu11y2bLn4By3iaEpMWzCap7Avk9pCa5xStVd5/TM3qA8PoDBEs74KOQRzcD6hhGa3UcKqDn2EaGUxIEo/fWKzBzfHuBiNejwRBliHrHAg85hQmnvsQiExBYQ2UabhD9MBLHb5jg3l1/McRSf3uEvqIMuADLHtZ2XEPEq3xBT5g9jJF8FW0D665nZHAcB00WEbW4dPG1m79FSaVsbGVoTTc77WQ4VahFbFKnCHN9G0SEUC+EoomOej46R77tp7a4RGucYVoivzSnldG+PjyhE2+kknXppppw5Vi3sIw4ddw4rQHMMxq50bQ0JjXkq9H4eUnthd7KLFlHO3h08HqJRSI6ixPUPK61833KY6K2gUHNcx4i30QHD7QzpPOKRgF7HY7CTYmgwx2zm8A9IeMizU0z/ELPxi9qF0KX4XJljJXlTZ3Zv8uU6xz9C1IDaOUKF5niW7HZTLvQjizRm7xQHbsldkmkLKPnDFDu+NRCk9dWsntl7NMf1JBxxNSRzf/imwzcKkb4e5SrNHIvR4oJAS/xAEZk/1EKgCkKEftrFZo5fi/AJfQ24k5GoPyxi1jPnzj2D6cEcw5lS6solpTMtRHg/FRi+rVJPXVU/zd6kKZwQrgxHkCXoD71A6FREYt1UiYA5jlOFS/ow41BZlv6Q4+hWXLK66YAecywHCqfgCsW5aTf+sFTCriD7s324qZtjOUA0iRim8A/anucbM7mjqMn4NlnsMcdyaPUZGwcuuDfhBQWAbSlbPN8lbLzM8eurLoPQxQO5oC+YZWavAnm/SCCBzPEPHZvCGKANJMpzjl9f6BFoPbAPAYfPB2atwyhTZaOQk2GO55CQ3SCRaMwDOt7Ph1CXYQVlo/BcM8dTLshsjo76xBI378cDdaO6cfqK6RI5x3PaaLEMSHgi4ZcXjOLpM/IKNwoHMOYYSIOt2Qi0Zfg0zl6jH32JpQjOm6H1fEuobBQwzjYMKZ2zV4lPY1ppwQ0WYTxfEhEbBVzWjlGHZ47F6NAnfviA4fzkPN+3Qff81E0JIsHshdogy+BidAkhVu+XWrc125ztGQbkzLES2B4+JveFKWqzF4or98hypUmYCr3fK2r3oRpjWwDTNsdpLGXQrCd6hCHs+61q9h9tkHaFNQzm+AmsKezTp4o4mb1SWnSUGAlcMkztH8wh3E0OZOlQXXOOU7/7tMxHl9oS5pgNoIYaRMMjiSj5B3AC7ByQdnuEWuAc02nVmgiIpPUF1nk+F6o7B1ubTQJD0BxXSdWY82qaA7Ejz7cCRZe9tDYcE+Ic17rKaoCc6UqeDO9H58jOMWW5S4xaznEQ0M4TrG43Kkzm2LVURpPGqSlDsbxfLYf+peOw2zhJ59gHiC8WGLubmmKO4aDJtwpEaEov0P8L6tqflxD2pIwGc8xma00nW7MutJ7nM9H07QLVu0ug5vjNIXz7dcYpsxr8A1kCm69Q7HB8hHPsI8KWO2T2uE3BOXbthMlgEOMfsGb8gyh6l0Io7Q2g9MxxbYfNcEnDKyUI/oNWDN00CJUNZXtm9lo98ikfbnqC0t7/dbXYRH4I7cI68uwNMqIzsRSWznRMPB9kk37qqWZzP+jN8ZtaLnVlQEPCMPJ/AAJ7k07M7VTnao5XH4n06Btxwok53oJFY8aHpb2ozfNBOLGJgArYimvC5ph0FhUOna6YKjjmeA4HLjbhVCf21fm/h9OlhDa8QnP2CvHQl6OKch6Hoee7Y9Cj1NjRTbIHNMdy9niCLXc6sM7p/9l5uxQPkt3vFRdz/NrlZz2p+m+Jhf+TG+urhrpbaldjjn8U+WBjoWPAzJpjVcIeqYE9A4cac8ymFt5BoJaPCK3zDzr7NhJUvV2As2z2+gzQl9xAWTKVyfO9QW1Q0BddA6PY7J3aAPPwIoeXcJLzDz43N5I1WzaCnxBzLNvVJj5TyBL0cDwfgys7CVWXbTaJY46LmG3PBG6dkgTd7I2qAMtwsoKXkFv/QY6/3iqKoSvmGWT2MqnxPDk9NAMvH/+HgbC7SmJ2BYQhnWMyLfgdFSZajYCF/6MQoLc6edEVoCbD7G1qwPVad+gFVVj+LwOV/nq207W6tZ1jJq8yGvT0FBhszPGPEDuGk2lP8aR0jl+LwJptAz+R5vUfcDixX3gp0FVMJc2xHCjwPuDlmIRx/gFlkw0ldLFb2yZv9u6saRFiYOUkZn6eD0tpQ7mF69YR5TDHV+J0iBMb5NkN4/NNuW7UO8TNYypmjokg2KlbaLqzTfJmb08GHaIySY5yBcPzQR32V6RHnrdpYo7pGPFGCTE0l1LV/92o6q89CHAKLuTMcRUeHi+Z6gCHFf5PhpY+Re6Tn8gROcehWDKVwOkzlgDMMRwSaa5fTTxT0ukfeC27K6TXt4qsao7ZtHHJBTo0VA2+/yNiY4/gI+s6QsXmWAneFjHl7TqorM6xmKw0AGymcMzVC/9AL8UG0cVC10FHwuxNek0TUOOPa7KJ+Ad9qr31AM8XBQcYcyxLdlYjc98TWkTnuMsh34D4pH1kzf8z9dJZt4vviL+k2Tt0xju8iaGBuGH/ByVrr7550MUEcDp7i0K1hzJKuA/878BN4GZ1BNNN4UPP8RcwmgMf5zxgJrwDNVmbdTbuspCrM8fdZx/qkOyiX/TmOAiYnppV+52l0TZ7fUrwEJg8cJQygP9nxrsLA7zool0u5xhWqJRKIA+O2fbiH4DBdlQmbV86iwTmWNTNHrTApovmkJtjOralrjdIeWbpiX9AAMl2jQDYrYpymmM2llqyrQeHynH0DmI5tyAQzi66JcQc1zkqhc0c4plH9D8g8NRRI89846Q4MsexPjyEgSh4CSzY/53h7KhYV75sXhFnL48bLiJTBGxqpfb/1rC++tTRlRt6zLHtjoaQw5YH8Mt8B6mB+7UGqt5M8Z3jKWu0V62IbwUJfAdOsvaU3aZ12BLOMZAmSZig9gOpaOZYFK9AHaSuBCrAHJNy6ElgYOgF8gbMMZZDbiISEc6wyPWAUTN6ksgdfcwL2ezl6eMnsLSAN7Sp8IBVVjYZiLueZMyMOd5SQe5gwwg3gafjH/C4bjGowJ5knjF7g/JkyislfoKP+AdBSr1LAehwjgizN6gLv/QBB86LoOABveQ2VBrabmqlg4tAXiLGiQ90o4XPcFLcriUOzF6nVK3F3/TjI+rfIeV10Umnjhj2OMd8Ly3PscN+JVsyx3MMtdgjqU70Y3w7Oltd1IODXuhja469PMfEm0uLQpnjAdXsvi26zHu1X5hjWzG9o0FRUw6I/+7M6QvjgIW9yoNvjue8wbcpfjRlHZq/OwPTJVKD3K6WUXNce6s33RHNV2HH230x7KId8Pqggs7ZS6TEM5kkpa3S8D4g24muHMPLjhpnxhwXQcGBiO3s1627OT5TQGdRxWoIQGV/RwTVdZMJpKPqUDDHsixk09BOHgJoxAdaAfCVUYHAZj3ANcdUsOA6fx10B9IBf2egSpfHb8p+3Rrm2JVWa0JLvQdX5O22cHXTtJLpqHhXs9fng9ykSBwXcQjiA2UH5xdq+5UbzXGTDN0al6l7Nclz9ibV0Xo1lrTaLJu3W+LWd6gA2E/AWM7eIhiWzczQIyQY/h3h0/cGltJm5SHPMZA23VEfrDtKDgSzN8tI+8VIoeErsW8nk9BrNjn3Kx2vOfZBpPucaW4oB8jM8RcJcCnQphbB1Pl3gLDdIWEZthQOeHNcq0PzeY80GhuftzMy16HQrNimV/hm7xMYLENGBF3iRffvIk13K+qF7xbSjdn79EDvHcZcbQaYd5DjxW49vfxy8XyYvU2jWg8Lly/QkvIOcKBuVxI1vlNrWHN8RonOS8PC92foO6gh2IFwrNhQKDnM8ffyNe7qy4T3OcdOlPrnZZk+uSk2x2yacM2pMKN7bPoDGl51gbiIsFf/8ubYlavrkDrqJDKf5jiUQlkXA3uGLTB7dy5hxllOXzJK/d2IJjoWGOgj7hDMMRUZHBP1rbTMaskDevN2EiHlbkLrZY7lEGlINCmNhTTi7VQE6Tq8cl2ElNcc2/Lgmg9XauZm7gEfM3uCPCF7tkWc4yubsKKiBW1Cjoa/szzRzYQ77K2QsHM8REwXhpC8vjrkao7hXMq3c5GccsDTB3KgfVQlxHaiJW2OXddoR1Qr2krS6e0yKeypKTW2aWznHLvx05KMCzRUKc/blbjQLdHjqrOygZ3jKzv8J4gq18AlzgcGoepoUng2Ei3bOSbioRtCwFRnzaBljm/n8KAjMrwDBbEPFOXbRm9G9pMrQHPs49sHjRBu0Ro15ljOlTTXuQ86swXs34HiSIGlu4yjEHNsqqYroq3tIV46s7fHNW0HDD+dOSft74JI6SkgXzsMWAFzXCaUn8CiJ6spkPCAKpY64w/MPUSRwBzHzqbpEBNEY44Q83c+NnuKWUd/8Zk4e5v0OGaDlxkU6A/IYk5PcAHUp0TxzHHnsBlYlW2uAHH2OjlqSi+k8Jwlx7fz9q65uNhlJEGYvUQyv0w9I+dZej0gDC/6bopDf60gZ45nBbkAA5szeuj8wBGLvXGMxx5CeDvHo7FbzYqZ/WX7zrGZKHoSrAeOA+Lx7RQrNRmDHd21yo/ZaxSAc23x4V7ZOR94Akfpo1qE/trFZo7pdHExyzQ8EYPsB1a27U8BtbuD2zluAtUtbADQgQx+mGMfW/qFCGz6DzMtc/z6xEeQiGVPA6QPKP98scJk6a8p5DkGEgOD4Lf7aJIxx3LCOAkytvLnGDoPOKt9u14HdFdVEnM8pQlXi/PI7662PnBwcRey9WzRIcDZu9OnQ0C4g6OQTnk7uxydBBHSjcNHyewVuioFYWdFa2Yh/Z0Vyg7nZdZl2rY5ZjX9kr2o0V2PSOd4DhXOYM0QnvdaH3iII6EjPowJLDyFAhw/sNT9Hkod3RSq+znMgLO5R94tWIwI3W2isW1H+bp2DeZZwAwTv2bDEr7yV8bPuB6/B/K0q/og8TFw/tiDUKFbuttDdxd3bNsZJTYUDhdmCFtaYKifM0yDSpYfIHz6nlSlDdSA6ifU4LI5r8xsde+03hmqtm0ICBxNmKvZqMbi80nAgrUYYcHTaqD5nsO/vcN1we7MvPKIEeBs8Z0B6T7BMXuOEKOtdkfnC79k2FvKFNl6zgBa7dtk2+Yx7hucFnYYHhrvgAiCrbsusDqvqMqecyrm+8UMzXtgvNK1dcND6RG2GzqNEs2mY0DJ9xWOt3OxgfqJC9rgL2OS8N8R+h6/yu3Y5vbneq58kpUcWwzGeGo2J6ttCwa4fRQBmyNIcW6uUxeu8VTGEURifY+o2I4xgskTxYD8uEIZW3RWW9ex2e05VBq3i6bCd0r8+zUfwy25TyM9x/q152x5skuYEnkDeFofhsfdciPDqOGcfGzbHiHbcm/Gwxfe/FYHMFttBBq1W1/ftkpTX7okic9hjePmHumVkhoA1HDod9PhWbNNROHNjWzcbE4zC7CNAly8LMji98Ro0xFEKfIcgJLsuFD1Jh+FEaLROjjZdAC9XzGLgn0LYpNPfA1w7Aw6fEGUxe/B06D30uh4ClycNieWhtJSEpC6ayRh27JWdl80gfhFtQ47tkNjKWdVof8BhW2Lo8CGK8E4G2b4smOT8MA4nhr5WWvn94CQ2z8wQ8yRsE5gZ3ZKMInMQ56gEfF7SId2Cq23fYQnPaIFuLT1CJd2QAdmz6FjZQfNAX08Oc4nYaktRfKjQTOAgbhtK6xuSzFxuzaJwjsgPVKqqipB36nYsm2ZPPTH173HcCvG62/ognymJVCfrdix6XgAsdPubF+BI9uH7akpZSLEpd1Au2zbuqet6KDCV7mo/bUhI6VOgkhquUQG21bsr9smwpA5r+jLK2VRgXWUDuBoUra+J0JVJ7Bz9xkuPNjcIzSygqMWOkGQOptO3bxHXFVtJAAEPCKGITJUECN6r5F022J9+U7hrS8ZqWFzZn3KaIZSGu2HyqaDZdc9QAPB3P1Q4MOQ1MKeRld4FzPF9wB2v09RnL+IRcOOpRyU4c5XDcNJ2LZn6GzNxLq5QhLCrjq2XfgQsA1Pk+D9nk4gGk4rl9+D+/BJWb7ybl2ht6SMbatkBicjxsksYM7qr8UYhHuEqcAXhEnxPXGFfYitmoeEdeOVY+dPJkHlQhc49LDpoA7uCR0s7CdQRo/YQYaMBxRA3+HY3LYNZHR5iq7XMo8P+ysgM1AdoRk4rti2MLhsuMoC7+Mp9Q6QTJDnPvjouSq9bQflepHKs4ckK8MDDqBlE01u6AI+GDYdKbU7qinztyIpfy1JUH57lNVvRTO2bYaufehVOFvgomNznQJhxBhxOLwizfdgnn6ZhLGciX6UeL7GN3AQAKrc7QeK74HX9M03sj8hDd7coyoyCQ6lusCYAZtOjMu+1V3SrVwo8IlplDAR2j3eIM2A7zlg1Q0hWXwEPdnNqXVALoEBjD5gIGjTgWC1scD8zBI6qTanGQ+seIAJ118OfE+FzA4FROcRa83s2MoN8okuObps0MOmA0P5qpjz5vVq1H0SFyQZk7KLTtAIZNNRauwGQYWcFcsY2bEzAJiRVpN/lpzvEZzdbg+C7NfStkcEESWvEDKmG4Qhs20vYXuZQQePCLXWtaZIVB7yI6S7LvzYdaS+0hw4CvhNAMSHCfrIKCQ9aFivbtswQPZHOW4qhI2PCGKKHGMPio47HLNtW0DoYnItvIApfr/mxEPe3MJC/w8i29aUzQ4i0PhDTrC8g9Mycgsco5rtUnXb9pDqUQ4seUa+NZuLJCkT+QmgvSqYbTq0fjqFYdC8Z3b6SldJYAhETHAGagi+52109hFT+4GKkZ9ELKLkUy9O9BbiiV1no+igc0BekQaVzbllKIvWReovUAKbjhHa7xoAxrlL4ejDvpNwJAVZ7hY24XsQVNkC3lZnDqFankRlYmAgFVa4mqTe90zCdbVJzO7K9PmJCdpgFhe+cDwTRr6n6rFXFhZ4wR2dOzYEBLnIB1MNRipg0yHRohegYubtlDR+khdVmZTFAD0G48am8+DsG7ukbAZgxfDXWIiAK8wx5Q1IR3wPgNpuFDdY84Y1o5vbZAoDaYnB1biM+R5GwplJasjn0bb5bOW8lK20mNRUlHK7TiKZL6kCDK+TwPgwQy1/J2xqAwnSNp2yDbyABrXnIiXya1NrchI0ELSZ98um04SkaykLvdGUpnegGkM+xYJDp/18ty2c2T1UJcjegmjmES/DZFTNDXr/DW3bLws6l4WeGUgH0vMpAsEcjGC53ZEd38O9nHs+nbwfHMrNRQqUr7hZoqskn3YdM66u1ZYrMwUhepsTARg4SAoBzgCW+h47r+7gRZiuSkfEJyK4AlNiUeV7cT++x4i0c7mj+j9JAZtzS4wcW0KBtkphuev8jHbVBDCxu/RI8IiZYmQrMz41vNVh28rp5E5mIM2LYKrsWO6FhxifcLYRUb4nwWQ3Ymr3enIgd+wIS1kLGp7G0hC06UxB7CaSIHi4JISfBEZK7mKrp7e4RjedT595gCvivyagV9DXUL5dKtJHRDbsOkKYfH3MhZj1wiZfqSoBXJQjB3+bjXzPVt0M9jj7D5Tmi3PyBN/puaCP/hrsOkRKuwIda68Aw9qHKQ7JYYjw0AI8wG46H96+R1xdvIAqqV/DCiGbIVujvxCpNh3Cy+4VGtI8KUV0R2WAHmlShk04g6wp3+MXO1sxMPBven+biwRHvjVSqZGYzOw6H9bIgK+df5Rkzjt4LZLZHHDTYjzUbDpsQzqSh5/TSJj5MFIYMFJkCi7n5PN7kCK7N7YuN5g6po+42SfX8qFpAzxJm44Bo7nIQuXH3R7ZnAGg+E4TIZ3Etdx18Cq7KmaTdphN2EdcwSPXMSNHE0ggZ9NJy8F3IHHnDgrKNrepS9pUBzN8zQ3xe9Rqe5eG6oz1A34tBR+8JESW32Vg8Dy2m33MoZx/o9KwY01A8h4/Oa202t11ABT44qiinCkc/dicCCLTqFDUcjYddt/zlYQDGb2bJ9VIdVG5DUHqw9WBM0Dj4nvc4F5qS+B3kTGfRPvKf0po0U0w7KbjZnVW2/n5AXq1YE76DVeyAAaGEyFv16mj2RXptPbbrrfnG3yFn9bScAc0/nnQdHUSZuQ3gDjjw7xoXCjOjOay7dh0ojz1orHDOTHRaceWhkizWmTibrVU38MkNSOgPPoDQDpsLlIWvhQ4A649Ott1oszd0vBGnwttP3HsCJbaacMDeaieZzaviwm2+Kxbul8TIMWLOCzQUqglNh0ff98UCWbf6MTmO7gChCPRGaOtPtlsOik8zADICD8BZdzmDCCDMyXOwnKmbNl1aNjNDeQkvdUO4IAu3BiXOvAE/nIDxb79gtVH4mjuMdwsjwjjBmfqwtJaVkQ2nQ5Uendsc65Dw/hKU1dpWG9W8AZa73nk0H59hGibJ6OUvui4rpQiqmnCF5xg8D0HNsxHcvcTKGiyYy8/cKcBDmA6XR53nQh0euxEYi6DkvZhRajSAIzt4HV6ks8Tpqgv/Wgxa/jRtrlNc6WKrHCcAan+HqrNWS8O7JcuKXhRgEX5VWsc3IpGdN/K5XXaw9o3AEXwk8hQcS6OEZrHybvrMJjBkeQw2WMY6EessbmVgzENlblm0/Hkm+GIWnyVn4vNTcrAsUpP4VesFfu26rITqRDhvWpA+TDHOlyKD2ofJAR2HSouHY5KxAxJ+ro5D+iVMj7q4GxQNb6nJ7CH4DGbo7ptfu3yQhrXmDuu90TieaiM9QyhFn7qgtavDcDjVn1JOih2atOp7ZoTSM4PQDfYnAKa8KwsTvCUHFh2HTJW/ehz9YcSnHgHXJq4ltwBXdQ2tulkkesZDBjNgxFE7FgjTUobxc5wt0bL5xkzpKcg4aGjAWD5fH5W0sB8jnA/ORjP42T+FnlQ2mJq6Ee8oYQH6BKlkQ5ZNx0oMWYAAhRfgIodO1Yz5ltRvMCwcJNdR4bS8WJ4Zw0r+AR8OhggR23V8Y3lx/ccDc6IiZubTAEIXkIfuDgYYA+4xySHfetiQM8TcWPWQMIngRqbNjkqihW+o+B9zxG3v6BToP+AXfvErsC0sdYNXHDR9Hm6mI7Cx5T5TQWHV4LSLI0AVIDH+cDwPK+VMxGAfwBjID7JDCsXIKIAjCV2za6j2Tj/ac7P06PF5iYVcrBuBu7xpXHfxn49hNmcmUKgjs1t8spSYXv81Rqfp41Yx8LAzFflwX2YhC/uZeYLvMV7ZddhBNJpWJr2T9MQnyhgDi2Hj+eCtE2ep8hpr7FiaRarU/NhQ8hKJ1QB43RKeJ4HiY45rs3qF4VY3ZxcczwMDhb4R5bkvk1A22kwdc6MT/TmNBArT+kjXM1F0PNgadNvuKj7pRiYv0ZmhYd5eYJniUzZddrY9DoTCr6nlcQ7CNODF0jrAJP54LTrhEnNZlSjrxTZYMemsMDJkFDAoQq++3aoRf80YGFGUgP6ayO+FIOER573YT9P6Okc+YRgC+ldXauzYRzBFQ+Y0urLvv3y5juKQGvPyh8e0ZMJL6vgAl4zyWHX4VbpQ9DKZgdWfMeOapGrkm45gy5Jz8NE7ksaZ7tnt+w8ogpEXiZLgNWMMLPrREX2ztUa84SyHdAnUnHkCWWCeALUoueZ/ZytdoZ+6Wrqk9I48QJxJuEhX0J2ndizmTHK607lhm1u0hxehpYDpoxTY9+OcvUfW3B0LBwOPF/ejFIPLGTeV6TB8+D4myvAedgqWih5XTK64AmCtMF5aYD8TlCIjmSTde4WmHylJwnyVQxN7gaV4HmAVHUkTopzY2CSzWVqlSn4bXIFYhifR/W03355/FGPtw+jMMvLbKCBR6s07jqiG+Y/r+vmIqFoc3ZV4GaWlPCHLz72LYjRDuSt2194qn1iVmVpZRAM/uDvwPO4qOxLvLLMjj5IgLpmMCCjQGCBlzUY8zytG/oSLzkeSJPGr5URcQVcBOHSLK9dRwWSOYMXgQ1h0/Dq5qDlaFxmYa+gB78jFdunEMkxP/hD3ZwFumxh6YunnSk9z2jm3Lb3t9O4edmxK/x4giJc2PIC2751gNidjFrOW2dwPgwID1lLFQhvQGXheWB0uwgbBfabLzLewZkf3j1hB3dWrF3nwuw8AQXPToEkaXOTuHC4hw3sJSfH7+zUdi1Z4syL8JmX64wzubOtBCd7wn2eGW4W+5C14XzTfNIaU572JAIcApTIvh3g02e/6sxwmwd2LJErGQMdWa4f4+eZMdudKJvsLFhxHjEIFF9QBQ9e0vRg10lU61Bcv3NPh7Zfq+yTBYBowetMXzxPicJZscXiBoXUsjm74nDtdwoPGPOxb1kre5yjtfnB69PmMp2Rd9QB4QRW6Z6HB+G8FLa34ZyufliGIb51lIBJPHL3Lc/b7EEDZzeLmTOdNhik4VtDkDQWP1y/83GdtAWGfkJL2Sda8cg/J57wwCsNz0P5YvZAQ3dfK9k6bcDx47uHY1qm4tbvqG3pZlK0mQmsgXslJi1yhygp/iMen2fEaB/AF2Bf+Up7xCF0/C1Lw0ECg3YdSwO9iQsxnUkHCs8350L+ahHK9b64eJ4Na+a8zQC7H+ntWBaGfNdgAoehOdi3OArMQEmCM10Lwc1ZoE3moWGNG0DieR5Nr+4FwdZOY+vza2gl+FoWFvgEDqxdR8vlnOGzyAabgLS5Shv473CmsZjk+h0vwrloxpy5D43ui0VjGTnKXyEXcOTieV5YmY3eLmc+1CNdS4pIyVLiNnkAIBGex0WXfiYKhdkJiNOHgYrKH67W+Frjl+eRrNLnNAq65ZX3E6VOZTG0Qu5Xw+55JmjNaYuKG9Vy7JPc9PAFUnrAZFAI9m2F1Z6DTNP+ssjkHbTZ5HBFi7Bm17zrMBkyR6jb25D0c3N+aXE1wW5aixSxv6PkNRfhwZjReGB3rJAC8mcGBBzBgK7nuTA5T9Z24YRbzLoM4Ijju84HUhZhNn9HEcgMJaBtlovDZXOZ+mQprVO4ACm256Gs7XBmEGzXtSuPaASOzzk+wSoaINl1hPjMWHDybr3A5sM4zLwtyiZs4AfPvq176mIUHfQxVXR+rQOUDGKqlL+hMfM8h7Vzhx3PLtwgaHOVDLla1iMpizJyfofudJ6EI/u+gCuzQ0uCNfwHWCm1HLL4Oxi6zA9yCG4SbBB37IvNGYRqSXuxmLhvz9CZBYwom9m04HRliSBDbsPDAOcOgXieCRXmqwVcMyyjbU4CXDJrnBDOpab2PHGS2YhDilmrSO+VlLjsg62Nn11JPY9h3dyhRl436h55WQXpwrsGtJRuiUf8zqVSv1VqsF0R8F/bobyB5AfYDDbNvhX7myUd5XSp9Gluzq8bfEEHT1IXO1S/Y5Y5E6i9MqOZKQI7QiYM9/GS4Ei0Xp6H8HRuy1C4ZZjtfRKcUN6Wxiktxhurfatkxjx2q2FWYHS0uUyS8hurI5yrhj8P4GbPQnfWQSm3PJ9bnjyisI7PzW49j4PLOSsO0tzVObhjgTTKrk+CuBda0vPgSc0w3YGZrNIKGBQMcbgRBFn+4wR+nrmnmcOIMN8YPSE2V2kO34FDpVy+jPgdCmLzUCfl7BNGyYfx8JJDmSjhaKuuz0MX2fuolh2FwuU7kMOF250YAqc5Mu5bJg/zBUnYbnnASQIzVsI4mtqWTPd0+DtDNswX6KR0EHePXwmgaOBoY5ZyHZTv7xAxMCMO7tgBVDzt2BgM+FqrLemLKXy/czXbJ1jx2U1gRTzi15HrNVmE8bQOd500NGYET1FmryKfzUkGKsOxksajdjKfh0HgPODWxP6Ug+PDKLHwBj6NaTXEDOxbGFzmR00UvacGeXF4reUGBEyRVaxG/g4slx6FCFh3oAXhE5m6yCaWZOF5PDCeR+7IbLfAdYZio7GjkE3Mq4hW5Vk4ap6HC8i8BofOW32Xm7uEhR/NUeBAmw6ep0ysb1jQYZueMXnEnsf3RriBt5zHXYcO60xBywxu1yZocw5wwn+Us9TL5OnvBLbpUsJWdD06Jp/INCpfdqZxPFOs52nwNxdKpXU4I+g+SxfhuJeAF/K3L8Lv3K7NGBbgdTjQv81V2sLRisQy3WbV78DYnBed+OiynICecywncDEmpTJoBTC/YyaesZ5EzEhFvLwSEpdc5a0JHzDHxPOk0c49CS476o/VX8PQJROhkoRvrMPn0ZsznWac7QBqxyfV0vI3KDekMhaLfkdodHYwAmkeMnuyuUtveBViHBlMhx7Pg3Q6G4VI20PQan+NjYvXIZlKwxFGdN9m6JoRlGnNTEwQ7FgfGWQ5Uvy4VJTI5wEbMkd2CbuNxRqbu5SBH1jLkzd/mPgdJLWzm1nPrOR6ZnOOleBIDQjwIBC0z1PVZk6EUadfQbKxuUuD/IvqVe4VwvxOGMJ5ETREV04qyI6lUcUZ/NwoBdMd8DtscvMEG076TxzBzQn2xuGhJNluKMvvVAbOUa2q/cualg/LMSZj+SzBxySwPY9X0czXF6aX+ZJic44hcasOgjJtFtPvuMnsanR46Jhi/J5PbU0+QreEM6BS+jwEumYEAfJ2hypGPgyECS5HAIi0xgzAfRsGSKfSAm2PIi54Ph5FrrfGL23HLey+HZSbHY/Q6RrQ7M0Z5sgRiLiVV5AC+R3PJDPiI+hFMpVszjAxfIAcD3mWwvY7UrxmMjjRvoZD3CsV3cp12vTxqr0rz/NUOa/JHrobQq4d+wmEJ8kxw4e0xDzPj9ycZ0JBVzZqySfZpuBtL6V0TNOS3yGrmhc1EPlu8KrdsTaoePeNjIwnAu93Gof0FbEAtiiZikc0zcD9aMekgXq27dsGnv2KAxJdi8v4RKMqmSMq4W9ZWp6Hq25GYsLVQb1u/NqEWHlLkkFuwEKS54Eam7mJsTtT0+jX4ta4nRoDpDkA5fatKZsZr46qL6FE3LE8jnAsQTl5DBg1vyM7Ox9KuewEFMnsWBxnuFlokMyiss7vpJCaA43c6Jk/wuxYHWJ4mF4JWYlV3O8Ymeww+q7s0Aqmj9jklQPydKZB0IBm3wqCmeErJbrplp5XGkLkTH6avMgwxO+cqZoFEInTvwsGfFiNF7zHaY1jTbI9z46Oec8BCxiKKZRPqmPK1R6tyA56JPzOXuWMpjm7A8zSfhiJGjxuzkrpGS7x71B1O5myyf1iBZrnE/LkDgZUIOVBgWff9pDqWTzI9qFGpk8UguVWEBc4gwKsz/MUYHbjFNBZsO1XClLAtWzdyGdQ036nyeicN0bFd8kYLK/E4+UKiMCQX/j8/I4G2nnnM0sfrGt8PjQ2Mpi+F9xsi9HzDM1znZ1chzP1eSWfF5wsLEs23cPxOzfqZqtbDRtvg+Sv1QXhdT1npW0upP4OUeHcHbvrZsJJ8GGXcJytUE3+K6T9HTUdM4GovL5Z+PRhMV7wJztYjlTm+DtXunNUWFYXQQTj1x69cCApOg5gTMHvoDntn6sOto0IGx4xFQMH7DlD2kPJlH3bIrJ3+az9upLe+MQfMZlMXRmORoX/Th0yc7fMFh465+zDUPBxzYGALIMLwu8wFs1nr0a9rvLHh7WowwW8DclsfLj9DpEqM5yK4gumDevDNuFwAzKd/GQQ63cwI7utJtwWyJx5viQAXE/MsVSOiyv7Fs7sDECB5+4RAvZrekw43Jsd8iAF2t8hcNqJOBDcnJ22jyhljQP6QCllcWBn335hZyw4tv5KePxanIJHKRnkSxx4/M6Twjkok69fFdo9H4IrfCiG411nHX6ny98sYI5k9+0J6K/9fXE1LnPkGlCUfodvrPMwqm1ircgjum7yvtdGeefHcN9+MZsB3OovFyCkX0PM5F9TTuRav6TfwVE7c20xbvsW9muDCLiZFhNyFCXA3+Gw2cNwG3wToQw+Yh0hfKjOl4tFqfE7sqvzj5EL++xNnOd7AuR0dcDIiUFnfgfAXw+Tqflto/PyiHQCuZEPOg6W5vc7sCPmorj2K5q09HxjlLzKxAT+BNX3O/KamUjOS5e2ROPzUT3hbaJi5BxPrH4Hbp6PBqThoGE/z+f1gIvJNcq3KDZ/h/OyQ8lU2oxqqh7xyhbXQ30gG84wfodLoqPy8NqJRF4e8YoIrjdVR/biqPodKRCzERQm3Rds8XxacXhaY6bsajb0O5BdnTbNA72DFfSIbwp5VgAiHrXh8HeGVHXaIAv0TADGI7ZhwwWA8PKmuSi/w4NDhxXq3AUAOD0ilxa8AVmrzAPFjt/ZZjoYJwG6lZdLHhENCF6AQhTeE9vkd04Y6Vg+rO6rUhuP+OUGfwtgQT7iJe935oo6F6wVXTYIJh+RdpJvSTpyFSgAfkfRrs92B90ZdKw8opkwXhYBhTxHQorfqcSwUw8A6M7+3erIMzcb9VVMd8yjivfuRNGRCmi3klnF9iK705GEPbYqlVC3C1GYjoQN7CVIXGyuUyM6EjHM/qJhsbs9tMCRE3wgWNsAzOZ83O8whOjCkpZ9HOQFa5cU3QlcNXQkEpldhAV3+2lxOJJE6DbyQ2zz1fmCIy/J7FYfRrqNNyZ1ZJPXbv1SpRtghtt7j6hoyNugTcqmt/fWUnz8I4WrkAZdB1ksPi4CYfdQorovxODv5aLCPs5SNYmeBIQUaEuQQuDjMXSwEFImLQKJi4/MUWW7vvmCR+EjDTmbYL/WAIMXE8TQkGIk9xTCUVmB18bHo5LblfHnS0VkR0OaEtitPA584dg00ZC8wHYV6/DFw6KkIZE4bldEMd9HFksfB7nbqt7UbxQ5XENuSm5VJze+rjpuNWSL0NQAK76zRdo05InHrXrC6uslA4CPedU2JVLsVyTYNGRjhm2qBqNntQnSkBFG+wJ0rzJzH/sI2h2KSIe/3vcCZdGQeJqbNKmu0y3K0JALPDep1Wu3o3JGQ7Z92UZUnHU/E1YfMzmxQXt299BjRkNKKdmfLOj0ybBDDRn13Z9hSnRKWICGtLrdPGo46SAeFPj488R2kQBG38xioyOgqbJbtBnTV+Bl0BHaOG3OoAvdhVWOj6N8t2Yfki6jzPG9QDV0BFnabUnhtu/QjKAjNDnalkVw52Fkg46ACrc9YJL1HiOQfOwJptBvRieyxoaOoINo/zUx7KNITOgINJC2H48tvUgVJx0BR9y+K3LTSW21PjYNs7+k7LqSJaA6QoW93SUkQl9iKkZHyIBiW7Ft9lMmcx+DcvcULFE31dKlIzTCdb/UtvXU1U0d4W5El9aNraPSdnWEOblulB0uehQxFD7mYhv1b0U3TVwZHV/WbtRX2e4YCnk6NkFlJ0HSZotNwel41MdOZWvqmgGCo+MUZvtbBsLuAgkDx0xYbCVMSGywI0Y6JqVlLYHXteSTOkZEs53QUdpIk1EfN/nao1Ko+8GaNDjOMrpb+Y50KX8MdRyHbdY6sm6PTdqPOw9UcbPVlNh83KlmFzGQYwdWAQDHXdTs1jDeboAKZN57JKjjOzeurlJ0gh9AHcMKtud23JQj+t4LNQfHdbz79cMNbetmzMenYFdwbAlqQR9/nbo12Kz6KtXce5HCdIQCE/Yr5ZWGYjOj46ewdQghskOwmcFeIcjdaSVzg4jtAnuNekyBi3jrF/PjHXCuhXdfKjE6HUdV7RpTTzszRIaPPUO00gnxReCgUMdNZ91I1Bq9lUQaHcHrtYshzkFn7UM6QgAX21XE5lcTqNQx1IStYoTmfpFhDPYWeNybsud+ocAL7C373JlAAPcMJ9SP5TSleRW0dbtWCfqrWeLHP6K2iRORG8ccjo9FZcMp3xtxCHzM86L4IH6XZPrQjGIiN4YeYLvHHQdS7x/ajrII9HVy4E8zmvGxN1AV2T3QNKlXsMJO7YK/s2aINKOsgz1IZmuL1njyMZzSUu+Epx2DGLGJTDX42EeZDeXQtQ+FWPv488CWK6Nhl1pJkL2VAfZpUk+XihM1IxLKXWcYYJeOgZG9Igj3aRxbp2qdNSMTDmsC6NFfk+DQj3WgwKxqjv01KlM/yslMQwHF2V+tjj6+paEf36TgRV3U9CmBPR+Lou0ECJ5sJFeGfAzEa3coog4DaaAZc1zYMwsMHY7T97Fo247qpLNNZ8iyt4fRhtrwYJu6Qr2XalH29jizqY7WtmmVVdkb+rZLCSU7XPyqGVvY2KUTjHoD2EPNGCN298h42qhkDz4mIuALVwKzuyIp0Y9Umr7/A0tvHUFFP7JS2UJSePsj1ZmPf6R5ckNwR8FSIXtdrXSj0B3ZUShfyF5Y7vfDjrTe+obHx0LI7B6eCXqGShWaMQKU3SNFjb7hTaVmlAzqxtCaslePsMre2b4/V/D1SQeOmtHbo+vCdt6tW6cffxp+1eBHDqWry7jYrmOHvJGnqVs2xbZbO31wry2VbUORql+SafoYSNDXtUZWj+I1AX780fSNkoaxqzZBhB89qWwY3Bo9xd2XZmxr1TLmwT0lafBjOewFldSuopKMZmyQlKaMtKd2sfExkKbSEUyw9qsW6cd1NHljVgl51jbMflWCyBsHqHKnMkX7FeoEb+RKsTX5THQZZnAYCbzuSxNy3caKFR+LYvgm7Qjcr15efLwjQofitNBNX8HeO3UFP1bK6Vatgd0UcBZ+BNFgh9Ah2HWcbmrGq6ZO1UjbTQGkwo+USDtEd0TvRDOrGbfqxNYi+xKwAB8fyfxyECvdrQ3g8Ma8Kd8PUihsVg8qeGPdi2+NPQp7FYrMe5GQ8MY/75d0A+Ve5aHzMRM62zEorw/5Gfv4s8WYAYA7dQMUb9xAot9FEdJJKYXgx8DAr5lIHRs1hRxvvDC3CyMpOxEtlnrRzZpe9+faSSNtwI99WXtwMEoXlezTi22QtqDb99FLHr0YJ44wAIleBMvLx5+8M2Wosp14qfNxp10f9MLURW30pT3GZfWpVaVt6mUCb9zUfcDchr2kgBVv1KGig4Ve2UrETHmjDT5YClSfLzD4mJ92wOrSQb1bCh4PZOgagkh10EpCBY9k3R5i9ah3tmn7GMmcNMPNXfh87OTFHnPD0ZOoiKEXUf12GBjUrqRFkF6UsgIQDt8ugiCKN6rG9QdOh3u0agNvfILUCxFhbCJiSHljKp2eOSqkz2CKLX1UqttTTzC7KRhUvcgNrJijdBcvKj8SdfYKcT4byBnTj3cE9c3Lqe6i8kd+BPL2GHRCXQUQEh/zSNtBVsB0KKIsPt4xB4SAyL1jCswb38h1EJi/O32Q4I1rlLpoAuV6KgAPenGHie4aGakdNYGaXsRR11Gw/m0ZlHIf9w19x40p3TJKC9lxi4+uyTdmyzBrfS+QJYcQJNt9EMDSNaDKfYwKoHdqaO0gEiyRHWMju2cCuE5p4vO9UVuy4xTJ7gLM396EwINDyFrqL7ystgo0Sg6B6nVDkVztzkGLoQu7zNmoXra6Y+ARujAWyUYy2mUb+BGiDY1CN2rhazdOz6kuDJNgf78M2V3SJdgQanInkdNsAp9qtKESmc0awEs3c0IXXUjqRnW0i6aI8WMjGbqOI75NAlXoY88UCmRssQUIPh61sVnbbOiaMCXShd3AJpJ5ug2/kLBhGel2RerqUq6R+Dj0y24NY9UNEMnmvUcTdCGOLlv0E24Xfo6BDRW46UXU9PQ/CIWyo5Ez3RyeYDorVtDHp1N2kTUJe/AK8OMhDDo/c+sNAoh+vONyu+qo1CXAyLowRYI+akWoA5pAkx2JDNmecZib8sOW93KNYMM7vv26h6QlC5HoQk7JDvrVsD2gVXEIcD3dGl7Wvtrk+d6kDHqx0rB/cvbYkwsWOQQ10Z0DSsIeEVgEGwpC7iljRzSSatXHvUMHpbK1N5hG4BDWTreON7NFwJkAGxr22J1J1LaIAVE+/np1UR0XNiLV6MdFpPr3DIre9VFCdoxxo2vphLO3EoXqxQ5UuiM2TOmscKtezABju/Yd+U5JUtGF3qHtCofjeyWCiy6Mu9t1ivfbpRdAFzpm6EvYsvrXs3HHzDBNqnr0qNoNHzMJs1FUoLJjHLZJMxQhuV8HHH4XqPZ93CNOV7JgtQ/IIcodTfTopE1ibDozRg4hcstOAdq5Y3R90wxNhO7MGF97xhTbx7ZQaYYmzDqpEaLdwHTmEBx1dCVFaPsAGoGPfaTpUA82bCSOQ9Bg2VeJMr9J1ph9zINITw0y+g0zYgN3XESwo6QY+h4pytOF39hNT6/2leImh/DiyI4C5/HLeRzpwrUdHbXJh+8YVlruaAino6aW+I5ZobmjIZee2uTUlVMa4+NQDt30ssumkuOBQ+DkQAFFme2DdgepYajZjoJFyjf1AZmPm8TtCzxWto8piaSGRCT0V5jtO0DAhY/lLC+G7QOK0senezvVi8YXDBMNXUig21stu98KeEe4Y3dAb/UgoXtJxcHHRLSUmInRpzSI8PEOBFGkpHRVz7hyCEqAQArQjpxnPgYF0lO5mLqzrlM4BFHDzmqkwpcD6hzuqMBMVz3i1H3ytsoh9An9NQUDWcoRB9zxiUJ3BSzTfTMCwSGQgeytYDh8A4Sw8N4jEtzRq84eZAO6RWlMKTVcUqe7gnHBh5jwcMclBd0VMUyXqsIRDuEMV291nbsbzAiHEAbBbkJ01J0SJOpCqBEaK8WT/orEgF7cW91N4Pw618aXLqRaol/wsL82udCLdyvefPaWH4PIhrBgO+5C35YtGciGsYsfrPrVjNWPP7OkUdY99lcBTz6mk0Mvwn3YnZvZ4c1DTeiGcEOlKLFNp8jJhnSmbPmHhL625okmNPNiNxFY3KeZe/Ihj8+WmUB1t8PRj9W4aUI1U/bTZuQ+TS2UD4Eezs9uAqf48WqBNDR29FcRRR87ibBL+Yj0OqsvH0tZ+xpww+qucVr0otjS92uDXm9FgqgXvV673Qy8o5hSyYcDtnSXrODcUsKO5EMyqy6TKVBbSqqYj3tg7h9urZ1CGS6akAnr/lH21y8YlmnCJ0jdGElxe7WIFPkwwefusfSkTyqx/PjTxf5M8e2TF7o0odziG4Oqr68e2YEXk4h8Qx2jdFYmOB/zWNDlYuG4XRHL+GGfUtfqtW+3VmnDD/NcuwIsi/ZrEePHTza/TtpM6VGqcMGLPlNfJg3Q9CiSXrBiHdkdA81k16TQqgljrO4YopsdhSepJrRxtF3QUvYVF/rHTLpKJT8s2a9f+mNbLPxQQgbeoIHZfpWF+OGkK29ko7VfjYLwww0teB+i4J7y+PaxD8UVff0J3ZqP++bW7JvrMg48eG8QkSb8kKRHMQDsp3hqYMUra3uElKKOQ00ITSgp1Z9k6foptwusSEVoj3AE6zqsfDThhb0OtSFLN3XdASu+dtmWUOy6J1GQj3t0leBAt1lNufzQk8oXc4COverGlB/qgPG9jINmt7r5fDxjfmuA+NurSB/eq9THD3v49QUsdvRe2ONjUABd7oyPXmrFE1YUgtjjNLD10lMBsOIPr33IRkUnMqWqCRsobcMuTF20DIQmrJP7tsk8s1FPTfkh6+UunPDaiWhJ8l4gQU34puUbJw2dnZqg5+NQpS8cKJsbyhUqfqh6t/8k0XQjHmJ8XPqkD6YJ0kVrvKUpxiDqU0xebFMxYvxwtqtLiHProXLOPi7yoZNRvu0kcnbwQzksugEPTluJT+HHRugyMAl1H0M7aIokJDuBWM2NxA0ZP3wD2C3YYNJ9XDFAUwSRYB+QcNmR7G3QhFsPtgGpKz0JIB1NyOVid3Hh0JmAgPoYyIhMOCA6DcwWHwOZQrgCxBblssoRAzToh7CTW/SU8WMiJwo7LG4iUz45IlaYXvipuYk4ueKIWUk9szNEnwHF4OM5PaWKht09lSSum47R1IRJVV2F6IsOo8CKUkVCHz0FJYAOIwKVUsXAyI5DBZBuoo/Dx0F0F+FAcncKceCIc3idRBqbrcOBgo+DwHZrmVR1VEZaPWir2bWtde1QMrjqwTh6XUSp3c4hm4IjwnF7Z9KCHmIMCFnxrEfXyw7UrhqEwcdEEPQcs5tdhJ0cWfEAZNfk89wyylzfC3SEI/pB6Z5sIjolCMb3cmHIil6EXcYQOBvFEcePSanAOFWwU7Rw44gVkDqRAzg6Y+iHj0f1egyfqY0C8QxHjGTdTyidbB+nKvpPwZyNeoaqOwapUP+Rfe6Zxts2QzOr/wyJbCiRv3kmq/RfN8H+wr7tLpQ18F/s3atDsrovykz1n9IcJDv6LouxRP8pomnCxbOjZtU+XiJv1hBWupwpLPXfU4LVpRjdJE5sP97x2Uchlfrggj5ZEYmNkDhJe/EDEPjPxHdzBk67wdLlx50IdquX2W4AFFveiwSl/dpE2USeAmzFClLgv8zaLuqgsBP6gX58y0JWJDKyXeMA+siFNO0XBsF+VZPqfr1mflz6r1RXtCcESe1HBnJ73sltSg8H3vvkAP7DwdatoaOsrwpJvnfpTw++1m0VWwNpmo+fcBqqbQsdUD/2UaB/bv7sScZBjqjiRveBWGZnADKCI9Ig2jcgvXaJCLHwH5HInuRrQT+zsvBxj9OupgG/ztrhSw+6Utk4YJDtEkpG8J8RH90Hhgr7QlohR3yh2lUBO9pXfXj1oBQYe8qEHv6IROnjTzb9KwZA7xJJkhPNmNiuJPK+QiYYtV9n266Cmd8pVSXarxTOfpV68l2CS9J+Sii7kgVR+liBNzzxy5guhLEE3ZXQx8dESAUptwoeKz7uVNGT6DmdLDMOT9wCpH99Hnfb1ZePk5DZmSGw7BlZa9L+Yrt2ph+QPcOtMe0vNkOXq8ZsOBtcjngKuzUzq/aMpLi0vy2jHfVnp/dkgPDx90WXhea2WwE9jqhExm6d1PxewkHw8RAUvXOXbBjHH0dMhdBRX6++a0BQ4In8bEsRAH9/GHjUfpyHW0qm5FeIk0zt94JGd2K5YzsF2PLxZ18X2t2J5u/jmatDof37uknChScakdNPoQRtKbgFR0Qzd9TYxe8YviA8kQhqb33D8uU8ff34E8DpZd/cVh6OSMZyRxbWbiAbsEoBgQ70VafXbpEmvo9RT3urV4BvCEQvnrhJtie4Qm0gELqUAhJF2Kler18wAEZovw9d/bW1juvYUvJxExw9ShDdVQIpyhOlQPtrk8MuF4zcx556PdXrqQuGRwhPDIrrrH4AviWgxnhi5pr+CsEIZzv9whMbKfQocka6XykWeOLTY3cN9XYNvM3xxAUWemuYGt8AEeS894iPJ2Ygs1OZZL9yqNz4OFRpD6rh3KI04FJAbpju+n3CFQXbeOKigu76QK07RSWSJ6oxdVcBHrpfFHp4YjdNW+hS0V+HaNGDoFR2EzndjuSGiPZzzNyEc2q7iJX3Yx5N9Am+pf7Ko6oHd8DYTroo+tKDH9ovEgqcVINBn2IJf/wDwmYQRGbzIgQ+niMlA5IZ2Gwa1jaXEisDHnhMi+kk9NewpY9tE+hBGJFbyVCcfmBNzcc+QrcYpNJeApbi4yITOtexw45Y2u/NbfM2F/rHRbTfGuf+KoH1BbBQtN8b64YyYrVNq7i+F2qODGj3RfIe2E1KCJAB+Wy3UmqG3QQ1gQwYqOA7JevaXTME6sHKoy+TABq9tcwDPdhhdYvisNERAXj5eLRNGhRHOxVMgY97SPnu3TDtrjb4Pi4l3UBkk/RIBl3aj6rKBiLF2ycU+dR+WU6iVh22lEI5MuBkmO6RLrmlQFmVAUEE6ML4UmWvEnEgA5ZYsT81HfukJpmP2ZzQfkgfvjBsK/vqqBo8WEijW+mzY7fSOfJx6Ieto4iuk1DF+tiTxrePPXUpHODgwT+tLymJwi7lCREe3PvSTbLSsV0v7TjgD6IukCOG3UpnxXupNHBAT9U9gwmYjolZq/vUsO4ZmGN6phIzuu8N0hcLkI0eRcKYjz8raKQoTvYURdGPhXyWEkId7dcxto/nGOGASxY3CimDXcYHvY87DZ6iSXa/8iDCAadc4TfWZmzXNmM4ICuNrQnI1mUM8HuvUJTucw3Smw7o3mRuFR4sAO8SbYL0G0t8uu+JVVeKktmbHCGBB8NudwlOKR0HTKv7VP220NK6aR2Kj5d86FCdeN2UCpD3RqmBB7uefLXilf26BuZj0AffFWEuN6uBWQ5YZ8rXBQnZvUooc0A5L741npTYqzsc3sv0gQPSadsV3Gh0IGZEP95xGOVOxo4yR8fHpHrdbU6BzsF8wINCjZ1thITOnY7gQR+yzRjipwsh8kX32Wjaixp+9CGrKnSfjjrOyk7ak/kxj7xdSEilE1HD9V6fLt33Qsq3jhzQjQrkhQd6peg8XAMbCpSXBwZw0AfZ0OmiNDSkCZZh06dmItt0zBoemECpW13x7NMrdx/zKNpuaHDnLA58/ESIgpkD/ccNwTTBLJB9wgYe/ceQGWmCVxAgCPK4kRwh4oF3LzrlnLD+WYHo4yg93QzIcs9BQPDAOcGdwIVgn4nidN8FwX3mNqYjYULVfRtedDvaJbuUa/exEieFMZtNhNbMe38K8MDIKj2RbHUTAUHFAzPMdRQzpHQZVXilgqNDeqbm7jOsrnxMp65UkMjYnprLdNMxd7qv8Kcr6nkPiRV5YIWlrhkD6TIcTJYKCrHQWxBy6Sw43cc8fJg4FHUnWyw/7qztHiJl7B46Rnzcebl7phR0KDZEdV/eiu0DxKg/CbWi++r8OokPOHaOsQ08EAdfJ9HFcuPoieSBNKh6jggpOgmfHLLgZY+Og42uk1D8kwVJQPbPJiP9A6qKj5WU6Zp+HrYMshPvDfLAA0FJ+4o5sduFLvwYVa170nHolJOp732qIQtmoOsybrRuTSNtPBD1aDuhtLCHShRqvEw5G9XNjq4YMoIajzJFlzREhi6FjpiPTU931/C0065ojWeEtMu40mRnVk7hgaer+8mEBjtojgSNt3m2v02MdndWAIxX6mCvIujS1bFjRuMt9uwZhJaNdmlF48luNpQyYLvHB5mPkdDpRLbUdcQlJrIgIpzNWiSkayNGofEa905S9PuM7sjHoS0g7PS9pxwfe5rYrWceuizEfD72UdSHMLntiVoZZEFCebfKfrsBYK80npuRHWQPyIaw2WC8LXPn8eI3CA9iH3d6ccVaocOQGWq87tgWMkFtN6ZpwXhf5mwiSLSbMdbrY9IZ2/U11lXqDjXeAu/2zIvclBwy3/skBuO1ObBfT790J4+/j6EI6NZow6FLiQPjvU2quq8L7sKg8e2rXuB03wDXLg20NH1ViVT3cbXonyhI7EkQQnjgl8sOpCd2V0hKwQPbLO0aMpZ9YrIPziOS3DZo+faJAH1wHlJoB+LEtifA0OKBaF63KzfkXZiYabwnuY2DUck20fj1sSib/tXC7d0kO7LgU9ivdx54Gy0tGk9qRE9yoEw/ACAMF0wzs10Vx75Uflwa72i2mzpg0LfqvPmY9AMKv+3HGvUxEievSFZ8ufDex6B2HUkYj45AwwMueCZkZ8aA94yqT8sjY9qXBRLsGgHgtLwDHTpvtNxsWgz4AyvXjbn4tWmgKUvLOyPtHA92LwjS5Q+kWnQmgFX764zqY0+lzo3c8Ic9/gBLb0tRYuKbg2tN35F50KNwivnCahQf9/jSoYwx+9KhRMIFmxTs1QJBvjyOXNB3aFz0J3Pc9B2/C1wQaU43CYpTf80i52Mei0xO31EooR+rsnVUMUTfMQGCuCDQaG/CpGw77VDyB21NNt26X5CcPj5S1F2fgPjuLUl+LGRLb1L5ZS+5iMEfLDjRWTvpF8UALfyBmLKd2kXnCwYL8L07QfrOlWk7Vm3YQYRYlOYFHpAgoRuhT33sI2nCC7jBghkfC1naETJb7FDbxNI8wgh9tQzmd7P1An/wJU5P9ZLtgrGqwR/4GehS4M1uEVgQ/EEEHFw2dxCewY/lLP0VjYqnGHrBHyCR0F3jnOhW6dHxBy069CiueN0hr8gfNC721tks3wAcut57NIQ/QIXVPAKo9dcXHnTfjuwe/CK3RWmIleYxrmojC3J019kdzWd7o7uOgMNvDGDlD7jZdsJFrw/lmPWdEs7u6pemO+XBjD9QsdNdvWS6TZkL+IPNBfvJl2c3Gur67pR1O7Hc0p2EQj8GjbeG42V/3eCQ80Ak2N/otrtTo5xHQjKtTw1jfyWzovnKPNi9LEFPg2JF371YsTuXtsMMst57BOu7FwS4DMAZfQrR6sf8bfe8Ob2bNqvvZqxuqFfAbWoF8r3cCnLeDc/9BbrsbUUhPlZiuYdSRG0nG4DIeT7i7CI23u0kiRM5T0gZghz7ydvlx0tgfHv0yLqrjCPNBxvE2fhBdlcjF5rPFcoO4jjaIVQK0XeRsTvIIWV/hGNA31WQ2kASpboFyREf+3DwWcBqS1HzRs6bgqb7I9VurxKCynlXwrpARoU2K5CEj32kdWHkQLBXgViQ87BUfl1g2eutVzs+BvX8xITRJ2tI6TtCCF8YTbL6qhAmmG/IiS8RONa+CkUD5gv1+gL5DNKlgFqB+UDJ7Bqclf1EjB767s111zjs0C9ZOfXdnNKZTmO7Gnmu58OjZSctt6sAW55Xx1SfCTKxXylU+FjVassYfdBRGJn9mNSyNM9N6n4lEIXrcfF6zwi9jhqm9bHo5tYk/NFlUAF575ARfcdV47t2Zb+SgLleGBeuamdiu7YacT2vTm5qx7WnIMDyMaiWjnRIoDt5w4T5RJzty6faXiNAlb7LyupFtw+6Ex8LMN8HOftE6VW3Yfep7wIEbhKwadfhd+XjINwOddraTWG/74XqgvkwDOkJqoh0JLBWPg49UmMMmy1lDgGuZ0fga4Nv3qsp7rjeXus3BxkmWwov5Hp3LL46yIA2q8/lx6h2fUEbGf074QnMJxjZ/8OR/u1Lgvn+yrZjk4YeZAELbfcmakNQiruQwi5tJ0dvH77S6KJRhD4eMld4Z6ATqYPjvTwctB2Z3n9Gc2woCvy4XocWXaiJyIbSgurjHn1Bb4j7iZsW18sQ2OOYtBOZ6n4MpEcfLFPYRWlkpfHt2D6lpGib0urgeiRqeySREz20jDaNryxCj6BG20MZZKXxFTiwdelh/woJ0naqghuOfOtdltR2rC8UxKbtOWbjejtedJiOz577kHyMBE0a2M/ug0+4Hg7BbUDSrStBUv14tLOb4ECj46gb8nGRFZkbLvuMWxelfEZGemGf5iYSJ/G9Pc/1lDTpmG1YOg2zH6V8Qht6ZoqhPuNKs5QPyGpPnWp101ky2k7ImR6bqthDpspwPSl33RFswBbiJevjHzm6NzVuB7FtwPVQn7ZQHmV/kgpF23nG6DWGUHumCQUfg24OcenqTqykaTsdhHGc3PVUtp2PfXi5ocS0m5iyITvo8qOb8Nyxb7zNcb04gP2ShZVtQzLt4yN63UYLnm7iggnZQRYJ/QSQiG2jSgHXa4PVNR/w2DIAyO8VeuV6tp7dE69Np+xQ9d4nArIDVLiHQonrEuqGfDyf7SYTWDeSLamO+/Jmo9bu6Iqh8kbHtWroNhyf7MsnPj4WkqTTwMC6MVGH8L0tpO1k8cw+qkBEx4k5sKV8InWBUJHScZxof5Ho2F01aHCDo7X9jUvbvwQJboA09yFsTzojrBvZAamcTuOH675kocb3rFj3aqWWbg84NDoOSdvufG57cxgBN2Cas00Jp/bWmNePj8jtKDMidGGd+D4Gbe1CvNb0eEut7GC0t77W6AqIi9JxLmjsVjSjXaI8Vx23ybWB6BjdkGtAwA3O5k16YW7v8VT5mMfXdo0id/WQFPg4SG13h5JiX4XlaLtJKTt0SY8d4c0Y3CBtznb11NLlqfBAx7Uw7H7SAOtSFIFouw2b29POyabsYPbeJxSwm1bvTXy6Ghfjx5523RpPVvtqjwJthyFA/8yE3JMuOt87s7A/t+D2hyWJHydp7F5+jfRWPSYff3m6kBV32/EK/LEQygqxct2tmo+DzIW+qN2RfyL4XgOoPcMWxca85IIJMWzXLzN4Ea0IOq5Rb9cAizdmGQ+MKNqRRCn2BE+R3AGKNfuVwx5vIqjjImj20B2/H7/U4XttV/p3ta13qcSRHaQg3K6NoF8qJnQ6bpC1z0hJugLFM+7gsshuESllsxg18nGnXhk2HQkG3MdPYOxMHyb2DKg3aZNz+szJtOHSCx8bAeI6QfYLyUPi4x4WStii2DZqodJIfOjfITv7L/X43oTVfeKAmW3jiVja5Xev9tF9XciZoeMW/PUna9T0n64H7iBO0L+cbbtr1eV7EVbs1SeC3xklKnVcG2fv3BIb1hPC9yLh/qQnrgNFqcIdIM7prLt/e1gB+phHlg5F8MMekjP82IeGjrrG7itGjhLuoG9GdyKauJFEv3wvRpT9IQl0f0Zqfpya1VnjYL8w5qByB5/WnUAqbaO6Ur7XQkV/pZDF65x9P3ZC+1ege0MzwcczYyoX2BeMT5H37lDRcQJu+yoFFV8aL3RwB2l1Ngm/X8KqPjaiSaCDZl2r8PEng1SvEl0wAcA+vp3C90CrtCsFp/4q6eVj1x3aju/LZkSSYwvBlN/7I1vK6cFTayYB+AZCyrqULXPXBxMIfI9JDO3FUe6uHEjb5XnuxrLMLUSEi4+z1JZuynnUmDBsfIPRyO5aK8dn2DbuAMqxv55ZdYEM+OB7ZkD0Vi4EvgFCId+LNIM7uFrSpVBA0fUkUMb3kBDuJ/2o+yygo+OkYuxBVHiL0qjycS1rqSvanM68PPwGpKTdtc2HS4lCxx00FdhQiAQ7kI5VHWdVpbsa4uhSQZXge17QdNccrDoOHAJ8Twyc3mPi1KdsgPz4c2476G026U6Njzv1dgIqJPYctuTjOnNkQkJPfTmj7xtc6abddQP01wIAtN1220z+gPrXAs2PeZjutDfTPdPl+BhWjixYlUKfKCD2DbJk2LPjYj+bsvBeIRQaDs2KPWvqrqDEm4Zjs7p71FuHH7nvJULVcGSw9paimm1q5/lxEr4NRWu5Ta+gvfcpgyzjhhxdQsbaN2Czgl8pQNhdsbzRdmN1uBM6BbrrG6u2G6Bk+/Bg3E8UQd97JEY2IoZKj3hS+XI9b3bQkIr9JBT14zBhchGjSS0i3vJyQge+XHmk/RVqzcenAjJddL8rlx8jWbGFsDHsi0CoaLjTLVuImbruDbCl4VCtulgMj+woFgZ8zOOrS2OA1V698PrxHDiZzoAgTYlD6eXC3HRxzGJ7VcyDj6ecyXJacGoPnj0vV8BAFwZcgL3qufaxHFj5FsQUTSmn9XJjEvbn5Yc+qQNKwwlxsHm0MOsgKG183BnmCwNDmb7aQwRs95Ph6xmX1Fc7zXz8ygK2AyL75gjV0lfP6GC7nTVdBw+wbFfPAB8fgds3Cuv0EjNqNdwMKl/TviBdSpUBH/MoccNAnG7iFYmGw9GkTUkcbtc6Th+rueRXhR+0I5ndy/nN0aKGk9s1Tnpv1BTHopOoI7xQ83J7c6ldFhn7lQDsx3MAcDEIdTpRL8PLMabtFbVQuouulY9R+3rgtO0pmT8+Bm3VZOxdRpCA9xaJ0XAXMvsQpYH+BG0LXBd7oAdhOXYnapTAdVXe7EwCKfqMAWU0XIWtjQmLpNPoG9RwGQS5GCJ3+/XBhJdiRTvwnF/uAy2vdQFju+IQ86RudJ8VuZfr4KNDLVDQm9RxfoyqpUNpmdFNrZh579MsXAeFxrcRw5ztGoH24yC128Ojl94jR5OPO7V8a/QA3KtDIL5Lq73hvtwNqG8PJ5Zbihe3j9104Q6QVDVMyeHlQFO/oXe1W4rRjfdWAfI+rUR3HeOX24FCY7nrXUgRuI6IhZ7mzdB7Ci5wXWjajozRoANRokXDzVltyBoteqgXreHu/kaVusxk/pgHjK8XPHmrLln7OAjdLmTD0EWHet67Y6jhuj86ERp5Pxkkeh5hGgtsxcu50uhGG7rbibfrmSDorCcmXk7KYR+0wtZFaTB+XLuUVofCdNuFAdJLnfI+XtKdSm3bpl0AvKiGCsLj5a546Y6JC3oQJXRpdSYguzeNkR4EFUNanQgEvasUzGYC48nHPSycxnYfTL4fJ0naC6iQ6VzOiIYLALjVVuz+7avVcF4tdo+c3Y0APx5jhHtgcAW2NSDg5Wxd9I873N+dnfcuJXLKCG/gOqdOXi7OgzwV24gLz4+NuOiXdGp6Ddmn0jpDuZ+IatJtKCGV1glObissF/20CtLHPHr0TQZyHQaRBh9/ThbGRdmiPlbeuyPLQ0RegaMgkf25pyI9U0djnzFFVFrXF7SnXi+7qeyahvOx8uhntYPkWPBxlT4uQg0WNsKlyc9x8fUIfZU71LLJx3QI+YgbSzApk7Kf29pHmLs7KcOk3+rg2EncFb2JGy36Tc5it+Sl29PL6GMepjaKuPRLsS65ToGQTkN2tF+KQJPryir0zjJfXYRUho+P8FxCGbBrOPj5mIsRfoKqCi7EhPy5ugcdMwDPpvG1816hTH454gg+vILi5xpodU1EwS2D6eu9RJ1fqi7BeTIW/Fxdi26UP9MeBc7mx6VUWZTsFS0kP0YSpHvikXZKDive+zQn110N2Kd9VLbTI9l7ryB1VRY0HblDzjNIQ9ODyDjRHV+kyXVKczZq7W1XDOuLj+cI0GKPUDoxD/MZCEjcUpg+dEmJ9Hxcy0WjdYmiAefkZ9C0tJvUfW0mM2Mfx9nRVHESdIQzoGfwYfvL+rq7V+I+jmMJ3+Zh0ZRljc9gEEEv0ujaBdNY+PiHgs2NQjfb54+P5SCA38QF9AfJs2eAeNpDPbD1xxca5Dqjudto0GWfeH3xcawIjqni02JA+fu5C0tbyhm3bhEDfx+7OtEKdpq0H5f1GUDNuW5uJNXaj1WtvlS0e61x6+NXK5gNLZymDFD0DOKebmODmG2Cxn5vTwWuCQSaNgPR6ecmvG5Wsa6uj63mY1AtXSEfznQpIwrotylOdudxY6vxFX3sI607+vPTowBB02+sl7vVSWZXAJgZ723a03pTivQCqhy/YEyI3bpK28X66e/lmuk9JAe02lncLxCTtX3QHtgUZszvbbqCg0h50iQKq57B5Xe7Ymp2oRIs+RhNDZ3XYojea1m/wEzgBjJUYUt+tn1cBgMc6kNGi6Cz5hmgqO09jARsSh8dH3eG2a+MFvRtkaKPUQ+3J1yATUmJ+F7uB1hGEDJdYgfkM3CBtEN1MG0JGhJ8vARGt4bmkr6a1KTfoBT1z0s2exIHmI/XCOGaSLNEblXlnyNR+LpThZcgI/p4jhINwc2SBuDF7xcg+esdTVjXP7QyHZg4+1XGFYcRV+DjKUO0F8Wc3tIOfgETzi3DwN3WXKHmY1tS+E7HV1/C+T6D0Q5dyJebDUHTyMdXxnDMG0tKL+fMP2eDqi8JlLuY0eLHQfqeURhha6oN+ZgKELhORBh9ogSPZ0BK2r+cs3fdjJDpvMj1rxfdu3VbOF0Xvqd4zVzKF/1xj74uxMDU9lY1eO8OF67J7SvNfKzxczGyuEYo+lYpef3bmobS4eAXBOG91AGSXYd49zFqZibphT3Die/jOBPSXL0i6MwO8DNg/bJXu7B9M4fQvdfoUE+SneqeUiG/oEVfV4vg668P+HEPuZ5KxvZ7BsWVj4co6U7ONOhER7Zwul7W+xqnnfalxMdexvATcGzyHxzXzzlZ3SO+WTaOJp/vHRqTBhn2RmuCqT2DLJWb1Q/tu6kpP56doTm44GoexgO/IMbmJtEGc+OIseVjL1Npjh1WYxap8Ay69N6hQjfst/neojX80koYOa8H1s8p8WqguHEEjn0sZ+mdtW0roLDivURG+OUoEDmw8sDPMVnRm8yp60Zrg5yONE4/DXG1r8LE+bhTi4Mj3xtsLz5GUqejxpn6itFCyOk+RXTXLg/fSQ1pPu4h15/A0NtDfkg+puKAi8BskkUFS39OzWtfdUL47awCyuk4F/Qos0nd1DRnPl6CoLuzo6G/LvDysasWrct68L0IQ/7NR5mukJi37iqCiH7zDO1P7m43UJvVj20N+YgzTXKRMzM/Z8bFTgUQ4TvLCvfenjMdYnIPjkJF7BdYOCMlDdL3s9HCx7Vw+AYQyflkBD1dCqA+ZQEMTsSY9XHplIKfLoM2jh/z6JHadaALxqnMe3ce8BAQZDlKad3P2Q71VQ/dLg4dqR+boeSTTnLkOFlen46KRXcdksfPtP34uHZzvjYCPM2K7+kcFTcUFGDfOTdWP7591SN6cMBIYM1+QQQbG/HOcxNB2u/lgSwlkghEZ5KZf00owVY0JbCJFJF9jGVDqRAVUTQmhha/ZiTZXxlpteyT/9h1DncEYsqtaiQ93dqJDUWLhL5jYPBjK7A6hA4guHtZ/AUTYnurlcuvAKOy9ypFcT0bRLhamAtPB9mjryZtdWk4EXmvkxanhHUhz4GQ5OmgAPdgp5YtagPCx3N6qSvhC515o8ivGeXorXLI8DpLKN6LxYP7XXDA9Y+Mp4sHuMYEulQqDnzshgGXVKTBoY7MeTozLN2VlY5O5QD5sZwmDll1hGOhuXm6t9tQBA/0oTEMH//IkYaXRrO/kp35eE6fFnuc44l9n/+GggBHQiLQpxgWfTxEyT6Qg20j8ZN7L4+sHEGpg77Urb9WYME2cwLbSDz8x1jIyBA6GWgTqzd+raxDEdGNpIqKj0XXbCQyRLuBPdf3+ojqSy4uWEIIvl/Q1mIjWUKjI2CS9rEsqjZBegCGbMr6BXGuPaq2w5pn3isERl8e4cJ5lFa/oIu0ZxZiOtzZ+PERwQ215so2vQL33icjWcYLD7qEiwK/1lbJgzS56q9Xmh+fwdRYYko5hC7If7Os5TV8zHbXED7e+/SltUx08kdNwX+b5F06fnA2FLfV9w7pyd32To8Q8/Jrfm82zxHdhrLCzcddJuXvEZ8OoQr7a4IHvAps1AAVPiadsYlIyNANT9G8N4irM7nkSJPb6vwCKy+bCCSJnpj2+vGWBBozAmcaKaHnL9jK2kJaVHVH1S4fC0ny/fCFsLfWgvg4iNyF0Ue4V0FvfCznS77tkKUp1yz82mTh/rzs65M06j5mg6U1m2iMQu2nX+Czu5tDJPbqmsCPbetwHjRoepLFjF/7YNtt4UJqszKGfkylDd+ZAUVzqJPl10Qo6LroAt2tSzsfh7L4ziCT0lkHuPmYCg9MhwwQ7/DK+m+BZl8XMdj01SIiPrZV0jsMXHDKBIb/xlf7hSEm99Udqx/PoQDfrqDilHfzv/E17hxeQn3EijYf1zGgNQvwlBbCIfNqbLBsHLZCnUTqh49hxzQm/yodDA3yanGitg1IwH7p5O5jISBimBnar2mHH5MZ5VoSCnVjFZhfAwJHm9BiZbvayPFepkEOAKpOO1ZK/RqorF84sd2vcKQ+RkLnm4bxTU/tIn/8Q0EpHwk1+3VM8eM5QbiYhDedOBj3a6QBfC5ddCgBJj/+kgQmvYTCRVhR/duBA51HzKk/qfLgvUUmYFmyBR+xgc2/jb3ZKNgA9BgCZt+bRKkxk+TkuVSrV0PV2ppqDrsMvQAf00LRJ2rMkRscYXs1KQ+2JgSsHuNWznuNHPWllko5r9PIqz3RsC9dcHUbFV4/NgLEiMzAfhVg4ONXNN5t0aj1Duz9WhU0X6cj2+3KKPixHDv+JFq1gweNv+ZK5KvEJm+/NlHxsQ+iDnWmTTe9wvfepwKwDBlveIkXF/7N6kQX82PrS74gPzbC5lvjgtpebdLy3iQ4rrdJp9WwpP3amjoJQkX7HGbAx1cG4URDWH6C5+vfiDZ0s7fq85L93h0/eJH0h18+wv4b0O8KWE36jwT9YzlZNAnLTjkUqurVcAT4FhllsKXA0fgYDhTv03BAKyiC9mw7TDYFMBMdyF/rx69Q9IgtLfmHHYRX20F4oGtHiUD1XqsS/C/UUqfBaP01WxLf0h8wW4oXtY+hCNiOXhu6kDFOH/vQUNhN66JITh/fUtEhFE3lKKJTXk3zRSc0cNSLVMH5+HOyK4G12U4scPnYVeaPRJ7oKibUZxvQ2ZmGNNlOlHz4GNRusDSri9b48LGc0TTXOE+eyeLt3boA6UtBuLvJZOLHta88MoBXW3neeDYub2e8DdGHxOmPZbnScDRh4pgmDt9ti4Q+pWVom1ah+/hNFJes8EBDKfnxbGJSuuKJtz6kju+9Pk1pOiZk8Uw6pO8Wa7bdzLT1UiuI75060h94jJDbADHxahn4dtuQqy6HQfyYTQlNyecqr0GA9WodVGy4DVefDQs/nhlfOfTONGQ+RpJmLYDt5jfwPk4TySe7POzGBIBny1vR3RQTbG4BwceqYJ3tUMyWV4y9F6qHf1B7AsdJynu2Oj8T3Kx+gwiFj7e0KQ0xBoBjfuK9m5HeSWRh0W9woXtvkJRSESZGcE2r2ncjUtkL1RZsUaOo9+4U8RDxEByliINnW8zRM4mk6DO4SB/XKpW6kh3xTBBD7+aZZk+RUe2mq/pjOEtacoQbDqUq5NUcnG4mJ056kzoWPnbVoSMUKeNTla6vtve5nRr46E2AiHxc27WErwy8iqvi1e4eu4TZJTtUK+rjKRu4iCpT4CBVWDzbhge9Qqy4gaQ+fgwa9wmyff+og+XjOSc4CTQY8BAeJ57tglaPQXfYVfRw8jEPGEI7DTqUHPLHnww6DbcyPTMty8dVkMgOWi/5CUEf75ZZpM+QitAzUyx9TOdU9vMRwS9R697NhIaeOUtlz+D7fgzGjZ+g8AXO4zl6Nh2CHcWV2S2DEM3HSiC7ZpqNLeOry3uPhvhllyXw3hfPs9nY6pqOsDtGbYz3HqHxS9o7OK+0wLPZCNF9kMV1DU0ofIwa2j3nXHRKDxfe+wRHluEJgZewwflukFEdSJgcXcKdl4/FdHkIiRBchOjXuynK2aYSMreUBcf3UnHQUkdo6Amff5+GIsxGfcOiKyb2x8dzimgxC2g6MRDKp1mw6z+c+PQJcXTvVYKURR+I4SS4KN7NsO8oj1tdJiwIP5YzQyfwudQPiqD4tDhqnzZObihbFR+3qaOjxHp0JIKwT+MM0JVVo3QpSYcfs3HVfj92eAK6Na8WhmR/tcztbhOzj990+JaAk6YEsOXTgmh15zYhPcqBt/dOOdCAsxY4GhmWV/MCUZqkccdhRn5cmwRGI4NQV24jn0aquqXMQekm0aL8+JWENvtq04AZDj/NUW+nsrHtnmEM8rEQTyahTaIHk499OJBb5Q23N+djV0/YDBmWpiyj4dM6UccRNWSXaEX62MoFjhkqp3Fw8Plsqk97yeLPDoMD4uPQD607TrsHsAC+V8mHzkPLohnEEfy0t9qtqYBdAU2672XK1HqmqXoBk9un6ciOg63IJgFDy8e3FbhmAAppHsj4eDYnsNtVLEB3EuzoY9AH23VRSzcsC8XHYubou6gyWq1O0aet+XVzwInTWZfcfOxkdhe5AGMLZon6uIcUA1i9gYDRj3mU6JGlYGd4t/dGmYE/gZBqEmk8P63Lke1DLcjGkEf68ZpEmMebJj0Cc+jTwLjZnvDephTR916oW1jGEjBdosj8aWLgdGscBvVVKDHvRYqh9UbYcjVWvFerWtM/LxvsSRybH6+hwjWVMJTJtzSe7UrcntJ2qIfCYD8mfduvS1p4Ai+IH9Ppob1RPGguN1U+DYqwf0sLdDU2Nz5+XSHDWYDHJzFAvpu+3a+hnvzvlejjKp2aEdJOC3C78mlUMXbnHL1FLGV+XKRC5z6MOoMzIB/L+ZRrofDwD0Z876ZASRfVEWMfdqHzMemFDQOwa6d4sfjxHCp4gRYhGlOOzsNGln1IqOVeFNLh4ywNOOYHAqWgLBaf7Q1W/z4J0ruzdx/XypBvG4E45W+9mxm8Y5iYsFPEQX08JQh+2jN9QvboYSUk2xVy71tlNvoxmzMtqSZFQ9Hg+rSezj6ECIid2B18748BntkmQqkPB2ueTU2X3uRJ7lG3Cz4+7dqvaE2+a2hkPuZRlJmkyJ6xZONjODrSXLsM6EwKDR4OoLpZEcm+IOjA3ht0qztQUKCDjqY8mhm/vam3Y8P4QfUxjya9SSxaVzLw+nGbIbxqCuePCCrf7YnAZpXt+ZJolfuYC5fW0OVH/wQx8mhqVnQlQX0fCJLxcRBuRwIWYZ8NAPtYyw9uYkyjzLiq+m1YrP0UTJ2+NBr4XioD/CrCJoe8wfpuSmx6jyKy4UkU7x1qwi+TQJHzMKt82xN3h6DgtnVk5ngvEmcagr+u1lSjeriscovoQWDrWKTzcRgsaQZGbNCYqVEPK+gdCRDmRkA64r1AmPySL4vcWMD226g4++oOmq8So72PP+c6qpy4r5jWu4/nMHExCGo8EU/Jt82B7EIdduivPn0fv3K94zBxPDagr9bDpouV4Kq7snn5WM6qVjPD5XtUHP7rFOmpRle6chQ5Px7y1lfTCnyDcAUfu3pytLiW822x8G1k4DqUCvPuMbPzMawlD8HmS5YRg3zb25UdZbbyq8pE9rESHgeIvgMmsH385elSBrd8RddAP65FwmG7mP89lX1bmKOdwQzc9oGEycdzgp2KFfudDRHlvT9fOsTmAzgKHK1Hc5KlQ/masHdOOPi4jgg+Io9T/trhfdsajd5qgUH3UpP049FOJk1tfQoDqo95ZFG81Y1cxnzso8tG7Xv8prkh5709Y7SIQUC4iZeoR2Oio6cGoO3OmsF8Lw8FHuJCohwFCta30b3prjJsfI1Yk3y85gfXc4XDdZck36ZkcKOC5vi6EUT9OJaODsETw6ZYbh/NyZbO2kTUdbFY5GNaKN4hQhf59oPPt0WueMX86iCxrh+/vuGNM3p4lujft71Q0VujuPkKUKH1XqYrrpdEBl8gpPVtSVT0Vi5Fvk48lt4rVcYd3I7y3Wr3bR3AHkRlskVDRPm4Do5SVjconblE6mFBvQclR7doDqiP6ygodaVxpTO/YQ8LavZVGkHdzStX70WSwil9vnAeJR/f5ui3DdWKbFERUz6GvVEqpWuGxrwDfNgQQ3d1nNGlOvP0cRsfLlnngkN9Jvm2EU26a5uurhHE9OM5RPzxZwTf6uv7Nk6+fQpCQb9qU/Vx56WWri0vKfy4U0Wa4NdBfw3bH9uOabELcjyR8e6/S9ROwsRKF+vA4L07GvSJLxNM6QTk0WLA2EnQVOlkZYo+vvJBm8gTgztkCni0GlT22KCInURDm/cCGcociMDpE1TMHhbBRiCVy06io/ZjLZOyhgBD2gSEpYdNfAD9eW9Qpr78BITzGH08WqYtFyFnRn/dC/GxmCC9BQcC9yYZ+bfyhkNwA6S7HjHz3iRZB7DxxyFM8PqfUrqh1oBuUytF3vskJsto8alLwOB6uEXkhnoU203uCHz8JAmaFR3664cHHz9hskv3pHqdI4aPUQu7bBYQblSsK+/9eSCfDmktwkTbw0DibFEwQ/oD1AfvLXKgM40gplmx2vFoE7504dA5s1El8HycpYLMBMiNDiHG5WEiZaK0Xjrh9vz4ywmNybYkjQpt66Nd0Oqaij5uKbFWH3ci6MK4kWavBpn9GM4c+XYPiqYc8z7MKkek1SmDLHzc6WV/Yur1SUyzj9tcac0rG6OKtisezcHXN8WcAZ0Vh+XHsEy6hw0G59A19i8E/mJGsO2sYXMf14HSPjAGuQdZ9N/HbXeEFAqb1VDv41s+DsTWoztkKXoYlqd76ce1Wa80fmylj/uIKaM3NFjycGz3C8NDZV/9Qefj2h34lnEOp0wQ+u/J9w09oNpZl+4+9rTbOsLI9RCUQj62DaA12eJSLqDWR4vjsnUg4esijpD5mApXY64Clgb4Y3u0uqtu1xLbfs2a8fESHRpxi5D9CkHNx2AmeYANUzRjndnXP270Alsi2zXKh/cePef66rqR8PL1Dul2Ecukr3Ah+jES1lJGHFz26xeGj22jcLFJRZ04QfS10dGXjlKHjvoT4OMtizASE088hAeqfxIIvnHw+joUInTeG7QGK7FMwEXE6v1bwtkq8v76iycB73Wa1ZiFROStZOTRtq62Ch8gHcaa08dn4vQJNZiyBhDg0bgA8bC47ikjPD/e8cmBSH9S9/nxbLc1E0G7DKcO7yXq0penIuQ8DEOPVnX43ZqRtF214H08xcvV+FzouyGlr8fefAcwBm7XVXClmTC6LwqWR9rRsbHcsngzJzCvFGQKTInZ1XpeZjzSU+Umsue5SWgRvSKZJLBZVQztONvjj2pbbMcly7cwl2Fzt+DATa6wWu9SwCNR1v7Wa76nSZEtGwdDT5Vw01Ml3P4ohdSDEUnZnWocXmwGpMb6gtFYXzB/xFj0cnhtvgqTFJRWxKX2AhJD94wB+6MhJ17uD81XWTYwq0ryp71Ev+geLmd/NGTDFoMEwtznlbQ5MXxqHgCoPEEg7DeZZf7ZB9hdZQ7rlT5X6CrYFboKdsUfaaDdQeJ89wmwuFcsswAWsApCPwq2+KM6YjYXJCJfnyxgXhEVU2tBOdqJKPWPpERszKHvN3Lw2pyLKmCnJY56bzbvkeIk20iAD1tVANX3pUmFtxSQ6RhOwyMNzY93IMQnMZGwuVpc9BdS1z5dIv4IxuYPsfnQNWyT5PtcJ7WCTq5emiL7IwB/28ZOjPczgbll86xg7gMh3Xdg6JHwpPYSJK8zns/qlh2xqns0wHI0tsBvuprtRiIh/MnMIV5rirZpXj6AtAMvV480x23SATQ+aE2PZ4udgq92UGnEABweCWps/wBz+QsQwHilITEc1WKLBvSqeaQ02l1kgZrnWkH1Yj1QYapEKXpwgpdH8ip6vFfHbdvotzkP2egBW2e0T52lP6oM7C4B8PrJKo2gliKyoIV64NN8H0of6bTzsx5TNxeJg2djwtVlI/T0URfWPyJw+n2EWL7o0AhUjMUYbWAUBCxm7c0fuYjteoG3foOPs80F4CHti0kCzTeq9Ug8CH+uCth+RSO3Zd8KNVicWg302OOPGof8gTBiNgURXy8GA04XOBWiidwA+CM1HftF5oq5za7AK9HG0T8P/jicpuibhEafQd+B7fnF8ZV4hNBjl2ZaKDLAH+1VbllWGl8ei2eveApFz4FtwXLSsryRmwNbwC3gSwiM3ZyMHtIGVFnTfk5Gj6TptWlUsLJrqJ54RTVH0vQprY6c6R6Ja+8fxA54nglMvBq4KdBmpHBgK2Ue/+gSassyYn6DjL294imWpkMQAn4DpPZGa7Q24BHjXJYDxI/5KNFBR3z4x409E5sqW8YHzd2lKPX73MxpaA16NITSvkci0LX1DK98YRE3W3aPLi3MxwMNyEjlkS5Mfn+qzHTZK1J+UYWX5uKB8Tcrq8/0WrlhDOA7xxgXr8hGEC1IXpiWgEHCI42deMOqOJsWAJ3N3ULSZzby4CtlRPwRBbHNosXpM73Jz7YlLc2sAAy9aNn2SHpzawgc+waMJF5J9DGNTGfRgj2UHsmwbl8q8HsClDdeDMiXNAOSarShEgKPRBf5RD9a8LIGWL4vChAN96MSToPCwBvNWfOtZB3wkxrCQGHpwko59OFpB5eRjzQLpHubYsacVSby2/bkaKIKnnxtLPKZutQ+oRGv3eQpzuY8BNUJUlnh2L35jwLbPAAqNLqXK2SfDUmZZkOwA5MxIOWPiAq7VlKQzEMa7f1AiNBHF/L424S3Z5pyyb9Iv77DAnlzAeSVdsjLoflyCHgk1dP3+/Oyb0TJW7bNVqOp5sFZ5Ks/YpN7NCatTfUa+WItTGi1q1UYzJyXP6LqvpyeN2Rs4yt1itEaxgq4C9SZPyKr+p4JCXXZO8RfTBFrJUEXXM4S8ZlQS7+3Pwi/w20cqFiIGaVhDs/0XpsejxSnS9cMye1TcHFgczIuKfVw5lb77Yx4pNHMbaaqaD6cVfKauxIBs8Zh4Gupab7p3bpNAjx5xUnCLesgRyllFQEacA/CI82Y3SU0M/cQnqlXhCNUilmnU0cKKj6S3JGHYJS6oWiJBOvp2qIXRPnCPZ5I/pGij0175DknHuAxoAmLw6paF3iblItvglv3ZBDpZlMZ5/vkTCg9cWSkIdg48EgOLjd3C8rfXVJ5pVE6pZVL2rQgi8JHGjH6jollm0mIuQFp4Cj1GoAteAcp4B8ZUtiuR4fzYnduc71QwKy0spwtkO6bvAg3IqXiT3k7PNsXntIRtYl6EULXIx3WbrUt1T8z/b6YEM3SEGIMtGEPMY8kWWVTUYzqSGKOvCISERoQjA6cZFDGG6GO/uONzB261TZXC4Rm0IgJ+wjk/CO6076B6n4DZvcScUQne4n96TwwI590tPRDeDm+M5Yo+L4nM7QDzx3420j2RlMuNxEGFmbEKxQ2JwYKsCsCMN6Gwu2blLy+MU3EzpwlN6chqV4DpQL/uCDij8wyt6sVMN3q8uwVZ0kteGoAHkLq5o2SAG0OoL9LqRK8Yq2R3IPATEN+wj3SYJkedELJbwjisrkArMhfXT20Hh/mI7UR+wBOXPAAtl3PJsvRd114YFIyKm/UpfYLXcRuBzmwbNm1WbepcuHQQNQ/upp9HaGqu6Fr7sVWDOo5EjzwqB78RmyqPN5Shl1k9+aVcsBquCcp4CE8Jv5IaPTLGQN+CgIsbM4YiDxAgZLeAzLgkbC02ZpBbXNgJOSWFdEJT1n0wN9q6GeCM8kDsUj94uqXLdvHKocV8Wm+OAceiYlc96xzyeuduHolI7fyGAswGlAs8JGAVG27OYszXff7SmE2YVgNXngDStJn4lK3Fcn6TtKh8BVtLcj6gKd2XOF9pAlVewGCCr+TA8n33QrKCjaDNKMc/kgb1nSfxHIfdgvxYqI45AJPgPRggRePBKO7oRKvPitB57PRWsllk2f0IZbvI5Uo/ApD0LZm6k9nB6oougHUIFyBzPtHz9Zd7Cx4ChUeDDBtEpMtodzQc2qCfBIB2x7Dy9ZLwpYY8KSACFmEm089J8f3SQcydG8lBM1ocbT8GM8fHNtHx+uu8J5JNfItbPZsRggbNlcLiJZjkAO2gCPAH3kR7tQsFX2BDSGvKCdpxClBYBPwlzfqvOuUDEq/wo/c5gLwIY/oS6LnYJU+iWrzf7yQ6Ux7Tb6PCRNNuPgHjyjB80ahXS/BjMr+CuG2OQ0h9VyKWRiDAjR/pOTVXXA0ZwbAQ+jb8E7AW14F8Dw722fimw/gt76jd13PdqRJAzKmwSAo47wR33xFSdouaqmYLcvAT9ep/oA1nJHfCM5kX0CG6iN7ZmzOWI1MAsEJXSfAyCf1BL5Wo8TVKCF6sRQxtAMrXPCHL4g3Uo18PTmuW+T545VwoGk8M2BgD6Sjb8Sl7jUEWe5ANLeeXxxg6rrGNvBO4PdHA2r5Fgyr8xBk0PtRangWSSDnGzPlmUK7NhEmpjMkERYDcrTxAdcwIIDXEfL4JinZL50gNT5xB5Yt+8cllwBd1HcPmB5pzJANq313auHXL/KcyZoyDGhGPBKPpEL228TMQ4cd0/iLlybgMZ50PLDE1zN13n29c4a8Xh+HVyI9IZ8w4qP1LHAf6bVyv1AinCVE2JvrhQTbaBrldhxefNNOrfbpC3y9ZsKLGYmTM+FKdd/f5SMh0bERqGruKEMKfpHnK7f40tCKRjofyYXlXkJGtRt+5ysWyaK9CHzAc3OPN7o87WYSsT4AGf3ZyMjKKdoO6MAsLB4p9HTvZOA+kIrM9/shklecMNWFrlAeCcfft1UNrMO63f7iCSLwbN3mgmRFnumGYKcCIe1jDLBXHhIK2QgVCZoBm+sn+XV5DjsaN9fVDc8iaUK13RcpeKlR8o+kumwKW7bzI5aQzXmBBXwjiQu/W2LhmWiTdPmOzUPAy9rcAGXykSFcvabm5JPUan+DKpauFe5mc7W4NF5QBJjJCfaPdmo7GTO7R0S08yQbA0B+4sRRbxaXn7RIZ/eZRZ8gocIrjkbQjR/0YABemt7Ig5ldwG3LfIg5Y8uCqAHj4G54Xpozz8Qq1WMgMfmYQeTm9GKRSWVBNVuHDp/0leQpZMJ12YLyNmehB51HKANu8nF8I9okmwVU2kwhSc9XbIckcIg5qlzvAtI3AQHZdb7E6HgwWL9v9qEVlSyBszCMvRGJ+RdhV/AEXDu2rJqU3vORBzvJCHojVqnHUsPSB4wqPRuRVl044xSuAjP1RizGegShGk9IBLdlA+1kORaGdnuB45OYpF4PgeH3xM+GV7IhQPd9gWFuFS1vVEr7aS52fN1kDr1YJgQdaGYMltIR5Y14FHVdG13MeU11XmmWFO6EkuUO6GA9Uylt31Ki5e3WhL2SbELuPHzoOMzNR5JD+/3cPx5WEvhipX2ykq8Bmm6B3SOFKeJQH4R8ABNhng2NGvk07UvjZco+EpWxLpLrh1l7YPJidUDAnkQZ+J+UfyYeRd0Ld0M/pKHr/YbOyFCEgGm+t7NHcjJ3bzG47iqRAn5RSIAsBamMBnTdeqRuZg6KffJ/LnKATV5oksEQ1dBmN+h80iRbVwzqgA27xucXh4bIVxaQaj8aiI90Ovrd6YkyAyCD5NvolsA9LKTgg2oBnonFWGeD6fWDTU02N0CQHMZQgj4TsuWTGAk3JIW9GQMYWy/YDw3Mt4aH82GA8UxrNPyk6ouu1gwAPHx47LQeAhJpXT1A3mjNht4qxckL8tTZnI1YMi0snU5gJfaT7Ly+XypS5iAUrO+3YQgcqiAIR8zqPhOJeaORCJwx2E5urteG+2Z58D4NZc90ZfM7dMPwCl90NlfrTuvl0JHWBaj6Rlc2uw8prM+XZLZlH9iQyfTd0GitoJ+UYLJLpT3orGhVfnFECHhIDCrOeELKM3mgfQpnS76Zk6ubsxCBdsCjmeb1aOWNlARuIBeeuqaUqlcMPaMjYOlIg8Pk3shPRNdW68c8QcqXzXmhEP5L++J+UY6eSUlgt2ww4eNi2lf6PslnqBxqzdn1SVt1c9WFo5dDnAPzm+rhP7BaNNgelU+aIWan2RLtIwS931eKqmNPLGlnW1y80eHfJyaJ+taSJdiyG4ju4wNMG8BgzRuBDvmoWLRuwezv2UK/aEQJT9IONCnwRpCnb6dBQBfL4fpKNCo14IvNtDBXCm+0orIXALvyCWTQF+O1MhsFXFqtaMsnIUW+2aNTd9Bh9MVO4NCDQYikESga8UaUOmYtDin+TdJIwJUWcPhQGlLdJRvlkzp/fIn8Kfmt28lnY/NDjmMnR7MtCT6S7WZ38gHfvPgltqylBDjQwxceyMTjmUCHyEbkwp7oru79kFbIdMCUabgMPB4JTVd304TYllUR4xePEDmPhTQ9Fy890ize/KQU4Ok45G1uAExO9OejvQJZPwnzNG1MWOCsJ4e+0pc8eLCHDj6oW59pReWOuoybO5DdCYgVqICNJsjhgEj+nqkKgE4GeaSnaqHwiyHmwDCIOHDHFByeKYLZ7CMkzdc5xticEIR4UQI2/dWI45MqZPYDUMg6ahrIXwwBA+bcwcAf/4A8U+PsV/FxyazBdryYbRR8uKMFPzRDfSZKHTMZbe2nmakCyq0E4dw0U21l4cUn8duu5fbDx8E+bdlBJ9xoiJ4GUxDikwRnf7KqxhfUtc9zaoSazmtKUYpBTMobpS51yQYEbi0j4F9MwsGVRLzQa26EPJIcD90wJdbMHgJdvSzrAtNgV4jyQM3zTKlQnUgRD/+vIl5pXuJITFy1WEfzSW+jr0G2sxvB8W1u1qnWWwJQmoGq6Y1Exb5aYpjOWkdofFuDOpjRzQxfdHV9JsjTDgKE2Rcwk/hiSHz4kuAYTUDM3ychqNLFECN25gCFzeZ2laZZeRPDH5iRPZOo2EcWgNJ3BK/NSaim9x5FlGooEuGNYrSZEwxp8Afo9EAzWwRxqzFA/WRk9JNSl/oXCrK/uqV9Njil3OmwjUbQgu6TANR+hzce+o4ZIc/HKWYa70eYUiZpoW/UgewYIrC6DpjuFUHd9KMTV+klEJc3OmD1hGZkOoQrGbasbtR8SbylHSoYeSMQcl2LsGfu4XHl/S4Uwo6AThzClwnPdPj3VbGn9UNM+/2aIDnUEDQ6gQ0Vn8S93LKkoT2HF7/vGwXVMVKBUhJolLwRvGYWs4rzaKqhmxugkFvZommuBb9PEhV7OBqcnQQngleS0agBfQZLKXfQeaMIVfCSprCZAiza5rRQmXaFRh0uiKLLM8VoozlfcewtfQN+kUkJnwpyqOEGj59kNPpKYKe9xuTns/WYoQ9huUpDyFa9UVzhj1lKdRYd0LwYiQh6UIq21FJJzhsBdnuDFWn6KSDnL1bagCX4vOCRE8SeyS/EXHUb+7pUx+aEAMevat1oKMYxnxSjzWZRA0L3TFLnFT/9tKOrV+mSMPMbfZX5umkM8yIGti37wZsWS5vFCbmAeSYQcrNQGKFPY3G3ZQu5PAuUiJbyIfNJIOS+qV9vc54BNa/UpULalqogjpg15ZkiVHUuEDw8AsATr4SEBQcwtKep2EZ8UoSqeU4A5lNhSLMDD4MVPjbrQ++8kfukNRzmuVSon4KR6akkZZOTffjUO3CIn8QmSgeixu69Jmi+mBIbXMDtDH0VFeGTALuvYTOs4wkp9cqBNEHXcUnlAGHkN+r0walANM6TdKC6rMhijVJyycEfjPF5ps4enWt3YVZQB8OL1XbTvlyFcsYCes8E2O0UurR+lIwLzzYnkn9NCKC1CD8/Ka5wXrB59gHyoGxuADCcrE6J5nHz8ElXNp9CkbFeqWJ0c7PSaLs8LVlAm8U3wjzlqRNi50kyLLx6kFAgBZTtwAW1jp7JBiyHo1ZjaylD5hehaHCyIiV6wBnuJ5ER6EYXZPyPku/7RSFxsbQEOkDt3yfBa74YPtNmDlC+bG4XmRxfPmAuWOPvmTBPPz7Bo78YnLM5B9vou08udwGhvlGFzG9TmpmtRfTML0LJ4QV6AGivFqOfdOCqd81UzlZQWr7NjTKN9nQOhyCGyDPFFc4G2Kj4rwKBm9OxACcQe+meKAOfpCTw+eZ6eo8mfMum0dF5bJjIXrBMbyQ4+/VyJscsScBzc1pokMPrDwIfpBPkmSpk/i710I84gfNKMEw1n9cZGSzxxhu9jW4RZX69yJj3FXV8dQzCTEbbAXsjoyLzFZIx/2UpumUP07gBuCfts2Hrk0CH7CZqrPRvmv19QZRoxDd1sllhkjfiXj6AOIx9hsP5YiFsaEAxMXmMBZI3QlClEzYK6bUjorzfBClpZry84RKk8J4JXvM/dAF6Eg6Oz8bDUw9WsZMN0H2+EYDaLqlGoZeCbvhFD0iwkRktr1Bb5ZkSiM5AWOQXADbmlZRocgRhZg302PZJKyo7gDM0M+LZiC1LqSAHmCQSN9QreybB2Z5hVks/ckHHL3ZYkcbGypFbOCA/0wGtWRCEjd/B6wTzc5PKtRET/Dpn85WkunQqRrC+ClLyxUx38AQGWrWQLOonUep4Cgsw9BdzlgNC1xzquCB7MoVBszcaETXvZal90eHe3ABHeLcoC0yF7POVdmr7nCSRmW4D0StxKcoxNtrEE1tAPtPbaKfxFfskMxme7fYCh39U6CIioZ8EedqD0tDNHZh48KoKC1FaJYcsB+Rg45km2ebEx6IdpgsCmJHKT85ABCCM5ArwlcByzG0KQJ/pKmhzOkrgGxYCVyER9Em0SbpcjcldpwuF96vqwv+sTCNJWfNJh38/oW1I7/RCDWAlQKjfgDzKllmavNFkXIf88TAjAJrxYm9Sc5CxguFxaOszIajyLcLhzMbyI80vWuHxNbQ2vYTE65P8RnS0E0lmDLaDm9vFWArbRPNAIlTPxEi4I3WA6bMokle04UMrTmmRPfC8+KI2mbMBNMt3AlO2ZRFBcLW1TdjKFKNPYpX6Ri1z/VtiyeZmLWq4C7UyCEkab8RI+F0Ng2FfEZv8RSwA/I2MljYKu/BJhmN6bIdgfoyFsjkrQCi9goXHBZOiPJOdVwfhIsvMjXr8trWgHAecQPnjBMJnAlD7gopSnfUsy+Yc3NFxTG7IIeziN7LzmiFosthOMAR6rbEd429UVOHOFDde6dlmKduqb6L08UpMnPha1QBYFgnxk0ppe1yQslmDre6ybIQhc8Vacr/YsmdqRPENuhh0LUUstqyCIlpuzhxZxCmDN0owOSNm2LCzHAmxuQI2h4OTBd7BQcoreRH2Od21R3JqejEnz9169MFcoLZ8Eo+iN9AmtYM5IOGVXIBqO+6tTKJ1yxtt1XUSZ0/zgxF3W9bDWGks4wROSMj6TAkmOyYmgC7GDYj3i3AhhxkYEz6hB9IzcS+f+6ZGB2PC9sUqF3VerQX5RGKLN0KK3IKga7op4eQr1kDShjuz8ooXIb5oVm+fic3Qt2AmPVsOQN3ngVLONEz6ItvNHaq11Kdgdfm+HjD0A0lROQUPHF+EpqsjsRH4P1y1b/Pp4g2krIBnnVR9Eoux2QGIDRsNkQ6b89GPN4BPwDxIsHklJa/+QepvvlAKw+vsDA7ZAQ8S3EEg6DP5dekqSlN0Hkzg/CIGz1EaWrr8QinoMxmN9hZZiMxtn62vpCWsVAuMP344A8kzbdV1EA667DSJaO+nlYHbAbqAx5iB8kkk5pkBENWWQ+W6ZRV38DlEFfBnHtsnwZmcKyT1vSJKEtQKlhu/m/EDlqQA9UqGfH2pcnK/6mX4xa0PXC9mhNFwaPwkD2T6CyaqWcJjnc3tciHzgcnC+TaQeSa12s4Cx1vXQafmFy+QkR7pm2P4cX2mn8jZgpLgxowTBG0y5eV48BvM2APtlRR9dByaXDNY35sXY3Om1MuMHr4I5J8JKXIekJq26XztK50Scbu4C+7R2uCTuNT1H5so5kQ2ZjZnBQSyH0zI+6QoeaavJDPkYuvuxPOyuQKWON6XLhzzmb4S3ekv6ol1LRzkujLwEKO7qFomsiLsjfxkZyQ58a4dYOLFUNW4XgEZBtJGyCepRnZPuGg2okL2bY+glNatjkNgrPFLtpsv6MFKd7MDweZmodC7Bq0siuf2Rmq186ELyE2quWVzPrbgemZeYG/qiFcyy+xfBmjmPEs4W5aDHBmQ0ooDOgk+E5NUJyuDuaNwMPvFAGX4g0NamDVLxSdxcnYtLLD2mQ1M3yb0xftYjICHvNj7JL7ZS4tSzBEoOwyAgRgmy4grw+uq6DxTGVznTQbnxzegA3LQ6DKNTM7pLkk80wEOf9gqpJsxbPAp83UNP4iS57w0b2TH+HVhuMw9bOTNKThEf6wMeZTDlTf6StI/GcydChUW7+fdUmoGMY5HstC/hKZrtvPCt53kQLBlF89wBxWQwI5xcl7panbmgMVyZ7UxscNSdAvnC5XT6kx+vtIlVLdBZXJnYUDi/bje+ANvBbiIC8NPCu36NDbcWehCnC2bwE0viJNENrIB9Y2YpHoTBXPmNCxPXkm2y4I+sHDBXeKX5NB21yQC86Jes7ldTjINODB4HdL8TFSbD8BDgHmIaeeVWvBotjJE5FI32S+SQ9t3zEn2FSDiflFyRemanzJeIc3ql2bt+pqJrf0kSZZf7FrlhVEM4VI21k/qrJsvkJbtvFirzRXAgvf9IJJ2qybCK1EQmz2YuXXVfJnjYQMDBe6HWJr2lWPySi6eZgVGr5u1h/xKTUxwvxhAYMhTqlcSGv2g0LD5h5XtxSZXaDgbEeRvk78vClO0x+5+OquZkFd88UT3CQWRn4BR+CIkCzZrB9luqwDHs9Ug1HNm6MhJrPh9EZWx/sUQdPZrEbo5KejJNdiccrs9Gc/UE7jDQlh1Vs7JV3yxQfNhjpGhrAHzRb3M3sTR2cU8gfi+HaAab4cD+fQu8IuczB3VS82cBQX2YmoyyIY8pHDDBB9+KUzR7Ljgyaa0Mbg5I3Tgf0Nq8M5p3ysFtpmtCljYr17DF1N95Q8yuTAFASk+iU2V7qYG4lxII87L6IlKjkJH5gtYUD3T0dI8aSW2a0SK1hVDQxvu52YMGihalFcagqGjoSBlbtOrsWU1lJFv3LjC8SqffmnMkBmQBtdeIUB1y3qReGDfHNzDNfRKbHL9iR7WvFOBzbfBRORFOAFccUqJX6Iy1ud8IW5WA9xvK2LlhgI2wBkUpPikLrU99DK1l6jE+0UJNmQFuwWXdCTxS6xl88+ZLnPfCrrN7VqTpchJwRlckvmlNmLzDxorM2CTLtB9FELecmYH73oR+SU6rzOHOxzd0ChRNldAzAHTgtB6PHZfCcZmL/3iup0wwfJ+A6jwRTEZ9gClxSdNuexsUjyYx+DEV8KCRc4xRwnfy2z7pdfKec0ya+MwQ/ZKTzrwQRUZ4B+lKa9EVvV8YmjMRlOLoBDcbHWBLJSyFlsZb3QAQ1fS+KAjkYx6P8UPMoTABrwRzIBfcjLPky5kv4qiYrwmDAHxPxUmShXzkrxSlHk20pI3w8HxsDkpTMmsbFn4WpLZX8LSpkd2YLO/W5G/GNZ5o5dEWASAGp/0RGyeEBhiG1Gmbs4IMg90sQDNB+XgK1UGdkkVY5sH4PCLYXE4hAYT4Mov/CRUI7OHOly+o5q1i4iZUe53g0Yp6OaEV4LNMnMP5dnuixZQNGOFsq3bHkewReCXZn/8nJPJmSuUZHOzgLQBNFFkLoA/3ohqc/4aqt0+JKe82OoqP6wBAg668PVKVN2eJrRwZnJ88WJnWsg7zgxyv8LFX0KioxsJrO0dbN/8YoQbMuQUFBzyApZf6mW+O1c2V+W92JwPvhpBFBS5C2uJN+oJnA+PXOy0174t24jHBc1wogFx8OKVGofMSj9yZrMvI1s2QxHZFQMC3rZ65ZeYyM0dqvy+TJOcmyvADP+brCztQVjjlZDUzlh8COY2Hzs2l2uW6cx/vIzrxi+pnm4hNWAdlgv3ipxJmo7BnmwGit8X6eAyE1UI3EG+sd+WpMoZ97jARAz+Xomo8L/MjM5XhA22bNkcbbbkQp69y/JFY4bMX0eyZrUSQaCKBWS5ksbBu1pwf6mJhVkDnWzniwI2QE2CLHegdCh/YYtXuoXrYQqndDBv3W9LcEUGDbTAH7DG/VLo6TxW5MKsi1a9NtvSuFOeFw4AhdQvzXAzBdUseoaCxc0JaYMDxg4o9TGB75U8k8xzQSI2ogQ6rwRlDjc0gIkWBAzdK+1V/tLmz0wl58grrfCiE7g+ybRSanzRa+UcYMLSfGY3ZnNKosm3eVG4GZvSL41mzklYA2YrWxSvdMVRpnLZgsMN6fslIFW9lSreQXb8fmQ0uONkFHyUt+WT5qzZYzjQ/BT4L8ZhT8NwUWQzBgy/CImOWQNUX9eqAttcAZ074ABGfiVuXikM4WwWKDYXgEK7uVxouJPqEg/QxOSXeBDOEmC7dB5c7rqohFHjdGRYsorZsl/iCp23j5s5DLMPrIeXUr6VIZQ/0RjwSzja7CBqZueioqVni2Gkv05OXhN39kWhp/Pa44GZ68Em2OWaApyLNARPumX7JRde5kUmEV1OKxFb1vGRC5KllgJx0/JKKaRmA31D+4OX0RdzLeSKcTPQRK9mvJKajg0BFa3XWnL5vhsa9JoRThmOlsgvwvHXYXEUdh4B2N6v0IsM5IqTGwZB/CUcf10zFzz7lRq1r7ipRL/BwpHpCHF+kYsR82NY70hKF3zmiGMeh2VV9tTw5JfMtMwCvMhmAAwIbNkLnZyHR5InENv8pRmzXRON1e7xI8EvGlDjEgYrYaWoBZ+0RmtWRPKhc5kC9FnkrwpngIpAZhJ15ZfmmL6BmorZKk2Jz1AuPbQXGJFcp+zpjaJEZz4Ed/ORAQ9ejI0zN0tTRmYjdfdLEzDMRHFpZh7NBC9WBku+4uXhc3VpfglGd5bUjPF1QkfG5oSU5XytpbKam9tXkuI1+33psxAdQR4/NKxwBZQM5DJ5Pn7JkXGWpIP7ZZEKm8vFxusWOJE3X2j+EtLprCBTa9aizbE5J9ThT0f6uAAowF/S9JrjOnvmqQ+yuVyNvIsCKVdi4fNLlLV9SZQJ3YGZG7/ovZVBe9R4zOf6SzNqZzwKE7pzEqy9UioZXgi5UxqESotX0kDbOY0M7R0zfvwiAgZcMklEWiwdz0+yhTI7LTCxMWuc+LamSN5oBAXNyJXMVyJw2k13LOl2S16/6BUhC3HC5YuUtr/kYsQcX0HQm6jR2VwuLl8DsySbnnn5pTKxGXB2RK+DujeX6wU/SwFFZiPn8JcAN2etOsC5aFDKK8GO4D1d2nA02AW/NGJ0Xpyx5VtFeLllH0P535QReY3H85WMTM4ROh/0QC2zzRmZhNud0CGvCCHjldxkzjtwVHQnAWR8W9menGXWCr/7AOOXShTODboUzURPl5tzghX38rDDlzTA/lKcZD6Tkjcf0YrYshYicKg4GJyL9emXLkw+G1vhLOBBGy82xwV6K4sQ/0k9e6MjqA4mS2/OJDrvh6CLQ7Iloclt2F4JwN+cwI3rBuMBXoyKH0+s7CsVPerxSoxF8yKAtc4jjcDmjKzD27Bu5VMJZH6pqs0M6FXUswyy2JwSuPAEo1Cym8nPX2IQOCOGBuhRO163LKQTjtfTZBZSZa8kOzvrHamhQ3kKXynKIn8QR0NuyyLilW7UzVID1roWDBNeTEwCDrRr8K4BxV+SrPIKbDVnMTpdNjeLgAYQQw4HkkTwRW3EZrdRbx8jK7hlKfzxAQwieRMP1i/hSfUcXbxsFzXC/OKZIZeklUObD5S9khSITmZzST/x1vd+DzzIXlqVuAMryV/asGYu0HSkk8kzfaUqT1xqAxn/0qG/ZFg3C+IRdUuoqC0rQYi/lYnKTk6c/dKP3EzFKmffcS7fBrXIvR9UasQJ2Svxjc16MWL7EUHSLSt5xdE6wchxojh/CWzIf005MhsAFNqcDyB1AFBUHoRH4YuwtJnznoR+dQQ6eaXVPb7Huim7kMvxSk1GZzjVs0sDLvJisF54IZwIOa7C3ithRs5Hckn6DjiG31bAAheyZeMLuDx+6bB27pJZ9g5I9EpTxHiYjIM/BcD7pTTafwqE5wJgXmxZBCM0F4YfXCi18ouYyPXVNmzdys3PLyaekGlnmOF/mYe/NMFqFiCP9iOQHV4MDCmvgjUPa+vwS3SR/Y2Otg2ppuH9EoThESS0lcpb8l4Jbp7renjpCug0eSXWVN4gK4eMumHAK52pmt8ifPZMSp9XcjXCtSACec4RJL/0VNlDgyj3iU6uX1RghlPIUVnagADbKxUA7K2rHHoTq5lfRPyR2Tjo4X1BQX6pEcaOk2ZnDsM8eqXNBNrrVooTaen5IiBVs1aRd/twV3wblQ9PNENBprux9kocNmeNaoYDvqnzYliocD8fP+QYSUCvRKTKZmJixry148yLZeigwwZU8iMMU18Eo9vluAHsgC86vF+fFV5E5wxvA/TwSw4u+yjfz7ZsW/KLsA0ueUZWOns4faVNO5OtrumZMrhezIsUTjYlA4dajfolr6KZS1miWy5w+zaxMRzrEQUnSy38Jb25MUVhZycuQs/WgkiTVbHAlToI+KIShXNaGh3f18usF8siyOmcOMlSBnh5pSvd+WxBYG/rwngxLnP8mYThOwBef2lHxxYb3bMPt/b7ZHzQB7aU8ibVrC/asKZLeeBF3wJo+IqZXzrBzxwOZQbiiyZgzTyjTXYBJ3PeT8e8EahTzisrfSXIrhnAFNgunezYt12x4YJetzKNtaRXwlHbrUgN+a5uAfpFQi9HCl3C48JK/JLcaNeCJ4C+ZYSRV8Sc9RmcAx71Ab4oEnK2miCjw1T/bQOC+IFIMD5VpueXoMZmnzapXjXn9X56j3wLDRo/AIr6SwS65gBgF3gYBz2+bcsEzxv6ILtKsPFKTwrnraC8rxUgV9/GRYGvlUbxniatr4TmtC/J7Nl/MP5+US0Gh1whQM5j7fJKiG86k6Aeu++Lg19UI+WQfw9kPjpCXkkxr8dyv98WIY5+URCRU6WhwP92wy8lYNBNG7nsPL70iwugeIRPHhnxw+AreeM5aOuqq8XBjPdbsMUPm0zIN5qEvhLn5ZP1aJthrw9gmRUc9ZLfLI/KseCLZnvMQk1zvkS6ju9Xl4SfJdLxKwfcXxqau+ya22/cAAm/CMjIuZ4e8DMxIr/ElTcPgTjqIhgh935tMTjfkAkybAAWrySveQCMG2YGf0abi6VDL2mR5FJgAb5I9fTD0DrnbZcIhkMxhUbqDjhVZNEXaXEzD70m4aKNhO/XoI7DMVFyICASXqnLX5dS+mZ37TT4xbY1fLEyjNzpY/dKJ0ifyVV0ZhN9szkDMWgm1iA+5ZXli0Yzu+ubeSeJmv4iXBZ+2PhB7qcLXklGnK5FwpR8JafpFx384AlqM/AAWZL8ks9s1xL5Ca+wzfxFB5unzTHgWqVZXqmOmQ779tj1wkDAL8r5cEDZRTlWj8IrDbHqsibAuhHoFvziXRmfW7CGD1Go8kqwlT22yJRuJtrrL9Zl8rsiPO7jR/RKq417TtTbvEBJhy1rIE07PQpxKlgZXzRjdqfCOZrRSCi9Ugqu5v7Iwa/O9heNGN0xCEnMYh+kXswCmpaiLMG1xkZ8kWSVfXdjxly1ofDZVADRVU5MeQAbSF90WNud4iZwFoqA9H0t5HTWIQXuFW99kYNLLaRgSe8CBMgrkmDUAD5XcDAtg18kN/pQEizMdltwO0b5VsBxQEzhXpcsvmhme6LCAvPe6ZrNxVKF5fQo4V+Xsl/Eg3Cr6dLNDqR+bM7AAfAcHV58wI61L9L04otOUnsXHHuvKCKIpmLz4gjaHr8IprOf/Mia7YSAblkCS+A6jkM8TESBL7ow+UdsXt8BkRtgoDjwYCsC7vQX4OsDPTr4HQ9oL9jYBGxDGDgwEzIK9NgpigeaXNtOqKR5CBskdJ058wV+sblEoyXKD9QZupvIOj2EICm80sBBA7uwAkWjseB8oB16W4saga4WGDk+EQgXXkN6pNUIDPkfKoE7Fm7JBnLy8omhaWAtJWJ12xqV/5mteyocWD8HJOh1yFcGm7mctdaBuQfy47Jb+dLstAGDn1jEDwYCL9B5eBAeyIh0t8597bS/w08sYggDQQqi8wQ3PJBR7O7y5akbA1bCJ37y0EFR/rQZKtP/9DFvZIHF6zVabm4UHXwqFEeTPfHwQIyEe4YXMTPbaN4raS5qnq8vTsaF5YsM63acAGE2Bx9Kz/fKBL7SZEovmFLwP2i6NhchL39IW7e5UVrgF2tuaLRXKg+Eeboxe5h5CzwGQDuFYIEdcPig1eJAeaBU7gcRyZv/htyBOnKagLU0CcELuNJ9kWeAF2BH4tW+FTY3ChJGIzSrt7hiH0itds8C0d2gT81P1FFAS1kl6a9GJ/9jY/4eMwp298mR55MyQP8gLeoDSHX/42R+A48MXoGJDsoCFlUTLeVpJhVxHqhMwQbTY23HqMLl+a5wwqBJCDSd2+MDcS/faQfx16zkbU4GtnATQweagBy8B7Lz+gMTMHyCTDNQzaI4mih2h15SVXqgAxv+wJO0T4A2CoopZ1AXaSXRSyekHshAmA1G6U770KPziTnMtNVjDC2AjsH/uAjxQk7odiknm19b4wlPuQFB68yy/7Hd3GC6MvWJNyo+EYcXfZUFSQM44/U/nE724GbsZ+CSBUoFNRHuYjFFs5U+PZAWuM3m1MTvIRrZnGxEMIw6phqWsnygCpmbUAjbXDaLvZikoPZxAYQbgDTzRXSRm0eH/QhzFGxuFIf5Yq80gynaBxIV+wFgmr4A4OfmZMAJp/mU0wCewQN9JXkoSTRP4Ixzx9JqgZ8AAdQHehA8UILJb9J7u0Xril87Y6V31AjQY1h8/A+VsV+yxNpuPAS+GA8UvJqGgFbghfNASJH7zSXavlLJ9mtwRMA7lLo0nOTkAwGo3aZnodvRsPATeQt4Qp2PDuxR8UAHtJ6bQu2hJOG80pstnApmiC6z8uSBtur2LQ/BV+tDsGPJRIBlOIHSXTUTDyQ4+zt8cW+EieTFfjqMo7FSsyEReSAEVR4sSpKviuzbsWG4YDYSwrSALAIPxCT1aUBmP2yA2+ZCyeoisDTNhGXigag2H4uScK96bfkwOlNg2zNKDTZU5n/CFD1PnALvBRq/UgNBuAaclVZrw3qgt9EXUu3pwqlj5fme1GmpH7DWekDif3D8fVcYIN/zZsYruRnBcBxQ0F39yv/Iod1zgaE9acflE7sFGE5BAD04gcsDLfDbrKMpdpFaH8+3xQt+tEuj+Q4XHwhes79aCLxhaYPNyQYJ++Fp0WsQMh8oRput1W08B1dKrwJeptLIQJjTbnMYHmiNhd0DWjdrlY55tsxOHRRBBTdj8OOL9OZvOMtTIYjbnAtGaKMqVd1k1fZAPYHbiuqGDeeKx6/ZGsGMXzEaD7DrgeIKnypDmK1IuebXxJxprtOltlpB4X9CT3cUE1++DoWJHWtGAAwoJU+39YDwQCDkdqwE0Kd6yRcTigMfforRc0uQPBBgd8OuqvkzP6hXmmsAD8pN0HCsfw8UoaqLRZg2Ex3x8H0q4jSRiSkcjYLdFxHo2kcO0ewSaEE+MUkZTLW6RRdKQfFAeAt2X5a3v0BBxuZK0aWVGa3VbxhQH+jK5mvODQ+E17hjv6jQR0aiaCfVn/8ZM+TBpJY2D9Duh8n50kyod3pq68z/INHxb5sqXmvPyksDVgg95YQNbHsYP9CR0p7li98jLig+UUYXTUbji1ZqYPk/E6re7IjlvmI7+0prO3RSnEYNBdb5P6+Ve7QKa2Nu4PCJStzAQEtiaMO6NA/kV/ntdsjrXFREvWIlE32kR8e7Y55fxIW34dCSmAnpAHb16KLCUaTMcDPasS9ywWWHqFp6CJ9wm7NNQ9oZPAUaztXvgZQEft228E48Q5sLVUdTCdmE6dD+/U8bsS+awdk17NLxfEtANdibPX1UN/U/G9Zs0hVZW8rd/HyzauCe0S79oAGBBzr860b1xf2kqxqYFA1Z0HqAmKDjEul8kJR+vKwB7/T5AdTL9VRvOeEAi8ER5H/iyN0kMWE/CTsFlvrVgEbDDYCOI2z7ICku+wsimO8FpQWf+AJKJ2jSoIEOFfxPodWGcbfh/3po7Vg0oWlqkmJoOQCIDwQ6ZJMu6S80B/XZdrik3cZt3ZcV54EgT9+OyNvzHIk354IsXYVEEb7VgeV/sLR5rULCHYUlxK99uaG7zCjpoTpY/1OicINC4HoGayNeqc4zrc0XM10nmOKBVlRuUS6w3wUjxYsZwUirHXJF5zXKeCBKHTvNjACzYZyzAaebMmAnZUd4ghczvmgzdcdm0pgTdzxsLhYDOIoMF/zsQdkXUda+nGXcviKIuWO7vOqrzDfNQ8fhf5jIPQIrJjvDgsIPe8NFB/gqDVTr9D8wul1S29DngMDL5kqBodHQZNRxVoA+aKf2F0Cp2j5kIK+0YIjWehKifQht/wdI1f+JEn1QkBOgsin2tFcVWPhVh4n/mQWy5QIN5sM2NpsT0AAsxY0bngBT6IviJPsJdOgnFNXYnG1Z0GrgGKHlEix4INokm0sZ2m8RW79PZLGo9wo0WA0ELP8jd2TjWMOyccgY/MQnYGhDBlBpRDWXD+TBzA8OUbLVsP1sLpSj/rrCB0+x8uJ/VE/3myWFN+SgYseqMUS7cWGJprvkfCBWqU2j08H+Qun5fGQwoIVCRdCDXpAeiMT8RnuBnA0Mief7NtFpOK7gMoMP/sfB5aZBwMDegeLBJ0JZGpXipaQTMYh5IBE59oQvrS/3g690hwJNx9AFfbeK+UCltJsFGSHf5Afm2YAG0UBtj+g/0CcPxGLsS4QH2U/6CO4I8YJF6QwtfBqu6O6DHm6bYEH5BSILvFiSFDQe30Tv0c54IB5FmzOBlhnQg+SWHZMAtzKQw9FWiPkiPKkfHOKyo6TosTnVlDRYTx5c5a7C/4xmfgArbV3NJxB+TYuoPlPgCoNxAuB/Dmu/b9DF3pHKuGO3dHXYHC3YipQn/zNj9tEgqNlZiz8+jM2YPoCAD+YShO5/JKt8gzND+4Ls45UeTpN9ZcCydSb+Z8Qol7OTfIeu0M2VkktpiCii4wwsfpAX4fbDAmWeE3PmlTAXwFM25HHtOPlFabTdCcuM74CXoKuHa7e0FsMc/ea49UF4UzoMUNJTMJ2wOd3ElNZ4EUE3yEz6ICWvjaVKZjf62vrEFG26QWsI2AnX7H/AMHx8YW8qkJWeY3p9GoGcIxhUBoH/mU18jElnUzlqkgAsxJcuG5qCQefM/M8M1wXSZMkrginbsWzElN54fKPntgR5IDiTG+hdzGkLQl8s0gm2AkIKf9sfX+RVtK/8AO1NjxQ+EQWRngtQCifpivE/XHv7Uk7kHlU7/EQpHkqHtE7Qh0vIPFAn3v6QF7TfmGF5PjUJSkOFvHowwIAHCu3aSHF4j/dl4JXyxpTmoANE32nNPhCXuoeQOriPeKHcXChMXSZhDAYN9fA/PAg34gvJp+oA9mxFYqWgaNq0XxoyD8Q3t2bE8QleRL5YU2MpDwRK9F6ZfiDVyM4nlPka/CY9ZQfEkAvYEWq2PaYPUvz8ihYB7Fn85F6xgyzMZo0T3kDB2hcJaXgiMyu+Nz4UPd8RKf12IQbMgaj4HwJd3QatenOAE0+ezcQanOXMiLNpjfkiqLH3ArFtFitwbM7v1GY/usA9sDT9j6bXC6CyxpvqoP0alijNYGYAH0mA4n/0Zq/i1ngNcYybK+VCNsAIpdsoLz+I7vQJax1sQwgYdmyWDToBFCH4xxWf/7kwuWcEg/OjhidePmxfwDUYROBqC6i+aMKF12UkdEXAPz4MDRe9JYjColwp/ocu8vF2JHfTnnyl7p1O+8aBg3Q+/Y9hHfcieDYTlZHyfZhEsJdAUg7X48wXDc3bgxENu9uC+UTXJHJVZZg2pKx8IB70LSKk5yWlTNicb3LyARhZ2o0K4QeZZX5ViUK7LBHgK3KQA9MCFnI6IMYnqmNm5ygKnCFReTYXCwJsI8ERvmAR8IsAN/kqBMlfrBK5Y92wkMs6nei4K8EPupp9SdrIHWOSQ9hbDyitCZDBGGYs/Y+L2C4UgS6vF0b2lfakyAkqd+g5OrYPEhrdEASobdOtqU+cAiq/xZGgB4m4eCBU0a6jKcVPmJz19Ou0IodA8UNvLgw+qMSWXXnHODsSvW7Ovy3wjbVYzgBU6IsYBHaTcN54eI6IF+O+kOEpCvpuTuyB2FTZbFKT3wPl5fneGJHXYK9oQCK5B5pyublmIrxWA6lnS8Ihfxui3lND9UBdajuPDy1egpgMXpxVAWQSC+70Zrz7oEvuXq36628E1D6xhKV2YAsAxuTTfJ86tF/BL8neQOFvc7lydDeuA6xB68r/UNZ2IbOKj3RCM6AAm08ZhZ4JrWshfJAK0Q+CDOtPPEfPNwRM47UlgE2wSfifofkjPVBtBTq6bM69Qm8WXPAG2Aj/EyfpJtxOvCQPpc2d+pJJaIbQ+9XzgyiI7W7PjdmwDuyWDYMD50Aa42ytSV8ENmSnml7pezqWPpEEm/Zb0QpP/jW9T5vTD7AH9RWVO/s1KgH03J0PLIJOlv+BGnvFAx66Xn7c7lgsW7SaqgfYw2mA/8GTegxcrM2ByFeY0xBUrYYFA547O/A/Iu4eg9qHrQFINSwpcVGrqd3BDbaE/E8IDN9N8ZzVBOKHlfHSb1DkwCB4Fv/Hq+j1xjTogoG1eaU0L3otjCX8ATL0f9JotwzHwFlSCQpQMGvSYMvMC9zNKuiLAsf0vAJzDyn2tTnh9uQSGza1GlaIDwps052dIzLnAel4pROZcCcmAv5GBccXPVV2I6nvJ84t2LFxqOQTSWCaAV7VB7HJfUNQir6eJNgr9XHJmAtg6LZECh9EVtUNEAXPeg3niz0agD1DYXC5Ggm+aEcHHKFIhu+CQPJiUwVkFD62Ou4zP4iqu9GsHNmspi4+EQsS+cXfE90np/OB1PxtBU4edyuQ4ideaSPDcETTfVBUPNCarO6lj40P4Hnh2ZxieRMNSNOVbvkgosLdE2PNC0lteD7bR5nFd4fO64TwQHPWdC4a6F6RyumAIrdM8iiiV5cFuPugIRm2mQ4yu/WHiU+MDSHPyKFC96U5eKA2kr+hBYXdTaDAyylO1AyquMBUKf5/JmzYljOwzBcUb4A+6aKFBesI4HCOTF80x+VpCE/MAbqQPZsIBLCPvS6/A/J5IjSnvwGB1ObpS7K5UFV6ja0KXCXo4n8ANzsTM2nv/VuwuVNAcpENdtpsrfODYGxuJQ/cdAxvXD/R0ko/qOAHE3hkfB9Yy6fAx9it/NFkc+4Bmk2GJGwVgc7/MAj8InHSm4eI9veR8IGD6DXge1XUPFGXv9+ZrdEdGJl5Ph8UdJ+YIDjsCZv36fK36wKgzRdqfzb3agtMiLSEx1F+v6hMrOM4A+IXzezYnHBFZCNF+vQZh80Pqgz8RTch0oiUenbsFSrtBmYDjLVg7X/AhnxWH4s+gAnRr7F20HlQgmCvIljeB83p69X4/F5Q+76SAjC6AVUnrKXq+j9PlQ/3CX3PbLUPo33VdVhe4AC3a/5nR8fcowLvHxzI8YUk1ktu/UOhx2AbH4RK1628zPQpAgS84gU7WLR7xP9kYD4RrGXXUNTiB+u47NhaJjKpFBxagQq4D2ocspPYRM4Ttrw5/WjhQssQvEEr4hdVtelgRPLbpVa+0l+QzGdODXdQ8EF7lT3AV7W78q9XtCAE+/jKPNBxP1Gr7XeIEh6vCxi9mJWfjCSCnX4uzw9S0zEfCdU9X12YLisZIMhbNp3oL6jQD4KN5QTkeF7A5T9bFBWZSZEjvbbI/SACp90XFpTMi1ABtuwAHDDiTi2na1L7oh+5LofQ2C9CEvw+ni/yk7hHwy0JfRCAv+0z5Gxj+cH3iV2iZFXSUT3X4D9ISsQ2UuNMP/Em9hM9iGlCNR3SpIxheZ+5qtvKiPzAEUc2d4pT5mJaRn+tAfwgJLU/yWGw++HLBqpEbUq3YYGQ1qiI9D9zYT/ZgbL7gWznbHGrT7dhCUrzimDwP3NcHVYXY9ZzM+CVSizCix2m+J0Csic6U9Wv2IX4QAQ5NmfcV/Yih0CDcXd8kGeS78A2Bf58ctpc7gjtNtdNaySy8j9lYl0qWQh3FjI7PvHLmPylQ6N+swL9oAEwnsJkhm9gatzm7ELpt88baRB2mP1PVZs+BAbc770B27G2bPKslywtFnThg1JIbSGeK/omZZJP5HCpC7cKpIEIceN9hmh98ewazNoJ0Yt5u8CNWDT5HhjnE13p7jVReHoJCTWeb0cHHRg3l/aBccf7yGteEXbz5YJ5ZcdW0aDj6IBIi6Do4X9+5PYRVZa5Q4vQLlgbF9LaSCjkdUMpvojrRx9B2PZxPCZeKfBPFgOigSb7MvkgDbQvlWZMt/CK+mupk5rvSS2Nw2ed93lSuINiGM0dmuh58f2UNDJEuLzurfKLAtT5OwDdzqW/r3RWQdN9hrQJ3STvc6bqz96iet6CLx82+6TxHPikXVCS3+dK9xt7xG/e+nqf7QMqDIkGBfdDMueJnhTOXGdjv4YJuqOHixf/mcCppypJP+g2rpthxXkFPG5eLEuMfIbpgD7AdeGDGIu6O8boZg6NcTYXayjNTZYtr9NU80VIp18jFO4egJrAZ7PilNkEkukzKs8P4hubvwag+AVALrxGVKnBg9Tk0FGiLV7ox0juvF37IjEkvk9oU679gqDTJix9ENw8S20u34CxdHOnIvlPF0hNdfTkg8IQdl/AOe4uPUY+kbZPruOAUG89MR+0aTuANKX5h4vj+ypJ4QofWHDBJ/ATyWv0kTJfZgqpJjanH4u0NzLM7cZ0eCI3mbPQgTo/F9Zhcza44kBN2HQVFNMHSfHqdhZeOxSe7ytK4ABr0BDHD+u2PNGQqp88seJLgYiM1xoLALot7Kq0ysD/D9fnt4lKjnlRlGvLfglIq8VAg+ehlXgi2dk+26Hr4RZJ7Fg6Y7gQnQltdeXDBxmZ/A0h1nzNFIk3l+up3fq0lFaF6fsfpNNu5IeP/7GnVxI840SQX52lR+SDbtR9S1cJ57wgg680IkganTo07oCCkSdqMjrDtEp+DAvdDhyBRTiUlgQ9RLT3QlxAPjIOh07m1dycGlS/jaKWWslBfB83mX1EEok3YBThxQIc8SOrSg3g0cQHYUZuGl2n7knH+okWqHQhELzSAknc3ueEkS88AuqFiQR27JQgukERi1IsKRveR3ZWo8Eq219ABXyimSK8KQWsNhBgwQcNhtkyznz/LNHjEytU0IVGyErnPLS9T4m6vQWrRt8hF+H5bHAdKAhVKvYI4H04L3tYlOZjZVHzbFpzuJKCR901BH8Qh039GEbGPFkb1dW5A4qGowOX293dPtHt2kzgS+SfwX6bS7XDoc7U0UOpfS+EdPpxHlx7CC6cVyqroOnopJRuEdZ5nyajv5TgtduAcvJrTVo1X9dP6Zde6fvgqH0yClad04rJh3Ep1XiJaEoFtFh6HyJV3oPX4tdNJaOXJZytZnvNUfpDQN//NJ32pR0eZrQkU15s0RbmSYLkfx+SPBGRKl8VWxKfCJTH9x3d8qYblHqA7eAHQXb1mEVsXwKlXxFSAbzghRy+GKHqiWg86hwdcX8R8+ITz0RyrpsCeiwLmQ9StJuzyrA+TenA5pQTwKPWrNBERmh8kJvM2U1X/tYcEgPW6FlxLFQOcB2yCy+koMtXAOyCuYPSks296oCWA8oqv6N8fKIwhL0bZGC+EvDk2TqIwj5WbPDBBFhPhKN2LqLA9QpW/bbsziKf+lGnjeC4fJDs7FcJALtZ8jPF5uyTgaZDVg3Hy/L5RFK8uqEtl26rduL7OnzCQWO8OKKhgyfivPz+npx58ogFL9IeX6RtbMNwOyw5nqgMt88ikPMHKER5JcIQ3EpKjEbSUOGDmozOdk14PPdEIBiPthGcq4kbLKbE6AvNLf2GJBc6WhC5y8wBpWbwsRxEZPB9buE610XqjEjlypblSkXbQUSM7yGwfSIjk10IZdd7Lcp5sS4WPGvLiF5Ks/wgIlX6JCiELqMSviIEJzDRKQweC214ohOkM5uX2M+6q9vcqVjehcQCPIYL2AuViX0FOgq6hDITm8t90muMNmShGjLeJwxhv0Dlxksl0j0b1xAOwBOGdnKE/SActe+V0tZT1NibE2ah2ZBEkYc0C7yPFK/OZtVjrtPzK4UIgfa5toX3XXDzRDfq+lGJGR/k4Ov7mnTwrhE/GuoM5QdxXs5lUZ48l4DQzSlXyb2yzMJlKNR4oao2X1myCrMHytAdUQLLlOKIE/C6t84nguXyVYpVsb/wNfjENjw4WNsBTQXn+kEnSr9Pw4G+w25qx7oi6TckEHKRF5T3MTK5SSwa6aUp+D4RklI/SG0jT9FdeB/Fun8pvI+e+HklA7e6QdujfISY431u1M1aTfJ3Rfps2Z4hPqBJDKMRcOSFfuQ2lCDajgRH7fPB4NovwBsZykfN+0B2fQA6X73DUn2YbBtdV0coKxVQ8T6YkQ9UV6Yr8dvwa0pSdV6dWrlJguz7cNjsjahcM4Iyii+G6InmY0MBHogC6IkwI7uALwbmDF+obO6VjtIcfkncrk7IEyGp/S7AMtxevvsT31hystE0DcXj/aAVWXNhVZsNJ8PqAC+yMhzBYQ04yV3rC0mAnAtF5G03b2q9inRIwxF4ksJImExfaIKGWehGkA9QpPdKhoNcTDIKXhOm9IPOVPW+J7JzBCtyNmdfXKmORlN+18PviTyTdBAQXGcoMCvPlqENLYiCLV6YZ+CJOGzOfGWUHuj2aHOpIPCyqS0wEhJmLwS42a0skPyqNBIvNkCUE0hNg+HUSPqgK91uI058pRh6zwbGxBEE4QDTofr7oCeFe4OT3JVAHfjERy8NKLtluSqH76NH2SuvLMyCJLJsWQFypTuejufRmfNEKaTmt1C6R+LfzTk3gpvVWYGTtH54IQaBXVPs28t8YPJ9GP7QRPGqcEUTFZ4IsqvPzUmdNbB+AB1RhYaMdbTJ5bhkeSJZ9Cn0nXUXSTwF3C1l6u5HyYhfHryPFRNPYSxJf/EkzQEJTrp0N6tMVtQg+D6wXZ5ClpYOY+vW6zGMpu4+rZAXeYi8D+xn3zQB1X1cYX3FxcS0JjEtvNGM6xN5o3Q6DYW/8ybL90kR8QRu9DRPJpUPktfMCNzgnumyw5b9oeQJBKPATICovBDYkN54SGfOUJYFemQBmGwWwQFvsBXjiYZ0+Bqh0bi3zMl+opwiXCf50D+OPD5oSFZn4WOgg5LyvKKiGTRSIzO8ccbwRIp67ziL6UTeFG0ut0x3TfCQFW37+yCp7ZtnBsxuoKqvZIla6ikFiPNtAk+kgXZ+/BK3vwHSDIiiQsq7Ri7AKuQwvJCLLk+YddafVFGyOeEvva3QyoybJd7HM8lMFYP2mQZwXwnxk6f9HNyECn6hp8quaVQ2T3jTYXOvpOQzvkre4JbuiWBszopGcOwpeWmbS+XGN5MR8KbYjBeirH05HlHdipjQHcu69QKuELkxzsH7pJD6yi527iwAsj7RVo0vOCMK1xIS+aBZr9sYYjqHCR6+WCEv9QFExQHxRDwRY1GnU4TNH4m+ebExBbyL5QsM5Y2OF9rR8QjQgnQvDBa8EoE5ms1sjBzhye59NNDOE4QkbhxlVsFqbHlyBgZgwBuoMHihTzm908Z3XoxEsTn56uQEJS75nIOtJ6oM/Cgi1j4rJO/DrnBquK0B8oQpON6HsWgXpinTofhc+ETvj+YLc5I/dCF9n01mB7li2WGZHJ9vxRqNB0RQ9uA4433g5rkPs2rTIs5tzrlZrmaUCK/4cvJCcZKdpnPpXEAXf61H6bnQrozhwYn34RvrSigs/U8nkmcjS8IZJGnCUiQ5fBCa0+7pAMR8JIbz2Sp4lYYimcEJk8yeiG+sG7kAZdbrcrtlt9LIaJxmvE4G1hM1DpnXTLN2GzNXWzYIizNQEAtzUpF9ITypHuIGnM0Gjsj3Xengbp8x/EpI5IO6/M0XgCTtDxg8dIGpNeRtjINwG2uYF5rXupC9pDnSS0pnZawS+cQFCJzBK+ETXS71JjMdGzb2ySvufOENkLzBsJzqg2Ate48DR7qVAV6+T3JBKRHYJDxRTfKJ4OY57NtsOWJqXklxkre1IcEuCjB5oTTaWQJShB0Dcs7mUk3hbi3uYDc5fC/Eg7B3Oy3zoycFML86X2QWBkbwBWhOT2Qpoy9RITZrqQuv9GGGrCc4cbxUoCfaq+xPOKiZY0K/zb1Sky97PPnaDiVPREHsYzM3+iuEMi8qG2QagZIeco3EBu8zxEL/PIPaWxTVvmJhgVIjtH/ca6A/0aadlcBa7DhXUF6swB2PiyKDYwQwfCGvojkRzMcWkrpgc9LR8jcyXjBcXZUX0vTqsbIaZkBMEpvTQa18eaYIZ0tT44kC2zyhGrmXiRFlc59s6LIqMmQbea3vA2OzP1GBZNY6M/Jigoiy2hAX7gCKmSdS0zF3ONTbTT40QLnwSd7ACIw02NUpL9TFw9zhu2YLiUoBZW2zgTeIIybNSVvsC80C6VwuuTYaQbVnQyDF6UgwwTRQZHghqLEZz45nL0mKs2WHNnkDMiVwg80VL3RhsgNZ0XuKIZuvOLhUqsaKD49VazyRmX48pin99qfN5kxr0mdRs/KNCEzepzKwj0EFnRE9vAAroWCMTLrBB1ewoMMTKfaYPXie6LIq6gDdlGPkctxLGosbX14Ize4KJkNsVsAbrwgk873MNlh0AoMPamPZxyCVmN+KfLasFgQ58wMdfwtQ9kRscq+RhJmBroZ2bBQWWkGaADmH3tD7NA6ZMSSxsrfjj82lCuVykYZpTmQsL6R62nFwELO3uIH8vgA7PI8xDMaR1+KFhub+RHTGzBOCx7NFCpHZylY5ICSWJyJwusuMvPbXMrOfiNij61iQyqFARt7nSnRGm1uyo6j9KzGecrq/MzAdEr0XMqz7AGea5iBTBq809kHDZzXkzjhN3mevct6Z0GUGhNvbXCsicmmNOhzN0O+J6E7fME5RTzOjideSSx+aANOgPPrt71Mjrbv9OdlRBFi+YtAY3tfDhTvJlPigOrQvpJo0/5Do8mFUnujtRkn+bIDhfdR0zI99nFsC0o7NWcfG51K5aVCa0LzQaGZPw0BtJvux5ZUmt8goRL+8wRnmE5FVbVcFQTodFXN+jZRIr9kpyT+6nN6HwOkes4HYqTC2+cRDQj3n6iePloDwPlIj9gpbyl4GNvJ8mWE0HDdJFmLo+D4A/uZJWxi6a8sMr8ojnFwODtvoWYAZP3TU1JnkcNCVhKD7vkcxMpwTN05I4uiJAPzNV3VX25UJ8sUQSOF4eWBgPPnthegiZ6EutbOfG7gBAUyEyrBiYbxABa4nkrsxDx1OmeUIgTbnHh1ZxhLE02C4PZFZ5hwYRMDOfKstW0TG7a6k0lIfML3QjNl5STDErOd9r6zbIXm2yQ8PU8P4RA83czBC1RVx1mZzqzan6xr1YNIMe6E2YrMTV9yMx+HNaweaC3mM3QoOFgn3RDBYlxvM9Q9JLV4RUE6eg9XjiUtsTyRl2emcTW7WVbFnS5CEO0hzBuYLnPFCerOjYQybm3DUeDFACfLmhSxex+T5RFTd+Qizw5ygQNGWxTqSv23wuA6d80RXs/NkAtlvjTOnO2aQqeFzBNBKUWh6f8iLyEylwGqGC+O5uVZXZDB6RVwM8OyJvAhntsvvrnG29EreFzwvUChNSiacFxoxOnswPPyC4cniCbfDh8vxAJY6AfDghw5YmCekGeu6SdK5Oe3eeF0MxB5NI3K8EJY2nccK2ahpWL7vawUP5MGEAyMoeSECXQ8oBmEGMoOgK+rLSX9RCCM/kc3yPpfcTiv02Gn39p7NEVNm4eOL513KeSKiwnnAgLNZjWvIACPYHh70GMqrXoE8kZTsrAWHYkbL4tucezzkMLB4fKxD5RMpec1HnkNmrBozXqnDDxnJFzb+MMY8kdDozCELzzexi43NrZLicmsqlD7RJH6IarNfgDzbSOiCvCJSEi90EgAXRjB8IS69ecCSgg36GvpiZ104HwQRaa4pbLyQZJW3W8JmXoL13NynWQ+QdCGjblV4Hwpi8+GsZpNtrtmyRzT4XRowPZ4IeF+IiVznMMTC7ijevGLSETfktsJ7FWRfaICMGcOaDD2C6BovLg1H7obqJ7/NDf2Qn5f5DACaGcFsAR5Nm1s4kyMI3kRi7Il8hGYDoEfmMsrIzbWq40JoodxqyeUT7dTOFz5o6ZVOlnwdwbDE3XrA5L9V1B8qVPqXhZqlxLRsTrQcGsxGlJxaAsj7BLbpTEJh9MQc31fseyCXiGNeaDXjiXZQdCxV3z3FSPm+2IkMo8AT3nchxA/NWTO/93EeUGerE80cIpf6Y8KLtBz80BoOMwUtVPDZg9LNaYeD09UNKIWyKeOHegLnLTdjs4AUUbaslaU8JrLLCUTQ+yE4k3MRiDVbSBSHZ9NLPFAAmDTYNDMvdFg7D0VRMvdQ8fBifU4yExV1+Noa4A+xqTLPuYbuwBJ+rwQhlu+ZbfWAouTwQkCqZkgmqp1IPGVArJgK/BEcyZuXaT80+TZnMCvTy0JhN7dqB3/jfCG/1Wb9kFrth+0AmasYpO7Y1FMtZsOFHCWN0fuwyc1mS2jMArhmm1MPlA9hgeBXqa8/RJtkznNiYWZ64+JJlEWOfz1ukc2kYfmh1KfZ63rbVx8TDNiCOXO4R1bucef5Qyo2zIdzjvQyTBLsgFC2ystkB+UkeQh+qPNz1iP8mpccG3g2orbhX2+4Mpk0cD8EJcrsFhk4Xxmaba4VBT5lRoQXxWr4oSub/QkrYs8ji33FPRHyjEEh/MFO4A+t0fomr7p5asvQK4Vl0AQescitcrHvQ1Y1LyLS6GKwituySWbcrsZYaWpsf6ExQ/rrAzB7SIS07xsLwwv1QKTJ9oV5IQeXs4TU287CSIPNraLkaggM5RVvR36IkXDOWnKbj8KIXmmDGfkMU8wPcNX4IS51s6SVkO+YSBGb8y4HhxMjQY6js/FDX0nmAwxUbEofFC+WFsj96ED0mIp7XghGd5vhWTM/JZDzYa6I+oAaKJnKh9b3oerOfgq+zD5e9uZWheFfsC+bcV3zQ6JiM48j3KFEeZ8tVpKdXJH5m6WTH+pSOy/OTfoqa+LmWiVxM9oFshILlD+EebqHbFgyF7XS+DXROZ0gyE3Gsvh9H6LCuYyM1ax0AcmWpdriRDpQeVYKth9ilZrhPlDNRylIbE49PU6FFseNmiD5ISWBXYXg3A7VXHtFpyKeeKsmjQuSpheSI92PQBp029YPz1fiScOUTuQtplnfM2dNF82z6Vow+T4x0Ip+DirPzjJ9z5qqOa9HrzvGR4BXeuzB82StSleVdLzQa+X8GIqmQwixujnvbPkCDVvmXPPyQ3Ze8+JlkC8dq9yWXcrB5caOZDkVD36ISWr2UwCkz2ZBsjnz9viANz9kNIyMPxSjzfy0N7Yxh4A9m5oQLrjE1MPKSdoLlSico2ATe5crsRfbs5LX0LjjZph6P6QaOSf+uNFDAcybE8+WJ7hKk5cgUf2hCpn9zBpdv+QCvg+RUVa9FMLnxkp/aMrl3MZFpqdRTN2yUpy8qo0PR/r7+SHQITOBpSUdTQEJr5TBCDc6pcMBFFn4oVLaLsMI2t7h4MwrcvU4Y5iUtMUTby802DkjprXpAr7ibNmmM77Go4jMQk2cH0owOStQ8mF3jTDxYt2Y85mBUfraRPdCSHR0WhtzNgs0Y74PwQR+CIekhxaHtBfasGbe87HVDs7UvRIkGV7nl0Cum61eSA5tl1UuRudiYX/iX6DWZUjkNWm+3xPmO+cx8vQO021ZKAI8TIsBeU0U5Q+BkHs4rj1n0bgC4zCoqasQwMprzqa8jyKRhwPgZs6yMcdsoz3qKgNf5DVpYd5HEcj8QEOZXqLAmC37VIOjiRWQTdsA+CHB2flIy4Xu2WT12RC/yHBo5ThaJYgf4pt9CpuTngWm5RXrYsitewo4npT8Q6iufYqcZc8SGnrFOhdya4VCjpf04IdQSWcNYU5X4hj1ShfYcCxCGlzJhIsfWlE5C2AhoctbUS92R8qTJJdwLgF0P8Sj6HUFpnlAGZbNfQrTVSZQyGtMCd+H7rTvMIXaMsA+vOIUF1+sDTWLCkD5QhOq5iovcvadntezscnhgTvmlMLKMF4o9HTOY33xHWWh45UkFOFuRMDIL+S0/NBW3awtRHU5j/qLqcXyPDwCcl6p0guFKZrdzlh2FUY0vFKFUk5mQovs5krlD0WomusgGfQFm62vJMmGa6Qf8pMhET/0NvphS4TMZCfmzangUlvRQCK3oSD5PmaZnc4qUn8gxcX3Db5MZ7QE71op80OhXTNZlaeeoq7oxeg434odeVODHT9EqaPXPoj3BD6q71PAeeEUF6WysCteCMffDGXgOwhatGcjJORMmkD4V6/zQyzG5q6dGL7iCZsXW/PCG4gQkmVsDj+EFPlQPUzMBJY27FgoUhqrAqoMR+/zfa5m5y0oBrsnS8Ozxa3gfGgUyH2Aii9EZWw+m1DbG2RyebEGetzAFx9ZTgoqPwTYneG5nW8WKzhe7A2PP6ibnPolzQ8hqNJlTZx+W1tdvCIcFM5zAo8vgFX6oc66XuTE3S6xwOsVsVTwxRwASk+rsL7QppFt6wDJDMYD85W+5ugtIiF5jh+M9xEa7UduzNgiIHh4xSwprkgHRGmXKN8XcmE5X2kpff/0PFvgGBeAxo5zOcj5IcjTfdo6z1ufcx8mBYUWsGbJdwzMfQ+bKvOPEiXdqgnn9/lR4U9xknAxIls/RGKeA1Qx033LcvpsdFN43Rsyco0eK17IdnP26dKwEXgl+L69eeBtFfnB44kXcjJ3LUoev6Afv2LbFV5UeYJrTfVDLQJszSEc85OSpF8LPdNfP1zcB2vO93SpnbfCdL9ZOtM8G98Nbuakje8EofihuMJZwBUNDkcw9dnyGPlabBqZ1dDJDwGo3WNJWsw/UKQ8n+WOFtsKw4Mc9H3PlMvuJNKGPnun9IkOwDQBVDNORJbme1CL9C6Q/4WrAeAVGbzyqDqXvADahx/yMGYegjH4Fe3B9316nfxLtZRL1cnxQ4d/vYkPH1uwDu4VucB4oZQ12ZDQywt1M7PQDbhuFxSB37dGyfWoAMk5Hoe8EJqujgpUZt/RGPOKXs8JPUzJHaogvZATIXNRYRsnkqbI99WV8TQkK+4zlPZD8Jq56Ai0e0br+H1wcjjchScyFbo6P8S9fARQP+azMz1eXviWLuqgx4s+wHmfZ9C9UCnlQvPqK74S9wJTxAEocf3QoV93/XFlg1EwesUwJ+6XdyrvKAP6QrN53cuXNvjr5eIVtS0Xq+CGW/29/pDfiO+yW5z/p8bmPsVpIwcKuJEDBe/jRdhhOcDuJSW4Vxwb5HqWKOQkSrS8UBwRPbaCa3cM1tUrGrDiczLiyFeKKPkho9HO5Utl98IRMK94RodvOzo8yIf/0IGrzqWxrFuiwdMrnnXgahZ0cJ88JD80xuG5TWlmBnBLNqeCKn00t4Yfza15HyWv31HCnNXQLuxYJws0EhsKHIkNhe+BM/lelaPzAhYVQLc4GaN7umZwpwKV7yPG1alHNnoYtBWfiMeoBfBZ8aggSN8jpMpeNaE6K7iS45W60OglBkr4EgMl38Olbs+g8Z3FPPc+LFWAdvp64k5fT9+jGrnzoizNVpE7fg00UkOFIOVQIUi/h292qdgpmYm+bp+vQwBNdQaGU52B+Z7QLjhWgFwP40LpE+te6CsoCfgVE8vv6cz7Kj8gs5wGDz2salXAaWY9TnUA6n2kuDyS54YZjw3q5jqJwmsEDOBVAc7eZ6d2x2mTnPWiiGzOBD0wG9cut0qw+D20SbYUorO5bsPkjjVNAb8ZMoFjJUn4HlapfcNF5szGAPOVBDzCcowgcq0bPr6nlHYnJi3NZkVNPsyJHHybxJAHiP36Hh5FX66mWQfDJsInwr3RSQoGcLG0ye8Zgbl/9oLMW0ja/Fonnu6JUsi9ZED5HhZj3SoXRmYjSQDPdwFIB/1wHlZ6+T0k5udpRDM/2IKEB+iQIfATLG/8a4vte9YIeR42yvkBHLUESQ5m4SczYPkXgR3fs2bDF65Giw7mQZBPfNuiibZwcAI91L7Hg5k92y/MhqSLm+vUCkNxIsO/VMzfc2VzK9mBNBcambE5z1DAqBwE8AHz/h4lgRtGq9f8V4PBjl1SBFbtUsnD5vl7QIfswkXUeW4IfyUAD2DWrcfJMHm+Z0WlNkP0+ck5tl1WxnTZghcU0Lpxctt+ebOJFr3mtHyOjJPf4ht7RC0CuwirgM3Zwqv3fPLgLp0ivsozyStNYZn32K6AIsoR1Ufcjc/RWfFbneq38pS6Hngm3y0AHF24ZAhO4/bhq/jGujeY2L0kHb45Yawh7S9m6Ak2Pv+qJ/ABKw/3iqbBLdsli+ZreoO/wGL5qhRSXShvY7NPES0PmDSlwzjM4HdukH4Lbn4FTHZsJDejP/bCVD9AIQiTeQL6VYxFPzcAy35A+eCX2oBoPzamcBgzal+lgXaDOLG6fShpPqMrFSlrl61DXJjfygUIjbTGexWtLh/LbWqyCpJ871L2tzaZbp2sDp9IeWXLmplDiiSCFU3BDZ23GjNkbwC93GccffxfjizSKEggtGUX/FY4/vbXh8a3K4v8Jbw1UiW3lxoD2pu3eq3crEymvmT4IDxjDyctOeAPft3U8VVdbJuRTsVHzcnvthNJn7CJoilNTL1V6OmWO4H2ZktDP+ZDCenpWazmkBf0Vkh0/KNck43Eyg0Mzm2gfiD2cJEmQb6qVLEjcSj6DicgeXS/jTLSJAwdIVHxr/y6PKSO0S36dAR25e1WC7ZhAveQy/JVQzh0rocA32GBbGcTtw4y92hIR2j7/lVg3wsF4POfI4xPOUE7+oeII8ejhPqtIRx2FFs0fWhI8hlBq7SFLVHgLiLrq6REfI3UHj0HBVQ294CTjIQqqSPUJvkrtdqXUEW3Yzx5bm4BPD1oygr3kCXyVTA2tyMMtV2kij/jlAClWrQc6RBuX28lZHPDMZMyCyYB2VyzMg2kAAXPK2zzWzA2H4hz9jsjsOz/PITqCXEFWPb58VUA/t5xBt/ekOJoc7Lo1IVHP2AfVrJ8VWXg98rswlO4wbY5YwyRk1446ci9ur/6SvIAljLwDyi6vJuWqn4sEQgbWZD5VQRO3zANgp1mertluQjQh2ldMJARa76qccjD/EAX7vXJj7VQ1F6pCzCR1wtfpaZjW5HhOQfeEdicPJo0EJs6XI9Emt+qDNSGUE5+0YfVlkXTQ1aCw0RPyPH3V0xSj4dY1DVTmPhLbFla0Y0PDsLlylftVe4H8oJdOmfMM1Y5k63AbGkQbkTeqtN2LQl8fp6qiV/KeyIzdUmhK2QZ8VZyaPcPYLBthVL/b8erTMU1Q3+YVfFWTuZuFzgZj3Zm58dCm+SnuC86AxkVbxWmaFe9i7/q5r3bAg1yFBdKe7Bx5q2ojO0iHZLMele6dpYmrYUQeHIHH/pvNQ7pIOKM/IW60QG1BfJkSskvzRin9a8m4bYmHpjZzfXslyxA6iE2RNyPLe239iofgyzSjpz640EIaKcXabSBF2+5X3XZ1PmuxP2FD08214AV+QNPCe3lMv4VI+E27QKkn9X48Yw7NmjKN1k4BFPeU7U5suUuwcxlU1B/TEybNgowhgeStvktNR2foTbMfvCK5YsH55FmrH0CO7jk+ioRSzzOA8tOpUfQx3B6mmoCDJ64oX4LANFjeDLvbhGuzS1QQjMOSoEZWwl8FQWxbZqF2NHO9D3jjh9NaUECTPll8FRrtDrW7OZL4NSbMwaq/IE36kZGpL+y8+ozHkB4yRhlwL6irmQXGLa0Ipj3rzQb/IQSnRtItG9OFiV0PIQH7O0K8lWBbbpmzLyZsaRQeDcVghopdAonnCX8FoHT7xmr7Urf7/9tqNIbniDBHNxiPNWcNd9Ttyav+ODNlk1DKVfOEaAdd4z5qwSTr+iGQ5dzgO2W3bKmG98wgCFAcPwqNrnXAlz9znuv73b1Rls4EgG+gKDCVxEV7gJaovtU8Z8RC5B8gotTf+DkeasuYr5TcObrKZj7JT1YGQRpmYZMhf2rrbqHZbG+Axhw/RgnpJ5AtQhP2Mz6Kqru6034agkJFn9pzUdH2IoAR3Ah9lVkVd2kIxlmINiqByzqoZc0rOGJX/JvAfjbY0imuwnT4TNiEZM1j9r0h13jrWbxtGec0cN0nH4sSBtZBC2klpz/r5Aiu7corL6H9sv/gTaQL2FJ3UFw9q3QdHVfFHnzWqps78Z2JpeYEKkxOOh8K9vNb4FIK50KFZaP3061U5cej/Me/JbUiF3FR2yOHQTw+hUW4Fc2R17offFbl099rsLmH/9cdIGmYclHJjHoQSGWf9X5Y09J4zLHfcwTKpMMbqWBygu1nPktE172XHZhbhwxu7lmEuBXI2y8UMvtb1EQ6zy6sA+55GRzD+jJpHNcTegDwl9hnr6Hvp0uLRY5YGEWbNAQGOhIo20S8VWKPbqJo61vnE2wOWWUkEv90HRhmqi/qpC5ccCv8yIdKpuThw88pYsVfmhF5LcC2zwH0rkuCClpNrdAkna8ECZNjJ7cV9Gd9jzYxi90AbVl1xCQ+ZYJjSiF9VeCs51L3+IranEAOiEFoQx7AlL7JfjxV7xpH1l77d6iyWe8caotverAPA4OPBXq6P5AFjsLRkruLEyVcBUuT3iiAtjfYpPrSDWu/N2ED7/k4IHcb6DQi1ZD/upt9ClE8WpBuxGbk9NUP7rGSBsDWvhVZpm7FgaTXtfp5f8uvGnKHyHS6KDxe6opl9/MJHUPl13+GBEGcpIlb7R3Fu6vEFT5RUukL9WZN1s2iwgdKYBGWhk2H77qalYO+7DzW2bqvNvbm2waw9AR5Jz+CkDtWymA7GNE2t6NqonmIOaYFqdV8Km61HbdpJCzV7W+nlELA1n1rYq+QBr2V0al3QxvIjwQK+j//ZAjP2HkoSWxev6Ke/l5eCS+Qka0+KUFErTkIWZamq74q4RGH81rRg9CEObHNo/0BcmjtDYDmJ6KTZWd5oZorrvq/lKFDPAVH1g4oxiU3yKr2qK3KLrklI1nvHFAWyb5kvbEwpunWhLgJ33EdevgOIbt5OjUj25RaYZGV74KT0qPY5n4hK2QoIaqN2QzSrA0Hpcbf5XK1M1CR8xmDQ18xi0u5CtbCnUFwqS/esLqdsF8MaMZyfJjYS7hLGN+vHFLiN+i6vYtJpgeMchwcw9MyWfEyNF5Wdr8lahYV+tQnrfaPt9NExbu8n0ckuzpt4gKu5IUXV/YQ2xzyrghp1nj03tKTf4qRhu+ZmYxA60hfEAhDDCYIn9cEozja81Z02uEdnm/yLYty6ZHXoPigeaL+vwrEHI/SScDV4qN4ZUDck4/Pioh8sMF5lf925ZRuWWW7Gx6IJ1oAscYU8EbyUz5LUXQPkE1wzcY4eGX+LyyGyei2g/N/1WEqi+SV8POOgXwY7YpmAxfLceQCvpaa7K+SpqUdVbSAB+vwYHHaD6eoYrHa6lhfA5XkHwZXwTZ3AJuOgIPDzBDJQxf5UX4k7NmfEwCDaAZfpDRjxrkkLLgYfBVaFUdwOjcJ3AB92OjW3JtqwH9YPLxrwC7G0Re3kwhQ3dzy2rhGGC8HIKbst+iO/3q2NvyWjKo3q3BjlzH0lEX5vj8q7jClzwU8n39kLg5OT01JGEdsENA/lVKXnIEEJAfRGTN/wmBwHleMbUiGZC/gtd0MQmnNpWg2mf0coD/eL1p7z77qwNZ2xPGgm4iL84zzvjUlrEVROUiD0/VaTdzgea/80LRJcMzlCd9uuo1H41/hebMI7IA7FEXrGxZ2RxawmglWKImkaeCMzlDHfnydWb2vAocbb40gFYzWFz6qzUaNhklLj0E2t3/Sf7QH0QAAaPwRsBThXbtu9YuM2SBGJtzxxwsQwkC/rgg9rfMMr/OB6t/m+Yvqe1pCrUcjHGHhKfiUvfcI3w9Q1b8blFmdIfXH2CRQVVPxTcfQWeDXtjE48dSOOkMTVpgEEJYeSrVyC0iBels4dZLjylML1hEHiCPQITvt/pAZ6O0wddDYbu5Bzb5kogLmkEWz7+6srmdrtTOiEGmdhYlMjANtCQOmeHst65mexwvvNdLkrA5ZxBypj4wvRYn6a+UBHYL1H7ZVUw9POMXFrwplE0bctj5q7a7riftzpwnh+CXKCTBNtp68Ambab8lNNpdTUx4uh8iW7YNEN4kU+m2KnP+CnTIrkHCra9YwuAZYbhqyzNDpSEInZ4qxYoO6gX5CzB1/FIfGf704zXchR1/taJSg9Y9mOHUqx+bVYRxVDnkFiwIeS02VfqGFB3egFmMHzMCgUddmWq5JKR/RanjO0Cx6kFuYkCzeP3oxr5aGgZI4FdJZelaidy3ihV6NzokPsXmU9utwPBXkKffq0su85bcnHe7nAN3ul7hGubIr9Wl9nuCVPCBToj+3ygUv1Iio/VOqf7q8O8zjO3oZg4wbC4BVA3BTWspbSuNr9qpncnIeH4aGQc9uIA88K4ooJrAl4nHkvKiLxenbFggAJ4xzBrPqjKk+0ZU+Ss/y/12PeYNHqS8BFwJgdVOJfAJcNxvvdtHmAvrhby7OVd40Y94IkrHDCDyVLRJvvMVo/kHCMsD/gTBn1SPfDINmteacjkLiOJ6tTJim3vAj3tdAKIJzH54rJ3anfTFa9bABzfXzAxecGSVS2aQ81tehC8IS/VKNyO2LJYvGhKHidIyE16filVqNsMT82VGZHuwpVDAx7oW9AAhao8VIHWzKGTsNIwin/HFoq5EUinvmGF7Kg9lulNchw7FUP5Y7Q32AcCOV8pZvhbq6Lu5MO0pJuD90kaiJ2zJUIqmU36qUtoN62ap37ha8n+Qr5rScUMpnQg9norEPHN39DNYq7E5Z1jgX94FuoAX/Ve0ST7MEe4x4KJ+LNOHtpAGTikbz8Sn4lH0R20ou43E23d7KtUbQPtK4+AFeSoWY13RpQGzpBMjm3OHhhlAKeMUWFn8lpLXb7Ai628FAoDuqDmgvUSgcoEKML7q5zv3UL39/oBky7qZ5GBADPSBzTl/xSrVPZJgZF6krLGzKBGA2WRs4BeqaLwWnMkOy1f6Zp4BfskPDhdry6LL1Mj4q1LavlVopjcJMvjx34BhBJDllm4AXwsJlO5pV+e/uMj8GOkbJyDFRCegnf0rHkU8yRkbG9YC3DOO8eRlkGb6bU3/KwsoOAzPuFlv7sEvSUbBbwOMuAa7Jq/Fpa47kmF4qO/Wu9kl4QcMdzQcCOGvWIx1V6sozh5ACcOY9rikXTG15BasrvyWAAwzGwcnL2DqQ5cZDBo8DQ4DPeUo4bHerQeR+fI9gw7+70glN5MTRH+Ayb8iMX+V4G43LNLVM5Ih42jeCJqBKepfeRDzF0wPO6XpBq8VDta0IhqmrIjiw1Ot2TCnbXj8MMLXzT3gyuE0FTSV3vJYXoTfzCUMM0w05Me8fMINAsG4h72g11KNfAlIpHqLHzKbW8BHLxaKkBddF5/qymY3hAR5nqQgg7XZMiUtRYsE3MJc4W9JeZnDfnh5shMTNieNMq5v33RV1dZjKXl9y3BamLG4IL6biQlwXZMT/zC54rX45g5RZ0n3cVbjGVlUakrUWzneKp6KsM0r0oD75xgam3PFqWYUFZRjrzBPpSRwlsJA+mNZalsWDhjfqgO0FYsCfwVnUrcQQzZ3QBvb3LKelmJNFb9wp+a3dmpfr4RfP2K2umWv3GovnDhyo2OOpwIdMt99lv6TnRtYHNRM/rZ1QhvxiD1Wn42u9QTPO1NFD7gTBc7jCuMglJ5eK7TrNZljT7JU90tdG/oxgAD58QXiU62o3B+wjPVQw81n5FzTk0J8ZMqiBU/lN2LmscHhvX5W/BKgBb5Ab1NjeYb+FZe614px15kQqPqxyyBagpWVLGFF31NR6thLMiN76aaW/3M00xqgMJE3vLU+1eHf9yC99iRRiLwbExZdoVSAbKHMx1NBnvI0ZhhnCqIzNmcniDQVSOI4BiB7r0WbpK+5QewzlqWPNSfMV2XIRaQAe61OvL7aoMVbnTj9MTmTs3Wgo7cWNPkr1ci5b0p/kZQjYDtWRfhcaBLNk2PAYymCfmXkwc6KVUDsLEgt0lZkneEbehK8FqtUh1EgyifxoXi3PCgcLkyNFuDG+ld8c65j+nmn7WZzD7TgdDS66B4zsseiO+1tYgS3HMi+/+NffM7sTHuxSP2r0K5uV+A7F4PgY3gLPutY+AhIzdeSEfYVkta1X7nkZ0SDxu/yPGgwNmp/1an3dcPDbMa78v6SBNA0FkdK3AOb2GuV0n6NKGGzXaFoeUY0nRwPiZoeYOHMX/E4Mr8phJcycLs5aTTgdadZdE8aGY9llvmQbgJ6kaG9zy5DOHoQ6oesQwPcU63azWImfvyU1oYtC6eW380+9E+Bt8e6mv0IQRk6v8D5OaYWqR+M5smgMOJTpUJ1AHBL5gQU3H6My2SaiwpH/IMYltfiUfSFsEHIPLkZw8vHR6qUQdgSbkFM7Wut0fDlUKdonqzUwvVllkVp3pwE3AKaCK+lpusXgUDprFJsNpfACC3IB0cGVdLiqUTFZq7W63OxfPmlQEquV/mlgdDweCyh0W/rIot5A5iizS2bU8qgAxx+AfLGa13Z7GsQkGYqpdt3G5EiLQaDMW55meG1WIz9n4YYfUsYFJtzxY4enPEq9+hLnipGm3kRrcnW8gXLZxEYmQfO2IRXz7Q91onEeTGD3s6SpXu97XzggVIMwFLONHisy6fuJkvCJ63Y/LFvzPngdNFDWiT+ik2VzpWiZJaQ5sTm7KRQupbCh2NQvXwtJYHvtuO2jwEyu2WtbF2IOif/cKzyVCDkuqArlt7mQo3/o9OXRmPvlYvoun0tEvM8eOm31ajCm4uAiT94LHiVr8JjURDrchvM93lC4t0cZOCAdAh1kQ/Jv+pS+2RmeLoZJiF+SRdpxCod5NDT+akiVL2TIII+Rmvpx0y4acZPGvIQ0gdPBdjdfEUg9N609Iwo5ugKVjbl75DSpzpw1SnVeNll/GT/b9bkhIufGukCir+acrnHDMp9i5yEd0vKoR2pPshFuiSfKq6wbwaDs2GRMDvLEWxp26IV3wCg77VAh+weBbydVcGc/4v5dGRtDJmUVsVTwWu6hCAG+hAIVx8r6Gk3iABwEhvi1/IgZr6rVdq3VUCbs4YQF9zgCrNWFj1WYJt+NHRmqw4JeUY2WRyRQ6ZeAoL/CrV05wHB9dnw8xlRHNEUsgTJS64MeSqyt3n3kH1PK4otW4uDE7aIA7tSynksNrleiKF2ljut+qVIIaVvb2pwD4ooXmtFZU+wGWfecOUFDIlsk78uY/AJ3zqvlco0dxUefk9k2C89oMMPT4iBqcwdPRZZVb/a6ttPZqE8I5s53LsmiA5CwvVXsLDzBEMsW8eSJGE+PT580YUQ7KJB5GMN4dA3RJmZDUi1/piWJKVyY0L4h+33WpQ6OmKUq9mCE6nNLauUB+g8LjlF7LVExWajLLltW6box2YffPF1wFZSSTwWVbdbltJ10BSaHyeYgNYArIuXGGt7LQgcZgg/5GxSDJmbe4AKZ+TEgl/0uD0WjM0vHELb3eiF2SFahYW+89IgZ0lB46k6Qbvigdg5wwc4Hiy6oGQHRiK4hK0Tr/VlnStUpu0UTRTAYjRo4o1cH+AQb9Aeaw7QRaiKzU1iJN8tBFBp3ZhAbknDy2tBnvYQNb7MEEYYbk4dXAYLA8MrkAG+Vow2/UoWtX2mA9C7+XngjZgIYNksIx6LqPD9BNDNPz4qNpfArO9u4chaHM88FebpTBhUup/U1tmcNa54zOUUfpFl6bEqA7uMOEb7SmjY/y0xwCHbTsBdHJj4qzlrvoGSlblIDcTm3Oyi88rSyFuMwE9VIbNfYknos0Lf/5NTVarns4SLSHN8rcO/ztkXZ0ACXDuL0cthTD7wCxuWXguE3D8YsmHmIT0doGLLpZ4zI0Mu89PiqWKgznMy5vaUqAZbVg4khzClBcfYI/NYjUN6d05yK2Ele0Y4XFzSggyDeSv9qzVYf2Y6Nx9J4dmysH16bw2M3GUMiqcSnO2YX6w6DjYBH5sJlfINQnESKMReyy/ErEGHm333oETXjjU6HkFBItytDPBYsFq6iyVHMwW+2y4EMaWcaTrHIQh+X6vzx2cJ7cxGEph+KU2M7uNClGfrtHmqt9HZ7ErBvjLF9kuDQDwCAgHwDEMSj7VX2W8Ims5rgfIvQTKQyXYAuYYhta8Voep9vhyYg9bU/BgJNw2YxFYWg2XwqRBU2apOs31OIox3M5r1YJsd8hm/s6cCUDtXWEPbHIY02FwEdhyywiW8RZx4LCS1G0UCy/5FNMT/JQ7RiJqTMhs2x6fiXvYfHVzMj2x8Nresy5ojbHDHzfm1ME93l2Nff9JlzDNesmrGmY0MpwmTpzIanadWuG5YWRU/lqSST4CKAddg84+lpqN7JiGZv5aK/Jgsp1xAFY57kMm8FmB39hpxs1NE+dmcNa7wSNUv+FukeSzPJL3v/ZgNU8jYnDp6yCj0gPijF57XqpDZ32Bg2qyqR+8WCMYtxOiEcaAx8lgETjvgByW79A38jHKWOIcJM5zkpTwWkZzZwxNnV86eKQ81bz75BDk2aVm4UR5rjY3+GRthJjKh9m6VWXJZ0gr+oQiD14or7Er6d3ZUMrbjTrSAbETIFU/E8uO1TECY/bQI7Bt5dLasLRSXjCoAL2g8e6wUUr2IDLZtamTK/51u8g0orMA7zho8FoC/eRIAa9cT6ztbc/zwCUKG0jQH+WPdsnUoU1NmuwdTdpYiD3KKH2R4JNaT1xKc7a6QqrO3CwrXmApOuUkDLLxQy/e1JuM6hB54e9ST+4xzgDjlERj8qbE8llTlbgph2VXny2c0EakN52RyoTqln7KtnBdcjW4fQk9+ifADtyAHCK+9OX0sDbRvV8dn5r6RsK0xQrSa5RgXWgHhqSbbOo+ztt6aReT/3tiQE9jgwUHAJXkteE2XYYrUVwQFfWzgh3z1Qgsf8ULytdK+8wavtN3Tqbi5CJ645BdNmuYU18cKQ9hXl4zmBHWcfinCm7y56eWS3/Nab6MdzAXH2ZAEmM0tc5OdfLnhhqdlXouR8N38TuerDqubS2BNLzCRyofqmDwVI+HMZYTFFkIizY8tWcI12LmA375mH4uxaI70YrrJtEhtzhpneIUqvTQUOngeS4pXt5GqpWt2rn5sIExOM/PHRXzfvNYBrU/wQnTeggNmc25aaQafaZxIysNT2Xn1NmFt857Z7ObMsUZ+wgaGIwqVvZadV18d8s5WHdj8GJZWmbNNE78AtuC1EFSZJ6EE+HYJYfHq8bLAJb+slb6SyM/iCp2FwJBsIWquvNtgGPcgR4YbaInyWHxj8yST2e8YmVuvT8zjkmKSSt/SzD6rC24uNNyy+f51y9py4Rcgz9JU+HQ+lpHJFwAAaQbQpWbLUlmh2VJ8eVHkiadKMDkDXQCbASmIekH2mCHTsVLjelsJXstvyxwEpWz+09HVFduJRr5NEoDnUfh7LT46f1RqYr6aLfBLaHj6revIj/KOnmqrrs/xcs0LGst2liEvMuqAMK44gMJrJZicO6yhwa9dPDYXASanMMhVqvaE+VlIp101A5P9Y4mT/4NCgFceycJ1a8A8FtzcoQRGdtswvHeb1JRdGBHBNxzhey0AtXODsrJtQYbyS4UjuAYhYWmbaJo81o26/cWKmJkb6eXHQljRDVho8qQfRZ4KKbKXECBi8+Dw5Bnr6HEQhn5w4YM6jwUTzUi2mTMeKYjNLauU6fRw43oy8F5LrXb7AFJgJvKb8m5DlrpOQytnghD4U7abM4UIbN3BnQOb0wYor8CXShd4vXgsN5n9RILV3YkE7hlvgzgIIgxgPTAgj7XL7MWqw95G/vu/wig6b/7kT49AP4Wm69fk9FmAKGnY1oVTfcYd5FB8pU/FeNfn0DidB1gp/SXHKrJqlDE85kLzWlt1MwcXjL1LUg+4sjrlkfAFuStWwGfNQXXDgM3prTsyPCOJSs2HWcejouCfmsWbCfyl2CNEaPgxUxbcw6loGgs/Jo+FGdlnJ0qdByH5PzaFcoxZk1MGyq/FvZydwKDmNR6TmzMHF/nWaZLvOWF9ra8kc1aZhBkuQ1/Y12TModYs4QsUG7zWgQuz4oKjrurOsGXriOAYlrCUMrAd8liys7MGSyc9rwrUgD85izyCFyIZ74ffZ/2J6SnskLaNRQMf7yThIT6X4DAUch6rwYp5g6aA75haCJuLII9LsKsge3HA+6wysd4mC+GclHn1Y1ZyyKxaMTiEL4SvhRQ5MyVFbU1GBe9W6Mo/KKlNe8E1+1gcNucvTdFZzUdjmFtvwbUEyXgapM9rBdDsQuAk9Ao/wj4eg5RpZIHAK8eUeS2jI/PThaC5wGWMnWVoi+9wNJzvSd5rMUnNXTC65p3Ey+aWFfEoG0CcQQOw16LanCu8GNNRSJC9pBw+9y4+ypgyZnzWhAxdiJzaLtkjxsdjVvKN2Cxe2btei+jNfKfNbKZQ01865OEb9p5K2zDNHqvJ6Eyhwc/3QyPo5rTR+QTPHPIXhNnPqmozn13WmBFkUOMFIsqTj8H94GMNbl/ryOn1F9Y8xoLUKwzumgwCE8cqevJUfl06FzQue7OA5f+pYnIQgpNpMhRcPhZk1xwh0q6XClYATRJ1gCMCipCLAEDzWZglZgtMlB1ySubmIkDljTSI5My+7mcBbs5gQWDmAl0lNmcOLy51QZOvDQK+Vk9gD5MaonORMOTdOOyQX23PeOQm/CzbzblRTIyO2sFFD6ADHDhhhSDyqVKVz3IhO699iDJzsZn1gLIyy9MOdLnW15rPagNjZgrCZJ4SAOOXIFzhPY1V+B+LFZ8lh3aW40Kdq5oYgmbmOeFqtj0cSoeTz5oNnRd7/PGvK4db9taOU3DzJ4P9UH7Wj9x8tidkn6mx8WNNXvkkhLJSOCZvj0WkyqxHgcxfZHg2t6yNk0EB4WRQQD6rjdgbQAFkLnuhtLkENmgCZyY4luqTp1Kr7TQ2JO5Nv8CPe7hwEUBm02hgeXosRbz5QZDOmYeD8dpQW4XnLQCUbZfYfNYMNweioZp9fNYMQIGECsfD0SnXgVH0WUmg5sgLhT1BmhWb84YGDsFMA1kTQI7PYhA4O2r50InEbW0uAhS8kPBRPh3T91mUtfOXreN8BXRjZwmy5FNhwHibmeJnjRnyAAir5gR7w+ZUYasLpGnxLFKlp/pKMtvVgpmXSnhtLgJVvqCLFB5l5/0s1dM+hcKRnsMpzv+h0SJbSZDJK/wMfhaarnnrgZmn6LzZnDm4nECSlxNI8n4WljZzodVmJ9PmweaWDfE8GYNsO+P7WTwIZ72tt+4AJrS/hAjEMYytyWJqf491pmo22vnSbcso/liVLPwnRCsXnJLyWWGKZqmOZjtQtPJuiFJ4JRRX6RylmsfCUftKP0Zms6MnW3YKqDbQBgvfaqD3VExSsxeIrbNAsLc5b2BywxpFZCdBcJ8VJ5kTYYz5wtki3Vl21vAIA5xkFB1IfBbYkC6NWqVOxVXIM4oo03GWhnyA1JmfgiI72ymBMvNYhticOAI5gze3XKqLzWeNZs4BCCXnoKwyv9QY8yoxOPibExuf9VrZZygxHe7u8eMBmbLsWBWeIfL7WbN28+DSW48CJro5ccBxvTBw5DpAbz5L06t7jqixRwgZ/fhHBB9BAk4BfOHMY20AMae5mTALaXntLEBIeAHRMbyA6JjPYiK308T4eQyO1C8pGNNlhRZ4gA1hfkoObVeT6WI7QmH6P1YBHIQQIKV3MP4ei/NyTsvs0j3ypfdjTzo5h7MymQDS22Nd6c47WUj0JXRd76ahiQfFgeOGZLefRWVsJpTC6o1G+HYWnlKOmMSN/GQM5mfhSe1O4XAGEJj6Y5ZUdAIvG++C3fxUmKI5bwqFb4UZ6ZcSO3AJcXOyCsSgz3qqnBtYVelZDh/sLD9anC1KEZ9ikflZM2a7kitmHa3u7+MvKXKaVVpeQfLNZ1kZm/kSgOk9BsTtLD6B3AEtBr5zBvZZFyZ76F7n7gCJ4uOgWD4iaZfuVZk91onRXeKzbW4iE/puQDF0WhovPiBC3E9RGZunMkh22DGSPzbFB8eKcIPL+Vx9FhId8wEWW3qXLze/5PVyBD8KOIIfBZ8FpGrG0iqxh06B3m1RklNKMsoH6jYf60nh/mLrnHdGIP2foAC9o6TgYmjW/JSTuYcJE6GP2DH2f2VecCIeGbji54fPcjJ3N7C2dli0w2cEoacZSLnjBVBI+aleZrYLZNAFICr4JcVJvtglyKko5D4rjXaG4QSRho1e+DHULbxC2Ql5xZLQz9rRMb8ViC7q6fhLjG74m6Ebr3oh9FkjRme4mUUH4dj6S4tuuN+ozHm+NH2WYV1XERSww9ZA8IyWKbTaJgWOAInMT5WqmY2+tOg4ELh5twtcfOvBHa9b0j8r9LTXSQuyCeDQ//fagVsCzcpmW3g8lrxm5rLRoQupcftjrrPcTIwJbibGxGfB6HYoPEZ6VJcEH3Op8iOi594cYT6rj5nTSIz4Hlnl8GOqP3gjBy6yFC50PsuraN66WtCND5XezevIMyipIbcYEeCx0Jx2WUfT7mOS/bhIkIuAAiF3zeh5LB8rnks0wbwGgLaHADkamupAEH7gAe1THXCdCbwt9hE7Gn+MNZQ3iKGEY2EBfZZklefqoDqv4S0lgFXk6Sk6TPyAJdlTHdgwn8Ex6Am6C35Myix/oOAN97lF+iy6yP4FMbTvBos+LhrCQ2B+ZbQ872MNuepvrIz1vbyn/xPzxAWo8MHzuFB+Fo6/+UnVrHeI63k3Cpgc7a0AR3sr8FklCp/KSs9wtgg2l6yOpopzwQ/Eej4V1WaXInTk22Zx82MAZrgVGiNOiCHEZ3nWzVugIniPF5Tv5njEI1DhIrt+W3wW1NjsE2K1qwWIif+DXeIekswyDM2xx+ryt2llDzwinRBfPsrQwVBC3OkGtCL+iQyXL1IT5vt8BoBxKC1gNSmU9C718k+pTFuLF+wvMurYQTRGBpzEFVDPgSH9pzUafgrzf47KEtj840sHddXRZ4hz/qkI3Fxl4a8f0EPybhJk8LoHiXzLaPSzDmt3lRd73VM1PX4xVlJDWZCi5WCH/qkKdbtWUNo9RKK/mAWEFioAQjvgMPpPB6x2qo4Y2+vVyi9ygYTDcOrQhnKQf6qjMGeZbvg+qUvzbpA8vLCuiwdJsPwsvbmTfPjxjz4AQA2AnoF5kD7QeV3YnhsU11mzOPlCUXvy8RYY7oWBlPPhwPJZLkR80ZC0OU6J2OZUYaaryBw5glk0T9UTuJ9ASd1lcK5+0YscDPvDTisWFfknP8sXoCD12Q5xdO34cqaVoiJoMkYQ/9QZuq2QMdGFcYDAL1rJorUIAOq1NBf/ZET6T05vT5chaXMHxMJruoTQ38Tvn0TF9hoUHfYFTDrv90RQ/xDRofE0s/4JXrPZsAjzg0qomwsmCCvRk9V0kJb/dGVz5hE67FBUkv83C4XrOIJcxxH8rA1rdufShZ+wFwUUTNwEzuSR1HxfcjxXSrY7Yb3cWmE1Pk7y5B9g3+QZLlo8FuyIzSVDku1Chtj7qQKBX/PW6MIKaf7p8G8jEbLbgVlNvxiGDe4RBoOOICfHP1konYHS6OiieUDzf1gSuaQMLXKVOGk+a2h+Ma3AR4NytrlgSloJlkgTcFPwT5in+3YO5E6rovN+pm76ysAb/Sbi/BP38qd4VP22IW9Oyjpwmz9DrYZm759itNloPLCY2xKAblnXWW0lSoSbgRL+1JghHUoT5Z7iEeZjJQ78wwM4eYdTh8eSPfFBfGgXaZXxbZhjmod2hKbjmvJPcYXPA0D1736ibM4Pr/CSyQm6zkeCf1ISuGPLtOouXmt+cYqgNuMS0gV48L2TGKf9dYKxFbEw/GKYMXANrEQdyUTtnzyI+TQ4xyfwoqpHlRggHQBphrZSsfVPlDS2/EA/hDoYmws2AM4sXaP9gi6fu1O727RRsal8WPs2FKawFCxpdODXxT9Bnn6V1eaDZamyZW28gN/AjmoGtAD+CYTcw0L/ZKpRelitxdEBdhTqKta8f5qEe6Y5pp1GLvTHxDDhOqRoOk7L758Au1uWi0Eb6Tz6xSlMOkFSmiarE/JOs3rzD5An3x4Hiv6vywKep6GLC2DA9FkOLp/AFRgP9gDO5qRc1UtFGugCDoj+qULmSzEIfaefFb/UcwbL6bOg20Bp/FOEqv+pM/XaRYsti2MEbOrhUN85Efwn0CG/1OZqrxAE+rYSYvQUFzka/kDknwDUzkF6rJwG2NX/ZVnDE514ciIt0c8i0PU8E0A80VLgjxF4GPWJGt0XSfRPlDoeyInsBayY/CWfWthJHAWtx+v+aUVlp/Lk+TVUcOXjrB7ezbCCsxWA8FkXVOwHbnuvgWcJaNWaLAwfaj3oiOS5MJOdKkfIJpJl4f1YkcAxzrzRjj1u/0Ri3kyygMxwTPtLZ5sai8osVxAgxU+9Vj7Zl6GHQsG6ZWtY6iYDf/oAADL/JDj7WGw6bCitYn4MrE1DxabRCVyR/BOCKlvVD8MPuiFuzkoeWJMF1396Zf9Em2TfybHyGmQc8arjdwgbiFPVg0nePPfdOpXM/66ZlX2MpcXVXB+5mquEz5qQ9QO4bOw6F7y/tANGP61Z0WWfDv7pbbRTIaK/aGQVPr5C5QvU/PEX1fBZkXW/gJPMB7BjsLkDMrUAoVZtFZbinxgJO6sTWhdLF4aPmzDwC2omyFiynD1WnTL/s4Szy2YH4fshQaMRtK1qMCAq3glN14b9/thr0lB924of2IUnomZEavonFmPbCtd6OQ1aWzZHDDgFUgsdaALzn1ilthY4Oh9Fy/hjBixhzh5k9CEJon/iUbS1KKF9BJ5yvwTkBm9SlelBHSr+qZR2c461zmKuRj/2YVFvWfbgcDf+KSQ6uquIJF0h8O3HTh74hDIr5DZj4nxWEoZfY4TxTiNsN+ekHM0FhKmvrgL8k53XS81psAnr2HybiDlNoAPXXk9d3sl2c1PaWfgKPXmbCwYKG/hm0ISIVJ7rRdir1JEAl4iD8DFVGeer6+NeaEGfJTfaqXx9dRXj24+hvDxWormR5eJncd3tH5TfTYKL5C+WAYXdwkjoDF9t/qlTr1dJojXo4OvHUxK4YIASPKuH57M+wqsNCdi3cmS37AwVuquInMYiFfBPCSYfrKy7ccDR/pgXCi1mdKYDpPL4J6TI3eOI1j4RBeIXzUSA0YIs0RqG4v7pM+8TaKDdrklHr3SrpQc4mdFatUj+aatux1nFM5Ub2bv1BGoBNVjwDTv1U6Gnm1PP7L1kBzZnJRX4QBRZXShPeK6S19sBQT5UiyZdCCAM6bIrZDqoiuif/GR37Bc03FaG6y+uJuoGOXJoqDUA79Rp9+hh5YZC6/l+VIpgBgNeNYWhn38K7do7EBx+X5yHLds5Ai67IUAjAmn4JziTXSmlUPNPj/2/P1h/DX1yBqn6p3D8bVI1wgeqEuTbWrCANxTXEcQA/RPf3LGKmF8CjFp+MUrXdkUC9BIWOu9UxO33tuK+aNDI5g5Ios1Gl+igJWX+Sa22+0mI5SezPICBeWOZFsIPVh8yyniuYpAtpI7rqwHt/JKQEJxgTFQvoun4Jy51+wjdjBcgieTHygrAaYSuurHb5Z9UI19IhInuoGfe+3FW7TbDTDvRFb6Tk/kdrEjzSADwwMhYXWpYSwhsOzj/UwMrmkvBQ78iAvIZJ+vosC0b3M3r4KdcVP5ez47dhs3Y5pxE1WdSvrTQihr/9JXksYSY7qYOaN9m2aMZQNjUSwau3onKWBcWI/CTsgkwFVOaaT+okxqx8uu5Eu52kGfQbwDasblgFtJEGIigERmJnkt3+nVuJ3aUN0q2rIwMWkEolB6Ko/lPTFJ/oEvajqDi58e41vR24aqRAtPeKUzRrxWZbh2Smq9ER1XDdUh00Rgi7ySHdp9VRX6kCsfNadmTJuJWhk5k4vhcs8wdw07GnnH1v6hmLY3zi1B30ALwT6ikf+QgdearKuE1wkYI3YNhlq/NnXiqo6UdA+lxa5kx+X5XoNJUrPDSGBKj/mnK5S7E63xCKyy27A4XaSQI1TSjlN1zr2afEMzfjgPDCBNsI6vXKm9h2RNP/ulAhs0CztUvFbDxbTBW0zQ/UGpJAkb/1KV2fzgR9HEbNn9pKC/NhNyhbgRke67Q6LYSeODbY2/FL6Ki0IC2TuA4U2beyYXlziwR58kqm/zYmYS0S1FCHQEyyj+xqfI7DkhnQL8gm0vgTPtEOXI2A2g/1UZsq1iDYOtAU/aLa26gDRmiQ3tYEflPWMA8ooY1O4sQIps7QE2zzVgBZ1kS909Um98AIB78JKqSTs8rGaUHAI3oQ9nyuZdNP6T1uNkTqvc7QkHzmamD2VQ2vhOOvzeEUGTPXBg2p4c2ui0KI7zFasc/9QRqsE6277DAweaCvSlFkOCHTtz58lwKYptLLDz/wZWbUwWU9rmyxNv2RPwUljYPgOdMV0SXom+bLNR5h3HwmQfyO4WecgaXcv1KpeIzeriit1aAcrshuJ8qIfZ/cbxhuJbYsjBE6DcqcXAXb493GjPkFcTy7Sc3Wn4MgAldt5FgMT0o3wmJjpfzjN2LpTFeyRZIN/ihBZ7F4fNOr5WbCtDid5bP9Ref3NCIiWjgK6wQ3skyRXdDXNtT4MvbnJZUSssakGrFwdXnBrb5nk+6+QHXDleKpg0wmzVyPE5wx0/VIftGEm22Kton2BMOOjSdjCf4CIQb/8TF2l8+B3Ne/GbLttZqoK4g/tbG91NM5LaI09oNhI3WL7qxLX0rlKE7fAL5pzVWXS6jb15xiMuW9fxQepbVqhmJwHgum1zfoZr6DnTCvp62XkvbtIigDd00PXdHlM1hyd5pyri9XxbA0rUvBp0hqOqf5qzZWG5lbweGyS8VMZUqCLKnG9+8Ppesaieq5nipvzffRmOw9HUwaUkpRM8lKtxtX+TNzDD5MTSqUjgMo4ZEavNcqu4/xrd7PsGDxwkhLbRdEDiwj6z4n46g9oofQLNbUINfMnPUQW9i8DjbHD8FpKpzvY4+BxpkvIKAoJOrNJvoQjTP5w65sFtBdPUiD0J+8TRWx2KGYCRrHLzThKyHZOS7Uy5xcwdI6rsSh7CPJGHeqY3Y1oObMpf9QPFjk4SaqKvE6RL7fgpGd7MimHtToI5fNBWiG+dJ+Ige6Ts52n0QlwVfGR0y30/UTiPKqYW5bIZ32rDm26VW7zf4mLK5YEpkK7gnbQim5rkwNh9ChDZbRIUvm9MDE42nqgT/iFL0TljaPIAsT7zBAzbfxqFJE34ZwUeyQHinEoVdOD6QzFlyWd92G0EbdUHieH8jfqpE4RsysLDhiBBu2ReNWs8NFBzaIvCdmMhtxxG1uxSyxC/WMpGTrtI0hw4tnpv04XWR3E3ke/JjWmkaUMnDo2hO3glG96vYefoUILDYnCB45KsEnvoQhNZzKwMfD8Hg5lG68kpygmi+WlB4SJThOwGp6kZFQJyD2Kj5PweXOsmJD+4gSJqf2rCGtEaB+ReXsG7ZTxQy1uqaTlyd8tzGIbswgtPuWaS/KCdTJttJ0xpSszxXqrL7YG7B65Ft+CWjP3nryErHQ/Nz9yq/BqT0bsVy6Rk3QNFMg6n8z0ThT03A2j+DZ9fZdPN+XQplMB+NukKYt+cC+Ou+ernyaS7Q/BjcJwewUqQdmYI8V03HlkoDeyyzrG+7oUL2ouLTkUoaPJfA6e4SwGlW/FHXVXVGCLdOSeR4i1s/NfujoxDg+hU6z3gAlj7KIFTQ0YAgzDwXtstf+PvblnKQeggiOmq/E5sw5I2od5rtsZ8sUDDHEDg3l4wUdl1zgeeR4PBTqqePwYbYptBj10NvVqD/6lCBBz3ovZOWwr9AGrrzVok290uN/pNrgiNJQHgn1dMOwcyYt1B3YHPDGMggXr00YBq+5yKp3U42KPUuA8ZfVMKjJ1hVgUPM8fBOcqPvs0FAV4KD4f1Cy+jHTRSwpYesd3Jw+RJmr+yoyQebs0MZDSjjCCyhztg7jWZu0DKzs2IELJszRR08ZWyS6yVp/KnRzF6gSdVHshbZnCBe5RA1MPWDd/FczyS/tUbiS4rV820YGnV84g6mHLV6p8PaVyzSoytEAo0t24KCfhDLCVPYcOOdZsy+NizyTcqR+GNXHTRimzEwB74E7yRZ5fU4/zSqZtMrxZnVhT2W8AU4Sd5pxOi3C5osr+iDt2V7XJBFyJHUgxsKn5tCapPQSzA/eFyzZVkPwFXcoHAHVbJ+asbsdy3Vy+u1RfglJK5MQksabRjjxXM10G4CaCo3FEb4F2/V5BUKVmgKdgyeu8voQiHzawkVfqxLRz6hBkMrioB9LmPRVoKjsO8ZhvlFJITaQtoJWC8IkndC69C9FeP6HwJa7weGhpziKEpDPh09F27uqijN8lugOr6ts0rO/EnSjU9mnss3ttvgqJjpdrj4JQSr8JWzL/dTkvRTI0Y7atmBb6ztAHbDRah8BLWCvhssfO5tXHeNkIYZTdXDj3EgA8vOXuAPGj38lGSVbw7AFp0Klq9nxNAG03Gy44qzjJ/qc9CFxHL+Mc1rc8OSZFIcbzReIp3nhiHcR5wQ5whdgLyMdNzCPrT8cMAYqD/1hPM7pNDaR7AOePwEwKAFTVCAfSJQvtPM9hzuiHRDj5Bu7gABepCJFfhnjPSdeBB2LpBxXtGKHZjojpasShZBzzGOeaikt+6BIynmrTA4vs12ANxlrIwXgpb5qcParuIr4r0sTDcniFu5tIfReZ1uz5XiteXENP2xAI9f/L5pDAjKwE5/te/ElfcUjNjpOnVGm7ODrAuzFOGfOX7vpOnVC8fQPWGUyy3rw1LmOcT0XpMQzzUyuW3F5rodCSTv10OJlmTRhZdGdHknAl181kyTWQir+394M2AwWsC44l6Wn3JwuT0R9JglQNn04lnyBqZxdIQ/YGLhp+a4XyRCgTNJvdyyLPr0YQQJcBBg0TtdmPyrBCJ6GBSFb6sApSM4BsFIFwLfSW92KRjO34WN+aWkB/IMN0b3MeF57o26z2Py5jtDy/WV4GBqxc8a8BBblXcyrHs0LVrf2yRWP1Y1QHuLfMJFPga8E13kd4nZkj4FweszXoCEydQp4V4fQj8lV/qdsbX1sASmH1M7k5XAkKEDKyU8FzNSdgUq8ACAaH2bZwP51EICTRgr4bkcNn+SMbJ74lMv7IBkjyZUQyXthCGEd/qc3JlSAswT6uTYXDI1MI0cLrggkDA/xYOwa8EF5gs54Xi/MTNkKEI0dSIOyOdCdnVrZ0xt1xhlntEnVY4SRIT2Mg0+V1Fv5oHh4R8wweI1CbYmj8lQQa+9WPBQXD32oWuPOcIY0eZMMQbX0NzBB+Ms+SlNrz6G7PYLN0M3NyxTJmO6pdl+zD4U0mkXlobWnnJlwTP+LJG5SI1qxRGAz5XQuAFUIpgRs3Js2VU2+AaALjcM+/upC5MdCpeeH6QyYnOGYJXNjAHqtiuJz3WT+ZNxDHWGLlbCBGmZaEL5DFqQIlPv5KLLBiLLo5P4cOMXSYP0BjPHtLZLFu8UJKPv2OD4fWhzWxZIo4xm84h+uzL7XNnZ71CF9WXicWBzv3DoQi6PaEE8d7wTZW13DpOd88Jef+mAJ5zDwQ+euIf8lGFd73AW4OPMLP7SEldeg6aEbuD59dwmoy8JO+MbJPVxc3Loog//E02I3OSd4iQzFNfY2/nFALWkGsGHfmhoBXVhD7UGuntUgOyXTc5+8Yii1uDGEu30J/Wb6pjpA+J8+QQwan+MAawMh8uDrgtDfC6RKp9oZtiJLqVs2RWDOnEFHTQiKXzeCU9Kh0kbmjXW249p6ALvkFLi8ZTqT9FFbjOaoT0EHQ/vx8NPVyBTAS0JgR/vNDR/fWQJ/K20Nt/WI4psW9So89Q2n4uj9utM13QzRAyv5AaJZoR1g1Zkq8g7pdE+FBQO/UKRjW+T4NWRRAygfblw3glq7MswGztgGNSPScUaghogNNK/oHfyKpJ3mM29EBkf73eGCt8RXdR8Mve5nJdzFY/Tl9s+oA+qEPEjH366rAHPQ80xdTU7cWwrL96ecQgD95EyoQGJ+D33hJHvUSiWGcBS6bfVKoA/6aS4IyfWT+nNWcmIgr87obm5YX8cKS2OLovz9lBlYrsvg9CsgS0UbEusAphOwy1PbJX9KRdavl/ZoxlIi/0fnRjYB+sRLmES9KcIdO0GqTpmDWZowdx8qAEzgFrAFXnE/dSKMf3WTZq/K12xOUPM4UlNlfrs6MJDVbXZAh4d5wxiqDaXjAJchzWFK2ZY8FOUtZ1LtaOrCoGfUVLDQZDM3AKMAD/FtaFz7xK7Ko8azyhpBgeZhOMWcJD+FFdet1Jnzcsp+mzZ0AlcqfJKJ/BS+VA/cl1Y0x+z5J7k5kShCNvhaeGLUp5+Kk7yHmjM+b7CsQ6QG9TThGs7pZ+JEt5JcsZ7CHHliyXInleU4ZImrPJSGtrnd5rAoRsVqLex+ODwjEZV+JMXpb77zj43R5geSlbk1XCk+CWmP84EglOnWfg+90zVa+BW6VoBtGzu16smlJFaGqQAnHcC3OwfGMm+QB0nP9aGxJ+IVuiukLTnXul233oozYuJk1s2ygYYT3AE90Ix/RSeVBfQ5vCv+jq/DUgcDgVnTS+QgOW5TwpnBIIw/swTg1eALTm+5UZVb5Xp8FATOjzk3Jhut+DG5uQQRBfWUigVsgbknRgEfjW1VPggUTbvt0YKpxqrods0ZzxXXqMz4Xrs2Dgzz3hEh19dTdBxgEfPHVL1g200OoZHIlt2c2vEOahSIlJn7wQ2hPtMWTDrhQj6JQNF8F7aIndsq/2pNNo5AQDEP8DlynPMjwznyhyisVhtHwrDnO2CdrLbqOL9RSI5dIZRMaVMuIB+E6zl/CUG5ruELTY3DJYDoIzVAChjHwpwc2Phu+04DGB5vxxemkKmZikSIZ/f1OXv33gY9cvv4iu1WdSLlw1KR3mceaenyk96aus1cGT5tghLGvLBXSl/EeKb0Jy+GOXuLjjP/BjUkm6scaP0SBafd9rRsVkkLvUcCvQvDtGhM2DqKPVipvCbXH3MUi04/GeQ25wiUnkADC10AAwtHopB4NfDi7cZbvHixzA0wn2sZTySbctPeRV1i7xIMnuQQ6cr7Y1JmpEDm8c0XH9qwoUZqArO60mwLStkj3NlSWmuLKmHAhvyneXpc9Yphm9zcwYOpBOAUxAj5aegxrqsldCXRVDzS05L3CvCovaKsPhQT5XdAEVQc4cluc0l65F2RAEJ7lWd8VOAmz1L1HPmcZDj/+LcwIUoXnANPLc/NTT3HlgS32u0xI+99eBgekc0mN6Rh9rRMcMV/vgsvQ2gQEbg4GVeIfqICexDueDCYSPHmQJr0eZEsZZGKvccAljbTzEI/Ayv1b08JEHTeHHqvzGj8toqineaW+qRbt4+qin024Zc4GNCBvWYkMHnojntblBYdCW2JJ4xwiucaPqBe2ji5KXq0HYizQXvIwn6fnB6uIHDE9rA4YnndvmbN9Xhe/3x2NwwHdyM8IZGOrH5UJS1XyAMMzYWJovPyETGEbiZoc8q6TyXSp6uE9U4T27BAKpmA0gaVFUhbyRw+VOFDV5yLkW/LIU39ytPA87xlNmGHL5TmdiXyYzmxoJD9RmZcnAzLgja7EvFc2FBfDuQrs6LBD5sWdUTaXJWE/7IIcxPgQ2ZycIYfpgDuc0pwg0/k2TVSYhXDxUneUauOP2GBxWbc0MV/QBvg9w26/hOVW3mvCRxnglvDvT0ghHfgSD0TujeQwGBf2+OiS6kCYotm4KBHnSBQX5T8/ROP3JvYS5HPxHjC8qZ41b3xSGVHRdAvlO3x1fLlzgzng++XyKgJe0bSskjv1U/9VTZ95SE6fPb6zNG8IHVAJ9TcpJ4KTadc9XZiQdL0mHLDgnkChrEaqXWIw+FJ/VdEJCdf8690hoW2tBJodxAlc03nanaIISa+hANTn4RiKwpYJ2QA/Nov2lI1W9VSdGTOJF/zElOKzZ5k+sSk3zTle42hTLXZTax70fDiIYEsSj3Cej6JnnN+ySI7En6Rr+tcVA3Op7JeSiCfNOTwtnHiuBzVUr90lMeT8sipZmmFHioNNrv0BzFeRJLHxiYmARpERk3uPcw8KfmnnqVmoVZQRqPH7MgmIZkdgWnsDrhp3Z0zICFTA/kYowXExohZ8N8ApPhAfRQM1t3LdL9Ki+nPxYXy7fUCv0ESOChvIq+PIpczBziqM0lIyM9IufEG2ME/VSZWJfBA+yTQmB926gMvsDKmY56y/JQUGNdDWvHXLXUv21NnDQmN6J4Bsytl0JzOuOFDX1SFCCbKxaAt2V2uExrj4fiQdjjnti2bePm+8lxw9vexNFUHuCHGpq7D4vZecIMBptTcwMp6WAZh1C74Keq2mzJGUknbeH9xR8DtAQ6K5nEnAnfZIPIzGCF3D/JgNucI065m7zhM2lfHkrT6yuqt2FX8fR6RqgtHseljb6yjJ9bx0wf5E7pb9Rw+D+3tDQnpDD3MBe+VJe/j1Rg2YPUYvAi3Cuh8WYTyCzC/N6J68dMVjv4UJGIW1YU5nByh9PcYPBQFyY7gdYZ8+EH2S2LOpPKCCJ5hDrOn/qR6xXiOvsoINIzNnKmpRIJ5R/O8L0ULIiPrRj2Jmxim/sFQus5cZFbHA15J6TTrxQ9M5tKloJnhPLC7cSe6CgNJB5qSJ6juiz8E9fCL0EFcbkSPDAbOk4PZVg3x3R9VwlgBWbF7o3jBZEDf2OAeCgvhR9YWdthzShuzg069J5gl1vEmb/JTWY/+tKaO7RIA5utklGKBraPx1L7p8JQzF4oDdvVyBAw1SttPI9NFS6N0OChZn90B3Diee6z8pfInvTLJACXoCLzpc5UPZyGEf3LZ5otiyJL86HYk1+c6Psm2dk+maS0C5EFnzGek4YiyRVeaQj2UlI29DgPlB6pSOyPzV3gdkcajoNg6KHoInuWmzxz6DLodUQgSSYq+nLGrQQ/xRVkNuRi2LRpkZsbdobnpXKAS7mseCjV0y8AAkUXw+9eSQ2a/svxQ47RT7+pyeg/yUI6bdKFH1s6owU9NJFpfPj6JiJVOgXLEPMBLoIfk+xCimSOJK8ASuOlrnR7nwC/jxTPbyPlcr0tR5hOVJuH0psbUG1LT+K49IufazSEOETZ0wHnN504ssuUKvUtWnC+bfFWG8qZkm8UMfBNOGr3Dxirt2phej8Yk3rxiw65M631mzgve92JCfOFNbWbS6YoE7GYwBm7xPgppNNZLy/GhiPXujlHnOF7R0xgmU6IhxrN7JVLfvaZqsz3uwXA+2Kc0Txw2EMR6OohIKTOTz0pvg0NKCmTI4lcgyOUl3pS2DN8mJ0dkwhuTk0/uSiRiXu7Xy/lJrMnQVbZq/HtM1Ih4YExHrVPDC4PxYU3q0nl2LeiUrbsqBrnI/ADf7lAeagZs7+oo0fPElY1oEuJFt2AroTcy8y8k5CQmYIcvF8kwV5Ac5w8cAwOOASglo86guqXmjt6mAxQ/o/BAlInrVR8sjPppeQ181eY4u847vilqDb+FzYJIxlR4qFGjPZMJ3pzoNduy0JRlY2ULOEQLsteSnZ2fpSxYIf6adhcsUf+AMwRLOLHxEO1EXvEFad9TIUdXaZqgvrtC8hOQCj5ptu4+cjG4JaTWvVjdZ38gRg08BIraQ8lWaWjOPrqOt7wPOPiGGmqjFle6UX3UkOs5gtfsTsEogavNzhROCGSFBwrMPFRUin6ZRsYs4Uqyx4QjCjKGNg84IWt3pe6ZesyDP1mNs0CvzTWJCP9QMEjNDl8qSajPcxJ3lBmvTzjFRauaBQEFnNk4KHgoAf8sqPXUR2zuV89Gs5nifwkUMU3hSGcC7lI2Ek6qTYnic4HzepgEVLSPBSWNl0WkMg+oyD02/gZN1xDAzcRnfJQh7UdxpeYKVSZ9TCznJVJUNHBCR9pvNSbJj1H2ucMqaTA5o7RyhlYHbkhEBUvFYbw51JAzUEnVGxODU90nBYiQ2EB45ukePVOo8Z5wJb6MQms8tJTFz7h1fGliFTpNOqM7lgEUv/no8QXic7AqGnGHsrB5VyH991RfozYskaweKGEKJgEGJWHYiK3y6JadFQuhF/sLKIPQ4XIU8Aav+nRyCtgAzgXHdHYspkAtFweo5waOvtNRib76JSmGXGvbHNmZsob3ghwxB0FLyXFa97gWmArINPBQ4lUFT+UwAhfBcjxUQcydLUQfvu0h/YZsxTwxkA1sBTULg8lN/paVwRnIh1Gr4SGUdd1+WQpNWC/6UbdfNYpuqfwoPolqTgcMcUdbGJJ76GAVHVPU7y5qIj+tjJB5KYtT/xCiScvhaO2w5Ah2mMIqHvGRMpS/iWDf6hD5aVmqHigQrAZyDvix5K4NN7sqexap+KbMCNnC5oGNmNn1uaKKeCIQTxhrCHuR1FtbimQen3OCMpvQ3zTfF0I5Cos7L6Jw2ZfQik04/EI2bJObuUOTHBwRTXuSxmZ3CqKrDoYGEXejwWRBlzlkmPh2r4JsmsPsELTVSUo+MVOH01IR0Dewk2/SXGvO/ECmiHY2OIVCQZBHrLkhPOpOXsp2CwzlZrRTaUwxo/hac7IIRO+jLR9KBjdGcKR6S7hhLY5ScxyRSIqMBacz4/qCew83NDprx6W/m9/kLlpYnAORG5fivNy9pBFRheJGlsXGDpi+CIPZpoMEio+ii60ozbSzmgdBn8pLFKmtGHI40Wfl7pR12NLL2dENwk2lwxLJhJUh/tRgXkpJLU9Tpi2zapg7dvmHtyxKAesWRb5UCUK578IDDYMEge27BEtzsh3CWuhYHuoMUPmyRR93cczCHiMxaHBF5/s0szIUj/KT7bneIvtKpK2ntEQjCwVg4xT/jB9qROkfYwCnxlRRw5Q+EsSmVU0j99FMHqpJGP6kSiG+/TN2f8JnXEJREtgFVrDQ21Y08uEcZn5MnDZnJkQZFEnAPxvcPOlPJN01b54voL1+zFIPblSigzu6Nf4UpiR3bsmc5dSEHxGAFx4BaYlWIaYvYd6dDBvQC3SvYIWt7liRThjU2Ga2Y2oj1KrfT0QnPOSGQUvCVcyNdqbDRlO54xvgs0yMxgE2zzgCb9EZcYbMyvAAFKvHuq1skN2otlHaBQ9YwBWXoEOKMzpxvRQE67mnbC7WRDGKigdM3ny7FgSb8BH9lJDOHycDqV5Sm3J5n4h0Gi1O+Q4Iyi/CUltd9PGNK9NGLJlnRjJo7GSPFAEjJdKITVL+GG1rbgsbs4SojyOnEs7Ew3wUV9J+hMVrL3ODa5vEyMoh/iTwSPPrL4Uh825iwyKDeSIiR/TW+QRWjDCXC+MHgqJjr/L6jBzmYIGPEp20WefgHynu+ObWEHnyQttXxBocWBZ5hF8cc9JKYkk04+ajPu0EkFmrBeAm1MDCw1brZHlHDX5Js8kM5EklHmPFMfmjt2QwTgA5HJz+6VgbM6TDOJ8Y0RWgakxY8EXAZWUzlCC/KhK2NmQQeuGs4LdsqRzeKNpVJqCEvqjmKQ6nMPPOYzG0y+BLZCPPMDAB0+QvZQG2u+6gWHOCgWwZS9tdRdJiWyrg8g3pZCah/pibCFKSN+m5JRLwu3AX1f6Hir0dO7QJcIlEEHYXLEPfFFOUSkJuiIfxUjYkbi+6D2u7//SKmUSAGzwCnCWXgqya1bKoGR2S9SbE9OGHAaIET7XgemlKgM/KcnnbOVg9pXOCOk3VeI7ANB8kwbaLsQDlU4JgsUzCpKRKd1Ucg40RLwUBBjz1Ash81wq/0QhdsqLrJQ4PAPFS2EimKkckJjnXg/BUV0YLzqV4vCV4ktdcmeqFUTz3BLRFyzWAV5U55SnrfnxUidGZ7mu1O24yfpLVbM8wtBdGjw1P5Qc2i5FCpUN5IjX/xlhcQyOdWAxRwgPheNvh7n9mZ+akP6YkaleE1vCe7yI38RYNFP4FNB9mkO5OUtg4XFfhNISVV8+ys5r3hDCsO8iBrjK9Jcfajdy2ZWGj+oE0teUMDIvKVn92OPLsgct/FCPyUsxFnVRpK2ewUqKZxTMIJuQMsg1eLHxUop7G0gds5kIRYFvI/Si37bYcKAkw2/iG5uZeqCYD6jx2rKnsCxmDud1INi8VOOQGQCGy5lBg6PNHavCjYiIOHyBx0tRENveLpL+xkr3/VKgarkMD7hQm9tvgpu7Y/hQpwKI+Is2EGi7VDi8SFbEN+0xHTMzzfaE1PCMX2u8A4QwmIATwodyMWLGkLelY+DS1gNJDRkvjOIge7mJH2UEdi4weLpBPAb+mINaPiErMm3fsT5UmKJZgxYT3chnw+aK3XLEmE0uQ/P9KMzTWVEIaDdIXNGWLZ3DG3vglZrYUOKjEkzOB8YQ5wSsbGE3Pg25Vk8P/yJy8FKKoD2FoIjd2cX2jF+o3EMqF5a63fBQNTxnSShWugwFnj3EYKjhgdsro6iS+FGpTD3MHpjupZbx28AMynMAS75IqvlSfGNdLT9evUqX0C/WsNN1UX8c6cnmN6X9mLtEq2YEeEWbE7MDN7LCuU6B9FKBbWYlKQ7mKi8bv/QlQzZT9sTxHpR4qb3KOS30yUwgDEFYiT5X/lUGh2t5LngpvtZZ0k2Ab+csjc1pwpMnzlvkMx4AH1Uhc24CO9yZaCe+7fSMW9gSIo0B0oaHojI2oxkVzWJmcGzu2B/XUlKBf1mhfSm60/mtz2nWqkHnhYBzlCMg8sKb2jC91LvNd1kOtxDWl1+6yuKPZtxKLxlBP2qrbm6cE+1R5hSA/uzYcb3DFXI3svdRZWDnWLFCp8JXeAnok+V4iEPkU6ETH7UGw0yhdLFXQg5urtgT/mARh5yiBvejRMXmvw9Ps1CPKWga006+lkRShlNnwEtJeZkdXNbNSAQMe2gBIeJqKTrnmSK/1Jbs3FUJYM7iDbasKRtH6vrgO1LOS7HJdSpNMPROAqL/d/aVlwBAwSFcdngpuPnV2qTMA35GQQ84OdNfmE84E6OZbxqSYS4iipt3pEz8WONXVtNNwffKGHkpNR3di6eFvUllyv8pbc4hqkWaW1eXh3Iyz4ufC/iTtKwty185IxGtnMA1/ijB2XnuFW9+evNic8dQ8LIgJe70vfJSXoQzDGFvvjIBtjkvhfAt0SE+oIqOlzLLnBtn1fTvYtTmjsHxvCVE+VT0x0dd2ZwhVwD1uC9NNqeJKFyQSANZhQYtHxWjzZzAq3QXaKP7Mb8sPqFntTRzlcdHIUXOgiSaupvKLZs71sTZSjTKccTAvdRO7ZsBwnMBVCeb6yVEDwjjwJnMsH0TjM2uhAqpyzHB8Ix/Y3KTKkAeOSf6UltMv7HV3ZxFkJ5RbAqnPASSFqeh9qF6mXkriYp5yE/ML3k1ciUCq3zBUudLkVXNdHaTMxDi3ua8xORmT1v4k4yql1LymhlZiOg0ZmNszhMxuB6dlNxky4KPUhI460Ug03SIoPwSlipv3ExyGmGcj3obnRVMcZ2LsJRs2SUTeIA7Ih5G4vClrmafa8iNuWwNbHNmKNVgZUt4U+vUN1UGzjupb900S9W3eQmS3ZxJ5X9LbV6KwGlfUgVAb3Nqe0a/AbIUDj48wivSS6Ftzg+qaHQqknM254kkvE3IoiynkOujaJPMiV1wvahpast+WznhmBzypprSjwIh92ko2MwE5oxAS6Cy0QGwFPIoLDPf5Ak1T5262XkddnzbEzpuQQlSaYoZTx7KdvOZUgHMB2hrt6wJWx1Wi4A/+RF+U+OQGY5Q7l+qJG1ZJRn4WRclHCoK7KPgTM5SRqb0WESfH4s7OZMNPs4GaOSlqLrz4AGojgEMjS07f3IH3q78RMuBjwId0j/NrO0TKtQ8IwEcnNJWjVStzOyhWM3McFhhF3SJyo8BhvIIDO7kroqoj0JQZTbAoEoH82bFL3Et4VwoOvkYGJ+XEhqd9778dCF0wLYsEh38DbRMttWS4aNYpea81DhfFD46f0kLiCP+eMqcdfo+KkJVF8OBtJfY9PJ/B0jlOU8buGCMOC8F4K+3QQLcjxVQ/89Ji2+AI1W6IgjkQ6Hp2m56EMxiPTBfqcwBTTZBkUNpUPFNe5U7iTxi3gKT+WNDcbSBS82nvPq+SU3HvKHAdNJvhl8SgIKjecW41IDPj+JSN9fZ2ugEyvx+aUsI9xMkk1NB2T5qRWUf8kY2pXz1jAbUOCWeVmkLRAYPNWs3G82R0XUkefNtW3r4k4U0Djd24aWICucspaIN9ID221KN8AlmJOUFcTsfBaB2n5hlMzvB/X3bgy5t1mWGW60x+CYCp11VgVinShHlGfdK5VslG7ihkaOXkqqc4Y429BJFLH8JABjewDEI3yFw9VGltDNX1Js+qtb0Y4ta/AvxBC8gO/dRbKrMOlBKRuOhwo89YOWLtFmyCxRJHwXY3WBWgsw8QJLeD7NOo1Ut8SwfDr4JwF93En7RY4HIfjGG1voHGQ7AdMs3SVXOZLVz/cSg1I8lAnG92YJTKUHyUaqRc5qQzW8TJCh+jFCQP1gaI6+CIfkoSh3zzuDpJgCa5v+iYI7haILc9kDqo7iXPc7nkt7XGfwf2RkepaIDnyOc+qg5azqrVlr/wSLyjHqL/CjBIg/0uXspIRnz2ZlS30ji/JghB07XpZH3ENb5KB5F8xYaBF0/MpzfJuUJh/D4Jce4FPFRcYUzF2lC/9BV+m2xO3hYjya8zK71o7rU9j60th/QgfOMZYncQyVXLrBG7KN+ADwYgMz545C8gjjCaa4PFS6AMe6bLps6kh1ytp6NI89olso7EHgix0FGfZTRkRlAICZXzaHk21wJ8MJBDPKrnj8K8rRPgbW+qnOmnvGOkVONduB3Lmp81BqsuSqLT08woO/brNDgagtO8KsmqB/FN+cfJnG6WTDY/l9VFI88fCDTcJ36KHjNrKXn/bZqGPFtVDTHCxOG/5AR81EsxjoVQ9FvKR3RM9pxeVaJQU6ndfdRY97MPUVffcqoyv+BfeEE2i5wBVFgPmrK5WM5UJvbfthtrlcXzZVFwLn+MnwTBbHepDXAPsty4RkVuOEZFHjJJTIc+SgAHrpZEr66rKTlL74gosuW0vjY19s3Cb34pAdA85sZ5ObMIEJDOcnAuwSVvimwzSzkpdkt47zyf1ljXBGKVYYlkuSjDv966tbQBjDDyzOmGeAUwpDKN5qM+agDVjNQE7xvEB64//Ny4mwNpPCtqNOPCu3qV362vm9vT88od4YfqAzC4Q1RPgq1yCzkYY77gJ39vwA+nA/PABcyEvRRJObtRsSLeQ2SyZYt4aql/r78KwrKN7HJdSxcGbicIuoZGzDy7hkqXkDW8qOOhOmuqXBXTBHsM3bXcAiEe3IVDkw+ak9Gf6XU0M3yF/uM2wj3tm7JslxUPsrPsmOZZIJBADF7xjdO/vaFjwtoYv2ozrztJDVzTlNc8UpjVjXVCTwOZqn4TWRV3coO0m6s9+UZ16A4ICYPL3qU8VEezPQrdFK62rvlGdc+ed9jKl/KovBRIpxsFyToZjEVqD8WtEJfyRHysUsE30TV/SlOMPOclBVgEZwMaiEDe7zAadE3SZCz6f5uzFSmbr7N76u1OhDhBpygvomo8IfEwHk/OyGfWkJ68BYnadqsQ5dH2uLquv6gMgPF+fF+JYp0gNsHvEwN5TPNWfNA85QHhOt2KUHACWORi/UZbc8jcfXYVNZ0bKMmCF5RlgGMZsUPfVeCwR+lGLGrXFrZPkvkV4w1gt9gyaHpamf80YnS/VrE4r0+OEBZoInCPkjTNAMxaI80B7WTjC6+YxwVoKxMauAZYYq0m7z2SH532ol1tWcBRPpFForaCwAZrsBw8JnWYH3WhbaHYzsAJkSZqnuMTNBeHJ780S3bzjKlpRvjxYBXpAJCO41I1d2e0j9StNtagNZ0Q3zZeMUpSLQUBVWNdiLAHwlW2Ko8yU4gJPUVuUCAlUBI04GBR/5oSNYrISnwdyGibO5WExiLnCWd4EPYIyGdbjdEUrYGr9v3ddmD1cyQdVxm4B9xXu4xC6a+UNNwc7diwD9gINBrrUePVCb2YkisXpvRYCK6hjrJbYrG4gH/kZjZ3cTF376jFfGKXjrAPConaMMoGf7I1MR+kSjmKXRz8EgACQO+AEJLz/HkeKQJGP7LbMZ3/Qw3d+u1z4Ut/VVh6o/CEG4vvXPD4OPfFyYK7p6quk/Jwx/Ja57njmlrPTLfJ6unl7xPNNoR5B9Bdj3U2pNfsPdjcypKwbKHcVrBD9A/cpP5QlUq9pEvg8+2egeX+T/d5mTlj3DUPlOk1Jzng3TALQM4+FbFl5sdgvkmxdAtZ0uQz4vzsjkVCWEgRQTotqa9R6pq82dOVjwC3WXHlLslGoqLQ0Npyf4RbJctRIPrPyYA21wAAeAMPWI0nQLARwLcfKlQuR/jytyydAZgLU546DQgYX8kO7u5wE3RoliwXpH1Sg+QaqAHRA390Raz3USQsGE9pTzbKxdc+khB58VN/tGTwo1ECosdo8KvCEYMfOKCC61ohemPYCtfzNXuxypM2JyJYfqnroceUCLuj6R4/dKS0s2misiL5WgAhwF81Gp1Pv+ISJVnonC7WeCtebbUABoJwaMuO/PjjzhsPhQUDP8Eu+KVfiiAvQjAoLsbIvxRk9HN10XCa5g7DXP7ooTDhlTQeLFkHknT8nvmzPzWDLJl6zLhIDC8+q1sxSP9yP3O98cXLQ54sc46cJEUVjQdmsk/utJ9H0Ss70pA55WAqMJE1L50AwNKf3Sm6sWWXPkprBlbtoEcDdTddFjh3h8ZmXysF0y26jfCi9n40kVtXRsgO/ojzMgthWdxj151+b4yTDAJ0kRt+GDpj7r8/QbA+V53tJu71aihyBRpKDJFf4Sk9r3GaHketMtX6iGmhZDMeoyN5h/dqPsgrrn7pkjV98GW0FyppJorlfSP4OZtKuH7hU6Bm3NxDtbwQlTXjYjxSAwC/8dMnLlvBevmehHqnT8mftZt/Ca6061gS5rfgBoUprd4AW5qAEHn7XDxSC5kNxcWT9wI0cwrquLpstgX+oqC/qMBdRsWDeZ2A6DFs8HKwSGEBOoHD9L8EZrT7Qqm8umm4C17pwTuYEep75YkPhLYkFdrguWh4nBuTsQuOqqLqY7qYvpHnkl+CkaUfUgmxbM5idMAqi41gKrLP+Ib27Indn6KC8eLfQaJe6hUwg8ASIALJAMSVR4EIIMAgPEAGIFlByMVEBAAEAgAMBgUFRvw/hQAPAYCAIcEAgC6JghA4GNuKT5H8QIYTCPZOaS72TyenTkkEg4e38qRo1H6bl/u6dYAO4oEct2+Xiy/N4Q8sog0irXVGvRirjWEkH/PG3Bdp4aQrdD+0X/qNX1rr5t6CzkhRpHGdguJ9ubroNnX8ngguZPuIj/9BOw6yDryYf81lewlWakzSXRg9C3Yaizp3MwnL6DVJO5R2LZ3YfcVYk4pLcf55KnrsDEGYgfkZSXjM6hEPBbbsnuxaZvKa7CyXKuXlfBWYzu97dj0aGbWlx3wyrLefOxmO7IJdYA5MRhdKliTDeOmbDm9u8QYl53Kh5Zj58Wl0rhsxDwlI/CDMl7ciNHk+dgpG4IhxeuwDQzK5qPNyhisyZZgUHYYzbtyVzsyh9LblF29wapLZFYWflN2Ps7K7uK0LGu32HKQblicrQ8k7eSOjJupRpusZruzgQzQJuPDtPPpcRmFXqXta+/L/hqm3TYLx4q6eRT+QRnTOkhbKsxh2uy2TXvFZqrBQu3cWoSu1V7oTVnkTJmw4pSMepoyfXjLtSM/WJOZLJLaV2ynPGo7TEyNXmFcphRPjV6s20bS1mTo0bRtqTk5pI43PPy4N7R81zbKum1wfkSGYel2qEdroLQDUr5OgT7GbiftNRkxNyK7ePL24fnbvXdwc6qR4Aa7E3Q/a7ihe7DDcox3qu7gLrGJG2AvyAY8wzHlWdz0apID487H6su4a+28EPiVLv4AXsltowY4q9PiRq0+lJveRnMnwZQvwg76iL/tGIjczR317cXiqmU393xWI9B67q61rxnAQY2DPCf0Ho7NntRNYVu3G83rbnM8IWZ8Rw23Yx8zvvsUZ2L72HxY97fMagaYWtDgbmqKW9ttNb7b6+UQb8Xe3WSI0Rzphja8fDUG3MzlLmAy9rtNw76wju+eaI43ptrEPURDG/PTvNlpg8Nyrm+eOoql3h9vL8zcyIKWvd4SPApj/CZgnGO9zfj53uK63CFqa52NP9uB2loNL9t/IcUF3yrQPC3Pmu8IyDYN56DvZ+O+2W/i95dd9zyEux7bi7+B+aQLQp53Jdj63X/ut2OLTdnGwAdo/XcuPyvD1g3gqu2Y25n5YMvAZ25PMDDiFuNXtxVKY3ZR0MYUQF9VEC3rDER52EJwlb7za8FJDQbvTfsLhm0TgW42uHzHg9ejjHs4hcBuLLymjgdPhxPC41aE+/45xkow6TrZFeHZwMHNjC8oJm12ErsqY2yns25aeBm1XABuZrgMmuf8vrMF7x8bTnt1+PLh4ZQwxSJotlEMh4cr6Z0Udtxc3OzsYjJMLQ7csRXXwxHiJneIV5LsCy4HibPVugrxT3JAiiwL8ncEAu8Q91imN7NrxB/bSnE7e4kDa6K4q5Xign4PtTmripm8zSE3M4ovWEJRhDdQTePEu+4TJ9Q3OLd0ojgZaa6Xs0+c0ERx9wRzvaE6bJ/4CF9M3JK3RZp64j7x8XSPA/Uycpz4ei9uhPyM6CFOb6S69GEjsdZBHQS1mHO6aA58Ssxa55QXOlLVZcTDLHGmvR4C7DsIGn1M1P1N4jXbSVzROIwj94NuEs8uhqRnBPFRrtnabQpBx44RW5o/kLnu2B1zxVPKZ60Xi0fvFg9+yTjcdj1MfOmDntmc8WITdHV7xvEnjVf0bgKw20rAnDSuyWxYVjFsHMs3FIidnQ7lyHEvm8ep7w055Xk3FtTB40h7elPaZzhYOqzY2GcUKg0ex4Px4wD3YeKLyKvbSlyQvwy7yUucQ54/r7A1jbwyJjOnd2cx0LczxDqs+IrGMjSPIjdYRw6MY8m1PCdiTtkgDMZM8nbNwgZWk3dYUJ5+8xactHA59fGF0DOvWDifHNkR5RdvzMVQBhcpF5RHOcfhy6aUz8FiBWhtNM7eVE51NbHcEL8hHzBDy+dxfgI3jsZvYntCxLYVB++SQn9rOTjry6FsMI91S8zNqRM0rx9j3qhH2rX5ZJeY88YjVTKd4JoLEexoJPJ+p/mFqeYtFwO1+VTzY2vNvWITwX4nEgfwW7SiweZkoFkH0GxzIaxmHXAxUIdsN8ifc449dp1rx63T9EedE5yjNEC7H3JzEyKmMAw6mpshtjYA0rpPi87feP7LHgP7GXg+dOZ5w/6QqHXm+eHSc7/ltgIDV5979Ex5vDr5PBgSAWZnx4PHFIHTXZGbNeg6bRC6yVO2RPUbXc+NQ+9dKKiEddm2D71SnZcH+9RchHVzU4Jz0bFmbsDqrm0N+DGZIJsemI9Gx2w3pJN378A2LJrBcHOMhDWbFcOB9egDuGxJenVnv6BxTDqHYelXahNbfdawEMqeTGEZxNzvsPR9yoBMalt6w/PS8eMNucX2BdjBPZDoyHQE2g3QcyDZmb79Dgqu35lOs5ZkcvN8gGNkeh3enI6I242PGZw+T7Avodamt6QHeQpnWTJdz31dfWf6qanpAftjspxPTT9lF+MCfngnQYdrj303bgDT1CxiEh9oW7qDPgSZtKXa274zyzW25Z6GpdscCzwwbcqjPSy9jhjhD2/zXeUL07c5Mr3yjLMgH3PKtzD9/bQ+0dR0rjI43TzgxgXvhw7DXbkLjA0tTw+3JxdwxerC9vL0uBXqMeMBnFBnCYd7YIt6YY663XXxi2vue43EOnWROowga0cSlrvUj9lhBnmvf8RWe3WvG9UJxqrXGa4OUK/QwL5dmuLh6nkUrRz/Nw25tgd2BK9/Kseq89yrrkPz1c0fMVp01jqVvmyYa2G+wLgKrjxrnS8ae3n1hZAQmnyhzUsgz5vWGzNuveOue3rcOlWL18X3ZaPwJpEpo/nodej8G9j71Hn2tFloG8CRUEO+BLolZxjAfmIkbDeAHeUbNxSBTQNfDq0A1RYPe8PYvxayS1xT2av6doppuKAa60j2XfX6UdNO9ud862hpk6C2nPWPYSQ7jc3sOue0V3dR+89a8lQfUvTq2Dnrps5TdvdjtA8mgrR5k9Mh7cXmtDNb125+ZrtK2vReBitfMUvbq9+jSitL21XyLYVcDZKcfjZJBQ9vf3xRke38djRWx3Dj3Fm+pQURMX5zTydwopXuhIe62xfN2KA5p2R07Nwx2m5t/OdwspXpOmWo+9Kt7o7kTnjyPH4j0cXu+Dx/tLvh6e5qi2GwLZi9359NTgSb7k6KPITbCI/NohnvSZe8J6vD5o3uqByw6n30tvcSmfeu2NMYc9MZ335Ga73w3cg/hmCLkQQW32cMQ+3l7wnqKiIsbOpuvpvfn8NM19K7asv0FY6YbeE69H5u+TvwCfDhjNmt+2nw1dmaW39ZbfLPGDKiMtmiQxvhwV7rB/s5E/6NzyCvF/ZsioHwWH0ZI9Q3YNFle+GxzGYx77BlLHy7nryAeUsIQfI2Fn7EXnjge/dI8KxMOjsWHtuh6v40glItWXsyGb7Rnj8E/aDkbbx40FoKDzMyicAKw5nwfpbV5a2l8PvQZkKvzfrBu+GQK1MSq8hykZ9r0ouzsSTAR2hUuook9NuIsLfVuXwU/LBd8ADt9CDSwQBJ7IU/pNehAG/XL1BlVsMbqE3OKbga/o8F0Ww1/K1rKQQ7GwvndsQfwvGU+Cf2gCOAjTmax1aNt75M78yK3432xVMqrHqN9ZHff2J839b4ymg2nNVvjT90R2ux7eTCcnE8wHpXMdTWFWpk1foV37B3dscvu/XxhMJ9TvB7jVfYHV8+Pb4yhDWG9B75t1i4M9B58tfSZ1mN0vx6DZOnChgrGIhVCxEOF952BuzyMPmZWyivxC7BYby8COyXVxk4y3Y046wJeJO3zZaPNWE+0ZP/hSGstHCvL89Y5vvloXvL/KSdm++0ebKIJnpJrptf02eWq6bNp9AnArqSo927cT5FsQMI2ykgRXPkPsOO2eJ7986381lvr7F3nhDTlYYePj93B72MGUTflKrNrt3Ol2hd7jk20SO1p7pS+3rdap8A2wfRfxcZ/ExD6WOsLtM/v5J+XNNchb1sOv0IBtRH5i9r9KNR0Go6fXhiWac8bQjEI3NgjNuZ4231zNPg+ti+yXS/rzfXjxDsgjPqYJkKdw34t8F32u7yms3ek9n1r2XuPxnbhIHKbo3/4PrSm+vrTUdu4Nn1FGN5vXX7fpsfVizVazWkJ9gXmWMfZ5G9fXoVlv0uZZltrXHl5+H3OvvxGmivDLrbQu5L7QXEY3D6pDFHvdr+abi9nu32mXbc64wLa8q9P2/V9QLJbUzG2SNV6pzXnoxb7kq74DXMeaoDLvuI++jIaTluzX3qbpgc91dk+Lxk3307/blkDf6vvO+19V5v2Nx7h8CrGtg6N+CmAGe0sXP+JIVit97UQ++Hy+e6wrHBf+5zLc3c++pq424x775fP/2+YuxkAz/9HozFjAvffb/dmk7TF+02uz8E6+/Ru7VQ1t872G+lt/VuLTf93nU311hNJDlh9D2E+YwH+G4iddsYDktz768LxM4jHiCC2nNtjupGBCq/FM6PhvP9veS+8Cd9nk+8z4it96n5Rg3l2X0Pien3c7ZzzHdWk7nDoXAAfoYswU86Bp8dXyKlA2eVZLQHH9S2mISv6ZjVOa3zyWEhviKMxPcCBuMLCh4dsdn474mToaJn4wdbBNUO18GbCfnbIlnilvfjHyFkbhH78a2i5uR74lyXzz8z84G2yu//vfWErO6e4GFe/1ifcnMz89ebcHoM3TdDztfA/IY1pwnD83vfHfr2mRgp6wNr9Edhij7GCs+bR130PY6Tnl7XqbNDn7yD9GO/ylc7UX/zhEtkr/r3yIS7bEpb9VcdrV/73QGyq4KDG7HHvGy0/hrePRbfGZ2sxfpL8Kfrizajw/bra8uTYP74jJy33zD1wv2asQsjxnR0zpQX7s936j6g8JoA761szux91LJ8v4RyFvQPWwaAZrKC//Ucdym/YezdHibzL8u44l/sgv7TMZ+foI4ZLL+oDrfzH/HNEf16FvSbjcS2XH4+f12QeBicea/sb4ORvbXf0mg9IKPr+1sY7/H33eq1lGdM8n9xlb9A/TSQOo+CPUzyr26PfwgOJncW+Dx/QsrG+0tY7t9nvH+T5u67gRrvxdn+C9U8DhFxtNl/xbbiv92gbSyJFf9NAbjYO+Q/JLb8G+/87H7+OeE/V/Qz9/uLhh3vrxtqd6f67+Fg/2xgxb9j/gkT/tHZIFv++/FR/+qbI1j3T/rMf4C9/waA2/9lhv/XcLy1EQBamAKgEzsRQCPjAJTFPgDVem8FUNdQAL2NBtD7XQ+gytwNoDAGBOgoTgpQKDgsQI2pPQEqGhOgfBsWoIG1AUrD2QHKOF8eoC2+OUCbswP0skVAxYDd7RJQMUYJ+Oi9S8AjkwVchVot4B/3CnjOagGv5wv4GnYMuIezBhyGxw24k4kDHsQXD3geuITAufQNBD5cQuCuhdxXEVCAkwjk3EMgJqZVBKLmMAL55xEojy+lIwnUFxYS6BrLCVTheAL1Upg+qkBmRsGnFXCQh84s0EJdwwt0Xl2gDd5eoKP5BUqEM8JA7wUGShhhoCJCawwkQSDeCuJzioEZJQun34wus8MAHOAaA1Dcb4oB7Li6AAzsABxhQP64yQCrBxlgTNIEw+zUMgNWrxpnoAIy0UCQG+lWA91hwIFqEIEvOSBnzjgQBh4Yc6DLqgNRMubsPFAmOPhAiVGLMpsPqEGNP8DwFgRMgd+FgOBRCIjehYA+tQ4Bp3sR0BmOgI/kIxKwxS5IQAi2IyB7OAJidyRgGe5LQClPTMAYtzIBma0JSO/YnQAL8ASjE3SQByj4aYyC73sUXL5TwQdkqoJX8nIF78UTFhwodr+Cpha2ZYHccxaEmkudFi2oVchpCyrcu6AFGL6gax7BoEgMXGoHg/IwiMGB9jE4PZfBBRAWM7i+lcGN2c3g3vUM/m4d0OCbcjZLZE8DmfAlDWA83Cvqh8c0mJE9DYTDkxooNR/WQCXynIaTGszIPQ2qCTumQdXrGdRCJjVo3rAGJdsaFAKZ16BvDmtQ9L5VDfrWb26QsMn6k9kNpC9voMCoUQ5k5zkOFOEWB5pa5EBgpgPl2OEOPAmfc7KDWWa4g5a45kFJnvKgsx0PyoqWPehuZ4PccNODhOMeKM6hD3Tj3AeCZvEDEfHpD/xj5m6AMEJb/6D5DRAqmQShEmIehJguMhkJITgherMhaDweQogVEVLwVWpIhJ57IzRCgDE5whQJRc7qCEpEdkjI15ZJCL08S0K2GCch5D4JkfoLmCihuvskFMRKCdW2SigyF0uoEmG3hGbBkgldwZ4JNbdNqDc7J9SMgyekSqCYNk9oOXtCkuAp3z9BEDyHQk8O8LZQiGRMM4RCPdQuCgePonDyzyMP6E48iyhEQ2tgFIXNSMkfTbfnEi+ioKrwLRSkXUFBDBhCwYhEgnUURkoYSKEN5V0U6gykUCaABasplBxO4SzuqPAWTqlwhMsqXJdjVoW7kE0VvlhT4cahFR4WV/gdx/QKZyG7KxzFxRXu4dwKDwZYeCZWWXgJhlm4grpYZcEyP26z0ASvtVA7u9xCqVxxoRdMQy4UGtxvodQ84ULtuguNnnmhIO+9UOjkC1XDV19oMMLwCzVWX6gHOzDU1R2EoRKnYEizqGMihsq7MazNnGTkdAyCrMqQ/eYMAajZGSJTL8ZnqCL2Z4hBidqiodk8gwzRIBK2aEiWizRk2CgNTfO/XWJ/LcghFmng9X4WYTAI9LVIQ9JzNPw0TYPy2FgNtCXcWA0CY/6lGvjKLg2sQZtB6aJ6lwZ94AM1ABpvuVFDTbBaw7Bp265BaiHzNYQ3ZUPmm2s21B0Zt6E93reh6bgNDWPuhuyQUdM3lMejN1xdwuHItofD++MYDu+Cezi83UZyWFKrhRzUc5/KIVvbzyGJHM8hz/mEDkmbb+kQxhvVIXq2q0OEjR1i88kdQm80V7txwzswTC3wMGifh+mGeljgFnsYgh3tYb1M9zBtvYcpDfiwkd3wYWHAh/kKf1y/YQM+0Iaw4QOweuZ2d3t4r1dpyKXFHkLCmIVtYJSz1SI35EoHmQRKNrcELCJSPAaktHtAD13HgPXol4AoNtU8sGi7EIyaqWAMww0JIfGosGFgmBgkvXtDpHly2LtAJPWuETuHPUvMz3yfiDxUTInFYhGuF6vvtGE0z4CxypKxSmrPCMxVY5QMG/PtHD1xzDJ1xMfyb/SPVbD/q177H60dPC6eOnbyIrLUbCSZ4dVkksApZdxv3FG+IhxRMlFuxjOfhIpjcbWdrFic88lcsLadxDGfdCvwgrLqQSU7Z5XdNpVRKU7LSoqMLayCc5g5tNtsk6Xlpu54M2p2beM5gl16xhPOPMnjvWeo+WfADrQEnIJqobd+TKJusAlFbhl6DMehwexutEV8NNr4YtRtdqNVl6TdvAtT8Pi2NKolnZRCwqrU6s60cuY3e3aKZoJabIWaYY6aHB+lAlmkFsm71CAYq1a3VHWcV6tNK4arj7Hb1XjgfJUNC2nB2pTz1Qa5yc0QJxiyXa1EkFXIcDX3JHO+elaOWFWwY23gNGKtN1/tSLhgFUGCeNAqAZm1lm9aUx3NuHV/4soO3r0qgRvYIAPYprKEBY972OZ5bHweCIPZkzab5X8z6xrHsyk1cR5EB/ez4FCjWoAyp81+mrtaYmxspWJ42wSEBa5dxjzFtcNxbhyj2ueW41y3JrLYFTDgLff+nvHeIV2xMS8thr1K7ry33ue1LwUH43v2Cz8vfzczAW6+BS5lAZB1MPZ2JtyudiBMOD4NbrsXTnA1DD8fTg6OiKPg+XCnHbHCQXHjhGVx4bAphoVmxZG3xnmxo2Ngc+MAZHQcZnpcGGfIZuNjiVxHDZD7wQaZPbqnGbJer4+T4R80DJBTxBvk5vVxSx4gZ50ey86HMECGTm2QhyyRezNG7hkskfFijJz+2CQ5mtdhMt0cLAfXyonwB8t9l8te8Xg5KRPmJlbMvDCbbHjOTMhFc8ksndMPnxm+2+fw7Pw59fY5ArUsLjKChr7lFFpw7KA5qWV0iqF06jCXrprX06Iz6th2SV3cnpraW1WnYbfV6ZOn1ljaN9cFOwfXZSHkbotsODjH7tkusiGdZtplJtu9X78Ot58BkFptA/6Uu2Gbbhp24p0I1GD7biy68jadi+86vAHXgJ2B1+r6u8oAnOtVeCFPxTPFd+KE2/DY3PF40Gy8CA014HicKSzHpZC5CPpQoJxdeWkIA+fkpUXFXTE4Ie8CQ3I/ElbkIflxQg5Q7se77iF5UzsnTxS25Gw4JO+2Ik/KDsk744RcE1vynvfm9YLyBBEn55HU3lwgNTnve5OuPkvvgH16nUN1UvdcPZQarWeTGfsuBrMBDLcJfi0R/kAzEHhuADCaMWEjDN2gZeDtZScCNpcRGUHyg6Ah1WyeIGCIICbbay87HMRMuYurvKY86245kUHjQKFALsrkPIUeBzbqmGuphto8aubzuzAMeDZWoqVQsjdsYemVzEqws20YksbweZeL1LHhEhLPZlekiA7kJiJv+L49nDscBMNSYeQ+Ate1HUNL3y8FGzhXMrHnhVuz/CI9Cx7vjOUSGEktRhzFm/lCyvdRITICEgTbEfa1Q9c8PqAADTvrprekgQ8sgyL2DXgJsQWZ2ryYlS2YFjTrSho2/ewvcUc9wHqxD0BFYzb/yTPCfnFI5Nm4AM4VsExgXA8XXGkE5ENIEWY/iBry1zGdcwSzLTCuICVcSc7UK8fUwjZdEvZ+S4KWyrzwypGBuk07IbyfktalMh92GgMqdg2gH4/XuTRnYOAEbAwElishAn2poYGg4W/HtlLzYqMamZrn4JgB0+pKdKWzyy0RLNttiVWzI0E0vt+KORWuFGPUHYRF2SFscP5ViJgiUdMXHFFgHConyg772DDHSWoAw9ILu9JW65axd/RvAZr8Nc7lUmLSbrub8gg0jRdbDbFkQ82er/a+bsnXRhXnWepwWtniq8Sw9W2MFmJ0Z9tKZwheJLCrB1WuZAQ6Ln2R+lsXJp/tDnfJ8nOPgQP3eUTadjiIvCShzPGoqO5JLAc2amFeEeflh2XNdhC3BS+GZYwSjKtva/Jl3yA88Ncya0okfFYEc/pGLOw83uqTpSVmlEaUyqzwpDinj0T3W8iTwmf7gkEph54tBBwhHsAdys+b4rSzbpJLMutTMDPvFoFmNuoRCEoYrnsLCsRd5IGEx/us0uXXLcCgsK98ee3wjKKiH61eRSJdO0y4wfsZybD0AXYYCeDOtKvxfopZWVyJSIf/QGLIrjClyg77mKHE4C8IqQ89uwZ2wx4CSef9XGCVNBXsH1Pl5c35r2+WLFGgnCTDuh0/ED1Z6n6xMHtLIRK3G7MJ3wZEcaNy2llyG3xCIUR22FONnW2joUSAzC+Yse03eaI7q3akaBF0JxhneCs7bs8mJ87SCr5H0gH3cFdwOzwJYonsileOG9yqZvLej8jp0hHTR9sj3lN+WP71jCvpoHysKb+vNF6+2GiR0pFEyTh0u7XGd18BQflsqUOUnvC9HVSZ3RkixEbV3FNSHLRsM/oytvTR9UUAsjwequSSY+hbrej8NywvO+sGtgQFuXeOMnuKHsDHk2KnFBr6fmQ+9yWGsR3+waf04UplEc1NTWazhLeMS/T7ojwpKsNhs2n08gNsSP3VDYIlBL6bXMG8lyrri50SWWpw9UsVAN8s8m2jNqmypHWV21TY2KtWiO+HuWMJh48fG+G35WRx+ysaT6UoSZVLxsjPNMW243givVipEyUuajahFNA97srzfoxvlLxM+lEFBmM0C2IerwmtCIzkXoGCxEMdAHu2N0lLe3q+a9vlEbw43OHJBktFf+92JW82QNQ2apIYSkNOP/CGjT1DhYeddRtSuoPcZJRMbjVLMJ5tlYfSmc8/6rL1WVpA/JXNgqWr6V/ZAXglImH+qmaslCZwp8pZfSkOdl7MlMZS1+b28EXGdtJG6v0aqyitAn5XiqXn6pK1UTejKOW5fKAFc29UZM2LcQmjxGfu9cIM2WEkjNnhHy+UwmWPQMDSK03C2ahLwkqlaq4FaLqXVAR4tjg3RaFkOwsjzgeZwHw8L0OWvt8vQ1LkDRD22Fk3sBIcsh2EDNQ+LWL2eFTqlOqYbUoCSK9UduPZ1IQuHYDc/niQ2lM6MHgAUBaezcyYpSWyV7CAx28hmLDDQAyVxLRqC7lcNAi/vZGJKTsM5E5JHDmX6aNii8ni+H5BsiwZLm1ByLDzgKkPthUpVna2zVPJkHXDdZbYVVL13o9GpVIr0VjAoYgthi3w/SbxLAXKlXOAny3ByW/zQRP6eKUpltSAvAwsYIcokvZiGxSLxnP7BWeZ/eZp/HihL5aqJJ8BGeBXaUV3ts2OEhXQ17vs80AoyHbWTYHSJB/38U5oE5AhtbPcwPB+NsSWmrobioneWx6jvB8OwyXthnEUIBUbFSt+Px4ClhyQjrMQ3dmnd2Pvt6Nt6a2Aq8VZbsygCn/FNFKEGfimzBvXyWjXFkIoAjh0vh6Efdhd5D43KuFUUQ01n9OA5n9Y0NlhGdyiwkhdBkxaV4xhme/bVYqsMHrcGCDflB2xs2poRRr4vpSIG71ONfN0mS1z5gM30nzfGLDoi5xIDtt4jKDZ4yVZFi0xc6pVtj0hSZtna6CiyPLTw+Yue1K+8GKAgUU21DiCxb27mCn5qyWcosQk9xYufgArrBu1xJGiDqfuVl9+qujODj/GKZJQ5l0SBT7sQYudVStRJLNqMnhyxntzsL6vCZOiH2pN0hr1mMWssWLh6fdtlinCMekBDtN2mYE9jzekpcgx1J2SlGwapV6erY1J0Qo+z0oU21aSDL2YBjlFIRIdzKjEA0WN/pVyLqJAWdnjKdIF1FnyU3Y4N+qghyK3QQ+78+MHpCHY4UemIrIrrk1w+U7ncWfVfoqgIClz3CHbk3O2NCUZKq+hTNDW3ZaIjFdBjQeQ09WoXFrHdE6sfd8RxKLABFoPWZYdSDT1eEAKir5fNwrqsJfw6D5bWlrRnp694wMOfcZS7u8enNiao2Im07XqeYAzPJzJjOSOg0X5YhiKGlxtHE2cPICO1IcQxrfiqMpkuTkHHmB1zqOEmv6p8vrXSTxFCFyfdnjbQWNW32fkizgM2DRkvHCnMnF+rUiXLQeTR/ID06sH+ML1qNOlHyO1sVFHABVpXffmF0Etg4fka2CT5EFSQPwpjcereVHaYUcvRUV/uwmIIJr0COHf1RHxoKXQvYIIBS/zovVhagm23Dggkd9+NHoA0DR7a8e0YpUlr+HNpgdxwTwJhY+v6xTbWTVNBIds23Uy44QP4l6CqORGXUT8WhIsHgTEtyl8k/wBFcu/9nHZUgOjJ7MxFXmAJS/2Z5ABHchBv4Y5BTzIg7ZXvuITVAjtOmuYbC34IENOC5LlAS7zNpE4VAcTMvYCWBE9AJzEzU2zxzO06dyoZ2lbPsOEvGAKHQ/QY8nOQmSE7sTR9Xd6UB5kZqa1bBncA0oo+D7MOkUORnUaH6fbRpC7v2OdUKQGtHtgyHQ2xay//m3xAKeUOo8q1t6yhMizySKKDkCOVWdwuWB3aodR1G15zbBkvSGDB3gR5QCqVryRCdEXq0BX1LW5t4i/aNZBI7/G6eRB289xZyajk9iztQ0zkWzJhm6yF4kJD3CY6gHGcV7LevfXH06KrqY7hhQgTsGIx0ZFO+MBpgyOG9So4oZzuHZWY2qdzqgie7lZPECIIQcq/Hcn1Y0qopMoz+UmpVFDv4n9vAY8djwIw9besgW7VWmDF9CKwYOg1GwtZVz0AiPJ16BnzIP8OGg7QaTeDrHFDjfeIRLTKptpCEBZRAKK/achh3vIw7fDKHh4gCJXdpkrcrrHnODvLrgHTZDcoWF3fkan5K9gNg8KkKTHxOl9BglpO5v2SUQFdJMpUTnhoXZndQgPYANyy4nyQIdJkeXX9o8HxZFVWqgTYzsxnHI60wsb1ZvBA7A51aFCYxvCh/k+ysAiM66tJdiNPKIxfCkIiRcDQOpB3rk9hAUa99O22OEUjh5gS9lOTaCmj7hIfh/QmwfF4LLzoJK6gLwAf+XgHsQN/IL8ct01OIjxQAgodlar8QAz675TKEMjrlD9O78dHoQIpFH1/Nhydlw+WwI5RUtkeguk5NYsav27OkuKqiQ1KKWGnQFLwvdNuijSgtCqM9BLRajwYnsGiPjMbeEkUFF1UcZbx/Pn+wD88KAbRVsOnZOzsWixUT2ABzmp6VNWHn9AS+Jfe+QhShNII0uRoaci2klZi1+L4vWgEZCaVILaQyhRZqOGaEBUqrbHpM15nhjKHU7RxQOwRr5ShUK959LBiw1lepCGTf2EKcbz/dTtcOOYSBypMxOM/YfFIzurFkQ0ybex5DDggCTO7Kw+4gHG8D02japTYRnzVw+ZHiRn+mWGxh2ZNJxeywXb7ytK4EGa3bDNJWjCoFziYdXe/IB3c6OmFXrQ2eUus0KKN7KN7vuM5DyICdEDmAW1mxI6f8dB7EGX38dOeaN5KDn4NVAtD8qh55EaEDochRw7rALUg7Zav2ozS3tZi3uxo6wHwbh6AHlmXE/bZ2c9zIOMQPWOYuCF6Fw+W1lVF4vklOjMp+YkQ/Veaei82B0lERc1z8UJxInmdPgrCB8eRML1vuvcVarU/d0bUaI6ZtqIGIFfkKfvrzvGRFGSNOfggP2C88b36YhD1FpkiaYEjeYRI/XzPtts1A8/RENOX2sgiG+tjdmoa1QehOG60RSolE2XsH3f1c2DvPzQLyLLnsNVmR1mBEMULnuizwZaqMSBvwu8elBo6HOhuiMgddvhQ6wHMfjTFbg2fAkwHTub1khkyJq5paj8lBwELUh19WtYJHjQE74vrZTRtjNSH5m88WJKZjzoSOJXvYngbzPS7Kx+40EEyDaaF1rELvT0vq+Jgwe1EfMGpki1Ga23vwYWeZAOyswfdHwkwHxzpDB0G7XN0YMUBzeaILeZTYbS74MS4EGtAT5BnxO+tRje4cM+HvThipaxZuUHFKF4MbtDoiOJWscRIY/NYefZyCCJnvD9kRVTLwvGMH9ngsuD6phpFCfA3wBt86+Scoh0UOogLrZVXYT+nRototDQz2rkor9UgPk1UgIedOZTz0khfAxeshu1QyOR4qC2RLG5eVgg8302TBB54fFlZEFuoI+AnXWwB91BfgHvBq2YocKLMTXwIC5qtBUYixehxGuHGX0QfbhSWSIFDRJcOi0qqpukMfFXQT0eFCXJ61nEfUNslZ1Nq0J0B6knJUjYQIao+b5wI1GWwq0UA7e3CyU0Gk+rjfqm9aAhp9+AAqsbaZGxwyvaPChctsmkIDDGlAP7visqF/L6sclQQRtn/o35PqIjF9J+eKTt1vmG0v8uRQcXqpL8NzELr+oMsLM+wIMMWb9rwwJvETAhfq3LBBdaInsFU5/6gAt5sWzWg/jMWQLIYUczoEPgEcDAvphcGyIYV18Y7lBqKdEsPzeo+dfIJEQkXIeAsfVTU1+ejauEKIeeZ5C5Q79wc/dXEhQ8KE2gF0qP7fstntmoG5wIw1W7QIK35bwh/TsyBYguv7pGgLCNhMjf9z12IdJU4HWaCvIjMPnscIwxEYO/jyBVRW/GfdiocGEPKlWbr2RqPooBHnY2rY6IANnraZJp1ao8O4xY5kHiyC8vKx4sG+tOX4+BFQeANbqzfulBk3wbdS/ITorS931eRS7kYMsfSZoZxzgT+XcsBl1IDei9uADprjKG+bXTMRc6APkyAimvJpXmi0kJulDXZqWjJb4cizZ6TLTKX000cKGrqW7BpbXnPrjvi+FElCPuKwS51CuunDaqAwEelOdym0Ia2FxzOr5vC3ahCXHeU3Hgd+mIXuwBFCINm963DkjebkaUv94gQyRnqr2i0j5LTvTZtF9EIyBnwsrw/1Vps1G/oERnl+8XpasxDbjtMKIJDxLTquvK5PzP6Z6/SzVBhAg0rqS7esE5qTsc45Boq1WbqFzaUPRifN9iBKIYWx6QhgSNBavCzvoHD6ICurMPsv7EIdjOpj0SGYE+0Te8i+rIfwdDiQt9v9915c6Yxub418TMudCenl1alLjTHjO/T8CPCwUmeC+ik7jCG+yLWSVwoQZXXzwyKNk2HfG0RMvz8nZsSV7Husu/nsB0IQT+GlIHaCc8HTYqhBsupHX9D3xH9AVDLDuc6OdCRX9jPHCLt0v08dfwDyJuoCyDTdd7HZy+GByXyDu3f+BQfJ8NKBv1rwSRk5o3E+/vu7Soz6alieLIPpAvTNNQE2Bn/YwHwSHbcF5YPAhIzR2GoWOINVIzffHxQ3gu/s5LCqIJkhv0ysTmIDX4fQTsXIhG0GvVCdhSQxx/zcyUC63gs9zQNukig9+PUKKws2lRQ2P4HkABGxtudf+djCQu5Bj63TyO4+8S92JZji4UIlG/KUruLF6K34eISeTnYXuGh7aghxbfV0DUhXDw0G1LWuwskEO+D5ECUd/S230hMAZA1v2rYQ0XokBZ+YQM+39ERr1LP1I2qhyYC7kNvmCHRy8pCQU7nIjpQmRXvs6iWHnCGLMeA4qwsz5ECApyWz2B83MNTv9aQ5QoQNIYslTNy4FaL9aWhwhKzQaR9PMW6hBu1L49Q2xOuzymCHgvRrxnq7Ik2n5aItUQ3TycQHjAHVg7DOPC0JayT/BjyUZzM/hiXQ9cyIaapwo03X5IOn9tTZkLWX5anqmFeDq2xU0U5cFfU7hxocQkL4/IKG80KuPvSGciM7Nt56nETlzl83c20LjQErMNJQvmwW9CdzYtwtDMupcYqLJlZMF+nwKxC73R/xV9x5JAVRuVToYLdTjVThqU9pcuSb7PkMgD/IgsdDNYSdgOs4AUklBmGZRHaR+5tLJtNEj8vrNQFwK9fEM7gV43uyo7u0ArJLPuQ0waD0fn7q8zXAydUm6tl8pX8Nn5Ymp6Q3ASN5ErBy9hT+tGzWA5NGXQayfFhZ0KmeT7CDfRmJcnwHi0F2eAX+xrhwuN58Y2kKR9V4rGZ4NiQgTE901uhPvGDzi/9oaOC4WSvYPGzN0hjoC/HmoRwgzcXAx4PgUBqju8SDhU5MrXF6y8ST5tW5vMlej2YRrh73ScuhAYyeeD02V78bI2qt2VUA01WYEIz0fSFv7uCifRUugGwkW3KWeg73MVLlTGw86TCuYpxH3Y2QWnQzYgP9BF6B46w9phFl2ECiO9nUCVe7UBme8b9COS+lEZvkb4GjOgYAhpYBwWwLqzrkZIA99GIgT3C26M/vURydCm7xShIt6AHp0Xc66hKldb1arAw4mW2Kh83CEf1/8iVd1JdIC9WFgEoTGbr1ZFdFvCSfhrogAhUdN9wwjhNrL25fvWZrgQnh9PtCbF7tT+/VqdISE6kL9HAsMOC5CyUSUgCnFebqoYVD6rVcezNUkNfdHzQgmaHkIHLTu82B168fejxXfHDoVyYov/2v5uksiHAAB9B8kZu7DUc4dbPBH60TrmowL6RzdU/N0UNkNovptRCIrdRACD73Pj8yGkLA81R+4dVLjc2TSpoRBkO3UO+gN6Mv7a+Df0aOotE+3aZoSavg+Eg6E7ipMIjGgmwFrbW3BA/rVFkpAdfxN/f7sNyNrOLtAgtAj6VDr29hc7KV5srMfQ0dXG3BPluWloXqyLYmhy84nC8Hk0ydGNaiHLEOHldkhNnvfJydk2c6HI933AMiRHfrnNsE0FhIiNiockpHrdd7JL2zRM4q/l2UNUejZgiamnugI/m1LWkBLIv5Ig4Ls4kOzwiwhDfK2vgQvH3iz922HFAEKgf5Zie2L25p3TLvWy83eXcYbAvh/kSOS136q/xmgcAgc+mBKk/9l7/KuLC0NWlJ8EdWG3GrG+WIG5IQKJm7So8a9+hL6YAh9CMfdXlyUeTIeBjVohbshObXxHTvNEYVD/zkmYIShAn+blztZTBMNG1eswNDT4ZJo6PoEFyp1d4GMIDpSyhZ+aKClY77SnzV8XvUNrSfsDVnBPEft93wMQQwO8+0uQrm0Hz+rX+nwOpfFtO3JO/1pZ4sUOQA7dqdkb2K7700uH74MwNWTg7EOgILB5gMHa2QVboSNkX+CJxD9loWzUvThDYqcbhwnUZ2oj5NmKTAw5kn0Z1JP/mtNmh19kh7qRf5cGtNn0gbLDimyE3FzZnXLOPJEMo2cLUGII8HOOVNWxzwy5+b5v0pCVLEHoliC35IES+0xn6t8ZaRqKC303sBh/xcJlh12MDWXLtqwn6QNo3fk7sdGQpOSvja6+Fg8JO7vgdKiLDwgE1ffZWbO9IArY2QU+hLhAjpEuANhmJLHf5zceelLgc83HLnT0jedL398pkTM0aLYTjCG3Fhdnvs8OzlAekJfQ2vpEI8p2dkGf0B7WsY0tIDYZGe77+MBDlB22VlTD9gIW5vsksBjy+w3AxYideqTj+/Z4DKkQ+iqwJM8YyRHFPeZoyPdhiBvSMVY5YrWr8scYAgf0kUnnEqUA60OEq2VqKvHFRUsD87IGiYUE02KE62CQxQY9bgc6XBGnYEjAgP1Y5eJ4A4tRwguGMEYdkRlooKUruD0ynU/1SEwnJRiIKTA/JzCdWQmCD0w2ACal9okHBGYEt42TOkJL4QEllG+5yG2tnNhSMon1tG0n47YpLnFYFtkjsA3hgFsmyMT1yzFFq1S64dJpTpAWA44glzTiGLEM8xZhm8cWhE6MyauKBjaYmJxUMP8M57R1SgRoe3y+0OqQHHIktfXGgY0REDlr6ZyEwEgVZLcFVLWAXD5UBpHAaHnixdIWyYSBuCXbo7JKzjRatHXhBV9lliC1XIqo6Wv1ry5PQdx0mNN80gjQUbgVQs1WHttWiksqSQS35C9bBVS1d20rtigBbFE2bSGVEIPbKqrcskIo2IfClmn2a2dqlVnS3ll+2Ypzqo2T2UcTiJaWQNnHCyF6YGfcK1u4lLRaWwiXVJpfp75EmNP7miSjnbEnicS1fAzg0kS0cLwhEcnhSuP6wuFmeYVHz/KSyCmXn5OWiNMH3AhaHL48grkGs18iUrlilNBb0FRhQBb5CkFEG6HMCy0Hg37khevH6SghCTCulSCSCwkYsCVzqgxxLW3Tl4NBsDWr4kKvLKJSa66FVUYEZxMOzrWlCZcXti/viKw+l1x9iHxpsfJal9ENbROHNMsC2CoU7qRkqXFhAszv60itS4vN8tKm7UOky8vhq01TYJeDEbtL1uYUmB+2KQuJqtZL29iwDxKWEVSddawKtFzgROC84OZdIsi4WFvQLhFhvDjcDSgSA9D+kEPBrlQo44WGbg3NQ7ih8UIjJ0eLpITksoMdlsoUTXwqF/iYoHUCetIiAdOFww1TAp8cLR0Du8snhVqyYoyYxzi0k5Kecmx0BWlzOSXvjJaucEzWijDmlJYmXTtTG6PE5RwSrVcaolFtnRFU7V2VHFgS5Q9LPJdvsPxg7fKyYUPZWwtRGwJBV5klrZ9Tlt8V82lIkxYP0YAXEqEoKAgE7pXUpKW7YkCrhYgmWWplUMwXZXcifHrJgkDlVUBVK5WmBVtqoyxlvEF6uZKfn58fLbiHlNmrNdLzylvzioOqrdPkkKWJSIUNeglG8EpxqSLNyeuLn5cVQq4ekseL0okEpFelGK8sWTz8/Pz8aOmaZswtm5037VyfSw9jJFruz4waeyaypHZkSblt5VjImRoVMoUEzJSXtsvslI4mKyW+KTZOUzEIp/pckkaQMfX3nfJzotp6pNJitXN8GoDFcbKhxQvTm9KWVA5OoHBiZ4rA5DZQQQRvV4zMazQFFR6VdpJ1EysOmCkpNioRqJUlSq+0NbzVa4uHTKwxeCqrKEjp0fZZGtBGwMtCxYhDKo5qJVGaMiocalyyHk24YkTysKyUoNpDpKwMKiGRRsozjGsIYpPryEVSWyev8QpV6/zCcCWHFjxeoyrjpJVA5hPLyAUpyiUl2ikqOkxYlE+YPb6KSlCMST3CXTK1sVOFNKgFSw7BHN99sLxCREwqxRBMCBp4xDCt4o7Q1g110P49laoCYLBSYHbJjbFOLPlK4iACtxFqRhTWiZQeoFSe25cDt1Yu2SyKWULTQVXeG4UFdVUWPL2yoBH1ynJ3QvtdYwMrL21LaoTLpV2ESUu1LG5VKYRIFfjCnSBnWtagLMJye+IiAOPU4kkwooUsAWAPcU8VpJAWw+OVVNcgZtSJjWmopYAlCaRTsDtuErzs1iSCyWLCWAVSqyiXpJBKsI6rqAhoJdzCYppQZaUEFtIJbdaFPdei4PFrdAm0GqaGbItCT4C1btVowePN/YkAQjuDzErrpCZFSRbVxlALyGO1Ko4q2KgXA7A1UAyjyjx5dflgpq0LMD9GGarqM+GqzJKBDEmuTmdouU9pWrpAKswUIPyspNa0dINPtF+xyKuNienDSZx2Ts2W1jvjhFXZCStteQPOleUSMFkuL4PAYYral16m/uAKh5t7AP9owQC22jsqblFMRlj5OVlVHo7JWX0n6Z68XAXyuRIRxo8KhisRh1YxCLV1Qty0QJsCGBc/LG2XVnfgWO2YvHIwAmzJnhgrJGDGALiSdVxpmSS4FemklRc1qz5EuHRdEV1G4VjDjERVmvRijGpU9Yoy5UZbd0QCZpJPWXtXCUB7iKflZZdkLkrEqfZJYieXilcZd3wjCDfbuYLrtQXmKE1pFJ5n09CbJiQS2uySVi2dW2hTAdXPDFeaNBVTmSUmUSNNeWpRDk5onbgMYNpDmoSmNA1CuJDES1MKyx99ijDhuGPC0aatg+Q2UT4NNTUNAVEJgClFJZMIVUuxGAeX8WpPkxUTmF9wMptSh0RpsWAVyhC5PnrkYHJAgoxNN2pLh1FQAqY3b4rzBVMKSQTtVQyCSbvE4McYp+wU7TdCmJMU26WTMGplHyweCC/FUxxsOWGG6RoFqo+lti4HkZMmgu0zBJNs6gd4ruP04BNqDaEWT/t3KYUxKQxGBPeKSgEnvyu3wPYMlBc2rJe2LYHDCqREV06JSbRguUSvS0URTjFKaOkM9wgKUDMbTCw0PVrAIFQYpGY4AamCGcCBFCwSMFBIVC8jRVhVWrmxrDxUouGE5IvjFDYIobZpggVt04cI2qYRMfDASrBdXjHpgW3xlIAZ5NXiBrAxRRvBhnby4na52KhCC668elk6meLAxiih/U4Ju5zg1wQqBolL1rYRmKV7nHuoKaAUgVz+4APk1GcIFhnbQQyU35KUEKknrAes39OTdknrdKNqy0MBqLkJUHrIGSg0T29aTw5IYLXl5dKKK2AbtC60XzJzMLNFAC6n/EgLlIOicuIC2YKScovgRcaaFeCuqDBEKxd3+SRC9RIqRZjWwgm9xRrBxQaDL08owny9EXWCCQTMgByvSoTDBHJklI3z5QnHmnauiZoWsOsQMyruqsFFdkwPrJSaFqwbaIUSUHhSsvi0L7NWSlBOWeCtjOyWkHyTJZKmVWKKeyrTlKVs4kKV5vi6YvwWrX1lkQh/VPVkX2wt3hdbNgWRN28lW4WZLQDmC3TlkyKbpwZBDUq2rsA1jqoWL4/HVq4LeLtWAqmSFUsn6UsFLTgIaOU3jJA2SYwRLpd262plMA2Nq+drEbmRWrwVY7R0H0S1fpE/Whqsbq6US5hkRlRaJoQouEyjdTCdiJxqa5Qy9qAUcGSXdeSndBSD0KwDuIvDlMoRIxYXDIbokRZyhCTMgKlrY5sfQkdUAY6k2qw46HMUheTIs+nIywKjOF+uKYRo/USZtNu1NG3dj6SOUqijPkPbVrE6o9QWR32EzFQsOGjpmji4VV4JbXzpiCJlZIUQSduk3dFqAgnBmMsmUDDKKf1lRCnBiLIJc4knGMnBCO6THjSXUF0gMa1UfbjmpWnBdT9GKSq5WnsA70LHkEBkIokIozXmBJIJFVaSGHWoUtRzx4jD2lyVDNc0JVq8FRq2ZnbU2ZaSpkDCwWaU13YtoKoF7zZMGJGIJM6QkERhwmCkw5VQpERbhwMVaVdSpg3xcyLFqEAdowJhtOAcWkvnQL4ileBiGWioS7LlakQFqYwTlzNPZRDILlaiGWtIabho62isculQ3DFCEgSLfGFoSWZppK3RGZWEZEJ7hwmHCURW41LMmPFWzhTJpTJKYEQq9HCPJBweWDoqwiND+y1Q4IsrTyVhDdFq2KBhaTRMUoEvRWWalraQJLyzpLw2M8UgSz9SUNHOKPoIRXtI0R6BuSkDxhKON8zdxkRSiiGBpxWSHj2TKJWWRICZccVlCfxXhGOBFhGzqU7IahIoXJIVE0sOBr22RAhM2mL0RKVBUYugpDinYDzsAAE77cwrfcRaKsBBC44AppJAXQxt0yCcJW3T5dViK3c3yBHJ+GBJi86lFezV5RUOW5dYJOksCRgi2HMlpRRKUgu0dTcKi0SEUepjqS1bcsXdbFGlpImI6cJECQ3pjx6ASm2mWrrrF9hPax2tDi13Sl7cgoygouTHpIQkVclEm1KMEVJtWpWORHqdAtBq6Tis8fqCgMqrycSe41VzSSKhPRKiZUwpX5EDFEUOCL1W5xhoJRDiACMaFdICOnq1gFNQt1IpxLYyWh9sYegRXUJow6ZIq+TFxqjF6yJymQ2rcq9ykBYxhdH2QD1AOa7zK7wrxhgpZyYhoj5DtBFOyNDeddFhXmWggTnER4q2ju1OW0OMpqXLE/qiUiGHko4AEUReDIm8tIGRRW29RqV4grkR3MMmMou2rojcz8/PT4C8tu3fBUUiJF+0c4ZoHiCFkC0Yp5KH8AA0WrVYkCi1FvRwabWQvLaLnxW2qBLxIPUAlEmYQzLGLkXIwSGKYcIDWCGE0ELMA2D51OId1tHe6UTLxhM/mEyaOjxAnDDauDin2ggfklwKAYXR0tVF8CChJsxsDjCRX5OWrkkI0ouSmipBDX88SGqBlgkOSrtagYV2x2mqlxcZf9qvqhMwTM6tVsMRUg/SQ8BUkaB6kFtqeTAYo3UKjyDSldrviDiYV2LCaI+QrlowJxbMqS9SOM4yRGJDHuTXBEbmScacz/LBB4wMUx47eCR40AkERFJt3Q+yvEGF/5TB4EExBB3QPQ3JAfMgJGGG4oTRWlg84EFe2oasCF5uZTELYiM31KQtqE/lEGXTJRk0VkJaJy/STCuhr0wwG3qGVEwOpRgi5MCEkIUhQ3kLhESYhkCiMNQmY6hAGCEcbpXbAU8fvASEcLA6EBvfU7hTp70KRQptIUNIhEJllF7MISFUakA20xCkpWOKwS1UMc40kQFHJpB2wHVBRS3eCgBaC0MISNBptm4LGGjBnUS0cVikmEaKE7SAK6xoEb1YbY0cJbR0HqBcPuBjAszUiAnYnRIb81ojjxbwBlWlhscfl3xezHFR4U+4yKPFo0BC+7WQyS0yA0X7p8YBDM5EoBZPhZwWqTOCts6IkZYujo+ABmJgYnqQWhdv9rR22IBond4eaOuQeLgUERaK2ZTBSwjW2YkF2lSGqBKgsgOjG+1XTwst4qUP7paRCmCLiEr8qoDKIxAQ/IKj+UFGCjIl11EGca8tJZ7d6vqck6oWgx8KmamAkRx3AIt7SY3RWHBM8cahyuNfxDC5i1NRzhBkj3cVCtBXvkh69eRZ8i9iBVlLTKXcB3bgXSnU6DpNY45BCpctmwtwtw0mqWxhwgH38jfNJanrX8ersDe7LV1R00f5b69wrwgldJRFJppsNMq/igHkAOMfMokWP95FaaeffBZpBBtA+FcRTrePWqZMmCHQu4QAupUTT3drE0dnEfSRmcanctwbO+71k8fHCrMup0UGEcBhUeZieJLRwNjwLjmEHgCBlef5gKOzCQa7bsI4kC8IBnCv7QUfMPnjaC5lWUYjkQX4iCOfLWG9y00Z/cZrTYdo4+F72oZ8dXolY/DS4l0vXs8GqvzDU4IwMm2w3SWcMmQOLKC4l58QXcrUxAspQoh/U3SRuwK8clwhHO/KQ9SpMWRoyBmKvpcmRgaa4CcHAojhXUa+tBYXf14LGwr41xCNzLYBi+z24se7GnBxLSFzXAETBDpMZEpucmFDnlvy8y40T7xIyxZ3AOBIh4lY6cLh4pAxWO5xr+vWh5Ro0Ug06bjb3CdTfRGUJ4Th4102xjQTthG6AqEY/y6y6FLBuoyId8e7rHB62Zs9NyB7dTaBV+aGIsrdPTrv+lJD78kCoMs+y/e6inICOELkBnLwvCuDnq7DiNWjgG3u9ltdPlVoyB4ANb1rrqFFNSA6IFOWziZA0N1sDMsdfAxwLwhTXCvDp2uf9NGpXgxkpzBAZDo7aLxrVMqdAhTRaRoJOBnRoSxlFSrjsXZ6l+WRH50ycAVcPTpVK9qVQ4GNnGFTjnfdUeEBaLC6EJsBTmb02M0DQSyDzYi8C0sIr3qC50ufiI59cUfOPumSIwC54V2daNyoyYBrWdnjWBh23Toi6GQ/HCC8S0ycRqLhSoMIpeFfGCO6Rdo0yS2wrngXmBy6io0+XeTNfI+tTdcziQz5cGuDd21h1C8ehDmJKGZhESI8dhFPm+QRWQrdywXXEUT9edfkFR0msiSHcYLKcoUz3gVlgmNzdNCPD4S4Gycf+QAIAPKbUxvvAjFFo4KR43s6SIeJaOkyWXQieziT5F5mjvoQxZyXCHXytWaGhC4JKjB50LGNezE2+ZoCMK7NMUGIgDlBZA34J3udpfCuK0zaNM8G3QaOprs9YdF9EkeEXKiB07tW83hZCgOONRWjU7skZTEHSbKW+uFdmZqaS1SgXGQQ0L+FAuS6zVXZzJOAdxm4cq3uHh2Fc4OTCaHKBeQi8lrjkXcdBtFmCjn9zQqcTv060eVMsEUO8cTCva7KuBjUFF3HLIxjX2BlMkMf8gIWsndBImoyDlY9mwTAyZAGdDcLPZmEHC7eNaeLRjNJwgloIOHYGGdd8YxZFtRa4l5ES5zBl9CpwBjRWQRTZGe7IXvxEfMuJWI63AXigUNOdDbBkC6JdyOTaNtyrxFiDoDSy4smT5jvKVAgyx0QIBuYtXd15biDbxqvApFEyBuUlt+CAMhUQmh41xylL9G8NIsLc/zb+NV1YZopu7ix511yrpyBFBqeNFVBh4dQkBdASJW1q0DeJUnHpebYaAkkgtyNiVd2sKBIHmAX5l1wGDSXCHfmbSWYfwltyBjiAshaLi28i2qHrtwk4n8ErnS4iGLXxBMIuQSOPO41gY5OMsOHntJW5HsMyrotcozJLfCMeBerHF8jQ0bPaRGpU7maZLWmOHn7ffMuFg5cgBGXzgFHipMFsCK/UebJYgkWeNee189KKTUVLhHHKmrKbDEOZS6ME971oUon8dTgEcBUOhXsp3tCT4BMeArpXmwOtLiK1QOAgHQ3Kd5uIjaHjCiKwb2MMOhx66NvqcHiZErd7qETEPLhIQX3ovJqsQ8n99IROZaxRhdFizUyCqJ3L7IqLZTEh6MIxTMEwaQo2h3SIHIhH5B7aRr63dAWTxqssG1S4IY8B6WLjLQCj3dREtFbUlfMdzy3/i3xQwb03CFToZp5F1ITrUOJAD0jyg7/PrrpIsAwyzA21LkXkhcvGEIYnkIxcoibFE800NJD2VDFo3txquotkqHjKANi/iWBRd6gVkOOMtPyriEougAmnxPiEdHZBCDQ8KQayoYKYrhXDhquh7rmQF9qOpsgSKbLgiknFbD0rsYpLrTg0AvhyRPfM+uSNcxhkKNWz3hXllHbqFzSN1pl/8qY7BqRCckw8Ki5l1Si3rN64x8yW+hwERloesxoyCgg3b0QJ3gehwyaDJkuOjyETq6bY0dOouPAuwYd/YpzijZ6WnI3JaSyBTx35Kc9DLyLK4+O7KL1FypMfM9Btzs0biC/aOziXlx6TodHQT/JNNWpW31yBDJT5KUFad5VoYyXLQjVF3jccTIAWnlCgE+5Ca+Bd5V10YaaPrxCKQKdCiYEbU8KJbKKMmrutUHT2aCo0Dmc8hzbgoqMp8NJxmK5eNfbEh3JQdSV1CS52xQe3SAyK3ILOy/ca8AUHQP0zd80CDq20QRaKxId8ooZke4VAVFDbgl0MbwiTrb0pQv0xUtOjPTiXguCOJ+qkYZz51QAktoHuYIUUxfOpKN3LcrJQ5BiV8GnyleRu9n9dNjQq39ywnx0MskYHJR1xaDK8S4VcN68TgNueOZSZxOM0aTfEuPKHU/8KxhHNnHm180DptO5ysh5I7/AnDDLgragZ9O/Rxx0lT5yOovAUeYLO9NdLYLkXYAXdIsoQnQlHzT/1rBwtoOJi8wI1uBeZyO8Qr6GvMQXnTbcYupCXgDMf4J1vlcgiyx4B65bJ8d2rjdf3s8hQRdklKDDRhYgXlnTmBCg+BdygfeJwtBFvPJ0WAgPOYOGLd0xaZy8S27rWk5+eDeQYHI3zSUZBAS8Lhw0oM61p4ZeQkpzDWRQdWrYGDa0yDNEculVPE+FYQp6zR6w78UZWmkY4hQ4pfQdBzl8wg81mpFMFZ2aZSr3EcLomgFgwbsSqNBZDEAYh0Ky8K9gk5wChJjuKmEQ5+LiwRVEcaKFWLlO9tMkc0hK02XzA8m7lELoEXJSXAgNBacjgaAMk4bHCZo51jFLCNStJz3Y4RBQCPoDThSazg6LY1mAZcA+wi4aOXTetRWnN3BhcijNwd2o2DHg0HWNJeZddJrojq7cjI+mizVI0fVJLWQW4Qzu9dUuYlvpy0K3rz3fOLmDo1UXU+3Uu/JUPRBwiA7yIwWXid6V7CFPqkvJg8+77gC1FSd89tAGA/4NwScjBvHrdrYGcK6txgM557SMH5c6i+CK7MFqqItJBIh3LcjjQV8SYx9UWt8jayIfkujrMgEDxblA3z088dJgF1R0WAgN+YPfmG5mpBHvAnviW3lp5sqfPu5mxIdsCEB3leBtOReXMc+gI4YWsIdSp2Zx5RA4THSHiL15F5OUdwvheLlnnj7WByyXUGTTRcIl5VxnjpwuUoKXy5Aqjk1MIQsKGe0WubDpXHrQaE/QtP0l48y/HkrIimwtujMIhJ2rUshPyEV0nhJkmJYNP+QRFPJ0J3hY4l0GSjihEyoabACgziKQIA8OSnYpnFjiXVQ1NBQAUHaCRDT/dhgiu5Cw2hWU7zgXDkUXvMriNdPiqsOZYWQSVj50KxB57wIwwX/wKG3sige+JwCDzKJ1rPuBDaFzAdHzPzEd3g8YOnXq1Q6ZsIlD9wInoHOp0fSsFUPjzx6e7jbEi4wo+NTdoBfAuYxMccMXWHq7R0vYBs8Ucgm4E12xL4re1aXC7eQ2ux9mgDoW8Uo2VLPrZrDh5lxaEL17ocWYAdIBH9tjJx9q7ej+jT05l5MgnuJO2MuEShVYUdZTNuGlE03KGJ13JTnpTRxYNt+4hH/BmTIMqY0mpwiUcw0CcRRCS7wGHrzpLIIa8okqTjRPJhHORUdML6Fbsv3AiPoXLCXD4CpEMxXN4lyBWj4iy6b4hp4AOpxZKheawIA2xQvMucDQ0Xe+FOw4K0O+B7Ymu1DcaFtoeDlXoRz/W2Md32ER0qlWa2QUVgKgfeI54lxSHHiVc+0CfFh3y/yTWbThgTZ64se5FjE43Ra+8eeYGY5dUUA+bCGJVuXF17mKVLmCD05bKYzlY3osZcTHNzQsG4Vz5fC6ilY0aKl24bAeBYLkE0VInHEBUTkXnBau4lRyPBQZFzYH8Ukm5MOGMwpYgXOVMeKGhS7GPcBbZxFYySf2DHF6gqVxLixTPLCUxDjPBS0dzsSSDffUOKfIR861xFFTqirtFxfG/vW7IMNoBOP8oobAuRxseobVJPtrgFenVlWQUxgJc4IyuTnXjjIaDY/CzWKPke95nZFfBCDi3GIkjnNJYHQIBCx3Aysix6oIlQ/zfHJW+aHHuVws8acgitvQjc/dLCXlFn9lOEdtdJ0rQx43kATKBhRK4GN4HOVEIVFOLKZwziXYRU/+YNgxQgn41y+ADKNHWSdcG6pztSVwQzRyG8sI5pYNwpZcgtFK3ISGjHP9mxsSsdxeHYQwizTQI5cA4SeWcjHpXGMWbsKLbTeggqqzCPRkE1EsxE4HxJzL8oJ7GGuxA3cXHc5skgkDseInoCvO9bh1CtkJG0b2TKdSZcqFT6zEWQwonKuECl3jDOqWjOLDv3xT5BdUxsRcFjqdSyvnbYGe28YOOcemUJVT7GkgjnLQwLn44jSXx6/tYwYL39uaIiuOGCHOcrxzrgFfHtYWunkY1vExO6ryChaZ4inNHc4FIYQjUencP4xwuRulVk4Moye2QiHqXHINHeO7tCdLMPn3AqLsQougmMJmlXM9JXESX0qbMdONELwIo3IIPzviFlBtnAtHqofAbu4f37DOmq3KIkycEbeoPHKuwzyugU6ZrUmjiw5jVpADqzCKFTGsca7vE6ezg7k3H1KdOkUlDx6BxS56UDoXnZQHZmLYk1A3hJAR9skeJseIJSlgOheMQ0frlNueZ34ci6JQNkEgT7xYYYlzoaHRKi442UNC3b8WiOQWWHziGhG+fKvPGs9q67E/ncp8jI4U2ZDrxTEY4TjX9kg/cczNKQbyPaw/GVFVUywjzBznKnr/GUXdUKpcuhsQPPmQAg2xIxQc54Iacw5GVPenqoQtkAsK8p+To3jX6HSuQELvu6Bmf+nTprMItGRA7xvxzxBzrr0aGkMdys2kCoV/KTDJK65MEDuRXONbZLTjPTiz02QtdRhzTv6ukBQ72THnXGoTnI0I2Y4jlEGnSvnJGzAnxVD+fjhXmKaPDZiz5Rww4VjDGLKHIgjEUsxYOtcTojOdatlsLtt8bI6TLILEFTGo0ZJz/QTRZ678Vq3D5m49UOXB0xtiK0SQ+NabKdrO6McWy+/fPbCsYkCbuPQOj295caExf37sLFAjfK9qgXzCiKJYdMj2rVU9z1BWtt88UZgGO0jkCjbCiM1EcZ0Lj4VXKML0P0c/XA0sPsh5RkyI63zw4FwPoFyCB/iiyTo6a4Yp6zXyENsxRHKuA2L+9qfjl46Y6PClpLy3RYjvbAF0rio6fqBDkb8uudOpUFpkClPsxHq4PDhXkAO/KjrySh4cOLZQK1/YkUbMZ8/Tt9xUOYAFUE8kIdHH4NCRNZBFzT+aW771xau1NjDsKYBr/r0byyL02Gaiowa+leRTVxlBYLN2pnC3HUgyYF2EOcDR+xYVDNqxQIg9BkIL34sCI3NAzZuFdtjwLbEc3VXYt6d0ifPvXaUcwsWTuciL+Jamlj+4k/FUCKCAYb2DzOBA6/yEooVzaYu4AyWWX5WkgfsVeEB+wwycs3hXnMvr62poEvxWp5nOmpmRGfhonJ+sQDqX0hQ/oILptX9UdPiyUYbjlDNndbz5Vh1H3xL8e6/xm06FupIdRKrOUT8JfAu1jB8hIvgsHkCOPXFAjjuDMUvJoeBbn0u0GAmgD+UAiY+9SZPpEnfMVRlWfStJF51pFOWN8uS4Ww5HWcJdhRlLwRTfApJHZwihYc95EvveExJZz0XrvCWhyLfCjN7VLdotCiKKf+0CyBVawJm96Nx8K8am9wpR6c7y5s6/dJeynlyPOWyRiG8lGvAEbLZvgAmIAAFZaMhlaPLMAuayvtXK5mNAHrwCPq3Omn2QDzC5MYst1fCtMxccKwyJR2NDo8OWXWSzJXbz2I/Wt0S3noS09AngNOjUJxhygj+mmUzHl28xUeEDrDh5NCkgAp6MjmSxE1lzGaQO34rTQK+hcvgD/t4ca+KKfBZFcyZwCsW3fsTpTilAz8VnysfaaMlyJ+tcZgTTtxpDaD5pxNwCBL+wCFPadNWgwZHpumtuFUNLu0gq/KYnPdztRhN5wdiKGcEdMr5lWMOxTaZup4O7BcHYKgdZ9slujVNuFUiorXgQoqfAGHHAJ4Oy0J1D+U/ShVexCdNqBOy5Bssy3C98kd0uX2yyhCGDboUDVYuqyfO2np5wwC0qO02CkCnwaeJVXlo411IWdxNzkklkE4GcdbNHRhuiw63wrnpLltdrpIWUA4rNZDA7LXJciDiv6rSitUl7duuAsO8xMZDX6oRntBmQvgXiS0/hoKUN/LA6IBQu3TeaSvbwQ+tVfdI4WBkyX8C3IvPGkzRyVZ09+YCXT7d6AOVSG/a8QZsZnS0wJwtVYJXfIrNutVdDc2HD4b0BKuSAnZPymI6vDBf3was0tfQePkp8woZNnS0Q1fUS9SXfVZK51WEeLwkPYltLGTH/ynXlt7y/2YtFhG/5zekjUXJ4CDUP2680Fro/xICRMzh1udUr0EeEaPAQbmK+cITe6P6oIkPOALXnVs9Aw+nRQ4/YTnC9GVqZ6Yom60ld8apVPR3Gs0vbKOLG9SCFdNcEMJXBgTLcquj1rOlG47UCOaAnZdcJBTOZkGrRra5i+NVWDe86maHDkV7ykBYPmcGcwa3UJjiBIz5HkFXUWQJbZCsfXmSzGhzc6oCY5tMlSidAw+F6jXxy2AU1chtiq1eJ5fjQjiatBOzB3QaEkZfAdMgRnmjwqjdTPCjOB4dwI4AOR+quaR2ZjBfmyq2+TzTnGhSaL0/IAaf06SZBkiQXIr25lVZO1xGyorU8NXE3A5ddM3Rj5D7QHm4FNaY98ZQ4OA1UZwvM6AKBEssZVgC5leUFvzoidrC/LhoVjZFM1AFSbkDEgFuFaXrT9avbSJXwMSAVZKREHvLclTK3+gniRGA0HW3QjUZFY6YLhgOhrEeH1K3opHyqDQ7H8plybAM8spE3TIbQp8KtnhAdAKAeJ5px6GNB4LqrR18yhhcF3Gp75Abm2PBtVo8O49AgX7UgIiPQoelWVXTcx6I8LC0PWLbIB7kAkhFZS5DOrbREHFtkiKYBgIq7iY3lLztd5DTHU6+igsGHWN+5pMBx7IOlbuqEDjKFME/cCg2NNr3gKS+Jy3PAzRty21CmbOARiVfFYOILNpkcjIWQrwejlbKBGyZkLDqHbsV1qq28AKGP9Cl1PRwbukfYwMgk6KK41YAvbUpiUc4x4Y0Dbm7Jbih+yAW6Br1qcU5vWQHAKURQoMORrd1JAFRkDVVQ3epx6wW0RO6EhVOjmrGTs5DmyAr4uNwqyIFnITrQnybGPuYjgNz1hY3spSPAq754NVhI0AkZSGZCwVGhS8cnUQazQXOrMkY8jHGL1nM0wLFwHuQtsi8Z7UsEr3JTpU2vBDWcFyfczWxKd4iTriwCUIFbyTV0GDp4DqcEVKOqiewGCWOQ/fgIulUJFd4WwI1nbRnobIEluQAKl7VQ2biV0hQPIFnC+wYIzvUWu8hpWTd5wE/Wq8KMWoyMIA612OhjlT66mDEMyB3WmHErCCE0mZ8mbiBKgWMh3OhWgmaRwdgrbsUXp70u1rywxpHMPWBgutzZg9whydWt5jhwrXHgv2nPrytFxMhXd4WzJxHgW15UNQxOIhcMn+psgbyu3ZKavAEPALfCMkVn7jjSij32HLAKn+4GpScyYt0Bt3LQ6W5OcH41I0SHcbzJBg63yFtUDHhVHUeXkqGl90Al3Y37RvYiOJUFpOjgVUDyaEwzrV/wZTmgFQPdCy2YZETOEm4VR8fT2uzpPHO6GrUMCflAV4bctUfCq1DLeBhjmOZR2uljPJ7kMyN5ZLAHUl6VpIvecSbRAZ+HDueY6kZIeyB3gLDFrZY4aiUK0GjQHghcT1JN1+9wSFZx+MStJDC6AhxxdGhdFccykCAjsBQgaxmPvOpziWe/6x+ksdBZMyEyFteRecGRB77lJI8ekoXTJaRB0qhrArt3D+jIHyBJ3WpHGa+DlOJMNKZkbm0OWU3TTTaiIvSqVjbN2eaMBw3pupsCGF0MbGTIJ74y3CpDHm1KIG++s6LMATX75DzQGbKUJaZX+cnpzcgFrjkLHRsnpKvHLZVFSOl0KxdLdGcaJN7V1eBjl4tdCk58yINRfriVYBfvlz8zTwHDwTYEHk20GWhN/mBZ51dJTT70Rc0/iBDWYUtQOesnzpz2WL51+cTxhrBcqHSIzhKoIa8BgZSNQMG86swFL1YA1OaCIYJ/44ZkWWvFDKdlj2/VVfoQBFIvnpVB11NckiN0CZSzZsBeBeJLe5HQHbuNtRwQyQj5wo9H+YrCz6vwtPjez9WHzCZkmpm8ITdAEKDLJ8uhV7m51FZEN/yEY3W2ACna2CiMDELNGbeiI+Z3CNroNlJMdPgGC5ntSQD5aMaqV4luHasLg15Ce+BuX1TkORqSchOZ9yrDGjoNUuS/MbnRqU6jspbhz7zW+ONbM6RcjkqSBlVE06hjxrIbpqKMlOaNVzFRoXGIsXQOFnoOKJqFNtoEJbPIwuZWgVpeBmBrQBlTPibJRH5QJE/Gbqm8qjGEfvuydRBDzOhwDlO0bXVDFvH26FZg6PgamDe6RwoDjnUDleEkmMlKVkJ41Y84nYNAp0Ytc3K9HkHQsMCgISN+kOBWhXJkHy+GuIo5GwQYXQE8414xlUOEgvnVdk9/8JJzC2O0NGobL7SPkyUL5jDgVlIc6N0n/PILUseWMJW5HA9nN6cNvnUCjb7xptOvTCbcrRsEjUrgB1lFZge3WsSgFUPgcAYnyhw7ZwANymEXmcSXP7cqUqVnhHjhY4NRPpZ5iua5uUY+0WbsVjm8egaLGfoHAy8HHCWAlgHEDLmFpRG3OmzgGUYNdRu/NF+dNr5kOk25q4pAz6u8iJkRsUK4ijtzGJs2BTjnqAlyiDUafmWghN6yxG58iWCOAxaxk8GBcbp5amjxKq1Gz7Cw4ccUhPnYGrCs3d6Y4bxafAvwyP2sPGoteC7oLIErcl2oXlfMBDSvcpLHh+7EzW8DDF0PMYXsV0FMt46BJl7F4L1ASxIcRZcVnS2Ag3OsaCiLUPvgV1Q1NFvQ3E/JQXO3cAIZTOxHW2Wq0vgc6w1LWxn8+zEcFqa8c55XBUCbEeKxw1C8prZa94oxON5By3KHPaNQgf7pGS5IaMoMGR4wSnDKifYoKZZbXSP82BJxFYHEsK+UPz9Osd6y4MLOPjAyZQTqFSOKGzR9qUGb2B5bYcwUNzDTUWfuOwd8vMQLEzsLgYvqCJmeUhZnG3DLe0ArcVl+ILSWBEb0ZZvH18taMmVmplOBrO4bgVSvN06QNUFyi+6xdAUAijwWhF+VFaWWk0Zub5nR4N0CP7PiyNzDt7UyU7GH/2zpfpFm98fcIGZ557aUwiuttoD0ASfcqFJhlKkaR+V1R4R69/CdmtVhyknNg1JxvNfahcfKUM3iBu5POUVczguEnTpAs2pocJvOIbSPFJyvN+FbNWjmR1BO9aWg4bfVYZvafrqQgQkvp3nt1DitLCe1DXrkQhvQE+YBKwRWxdDaakCz6DCNne/m5aUK8NP7GJ9oIyDAdvhJoBRrpAM9sfFyNe7ssGgZFmvk5sQD5hlGZNjhKYFUbq44twUNPdlgwY/ZcDAFpUbXOSJ/hRNMOyuXhDWGb9vZI/Ulp74fY8Kk6k6N/iGURNvoAOUBnfJMadG5CCRVLekhys4+UJMaw7cr2RQ5CKwAOwvhkYoLZBiErTusGsA4l82Ix4YoUbWW5G1NdHQk09FjKUCZCpBUCWF8+rWHiB4dJDOraQxiPmCTeEpqciuIg8/OswboaljBnUpgsErsdIdSGdTYLkYeEENVFWUHfYaBkW4UvfF6VYhTS6FOAQuAXuxyZKdi5ZBic7rXBNGhWWzCeL0LHKokJfebO4Euge9zh6eUqMqWPQAvMfqJWYt3A8uqciTzpyBC3eJO8NvicJkC4nMPj2Z0hw51dvjJV2pL2VYd8OkaqmbsLIQ3qj2susoLu43ksMjrcSbJMjPTXZAQd5zJzHcLsZS1/XykyDrN2gbMj3VeVaGY05x4/jYf9+8BP9GynIDmTKNl8+nJeMDPsywv0qkTuh8FdvFjbI5kQalxE9tRaxggdvbBotTMqsNICn5Zm9ZjH9FkBUhyA90yLUJP7MdqgErBSRQw92t26ebVK8ZL7QEz1FWNdzxTIphPNQB7rAg+VeBA/aUClXegxWGnQhjEYnMKdiTR7efn50eHUqH6CmNSd1jUDGtL2TtxAOEFLnB3qoGmKjs1fzCHipZ7ceKxE8KkTikFiLUZMZ7E8Ru8kO2s3B3WzLq5/IzxdvLAesA+E1VWRp+JrIC3UY3u8Ke2qhupl+zN6RNDkh5wiUtKjoKtZ2iNhsCmyutpIFAFBcgzkJHUWj7yTrViIzVl0HJIkzmaiVuWHjRq8IBKplJt+B7p6NDtjKjtLIQkVV18nyRHje6xJ+vdBChVKYHUdsqMab4t09eLWpRC8w1jUPflggCUvGxQz3bYyRKpIld+yg2Y7hJn6sdmqKrJzS8vj2zVVVIvEGz6Njez1Bc93/X15UMU5B4rqFT1aOqGSs68ik3knX1gJWUD8retSo4lNLRTDWipIrx0BW1MtJQKHj82w4hUlauwMHqcmkkdDy+kdPhuHfhkAfHpJH7iDbrGxOstiZO1FKqZMOl+F2rZj6kRgQUnUWd2UdyKjGkPCKVPlhSPBzNwwwuk4u3wp4AqvlatmfXi/QaLxzqewDql3KaqXO9YGsgH/J5WwSFyOihn3tIgcx67NyS16doSK/V3c7TsVAdusKYM7i9CJ7xblhIe8GunSg5aJhcyKV1mtDzticXOQuBQBQf6ACSk6muFDa8HSFaF5qtt0CH6b2qZHQ51xCpy5bNBrGgTe8K7kc1VfdHjf2tWvHgJ5p1qJSXl45qphJUD4vjsRxTZ3Nm4NVg2IF9LB4k+0iTMj20TVVWuNKWbvM2YA+oBn+hlKU3QUfT69ANLIQ9o1CdlZTQzDV6eN4BXpFe3MHnsCBpVm+4jQpM6hdDF7bATIVIv/hxoQwfdpWb1ek5zUlCAMvmkoYOmNMKLHITZqQdAVPm4uiHqjbGGCJ07+0CDVAgyz6qi5TWDWeTb1sBJKYF8+UgIr7IDYIc/u1S9+OPm7cjwtQd8RXPw5QJoaNlZCFUhyDTokx+NwMmRBxwqItUJ9q4jqHfQA+WPPXKlJjf3Fyoi5rmx2AN6gGAlNflCS9h4d/Dpeb0NbayWQreDANi0Y12EHzvt8WNodmBVuXqrKTF6bFTAuxU4swLi0zauIv/qoPTdNizA+qJHr7jD5uGOYjy2UQXWputIGqkbFS/A62mCsdB83a6DYXdLDs5j8zxIPZr+ABUStCIqgB9z8qEKTqKONCOyc3T4PuAegyXnTGdYEf4LjSd2qoM0LB/XyjNzpfuLYJZ5y4a8B/wgasUV4jWYL3pJ443HDvqoOqXUZ0tafIi9Gzsc+oj14s//BiiNO0Cx3KlUYCnCS430UP5EF/HOyh3ACkH2cHSCWsy1wE41G1A1ZVBDJhGweYBueMA9AU3GE1OsNAQsG2v0iNP78QCbEHb487SqyBUPbFM2lkNGYIf/jhRfqw4FkUdXNcZ4wCBPKUoPD2GMBndCUbSzEB6rbEA6IVp2HxBgZ2cd1JGCA3UhwSJeT1Mar3edk5KUrKSD58P2Asc2ZuFo+oAiPK2c6ImgXIYASvh6H8pYmZllmomiRUuBGq+TyM13O1DCavvpXFpvvExowt+GRoCUI9kjAA9pszxZPwYFixWUmrDWGmgYsDjTLRg9H1uCyypAkstFb+Y6mEI/1qgkhWJOt9kQezO1uB8zs4c1uan7kMo+6i/EuwEKwFICqbM6AV/uBOVjGa9Yj6YvQYYCXeSraKcioFLF5lSfKDO03ZBA8npFfnCCklZhQQHymskj9n1XsOxUuCZYhJe6xVt4DwGw94CdQLCskFZy0BrythAB5EegedhhLGiw+Fqdbo3imMok4mPx3qTAgZmDKxYpoJGgSfHg7TDoi6otZXuLIITx62HxgII9rCKI5RRJLB9FN8fOxlHBggN9CxoCtZwL4J2FwFo1s3qGygZbgIMcO3WqhpSdWhiZNZyVkXg8tRY8Vl4zebQeEKiClIsO7uEvxgYhtLnDz0aqG7lJZbSN2eDBfEASUFZ+HH4o0MQ4wgs0rxfYw2qC5G/JmSPDIHP5bgkoWMWRPdoNOV4mAZr8mJRt5Z3TgpAYtpIMER6QiZXOGWwHFhMGLydAht5OBT3WBJkVN9BFdMncNv4yd/aBLNXFp7mMsOHNQkDB/7W2Sqkwegs5+GgRaQd2agJFKyc1J1Jhwxu0R/V6SExSg2ZbFlccvhy1pN6EHQZlrGKN9HbhIvBncPr8GJlELBRz3j4VIL4udMNjYzhhgQO1FIi1v/LGvVvfBixHsu6AJjX/t6Nsp8IZYdmpaa36s/cQAb2eECcsSUnnQtoyFgAlzbeRSSIF+PkcYpjqTi0GOwshSdUYvrEEbPdHgHCww1jQYHUjtQUkv8VGVw+4uQKL8gNlqGKWsZcHTr5w9Gln5ZqwuvjAFmmM8LMkTWM6lFJ+DAYLqTs1lTzGPKrgmbK5NgMf8MSblYujrVOnjd9aYGRcIq7p3dDCViMgP8AVEWM2Pyq8HgkaVohA32X9wFkZ+OHHPqmsNGxuKkkWNxgZFQ94woVVDFKH0Ka5G1hyPlaCEKm1pK9j4sW7gqzGYwmLWMmZfl/cWAO4cbdTz6zOLn0CE8HNuAF1p0aJkRI7fRBo7LQaFTo7TEWB1Var98kZ7iNGinb4FUhly36QK0en4IrubFyWlRHo+IxCj6/LI37s4g+stSQ5RRcT3+3y4sdWvVh3ar7mCFfGp1jg78OjtVPfVGCJnXrD2OtrdZJ5N745LMBPnSDD5vY8wfSASQSID+skYrWY22IjFj8Enhw7jCUNK1vmbb0T4AGoifJ6lm5Yg2ZbPjGPf6SgO8sIz511EBq1h1UPOFG0PxnAPaAmGpYKo/13o8+T2GG5s3GWV3tYH0sr3klN43fzDlrl0PNojnPGTRic/hgVIysYV7uPhcZtpkTF651om0104GN1+a10QXTn7aySxlWIoo890cSKhGswbmLvgwLi/2OdIJXXY4+5fO68jecBU5BaacqYOUaDVLZJhv1fWI38OEXETj37YoXh6kQt7sZCS2JejwhJKi50i+kEbD4GTA+oQo0VZwUNRlLKe8AD0P+xUklF0PAjrni8N9Ik2WEqshWDv68yQn5kwVAwnjOi7NvEPEql8X2hFBQdlAa3sxC6WBEg8wPhCjuCFZofe9EnRSBxZ632Xo5V7rEvJrGsKMc30HwfrU2VH1PVgEUgcVcou/EXxiDuVLdQrKHBTFU4ieLHM0B+K4vpu1mAgZXGt2Uokj54zIkdxrLgys0Vb2NM2zY6sR4bIVHKitJrCMTCC6FSeL3JJFhxoY8AL8FGUOPux6zwWR1JfCkiBXYegtR3W5Bp9YTv5+6YtlIUD481RGClg3IXoeL0HpbE7WwcnCsukDsOHuoOpPD3einKrEJD3w8ww3jMxcBO7YKwUhz0siqwsbM8InjAIk9YeT22ka++jZhJ5wETvVZefjidYZb95CnFTo0ykhoa3EqJkOBHNOaNCTSd2GEqZ6w+XPGyqSO3R3OMPiARUSw7BplQcKChSPMgC4kF7Gwcm9UdpONV2bLPlJ3u8ItFubmyK88A2I0Brh6QBafVGiCb0LLp4cIUeKwLsis7vr+WGH6CBHl+LJUK6+iqSBE1QRKHPJ7ggZ3apnalevU8CVk+wJELO/sgG8UFclw5h+y1Cqe824QOWFR6foBf23bBdfZjWCBYcVGzQS8B/AUHdjt85cYV6N83EKFgB7aweiwKbRUl6bFtAmwZjWjeba2F1ZnPTAg3JjwG0Kodxwdmp8pcqyGnYrDGDj+Uxcjr9RCDBfbdqk2G7PARAa+3QoxVHbN9hnLz+dDwdjauxdURsklKtB2neNtG635AFyusWoVehAUnuyuC4w5TUWMVLvPWENJlcxHfPSDmJ5aBBJmfaki/UFLI+Iydlp2FoMfKkFWfajkiLpuK+j87jVIGEmgxYJ3YRM62/IIZ7rGKZFeipi7U4jue8uDC6wGYIgX23SnwoHgCUR5/7NR7NWZzd6kD4h180u1UNhlXnJdhZIQ8taRp9hE6YT8mCsSKz9ynJYrYmKOtj03RaZUm0NvAh9f2Euj0gJZ7WFt0ewtB51t9mHfLA3JFB/KJABRtzS2K7+a25GqJrCoMSwcNm49njqfLm3f4yo2rH62fR6Vv78AwtVO9Y6tSNaeqrNtum0G+LbVJikrPvvJO28icvddrQeWqSnI7MiDblEMkHzDG4NVVl98gw2wzSpHY4SphK3Hk+IWo5As5+Xo9HXBYAIB+KdHE01GAsrNxoVeLoC4mJWiHLYh/rEUXqaOrDeMMc2NiOzxgDDNXWg9PYozK9iAHc2fj/qwm+WRLDne2aRK1B6TMgYWkBRMBmzYbTFGIP7AJ9VgWTa4wAy29ErhgGAao2ZibQX6LifpjpnGuxnMflA17b9KbnboGdFVD7c2MLNldtjQ+VoWTq6vpT3mOt5esBD82unjVteloqA+2ZxgEj60jE2XHHwKMvz1qQMlO1YNWeS7lAT6AbNMxOB6Q0gwrSMi28xVik4Lwd4NjvDoAaZmn3dwdHu0eakjTu0k4vAol+6jFOr8g7cMOW3FzVRj5GGSrLaXDzw5XuWElpnUXjs1bU8fjAzZ+uZIP7CWcgfuzhpTXWxRxpQbkbFdxthxTBzs1GyFK9bqFyCYfwJEMr4dDxDygjcQVGEl9euJz1nKhzf/NGSO1Jffb65TXej12Nq7vSgPfA/hM8Fo9dI9N3LxKTPotV5IHirvw2BVoVwh8j/51vpVS2I95uV7ZUPNIHKr2HqUBP1Z6etXg6qkOiL0Aw7+dqgbhqsPpu5np/8CRs1MXEF1pXd9DEufWtFPd2bgrKyqgGwxVYDfBYeQBZWivHIx+seD6Qj3N+acnoY9F1FcUKPeXHFq2GzFx3u1Bk6s9PTsHAalfuhvzbnWaV5afu04dLb9E5fdjW5xchUj8MTUiXuwNaYettLmSUPZkARZ8lJ7dTl0wvnIbHAPRqdimHSY84A8GV2U4fN1imp3niowdtpJ2VfQXVsmEusVXJD+A6pF3k4NxtYLPGRSFvpKWdoe3iSjQv08rgvjZzQ07bGXtiuxK5RgCmC3ZZ8I+RYDm9RojXH2/e21Pj82ap/h6kFqulpi9d+rswU487WzckCuZ9TFMeLHX/OTtbNyiFRyyMC8neMbgbZ7txSrxAXlIXpHq2CrIHO02jp6vJ+POlWPozznQemwT3M7GLbiCgtxOVmVLIRDiASEjXH2o22hsqNuzgtgDQrK4CjwbZ7aF7S1mAjzgjuzVE7kbjhV/JUC8sw4so46QVV7ZkaLSzIwvpSAHol205GyLkh14QBzzFY7J8R7JHDsLljQPGMnmygeKL08430pTRixKPGJ5xkoiwRrM2dX/6awmIfI4yF0OfTpU5/+8T5ooQWgwUJ/jDI1Y/xdHVQpJyxzmg6gOc+LM/ykAN6kI+uqrKpwVgfboMKBk/5fgp6lEmAMpythdNLZ8Xp9OKQBAm8hLq7c8aPJ/anOarGjZW2FanWVImf9z6zaFWeBOgUz7hYUZ3/YlTRQdSDFbmh9eJMr1eRjomiQlnYuC3t6CQT+WqCRqzKbMJUuEDhPp4v/KCDTl8dho1x3ait+A/2Ow1iQnwTiGoqYTZXZ+Xt+WJihA3hRP5URpHHzehMamQTMf46uw5SiBPZauM0rU1OtHZoFOJXD3fwQ4m9aCNlGGBx6kYvXzwDSa0Hw1UAsvHsTa5PPwADTFhW4NSPBoJyEq/N8DE05OD7w/lpz5VhXxt1FAanIk8zIsch5raLlTn05EcV7uDQKI9DYR9X8QOjhJ9UCj1CLAu4r0vu0CjiYlkDrr7IhjcT1+W562CfDTC8SMjz7NEOb/xrI0Gei6WduZ93KBZYc3h6gfrWMdi118i0uAb9NQoumLHs0BrdKlrPZ8W4QaTWl8240Op+7DxMPnfbg6LYXqLRMxT1Ba48fCADShmPMCYbL+QAMJO+vATdQiqE4bdPOfpqLPq0PQBPb1Rmrg9O5j54+JgWia3NSHWFa8AN6QH9s23amxFDutoQEwHWouil/+D6yzaQnNjnHhjC6yRM7/1S1xcqO5hAotl1Ec+LEBbE1VrvRQmxa9RQzj/4E9NiFt2VaUZY51tuDb/vo4AfHpzBJTHOwAgR/zatJEIFGnyELG4aTQPdYKQxM4UHc5TB1HiXDl/9ykiHKTYD+a+aAz+eD4P7s3p7cFOjJ106+jjt82Z9lEpUdT1Z3wuSIij71i0vRoqo044fIFJxYfS1WjaS1pr5AiqOEA4fB5gZ5OZmbeOKY6txsg9dgsxKZN1ykU72g5hoOfByFIEwCgMZcpdBwtUu3HChBpgpOoMStI8TtJv4065q/JTk2jDo76gTjDx04paLKi1IBuWL+QR2ajkuHQRHipSds03YoR8se2TJuOrjSXp+0YTJ7o/7VRiioDQp86lvEGlQo2qpgWTWKn+k4BAJsvDOXz9ICIAiO5v5nbpTzr2zZ4cdp++pERiy1kT/HbugBGhZJ54Ry54X1z6kY1A9fk47p70DDTOihk+T+8Lk5+H8ZzCAjdTiz7WK0uTaeUWqxldqELEr4NwhITHUjPKmJuMkbifmwFV9R4TouSpvAKQrh22Iiapm6kxoHExb+bDHb4SIAmvlYfUuDCu5ZCG1U1RdPQoD4r/OorZJf/1/XFVGaDA/BicLkHAnbYCFhTtsyvHqh4JQhhHjs3FYUZuNs0B7iZmr4fO4DCCUqNB2jD6VoQY4+N+jLZ8c2j6lKn4qH8vBJdpwmSupvHPcQadoePeDa9+NNw9FzdgpTLnWXA2tTF151jJOt/mno26pkHTVMGXctKj9dmGNupTVKiaqjpN7g7DQrHwf9toTF9Ee9Lz1VNA8KR/5twdTLxQzepTOIcuDjYWQZMmuBAM++GTNB23NjwJUY+P5bVxzRm06l0oLo3C4wdNrLE5OaKllRDpcWYTfg8BqNMYCS9qUsCj9v72VkGMZj2sG6qLp0u1wr1WK4eTgGSNo7IJr+2Jn7bBz2nODLPqvL2ZyUQ7PB4M6ow0q2+iji3y+NGTZVkUr1+RR150IVTRnyQwo6dhQNrCkG2xWpPf35+frwwmKT4iAM4dvgIalORK1+RXaphezo42hbDnWUQysQFknLCg6AizPAMktTtrIPDKA18HvUF6U/ZCI+FSmISNdVfWoN0HNSzb4OzYgol+2IyYctGcuGHdoGkyv9VkHKKMbodWfhwskQQP4ZAjJN3bkw6aOp+ZRA2apptE5tTS7YUiwQy7ZxbaLjDRRwwgf5pIK0pLyz72VkGZJpsQGZuKv59YfFY3U2c6Ggqe8g+rzCNEyJQ5ecEUg2uA0K/h9T/u0JleqGxAymfPqKQcYeR8GjaUrZVxG2HU3LnsV1xnLiBPmDsnjW8blRUGUycl77gEdW9EAfsLAMLTEfIJllHz5DmWNF7uPj4MasVTOO53VmjzYUit98WOOY0AjLsZ0JWGIDAp24lkidHoTZnZ+EiNM2setMb6CuPPD6PLQHTErOdlyLTMbAFbVQ1WycnNWfDjr1JcmuHixBg+tHqYFYg/Cex8rFPZ0yYgbuJ0gj3UtHmx86KOGnY3NtEBP2VI/d/fAWchtCgDAKCiMaS+t1bVHr+D81e1A/pM0AsbMcsws+zQyFqiZnmo4W1rXxifpuWsyjLzy/EJOEdtv1yEVFLO4xks4k1Utshg0JvqaD0bW0pmCw/3U6HcKTNoJ1l8INpEXQ7YcFHZ0CS+r8MBZw0FejESK5e8pj/R0WGqbKQW/o5ZkiwyAf4KT+WgjXKhhp9hcuY/dXA8f/QYEWJnbaRPFtf4CfgsdpNJzlTPzqd+qwSR4+NYxOVmOQLkChqPp6GGxVMJlMNtS3awIZG0rrg8w7znC6/4zYzTr2QRXhn4bBNY/i+mhhFONIFL5/gyoqdynQmqsOpU+XlaS9VnH6MiojJhpoNJG12vDs8NiqbH6ezy20KpUzLAW9+2+ClUw49OkaKD9qI6Or/SXlgwgHEidAcvoMdkzs8xoySUOYRWmjRc5Y6d5hIB6bCyO2ajAH+8+Tu96ScdtbBlCiZdT8CPvENTmx2WHPQaat1p2op4VJEXj8mLznBuHIEjY+ayxH2sU2mTIlJnsGJBS3GB5KdZUCASQOfxhKmi1byJe/z3AKTYyilJQzsFxlKDjtEnxs+2AfGzsIdOhmBblTLJX7gANZjt0NOJDzTDQm/sB/P2ldAXegCExr8HyAHJy+THvcEjr4ihchG/cKDqcNp5p5CsBM5JuklQkB8W5oi0wo+ytInZPaYPyn6BgWoz2vx4xQaukPTyNFbLTD/B/jGSXXD3rIFyR98ALFR2fRxwnB1vipQepyGtsNE5pgklO06RQI1FwB830ZIwukJn399oNRIUjj+WJQWU4jE/Qmp6Rca73ZYs9GJwd8DcTm6EYOhH9NdnI4kai07zDZmXojPk4MU5RjqH0zT6EsRfzvLYASTzKqhhMN2nZiM/xujIgoHD72qgctOI6DEt2XRjFrBp3vEOaB3POb9n5MVU2BXq+ksfacBdn7M8C8qROJOUgWFd5jCtbNwXScCZK625qYtu5A+limIiQKlZlNk6gd4qR4LoUEUBcoPAtrjWjnUx4JRcdJBucVUPct0Ajagz3CW/tsgh52KHRDlNpgZSsioV0Eg6hwgPHwe2sz0/WoweIb83pIbOzzPiSK74nqcQBoHkiMb1csSJrfBvWVPDu8ergL/1wGFUyvRB5jqdK+WtY3qRouT4uCmYyWpR9AJ8nmLX6c6ZrpKmZX/mk3ZWQd5UVCQzjR5Q9dIG/BtXjFMe3r2HiidTickxQ4neeD04YpzyLyiWeiYsMNDGJnIrug5yuj+s6H4f6pcolysEQCGvfohO3P05oY032bIxunMZ5hoIKoWxxjcG2TM+D/VDFEscmw2Ga5+oY+UnYUT4nQH+Vg2RRrOHTI/lmbAiYsaJ0BkqF3AAPyxJ6YGV16CQg6tN4JpZxkEYIKC3KZGTL1P5BD5PxB0np7Ktml3Ux9lRupOcryPDYNyipIkwK7BDwfXOvrDWuJjrz+YEPhP0e1wMT7LjfpG1GnIqdYUoqNfxEHyf0qTTA5Gw8ZH8wbD54x3xumS/xNR5Em7ISyLsIXzdejSbJi+UbtUMmldtZS1JQ+0SOXbsKSI2tOjN7hsQ0Fy83lt5ER9v9rz6Ou1OhD4sRPdqAZXH9WE6QuC/OxwkgxO4TKtJEPcPmTq8H+pnlGB3f8Jo9EJGtF8nqPRU5WknvODqwsB5z7PDAyTGpB2EjXm5QxfHvuAKgqB6yV42uhETQ//h2SHSe2HXoJm9hG04nbqdS5K6/pMTEA0JNWMbztU8rRE9thNKJczHbKzcIBOhqweCARFO9EZ2uEhIJiK/nQQ0jr/xyJ0h+cyUUV/PtW4pSushb/tbAzTAcjHWmTVVqSU+bE1O0585sKY3LDTj2CGPpBL0M466AEFh8wNtz684xVjdpaBGxYO2YNpdfhPBa/HCuDilCbQEfSBoxNYYf0Y0yZT1yZlEiVB270EOsbkU5fSi9qocSadStV8jtRRG7FdPlaJCtPVdKfemCBD4SHg/0gUPb2R+TEVfC7WpGiHlWw5iSN3KpMAsg0Ai/9HgvPJAekLFXDjdTMm8PNobHhSA3ru0geXIVd3Fq6L0yQfmBM4B9xvr3kx7+iNukWMzXP5U0Bl+oKYkG9j4fV0AFI/Gayi+2AQ+L+iBkxaDroyynTTOFP7vy+kUXTg54Jm6kkXYz/mBuGpa3P7o0yHnizrftKj2rdRkRN1AFLr8PvyAtTCP1YCSFTXpv/gSNSa2/28AmVMVZI+YrOLPCaJ5w4LycSKadWUEwB3l9M7n5cmR5QakJbh4/HdNhsf2yDqavoIZFDqLU2SPHZM6+lqqicNm3YYbOz/TMlEOeCiDwHY+Ao7AOxUpTBUnstKbR6/149RDoAIz0aVo8Mpz6W+A3z7D6naHZ7JoMS0epaACxqr2eXbEChgWiJzFGA6ZjV2OHf2bQuWCqj+QlLiCbMA2FkHBKCogH4anZ1DHQDvsBIETmJaK93QIGRqaXPFu2cbvE2oPP3YtQzLZ+7LBYn59SkF/zqxY2fhaDhRAd2pV1jjJSN2/q9wzFOgrKn4edBvIUr8n9AKHM60tPZEWfi8dw0cP+9G0NP3+1iVXXRTlj7f5uLM054etxsB5y06bXxskgZsmsApRAy8AUNJLaJIlx+DW3pqcJUpOAPMRjUhj9dCVf/PMMZTYY9X8z1tmWjhsWSpTwjc/3jczWF+caNqucSWqj0EoUxdqqhno9L58KR11RlKt1/2IsmPDY6A4jOnQ4cwddm3/R8AKtjWIq2CL+2zJ+582xTOyQMK1EQtkbnggxhvouHusJBGrDhSe/fY+Ljr6mPh2KDSBH6dHKf1pFbZYSVznor+9GKp0FZDQuzzyhROJnAwUVWSmumxr2EKkJ2apASqVE3L4Arbl0Vw/7eFawmPMGdRWg4uRELOu6eKweeJNcDWMfO+GM4X/MFgh2etSQGTa6DEkU93JciVwmDZ2QZATnDI/MQEyj2l5GFnGUhhJ/m8YkVSH0XRlp11UGLSC1EJapJvfznQNk5y9Pd/h2aecPhwLvAOb+IZ0W8zcAB75vOLvlUz3dPd50laeHIM1YwGnmwheNf/0/KDs8n2RmF9VcrpmLLVhon3xQzWb4tB97SCLwhSBCdB7hDsUNDiSUstKfoxB3xPIRJnKhYbfGjt0bDkUIwQ2dLwTAYJCD+WtIblouYdCOFpD5EYHktA+0SBsrJIJvbzwGy6BymLjVqn78lt0OvWEBnD2Ox77NELbJSkv9C6pz1ljNnhJUVPZFc2lwluxnH0lP6PhYsnIw68z6jDTlrxs1FJxdghp88H6UKbcduws3DjJyhIbSQY+GdZQ34s0AsUFzVeIzPg19nZPfZNB1SUJH3ARdhbCcjxbVG2UGc+vUJcff6vRZ6deoQHasipzgv07jwzzHyemCuoOmaVWE6Uzq+E9UfM2h0Wg6HCZQ4iK3DTterY4cxPbLhMD8qIu8mGzP/LggbVGvRDduzGPPQI+bwecZ6WmO3SoyhbqRXu/xSLnj7ouUCLzAec/r7tcenJ8vO7VQC9g1jcfizu6smGGt1lQZMGwBTk/fgQCjrW9M4YyI/iG44I21kHRVCGrJZGohd+zomiLtIxP7aA6lNiku6iaKl/ZCfvx+eL9fLDBa007sUERXb2rRJryFqJZOsKhkY12i5Eh416p+ypw6kX3eV5Q4BJ+LxtDmxoaKUOorClExkFG/wKdaODwB1e4vkkocy70AZnCkS8fBtZIvYJ33vII0ATwRuwsw3EnmRWXQHBvH/N/j8sTFBq1HhXbcuYCZEEP2Y0Y48kWoZpFZsJoTrfDsSXx7p9oXRQehUswfluHLIfC0EJdSTR0oOYpBeLG6PXUmT8tlcD9YRv3GNv6v2yIO3UoycoxcFNpQXc9mIl/B8MGk+rYn7LjG+8BIGTb6MR+BRK9gFWvNhYzbbPC9L2BEby5QWic50lCn5srsPTeG6DjrvsBXRm/xcj6KmMB5dDA9sCxjh5rJEWVgelnuLT+ABOCPi8UzxQoaH7uqLHB4Yx2GGxHtSHK2834YR3KC/rsWVfT5iB2o1Fgj1lafX/rARCefnxfhEwvaBcVhsVz/aphtp2QMfvTTwN2FkHcVB3kG7BKGmfcEO3UUcrsYqDL8LNVGtDPezwEtOnwkh9qt3eJrLU++m5wm4bXw52XJGo4qY15Hiws3BnnjTw+R+aFBsIEtMdzrzEfrhiKXdEoLJLYQ7wjBg7ipfKnX1Lg72D/Kuzqg12Y8a32Qh7ogP5Z2VKx3RK337MzutpzObeI7ZjyzWh+7zL0SwAoHGbxi1Pxxf6WLYNRcLHCgybvjtnwI99EIKCcfV1VoKMY6wyeeyB1CdRU41K6t5wDC/vdycMVlPeLgL0+Sz17NQiCVAYrls8QmiDmJX+T0ZWFomLvKM8eK5CN98220Hl0POlF/T9X6bo/MBNgY2aZ84T5+VGDBw/hzpRdrjzBxSDPzciQxOffkn6PK5M7OXXq8lhwg+dZX6elxpQl19d1Xpmi3aQ/+/TAxSTIj/ixRcv2hZ3hzfDTz9a9w82Pw8ij5SdbaAKRYBsM1HLbsMIUf5PRpks1KF+usJmZ3ny5P+mIEJpyr4laTjuVELj28JMYHPo+cIyZLykBzZ3tsHd0yLo15GQNVskH1FfRqcdEjCN2Agiv35s6BML48pSio/xD0SJsCO0Sf2YBBDZo6uHIlO1Rxx5+LbIF1kqPS/nRLrFOCg9FsHWkx13Bh82bBdtfjyWSA1LwncbSCq7hejT5xG5yoJ9N4UDYP4BgRKPXXsBJWf6fTF+jPXkkbJR9ZR5Ur1uIxpnf+a15cc4hEJp2Nw2BBz+3lWFnUoUAurskvKvzxbCV2c3eib+X9gpa+BsbIGG1XMFYPBtnFeoEZBbPKDpMyBw2+HOGVBbrT8i62tMQ9XGDm9iPoH+eQQl4a155clGFd3EYrjKTXAkeSI8U5+nBRAKEWiD+dDk+9iYdtbBF5QR6KNQ8J1vhGLY2QZMT0fIvE8w9faSt+L/niSBijHqE9DetqmcODuMuYpl8Fepx0KGSsQrILaPqxU7h4PR/8Mxmm1wfTE2CHbYxJsfy+vKEkh8Bmk/9outjccm6JK1ovQOOa2zTQXn/N8TLhQLuV+CcGXvUCP1bTvQsml8b6FPl90BLm+j7jGSHRrcYETY2T9ey+chmczGhe4eYk2/BkftsWmnUNxAn6Clz2Z90bazbyawBMh2hjyRXzYDxo+Bw6C8c7uKBaaXg1C4U4WKQDmpfUFZI/AhkK72gjjWHWbS9+TmysYhBWr/iDH6fzm+snk79hAdjc/Kmvq2JYJQcWQ7jpWCl8DUYYc5TbOskZVkckz+xFxkL3l27WyDFU9cIMdjs98TGfH7PNE9UBMkv4g0yEvQ+trZBkyyY/i+VkTooVVFVcg/vCLeT84gNkbpc6nYsPeMKD+2B87eqXkN4s1usqTnsWdR2bUk79iKyn262eb/5hnKj8P2kIiSADiY9ouY+jYfNbKAn15/N2aI97hJ0KqoQXJjGQvvJwcPC0P7d1QHthDPpo3Kh0dW7NSJ8niOa7j4+7wrOVhEoI0FjNYrcIL32AWTUAGSto4UWi8Awpwf+3sDBaVms7qo8Gl8MnZq0GeWzemegoS4xWtpPm9Jmuyg2X8pUO4c2q8dZlIimy3bda2AP2Vq49s0w6C2n35F42cLcGHn276eYEdAPtOSBM/G+WOHOUGzW8o2C8wrWzOC/j8eXbIohOzEMXJb08zQ//Vwyqoo+hGGdZuF2eLONug+7WH9AlE0d5kDCR6LViULDpTBK9o26hIr/8d5CDWHZ69ghNpKbBj4vx6f2USszwZB2mRE5x+rMJVFMTf+8kPJC13g/DwrVaDMzH4rTIlXA2Xb2QZ8sjPrw7Vm2KmkRBu19S9rp+YEuIpsF3NYfiyoi9WwufMMcn6YlT6P1XSyp5S7DRepnTrF59uCLMg6km1PbuZrndA/1veWhZP4T4NSnsDj204NECA7ZbAyxQkMX6GA0B4lVbHDTQxku5GzGNiDjVolxf8xKQPlRV9WTjTXB/1Eg1CPlYuyj6bbsQ3ym94Iv63IIhQQ3yaCZMoezcPl8zq/WUnJBxsi4gt4mLLDnNdskSs/xKj2AbJA+LELFLKTm199fDg8FtPIUzHQ8FgvZ3bTHw0174nWlOzUH7ss4eVWs5r1Tr73YxmKslWuHqyNkb+KOtqpAKayPq6uf/TZTFTLHivkBStnurPAIdx5QNz5NssaWSWQv+FRbj/Sm51tkJnt4tt7Vkr2ExpD/xckK0v5YR9hU/ZFLYq+TUg3+0XPxyXh8AHEiuxwE7YsX+sew9H4QE18n/eZB7UU+t6qta8qwWeHm/TJvvh7BSgYfwxxz842cMzagNw0oox3mRjhz9uWWShAmwOEL7tOEaTPi6KVRfPdxiBD/WIig44zGMC4ywhK2aihPLBnl1+hCs2+E6BtZxv4ZeFAN5uKH/tTa/k/ysvsJpExoIPxPi2S/y/JE6gryX8g4fOzQLg720BLNgTZeIVj2wbzOOT/NNFASU1qiyAd2Vz5aGPJy/J/mEJZK6OVTRrSxms6CzcXJbr/K3KUlZOg0vAGm64+LyH2D5kaW0uJGf9HJERWjdZXaAIMlZsiuh6k2fihO1s7jAkFu9XqDarMH9VkaWffxFgj0C+kNVW0qmDjGEmOfD82ZLB+GzxoJ22kR+/nSbFiJ0h6FBnQLiFAwrdxHcHGkfnXDBsbyZzmjwGlYb1zXkDPl12mqcxjA9zBcgNdQSbaH0mw26hXhGCd1HSYvMNx3+mO91OzhJWg6WgKih7LDdwOX7JeWSPHQ45gaFU/JO8ndeMIDtOYiwmuTlWy8n5Vj0etAbaWoQC9ZYra+209QdJ+2FpDgOgtY6z324qCpKUxpruwqMcMwXm/bOGRFx+OQIndD+jb29k3uOsYvtmIC0GTeeTyflg2R52D3bytpybTw9/v6kea3e4axiNNRrLF+y0VOTKCYr4TxsaPwmw8HgYAR3XMvqBUuLHtHnDQVejOvN/2CpKDLd4m0i4/stI+3l6Ro9DQsZSgAV7EpXs8P0akKsn9RyNPS3kT9H5hVZAmLFVekrjgFb0RwIn6GHk8CVVHl999gpuqd5bU9xuTkTbY2V0+fjxoC+jxNnBBUgPyOthN3qU4+GyN++jMp7dDBQt6NdTz/Yy2jmJk2StIdGkxGCbvN4YUmEADwHPjWp4Wnm1R8egJ35xmrOhdXLLPRgMOaYlMn26hsaaNqPc7IwLrRLpVyWs7cEDj8566WDMzX3KBYPeQQfVtWHKw209vJlGdVp0yfr+hLEeEo2NT0vetJKzPZqMQ6QCkltNi51U70DwbCzlHOfQ4FaK8vWDyebE+SLBQajS3wpIHMO17PLk/QgTaGaYQ6T0L0jxeiDyk71cX8ajzMzsHXuyGhCMuarxlaVcud/69WA7MIz5zOkMGOn4ALObFIMFHRxKdC3PriThEPhbAIjZAknfMnCuNqmO/HwAwR34f9g27rs7Uofp+ZXeQcEz6Fwahz0IFslGtyLiyOR1rG0VcHjL5Yjsekbo2N5odHH61jXy2HK1Ie3q0jr4WLiYAwYvNwB7BuNKNVqr+xNX6bIdIjkZAbkkRXHTlFibvZ4a4RPRLE8lHnr4gZI0/gDD/VUr4KEqSl46GSaeLHPrrlCJHaQK1DzMhfG2Ogr9CcXOkg9K1GcT8AcTwDl+CuW4p249peJqNirjHG8yB5BiqvyLSNKsJ08dr0HU0QVK+IWDU7Z7g/RWUDulqupE0kPCzK4Ev5iMVqcGVZ4W5PpsH0519Y7zOrFr0MYQrwFzzVyekRyRce6Yt+pZe14s5Yh1p2NQ5MOi5noqjjUoj6WjIqWaQVcf5HMDZqJAHjkrVtBbZpuYiIvH7+GgdsY3pUAxOHgeiw0aVIT5SHNyJVEAOtab3bD24SCv4KhvdwJEEEfxIBOWzGUYdxZHpbVmi3lJV4fv2KDlyo52phoW2wUXu/dCySE/kRfIjdr8mhxs1vOIoz+UYswKr141T/1rlDwmB6yd4mhwDFqkdvhE+CpfpVgaIvuCNykZ1fDzCcNVdaFRuAKGR7zcGBHZrgF5cXPQNeYZ2GIeHI3GkZrVC42E6iPz1wY7kTPUdFFhulxZih2/0HX24sv2KevgBbZIXm9xIIRJ3Zh4K2lSB0eMVOiEtMdM0jpj0GsPQx2PbR2Zmes3YDX+6KvFiMP7IO6exspQugofvMA4dR2Ja5yiRYv9L4rdRb1giaV01GSJqzrdn3tm18ZEh615iF0HDaBLzfnIfpC1iLeTS0j+8XdhZNgNHk3z+RHnF1WAQ2GEbMY4Y/LnSFpLXPaiys2t7ju4gd+WTE66kVeXZJiuRLD/1lvHfXkKx5v3EeMFKTToU2QsfoPVGbfQenV1uND5mHleD669XhpAoUGo4ogg2iwCnn3eVsUuhHuCn9hMB22+jAoMF4tMYsnQ4CT4ednZtzhEV0MotH6TKGlHmr6JPum1Sp5GkLu7e84nixViTXOEk6ixIJDUfCj6erYTo0fbTSyXGho+YlNrhSEGkoj9nGtHDqYB6/HVsdMQNdO0VHu6CYnZ2zcURAbKvLHfqbHEcOPpwS4X3W5CEVGaDY8+IPtWb12N/KK+nlHtHDxouAIvai1kSIdlQs42KrrzvTG2j4oiD5DboAuhCnexM4g7bmHC01foVDgRrvT1OmgqH7ffZ6TuS2hFkNeoI0w3vl/1QblQqktcpg5V5EPJ4rWQ1eSGfCTvL9j2CQ1YpuMSjsvOobkvZkqGhbI4+3uEDJDCSlUIoxPlQlTgelAl+MRegR1BqPMwEqldBPtioMZKOnNT2o2/52xzhX0OlkBKTfKnpwL/xYdjhy6ZrkSve1TPBuZ0tdnZtypERqP4jU0F7ls75PjpxR0uFYyCBG1xwz9YOR/5AIruiiWhK0F32HD2eTx0thX4NITOzP9MEOtCY1WezpIIUSuZDQJz8XSKTnX2jutqAdOfgxKWCpO5w+NCINXJWoiCFoyi7s7NsYEhQkF8QArjYJR773IJd2EaVdELqcOpdY2xOJPX1V/GEowBJe4oFB641hs+LYY5BGs99YfhJ1G6YtHo16cKzCY4dAfEB2Rp2+HoMcWBTMfPVdV+u7+fmlIS0VGlKRM2uEnZB05VZe782rySkLS4n4ciZRqjt7Bqd0Ri+XcUNk47zEvV+bg2SlsD225wsByHkcodzlECSUOZ1R06cywfMuFA4wkZdXGLE5nTvL0TuberwV9ElSJiB+4veHo05V/Z4LeYkAECe3cPVZkhIvhiLPiM4iZXhPkE0i08z3ckE/H1wyozkKNhNbwr8hI4YO8vGA0lm3WacvDqNh8dnG+JIdCB9rtLLf6JCdzgcZ7SlbCMhgOQSpBJsVB17SDXULJvI+dGpdzBsHx3MPu9o8Irmq63AQLPTcgx4v9MKVzkK9BTPO/qJsz7emRAjNF/dZk+THYZMi2+Lirp+0eMGBsc0Gbojf+U8Mzql1Hfujn7JcceL5bm6VrnabLyKuBMNLi9GZIs0ZnPv4JLmgFBM7HAOSqTCSL9AQ0u34RO0s2uPRjOrzlNHxYeVZv/aeuC66ZpKaJvNQMrR+4FZc2WD5GuFBg26jh/4tRHgjQqK4urj6gHigNFR9g4824dUoy969prIKh/QGuOvo1GQRE23XhfUfCUIUzrIktJgBKDYqC4SjaYM7hZq3HxE2tTOsllA0sC3t+iB0Vh0SrzfA2ySga5O4/Ljpa3usKWc64s/XaOEHW2EA+n3sUlh5GV0t4mT1I2AXo8Ho00S2HePgVPCGQjB26g8CJE4Ly2FZIjQXJ4gvR8GBzv7RuEagsy53gBqJ9q5F1vxNapy5Ra+SVvxDthhSEGjIlf+5+9IW4ncfLYjE5Ko9GzTB0Q0EYwF7yeHl7QmZyngzN4SwdIpWNjcYckTSD9adQ7JQo2pAPt9aUyNrHDxDoIL9JIUAHZ2jcrIBuQTFSDgQUpJXswIn6SjK3cmJc2EaPOvTFwYbfp2QkSMb0ALsLNspEiLoPrUDA5t2UPE45XtMYIC9EffD67VoMhfSysg2XEtiwuilX2W4PjCREPld3w4teWYu42qCGbk47pR91p4S0coeL+6q6Q8Hm80GeRnMudG7TFGUr36Epkr/UOM+GwbzIyUQH5hIDLaezaxaAtUjDyeDAlJcaE6y5o7m5WB3Lc16bkqgdRUqnTtTkEjnyf04QoFSJNqPr0VjhUvZqfqOrmpN4QZW0Tqfj8u4quV0S8vMyTBh1W6hlbaYUg3evH3FVhnDqXQ5RVkMfJXPnHXR9NH4rJ15kz5bEqoJKXxfZAopkMY4rfDkpVIoH+VDb5ZHQXIip/TA7dRp7S4El76mCAbbWPO44uh6GM0uflQDYx0GSy8F0vSTSKQ6INTqOgRi2R2di3PKATZxsOonQKROTvLRgPpCJnWNF3yGs5Y2GFLsCtf61vF0eFLAyL8dcs3yYpS7wDA9yGqoNhZNzVXOFBnMPqmFVtF/7qEz+jR9KsLDjm6iDaKDpPl+b4xPIwoPViiJfhuMSsyvSGgdL3fnTjJhA5txAEJXYOLle8b82c0GeAr8Y6Hz/La8C3R00b94SVpaFBvfrFsFkD0vF9p99qEa68qKfE6GEP2fnkAklQE6TdjIzpGIefjkbUwkpT0C5Oz7hs73KiJcowILz9IbIXOKix7vDCKpEGzt7Lz3h3TZId1FCK5ufJZAiq0Cwlanq1JahLg53YoyRePUlJCF/JVPZsfqpEjmYdwUqYNNJ3tcA0NRnytD4XHwB1kcbOzbUNIXCC/qwuE3pthL7aplHSn5ktPDK4Xft946Wxh3Vm1VSM40B/bQtNzzpT9lUufpLUkN8OwqO/6VL3YCVYjFHP6SCeJNxo0823XAVdHMp1p5u/BGjh5sTkrrijmNJIbKfaokjqf99PjKimpewxh8mxGkH9l/XIFB+oiCKLsRwZR7zeq4Er5QT9CtfkJFcJsVE+/q53aVkobubD2BgabvGkOdKNOTiWJnWpBGNn3oKVnhy2Jrt1Il3uUorlkYPw1yRAjcOAbgDL2LdzbDuuoTMqW7TF8Z2IZS03vZ0EoiTKEThOV8SZs1O3sm9i1i++LgrC84iDZx8txmiQpqd/qT6PIcuH7UNGMVATwvjckvGro0mxUREgjO7Un+4ryBGPQ7CzbFKQ9rG8ld0CvcZGfbeyW5Ej21QWFxR6DFmBuwef0fhY+iciX1CeGsRiqOjzCwotxuiWhmNOtQZN6T0Xq44GFGg2aadcEkBihYc3LQU7aDtcYYNSNfDTOIv0J6uSvpkNJ4MBKMEY5jqVGpAe0ePFsfGJGgJ+v1jqp7YxSblRKA0l2ao5izU6nJ4SsnV3bMuri01OMEGhALVHfZ1pp5MHs28KYcayAOTu8gzCpG+loN5h482w6ebESjEZ3avRhjLovQKjhxeAQXu/U6MYxee/Uxfo2JKQr4KfeMRq4f7QheL8rgNfERF1hAOo/sAvx1zxxrmtJlmplGLUNcZhdxkuOx2OdcR000wSsTPkMJUA3apQNV7HTLYbucwwihNj7aRCTZGWLlkwc70lEOO9nxfGqwujX8IB8qyzEzrahJXXxvZGWPpkLBTuP12NPEhQgL6sIuQ+0wmKHK73XbNlvSe152RzI8GxPIiQpgXS7sgheRcIkf0WCaLSW9GYUmLQdHCovNjclTW5Wio0Sehv55N6QMnVn3TqX9rDuMKUkxjv6Hrzf34ckU6Nva7GmcRDZ/OuXyKRHU//DktRlXOvaqIcTjMROvxBJzxzZyzC34472lAvbqJUgkggvNRYZiYYQQvH7uNQxyvtBWblWYcQExrEgnLsdplFnlC37u6BQ3YYK5Q7vCJLE1+pCfqip9pvH64ozigt9CTgIvQjKzM6y5UmCA/XCuStjPXS07KxaZtEeVucK3PRCUWJ8NgpYjNL4NhgzUcZkZPR5PzCYJDkK3ih8Z8wFDns8SrskNN8t2ZZFF2GWl8qE5rN5Kkn6okeDKTZ4BT95L9bmy5VAovcNh86na/z8K54TVyvKr9mrU9N1IfFUWDZ8GxHaNY3v0QZzeOfsSHyxd0uqcuVdoVj5f2JwGxXK23VoUCtJuUILorXZdh6BPJ6dzmtcqHuDcngDaOB7sREsZAZbYEYEEh8CBQE6jsbpX095JG1618nj14/IsmeHK6mW3FzRioVee8mcmPebAuCat+MnVIW1jC4GNupliyQf17EEPADeMM2InXXjs8QF0u2I6I2ZkhT5q5EqRlaUn2GOBc0EE8UO8yCR9OLP0on1Th9qadqcfYnv5yl1jYuzt4yxsaXWUHg/D5VKS2ffF4SBNkWlsbNtHpJCkLnfATNjL2pcbNQUeoyGBnUXIEi9lRTh+0Z7GCUAe13CkCJqMB5z4Rx6vMwNSkuhXuAed6UIPvdXHbD3A0FESWrHd4EdjLVFaDwbFbESEJ+HuNSzDxwB7TANqyI3V172FCK7gRPlxaAkJcFJ1F7oWOipOuPvy/LCyID8dVoFvKNgtb+mjiWdUnpzgBH97ueGF1MTej26khMLQbwd5YG/2mlcsuM66EnZa2Envy0A9kqlZ7wgj5j/87BjozqBW1K9foa5Q30AcHWjYn7SlEEftEFml3Bht7NqaYq4QLoRUNaLBMKLx7tqNAL7arM7uAfCAvp4cYJcwb7jMY4dXpDLZYcp5ZZA/74DIR+N4rF0h3n0SCpyRVswbbKlfAjzfk7krgYUVMpsTpYFQAG9Esjyi8K6Z8vLGlHp2QTCCD0hBqqddYOxdITsa/OSyDZEdvJDLGDUPt7udrZtLMkGpFLQGZnHj/EHIVJeTMSS0dHVFVCRFhoR4ziVHJ4t9Elp+/kA9KTZYiiuPJ4RTiUzs5fVPMcnlCC8mGdXCUrN/swgt/WoBt9vkIeSG73dfkQDokPIX1UHKAVI8rk9NjZSo9RfiegosuPbU3XHtuCixPsNslFao/s/rfe+MBXbqEJIk9ic6gUV9uwrf2beb9ZeqdrGRcQYv27G0V/rPC2Jms4e4PZe/rQXQxO2NGYTk6rB49ZSnF8DmoWN+l1LnJcfKPhGE/Fps8M9QiRtKfPeEVF9rjeUz9aqYIkO5AQiKzaq4bhI9boBUdXew2l3hynFln60etN0IPNDfWiPx8bzCgDoTSy4oRnI2LKzbT+SZtYNaSXJB0b57ayblaVFUD3G191ZfrC9X6f4irTFwXpvNqSBCjs8QxeB/lk+4cH80vGDxlsBaW03wBnPRvqkFEf2Ct4k2VNyzF7sk4+Sd27nAaFncwiSfDwloEoTJL+uwJDxlT0UfxUjVuIGegcxur3pZmtn1QKLjpDtJjgMd+KeFu9X+FXy+6BVySC9oHBQ31dFgRFSlv9LoTQ2QEe4UYkYKTmpfXEp8eOIiREZk3Lu8aSCjAAA/YgqfXLiVccO94hMYo3c3rmhj5PQ569zvJYwA4N4ac0ab4mi4NHIhHmxMlNL47kdTkQUkF0gjXrSBe42IpqpNzThMcBLVtRD6EkXbGwkiT/aT0aHB3MdxVSKOsiKan08qY+KhxYgOkbhjQdz3ciOqj3QZiQtfrS9on38rNAwusw4thFDu1wy6kdaMigp5mwtDQMP5rbK2DOec4kvCsf+WdFP4ExsAVshSmlUZsI8QsdmiLA7Eyu1W57NB3MZxXUwTJFX0DDhSSm4NGana8Mj7oO5W/LjXqamnClifrRUQWN+AaELkXwfzF2THyl4MZlhRsiPlpb2fFhHewm2B2+fiFtBbPlwAQFPYuG25y9qtFfNk1E1WQWbFZ7UgoeeV3DZTmLwwVse3VYSjvPhmqRj6Ty1kSUBNIei7iO2TCcGN59u1Pq1oWiF6S3b5YPDKsxXLaCyiSInnnRjzq4CBkXTfYF6Pzcu3TnnzG7LW3owV617pwfkvCJuybEP8ugkM6m2cMLrwWF4sqMpaOcTMTQ3oiPvzyU8esnvZBmgIX9wKJ4khFIvmWBj6w0w8WBumC6YNQczCzwux8oPNiiHLj0EIvXB3BNzl5o7mYPO9CQkR6qoseNt0+TMg79SzGKTGOQ+HYWeNIahkexJ231IfQ8Oi+taocA1Kx6pOtaAHD2HKNMu46dRQg3xAiwTbvQFgZ49NbXWdR7M1SI3OlbMxvTBjUy19BEvBRus6Q8O4+tCASUwK3KhciwZkB7HKdNnMGI8mFtEZnQTR1yXRcSNtrTpcR+tPsPLPpibQ2ZUU0JcJ+bhRlumNha5rJeKnZUHc3HMCMyokSmEOvAkK4U79Om989kOtD83We+UhSdl6bBD2Y54m5gR63qSrNdUxJNGh2jLIqD78Mk8GOxCV4eXz3mRFM+xUoi6MomGvUJPHA4zhjOMLVPHQlFyIdyJT2sP5jrpht20zDA2mDr2ScEebZDm7bDm7cFhF+YHQXZkuBFIPElNoJRWr57Kw/FgbgYZxtoA8Q1HQzcSn9BT+nDRSzmmHswNIy9mMYgrIwxwoyRTm9SCqZdLRvTgLddspwSEvKCP2JPsYNmkF+h4tQAcI6jBkRfwmXrSHc1dmoRDfkLU9GAug5mCUx45wZQ4rhTElgMwyJbB9+TB3AhdCJR4c6PRBL/qIdRVhGzxwsmSe3BYBlkxSASxFDZNbvRjHF70sMOAkQ/miumCfbmYG4888Sscra1Y8XpV3xh5MJgEuUWklVg0yIAbSXLZpXSIM5icFxu+WmQtlBZXuurcpXMJ5gFMQw/mdpk3zGAge60+uRIWAN04Krh1zH0eHKYBLXVJcnY08ulX1UsdinbBy8lDwIO5pTLinlMxGrUVbtTYpBuzmuwdGGQ8mIsFrZQH3OzYBI9fw+hNiglhvMQZ+WCwoVkwEk+GKjV0JQJMOjQP1ivkzJ0Hc4HIiE5bxHGueNzIBZtNijVkrGDosQSJJBmbRYcrJbCyRzvpxnVe0jw4rDsTjuXkJFMRriTPe/SJdWwiTAAjZ2QipkNXWnOiEbMId6WNM9U6rfNj2hO/VkmgDwlY2ZdPdR7MRXLmgc+L+VHPya9TgOjCH+3OpIJ8MDexyd6f2fw4odWvT5DsUCqiYyMx2BDvPnTdYEniSndR9KjpqdcBlOyDuSJkQi0Js5KbC27kgYwmRQPyEiizfTCXiUxCy5OZaRXVjb5zNOmEB94vFaaDqXBmpwpd3AgQaVvBcjQWY1TYwga2G9oKxJXAd9tKEjFjMal1WmRSdUO7IVwJDKpJMcu8S03WPBgsSRbkkWKG4uLoRhlm6ApfrjuJHKkHcyM7PUkwzY6la/xqaUZPyETcSnwweTBYnc5SGilmx002fqXUo/VWANlL1Pg8mJvaqaokwewoCcevQQjsKmAR4zlCLDw4LDsrfsHsQglrulKIsHYxyj276HpwmARxmoETc6Ocpl8duVvKZeCu+jny4DCxGUaHNd0w2JMrwajTpXZcZCYKZR4c5kAGm/6sLcPqRnJhO0pal71VhwQM1sZuDLU0rvQYqgWgkLOfIKhQmN0zx4jS5NcU3D3uI2GfgTM8GMxyZiTToVt3JNSVgER67vHim91F8ObBXLi5EUlKF0J3z5WCWOnSOs25a2mIr4vdTMBH3SgtSGcNcNtRtrx4MJdQ/BjXY4YhaunXEXmzkJCdhsbgwVwNcyMIMt0uAjGuhKmks0d8bM8N4sFfb8Q6QrHMi1RS+LUDk81Elceeg6EKptRNYqPgSku4aNI+QbPofx/M5SBPeCMxK+ic4kZmHZKkYW0MRtgHh7nNjma6oDFRw+NKUZ68rIlAm8oo4oO5SsRjPjKzi7k6ft2b89bBEmdXSdN6QhY1K+aZ/ZrH5XXzWLmrVEnz4LAjsSefJbNiDK9fJVzQpBkGjLlITB78dUK2U7JkXtBnhxtx4zZmp5Bd2MfrEU8tyayizZXAnG7MuMaNYmvywVzQ+XECnSaDd2GudFrGm8ngt2iS1IPDBIjlHHnnFXam+LVrwwuZemZnyaLx4O0Jceu3w3wo2/m1TNArY43QzpJ25CfUcVZh5odfDVjpUQFwxiOW5Adzs8gOvFbnBndB3Kgqx+ahgMdmHHDlwdwPs2Npt9Ozzo8r2ZnUo1ZI4xIaujyYiyo34AydG3ASuhHVHm8DAYR7VNXGg7ly85KADbMJPiz8uuVlRxK92TNKyRy5YeIkNi1fAiKzaRAp2DhK7x4cBmFuhPBBnKbjgS9hPexHJBO2pFCRB4dNmBnXXMV1cxVfymrtRxqPW5Lr6cFhGGZGM0Fiux0ffClrQbYM3LNLs75knUXNH+DCfk162oV9uBqzU8iDuahbjk5kBO1dySR8wi71NnhwWNXM9Uc1d3AQwa9FQ1uRaMCeJCEEw46hOIZX05e2asQRRgzt0g1QHrxtnMWApM59kgN8Sc+AjXgk70rMtQdzN8wwyDzFOJig+dKAvtlHmTK7tGvLg8OyZrNKCXMFLnS+5OZn5kJkbpPSgfJgbpz5LAxp3kvzwpfSXOc7d3abdHRF16xv1ivS8iUzSzsGFi+ax+ODB3PBnU48TJAdv1TxoBFeGzBQwz5SZsqDuZWzoqKkeAoBI1+CS7AzDMltzUkKLYwEikPXmPgShDibL/Bsa4J58GAw7NxCUkosSsTAl+L6dmPYmt5hgc6DwU50ljaSyY5KujyIxGssqGjj56LmwWFq8tkIonkvM9WNgCDHJaQs96iWVoMmC+YGUU74kmjbhpu73JypK1bM6SCWsw3gSxnojH+gireootGDt0qz3RIX84JWMl9ysmYcxAaVLYqHjdCmNC/Q4PUlJ0NjJz5ObCyjXA8OkzDveSmbz7QLX1riYs8oPaAjidAksQXKjmBMPOjQax+wgbdfS9UwE3MmWgr0JUE8m0tEzX7C48uDuRdmE3DK5iW1Tl8yHO+uE1g2lDkvHsxtm0lM5s1NCPB8aUURjcXJxvjKmw0PDrOSzeKozRVwrHrRnsld1YVzS4mR5MFbt1mwR5cZqsudL7mw3EEhKDfofrGhAuasvXLxpRw/G8DZg02Fqs2DuWVm8OGQ+UvDmi9Jbm4chmM0DT4dDw5jINZ9csiNE4R4UKMdbcVJibEY7vXBXFKZgNvZzJdKwovo2NmON1r15QDJB0TabhFq+ZMLkbA86EtMV0FTZNzmCYgHf32RxSYpzH06grwIztGeJNGkFYnCYsi9HMPoggdVCthBtMp0iwQlHszdYsesCBnGGCkeZJlkW4pH6MPOnwd/oRHrwLJHXgSF9KAjADTo1nYXCXB7MJeBzEVGc+ZAZ8uLVk13kckV+oMCNA/mBorFnhpkFyNSPegJin1kRaX+TvZ5MFeHWEoFVlkRyQMPmsJha05a0BmGIDyYWyoO1VTkFkPmPOiKgSgRwvaWDj0P5qbKTnJD5kFQJC8KdfNEitkGg5PnwWEE5KUnRrMJyy9eRKWKs0eQboCW4sFhfGI4YSplxCkPHqQamGPPK8DaR8B58BZU3Pq3QD7senlQGjcl+7XE6AM27oiumbLhELEHyTnTswoY2014H7zl023dQDcfeit40eaUJxxE6LAbcA/m+s1KQy5lwrZOD9Kz1omlsxlIkj44jKk7R0tzXsHFzYuMNNBM7qTuOQVjNLJ4RswTw4su0exPUhXaaM2aB3Mz563UPLnDJdiFngBs0B1DB4XwoQ3wQ94QZ8eFpBbsKmUCeNuEZh+8FZzFggiQ+3RUuhBXDI1EKGsDSuF4MJetOyWJjlnxBKEXhdf2FS9AvFkQPx8cpmE+oCeLbCGDBBcas6KNbJvsDptSD+a2dfdU3uxigaoXyajDYrnkjfId8+CwvVnBYR15gokrFzIwb1G8qzeIjSsP5qrOC/hYyBHU0riQftOYXcJ2IZKvB3NVu5Vzc+ZFJhhehChGW2qS2YdjEQ/e4unqyHI5L1oR4EUoEPdokgtv4YESD+auzQ3WvsgOEtxwoQdRdBAiHTYLFhoeHFahK8NE5QxjvvMiEi82KQZGLxdLzIO/rMx2S/rIC1pBuNCE0E06eijfufPTS8KTu2dlLtQnt0nZDJFTIx08mKtm3iOkI58RoXShv7COBPOwZyABejBXS5etKcHc6I9eROGLjtxK2zOaOD6YW9pd+3Jnbkxb8iIKVnZp3gIxmi81Dw6rm8FbWfJXmiMXOqzbpVlaZsvACR/KKuUsrh0XgiFBN27l7B0XwA8Gc4JWemPN7MhpxIvYNF/rWEgQyu+7ItOMKPT2Djo4HsxtgFYlbWt2xILAi9TybFIhUeOl0SAP3sqYBYNMkaG+dHChcNMmtfsxVwkRCQMN5CY6fi6Uw2qP2jkwZlNR5MFcB7MJRC/5CoDShXooaUUx7p7Ew3wwVxUNQxoa8+N1ihchKN1Z0o6MZawJoOJMFvknlNWFjlTQKDaMbUwCWQ8O41Ow44qe+XECqReBydEl9nhtIQSUHhyGgVMClaT5UU+IF3kBbdEvKuPLBRFWZJHszqF7ciHOJ53hTmhrwth6MLe08/KSb3ZUlfQi7JVtpQqMsWqZwweDBZlb6KDSFTVi40Khd7uKm/CYDeWWB4c9zYoe8rqfaY0uRFpGT/iRuZX8OPJgboPO0h9Ks6OYjhcdseo9Jma2kjNHD+ZCdpq+vc2OTLi86EjBrpKGNa6DRYsiGyXdJ1d0LsQlw/aM4LWjJptgSH12I+mwuRCbSd2lY2GP94gezE0hbtDny9wotcSJ4BDqA2zK7E/q8GBuqvgCDiAzY4saTqTGcz9BUGELQCEnRpSkbiETBBfaw2FvPAc7ARg3Dw4bMDOOhujiBTjgQ0Me9pjPkH0Wh31wmHZmVBOiWycW40NEOWZTINtrxh8cJjc3ooW7bUFafAjJgq7iPLKlJAJ4cBgFMSSW1gwjRRQn4nKps5Bdtud89mCwFmIdXMbmxSxgTjTaZC9R47P1VlQ68oCBptrEjQ9xidBBVRJsUCNQHswlFSf5D/MLITwnkrK3kgRTNgU7Mx7MpZwdrxyhWXnq4EPaPi+dxKldZcL8YK4LMRSmPbOimRZONP/wnsGhYVuJw/NgLp+4SiWBWdFKyomYHNmZf9d9oozvwVwU8+OEIAqi2KjyIU+wMTuFtuHSiAeDiZkfI8g4YIQ5x4cWoO5KGxo2YtbhYxkeTlU0dD7EwISXsm5vUQhQHsxFFdfZrs0rIFmdiMemd7LLcIuCDTyYu0ZsZ/HGvAKE14l2mPFCRimys1iJeTCYnrhV0OfDtDlOhENw9wARYsP4/HxwGN7s2KauU5MriQ/l0fF2M9RtUqcLDw5Dm7F1mXOJt+FELLg7DGhjhxdLPJibOjeOcYjBEsDwoQ8qdg28sH0DkunB3Blz44oq4gRYMPhQ4FjW8wa1SUOXHswlnafWoOZAohhOZOLIlnFGuyPV0D2YO2FuzMoghttC5UMliuzHIU9bEqrzwWASZkbVRHFdZpAPndCSZbWvXSrH+GCu3uwlgmjeoHrDiTbgiedK0NilIEo8+OtwFpt0mvt0THCiCwR2ouHdpmQh4MHcJjMMxAPiGmp++NCMzb1CT9yuTNIHA2uNGMfqGx+CVJyDDF53KReCB3NRZ7MuUeYKNCg4Ud3lvKWwuzSJ6MFhAeYEMtjMFNKMnGhubqZDpGWTliY+OEzP3aW3We+BBCdycGFvUMRuI6hRHhyWYVacA0H8JDHSh4S42Hwf6LYmqokHb1fnFpB8xKF9sHwoSd/WG0C4l0wIP5gbZmZxNyQGswbGhzobx4hiHuwsW/AeHBY0PzCBYmbQ+sGJCtgYyyjAtLPA7QdzS2c5GFjmthxVTiQ2uR+k4LI5hcIezKWbEU3MELcBwulDnm3jH6YGtqgLuAd/kc52SuzMC1ozOJGWzfgTE8vGsgHHg7lqMwURF+YEd6lOFOVljyWVbieoPR7M9ZxPcH/MSVKaPhTmugVslewncCIezNUyE5JoMyvRrfEhVcj9teq3oSRY8GBunblEGRwzlgnPh8j8jOtArdhV4lofzA0z/2E5mcMy0ZxoKMeu+vJmS3nB5sFbzlkwLGWGGq3gQ2wut1CToA2qmPXgMAbzhjdWZq8JEHyoz9AcxqZUa1ED5L9XeMhdnDrkDEHYOBdSdTZcAERr0SL3XyxTspYYSrkPDOdcHD7GLqbWNKmCqP9m+SEHGAORSbQA4Nw3Gt/w8+rRFoH/zfLZ7aN2KhNm8HOu55WX6aqH1qJW4r9UkshdAbIcV/jGuYEKvBOyPnTpm/e/oHlktg2qspsLNs7tizFmYwODvkKI4r9aAOBxbpkPXkeyIA8CQOH3eHRxHUO7UbB8cSEBqb/3g427xGwfSVGgqRiQ+++WOd0ibd7kFligzq0jp4kCyP4TBsHvScrc79drxIcTnaWFif9OAeM6KB1zMNLFg/LCfi/IFxeMpN5K8uJVe8G/aRtwV/B5LWMQ8axCun/beuFafu6tlqOjEHn8b5cWXRemmGFIpd42KmroK0nQ/DdKCRlDnJOs5fLBuQfsNBscTH1nB5vfwxHFVQPSHNgAenbI0b91NXH39HQvEYS61pb9b2FJ3FCysZ0tJA60KOX3LNfCAADpwkZTJ8AiyZNxUMENkaiPrmA0lcyq/0IZI3Cu9sN2Q7KqZ22Y/5rWdRHwhckwNsx5mLZRd33BHEEYuSfzcIFrQ43GgkjVoIwO/gulhrxBzVGOMgNzrlYJHRlkypUovPg3rRXcA5Da8s6hb1k8ebINR9wGV94ZQWw4muGZJ/swyh3PbQlD5DSTO/u/X1a7RmRBMgw8aR5mQMGYBiYBz/rc8W9iN7h0ILWKNzl0GtDD3wuPcaskNeaSF57WRvTYL4hcCpQ6kO+MNyDw4LFgmnATk/aZHqXOg2PK72VuhYF9tSglnFsBaPFk3y23a1N3KQJ2M0EejzWNwkXgWomJqs85FXnsKQkuZuBsg7SEd+PePFkII9wxm1ospMYBuEHzb1hu3CUyTepiyyFY7dmpM964boOaBxU9zxORZKfSiOR2ONVob0j0W5n674+BtQptqNBBt5Kg5t/IQMOo9OwTbkC1ELHmf1MLnO3I3smM4AweZsd1oEZV10qqdqqMUa7W1YEQaPlXmtLHemHkXk01nZ0bx6DYulNrKHFrqHmrNvu8zovSY1EzuaKm+1DEV2MmMvlvqrYjmMftViTu8KoaLtkV7QQMA8fAx8gOj1nBlVCm6SDA9CWu5JP9IQHjM6clZZDQXgRRf49GEFgdM/1ArY8WG3j779hOTgECtbtKuMTB4HSNT00E8TO7pycL1Ao7uvInMT9X81K0w6us3KI//aICm3OQEt3hMSC4hZEeZUaJj32w3KmPh2B5LvcI0wWaTYbS3yOC5o2iaup+XhU7FdICl/PSj34IPQKFLTtrd8SFgtSodNw1WKLYWbtArsy6OxQW+ZCZ3tNpufSnIKqeDWP12C5WwNIEatMdDHSbKOy/VWmCnfnc38opnmTJ5CFwMXSuOZ2epqpnZ+3wwOCQ6SAzWjgIxaudtdNyNfCND8VA8DpBDY9NBeTaccsuTcYym4GGh5Up4APS/nZ4tQ9MTOvOEITDoRoB/FsBuS3RZIcqyq+LEEJmh8kM4XHuj9YvRQNuX3mjM7bbLVlaH2aWgPOqTpJ057/iMZgXHy7gzvuU45Wd+kgEVqo2f6jc/pdIYqdCknJVr34kI1DvsYDnyfqugHFR42eCdlys8LqzdW/AqIBqug2mXsJKgJ21Y+Qugu63O0Z+QIbXkwnqaRODdQQh6rzY5IUtKyHjGkjoeynQUKmGXVXS5UhHEdP9vccsWGjolkHQrqyA+cSLTUPpI3Zc2eExdLigf+5JT3yqaHWHVwfBxJGuNV3hAMJdj+VSAyxK0v7qUsbjzEA+NkxkpZwOrF4iVHlueJdhZ+3SuEfI9pKdEK9Q1rTvMPFyCGGJ/oTCw87adcEm+TSdOQp0FihZ/m1KEOwJn17BBFRj2v1/OU9lRTYW3RkEKh3sOzeANEfXULW3x3QJ8Y7I4AH4gnZqoybYkFOwr1G5SswhJMCQUklIyTnSXoCMPZmGOrAjiWNLQgsuOMZoh8ks+pyEL/6TCGeHxaCChcvGMEArvQQJeRuisdQvxJDRkz6G/LcJGJimPA7h5YYTgjFsC6WkUCa4OAqozZ21s/QDM+D0FyGHj92SBUwHpVewEqnpvICys3VawAxZv0jRnmgrHdr0kAtPfi8GGrDL7xfZ3ZiyjFTgA6k5mssINTu1EQ1McdCH5vA0krijf4M6Bcuhxy2giKKvbM07LMYN2IcrrjX61Egqu0/GxwEMxpVziALTM5hzZ+20wO4gdY4EC3QNFFL/VeIpw5Aao8kpcsHBHvF8ASRYDylT9lgtN8BIuJY8ZdMznNT9V8kSsBhbLKVowbOMoIeETr0DRtNgwOT3XtQBQwRyPCJDNJA3WHZqDDJgGK6O9TrUjwRA/+0pB9gISAfHzWnIsMkdFnMHxuDPR3yZ0isGd+xsXRMwAmROdvmnX/xkeLILb8A0bGbCucAHp+SqCZeYHltaCiZnqocoYulCDCX+i6QKzI+DYxCyofXinNipMTaAnV0KUZp0bWQKrEeU4f33iBqcg1lgo98QaKE7/Aj9XgspYBMkPcSOIrpsTuoOi/kD22r1qNE4LQEMi39jagWLI/MTbq5oI6zQnbUTAjMCdTPMLlqBjxlPZkEIzDu3XQDWlMNSRj9Bsj6WFAcYN9D9gKS8WwrZdioMJzAnNd25g4+WI6z7LxEgYgdzIR8hx8crSEhgh1VDt6yRYSmGBDUrFwN6wJgJv4eIBczMzFF408gRuKg7W7djO4bPrxTk6aMs0X+7csqJYfLAtp+WY2/a6EfForsdfvx3SA/ZhZYRYgpL7jgY2dfP5Oh5ZzuWT0bBBRiUGq+jIupN0ALzsaOkYAGS/I+RhxgK0ICdunhjy+bUR9xlGXdgUbTDqqjbLWXa881VawWa+G9mEJiUDy/ciGNUHGF2ti7NdmZ1ABT4eFfTNH9PxQ2wpVBLIkRULqaXMVptUrwinOvflKrAgPi8G/igixY45cn2JLdwEr1OR5/xnxLlY7PY2J5Seh8QIOM2jls79YVvpwzqK01U3j1FiPzXckhecYWC2InkF9/yoeMhNNO2Aa/cDquybYtccRIk/ja4ANvO1q3Y2oDUoQ/UvKitEf5b6UJWMYBtK0cOW2NkIAjMG69akDe/Z6hji+brWmzQzDUcKPm3I9LtFz2O1hU1RgLY9mR6VNsqV2GFcFxybye2FhKFx4qGbjfdLzSw2n5L8HaqCyhbH1cHh/DaNSTE2WHVCNsXf+6BMHUfOYLb2Tos2xBkurSDC6+JCUr/nbSSRegxmImO1HyLBUWl5JHHUhszvCAET/wXCJmtlS0udAE7swix5/cIM2yhAHmWWNH4yaf+WxGBrRJIR3BkYhtolfBkeAK2k5vOgMuPjRjlfWzojO2jqd/deLMvcfDZqYrfLeHlF6DTl4UhMLaVOzk7HKZzy9fqGNa42Gi45NjZOr8tHKjXVoYdeguT1m4eLBb+2yODXKFFnC0lBw8wJsV48onB75HQsJWU9Koi1j1WZuvfhMhsHcn0FieP4hE1+vy3BwBZT45yDluk9K0OND4ggd9uEbfiySRcblHMuWf4sTXN2h6LBXQLDvQGRMo2GNEHO7WFmq2dms/JWPI/XnF2OAyVbTfS51iL/JWpw87WIdl28VWipmqyidgao1CV1FtC8/7LNMklFGbc1Lequ/jB/RebtiUHrbvYgYP2Ytb9r5LglpYVYySYW12agsB/n7y4pHjIK5hYaS9Qdf9NUrBlhYvWgmk2LoBDyn8lO7cqhDZQCzk61Arvv1FRuk4oIOBKsMB/QBRupghWvyeo3Q6abaQlQfoKCLD/Sm25XMir77RxISZgXi/P4haarz9B+jYRgcG/BdBbwM/ZkU2XD21XvN6eMFxLod5FH2H0FsY7/y2a26L04BVTp+gB4Iperw6dLShAXhkEgOgtDIr+W3Qmu6EAsjU55FopQbaRLMQns2OyvVMzrsSwwIPCnb/3A4LLzMzLsAh2mEuux155sV1L0kSdp341JvtuQEq3vujZcgkUGkoE1v9aBXH5gfD+Ed65Fpeid6P84wLi2wtEnNBP8jj/a3Wie6GFE9c3Uw9IU0XzmcLn9eREbklKarvSPi5V4/PdepzZUgLpXSZ0XuhUy05l8bgVO50zPYF8CwORd7uM49p+euF4AdSipSv+G6S2pSJoO2lKBzIi/L0ATrgmSGq+nxVeFsX3ZNi5rSpX7nZAL4VEyw6HKbDNlmmi0R+uYMfekzUNbcFJ1KVAp+MYXxX+G+lBlrVezHBa7Pi2AwXtyJfqWFYi77ZDbsuRTB9t7Wgs2QT/BcAnX/ghY0sEDC0J5uJhY6aebElsa3JTd3hk1XEKGL2em9atQTP3nrn87Yylna2D+9rD6jWwQYp3Lyh4sicwLig1e0OGTL1EAt1/tQBwxdgy/pyzPWuFl3fLROWKI9M61HI4m1fAY4PA2dp0fZf25Q/mFDyW0svWKWUMDiF0lNYorpVl92RJgVso5rQVpTB+dtb22EkaW4+m+wSiWBvxQvVfLVG0DCBscOX42XRZNn0n6+33iBxwIQLpI51SnEgBhnfLcWEL8NMrpvHN6ersPNbSjCtAkg5TU6Kn9Jnw358IW3k9xt6mM961K/Bk2VMu75z2vLDA577hnYqByJaPq5bhZtD30KTZqXwMtqYMajtYjriADxQeCwRzCxy4C0yNvcrbvBuRJ1wjILWdLx9c7XN1p14w2yK81DS8iNCqffK83hofW3Gh+sAPDZ5By7tTM/wWm1OdxnKLN9Wh8mRHDrbu1MhTWMRuZ2D82MsqLm6gVhPkwfGCXuywFjBbL/42DA2ZmnKyyH+7vnBpnukkmEWugcnTDmvZslXkis7Swcf433D4L46ybd6PIG8CwbQdrNMdV+fx90JsbeNCNYNWDfrFHh6wz9ikb7keX/pQwN+i/nZYy9kWX+s+8sDHFZhI8mRRerg0bHrTXKMbQFOzUy3k2LJTc6QypbuHoue//bzZpvHpQTM/79DHaoe3lNjaUrZbjIGh0Rjq/d4RDq7Lr84CYlHbQY3wbjekbKXxeZCcD8ejU2Fn5wq3QpB5F/mouN8cAjtVQx6Xk5oe/dzjfy06d3aOwJYNSJ/asmVzmWN9sroCWwKJfvWAxKuYkDz2B9zWWpJfbQLu5pW0s3NMW3Cg7rW09kGqVo+1srdWlK7dPOEHxLjssBbf6kaOxRomne6M52MxB7nkTPUNKmAX4QO7s3M5tmZWrXcDUYsH+HjAPWlbBmQtgLMKu1AG1p+GJHi3IxC4cujZN6ZM6BxXqv9+8ekME+aIywqD7QUmItuyOkS8fbSU8cDNqR3eEmKLNXL7k0VRCA3WA+AwfLKixy0Cic6NI+KrRGfsVBbX7dCgbwGEeRaQh51aAWtL7PQragrolkvEGcFDuJFZEgUH3QEsnV5Ar25n5yZsdfFpImgUNBYQeK+HBmgL7DsukKXB/+qS7NQ+LFxnly7ALMiTzSnc4TD6y82VrQHRhRsA4/hkU5lcMK50AiFOJ5QisrNzc1tj+PaOFX10jUKg/25JubzwcLQVWRyrcccOl+rYypZ9vWnbswUhjxfxTXmsjwpbVpRbBmlw+BaPmPfG2LKzdeEvLpBdO5dmPgKUzA5zaeLaaqUcFfG5f6AdaS4YhPzeEhZXaKhuU3SnweAIejfILFtUevbaDVCHUELIYzP3uEi4ZYxBIpY1hDacVodPkSHbWbk4WntY/cyAlRv5ce1UCiq2hga9H1SjuCFplZ2dE3MZge4fWmGOFEbp3ZKMcT3h21ZhVNfg/Z3q58eF4apXgC81EcsMD4jnwtbSB39indRkWhx4sqGtoyttRUxoC5X5+W94ikwVCGTu00y+7e5tnohIjWjaQQ+p4eAB8cRtIW35+fn5eaCi1YcYu+xw6Q8tN1e2DhulHiaD8MmqPrmOJI5V0Uq4IFmSHeaCxMXgb+t49GYTaaCkD00w/ldAHNceHtqT6Ko3rfR5PTI6tgAAOYEoUvSZB3gey4NVy47vImtbdAq21P8KoORqHfK9EiT8BwvNzs51tbhA7hpvgt4mZ/SxQpJw6aDUVJyOdhOX6X8hXWwNyONDO0Bu6CS7s3MguAiQURrBwOeMe4WLPnNkc7OA8vh7HcJswb4OlDW4nSB+362P25ZKz+7UhtFPnFb8HpMfVx0zR4oUsPXEXZ9szrs9uvIAR2b0uKjw3WgU0KID6QwkAegxgQp26oQgLdXrV5kzm1s9Pht2i7Y5p/CdO/XPC5fioDfZQPJRbnI8tgqKLzu+oSz9+A8r2LstUcJ15tOzPK5+AIfWnYqY5Ev1KiTrgm5Chy1tqjRjh0n7aIH+7b8FfNxDGxM7zEUI14crvlWqR+8OQp4sqFJrzOb2dMrzrCZeT3Y1gouLGn9SBHo1SBw7nBrkC/RvdzfdTahe2dk5U647SP8eijWoKdvOyo1qHSHTNu5otSQf3APSMdMqw+FrxpzCr4ninyPStrN1Y19HyDaUxkDvkpDy2CE2uKIkubeGke600OKxPJa0RE23Ugk29wzu0nRY4v47AIeYd2lBfI0ILaVcPJFFyAdQF9qUTB69g8OT11PNowVGUkuGjekbCSY8oJw8c1zr1Mvu9LDXyUHaqYAguIac7ixvN/QlGdPfezrTVSXpEoAI6CNHXOzUPQ1anJf7tWP0mw/M/w54I/6iekEevHD1rjEtW9XpTqOp+3drMqNriWwPKUHpflM/dphLEK5wmSvp4KIlgwB4t0cFWqFkDpgEqX/80w6XAtD60brVSO7wpsK5J8tq5OIzt3NcY7iINTI7O+fIZcjqYgsydZhQxpMBINQaz7kgUgTtCGLOzs5VaS2CbjdoZDiZgOtjibThShP4pRjlU2+pMmL7uIr+HrjLFgCQ3kwIbDUth//KYO2uudOzRdKi0ZT+Tt1B9G6sc77oQOqNQs5eGzr6rww7XTUy4ExYNelbJCttZ7HyldpoPFnc5teYza9FCWxvMew0jCA/HqtDiBZmoObjJfxgS8SPpaL5JWq62XwI9LY8qjv1K4arVO2S8rLpcy7VXLKF/5b5dTnQoi+5VNAuvjg+IBxZTjwdoUR8RMG1XojSDgO5T1SZX/A3t1MRC3xxXu4xDuq0Yxn296TCutSA9pgEpJ6nRXWHu7BxiSPdghmiJiHDaafmndGqoabvIJh8OzgQO5yq+fWjVa9BvNMrjJC9HuqjvEKxiCULJU2utcRs6xlP0VYSLL6b+KnrAKROcyXJYxAiZGfrCL8WQXfpHAX+N2RjZ+fwcE3yOYgDZvSc0N4Ok17QKoz8oTkjD6DU48m2FHR1bToUFlGD0KL3boxhGYUWIpaIRElcy/JzX3ELoI1gpP3XLM3cZGSt64LQl6h3sBIoSxwunUsWhG48dZfn0M7KIdHSwKeRMMma8M6GB3QjJOtaQuAeqcueY62FeGyR0K6rqR+Q6qIjzMDxZD+bMmGTlqUKAk2uZUPNK71YdARGijsVTIIrz2VmmnCZx7XA1AWIRD1WcpZH5JktT/CRXSsx6ZHeCjhcXI8d7iJziWkNi6uD21mc7ryqMVj8N4FdV6CCLecMGJ3B88jvVVl2fb8vZFfpeBHKdnaOCBcVUO970uqipAM7NY9NFrEE0bLEDzWu1eH0i0rxtJCmFe82ZtO1p0c7QaLdTVgJf+9PxhcYSW2FDdbO0/fm3fK4fYWS6SZlXnRfjakHZHOlheOHRrIiwAYBd+e/jXBfZTho0gF0X/Um9WQP/ms8JwTAAg+adAmGR1BnymNBQXxhBoaJyjjz2Tg5ekwd6ZN1xTXxrgZXOs8ONc3gh8TrmZrRcgx1Qc8VXs0vYTtMqkEGcaGP5aAakWtJKNNYuvw+DoXnTj0s/aqh9lhbYUfak/bYI11dCFw/ydx8DKREO5wa9VUY6SiwKLxaWSJ3Vo5V/gBkaSkIRs61ZFa3cvvTXp/dd1uM1FrBp4mk6dmFiVv/jXHazdHlZk6so+dfX1Q8V6eXd1UQ79QNZbq0rhrJkn4PcDJ2tg77pYFvaxExwvuYR8d/z+Z0yXCrLMKAG0lAwBAOAs8FJsgRQGmww11Ou4r+/MzTvHX6cP5YH0WtEIlhKt703hLX5Q0UovrfblUXDh6PNcSIt/mZ7SxdFBccst1n1YjWgib9HlaZLsdQrwOM47VxRX5sjjstCpTcKB/SNHWF6BcYVrybkw5dK/gsZQwIQ5E01P5G4AHRfKjhWoSYz8X0QY+9KDyZ152uEIlaNXWo/LkAksVpyuzUuylaboNPpgSk3yjIfCySAF0UKLWU0iSN4CfJA6LJ0gqUfQQR7EyHasAOj24tsitaiJ2oL1JA+m524HxZfr7ZCSa+pI3sVA6EXW6DOrMI3n/VGXoyBwe+bKjRl0oqt6gX3+9pYPG1xEwHAYO9WgkJj/0E8pWYpH/84LMZQ5T47yLn1w85UJ9VbeSjy+txKaH1/epIqiyvV/hkpx7SfXU4dcM+FGPLN1Q7KydDCwryE+wR+1YJwR3uUtpFdkUvIpB/gx6oHU7Vfkkocy1tp7fIYZx3U4yjtafnzSa9nECKJDs7d6ULCjIMDYIkekeJzz2D6sl/Fx90EWzRryWqmgOE65O4i7CzdRS+ZNbdJY9TBlAH7r8e1PVFH0DRhveKZevvcVXoWmK2u1hI09VRwcF/nanryYdMIgSgeLfHm7wnSNuP7Xmi1eBq2+A0z5Tgn36DE/NuUdK6LD9f7C9MQ2pJebLtUZcNNW7HdWNWbbLw2Mg/LQSeaeHqxHcpaA1lNcRjNe+6EpO+DRFKt9GDtVM7nOnqcBpWpQjpfizSxppd0nbqHZeW1vUbTGByo1eyw14EuySUuYgzZXaWD54dHoWiVfT3cKlHXCoO0M7SmXXJrPqQB4Mn0PV9MrjuV4hEvdiBwTNtwr0bnQVfK/g0oIMC72DpzWOnWPiiQKkdCcjZqwn89zCcfTmG6lAWTXSQkaMHHKNHy0GpfrxL3T2+nvxXMcAXjh66LYaV50OQuFNTxPlyG/QSbeZ2XBjWnZX7kgWHTAD2jNQSRJgjm4vYmHGBGAD+q/bZVQaEvuor8CJyiO4wKowvsisvFESLN1uo9ntaG11gJLVoXQxvK1uMBxyzIYlrvfFxIU3FS2PPwOuRVtFSA3qsCzi8dZgweTfPuSuULIgRPwVi0Ix9oREFO0tH5wsK8g98VWk6LBmeDMxI13jOt3yQkIcM594tMY7WAchvO9Wha/wwe2ySA12YgWFxoHzYW4owxyayEPkvG+OXd8lp/DoaYrS4TNpO9UDYVUPNuwRqjEW4tf6YHketrs2wCJ7g9YwI6jBs9Oywlw1dhZG6hdqGbSm289/EyLMG3AxfLQr4XJIOO8BPkMfe6KN1Nf0JTIO6z5iRnZ1T06WBz/mwYpsBH9KdGgFIVp7LsE89i5q7oMwjKNL1ZG9FvhpcaQAPkH4uR5nHej5+IfA9Goph7MRFmf+6ZXohlWo4Sh8/JbTi3eKU+drT80JRwLOYosXf4x55AQB6LTZVvAb6Wt8NtLGLDqRzOPSyW+hIsMOjV1liWr1CuJx4v0cyOzWFhy+tq9YAVWDHSZP1exXAvr7fPzPQxwtng4wnC/uuMZt6kAqZbSTFjv8ievgK7Hqj9mD9iByFO4x646vo7yH4YdBsdR4eq0SxS9TUQcxke/LObWflQmRRAQ3bfMA8hROZWrFP3U79YKaL83IuQKLoUTiOna1zLRwyvWVLjxfIkiAPGOaOlpZDmKmjm/fbqPqSj4YdNjXq+tFaabpqtpXy0MSHDt1054S7vJ7onVaV5H/ztOkplmY7S2fXtQi6sbDwGrcKMfovAxNZ3KvriGsZaR03brfvtqJNa4kM7ExQ2PKRu5VgDp8dRdfjx/BMyeIz9wFWsYw7LfzviWkvsO9vNTmNjRaYeDcrQl5UenYVOcrdNCTPfxt8vQwo+O4JMdnMjQZPJpbB6+hKcwmD5g30K3zA1FUtKAXajrBzd2aI8l8VXsRXkWu+IgS6gy6x/S0Ke+yNpKw0gU/35cs7lxnw2CUZuuy4d8cI00czlPNkbZpfXZvyl+31dkM3HiulwdfV1KuHi+RjIeG92xsDXwcg5y6tNv6vBI+diiJJm+fyNTgd0VpckDsVBIku1av+4nPafFoHf0/P9EsNaDwZ5/qCba7s8OkerZhW1+se7hyeU3aq3Z6sUjUNd6DCHqNZ/jeF5pcDLv9hQpK+UARkh720doH+7SE8Dr4QKMXO0nXRUgF9QQw+NKPXd2fpirqOkDmfDAt7Jwjv8KhWljjyy4gHCZljvsAa4NzYp595dlaOM2uSbzvp07j1FNp/47gq/LhXhH+s0K+xGEAW74aF1CuN72vOi+GjyUkwLqTT5cnIQngRSPwfoxbbSovm7w0g4hUXqvXyomUuglHxdty3WQnFi8duJvGyotx/RcRWS937b5ybV94P7YVGBtlMgusDgsGS1Tr0f2xsXk8kslNDiPEaGhzjOGLzdQywj41CqE0TOMsROfDdQwpPxtal5TO3kRKVXkOa0J1q6EJbquZCT7DG3wpEr2dlMquOmderAMtrJXl8NzZavpbIXjDDE+8o4dcOm/LocnNlM1Dy+CBubHcY1UgrjtyzEdWe27P33zgtd9yrr4E39E7oA2h/fu9OyleVZOYOtCK/yvuxn1ogvVuKBVlnPv9EVgmdlXS4s3SBXVwg9+F3y4/go2Jn67q0k3x66gbZBvVq/G+h1Br/0nrQUXddNigND/8tRBL/ONXOiFvrX11CvIAdHDsElu3H7MjI4qKG8oeWqMosM1PUXGzuIFZePDY8mRUl6RPsaN1TppRPRgDrdafmqcIqt7dPv1sWNy/Az6eLqzAO06frsUwavdaSNh1HGXvPCvT3DKB6DZptzQ+fO0SW53/pWr1UEP3fj+IYcQCZnSoihJfYqcd5AdmhnZk7te5E1pDTHwElyxxoVbnDppBe2bJtYIGDj8sw5bFQDGijJI1Hgbp/tkTtydS0Wi5qNqGbPl8BDuVOLfTSDjnVWi7RnPdoAK9F5/Pd1Fxpz3x6BBnLnnOnzQ5nKcwKl20eCC4f0BJwh089aMNlj6IqjFcJCYSdpfvq2sPqnarx9UISzn7PLoS2jtlXGhoRtGkTAvGdHqcP6KVDFhkaWwxI+BwaWNlZuk6tIesWAAxBj8BEzhuNwNpZObksQ1avaJyZncUJx39L5GlbgzZmIXizqHP6b4RPEm3cK4xWCQVUxBdYNNyBgNonM1DlhWLuH8iR2RJMSHhsk1MvcOA7KWixE3mA360U6+VIljlHOvkMcE27QJTSTg384mWntstkAN0wlvj8HgIGXpKSXiNGfPaoHDn/HXwxnCxt5kHBOq6Vs7qBfDc346rhfyV48aLk8IGD4z00RW6Hvxjw6kZuGGcq/Jtf1GOfYNDqoNxqJN7ebIvJky2goT2SuDUhdH0EIOOdemKHVnHwDRvEjZGYuNxZOhleXXzayyfSDCXr5QG7RMny8mMMJlTosbBQvdsZsfYJ396iifgUZDY7fEqo/XDFAwDVjeuM2Xo90LCs0NC5ixQvL+Ti+ntzd9rQ0D0HcsxbWCqys3VD2jvILVmFOtqLpJjZDdbTA3axkaXF0jJAGiZRlXYbg7N5t8IZWU/4HuzKmD15KfpkZU28JjefLY3Jlkxt8lhOJV6Ppt45Gtqt5UzlfwU5tV56/JGThV05A8G7bTn0UgL5E8R67EcESnaqIKAX4aXbkzs37nIDkQz/GB3PrCOJm9TK7yB8HvzemaAXFKAdhlo0PEH3jqO5/+aBDrnXFLjvwMLGNuzTsMNftl58rbszR4P3bsh7rJMoLQnfj3nedo8bn//Vi+FlhXQzQkHxY13gPJmeoYVxtcnYiXsGXlo7lRBNi+HqCYBo7FIqwcdCFsnSQfkliNzZdo8bdpaOzQsOdKNR/j1V24l3KwOkzaHng/YYPoTEzh0Gg6pl8CdnTnnbXNS6/w38ma3eKM0XTCS6FkrQn6k17SqZqI8VA/DadEwfd4quXqRuK5hmnszsiVeVqzGTNDc+QKeG33vQR3v5xbS6DnGvQ2a3huWdSkeapTj4T0kwHoIh1c7S7dASIPu5KUU7ipjKTh0h6uXjuvl0NtmfQeN38+Lm9UXPjIrVpsFo+PCAB+KozA7HGzhpaFMsGB4wwQwqB6TjKN4zzSUB0AN2C6m+3NcghGczsQLb4S+eXi/+OBUYGW0uj1b/BUFHq9nd46vTHgfO/Z5s6oXmO071UUdrUfTygPIAqsCzfebQ8wngsPDYZ9PKmX7WgRBhs4WkvUmG9l1zyp5M3qPVsPlHUVVeQZDGnWoCifbsUhxkcE+D0eL0gGVPVFoQmIFEdHyNE+6diLA7nCVF1ocrGxHC2zt9IPFuqzu0IyD/SqvBd5VI2GEwabRbrQ8ib3FT5mCws3REvEKQvYDCMdtOBzuPFZt6nVJuElaYbCNo9v5b4YKXHPmvaVxsODt4PFmCCV5wEncU5AAd+uXkAX1CV8gZQioZIH7N27nrzJ3u1MEJXlMGt4isDxvJaYX/VkhU4V53FuwxLEw3GRRP7/ZFUwvEF8ZFAY2iElp+S2t+7FiPlhsoN8nR5UR1PV6vW0qlBrRPVcN8VGScJ0PLo/XO7aqw1G5VM+L34FS1iEDeMQNW9JcuHB5wwBEVANDN5Xf0FagSD7igkgoHj88CguC/LjzZqSUeaJ3UXuzJzJ+Rlu4sHRqtEehXdUX4q0bx2LGXNkDS32EB2W3cinb4S6dXkSuu9kD0uQTjdlYOR9Yd5FaxgoAfLrYvYg16sjM+LZQar5pTAv2lBpgHJAMx1Wr0Bj4TPJMklJ1K4okXm9OxmIgdPsTnxeu5G6rvd1PeofmjDFbeLQyqNo5sB1lhukuZrr+34Ee7FPoG0FT91ulth8E88GKN9CIJ08WFgAS9XgI5VFWS2/NM6e6z+PNuqCO028/xARGke4uHOv/tUGL2EtqY2QiAXTvj7dta3/z1zZcdBoPntaXM8gaBLa9hg3anvgnvLF0GLxuQ47qqC3sL0J3/dpjTxtgynsA6trV8kftvB7U5LU7e7EoKXQsjaMPxMbHHNiz/y6eklQKy89DgbTqNAH7PLVE7QZISRxxxmguu77KgYmfpVHiN4duLh4u7jKLh763xac3MuG9IRRGwP/5oMMbO0lnxmlnHpgs+PShInddbq0LlGFpZZKRiI8hjZkOhU/qvhqg5kE0NMR01eVwLNpbpqKaO94uVCM9C4+LdkCipDkCOs/iBncUNy3+/ilo/DpuKAJwN+uHsv32nWh/SUyq6OJAcJK9XNjpVxyyzSctenTiGdiJJ+YBtXqo3kuMAtnCuIfndllqp9vSM4QyhsUOtjv77RwaAa/W6Np4POf26zwO2AXbPjkihikJk2QQnSqPNBfGqv7t3K+pBtUQmDuvhrYInrLlctTwgd82UFx7e1RWtWssNtgfk3k2J7hmzMULxrSbdd2v6oVrBt8VUdPoPnfx6b2GolpjpNis9bvYC7cco8VB1beotTzqOlKP0gKU1sjQTaETAQX+akfhuQgumznx6t7QpdDQyIj922YGqwZXeE5m1z/bwvZ6UwKzLr3YEo3MyrpUfm3QzxWdO41EZovFMfnm9AWmmQkP9aoTEhqzT8G4mXmTl0CMLRsq5nKT0Y5mBVCES96FQAK3JdvWAcEWoynxwrCsxu8oTtR+Tw5gF42rc+p0dq8+dd8tKoLL81I4Djvibk/exfnOorqaayaSRexEQ8GM/SExxUaMVyLHzODajxwIiUiFwBxtX2H0WyD22BlsWCddSeizoUL0hD6hdMKWpQI+lWLps5sVj+7xMpQnUlEpYOFLiiXcDYDb1hG+DPRM1ne2X13OwhAqM5H7Bh08L2UD6gA+4zjQ1hVDV0eGlTOTyugpgHvvNQUWB0snK3HkoCBR26hxdFobrOJKQiXelXPzYkDFUNtRoJkPw3K6GhJ36NTqV51IjziDzCgg2dypYCSqtqy61tBpHOUTxgKOAb54FRIxWg2jpA8pUeKyGt6koSXoxxBmdRojZ6wmAMnX5dQJtfM9FddphUS9ZDP60GqEz7haFb6d+DU2Vqu0HeUV8qgyXd5Oqowol0wfAhjSoFy4PyKU1tcNNp1pw86gnPz/WAzx1JFFHAXDX8MLKTuUuoHIbnCn9KrjdHIjHbthSJSZtyKehf7QlecA4XYVEqlG3kb73FdrhKD6mxLS6mB2lPwMqsbNyZFkEyHQlExX/a1Bhh6XMURX9edKHI44AD9xO9bIwNeRUT1n84j8X5L6tz+hUDj1eNBjDHWitHY6CY0ocubcwZk+QB/ljRcpQjecywwu0ZNoI0caNUje4Vpr82AxhUzoo9wwpYppMEYXXk5NSBQBI57GO/QMTyB2WkkdFdkU3SECqozSKeECtzakYWvSeOUJ8QocPO/sgyRQVUC9VCQX+FyLPTg0jQ9XhVHvuAXDwAgI7C0FrCg6ZphPBpJ9UZj2gFoUpxSCXusDHGzz4sLMPWKcm+VyrgRk/IzraYShnpsJl4zuQdk4nBeWxHDQVZqD/jGl0o6S5H9PhZgrGlYZB5coFabDY2QemVFCQG0YdM96kovHdqoBQ0YEEoyCHQJhgmDFfABBHwx6BEn3rf9zrQ+JO7ZoxpTi4gWD60DXAsA9IRyVeujqrAkugg8Rh1F3KPLzedssUIpDXk6uLCz5u7bAnEZWEsjAECT5YHrkB+wBWNtkHU4asYWnwKIwhlTxwPzImdqoAIVQ11LaKLWxOwDT0x5DYUY3Z3JaaUzeO8XrAOswqAwq0FVuan+gS2VkIbVQyq1txEOBLCMCPxXBjioRrUUUm+0fGjwcUZZEVo9TNmPRxr6K9w1DCTH24ot98tZvEGprXc0InCxEoEzNKiMwg4iUy3yRthgfbt7E+mRoB6UIzTvcmhCTvNqglawRk2NWe1B4y6EVnSTTyenaQVWBfxzr+2G9Qr/wYnJ2lYXPOlLzyEZvGDnsuURVGbkFIKLL5khjdwVby2A6gVKKmziZH07PQ9Ozsgy1Td5B+AEiiXz1U2KlbZ6YwXD0qDuE3Wel6LA0IWXKm2sSJHXqJlscHtAqa8uPg2MwoDQeS+2M5UKc0bG4imHG8KI3gu2HlqKLS4wUwwtNRcDHt7IM+VBr4vAoBgg9znNypcpRZZ5cb7QCq85HRs1PHIFBxXlpqHThyBhu2J9WAs8NQxqYY/DmVANLXWjk7LPola6tVj1uH9JPEFq/XdTk1QTLTTOKYnen1xLdL9vxYkrqqo6svGlJWXKzHWNNxkvLYCyam5Ex3khlID0zb7rDnmOpHq7crNiDT0ceWrJCVf/DZZGflSmQZgW4mXTw6RBU2D4hXVpX3w+/mOHGhN2g7++A7RYBMK97ooYtUGHvAqbMpu7L9o0QDX8NL8VgPp1R2XPdJBWsqR3vfhkdvKo6ssotl2JjJVcoN0VLsLAQOVIugW8qMT825uuf18HZUxYU6W5YEGg6MLzt1K2rq7PJLqnC8a/xo9T3EBjuVrIlK9aqpRICyu1aYPeCVPlkijiwbB9FsLFG21uPo5N0C3i+kRBuLIBk+MkczgQZKHEAIro256rVVhKr5V7VMrANLjHnRc4sXdWIJ84mjbRB5499VHnNjHT7dLC5QfKiOmo0jBhQNOaUdyx67SXaHPsRK562CGrZDTXj5d5VStkCjwXzgSR3ABgCbiB0Le8QHDv5dfSM2crZnfnHo6UVH2jYSNhH29xOCf1cHxU+EjsyKqWpeREm6f+CJoxfHWh63mNAQrxo4EZa7mTQm7TsgVqdAWDMLDUq8KKxnc8KZ2HOQCPwrpouYjJAKc2IJOl4ko8rGVDSiD+XUPC5QoYSOhRIn4pLySlbB2aNOffyrqkK269yb04SkHACenT1EtatLqBji31Ux86OcGecccZEThaHYG1Fxy60r/BuGhrjVr2w+PNvyokPw3lu0u2uCyU+WFrOKMxi8SAWSt8WHrz2Kh4Z/V0PluCeGsxuloQOQM7KfTBhvAlS++Hd1PBPxMZwNOVB5EYkFe7MSgtYD0urf1cfZ0RCqk08WyYnahDaTOje0BAJ8jm8IxEkarJyIAaoX7KW0SXOo8O+qoNxgx5a5gY4RDgDOwm4CJtR2Pfj8u7o3Ox4oImbyJjpRA7MNisS6r6yL/l0lMlspaplDnAV60YQ2eytoo7UAJv+GsTAzZmEirsPxxYkoFG7QMFEb6W5I1png/AFCBy/Ke9tOZpzRB9i8+FfM6cx4wE8M4kGcE/Wt2FF6mNBfjHJgyNkTx0DwxYlATO4rO6bGZyQBxZakzX2aXi9yG9pY9PDGp4mW/hWDOg9YI88Zvj+8KK2IPpTrozEVifh3VcSWI+gR+ZECV+sRw2B/YrihnXhc8O9q67zoXRNTSknjRCl+i45pMtbsEna10Oa8NoVeVOBQF3YpooVAwOLfVSach2pZ+TGvhtaj5mqPllEY35hB5d9V0FltC2m2+5HiRVsN8p79ubUULfpXTKnsfYQx412NOgCzEHu0SpLxYhY9/l1lM7fN8JvlqFjwIq6yfSXPiVdNKIcWm0jiULobTmQDvK+ESPOmeSj+FXM4twgyKRad0uFENlD3lS2n3jFrglrM8YlJxexxosimXepkz5gqiZ1/xQDNdlakzGlNM7wIKcgu/QwyhiLQIMIFonnBCTcvOurcpXRSx0KaO/y7ajbfQSAy6xNiLyLK3FnKlHp5gJjyr5gz8yGHUXEfVS8nSrJjj7L488rIBPt3dWtOweRoDjDp50RNsOzRPkC8LPh4DffkTBRlwInGA7aWHRnQ+BSp+ndVafYDM5kFsNZwojZ3W4vhBxncIGtDF2n2umPDicbQ2aVGIHixTNX4d7U7CzJBnaHQQDnRaNoupSLnfQod49/VOXMgGblZam+KE5VGaQxsQFpJkA7+XeXqLN0RR3ZsIkSzVmFqCyfO9BIyJ/5dZdKZKmSC7FikVLNibeoZYYvaso2l/x1p3CIck0QuRMLSrHBcLYFAB82kjmSSmwbZcQysWclGu1TUTLcWG4X+XQWUCbR5znyqng6A64b2IEF6HKr1rxguYghdHOXGIgSa1S6uU4ioxtbS4/0rZlIWmwnMfTvMAVzREHsYC9haIp0EDKXNf1paHECVdhYAQGtrWfT6dxWMvFXQZv6e8eIAsnX0VyMAHaUHYQy1IBmGnknNanhBZ5l1as+uGP5dpSIODwEjw9BgR7O+0F6pgp70lLAd/l39ItbRJkleXO3TrDJEaKkkO/QUDmc8XkxefPJFs9JQdONhi76SrfPvagmxlVZNuQUrnmb9pPKqCeXTV/Lev6tfcejdFLmFOEqzUkEzToC2YJdecOHfVRGykx+CeVDNBAdiJR2fVbDcpXkK/Lv6lZ2i6MwkrpQciLUDZh1DnUVCk3/FjIrvRBEgr4CzollZcXh3HD7QWfBE8a/qAHFriSH5cI2L3iOEwMuCz5Ie7bPDv6sjZqKjVdmQMk3viSIx3mFBa2exM+hfMdhu64s38+EDEQ40ZsAYSBTNneWI9q+YO909ZWPzoRM0BxIj5X2DUkCXbrl/V/PMWDxc5BIWUOg9BBaMoWzY3KGsWf5d/euiGeA1I8oB40BbkmQwgxpaiyGgNuqIvAFcRO/x+5H9UpNoLSgoaBEgkTdIYKL3+NGNz+hJ2VfCi/5dNdPNEjk3t1gsdaAppl02Ufy0lrCUf1cNzFwjOTLgjQN6DwgkaFZYLVpLZZJ/VQvMYkeQyH1GwHoPIescRrKJ1gLmwr9i+MxdJVhy3lir9wRhsJ22YfuT0My/qyK6lRzezItgLxyoiNsYioALXfrZY8EGCHIECIx6jybjztoZ7s8mP/+uxnUnTwjOi+ADDjTkcVM1Je4pAtr4V4yerg42ofPiqpkDXWLZVadwtiepln9Xf7o5PlTNMLBuDmR5YWwomKdJ9R7/rvKZIRwZkBlsoKL3ePEcSy69Ho0i82+YNbPdkg5y2s+R3uMGypjJjENdRscJ14D5M9bsJmrRMUvy7jTK3a8yms+P1JZREO0dbvXvqoEuntWKmTHLFgdi3DKOsgSDDkUD6t9V7VwBwAIZwWWW5qPEQU1M2J7vcPHvKmB3Tc/h3ChAhQO5OAxK8KmrOLH6dxU7c2j0IXeZoKL5qB3uCYh0e/NJhH9XW9HiICAxO8oQ4kCBiPvINIsGpRPmw4EtZ0GC0XweiNlIdz80aBisDxqK5Cw4Ls0HAuXGMLdnK5ms4l8xJ9BKaxTNjkXyONCHDXtKaaynAJL5V/VqFpyRJEOJgmo+GhY3CCJPthEeY/5dFUTDIIZrfnzCcyAMnVvAFa6GcsL9u4o6n6D8ykhooJrPisFNaNRiD8HT9K8YOGdXSJSZH+2SHChvbXdNLNF7y5eK1Q3yD5YCmo/kgO0g8HWnkib+FeNmRsyU0l1z5lPzWSJnw/hjsn/8DfDvqnfGEHI3P0pdHciLZzOCoLB7/Djy7+q383Immx3vgHGgMzq7cYhy96gS4N/VEZ1IvGZmRzcfHEjB576QZ6aVsIrxbxi7uUWNbDeUNVDz8TK3Hwfvto45U/yrmqaz9FA7Ow5J4kAHiPb3E00jYfPn31URs6IdKd0nXK3mg2be4C1YGkmNFP5dRZxdZLV13waa5qNGckeeftk0mIjw7+ocsQK5x9yowoUDYflO/GJpy61C/66SzjAw+3RnzLCg+2QN4bEGcDfKhf5dFRRfYPyZ0RDSgZwGKG490UHo9PDvKuUcQxfovgiRRPcJS9qLDmZoIHce/LsKOMeoYtYt9BKh+yBo25Q1gnYLDWj8KyZUDOMMkDlGFJkDBVizH4lE6B0Yqvg3DIeZUZRGt07GDN0HQnbXuNCkI9e0f8WIzo04LLtleWHdx8LkxkzDt1VQ0fRvmAJiHVZQ58UpCfwnT5BtJMDeFiEC1L+rgOIkpQvmF08q/IfNd+vgStIy5GT4d1VwdpxBAk110lT3SSzdR5Ii9wdALf5dZSFuYuPH7KKziv+kGbJ7hINoRsI8/66CmR3vmKJhnoCg+9TY2px3JPZcXRL/rq4Rl3FCMid2iPQf0Qwbs8UVfYgX6V8xjfOj3AglEBS87vMEzM7kxGoUHbb+XY2cH/cYOQXM8dR9PqdsMRGJ3aCs699VTnGbIlEzYok2/6liYA/xYaVNnOXw7yrg/OjNw6naBoHuM0phz4QtNttnm39XA8V1kqzmFS+6/MczyN4t5La8B8u/YcTErXx05kMFmf7zaVuJEwH6Ahwj/4oJnR3nCJ1buJjRffZ82VDCbO4wpzf+FQNmTpJTMp84suI/Riz3pgxErYdHzr9ivsyOKs46WeWsdCtRd3eyeP1Aqo1/VwXnRiNexGBcEnQrlpr9OVVnZ8E4/bv6N0+5Kc2BR4P+wwN17wQ9tJfPF/+KiTMzqmKJ64yAdSuCyU1lwY5tBPXo31UpsxaQx9mDCgP+E46w9x5UjVZF1L+rfWZGTU/xhDwSdGs3y76yAzs+c2PRv6pws1hl39zX48p/WKBuT8kx2qrMDP+ufmcYXBjEONL00K0dBveULJymSiHn39UI86IbRLEOCHh0awgIO9SzjEM34PDv6uRcRuXEfEGvhP8UQu1QceV4CiQH/64GzmaloXOFxzf+Y0JqW9GS5JVjFMC/YlRnxbIQYipF8nRrkDp7tAvaePGax79ixMxtnZ6z3I9W/8FQZV8REcKbRnX2ryrn3OIHmFgUO0e3Cvlu0gvymISj2L+rQjOcVY/5wQRQ/5mQY2PhXOHlUsSAf1cFZxZ3AcRg0qro1k6gXZrWYuxiO/5d/ZvlCpnmNhiO/kNXt0unFBhTkTjj3zB6ZrsmBOY0ICT/aXBiZxHz4B1COeTfMT/zChUmxHaAnHTrl6Kd5UsXLw85U/y7amc+NOFB3OdEn24l891aDKjOoxf2+Hc1zqzHeJ3RpHz5TxrTJv0ZXgyXq/5d/ZsJ39pmpQSi/hNgytYSWdllUcWCf1cD5z8DcOYwTiL/CWPcpYE8vAaw2Py72jQPEnrOT9ss/pOUYpcuKeDNeuviX9XIWZCInqHCWPEfLNTWIuNQfrrB6t9V7vy9085gAbj852vPYhQvNSmaAA8OY5OrtmuyiCsp5xphM4PRQdOldDC85iSQNyCYci6QO928Npa6FHDpwWAYZDGxBLmvc9G5OIh0z6ie0aUUOjyYyyeTbUEha3AMzg2XkS9ketGlbwcMgNAgY/hw51wZdMYmwozQo1kgIq2SbNgFy7mgfcaGbPjoUSzyEOOajIJApnOpjMeQbZ50li23B3/R6bZy4JIPu6fOHYXj1QKQoEkv5AGx5QhzRpxr+MbL1hdBj8oJwmaijzxHCuncEmHjKB+maCyZbB7M5dBd3S7JiWMYzh1TOBYTJoC2kmQ19ABWbjEJxLlvhLxAvGZoURPajkuknGY1xrkXwF7LRVmLEuh7cFiTLCHLgOxX2ji3gocdINGDBh1j9+CwB90lMwZlF6xonMunzdvETJMOZdvMs5Mnd8EGnXunZhuZiaE/s2ANSUUivziSxcMAINjZH26059juwVsoXR2ifvLiZwAPQzrgXfPlibYC1PRgbpvcl8dBHvO74tw1yb1VB4SOktYFbVWGcYfRw7JJO4zNAP0kb8WDuSC6KIK0coxSNh5mJaaXnFV/Ltn50E0gZ40pcC4BMTpK0oz2pPt6cJiWA6EcyFM/IDiXC6mr8EDRUkoQPThsgSwoxYUM9UY790urr8ZI0VKe9Eas4JSzX8W5XpO7gYkYmnOGl6wrA3JjHvcwszx7DsZYM1GdjEAnOx6w8rCu057w2UIr6RH64G0HtFJBHbKjjxgexmZCe9WI6vlLGBHyT5oczj061V42qnr+sneoVCr/oOk69+jL/jIG0EdapHhwGAa0w8I2+ZErhofJzSk2YGrMHjYeHJSpKdxA0kruxDyYCyezqMOly6UDHweLY8XnoY7WRNV88BZVbrFjRFf0OuVgbFb1hiZItBFRG4qnq90nQk4ORkaLJkzV1JmHbQ8OwyC/qLPaxeTAdbAuDTSMHwTaRxZcDFMS3cIzLw62sWgYVgroHiBCH8z1lBmJ1HQHOZkcbMymG+mC9A6zGw/mhmXGw7mrQQudgzWx04+Yh1rSysWDt1JkRi+P3TpKKQdLwkNHkmGhZbARfDAXheyYYa0rpCPOwXi80DoezWjHIR6O4UQ0Vc45B8MxRVP2XelEH1MPDqMgP75FQKNinONgLKxozM1UbSim49FbWEbnxpeDndjTQzwXtWC4xyOCOE4xVUccLPC1EU8WesOpgAdzYciPZHo6NdSocrANejh/GPUDGHAcs0RiKSpbHGxOju7kI9NvI8A0hlYQg73lcLAHTXSn5BjtdsPMg7lp5EYoHsRhZY442AMgPeYDRp+pqPPg7Q+Z8cqouK5Rj4OlQWkoCSjoLzBfHhyGJsdI0SZmAacdzIAC7TkgVUvZYWEk5RDjEL10sC9NDUqoRA9Z7T2Yuye/YMMUa2ppcDCpE9pKKKZXTNb2wV9h5BY0ZIhD+Vg6GBGpxjKE6cUiCoUFWI8YjJ8FB/vB1Fj2YHhBTxx5MLePzALqizg1DAjf9rnUWbZIeRG1yD04bICMwszQLHTAim/JANGjEfq8HITwHhwmJBeO5cxGch/fhkGiR0EbvXKzkbu8WUnD+fZLEE1KpIZ3aU7Qg7/YyILhyRmqtMq3oY+69Bol774sECR+zFdHtG89z+jSDAXO/Av0h6VhDhNSxrdKdOjSB19mMypZfI1W5gIBTvh2CHeWMqOLLiWafDA3U76S88ggoPA5V5M8WwqS6dKs0yzvAPlDnahzXWt086a8Lv1LfDDYoSx2JFHuE7LFt/gQkQf4IdClcVEPDouTCVxhk/k4n3wLDwK50dF1aQEQDw4bkw9gaJIthFHjW3Paxh8IjejRN+6DuYVy0fhINgyw6FxiV/mOhDCadFSxm1Up57kJ+1YaxrGMNUI6S9qRH9Ebsooya5zLLMcY0kwXnUXrxoO3ArqtfW/yoQIyzoUgjreOChs9uind3LjIclZpvmVaOJ7JrHRoU5kHh0nomtmkISfqKc7VdsUL5AdSi6rg8GAwrWwHOkFOu3bwLSlgbxAbQbQo3lSECWPyAhJFfCsKi3EdLKK6ShrWkyhMWXFNoHNN+OEtsqRUh45+7z6FZG8cVN/68f5pcqOpjAjyYK6NbucbkewibOpcF8J7SAWVBgVLPZhroYskBxb5hZyjc/Up7iyTsfb87oO/Crs6rFyQF6XYOVcIM6+cO3J0FRJC/LqkyQLAT75FyWZve1hpKNcl3UR5LMdwxHKuFI6aVII85mayeDDYHNlOtMycJrXEt2EHWwAKVf0EwYTCMj1yjNIDzrXiUgeFwKFBtww5TPbC4+hbO1Jo0iki4zM32wdz88h1RnvmNQFyfEsjT1PxgaKlEFHwYG4DWRBcJUcppvlWjDJ6NLRuHOemJjfDxNy2I4pvHW3oqjdAWgqK0Qdz0WRBzwIy1JtM34rxtd8etOpOMBoYZQO5EQsC58JxQW95SXWUDeNBK0pkpx6dvqVIZ+uteKGXqPFR9SEnOzZOOZelkT3BigqtpAeLB28drXREDNlx0oVzYRLqAzb2tBjZ0BJUJkJS4VslSGw/HnAaiYrOB3Pt0Gqo7pAfr1mcS/NKpx3ooWcAg4eSPrp8Krj5loewveILg7bMC3swFwqnkBuS8qOE7VxWzmzErECthVMMF4X8ODfkXFg2tagHqPEkVryAjeocgYqIb03Q7UQrTDTlWhIsNpbyoxuXc2Xxoi90ttFJJnhowQFGdzS00LfsPGi+wkytSRr3YK4CuYXlVlf0SutbdGN0hiE7rTmZ16LJh25ohFbfoguhQ5/H+MibAy+LPeNtJfhW8MJuLEBA75hg5sHbOJ2lK1plx8lV51od7xkDiOhIH90HhzUQEz0N2XFPzLnUpGrDKnEaU0Trg7ls8mJdjW4QzEbfOpPUWJrWxliyZszGnXMFwSzffh13eNGDDgPiAOualBs1IZ1rzqwViQjoSRI/MOIc6MYw6+NbAr57x+GSbvzZPpirJv5bapQZAxF4V9ARXaULnrGbID0P5oJlMbGYuW/86VsKRJpRTIrmYeblwWETZMYG426Hnz/fyoLUVfDcjOms+ArTM2P+4yb6Vs+GdiyCQUvO4cO4e3T3mn58i2pSPxYh1JJKTg/m0pAZVxN06zStfEuqx65MAqhX6MERplCGIYXoXVNStmXmnT58wvdgsDtiHWMC5UUvmd5lBbQvf8jRKdJEPjgMSPxDw5AXa4C9C+uDjiSCo2eUbs3odJPitL4llEFSO0M/1iB8MPdSdmyhB+1OoBnf+vmiPReU7ihWoim8eQ4Eq+NbNRdayg0EuyrDlQdzOeWoBp2zoKOWb910a06Gab5W1AeHLRCHekgit/jtXQoSbCUdAjWFtdQHhxWJubwZlFmgEeJdXrC9ZMKk1hvAAYyFscwCMNS7vIqubHFEIyYwfTD3Kz/ODTkr41jkWmeqNGbnEF3YJyjt78CFHltcK8yEPRd6tacY8mAwF+JWRiP58AEO75LAtsdIM7TXQIIHc/FmIA2KsgrUQO/CG6DHI7q728jiwVw9GYCKAbMKCGi+/RrSc4oA2wmnPBhMQbcVkc58+Pa+5ZKyn8Cl0AK2k0oHLMiEalfv8iPVR0AlNeAbebwK7WxhOeVaWBp0lujcb1pzdFjL5hUo1nxrdbileBXoq6rDB4cpmKFkKHmE2QfvEgGkmaju0HMwthTQipPoFLgWZwQlY757b1OAqWxmZjGkiW+TfjTn6peGo5PyYG6k3JhmgZgriJxrJVnbVaBYeO/c4eTqefnPDBLvgrF1kiwGG8MIqCwbz9xCUetbouuuIpfkrQNlFzaFSP5bC3tXDC+7SpgG3jZomDwYrG0WW0JE7luy6l2OLrS4BJFewwDkwVwQcuMMS/GBJqyuVaROj/tM6jPGxAd/eZEZs5iJ62bQuVZl1BDVzd1N0ullfhG0wL/sEO7QRizeJGFGyGFFGS/PlncFebFFvZ/eShbzgp83cgQ4et6FSagxy5o2ChAUHsxN0Z30gWde/LvzrzZuGsqbId3FAk+MshfiRaw314J8sbPAPfHKKBCgrdGALKei1LuQqOooaaZ6qw5jjKMn4hhyCFyrxgNtqfliH46hPHjbp6sjVcK8WJrFv9Ic7lE9Y7xpeCzprL4yWxjYu6Jg2KR2TbzczS67LGBymlSgd31a0Tym9DYjXeaDuZPdDW0QzIx0dPyr1IWmchRFA5hx58Fhb7ILVRbiTS8eXOuEFa3jSHZ3LxDxmhkbpfhXlsBdSiUoE+ES5sFcNnMFrh8ZwQoi3tXlaJdyKZCDjECtoGNTNgsze1cXMw20lSSrXjFhglpM1olDy9pcy4ObthLq5hUzRfrgrZHcQoaeODSPAdfqUKpnmOZtHK1EDw6j6yYZ4c6Obq3+xbm5S+G65jseYBxYfJC7FI28C44VjYVKC++TDXeJkWfEYwKvroUhT6PZ394xYcGDtxvQSlHIzY4/xv51xLtJQ5fmOZAISJ5aG/IuPm42qZAu4yXVKw/eTpgFISfIUFmKuBcQVsPogrN9/Kh4MJcU7RKSzuxoOsK/Mjns0T0yxmlAnB4cpjabYKApX/8YuNeRo2bhomsHObLhwVxBNANYBufHBW7+1cOIXjGGya78JH0wt+6slA9ufqzj4F859s6Ch8A4BQZVFHSS8lDcAffKVjERxtDwC+ZMtPVzrTetR63C3hJpSB7MXZUNxXFmIsAg13KTQ2aLQhCPKes+rCgMd+nYKXKvLjp6tIaQlwIh5IPDuPIJGF9mpA0xXEsNaGOpwTj2/HlL9JKkK4ab5l4DRjWHIrxtZEkAPmzd/LjFwL9Y9GnAqhX7SGuaB4c5dS7KATI/Ton965DOtiKqNhbzhfrgLx9zixlb3VA9dNwLzU6TZp56l0SnPHjLQxaUMTpDid5wrbJHPQFKnq2kB+SDt3NnqaDh7PgjiX+RwLNBoVDZQXhjD+ZmmV80rekqMQx1L7jJDWrkd1AVrBdYCrpJUkHdC26PLvXSkn1oXnhwGJT8AQptzoJywbXAFGgGbUI3px4OXZwe5kYybv4FmECX0r2QweaAblBznL30qLrWlgKtHbtnzyRoOMyNXUH8y4KFDaWGdmvDwjw4zMIcQ093FZUAcC8NGDQ3Qpz9RFPIg7kPxIdZdswxNBH4FwS//Ukc9gE2pYyFWroXGje4VwgAe9zHwT6D4eTBW6CZMXSsW/e45F6CN3Sp2uoMosbZg7luMgYAPmYDdl641tKJLT6C2m0BbDRm8nUHiFK6F4owndUc3Z5byYO/qoh1XOEzL3q++ZdXyeYUQWc3oNPV2FrYvWIS6V6IVbPlAyi6dAvwwdwYcpZcEvmDBiGnGuE463Fro0lDlabgJsiB1zWnMiTr1unh0aUe3Dz4q4ssdqkp9/2Q4lQZisjguDxdumbBwOOQMZCdcKo9xfGFjUKPslh7cFgF+WhNlXxiNNKpHC/IQUaA6lKuMzMyTXIFIIROdbeVM5Hs0KVXUw/mnpERQHiSK0C44FQSwnopx3ZP6dMFQ5N50eqGfym4G0OuktFZsiAfvAXRbc3AlQ8VcHAqSTljyjpHLQphP5ib2q0jRCevYAHDqYCYjZd0SdChhToezC3srknbISOODZ3q0srL1+KGHkWh4MFhXZkBVokMIcOUU3Wv6KIBUxvUasSDw77ERmQ+84tDF/5VZsErgwAfnQUOiix3Ik9uW9zgVAS2NJAni01FgJAHh9GJmbCRMrugYsC/yDx4f6xB0qIsFDx4KyfbjcvIaUJ8nIq7YZzHS6urABE9mHuju/M8yS7GxJzqyRnvkiynOjTw8sHcCXLehkpZdjJzKq6lrQlja2e4cxTDA+0yUop72TjaAPYkaVBWMA/mTulu2m3ZxZpLp5riZQdV4dKgRj6JaZ38YmrRqUC9R94mN/gBiweHLc2PXzNaiUAs99LBlb3U0p7j8IO3g10dVfDkRSlfp9qCwFsHKk9XkfvTe3LYkzFOdTTlzVMnrKm8GXowd48MSAdD5oLRnKpI3l5mYQ1lCuuDwzB0XzSFyjHW3jiVaqomvYBnrAWAIQKEznmBhyLPYiWgSfe0Y26HogeDCcl2UJDMaUltPEuPg425qWcbfnk9eLtlfnQpJQbmaN1rCJh9gE2p/iQOFxifyIyFV5zKzZr3r/zGEoYCGRCEc2IKEv71FMTLyWNqh6JZQCOHOCcOuflX05weXT0dM3DB4cFhCeS5uyUz2x47z6Jzqavg/NBSDDE8mEtCFmSyJ0OZmeBTcLabbeuMFrc9eDAXrmvgRKDcuOPIqfQc2ZR1DDdiGioPDiubHx/kdQ5hirrXkjka64MWHSXP1QgmWzn75eBTbhBor8s4DeVIiAeHDcklmLxkJkNEn0rTtifxLreiWIHHqWwnhjJG3GvGeiHlSNlZtr48+MtT3Aq4NR+iYf0rSIQWsM3UT+AICSNIykrew6fIOO0JUOBoJT60Hrz9gVZaOCY7YmqvWjrhHbSiuEe/nIgSaDbMgcS1esxkkOBGa0G7FLORHfEsedWTg50hBQOtiULuwdwtaJadQLJjnjRe9fRh52ChZ8tQK/Jg7tvsOKKE+EeIkHuJItFsHcxocYEoK7ZGXTxkGH1KtND7pQJvk05gc3rzMA8yWeJaNgw4FRgVzTjSZ0eCETZ+DRCvydnutSolk4rp26R2Rh8cljdbGTicQ4SQc62Yp/04ZMCWfLJ7MBiTmREVSVwnBM+9zGRtxx8TWwfk1IPDqGZGH0NiC3NOuFeaQhV6XPTlYOKDwyhwKjDyID/uzXkVWYIdw/DM5jGK48FhC2ZGrhBxCNQu93LTQesNKKGXTLjBQi+rC8ZNz6c20kbUE+vKvxUPDvNyuslTkh/lpnhVGZhYbwCGXfqH4sFgK2axJY1zn2aka62Mab5DLa0ZavRgrhS5xaWbrujVHp/aXNWiSUbjTAlJHhxmJPsT1ixBCh3P+gJEZ+DyRmta8PLgMDe5RepmF4uARp9aMp6ZllTZpRI0H8w9nQeMSpgzGL5rP5fmriuQXVqXScDvb85AdMa1U9S2otgAPYl3+WBumE4MYmDIj1BlXoVGN6OYcGSXerEezBUyl3275guWRlwL5WoXIsluzC6+SBYnrhwxwbVFWLswApWNmafxwVwu86KXDLHlUadriwJ1aB6MMZNDzAdzTeUupTznVSHyrC1IdCibkXETMwS6a3RmvSg/z9oStvkCY2zNL3cPBuvOLX7UEYtm37VZGXajmZ7eMSHEg7d9naWMUGTHTO1Vb+Oxg8S4PQqG6MHcvrkNg4VZ7g4c117WbQtggDvJlzMP5oLnFgWCxFqwwFzL1VaiT22PWv3YMDI3uPHFtT7Q9pwCzs3kziqiHDViNGQUXEv2tR/FKOocYRIfzG3rZB1nyY4pSngVhAFjIFVutijh5IO5XLOdKIA5LUvp2hlpxkK2DnZoa6aEOTtmHSbVtY7h7TXg9uzhwYPDGsyHEo7ErTc+uFYGMBbDjdpWnAyioZoJOMDg2hNle0uHmx0lQtmgquDshMHJtRHExm++nrvKvOXB3B6zn5SGWQwQjGtHSNlZj3x2FCfhB3PH8+BWbn46QuVaCVZ2FZwUW4rhhwdzB2dBKW4z1Bsp1+ZR7im4HtsTaDTQydssBcl17d6sVYwp6Eu61Adz9ciLQy67PcjE+ZQkG71CDwRdmeQPBhWTLg4xqj6FQ2hHgpnQM470WauzlRu3TrwKg97WoaVoRwuHDw5zElOI6yEzHjniVYBAVciUjdtw0XzwFoUsdqRv7jMS5FlPihpfENA7hFAfzFWTGWGM6WZQ4/KpFWU0lS0PxqwclsDyuJkBgZDxLPEZ/VgEiZZcsvJg7gKZUc3crZvZfApFDy0jKFLn2JUP5s7JjHmkdOce9PEpwznbkoUKfZhmVEcJUHlxTQyvOtzb8oeUPvQ8fHDYVayDjZ28KIaOV634CQNG6vAihyMFumBaOZ8SwWdjdinThUiyKvfQyItVbV6leEF/LsnZSwsAZG1X5w8FUniWkS6tQ0NYOx44cqx0gzZGiKJPaQjbSIho0X5YrAdz4cRUQDfIigT4eFWOFzvJia0vXJh6MDeDmHROi9zCwqZX9SDUUchQbizRzQeHXZCzYuF5BBhKzwLCZXJnjJ5T0ATNmFdGlIP1qiF/utJGn0bMKvHYFuZMDAD3KQd3tCUlqD58EuXBXLH8iJd2ZiMoy6fgPOy5wI9ecLj14LA2cZ8IWj5EofUqzkONyYSINtQaPXgLKj8ycDqQYkPWp9go7DlEnfZGytYaO+RDuq9XdbbNX1S3Vw2WHzPZ+fAozbMWrfTMY3NrUzkP5l6Rf96q5kMECzzrRZ6eBU9sX9R8MPdFt9VG1HxYF+VZLjyjRDigt3SscdKgQB40U+VVpB40kk9R3bcNH8zNkx+NxnRGHp7wqQE5dhQZRlrLEOzBXCvzkxUGefBwiFeV0uklany03opFx8a/TtUeH3xK+2ZTaeTj7fOGcItnTv5WuONVba46yR2oXSE09MHcuK4WH0DmFl4BPOvDnO58A9rtCKmxM4pY7AQQn8pC7ipjxHjbdCF88JZxFhsSJPdhDvCqOS+0poC6raGFnQdzS3SvVMWYW+A54lngC9uKE0KvGC4RAe8g83Wh9Co8I/QMYYVecIVqtIAl1jAQfQo7qY2I7tgbmgh5wrRmViSDw7M0ZPWYj6c+C2x6MNidzMjFgbgusohPIUntUC4UXjGWFjQlWFkvMtWthkxDv1jwEpnzQn+BkO9wFLoVUhX9BAEFLQBFnBhSpsSFUnEu1YpGXzKF2IcEDB8cZqHLA8yLefFFPUvOhrYEAmMfSmnyYC6aro40SfNiqgHPiluho0xG0FpeYh7MVSHDMHMVN8ZhdCk7X/ao1Y+3RF+3QWQKuQEOrlthFe7RKpteuSBfHsztMMsV2pDbxjS5lTbLJr2w5OUm6HvwFjvbjTnltCI6txK7on1k1W0YP2UP5pJ2C6UMzDE+e3iWd0mH6uNuNOL4YO5jl2+A0Mw4o4pnmZlqKjnyePtoOw/m/pBdECoRixtfuBRq1S5VEEFW5MH1YG6Q+UL3hFzmZolb+aSukoblrYOFi2KbL+InVW8uZSpml9YZkbuWmvClwZQJyCW5FRuitnJljFeM0p4Hb1nILWQ0EYfi8eFSo1q0jBgDdg6/fDDXRReAaN7s2AHTs6yGdunY4jzjzRIPfX2yVpUwt9LDoB2HfGwdj2YezE1FU51hzI43wJ4VRaRDCWTwdm4jHxxWJydSYRCj+YniUlEa6EYDL/aOCTsevK2CVuqiwOxY2cSzst5NKgR1vFTm8cFbvFlQBgEZKpSMW/1hN+mEtvGXig6D4w+yExwNt9qwuEeTdBlL6MNA+IZRTjpU4FaCXJ0l7YhXxpoiFatx5h8sb1wqCRidiP2yKbdgeXCYHhpSEt786OCBZwH42aMLUIxDdIEw9GKVi1REcCsTVPrwC7ctzyA+OEyfJV5hMj/mYXAsPlc9iiGK90s648HcQLmQUctsZAOOS2GuacEw5SblVJ2DND8WQOFYcX706CjXG4e1wc5oVgp3XSpI3Q5FqzDm5OGUaITtookw6lYyZmwsfECMx59EHswdMyfuBXbLdCa5FQ0u3dfkG0mf1gdzK3TuCB2aH4UOONaYNiQ8D94mzi1kIOiG4vm6VY8ImrQIGO81q+DBX42yoIx5hgpV41I4ZOgJoUe2kh6iD97+dJaWuM6OlUiOBSYPlTrG/VM65IIIiC5nmQm3EjJHl2aBkS0Foz7Edc1ZcpFLNZbuKX227KUcT4tNHbqVdly32ryhSxUEyokjTDw4jEnugARw3ho14FIwXui3EVt2Jx8ZmNrc3Aj65lhV8Oi2Tbbd2YXFg7l3xGMy9ObGJSUci4qLKA249haYwxhKW90YLx64lScSrT1jZEPhIH5wmJm4xaXYHAM8wbGMbO5xn7x9djh+8BbFzEiqplsHycWtvODYs6fm1rq1sQyyu9Ynzq1Oe2zx6pWdxmT7YC6cudHEWfcMCJ5bhSnUUnbY7TkgFYeoghlGUgzHCiJnd9KB7TchrY2ked2tDCS3ItNBZ490bs9d48FfZ8Q6qpyYF6UUORaQTV0q1jSHDbceHLaVLQi6zQfK8HGpEFbmRR91dGnZ1oPD+OStCyTkDq0/3sQldfylYoQmneDm1ECKPPg6vAlNla4dkgq6tAPUg7dpslgQILlPR5o3fRqRu5Zg6NK6IwQatMp8ZMDeBCXKmC6EAD0aRciDuX+yEtQRmTBHpzfBMSLTGDqiSwmsOWAkU7bQ4+tNcxf5U/RJlwrdeDA3hKwAwQl5wialNzExM4a0A6WzbBl58NeUbqvfkXyItsGdfuaMibzZ06Goog/mYnbfgCaREc94uNPRhzEnj60ORbvgZicjti6509KoF0QbFnrUHzyY+0SG42JDdhAEy5t4WHlLaFjVo1ZHSgjlBku2vEnHrIOeVG7QJCUezI0gTnIHyvziyo1jhY2M5QxN0VVczHhwmIZuFEtWWfGJqTt5JfD+iCOkRRF/Hrwdy3ZM7OS0HxTe5MhBk44qznckmMmDwzR3tTxdChCLd88RCpuKmPXB3DXx7IPC7ILP1LFk7HEfNhg0lUU4Dw7b64qLKGUXLQa4ExfMO14y06FDcQ8OYyDvGe2R0Qo8eROLCxsJA8b914Xy4LCr+fGpANojJAG36hO4l3I06Sl9ttDJyYtMA9zpgJedRbJDe+6zB3/F6eq4YkJe/PRyJzQE28iSAJtDkd0j1g40PiUMfgUgiFcMd0hbcXKCCxuZgCN5E4klW6vM6yiGYB7MXesylnkjw7gD5U5rA/TPCCaait+aB3MB5e+nnrz9+/KmDY2a1EKfMTdB54O3TrIdJ+mcFgTpUhceeLGINm4sQ5QP5oYRg2mANrPQm3OsFGo25iaUbUgg8cFbsfmRzU8JYaEAv2IC423C48kOdVvy4DA2MZo9KGbEPiQciwSdrfUePXtqsgEAlRsRfN1pT3VbZvPsFSoUPEaQ4xyDhvmVFNtesEVPz1Z4HsxN05UdrMmNG8DcqQKQrkoF01JcDD54a0YWrKQhQ4FR9CYJWz1KpM/47syMuB6EsxvoqUvd5dFbOtLoKBEQsHGTnf5KeNMcEb0VWkdHgcNC4qdPdno79aY5RQ1GtEA/udNlgm7L17sd3uQg7IU8ldtZstgevKUhbs2wYz5UkOdY4MDt4+dww+h6A4ZF56WPBH4FRmRPuKSglfj4PpjrhVb6wonsiKSIOwmeuEDhhk5CAsiDw+zQxI1LsqMYN3cisb2AUW979A/Ag7l9ZiMtenMhhwOOVSHBlvSU246rUx4cFjY72sDS2eZR0K8MAPDKzZV7FJRRacHiTLin5lh5ZTaHIq82sgQNgxwq+ZGp0p0Oy+g3JFR0pxyTB4dJySuMwOnSATTgTQWu6DkFs2ZyJwwinrQuGjQ1bwq7fDQSYksehT6Ye2VmROMkruOM4FcOsPbj3tSWzJMfHJY0M54uiiUMaONXDqzIm1OOuxRqA5Zb5gzCSc6x1vx245isreNIFWNkqvjCOMiv4pJsQxR3NKZj4YO5akw+Na3kRwpa7iTjxWb8grd39EjwYO6SmZGDVgzI9eRXc/M+dNNDW7bYD+Y24OQxxY78eJfpTmFCLYoXNQ5iY8gCEZVzBAlTXCrN88wpzO05DNNu/qu6ciwDqOK7ITi7FDz44K2XWWzI2dxXieZYBMY0nwgmWvOU68HbN3KLHlBdUaUe3lQ1Zn5gybpL31QUmOJgxkDHgmNxLWg/M0kayfcV5R50QVmMvUlqaadYI7Ivx6h4MLfEvKgCjhjI2we/2iBl1uFWt0u/tGZ4SrOFKK1jeXnQoUKKxkgQ2R4cppW9Cb7MeBvuuJQsZwsyGLGHqDJ5EUBNnIQT1K9GdG4YXW+0j5/OSyAEZMdTMneqbMPHonJrVvF6cJh3bjHkjlhUq+ZXLDTsxm0AvcOCnAeD4eksxREoOyax4E5D9uZzAGFrgnHy4LAIcwtKEGJRFEH8ikV4HOcWYY+GzrVZzs1ykWSOlcRFY3GDHe8jhWdQoOa9bw2XUgA03gNjsUd5QD6Yu+c3sQZznANxrKMg2/EQVevIQnpwmFfnGTpQsqOPIncycrjftNZ2ZwnPFTCSiOtktfwqx5PxDzUetigLDw/ets12UCjntCMzv7KjRk20aYt1ED2Yq2M+FNNDzLolxK941Gmege7QIKR4kRVmLwA9fgWnjC5EoqUxuxSYkutW5s3wpqAeYyxZMhtL01oFwT6z2d7hV2ZEN5ecuR0FcSbx4c7c5NjoV02uxnZSyNhVCrz9QdqZw8CNftXlaUexBm3PBVoCuQTMU3ayXzkB3VVxcmwphmcP5o6YBZ/0zVBtjPxqbLmtNhG3FLs4D+YamUdgxTNUCSJ+NV7SK+wcaEsDcmAEMXUlrSA4Ux95SwKt0I9MdDw4DEpct4hBZmRzwp2o0G0dR55045ityTiZkTHIna7M0VVWCYzbnG49eNtFFruMMfcF+brUl5FjmUMtGeXxwWFHMiOoXTdPxRRnIoNAPx4hoSWNHDyYS0ZmVNPWrRP3cKZVH5rK2osNJNt4MJeN/FUHzwyOQnUpLAV6BoU7HWkCyIO5X+RGAwq6bolGzhSmTc9AAqQjwT7ImV226wNnSs2hQffiDgoRRJtEYt6QF+lSVb8rOXxpxL2/B3PpxDeIeMkw0rLuNOa6LY2o0Id/5cFgaWIdqW/yIpcz7mQGaA9R3dSCDAbnL/lFAHcnOaz7SGUX/eVOeXAYmdgTK1BW7MHpTntM9Q4dVppRFfPB3DfZ0fMLTTR1yJk8C7fmiSud4XDxwWFyYixFHOUWpFp/Aqqio6D9bC6u1wkJxUzCS4VLBZ3Qk3iYWlGM+2CuqvyIxUPDcCbRmZrQ2J0lPvWbVlqdKRfyisYtf5oCsMUW0PSaOPHB3EtxntM68gojJH+qyqIvoaDpFI5SHic8nSWlIXUmIWNMTkJtSKTiwVxB+ZEO8YDZmBRnwqSwZxRZtBeWeDAYmbg1Bah8+MbDn7La9Gul7gM29oiO4syGlSQ8qg4TPY+osN1F5YO5g93WF4Pz4QMFHsVGihZ7XthqW3wPDsPr7pkqMB9G+XqUmssNBVWM7kIlejDXcGbKI0cm8VnlT2aTWhPGls4gAY5jnSadl2ISzkQjhtaUYkHz8QB7MDdUdpyDoJNIXgFnmsFmey74oqP0sLY1yYFIa/7kRhsUTxQNoBXowWF3s1bOGhmcZYY/yWHQ1LNjY4Cj+mAuajfLT9bcAscTj8oCRGtOStgZhu5CL3CZWziR8yhRJLvKqg1vGy8hHrzNMotR1pH7fBzxp7xFLY7UotVQMzQuvhAjiANzphJkNBIBW/tvB4UHc4l0PwXvzIrfIR5lBYkeb9Fp2QuZB3MH5cZtGTGDuynOFDhHj/mk0Wcfjh4MhigzhlES11nicKYQUhtL0wMvlqwUM1EwcoUXFPzJD4tl/OSFQiDpwVzIWYEoA3kCgjF/AnP1J3XQB9isMiaOxRfCpc7UgUUoiizeJUJSD+ZSmGUGCeQ8GYY/faDSlkOS9uGTrgeDIenqIENlXjyt8qgkK3Qla9he8aPswVwN3RxNY2YYUEE8CokZKXRatNWR0geHWZBhhO2IaTzJcya9sD3a+MFroc3pwVwmMwQoavIbESz+9IJLT5II2opEA2LIIWYYdQo9CjNzj4bSeePcHkBuym2Taf4UI2qTVlDycuFuPHhLYrbbZJXTgDj9aQYWDWrkiQ6qYkYERZwEShRnckMhyQO7H5Oi8DqEZ8bQNR6Fg7tLtarkIAkOVMA0I5udKvrTjzm6yteg946OejBXhuwCSyd2ooU4k3uwEprDK4YrwYO/uMgtalSKQ/eYOROCLbs0wwBOvxOjEsthlpb+hARLzygF25FEcJIciGfHMh4elTi5S9nE5g1pgw/m1s0c+Gxlri49/EmMRD8aaNqSKiwfzPWBFsf0wOz4eMOjUuTpxgGieweFOA/e6kErpfE4OxYh4VEntA690cWbhMrtwdwWMiKOC2I2MBidSZtjkxbR42uR2oO/msyCNARlKFEi/mSFSYtC2F7KurAimrhOEQhn0iKxR9eIx26cKB7MjTKbWKJAXsIc+9OWwj0KujiWm0GAkZXovPhTF+0eTeFlzPehy4O5dOYTc1TIR0S2+NOXDnqF5YNdaWfqwdzAsykyTMyPdjI8qm9Oo3CTtjEBkD2Y26kgSx/C+XHCDI+6cEEX9tHaB5jKSJkfIzB5VAVJPaojgXfv6frgMD35RF7rjBSFjzMhQe5QDYzjTRtzDw6DmxFNj3TVuCnwJzqBmlSIyet2WR4c5rIJqAPzdTzDmYYmN5ahIGMsoi/ylrpg3uT4Ex8B20pojrEYLZ4Hf4HOLWagdkPzrHo2KILGoKZsa+pB8eCwBp1IgpDNjm3eeFSbDU0qBNO7hErlwVtAWTBcN0ONGnAsnxl6QpKlrcRH3IPBXnSWriCaHYlkedQCPZo0dEnW8yZFFDVPqeVxrB4Qm4oYNWM9VYJctEXojs3s8OwSm56DEWYzUeXRxmd2BNPjUQnCutSBDvlBl68Hcy3IHN6izF2ob45lY6rVUozZYiSgD+ZuECfQUDg3Jr7xKAGm23PA6ZayCyCV18UBZsyzXWU7CmvRxgI7PjgMwAxj43Vl6JHxLBiAPebDYZ+Bww8G0zIzfsHr1vVA41kvDs3lCN5RuNpgGM5zjKsuHtU0pLfqPO4oaaZ2S3OMpSiPYmrcM5MXW39Q8+AwnxvX8rprIhR4Ns3KFotpbjYRTh4cNjQ3AlHRLdA3wrNu8+7kI9tvI7I0RsnSBdNMnoU709nKI9tzXODB20ixjip95kXPQI8i2pz1fCDqUgYvHszFk7s40JE52HjhSGdkupRLwRxkBJsKkY+zGWqdY7V8OV2vUpdmIGApKv9VnTnSgAvdujM4dGmHvQdvDchiQBzlPkkFjiRmZKz2GUeP6pl8MHeWr55BNnHhy5HsgMZyc6MeBY3BoI5M6PeOJOFPNgIEhS6FSvPgMA0yAh1XuUJSAkfKAtOlUA9mzUsVD+bOkSmEGZwRkA5wbGmVXMYEpiYd831wWJ6MZoUp71VtcCSqBGNIUFSd5ervwWBk3VYPX/Kh5uJIfnTGlUOCtCha14PDMnTpNCAhr0hS50gdtjfOLUqPht41XpDlUIBxJKM8b4rv6yysdx7MPZQd4DAjw4kx40g/H8ZYRFNoLENB0rbILCRkcaTCDuM1XETayhKDB3PluqB1f7KiXR9HUnShgRAQbSprSg8OSxM3KcI5u2gydig8P94fona06GLbg78KZTsls7ygz6gfzekwxnPd6ipRYL7ThOzC6upIMQi3phuLrcGA5YO5ebNjnzJokx2wPIshirfODA+7CluOB4dViZ/QTc2Kd0odas7VK0WLUWPpEWICZQRZgQMtPzJjxIsl+xpLE4QKjHWyWSkAPxpDl520oT3Hhg/eYnZ1kBLJi1cOHamHgi1l96M9B5yi4pBhUKlwpB8jvGJS8WwrScSEntXNLS4pHWqNi30lSEFLERs/mMvanbG5RYZhuehIlId7iOfiFgxTFnhypuoGi2dBpGlSCl5jbtyGB28tZbslBOYFrZ6OlQJBB2CdNaioiQeH2ckbFJDK2guVfnQldWM2abINn8weDNY5Pz4IVALefj1L4nRfHsixDwNceHDY2fyol8hJIUWpZ0+EtzcGAT3D0XxwWFvXbapNbjwAw5GeTkfp0aM9F4AJLOrKU2tzfjRu4EVCo8kOLZL0YC4DcZsWoTNiIRiHMm3TVV64aCkwRB+83SAL5pBlqNI6ftQJtt9GbOpOvjEwAXNyY5IojvR5QmvHODUUG2sezB0hl2h7kpm8wvxIs4sXktXDzrKV58Ffl+LWDHbmwzMrhwoN1KMcQIz9gIA+OAyB/ICM08xgBhTHcjbQAiag0E8W+D2YaycTNpaQlci8/IiImQmWalrJj78Hc4PQSnn0yY6zF0fyUrgpxOXRSjwYPZi7hiZ6gVB29Ex1JNOr10SYpz36tOcJbjZc0uRQnir2jh+u3dhmdtzk6zSdEuZZyLqt45HMdhzKdKyE06lapcmz4TdvnmKBPTo54cFhBeYkoLX5BAInDvUu9JuWmu4sMWUFo4dunScZfnRDTWeBgzKWQYBP2yKFWe7EkGOLZNAN0vRpzhBlHhx2lRERwHXflAniR5BWWzAcqYd4LqaRIT/Kbo7UBnHLONK3c1wVeTAXw9wIVSd28H3j2SJWm9BQj86kXPPgMKKzoQN15McJZI4kx3Q/GrnakkpqHsyVMDOqCRPXiT149ojWdkxQtHX8/TyYqzgzYsoRV+DD4NkkSjKOr4FdGqbhwWHYWSsvwOwBSaNDUW7uFGNk6MvJAQ8OK8CJBeJPftyz4kh3qshgc47sUjqvPYnzhrYhh+pBuGH8GNg+suw8w8SFT06eFcuJ6x647dIPPw/+Kp3FKOnMfTwCHSpMpvkC4bTmFw8PBkOTW9zo7IoC0PKjQzL7MMd2Wzox8uAwCvOilyTiHYc+PIvlaU480LhLZa8Hc9nmsiZR8wXAQYeKYUR/+dTRR/iYHhwGJiuO2bpRvoTwoxMXZk4nwF3qBOXBXLc5gZqBmQLio0Mpbh3qIGzcJIeJB3MlyF08IrOeEpNje6ztDU0wtxFRHmYyiJ88ufCsmLuxFkDjJr1AJ8PTHEENj0MRith9FIRsJGY4PJh7OCtGRRBX8ZLDs2bKbL7Bwa3ppe/BYB7mFpNJxKJZMs+m0bAbr9joHXxwD+bO6SyddCM7vponMe3d+AVF79A78GCunk4tYGyy4+biSUxZtCCDQT1EdfNFUFM3yRiFH4mQt+PQpdbxSObBXNRO1ShJsuPkDU9yejH+XuGwRylQYUBnan6Q+MOhOtDRWF6sGHt24kgAJsdMAQATx+aoG/+I42WLIuI9eGs523VmzWkAnjjUhDXb7Sphdz7p8mBujXkFhyxiO5UUHOonyPaqgbLnL2ne9Jh/SKM4FFGFcRMzBnYoWxG9KTRzt+2JQ9lxGHOGQLJDZT00LXOXS9Kh7BLsrwlNG0odgxKaTTMW/MWhqDxsLS4bO0oPGw8O45sHKejNT3ktHCrLwq5a091SVKA9mAs1CxYBz1Cqig7FVbmXFgDYn0tyPhBYnLO2JRxqrG/M5290UyEC45vUZwb7WjnUmZ9GhOJFV06ZPZgLQYaRJ9q1QRfCjzA0Rk5B1DOUuB7MpSBm4ESE3Khl9CQBQKToKmf4jNtE8XvwVx5ZLIh37uOB5NgYRttHlgQN48dAkwE5xpNOTzqToavI/YzrQKEIE2I6/21BOfbFnm4cw6V1HGFifDGhe2GHkR85OKAfjZRpyaSnB3N7yIxmtt26JFv86M2HluGloXOwmPHgsC65MUBRN66zy4/cFDflAlKdiAXuwWGymIaqkAyjhhtPasOgQY8o2EFiLK83U/OGF1uOPXyhaRzRGkcBpweHzcmNgHS68hItP0oLb8siNfThPz4YbIRYh5YF8mLoB09yAGAbqQSgORzwfDCXjDiUkqgUQ6CgitUAQIECwEBFBgDAyyxgHODMEgAAQxQQEAAAABAMDgKhodp7FAABIQ4MnmwrAHwNAABAAABtIAAbkD+0AJu/Ls90hm9067sO/tKVcrX266rGNDYVd+rXdcQ18BRs3ZPSNvnCQFO/LtDdZnnt51X3hm6WP8Gkr5v+bSXCT5MzL+n3fNGhMq/x29u2+1obrqu70G30e2+8djMvFsCbn/b17R3qRQeZqqdbAHO9ruhmfFHM7ctFnZK/6Y/5utUTIAO3femuyjf461ov/6K1hoDpJtjngF2VgYFgNHFMBtP1DQe7ygDbwej+sjBdHePCLg+uS7GdFqjfc8NorzE9TGcdY8TuE9OwEtxhYpdHjBSjb2SwmO7uirHry5AxOpVdycPQTxujI4aP6QA7yK6M+daQ0ftP6lHekiKdZWSXashQMnr0jCzTTaeWXdODy+hRm8v0aTZO3XHDzWhykB1nulnBmrOLW4L2ndH9oWc6/uKzi2b3Gd0n08+sa2h0dx2AdsUcrj+jVzoAok4/08c+jFnHvYwohe9ZJ9mxQxFClvh9wdbGenOC0LVNKi8sTe7Z4N5ush/WXR/b+57FXnZjaYfqmNlraxt7FtCrhZWRAs7sg/htuPxiaZeLb2R2N/ahHHcGeXwjhqXS2L6Pzd6O1q3urN+8/6S2wxc759M+vkQryxqvPa0w0U5ijdfKrrM8ltvnGTXb1J0Z+c0m0yAGIAMBlI7JANk3NvCbgpjCrGCrnmXM/t8C30OD+M65AQV+NWXatsBhWR8kQYwRSLQt2SdMEhLlSGFDbbxdIo4UlMDHNvozW5BYLBcwfe5lLC+p6VsGUrPZ/2LOQNzveYEf7v0/+Nb4a4ZB9qPPlnjlEu1DbAuR3rX5PANvG5qz66Km7dMYtgkjK9uV6mmSEHUbX0v2CMQclumJNUZIvXsE8hXMOqqFPgn2vUcAXUwStuUoQdMwITXbhDs7Baoifr1ZGJP1Cati+4HFFi4k1vwGHmy4iw2sFRSGu+raeMH1oRUDhtZSuqYN0rBuwNCZS7s4cPDSzCl+gwgQBs0idvIVtffTCYV8WmZ3GjvrTT6v+H9h0Y0jixbUZxRf3AcXerS5wNgZQhCh2YVa31phZayhbbiBSkYc61t1ZqGVcMQR8b/rXXlWXFp2eDkcd6j+tqg7Bw094vYZQ2TmjkFUr1sjF7EKAZhyI9wwX4WUa3cRT8wwRGvuRDC3YsPtaL+GsZW2zrF9JiQNakVyoa47uMgtzK4t/eaQ5BFMSybmuaayecZZDUwQw5qc7IESxxS5zRlV2xPs5yeMSRpkWqBc2Bq2MxGf0JWuPSc5BIcqGL0epOPmKu4ZGa2oYmxYcooxS9Hk0r/Bocc03lvAxwS7p0nLha3NYXzh4nmbFwyo0/4S2fxCMZHxS9ArmEEVDWFQ3+0I49cxgCROY1rhJqdy7dTcTMYfGW1n1POJHXSzpoGvo2UNecTtaApa2843D90O/yebYPc3NiE9Vqu8CHRKs8x1xgH99l3c2ti5zXBNY9fhpkboGNSEV3lYP+fd1tCz0ayG2MENRFsOaKaVLbgYAc1qAK827yR4m+IxzGrS476GVJgXzzC30a6BaGDnNor29vq0/7sblZpjIb61yS5dY5zr3uOUgE1yzpARVDdsc8gSI+x0EDg/1XkFNdvByA5YSQx5vCCmPRpTNPCpQdC6p/C9493FjQ+xz1bQgG18bCx9wBrQ2Gf37Qb7wL2PWPqNT7ivFZRVw8oGnPkQ4W4yz7N2QSZiW8aDuz00stMexXVd0JY+8Wfys9jcosB1tz8J74AGvXoQhFe/20XEoRBUWAztY20w3TmMiZRSWqwUhq8c7tx+adsio1oYYSLM3olBtkgOT5YUra2Wot5rKi/bV46II6br30XspkyvMfumBuWmzMqydRIKWj9htr4jAJVLKFSdCdq2UZhnIUXOtBWpzuyOuMO1mfIU3OZXvR3Iz3hK38NW1Km20MOcU2H/WlSRjp/nlOulvAcaVSkWFwVQhlex215dBlhgwfc9zrL2c7en+CfqsdWya5lryTjj6jeMuYrfNo8PwXWsui53ixjftktx6OigothuNcJRSQSw/NI7VmA7XYThFEZh5JHmpqCY++tg4XZh3re2fujBLgwDHWs//haTMVM08zHV32TObTsybBbIbSPBa5tQTtm4DMM3frqVmaHd7kx6BdugBRJvPVzNtX7cbnMSu1vQMXQzbHguphgiEqmfpKWjovkcl0O11Xnz927rYhygBZqSRvRle2TsFtHEO/07yDwNvsJtmnTlKVhF22AcGUZq3pV7/KLZ1CLr1aCftRqAz9aYws0aFp+t7cTUZKO8PuZsbj9qm6sOZ9u0zXlO3jAjg+gOGcF5romcjh1mOpJXci+HiVw07uNaHZwCxNrdEBtEtI/TPtba2FRiPVax3tH3+e2GH7qh/Z+b6yluB6ef7G4i0wjOyx3czP+ZwgFGX6Ou+VsgicMCI7lbWxLWwzdXjtXbvOTVQjzYWCCelwJf78cQof1gpEiw40flzM0bui2QLd0Q37sdBau3eRTXdD3lpnA+r+FkUp3O4sL72mo3+C503X2cPHO5LTKgAxATi3V5hjSss9KLPDXDVmgrz/SigG5mxsnmk2rKZ/S8NR+m0Ch6sFmfrTDuA49x97fT35b66mGg0kysVHJGggobxF0eDxJLv6V2+5wUnwijQhvFwBBTvgD8bt8YYqj3T4txaeiN1aEUw8PGDFPETr5bI54l3t/zpoYnWeeKSlosTjHxtE2560Uv6sLTeLo4ptoGoYTYe0Z9pb80meIaPOqztjzwQMaPcpf9Y6bNIcsHNagtd5HkYB15LidrM8YD3wIvDCaThk4plXPWlGEHlY1uWXkGIGn35ReGlgD12rBmMQS4Gl0a5PpyHoWeA2dmmH42TjJVp2i4xXSqCc5ak+1+08QdrTjPNjdC3IaFOXA53mhYg42nGuwdW9RWmNilbhRrbcy8VnL5xKh5LhK6c05tstYaABedWuW9NN/b/z994Plo3czFC7aIz2vaQWQZG0+lM89Jh+w9IdYbgZJ0tiUFHI1Ag8wWp2KRcWj29FuPLu63w06pOxnivJcKHrYnBWlS+rzAsCrlntvSk+ahPM9tS3IahaZ9yPMb6LwCnQnhUoABKUCcm3okFeSZdUy/BVi7OWPtdlgM2zr7jPJbQRNeLvz6YtjFeX8gzfUCf0/c6OoItF6uBej1X/H+lEagMe5A+20NWq6HeX7PT075XyqHthYGoS9OQW8hg9AWtQk9XdnpGBJbieYgRqNrSi205veTUj3almLamRQ0LI1FcmQKxv7UB7eoJxAb0/RkldhCC9YDrYw0z2HcekZ+yzwewNY/sm5gow7D2Ha3k41q5vJvMJ5ld077Yv5FbdiBbY+a2UbBwcE4M5/cBlr3ktW5hbOywDXHxS4GA6fAIvOrtx4Xuz/1TVitbHuzH7/23R0Gv7DGX/6O1iJ4fnPjSXYXDByPtBFe9TAZXpbbYUDUNm+JKbGPhpP58uTKGUy2xprGdsd4YRsByu4YjjFAxsYZsvHB0XZsV/UQ3q7gAW6T454tfzVexmGwX/5ETJvnu2UW+Ro7j4N7ggP5Gkl4whoaYr9tDbN2GU11mEif6ap1T61V9W/5batH8AGhA1NrpQ6xQ4VFdmO77Ecy2W7C2nR4P+s24NG4G3pB9Nx7h8x59+HzUXvQ3NvD/ay+HB8aSblW3iJozWv8GhsW/7m3NX7cwXd+W7TwTLb4ae7LnnbelRp3msnpwVLb/DNtxMaboWGRf6yNVdSlNqWow23dqN49ZbsNn9L+pgV3l62tZvjglNuVw003yi2+d2qLcgmL76hO47QYLMFTH4PTR7D4jnn40ctxr0Ym5APdlQMQBuYEZCtopmFyHnZ1XpizRk92+/SFc+O7uO6YwYm6kF8eeIP1urwcs4enNiTBVXt8xLB9OZuQ+J17PAVg875cXpHALXwcqJrGr2o2l8Jres9hUD+4NvUAsLuYEhjXi/s4usc6sLtfZYm/yUIf4+/0yQlbkZbBbD/Tjf8zZ+mP6fD/9BrA0SbAE1+zAIuAywA/t6U8xf9jWPI+JJVrUZC+GQUTUhyectNSOBiVcDmK/D9FhfmpX5QK01I1RZXXovb1TFTdfiqq7E1xS6rui1Jke8qXqYZWofA+VdqYwmxUXo7KmalkjeqLTz/6FLeqON+kOntQsCKlk1Bb25IqJ3zv+fZ2U+1NFfoyFa1O2biT7jvJbai13yJDOw919pdogmktNM3QXJSaBSqL7lGGMsp0p5m8Ialf2HxT92TiyWWZYKg4TUbuyisTT63ROm1T4xbu26Eaq1B4GKoMTI3sNdEZmO3IQl3S2kJFKzpj93tTseuT3LBjrzy5Q1JC7rZCxUm7dXnKKegzr1DuOO1/VMriDqsKnW2oY01zz+lE3VaksChLCt3u0y3vkkIzJDWukeAlhXIz6tx0MvvboQvGo3R+scwIvdtQZzYK96DqclTYN6C2FpUuR5kQCHxs3tmoYxVKZ6NyCeoGoILNqDaempbrVFSXo655qNJPi3L+84SUb0bNGJRuRu0BqGYw6s1Y+3E3EsVtqLniclTeg5Izsxl3s1FKb0A1ZqPKeeNUHE1F1ULUDkPtJNRejoolqL4cldHmfK/CdTOqU1HnQpT8w1C5B5XqEtRsOaolytffazaq16LGTpQskY6+eR7qDEPpJNTLl6CMjDj9dstRdjPqa1FlJMrnofYwFBQNXX9/Dypcgmpw1wBcdDlKm1E1X4tKI1E2D7XDUDgJRcagvrTxNPe28ajYjyITUliR2ltSrM9JmdNSMxvVZqayJRUPQ+WQVMxPZZ2Tki1QnQ0oGp6i6aebkMp9qnRXpPInqjZCFbtScd9JJ6dmsYqPU/FsVK05lfhyVOf8VNVoVcxJbauqW22yaalPV7EdKjsMdSNRLSCz65+ZsvNsVDtjJXNVaZYq41F9w2ruTc3cUy8++aLUnKjiMSjfrYpVqFqg2otSbbtpS1a/4FSesfI8n06L0SqIdskqrznF/BSuQuUmFS076cWq2aSq2aVfhSpnlzY59VtSYYXJFqVm6IksSukW021VleO1gB48SCVvq6qF6ojtszLupATJw2c3M+V0D4oDoBAJ3vu9s1ln4jWqmIQq4064MfWBJr5MRa48vWrVrjnHo9iNjZrtWFMeeronZc6cHaoYm1rORpl83diK2e014SRUDDeV1SnahtrRAhVd/qNSFgLWytwIVVxO1soy9CR2pfrWU5rOO2WtUeX81B+P2ibVN+IUy1E1SxUWnMxjYI8s56d4YCoLVN2EFG1M5RgUPupWrI9zDEojUdPYVBuG+mSQxfHr1pPaknqjUpl7QnvNya9OoWteFvspJx6M2s2o9ogGxW5/81PHzC+ZfE3sG1Nt4PzUW4Kasan2Z6DCtJTeevquFNx6siGpnHKKu1K56ZRuRk3hmgm7XJrSrU7Nvy6VWpRyhfYu2M1GYTlqLkEV5N8cWLdXp7YeaghMG1CbmRpbT3IJqvKhp74olXPTSeeefNh+lHVy6kIJKym78M0dJ/Hj2FTyw1CSJag4ZFz1gtNPEPp7XmJy6memqB96OrtSGJuKo1KUV6fWftSQ0MWutRYVP2auS72fjVJ9aepWoeRI1NrXn0o+MHV7UDfolMemjIEQ5gqucXP3aaxIhTKY4uKxqV55wo2peS1Kz33zW39RSore21vNyb0p2o+Kl//qVo1BzcGoHZ6K3afflcrzULAiFRtTcCeKq1N9aarsQW3QKe8+1frTrUvls042yprQKu1N+aBTx6byxpQ8NvXLZDPrxqP+eD6YtXNSNCE1O1GmOOxkfydKtgcVgraThXtQOf2EA1A39MRzUmFdCmajeGwqh6fSCNUPQ5WzTmMymW9gf3vqrz/xxlSFe3Uqz0zFnFQkbi9ebc0pZ6PGotSch1qPcuVaDS9N5QbUshwl4WvcyuXo07o0pVNRf9mJhqHGZRu08qJU3Y+iESoemIqxKTIw5YtPOQxVM1M9HhVMTtXcU0aiwkEnlVgzVT8JhWtOeX4qD82Bqq8/XSN/wjpVl6a46VTYuj3l01Jv6hapjE02Su2c1N+ewpmpskDVo1Kz56cSdqiMDEblkFSvRdGolCxBqTEoGJvKrSdeghLbU7/1lHectuYUDj0NROQzm9PPOs2RlqmwvakyVpvTj0rNC1QHXi5fm+5glK9RzTJVTUJNm1E7JPVJqDo/5TamTreegFo3qW6Byt3+mFQNTNWO00w5pQAzSFVDUtFFH8L1qK9F3brUrE7pZtQcpMrRqhh7ULL45MajbFoq96Dy8duK7gKVXitPNOVUh6o8iRqHYr1qjDhNVDgLzQWnN131yb1epS/2GvTGpmg/qs5SaXsfgcpJKP8vVt2MVV158pDU3Z4iq1BacKolqzROdbeecqer2AUnYl/rTrZhBU/0aSc5TlXzU5iTWgNWepnqh6FgBLacuTqV3qrKbrjiFC+PVvnE0w5J5XSVWJ36VSi+JaXJppiiKvNxpzQn1U6ZI83Ym9pxqmH85pm9B9XPNH0PSoenTt+tqrvsxHNVnaLy56oybUbVCQFML3dRqgNQ90qVEcnRJRxxysYU33H6Q0waifqJKqovR5kTVTH3lF2fq3qLUv0cv6ysSaidn9q1KDE/tX2iCpadxuaSrj/1QNNfW0pGjuFkWYXqfarZcZKNqVyLihtTP8dUNqY2X4s6t5j6wOwicVIp83NVO1p1Vqc2CXALWZaUcntqDfKsIL+klC1QhYya/aMFA+PHno1qt1hFrFGVrmrweLeqOBsVo/NQVb65Kht5O0dnRcqRMHI0i1W4XvV7U7FVZQtRZcYKDU9hMGomqsr9qC9WpR2q2ZXKklWwK4WDVF2CAmNTehLqt6FqySp2otJlqs/Fqs6MVdiMwnzTbE+Bm05eeVrBjlnVIanvVsXlpbH49FmqOmOlw1M9A0VHpXjJaueYcjFpjzKVYaiNU/1YU7o9ZQSm19LwjEr9xSouOJUBq5hRykmoPKNE61VZVcJnnWRO6lanYmcpblL1suMcW20TwuqHoWhzVbNMJWadMoKgzAYv/bfIbNvnmL6QbgZ1FSrHpuZK1Qaa7v2omajKxFM/SCUBIGhvA+9NTkVsvgqkNarclVrjTgQnx4BuNiqXmv4YVC1HZZMqnpaC1albbaI9KDkJNdLX7q8nnnzlqd6eMqs599O7UrL0t356PIrz0FMUIYChnx9uihGqM9y0I1S5GRU2powNLvvMapMenqoxqH6sBn0yDNW2pz7VmPJ1aWpuSe3cE60/9QWquCgVSRTzvR10anVQtns+G0VuabunB51+iurn3hRYi2K9K1Uyg7LU23hU3KE6gmOm92NQORV1e1Bkdep2pWAJaren+MCUwT/0tC2pZMpJt6S4N+XPHSfTqFreVRqMYmBryc0djE3VWD+4kzEoHqGqY1OwBzWrUzz6xBtTa2YqFp9+1imsTq2lqa1IlR2e0gkpMeUEdqJ8SEpB0ZLOr071PNQ1A7XnjcGAro8+/QyU2YkqJo7d3Iw7/cmpm3uS4amdmapnoOIVVnLE/JRtOmFOqluaShU1jsMrTz4e5aEAlnE3MOVrUWHNScNQ464UAsNN3G9MhaWpG5XC1amz+2RrUbM6RbNRsAc1rE4FMMXwLWedbF0qtp7kolQag2qvlL0bbDr5chTam4qrU8nxNm5kJMq2nnBvKhvppm1pEsoPOs3MFAxAVQErmjdqM2LlKW5PxZyUt6f2sSmBgXM2X5QSbFoKp6JiaQqtRcGKlI1NySWoM0U2a7g0lakofN/JZ6C25sT1GJTc3tRTX+3USs494fZU2HSSZSc7PKWn8zzNR6h6eOqnGodpNTB1N6bSkJRCbV2ldSqK85aUGZjitSjrY1DKpSlZgmpXp1BgbtBi6ymcimo6xgDNDD3x3tSsOZVNJ7wENTcy3QYtbU958SkuUMmxqZ+W6rofNVugirWoMOhkU1Q1DIUXqGQQ97gvwwagNiSla1F3YAomoX57imxMadBpLz5FI1R5vRZkZNwJwvx8jBiSCpzkdsxYoBIQMhyTjSndm8pbUjE/5YQ4EjXLGFTdg5LFJ5l+koNOOh4Vo1LEEC7FYhuq90tT/yaVjj5tI1RSZVuHySknnajKQaewNyW4KNWxQwVFxiKsN6PaGadSPWN5DjZnoMQUVe1TaaXqMPRk+ML9l5mcwpTTrUsVm1E2MDV7UPCQz75uhKq3nnIzim5V/Zkp71D9bBQ54uSVql+CCjRdtc1A3fxbdcGJJ56xSs5Gqy6NOPXK07VqtUWpbXtqIZ8Zl9+Ggvmmr1TVC1S68vQtKXyoysnGYgtvQyVarwrDTVFE3GrthtUnnqYlKx9IKy0ebop7Vug7V1pqXWo3rP4CVdmJKivWMkstUO2o1NqwWrBMRaoPsylWDj2JbagbpJJDVdutShNPYaIqY01hbArmqna1iZursqA4s4K2pFooxd5Yxd7UW4XyhFS/NLUrUh+GCstUYHjqI4stFVanyqwTWXbCIFXPT1F9BkpeoJodqjTKFL8QZc5+FC8+/eiTnGPyq1N2XVhIuW0oHpIKW1I1GAWTTbvyxBtT/FjTq44lVB+P8lhTM9nklWMD5VekPCS1NpeK2SXVVrsnH5LC/ajdXKo+JqTm1JJ8kSqSTZzWWY7qH8KxLeMmdRNSPiT1b0lVldo06ZAUnYrKFalalOJtqJmQQntQvjSVY1NBD0nN7lPNUtH8VIxQxYmqHI+KWaewWNVDUr8o1baqsNrUw1PM/BStVG08qqwzzYmq1piQ2uaQVMTfEEmaseqS1d2Y2iWrnqWqS1M8D3W5ZEXPUs08lKai/GgVrUjNjBXentKtp1iUqgNQP0JVJ60+ANXrVcVEFeaqfhUK7VnJqNQPVdX5qdlrytWmvQqVq1a94MS7UmOBikalfLTqxp1idqnOeSjTJSv62lKT4RrIb0/JplPNVdWpJSxKpVkqMPEEw1DzYq1+xuASxcjkx9ih4U+PO51f3NUPLzKVIr/JD+0y9ZbUMkhVfWvpgytVsDSVxqD8sMjAZ7NO5jRTFPu0BxSNdQ8apHqVdNrjiardd5rjUbIK9QaaUuhyzvMDU2J7KpD0EUMeOdkkO1S3B5W3nrwlFQem2HEqB1OzHVqmiikqMzl1TtZaB1tPOTa1rzbVHaRq28Z5zg9JuUGq2p0ouwelC1TQahOq1iWO3YPiltSOQfWxKRuh2mjiCc6s6c1GnHTx6Z6T2mDUGnEaw1NZQwhsbfqaE7YZFQ4L29aG7FDdEhRjyCsbPTD1V+LERlentj21xqD01tM3puKo1M09xV2pHJ7KNac0P4WBqTo/RbekPOKUm1GBmY0a+2RhMjONQe2nmczk2JQdfco9KC1QzXtQMjy1KSe+LiVl8YkNTzWhMI0p61IxVO9iMDkVa05jFoUhKbrjJJNTatAMYepOlPtprmB0MCrtQe0FKs7//YtgkyrYcvzCD0N5XWpXp9x+VIaeyh2q6bEpXIgqFqi0B2VzUm7HCfedduIJbkzZzailtFYtDSNOch4qj0oxHISnMcvMQM14lNqeKotPtUCV1anCuJNh4XTFDkPJtFQtUNVBKlyRGtB/sUIzU2lFilanZO5pUatT1KEjUbM9NVahJHEvU8wk1O0+/cDUjziNU043/VR3u0bxtj5IGYak7nuuUTzrVAxPbdLbU7Y0dael4E7UUsIIRaxIbcAvUIS9KR6M+h6UGYaKRam6p6gCG1M3+pSDUfB3n+arUyyuQgl2qOoOT/XnnsL1KSd+08mMULmNqdDVqfQLVDmJmJbg61Jk8s5mXWLD8ShdSJCBiZiQ8p2oZsXrEj8G9WtRY/Gp56dyGyqWnfiuVIxHsY0pDUPF7akQvvYjvfgkR592h8pWp2qEau5KxQmpYjtFdUw5dfkaieCpqO5QzTtO6dXchpAlKDs/1b4PN65CYO7pl6ZgyklMUeVpKTZKZiAdjwo2piIKbkB8cgrGoNYmVRyb0vDUjUqBNSoZiYrhqbLv1KmoepDqNqA24tRnoGDfaW1SQWGWQUd3nPqhpwQS5T3lmDtOu0CFG1NhnGqWo25dKs1GebSqJqHA3SqanNrVfKnRS1C+9dR3mcoMWHnrCc434XqVH7DS4Sk/3/TQYJcBKLZpphk9LXV7/ToDxqbyiaqU/aiYrur9KL4HZatTcgxKNLrFMDescJnq405p30mWoMpuFaw2wXDT7lnVK0/1HjjNLvaklYxQ3a5UHbOyfaobhiK7VZiWiuGmZnuqt6EqIppX9LhTD1jtIBU87rRTb1IxJ5s4VxXvNUmpHFPY9SqtTvWcVH69yvRTAwq5RuVu8usJP1ql21C7T1VDUnpmarahaJmKJ56uLFDxiadiE1UyzVRmoyzHqWRXqhih8hbTD0C1OanZiepLUzMnVetPrVmtHnDQKYxQTfvkycPNQ/20VO1N2YhTsRyVzbBx4PegeOXJg1Fx5WmMQfWE1O4v7cxUHo/SvabekqJjTdxc2kNS5ZxUsyFo+4Wx5mSbS+2HpOzakq1IiasaLBgTUp0l1wp8P8o/+RdTBWs5ykUxqncKtch0nl1CMlkosOUo3IzytajYiVoLUWUb6jajNgAV5n6UOjAhJRNPMypFZ6a+NBXGo0oAmyHU/JRfkfohKbNJ1QfX9GA7VHauak9RaUUqzUerJtmtqqNSsSuVxap0kwq3p7JhhYntqQ1GbR2qktkoPCEFQ1Jq6EnIqtVuN/XAFOxTwdiU3/tUmEmr2obiqShYi6rTTEHWq2pCaqeo0BBTLUrFGlVtPY3pp7Jq1emnN1QVEYATAL1YtbJqFSeh5rrUl5riNtRsW8VqU9qYquGmuEPF6ao6ZsXWqDTulGtRcWTpt63iztLMOm1qqVqpskmrXYvCUSkdsForVXV/qSahqVel0umeJ6fELNWMO+Wc1LzCdICPud6LVe6QVO5NaRWqm3gq6uQ+n0arpH+tcZ7OQ0EdvszLd5mimsYzy7OzVP7T3OTVzBT3oP5yFC07bZop36eKTae0RvULqe0dh6fMZFPaeoLVpn4w39ttBorjUde6VMEnZ/Zke0piKeXG9rFMJWeZS/tnqcRMExqn0lmna6UP7HcMqqeitkMFHZg6YHNXb7NUvtrkq1Nt62mOQQWtNqSfU1Q7UdUdKjY5FftRg+akyNDTrjbhclS/SVX2jp38J6F8cooMRiVDg8wW8jsG1ZNNOEUly057h6rMT9UkVKmt9vA53BSLUrXvxGamwgjVRQRdwnf0aUao0IiTnJPKZlTbcTrbUzMelR7V0butO613bx6GkmWqNxK1e1PPCd+67Q4VnpyaKapalLprVImI1LjdDD2JBKllm65FcWZKDT2d4tOg/TEosCWFFqWkRpxq6ykYjNKUk9yM8ouU+XqtTlkpa7vmsTpVsIGrtTegjFqjqktT24Cq+alg5WkGpupztVGLmSmfePopp3M/qmeQgXocdMpUVI9K8bGpjErlvak0D5X5qXwMagW2U8IhOjNQZvQp1qK0+GQvUNmm0yan+PyUnIGaTae+LhXVirX5yA6V/ZlYm21FCu1NPdGeO7NOPNm1qD/q78xqZoqGoW7HCRaodgMqj0rVrlRYmtoU1TgVVYi/PTlOTnEMiv4Olew46dUpuPWkRSleiDIOSfniOB3bppPZoarBKF2CygTxdIzxDAbkL0GZU1QQPW5A/pUnZ+tJC1R1N53I/BRvUoU7VAdYYivG1SkzKhWXozTpNRH/saluSekNKDfQXIadV6fkW1JzKiomns781C1B5ZRTGoyyQ0+rWph//xRVN6l2zYlNQt1xqo0cvveug1RNmX/s7X0qa2kKi09xTmonqroZFS5KwWxUVqcQNgm1a05fo5KDVLT1dKNP0D6VBcKZZLnF5JRxwSlEeyw2W7Ld5J8Vmy3dlSK5481WL1CtWSpsTMmVqtrZKDhUJZagMFpV41HZmammoSbZGIMSE09kdSqTyzOpmYG6cSdunMrzTTPiVDes7spTN3gwjK7rJtVnpnS6yu9HzXZTXrXKYatdhcqMwYyrPWYFc0/QfpRVNjdV7E2JVagYqrL5pjxUdYtPLdBJq56xCttWlRixncZ2kzwNhlOQIdX+F6iCp1etmFJj3UizgTqQfi4nrVafk7JRKblDtYah2un1zaF2qIqWnX4bau9Q7cBUG7CSF6lcPv2hKsf5jZ9wqYnzUHO0isedluK4YQXadwrxbfDMASt5UQp07ODZw1N6HgoHmtpMUwapdtkp3a3yilTam4JQfOGUO1S8CnWNhNsmLFP5KNMvU4njTjOpTJrnRNXGo3hayi9BZZkqth91g96ASUelfJNqR6h8ZqqsOfXuU1xh2sZUBjtRaj8K21Ow+KQuR3m+aRafwKIUB6b+7FIamNohqcac7ZByRUovNb0TlwXSHGvCaan95G+PbmeJxahU+cS3x7cftXtQOB5lF5Z+ZCkxc3uj5AxNSNGtp2E2bkuG64HRU07+atPORuk0UyHRRbcx4nKUN6PGtSjeidpCVF+F2j2osP7UZqMiW2+Mbz9qN6N+LYqNRO081KDABsa7ChX3oGgJSgvIcWDURSnbj5ryYFQh+0jUHYY6fVpqjkFFMjBFN6DiwcAUbsam+OjTgTjmrIizw67UZDA51QmGpGAzNvXbUzs5lYrBqJ6PSrUJqd+xLrXWokLCHhSNQcVqaQpU+1GgGpu6svjUHQHKHihi9ElDM1ODWYiKQad/jTvNu1K5ph8At2YM6mamzn39+idKE1KzTT/5tDrlX4sq6/LoV8fQk5bMTHFUqpuZ6rGpGY9Kj6TMfcEsTYlqDIrtRPkieOXT0oqUn4F6bvdJVMtROfpUE0/pWnk6L0R1rfxN7780NZXE0DbofdiD8piNqSdGpfAYkrLb7pOf9qO6ydAT+64UX5FKtROVD0zlTlSamVoA1Wrn7zQJtdXSlF1/ojctJTHrTzLu9KGpse5+S2ptq4x18lmOEmbi6TEbU8BOVBFMbqaTZRgKodWpz8xAxYrUn5ZaamDqNqPigSkti1JxEgqWptzYdzrJeFQbfQrvfJFrQ6lRbpV2on7fSTamVADpRQ56e1CyrT/9aXLqt9WpcxqY2rby1KddqfSKlE/IQxy8IuU7xxUOrkVhTmrlpqJ8DGrrUnVsakefArYEdeNO8+hTR+qnWNu0ZtxJ1fDUVs1MVTUqda1IRWPYwrbEWhQNT9FjEkpO21O/JUVTUTgttXtQCRt9qrGpfPGp81NxoGUnw2xPsWRjCqoRKqcJKVWjVlm9lck0EsWPSai3rT/9ctRdlPow1CxNhc24k6af5g4V8/apuMmpNVk/ha1Zp5XtUFG1JWWXqdrbpwoTVfmpqMjsVq9XjEGN5p5WL5u81KxTTEjBwJRtQ32bVLXEbVzi6BO3mamdQaozSE1bpGajnImqXStVdsQpPaNVYQ+qo4tVc+4pZtIT1hLTVW/Q6deleHvqh6HmelUf21Ptj1kqnpNSbT2ZvI1rpCLQRJXsQZ2hKm52q2q+Ke47hYtVM1Npoj0q2032qFQNT2Enyg9P8ZxUGkNVZIRKj0Rlh6rcd2rryNw0yiCV3HrSWapILFP9WFMOSbVlKgOBdVnCFSm/1NQxLaVNQsWQb0qyO1Teg7obUz4zlXGn+sRToI3D0d2bsrcT5XE/atef3sZUTj/xItNPtHAdulUoXZfC8SjZidq7UniLCRNPsRlVjjV9tamvRcUhqaxdLT+/GZVLTXUwCiwvzfhce2Z8ybYZRbpn6ulOlFyLkptLkeFUVGZcbDuyEwW/mHSBxo4fdm521bv5C/F9zLDYrqqrD3/PVJBeODXipoEQ+gaS/Qo68LpBzxopBgKk9p+ZeskRpC1ldmPf/AlMwLo73XEQQ/Qmwt4YfFvMXelatqC/rkpahIooTUOXDlqHOBUaiMxgMQOCZyXR5jHal7jnPUCdWqe/UyFysFZV4oU9lJOsvPefwJuYtgB2JWS6ZJ7ImOVfz9y2GKMh9GtJ4xZvTzOTARV0E3hn00ls6EJgZPPnJHpMXdKJ/rHmzMe9ksb1uiR999xnq5ppNqyZ2KQGhK9qwjpJy57y7/DXnWH3Im7rKqbSwW/Ow/b3XlhK5EnNmeW2dlvZTt3tH9yS7rbZfX9/F3XgMQFx969qeR1CJ7ALIIABYutYP3ZkM9Ii1ZzGHOnzmqpthLQk/3OQu2jZOj7Pfnk+wiueO2pJQsILGy00oqhqZ02E31QoLOv3cZEnPLUN2LIGJuhX1hLR2sYzdlnvEQPsk4kxhiNrX1v37Gw6hac2KOfWtkokZ7dtOpCT9gkOr8NqJ0nlfLctwzUPvGmxE9+j1jS6QYEpbAAE8XgMDGN9G3wpeN48JW+ZDoaU+idE49tRpTj7IdvV7qhF1jkRepFEc84B8vAIL/Hw/p+PmHk7jUha/JWSqeChUsIiYIMRsQK7VW5mQVuiEeVktVjCy84FidMdTWQdNt1CpkY0f+wjq6a2V8+s6wtqdeWkCfKCgqaHHkp4RLa19sy2tdyIC9pZ8eTZU4zjEK/ZW+iqBeyiWxKOpXRPTffSf+Vmv6BnkodThQlB21p15W/SfK67oM5r8YjgU7qjoVNWU306LahA7o2oKU2R+B0hok2py0YGnElsRxHr99UvHdHkKXYkCqXc657gMSVyIHPrseeUbrympGgWV/ZMacrUDfZH+oUW3RMDLsso2leV5YPtkcibLfKOOWZbNRb8XHFhaGWVNritKmFo0pb23iR6Ze3CmHwhmFhq2k11NP/2MS6DMs/CYArVy4qqo8M+3K+QF74pZmw25KMWFRszK8Miz8h8VS7Jqqwn5dG5r4G6snahB2fSt2/OcSOW5+de2XTW2dlBUes0jLEDdUhgD60ujpmaUYml2oqV9ZZ7suascLs2y3XEHssn9oWdkX2dEbBgizaL9ZTNPec1+9Y87XEbWWaWRYJ9BZ/0zf7QxJR0aDGmG9jf2tjv2kyh4Afbu28PpnjSGjZ5cZ3kWW1Puc9LZVnuO2/4sSjG/C24qSkppn49q8v/kXdrTbGTQV1itwOTKAYFGRbLAgPWRMp5XxAocXGgsikl1YwOGnsuEd6JEbHcjiSXiqbUWRi0UEjniMr1dgqwwyOyRY0OForUmwXKpNI9W47Iy0Xr90ZT+g076ufAwT1S4vQFfSisG3Z3b7CYnw8VUEO3oPgJcv07yrMp3TEWEE/clLR1L7GDKNNMIegN7SO453YTBS8HFINOSdH6mCLHdF5B8j++gDpeYWRaHGJ8V7apT6mpmOsigy+/PyIh2tEjZdbUx0HN7y4y3GuLa9LHphmkguHDa7L6HWtEAnPL95ekBvX+WSGEmmyI3q02HlmWatUFB2hmpXTL+iiacmwyW3MEiUTetqwj9xWuPO7I9b7vGPzUzA3IZfqh1K0V/ZcgccJrRv8VHoNUAEUT61eYhOT0t32t/JcjowipcZ182IyIJuxHVkgIr0j6mVW/96Kkn39tKme/MdnFDKpZ9gKF2jxF6cspjThvGVJP6QS5SZngO1F5RUcUCFmpRPXNBd2YbDtXaeQ2WtFtOA1A0iOCpsOk6ZKleL1q+WI4snYJtTp72e4uX1r9rmBmXxW6I2BopXOYvjAOyc+CEtTGb2ESO6JUxXMYIEccEUbWNU1jp1R8LxsU/IAN+6ZYn5V44ZEONpoV5BkK8aFxtTjX6hsf1PbMp9Hn0mfumbo+iPqJyda/9wFgnyembXv7Q/yc/3S+cZ14pkAPJNdA14RDoY89K50+MyLuuWiwfWeEDMtNERDZH4Vq3iLB7udIi6vh1xS6Tb0jDJSWKIOSWmabigkbLo0ag1aEBoWfiC7GNYGFhmTTZM0tm+4OODt6nzNxMvhLjcjwWWx6R7GqnimRvaaEtE15nUF5Vk+lNixrqc2lDedUf1x3VQ2djZU1BkXrRnFTOwgjrDU92NdYCUxbLQ1E6605ZhUQeMwF9T7sGmex7WpTzLuscQy+7loqy5KZdaDjavrZefVnWb+ipZePS39p9Qvi/u/r5pWVl/PWoPmivv9y3UzAzhWT6Zu2hq4GXX7JsB1vTbtyAobCfPyyOxHHq7FsTpTRld1Mxjqyu3PQ04dj21HmY62fW9KtAlsjyLwso+aB/TJI+++OdIeGFn1r5rayO9vHGqA1RE7xiXn/bNA4SA3TjKR444JP02KV1tthnjbLrFzdbtZSJUHybCohnfqWDVoHNTE8bRs93tc0vTtwcwnfuG14dmTG23rslokLgqQEfg2HmR3EPedw5HxaHcp16LdydH6nc3Aai59qY9ZzqsRMGq/TubghA7o5ZuJveG0XDxP6im3EXjNh+lJU2bFk/PXO9/IlvPj741g8Ck3/YNfqe8EsnOljG05J0CowyJTjKr2GIzm3k1/nM/FabQ/4RAwn2lrXMWAv9SSQ6CbzMLF5JPhFjCXe2VQQ9KLDYJAXxXJQVQcmdyCp0sHksP/z2XXkqA0SNynHid21i0Q+DSJwHd0gs7m9T5TUKILAup4yFIjbR/Fpu1i88p40RkitHXVI2YHz5jHKRNuCaNEQEoPZOlJEeTWJur6dpBzaUVY8WlMOFnSfWLLhGFrqegUsjw1mzW6EGeZm2rVmk+6vvma86XQ/e+1zzpcn4Fhx6Yna3Xu2+B9+zr0uQIO8z0JH1yvRRJ/r0bnRJWmg7xbOOYcCk0lpruWF6fq5zJEpCN0JqoKnt3JuHajKfgjhUNepuriCUMBwNQbE6xMYGFsx5Wp1v2i+mhasSP/ZEzNGrDQM+1YXsNp1DL6iGITdq3BnA3sJZgnbPiOLPX19GItNl/lI9n8Mqwi/n73Cq6bWtRa1kMB3tfprT+BO09rhu3Vt4ObSdvlxbxs3dHU7eDO8DbwzyJ0W08nAK9tulzDWuNkos1zrvlhw7EQXwOLrFde3umLlbyeq/GSI2xfBmgg6juPxmRmYnyZcPGDLeEFskGfjX7NYcLbJb9MyQYCb2HEXyu/RWCBLD7frZPAB1X4Qg1ichskDzjVkVsn8jDLXPqUpFCqoYfKF7kj5Emyz/EN4znxsPm0eQNo4TwJtnweAC+hJoSn0BaGt9CbRenrB0Ib66DSpniC0vN4kGl8/cJpgP5UG2hecNtqfSNvtA0QL7qXSlPtCIiiP4Fl8k7634XMRRuKZrGtxUdTj8V39fvwSwZz8smFjPghhZj4mLbk9/ye0Ri+wGKcLYOzTJyFW6hMstuqDZtytDwJowL7fPmYfxrJnn7fatr/oeQ7M20dac1qT6Hk0Fk+0lz6P0tpnb6o8hzvi1bM0X0+ocfZy1lthUHGWvQw/Gm6PZpM9cF30A8T6CZ49krdEMBBwGwDMP/PGAJginIFSev85n5lltrbwfwDhRGSz1PGRMOKf6M5/95uw+1/V3b+FGKlEqUTVRKIxNl+TvlLEWDT/ZUCrn4Di4waKIOCEXrXNDZtQ2oWy8V0efnAaLC45kVi2d+NqbD7tWJqpmf5LrgB3DcvrcYFtdtiQBDzG3IF+NifeYmkt9F+OFDzMlWFXFtPKHMaETfzJ4sUvgfHsWGAGOKrrag9D03dcJ1psYJPuv+ZA9KZRxT5nI8YOY6LAAZSI0J0MCNliNbb6gsognIndGT67AsHOVArEZAvOvJeTsX5Vg0lXAIbE64xLl1h2zeZmwhN7MNMhzUeDiDPiOcpMSjD0QwUNvjUyBi+zHlw2fMNHqQZExeeaIsfBgFJyVDNSul2Lor2AAI+4TfDsv3wQcQFAaeBqMD+73yadPWQJZHOVkf4YE5VueGrj64S1gpfiDwQbhkQrrRRj91xkBvQiEil6Ab67DUYL2QOVDOCclm04YYfL3damSwwW5cd7ecXxJ1VU9C00QjtMxZXO+Acirk10sYV6YHgwElT9CAobr60S0cPcNNluqk8xDDPxgwWIwAkJLOBP1kz2rosCOw+KKc4p4v8645QlD59w2e3kFtti2t26DPE7gDX47GHTVtNGYskWQP+F6MQHPexxKHlvepcTzcab8xnrzcb/QnOkc52Z0aNi8OCzKhL3V5HEeIlmmwfbHuFxvjh0psYxPSx2cpORiYyj3Ch7sC2nn43GdbMwwQ0mwZNP8LLXjwqp7LAwHniMBwpvg+FNt6NEs9/omMYzGLcerEOcbkGMjpPpHzihF84+ixEnfvzU8F6vY98e0SJczSCI7pejdRPYpLKTqgR5MRJz2i+JGZ/SOJaZtAS9wuogbbYHTeIvCkW+i7GIX3b50n/y9G6naGKnQYaJTet8fJjWZVcAyu1KbCw5YYenzVXHFn97BP5XppXObYTsZFGzXbEPeBMRxsZ49LQ8GBAczoDOF88S6KV3ibi7brY1lqFEw4M9mvUUnSB44pY7XTpCmfYBuMpYa8Xf5WOre+W1mdpLrG+x7Fye/zryw+HSIM5KwrN3f0jYClRwiTX/XB8sB+d3Lw8Shy3h3WIEnr5J5M64rFOd7qcoYZ/5kMW0Yis+DEse/iQkkrs6oOt+T2b3U8rGUCYvP4zMQA/BoJHHUgy80A6o2WZtfmLHP7D30qLfNzE28FcLlL2buWFvGyvEWiIIfZjfW+eLxOxEOpJ4qaHh2wr2ML5iCeC/uDR6UZisrWWkSByHAX2vOp498AmImyJw08WhFsUmq5OMaUQSeC9BJX3hSBqvlaPqRSaFRtbaoSCOoxz90uGaj/2kwqUAArV3NYzJYUfs7B+8L9+07XnYSDeunSph7xqBM1jf4hbAIOqbyJo01AAv3x58ArodplnWWpKyAchRPlMar17DcsRFkBHTw2Ytc5WSWzyHtu+ZWlTReHEq+9IgCq+fsiJ5qoWbWEsmgl9qutQLyo54E9cMfFZxK0P5fYjdGPo804+jxoPq60CRQpwQ8DQ3NcCL08DQ/KW/za4XDVrkJS53saz+eiUnJF4N0NSGmmTsfmc4MxRQvKPuzHkmGj0vm/H2Y+SX3qWBJy8ZVtlWYOg8E4kKeslCLS/DUaDbHfZs9HNiQ9FCeSYDQvQYkALugw6th52BzUFURPcShKtfsrKk3QYfOZ7ISD6bokD2QTJjG7mR+qW6U80Wa6ejMbWKSl1qyEEWImyfpB+v1MBRb+O89a2pO074dyQDGKC1iYrmXqnHGW2mBaLDol5C++gWXKsJuYWKvHklocNHsy36xlCc0/1A6WQAqqV7DMzKL81ufRnPtK+QPx29y9vgN5qx2wCc118yIqqF2FDhilVU3U4zD46FHLHHGgD+kqAdTXUHkYNJA6CH0VEDt47hsrng8P1SUp/mmrvSpbYr+GzjJtyFi8PG6rF7pckqLRU12+3KhFwtDNhQAUB80qKbxgJU7NwEbJww8AqcZUiYXfV1+6Q2aE+GRg4eNLWi+1XiwVkMyO5tCalfyqOjk9Caul6LVy+wGy1gVSVBm0qBnU+yI/Ng8kjwqUu+3sVMApeasbLjhLBeqc6Uz0PmyHesYXa7wjcwkVgeexuFyCvFBPRQUWL/MSKlh5kxhX+8mJ3mhckrQUjURK1ZeoErsHwWhQNYRxGBbYZi7ZNU9afpUqX7zWbx6gI4Bgait7a/huA8Upx1ABmiPW+Wc8I/FDDoJtEWO6Pjk9YgfJe4DfxNSkv3e0SDP59W95yRC68k5M6ryeYQ+HOtaYdxwPJIMnzeFWmPX+Fgul0oBPgEh7g9R5X0SbU0HrZRtUcdrfWwPKawB77S/U1+fFINO49l7Y9X0GLZu1Lu4MIxn9vuCoFX0ghejGFgj2v94rOOLuANdD/bbajCJ0GRPpM1Pn3DFwpO6AEWxrA5Y68lmPFIg6ZPxQ0ZLtjiqfuJGYUtoML7TsjZKxnJ+c4GSb0E7RsvHWY0wCBAoNloqR/+6E3QY5YR6yc6z7y4vBKBL3Q5stOgSPkjLd4nzSTSvxC/PcxM3HYN0ZMt96fjkcKo+SUCOE9z40K3KyTaylGbsxvUhvikBJC/4ygOCXXWu5eYcE+HHHuPFuiTGA/85+iHjucGgM8KgtmaOYNg6xUWHslCjy8Fk+UwiMjo3abfhkE13RDoHD/Jw4dfgeGyj2AywQn/Imxf0bI2HKP2jziT3xLknRDJZ5eOzgnbNplstlstnj8KQ/2ozhe9cOtMV6gZxW1r5Y+9Dfs/qgLxjHxWehqmZxf7YUMsmuvbLqm+xWMLjUjXPqBEty+IBW2I7eg+hY3dDsgBuSIcvcKY5rOSXuBqh7oFwTLuZhESdU2XjuJEF44odgFLlBsdRY/DCUFkhbKBk+JlJoHLVcMlqhVF2mNTWgjjomm84spqoOXGXoDChV0xhXumVA33zBXXDA9WsjTWveEnlGvmg5hvJxCEPjhgymMYU8w6RRNmc/9EuW9QaGWhKkjb3FIK3DcSkvAtAnrdb2jNvzI5yVq9gbXfvlG4buoys7I4/m24SypcN1lHPHBxsOdYRq212COri5TXPReBc9vkbpaXKgN77lOO2ybtTdaYrpvtgIuWy+ZCGI9R1deHXBDRCxIfZI1p0WI7SHDHZTNBRxYqBrE1Tsi+Z6uBvRDNIne2KXRH+KJmZyNXuLHbC9/RK6KewsTQowgzZkdAettcTiUuLOgWDoQgSv8A4uuTEAGxIXS+2BpOwoVlMuVhT5g6hj7vo2FAuvXGgG24MDLumU8t3CwPWr8wRuPfvFiz9TgxbDgTALhnZDzxB1FQ3Q6oVCep9Y3XHbERhLnknjlLwkEICXUY7U1zIRiwHVgZ23M2LHDNiMnAG7N09S24Qu1GaGYzOHOzFyxwwTUTA5XD+ALpRBhk6Lo8TZuOwZDtIGsB1wwGNVxzzcAEskyzlPpcJvb09PTAkcHFi3aJla5M0xrc2NUzjwIRq6uNkNHFUtOyvqgF2XSdko+09ZnlZe11z5VSPlLST9YYLk+2A0opj3To4C21ePuPkozuYAFYFhkgWPvuAYNHcoR7tACTvcIXJ06L5C8rSw22DQd69UedGrKyiDCy4QwP/+gGYhbqXefmLoH6IyBY7hEiGDqKPHJ4IdtoFur/be4QFX/ko+IrgAmxjtiTpaSnx0jDUwwiNbrQmE9nkCe759BwbgeGAJ7o58SDELDXYbWpzgUHth1cibHnaJj5oQ5h3qyOmn6hrIe/Yfzbep0HNlyJpxdihfswKBYdQ6gql62QtfVeYTcc2JsXmqK5pI6nHYWREhxRRtzmo+3c3LjOC5VxuW8/S3ohZCgHSnrdEVDLdm7C/QFbjnyRegjyulzcEgj02Dnw8AckamapqXRDkpJmSPDCZkFE4JNoBNE64mTdlBbCXslrolQVtG1P9hufJGUz7xu1I9HIfRKVbKaaM9txDNgjda+Yeinuxh+uf9S5Ja618WMj7n2+kZYjT20WbBNQDrxRkBXZFBl7A5YkX2RAy4NqsMBDtwjoXVXCzZ0rsiNckH0iRg4/RTTJC4jSQ3tfuTnLjlD+YAlFb6lw8lQaLTyAEaa562csB95F0VsnMN/K5gDuGRgttFfMm0wGSpQ3ZL7QW4FR3wQD5H81mWBE5TUPqj3qLRk+j8XxkzslVG7NaUfuazCot/pW/BKmuUcjAg1C4pAJfSTQWzcsvCkf526iNu19nc1tR5JyBQYh9NaEuueEtM8N8tLe1jy49q8zI8IV9BYo4Z+iScHVdALgTUOSvIegTW/ZoX4cROzp9hU3BHBkxaUtvfWD71NlUOB68CtbIKiUGQig1Fuv5IuQsj6GOo1YtF1u9FFEbzHR+lEeYf4vEYD2vprBTjaLcoseF/RWFDGvOqUMd+rBmfaKyVnPCGd+qyXTWwWMrJZ5M5evCUMwMswmqre+hn6VjjV/iQApiMrJbio89RbXh/fhBvJTYDChva5YYB6RfPmFmBJ6S8vQ7/iy/cMsHbS3dQqc2fojO2o51FthxIhGyHtGD1l7Xx/Ak2SY+fG1Tm+dYfChOi6/MQEPyDvJDCnUpbdgYX+1McjeSjLQ3tc0GbDOMnsJGdRbQ2a/+gC2lKQ9NQP5SsxPb/XI2fiKeRhUArX3lQysgxazZAUWmguA5asiAfxeoeCgvWLmZBOfd/mJy6LWms17Vby/by4aggJClryUZIrWYjPmLaXsngYkkqIEe3kS7IfmQvqRembsG8HJl4ojQflIx57Wkh2lPNH1mXEuaG9r7VZVsipPFpHSXFJxPwml4nGIXWqvq5ytEgw6T3YBo7mo0jyq1eq3xmSaQzOPuQfLCa3F5fBNxyR9R8OCaO8rk5xoJgj8xhKB1joN+0RIs98RyKm9MexbGTHiG8sFTXtdk3LjjUXYNAiN1ipl81UED7+0UCJbHIaAoRSa0VpGWJ+KFtlvHitoWqzJ8JIrDVprtPSfgErhVU8YaK9ra3704nCNsQVa6wbmL2mE5GdSG5JJDZhFEh2tBQnnOYkkzhVgQHtfr+RIL2IwBEA2WiuxwXO2Qs5dY6a9r05ypGwPOG+7aS3EyN9ggDiCT6O9r2yy5JwJOM6VTmsRVr2Rugu878tN5oVta5EtWouD2RcBcIT7NcDT3teyPJmKtYWipFRraZDxO+RE4IcrQrX3VSlTVnjTRkilpbXo/ne0iOOIfHLa65ojU0boSutVXWvNhb2o3hfOGCIOF9LWMl+t9d7HMeWJS2IoMnmmS+mRFFu0VlnPW4IJ4zOs6EnG3xhsTVBrQXl+jBVZ3EYVBu19lcqSKGbEbm5StdbSkadMw8ozEUFor+uYLIlUGzdADKO1jBqfsqgI18Q7o72uWDlyTGKcF6RMaxFBeUUGh1xHAETtfc3Ljx5G48utnM56Y+cTxZK4jlY4j1lxTMNMnM5q8+U77C8++nbZIktrzIQKqc7aouMx+AnxIm8stbf1MTdiemPTHjGdhdr9CEKbHImHFNr7KpgZIWDGXuKy6CwqT3V4MXisoFNx70S8JkwcncUBwxSpcCZ3smjva4Y8uIq5i4Ro6SxQAg/G2HmTNCKDKSS3UZ6bzvp88FtQodyJhDva+3qZUxDS2ElPPugsHGteiqlzKBu29rZ2swkalfsplY7OmtHzACwjOZVCx0AVQLsLqFZnMXJYI7uDWylCkLVhi/k40lmEkFzO5LmpmloFNE02mxwjnRWo9FSm1OHWZjLxEkCZAZlsaqpRspciBumJ+EqvxtTkEAfmNFVs9k6YKPgsJLiloyAZRSmrprIS+FY+G7lnFg+1V0xZJhO9yhs42WgqHWzetBuHG0votrlW5gpeTDTVjNY3HfODOwp/wnI58gQpUk1l6X2eBethFbtHS5B8SAdSU7nG+VOsQe6PJD7a+7oi5xMRsoSnJ00VQ8hzFFaeq9RDe12L4NpDFBmR7o2mGpP3Xw5WD7etob2vbHCdAUk50UdVU5n5vmrQENeBjS/a+9om26GhynSLPzSViq8v0gnhMzyoccVLgtx4hYuuAqDgR5ew+D+3Fdr7mgB+MpSVW3Re6ioBKn5Imu57o3C3WOQWbvJ01YDSV4WyhjtFglB7xahmPSQgMlyAApoqROSrRsnkPp3pSAAiv3XnaCoQn7+agkBWXAB2wXQqrwXp0lQXVrk2ai856hQW7RWDIOsVIbLf8sDqLAuZv2O16Q+/KGqv6xQ4M0xTdmT96iorI68j0vuJlkG09zUWnkHDMD/GIeoqLCaefCTekQEli6QVGZJJka4qcPirhIEbsM5tjzV3BZ3RVHNffpVDjD0DjA7tfX3MHwiIyFo5KGgqBJZcR7Yojqp658Jsy2He0FkQnGj+4lNWjdBeVztwHgahHKkmha6CAagemfG9CkFGe1vLsokYRfnJlIWmUgvjlmD94qkgsDAwU7TrZNjRWXepnxqm6iuB1UhFal4+QiFHU4Ut+MooQX+DyKn2vl7YnsGhIk9yytBVECB85R3nZ2oJtZr6yJM5BOgqPrlP5SD5PVHJgwUWaR6qIEZTcU09JQkbnwmnjPa6ptiq0gDNk0QidZWEqEfN8/llxPNG2GPkIKkvmgoL6hcLYPkcdl7tfRXjphn4zZR8THSViDBvKnXiqyRSUzFNFDj2Bp6mEqp8RBAGfoeIJO19PcImQYgxU1rw0lWCR6/C7fP/SFvLPMmUB+J0VeGQFRM8vrIDVLVXzI3cCAMFjIVOBz1F58lbkdDkK4sFRmMoABiLWgo9RedBtlKWxVfbELX39TRvR0ztCatUOmvtxXe9jD2RRkjtdWUt3XTi8qSYP11FOeGp9CXxABRitfdVSnaxlwp/10j1FJv8GTKkfpHPENrbSqNU9TEoT45u0FUxWGTLuCR81Yulva+O+UCW1G3hiwmddSYhN3ZavlpibA1M1r5Qw05nFehpEFX7pYxKwNB6ZElSDLrqE/Xl2mz8pvDa+yolzrVnWfLPq6t20HgncXn4FiKq9r7eyI9UCMCUoA301Gqe0rMqC/hqjyLaG8ZMJvO0sTfc2KCztNy+ySYL7iXJBAl0CkM2sKGnUiO7znq+CawF7X3lEUu+jPzoBoWuaoLmedsa/ysy7W29ypFcmuA8zTV6qvttR80tvkpijva6qslbOwy3Bw9VdJYTlq8q0/kxjSxL8iPTn66igvmbyhxHcGOrva5ksiSDBXBcT5ieKiXyU9w6D8UsTnvFBIkzrSjJjlFG6CorYT4G48HrnHTR3tehLOmDDy4Q2KmnjCwimaXBIZwZis3BRXVheqrHk6/RDhJcVQyfVNyZXUKAFZ01wO19qMA9lS8f7XU9jWMMBbKLwiO6Kowgt04C2q+iJsfJL8ktinDpqjGho0Ji3NthgPa+wsmUPh22myF89JSNOlxWIAX+CmmiF7gumRECm65yc+GLZyUJT63jRHtfv2QkRLKtwu2rseysMEJkxpsOUdLeVzpxGwpYWRHMi67C04areRj0p3O09rY+iGs5OMmIW1ZtFQT3O1oA4Yh3cBbYKCI4g1ZPMdZ+Di7HFUF3aO9rVqaUEISU8EWcnkLMoXnCDD+VU6e9rZ9wbQjBjagXNdYZVm4GHYSf2iHzRvOgijdtFaXFzdAhzqcq4TSykCIPmsjaKsqMhZ4KvfsCIeLkp1UIZsdC7MQZnRrL9cQXyGbmp004tPf1AxwHVcpO/MSgsVzzZ+rB4JVVW+19hcqTQnQpmCVc9NRfhyxKJs+vXujTXlfWndW5JH9ANdVWaIpPA5IJt5SCKzuLi+Rc9VTfFmaMkverNTbFQmvzX5SQtnrYLxyNyqtsF1LCsO4Wc68aC4qbLZeLFr+qI0h7xXw32Sdo3nDDVVvBhfKeOg+cipFL7X3NgpUIULFdOD3QWEuW7BCFMH5VBQc1NXNy3wcp2sqO6ClP/3imJZX2vs7JkkNqYrsMFfRUAysu9IAKn9KWgQgTLPtFkA6NVQrkKZWuuCaCv0hZuTgvjqGnFmTuIEpjv4rH2ybH5AofOmirvPySbk8cB5q1SBtXMQbXA3pqLg2fGgvDoZB9tbd1CZyZirgdrajRWD9MfPUu+i0nI0W+WwSjrTgA+cYEQ3iojsVHN6UxJJsZPcV2gmdVgbmTG1Bi/ODYj54eNFYOtu+GNzOfOmROe1+59gKwwMwgb4y2+tDiDZnAcR7cG9rrCiY7MjkQ4yht01Nk3a+NOnqPWoWlvWKAtt4RyvxWC6utCAdwt8g03u2mMFii7UjFHBpLxhcJKOib1uhCYa80u3EJ1FYtoHyhWBo+lrgzEUFeoyKlrSJP8DgBF/gXTUp7XWvhOSSTW9JAksaKJPMaJnt4kTzYWKcbWxEioqeWkB5DnUhehLQxPoux8HnRU0lAHkMIR14E9ov2ugLJjaIOYlMpRz2V5Pa9kwb4VYROAA7JyF8DGLVVpxTPMNfDi4A6aq9rnq0q59Ge/IJqLBNJPMNGwIsYOtHe17Pt6SaaPemESGOVCOVOYKUfRWrWKDRLzTXQVkTc+N+dON5hq8NHjT05ZojGAqHFpZ6QHsqGKu1tBbFNgPbkJy6x2uqIB34lpMo/MaKDArbMS2RUtVXsyb20BnyTJES01zXNVpGpIh+tdtFWSlI/7vWT7ziViQpwxHKs5NFSclB5YWznPF6kae9rrVsSg71NWUGAxpJQgSd+OdfxQYT2vtYhtYJ6sCkpoGosPbFHI9LBlzDFEYZy2EFDs1oqFpYniJJ/D0YmyqADz25x0VZdevhcFdzvKyfa+9q4E005DEcCCm3lxYq/GMTCPwV8ZigDtSmRfmisOQuvtWSQOwnRTYFByU6iFaKlwLTgGABJv0gaCtrrumA3amrBpkOG2qoNFk4Joo5nzr5qr6uVUlVQAXuy92msth+c0oQbz2wDQXtdUUtV8UTuyf6ksdo6v0qBIH/yXT0x27qdABRqqS18fIMOwCeio1oAduEoH15bzVZ4KSo7DkVDm/a2qmYTRFj3E5kiLZWFlZMgoeSD+Gx4EcAJJlIqpAn0POGIrHZ+xxaa9rqS2Y9Rb3ANO1s0AaQg/EYHUg4jKjBB0diWdLujsa4w+Y08BXgligQKevQt6RVAYxGwewAjrHAqjX2BCkDsLgB+WqqJFnfWjJBXsTShva84cgcaQXZYEBot9bXCJXOKx4EmRSTlI4xhxwdN4CuST1qyeM0jSdr7urkjWf1gvrRATUDMjVMm/WvKwWrv640dKfsCzts/msAYGs8BIpEvCojT3tc4cYwscPajZQ2N9YPEYXy1/Y0IYZJxUTACHl00gQKAfMcXRn64Cqm9rVXizNUC2xELBn2VZwHvUYuCD85+EMUb245LYfpqDirXrDT6SR5Ee19n7MkrHbZUCHg1gToifMiTLwek46CkA9J2UZREX8U6eShaaz/1AJ7oHOQTZi10ExDqR5Fq805gS6TyHHOJrC3dBODJV1lt5bpJYigGRCH/hXnVTGhkvBVLSO4Zzqe9rpKZzIhs3nDEgGY6A4Vvdgp9pIgNZjpsdQR5TcDBg8cSZ3KhWMZY6zbyBcEjzeSl57uQ4G992Gmvq5sMQARcPtSyqJuwup6jOHuukpf2uqLBtZCgGbGBBt2kBfanZIzcHwH8tNfVTM6bEnKENpKaCVUBJ7IDlHcBFWiv62o8RffsFtxXfUVGxp962eRuOkB843rMe6dumslK1O9Bw08QxS5ObYCceJikm8AguUJglOCmcwglkD5uOAmdlvoc/COIOJ6ClBftfa2FtQRxZkYzbrppG+SLCGnwGZJqYJHLubFJqG7SYl4V7pCr94G7GS+y3GeqZiri9qoltnANDCrh4XVmBG40NdOQyVdVUsadmgJrr6tW1puiJMMxLdBMP/w+iM+GJ0FCCRFSs/wigA/ddIfHdXw5+0Q1zgo+2r6IYZpAFw5XswkbfoqGxZ4d534LxKClMi/wHY1Vj1gBhva6Zm3KvSZqQUsjNAEOlry0hwu3o5Olva9/MSyb01akldRXqUPPI0qGL3Rgp72vAOBOpwTZEVOEbqIQxr2xFICjQvVorxg1WW9T2HA/olrqhonf0SX0D1m79rbegTPHmGZHLkC6yQLkr0q25iTKygxmZGQDWrhmmgHzDTnFExhC0d5XJPHspeVOjGTTV1SGfrUGZ8wYJfWPakoW28FEM0meCIKj7EX84ExCpRnk3GkCglCcq0jlXKMr2tu6GteOuNuIb4P6qsmZ3/Th95HdLA6lfTnyxAXddALwcaAZfMmMAoORnxwpA4VuQgH1qwc0dyqoZwhXG5kAjFDNRHiHEwlaeg5n9mQaAqVEpIw0AcM5Hq9a+vW9wuFAe8VwswkZAfIT6pxmKlHLnShxca4PXbT3NclGWnO1U9Qp0ldBkLyMQAdfw4CWIMAjebKCCd00ufmTAwA4gdctpr0CW9CUUV/1mPvUPvnNoGN00AKQbASXRzP9/fjUDAC+gq1cWOSpPCSmpZn8hnAh/CDBU9mcKvh73XZHAbSU4/YpCwk/002P9rZibVUV9/Ik6JFuwlzD9w+Rn1Nsor2vLrbkijh2+2LVBGiY8i0ny8e5Rkk+jziBkpMmcOPLo7Ku+b5IwqS9r0tyoYptFgAEp5kuJPLvpox/y9uSTZUxgyNxNAHN2o8U4eE3O7c6LrvkyS0zdFPmF87Z3PwLkKC9riR25KuQOO/HFE1gUw6nAo9ynwU/XAHytoeyN/rqUsW3WMryoT+g2us6u7WKYZop5xJ10w45bsWTxvdM4xftFSNhk31+2BsyL/WV4+LiBB+fA22B9rpqcQOdFM2UfHG6CYggv2LizLcLKp6zODhbQxdPfcV4yJ3Qqj2WGOjjII8tAQtoAkkY8CiDaM/0FeTI5BOL4rlqAkw8OZY5Ab5MGNO095XJPoDHwbYQf/UVizJuugm/RWDZtPc1dm8x2+wJo1r0lSCexwJ3frH82NLeV9C8CHsGboVhppni5vwV0sYvKxAPmfGvDvaCoYdm0rGcChooLh4kiC3QdIiXeAnVBFIduRUSn9zYNIva23q4Gy91jCWPCU2gCwWeaqPxC7hFYi8QImAvCFKkry6U8lTTJV8LdD40QAOw6+iE9FWFEy/iB5YPgqNMgxCaTFlVpJuafL6VEzO+sk2R2iumLTfCGAFjsQNDM7Vlcix2qrhMAmUsBjAQwzKIognEejOXrz++WvYB/vrZEuRwailBTG6K2IFLeoFTe1/ltmKgnHjNlJImkOYLV61i4julDbU3jJqtVyRxv+UBo6/ush6wzZYf4vikva9KSi85v2RKozy6ScoSvuqntTc5xyxwoTbbpQ59BXfFVzEJ4ylxeRq4fO0zuB766gAcnrqDBfcvTsKgGr6LFkPoq6A/rjqVx11weEJ7X8t2CkzAnVTjTV8VzeCqGBa5bFsBgqt5mylCl75KMuOqRxhwrz6UaW/r2zZBY8R+SqXVV01fvoqiSj4RhzPwCNvm+lGor7xcP8Nf3BfxPKG9rSdKVU+45snPNLoJNS/DKC3jq4B32vvKIx/gEbUv9ODQUiHY/BQ3My5EgfviKhYmIqaKZgIDzWlstnzVhWFagO/GMKdVSwH2Z+Aj60s7EWjv65A4bBFHlpyipJtea//JjTK8qoyOR6MGMI1TLM0kpfVxrmcfI0AjJkt6QeomWW+pVJQdvhpKQHtbvZksh+vewMlES2lIeiaqpFzsABWknxq4BdOdZjri8GOzT88ExZn2uqrGizzYMqQLH7oJTx5nc+R/hUV7W7c58goTOG+yh17K4/ZTdHQPxYyO9orpijOrgGVHJ27aicjIbqJ6ha/CtWrvq4p8hXlnh0jD01J3B7YUJRV89Ymu6ph2CL82WsoB6sdNRnxB0A3tfa3MkkKCwGaOHPRSHKpn+lr6KINpohUws2PUn3ZSKvCljEp4AykpyStbYLC5O3rpzYUn5YDEH4x50d7XAnkyiBGmKoNFL61B80M7oLwUOwi09xU1HgUSk1/MqWonqC//M8DCU4Gy1N5XOXEpHB7ZRYs82snK6IUECOUhIg1o7+tSpgz7sh1B5aOXVjVwnfxMPpZXU+19DRGfufCXF8kCtRNbBC6TQMPHYmcK1gJoXjQy0k5scEQAIOSpih+IDhDYK3LUaim11/fBWcVVuIFSqkVxc4Wq00tVZnA1P4P+9E6S9oppimu7QDJimw/tNBe1Q7EKR/zTor2tPZnyPRS5wuqil5pk+daYfMNRrVZ7ruR9+PqnpcCIvpoyUPlpHRHaK8YGXOsHtxHbILWUlw9u4WKbT9U+QkZHmcWWI+2Eh/mhg1N4I4usBTFKj3yM6KVSIy6bW+arYihkmqPMgkfUaKe+0u/WUoebMkihva+uMJowRVuxBxgtNfWZW6Fg/aoWGyvHsSyiMoJ28hD7mVpEvPIOc3JGm9LWL5ReAkX9GqlJeIwoh5MgTuMAhm/00qZpnlTgY9uUaedXQVFobyvlJguiljfwoNJOiCziKXJVv4opeJbhTvYDgEM7NR5+81zp4VS0oFkSBu8WtKhaCsBc/AbLw6/KmNXe175toMkoa0CUop1alOA9M0hwKjq6tPf1AtxvGG0XBLZoqZ4J2zvJ4VcLd2jvq9hWW9Ik91Ue0U6QnjzoDYtPkXGova9C8JEibtvFGEodZSfsKYekuGaEMdrbypgjvdzFeTrm6CXHEi8JJYRvHglFWkbGGZSs6qXGxX9Ekco7I9DR3le8HCmlGZs4G9JLiHrvyEAG9+TrAMkqI2aRdkUvGRLxqQWaHEqBO+0N0wbOpLJhOzpxoaPS1H3pziK86pflXKdidvDETjuFrvkCchn9XpCJIS/QVKKdfMhxsEsDvImBBtr7Kga/EPSxIbljdFQrDn4mRYQvaXxkwXW4Ials6aguh98balePipRHe125tt6TOxnO6LVTaZhXQaaW+8BA5niEF+so86KXOFT57gAB9Kd8pxGmDmSuDE/tpISMKxhBxOPDbhoCoC1Zo0lHQWHw7ZIa4K+YKKOhVUg+kxPVTqpE743SgA9Jo9cCTFW8BEiIXoow912DteCtVFVq7yuB/adFIY/9pGmnLocY/CTwIm8UaG+rZW7cTBKbLqnQS3dIX8FBEj8ilqS9rlxyYxOUOIsbkl5ikIL3fYXhRuoutH5W2ZMwAnUUkVKewdvGi3iKam9rg60qizx7cgeqjhpihv+pmcJHX3DRXtc52x0OAvfkHCMd5cOIR70WeSh/BEz0SMxQVBu00+wQlwJT8lAkfGrvq9Q28URMfmrjpJ1m4ziB16d/cmBIMI2bzPTHRjvRQeVXHKD+CVUK7X1VsVEQuJCZnJRopzrbzxHwOMcBQntfNWTENKLdo6dGLxloe1iFE86zTCEOMe4eM3l66ewwsUwT15GHp72vbKRjeUg2JQVKHQVjCdec3f9SydLeVy0bsR/Bd7IS/dTEyBlDmOGiemG099VL6hq2Y1M+eKKjIuFwRk8/Lir21d7XD6Rp6kJsyjs8OioShh0dAl/a80XxjRcYtkCRfsLC5H0h6LyRA3yNL7rAp59y+smsCcfw4fSLyGbtdWXcjTvywKZZX/qpACinFKTkmW9CtddVqVRVkmhP8iCho1IsfhUQH3/y5MWJLQ62E1qSXnpa81JnRByK3hPtfWXNJpx07Sc2AfRS0w8eA6rLbZxoYgem25OHFnRUiQHvdLiCRwlK1N7XMLmEhcgthaZBLyl9+QwrCrglGDIwre2WDOJER/2Z8cFZC9+jtoUj2ApY1MMX/UR34Yn4knApYpJCuMntq7E7ekmolLNgFfE97qAcAWHAn4KT+qkOiuMYtMEllUSwcDS6I0ffdFQEIxySy37OLDXa+2plR1ZIgwEfeeinLiefFDTymqhjIlGX4AhLJvST95R7JskLt7LpuSHHkE2G54BWkpPGKY9YX3PBB+19RdqRZWI474ihfgoM4jCivH+jgxLJMRgwgjqB+imEFtfRCocniiXRiD2xH7UW6Cjt5Tt6mHHEKz/tfSWMMyXEbUc1UXQUV5DvwIKHH7rG2vtKIc5EE7sdXT91FBeL32gq8DAEX1Rq2LrRMEY/LVJ9lBGSz9T1oL2usnnqxItMgvKri7TbW7Fc5J7pTbTX1TGTLbHKG5iE6iKvG2/FiyJ3zI1N7X2Vy2VyvnI3loku4qrzT9bqPIFXM6YFnwXjHbpIwYW/YsKV2yWVSU9O1vDmjS7KmvFKLne8mtUW6FRGLrQ80kUTJJ+zsPLcoDXa29oI14KYkhG5RLooQ54//WLKxfFky5sDJHmPh5UuGhLCiSRB4t0wQu19bRNP2dG4W6SR0VFbZI9KyMqFAXREe1/dZARQthlvxZouAkLkjsKN3HSMEQlzDDcstkArvcL50h7Wt6PTBavtZEU8Z3SRiC3+KeDzXwymNvltM7hy6SfL2E+C4cHrPVGwBSMvxpnURSeePtXGCi4glxsMw7wgRpomqpP6RzTxfgKVBdr7KgDWQiIwM3pZ1EWDc9xIpRN+oW2M9r42iVNN2NiNFRToKCs7r9pNcKdO4WivK13W86KV4bLkNFGaNo7EwyGPIGTp5cGHzYjBUEdFfb7qKRO3Cc3Ang5vfntgQxPJ0nJRTdRnPFKhva+vmzLvjtsVr1L9pEmB6+lGhZ8SUQMBRZetPVTQSl9a30ea2U/BAYX2vsbBPFqwyC/EnNFFMmB8j9rGH5y9MCE7dqXRRZexfMei3iNmeKVE8KVGYo+FfgIN5N6gM8BRiyT1VC1sOKkoWqlL3e9w/flDLGy0t7UCnJlKIztOkaGLbvj9KmYKeEoCrTdM8pkeGE20SvSrNzJsuwSiae8rZO6qGcplb7poolPP9yTqe0fOH9r7igYe/BmTIdto6qIfppxvn3AunDyCqRtRRR4d5UOC8xJqOBeKgfa6Ssa1lngbES/WUQG+Q4KQvIcVn9r7CmNTQt0phews9BOSH3w00cz/3eHCwqU6PP/0U/zjb3SA8jCi/hCYCZEls4J00Qai2sb7FRCXtff1TCYRA0meEuGqiY5seFUiKb5XYDG015UpmxB9kp/A0GqiIay8SRrnYIxBjNiC7EE6LA3l5stjHjU+ZmeFqTqseZLIURdJ2XpVDIZfNrdRwTg1My3g00Q/5vgTE3vcagdgExmKLYhCjoaKteKlCqB8g1oK2ut6ZUt6SRB37ZDVT6lsT+mCy2euSaO9YVy3qibO5MlNQF2U5QmP3UT9HBdBycO9uG1uhX7S0uFRVaG+joV52uuKJRfGkM1AqVsTZUpxzgb773WkvWKy7MhUqThPxlc/hcHCu53Uu0V+RRLqiDFEuuqn1xOPCm+/M7i12uv6JR9u0AwA9E4TYca+cLV7TyEHtPc1w/ZDBxyZcuxPF73++BeDZf5TAKf2vpLYaogykSkL5OmiMYLcttMKXFWCBu19Nc0JtozYD1Tg0EpMPHmVBz7fOUKIaO9rkA0WxLm9eWQ0FBYx36IMyoPKmtDeVyTbrCzJTCnHqIvOhOFWihZ818jCECMF239pVBqqChRvEonlvbbcQUJpiR/BPOknN6PciuaX75kaf9rb2rTJfMDtDTsQNZSUCljsXH2ZBBZRhMMKwxbI0kQtDrlPZ4ZcNcobCCl7z0GkVtoFuGmVFd8iYWi2TBjsCZI5NFQRSz6lre+FHnxfNMmIiaiG0FBCbnzKlR4P9AVKe18bbBexaJwkUlFDEbXhp4hcvqKJXLTXtXa/A7fNJ5imoYJsuPJg7PsFi5f2vk7JjF6OYC2CazQRIQaOqqr3dWQbIPfiyb5bEURDgeJxK4JWXNkqWe0NQ2c3VhaIscxxoaGkDPyIAIMf5HDVQuKETGngq40CfL2VEaXfWCy12usalhtvhMKmRRc0UYoSHMsPDdwoPDBor2uZvfjhKS4TBaihvBJwVa7s9+2pVXtf1ew7zrsttx81lKUXrsrE6jvVY472tjrZenzFhhMSoKEk5fDTqswFQoSXWNgYx5njREMVqOWrJcJ2oxKzC5RP9poqDw1VCMlTr/S4iYNNhA7A7AEGuGioNyx8tVFsL/jQQ3tfD2wMFt7stCdfGmrFi/+7U/ejiWa09/WvVMeMoDwJJow2GnLjqZwSuB3uvqwQitxFeGo0lFwerpoEk3vlOER7xYhuE5Vs+wnLrIbSs+SqYiBwjXZ0KDFEY0vNmWkovid89YFnNuKgifa+Fm0QityNhQNJQ2VQ8BlUMH0RzyzaK+auVDVFUp7kdNNGSWAvBQAWnnTgSHtfa+QXraUwDxZdNJFf0edZ5fkkXbi01zVL7HRnQp7EoqONqv4+yuAaZ/r6cvTygUU9mNBEGOJc1kv5qmRGY4XaGapeaCUdfLAKHJ98NVNOe13R5AJZcnb3R1ArfXqVJmFl4KufmdrbqiSTkSLuDUkAaKVNM+8W2fbdbgoD55cc2bipjQwAeDRKylcCp017X6PEJ6JYcyRTnTY6UPpL+Db52RslSDdrsAo2iJqI7soGXJDHVwlFcMHZ7sADZ1rp0vu8LQd/sUPtFXMiR14xgvNgNNFEXKQtRwuPcz0gmTUFIzBTRBO1xfmpsbSHUmZBe1tzxJlZgLJjFUJttADylSj3PgqTN9r7uiPWsckkOwLB0EZ4CJ70wQn+APCJ9r6q5kmiCzDVzxZNVKb4Q3mMXsqaviE1tOQXd5/aiM/ExnMHjq8GMNTeVzCZSkWFPQKWVSu90HyhB0h+StsFIlsU5BdTX9oowpNHIqOV86Fw1d7XN3kyQhp4AB+aJgLL46ba/XgsPzvCOFjMjF5V2mhED4KjjIv4kUqgaptBTaMmWjL7H2sy+YlKVe19xcqUciq2WQsiaCKjKVwgRAv+tArW3tcTcRw5OHIiCzzayDDyy4jHj6PmEQ3ywrMJu4zQSiE+v41onjjqbATtfQXMAlwt7EIfDFopxAKuZmDqn8ox095WJ3Htib6M+GanjRjZ/A7FMo4ogkh7w9jJlFyotCmoGzRRAB9cyaQoj5oD9ofIUzYMg9VGj3i+mjUi8FM7dNorpgJcC3hlI8JaK3Fg/M8vKP4CwgjtfY3KlAYySy2watFDcAR/s3MAjxThBRNbqgPzq4fQAHKNfMi9qhi5DZC5RDbVRqEPuEY68ryqGAdSHHpyiWyojULxvlUK3OBYUIS9binbizwQtdLe0FcWyyW3IqEJlrR4N34OaiU6MD9DAQ5+iaFUe1/p5EksHPGT0hI9xOXA1gfM8Vc3Y7XXtcYmg7Ijb6DiQhv1PFK/LwO/ioOM9rpq2WVkLvKGRTDaqHeJzShR8auYHLTXNc8+OwOWNYAG0EZPiHajkh+/WmJrzcmDfKFwThtZgeJBiXh8CuOl9r6WgY8okLFdpKGhldyUPGUQJNe8UKW9rQJyJJYYcZ7lGz0kpY4fSYXhUjJYau/rHfjHHov9IkehVlKrfMk8yHGgERHZGCTGwPlGDzn5/EcINnin4Kz2vh7lSCbJ+ATSkB7iab5ieHKv+oIBAiInOe8rjDYSA4FPqT3gUMoqtbcVhjOxUNmOUBy10hjWu9jxg38i0dNe1zAZcnIwXjwwqodIY+4ViYc32RyEhM/2oxwzWikL6uvI5vSoqg/uGuMsF4NSG70BwwvUKeBLjlDRXtc8cCFp0obEckUrTQV9beQpfdQjAHqmjxlOV9BGdGR8b+iRPeqQBe19ddp6r5IZDkyINqJT5EvIdjmQxC/tfaWQXzwIiodcCtBDmwaeBAkqPIiPhBdTVTGRLVl6SBPMt1VI8K9QjdDe16PdBYuSzd5w0UdMsNzBmTKctM+4WgJjS9Ja0Em1o27fNbI43krR3JdrFiOS9ZHU52Po+8CLxDnV3la93BjDTowlz58ekjTDIZyZ4EhmaRTpJdmTaZs6qQ7eQxgS5UjwyNDeVzyZsasoDiOhUw8xhuEZQqjxIp6b2ivmzVbVhI09yUmqk9p8+RLT5kfZYYGEUFSmmtvTR2YkojIfH8qIJROSMDIUA059lNbJpcxMPJS9ONr7KrpNMOnmpzVY+kgNin+Q48iFtFBLdINnU2a16aQyJz5BFDy+B1cksrgTx5FTQw+lgOJgjD++SZoSOG82SgvVR29e7jY09F2El/a6qtmHdWA5gIsufWSXhiPeyfIdLYJo76uJIg8WETflWwydpAr5azEtV+KGRXtdWbPh14X9g2RWDwVycsYoWrgo0qL2urohheOBbVPevU6qIsZdGK7xTy8ytNc1tTRBHiGbcnunk57Q4RGEHh+JB0fGEH2wl8BHfdShAJdgduSRNL3R3tfFzYhjDOZC5VUfecc4Bg0wvoibJdrbWrobaRzBpgKs6KMQLDhl4wGeyUaF9ooxUKo6eLknOTXopCMTXorKj0PJ0KW9rkbZBBDU/fQqRQ/pKb5TmQ+PIoX1YVvKD1APPdh7J7AqPIpUbIm8uKU2yNFDD/C4pRQbpwHppAjDjT0JV6uTfDzhll9HPgONm/a+ooiV0ljsSTUtOqmHCC6Ihu1/jKChva+q+4WQQdjHmAD6SNHwjziruJQFKbT3NTOLGHK0rSJk0EMMuHiiWNHraM3zWPQE0zjt00eScTi7cA7pQ0eEhio7Mi1VJ8Go4o5KBN7zsVR7XcdsyCx9MCHqjz7SDIJEUvecckgiIWCAAwM/6CPPNh6qY5E3JhgCeeDLfnyDQSe16OGUQWSviaGG9orZsSNVZ8B5mjf0kY4wfMfrJj/EIqq9rU9xZheq7WgqRyexoOVyISLjVyqdtPc1S9YQGrnPypzpobMb3BKM2M+wYlcEFQbrGtVHRWLeIwwdX0Ehh5py2I5ZhU5CAYbToFx8y6VE7X39sicVUMJFdbX6aC9yoVi24FjizUKyvebETQ+FRb4U0Q1fJMnV3jE9mQBmWg4RxlL/qOh8K0Vw3DWyQ8R2JMl/VFz/eAu8FRx2uGdgDGmvGDmZzMdd3iDqQf9wKPFN0kgfjBGJEVyZPGiBhv6ZjPNXTn9ws4x4ob2uZbKBL0Y5w5gx/dPn90yuwnzZCD/tfdV56KtMZsGFoH9iwHnuosBnOkC0N0wsXKuBLCOyAdE/m1ke1YUgtxKvCAI2TjKeXgX9k+DpS8mGvJ0fEe11fQPHmrXJinO66J8fho+qqoDryHZAbjRKvhM1oH/gvEVIUTmGOljwZuzGI1Q6CYPbpz4x4SpSDtDeV8VMJ0FMdtAUqX/ezCc50eP1VnTR3tcDcGukYl6M7aB/RoE8Eg+MH0GIUntfS8BeMCjJjH8S9I+RUiM6yriFNl/a+7oYp4KB240PuOgkCzE4aJ7Xt4Cd1d5XGptSl9iuiUijj1iXqDIp4051ZtHe1ihZT4lThgvyon/GkLioHphnDMHmF7i5jj3RR14OOZIRYjjfmyPa+2ok9jLDxmYMIaqTIvj9ahNaXuPiUntf0eQIa2Jz7nTTP1x9HwSA5ZMI4aq9r2pgIrFy8ourJf1jZQ7foajgEUEU0F4xbJsyc0gDMkSjj8bA/WqJrNyo5MyFE23yWlfUP1Og3Btgbhx1CVN7W4dkvdMsG07KhR6SuvodZvD+sAqm9orZhDOrHMiOTpLony5tr6M1zyeKFdE4RcqPRnn65wsiV0YTHhy1S6a9rqg5j6vARoC09dCTggcNZPoWpl609zUA3MIKSIb0s9M/Z9h+1cZbXISJGO11vZL/XqeyWI8d/TM0xIHU+XoSl0ncgEoVEPGhj9w4cY5iDuceedBe17K4dkWQjYjAhE6Cs+TdlJSzeRdo7yuS7dP5tQ2ToOmkzIUvYbLjaEQ3gqC0NiF/oZPaBF9VTN7XaIdaCaw7WSqPUPvAAfM0NPtbBvFp76sdbHaYIEsKcdVAACC5kboL3/fFZRKotLUHBI0UYO5Vg1R+CXwhor2vYdlE95Cf0CTRPm16/AwrFd4SzBcY3DZLRoHSQD5zr7p55btlYk97X2HkEwb08lPcEu3DpgpPUpjn9Rz8aO8r7J40sBQvXT1pJCIcvDQNzNutiUqKuRBzSQGjkZJMORQrmz+dGkVh2NslXE3oJK3Gp1SR+ZlvErW3dXOrikIqT4ZeaqCmTM7bAPxvcWqvmDY70spSnDd5ppGsQB/yc8dzPnihva9ktpoxLjMlEAoNVNXE1duIq8ItysVY3HeNnHoowJNHPWvxnQGl7ZCVQgZAAlL7ZEl8kQfpPS9ltff1uxXxxkGmDFOjgbIScCqNGjiAEVC45DDuQPhHJykB4UsaHf9MShRSS4iYxdaMRgoj+tPHD9/QFoba+5ojI9K+wnVKoGqf0wecCdTWl11W0d5XvQ3Zwy9OnOuikcak/rQK7guEiDER0gw8C6Wnfa5EcSsT+L6yQUC197XJHqvlsjn8LeqkAXPcCmXf98zqqfa+RthkTdj2BihodFLQ2TOGiPOiel+09/XPzfVpQKZU66KBxIi4VEUsueoRJNr72iPDwX9bT7VLC90ZwKVs1n6R6YoXiZlxkAKJGklOAj9tfPyGxlK+CtTNd4dBI6m5w0/RtPhqNlHyBjm090bQaSTZWE5FixluHiujLcKQxUuAYGikO1SOahblSwOMSXtf5zacHARb76tMI8FaeRRKev/DW0F7XbWUGvmQkCkX6NBAMCW3QsIMNzYWTXtbDXfj5VtsGgCBRpIwgF+JgsXNcmQHYxeOvwDp0EgYfFgR8eYbW+pEe11Fc2MPUdhU61P7HFHwViJo+KIJ0ER7XV1zY5MzGEudHe1jBApXBfX6ap1+0d5XATuv1mjHacFqJCxxXJVz+E69btBe18Gtx4Vvw2GJ0UhWrvDVshCby1ebBDV8G8YC00hOtjiqFSq3xuTpYa3e7vmiRCOhmMFRIeO4lHiwtPcVwTbMzLJ9WI000oo1nkr1hqsIWyAEbLODakM10iEHvnqJJPbRZvt5wLMLmJHVSETWcFVSH+7ViwbaK2Zym7ChuJ9Y8TRSDA989YOyFKWfEHZ1+8qtgkbSvMBXn8gyGyFrI/KKXaVYppFqCMkA+PpFPrfa2/pUqupCTJ7MIUEDOaj9vi/ZN1J3QXtfS5S2ftPyJA0fDfQgdUpbBi70APVFgEuYCGmX9hHFewldtkfy86a9rzwO4JWTJ0NkaSAIWB7K5uRQRhUcZ6DBnUOn2ueGCfgvwR1fpbGqva9RslmcMLv71aaFXDupmgyvfPUGrPa+LmYyKQT2BitWtFCY77uNtfneZdPe19E4A5XJHGlpp4FGZMUTmGz5qg0J2vvKIo+lTdkc8sjRQl8mY0YrWXy1Rg+xKY/7jy5PC30B8GdSSH5J4yOLJzsZMkoADZRiRpeChrO5mNXe18kceSINzAF0hvZJXPtuR8XdIu0iZcSAMRgJ0z6Hkc/bPPCfqtTe1gc5UosSnOcpq31YmPkpq8CHUhZAe10bxJmwbtkRTAUN5OgXhWI/FMI27XVNjTfJVmRH0jka6LHHK6mB8FGMNNGBdpkdjeJoIEovj8SwCuc7xTNZwQEcZAJQ+/zFcvNYCfJUtJhZAoQltwBzpoFwXPhWUajDVZHY0V7XNxnK7sk2EQlrISY/b8RIErdwBU97X5PypObkNlbFBe2jgZTbajflryyFau8rbZzFbExudKKigXh4/WiiGf53h8GkFy1bHZ2T2kcCFCtVPrVHSW/wMvvNoMMNT+0xtPf1Lxul1diDcFoLGdl+Dywn+IoTKrT3lTZT8mU30C+w2ofujKu59vWncCBo7ytaXHu5JSPizWqgJk64N1oMeFQBHrT3dcTuubvKiGqvgZxs4NaYjB/VyrTHzFtGHPJqoCdav4MxlCNawKK9rkSZcm5T7RANTfvALX4t6RRwVAmb2vvqmgMozu1DBqJaKMeQr2ZdKD+NE0R7XX/AtYtbG5EOjBYCpfCfAjz5i0Eu2vtaIlNSvSnVIISqfdB6uGJwNLwqZJ/2uqpuJzW4fIJ1jgYKk+Q5pVzgkFdA2vv6lCmNTEsvr0xpHzIwWUqS2q9+z9WXUg5xxqeB0MR+WYEc8iukLrwEXtiMIea00KTglwueGX5FEob2vlaAuSix3IybblpIsgTcimbxV2OQ0N7XOzuMbU3uIKipgejEuYVxwuRXa8Rq7+ucTTYlQd6AxU4D5QFrS+MS4ldraCGr/bxB9EsD5SlhGUQMn1FniPa+EsiSUnjEYTWYtM+S5sOI6sBvdGgi6QUaI0DjRfsQbZ8yaAjX7CPVXjGlOdJKjDhPcoz2CbraXL5I/GoZLFYiS5izqQUsBeFHgyS4lD0E2ut6B/ZxJnS/EEKlhUx8fY0G7HjV1yDtfR3bukNehrBChRYQtbkT0CCPkgVEe1/D4M8zRrajBiUtBEIOn/KSwaGUKWpv6ymcCQZzO6o+aSFA2ncRecc/p9xBupATL4bC6QBz9HhVGU7+5AYZGl0+92MTkhbqEOQZWd3wUDyL2vtamx/nQIkjq9DpAHC2vpExNjzqEBMPTqDmBF9SaAFod743qOI8atOc9raK2HpNUGQ4I04toA3yq9kEzZ+iIdxz8JffQOTQAtxO/OCsB96j9oSj0losindBByAjyNe8HOBKyK5o72seONCEnR0J4UoL6YX4D19EcCGXF7TXdUt24SIwLl1TRQfYUuOLaofLY/nR1N5XOzsDgaOMtmqmBdjd8QZRtLyUsWvvqwkYrMtySxZJooXeYh8DBBi8SJ7XXjFAubGyMcYyR4UOYGVzCAraOJI2bLTXlRYuUhOwJxWU0UJuVBzACClPpTFD4Jtb5qKTtYAMW0709eSlwDrR3teqHWKvRL7icKgFdNjCM6yo40U882ivmK6tqmGBPekJQgsVsORKpG4+CmfUXtc3e4QsWKZCcacFgBjwDng8clJTJNr76pcXxyDEZzqo6QBc7u3olPHSHtNFo68Y1sISHeALhEsVpXgo3lXtFXO6TXBW5ScuYLSAEmu4iaJYDkSQi/a+tm3XpPQ2pZbUQgS8cBVuNrgPzirtfe3g5lqGtCl/gxaa2kIjovwlTBAIu3zmoC8qLcAFAI5GAuuV2IGiva8pdmHPkizAjJwW4GLvC2wN8SWlQLT31U5mkaXEFlLiogOABrmwfMM/mRhp75ieUgWQP5vSrUkL/cDgeGDWfJIzbtr7umUv7vAAv76uaQGdMfgj3BfvVGTT3lc5pY5kymxKKSl6QK2GJ/CKxp+sydHe1xNZEMnSZpoD1QEwYzmGCWpfpE4E7RVTuRsrV8BY6DxqAT/wOIY6iF+E1EvjZwcYS5qjFvADCqdEzDyzTaL2iplSqlpCw57s9NIDZg3wyjtInqll1LrpuSchH/UAOBdeasACDiUwivaKiZFNYB7YT6qGOkCMCVwEGcUPMinBRZpa+AiCJ1pAXIZRB5Wg+iM6FFzKhVcRMIpsKxdQOoDj5jMo0PFLCEza62oac/G+JcVE6gFktHwQkMynKBJpr6tp/gCnwc4aAaoDMEbyxgQ9PlSHJeSAJxiyAZkWsBrJW8AdeVAvQtr7GmNDJlgDvwhAQgtgFcFfvEHznjiaaO9rlg1p6gQXBonSArxwck++P+7IQAaLreWG1LKnB1iZwT9hWv7CrWvva2GciEdhQ/KIogdQWeSUA4he08KU9rYS2JFWMpxH2UILOFPkNNxJg1BN+rfzYjEPRQAJ18mGhP/S9dID6iz956Eg1wE0GWECHGkazMbFU+sjC0DS86qwaXqA2N1f4nnCL9e2NJcOi9PSFWAW/OrWBj1AwRSH3CGE7xZjuvt4Bfd4Ve09xqN/yjL6zUNrgFPZ2tJPWLV5EqrCy74p0d0ZdnvJRJpsdbr6Q39DnkYUmA9JAkZ3b0RlvjvVUkQeblw8G5i87JusnlORrbaW/NCHMh/jCZOHnjjSXDtUfE9Z4QXPHOuiuXSW+LZh4/TBuIXRQppafC8GH2fCdUY/OYDDR5dgaNmpzYck659YxPjIJk289A5Md1UJMwSyuHQWLQ/3TimYL5uTLZ8q20EPuIKBP7U5wZ90YdOATV9OWVAfNpSKttAhD3gC54mOYL97VkAP68JTd4V4brA2A1lAAdgnyjLBQYf08FAoSLorBUOR1E4am29NlX+aIvGIeExwHYgqNHcOG4DvDaXtc4G0o4c01w96eeBQbPjoLmZXxptMEuu4NK6dNWW+m3FUf1o1QwMWAREqQPmCsHI8yXZLc+mwvuA/QrN4ZpwAugtktBTNkXJHYALzTlyY8DQwJ65km0Y7HZ59U0XdnowJuQM/6GAyXD9PNCQJV5xE46Oli9qpB5bnIAWNW7EQpbuXtPku0CruwKaOawcF0pcKgrq/ksOAFhKh4euGS9O/StLprgwKe7tmBGatZXwiMFF8037yxzxTdDeSNu55sb23eeadMDDxHy6iV+0wQw+5zn4GulZepKeL5spBYPpdPHzQZ2TAo2tiv2gPizPSmaKZKNh6qPmdDoxyuA/qWY086a5nga3giAysGaXii2gM/V7sFI6EyVNzad1keFiQDWftPKK7oS2ygrIksWbaGLdOChm8L4cSL8KZQTetkfAJ6ETxJ6dJmjun8gyn0UCOc26woJ2EanmXBR0frZ3STV+IeNSllYfyU0EPLRngU0Zn/4Rf0ENPbb6AmUS+JXRJd3tUnvvSEusoRePWOQPxpnRas3rBhSEsfBGtC47ljgivgGRSd53UxYXfom0nCvhNoE4ctkr7KLBbEzFa4KZLQnC+SEvd7VExo8+Ebdfz+U2WQvjg1+tDubFGdy85N97jAFinaXgjvR3cRWd9jmHK3t0bnPTJ+UY1InAfsBoOSQZGN/2x4V+WkOFWXMp095I2TuKDt+NIF5/JjRgOJgMTn0r0oruWcFyK5cyGg1P1TLCXnAETAU/qYYoeKlKDf3isjy0Y0UVeTTiNK0Z+SA5K3dX023wdfLaIoJZ/dNTIfbP3g79+eNPdGox566FIrCWf4NIJUMRdBGHBPVUH6KYtzDefaN+H1RAdIa3OEUyBv6apoC1J4y6VKrhz0gA+EhoYR3181Vw5DV5fK00T3sSMoebO/qjAM8CrX8ToSA/lEftSuWTUYhbstTIbz3Sngk+SznFNpgm6KajCS6XZ8ieqn5o7K/iDl4FS+w2yeqS7R47Eb+BqbANHJp+pjJIPwVHjafBZ3e28sfkq35QitvL4Iypyf/loQg/OKc1UXPyjMIF8E2nuraKhmZyk4ZKeqL9Dc0gXTbH8Vsle0LBjm+uSwy/9UOKDWU3fwwqmJorQw2W9T7vFES+6O9lgL6lR2VaVUL9U4ok/QZP5K3AM5XVNiXOi1iMhunEofrQ/uMCN7m6Kbrw0OtaVcx6JsZXH2oiQN9PQ6W6P2ldHjVspLfaXht74qqGIlzuD1V3PCXtBAqBYRhu8T9rq47BCVLkPulh1d8eTDeYDYgvwofFKSJI4qxEaDw8AoLuihVuB2441zxI/6U0IzxxghlMuYaOZZoxxP4NM0YeyMa1q4Ct5n7+GUMKFEztGd2Nk7W0ZVcyKRn+SHRVczIQJXxSERGsAjzGUPAw+6YkZ95TzekwfOLSRB0xOBYEcrqbYp5m0qjjsWwHdhWv/APbgyhGt4+6BEOWwihZ0d0iQDIYgbgtIk+LKeYzkCsGEw7eULmourQAmnJJD/8ykBhpQiJGoTA4Og46OrxECUhPRQeWGCQXCrShy0Nw4HWCuY66LIybiaUCnzXR1hxcRIfSHWrzooyNRrnpWgffctemlQyPcR2gPF3Sw9dJsGG9SOPd3lmj0kRAUvEsOLl9JbUErgbHjoIhR33jHiy66ocpNGSx4Ki8njaR3g8vqVH2ntaXi/ri0fjz4Fy6GG0QBMlppW8jdXDvBT62AaMCiGFw4orB8h6TUH8LI0kVWONfCwpIb5bCrkWYD+ZcJgtwCFL46icYKHkfh4nJDvnopT8KujHGCy0543a3MzEt0hdsKhxeX1okoz5Fygn+ZUkJz4zTZ4t/VKpzL2qWX2mjwIiu0vg+Bpjb6MdwNkwZ4KtcXzYWzlcmhDJjAm2AnaKUgbjiPinqYM48GDPoxKhLEl1igfDM2WW3UOsqrzJnyjc3iqZXwInwNsbI47NMdHUAsxR6zTOTOVmXgWLyg+X4jPNBKRo+8ClAN7mwm1UeLWrgVLC+3TI48Dehjd3QDkqcuofx6JfihkwJJeaqTFd+uKzcNyBSVBNiFo3rp4Do2YKCRunJw1RCaXCqsrZEUjfBVISTZuwaGRpKC5OvDhhVexs4A3SVSAn6zVbUN0GDAjaPZulWzIv/SJlJz4RBygYnilvBVpgGa6wZM3nbTjgFfZRrTgAA6uW60rHJXWSVaCp29lTPKhbNlCacqveRgHFDQXcg2uFQRaMN1inHhfEn5hnKe4FwSqGruG7ct33JAhGas3HSPyX0To/P7YM0FngohUHPb1CDyvQElgZ8meaO5bYSg8AmIWDgWPG10lzeBC7ua224EBq6bITwV7YrmtoEzxQEnN3AqlbS626PgC2xT9oOuKK4bB5lfVjJPfoVBDc1loyeDQzYK8d3iiu5SZsI928q9V2qH22bLyb/MBx6FARvNZRPEiVMSPXFSXkZ3L2m3Ynp4bAiTXdw2A+zwJyGs/EmWEBoQinPXwFxu1WWNO2l8oblrkChLJHHDSemAaO4awBMc70gCT/JjgOammaKG6z88RfpY6XgRTjuam+YDh4nilvwq04C8AcTVVxDy2m7aMfhVprEOCKAzkzV5zRugbH0FojLfB2sufCqEwKwi1vsVeMx+b0BJ+NMkbzIiUp6v8CYNd8OkgU/l+pIbCHE9hT8AX1Yyz7/CoEZm5JzyFhwAcTfXTvypFZAOWBQj650Ykd+gfD4Frgr8SQjrP8kSogNCcThTCVZ2XPLzFrqcccOEAnkrihzymQK7n+DEALfqsvZOGl/kR0nCt9BmwEul2f4T1c/81Ht+Qp7zWmmafBMzhlmpUOgnZGVxvCMJn+THgDz5ZeIvxNjC+1jpvginnTyJaOEvLMHxDeU88VwSqOYJbSSfghe0rZoV/0ubyKyg5/QpuPn19PT09K3p34ud8kiYPOFWTi8v4fCKEzXg+lS0K9n71vQVDOPyHCkn/suUEhkt9MlPwOR+BrrWL9LTBcayxcpLgHCGf5kPH4UBm1yCM+gtYCXgCsGE81tKF/OUhDsvIU4IXiKJmyelA5JVrGnxFpo4PSIeE68DUQVso2viI3xx8EhoYI/6+ArneSL3EvD6+GSdye/p6em5wIEwThkb7yqrpHeBjD5lhRefOdYFzrOr8hFCjPgEdKL+yWkS7OSHi48QxMLXECvrYZ/uqL3p8VsOiOhdG1GxmhUUL6tTe9dzAuDkhqdSSdu7Peov8Tz5y7UteIst9SO4naEkenpSXqZ3L2m9S4487FuB3gUyKggr90m2W7CLMsiPUAQpa4n6r2kq9K6NqM+BhsYndgFuITKhPN8MxC9gJvG3hC71bo/6HTES/xBPy9oagJ7nc8EW4wnzQ08cwUewOp4vkOs5SEF7KxaieveS9kWvuh/DcNDtAZo8DyHKfiR1c37PbEUM5CTDQ4gT5CObNH3pHVjvqhI+h3J8mIt2QKDPHLkpI86zc/IQNsE8kiBqL/iDSqnsD3kIXGn+81DwdQBN9u4l7Te5VPNcIcJiyDoGHkLej0fyauMrA9P0bo96KF02Xs6IXixIIMjvKca+FSs/bhkGYbEpk9jvJYnwVga/cMVo2YlTw8z4vSCaP0WLy48IjexdG1GPKpb1SKZR4iSdjq8npsunLiVxvVm+bKIf1N8zuvKqIMi4VFdX9pNn1+uh7v0W0y7cUaKuGM6I2tf7oXdVQ/M9bpb0rueEX13qgh9oQLHFKAC9XqCO/6Kkk9vzndvpa/PzbJTZmB3wVWHMyCCo6HyG8d3upZ7+qtlR3lAhwmc9we9lC70/3RIgH8rx8Ny0/rWRgPJPddBmxDq6525bcIkeYL5qoYnMt318eI0a7iZk658enea3Mjge/jDgm4fWwFPZ2sou5l48l9X0z+ygw31sE9u7nhO4R4zuHktma4aZ4Hm4QSN/anPin3Rh64BNX3DmDQXZsYaD/6w8n9pF8suFdaQDHmHJepig+w328PNkl3gamNMr2abJkXM8/lVs/lHW+ihsqDIBLSq/5UHgUyd4v3dpauy5Pfl5Uri8VJYh/+RLaH4iPfNbxim8L4fSF+HMkCc7gV4LpfgvWArsKz1UbDMAdx6PjhPvsqD70dqpPKlm6zWVk4frweR3hA3bAeX8bZDd962/eC86lPLdDaaHl9R5WQG1ecAWUu8CGf2utjE+650jOYOVls/dO/Cs9/LBnKiR4RgsHr4K41hJcx6LgaH84TX2uUFFn0Gu9YsI2NIBexpzI4g0GMtO8W6ahNxFEBbvqTogU4qFef215DZOufouY36Z68/nt4RM+F4MvmfCdSYLgtZ4ro4vfJJ07jWZJuTJQhev25z4EWUFHsiZKPCRMWvejQMD7ps0K5/FKCsPCTK+W5cKf+UwzVfVB3Vj2OLi87qmcMVJtB8tXcwrFBD5bwDgudTI8AU1MGEjyHP1eHxAPHOAmadcwiZH1jL4twygXwUN7Fd2wFP34unLZJIV9gYV/PMCYD7s7I6vg6AyvWsj6s/c0jyV0EH4y56Td2N7fEkv3ddcIQRfOFXzbUxgTqOB3HNusJBXFLHyr+Z0aTTDh7nh1bs2op7yr8JnCnl2wKHIHJmFC5wnivhtRubwBWVrr1r1oneBjILJY/OyA1j07iWtjrmuR0zE64BOO84kkpUddcz5Ny2q/JCH4TtpENq7nhO4Ro0uHjbLkt5VJeQ+Qnte0MHOLwTzPFwA0fczpHxeJwpzamF92+ULH7CahyQDk1GciX1d2cpppMH96BK39PTHl+FMvXtJ6+RCEyfwybQFt8gebzHKo55yPsSjbPN5Qv6DIj7/Guf020oGs3d71HPeQf3HoxhbSzsLvg3rQ2jWZ8YJ0LtARt/RCfV/xFADx7GVPdsbFS8FY/gvsH2926P4JtLvraKRQ9De/RvaK4+jcL3ckG9OxBHj4UJR8O9qleeydmXEs8eH62y/I5L1Dz3PuvdNk0x51ONzr6fn2bBw4UsAxD0jnW9sFs49ImcjOql4PKoK/+CO+6i0tb1rI6pLZx8Pm/v27iUtp4JAzqsp9mU/O3v/loXID2kh+N4iLsqjHqWWdhY8WyEdN10S4vkiLXu3R0XhoslfTpPNYQjoP1BCexx7em9jh+RWkQSOZ3ug40m5tvC7DUv24ljSP2il5VAGTPgm2AmZhBrdx9GFeUXQIc/kgJjeBTLKqVR+4NIpw6MDBv0Gi4Ekd1hT9HGUFviXJWTeiktZ717Sqp5V+J67tqx35ubhVEzxKqxJuLKB3wF7UGwyIl15w2jTx4k2eCslfLiGTq3eVSX8IUNKnjELhxWLgaWKJHD8gR+Lz59aH8YgoAMOXebILFziPFHEP3CmlGPxgob7jfAgV6iy8XGyct8DpD0bEiGROdLiC6dq/oCXFG+jxuIHyXPXu54TPgmlA16i6miPEMPl70JU4WPeSHKpXDL2rirh7xiAhhsKrm5Hych/8JS8Sw4uXEltIWsuPR83pfg6vM44YqXpdjyV/QdqSDwWxya3SvZC717Sfi03cEc0tL17SSuE6svbSMGldz0nvBIicH4C1hIKO9E4jq3sDxAV4alLKLleCX5kuDu9RyD5xFOdrOB2Xbl1QKaordeKJsN9AT4CyVkdoUGc8vLCVtGz4x1Y2cC/cDHMIAqQyWFwOD7um/dTOKx5IBJWXIiJjI+MWfMH2jrwWBsR9mYaut7tUU8jDwmX0Y225CaOv8v8+h0EBPBOQTe926PeSpcs18yRaQfsQcyNINJiLDvFH+g5wESGi1eccuxdIKN8VQjJ9q6BkbnsfD5BgSj+ZYLgtwCFb0byYuERYNj7K9ryvdq4gFjzJebUwvo1Lyg3EyXD9zPIlN61EfWTTg5wTSS4PVnC8u8aCHkZpbEcFALbXjEL4x2EyeCqITS/VFg7P3UyfgLBqZdBCsaNyDHqXRtRf8pExNX8giKi6ojtgHL+GiaHX4wq5KJ6a5vyrss7oBOBi5kwgRcFIeldIKNcCwvLb5TDLnxmVusTBNjAUb10fB0bMMg/gnc+QSrYo5rJ8g8qLfSujagnjBLjR5Ci7MEhcG/nAsZnwSPL/SJiToNlYfxlz8mrQek8IcUMj8K417tARlcNRXC5M9je9ZzATRks4FReTrCPEkafAFSNW8HyfsvkyOuAPna78fESxgIL+HIWEnzfZRRexPNM995xK1W1hLAnRWHfAYfIV+3Qyp2KLNK9sxGyiQ7c/UR65teiZHkVoBrf2UwKO4Ez5eVMyHkKIKC4ETJ09iRmjncQYe8Jmky+AsdQ73pOeDB6Qv+E5Unv9igdH/Is37Xe9Zzwqqeo+QoUWhFjRJuAFpVXg2P5da5guJMrHPYJNq5vQCaRNymc43eWaOAKcdjL0U3gRZQw8MtHE70LZFQAkR+81cJq73pOeC/9jXvBCQk8b+UeEmR8tS1UvsQCJTdjk4VXzBr4OaiqB+uk5UxODNmQgnLerojcO6mK8lM5uB0o6vMN4oZwHhXFYc48HTDoZ0cC+YPzRij4OQRS+OYTLfdhNaR3bUTxIiKE+KEWL9sjIkpfLjaMi5nUhp8ZQutdIKP/dIYMf7LlSAdsSo0zNdu2Y2fi2xkufRkgQ7hxnga9e0nLXXRWzjFM6d0e9dUyI+NTrTQ1HVGTBbfInoBUmi1hAr5f7ULTvXj8MplkhbxBBX+rG1XZAeuHX01ikTZmljFscfFWKWKzoJkbl32T7V0bUbzICi3eh0Bze2rBzc8lSfO9ocT9UyRi3Tv7Aa6FCsuITiqegGIE7lcrBt/ilmFfkKJ9BpuR3yVIQo8FNPYM4GdeHEt6AntzTzkvjukDR2nVp4ifi3TjFZj+uCmd7t1LWu4LK1mPOnbGQY+7PLcnv2q1y6fe2bHr7PWQIATBhpngeTW8su/21I7DhlLp3R7F3Ryx5E+V8jrg0WjWwwTNb7CHX0WEkyuLqnkVKnu7sTbD2y0J8i6uON7Fw4feVSVMFXXjZEzI9e4lLV9a1fFQPCR2wKsEcOdkY3aUjPwrDFz8CRL0n6x26YBSF+BMMCGy46nsXwF+fmoXA18unxod8EhO1sOBY7+VwfFqBnjwHZJS/BBGlhE9DHdPN6bEhTMW9lXKOPxxjshiFIC+Km2I62RDAv/S9doMWqN+AZ7vfzEiIl7cscgl5bK5/nw+LRGQS3qi8h2aQzFYDRFPZwZzUMQo3njHSymaGainq3CHa8M0jZ8WubARswJ8A8xRTqch8OO9MwbkuGXJTRyPBQDypahE+Cdm7roXDpNsooFifvLseiorffzDY/HYgpFYRhEyT4dKtG3YOOVg3MJstjEgv4DCD64hHyJHBcLdhI1bvoGIBw9rRzLX8enpXVXCL4OD/JJLsxVNKGSiH9SnoizD+9y0fhEcabpXTuFWNc1Mnixh+Vh4AThslcajwO74VIbRKzBh4ntDacu5QNrZVyHMvi5JD/7DRcRVO8zYP3JSfJ1TFw6Djg5eIwRk/Eb5T4cnD6fk0HlmUoMOKMS4I6nAiPMOuV7BEhg/gYPpfYzZ7IBLbdzUYE5myrsujwVa4SsZr34Xq7wAa00ynyfkWy0AywKQ9HBV2LTt5UL3DK4gbhMlGjwYB39VYtRkBHmuvkqHV+kKMAv46taGvcEF1zMIYoT3FIJ5VTkXqOBIyxyGgL5VGjp8MKuJ97CCGesYrfEKOE25Y16K/BetM7U4RtkMwJ2vAnr6U6Csbw4mk1/5tvm2j58GBMr3FT34IpBejQ+QwKlhZvzUGqfPEELIE2l10wGB/HIjDjawKZPYT5WpwNM46/wUHAv6H54isOQJujxCDJcnQJmBZ4BXeRGjoxgLaeUroBP6ZXOyhafKdth4aTeegdiI93KY5/shls6ri4ANx2DxaGICcAZMBHBSD1PiNWwGvg7Bge9mHBU/rZrRAYuAbL0UcfabEye/QMobn6wx5jWlRLv3DlupqiWEPCkK+1ltXlwoD+pei5HQujVC2elr86m6c18qCOr4lRwG9oGnwF/wIgSvrCD3N1g0de+dyVI1olR5EjPHZ8318SmjM/6EX9hPZ2i/rlUMj7q0wqH8VNhQX9B8XRlNDggA6TcGSqrUBVlFz46/MhDlZYvm7C2NR3r3kvannsSboiisQNkChjOi9qeUZH0jhR0f6iMEEogODFnHwE8xAOKQAr6+BxMp/W9NktupgA55xSyMv1ql8VVov9/YMka6185jJhOBZG+oEOHTFnC55xnTd4H5ogMKAcWMWYQypKCcz4oN4SWW/5g4Lb3bo56Sr8xnrtF1QKDMHLkpA86zc/JSeLLwMFbud2l87N1L2jswNw/rRkfv2oh6B6x832TRB/BEGJyk0/GnCORxTjBUT4MMSv9D7VF62gSUB4fAPRYKG/xCrdFfEfGmd1UJuY4FS4+YSNkBm/LEmZpt2bEz8bWuOl+KWhs+BLUiS611g6Ci82lEs7lKTdzL+vDeBTL6Wa44v7GJSIy6qOy7G0yPltH4o5jYfzs09e4l7dcglXoYPbYmNfiAgZxkeKkdPlxIz6g/84nXu54TOJG6qPeDEXdAAJJxlSyfG2szvBYkl3O6yPM7amd7t0fx0StMXvFsSP9zZRF7b1jmE2xcnyXF4w9TbH2R1yUTJgTAggSCvBSLOAB0re8KJqN3PSfwI0azLyNTTe/aiOJf1y7P/V51L+2Oa/NYRswK8FtBPb/jMugPGXR1rxxupnzDM7IGoOelnlh8GFFGvgQCjzPJ0PV6pBNGVUDIgaI+nxWv6JGr/IoeWygnIJGGyITyUgLQ3kqKIlwsKOjV7czOYKXlDdgo8Jzti8NvWAGcWe1DOR4eDRAOVyII9mhleUFVrmTCxi2/Zeb3ZaKCc9Mo6N46pXCtiwQbsY7u0bpkj7lle0+jGYN7LLayP+SjuLzxKGVeL0jmrXeBjP6IDl0/ZQ2xd21EYRFs8FeQhf1vC4BYjRUF+YIU7Wv1bfIsPL78m5Fb73pO+NRVFpzBBKfeBTLKqZCV4eZZkfdldyB7udD91ina72jl/uTVGBZAQUgfoMnzUQdEPCkcJ19nKqcDXiXIkmZuxFtsqR/VrcKrmJHkypbZdS+e2U022SVvcMH1W2rwfMfz4RfolIq6Ge4Pr7F/Jueq9Y7NBwmp6F3PCTA+eHgkUHDv9qgXgiTLP/Sk6YBCQPB3y5ntYu7FG4AyhrNmUcNN7YtaYjEnM2iN+q0eEc+f3h4mgtYBBQzmyB1NcZ5dlY8qEMdP7wRyY9zpSKDUI+Ol3XguE3HcDBsHXBqdmL0LZPR14HVyREIvHbCJDs68oWA71nDwBlgYeSdqZ/xwNrJ3PSd8qRQm76GAmP6Hp0hWQUgnPoLV8VCWAz6HKZf/PGLZu5e0/IsWLFcnoRrzsZTZxoD81qfhB8Fhhrcw8tP/tgCA78QSbEHQGn8G4cE/8VH0UxfAurfOUX5UAoptdE081JINPLXMEu6WIYsOWIRk66WIk9+cOHmuLCW4bFxUHvEJo3dtRP1m5QAOSWSyAwKQhD/c0NqRczzeQBcTV43kkTUVgS6sqJAPPAV+l1OCHzJrgtOAwKB3PSd8HBnkIadie1eVkH9hE7sB/CiBQ6MhX4Uwey65xJfC4+9hxp/+h8Uwk4DCFLsog/wnN5wc9gmP79mNuHd71FvpuuKWyVLZAQFM5kYUOmIsW6w8FF2VzB99PBPCbP/bAmCbKSW1Vygg8gVGx/6KkjZcKThudMClNnnxTI5bOb08FAEZP3nDCtekmupeO0C2qn0m9mQn0J9Z5s9UQYIDaUrsXSCjH0llgm+qZemAACS3owqk9qSarT9LXMNVvWC+S2gUmEhjylBf0HxXEieuKoHJV4qFge6ls2KbOPIkP52h/a6tyrvACfJtLFK216Ys/8hJ8VyweJyMBjZf1VSu3r2kfSsH+P7PAV7vXtJ+apei/9my9b81SfnPDljs5IeLf3Jw+i1cU3mQBTb6nyuL0gdVsHtFEStfIKkC98KFybMQXOhdVcJvhELClaTh7F0bUXx1wtS3jWrshgog4FMZRt/1SMqxcDn7Dklip9gBFF7DZuC9KBD+hwNdeBA8WTqgEFApCCFxm1IszBdoJfCpqhu4D4fZvXcmc4qk1a1UKPRPhDCey9WOL2uU0rs9iptuaV7hhojevaS18mXka2YKtHtr1ezGvwcwFtLK9wI1+r4xoLwIjty9cwZLVcGY7MlCF1/gx6t2V7lTJrR0L61eNlEYYz/1nn/KUPp9cArwvmfa/1B7xGuUohvFmdg3A8Hg9xLk4KcRyHq3R/EqQgW4gR8kEWzQYBlFyLxXGdZzmRODmzk11P9Qe2QJeVHiPE/k3skHFh4ls/OkoDWOPwRgHaM13uvOGN6tJnmLImC926OeQCAT/5KjTe9e0nK9tfzbha5770zGdxeAdmQtgy/ARXoxAD28ypzK/rcmKa7hemSHoL37sip1/GsF5n57HVKsuAKD1RDxXqZtuA+gAHzTgGjv2oh6HfPGRZOF2bs2oriTCA6vGOqAQi12JBUYcN4h139BPnKZGDpyMl2z3lUl5NvRi7+hWZLUK4PfKP+/Nou8KizrDqBD+2Gl7TMFdu/EJfGfTLHwJ1wKdECnIXEmkaztqGPOmz1p5ZhDdJyIKJreBTL6g5ENd4SBuqILvK36FPFfJOBwZbkQ4FkqjfQ/LIYxq6GY7Wdn78vAVHCv7rLwWBpavXtJ+0ILhHApErQ64FKbOIiSpv1CMM+b3SjiK2KP8Ceqnr3rOeG/wOHmzgGn/c+VRZbDQ7anJNx5JyG+i3hReSxkYO/2KC6nGMZXPcDoXc8Jn1g2uJkrR3rXRpSRXBEX89XXu0BGORASW06iUYry7bdoZqAeDO4It3H35ThOAFkBALD0iIjSB3Py4Qbi8eRdlijof3iK7CBSEFvvzM2TtVD61DJRvluTUPqJEfsNyuc7DUZ42D1PbrdGT+8CGeU7Kov4oaNd98J53ZRUUmt6GO4erIQnt8fhD266qte9dY7iOHVC7EQcMb5sTuaMJUTwIXtZTszmiCvEYQ92JJVrY0gbfhrkRffOuYprF5huxLPHLwvDAkaxogsHsyJO/8NiuLNkX7fm0vNjY3hwzQ0NuCQcxEknIEpPLbh5MDJQuIQgGfgSAAH63xYA28MTz9hHCaMPmyDnW0ETA/eCYKr/rUnabh34DoPD8WNvXB6VCZXviqQtdSNQ7AZCXO/ENoR3IfDhV8SW+p8ri90XqiM+M6v1YXaifL+grXJWQgP9D7XHtttdNpIXCy+GQ0uGBVXBVZPOdMCrBJvK58AmoUb3ZRBWOeWEMTxTrLEDCoCzI4H8xXkjFHzYBNn/AoP1y9STdobBykYLffJNHdZwx1BG3sn3A/KVSbxi1sCHtcAsjcBFy1fNZLvXjoRNNuJtb4Cg+mRy4JfVL2IGBmh713PC5o95XFXMUvfWOdptamrsClU2nowICN6BS5EPQXXTAQFI7hafnLETOFNeLCzmGTSg4ETY9OiAPny78fEyxgIL+GJwIb6bHZ64aR4oHXCpzdZTQrvh7vSeLEnzu5mnipvSdumATFBbrxXNhvsCfDIkztkKw3hPQtABhYC2YR2U/SN458WqPHKpJUn8SeyO7oUDYptI8LefOhl/DIwG9ynjw6fkgLv3zuQOpENlc9n5/FgIG1+lDYgv7FdIBwQgmcsWtNgbQFx9k2XkVzHd+8q6WOqAADgzWZPXvQHK1jfBuPJb9HJ8Yw3Y/7YAyFClh1tBz+kzOZnysEllvoeLXr3rOeFd+89XTgcavQtk9E+5GbiTE4b+58oCppMWtSe0kXwmLTrPJLEGB/vT0AGFgPKRg8ytItb7TG++3zU3ONdHm+6NMwvXNh1uRKQ8z8QDym9JIMjVgszoXRtRT9oy8DoN3f6H2gPmNuZs71vTLx3G/pEHXXyCgMjuvTMJcxmSYTNyTnmmux9T0jjgHqAE9W6PMiIFkbOQS+x/a5JgxDWUuwRn0CuBOfM6DChxRMkTHRAKDJypBGs7Lvn5pSaKL5okxRdBCHbApTawDLjtfpQk/KUfPUjVnPJJLE69e0kL2iUGl4GGs/9hMYQBzNGyVaxp8Uow1FuCoOUzdDTo3jpHcBOJCXvyy8QvDXWZLAXkmkm7e+d8t6oaTPckooVX+tL0k3UmuY4u1P6HpwhhkEg+QUee75k8N3+G7K77XWbBWQzI5m0JqadA5INC18s3AyOGTyOo2f06ozIA1dI8BmblJwAq8gI/HDyYWEH3c1EE/nxazXNGLjwFIBAqXGmQoGYBjCdB7dUI8e4Xm5ahgOIcdWfOS4ASyv9chL5p2oTuVyYNtoAK5zshZ1/hARAKXGcTAPUqdBEhAQ0GBTFH+ORh3e9Ox95l+rINg2qaIdA5fgU4btwTdgU+FsGH3s3AIIcdsZN/8L68BC5QCT9wTOAxJvgYqWCjSYQ3ZiisiLJwScpl02jlx0zm6V0Lr9lNhRa4S6CRj5CIKUEBgAgo4gprXhMynoREExb4jCbIYY0gqSACW1KEJ/3Z9I3nImdC7yqRyHKpXliHt8PziZmkMEpGAo4OFdqMiDDmkW9TTZigJgKRgAhfWfhQS3yaLlW032wWL0KfJzAQvbX8NQTnI6juVBcx/LnWlMM4YPkIdmZ5wANgVSVBmUqBnY8A10ShqU6FEGZaKmpW25UJdT1wkQJ2tTAgQwUA8RGI+nc2SNIlaN94ccn6AoMAgSajpX54CZltEMNawBe6HMlpUKS8BCSVfIQiNFyrCZmFirx5vsZBPhBWmi3WjkZjag2yECH7JP14vjgRvyXINSGST69EOJjbNplsslstnp/A4Yvv7iw0SCi8ba38kbdh/xNKQP6ITw1/RZJC99MskB3EDoA7PEDzfJlTOE2Ql7jcwbL66yFQccH3lMrXY+AplL1CGEKn8eJU6qVBFF09NF+eauEG1pKJ4CGs6EKwrISgpNErSCgoa+1QAMdRjh4C0tDLCCD1pWACux+pWt67VLONQwj3EGxw0H85UnyYK0OvAUm+OYwJG/iTxYvfG8K3RysKgQIsBLlMIVDKbJZaAXZU4Ph7ez97W0QhALn5HTt8fA4nIbofYmPma9Lnlgaz/Z4cOlrQg9jDAOLmhdXmJ6txVoH5SEi9Hqybve3e49y7ISIqs2Hdgb+2BF+PBo09Akt7jj50YZkaHwBPmhdZLIy8DQNvlZyGeT0swb0FAPQQwX6nmXrKSqbuxyVDhhCYWSqlm+f3IGT9w0tWhid8txrW0nwemE49Ml09vyw90yh9GKbt62OYpetH6Zmc8TxJl1AK+bwIhHlO2t5K25wPoWRL7wqhyQ8oGcR4atZejwiZHuUHH26jGQ4cU5rBSo/P0xLSCzPNyyGZJ/TJ46Qex8ej7KDHZAYKd+Yxs+VVxl9uaY/XYZunqpgHogwemk88O1I9gnuCCwnT2bWENDSfoS7FimVL/wAK1Y/xEMi9w+BF75op5rzVFZ9y0vi8EGVdlV1k5AJZg7HjoIt/0CNEngTJvKhXPCJyeAZ8HsiQejQLTLmFVn66n6maTPbFQVwLWOHxqqBpDEoduJ01Ml6GRhMyV5mMOAmZpr/Lk9XFJIaavGVEG283yL9rs/EykeBdKHogR8QDwbI7LQh+DdYcaadpbPfj3MxTqnK7aUyUxwubCp0AwkNmajAklqWj5e/UXB+41j7w1HuQj9yVnrirevw0narfFF4vul9hbRaQ1rq/ejT+gxZ+uceIzR4CMOYdrHjatvHBke4cfSsev9696gEvQd35TSjNw5Z8cA9HTWY1pXMTwUITkahgPBTgbKLBIO/gAymfQwHntWx26H6qdODJOC95QZUfn9nAdukhkE/DttS7Rnv5aLYnYwm5++0dX+6AtFWbwwktwTyVpc/ud5kIG8huOY8MymcuerCHMNshALhlWnQeDZkM3Q9OnKwV+CAXGfm+24+lB14L7sxscrWs3Fbo/LXBbbbBXSIAPmNC6yf5q9H9Fj1sGxkbZD4rI88lDHKQRwksAI57KsT1sKw8up+iXU4TawKniV3xbkOKWwbd/ErCbWv5ZZIUfWclb3Q/JK1wmDBpmy2Hgr8jcwQvgcIF08FBBlY3yiBtHJD/2PzxnqFX3S+IYqmBUy+Z78WQfwKfCVe3i7VJR5iwaqzdpkIB5u04pNsULa5mDOvGtlXa51ri4sVM2ND9Quvy2x0Y3oYovq1DG02U46vzSd7wCiuzBV+BQWRbxeq3+xzTZsjdjEA8jSFwnRhuZpy4bQTcxtr4kscr7xgnp/tx+cZUgBeyngfIfyVw2nymbDtvtOUV+QlAbSIW26Sw7jyAuBtjoiWOC/5crMthS5TeDQERB1C4dIk4PXh1ikemknz9thdZ9BIJVY1HZ0wXXYogsBYYAvLU45dvY8EIW9CRjXz5CgVUvOogbffLnMwMbpSBHZOwnu1JDF8oM5jTYAPfrZZMZzXOPL8tInSAYAybEysuHK8cLlmojIhnuwL1XwxA4AZYmHY/1DP4xyLcTrCj9O/gJNmKVNFoVUCa7TUqlNRVLvs8+chBfC+ebbRO63E2zDB2oXTeDKjEthV+yluhEL8t1cBP84enwA3Qu4Fg4sXWIblBlgavu2QfAA0XXWgGzIssFs5WCZK9vA0T+tssYRnqjW5i4pLwCmElJTMBwAPLqvh6tqUHbH2Imkw14E+vwR0G+Pd2PiTY6MRouy4zWkqrRdeJHiT5CQ8Z7Bpo9QdkHeQcpPqwIIsDc2a/AeiQ0YdhDL0UQ2VJlVSpzRlv9WFN7wNB8S00IZ8JFc7uVydKzktzBntl4D6b1uqbcv96IJQKL0pYMJiGC7tNtgDHN/CCIKvmA1+ebYAaB8P29FhIYHo3g5IYiRoiOQ4Hi38DmqMVJRCOxzz9AT4bb0gJnkyttBUuy25auj6ftdF+deR8mihVXlWaS/46KoWBJCD9A1k9DkZkbVrDwRAOB0HOcASpZZrF3AuvMCKqOOnKNLe12fv8h3ng9w54Ytq9uPBW3ChyDt8XvSsoBJd4AbYdmAjwDnDQ4U4u0IB2GsiaOCDJQMOODJT82o39mWUpXsiPht61gIbBdMwfQCzDy2gB42pRwns37CuGZfTMamHA/k1HnGiN1viCI4qc5qLNZzRtDmDt/ZnSFd+dZuPEN1DQ9kYl62EQLWj8mgQ2B+w2uRApDfQIuMouyxjfWLHKM5+tRj3X7PLtEcXXna4pBn7iGTw9xSYKr8SvhHUb6j7wZvUNlu68cXFZgw0QApEz/hTQmMPcsDw3R2DWKvzFpPZqrQV4GtkuV8d1uh/nkT1kCSRzlZE+3IIudncw7IyYac8Z//3Rhj+uyexdQAYwEI0Ve49H2tvdmWEXp0uDK3fcTl2txkD05cocvHGSN66ZK8z7XDlnfggPsbcxh6d3L7BhMB3za2CUrHFQAtfIuoZKoUEBDvrnhyZMIvhbGgq9xDAA5m0PjW2bw6tXo0wDNzf2eQNNja2YNgS2W5QqzyAy9q1Vcg1GELUorDJ4ZKqzqn+/FHwN0NsuoCSv+32i2AQ2qeSkKkEeTg2Gtz4GVoxkuA5zm6HMjVfrUuM6UUTSDVE1u3qUsLOt7OQbhmzzDOpW18iU+lUNJloBGBIuTy4lseyazcyEJ/bf12glGn4HADg89AhF715ZuQ2JdLL54KB4uwls4t4mG1jSNaBDpsESUFzPGLUdpg8lMesToZx0vzrbnJfmLPbKwP01GNXOrbLHtYkuslAPDK+twMDdmGNwguoySRcQCdycAw8/9Zh6Pi0KIUfj6fa1HDHX/RjL7DMfMphWbMXHUYquPUGBk/rZMKvbL0B1okZkpnMbITVZ1GzXnTW6TUQYC+PR0/LaEeiNxZSalimdaAdPhuswSzOUufFpgE7i7mzoh4O868fOQUB+QeJq3CYNHdCgxV5ifYNl5/K83hLnY3gB4rGeg+6X40Dp6JiCDWF08xsg4VQjURgXoYrBFjwM+OIGb4OP8dKGC9Dh2P2cIO2nlIWhTF4+ArQTcKtdFiRBbWA4l8YGfi1VWd+AQ4Duh8NLZnCjTOyYhPVqNGThDrTpfJGYmkhHktAlK8VtBXsIX7EE8G94GTRhEkG+paGwqxOIUd720Chtc3j1aLVFYupk2W5HpvyCJxJGisBxGNB/s+RLw8NDkGICAiRACJS2GoUvTyIBFH5lxIbuV0NATEe0YT9Yw/YNmuhwLTE6edyLyt41UrHrZlthGUo0PIJVFHGUK3g3joc+KGPR6wvSQfwFRW+zCfn6uiSJWavxF5PaowGZwsCKzYIbQNSoDDBYlIRzU1mHx0kPfAJ6UwRuusAQtthkdZIwjUgCDydlhkGTtjQjMry8arTGF/xEd9pg6NdVSNDlWZdim7X5gR3/wB7uLi9BGgIEV0QTlGDDoSx64SvotnrXRdnOg2KCc4r4E6SoRMBgw792EfwkHFa6n6eI/HYHjrchik+jNfJbUCPcS4oC3e/FjZhGj6ytQImXZ1DCSVoaXtyPFQv8AOtawXSJOGG808JqV6jgaEY7zRCDaEHj0Q4M4EqmsHQQDZi8DNAexZLdGttM9PIVtClcICWop+gE8Ylb7oCefVmxD8BVwlorfrjXLHVxj3bZ4UET+ItCkY8bSsMgaDTBi20CNVtCvaVjsWct2w6DbbyCTTv8iIpFfpm2pXfjLmw+7bjN1EwvJ4UiAdAcubLFB/BynMyXqe5nxE5cRTFuc7mvv8C01iuOq5vNxqiIHRkoeQNwchonjMBb18WgLkdkWobKbnhqg+uEtcLnV6WaDUOibSvF2H0cjzYKXGhYYCTWf0ibOgXYDV4SWpPiJn0IdpZV6Sv46tvwDR9bDYiKH/eEiFyCMf65H3AfRl+63xQuAjJEebktmGBJrNwOKQsaZOHC60rGqjg2N9Xb4NORqYJWB45crIkEW7VcSa4QHmvFrneTwsR1ZL/bDFT0F5TBKgDEVIBmy8vOSMD9EUKw+y1u5TSxJnGa2BWftqcll6fTVfFRhycoR1jYD1Xc+S5uUA3CKoUD9D6CE21oKoZ8u0o1cE88gkRKLmmjjfejKt3PCJOtt+RAnMRg6+f6ZsxtsNC73Ez2uDVLQhmXpIjjJOiykVSAeDoMRnRAwCQII0OBgase1+5A3UJQADxdGIu50h11MLLm2jpkvxpXuOwpmd5FgbaZ2sC21ZPa1z2+mQMdoP3qyOFpolR1aTEay19HpTGQBKRvAMScOThBdIJ1dElxFGB+6bDm5GwU8g4hrvDT06ful6LKtov7EBOSEng6AFwDXaLQdTkzB4HAZhtdir9A+yfIBnpcGjq9C06oF9RWvJFSEIjj0Kn5OcwV37oQmDzWDoberbC0vdSa9gBOzVcAW4YOwxsFrF47cmJZF3I/F8IEP/sJwb9E2ul+Vw5sBB1QxKMlsjzd5/f7ChlzM5xeul8VN/tAXlw8RoeSVzAXpGAqRmfC1d0FuFRiR03ETzAHqoNQIMeVlGV29bTW2GafUmJJEiReDghFl1mej621BkW8taS83CiYTiHNVP8Zne0SkeJuZ2GhiJtAeHu5KzO0ogTG8ZinN9DWh0bmDw20FE1bfRrOzszkqKz7tYnLWoEPdpGR76MNkWFge9F2XWa6lFaLUCBdLPITHrLYNdDqz0B5GCDgZusLEBeZCQCeWFbF158R6kAL+2FANsCjmSNl50El7d2iNPlotmdjCbl7NCQHBhg3GAigdbbBTaNVAXW216jQeItl9nnysYP4XnyBL0FiqCtwrRwuW6iMiC+wxPXbwzD2y4DZhKvaKHyxpCF92B4S3e/bAA4TJi2z5VDwVStmcKqoFw8GLoSr4LDxLiwKPkyKCd3v1Ab8YxEuJ9hR+lZWUN+yKsZXM7rW/Vj4ZQFprfmrR+NTbYnjEt7gPRY6drAVkO+WPHzystvJTEUoyi3YePKmG+R6NwUSuMQLsOzARIC36j0yZhieVzNGSvcDVcpTqnK5aUyUp1p7/OLVcR1VZQlXEYnkajEwoKPGLGGqOUEMgJhjwMyOO87aee5n2buAHGAgGivyHo+0J+B3xCElLP2GXIMJAFbh7uVBetgS3jy1RA0v+hKgm/xkwFYilh5AiQjayYCQTJXrnEkRwr3xiPWyCBK7n5Wdyb44gGsBK/yUDBNncyG4kpdr+n3gwVV2bN6Nio126zVgKhlLnEOHOtrokGtLQAyLc36X/8GjrHennrgNiXSS+eCg+KufIz/By54+KqSSpxTjvl5FmLTGKoOthAQ5qAYL39PT03PV5VRAB+PHmDugz+bEeUrLBe6bGBv+1QJlnhIA9UCyr//aQEHvFhiQ81YXfMpJ46XaqNBLJFQ7Hp0xXSV2EqwFhoA99fjlCzCd4FZumxoOtLK1cqL4dQA4NYU5eTBVlR8NNsfg1Skem0ry9QsI2PpQM079IBYHTJV0ym2I7dB3Dxg8gTKBXMgRXY2Btgxc5SLtn1RRobfQCOWpKlB+ZM/B06D10f12dCgdHVOQIYxu/lUOoL/s8kX/5OlZCsqHdw3L03GBbfIUBCq+46iHhDrLe7RAf9WK4cvYYIzOYGRjaxX39jmY9DSg5gWYqqwJZ+Szouk6JZ/AoZVHE4WqKRCigKdKmHkxTAg5lIsmvUvADLwEde83oTR/RuXu4dKgZyXhmaUYpHhtRoY2ETgGpoqt00UkUugCfHdZyoYfXyKAf5obF3KD2hB/xVlEN40q6jkbMbIUEgMf54uDZmock6UyYDkjQnVmYsSbcv90IJQKL8hDJJiGC7tMtgDHTxExwqU0WPrELr7uJwMwpiPakB+sYXusuh7vJYXCFPzpNZjDAP9+CtLFmVGqJsrxpfkkb3hZcbWAr8Agkq1i9UuhcdJeSkCkYNVYu0yFAsxLnYLgFrjb0ym+DG2rQPm4XBEODQd69VZ4Hn8RQyh8YcU3p9k48VRzSgpAwvjEM3h0ik0UXmCfG9ZtqPnAm9VTsbjzMR4o3wbDmyxFVEWTWU3R3ESw0CIzoDAeCnAy0WCQl9LS+pNpAWnuMWKThwCMeammV06aSUR/IX6z3J+Ov4Kf9NlonDYLE8xRdwY5lrW/r6DFMttdIfBYNz5orjMzdFQMHjkqjKSZmhzftcPLaSumDYHsFqXKVwVA+mKJckNzh6h4KwycXCeKSLQhqmYXjw5528pOnmHINl8lt/UoSpX8lNMxvUuUlh9QMoDx1Kx9VI9B7oq091c4mDxHlfRYFZbosy90MlODIbAsHS0fRQGKf45+0HhuALJeYeEJJFnVR1DYvrZKRI4SNaMx4Qz+XKzbYUuU3oyBHNfyCOMZpHLofpFiYho9srICJV4eC43rD3rYeyh5b3IUpSTXkrg5HYaaI8Osbl/1VdMKQLlaiY1ljnr75LCNqjrqaC1/kx9/RcvFV2C41COYTGQ4Ru0TmELzXRSwQh8Ocq+yO1dK38K0yDkIyFsZcf1qmAG+R2mk+215hCfjvOwFVX782Vehdusy9HcAa+SorTQPBpTyUc1IyVF3rzrEF428ZUQLbzfIh8KROZg8Ej91yZfjhLA+i++NxqDU4e2skeka07qUucpkwEnIND1UpRYuxjBQx7V+ZbehCn9l4pVHdb7QhVtnvMK8nErF1MmS3Y5MeSsVLgogkeV5yBx/xxpm3kYh8llQdAXy7ArIueSvMex8Umyh+xEZi6soxmUu9/WzJkMfE9LJI+EQp/txmZIhBGZupXTzfJSQV1sQo3sy/UOGahFAY4EZeFTX1Qwlm8DslIh343jQgzIWu24EeuMvKHqZTcjXW7Gm4EzW+OgNXyjyWoIZTyDLnD5UlKh/jEjJaV6YPNYQHmZoWU8jTJQfArgz1Cod7aVVlyIXyBqEHQdd/NOYR45ZRkyf6DzzMrHCMr7gJ5rTBkOfQFoRPYJ74oWE6fQa29qSz1CXYMWypX+SAkYvqAzyTOzOZChvgE7UmkUXuAKbzVCsPVYB7w7TWvhCmcGdBhv4ZZRWeBnPNK6QPx3ZAJzX11IyfRg+OHRBDyK8FieLYL4QHbYaZ54vUyT8OiZaH8iIBBnq0o7DXlnjgmIY0rtNV3Ed2W82AxV9rbNvF2JD5RWrqPJYA8DPSuX6J1dWvBEPX/eDAQobyG47jwzKF2jM40qmsGgQDZi6UItwxZLdGtlM9PIJ4GDRA8gQ1XmzPIud0fFXMAx1oJIBz2nZJj9RkepUdxAfTBoAmQsO32d9cPE/Zkn854K67pfYl/ma9JGmwWwP9edDmwXg/AxVQEiXgh8RYs9athwG23gCa/DortCspcyWVwl/uaX90xc3m6HN7oDpXHNXtNR2RcbqsXssWbkC+YVZEx7NQoGNR5AjiBfiBBW5zU0XOKnH8Z1qYWg+KQR+8Xuan36E4LIZLz9GfslWYOi81hXGH+Jp9DQ09TKU1ICyFExcVgpjVvTr6l0US5upDSxbPam9lupoxwJU1NwEbLnq6/ZYDSr0H9ImTQF2Q5dpFLm4SR+CnGVV+lcdbPQlC7VfhqNAhqKF8lqSXLzIOOjYtsJPeysU4slWZ/QxIAXvgw4tL0G4ei0wWA9ghX0XVZb5icsFfQKK7w0UQZCfkBh7ElqT1mvx2sWNHRGr4tjMVG+Df8Wj7AOg4dILzYB5iWHl2CpBsre3YUKfjNT0R6nsOI5M2O7nwsm2kbHB5rMy8mavmt1t8PHxREZmIzdSnxVK55ccsfKOrkq6XxK5vHeppjQOIdw/OdFakYaLDAeO2Waw0uOdPrDRbHauPj+Z6H0b501vTd1loqK5zxqQxGVPUPhydeDRuxNGt5daUx7Aqflbgkp6l5tJHbdmSegkp2IcJ0GXjKQCxGMVQMNhI92+dqqEWQCDqN96wS3zMqsPw7RxfQyzeJmFCJAznqfbEkoh78RGaAYXo2wCkQ41wAu3B5+ADECO8rcUwNB9alv+Z49DdnJTaJb4egdqFoIC4LE4FPY1LEcvgowYeA5t32u9xiGLpzyULoMfZHOQn/pO9AVlR9/ENQPsxtDntTKMekX6WDWyA4fqzkGqTyZVqFPcWc1tssZkJz3Lv+GFBifCRUT34yGg1MCpl833YsibvXXoeFB9GihSCE4DQ/OzmEjRShmG3i2PiPxEYAqHfZr8ThGM6n5VIOwDeXHwGB1KnitK8xuADpl+GMawC0iIH1IlVWp3xlv9MTeVPS4NHd0FJ7Rr9gnSRkpBAI5Dp+ax5hjqLh404jI84VuqYS3NNw2J8KiDoO+nRKj7ZYLIDmIHxB0eoPmnLDP8VcKd75soSWAtEYSeK8FSjwLtiU9HR2HTOh/P9dPByykIg71kRw4s60Lus7AaNVf1iCslNstOpGM9X3luLQovcJQbZb+Fg8pbuW12ONBKaRlWDy5jgzE9g5GNUjIcgM+hQ51udMhVWtZCQeejQfSMeI7gJZptfqvqhS4sU4MHwJMWOkpYJm/DwKVKTsN8UwjFb4G7vZ7iy1ApWc/hQ0pY4htyLS57Ekdn0JGhFLSpR3Y6ENv9kpj9lMYx+Nsj8LUMcfDWCnmcavWu+1GxsRF0QAGPlsjyXKWwXMuUjJXSVrhsu2np+rG+Ac9YZcSfKAXofl7yYirAC1vPA+SXaY52Cmmm9M/oLFcR3ncWFgq4CYS3z1qioV84kva1clS7nvLEba01KOCtJeWzvlBpFBIKfNFIybmJRm1/0hH0XbJ1Cc9g3HquPoCzAknl204WsOaf63PlIcIRpJZ1FnMvkq5Md1ubvR8D8+vaw2MGbPKBYZiJn2tC4LMCSf1tJ4vs5PnY+5iwPqi3wZItgH5LCxjXqwhT11hlMRkHTf0JG6REZsO6E39tCT4TbYYv5Ihux0BbJh4bY0E/6QjiLtm6zE5+Yv6LJ4UXq1LQu0lQWS7VG+vwdninw6cv+hLQm/xkxGRV4C6C7MYvnpkCP35q+C03zbNAZR7hQJLup4LHtov7ABOSEviuCx24NiOjmwgcE4/JlXgJb/A4Fjp2cdmQmc8j48VTwQx716sZL7YO2Q2yNHgyOyq09vC4AZt8chMeuA5CgdwrKcvsyqIBu80+pcCSJEi8lqMi76qxxBtfcESx01y0ebHPAT0Eg8aPpRiA9qzGXYBLBXbURHwtTNeulGGIu+URAbcJnn3XCjedq3r0lRKbwQY26b7LaY9D6TLgg2wOYL3Z+F2lmlrQgxiHAcStq7t5ymqcVWI+ElLPJBrUM+jIsAVt6gGTLTjzXDKWdB8TFg/qbblpRS0XIqVBHwFX6bW1mSFWrPLcZ6tRL5ah21FIKMBFIyXDYFF+/NYsGHcCe8gbMxR2vyKgW2/JATiJwdZ79Rx9JS/X+vvAi8d4RPE6AJydwpy8eOyLlYtXx3tUlWVMhmSE52DS64CaF2IxxzRaBNkNvnhmSmYC8/R546pzs40uwV+g/bfyoLwVgh4O5siW3s1wJkaihsiOw8HiyST8eKqoFxwMXBiT3WXobHau+F6RXg9bw2LTLTXYhsCD4LtMYfsAVljuospyu9aCF8Dz8aeAxh3mhuXDzkz2PrUt/GePw7YDquJ32YnyIZ5GnIam3hYxFs17CRrQXalKXLJZaoXYUYHjM23j/KuEO9w3UZLkpjOxPcWd1d0ma8y2C2XjuYJ8uRBOJ45DiWL3q5Jk8zXp2wrIEOW9PAs8mSJBLizTZ+9akJDdVGiJuwQa+SYwSDzUjLM/iMURi32gw92o2HS3XiMWY7PldupqOwair1dcEMw4yRvXzRXm/bAZSjoKtAc+HR3NTTqeo4lC7RQIUcRhpkhfLQYGetSYZTy2t6UfKmjArZExeJUNAW7427XVwD3xXEaA3SwAJ9/kd3rYGsJNt9SgNAQeBO8FyYVLegQDPxMoonfJ6sSwjJ5bLQzYjx3x64cq7nAXN6h2+cCksHMQ1hYO0PtcU0o6nxQCfPF7ymcJT2w4qbHSDqiK7yU0g9cx0cqBjEjQ7R4dt4PYRamKAkveyw0Kbg/DWF4GzGY8ZrnY/6poxqoyeGyqs6oPI0vU+cp/a1F4yU1xnZxGmCh8CODu3dwKRZZu10JBVmKLs5ni8L2Iwim6DM/LPZ/s9TA0ZDIRa4N9pIL0RUSR6SxbxuGI8fHZFRlyEKjYHkKj8CEuZbUGQdetVrecsAOO/NPqtoM0ND2IOT06LQ+xHyBywVOGvpN97BTYAlKQPggIOP6MnC5fxawFvftpIQP4wnvsDNiLmAqjw6BcdX2jSlTA2hBMR65vF+0o8iCcYvwZoTlfzEeo3v2RCNtB5dpmHlS8iJ46TfREDj8Ri+l2lUTwmx5nG0yq6UMoaaGvBiTxLGlPepgbLXDsj6GdFabvQ1CI1WAgWHvTjhh89pALfuUxta18ADyILTl0l2Fob2MNwwm9cuAwRFFbytTFg9h+tdNqW7+TsdXlIwkP+EtkhR0FpcN/oFHhXWXo+NaRu+xdH7DwqmSMDeMtfggVR7yUSPUnc2Do3Uszpa1dChnCiwh/wa1LD2DV0iVUqOKFBCMDLKWVxSaAxec/MDjl2zXsH8eE9e6lZwyASzLvDfH5C3l2L2YrlSNtsXr3Ri3sxMWarQ2M+RAJxjQAs1jumeNAt1Pcgr+Ln7ttQ9SH+IHURhv6OoAspR4WewE+UshkG5hEfRA41vAldN9P8+fV7QqdSufQicwNaMX8haVRnSTBrpN9hfFZFRTgIT53Ntm2zYOo8sGpPL29By4DvatEx32Vb/nB0dZf+DKrg+aM6HcttpywAxH8wzu1wZIM+A+GTDjpnDH6q0NXDzOjoJRNl5Hl+gLfwg8njoXF3lNIs9a7UD7jQy7abMeAzPcdub4s0PfukCFdTGIfwD64avvr8sB7+JLhtYiBwA8Qcnv3Bhbc6Wq26SyzHoRqHO7quOCv/IluBwogRhFFmuXoWPgLpksctGtU42kF8lnB11JYyTxZl7jwFsRUu9jASeFbDjc/DUeR3q3xIgYlrMx0RC6+D7GHx6qVaigrUT0sT0/8oc5R/s+2vwB4grPwYtAjAnxxwj8JpWNOP8OQYl8hMvalDNHQPSyWIE0iUAbLkPOwybiQvgdFqTcz4gSPosap2834gxfh0O0EjlQPgi7Do75Zcjw2zd494gR+ESXMZrBlH4QL+NsoeNKdiKj0MNo82JDAnc190/wPrk04GMosLxWm2bszwOJ4iVeGy0PwfVUseSsFTh3XicRnX7zGHMA0yW2yrW/hDBqXSkKrC6X4vBLntpS+0lHmLV2ZpyDr4mPtQnSNp4nPKsYwisOezRYD9j9gSORcb1sTBgn0InvKK3VjQzG7ael6CnIweZ4jX69jA4puZ8ggNkIgSN4S2vk+yDqPRYFS1xA6xwkB7cAkVBDutFUr72HJDN4kzZTuuhHihB5IYw1mRHmtS8lbqKvjrrBNuHEw53pXSGPMmucyb3F8eQxcSH1oEIH+SfDTw84AxUC8I3KaDCzf53XhPdts9RJCsnh10WmBRWxBsNFwpL6Hq7Wf4mGUgxDypHdjIPCELCz7AeCYB3Fmh894M0CfSBHDawcphhjDDjM5TY3iVxA904tIqNAFKHT5LIrBeAfZkmx2FvgXQKm4J1UYXWK1Aunk6504RFuRjEYI5ysoicPLtHK5PuLyejeGi+HowMsGlFwfg4s4fYiL4hHF9G5nQ06Mxsc1i1VRfAwKuroPXBKd55jJCf8W41BSK1nss+4vCDDAYdsguSmgaOldzio7wBeuPGbU9RigmHlBsKyuYpLKK7HSEU5T890HPvwHJunsVSyg/JcXrj1sjmH86iBC5kpx4PteXzyURlh+5k6AbneIBiP5mNgN1pz+A6SCX2Iis3chENPDzsSAhY4Y2Qk+T/9DF4/vsZ+8BQ0HvUuDAdz0dmTrIXn6D1S2cDE5cOg/BTq8ZiQyiUEztXJYIdhb6Jr+jxeI/W67hs+ikIWBLMfs/1p4D59eruZNpfbzwem1o7JHDOSKYPZqxPAWHuV0Ljh9OirRis8yDsZeGH3ylQsz35dh7l8ssukhWtThhH+fcAAvo3vLhct7ADrksnGJGUSIp961kbaZsIDkKlU2nyFB7JNGaXFKMVK9i8m4zbJ2tiEc6foPklB/VgNEJxQb8ipQmAMGUGdru82A8oFdq54Fi9EZRhgnDByMtQzh5So6ur/AxEJfwuR6scTEbodoZBtlocxQaT8+A9Abl3UDsB0skaB3QSfsKCO/HNWY4zN4QOpjgzSeh4k2PQzWcA+wDJCVasQ9hk3PrjSFqPPOHPFa0xIWZ5khmqnczPyFqzpdKsqfbsDDA6mmmWnsauoiPzmg+wt7cN96vb0dSlQ+m0LH/lkBm422YR6DVYaPdBKkowUo08PsNLpR4tHbdJYw3oOXBxd0yZZ+OHZJGkqrtiUxOLphuxQPuObHc6qo0gH84NLtNte4Xbogs+/iTN8DFrqfkOfaJ9AxwmdblHGD7MFgw81w8YFmvB1WFaK1oqpwwr8tG0CUFHloApPvO0zxOhbtcE8hqt5douhmI/TG5suT+h+OmjgsiLgvhUE1vTtkwg7LAs1AVqmvoacO185qj44iagMn9BDm9iIVwuaGan2gAkMOq8b9hvhM0Ls9cmyxGo3ZpwR/DUZhOpSBANzPA2+6nYyorXVGMPe4cX2GJXO9ANen3hpxE7oYtWH3nHGShTzU/QUwTv8Z4gYXLZPXu1fsJCGyIsaOYKG/h9gp/YCa63swQtHD4BDZVWGAYFo3IT5DBR05SeiQfsiGgpeZBRxuLswY7tz3Dyha1RegPv6SAyf4LKLnjgpjgtm8uHwMXP562ycIbUAvhtbmBMkdBHkjByg78X0E6Dre7Jb+MbPACQG72+kIDSwr6n0McCF/JYz7tvnS2bs3nuxtnRi85QvpNQyp82V7Gfq2RZUeZmaxtIobFFuulusDfXS56xcNXzpdt97FwWTDbEXwaoczr4Fb9bowBJoABDVeVTyCdpPRHThWyc331aDqUZp7+0wCZrdjhLDV8nTAVmKMeQ2GiVwerig6htAhPotCqfRJKux+O5L7QLGsJ+Eithdtv9sVoihVpRJk22lKeQ9LPV9QIlj9cGx7kZ2ZUEpiC9WGJSw+YBeEzg1q5MZ5i3uYLJFd9kkHdpJn6zVEjdlEbrzoKoSWcMK/DqVLqIDYeYvMA0ayPeWFLU5qGKZ3MatKvbjZ2xAIv94DXudLBknipVTa9O7lYykayrINQQLae5j7HsHJ7ROlUPLZwQ8bLEQBuDfR+QyYnT0PSJdWCiFEqrb53VObdeAsiQG+7wwoD9DEtBeeKdEFCgOxVAlhd2/F0HhvbJbeVfHzUKrwcMIOEzZXbRUcFwDyGOYg4Vsa6fiZrFPvlj7tuSagcCjrl/fbW9P7evz4O5pivKq4j731agQmVSPgMfDx9ScTdb5VZP+6XaR3w+F4A1ueKb3ftgTPUoaWvwspvatDzVaQJQ5cY595vxVnXZt4AtP5G9HD2GzubQkqeHKU+xpWV7kbqDr7h/HrYgBAxBViN1unkfGAbDa/Dk5w6RkSfPksJGcMgUtqb8UkPCCIC73vAiW3NvaSzxb2bTUus/BjYNdryIvxUHOgOpNnULfb0RlvOPtuurvuB0LInGyK209EeOOEHxDjB1V67AN9R95raoILOo11FZRypFhAPMZqV0X7QKTeeyto6B3q1ryXFEC4nFDg2WF9Ady5lOAxDCl8DrR2vAph3LtPlOKune++ExL2gZ6Nr4FJCLcy+tm7V5LEH8KMbQdoQHygpZguYsv5w8JZTuhFsQ2IHcEuZsSfocgOHjkmSkdhlcarLFNDfNd9ste4LLy3TIlXSeCEA8LQ0ruYWPZda4c1oH15vzlcuggoEn8Ez1WXjLcTu8CcH3ALIAE+wxJdT5LlwPUIoG7n+LUXTOaAzzQBvJ+cuHNjNPhqsQrsYWpANwKjAbCY0uL7xbDiT8IgcEIvcXoXNMvO6zGE2azmvst2oGcQJRDHGlHjsyyibC7aFJhLjtj7IXn5YjDCpr+d1R5mxkAsCgfZa4kZHjBtirOxweoVYIv4rOBp3PlV9hkS2XuFbOmCZXx+UsRTVw4UgFtNBQIYbwn1M7Cw4iJSeOpQWd66HSGb2Ecnh50LIR+QBpKOQvMLd8uVFZzQ67PdIuTBWTbKXgOJN2/Aa45zCdrrXRpqcY6n7Z5DjB+wdgPXlNOkezCwyAn/9GLNWbdNpqLuvUtruJRRu+5h8c0ri91qLCPFml1mJOA7wIDDS+8GeeSbKr1rhWhDGKG3ZooKfDez6reORHEvo0u9e1kiJjL0txEsHj7glhI8y5ib7l1Cw0t1iU+cSQbOHnNQ+x1GRPYVWB2eAhSArk6k090GxQXGWtz8DKaVnW3DKLfQRdvD0shtujbGbYMfp991MNQHSB3gj2Bz3a5F7HYwhm27N1n3XSI5+oUsF/iRkCGfXRFkwz13O+eY+X5VpPAgdLjcRudd73oC2HwpnGwt9PX4LhxCrlmK2vMi/PHZxzrxKoLNnSUn7TvEscDJikD7NnFOF+vBEXdZbbG96FR5LwocPQWZBd8tKDmcsEORzbXjsY0r7PB+ZWG6oRYCLm2W2CQ/VHT3FrJva4Tr9hoSZHLRRN7gryVy9G4RDjEXEEfbTXb7gBW6fEyBE90CjBWc8ANebMrmySawI8x34DOx24B46lEIrHQ7HQ3iMW+Bu+wP9b1fMhddw+ShE4r07uWKHeHCZptaBbbfoIf0AanbLqHPCOkLP7t4ChuKfZU04/+kJOiHgw64i1mGlxmE152DLmzhzMJeAyRhL1Mywj+/Sj3MjYM953qi9DFChd9AdMeNB0ThZMgE9q4VohgNZoSdFiXoAamwdAi1ofxFaQc+a4hkv8VSKW1xhuS7jkZ8TgdLPiROQbejHNsOXmAppeRB9xtGpOlFdxw631XsBRRXFWNxpLCtaGj4vyJKHHMKEU5kCah3fXg3Xxic0ssl/huEpOBd/Fh7gggo+CyKrg1Ao9lJBg58BzZKHik1paO1OfYwM5kbSI/YTTmQvgMpajchyYJzv/Q4oXfLznXYlC6emPB+aLa6EhdIr+ti44R/HmI82x/b6A30/2qE9kMqht8uw6uuH1MDNoylBCkcH9r3O8LkepDywGFRIOhdHIXbh86PLWag7b1JFDmloxae5ENR70Jx3RA2iUq7oKH7DWM0fNccwXanHtbtCnHsoQxmewpD5XuvQnQCToBw1qcEPSxWdMcNOcVwj9XfEIWu19FN4FEwNfmsisud2W7EB4YS/AY5IN4ljBm+qiW02ylm7rrEHceR4c+BjEw/FNrxHdJBhKcbTzMbNmKgVBEGk/dTsKQL7QDTDTQa4bMt8raTB6OYNsLj/7G440p0WOhdHkT0sDpX9tSQghgPrd3/4YGRscjBwGWbEvQu5t1GKpG6sYKk3osBq4c54dB1JiiSJsDJmE6VrF0kh8VzyOOiAwZRwkV9VHHCDlW7TUNcjLYX9t0cVF1MDIT+nIehLyK1xHZaFNhFdmLPQQ6CbgTkpgNIcaeHzY7util28QwnEM+BEUVvmwrsPXsLn1WEdxrXTBwjEvY5BFDjJ9AuuZQfLr2bOWPjRX28IAGE5/DBRy8r46afxanBCQNr9xKGtdgN3upzAPPH8QRA6EgJJLsdDiX7Sk6Y7RPm6zt0C3Stys1OlYTKZ1MsbS+30hhKjiLPgSvgbDY1u1OGDD3sTJM91ncUW7HC+n9vj9xDlAKcSmac3p0hZT/gkokrLBF7Di0gYzIzJbgsmWnv5kCwpYh6bKgWhu9tusCTHHnB36A+6HaYGLYuYyXOLDPmOcg29RWqebzBljVSHydZu21rGj8Flr6fliydAmUil03dckJALbsA5l9MWTngN2xgwGE44V0AF5Bud6i4DdBOiFeBJP6f6Fef82LoTbMqOOEfkK3FKhYzsfH6HLD6uopVCHzEDiWfn2b2NttWidgAVpTv/pB+2xhhDrtjsHeVCNhdY47sAdvOd/CM0uUcxboWq9HW12hzK/nBxmyGhHkO8E+fU1DYs9KE4Zp7IrGVxmTFa+aQnsPalq+Bcq7lBpveNQJm09kRxZ8/4P/EXHwNIe/4GTwneldHd4+dyLAD7EH5DiQqu4gJSdwIaBJXp7hxcM53O+t8yewYw8fkRfYujSG7DQhd/CUI6v+VMf3SzlDDX5VCe1czyd7iMYqzHOH+35UP/QPtEL6E2+hicmHNNuvwjSdpxPjukth+gcgbXlv7mWRBlzp7K0BcvNkq/AYPXr3CEhPd54EKL6cd8M76soiXMCDxGwrvqHX95zlBtxmhT2ya0B8FBEgXbonQCrYU9RVn3f9zHQz4snsbc4BqoQGKLnc1vjWkxDzwc8AAiOmCMkv04IxN3vUBuMDKgg5hh8fjpK+6PVckbXitmysKIGG1Do1SMkfTNUmdq9NCm2HlDusYM4cmqZPIgHS9x8qktQFaj1HMY4KhoE94cjDz6tPwJ9pHTWbqQi4cWoEXlr7SBPBhsKT0vxxgcoB2PIkZNhEukHr42jQ+opAM0IVbUSEahH7MFINjrtnSJzaxPCbrk37i08sTdHbxMGdc+u9TcEbXd4tI+SgYfb2Qa1EfKljj1pBjRbDlrptpKWpYVEpaFMICKgiYBWGTpAOJGmdvZ8rMFNGHCta+NeRYDQhZKriq01ehl2UESg2griJACiI61gu34ieD4AHtRoAZXbxbhGO2zvYTnawKTD/+shqTrJDW7Ymj69AHL4O+y+VMVyPL0yEahPKYKYaYkwh0Xrg1PMRJIgvR9R43nOFbP1Tw4ltjC1AtDoVudhXW4R2vXYFVmn6VY0HWm50QH2bnTA+xYIvHWBOIsOG1tUFIPfDaND7WviO0fjuifSyhFm7h4tMHGquEpal4BV5Y/UoTQE9PT49Oo4bNQZ4GCzyhuWLboN60mVdfhz/RdJuYCl9hipsO0M6VoeLLc8N2hGamUiZKyRydtDag6zGKgd1ecwAfMgQ9YMOQ8qB9GCwp+i8HGRCt91j5mKxP9IlPL1bWsI4xHwWjTxdyeXFxStKBRI2uLyBp87VurvT09PQ8jxId04VbcU9PT48OYYf3cdJXT09PT09PTw/HbJ3VJzpZ30tp6jHBUOgnPDn09PT0cHkYLy/9FwpGD87Y/K4PwI+azOyFXDiSyEJovcfdu+ha+aECTm4NKTE9PT093ewqTMM7XpNgsZKuEJOYYRNBSYgXiY8HXeq3hoiqnp6enp6enp6lQcquwCqNvsqx4GhSketQCBNcJY9CMqAXbkUZPYkjwuZra5uGXvXg5RjepcJahEcBx1yz1U9sYlmw9THWhK0jsE2pZniYM67+9ynY09PTU5SGR4dYQMfjK1CnTAH9UMELbo0twCQDR7qeCy2tNdt+SOflW8NDHDMtxQ6LSnnaEIHIw5k+eBnEu1zOXNX1q9DLnp6enh5CgSmPv6x6enp6ihDhtXgEIAHBa+HI6Onp6dHqsgNFJvu6BwIFcUOea3p6enqgZq0o2FLsV5x1PT09PVkWruienp6eqK8aoS4msCxNpVygaTOvuA5/9vT09FxVKZy6GxNaOrryEaSKOtHT09NDYIuBqpVSJx2I0fUWU61K/FTtKBxr8uTLgLqenp6eHv5h1Hr/85zQ09PT03UQ4mybEf3Epomenp4e3dPT09PT09PT09PTIwAJ6EcBAeqFWyJ6T09PT09PT09PT09PaJSSOUBsdPT09PQAeZn46cs9PT09PT09PT09PT09PT09PT09PaFRSuZwvcI5kmDDl0+zqqX95MT4Uecue8XxJ8hfNj53CHbUaikqBNpu7IFbKB4d3IpqIz/5IPIIThR+54MgXYK2zi1GlBgGQdQio12ivRwQES8vOSw/BKw9cLV3cWsWIKDaiqNrAhdpJgGMFgj097c89NCESYq2+mYAbdtkIJHdvtx5OSxHmg3WikZzkvI6EEuZgwJg5gDx4sf1YBFHmhXH2Lp1A00NOS8i4PIkQOBTF4dBBAI7CN5Q0RCcyAE3hQwujlKugSUbExBxaTESHMFDwCOEsoGTIjqHSZqgQBE40CMaj5aAXkqxdXNQgSlPScnBWgb0PNwYr7enQbgjE28utMwFhYFLsXt6enrkSNzo6enpSTDY2dPT05NANs8bbKum8PmWp6n/dAB9GCsDXhEQAMlhC6DgTyCmh5t6oK0A4DLUYuHtS/Vm9vacPnoGHq2UQQt6KH0YPESwsfCSJKtpgcEQstD+G97XUA7UGwADugQfl4zUf2F6CCl0oZmeD9BGhyjigiB5272zVfLm89rxTc9pPhImn2XIDWvk2njVh2GUvj5V6nQSYdzK8JgFr0TP8wESIv/og2sHlcthMoOwzGHeaBZ0KTgCXqfthWVjbqOxIEaK8vbcOQS4p1FcOG7mUSdzXYCJ9OgRcCkXAtsjuobmLZ/BUI0VBew910yOaFyZKW6TWW7Ug9kkwd4TWzlPGgOSKrcDE7KlPt7IXEaQcRIncp//zuQJkzAVIrCaiO0P1W1GAWsmgY/AbFXUcHODxw2Rc/taq8muDnTu4Ze2oTkbxlMGu4kuUPltFhrbPS63r6sbm1zbkzPbLwaaSHSw800auQEWWoCvPOhuKyFFvy0C4kZjhFsAstA4M69dPh67vrEjuNz80Esl9DQeHUc3KjRJWMsGqTwlYui5yOS1saj08iY9DCJDWjDQhFcZXyXMdzea1QzF3kvwQpdVkAsRarnW5nD5pW5RktBatdRoUho0G5kcXhXEOOQAZlJzUNjPc1HptiG0Li5qXC48cPWYblmZ7Bolg+Vry2pL7g3XAjkfoFaELizToo2AmbqtksfCvM3c/8U1s5XDqivOjVZUK9eGsJXURevxvSzjtli8dbmYK3X7EELbeS1qqaxRt8XtWX4awgq7/sz9lh5UF57aLgFAPpaqAAkFIoGrY8uAIF9hOnSl6Gql2ZDV9/UNAMOGPgwzGvqD8ghpZ73KsJwVDybArw1MDFO5uB7oFIdKQtkA00AguMdoz94twQEtvqws00YuYVa+7iK98l6AafXAL3nkvEjr2uju0iBG6FpyNyYQhBfaD1GxJ2HAagzRfnRQfBorrV4YBEWzl48v+McYutd6DKB1NonliccRCBGiWSgIc8P7MRojMeG5jdHHg5nmLBsMspiCgA2xsikh8nVChpcaOV6ENdjuIGj9TOFhe/1ZgaTyNiGwWYJrrs4M0SXi+H1nhUI3tDBPMtqEIfCH2bTPWvIFe0KGC+Fx9AgECrrEmJqJE5W85TMNWB82IwaWmB5YE5DatIzACnB+4hfInoIzjpsaO0Lg98Jjr61+v41F6NeOny82UTbIKaGPYbNiSXKiXVlLWQrEhCUCYpX+cDtuMzSGpApuSUr0xUlIPOatIxBeLIMiG1DZ1VgUrK0lYGi8rjS7NGGSBb/FAYeoGIa37GYIYcvmi+xjzfECtuExdIeXE9tslwMyTL/gkEWaxhCrosX2VyuW6TyNsCYZcJ3A+NINUUOEBuncsa20O7LhJA/PNuqlX9F41QrCAr0o1KHGsgnI5CVYox8DIxMm6nPgdF/Vjgi76nAFWPYESKQReK0ca8EKBkRII/b05JiBA03UTAI3w2MWgN4h9jzWmd6BBVhicuyQIeAxwpKAqti2lZ2b2ECTWXG6fQt02ERWSPAdHKk/5ibI2hYmYhqShCU94XKgh5EghJVXqRXCvFR9F+EY9MNBBG5ZDpdK38ZEbJgR6Q/IpiCDo7xCcBgGyMOY9AgPOJUYGy3yBH7ktzIS9wS8ODvf5JkmEkUg2mD0aVslgsJXBtA+WemCsSoSYVA3YKxNsmpCJFb4FgktbWvooMhuhhBK2XyR/asOVQ4czlWR4eEgdrm61sZDmBUPrzUrFWJcKchCPPLuHc0+KIPIK/EMUfy1p7fZyAD/QJaML0kYV1BQ1iiA9cCnwzeFo+I21MNnj5nBhGmQafkyRf4EXqAZ2zKHdkBNWRKgtBIT1py4vdWbMTweb/WhSE018qvqACkLE1tbuyDWaqdLvJHlnRsmiAaWGMpoE4bEH2bTngCOWK7kK6yDqJPhBiKHYSzZQ7vNxlZ/bcJYT9Fp5xNXe5uXR8K9JtsIfxKpN2NAhCzGGTU/s1AiPoTMTLBR25zimmHHtTaACFkRg9AmoalPoMKXsjJNaoNb1KIMu+GpHa4TJF8H5MBJsuE62W2lpeMXYOLyVlcA9J8vZ6dQxjNUxIqxmAmZLRtrdOnVKjmImiEoLGDGOGZDTZkD1Lc6wLs8OFmgZseaNsbSbFPHVwnRSsuB9VXvhEzKWj9U4ea7GAigjT9CbXjMggJgkNJ4HdFEO3gKyJ7oXbN4PQ6NZJvVGTwxnFLuRtLC/LQoVLqkmDFNi5FlJsRB+8nxwNOsHnET65GRvXx8xT/G0L0VK2iahTkFKtQg49NiQEOehQ7ocW1k9C42HrqiFgs3klqXGI4VDY9WOyENDAmaFsA0n7luIMObDqIOAlcCZkFUiZtmmy02xpJ5qG8ghFyZ4pROYQ1g/wniJTomhMjGitWMmxBRPdqBDaL5q4pGJeOtOvPZU5nZEz40NDbQFEiepUKheVK91ZIGNBA+BiKRlCl5KHAoa/akX0VoZWB0wRm8ekZ74qlmEw2Y+UM7+z4VI5cZHQdlVywYGANSwEjbmYgt2k4rRJf6GvOiJFOVn4awxq4/c29lRGlAUMjMRZsuKyWoVJX5Oyt9UABBlwJ5VnwVH+RTKVHwVG49fkqKA40GddrZzIy15VC8kAOYSd1BYT9fJff3VWI/nupG6lMBUf6UIZyfMrrUSyKCOp4dVq+vNgNgLRuk9pSIoaci1POCAxN8qhB0fqqVwE/VdXmzvzmwgDhtb0oHQQc6ybWZkdGAaSAQzGO0Zx9UJUIT9XCh+R6beAUxyYGvPOhmKyFFL0BvjoYFuFV4qSb/YPJIvGcat0u0RiscFIR/YhwPOoXmapcOz034vfDIa6vfDyoDQPck8dF8BgBhARwuaLKrV809hPNK4CgL4ymDzUQXqDwQpJH2qjC0moEKRfXVkpB+I30DA/FAfCxrf5/xsu6JVfJGjKDCP1qwdNGPHy+ZJvOnKu6l8FqfQ4CiOyQBwUFYYzSRUgTNVnQCBjKV0kRgXG30wQgGUlCouWBwaizDSxioKb9omJfTdkBgFU2g2/prrESBfyQ5/zV1wHcRZQIDxQjV2ywz2utbln/WVHkvUVzoOjNZYAGPm9oJzolHQEE2+2SYfFivMI2l6gIW8OPDddIkTRueZnEDsWlkW2l3JMNJHn7Ajyp6y2qlgdjU5R8JL7RZKO1vuTPZBzXNixDE0tsgL21+x1GvvaosleQfJmseNtLta8VUA54qUqXZqqYjwBptg+R+vJLV+Olw5tkKsCPSA4EFHFoHUmsaIS+nPzKDjD77utwK6Er6gaoPLfTmI/+oLWkqDgK4qUI/OUBolp/qgtMNaCx4VBtMso+mqd5invgWPJayD1TaVxE2hj4ctBPaw0xR6duYiAwzIr0QCjPukQ4etI6kThUDZmx112thN/8ERf3akBNaB5MZigE9cjSGpLC3s2XgFZQXInMZQcJJnMi9Dx3+rxLufF9qEs/TKOrTOqwUXwQNwPOFoEtaB5TgYNCKCnyzQ4XSVh/cvL3z8UKuGHQXwJE/haMh+6jI2qrHacZakJcBxNZqCgAqHwaYIDmAKx0dxxn3Uz+lOUCFC18OQKG61HVLbIbrfF4oj/GlBmjgXdRAPXiZ6LaKpTb+2tPLbGSAP6SZuFkGEc3B8k5+zMsfsOEeUsLSG8FtaQRcvZwA68UPWAv9CxWINJOQxsyAdsQHOaH7qBk+umv0gJrs0yCFW5jLuI9AVlYr2vqhTBB6BDfDCxFT5MamoU0+g6EKKwrYex8DQR6rDBSWmoOpR/jsPaRXjhzgmwmDB5Iu6CGIG1h2AvPdjW41Q7GXQlOnq7SJr2gINhlAAQzcAVEZfaLFlqyGJ+qHjGJoP6+Lv+JyzAG+Jug5MB/cpgSqGQDn96UAY66EqocGwcAMlxP9Ipbsoc1mY6tPFMTiiyQDld5AipfbzLgvlMJB5qFBhJ5LkJi5Lxh/QJvRl/AG73sa7eipA4RZburODziE8FGqKTjoGkTOmCgCHB0KRLUoB6iU5EBKhOrAshVZDFT/0JSoh9JlwDULOiyPIImPaFjRW26jsQBGivL2AbwudIojq+/DDXMAAKMf1cCLhvr78rOrBbnHhKDmcBqbgYRxkAF4EME1BPnSfV3ocpnojx9CW+0/RFhoCmiiuJH5poiZkNmSsUaXnugUTsvpxV/QT8o9ZFS/PFKDTjBnRkYb1XwhH21api/FffFQXgy5TncitJWIHdmNFcELbbs8VdSLZ/PwF6/CNWaqIEZftHT6Aezo9cIyOrRGO7TZKnks3NvM/VJa/aOA/OBvGKtoCognctXh3xMtzmpRMrfRDCALHT5qSEXraVnKV3BzfkjNkI+KCtSDXga3IxhfBkBHoHfFeaHj0rR1deHyJoZTys1IWphfROPLD/E04vowzBnXhzLJbUkoQ4bHLADAqcch/ERprTSbt15Vf6iDk96w1OJrRusu9wjxopHEHjmjgCaZW0uCiX5r4uJzLHbkHrEux54muycsSR6qqvFFWBi/gVwzXeU6I4uFuPNCs0m4PQxj/6FgYOlRfiv03FGCPJQlxBfpHWNNuASJApHABaOsTY1S/IfCGsHZcKV0gju8bKTg7Yl2/H19cp5+GGaCGxYhO0g769WG5az4KAoJwCqVvNjcP9GHgtPtcWnc6C44QdwklG7ZSGpdYDhWNLyRBjudAUwJ8U4gZ/RagRpZqdv3RFpUupEjV6PwIMm9oHrkHsgy/mQUqKXKOGQoNL4fGvIBTIaDpf32jfJQF7Cy5OGT72pvULqsqRFOo2b3RXX8nkaYKFxfcOvCB2XbMrc2dlUXlmHDA7wZwoZjxYO87d4pVfLm8z1a/rTPkT7+Y85H5uKh06oPNN7hN05Iydw8XzI7Uw8x+mwsBNymj3/RhiuwGZg9ey4C/ydWRh7qg4OO0oeCEqdTUDNC/whZ0lYpAMHGitWEmxBR/ZFYnGim6oW9ZSYE7w0s/kiOibPKLdBebmJhORWQngiMIkcApauzoCPgxbgYIUZiwncbo4+HggHIRQhi9RI4zr7PAZzSh2qTAtMEtbAdJLj7Jw5efESNSq3EQ0fuwSH4RB+6eoMeTp2kdwl/M9h4oyNtmuxvMvdgOJEH6TVb1XoEWKPSf+pk1SAIGfkNFxsyt7YTrZMVUNVRDmJYCZLNN7qK00EokPNKxMLanGQnt9liIyyZh/pHbzSICoFS7gJ+M2DHIt4/qiXC44ciOqPxSJTyr2LO3DwnfPyghz3eAwBR0050PGAoeN4vqiFBg5V5fjqmJHPxdDDBj8wg08++Lkv/iWqrBT1kchg93ESx2pTIalpgMYQstN9zFPuyoEJ4KhAWmXuHMUnH8DW+1XIKfvww+kcjtghBPe0jtKnbEiLPOFHJ2z7TgPVPU5o4hwCld0gCiv+psIh7Fj3QQQoaYSxc0i/6stPhAFh5OnsNjgTT4426XHIlqzGnw5mn9J12fPm+ibHhRcPqICHFmtxLFBe9zkyW+J3MSOGhCn5EiJ8eaOhQj1r3/IyAK2eFvJEeHb1kIUDm1tI5dRCEjH/DxQYYrHHqkciYcN29xLSzAK9jIBL1igtiGSch8bi3jkD4p56t3pPEp/MZAIzfaUkLDusV1rFUXcTvlIFMY/gavNVyKnPzhPWFAunBRUNl2CehQONSSqc8nKdWGFMJ3Re93uiHKqhwFwuniJpBKLLhMQuSFmd0PBKl/1XM8FhhnD/CPNRwAKxwOnstc+/c2dK9Aszpi9/pkrETKUXobEUn4ncai+NwadB3FB4k3wuqx9aPBz3SGT4N9ah7z8+IzLXDZvN194eE19QBvIsok/ib1mB5KaVTOJyn1sy1U0RG/4VS8TBhCtwSVxTmsAVQ8ScQEzdPZI8OVub/dEwJfDa4+kdIY/qVZmJX0FXq5ocZGMsmILOXYI3eiW1Jv1oS6m+kb+J3ErAjtIe3zobHLCjVUBn2Smha3RC15+vEiKRoYl+KDdfJllZaOr5SAys9gFTc/iYupv2CW5cflG3b/n37I+ExdSIwbjf6YBR/E6hoH/QymB3B+L7vQdvOYXapHw/6pE86Lgsq5FOBsIDZWih5IxyNneuiTCd76usqihNmE1khxXdwpH5TCFpRM9UipTRHuO5KuespPI3wRNMDoURGy+w12cb4k0j9UhOczgWDs2MZXsbfNIJDP9Omt5uuoPo2y0z3+pbtb1oQp/NNZnaiUE22NBzMtlUiaHxlAO0ziVoQncr77gJ+M2LHIt5f0sHZA6HgcFN4K7pVO2WPmcGMaZBp+SUwsP1A452/cULKFkQJEH9EJcUzdeG4mVC8N7Dg4kFd5brLiaanOLLKfbjh991V2W05YGOwxqlXuuClb1hqwTWjdfeuD6T2W1qK0r9v/ySjn94Tq4QbMYIaf1NaXX+g6qMLvfnYz1QJ9xE+exzSK8f3PYj3mZ2D+PHD6C9JPekEuq18jZUo8TPFTtENejh7kt5l5t4pQqBvWa06EJu6/UxFhvQugCP8FI6G77s7sbkGeIi/GWz80iqH7nOk73/M+diiWNPmjyZIdQ6nsRtIGAfv6qC74djMeKwwzidFodHfmrh+jsUOnXXlaMtNCSwFUQLEI7XooMkKqPYoB3Hm2nExozegsYCj2mCyf4nOHN3FTNL9vC74FZfju+Z17TRABnEkmB6vtKjYKQCo5DDABHlXu5/tpSZArATJ5i+9lg4ARK070fHI3DorMHDdFY3RzUJp+ZY7s5/JzKkX/fjBJdNkxs+kwsN7Fj3oQQoaM5fOjE+u7mZu6HJ6MRf0k3QWlR0bDoNofDa4+klvdzQenKG+xCK0a9LOZJ6Skou1DOjh3rHT05HEHp9RQBNdN1pi2wlhUIpiTZtHchrqW8wTvAWPpf1LJiz0OTAf36YEqjrLNM1u43yKK2eFfNIdMz2OM45P/ZTqLCl8j0GJjaHgeV8JSYvuBOcER0BBdv/SRsJ1l7d1qL/vn10t0HVAwnadFIeYrYWSRzLFwXVXNAaoJ9wU7h0KYJ2Kg4BvqtDP/iUAeXqVNsEVDcFG1yG53G89FWJMJXSfBPmiW/U43VgL8nQdj9KN9hklxsIlfaU5MK32BtXLmhq/D08vNymlxmnU7Lh2cgmuuzTw6C4nGs3UQ0w/Gwvxrnsv8hOQCHGbPs6tg4RGd43AuvtDgu5mbnhWuQXdy02szlKNy1RIfrGcCkhcOgGI/IgalV2Jhw5d96XMWXB0uweHIHfO1RzNNmZKR5uSc3tkUZWDAmDuAPEi104gH1d3jcBeK/BwyT1hSfZQVQ1uHTJIdJTfij53lOD77tByTxbuHsoSgksnSs+z4Ur1BHd478rgTvaZgt1GCt64c2ys+E4gZ/pagRo6K4qDLED2bit1+7hyJOP+ySiwS5Vx0HU6vHKRA7ENhcbHpeXRQks19XW7MxReimH+4FZUG/vJBxEunS15W3dp4OmqPMKEV+EaN1UQIy4dEA7+DWOVTgHxxPfl9cBZLljuqsM/7py7GT9qSKXraVl61whvMBesM/sKbg5XzpbSQ/iJ6lppVmdpSYLFjLjbW6+qXFqnLdxArlmvcp2h65xkgGEvRG6xEHe4s2lWn+YKVvejw8ENiscQ+Eedu+0Vx9w5dKhf3eVtXFB2XFw5ciwfSInQHli24vvugmDQvqotBqq5tFzAvIYgX72vC927MmgA50jAtstEf3Bnf0Tg8kgNPcGcGToLigTYB1aOjTaqyY3DSeA74TB7iTlBuoikEcEgiFpstEs0Lq0RM1+nOxHdSsQOXScKAiYCYGq7sSLgwvl2ywRYwX0EsrZa0RaXFvEF113MJO+AqEw/0WLL9+UxgTHQdbcanijurB8qF0kGqr6BFO9dKdjBXbYUu82My41zgMHmoUFEn0uQqLO87MGAqGo29wUjF07Y0m8Bdjthki22IYkEtm0ykNhuX+5wZ7sKbN2RsbJt9cHd2zsf3NkhELyn0U6fOkCo66wIgE2ERdhyU3e4b+YicDkAhfZBFmm+z4GbreuW2A3X+XDhpDnCdVfK3TfLINI5WN551wVxtmVWZ+zHvOS+UXLGjeC2OgKuns56AmabRtFwJ8B6wXUzKodrSdycqJkELr9QgagzCWnUdaEwtrOzHjYD2hHcNqf5e6SDh66Ci5fv06sxRe5KT8Fd84L9SncvMdeGnOgaIIB41ws/4FS3dAssht4NitNC0KUOx8bqrFakQzdH+nYLQ29hHpixJK8PffF0XR4RjaK+LiS7qetWDb9KGxBc2K8QrbtxX8V0jyvrYkkDAuDUfwGeSWKNB/vToN+Alv675sZzfbTRb3ZCj8qECndF0hb9Sqz+yIOunyAgUr/p0PrUMlG4W5NQNGARjzdM8ToMKD2i5AkNCAUGTs3uVWFZcwAdWj8BBy+aJPWLIAQ13AKuP+VmeCcnDPptlfVVu6vfKRNaNHeG02/Ry8GNNaB+SxPwqaobvg+Hqbks/i1B0P4MHQ00XJrZf9KW4es0dDVcijL/BQYrl6knTWtK158sBXzNpK3jqOI3IgXxWcgl6jgp2P8Ch7s7B5zqX6P0Oo7Swl9R0uYrBccNnbnkB+0S42Wg4dRxO8m79h+unA408lbO6MOB1vgyW2i5QVak0V0icPCbrapsgAaDh4sTejAy8H7qrC/DdYo9HB6nh00qwz1c9MpjlokPF2DKb0kg+GpBZmS6x/w4uh1vpevqWyZLpc5Cfp7LnBjfzKkh/QwAPBYSAL7CjBG6y3/AhV3NbDcCw8clCXzZPirZBR1dtsLh9W8tTrysfgEzMECbpeL+/g0D6E9J4+A9QAnKD7qiPi62x2sEGLB+u/p4SCE0ea/UziMwseNhZ/D4OsARqbtDZmQwBHFZQJrU6ypEnlTN6U9iccoQJrseQSThw+55frs1evIPYI/X3yz/xEcRn7oApvMBD5/apYj/bNk0V0ft6wRmY/51zNsXTRYm3KVSxeupJ/+K4fMLJ6mD7tZokbceisBa8onXSHCeP71xmAiahqVIvhQefxxm/NFcAWbP5WoHL2uUAusoRftXweRJ4TjhdaZyNGz586xJXDlMNAprpo39Qzh7Kwf4+J8DPLgDm7rnZnnzpVKYcA8FxOjcjfJQNqzyQdMesI5Le24NF98jV+EremzRWzeZv+MyiB8y6NJb172PI4NwyKnY7SxanuemQf6OVi6fvBqj4SUZfgjmAk6DjYctIg+3z2FofA5TLvzziGWGsfU1SKU4jB5beuvAymNu2bin0QwNE6B8GlLU+BAhvRTRCY3PWm6ekq8Mz1yj04BAmW506jyMDx44Eii4VEqcz4fX6H0jhR081EeIdvNB5Q9TbPEir0t6Syj5g2+DQzmk0l0bFTIeEtlYg8B62Lv1Izp08SlriHGeAjwPN3jwGUII4URa3Wi3pRPfV/SAF4H00m5Cpe+AlY83WfTRblwKfzuayFlDuzGODSx+uwPuy+AgfMmlmW7rIPtTT4KboijUbmw/HgBdK3cFkxGfbrnw2yAS3DdqUPirigOxlqox7+YmyUtRicCfmLnTbWMjuJCeUfzMJ15cKyv4bhsacKE8qONajITqNssXXDhjYbxKGQfN5uQJV2/EFQ6bKUJ3e7zJYE5NtoCj0Hc7EOClqLX5IagVGgtNl69C++XGljGisX7EeM729fAbVp0l+eW/TFQ8N40CnWX5+adAWdwcTCY1Vp1QrlITx2V9+HaiC/w2JoSf2sUAl8unhr6C0vVCkGT/Q08arXWW5lPv7Mh19nroK1HP14HX+YiEXjRgE50W4RR3c8QSfqqUpwGPRtkSFOCOeSnCv2idabY3pL9ZOeAhiUxqrdT9qqeo+woUWn31A28YXWi57AavbeV49W0sprgvrGRx1LEzmk1r9rNccXJjE5HorFjzVTu0fqcii2gCYcq8lRRFXiwoSGtd4Hwvh3m4H2LpdFbUle94Pn+BTqne6gnykzesvCbVlN7qyvhIKhO/qZZFbwm6/hcjIuDFHYsaCwWHP2Ui+mp+QTUBDYEfBIeZb2HkR295Hn7vwNxwWDc6NthWkm+7+vBe+tv3ghMS+ko1z4cRZfwlEHj5LQGC3yrrfplKJe6QGduMNlX2WpAaHowJu5/qq8twq/y3Evj4zB99nwlhVnPJgb6VLtmvmSNTDdiDaCWnxn840OWD4MmiuaCEfOoqi2cwwSkzaFvyW6cmXrZoTt7SeCRjyX74LNjKbaJEAw7GwZ9mu9vxshDi5BccYLPVELjPwgI/FhMSvsLkGN3lO+BCFiKy3QgJz9Wz9n1jQL8Ijqy5FlT+FA5rOBAJK9qqe9+J2tkfzkbmvFjMc5VA8LB2JHcdn55sJCT0WXNhXx89zHgZO0W6S0TDb6jObAM0Pp+tc34WPLLfLyLm9JUBs/8OSPxHOk15j/HouWK6h+1x5nv3hZIFIHk/iwnuW7imfpAFNjTXmRPZAesHvprEQh84LPNDZk08DQgMMh+SrO9y8n4ZIEO+cZ4GsJpKFo/1yeS53tr/dqHTXKVKvl5iOR8Tp2W3ZaF5tsLABwUS96FSwnRXCmGR1E4bmW9Nle9C8WJLmICPr3ah0V48fgcsEPnXEl3fOAC6wKyvbB4rwuhnqiDxQJoScwQmMN+FhO2vaEvu1cZFE6Ac+x4gjbMhEaKtqiR8H5wC3/dMddcj44PRE+JPWJ7A3x/Yx+px8/yplcMYBGjAoUurpKZ/MsXyT7gU0IBOQ7oMsHlIGUp+vziS9zbPvJeBM1/JeJV3scrTB37k+EYoJK8kDWfWQ83vRYHuWUtrcPjF6K5nYVbA9AZrOm35q8wmL7RAyEuRoKW7LDThVDUqcDB1CTZcqdGz/SA+qpks/EGlBdgxQ95f9bF5JUTg8AlYS9oqDdWLAej5KnMqtRdZCx7GyuVdGh+3nBHYH+hS46tlRgZPtdKk18CM+QleCR7LHRm660RFXPgtynaigO+VhszvJcjxpxHIsl3P53vdqfshLQS5t4hLV6148VD84vjgkB9YL4DwBFzfdFVPd9XKeCYyXHDFKUfYSxPEE4jFcGW5EPgslUa0l2kEro0hbf40yAvtJaXHDz3PtGdlT89XgdE+gUCm/5KjTY4jXfyvzSneUwiGq8q5oA8Msf6QISWcMQsHbbWgwVNxaR+MFstwcKr+SweH7w0lLj9FIqbXBFXwCWlwHEsdLtsOVMUfqNviF2qN+BURb7YD0Bt/oA3th2j24DSMeNHdzweZz3N2i0jF8Ql48cejGJpKS/eFUH3hNlJwITCFxGVi6PhkumZ5rczGg8ElcgPxeH6XJQr0Fwn+XYIkxLGAxuo1mCnDgqp41aQz2quzDteHXu2XcePV3SNI4jdwNbKBI5MP1g18HHt63MYOSV2V44uncdbhU3As0GteEaURuGh/1Uw2b4Cg+l89ltyruywfS0Mrc11yeLAxsfxRTIx/OzTttcsqHPJvi+9HNHvP9efXJofeRo1FHiTPnY49tEIhC6NY0eXBrIijwZq6MgwleV5WA2G2qoT6MAJjngaXD3yIYavuflLIfJ6zpYhUHN8qMMZT/lXgmUKeGnAokgpOy+aPea8qZkl/JfB7SS9drrlCSFOtWe4iXtSPhQzMSmmxH9aClC+t6uBQPCRqNRo93tEJlf+IoUZXAUXgT5Cg/MlqF602ScY5XeThO2pndwQGIF7tTZ1vXq2AhxXV090dWTaYD4gswIfGh3GJ5YAAkPjGQKnVoAR9K2hieC8IpjTYEdpXBB3CmRwQo9egTOylCeKrskxx0BhFeCgWMbpr5dfyVDDtCExpXi1Vx/cTy8abuXIEplUNfDGw+Ac/AofSooHu0jDNeDtCxHoBhK8KUua72eHpTfNA0V9n0L6bearelLaLBmSC+oJV+hFlBTiQM1H0VAzGrxtVL/8a4xFmRaNf7DKRHzGa5TIy1Wy+NbVXezDn+wVt9VkJDegwCXPez5CS8zpRTeVHx43kil7MVx8MJQ+DF6tShdNpCOTx3hmdRpuAQwr44j2YSNFqW2z82/OGP+KR3HuS21eDMvwHd1yOSlvbgABn7Jgh76vQiD6DXCsvImCLBuxpnKKgx33K+PyUHLAGc1zj8AvQZ60BpruilluB24Y1zxJ/7EHdw39InHVIF931dMwKmN5iTactTxXnAO9z08qL4Eij00Sv8ChlXlyQzNvGU5zwaT9guZxi2K96gAHLaIP3YyBu8C4EPn9FbEmH3RnApZYk/ZPYHRrMlI1jKUzlFVoA0N2dGhdO8Nt2fZufZoEB5wRDxWmQQdFpiWsP14MJ3xG2lmqT+GduaTiV0EE9pUSOD25IfSgUVmFdOefJiqT4itgj/0TVE86JWk+WpISfwMHEfYzZ1Gl6Jl4KxsC/wPbBNfaIvz+wT1U5gGfh8YW/GbntOru5TyuK4myFYd+TEOgwsgRcQpAMvwRAAC2muYWDmRTjU2pPNtwOIo/GCYZjDtE9EVE020zFxScbreQ0Un38EMnPLWIrjyeDUoS33rHhQUIqNhdI06N54XDdDInBX2tk0d3K17zNWotZX9k8lRsdH73ChCueDdFoYbp4Bg0ongibHhrQhy/siAbOWELED9nLosfe8HAfQAF+04BoGQROPlljDNeUEtXeO2xofcdLZRnCn3wJ1VImBPAyUBR8gzxJo7tIkuI3eFu2ASQg3kCZWd6BS/GHoLrRYVia+JAZVE/DNUh3NSdsvg4+pYigll+meIJXVpDjN1g0abQhJLgZNg6+NDoxt5mZ2DcQhYuX4Uxa1ClWU8nip9S0cd+kWeFZjLL0lNUJ3q0mv0URsDjpk/PL5Hj+UdbiUdhQaSm7IRxKN8MPevES6zQNb8bF47II6LYjGA7b6nT1DYjVcdm4qD3iE8a22lryBriaOJMMXVyPdIJGyxC46Zb+CjdExIUhLLyZjRLcxt33cZwAosderXDYJzy4ZzfiPeAJnD9TXOKsm+jhT4s1o1S82Rw2HPaGGddBkBxbQAHYPxPRgnvhwvwsBBfi0TWxXyB34a8gJnDhGBGNWWsZvwARV05GAxuuaipXTIbr5wuIgeOOoYzfyfdDi5Fw4+oZUMBhN1Xobo+/DHYkYQtA8v5UYRLuecaUu8B8odGONHAsgg34FWShNlDjjFNOGPOZYo0aUAAcMc0y/Acjm3eEgarJGr9wHQuWOGIipQZsymNgixmHzbJENxGxjYSEfmrB6Tu50PQEPpl0gBMDOGsWNd/Uvih9JicDt3HKFe8y5qelWBjxrxX4/fY66LKvMF8FDSxXdsCT9uLpAzDr9lcO03BVfVA1gFQBXHNDg5eEg6jHmIT+G5vluUfk6ABfTjwp15a/27BE+zxx+dQJXu5dmhoagBkt94jRHceS2aqjeiz41C6SXC6sIxrwCAsAoy8nUhfF/WDE2sCHGLyKUIE38IOky6gE4V+0YL86CZU+23vwOwageUPBVe1D+vY6vM4esdJU+zRRwt2EbOWnR6c6CjIKX50wxW2jGqvNQDzxHZVFf+hop8cay351qSt+oAGF7pH84l/YxGYAP0p0gVEHvAucINzGImW6AJIhB0Ji+yQapfTYEaldGQXEZfEm6G4MJHkp725bDYF7KSacf127cO73Sp+1MX0aeUheRjfSPxV0POop/yEeZdoHgZVXBUH2pbq6onu8WDyXGhm4oAYm6ACdVD4KF81/OU20j5nMDSaPDZcdwAJp68rGkv3wUjoAuRJBMI5WlqfPpoD41KWkrzfLF82tXfX5L1gK5Cs9VGgAeUp/0smB10SC0z89CHwSSgdfoupI/zj+8O3o9W9oljSZBCp41nvJwZyooaO2iHLuJOLhFUMaUKgF2Qe5X4wqfFG9Nf2TR8V/UdL57flODcCCLKdCVuabZ0WePvvSfB2hQU95eUEDjXngVcxIfmXL7PSZECqPktk/KWiNJquT5l/jnHJbyWCKATSQ27LQ/A8TJZfoASZXLTShowa8vpXBL18xWnY0N0/lhgezmPlTDMjormQrXHqpmeFKjf4ncvDLbNnCDcLoo7tEyuA3VGeyARqf74M64bt09n3Y3PdHapMsZwT2P0cyvBUrv28ZBmGam8eQDddBUBlt6SODbSV5HxKS3MqXEa6ZKVBdpseEn94J/Ma406ELMEo+lrufr/DVoLtOoOBCUcVsB6rigehYX9aDUm6hwE53JWnkJQNVspXj1fs4ifktpl2+o0Rduof0yWvo1NJFmLID0BsPJCHKyyiNfVAIbBoIS+ZYuJxxhySx02Waejy1zJLvliELDViEpIDWhZcVULsHbCFR5SrZiS7wA2Ap/L7LKF/E84z23nEDioGAq0by2JqKQNrsFfIpgIB6I2ToaCDOFVxVAhOuFAsD2mx7h6t6wXCX0CjQZrr060OSDS9zpfBNmXejTZW9FBCNd0RDq39UyHtMoB7IjtnvKWAeMmmL7sowhHswEOY9158XEIDNw/Jg+t5hSaO7PbBkMKcmWcBR6AegIOfP7KDzfWwTWwZ7wrWygh+A7MejimVxJNMougdq9ncQEPCdgm50t0e5jaJ4yxEYgHgBmrVPGCX2R5CiaAEj/ptcquFcIcI0F8+CBA9K4+xDqQDRXSs/a3kqlnIEpjQvgONt91JP+arZkYYCpfB96y+4Fx1KOmoty7921XzhdAN1d8ZS3kqwgrVUjXkAm3G8x80SXWEUPt1y4QE4vniwTtpncmKIFoDg8Y3IMdKJbDLfmtoHvQF4DuXIYS6qAYE+uXeCjPmnM2T+yZYjGrApVcDg9yFDGX8z1tFdyABxT9Zj3pPcftAgi69zBfNOrnDQQUwONmYH5KowZmiov6WH0mWDyxnR09w8sVX40mgGHuaGFxMmGfstAYKP6mI+6xlG7pbopmBuDIxjA4vvOUPKqfzGcDBySXQXRhJcSrq64Vb5RzWweyR1c/ie2QrNvSNAfxTGPS3plPEUJ3zQGCWuLKr+KlT2tIAyFH6CJZs37SGgu9+kuHCCX7br2/wBakDeSVX0T+XgdJARq+9qGyNnvXNEQ8lQ5SNCI3WXKThPAZ7vSbDjdXz4Wb5rNag85Dq7uR/A6PpQOBDggzB8dNeGhoyHRBbWILC+B4z1kQRR44I/qGgunlAoXLXqhbbhtBm0LXkoJS24NkzT/rTIBR2kwep3xEjkh3haNLeOa4GnEr3xYOwGdTeyLi6lBM1wO4j8gDZWnwMNDZ7YBWhuHSU4vpct9PjplgD6yQkS15AP8VGBcHXQi0PuVyvGb3HLoAdIiPvaSEDJT3XQ6qdvHZ9wgpWb9kTpLr8DF7IQse1GSHioyicvgMiPb7WwqrueE2IrPbSZC6TphcAE8MrANLqM5lZKnE9urZzdD6mxgdMYQ0F3Mxcz3wXSLaITGtw8X5Je9KrLYxgOau6dDF0cK2kOx2JgSD+1acL1YSbmy7RZo7tI5uI3eFuyASQgXqjHDxczqc2fGULTXSCjsR0IKbKZmdgXmpIlz4Wsx5fBEHq3O2Y5VtRYR5QLPwMyDzcdtcAnmHjTu5gmtp1iF4y4mvSbKuD4lit2EzzycMIPGeIKpZJ7rXK/ZwkwTyGOG46lj0jvWrERD94Z2XZ17v4Twg2dggwSfiiq5BMIlWA+YOIpzmCmj3nE8fl8MLkpK1vvMvHGilp3285u8D/tPGioV8HN9CZ1OxwX8o8WxZ454p/xYeq9SFH4LMgyvZtKJyOYJRCPEon8GYQwOoggPJ6PsXqFyXmxzdi8wpByHDyOJjRumWBDFwyC44V4NxpT0Fi2WoQn75nloyttzvIDcKS6HSPjrgsDAc6mar/Zokznzmp9lRjB0cNkT3dc9w1eOw3wm3tPPApSKU8xhte7OPJsPDlKGIGRpt8U/dEz5NiDl7AxwmcHF3eejILPKpj4zSVarQ0Q+T5VTfawOpWZjXM2zuTU8TPcGHQUZrFcWr02nLADht1mBA9M1gTA43AC4NtCTlb/jqSHmZER9xiiYatt4bwn6CSXO8DYKxRw5LMoCMSij5LbLBXyPbsgeB/1whvhWOnd/bT3vLLATQ1q/CaVtC5Y5vInPWx5Zf2t2WqLO2A8qf048pC4FcI89aijsW5XWBmPNmjdsNjke2qxwEOPzDognTRO+AcYf3bx7bG4qvdsUqEt0H7gWkJp+GyLrIxGoEQ8Q43kY84R41KGXHYPix28th00sQwMZDaZG8jvBGOiD879eEAvEV2bWkJsthQ24LEabI+jxOljRYHgXyow6N3LIvERx8+NYMnuPe28eCsBDfgXMxB6F5Mbk27l2HEVqt5TDltvW9v8QRW0HsYGxaYDYGFLSKT/5ihSF8qywRtfBbtdZNd2sKPNdvFAj98kE4Z/IWvQO1z1eDmSkok9i6622FTsdzah630TwniPiDF8tpC74QZ8t4IEdvzmiDV8dAEEPsNKit7VQWPz5cXbF0CQz/kjRYuwwMSNWKaS8qBxJhdwkuPGDT0ek0QHDULrCYfh+oYTBr7JZoSmseXqjcfccaCr+JncV4JkTugFsblScNsRVxB+M4sO92H5gOOAse1dG3N2BDKn7dIgguekEsI/w6B1vDFJPttCMeZSlbSxKDy9J1ADfuCKge42RquH2RmKxajy7a47M+85B6Ibar1xaVknu3iUOLG3ODJsjcSBeRxHmvDYIhQ6BS9yOKEHo3gVSJpt5VT2nUcifKdY7fSos9dut9kVw44gscd8OL7nIKw9rOjBpXSJ0YXV95jLHhDFMlaVHlMCUD9Ek8H1DMpeipUgNqzqYBsiUcTjOJXSzRCE4DhEQfQwNVM2HQG/0g1E5p4ziQj3iYcxnIwcVO+ewonPWHnca4013nNHlSezdYGr5fVA72JqyGxZnPGriP0zyrD0Aah5XQIGOlLSLDXiKUoTNoE2Hr5TRWfnw0ODK2YI47Msymw4LjKlF1gnf9M0BrcDgAj/sSNDt3PcsB1IaSoFgdjhOREoPpkNsVzVzTe9e+kmHxCljcm06Z8h9oULJA6IlyEi17tKGGM3VF022hTde9YA0JEWJ3Q9PJddS7hWYtW3vF0lIPA7OXjxGiJkcCFw8vRuaNbmyzQrRbGDwnN2IfQTMAtuFgOWE3qLNlctS+mEB/s3EXHoqNDJvaUD0+0Kf+QzvgpxlyC6n2Fkh2MySuBEFJT17g+3zedCQekMV+5zgti8FS+rx+0AwWdT/GwfwAL7yI3Id4pO4TAQt3QDWTR62JnRHTSIupc253znGdl+SEXFt6uxRaericwNx/qQwjHA/U0qKh3LjwtHLWvqYWm4dhwpjLiAmy/PGYJHb0pQos+lqcIJ/3jsnlhvE+lx+M4Iq7yHC0Z3SjDW7Q477CIhijsqAeJ7TpH2BVCi8CUeGPDZFZY7u6rGYjwyPGeZYz+MUOUb4zOx64dVnA2vGS2N0MXrNwuA4GGmkDhqB9du14LIXsBGJz6ARD9npwoNQ0HjT9u4HmYGNIddWRGjvhnzmF7KuFt5mDw2Uq93Mb32UCTt5npVe08JVT0wjQm+Wak5YQcf222AT/xV4PM3w1j2ori1XoBwAJ9V5LCh4MJiN6h436mA97Anbbq+MYeEjVxgTCfG2C5aPfGdTKX8iQk1nQuoqYfNntlUa9jEdBq8faejmHx5BA6XZdvqXRqTW+lLnW0lBs57bjX7Eawiz3MaoYe5IdxuZ75iGIh8z3mlAWfhY40/iaHXu59VOy8fxltZ/Zy9i6+o0+NQhA70bud35wXhxVwmQZ5ziYPudmeM3wEqwGcNvWw1PbJYUmv0OSPHelnpk54FsIpiJaHGtaVf9lCX+50CPjvXmRk9KgYPPqsicX8VSYyXaLZ5TlkwHueLQ2dqHNPDYic3GZnIOMqNsu8cU9DPFK90swmQnBBwzG4a23GaMW3PSYcKn5DARD+CDOx2mEd2FhuyDaDE13duIHz/GG9TYKrbUQpuuKPQeIbUle/sodJ7iXM4DCpMfBYFWeYyQhZXEVV7TBtFfYXqFt7gShwkYA6g7TYLavFTiwS/iXihW6hLwcnQtXFC7+s+EwWKH+OcnpN7gF92+dJ/8vRup2hip0GGiU3rfHxnH9QOAoXJY2WQ9S7n2gS+dNhKgfF7CijQB430cQ2cWZ81dNzYbFOWYi8kwd+U7HYFoNyuxMaSE3Z42lx1bPG3R+Bz3kjjcrNbvpp3o3c71ewFEkrEMhA9fKeS21fvCYzDoijtXSNn9heYvi3gLM13fvHAM9mXs1Jw07s+nmwFDlrjzCVGvvNqTJ9bwNazZJUkqZGDaCuxksZrwFSfM0hUp6Pt0a+2lAD9ZAqymcggxGgWmHlOHTW+np8/3Ezqt3dtuO2zEFliOT9v31nkx/dNjA381QJl72Zu2FuyADFrbOt3FsbpIias4UY4u7oydJmwzwYEiRstyX6zTCE32qCGi8ky0rtAtmw9ADCGMgb2O/0+ewgOcLz08o6XkKiLXUDwReyo5+Q30wD1C0fSeK0c1a41XzT2lplQvDeweM4FATQGzAdcS5IKTvgHImdNcBFHOcR7TAZQ+kIRLq/NsxkKebezVuuUeCvBecwiJnpCb9IFaFpyFT2KjIUAMIbyReIv6Zh5WClpuGaWce/21OzV9mIPcPPiMbfAedg1ndwkrC+9W8Uwb8mhsIkiBHlMUw76Kcznmzoa2u1yfMlWcpZsAXBzHjOIDJ22l/giDjFdrGdCjrLq2gAUMHhMwid6jk0SfhoEDZ99bJKZIo/EdbAMPiYMqhtAmexFS1w44Qe4nPSII54dguIv0wTRcwvM9KzYWFIYH1Cz0tdOvCapxF/mmKIRJEnpXVMivdoeXGYkGINxHCHav7xh+LJvBbYh2Ld3a/TIS3dYbCsvncd0IeJjyZx9AeCZ9e7liWzkxN1a3BiPSSJNJ8Fq4W97Wd2OsE0eEFRkV5EYfUy8CBpszIsjOXvsYWbQcgA8bPspFPIxCbzQawzI9B8gd/is4CmchwDUXsLS8JdgOui1GVR6mFEBTvinB89hc2UjdSH5y8kS3y03In+MB9TeXeIIt+pozWxKLB+yR5KvHRdK79rY1Ls87MCpWSAzrMHDQzIxwcGMvPku3Kp3L6HAQLacyAlU/yHxaH45XEV52BgMelfzQ/7xgCOHzbB8yA0YvnSCgR+b9Na7NbpyUJ2W/BXj6SEpnPE3QyufZVKqdz+nYBpCUbkOiMxHYsHRYUsmu94E+1wT1wjTQbK5i9rA+UsESfxCBLa/8jnbu6iz8Imx0OzgxZuPvJOgv+ho6XAFrkAdBPgCy4kzso/M5vwlF+7NYKnwvTG2e1eIGVzHS7gLwKaPudYhJ3CL+lg3B3p3iGSmujOUmw5fPOQAsaxBSP9YVy+9S4RKrkJ0zEytpw8JlMoN96zeiREcvfvZA1ZjqpLzvsY+8hBqL6hiqKMm07rd5BBcZe5JVhOC4iE9K7mZWFI1lAYc3W5RDq4No5K3vG0PmQDzi6pWQT9d0N3OhRQ4ho4FGS42xUcCUOOOdQT/6yjYu5hDsIDEvrxHuj+yU4hbOWbzz6iQ0LucW7mMjh0Yzxgz/3jky+FglNFJ3EK3ewHDZUVS84IjXj4Sg9iHSZDTS5Rk3e5SKD8JOcpHGvr+sYwdrmgKL2+GR5berRGXz5K0gGfhBP+Yo8qPifG+pl+aehdLHWyGzGuvKeI95lIrv0GAzgfB8Ni7POq2DoKgZb7N/ZFgZuigySoOqcJCt+PRBIf5qbALPB35SzhMXDZSwjRXKqqHtcEBN+F7uSxPg4cUsYRzJv54HgIce5fXcSMioy9HYID2kW/iwJV13midIk4PS4MFlmyzk7ekYB4SC4fvUMJKH3Dxo4fJHsGzRqiyFYUAD6kURUc9TXFYL5IuBoAInIUK1garEeQvlSTQBPIYdQJD7PBZyC2wKQY3e+sx8y8Ptzik0KUOytKl20kSbukIl2QHbeCP/GL5fhGF09zBCj1MTRP8leBMRpDWP5KswhuqAKKHoAx2u0PaLAZhDZxGwts/upj9nwk939pDrXdDCWRu0RqMhW/yHzfs+B2gXPQYJ2gPi+OalaYWs9CU5z8SKXtEDy10BAVufNZQDP6GaZLBnlx5SDNOLTUHtsc9DnLCD5Vwla7MjbV29JdnBbhzGkHovkMjfJYFFfzijlpeu6J8SMkEnMismMdU8tK7mmBKb0xoynx3bl4S1vGdD0wzkLPksypg4TUQlOSozgj/eCr6UTGYPBih0d7lThnuJwP8dfP+Y90dP/K14WUYsujdGm5KieBAkfkMFL5kghS8j8gKzVbgs4e1odu+RSHIdHJFH/lY+61TSPiASCa92/kDUxEiu38A0l+OsbPDAiDqDKBjfJbFHqz1dpS5EiI8JJqtFmry6RLWjrzUTDDBU6KU2FdYsG8ZJs93wQJBW4HN6GGwQ5kLKA88BlPqHyF4fZ3HIL1lMcZnEy1zUVeTf/Ac/mOJIj7Kwu3l/FDR7RY1Sy9vRMgOUqh5Saoo7yRGou5e8cAJvUJg0loquWvPzT+K8fEsbhRqEXmMcMIOqnALA2/ZQIh/yL/7HHlCP89ljG6neSBvv07hIyxO/zEMhPZR0EHnNW7ghB3S4NjBLNmJMf7HxCHPtVLiWYNee5fHNyv4cgK+0SHIPzLFcaU5Vn1h1AyfLSyz3e4lyXALOHxkXRguahBPjeLICk7YYQxMwA03uxFWPWSm3NvxYaIxXCmGWjlLASfpBTIX2+w/TrLgUfi8XlBvq3eDKMYKnsjIeCKCvCQm4qup80D78ZhBCvd2BwMJ4yB7tYj8R05RHiq3qsnitR4mm6C0Mskoz6GqfSQsHR7FzpA3EYBA747Kie10dGa8IykvaeOAzjqsoXMELicE1JGFXPVyALoN/7gF9Uak+LQIEyi8Avhkwo11bvJZ7vCPaghoqB6fumtv8tkUC/LVVBP8ZQmbf2wC0lJSQugGO0JFm7gU4Fcow/xUAvMfs9N7Yn3pEqqhXl0YJOEQWI4Zbc/7kEBHtBUkla6TEhfalaDgM2c25KbFAP94hvgS+mi8aR2f3sXUzA3qQIATtTLfEU2W/ukpooc8JfQwOl9yGpwVOEgSznekxfF8iEZ6RV6RV5aEL2wlRi635e5DMmj6Lo5keNgXTu9iFsE/BrTZCWI3f1nE8eekWfEhYMR0u0JAWBRNls198viXlqNftAI3dAouWzihV3N74EVb5k6I8ZB1YnkWtjTf5dO6naWGeO7ISq57MOElV3Q1EAevLtRl0cPMsIA5d90+8GX7Sw1kdBsoF20gDyqJamNPDlJVywFA7L0jK53nwnOgCYF8kyC5MbV1k2eW3RL5HjIQg94yAeoCqAq6CkvwyAPg7MgA/lbfEdUMfyxc1BCSEOGzg0ylkF8U+a1L0Efm2KKBdl9Xa0TBZ1EYwTdiObcBuMe/xGqiYS2yWosJlhP+8UzlZQi8BY7JOz5J+ipe3vyYPaVuV/gly20R8OCW5ztWweOigOBGHzpm8CojEmO7ZjcjZ6azh9yR5E0w6XspYIa9mzmX8egoYQZ9/R2XpHHW2CRNgIRpD4vDIn4kYDJclxYvSWepCwAJ0EVZ2PhsI4xc1hoG5lHCyzsaKeRZznR4jQSldztTxDaAtnIdVpCXPIPmaU1c6BH41jjh3waYRvy6y0A7vCUqFv5mxk2b6KPkhB106QsyWTmjMfxICWOQAOLx0Yg9PaRSdKdrSF1tGT5D+JCmCnQeX6NWSpOjC0k7yFOmQzCrldp3NCHms7DFHC72sndBpeAZXQe7jvPDX8I4w7cQXn6ajym9W6MyBjUgIM9NIfOSc7iP5aqrB/JternFCoFnFMGxyQal3hJRk0vREqgVxAHDZxPj4rY8ZXIWGnxJASY0FFWZR6PV9DAzTPJ7JWERsFPvSGPxpQzhdg+LK5DQAo7BMjAJ7LI0obcctPBN8jWiDeOkeim6HSl1MWcsw6FdPjJolMcZ8nskLCy7HaJajKNuSNaZQ15yi1fncdXQPq9COGHglCwGwQIsSuftHf9e/GMLKb/BWnt3Cpe8t2EA/HMW+I6RVLgOPScasIuDEwJWxmtufblNbekjkRhyrroymjDIkFdikmSpm67X7FZC9SPVqnqANkldtIGyh8EWiGl8KMptirAvGWpDcxBj+K58G9SMATY5rMASOJTLiHd0isBbDVE8kJAlvftZI74yNpq5FwR/0q1WxwGF+FcXhHwWBYLcNkQO7DVi944R/HQHBVXv5XBC1wi6ClmMKQnu9PZ4R6MOL2PIxxuRHevdJLCZz6rGltSE6zuKiD+NUpVXkmdCtxOdzA22uG5rl5ze8UMZfiLGkFYxQ4JXWAPJWK0HTz5AS/mRf3YdwIxJzcYYgc+m8MYyuOiMRgfHS24YfC5OMnmWFlLdjnMPlmDWYivo0vrLA5P8lXWKO+YBWu9+s2IwbR7ktqclP8lH+mBIyfSqIrweZqcJ/GAsx34r/ftLn/5U9kh5oAHG3mUSAM4gBmTfyUj7S74Ljwq6+5wQFHzWxRNcl6Zzb93keUsmOHSXRedDKQLCCf9MZLU1AOAurZJ3HACiC5jqeRgKanS7zBMxaxJiNhBp9ZMH3ugvrpEvNUCjh9VOZjk4x+0sDgXvuH3inl97ukQqCdIcPkYxiDQtMloblY+k8YWn0QSgKTCR4YR/UOLKLDRyAb3Fl3Ri/FEiRr2DCTac0AMbLIelbzaturc0seOhZOLhKcBs9W4PWhhBg6+Nx4TEX74ddifKEb9GzpoeRucvxpKFJIvJYfKTP1v6BBnf10h943XFu3LaES3YD4Tpv0CS+RkClFxLM0B618eM+I6Q2GwGaPmTkN5vHBzSU3SB8SqrjQAnGJyy18zgeEstFbyJoBz9IdOD1w7BJDGlFzfZrMvuI53oacExfT+5QhBJmJfFrFaEFcYLjPsXOoh86JCEF2XU693LwhxBKarNbqzCO5qt0A9mYR80NgiffcTKmo/Cdo3O/BdzZjvVCjSt5YXIZxvR4ihvKOQuVsSXbBLgBWECXUUkGy+zwkhYLYftAz6+b9lk5HeAGHrPnyS9O6MoR7hDQapJpfMdrZrwWBIguGOreb2LKWUL2cHmLr21nywCq32WQj+TBoluRygn392haVMA9+Ydj350JxtqtBwaLycMBBI3CUMla52gfckTRnxNjwbtt6PHCwZakxjIEC/Zq2/JR+JZ1SJWud7QCgQn/MCUYRGk29gNXP+CR09HgjL1diWMdLvCPPvnxFi+YsF/8pKoexE5PY9C1cPMsMa1UAeyVAwmP+nH/R9hArqYlc0edkZxW+RHbs9V8PKWoW/9Z2yArvAJvFoQbsZMJMdylgU2L6n15ZOMMXE4jlS63WHUttTNk22XJ+kttyBxWTkj2cEUUu/eULCbfNZyVYkBPwlGUKcdcPoWs6c9zMyBTNd51vbG2vUvvITRhHHs3opQhWiBzQR5S/a5PYO65V9IOH3LA0z63lMen0URZgtEM3G/edPecsPVIylRxWGoGdG7NMi2S+TYbQimYG8p57WjcfX0ACZ0+CyKvViOCCm5SY7VT2ZVvZGuBdxSiJbevXFjq8PbZPNBOPOWa0o835w2vcQaHE74t7ntcfS1Mws8b+kkpg2xynDlFLDiNbYkQd76YNoaiTHkXyBo1RTKRPgFdjr4rOBqhvt80gYXwf4LG99uAIkBXXY1yAn/VMRvNljISmo8XzL1i2tmy5hu2CehK4iQHdsdZ+w2zCb1MprQ6VJW6ugGolvSRhNNsesVrPwUB/qSfog8Fm9uX3nK0rtSnGwsHFfyUZcTT8n09psA6z9+6Old0zx5b/ZK6R0sp39xyv1vUIt3xHPQu1Qy8x5rUOzzI/RfWOnqTpCjXDWGcLcLHd1TZ5aykJQPPwlnBRf0C5l+OPaA9KlL4bbEAMoNl2h6GUF+9C3KBjoBGzKgL/zixG2YROakN1EviUirUWx2crfskXHCv73MHYLVxpZz/AsGUjpaG+JDfuoeVjtgO4U95p8fDn5SiQ8OO4r5hQeJ9G5Mt7+quDnIi4OnNGujjSpA/QYDmd2uh4hs15Sk9I2SHP9CyIaeAFLMc6Fs5bOORnZSkCi5Z5TsJw8h9WGtI5yijgRnmY8ROQd+tR3owfIu6sz4EDve9LUzSD2M9gVpmyMfm65Q8C3p0r6S1UEX8DbV7WZ0UjoMhOw7MdO3XAHgub7E3UIWMnxW0QwpbBckGy6x6i0FLGmYD8VXrWLoYgFaZDkWYKWxS478i0LMXidDSCeBLnJCD7PbaHfCd7hof/IM8zcTxXgPJLbeLWVB2opItSO86XjLTDmPo7SH9+CSoneRqJUCyIC6I3SVvmWNLL1thwNtwM6EFicGoR2Eg0UOcMDNS0Y55DZ6aOopHglwwsABpGSoOmwuJdnLQGKlD6sE+HIFeSPd7jVmODWM9M2C/i7C4OFl7iC/TR5L71622GoSZmFZQMKnJDHZoyCD5Cp/a92OsHaXqQbBrnGqPCWekK7pUrXYVpuuDpxrF0nBg+uUiPCSYjjoDD9CuI0kBvlsZGLWk1/6yr/+RRbkZIQsfLk8bnsXE3OzcVCCXVXTnhKRzFcKzY9+iHqkE0+UBelrDLadFYB4GRzS9K1r03+BxT3MDLy/NOSBuVwaeEoCrj0Py9zfsHCBzwpq2VoW5GBVIzE/CUbJX2lh5jVkyujdSxPZQQwakxjs+xcrInxBSyz1Q7INXT4GfJWSSCSwYQyaL4PBkU7RKuELxsjFCT/0DIsOloYhsN+FGsQ3DYp7CwLIevfyNdt95WJCDTH+BYky/ULUmXfFIuOEfxD2VZErjEUJ309OVul5QmS1UiBQEiyAUPaUlU84y2iFnyQz000d8DwSiA/drlBBnkt7EJsIa/0XeQO4tS8k9HwFq4fFysVOlZ07gVTVy4DFkek4legZWpTgsyroYiUmKPsPoL6MHIW68A1wJ9dBLzMkL3nbBSr9shnmXWTe/QsktJyLYNC7mHFcpORj7yHCvSWDAO/gzltH0pTqdol3Yqo8rM0glOgtqUB0vlAKmkgxtIuEgbhtVYcUvlJh9ie5NjrUjDZfQ1q3budjws6ndHCPA3BPGcQO79KmBdeCkaR3Ubt2gqhHeAiWEk9pasq73IjDuXIE9u4Vw53gxR1YSBffU6Y6fkGTlOkp3gsn7AAUHxHA3Fs+o5ch4UV/Mm7cC2agdDEfp72GOgSDhul5ysKyX3zChi+poqZ3b2CJs6j+tt6cnbeE87QOq+WmmRr1MDMd8nsJigO/BvyLq22vMKv1B1I44bORcPaZBRPwJhobT5mLuLYC1FmoIPNCJOEkNgrDsd2awLyMoAh6RZZV3iAHVVcQMyu5LUtI/LRt8y5W0HUP3rPPBHLECT+0brImd+BMHW9+Ug2UzjCE5duYwozPCtrJblkA4i6WiHcRRooLCmDtKirBSPtIj+I0NmL2ARRwPoaZAb0DAzbvRQTXK4Jl6hYTegJ34kX4SRhLHfCLyat6aPQKXEG6x2wYgG/YiP3JG2Y4lrhO3hdb27uXjdsBhD8YhSvRV3I9+C5UB/6L/+hdKQiy3JSU+Idlmn8BtpjlAAm7BpHaw978xIzcys5z+WU8cj4FNHg4Fg2AvWulRTwIOWI70Fp6GXQwdKZJQl6VZUK3K1zbdC0yYQ1fI77yaO97aiazY8iC+exhXYzYhGsf4Bx6GXWH/b9M+A7+QOlhZirstywlsARTE0/ppZFbIXTjHCQM9u4llX33BAgDJgnylWZa2sSLJ5wLKYMT/mHIaxSkxH2HPu+CkouLJgKR7nTks9tV8sWOXWZsBI1QL+MromewcMp1IyKEzwq+2dsLauA8B0hPaYMD/wOi0klIMMAJAQHEhHNrG83M68eo8/h1l52rJpDr3R+t8WRs2F5QiuBlgEH7L6oOXopBhN5t4iLDTeGKS/cM/wUTaD8BCeK/SFzghH8W9gEYXNjBj4inZDCC89hi6CREMPHq4YMpXiHDwjYwqvgxdkzQJ7oWx9Qi4eUFRC6raZnFFmoP3wUXjoaazcBdYORCt+t0zFtWq5jIjyfvAk5rFywj9pMhBngJZknZamNMwHiSDn5ydkxH4Vf1kD5eunJUydxrfJFwg868n6yj+TfNLH+xhqF3nzDuPU05sFDbma9EMda3f0Dc7AtBD7uTZ889vW6hRJH4SjchXIooWPfQyOpViSNGLCMBjE0GhupjJEboRUFwnESgmG7nOWHbHRmxvZLk6Cs/HH6XFyPcywLeu5eF8ZBAKzuB5i8jB+bXSpI4nbsETw9D0ySOVRf3WViFlzFWy0H0WOkSiozx2RVz8ZEzJlusVe1jyIbpGCxZv0BaxHz2BdN+62qwVeJl+pRzKHmSOEL4JCyJ3nUyuSFEgLDNIojnKyM76IcB9K3MSnrYncOcFusZ/wBCexdLlLKWB3o9ioWFbteCKW5iFGcfaOP6Mvqw8FIuG52DHUZO2AEzHh0Us7829H2MG7FdhRFezvT0wQk9GO68NbHd8Jqn3GFDi+gzwY28YEAac3nLBXzciRvr1LwLp7sf4MeFt2ZB6F3O2ZiKWonN/ZR9GYZHNIUzeLxuFQmfdfEjmy32iHOskr2LQze8zRfQruFMA68Wmm3iIXPw9kKQ5WMsSMJ5sKjlnK4zepdG1I4wJ8CNipfEr4zy7YZAZLh5gsh4jYVO7i1tz7ZUzuBTSgDshlmcSzunKwkKEUx7m2dsa4SJiKekcNkNgCLyydqwHnbGbdNRlpLqIFL7lTTCOgA5SO45Ak+3M+Tcd9wppEHQhr6Sypw+YXTzPgA6+CyKzw0XIwvpJ+jWV0YQ+jE8gHDFeLDTuzMKc1vWVyzGA5J3wSrLj7ChdTsKbHyWUMdn+rBsqjoFHyPyDI+A5qKzKUntYWu28RoXPhvryc7HwDKAm8ot4mOQqPYulA/xmKLVzfYD9jIgfHlnDsF5gHnp3RmWm0+LCVIjkG1fKdukD0hF6xL64iRfCqyxFC2lm0CVuY9RRUID2gDiObjEOKEHvywWZ0sM6uW+i7M7XRCOEA8QwpMT/lFuLqcjKacDpK8c0MTxDPl0CIFcOKG3K37Nwd1RBEw/BvfNV1EKtEN9T3S7R6tYTpE42+tN7GX0aOG20MKAn2Gy7V3Rod3jQcEmw0DhZWBdcku1KG7EaKl3izDZfAi+SoHITXkYUt/eJdTlTAIs6WFybuwEi39xkQy8r6SFe1QbyW7HIAz0CMeL2BVrckNF1XgYaZb0u54vBwLZx2cXm+zXRBMPqLD4lUam+mFs197Cd6Xrh2eanSf4IN104095ZAw/08ICh+Kpu12Nxd2ACUSsdOftYYQN9UMqWL5ctR86W3ecnZ1kkL4J1fCU/VL/HSHlYFqVuGZMPclhWMTizwZcvoWYKtwNGabOxaPDZwm/bCEjLfYALTIfwyyOd3pW6WUxGPSwNXi20ZwBu0iCm48hosuFU6TgsZlO78543QM0CNleQDxfxk9YD/HgCnesQ8oJA+f2NjaKgWSwfuVfF2+RlYH3zc7eJQWx9SofxFASLB+GgjjdKoywazqHnNCbtwWYobKBLPQ9DDEOONWMBp2JEku3g+zbTCGGbKXe+TE80d7M3pcLJIf17gws2UDibPwmwoV3YWSuhzUh0bVmYZITkzumgxa7izoNHwaSGr0phBZ3A2e1h8Gqbm5PjBjxEfNh7Fnp+gMnR2Pgk8+mSLPZ9qbEg30kHgZTj86ExquHQVXx2UEqu6pSLx5jxvFhnDLgqnuyX0Xa9TA0YTvLyxXLwkHwMZQ+cBQdkPAod4q9i4PBxruxGMuRUfEwPJhxKEaK8DNVoHS7RLidYK5G3EhI+zBc3Og93aobjVL1sDdttoGtgxjJk7WHMWqlj5UG6EmsW/gsooA9Bksbj8JlPgwSPXQUhZ6v1V2NbmeIJY+1sYljnUS+i8sNcQI7Ri475tW7OXDsKFoqGwqN9mMwQeqEPSu4WgIzXmWPCLbbYIH458eMr2yK0zWcleGnCOA44V+anTbDTXxCAZuvdHKkHziC0NPqDIUKbsnZQHkQ7B8Uhg9j0qq3dSV2rwRInLCD4JbCcBaLgWt6GIl8vERSg16EdaHbNTrtLxwOYjh45HyMBNu+YjUGb9B5kCKyEbLb9srET93Ar+QqsFOQyMJjsyDpXSOGuwoOg820wupjjI5xzx65DmBBhG4Hg8tuK4IQcy1DHkaZG/2uaasPCB3lhIBsG6xDHAPZhHsYWki4AzyBPJVuqHdtvG4Gk3/xIwomDyMHiD63gLZnxWoJHUKFw1aiDBCrMQL3MPJa+RtjEp5lcLV3c0DuugsLYhpRnh7G9027tSLgbVdPetgZCJmr9TJ2ndLyLvwwvzDqVOBnRET17qaRbbYkJsajAcHH2FD0xaSCg59JIKV3NWG32RUWsZ1MAx8jA2kv0WeEg7LOdYUixW40vwxxic8vX2misTuw46I/hW7oMjEJuqP4UmMwSuAexllXF2FBBDcS400XnJoSu8DpN27s6/xKxzd+FPbDw+RR0rtBomw9QEAMRYr2YwCp4EEXuLx1zE3v6pjaXCSlcRUwRx/jKEe/YESV19K5ItWARsnWsoIgjmVdv1JNmN6Vw+Nodnx1Ocow2l9yJuIfJeK+ErWFvnAEDK+ddeFVBOZJ1kIiJo65mH4LITf0gzsZOGiZKXwWRWm+WkMVd5nwfRdZgg9LwwVXwV5g7x7Bk7/yqG0BTQzfBeMaTYFQDUcTtcYJ/y5zVY+/OIuZq2+Riqj1QmTpSRD4QA9MUc1UmhPiVcEP3yLx7mOlDMksZpl6N4mLbIUHZy95QPMuIjjpJjde7gPjS7ejYSVDLWGwjbi174INgj4T0sllUEDTw+SQ5aUszj0gQNK7+Gmh5xxg9awys6SpaHWykgunWA2Rwm/BIIiOszLir2BtfHYxMBv1ru2jJsK3aMLhZelIN4G1Or2rGZadBtBtqkHAd5G2Qs/ZVehOUkecMLAsD3mJsAHkKd/ixAgNbzjtZoCEXYe/zUJo8uyePqBvsaUfFpX2y9eDQu/e+AwUY8oGQ1HnW8zJ1EePYpwCjKZul/iYe0xXbK0RQr7FFiZ6y1QLh/JAtIfB1sJzlmZ3lYcc3yI0zrcMAsR/naLWu0kaYS9b4mS3NM5XEYTD1zROlR+TSqB3pcDwmEwe+cDjhldh+cTNKjB4Lpl9vTsjC94BBCvLweE/qBfhi2HuyMP6+NK7mSUykBNqDtPb8CqKUvyZQDDfyc+r3t0BB+eh/e6yy+63cAXUBZjgXjSlBJ9VgQS36fywoUq3vsUGVR22hNv1JonQKmhoYDpuY7uIh9E3mnn9Ks158rG7Ru9eRmaiUzR5SwGOT6El5l0kpbdyoELvUtmCATcUyHd3tD9IC4N7cCLxVMRKe3frgClwvcgPCND5FUYP7wOsL1v17V0eI/LUALb81Mg/hVeCLvsK6AastDjhHy2MhrTFbvL8b+EUJif+FB0FmNntQuVgLxracgFZ2lexF+J7I4gLDQXiQbczVIJBjULk5+D3g0oOuEpNkA+rKqZ3UUuzVpHAXNRB9FNQJXFTUbP0k1+cblfokwVsWZGtUlD4FDQE8EgUQR8jgXv3ssSWNomKDKHryK+wcaavkGB0BZg2QuHGhMCyW2qbyZPoG5384F5FNPTSEhrdLrMJzvvKzAog9w9eOeQ2Ys3+mVUdvRuqIZPZBWYAaw4exZNHLkOEnD+ilqB3ayDZGhFglSFQifIrqFx9glEaOmnu2+18mOaqOCdy0Aglj8KLh6cqqtIwiRo9LM8TWPUtQA77U/oUa065U0ewtNYuepgZV1iTjlRmi7D1KnoM4ZpqOfJkNL93L3tekyMJk5ny9yj6NnBPFR0+h5vH3pVS6pa2aJojTOA+Cy4rL8yzRg+ptnY7RL0tkMTO7CBs9Fc8Wv6inQ86rQmVHmaGmwFwcctQnYmfAs37vXSF068Io4fRIYMXXJDNcFZpP9jhlXuHs/FdcRT17qaaDAP5AqsiOHsUWV3uw5DrcWQt6d3RydKpOJ2ZbzToWbQgfFcodl9a2d67QQLAWaDg7W0s+S1sVOqfSZjPgCrQ7WBw4St5pnYamrFvsaLJW3496j0mTD7riAhbiYWQuR58+RQfJp/r51RbGPOBz6K4ANeAdWQDrFpeRZiIJx0xR3+JeNDFfC5kqK0TOYAHL49CEMtDZkbRQVKodLtCslxAcRD+AiTPoyDw1UtsYPDZFHN62BsYMJQKZXbZG963oIvDH4hWuyHq9TDYuK2OIaw81yjmV3DJ+dYwLXiALKO9K0oCNgWF2lmI6reo9HnUEGR6zskYnxXsAts545mZmqI8CiFfmbbzgc6wCMpnG3/gBAwGM4y3+irKcPIkWKoPw4myd2f8lVL5+ZIhuN54Fq5CXLSz6Gtp+HU7y6NSJxpe+W6KwbOYw6GhwCT1rsgDfPaQFFbizRvMqPFbCFDVA1RXu4QLo6RtLSbAUmT9NgFXBt+oePVki2uei1ub3n2ylOXMDMA9fsx4Qc+i5wK2Q2NoYuOEHszAUmIvGUsOgkeBJfRlLAjUH9DwccI/FjAm1ZlsdmDHp4Bs1EpdSnrdATlOCJgFb0IBm4vTwzciCaOBdlerFVryWcmyvGRjEcbzI/WCcCK/zYKF1xKVpneHmMl0q3kw52faCxq++KpOOWoMVFB8NoWKrWethfxWGecHPY08LJMgHbX0ooeZ4cthAEzAq4mBL0h6xZlA0a8Yp6Z3cTTFXx7Ocp6piidEEKiLQq3oBn4GOOEfBJjWyZic5KT1KJa4/HIJTZ9FSOthcRSUJhXZyXQgJn+FK4B3ihtowbgcnDCwE35bMCezIY69CrojT6QL+LSa327nySR/ExYcysjjBf04fJ6+bu8be/WK07wAx2xae4sxxzf+/dBBJsj0BNirK5GHKBxFQ5d85YrlUZAheDVr1LTfDyekNg4/wEB2YGWvCWoehePVU7GU0x6qerzAvizgSymwXDbU9yhiubiUr+GPyF56FwmGWE8IYX7Q5O8JGWt5FRp0P4aF7naLVOIswZ0ZSJjxhD6sWurJC92gR2pPT08P7EqKIz+1Rb5gT/KeSnq6BCsBL0M5qzAIMwAy2nbIp8jL02Y3JYBWIVWHE/5V2W76AM35M/YHf6roMDQjtFqUO074oU1G0qwAy/Ey+YIQPLXX4p+OKwGHnnbRgWepXmSkqigvKMLLJy5J0ilAK71CyczBX8uYDyAQ8ylC9zgIwDpaQo8hPpsoVUpUyiLDkQjyK/q6JlALqAmQRvFZQTV5iw0CGEtW1AseAPNcbFxNGMRKkl5Ha+uGi0R2YyHmVVRF6jZOrQ3wiSGVjZty0GSMHAAM8k/MYuFSnnjpraMYPUwWQ0w1WJsRmBY+CxxtegjsUP+wENPD8HxmGzAG3vQD8SfuRPlAPCmeypY0vTtDRX4QhAhfcNv7E2WouFoIabWhJZvXmA63LY4agBnuU/Iq/AA13Cmm/tIjvLIb2nwUagrTnuX9CSJvH4JE7U8xbevdGkD5AQ0O89kV+BNdDLmqFjhPB+JN7+5wE8coYpAXaKMnrLXBmyhIasEHV5wQsLF0gOuBzEVE+kElWXRcHa6W8oCGE/5VyFgzcsBT1CD4EzTiPKsMmGe1197dlIIzQz9sBTiQfAsum2czZAX/Cg12u8ZB+FJGkg1H4cW3qNp6VrgGnCuDsnc50+AbFvC2glTXbwHbeTxnYDtShJ4ehoYDXDngyN6euX1j7B7XAqe9m4Ta3s2sE28mIJAVTLn4wq/YJDwYYWjEnh4vRSZmRlZ0mM2wnDWvwswWPxKlVttt4/DZwbD4yXRnLhvvs6CSw9GADXkmjX3dTvJAHFlFR47Ls+QJ+xSdF+RIK304EorEwkaeKhIIZ4EB50+QTfgsb4A8Fy6b3c7wMSugEAdDcDL8E6GCeq3t9c8SBXz2xVw28OgGtmGj60+saPF1SLH6FsQWPjtoB4Y8EmGr2TD6Rh1p3zbSJ/rwm+dVhiZNadCsXM5uHn6QgAktofRKD4B763LD7MxXilpgKTDS3gRtjJciytY9NKommfJZBMvA8GKXAdj8Riuvf/Uk0S0caeKEHRLhF2C+9hmaE9844bmcAoh6yU1JD2tjFbuQQZthJ61PSGGMy9j66Q9qoHDCDnIx08aRt0lRv8LQSFcpKHswD+h62Jmx/KZmErY7C/AntBYdYQyEj6PYxgk9SOayNHfwDBP/Jr5kcq6+B5oQyIEuHZd2St2g2MtuNXx+UMjPJynSoIdgQtsVZ2QBduHmd4FSxG8cYPSVRg4fSQ0dvbtkToZQ5XFrCgXLn2DzwFshqx4ob0DvfsaJr1SIzNytrS/cpPxNlJTmwh3x2UIm8aIiZD6gVfkstMRyugxHNAspJ109AiTFS1/a3Gaq4Qe99NAd6Ny8F8QhUtM0Pzks1g3uPIN6E36fHyMK4x+hYuxdUtcMYU3rNo7tfwKsDXfdouHWyqHQuzsi49QppJwDkH2hlSEdiGTHW+lydk2aSJHJlDTCmCHO3sR22wPIzvjM16Zu90IwfoLlMx9Ig/CFhUp6Dg6PP01Cg8+ioJHhLU2YLsjMm/he8i2NhxpDfuKEXhkx4qpYRvMg51lsez7OBzN/hPFJt6shJjtgOtwWcZPgTcQ+6EkHGN+OGd7D1LDFfIVTLlAiyxdCnXgpRKK8hBQJvUvkAewga9h4Uz2+MQ0i98Sqo0uoKnp1YRCMQ9QlyWgl/lcMxvEfXxjoEVPEeOUIUiI+TLOWDbR5+BUzcPyp4R8PU+ZNt3v8AqedCu0FGmh8Ix/THeIgP0TDnPAPMrPllYHj6Fi9iSsfb5pGRseS4tbD1gCBy7zOdpxr6DdCXvgnKNBwFlQU9K5oHXirCbTx6rD4RjB2epMXHQ32OsVnWYyIkzCZk8UKgD3hJdr3VyWdwRYenyXMhL/ilG3uACLfuCDrMbYp3+PT9DA5q3luxOEWSC7yJhZH+RkiC7gvNMD1rijZ7smck8n6v2GILVqwDP/JwCEkYFNksxppIIwHAfBL0IjlsEBBXMQxTL3rqboBlGnLYzlK31AFj9fMotk9sBHghN43mMvFjO1mFvWMdug+R92UB32r0ruX3xyhAgLSIAQ+3oSMT52iA4pfrDzy0iIDlA88mYHhdgx9icIFL+gU21VQbpH4xWiC1ars7AM9ejxjkshupMb6HXio6XYuKOM6anHuuqvzhm14epENAbpB4Bgn7IAmLpJnR/Y6wuZZyFHwfUMa+iCsEy8xNAnwlgc8m22NmWfk8aT3QgR9jC8fPrvYJr8Rtm13BIDwJgCMeB+BVB5Hb+1dG0Yy35a30qMbam/Cw52eNZjir1Bx08PS9IjbsGnKVwWGfKFqBr6mR0v77UjyIiLEMA7SwyJ77ejyLBAI8jhxpzoDnuzl4siJmAgUILlrBoxnsWemj11po5OWQOCzLHri2CIb8pR3zRfiEdACCkd8pYmhbpdole+0apQK4VjwJsjOdAkRbZ/neoQTBurlTFljG1rJ/RJdF1x2Lg7+YodJ72422E9EP/LUYdYfLuV5JF2wPMaCIr1L43HLUyk33xDpN9ow7GE73Og1oMwJO1SJybT5zFAIhJ6QiBqXlYqMj9RN6d0eEPaUkpL8RHT1h2um2jBrCpd29kAS1co1eUtGw9aIZOOTML18TW7vZpYVetiaFlsJVVw2HRmJbyRLog1VYOGKEeHYtWOjZniB5Ra0hJcnsaRLH4Dy+Q93XPQw2G+mE5Qs/WHcXwJKjN70NuCTWPR0u0m83dRi5yTPA29Im+B9eLZxO6O13e4xc5sBhJztgPXHN2Jw8YiidnoEvcpnCQu3eJypGw6txTOimfFC7ny4ja07vSu6Y+uVsjdfiiHfeHiiS0Hh0w16tHW9SimLXxuoyE81ip6wiMXHbTIeskZd76KeyBD0V6mbMApfog1Zn2JRqRtoVYaSsa6Ix/z55Kd38IRJqb3A0YS/obTZw9pM2UhAo5lobuoNK0VfLIidfqKDlxN62bZ2FEo3N+7sGTM9uaA0SPshWU8SL0h6S8LNhQ2D/j2jnghtQc7ca9lt4bMpumS4QRKlPY+oXyLBg65hmL7sECZ81tDBHoqjclAUgzc82sB9hBGhHwKmei36CNgymMNkw3bkPCMDEhx2hZMvBC7D3h2d3WBhPGQgHgT+0IiXZwLXeEUZH3pXiFjOq8Ml5gpi/RJBevQ4NHdayhCUE3pLd9CZAfknwtoXjmChU9Co5BbKYXLCvzOZ60IHqR0tX56EaIfvNGTCddzh7N0mpaQtdhztCHobvlFBG37GwIwvjdY2vat5YJuVKoDrUJD8QzdyehRSHS4ECWXdbnFqg72oAbsR/PnD0a1GqpLgGcTp3S4GWGaA6CUmAJfmS4wo62xeLo1WY4YW3uLPFnAnSvYxAfWEWKR622erNqA3hUTHktAOUq3MAUoIPiHrk97WRPDrqLh6WCycrVW3BIZVvPCHDTL1YRTLbxgbWS9FJgxyfpNDWqdryZP4AXoHLNr0ti6AHoaGsZQxSXTPvWl8RixLuHYADOh9J7Tw2RVNpYhTbPutToRnlOT8RigAXchCk27X6KPUseu7Hdho8Y0AKvtdEdwD2VDFZ1WobisPY7Dri+4bUqGgsywG7pwumh4GBysjoEUQR22o/BJDlT+jwgk+qorau5wlSie3FDcfmYBvzNrjYxTIfsvIIfUuDR27zYsaDAaAlkckc5NH7Vx0FUKxnLDDi9IVdn5zibye8Xu8laA0/9cmsncxo/JdYl7853n2JRpU6RGYIPk4tF5O2KFsT63BgL+wqXtDMhLfHRWI+uEVpBfZFiKlgws4N/ykwS+qWaEzRGLIXO6c4LOIZPmdfmImVDxP4oWD/qBqi3ZqQsJV5WjNlhpjAnspIfiFj0g8TGfmSHmU9G6Rta1fNMJM3og9YgQTPSpuw/cJkk63u+zbbUxk4Z3E+ohsR3peD1etRAIvSQ2gtz0lRgjO0mXCF26GeUi3VL47PfTupWbcw6bF3msz5hnlKPX/6sEdkmGth806bQOyBGAjUaOP+AOrU4Rh+PqApMAJAePyVq1NnISFxY+Q3dAn8NO/sBTJZxO/m0wGIhxkx+cfupB81W+XV3CD27ubKfKCPxdx5SKHJ/GGlHOZEcbFUGn0bpO6LcfjEO4RQMIjGhZyST8E9SfC0MPe+MVtYqrsuDUBzzgCa2dNjugZPifw2UPLOE0Pyc4a4p7RrLZ3ALL0QxozJwQkssOOqsA+mlDfMBb009B4diUqVLpdJZtY4/nadUD2ntGTjWbBgJAj+NDnVdamILfBoRMjrbr+CAUBtJMXQu6ZOHLdjpFMRqDDYsgNWp7EaJtvnkzMjsKoiRMCQsUFekDZbY9Jv9hKpFdkycAbBIHjlbgWmNsMteInya0fkTv8CdZBHgWRRe8C4YzppLA2ntSRZ2TCpW/wgvKwcAUvtwEw9heaLswjTdob0sV1JzJLDuBKnW53uGUngJIEKzaWecRLzkEwveiDRH9einhExGaEczYbAzq/ONmFo5ow4nkj1vRuDavdQCgMdqFn+YhGPrVGkSATuCHaw9AQ5RygTNxiO+JJ2OV1feFwf+n56mFn5GwuiwcwCwwNHtGPTe9Qh+G9rAgiNcDizA5bgwh3Kgh9Q0A0XLAqQ1cxudq1Y05JrNbgwD6QRe8XHas8FyQtX9YK1bucMs+1XcU6QIQ+CR1wPoOWJreiBkDvmgrGIaYcbgdqJp8x9K5jsJGCC0QNAJ9NkTdblS2wiVUQj5iFhVuRIso31JHo3UvQfXeFA/6AdPSIp329BAcTr1djBCf8K91qRTLgEF5W/zCUiMZANPjVEkTKZweJ5AN9pLFi2oYfUSVp+9CT69qLpIfFPsWXnnfbrWk/41IWT7pC0C8oieSzKrJiGFxpdpqLpV9E7eEeCQXqT2zibpcYJL6xgXC/qWk9Y4I2/EVlbQ/R+MQJ/+zEkwX8doEwTb+oWNRL3KH6TjI3XY9DThuN1Q0G8Vb1hz54mkRWIQfEDOSEHT5kNNEy8SHUkB9R9tWPbhjgEtbadDtNGruBhAwTaeF6xDhyPY8h8qJNEz2sTtRO8EQHLEBH4iMuQfFsXaJcS6lZ794AEXey+dh0fj+ecYORLjjG+5Mryry+BPG22mUMGG/uwx+m7fHORoK3iFGnd3nl3hOABlYiGvrEpqOegS/DN2cWfLZxyf4wZ3AAHF6PiAiB91chHUQEEF4lTmyJJbd22wxIm1888/JjkGG8i1lo72LmxT4SHNhyGyyfUQ+Ub6xE/giYp3dN42wIREy2dxBofaIWAS7lE6h7aJHoBdqjNJZB6GWXaWX4xa62nsIyCheRQhAnDGTd2zo+21rYL49oIMO33hG+AMEJvZujTeZGeIyrgGJ4EgcONQmpDtxH1tqnrIkr2UCJOHEhBjwv4vEJf3TAo0P4XuCzix8/KeG0vS67/GIJEFxI8EPPeqU9jHY2riIJuse+Qb9IZFKLsECFG4GhlCQr9kgu4OYvbkzB4kWUENNRKzRzkwd03Q5yMx/ArBM7uQDlR8jp6YQQSjwZEApeY1yMthuSJNs8BfofKukr1QKnS496YaLb0SgRq3YFbDQJdX7RzAWOJRZN14CoxgkDseIlHmTsrTPAX9xS0dWGiOGFlk16mJkkm46GoBsJAYCfeCWj/5wm4Jg0qnS7Qiv7bo6L24oGtJ+Yp6FXuPPHD3DIwmdRwBvuhp0bYBWgRwxT4l/JRHHROOn1rg2n7CbjQNzl8saTAGLTDbUAubRVIknJbK3ZWxmFWyMoiP4QDwCuw0Id/+RC0buYCHYEvkc3DSHwPtEEFc0F9fFNJX3Qw9h05QKpU+Lv05gfAaPLLRP7hL8qGdG7SZxiL4potttZ6TMKOMANAweKj6mS6919Jg4Tx91tLJaeEYCRHmARS7cAc70y1EEQKyFQtrWgrl4xla6nIHv79pCBxQn/SGyujlU3DgKwPCJlYR9gaqBLyNDpdQKCXzwl6HMToAP4ikpgLgXwQK9jquSzKJ7Es2aF26kMgF9s6uMpirzpa2kgetiZDfEdJ0l76kWAX4RwqCWoAMNH5G0+S3gni0XCMZJAET8CKauHNWDAR2sA9rBa1C1XxrQ0tafnEwvx9MM4fNnGY4suIIxodtYg69YlHPCI36DnOZnjN0rAfPaRb+vZ0dIqo2k+MX/pQXko9DvFLif8oxG3MWPdS6w+XvFJIG9joZPHmXi6nSiebbe4orRLU5lPFGLli4RUrD+tqet2hma2j+baWCtC/OILBxxGqyA/0mS0d78PNoTZ0lInON584hPSfkjl++2ScuJVJuZzw0qckL7pM/KI3W4nkZbFvSDMOOEHrZ2JUkujQEZ5RDWwfDJ2w5PUUdC7VDhsCHU2Sl+/xieehnL1OMhx2Fa13rXBYws4g9xgJn78opADXDgMEx4Lu+jdGWn2gLxge824+0UdXl1LabTPiW0IpSLCR7ymMstW4gLjFU+4dQCPQjrbiyI+64LFRkICtQFEyfGKRlz5kBqzPUwGgB525203hYFtoCoYXlFOAM3B0wiPt8RyQm+F/LVEFRP54fUiSLB1qVLNyfSl6GFm1LZG8hn32bD8xC9sPcELJs6liAA+K5i63WjzxBHSCPnEG089rCPoutNAki/yI6ajl7WLSvUrVjDkp23s8DA/YLsdYZxNFwUYdxgLfUUkAb1rSWFvsxFzQg96u2hKgDhPAs1X/FPD2aIYu9IJG92uc2tLfUndQ24QfzEMtRdCoeUCQu98sv0J7m2UIKVQ0lIfMRNJp7rg7Vp0Wfgsip6dRekWZznM8YoRYu566tqneIT2MDMhttdkjfjLFIRXpOGlc+BBxWMjGzjhn94+QOaN9Rr3JzbI6kFpJ3rQYGoXC/C21wwgiHPM2PKKW8OOtgXtAzYOPhupYBdYkiL2rFT8RDoXOAmqKC4FT9y7Nhj3Azd28QMtP68I5cY1GOnjVw7z9O7l4Haggi0WMcTyFc2y9BWqSLwBmDlSVzEedhuUbPzkJvaIUqq2EpUTLjvAtXd/hNlUPgG202LgL/aN8R9pEnmdDXa6HY86O4tNiIEMxXlFEHZdn0DRrap8csK/DJtAAp8YtcvCKw6AwhtDzOhCez7drjBvk8lBjMnEYPKKVXhoDSoU8Dcs9LqYsOblrjdY8WiKER8CS5Y95Qkojw3M7N0mQPtKBuZOsrrzi3U+OgSpJzyPFCgn/BBkk5GFxZtvRp/Iw9u5tUV9LEaU0CByFDYRK198ZxLCKzrtPidnpWe1CesKCpKylSrFYjVQcHwibZAu2EWIT5aeen2FYLPV3nCI86S0HrFOGw43MeCsMb53gRjYCiagiHEI6PCKgAm+kD0R+BkdDHrXs3OXcW3uniYLv1jEhGu9weRdyhDpXVMPG4FSV1wkUPAVJcW+sdQnL1Mq2LuXbXbanZ04zRwxr4gGsYuggMSNbKroopxAYRfggRc3Nuj5xLIkDmAPlLt6xehdzw07913Gp1fevGLpjz9DRpW7qEagd0N3JgugZgNoS/oRg4EdAuZcN8Jq0AVDkMm2SluLTbeXT0Ry2S+MQug9ATJJESvjbK3YShy/QvhEGFG6lwIYzioL6EUlt/eYTzfGUSb5iRPY9IUkaXjtmg1dIbxy1iKzFW8gNB9ixwAN9ePq2yIMY7dzFJO7mMiI6fzsH+GG5GEn7HE1xMLo3SBlOWx/2T+UaD9CwxfN9vjHKTwx9rA1TfkKB1HMhsqEF7EqpRvgecORZHHis4RZeUqVTgxLg8SLwNOi92RBeZ4kmpzQa5WhepSJx3RZ8SGIrNENhDR1qR4m1AzKKD+JCsaveKUfQinyZeEkxCysYPZu55AMZeS3pRbVXkQP0nMNMvQsWKojnneqZKVNvFhNFTMPIgwbzZTiKZG+qIRpA6CoAmFwABkQTh1CAEPGKYqpqFhjScMUABAAAAAICoaGJrR64OkCFAAcOAwuqjAAFNgWBAAgEODAAwA4IYc0SGgAMISkH+CUXniDm3r9G1/Z15sR+A0I2N0n6S9YgxwVVO4r6XGZePbweVxJH+dQ861o20r7q1vp0i9ny/hc+tCKNbKYlisymi6eT6epHTwaUI/N+IZ6nOJjwWxJvf5LY2r9Fs572Kp64TXPq3VvNNdsI+vyG5xa79pge0E312u/mZbObvnyujydyTPV8WtMnjO393Mi8+fkTyjCcHZtmXtFDjbRmqDG8lrgj3G0qG55vXALbM+lXU4rE+yH6wo71kUm3U3XGVq4j7KNIaNsENaR1YPlaMK2yn9V6Sq+r6d3ej83vm3FOVum37bVf4/IeYXQYSMrr46Bs1iXy9L9FWLhFfY8TEQ2WqqRJ1twYzvPGm40dxwyTmoxfdsijrPrxKL5Yr3s3pvF9p2rjfP3mnuLOasWHzZpgdF08ObymsbY9ATb0JmzQNp99F13p5+Xn+wBtRE+6wa7w4eVt2DvrEKRhm82ICc//rQHD3DuyZPwyY94FNtwS/CROPzzVLyRvRkP+ZqNGwrbjwcPJ+SAbkVudCM8UDIy5OYezd+yHxd1J+RL5kMdkitk3/LKm+6gF+Uk0XQBrF15/M0wb8z39WzPw5BboNtZO3RJO2xN0cfE0Bq9DnqDgI27WJngWXRuH3KWXXLzZo0+OkRykx4psElPWUM4VO9X1Jyuq1mv1/303Tf+GfvuhHlWmGw6Czw5S92SnY3D15zELH+W7GqyifNq4/bIPV0rIX009247wjn21jS0ds/cTeJ22a2qcu0usm2mbVU8eN+Yrmsm252BHGPwrtfYvG+u154Fd47nJps4hiNuxPVQa8rdXk8b2/w5h5cMG22PGNg5/KBu7axbaMOVn3gv5QF8BvK5dUoeyOPpCE/mrQUjH86/L4bzJDasygacx6BzBq46Kald5twjF0+77LbIEtwj2NYDPaWf1erX9NLlTX1dkCbJGNcvi/O7Da8yrOyNqpmK7w7YW9xHMGhA3d1LF4h29+nTGT5zUp4JRtpI354p1Wa8xDXS9wu8Gd9dr8FOP7dinlqwuQKAtX7x3W7H+y2GJDH9ab+a1cZfbrpJHQp8i4d5OJf+kQDKbjGDnu5L/zt7mycF31YYd827bFuJe5K8s7wHznFkZ00b6qWzcXs/ra1wbbwrMr4SnbjF9PQwKPsiS/nLMhv307F2Omb1ZDuMoJfpTzax9iQ33HSmu7tvxOlYQ5MUU47EclGeZCvRCX/S0MicXDcj0YNulNT7btl1d+2uide63E/YR8fklQfsXEeuy3siAibnbjPyrr84IRiA7pioNyCGAfUvjkHzUBwmtQchjKm9wDw8BrlGR7MbXq3Rx2mwg/RL633a6Ut5yeKdkYgGWejz8rfH/aloN7WOm+MR0IDnW6xHGazZrdsz8liOhXBakb5JkZqT+IzcXxT3rsiW7M6ukaA5mXPGq5u6NxO5V/CmESZF+o38XUfu+o9jAq9L0v+qFTYDkwW96wex5wf38oJ4/5/MO+ed4cCkMMeWbgzM55ikpZl8l10Ko4jW8ntTtIKJCwDPdec7AgBlUEP0DkCaInYAcOBrAPtjCmIQgONoOM4mwEhJ2gRg4XlwJgIYZ9q3dnjqGhNpu/itG+0xpu2pyTNMNA5wd5jh2bmkdvYBGILKlYDSVrxMTmh0iqEATzLfNrdA3fTKcwHkSuibn2JHAwAIOnYDJuiZj90Cpe1uQDCmkGVMUckB/zUmsHNYAG9m3daJejHrDmlPVBakJwU66BmFeJ+ixJx7AjK7xaWm7rRNCkw4dJ827ab9pADMYycq1HRr3hY4dOVKTXPwzp/RGrr7pqjarbRoCwOyt9GKQzsv0BqBz3Tl0SmnBgQXiz8+wHwb/mkmrboAyavWZySeQr9qZwOzA48dgJ20B8vxRIGwaimY0lDrLg9cXBoGk85O21ZB5G8Frzp/37bt5cn+9A6EzlvCjflCSMf07D0Lt/jUQMytz9vcPl0MDjwTmpgdEMmtEAhyvJfPmE7oM5xv9dS2CPBY7+sjemG0345eGdMMiLC62CgBkrbk5kZerMdxU6+MtEuQoe90nldZygHyAwU/Bw7tXQXHCvbXE4nRfS5RgHusAP+DhMcKHmu1gAIxeoz/rTJfMOxpm5/KhoiXDfab8SD9Ec2FzH+zBmmKswYY8Lb5S9frHDfYrbntHH690y70UwMb4wasAXtu8eDB+gHXxfHj/bXKAMKwL1v+EgV7CAirwwjDDqN5hPH2nYT3A0J60T9oY+6BZvL89b43E2482kyuMRtPUMvYTzBIyq4ouErOKUhOFysX/Z7VXLv+g9e9Bd7G6sLD3Qh/VNLwAqMRBkcYRM87DF8dCI4naIchTYE7DIxrKUz41flj/9Ken4esPpHav8D0BG8OB3eHTjG3sUVsf4reORyWg5ijWBBQR2Oye9QPKi9wJzPoLN1UZkTrwjLUrB6D67KWcZZfWFrYctS+br2JVjf+5rpVx+Z27K7X3b25W6cfpveDQfyy99e5yv4Mz3AtpxWqWf1LjtnNZKt8Fm1yjfTBWLtwd3rFDtufU93kdvssQOscjJ0OO28XTta6Y9z7APh3+DOnsGTknmvLHdAIN3kfwDaHK97UO0iFR014U8fCnlDgy+X7s+Vv3MI75rRnuID22xMAQPzAh15g/ZsXKCi4ADbzqRfxyuPMn23N7AD7+fB8ggDDxux9gObb/y0CGYMJD7OLr0x+Z6zjkZqir35UyJjmC4pGKN4Fg98ZaPvXINpJKFmgmAcNNiNt500D2RTxFoCxDeeFOcq+BrwbzkMhx99RWQcBYsS/Cdidz0M3Db42qC9zK7g5Ex9GKKiJ6kYDV/f14BvF+9GgLocRGrUdy2jgc2VPfXc3ONS3MM4IBfb49p3IvFI+wtthIWyYr+bZGYIfaNc7BlK2+WHk2gC7dZK+4vcQ3lxr8H58kLfx94fmcVZxgmiYOX/JEHFOt3b+o8TEut9ejtOEQl0EN1CMMvzX/wj71YKJRwD4DhdgeLeLIGsASBvbRb3jZAMIz2avAANE6webe7DLZAHh9YC7bmvEqGk9IKLgHUNCZBt8zZDIPYErQnb0RNygIemewJDBg0aQePUHE+MjbxpkeIeBzVUBn+xC8gbboL1OwAfchKLIzoAhtL28+TDYmixANsztpfmHAemIAdvmgPwOE8mMp5g3XgVhQoGVJwiEs0zOurUMl63LzLxNE+yuNEffhxooPlZwhDfZbepqWwf5tHSeIp8UMEjLbf47uyyCLjSxYCnSvxExW9TPsXEGImK2Sb596vNULRRpbfNmHfIwMM+B3C6km88zT/eXH+FKqw8TvyzCPKMslAu+b6Q6O8WaevTYZKE7VpKdp0rXGukr38u4CZ/XHenEVVu0mSYoNViTPcfsizVuFpvdzJjjmuYZ7NQlp/vKK5DNsisZL0W936TxIjjdWLPSokd2HZ1ukE573nXnnTlcXnphtxqsFRegNQI+Z6sxVkZfey9TkP0HYXeicbgVkSzTIbTP3BoQr58NidNmmXPGbotWnZdgg/OA3GQGYxL3hxNZY5QPlNhjRXq7qPPFtsNcLdjAEdsTLDAGTLV1CdZvyBIOWsXhbdwfDC9638ZlAVtXBNsrZIoFJhebZxnzPoMnGmhsAeLaKeXMOPtVp7/w8NijafAhzCy+et9iMM/+8s1nOLaM1L+AB/+xvYTWvVUMq2f/5eaj32QgDmNq8AcM6bPP75titP/Bp7LDhDMsqY3cs//1FKM4+9PvMPB8Y5596/Lb0+afH2FAt/Pyhwn5mH3vZ4sN6Zh9+Z9mlsRNupu/7brycvCnAzw2reTc/JhiZ59sgTXV8qdv/jN3FxUoFw8fW7F8YQlnX7AJ5Q5vvqbBl8FyObHrNfXgG1v7BKPrNpiwjuZlwLXX9deSjDxTdls5+JevtPnMgIUEe9RrT1546v0cRurtPIapBxH0q8jG6MhrzzaVGtna62YMeakhKsLW/sxq4eoSwsxW2mR+GvyOGUSob35Gjxp8qneP6+7a9/HB15+tMYtHwFMfe+54GNaN5987j+lY+0Arx68PvqsglPfam3PW4PkjYMoA157+oIGT4W0ayDae+uDr2p8aNNgGnzDc9f+bH7jsGGKiJ0/9ZO2528Xj84W+57VPOFyIINEYwGVUJ49P/R4zWbg+aOfJ35tofM7S1BM/D76O5elv/vZhoJgH2jPmbe2LgMg0gR4b/mfqk14kpOMo8fkzWCQU0s47fAMkrD3m2n8/9eCh3Cl3vmV8WXvJ+8PvqbcqBUdy64OPs7Vr3yuuNgfNvfbz3KmvNDggUDtPcW2AzBSBx1kx9Rr9BRoZuNV7QGznh3P81NvXrmXwkcTXd0nYd4b5tWd2Q0B4euopmBGCFrDNRuw85YYAb+pzDQieeedDgDD8ZMbIp7xLNjweWcZQAOvQU8xEEDu4Tn1w+4CJqYegcYDEl3QKsGk+H3J2ngJPfbOdHzGYenLwKx4BsnfwU99t7ZUuHPzr7i1qpsWbb9f10o6KsR8x+PJt19566QM59WEzHyUB4rskyXf+xAjQMZVPPY1seS1r7zrk6a/TqQ+19qud3+13Hh4z9Y+BXu6Jd/6FtZdfif6DLx3sTpS1/252y+AvWaYeNtvjU91SJrjZ/01OPfVgZ/wxpz41+LNm51F2rReqgVMfa6x9JrTzCooW3sF+N049e7r2jMGHy1rftNxtPwOdYPRk6p/UtX8M/puY/GALACOCRwRAdeonyS7thUzWdUo+MemzwAJv8z54MAsTywDCzBYz3C3Wbf0TywBTMcIubm/P3V1d/pp+tysAOQg4mFmoQYBobAK5Yx2LyFkPhhYBFhs/bccUHW4Ll18DTJqwiLlAWA32POjVdLVY0BblJyXC+KbIKHhDh01P72NC94Cn5v+psYMiYfuLO3Vc33ieRDdw5BSAvfpdB41ZnbqW6kx+Y6hXH0Tb+7zqfZryAh+Ytrbay/2FUlG/C4v6QR2hfIPPx8aWtzQuw8fA1jjzQBTIKQMazUW//l5guOvNE9eW9bSxsOphzYBC1i8Z9RFoV3RjLQttu2lAHW9nuF02oNpb/vE6mmh+96bAzTXJYYH29frjxfnQcVLGOxONU6m6O5LZwafMcg8hE8NkgAXKeaSH7DsiNduBX1MavbTZ50C4nTX1BoUcQ472U/0svGOMek34jnQ4oG7qWJeJgaqcPm5sqk46tITMieSt8i57bFzbuuFMtGlJjMGeD+3UHkch1+RjYaBjjCuRsp1XxqwZlD3M4w5vyrFYFgTnt7bE7mZ6fVoG0R9/HDGxt9kulupb3EbqFzQpSx2uq+fulpg1URvdmg4Go4g9N7R2qU5JgJk8OnnuVrahhnIhG+Obrs1nI3lfJZuveGgrPlu5dTdYL/Ykm9Ug1i1SsaZmD+r6ZGwwh9a0zJ8gdG8tC6Y0lV0e/qBdUsv7Y+wNIgNm8mPwlRqcSwu6YOpD+GWeBJ2a9+YvcDsvteFEODTEw5kY6h5LVaxmYktsdNPddEGjjih8rwoO4ICxEpixzKxsZ8CBidmOjTwzsxDFNiSjFpe3zYGXaku2TaYxsoV6c0xjYLnegczvwc4ITgPZiiFZxJ57StOe5Vv9ykat/JfW7M3vGeAWJmsvqpG4XRh6JRz7kgPtZU9j2lzev9Jb8+WqXw305St1/PKQed27Ii967bWV5evR7Odyd1XlkS7aLkdVn5qzY/W5I/xuN6n0Mcqi+50rMB2MbmOeJnnopxuke+He1bhmiMPCz7N/ZNuG5IaO+DbJ8E2bqGo30HbmtxLM6s9eKI7Z4msQt/fXeu1qZKu+LlkgczK3rf+Nk3YujFOHTFyHmmRik/bALT/EgA0Z+woN+lioBdPVVhhHN0Yf46RBm49bzFX8l93sbdmqdLIa85WmRjIpzIM9zmAPdssYR+ttPXPyfdO9MDJQhJtUwjC+Of7lNrcLFrljOprRblY8T2CoH4fnDA7Mcvolbid4JrKUweKzsdwbx+aedPwdtTAa1F2anzfQAo1+u3Eq1k+M3/NblicYmKLMurxxWkoACKQ5I03LQAkoBmZBE4e61mVTWgOI6Wl5ZnvjeVkFHpkdduxKJTE+gDa7OP/fLhyVuaiB0aBw7dz+yqKsTK0WgIY5jkpGErvS+2Yl8aJU2NgerpRYmu1hEWKtzhMHbOy3m4xQvD7vcPhRTYseo4JsUidtO4BN9xnTww6lWhih7hSsD5avgYU0jMb2HPbAnMjhE9f2cepoKrmvvYkjZ+M4MozNxNxaqJL4yWWcuFS16oFzd1xqCsqJ1UlugbZPzkbz00vKvWmIPj+FWpo1L+Yn+hQjXJp4w7MAWHwqzb1dLTjvzr3Y67LGlqZBdtkK+8uw2XrbyliXNCC5rYf/DeXnkEycli1jPz8nzMyheEtq783VTxXX0zLaHinouWExPPe7KdzNzKCl2dTJoDw5x20XuPs/mPkZemxWrE4XaOGJXprzPOxX92b9rc7g3ufGqr258OrEfHuVT04hw9MlozrGOR02NqM+mNtXJwZD3loiBr43kd293rxjc/Tu0yp7U+ICdcfam6qdstjHpo/tuWFp+lX1uT1dDEyCjSlvex41MG2GJxunKdr89MoMUmrBqD+DYBmef2Gdlv20jaxeD7ixuW0m4oGXURmS5VRChtxgYDbUftJ7qg3WZdSEXMycvv3WVExIhrgbWDseeRtO667rlaVJvxz/Gpu8bxHiiv3I1ZbExXW1WJoaysbeHZK1DcLS3VDJ0uw/NqM7BXu2Jbm+t9DnJKXaQQCZnqynZad1OJfJ+Rf3IOzKa99YDKjJKfR1zT4qzbL0ivfem3chjtyVfo4sHqSqX9rQe1MIRu5KjfamZX7uw+BftbTeH6bz0rEK/U9RjOHZAA5sa5hGpZRdWe3TqnZgIkxOdQPzMFl0pCCrE1+2UF+zpQ4E/a7EvDENs59jP+SM6KvztLNZtyvzDs+T7Le/PSvDLso18K50GpjzmTDibyDs3hyA09L/ydk5LRtOTh8NHYUTx2lRDuh1Q/VgSy7KtqU5dMuF3nZRa7U4zIqL9/YMfldOHp6OQzT2s/QvqTgqmeCiLJqTHdzsd6U6kdpfmsbuSfecZIYZya7xRrhfiDamo+eiNzNZypxDtQPd2zK0tt+BsQvkulFyQrrdjwy+OqXaj1O5Op2/JQeU4RVD2JxclKPucZqIxRU57jUnobkoOxbalQhmY1oe0A1SUzw7NqaGTQpuamD6HLFGCXBm1je5MQenKOMD02qKjlmj5sAo+luXRrIDU8MOpb4uldbolhvTyQZpLqEGJo1ZWm9gFt+nSgNzyMZ0f2OFnqPMG9OQ1TIxNS2FUdXlz/8mnpbh4SllUR0m74dnTCQ/Jw9d78LwnGT8juKzKMuZke8osLBQZLeyDYd709HYBNTCPSHNfW/iCocjebwcjWK0DRll7Ufm4Ki0OzlJzEnRm5xzd/Von0PrrlGZ0RG5ZXTiqPSenPPD01aSYNz2+NwZqe1p6CQ5vDKtraNSPXlasm1al1rvTYpnXRIHPjdQp/WxaRuzOvkA1FE9PzwtmuzSMCrDeyjgtAw3G/MR4HnR1BMm5wCDaWnQnpzYj8DbT+SPSnd35ftwbxg1YbHrcoEPT0Oflkno5Gx/XfrYGN/DySkoj0oh83NOTEsbS55rhdE4vKnE8AKalkIBb5Nzk/XEd2Uqz2SLQ8i7NCkfLDLFCzTKrnRF3p7RozLZ/SbdFgAeZjH73uQA2JJ8i5IaMDmVf85J24YWJTsgddX/z0y/pUkdpr2QdzcnrYaYsZDux9R64K1o8qF+b0zyT+DN56Ebm+uPx2TByn7cxYqMtTo/D09VW5KNESq3Q6dvTMMd+iuBdwI2jlCuamNSmJl2SAvUkdyYGuoFysfA1NiYSw9L04at35vIMF0AqboTqSjNJqfEAblcnXtbw5PB+N2b7h7xtokWtjrbGleX4f0yOYvBq3MUM3BY6Oos7k7O6T9Wp7Nax+QEAOwOrCJMgNXJgNszXF0cWG513slNVcxGJR3PDWKOqajYcszSeHzO0HMCsB95N7vUmpCbGk3u7KO2rcg+DEktJuEWG9Atsk5Vm9vzXJkzqlZh5E25fy0XB8OQIgaXpYU4ODPEFc6iwozElibqHHhm3InH2BQsWjEmWBffsbbzhYjwRjCVHIl7KGt2Islz40PVbKT0coxgq743JwnYcLCQXUnyLAV3jVI1S5229vzFGuNhos4xVK2IDR83V0OYzQ2nK40NS7QRXtHuDV68jduwGkuWkwlNfLXCXLV+MFC00B6CC3eqkWu08dmvudtrMycwg4sY3iHN7+rM1xILs11s9b5Vm4G4G+cnLVMmHXoT3qaJ6NFOYbH2WxilZa39pobWn63fhQ0Lk+UM1S6tJ5Z2mBXgna2ou8aJWazEDAEDzaHMzTOnLYPOVi8xKdPFXWC+UllkR5k3nbMDbl/ciXdb8Tft0/rHqa7yRL1lGjh+ZJsR96larLffOqCxUul6W1Upi0tgtg+Zq+Et1s6Zhezu3NG6tpiC6IwlbLexGgg8LllzPhA43Ar47tm55by1QpuqAoM3awIPs+HnruD+9Prapi1spgm3TyMEmg9XW8BAo9iTG5lpLHs6e3l/jPlptnOrHR0FW7Ffyy/sjs44p+HPjoZs27SOaKAGddOWkl/T3S3MBECHtqthcfO6u/334qrBqgMCd3H7ssoK7DM+6YZgG3z3Mo1oTPKJv8ed5/mg6/3LNi+iKV4XJ1MovtCdMofuW5yaE93aWmc4213kDnS8OQTs9ynZ2KRTnOr9bj/hxxkduqNedJYfNg6CjHoUYzzziWPfCxa1xy6QScHet/yIkx/SL1zF0DhfwnOYAuRuAnVW1yyg1Hk7Pgv0bBjB1gqG4tBgMhScXDMptgIrLAZEztFgpN0gWmMCGG0LW14VAAwLaBK3hUuxY0IyK7n6kCFobXBYGNjSBXD2cSEtpgb/zo5kbWRA90NroTvDLOMzQnfnjB2d57hYH4T/zQvFMyyoaWHY2ei1MnDEmVKh0NSQ7gkY39oE2EirNK7M2SAuAKsvckcAwdQ9231ia/Cb//LtzfaxPtAezkVtDrvO2hJhanMRf0moYmsIhU3AU/0qHmAL2awGOnsptyfobAuA6r0MQ+O0He1UmnkByOnEW+b/a32hGGP4R1B9FWbyW8aLJK7+7IMMfy/2PTVz/jeRHcAnpgBurKNQqlsDxleCsIZbAUXKxeBFHukBmQvgi2Md88w/5LBx2WbSjxeDz825NBcDsdsWIsJNDWCNzg5lrBCUfl8YMhDywyFipIV6fy6BhUVCpRuIm3WinHsF5XIR1HJenCz02i4wZVcVoBgxpBhNGTHHmgGkHCo2E8fgVo7A9DXeCNl46HBadg92iOuHzNhAAtobZW98BWzWj3m7cAYJh3kEjJGkDDsJAbvPCZYkcC1hpryZiDSeRMx+QgHL735S8HJCJmscNYaUp/1WeruoiBe4sYSZgQXel5aaN5x/lpbcFkc3tpS0wJCQa1zjYqRGGHK5LjrF1Cxfx91caaqpow0xcLcZc8YJv+oATb0Vu21HoR0IL9YUl2Gn+X4WeGgt884NYduxfX4YqTucc+dZEu5ak8GP3CY+4PwNzlTvi41YwoAT4W29AS7/klOoxxxigWPSmRVXnciWDzvg1uap4uw2RY4Mi9Rwmxr2Wc4eTZc0kyRSuEfwftrOME+aJKvbtD4IPs9I+P92LXSvxJGutloT2ClYwD//PSSuler8ebDDhnuzg9fZZhjLDZ/BjJddYLnS2y/yWbjerxhKt5+DFec+hlz3lkujGyB1i25t1MSLVlpQ4l0vWm98NAIzT5i2/cW0uPvUbAKMZh/AnAjQQwFBbAXujMDjJcFf+RgWgV3mOQszYHn2fI7m9yKNMUrj/ggN3Kh521VzzXoluNE3d9PEsW8iVk7H6OnZQ/3PTurJfTyDrOiumd23wzs9M74P47zI2v8afBjf/GjQ5Bh8D9c8b77p1j3MO3fZfMjBH3yf3L/5ffYHPw66kpTGDqO/+V1/Bv/+bz4U0s2xKA/+yLCXUZYVIvVsvgz2uZuM7t5NEPGQrkertMFfmEPOvly+ji7pP/vSm7+jA68QiIfJpcFvvPmNlz/gKQ3hBb75IsKGG3z29UNSTr3hwTew+cbp2jt+rYP/pzcfp6Xho6MH3wZm7dt3vl1FXnv3a5x6CVBrvzoHiAi8dfA/9TSkhX9Huf2/9menlBrYJq5YFNp5D8Z+iSdTXxwHntWxC0/97+4ffF5r358FjhMNPoy++b32qCt86o3lLEQ//H52nmWoy7wsaMyrmvona48w34OfJ699Rk99K8e1FwV/9/7B/8faw+UF66C19lKdqaPmyxr4Hr1vmz4Hqp2nmKWg2fwPBcDM2t+WMPiIvc391H3tyU19feXS1x5yZ+p1eudFp3vC+ay9V45m8DPf7IOpTz7yR8p2Xshw6on32vea+jprH1/18JIiVoAZfOSpD7b2nXQzgy+yT/3K9PXszneO9+AKU89h6DtPRCe0eeRVdCynfmuvPQPXn3rwQDfQPez88aRJEgi/h+50//d5tY8lr+Spv0A+Tdkp0Zp6Xr3zoZ//px53Hx1AU68z69eeBU/9zfLLewTIQXfeE+/Uz1x4Euelp+xce31xOvLLrf2638nHITL1dDkhNQDiQb3233o19V5Qvva/O6eer699b+LUV/7VhlbryzuN8p4ecy9Xd5U8jB/FDvlntXLJxlzlKO4K0mO5oyB9wA2pzxCP15u36ebD4Ry+DLGgLd5/uxCkP1UiPL/eW0/12tEKtEM9etShcVbTXTSwfJ4smrTxXbyXWY3ksTw6QOJBtllQPVo/Wt0Yuf212TefNjW4LWPXxcl1nPHsMPuCcpitP8jN5M6nu/ZclNEw7bE4dhiprs/n8+/0KhtOpoE1gW0LU9nVqmcO6MPBIvCTyX93bucs3tuQWiWpbPM1MBZKrKyoyvPBseWG2FsZ0W3mu+IrKFwH5/JHd4x7mJ7rfLhsR4KLdofgfx6Jsz3Vqw8BNuJToglzSyGwHcYh7et6N8Z464+I45iturEsoIs34TBLI3XnrrWZNTm2NjTub+KeZEe6jQ7PZXss5CQ/YmRNrNLZFMcTk9ReszaxWTSh29y+CJgkp61J6MLbQay7K7IbzD0oKMOxSfvXgtZ4blSu+xLhzQZKsLjzodx+R1OeHqK2S6yGQVV9g4kyR11ZHEdVZjXoR9NSjJhxsdUmIw/7VzgZZgbGpexy0fDIjOC2M/vZYPYd6+A5MqvLoH0RZVnxLswAt1YGbUr9x7YwYNF2wQr7cuv5zGS2HGwEKANsybgUWNj2M1DvCRxnO9hT3D6dGxdgy4nhswSMRdk52w/2yt6HPDH4N7KdTxKcPPacNg+5UeTNZOr6ngU2DG5y8KXwRptrqPdOEZotJNp6p/jEbMuLtnmVE4vNHxA/zBlD3x73+R+ZsbphklzCSrBao+VhwAi3xno5bTSninGmxRLL05SIL17QYWmn9Py5xfpoYSzNDotvL++8/Pgfup1HttkIeb93urF5QHAYsLyI1/ZvTPqWP6xgU5iY+PLtn342U/cu6klpkiOb6WWnRZRquRimjSy09WwFpph2nPeFunXqiufcakiVeylUP6ZYXECse+s6g118VULTEHyk78IvqMRGlF3rMFtDBi8/D96N8+xfL6gtHDv873cLcdOLc33KhOcEi0VPTCWXd7VuDdl72cif8ZIU10qdK1C+lbxTqpXqfIArpZR1VwK4iyvde/xvJW031rd9YahgiE2R82ji/wsNyZGMmbRwypaMCNk1r0NMD7aZTb1hzLOMx/EOs6LO3pglxYWmFN4Gp4fBHVF1axgcIP7HYSAJmMyqujeWZkoHPq9lLFAex3HWkeogiYBhFZTPuNge/0YUiGFO+p5EL51u129HMttOcr1uQUlKd3P8nJhSspVNYLdTShZpE33lrCnhhfbQkubu33asLyHbKpMT35sxJvphJlR6bTZh7dHOZQVdPYNNJmWNoO7NNhE/N0Vh14ln88QqQwc0bdpJS8wd0PbAk7aw+gTwn5+D2zakmYKigeNQCsdCr4D2oYylz5x2mbhxK4r0MVIWDUhRwp6U5Nws2DfpFUCGpXgI21KgTeex2pkizQKKfdicgh03PiX+ZfQy+UUqVmPqaHCRShxrukZ+o0qtv7lTo4Eq3rxRxzyEaSOnOLn1UeCBZo2bbZHO+1Rlc6ipV0PDn2GaGH8afrn7U5hMUGm+QgV7iEqsc1TmCCxS4cvBSSwfflvELpVtZsMC3P1AlbLzVR4iHrGC4Ui28dCVUadc4Ni6gvsPwNHYYGglQz3avRI2g2XnEpayj20sJ28OdvbBLH6QViz8DG9maYm3DkhZ1CJiMKdlYGJRC9FoGGFgizrvmS297DjCEGxvUTqezkQPchktQlSbXAxgvAXFnn0uB4e6AN9Z7LJYxSje5BYpGJKhUZ7xkuJtyUdWvdgWvsBC386XcU2DMdzv7Be0bX4JDb3W2wjYPU0mwIiBrVUzEEY1x5kwrD6D0R/DYd7rGD6zwdg/iEbEOOemFfi9qNn7rFGVi3L1g2KEnMC0QTGyZvtiZnDsezo35vx3+bmbiiGmx0R6WCIzTGiVDN18801olcw6TzoQpmYRq5ajuoMbZKSnZccJM4zMmWljYotm0BMbQUN61Ewy2NWD42kzirUNeHEqvg2kxvwZtoPxilk0es4W8co+GqI4xeA8G91ftJjmKOJumhy64dZuYIJwOs0Pd2SjmFrj0QIo4Noaq516cnZN/rhMpayw8Zxjg/a7bILltiO9L2NyxHYb1NxnllbewNt6s7SYe1PEIQmqj82C4yCVtplKv1Z65T4tdw5Db47IlZtbTySdeMO8m8+WnZ8tf7XFht74e3M7/eGF7dYb5kAj1GTENI+7uPJG5zkZOSbeIL8AVG2G3ihTtHKefTtq922mtPLmU7eksRhs1HJVHX1D5fSbe9Qt1t8sLcEp3DE41zlPYrbVEVbhRP8OGNswnHtOxYnmzbiZuwRnPxsn2CnxjBtoSA7JZrzq28wCBytyiGVUDuFJiA3saTkyFwbmzAx9Zg5R7wrDtqxvWJrj/m3HI+DqHPDAUhtPzpmfI4St8JBU9WZmih1O8k4jUNvVOafB8R9yd78MkNdjcs6bb74evwuxn1fnWFl/q7bnaO4OnbJuZRZkHX+7TIccNhbQwjgduk5QyKE6JQHH/W6dPMOeHbq1LQx5RGF2943Xth1LMm8H7NSdXYz7d2rflM3jUTx8R+IzA3l0Azcys3wjjzA2xGkwk2dr56SH1EjMfC+P9tb0JHxbEn8NHNq3rIfaicvlxB4TtYHqeuzucWZ9D8QPYDve1tQO3eDz+Qaj4w3zcbXVoLf5SB4s9Bm7kozoYJ8Dmt6+x2Yf4RobN6PjuxJhzg8Ci35i1v0M0sAfiF6OGONQ51yA7Bn7w3z5+T/1rAFCUXZ/WN0+IGhvY+YmJgIVgDfK9G4gJ2JAELhmBG1dtsPzb1IQr7GRQR234MbaIKLPDhrBMDPT+sYaVbPRetYJKb5aiMjRgiFeHNKEvX4T9iE6l2z0EUMxnjI0/I3jhqZVRHfZSRTJq3PztxnHaqXTbyZy+g7WiiFFbi4qQlH2/rDF0LQiKPQ7agiDFz52FV302mzYYR7t14qhn1PE0jMSeLAlw5lmcyvRjUnJfiJqYkIR9R+L9dlqJthPRK9NQkDWsVz28US1dkwAhA3CJa7NRFPK4y5GRhLPJrLFW3/7UW4m0sxTg4miszcdZgwmkt7QpA63lkj3uZqSF8oBOArlDyuPoG5hNY0k4hQLMZUoHaWdRPRt6yyJ7rVEru4ngv5WTGc/ESc2bonzY4t82RQ1+acj4WqDz+oiJLQLQqB1FxhZ3Zv6+DzudMXXBsf5QOkwgFPZcDPeXRZQI4zaO4wQnGIUXQvbZDT/mOnIoi5YFhv5g+lGQN5ztC+baSHM2QXUqiOipi188muPxOWtY+u4/4ictiODbzsx0igkpds6JKptRAJ5jiF7TkbSJwhz6qebsmeHTUmjGZQEpA0xFCuTJJehSWMfo8TlYeiiuG3d0u1Hv9IslygZj1EC5jCl5W+eQwIMVpIe+5UGnrBEjRVLl7itwL02ZxqvW9LWRu/AGbjEfexSJ7YvoTKnJJu/pPZebyPrcxaTiscyJtreblMsY3LmeiZUZhSCLDxLmiTgmpZZDR3cMU30HPc0kZ+pcBM7m3p8+9Tk3fTxyjW+TXD6DTYV/dni5C7IIicMx0ynqAVPM5sRT1QGPV2w7wlAW/clsQrqUrZBhTrc+scXOH1UF2HqWqi0xsFQFJ49em9dlJS3F54aHmUWGCGFyqpivAVSNm+8vqdIkT+4N04q+87UKsYyqepuUbX19j4pO9euy7xYKbVU2yhefiebOPZJ2crGY2I5LJ10z5JaabaaoWWQlMhljdS0yadI0ce3I6S+N3ny5MthBsFym3GoRacMLDZG0dBDxRkbkV3WSMH8YVn+PXdwus0Wdzmx0k8jmun9UHrDdQQ7rIAbnXZhgGhvXG2GCt0q+b0iypq7olDeCKzbFWW1U3WFXRMvY2bUtEsk9nVuj0K5g0UCG5/YO6Q4Pj1+NiPfAqyR0twlMZC1QXt3h9Tp+zKpUP8GkmoWgrj1UvUcXTJ1IV2F0cgpVafmco6uneLO+Kkib5HkZfv3UVRJ3NeMaVRqGEtFoRGC1LCd6m22yR2Jj5xEXNpUNUuMqyJxaNWrQzOsYN+pPocNVse0NMYqfpvVCIEstCLHlqvPd2M4i67ebKfm9dh4tcTS3prZgVesn7ZflUxbsBdsjDwVmoW1ghZAeyKWtttiCEzE0tporO6HNF5jSVbJW3D8sCwCesNtU9uyfAebs0Ay+7PWKE7Tqn3JxRFmak2f7Vq0Dgu2frUZmtqx5bBpCx3Cvq1Qv91bM8V2mZ3HZVt2ckHyfTPXbmVdV9kIr2vHHV7w7WYB06ageZPXPe7zCtZm4QFqqxf1ehvtdQx2t1pKw758mKpnMOyLQGPk19ubgOVo55dNAJ36VStmu2YBNGUJfllPzzgwEIgNAAD4SSlOmKoZpZea99/9oidjz1Mvr72rPoWieRL6uVixQOc/Ty4C30XbRWgdnDkUOg84BX5JG9xb2EcmPzid4gKSXMGASAzkDXw0/+C/Ois+Y6nrGSxp8Ro+Zb2RGHYeYwrSTlVTqktw6GznUiTxLA0SWUO/I79FVO0tdMM8zKjYtvPm5jWc0ZnzDiprgCAkMCCINnPpGbBzxKlw2iOBif/CFj9KCyWPu/PcXVMA6BBiie1bHg+uD03tpxJPim9hAyR7EgudrYPq8901LBoHoWG7Rk0S3xk+bK0E+Lm0sSMoh0mJlxBR10P5MuOZ17QnClmkNIgoCFq3ncJ1XYGsxI6OrBubIf4jnfAPNCBuB38Cv6orkZ5Rt6OlIiKM76Yg+/HE21YCBfVumRhdxcir1Vrt8y3l9LnBouyNQYEPFRql843B1kkTL54NPfNLoLysViYP7VStPFqKTZEWSRoTnp17MsWG1MjnLSRvYVle9k8ViE8iSPkWAgGzYhp68EweRt/CxK6ctVhi53ixAf+pOW0tUhb8Fa0rb2GAM8dhKmFP0mF4C1OzfJY+cJwFibrddQWiVxz+aYkoHfKs1RWPwYZ0Vz4aeAtHczjnjQbOlGgVA3aYs+1Acdlibrh4F2+G/lEBrQVxzeA7a8V+MpvLewnrXH2PAT53gMEDBrywmJ+c/IjivxqFXkuHEn9jpc5ThsoQWsUatVYIm1DPBsiv9UnAw7Q6nzQ8iaJV7EHU9iCD86wBIN8WmNwbqKQ9iKRHTcUnOsXpR8m3jMhHYKplX0FB/aq7T11V9WYqlIqS7604WQKIRtYPAKDgP0arOxEO8aWcafPkBs7pS1hmuV8HOfYayaN3I8U0EErIKUChDXyfcb0SPweybzZb7FQwrM52hkxZTr35VtrLfkLI81Yga97CFgQ2V3v5Qg5XX8JU0d8ahGg1cHi6u6ZE6jYTzNSkpQ7P1sHiNV5WX8KX21uIZekPhoztPUPSvIVxU3bhhNN38nX6EtINyl61lqXT0QD/NYLIVpIQ2X9pMAfPbFnEf1B4Np08vNMS47wbh6mtNBFNTbnSxbedNkf6cd2eDf68hWrs/JcyT1wBlYWnEBwe9ZQZ35SkFE/Pump23IY2L2GQwkfRp7bV1GV5qFAmmgYcGoMM4oT5jgvxYDQksqqOThh8s1mmpyDjTP3hTXrWStMncbVtOG30vuqL6x05QAeZTCDxnWf1i4wJsXl8nu5ULVX9wm3QIIIadr6bGMhFOohuKzsO+G9NgR2HB7vrfvHdMj3aqpTJYIUJZ75TI7euSvA4EL2EZ4J2kwEBngUhBS8h5tITkPT7IUoOPDkwQuIlNBH6W7DgsqIpRuyuaxJt1TsyWGDKF98OIFj1CiHYoHZcb2EP0EfyY/I/vCxfwhqJsmOeXz7CmMi38EDnXmtq2ntjeO++WbUVoTPYIIbE/CHw5asgYFuPgSn+ww/+iYyirSNVH0rR1lQBCrxH+uqPBOS9EjlqKa3XSQ9KVWMoV4MEvNg8W/j5PHp0bjsOTDsVDR+dKdxhV/+Bb8IUu1SMyDb8ZPJVb6g6h1qCNwAdPn8VHKxZgx72aI8SujDEnIP6fbC+cmj4b5LwvRYvsx0EaXka0bmoW0BZg4OOdHq2ksB3IGsj9r6hxW1ozue3V9Q0oRSPTYeI8kXYiNOEXFjeipWaPabOod0l5YpuWWBsobo031h8q1mqs7NBcLx7aEADkZrwGgDU/j8UZScsPl24Tqmfz7DA8K1uZugvNfJMUYf2aRhFDyVKQ1sJ7Xi15tz4K4HcHQy7fAPRM02Y5+KhCu0+x2EgqNUo0fuNEzYZBIW78I+Pd/cu9Y8mc28Hzz9/KBX+BYi8Qa2Y2alb9HSUC3+rzMDzv6CHPzfPdimSoyZs1OiZqCz4J85B/Zo89qWWurdg6EoTVsCyF5+s9qcerq8CE6ipYOi9Xk1z/m/aPsn0yh+Yk+ShDDnRKM5svH1Ykf7ZTg81VWN1I2AH/xHq+BGAiryCEXk7lYyZHtF2efMWIPHv2t9FJ7idmDw4vZ2RoKUIfWEJIfnxnSHBN3k/bMUtQLvr+karAJP2Yklh4BtyUD/dPW3SRkY0oWOI56q8sHMkthkMxBFIR7Ew8DLVCPMd1fdTcCqfQ9eRfjAjm8uqwh/AXzThDhePZcmW/jQQm+6IdDcShOGr0jxoqS37HaRhxl+Q3g6Sn3akHSLvntHRORbbt4yVJP8+re+xocIH8AJid0WR0lB+Ql45aTT4j1DcPChtbElLrXfTHnUOFVlvmj1K/AedsoQQbhZGnLWvEvMEQ13x8gIapeJ/blCyB0JM2KOdUd6d3NIb0PB0gqkfTqg342fYsPAaTCfI3QVwoJfOQL6neVf+UIJ8lrJFu01Mh7k5P6I6BQ0vL5RLQd9g0mTjwAm0Q1EtvLvGQJewg/YaekxyQisBdlMVFntzT413/6pfuJHw6kwTTmhAzlsxsmf/lQlyWnJ5QpcY3HzN7FD03fa3IVBgsDn/AL0riEi7aIP6EhZx44QM0mSxXDJsUMMs75Yx0inUxN5TvxtOeGTse7Ql3oGYxScLTTZ0EyMxL6YGI/4tiEdSx203WkQ1GEYyqzdkq7zvZhT/pCX/BIDl/lw8I1dKAIX+EEb52rmjvjfTspSTmR0Di+NDjZJiDlAH3tAEqf5HJS0jCVy0G6HCOT1OkeEN2SrvuxnF69ypkHfUUbTvWiU7dWsRvhDD8O180uN/IrjkIXqLG3VvyO66omIKBfabqQbldTjJOKmSJ04FxObdyS28AQ1PJ5j64X9iEOQebYl3IGbxKUSdFjcxEvNiajDidcB8eGmSKl4SIOLdPSeYwoUt/QDPFP9r4iE/+EK4EYQY8FViXxgCGxq9YEyi/8GAkkuwDW40rzgPNYgQM1hCoQ2c8OF/C9LyjKpAryH0xOCYAD68dAbyPc278jpLPGQXVQ5sUc0AO9WrEx/Yb7SAA5Ne55FLlrEAw0soIGJ3YYnABEBbaCUeK7yOFxkvFZBGdx7y8m5ZJFYg2UNrSEHnfyWA5Kgf8SdYyJkjhPoBD1h1oZOobHodEj58VIeVbBYmSN6NQwgnHQLTIFw6/qeklxPIydpu1X+VGRqtIr4BugMSH17HT2L2y2z555mYdyOztKUfdmAVdrZ8zg/KbaGEGd/sdHrXTEU7yJQAw+CyxOfMhdkeALxwzQYS3i0ba+mQkIFluAOf46eVN8QItBl15D3UHxotoR+N+sKMAV6Hzmo2gggfTqr3+W4ZHj7gVgRzWH3hc5IeZCjDzc9wjjrc7TVqV0nAaQRvfu6XqIn+E2XMSRMJvlv2hxU0AYQ14LjgclQ9948zXzySDZd3s9i2zOMoztFp6HMMVdlOrsRxxj1m7+Lxa69YlOAdE6L8bskwixgt8AuuuDu1i5/WVMCgbjpDw+tYucSJlzicdArTu4aXGMMjxgyWQLocOinw4xGRLMFG31flzWj5xBHCJFwc8DkriGTVhMmTI/wp+KovBVo5eCyxdYOpzxmz22U4Tb3QgYd31ZK0FQSx4B93/PhdjUDWEDxQ+Khe8O6dM9wBEwwbQIrgctDUHPS6JFvnxr9bSKFFHXGnUVzJ9DqcVXIIAkg+BdbH7oLC1YqyyNRMT468TgY/1k/VtQzhkJiv+tIBF1AxCFPAMnQ5lgB2hT0f2QGR/yo5zDbJCTZM49XzOaia203WgQtesXnXzNDUY14FHIRIEb+7MsFqR2bAQ8mk3kVDxCewnLZQHSaXk6QuVwBA5W+omjqpSCPWgtrt0BCYHLofZN9mk8LB9TRc39UrM5WC7g4W0iCQ36mt+tNem6ccJzwIJbr2kkce7GHRkM9J+rLWmKMhZwhKHirURRv3JQRmkcHN5yzB9BykAfKCthRfFScCXzgUigMsNbkcLnq2VmCWfODw76vAOE3hUQKGqyCp+B2PHFbOQCzu586ed8+O4BZzu+18IcjlTGVX80RKRvFIHiq0BwaAAQeGUOe6HLkV2a4EELIbZj4UIzJtkNQ62AWQTJ/zCLYczVF322vvahODj33EYCvLQr97tOEncFDJR3KLnaq12cIpM4JNyJnzORgGXc0OSvYx+mWnsoHSSlI63mDY5HIKoziDKxC+xwz7bp8aznls2kMnQlwOgrjdV8DM0Zz0XbgP2DPPia3+DPidqev7BY78NGHGQy0Cg5se2MFHGwRdzgwCG8WfIXnqxOdDhZ5OvaINeAaJQX5nAYzzWTWwkwYkvVuHo4UcxEJjD35eZ66NtxHMWYDfl68CowWf8FDXWh6p4nImKMlKXTZstUI9vmpNhTYRLIZekcWE1zETueG+vGSkBfmr1uoM4rk6g3dE8fA7PSdWFIMS8hIkJnaqGhztji8WeKoNGJ/z5Y9bXrnJVFBwdqoWKT76MAUvQWG6HPdBXtIgZ6/a2fNQgPK0hRbqaBKDkF7nB1ImQEnghyRJIZhlymKbmBmoL0g+up+ZWYZwnfIe8ODYqV26fX340FBe9rzOkqerRdGQpSQO2V1Xq3aNSB4esWDN5UQeOoo7a/xyg5h3sVZ4xo+3nZsr4HabC7yT1DEjgRJid1E5ah3BMGAMV95cTpZWVtBHmqyEC+/ULdcprNQV7ALH+ZxNJJuwj6Cb8TD2bhqfd4KiHfxjjZnjibiTCRjZzCjOBNipabjwg67Q9hCZIJcDQNT3XMn2AwAv3k2jagn1CLWLNlGvsyZ0twHjzCe2FHqoQ6iDhADwYBpfW/zOS5l3qJuQtchZsrukWLY4dgDALAobfQ4JVT8dwiAz2eDxUKIXMIizAC0kkyFuJyqWFwSSyTcw4O66FmkTRXiAFahg4XIeYMgKMlwfhxGu3XVlow0MU6efBlxwP0PTfWgkjXtpGXkXbs+LQjIC9pEHwfF8y2vkxXDKQSnvxhGDb0wStm4yrbjdu8Il6xZkLDaRHfaCHGrVqkJxCNAql+M15qelYXITvexg2QMSrd6cK35K4sflEFmQDfThZSEhDnGgQPXYNkJN4gtIHF2OBhk7sT3zUDAgvipMlhdCiEUYB6A1jocgkAOiUvBCE+C+Sg3jXDWjjZN4we10jtxkJ03Okfdjbo0TI62nnwTM1CKG2xUq4nAJJOQsPZRPEcwwtFQC1cAoZkS6nKwibIUuS+bSwM7uun6ZAqTihXEPHj6HzZUbmmPxSxYYehqABkALKIOI7jAayP2wvK6mRGreEjf3VHfI2toQNIZXnMHjcjjv7CUG9jIRNkd2apk8g9gXlPgFm0G/m9KSoahU5kyqYq5BEox29ToDJ8gS3M4QUBZBdiWjsN7ZXVLg4CUt0pYQmS+3+xuUNTRxyhVwCO7ULWHYicucVvGDE7eju+IdUOTJXXuIBOHatSnUFRhLtdHzORvsbDujnzuocfJQo1bvAjlKLEOJH7/L1JCj4OzJJ4boGBxdMAIPMBOKkzY0cbs2UKyqJ/hkMB3eqc7SOvWX4gBuEQD6HNxiT26A9CrVMu/2Pb1gTCEwjjVujvflmBE08MtJXgI91CEEOIqFlTZtU4fbqfmSZejwkTv0ePBEBE4dzMALiRa1k9HtnBTuAFAQsxYmjN0VhWwQUOsPW9fQ+Jw/XptySc5vWKHybt6at42WVYyjwZTjteHjWDi48MREKN5VU4N5tJ1peTxp4XZfyDLVDCGZScvh7rqmwRuaCrR3FIhxOyFeNp03OVnHm0I7dQvNeyCIFuxeuPhd2tEeJYDFETdEfdWYfs+IImIZBNY4XpRCDgbHkx/qdXh3bhT7UFOmXRHli9thbRA0jNvLYY6OnPSGWP/CGPHB2EEOn4NmTfahx5SXqlyYW8CFiifIDbZ5vIK4HQg5bkrnzyb0U/NVX0faNlhSDUNrjdfxEEKrYtXs1cd9GpNVM/jXqsAYiJ/PUdPhlXMyt4wnxnfpiLRlF9xoG4mkXoeGAF/Ngvolqh0PBWhJ+wVliW5dELpfISSOaR3ietIA+KowiLCNDSXaGoawbockm1s8OclJTCl2ahkLGMXelbbMtbhdjSNeaFGHxz7K7NSuJO0ZFy70Crir+/nhXMSQRQZgaNVpx5UVrAHprbWDtXQ7ATc80Y7zpZiBIbjoL7RjVQC0iNIt9zsxtwep3ckPLAx4qEJMrxjRQhgfSjpelJNP+jjbVTHyvMu3ogVzfKJxqDnyOlJ8NpgERrkKUp/ddYV8CYCx4qk0HX5344Brjpb4JFBMd9cViZYMGTF9AlAU93NCY+/BZOFLTlreVZN87aDAwzkRG8fzNN0djIzlLj0fTyCCXGJR4+jAUu+ezzH9sjvdzPiBP/pdOFUvnrUt7Hhujkd6JFsYRMYvyfxDjdrhF3oN2hdmTLgdCECZiF52QEs2dleUJbiEgcv2TYoyXrd6tU1dnMiZKclODYP6dgFggVtMoPQ7QwB2lAoV2ctkIKc6srF3wBtDWErIHJ9zKDNDoTHnmmJuDDoe3sFQkoftGwUNXnfn0fm8rP6VDFecOKSJbMe48dEmXkD3c8D0SHe8uNu79lVkDr2EN6hwi7tHx1N042VaIL1OE6B36YRhKxeZU2+L4rgdhjV5ylQRv6NDhZxi2MYjODG0Yi3GeJ1dCz+7e+B9S5q8K8cSW81lToHdPbldhHdL/iXJSzIVdxcW17uFTx+cQgmU39ktyDXIePki3YaduqWI2z1G2hawz+tIHV+BEM581ADRQ5V6eQdBJMAmOI04nlmhG2Ja434DEr/qDResw4neFNsEQ69r9G44C0JyVqWFJycle94qXBYwCrVAftcjwqYzu5GzGjx4OkPj7dVqIQSjgErkd1Z7NiiiDKsekuK7GsxLKAwDfIIOzfNSRPmlOKE5RAMHO7VLfv3WHocIc3S8IG4ZC8ESn7OibHdd++CoAnnaFn0SeZ3apTvmF9tT9cdXmelsPZjlaRwFTrif4gpnFEHkN+ioeqg/cq2GJY06BhkC7md23aJNJK1teDC9K0ftZYSDDx5xJcTzaGC5nbG/HWZR2btuRtoROiRoH6pY9xvNkrVAGT0Myy+Qa2wTq0ij0vYoceV1SwL5YB4Gn+Or0U7lGtFWUJNCW+fc/YJQZRFa2+lgID0UoR54xsabMutR6XWNpo8gRpNfaeLhq8BQ39QThdjDiE7P86DmC5wJkHV4je0uKDnevUFB8IcFV44n4M61ICA+lzbYSQ6NAW0KRqOaBZiT9zkeZS5JhjgXKNKjo6MjzKJxrWVBB8DrbNS5GSLZT0nSuLugtGmbhqzQUniy3E8Aj8egecYns28eKhCh15TCHM6QyNPxCmH3aZZhbvKI4YkMUuGrZ0cBfjoV9Ls/Ls9rK/M2JwTeZXPEQiiUYT8kOvO6O3c5SJcYX9NnaqeG+YFdJCaYEoMc4XVrGl3HoArPFSjoRCeEsZWww4+OQhPlfX8YXK9Ri7MFkHo3zhS2MvWBhQGo6HWEh3bphCAYT9yDd82a6AV7yOAMMcg8z4yRh3JDmR0gUd2pX95eUAEDcAUPOxzPLy0PEBvkYFT4q8rUwToSFcG2Z2q87s1CznICy2VEqbK7sKowxuwzFaYnhNdhy38CXZBbjH3tris1L58idbCEQzwcz8ncLpVyp9a0bu/KuY7gt4glZFHPm/vzDnSgN2lA8FVp6OgGQKjgBppKnndmRAajAZBV9c8bQUSDWXhKM039HRnhdIpiOJ3VGDtNioR35Tantg6A0FaRB9zPTMlHcKlkHVf4OpBpgebdY6kIRxAU53gOtPyIUT53U8HmoU6NaASjUjgBFqXn/VCSwXAqsBLaufMkggAM3JIdmWLTqep0f+j8DLL9EnayPNSgFFMfGjRqGkUI3a/FncziEAZnosjmoUpPMY0dhlgVcZ9eV0WH283p2Yx2tH2Vm7gpEl9xeoeAO+4Xheyb7ljIOfA4CPI5Qvn28aAEM5l5dLwJga5lScQPWVFhp3pVmeIw4I5+oSTL+1TlPC/RyWaDDHtXz8XUChlZbaXnj/t9admjqUiyA/Ca3n1U1RzIQGEEIMY8zxLAWyE7XRCRLzvVCxtNIK8TFwhh5nkN3ClAhr2WgA67CwvBFIY6fbS1Cgrvq9uzysGpeq8QqINAQFBOYaFL1G0XHO+DcpqRhIn5A8i3ndplDb8AoogtEWXldSNGOOFY62UeT7wbSIh/iN55myozvU7LinehpiRXcLJid0EhpAN8lsEClMxxPDs2rELSQHivuRVPemqWUxfe0DT2gOd9VmC2aB6e7NcWIu/CgWkRjm9tIzA51wOwwA9REHCvutJ37WRgH1yUXhOTr9c1GfQRIjetXKJgvgqNEP3EF6dVJSPleZ8cXgUfnrxCyOrcoIssGsCiQRyAywHHy5KQtx73rC9IuO0uKFdsdQmxIeYonW5P1LdIFXUgVOweylSNzlCmbU+XsHkeX5CPgkPKJ4IokEvkZYwe0DeHk4IccDwvPZkBmJvHiIP7qjV98I0+R14QYdq8LoZT9lpsyzrhUBWko4SKsQKxQUIxCjjd2YoN6kQrW7i35d0yM61iSVz7ZwgT1/uA56vovF6HD8FO5QLVFPxetKEvrJ53RYWvHVm09zrkvXtnAHvjQg9txYiR+8k4lL3OKmShzL15IqEHCWMLObAgvqQ6HZsBHkON+1IcBB+KdASWLYEhPQNvkfdhIlr5XBn9JKGLO5WLCuyZEhjaBSCo96HRuZgDR97AkLqvEpMHC7fgidbho4f7ISj7IHzcPJEXDLsLih0t4Uyc1rMNGM/TkLP1yB9rHxdhHipQFY6BRO7tUEKC1zGwcjLDPfuPKevdtTZsnSErHYQQIfcTcW1NS0c8FwkodheUIyyZjSiNFR94nw2+rBy27r1CyHHCE9AHm5WCim7N4nif0pHdaYdvF5BT+O4dHe0WTLSJhDFcrwmbr7KMkSWkUHTK+xs6gldgy8cAn+NFKngJUVodisXzVWFpusUPAG0hmwDXg4Enm3hB68EgMnkSgQgJdswGHN2SwXO+Q2E88krlVnTM3j3TgasgPL1kyOR53YY2L3H7w0qyXO3ULxWwNczqi+HFIKeDXPFWyigrHrOmhxKUqk2g0WyxVnC43oJD7+OOUV7C8iSoCG6BnkCIpM3DV8jxPqXszUIJu0nO8t1DERqGCDgt9scG1+Oa+yGjjo41erRTwVzRIdo9bR3LKc97tMxbIFGziwes7K4rJ1gqrvStkPROF8aFk2nDYRcGet9lo/BueLGnf5Dh4H2DSP8KhM4FsXbsrqtD7WGDaPk8NPE8rz6e54Snvyi98e5cFWyjx79man9eB6CK9c2Q7h1J5kOp7lcGGJt+8SV7nxcU+m+o/RIxOTuVTIPX6TR1q8fI+6YaOIi+Jt8AC+JXoUl4c1RgpGsE4vI+PaTMVSlm5yhMCiyRIgeOSpP2MsWtOR2KvMyF5s72sWbqqUSTxlHu6TshtdLpSiz4Jku8eCAHep4afFCgn9oEtHuqAjyPBN9WAMPQa6lp3F1RHrxTdh51C00rzvfHQmaKoWfNU0Xmq9S8YRgiurxiMQo53WeYhxAXl0VtcfVVYwLpGIc42jRYDLmem6FXQWJhK+I48G6g3PsjjY3mkcPT+xxP9yQjARsHKZd32440Dqg9LZuyIq5HOPcZCwDd9cb1UKSZGpOR0JJxv1yPCqEtGQHM/iFK+C4aFZ1jjrQ9c4LR9RpVPJQap67p5Y/gHjN6NFRll/aNBKfn2aCytTooPpewHYJ3apy9KpDg0CwuNzgfHKpX4m6siliQO5XL1iw0HbRgPtNcT8Tk7kJw47lgwD7dyfF7pcR4ahZwzDhfmmnOW3KwgtK4PdQpIDyFyH3XeGY6HR/fYxFr8iYy8u6C4kGnyADYdumL4XmcnN5DacyWhPHm3cEcLxouHzqHlTve94bFN1e4eYUaVt5VRIFhIB56Axd5OF2kW06ilig7iIagndqlhFck8fCi2VPidFfcZJUglz7zGPFQolnetRRzdAtASrzPQodtoYnUIzHhZadukXzN1ozRKLDUON8mgMeSdXS7LwpO/CHUclHa9DwwPKtc4NFHoJr8KjCN3jcRfDonXfG+HYR+AZTfPBpA+KoyP42DEa6VgOHT9RoZeZwHYyPxjT5Uqg0tw2W0DboCXa8RbLcRFPNUtrp215XtHeuiqEkgJnE+Ngt2IZbJTWauybt+d/oHnZIWg5E/vneBxS/50pUdwCXHThUjqr3IZqsgQhjXWyPltfzY8bCtwCcNTz5oFWIqtD1ANHqe3gc3gdhmY1II8y7agbeuyVTPCFDI+6zofKWFlM0lxZXddfUAn7gLe8v8UeF0Gtg2HgFlXgqnoCdMzeB944VMj0ij4Hztnp1o9y/FjI0nMCIJ3rG5V4/IQcb5pOj8Fg+stc2R0O7Cej3V5Uh74ASo6+EtPuEF5+ZUwuhdM0Pv63bVLzZ/eN8OrmwFccX2Y9LjCcTpImyii463jIAIPhcpxT2NfFobDSry7lsX3A7meCWtDJyOLke2YgRs/53FeSoQGAaboHD2mlkj4nOOZ95LHaW3mG5wjTiDaKkWgVoDLwx53h+q7YZPmgciN2inoqnxLlrRop0e5HG+L2Y2BBKg3xKWeChFSG9k3xkNwkST8226XwGXZmet0XsoUVBNo0wEqUvPCb4HguwDCKLab8gwfpXXq3ec8JPylEL0PSTu1pPT3GwpyrwL51MLIYCdyl6efM/K3B+hk9xQAdx26tYI/QINmNSkkhKuR5pFr3iqewlb/r7KDfteYs20CX3H+VC1sgSyE5gLAxBfdeYLXsGU+CpiynC6M187T+GNVxI6Y3dJoXoRdYhqDYFW5yMhtu9YKNhuTGzeRTukrRYhkCo9sMb3vrR4MBuwWFUV8QY1mjU9ZWZz6s8Iles1SPRbXJaybOBs7K4roLaWcUk9QmDhempeVssdhNuPl7R3Dcm8fCY7dYsdYt63dOQDRIb4Ij719ODNzHu4+kBncPvidDiXZKtbZkkVkD6UKQBMYknla5hEidP9eJ9AJJofokTxKQCkolcxBRGNocnR6VQGWrEEnvZnatW7jEyvqRhCnaJRDudblPkgyjh3HqCeh0IERM+guoDFikDzPTUT3iszynpgwYg369UXjXXwSTXyKXI9Gzr2Y5WopwHWZqduEfCu5pHRDwYQcD4MS7YYqtRX8eLJQ4Vq0Ud+Q7SENRfOt0TM/+hTuMticO5UM6jahY8O2DpmaXyPxuom9ADLFsRTX9WGSFeFZsEWWhn63ku60SIjN58WgXfpArWVIQSsmKxC3ysUdNAGXlY8fVjvlmXhFR30O4qIj9OBefwDE3581ZUOu+va5C1k5kQvJWU5nUgpWcVDsGcik/BVX5LoAHU39AUuQOcb25GFtIGwv3jIslO5uDCU05JXq0HidA3UtpgVGTsQQol3H4EOIkYBNlGKEt/T9PusAk67CIS03RXlU+MrEyydUSTXWwXwXotzWaec9DQiEZxusUAGB7Hx4HpbfZ7CFabduQfjoUL1tAs1C94fSC18TzTKmgHJbJOaXXi3jJE2UKioO5iZcj4/DA/ACJ9fIebBTgVjoJfoXryNVgByOoVIP8MD4aZ8qezULSr0lOGGNwfeFN+ji7ABOwH/gxODB4G0qpk8yGklNlucL2nDOxlY8zH6wtBV+FDhHSSoUTMgAMbpeE1ZDaze2KSPSu+WaWkEfVGagwIxzoeXYFfawG5NLsmv+qI1DVTQ10iGJKczQcBDvZjPbquCApjEvKtfmjQCSUVOx8qhB/NiRBbQrnoSYWaIbjXAYfcCG7heHeUOk4XPtoNofddOVfuobPGWIIXgdBxg+A9gTp6FAsjdNSWOVqAH4UWEFMjpZCHYLlwUPgM5gl81B42mAIiQJtAmxvlUCHooCq52nZexu65WNAtCUN4aYUz4npAN2YkKdxv25dldUOawU5/YK8hXxOfszH2BE2wfYEvzQRxB0Cyq+AunoY3ToXp7FW7iBTRAtFO/wLSJQoLeNhkknA6AMG+Bceox/EmzU7UkNYen1Dcy7cjpNHl3aBbAlzDo8aFCU+gPKAa9lgj2OJ24zQ1FFMhmJLTxrpkWvYMKwut28OJ0pPg816TnzsHnzuBWnaKjJNh5mV4ccr1NtM23lmMbslTzVXVTtDULmtcuiabT4XJlq2Fj6AnsuPFVXYM0CTwBb+cPM05Hz92/iGx/gh/B3XX9oTFQWnkbh9hwOg4Q32r13Yb8GO2uKSj0CCJIXrUFS3zvb43uEydmk76o8C4eR51ht3pBECnOVyQqm3R3YZMi+buPmVpDaBOdIJOD8wEx3DieANiUFcK82zZE47ih+Yah0E7niYl3wQbvP/RJyoHiUaITCDq9h3w0cjoZNH9L6NlGc2P06OjoSK8QTPDSeDLzvQCoP4Mqx2sQhOi0uAZKL8EteU9B9zidAyU2lBMzG3NfeXcRVcuIMvXqkaVxOmhRWUkb5151IcWJCggp3IGs0BuY1cjnsrRk9dIM2KE+lN49M9MoCIi9g5iQcD4Cb2+FyI/9F/fD6QWgC7pEn4DXTBAm33vxJpv4B8EGRbJ6t2yLXlHi+ormeXE6qmq2gyice8+APO8CtmkXPMLewj56nA6g3Avh2/EF+hB6CjB3pi886rt4SIHvGZY9Ej7RP1IqMjhE6o/eoNjkfVNt+B5djMdCJbIhSaucQi8wahEk3LxpASZ9z0mRjEQQajdCJSDn1eQG5gAg8tUkpnwOC8lHZaxZsUjkeDdvA4YSHaGV6CQ5HQ3IHAEJi2waIZWvakOIOXByeRcp6uF0HkYzCzmf+8l17KFQ5WALi6VvoTePPpfa5KOlQawP8sDeVZyDO0hBpA80lXA6EYsyjrAhe0fo3KlgGuEmBZvvKYbyOb9D2Uchz08i+911dYohCArwjj5R5HNPlPINIgi+QuSqkxsKDfjB6Zs3NM/V5xxM5hk54rwG0ccnpiiNlwKNvKeDoHxO6dRLaXjQLByMvst2Aj8Ioqkp3Enkc6R8uYGfyP3kYcVXjbmBFRwKo5ky8Pmc4h8vBXFG7y2p8O5ZFGZQakFj6GHH5zSbZBFNm7sOtOmhSLVwATwQmoGbLT53ViG3EJDsQ3fIdioXKjjAlxyNYCqAzwVJlK0F/nwGvTa7CwoDnCSppwskefK5AQKyiTWiL9WEiROfEDEYSVAJTQBLEpf7y5NltLzjn0cw3mV004JWYYBZUFW6WiM7uwGkl+8xQ3tXrUBbCIcHZ0NTfG1qdW9QRMY1K728W7bV+iVagWPMkeBrPdpk1b6HhzZi3+X79pDpFi6xYpCrbTZmS0h5J70OedesDy7ApQF2UrRyNT0OGQoR9LMaFbqkL0jt6pMhGgGWzeXi0Ng+rqJ45B4z776CrRlNJ5zD68nX0qjsIVyHDlnh8l08QlowpBlwlSCpr8VdX0URLr2UBo134aTBEJwIwBPGQLkamCAeWsMvO6d05l3AIK2qoRBtooujz60JgcuaoHBSwCXvDvJhC6OFuEEWEa52RISHbojK1g2CeVdwQ5saKUCbyPzhc2qusgE7TvtLFMCvOlPQnpKd0FCipT4nJUi2A4PLLIFH11eFIWux2AxYqun1NQoOrDteHGYJSUO+aixKK0gDDwyFdOhq2QUbTdYRfx9+3j3ba5fciGAgMrL4WiFFO4016/uOi3fPFrQKOPDAQIxw+pqhr2xhyIid2RTmoVQrtJ+IQDQHtgQ+F3VmJ5VxzA8U+X3VWpA2zCIQmErAoa91iWP10sPSRwlAeFdODAxCECZOiqLqahlaT4BpKD/YAvhVZZ4wgyYdGMKBN66WJCs/YYjwEVoTO3WMm5aT1IC+4MfD5Qw9sbL9ObloArN31wLhEnEmtKs93lzNgN8+4sFOVgCF8qvAtGgJXM7hHFzsfM3yzyrnTmR2He9DjUZp/R73MArroKuNythwvmDHY4rzLqB1SkAgFRaS4tDZZqz6DERtjuok8VCEPlvR1gXesKu42peLvGGOgG+DAO4urEAtZpNLTWFLgMvZXdlwIji4XYy5d/GEkNqxZgwLWdLgbEEa6VEpkznfGPRQhwRbLlEGYesgHF+bEelP7FLkBExKvwoMD3eQLNEmGpPF1Y66eJrZgVwCCqCHKj3DBgyp8AIzbK4WIi432Bv8Ho9znGgwMmotTTnoCVISuJyQ7EqDg87n0NC7cmowLqTRPtrt8LTCvL0UoEzGA4Q8VOhqq4SIhWV8evqanKgbYOLCO+3wvHs3BDuTDa0iEzCeJji3zbqeZABsXV8lR0WKRpDHO27ocDYWH5wIBgy5CJJ1p26dtXpYaLCITzRXq+PgeQrA5B09xuzUMIotHxxM2MLmEFezgWHXwdDmZZ763TY02LYTcdhq65CzoU2xyoniISuZC7NTy9S1V1Tv4CgCNHwtwJ43tgVmDXkUHyqQIr7wl9YOMlHF0xzvnNTpL7tA4LRTu1hhAWhS8IEWIjytdMzG2pFyNoJ63i1Tw45eCWAgic6crU4IXyOklpVOBPiqNH/wisupFk8FPp72licTuEz8IUXEnhaIEWoTCwXQFzJ1uNzUkqwOLMK85MbYTt1yZaqRHBZ2RV18zUXcYI6MZhVfGh6K0QupPKgP01hTdDalIt5Zg8JWQEPFu2xx2jt1kOgs5ILPtRjke3BS8pWBE7vrWtnO0cQYKknrakNIOKEoXHkICq3dhVWl1RTUgifIXfE0RCCcx5MgOUvsbHdFOdNOSbABq6CBx9UAX99DAcyGgNniXbQp7RYFo11MFvK5ERp2ls6oB7KB6Ku+KMDyQUGKq7A6OBtZEW9ESMqm8xL4VV452sBTRS3V6OdzCWx4DKuSV442eFdODdvQTG3NOtR5GhRrZlBhURZh1WinfvHCTYPCtKWmTZ4G9pUPaC14JSm3hxKFa/kqfGoUpQpcLpPLqcyWvBLKi3fhZuAbKv60Y5J5PM2ts+/wCeFcV+u7dnivNXIF9tEAkLOVgskSCCnkGGH47C4oPrASpiBMYAmZp62FeSgZiOxETJHTBBx5Wjl1sPjDFA5XE7DIT1Eb5CZ5AASBWHa1eqhK+ImuiacpwrRaGYMob9HV2F3XMFOIqkDhNkKerz2QdESdYTIDO+xDnXrhEhQotP8G8jQrAnaUb2Yje7x2qhomqSkTNvALOGh8zVAqP4Cxmnn0bc3hFfA20zqIm9I8Pc0OUU5Q2OBJ4DCyU7cYau8aq+gRawxdLo2Iwz1AkrPysD1xWQrSVvEihVHQGboakz+5qRBAzrHXooPkFCWtJ6E6mOl6wdPQZngcGopylhxITxdIRdsoW1zgFEsDXO3J164TSiB/UBTzUKEysJZ+FGGqxizOxmTNblTDwZlY2Xl3EvTN+iysAyqOtzUQk08IUpOjEIxwykIih5NU5+ABWmI87QaSDEAPjO+xZsbuutK1djgSNQikRS53w4kXhoHipg8kvwpNBgwjMKoNC3LG02J0ZhVJnjIII1t211UYzAQZoA3VwMjTrGX+IRFm7vri5QmEh0RTh7YXlspjwtXsuHmHHQRyl16eQBo6/qZQFQWxFCkSV0NMk6PcOOQTVo0E+SDYxAPUEHGSFdTTUqTI8pUBlLcoWNhdUhKlWDhBg613i3wti4z8ocia/IBwc6d6wcNQmQzawUQgPG0E6N4Dwo5HajdflZd9o4RgxDP4zHC2QXPcD4a0f1Il0VMDE4baOig6+sPmII9bTbHbIg1lH0Sg7FStTqwklhycOZucLUOUXVmGhcswRPEu3aKX7A/hGxYCeVv7mXGYaZQp2GB7qpAHBYbA2KD9LOPhaKZOvMuBAY6Ypfiu2xvc4xSqdXFF5WkQoPAWp8TsdYjticQPFVIrQHDA+EkCX9vgIC/xNfJDXbweyhQKbr0WtWoWtJ62xCCwjpROKB8mrLDKoQBjqTK+FkJL9jGHS17KYsSJsBEhnnAXpc0zBsjRHsX2pxMGuensxoNQAvQyARMDZzFkzvaaLmaOmxuWir2LdwD7eORrQbxp5GkBMmQcpE05ARBCuwtKIvzkvmkBTXxxtD2C9hQ/fvKVU0WOHfhwS2jQ1yS1nLIRc9NII/PuHA7tGwoj9I00FS4H2scT/za8lDF0gwPEotoxHYtaBJ8uj8sDtjexqDgGRiLvlt29f6hjMIw96G1XLHdmVWiWEQR1p7J5e4tgR2ApwzbOBubNeLtxQnwudiqXIl7Rudsyg6w4GmSgvARMe2on2JyEUwXYScZhW0c1i6Ox+W1gimf+QoeF0Q4Tntp7Xwsjw/tw2vFGCge+KqwPxpGiqe3QZIWjgWL3Y0JzM3qh8VVx1LRdB5I0lRgzLqeX6JBTKreQPjjvFiq1Y/6OdA5JSJd7nNuKQnhxPBRnvupLhXePCxXc5pHibTwY+Z8ywGfyY+ShEtFos/xOtZeYdDkvq7vDlJDctYf3JILJC4tqJAxL6Tn5mpu8O/1k+AGstXfh0HkTUzBipwPH29gYcj9Fzv6FodZOPePXSpFSp6O4BLnc1GWGUqOKa4JBCjyr/MRQh5DtWwUnjoaltnUhD/nJFYzdRWXptZKBhlesGnC2EohPoAtWFgBE8qFCc7x2hhCxik4ub7tQIidZVPNMIUF2F5QXowAxph2DwxwtDCIvO3LndURcvUuHE1tdmUzFPcB0NDtZx+MeedeElN0lhUJ7hYOqVQg2edwfP3kDYQZXxCPyUKgacIy7Ju2FG9rR+qhsN2VMWYss8ClFWJwXCGUMrOKX+Nqesi+w6CSfyOqwU7VC3zhQT1wia4OzcS7wtTbTz+LHzIlOAmH7ZGmKThHmzOPU+vIVLGp8z9DOyQylD2zCEJRWzJElRyuh6G1IvHhe3Jp32RixFZ2tqQ+FLxytTsH+bLRmxRp2vYto4QXEJRWjYOTF2yCVNlyGQzmLMszgZeP7VjEgBaM4IsjXCjHKOQQpuiCCrp0KZgxbG9226evS0bDk2KFc2fqW5eDdOgTeQxbIYBMIFnhbJ5QvAKXGzZzo+qo4sxcUExAW8YXI2/ZG+B0Me7sL0JB35+TaqB6U2gcTJ5cj8/JHS54ZyBfC3XUl8rqFbcEh9mQ5W9gEZ0Tpx+00tPmqMXfwDgZepjaw0XE0NC6y1qcKD9OCFxiHYBWr2FrS9mhC4GgAKn8Clsk9l/hDLfqXMwgT/PTU5G1dSVwrRYznwkbK0dHRUZtCFYhmMQWEx11ZzFP0mJxMkmp3XT1iqdPFlgmri6NtELIv8wIzFFRFT5Q20t44XQAxCEAUzoZJXXuR+6e+xIcKXTOVyA6DpuIAweUsWLqdA6q7VNCDr/oypk26+9M5Bl+4HI85v1MzweO8TO+mQcFCptpBQ6QIHA0L4G8Y45EpDBiwU9PsvXr4MtYApeltrTWXWJTIzUAnPBQpIabhhMJUBbMAjgYEi2dHM7eaLSPeNRPRDuBKoIFM7XC5K1287saW5zGGzk7dImGqEIUlnaMiPW4TcJ8WQstN8CQ8uT3B8uoBOn6ikuVsRAZlrj9bfkNRapwBayiOyqtqIVxX+Jnkk4vpofVW0GjYXVcoU4E0DNCtD0WPY1O4S0NQwHqujnfPYGgGolAwhhYkHM4Irl3aYgM+M1H1LhoPvVSoAr6QRMrhnLj6C0MGZG+EaHdJmfNO8hjEFvgAOptpjV8aJOcppMq+CowSfUDNEtz0g4PDSQCXhzxx4VjAANmpXOTgF1dmpiL4wY7mgIdrMBL3XY4unkqk2Zk6LXOppxaAehx24395gT5GBcW7fwhwEEY9rF7209FqmD0IEwl8r02HhxJd0gKQxMEO5Mi8LbPyE5RW5SAMYjwtFeh8I0NV4AqRZM62FiGD0fBmVW2kJO4Diz88RUbE1N8MSz9zM+B+TEr22RKFd+METomt0tBWZ3ouBwPKR/lcPgpzs1O3kNFJQcrgBSy6vC3NL2s9XbqEN6m7C4oGbN2CMPVgMYyfHR7JBuAAcTCDXL7KrADWYSXD2qG5dLQPdt+kOCbnsMszGCgozOuJXYGZXMzZtttLJYnKHUSjdtf1zNuoCBhGgGOAt93YVjk9eN4rhJJBvc5CU1jULOp2RpTHHbjco5pkshrm/Lx7CEc7/aCADQgA4XDGHPIdSehomFC8S5iHgbhirwI7Lhwtg4nsxbfCWqMR1QkvjQ+MTYSZcrBIwM+yhNije6BZDNriXSyj9rAUAw+Ai3M4a8YcDdTZp2hw+CCQPkS9KJmm4VbB4z5Lliqy5nlM0EOlfsEz0gBg4WwM8LNUTGeroeeTQAF8lZwSUXhupNA7dDR63CAYjoPS74sk3u3UNVdRWKcw+gUc1uPA+HimyANWwBFhX6WWpjMUgsNJckA4HCmBPoeIt+XK/Lzr+CHKEW9RW/0R4XINNrwIHT+yNciAuTNZGe8iuCf4AJEVzrbK5le86OFbhlR4qENUesIivTZRnJTDiRq1ckYi+S1rfndNuRIFSERVW+lM8LgSSLISAQ6slpV5duqYJewi7gy2LcqWn9URfBtVgxwPFbKdWgaHZhLy1BZi6uFthvC0qhHKvBcjD08khtyI+sMwpzEWB4fbI+Kj5nLkEz3idEjktUgPKIMHJ3V48jYOat6m5WfnVfB7t88F1gIJVS2kAxqPE4Qoey0mZp0IBBg0cgUMt7vP4KBEQj9rm36HaYA84IiJ3RVlinYw40sbqMISb7Ob3J/ZqqxjHo53y9zoFaGYbaiapMOpzOOKlIZe5QnYu2iVmEcHP6+VHh0/K71mLk1eWqompt2FxYgx4ASsmgpPP3tiZ/eRlMuaZkjwrloSLfUEqsV0NHU4pQZegl2J96gH4leFsdQoDKe0kovEHM4i1c8oxJE1DPF6YoogQzeo8daehonyNiFvuYEbp4NImvwqLzi4xvO9OwgE8LPFOI/bJPIAQ8A81OiYFrHhTbu4oorDOduSweAdZiMplD6VsMuA2yuT2LQQDvzswZus3BuT9wpR+iQmDw+L5Y6Abm2MOlxdB9/gQO/bD3QeKvQE1g8lFk1lxsfjmKCwtglVeyWoSTtVCxK7ueiKznI0eFyGJX9M1OhHTtx5t0wTV5mGvl1UjPzs0YZjLeV9AgzXr+oChDU9S9VVJ8J4HBnSW0VI42lObNipW4L66RCR9rBDCodjFSQLQS7Qb5ly7q7rD+xlFwLdEkY6nGQFB3NDZb9xXO+WZWFTt4hqIJIxPM4PMruWCCscRfehRCvxix1TLw0jqX52Fvk+9tLkpSkCBqW8jOkJbZRtni6k3pbmxzMp1Mcb/9zYXVdOzcENaEvYIYzDGbBka9b57Quhfu8+ctExlHBo//Idj/OUths4UPRfmOinEEiVWEsBn3rqCwmH8/rjZ6DwNqEKE++igb4RRlRpIAJ+eByc1LzEDaaWFFuzU7cw4HaMkffFkjY/s9r7I9ksGaluwlMFUES9YUtquzGrvA2wxDM1XmYHBSh91ZtE7cLLWauGJMHjfKCxLV8U2i328rt0CGkaa0y0cfDIeJwaKz43AcRtL7w8FCExWooIWEuWg8nhpHbJXJVFdo5DAE5zJhdxVAcjL9MPKTfTM+WRXALxBGcddmoYLp1CUbJtc3nI4dQZkrWoZO2lHUF217UPt9j7e61WhPjZAKyVxdU/L2D0II76vFCsWjo7gPS4JELZMRFAfwkCQDt1zYl3SdWUlhoCweEKJ7eWgR3PpU2gwUKGsl4VA7RoFlsqHQ6GioeCo3XNrBNPBCYTaCg7fe3bEhlvO13hCzZ4/QMTVF9ll32vcFjTM6rU8LgVhl8l+8LRBICwu7CGaBMYtlqw0hQO54kbD4VkQS9aILqxFtsewaoUvWiy8ZWouVtPo6wV/cCxr1Mgd+MIJ72IwOk70SVSoRPFeXmuysed4x0huFmHi04kx0aeCnOzRUDOeahQKngQKondtkrjk8TE9CItHj4HoiJ/AE+WVsQHY9cQRN2UgJF60QrVn5EDx2sYZeE0AIEKregSQBZKlIA9KiNLL2LkxEX3gFi/ZFgxoQ1i2TJYSbYoph69aFDbNsECc1+aMdKLimC+k2TTEK1oA75TH+aaVpQ0YQ9QIWbzQVGoF5E5eCtHouy/sQJOkk3IaEUKoGRL0yzYfU5bvQjPyCMBzNuNVEkMikBzoxVlHXpFS5ayDxZBNpw1MvAgOgkykj86u9Hq2hzTIlI8aMVfPmJ1259aZ3gQEwn5CQBXATxogaiTfqmB+/Z44UGgdRlCEcesagAdX/WmAQ+6oyefEGTcYSsU8aCxAV56QLeI9HjgQZIfcoyfsjerWOJBPULzjKr3NYReGUQdNIlRIx1zDTCJvsGGG3hQEmp22mLdGJWP0Elf1MhOOdjCg9CIyAuUpO0ek1c8CAoRH/UjJ+vjyiYe5FUhO+3Y24U4LttBKr7yCRRC3kCFADt1C54WlRDWDhBDh/MJw7aiqT+ye97CuJ8MR1rRy7Tsmzo4LrpCTSsa92enWGXzyylu7WgLCNsdMT2PaoV2lAaU7IhVJieV4gCLcknJUIQnPrshoRMwdaZFlcJI9yihxEupCLy7dgOL9tiTTVzZnsSWJC2qnJaNpe2LJ0JZa0fLKmwtUJyOh49HO4o22UKqpmYJYRK1ooJ/WBTNmZNGocGiFRxk8/zGcgQKhdrRCDk7yQDBpkX9EcNKqLlkJkM1XwXmCIsWYbPKEIPCR8kSsehRkz22BuqAC9pMjZZq7hI+JuQGGLzaUS0Z22xJifupUr3bpjk1SujO27yjvMSADYcqGuELegzK+ECbh1qF0oqaCcWYpYg5IwltRT+vWA2P/jjoEig4NHvHermFzj+bHofqWfEvGdpkFa+gVtSDo/eZ1JL1g7baDhrRtsk4iMoFNNWmRin5ZPPW7rKzqNCOwtjifcLQyJLmeWoHQVnYcpym+FsVy0FSnCQHQAvcY1FY7aACN/KDvhobtcO1RdXjZe8pEOBrXKhY0h6v17EO5g+cZThUMYmjAbMmE6AcgEPbDDkbNBY5CIrOVlTGHWci9JGRcJVoReN25Ak12J7DjaYWtayIM075yjV68LWhoXjbhgAIOepQ7aFKY0yNvi3hNEhc8hK2qXYUKYg/zcCe6R9wqJIyew6d1RcpZcCSnsD0D0yLjlnICQ49opgJVLo/BImQwSpIGVrUAS/yAw0QnoaAzRZ1xnVnAbOr0ZgvaZgNnxSilJfUQW1DUyVzUqEJmcWZCjg0jdXBnKxylaMGrSiQIv7JIUduihzxUKFTOFQKVPY0mycn2UMyNapEUC7ABkTWweXZhp4FZidAe74VlLrCBShas5YjVSvat2QfmrmD+XvwktLBWy2NlVxixAfsaKMDvjeJxVcRjMChGS/P1QnA1obKufnpIMLcBG9scGzMsg1VtHMnzwYWWlElqNyEZ0rOMQfK3IEmSNpQJ4ocjskzZ+U58cSFwWgrSsIte/iwIbewIoFDpWrkuD9MqjZ0xpn96FnlfKykeEndfMkVylhkDRQu4FAQBDQVND+ZSwM9U6MMErmTnBxsWlEmJXajXgNf0kn3knYm8iRFCvkjVgscekBpc/WBZSGaAHY0W+qZNrbsEElgWlRNPe+Qq3LXHhdBRzUgpkTHlmQCUmVZABYROBQBZ46Co5FPADkctONiCYM2WuROIN0b4eRwKJKJjEFHI2zHsDxZA9iIhzp18JIi2bM63d0FmBL9RR/EVrgHhWC1qHMC3dKOjM0CkWSLutiWXcS95QpDDGFQTQcZqUOQT8BEsEXdGt0cXkzJWgTdYEerpO48XODcBeegt1SBEp+Ew8U5mf5gUM8f+cjEoo/yitGissAjGCNAleghFTkFjBN5QBMmDMqos489Ny9NwXKIDphg0DUdW+85yjgusbykFcI2oBSYvjvBXlJAWfLcGxJKMKiaPlkSA7JgRy0cOmmVlC9i6K8VJDq5MzOj+IcNoG/piT9PpDPwUsxwCnqBXGwFwclwNVmbnh1AB4MOesgTzJq8T4EgGFSvzE60J5cZ7DjwUKaOL+k7t9V26GUpjW/eUcc0dxKrytIKMnvLVgmwHJGnFAbtwrM7FDnMXXpG4pRs7mFHkVhwN0wIXNBABQwK9ydDqUHHNbtCB9/gOhiURZQtwnDJO9p1tQ1xhsktEysvKVeZ7dlEgnURl+RbOqUzd8gzm8SgIcy88cjDdru2tKhfSpmKyArXM2iKQam4DyCAkqcFYPSWVkXYfppWWDlTk7ylZNQcdVCODwI6hEHJfNidNExkJG7IXtIQbZxSjuDWdFTSouYQ/AYGktwQnNK3dEINr0wbfAxtUovaRLrhNpDlLEqroIzPvne0ENHxQMVtLUF0LeqULvmKhI8L4iQMeqGK3+kU8zb4vFpBl4nuJpjH58BJwaBQzDLUoABOB4QQDMqDyH55MHhHM5M8UxyG/DSH7iXF9OByltiPkgSnFaSGMmuBcvCwKi0ApzD2wZ+SaTkuS6QB/nS07tE3WeuTpFBdukjItTCEPpewNsEDpLsVZOVzJzlrZ62gKLhNCkGCdUYBQLo0z4b8Awilox0phEEXRLkcRpL+dlWIQWW0+QVyPfKNGyBe0i8Ur4BClCcJtN/Su6UNSGkqN7Fz8eTFsfAlfdLjWpLC/lrF0KJGwXgOB554YiSbt5RLjP0EBkHYSyqFlAMwSeFkbpxg0A57GUscRGcigwP+JJTxIxpxyAos/FvaYoP/rRnysTKZGBRCmcOxef0II0SmBL028ooQXZyLA0b8icrH6YD9XiUgYUoQoAgZf1pxkMFoALMaAsAY1yVEDX9OEXU0UiHeyjlMCeL68CKcMMgopqC+pKMjNmkqIx2iVJH+4+GD9xmq7jMrSd510zKFmqDRJhVlpGe8gek/UGH+gWCnD+CUof8UwHOpMWs+C9bJlKAQKb5JEUvOYedHEIbZhJd0DZSPQxUg5iU1U/QmPjx52ekRXaqHMx/5UcJLCFrhTzpv1RCKR2YqUGbSv6CRwUGTvOjSMu2ELQo3A+MA/gxN4nWrVzYcGA0pQaFN8taPVCtbmwj8yWTxqUpAZiYxQ7p0Bp68IImJA/FgiT8R27aoF9GsmzRo9B8uZTsUTjRb5wGG/oMGTX4ao2mFPxmkvQQZCqwlUPvoP1D6PoqOMJ/gYYFUEBnH4yOCb1FyBH8edni5QF38NGmqmRPxob8FGhisICQ+steiZraDKRLBFhK68OcAUTdQZ+2RqJphBVU44WoaSD0BIplYQW4yvFQZLW5NdHuo0QL6j4rPjKm8+YAQiA9liA1/jj16Wp8Zm06aJVhBe53WB2BMv3UKBRvIET+PIkfcbgnrUkJ28hIpXFYNfdrgTx962TERJmADdR14ImdpHNATF7pU7tHfZCmwAwPMwQoiq8zKjUl6LxGtE94APthAWhJsPl9mKz3e0X8W5fzdkaMu/dG2Oa/0baYoQP0nVOklLPHISkHJ038Qp/KWFjTZNg2y+FNp0CenoPgOEy/+RAP6fkXQugYDhP4zJsUaiYr2VrxDbyBGeV8EjXYe7qT/+LjRStGk8kvqdryBsmBuPTD3SxNOvIJOeMkh4pTAfvrSZAhYP6yIrDTBn1cIsnzmUP4WMXpvoCpnnudNhOc8evBnVoO/Wk3jc9ZW6D9KVu7lhOe+UyflFdRDyNbTMtnYj5c2rcAgc+Up3Tnmrp5AUGZiP3FVjgXJ4E7s0r6CYEzmfEWI81q0+HOFbycubG8gC9d/glHKqEv7nLbWg67n0qbHkx6YIW8gBYIeig081+SCOIjgEYsuxUL4B3ee28BoqjbtYLUhMaPsIZqvTWWc+OxN2QpqRh4qtFD/QUXzSkbfOkaAif5D55qVVJHKvo6M2E8hC3rDoSSftQbfQG6AO4mPjk8SI8cbSEnZZwlxw2WIZtB/mGDZiRmwO4smH21aBYM18cnbM7kp8gaiLLPFPLHwVspAeQMxcMtYFjHtIoE4sZ+5D269ArL13Mh8AxES4tiCmK0Hjci7cSK8gVDdF6EnS/9h4GI/qTWI8no5oLfyWn6weFgX0z8XFL+N42dHyIKpTXcQ+gR4yuwlU5/adIyhd6p44QgszfAnVObOQpnYajysalO4NL9kQ2r2SvaENlUwmbGfH4Z24huTl3JG80nuDtALaI6V87EhwgWsKeHPDHhZghAvVgCMJPGnAQS/tZhnpepzqP885wYUM9tvptK06Z9tMoL4rRINvIGOCmUTddU9zux6A8GAkK0gOdx/a/4MMtDSAvtx3Cp6LHwJbQy8gbR87sQBZe8i0HoB9R39Ewg0Kf2nCl62MuKT1Vx0YD+WVk9CUWPzUW3fQHF4fIpAp13GhatN9UK8kl2hrcamqU35ILIWOhK5PQcRvoHI7LwRKi07Bp03bUrFwIPZIMOqmufE4KYLOP2HDNtuksr2AloCueluWO45GVT6iJ8eXf6WSQdZxSqEtOkFpv1WmbjlqFXq06U2mUiQrO1+icJ+zCo8AUjGH7IkP4Goa3oBUSHZhkgE/Q02Yl5AcKl7CufYs2i68VCkRy+gT6YHoAnoe6CpewEBOcrOGS74CFZIHYgJ9D2kIu1ANov0KQIt76S3pIv+0wj6Pcz87De8PdqU8YcVDLTJFvUC6A1URbpPwxD3O4DTpzlGhqJEYdc5pAB7LUZmOygKNLdnZoL+M+plFZKVtkchmXQgFoF/RQeLvaXRTZt2JflGUhcvoCTIvWbVb2MN2elTJRD2ouuKlxpzpgHJcPfXH+rWSVb0qTti41VdeRCF1GhAZsp8hEUU9ujqoj6NEvkw9njYnWqa+hRq76EIMXx2oyLoruK9p3zUfsOpiW8p2NCnqVX2iNNE3yBFpwYk6GM7tpHbno1g9GlbnJcwWvYd0NL0aeiPzfmk4ytYZWpAHrS8E95WG20aYkTWo4qI+6Sq4guLeuxSGmcaUKLLD+DAxxc4E9OniYfeRJOPP8ClQp+isXwnUarbsK1Rm2Zin4sSbOegnDOYueZUm1at2EwQPG5HvRv6tE6ityoY+wxyNuyu65k+PUuiw6Y4btJ3oQFdWreYKqw3UIXVgIrA2Ea6/GzIEHn6NEvFRWWkWs0QW+znUW3LQbRmL1phRp8mwvN0Vl5P+lTO+j86KPikGhb0aVQfF80KYBWjgwD7YZzxM2i0rwHQlRMaAob61ItjlkcBOXv0ixYNaI6Tj2sEw0ObqlGzQTAu2Zhk0mhAAiKzeUAgd6iSOQ2IK8GuUKDI3hziQgOisPdWiijaf2pmTwUCt7Rp34jsHi9Atp9BLA1oyFWOgPqYvaKAhP3cUXmnNoxW6NMZIx6JX5I/OpIcNMPojD5l8nynPIqG2lSULyMRvLMbATJ1MhyDwn0w23JUkhdbxyEX9sMFTtaxJMTmW3ME+2nxJVtR+tiHpozsLihZcJ/RNLmDo4k83OdMiJNuIsJFbHxhP18+eGmIOq0DRi/2Q0VGdtCIbz9wVID9VGnlGVU6XkOooUEFpxv30cKWSXxB2m1x2M8Euux9UfbpGTXcB9NMfnHo/oRBQXCfLzcZ95FS4qQwCLNSckpgPyGg9oEhkt7516e9fDOSrXN3xUGrsO3lkh1ZOA4+eGgcOO3ljj8uCuiVTSOBB/ajYO8MTK58U4eI9nJ3ZQRZd08ZYKHtAyhyy7DQyCvnOLWXhKpkqMO4z2xV5jI4YttngR/d96TRSz8w4UukS63GxouXqhCELReV5gx3jXYkFdVDAZJq+2ikjWSPuSMZ1RazguTuwmd1xKYeLaaMPBkEHc5vwEBN24eLj7UAmKosoVXTXrrgylbxEZkjDDLUXsKRYx3R5uqjgyuwJV4RKxWi66NvlmDLuN9sDpE69o2aKUwvHqyGQJjJEMgowJZ9AmwHNr5kB6NQ7aWiRflDjTzPoqqu7RPCdJf50V7HAqEpTLNQ65ZGy+ydNdpLKZl+YkpSnkqxqL1MgOd+jlDJXgbp0PbBLNtUeLhlBHmTU5hGqnIHNUggWs/M19qIZY5/PirClkW+eJAOm1kBKQ5sSUZQNocOD9kNVWgvF0l4mCOcfEKPDVvusdh1Htp4HI/PQUxMINY/bXLeJ/MCtqSqse+yoPA4IwxhMUeJuL/xzEbYfGkvQQy6WyNi7mEnwk5Nk9daNq7ZHgIt5CnMpSnMD14bThPQnHQjyyDmoJfbUZCWOwzWwZY9NlijKBCSl0A9aC/VJPCxyB05wNgEbOnUxDmNJMgxxjDAllUg+IYpX66ZxAZbEhh0PhJobAJwfLR96LDlJCJKNhzIFG0fN5iZQKWMH4JkipMgNWRaz7sDeUGNss1owFbbJ8mBvf/oeZoBnG9mC0V/IwOZo5xpaC01D/drtXE0L4K8mVNCsm1XCrKSxripS9EkHprlKBsRxGotv5htNYdEMwqwEYOYZ+i4VAFR12MoD+sRtZAbfDo+VKIDO5WrRtunQqmnOIOzFqS/9nJKQjagapdNjFmCLRkg5QaGSLmGgTetJYYMjvpJmB9ocYP1DBrbh4xGnHRLyJsZYZAfKPOjtfwayweWpL5qC4vW0zHVT0nL5CZ6jQatMIrQWlL5ynIu8CBpLUU8wYGqkMhbiy5MXaJh5abCzJxD78ySwKbDHXjLWZYNni50ObWWk2C2jzI9uUgTyUFMqjYuJ+KotRwVdSxXqaOOccR68CxxTShg2ynGgbYPGu1DCilwSEpFrCdwKTspkUDZ6nEMlEuswMol7MpgPYUInEQRFK1n1+Heq6DZSdGQFxOUw35EsseN7HjzZq45zRyyFnITZQashy/LO6g4krv2SgWvejSaumxhzVFwvPKJIX2D+q8Q64nr408hqLamLmlE7UgiLhzIliRvZllo1rSyMm/58Tl4qaqWndAY6YP1WNHMCQz5yUdYnmA9ZGJ7jpQoeQefElhMuaT9SenCFf+2vJlbCPhWBuJ4CpTBetLMZRpo9LKDLC/W0+SLoBgW1SpHgks2ArrK0ODlHFb2gZeYl64kzRUelcB6MtQ+Rc1mCIfG3swYUk66hmIfAinU9kER5ZONAu0bft728aFhlzFdylYIvFjMIAl880ulU26AgfVcGWYpBEWcUSEq1vPjihcS7XsHIoQ81KAArWcjLD8ziuQ/QAfW8wSDJ+IJeillnAwmeIGo9ZzhtDUF7fENboE3k9NO7sBlwxCsZ6nKA5Go8j4CQOu5a+w9cE/eQI3Vm1moyA61YpFdeF54M5Mk7A48eOQuPTxOeBA+sZhHhXaIQj2wmEqbngdDil+SAEHraQVINkLlj4uGZWI9ALy4I5o9O4mEt+2zglDGQPbolHIEsJ4VhP6orM7lxFDfzEqyDIVGn2uKiTAYJ+oQ58mk4R2ojGg9L3DYi5ZKcpMpYF5MPw6OZoGH9wVYgvWA+HoEVZpy0ghDb+YbYu5g2FbhPH43th+2DNZJQS+vZok2+QYBLX44RhHOU2hyc/mi8WIyGbThJOicVdlHkM9P6Yv5RMzhdCk6Xh0T1uMA7hcoCJBHTMl4M5fM+erfIt/j0gHrMaC4Q+8EWdsQk15NH2dylB14PA6DHM4zx5m1QLM8bEqEwLPGGTiPFpU/QJXIuzyw8GqiQHsBV2Myjy8Ob+YSHVc0dffnIj+tZ+WUIxKZ8RwaCbWeb1O8UM/pJvNX2HoWOnItCzueS9gdJzkzAFs+nlrcD/Dyq0ZrtJ5LcOQRd23+lmIT57FM9BdOsLll3Z03s5FiLisNxXmA4G3SKXXWETsAaE0xJvbTmwAyXkxCL29zB+KpdOFqPZesfJ+9O43Xm9bzk8c+JXQmN8FT8qTnlujFXIx7DzRMMwRCQHZqGMY3c9tlqzAB3EybATiPWaY7+U2p0fIhdHI+DlGeJoUA52Fk5H5y7NxsQSCcp9Bsl9L40C4KtdOadBh9BwhueSqC2ptpxe8dkGB0DY8ytKbYikwADhZPMyAIzoPnlLOEjvAVnVdwHhqgGcyGCVZVPlyCLkZXcR4Ggy8iMIPPBUmjNZNc38kGqos388KYTUoYqMtEJWpNyqdvuqOYc9zBDT6pgeXNLMEiw82ZecKVqnX8TQ8nb2J0iZQnDMvHSEI8dXWB1rRAlVs8jrmVl8eHOk3EebpYudxZ6R9V2ZPy1KLza7bpiVholPJEAvS7ElU7DpYtU55lX6xyeWPeK8TiYBsIZVN8uqr4HB1K222HK+X5xogj6PPmtcy8pPj0Fb5bL2QMMI7ozEceOYkEUR/gmzhP1Io9GsFCdovShd5cEMHqpPf2JcWHiZuPcIbM6qaKjNYMROLnuPao6MwvGL4FBawr2Xu0playRQ2gybItGqE3O8TxO3pO3MuPRjjPlRGOaOGPcw14cZ4qAD4KzkM+AQS0QyIvdXQmmY28perCCgDRxpWkLj4HDUnHGnK1phfPXotuWacZo4NMMbTgyru+vDSjhLcrnHAeHSX+B6qbj1abaE0RNvITibwouBJtgUd5IX2pTCdYPp+L1jtYRa8kR8byiZPjXTqd/kCVFesZAc3JCrf2X4Q4rKcLz2y9c8DKGOgAzkNhib+RwLcDd8h5Fw0E1rPFlVdQER/PRUIILB8gdbJy2TfvFeINjo8bA8snwuPmY/lmK01p0ZtU5r4FlZnO1JTwEtKw6Ti/pDerJndnJIJdoAkTvblF761Zoqycnnl6k4JSdg4iKpaPEpn3gaeZl6yEDmZI1Trz0J8fEuDNt2Rn7FQvc7QmZp+8xC7IVAbAQlyZmd/JqQ3/GXi05hcgr3QJneoODee50JS3XJXIirqRgivX3PinCmFbtKZU1qrG0OK7nL98ztxwPWZI3l54cZ4FVjIX5aKdg5GD0x4JHriSBgbfIsjJRgyV8/IBRJmNkNThl2R5ePlQQe08SoQ2DDtSejMRwjMxsMzuoZPSm3eJu7IL5aaa4aQ3GeG4hiWc70DB6ctnsOkzly9vmL2nN7kg2hZQLL0WQ5hvp+qKHNpFiiunmj5JJSHrZx0LvdkC06Egjm1GAWgvn8vUzPT2ZzX84oQrA4FtLQwInkuYnME1Mx68nX2ID6WGnGt+ufD0lGlHayLps+noYfN2zgH4K3ow/EpoCq05+pnzlEVtpIych0L1giv1/qcKMji15pnfRhSTY3PZJNScE6CegQjRTQNSVHMakPLWDoGyp0Mc6E1LNn/BpW/n6XHk5dMmJXtiztHnEIBePh+eNoi6QH9kDGmnbjnwdooGyEkq5G0Bd0RxpZe2bSeqaYtZkag5QaD4JWgYtBwpo94082J90/bkI7y5vnyKpG6zTEU/xUictxONwWt9FvGwLHROa0HCaE1DO+8EMsIRdIDElY17v4VRlvW9AUdv0kDjIHAo7swqOV4+XIo7cc/OSyHD+KQVcXg7dWTIVnx0k2nCiCtF2G3No+3tnNH5Tx8G3WhNVatdJ251kzGuak4pZdlKEUP7T01PkM+gUkzp2ehZpOmzoVyxaM4VaD+AQN4OSyJCc15BeSQy0GwKYhr0ZqGt7MTkEwOm1NxyAjxGbD4cAr18cAjZZ1Q8/A8wjm9nGrmdgbTKtxgW307FOzuPjdBuc1KoOdNQVfIl0XWMQF8CEby3UxHZ3mST4JN44tsptfdgNjSxqjoKDmIp8ak3PWT91t+VrBJPoDfnxlSKubEmuhHdnxz2vHwqZPkoBe27ZxTMjrPWte/oxmjOLNuHsDTcdoZwmpPMxOftSaE3gfR4IKpxdhsBWTTnjwU71TB110ls05yIjSqTFO7KKTye6pCZtxPEkn2GDtuniHFBd0oRY0VjcrZDTZnezlXTTXZhcP9ZkKA5Q/VnSSbaOOzWNCcACq+ghJrH0ePAu0dzSlbTs/SZSjTpTjg83msxLOvkfjnl+RDTm2DuW7gAZGeaVtGcg6QqLbg9DX26Hfm4NCdf005DAsXeBXroPQs4/AAEdD4FGR56T2MHq1In1Cbd40V3bgz7xeTyT4it7kxAtS3TfF+mIKL3OBF4pzkX8ujNvtKPUyPE3z1f7UMV6vgch0lgDi08754yU/7qid7OexNpziYdsBi2PbvUG3Vn3eeHcGH6Kcoo6T1fSnho45w1bsQJXMk19wcurHilL63ew2M/CxM/XokKAL1nQduu4cjgFxCCoTtdPPgMJ963QEZS76Gi9x8FIj5CiSR6jx7nrrIEZiuattF7ZJzuPxB/OzUJot5Dhs1zTSraOfYoDpKpGqM3URlQPt79kEUSGxXHIc1JaLeN2B1tyAxM9B4mBjabOaE/IJ/RezzxXoYGOB8B9UzvuYAnewGE4x5dHKE7lZy+k91kqOZkQOg7YCjTQO8JwSgrlcRoj9rx6U4rJT9jBofXEOjl7hwo0Hsw+O0Scj72JZ04vScOyHZyI+xMJnP0nr7CtzIE0P6bm+JUCEiF5rSCkNWD2LY/VUTQnUhmspNZjuzPLTJ0J4At/4TDQprmtLL1SPq6/FGSksEBccpoTiz2nchwONGcjmZPQ5DEoPzC5aNiBaw4AAFxpQ/RHAEpNYtHxw6uRLGaV2g6+4ofElx5BCLfWIKyD38kwJRfwEnfrHjNBCmuhOKQeQwa8QEQTWDKKw+yU6qBRUx5wU+egYPrNZCu6LCZBg5TSnDipVIh9BsvTUxZCDA3oCrcJDiVMGUloAxCz4+dh5QIU8JhyFIqlDYjIXyYcgkjJ30zmc2QCBJTWrbIU2pZnoOYAZiygYHc4c7ehnaSEHMvIZHgeyKdWsWq6z7Qx4R3wgFoFalUs3KOmHHQRXjaxESjWTZl9rioFi9toijptiFkOyUQL61inKwMhWjms5phhzs8iu2kn+HOEdbDJ7n8WkW5M7qRBAMvZcLCiXIOYSPEWeSlUmJwohoo20vDnR9uGWwVBWnqRQhIZAlWAFvFpwjWLC8fOYIeQW1i4gUrk6IQH40kgROH6NhmaMhwwsbKdjGJjYNmgWX9xkBoKc16ZAmlosgQuA5bxTJ+uUCd002mgIeWcsuUTIHtau9JnWwpY7R5hCScHXTGwYlYXNY1JahclC4TJ4aQsdEu4PA+J62pRRiB3M9lkKwjhjYtpZk0+wcUFnlBlIlWsY9g5nB4+E13HLSUSV3WwgUFsrWQUptIqIaVMAumg2otwIkC1ngPxSg5isNUm1i2Y8f5XPM5ckRILTIpoNtIGcvZSelDFYrQKvYAzRgYUbxV8bSd9EPjVE6RZARhVpx4oIzDKVQokzhBCCeyuNt5ftnZQKlgF8mI7ABfEjIOQ2oV90j3Gz0nB/gblFp8EcMN6C3yzrUiGE/jHb8ysZGJPMFpE/s85CcieInaySZW7gdCLesIgNtEICSsdgRNsxIebXZqGEKtIoNDr1ClzjdjuGE8dfK2oFiqu0kTA7v4US6Z5EbO4IMJxnP554AUhWW3fmI8qV+ZACaWH1Lk6UnFFYV2UofmznLKIq/QckhqUYGWbARPxbxES7JVrJLocRahyUiBrDAePD4OSAcgX/XI2kQ3ha9acmUrI03axABSu/BJyssYnngXQ11PIlkjYzmMahMLITd2AAMftIHFV4HhgF2MYyQ3qAPNIEoswXjOyHyz0dOuwLWkpYyqkCn4XcgvoOQwHrqyHWLIXj5y5oeUoiMQX5RlzJ6TI0JLKQGHtex185aTRa0iBkp3csCiTpvYIMlxaGJxSiQsjKeKnm9uabIxjEHUUqZgzAW4/j5AVYR2ErQryz2mKNPiqUPAnczyaLSJV+DkJsPEnCPvc26Nk2yLB++Ow00IzFmVbASDtAlpE7c88UY5ZmQFfIsYD1cD/6EGzSVL+MB43At7r3BOBsHBA3ZxCthmdOA6FBcfXkYLYvkABuubgAKknZQzkrewKGI8QZz4Uxi3DG3iI5x3sOrLXXpmBK1nb1OJmYyyZE5OeevqjZQiGCU56q0ynwiCA5tI+TAeGnSZBSiQ7CFuFeOpEccPEVk6qc9hPDpANySjKh4EsNDL2OIzI80p/R9mKrSTQa5b0zOdUtCFd3FR4z6jwpd/lAGEXQwhJYNgi5IbeBCzU8FkYTxRqJhEiQpSiiNIOAHGqnYSwIosB7mjB0Y0VGV3ptLJFLDcu7jIKPAUzOdgmqCCFYoZNfuYgyEvZdl0GoQmA0b0s5QdnKnyQk5sHooUE+OpwLST4PDMWBojYBU3t3gZIa0THvKB8SxVyDoI/GUDLfYwIqmirUkC0p+o4HgZvXB6YuCGlzImSlAUR2ErWVpgV36BZqrSGe+iGs69eWiCV4A79DKqmcwqrqHaq2tq+F4ir5fRSKPsXy8c0IE3jJipmudg8HGAEdEYHdKEgj2kDI120nN0d2hN5K69OCc8pi5YRblBB01kyBO5lDCioBzeuWm2HxmNtpODoB76WPkS+gjbSTQR3LGMnZ1kA6J2EjNwA2ZYlK+Jbd7FqdEMhQafa4rJMAfD0xEjglnwAqrEyQSWJHgZoUw4p5WSj9EV2k5SqeYlUKCcMg4FRgRDyh1qlPlhGQSMmAWzR0BSeBVJA50QC9470fvRShpC+gESAuUUYvxdHF2wP0k0suLxAPYyano5W/vlem15GPHzNpzTlpw1SThoaKvDu1ggTHbKsqIIRpyK9AxuYrSSc5FPwMAKVwNm7WXE6vA4hET9zmoKRuyjsFf7trLV9ce7mDYh6/jR53xYCxixC8lLMHXz0BEpHoTS3MuIxitr+XHzMC51gWUpCmHEJiD5yO6NyxVphBHfyNhPlSuGvIs0SF2r3c8FDJRDndKGVtJMDSfcMbjPJLWTbpBkKol8zkaNAUYccfUZPJBmC2UKX8YZSTbpH5X1wR4h3TjC9+khGbnJnYanQtMh72IVKh6IBe8/ND15qFATU5MfLP3BBO5TzC5Tk0bo8okmVBeb44ARlWjt0qM6HKqlpxujsPhb2bbBdGSnJr2QcbdFI77HA5mSFAV8ClGE5Beu47toCCvf2WzxSzJSeJuKQzdKiHM+PXe0sBoYkYqaa/kw91e64JmSRDP8D5lbXocujGYEzfMddCmYd5EuKhOZccadnOHEiBeAuBNem8MpSRpiGYyGGVZDEXLEfaBxhO/UEeOBfHS4myoZMOKPOM/iBllW4iFCM8rV2aRgzHQfgjW60SvDNzHa5Rx1LQbtRGB7Fyk3ZK2+LV6AkhPfgVSSD4ilcC1POhgxxX4Wm53ZQ16QlzHIOx7ZoA3HwNvUpBPZo3uwWQxNdXSjmaBVLtTtvUKwGKRzu5uSzDDkmdwyqyIJSd24RTLDKVCQBN8BQ+K/imh5GQGEuZjDslexlOVBIHkQlFw8exUvkjzMo9aNMpLy1IJCT5FoD0Y8CuRoQQYfQAI/QclFT9ztMN/IGRuCkmq2eJyNA7tOQRvBSQsm/DCpioeJkIoRK6SwEoJQ8FsCWQUlp8Q8jWyTO7I16cYkzx26JkhWjhUF3Rh5l5VcvVm1DyX4zkN+VB3OJ3awOWE1nGrGKAhvHC9PWAhGkvL4Kj0msoExYbtLCptm9DPNXot9sh34YA02YSzDd3aobT+AfrJ78h7oxlQHL8EuUduni4tuzEPDGdnI/MoJHL6TmvVARETRjE1eP0vS234bvrCSpn8yFwgKtAu3Et+5kvkYAZczQFvwUKIYdCNcl6xcWNN7iajwJEK0ERv5ymUHL7i4Bhdd8J08bx8EgZeHnWF1I5MhGW7DWRy+g0GOM2ENv31MrOSUFFasNCu/pEQjrGSIBntPHrWtoI9rxw17vuSLh0+gyMorGSfpfdDhy0tRhgyWkLOmGdkof4mL6pR8AXRjAzfbY83XbxVmwUZuWnA1fY87q0dfyY2ZXduxollNgO/ATTrlBDLHMYURvrO4YYsAIYeN/DL9B4mgaMZCFB+BgovsXKIU2jGFkX3JRsg2ka2iHX/I+ExVAisCk+GhDiXQjkdgeQkWLtkLfAbwHSZ83jWlyL5j48crqWaZuSo7d47ByicQlE74sPTzkVCtcApSPnTjS9mUhG27RlindtRi4ansjfAwGVs3XtmytQB4PRc3OAZF+Wq8kVZ9WUumk51hyQrfaaAfSo4WrlnlgNOVdetGJD2rASJ3n6UEvZIKlrJsNua8EkaoN7JRkAsgXPoH2DevpIvObYNEi88ahPpGfknkmUl4+JNTEXznjMI/sanT040YqDyIjccdiSDBK7kkLz9tcNnwYeGab1AFZJMgcqkdxUrfq6SyczaAaUclFHZiqeDGUuSDduTb+wlP8MobKWIxR+jSY1XjQeM7Wy1+ydoaXksc1I4WEPmMbN+uPArzStrAsg8xpewvdxhoR8QTr8UH5gVO+3QjpADfAwSJL6nBwXe46OWMhLNUqAnwHRlXrwU66mFXpU5rQrroxiubLBwPGd63tN7IvTbbR5fjF8GS8kZWqbIT9eK8lDIFPBzpqfJCogr6JyinVzd+yWNlocleAi70RvZJsvEsiP1V3+AbiaHLRyVC3FRCNmjHrIU3oIFsi2FTQTsGMs1HdLi7hJwe+I4SjU8CeZgFXRNAO3pR5EzWdu8xoPZKJp3YddrQbbJQMfpxAZ7dl7e0z3gA6scIZ9kKkgP7r83foCIXFz40U7r5kBF7IR9ruAIkTrtTxtobaYjJc2EaoUEUsKIdRwzIUhrJ2GlMe/iwzo8Hs+GHVVWS0SmvgaluZJTachpt+B2DDt9IBu5+QZblpaL+oVQtvJE9yryTHlqdbtTU8yWmzO00ryP9SOHdgkyIeCISFL2QhVWy1sEUL+HBjjeyjI+9yM3glsNogX7U8fVCBOG9JUiIdsxUewKSTz9EiTuo50bNC8mmQn5qYIANPnQ37LYjijtPzkk/YtlttgV669lpoB+rFHktmnk2BtMy2nENnTVOj9ihPES8kXOl1jcchjs0q/KNlPPgn4HeugjCEt+JWvwnD5s1Xsgr1h3K4utdANqiIfkctxkohy/BCIaGHAToNRxasxtPoNCPXfzea9FM1unKmlPeV6R2NEEjSzA71XRp2uA7EhR9jqnV/ZZQpB+jxt4JrwUa7Til9RFiqHkZdacassnl9rwxYTt+Zv2IN2YXoOHgH2wlHemkPXSGm3VvqxDfeerbZtyCbEKkOf34WvgpFOJstCtF2pEUzkMhJn1eYyG4oo6AF/KDih0GhNS2szqoHxuXvII8WD/iaqUhf0TuxdbNbxjDoCHJULHfleIu9bClI3+gPoM7aRvRGp5+vBzybZ4dW7XLUT+etcitiTFbw5jHh6EjcNQBx106446OpHr7uS4xaDTkUt17YCHkmQqQ0Y+pJPYhOctfilNIQ7LYsZ+Q0T7lUkFDHvDwKSKs+BB9jTQkAM3N5AzVJ8CT1ZB4/pEY0rM57676sQaM56rMsnMYYnBqI7ygHckgn8MCN4V2RKOy00zNXsmxjobEsrCtctSOJFNFQyaQ8DcqEb0CPh/0I51UdsNTdo8iItGRSUE2jKzVnafBa0gQnz8DB47XQGpFEA5f6kc7bfKPJpobTUQXfDiHIEtlU8oePRFHQ4qSebk8aCL0o9+cjaGKhq05h0BDJunbR/64PXsw0pBqBmQRsdjZoBxGNSSdMs+h0A9C2tHQ0lsxMmb/nVUCpmkaoB1XVR8JIOhulDpF0PCQi35M4uUZtajqxyAEMpI6g7uRItQ5K8gq+FCDVEYiSHFzJmbAh1YSstyPQjzwIQBRJ9WwAYt6SIMPM9046RBFnMjIhA/zUMgQsEzZT0WA8CE2MKP407HVMJjEh2hGM1UQEFvPXhh8OANPnpGD7TWIRg52TniA7eiqfCMu9Bc4lcB2DE1mp9PQTWyH7s1JKwVkCUiZxIdkqJyUbS1rAU4YfNilIjOActw2GjDCh0eG5Cc7Wlu7MMWHUGpyCqoXP+BqSmtn9CpbZwycg/LQ0Q7W8cmefsDhfYz4aQcd2+wIO844J6djO7iaJacAAOhDIN5o7aRl2VM3ytwSAG6xIgRkbfRJcNIBZfCgFSUZivDDZ7cnc2oKHWjtCCmjF2WR46SkdnjQSsDWwdXnkqlcWiyOrM1lwCFHLMO22K8KuQMbGy1aOzVgYLwlOCc9G4MHGQx6abTAZglsNLSDeW57jHWIGyr2abFsn1gRlyhO2kAKDwLw7K+xkJkKTbRYBK1VDxsoR4igBA/uUPNPtc8ScuppD09w2VFgMvNSlrwWG2XFRntrcr49qCnsaJ6jIJMlL+XZw4KoS1sNxxan88Q1hQWkaq0DRtFDEUjAgn1qrpQGJmM0v3aQSxJ/4auS85W6dhBzivvxgCK7CVmmPbSg6lk22ryijk87WIExC0Cr222GqLV2GKHITFiM21QRsbXD6G40THuZwGaIKWziZfZOCirZyknXYltcnUwSE7nApGPBN6quVyhMBkHlAwtuGLmC3aHXgPSitfMFY++BTnG1srV36yaxS8qs2Gq0z18XRxyNEqJsJUNKOyhFZ/OtCeJoi3fejWuCFePGwVZuk/7OmPMCXipyEqWydhANhzNNKXVOLQBYcAmd33HSI9uYBLFTt4i0gppzHAMYPdd8K8OCQI7kCA1QvAxHMa2dtmr/KNXMLRilTpkZaHOQ5rykzkA7qEq19dK0I1KC46vSIGG7IBHEOrAU/H2CzAQqx/wQJDIGWUzB0hoOupOPMOTlqDOeWPCLBu/sKpMpjEmBBZd8cEYuCLlJDQStYOnrZRK1yVYEpGkHbVjlDoAxpFrD0gpZABVAmccZulYQ7G8bJrbwMVnPu3CaXg+JgPAPh+Dvmyp+V+iMJ4JUhAVVqNkALGTISVpYp4CQWgPJmeUtNlq0g3U8nHNLgd1kp0JrpxNzxwl0IY9YdfBQpoKwVzIUwDQYAHJsoaON6CPQuexhenfO2+vicQDuIabq7xyLfAR4oRVM+/JTQxlykzsqg2GCWFvBvyd3ImSiRyt4yMl1VHDik14yseCCELnDEK8stYkFC5IQkZsSz3IOOWfmtFio0AryQONwFXTkrEobTxe6rGkHJ4DIEzhgZg5Y5mBBDANyHOWWg1awLeNyFYS8tYNWGPYk0xrnLDL3VWzsvFKjJvCNAlH8NZOlT/WZvLWoypSTEKIBCnmSNE5/HGKFA1VHZAEdXGQCXwqwIBJ2k0GFy1aEZnaqlxbYqz9t8IsIlo7t6/QONT537TEJLkZ+TQ2C6cxRcaj5xI8Cg2faWhz4hys7bQFiAQduJvLULLv918aotROnjmOaUNwmkGi2dt5sS7ap4zyY3N79y/B+dfDCOBaV8dcPn6x0Y8IfeILY2pkCmh3GYcbQ+uHAyAZWLBCmBuvY2ZNUYDlD0peHEpT1pgCABsMA0/76kMtJieqeBRoDrZ0Qhw75gojzyXdwoB4fGwWFB1lLg7zdBUUT6yREKLZ+QOBYtzSfCLEiG6gwZ6eqMcWBhGnbEoClT9FgfLdN7oXjIA3T6MzgWimHHFIBeujuLo8G/ezsQ+/NS1RKzC3w0gQHntH0QKNiT2QEgNZwE9LFEBZyw8w3HJi1kAuDcOFAMJ7b0I+MfEOK3U4FM+AdMWcFY0Arf5fIbFSoRH9PQPkqMlhetC8csItEQn/9TMmmqUJmrxlrnkZgBsI2gVPDbZ8jxzYY9EQ5S16KGQ+BPvxItYZsGt2JbwxNa7gGTpaw+cZD9d5wYByZDCSDlnx05wUHYpHzyMRE24eoX2uHjefmFGTCmfyIefds0bs/0OEXDsL1is79NsRHjgJHa3dd0b0gKHTAUZxYjjUM+6MEW7ICJCweqvTD+0bPGCwVd+kvHTjOhkkAHwQFxIFnl7vDjxS5S0/O04g8WrCoLBxLaYnj2BptWe5BVgkHZsiSY9Rh4pty6ODAJk32EzenuYsXPk56i6fvh1RAuAUcQ8diQbIXtTmUpbYQdyqXRW9YFTWsYsmPv1a+7D5OdKyCkkh412/Je2lkCUv5JXDNxI4DWkTFszOocCAXAp6WKsbpnMmAA6X8fYAHjV7mQfWryP7eyL4VOAUHK9cwBriewg77Mq9Fa+cFnWOmCHsLdIJaOwosPTGxz77SgK61w+TJBl3tzEYus3YXFKl3DZoobOLKwN8MabITQhr8QwzBgQ6qOOMioa+xYrE1dATcoElqrFiyEO/eOfQCuvSDU0hFcI0ma8M5ieWsyewgfoDorXL0GMWLKsfm+cgf5AT9D0ASDqSSegeTPpzQjgkPVUjvTVQlgkV4+XG9IMrvGpn8VeGX1hBM4dY5EHMVBahPYtYQvV9mgbgECyTHQgrJTmpoZjCgoTVrfR552BYHgGFIDWHA7IdvetDmDlMA7FQxUl5DQH3Ygw9Ofx8juJgogFrDEW68cFXBJiPGSWsHY3mdmg0e1ygOB0qNcS0Sgc+FjZ+THKpErSFUi+zjxAaHQ4YOBwKQsEkRbLDWMCLk3TQsLcDyDXuYUsj1E/oGcnq5BgbK3YXF9u7UKsyB9I2/XhxegeoNtzox+lVhIOgkAhhr2FLo2i3BBpS0mpvY9XgaY6ju1bOjBz9REfO3gVUGYB3jaGyqOIkHNult0kAU8CElZQkMwfAGDaquMXPkK3awW3GThgH/OvjenAiu1ugPBza9fQcxKrcDmeChRiu8iKjgwBS4ELmmkv8ok0xGsgLDkwgzszeL94Q3QBLwd8SgN9FBRz6Q5cxO3TLyDiKlg5ki91yLuOB1fxa8CAl7D0VKYsqQTgyv8yTDVt0BZsrQT4OsYgWhi0EjhQFDO3OcmFUADOgScjZb7YOYaKcMrWzwvw4HNlmfjik7SaYZjIYlq6EOXOK6tlQx4BDXa1AV+qxGKaYMM4z4Eg5a5BKLgHbX1fA9TeWDHWTZ+MsJtUnnKGg0rynvZtf0BTI3vIRE0bMXmHwT42DOURdikAkuxetpisVMQfr4uyU1G4Hz4tYEiDDg3H4IHpZYGYl9fhVbHi0hUgojkODnmpGZ6z062GsbypRhaZFNWqJTd0oh9K5jktaA1wQrqGHm2RAPrE57cY5ThY+KPoMYYqbB5NDchigUr6kRP9xgf/q75tCfYCHC3SQmeajVN+3giQwWIArnmhGP7xNRHE2nGwbUtLLK3TF7rxBggj4okUwVHmbIW0eErFgylRjQSvFhBJL0zhw8dqqZJlqBVoGTNF3XX3RuqKPMx3S5YsBEFlkBiik/gnlgwLfM04BCmB3A6dpdUV59gNKKj0xIcd325TR8GDAAmjtBoOhZHFLBGvqgcjBF2R/AQwXW0IwDj0C590imqMAaLnX4KLvEfKKKkRN2QxU94G8LJ1Uh+ruZlNtQUm+A4BIDpvnboIzaZP/EVt81s9MoJr9aQQfeeLZr8CVQcauBwR9f9eVUi2ja0oqOQOLZI3Sy1+KhbIfsH8FBYlf8R0iLswkJsfVUDGIN5Tof+yXJIhrpMNBHqmVEV+pvqRjrjkQVv2V4iC00LPFTUYYcxdb1oUIbtZPgYruHrfUsVB9PYxG2+Z4KsYZohPISR2G1MpMGA9Ig+x5rBPxtsGmnbsmhM3xlawkIh+vRwuyYG1jYwiuMsnJZMd5LhOt09wEKW6ikzRtJouqiiTh213WLtsDlsqVEo8N1WmPe4gOTdWvQwH+H3DzSroAHkWMIA3Zxbs7IMftBlee7WE/tAhVK+0quePYx733s7chLU4gIUmiUoiecUmjzeFpdu3hzyTuIvEeTFwbcQuKBlImQFbx8nLAEMtUVsLDayQl8rmus7U0UZruCVeq7ijo0jDe7DQxT4dlM1Y9guSJr5PTAV9Fl0K2Yt5YO5xbPvhesoz0mvBUG5VtISO5dT43VjD94qEY4tIowxnbODjLPptmB12QJdB6rAKP/DdDNhyZtl3n68VdMD5orS92UGkc7/xBezgSo0DbxGo4esGpV8LBHteh3yXzsNKsNdrZN9t33TL/fcTCzWl7dtp5Gx9fwgI6p9zmqXvh9juRl9v0uyoXs+52WDH83vMPCRZM0rW6ma95986kvCN7YpSFGvCvnZb//2JIdZEOVHYn5512yE44BeURuOIditlr75a+WHjRXmwnYLlhX/l/GrO9zxtixvs/xUs3CUaRki0r48e6bz/c7PCg2hKQzmxPx7d2/0v1YELT8jlPSMeCLRivVkQNbU8yELhxE3O+/ufimoIR3bMUS/hsF5O9zSEjZarL+dp6Mv7/2OaK3QDl6XZwg5P/IaL/jSeizvhtq0WHVhllM7PcH1fL3OQtKvJd+bmzOLae6EAqf3UT1xt4eFvxVMktXIYDjjfNF54QaBOx3vB5ismX2Du1MqSl/VWSqrWmQdIc4W17I9GGbuNLai2o0/gooh2biJvdublh1wqwvf5ezCSWL6lm38zTY/OtjGd3DiJM2oMbRCQ+17He8KNn9WAZInRBFgP1OyIIP1oYa7LJPXBDwTD9af03EBBPoYgL7+JPyOe+fl4oIgJvotN6V85Id5WLoeQa7/vqo11r+Bdxk7+p3CZpgteHRITb10Bnn/PLlr48z8IZCMpw3MPI5WKobiiqIN3bY8ddTpVbtkRGuAqnI75TwcPzXKMJ+J0wz6o+VlF3OGpn1iYgcrrlg8q+CUPEUjRb4Aw4wnyPhQfa9ENJwP9YREyecS/R3OV+H9juefnJNLFTZK1Dk/vrYBD914aNbUT3+d7Yi+17IJsF+J8ycst/xDhtl3wvBFNhJwoD6ax34q6Rny0LvDG/J1PM7OpL7vbDJyn4vFGFl9ZSBxfWIoPHXyDqsA40TK4DD53IQ1ewzlTh8L8j7V88hUz2wkGAuv0DHS9L0979HJv/AQdMbz8z99ZMLK6kCov003XQ5Wszs9zwFrb/LiQL10TI1sliefHiXzIc/1oBKl+Nhcns4YsM1Kzi+G1ZosxV6OhsMGX+11MS2NZiBuWbIcDwgVPp03/FSBZvvuiHxWA9EeF6U3k4YIXFGP6PvZtn8/S/vhBtxg8cJpwL/mmcST5mS1Nph+nA5HCJ4pamerCnS6F8DrWEEbrKaxxEF/6PaAfU1yEdDmd7VI7YYgzguuGTv3TUw9nueErm9l8joZ7yc/fUSysvjyg2sNXbE8eiIvNuJgrFuPhLxz6QY765J3HOgcLjbnCPv8vEwkwrpdDao/TVTYy0s0fbHFqnbSSp5kshupLtE77bJ2P+GjSNxSv0rH7S3LkoOTwE8cjxDhvs9D4+Lv9vVUeEopizwS/fNu3sz9nse394ulLDpZhaMeFfMkDeKuLJDdKH+VbJAyyftkF5yBojXIZT4/mdEzvtfkTX+bldWxdfey9s0hPgrZyHmUuFmKu7QG7fzatuNfmr+AXPOXyelXj9pwrASRQieZ+NxT6qI4lWdVO/uQbkiCIIronB6V0xxv+spkfBKyL0dI1GHd90kvOthYOQb8cBWAjjkr36uWrkMYDQVF1le561wd/61foAx8V01LDsPE0bWUBMV/mq6pBP8CYF3PBjieWs5XA+Ui6MxvPor5cZcWUasjNVCtxsB5u9/BeL83S7GIS+jouZ1VDh4F0/M3+1c4L3rBbngj/Ugh9cJfdyia2JYw95A330bsDXdstXJIgV/fZzUHvzm4CnIRp53il2v0IuNhi3xr3q6tDeUwrQW6QqvwyOIv4A1nuTMlb+OVsFbSSPeFDy8eN1mBNdLhHM2CTzeZaOz3/XG/Py9jmALf69DZbTf9egSd6mTQVNLcXjvpjHYm4gEphoRkfwVkVV7mhXm0MTP9TzU8wZRbjZDMe/aPfG/apTH6xr/+Bpe32674X/FBDTVJlGm5nqy3Y/RC29EcOciVOD4KyQabEVB1JuW49PrvipsUUg52TV2a++eHZVA9TAKNrzrtsbf62SBsN/1Dn1tzbFr9srOxF8fV2gfMATgAiCuXM+N3X7fGyDE3+tcOfh7nZvrZQZW9x+CrnfFHHdnni/bgApD78IdcDOFgjadFUj+uicPKyVtT3OxcXE/vMydx41j1jPV6q+oqbqJEAktpgms6/VBs9/3bmB5Hg+CrKITvvw1NRK7B5RePZiK10WN8Tw4hcNAg/euWhy3AoBrK1aNvYt3gRLJcefI1nfPfPh7nQfvfqwjAb7Hxcj/apWB+zVC8/c6IjJ2o5q7obwc/jXS1VXAwlq2KXe+p4LJjfzxsQlHKPkrJYvXukFNbwHj435FGP29TofYft9bM+QnmlTYmCD83gXL9Hc/Q7z9hUL2ERV9fwXNobf8DWqlClV974wE12SSadUCAu+vj034x9OaHqAoxulC6binlic/Sut7tyzSnxhx7MY/Qn8lhfO2/YGjq1RluV+BH/uuRJrtBuPEu2/KWC+hrNuPGxTvYp/2+97p6n4sBK3vATL0x3oA6n5rQPde4ot9RuzFX/MQ0Vx1klNKUmD5niWaLUakzQ4UAvnunwVrH0jFrUdCib9Cyngz/1RoJqthvC/QiDWDntMmhaN7901V9rEmcPkaJJqpv0oU6GtqQfzdD4sK/L72JTT7zpZg1d/pFBVm39k0+NhQ0jZ3owEy734ZPgCzSRWEeJexj/V9LYQg62MtifG1J7T9TidjbTbDI5ttBIW/ahrRXEG4YM0+iTgdKLUNFSDMxlyU5V1CG9lEvLRBQaC+y+a639myQO3HYkrkbGLorEXyLLdmhqW/GoqhC1hidY/INt73RPumpYSp1xTrr6oicLYT1Bs6BHA6sk5/rARtTgfK5qNO0KxSTiR4F050v9NpgsPf1TK3NpoMjHvvBI2/cj7QWoSI3qoEBJyOFyTrux8G6/6rRBKc7fCt734SSmC5FAiyOcG8+esjBd3hKFL7UhHvcxDI39X8lPY7HbGunYSA436wPn+thNJTDiW9c4UCnI5jg/3Oluoji6VdsDMZVf9aaOs2ySHtwQGn8xk2+btamqsNIpRrM4Y++KtomF4iIsTbBymC8104kw1tpNt5JEP/Crn1jjNgOkEMQ853ZQx+73OEsx+LQKDTyeNnv7cx6f1Op0+fbJcjoGeu4fqroTccIJASA9ky8zUoc28q2BPnxPL2V0gVOIMVEr/IhHyNCUCWUF+kVxLq8tdHC60k4yJ24sCOrw1iwb73yZn5O92d0yYBYoUvImr7ayG3JRObw1YcKzjbARrWqgiKXBPszl9J/+CopR0YxN8dVztUoN/7vEj6YwEw4Wo5y37nU1HINRn3ZImkJfgrpBb+8CdNSwFmcLoYMfxdrQXSfiykLuezIeelTWroE00k3y3Dkn3vM6GZfe+DSrTf265M7Pe2Kz37ne8MlP3Ol6XaLpsMzy4i8ldIyRaKMADeqsLC2Y5w7ne+SydWPVJiXI+ePH+lhIBzADbipR1AXC2rbKcRFMDzxAz9VVTGlAUCLzAXpiJn09P0DWuR1z2kGElpXluaJXO1DGf8nQ6LqL+nfZru9zbsCwdWj76HLsy7bvT8sQSA8TRGOtk11DMPNV17l+7q73REQmw4fTJdbQSNv1bqwAa2m7hLowfedqRj+/DTHumJ9C5g436sB0G8bTNNCzhb9NIs67tjIPJQgmX5IFH019FBvEAGCa3jyepzqDfcCk6cF4K1f8XUWEqOIO2eUqenQWLw0KohWTnUH+/+IaFBwved9t0yOmsXTEYfPQH5rpu/wzlQ5+9pY2I2H5RVL8Ni9K+bmy+SFxtr6cTzNh9KNlwRNbdr97uERZwM25HzJarxVz1yWIvfXLuERqSnfTngSmNKzodz6d04ivZLQNHZuKl5d82E/Q6Hx45dqGGEC2l056+abt48JxOwlDTsbXGI/p42pIA7thiyn1hE+SslWxuqhY1WUgDL5+JQ+jvdgL/9DgcJ1vdMAdkQ5G68O+bAqcyg8Mos7rtuR/x9jpETf097weVpgFcOp1HiX/10wF1Kyaa2hPe0EHF2I+UIZyJgxLt4fDsG4jmHsRp/zYPiJUUiipPQAOJtqZgu5o2m26kA+q4c3X6Hswdib9ZVcQxYg+9+nTqhEbRdZEz/lTNRO2cHCj3lw6nPVdnZ73DsQDqkHM0tBGvEu4FZPK+pj39RSPRXSQ6Yy/MMlsEXEY6GifY+9zfn72iBCG09L8ZYM9cM/hV0TDNYI8RVKx4dDo0a72ifXd5GQ9PzAFm+++YD6FMNK3ZCjnf313scJBH+WA9K+NzXnK1Z6Mmqoz3018gqDUKDHY5Sc4eTdsPpqBHYZojA+WtmmtYqs4nWmsJ0OUVIPLumjLtNIf4aiAbeeuPlfcLy4mhplnyzENxqhAx496ttP1YCJo/T4swuVTEA56HRercsg7+jwUHg73NO3P/kjPgYIZB35WDZ73F8vHvz8+11Q4jtr4OqtAtADjiDHywOpxRzj+6orNVPwruAW+9oV97bKAXttSi0v+ZJNDXHg57m6nDA5ebY8EXSq5842/HXxyj4SgHAd4zAB0djAcLpHuDZcmaY3i085O9zTKX+PtcgxH6PI5e2NUe0WS+3BX99NKGBEOjEAqBU8Dg4cL/HuUNhycarrG6+GybD39FyANl9Qo1kTw+geVeMCRo/craelrK/fq7AtojamitRyuWGaDqYo+p+3bi8CxbmlTxErahKuP66iAd2IqXFG1ml6WefWXalxsuasoDz19VN7WonLeWMCx4nzMt+j6OKZFvuqNxROfDenRP0dznCrGO2oOEj1B68K+j17nYhjxsRoWE/NhnwbmIaZ7I0tTfWyF8j/zURdURvOTW6nABLf5eLi+LvZ4s2+PsZIrfN2PVjkxiF+utjp7bCZkZrFkKJx+HDYeNhkGNvTUJ5d4zMfnerEcAzU8esZsoM+OujFwxkNFIHUHrhZ2+2v8tVEYQyszdJ/d4dE/UQWB+b0Y2Zvwpae8/oKNJWdvDxuL8cuy9z2WhLg+/GAbG3DdO9ZHLtr38K9RYOOq0ITjjuhgLCu9sbMg9Z1ksDaN4lM9zvbmmqexHANigin3cHlXaaC7X5mqTejZPIH4vpyeVKaL2jOTuNILu/TgrRXJIEpkBoTncj88YKqAly5xEi+tfHHG8lIpx2m1B6nIvl72d2gf4uZ4FE9h3MS9fUXynSdDA3gd/BoAhhtQARdmmSqnfZFMagsREZoL3rBpZ9B+OLzL6DOTKxvq+xBGR9rAVCfM1iVrYHgxl79C7q3TlI2kRMW8+YxnfnBu13tz9attrrteE0YPBXPkQ0FwNAWD4DFNwtDxzfBFTXDvpr8FdAcfCLQjGNwU2Rn7nIk0WVPLP7jLF4983RfmeDgYL1ihtCO5PP+tdEdvSAJhz6x1kZj1vC2+9snLb8sRD0+ZkaLPuvCK3xNwEXrO9rzoixvscx4thlFNFsPgZrf70001oMMrxE+PDxNw8DrO9xGkGbpge1ObuA+OtjnNYQ5o12gSKNw/2i/c7miqO/r7HK46ONUliXRmy9i2i239+sYTYRCQM2ISjUXy3ztBTOrPcuEBx/60LB39eooJIlksHL1uTB9NfTIFpqxA8NJcaMw1VhsN/ZpDltpyVU25GD3V890XSSvDmvqJ4l/rZoJqu5kbYeMi7+Knmoq+xQ9QJDkw5XoQ1+j+sSth9rQAR/61K439kYCvr7mRAU+/0tbDT7NWbqmSsk/xpIEE4SBAFbnXjgYA7UtFWHd04iAP4aKQhb8KOAYwBB4msMG2Df42pgZRk1cvDKDSb++likZYS04idVNjjYEy/fbLKQhRHq9FdJIThEkEndoguJmwXiod/jPHRaVzSY4pqJrPzVDx5eMZkIj5DAyNdcQeDvX35++PuXHwEbBaIvV0yM+6siNW3YDhH4yq85WKDUfn/js2g/ltKTv52Syb7D5RmUfawGjg5Xibf/ShGThyEI3O9wKKBYGVsMcMssnn/VswPfYPyDHaw+8TUX4ux3OCZN+z3sQbvf4cpg2VdwVK671Pz1MaytoEgFb6meOhsCf7wUAZNuhCHzXTATboGBnj+CHvlrpgZ8BAmNVlCZPf7VuGZ/NaLjd4lf/nq6KiXp4zFXag5nU0SPv3+5UfX3MwiC+z3sKsPfzwKAUPQFzT3Ttrz7NscfK4Cgf1kBy14hKPFRuKx30YC4njs+2cpBMn/tEwcvoWrqHDEUuFlbjf0iwxTPo3bl3TO67WZohaMt9fmrJBuspJI93AXP1NngEdmPBeGAh4XR8h5zdLhhJIy/7sGCo2wQ0/49IfAvLx2WtJVxUlHru31dVln4YZ0476JZ+ftX9rLOYQp6qCOVd9/gKIQn+1iI0Lt2VCwB5Hs/5t59A7LfwwL1dt9qIRcTqMtf+1B4owzIg7VocJ0NoyYuxvrE/RDT/kopBGcZ1NZSWYDCv6Ag7DpMJ9xMAJR304pIOCHDOamwvOtn548q0HYGQUb+qidRaypDTCMZg+lmODj93czv93tYIQ7+riZR5zZ8M3Ufk4r+avnj9UtziKNkFfCwHY7+ruYUzX5vU8COv5vBSe1EAgI8y5CTd+ms+pkcDu4mefdX0h64S1l26lIEGFdj2eZDDGSPjLHi3S8/nsk4aEMpIfDul9qjXga/UPX+9dLQG+hDGHzkVeRhb551YDyFlj3vvqlQ6MfGDhLlw18xh7R0tnZoKQIEedmq4n5vYySEf01511aAvPvZ72a0cTAsxb9CAsFciKgGAwGhcDVm5vZ7Gyhv/m7G5M7f1ayRbssGdtZHUTV/7eTUDmZ0wTh0HHkYIRv+riYNju0HgZ21D5oc7/bNWQRTtLEQxXh3UMFjPYjjZiTQ7Pc2eVE+d2TF6QL73mXj6X0o2jYZB2T+2tmkdelgaC1iMr3MjonrAmYcShmSv6qGYi4RRt+mL5GuRsWAOWyFeq131yTYm1OJ1hZnon+dJNMi0jTALI6U8TZUVv6u5sYEfzdjEGM/FoIsb6OJxAPFDmyxTxXvjmHt9zaM6mxSLTRackahdzeaNP7F9eVdx8y9mVpCg7gA5K9/OGgYi4zwhSNzvI3ZpMcB1LbTMhz562Tl1KEONd3FUomXWf1wxTeQsxCV+uvjBHwFUZ0XTG96mj5S/q7mgRt/L9sr/mqRDi/DIjocRMh9p0ft3b8x/p7m0IwNykQpe1iA7d2w6/6r1Ve7mx0N9rsbHnU7EzuaXXPCxF8fV3UQRCys1FbI24zecTWrSTZe3p+/lp7BJl360FykSl4GANMhCeDxIzUQvCsW5pRllNZFO6L8NbUJPyk88y5aXfA0bpzszEFle4McEe9CrjkZRVi7MDHQu2RsNmUhQllDRVD/ulpBP4kw1jr+oHI3U1L8vWzKu9/dwFX5VYPqzjqDv0IyvRyo8PSWn6mT9X36exo6vf3uxrDO38totLvRq8t+skbjXTeY/p7GrZHfKAG6KXO4vRv3ZC/+MN0qXuz99fGDvkLmTNvGjw53A3bCN/msehMj6bvYxv3uppADz/zywurGMslfIe+w1VudTmqBPY03+nvZBMQtKGjKbvOB6d2XipsgU92LTeT+eijJK4YlgL5Cg46TMXnhBQDE2Xyimt4to7E1Y5L9pEjTXwct0lt6wloMhUa4mz0J3sVYONlvUEL2HC4y3gWbsN/FqAD5Y0VAdTLKNlY0oC62qGefd9e6+HsaIH3W1RhvuxJM6q+PG97HxzntxFCFky3g4u9kihw23gkQe40MJH+N3KC5AlFJmW5h4WIl4OwzSHn/n9R39SB4aBYi656VynfBtLLvXDpMp/6KURvvcmgBv3e5Y5R957qz8ZZIfLNLacC962Yk+841aI/1vcuATt88ZMVF7Nz5q+gljjHpRFtgEuNoTCO3jjpV9mSYL++KFVofKwGhc9lky4pZ9tiiW2/vtvnZCVbD7M6mrnfvIFjLhFmwM5sA+SshOhoAkNdBgmT5WDbORqNDteOU9vhr6AbdpZAMlrEDDRcTA2e/i52F2Y814epe3qjZ717MJPhjIbDyNCNuWN+5PFna72JyCFnfybaK7DFUZuy+Pm1/rfzUWoB0ea94cVyMcgH+sAbE5ryO/hXykL6wykPDwNH62JQD1ncyJaD+vpXKY793SQXudzHSMP6+RUi6gXTw24YlAP1Vc5GOIqj39jER8DdOG7IvHIzYmnc8/xrap1kQMqFDjMrwsQkI9l8ZwnpXF9SNQY/Zfvyh9NdNKRqJE4v3FI6Kv9mSJhsZiGFbeijw10o0jcMwi24wd8LfJKpZ38mcxPh7GiXfjyWggL+xAMdJB1nBY6xovJuHYr93cSLJms0p5JiTkH8lDYCPNkDAQjzRvIsX1H5/M4Wq0a6ynDNF5l8pu2AKGugw1ZIm57LZYv9KUQsfM4Xhm0RGZEX0IPtrZQA8QtCJXjH152jWjmwAnptOSUX6V0gn7R3FTXzdVJyLwwT9PkZ56u9bFxZYLVxI45tGTv+6hwVOAVYEl9A64FyiKPj7loKqHRXm6Ylvan9VVdOmEeCJsdShORcikP3+hg2A/VgBkPgbMTf7PiYGUPaxGBDxMS5lrITOxC+Vwv6aCQTXuDSCmdgGfausav8Vogb+hcmI/f5mT5T9PgbANPs+ZqJrv38J42ZTeXPGsYMC/fWxqV3AaIe5aFF0L1iEPAIZFg7Z6OqvepxwEcQFrSqMIL4F9cnft3AF8Hc0g2s2G6Uol7Nq99dULVI9XLRhLwHuvCtBmo8qgswGabJ6V8zQ39HwjXBLLc6sIgRFf+Wswg/SyPQNKztHYwPHfgfT4Uw2sq+O+/Fce7dwzh8rABnf8tSYfbCkyEk7Pby7pofnqBPGDwVg/tWPIHwFCE77Zi3foiPHfiymHA6mRpwlVr44Qu/dQBAbjhGllwm68lfINOyfLiXcZQekd9FptC4AsOekARi8i6jF37X0DPIr4oAkNrzrJoAVEonNPysXvful+A4GzxX/UifQ/8p8+WukJc7ypKft4rjCtea82HXAZN0LR42/jnJ4txRmcZYhbfwLEDuOWhxOAg7v1jV5gsmqtpHyrhxIyA4zNoW7L3/VdGoHFajTRgYV+hlDn/6ORgmii6Bh5ZhXKu9mf+x3rxKm/q6Vs/i7VgoQ285SBR+joce7bzT34YNDr3JL8lfKPu8gXRTGcqHFvxjC83c0MxJ4GdoBhzNj/KsgKtyFBdPUIBQYXGsAif3uJUXMo5yu8cXSFu+SyVUqcHIaTzvefct6anTYVjVz3o0zYUOeJfCmAoN/5UTzFhJVhI14EOFg1h7dDhKmzWPqyF/ziGkB0aZorEw1fmZO0v+qkZmjSeDncqRYetjd3V8ff2AvBAQMWrgrdS3u1d+1tOnbj6XEqT3MgBL7PcwBrTcnD/AB9V23AP4m28QBWUS9CyjC37UMWbEt84Sx2qFC8NdMQRrCnydsA0kB9/I1vyNnZ3thE/Ku2wp/LAhqfmayiftlGe0wi3n+CiqgvXI9orNsG34GSBPHitHjUz6o/lXRE+byBsuLIEzKs3ygPbq0ZA2zh/euG4v9HoZIDH/PYurD389oGY6XBIXDYYTn3TcX9qaWHlYNDr78NY8cTSLUEKtgMuRefQz3YyFA4mG8onZpi/YtFCP3blyY0zkj3WoJyt5lA7Lfw8zh8zdFbfsMCfSvkV2m9lT51F28tJ9JUuKJZcYcc0D76yMaxuKp4T0j5cqzVAjbm4YstRm596+fhFqG5WMKj2U8DAxIf89yhTAK0sd8Gr47B8Hfz0R5wSObTTsk+O6bIv6epQaX/1WiJD+TpG6/hxlkut/DKKrjZ3qKdl8ilnfJ8GRiu6zZlip/jXSjhXCdwUeQFzwMGaWDJa3uOZ6Cf0WFM8hmiI7mYoTpZuhM7j2AHzYDt0Tv2s3xyccPDkCsyV9P6zAUBRveQyA4PIsLoFMmZt1GLvDuGKi/n5FQZ1OmANtIcJL8FZWGvmIhaPFYYfEwoUpci0qcjWcMoHfj/ux3MTpe+HvWnNaW7GK4fxB48W5YpEuxwGG/gpF/fZx6mXA00VxatHAzSQbtdzFXLv5u5o8Cf89SQ2crauCypdB4/vXRhcZixdqqIePjYqJcOOZqByubAutfJe3wkB5KLyNGGI4lT5+3CGvalodm747V2Z8izj5z2PeuIAB/N4NY+S7GbYPzcZ24AENh3oUT5Sv++mxFFYT+igjOuyYEIY1FRR83k+DEfmcA2FiLgv6KqJHmYqWmdSAAjIv5OrKGPgHYfRCj3v3j2+9iMlP4exZSE096orAp/67++oj4Jjq+6WsEMC/znvF3M1tI9rsY1D7+bkbLwQ6jk2gPVlDz7h0P+HBqk9ZYfHcscc8pMmGzAZv66yNWe0kyI0XG/eBiNPF8s9ARbrNU+qsnJqbSNKAnlME6lhNxthC345v17ppNjWjEyCZ1k+BdrAirG7gZOzPAob+aMtFIajS1EANbXgbrzI2Prekh7V07h7AgLDcooSXvfrmp9rCS+bF33QJsszcE++2v8q+mfboLlBhY0BMjfMyItf0+JkaYPxaCNI4FLsd+H1PVaH03w+EKi0nk3Jw0Fv11koKuIIWFlmHEh5eRIMH6bkYJu8MguNp16qb+KslIZwlj8GaxQsXHeE3IQjEx7c0RWX/lc6lV0OnTJGiYOhlEBPt9TFnX3lHia9uh0v7VM4LGUhP5Cqbo9DGSTv6OJUmY9b2MJJfsnUEn2zLL5K+XUdoGJQsNAQepk9EStyfcMLEhtXz462UBbeTN50vISaaT2dBmP1YAMB9TyOWbYFNZCJyF/moZBptw8EGjQN3hV8IY9/uYUEXYv1oU52XcYNDvZbxW9zuZFdb9TkZqQPa9zAhA2cdS0MXLVFiyw1433sZgynsSuz77nczXlf1Oxm5n38lsmtlkbLafqbm+J7nE8/cr2Pf3K9gnfnmCLJvVIvrXS0QcoQWhazD54FZK4TadC0FOBgSddyVdXS4KRSJbpvri3boK266EBg8TBuSxJEhwJW50bLlVNh9T1PHXx6w3CY8bzEXU0JMQGN3vSzCg2X+qRZzLr81fARF6xQT+wFlmqDwJnqBHCuiyma7K/JUPhdaQnSxdhEh2KzQk/f1KBLKdJWDFv/KwvdsGbL8v2RLzziNytoLL7Ltife504fMaV3L+Kml9XyvAVwDauJIdh/5uhXLv9yV2zPZj4KUXmYN9V2P6YeKhjSPAhL9OarW6z4K+ilv0KnGCkVls3AEe1b/28XwRrS3CRNQcuRJCk/5uJYsXl0wDZvPwtL57Z2JzSlpxCYaH764J81hHj84kydt+Z3KlcvlVwRo4t/+qB1JLUKOGabgEfInZnB0aQYT17keYd+mk8D98Ync16vPXP1ntl6Y9OktQlFc52v5YETR4FdOt/d7EQJm/V4kc44QnSPcZL2zvsrGx6QbIaoAvx18xv/QJqxg+oWjoTKYm92Mh0ONNZkDtUidh+OqZ9a6YpsctqtxknG3++mg6dehMpe5i4cmpHMnc703ynuxN09d/hwr8tdNJz9h0gZukPDgTzje3G+Sz3xbReXfQzVZm1oiU4rt5pv5eRUSbv1cJUGC/uyPOeNiRlC2HgZC/rnYJSq641F4KFPqUQbD97vYQszH7dPYNTt1fJwtpIk4U2kSpZd5EzN6efuZkV+tUvrsW5m2wnNmDX1TfHYPg71TU8Nh5AgHartrnXbfDPfkEbw8Ig/fX0igNhY6dtnBHoLsd+PxKkruxIFD/+ijiLXBjiOayB+dTmJL2u1tICw6w3ejX9e7ig/3u5IEbf6diAXHfAfFgf9kSfTetcuMBrbEd2+OvkE46iweSlowLMe4msvn7FNA73rpcduIBJn8dNPeW6VyksyJgXUqWjQ4o8LZmttG7YKnvTtCW7D3THlutEJB3zdzB7IFdZZLLXw010lwY8VoBDhK5Eyl89mMF2ONOFA2wahWbG/TowruFUT4gbcaepNR/jWzxGtpRpKE0ueNRID/4+xQYCLZZn7v9hpx4F06LP1aTBZ/C4sh+f9LGbTsvk7tNYtNfHzFoLwYQo3y0dfzJAi1MyZVil1q73v2621oEOO5EEmHvmh3JsuCTZI9WGnkX0ImVLa9xY7Id+Sto5rsIC5keAojFo4R4yn5mte3nCui7b/BY36XA+bPJwkjsOC1ify1UQHdJisI2KnHBn/g57fcnnVH7/YkfHlhPEJrNWQHur3kO6CY9V/SMJniOlYbK+i5lR4XtRcfZBkzS5K+QnzpLB3rDPIjyq5WO7JIIDHvzzOdfNfFoFE8OaRNuQPzqM8O+IUW1D9su/DU0kb7iAejdNQr9iuiG9T0KItL9fh0zmsUigtiXM6T8dTNO09A8oiP8gfSrFz/2g1fPjkRz4a+VWTQRVcZ31QIMh9JmYj9WgDh+XYzD/lUjOB4FyqL9DuWpwfseZUiB/Q6l78J+h7KoIPuO5ecn+1gJQjhWmC77/WoKof1+ldYh+461xJRFfWy9j4S6NivpmNtNcnuckwtMm5WcHGbrGrEe+mBRm5VW4GW3cELwUWwFZyUnQTuF6QG/tOKmzUpbcvYQDkEckkVhm5XGUDUWyz5e+mIJzkoCrOyryxe+SAiizUpuUwZRlVJ4qRQFnJMUgWZtWIXJEp4s26wEJI9VhAsKWQKHyDYrOS3uNRwAXfO5tVnJDtM2UGhOfrAlSpuVyiywLsmS5KNWX3BOspSywz5DfXDTbCorKS6xZnFO+eiGP5yTKlE4gD+pDCEJDM5JqmWsb8Aas7dZaLNSW2U7YfyQE4QRmspKfh4cm0CQpdo4abMSAteRODmUFYAIxTkJz5hsBixAOT/RaLNSFDuyFEuyCTEunJM4K1gFtanjfcQkwTnpLoR1FY2ke2Jq4pxkt2HD4TLFRb0GvNUTkl0hSoncasWZykpphI4D0zMXeSTRZqUJnE4XKCnzcIOnzUl/Jq1tSHjISk7f2qx0I4LjuaSROVSxwTlJj8ImKyIhO2gb/RhtBLgfGYryC8cwnJM0mJ998sgAoLThnISWIjsGiZO8pAGHqazUpYTbmTFmLCHYNicRch3F6ZdfUrCBc9KYKm5K6EomouhDm5MOh/gL1bCchUe2zUob2jzviPQ8gzpwTupiIScA45JJZO3hnMTma7sLDnOOK1i/wANkCIeHMhXjKM5JZUuuCgVLbkA2BOckMI3+RISyzUmLi3765zI30XMHl+bcaHNS4VGeo5JT0OaktbemMJPLW5eIprJSjz+HSxCZs/TUeeLSIEubkwiJyU2EmjnHntWcFgqObU4K2/M2JyECsFEQaZOblFmxOV10+j6KckB6VOCchNUiKyAlg3PSlC75xOODPGKAH85JVwbewb3krj0xgXsYxKayktOlQ0kQNJWVoCrkKDiH8okhKwa3mnThnHRERJbQGGTOSiS5y7DcE4OkHGGHFpyTkmDHmkDojFdAOCcRyZLVinvLXYtaNoQxlBCUUME5ybqVF1gWuiLBODgn7Yj0Lzyk+B0lVJyTbGxmG1spM8A6gHMSi8Ls424rL2Ep7YBIwQLOSVB58hSpHl+NsQXnpBLZO/3IOKRdGpyTpEDzHJU5bjgnKYDyMCRqfHCqE+ckE3AZCo1FrunFOUgi9BRnJENKMpINFpxPIiY4Jw24kzWQQPRHPi04J2X4knFG6hThaoRYvsf5iXPShMWMYwwO3zvWcEZqdOqKbsT5nZ4knJMMlPocBu10VkbgnDQgm7U+OT3syoVAORBycEY6NJSlmNG+xggJZ6TLLJkE5gVne7CIMxLqmDxniBVnpL3MLISLEAdj5A9npMhB7lcljJsZWcMZ6c+aDEbDIquq6KHTnCwJOCO9Octa2ChxDy/64IwkZysXgLNzMoN1cEbSRPNBN9HDbOzAGWmPZHa6+8w4I4XpzFFqHRzHgxg4IxmeyEnMMFgJSV3BGentzfEw2nMtM+7gjKTBZK/FvqzTCDz4ohERnJGWNGUuC1JgsSRpcEbievJFLymfMoIKZyRAAXnJkJ6jkHMIZyQ8teyUR6cLzkg9wrJvSGP9w6IEZ6SxFHlJXASdQ8QfnJGy4rLWIAI7aU0mzkg4PmSuyqSdYzFxbs5kGM5IIxTd0lAZTxEIDM5IbAZknJE2uMlMqUmse2Zm4Iz0ZUfOQcjoxjyUOCO5ohmJmzH7wZUVzkgxhOQqUUn7a84QZyQKm9mKkR77D41yUIuaP5yPEmXvs5RlVVWzxBnJiY78hFTjA85HhGS4nxk4rKBTrOCMlGRFliAn89UQiYUzko4bGe94twFDUnBGUtEnBxnb22ucCOKM9MBHZkKCw47cIQPnI1NLHz2AxuqlxxTOSC1VRlJnbTdaVMSpygcnOB8lpmYnFJqkOB8dZh9VfLSSEBAAZyQShjLT2ovs5ynhjISBQFZhaLi9JEqDM1IAt1wDzYi9aCYV5yNQBllHn70nIMgHzkdZMy8dMWNKEd0QnJEavMkzbOzX8CeIYBqGgfOR2ZX8RMQPDc5HZIu8VEINvbjEBs5HjTzzEhvjbnG2AOejQIcy1JnD3UdhCM5HesRyixkgHklQAJyPAI9yFIYA/4QjSJuPws74qBaUrJQdgDgfkarJMppi4p5FrlpDNqo2AE5P58PWozXEQzWLhsIAF32MVQ2FZsNgwOCjByKx6qBFWwqKoFtGEWgNrSXJTkZs2Gjz0ZPTPaOszCsNZFtDe2Yy1OHYZzYvc2oAfbX5yEmFF/OGCC+dwYVV5yh3FTACruhLWkOmlK2lWZaXRsCDVcmkaD4tFllCGSGtoRMX9hgXaW6I57E9lKDN+oVISI7wJqVVpfyQ7ZOHliEIOtIaamPHaoQtgY822cOqQJ5ssRmjHrgaOnXIH/0TDZSsoVKLNh9FAmYCazk2miFz2nxEeMcziDjMDqwasKoWM1a0RSEuiuIMVmUhZN/42pEXNEpsDZ3q3FRJuf0kMmjzUR0S6+WTRdkKpqdVZcRjt31leh6BpKlDUx74EbYruYWRKq2qW5HXMgqjnLMgag0dKZQ1KAHwFWYAavPRGUfrpxgV7ieIY9UkJptukcnj6uoGD7mB4ltSyMgH9hKxKtOX95lykQVE2tbmI8JIl9uRlUUEOvNQghax6gvALCHUz2wtcNUawp7usD91WUAi6tShHENyhT7Xd5GCRpuPlPjwLHEM5CFuo1XNlvAluCq+58ggnGrZad0jIUNOAkhOa4gCpQ/CqJNz3AFqVZVIbcCqLT7GAxJ7aDFGdkJl0tfmIxbYjaVERGZh9Tl1qEmN62lSki/Y4YFT/bzacIeZvGRssDXUpXG/oz4cTEUQ7KE+U5nAZYkfUgT1qY2CkDYfncjzQomeGTfp3KlgcmDVozIfEcbQMRc0wKl08njWDVB+IkO1Va0y5XJIVPIRXBlODUTdgDekeCFAjj00B4lTkZqQr4ymtaqNe/JRhdAMZEujVpWBjH3BSICMZAOaKUOXV1Y/wCB5CwKD1hCIS3fSLii0qhYK+GkiHrnJHCCCkh4OW1WnwgxBRJ/sIZEfnAq3li+0AWZHTIJT+d7cqaxEblW95O05YBxyiCyQ2ENbYbkJEUjOcSdV57XBoE0t9HwggGab+g4c7oJjzqLsFDRBKqhV/dJ0HxfquCQaOji1y95WFJNyKhuu7+oHP9d8pNscKihp89EbG0e0p8HWi0CnzUdidBlJT5uMYM8Np5rZkAdoMfkBRp7afMTFN+OSLn4tIOhdVWHA4cykaVUx67JUgsDIW3YmpgypyZLnALMA4dQlVzKBLEKPgouxzUdC9NzNbvHGQGk4NUmhHBXnlU/88JITFSOEU480eQerv7E5c6ZUA3HtSyolbjnhy7tKQDRLuURyB88nuwtKCZz6g267UbQkA5E7xB5iQcUxKyxtE4Rh2nx0FumJVUI99EcgTiVC6opObXyQLF5tPjKRIovIY5UXkGmDU2UgWZ3y8gJMGYqCsTW7iMgVMqm8h/Q0ZacErxVOTdIKdPzMGjwTI84KQ0Ck7B1vZDmL7QfWkCgXL0AATZuPBqxlH3M+L2WlyiFW+MKFDLHZmHX0fIQn9l01U5chAFHigfShhxI9hFM9TMg8KrTlAUtkcKFUBPsR2yDT0MLjPUR2yBMB25cyJopgnCiFthGjMY5G7ct3lx+cSoEq63QHgQvWkBmNrZrnjfvt912FcuRrDD1x7OoYTk2gYnd4oSF37T15EsG0A2tokEUuFKeZXeSA81EfprgQ6Oree+GVryq4eA/NUHoAQ1azgSdXDxXa511VccJJE5Dxwzt8uFCiJhkKjSvXHPMjrnSzCS70Bo1v1mnak0Pe2nzUpIz3EQH2E6RcafORDQvO6Ii3Ex1bbT7KwrL7pOlgJc2K76qlm1tOIfNUGvC0+egDm+3Utrb1Gio06YvZEfvqjEWbj6wQeABIZOQVaKC8hwgxyEwMvfHGTi5c6AzA9pPlzKrnR5N3FZRGdsKzx38KAVwokcwH1/hfJ3ho8xFSgx/wgI6zuQrzrt65suE8XMlZk1MG+XiFeA9ZWLQJmTiQh8Sw8B6So5DjNNOowIWoKj3Mn5e2ER1CDhfIhtu1IcSF3jQf4QURL1VLelffvOUdcyD9jggSLoQmS9byg8PDuAYFbvHBARcaMbkLGQx6D/kodS1/fC5gf05wKhO1jdIa96jeFWsSTjONCCrCW6g8zRgyobyrPcJkJD6i7jbmCxdqm5Gr5JHiZ4gc4UJRYDapIaZ1QdaZRhRDa58q6pKbzBHwBLYB7T005vQlnOHMMfJIvKtJYM/gC9Bl+EXRiDjIeZ8VgIfaujKVj5pM/d1DZAsKJJvKRyl+ODbR52ZTxcpUPpoxIaMQ8TpYEBcPFRqIC0XZcrW3C+9DUNtUo0GBPph3tNtoSDKVj2K8yCCS5jAh0ar3wCXSBweV6FVBef5JRYcC7yE+I/5ELT+WJHZ21/XJVKM4w116QcTbdsFOI/Ly9CpuWMgCEER5V/fqeGAZRndzasWFsNJyEQqpLmRLFS4EZZXBZGBkNQSV5TRHogImlJjI9/yophr5EHNsgD9nk0QQF0qS902OSjkHHYpBP7nT95Co26vY4ZhBRMF8V5f8Hl3tkkWq0EAjelvMW0w0WVUP0GFCmUwewp801s0oERqRGFSr3OiZ9wqBYjBMGs2pRiomMwIvAHyK6R9cyDU/Qlacd3VBm0+RQpCfqSJBI9rBwefOmmw5wj9R+chCi5yH+YkJqTHhXT6A/oojusFGef62aGeLLJnVL42okc3PwKDAKQutNCIFSXlqsIl/qMqACyFA4GRw6nwAKMvBfAQAhp94PPwjKTIHG5GR+ZsBuy1na8VgPnrQwQp3mea3YrgZbEQV53H4PeYEbyH06if4KLs6+YQOBx0SlXHTqznKsteioWyHRxscokIQJuSkKSvJzlnd6rzBhBb/eOLpB8fiIwguJKFJW0kMMipUZX+uuctKIlCgEx1leAlx1mAxeK5oRHxsvFOPP0C9SmXz2y4+ToGzUyPK43LHIWjeRIYbLnT0JXNB+tSYEBAxIS+q2zOOL6toh6ROdOHtfxSK4GSJ9jSiKUSycl2e7yWihtOdhz9YRpFP7iaCmS1oKoVtNIonO8CM4RJcLCbE5+2T3IHhmVTSaEQWnPiBG2aPcyy9jbZU5KcSfTowIRB3rClEBPklTDTfRiwcvA++HHkJa2swggonvcrHw4UwQngFkkxvozlK2TObw2+h2fIyEsXgZw7X7F8kexsphj7d2R+92pgi++oEaxMAkA8VugITyqP8CEqSsm8anXQi19qYePI2lJ8MnShJjs8UFFhJJNnRiQ7QbSe5FiFeRmWAtuXVbLMQ5EInuqLgj8g9+QfMRBrRopnMlSfKzrHXwomOixUe1GiJ65lE41KmMzAhxAV5iQzKLJBfgQlN6fspbxq97IsNjciLG5dSJ3MvHvm9jczybC0luOfihshgHUkNLyMpIR5KjjauOWXt6WlzUCNiAoFfRi4+E6HxNmr6kAVsE+SVdMW9jC4HZC1RejaJSDSYkIXsVyJYoxGBUGJVZObzIWA8byMchraQtf1ZIvZeRmoafINBL7bT3JFOxHb6rnYkO3bloBNFubAXB/WWggVAJ9J3fIdXuyX1IryNpPxtxUCrXcUwUScydOCaYWuOwUgXJgQH9UvGQFqVAjl1og+L8pxfmRYe1Ai2x4AOeRm18MwRAC+tVBTwwITGFHktJ6xLoKOmEWUScBZ4YNsyz4W3EdWQ1wKd9DAsMk8etqhqRF4GvEaUxjK7oo2sFjBJTGgHWPbvis37BtOXEXZsKyG8eyJlci+jLlk7cY7WSylj+kTm5/oyEnDlpQDXttTio06UaOIPSOizuXrA0IkQNdqCWl+7DZujVuSgzbr0Q89LYIL1Mjplsv2cYjyUJB1eRiC+vBKpAtnFCCN0IjQLNmCi2xYLNKgVTch0zxQF/GhRICakZS5bQcJo/33RGcyDZcWD1KZkI2yI2wrAAyakQIovMIJnd16Q8jZKYH0uTRXaNg6w6ERRFPZTi86wdxFmDushAiy25yv1MiKE48FssGBV7fQS9yHDIo2ok+/xLHzRiEJL3wQbCZuMxgat6Ilw07Gg9DrwGr2MKGjZOZjQ+Kgxei+jI2U5SiSZ7YbCCh70W/7IgIBN5wKNVkSkzZYjYGPXiUGhFT0R80Msi2wpARp1ItA4T0BSzA9RAmJQiwAD76I3sq0KN+OF1Dh7FzV6ZZdg7vgIp6AvozZONhw5bTae1w+tqAuQ16ryZC+tMKITmd1lPKgKlZXMQ9sW3fD2Mtoj8e8iLzqsYmr0bdFGUd6NK6IZvfl5Dma6Np4Nhx6KkAatqEzhNm1w9fkJjl6kKTfbDKUn8RhGL1pU6Kvi/HYdUBFaUYw3B71LsuoaJTChGJPvlHeDiE5ExbU/q2DtxRyFtKJAN5uNibiNFZBBKwrEP2Fq7mFYIepFVPbsBlSy/0CEmWZkwvCpWC9sMRaCdKJCeFnCl0YtSMkMTIjDok0GSsgu1NOlFVl+eag7BD6zORBUAsP6LsJ+34CNdKv6sKAV+Vny1rmwLYgPplYEl3/JhfoQMvD0oiSb+5ER3WuA8PVQgBzoRXEWbTvOZJfiAdGLmErsRRGsfoHeHL3oxZCH6iJ7B1pldmoXI73oqEV75ea3S1/UaUY7IJ9uioEDvahC3q+A2xNYGJ4FfI1NGpzHwMAYLBv5W49BXseCz9WwDHA1Klid3UoVTGVXzrUEJTQsoQ2Wv2Wh7VxX5cHdxojwrHY5urMrtzm1xcsabbVmhtc1MbSzDyNayFIar7Ni5HUOOLM5gQZ84JCRv8XB8bxGx9sEJ8HXXBRmswsHpkeEqMJHB4D4W2SYZzuB3hMZQvhaCTfZ/NYKuhthYTa7ZWY6RR+ytnRQy99Sh+zs3hnA2ujDpa3OcHrd0pbTgVK5GgYE7kapZ2e6RA52dtfasHZFGGkrqwZOt3rkWe0MoJ2zHLSKGpI4XIkTnt0zHTjHWNJLJiqAqwGCzOY3Nlw7u4ci9ItPbAcJFXI4Giw8bXV1Z5eNwqths472ESjS6f7LcyCV12z0y9Ui/zidGwd/c0rb2Q2Ue4EYUNQ8snhOpzZlZyVMLZtt6XBsRuxMJ+fO31Q82dnJnfaMAqzDod1xurETO791EvE0xyzPait+7PxAU+PYLHM6Kn88t0dvIA0+rtYWYpehq+GE2TDZreOmfwDKaC8Q2HO4P3d2ttKlZ1AxdTqcxN+2tnaGMyG6M52Qtp01HNAvkgw6XQUMnt23LhhjaHsl6axxtaxCO7twPrWVljGVkRh4HMaxs4t2SAvxDVKkq2Y8zsaj071Y3Nk1JPN6OunRLdR++BwnH3+zS7AzgSqdAi/L5xaVOJ0IOk8742NnGYOwYnRU8LgwF9bslmVhFXNC3tEfDlwNx9XOcGNIrTnNj5idQ5WwiZhXHmcHxNO8uO1MJ6CDvykK2PnyqjvA+fmcF3ZnsgV6QyAfPsdFzs4uKLwlrjx5XCflzoDW141jcjkBWHam06IX4Dw+9zS5s9s2RN8Q7PCyaZRyuRN6Oy+KoxOYLvmcBiM7Q5p59UhXuJwTzZ3dMzN9AhvnRQUUwuXydNjZBWzT+ZLsLVTS5HJkfuysZeAdPVricnaYfC7QuzNcJRFrdvM2YBBtAK10SsDVHvjYea7OCIejQMDhKERacwI3bcBOI09bHds57mmKzwkS2nmuSZg1p4nxORtFZc4Gj+tzcGI4mzmFPKwd4GlQkB6mg8nOcVuTzmYIo53nGBQ6mx90Djdly8PcWuwcp/jpYXp/O8vtP57WYI7DtSGysxwFITvLUQHibAaY0fmMDE0h9c3TAK18LgcOD0N19Dkqq+cwJ1s6A0ZqDA62PK1ukYPxWXK4/eU5rIEez2GAMLzNBiae2xBo8syGkI+D/W3BOc0FBJdDhOdxSajeJgajxy1A9dyGyJ5nNlaguJyknKNdpvCcSAB2cUPL2wz44tlldNN+Xg7iFYloHtZ45dnl+3ZViwYu8SbLw+RweY5rgWO44ONtLjS5nF2ng00R43FNkjw7kMNOPQJ4GNeegzlZ4HFb/Dw3+sQ59Ji8zdWAZz4GuMpry9tYWeS5zR2e574beEKe7WE3OF0OSalnNhaGuJyQAt6mzLP5UVGbEKPG04S8tyn79Di/Ldl8mEObiPTiaUEYef7yhhs02POwD3k8rvSHywXI8ixGAwNRUcXbFJJ5hhKDgURR8jaHGTy7cmLgEFEpcFKcorMx/fQMI0l7CDM7G0santssyuB5xR224oPB3Tgg4/mBACxECJ+72TCWzWiAKHgGY0R1NDipDraUyPPoWPt4iepswlx4G9Ednk1AaBVVkHA2ZmB4dtvQYNlI6XAQ1Tju5gkFX3NoO9qZKc+jWTiIq8fdhDn07GbHCXdToG5nLXt0zlDlaQC67OyiTWm/waZ+AWCJo63W8QzWhdMzHiatWQMozibFo2cabdqxzVRnY8KGZyB9cI8vGdwN4CF3EwXoawjbeHYnQd8sMrywjrRF7qYTgmc3bmjZjMY255lHHGwjzIOLESDzfGbauhgAx8E8Cz27eAfwjwiPLYhDUgeTrPMM9gHLzu4cDq2YYaC+MSKKo/WVcTdfkHh2y+5eQBtNcAwNPlzMiuVrzERwNBV23M2XojW7GTRn51JBXTWCzdHWUHh24dB58fjZwN5iulgRLI4WIsvXVEnj2aXDiYP4iZqCSxPkYG7wzmg3yjy7bIxYCAW3qQ+neBwsy50148nDKXzSxdbQPK/RE8Wa3ToEXkN5hLjEnSUuhkdgZ3dOrm3x+LqHpBZHWzLImsVkTHA3m1Ke3TQo2MqtadDQlhMO5lbuRtCenf+DBpJ3wdGsDPysj5+vsYCEc6FFGAONPS6GKAHOfaDwhRylLrbokK9Z+vLs/iHAVi7QYPccLDoYBAc6i5lV2PlslYTnNWX87JzmkA6S6I+jLYDgYiSm/CxwMJtHbMEF+pTxNzvAPLuEefiHI4ZXwY8ZvsY0L5tXuMADdBl/M2TDzq7jhyhIAgS0kCNH/GxPXjaLid65mBMy/2Kc4GdiVTu7fS6wFcIIaiszKD/LaslmMNE2FIMGf/OmxTPYgFdIgzy+JtDAzmd1FDyvQaHIxbwWs7lOhDbTCdLfANLxfCXw9RLH0teome6cSKiDgCjgZ2Gm7PxGSo1/tTnu7D5y0TD27LV1CNX4G0IbdnbRQF8mykD9o+2Cn0mJs3Mqto2jqMzHHvT5WYxDO58FyfOz7GKSdS52+cK/urie3VeDZ0y4eu1Ws68ZYmZn1yyLzmFa1obZouZjMvZ4/vKk2nnLTuvgIOZnG0Ts/GZN1c6u4dUrZpEdXYUhhZ81HfIsx8fb5w7yNTYs7Pz32MroEOljWXjs7Gom/cNMROsgUJOPmf3tfKZkt7MWGw3jEKebJTbtLIVIw7BC6WZ28PgbDlJ2frOZujNf01SaHWV8TLKGm50y7uyqHdJWgnWmGmTB4GOjM/wNjs+ds8roFSsy3WzLFGsuEejt45XFvxBdrfms7P3cMMK/DGlxs0gu/gXChOevNm523jLVKIRk3ewJnX950Ns58gq7BTvlZCVOd74hhz1jS3SyKRs7m/Vd2HmMROjOUZi6Qxd3sw5w/kbLwc4k/N4pzzQnW5Pd2UUL0w08nOkLJATdbECHnRsAeq2RMJyMjZ+dpwDRS0ebXjbJuXOBs3eMBw4n42x0szU8O4d5vWyHojiZ6Zmd3T9R/UHKjBbQZYqXyWna2VWT0iUE3XhVh/h5mZionV29S+1lI17ErEUvK7Gj7MaYncfCONnZbEnrbx7Omg1Y0AQiW/+aE/M3eAJYs8sIBneYYKcPdIngX2uMdh6bvOJmRxit+ctat7OZAjCuJs8dN7uB/UuPB96lp8u79JT8S1b7l0J7dibjcOldBQ7tXKYh3UugIx+TMMbBoP3YmUzr1MHMGdi5LEofVwPo5WMpRLgXKBd2JsMjZOeyJiZedoiIznkitIUmKP/6AcjLSCe4VwvoGUyGS/cyAI/nL1/weAZzCOdjUcKymUcWvcFMln9ZDXFWY7rBuQxVPXdhvu4FdvXsdcXkZXRsPkYH6V6dYK6mjAvPXSz6+NhryHOYAFkv0+Li2Z2TqKUU4bj96+FeFlS9DMipZxB2uAUTJQ5GUJ1zZTB0rgwfPB+pgmXo0OBeZFM8q3HDUIUsHEwTJM8acGAPT6gcTNUbz0UCsQ0ske6laXUyBQecbIJYNrt0SLSrgno0icQj/0qK4NmVTG2zeBmBqwj98DAU/nj28gbrOYwQOy9TQvIyJKxn1Dz4gRYX/kVOGM9fbrAD0hj+Rc7Rw0ghOpkSLc9aMPZhlvUwOMqcLMyDh3lhw8n4vDyjWMRAQMjxMFTYPAv2aRd1VfkXAWM8E6psU8+88a7Rz2a5E3qFHz6uphOMZ3eOjakdGAxbIbrgYeZEZbMatQmew8gJ4XkDwFacjx7myXjmCmTqXboMuBoYiJ7duQsYt21oHSfpvKsJmocZ8+HZbdPErklpwlZfnFwMARSuBkWUZ3dAm31DxrtC7HkmYgUHWWTAxSwZ8C5SK3bG0KetX7C4GjpcPEweGc9hEqnwzIXD0bMOFa3aoT/u5bF4BvyAewyJ4WLcB54JleAeG3S4mOujc8Gc4Nk1a8NVUSJbMVdo7sUKFw/zmc1mNTX2doaCqKk6BLoaMRY8i8kBx7PLNgPz4AvS3ng04F4oZD27b1tvGmMqrtFYwcXUGfPcxW7PzkdZ25CAwNUkUfNsBQ+moSCEizmk9DR8HF2MBhTOpYemZ8fVFsCXHc7V5+ZcVoBwMSwkPQ1kDWsWA8fPsxuX9jb+TcA4FMzHCEDj2RUcxUHQokwNfqhzLi5WrNnNanj3MHmBo7BgfQwHJDuTWekdf7ZczYbVndOornnuAgDQzu6dagsDUaPuAYSNq0lAwJpdvLM3kaIleIRpIR8zhIJnJGeieBS4ehdVE9YsRhAFF5NGyrN7hgBbFVIz2NZgineppLTmNCLYKU/Qx4jZ4mLI9jxN2KBviQHC2V27oR2k+cAVlJh8jJxCvhXFb2cXDcSUoYo8OggjME9z2GXnNHMpPHNhwrfzDyLaysIdT/M60HkMjA86/wGDF2xI8zGdoJ5dSEY4CAIOWEUk+ryLFBzP+u5VKgPkXU5M8TRGylxM5oxsdl8a+qlODTyADRQfkwiObwHkw9NYe+x85lqICDVPgwXmYwhMyeYxY3I7f7lqISxWPc11ys5pfjhl81hbW/o+Ohmf4HlrQ8jmCXdazzDYyVRh+ZgQhp7VJHqx3ADkXNgkeg7d8XaxITmXrtCdXbP3PUAaQwOBMvU0EcR8Cxm88xjQs52dTlu+zU0nw3bdmYvb0mkC42TiaNi5yJ/+EUbC0wy43DkN0p2j+RPD0Yjm8S035PiYrgyetyZM8TFf/na+gKXd8kbNyQgKtLMSDl0Vt+do7qh6dhNjYBl/jd48GpW+VQpk5xmKLVZoFyeD6Hcm08K6s5vH522zoovGYaGKo5GT6dm1gwbDkND0Yu3IfIvQbOcSbloCmn68DAy8ndHsAe7sln156QDC0jH6DDkaLU871+Ewledv0ssMKXU0aYo+BtLIzmTUKO38Nkc7ggyOBkfUzi6aBG1VJ4LU4tIWL0PmxJrdsy+4xRyLd09moW/N2NzZRZzy9sESo1mMEeJoNiTxvGULu1YdFx8TCHBn94xMC7lBZxDwSIaXCXQdjZYbrsVGYWc0SRzs7NYx1EHq6GDzJMF4mdAVO8/ZoEX8XfEzpzB2PvBAP91Q5Gcif2cymXt2dgepaCBHmG+EukZuBoKWNXfOvYMwrb6lFGfnBfml6qHFzbSAdDIaNOzs1sHRTR8odQSsAH4mrG1nOoS0gxce/AwYRUdDo3LnUC3vF14VN6MlwM5u3RpdQxXzRcPSx82o+Z01jHgXcQniZ0zM7fwGeROZofMzI3bsnEbPywgH6WY0fWcUZy/iizJuZlLAzmgQ3Ni5jIgr1kxmjBbgPvAtcS6cjJtlzVqUMpxM1iJHcwRn5zNYLDuXAXPFtZTE+BnVE55ETgFPckHKkwhwJQGe4EwXRTfAjvkWGl6uJAeinctAeu585orTkTBR5EhYDDqZwzBXYkrnSgSp2NmMhkI7n2Ha41rq8PmRJ+FkLJN2NpOlyM5m7kzR2W2Dwg/k9DQFBIy+5UiAn5G78jNghDwr4dLoR3ZQ8SVjlJ6T5NmDs5YJI56vkNclFbaXYWrjRygI8JzkxPuSygSel/whP+OjjWtZguZlbuR5RhKG6kxadMnmSCr6A+GSa30V8TJXR56ZuGd+pomHnzlK5Ea4iPAcmgezIEziS0bE8CxmiKMAhfmSGnOO2enHRyg4kV2zznbOFEtMtXjoS0o7uJErLM8uWxYGsDgGfwBk50rmrGRzliB6BAsPrnUEyrNbBoYRQMCCOZRRuZIrm14G28DLbCyej5Qqek5gBe9Y6uJM2tTx3KML87BS4EzogrgZPUVuZm7MszvnCm6CowIzNZ25EiRBz00GWJ3Ja8PNHODiZk4gcjNIvjy7kljMIUENjMAPzpPUeeFMMvE8L4liIHQ8vUkKLJ5tHGGrEJ3exI2SzVrApDy7c0xwCMhB+ChzgCdJEsbzERqBvEilBs9u2WMWPyZb0BdvHImhN57dRKwUihQisNWdIN5ED6fnJnOueBZHFJ5ZzLWThUAcCfaOZ7cvDEsBiiIW4iTpLgYtnkVvyWZGZnpq9IhreTTiTcDE7VzlTWMuVVzLIAgvEobUs3t2xSpKYcJBZuhwl4vKm8C9nrcUae8G1TmStvVsJA7Us6vj6rmLWOv2hIMjiaDm+UWCf3ihu5t4XuSEAs8VrGAeU4ru5MJRNmchneKuBjaeN9S1SI54+REwNzxzadFapfjyI1kCPbuoPDzHYMQ3xPi4EzQ4no0cTe7sxonQsql56RpjJlwLBAI7uyR0DU4grmWJgmeXDdEL51QN08AOcSeFETxLkxx3vwo4kbQ2ToTNDM8KZeE5DqMpSDN0biTSzPOXQWylEeVPgoi6e0fPmp2UYfHsDnpiqweRU+8hOTdi6GTNrhywV3JUBW4zOf3JE6eds1DN8FwEiYGdXT8ebVWnqebRqD1LloSdG0VoHw7CswQZYc1gELCIOS+/EkhgzapZOMT7x69LlJ7dsiy2IrRjkIABTzci4sX5SVT2LK0xPoQU0p1ceXEnWAR4dtX+sBASWVgFqpVuJECAnbPgrjwTGXzjQ/p8tNmNk0NDcIzCE6Jav+J12NlFlA6y5tCzHp/ejOMxkwsyfoVs0vnJ5pOdXTo5U1hOjNqq841nnfnx7EpqwUD8rGAFyRn1ImqiOBZGnv4EAVw2a/XBAX4Ecig7UHh26YDAP67M3g5Q6ngRG0o+ZEYVxzI5t/MVFtrqHeJZIAJls9vGQpd48KZFpGeEQ1mzwJ8MAdsZC6MmnokwocjmqxeMnV03LdiwLmja6o3JsWimZrMVZLupJNKhDDrk2TWTgHWUjr1PEpU5EVBRf7LntbOgGK0dJQj8qgaMncMIaSBCEh0LmiEuZHFzZygcbHiuVHzdQBZwImvu7HyBRTunTRC/MuuxMxYjNRwLiTguBO7MsUSQsnPWEt2DjCDHcqGO5yFZRXaO0tmiOet0LAA+/JpTPbu7DabaO/TWqSZxIjBc7Oz0Q+ugQuZX/BT69ceZnd0yOa1DzkorReyKY0k17gwFscnOVPBoGndg/EoTwJ2vBKbZuQaQdokKj2MVKtnZNfPx3g2ioqmWSvgVF2N2diELaSCazpQiA0yOxanlWe99GRml8SGQevzKmjJ+VYWz81UUDtZMQsSb+WCID4kTwbMQyCBu1ejNhiOz5Haqctk1S6OFAJkgNUaJgEf5grZz2pOWmrHGrcy12VnDoI5yEd0KW5lD8YDAr5iQcis/jTtfeSBg578w7KEZHi6lw9fOXiiwfdikuZSpKjs/OKE/4EjkVVbF7Dykh34CrPIqpFk7YyWIcyuid3YGQ/nyyPLiUvAs7uzm7dETBis1hBWAXiVI2s6VOt4rT2RciqqnQ1FbsrOeUM1ASAuvIoLLzq7eCU3j8d+2Nxw+RYqXnV24Ny3Cj8PbqEvKqfRl2bkLm7eOI6BP8bOyswvnRLd64LyRKbJORUHgzntt3tMsjU7lCoidrVyhY80oDmmkIWt8SAMwa1ZzQwNoYuZCEjXtjEVHkTULCRHDrxSMcSsjXjtXaZR0KzUs/crKx63IgLFzFCCYO1eBotw5iqHLnamY0TtLWQPkV55RL5o/CbsUxp7svrXATJsOdJOfHBdiFceDKMLyq9Q6XsXNdOcpfUp3nuKFXoWJGM5Waao4lhkmDyJ451QWJXAsTgYe5QMEp8JVxKkUWZBFAsOgQ+RZcKs6CjzK4Vk2u3liWkUSnmgSboJulXbEozSG8Cl/qz7lzabHSGLkUqowcil3aj7FgQedg3xSeQwUiR7kwaYHeTDGs4wksGxOUENPhZa61dIBj6EHzXOKHDiICyuXMXnlMUqlePahMZBTDS7jT5qd+bzQmY0dD8LJxLMMuiPZHOSFFs9PiPCOswxOpTXIs10AXDVnglPVibqMLnI7RzHTNAicehAqKzxT2YDiQLDweUZghWeEefIZTT9chmTezi7gYavGQRadI8QaD5KBhWf37MOrPUziF68Yn+Ek0oGM0NwZSJsRp7LgZ81Up1us2ckVnopw6DP0op3dV68dwsZR76DU4UAUUa3ZfV+8hTogwieorDqNDIn8hyOaNZdJgUG4gTqNJSBwnuGmamcxOQ2Eg6QDcWLBqQSzTkX4tfMPRE12ds3KTFXagdNBRkBwIE9McB4iAFtwkMNp7IEglV05IjqCHUsswQUhrwGAQTbTULHFf8wg29ktHCO1ZgWqhewY9R91FnyGk75sbrPgACpceA01Cv4DRJxs5hIDKx054zXqEOzsOiYSpHOmRFslkvMfYyx3/mH1xWe4UWUzDUuqbIb61nKRA7eBAyqbf3S2lWZiuA0hVju7ZhWwmwD06CBqZ9xHqR6nMUDMzkISdZAVTNxHpxb3cQa7sw8/EzvX8MJkZyxE7RyZD24DENTOrt2pttHh2qahAvoNBzTchxInp4EmbudMP3rHmU330WZ3dh0FXyoJDukdCaS4DxINnMYdnJ2N3GmXkEHxG28E7GzjApCdp6y2LboA8RuRbnb2sWBuZxdNxUvnqKZnaDDgPdCuvIefKTu7jQc0ED1ipkCb2HAcK4LsbFVBx4BE5D2wsNnZVG3qSKQBxwH2ZWcbhi68hg6xnd06T95LUUctZeXJeRQy3Nkt49JWiIJRKzb9HMclpdeokrdzDymmO7uNB17TBzq0Cg4qnMffkvfY8rNzWB62zAl5DhuGO6cNaihAEc6jx5edndhgM6uMeI6uM94j99mZ0IXOkGTQdxySsfONJ2R2DsL23tiS6VUBsDu7Z4l6hyEVr5EroVdhuNvZrYuhJbhR6ggXFviOvEOvMahrZ5dQgH4iMUcTWDTGd2AAO/NIZNx5SYNOWhDmOwzE2ZakhK5C6kp2/7poGkUsvHCMPHiVIenO++vNs6V1Hde/nfkwvZuoY1wHmEU74yggwW1YddiZR4dF58EG5TzccHEbZYQ748BL3HmHGNKdc+wYtLMOTju+Y5XAzjkIAfIbUkH8hpXKzjqmDO1cZUbpO+RE+Y4gAvwGZwDH0YHQdRhOcBxhSLiOPifPgaD1HB1CuA4FR16VaeY58DDwHIReeJWUFO0rsZGceqwjSaU2h9lXAkSTfSXFNNZXcoIn+0qda6yPhUArBemzHysCohaAEhHrK2EH+7EcxLUACOjwV6pwYP8VIgAtgBMw/JUcINh/dQjOFACriizcHDnHbDLXZqUxZvrOkjPOmWQEZyUifLaBHDZ8Mklpm5Xu1PyTSndYA+QVvqlnBGclE3r8k/rY2J6izPFk9WizUiUS6x8PUr800whnJQIcdtaUPR9c0tlmpUU9/JMKg/hSoQ8ueeAGzkmdFCbU8OOcbD7fXRPGrpTPQ1MovUsniT9WAM4kOylOI4vqd0wowDkJUMkeUofKIdu3d7XpFqA+L12i4l0xTf8ktDJ7TY8yrvNKvNsGzKrkT6OPPqF7V++ISygaD1QRinMSGycxqtzzj5t31778k6zA8U+qkua5AKTn+fP3rtuhj5EB43I7nHBOcjLmXw7E+Z0cm++mTXrdFwR34+mFc1Kr5580w88fKwBckopDV5Nj5nRIGHjXzHXB1DqOZUskzkkNDP2TLIy635WPm7mNvgunxfHEgPMXOY5wRiI15I+ECNQfqRCpJyIRcC1ret41S+KSiDa4gSlQOCMRHvJHajThj1TYwTGxuKx1HsBwRkJzPz8yWEMlpHj3DR5/pDgPvtmnCT8OwIAzkhUW2HdDeOZMvRuy4yT7fqhpKft+iIUf67shrbPs+yEpGqyPhcAGNrTjzfpuqMOH/VhMG9pDc778sRLUQEKjY78f0mY+WurCauJB3ruAT/6uqnnq76qTTv5IXFr2+6oCsf1XiBxMrV6I4Zt9WXQjCnU4I80gk9UT6/NLUDStIb4SGjW1kG8eEmJDShL9XTUM2n5fXRJiL5DzdEkqX9pDShlnAoLjm4MwsaEEf/6uesVkx0C84IgtIttDQOpY51gh5JeJjGBVPWP/laFB7KqYp5faMKERma68+3W3t0xE8UBEvalDdHT2+yofI39XJRHoCJzM8MkCCLBqlBj+SD2i+F81UkOqouKXnROyfJaEOCNZ4NpiTng4nd8NHjpkIwADJs5HLvFdtwAOA4+VI+IohFUlAPp7aiE6rC8+6sDrXTcWmwaCJ698AODdtx37HZGS436sCVReRAHIGCFw8NIWAt6N4/L31M1De4wbDW6IR+ndN5qbTpTLxdgy39UbFZ5AttBJz7uFAqxnmVdcFAqHd98UcS0MVl3QUhGnIurZbZurjreK5N26C4/0oc8jNav20gcObT4qVLjfEQWJsgOXSPoWCV/e1TVTX5Li4Xva0Lxr57YBxVT4WFTlu24C+HvqGhz7HVGXFf6eKiaBizFBdToNgXCqFpM/kgO6jRjp5zFEwP0V8vqunqrxHnoGuSQik3fDIv8Q+ZTV7LuBIBhF2RsuWbwLlrrfEdW5iE+BNhUjhzYfMRb6HzXq87m3Nx878IRTOUTx91QpJFvShXYFajZoRFmMo1njwHfdiXcFASDyrMEIichaagbNYyGN0SIKCbGTwySOyHTvd0SHMp2xT5PtRKrRu4tU/lgByHBqAiXbz1iiNc8epXcL/2xME2JWvAMVNCI3hxwwT2pzuT5p8xHcqgcqYeNb9hpxIUkv/lhNJ44w9fh7IVFO/yM9pPs90Y3STQpo1ZpgL8i7a3rsx0rAqRMtWbM3CSHxqOifRuSHgA8aeu02ErDvjkHwuUEg9hu/wTYfcRnwO6tSfMYSBLiQVyLHHjVyNmlwvHsoukk17KwSFMp3ES3s90RsPfy9UBqb/1Feor1Z2UCHKqHpRCqs+Huhskl/o4Kx5UT58O7gG/+jOIn2e6LKE/tzTjQ72cq9+6Xobkz42XUpfkTlox4fXLKpkTNooYULjRDkjkb+eBNKCO+u2dyYFp5k8ewUdaIzZPZ7IkBO/I/MNDkaCEj7EaXeZWNjY04W2CBAuHg3i8DfC8nAci2SSrYg2R1sPvoAZEuucbMT/EjUiSwFvSvKk/tdEQ0//6MrCH8v9ERhLw7q2VLIlrxLJnf5eMbat8ExoU00zoOD6JYMjHr3jioOpWNIpN89dOF/dIRqI8aZs2NcomlFUKnuopGHjagny9uIEeAGxHNgvyFg+S6giP2uSMzSF/gBtDtP3HlXrI+/ExoEZAuG4NxaIKBqRV68tqI3y4azdrnxBvO7by74H6XI4QgQWW5J0S9vo7wpK9nh0hZdYeLduhT+WEyKjkTs8E3DPrzINBET+spy0EQx1myWkXe/3Pa7Ij9LNhkDqtsQA4J35yC876NZ9KbeR6FEZd9H7zBtOrO7LWYoUytybJJ9H80EtL6PanjLvpNGCGG1e/uxMZ343kZGRuwaSi5sykWL746BWh8LwRWLEuoi4ym6RVOb3nULsAVUEtl8rvK8C6eE9V000sn6RwbC9mM92NOS6nDij6WgDBPq67LfcBmw557Q6EUYLuz3RSUy7HfSq7L9vmiFDKwZqLk3QRXoRgXuWN8bfSLyd0Juf/xd1CvR30XBoNhbuty2IIECetEVSD2Ijo69OWmlGQXS2e+kWDjW90Z2Fuy/UhRhitRww6aCobbv/By9yBDrm40E9CSeJJiQVIH9vgjNUXZvj+K+NKzSjK4znJTtBQZsUPYuFsteIGLGllwDSDN6YN3vi+C2v4uKAMsuaEDBN71Q4dEDjVlskk6/NJLXjiJZgX1vhKUO+94IS5f94M8Jj8Ry2o7u2cB3Y1XOCQWGRQd/vy+6pLPfSxFo8HdRBCj2OyOmLtsG1SE/HJSkJT2qk31vhOGNNQ4bo2O6jFj0SsZ+ZwSCLftYCK5oRov89nvpijrZd0aPH/Y7oy+k/c6o64K/h2Yibi+cVw7YwW+K1If2d0I6+LiAyiqfPKSxKBOP/V6aBIFjgimTpXNxhAeFMnLSH2yyUlhb3h1L9L9a5IYJOXaPGRZxuR0BBknlXLhVsonjKQKHQw/vOhvV3E/Uv9u35e+haFpbxZUZv9Ti+e6bCiZ4YHBSscR31yTY76Vymvh7aJo/+710b28s2pAnQonyLp0/2A+fOU7q5M27G2vbJRLxNlKwvKSqIcxKGLofobh305JYUeHoWCoXcGjWp7WwSyMHJcP4btj1fdAiJi4Jt2cf+FMADyrz8j5saGRJ3b7e/ePbezd++JqULO++AdmCjy0cC5W/t5TG5n7/g8TF30NbEPGnlodnzrDxLmTffv9joYC3caJzO6yEQzUU8PfQDqH7sBOQg8mS5F00K38fxIhhJzYluvVU6S1NO3MiZ80b7WR41w3mfv/zA4nj2YJou2AT1Q6K0cYtB1k3C8A+7475+fugOyw7z7bgLsbQePeM7h0UlIjH9V162YcxGBRya08iCXqBKlNd+qdr/5WiS/3HjRxvs6jUBW0Eevfd2u9/5EK3Z9mRVVHW6t23O38sAREwKF8ruKRhZ1E0bVFRQf3v99wL5RYG/bLleK4A2VpzFrwb92djJhqyum1Z03+sAPwddGzU3wcRQfT3QUK69uicL1YnCeDeRevhcgB9+RtWzbtgTfv9j6rpfqwFV7QpACh7s9IJ69eq/7QxUIf5td2U2S2qGwc/pHPhOJQYwaAiBPg5QLDPrPq8S4bHNFHTONPl3b4x/j6IQAB/LAB82EFf6PHHCjAEg1q3OGEUnpt50+JdvRb73bTGkL2ZtyhrwFNJ/+GzBeglW5eHy7tvcPg7qh9Gf0MGuedo9JFC1SFjv5tyAeBqIFJsOmAg32Ur4pEjGjmEQX34E7PQvuwKzQaONWpTFGv2u6naFH9HBXTanGMMbabDq3f9On0SxiDfoXd9V6zQ3z8FWfEuau5sQFU5rCBFgO4ljHDfkcP0rpuKHTm3ZTuIcEGbkhm0Ifkk2kTIIHn3y89+N/1zZr+b/qH0yw9srHqRD/yZho3/VSIlLOoVFP7+qXjq76hO0Ny6Jc7Wk4PHu3Eq+Iw0WPuOGZZX0By/fYdHoF2jTw9tqgfJO61knsDBmXfvRHBAstVoXb37rr9/wkGy30+tfqyFDMVtz0Vm78oR3HTWqj3n5d9l4+nvqA3K9mMFONSnSqo2oJvI3UWGD33qoYs3uEFkRwpKfQURkeGbZatWpkIg+JOFF38sCFReQYq2rESyxvao6fuumOFeM8h0vwMS33UcfD9tU0S/Y2LYm3rHPGAg+46JBUP2HRPMl/X90jFvy90lbTIKSvRpFyzWOl7S9iUciVfQgBP6KwPqJgWE9W4eBCNNMmxIKjzvioW56NYHq9inlnfb+GTfMe2gsD5WgiV8efbD+leNyF5BhU9ZvCkcduhZknfBtCgQytmbam68i71jfb/surAf64GIFnOQC38sBlXwp1WQ/X46iWi7kTG360y80aeMC/Z75gM0K4AEGvbmmxcd6I9xv596+vD3zxx/rO+C0jT6+yUIF/5+yaFuY4m724NyTxpQBU5tZyrB5lxQqgO5WOu7ICsOfBNzhKaz8wf7AS2w3zOvSvs98zpnu8iBN2IlqgZUhS87B0BsY54YoQM1oNrvgFAI2gXYXuzJMXMaEOGN/Q5oRti75WVXtgOhLb759IQvAx2ziAxQ3fLOjhazgLV9F2QBD/suCIIOzOWzgHP6QMOXTxq9lIZeG8Ksw7tuRvaEC4wOOcVMi2mEx34HVOb3e6agBX+3pANgvwPC2rCSXQI65nvBlw9w9j0QI9vW0SfnduCoWkw8wP0OSM9Y9rEQUOlAb232eyYmmux7IC4P+z3QiMz9HuhDCH+3PFPp734QmTqSDEVOmSkFWxoq2WGk6HgdL1RTmIwSPXPBaVZtbwL2M3Zg/1WiCa+mgQn+V4pWYD99zjzqbdIT2QDCllfWttmDLocTwgKbyaP9e0LGQZmUeXdPjuLJogHh4t01Lf5uial2hkJXvqmk8N2vU3+3VOFH+z0xemkJxnfLMuzHYmr0alal2EmasHFHNXTexdO23zWN0JEhiMtH6aDeBdwKo+Lj2DUc3l0zYc9hg3I2K7LeTLgoj+KD0N9CntjyAiF/9yOHiE8iqdoC+PxgPy+2dp0RLY+LweNdwgalfsi4HwNS74oxedfj57qxY5g+BWvKm0nocb9r5qEZsmMTOMHg3TIaDtYH63NsWLEeR6T9rknIZ+9UMk+jdH23jO6vCLHBehJfj8Kz4ZYtkHfnBv3dT5VCWxFIIo+aI/ZqUs154uCF3eZoavsEgrMjt2A6EKu3dwEb/d2PkDD7sSZ0ac1GP/xdjxgRf9sP/EyqC9bjpYxvWdXjeH6seXeMjFPmHfsGFDPvxjnZk39wDiDCkdY8w7L/KhGg3lRRZu/Jk8YbSPV4143eft/kQcgfa8AHrCeIBEc7QOZ9Mri8G4eFD/bpXcU0su3TlsfrMEXxMFf6sB4oLv6uJ6P6u58AgDvzB5aVjDRPa5Iu7dA+oVY2y8536Zz4Y0UY1PZJdMMNAwjZZOLSvEvG5rEW4GnfhCvdj7UUpjftYDgfBjOeZsTPu3ESabnSmn71eHcMhMvx+9xhPBi1fXKg2JuaT9iN5yK92RJwOzeyOA8bYzjP5QJ/71PHgb/nOd30uymtHceKh3f/xjyWkgWcx9Nqv28WcvcoiinZLoY43nUzsTe59LIbzgDoTTAxZc41gcO7bmD+3gcNHCczLd1xQCxMeSKy7ndOCpYOycKJU2gDgvOYSeRv8NgOvIH37hjW5sPnw1b6EvpuHEX+3qfJhW0pSSZrmIRPb+5ps985Z2Dx9zxsWQ4mhI39xwMU62ln6HrY7Hh7hsK7c5u7ssvDplKi9a7bkSseKDYjAbd3BRk3pN/blrCIQXOWMOSWW5NWPIGNOI8Ksf1YAD5ozjZX/6tFO7B9Hjjw9zxUCPc75xmmv/dhIOc4GL37EAfc62n1t+1ELW4xV/hduddBBOqxM8EsvfulZmf1aldZYtCcYw74e54bV++cpKc7TyzObtP7e/fNBysArIRO37z75sjfPbeZR0BjZEMKsvJ6BqjajyUgTO9RgrIqEur96aLJu4aEfPNIBisJJoW4sg+aXcdUxQaDRITmpNzyx3qQ9Xq6+dhkAM7svylf78rxsgZoQ7NJGY29C2ZCvysy3k29K+ppZt8XLYDY73taItn3xQ1MrO+KXd5NRdHIXjzB5N0wGVbCVsm+bGDg5eMnteEGTWwzFGv0HicwWQtPCvfoHjTvIlJa3z2pkLC+K7ZP2fdFKyt2CVdxX2rSeFfQy/qu+GEpqweuy/7Ee++SGe7HenCgXTSz4I/VQBJXIiLh75WHRPf7ni2S1gkF5PamjyfNh4njDgPQaMuR4XrPFoD9vkgIx0cBS1h1MEDx7pwc+30PGyX+nqhnh/XdU4SbvyfiGeObmUx6iwgHuFIswJ5yuLVfFH16T+If67snhQl6LBGDzZkPNZ8Fd/Y7Y4HM3VpxbjycB3TnhLj9ztjAL6sWtbgxx6J053axASAosyml+NCdU4Ts9z17Qvf7nlIk/p5Y5kp2iu2Pa96Jw4ruIn7no7iXlaQLdMsNdq3iXw3sO59BDZhCBi3nrOIBKy5hbgyZyh+RjLWLA4Ds904Tjv5YRwZw4g/N/c7opIL1qwMhz1SAhhMJTWTf+WzV7ffOJBM2kAN2bkhDsl0ckt3vnWPMZB8LwRzNh+rKS5+I0WFwPd5lY7jfGb8M8fdKOkTZdz5PG/w9EUWf/d4pGbjfOyulrIaqNHml3gicWIWKZ45dybZ58sKVWcIe00WA9y2+U4tzJPc7I6AHf688c8VTeIDjioEO4MQKbTZakTB3E1KGXVTUIqCAqEbF3/Hw4eOPhUAK4+ETIRuWxeWibJjefRuwc/Q5+eSXtHf3uOzHgiDmZUQlgBVbEOmlTijfTWPwBY8TNm69K2ZovzcOqHPQMy3ZPkFQ7w4q+RMpbzxrZQHGw3jk75VBcGy8Jpz+lUjqZdRBZf1qUeWinGDePTtySgN6I30xgilPsbZbiSufwwbhXT4vf8fT5oobKDLCOyH3u3AHNI5Kh2JEzcsYB9G/0r4cz0YXxsOF0Rb0LHM3U1a8uwbGfm8kUrbfG528/o5nSth7ZQNH5zyQaFe4sr47Juo4/l44JYemd8+AuOIpk82CQJmWcg1vMwKR8+uhFe9m//y9UilsL47p4SmuBV5GVD9/x2NF4nHs8HmatRDG46HNfm+8i7E1rQD4U4ks74YV2u+Nl0U25VafdVEWKroxBhN3dPOzkyCReDeRh79Y2GwsP3AtpQ1FfywCeDDiIVXvc9LAx5ieYcQ8Xfu9cRGSvyP+MeTvlHx3HifU9TszOd59UyYzMoBVzRNC3ViWwR+LiURLGcdCaYRU/Mlm+q4bErpB0wZjceBdsLD9WA2AaHfMwbTfHXX4uRPjYYNJsGwnD2UvDB3iQS4gwYhlIOxNPQLwjUIYulEUyQMtF92NYKN36/Txd8olGvwdMS2UEZ5shtK9d/UFfywkLRjRzAqPO1vddIs4vGt4Yr87ulnZm1NCslMaprRjFBs/kzKw34YUmZqkm/J3yhBW/DGFFtfAIhIjogCw3x1/zvYziSDbCcrh3TWJzuhm51gJkLz7ZejvlAoq+DtijaxtSYFM1pGAGe34JbbfHQdl8a8ASjsrGOfdrzYXU0Ry+8XtwU4CcdyXa1n7hJIN7+5hcD06jnWSx8Z3+LjZj4A+9oUpWTtqNtqPlcRCP6aY4e+TWs8zq2z60+v1LuEFf58MDOTviEtkHoTxzY504PVuYJ39/hjDcyf+WbCxbJa+K6boPZjAbUNVH+9k0qC/31HV2oZpUbYPwDv9SKKBM5GB2nse0Hl3zMGX5S4LYH0Xr8vfJ6Os7ffHskJegS9rP4ZKvZJ8PnwTAhErVR4L+E7Y2H6sAaH6sW7AAdCtR0n3Llud7edHthg6BvSjV5crAjtUS8q7f0hAASixLq7aeJfN1R/rQYF3UkYJ/Y7dipt6x/rA22EgQO5DEIHedVtjZey8si21xLySSmDgd6yTYvYdi+jZd6wiC2wtC7JLlZS+W2Zlvz+KGrG+Tzap2G6FYhvNSkM/SqrRQGfn+dHkXbU36/vgnkLZKQBs7FEm+V24Uev7YCXSbl8KLLKN4CDZnm4CvVsW6e935PZsplEy3qV9pQ75+502RvsdcsKctQSkjq1pqEpLJmjcazbovrvBSENuaLTbd0qdvw+OQeKbj4o0hjJy8B2saL9DSkmxvktGavn7oJQi1ndJPB20DVS/zdlER76TG0qn4dZ+dxpSy6qThoiAR0PEvdt4YE+9eXrZNl2BG3M0TUdGabFXgF7Zii5iaEhEsj317sGsokRou3IGAR0p4ervgyaw9jvkl+d+hwwbgd8ltfSyPBBUcU0iijB2gWGWE8MA15PlUItlAgT7LnlkULulJsQ5u5zgwezo7pDD6o5UUFqsH5D9Drmp6Y91xIkFDQFav+S4emYZLzw4JUP2XZJDnf1XjfToSKRA+10zyODvd34QyD5WgjUdSWrd75Ektvi74B5AmwiPMCf0o6MFcGe/aw0hsu+RkxL2e6RW2X6PDFPDNQuMyJKpW8OHfzxYTa2yPI8WCXhwghc802yFUDnvvqnaZfDSnM/BlSmry/2um6Dw9zsgZPgIuwPO+CIVCyai8ccaEIYFwTwBNYHzPlpy79ZdbjWyq8Ph0fXXTRXYMZ9xmGsMl7927o9VYGNBMoX2VGmlWzKgeveNGY64Ak7qgfPdNtfHeuDGNZnn5lLGgiOSAXoXbgiek8TDSel8vRv4xt/vIGFfEubIt+YcLLiFwCkN0ckaiivEh2lF9rv2i9OrIMXTZD38tXK/Mchw4C2Yib+IeGy0wVPnmyPnXbcmPz/OZDcriHkXC+JdsO2y+dwyHe2O1btuTWluYHE9LIcFOzRyDDLSuOYd/K6dFzurCsGbyGj8a2iU902AI6aSKMM1DsP9ng0Qt9+zBNb8XZABE38/BJyzEc9gOhc6Dt6Fi+KMDhy3CTtR7SENrL8f7rF5Eh7YH89W310j5u+BpE4245ulk8jw4a+RCV5OOz2YyYsOrtsKve3wgK+t4IMDKc8cM8uBXYJRi3fBMvd7VgiLbTkDhEsNGvDuG7P3bNcIZyPDgmNR7L17J0illiUrKmWJvxKy0gdU/ME8SMu4DgTEsxvythPJqdZOqh2nY5fIzSCJwoFiyOw+bgNrIK6vd+s6H8vAIBzIVunvh0jm/D3wbNUVG3BtK4pw7+K1eM/KYeCP9cBQewij0NZ0U6uXyy5/fXTSTv4C40Vvnn1Bosupy+VYffeLziaV8mKdgQbKu22unvfCxlazOdfakcPhhFwynAhnFBxoQsL2bCDQ/Z5FdOl/T9I2GZytd8Uc/f0QwQh/D6RC3ZuHjdpRQIh/PZTVWMsb7JTp5dk3qpsUW0ivDeDzbuAb3yX2eBoJX+++e/yxjo7gQKglT+sCYMcBMmjKjg+833eOLnd0yuJPOw4D7lmwNU9HZHt8ofBXyAGaB5ZE+ICoHM9+qvlfrS6YsgP5wtnA/Nh6Jfreteva79v18nc72Av+DliIikfe8fAgl4Pvkp3YeoyQyFq6OfLX0kq9RHRO2+mggm8WYXsT79kV4gC9a6eMkyG7sfkCjWLtHOXZ7xvOFc9jqLVu4oGBAcHW+LudK8D9WEd6fFty2I9RS1uJ345314htxzzJzUGRob9O1tFUxGBp4egUfacp4O92jBz6O+BfFLeiM7cLzRpfQ73C/b4D/fEYpkJ2JWWEd90k+DsgHBnfs8DMHVRhvftXut8EZTYYB8937wjYhSdqbCFh3P7aGUdvgTCkneE2xHdmhHc7THCuWZhpRSIhFANOvTlSn8Dt+YTo3TbsGhJbbMdJt9cQCZD9WAPc+L9Y3XF1wmw7BYne/Qqc2KgEARhAA49MAIEBkNiyQKBIIYAqAkcCMxQ4AAAAGBgGi8rtE34UADMSAHYIBwFYJQIAEMRAiNbkI+IAAx9lWG5u8Wg+674WtIbnNhHnmZ/vNwa7vNpvM5cd0doPtRIYZmpf1Q3N8/ayGe3q57PmQx4uDDbxigqTzebDK47LwCnbV7WHZU1YbzNBmsy65q4n2SBuJD+rWU8/n7W4odsxzNx5HbccZIFaZd4WHVM8uI3phAqPa/ZuMw1a8ZTbyzrhhC09dkr2r3BzHmc1ayNnaSnnH5dNc8st3VTbZlI/mXWw5ZGOm83ne1mbOxodXGVyMZZ1uLQSNMz8h2ahzjbBQgpLsNnmsf6alt/uhjmZdbGyAbbQHKu0axeaxExs+mbT8QlThWc+Da1QmnEma882VJ3dyDqbdwXC/eYFhAayfsY+miw3x4+e9MrGiFUmP5iCvsr8tiuH2t1vWKaxViZjAzfJHGoda3bF1Ga733FvBc/Nplz97DPeNAcw5zkSTiyh9A45J4+D7MOkww2G8zY2Vx8P136CZHBGRBn87Hb2wwkfwvpObGYwwwx6X7TsuUYww3SJ5iGsn1GSRmPPsbjRx8GmpBWs7+1Vsf0msGzay35TKfZsd7uCNbP/5rCetoj1uMGZ69lm90tZB3uogI43H5cxk/Vlq1mbhQ6RG2+CNZy13iIFw3hzynDWjGxnTZvwBF9uwhHQGZebMg1n/U96yhpmwBca0XqnHa0dnNIa7Q6AzTbPyyDyNfmkvaN1A1NaJ5OEYGvNY0RQ2LUmLGta912AC4PNZ6oQu8EmSjtah3mRos42/6J33rLW1sa11pz3R6045WDBXm85E01snd3Q1tnSmheXvRNuCuBcadsnA01s0cnR1tYxLW4d5OjWY1wAsM05XU1vLaT1rcUZNANMedf3/2rnnPvwruJCk7vkVuLteLcY4DosFNRtmzkInfWtXXuYAt7t7iFqTW9NljiBrDjHmsDY3G8Gtbt1TdNbRwd8AMab4+BYcYe7S1x4A7MCHI83a5v5ySTTfJNntN+0LYZlbs0bH/IgDjPvSwT7DjN7hX9l63ELzlpa8+5wZetgWSB+tvm3jd3C0Nb+mtvamPki1bI3beu+x22moqGt4UyGemtNnmcnuxnCxyrTblOAsNykH4irtvjdfS3/icvNGw7tax3pYJdztf5slTkXNLeHmc4l3Kjlpp0VHG+5yeyIXFgi/N5p+jJvAW5W60MGuNZd1lrC4ONajydoUYeZ+d5jeYfE67NpV13W2o9xrQWOCIB5y/Vt5rln5eBNrfsujdclwtVtpnUX7Mg7FKdtWUDzTIE3tSa3I6D9ptbC+uLdvkOeJ3SzWos7WnZZI28frk93trn1uNZc7sv5zciThpl7h7J0mGkdI6QbZqLxCL7ZbD4D2KbWjrE6ysGmx5nAZT4Lzivlly8fVuuxFiw0wcyZsUGtcy8+gmN1F+PNYXeunhvmcSoC7zZTHh3cZ5spe1Dr6JSWGuvly41Axdkmc3iw4Xnzxt14QPPM4Ue05vBGnXCjMRjdqofXzpvvaA2XHXRwoclFyfT9Ka21vab1zofmbt2opykBhWEmb+ivkOXz5nF4zypz5qriTAB8MNvMB7taO4Rex726rDA2zzP1ZYQ9+03OYp4bNJPeYDvrwnqMb6S5n/xquMbS+97OmhDbNRjzWfdzhhLjzftwnLQddenzfo/cb9pmYDXryyhA2CRzmKRrZnfU613NmtsKq8mOOme+pjjbtGYRju4xyd14p0mmvSxAyuPNhceyFh23Aa44WR2OKw6O8bW4zrT5YxtyOqdvrLblhHMj62a+zGDD7CTPwTF1dcfLQi4fUnYzXf0nGR7W44pLzGe5INwlpuR1rF8X+IK28RR7Gmskl9zAVuVQzzbd72L9sd6H3GyKicEFGG+SUodIjYQHsqa7kTXCZ7LW7MyYOtuUtZq1efOvh+Wmke2sv5nPusmI1vNW6PLHm1ovaP24uodsvOl2RGvi617T2jJTD5ttGg3dqJxtGj2odeoMPmBmnpcVmNUaYkzDxnIT9qzWrVNbrdnmOo6J6OUmmWWtvdtojg6ql83pZdpsbrGsNeHyBurN5vtZrSlmLpDONke+sLJ1wVtbUzS39XeLG6H95jhzW7OnqgBccU7Y3ZqL9RtNDHDdXcny8KJz6iEbXEcsYPjnnKO1nPrG0ptGs/2LztE6TT07lg5hfeuDZrju6BAN55YlXN5Qm2e6pyTdzDMdhniJ68diBtaW0xvVWR0H0lkCb4NrcxxmIJpGdytMdANcd/eocMabztFM7H7TOLMz3ED6cF5MsAPpZ+63mMbqHfaY3P5zdJVpuzLRGG86zGtiGGaKXMHc1l9bzEDe3ZqQ6RVh61v3FngcX00nsxedwWZz++mt5zswExxsorm7dd9ukzbMXNvWZA0z+blsmbNNfg5adb9pvp2CZGfVtx3a2p+hHidubV0ajQGuMoeLXs2trHfsMIO2mYNezFKdd5bbmtudpu1+C2K2aRhCmY1W2WGQdWloa/d0DxG10D7GpZWtCZrbOnpU0bnKdPhW4/l9DPuFE2dZq8qz7ZXxtsokc72tiTPMpHJrHf04U636bHjUnbGZgHGeKaJ9rTO/j917JsfnrnvL4SWf2Foygwy4Q1sbuWp1bq3T2mZSO9vubabNOgpns+mfRyyfZ3obJiJuv8tz3ue5g23P2abqL5a1psEI08Re+1rHtk2MNtsk7MTWnUkkyzZzuCvV6CB89xw6bpu5rpdUdRaeOqaNGWZuV5fVudy8clxr1vBV2WxzHfxp2FB8MzbJgWe1JvcQYYw0s22TEtbj6+eX6rPN3aBTaxvyfRvmtRaar42wvaa1mZe1xs5leTzMnLSsNXl+IWyzOY6HApxtkrlujesocb4qf9s9zleZJhxNwvKqz2uNWW28yZgZR0wyLb74UfsqC/7+/NwprclZ03piFcm30DQGiKJ1hf7gZWalE5ZDZzpo+9rfeaaSbRa0psU2y0u1z2dNbYAUhpkXHmeICz8jT9MvT2eB9puOYUS8SabR0y7TFM808/Wy003vGnL6vZ31kVs9QotWWt9yqljN+jcRI7qt+1fvOfvGjkwX74X7Ur5zTuMElNei0xiikc/uvXCXy73ENA4j9YwxneOS0dh4Wh3IGnyhssxU07QWZ7LGbWhvlpubO8nsl5vrRZcNbOQtZV3U7GWtuYpjqUzc15jMujeeZFturhct0V1ukp3M2vMRraPe1BpQaLNaK9aVnJeb26yk4MtNDme1tvvcZa3XEUa+zWZgxll3s0nCyHNsVuszxrXWPRXxstyUOq41+ie2Zp2QmGabxktR4eWmS6MPJbnc9Bv4oa0/d2UkLTcdbW0NuOOQYbnpz9zWdEa3Jmd361gzE//7TckDXF9HZiQwi/Rjr299OcTiesUJfYDr9W+f5JpeJHjJFn13/SG4NOcE4yTXXp2Eqb1F/FGnR6sFVv/Y5prRtIS80DTba/AuOv1RP2s2Qe8yeNtcL30JZowjHAwzHYIYXpCrXIM1aCBskus8a4voeFMzsb9kfx5+lkGZYd7OMTi1Igu0zZRljGu81w/Scz1xThvJmmeOMMb1zEmod7k5ZRS/yxjX4FoL6Gh8/tMlrs+LB9jcbH6/xLWw1lB6Y1wbhhGEukv/sxxtrDKtdsrLVWafGQh6s2kes9NWG/XyN7j2bpwA7DfDSWSYrjJB2eD6uZxw77J9YxXCb7lJHCBxjjTjiTrb4/YNNqOekeYCB4pnIAXHE/c+mC2oTm/tx/rW0QUe4HrqGa4BN+AOy019cu5slvC3HeA6/JRgvM20ckhBSTcIb6MAv8qkMBv3DzMl3BNEiyXQ3sm/DJAEzjbjtJygm/mNuPsMewHnF5rcjbi49VG7W9Na3xrtaQXHSeHlPHNuSN59ninc3a1JfW6c5r8Am01/SM7aFf3+NEBxpMntbEgjhh5KtrbWa3Hr/NCI0XIzqaWFimktbi16vw+cbUpbkYs3unWivR9imGm3FiMMMy2z/GOHmT0OdwQuixeWm3217Khubd1dly+d4s9udK/eeLOKoa3N2/x3I8325EKwN/lfJoar2aaVhb7JkWZhLla2dnxu69xQBib2+cGXYLRtJmWNTqNW+rNY2bpPF9x9HUuxzaaDrGwt0X0R9LwPX2X2VikCteT/vKM1zTONVTvLl/ybOWyhdmsMcwqr36r/osta45nYejzLv22eWbLOIB1vGk08bN5mGrn2tf7vOYhy7f97gfrc2abtB/TPat1+5GLdZppuEEjHm/aansF4C8DNPLxsvKnMKVSFbwG4cvyFtscc0qDWPNtko/GmshccNMknwf5kgLdrWpcXEty0CwLuc7nc857y5v/2ijUBtz52TlsEEa8pARcW6IYBprByUFW6JuBiOm0z4dRx8zXvMSdX2DXtMV1MZo3GfNY5puI2hpmyV1jQOrcRrfG2wMZ5puaOA3WtSZ0M4Q42QxdWZoPN0LjINpvNJgf5aoWNaL1rzuyZanZsEPqZasoa0fp5NNHDVNPImtbfzGrdZFnrP8a1Pqdmj9K2hbe2rmdx62fdKTbF4VFnWeK6sSkArTNcE7HE9Q3zK49xHRfqKqVZH1riOmPmTPlI08kS10QojRl5e88q19mNN/tIc3VZSMi15mL3uJ619EA62Ly6yvU+lY0tbgG4V/mYgS0AFy40wDBzcYyo22auNeRog817CftaxHUAZ8xw3TMQNhtsamzwTs4zp+xx3TzVB3CtOc4xrosv5bOsXEfOcI3vZCBpm6n9Btc47AvkNtPaBiGYalrOw35s05rlEtePblDQYLOLQYlYaDbT9RDVbwq4OsB1IjNcw2PntW0zp8iJNiPWKYRZARd/fVUjOr0LzSfrW8dalCc3w/WzY42dwuiA1TNcd3d3qYPNdeu6enaWtTLMnL++NSd7qTnMXLO4CGabe9P6arhB4Maym9L1rUM1jFtosxljgOtnRnXYNrPggaifZ3ZZmbRrzYbmrhXSGt161eMmcLA5Y1I9zt2tQSwLjM2m9XVQ22Y6U1lvwnKB6wfQ8mHmdDVNkhe3ZtNNPTfLIw9bBs5yFhNw2sDVjYTtPPPS3NZz55j42Jqo3Nq6DJM1dJjZwwoY7MrW43I2Srp34LqZp1xurn5B5bDc3GJi6zfXjZ0bRHBpFC33mNd+9pU1juCSLqgORjqDca1XH+GWvCpSx5jTrizO2mxz/flUm22+69rX2nSC68a3pkmmizWtibkAop5njj6oNfWCz2qt7fJ6Rpqa5/nOVHNgAo+uNUfu6+rXmtPHtW4zhNuYah7m4rLWa7v4ZKo5dAh3P9V8Pqt16LNXth52aGvIxaG1uzV51whY5brCcMqF2uaajk2Na1JR8YGpb/Okos2K1GwnFeXjUc8dVpQZnnryyKJvIeqwI4s6bU8dHKcWdfVWoTZHqPY4vigNsgF1vkZ15QlGV7qVp89NqrfuL0oBDTrN5h0PGq1FYfi2e65kHYV4ug2Ey1QfWV40d10XLstUK44vaivb/QmVS8M6cOiHV6oeMrtob54f3jKs+YaMqwB3oss2qJyOU01hGlyUT0dryvpufshtvmmmlIJlqpdtW1Gr15TcBapB5ZjfHpbjfWU+A/7EUs5STa34zVKthDFF0XaAmZkl5gRwe0iFK05Mjzqng1liPU41ZjYUpbjuTI9TPV17SVH/NPOEtVtFlaXnvFK13xhQFNpWn+8z/wQct4rdetXq9mW96oQ9oKiv5p8IpBFoLp8olgGrSW5A0ZJBaF2vOsuMopm9iWKnOQ5F2IeO0ar1bCiqHJtE9BrP6xuKZps8T9lQdM7sDMeGovqczhdmFM0TPUMYUxQczPnhpKIkoz1fnXHhDkJ70z2PLiyqMYkzePoE26Fa1u0smqzfbN7Uoi2moHbPZ0k3F1WrPnPNLkrtTb1ifFE2ZfMB+4s+t2tODZSuueeEqrCoytvJVbDt8+IhRuWkzHMMMdqkOJLiRavPDnCKZYZ9Bn6LUQYzd+qlfVbWLMyOsBiSybEnchwxtb2XTV9htCz8bO8VRjN+sdUbg9rHKKOtDaghdZRRFm8MaEs9PuKk0tDA0zncbakxnycfYtSwQjeedkqtO/cYy7j3F+2YYVmVFc9Dlj7t7Es+Qza+aPubdva5rIdguEaXdSdLbzxBQK60rLb0nOk5+XxHmba5tmgyrvOk7j3fNMq4mVq0oGTyU1LDT9T8893qWWBqUTvfgWJfg1bjJ+9MLeoO9czF1KIYY5OlbStt2NSiOVvxXJrU/29Hc9G93eicNJnRhUXTMiDtjWFPOoLv5ujFpLcXFtWt4yy/zDPJeUWJjYVpvqU9DrlNTUmYvD1c7+2sTcGLJQewsGjNBFUxy7Neq65y3J9eb4Xqu7aofWx042nP3LramyzCu1T2wNH79KSiyiDPxKuKUotGv3BVUbDrVDpR8mYLi2bmRlV/sgoyV3I3dcmCO7Hht8kq781XYeeCdTkyTMt5nF81acQaOGWl6yXHuaoomeLZZFXR9wbRqVVF/bplDRvhWXBSUVC2Zp2HTSvWvpUMDZ3mVUVLbF3NdMkOmFRUlG1dsbsdmQOiXRV55q7Z8OKV/+5o0obJ3mcU7bB4XSeD1ttjijY0g6XuYfeBnVHGFOU3k9hqchjLU03AHH+zGq13GLvMnix3SVG2f7JslxQ9sz+XWlIUHtKZnCVFbysyleX/3UmRkny9k1XnfR7fUNQ3ZFxjIQazhyWjrWauaAnmtGAX5TQDipb9lrZf1P7zOJsdUBQgHdUeSBY3cma2hwdSxp1BsLth/2LZ206zPBMNKFphY2nl3tu+h3ce7ltPNF/Y26qJHDfFbXgrn9+KRlFeYTTRuB2u2qx4zcVE7XjFJBYThWMUn3ExURCY2DTrE4NdTJQvWpzHaKITtsYVWubiWYlLvaEogeAeKnmi+7JrsaTzB9bVXj7RLehQ9+BWF1q0+MuGonoVZ04bikLPRHwdCLA2as6fLG3yrKYdPJnqkqLhCsRzY4oyaydvvafompgvcSs3D24r2gzRfG9h0XvUYooLi+q7Fl+xsGgm2dpI0eyoWnJYxNSi3ZTNFmuLpqYbVrzVD9BJznTvicypk7seXLTl+xSo2W5vwcRyR8yejPTaomTLYpNmF31eWwNAZUFg/+QWj88sY3PRMjszijYX/Y9RgMobIACzJ9ttLkpGEtbl7KJjueJWhxjFcyhzuM7o9WjhjwdeFjbNqEWwRJCLKAPZZZS81rJq+IPYOphzndG/vvIt64zSKZVVsc7on0+5Zp1RZLZiiNYZHd/O8nHvZbtuNCpcqwRrtWAkbDRK4TjzSSxnX+y6LH0KxPotZ4+aUR1iNk8wpOgvZ5thim0aZTTGSfVslr7lbFwVuIkhRtMkxRxDjE7HBCZqiNEN6GYWL89m66ls43nd8ax7AfazOX7HCF4hVrTL3MrIrzBaw57blOaEFiV8SPs3c1oryqCNzvyLubloa7PiAcYX5dy6lhoPbHEzW3DR36KXF00U0wNhvGLFlhftr24n6yjrOrtoq+86rUzXLJfelrmUie6702+IwUUjFdq/0A51w/LJRW0umtM112VDFntucNHeZ3TATJnx5rCszeJnvFhj/J7+wItd9R5L/Bo1uGh+bXvJ5r3rOYsBPnBYn2Ph++e7leKySYJCrn0PmIzJWQa/YstiDkYWRfskd40sem2SvIKdRXF8+buy/S92AoxN7xs0tWivQ2DbAL9WEy4Nl+kYooBFsLrflbSU64MOpJS8HwhX90MWN69oT4M7bXEMVgytvfAxwy/8qUWLhGNhh5LROLtcNxkOkyAfLiyaNh4Oy9UNSNjjF3rbivaCHXFmZ1zAGjfF1XNWzFxcidEkv9rnFXWWPeZrXlEsD4qTs+J/s2K5w4pi063xgUhLDTPk1nhqmBsbMDkdx9bHyoq/eMuPFX8NDStqq/YCJKMc24w15EmKA4YVrfY3ZrGt6JDXx/Bhz5AleEzRPep6rAv1XvbIezZMnj9P1qMTx0wqGl/313RS0Zq4VrZrs/wYL8tDGQdMKpo/+a/QtCumjMmtRZMHz3WzjGDW/mALGDvdRFDskHnjRbN7d8251LQZNO1v+Iyi2Aq7MmYUPUPs1jujqJ5Xt/+MomZJXRZLigYydtYD7c42o6gltB6LLRuE7rV3xpfJ81h59eyZP79n0TUYU7R+l124rHk8t32ePH/WD1Mc2p3Ceo5vn886u1JnFDW4fWbunTtp9WIcfLh80lez/eY2rChEazSWt8wVNqyoxcDgD9f6DbKwaNl2GM3Cov+yxGinFt2m2f13j6fZDW1qUc94TOagDPJuMmLvNxetGmzswxK5o7OL3g1y2TC76DQ1NUOIlnA73q+R44vmzTfqOeHvlf1Fd5JRM55jN677i3IOG9pLNosFVh22W2E0LTkM5S1GIaqe1KDThPm+HbjMfr/phxgFp77VaovRZYLdzlFGya6/6Jpp9Ps1sqVthN220agTGqz8aX8FbzQaHC54hsU7LXYbcanRYlJgu6VG44MAKy41ikcAjmSp0bm87hx7jfLZhNU42egmsLNFpX2JBhy6FcPbOuh60zxMFttDGH8Y31TLW2aZS5GZ/nBc3yPrqXXHttSoP8bIkOyR28i6h2w0qtN7ZL6FbCf26sL2PTLYw7bVdUYJz8eitEo2K3YeEGI7m/wwmRoo+KtdRl1tZ2eJMkxmy3kydcFK2Skr++suN8eobb7MwEvVdllkNBuyRWbLpo9tLY1S67Y5RoWp5TKWIXZHP+XxdrlMmjCDowHnWGG0YXx7ZxOztKQUNvnCd/VMWkCDWYBz3V+0OiytlinjHWX36RVG1/c+pnU9gn5gFi2TE2mr5Eoajt1PShvSgoPVQlEraSGjaTMgrcYJRhF32dXL2x1t19NWCK2yuX1A7QXJwkY5o/bT7JZYXjRt7Svl5UUDOdhGpDfUlk19gdQw66hJtYksrO3bO+sWMsSMtP0xUNCqnSJr6yzAWBrtzCAEjnta6fJaHMXXz+ai2C67ethcdDJDbBJvi72fZhfYLifuSTu08UU/f46NjmgbkaI9kO6y96q941pb1BmaN7ltaYMwtWhMZzcLoEttWI+1n5Ntv1UvmKlF2YvVdpsxfaRhableW7Ttr6tmbVGqab7dB8caWZ0RtznccRdgys0+a24cH3d/YfaQaOcgBpuj1mejwF+UF/EIuefVvWZn0bNLLdHOoq8VeRd2Fu2DcfdqdeLNUnIwlKmhN0RG3+AO2n3/+XvIMaMuwoVFi3z9jemNwf9etYeMLFrbvM4efI++K76FRb34rOeZrNbB7hXNaRUuDmXO4l9X4cpM5pHNnfh+yl3OOfcVZyR+Cstxu/G4mxN2ZFLRYlTYdZOK/vPAohxWVJ6p9mtY0XgTcr4H7IphRc1MyPnGsEStKjqPzskt9MJmHNQkYueo3GBaLsbXVTOyKD0trMoji36zvlaMLIqbXTnktHwvDfu0sGim35Wr5LScZbjXUmfda7zcnrUKnS2X6uCi7P60dTcX3QhtXOKSMYQM8Sq2wUXdRTk6RO2DzUW9dWFXbC6a9tH1u7xoPDCsefuLIm470si5kwS3z5W8wmhdYGUSk7oKtsJo1WxOGXZzHTXB6PVx9glgnF/absb1BLWSK4wSc9RKN8TovytsSkOMIkGGITRVrvxGGa065l61RK4ru4zmPQYjvs5226PUtrLOqHhLWLCG6rJTa0wbjRp6JmQZ/9b9WKPpOrVfxxq9TbTF4Ha1geYbLS5wK4rGHNUM3Nmdlf58o9EWuB7mG2UL2dadb/ROCPv9fKNg01ot5htdl63tOt8oLXA/wiYzjr+ou2lp9C2txspxu9Fs3tvvC47SA85JuYVTKLs79+ZSlCe//9zbng1W3GqjvbbeiM1gJ9lZql4dek93631k8FXsMS5ob4fe3jz5uXe456oZM42ij633iGM8pu1tvbbXaO/bJwyinnuLMJlWyM1tvdU/+ja/+2Yrws6ZZtS1A3Byz8DHe5qE38t3BzLIBqNkDL7NrDp2kVG/ruoe04zmRWE91hltp23DRWPYijTNqNYLcaTewfgRmJC/J3LQME/Ixda1qJ5jFPLVBUEyKpfWheVpiFGcq5HI51HVucio0/bmSD05D3Z4Tm6jWskcoynSDoRHmZ/rzRRdGrI8nM0MyzBL05/3I1tC1fAtRsXMsLMWGe2WpLVYZLROoE26ehX26f//EChcibZ840P2z9VN7GidUvkBe+PpOo/qzhaj9LbM2NHyywBD3Yzdacbs3/bs1cyzc1cYzTPD/lhh9JSN2eXGcMN28diwvMTq/A/e5YVUwbcYzdbX7pGxx/8QUUPeuna/I80+cYJRyaZtKDZTndv+otzYvLds9n6+fC9mmG0xvmgbGBbn8UUXZgsPHI2RH1OpwrbCaKwW8QOSUTyclhZ3sk3jiW8gTz1n8s+I3ad0/PKLBlZliUG2JpNF3vKihck8sJGs1fKi7WywCiwv2n8vr8dW1cH4oi6s5jHJ+fw6Los4c7fzKubzciRYj88uiqkdZ39hpP7/uL47sT+aNNZkedG8wCoplhcFiKzXdmm1TS2w+oHM8sCFu5ze17izArKKWLllej8aJ5Y39+xzNMw3G5kSVQs3MuVgZNFqD/OJpHn+RXpXQtuZKhhZVNq5dGJk0WbbUr1GFq2/zdczq6qws6jZFZbwzUVhpPjye2Kwfybm2uyXsUwltrZowmx/3MvU6NSiafcphWK1kTl1ppv9d5HXCmdz0Rj7H6Mb+68nDfGaPb6oPqQqdOOLgogG3Xa/wV9yV1J0rztoe5nm32LUqXcxxUVVfS0y2sz9unWU0bWXKaRdRkXjvs7sMtqiOqzyR9gK4Lf50ixECpTq53D8hvkpy8zJ5+wFtLuPCsF4MFZmZfyxTFeZZtTMqVoy0Ki8qCrZjUajCV63n2l0mfLyCcSsWrZ1XftSo6JMowBodiV/ZtX+vUZtG5kCY4ltx3sBN26tHW6UZG9V/V7vt7Mo0x1Hm7Fb1U05mjkrq75rBY2wavmso24a06tmHc0aKeBG/oyibzYdbcdfpdp0lO6z+sGso3Co1ffNOrpuWyu6z2wEq/yLDOpPgDk0tIwgemLQ0TJSK5sHHQUIm0zRIqbDfYbdnNioU/r3CqZcivW1VSh39Mdjp/SH8UJp7Dhaqh29eqf079ia3szKWpsFR2uD10FpjgjUDKGqthsNE5iF7uidwin9vTyo12xhqrvaKLys7G88tGcneWvPGb7ToMht7cVqoLTHGm33AlWYbJSfyTTxZKNDcoDvWeJTC682aK9RsFviJ6PJbl/Z45clVzcYazTjSF+vZjp6Odaoo+nMAWeu9bvBP2vZazQ2E37g2/K/8bjxJyN/3m6jUWPRZ/6A9w+sKFeWAsIZ++eYzLTZ6b1VVIceaPQOZ9pmoFGgm/njE3v/uefnIjON5lr9K0dPvQB5XRWD6nkKIJSDAK+McYAO0xlD52gcgNFyIASebDjuPGjVz5ymGY3dCgBul7pjndFqLFMKBOuMgvStAH9BowHU1gNoe5mKsFlxUjYE4O+dLDP7J/qmGY1xHEM4ro26952y2RgTGD0pgMb/dB1llPNhAT0s6oFRRsGlTDVqmtHF6JGBqYcp9M4ArLmrYiYAZT7KaAI5PiAecxa2XSEIDoKaMsoobi9QeNOMfsdtEdCrn84YZbQOYWrEKKMN6WAExkYJRoOCFjLKaA3OKMFo9lKUFhmdvlGCS4ilAo+8WlBTMl/QRjotbotRGtxxKIccLqgIOVXGoKBxthhFsdgxmA0Kuh9iVKIPGniHmzWojtiZnbv/sy33uW/wmzuoTb5ZZH9REtRuqrHsHlw6fRD33ux9fFE0/6bX+KLTeJsF9hf11trMM8GonsyUhwlG03/3ANEAArUdaCQWGYUcQ5AyRWmZlO7j7cYQ4sP2EEbbbxotMprOv0muRUaPdmMIYGXNpXOM9oIlBPoeQxhsqsk1yui3aUnnaTmZqeWG7UagP+8y6pTykXYEznHUNKNtI03664ziDUsnWGoU6nql316XlzcCDTzWqNt+E817jWIk1M9hze4BHjwzotVSo/AInGTeUqN7rkySJhsdbgQ6GW40WwrU/oKjqdcldUppfDvXqnEDzDuRdhonaAKN+46OBP54LAh6e9DR6tKbLGnQUT7i6EObjjJHBN0sO3pNvpl+4lGzFmbFbOJRdyhRyqFH07Kg0w49OufBZH7rUWX70INo69GwOyj5W4/CGUI3KFuPUrmNFfQnGB2QVh7Na17KXHm0mHnTJnOPUnygQFy1UbBed3Pc1qMWAj04UABW0UaB4hyX2SYeDRoo0GYUBZp49HsDNk7JHyhYXCoAtrVUs+ZoeAtNdqagz7lJyJqj03mv4PhBVwvsPYcLqtbmC+o1LGOMOAqH35RixNEtgwZu+8ryLTjKy5sGsrbMGvyQJw68wUJNRhxNG+8b6J1CY1lwlC/AqUEBC44uegnBsoZ4EiHXNoI0YeWD5htF7SMJr5zlBDdepfF8ozVPht0xnvBWAI19tdG+A+d9q43SW1EoO3DOW220SbSiwA5WaTbfKJtRBeGen8/mG0UFUOS6wk9PLhjX4YV+s8qapUajZT5PTDYKt9/cZLLRvVllD9uNinMMLwTk7QUhuslwNALnerJRm4ZVStOPMyRzeobYa5RdsRJPsdfo5Q81ENpqwFtWmjrWaBnM096xRvH8mz2MNTq1RhsedLrB4smGQ93akkMwcGXpXqMYK6J9yeGdi0Ye6ok7J8802mDkgbt9pdlGo8wpOyMbjW7Tbu4XbTSKpNp5WOfcnDLQqDeRJe6ZRiG6/GAw9h/4bUGALTq9SGCp0YqeFYhRHoWQ1AMRxzMRehxLnRes41iW1hnV5KUIB9J2RHpJzhiCXUZR+pyP6LsRCQaDEujtIsXnGEVPGVmbY/RdhnPXHKM4ByWuNSM/bDHq5ohEeZRRvLXmh1FG4f0hD9hldLbHJUwl52xNxH0jyZcanXZoYmbcyN9Mo3r7Slg0ZhoF6kMTZtiaYGDnJvhokNYzjUa2grT2GmuUfCnNiqVGB25NrKtXjlhq1C0biWcbaxTdZvNzuFHS6o8L242uY2z2aPON+jUja843qsyyBF+68mibbxSN9yh6NuLoOGtkQ6wFR8l2msQHHZ3uXUkadPS8uOPxoKP5/JUmRbPpaJxAU86so+ximTmmxh3dG2ZOW3kUfL5Iwa1H1xqW8aa5R9ERIzlHHx0NYklg99FH6xB890tLG5AWK1/a2oAUm72xfwPSM3jjyxuQwn0sNbAB6V3SssCZgRTsFoSzqmXOxQ1ICWQuGefEzDUAKVgtssgBSPcgjYc2ICV8fp6AAJks8s0GpPno/oPbCbPqwwakYfT4g2NXRgrTj3473uUHYo3ZfAA/5Obxh4ScgBA5G4L4t2E8X3nU7BLJ8cqjQAwOQdhWuAXBulEIOrMLwekDEeuWIty4i8PjjmK3NRnxDBq5Pxp31O5ySWncUWjExcXGHaXrsYjqMRlB38MR4PiWrmYdJUeMrAqw7OiQnk2Jf2h0wgR2J2phhqL1GEUZZZENm47+BY1RYHMsOjXoaKfOMMX8dp5CL10505qjfNBIWZQ1RxcrIxV/zUgjNh2t7dmYzYp9ecUsm47Gs9kKN8sV2EkqB4BZc7SmhywI5ix+EywSmXJ0Er9r8deMvDPiqNyakgQjjgKuW2jLKzIfdPQCZeOCgbPJC+qt1Ys3aCTnBSw4OnP7Yp+GcnDEUV3XMOwclFl3HE12WfyTdhyloyy+HHF0WOLeDkYYMfKMBUfbcQeDeMntY6zcSoaMmcv488RihjbWooG2Gw1YzHBGm4xqvlFs98Y00kEXV5lvtK1pTAObZVLRcKPkRpFlw43OOqPxDBS5ZrtRZRlnNPz3NPrciyWGGwXAtK1R7Sq5Ndxo81nXwZ0NBZrBjcmh2Q03+uLxaqO0hdxbHIi5FyfsNZpQfSxyoI5yiE4imVpqNOoh7HKoMSFh32v07x65fa/RBksd4OqGJscaRa9xWBtrdNrk8ARjjWK4sY6ZsLi9jjCnYeGZRslshpyWGj16ygMPdTgx3Gg5ax68oQ5VzDdKUNynPOCUi5fbjeKy4jWPz93xsD7lkc1dGCNNNlonLly51yhj8sel1UaPCy5m5hu1JjpMMd+oNDUkF2LH0cwFD2RYyE/YlKPtaoUodxxFsxz+NeUo+dWOuODiCmjQ0XCfQ4/YpqN9gkJLrUFHqUEgO4w7Otpx8WvcUTwaoUgmHr2rPFasPArfcRGZa+jRtegj5F5zj86dHud5o4/2KQ6NWOIpDlFou4+WWRetn360u++iaQNS7v0Ne8nG73uQsgZslL0H6XHIwcwepNT6i+irPUjnKowcxyB91hq8HIO02onRC4ExSIv6MbKx5zdkW4L0uYvj5xKk6LiCYq1CeodwrGEeUiTm47zGyPCGTYYhzYeJtzX8NazBsm1bAzOToM0MpI0ahjXmeimnvlY14p3XkAMbPh59FPVsa/xe7N9Zt7CxbBs4Yu5RPT2MbNjo5kbf2d/ohpzgYJS0wsFMzqh+6NFynEBLQ4/yKQ4rmKFHx7nIMWY5/DrxqL5DIPfEo9SKjCu2HuWZRY6WMXc5SJ/pYLmxjt3DH/QQsW96zA3EjWDfI0wLmLRxR3Ga5j68UQGj9h1l7riot+/o2ucw0n1HBcrcRwzT6IcZ5/Br+47iWdMf97j+4f8mQUo8wyDlnRUr445C+wEqb9zRZRe2QSSg58XmQeJxDgk2Hb0DKn6y6Sh0RUCtZUcnxVrIi86GlC6HhOYELGHcUQw6QPsZEpmHhhUR8nMieJlDuVOOwpMnlg86OgY2MLKxceKoNUcF1kXEJodJmnI0wcaI4LINDGgrmXX0UTZGiKscG+Gg2RuhhvMj88U7JELM1kjWDIl77zjqVwekwKYcpZMbfrTmKBgn8OWaoxOyzZKou0yyx0WEbsTRafdJ5rSGi1twVLHkUImZlZI4WmDJmqNwvUZLgpkQv+84WsG7JYQKB0z2K8ZMJOY9k9dk3sQHMHLSFgssbbXRtIUTYbFAHNuNnkY+vLLdaBecOiFWMdSV5htlSx4mT7YbHSSWT34xfuI/gRLn40tnr9HisnyXvUaZffl27jX6NuKru9qomq6ghFlE8SvwzVhtlJ+eT/12o3MgrqOcGEjJLs7XGXE0FQyk2LQ3Ukh3jWMp5A6BevONtk+3p1xwlIy2l+yCo+fVCm87jrIT80k15ejdIbDAlKNwOUPyg44esMY6Cp3HcG/N0ebQfJ6DjqZj68madZSuEVjDyqN7aL7/ViuP0kfV0+JaefSNWxj5yqN8c0L8tx5dDxLIY+7Ri9kTYC09o2v30bpGoEdt9FHoOoUNrd1Ht/0JJ2xASs7Kp6bagHTelC9RWYIU/ryJsUxgxlVIMSsF+q9CekYarJmHVG59wWI0D6n50HncNqTBgIF/tyHdCwfCvw2psnzgjW1I00HzuKa2IaV25HsxDym49OCTAjuRLu6WWLsOFgU7kbK4WyLmyPvLQqQoR0uuF+T7LUQqBFuLJb5HuyUJO+PFhiEFlccKghdL9rVbwvJ0CRqLz8gYpMD6dL5eAhyYGZN1KLxFQzOQ2nO7EqGjGZP4MWybrAUF5Q5Ammu3TewjJ9HV74DWH12X5Zs1AGmjqRO8L58g64+S3q2dGHMIzo/WH4W73omcfnSbLJ9c4kBKUqLwTMqnj6X0ZC+lVTImU/grBa64xUfr6Hwq5x4N5N5T3dmcftQ83o6DKuJ0WWUOzcc6WXx0QllZ+Y+u+DcDtMw9mnzD0yueuyt5kjt0hx592F0BhuYzu/VoWgXQXFuPEnNtsEiGubuZexR/tD2WN5pk8d5piSe5K916NC0t2WmRi/Mxm3h0rdbeYEtY8O9s5dHamq6bLXZlvgj2HUWP9dccenSPcXdh6FF4jzvpzT06j7SHXL73FZcagEMuzRWLLkV51IUs112IC/tpOBh3tO/eyxrjDtd9R9+IfJetPIqtYfLl+LX9Ysa4s3HZ0TqUH8myo2cPv/Cl+HZbYNbRRl+DIQ/C3Kv34Zl1dP5lE+asb3d12VEpGIRxrmEWpoguxpSR0Rj63o2BN7hzu+No3XzPgtt0FDpVX+Kso2uJu2lnHYXz9Im/7OiWLcmcVqIB2JPBj9aW5RkENj5jW0M0LQOjNAVOrzDLF2lgwu6IRmnE4nakJxu9r7T3Wm201zQNO7qdrslG6Vh8Ndhko9M5+BaxVhtFA9yJ3G03Om6vF3PBUbbtHl2vEUf3S9yBmAVHj0/rg0nuHFlzNDvOnmvNUWSHvaqbjs4enDlmu3u69ahc7o6FrUfxjnn/5x4lT5O3c9RefPSte7fn4qN58jsvi4/WTfBUYIuPcj36aBpA7+cGpHP6PEIbkOp7MqQPy7wt87vpR312W0YTDEBaa2HGH1CuMFh/FK7UvEw8U96HDUgrvC1DYF7mLSNHhvVH5yZgW2a3Nt7W7qPyd2bsBeQyN/poVKZm7M4MznBiZXYGrYQnt91He3p8Zuu1PyPeOG6z+Ci2bpz2u4/urTmaWz0bpenRTdNU2Owum3sUzTRNtnHcsd1H40h3zph+tLEAAzUDG8fhGH10BN2lmh+myRph7DjTEaOPZlCPN2KzZrULt/hoXhuxsTVlw89nN2Lr0TRwnIxo69Gybpz9ZPFRipiykRBrNod44savYGdn69Gw2rrxhsTiTR4yDt/Qo4/AdgZw4pBx5yuPFpPWeV15tCgGcGbelnCM0erWJx5Fg2MVZ+5SUsM4+WBxuew7Cg+NR3K897Wcms0c8lpxH5Yd7Y1bzuHXpbPBsqNE4zmCOeku444y88RpG3d080K2onNFuzrNNLPT1NHkTnvDCA/XZjs87D3FQ9h9TqfacZRPD5do0Z0eTmsacVRuOkcQNiOOphvNHZ1y9FwcjipqylGRo8Mt7Dga3VkONusoWhxu76yjdF65/2cdfbvDJWqDdofDGX00X0BO6OijkWnj/KcfxdPDRTL96N0g7mL6UfgScZJNP7qKt7JS6ppSaSUbXcmkTq90WsdSelJHUSKpkyw1oSsomdJtlpLQBZVM675Kp+nCSSR1CyUTda0lUzpp0mlda0kpHWDplK6mxIRum1RCB1ViQhdaMq3xk0yaKzkJMlz5ut+/uCIOXGtxjhhsMTSLTPTo9kzQJwZS1IsdFXtj+ySAbTExvbh5Ehsxw9J2W0wMDllWyf4MszQHzpg0KxdRusVmS8HXTRJQDTEht7WaIozfOWmMH2whxNtawZpbTIwa7qjUQhssJY2HUKJuoayznklhNIZK0AnOj8jW8SXKvm1ibR2leGnPxIPPLgEm32B5tlhNKY0dUekcKoF0v08iouGUIYE3lwD7H1dBEqssqBLOjMDeXCLuvbwEO6fVlIexsvJzcN3DsJ1goka3xwI8uabiwYgKsMK+Sra6vtJ1eUcldXabpcN9FVTGyoqwZHGlH3FohRR3oYWmdm7limOVJWg52JLB3MoQwuIKFTrDwtVigAVScIaFSTnbgvQei4nxEsvFd6flRbbf8sUBK15lKeUdZonCrrtkONXypbHQwrTYeGEk1EZvtty6k9qdFpbO5ZYnTLuoIHsvcBkHXri+cy6sWunGYMuK5JZLBBsvp0Lt9MzLGe66S5V2v6WSY6olaDHS0oiw3JKlHnLJZ1l51OUGu9lSxNhj6bRYXCkybK3UUm2wRFrvseTvtMzyuNBC9JhYYZKYUkEyrKZwrfZSeFJXUyC5wykU0VIBKdolIHqzBlhz2QDRXBWAEjWlwuozHQB5PsUJmj6Y8e2/b1o/UB/nCMRv1y/4pgzs5oBAMjmSwFV3+jrrkZNOykmTKLF4ENVGEmrbtD8duVsiwbMDP2hrLzpWC9zPboDq9UqJ89lMsM81vZC0hCD2XCnJ3zfQkrt+rTi6r6+Nk2j0nYERdC1hYm4FHOwowQldx/vYsFJiLht8zzV3oBw3/vS1CbzVIyRW8wUVciRhQi4MXKglhBWZw4uWZQDTb3lAWMf4LmTjjwJkXiDesMCcGzQINGYKQvqDANndKD5mfKD7y/6A+QJA/xxGUI5zdcvaMIhedwOkXV42wJqPfrDxcfqUOuTXlaP7ntIWQWJj6CPpyh5CN1oh4PThDt3p64ZN1IsDBd5sAj+h3veopcYNmqTjHk3FXkFQ2N2H5kP1gIG8SKDfLeslehRPgX/TI9YcwdhsSB62Y9BvAwXOgdF6ZrgDaBk9EJhM4+njqFzHtXsQmsCDN7XHQ6R1Ahk9XID5WLKLBuZPkjWDrYECxvGqRjPgkgaScl4DDSzBf7gNDTBr1S742NNQfhvzuL1LkGvTbzxyrMBcuZuBqTUJFxfrMOvwXGY2SqB/ns5w//sG8puH25ysE0iOEnzWW6NPLWOo4axbctfiUWm7oDTsEnQNzbppq3MiGpLX78o79XKzQrq7X6GcccvCXCegmTYrqtP9iqJpiyAyLr4BACzKLQYrCOFqu17H4N1ywUD7ZoXAcIiA41+rKAyZLyityMHCSHyhM+3cY4jAJLXalm1Q4K7TBB1pPM4xm27l06AEK+sKwUhbikj+XXY6Lb5jz+yA8N9cbUTcaGYiVvRSxBjKKlzaSPw3O2CsRgZwqb0C+FXupYif7a/j40C7wpiHC7w1NwQcKKhi8wJ82vh6kZh+y6cessOSg/odHFD+e3CRYajBNzM4UHbZaoCbh7ugZQZAs9VA6S4zUCwtxBVLAtU00/YC+2sQY9ZNy9pnyN4Vdj5sAx42L0Bt4wONZzGgkibhPLTmFGTZWFDNw13MQgKgmUog+kYDUP423GzcQzBPOwnmN+vOzbk3whxoy9cNBJ610V5Q9gSoeQausTAgYDwOI/i3iQBxn4TXLQ0aJBbitNVUfMMvACQ1MwWRaksF2U2DpV2CK6WVd+gtuCHmIoHZHChAZbfhvjTiTj+MA9hnATpv3Z9rzw6kjnk4DWuRQI82L4A1EhdTWeFOfOLOCEDNAQHirvtV2gC8LZbdKKPZuNmSAEcbDcgrhwJSb99dbpbjYXPpb5EuA6gnGQqIaA1AYVHu+PN/6Rz+1866HEXu992Om3GdHomH5+g79Y79BWvgT7DX5UQ6xu83DcD7mf9XjNBT7DgdG2e8H832zWVg3jTYvDeH8JV0ti+TV/yVZqoPYdt87zxIVwX34LEJE/JUQ/LTcP5/jtZFu4uvvi3Ek1X+oxrgJ8hxPR4M7dPLljzSN8A3I9foHLkdOn6Qjpis1BX39V8iBG/IMJZvIFbw3oN6uncdL5V39FmvgTxj8E4Vw/bANoTvVezZ3Wn8hztvJzUX8X1ar3eEobpEjdY5vNbo2A6dC6wXBWHSaOCzRwyyRuR6w8N4bAiZabG+GUjev/m57m0Dk3cPGBkbRpcdTiLRF4i0TDv00PLRLUeUrTDla1DsBPHtHg/YUlLaLb7l6jDFLyuRwcQyeOaNwT8Vt5wFHwI3FeTFeXj+be5S2fpbsHNvCLOwI9stZHIfTrbGRFFhBoYI+LIbdtozBrZ7/rcQLNGJZYe4rUOF9pX59FuZNt1Zv5JLYtaIULVzbF7sCtNd5C8a9EWgo0VavOxOhjFgSs3fZPyqDgLcS9I6zA9bY0O3K1vCcPvE41oQSI0ZTbqhYtaYvAFy6uh9zvcUjfVfe16xJdtqUsHHdCi0eTUw66NxG0IKi8WnMpxMQDBdZCZvhKDVnmWspBVqNM0jl4zAaBYdbtu67tyjKcRFJEUt19B0PGv//gTvWTByFEeLAzp5M/4M00TBAWP+vK2L1u2zZrYyo1tG92wdqTEweEwWagdm9Sa4WUDbZhvGzFbOnTWQDG0Y3981nBmcqtXbdqzRnC4K1GaZQl814simrOyWYqVz8yh5yzWINzom7costWxl3E3b3nR33KI3jMwyLs4cE8jkt2c00fs1GLk1Y0YaF+djr+miEbH/qs2NB/xxsf5afinhhjH+jh+jcHdmwGzBOGO0EDQKFh1LsVJjfYZYq0bteLcouguy+G0eC2fPq8I2jBzanhd3G9ot3pwNrzQOylKaPRdlxouKxlzhs/AKHW14rROzG9bKjEcnYP1wnxgmrnc1eiAGIOeNZHd+G1ZDxSaejynQ9SLEjbaAxnSr9F8s9vawS2P0XPmsTH+4bZRFZmX51UK2tlI8lalsCN1IltnUi0wRj9NCtizXsj1kEYZtjBBj/2C2NLdjOpLFK2keGzJWWjp/TRYMR1swMOkyDwtEJVgydv/xV7TMURVvKYYCLlJhb38aeI8Ts3OKaCmjVBBwtAja+Vj1zU6LQnMtZ5Z4Q2xLkcjGsHaYowYcDccM7E8ftmMRN/WSVNZbnTnYTRuL6bMtoUmnnaVn7xm6CzKRH3aRmCEnItl7tvuoMHuacCqWm99YIzJYReVNPvP7oUwyJcMDSzGhHYL18N4Qge28xP+CTNJlXViuOFXXxrCWxoMJeUrGa1OvYDqKDEbGj64t4cLYOSKhXWRgvibLpgGgAg4eUeiCDG4OxMK4Z6ykDcqcU7IRyDQSKkK0/Vdvn5j14grMADDx4y0cw1BmhtKi8NEmhz07JDR/VmZK4aysntZnhTEn9LAdGQ6viR/pZmEfr8yKby1YkwM0KHhjKF/XYVZpFZjG07CiXQKa3EINwGCtBqwFGW4JaIi7Pz+xNcNREz8UN99LDbdmDfGmT+QWfzja5A21C7jq2FotGqBNW23HSlO+Glvzue7mroyHYzx5naceDda09aYv+qdwSUNzPGu+N+As9WCdbVp+bc0SZTQns1uiESZsLbRuU9XDulKmXR7NEI87yA6uGt9pvqFc3GIi1zyga/FGdsqxoUviVg7GbARnmhkdW2HvprRLt5ZcvUESEznhNnNz8b1DOplFBN84QjKXaxRvwoDmBmvtxCohH7htTVJqRhGN0e6/fYFYrgbSfYCWm7cPhrhcwKgLC1baWQTHm794nUt8bmKQONZnlde2n9Gzhe4YOwSkiZngbvl/JdOz21leJOJJBYRMDJzTLEIdHOdDb3MR8K3xltlIYbFueIpzgAx1os/D9YQSlwUwbl4hHhYQZjDE6F0rsMTE7Etdim2ghRfOGtIT9zAhYtvPHXcLsBiHDIbDLL9KLC/+MddkDAqq7CBCvK8b3GAxkThYzoXfDOGLZ8bVHSb4PrOFnJoAlPDFQaIJA7gp4Jzu879gOzCYM4pqN8sCODsL333UYATGDq3JXCtwMpVH4KxdSlpDlG3/zy4aFAF2fv48Ylv/9vlpaOCw+vsIy3kwHwqXbfkdVpQvdPtgylnhUXyo1/cwxT4v7x3M+EM32I6kungqpTBb0Ud/NzG9zR+KAdQFbUbhmU0BQsZnwWXg0B+nTzpvcM6VNXGDLerH7S3dpq2ftmzvYNB9EwmzhgCzGp+j6wYHxO6JRlfu0JtOJDHP0SbM3mF4G5ATf/iQ+G4M17OBi+tiwqo5UAPELMIZjsYoYEuHaPJgjo7Jb3+yLoWRUYdYFal3Nkf6FRIC7om0d/Kg8BqW592NwzM/CDPBhuvKWBUFMAyI7DJZ03Zm4mDgUJOsihR1HMFREwlAYP6NtJZnDj8Oq44FRPHCqEFdN2Cki3HPepeWLDD2Yk7TV/y0IcSe7YAwBuTSqMEQh8FgB2Cx3KHXPRwz2DHd2Y6SfV5+iyHDYmPdRcL2O83x8Cv5MDs/5k0429t1telgsoAYtDw3xnihHDEX61cMIWDUINpamCmMLUP+jmJy0UZGcEYxEDuTITsNFrJpjPPUQCbbztxHJ1zL0rzMYdbdUnG/5aJvwroDu5iazcuU9Zi7rRJaz3k5RwYO2cM2oeZmag7UBUr+NG3I9wu/sknJIrcnaH7OLTV2YABg0RX/jUm9MxQb2/bErRos4MgHZIFdl3xxqwQNa5Q/q7J3ujqRJRuWEVsDroOdmY2ef3OtrRgHTsrKNfqI/phvyKccHDguUC633xJ0WK6imUbhsOkwX5gRaYzQwx+ZRUKjjG3fsXSWBTmMQQcjYXOO1FiGGYsD+uK8jMHW46pudibEtwaqayIR2qsHyts7GKfehP0t1h2fTcFj7RrsX9sHi6n5gY7BGS5aLW4vJgytdgeBIQ3FFt3+XLLcnM3LRZoDwbbcKx4ofncrA3bcF1jBAKH73I3V7116BZYFC4E1geIETX9tuBYVVoibqSN2P7Ahn8FSwHOsBpJ9IKCZTNBLhSu0Z8KgoGBHQIbN12a6DiifiwCVMfInuos3hJjB3dvxX8ke7UuL+V3ZGJMZOjt28e7SCM2McPN0D+cB83KpMKRzEHu+um7YVzEu1QHzI7/ZzZgPse2/wBZp8MtGrWXr9vv2cIo3jCdUb/2m43E914fCc12bYB7hNd/GXqxO6MLC5RxgjO1F16hOgGd7F7+6J+ubOYw5iUclGzgFXL+9y2FcY93AM1YGc7lvA0FQZ5CicTZBCBOKu8Rw4byEkzAzRag6s7DgyUV5sDAInAEk2F9O7J41BoFbD7rG1RrjbRTqsUVacFfoyGZXMXcHGST48Hch5mjksyQozwfnyTN0BHvLjN25jaDg2vW6NgpHsTM3y9XFtRlPsJCDXYUfE8iPgR942GcGv02jZLM56zsZQyDrxBI01EB/x3j8MK2cBG0msXsySNPMl10bgrm9wJi0NaMzO3q4Ffd1uWiR6D7AFaUhRbpffUXOPFLZG/6I0Wn3bdkTUhq3C4gbZxQ3667Eu99WbCwbWktZHnBZOXYGB42zqCSMphh57daO7kbxyWenxWFOH5ZTTAeuhgIGIANf0e7hKCaRZjuwWGtmb+k6zLajF7Hao60deipprbXxIycLbf/4EnJr7QNZHTLmfLMmEcyKskGb4S1ldQktVhHbqk3X6+Ja6F3KZpu5GvLaW/Ac7/HfZcluM2wmOJhJRNxlJnVtd6/TkNKZGEK31vKZKS+iKMTGcuAkUls3ZtPT2plGDyN722BS1HBH27rZ052/Z+mCe/N7aVrpai+btU4irtvl06JaoJj1tOKtGLmBE1aRjlum/kmkm7+cOJdk/755t4zSsUkS1EnEHblPsTUakscavDoDo8WaGVOTYURcsh8nv5kxGB0V3yKjVSXEb7Y3DyB8yKLUQkwoyGdRNL9bmqAFY3b3OYAEBrQrXiwh9tx4IuguUMRG5iFPA1Z0rB/idhuxaMYp0nT0c1dnGN4mwVSPzagrWT/8B7NbiWx3s+KKFIHMHfD4uMNdSmu7IxFTiXox33lUAxNgcQCCU5o4/k/U3KWGO8capIfFI9O3AZUNCzG8MZLIaJYpYrOwWVsbN5CyIhWmNhlj7ihsmZy4MXPH7RrECpV9jEede+2VpjBng7S6nZ/b5GUMxExhws1wYfjNICl7+5htySatnNfiNI92n9GoZIzGCn0VQxZy2dhBGp6R1hIEdjNLOQxZFKzVQpxZCgxdnEbn7lR0TEwEuEH5Ti4bDgKDFFteltw3pwwIaEv6oY7NlspIRFncneTaRkGAWaAS2EzEPS/E1Ic1CuwtGACf/aH2TVoI95neatONiUXorGKZetBTDPbZcBSfRihYf12mn5GhjDdL1crJxZ+2H/F6Tci7LaKhe8OBaLuKfd4mBatYGPCXqQaw6QN263BYME7ZgfepKBtAzPFBQxOtTr6dzFWGUwkHY22wR+1KsOa6rK7u1ptxtUDIscK7uieIkGwd1dr+oNYuDwAkS1alrYrsmAUArG1rgH+uZq61IbNwmcK528LsXAmK3smpatuqjRkcmmWr83hOB+3JYrBvzQhJ/wlsu2zh4LBpD3eOBlS4DSHRs8f1TSs7nL9n4Z5xgOCtAamWjWJPV91uNaBs55huhyK273Q6yvxX3VimMUaAuOJI3+4t/cGMw1/pW7Ll9P0LLrKmQy42e+dk+Ta56Cd3mu3zVnxHZpXzLR/vaORh7rtN8urcoQ2WXNPnQCN6+irv0CxrDBuWOBtuRPuek7met47R5YbwuZzAWz5bS3acEvj/WECaIUxYZ/wE8syQ/aV8rtyjz9dVjbs2yQ9rFDdUBvtXNxmT91ejqpmty7fB2Z1bUzPbsLLzlgH33azUmacyT3datRet5rOXRAcGB/f36czPvkq/HZoeuTr5UlvL6rdPAuFyITpLHOvqbUx6PLRppDu2rXVLc5Z8Ppj+US9VNyY89uet9WpnYJmExiZY6tbqnoaJfjgESrN7ypztymX+ZauJ+w2W/B1KlhN1DpLBH7QHK2iV/Q18as+tNixQ7hdEZQt6b6OQbKsihIZGoWAdW9WWt52m7vUc7Ku+WT8nAtZXkxrIZ2Mx5m87uXOsBU+JzTdk1TSrLhiROipPvk0FCi6ymbcQM6zr39dbLfyeKit/rMbmtsVct8NE/7Nik2FrjqVdDLFZ/hOL+uwI+EdMk4ouj9hjks75UH9QpilR2hb3K9e2Si3P1SP7jZ163m4EERbNp9vid+O0M/etCZE8Ng7Snz+I7YCITh7YttlCxsruymwcbLmwbkfMR1dZVu33PzLj9l70HEFscVWDgra+KWBjHU6lh73wb3cEXKpBcdhewC96WhP00uhmkhoeG6F4ft0RwRfHrMqNBc4yunU4uY2r7ePZCw3/942AabzYUqFG2yu83G6rSyHAIrCahpz/oXbS+eIITq+21Ye4FlhYAM/4uPux1fvFjbO50ArIv8ROiVHdpx1tq1c3hrP4JtEsZwikXy4Cp5Hb9AmFW0WxMNNnFkbzGrsMgf+DGVZxj/6mzyjMs64K3TY1rxgHR1ngbZGFPSy45/Jc8X0bHKUgJ8UXWjA76e4TNMRvc5p7tnXkEPIYMAXobsgX3Sp7r7lhMv4NEEtjpGs1g7XytREM+LYe7h5iaPL80LrfvsNRjeVSx+UzxDVyusDGhZCx4PaX7rdbMoC0cx3L1WyxFJI1w4FqvnaCtGUyBB4aJA8Jx7Jqc1ujgbRt50/ZiTrImU+qwzqeer0dhdRznzZTdapbhFbXBKj6mYjUF7OG0/jm/o9MnSr39+Cv9Y7mxdbmH9gO/BkHfzQhCH5xDJIuMhCILQAAGVKg49TezHbKunifnlivuA8SAUBmJCIC9p7ZodNjFj/Se/JXzB/e1BpgIlidVy25LsMum++EJo5nv6bEFFL1m1kmg+dAQ6CfrFHuMzkBvOvlgU4CyMVZSIg+5ILdVhLi9xt8kHqXxYlYCS/0zbOkguNgPITr0PUmX0Vm4QaEf36WB+lfDJ3pwCpgXrto9BveZOSztxJSztZiDW1nL50XR9eRV/Q/Ot90liIingX7k7FGm8AOxGT9rIpI6+kafRWG3VcTJcTVq5sX1Cg7jhRSU9UdcJWOpJhEFQ8fUkXL09yQJTfWICN1RG7dNsRtW3VCfbXOkUApI47EWnN3XEgZB9wnUwt8VE2F18rh+xY+SjVe3Zp3x4ryFQQoDKHpyWNggfcYjfwDuJw8G/bxhkWlF87jH9dRveoqiWbPgEuax8J5EWu406+frMdvTDL+FBagpoMHxlchl7KJPSmwBByLHmMAk/8ZktV16KqPBfzLK9QW4aUiLxwGGEHtdvlk86Bjw7NgknAHG0riqxIpXIggPB1Hx4KWO9y+ls7OFoH0+QzyKPBuC6xYynDEe1dp5zmuENJ4SwbtAAC2PNauMXCNCJGYBZciLgSK7+1NiYUYxI7Gl4ebQL6Dh5kWvHKxwchk8K4YGwyiSVr8QpFyITV2bARTsL8AkY+vRkrGHuh4ePn4QPEcArI70pzQeoMAwFocqMVVQmIXUsfHRuuDwhHPwjz7ZRWHKNzy+mDS5jo0WRQy8Mf1rKDx2iR/GdbmrEL4ri4k0Khm1FL52iIu3qp0fuYPIM5gJkiJPAagMzqPR4I3OsPgsXFiTMJOhBdegh0HmCIt2YBwaxj046uPR2ASdzLirFMqD3LpqD+rNuzsAzGe/aoBaxHEIu5Qxs+FvHrvZGQjx7gE3SlqLHDPTC/vdhGIR/yxeoXs0XAdKQ7AQZHZibFGJLIeEuPjPKICvLYti45cE+XZL7wMgoYPuAkfBI+BNoe7Y4v20uJfa0TDcQjSxyMNzqMYTNV8dAHvsjDNVlQQYShlojiMRib60KTvr4Pg3S5AuAuSEzEIPSke5M3HhnciZVwtjHIhC6TsIDyQHEoBO8+KEYiteSesiaSM+o4zMPYFpSbep8/pq4cx4mxC61WbA8BzzOmh7XjR6lBFLo/92wK/AEKxijk2HiSHkLeAlnWgvAZfraMgWxdVwFTO7hxGim6QPS78sYEVTWpo6rF2DbIJE4fwlbw4f0EpRWN1RXHM7PRauS1wVRbq4vfxBpY2azmPzy77gZc2e0XaGM+GscGCTCriJj8JPEiTK7ssbc3fKJW8axYjvhbK8BoZGfoOARL0ZNcZD3UBP1bO4xOHfS8UzSnP8dVgA8Dr20lPOL6KWAaHgUMhJsEpyINcgISryrTr0cFwUwZi4dIApfERk0IPEmZhI4ExddWcQ+fZrwDxNTsAC61OzXmUgXG6ACgIk5+1w5bAQriq92ijYVdQ8twcuHx6lywNpmNlRPzkmOdAQlP4i6ilL+H8vZYucFcRWeKxYZav3hkRn3jy5R1Q54DrYJJEM1oLaB8v9tpKIrsDjB0bBAIanv26APd5rBA/SCPoQAZ7QLGa6pFKCUdBC5L8lKYO3svwwWOQsAI1gYxCnMDIIbiQpKQDCbNE9wiV80YKZ14LR8imEePKVfzY4l0uj7P6EmHh6NvjO+aAadQhrg0XxHjsXCL4DJq2+N87B2JHZEcpNCMWEaMSDtMBw31kA7danhpuVYaVZ8VE41cQLvDw+sB7QMgBpMyGUmAR7CjhhP+482khRRcfhB3gqlaoMQckd7AaOUD+w0KZDgQh0+lUhnksHTcxF1jSm6CJhutQsPRgWAAbwYNKz4KNZahHK5jPRgqHIQf5IwuJncSFxAbwpOardo7Ada4wYg5sWDiQGnAeTmxtQ45xlGerMPraERyheFbsLFbgRQl8KI+YAxkwZIOwgGYfmZ15l4sOPkUwGUcAsedApqJ2ke2UzoawnvXqE1t5aoHHQHh5D8fMbd2y5VYi8H3V8ES85RUH6weSEb4Dq+89zLHbDwi9eRdMSo4SjAH7dXmH8UDLTnuhdD1iZNC7MErjP3oRWGeOGufBBGqfsRjTo6J/nvVKjS8MGAM/Rm76D+zT3hGkSsc1GeTZsRWxVGgW7Abg6j6y6PgCIAjso6q7rzK2yVV5XzC82cRfYPmjMdUoahAgJLyWNAAXl3S4q/rbnN1a2lSL5jjjXRd8cQMF1RgA1Zb/+OHB6bqabAF1Nx7LtyRb0Z3ChDP++IsKYXbaBSxcMXtqeHcFaYxF4RAuG530HlhmdgHULO0W4/GxGxCODDOMPwj54T/8sNgbfHTRkH6EXzW8hAs1IYkprMXxH29atgGxq7e13XgsHDb2sopiqR3I4ToQy7YJNWU+QdCar2aOiFG0aQY+vjXwHYHYNpkVi4YDGeVdLgcxBkcEsB0oeO5jj3PPKNNFk4E18e7ZkLjKTxrMxrHqPQJp2CMUmGk1aphftZwQQxChjQWUtnAfoWCuhhTo6c8qOa/VFvYWiCrXB0v5q4WPsSfRA8vgAOk89gx1Zo24oDHob9m2+4EaFhpHDs3HxpnFRmKWxEx0h/yHCA/7gd8CTzMzeyzjmbhLLTKwkhAi30Flav8gKK3CiONXDQPET0p8wJd3fO5jamtrdVDi0qVY++qmWSxigCgMF0WQ9/hxBa4KB5WcpNUA7i7SOYwkapvCn9YXYHjz2Dcl8ZaEBbCNIknnUcLtsaICt4bHKp4F25AlAHkAdz5B4y9GrWwKOa7oBlsAj0UMEFOIUBojuH66jyMjdGAFGd4lyaDfYptEGcjgztiB9tsSa/7tDAtkhpEiby9VkHAFEUXssZA64pfEBdguipDzQES1l05k7iehPvZtMp6SIAp37uDyHoGhP+ENni3FqcW7X5W5ggVFGFSKoL8gQ6EZvfhwHz5YvFYwDJ8jQasdnLTXgu5wPG+n20mz8quLfPnCGDO41D+4i0a5TKybi/g889o1GPyJEMPdoFDUY/UecwZSL1jQ4B13IWOFJpUqvRrhU+S1aRDpwTNxPe2g4LVOAqghcuk9eAR/C2IKqsIpZg5whi4mMAHTX2jrL30K2SXy4Hj2CzILgPMYF5C68xcdzvxT5Bo274smNJzQlW9nVZJ61ytJLmDkGB/QEshdmDFzOKEmNojGC1+tk5gR9NGKF2hx4S4ewK4ByZE9IUCIx95ps4Ml1xiCVQQ3YyPDDYz048WsXIwnhKX5CwA7HNGRm20GoupZMP1q8kmJKXzJdBdCzJxrJsEO23HFu2Ig3m4aJLGSitfNMpE+QyUcNa+LPu048JDYVzedX3U89IZyMBRjiDR1M7IjXCFoeFoUB+ZvkyyvYnBst9KUo8fK6Xv/BIESa/hEL/Os8GbMIPaFg2cm1pAAjbvQKuCBV5j2jUlEnv3i8do5xYk3FFniZn5nbwRNbCFxLNwyvLp4t+vzzfugI5by0cDNMFAwMGd9zUQtr6BvWBvFFoqvIoZ544CdiD3kUPMyM0tA7IESyDkVI1ublDzF2A6dYUWdX4IHoAmPIWngH0q2jDWojaegwYTLR4IKrWeAltcimuDmaEHg1Y6UetbLNLDTiDa/JT74Fh0pMdwLrb2ExsVj6Xq88Ra6mEQR7WUbmHwLmRyPGdX89ujqepWmx6eVEeHdFamBoGoxsm9Z41tVHwKK8P2hwDMGkeB1s7UtV5Aj6U+kSPDVQs7A0hBMMooJLlwrzs2ZnLSHsA0f+3YmUJAcv8zFh9S1RmhNoY6AZ9j4k0PMVbmKBoG6zYStF2IH9YlvChHs48yUDAIwh6uI+vM0T9E95MOmZ8OAvEEoeBxCi6aXDfqgwZg2PBEdgZ4VawPTmMTKIjZZeIonnJ62S7jjEcjXcp7gwiIgH82ugHdfLMJoi2L5igGob4m6XTuhZG40C5jebZHoLfLiMB7xt+Zl2tKsZoWR30qR+NXLNfAOIVnyFYeWb6EF8ComiV6zah4iLf8VVOQ9ts4gTOQSTUYxaIhrmb494W12wm+81nKU0wFXsdgHU9hCsrfO2HxVMvRdogQqzgUAOVmmmP4Aw7UmE6bXRgmg+QwK8lq6yKc7GSJhPKiqDCXJdRWABmm8QH0+hyejZ78awG9IfGQOMwq5iquiV7Ft3zyQ99ooY7ieFR53hUNLHqsBXykq/OITWBg4mY5TD6TT9AIwEyXGKsLiZYqeGg1M6mfhHPAulw9YbislU9Ww8hRxa1xCuxWPwnPsq4ZWYDsVXRnEDgyeAsPodUGE0V8yIvlYuEG4TwSXjIVF1LfwtlzZdD7Zag8qPfv19BrJRYitXaC87DrBqPoHTyYpyRXs9HHs2p5NoXDKd8GhhAqLEADmhIEgJ7kpc2xcSJ/SwPAvCu3xbNghTBnHSVY60MZVDAoU1wGhZKcpmnqXy/AVgGoovl4acTK4yWsnITsHzXH4WjAArm91BbLWMrOt7tsa8mNGCL1bFgO+bNKZL9Spuortnr6BWdWPBZ681g0AF3UKb6MYgPjVQ6PXgOSH+ET2j5NhwNIuPKx5twT01UlHOE+lkex044mn0EyCWmJ2GRdlKc0HBOzwFVqdXCJU8LySncTHDlbhPXYk5KhS2FPs+Hu769KDZQWyrKyBgk2BCILXsp7x7NeKGECYFBmB0wfHynGgvzbYbSTUysfGub0MVoiJuagueIs7zH31pvM/iCmAIpM8Ehf4BM1GUQb4Citg3CsE4q3WteRZscdaS5ONrzDInOzJhKuLLgsnXTPhtWqE6D8y0PwJOS/vdsGIA2iCZQVfNh2LgVG7iQvyIriDXz2EjAvsZbMDOTmu4swHXcWUs7UqRHjXxWNhGQAVZ+ldvcUeOxDOJL2hLnw4l1EU900b5HYi5QeuikRpoBAxa/w27nCyLVpNwQbTTxC09Ni5o3jBhaucBMTqKjZIai5HflpXSXotGTDbCoaSlyL94tkwBDGSHQyvKBbTVwxJ2mJ2E/7ox5YnwSKPLTAYfCmRLp0LbIfu8SLCvp44/GolESwuDYDEWysqvcX2at+pjK3ZSScTC4T7NtxwUkORrx2d3EiIet/hpeLdsRixBCIP3tIdb47NlNQwkHzZQy5PeNarUKAgk0Pxa3nnLQgh9RcrEjtBFxKPNdzECmN4JvYa8eljfzCfBuUMxE5nly/glx/n2ka68ozMQ211+SpkW2zhMvNFfVHEsWUkNJGrrD/yyo8NbIubkLpvIqg6rsLTcrOQAOEZGDZ69qtNnEEbeAM/LZ3LQ5gOQyXNfsFFyrtcS4F0QMfEH9XoLai26CJPQTaSLVpQUVszYBE9ksQj+nS9BZ0I+wb2zzGRgIGiMWoVc7DCeNlYsfSuCj24TAqF+B4kwt/W4NxUZjs+6ZCfd1nAsYY3yVd/qPMVZxjQpTGEvSjVxCJgNm8hRlO/oZlquT+o3y5ZuPtTaIOIwOOrhkmBddZYiVH8GfAxOFNBQ0xxBxtLbxUTad6lRMYOAJnjkbTqvpq44ykqFV7CvzxfAUGI7qNs2jgCnfDsGAcYTA0sHpF06C0KLNg0QFTwTEEungWzEXvwpHqtaN+5SE3sIp5sfEuQGE6DEahYBKEPb5hdF+/q/KPfXFDyBN7uHltXJQ6Ro8ureEWIY9sgaRhNij4Enz32TVBg5J9o3AUGkY9ZhdGSPTh315Kpd2P0gVtAaYmxujx9DEiiRqQT3DumZD5hSFMCg8nLE1OZYfExQqPcQBegeKfV9rdmFrYJBoU8UJEm3gVzjEUYSb5shU2ciyzR0xGVCziNmMJYyoiBj1k2gXOqMRqTkNLhxRCAzFlcQWmYwqfe8qnmty3m7AlpTv0QE76vNi6IsRzp1WLYxFc4brePN9DHdGJ6FkxCjMWAxFuF8cO75rDoQREat4u3PJ71KoXV+I3GUyJM+NiKNd0VomI7dXjwVc02GAYYaex4TlxMlGo3qca5BiKkwmlDCI9fBGrWOIZYnIXdCzgqrGD8IplizcKD5yxOiWwDdgpsFzK+PEGAQQUn5igRM3mgj30goOsQKvkfIPBj+3Kc9YbuBQNEiq/IDthiMgQ4oBbUu19f4hwG+GYAwce7IKjYR5Iz4EYUbOKlHVd8TElyF3AiY2PFkeDdFaLwmiaG4g5X7WJ9WtraRo9bGkHwWwHYzRCwxoM18NhHDPD2QGG8xWKOiyFx3EYs9dwCGxXPfuWJr0aJrCY85DmLNCTbSR087pMHAmzyJNIQ5xMlAAFpSHWvI0S2hSUU9gk2Wc+OIYAd1QjGF3ZgXWyLgh21J4gvPgJ+dVEsLlGnzrshFYtzZakL0kZP/Fp1A6Ng0OFeejd2FKHYfjVloIycRMGDPC/ECwoIcbEbaFBLRtfgQjeusYKrHxejkWEbSMvbDpLAfLWwEX6LWhCLIIviYlRyWvECkuYhAO+3RwRsGXk2HcgTS+96yYmzXGStWmqAeJej1U5iJ1F3wVfgnlwAi6/SpIGT7j79K2vKVus09MZlqPQs2Fyc89ICpWQ5ca8m7q6yXbfTFSXejQEElkzBFFdHrHmYoERNGieIP4Llx+phiLFrkG+HvzjOZcHrzY2EXjwChoI9xOn5Vw8wmgiKrS+GMXwtGRabRAayo0T7POuVCDZEqRgvMMDHwyB/N2X9xUdlZXAfM3oe5gZzb2G97OpolqcCCF7ER36kwKUu7DysDWn/iHGk45zZAIfCQFTsgcMQmIqcoIMh0IQrkeRKXKUkA94iJsHBONjtQRpWcdULGliwwRMH05P4VibZAUzyc5Mo4+JkzuT5qiJTrNVna+WKQeddKspoRFt2OnAOyWPfjMBwBj1+2Tw9LObaR7Q0aAdJUHj2C0l8NYENBrFA0r0242w0G0Cuj1Nc3g3TjLMEfAVS8ZLkLLIk2V5dZmwFbdg8K9YUP3hSg/2YvnkYUqKtFOGMPo3zvpq5B7bUkSh++iz1sCBU+yqK5j7AtORdrqm4CE4qbkAFz8OshvYPAKfaS6gOz4aZxR3CnmAuZjf8C43nrpHjSd+Zc+bZL6q4SUwfeNCLycHMUvXl2h59xUbptZlYtoA1AZxuLfvYO0MxizuJ1jElVpzrzrvTAq1wCQwx410WEOLXLA5s9eHPvVQI0WE2lgMGur22LsbOkqvzq9PnVx2rxFplOAPZhDQ6iwGaewUlnK78gvSu2WKMBPgFo4J44mBN4l3j0ZCeIvDBuy3QxCBw3MFeNsH41wA224VnBV2Gxg7vcn3GT0MQwYUwmn8JxtlUASr1IBbnVw2lYgHbrhiCHhIH66OxE1xHNRgTBR7biAlzVpCLp6rAcbBEjlsLzJ9rF6mkryLaibMSo8DWIofOQpByN/gTxp8wQX2s32bMgomdwC1+vnhXmCfas3NQA2AMfe3d6MbqsaSzXGb56h07MYUEirAhMdi/UjFoOGGdDnchymub/NhaiJRwS2wqfVXyLCZRRgA8xoKkezkZsE0cSNJPaLa+ekgVczDhB1ZMwsS/Xgo7goUDmsUXtcfCLcUH7L5iCmUEONgJoy0hkJFvSEL4WLpurIKJCbhE6KOzAENCGkGRe8WtwWud6OkaeFyL1s9rOeNdoXMNVw+fBY8t1DFTVFIcIMSef1UZ3EpPutcwIDofy92x8+HCaSxAcK8FcXuJDZH4TCqPx8aRxh8ceMGSaMS4VyLMiOPUdYTZ/bZBitIWhGDQLUqv7UI62rh3rfHm6bWKQTyl8Lj68brfKknxQSr0fFAXGR90RskHzWHy1EBqfBBpBk+tlPTPMWHCSyjEHE99s/J3Qlc6fycEAJGnpmXw90F5YPydEJcv/k6oBQFPHdPg74OyTfydUNwRfyf0hsXfBy2Q4O+EBA3xVAB2/hIaE8FfQjkQ+UuIRCIX9MfNM6EJN/wlBEv6eyp8wF9Cp2yeB1kK8TzIsIi/hRZMeQuJAXoepOSHWwvNwHoeRCSQC8L78/fUHFzyoKZQz4OUIl0QE09/T5VgxnMqJA4XlE3ynKotPac6UfN3QYWCPKfSEOGCFHC5IATvOZUq0t8FEaHynGrkngVlQvBAgUP8XVATmWdBbtJ4oDFjPAu6guWBcODx90CPczwL0lrjWdBVnAdqqvRASXn8PVCTQbcCJaLvcKmSA4EacNRCH/4eiArsmgOJabrmQGuIHBWP7JoDnaC6vqNiuqMOObvmQByS+J7TP9/jZ4iLbjG56PaP72nz5qJlOvieJXlvRv2DxveEjXDRO2Uc9YXjonveXN9R2e74HgOF/EXvAPiLnp3x0EQh4oy6GMNRq4H8R4uOfPRd4y+KwIqPcoX5j4ZV8d8DOMFD7eK4GdVN+6gWLP9RN1D8HV1i83c0gqhnUTpGPItuMP57bkTwUDFA/B298cff0SVUnkWF7PAsSsOPv6OATOJ3VBKFPqr7+Dt6qcF/FNWCZ1EMnm4lTQCD+6L2OPVRPAo8NIahZ1EjVP89EdbcSnpF6KeOnX56uMfzHsciBySVwcCfdKuU+6J6KXne8yaGB5KOQfTQahz/UMI4J/WQ6YGkd3ScFIQbz3uYtPBQBAS476d6WviTluF63rPVwmFSVDH9ojbwc5hPkRvPe6TI6PfUENY/NEionzYZ4qRR1PxtOKKRisJwqixj3NJww3zGdjjoHwzPoaCMTgp3wkHvlDyHWg7q99MwLfy0BQz/UAyvfk/1iFxhPm84XJ9PHnNSO0H0e0rXdoX56GG6XCGUbuNXJIey6fnplBAHtbHjGvNBLczPR0sd50PB8hqXOmig309NEPqDNrJwPk+h2nrqglBbT8ceOKjVBxyXpljjOXTEledQqS3u88FzyY1LfZw5oDyBDoo06oAuu/rqtMCR8zmSyo1LzVz1OyA/oP6gSxg1IKDTUuejxYxnUM8y3Lh0kY/7pR9KeAZlVMCNS0cr6EBAcbqcT+IM12NI54DYBuh3QG5V1zOYR8OAxvjQcR8OePxBOQzqL5XSQsd9cp5n0C/bAfUQoGFA2yleCuB13IfNzDOoj0Id99nCRsOArrReamGIfgfEIon+UjuDGgZ0xOmASGTpuE8eEDruA6rD9QQ54q/H8oVn0BJVDZtaLmrYdAvS3wfq0Et55NFvWmhNx35AMHkpEUEd+9Ei5KaDtq5nLErDpkoc9W/dnMWmPoxcM6gDHDr2IwXRTT/N6NiPm0L6+yAB06ImtsBdlFBj0yUqHfuZZNNvSqdAx3+Mzuj4Tx0/Ov6jQcY16+lzQsd/9ggv1Z86/oPkj47/0PhyfT1WULgeJq3+PnVEeGkoFP2mZoncFAycm1Kp8z4Ofuj3Y8FPznr2Svjlmtgvw2z5pemTflMCZByzAB2/9MJzTBRYOetRk6ffT481fonhiv4/fVHc8pAINzXBwTGVDNHvZ2fxTzxr19djhel9zqocU8wb/X+2E7yPdkz/nyMGbvrAgH8yDnLLOkq3hJPlj2mgzR8TBgF/zDoL/pd+XhwT1M7/+FlyzD4evE8fA3/MQ1T8L9MicLOeMTrex5GRm/VwxW75Ao3/aYvjf9rW3M+A7ZlYHvwzv7b4i/mGwf8SQpO/mIKo/mICqeFvZgA6t8TK8jcTgqhnzBQE3M+Jtfg/Ox/9T9ca/y0aFRnzwpr7MaPzPxwG/c2sgedvZhoOz9QSer4MJeN+Co1wP3IcuJ85Kv9MNkeeLxfxuGUBO/6WgkzcmilniP9WjaY1c84K/1RS6plYLHi+vKL1fKkEAvf9JATCP3ckct9P1DgOqGmAkH+mqSEP1LyAwisLp/hb/vDzfDmV5PkyKoZnUgbxyjiDHNaE0fXMzEXuf34Jc1hzSai/Joo7z5Z3tjisWedFv59yr39y+OFvuYTp2ZJR6/eTTJPDmpebrlllxSvRblxfcwwOhzURpXDNFRO8MuzUsyWVR/2fWTXcM5XKs+UPMP6Vi9grvIkVRb+fZWmu8CZY1PU1Q1m45hMe+v3EcnLPyieeLUVM8MoHN67xJpkl13iTTZ9ny6MK+j1L/fwrk2Bdk/uXfxOLUr+fAiBdE/LU72xiPVdyqojjTUCx/u0aIVbPyyhxvBkoye/MCeSeVSbdc8oV7m9iyfRcyWdAY3nyDdDvmQbVv3JDpW86EeLGeLQyN8bTYsk3PxjxXNnFTgd6LsHC/U1NFTrQs4YOHeMh88E9rSD4HR+eOsaz96bfkyuC58oWR/yOjim+WeSG/x1KQ8+VztWw55IeHeMJpaMfT4cz93RgqWHPBkF88+2BjvM4mKO/c9CajvNY23zzUIl3dorQcOfuo3/rRgHu5Kbqx/OE0POdQEd0nOcHld9ZYuJ/h8oMz3f4uI7zZNHScOcOUA131vjS3xlHRcd5GNP044mU1HGeTQiOZ4IYxzOB0zvVZDllIEMa7qyAwzu9wOm4MwCYjrtSdjrudjDUMSeimv48GVbo7yxL0nEXiplrvoOmSsecb7g67l45cM13yNzRMacRzevfCcFCx13JMR13Q0HomPOpgY45t+ycUnGH49HxR38eIya88984niwx9HcKCOCdUVT05znM43jiHK7YxXXFqwn6OffSuGIblSvCMeN1CMU538HyuaKfLK9Dp4b+LgU85yy10s9JI4vXmZt68x2sPNen7GL6ItOXU0rZ6u/ukOJ5igzo52wgwRdLwOnvci14HgY1nFJtkHPGwfQ6Zl9eByyOv2Kfm/8igQb+ilo1zpmm6r/ooskXwTzwRTB/nmdGIn/FIwb+i3Nr3EwpiOt5hqTxOgOwOOcK2DlNyPA8eoz+dbYH/8VCZ/xdnPr0xU8pfxd9KPB3EQsSN1Nivv4uKhWJn5JLpidqPvB3ce/xPKAuPCs2/vBuKp1nxTpU/F3cg8O7Adh4t1GNMxIQ4y/jERXvxo3wLoxQ75JZPSsi+eOJfJ2eFYHEcEoNhdzKmOLPv06PHv6MLBa4lXFbwxlJbOC+lHAXPCtqMOCUDeA8Kx4xOiDj2x4PZOwj5M/ohsC/jgU6nphjzBNr/PFcZzKGfimZoOA+pWOdMUkJhxsFnDncSCDUcx0+RWdc0/6Mftbol7KFmU9S3vBcR0qbf2KipMONLp443Kgd4rkOGZUnOiDijJdirt9o4oh+KS+44f4kKRDPdT4cOtxIt3VGPn0cETXR4cY5ifwTkZT5ZJoA+qU0quI5UZCIK9xoKIJPTtly/cYwJ7xxqoYjahyeE/OMuMKOTAH0OznnTf/kGTj/RCjsNXZkwajfyTxSb6zx5f3Gz07PiWW6eGMTAJ4Tt4hwxCga3tiRyZo4dnSTc0QeiXwSRKFPbnChrZNaBxprMvtH/yQ2APcdSVz6I9rpcmNHTDPc2PHPCM+JeY43OqZ6TrR64ySYDpxcoIP7jmxj+rdlpgInBQTQ8aP16na6TTp+PGF1xAqj+u0IauCPGGXRERmguWM1iGdEUT3PiJiCNGwHLuJ2+up0/BjmTr8jZg0dP5YJoWE7b1PcUcWnfjtvYdwOFyodP+qJNWwnB6c7DnGi48dAlH6YCEX/41SiP+IHrWdEM1QatpNiho4hr0po2M6EAYhMCukYskWkfjtjVTQsGZrIHWMi+h+baOoY8ooGt1Oi6odnGt2RDqjbue5pWNLQho4h+XToGBLTUceSV2AdSxLhcs2IKbT02zFi0nHk0ZDrH+JxoeNIKi/6Hx+xOpaccqJjyaZRPzxyRMeRP1J1HOmEho4jIQ3oOLIxyR+TCl0zIhOaS46+6ZfMQ+CPHq70QzZ9uSRjDYdTA/VLZt30Qw6hdBhzT86HqGs8XnHljzhuePwFxGG4RJc8c3UYh4jrH2q543EaFPohC7kOk2HQL6mAjMeEUn6oIfvhE6r+SAlF/NENHv2R8AP9kTmiPOZj54+BPhwOICPOh4IvXPLFnX9MI40Hnnrxj/cquKSKKP+YARx/rgAo544Ide4LcvOhG0x/mGvkkAlOHVLCDg/Uc+LPJdvikYG4Hqmngz+84+E/fEUdUgamv9wHUfzlUhjkb4xYxN+4j82fG+fGA5/sca4XKX+5PAb4yw1ywSPfxHFILFGeYyNYPMdkng6JB8YjhRhxLt0NN7RjwCPHPvjL5U7xwBl+HBKRoUcCUOEv17HJc5wBD/c91FL6wxRo+HMHKfAMCyp1q25whPseih15hiUzOJamunNup5Ub8jXxQF1jgWfYDJd/4GGkv+aSwH1D0dcDF5R64IInzzCULQ/UWApdX0hyWO95uhbhp99DAXE8wy+YG0Z5od/DIjTPcIc/f52GjH9gkUeHtSgJh7cALw4YO+G+YZkmrqu8ccGMRkshvcyBmXIc3ip0XF+XUnHtJdEBzahxeJe98A/MQEO/hndT3PAx9WsIB+aGHtI4oA4eV8EXmO55JA3ecICeA7N8uP7OCuG6MsxzYBM8/YZbaPwBI1no1/Bs0/cAHNd4D9rM8ZwBDLTVUMWR9beXP54DrdkBoQb45uDAASkM8MJNQM+BGKLieA7XGm01THDACxel9BeiHvkDPgHlxnO2L/d3p6T+czRQoHDPo2fAUDpuPEdNC99qT76V/OHGcwT3PAMOJtCBhYA4vFBLB/8zPOX+HKsZ+gvdKNDxnD4a/AGrKDVciIWH/+2d8Aw4ptE3IxMdCzIZarjwBhYvdNFEx4JZW/8cK1vfpH/6C8PaPANu22i4kGqFF74cdCzYhEzDhRFS/a/IEx0LftHz/9PUegbU4uBzmKDon1MJqWPBTDMN02lM1LGgZwcN06EjQD+dRFh8Do0WTmcPV8eDI9zpeB7SL8jB0/+8jY4HragapiPEiYbpAOFeM+CAGz4HSJ9r/gP0QseDVmL9dO4y6JgOhic6HizD5/p/WNJ0TOeBBv9zkqLjQcs7HRM2iuoXXMKl40FBX3RM2MdBx4RSYTomZIKkY0KyNadDZs7nEBrpp3OG5HPsJOkXbIzhdIJcr/kvrinnPzZ0+ukgaPO6N3te5wTWP8gE6XVilV4HiIXXBdJyQaQc1//DanQ6Wya8TkEArwPgwO1UoNBP+PdG/2AQRZcDSep2Nwq4HEUF+glvGHDBFHz6Bwlt6CeMcOV2ZvwcDt4OF7Sh5oSHpvjbKQjjcMrkcMJTEP52WSj/ukBAf7s8KG7++5J0u0uufx0OU27+UzHodqOIDkfGEReU08cF4ex/B4CME7aJrS8HdJATXgHgXyeBhb92ZxL44IE9/toR0fprZ3jkcDLQ8dcu9c2zXRbgfzc254Rggz5YdcizXZOcv3cSTP3uWuVynkhwwqQuH4wxxeEkMOTvXdkav/PC8lynucQHE2nwwTZv/L3LocRz3WOjD9qV+cMpfMF95SC64H/35sCtd3FOuPUOnuJ6jCRw46S4ynVOanBfOaJq/I5LlssxE/OHM2ST+3LGTPl3CaIg1ekA+/hXoZPLBD8dDwKW5zoqLafTM/K/E9TkuQ7Dqd8J9vHX4iGLYU5wvBlGLqdqhX7l1Mnw39KxgUtgKM1hnF0cL4im3+XZ8wwHU84fThXSH08FGM9wBrn6lZOFyelwWPHfxsEAsz2aZS41HY6Xh4X7clBk8c+xJavQ4nQ8xzue4bAxOh4IPcezmnO6K5Dr450B40/3mEO/cmB88d+SOQRz2UTlLL05zzPa4RkO2hD36wR0v0y66zOCydYJdDyvSojTJQ3xDOfqg37lVB1dn2pHBqGRPK+FhevjkUI53hQU+v1MxfjTNWmhXzkGAHne43AITLj+1kyOuECEsqwh5uF5WZA43tybF/hQzNXDO573NumZTs8Y/Hle5HOJnO53hc/nCg1oq58jE8ejvBD/3sxHbJyeNwpAW/3kENDvx2bJn25qT/xC/mQGFvY8TxCe+wEx8kwX18czXZjN/TwuiJ6nBIjbZ/XE9TRY++2YvRgEop7XzwYu18Na0IF+QZp4ngY9OtAvrYr7Yb0+JySRfr8vBv5zl13u53V5eKbDEtHPl/juCUdcD82VZzoTiz5XhkF/nRSvnHiF68WxacI8PP3EMQr2e6DpeWpXPI4hMP1ehy8WEVFcj3TS87po0a8Xgob+OIfg9G/FQIm9so+vke2R7w2Y43FAp3yuqkTDcQQR+c+xydBwnD49nuf+uP5t3VYsdmXNG9Xl+p7jeZ4bRfM8xSb6t49eYrIUIKx9aKj5HhoC/XpTMDUcB4iR/jhwvujPOrPu6Lzie126NBynzITHEVOofyuGMjaDoQVUGiDqe4NoricAhIbjXNDhcdYkXY5TTT8OrECyFaC+x8lBvx7lHtdTGqTjvtQV1zznxuL6cySG6M/SByPglHI+DFv0x4EB5XKOXnTct4hGf5EUnOHJA+cLoa95LkukjvvM0OknbQFPgXJ1PicGdNyXxI5+Bg+vzUHgfFT09O9tANO/ReMg9jDACJzqIXvfS6d/Cwrmw0KK90V50O9jDI71Fue74/rhRIDnJCHgfJoUPM4JPf1xDGBwvR8FXO/Iqf69JGkeJwKF61eViBV0GvA5FnP6+/zKuBqwt+vLfc5xNU5aPA0iPfr3FB9dDZkpV9NGzPtMUbjenB/5eZDFESKM+lxVpMsx2fQ0eJCexk6A/j60PVdzmqWfb6nS2xDkcTkfl/r7HgxyvdEq+vl+nOnnE9zyNDHUvE1L0PvYnHnfGve9B1L81fxV8TTZ/dsQiPBXYwMx/hxsMYZ9w+UKcfq3nTV5WxMu/mqQ9HiaA0W8jYyi781Ael8uTAHf25Z6n5eff5tdG/80hDG8jyqS+1s3QDlA1mnMYVO63CMI9zzQ55p4AtBvI7/ePTLyZCsBmt5WpeNyU0/+2zEi3j/FQ9kECEdvE5LBnwaJjEIJorc9geB7cQI5GsQ2zmfo0R9JkexUuHU1jW3+bGm5OsSEqyH04XuRlP5tiez8j2BzVw4y3kZI6mj+CvhLWuUvJqLetrnlbXusnC9QyfkKJPE20wXOB2eCf5ogZv5JdnbA4MnVLNF0vi0mzvcCzV8rM495gONuEcz4bwvJ5KcnxYwgz3A1aSW4vxW08PqxUiX+AKiGy9E98N+OEWR1vCAikzVOcLcsx98tLMl/W8YweyAk854aeHQ1UlH+GNDkMiRi7nYDiP+WzFm+OnD24gmE4GoI1PG4Qhn80zDt4b6ciaq7vVj/bewB0FHDWjbTAuBuZxwdTRogfxUtchnVFncDHODvNPUS2tnhaSzL9G/juN7HsjNxdpLG5YS8jqZFHn83N1LulqboD8N53w458DRycjzu8v0F7chjl2zuNgiG/hQt4qypPy7nQok/kRBZDGzT1yAY5I+GcdKf68fbBUqop7Gi3S3LnqNB0uLvdhrG/6ksc70d8jVmWf8YT/KKUzy+5uyIv+mLF8zw6mlWbOB+nB8z/tWt14oJhKexWtQP9sYrApC5HIQx/miW+HA3yyr63ZjFXCUyuBwBJ36me8LdNvX112y5+TPI5oeU42vupvgPMsneCOZr4hTyuLU/j7Nixs8MLvHPAWVtI9XkaEih/I1UrVneLDoaTy/9cW1grn+ElD94bTmbogLXX1Pmgj8aDtnr/yFlqroazgbCqa/xkPUTOSs04Ry0367he6soZMVipFseF8fN17BQ4L9Nw5jLDuUJjArgxNF8cf+tmzWbDbALTLBCEMrL2UPWvZQV8fga4avmKHzVkMlrRBonn3Aj412aquIQWWu8+XtB5mVGpfM5QbJzXMnx7NeGV+6AjThKl7oZPR9cdAwTrhe5p9dCXvGKi+NihOjHBHm8gLw2z4LxyElg2N7PwyvfYql9C4YWr35v6LF9TLKToaaX0LXMtzw4cbUzh+aRqBF6VqwOa4TSmHytQeVeGhw5nO2kt0mD9dslxfeqZOCIZeR4F2xPpvDOePfYefMtW7I+J+D0JYcevtr4IS/hpb1+1nz5lhWmUE5FiM4cAPUdY4w7ay3zLtfjC6foKJ7ihrkZNA78xJfCp5EGyrsvTrGwxBhz1p+VdyHs42mKqHgDsNhjFTdgbbVAyl4Ow7ukMPUpe0ZvFY3w1UtLLI8TJm+JBfAuT9i8wV2GCFS0cs3WMzf30qfhGLM+cwbEHW8fGhXfMuhOM7zQAfRu4JcucBTjtyp+XB3jyDaKvTpfPXTw4qVi4w+Dam7GbPDTuty4IV4Iz4IdZajqnzdOKBvfkoTLpWJQ+GpzABYlD/M7N8a99DDhYiZkHRCI0mvrBC3502aLmkO/JHeF1QBYeGweaBbBR+o1tNDEtfC5fYwwSHwNiYl3v5TkKAcBXsAlPr6lQ5o/waPJDdytfXXxQ6Ya9PhqJ1KuhZTFFciBGZ+Gxse7KwIFPgLRkj1V0700YYgB6UHZS1TiHhv398opMhBfZVZxM0wQfEKHrjcB+PfVQjyBlE7AMgoqcLzLZqSnpSn8B3pQPPYtTCCeowq5a0abd4Fz0gkE/ehulLzfbtBMgocM3KLHYhZRdsK/PAjkIVwwvWhdOWIQfgi5GUerNzdzEmQPN0bfJ6ZzfAtaBDeZiNwvUWY+qYlGmzig9FslUHQJMu8XiQri2TEtMJkfpGylh8K9KIJxIymI+OKENa/tEuSDnIFzJy0wePbrM3/wfN8oBzz4FqVDN9My2EQICPCsmNVr4wShWAQQSDdjJe8twJvcwiIUj8XzkEvAVF4tathcC5kcd82OJo926Il3ZTyBX8Q5lK8+x7iXJ0F+y8KGH2iBx7tei9mqQNo7pQXWtUC+/Ras/FtmSXlLYpKvKuZsXYH1rk0pupYtZjkVztRvTUV9FY8jTOMAYHatD+7l6lQgkOBTKIQfa0cBjOPQhKyFJ4R7EUDEzNvYFdGt0EZzIupdFxNeHWNoYhJuS9xM3vJ0Qy/CbkgQMocsKf8SJPtlyxEth+fO7wCx9ayXKbzmqylLnZHzL1F6/BPQ8Us2xtdaMRFnC7X2VhiUr1b6G6QJNc6oarzMoCwnJDMvEmcZ3zJgz+sUoNNGMi+81tAcbXY05GdEieDdFYVgN017chUbH+5ls/CRCEG9UtZpPQvWJmO9IfImVUG5Fp1BmzBkSFcScfJayCRcOHSyvJYXfbVQDxyXxy2H6JNzL2iOcFETW+wKVh481rDJm6RQRIwiCgkvM8fLkx8SIyvp5oqxiny5GSCAPskEqnYscY/1M5NXTPl4nbTI8SyCCHxanr5ApEBB3g0TzFk0zTvBDgjXMsToGiIG4i+FfT32jQ18JwZNtnKqcS9axEchOMqto338quOMbALHhXdJ68q1dOjDMEXQJPzIIkRWclHmXxyvwFVpQ7XYWbtKiQu32gtQz3oZspYOxolfA3rcTNSWAXXU3HNL+Vo6CZpPJunHODTyrBgZGPJQYV5qA8S/rEV4sde+mKbqOwRm34Iwyrsv3MCTepkZg44n/5IBOWChQzoMANTXcku5SpEedlpdpHe5mqymqXmxk5l5mU0eZrKm3u769OVXzKIVQhEEriVuimaRhPZvJv7q5Q0YE1ROfoKAxr0Menu1uRrcqSN3PPu1JF+nYFiRuDy6FhoboErkCAMbqgSTEegpdTBUp1wwNe8rIVrw2DpnsGceZJaC88e9zAmkCTD5sk+wKfmqoZKVkIGz+IRmmpdBc+G33qYReF56l4VTzooyxCqhaotriVDgF6Rlaixo/B4L50D2EhBprdZh4lnMIHiXw6hhzGn5KqJo3qqgZ7UAZsyzQAJew0QG8j1evvxWwZmdNCTJp7AC5tmvIxgRqp2sAIKef9GDRau9V60Y4cBryVSAqyordNVnqMnMAzVPQagYgnHhVM2TSIOWH0m0Cyy7jRQl9li4AK+R0WLMldfmZbQ/9Gga97WO1PEul5EYQKBaZpAFg39Bk4Mb54ZsqwXI4dkxpiu/Bwjia5oKL6PIQbdVk7xVqtpXDb/EA5y0yQ/y5PyLCwv+lhprOGsKXqtESUmaqvjIsegl5RpwMFmgtAMDbp4CFiKPhaOMEUwCyBOy/PEvTDzgpBAHZOvmWWCZOBWuBStBd6hQt2vMfXk3Bp0rQBVHcVas9TJPDNgdQpbBrNsgChd8FZquZ8N0DEGBjbdUO3AwKNzylk8KLkoa5rc6OL8IFhGd1aKFZ8O+ct4BJ9BMKgPXAqDL0x0SNsDEevtBlZH/cKPr3TIScYQ3X68poED+ZRCTj9FkS6+h8eDdFkny62xgGrwRnsXvh0Zyxe48I8lXNbVXmo4t3ir78jI5sMlQ0GYg5QrRGEs0gpfpm/EicNzpN37+virZIWuBiQayyaOeZUj1AdTIofkG6Xgsl0dmAaJQYJwdIs9iFaLHVGijAbMkeu2SHk+DSQzF1T8LXp2jHIxoFS2ZhMJrkBzw1Uk1MYVDbi+hAE38i18HnYOqbAtJVMizXqWBlVBy8WtE0Mvw2ENVxKgFgakec0FsI0AS91hHvitDFWRiLxORXkZAAr3DkM0/aLLzWMHDGEMGMNmoCIV/YfJkrwAN+6NNBJ79YhE7gdV4d6Wfg3FDxX3d1PcgcvBbG062bLdoDW++Ni6vjBEqUE3CVPc0GiTI7SLHmndX7AnEDMQl9kInL1NF3FIEDDwFNQq823UjhvoQ+BJauw7GhYI3vj412crPJPx6IeNZRAFRdSgCv+CCJg5BucPLlBl44lyTKK5Co/Ji6ULqYVTAv0NEEC1n58uzXx0yiRsl4GsGN8/ixsoGwNblk7YYv3rYGUsR6PAigp45GCSt+8BEbA/cvq8WNgZyxlgQowAD4mQ21XRdlazdYNJ4rV12Z6ns8E4fUjwbVhR3sEz0Ztlr8zAAPGg4Esi+AeaIZ8eQ4BhbztgKe8HLMKB7LzwLOnHL0rtcfrLVjReclUSMZ3GRpt1S8XyB0C6PnfsQf8CE8T6WMvmXzAbczA5gXE+iz9cuQv5TnkLaco/IVw9zzmqQCW89KONZIkh4iwtTZYh7fgmiLc3ePFaOQE4Rf4BZGLrhWDJz7CwrP26I6oF3x64xCECAXi5UmA7Gj4HeJKqa0Gacx74ZCRy1gSHu2mDCybwpvnEBa1Hm6A9cBka9eMSfvVfqaYuHiVvSllqwe8UTN96NYQaeYQJHfKUEjZMhXHuqUnoBZtOWFEfhFXIyggohZAnM8mboNqK2+lFHiNe6EbSTAke/KJD2q5BC4isNZC8YsyQHI2TO7tHgjrdRsPLsF1x81aPpnWqi6WFmNCYiQ7bLtKBnvQ7BbTwPxRwQcXEyeVpwT5gkCTOqQesxU9zVI2G+qvkEp+0e8bWy6mSeWDXVGKVrVi2+1hAVjsBfX576HAOD+YHqWbIg0YchYPjpV4DHBobFH+XwNWMd4GCsR290L7rEb4wTVh+vxMUMKKHn3GmjrwAh8NpIqA1GOuo7cdG7LBjj127x7cBG52GQ6sjUIeoyowccmYgjtvDX6WTMOPkYpDM0HzGuZ8Uo5CoShuAwZkA9i5bRRpBCb5N4C+BdLg3wG50gcZWRGCeT5rSNXKk4B68mz4LNiHMjHOuPOW4ehmuou1osNeYeqsc6poB98PkQa/U4dDIpsOwNYxE8csDfVxMr4xJNFV4Rbtw4GMgsXNUaCzFgVn+dsWQbsSj0rhlc/rCiC0zmKtKxDOrCRXmsxq8WH4FmVWguZktnXwgSYZdwM8+KTcF2YhyIle5cORmxDA8hE3MLsEr96p22PCLIGBiNGk/H4geGAIk2ZFRQQZWViBF8GHQyL9M+Q5XhTOjcu2B+cZbTknVIISQPI+SNC0Yq0KlFvh5bOCNfYSwwm8kkjoWJp05To+OQOn68lkiBjSBLnc1AAJmvGjrBdGIA4xBHH5xMdVLvWRLpkoXmPLaOL1ZhuX1fzAwOpgzeVrvzJbvRcOdZMKU4i4oIdFFogItR0vHWRslKTB+XShb8NOfPxQg67gwHIHf1gJN3zUzhSgqLMROaMidTwEg75hHqsyFBfosDTkqUSmPCWf2WxJA6XKqM6aQCpeQFQQxhwRE8iqGDj9EEsLEMG2wNTks8+zUVF61liRMoBfExgNi85TBBZwyFPXBD1pjEHcYyzBbijo/BsGOP+IDC0xh6/CrjnljrT4xVyQMTHqZD2Y7HNOnxWUqY2EcQuRqAm5NnvzDjq10AhuKj52KS1NhbQh+upEo0vPs1F2d9U+BZI52HgcTuoiph2u+xxWPhHMB6NtJi61Wbj9kDtcHsnuwDSeo8GzYjhvBnBUxKJdHHiBmzgSS16StszDwLlhd7oOECvpIgi4uxDLCXDA3SfS6vvlp5AN6ssSXO4HV8DGHftmYxswmQzXmXCzM2WtSMF3SR4mPknugsmke+t57X2lGOIVEEV+TsSGY63YML4VDPUgVjB3Bx5HdnhR7LVyhm0aZojaKFgYMJFLfTJPVitysR3vVqE2cATnAUnhgupsPvF83h2AHbry4GibUmdwRusYB4GC2FdGanEF0lY/nb7ZzdlSRRRy744t0WcZykJcN+9OZ8zIoin+IKl530g8qzX0W5SqETPvTAxrHo8dzaIXj6AlQd74YNikMsgQNnSeLoYrR0xYxu7iohXjRXwP7qIVNMwEyi+MgO9jFpH7YCH0Z6y+aFxxpegEFPFIo5NLr5GCwDXoMSy710pIt3uUBkpz8O1+ED5FjQDG4tFe81DkzdVxWN4hJHNOEqxw4eZvSPdvOeXocmwWsLh2wGgMZ8SqHOx+rBiFnEiIE8WKR5GLIuNwRVuSmAMPRVwxB5Qx8g+LGMAcfigsi2SpmgrUCY/KoklrgCnzBYUN7WxxTQsLekjHAd0IH6qqNdfNVHAO7C5dTFrADjZuTg7QNy+DwWTip3EJIDruQjxLEwFYqR66I/AWtwL7NLv4XSmwyxQ3tS1v12iJIdwfKDRsHm7rFxkHECQnCxBCd1PmZKypbgVcI/bG089g4xxoIIA1spOvAwfCb8NNS5GDmRv83dbeEMkivZwx+rH8TVJcu4qI6ki2lEspWsB65xdvgeK+cpzoogAR5TpsTFHHmGlh7AkslBk3oCclGMCPDatjMxP7ra8ArlSgJE+C0b3NvcWYjcoEYZDKjOjmNx/NSlFcxyhghHr21DcseJ1U0gAv1tAvir7MAbhJYYnhVLlB2EoYFRwbQ4lrUlo4APrmD07Lz2yWennj8nwPfitXNMn0GOs0WAkfRujBP5geYHeNAbJsdyheGLS102hwbcr2baZQlVyrhISBy/QkjBVUXXmBaFEOa3ZJQ+o3poQ2CB+NjGH3lJaks8IAwPvyIoAy1rBcuRKErAFHoFUSCLGSANcCxB+v6o089e0WnBs16lb6qWNDEDPlmOhcM75wzNrSIpz7srRF9DfRrjIyFa/AqeCzEFMRaaTxASr1XEupjIBpsEYIGvFjZmowyOcYS6Ob+CxtGNBrzZFVo0PvbtSC5gphlbiEPiV7ZVLA/0vBPQ585uNXh2zOqtM6kkZkLV9CuKhZ5MNpBwKvb+ZStkpz1j/MmgIP8UI3At5bLgtX2uPOXhTr5TSnfkDpFLDqUK5QnQrvAEyBYo1g6eiSiAh/hB5rVVFp/80nC+oF88M9JYlD9BK/U3Uyp32ZuVd88svI05SsRNiEd+5cml6FrgtSx/+S0HPs+gCMSzWPPnWTAtL6Bfj/wEIdCfKEHyBK6Z/oaCwmPj1HnrZAHIIQw93QmOPsccsOdptDl69gv1pWJILH/YYMKfXCpleICU+i6lfWUSgVwOxYkaLtsKPT3qhu21a+A0coDzHjHoXpvn+FIn7N6KEJNnv9bePUs6R8AO+pOlJp/ENeip/OzwbpiPNzakJ2s4dMCfeDD7oysOXuTRy2PhSHkP4TnNTWEOeZO67X4EH7jim4PH4kG+XkT9clZpoz95cOiNTZk/KG2MGf5QMXySYPsQ+la8gB6iX20cfQeT/MlTm5Xu5PLIRdPY4qUTFH4rxkqGPmp82UBmWwYwRulPCLTID6LsLLsYX9XMfO3gII01SHHyK9csfpoI701QyfPul4J37UVWFqGigj/ZQsgNaRE8BSTRryqOebN80WUsKjP8CVfdV+k+H0EGCe+yaPHysV6zhNFDd/Lm758IXbqlDO5XE6veUyaqrFSmwJ1cUHIxHla8jydbngUrei/sZclYIEwdytWDR5Fm8ytcBz0bRiIfoPuTjZAAuBMmiK7FLJ0L3IfXXsF0XELI+QTpe2yev1N2UmRsXqQ/AQLoJ8wVcSU0ER4bI8kR+GjlBXNizqTPlaY4QjGrCCVe8guFzKFsInA5njheLI+Qd7+u3qqTBTkfqeBPSP1cKcygspesuI991PJmfsqIq0Rs/YoATVdUs/kctgJ8VVHyhfLAJZf4U8KfzLX5E0sSHJAEL95tMSErmOAkC5jB5U1Ap7wIryz+hlb61Ui47IBDYjZwhcGb0AiNEgDPRatYrhVBXb8tcClByucfAUDnWbAn1hFZWPnKgNOhjPETUuXKCQs4b1sSuL1ktpTFU2OffiWOkfMYZPssBjXeDbuyYh05ylloRhwKVxifO1Dmb302vPZUca6LwQsoJPfYOCesW0k6MwtP2J84kvkXXhQd1XLSs19X2UIbifcOaRFvIhjoYhCBPgk5pa82rrH6JWjWKjTpUAxsvVIfMlckWhQfKwcjR6ntdxRKO5MQTFAd/4qdfpvjIwy0wqYmvwq4PErG+rErCB4HiQnvdh3lC2eQLyZM5k2kjLwbzvEXomJfPdyRmwQZvZwXKjiTN5fe1iHH7qGAyrNehN4yTt7EVDNE/UoPNFbSbdKreTp69qtL4NpdU85rCDmU0zz/ZMHGNUTjwmv7NnUUHF3gqgKV5SgDTd43ODK8CZgv1zpEyjzaEiTvsjASiEXCm/+0zaHMbWkiZU6riP9ZsX57lcIEIqFNg27Su1wTXjQeNsQefOD5lSY1dyKm8x1smHwsnDuBYSwBZRY9DjgUKi9uNZXyWY8QvpooI5BLU4KstcZ1KDayPseUJq5nqujZsEOZwwOqF04OmjcRQKcB6KXqzzN2XgtFTRUUBHCIIH55RLaKRzlz5peydvEgRkOPpbOVsUhUvXG4kPoSIz0+O4OO4+gT5l0zq0z1oMA7J0fBmfi48Sj4kK6LRMp89Q6ADILC23s3JsyXgCpe1wy42Fp2Kb5q2OB124tjKy5gzoZHSiPpafkjSw08G6YBFvGnM5MY1eFRxrgcMzROk0Ac8tovU6CsEFBEYaziSpgS5dPu3rtjlvBV02R+oxQ9ioEoH3LmyxHd+Px2Ch2XB5aXvTRA8LFvoy8ckoM4P77OBrfkusbB8LXadH41kgV8XXKYs86YcCh0MOGcFCqTQ/SQ82oDdHEmd6r8aQGPn2Ah7rFwJazF4DCr6LrgULJMQYEA+qJQiout1nD9Slknk8AnHYWJAJiLtkWmKnPkUVITn0iJAz42hebZrwFZBNybd5tm0pmoGPLEF6ftCpbDV0gyxkV0NfFYOBcZRTz5HumKcSWBIzQYIDreR2GoZ7+ucJc0R3IHBjE8il7Yo7VJc90+6niXC0UmQWnivbFGiS/Z8+BSHpS2kRBtnhXDvlpPAOMRlwv8SgMjvwXjQhyGxORXDbvylarQ6yPGHF8iFeapQvaVAsJLVzVR/Bp9c7zbFQWDiZqRQWSQ41FsdPDGF6SBQJl47RI972DXLc3KXmtI8crDQ5WdlubmXRdprwpDPmIrhDTORoeMqwK1yW8BOPrqYRaYDJA3kxBD8ihNXZ3RwNGXkoBeO0bB9QuI95Xc1D1WTgyshglS9jcADkUUxJOYL09YENCajKF7x6WYjcA67LSCPhVyJhXKcLeUHNlaqGC+Wkn3eknG8StB5GxQCGjLXfk0+HR6NmwUJvSylptEcLqUBpevZiPrqsRrgWfF8OT3SdG6x0CSL8GCZokf7qe5ycHNgMjoXRh0sgvZVj4ZQrgSVLOHICiEdhHB0GMZP2SuxyTrIcSsJzkkQ5/hIvgumoTwbhkpfCgASn46snoUOoB/ogcJXSBH0lcxC+UTheKspwacuBIfcJOaEYWsczgUxFbJKc6WOgNpgaaUMY86KUyKPcGQ02MP/zWTgBSnaNLhbCpcXBMtHfLPqv3aPBpwKSLtxWz0tYUydFQiFl9i6/gq5Rl4kVEqR2l6eRQoOq51oGWsngHyW5MwW+2Oe/bLyUpX5y7OH96cLU9QDH/gLxUJeyxhFthOIcXsAS6NR1ERQxG4UAr7gWAlO9iCyKXEkbEXnJh7ryYqnv0yAJsKmJOP+iC4lB6nXDY0mmy0RFXe5Yqtdox14pci5mxpk3BV2Sf55RPn6kMgqC+RsUcTyeLRiipwvDZPlrbcKvEryli9yxUGB8IGyUhae1xKU+QjEf3BzZsj5VmvPvlqw+tqxGkNV+LI4RrFCpSTcri+VosZKYUILYFqo7UsgXwsGUW+apiFDwU5zBPEIPAoeKboqLq8XQISwFcNT617l5qxFhKUszVZ+Ro+wmgRFIR4dwWfnMXtcWWtsuFKrkAfAVINXcZHhce+NcleJ/pcpfgkT5LFB2rCAbtYARDBd1AnEZ8CAfKzAUCayfN9tTAyb5nVuHoyXDzJHtfbXQ8MgJxIKJxRwQ1tCnwLAyo8Fk4tDoB4mi/YjfEocJP+hoZJz6nFvbZPiM1BEMuPIALAs2KK8YIpgG8hwSguZXGrhcRd+6gLksfGVbEGFl2IuwDV8bU9lbpI0HYfabzg2TAkgJ2CPuIrihvOJib6hreGgs2JlI1gafNJ7DrehQEkdhCALhdRiOBSoJR4mzTx46Vi9rwWCgaoElNorLkoAWbP6FHlXbIqIGghYJx1ho+zFUCEszsRJ2NVggVmVnh0JWyYaDoxTvwUGZuvYlaJkUIo5QCRSi7lCghTi0u8ZAflZQRg5lOCDNJh0gZoOTYe/FZEjhdix43eIUiGZ8fI8ntWJFDzkMmVPDCjw/hKPBIWA49dnBFXuECZDySJuZQBKDaKCFJfQZTMs15+4guNT2+jj0SfwqGMhmMiBqwg0kF8hYXS2d46WguOJhuLDMZX7UwALI0CId4K0fU1OkneRRaURtNN4t0zt+x0NAK7eT08yZKyOwl0SmSAcSx0/nSs5PdbNHXeQ5lJ3Wel76ubYjIKEXoCQ5+Kq6EGOqEwnFpnWnkspGXuSuAW+KdKpqtNOdtOeKxfxSLg3RV+4iqapjfygaNLwWNEX9EBaAO5wObZrxzwAj1rsVXBFl87JePeKGLDRwctX4s4x1bh7AnRad6UQran0iqkWKpG90UT5H3KYwzdBlDhJuDJ5bGbAWDqASCxF5MAX8OiqFGd2l5pQIavFlLGUCyKvJVUgC4lzQZ9x4Nqt9ib4t0uStjBDRDxtUUWX5sLsV9giXFBDpo8O8YjnnJy502zY4NPWfPUYHqQfgIfGx77RiWeMiV78zz6uZStmqZb0dVsnBJ/KyZMhhuZe7DaI1P84cmEr2nGvcHdaeUQXrzgMzMvT+IJuK1FzDwBHzi8e5Yad7gy97pRZX3KdVDTAXBoTz3h/CqiExjJDFtsYtLJ19I+39CQXVLhsMKJ++JBbHXVeruwEHEqVW+4nnqH/mnI5rWE6v6GExjNFfToWS9B2QrCw1kNJTwJWVc/cq17yyCCZ8EKYSWcfTGINWG+NsZsLQ7idmDK5AvIiPNVPEexiDd0rxvGNS6FEJHHhrrQmJBpvMulIF+hSIS1D7Jcbbd5GtOhbuRg57dXUTuHldL5iEDxrBdqPAJrfVnwUfkU0OtjoNOnQ6/IfbXwUL66yYFxvPHgalhGXIOJkoDB8kskInRnlTSPfVPMWiGU4CB9tDiSwze6Tt6gTY0QPZZOBVyBDUa8Qg2jr1GN0KRFjFsrBRbvinnBT6JSYyvDRV/jsnqjYAkBzpMjGj8Bsvmak6xjG4jcEI/92Mi/+M20eulc+HEpgoW7y2yQR7qx8C6XgBjryfuGjXn6lDQW4Db8uRJb91SwBnI6OZUsdt7ePFSgsgWR1oi6dJYFkK8NJBhVBI5fXsW/revuAy48NxhhpWe/FuG9EGqxhiYXvkbCbw1schNJuvSyDn+eFVOLXz9WVvgPnlPRuqFRR6jYFgAtffXxCZbSySR+G3jwtQKg2ymGpndFDPlqIaDYPVu8ZjlK+BQXjE+QcgrhPNo1cVIaS1+rNoCreiMY5w0oAN2AFHAqoy3e8FhMUTlVAPdhCoscZaIC3KawkCfZsGI/0DrZH/6Hd71swHFcGIg5IPlxK6Rh9gs+bvxLCU7vvuAQfxZs3SayTyG0pfF0+eCbVSo89g0w3pqi99IQkOZTMFywQipAj+JJ0pAbajxWjiGYbUNabGINhltxxPqyMwa7CMgYz4rZyBz0dMBvNKC5mhkvWwNS38aS1PIsWBXMyeJOLIHT0a1Y7q0Gw8RVSpdCnv2SEF/JuIBrGNhxKm7ywHUoYhZjRQHCAqjEeRWsDSgzLjDiAV9cxAIUOHErg3J624DKG1PBfsvBrdFOBI1DDITXWurYVVyE8RAeAmnMCoSvTVTdILKQep1W+6qljlE4ulnpQEr5FD9BT2IMaiO4G+NdF5iZqg8CHKfAiqsF8NoO5jTtAnA4v1rHDg5UIyLuQEDMrcxtWbFyBgcEjF/8wZATWAiVGK8SZ6ogEItYQpcT1sTwxK2gSdnatKszhTHjXS4ucVadF8A23SROxcVOAOlZhTvnFxw2bQRxwr5q+ZVBzLkBwwF94UiW7G0khgK5dFXYs2FuYmsQG/CAGVBeBYDplkrhY1MQg/Tulx9YD1eYuEIXLm5li5pdwgKNfQHNpWfBumICemLiARrouBUlFd58fjHGUJKIYDsBCdwKgQJWmlAgSQGoVgeE+yUh3UU+Bh+LaCNjeZqB9wqjOJIELRBxrzjgDkGPTaSKu+qqWBfvmnxKE+wWgkhK5+Dq4NkvszhEmAV4SKgYr0JDyi77e6ET1fV59qsvptCkB2/uGeBWlpz2DSQpdOzCj2fBROMNT17wHQwaXkVL2WmPQXKcmj3eJWOMr7AUXADwy6n4Pe4rjzTnASHtq4Zx4q2tA4BxarBOJUKQLcAHmIYDBeOxdx7gwSPIeIQAG24FCBm9ZYCdc6HYeW3qiJ2VpdOF+LS8C6YjPnDkFxd4AsitdBi0nXZ46jymTF9dtAOTGvoTMzFw4la4vrSmXpT+sEDCa9UabLQCb7h7Ckx5t4tLPCIJH4zEitGrRKixwyRY6e0g07teA2ILlBFgzjs/vEokgC3jQAa9ZIuVd8U4YymlI7Bejy5eZYh2o3Aqu5I2Ivrq5IH4hGs4ARwITmVIlJ2gENS/SJDy2Dik2OvDJ+DdFxifkjkIt8HLU7ag5ASWLERztR1fNogihtqOa/KrjE/iBQuWxAmCQPAqpHA03GANp0PS+Vq2E7sBIJeGQgbCY/cSwIGIDMZPOU64lQdsPstKoc3kNcezX0pZqQcaeNKLoCPJPLO3bCjBUgwA4auIFuIXUQx2wmOIU4mEsK9HAPWOGKJfrQMVY5ChBN7zo4JX2cJ3BTRiq/U8UfNaLg70oAXhloI58No5041CaZRbKsnlq4+AYg8RosB+Ys54FQ9IO8LTG+cS4uWxc3TMlYANfPRYnIrVzmP4MLUz5Dn1LteazNQhE7YkS+RItsq2BMg5HfUZ5LF81/hB3lJ8FMDqVfgMaVjPl39Z0/LaMU1emqBtX+BG+KohY3Z69ADjgTP1IztwW4Cyce0+Ij12bkx8QgUnPOUxh1Mxg6ZJiXhxz+bceO2bk2tZGtwLEpg9Ni4rc4hxBg4dk/UjXmdvODTVioy2UhQ+XDMefDzWzmOowjaw6eAXr1ImYC9t6cpaMtx4LGCPmMQFHjC3W+RUBKUxPih1IYfyvLYLTPqCMRNAk/wt0qkl4qRnDxpei9nnNME1zBa/3x7pwOlFXMCVw29NiHBaQAQyH3hyByfao+dI8Cw8lJambe2S49mwLxnBmy8xgAOPjgRDkmsSD1w0aYm814LZP+COkW319PIumZW8IMlKHAAMhx+5QsJjFD12lZlDX7UTl488iIgLVGX4kQBo/ISbHTsC49lj5zTISYeqsQIrPNzIlytUiiMjkIzYe9rzwcW7BwmZGAKITj9ieiNwi67TpWn5tVuIvAEweDtMi4Jnv7Lv6FmWGOlGmx/ZkvmjBabdZeiEd7vgvH2kVMUSBsC5EcYHTsVJdFs/+XwV0cQbSG0ptpDjdSNbRp7ufrA50sPBdXFGmm0hzeBj5zBz0YbUuNrm50UmJ7y10brwBhYiiZ2SQPiREQn8rUL2fbV/Fg25DDJTdutaMR/e+GmxvWHUTMlTSRB9G+bpeWDrepqnf7vh6pX+tq92Q6LPGcT2bmMFo29+XJ+8Vq+NM/eEDlWPdkh6rWQVaqsNoveU7EBmUKf1GpWw26Gsep3IWbbKy3Q0BjVeggIonwKCl2fF5ryIPO4yBjmGriXg3kfE0cfQocCzXwheMXn0MtUfU9cSMrkjEDp7CyOEZ8Ew3/jDXZxhxhI3Elf2B8LEuZkfXB6rKOi91HqTOxTo4jSQAPBBqFY+Z+vjsXBYXjdY2Xz9oeU1RHC6Iqog31EW47dhidwpbvKDFY1Kil+yY/kaLmx6F0aKVxE1THbSYsNr/Cj0NbJEPkDWgM8wGO9yuXjLUKGRPwRY4dqpzKcA9uiF5A58FbPrhewEkDd4iXAae2Z4aRbrxeLj77Vc4HwIF1hfJYCPZ738vIG2W3KDTBZeA3vH6W7IeR2jUjwb1n0/EVMmQULRt07AfkBS4EN4UvNVQxxvmlOlPGLD1WvAZT2E0EuHgejGY9+uZAIcpLISnEafAZuB4xBFjrUtBGe2QsKOpsjgrWQc+AUmvry7AtBLCCaUH6RBOg0+MG6phsA9H7w9lvDDGybhNKdYe+I1/kD4DVVWmYF1x4saxcxrKAV4DoainpgIx1cLLTMAI76cBJfIaUwJ8jo2zLxXmqV3yw7fEzVSs3VIkWv3LPAuWhBsGFcZvCsG924pMWINWmrcyBEEvyx7/Kc01a9S3nixDcbk39zgWi0Qj8kkuJcIdK8NVEShAvOLFMDh2a8sq1uPuZxfQHG0nPZcLMj+6KuFZ8eO5AZofq8gNUWnoSV/BQl23EjpxmMlo7JSlJdMQNDOs4gSOemfFPdGmuNr1xjTvhI8HBYQaJmGmBevIgWfd9cc8K6Mp3xEeuEtdOeCzwg0yCWMYreJvgpffVzzFiJ1iKeaJHiRK0eeBF+pi1ki+FU8YDkpajADCLP1GUDO/IoYLx/DQyHvdllZ21yP5IfD6Vu4Jo9DRcgXCXofK8dntVvDILNgCuHauw0OV8j0Igp0ffVQjRXuFErWunr6lqkKHNWiWmCBrLL8wnQ8zcoROCgyo5mJQokXMcIKpzHjCluWz/FtX/sXGcYKDCNupLIBQSn2EhoMj/2rfBcB2YlDGJnxIhQoXK2XZl6tzY9nw5gCDcC5ylerMEdL/fFZ0S3e7UbxrNdpxuAC7E1Uo8ZnPGr5pSZmVwIKFDz2LS9XuZ15Mb0EetYEmOvR8cX1E8HwtW0g+ALJuN8yIfLuGGBgAiQUOQvLF0fTSr3ZhS3eZonRu1wAstNUiZdRytNnWFfAcShjYmOC45dowMFJDPD7amFp1iCaX8mmMs/y3Q0uOHut2GGJO7godSNqGDwLCRu/QMPgY+G1QCTKw+zFQIxvdYDwM8Uk72txX43EENjgAqK8lQHJt5hc5MSX8AMZSPIVjhRuA4XYw+kwgZdnKJpxEZ1idWe1yG+tql2kolyTHb62yIW1twobyAwknv3ivmtxU7GHtzovIpr0Ngi3lae0Ye+YDY4+ow0p19ECmUeShc+zX2JgCFFcZCzDOJ4WB+57qKDyNHT2PCsmJVPFxXnJkIjiM5CsXjYuUj6ta8G7LKzASUpk+brgiKcxbf3StIcOkebFbwN0eSXKQy6PQxAem/glXy/weN/cxXEZVFIrkLhu7ZoE3vWSerE4eIpDEJLwImOST2OQzbMcJ3j3hVj2IEe/ZjizZ5mYXiE5DHgUdDu+mlgErqDWlE1gOeRoZQ5tcCLwEjAcP0kC/Ng6IxjDG4G8Iix2NA05XqtN90oFD6GvWgbKVpdO3rYYFlyGoLIMPBzBYCc9rrKH0ju/UfTEd1wQ4I2Gla/dQ3M1SlFgb2FlfrVOjJdLBcH4ypCbE2Ec8VUbRXkGADtaiRuOD1Kp6FkwNfgJGxgZxNMYtxHEzJuaFUGyVWPeW0JHGc/qKVHk0kgPCMTltzwIeTfsAhxFT4VshQX1NMwyrh0odytJET7WTs0bJjIbZ9Eo40RiWCoW+NI9SHP89qzsjaCxOdS+4dmvCJkEgjGviboRnjXTevqbseV1esdiEm1iLxIXioGEIf2WCw9fbVQCV+EblK1b6DytReA1kQSIt9B2+Ng4RnCWCHPZhNGeo3WeZWhz5OVG3Yqf0HWhK4gaeiwcopzCbOttYbTAzxINfJqS+OoiUQbvclXJVq2id8tCBpchaKQHHx/AfF8q81OPNr/BndMvngN9B0KX31rxey0/J7gvrlB+1XAu/x3ky6U5wGVYbVjRQeGYVGmvtcy8GsJO7SOfQDwLlvVm2NqLrz4XeJGqDbrQwOKnxeV5FowA3CdHK0MVofIbVZy5igPPnXYnzLtgV6+GKW2cNUw6ETKeukoTRB8j0o93v7xgOaAdchSaHLdRpu3f8Pi8cvZqx9teg6j8YshjfXPjhmejTPWASz5/AgubryqawtxPy1VghNzGA6O3cI/sl+LaPDbPCEyn8U+2SvHoaWvevJcrHEVYeCAKL82FhehvgVRBga0hwp0toOQkEVvHoSb3apd+cpYfr2fD6nLWslrfvPy4DDQYuHWQUraWiLGvMr7vlIFqXMINz4kcqSBE1cQ5B535bYuwR+uzxYVrEMa7ZH7yk3mrHBbWZQjQ/KPsq4dgEz1WMCmzOLBk7Ssww88UdBZpEGcHmFzwLVbw8OyXH9hzTFmWUGCG3xBt/BJ5ZVoKCsRXJ61Za0Oc1U7J0s+alHiz+xPIyvVnMFEdHQJMb0vIYOaxe4IvCFAzMTbGIR/iJqoN88j9lwk/73oFgkPbtJmCXpbfaIFF/xCSRCvWKfntkmE8qOXNVoM09SyY1criQGCcBV1xIkA2tdqXQZ/F4L6qiATuU8NAvrCBz20wlkJNQBAkJjBKlwPM8PMcI0qTAKXJ8W24eYl1r6Tkj8VDA6f+8coZkmDdxpmXqxTJ7KGAir/t4eff7LBUZRk+wLiAsFrsbeYG74JhsILFEYmzuuL4kEs0LsdiU8eN6XgtpXU3nTDynsCOZ8HCxAX0emQBTkaOQw7pj8wx6gEoPj371SJfMyhgISJV/GyzaAOIQuGvpI7eDWOLESQdZQJHyDiOI8ifIUWoz8BYebcLSs4CwwWYqBPSz1JwNdcheL8cva8yTrCWyXGMtTq3PmQM0RN4UkS/iRPy2Lkh2SupMtAAqQ2P8UX4V4c+aC45Ir+KaCBvTREIDDDH6DEEq0S2+nTfktl7GKz6quODmAEFHBkBDSO/gcUK6kWePvEEQ3IvpoYcngMQAKgN1xI6DHCtV0SkOqmeqteaRnoZU6Xjq4nXwnnSVKiX2wjSnGe/BgOTlPk4zxnjQ/r86CoQ8jaDPBWP3ZtincGFGbNQ9HIhnGy01ZYXn4R69lg/BjEEQ50bgGb5DQp3du4MgrL+QySU45FWfnXxKMd8po4oJMkBSaHzck+hOJyMfTIXUa8G0sRfxKstuaoCFNausfZwI7ofMleK0AV/WHmqF8KrqTxsImJcCWq+FzXmaiAVXyt3JK5D06BeB37LYcjVNLPqkSA4hLUrTD2ZXvMAjFTl2JOH1/E42zq0yHgP/4R4pRdH1zaZRnK8xMJFyShw+TYYvTYKkAeDYemDWRdybGaFh9Vg+xmTS7C0IwLEC9q/AojzIFInckxmyNcw1vkCUrBg6bEFfmWKksfCQwBLY4m5UoXXwL0LXYZk054xQcV7CHf0cGZWsBwzpnA0gG28j4qU12qR25Yi4i4crldTRBK4kZzAupIV7yF5G4NafC/qyTGVRO8eqKKRRP21ewqvcvz4bK0HgO+hlvCXzGzjsBdEhjXdFUxb46dl0AZuquqfdUHhULDoybE17k94DroSEpuRYUEv3GnT30TVK1DvkXQfaEv/QECPQK2XQUNpSL3Ccy4w4GIoUbiX0rLvIQckl4Lj0A+X2rw2yuCca6QGAefNF9lUgzdlHM8zM/EeXnI9XIY2LXL844JmEoBIa8L48dvtJXfKVZxP2zqDNxYwLwQL1oHAQeVYA6NL3ll1GB4vv106oQKzySaiuPkefmmMWci5Us1J9FsILr+K+QDeKrTeAoxCbmVWhQzTwPOjOJZPoYQkvBuM+S2jgmsg0LIMZ9b9FlqRN84VQBk2k9V2zETCc5bMOARs9C/CPD4pZMprI21c7Rg9Nxol53uYok6zEVTxPIIwwnNEgJrgXDOnjanGZrF6Glww4L2n8OGktI45djAnVlzgtrdesvdQQJYLhhT1tbCc+GohJrzhjjySSBvXv0FaGU60ur5w4eGXqkng3SNxPyXhm4PnXLb5CFX2dIopRBk2SvIKF2g4HjkFfjvA8tMsk2Ito4sMN4HgT3uHUqyHSk51gDYCdgUD72uoiPdm9wAKvCfAo4Bhye3SIJRha6EGBevwMqa0wXPAjNAtukBpyEOt39qAEiww5MrlYcRW+9JlPRSxRcfVKf0yoyLwHBVIhy3itAkAMT6LhRx4jgBDbosXeTvtyWs13NPjM7y3tqHQ/t7Aglen3ClAi7+01ATeixP0Cp1oNJtyfvvA69WQpODi8KOY4R1TG8KOAo89dAPP+ZPlwReCfQIA4lcLGa2GcEyvzSOkJ/CNZhhDglcgpkVzMR3LgW8Y/FUTjLbR5ZQDM+MRWzZBHm1wlEEsf4dLfvoTjelTWL/gOXA6qnJbBiwFVdegqrMhtECyGvYAosuQOX0SUG/iOVslTUXKS9Nhwua1kmy4hVe4NhI4b3+GlF4bKsmwRCxIxno14IGBj775++0SnCaAh+crIDWJ53DoYehHw/YAZfofXjAW/ALU+U2MTYMQkj9DLFMPV0fFRYZbcPA2AAy03hcir+XagULbdBSElNoNtqz5EGshYkEBZJ6IEiTtNTomwwrgNBRCu/3u0PFnmGLzYRQZpLks+MyBglQ0nhnCQMNNY0N50TONBVGv6MYvjx81NvjVy6p4jiD2Q1CJ0XQbLnNgExJflGCMluPGmAO11rhG1kon7UHktaSpW7PQf0BaGM9ZOwMz9dgq6kw80uhmLHjnQR9xxG4hEu4EGh4R1Wk232g+AUFeG/fkjInLfaCFgj/DBh20IZaiwRFTe0Od0St9UBILbhloNmIGbbMrB4GGU4gbSofeUzw4VqcKFjdNJ46b14JR8m9p2GxzICqqRoQExU/Ial81bIsFmeboJz4XTLBhjQtc7pQ132MI9VoqbvbZ4qmLIgCNBxWc+Bx69jQeaWcOvGPTgGqmdoczzMDCPUk0mka1P4ABRTwH9EgP3hndNpgewIYUEJ9FkxDtSKVQDtzeGDxTun2s8otCpcSCgk0qEmg1Q1C89kn2M4hA1Zt/ZnIgBgoGDKF27KgnOB7c2+Bdr+pMSAMZEFSHHgyktaBAA+DCPEWNh07dVtG4BRc2wm2kyEAfwElHLMhEUh/yYwIbGtV5U8eMR2Bg1t5ByeVvJ57EgzoitRIBBd6lWnxtmBWDidpowrYyFzSBRyyo9bQDBNi7haInXAhv7Te6JjtiQgddepSGdTPNaeFCLC72VxCrG1Y1xINMem42SEjb8fx87ZIoP2xDCgXVHm6MGoccSIbL3sKZCBe+6bKLgOHiWACaxIOIdrThBAR6ChQ1rwUDYi8YQGdbYcGEC4E8bSi+Sr+z4RoLZm4fRpOcBjSZIweCMSHxIUTL21WUAGJCH5L680GqrszSwYVic3pMEBifvBH22jGLu3pmtv1xA1wo4/0XSIs9wAGcAwUg2jEQUTmVMzDxIJO9wjO5DaX0NScu3JLSeq7k/A6Ys1jQTd9Wi4VcGXzQxoQahPwRqZhNYAxDBhTM2wrkTHcCUjRw4dQdwsSrDSXCnJhwsdL1CBa6EJORDMgGgE5q0YZyomFfcEICLnxAYT8daNSK6YQu2FYBFHgbL6140Iq284nMnWGMG9NB9LbfDqteMR0pJm+TZUrQqULbMR02Jxnu6HwJ3Uiuk9xPK2AxIRUde/tEiQcIJBgPZoYFknH1ZJQCDQZ45rWTX7QUHlgvpCH22k40W4xLaBPg0hDTWSO3AWwi0Xt/4MB0TjfsIEp7tJQxGzGhZwNfasOo85g48doYcqNlMaLrLNWI6ZggsI0QuPA9pjceBBBnZ7bLHaBKTIdPymaqZNOipGswnUbFnYbnDXxIpU9MaMXux7DoLRqTxINmAjzcgDcyORAru72O3GhFwc6YDlmVvTVAph1o0cWEZUp3jKM1jcUFhpgwkOdruaFNwQeQDPjHU5t5W+J7QLC/DaOTB8YPDSECmN9u8LA7TCppOXX6xHSAWG0Uf3ZcteSFeDBQob3gCxp9pcgImM4Ypb2AVIiz6agRD9Jo8U8RdmymQjAyIBzhfrNMaSjYv5jOg6u9xdUXb7cAMSGZmwtaEmRbkDCWAbdF9gkpEZoBkQ4xId8YfTdp5WpMKP7WBqeLsTK2EWxuZkAOhjuprYJbPSiIB3XXTsqiQr98hzEdElW0Hm0cd66Fjd+6kbAthGa5wmB8YkKlP9tCnTPuDnQZE1qyAfp5u8ZeUTp0C+C1noHoiL1xKXrU/FZB2V6CYxpoBYMhJkwCqkm3ruJKJUp+axTrSTNaXGwvw2vV9Pk3PnoyM+AlIk3K5cp9CpG+VpOx61jHk6y2XkuXKaphxRXQSL9WSZGfcjqyraBEZEAwbp/AStQeYYckA6pg4ocHrmwpLX8y4IAOXlYDxUaiICf/LT45ZVKiRZl6/PbKC4jl0Es9xr2AS7jP4JHEZuHAywtoleWZYJYbWxj3/ole8C4ocuwrOz7eP7jH6x8earsC44T856PKBdCUR49O4PrtlhOghqn3qvp4AS88cc0oN5vGBLL3706Fuz1XHooAaaL3rvGAP2HoivHiTVV52tokd1QMeCjTkqsjHulr97rkKQLmTXCa1xphw/Oi+whFgu/dD0B/xIDruZTsee+qrDkfBhGuSo/itXtukhSoPIaRltfGkcygZMbmxbtC513Hps/2kXrvPp2+QJoRZ9NiyGu3dbiaTqRt1lno/cMyyAGBZvohKeB7d0HAVxVdP8TZfu82RPkJlwBeSu/0vXtv4PGpeDIS5cwd0+ZHaNO+kS++dqkT/kGUBefBSZXtamydUOiDz2Kj+d6dAfBFaxFeQrXwvSvj+zeULiffHe3wNF9cvkeMNC/eiaX3kAjwH+RtXztNGq9hzZnb0cL76qGS1+7MAyek4cKrmH2+1pN0FCxAzL2Tf6tijHsgIGCXuFH21cru+6eCziM98bgoDCPvnRJE1zc6MBSseHsguMaw5MNYHL13ggr9Vqebl8Allu0SB/mjmQ6/YbO9d312T2HqgkNALMx2RphcvD0VdKiN7m8T7EfRjeJ8wDRkuyaVb5Uk0NcscX6VkjHbvWx5E6IcisngG7lxwspGMHcCgLOXtkbvXwNDb6Z2MJjjka7wNFRcfkvjzsOxEOSQ7fjGPInYjZcBIraWubldEKUPUGfBenfZxtG8df6IJX9WCGFwU24zAmsQTuV3a9LzUmT9DWJ9jBtOvM/VR7bbgcffHGqC+P7NWfBLHCpcxUK4yHVv5nyLLz8cDwFZtsPA/R/Twb1SkOY6zR+5Sl6XV8OM9OxXocAtJGjOmkAcL5GcJz8w2TwmCfwMhSPX2x5+S8OTDIHP7WNEfv+QpLl+wuF7NCQ23v1qCrxBuSRngXhyvD4xngcNkD7CUfXbEZt2ZV8uJVGUb9DB7bF5BQKRWKiRWdxxOt5VGd8qE/BZEvy+qtgX6APMWNZCZOB4QVJAhbCDA2/gQSOTUBDD897m3MqE0q4xo8r7R5XkdTwWcTpDXdluQZBfCnHlYgAUkeu2xvQAOusfgRPzLFgVOKpSQb4K08TzsjF+RogyHuMSSq4b/HotA26ucd4+c50TAA5lhNUN6cx4LWjVlYYaPVsrNOqVIzqV152LdZn+NMYL3g0bg6co8eR38tLzIGBpJLxDzdljyGvBjLmuaZNf6+z61UZD+EOmYS7BJeZ4jqNeJUbxJajleGycKvCVoDwZK6CE45HJfocBFL3CS+JrYxYZiq5J8BUNjrkqzgjXC8D4cBoaROa6QG24a3kmbCVDO68cvSZ1f7b4+1eDkM7yP/7HpRXPfmWBsYB1yB4wMPG8mOxPxtsXIUDBUWy7ch2e9SkU0qENKDHLcEKVfEUHIH5HxeVr+f48Wird1Q0XT65Do/BbJuTEpy5Mcx0GRY1hUIjXkhV5l0UarKVQKod48TwvSAhXAqFnG4kUff8qbNHbSuRSSHzyW1GfX03cgr10juarIFCeR/V5feOn4pXKlh4Lpw4m80cgv2MWx0MdwY2Syk1pba6nXXENAXhjp5nZ8spx5OGJVHm0kyJ7Xhtmjo7sJHvtFkrPhnWA9Vyh7CQ36noV+jzcBxANcl2ZtLosl7pr61Tf0Ury2jHxEQIQ3gnE7rVImHCPGMLYWoJgXjlZLrwaGgvX5xbKdWB+NBjPuH8hh/XuWCo8SMAxQ2GR9DzHRj04Kz6tCBBujA2Fct0Ax4fg1KlpuEGR4bBF6qU/hW8iTfGrkWrwIZ1ZltKCel6WJ29CDwv9QBM0wxmEcm1aw95Z/wKkaQxZIPaEHAReOWM/YrNAiX7Jy9ljYw2w45sfGcRr6HljkFBWEsHg0ci8/CDIl+vNoSEntckb58GFrdYJapUDE3I/Q5vaTBGH11KZ3AieYjxYZvTs1wvzKSMgQ5CSwvWQBHpTU8RFV2h47Z2alpQC+64QbN7tWoL/IAbmpCUVrkdl5+GiBC7lOqxB3FixbqPBMbLKAVLJVoHInoMi2gppk7faCPHVwyVwqmOXXCGJkueJVrkSWadh8ZFoqeQ2GlozHNMxUEPi6GIEcIYvIq0XvnchVEd58KkP8eC9lk0GdzINgLfAQ/SxckdiADSgMga4A56nd0dbjeizS2yQYZVDdeVpBG7QJezSZDhxRN6A6AOd5otbhiN15N8GBvSUFD4yHDSorSGQi8cqgPVs2GmcII2EN1EhP9e704RLhRon8IIY+C1GLtzgxPmwMXjtHiZXDhhEvuZzjMZDU/laNUx2Aa1Cj4WJ5V0zBzGDBzqy0QO6XhYZWgkZiu2gjRur32mmdmBUZB/BDgmUI8PQXhEjrVPXPBXm3FcpG+MHIXBkAgYGXQ/bACrKQIlYycSAF5IUie8xKdJpplg7+wUwUM6Dy4fCJyrDwaTUKlpw+Aholo8l3BNPQJCXE2zPuJ4DGrsEYJtfupzi2S8C8ZI1fiVD4PE9KzMfBFRSJ/FDynDC8NBnEtnovglSr110wj2CMuOip32/1arjIBkBDiEKjQeVCMvZatRgnujsK6zNQD/HLLvaw8E7wbnjXa4VMYaiNC8lHx+uJ3rkzQh0dRsrdjIcLNd3oGLUgQkiZDgDDrkgMop6cNNLpmP0coIDZCqn6o4ZGHjvMoD2kobC/rHgDvZLFEP72YHhlyoJfNWQLM4QV/RqThVxvbgot6LhUg8qMfFaQa/jQJjuAWvEBPqN0dxmLYr4oTTbs2KTsZSX0stGjJjvhSGguWA1eAVTto+FyxFLvUWvHqM11/ORRPfN4dpj2U/Yrw9rX2kz/8CJRu/COBNXja29b3xc+p6KT31g8ArsFxrnZTgcJtm3M2WoxCJ+KHnN0OCcD0uPzwu1noAFOs2Jr99CLSZSALGlCITBfkBG/eqY2AwsHf8AGSdfxRSMQ6A5eedGjPC9AWT0HTSZu0aQR9iPDdqn3XHRdPYMyHCsTPcNyxIemAQBE6zXxV3W90yvr+JF011Na6YTfXw42Qn6T4miJ6LR9dhFxNjK5V+8VErXWwx9JgANNJ+yokwXF4VR0E2XDuqE/a7yXhHo6ZWFUt5dURpf5a15z57Q+V6cBW0q4Ms+MSQO9isz8ebGC6LY6kKKFTJAl/ORKfU7BSy1nsG1TOdDUlsgROObZQD91rpBv3l6MsF+V05EVb343Kh5iwt5dOQKGL/1YrKHoMjhaHIqPDtWI3672LBGTsngfGBW/NLAdtUNn+tZkvLVQjuxM9B7tXukfG/LuBUUYbK98JxgPxObUADrrpDADfZ7cPp2VyZJnBMUAR5Yced8gWBsqCpWOthvSkKfASvbhZ3Yy7RdevdsMXY8r5XSesb5BtjQmVRQ3s0T+tg3KLEWHJV3x6BR35Ni2hGKMHcHBXPgOILUPJyBJhwyHCYsbSZ5yCUrDbw2MMNWgzB2ZRMHhGe9AsXXLRbAAyNUON8dJxQNuAZ+RU52VNfFJqHVAI7jiQj3gWxLjAVFQaCpFyXva8FE93ni04xM8sBxLrX2UxAaR+I4jH7fogbpDoAHINPd6e4PWl1cL7PNVzclYxQ7VlgzifzwvcEJcFBH3vp6NIiD5g7c0WGGGIThJHzjRNb79lB3DToDnCoFFO9yGYizAtUAJmCD6HzbOfsBfGAPkFIIx+n72nF+WNlqW2/cLEhWeFYMSGwlRQs8TUHB+xYkeKuppr1gSZzpsszZfZGvluxAQI9NVX+r4cybDgMg4g0JpOA4zyYe54jCLnCgQBxnxN4niCxuC31ecZwqGzbVmQY7Kc8PHMcM3JQLSegGhfkEaci2glDGTIcVog0FOOBxIKnHRqqIu1B0sH6e0OB7bDlcSYQLrWlE0G+XMFmpk50wEMlrz5jtIZYKNIwtTZ79ohCLIIEDzsEAkfftqOJ7QgRtAJ1/mc4B4XbBBpAe5CQjjrNhw85RGPgRLVxfLUyNt1owAWyQ5+Z8GIRsHJYldJwdjZ4NQxNHAbkBz2md8L7EMTstzpjrgcvs3RdGsV+RBaaKOeR8gnv2ALgDOs56CsdRsmabGHFBo6ZqxXFeAvvJSYvG1BPnq3Wy4DhlLjaaEB1cxhVgvMtFJiaR5gDuIfV6Hwa0LUZFUv/VWcZ9mgR0HiF9eikH1Gv5yrYMP5z6h9qjd8no4qkeN+C6Ek+8r0mRjQDu0MeQBXns22DslcUHMIIPLN8DJdwn6po4AELQr1pWiU9sLIGJHH04XxM0es0OQ56XpshroVTtEHyCtFwBxbhP0N+bKaAbmYITJLhyyJbTzVncDmAcOsnWGBxnaW5v1eDKKVABfNVQMM6ATWAiDWDn00zaDgOFngGriPvM/G0UUk65dzzTvmqnMv4A5ArrnWjgfa+G9yUHu6nDDM9+wcgVFsnAlyf8OJ0a2EaSkeljoE6PRUyMubyAgQcEyON8Wnx0aBgE3EQfL14LJ0WcFlY/48LKa9fU+SU+1K3BRBTvdqnJS1aawJtLWqerqtoT0DroaoEYcd8+sCv4QV1PG0EfGxcVozihBzNx9HS+NzeuiD+0aFDI0NfmefJmhsAbujBLfM+Wko2hSY6vIlblJgtLYE8vnD4nmmcrNU5xqXy6iPtqHNhLQEbzJBfKY+fYiK+sAID/XAzwPiMkutQIDHeCicjXFjFhiBbIoRAx8FpA72ufkZuBgz+PnfvLG8QQgfnwnfG5vQ98Guzst0fstZNgJM3C+BceyN96TYaiYrjqhXJ5bdfBphkTHkHKnd8ysWrzZgosF2DjxkZFP5xOq+ad+OR2dgzgWTDObADvKg6glMPpLIC9EeqSnfkoeVeMTk4woSwewEOGzz1WXTsE6NKkNMReG3nC/Sj5tocFJb76mJgbOHWID7AQ4HNZ8mQAMeaOroMdt2a92Eli0jwWsCkjYTbFDBK1fK7Fh0+EOOD15BMjRgIN5HQC3h+wg8ke4xr17BfgqwdTLk6KuvO5OC9O8ymmS7fYvdYIgERUv+0l5dK7XhNeUT6o8QTHOJ8LssWdZLjbb+bTV+uUeP8ILsZLWVh8riprTjHAFTAQh23h9MZj7Xq8hXRsY6c1TJdD9fLkpqXGE4PDx9dM5WiWkiHE3fgAQU2FIfIqUmGQlzC17kam924b8PhmCDHehMfmtwNaNBpGcDOFEme/iDPc0PM5OAdPeyzOix2SzVYBdviaB1o+6sLC9UnOkN8ucWYgAaN4U8dUZgWJbrxNUNZRG/P+RZhAnvX686JRupGnFF+4G48uTwERgkfRyMazY1FexldBZvrAdTcGJRyShZTPeGP22koJj4CNFxcTBPSxkmdePFC8ZKrsorelcHJDmGM8BlP42DcurxwpjZyrfnjbm5A1ZkxPQAKOtwK6UVPplzvcceJu1R9thHEeA4rEz3B4x7syxN5Hyze5qWiJtxFicL0ZVT7HGiKeFfN7VyCSzCPU/NytDuFbWKLigqKkfBUPl5dytEiGijPobU4iv4DX0R8tXX21MPNt8+MoiwAEe9tm1RGl7Nhoet54FmzrlXOlFT8VsvG5LOBbAfqX4irgWS9AL6E+BHmBISZvwyN9JDmHLpbgy2Pf5LIBKWNyhTWariaUEY5DkVBr3+aObCUj5WuAbHHSP1fiIlhnrwVV45lvU56ns+uxilxeGQ/Q8hZgE3cL8MYff2R+V+cB78K48HqBaZGx9Ly4mxM2LvhH1K8gmnvtk6UnoWb2CKDgeXcFojcRk5/sgImUt6HV+akUok4n0slXC0VzAC0BGSnvyduqSxzPBLx3SoT4VUwIb4swV/klVHC3PAYHYs6H7EAA2vsHgxFvM0OB68ZJpkXReHntHOeYhClPxAQHz34lsPo9Xcm5wAFfE2XFdolhx2CBxLtgYW/gECbxhj0IPgeBzLNgcuEZhHjiWTEt+SizvYCcmHhb2F4TF32FNm+ufvDyHpsYKF+QupEFpCW5mitr3MvV58NYWuJdrhlWwBii+c0CudsmhKWqXdsMDQ5I5MkTZTj0WDg1VkMZdnJXodbdtEmPTdTmmD0+ePdFkgxh8cQrqEf2NgJq4KK0SQDs4wCZ30AXfE1jHR914ck90wTwtVYE6/KUB8Et/KqhEKvWqBkFqBV3O1P4V5oqnEu846uXHfIECZgvojYGrobwy+3y+NyNFZrXfkmRAA/fPpEiwFcZz969ORdTmXlyuUcsnBc904yBytNLuEHQ26yJAYSEmLPh4GpExtur7cieDasE9KPS+QqmfY2VrqdBps8xnVB49gtCrlpSeOnMQXQ1gFS4hRB1XguGg3fL3AACopnIWXFKfE3mEOjGjNdegvvH7iV6D9kIxCLW3LgcmTO/VKZGntNF7bFwotmDibiXciuBq5mK8i5WEa+AQt1jBycBDW0MZq+pIe42h+qtjUIaNhg4/Qbm5F/3hHyVUgSgPsySt7IY3S01812AsXA0a6p4l6tJzsAn+SJiVXA1clBf4o/TpXDw+KqhmhzFxMPbiAB2NWiVTkk+AcEFyOxkrKQsZ0M1wsnQ0OFyuEte+8bOk0cUbcDF42u5WFmDjFRDCAoDjx9vlBVjYg9f9bkUbdy8QIyPZI+jZ79QwAZU3MjWrz5f81kJd3Qpl6m21reLZtfVZLI5lB4adpDsGc+CiXilfO3FH+RenytCyl/MrHwapQ7vdpWAEeDFydcyXV9zxq+Blg/Nafj02jhY70OICRfDJuXZsDi5qpDx9TLo0tWIEXHdY6X4KL7MVw/vYAZypOQTFor4GjMcvkKMmY/gYvCxcpEw0o6ovEJPH19zAVCzofLkldZkca+0APNYQR/ZyQ69bYPCeJrGJGfSdMQRsa5ee9qm+RBMwUUA1GUQCCCdDZaur5HkzEGcRnq3DEL+cMn5hsky6mpWQHAFcQj3doqAd8EMvFTWaIlF1ClzuT7T1+qsusI4IuWrkzsyCQIU3jKbSq6GQKFbXuhqFAaAvPZMC90jQ5YXMtjDs2ESYCNOouQQE3I4mxOZT9bkqRGTluHuCO4tMENfXQz0skX5i60J0FwuyBuuH0GGfuvJ6d2xM3CSSh55RAkjX5MaCBViDsASOCdNOHkEjap3hAoWrqaJFPwC685vyTj0VchTGMpRWX6znPqaODyumB7IvAUrIo+FrXAVLLR8IkEGX7OE6yrIvLidLYh+K0TLnA04toXHo8fupXi5AGCKSyShcrkrVDbUPjaia97IoVGXAIr17BdYJiHoL4kzQ1zNiDc5qIfvBANj8ZWEK5fbQ+UnbMlpJ0NVj50TyyoufHhTADL1ND+sfJrc6bVamsO7XUSyFVGe13rHhqcZneKJSRm0Eh8WXstZ4bXifOFOuVHoq4eoOcvHhDdLS83TyFlpreDobzDR8OyXGRivrk/WwHjB2bRBct2curGRuFjj2a/Dl4IFwBiriZTLtVnSTrCA+TPJJd5lUQbeM5SQOQwCOhszM43tsqYnpfj4rYY8ajzocQHJBXkUCf6riVtgOakZcgfADc4GycBL9QW707osvOsl9lpoRBRnQjiXKyvkDZDgeZ4fnL9NcZmbFHL6pTYcHltHBe+wvjxCa30NJgworCUP8CZdYpbA+MXbpNDTRkoKKPn1BFYtiFmuBkOBEXr42nxVX81z7pXgBM2zYINy5pJm3aLGjqepfLOL3Nh92fWKZ8GGwHmMRuQJMCFvUxSEWxgBb6PA3H61jpcXQ1mH2ERWAZeDYCeXhsz71JhpMgl6/HasxqORQcIdjNrh3bEL+TkBrV6qgZ5GS5R30ANNLxEC99hAAZnFi04rGrBBnuaIypcIsEST4CD2VUgVWcvImFXMiyWeZoUIPWfPH8xvi3fDAsCdqGSyhR5bnE0cMLiqr2C9IAa+kqozH9hOGhL4WLtEL5ROEK8w4nrcJSLtA8iEv46I8tXGMlhUzJfM9GfU2QgxurZNQvmetCqvNcT4JKjoTCxgsTEPyHrzNnBQuEsG0mw1viaeBVu0MhXpjK9OSVzuxBJuW5Qpr4TG4LF9GgZ02pihyAqdDdYY1AQQkG36uuCilOFMo+hmM52FfdYSPM+CJYgH4PVlAhzovM2MJDgqQT759TwUyMEClacRdKILWODb2xqQ3hXbYW3Sooyz1HZ4XCoMfYiKyT8n7N0vG7GBBNhsYE2Ht4Fw+keaumikKpNnv+DkKwUFgVJaJk+TZIC3jUnVdm4Q/dbGCrgoWkblSEx+VmxK5+Cc4l0WeXKWj8bAqht6PE1Vpza76rLdT9NXH72sUIeY4q0jGx4XR4G+g0PwIJravrr4IE6QyEdW8ASEs3mEy1ck3HkpiMjXenmhoChQxRI+PHjxaMnuRgCXH1AiUMuRyY+t62YWfRYDrW8JHM0e6JP4PNRhOie/mmiatwgkCQyhRsTRjIqBq0LgJ/DLISXxq0KCy02V6ikOWS+hDuqxeXnxERmt/GCpytmQEeRmwuW26uDwUDy8PPs1Gk9YYeTtjqjibbgKMmaXXQTtz7NfaYFhGATGuUmbx30y0Vc60O0FdWCP/dOyUs0JiFkU2uBxS2RsCqPV56BPvevVjSsQQvB+dijzNkFEdZlMMLqvKMhvM3CtvIQdw0/Ju12IgWPgfIgfMs7jzpxF6TKQ5oYFOA5tbfLVFwS4gqabp9kmudpDjaFCsHnxkpS5m60C7n9B4qR+L157F0RzOoDzTgjQvqoII2ZSkuAdrQTibarSPLXdwRAXeeeGCeb7WISiwWi9ngV7kbFg6MEWCkd4GqUFzuZDTc954ua3CapcgMFYNarEI6oc8LjGFztsbM4bYDLBs2BoYg1Lit68bhR3YwFPR+HC/QZT/B6LlxY/XT69qCi+OBtUPvpNgBVbhNyNryLqCESj4CnWQhP0ODMGP+bgTftFJXoXLE3OblngC1OcOJrH0eegJ0LX6ZD2VcbCbKJCHtiJqdLRaFGj4fS87R1ZxjwbBgW2JnGKSXwR9bgqe7yUhVU3DonwWD44YzMrwFFvSDiaFn32BzxNf+RWwLthbzEHIFRvX5EFb/Oo5W3MCiHxhxyV7xEUo+5G0ErzWaHaAOKQHkvnFMjmGhqzSNHmcRdmcCfr3HhoFQuvhZLoTgu9Rs7utY0mtoEvCe+gqv2q41XcAW3EC/hivY2W14cxhuwvpyfeJTsBX+k4iK2Osce9iG440+ztjeyOJE49+/UkBnHZ4FX7MnQ3anQa7cYc/EWInpgqyxqPA7K1xMiLOB8VdJ2LwA+AyMZj/cbiETYSvHPYDHqbFl221htHF10U9C6LEPEIAFteJnG27qZqDa7rglX2gMMJLMUQmacRQKnvlKLZUDf2vmonBXwixWecdRXjcKlJ3uK2MOKrN873AJ0wf8ME5tMA6KNH8+jts69Env3CAIN5NXEVFB8etwGzRgJMDVka+do0Tb5GgFNtmVbAs2BN+UNaEniKn6Gj4eJ4kwJMPxUJ45saoLw2dMQGkmOQr8Ew4tmwFLG1g+OLgBAid1N5Yit5IfDTGiC+mgggfrni3ihX1LzNqPXpB2EVprMoIMZAhM/jjiTfROoADegLEO9+zckiqtyArSwQ5GiEpNgAHt3s69+nd7n4YDGVPeIPYrwcTjNQ38FU059xYB67tzBXhKc4xSjX4bbik+Cfx7gDGvRg4wjNtgb72iplcFR5ROKXjwLWYgEC/oaJ4lPAEqcLedlXF79krEIl8BVCcxxN1SBfXJPUfQYNPlZPTC7xIQncZY3KzwRasckorHkdjjXvtngRX5HweBf4UHM3Wqoa8lGGjxbh8lg4H2ITh/m1IkjG2+xl2RG6EG4VH7I8KyYGGxbhxdUjRByujow3ddl9JNTpWqgN4XUFHxYjIR9/M4JrBxCEYCNp4PqqISh8JkSJeIR24nBneEBlFZ/AplsIxQ0Q6Tgc35i3ux5MsbXKnkC8KEp/kxm1pwjl8EEP8FclAcQmCDF4j670uRuspFPpBYd7U6ZdgBZwSNE1v1XSbqUzY3vDFph3XWSBE5u8xRnAijick/zmQM+eASaRk3Eu8S5XoTiLDRkWJFofdzPKYYMg8GN3yPrwrNcg+NRqNHaQmOVwPK6gZMiYihfwgAIL2m0OR0YGZ8RIldgKiga8xcSIv1mzW+3RSpwIIs+zYg7irPQgMK+N1d+EgSwqKiqC+zsdOWRRz4jK8Fo0TXSqWqkeVMHmsXE+4DVnMGJPsOZwNbhwE1bMyBnSxGA5KJY4Gjg7GhCAL46o0x7LrRCvoAPilRDj3c1RhjcjD56+eGbGF8yEwHVydPlbINQ3QZbXWAoPAFwmSyJ/K0PHpTh00ZsIYrwWTpj9JtHYXvx2OWYKsQwaNTv2BBw/9KE8NL5ayQk7vojjqKRSh3tL94oRHPaDyE3PjmXFDIo0woPcxBxugeU28mCrqzhMefbLKB4Bx2EVHyz4G9M+G4vKmGeBA/TVw654y6qGdSfJoruJy3wvDm/2AhKxZ78o81OQEfAfDiiOZoaQLWLF1mawRoV3uZDg1ClQYghlfxyumrTTkgRcyQzK8q7Zk/h7yAjk237+Bou3sww29We286xXacwUBg1eLIDnb3hgNg87SL1mhpdnxU5jKqRDsJnINP4W5uKrliTuCHRG3vXakjeccYDhuSRHgwS2UwBJoT3JhPDuWYrYQWoiGBEBM38blLPTaBxxiYCx412uqxircxDM9QfI38QxvgBATxtCFuVX63xmqiwuLLhUws9AGu0CS2neRs7ysXJNsdcTHqw8SW3czQ+qfUDBHY0mx4rHHrKB77TxEXeo/HK4AL9NGLXwJwuiX72jI0ZxaEvg3yAB/oZADY1n70tniML12i/v5gDgjl4Ec+WrhgfgRFwgsQS3qr9pIjpcB+wmUKTgsXdisogpPhjRzgs/U2Zs06hBplME2vBujAmxhyYgcBq2Cv5GgMQue3JGv8F49O6K0bgJrQs7rsn0NzQhbjyO+F2a/Nsj7d46kOJaYjHQVw3f+FcMgsPeqPE3aE42CSg5XebDhq9uUogjdPgSG/Vh8DcnOfaR5Af3QSf52EIAcVcmV+CcszvuhpFvazHB5H4ZcfnVTCGxVdYlzCZCn78ZDN1ZcdjoPJnlq4WOsYalI3hyToy/VZ02BCYc9IwjkI99yxMLIEQlXrK79Lc3ClpPnxWuY3b7Wwcq/ARnOBlOK68V1Hz7pIAiI8lxYT1HzhyNCq1rZhcDHZr/XqsEyKYgJeZJLr48Fs4ab/UBAsMQMOhvpB43hUw5TaCtz2MfC8UWnrRxAdJQf9sKhCNh6AOaq7EfwcZyc+hi51kwOTlCXxcORRDmaIoetxKfz+sLBoaPbRwQ5yZu4DgqI/zNFete6kHGpWC0H/umFlPVyfAmCEp/E1pEi5JO4EKQ7Prt1lSdB68v8VN9LZf3kyCo2VUYKr0rFiFPcFEHJq2i+pk4d6JnhvmPjpvfrvWoHCToW2MCvdZJGb9UnNxPSvh81XEyKxlaYVNE288IobHnR5vrG2eT1+oZ0IkizBP4GX2t36gjCYK4HeDZ81g5PLLTATjYUF+Rn8HSu57wwqVHR0G8Fg8qt8ZTBtBmMzbwVOZnRDd8hT9aG0WDOM9+AclGbUjxAQ2C/EwbyTOScPyU7G6bgP+823WaBYw2xgnAjPAzZnoOh6O7RVjI+yriXDaA+Bc3YMPGzyBt/UKS7wlydY+lA5MZfF4cIcvGzWD2xVrQlmhSJaS/DaAFEM+X9w6YibjCgCJ+BguhC1Jjul8cjXk2DMdruaBCbAGrz8+guJ7xcelytkdbTPGNd1tovpldB/FSoDU3M8iCy9hl24uU+aok4NvZNSNu0jLHzcRh7PLhKsOSgap3zspk3kBAg3d50aAOHNG+lnmUZAphLJyL5gvXg8XqCjpp4bUxBC6LcrqMceGadXwuJeHHawnTnjBLf7w6aujIIAwN8C5mTp1PVoBr2RvF1xYhfAFpiPxYIwbPfqV46chU5igLPZwLoEJXKSrMtlKc47E67SWtkRRHKcC6GSYXCKVwGgxM/PYFnm9q9L+GQfVsWIMXs0adXOFGEOciRtAbVVniekVIHiv35wVEFMxXHIw4l6lMqBzgSzay45ALNKFwLk0UnwEGMr72Ex4bOPqWiu7JGzR0+ZZGSzcsc/BpMyA9G+b47sgjkEUUwfEuYlaeAY3QF6EkkHe7vl67MwzyVFKpc5GzhIPiAmZNbcPLWHSgvEtqAyc8hqRdCAV6CsLlRpZfsKfnEWwW+erhfvfe1uQPErKcSxqW1xBnyy+RaPLu2JIXT1aKvISBi3NZQamHsdEpxVQfO6jkfVLWI6MwgORcsOR4DIKZHhok76uQie8n981VvS7OpcAat42XOFoPHo3fuqnBx3MEfKjOg9feTTnnZfVT+Fn0blmT90dlNZOgOvMuBWz8tUmKbwol9OyXmhzgrTQb4JDoXEjAcD6aG/6CTvRVSgCvkUe2nJ9MORc6Ez6p2+ckHPvYuhe5wYwDGWlFqG8Bkn2zWbmVPmC/VWPztoPD0wsHdyfeIEPRz1CxOZkg+UHa1Hj2a4GVUAJttjJyepe8tr9KOXyjJax3WdDlAalfGYEXL76FFOs9QJH0OFNKvpoYlw9oFsgMyjjxLXKjb519THOENCdvJ6ADzgVDn9NxjOGBmMR4LBzea0DDnMwF5IVz2ePE30Bi+LIzgbzLdcOKiMhXdgpY75K2BK7qRG2SlMSJILWLgqFu73NkydLH9WYcSOPOJAnCa7JpLMDARq+Hs109vBE2jB/V4/F/D4lroBcYvkkGDY+CS/EztJhgt+QWo26peCeca+IQvXkYc9a8AEJi9FVTnFciGbPp0uN6UUQ3ECYNdX9I5LZvz4OEDS8803BcuC8EghziDRlTjiTH1Y15+teC7U7iB7YGFHCOygKc0j9bgo2q9/JRl4l2nVMoc+7LBjhXMMwFyruabWLYTt7AeUJCF0OTbg6NNVKstgi/o7ca4ysqKipKo/hOyJhxb6BtFpf+EzoIcg8D8dlNDNdcWPoka1YtFqXKNpD3IRCnlxjBGwmGHUQ/utyRrPWhgbi9Q5PJj8Iwmg/tbiuRq/SXMNANsMgeYOfHhvFuJ5dY1wQLSp8YbPcJvN2kBAVuKeGcrC93e4NdBVAd2gqKn4EGVQ9KUaIvwz6wWQVQ1o553Fq8ESPBKMweFDFLmsTkmROGRdmvaNHdSpQwxmi1AROa2NZnbwzdFDBSEMk0qL6HtbSNlfYHholAG5YlMkRKfAkU+wdzNnaYZBKZSsK2J0Fppjwal26ZK59HSiHkwfDcupB+CBfZFzIU/wE1yF8V8OEbUD1/CRPYOyto2GlAWqgRNPJca9u3sJUkE2kM8E5S8cq0UaIRQJHyTN64XHHUSRZFRUVFXvxw1ZyBmSmwRHdx0+CLfJETw2MP8fzzQIKwcbxBJzM8XFfKkfE3+sBpBMFesHT5JKRFvsK0hplH02oMJ3sJY4k0XxD3Aj55T8bA6IxVojRUghhcVSD6cuaMlT0FtuavYn3QJH6dSdSHBs2LBgVvIL072wmip701x8pXX3yTOkLcxwRFRUVFDwoAbibafca98QDiqoqKioq6CJ7+ET0WtBMvUzrMFdMucqDRjorrEVtN69RzgIDMdMLaN6pdZHT9jiWnGtGxsqioqGg7+ZDo2qYEYVFRUdFusIRytwCAaDtxsYH7JYkcHDsfMN1qfm+6BtvaaYnNhGmjhw7kgohLqpJ/MYhnEyijpaioqIhKoCWVMhdVmAZVmUJmyh+qKnvUpmRZU1RUVPQnkMLsp8IIXMCwWfGKMUWDm5W9VCmDmlyqTl9DodRdgmprbcIEKdmooqKiorUlZ7YkNm5ChLD8jCYKa106HkfB0f8okvpLVVIfq8gkyiALXiYk7ZOIWY+qfAfJrWsRQXfvhA3eksaCbUvMGyc4bh0uAmg43+TUsaioqChKmDCf1l3zrpcOTeRM0yMZY7mlSAMbnLEnQrXoZhLnqPhwso9omPFArJ6HGjRXHETQguZLlA43toANSD7GP14hkvhLUKH4kgw3LSPcrnriunaTGQiuWFJmgWzcTlgoPApANLB4NksPqHeSaMsrxEISFjdYshhgAKVO5/4TR57DBm6Fa+F2AkmlqKio6JlceegIgXZZm7BPYAWsqKioSD9n2FZyRAlKmuJTDJc0wlRUVFSk6TLhDvLjiWgsPWbDtgYVx2IgQVFRUZEfzgm7xucdKACcdhMCD66HDKEpKioqmlDKtFl0DToQV1rCKNSaeLaSREq0iBgfFmjuEISknJnRbzjptleq006i29sTr0f1mp6kEePBpfFjPja3AzLsjtNsDytsfIBl7uBw4EeFNTpolD4hQeOH5/ZfHDp2VVpbjjGkG4idGw5GHE7exgQ5gueZjv5sFWH+Ng4BRUKyOJtgYt8R7ZiysxswCAH8F2+Ps99hodCQBCRuYH0+FJQEb4JIVp0uf8RNmF/vhEn0TcDo+RKLg6/hBJ4mD1Q8TZiTOsSOGPfqO7wTLp2cG29A60tRUVGR/3GlbB+CVDaATOoULLK8kgpyXkdfFF8UUoFJikJE2lpoO0dAD2SRwhe5ceeP2MhyKWaoljSJ9KwTga0Gmga3RJ9mEU8jkQEjH7KU9PF5syseLy6KioqKdoUkSr7LSWukUIwko1zXK3cMtpMcR+joSFIthGQLHTUzRTRNIptEDkMPgszeBmNS8RGOvl7JClF9AgnTExoErY3GAYKHVqXpHkw/thoCvS3kEBtn4zRYVFRUJLq3e5B9EAlZdJ3UkrI4PtWlcYtF3UZXSuwzEk5O0/KZDTaaIiDZWxq8NhPDKpoAn1VRUVFREUltOuWIB/DcUlp07CKXBvSWQDIyqXvBEhyjkKb8BLO1T8a+C47eFAqfavj5CJt68CHAmvaIOHlhqCxo8EEhtrV8BMch+2tMmLG1LjSaBBUVFRUVFRUVtRD7dNEBC/ZWjzvjRaAnMqUiTaFw+0wmaGa5zJHpMfI2pKdbiF5WkznU4YkUoSzDoyLD8InGs6flbWy5hze+vSQKihmS0jNDaPYRU4AX80Tj4sSBMxCDXiiYECPH3O6wQb91b8ILSiEZMMlqO+mjBcNNbWM5pPgLLYqKioqKioqKjO52bCahTTtrZ+WGyigpKioqykKJZBthktw/knC4HCM92ZRh4yC88+UwJiDpc5WiY89WsEJulzU5QUCAq6elibqdTWBRUVERkklQDYTL3lpXwnaTHblURi3Yl4JwbwfoilPIz8ytrBG+hRIH/ROWAy3eQjs2PR/3fICkl9du6SoUNmnIwhHH8vzyGtpgxEd7FF63EFq9ls2FSzY6fxKWr50i6AHgaHwyw8O3UJQvzwT657MMsHkLZWDyT4N1N3KhBTUeQIjtfV24lxBM5BcA0J6FLuslJCPruwzvbVyivoW6BJw00Y5XDyI6rxX9odiUxos4iHxt5t8nkBvwI8xoeQuRAGLoCRIhUjifIM31FQxq8RI6bXInNQcWWA1VUfNPWqDPVPi+hCxj/AXS7HzQuC+hMQu8U4yQXz7NeAtRCP2XgJB/iuUyocI+ngkHwWPlPt9CYj4/ScSSZ3FYkQchgvTQTR6PwQuZt5AYmX+z1HkBpZiZUJJGIE/2C9HyxrNep1ZDP+I7PJ15II5tJkTiyb+ZzaFmQnjugSr43AuaJ789ErMniB7XhoJCv92uaDOrerPIE9ZCpxFckMKYD9phx1oIyQS/VM33wOCGtVDeIaG1pQ+TQ/YFOi89G2YgE7pB+hbEILgm5vnlQWsar0USVf6SOl8egYnXs0iRxxtDNzMhJcV/D7xP6bDhq5Bq8iBLJldAqakvJNAVF9MCTtuaGQf9cejLNPzwTsUZXD5Hkn5bZuPhQHxqJgQW6VscZL5rBpNvwCJGGCFdHkKZLn9iiw4qSAD8B0Gnl/Ij/S0ipDOyHcmEDnz9kt3TCyePKQ8y4YGQk9LDwJJ9C5qrPEhTvQnQLEd62+RBSfB45gcrmgpHl98G2PJwJQwx5UGmbx4Imi5epZCHPAhO2Ss9SMPVIwOXUz2vXrsJXcKIszyIhtVvXaWyH7Y8SAl0kIbhj3tgOi3Rk9eOMfBVhobkQWGyHsmACddTrZw8qGvvkwSN0FaMKHIqFTCfhvmVw4yC5EEAurzWhRBcvqu5ry6G5VRtYtALOJ/zZVNjGTT02rrDf7vDO5EHjaDwaoqVMZ46YTm1NP7tNuISMiAop7o58wyAmGorVhJyqgY1/1aMtBcfBTmVRlfqqRmvw5FHvym099omcQ8XpYBpTr3j9kVES+gPdAlyahcKf6aEhI5SgS2nohD0RnqhOi9LRxaEWOit0JTQbnFuORXAnIchU0T/HWa91hPMp3Y5eji1o9KcqnbleRAh1GzwDHMqiKUH8xBFDwoakgXpKfQapmzRdsyAZUFu7Bw080lP1mGQBelI5EEMzbQi1offOnD6N8MmMTmVg+dPCXQgp1Yw9DLo3rQe3ZgFSVL53wKgEwGgkgWtoX2EQ7ptxODqq5IysiCtpMIcRjSq31gWpOCGIMMa/8ZnuJkFxaWPVfSwIdh4yoKKLPmoywi7QqibLIgDDC/i8UZ3Zr/8dsnri7ZVtoQTEHIgUAWuxtO6DVB5zIHuZAiqgf03d1Yks6Bs2n84crQ79CmRBSWlvgM8WBuEWpYcSJHyykWzUYs6LnntoQyHLEBgbwiDmQOtrfmNLZP7ARtTDvRl+U9ctjxfQUWBDLF5JD9XW8WcgTfQX2XOnCJ0Kdac14oxCrWhtLdg1OVAPfwcjQymPcILhhyIAw5PEGPMpgBZI6P+CXwjMoy8gdjsCUTm0UXJ9O2zuCdvIBhBuNgPYJqPGdlrlwCgGw2wydCEeDeGjzdQA7BBzjWkMKo8A9wLNC9pWBPOB288ABGl37ZA00Oz5CXNgzCKWvcIIgR4RwE5Id1eHnoD9JolzILf9gitNHPqJbhEvjYzwiMIpfFfgZgvKYICngKLhv2oH17URaMfkICKz304ekdNhLqdqq3XlgjzkuKA8xuWuPgrLUTe0bojd1Ksu3v5MODgpJWmuesK2Gv9aHkHb6I3CQx9RT1NHwIfgfegocI7qj//DfCPUB4Nk8nHaXS0S5Q/0oWeQJkg76gSMs6HigF3bGH22DhF7yibLJ6IeeVK9IvX5tHxPgL4PIosoJd0ie2nhFz9BKPId5RGn8+AfX2zx9o7usTGBbl1vYUiGe/o5btFQKD/QcbwJTV8c/U5M/YSg0MvKpixN4Fl80tRAfIoix4/QamEPxWpkkWrfPkiADP348TuHU1UxfXKgPgWCJJeUiVSnPSNBC6JSzGvBTRztRtg5cOjzJfgGuSplJp51KjrQyTRcDo6piyqEbkhF8+XotP2kl5Z+Z+VGU6GyftaI5QaUj18ZeCzxvhvgEww5tERkW7IbiB5A50IMyp16gaavH9Eyxkrn6esN7tTdEM58LJoHyGvNId65bLmlkU3tPAZSlR+BoAxVtJLJn+L8OQJnOhiJc02BQKh6W9hRPYOyc0X1ZAI76LC9K8QA301smolHfP4YY8hHMajs+ibsL+KkvE0LJtZtEYADy0Tg0vZx/K1SNa4b3XWQoF86ix6GwY+/K7B5Wv7CnE3A2Vq0BBFXtsXyYcPXiwmx/DV8GgD+UjRejgma9ssWjnmYF9Je0bojxdV74GoIaArXoURj0YpJ5DPldPj4DDF/zpHZNEult6BCOqXaCIgkPR00o8o8PujClYCSWOoX3qyGOtNsct7EgOvbpRFtpYNqhe1B52X0cTOjQiIyqJachyLlBI+p4nmawMpNVSIPUBwaVTTowgLvXa+UMuiRjkcT7WKfsKmeW3dpXbaU3sjVCjAnwgDn+5jqRgL7ta2x16ywnlRrSJ8Fk2igftlKujToLyA+Yy58xf1E+06YwPTa2lmgPmM0bDQo8JP4MuE+VTQ+yE9engNPnWyKAhIKXKEotoPXiOMjDc+IvjtVxT99ElhBlxqpcZX6DOFO0o2Ie/ZwefWDJ67CJW6F1XNn0dzwivmhgx5D2geaqOK30rbATdK0ZH3vNE6pKagadwJ81o4Aah0oOlMykGvxUyhz6AZ/R5tDsGlH1oqp8f1CwwlO82py4sq9qjzAC5fg0AnzOfUkIskTPK1Fq8wHz0kL2oB8uqkgINXAl2D+SBJ5CINIttbSqgvaoMoO0MWMQhc+gm/mpPaFQ2XoLzHDteeQ0x0ni4ufsbrgEvbXDzSYJ7+ynuT9yyY+jQ6Z2LNP6u8hy3K9xcIzSYY4rcfuxMIJTErapVAf2KPFTf1g9lX71jlPVqYWgGk6aYwRc97SinZx0KpZiOC8c22wuDSMRJXBn7OtlrcwIr6XPQIBWpfIoEhuLTBHtQcTdfNKiT/1FHot1J+Gk1zUDMuwfmtWoc9hccc3OcEKnfAjjK/xCIS5nPHyqUyCWSnbXlZT097PFqBvIeLZTuAcei5CvGASw1lebUrNNwvb2d5j5EqjedFjlfRp9G7K/7ApXo79IUD3G3CR+dXDSNYT/WY+kCh8Nok11BAoOQ9Ugo+AYkuHebKSw7Fa7CnDJDPqVl0EMnJrxqiyKGgOj5rA7QCWbaBUYNJMOWvVKyIS30sXU/ExXHSMUxey6e1oSTwkBH3aSPGJRQo4St8KYtLrXxoHQJ8PzAyw3qKJAi3szDARoLCCvC0y2NTPSnyISoTeHZMLe4D4xJVAButJYcdHWMZ+m0Luq1gD5S3SrMj7tPgT69YkmXTsCoBPB2z4uGm7PTlPTO+zyfcD8HDahk+6PIeCYSxEEM2L6Xa8FoxShtqwCcc+ynaohPjXDwHxMW4dFGHh8FCR/v1EfDbLQgajirNF/i0Tg1tJY2gbU0zBTwVM/QvtFq0GCFXOXSRjYbBB+sh1EnFpWDg/yB61XhfOoeyje0tGxhegp8EcR/AD36oBhINh+iRQ8He9oQIlVKFZgepDoJPo4xuKOybvxCIGffx0UC3uVGzDWBQAzytwOLUTQkZSi5+VsRpNx/qaLo+J347oc+GMgG3FfvJanLPYOHgozeWXiuFj5wBMZuMkCH4lEQdPSgyz1eAQhP34SC4YxgodT9jTsR+JMh4OKooIPKeokD6iQ+KED7l4UGTcfvzCLoU41LTB1pXZtlUgKK+ehgABnS6xJNEmdOJe0K8ljDK48CCp/1SRXMo4JWdcaR+gLwpcZ/F1w9eDp0IuWCjqcGCTzPg2XJMzMR+uCCe68qhnuzT5lAfOE6ter7pSaHuhAPkq4WQOVSqgjbgFeqeEyy89m2Da+K5o/OMOMqgpjv2g0/tD9DKE/dZ46MN3TxpVAB7YEAw49bB5ep12mrsp8hkaCOsP0dd7BQOnMCALLkasMkdLQYK1mvL4Om3u0NY+HSBo54jwM4HLRqK+4D5H6SlDSdFRSz+YwHGZiEq5Ys4ksR+OPBtAiD0bDFGKTAgwxV+yKb2UuQRGNCYH4AmTzcRzFNP0SZH7EcSVL+eKa/conltojf7SYGRZ5IgjfuApv0boK5DObSN3H6ao3UCA8JTsxsA7tghcuiBASnZ4FtySHVllAWvPbPjj5rUu8D6aUItcuTQGCd0qJQh2g7iJQxIhuCGUciKY6EEi/2sGeo6eyd0EhZyrz3ztTNc1+xsxgAGhKMLUBAnzbkHjGMm4Yn73PlttS9y1xVyNuM/II5sqwMIMaCwEY/1I9EuQEkmhzqo7vjPHdEOVVX+aO5tBoER9oHGUhgQictvINq2DRgplEEXJXeIRSqP20Ia+9FCAlVkeQWkQMl+2nNKY1NAEjwwyRJ9SHNMBg2TIYiFJ14nQv7tmZi9YQ/StsAnAAxoSWrDZQCRjU1HVNkeB29XlRDGgA7AMTWBZ2sHCfGjRrfYD2jZRvImCfcw8kT8p4vaftPTQkRsGqbLNo3bhuq42i0E33YApBSxKZy+LQTpUB9BRCX+00fCLpLz5HEaTWM/ChK1ZR5C2sQIqNdOqdwBpBY1HoMm2DSR1LZxgEwTfoDYlEWD7Um47KK9M7GpZttpm1JeUi8f8R8ts12VC6E/T1XAppaZ27sWOI0mGWI/bwzoL1UmXY4crN8GAbO/0FR1YQ8fsSmNL3u7JVUboWmI/7gJ9G9/vsDIoShouALHNbqzj9FrpQDZZ0gJ9JTHbWwKoHSj4PJ3nQSNEv8xOrA/SD3Re1qSYlMl71agScK1JCaI/ex48SZC42ylbV8GNfS5GcDh01UKEIJN2VTpzsxITUD747WGP/bWDLI4I62J/9CQ23lthjYyiBubLqHQcLwUuhtBaq+lnPumuAm7aUhmBtUj3CfoFGgjUcj4j3bbET4f3QQeRLGfRBhuirhkK/lBkEF9FNkSRNjQIBJTY1MTWdzLWONOQGgug1oZ6j18l9wsT5h+OyHRHDxm/EoSN69tpNwWspi5Nr7piP9oGLSVpmRw67LsiP94ismw5VQldACGvdQmQS7AqY3/UPkT2TTp2sYaryUCQxTJ1XXsRKDffkjdXOvhG6yQeW2dirY6jVpUD53XmlHybzn0GjOonggaVMCOax4NnK+NLXyUjKhNYiPIoG36Dewp7itHBRl0LI0L0pVuqgoiMqgDL2chYGojDcrxWMQBWc+dNaBrkOQklT00aVfrtaNJHmpBBR4vqJXCTxBHxv76sPWCZpVwSiw5m+sGlVcPKga/0ge5sTppvHr0IK+bmhm2BWs261Fz0iyAAvSN46oQs6RFtYm/LVH1Pjb3Cxr1JRPRgI/w5flmWiq9PfrY8WqSYHPOSyDeoA2G19YpyTQjRXP75KJUDK9zhpxe+2WJcmzBrjGnwauHE8SdAz58CwCc1x5C/aMlUd7MJIEe6YGRx3blvZle1PgTohUkr6YYQA9ly74MEJdvph8NbyAKDVejjV/MOk68NJuX+9JMvbbJlQcapOV0pAS9mVEG3oKMoo/iAeDN3FqieTj4HvQi30McMm9miCmZIl68BCbvFyVIezMDVH1RdvKdj/tmvg3wwyl4fuTE02+lFD4EBnG+/WPgsXBKMiaPNCdjHd0vkFJfPWSO3siO3kfQkN/MGnLcjZbE84gK9Gp6Uf2TESfInKkU5UOIMPINDL29mKHaj8ICdEeoAS/mG9IVbmoDpVXztIJTXo06qPXLm2mFgdPpCvBfm2lezQAJfBJKmNfwIcmbublOmuYD94Kh/drGIo9dknwkMaOMORnBnVKdbBNI76tnjPApvKnhCBLhZcwFgdyvRKeLufP7LRaTlY4oX0SrWTXrEDen3vyWGREOCsVExmQD9CPOFPIzk2My5tYbh8QkTEdFl/LJ5M+uqlbNGnCuN8XsjchCWDM/5x6OiaFqxtQv2FyDvFWKA19NzFo1L7jIYL6Y2UtTBl89FpC4cFQz8gI3xbB6KPtcDx89XMgjkK8ddCiTrKs9k1b8do3My+iQ6KFiLGRMI3l+6YWb6xSBL/kSTzAjcmH6anSeBG4iGPQ11Te/oyLktaidUCJNXz2KSk+GB4XLjVmTMaX0Z7kI5CbeBOXLUCCbXqoUZed+uwZLoOZe42tOc55BB6lAzRNuPKxNzT/ZhkDNJWKYOuo4l0ov+4eY0atHipt2eoCUCm/m+T2chaQCGXNGKuZvtRMiCL+1u+Tyef0eCQY88GYOG74G6OSEZn6vxQI/jwak7kZQX8acEMY1wIZbS+DLq+eKyS8ZYXG1jpDyZViRn2EojXu9ycqXjEJiC3wpPm0TAbx5AcVrkX25tnU5ki+vZNgMlOH6l5r0WgfOYM3LQH414PpJjGewZpsU1w8vpvZW0qD3E7WDFgzlAeNhEPlwVFVYZEwCBx6Oyg8tYwK401QOvD2QPHbgzcMzf5wSRssAy/FbDvqFAFGXzDN8rd6FDdU5rXnmwmtHXaBR69tKTSS8nzEU1yMEgz/96S2vnh4Kvkh8xq3AXObLwFdDMILgtaBy4M0l1qcwxEgfbcFsCUjp00oYXdckoObLHxTwxEART75p+60tTnjzivS3mGZwow6JyZdSir6gCs0+srXy6nlac5WzAPMtJHoAbxZd9Rs6QBBgPD3OtGKhH4/WlAHG85TIna5IeB4mutdWacqB5jp32vbxfl468UEpsbZCosxrASV9Bz4w+dKNk0s2LbQWEVMPgw4bvHm5yQ2jg8vWglLh/STj4dUGeVyNCv3Il2cO9NGn1ZtINAVvkuGCZxfCONjAv9QmAryZ7W4osjk+GI9i2qdhseCyaULIlw76/AMtR61DgJdsGcZUn0lp1JFSh1476eVNhJVpJgUvsiUjGz0KBukoO3RbgmLh+5mNcmVMBMBBvQa8tvTdBYq0L7YiA4xHCqE4ApVBW41zyfp5WKQZD1ifhWAfjOeq0vOC4Ok1WtDXYmHSUWJQ/asF89XEDvAm6pW/Y5EiX6JIxK1E2ttoWFPrp5LNPBn8bCi2Mac4T1Siy5yCS7ghv4VEUXgzxnwkTX24pH2AsuUhMvup2uVfLl0xHs4wV6uUmIuObv6Ww4KfMWiD/pLyzGpuuVdEZ8WB2VlFqr5ax4j186rLF/iDo9e8SWbLEWpvTVBAs+XBypY/NMBR/QkUyPVnMM+HZiu1ogc1k157xLeAG9h/RbViPGSEfMqpaSigvxvYQVk9E3U1k5F2G/FDEfiZ44AG3NLjO5B5iPG0yJCHjYmfsUOj47gA9FovLrSbSvgkEKYxHgtF9o8hPoY5NTz7ZY3zZKGJx4J8cVEXYH47hkkP0fK1ZcBJEfi5BPpvcNw6ZEs9fPYFQEUeCkJVjAdVzfLOfiCkdfSUPaps6UZF04FwAX+GTeoydrg2CQhyAj0vzewnREZscR49V55MEIKeqxrIli3QPk+I6VG6BM/kNiLGsyeVp7SJZjPgSONlnXjtnNtT/dnpzeQwWx4l+WmWHtqQcTNXVt7QZQSR7B59wsCfCNA2GQ22N3LQGOdxa9JYABj6BVyqxHjUlnDTOMn0PWaKvyXwqOHQqLMFtIAM9GQjukdkfb6CpNA4TwsAGhbAZIsVxYA9twmHkiBOI74w8towSvsNbkVX3EUR670WEWBPQITdsaytYI/NJ3jsEedxwPcXEgxmy7UanpvcbUMHHBcUwiHOc8h141KeHSWF+1VGK+yp5FRv8jjbMxDHwJ51PbScH1pNRovla+v0PNoUpFZULJQts1D1gs5B5+xT4rV/d/qOnD4ADm0xnkoBlkK+bCwEKd+0fIvz7CntDaMj4q6bAr81pUqDUk7mSlRJQYFC7BJikGDPGlxdOacaMoQNPQoaAvY8ofVLI5y06YIRuXKPijZDpAf2FMNCkosOvWfPzpVqlFsIjQA+xMVe3I1Bt5k6HV3U1E6cx0ejp5ribrCmtru4tIE9WSzutzsUlbEe5wSQdWwXEU2ZWfXayxaI4L09QQkLey4dwmLy+Z1CR167hWmbvU1wtxEn4q4DNl0pCME/NWiI84xg4lwy2lBad6ywJwkmjTiXQ6uhXX97oWkj4fa57sLTmIZ3ATm3hDAy9lSkE+xpBMcTidB+w5ODijlniPm3OQnWZEsOXbuDZxmXwzUkzsP47ik3YltEnZ1nv2jAnX0YOaGwaVOzqk5MPAR3fnptqAmfOuLOysJdI8KpW/WAiLs+BF8sBpRN4LMqV3KebjgKemjEnNxAnXliWy1KF1dG3qCYc4LUfmqAyCruTHJlhRkPTj1++klSnCeCxXntkwcbiY67A5TtgTu3jI3iBlzcqVS135IQmYg7uawAQvCxZNBAD5oQ5XPwbMZ5wmTZWoKQe0LhjrjTy7s75LGzkQrgwZ1v4DyIQlfbQVZkriQjuYm8bTUX4l/MacRKvEdfRfz9dg3AfrWgcChFjMRdqSF/QEeV3eCoK1e2mLJhNAnTplqi4s4QUjttS4Xrx2nFXcYDW8eUVd8hQRFz2sHzu63WDsCiLVdaoNwoijq1HxGUcecWhU1Aski76foCd1a521COTJoysg/urCHDExwR1V0M8W9PHNpojjG4emKWYk6pNF1mTHY/Elev3U72mB5TvWeiQcwZemAfeFL1M1GixBE8jymdfUIqhy8wsBR32eCdVSTTWrTJmJNNi+4mKtQFlmh/G+LDFqGnSbcRPBN3Ginura/RTMdML+6GSthHew50kBeLceeGu3/D6MEuVyo+7vfAQLegoOGrho0x5xt4o8DDgiuIoCzm3Hpt9yTobHSM1/pxsCFsif3suhR3wxT8K4e1nwac5copZFp0QABuWxBCr7UDuSeQUtATPNyJOeso7Qr5gQdwFBR38XC8hQ6CO6oMjlyJFUJLKHU2ChN+e0ZbKSdoLzF4uWkxoGJOHgr20gqlK4PLtphzgRf3VPPbTSKK8h3UT12apRabGYDitVjccYoVpwFCxm+vqj6lrm03SGAl3+GOuJoRdKNBd5rfGgnkU4biCiWj9LVl2PQmAVB3mlP52wCFQrlcXSELxa/VYuSfijgJypU96B4DZNF+rcBcCSXjixZMbd8DI9/BzJUovlxPy2N/GJL6VUYn+Q6Z0hx3pYUmjYJ/i+Qh88SWICYi35nxD7Xkhu6tbIDija4UNpkWm/fO4Z8T1nHaX4hUvHeWkLmDpwn3goYhmo+JwNe6WXMiAG7sbFjhq4uT7x0s7DXOjYGtVILIe6foDCObTH+7dML2MmrUp3wZaSR2D0F5BCVqr43LjFcYjQQMeSiPIFe7Poa/dYDDG5dkOOWZ1cEO8bw2S5kbchHnzfgWX8YjXl5JUJ03EQTFy0hh+09OgWQvo9EMF8XjI78BkOW3OuQ87dD08t7Rk/AJ7thwLw6476IYCk9Ud+Z/XDbvYt4Q/+My8ThUgHkZJz/fgOfiX92JeBmnfjTuMLNY6eGb6pB+0wo972JjiT+Q5Mw3YADjXdxT/SUEg27a9fkuXgHkTjGWH9ZGJWLcsFSPSyly5bVYpv4qit9vWKN6FwP5OB7CNtecS/QyMjD8CEqgOJZCnawIqNEpdyh5LjIkL+MVQu9c1H5TDLGXMUURF8Qit22kab13cgw+Fhv2C8AT8uIPRRcFYsRNEvDlt2iETxUH+nb7kxenmPwbJqGVvPiGymtMWn+ID01ro4gRckcU396uGh+VOJlGP+/iUKWVcQ/Sf62J8gkahMmLZ5be10KOo5nSvhaPDBesgxvyAmNl7CHhLVTvrppT1awoJjB+uwthCNhouUlAlMrikDYupelyn7X48965sMb13GD9Bx1yrIxvhs9FN8MnO4jmxSM5jzVIjrMJksuKjTm4hJhjOrRr5bV0paE2HnAJu2q8drHKtUyl2atFPQFs/HLjThIsD+diy4K8qMV4TXQnYZ9gPPBSYoptaLLgaxBywMYUWt421cHxvLz4bYVqGKnSTzAABCCjogoX0lj6OfIQsDGAoNeS0OB2YhzIiohWOFrJ0Bw0FAp0vDrxS3GkWcehPlmRxFT8oUCJvQSH4qVs4+ZfEKniYpiEZEW+qDdRZuVMjmNZ8Qcmm6oDiwzYcL88Jni1qxGBjX4uPc+nkabQQvK1hHMcyhq1+d4Rq7sWFSLzaRpCYOPb38NZNQDKiqBl3ErXqe9CYn6rBliUJc2fSHzwVcMlcKNWh4/1cR+pSx7cGAUT0dLZQr5svHcSYNB8WRt2HJN1NFPof2xB8i1ah1lxjYpXyjJy2wzEyHUso16bYYI/JdXJimRQv5X05RrVdZgVjyp19k2BH6IGhh29/FwRBZnaW7oyL+VOpDEUuek8e+C8Fgmj4lwen5QTp1v4gXttkRNcygYSHu3LCuwYwPFOBEFednjFIbV3fhsjNRvddfgtF0bgxjlPMgQPCPbW2ZSXconelTS1yFcgdAE3Won8tzlC1KzIZqVhx9NSx0QW/sgaoR9QYCcrlqDjRmIZ2hZ2WF9KFEZazoDPx8FmAXa0Y+J4ZmEv5SnbS3ADQk+ZruU6SbB8GmJhphxgItcJtPZaP5Zw0XjayHX4rFrIgyIvw5DKu10sYEdtjOucA20bCZeCZ792vJR2Tl54xoOe8mXOa+s2XPjy5ngMQb6W0AoX881+FE2UYEemBYpaUpkxQtsveaGEG/VkN5LAKPhRjFAswhFqp2mqvZRaAPtxm0abYb1pSR9bXosp+nBVVrysKPVAE7J8ehdOafBjgieUeY+vhsct7kpFy3U697iaIiA3CiNKXsoLfDqwyZoXW8reHUsCO86ZcdUJHnjoJoHXbrdHAwGAu7lBQa5Tpss3GIJFR9F2ch0lMJ+1YpA+IWFNrkNmQm+9RN8ZOOzI5AjuTgsSixMJhTEJXI/LTLdRuPDawyz7ac6UkfhRzwo3S4s9r8RGCuyIQqu1CqHZEQDT3kk9Ah4RD7ku2EButSqVWJReW7YSDx1vogsnftSxBFcVgk+dPBcEcT34Eoqk8eMFQ19nkYtGqpK2tZgVsCgD8Lgq2HLjpU7c1xJRYaXPmBYsfXytoCh6LqrqQxhJ8tVEuNgR0+6NaCnTTXz25DpUFlB2ge0nImeIMWSDtpfBg4w+MmEx18Ei1U2HSD/BbEbs2CaR1pqh2H5hY03OucB9uzPyBlKSOP0AhhB1HRHUnMjt8yMKE+gzLDhzYiA1kFQtNgk9fz7qw6H4ETHJzSywar4zD7+9FtBce9ZNBE5L4KQfKFuCjAFPFaBD/LjkVG+xkm4FbNawJq38iDU9lZxPkxevxfuzoXIIOBRD+ohQR8kYrYkF9xnuYMSPWHBaS2jmhiFHJ3DybcbDSXkykuv4mKLdfDhpOJwKfjtmaX+9XJ8A7kYMCRWol8Ax8w58eMaPRYImQaMgv5DpJz47QnjSEsj3iHuizzjJk+tokKDnonR3iK0OnNQe7Q5unI809hY/Ypr5MDgfOi5zIidionLrqgt8j5MXr3XMLmGk04Vwvn7L5kbbfcrYOlJkgSe/ANiCdXRiyEX/KKatduwRJSeWifPRCmp05IYjOXFG6iYA4ewfYHGIH8twaTlOlHaRll7gZJR214g8dEoBV2LIKXpvfGOGQAqSoBl77Ngs3vDgya08Ws7jfoBZW/w4I81klDA6QxYaJOBJJWE6TglOPeYQ2W9FpO4Tm3vuh+5MDInFZcNtAOwSR3JgUycph2Zg44fnMYPmtypa6MzAqp2h0RGeDPBFm0rZsWFAKQBPhtB8BFa+5DoNQncFJISeOggxfgxUYv94Aelc3hzFkJ1jkTEUf4aM13kqQMiJiEUml9psAXWA9gs7wnZC4d30A6wzjlxr9K4kgnpyjOq3B6Z8Cac0etCYnJzIZEw3dh3yUiZg4kfuF415hEZzKsmE7dTp3GOCXL5HOiiGLAPiJdTt6URyLHOidcBhDwD6iRMTr82M2hOowNlapp2wnckljliIjzblVJITAZTtIzf8uIK+zDiyxJcWAQE+WYXjt0qqbCkjb/yQjUwM2cJzEwjB3Q+aHLbz1mNLOfLGkaB5Q2UgUgjb0W5PhJpr5w9yZ+co8e2VTwwZiGozKeCyn1D3YDtXYkg+1dhqXbiYKYZfHOkGuuGOKDaJJbVobBFxUntqbgm2c+RqQyklZYnt0PCh+3Q/fdHLgRhSycqKnRZRkle0bBJnp7GkG0xdaMcErZcQge3w0PsNiQsttgNgkGSfI/3EggQ/ZEDntYkAJOrp2VdC6PzLhsUYcg/PNsKnQDON/cWRh/zoO0VONIsQIF5rhs7uskG4GwwKie1MMLTRCpOufUw6jmxhuCuMoKEH9cgD20mhYI/gEbgTcBLCdqYk7B6bibQZDaix5FmRRB1I9oxBSr0pxS6WDAzjSaZZd7/8vHYQcqeFKcC9CjESR+457gHdTodjIyaGTPIhkalsY5+69KYV1FiS8XKXiFHDP0gl+KpkVRx5hESfsTPnfTXWXhsf2FJrfvRhjr1YMjRx18BgpbE4pcSSRy02Agp2NJkiaGA7DLLbDJBJt+G5iyV/CEHMNKA5J9loJDAzr2XSA9HNi61lB8Y1yIi7OPIHlH214kp/UVMVS17Jsh3oOfUjXUIxZGXi1qIDxx0ywSyObBywS6SF0R9GuMWSUxk2UhigLpvSJ5bMq6D1JPXcTcOV1zKhsmdQJRdvqslr4ZDsCWKWnMlIZxw5IvLf8gA9yYljYrtC1o9LaIicWDJMM7GrURcC4HQqemavdXO1lWLP65Mee3GkGLO9lAUv1rPFII4EVORFONjcVFpvcmKCruaTc8R/SMJemyjmL8IbLboB6bVNtLSdAkHchRSs175pewhLuraHsRAZcc4cUSdo1yrp2G9dsNk0IcAvqCjx2xBkPg28XSErK387ROuTo4S2BgYmMiKTIP4jkYZ9BLiZEVEQvoDRwhcRVcRThwx2EEOhsiFTLJpPlyCvdfPgJZwS7i2tE89+cciIdpReqi3dKLzQZURtHF/jabqtzvIyItMNR/Lb3BRM9OVDPX+/jZRexDF2uAIqz2g+ZChfq4bJHybBDaMzw4v41QJRCpnrbbDcLS6ceREFaC0+PGosHUmM9bcpHPxTag23lxvag9v94IJXba9+K+ChAwRc4zaZry0EqukkxdqU7n/H3sM5ni75Y4V3nXr57ZC/L3DI4MPqQHi5iBI5H8KoqwEOh17bRcMHaLzhdhXgl0ui+090Rf5NUvJy2RBwRhWKv73j9WoZab5BiD4uxfHPG1uGegYlx793B1j6DKmFLjKXLfKPGqx4EGR+L5dvczcIwl1S4Kpl89xKonLv4ZrVN9BO3oBu8HKBdHHREJ0eOWjPyx3D5DlQ8PsKazxfLtnnN2HJ4p1EbLzcB2M8NLXEb1HdePWDJE7nNIZLYRPmtYDITBGtr9Qp+XIdp/5FGTwGBYiZa0LrVRozPBA2f14Nr3E+Y/JiRDZvr72j8hKm1PCqskGPzbvLsZIT/z48OCItObz7hZbjnpiolIhNoIbnMzBAAAI2AGgQCAg0NecDYxUQAAAAAAMFQZFoxNToARQANgoCQIUQgOEpGQAgCBgxAKIhH0kFAAN653Cb/KQ5G9Yul19W5SHzsgfE3VmMOfNFtF5sYNfuAKarmDk/L0efM13s7fP/PXX+PIHdIhfQj+co76CnWNNLahT6i+HaQU/jqq2rdqIhqlV7cQDDVhACXLWfvR7FfdguPtt20GOit+Jhu5Sdt2cwYxu879Hdm/cKtiF8hhvI1884987IHcvLgcDJPI4dzl/xUOsq65KMI3oQXrebnWnz6OXksv6HJ/bmay5Eiykumv9+Xyb2BGBlP8Ggt67R/BN77Xn59F7e7kdogD/85D2+ZJkuzpqfTfJldpJvBAdkQd5tSdwvj/5T5vnQvtDPRgYssaFwtGLewGZceWNWstaD/RBDw/0+9gzK+32OWRK1JlXQ54q/om3VuzAaY9FvbvbJ8zJ9VTe37d9JcmGCLT9A9ot+jL0aLAhen4gGLqCnso1s2vX7h9NWemnbMjdb6U3PPjbwB7rsYvoh897Bo+lfD0v7UQUZTc+CfuAv8yarmPkbv/Jo+sDXDs38mVpYqoxjEk6nx87JPZhiQ/2b/dmPJfXnM2FMPZE9A+yp//dt5t+AHlMv7bxC3MYfbjf+WYxZfVL9VgKVv878x816R2N/+WPYk+olDcjdLKw3tuFXBDvrexDO/3vbhi2sAUx9EuJhc33vGHJlza7Xe568A1BhvVr94+z6tcM1AMym/YMAkPb76+u/W+zplmb760Nbsm0TwAVZaX89vc+CYSwDVK8JEwEhbiWg1mIJr5f4FgnYYs/hQMzFgMKXvZgOWIhp7LKPt9MB7makWQ9AgDpvLv1d9kto8V0PiJAKGwJFzk+xuyGwazMC/MaYwLSVIkfZv89nZMcE4M58TKASR9VnTIB370myJzBvn8Ah9ud0co49Ee8TmWgH2hd6tErExKX2FXTPpC61d/B4u2mYDgY00/5gLmxIhLITOPVk+9PAH26/fcA+D8Ptp9oWgYQ42rBzqYsEig6Ib8Q9316n3DOo9Ujgu+b+2/wB+8RN98Rsw7iMPmPAcfeH0d225+fe/9v7Utl9H7xmTMQi3rCjtRsFbM4M/Ec1IO0NCzimMAa/3AcMPaRV+JXrZVZ5G76cmSd3puLf27PRH4wfvmGoYDl+uc8YXCSekD82tgiYxh6Q1px89ASZls9BXppP6Nbbpn2nNofnX9dajw+gm650h/609QzSlzUdc4hxj9Ovtlt0ov77eNOEK/VrRws5VP8UDacGyuPUAN/0xYp1/wrS1ADyBeYI/eCAytkcAI6V4ueMg/SthlcIsIIA0Ls/R4AJJwtA4UppH/MFt3XEgJOkGRI7BtYTrhkU1isFQLv3DVQud25oA7YOTBk9d6A96mIZ7U3Op5BbinYPNmByb36c0zWabdPWEsL46BLChjE3Y20MISnvnYR2Ox1OsDGYEKWbCShxtBazDSaow3pAczYh3X3chu30JV6ab28mFBCrGWOHZ1vvOQUWb6YVGviG1H3MTlmzryvw4roC+4LcwIKKjYlIq8opQdofUA8IlgquXTm5QNu8YZ8+uY1PNL8gP0rT9Q2t+ipR6/WHY3RA3PxCjyVbVW3Yv57C/AIeSrNn7+AN+wPSVMLptWT/PwzzC4j4pNW+an/nmG3eime9ap98ll9igcEx9jFvPx/uMLiaEQOgtfuzwN1hmMCGtYxp7X5xzMrDY3jmPNq8/4bwnYY1BpY1ywA04B222ft7EWiTARI4/73JUCzVzfsmrrd0+X414u3fx5m0c6uBxTGjDQDr5eY3il+Z1Bxt4O9TV+42FP3VNH6GSSGjDS0OEfQ+/jT+UlkstPG7DRSN1m+s45fVpxuC6w2MbTg4WYz7+0B+cz/gMLhkzKSDBK2SmfzhYCtMkw54z9pHjWP5uxwQqFWHorHqgGSrhvBqfspLhrPzYKdNPcxKkHTzAUgDPvibD6vxkj+R915+3KaC2uBD1ungA5DMHm8+bGAx+4CGAxP28hOOfaKHIBxnaTh/0IzWezfvZUq//MN9OrfWO+/oz7LTx05r+r9v0qZ+mpk/XakBlftZ/QKHoA2J0jUfkTgguln92JB9/cALxJX9EGREAhKmi2Pr/V90dP+D6TCQo/uH1YBrxu7+RxtSOEjN7n5iNmDZXPyihf7ysSG1u3YkEjekGejmPP9QZcBkmo+gj83zZ5ZwvW3L/YuzZYgy9vuL/5Mn/LPwqUtP+HdemfZP2QMWDY/9F5Lr3v8OmwbsUj7R3v/atB0AGmQ90XufCMD4quGBCBOznghA7joUgMVuMUcDwGX+n3VAAJPRQjMDAnShKWQGkvrF8GYEYDSk3BAEMg1BOJ2tSDzP0vragkgocxBYN+1zfNs+1AMR1Zd22PqTEcyJwxEd7LiEWq5ka28rARiYMVyZEInl1oSwN9SeLE68HBPjodMGRc/8kxRSOvA9ikGjhWwCAL2CJykYzU5FpE93t5uH5W9WRB4o1gCQq9P9CrVpwgJCC9P/jVYsNsCKRd1YLxK1QxYCvl56TEctpHzAWDMeZb8GQLKbucCbS97axsWDG9P9nfexC9eZ+zgAiY+ZWb1QiDEx/p4GPcX2BSwvYNSpSbvoqsRxB6OI5m2AvBfWc3DaFAZwQWsY8wsXJsaGAF0eKypuFuO6jJE6+Y6RXNV/gfFLLRgZgJHF+xhoPZk+bPfOAC24oMm/VeC1AXhZuIyBaR0cwDBpajsMDtC9nLzalzGq4xiTI+9ovDmAsk1kVDJjwy0CerOzlcFbzxGw+jM2HoHu0WwIO0oAhXMI+77nMujnXEY20z2vmibgGbWzpWE2CuCYyxDtZgi/cmYKkGFHM8CMWbHCuJ7xqKgZDYjdcvuG8UZkcKwADg9MaigZjTf8WjBg/IY1eM9ijePcEQNi/NUe1qAwV/v5AuLiIwZEnmBeA8G5unhgBSpTBtiF6pENLhg+l0Y20Gd3haGRjQMFeG2DBsFgeUNjLm9AGco7mjJAx4CF8Q22d/oSuCqmDGB8XyeHOOBOhzhqMBPzmHTTABXaqJ8VDibmR2CgvWlAreZe4RCTJMns4SLHDixGOQSf5XjNgC3LbhrgiMyCxN1E/n7lgMjTUeC9ckC1bHdwOJy7ufT6vgFhPdJ6edTKaUOTW9s9IPIMiHHEuEfu9fLh3QMy04adNaOUKu0h0GvGNg2rCDS4ox+AWTKurg68PYmACDZWEdC/ZKd+HgGTDXPT8wh0+Ixt9LmcQHnNeH6mrQ9hGwbYT4B1dCsKRJ0NqZ6xfkgBbi7MKdByoRk1FxVI5PaMKqChzHpA8FnabyzAZLq9BVL+JhcoiA3H5Gl7gUKx4ZUZsXYYwBjSTQY6jokGCp0N79M00kMNSDmz4FHshvXTDfCcaYq6ZxwIEaUxB/is9/c9+ZgDEU5HM+wABqlw3gFFOrWJgTzOO6CwZiXwZt4BO6BxZbTUYWgoLXX04qUOsLFVOjT59liH+q/kFalvtSN8VjvexI9sT3kcgzWPUJOJDySy9YG8OUtAgbviDIj42qROFWwV5HaugnAzUX8bJBE71wALBDkYwsGzIWRNjDjUwPoxWs6GBJ/9kKBx7hTarsuuSKRfF8Fa0P5nY+QwrdEpHE9k3hhByesmA2etp4gXbVSPjVSvuDqCUp40PAI+RbbdYaBvXONyN0FQOzgzCPwOyVRmWyPpugZJAGSN6L7JM9Rmn+TF2sVgpST4lbcX6OyDXMYymG4fqyBlImWrtpXTSomrPlslrY5DMLYAs1ldMiEC4OZyGzNx2Z/tMDB2d04EATsesEV454Rs9OHISV04dQI5TmF4jYFObTORdedERx5mGTi+SWBymQHsEMrKDyscBF5poIOBuC2UwuCEcwvlxIFeWDPRAGP7F1FQDpJx80QDYbZbQmARBfgFT6ZRrGkdBc9McWUN6DnRwHzL2PlACpDs1y7NpPwNpt0NhxqQ/sBkSqYprlGAQw00hFpNAftlIhZUHGZLda4BVVpQqT5Lg0ZUvMiOCrHbYgPmyqHFporIQN1UYUC8qQLjiyJUjKs477ev0rTVIoQmGrCKgjQ6rhI04yqI4vd7YmVAjisrwt17zy0zoBBMVujeYgku5hro28hoA9HZ2m1gPY7ctdwy7PcBB64WiC0tOdCkH9agJoQVl4nOXx6KzKQDOb7tQsL50uOddEDCrGe78KkH/BwImw94t3UX52G70PzxjqjBB/71mXZhKfcfqIV8q58MQaCu94pPwRwErtvk59xABIpZ7XMWm7dI4FgEXg7w4Qi0wZCLiWbc+2hBArqO3JQgSpPPsc/dcQmEbT7eIsQz33YnwOYNUKCdkQ0KFDtQ1rJBgWs2/paXKND3oT0KWt64PjTZPQriAntrLYW8gZLWOAYi/escwLbBllYwsPst+ok/p6V/brmIQOQ76oI47vId2sZLgWJGSe2SBqqZF9UhbOwlyK6+ACsXfTyj3k3FI7AA8z4s+nwblS92BEaMNEoYN81QnIKBpHa1tzUYYcu0trH5IIwgliXwAzgRw+VszcWQSmIxpnU9pirQ3iNsScYloFUZuMHO3LbMn7kmPlBHZjYuwbWZCEOdnSmf6QyGZ2fOcJDhIRrtGL5niAbr9yJozNGUEDXBQa2AdRphWbwYKsMzqTRQcMJGDVN1nfZqCh6Ha7KogdOkrZyvER2imq8hDjUrK3TmayTdNNNcllUy/wyw3FD07vDww9y6aG9WE8FGCsXcWOBRN+yooPMCz6+xsmLY/I4l9e4KVT+lYhQeXYGBzaHoDU2TO8zbagqHUhpdDaS9FOsyYya/gikVDntQBbiuoAA+yypuscETPX50xQYZPKGex1WoLZjTSe2WNCeWVaYN6UwxeVnFpMUhKzog81wJgpgugTPOQ3vp0cVv9FxJ2YD1dWBQJVS2teIcewMOOobNqtj2VUjIpRG3mgbgoN834OABtIClEXoc7T0DB/ULOf8h7ajU3hk4aLSNc5sWWUpqxJoBjIpMJMzAwQ6wnaLbDa1gqwmP1e6o0HxsqpAzOO3Gp1QucAZnVLCmYraeYTHpN65iJdbWCtxp78t3byL1ZRVwuXuTb+yr3Oq1Fm51zK34zbA4MZaBNXezUHpZJRSYW0GGrZt4xgzLll50cUOvtcCkcZj7vo1PxtBKdbG+kkH3bSb6Tkv1vu6SweyEi7VsQzpDK65xmrBILa483j0WxmaqxUVs2ohkJlwIa9MuXms2ijOweWulMbjEUsLDQovAeAtvfsdGpLvowoFjW+y9rNIm7a5kptljSWW+ZoPvtNTu91uyHK45vjW+2NdqyrndVNloXFxh+V5NgjPDwrgutFC7V/MDho+fQA0/9QZBuyiP4Ns1hPF2CtAYV2FXpldaXLOZwTZMkOlRL7I5aWLNYdzGaO2EPz6686r0AwXo4tKyTRX8vIDq7fxaNl/wmzPyFaE1m+LjmzYv1CIBdDR7wrvXCbzFSwJK7HaBYRjm/zEXbBjDNg2G/v4AMu6OAeza9Zev1ozYwhuuYXmg+5IAIcZqRMutAN54oMDpmCmwQ0YD6OkzNb31wN8fYeHki14tELgTB8jP6j9tc9ofukvjnOcAX+yOFXA62wXcNtf9yfkWTe56xHPK3Suwyi2a7iDTH6A28gPz4h6Cr9C8vJMFaMbQAYMzuh9+G3zOf9dPBln8+FjfB+JLBbWQwwXgwZluM83evaK1GeTgTJJZ+7hrCF91v07QPw19vDwyg8LWPnfYxafHvIznnymQ7Ufxnuc5vGkcN2gizH2YjuwV4KzKgImaonvwJgsQnJQpDsNc3Q/XPsAzBmJC+zoBOma97tPz8MmrGqOMWpK5snbrFUlmZGbwRJ1AGiUQh0Oe98LrMfwYy/HfauJgK9nQoOsHChzcwidEhgv0sCVbMS5vRe7Hp/5Gns64tXflHsHGXMH0h3yyQkCvKzGvdzkeGxjTsB7YgFvEfZg2c4sAwda8wXAbvt5bPEg/rBM8mIWB4bj9CsThAlxtRgNkK335sw2XGS9XRJY1mBWyDY/A+zvgsANjuAbz4Bt6V/vRN+TtwMDmBysmSxwZAAgz8LLN7MCXnu0X9NuD0y5XbGeo/0LmCKQSWwd0ygSPbLWAILIdwcyMcUuVMwD/nXkxB999p/8rb3J6rQL5r0ZEgR14ub7+5sYGf8V84wU62IBH270IHiLTAU5rq8d92Ra42HURYzUD9/ONviUWXc4wDDiwLGMREnJzAOEOuZw8g25syC4B2Vx/Bxl7Bcgz7wcZxlts1NEGH/b6+5hOQ7zUyItOU9354tkWNThNwrOL2RbY9lBDrjD39huzLZ5/DB6puQNgs81ygs2HKbeBEw1mmWp58PsAwHinpeSfgRvXzodLNhP24zZc7jQa8HQ28rgxgauhdFZZMvV5AQBx9H2am2K4NJPwhDHygqBthAMbLDgE8wVcy5S7Hhd7+vnNuLy1B1ejTBYcKQZYLtlJBKe49jVyeoWDaDOeyvoK9R+ASwpO9W2mGR+48pgmgBZXSuja48orfkdg/cCcaSFu5tBKIWxnACVHvGZ50H2fL8rv3Q2B5GHUT87NDh2lBTT1DdIEgVoy8/fnS3C9OTH4SXZUjK3X/d3W6r9vXF9QKYLsBtDXb9j1cTvl5TkLAGTbbhguxN3/wNzHbylvnxd4oK0n2/aGZrlP1KbrtnA7biRmUlaSYwI+8mqeQKz+zSCjcgV5BwCjMwBvje6iIE4G+1Zroi5h5zm8m6MokLWxfBZbRKEk+3F6fNFPV4+7lflGHr3lxt/WBMqaapOuPlzli7+C8kafzyeI0/gCOoGS0ufhKvqgnsG81jfw/RNV6tY+SSiQ8ROrZ3IumY7uTWbOzh/E/Tv3zZMbRc+emFOrvv8XLp/wLWONXpe7fBJDFuto/KrdxZ3Bu90ofushFPS5411Po7iB2ZJ344257b1M5waW7LDpzl0oa7j29bvjKui+SuZuA+4/175IXDVGHQmJZeJvaGU1DX41vfkXchMrJnIG7sb3VbziiZUfxOCx+08XpY1NCJXJCNH3YuGI5rgKMrZPdPLTRW9hqNfN80aOt/n9vqkSlAwYy3VXh9msNZX0/SPmvfWu5avDtGchGOWIyhqunWNMnzFWQ1aN9QFrvoxjKhjirQIrCvPAAm6nhPELR4VnAI7gXkH6/YZTpKrzvQzb8ZZiMiXtGjZ2GzvHMkbDwS9NtnvxYMdXdGnemKNgJsVpwXcC7MHd8fd03jO5/W2M0yiwxqSxXd5CRv9dlBO+SV3woyio3QjaGp83Ks2DR6+462nutlCK7T1dATWpa0lWdQXd6rmpEbTInDmb/M6e0TpJHz85dd6++bV/YmuNGcvEDro3P4psgoeNZXP7lmxMHbPJ4L+YwRMyZ/XGoGzcJOYsGkTanXGi9t1sGPmA92jw7gN8bt6ECzuatniBuPKmHux5k8/Sy2KtM2C0hxZqassW0qpMmqCXPWPSMPWAc5jGO+8c6XLGhDA7LjaSczPRaWMxqcOazIYbJsh5++L0GRNMda5oSDc/1B6Ujb/Fcfp4urg/zMqiT5d427S3gGOxgCG7sDQxWhLBWS8e06aRNM+VQBfbRo8b+TKk0XEwV0oCtnXY49/wur0WZOTYiRKqbqWkfDsWv08RtYkBr0XcfEj2aZjGn/3YfQImcTdJ3ohNIkTdTExou0ailEIti8XEG96Ge/+o8beNLl61RqHK5tL6KZI3YCMWKnf+uE56AZq1bIs8DZtazX7j8yPez/ZfMZqMlWmHR5bQwazLqyM9RhaFGdNerHI3f2EODwF5o1RIdDCrKnYyRjU3icSXRpbt7BfwXVgQuLSdbWDE9E4Uo4klY1WzSw1qe7HscrOvKKZFWsyRbN/eFeH+YzFpnyGq7agIotURWTy/90x5TgQ9d/1NMg3DzbeBvMrsl9ZakPW2qNeIY89cjIdAls0GXfjlkBt7+WWVYU69MByzl8dl+PaKUJdkMGRFLz1Nwuz3IPvTemlX2G5vG1OGR0JC6Mlh4DUlk1amYTx35GvT8rHybYanZ5XdNojPPO1skTSGQdyF1Zi+t/mSoOEOKvlZIkOTIEfK5liZmc+7SHlYfsPKkRqPl/keqJgBqXq2DvNYIA7LzU+ey00CqNPCim5ZtlAWfE3YA7cJb/Mz9hiNVtG+T6oac+2tvPLhFkwg7eHpHNju3i/mwcEnXEZeqMNmkLWfEwLHwz3ouWXz9NKJgx6H71IsEhz01dPzva5oZRa3J3Ld8tYvpWMLHoLbHpCMjxzBU44Efc13zFFP1cy23ZFWJ3u5YEAx+yqT12Q9LeO4ju91rLjFn8CPdQgtw7SqZAYYy1JHOLJs4jrWeRf/sziFNjpKkLHYZsXFHJelDtR80GfND9CMxUwH/rWhy8Vko4NP7fzrsL9DcHZwB9iTuiW/y9FjnWNh++wuDZYaPM2hTSk+r3M4JmzTeKwtm4SyevNQWPuhNIiLvr/dQb7O5Wye8kA1HpcFC7uzROJaLS3dfCRwA2T7rs3dDt842do/tEwbbu7zP4io6ksgXvEYSDiMemiWQELlqVeYAZF41niXfYAgliUQRL9fMOMlkCd/+yB9wCZCIDMgm4GmXgVkA2RMnUKwGIsGBGd0INAGC+DD4qhXSAYO2cJgIdtfOkSLvwhIcO6jiL+ASGZ2B8RsH0E77wt0g6EB7nvMJVxbQLA88YEdLCCcnvigt72AKEru/wjf93Bc7l9+xTEEgH7aQeCbjXuk1VsAYGsxIb7JOO8lMd95Xz3dYl1e/i/a2wfg9yaC7M/Y8UCOjfOlafDLYRYQfcCkK70H5zs2vNvnFQXbHY/ysWGcR3+2D5Y10a8PDuPpzVbCArH5mvAWEAlmEJEGkl543uzLueeZDvuE3VNT3Oi48dzPJ890FFBj8hDeYaMj1HJeubCWlxte52jTu6cuxO0aPZvzB23pEA6PJvKA+UM4exbRFJ2yiR4HUIn6OvWTGOJgr9y3EdrLj2KF4xRz3G4H91Cuzv4GfmDBRlYeOISghKkZ1ab9o9jcmEXNHCTEKgqFfnmOjcdE//Nu4n1aPfxjmEJ0MUTjMhjZAH9YBEWKRza6t1boHu1x9t1GZucLG/4zduP8vyqSpqZj0d7UR8xrdHdMGKpIxmQ3nHqRyKIBnU9q3FobFhnavHzdmIaJM3CY3dcT1vUgwtg/LOtg1doQTNKzq0saz3BxqrnY6zIyUj6gETx3vsKb7ViKLMkmqbLzfpjRDKm/q7Kc3ltaa6HgimO2I7QOtphh+pJMq24WvNjONwAyI3unrQyZatpQQliJcfubnWL9dUw5P4sIq8cOCTjvHpWZkaVZjBG1jBGcrGPK1Wdktrr9TtYgBjXXw7IgmPrd8HQcNZ7GFFrD0Ov07iC1KYwT20nZrWAclqoRI18BdXsS9pcIcW8BI0PfxQwbLslsP+YJQvswfLG2WqBEM3xhcxyWxQmDBSJ51AAVXIzNiFEMo+C2LKaDC+83DU/QTcbhv93y3ymNODIxbUG5OSmzJTE703mp2dT7cNeCrB+bcLMph2J7I8Duej0m6e/MMszu7PdkAJCb9jJ601Em6Hdpww1ZuJgpQRn6LAxWz0wy1bdldGtfEJvQlyuAmlFDq2R3kMYcnx2/8M7sQjfFYEU1bVYQm27I1cV2Q2x6ry71XSiYDcmFz4iRCu2ewTnZbhlklJ1XtI7Vn1WP3mPVGIHUfFnAX7QJL1bNSQ7oz37e4Ql9va4zMCCy6kctFj3YBkWJCx3OyIwML8Ssjc7pCUJtO8BsX6HVUVsGQBydWNiWBcr6tbwibIfHMbPe9/4vTsSCj9iQisswfo6FnzJoJlD1nZkWExPk5XagL3geRwIThuAycz2Onga/tSkhh13w5bQNStzsb9TJ4ARAaN6G3C2Zweu7xvmKOSLR9VwElLQdiZw2JRbZ5mhrBiXUAV/IwdV3fvSa54BwR6J4f/GGylngkdaChOXXtRyJMfMRtkELEk2NSMxy7OcKq4xIOJer/aLuSDDtLuqDxsn96xEJZ9eTNZd+GXzz97KE7sv2B/f6bZsfyc12tnQTxyhs0Lw5w3JGKjjObtGiOPWnNX6vXjC/6O3dc7Zi7tbxRCMt+px+1wzhWsXAzPkh8FMVDsuN2L90BytsNw8gAm5WKI+vItU+I0myb7tI795SStupCBZtamC/zHgCLWTuoFq77Y5f3I5NVrZ18NVXC3adYYQreB6hl2edwIpYpbA8HShcY5tCOj+VVNezJ/QCVylyX1SY2ExSwH4jCbWzSXnjsFDfnxFSes9sO7w+8zdZX0uoF2YEQgcojPh2twUM9aTOYXoCl9fSrxTsJNDKd1pRZacV5+XcxCR8JIkNv+7P19SjVG8mot7rHrLYwHfv3NoL81Mt47OcR4hlCbN151/3rISKfHr7EG4OfmnLI8ls4xKl0P1W1MCuYtlnekfXpsQqdy3JhlhOqvAM8Alhi1vXQctXh8/A6xiRsAFbPRD8Lj6S2jyRVDOJIBlV2xFUzUfArRjI/uWHkay/4YgY18FzyaZ+VdhwBMzX8Ub0usKXv4JpR/aQyMHBZHD/RLWy5/0TGxE0nrPndnK6mh1urn1rx5KVD2T9sBgNE6ire7Ys7EL4YCwhcMlzVfhFiHYSbM9HF5cWX0YhJunbSKCYFsU+/BCaDyy2XaRjLVGrZ4cSVyCK2aZF2c+JjWICIg/VIFXN2R/AMkhXCusidpn0uMHKQTCQjfkQemx6z8bNh/sWcweveoES9Lf5kN60yIbcQIIB1pUmwtkkwwBo5B0l5zum8vlJWAQXviI5M4IpPDwLse3ggrndESvg4enWsEMsq1HZYtVhtHmO15x04MazOge6wx3myg8XAGMOBp+69r7Ow9N2ecr4bhjxvqvTx+SWfez+jENJqW975nVvDhrGEHY9TSWGs+mGV+QteQvzXSiU1bmnxTKGaDbXQHle7YSMNtg9Qxa7qTj4Ij2vTu38Mhbt9BSVeuBQg+SusT+UMDMJXPLu1M19hiRoOxQ4vk7cLs1ijaNXpAFugBKbniwcZeq9tdihVgh3qTWGfMOOYVVmJzlEmwcpuPe+kaxfw8q7pqfIontTfHuu6R7tvIPa7CbtlGnRk8PthWoAW9I6u950OGW3qoANTWLLG6HF3sKUItDUw1GyGKgbWxgLuoHkA36lvj+z0Em+3ixO3Jsu8A3BPq/t/5E/jVi1WoDNSs7eVXCDGDr44lYFsuxZqlIj/w3CgtEKy4o8idywpgvzQnDjVrOXWz2xxPGLujA7fMfGE3p/3h9OLRjnz0wK+QV787c6TXB2MME9J/PZcVDz/oMnLpJ0v0vME362vzLCyH2TM0vV1UPecrYRujOPkOG/Hjg17jBu/ZjMzA0jJEOZ8LT7shxlhbE2mKxeIXTr92xMyQLlv8Yqd8+YC+rzM3nLXxsINv5nO3EgU12IFK8feHstCb2VRqv/9gSxvrwrH1vv94feLMAueBHrTlj0PqRv8+rWwdAdPegdP/aBC5epCB8rgW+6bB14QZm9tPPz37BWOUBA9cqBw98NzrOvHOQSDh3otw7uS9Mcjg4dbC3a9yl16wDR2Zks3BzRcrjndqPSHifStcUDmI280iIzdiZ/3tqu7GIbhOfzpp6JTbCfkMCKgnxH3mON7bkSOU5V/Jbn7zhTor+o4PmgQ1hTCY38c1zVteXjzSkcRDu3pbOlUAx4q/EduIsKYCWzm23f7B1BZmVP1A61DmQUGvX3xaP0ZIDXol9o1YXPYb0aKZF3J5A9uNYaTyBe3Vz68QQeD7IvjaZNZFDDiIZFaxIXiTebYPUdyt7dZ2oNO35iuIbpHuMiCBwkqHkM0LudhFQisy8QDc1YX3hI/Q5mN7w36Qm3Ee4rzd9w9xxGCCfzWfnBVYRU0kAGjxyLVLWcXX0M4WitXUsec14A8zVZJtQc446/QRhlxqVQMS8OjyrYeUvL9QO241HWAuD6gWf6ILZrFr3V3YPOZd4aYpJd9qjLoCgK9mYIodhNKZRhawyuHBjPX2owVB/1yGn4vkE7bvC7F65hmJXtuATPN9Vr1EufNYiItHvp5PqRn409H4hqysA/hjMcecogNQA7Mgm7W5lAmo2jFvOK17FsF/RuWwMs4J3EmTJLp+ZNFmgE0KUYxKZelxQdLjjN3TuqA+wFpTJZYFnW3qPJ+ciJPRumTdhxGSZ4Tdhu+e1js1atATpNIETmfUThKdEJ7BKYIBgaJYDSRSswiVgQPrpAPvWxs3L/rz1jhzmYGCxcWzSAQwRQooNCCvdA/FX7A18ypodRnzMrYGCrEzJ5nK6zA2fvALctbPspwOaAic+UUKAf6iL4JkV9m7Q229cGnPSLHTqlM+niHxlQ4Ty1DLcwAN8ZKJgDnXdX6TBqWAQbak21iwDJbQH5MJZyK3pHf/EIrJiG3aY5P4n1LAmY+Gy3ugTLHrZ0NgRKHhB4sTg+iYOTOgsltnANWN/qHQW7AcKZexiIc1M/W7o2122j7eYIywJR5T27G7lgWL21523dGVE+FBCU+reEud3Z+WRGriEpOPvwMoBaQFqclOTHtk82AUBBzAKke2/nbyOdJDBxCsB28LyEyc1rHr5nIHD1jng/WE1VKIHr/igY/tMA6+AfQDiE6WYdGwCVSalHfeR23Puj+LMvak/2wnv+0r/bsJftG9CFGukx8ltXW+pTskU/fFZrtqZ+MOpvtfeypdl4Ceezm3PxpJdWbDv/G900CTFX/JsvOkz42Y5NVrfj/W3HN61wFHV0i3JTvPxd6+v+TZQlWJ0dPLXTp3ShjzONydvm+VHEzrVAp22Hjt2zs8xQq3x87/ExEKv8otoskmZwlf8n+cfLnndeie3xA3itH1vZNfb4a65tH3yMD4tLNdU9/ihh9qmRm2E+Mh7ynY9kra9DM/Fsu/Qz/4Snd76O+b8B0ai3JEvZYM1YtmCs/kf5WHqbWvv56t/r5TP1+Sb/yg6953KHsWyP9+rfx5ilbOPC5B+bvX/lT3mXt61v9ZrVutd7GcImPq8SBv4ykWn/8s7stanAR/2pmXzRv9dkpv1y6qXZ/FKMzWtoArvcX7Zysy+aNq8l2DVrL2Zmqv+u8c3+c9l5mfo4lrVr+jAY5kPZVTsv81U+GvvEsJsYO9dUE1s4hmSSX1lPX2j6T31sg68v476kjzG9j5Rh+az9mRH90753xsi1VCjn9itV2tZe3PvGR16OvGxbuzEY11sWD/59f/lTZFav/aaeaxmzRnX2rLWbybAM/sBTenNxzXMzuKNf16o1UBltn11X83QeWLVmD93Zn2IvX24yP7S0ePCTlBy2xiY38i0j92v557v4PgJWrc1umLRGwPTUr3ET0Bvn8Firt9n3PITHAjrQ29a0ZgXfewgB3csv1uX7JOvduSa5GNjUPbtp3hqnJaDCvF0uK3Z958dV1Ta9++zn36za1TosXNunI9dUZkvkGX3wwz4TmbHnkDd/OLBhN0ps8BoOOXXzY4t1WQFr1zImcKveFoO/+WCDl68ap++jCWz7l+mwLIaw7Y6Qdr61zNLFs7P8EznXWMomMLpdfjYzRd9lsJENDGy+t1nKJowzls06PC9+l3eEmZFYbT6jh3X5lFjarvz04Jb87uYekfvxqEstxzHRZtxbjn/J7FlLA8zGRzXLcd8y3cy+zoez8f6xzma8RljpC87BuHcej9qQa3Fc3ME4vhzfzv44tQ2IZeDD9Cbn5/Pzg+zvXGNOzLqfSHAb4xNf+7pqLBt64/RZh9Vs2L1Mxxrr3pac+sMm3eBhLxsJgBjWxQnLdPtZ+uax7baOjUwR3RLtM2t/61vcrge7Q68X6EhkAhtS1DE/t9Sr89F1YPla1uPstYB2LN954cD8ZUioa+c5GnblnBbl43WhcfCF29S1izJyzeikG+G3kmEHh+QQSt0F7Lsf53b3PO58JU3Nxo2b8e2DhWv7tTZIxFo8ryxcwyEtTn0DDp6K6yPfifPEPQRNZKYeNber8F3mi95grVoDXPPBtwRLcAY5CBauCZMNeJfF2cAA3BDheWsHzL1dlVVrb5bOI58hgGbxHWNUyO98IZh7q5pTjzpg1drghpFrOJ/Yxt1pjJvucNA92klribV3trHBwnsUde/IN+EMw9ZmLQtumBXD1vY7o9c+OeR2WzkYbotPkO/8Iw2TbfNjtq2hjrUtBBi2ptNXzzX4MhfPdTbQmqrm1pWfGfzhi2ybN28NzT517QrkyLUzxm6xs7m5v35Wm/yWOa9wFDs/4OzaSmHeGjrZuXaHg/G17wWm1qpmPrKW37t+8+eFtcmMtWsoNFPXXoBhdab5iziDyNT7Vn/5mlJEltSFF4DvPMYCE9jy5WA7H8J81Tq2c4PTaahBdtOZ4rrzsnNpvIFs5+3Wizst4d9KqxOA7DwuxUa2QHY89XUxS9mA/joHivN0ZRZNSicA6ybotvmx+bMcFgFnKbmFLY/B5LljMXZe2hzgrxI7ds43vnHe5eYA75ICmlHzzqJYLg3TZkeZuQe/B+Frc4Czn+ya5yoWq3EsE7JE70fqy0fN6yPLrtmtsDP4KHvLYrVzwzIaoKF0mfujPts2P0W5kQ1ZtKEuzqij3Fg21SqHsM2fb6g7Q4xle5uUOOR6unVjHdvMcQLupht2Y+pDMLW+9q25tD4axfY2/tCJhK10R+9X0vhExPg1vH3wFRCfQvOM1aZe6Iss0Oy1O983gs66Pk197eGnrsH3zmPMzGbb4C+AqWtPIMbOe3f5O8g3p65L5/jAeVmEyba11a45wCLzyx8bFs26MnNm4uIHtHAtnhVzW9d+I3yQwn8T5q62ap/6HETqz/6EbY3Xyv0tTpXX3aS1zaK7bU3/MVJOmR3XvlgNW4PBrLzvfOaF3io5euC47BI/k9bQhIJmyJYYq9Z4gDfI2PXxUwz+atPj3sa4+ckKhq3R0La1CpgLr1g6kCtjMGjO1/7FY8b2YSvc+X2xboJha+umt60pXLIszu+fpAFQNSXWtwmw885hd8S4C2IWjo5aeMQ2Zc/aaS8MwWq4J320cy0yCpPhPrlOvZvMwjXzYSlcZ/mLdRTDOnh0F/zPddhl50Ma2LnG6Uau4by1C++Pf9mbfkyA7/zaU4jI+JekLV/jIuPXdN568P0F278m+zquPYoZyDZ0sZGN47B5r2S5jaGhUx9btr1eFoa9wGTwqWOf8rFsZXPCxqkvYmaygd2RlzfapQmz55Fn8H421117XuY+EvGz3AVt8Nq6yzVudrBT3KgrgPmt8Kb8ufkIF5bMbw+ytT07n5ltW93G4TG8/c/dKMJp9tMx7VMbDtnesky+kS+xyRVgmLEW+sh6936Je+cfjnzN4Fg2CkiyoKm0lA1/jWU7Atedb9OYE5vUOfu2LXxdoRdHvnn9TDbQZbIorqXDXljGPabopmUvhFt+bvQD97zCNYQt6hh73mb2hXObN1/vZifE7HZ9fWkvg9abjGt6umb5GhmgSftc/VCh75wyVA9nub4iHVJNwiAXbfpHrp3/7FzTNOpHNAoXuMtkjnBHE4xcS0y4fsxvI7HH9pbjaqZy+WDS2uO3tJ3VyIcDp6auMX+dkcy7CJnWNrhYuEaEMqrNWjNpGKf4+jR4M6QN1j3CFa2DbhnIKAHb1uhDmDmGzXJWqoxc645QnO4Ks9kx3ExfmletUdDxfMVZMJLNXuaxrL+2rXmax/npW1exTi2y/03CSazQwB52I+LD2KXQrxxWW7W2ZS5uXYZRAM5gCzr9N9PXvI5ta8DR65zmno0Nv3BNpJ23ZgKfT3Mn1C+bdsDE9VOy49YTV3DWen7AvDWWPWXF+dJ7TYVT1kiM8Y6ldqy6kk1dG8fcO+gy2Ll2CeHJqmRFk3Ysqciuo7sxUC2s+mR1p6mKBQ9euwiL1dp2lJrzr47TOhRWi+AcdXEOGyh79bUFyi0qVxiisp4d7VWIGsjGRTGTDQKxP8XWD1yH/L2K3stGs3Hv2tvpsQoHYC8bK3qWqrwNZbVRT4+VjDNSAdEasiH936BNR7+euWhA4kqDi1HDJfesWUGMz5Wo9+64lkF37UZGJ1q4D3W+Cv/j0G4W96F5aJapkZkhltk62Y3+qmCf2r4m6Hd3DhSsSkVBTle7mXgh48kczHg79l6mXZheezMjE6toNiP3fWaswQwPS9ki5VVpHuVnrOFsdE860RwHrAE3mZEiI5sLdPvTUdWkDWtfchEbjfb3NZJcvpuGotzZcb3afCXaEdOBL68D9qFEKWased+EJmLGGi71vwtHh/OGHegR1rFe7XgauQB1nbE22dCTGZCJrD5jN6ABax+tO7OQA8+psvFkJX3JGs/7687eJrYz1rZnyJnlijOBAmTP2k3XfnOo+IRz1bOFaxg9+7FCVp9qAk/ISLNm7IPXWCWNX4Mfq0xgFpxkPivMYcOBZpi1/qlVlLuLjdGMarYJb5kpxKPH2VrmnseVtYmFXFZ+e14xd5SUgF0GRpRMvIxmRBaUK7eT+hhfaz75vxaUuonxPaLklqmCwav1Pnv1/wcnsI6gIawj32zkzgPzbRprSTuNWmyeCT/zuM+pJkKsYy1v+FHY7TQxlhjf3TATdcLRWnaaYTiKtaYRSL7YaQZYXNToSWbSPGNBstPsGoT0LjtNyl5vZSIP6jFGFRxp8pwtrDl3hKkaw8DSOcc4fCToYW6Y3boTdPIQ1mC7jhV/Jxi71rjLBoD+QciN5CRzewjYFLD16ztD7IcPBgMDj8DTYNBqjxEw2PfV56Ue9KznoW/Y1/Nd80XYKTbdN4NZi4s/ZsFXv/HYR28GPbFzNe4OZPNcYtI3equ+bzPH2KOTOht0Wi6Gj88GrTJyNdImZMs6zMTvPepdE8JUmbea5Lox570fjF6ApBzmhJJxyAFgobl7B9kJnxPG2/9tq5MjkKjEorB3MTLMbzN5bSX7Y4vCojXIQNa00CHDVqMuSdareSbnPWXymoGhRbatBl+GDIADw2gctnrTkmSfzTMJ2F+WdDeG4cuQr3ljCGvVhq0eGZC8PZ1nDi2Xhqq0bTXbhmQ2LzQZlyGHxo2hiXVm2uzG0IS3rX5PQQ7GUWHGYuRbmGei4bbVssaXdfcVYZgqIG1bLRzzVmt75Oqpp65ut9mr8+uOAfpOcP3ql6/u8/7V9TaBtWH4sSpPNbd3C+vG8F15O83FMt78TtMbh7BusIZMOl7/mfMW1oMhu8UjzarbwvptLm/USLMmFrG+TtJNjjTrN/QmjDT3ZRTr1iRjHLPsM+VFrJVW5iwWmvA2Q/3HqVTQzN3DsJmqWb0rMfspP5OjgPX9lGJMz+w280JbWOPM1lWEDVSIQU/F6ugpYgRvL1pUmVompVxGVeJhuo+8bHK2zVg+e8zsX75axtqmYDplyl+Ba11iIq3hHRCjqsaVuZi/V3K1PozPjvJMw+Hg1YTWS1n3UVXkbh7RAJPqFKasc4sUb8GXrxYP4k32XVXcUtyaszlqPunWX2VyTiPC9J2dlXlTrO2oysCoJd5pVWQja1c/p/PGWmWWau3q3QTcyD8jCs6pq8dG8PLRORX3rl3d2kvsx5PMwSm2yWGm7/FTX/auqtkkpShkENR9/NcKXsylh93I2x2QcRCPdZ5WJU0aSqT7OOtc3pBt5jIXru74kavP19WmOcx8JaY9NLpz9d1dVGN1TkUNDqauJprCW8xbKsWk4YLaZu7EztVFu3lVtpkLNnmFwI1bZ4eNvS53XEylEWwzq2ThaqwRwlk2aku5GmndmupEQVZUtTBfuDpvfu2knupkDKOhjjSpeefqQZORrPtOJ3aEEJHOMzku5j3NM+ln5OrtLcHAPkyzsZPL2tijmde81YfVtcU71QkfuxuBB1OVt1O5vYOp5hm0+JEmx5lIc2ywU+lhq3Nmw7bVanuAWHpfVpA7Vzdm1nqitc7xYKCHN8zEz+LZG2Y+Hq5l9y7InLRtNcioXcUYRoUZiFRGRzo5Rs8etplkd1Tl/VVUxMBa7drpyAb9BoB1mL1X/tm2WmnoDxUsNLNh2GpZk7Ki8f4rz4Ik9jbVSbd3VzLMRF85u55nQqyrqeapTuZgneO6ezKVSavPK3yHc9sVjHtWL5yhFK6tdcJup0r2505JG2u/d6pjceMVcrrbspklqxfTfFv5MDM7dzZvmDka03u5xlmesWR16OQa0VzulJmzZMdOeOp5yer0hF3GbSbTGN2OWTN5HmCFb6+uVIN4mnZjlT191nOeCU8zVk9N6j3OMw/m11zS/U4hD1hdagQTy9/ykIDoetUg5lP9DdsoC6btMpOodJunMO5SSXSHbQAa9VT3dNV1NjQJIdMehQ209kkmRThoStpq85yTH5MFvHHDzI2LnGL4/Ke0LAdfd0meS27c6iwoth3H0++PbA6b8v23SBYwVPV98G2vGA0FnP60/ldCUStzd5aYeLxStdj6mWGbCX1bVQ+crTvbaX5tq2rdzlU9O4tVlw2jGUw4WQyS+kT2RJVwWrFVda/1OeP9JnO2qmbZXNUlvGG1Y+0tDpoL+U+lte83M3LDarHJOKPxJkp7TlrtR6tWD+fURh5v1tGw1bMhuMXlZg1WrT7HYau9BtyWzDardNjq597auLPNmo5cvd07xlNXh7ahGg02LxafVg82VWtO1MtN+XIUI8tN761d3enBq086e7XNLF8tm2ZasNxsWJGaH2/umvX0c7c8TT17dXd+rSwz4bFt/GqdY5rAulFDWF/ELaxNe0pTlpsFJt4A972AY05q2+XmOOv0Mm8EjIaeuO9qIO0umyVpAlDXW1gHxpoKOJs/nT04o/9wwPmnsQ61xgbZaaboLta6jT5ZhwPQNIr1xk1jPWoZjXd6w4cZX6LcrfcydRTr+9k4o4HtgArbfyxi/bdxtHyPGVx8GvnbARPcwlphJ0rdEhNgPWmAMsXjeLPM7vmdH1tYp+Ic1ktH5dTy84HE6afYvyBQLZ7tyO2MTZvDWn4fU/FgMpM6iJQxH9UNg0UjrDI9Vsbkma/omjKBdWwkqmmYuWJ4zjNgO1BdfCLn2wHlsbF8NenAkSzfSD7f2aux189K7zFZLoVhU93DB0ND9YeZo8Un3zsfSJwtSjjdup11sr9+4eIu+1cnDUMhzTMTrNEBAoYDclcpvfcxS7TlL+fLNbu+N68Wg/GrhVaDDoeZLzNEJqDDNR7Hr+b8/asLK08FdylwPk3m9TaTx8tXoxqqo/2XAparUEgLzYJLXqYpF+nOkhhvMUuJnRji3C/SjiEgH7aZ9TN49YlpSGdie2KH2auRl53yjHVA8G5ePXi0i3V9iIZaFpJ5GaJFT9fRjTcCqkmxddvM8VrUnm2m16xd3dn5abzNHG9/TZ77EReuXZ1xm1dPrDm9i10AZlMIHTtE98A+o5+FyMKVLmEOKzSlSmtX58ng1ftWfQ62mV837NTzLUDOYNcFmn6E7H0RH2Z6V6FIDjP9ce3q6HxQud/+XHafC4l8f67HqaslFpxsjsu/9oVE8/SUo7fqQ2yhaZ/bwjbbDf8FIbDLQzRSi0eujjfg5dxsi2600NWYZ2YdtoPEv/ZXvnO1dExdrWv36Xib+TfZJIEd+dHvElpFg4uy+aAgjkP0fL2ne5j5zXmrcUaxyqSFRTxtWz1m6ovowgoNsaMFMM+kjAjV+5+jRdkzcrW+BUCFzD4iu2NWm2UE2aTPf5hJY7pOsGnD/zYZRuPEIo2wq1az7ziph5mcK0wQT0d7xZSQcGSXbpmfKupbhgLzedzKhKH91FXxPJPb6Jgr6ECNO+zDtM3kGRcKO96oaTK3Z7XCHp20Wr4QdVesCSJ30urdu3Wi+Ewg1FqZvM9kfT40BO94sjbtOHl3R/7mnZ+YbWbyNSrBNjN0iah8v2njDCiBfE3uwnboGF6s9EJXz0DP12xRu3K4vzO7dFhJdOjq3rC81BhjZi4Uic0Wb+zDanYhp2/gRSOeh1Vc5vQb6/94Tp8Zi1VL2vZ5nmeuse5u1bltqCKHmVs8WnVh/KfykDM+xvddr7o22RQ74aTOdNVRGbpeteTGETv0MI6uVas5edjq0hZQqvtNuh22OjamlDjepIZVqwvPupGnGMBzx5EClptcGLaaA7etTtoIyrLcJNCFq6P7RWlnm9S1cHVgWSjxbJM6FlNXtydffZtXp2yebAebqTMmiQebvUMoZmabzFi+GmWWpN5s0+ix41dP8BDWTesoSstNAmMj0ONNppWh1OlMLekVrI9zCGtrjGJt/TTW5j+QtX4pZeCEM7cQss2Ec8P4jpHNJqYp01i35kriRttXiaEcSBwzV9FlNEDk+3PTgEkfcwpDMkwEN9ik7CjW8/MjEecrltRvZH10o0c2+Sy21oGsMZdMGq6b2MPxGt6daxXa1rHm8EDWJbWRtWpRpO9nmEo5z/IDWWtvmAABNzF83Mia5XAPd7xNDG03sua8IEOLPzSBLZ+AGWASLHXMDzCZxkB2v7OSeA9k/Zz0mRmZhfvHTJqIgxg2DGTNedaHPsQyhnf5xTD6WAS18oE5nYmsExwubjPbEyjb28yTQt3FOnnGBB9jE0O6OGYYPvaibQHhWWUS8yLWk3ZbaPf3H9DVDpjb8iN99AfnpR1MoLawvixmTA8z2yM8I65X3BIvYq22XuLlP4hJN0+2hpnOFQ7QnLtNx/aKX4/FpuI8EBj5LFaPLaxFzyLWUlMYOwvND8tfguHbrMsgj915JnbDxGV7B0Na1UC8jjDGKTmEtc4tFbEmk8v/1InrPJPCJrAen8rZ+Rpdxa0FUZ4sYP7dDO/wzFJQV7AWmrYw2WZSsp0hrB2LJXEHq1eNwRQMml2lzAIXBP182rGZ03eemT+BIr/QzB3KiK9NK9j7No5LG6l47V99GK+YvNAsvB8EeXr4kucJrFdbJZ/91ass96+WtI0inzWqmGxlCAKMLbR63L86XoawzrB7ZT9p5+wv0gRF3jahpmzA80zqkYol80zCtZOZeSaJeRRZ84HlbxzD9zOw6PdJ9KenrbpYvlrglpDCZDpt+f/Zq0UmZeaF+6T/eMX2habb96eMHyQrr6WAEBlY6mv2aqlZDJf/wKKWm1eXxmcqmmeOh03GLzQ9mb26Tcev/oyQnE1YrmqMCkHQjFcF8y9J/C0R9TavplzGsOUeWFarFNW3mQ/mVMCJ1pV9S0+MGTbD9e5cjTwUU3mbyaCDV2P3McIcZpbPzRbf/fonjptXX9xnUc83sIx38GrgnYrGw0ygoRJTw8zR0ognZpJyPp8kGrzsWW9lqPCuLuCJFRDHk52kdpzx2mrKe9sF5PHkYrbl4rPNrL1MBPC6vEnHwtWftYrl5pmR0YyBzfCSK45ICVi4urqCYskxl60chcHnn18mGxpBQZuMp6kgjRnTluNKiQh9v8JaCPHcbkraoRULJ5nlJ2Z4f/YZxcaItVVmeF5jZHao6d+saF9lZpz+QaNblpo3Q6KYBiXUWrKaw3INJe6AA77CAXG855hXO9x7Z5/K3RwgzINPTc5YLWq4Rz/PTOTKM1YrTaBcLDT/bsZqkYMVt3nm92asVqwxq5eGSpJWnAwWLa5XnAQ5Y/XaiEfnzvgDmPMlq6U3OWa12hxNXa0zA3Juv/klO1drb1xMjjd/fudqVQshm/HmtwavVtzy1RM5fnW1EQyX2SbDjF9NOtZhmW2yGM1Amm1SZfnqZRfevzrGPo65odGmniawltjyv2425WsF66mFfslmc0TnsO5u/JNtNkPm9iM2mzBP2cJ6ZUnj59MaI1/96282uVnEmheFjGJNtp2XMNhc1EDWzTOT9W0EYMKKs7HFMXzFuY5jWbfYMmD9HHf1M3xe6VnXN9KHVN16rUcQRBMtvpq1++rZ5gmaN7Lm7evN1220mxMD1kGtMzAfW8p6OtIvLt16J4cSXKHcfWCeHs566RlTbGc9n8nX91lbu0yZeDjrspF/Ld+2st3myxBtPbvLMtgBk4jhoh9ogzlrjc6wwdw4neAMfuWZpu5yuYtJuVaRibp4eEb6fvWHXuMavw/+RFJgI2skXMpadMau7b+D2i4sKCdffL1R/7Zh5s66fGebiTx8EZ1nJr6L01iH83wRC0MPdku/jn/mWGAda/om3f+CXXO161gz33MhBV8qsK0wuEO59YQ8kzXEuETDd53Yz/MxrLfe3xL8yCQzP+H/PMkkLOGfTM8T4sB8WusqAZVRrMu7ExF3mgSv01jniQ+93ZV7l/+5oVt5qx1pQnQaa91ex3pkMz7e2Bc2K36bhebyIoTOwbwgoqNY39xSEWadFI65gOxi/R4zIsyrfFnRs0633VbfZoLDNNaq9xrszxh0kKMQCdtMwLo/zDzTAM84UD5iE+jXUaxz9+DC3vnQO1kvAud8UFo24U2x/U2X2nILzfcGnxXDlLvYENZMXsQ6O7t3sdY632A7ZscBNuD7NXYE5PDCjH/IG+Mu1gS7DfHmmTyLfvh55tRAPed2RBQusjFuMwdvi+j13TvdOr13y59vpgG4XOKI0PQQ1iiwhbXWZD0U8ILQM+vAzjbZ3DcTRHwHOM812sJavMtGvM282lhwtc1c7b63UkaEe7nvOs8ENepBMcSaPtwVrOFDe4v5aQb5W1g3d+xjmC+Iy5WDKv9eNr4hrAEbcPsGU2Kxv36+zezGCawLkwjtLTT3LDg4uawwAiMaGPTHL9jtX11cxU/jvSPORgkiKfPWGpav5qy/zRcYEYcx/v8qszalX9u7uTK9f3XVEBv3HnO2qy/KPC7Sj1Co8hmnzJPwb+9l0TQgIIGySd17BV3PMwOBfvlqyDxcuHRlXMPy1YyLbL1t5tLOXp1f4w+1Pi5Qq/95kcEIfd+BPeSRqGiCgZt1Q1n/4NXkLbx+nd302YkPQhkdF5MCs1UmepifFO9Me874X3IvDqcRvfQec/MogylAc0xZI1eD7McFvEtkfiO/IN5N+xbZL2PM86MAEHT3CIipBVr4E0k2MxcXGSz2Zbp+0QNH0QABNut+cQ4D81ZHjf3RV5kf2bYabp0tdKR5v8NWi9pH0E29dzJz9TW6mdO2yt+z4vwC6WGrkXttL/abtbTmnbe6rUeuDk7dk1huVnXt6tu3w715dXURD7PcfJhvDy03wbN/tepWsF7lIawn9+lNy82ZWcE6v/IONtvsm4ePWW56PXcU62muY92VgawzJ6uBlptrGjaQteQQtWWzOTBlxZptyralz2ab+LX4t8npIaBprIFWroazzSsrA0iEzg04DmRd+ZmsPT+W9QnvZe3ch8Yab4ZqL2u5ybnAinPqVrM+XLlWm3AOzk3H2Peswe2sEYtUl81V1ztTfdzTgWM+a8Bp6ILjOBEj1WZu543ecp43m9cZzlpQF7RW3qL2TwzbHZAOQx/BhQWtvTKi9csPEzeodWmcOWvuaU+5prVgufo20arnnNK6kda0Pm8/M4Of8BuihrdcNcQ7WqMMV7lnmO8DbabswvvsLoHvMWmXk29kn7NtOckAacXJc1KnuX4f5Zjn9oXtrMW2q8Z55sTEm2eeOT/VBOdktumj7OP0+u2sUYaO728bmTtERTBbNerDWaOaTPKvMl/3rnXwq+rBcNbBdpeGsuXmiG9nvd5Q9/cZZAzaKx6l1awVJ6hk7zHje1VAV5mAzSP4YeZpDfsWd0/bqXwV0b39n8msFXpKiT2sXlpoDpgghsb8MssW9dZlUkruZQ0fm1azti8Z0/PMVGNVpXnm3/YZqbOiajqNhFrJvjjdMHRLWcPZXtbBq8JIRvaZRWIva+XstLE9oPxYPXrCJO6MH8Mw3nyeKLLbZo7LZNbz4XPjMPNpwXpnmPlYKz97Rk9kN1vARN4XSx8DwvaxkfV99lj3V6v116bFDUarrhEBFpok2Mj6IeHOZC2di2dHWLDt2Ms6aTQYao48K1fGsM2lmhgppwwz729XmbeZUyNHrH2zuUY3sqZvaINk2Ce5LZ0DH8qyN3RjnnmraSDr62z7x9DBiYqBrCfT4NDgnbkJ8xtZw9fEitvM20x1mnnmZXu4Ps8EWtiOr66hOW9sw83m16pUq7xGg69j3WhG2PKIaeinxPtQ0MLrWC+uHbsKZpvDPpB13NgwfZ5Znf1OWGhS3haxa6axJtGBrJMjXDez5zw1Pl3fZg7sk8ce2i9vOurYhKXXOHVM3tAOezZTmk5jrWc3jQ3DQ6CrzO54dtrUGWrGuReGmd3l4ymdbbLHvQ+mDG1AFrFWSnvIUjCKtXLuyov/ZDQxaBHrqAkkWy43P7eHlKvMgVvEenVJu+Z60tAIFMM7U9PrUdpVJp45ZX8fqabtZ/msMjk7hDXQClXBvMzMFhJRN5sLe9evl0yIZ7FHnDxnbYq5KKPWu00omWnvLM8kOXTIiTo/fI8xt/FUdfgeE7KmnelB5VhYdLKnnt31162D6drVsn0ryhhzC3A2rybcIVobbE7s7NXtnWZoH3tWhqibK07ObV4NcOlptuIct1uzV8smikgnnNfNXs2bzstXM9Qc1qnd6cyKQ9ZPLI11F2u1HWjCcnNHRrEGzxUVzja3PpB1753J+jXJjJ1tRmIja5lJo7jN5sgcEn62uYeNrJmylHVONqxmrb3hrOc2WYGbzS0YzppsciVpszmaa42bbZ4HksMZe+KPp1Q3m1+1l7WkDVfLcnNBk1kzbT7rYo5obTe3xDPeXIPoKa2RAyhvE86RMdfHkPMoBrXeDZhxHoTjWg/BRVVhvdNoxe50CSpntU7Vca3HVle1sOhcXQ3lmoxO88e41oLrpNOdppqRFI1ny7nj+1pz29WUvmxNfz2uNQ38X9naecCGtpaYazVPMs+TK7Sz403NNa9snTdxMtLx5kIeEX3jNSIVXbY83xZxmmTy/upqvlrCKvtNqZkbJZtBrcUmWpZt5vRhI/82cynWtKYao5QysKm10hypLcvNrMmVXWw2T8UYspkOah1ZA6UbZpbKptb/PdJFBDPUl7GpdXJMMnMtUX9vBuk+25yfFMH0ctM2zvqcZDIsrYbKlpsUj2iNCmtaS9r16E8yF/chR1+xpjkXOsN4c2CqNA3nrCuHhPLbzKvhFeYsN1fniL82cM2/z1ofaW7hgtaIrZ+389nmCSzPZw021SENMy9sf3g82BxeelyD3btGUtmqI1qLjZeihe1r68CKa8vN/NGf+jzzbeyDPsvNjRkO/TxzsNLCmWfaLzpScW5iRzoxn3VrLGhdw1kfNW1WGCbUEAVeAwUoEjYQAHAHALycBADVoOoW4ui2DgWy0YCrRmWNjkN75lKLFmguDLxQiSWG5a2kUirkK2V+AC+QkgFgEogROhIYMwRWUzkoscQTo2lAWtNjNDJ1145D7Xog7C3C/6WkdD9E4GNkgmAHIgJiRQuRbR2L0q6XgG8FBup68C4BZ7OpDKHY81n1PEEXMqbX9lQOjigMMtSGfrrlHpG006SCv9BAWzE/ONuOTBWGNGKIq500orGafYeixDoLSky/WvGRpV9opHgA0/SL6Ex/IGPnZBEqT5jJJtd9qHCrNcdP2yyf4Uugo12q1NVIRZz1rNFVNItwtozj/RKhZC9xj6+SeczZRpCX4nH71uXaXS4V3xKM3G4NBGmsJthlSHnIi/Y+XM7R605qSGzx5OhsrBPMw2VtvIHl24OTVPDfltpWaDw+nTbKVSxlerAzrqfs9PgJEte+WtGDpR8UZcUqsrZGIzV2R5nr589CJjMF1jaknPBmIzW/I2TNmG5kU7M8V3gO6rdRHa0kET+5c5CJvnvABWO6mE7NInSqD3/aBNySW6GF6en0DQ7T2behBVAbXhqUJSRO6WvjszSCDqwIIfDWqJtzbVLosUjdgVoymQiPL6yXIfOEKsDc7RrsLav1alaItIXDqq6OaZKzlFC4lR/qHLvGg7sNkOVYzRO95zYny4mbc7nHrXaaFHM5TIvaKUzElkCNLX//iJ1GFB2Yzl2DdgEI+wFtZrw6pg/OSsK01XJ+OFYzR8s9CrpTGiMPROPCR8wg0YBddMMli35tPIOlEWrcUFKKMUhwVMSAbx2j9toXrVfowi6ewHqgU4cWkKVM02U401ZsbXrK5tkTvM50W1oW86tOU7UU4TaQR5pvOqbDHgBqEIoGtesBsbcIs38LQZFyWpihKEGrrdE8ACL52lqDQLtchL4lGKGnljsaQhJLc25Q1Cm0eRpqODImCOmpHOa0XJYT7YTmT4Mq1j6kW3Ksl0Jby6wDDeNBHlyJApS7JfCmsZp34nxyuSBm2ksDjovJyf5qRUyWevWRqogxot/PvxNm1ch8USG3YtPyaduBX5CQ52oW1rqGD0g4cxbq6hgmOEvJxatkHOQsZ5ZHiWSe603rrgfLbxHK2G4bxDVWk8LvdFDKj1IAudwjhTtNurmJShZ3AEDedvNCWWPJNluwMw/GStZpqxEfPp1W+8GPLS+h4sV1imcPagDS10YtLN0gIStSVWorWYbtiSNdow+NSHQI3M5tEJNMUFM30HA65KRfS3u0FSr7YEwppVM3YMiUtnsaRiEgMyFWvDoIpA8L82QFcY6vEnSo31bQuVUatKck5vS1sUmWTshY8QGMW8moDsJFmw67ItZWR8gMpEGdu1xtvSU4eTYzAfQEQk9dHcOWs5+QXEJ2OBzbZ9l8USzlShFT3K0CSMdqarhclhXthMbO5ySxdJOLLe0UBgz+dh5+D1IjfpNWqemUwHgARIqvjsnD2c8WW22mtWM1WbRcliR3QlMDAhrUD6/k3BpiCFacqv3aCImlErx02yTVr4xIKlJAceuY5w/djB0wYhSiKMYDJyH4K0kqTazU7X6I/NYgHpkbDIcSyfeq/MiYImCcyoHt2BSXW0RkonQIIVcHI5z8gKomn2uz+9VKpizt0OSDLyDkQffyVmyXPmWLcwo56pyN7M2rYyzlrKQVr2oIy5J5EF3MrNK9snTuepDxLUI+260CKY3VzDoMzcg8KUSDyz1WulOavL9ZpngVTswE6Bb7kA6etlIT8anbobYKG/Kpikg81CS1oAmprFhFoK1RTHkykUP3NVnDlhz/ukdBGVPMUlO1LGDM6I5TN5zJNKRLv7jDA5/h+/MaZI63WrPR0zZKj6DIpEmgoIMVH3C4lezqIrZ7/TW1wzkQILmg9sKt0ix7SiLE3Q8hemvQ825t7FpCQ3EvVS8d+7Tmbhs0OFazwuWyXGknNHF/UXVsqKCiJB4WbX8xQXkf2h2spsKbV8eg4WylBdvtgRjHaobICKBpP2Ti5IIQKOBEPYh+bRzEUguEPt4mtwaqU4TgeGt08odjvPBTmS15DZS983mS+JsJC9mKGCeOCIWGpchrmGF4p2r5eICx6ekuxfnhojpZgATBXxtRZGkGLbdiY/u0bcUFfeTJOp4ouQRB0Lu9zXh1DF3OfhJ536ENOY2BH/9SxOUirqTueqj8FiGN140ozJie8C6XJcid0GBPIk6PWynyggiFklmVoTaJTjJtpRbZU7dETBMeuw5fYY41NnXDpA7RJ63BtiTT1MHoPjyU2v0gpbcGsYoP8LSVjEC3GcLsK2qFHYVuC+69aLksQ9oJDWHTMenQATLfAUDY9OGerbtVANhYzawMQrxANCIU2nwAWMGVRBi7OgYOZz8r8RkRurYqRsBA9rzpayMjlk7w6kO8TczATCV8RoSu30+rVMWBz0aEQsUsSEriMyJ0jS0Ts20EaIuV6bSvjQmylAOOHjTrkQkhUTmVjkxtYipIV8cwyllJVbq6AEPWquWGYWgtT+rAlnvsvFMawH5LFMCrIPBoBY7AOoUYvbYaMaan06dMSLnGA4ARM3rV1A18mgNWXbfakHa9OnsLcE+WHFr6r4i0zQbldFajp+KEbVujBtr1UP0WYRycwqyuC7FcrSJIgE7gJddiPbbc6+9tOSwL2onNlasdJKSxml9cxg9U/Y69ZzxtwYK67HWVjB3ObmJt48Ti9Ov4udUKStJYTTB9g0ohtkJCR1OYpOdrftDkMSwWfWVTqK3YHn3KhqevHJBgNQR2+mrlDJZ2XcqKGMi0dSwOiqK3cXSx0APYZN5FoLwQbm7iAEeXkgU6z7qkGxFjhpA8lYNfv4FStokDHMmRguJ70Sg3kOfXLOjwbrUmo6duAvpq5UyWdl061lVbo1Xp0lcOSLIaAju4SJc9kIoKRQtWt46FubvAT281ubrLZaS3BAP7BpXCbIWEjgmGBt0w00NXydjl7CbW4eBsuwEYQlc7CdCxmn2Xc+xqJzUkesbTliyoy570joXLv4mcLuNAE14ERPFVMlFwtlGi7RaKyLGaYy2HZcGd2Fzdr0Yc9sJHy/YOl/ZYRhOtIkiAJ/CSO+GbSmzHgE2uEWLthFA7frUiBEu/JmTFKim3RjV7AJvMdhEor63YHvWUDU9TmKSn1/ygOZYTgWsGSg9mCMmmcvCTIwVF70WjtFiPLe3197bZoJxnNXq266HaW4RxxmCi3gZbAVykyzqQigpFC1ZtHQvTrlfntwD3HBEKzboKCPstUQBdBYHHXzkathQkszKm2+bUrM0Jhga1YaaHlnvsbKc0gI+wYb8TzNEwDK3hSR3oaicBaqxm3w1fbMkdGEH5tdExS6+MSO9YuOw3kdMd2NXdRKaRW6E9+XT654BbGGUljNbmgFX3VhvS1QUYsFYtd3UMI5yVVOXVyK+cjeR1LgVrHm2T43p/GvMdyLW7XYS+ZRWw3UIRaazm2NP+4xcWm7Z3uLSNZTRxOUcWd1ITdbkMgS+wBEgPmvXAhJCotNWIMZ9On3KNEGtNCLWjr40JsJQDjqxYJaWtUc1W4AjsKcToNbZMjNsI0JY8BhO1bbAVyJhum6ZmbTYiFJq1ICnZ76dVq+LAJ86ElDseAIz5ETas7wRzYMzo1akb+NyBXV2byDTSh3ibmYGZSrdCe9LT6Z8sObT8r4i0r42MWTrB61wK1nS0TQ7FCdtbowbaqhghA9nz5m4Xod6yCkhhVvdCLNfT/qMvLDZ1dQxczn5WNh8AVnIlEUZXO0jIsZpfXMYPVH/HfrkMgV1gCZDLObJoJzVR1/vTiO9Arm3jxOL8dfxsOiYdHiDzfTXyC2cjeW21gpIcqwmm5bIMuRMawgNuYYSVMFrHsFj8yqbQr42OWHpl5IYvtuAOjKB0myHMX1ErZEUMZG4di4Oi6D2OLhb+ytHgUpDMaveDlG8NirkKCC8lCzzPuiRjgohwKoc9x3Ii2JqB0tMh+qQdbEvyBvL8zoIO71crQrL0a8IJ31RmOwZsbrUm41M3Ace6ajtalS73qxGXvfDR8iqZKDnbKNHdBX6+1eTqLpeRbwkGXsaBprwIiOLlHLvupIbE4eBs3wAMYVuVoZ5EJ5m2Uov81C3xXk96XKwuDNOEx9fhq4tdQbsXXJZLPXV8K6sBY441nrph0rsR9lp5eV4GyfgNQM6kqYPxPjyUsOIDPLeSEcA7Ct0L7r3AA4Cw+eGerbtVAHisZtaVFG3cHBEKbWl3lm7A82tjhW6cs55bXo1E7JdFmvMNUR4v0159w+EZ92UDCK9VItHxdvMcsvVOlGeXc8SD4tLONN/KTnrUM+wfCHG41ZqhT9umXKxRwL1Q/IsvzEVEoXQvzunFDvh9QyYLL3NrxG5pt7Rb2t3dGGPsJvACAYVOuCBlq5UE4lhNG1Dor40VsnQDHig0K14NuTX6BYW+GomYs55boNCMGUbnVK0+KPRyjnjuRHkGhd5KDe1Ttz5Q6F2uL98ShINCuxs3binVrqVdmIYwl7AQAgptafOV1cltEDVBoS1tFFdD3gBXgUJb2l12GD6mSAAKbWkX2OO6XNkZKBSTYUg6mO63oAcUislwBAWEfogADQp1o1sTgTn+bikEhWK9pNlaeq2AQhFV+LignUNQKODZYG6iVgEKhUKh0Dzo2uLUPIlQKAw8H/IkQkQoVAKYz7v5rUGhZy6lazgjB4VKpRrKCEiboAZIzx6hRMnEIJqTsoCAgEwMUoQ0huSVdMifUO3OqhwO6JIqKkqTlFKnMKVACm2Q2nUpkxSDFCGtS6CVShHjrEhRtPGTFINoTvrm6IRUiuanbYIaIMWTk5V+xRiSohBWK53wdEKroYyA1EyrUOpAL42U7FEWOdqzRyhkgKpIkFJtupExphijZQEBARkQFXRklhp0GHC0QxtD8oosWuaKATIU2yozY4SutNQpTDwQlcyUuWIgKkml1ENbl0BLhE7rAhQK1bro8yYJRAWdpJunK+2boxNaNiF9JAFVkYAgj4D2K8aQDwYItQ700mgVFaVJothWaRMDGCRpqUEHjjVgWqpNN5cInZY2RSGs1kyr0CVCp9XQEgsaGmFOQxGpNBSMo0x1Aq9kqnEo01MmpkYsTP3XfelSRuMrlwL7dF9a4KXbEpcO3S62tCbVlQjxdaVDJ5w9abOPIOeVKu0jqMhN6/RRlckmg3dXqnL8IzuEjrhsO8UeOFqz1J9ipDqjhDUqxNaeAcr0Z4lF95xRCDfCRnFTStTnKurg+eZv240ggKGUmAap60ZunCElCUGpAiQjMT0aEqVDnySZcaQ6SJNWMHqkycOW9ChN0oYskoR4YHRCgPbdz4sSJXo/L+pxdtz/F1n460GFLAe9JQixOSIUgJBBVhgKNbAhaIwSRdq3kOCJFnQiSaE+jQIpspMVsUiEaRbVD+SDAuaVIokeTbYhA2YCXWDQuN1EQ9AM2WDrLaAtkJxIS4KhO225M8cMIKL8AajFi5wZJSOCkaQPCYDzqx6Uuu3NoeYn5aG8OE0lEg7BQdT0GvCnk09/i7Gqzkz6MwRN/t9/OED4fz9q2Nw6PrDUwYBVZ9EaO3B4dLafdiLV6MjV2PqxW3EnQtYcz76+86qZQ0RLn0po7mAaen8Oh0h42vL6KHGiJxCeLkYs1Wjixt0HhJUWUM6Afid5ySNFwfLODl/C6cwzWKFzHj+DLvVgtBxLIrAeMyWXTX3Xg8VK85HyZM+BDnzGOt09fi2+504fOUu+9Bar6sykywHBpHN3nDib/+PQoDDZ4TDNGkuTRaJMQiJLc0enKV1cobk0Is4AD5Q5ExomaFeDAQqaEDngMDJR80P7M3LiqGGEG070r3LH16DQ6zM0jt/g4cRrIiNt+wyBsDd+bthEkJQbs0HM5jcIwD7lQLMxVONuHNFwpVuhm7MbXelFQJs/btpMcbUZBHMyH+/8nMdGv3P+Y4P/PyOI1GEs48Ls2REjAlBMkwZhCDyKueQJhkqE7eOAHhMjDxip1Rg2OCD1tOgtmo2O3IK80RhpxIEWEFtHRmoMmUBJu1rCym4yLuJsmwBy+1Vbg79kUZCpQsqa0JBKO0WFzOVk7dmFrjJAkM1QRPJLgi9ohA7NQ9cvwgDIAhnRkiSsso3g3FdQhNNr1E8zmW1lUPAxk4NKmayTGQlA2kuguku9YNtDE5Dt43JY6qgLaC+FarlNUOEje4igUCj0h4lfOMpDphcHUvLfSlpt1BBaG14pk7E+LDkUCoUukshRglT5qU3ZjGkpoMuXOI04OjRGaWncQ6LhxvAuxeOKFJGVLC8UCoVeofLGyohHXUj0weIUQJVAnC125vJeIhBh4XOrcuUK4JAaljl7bwkDiNwtEltJXO0mj8Zq7lCMcOnWaPXXRgxZukGKq/hlSb/UD92VWOFjengar4YVPqSBy10hXdQvlrdL6TUebqp5rBQG9xNM4wnZHGa7urieQQILB4pid0K9zDyDz6PO4+OBLxFhHsIRDZ/WkXGrtEyfklAgbUNhUL+LutEqHz2DI83e8oHiroWqvx9e18qUuiwP8v5X5fI40gzKUPb4MhdDO/+DejqHBTfeclnvoMjtbpf/QXFlLldKX9hU3c+szT1wRV3qQ4jWkqVD/QrKr0aC5WwkrffpRWXKG5RQKLSrkUVw1lOuq34UcZaL8lIZZe5hhdNdrhnfErTSLlebbwmG3WwPhGeBSR4vy2fOFLF5GSq2siK+zt/VKcmPLt/cTYvIr6K2LudIvRNlpMf1sfKosa6veDH8wBaG4yEjBTh0gj5+/maqIjmHoNFWe8mzsZovtpWUIRpLyaJxTFHxFCdceU+EGtebqtpqChLQ2BWPMibYjlO1ngmi73haOhCMEUykzWN/2Tm6iMc2fw8Ybr8cRX8RsPrXADktAWzB3eZI5kuB5rzuBINjpba2n1+mfjKbmMu+Ptnpqj6df3ORo6vezL9JybxhChp560+ePXYtBDUhmze/OnmWcl54VFTI4y7LfEEm7VF8TujCOW7wG9Scvk454jU2VD6YgjIP2hnQVyuRsHQL7lZqMT51o7wVjTT/cAH4C1ycV2PQmBUnwLU1CiEPmWCkAzezHCuF2dECHTzrS83N9jDabrGk67fK0v3GduQvnk9KPGg14Pbw1T2LcvYMyauRdXK202mr5bxsrObbWElMHM29cBGZNv8FFel6UVd5z9eEu1x/viVY4a6XsndIZOlo1CfHogbZfkJaaaxU1u/UrGVOOqrGfqlwOQXBeN2IDxkTlN/pwPYuIMijvnAjz9Mu3Vzu0cSdJg0PN928lB6TnzB8+hQRQy6Hav335NkFHpS5HOCCxm6p4s4BhJI5+DDUhn15+grxxtvmJMmZxWLXwIKo3xJ2rpIujm2lVuJTNzuWXkxft82DdIj0YAo/h9nFHhzw1y+kGlIkICBlTLEPTdVSkQ1RWGw8R4tZUYKHtkbzcmaIBY2nBUcz8KM8Ci5nMiy5wYgShLgMzjOMOebhVC0H2dGxqv8IfXpJgaj9EnO/kAO2bVB4JxAGp108qcvZs7erezb7BXywTTyT1k1Prp9bHPKoMT0d1ycEnmyU4307DjGmRJhe15QkDR/n++x0ZT0L7rQe3OcfUOnoElmaMiaYlaZqkbmV2oieuvW5lfVDTzVY6UOuwvygRnPSuX2nxsUEi3GqFps2JJtmrgQusqVL1q4rAkBfGz1kaVbks8IGtJmeS+zkTsIBHRzCfKYSPO9SwTkYwmv8ZAE+0sLpgXCHsOVh4Peg2LAiha5bxyg1oRaWzDdliX8UaXFrmTZf0COxU7yN9aCWZ77uZbpUnmHDvWUfpbChuSj33Ert7ambFxo67oeBz12uB70l+Hm3i4zuoGizASlNyotTuGA4FWkvZAK9BSVwWm3IYxbJEP/rgeEZtGyN5imjbwyoylgOvWezytMUtmi9g6IH7XrJWpwi4ICfDTCVS/1h1A1WjPDo1qiNrkYmyVnPdj/pMo+dCrwIJk399VflcG9lWiqvECNiEnDB/PS4N9SOgru62kp2jtWMcRZWYG1Ajoi7XJy9JYig98iqshwoWL0Hpc2WV73LOb5oJzVNN9tz2Vlffo7GILCxKtG4FsAY+AsnkbRNloK/i1zMtYDxhmQbPgBydEPXxO/UXMGcLrK/M4TxJuaKn9BAph04NWq7SwHZk/JvGyJK7y8aF1Ao9HGXijoqenY+CWXYDZKrrdU98RfIoKv1nDpWk9AVk2TxL1Tyco/TdprU0XOLEd4ERfpqJA2chVTh1T1FcHbE31bbeeBYTcNtpWT1WEocn6ND2E1fVlrO0Xonyj5/MQgRzmSX5bJdivwLmeA3ymBxFe2OVpGp5QiwqJCqcvphCxXH07IFZ4L4QKaIKfk3E7VTFKH6ggxItHjQ2N9KQj4YBwEPxhnzPEtOzKfLPgjZiW8EanPCRyw4BuKhbFcHdkI274xFYU6YN+fXxgdYqlVkq8QLmb8l6l6NpIOznQe6bY6PXyHyyIoT8G6NUt0PQR6G1MRbLaWuYzX5tmgyYTmWD9wPEfVwVOST/z1RYi5YE8dKGXA/y5RotTKEtxCjAhQcao4DDQwu10n/g+L6q6TQ1WsR6NYmkDCQwB75C1P6FdIIymrk+/Qy4XRw+96kougPS2WvmBOTBbrAhaq8lsbs1ylF7XJ5fUsQ0AnZmMF2Lqr+agbS8onCB1MszalaXTlTxJfjaTHwayAm3JSyflrMyeC96DJv6HUGc2kOyo/yOPodDCo8evCCJ6aOtQFoO0gS3bFSGLafYK5kxQhzbo0C9hcBI/8aoOKHm3M5QABsfgBNj68wtPGrFUtZ2uHOo8a8HtenyrGUiG4lmRR5CpQTxzF14FhMje4YFNIXviCSVTyG+WBcgjwopzAAtUT3w2xzKzXOT93kftXg6W4aimQxjubcxtXEAxlIyosCIDwLTMzN9lDQUp/a+qXU5B7i6C6lmrVWmdbLGFzfNUPGx3pMvbqnLmfTbrwa2ZazkNT8zdSArAsVwFcVAMnatjVHhELBIA2autt19i0r5F0vhO+QSPtmYeUcGmT9XbSmrZw0PRXFnFzISNpl9B3Jihhgf6cmU+aUy/sUTx/CkBWXmpWexyd5uCmhS+lxuZwjkTtRgnkLQBf+VOBQ9kOB73kXGGy1n2+sJjVjgklP1aKzXWN52Vg3hH+jDbaMCMBsP7kcaqzU2KF+HvyFiBB99Xq9jQ6RH0YVMxUa5g2/aOYMETj/BMnuLdgGbxiAK4v4qhDWxklf9cT5tbGzVINZW6VNfkrC7aow078Nbt+gDpXDReJbqUE/JaHggivEMg8Gh7eaAcs/hJi1gxJnN9GJ5Bf0qp5WCMoxGJL0EY6VedAOiR5MceZZTU9+NmDD/SpByVzYVCZaKWzBCmGvRq7J2U6z9+2I5klHbLLi1ZG2RkUcrEjWQ1jlshAtpQ7EtP1YXuO7ethdrxKgfGeLzF2uIN8SLPyIOpvHAMbCYdAVyJ9bVq/LA7KlFx7+YgWGQ6mo+Rtj36teEJd7FHGnySyHm6TzBpfmyAxvbaOMTs6i9XV1T5pugkLhc4tb3aRCxueyjvwnbEbPCCQiY4J1U7XmcM5l9Z0aHxgTDM6pWgEM8gB5KiLFB/CzNt0fHdjSkMP3oIxcSi/acG8gLrVjQsNFG5vpv2q9OhUjwC7BJsCt0oj0lATes5YE0GY8SuBFRrMDfnK9QyIu7Xr5gY1EInygXVXxKsit0S8MhJCJWwFYA4VCH9agrEFwVrmV2llP3fzc5fLrLUEmN+MzoLO+tuCyBSV+BUz0tDgSjYEqAuaaEnFDMuhRnNg2A89Lrp46FscuMj7OS1VHXSkf14dCR41BcrWX5hyrSXc5Ry3tRNnDZXPk5i9k1WG4AQBPYqwjjRxi5q8jM8fTsgJnhshxGip24DpUoltCPTp/e1C3Sh4b/S1R3Uopo/FXGvVqpCTOdhJutZsNjtXs8T+oC5iLYdr/3CrgLQrUcoY37YZcAl0wihrOMclxjXLFr1N0PngFEcbRGMAJ2dTAdjD8Bg+w+KBd2a+NZViqIeuGfDKuYOFOUcKVW6MrpkDBOo6pBsdS5nArIzMbLav8Bow8f6eA3CVwajKcH37f89J4RCiUTNg06u8lCloIPurugAG6HqUhfxe1aSsbWbnMNPS8vjHMsKpTtZwcS0jJNjNS8jkk7jDK3mMDB7eCYij4YTQyUzXjnyJRvQUbgV8bA2RpB74r6DvyOASZfm1pHpE3eSu1MJ+6+bi1DKH8g0iVW0sU5iBD0rxCDw9f4zPxC3kHnoY5eBuNmLKYBonvChL3sRiMXo1kk7Od7kMUoXEwa+L7dgjJk43CPpZn6F09JNztuvqW9fJ5jSD3ufIDCoWeSiMuFwLj+5mb4BrQ8L1uyyVbqrv7G+P7qrfqc1tlPoBtwuUe+06TS27iz/BUAuB0d3e32/05iK27PwexdX8OYuvu7u7u7u7ubtdtbW+7u3Puzt3vvxv/b9zuT9b/trfv527c3f13t/v3f23///Z/d+7u3LkbH/ffjfHfffeX9r/tbf/vbtyN++/c7bp//9/2/2//d3d3zt05N8bvH01j/OPuu3ff3/a3/fxufNyNG3cfv3Nn1/37f2//f9vvP3d37m7cf78x/nH33bv9b7f9/nN3P3d3H/fb7f9//9vEwmi/gFr67622j2RjNdH8z2t+efpaJam7s6IFbFvHrnSjiDB9o5BCE4IK0dQwXDLm15uqtdkY9xN4+mgVUDhulbbYUxJ2jfsbcli7LAvorpdkbwVOvcxDhNaq8AZ3P46IkI7SEse9HBatdlrj6fapLaq4UOEUd/sqGSM464jDtn/DKxNf8WOo8ws5N2A3xbZfrVDB0hCGfYCDpV4BiKyt1DD11M1EY00S6zNEUxgThFxTObTxE4BJ52lx+EsN4ir22Op2u6q9Zc3Rrue7gxQuHOWPYOPwgQArYtDS1rEVfUQoNBKTEB2Otj3qqxm8vzmCbLErELQcFjXtpGaSqw0Up7GaY1qGnkKM6K/TVRGkTr9YBP1qJU6Wcml/HVEjo12S8fdvSO7lKpAHukpGi7ONSLxKhi5nN93+o7KEuXxAs52y9aHfMLS7XpO+BUjnMxwsyIKuVrbaQVoaq+nlZmmfzwoU5HJYnu7EhsNVHKJ4AjWothqR6FMSgnKckDtd2PekC8/iMItGyr5aebEUrC0rTjjR1iiEVsBC7HERbGQtiZf9F8OvX6wv1/HLRcYk09DUDUz2qrKmE5TGE+GFDUGJOB4kDxhT7PFULbB+IbO2bH/mviBr2Ck6DLjVCBU9ncI51i34nyPGvhLSksEu5/S1kS5LMeh5h6YSjRGjihQ+bx3zc9erUm8ByikBZXwhpYbGsUZHhpJi+zO6Ma0BSmJXI9/kbCcHV/tHeqym9iv00vSBQGIuhyVBO7G54B6xA+UvC7rO66EkXwqO+AzLCfhPIeLWr2zHXyIdXiVThbOcT7ZaP2aO1cwth6XsTmssmwXc5Q0I4jmOszbMuKNEGSAkv/Ih+HWxEXb7/PzauABLOWTIihfQ3Dom2E9zkN0iy2FbsY31tO2OCtSc4wjQqDHkbTttQRbTS7KpHDYb7Q/HsVgo4tn0ar3FIk0WZkt/mILS7oe93hrM/nWydWU8MbIEcbEBgXjAihma2jrW1q5XnG8FQh+/GvQJNDt6yoObHMgJy2fYCMCDVVMbnsCDGcLxVA6BLeeIpZ0ohfxVo9w2CeSkTQTYWM0kHWPKAjuyU3AERf6uAlKCJm4FC5H6jZP5wicUMhwEHLdSa/vUTU9vmVHv2rl5lovmZnWgukrmBs46qvzfFTQ5ixOdtsFZBYMZJHyVTJicbXS960X2rUAq7wYFzsFObmvmMkBjG23Rel5qrKb1eE3Icqbg3uWw8N1pDQBPwUj4BQkstRWaoE+nWZrwRyHGG1Mj301p0IRjYPTVChMsFSGiG1SZOAqxr6xo1dnWKJIvc972K4tqLJ9JFw2fxYzplnkDAwErCgDjMvy0GFNqeeqGD1AotF88SrZSLK6XsmppOLQCt0Jb0tOpIBwAl6b71UnShoF1shYYJ31tBJOlErDcwyGSlvYbVpTg5NYoi7tegr0VCKMB10zKSRyhwHNVLV7YoMVH8ODqDAsauxqZlbORAl0tor9jNZm4AezI/p168RZiShoq6u9yWLK00xqs1mOU8509MtcjE8R6/i5to3nu/JV082okIc56ztlqMROP1XRsOccSd1IToeUkdL6AFSIHZJPCTS7ghQgTdUOnS782GsFSCjFu6IEK7lqby4oZJtw6ptZpi4Z+gQ0dJ17CHBDK2gQSM9sFH5i2YnPUUzY9XWFOV69xNQbY8jBF70GZ2CYyoewXcK9FgOHorzpA+mvAY38R6I9oPDuGRF5vmzP5K8Sww9AwJH8mCpOneHmPY4Ggv1Dg9wARJnxuUcebnhC53GP0TpOMhyuid6mnKF0gabSflWm7XU29ZZXUZnsAPetLz1bLKaWxmoj5ce/J/9A0YSyYFvsG9KoxPAD0NBR5+iyAw9aAIzSOKRp4ihMIf19DFxGEE16c4tiAlChhRQlqbY3K+Avp5LY94ek2Olh99ZppCnckv0bJytVJkx7UsNkm8hRpB9Yq7XJ9fUvwMj9wQdWHXV55cvP6vh1TbTVjAf8QgqfO0FfmSmDYhmQk8hwnAaeRaBLmijprQ7Kzv5yVtFluZPGGCVPasEdkW6np+dStr+Ue39ppErHFDK3uZWjYc4sWugmKV881LuomRK0ePKQD2+Bj7BeRYXCmSBAyppjTqVow/paIsVUSgBxXy6mhsZo5Mt/VlibUsuA6AsbpNwORHInC5O2uWMcyHtneiaDD0hyV12XAvjaKYamGPm6bgC/9QkJ1XpIn+DLMSFa82mxrNKujDrU8LoA6vQd1AlsewnXUWKTH9ZnwayNVlmqN6cMBWHCEPFa/ApmTcYscTwB3dxWBlotUMhuQUptfp3JeU6PGDJjptt9Mm30Y5YKpyoC88HG5RF0NrZDJRv1G6upDxjH4gBeaLOURpMYhd6g7JJJy10uSVyGS/U2K463UIn3qpqKxMhZFevpGU4tPMON1tsuutpHnOMxTnAcCgcpFMOVuAVHW1Ugk9gZOQC9b8eI4pqp5SpNPJV369FvC7tXIwpz1hLPVWsrTWE0Yrzry5TJngu/qoeFjeX4aq0+AowXgvBees4tp+LG1hOCosV+inseXI18i2rzbtfYtK5fPwOLKgsYOX/a6+YY0WRrwc4oXpSQ+rdCYX8ijdLoCWC7gcszfBFVflSXjLdjS/MlT0eUcN+9ESXW5RHV3amGkXywe3BV3Z20F/MQAHOqRg4Tae65TtrwG9h5UGTxpyXsYcC77XdTSNhYiZLLPx75iYVtLI6WvU5kZUwxFU7WmbZXm+CkJFGSivCChUCjODIHkeFrgMMOup2rl6Cu1DDZ725E9JQe1nZ8VfdpBA8KfmICjX0FLtJeYIGrDC3SwF8bQhmRXmIsBkpbSG3O4qR8ffYLaOsiRooQObY3mvQmKtOcWI+A6TIKcBgvCPOVJZuOYujqCR65WYehGYylZbCspRWQvmdC03wy6xj5a4ZZhkkimMVNXJZk1dkWMLaICaN3kdvY5NRv6hVTgslVycCu1Sz11M/ErxAbdNkcQ5mK49j8oC58QAUG3sRiyRWrxf20v8iWiOJ3HB+QWZPhptSyDQA+O9Ay+xX4xMSCrRAUItlIh0W88NlqYcwITjEZTtdZwumDxOzXvqxVKWbrFoK9QZ5mNS4cu9JCznIU0GBOMzalaXZqQDZpsJ+cED6LCnuooihWvmm6Nsl3ACqemW9HiXnJyLRZlUL8l9rZKtPzod8SSrRM1Tv41YEV/ETDyJ0gYugUbI8YRwJAPXqnDdjCWnJAN390utt6ybvlUBw99YvJFA2YMWckGzpdFnbUWGp0ykZJeLcImO+Lr1T1PbpW2pqckom2Yt/mCmkoMxoHZ/QYoaMMFMTKIQJMVoirc8PJ9G50kffVy6L8nz8zlUK2vjWZZqiHBL+iVdVqhwmMJCGu0Mjz6OpUor6WR+1uhVVdBCn5DBM02Y3DtamRYzkbS0DWuVOVsl8WtjFR0LGUOV7v54VhNHhhIkT+3KtHgLuGg5O8bWQsS5sg7nhRcjoildkq0vZzjnXaiRHtYpJIGwWboc4sRugmK9HP30k0p+gbrNPlgijcfy1PTXT3cu1wpekuwTOMxqmZDGzY0nhZrzgzR1DimCuQpUPq0VZKM/L2EhctYyPn1D/HUQ4B4EBh+GqJKfcEuRf9x8eUtV7Zo2xjAfxehaetM4vubaMT3oJJgS8MHXY08k7OdMf7G2F31Vl8FtMNm2Kq8GjkDZyF1uZ9bfBwr1VstJuuxmi6OQgxcM6A+aBdQiJzAlx5Xj6Mrxx4JsxV0Yu7YQDLdAk/RnyppuFpMDI7VnGsaIrRkOyCIXO4xqp0mDWWqfvLD6JgDfnLhRcbuuD5VHjXm9cA7B9jIowid1yfNl5mXr1OQiDGhwXtdLoAtvbBwuwUjsKRGC3lEYZ5f8ZsU0u3C301HMjNOGPzFtPnCKn3wCR6eYQJIvDgiFPprYAtcViCupxsE3Aqw7tdGBVjKge2GZAIw1xSChtEDLlNa1PODyJFby2AGWfLo1jcPilcsbo1KTyPLG6azRaNf5ADg0BWU3rdDAp7cjDt2UYKrJ/Hq1UgvONtpZivlifYvWYeWe9S606SZhtJE0Cy6RLWVmpWeuiHpCCl8NAlsjW6C4qbnkKzpqzdEt9HBjTwBO4beJBQK3Wo3SRyryQNzDEVTtRB0hzCZ2h30BIVCxUSF3caVON2CbcafIBn2Bzh8TfYUpM30CHoWGCZsWSih9ww4/YWsctkcaSspoGm+Knz/G/IAZxFyqL8GWOkvAmln6Ch0DbxH8lDYqxig7XJ19pbg0yQj6vt2ZNsNlKM7jOny15EUKZkOZbafYTKPlZrQeAmec9DMxMQsrAH5yhap1DUgpT8spKBpt8vCt6x5FCkgaOsYpm6jA6Sv3rEmkWOuI5iAbBQN6N6gBJmMYUu9oZgtrluBpQkxfdxqZgT+oeinEAgWp+6xwAyjcapWj789zLaEim4uiOYJRiQU5G+Jw62SKnqYS0FeG5J9NYsvkQ1VCLPlHO3aiRKTpToUr9tCGoARqQ+xDOo5JGu6CYqbD5imfY6D2A9PQGYpRJlcbaQAGqv5d0MuO3KGHw06Rl7GjSbB/drIhqVY76+NalmKRSULTgE/2IeVBy05fDBOwK9Tc/IapVzjrcDChxD13NBsBv6AmOimkILR7yMjl62SW7+QCpoLTT96QcipnCxvoprkhopO4Akx8LgK/kDqV0+RV70Q/saI/WEUCaZCw/rgXY0sOGnHrdKOfEriLitKwHJrdEUzQOSjUbT40mmFJn8hT7OrXhP9xriirdS6euqWCGeCE6VfpNmCLdWFdd0223tQfrBlYZ/GcIBFp73w6g6KHN3tIqPTvsiOgUxLa+ggqM+2CDAmmImmasG5hk/+DBdeXiHqvCdXjmNqQZ4C5au7enD1WJ6d37iDkRvXNLlWor13YaP+qkxsEWVD8GQjxO7bcdg1cAF8xi7rXYl/H9P78Wrkm7OeYMD06dM2AlnIjYawfoPOQ7tcYnpL8G07YpCIfsWUbeGq0n8jZPSJ73Upk+EoOn7sju9diojucl19S7Dzr1ygawRRAM/rq8qXh/y4OAHzv6YvPUICms6gKNZphRL7gl6Ip2ES/kKegd+p7eVOETegUOjXqnuvoANuq8TKVr8lrofRMfLnkenlHN3ciTLFW7BB/xRpwuMUkLkCPSGKEe60NQqIfygWaqsZtJw9c3x1jybWYQWhBZkQ2mon0WisZt/fRWnSNgFAtMsl+C3BIg1X4UZLOX5pwD5JzCSszAm0LAKJAPswDocGpPQHL1KhawpcAJ0NAuHfSmnaEYA8cVegMW2oIVK3YBvST5DcfKdB5mkEyC33qNZOk0EwFdqMPowaabo1dTrAEqyWUBd3N0jIjBn24VStJA22CfYQU9Wum8MEW4oAQFupDfrUjepqIWVprCagWybLR2M7GTMnneDv1HhYa4PW16kjx+qJtE3j5+hYysBtpZk1nwLKDiMvZznOJ114wa8JDSnBdWhDOq+PA748hNVdPZo+lnep9RJ14DxeT6SVjCj7XdTWUnoSDve29itngPwVBZLMkWNkv5i6jt+vXIU5LUv0CjgIeNwYJG2CwDP9XiLShmQiMJcCIZfK4zvcG+UJ2azJdnJiWZHCWVvHJN1KbfupG2JXIy1xtrNBVjKksQG78Lg160dWnDLkFayOXxOM04dYkGADepnt92QC7gLIegyMXD6CEFuWcgSxcdCo0gbmPJ0FhKc8xYmHxjE1o7PSMNzszZb/PUlmLtgd76CIxd0ujBrL5eZ2Brq4jRtx8hgJdl6N1OZsp3WrlURtrKaN7bZGVWMPMWgcU1N4ChSrbWUZssZSFj5EH9nBnEDoDBuufIQfhrtdGL5ltfO8CJ3Zz1iE42kpkzO9Jt1sD+GzwKY38+zxLAdo/mLDhUM34XyuAeAH4IByuUd8p0kmj+vz4FHRADfRtXUqOkgtiKAE7gFWI68xhNR8n4hyCCyhDRF49Qtp5bIxwupXz6G7QMBdW6U5+pREhEtNMp3H9ybb0QlqQjZHuuq98DfGQU4XY36nBgve7GPkd4eS9HVKEV5LQ4Y5JqOpWk99bfTC0iwcfZUzBIsh0QQT0yIz78BwowUDBeVFkR47RiMiLYXmdbi8szbUsQZvONSAMccKnKpFQTECn7ZGcfQrhsA2zQOQvKUOm/7LksHFsE7/QUH1W8Jwq6RKoD9BCtEt2Bb/BElKt2A7kcNg79rGGTX9YqC6joYuuQFgw/kmfOi3xJ2rpEthB7gbO12mH86O0PHqHiF9COdHJnDJiKW6L6/bKulDpdd5dpVupabXU7czt5ISpadPBBoRCh2zR43hrx5F6jZBAf1mmmRGxwgyTDDcVK05mSAUNJ6WML8wo7PTMBVxlTNxfiO7pq+NTVnaIYoxwfCpWnOcpGk7oBOPvk4dyWttul/IA9s2KJtD+cD0i0Af+M8Dxs/InNOFFxJlOU0//4DlqMmsMMGKEyZvjUI14Zda3jMRo98HH7ZcCNc8Kpqk4y7FDMKp8cG4D3iS0aP37XjyBi5gNAoD7sf0+nRXohWOAcTyhI9Yd68E9RYAl3e5svSWoItbqV311G3SmCNot0FXpA3vOnOHH4rakEwrcy0AoHHsrchShoQIAFGT+7EZbBxTNPIUJ1Z91eIlk0FhayfHUGKr07A0r6GGkz7jUehZYAnabI+Xu9Wh0BJEnEVZ8fLDHFJ/kyLYVYiGXY1Ey1lImO5nmcVjpQpgxQiJbo36/RDC41YzHnAiW4wLbu1oPkpNeU0iJlfr6eVYTcGDaUE7RCAEbTX0JfuAy3EWX3jagJUXlws06wIOLC/neKadKPEa8LPzopQ9rt4BIX+VnLnLxdhbgnh3vQzoDopw5/G9yZeaY16XodjSC+lHvIqdgSoEDoNC+SsfPpfh6AkjcnCITPREhSNCoR1jkVtelMlF+1WVZC912Gj5rGDyV3MTU52x+GH0SQ/YchWa8XdSyOHeSrSUXoPD2ai2VNiR9+04xJONeLyPzhSnCcR6NZILZyOVcNegZR4Lx8NW++l3rOaM3oOaZsvDO1f76XisJrXlHP3uRIl5uUe3nSabtN6apayHjFK3aGvzp04S3YJNxZ8gLdl+jgFyrNSDAI11frh55XSPgnSAaZADUg3BTugo9QoBj0dwNfO6SidwJR5tt5bpxD+IaPidGi7MSecnreTk+ruITRp3COfv56HkWSY7fzNFZhWShV5IB+SEYQLhOzOML2RyA8NNtdfLiDCesCxdZyMrX7phmQflBH4wLsGvViZh6ZZY08X4cQFme1mRQt86JqnbBmP8ilNEzy3evenJmh9G3WAqd0ZePGB94AIhr0bCwdlODK/uaYSzZ0GOlbp0P3lgaLlHtztNJm6/vF36iyCy0zCF/MKMR1vtI0PHahpuKyPXHEuZ436WT3AA2k7ABK9VqElCodCuQuzqNyle2kqtUU/d5izNdem67NcT4khpNjd3IonxbDsUXRgzjLOpWnj9gVNHRw1dzgmRoGkI6uyuRDI9ppeWTYPx6p4Y7XVpQYtBFeDKQ8DmG5IDT27W6L4dD7Rpiq8ugPEXThnXQia6drvaesuq5e8iLG2jAQHlAsT3Gd7oMjgdegPf3RQrXI2jwVejJTk6rdBjX9CDapdL7FuCefLW6+KGLACx4tWOtkbBLtgVhhO3GPWJN0Q+RWEK/iEkTVvNZGiyKSb+QavQBjZDD2ZSP5giDR60c9YlsEr0AzcE/qI524YAEYk5xneqlpOiBIeXUeNJ5pSj/k5NpmxXd+CEbHJ0C7Y0/eS5KEIcBX04INOxlC+2lWlStJzjZztROlGd6ejDaJN2UWCwnbTgfm38wtIsBr8CysJh+MIPESHKAgS5um3Oo1+9lfJ7qM4FBSX+sEWALGVBwQ2LdOKsrD5/OkDpLfoEjQiFZp0OOWnAIznwkhFlmUAcYR/WgdBWak2fkkDQVk9pnxJGaUI2kdjOhYoujLKA56jSLjRECJPgY+urFUlYupWWeXRVC56woFjV1NYopsaanXEbLZnQWEoWbiVl50lCPN33hBFbGsHidWoQ9Hspx4W6dHlpZEPGHGtqqlaFfhdhbZsLhjCjYk7dIKZfLye2JLwU5EyIAPSLPUvOEGDyGifq+pBMnvzEt6APo1wyVRmQPsygIlcpGbvVml5P2zA9Ao9rk5Bz6mtjV5ZmFTZh1YrcN4ZF8cHVrWQULkLMtr9UOCFiabpgm8G2moGQfwxxcPdDWG8NbjaOFVCZ0UCVu515bAlui7oauZazkOi4lfiwHRuVpPt2ZOXJTQrNFyhLXoPJhbtt8HWsJgUVfzEDR0MTvXQMyM7MCJCaJKM0c38xqbWdGqcMiYFh12XBbGlOyfukk1jNmSNWvGLS1mgIfDhIswcDwBmk86QHU/Rh0HKOhHeixLPdGpBzrOYX5kCETxv2IbqfkIiNlcpqFXIOj+BNg4zADJIfHtngajnzNFbzdbekQdMvBAkXlFqDEzPVaai0I9VvUpi8CtHEr42FWGohRbfJ2PoEBJ194MF0q51XEYKgW6OSPwQTAkM12GuXS8S3BPusUeTjfIWo/M1khKya6I9GGqom+5HoH8609JjennclXmXMMOmpWkZ+uOkhBwhz4wHo3tMh+vq10USWZiDUW2Zfd+0i3YptxadtbhckYiHrwOtLwKTlbl9PWgss8WUQPl8dAyNnP9/3PdpmNHQWHYxA4kUIgHTXA5pvEf69Lu5LvmTJeLksPu6EhsdJEOJxqzlRfSFv0NMKVbZV2plPSeCuevzzN0RsP0FC8BZsAXQBBwEuF4gGIyrg5TIebcGYY2GnaknhS0RInse3BKOJZPc+RWzYzN2LV20EwVOasDmOKUF8pArQA+dOYEUKE24ds4Th0Oh44ZEWa5UB/DrV5GmF8vSFvDluJbE2xzJgcBRsProBlI6rreR5rObdW7DN9RMkIWfjKrni+bdE4F90YWwolAGXwhWtv3JESLWSNv42evIYHmxgR3fcPI/PEb7UpHA+vwBwG6i8bVuByL+QBLZWFXz+ArF7NdIFzkK6sdV2vh2ref2NS2CYigYSxzHVeMoTqtzgg5gf2q3hSlDphmRpH8wThv0ASDLDyfKEgQ9+ndLiNTWbvzZGsVSD4w0pUbEESlTFCYC3Rqd+aGQOI6DTmBepODogJTYZihXwOM5w5sawSb9BaORviddVQmXL3ylMXDpHUBQORd9AmvM9SyDZspDK96A0/xZKo90chPEX0mrLxihExhSzPFXLQ34k5uh3AEw4NsbZ1tBklzdBeT+H5NENyQZkLilBP2Al+4oA+AT9eoUmry3oF7rpZRZRSm6l5vmp24pL+Dx0N7Eev3rhvI0O1StwjfgaJNYBPwXkxSl7BzTkJyfBCvBqJM7ZSNB3RaN8zEuW19DjI2/xGPxrQPVfBAi/B0UmW14R73Z9fcuK5l0geg59gKdywMqYIhS9jQ6UX70WPoekz5ugXPlUkcohOBpwF4UgfAAaOZdzvHMnSrS32Eb6E1mGXjAlQ6cgg2ypPMGGe5NsKzXCnrqFuRSi2nU5QLSFLmpa7YoBCoVy0oH1nZruDIrCNBqcQ0ywJ03VKtMdFEW166VLT1uC1hsBqUVMevZXWp/sWbWrezq9DBHQflcN7XJp9pbgVJvt8dNZX3wabexKYzXpY6L214B7fmR9wk1PT93p67hLQx0VnXaOnuP86iboXtctcDGmLKjxtFDBmSBadJ6kOrxHSRY32tXIOjjbOaD9tsJgyLEh/ffUBnPBfjUCvKxe0YBCR42pdVyfxb669Ow2IHXaAgIrrYapEntuZeq7pg2d9aWozfbAwZkiaDSelggYU8yvqVoj2usJr8UU7cBxMPn13gvLtoIxhH+kmWq3S623rAG06yWxOyTygrlcz/oP6kT3pKXWWtKJscCJ6RtXgLAUJHSNgwYWK04g0NZohn4LS9AQDgBpQjZisJ2LHHsuPDShCCt2dYeakE1gw00tW0qPTV99vMBYcdotFyemC7htaEyFJEkfhi3pucBB3SQnShuqPcIfoFC3skyfxlIOulpOPI3VfPtOTRzM6aICjyfFfgW1NPXRCxMKu2wspQ63MnLbL9QOFzJQTNvka6pfTwC0bQ5c6HcR2jaBoST97tHS1bInLJmiTVcjV+AspMSu7qGBs2lb7SW3xmq+aAx6DGwf6d01NkSJDhQrgJEQsOo3UxSyu6qolsfKTOUq6sOomvac7ME4AnhQjqT8psfXhW86uzAxEKMgE9bXuBn4TMyVvjY6YWkHA/12mdhWURQg/yjC1tYybxQnsGlr9ImIJD0duEVOY6Ww+7kl29gcALh+HG37MBokU6FlyprI0tU8M9oQCqKsgcCUfE2qrrFCxSQjy+7bUaWvhiIz2JIqfW0Uy1INe/pVZCiFA2nLWgS1ujwhMMXkNFXLw6EEGhoPRwt+cMqJbods6UVk123/tNVMV/4hxEa/RRy3VS0y7oSBrl0cuICVetp+ljFsPzYLcgCK/PQhDS2ZQdjaH1ACdgmtvFe9hP3GGHartCg9JSHXhnGk2QIdga5GwsnZzgx9bTzLUqxK3bdDLU86UvwGO0ddhofEO1SFNKawbT3JGBnP2oIePDIoA15aeVfiWI/p5R6MU5AH5aR4VMyb5sIC1Bj0GLjL1ddbglAaxgIIuVK0R9flp2zphYS+YUVEtmImfZrflb7QWdl0k2Q8wNmQlnssu9PkYlf3JMnZESq6GmkjZyERaD5okPxGakjDtRB0KRZW+o2x8FUvhb5TEyRzzkHoO0c5mdON2zDA4MmTIF31iLkrz2CW1VNSMn0iMlFHRfE67hJPC9ADoOnaKo2ypySkjdUAgEbb8s4CS9Fme25kev1pPC1negNaiS5zpAETrNpULcpAOKpnxDjrsD4KGgQGNjJwEnXVURIvjKK0H40uXA4h9d/TnXa5pr0l+Ha7cOkOihhb7QCIvhAmp10uLN8SpGs5xy93osT6cOHXVkyrnYtFTcimS8O9ZWmpPCONos5TMxjD1GN5Wt7VwwXZnT59fUTQcUj4PKoxr+UeodppslGDJZjxEJ+Wuk4LEWOakXXlxDlsLKSTW3kojaWc0XZiV7AkBmpcraU1jdWE0XBvZi6VR9h3arwwJ92eVFHIgH4jzTWNN3h4DhI60bJCjPrNVElb+WhOv4vYuhqZBWc79XR1zxucRcPNJqDFKbTB0xqsdj87vOsoPKDj9tDop0hm3WINUVupBeqp24ztY5lK/VoAawpM2DSb1osnMQjSMB5B+y/L8aMjSX0hz0mnYTb1BUo6nbakbqvllMMMY9JUrUJ8manZeX1ijQEjehqIILgOgkBNw7rZIKiE6DA7yb6Ql+hphdD0mJ5VdyVmtttF1lvWMliLjkj9F6OzzaJYOmvRIq7iRk3fIGOFpzzh0jimNGSqEU19GA2ieEXV1qjahqu1IWJTvzGm6Ko3RZf4IacfnPXANy4J6MEvHNrtgvcOihq1YB4rGLFMr12uB98S/GwrNaxP3Tp7MMUcPFgHbU3NXl+nJjs6YO1cg9xa7rFCO022wRTmDLThICPtAgupCcywazomNzpAppOhWKEelGCo67ZIsKW6Mn1tbMNSLL5uUKHwKED8cLWbX43V5JF/KB5qq5mzNjSxBHsIg2ZFCdG2RqmukkdsvyVsuEnQ5Oj3xJA2tFQIS2AU0TOoYMCAxtY0VoqB+0mGrJ8gEXkLNhfZkcSe/nukRpsBjki/lsR0345GPMmIMnsRe2o/AOxo78iR0i8iQl2NpIKzngGaw5MIx3+MtI0EYDCZrgJbNkZB+oW06vcuhztEzkFnASDjZkQsOwvM8GZ7TuRJR2ndt0NFQytk/QWVEVstpsHGaroQRNnWWMAJOU+TKK1X40cH7imEh6QR09YycPCPIm7GBDPTVC3IzDXloA3JBLigU4CImxMxgJCi2opHpjwiTKK+ku3ol9Ib7R1hFowJxnaqlpy2SiPyKQm8bOkFWNflANlSFa3rymx14aQm7DbAq6kCZb0EHb9Lzbrn8QnCl0q0z3u15vQ1N+GxSk1yEDEP2trGpXgVo61Rsj6MMmIqsz6LUg4b8POto8YAPa4PV2PjCNiqyfTiC070dYobXI3V3rlv1Pw0Vops+8lFRhajBadtTJHyqndKvzFa4TByfRtsslmyskNXtSo0ga5Hd8EIwK3UevTULcsWHNj/ibHIltc3vQeF5RaCqGi1JZb66gdLDoPhod9Fa9LKSC2mQDFyHFMBLJ+hskyjIWrUryRXmsjZV6mwvIa5AwqF5kJTdE39m1wLgxlW11QtIIoR6NwaBXxXj7key8uSGcLA8bQAGmKAdrxOLYwp1uFUrRU9mEJQHqTThnXAEHJBIr+Id0d/ARDgTVAMew6JZ781qLZAojJ8gKvZcyAIdWAmuywkK+QuV6TeEiTQWMrrtjL7uJbGxq9TiH62KdZYjvDcASUMbWJwcLunyGucKfG0Qjf6gp4b9qrxdMMKaPqQ6kqGkKnyVmlIekriLtLlcBtSql+9U7qNzlgb/n1lDhVczAVL+L+nbdvoCTnSA1lX96jJWbS6rkZ6ydnOyL42umUpVoufaJCkHWB4uoYwUX3WdnetNZjdTmy42khUx2ricM2kNR67+aIJ2VyzXd3fW7Bp+8nT01XyhexvibrLPZpop0lDLCTP9IGVqBQnfN0averBJyD5cLDwc3wouylr+y8CQfprwNxfUOLDmaLuesYfq/ynbOtjZVW6ywucFIonyN9LlO5yVegtQU67FpROyMaNFsGZj7+XmvSdGh+Zc07D8/gu4ctDg54nZwbmk6YHt0UN+XUAi/5TFCU7Bo5t2Shd/oVc8LUTP7qCI1//QbllLle8t80J0leI2KYDVOUBqkHOoKuRT3LW08JWK0nFsZo2tls1z2MP7WgXkZFOwADh/QiswGCi6Fru0cOdJsO4iJTgOTYuxXFMeeEpT2w8BaQFrYCII7eSEvBYyhW9J2FOtsQqc7WYOhyrOXc5xzntROl2a5MBGIihG1eDBzckqwrRgcoNEzR9bhGwm544NtzUzKX0DB3GBg74E1NSl6hMcSpFjY2nhUPOFMElnTTF/DsI83cWCODOHOfXqUF4bTLqV+wd3GVeUr65tb+U3B1WgRcUZHDD3sIfwnwqRri8NYqj7Zp0yJDAWOVFxiIH/MSgbUNg7u+iEV0HpS9bsjPle1B8sGWhoe8RieI4Eib9DSDlirEubmkj+T8taDt5uGsXAyb1kydmt2Bb0w/iLOoSF6pQKLSt0qT0lESLvyXqXCVetn1B76nTCj0eulDVeNULmGJ3mqq11RtohOmyOFbCeIlwG2SudIchLBo3RV0iAtR5fFtFQ1r+4pVpsxwPnvUE79XIRJz1PPJLWroG3KTOdvjR1T8vekwv212JZR3FPNEfOje0y0WhtwS32s3JYzV1QKFQPMXJhMYxpfc3UwWyLCBqtOvlxzsk4sLZWSwPRXwPagWROpc6EDJEu10hvmVNozjhbY1CNVucQD2hjZrfWLOEr8xt6ZMm5Hkq6PSbFC9dhejVcZeUj4oe/oUssG0jEOPt6qwLLd8ckFIjvDjF0Rqbx75OYekUKsq+oLAyU52N/TAKpVW0VTvBYgorSdsfJuD6G7Zoy6jp2HKOQ9qJUsyhOlL8hd4Ml9MyqrFfS970JMfnFoN8sMQbJuSAuy7zYUtzbzu4BzhStrNBNNLwMAeOrvYSXWM1X9yw8S1jwbHdkCwrcy0g0zFMKMKOUPj4ldGf/FXIhavEMUu/Jf5+bYxmqYYwb2CjzeEqmXARfHnTL5+4KpcSH3yEqcet1CB86lZJeoSRg34hCf4Kse1tc8ZccE1C5qHD8IZkbJgrAZsDfnrIi4xvN2S0g7FylmOIweFpDlZcQ5MEP4PRpfmERMGVOabkH0LW3Gomww/L0mAHUAxkxSsht0a/um/HAzy5aeN+jHLkAKhmQKHQVotSeQs8RPQCB2SdwgmQVyPb5GyniG56sthzi29bqR3pqduUvkJM7LY5PXAlzixd58dGW0ghptXUcP2LgIx/DeDRGQgre8SW2MHgxB4ikm3bBrWiX8gBXY2Mw1lIihgTzLKpWly+BxWXLQ9xZ32FudmeS9crtJjvLFG7y7XkW4I18jygbL0ggQGwGKhUFwMkBQAweQBBASMXAAAAAAAAwEDBIAxjGVLwBxQAVgUAGTQAAwnN1IADAZgCEfQAgOHLjWovA3BHzrjIBRiTN3m52DR8uYtPwSxm+HJQHDmjLo6cEQIDGdDNRgbi38gADG1kYOiEeTPKWTjjXGXycpdsv2Ro+HJIdzGgw8MvEm5froZRDFxq/uWh25cj6aoZ7WjkjCaLGODq4Zfi4cvRwnD2Iz2HAenbZuy+yZeCDF8O+vgQBuBcNaPk4ctxtfey0OHLmXb/AnbzmBktT6/3NGxfjm6GX4p1jGCOVMNmlHv5AhZNvmRwAXNEnL2AOM5ewIhjZiQ/ZsZw85eD8syLJOcvl9naBRLRCOYWtPQCwinMxWRh5wKT2zCjvZYZMwZzzIw0zVvggrGXD9/BnOiYGXW+9ALyNczlMGyByYOY43rmpXo7iDmoll6cNIi5MLtexsktWUB/yYxn2MQczBkLXPzqy9FnMSfBDQvgXC+jRR7UpNfLWNOAGS+8A/NgEHP0TcFMGMccbPJE5i4dhGnQSuZAOFcBOV4vIwm2KmB3qwILBFukQU+XEWJAckQWY5zsYy4qzxANZB9zsEXTkXtPR/6wjDm0LsaIWsZcdJmM5VfKOJxBCpAxUcbLL8YkehZzZu5G7t2G5JsYoQAk+2SM7izmNDYk32JDZmHjmCMfkBzhAzImH8dcTLNkvGQ9psE45miWqoWpwXrkjkOZ4/6AzOOGMkcyMAFd3pCB5lbmMu6QsXRDc1y4JHOUDc1J2JWAjjMyojc0F/UlGRPNaC6m+TFeMiPT8OSG5qC3x2hlNKC54jZkNjygOSLDY9TFgAzoAc312NPcJWZkGuxpju751JRsuzcB7Q6Pcf38GFdjnsAc58dY77EJhJ2cAAymM3d0dYxcshtTwAHNQWeEjLodISMoR8gov6EKnGGTjDiwScbRm2TkZjTmw3OZY7JVAZ1bjJFoOnM1Nk7GUeNk5P6yOSUzUUY0rJRxbltlHMdWGWFqq4wj9inApWWYr34fc1AfiiHdPuZibq4CoRYrwN2tmMKtzNFrLqZhW5kjPWkBXav92fVQTMK2MkdyzwI6PZc5qGsX4H40JuJu5iQ/nTk42rmAyM0LcLEb03A0c3SZLVLl4xdwcTqmw9OZUzqBAZ2sxwjEtJ45N4sY6GpApoHTmQOyiwGdN2SAOqC5PgYycIE9Uw7a0Fym4WMZOL2XAW5mZDrMaI5mqZmqbCwDLg7INNjQHD0bMhk2NEfHkzIFWNIcdCczoGsyAxYek0n8mOZIMpwBOGU4A1aGvswemM9Azs1n4OR8BrgwJrPwDc2ZPJ8BcV7QgJAFDYgf0FycGc1BNSOD1BnN1cGCBk4xpQG6mdLA3JQGaDSmuSdTGmC/pLkFTsqIYElzMe9o4JJhmQ8sac6oaxow9zUNGN3UgJw9zS1mZ4aE0J7meh7UwMVHZo6ypzmJaxrAFWxrrpidmQ6ftjVH+poG3GFNA0AHNcAl8zJfH8Xg5poMaoA7CzMNFW9uDvo1DdixpgEI/NrmFt2WIcna5tJsWQNDGtqAvLY2ENbRDdCU6xu4T7Gt+kG/bQ6MdJ4DcJ3nwNinOkADgx04YbMD5N7vwHOGPMBncx54yroH1A98YFEdUyhq4AMg3viAHI59QDTzH4D7IAjKNAgCMNsEwchmQSC/WRCMdS4EML8YglAuhkD+0RA8ZzQEcDQdgiVMh0A90yFIlukQ4Ph0CEI1HQJdTIdgHtMh4MjpEMS3zndL63y/5a7zza/+TV/nu751vj1X1vmGcZ3vreh1vold57t4ep1vxlZLfRu41LexS30bPta3gPhe38rc61u5I+Zcgc33jSALfhtkfgvg8Y7fXaz5/eGm3+CN+92W436TJALzFmi3/iZx628wt/6uiC0ATN8CAM8yl8FbAGDPFgCWtQUAntgCQEm2AGAvWwCY+RYAOLUFgFBsAUCONb/fOASAsg0BgKaGADDiIQDQeQgA5xwCAKYMAWDqQwDAGO57x3sHJ+GS3ocoTgAgVCsAgO8KAEJvr++PGfwDe31DtRUA0MT0FtsQAPY8B4A4LwKAw42+gTINgJFPA0AuxWkAzG4gADw1EICzo3z/tMt3TmcCgPSlAKD7WACMOhYAcnYsAJGZYwGAYzgAF5q7jMAIqwGIymoANMb33gjA4tR1fG9tMhyA/pKwMnDk8t5ZGQ7APeYDMMYFAfDYjgCmsyMATQf3riU5IoBzXiMCgPkRAYR4TQDyHhRAyMLe3z2F4E+4fQDcZwUw9rzeH25sCoCpNgUw67De74f1/jAoABqFDkvfgwVxZgWAy6uzAkjJNisAWPb0JoxxAYw4pnf3lgUwd2IAi8XSl+bjrxjqygDU3ND7Y1sDAM3WAOB0bgCinBuAHOcGUMZu3huZGwDro3kL1egARjU6AJkW815vegDBnR4AmU8P4MgGAbhOlstdjTBAAFgm8nZgIu8GNwhAaTMEGGUf70338d7gGAFEOUYAupgkgCizeDe/jHezZgsAutkCyN14AUTbxDvjJt6xQzbxJtKhdW4T73M28a5iE2+yiU28ld3EWwFyE2/hNJt4G7qJt7nkJt7ONZt4C6HZxNvYTbxN3MTb3CbeDm3iLfQm3oINE+Bo/k9ZMog3MOsg3opN5G3oRN4CruStCLOSt2RDeUvsKgGStJV3Z1t5bzWXNxuLeVOwmLeVi3nbtpg3lWYIIPFc3oyn895wOm9RpvMufT1vggb0NmxAb4WbJMBQ63lndZgA8R8mQHiHCUD/bt6MskqAklYJgM5o3tmYJMCy2CQBiEeYyxuwJgkQ2lUCwL6Vd5smCTC8SQKgt5I3IE0SYKSrBJD3KgHCuUoAGh4mQAnDBFDjsIz3m6R5AjQ3i/dO5wmAk+YJMLV5AuBpngAzTOHdhG0CMDiFtyD7FN7CO0+ACY4UAHc7BYjVTgE4eKoAkzemCqDV9t213SzA9Nt3PzR/t5gGC0DU9t23bd996/bdVl8rgFDXCgD28N1ZMliA8rbv7mD77g+272aRRQNIftoAmFbvDolpA4Rg5gByXDrA+JYOAEN7Byh56e5s7yBglzsImGfj7uc37oZtcQcBpltGgG0zd793MQFnG00AvgN3I7abgLvoBsKQf8k8mgD1p+3+aN1uVCwmAIR1u7Vct3tjiwnAXGkxAeGv2521bnfAdg4QaSsBcW0lYJmBxQTw6GICSvaMJsB9owlo7mgCcDRnN3FzdhvTaAJi2LL7BaMJyLhl92pbdq9pLgFjnksArYwVu0Ft2e2ocwkIf8jurIbsjolhKAHgFbsRn5eazF6x2yyu2G0z7V/1ah8BFFqx2+0+ApYTzia7T833ETA2bx8B6J+wG4Fhwm7B0+4jYKL7CNDnRAKmG6+7yXjd4I7XHYLjCBjhOALkMY6AUJbr7ny5brATlxEA3njdue3XnQPsMgJAXUaAmct1B79cN8BsIiApwk0EwLeJgGMuIwBMlxEQ1HEEgLtT97U7dVd5p+70byJgqpG6nzGIAKaYRUCcU3W3NlX3U4MIMHunboyn6t5wqm6xlk8hAKopBNh1CgHhj9SdqR0EgLZQt2MLdSvUCAKCXah7K8cOAsa3g4Ag5+m+dZ5uIRfqbnKhbsJdQMAILyAA+3m6azV/gBnMH4AD8wcokVW61+WYok5s052x8wd4epvu3LfpvnWbbmm36YZym26qrh4A3G26sXjyABy+eoAIrR5AF6sHiGH4APAn9+gmpNmjW9lJug1z7wClTdL9pr0D5DxJ953HDhDHsQNwyNgBou/RvbFHd9CL4l97dGsJmzlAWmN0v0WP0d3dHt3bHThAksbo7tzGAZBr4wARmDmADmYOECm5RPe3S3RLuUR3vbNBS3RzWaL75yW6Y3kt0e36t0S390t0uxIs0S3dGN1QNjNGt/e+Mbops18ACWN0azExXgBOW6Kb/Csx0Gm5AMDO0C3jDN0za4luy7p6fbFENz8NFqCbGbq1X6KbaoluYnOviN0uS3RzY12iu90S3V5RxuhWdYxuVMfoVpk1TADnx+j2ZIzuza4SgHKMblMXxWyfMbrBHaMb7JNjBIC7RPcXlwgQvyUChFOaobvpMwRgvUG3w5N0C7lKtzDbdAu/TbdjTQ+gqG26Yxupe7ORutUdqVv1kbrR3akb7am63azV7d1a3VgM1q3FZt3aFifsRl0ZAP3VBBDbygB2Hq+70v26r9+vu9Z+3dFaFsBw+3XPaFYAJI7XLfB+3Qru123wawJoypoA6LQmgBPST7N1d8mOAJa+IwCzB+uuxogAljMiADIeEUATRgTgvhEBlDFS9yd2BICRhbqNX6hb1ELdgjAfgDHm6d5wnu7N5ulGgTRPN/WTATDxagDgHqY7JCcDEJrJANi/SndLq3RHt0r32pYCMN4q3Zuu0g3+Kt1hlKt0A9Q6AEa5DgC4rgNgzDG6NzgNAMpOAyDYM3RvfxoAN83Q3YZdAIxjFwA0uAuAku0CwF67AIjJXZ+786MAoOxpAIR4GgB0js5dn10ARC7O/W25OYDALgDWXJy7BUYBEJpRAMB9FADjGgUAWUNzI9woAIY0CgB5jgIg7KMAoHNcbkIeBcApowBA3zQAljMNAD5m5cYo0wAY/TQA5KpNAyC86wCgcU1uQhsIQEg2AkDrjtxrTsndzoEARLAj92MGAsD6iNzCNBCAEQkbAQBzPu51DgQg7AMBoGM4bkZYB8DoGwFAZzLu7Sbj/sY6AJqxDgA6Yx0AN98YiQ+2DoCyxuL+yjQA4jENgONMA4BMpwEQ5GkAkAefBkDyBwIAJ2MBCOJYAMg9FoDljAUAz/YCUIK9ANhlLwDnshcATN8LwIQmA4DDagDGsBoAGlwNwMhWAyCn1QCMezUAOL0agBGuBgCbnbfr+6wGoLyRt3saeRvZnbdbm3qbcdvJADR9MgBsjLwdfe0FYGGwU/DgkbeBoY28rdrO26pcDYB45G3E51MtUpgMQKdNBiCiebdfvReAvPcCEIbcXgA4RtwLQKn2AkDrqtvpr7p9q8kAjDfp9mbDboPdZABAUU4GAN2TAThj0u2MTgaAsicDcMKe298m3c5l0m3tAJNuq3zVbevNBEA6bdJtrG4EgBM3AhA95vZKhgtdJpuZAESznQkAfWcCMOaG25ltuE3OhtuROxOACDfcfuFMADKYcfs2GwGIvuF2pgYCAFIDARhqwO3ZDQQgzAG3qx5wO9oBt9e+DoBz1tv+VFhvm1mkaQA4bRoA7JwGwDJNA4DG1gEwWm0dAPbutt3ibtur7ba9ll0AjHcXADg5DYARTgMAi7m26zMNgPjn2n5rrm3RFtsOxWLbBA/zkeouAKr9LgDE22o7S7sAqGOr7Tq22q7hIgAm22q7UWmrbbPfAoCktwCg7y0ATDnUdjtbbcP6FgBkbbV9uy0AhDXU9rS2ADDcLQCAPdE2ghNtC77StqOsAOB0KwCwZaXtdlbabpcVAMyfaPtTEwCA2GfbHOslcuyzDWn/f6HG2S5un22Glv9XcPl/w8f/N3CfbYX32fZkn22l9tl2YvN/BTb/d8zy/+KX/xdomW0jZv83YPZ/A5fZFmzzf4WW2TZ6mW2ll9kWcJlto/Kp/5UXl9l2trjMtkHLbJu78L/xO/8LWvtfsFm2BZr636Cp/w2d+l/gQbYVHGRb8EG2HeEg22Zwf9MzyHaQNtn+Htv2H1ZQLH2QbdMG2c5q0n9O19hWao1tJwfZVtgZZNuxQbYV3fBfAHaNbcvWa2wrXWPbI84m245tsq3oJtuO2mTbsNH+jdc22Tam3WRbeZNt4xaGTszOst0GOct2t7Nsk7jMdnjjbBMz0b+5E/0bucy22Pw+/85ds2wLP8u20MtsCzzLv4L7bBsz0bbyK20LIK60bex1pW1xK217tNK2pCttS7bStqQrbXu+0rbGc20LusC/oXNtGzu/v6Hz+ws717aQ59o2P7y/U3NtCzDXtgFzbRs517ZgY/srtNW20HNtGz2zv5lzbRsz17b4A/uLtLG/sY39HdvYX6CN/Q3c2N/wjf0FHGdb4YH9JVlm27F1/Z1Z19+Rdf2VHQfZdvy0/sYNsm3Wrv5GrLEtxhrbIi7qb25Rf6fW2BZ4jW0DGmtsi7Slv9kt/R3f0l/I4gjbxrWlv/nE7c/DC2xzs8C2VxbYRn+Bbbcm9FcPnl/b3f38WdzPX7X9/FXMR62u3c7q2h6vro356tqZrK5twurapR+razM6lb/iU/kbOpW/gVP5G7y0tuI7+Tu1k78TU/k77a1tJqzhOWGzln+2Y2tnObY2aGNrpzKSP7Ej+Ss5lb+AU/kbMZi/KYP5iz6Yv0HTagsazN+gwfwNGszfwFG1DR7M39DB/BU/BvOXdE5tidfyNzS7lr+y5fw9XFFbUitqC7ecv1DL+TuxnL8Cy/kLuZ+2cbP5m83mbw4c9oDZ/EkrE3vBs2lnsZl/hpv5q7aZv1qDaaM8mD/Lg/mjOZW2NWv527+Wv1U7aaO3lj9aa/mrW0jb2qn8oZ7KX8pttKXfRhuLbbS5Wsgfm4X8XVnI3z2TaFs/jz9d8/jTMI+/jXn83ZzHH7V5/FWax1/tefxRnsefxXn80ZnH3/p5/O2ax1+1efzRm8cfrXn81c7jb/08/lAu5C/10NnajOSP1dDZXAydjT0wmD/0V85GbzN/FGib+dPdN9vFfbPRvK3lb+2+2TYO5m+fg/kTDG5fI/iy2a1u5t/kstlUbuZPw2b+dOebZqM0mL+ts2ZT+czmz95s/tptms3lptlubZrN5lr+bj6D+Vu3Zja1g/mjOJu/qoNmq9kOmu3NNJs/drP5Y7lmtrbWzEZtNn+W1sxGD97MHw3tZv7WbuZv45TZ9qbMdmXKbDQ3a/lbv2O2zTtm297J38Wd/NFZyx/9+bLRWjDbugWzqRoxG7qd/FUpp/LXfsRsLKbyt3Yqf6kXzPZiwWz3Fsx2YcFsVoKR/K0/kj97U/lTNJW/VfB22ezu5M/icNnoPZI/pdJhNjGSf2Yj+Xu4k7/kO/l7xh0rW9he2Q5Oli3oZNmCTpYtiHYbf2Xz+Hs4kr+k9soWbq9soebxd2IkfwWWyhZyrGzjxso2axt/o5fKFnsYfxGH8TezUbbzS2ULtIq/QcP4G7ZUtkBLZSu4VLbgk/gbulS28Uzibw5T5+WASfzZWyrbpUn80Z7E3+2lstVcKhuVpbLZn8SfrpmyUdrDX6U9/FEaKFvVPfxR7+EP7UDZUA+UrYVwoGw2N8p2P4O/lTNlQztTNrQH8Ed/o2y3BvBnYQB/NAbwt3IDf/umybZqmmy6B8qmeQB/mwP4u7NONurrZKs0gL90A2VDNVA2Vev3QztQtuobZau7e7/qu/ezs042W6P3u9m935uNsrEyer/qGL2fBNfTdqP392md7FbWyd7VXic71nWyoVCvk43mOtlqB8q2ijVQtusDZbMWDJRt3UbZ1G6UjeJM2aoyS2VzN1Y2l2NlY2uybCuHybLVnSwbZYKTZdP7ljtNlv2n7pZAoSfLzupk2dBNlh3Vav0g7JUtxmT9AlfrN2ypbGNIS2UbvlS22WP1Gz1TtkDcTNliijNlKzVTtrFLZQu+Ub8S4kzZws2ULdlM2RJgZ8oWOlO2gzNlCz5KvyC79EsyULbjo/RrMEq/ZNNkO7JLvzO7ZDsq7pKt+FH6jRslW6FRsk0YJVuEUbJNdskW7zT3bOWpstPcYZFsghPPuJHmyCzPv90W2ZvdIpvaIpvAs074YeYmDpH9yBDZ74fIRmuIbOmF+d2WmBvvOCmWmLe8QrbwwvxNLLgL8BvMH52X/84Vsq/blr+ShsiO7d8iuyp3i+zUV+W/eYjsqofIvtkie+tGU1xZDm2mHQ4t5ww0wWxi+aUmyO6yQvbPK2THvkI2NCtkYzMdv/UTZHMxQTZ2E2S7skK2Oytku2aIbPqHyKYNkU0sxrE3l/hoKH4bDMXfzRDZLgyRjeYW2e4Nxa8+RDbdTHLzkSXWTPKJrfhtLyxVLLSRnONsKH56lsemYCV+C1fip1yJn9ikMmwUOXKzY2e3D//2PvxkwoBd4MGxuxgcu83BsSkbHNtiFn7COGYXdJ2FP/e1sXfYhF9qE36CFinK2eOZbMIfujM2yQMqus3jn3fGrnoN/mtGxv5mCv7rKfi33E2G7xx3cgf+77bF/mpebLUX4Ed5AX42F+CnJ1+AX61JsVGdf9/9+fdVmn/fqvn31Zt/X6X591Gdfx/1+fdVnH9f9fz7XMy/791u2N5sv+/N9vva2X4f9e332dp+nx54+311h8JGcShs96GwiewdhZaJQ7T3fmx778+6DzbU+2BTQ8re+xD7VsKmKtp7H3XvfWIDR5BB4oxMhL3FRNi1TISN4sb7qu+DrTbwPhHOWU55H2zdfbDXbxmRrBFPfyJsmbVR9+MddZ/AibCFmwhbmDn3Dd0H2+Cc+wrug+3ERNhOybfcF2kfbLNb7juOg23ibKloe3j3kPtbbxYhh4ebOwv2m7NgN8OPg+3etd8++vvtoz0ONsr77bO4DLY6y2Czvww2Rcvtq7YMtlrLYKM1276Ks2CjngVbymWwpR5sX4tlsLXW2idygwA4JxzZWbCzSbJT7Xdvqn1rNsGmsAk2mrNgozYLtgrjkfZpR9onPjeAmQ3u2Ej7XW6C3d0m2Ky18+yzP8++C4Ngo7rQPuqDYLswCLZrm31CzwowF4KTOwV2i6vsv5wC240psFFZA1v1SfbVWgMbqjWwqVoDG7ol9lVdYl/9QbBVHQQb3WOGfW9n2Hd9DWz1NbCJXAqE7/5mcoP9jTWwgxsBiy7+nmgN7GTW10d+Cuyg18BGYHd9S9bXV3x9fQWmwHZsCmwnpsBWYgpsh0yBLXxufYN2wDZgbn0D5tY3cAdsY/dBsJ0dBFvBofUNG1rfoCmwjd5aX+k1sA0cWl+YNbDFB8E2e9gfWuqNubAGdm5rYGM7CzaWxtVnbVx99SzYhM94JNO8O10Gu/RN9RnaVF+xTfWF2wRboEH1DVwGW6BjGWzH1WWwBVsGW9BxsAVcU19BZk19z06zYDvMgm3+2VuxA8Gp8Yun1Od+FuyPptTPCrwJNq1vgk1gnOJMRnZ3Mwh2y4L6BMjKmOsF9T+YArszC+pLcuyAHe+C+gSOgC3cCNjCbKdv6ALYBhfAVnABbCcWwHZmAWznV9M3ajV9gYbTV2z4a+GE7a8tn0xfguGvHR3+2mAyffOtTdZwq19TMPy1FcNf2w5/TWBUe5/L3cHq162tfs3E6tdKrH7tkKX0hU9+bdBM+gbsfW3A3tcG7n1t3Dr6So19bfDY10KPfS0uN/a1UovoK7r0tfBLXxu19LVxQ+gbNvO1cCvoC7nxtXECffNaxeHJ22YSBke2da9BWj5f1Gmvy549H8jZ8w2ePV8hcPZ8Zee8dnjzfEG3vBZ0zmsDr51vfO18hdbOd2LtfCdWvHZy6nzjps4XaMJrpXfOF8fYOd+o8a4FHTnf+ZHzDVru2qGF842b7dqgefMFnTdf8HnzDZw33/C8+RrMm+/ZvPmezJvvybz5lvPmm2nrgpdrm2MZB1mGuQZpmGtRhrkuG+aaDON2zFRtAua5fgqb55qtha5Z6Be6Rmuka1Wnulad6prg1sXO3K7x9hQMPdU1xVNdWznVtS1TXdNOdW1l+Dbza11vNdi1KoNduwx2TWjxcqzs4O4l6q11bdJm+MsMds0wiNvK4nU8iLv7ta5D2uwaqM2uBdvsWnC2a7PPXXAct+I+bqgXT5uJ3C3Odu3ibNcMzHb9PNu1zVt3+DhuZ2a7/m65a1aWu3ZhuWvXeNeEGrr0ldw1bV0gQ7kl2u/6a79rAueuw8XcWyteN711CS7m5nDC650mvPZyxWvuFa8J3bcqd3N/OeR16pDXZKzcYqO5IVv0+vZh12vvp73mYt1rqbGvibZvKfDruduXvm5+3A6Zzq0883XgZYtxN3fNmI2v0xtfk9+4Dflv6GZ24OutyIGv0R34GmXgayI2reOM7h3Xva5u3WuOtuteK73utfPAutfC616bb8oO8md0O097Hfiatc7ornXQChjTzcA76nWvo15zjXpN4I5Vuac7q0Wv2170GuFFr4Vc9NqYRa/NF702Z9MaWt7N2ZzXO8x57cac16xzXhOxZp2zu2sbtAGWd0M25PUuQ15jMeQ1d0NeszPkNQtDXjuxzoa8jnG+Oh/Z3emK1y1a8ZrYitcKrXjtxIrXTqx47bTitTnD9bCw27wF85ra3daaJWzubt3fXei4De/vNr1vPiu8u7Z4c+Z4m3f0GIu8W9u9qkXezWiUtxIG8PBGeVttJbZqJFq3KwnnGYlmNYi4+ki0fg0fTGkkmu1uYjRHonVfOlDsSDSzA4r3HYnWa86gESPRzGcU1z8SrbcJA6KORDNZVVzhTrRedgqIn4pm5bBiAteidVklcA5Gw2/Qhr4TpB+GypsgLbgpgFiIxm2l4ZwgnT6m+F6I1tNE4f7o1Iaq0wRpJTOKlZFomBOkja/0mCCtMNTyCulLSMMN30qBMUGa83sK0+Vo5rulh0irTtcxRPq2Dfm5SPrbqmJpPFrZjAc0SjrDtuJsP1rkLunXMfN2SQtObTq490qrbpd+HvZ3u7Tstig3YvqpNhvtpSOLsdlo8JG5V053jt90cB/52TqtYu2kXjx9x/4CNBstzNTec6cH1y70DdQZlxev2Wgdzz60hzoz6PiiYdR9xhecm9EM2P++kFppC4q6nDrH8mLkZqP1Mr4gnI1m2sjmwOqxM+mxmdVPgtloIe0vtPej3efDypusKxtfWE9IS5lSNw21HhiakHbx1Pz3CWmgmZQ3PiGtBbvxTiekgWd2zsSEtPZtxR2ZkAbu+PxLE9LabItubEUayFPw7Yq0dvPx9m5rUPYUHJmQdqHt9y8T0viNVqR1bJF+4pa0lNcTUzgnraN1d6MXpSU552qNSttF+p5rOWDSNWfYtY0RtWDe9aCH6IQVaakdxcDa6wGfYUtXpC1rr0HvaHXtdeuUMLf5GuTjc+actM3ya8hNtcry667tq49paYkG9Tz7emRTd+Ovf7NSif3Xl11QtzQwDZQturYGprVi5jDGpWnw1w1US9N4hrY3BPvZ9NAHYl82yD4DsWufpiNycloSy6fFr06r8+a5NDwtv8pYWoo9lIG6aXha1jy792J3J2MfjJRyNXbttYr9dmzzncJQ7VDrxIC52KGWebbPvyN7oBF7cora1KBswP1GB2W3njBnB2WDNlTOwAi1Vo7Y/RyhBnpxgDlT1C6ZJWez1MgnZnffct7o7J85q3Z09t01AVFmqYXFvv02S+2xOxt8zrU0PbvrBbJyllrKnDN/evZg58cEGKeWZNnWnahWZcuAG7SZlmjD51xSY7SbzwEaeqgaNLO2Ew1VK2cFwMRD1cxaHa22qtVsWWCMtvGcu3WP9hBXx4bFauktz07SftNGaneMOvdGar+yPSLKbrWirdmL3K2W8JLv9bvV6jVlJ05XW16oDd5yyYzUbm+r3/+MNZCYIl9zyVp742Rs1RomnA/Wfi/agTZrc84IfyqT1tIN1yLD1hqWaxcuui/2az85UTLqwrWiD5XLsHMt/a5uW1PX6rxUN0xdm5ywDdlyCEzYbrEVvRu8BnbOz79iG+Dp8o5b2EB5mm4exdaM2oY753oZtd3Jetm5iC161Db0liNs1Ha7Y/h/DhuQLSdj0TbAp+//2sIGJE2waXoLW2PVRWxJFjAZXsRW+5mrgRexJdu1XGEUW302saaPYktjyLLWUWw1WcaeprFNFm3DzDbaF223YiLbbhcbeLfrL+1ia+V5qqFdbKAck7twGlurK2Vf17GBZYza9HVsra+U84FsMCu2e0ea5yu2XxmlFWMdW+GL8SSsY0vKuo4N/iwmuY6txEh3csX2q31J4jPZijs1P/VMtrQGJYmZbM9Dtou32QdDtt+Nk5oD2QI/sGJ7rGEefcg2kPfJzTo27Gnb3cO8y2nbDy1gTNPYxuu2T1ZJORu3az4LJ+IotkQHYctRbFWTJJyB26ZvkhK5iK0WO0/TIra0advQMUZO227bI03WbYPRzPWYxpa1bhs8xlZat925WXIpp7Gls9BK/Dq2WmbJiYFsmTPcpFHbA1lWl9axrS7aBmwwFRZttzXa9GsdG1jun28ykK393XKOA9nAPFR2DmRrPT3vbNkGe9qq3ciWvWUbenchtmW721X2MmeyJbm9aM5kq7Q+oS3bZHO2ARusxEXbba2vuZlstKO2u42xZ9T2f49ox7rtnmHWwbrt149ahBvZ4tO2L4eJvm67Zp7GA7fNFvrBgdsDnkqeciBbujlLZiBblW0C9LRtg7cRqYFsX2nXtto2Nbld2+/nqd+1DWinh4HbkGsNv43bHVxKE2IdW5KVw2QpW83ZCtLebUNmLquZbDXLVZi8bXy/bQzfHtim8dwz2dJZuqRmstXZsnEM3zY8crouZasyZGDewW3CdqE5nK16y4o0i9tsY6aDw9lqfAc72c6W2/LPJu7tcdzHc4b2Pu66LhVNC9qyFt3tE7kHO1M014i2pAuY6oi2CluW23O5WZozP+Zyg7GA1cCOttamxX/taAPPRbFlR1vbnP2zmxtk68S3bGpr5UCRXdaG2c3db87/u7mj3oxulFFnZkz3YAfAhVrWVlC1rA2m1cuZJ7YVb51Ymti2WtINsOXoWdLd1qZXx61tYLldvM9ta1+0f1g34Kg7flg3EM8Xry5uA/Fqt7W47TWsG2TO6Tisu4MDV+L0tsSR3cBFV/rO7tKuPW5AWjP+vccN/BPcVuxxa3PRqu1xA73lJdrZDbS1rbfHDWjIGVO7wW45pqndXbtineB4t7QTh8x4t1pzNtzfbTeWPJPxbl2vHJ3j3eIpuLy7/5bztbz7lYlM4Ta7FT50TOJst2SZs93gW8pHb7Ybh8GuCKktd2tr/CLocjdYDueB5W5c49215d1vdu7EL3fjiuGM8OVuAC9dfxrvBh47OrXf7Xaw3L+5u+YZa4oT3gB5dGrXhDeQBo2ZFW9NO6XZ4G7QLtaJXfF2yZpRryFvYLEvvYe8tR+p/6d2g7xc3eKKt1YezsC14g3Sdj5Y8cY10job3P3sKqWwW94K2Z6kNecNKFaneM6b4+4Gd7/YJscHd4MyYnROeNsY3A3ZZpRs7u7wHaO0VrylXcrGK942fW58t3iVqTfBu50WpB+Xu4F/O9pa7tayR52v8Ab57aJ5tlvjHu38Cd6ISWbeBO+hzkDImu0GtC0sWPEGOMZJnuDdpgVjmyveQN9zZoe85ezvhi4xqPZ3d9iIUTrkLTfDXxrfPbDt5Ykr3pI87qRWvHUO8Ndndz+4mTjXirci7xsJueItyaChu+KtyvQAenO3sZtXpFa8dWK9aQ55Sx1d5uDuYbvrb+7+tkG0jO++xDoTbHlDL+8O3uCFL+8GnJXmu+UNfIxJy7uhe8wa3937KpvABG/gMEN2gneHxq/VljfPBG8bq2yfCd6DkOXrT694Y0zwNtjmd0zwHuSYoh7yBtpmpDzBe3ye3dA1wVvwQs86wRvwiwmg97tBGVUkVryVNNXvId7PtUL6EO9r57DjnDfOIu9Am12cUd4AHEEAQ95A+53kdd7tGD6AOeoNljk8MOqNutH75ZbxtdQbDEtIZ456a239uK97A3fLRxnuDdRRQ9Dr3qDt5cd1b/xs+RZHfEOcc7VHfHdpyJAsfdMc8W266GfN+h7mXDH+2tI3ILit0di37FnfZeb892Xfj8/kJxz7xskVorHHviW6PFiMfauaM4Et+9ZHXQAH2ZDZGAHHd847+75DbuI3zkW3/sTvQReDiBFwKYvOjK3f8W1HwF09jYl/ChzULbM5BQ5l7ve7Letn7jdItn9kroG7aOMoLIND7/4Os+in2f0N8MA3hFlwUM6cxXFwnOb8rdO/H2zhz3FwPG25n/79bc7oM8BPiwbNJeB1Xz3Wi+HgRl09e8C7GukkORoOMMvX6EfDwTN5hmA0HLfDXHU0HMSQSzeAd95yvi4Bf2HwLtyqOM7WkPUvjAPO1iYaGecMAw9qzqczDBzoHUS4MI42DDx0yxnDwGHmnKrbwDuf0iS2LQ6wRe39bXG1Y1RDc2GcuYMpWyPj2jSFCCPjoE949beBt72QqbgwrqbXtagXxplax6azMK7jGzuYC+NMYgZdfmRce0sbAjvjajJ3C1PjLK31WVeBDzROVXfGQUy19JPAO36TIuHIOID2jkLvjIPkpnGtjWu1U7ztAQdt9bT+1LhLDWx2To2r4baFqrVxwFrX6uC4mgsV/FXghg9YURwc16EbNTg7zrTQzlkFPuiLFLA5DjkJXMPfBo6dZ05vAx/W0rFaGweyzXTZBt6FpUNxU+MAW9TuqXFfq8DjF4I/RoKnrnKrR4IPPTZZF8aBTDKkp4J3dmBCzIvj7gS3nGR27QQfwsChnBcH3mM1jQTvbMs54NQ4E18JF5wa1+4GROjBcbBdOofBcbB6HnjaJTLVQvCUk8cI18Z1+UxTXRsH1wY7vQ18cI/AyNQ42wB/fBj4EHefdO2MA8i2EtoZB59eKE8Cb8s8ZufOuMUEO+OKnz+iO+MgoyuaBN75+vq2gW/eeeC4GW7dPPCxl/ubHfd4jEq8DfzKKSewOQ68x5F54DsjweGGWU4jwRMaLI97eydTl8dVTRLozxaC+13l10LwxzCpvBD83uhQBsfVGabgPHDzNmPngY+Z52caFoKbXmivLAT/vizEXxh3yfhi3BnHngoeaq2JMxUc2Nls3RxXZa3AU8Etl/uu2eBDz+Q3OO7RfpXcD37iOhg1O66GN3NodpxyRTjILae/JbwVF5Owl8dBvJWOxsfxGfJv7Ap/YlRlc3lcI8v/TZCTm3NktDG8ctGOuDHc8ODfFXJKzJlsZnhm0du5N3zg5jQwR8500Zm/N3zgkYNwi1y6t1S7tsi1OVgItshBD3mKJ4e3baQQL5IDzTmFtoc3a/AObpQTuTnaRrn8ix8hLl909EwRb8e4AMqBctDaT62Bci1zluEOcTCf0MIaK2fo5ou9ckpb5phl4qmbCZKT5boW/QWzxH+2ALJabmaWeOacP2yW+NC2gCSHywF4Obvmy9WZs0HvE7cYwuyIuUG33Jko/jZn6aHiDXPF07v+hMXiY0wjh1PmnnLMGXDKXCsznttr5mp6IYsGzRlsedtWig/ZRf+yuZctQ/Ro8csOY4S3ztX4Mh9lA52dq2nZQPcYLX46Z64dLV7bXogD6Jh3i0PPOTJ2i7c7vL3r52qmixduec43jD80HwQaQHeyI1weQFfVsohqA53VQDa3gW7cXfzpBrrfS4GIDXRXW9EKzKCreFZGNYPO9r4yYwbd8M0bZgZdanbMewxdu7W6slgc8KS+u4RucG5XqC6hs53G7Bi6kZ3OLRZ/PlW0Hy1+Yx+6GkP3ZlNWHEN35zSwq8cHEGCOoSsaF6/voauZxRvsoTOZZ8duFR/Y0oNhdN2LxU/TxU8XykXTxWttwtIquv68W1zBPE18t3j2jnppDF3d/Bi6I+eAPIauGS3+vFv8fpVUNGC8RqapcAad0SSf68UHrLKfBow/uUI6G+hmhhnjRibZgyXjf+cg1QPojuyFCmfQ1e50BO6hMy0xczaMD7yIvMbQHXQSXRiMxuAkOtMMe2i9+Ojm3NlD97pB5Z8ufrMLkDF0tQZIGLvFrU5jawnd+PriGS0+WEIXbHpLtlgc9iRbvISuYzP5uSV0v0uB3EN3HR3LYvF6ByiyW9yUwenihpf413TxAE+iC7n3jEl0UHtM/XrxXi8/Moxung0YN62SZ8B4vWEa7YZx0wZvTaJTHzDOu8q8AeO/YZIwYHx2D115HAaMd9hmbsB4csN4gIU+2IZx8DtNOx9A9zqD7vlaMZgxDuypGSbRDU31d8b4z2ApZ4zflwu9Z7zOfg31541jTKKD3fJE88Y7ZA8diKnlaw/dExNTzaO7HzL0Tx2vtSnCbXRWVtweg8eHDV7YNrqSnXS2Z/846qI/n0D+WUs3u4U8f86ZOeQDjboD55C/j1/Ra+m4HLko1tKlsvyatXTWg+n4Dvm7UeQfjRk8no5z0b/tIg9PqIsLG8kHRx3BTHLc2E9n6EEqMqFO7fKTE+q2BpInbjlbG8lHHb+IOXWTo+qgFl3Nq8nbcQ7ForrOnExu7qL/mkwezJa68LSZ1aPq6p7daVQd5JzDDidf3Vh3HI8oNxv1X60pf8CbX2vKF9NL6+bG1t0WzSQ7yivs1zDH1pls5MJj6xQ5uY6nhQsW2OUOeSNryoe5ys9Eu8c5S7KsfGuiXfait19W3rLP7j2rPGXO7Z9VPsTWduPsgvvKg2/5wX3lHI6zQ26fHZJ9dnU1E+2udqLdqx3hnmhHbxPtehpn4JV2U660U660CzXY5qaUa1ppRxFD7eBagI6hdmtb7d7GGkOL7WiDygN2mvigcs9ttTPi8odutVO0+ZNb7brYahcy187klPKe3XZ5nzerXLDQl5aV786143CzypnN08eschpW2kVaaTfEQ+1At4zfULthU3l2mlU+YpUNtrIcKLtYJtrNTCx3GVpumWSPbC0fFOPK++w2Wmk3stLueonQieW1r2DQmGiXxlA7yly7fuPKK+bajZaVQ2ywpWXlEw+1O3WoHfdD7ciG2lEHlYfu7plN5dgOtVMeaqcOKg9xeuebyllsWTmTJSJ1LStXba6dabRd+Bgzx5VD7TGlceWTxXbn075yw8P8e195bLFdZ19591X+vK/8MNcucJh7SJF47isfTbTTHldu32YOE8tz32oXu9Uu6VSfK8tHrjV/ZfnDYKEry6+Xizm3fHt0efF+91tf/lxsF3aXb/MfONqOmdF2Dtbbxa23u44xf7Ni7mPM6dltVz3mbnqeOWukueJOc8iiQ9xpnrvhDpA59xlsPrbo/fSDzUvOuOs/4+7EGXfBbPbcaQ67s1vx82zzgTnXjzc/rzgP3XXHK85pt91Zj7rz9ZDz9vPuPp53FzXvDrXiPHzLm2w5h11757TrnLbuPGDUjaw793zqHZJT79BuvovNvut5y/2OOg/Nvgucc8QDz7Um4CHOPFeXngcddXNLz7Vb8DyWnsMuesK95xsOwdNyCx4CW/CYTMOLX4fXM+S+j8PPy+144W/5aPg5ZNRdzj8/dT5e2Hw8Tzf/nHXOvBag02/H63/Lf+5AD52PVzNyPt7y8/GidefjeT8fj2l3Pp56Pl7I2TYffq7rfDzPF+R55S7Ii2tB3tQReUc78gAUN/EM3ZGHWZMXfqqPTD7nXJNnvtbPhtXn2VRT8mqdkjfqoDzIoLz8yeeL7edPF+pb3H7O75q8y015x3L4ufHb/Iaff54n+gL0w0JBX4A+syOvYGbjEzvyPnfkFRtm/u3nyxF5fdvP+1Y51wL0wYi8ECZ5bA26xoI8dQrWoBuzxz7XoIdakJfNgrwFFuSNGJFHMyLPcf45bIMjjECfmZIHcYDVR6BPOCVvHPyUPMfX5JmtybMYfl7ToLypQXmPu4OtPocfft4xvb/t5+9nqL4A/bRE6rB7ATrWrLzMGH+ef367Ke/mEplbgP7clDc2Av39ZQf6NChPdwe6/TAz2YGexZS87EF5UdwIdNMqaUegVw9TYQQ6E9iBDnObsQU70Ktdk1eyJo91Dbppp/nVGvTU2UquQU9f7sYs9OEJ54ND0Q9uygufUnPVZuX103s+PJmVB25fHvat6Pnj8rpX/Mdo9ODivE5sbkx6y9Y8Z7AnHXLR6exJj7IyL6iVebJszZNoep5kel6gOSctTEfxd6azLZrrznQe1ueVsj4vfH0ecM5d35leXaJXPjgdfMthDk6f2KM3lfenmxx13/vTh/fopTVJ77RJesdN0rOdpGc55M/y9HHm/Nsc9eFgvfwW9R6j/jVHfTFYr26O+uUi9cdF21ikTt6petVt1otos54Ty/VMRobsuXft5Qeqd9zy30D10Eb1gFE/vlEde+Aecqk6+EWnPVa9nXV7LGzcM4tYukd36V6HS/eSW7oXtXQPMt4UBqpXzNx7u1wP2EZ1eDfuTThzb7SlexiIl+6RXbrncOxe/N69Dh0feOjevdbevcJT7bMdqH5q8l49+tV7C6v33nfqb5o6zOq9qV3qj0bqd5063uq9/oX+t0498PC92u17y3ujetI2Pb82qj9P3oOeZ4oz1Sd7915uE+tGdbjG7kWP3Xu0Ss+Z6mSO3Rvdu/c2Ncm/Wv1hjz5Wq9M/cK/UjXshG/cgZ9j6WPUqx+6FjN0DbTDrveoprN4revWe7vY9s/VlNFO9c/jeUxvVUxy+Z234Xs7wvbUxTT11egwD1bM32J2pPtoMeyAz1T1cwKe4gE+5Ub0zU73LEveXqod896pDu3rPNXwvZJgXj1W33b7nsVcdssqSveqtD5N7rzrd6r2Lsepvq9TGzb3qL8P07VUHM88F96pjT96zTPXTyeq/k/dudkq5V73WZsVWq5O3q4MvN3q+etOE8a5Zp2P73tX2vTc0O1Rt39t51vqQ2/du3763sn0PbssTy9YbLBqfuw561M2j10F2Hcbo9YlBfG+jljl6He9NfKtv4ivexIe5eN1gy8+OXm9rEF87Q/nWh/JZM9irwRL2kYt+aAm7F/v4SNjHZ53IFzjnj8ew+y7mM9vyxiT24UXHO4/9MZovMp7HPjbqz0ayYzidT9HpfCqn88U5nW9iPd+jIfsXsgMv+mItO9ZmdtOoY1nOvpNJfa9JfaF5M7v1ojHfzL7Ntr5Tt/V1OK9vynl9SrHZfXHj+3ptuX8/+9ucpWZF++mL2pO3+GnMabdddEeL2j+WhvhlP8Qvgu4cP+pz/HrP8bt4jl/YHD+swiHtyFv8oMZb/ZD2rlv8cF7kp/kiP8mbRX551Yv8Ulzkd/YuP8xdfqZkspGSaZdf90A/+J22NKF9ap3f81Rh72dHm7XOr7rO72kaz2420j3Gsxdc51du1/l1vpvzDPSLeGes02zyCD1jXcs0P7O948KGdUW7/DyPHZQGrKMZ5ee5Xt3mS4fw9eo+XOTH3Cg/2i6/3NHqyg6c6dHqkkd3N5794bo5WqyO0OgeLGeXcYif5BA/62z24HNLeDY7Z4ufqWVV81F+26P8yg9t38HsAdP8yprmNzrQ7/3LRbw16pqt81NgnZ9qnV//CHWlB0tKI9TVTPNjtSluGDtYpsry/HRNfBi7/6Dym8d+bJpf+0a/y7GNPc2UmLaxJ1krruxNF7TOz2dEdavYH6fKYMa96Qg/zY+5zu9mlexh19nl13lHPwwwY9jFTWl5DDvQmlpj2LtcxpJH+SVcJWKL0hXPYPcc1L3NDPbhIr8wV0l1V7rUZtVXtoS9vNEvdFkbcpawew70M+8RH5judofme7B1fiSt80O2zi92o19y/frbcXFmsIM2RqZnpkte1t4S9uclMoh8ZjqGVvt5u9rvVKv9mNV+mAPYwad04Qb2Dof7YU35M7g+XOvSlbSjspawM434I8ewAxzRamPYH0f8Adzr9o74g5/y1/3csHJLOsZlf5btsIxhrzU3QOakk2g7vsewY2b99RxOfkvYi+z7i933d2kJ+zPj/mxf+ae59Q9oNVFj2D+Wo5OzLAiXo4veS7g97KO7/96djOdJ7Byj/zr3sv8e9vDT/+o3APZZyvdj2GMMAMwHGQBYPQnwdSNaJrHDDQPsYDhAt6GTbSO8YexAM8l0HrvMYEDbjWy2sQ82FqCbhM5D+VRAp9YCrtqvBUSsBexexd41jV0Wso9nA4YzDaKZgW5jNiBrmtYfsM1sQPZswJA5PDKP3Xs5oONCdtNI9rBRfDaSHYPNgI5sBlS9GTBvM2CnA5d26M2ABG8GNG0GDN8fdzP7UEOAcvQ57WZ26+PrtZn9/FTAnNYCRq8FfFm+z7XsoKmAYVv+IIeec2knINI7AV1PBaybCtgh55AuTgVknMcOMDL1PPaOnYsfyT7SSEDKSMDuOI995MjY89iH7zz0PY+9eh4gZGTmsW3sf9sA1212GLtkZ9Bh7B0c/+Fl5wgJ17Le/U9g3zkqhgFqMA/Q8kLAfMCdgKlTAV88B8BWoQsCMJi1DAbMcDng6HLA6wcC8HJ0QWcCQYvS7UwINCN2NrWaENjAikAnpqWz2RJosBe8N6YLXp3OxGSYbHi67OYEYi8K9CxQR/jhIPoCdQ/uCiS2K1CxLjDs7XDFFHUfSwNZng/iTeq6T1RHvTfQg4nqfp0cqDE8kHmluvULwoqt6sLdHsg2RfD9mjB8wLqOcYImpoRrwLoArM6GdeVMswS5zRKsnyXY0ZqAcuE6r/cJej1RcGqiIOSOmBy2jhxTYql827rMiYLs1oQgO9d1sk9QaZ8g9KaYaPk6hHGCnixiB9YywTGWCWYtE5w8kF1vswQ1ZwnCmhgPLGXHtEnQm5Uh+Ux2HgYJyjhIcORBgppBgmGbGKmZ7DaGs/u4NSCHs5NxbgDMZxfY4hBe0C7w6BAY0a5xUztCA4RhU7vPWe0I3SCGWe0CWCJC+9rljjGiTWwX5+hjuv2gKEdu8ImeDrZYQSM5ceUx3H4TaBxwHOcp8tD+Gbu9QCQfx3mKW36fp4MUEz0lw+58QJCfV3raPTdyRsE1rewMzl03csaBIEfunLE7f+qMBEf5ce2MnD8a1xJgSp8gDZ6Rm372jIJv7mtM7A7fPONAQR5cPmO3HMe1BMH+Gaf0CWkajbjzV9M4oDicRuLjs5qBwkio405terrE5kKoYQ5X09ihccfTkne3QX1gtZ1GZhDDoG5I3XCnEXuH07gxaxLUyDGNdTrT1Hz2aT+cxgHFHTUSx9c53WBhA9RgztfUeAnYXT4hzHG6ZOC4Gqek+2o0fGQsM1EY/XTMqfFNl3KsrBE5+OamGxJsfRrGb15MAw5Da0QenhdTN31ojQKiDLktJtzzoyobkLmqadzT3Ux/8s+pjGDiosrKRCtr5PbfVdnA5gFNw5MuZvoTfWWNQjdHM51xupVpnufTKhuSOZRpjNPoGrv5p1VGMGFsZWXiSTZyuwHGKhuRJ5dW1o0+tjIBj4U2ljO3V4bbfLaNA4oLLCM7z7axm3+BZQQTd1hWJm65kZt/zo0DHKNuRD6068a6EU+7kd515o0n5qU34v6DC8be6AteR736RqbkGhy7uSDGIBzLmMtwxP0HL+biSEbd+KNxJMiwG8cy8Xocud2AKEdu/yU5DozkxEk5dnOBSD5elSPuLxDN5O3EthytpFnBPNH0wttyBGlfL1f6fb26Ie7rBWtfr1b0+3oRta+XsP2+Xk7t66V0v6+XUft6GTuxl4HPyl7OreylsbWXCQFHD/xHabO+lSO7tHE4ZQ5rWa9UF2lLH9qrYpS27ZV8R2lrG6pil7Z6doyF4yhtpK3k1C5tk9G9Wiy2OErbV2mjNsndvUyWajOYEbal2oZ292pM5UUQfszAXm2bhvUZri1yxLbGg7a5NboXyuheJLbV37St6cjHxduqOTz+OO084vptl6N7bVOr9dsq6B23KV6/DXR0L8PBaSdxu9ncgnnceLK4F2cht18T6J3NrWsFn4znFsriXiWLe5GcxtnYbtIbsXN1N9gW99qc3ot2MunP8lZY38vYmhI3fJO+Kd2rvukwvdduwOm9XKKn9+J2ei/tp/eiql3fS7v1vbRHr+/Fbn0vL9f3wtYAX+gN8IXWBl9uzPDFwh5faHt8mfnCb9+P6G/ht9jab5E7Snfwt8IGX5qbv5mMKGLzN4l3xDH7Gy8dAg5lSjtDwDWvqbst4E5t8JW1wRc5szphFzgH9/hi7PH1Y1C/i8CN14ELn1VI1oELf5svc6Evw5dVzkxwzCN9sYeD+zC0PYaDG9npK2hlda4GF85UX+ZTfZktbnFEOInR0RNMCWc72FeUDVY/K1zQeF8mqxlgWuy/0HS/L4INRm0KB3iGgkzjwnmP90W+xNDccMXssTw3nGjUKcks432xvMnP8b7IJlnd9HDgK35Z2qPw08PRu2/5xe6oXyyjfrHZEnH/jrGjSeLiRv26dpPE/S0xr1Xiihr4a8aBv6we+IsacuMv6Jm/oOaJQx8pjrq+oJHiygyw4cHitJj8i2vyr9/p9b1W3NLeX5G7CxksruD0Cko3i/Nu+C/eBcA+R1f3eHHD83+FLK608eIKFgAzMbfHE8bp7ACG6ta+3y8uiinAHtwEzLoMGNuKcdY549wWjeNjo8b9HFovo8aFNg5YJxOBqTsRGJsrgVE4FJjVaGD0ZUUPHFd6XI3OHKcxKRjKsnLcOC54UrCgWZU7c1xiUjDLjeMMnTnOYU8ww5t6cPI4LfcE425YsIaGBZPKHRYs/WtYMOaHBVN4WDCDYcFMbyfJwHG6elcF02hVsO2abcGc3Ras9W3BiJ0XzHBeMCMzSW7gOI2FwZwHjvvayO4Dx41jzQvW+7xgXAuDEayjnOW6caHuDGZyZzDHqcEMjqKhgeOwmxpM29pgsa4NJjw4WDOTxyEMDmZ2CAsOH4e1NhjKCn4ePu78tcG+WhvMutnBpFseDGp5MKKz8z523CgrhG2tEEY0uM5Lx42+QthWK4RBtUIYVSuEQa8Q5rJuHNHC8hvHlSwdF3xkb5eOm3eRsLdRwmgzxxGY1+eZ4052CQvcVv+Z48J3CVtsbhw3u0gY+cBxzYdNfuC4jUXC3vTAcZRWhWPguMKjhCnsEuYwbZzZpDpMGzfkUmHFLxUG4FhhCo8VJslYYY57hTmwa5zzNcMcXTNMYM0wA/lF4wRbM8zAZcMMVg4zNCY2zznjpp04LMqtw4jZFw9zdvcwowHEDIeMM1uPmSHjptpALKwxxIDbQ0zQKmIGriJmuIqYeVu5s19cZDCxlkOVsV9cZrOJZbafmEj7iZWcUAxhQjFzlnFls7hJiEXFQp1ZjMT5xYSbX8xkfjHj+xk6Ot5eTNQFxkw7jJmnsHk2wyT6tLK5xhiTgr96mL3XGOt2kzE1lxlDbZkxtmXGiJqvykiGzs4yxvQsY9HPMkboLGPGLjNm6DJjwsuMmXns4fcwZHOWsTZnGXtjljFrZhmjzjJGxI2WDWBo1jJjJsuMNWvpoekLaUtiTV9Y/vaBHLHQK8eIha0uM/ZywULXBQuJuIuiBQvBG2RM3HyFwfMVktfZSlLzFXo7yFiXy4w1tsyYNfuM2TrRGM1EY6Qj4PwghHljiOorU7RZ3b6Z1r+bvduBsMnTQsxgGT5stP6DHWU1ci5ACGpkP/tjrY89/6Dc2jrr76luX4mwAsYqN/ygDE5EaNtiJ/t7qg/sQ8jhPoTeYw9+PDY+ZBxC3cYh3HEcwp+z8SAhNJ+mZQgHXIbQ0C5DaK4fjdEz7SAL5k/sMXbin1qrtINkdL9PhW3aUzK736fAQu0qmdnvU3aqOvs2s/9a94+MDmaINdg0H1PZ/2Z3R0aPZAhdbpoPc+2/3F0io0MNYfeb5mOi/Se8f2R03BBrxWk+Jve/5UUJ9eZBaf6czfs79++6z/599vfZz2c/n/199jOf686gAPS+DwD7AdoHYN8A9gOwLwDbv15wcDv6uj3Nh/Ox+RHx8zvqzk+JVZ4PC3A/APsA3D+AfQHsA2g/APYBuA+gfQDeB2A/gPsB3D+A/SEA2/4CWI/vT9d3lvPiU+ZXvvKA5K2bvYfVyjthnvMjX3nKRx7zkcf5yGOe8yMfeab3BOz3xHzJR37ye+fXjajmci1LIDbEkaZotIley0NMHguDOHSKTpvoWh7i6vEYRON+avg9RVkz1nKtcZaUcqMwu8cZhrWWEy4AOTEKKqy1/HgHyIlRUGGt5cdTQE6MggprLT8eBHJiFFRYU/nxLJATo6DCmuvH40BOjIIKa6If7wM5MQoqrMnjDUCuyZut5ArYNXmzoVwBuybN/AOw6eHaPmUr196ubcpGb9fgU83l8j/mCbzMN1qyUbvC8DfWstd+vpfJ872WaA0/3OJqbZn/IuP5SWTRVmAoE33gPZXPaEfNc9t+fv6u2kr/aUfNJ9rV81b0xje7aeQfZclTV88RA+WOwoUQOmPvd2Ia3EWWH7bPX0vn+dLMOTcyZ/5DZPv5N/n767o5l7rij2KIYZRl/rCZ52qHzH/YPv9PmM+vF/K52tn8D3rjm41ey18Hl33rMlLmGk1849Woifkf/GgQiKZhtb8y0Pzf/DcGuYjwNFiBf9vXqIDPLfn/b/562UfAfzYhuZPL7UOSa73ZgOFXV3dIsruekzzIzUyVGR/Mi5ILYWCy6sbkNwfz0uQn3JvM6WCenByAhydzHgwjlC/xFGXOm2mQcgdYpszpdjabXDSsy3h+3q8tU97R1xM1YUL+OGWBdybZ94ZA1/kVlg8Z1DZvC5vsUzaE6pz5i8ZQZZ/cqjwANKN2cbpymFzGa7H2YqJ9vFb3duxWjtfievbFi5VDrFzOCRvlRZjDCdv9VK6Y63xMsGjD/cm3N25CN18c6sytyoLsTJ3CxdyB81mcTB7LuLUjskKnc44iXWeRA4/HKdfunY3pxAOWKY90Qcad1K0qtLC7d0em9ciOSs57idJcZUMnP89i5d41p3YCzscUXtsV8jLCisOrfAuzEjG7o9zB7kYxv2w7Fs/uJP4a4Y9lDlaTmVFH+Bv4amajCyRzNbMy9yYzpTn1rmk22SGyqVnhBQpyU/N1tyQa2oy1Cgyncm3Z1mahbqbU3GaJ27yO5+2WW5vbszffNkKMbm52bHcz9BYM40lduev05uIIcYbzia9yhkxBU50zElUfPeVaZwDUns7U/83OT2XukGXz9dmMDt0Oi2udb2t4vLPq5nFGPU/drmdDs+Sc3sxnY5lb+iw+Duhi7oP8yc9AMOxy67k8bfKzh4RxHmb1s9280YR3u6yBVqE63fJPXs8jd0CD0ATJa6BlNdwE7Sk59WW9rwP+jYMW6W3I4/ySX5y69InQt8w+DnHDi5sIfcUmS8A47ubXAZ042eBXQm/NYmjgr/X4B8wYDX1r+u2Gvx56oM+IRjwwY5kK6LxogOczChpYbcDjHdzSvOi6nRt63LZozZHRej4asJdHz98E6Xz3r5CWnSbdN+GG8Z6ryEZp1Jkp7aNqwwzzq6UtSdY6QU+ZBjOPomjpFld6QJ8bN80aNt24XYWV04LT+aycHq4XFk9nsb/XT1vZTTcGUD/ECfe1gbq2U1GZQR0/btFW0fJl5kVbJKu5EFq1NJiGb9TGO4FZj4eP2pyMJyrxaGWZGbvx7WKmQaze3IzF4dsVpJXTrWH+1CU9RVlmHxeXe9TAc7nrL2K4YC5Hk9USkMXc3YeWmKL/BxTF6Q/oStuY/Pd0AWCu6tZYxBQ1rPMtL1Y42g+anqgN6/IgEhfTyZqQrOG1XWSPQWjHdJpzmztPtjBN0OxOLMsjdnk3reQW76Z5CC9zPLrI6/EbR3klHNbbMdd5vpkDFi6ZkVOmLzaEcWygF5XpjGgdgISY6bmkxywZ+V/qZZ8ZNG3+gOhvsrcEDPfygrzImJHmnO9RsPsAOOK7MnJSV8sX16d85Sz23PUfttDItr9E5s3W3td8M/NNX8RtkX8ANagFEMHc9N2y8vD6l330N77QJGqsOY/aZ9IgzHpPXvOoI91xn6Fuow4ZnFqVvo36qnfpzqMGUrCT2o89C/bTG/dR11Inx9zB1HaHm6l5fMrBL/vuvRmbqQXa6WA57qNmlCHV3vm5H3RINc/GDS/Mj7dUdwbMRdXD7Dtq3G790OF2VY803+Bg61d2t8WuauX1cpQdplV3GqdQaoh9Dbv4+1/TqnX6ADCCtxvUBhDROQP0jBaQY6s51O46t1e/u14FejKWKXUbaKv27dWdgHMNjVaBlHPhzfDq3/ONp3USKKTxAltdTTFsAy+38sEF1kNOThRu9bCFHwmO9AJr8XrOnaDQAbNB2p+ouPFgnl5j7XGoYFljnbXs2H4G5JeDVQCbEC6+NAl5Rejcp3CzrHl0AMLPCa+KGBXeOBihlr1M/rRQJsMU6+GZuuquMOevsTaWOc5Ga5FTtofiond7sHHWNp991k+t4nw6MjvO2nS39T5rPTlusV4Yvtg6tdtaDkpxGfA/bN4nHs/F1qKZZ8SRJdcdN88Y19ADgM8V7xhveKFfdW2SdQtLZQvO34ddewidsWjtv7bFM6OIR3Vr/LW/vlLM8i2/BqecUZz8FdgMms6Y4kZj2TIRteEtwq5sdRc2Si9bab4UW7Qh0WrsHqczXvgF2fhhu2FMyT6dQdlVE7O5iWzYhq7L9pvmZlce20P6ero7WzmO0U6meydpF/YqbdTdOjdPW7H2FMvkMOf/Qm0TMSkCYebKC7XbXJsZur0qM50zQ6HX48TI0FA6Y4KXhujMr/SvkTkPrg4/uQl3NDxcNsztEG9KmiLeOzv/SCvFVVp9e20VP9En+myYN4xH6jHj5eetyKXvzu5qju6sxozFDrn+ZXiuGp3dOESmjsjH4JGm/lzCxWZuto3Bs8fY2WnLevlY9jSt+fKRYg9RWKwB90UkwpfYT/KaZVtH4mW/L3uAgTqyaWSRqel2TZxJuh8mNLmUFCYyXZuxmqSheTpRK6vLC0p01zvel31LN6CIF0suMU2z8nmLEWWV6p+lbCqvfy/pPju6r5w+67NNA4659LJqKZdtu0u6i4VRtEX3q5XlC5NDy9hMqcvaPbRcOuyODdOWeA6AtsFcgtyv3VZfu0Sf9YWnE7aB5APMUzitWidsN94+N16xfRrRnO2kGDDDou3kY3qptGs7Zc8vxmtsqV3bVMPrtr1rW575NpiYehfHky7dhpIHmHEsaTRzG5TDmCKu9Jbh+hK5G2kGA8xlybB6e/alDSayNO5nmLJ58vawAaeN3779dMM0tI8p3CwxkLbbzEypQdyes6hPhpnIjmwzXbQYm5B5pkCtHGMNd9q5zfSma1O4J8Bca651Kc072Dxt4u5Rt1tkOu/jNsffYBMRhu7MbBPXbyL3FyYLs5IbVz/eXLBY/odyS7CXmtLxpqCNgXMrd45/C7fotuXMk3/UGQv76hkddRZagF0edSK5WBkXc2c3nXYW4oZsX3eqgp/LPfAYG3G9B57rJtqtrdyyjMDMtF75wPMFZyV3C8vtT8wpto1ndC43sOrjCHGm86Zza8V67sFXix1mdLcmIlK3W37O6JZ1s0VyJapEFi2sp/MbutkBy7DuUd/WnfJ6vV86B8zuGc3ndUPoi9GTbd0gqKcTpbNeuxnZ/RkwcGo3H4END31/N84Q76QbPn+It3KtrFkbUn9b4f05bsM+G+L9oTpgLb4epdroDdCk6/1S75lurDeCwAE/Zqn3H7Ae670Fvdq7jY2jMuW7LjNpMjkXLdJwZAd9Y8ms7xFp66Ud3IAx9/u7G2afAc7qsF6ihddq6NsqF4LDQAfdDG4w2uFs8GS3NR4cbjchnDOeqIUwu+WE8HbX7kDdzjWUzg5U6EtOsjvQIkNz7RkLa9An8CB0AfOhsu8wlnYHocLtOZVpHFqQxdJqH+pfcx7mooheVzau3ehKtp19w9J/KeP8e4/MbUsbw/Cp6Sf9SmPIMs4+sPGpxHEt55F8lCrV7QH/FltsY7SiMeDIc5e6wnVx/zr1Txv6H63Q+09GOFBd9+6xtUtK9qoD/4gVFdd6O/iOdW2q6TLdfyzhphUpm0Yim9e5aRW70d+2Yawn6AZoadmK0oBH679TZKP5jHVs37pyab6wLl6xstHriuozZrr8WDWnlyw2Hr16MfcssXDVXyx1/ZawfxdW/dGTRbeErZTB4E55lsWq35HzEvZcbQ97MSkuzAYfauGZupNYFVsXjtSRzRRtHpvnBwQeGA5qTJwYGP52RrN0HiucOjKSRSXYlUvDe2eMseFT/P2sws7K5QJx2NQI8S/mCF06vJAFzg8P22FD9yw2y41kyw3PDnEYvwO8b6ey+rFD3OMGLttOljRMER+fLnCNeBrrnRonrrBXiGw5i1zLSvHHkzSuaJ+ALe3K9fplq7iEbFPwkBbi6jmGinc8RDwnQ9ones1pXU8xnO5q8Vy7xeLwXPEBiwWvueKJB9wsarvmjGrjdJEot6stzbXF4tZ8xvjCsZNbytorenx++/HC8y/G//wWISZAmDGOhI9uBbxkPP+Y+W3x+4YmWeAiyDKTPcL1b3e43ERrxjj8uBFuHI0hZccIt9CoYnINuF07XP98irton5ZF60QJPOczxpNZxm6LI8cvNacTKLJevZ83/jpd8cJxMyKvMGAMHjk+DJjWjs9Z3DwOyQCi1KRXpq9y2ZD/2fOqbx5P1DzgB8Vo/zi1Hh1wfgu5TeVfRA7cEGlGkXck8/6N5Kf+TPJk5Q3HkMaSDzNfbL7wLWS2YbHRvNc7YPFwch4gv2FWeLeTVydZA26MyjaVd57jHle+ASaWY2plcXnC7owxbIB5yFs3BDPM2x6PMTdtc9A84MXeZs7rt16MP9jcoCGbpW8cVqXfvt+8c7rjn3OePJPHR52H5LrzMUYb6rrzFJ7sy2YuluvOx5yVrqeAuQptJaUvMz+untNQdxK81V02uVKOi8YsLXljfTopXfLixozxMa+h328OuXcorrb/qzf+pepUEfLxr7uW1KHj37iOkbKtCTCP3KHqZrkOdrJENqSZcKwbWcpSOPEwFi4pttg6Wk01PwGOhTuzXIXTRbQyFKkRscvthbvQ/B2UHfHKp7p1pzmviCnx5LcvRtF9vZ+2g4AfPjfmpNpt3Dg6dqpdr0AWVhWjY7oN5Raav2GasaDPhHCALNNHmn8rm3FFm/qQDXI8L2KGfHDeIxehXnIvMmZIPifJCBhWUXKYTL11wMgw2Rd3zOIie/6LDJtRZNvVkXkbmre+ef2dcgR4qrzeNnadn45sPE/6IRAcLOP24ecfhs1vBMfa4ef+7sEy3awatp+H+Z5/DmUubajBcgy0Ym4/d9cNlpN3oAPsaTeg24EO6IOU2CxP2mxCTyZTX8BmuVxyJ6KTj/fLh33oZSbOGPUl/UR0WxiKnjjjxVD05rhNtV9+nXwiujinfsAJc/GAkx2NrtQFNOVWzNSdjUL1kNnXGftc9AhcjN62ato1Hy125ny3kR9g5lw0XQXGpCv91guzVf9758lR3j3pDIvd70kXLrUb1z1635M+4s+c0RjtWCelX8XIV8fOWFmtnlefNoSsnt0XK7JV6dy2tpSr52KGfxamf/K0gF5r/2NaQKPM+A2ip2+MTDdtK5lZQ0e2QjvT+xuothfUWXTEWfbRpZaOmRPp6IkkemQ6EC8L9AWzoTSfbWL+j27yhtIQOTJ9fMNoKy1oC9O1amd6mMFg67Zuj/hm1IVgcHo7ndFy7XajZ6cLzCjCTkeXp2/a+HR9I9xivR9+rVAvHRwwxsuGZKPBdbnhD1EXvy3qPC03rPUzTd2SI4Ko5TX9gAa8jepyfqY6h/IBJ+0/U/2Rd8MxOmj9U/OSC3SR6oT7w0990Hr4OL5GW7Me0So21I1N6w/df4031yu7MGBerjoOXZ+4es6565082Revf21gL0K84YqvYrepmwdMzgob5jz2EDeV3bmZPQTrhmpv5qNtaY87h9Xuen1OewzOUe1tjXakk2rU3S6Ve2N7Z7Rc2j7M7C33tvctlpPbQ5gBNRKv3mhAjZbkVn8fBcgHdA6oOY8ZNT3lE4mywOOZUX8Xs7lJNUSr+xlZI17mUp1dUx0rabfYaCMTfWbM1tknpXPa5U+60Y6/lcYzbZ5BXWnXaO5ku9SNJ7baRm4suHmKzbWOVvvZT4BNuSvddCuNQOe75asuVt7f5HJ2fEfbsDD6zgB/970Ku9dU7Fyvbjb9dulNV4jdgyOqcr2PtgovHXAzmF0Z+Q0/3W3fMNxzesaieb9V+ORhJ1564JgLvUv4wbhsf0h7dPA6Y7V5M05lM6aIi0lXLLYta2HeT4baZznuOb1tcerPcnx4GI+XHjZlabuNOh6PXRZj3ZX/70HugqvSasp+M36D3OPARXkMnPQ2ud+2SO6NMj3LPUiWV5hl7vBOc3INFuULy9xhY0LR8YxzHxOHT3Ny3LjPfRwzjnafd3Ja7m/RpEzLzSPvGcXofhTLXPe6wxum692jZCuty+nr+Yx3VZj0nvqGDUT5pPeOn+HYm0/cWvWejLsOEUqMzXnlwO3bsbl/fnK+TFcqucPewY/tuftuxUx9pzRFX6ljtNQ2In1c1ugXi9kanPo+vGQ0SDdhFDGEte9Fz83v3m+WXu5um0STZukl+k52n46WLVqpVz5U57fY85e/K2PywUN1xIyfxfpC4qeJnv0OXr38/aNH6G/VX9qqc5so6ePfld1UBs7V6bJG64MB17ffrUPk6/WX8e8gsPZRbrOObgJ8LG6BHwCwW3gO/DRTer6e2IBRvwVeyTOG+9p9PBfBC0jnFgOWZ7yB8G2pN8JbzEx4Th3XfMAMY//uOGDxTHgu5Q1jXMwo5JJXRR7vdniGAcwY3zTe65JltiGbEh+e1sSP/s2Y2Pvio19mxPyO4tm2xnMK2PDB5sbbbUg3N/4jecYYuDg+4Yy7w4LR8Z04Xv9J8rXsCdP+HTqukt8aJj8hir1zAdzHArpmdVFBECAxBwAzP6d58cVj1U9ABS+/Vrvv6IsadDhw/f+IBGT/ANtYGwOAalFbHxX1eAAA1OK+GywVaFJECHBIAwwhPlAKBQMF+gTvi+xzN8uiewxeZUFVc+8cGwncFdOin4J8GtnGTsu4q+sLh9PnNS5iIhi8ngxT0k7noCzE771eiL9rcBCnYVzg/BQQDm5ulchVqDaXfvm5G+VLq6cJTiZcAMeJuEHI2BbQoVZZRxNuzeMZgBsYFEN6gP6W1+VUQV2udR4sgG0BNdQq2xsKSPyLRBWdDINyp7NPGSkxPdcgzI34yZM/hMDxaSCb3Ix6tgkbfP9KsqKaVGvpl5fjLUmSnbQZ5KOtgNZbEqbbrfylVNlkU39O9aEfJSSTrYzwtGvcqHb5LLZXR3LazUIfhGmZ5xzB62eT5ZGNTf3couZIB+Q6bswOtsNY+Go4c6ipdyDoaOESti5q36akrwGg0eG9EjJrN7vkTy6AjURE1HgPMobylJKVmEsbIUKop4FqcDNqsY1QKYGr8rJVEYgtZc54WRpYgwAjKUuJAuy7NVlvoMjO3RQNetKMgjvNsp+SxvmZBR4Y69V3qFIpsc3vQq6CPMUMNT8R5oC3WUW+1GPT1D3XFtmmBlel8lz69QIjEATw0hlT3m5F9VK65y6WyLyDjEdsR7jkO1OMNJwfAzKWC1BDlX/+HGRx5GEirGFKzvnU2LTbZtILp8VyHeeDHTmR0r4P3u5mzRpCmgv9bFr8lpmxZjYVewoYmJtdyuaQOWtObdSh9dq8ZCBz5DppNtfOsxRNZYevx6rJD9ECBecc7aOEW7C1kYQm4gVDNmOIREcN07K10JMG0zpsLcC+brWSvdSz8GJocDcLot8yqJMLrYnr5xYLGulAV8NQ49MaIojzEkIWuVtm5XkQojAfE+yTYYza6Zzypwh/Wq1MM+9twPK8H/k0MARuXr3VJ6ZLwajuKg9bRICE+coE++jSHpxoTaLeESUqY5slDr2qcQEDBE6FtOHapeWHbc0aeuWUGz2QXkeYJhjNhsSOjtlwvjk82Sl6paEOuHAXU3B0UgzxzjRJnwZeyc0pt+pTlpaCUegTE6Y8haGlS6NUyEqoXOsUrzqvDFi3Jui+LEKlze4i/QNz0KOEzmx15Ke1YEtOu3zKCxmgS4Yz5kb7Ng1pN6vs52DzyMNI7daX5w6uOK5lfHBpaiFpB3kjxQ8kIf0G3lU3CLHYUUI7bHUE9V4hNbab3fHnYJNGHublqL5HzQehsaUYFOElW2VXFuKmlNjP/Ea0BzZLmm9pAT/BaVIFoaKlzDuZCaREjUdnyCUU8PcaZWSeAW7EY7hg8SQZnjvRopdKTjgao/MfYihvxgMJfmyb/q0NIS4U5nceTgBgLNPDoVgdXmKQobdhdtyEHNO/6i7AcRodXMiKLKuYAo9OoOTtltOX0kDHZwm8xAoPOIsHF6+78+Es9PC5VYolvMBz6ndPSlydqnPpF4SmJvLQjPJi72mLYE/W6bdacnqZ5wLnPdD3vLWssUFNMgRvHHSQuEf4LTt2PTJpX1McfBOz6jaquB6hRB22y1BDlT1YvO0FiwNwhgduciJ0PgKYrSM0ce5mgNDuW+P7R1GBK6IM7mal73qT6wACDftBkwDabenwPrrUwIxdRu6jCyPMuPWohUaDnFpFqqeAh3JzWaXzpmSyVIaGTppNaqeZnP7QaKfLGHd8yBAKcNtVebSQC1sVtehoIVW2KmrSURotchpAXk7HJAl/4ZPQKhq40Vw1Iug2y0cv9fS8rwW/u1mr3mGFKC9Sm9FPLnsaiUil1aau+kkCNAHTumPB/hp6pdfUBqq8OZ6y5OxhWvt4oOVPQbwj3ey9ve5xvJt970MAKpgRT7IdIgnu1CdmPdXyJDcjSOppIFVuXhH2BQqOLeNxQifFAminE+5tp4NCZkCCukcNCbE1AyJdQm2rcZPxV1EpvSJOjo4aMmXro6MCWLFT1wCdTgEzeHDIoG65EPXyDk//WDQn76HT5L3yce9mr93C70lXxQjUT8ENjXyzodmuuD2ByXv85BgD7UyzoeZWv/eC+feaHIBjLIr6FDAJbnoh5uoHxUuZi6+wSNc0OCjzFikWnO5P4qktaLRWyjTCGauCgkOxlH/A4u4je6Ww8QTGev01FIvRop9qQ6+OpzLA4dVRhwR+W5Ar/BoFQJ0UW7wzDdCngVK5iWX16R81N6V4gU6Cuq4vq7HwkP1LwrS4GqLaUibgu+Vq9OUdnWaxlnarOU23YyuSG2B6UKZVpadSK94/akghWx/zvGkY4OIVvIi0V8VuN3vYT0EIR74p0SZxoNhUPCz/Magx82kQlvuHFB+MgZuWNwkGak21u9NRwye2FkJ7r4qI7WYP/xTE0Mg3HbpuDRGcRQGnszGJ6wlaGrvMCoSecrCge1rWhMPe0PUUcA5umoCSqyHwWsoUfATn9DYupHiyrII7z7h8RIsLF2tbzIFjJbquCA2M5QpzqPIQ1vNIyOGi3uIAMF31A09Tj4S1fAswerNO71ljkd5qPfoyDwpX4ULld11K1REkLmWOveVS1Ms7CQpRVXmMHhae4UzJVaWCG5lK7LNh2dAxaTLWK05DsQj9ueV5ZBsJTfWx+FYlaLsyot3NYjkPCJxgQnd/2hNFGJ16yKangH+52WVAV2CEo2kgsb3nKJjRumR1ckyBdqa9vQQTsPGLH48aVsFWR6W+GiCuVxiW6LotDlkLIL2OGj7JVserz8XIwmPsZnTLpaaXeBpeMljKnBoBQq/IkjYWiB7vtXHK3WyThrLtyX76FvVTUNlIN4d6jYlhN32p8KQYbqeTx/XaTMA7lCzi0DB4PUVvnwIigJteZ3dSlKJnKHGpSkFd+hUkjN+dz21humuoT4sGLg7bkjj0CqqpdyYPWnx7jwCuWScT2scFL4wFE6ChVwKcKmftHbElpDHwDXqMR7tOhr2503n1kuTTdGYYbuSsKWfNkfBp4F9uTi17aUXL26YqrnqQ1NIvEt1yWb/Ee/pdHpY8ZRAKGnLOes/NsMPylI+AdOLRwme2JrJrr30CtZv10jWeWLkEDX1tFjaCTd06009BG0e6GTxc34+cpyyxgRi6wRQInr0wwGQ01UuLjhYSYuuhBd4rBlrazZb5U7BPI9sk3sYTPs0kQFfbBerCVvYIswpDQHqaqKKngXK4SdXXU0VU7CXCSq6KkNNSZox8pctP22UpcrFCSy2iydWRJADfFuH6pJmeO80CPcQONSdLYwV7wsyhyjK4ztbg47g8z8zuuAlJcN5mSflS76+phXRtiwaICSzhcLwzSLhKRb2UKcBbLmcv8ZhcuID5Fymw5yAjRla80aOBwACSsSeUDVXewVQYQLqRN/BPLj2OZIOjqVI03i5NhvyNwiNGxBSovSZC3s1KW8Iexa7hdNhTwL7cDOBNQn/UnIq90XtLpfxkgeZZj8YaTI4T7USTEBPtsCpGjxYmYush5YksscGGUbOeQ2Qhf3n801HDNNmaAVu3Wyh6KT3s1gySLsFoFu8FFL60u4d1GFhOa/hD1nmMcpgI3xk7shyd50VMTwHl4KYJR9WnKC0FazoGKAY8xmKXdhNo0+oRdOLJsMM7nWtwIwYi74E1CWPbAA690vDlGKc3HwEKQ+f93BW/t1xmvsTzkNGcweioIIeH0WH7CEAhcDUK0qVf0bdaTr3US7YdQmEcfUmuVyjuYFGOrWU42NRBOK4QOAHgNf6QPEIkr4xtvxp6leFPwRxHumkgJ3oM0jsKmKC9Ekq7m13SluErdCryr41kpfLUmQN6GniYm1E3DoSNHqbgjkg/gdBqNSyFOimm1E7nk8aLwpadONmzlRudipjo0cIx2HqIsKOEYLKV0aDeeiPWTCw3HSTDWp4DI6rbrQu9lAK6Mna5m/3rshtKGgSVJP3kEqaRiH26bQpjA9Dy3e6RCrZC1uBUb1WPXRGTuZaDbkSEAk+a5bXzjOvTwDncpNr69FEOjMIwQs5V7ph+ByZ2CFkM++lh71TDbleYScp64oQdzgpFxnKBOVR5SMOZP4zlcmyo0s8dKFbDOTboCF74Nj40OjUJ4fUiJEkny7B3nmE5WI9YVnAxuQa+VyUiP8GIicLoqO/gvCqisKXMtW7qmPOstrJutQZ9mafEWHWitJE7JJ8TZM1gSGQfNUSTrRm0dYwZVc+gw017JWTYbhaBfm55O9KBSC2GR5Gaiiexeaw5xIS0PPAefkqyoBpHOmooBVsdL7zXR1jazfL4UxDbyDZv3sM23K4iWc+VCeIxW7Yuw4eZvjCBl5KSUuvlR3hHojI+3Gi1XgFIegpYxU0vrmrSq6VfYW5hACWfEQnvSbE8d6Y54j9yFNzHni+MZTIdivXhWIEU/dO1dgu9tWnE0nIuAyOviTS6gLfIcXC6PWvO4seMW6UZq344vJT55y2WpS7hqMzx4L0IsJqgB75n7XAaU5a8whSOpj4QfamkdRnbNjbUClD+MjvuSNE8nM7cXvmYuZtV00JZ0+VUGYDaiIs0OYvHjv+4csQYKKF6GpglNz1Aag1JZ8OYU6OTYQW009nYd3138pRCHo8a0sDWQjpeuTG6UxNYbC0L1Qaz4uho4Vq2JmLSLZdYL/GkNBwCgnKeDXJOYgEbHaaCT36vfDjczb6vi+OFs+T467ElKy1CL1E/BRsb2QZN2/iz0kxxEOQrKvBpkeiTZSbaiYb1qXMGDnPj0J8CSoCbJshylarxUibdnxIMt3tiXkKba9f4AKZPHYBRO11Uky0wgID/YFKF7fJxqJIApLUR9sRUQ5V6FJVwDeTGT+Xh6F0ihk5TWJs7m9SQ/hSQgdzsKmwrAKq8RYO57wnSymkc4PwmCWm7Lo1dFYGnpUwY3S2X1Jd4iI0voF5J5RGrSJKlp3O8XmcFIgtGuWmrY7Jn2MndSc2vvWLQ2G6WTD8F9450Q9et2pEZTf2ypQ9FWyD7KXOjfeBZYUBItv/99wvYgKOmavV11LAQWzOIe69+2trNdvmfglmNdJNBN90BVTyYRcPbr1Gd3cSmQftuthQ2eo/GY+8puQDL6OHV754CEoCbXnnenaseFlv6hdV9CkKkZ6uw9iQZjjvR4NwqyeQsCvnA2C73UGUftiDN2n8cAZG9qP1pOqynqSu+Wr8mLd5yWX2JV3j8SMGVSIB8RZRYY3lV+N9L5HZNCVSpKriUefeWi7CXeFFvGbX/MwZYulMKB/AKM60HXiIq5HkYGwV0SlCwhlBtLl2hcs17IPAuXBfNKxobri2SC3fBlQYmp8pFE47q4WgZDozpujUPeMF1NDq2LyeNqrBJ8TstOkpK7aMWGPI0s+aTZXp3nj3iSWNuHEciHYxVEehQrKqjgOPiXiySYDZfHC/3xMJbLRNf5jHCVSioS78gYSR3bC9ytnS0Okcu5dX052AgYtX5InCVlJSO407GlYa8aV8LPe5mr5h7QDyeOmnS5cp44DYWEJve14IEd7NV+QFj4vnwkHmRqAY4SRxISZBE0PMiNXCuPjleCrZ0PsJFzKRlLLMhs15OsMSpkwbBZrTAg5GoJE+CceY4GN3O1ygmNwBx7WRZjTvRJnRU1ICnxUXgpVFgWd4LLsmLGLAhH6mCplst/GVeo4l54FI72sV17lA2JCgpLblcNi0jPnD0HGSQcqRJDfw5eEAjD6lPq0Onk4wTDvXX3gUBjE+K2bkz7VAjFITXgQUEtgl16JXbT3yoewoL4OArYtmHLPry1gSQL4tkuRkBJP5hBK4+PbgUTISSktLbrDe91AuC9/r8nqfCgT8Hw448NHS3JhbuIHDLvQxBNQoOUlpCfUzcFQPSvhii7mZBPIidOSwnW3f9QYh5aiPqo4Rz2Oro6n0fxLmbLcsZyKydTwbipckouPoo6lJZPI1GVn3SzNnOsxmfBhLippRbRsBLy6VuG6pSWS79YjvfFhV+cuvyJbExfWPRiJxoBcGFdLGdmuhK80kFY7BeVQ7FahSWaIexKdgaioVAN7jgw28AgMRurE9aSAY57uaw8zIWoumk2Z07zRp76i3Dz0DwfQqoKDeXb7ja4W3p15rn4UXI0hdIAX8WtLQCCDrFCryfQFRr5yOJd4iDerQwma2KrhSckpovCqJH07Kymiin9p1A1W4WRT8HyY48JNQ6TrBhR2vcgF0gibCpkvK+I2klL3LL9BArMHB+UqSjhFmwtVHV+2IA0W72w59c/DQScckL6cyddidkdZ4SC8zniOlqFRzop0CLeho4AjevBuhTfOsiiEqqTyNaCjbVrhVem8iF8g0MbP1FGihDXZz8TQi27XOoVaCbkPv7Vx0MTBgBACcSg/l2i/BLKYqTbT1PJSEur1Ghp4eMScJVKDKXfjF+ggoSSLEcU9b1osaaCuntuhRbk7Fffg29SnMV1ba5hBD+eeU98s6SP7ckHunAjJYOiil3v9xButvROQzp2hfC3N3sm++OMDstZelpoF9uTh15XAwrbOdMtZNTNNoJF6mTZMl2oj1qqd9eVtID7yrITtGpf64eJYSErYvYOkqIlq2OBHUXXogO4ElbC2EizXD4tHSrddjLvBrXREbuZqV9BmZEewBTp5+DCTTy0K5vDODVDSRgOB6FNRjKiMB/0PPVZYsCM5VdmxtBjPBPA6+4GRXBjfgF4ioKWFUq6KVMJAnYYDteDMU/KPLXbk5IOpJKPM5M4Kl8ANsHf1Ay9gSbQ5VhasRFwKKA0FBljkY2Kd8GVQJDAOVGB8F7ussm7Y3T4ayTZop3mjF2iLSwkz3A9CmgYG52ObjeGlyGA9vABE6y8SaIqoJoaimzgmbiAfItDHS6zXrypZ4WHJUBsPkoTJ0Ilhv5DAnFRw3HsrXQmH5hNXgOcGHaa6Qc7WZx9JNLkCPZxOgdk9xgRExpM8yhZFMfm/62eCcXehzR0cJDbD3U1tFFfLAhljzv23RtN6v8cwtjIx2oCqw3qGSdAAAAKBwAoxcQAAAEAAAAAAAAADyGAD8UgBoCAAQRAA0H4ldDQiDph4YWsJe397AHtF2Bo9lRDFPY9DwtXefZbllz+Y9U/5m3qek5r0/juZ2b7vKfmPYzj0jXc25H47IdiObyvwv9Z95/pufcfM5lu/PM5T/g7Oe821zPucaMz3aBuct/adnPPKpMz3NLOc/2bDKX/2DyP9fPfLYWkru/D3kwmS5zRTnHdlSZk/915T/z6jI95/xynu1QMyf/rWY/5+nmes4xZzzbVefu/5+89kzPcwg6z3Ygmsv/XvSfeXGannN3Gs/tnHWXv9VrP/NWdj3nzjae7dQ2l/9z3H/mXW56zrHuPNsRby7/HW/frC5z6DuPdhWck38w/I95S5ye5/x4nu0UOZf/evmf2YA5PeekOb7VyT9y/s/pOAfP82yXz7n8N8/9nK+d13POm+PZDpt3+c+Y+5mny+nzXCnPs90h5/JfHf8zz4bT5ZwKx3M7A97lP/HtZx7xrue0zo1nu8vN5X9z+8+8s03PaVg7z3Y6m8t/MdvPeRm7nvMaNp7t/HWX/9K1n3ndmp7ncnU+28FqLv8x6j/z9DQ959A0LrdT0l3+I9J+5r3oes6laPyW+/Mlr0PXTxxbG9Fd/tvRfuY1aXqeg9L5Ngf/3LQveZu6jnOkGs/tWnUn/xVrP/OQdf3Mp9245uZ/+PrPvIlNz7mPnWc7ss3Nf2rbz3nBu55z6BvPdhW8+/8nr4vT89wez7OdIufyt0z+Z94tp+dcL8dzu23e5b9w7ss8gV7PuZSOZzufzuV/d/2XeX2dnnPOPc923Z3Lf/jdP6vLXIPPtxz++/B/5kPx9JwT8Xhux+G7/Hfg/cwW4Os5997xbDfeufwPuf+Zz7PTc46x59kOp3P5D6T7Oe+f1+XcNsezHTDv8t8k9zOvkdPnuTeeZ7suzuW/KP5nng2n57QWjud2FbzLfwbczzz6Xc953xvPdtaby/929595ppue8wp3nu3gNpf/yLaf84B2Ped0Nj7blewu/31sf6afcNJuYnd/H/Mydj3nVjaerQFtLv8z2v9MhzmyjUtrkbvDf5rbz3mgu37i0N7u5uQf9P4xH/d25Dj3PU61BG6dexJ8T3tOXJPOwDiX/3HyX+b9c3rOvfR8282/xO7PebO9nnPFHc92173Lf/7dz2wBnp7nRHye7Vw8l/+M/J/54Dw95/g8ntvV+i7/4Xo/86Z9Xc6JezzboXsu/3P3f+bFe/oTj3YDv8N/Cd/PeQO/Puf6PZ7t3H2X/9C9n3nWnp7nKfs82wV7Lv+x+j/zTD09pzl6PLc7813+Y/J+5on4es4ReFy2A+9c/qfd/8z77fScO+25bIfZufyn1/2cR9frOZfV8dkuqHf576X7mUfR6XnOoefZXjvn8l81/zPPldP1qY1mN3XCZF7olcxcFVpIHmNCR0l/Q+go6a8HHSX9uaAjSX8o6CjpjwMdJf0doKOkP/9zJOkP/xwl/bGfkzTX22n+Bv8DP78UWk+DdrZAK+OfZfCzuO1Z73l2Njybrc5mn7Mf5Cze3mxjm10urGsWW5qd8cx+MLM4j9nGMNsDmIWty3blsg9aVqYsO2uW3axlcdyyrVz2Fy8Lo5dNS5ileczeSGa/mVnGMxu3NJtdzW5js7i32Q5v9juchWXOZp+z03pnZcOznfHsY55Ny5/tamixL9qcHm2GSfuF0sKQaTNq2k2eFoZPuy6j1gOqrSXVdl612FxtTrB2c6ydvsZaK1OuzR5seye2mJPtdmX71dkKcnu2LZu0/SxtMU7b2KRt52eLk7NtVLY/IVvZiW32YPtl12K7tbO52s2rFtZT21xqex+1MoXa7p32gdOSLdNmtrRbKC1uk7a7o/3WaGFKtBkR7QZCC9Og3QRoP/tZzHs2xjzb0c7CVmc7yNlOcVY2Npt1zW5Cs7Kc2Yxk9vOYJU9ith3JbGo8s9m6ZpF7mx1nOfvdzjbDnoXlzyYDoXUNinYaHa1MlXZrpe2SajWm2jz92tZf27XYwmZsc122n5ktFmi7QdpuqLZisbbt2bbztpXx2+YEbp/GLWzkNlO6nYnd4lpvW+7tp30LNn6bBeC+A1wYB+5OBPfjwMUscLMA3E7+Voz6tkO+faG3ssrbmNXt5nOLtdtm5LY/YFucrm2ztO0gbcHkbDMz20/LFrOx3anYbh62MP3a5l7bQdeKBdd2rLVPsxaGWFuDq93CanFDtQ2i9mdOC/ulzTZp3x0tnBjtdkT7ydBiJrSxCNqOghZ2QduZ0L4XWjEl2oyLdhukxTBpY7+0Hz4tLqO2idT2bmphQ7UZVu1HVov7q90cazfTWlhtbdZc233XyvRruw3br8UWdmWb6dpuF7e4u9tM8vZrvYU532bRt5/8LSwAdxPB/UpwYUm4GRNuMTVcvELcRon7peLOgnF3D7lMJTe2lLt15X54uTK/3GSWuVppbt1n7oPM1fxyY2a5Ma3cZ5MLC8ndAHJv37iYI24Gh9t54cIl4XY0uO8DV6aAm9Xf3rpvsevbbPb2U72FG7xtfbdd2S0s63a2c/u93GIOtxvC7ezcFhZu22JtO1FbOSTbjsf2SdjCDGwz69oadC3utbal1l52WQuOtRY25dodgG0Zjy0v03a8W9ts1baZwC2t4Jal3GIst/JrunV9txngLdxUbz0U3HaDa7eOqw3kZjO5WU5uriv3S8vFEea2zNxabC6sNzfDzv28c3HzuZuA7tahCzPRbTu6uSxdWahuZ6v7rnXJ2HUzgt3tYBdXspuh7B5b2YVB7HYHu1267g1c91PV5UJ1Y2662ZfuhqCLs8/dvHO/51yYbm72mdtB5sICczez3O8qF8aTm6nkdhi5sH7cWjzuy8aVBeNmr7i7TlwMETebw/3CcHFAuJv/bad9C4O9zUJve3232NftRnS74dwKMZNbTeb2hnO7Qd1iaLfY4C1d5a1ne9vMb2cfuNkKbu0GF5PCzbZwvzZcOUHc5ojbveLCanFn07hfOS7Wj7tV5O5acmFLuS0zt8vPFTvS7SR1H6wuDFk369at7evi/HWbyO5XsgtmtJtV7b65XZjd7k1z9+vcxWR3s9rd3gMvLIS3c+J9V7xifrxZIO8myouh8uZ0eb9YXtwqbxPl7QJ5wdh4syjeL4cX8+C99e9uvruwy93Wtlvz2pUZ7XY0u49jF65hN3vX3cx1cc663a/uR6oL89TN6HSfmy6Zku5GpPuN6GIdurH83G4+F4ad2z3nbma5sq7cTCV3I8mFxeNm67jfMS4uGLdjxS0miwuDxu02kOvl5M54csGV5uYGnFvPO5dYgW4sRdfGotuWpRs5QF02q4vZ6ur8dbmSXQx3F/e9yy2HdwfGy8nxeoq82SfvGC1vG+btsHll7by9f96H0Asz6c1YemdBvbis3hba+832wrp7Y+a9r8EXluG7rfj2bnzB6fh2KL6zD9/cgW/b7/2We+FyezPJ3qfXC5PpnUX0fu282Dlv9szb6+WFcfJ2lrwPj1dmxhvr4t1yeLEW3syD99e/i4vfbdy7ne8umOxuBrr7Fe5icLu7s92tZBf2rtuQdXuzurJK3U5P94npwqB0a0G6G44uTka3BenujnRhXLoZmu5L1AWr1N14db9uXQxlN7ay2wHtwqp2O7Ldr21XtribXe5urLuY725tevcr38UZ8DYM3hwML2yJN6vj/dp5ZSm9W2XvNtsLo+7Nrnu7/V6Zgm+34vu5+MKefDMp33F2vjBN383Ud5P1nQX7fgO/2MbvzOm36/r9FH9hjb+Z6+9G+4tn/NuAfz/dX1jsbyzz90H+wsx+t67fT+UXtvGbcft2xL4wPt8cnO/z8pU9+WYxvjcRXwzCNyPw/cB78bR7m21v19oLG+yN9fV+aL3YV++207uT6YVp9DaK3k6dV0bOmyPkfX68sBzebIb3BsCL+95t2buf7y5Y8G52vDuWvSvXv9sN8I7Z8MZZ8mqfvF0vLwfM65Hzzs55w0X0djK9s5reclm9XWJvjLE3Ntvb2fa+916x/d4M1Hfz9cVsfnM/v1/XL+7ttyn+dqW/ZLq/GfPv5/2Lwf/OBIC3BWBYCnDDAW5ZGBEwxgW8lQF/dMBog8BNErgLBYa1Avd4gd8vsMwZeIsG3oqB4X6B2ynw5wkM6wOe0QG/KWCYEvCWAvwbAcYKgDP73478F676t7v9faK/MsvfmN/vlvaLdf1mP79fyy+cx2/r9+3ufWHZvjFi30/WFxv13Qp9b3O+sCrfZuHbsffKLfd2pL0Psxem1xsr692aenE+vQ2n9xfUC2vqzb56H10vrK935tn7wfZi4L3ZhG/vxhc25Nt5+b4zX7E838zRd9P0xWp9c8G+X7Yvbt23Gfz2MH5hML9Z1O9n9otN/t5of7cLYBgLcNsBzh0Bi/cF/OiAY3fAMUbgDBP4GCywaMjAmDbw1w1cnzywmUJw4z6CN5rg7iY4ZhS8JQVvTMEwoOBtJbgTCZYpBHcEwds7MGwcOHMG3oSB8WaB2ynw9wgM5AaBC7YG3PsCxpqAtyDgjwVYzAQ4owB+DsCy+d9d++8n/Ysx/2axv7/VXxznb7P87fZ+wep+G4LtrLTGsyr6vorWyorYXZGCtln0YIsy26LYb1HOuehFFwFHXXQBbdey17+GuSdMlspdycxYuULy2DE36ov0R31RX8Qnyhdh/Clzo76oP+oTlfw1c6L8EV/EL8L5g+ZGfVF/1Bfpi6j+pjlR3N83J4r7K+dE4/7WOVH+COGPnhsl/elzo31R2B9AN0r6S+hGSX8S3SjpX0U3SvpT6UZJfzPdKOnvpxv1ifqjv7+ibpT0t9SNkv6cupGkv6hu1BeF/V11o6S/rm6kLwr7A+tGSX9m3SjpL60bTfpj60Z9UdjfWzdK+qvrRv2isD+8btQXhf35daOkb4TdKOlPsRsl/RF2o6Q/v26U9K+uGyX9vXWjpL+xbpT019WNkv6iupGkP6RulPQn1I2S/my6UdJfSzea9EfSjZJ+G12YRK+iKySPJXSjpG8A3SjpT5+bpLnBTv/89+8fOkc5M2GuS/hDEr7xCGskwhyGMJ9+sFsP3o6DY7LBGWXwVxgMUwvepIK/nmCYSHAGEdy9A8PAgXfCwG8WWFYJnCUCz9yAsS/g7Aj4wwHGGwFuGsDFFoBhFMC5C+A1E+AYEbBNCbihAePWgL1E4B0jcDYLnOUCd9rAcObAHUHwmwiW0QTHjILnkdWlY3/BmWZw9xoMphzc0Qe/FmFYoHAuWfhbGMZehjO04Z7hMIx3uDkPfwrEcBbEXRXx50WMmibxlk2ciROnt1HcDa+4Tbq4LMXY8zHu3Iy5PmP/AI27NWMuy9jWYbwJGOd0ixtncU+rGJZTnOkTf9nEuFfijZJ4ayOGVRG3GOIeBLFMfrhbHr6PZjsMAxze7oa7o2Gcz3ANYfj9C8uYhbNe4RmkMKYonF0Jf07CeC3CLUS4ow+GoQdn08G/42BMNnhZajDtNXgjDu6Ug7Xv4Dn34GYg3DEIw1qEY0LCX5cw9ia8TQrvaIVhw8LNXrgrGJbhDOeghl/iMKxyOM6a9vDvfRi2RdzBET/CYjPO4mVKxuZajWv+xhrBcZZ0THs65hyPt8vjXPNxsz7OPSDDPJCzIuRPCxmWibzdIm/tyLCI5M0nuaNLlm0md7nJn3AyTDs5W07eZpPRSJMbXfJHlAz7R86dI79PZNgh8jaD/Kkg2xHt/ri5H3+4xzDZ493c8XdzjLkcb/XGs3Rj2K9xazXuAI3l4ow7H+P3YgxbMM7ZF2/JxTjd4sZZ/BEWi7EVZ1HFj6cYRlI88yg+PYNiGEMxVlGc2yhuOcW3omIYWHFmVvwai+Egi7fk4o+5GJyAcW/HOOszzgEat2LjnbMxDOI4Qzl+dsdkhcdbC/JXh4xNJcfokjvkZNh4cseh/AEpy+CUM0flDVcZy1aOASx/Icu4n+U2ttzbW4ahLme0y5/9ssyBebNi3uiYYbbM3TJzp9Asa2juVpq3kmZYRnNmzrx1M+MMmTM65q+DGebAnAEvd6XLMLnl7Wr5g1mWYSxn7sodtzKMVbmnqfzalGVVylmM8gxCGatPzqiTv9lkPMnkppfcWSXDdpIzkOTeQjLmjbxVI2+xyGKoyO0QuQtElqUh18aQXxcycGbIO0Lk7hA5E0XeSpF3z8iwauTGj9wVJMt2kndHyW8tGTaYnMEm15aTcfLJLUP5o1EGU1POKJWfsjIMYHnWuPwJMGO5zFk3c8+lGZbU3EU2P81mGXfzTLx5U3HGYJwzOeddnTPu1rnNO3f2zmQsz9nO8wf4jG0+z7qft/pnWA90k4LutUGLWR40tgWdG4KeBUBz48/M89nu7lk7es4onjN15xqw8+fqjMNzbmzOPRtnmIpzpt/8rTfDgpu31+aNrxkG19xumnMuzbKA5g6Z+QkzgzEyZ4bM2xQzTol5e2H+NJhh/MuZ+vL3vAwbXt50lz/aZdjtciRhusuPeVm2vdxrX/4KmLEL5iyFufNhhvtibnTMHyOzTJV5tsz8gTNjGc2bSPOMrBl21lzG2uychHNW6sylP+fen2lh0J4adAuGnilDzx6iN49o7Co6S4vefUbjXKMbeXQHHw0GIp3VSH9c0tia9OxUeuuWhvlLN53pXtW0LHK6S51+1tMw7una9/QGPY0znW6U07uqaRjNdJYu/a6lyQyltzvpb0QaU4+OkUd3qNGwz+jOLPrripa1RGch0ds6NMYNHXuF/iihcXnQrQq6RwMN44DO9p8/8GeZ8PMG+7xVPsPonruv507pWebz3Jk8bxfPwAk8bwXPHcVzzOR5Y3negp5hRM/J4p49z+dd9/MH/oxNQMcyoNOrgnaX0LdO6I0bGhYPnbVEZ07RX2M0HnN0K5PuFKZhdtPZ6HRPfBpjoN5yqDcwarFG6hZL3VVTy/6paxfV76gaZlWdGVbvMKtxxdUtuvorsYZbsc74rN+fNUzcekO3/pFcYyfXyWCuaRvXO4nrx22t+VqHqVlnUtavwRqGXz2brf4wq7Gy6myqujdSDXOo7tSpXzK1zJV6Fki9sVFjS9SZCvWOgRp3P92IpzvZabLF6Wxu+mOaxoCmZxPTG8E0TFu6RUv3TqVlodKdofTrk4aJSce4pMd9SUP6NT1pTVK6w5TeL1faG5f+3qVnENO8j2mWNK0Lm9b4pmOm0xnudOY+/Q1Q43KosyjqDpIaFkud/VP3Uqox9urNy3pbtxYbuG5X1x3YtWz1ukd7PcZ/DTIibG4Q+yVi34qxcdHYmD82p5DNMWVvXtlxqdltN7vrz4Z5aM+0tD85bcxPe4PUnh1qw960W5d2B6Mtp5/dEWc/0GzYWXZOJ3urx8ZdY7dW7G8TW2wNOxPDfjLYMBDsmfr1F36NrV5npde1t2tY2nU3c/1UrsXWrbNy623XGku1ztlZf3DWOCnrpmPdWViTHVhn6dWfdjXmXD37rd5mq2Gt1Y23uidcLXOu7rSr33s12IF19mG93VjjgKy7NuuPzxpmap3JWj90a7B163Ut1w7vum3vuku+xliwczLYGzj2548Ne9DOQrQ/P21Yo/aGrf2da8NMtrOd7S5uG2a43eVud8Xbsv3tDIJ7o+GGPXFncNyfIzdulHuD5u7EuWEM3VlF97OlbplZdwbWPdPq3qK6u5Zu7aQ7r5y7fXN3mtywM+5si7vnwo19cG/p25v2tljrdtvc7sq2ZVnbNZDt57ANa9fOnrV3q9o4S+2Wpv05acPZaGcP2u8+G2advQVn/0azMcfsTC2788oGG8rubrKfSLaMIzuyiWyXkV3jyD5PJ9t5ZRcPMTurzeZ2szn6bO8+e0aiHcvRbmba3Z62GKp2N6z95rVhGts1qO3NbRvXut3St29Y3DBc7kyc+xl0w5F0b0Xdn1Y35tedKXbnVrthwN0defeD7za78M40vMeIvIkX581tek/n7J0dfGMT3zmU7wxz+dYmvreGb9i1t4bszdv0do/eMTTv2JR3JuP9dXjLCrw38u5Nuht2291xdneK3TKz7k6re/vphpF0Zxjdmzs3Xjl3O+b+fLlhmtwZJXcHxw1T426I2JQN7PA+swrFTVj2+ldg7YTJsKMrmRl5VEge845Gkv6wo1HSn3Q0SvpjjkZJf8PRaNJfbzRK+ouNRkl/n9GoLxr2ZxmNkv4yo0maO+30z3///k1GlAv15k69v1bvG6y3PFvv3n69pyF7a87et2vvLuBbI/jOiXxnJd8d0DcM7juz+/5pfmOd3xv098b9DYYB3jbAuytwGRh4rxH86YLDEMLjrOHwf1nhYGvh3WD4Uw2X/YbfqMO38XBcfXgLEP9BiMMyxDMR8bciDucivumIf0DimJF4DEi80xGHoYh3H+KvQVyMQDx7D9+ow7Hl8Fhr+HcajhsMb3rhPatwGFF4dhH+IYTjzsE3afDtExzmB54VgVfbBjiE3X9n39+75m/s9TsD/f4Ev2F53xnW9yf1LQP6zmi+byXfWMZ3pvD97XuD1Xu3d+9r+N7MHXxjGd+dy/dezDfG9M2evnFw357d907zOzP93ta/PwBwOC3wZgb+TYLLRMFr2OCfPTh2Eb7VhM+awmGS4Y03vDMPl8MP7z7EX4w4jE88uxS/KYvjoMVbv/hnMA42M579jD+zcdjb+HWH4650vGi941nyOPc8zlWP+7DHM+/xGPZ4Yx7vhsfFbse71fEnOg6DHK/tjW9v4ziw8YY0/rMZh5GMZwzjL14cblp8qxX/RsUxQfGYnXj3JA67Ee8mxJ9/uNhveKYaviWGY4DhMa7wzyocJxPeOsJ7F+GwfPBsHvwjB8d5gy/QksF7qwb/vMG7c/CYPXj2D74thOMowjOT8A8nHNYUnrmFf33hMOHwzTn8ww+HKYhnNOIdkDhMULxXKP43YnEOOxbPDMZ7EuOwt/EmN/65jsvgx3f5418TOQZFvvWR1wzJYbPkLZe8YycXkyfvGsrfRDlspTwWU74NleOYyptX+S+sHHZWnrWVjz+4co6snGGVx5jKY0Pl20o57qO8NZT/Dsph6eTZOPnjJQezJd8kyb9EcmyKPGdC3nWQw+bHO/XxNzwudjueyY1vYOOYzXitZfx7GMcBjDd08Z61OOxYPKsV/0bFcZTim6P4xicOsxPPzsS7MHHxyMRfm3gMTjyWJ57xiR+jFJelimev4tOaxWPx4t69eFc0zvMb5wLHk+mOo+WPtwLyD4d8dkS+oyNnieQxcPJNnvz7KIfplGdh5V1eOWy3fFde/gbMZRvm2Yz5DMkcGzPPCM2/THM8WvOma949m8OqzXPk5p+6Obp8890czssozmsL57yC8zZvjms356rNY8/muVvzFmv+TZqDKZpndeYPzBy2ZL6zMf8kzDH98oy7vCMuF0st7yjLn125bKs8BlS+NZRj6eSZM/kvlxxHSt4qyTs9cjA38syK/FMix3bIdzLk2wU5LIK8CZB3/ONi9uMd/PhY/jjREMg5DfLXQf6GQ47tkGNQ5FwWOe+OfBskz52SN2Hy2j45rKE8Wyn/jMqxsPKZY/n2Wg6bLm/l5TkJc1mLeedn/ibNyYDNM2bzTeAc53DelZ1/buew0PPs9HyjPoddn6+bQPd60GtA6N0WOuaFXtwc+jdE9GyX6DFTdH+p6BkoOo4SHUNEx/LQ+drQnRf6JoUeu0HPuaC/DHQYAfqGf/5pn8uWz7PN887wHCZ2nrM6fzXnspTzTOB8lm+O3ZpnqOafnDkam3krMu9+zGEe5jkM8+++HHMv36zLN+hyMd/yJlvegZbLLsszbLGccyw/uyznQMsZa7lOtlzmW54dl2fQ5Rl6+S++HGdg3jDMOx5zGJh5jNP8EzXHns23avNbwTnM4bxNnXdW52aS513l+ds/h/mf54zQNyZ0nCB6Q0S/QaPD3NGzkPTXkg67Sp91pX+E6dhnetabnpNOh4Wnd/Pp7z/dDEE9u1DfQNSxFPWcjPqHo47zUW9H6rUgddiOesai/o2o4yLUNwT1bT4dpp7epNNzzOky1PRONP0RppP5pWdR6dtSOk4iPWNI/8TRYdbo2Sv6Z4oOs0PfztC/FXRcA3omf95pn8OQzzvb8+/0XCZ5nvWdb3TnMK7zbOr8OzrH4ZxnLOedyTms4zw1k3O1mvMY0blO6bws67w6unNlmOe14vMM+bzHgY6JoG9S6BsWulghertE76DRZd/otYf0F5IOc0rP3tJ3sek45vQ2n/5FqMNY1GNl6m9THfarvjmr/+TVsYD1DGW901kX81rv1Naf4LoMcT0Hur6ZroPacNcjbc3radPrMe51nfV61rzOBa97u+uz1/UY6HrmuP741snm1juv9S1pHYtZ35WsfwrrOHz1tqxeg1WHbap3eurbmjoOSj2TUf8o1HH26U03fSeaLiNM7+rSn1a6mVP6NpP+qaTjJNIzg/QvHh22jp5Zox//EaOTU0bPLBu9c0fX4tFnA+kZQ/oWkg5rSc+Q0r+udBxeehab3iWnw87TMwH1m4k6tqO+xalvg+pws+rtV73DV5dBrHdk6x/cOmx0PWNd39DX4eLXGxL7t8QO82OfxbI/Wnbo1NlvC+2Noj1m0p69tO+C2nFH7S2r/eNqh5W1x9bax4+uXYfWzrLaY03tGVH7jaUdN9LeIto/gXY4dfYsnP0Bs8Ni2WeW7N8hO9bFni2xdyTsYB7s3f36c1+XBa/H7NY3tXVMZz2LWf81rOMI1tu4etetDresnuWqf6fqGKb67FF9M1SHxak3NPUel7rsS70TU39u6pCswlAhwO7Utz71z1B9h6muhapjsOq4YnXPWT17V5/hq28961vSOnN565/sela7Hne/3nLYux92WR17t8f+kbPD2tmzjvaNpR2Oq72htX+k7VLWYrEWyJbbO+32x95+82+XcbhjK+68HneX5L6Tco9tuWdn7mN27mZ/7l2h+6N0r126p9bp7lG6b47uvz93LM895uXesNxrSe4yGvcOxf1NuMMpuGfv7Zt5O466vfG27zzbYY/tGV37+2onU2rffNq/lHaMor12zt5hs8N02btS9g+SXbbHnr2xb1HssCX2jIf9s2HHVbC3B/bcADusfz27X//i16HTX9/GwL55sOOXw+5FsXdX7NjhsWui7LVbdg6b3dtmz+zZ4xDam0l759Mu42rv0Nq7wXaYZ3v2276Bt8vJtzcC9w/CHbbiHhtyH2tzl/G59wTdn6N7jdK9OlZ3M1n3ynbdZcHu1I7dx2t2F5t2j1m7y6DdO2J3ztfdk3WPsbrHQN2bpnsX6S636N79ub88d9ice3bmfgtzx1W5tyH3j8YdrMQ9s3B/EO6wAPcbfvuX3o5Rt2ew7bXQdthje5fY/tza5dDaG9LtLOPJs8/68rPW/rOYgJayBa08By2noZVsRCtOQ8tFaGUIWjj7LNCk/vk/hIuJzG0oUoLQniKvRxb5zUW2vMiYYGRuMfKjjMQuI7fUyBtrJGw3svONfNORctaRWXnkhh6J3Udm+pHLPUiCI5Gk2UhuOZK7TUhSs5GEnUg2D8negKRMP7ITj3zZkXC+kRlu5KYZiaOMbHyRP7hIGFZkJhX5aCLBRCK3g8jPH9JOtHHIrBvy+4WEtUJ2j5C3PkhsAXJrf9xiH+E+H5vcY6f1KPt57EIev4RHGLpjZu244TrCjTo2RMdvzhFG5jjrcXwxjrD6xm258VbZiOk1ZlmNHVEjnEljF9H4+Bll9oxZO2MtnxFbaMw0Gj+ZRrmdxpbV2NE1wjYbZ9GN33sjtt+4TTjuMhxhKI6NxrGyJ0ecl2Obc+zyHIt26dilOjJfRx2xI23aMVt3zOIdM4DHn8EjuZDHjucx9/MYu3rstB4f26PY3mMywkdxh481uUeP7bEtPeKEHnEnjxnGY67fsbk7/r4dYcGO2avj63QEy3Pc1By/J0dMxzH34dgpOMLeGzvnxk+1UVbZmMU1blyNWDhjjZbxk2DE6S824sUc6yLMcTHLW/yeFmFGixvH4maxCHtXzNIVu1xFmapiN6j49SnCmhQzIsUtPBGHnbiJJn6ciTC2xMwssUNKhAklbjmJ30yicEiJ3cwSa5aJ/LATNRnFHJQiN6XIoSlua4o5Q8WMUbGrVIRtKma2ij9hRUxbcetW3PYVxQIWG8RiZ7Eoi1ns3Sy+oUWY0WK4LS6OmuYibnoxy158DIyyB8bpYBhdEWMNiTHnxIgVMeZaGFsI469/EUa/mAUvPtZFOLjFrWrxa1jE9hVj5oqdtiIMVrFTVfwAFWV3ihmU4hakiHUoxhYUP+9EHHZiE03sNSbCHhIzbsTPCBGGgrgRIG7shzDqw671sKs8lOkddl+H39EhrOYwizjcBA5x7YYbs+F3awibNMy6DDsSQ5iB4SZe+DUXwmoLM9DCDrEQxldYsytcKyyEXRbmTAvfbmHNuvBDL+QYDGcwhpmcYYdnCFM0zGUaPlRDmathZmx4rNoQNm+45RveCg63jsPO5BCTOUye0uH7OtziDmODhzHDw4d5CBM+3PYPfxOImAtiBoTYhSGKwSF2dohPEFF0iIibHWJTQ4xVIc6GEL8MRIwAMbs+7HIPwcoOO6jDh3MoYzmMIRxu9oaYt2E2bPhbNcRNGjY8ww7MEO7HMAsx/AAMMffCGWXh5lUIcyZsjIQ9K0KZD2FHQfgcCGHhg7Hqwa10EPc52OoGf2+DMKHBjGfwYQyCPQxu8YJfuSAmKJhrE+xuBGErgt1+4FcfKIsOzIoDN95AzDawtuVAs/TAsAxBbkaCnakgfcSCwsoFhwMY/DAGO4/BHM9gJjTYRQ3CxgY7tsHvbVDWOJhNDm6ogzDawcx48EsexNkPbgKEHRQhzIow6yO8DRJiqoRbK+FWTAiHTNiiCTtkQtksYXdK2BkSwvoIsybCjYhQboGwzQ9+mYMwyMFZ3eBjG4QJDW4zg7+KQQxgMMsW7KAFwUwFu07BZyco8xLMbgRrFoJYbmB2F/jlA8LpArZJwA4PENYFOPsB/EgAsQHAbf1vB/0H8/1roH8d4p8Y31+39feM/mA3f7l6v43XD4fp1/r8Pi4/sB2/bMTvRfjBCvxu830ffx/SCfgtnIPfBuInk/Hrpvy+Lz+FgnWhC/XrtP26fb/cwd828ddpJX8QRvOX6fzVnv6wrb/s7O/j+wND/GuOf1/qn4z1L0b8t0H/Ydl/mfvfr/8PlgDYKgC/EEAZG+COEPC5AsJoATNvwF44IGwesP0DdgiBaAuB3T/gsweUVQPOmAE/TkCsEXBLA/xFAeLu/zruvxf8J6v9m0X+bX9/2NlfVvW30/nDlfw1hb8u3Y9s2S/L9fse/TA9v1mT37bgB6vra0t9vW8+WTNfZ8r3KPlgZ3yxML7thg8Xw9cO+H71ezDkvUx474XukWHubXp7H90etrCX49frkvVgw3odod62pye70suc9DYePcxGL7YfPTMtvZAp6mG3erxF7G1Ee5jYXqxsr1nfnre5twvd21r3MNu9mPNedr33e9/D5Pc2CL5tgg+GwpfF8HVGfDImvm6L7yPjgwXzZcp8o+nzwSPpAy6nb4vqy4r6Pps+vJO+VtHXGfTBvvmyZr6fJh9WyLeJ8G0ZfGD4e+19r0Pekwnv1Tz3nuQebG0vs9qbyezhTPbav943rweXrJe56r03PdiJ3paa95PKwzjysom8jh0PbBmva8V7lXgyPbxZFt7WhIex4GUReLf/O9z5XZO+63rv4DLvMqe7D+YOM7jb1u1qwXawV7tGadct2hmPz+792WWLdmWXdlmq3Xdsh4nb7fTttoo72M9dq7urHd7JGu860bvnegcDvosl323Vd7jzu9Z+t5gDHqwDr8ng9Xzwbkp4Hxce+8KL08PLBvE2TDzcJl4GjvcR5MFc8rKbvI8pD+aVt8HlfXl5mGBezDGv+8uD2eV1YXkfVp7sJi8TydsC8mDjeNkm3ueGh4PC64LwOhM8GAJeNn/3C7/Dhu+21bsN8g62d7d13XVCd7KNuy7hrsu2g3zBdhETsdvw68Do6tpXXcdSJzOpi/HTPXU6GTDdpku3a6SDaId0l+ui26josBm62wndl0CH059roHO5yDlZ1VzHNPcs5sga5jJtuY1aDscrl9nKHeOVA+9aDlrA3E5nrljeHHc8N/ue+8TntN3PwR7osgq6r4WuNkP3RdFxV3Q5Nrqsjq47pIMp0tVE6V4pnUyXLgOmG+ZNB5Op23bqjunVxTzruNC6LLdOj7fOUddtznWx4rocb90LrYNt1m1xdbeyOkymLruo64bp4FDpOkW6J0cn66LLkOhqJHSYB10WP/etz8kFzzXcuS5yDvY3F5Oa+5LmsIa5TVtuByUHi5Brq3EdZ5xcXVzXFfd+4mAecZlB3G0dDjcN13bhPlA4MES4zA7uecHBjOBmLnAfBxymAJfhv9Wu32DOb13u21N9k9t8ywzfxhLfYJJvt823j/Rtm33rct9g0W+x67cu/e29v5ntv2UQcNsHHIYCF9OB+5jgcE9wjQyuBwcH44PLKOG+TjhsFG7mC7cRw8Gy4Zo4XO8eTgYQ10nEPY84MqG4TC5us4zDxcZ1z3FfdRxMPS7Lj9sW5GAXcluE3Lcgh8HHxbzjut44WGxc1xjX1cXJbOKmiknEfdlwcspw7RXuA4WT8cHl2uC+KjiMBm7jgJsRwMHS3woW/bZ4qm84ybdt7e3LesOBvDWBtxynmwzSrTt0e4FuZHVu2ZvbBuaG03LLlty+IjdYjls24/aRuME83LYHty/BDdffltG3dehtMPG2brrta26T4bZlsm3bZRsssi1bbPsK22g3ss62Pt7/mrdO/+Lpf78l/Ab6p7++/1BWH3jzNz6gv5UHOI62bhsRZBxtfs5ErMbRJnsyAppIm3Npe2ZB4j6XNso7En73NZo2R4xpbxyaSNGM2tgyL9r+BDeXkYr4mNo4TlUU/pjazg+PcH+Rm8vMRXxSbRxXL0oMq+0Dh3NI/3AOSw7nkHs4h7YHNCDaU5uu7Rw20XYOhR3RoZrVIS5xUVIDjm9Ts6nDa1OH3m5oVDY21CZx7jKqWEzssNMrOwyHdghwUsML02kDYmuHu+3ucLq7w8lvz1bAAzwkHHuTCnFnGzLAw8pTG/5i2hxc25i2mDYtDfBQOMPDzptnMeLA3uOhLvd4eK3ycMA0B1tbacOv8vA5b09qHtZmvdex+1zaLDLMw81b6OHEYdIXLvSwZ4Thufqx0MNuCx6kJ9Lm2elhQ7xAqWTubCtrPbwm0gaBmz08NntYbeuDjqPNvZoOcVSZ7aFf4z2k3O9hw9ihVIiY2obeig+Lr4WgZ9Hm9H7IR95HG1WXmV9Z8SHz17bDrRrxgHnLh7ZRH+KfHGmX0bbBONqwj7avpG230qbZTRu14kNUuzrB6bRpPK1Tp9PWZ6tkNaA2rw21qf0ezpja+u3qtHtqY27nZFxV21mjOmZYbXV3dTgLa9On1kaeXdttqocvT+tM2Vybzms9FFzrYeddnVm8NtfGp3p4b1QngWaDa5PlTg+NtR5i20spanxt/pnqobDcQ+zDKYV3dm0qr9eayBUf4vGQD1Ed8uE05MMaXBs31/ZnOWeKm2uzZNGHwKIPn2/mTGFzbSbO+RCYOR8m37QPR838sJ35oauBlOjm2oyza5PGfvh6J+ejxtemJ39oZCQH31+bEzs5v9lfG4yxH2rGfth5GuXf42uDs/fD3QIQJx/G8W18bXD+h69No9xogm0ySW//0LD9w657OBPG16bb/uHlIaDnCtsUTqPMLbZ1G8O58y22yTMCRPF2gLgYBGKHdZSuVbfYZg0C8baOybV2DQKx2/QN0RDbmBhF6eku27A1ILpZR7nQKNv8WgMi+ONAPIwDscFGSrvONuZDN+M6284aSDF+nW3/MhAdTdxMYZptJs4CERgH4vNplOlA22Sto9gDbaO7lMKpmbZhcBmIDD/HgRjYB2LDmZQfZtoGrQTxtm22PRfEzjs27kzbHI6lzCbbJm0vxZ5sG+XJFO9k2wQu2Ig52TZ9JYhHw21z+NBWENltBdEbW0GU7Abx+mQKleG2+UaDiHHE5rXdttuI2+jdIPqI297Pp4S/47ZjOojuR1R2V3bcVlNuO71jA+ma27ShIOK+25yP2Lwrbztwx0bsvq3adopt9202/TY8OzYxDcBtGgoi8vMp2vrbai/YwANwc3E7pfYNuLmzD0Ti2wdi2Qdi+SkVdQluugc3bKs14x7cug3X3HYPbvI4EC1brZHbcHNtUOWehxvlyRp/JG50J25I11RurMXt3wQiQldrxM24vRw3xzsqu7kcN2sQiNZGVOh43Gw/bhiWat6wKLe4CUTemJvf7ZQ2sGzMrR4EIg3MzfNwSp2ZWx8DNStYnJmbuANEdmNujE2mnLUxN38EiI5GaaZoYG52AYhWYFlZUG0BiJW2A8TiWzQopByYmzwCRNtDNNAcmJuWI0BkdgeIklkgYt+fKXBgbn5NBFFCE0FUjRNBtCAOOgL7toLYE3LZoLp6LojLFoPYLgbxxYMzX27JTed6EBEHhNhibeanFbnBDSFem5q56Qm5yQNC9LwzM3w/bneAtCdE8CaFGMSkEFWyLURdR4Y4Tg3x88LMSIbkpu/aEMW3NsShloe4/PgQZytEdD8pM8Fy3PQhIlrek/HlftwgXSSixrtEFBLKNBFNN1BEHRtF3MhGEYcbRcxg3IoPyNi4GTdvrBMRHCiir/WYq9fi9h3NFNEFsbhaTBYxg3Erth5D9XLcvHtFtDgd4/1s3DTzvVdEZov2iuj2iqhn4+Yfj9taLeK/9ZgUUuzHTZYLRjQWjBjux+3ibgxTJuSGjxjxOcPAtXaJ1ogR0xEjviK3iyG5IWLEiIgNGpEdNKJ/SG6Nyg3ndMyl78pNzjUjih00ouqyEb0ot2u7MbAvyk16ybNGdFi2bETAuBHxOS03u2/EP9MxK9iV22PiiC7N7c16zG1pbhcemxsxcUTzAzIqGJubVftGVGjliI0dOuIwd8SfnJuXPZmrJ+fmDx0Rh+f2aGGmouG5uYtHNDk1A5LVuWmLR0QzOJOi+bnVi0dEYW1GTLbn5vm5PTY4M+fn5mW6+b050xqnm/bpZnl2hu7TzR3jM+tQ3bxVNxytW8sJmvt36+bHrBGjy0b8et0M78/ov143y24aUds0oqMJmm3Abmev0IAwYLd504juJ2h263WTPUcDj9mNk3Z7eZEmnbSb5u2GR+7WZ5em1s7d3J0yYu2gEV+7mzbvNst36/G7lR+loRVgBW/cTRnRMWVEVgWLeMtRvDlYpKl28XakncYbcMGIvHbxBut4G7xLw+1A3jAyXMQuhovo1nARgTRcRHOHiwhuF/H4FRrZ2Xbxxt2UEb01I3rcn3nmLt6u2DQiWstGLNC+EdWhI1o4N7eprh464rLFI7ajRzw5hDdg9IhuBmcOWsHbt3aPCO8e8dfUzEETePtOH9HR2sxcE3i7ZwOJwFlCIv7GkDhqEonMVSSaWpiB0f7dZA4jsbcjSbTMThKVN9pMonuzSfSNJzE9e7fgJ5QYmVBiyUkZGGbvJu2iEnl4sKhE6qaViI5pJUoyrcRmWomvBmSiMHU3MXaVyO0q8fd0TGw2crdp15VIDixRTd3NwbtdXY/RafBuNrOuRDVaV6Ib2nRazMYSv6UllpqOgarBu8m9JWL2br/XYz589m56b4lYvtvT6ZgOLd8NN7ZEM7sxFvbv5l1dIiLaPoXx6tUl7u0l4v7dnE/H/Ltl/275bS+RjO0l8raX2Am84dyNKSbwpm89Ji1beKtHmIjCdIwAmcNbVfvuHP6NMLHDdAyntvCGWGBim92Yq4bw5sPnGhMv4brGxGuTiVanY+QW3mxrFG/SrjFxDzLxmesxqa3jjR5nInggb1cHZHQfyJu1ycTX1mNKWcebu8tMJC4zscUxmWozefN/n4kTE02cPilDl/JGb1sGNZY30SMznt/Lm95n4iNTMzns5Y2EE01UJpqY7eXNV/N2em2mWM2bh/PmYnCmMZy3LbN6w212xl/Wm4PjM3Nlb57bm1zcW+f9mchG96anmHhmgiZBRvdG7xoTxVtjIneNiSb2Z/xa3Bu0xsTXxmfuub1R3p/xR/fm4ArNNL03anM09gzfbEt886M0FqzybWV+ib7KNxKjNPEq3x7pG8p2aRCc6ls9wkQPozRTkdzsGzfCRCVn+8ZcYGL3+9ZhkSbZ79uM+s3PKM181G/v+g3hXRoNi3f9Vu8tEYpRv7EdpWF+1G8IMrPEpktL/HlsiYA0tsSzY0sM38aW6MlZWupu+a3cXmKh6y5UjjDRzREmkneY+GJ8pqroK37jt8lEJ2CTiZ/SuhPF3iYTe0KSHlTXOBNb7luZzRkbL/dNHPtMFDbUxAUcauL4HG1ilX8hwaSzfesZ0R06Po82cUqabmKhfxXBZLNvJ6eb+G848amRmViO903qmBM5vOfEA+05ce+wEyHDTmx5Wya2tb7J33liT6098cq1J6odfGLMDD6xnCEoxrcFRUhtC4oNsjWjknm+lTkKxbijUIybUSiSMwpFMApFOsw3S9Mx3jbfqK/HULbNNz/tQlHYheL33Zhqm2/yrsegts03Oj8NxefwKAHPSN+O7ULxV5B1KNbkQBTR9EAU3TJDBJ7nW4/rMaQW+uYYi2J3+vbkWt8kY1GsPR0Tb43Nvu1jUURfsGgW9hCtvSim7boXxX04ilvrG2Kwb4xYjaI6H0Vu9u3obgxvs2+OrMfM432jWjPDBm47ij0344PuhN+++SiWOh0DzQm/yVyQIoeXC1KsyC5IsYGzP9TlvrUcjQHbY79vSlNS7LUec8njfWO72R+UbPntyykp1jslxdvMStGblSK3/IZkOqa45TfP+c3FekwjMOe3c2KOMOo3VJZ9osSxKcVrSzJFT/vNh4NSFH5WiuqyFI2syuDJG38jFJgvdDf+9kEuS7FQNWLUHfhbOS7FQndmqFz3m5tfmaKVdESVo42/9cimVCXd+FuPbFnVOPa3HqWBpNfY33oOdhFOjv2tZzRr4Mm/9Tg7Q6rzf3OAawRwDUQTS68RwPUcxhSPAK6H5RkyCzgZB1yH8Zl/bh9wbPC5A+8+4A4ckeKvRqT4rDSCanOB+5Z3pFiomlV1twJXQo5IsRC1cuDFwPW4QiPK0cC1oREpQh/OKh0NXP9bNEx1NHCenHEKmQ4cnd6OYiFqB0i6ITif0azCyyXBHbHvCa4wde7QScH1H6VhVgXn3C7N1CXnBcdvOIpewIIUP+MDSF2ODK5HNqjK0drgemR7TiWDgyuHo/js4B4apUk9xwdHpZ9x6nJ/cD2yBaYMW4TjsktzNW8R7jxjWtHdItwHORDFapItwj1T5xF4tgh3bCCKP9yIYvU3omhyJoremokiOfaiaGsvih/ajmJxt6N4FqRY//gMa5sdnDNnhKmRNDu4CsgWpFjLNSlm16SIksHTdObRGpRiT3MXYdLNwfWMphHe2cEduCnFXz2XpVi7iSmiE1P0PDVz5uDgvrEyRbhmZYpviy0F7+DgzuIU69+ZYeXa4PBcnKJYi1NsxPoUy1qf4kkzVPSsVqnYoJpA5ewMrrSFKka4UMXYL1SRzIUqAm+5VkVXDlbRz/EqhrtfxctMWDGYCSvmb8WKwpAV267HtDUmONyQFS9PxxzgPcGp3EytXnuC6zncOnB1UnA9o30Dk2HBnSu9YsV/XbHi883mKlkV3JdDVqwXrfjGekyV84JzddSKxFErxoYFt8auFQEDV+xtwY15wbEzHfN/TQ2OCj444F0b3Lkg61b81q34fJPAGuzR61ZcjnHmiv3GrvgydkWUozHRwuC67cZUHzuDk3gdEHS5Nrier1WVsza4b+mKp9nBpSaviH49ZuXlwV129Yq0U1u9Il+94gYHh2E05nlmBwefq1d0a18AlMwO7kvPX7FQtaR1eXAtr8eAtUI4Ibav2JH5K15KsYNF5Q4WmyBc4dMxumyIcM67CVdJhwjXI5vOOkS4lgMy4JsjnPAcwWKD32gqWSTclyNYrMMUFp8bk6zKUcKVuobFOIjFh7ZltrJLOGsNi96GZSq0UcJJHA4tnSZc/7UZZp1wntyoZcyNwp1BLBaYmmEdKJw2Cmd5bYbaM4VzPuwobKZwbRfuO4Z7eHbmpx3DMV2eOTuGO3d8hplZw6Xmr4hlw/Vbntlz2XCm4Ste258petxwbq1ekbp6RRQTNEU1bjgV3+ziMHS4nobBrUOHa7lFA24dzuMcTVXnDufm2BXJsStm63CzeLivHw43ENd+kaZSjyGO7XUE9VqOIe6d965YeLNouYq4YSdxMXdppLaTOG3pio+pxH3MXPG1xGE2cS9Hab6ziTP3E8cJxV3YpXmyCcXBXStqQnF4R2kafEJxeI1aUfyuFZlq14p07lrxbHat+Cuya8UMTluxnrErCm/yit3qFc87iWNuX7HX+MyNQTuJA0eweHB55glriYN2sOjW3sNw7dFTWFxrWCwzOINCiqnEyVC2jEVBjmOxOI7FFjsztXYS559xLE7GsTh9ZIZW3pHEcRnK4tNWFlHuzEQ9j7hdu1nEpt0sSjadxbWeRSTnZTK5jTgqZ7So1pgWuTGvRarmtbjQvBY7u7DF4u1scdf+Fjm/v8VC7W9x5/4WObu/xcqscHGvcBG6frgTp2Og9cNJY4iLuB7DtDHE4bu/xQl672/Ryf4WnbjFRbAbbXGRb3Hx3m4MeglxTk/HfI68hzj8Rrko7HIxu4c4Prsx4yTiNo84xwMye2xYSFw9ykV0TovW2tWjXFyOcZeL/Qa6+CIbXSQ3uuhiNKZMIu5mG3HgdmNiH0mctNHF8ddj9NxJnKXyS13c3l4XDdnrIjDZRXwncbyWuLejMc1a4g6ZjhF7LXFnjHURMNnF5gMysxpPnP3VLoZAfruL9XYXoZYTNyx4sc90zMrZxFFbjxHNJs77ibM7IMPiiuJQabiLYr6LbjUsUwS0pbhZzXeR/h0vDrXjRe6OFz2kuHPbMvKQ4twyNXO3FGfeouJgrs3Yi4qzTCsuxMEZCuuK87e7OL+6OA/LM8RXF+fY7mLL2ZnQAuPcYVxNMW7i8gxL1xiHT3bx5f2ZW2uM889eF4GTXew1QXNnGcd3haZzy4ybjHXRzQTNXWbcjzMO+TkaMPYZN/e6CLzSuD/duD+LNImabtxypose5mjmdON+xnHojtIwY47btuNg4XHBkcf1A12EqcdV1x4Xr3MRLEmXH4eZ4+KWHzd4l0aF8cdZZI6LW8xxkak5LgpolIuquRrlIr9pLj5knYvF2Ohiqb0udie7iCOP67Y/M4vUyOO4rHbxa7WLE5dnvF54nB7u4jNxzoPq6u0urvkulhmcQamFx9E7XrSwNiNt5HG6teNFccqLnndmBsw77gbXvCjPphfHG/eissa9KP/WF5u5L86q45qPzLS+6jgczn1xei5+ccLqorL4RbwX/aLF0dNf3GwPjC2cBKPwk2BcchKMyRoGYxVrYVRqLYwdGgxjtZthVN5sGLuaDWM1G0YcbVynG/f1xrmdjvmsN04X2XCcWesx9GYc58vBMAprMIwqZsOIrPEwkmg/jGtIjLHhuN7TMa2ZcRw2IcbVLDmu2Q+j392YMum4G3acCwMynQw7LluBITHi1ZwYXYqXXWvvac2JMbg5MUYhMCfGy5wY2UnHHVuMUU06zr7wOGVXjD/WY2487ziZ2NfFaMjGGBe4McZtaYyfdxzkI4/rJYeAeo08zrPzuNYRWhcju3UxOimwN0ah7I2RvDfGE7sxdOpx7k3HpDb4OPrkGD3sxkyTzcd9lh+XJ8f4xnrMffxxlCdl/JmAHFSTY9TQ5BjFnRyj+FbHqG6P8cK2DDcBOUfmZeYJyHEFcjAKubZTMx/bUcj1LuSMD86I05Cjtjxjs7HIyTU5RmlyjLMXueazM+1k5Jgvzww1HLnOR647kvtxfGY6O5KzPzBGQA2MMbkxxs4TNLd2JOcfGOOh/ZnhmuR0TdDcNcn1naPpGZSclyXHvuSejNKkwr7k6FgXo5gZY+rW5L44udNzNHR0cu4t0iR3J0d6lMbboJzuUQ68Vco1W2LkMOXQ3qW5YaFy85wYaVmrHMZpGr+P1iqHXREjPVW5Y7s0nJ+qHAb3w8h+RYzPHBJjuIbEeGNIjABQGxJjJYtiTOOiGIVpMWaYcpUnaKA5TDlNl8bI8N4YBbQ3RnWHx4gOj/FKYO5ZdQ2PsUnKlRmcsfE25cTbY7S8NiN5m3K6BTJiNjXz7zDl4i+Qka4WyCjnIBnHDpJRdZbJKO+T8fzOjPQZyunRPhnFfTJ6HpkZaoZyt58ro5yLZRxrtIzK2DCjXBtmbGjGjItdNeP4Vs3Ya+eMivNdO2Nwg2eMyOAZlRg84zZ4xl+cnJ/1mOgvTk5OndH8dIyumJtcvvWYO+1Obv6dM5I5dUZ1DZ5xjNkzskxt9ox8/4z3pmPQsTs56v4Z4frkrt6N0eH65Kz9M4I2KFcYQmOWKFdnPUbmS5SzVtCIAvTMwLt6CI3LMW6hsd8cGl8W0UhvUO7YYoy1RDm5AzKsXKUcZrto7OAuGt1dNEL3KAfuotGQ3Rh9JylnDaTxtdGYanuU8zblju3GDF1xnnJcdtHowWk0itxoJo34zaRxGEtjLFSuI5U7aapyjpk0ZqdyDaZjRr9TuWcpjdTlygVjacRuTKbY2cq5P5ZGUu2lkczVNPLDaby9LQMZrJxrIzNVy5VjsTPTmLDcIVMzYuAJy12HLAePpdH/4Exry3LNN2emi5aTtTxjZ+Ny7rE0zt7lmLyco/GZBE1ebrmRRq1eruHLYb08s/Hhy1kDaYS2L0cY62ik19F4YX9Gbl/OtUM09/zlKG/R+COY025izs0ojfLLmDPUKBq3aTR2GXOwj7leczSxicypuczFaOZ0RnPvRmnKjObOa03TNAz7/w89OobQ2LzmykzT2HZec+IJNFrepZEzsrm40zRMGNkcvoXGl3dpLkYvbA4cQiOc11z/UZo55jVnJ9B4YJGmIbc1h+ugBgQPaoCRBjVA76AGzhvUwKcGNVD+oAauGtSAJwc1UO6gBu5BDfjfnGkBzIbm6FvTAErWNDDEmgaa2tRAeVYDPnZmql/PnPtmNUDWsgaKSTO2n5dZ0XTmrJzVwLZ7ZmzPasAqXowNdvWYGZeNmbHd1MAZyhyCMZmZtjJ37aAGgKA2qAF6xozPWawRLgY1cOSADHgrmZu8pgEOGtTAsYMa2N57wIyOzGrgCQ+YsQTNdPO9jDlpDZiRo0ENKDaoATEc1AAfMOPVxRh7EHPOeXR9M6WBEDNm3GvGjKO0Z0axUxpQ3poGxLVtRv7bZlxMaeDDLEwHRjCH7cIZuRk543Omzhi+qTPemjojYOqMzUdg5tXLLWCrH0T/AdQMtBOFgk0//Oh/vKvsADx60CU8bVUfbUo/M22NPH/tLTshwoY80bSxOwEyEj8VHRO8CaxJPKs9PO3nEj/yLOW7BcE+PJ0ct80XP5gs5bsgRnyjCbdLGD8LHRO8EpQYFD9goYE8mV70uxIcJz+JkoG87dejED/SoI28718suxkLezyuqKYNvbuvmBA+IVrxCqse2LspTwo+IblFvDqfT7xgtO49EGz9pX/qPXIA5z3afUW81dlPvKYk7T0fUi82PgAAfLF9xzM+AIC+Mn2Av6pVqJQ/AICAAkMYEAACAAAAgAAAACQn5gcUAAAAAgAAAKCTgK0BPZAApPVCAutpaS6mRX0fLRlraKnbQQvm6lno984yLcPGWdjHzuKzd5bJ8FldmR200iyjFWQcrfWttArfTSttRq0x67BaNrNrQTfBFs0iWwT/WFupNt3Suu8Wvnm4QA7J9WF7LkLqbl2DluxKP2lXsG273uSpu6yN3yVr/y5Dsn2H3wvSUvL1Ly+OKUKVC4QSTwvKMyooczNQx51AiWcAxV38EzzlJ8JqnzSjfAKW92S8pCdmFk/G9p2INu7EbdkJMFgnwDCd9Ok5kefmBFiNk3YsTuAKnAybb8LNu4kYdhPBgJv4oTYBE20SnGUTbJBNwCk2CUbYxJBrbBo22QQ8zqZoqE3HrTaBd9t0rLdpNOMmwLabwiNvCgbfZJiAU2kjTsVMnACG4xQsyGmyZ+WUTcxpdmhO4O6cTm6GToUzTCf8Qp2AkToN7dQJsFYn7E6dhIU6EQzTid2jkzBAJ+DROXETczLOygm8IydvPk6ipTgBRuGEX4ETsPAmw6qbeBNtIjbZBLCxJmZaTeI2mog3zYTtmEm4SybgFpm8hTGB9sRE2AQTZ/VL8JCXAJtd0l3lEjDAJcCJLTmjURNXswScyRJuHUvGCpYAl6/kDF6JsHMl4J6VtBkrgaerBBqtkneoSvBElQzjVNKIiSrFxFCVHm+3SpQBKwU2rBTMWEk4ZqXysJWCbSsJLlwptHalY/BKQPtXKrawVNjFEngdS8FSloZjWQKoC1pa1rREGNQScFZLw7KWwkNbQm5/Frc0tK+lYFlL4TUtAUa0dOxlqTSTJcIolgJDWArWriRcuFJ50krBbpUEJ6oU3KHSMTwloJkpFYtSKsxGCbwQpWD3ScPFJwEmnhQcd9Kw4ySCRSaFW0waJpgEPL6kaHNJx6klgeeVdIwpabShJMB6ksK7SQoWk2TYSlJpJUnFPpIAlpEUDCJpHEES8fyRgskjDY0dCbo2jhR5S0dq8r0jxdHv3KEUo6Ua5UZpVE3QCByckbPb9NcLbMLw+j+eaX2Ri/rSDekLHM9XOZsvwU6+vIV8Edv4Mu7kSzFr+Tpn80VcztcJ9vNFT+gLXNEXwwzpK57TF7ioL8KovpCyq6/JCgzs68jM7CsyxvaV7PBLOMgv4Va/mAF/QcP+Ak0AzF0HmBwRmHBKYNjdHVhl5gmW7RestmUwcONg5eTBAAsI46cQBuwjTDiUMG4uYcaMwgRLCuPotsKK2YUB9hcWwQmGUcsLAwYXpttWmHBGYeViwkQTCXNmESZvH0y4ejB33WDArsGA4wVj1gomDhNMsEQwdndgwsTAQJsCcxcEBi8FDDQNMHYUYMLav4Q7/2LG/AVs+Euw1S93n1/AGr9AC/zi9vYlbuxLXNSXvqIv8Hi+jJv54tfyRezkC7CZL242X+B4vohD+sLm9EWu6wuwsS99dV/E9r7MZpZf5Gi/wt1+ESb9Fcz7K5z9F3AFYMVMwIK9gAkGBTZuDaxcIpho5mDD9sHmDYUJhxU2jjIsGHEY4KzDgrmHjQMQE8xDLFyL2LAfMdCoxMZ1icXDEwNtTyxcptiwTzHhXMWCxYoFMxYTjFls3LZYsHAx0M7FUrh2MT17MXHqYvh5i5nDFivHLEbYsBi2WDFiqGLAQYrxIxQDTE6MODMxbEti4nLECFMR87YhJkxCjDj3MHzlYcSawwAjDsM3GgZOM4ywwjBsc2HCwsKEqwrj9xQmrSRMsI8wfxBh4g7ChKsHY/YOBk4bDLBlMHfCYMJywYCbBXPWCgYtF0w4XjD8lsGgXYMBpw1mzKWDBdsHA8wibBhH2LibMMCAwqJJhUUjCxMOLmwOMWxcZxhwuGHn1HzDjsDow4C7DwuGJBZsSUwwPLFxh2KBVcsUe/cp9k9UbKJDFbusxYolis6lrzezjImrEm5aJXvBKjWrVdmOVWXtQFXai1QZagTENNcKVds8uJol9793yHSjVcU6q+RdVnkXWSUNsSqeYBVweVX85qrkyri6yU9vnI0JqqLuFaqMP3CIql/jb1FFd6kXp0GcsUJVvrCq5srp3ztcz2ppCHTVr9fI9Le3Yl9v+ut9MOEZ61HVs1pq3ttnj4KtnQMbsAI2/v7XgM2vjWtfI5/Br1mkNHUKQnPFKScuH3Jq3N5yymQ20e+v94pT88KVmgN/mP74ptgTDxty2zrGkkq4nZTsEaXUzCplu7WUtdNLaZ8DTL1J8HT60/+/455eal9tWLPliDSdnY5j9qffyCJ12zT1pnXqJ7f+tNcn/eR/gaS8Cr1uPQRk0o3Cw268mYYj6Doc62fiGDIcx/usHIeOy3E/MUehK3P0iiU6BGJ7kg4+w3SYagt1lFhG6sDYqUP6VB20l+sAevfrqDphh9ecHRiHRTtI7NrRedoOYOrGHYEm70gXhu+gZv4O2LOAR8RTeGCt4WHtLB7Yy3gYfft4VJnIA/tiHnxG8zDZzaOn6TxI1vNIYmzosb6nR+GTeqSt6jHoth6183ocWtgjq3JG9mAf1gO+PT1EDuiRYzoPkIt5fBjKg8QyHh038RCxjODxynn7DtHJO37YuAN61I4cW3aInLAjx2wdIKfq+LBQB4lhOjrO0CGyO0fOc3NAjcvx46Yc0Gty/BiRQ9ReHB1m4gC9DkeHOThMxt/oafMNkttu5LDqBsSYGzs33CC92EaOfTZEzrLRcZANk/k1chpeg2QnjR5W0YDeQyPH7hkiB8rIsTAGyCUxPsyFQWINjI57X4gMeZHzchdQU138uMoF9O4WPwa1EDWlRYelLECPYtFh/wqTkSt6GraCyHoVOYxWATFUxc75KUhPTpFjXQqRQ1J03IzCZCGKnDagINluoofJJqCXmsixtoTISSVy7CMBchmJD3NGkJgwouNOESLTQ+S8OATUyhA/DgoBvRfEj40gRO0C0WEFCNDjP3TY/MFk54eezPtAMuxDDpM+QAz7sMve9iFt3ocx684PNss/QLcCBM0WENTMAYE9EwS0sSBk7ggBbU0ImJtCqNkdgsZCEVBv3YjUN45gW0PC32Uk8NWAEoONKVEzwUTgi0yUi5kmSLfUBM2CE9BMOYEx64Tkv+9EqsUntO4+wXcSChNtGIpCa1G0WZEi+JAUaVtSDDoqRYo4M4Wa4SkIzx0qJixTAXurCuR3rorqu1V47Vmh36QVENtW5NZvR2TwCgVvC4tWF7FwHcXCdzyQhcleFl2ZBS3SjGgRJv1NLdKc41pAbmrxY0oLUMNZ9JjMgsRYFp13sQDZwmLHCSxANq/Ice0KiVUrehizAnK0ih0TVYBepqLTCBUm56fIeW8Kk6UpdpqTAmI5ipw3o4CYhOLH9BOkRp/oMe4EiEEnOkw2ITrWRM+LTICML7Hj4BKQk0r8mEsC1EoSPcaRIDGIROeBI0B2jdhxuQiQwSJyHCNCYnGIHtZ+gNz5Yce8D6Anfeg0oYNJMzh0nqzBZJ2GnZZkgNiKIefhFyA2Xvix6wKpnRZ6TLIAYm6FDuMqiM6n0PNqCiBDKOw4fgLk2gk/Fk4ANV1Cj3ESSAyS0Hl4BJBREXacEwFkCYQctz6QWPOgh/kOIAc62LGtAeg9DTotYGDkzAWdlyswWZ9gp6EJIGYlyHlKAogRCX4MREBqGoIe4w+A2Hygw84DopMO9DzjAMhuAzvONQA51MCPiQZADTXQY6sBEnMNdF5vAGTAgR1nHABRtx0YsvBAm7UHgu4/sDYEQeCLEDQXxyJAvxqBzSQF0i1XgLFoAfQDF2BsYmBtHANaYxpQm9QAxsIGaEY2kF3qgPrVDmBGPJB20APMrQ8MvhkQWi2BwGUSBP5rIYBMiLCGWREh7dIIQ8ZGaHLcDgnYZ0nAb5wEM1vsliDdtgkYCyfAPIMnvFo+gdsKCvzmUACxpkKHQRVEl1XoeXoFkDEWdtxmAXKhhR9rLYAacqHHlgsk9l7oPPwCyAIMO07BAEKFcRio2YcBcyIGaeMwwLYJA7oRGGxuv4B+9QWbXRek23IBY8UF6BdawNhmwdoAC7T2VaC2lwKMpRTQbKQgO3gC9QsnwEyaIO0mCZgjJFgbHgHWzAjUVkSgsR8C+pEQYMZAkHYABJjRD6Bd9kBjwQNq9jrA3OhA2uAGYC9sgG5SA5vTGaCfy8BmBwPpti/AmLYA+uUKMDYrsLYmAa0tCKjNOwBjzwE0ow3IziNA/dABMBMESLs5AOaSAJbh/1iL/onx/jSD/dNT/ZPR/bJz+yPz+ZPD+TUD+Sv275er9mXG7EfP2K8G7Nuu0U/Pz3/W5cutyE9sxk8vxMfMt79Mtm+ts6dNsI9YWF9Mp5dvoq/eL59MkpfdIJ9cE/9sh4dbDV/ZCN/YBY9f/h5Z+74c8w6b8R454P1Y6U4zzj05yH2ywx1+gXtqe/tzdTs+jXBXWuNezHKHX+aeWOn+LHanG+1eWfKeGPOOWfg+HfzeHv8OmwA/uQW+3BRv2xofNUm+GS9Ps2I+vXc+GUEvu4w+spU+uZtelAyxJxplv2y0h99un1pwf8mz7n3L7pX23RdL8OH34CeG4T/z8Ok241cm5AfCunxNPzA/MjxfOEIfnqboI83Vbxbr08zYTy/ZD8Ux+7iF+4ij+I+x/DTD+SNn9S/L+uHn9qcW9z939+PX91+2+a+2/GPm/Eev+y/2/tuG/1cbAYAhYeYUAPTh/7C9/5PT/stR/7bZ/lE7/ZtV/jRD+9Pj+pNB/bID+SOj+JPj9zWz9yts2C+n68uW6UdvzK/W5dvuyk/Pxn+24cstwU/svk/vu8csu7/suG+ts6ctso/YYl/srJdvqK9eT5+spJcdQZ+cPP8snYebMF/ZJt9YJY9fHx9Z+74c+Q4b6h45v/3Y2E5mHntynfoyKR1+Q3pqH/pzvDl+s/lljPlqgzlmcXn0pvJiPrltCHnVBPJm/DjMmPHEbvF1mTj9GvHIAvHlwHDsqPDLQvB09WYii7+TNd+yI76Tq72fmd5wQ7wr47sbRnPjZ3FHBnEvR3DDtm9H7t0+Nm7TTNtObtleVmzDD9ZOTdV+jtTGr9K+LNFeDdDGTM+OHp0djm1oNmVxdpCMzt50anf2CK0Z2ml7tEuBbdrwPG3YSO0xsFMbOF5bs2W7Yu92OXlbNo47eih3tZXbdj13ekP3s61bbmR3Ymp3Jozv9g30Zlrq3Uz2hhnunRjxvc76pl/5HVn8vdz9jV3/fZkHnloLTjMYvGI5eD0eHIwuCkfMDE9ODtcMD6/YIZ4KfaI4aqj4cb14fsz4YwL5aAV5ZiB58nDycG0qb5tVXllWnphbjllcPl1i3t5jDhtsPrnZvNxybqKqYc55v9wcttl8cZ55MMM8dn35YU15YUd5djX5Yix5eB15bvb449rxeMz4bb340lDxYHJ4/KLwwnjwYzN43VTwxgbwwPrvzKzv5aDv8nDv2EbvxV3e4ezu29TuJCO7i93cNSu5y1O4g9Xbs9O2E0O2g8u1N2O0G2Zoh4uzZ2uyk++B2K/w/uv5tuuHodbxOOvY5OrFCdXBZurYbdSHidOFTdPZNdOL+dLh4dK5sdKPM6XjOdK3CdJLy6ODkdHhJ0UXlkQfu6HrFkM3VkIHlkFnRkAv9z6XZz7HBj4vjncOZzvfFjon7XEuljjX7G4uL2sOJjPPjmVOzGQOrmPe7GJuWMQcbmGerWBO3r8cLV++Xbtc3rl8LFyeW7VcMGY5vGE5M135sVi5tFW5tlI5YatyMFd5vli5ebRymO5Wru4Fvjqf/r070nKOf0Ou+/x7odsPsvrnlQi27oazdufX7B527J5LdW/X6Z636BZX6OaX5zbW5g5G5maG5T5Pyg3G5B6uBJjpuMu8IRfJjslN7sk15uVCpc25DLNz6+W5sEW6Y8BMXeBYXc2O3SKu9LLd2tDdy6279ehd2+7dqfW7xQxe+Em84bCKl7SQlzaVN2IzbzGeV76lt3pRbzKqV3Zsbzzs7QUN8qWN860Y8FuP+YVt/h0Fxv8C5wBrpgFXrAZOxXxg/BHBpCnBzzXB+LQpWGlZcDEuGH5icGJl8DM0mCrNDUYYIFzMEJaPEa4Dk4RldaSwY7Aw1nJhYr8wzZzh9Mbh0KL2DoOe4cOEOH9Yt4AYeQRxufyyhnhoFnGwjDhmjCO+7CNuTSSmDSWOmEhcjCOWbyKunkKczB+WXT2cHDv8zByGGzhcmTPcGDKMnzAcsVx4OVgYNlI4cp7wMUmYZoxwcobwMjcYfmJwalPwc00wfjvwZSbwaiAwZg5w9P7fYvmvbepv1bbfZtIvzJjfxIDfda6vrHGwpz/2TPTlyX85snYwsmAnsm4bcuQq5HoDsm398dTu42LlMfyy48Sg42fKMd1w48pk48RSY8wu4+ki4/YWY9jy4sm1xeW8Ytuq4qgZxc2AYprpxOmtxMlEYtlxxJFBxMntwzKrhytmDpcDh2XThqMXDVcThm2XC6c3Cz9ThaWQl98wYdI2YdpC4SCwU1icKky/WTiyX3gSVwz7hgwjLRpuRg0TObVxeHLsMDB8GDRatg9HaQcx/D7iYnVx37nEy6OJh93E9wHFjxuK5z3FtZOKywuLy4hMLfaDbXAxa6kxbb5xxKbjYuixfD9y9YTkZEuy7CbleBinDNqwzDZmuWLkcj1+GYypscyRg5qFcc00E5vjYIkzeKEzbq3z5ajnetqzbd3z1PDnYgQ0/CboxIzoZ1403S7pyjTpxKBpzOLp6ejp9pBq2MDqySnW5SZr22LrKOutmwHXNPOuc2D5tXD/NWwFduQu7GMaNs1A7ORG7GUmNpze8lLsbxq23BbswgTs8ODrzM7rx7zr0qTr2lzrhInWwSzr+Rrr5r3Vwbrq2fHUxbXUxx7qcBuoG+OjC1Oj8wujE3uihxOhY/OfE2c+D4Oda6Y3F0c3D2ua4+czl1YzH2cy53cxPzYvj6YuZ8YsJ29YDnYr3zYpN61RLiYnxyxNLuxKHick1y9HTmxDHk5Czo4+flh5HFp2XBtx3LDdOF5tHJtjvLjCONhcHLu2+DCsuLCkOLueeDGUODyROLeJ+HH7cLx3+DZteGnLcDBhOH68cGGz8LFQuG6YcGOScGCAcGZx8HJrcHlucGxx8JrdHWyZIQyVlggzjBFuxDZh3c3CCHC2sLBcmGbUcHLg8DJzGH7pcDocQQzvIzZjQ4kJc4nT04kx24ovI4tbU4tpQ4wjFhkXG43lY42rhxsnO45lZx0nrT9+NiDDjUGu7ERuTEjGr0uObExe7lOGTVqOXLh8bGqm2eycXPe8zH+G3xad2hz9XCGN3zF9WTa9mjiN2UAdPZW62Extm01dFdZVAzZWg/Eaa+aJ1sloa9lJ15Hzrp+R11BpBTbDEOx6LzZsRPbk7uxkkjY4mbPNsHq7XM8tG9YdPb672uhtu9c7Pd/72fEtt/U7sfg7vfsbMwD8MgO8tQqcNhU8Yi14KDeD8+8HRywHX9oMjl0LftkJntoGTlsFXjH9ux79DRv6PTnlOxnuDTvTe7HOuzHKGzu7ezK4O72eGzeX+3Ifdz1z27Y7e2prdrEsG35EdmIa9rMFm27MdWWQdWKHNWZ+9XRRdXtLNWxF9cjB1OUqatsG6qi5082saZpB0+kF08k6adlF0pEt0snB0Zp50RV7osv10LJ90NGDoKsd0LZLn9MDn59Rz3JDnhMTntOrnDF7nC+zmlsjmmnbmSPmMBcTmOXblquXLCcGLMvuU07OUn6GJ8MtTa5sTG4sSsbvR44MQ15OQoYNQI4cenyMO6bZdBwHy47B445x+47P8ABkYxuy3FTkxHLk9H5kzMDkU7QxmZiZDDNCOTFFeZ2uTD9gOWTw8nIFM3Ym82Upc2LsZeaZ0kze1JxsbZad2xwC9zgLg51pNjsnxzsvE57h1z2ntj8/d0DjB0FfRkOvNkRjdkZHb44u9kfb1klX7ZtuFlXDzKxOLLxe52DTm4wdWZ+93KaNHbJ9mbOdWrpNG8RdMYu73s0N29A9Oaw7mdoNu7l7FOUob9l87+Q139HE79uh3/3s9oBTJoTHmRXhxiDxutHijUnjgXnjmZnky6XkxZPJY+vLF2eYh0vMb9vMk2abF8vNa4acl+ech+mo89TS83A0xp5jR6Av5p+Hh5/n9p4/Lj2PB57f5pwv7TcPlpvHDzYvrDI/lpjXLS5vDC0PTCzPDCpfmk9eHkWemc1dPVo8Zor4eWD4OCe8fkh4Yh74cAx4drj3Y6B3aJp3bXl3w8LueFh3bEz34m7uYBl37Cbuw+Ttwszt7MDtxZDt8Ejt3Dztx2Ha8fTs29DspXHZwYjs+KXYCRuxjznYdZuvGyOvA/OuM6uulxuuyyutY5usFzdWh9Oqb6Oqk/ZQF+unaxZPl9dMBzumZ/dKJwZKB8dHbzZHN6yNDkdDz1ZCJ8+CjhZA3w5/Lm98PtY9z815LvEWPRPTnm0Dn6vGPjeTn2FGQIfhPmjymGjYwujJkdHlzmjb4OioOdLNImma7dLpHdPJ1mnZSdSRwdTRsJmaZz81cVr1sq4afnJ1anX1c401fp/1GVpvDdFnXBMGX3uWX5N2YdPWYUekq7Ff6fnY8sXZF7uz6/XZsDHak2O3k5XcsGu7F5O9G4u/saO/J9PC08PDcYPEL2eJ14vFbXvGp1aNF5vH4SeQJ4aQPxvJ6SaTVxaUJ0aUY2wqn8Wjy2F1kjlxrblnuTlovDlt1HkR3ngObD+XHYEeWYme3IquWY9eMSO9HJMu26IePUq92qVuO1M9vVf9lOarE/gd64kp68aydbpx6yVg3zpg6Lp863r1yvVk3LrsrPXkoPVnxDrcZPXKWPXGRnX8HPXIEPXl7HTY2vTIkenHvHSaJenJfejLIHT4HeipRefPIef4keaXbearVeaYDebRW8uLWeW2HeVVw8mbdeQwtpAnlo+vg8fpt41Hlowv2enirvh94tNl4o8p4vjJ4ZF14ctF4bAV4ZGDwY+R4DTbwJO7v5et3/DLvlNrvp+rvfFLvS8bvVdbvDHLu6M3dxfzum2juavGcTdTuGGmbV+pAD8HsNe/kafOAK2d+xkw8TP+lM+A4Z6Nez0jTPPMW+SZMMQz4gTP8FGeEbs8A8z0DF/tGbjdM8J8z7BBnwn7PhOu/Iwf+pm0+DPx3v2ZDDeAhowBDdwDGmcVaOI20IaFoMGNqaBBm0EbZ4MGHidaNGC0cPNogo2kjatJC8TK0p5hpm0XmgZMOC1adBpo6WnuCNTkMtSEu1HDB6Rm+4WpVVarhk1Zjdi9GrwY2cNaMI+1Yk5rAL2otXhya8Tw1gD2tjYMbG0c0hpxHmvTJNaGfauJN602rlNtXKEaYE9q4TLUgimoCUegNgw8LVx0mmC2adE808YxpoG3lhatLC2cT5pgLGnjHNKCwaMBRo42zBhtHC0aYJZo0RrRorGhCaeFNleEthwMGnAnaOcG0Mr1nxEmfhaM+6xY8xlwtWcVmO8ZveMzsC77jLDyM2/rZ8IM0IjbQMPngUbsBw0wITR8YGjgzNAIa0TDZokmzBVNOGk0ftho0gTSBHNI84eTJg4qTWhxacyi08AFqAE2oeYOWk3YwBpwM2vOotagda3J9iDXoPWuhWNeE+x8bRz8WrAINsBM2IbhsI2bYgPMii0aI1s0TDbhnNnm0tnGBbQBd9B27qOtnEgbYTFtwYDaium0ASfSVlxGWzCCNuLw2YJ1s42LZiPMk+3YINswKzbiQNjCabAVy18DDH4tXPJauN41wkrXghGuDcNbE45qrZzT2jSVNcE21ubpq40TVxMuWy3Yq1q4SzXAENXGqakNq1IDLkltWIBaZPhpwtmmxSNNi8aYBtxg2rC+tHF3aYAZpgXzTBtGmiZcelqw+rRoJWqg0ajNuCE1eV5q4NTU/PtTI6epVqxTDTBlNW7QauDi1YgDWMPmsUbuZw2wqDV9gWvEDtcMK2DTpsRG3CkbcBBt3FbagG21AafWhq+wjRhoG2Cmbdpw28R9txFX3uYtwU2YhJt4Km7uhNzEUbkBlubGjs0NmKubcL1uzsjdwPG7CYbwxsyZvGVqLG/tQN42o3gT9+8WjNwNYNVuzp7dxIm6Aaboxs3JDRqMm3Anbn4JbuIG3IDjbvPX3Eauto2wyzZsiG3EztqAC2vjB9QGjKaNOIs2bPts4uTZCKNm8ybMJkyVjbhNNnyMbMTW2AD7YsOnxAaOiI0wEDZsBWyCza/J7rzXVDGMjHwNWgEbsRE23FjYwNWwhcNhI4yLDdsXmzA6NuEe2fhVskmDZROsm81fOpu4gDbhMtqYrbTBZl5tywm2OXNsAyfhJhiGW7RMt3HkbuCNvEWbegst602wx7dxkm/Bit8A034blv42TgEOsAa4aDRw0W7ghMOCm1ODGwcHB92LhKsHCkfsFQ6wWrhixHDhjuEoatBw9Y7hgAXDCVcLV8wU7hgonGCCcOX44MKpwRHGBBcMCC44FDjgROCK7b8FY38TjPpt3O9budY30Srfhhm+zXN7E47rbRzRW7CUN+A03oL9u42zdxMM3i3cs9swYDfQaN3GZbrFm3QDDc8tXJrbMC034ajcgv24BctxEwzGbZyKW2DaORu3vyU37bTc8I25mZNzI67OrRikWzBON8Ji3cIZu5V7dgMM3u3CKrTZsH0xjbdyJm/Ajt44W3sTFvc27vQNMNg3buZv0ErghLuB80OEE+cIB1wqnD9WOHLEcIRZw2H7hiMGEAccRhy/jThgMHHE/cRhQ4oTBxZH2FicN7Y4YXVxxAXG4WuMIzYZB7InGgeuNK7YahxgpXHDPuPGWcYRdxg3LTBuWFqceGNx46Lixv3EATYTF44kLthGnDkY2UBcMHq4YuVwgDXDhTuGCycLR5gpXLBLuGGFcML9wZWDg5sWBicYE9y8IbhxNHDCocAF+4DbIrw7N6xOtkLw32/jOh0CadGN4FURsBtvhAdHIJogAYtIu9PrEUMkCFKfS/h6P0wn1L+KVp6zXL1iOWCYcsQ9ymFzkxMnJkdYlpxTpiRX0WXJdQOUi41RDhypXDhhOcKQ5ZAycLlx8nLE7ctNa5gbljEnnsjcDKczh0xqDtzWHGdqc+L45oYJzsGNdc5B26Abp0UH3jxdtK+6cI91gjXYjYOwC5ZnB1in3TB0u3Ehd4AV3SVon3fq5u/kEPD0U8IDB4h3ThKPOHM8bux4wIDyCGvLwyebRy47D7DyPH73ecDc84Q7zuO2m2dYXp5gLnn88PHAneIR5omHbQoPXA0ecAh43IzvgK3eCQZ2p0/rjpzBnWjxds587eQh2gk3Z+fuww6YhR1wf5H4TuuIO4sEzKrOHUsdMHs6wNTpnMXSiSuJBI2NzlkRHTwbOuES6LwboAO2Pgcc9xwz8Tlx6HOCxc+xe6ATJkEHmhCduyg6eH50oKHSsbulE8ZPJ1xBHbOmOmB0dYKtRLo7rQOGXweaiB03LztxtXbifO30qdyB67ozjvmOHxEesX080NlxHmiWeuV69QDT2CsXtxdMck+4/b1iBHzHtvgEE+Qrh8sXzqCPsIe+YGx94fb6gLvtK3beF+y/T7AmvykOyk9brp+waD//zP3E1fuNe/cDbNyPXbcfMFg/5zmwpxP7Y01+5f77gKn3ccbZJ+ywb1xUH2AkfdwA+qDt8gnHyucXxicOiA84BT5/2nvkcvcIu9vDJrZHjGUPOH49ft56wCz1iKPSwzajJ+5BjzDxPG/QecJA84iLzMN3lkdsKw8wozwcXU9eMaA8wJ7yRri2PHqgedJe8zyzzpN3nzfuQU+4Kz1mWnrgRPWAe9bjdq5n+wXtXUa6p416j1wDH3BnfMUW+YKp9AHH0xfOx6+Ykh9gp37DYv7G/f0RFwI4TQXwMFFA8ZgBxzkEjrMKBCwuMFwPZbDxQOFcBIdJCYYrFBS0WQuu2xiE9zMIWiplON3BYdKDwgkQBqMgDMZMCN9dEGbmQAitfTAa6qBwRYN+M4Pi4gWBUxb0lypITkqQcEyCKD+yA0pg6YGEzQZi0wsEFxcI3EggN4FAYMyAgt0C6lMEJLcEKJoNoDP6P3nrf8Kx/rlb/AM29wecyx+zjz9x+H6Cjfuxc/YT1uoHGKmfP08/Y5V+wJ364YP1I1bsBzYb9xPO4q/cyp9oYX/D1P7mmf4JB/03zv0vWBEgcKKAwYABxy0ECpYVGM4tcBh7IGgTguMWBeOxDYK2NxgudnBY76BwRITBnAmDWRQKFlM4jrUwWH8haCeG0SYNx1kairM3HKdxGFrToXGYh+VUD4vVHwLWgFhMCjEcIiJxnYjBRhHLrSMCNpO4KCMrSgxmlkgYW2Iws8RwYInAISUWO0kMJpEoWCriuE7Eck6VopUgDiNAnLd/KBzs4TjGw2Blh8BFHAZDOByXbCjYp2FwgYbDeAxBgzEcl10Y77gQNM3CcFWFw4YKhespDKZQGAycUAiMLJcwmCFhMT1CwKwIw+EQhtMgJGx+MFj74LDzQeHCB8vlD06jIBT2XRCuIyIUZ0UI2B1hBGZLqA6fUDCOQu4+CoUxFaZ3moXp0RdyIzEE12UoWLLhBPZsiOzoUNjmoXcNiMB8EaNlI4KGjuguHlH3kSRG55foDzWRHHMiYRqKwcQUi+kpAheqWC5dMRi7InEoi8GAFseRLRKugS5OW18kt8EI3A9jAejeGMGBMRZDYgSMh1Fb+aK43UXiQBe9eS0Kw1oUz2LRXb2iuGhFwEgV2ZUpAmtSFC5F0Vl+Irj5RMGGE7mtJoqDTARvLJFbVyK4nESBVSS6G0iUQ9Gka/eMbZOVzZJwXExIb76yPEjGeoeMwPYYiatjxMbGKA6MkTAtRqcsirGiu2Js2MYYoTNjDMfGWOyNEah1cozUNTzGZXuM8vwYhStldIfKCNoZMya2zejunFFYOyNUWUFjtotGcR2N4DU1RrtrzIOR7WcCNttYLLcxkJh5oxGw+sZwHI7BbhwBS3Ic4cgckeU5Qit05I3SURyo41yqo3C4jvh2Hc0dOxLX7MgN2hF0+3aMTtyRH7cjMGhH4pQdA8N1HMfqSFin47FFx2GFjsTNOYYjcywm5QjYkGM4GsdwGY6ETTgGq28c9t4oHHVjOd7GaaqNgt01zotrPCfWKNxUY3EvjcM0GkUTaBynzjgsnBG0Z8Zww4zBYhkB+2Qclsk4rpGRYIeM0fYYo70xCifHuOHqGOG5PcZyioyENTJiy2QkhsoI3Cojv2FGYMmMxMEzYkNoFGehSZhDozefRmFTjcShNWJmho3BWhuBs20Mp91Y7L0RsAbHEe7GkbY8R2mLjp7JOsr7dhxX7igbu3cE1/IYTOhROK3HYWyP4eoeBWt8jAb5OI7zETzUx2iuj9GcG35slvxYHGN+FOf9GAz7ETTmx2jGj+NuH8W5Po5DfQw3+Whc42Nxb4/FzB4B03osVvQYjueROI/HYBWP5QYeAVt3HGftWAzX0TBWx2F/juXyHIFrcywW5hhMyhE4FMdwCo7F/BsBM28cdt04brmRuNzGabONw0IbxatsHMfYOIkNNrYzbMxYYqM8JtkYjrRRsNPGaLON44QbwVtujJbeGO69UTAIx3EWjsE4HIFlMY7r1ByB5TmCFukYjdVxXK2juG/HceuO4VQejWt5LPfzWMzpEbC3x2Krj+FoH4kLfwym/lhu/hFg/4/jCiCLHUEapgQ5TAyyXBwkcIOQxSohg2FCAqcKGQ4WspgwJGDFkMOQISc7Z8jnrBtSPWfIccWQ43IhAWuFDOcJGawSUjhAyGFxkOHQIAVTgoxGBLkJIxuBBOwCsjAByGDej8BhP4YrfSyW+QhY4+NyjOzwMdjeI2Fsj8HGHsNdPQIX9Vhs5jGYxKNgDI/j4h3LrTuKlu04DNpxXrCjcKyO40wdg4E6AqfpGMzUcRyro2C1jjGYryM2ZUdx0I78rTuC5u4YjuFRMIlHdxiPwFQeAct5dLb0KO7tEbDJR26cj9CYH4WrfvSzfxQ3AgncC6S/JkhyUJCEiUFiY4Qk1goJnDAkv3RIYPuQxBFEInUWkcVEIg1ziRxGE1luKBK4p8iCIEZ2FgltLpJDRiYYiTgrjIzmGAmOMhI4zUhuoJHATCMFA43UpxlJLjJStMJIZ3aR8tQihSOLdDfKCmwoEjidSGY0keJEIgWbiGTXECmMHRK0cUh31JDwliFBy4VkBwspTBVScJWQzBghgQFCCuYG6Q4NEpgYJGhWkNyIIMX5QIoDgdR3AQmO/9E4+Ed+24/Enh8BS37kBvwITveROONHxIFJP8ojfyQ2/+jbAqRoFwEZrgOSoGYCGe8FEmK2A5lNCXI2KEhxX5D1PbuD9IcJuZ0qpDhhyGDykMAdRDJriBSXESmYTiS7nkhhTJGgSUW6q4qEFxaJmlOLFAYXOW4uEjC7yGB5kcP4IoX7iwzQCiOxLUaKd46RMp+7jOxvMZJYYWSwv0jC5iLxqUWSI4sEDCuSn1QksKRI4YAiud1EGnOJFKwkkh9HJDiLSMIUIrERRILzhwSuHpLbOySwdEjBxiH1aUOSi4YUbRlSsW81iMJ29UlpAbApwrauDz+zVs1L+6zbazW5tw/t0j7S0lpvLeqDJffQCc6EPvdkqz53uFUE2HEVNesqcNxVHDPxqnr0VcDuq4QzsGJmNjIJq2AhVoSRWAWzsQr3YwVckVUxJ6tgUVaCjVlNcWxWalid1TxCK3mDHVp1bc8K2JvVODMrwais2DlZCeOxAq3Fyt2GFTwGK9AGrNihVwmbrhLuuIrZaxUw0yrBCqvchVUBe6oCraeKm0WVuIYqcbZU+kKpwMVRGfdFxW+Eilj7FGDSU9xEp8BlThGXNoWtaIo4mynADKb03UsRs5YyTFlKW6oUOUQp4P6kuGFJAXuSAo5GCl+JFDEFKcCco7QVR4n7jSLONsoZI43a5k6j3hVHZbYcBQ48Kph8lHxMQQqciNQwFynQdKQmR01KChyc1DA7KeEEpZhpSgEblRLMV8rdsRQwbinQvqW4rUuJG5gS9zCl0YVMnZuZIg5pqhjCajCwKcLGpsLhTZXbmwIscKrc4VQwxSnhGqeKHU4dq5sSLG2qnNZUOKQpgtlMBSOZCucxBRy9VDF0qWDTUoK9So0blSonKCXanNQwI6l5MVLCQUiNM48KRh0FnGdUMMaocU1RghlDhZuEGgYABZr707jUp3iUT6DNPYVrexoW8yTcx1OwgKdg2k6CFTuN5ukUjM4JNDSnaEdO416cxIE4jeNvCjffZNxtU7nMpmKHTYCZNRXragoX1UTcUlOwrqZyY02A4TWNU2wqNtlk2HPTsOqmcudNwOU3FftvCqbhBFyHUzgcp2I+ToA1OQ37chrn5kS4RKdpj07DVJ3Em3Uah+w0jtoJsHGnCGzfSZ3Fk7CSJ+5inoTpPEUzepLteT1BC3sKl/ckWOHTuMunYKBPgGk+DUN8Gvf3BNjTU7Shp2grT8JNPM0dPI17dwJu3Ok0Xqdyqk6EPToFi3MqhhoKXI1TORanYP9NxIU3BdtuGgfcRNhk07HDpmE/TcSpNIWLZCqmwwRY9FK4zaVwg0uEKS0Fw1ka5rAkHLxSuW2laatKgnEqzatTGmemJNyPUrAZpXAVSgC7TxrnnjSMOwk42aRhdknRzpKE+0iKZ5EUbR8JmnPmSJilIwGrRxpGkCScThKzniRoakmgRSa5Y03SfcRJ0aEn+RtQIpegRJiHUjAYpWIzSpC9LqVofkqkBSoBlqk0blWpGK2SUU1aqR68Ejh+JcIKloJdLIUDWQKuaanY11IwvSXBEpemOM8lbaRLwk6X/MNcEpe4NE5vCbCpJXZBS8AiloSzV3JWrQQuWUkwVCVun0ri/JTAM1PCDUkJnIqSYBhK7u6TgIknAcaa5Mw0SRxcEmBeSdxikqAFJAnXiuQXfiRO+gg4xSN/XUfkWo4IqzjCJm5EzNoIOFMjfpdGwNSMiHsywiYkKS7DiLADI2/dRcKci4ibLcJ3WkRYYhFgcUX40IrAERUR5lOEDaRI2EWRcBFF/BaKpEUUCdZR5G+kSJxMkXA1RcyaisBZFQFWVuSur0iYYRFwp0XOVIugFRcJh1zEb7wIGnsRcPhFxtyHUTAgI8CGjIZ5GY1TMwIYn1G0SKNol0bC1RrN7RqNIzYCjtvoHLpRuYojwpaOgkUdFfM7Au7wqBztUbDbI+J6j4IBH42jPSKM8+jY5NEwxSPioo7C8RwVqzgCLNso3KtROEcjwhCNgpEZDXsyEg7FqLQJo2n1RYI5F80TLhrnWSScYVEwqKJwR0WAURSNmycaBkwE3CTRsCiiaP1DwtEPxSsfipY9BBz00DDioXG7Q4C9DgUDHRpGOSSc41Cwv6FodkOgkQ2N2xqakxoSbmgoXMzQuYwhwikMFfMXCvYuRBi1ULhloYp6slmhfctCnDkLedMWEpYuRFy9ULiDoS2H6E7S1/5/q3nf/+wfdU76W0D1Xm/0kp68ULdNBpgpxO4Yupk1VFw8NB49tFlC9JxKdFxLtJ9N1DieKF5RVJtTtDCqKBhYdL+xqDC56BheVDfCqLHJKDDRKGhHG1XPOEqWHMnuOYqHbUeoUUw9Qg87Cuw5mp1ulFhsFNxntBlk1DC/KFxaNNtYlLycKNpMdLuNqLyB6Fg/NDdxqDBrKLxgKDNZ6DFHqLQnqLYkKGH7T7DlZ77Qp3l6TzC3Z3ZBT3Esz7GIJ27wTmPeTmG3Tn6rTsTAnOFynNgAnMS9NsNSm5oVNsXlNcPCmvglNaUNNcfRNPm5NI+hNKO5NJnFNHlmPY2zrYZuYU1lcE1ikQ1mo8109017Bg5sKs7ktJxyaY5th07UFJ1mog4RP1oHCa7aAabuwA7eWazgaSziwe7imezlSW/nwc3quVzZU2/tMWO7ewhcLPGxje5pmttTjOuJ2dRTmM8zDuSpX8STGLkz3LaTXa/z2KoTmqVT257TsDcnPCQnNhhncQ9OMPcmdsfNYVhNYUlNdtHMYp5MeG5MbkfM43CYeBfMbQXM0tqXYM9L/IyXwjiXY5ZL3aiWxmyWwCSWzJqV5Y6V8kaV2DSVxf0p4dSU27yUpEkpxZiUGjNSemxMikRsS8GdnWLYn9LYooLdqzIZrpKeu4KbvnK5iqWe0GLb0jI1sKXY2AK/uiUcpriw1koXhN0ujOku4owXOjTsRZEd//JKb4GRD4S5mAxTr4YBRkfEIDbFRMOsGJ4FMcTtMMtGGPh1MKktMM/BL/iRL5etLquJLpgpLtHDW4qZLbYhLVX7WZqRLDBLWBK7V9ZZK/QLViI7U5ZjUrCrTy7LTVJjTGgrSyr2ldS2k8DWkUzOIUnWjsCOHFkMGGksFsEOD5nMCUnPBsEt/rhc+VHv+LAN95ga6FGs8IDf35FY2/GM7KCb11HZ2ZGY2gHGyzuY53gk6zxkZ3rEw5oP0AYQ2jaQirUg6YEhsJkhY2B+CHCNiGaiSMVQkVQMGMGfNEIaNvIcOYJPs0eUppEUG0ng55Mk1pQ8m0qo0sQShLklxeIS+eiS6n0lybIS2QUlye0kz1ISuDkklRUkDUtG8ANGIitFlptEYDtEImeGHANDaFaEJHeCLKtA4Bd/pIZ+PLd44Kd2XJZxrHZtYJZrRG/QKNZn2JZlVG3HaPZiwGzBSKzAWOdd0O+5iIyzWI6twK6ruKyiSG2goK2cKDFrop4vAZspMTlQItkiATtBYjE+ohBXSCj4URKppRLG7RL4+RKXlROrrROYbRTRsymKFRW2+RVVCywKYZwFZ6uFcsBFe8YFGN12Qdx58cy+gNt/URSMwoBXY8AWZEyOy0iGZsDOzVhMz2gM0MDu0RjBkzSg9Rm2uzPS+zKeWRlyIzISezHSGzEwUy8u8y5aMy5oiy0iVloUUyzk8yuqB1YkKypkZ1Mk91A8SyjghkuUDJFo7IbAr36IDHxY7nSAbXOIXN9wLGugGdSQXMqwDGSAn8CQGrzwXK+A36FwWaCwGo+AWYgQPQOhGH1gm3hQteCg2W4As9QgsdFgXWdAhzYaKO41KCcb2OYbRJl10Cw7oFl/kF6CkGxGkB2VEBmYkFymoBmnUDFaoZyuIFuyEIfmLRjXLuCXL1xWMKxGMWCmMUTvZSgmM9imNFTta2hGNwCRGQ7KSQ7teQ6wnQ5jcLCDMdIB3DCHygyHxugG/NaGyJSG5YgG2CiGyPELx84Fmj0LyRkLy1YF+H0KqQUKz40J+F0Jl7UIq50ImFkH0UsNiqkFtkEEVTsImhUDMMsFEtsE1t0B9IsDIjsCltsBsAMBLuYApG37c6z0l9jn797YD9rPXziVjzWJj7mE7zBxX2LZvnPQfmjBPvF2Pdt8veeCPfOU/cma/a5l+wB49J5lEt+zkM9pRb9kcj/H8H7IVv/idD/3PX/Mtr/Ghf9obPk/bwsAMQ2gZiNAeS9AMBxgdkpAYk1AcGXAZnpAwxiBOI0USB8skFou8JwwgE9zBpQmDBSbBeAXCiT2CDxLBOgWB1RWBiRWA2CmAUyHALSv/WPs/I9c8u+023800Z9ohJ9re59jUZ95RT9k/X7njn3QIn3CuXiXoXiOmXfGRfeR8fbcq+xhe+wPV9bZx9U9C+qaxtIjJtBzL5mHDJg/jJBzWxfnrIhjGAyP2AnfHQAvvvudUJj7dmWf+JYd93bw971zJr6Hbn0nLH6jiklwDlPhkfvhOxvjwQfJizbJvQ6YsyfNPXbOR82edyyfxwCj6F5L6VyT6Rzz6SF21DsG1YdX1hsPrWOtr2sOszPutJ+Mt+ey31605d6UT7uD2rH3kIH3nIvuIyvuDdbaWXfaNXvsmGfYozbVf66mhy+lPyyia5tAZ0ydY141jxgw/5koL7ZM3rA3jmVjnLEQrrnvXXq+O2dbe+iMduEOttfeNax1a47N6hJr1d0z1EHT0wsnprFGpDFnoh0Gn0vMO3euNA9ZtpdfiWeWtbeUPVaUmbeRQ1aRdy4hB60fJ9w9NhTTx4wDyCNLyLknkcPWkh8OJrMPKXvWlTXNL0cMNee22Byy6vww+MxtAprQjEIH8cno/iPSEIPSWpel0W1lOtQAdc8MdZE96uLNaqzxaok2bR1y6fpj9brI8HXhDrbWAjb29jXT3vXJmevuOeujIetFa9Us89Swd6cZNqVPdqR7jUUXDUQn2IJmmX3WzjtzHnAOmW7eOcgcusD8MKGMbf2YM3TMYYI4emQ4Zyt46Bpwwvwv1l1fx5Yvh7XeyFXenRne4BO7RbO6Xodz2TO5HhO4o6ZuOyzcBp+0LRiz9Zqu5Vqs5RiqDTFO2zFLOwkv02KN02qu1DIO1R5wo7V9u7UU1mvZN2xB7dRtyApuzjnckYHcpnQyV7Omi3lQN2pZ98Wf2zXSNngxtnkxL/RGrPX+jPoW2/VtSYZ/GTvAmoPApWeBc1aCh+4DFy4De60BYy0Acyz9ltj47Z7zDVruXTjMi7W4i7m16zClW2I+t3Mpd2gUN/EELtvIreeqLXO1WJsivU+7a4H2yJxs8YQs1iSs5gAsxrhryCnXjxHXInuthRutWqOs2BOsTLOrJxdWu7dVjzZUF42msiyjYu+gMiygngyf9po8LVo6TTBwyrJrqjwQOWTauWX6HPZPA47Qn/56W0fpzJGG3EY0hKBufQzZqytjh42c4sZhI5P+tzjR5/2jhvksrO6vqkpYUnVbT8XcTWUeSj0ZR921iRqygJp4+5Rl79Szccpp1LRkzjTHhGnIZuniVCn3hVLMKqnGPdLIJdKfDdJge6QNk6RctknZ86QYC6Uj2FRpqmG5tMGEKeuWqWbOFPOuadTG6c+Z02wwfKptEJUxjop5NDViXvVnc7UiWGfFst3K2HTVXHYtPf2as/46dB62cCHWazYWa2yWY3u2xFZt92ht0MjtwtlbrC1cqGYat8RYbude7oDLJnM9B3KZR3FPVnB3bd6GrN0mnrFlWa/1TNFympkt2ZLNsRAbMgm7OO7KfdAVM9yqcaM1cp31Z3812Oxqw8IqlyVV9noqxkrqyH3UnBHUoIdPD2ZOuaybMndNNcZLQ2+Wdo2UHh0mLd4jdVIbpAx7pKFXSTuGSQ+hqVKu2VKM/VKGOdPRadPeM6dBq6cLt09ZB1E9E6mY5lJL9lR7TKqG768mbLRqXXPFjMTCuBk7sUbbY5M2dK52YcYW+54tuR28jd7C/dnFHTaWW7Cyi52c23VlD/NqTvWe2PXtXv0Nmv9dkwaBMfeBHVaCC7gyFBx8FrhoCtjr9i976ddj43fUhG+Hzd7gS7wF274uivuOrnYU18McbvSqbc6S7dDp2oTHOK0r+yatdnXWw95s9K5szors0M3YhIVYrNuwjg1YDiuvkVOuO3utwWdai1ZYvS6vsndWPbZVR02qFvhLqgirql7DqrS2VTmWV0OMr3bMsQ6vszZecMXadNWcdWXcej3Zfc01A1s0DNtgHpZDVmQ1zsyGjNPmnK4dmcZtMJDLOsCrWeLFvNAbNd77c8I3G8z8ahv+ZQwCYx4HjlgV/jEsXGyIuGGjGMuIMWPrWHPxuAabQd47iYy4iuw1koy1k8yxkFxiDLl7Azlo9HjhyjHWuDHmfLHDWHGJLeLOVeGhDeHEy8BsI8Cei77M470ng727JnlDxngTL+6yTOzaDOpy2s4tmczNsYsbsoi7uHzLfdsWM2CrcaU2cp/2Z3s22N5sw7osl0VZ9pYsxn7syAnZnCHZoHOyB6OyXMZmmZOzGju0oTdpu0ZrT+AxW695W621W4bx29BbuB1GcY+Gcxtt53It62KM8TJM9U7yg8B5C8MS94dZR4kN3WRxybJxj33j8K3jhBlkrXvImBVljFvKE8PLPfaZQ0ebF+adsY88k9vx5+gV6J9F6GG70AXr0NhHoTGGoD2Wn0tNPfdsOwdZdS7YbdaeaOYeYcbYUh45nty5iny0fpxoyphrsphjqZh5iDhkgnjnznDQsHDCJWGXxWCOoWDGNeCRHeDce79ho74Px3vZt3k9q7yapncjVnZzW9YNGdF9mM/lKKu5GLZzI0Z0d3d0i+/rJgztap3eZS7xeiz0htrv7ZnwLbLoW7zxi7X3q7kAjLEDHHIi+GMxuMiScOEQsdY0Mfb0MdMM8skt5e7V5aMd5q1kqBn2kjPDqvPJyHOv8eeiCegEq9EsC9LarWnOq9QhI9Ur7qi1xd41ttVrzvY1hxHs6B3snEHsoVPYCSPYWPeuHUvXHEatI7esd2arg29TF61Pex2RZm9HeyxCj9p87jDjHHyruWCf2Wt+mWt4mWNmOcSccseK8vBOcuOFZKwlZM31Y8at45Mp41zbxUW7xA22iNk3hzHzwhqHhUPWg3PuBg+idCtY0O8GR00K/1wYDp8aftgf1rZFDNCvFkeMGP8sGxfbN25Jdo8Zq8iaO8mlx5NztpeHrjEX7jx77T9jDUdzzE2X2J3ucPPUEmerseasMXetHfauS6xed65kD+1mJ57XZtvi9lzkZt7xPpny3mXcOwAm575duXT628MMePQAeM7u99Ch74SJb6xr3o75bg573a+A7dH//wHs/QFUBh/8KT6A+LC7HxuIYmJQPgEliLxI97A7fMgdPgAA1LIh9SgcPvTp9rLLKgAQskd77DKoFwDg0zPz/bQ+oDGIvP8asTsoAWnlAD9IE4i8KuKwO2hbgFqpT2RGehQAAAk0PuQAAJ0yqnuopB+ApAADGAAQAAAIAAgEAAEAAABA8gcUIAAAAgAgAKEGZgnuAxARoB8omKkfu1d/t2z/NnT/fvf+fgP/bBX/7jz+z07+/Vr+mc382/H8swn9/0P6fxP65+P5dwfzbxby/1fx3y3h/w/gv23d39+3v5myPxuxP7dUf7c8f7c5/35P/mdD/nwl/uws/O0C/N/w+9+B99td939b7n/H228H2//n2f+ust8usf9vsP/dXb+dW/97J9Znh9b/59Z/2dH1vXeAfXaV/e/daZ+dcP9fcf8783479v6/D/93Jf52T/5/Xv7vCv3tXv3/lP3fifvb3fv/Jfy/I/m3E/r/Jvf/LvPfbvX/D/j/HfO/nfr/X/v/uwiAciAA55oAvoMCqOetAZzgDAHOSQIchwmAXCiAOVIA41oBwsECWKcKYFwoADhJgHOJAJbTAwDnBmBODOC4KQDkggDMmQAYBwIQbgHA3v/fO+x/OOb/bah/70T/4Pz+5ur+xnX9wRX9zf38jSP5g/P4m2P4GzfwB3fvN+fuN67cDy7bb07ZbxyxH9yx35yy3zhrP7hsvzluv3HifnDofnP6fuMG/uAS/uYe/sad/MGp/M1F/Y2j+oNT/JuD/Bs3/Adn/DdXAGBzFADpggDsHQEc5wbQLg7gOUyA61QByKUDnNsHsFxGALiSAHM9Acc9BSBHFmCOL8A4yoBwrwHW4QYYdxwArjng3HqA5dwD4Dv9ABPdgMC/BwHPJQikGxCwFx9w3HpAu+yA56ADrgsOIFcbcE4zwOQcA8D9BZiDCzhOKgC5ngBzHAHGQQSE2wewzhzAuG4AcMIA53IBLKcKAM4TwJwhwHF9AOjVhIhDAwBmBXAcFIBqQQDGdgCMYwGYZgJgXMcCIA0HwJgPwHFEAKopARibAjCOC2DaGoBlbgDGAQJIkwQ4zBPAcrYA0oQBjL0DHBcQoFpJgLGbAOPmAqbxBVg2GmAca4A06IBj2QGWSxBQz7QEjPMTmHYoYFmpgHGuAtKeBY5tC1iOX0BaxICxkYHjXgZU2xkw1jRg3NTANK4By74GjEMbkOY2cOxuwHJxA9LWBgzjGjgOakA1ogFjOAPGyQxM0xiwjGLAOHsBafACx6oFLPcsIA1VwFimwHF1AqqlCRiLEjBOSGCaioBlHgLGPQhI6w84Fh9gue8AadkBxo4DjtsNUO01wFhqgHGdAdMoA4zrEAOkOQYYiww4vWkGWMw0wDjcAGm7AceUAyzXHCANPcDYesBxBgKqSQgY+xEwzklgGp6AZYcCxsUKSNsWONYuYDmEAWkXA8ZeBo47GlANbcCY4YBxvwPTigcsSx8w7n1AWZsg+C6GwLUkgmtMBNZ5EUwLI/hmR/C4PIJlWCHBcZEE0ygJLLskMK6TQNolwbFIAssJEkizIzDWRnCcF4FqWATGjAiM0yGYJkJgWQaBcQ0E0vwHjqUPWG58QBr1gDHngeNUB1QjHTD2OGCc4cC0tQHLygaMmxqQRjRwrGbAcikD0joGjFEMHOcwoJrAgDF7AaO2doFv8wKeyxfY9i9gTWDgOISBbw4D73QjA9teBpzJDJzeoAYs0xswLnFAGuPA8S53QLX0AWMBBMZBEEzLILAshsC4GwJpVQTHzggsJ0ggbZHA2CXBcaAEqqUSGNslMO6YYBo0gWXTBIazJpCWTXC8+yZQrqETmNfcCYx19ATvmT7BdfEErq0TXPsmcC6bYFozgWXHBMbtEkirJTj2SmC5UQJpnQTGKAmOWyRQTZDAWB6BcXME08gILHsiMC6JQJoOwTEaAsuVEEj7IDAGQXA4BQLnMAcuK9rf5z+X8v3bX5C8jQJnCQXZuAm8BRM4hksAyj1QAmGpBNNqCZALJpBGTyBPnyDYSYFlLQXAkArELRWM0yqArKsAGFsBOLmCc34F0BEWCGssIJdZMO6zwDLXAvB6C4ANF0R7LlCtukCYdwGw84Jg8AXq6RkIN2sgjeAgXMmBamoH8uYOgDXfg2wGCNpJIMy7QoCWhhBsEiEfM8Jz6gjxIhKUgSSU20mQzifB2FQCeFkJwb4SkG1iCcKgEoAdJQQLSlAPJ0GYSYK0hYRw/wiqPSPIS0YAdohwDA8BMhgEcScI4sUfBJs+gOz1ABzlgTm1g3BJB5LdHJA7OBCHb3As1wB6iQbA6AygQRlMwzFQTMMA2HwBMOyCebEFin0WSGMrAGdWsPwtFQDXrgqAvRWI2ysYh1oAGXABsPMCcPwF50AMoJMxEJZlQE7PYFyigWW/BsCDOACWcRBt60A1uwNhvgfA9A+CISGoR4ggrBRBWi9COGAEZZ80AjDDBGOMCcHqE6RTUBBXpQBMTSEYqAJ0vgrm0BXAPSwMI1mgzmxBXN2CGXshS1549r/AmABDsg4GfSMMw3AYvgUxFHfEsA2KQT0lhmBEDJb5MACTYRA3wjDOgQEyBAZg7QvgvBfO9S5Ah7ogjG2BnNDCOI8Fy9YVwLNWADaqEE1TQTUvBWFSCsA4FIJBKKhnniDMOUEaaUI4yQTVyhLkHSUAY0k4hpAAmT2CuF4EcbEIwfYQIHtDAFeEYNwPQrgWBMlIEMjBIIjLQTiGhAC9NwRghAjQVhGm3SIIytoRgIEkyGNJGMaVoJpbArjNBGm8CfPAExBTUDBGowCMT2Gco4J0EgvAPBaA+S2EI1ywTnQBXOmCsNiFcswL0mUxGNtkAG+ZIZhCA2ooDZKpNQizawi224CYb4O8BAdhDw7TlhyQY3OQJuogr9chmLeDZfYOwPgdxFE8jLt4AKiNPMB3KQ/gQB6GaTxQt/AgruDBWLtDeN4OiEk7QLt1kJbpMEzOAbErB2AVDvIeHIYdN6jm2wBOsEHaXMNsRg2I3TQYI2gAZs4wrphBOk8GYI8MwLIYwjUxWEfBAG6BQRj2QrnnBek4F4w1LoA3thDsZwG1kwVpEgvCGBaCGSwgVrEgz2NBGMnCNLAF5MYWJHqTC9jBPheGJS8gFr4ATIBBHgjDMB8G1coYwPUxSJtlmG2ZATGIBmMTDcDOGsbZNUjn3gAMwwHYlUM4PAfr/BzAKToIa3QoV/AgXcqDMcwH8DYfggVAoHYAIS0JQtgWRLBLCMRYIeRlQwjrh5jmEYGcVoS0wAh5rhHBbiMMauER4uwjxOVHBPuPgExAAr4rkACOP2LYfAR15xHivCOMSUeE5xqBGGoENMIIaXURw5AiEFOJALYOIU8ZYpgphGp8EOC8IKTpQMwTgUAs/cEY+AOw04dxbg/SiT0A83kANvIQLt/BunAHcMAOwj4dyh06SBflYAzJATwGh2AGDqitN0grbxAsviEYfQNiAA7yGByE8ThM03JATs5BmqWDvE+HxrzYswN02A7AHB6AWT2E43qwbvMBXOuDsPGHcgoQ0g1BGHOEAO8YIhhJBGotEeoYWARAJhfxLz/CMRCJbXcS6DwlpjlL/DuYKExk4hrWBDK1ieFMJ6STnQDWPwHMiSIcGIV1kBTgPimE3VKUA6aQrprCmDcFeOEUgRs5hWrnFMLCKQBp1RTZwZgpFOulAOZKAWySYl4ghWJpFNKcKMC1UExDn1APegLY6IQxyolgSRPSQUyII5gAdi0RrFgCOkwJc4MSoFlJDMORoA5EQhx8hDHviPBiIxBDjYBWFyGNLWIYTwRiJBHA9CHkb+gQ2cG+IRSDhgBmDQFMHGJeOYRiEhHSQiLAUUVMO4xQDzICWG+EseSIYPwR0kVIiMORAMYlEUxPAjpbCXPIEuAUJoaJTFAHOiEudcIwA4rwPCgQ+6GAhkQhzYlimBYFYs8UwGoq5ClVDDutUK21AlyAhbQki3lPFohFWhgztQDGbTFO30I6kgtgXRfA5C7CQV5Yl3kBjvZC2O1FOeAL6YYvjCVfgMd8Ecz4ArXeC2mxF8JQL4J9XiBGeCGv7kKwq4tpURfIbVxIU7awy4vtWoTLs4BMzQLYjQU4Dotz+BXQXVcI460g91gxrq/CsqMK8HwqgBVUROOnUE2aQpguBbBMimB1FOqBUQizoZC2QRFufUK17wl5xBPAdieOyU4A9YgnxOlPAEugCDZDAV0RhTk2CuD8KIaVUlA3TCGumsLYQkV4DhWANqUKaZsVwlorgslXIJZhIQ/OQtiuxbRvC2ibx4UuBnNhDPIimOWFdC8Y4mowgCViBFPFgM4cw1xABriYjGFbGdS1ZYhLzTDmmxGegQZiDBrQojSkXWkMFqiBmKIGME4NeaIaw1A1FHWxGtJoNeS5agQT1bAsUwNYo4Y4Qo1xbxqQpWkA+9EA16JxzkADOvQMYbIZ5AozxpFlWNaTAZ5IBjB2jGjjGKqpYggLxQC2hhEsC0O9FwxhHRjS2i/CVV+odnshr/ECMLyLY0sXkP1ciEu4EAdwEWzXArJaC3CjFuYcLaK2SAvqOi3EvVoYs7YIj94CsYQLaDYX0nIuBjO5C8RcL+TFXgg7v5jGf4FcCoa0Jgx5dxjBWjEsc8YAJpIhDihjYtvNgGxAA5yBhjkJjdAwNCSL0iBHqyFOYOOYzwb0xDaAqW5Am92Yhr+hGAEHKJbEIe+SY9goh2rZHOAYOqTNdMxD6kCsq8PYWwewuo6pT7EDoPweZAe4wA5hex3l3jqkM+swhtQBXk5HMI8O1AA6pMVzCDbKESySA7EnDnlJHMIUOKbhbyDnvCFtdkOe4UawuA3LjjaAsWyIo9gYF64BmbQGMEsNcI0a57o0oHPSEBaiQa5CY1x5hmXQGeCZZgCLzIj2l6Esa8sAxf4y5KVmDGPNUE08Axx6hrQKjXkkGghD0jA2pgHsUGNcqYZ0wxrA4DWALWyEU9qwrmkDXOiGsNONchAc0hlxGIvkAC+YI5g4B2ruHNLiOYQBdATz6EAsuUPedoewI49pSh7IVXpI2/SQp+0RjN3DspIPYEAf4sg+xml+QCb7Aaz/A5wByMU3AyKwFwUiDgzEmBlIeGwgiMmBQGMDkWYGMkwLBDEnEGBFIPJaQIadgKg2AALO+kOa8sc8wQ/Ewj6M9XwAm/gY9+4hnbMHMFgPYIMe4dw8rPPxAFfjIUzAo9x8h3TMHcZcO8Aj7AiW1oHaUoc0kg5hDB2BfXMgNs0hj5JDmCPHNDUO5Lw4pGFxyCPjCHbGYVkkBzBQDnHEHOPEOSCj5wBG0gFOpePi6+qQ7LOD3GqHuPOOY+0d0EvxAKbkAa3PY9qsh2LjHsCePoCRfWxnwR+qTX+AE/+QVv4xjwEEsRAQw5ZAgI2BjPMDkU4UBFgsCLBwkHDtIBY9jRBhXCHkvkLGkYZY1hoCHnIIMOqQaN0hqqWHiFLsPURefciw9xDV0kPAaYdIow6ZJxyCWG6IMdIQYJIh4+5CpLMKASYTAuwfJNw8iHXAIOBuQQRTBClHCCJdF4ixJRDwWkCCYYCg1v8hDf1DGPRHMNwPxEw/5CF+CPv7SHy06hKO/X3+oybfv1Ev+PSy2AyzwIVmqZ1mp/Fm9fvNwhPOAuaWs24ZCC1i6pN1Z5mZZ+V+8llh/tl5AVr9GrTCILTiPrSysRKtPhrteDfaYT3aqd6Q9mzxnrTGhrT6dLTzoWiXfWjnNWh3aj/dntQnk88yM8+KA8+qh5xdxpvVd5oVDzMrjDErji4rHlpWmFVW3FFWPJ+sMISsOIGseLFYYZNYcXhY8a6wwpCw4jyw4klghd1fxX1fxWu+Cnu9iku9ild4BbxyeM1RnwzoCm6lwYKjPhm+lZmtVVyoVT1G6zI9qz46q3hiVmFcVnFWVvG+rMLErFK9NauzQes4Set4sNZh49Zx9dbxPq7DVq7jkq7jVV2HhV2nenbXZ4hXdZRX9S6vRp3sVT3iqzPl67zs63zi12Xu13n31/X1X5c9YOdVYOfDwA59Ktj9yMvBzneCdeaB1WeA1Q8A6yz+qo/7qt/01dnuVZ/sVb/IqzPEqz64q35YV2dMV30uV/0srs78rfrMrfpFW50xWvXpWfVDsDpLrurjrOpXV3WWVtUnVNVfS9VZRVVfP1W/eKqzZqo+Yqp+o1Rnf1R9XlT9PqjOMqj6qKf6CU+dtU71YU71k5w6A5zq05vqRzd11jfVBzjVnSVO521O9YOdOkOe6gug6tdAdXZD1ZdE1S+M6myOqo+Pqt8i1ZkjVR8oVW+yVGe1VK0fNHXZN1XfOlW/eKozgKo+g6p+KlVnNlV9UVX92KrO6qpaP8vq0PKVVpdNVvU1VvWTqzrrqur7qepXUXXGUNWXTdUPmupMlqrPlKqfI9XZHFVfG1U/JqozGqo+EareDqjO5Kf6YKf6YU6dyUz1nUv105U6m5Tqa5TqZyZ1tiTVZyPVb0PqrEKqLz6q33fUGXFUn2ZUv8KoM6CovpuofvVQZ+BQfctQ/WyhzmCh+jyh+lVCnT1C9WFC9duEGn2n0Plyoc6WofrGoTpnItF5T1H9yKLO8qL6HKP6UUadgUb1pUb12406U47qm47qztaj8+ij+hlInT1I9XlI9SOROkOS6ouS6scmdXYo1Tcp1Z3RSucNS/UzljpLluqLleq3KnU2KdW3J9UPTOpsRqqvRarffVQz96g+6Kh+wVFnr1F9kVH9FqPO2qL6qqL6GUWdfUT1WUT104Y6s4Xq+4LqVwB1pv7UF/vUb/Xp7PCpL+2pn9bTWc5T38xTP4mns36nPnGnfrhOZ6lOfWFO/aSczjKc+gKc+qU3nVE39Tk39cttajbb1Nfa1J3NNqd+xc1l1E1940399pvOaJz6gJz6kTmd/Tn1XTr1Y3U6e3Xq83Xqp+x0lu3Uh+7UL95p9Bk855N4OiN56mt56s5ynvPMnvq9PZ0RPvWVPvVbfTpjfup7fupH/lT0nT/nk346S37qi33ql/l0FvjUd/XUb+npbOOpj+GpX7zT2bdTH7RTv1qns1SnvkWnfnNOZ2ROfT1O/W6czhSc+qib+hk2nY009Tk09ZNmOktm6itl6nfIdLbH1HfF1M+J6QyGqc+Dqd8A0zHrpT7ipX6RS2dtS31AS/04ls4glvrelfqlK51dK/VFK/VbVhp90cr5upXOxpX63pX6BSydKSz1JS31C1s6+1vqA13qV7t0drzUp7zUj3vprHyp736pHwDTWQJTHwZTvxOmMximvh+mfkhMx6iY+q6Y+uExnTUy9X0ydWfDzHnhTP3Umc74mVo/hOayfKa+dqZ+1Uxnukx9qEz96pjO3pj6hJj6nTCdPTD19S/1i186s17qI17qx7p0RrnUV7jUz2vprGqpz2WpX73Sma1SX5BSvxqlY/NJfeRJ/YaTzkqT+jiT+tUlnaUl9Tkl9ctJOiNJ6nNH6oeOdLaL1LeI1I8M6UwHqS8GqR8E0tkBUp//UT/2ozPzo770o37vR2f4R337R/0UkM4+kPpEkPp5IZ3ZIfVpIvXzRTqDRuoTR+pXjnSmj5RvIKnfQ9Lo80jOZ5N09pPU55TUTyvpzCyp7y2pX13S2WRS32pSv9uk0eednI8/6axAqY9CqTszUc7rUOonoHTWntSHndSPOeksM6kPMqnfWNJZUVJfS1I/jKQziaQ+eqR+4khnzUj5ZJH6pSKd8SH12SH1e0I6m0DqSz/qJ3Z0lnXUF3HU79/o7Nyob9ioX6/RmaVRn6JRvzejsyujPiGjfhVGZwlGfdxF/ViLzgSL+rCK+kkVnbkU9ZUU9csoOmso6jso6s4UivMgivpxFJ2VFGX9eorL8or6KIv6yRadcRf1uRf1AzA6GzDqqzDqF2J0dmLU+vEYl1EZ9XUZ9TMzOqsz6vMz6qdodDZp1Idq1I/Z6EzaqM/eqF++0dnFUd/IUT+Wo9FHdJyv5uhs5KjP4aifvdFZu1E3XaN+rkZngUZ9Zkb9nIzOeIz6YIz6SRidDRj1rRf1gy46Uy7q0yzqR1l01lbU51LUz6LoLJGo746o3wvRWQdRHwJRv/Chs+2hPtqhfqVDZ41DfXVD/cyGzniG+k6G+ukLnSkL9ZkK9bMTOoMT6sYk1A9I6OxGqG9FqF+J0OhDEc63InSmI9QHJNQPS+hsS6jPUahfrdBZs1DfvVC/fqGziqG+kKF+LUNnP0N9QkPdmdZwntxQv72hs8Ch1m9yuAx1qM91qF/v0Bn5UJ/6UL8IorMLom4vRP2CiM6UiPq4iPpZEZ1BEfUREfWTITqLIOpbIOqHPXSWPNRXOtSPcOjsbahPa6if09DZzFBfyFA/hqEzd6E+dKF+vkJnr0J9kUL9mITOdIT6WoP6VQadQQX17QT1Mwk6EwjqywfqVw10NgzU5wqUnyXQGSFQXxpQPy2gsyKgPhWgfhVAZ/E/fes//bJ/zqZ/+pR/+vn+nOH+tH67v2W+P33EP/2Uf0bf9G8+958zAKC+BKDuzAM4bwaonxDQGRJQXxdQPzCgszqgvj2gfodAoy8TOHYWC5w3DNSPGehsG6hPIKhfQdBZSlBfTVC/pqAzsaC+sqB+ekFndEF9bkH9voLOpoL6XoL6pQSd5QP1kQP1SwY6EwXqywTqtwd0xgbUdwXU7wfoDAaojwGo3wDQ2fdPX/NPv9efs8Kfvr+f/GJ+zkR++vZ9+sn7nLH79IH79NP2OXP26RP26Wfrc0bq0+fp02/Q50zPp2/Np5+Vz5mST5+JT78OnzMKn74Fn34CPqNlZfO9efY9/fJ7zvh7+v57+gn4SK6svsZmf/9aL3ykOGyJOOB8cNRwcNMWcPrN3+CF34Bh34iTvgnLv5ETwAFmggNXhgO2hjNPFSctFwcOIkccSg4YUM6cWk60tpy81Jww4hx54jlgFTpgGzrQ2HTQ/HTEenXiUeyEce3AOe+A694BMom+KLC+GAGPGQRP7hfDE1bFm7fF08+OJyySJ+6SJxvz5enj5o1n0Bu20ZvqhfSenfS0LsSp9NTb6DmT6M1j6M0H0Fumz5sXzJtvl7eMkjePjzcfGW/ZEG+eDm8+Dt4yBd68+t36wHfLnHfzZnfzte52rsw4O8xzh02xl51fr5tcb9tYb7+uXj+nXraiXnc5vWctvX4kvcwqeu0eetn6ef/R87658zJ35Txm67x/7rzd4nlfWz+Pv4ReM4ZeNoxebhu9biG9bi29/WZ6z3J6GbufHvVW1PNuqZedU+9fWu+7z1670t6/7d533r12/71/FL7vOnzV347POytfuzLfvzvfd4y+dpK+f8i+76597QJ+/1x+3w39qj+vn3dtv3Zwv++i4/v5C/t9h/Vrl/T7d/P7LubXrt73L933Xasvu0ffvzjfdz6+dji+fyO+7yJ87QR8/9R735H32g33/vX2vivttYPs/QvsfcfWazfW++fU++6n166l9w+j951Er10/7x897ztxXrts3r9p3stOmecPmvfdNK+dNe8fOu+7dV67ft4/gN53D73WPHr/SHrf5fTaCfX+UfVedmk9711jj11s799w7zvyXjso3z8u33fRvnbUvn/yvu8Ufu0gft+7mB+7pN+/rd93ar92gr9/iL/vcH/tmn//4n/fnQDb5QC/d1RAdmDAf2nA7+SAreEB/8kBv9MCtosC/vsBftcCbEcC/Ef/++7714719w/x913brx3Q75/L77uPX7uD379933fgvnbavn+8vu9gfe08ff8Mfd8B+tqh+f5x+b4j8rVj8f1z8H3X3mt33vsX2/vus9fusPdvr/ddXa9VW1ovxYyt10yutw+vt59f7+hz7ekn3XsW3ttX4NuPwvfswrePxbcfju+Zkm/r9+VzBujbZ+jb79T3LNe3j9q3Oxv66cP97df8e1b+2/oBAJ2dAPepAPf7AT6LAu67Au5XB3yGB9xXCpzfMPDZOXAfSHA/luCzo+A+peB+VsFnX8F9a8H93ILP0IL7soL7HQWf1QT3jQT36wg+awfuqwbutwp8tgfcxwbcLwf47AS4DwO4X//vGf1vn/VvP+jfs9rfPtPffpe/Z3y/fXa//bx+z6R++3p+8xP5PTv47TP37Qfue9bq21fp28/Q9yzOt6/Mtzvj8ulD8+0X53tG59u36dvv1PcM2beP2rdfve/oU/jpJ/J75vLb1/PbT+r3rOq3z+63H9/vmeZvn+xvP+LfMxjgPhvgfqLAZ8PAfdjAuTN7oL6L4H4jwWc1wX1Hwf2Ugs/QgvvcgvttBp/xBvdFB/e8TQhTzCyEzXSE+4CE+zEJn20J94UJ9yMTPvMS7pMS7gckfBYj3Jch3G9C+Kw+uA85uJ9q8JlbcB9acD+Z4DOQ4D6H4H7zwGfqwN2egfsZA5/FAvdxAvebBD6TA+5jA+53BXyGBNw3A9zPA/gsAbiP+7ef9e9Z6m+f42+/v98zst8+r99+T7+jT+qnOzv76XP87df5e1b726f826/8d/QBAPXDAD4jAe6DAe6HBHy2BNyNDbifHPBZI3AfKnA/V+AzjeA+luB+hsFntsF9yMHdGXtQ34FwvwzhsxLhPh3hfkDCZ1vCfWTC/RyFz2SF+3aF+w0MnyUM950M97MZPuMZbv2chs66hvuuhvs5DZ/lDPe1DPeTGD5LGO5GL9zPV/iMVbjvTLhfmPDZinCfhXC/A+Gz9OC+8eB+y8FnvMF9rcH9JIPPEoP71oL7iQWfQQX37QT3ewk+owjuKwjuVw18xgzcVwrcjxD4bA+4Twu4HxXwaPmKgM7AgPvGgPvtAZ9xAvehAudnDHz2DNz62QOdOQT3XQT3GwkefT5B/biCz9CC+/qC+3kGn4UG9wUI9xMRPssT7nsV7ocrfMYt3Ccu3E9f+OxhuA9juDuDGeqLGu6nNXy2N9yHOtxvdXj05Q/16yA+eyHukyHOnR0R9U0R91MiPiMi7nsh7pdCfOZA3Pc/3A9++Ox2uE90uB/Y8NnVcF/IcL+E4bN+4b5y4X7cwmfHwn2vwv1Ghc8QhfsEhfuRCZ9hCfclCfejET5DEe5TEO5HIHwWHdwnHNwvNPhML7gvLjg/q+CzpuDWbyfozCe49bMKOosL7pMM7ucZfMYb3Ccc3C89+Iw9uI9AuF+D8FmGcF+McD8a4bMk4T4v4X5wwqOPUqifuPDZxnDf2HA/1OGz1eE+5uF+28Nn8MN9AsT9FohHnwlRb0TEZ1DEfW7E/TaJz0KJ+9KJ+70Tn00Ut34lRWc6xX09xT1vRsUUM6BiM53iPpTifiLFZwfFffjE/cyJz2CJ+zyJ+3ERnzUR95kQ9xMgPssf7vMe7oc9fAY83Lc63I9z+MxvuA9vuB/Y8FnUcLei4X4qw2cew30Jw/36hc+Ohft2hftpCp/NCfepCfdjEj4zEm5dmY5QX5JwPybhszDhPkThfpHCo09WqB+38Fm5cN+9cD+D4bOE4b6T4X4ww2c8w31Uw/3Ahs/8hvsOh/tVD59FEHebIu7OPIn6fon7UROfgRP34RP3Cyg+yyjuEynup1N8ZlTc51XcL7L4jLK4j7u4X3nxGYNx34ZxvxDjMxjjvhnjfjzGZzbGfTDG/TyMzzCM+/qL+7kXn30X97EW99MsPtsq7jMq7idSfIZP3PdOnB818ZkzcZ8tcb9Q4jNJ4j494n50xGdfxH1ExP12iM9AiPsuiPsJEJ/ND/cZD/eLHT7jHO5LG+43NnxWNNzHM9yNPJihfjzDZ0LDfVTD/eqGzw6H+0qH+60Onz0P920P9zsfPssf7uMfzu+C+MyEuE+GuJ8S8VkTcR8dcb8+4rNf4j6F4n5GxaMvsqhfbfGZcnGfdXE/9+Kz++I+CeN+FcZnLcZ9PMb9loxH35hRPz/jM0jjPlTjfrTGZ7fGfcDG/YaNz5KN+4aN+/Uan7ka95Ua58dpfNZo3Hdo3E/L+IzKuA/GuF+I8RmDcZ97cT/04jPo4j7i4n6sxWedxX2Lxf3gis/Uivuqivv1FJ/FFPdlFPe8QRRTzPCJzdKJDfGSHs/e3+e/lfL9W4GDnheKsyqUbEko3oBQHLtBAYaCAkwEZV4JimIoKNJiUMDRoGzlxXRQoOtBAcmGUKC9JJS8jAmlnhSKdlUo17BQcGRbKO0aGcoyNRRCGRzKvkUUY5co03BRkDtGkfaNIq8iJTiVFMuoUoB1pYjzSxlHmAJZaQqw1RRwzCnnnlOga08RBp9CTkBlHIWKZSAq4L2oAJNRiUakotqRijA0FWB3KsH0VNQDVBGmpyKNTiWcmIpqVirydlSAyagcu1CBzEFFnH2KOPiUYNspkD2ngItNMYeaEt5kimSEKeTkUsRppRxDSoGeTQqwlhRoEinTElIUW0cBBo0C7BhlHiuKYqMoUrpFFOxggijD5lAQO0MBtoUijwllmBGKajQo4FxQlL4blGZDKJ4ZoUR7QpFXhTJuCyVbG0pidijxClHcRaKEM0WRLBWF3DGKcOgox9xRoMeQAgwjBdpMyjSqFMXSUoBBpgADTpnnoKJYh4o0MRVwZSrLH6wKYuAqxtJVgCmsjLNYkS5mBdjQCrCqlXBqK9a1rYBDXBG2uFL1ma4Y9PmugGrWK9LWV4bdryBmwAKMgUU8CZZhCSyq9a+AQ1+R9r0yz3cFMdwVY6YrwChXxgmuSJe3AoxsBRjTSjigFetWVsBxrAgLWCm3ryIduIqxaxXwclWCzaqgVqkiLVFFGJ1KMDQVxJpU5AWpCJNRmdahgtyFijT+FHn2KcHOUywLTwHGnCKcccpE2W5ToHvAKeCeU4RJp1R92ykGffYpwBxUoEWoTGNRUexFBZiSCrAslXllKor1qUh7VAHXqjINVkW9cRVg5ioGWs/KPs0V7VhXoqGvQNNfCQfD8g+JJbkulml7LOwUWUZzZbEslgUuJs2CtM2zPHNoYYyiJRlLi76almE+Ld+gWorLatkm1mLPrSXYYItljC3AMFvESbaMY2yBbLAFmFsLOLGWc0Et0O20CGNpIUfRMg6hxTJ7FvDUWYAxs0QzZlFtlUWYKAswQpZgeyxqG2MRRsUi7Ycl3AyLah4s8hJYgPWvHBNfgYx7RRzxirjdlWCgK5BdroArXDGXtxJObUUyshVyUivimFYO3kxnBdmWtCKKVa0AU1uZ17aiWN6KtMUVcJErE73UFezEWFeEBa8AU14JvqGvCNskWMDZsEjLYZlnxsJYL7bHAi6WBdg8SzCNFuigWsyttYAjbRlm20IdeIu48RYDX4NLMxcX1mhctkm5KMNyCWbn0qzQ5TxHl2WmLtZYXcLtuqgW7KKLZbsYc3cJpu8incGLOIYXYBgvwSReQMfwYk7fBVy8yzBoF+qIXcSxuhgzdQnP0QUxRBdodi7S1FyGJbkgBuQCbMVFXobLMAUX1eRbwKW3SCtumffbgphqizHDFmCALePcWqQTawGm1AJspyVcSot1IC3gKFqE5bOUg2eRLpzF2DYLjMyYJbdkFteYWZZJsyCrZgmGzXLuF1NnSW6eJQDjZ0kGux0thdNogUymBaTLajEX1xJOr0UyyRZypy3ieFuOUbdAj70FGIcLtA+XaZEuilG6gGLuLvJmXob9vKgG9gJu70Xa4cs81BfEaF+MMb8Aw34Zzv5Fyln+ixcwChhhLzDBZGAQI4KR1wQjLAtmmhgMcnEw0gZh5D3CBMOEsSwUBtgmjLhKmHF9MJDRwQCbggF3BHOuBga6FBhhFDDkEGDG8b9Y5v0CnvQLMOCXaLQvqnG+CPN7AVb3EozqRT2nF2E8L9JIXkJ7eFFt4EWevgswbpdj0C6Q1bqIe3URB+oSTNMFsj8XcHYu5tpcwoW5SFblQu7JRVySy8EPywWxMBdoZC7S+FyGIbogtugCzNRFXqrLMF8X1Y5dwHG7SHN3mXfvgljFizGMF2A5L+N4XqR7ewFW9wJY6Uu44RfrLmDA1cAIo4MpNwgj3SyMMWoY8MxhAreGGNV0YkQxrxhgfzHzEGMU04yRBhoDDjdm+SOOQSw7xth3DJAXH7OTMcgEeM9DBjoJmWkDMuzoY8aJx1imHAPebgxgqTHRRmNUQ4wRdhZDiRcTmgpnFAOZTgywkhhksNtETLiAGMjkYYCBw4BDhjn3CwNdKIwwTBhygDDj9GAsE4MBzwoGmA9MNBkY1UxghF3AAFuACZb/oh78i7DwF2nYL+GkX5R93i/A1F+Mzb8E43+RrgBG3AIMYBowwVhgoHs+MOC+YISJwVR9ejCWbcKARwoDTBgmGjWMavIwwhRigInEBPuLUe8yRth3jDT6mHAzMqrZyMgbkwEmJ3NsUgayTxlxwDLinmWCkctAli8Djl/GnMZMuI4ZyWpmyPnMSGtWM/Erm2HMbSbb4Iw2xplhmDPNQmcKO5055wW41plgmDPBGGeg05sxRzcDbmpmmNIMdTIz4lJmjFHMhLcwg5i6DDRvGWnMMsN6ZRCLlQHWKCOPUGYYm4xqZjLgkGSk/cjMO5FBrELG2IAMMP2Ycesx0h3HABYcA0w2JlxqjHWXMeAiY4TZxZSDi5FuK8ZYVQx4TzGBG1aMamcxwuBiALK8mH9sMWaBS41Z9vnGJPuOcSYeE0w/RjoGGXEYMsB4ZIIJyUDXJWOuTgbcp8wwURnqImbEdcwYK5sJG+AMYrMz0JZnpJnPDGugQcyCBtzroRHayGjaCdK4Vkizb5QGWSrNsWCabMo0y3HTzBOnQbZOE+yeBjqDGnMbNeBCaga/lhrpYGqMqdSA51ETrKIGNYAaaes0wqxpgh3TIIZLIy+VRpgmzWSFNMjZ0UjbopFXRRMMiMayGBpgGTTiCGjG1c9ANj4DbHkG3O/MOdgZ6CpnhDHOkLubGRc3Y1nTDHhEM8BqZqKxzKimMSOMYgYYv0wwexn1yGWEectIw5aJ3sJlNGX2MibZv4y4iJlxFDMQS5kBtjMDzmfmHNQMdF8zwu5myPXNjNucscxzBjzkGWDLM9HeZ1QLoBH2QQPMiCYYJY16wTTCymmkSdSEU6lR9o3VgGeWNUAecM2+8xrM1GuiFdjAo7A5Z2KTT8ZmsSCbelM26rJsDn5uNgBthjbqmKQNMEyb4G/TRjFJG2mGNuD0bKbR2agnZgOMy8aYj00wFhvpOmzELdgAs68JFl4DnXSNOeMacK41wz5rqCOsEbdXYwysJjyqGsR+aqDZ1EjDqBnGUIMYQA0wdxp52TTDjmlUq6UBjpVGGijNvEgaxBZpjNnRADujGadGIx0cDbA5GmB/NOEEaaxDpAG3SCPskqZcKo10rzQmPWIaYOU00dBpVEuoEfZQA4ykJthMjXpRNcK6aqTV1YTjrFFNtEZeew0w+5pjLDaQTdmIs7IRV2YTjM4GZIM24B5tzG3ahIO1kSzXhlyxjThnm4PfuA2grd5G2sGNsIabYBY3iHHcyFu5ERZzs9jd3ChfWc+NsZgbYCI34zhupIO4ARZwA+zdJty4jXXXNuCKbYT92pQjtZHO08bYow14iTaBxdmghmYjzcpGWJNNMBwbxFhs5IHYCKOwmVZgg1x+jTT4GnneNcGwa5ynrbpuuL9vp+T3H1VwbOja6Oi10O61yhi28z1s+YVsgcFsiSvaCkPaklvaAka1Bde1BQa2NS9tK41tC65uSxzeFtje1qpGuPXLILd9AaBZbqkdbrkFbueT2y5L28a72kbntE33s72Wsz1dyDYdxvZewvY6fW26de29b+11rNp0kdp7cNrrtrTphrT3aLTXWWjTyWfvdWevs82mO83eE8ted5RNR5G9t5C9bhubrhp7LxZ7XR02HRv2Hg/2OhhsugrsPQbsdfHXdOXXe9bX646v6XCv916vT2oP9Pqc6bVd6tUf69W72iu73as/4qt301d21lfv3fo1+kvAXteCZQeD9d4hYdOBYf2ZYb3Dw7Lbw/oLxHp3iGWXifXHifWuFMsOFesvFusdLZb668VeN4xl14v1d4v12iqWXSnWHyTWO0UsOzysPzmsd1pYdlFYfzxY72aw7BKw/sqv3n1f2V1e/UVevcO6sjO6+vO3eidvZSds9ddq9Y7Ryu7O6s/K6p2JlR1/1d921bveKrvSqj/IqndvVXZdVX8tVe9Cquz0qf7WqV6bprJrpvozpXpHSWW3SPX3R/XOjkrVKGZk1GRnVH1tVP3gqM7sqPr4qPr9UZ05UvVdUvUbpTpLperDperXTHU2TdUXT9UPoOqMoaqvoqqfStVZS1XrJ1Qd+qKqs7Ox6jy2qn5vVcfwqvr8qvoFVp0RVvUdVvULrDrDq+p7q+pnVnV2VdVXVNWPp+oMpqqPpKpfQtWZPlWfO1W/ZqqzYKq+Tqp+iFRnUlR9QFT9DqjOAqj6eKf6AU6d3U31HU3185k6Q5jqU5fqtyp1JirVhyfVL03qrEgqn41Uvw2ps/iovuyofrtRZ6NRfZFR/QqjztSi+rai+klFnQ1F9dFE9VuJOhOJ6uOI6lcSdYYS1frRRIe+nujsbCs6jyyqH1zUWWFUn2NUP9CoM9moPuWoftBRZ99RffFR/e6jzgak8hlI9auQOtuQ6iOR6nciNfpspLMzIenUlSFJ5/FI9bOROjuR6vOQ6scgdTYg1Rcf1a886qw5qs83ql9q1BllVJ9dVD+yqLOYqD6IqH7vUGfLUH2tUP30oM6+oPpwoPqlQJ39P+WDf+q3+nSW+dTX9dTv6umM5KnP46nfvdOZu1MfrlO/VKczRKe+Oad+WE5nTE59N079VpzOOJz6IJz6BTidyTf1pTf1G286627qS2/qx950Vt/Uh9/Uz7/pTMGp9bNwDn0uzvmSnM7OnLrBOfVDdDpbdOobder36nS269QX7NRP2ekM2qn1E3cuc3fqi3fqd+901u/UB/DUz+DpjOGpz+CpH8DTGb1T37pTv2yns2mnvmCnfrtOZ6NOfZ1O/Qqdzv6c+qqc+jE5naE49X049QNvOotu6hba1I+x6cyqqQ+nqV9E05k9U580U79eprNPpj42pn4/TGceTH0DTP3Ql864l/pql/qNLp3BLfWdLfXTWTqjWeqzWOpXr3TGrtR3rdQvWunsV6nPVqkbeafK+VqVzmaV+myV+v0qnQkrdXNW6tetdGau1Peu1K9e6QxiqW9iqV/M0tnQUp/UUr+tpdEHt5wPcemMcqnvcqmf6dJZ6lLf61I/2aUz36W+4KXuTHk5D3qpn/LSGfFSH+5Sv9els86lPsqlfoJLZ3lLfWdL/Z6WzoaW+nSW8rNYOoNY6ktX6tetdIap1Peo1C9L6axJqU9AqR9/0tlwUt9tUj/IpDO/pD6qpH4tSWfxSH3fSP12kc5SkfoQkfrZIZ15IfXRIPXjQDoLQOp7P+p3fXTmfNQ3e9SP9OgM86iP8ahf39EZ3VEf2lF+cUdndEetX99xGeBRn+FRP8+jM9KjPtWjfrBHZ8hHfdRH/caPzuqP+hqQ+kEgnYkg9dEg9dNBGn1GyPmwkM68kFq/M+TQZ4ecnRUip36LyGWOSH2ISP34kM7skPrOkPLzQjpjQuoDQupHg3RWgtQHgdTP/+iM/agv+qjf79EZ6VFf31G/rKOzoKO+iKN+9kZnw0Z9sUb9Ao3O6oz6ioz68RidxRf1vRb1Sy06yyvqgyvqx1R01lPUZ1HUD5/ojJqos0yYiGJGSmSGSdTHSNQbHdGZGFFfFlE/JaIzH6K+GqJ+L0RnKUStXw1xmQ9RXxBRd3ZEnPqJEZfdEfXpEfWTJDqrJOqbJeqXS3RGTdR3TdTvnehsn6gvoKhfQ9GZRVEfR1E/lKIzl6I+mqLuTKc49WZUHFpWxlSc11PU76borKSo76Oon0LRmTxRHztRP2qiM2SiPlWifptEZ3dEfW5E/WSIzi6I+tqH+lUPnaEO9R0O9TMbOisa6jsZ6pcwdBYv1Icr1I9S6LSnJkQx2xIyixHqKxHqRyB0TD6o7zeoX27QGWNQn2FQv7WgM66gvqCgfjhBZyNBfR1B/RaCzgSCWlc2D5yXD9SPH+hMIKhvIaifQ9CZRlBfSlA/lqDR5xOcjyvoTCyory+oX2LQ2WZQX2hQv9ygM+egvuigftRBZ91BWb/34DL8oL79oH4EQmcKQq0fhHBZhlDfhFC/BqEz/6A+/KB+40Fn3UF9y0H9ioPOYIP6PIP6MQadDQb1fQX1ywo6kwnqawfqRw50hgrUxwnUjwroDAmoDwOo3wDQ2fdPX/NPv9Gfs7yffEM//Vx+zhp++vB9+nX7nAn79MH69Kv0OWP06bvz6bfmc/bl05fl04/I56zGpy/Fp9+Iz9mFT1+ETzfyCnyzswXf1C/Ct4zCp2/Ep5+Jz+hj8c2H43MW5NNH5NNPyedsyicfl08/NJ+zPp++QZ/uTNI3j9Sn36nP6Jv1zSfsM/qifbOza988bZ9+1D5nyD59wj79Zn3OTn36Nn36PfqcDfr03fn0+/I5a/Lp8/HpB+JzFuHTB9/Tj7znTLqnr7en32fPGWRPN7Ceflc9Z0g9fUI9/WB6zk56+vR5+q3znInz9HHz9JvmOVPm6fPl6SfLczbK09fJ0++S5yySp2+Rp18hz9kfT18eTz84njM1nj4vnn5VPGdMPH1GPP2AeM6MePqSeLozJt5IvJ0oe/yzH/8QeCFSBkCjIj7+dRN3hoXP9oSXNoSnzTHDnwOA/6UYdyj9TLMquMgqaIhVwwSrZJ4aXBVxc1XC8qrK8VVB7K8KJhOsslWUQAFDrCrrIqtmHgqYZlViwVXzlKvUK68ahl4lXX+VeANWwmCspn5dVooRWombtBIP22pYuJXUCq7EW7gSxnI1ruZKMtsuwriu5BlelZO8ktjplTzYK3LFV4M5X6l3fUVu/Eow86t58lfU1V8J9/avyMlfDcZ+pV73FbniK8F+r+a1XlEXeiXY45U8wKtyaFcS+7qSd3RF7uVqMIcr9QSuyLVbCYZtlbiG/dT1kd1aMVu1mmdppZ+ilWN7VuLerMTTshrHwKWakJU5HivSWqyinVhZrrYNK9saiRW0FqtzMFZUE7KCVmRlLsqqtCsr1NiszMlZkeZnFS3TyjpUK9KeraCdW537t6JaxxU0oitzZVelGV6hJnnl3OwVab9X0cavrDO/Ik0HC9k7w+oNEYs1R6xLWi1WtWOsc9BYvWVjlfaNdQ8di7V1rGjxWNbRY1HVBrIsbQlZ3R6yvEvIqm0gC9s91rl4rN64sUqzxrp3jMVaMFY0WSzrNLFIo8SChoj13B8W1dqwoJFhmXvCKg0ICzUULHMZWKQdYEXzv7LO/Iq07ito0VfnhK+olnsFTfXKHOlVaZJXqDFemQO8Ik3vKvnru6JoG7wy93hFYfO8+td6xTXYq2zLV/acr0ozv+r2fvWcAlZtEFjURLBOW8GiWg8WtCQsc3ZYpeVhIff4sEj7w0L2BLG6ZilkrhDr1vjIiZ+f29LM33+0xC/nhm3mBlzLjdrJbVrITT+JG7yBG7B4G3HrNmG4NnKmNsAibeD4bMDgbOZJ2aQx2cDd2IhDsQHLsJkjsInmX5PHXhO2XCPPtgZssAasrwbaVA3aUY3YS008jZowhxq4fxpw+TRw8zTjPH4afbdQ+26kRu6l5g6n5lxZjRxazZ1hzTnJGrnTmrvWmnO2NXK8NXe/NeeQa+Sia+6oay4585q79Jp38rV0+7XrnX+tnILtH4TNOwsb9fdhO9mV2K6LzsV2T8TmNQ4buwabvwObd/s1duw1f+Y176hr7Jxr/nhr3rXW2IXW/DHWvDOssYur+SureWdVYxdU84dT846ixg6e5o+W5l0ajR0VzR8GzTsGGjv0mb/mmXe+M3adM3+UM+/mZuzIZv6YZt7FzNihzPwdzLzDl2HXLfMnLPMuV8ZOVeYvVObdpozdo8xfosxlxyi7JynzrlLGDlPmvQuVpVuW+XOWedctYycv84cv805hxg5i5k9k5t3KjN3NzHvHNEsXNvOnNvNubsaucOZvcebd5Ywd6Mxf7cy76Rl22TPv3f0snQHNnwTNOwwa9XdCu26Dxu6B5m+A5h36jN33zN/xzDvcGbvLmT+4mXdeM3ZJM389M+8+ZuwaZv72Zd5dy9hFy/ypyrzzlLHTk/mzknmnJGPHH/MHH/MuOcYOOOZPN+adaww71Ji/zJh3jTF2gTF/bzHv0mLsqGL+kGLe5cTYhcT8YcS8i4exW4f5E4d5lw1jBw3zLrQXDLuOGMbuGOZPGeayg4Y9dxWl5bWYNTdkPZr9+EWsCXFy8/bwrOKxWQGzsQpGYqVehRWwASutTL/q24AVcxVW2zas9FFZBbuy+rZnlZif1bxJK3WWVsFKrSBDtQJ3a2Wu1yqcsZVkz1bksK3EkVsdU7eCHr8VMIQraA5X0y6uFOu4AmZyBezlah7OlWKhV6aNX4HTwZqGhaWeKRawVywDDSBrH1KWdlpZ0SyzoJVmhdvO+veflZyM1rQpLXZrWuMMtSxj1IKLkWpBU9Wa1qql2KwWsFYtYKda8zy1FJPUkmaoBU5Pa5qYlnpWWsBktIyNaAVTz5IuPEtcZhZgflnBkLKgs8kyl5AFDh1rmDIWdaNY4gqxjJFhhfeEhRgHFrQJLGnaV8OirxDDvAJmeCVP7GrY0ZVqJlfgEK6kkVvN07VCrNTKWKYVkNdote/TCrNSq2jYVvDarc45XOUzuVrs6Kpe2ZW6vqtjpFfQZnsFqr1fSevBGjaEhVghFrBLLHncWMMGslQDywJXmiWNOWuegBZiBVrGKLSAXWiNS9SSDmIL2McWMLitcIhb1h1vgRPfEvbAVS6HSzotLmOEXOBlcgU750KtnUsdq+kCVtYVDK1LPb0uYYBdkhl2hWPsUr6yxy5jg13A9LrGuXVJh9YFrKkL2FFXOJMu6xy6wKlzCUvmKjfJJR0YlzEhLvA2uIIxcKHWvCXteEuY41awvy3EmLbkAW0Ja9iatq+FHLKWtFkteZtawda0LOPSAsaiJc5Ea9x8FsTOs4CtZoETzTp3mAWdX5awuixye1njArMsm8wCrzQLGHZWtO0s1Ra0hFFoATvSCgaopZ6hljBhLWnRWuH8tVQT2ZKXtAXMbuvY5RZk5VviALjEEXIFg+SCLJwL3DmXuXmucPlckgl0kVvoEkfRdQykC3omXQB9NV1ewHC6hh11IdbUZeFlrcc/j3/jZM+ZRIIrH6aXSlaWyi4rxQ0kpY0ipZ9Ait88Cps6ijtylDNvFL92FGbzKHb/KGwpKf9kUt6sUvi4UtwNppgxpvxhpnRTTflrTWkrTvGnnWIGnkK4+aeylai4xaj0M1I5y1Phc1RhN61iZ63yVq5ysYtXXe8MVuk2Vv5CVt61rNjxrPz9rLyjWrHTWvkzW3nnt2KnuPLeQa7SWa68d5mrdJwrf5Yr7xRX7AJX/vZW3r2t2KWt/DmtvBNasWtZ+dtYeZewYnev8reu8u5bxQ5a5Y9Y5d2rCrtUlb9LlXeOKhIoI8wE41NhS21lp9nqFtnaVtjaL6/Vr62VzavVXVXrmVGrH1Ars5hWO5RWtozWfw2tbwetzJ0/i/gjaOl20PraLFo8M5EWtpVWxo2mxQ2otR9T69lTK2OH1aLevFrekbVaf2ct71hb7Wpb/7hb3+m32iW4/rW4voNxtUNy/btyfZfmqv78XN5lutqhuv4lu76bd7Xjd/0zeX3H8moX9PrX9PoO6lX9cb28K3u1+3r9y3p9d/RqF/T69/L6buTV7uL179z1HbYru1XXP1HXd2yudlquf0iu72Bc7VRc/x5c3wG42q23/lm3vmtutatt/RttfUfZavfX+jfX+s6r1WB1WK3xc/f/VxisIQ1+jBrgYyQQ0KEH/////////z8OnOd5nud5PqPaJrtJ27Zt211+k91kl37aYKRk4GJJFmdrtmZxdmVx9mZXdmXv1Rh7s8TV2GqMJbI0S2QZsDRLswzYnWXAnmB3dmdPsBDYE2wPFgILge3BwmB7sE1YGCwMtglbhG3CfmGLsEXYL2wW9gv7hs3CZmHfsG3YN2whtg3bhi3ECmILsZhYQawgFhNLicXEpmIpsZTYVOwpNhXbiz3FnmJ7sbzYXq3M8mJ5tXL7tnK7t2/7tnuLt3urbPEWb5VtsVW207bYFttpa6Cdth9aA62B9kO7of3Q7mg3tBvaHa2NdkcrpbXR2miltE5aKa2Z1knrpDXTlmnNtG7aMm2Z1k3LpnXTpmnZtGzaNO2ZNk17pT3TnmmvtFbaKy2Q1kprpQXS/miBtCLaH+2PVkQbohXRImhDtCFaBO2BFkFLbA+0B1piK2yJba4VtsI219raHFustbU2thg7jC3GumKHscNYV+wq1hVriV3FrmItsZNYS2wedhI7ic3D0mHzsFpYOiwdVgtLhdXCxmCpsFTYGGwKNsZ6jE3BpliPrcDWYyujFdgKbGW0FloZrWnWQmuhNc1aZk2zNlnLrGXWJquRtckaYzWyGlljrCvWGOuFdcW6Yr2wTlgvrADWCeuEFcDaXAGs/dpcm2u/+tZ+rVff6lvrlV1rFdjKrqwKTKWlAlNbqbRUWmorlZPaSt2kclI5qZvUReomFZK6SF2kQlINqZDURqoh1ZDaSB2kNlIfqYPUQeojlZD6SK2kElIJqZXURGolVZSaSE2kilIpqaJUWyollZJqS0Wl2lplKioV1SpTf7FXWCXsEFYJu4Mdwg5hd7As2B0sCpYFy4JFwVpgUbAYWAusBRYDm2QxsAjYJJtkEbA4i4AtwOIszhZgb7YAG4G92ZuNwBLZCCwJlsgSWRIsA5YEW4NlwDJga7An2BosEfYEe4IlwvZgibBV2B5sD7YK24StwqZhm7BN2DTsFzYNi4f9wn5h8bBvWDwsIvYN+4ZFxBZiEbGd2EJsIbYTi4ntxL5iMbGY2FdsKvYVG4xNxaZig7G92GBtzfZie7V1K7d1+2vlVm5/7d7+Wmi7t3sLbZUttG3QKltl26Cdtg3aFO20nbYp2g9tipZI+6H90BJpd7REWi7tjnZHy6WV0nJp5bRSWimtnNZMK6fl05ppzbR8Wjctn/ZO66Z1095p07R32jBtmjZNG6a90oZpkbRX2istkhZIi6RV0QJpgbQqWhGtipZBK6IV0TJoEbQMWmaLoEXQMltiy2zvltgS27vNtXertrk216pssVZlY7HF2GJsLNYVG4vNxLpiXbGZWEtsJvYPa4m1xP5h87B/2C5sHjYP24XVwnZhc7BaWC1sDjYGm4PNsTHYGGxuPcbmVkrrsfXYSmlltFJa26yMVkZrmzXN2maNsqZZ06xR1iZrlBXH2mRtsuJYY6w4Vg9rjDXG6mG9sHpYD6wX1gvrgRXAemA9rgBWAOtx7dfjulv7tV93a73u1nat13ptVWBrq+5SganA1F1qK3WXukptpbZSV6mb1FWqJ3WTukn1pEJSPamZVEgqJDWT2kjNpHZSG6mN1E7qI7WTGkp9pD5SQ6mV1FBqLLWSWkmNpYpSY6nBVFGqKDWYaksNtsqqLdXWKq+yVV7vVbbK1nvNvUFeJC+Tl8mL5E3zInnJvGneNC+Z989L5uXz/nn/vHxeTC+f19KL6cX0WnplvZZeT6+sV9br6a3V8miftIRaHK2HdlCLoXXR3mhvLd0e22VLoM3ZQKwiFg5rixXGonqj7/C93VtuILePO8lN5K5yM7mR3Fgv+66uq3fMq+fl8jJ4c7zOVlOLqgXUbmpftUnct/Xl9tpirs61Xd9VujSXdwW4TjfoHl2cS8I94e5wc7g23Cbu05W6EtwSbgt3gjvCReEycAm5ilw7rhrXkpvGLeOOce+4Z1wxbh4Xi/vFPfLWenG9stgyLBzWD1uGdcNeYeOwdVgvrBL2CuvF/eNuci+9TN40b5l2TwupDdTeamG1plyeO7syt4YrxCXiJnABuEX3isvGXcMGYuGwbFg2LBz2zBt8d2/zbb67V8jWYc2wXlgzrBjWC+uFFcMqYcWwU1glrBJ2CuukVdJuaQG1W1o0aFpN7alWTEuoFdMuWdLyaGu0NFolLY3Wh492S7uiBdHWaEG0Jky0NFoeLYz2SQujLVGivdGWaDt0aDG0y1ZAS6AV0LZo0SZpW7RHjrSbWhSthXZFa6G9cKEF0WJoK7Qu2gqtBAktilZCG6FF0aJoI7QWWFvsL1YY+6udscJYYe2szdtZq2vzNm917bK9tbSWbmkssJZuaRYYu6vF0bJoPbQsWmnrofXQSttjK22d7bE9ts72xgJjfbG7WF+sKXYXu4s1xYJiTbGOWFAsKNYRe4h1xDJiD7GHWEZsHJYRu4eNw8Zh97B12ECsIVYRa4jVxCpiFbGaWFSsJnYUi4pFxY5ibb34W3zbt32Lb+2NvgDe4QvgLfAO3+Fb4BW+BV7oK3yFL/Rtvu7LfPWX+U5f/dXf6Xt8py+C9/geXwSv8UXwGniNr4GXwGt8jS+BF38JvMsXf/F3+Rbf4Nt7d2/vhd/du3th99jLvrN3fWev/67v+vrv/fov8r3f+0W+UXeT+8m95H5yebmX3EsuL5eWS8it5CpyK7mpXEWuIjeV68pN5dpyXbmuXFsv6/Jyfbm0XF8vzqXl0npxr/vi3tzrvu6be5mvB9eYe8s15opyb7m3XFFuoBd2f7nH3F/uLPeYe8yd5a5yZ7mh3FXuKjeUO8lV4zZyLbmNXE6uJdeSy+l1upxe4ut8nS/xZfDW3vht39jN9bZv6+ZyY7m5XFluLDeWK8vN9DJ4bbw5XhsvkDfHm+MF8nJ5gbxbXi4vl3fLO8Y19np4I7wRXg9vidfDi+Qt8ZZ4kbxBWkhtpTZQW6nN1AZqA7WZ2khtpvZTG6mN1H5qR7WT2kutoPZSa6kV1ApqLbV7Wkvto3ZPu6d91EJqe7Wc2lMtpzZRe6o91SZqxbSR2lEtqZZUO6pl1bJqY7Wk2litrpZUS6rV1dJy35ZY66sl1pZqfbW+2lLtoLZUK6kd1A5qJbU4Wlitq9ZU66oN1ZpqTbWh2kltqBZUO6md1IJqL7mz1lbbq7XVrmp7tb3aVS2ndpgruzhXdm0uzsW5Njfozi7syly4DebKXFkbrL3VBmt5tbfaWy2vFlarqRXVompFtbhaVC2qFlc7rMXV/mqHtcPaX67c6mqBtbRaYO7a0mppuWtbzF3duC3WFnNjV9dualu1r9pWrtq+al+5qktzVbd2aS7NrV3f/bmtO3Pb1pg7c2etsdaWq3Nv13Zv93dt13Z/l3d/N+nyLu8mXQEuAJfpFl2m27tFt+j2Ls/tXdzluTwXd2f36RJdqUt0dVfqSl3d/bm6m3N/7s/Nua0bwB26PXfo7m7P7bm7+7oLXBEuCFeE+8IF4YJwX7g13BcuDreGW8PF4Qpxs7g/XB7uD5eGy8Pl4dJwQ7hSXB3uDleHO8Pd4e5wZ7gkXN9dukp36Spwla7SVeBOcBW4FdwJ7gS3glvCJeF6cE+4HlwI7gn3hAvBleBCcA24ElwJrgH36QZdo3t0je7UPbpHd+oycKfuA5eBy8B94I5wBbgIXKeLwI3gOl2nG8Fd4EZwObgL3AUuB1eES8M14YZwTbgZ3BBuCDeDm8DN4DpwE7gJXAcuADeHm8K14aZwP7g2XBvuB1eD+8Ft4GpwNbgN3ABuA7eAG8AN4BZwh24md5EbyV3k+nEjuZFcP24e149Lx83j5nHpuGfcSa4gN5EryNXjJnITuXrcO64e9417x73jvnHLuGzcOO4aN44LyF3jrnEBuX9cQO4g94/7xx3kbnKxuGHcL24YF477xf3iwnHtuHDcPa4d1467xyXkBnLduH1cN64Xt4/bx/XiZnG9uE/cLG4W94n7wy3hwnBbuDBcH24Lt4Xrwz3i+nCVuEfcI64SF4s7wl3honBXuEFcFC4KN4iLxA3iLnGRuEjcJW4ad4lLxk3jpnHJuGpePi+ZF8xL5iXygnnBvEReHi+Rt8LL4+XxVngVvBVcVa+CV4GryvXkqnLnuJ5cT+4ct407x6XitnHbuFRcJy4V94brxHXi3nBjuDfcDm4MN4bbwbXgdnAJuBZcCy4BN+oScIFu1I26QDd3gS7t5m7u0i7r0q0wl3XZVlhbqxXWqmprtbVaVa2nVlWLqfXUemoxtXRaTC2elk5Lp8XTQmnxtF9aKC2U9ks7pP3SammHtENaLW2QVksLpg3SBmnBtEZaMK2d1khrpLXTUmnttJRaKi2VllJbp6XUpmrrtHXaVG2nNlW7q+3Udmp3tbLaXa7bympluW57zHVdX3usPeb63Jvrc5Huzb25SFfoIt0DrtAVugfcAe4Bd4M7wB3gbnAvuBtcFu4F94LLwlXhsnCBuCpcFS4Qt4cLxK3i9nB7uFXcKW4VF407xZ3ionHNuGhcPq4Z14zLx8Xj8nEfuXhcPO4j95D7yG3lHnIPua1cU24rt5hryjXlFnODucVemxvMDfba3vq1vb+3fuv39/Lv7wW+/Mu/wLd/ge/t7d/+vb209+YSe2kvzSXmDnOJuajcYe4wF5VbykXlGnJLuaVcQ24h15Bbxy3kFnLruHLcOi4YV44rxwXjdnHBuEncLm4XN4lrxE3iynCNuEZcGa4LV4aLwXXhunAxuBRcDC7UpeBScKFu04W6O7fpNt2dW3N3bS635tbaXO2sNlerpp3VzmrVtFlaNe2ENkubpZ3QLmgntH+7oF3Q/m3f/m3c9m3fxq2sjdlZrayVsbNYVuwsdhPLimXFbmIrsZtYQmwlthJLiPXDEmLdsH5YP6wbtsxr6eXz6nn5vGBePa+eF8zL5QXz8ni5vFxeHm+Ol8er4M3x5ngVvM5Xgevpdb5O15NryfXktnEtuZbcNm4at43rxE3jpnGduEhcJ24MF4mLxI3honBjuBZcFC4K14LLwLXgRl0GLgM36h7dqJu7R/fo5i7OzV3Wxbk4l22HuWxbqx3WDmtrtajaWq2nFlWLqvXUAmo9tXRaQC2glk6rpKXTQmmVtEpaKG2NFko7pK3R1miHtCvaIW2QdkW7og3SomiDtEZaFC2K1kjrojXSUmldtC5aKu2Nlkpbp73R3mjrtE/aOm2n9kn7pO3UEmo7tbJaQi2hVlZ7qpXVHmtPtafaY22v9ph7a3u1vdybO3NvrtCduTNX6P5coTvA/bk/d4ArdQe4F1ypK3UvuBLcC64KV4IrwVXhnnBVuD3cE+4Jt4e7w+3hTnF3uDvcKa4Ud4prxpXiSnHNuGNcMy4ed4w7xsXj3nHxuIfcO+4d95CbyD3kmnITuYlcU+4q15QbzF3lrnKDucfcYG/tHnOPvfW7e+uXf3fv7uVf4cu//St8hW//Dt/+pb3Dd/jS3vulucPe+73dYe/qDnNLveu7uqVcV24pt5DrynXlFnIVuYVcOa4iV5Erx7XjynG7uHZcO24X94vbxTXifnG/uEbcI64R14V7xD3iunBbuC5cCm4Lt4VLwZ3gUnCb7gR3gtt0lW7TrblKV+nWXJpba2e5NJfWzmpftbPaLO2r9lWbpU3SZmkXtEnaJO2ClkC7oO1bAi2Btm/ztm9lbd7mrYwV1spYVqwwVhjLikXFsmIrsahYVGwlVhFbifXDKmIVsX5YOC+ZF8lL5EXyeniJvEReD2+F14N7663wVnBvuarcW24fV5Wryu3jznH7uFncOe4cN4tLxc3i8nCpuFRcHu4Nl4cbwr3h3nBDuB3cEG4Ct4PbwU3gEnATuEWXgEvALbpAt+jyXKALdHku7fJcmUu7tCtrhbmy9lYrrBXW3mpVtbdaU62qVlVrqsXUmmontZhaTO2kFk87qRXU4mnxtILaL62gdk/7pf3S7mm1tHvaQK2WVksbqAXTBmojtWBaMG2k1k4bqSXV2mnttKRaSi2pllZLqaXU0mpTtbTaYm2qNlVbrN3VFnPtdle7y7Vd17Vd3nVd1+Vdn8u7Ttfn+lyni3Sd7gIX6SLdBe4Bd4ELwj3gHnBBuBtcEG4Nd4O7wa3hsnBruERcFi4Ll4gLxCXiXnGBuEDcK24V94q7xq3iVnHXuGjcNe4fF42Lxv3j8nH/uJdcPi4f95L7yL3k0nIfuY9cWm4rl9bruq3cVq/rFnvdV3eLucVe/bW9+nt8ba/tPb6/9/ga39/7e40v8DW++At8gS/+3l78bd/be3tbl9jburFcYi4xN5aLyo3lRnJRuajcSK4hN5KbxzXkGnLzuHXcPK4Yt45bxxXjgnHFuE1cMC4Yt4mbxG3i2nCTuElcG64M14arwZXhynA1uBhcDW4AF4OLwQ3gQt0Abs+FulC35+7cXuvL3bm71lebq/XVDmpztbnaQa2adlDroVXTqmk9tBNaD+2xndBOaI/t3x5buv3bv6XbuKXZXW3cxuwudha7iwXFzmJnsaDYTSwo9hC7id3EHmIJsYfYOCwhlhAbh3XDxmG9sG5YN6wX9op7xt3iinG3uFFcMa4YN4rbxI3iDnGbuE3cIW4OV4jLxCXiMnGtuERcIq4V94prxeXiXnGvuFxcNm4ZV4s7xtXiQnHHuGNcKK4UF4pbxJXiSnGLuDreMe+eV8+75w306nn1vIFeS2+gN9Nr6bX0Zno9vZheTu+fl9Nb6P3z/nkLvWneQi+bN82b5mXzloEDwECYCQPhHGbCTDiHlXAO92AlrIR78BHuwTv4CB/hHbyEd/ANL+ElfMN8bCs+FXeKacWz4kzxqlhU3EsmyrgMv++7vxhe3Svhtd1OLi73lIvIBeWScjW5r1xgb6M3z2vnVfPeebu8Yd42L5bXyyvlXfJaebO8cF4Vb4zXyFvjbfGeeGW8R94VL4Q3+Qp4J7wHXuXL4k3xZojnxHhiMnGXOEp8JlYRj4h3xEdiJrGNeEK8IQ4Q1+IcFhYf42A8hQnAKmAR8B0YE9wC/gO/gdXAeeA1sBiYDuwEJgObgZ/AZ+AfMBMYxivoZfMWege9ht5L76j31SvpZfW2eoXB83sLht9ccAyzcA2u4R/Me4PBOtgHF+EXlgWfil84BDwAriD/5Fo2yka5lnU4BFwBJgGTgCvAM2Aa8Af4AvwB9uABhr6T3kgvohfRG+ntA/NwE17CTVgKL+ElLIUlwCsswzcswzp8wzesw7w8i4nFtmJisazYVmwrlhWfimnFv+JZ8S+ZFs+KZ8k0GZZpci7DMiznMlH+yTa5lm2yqsa9ZDXOFfeKe8W54lVyL/PyTOZlW57JM9mOicm83MtFuSj3MlPuZV9mykzZl58yUU7KuJyUm01Zl5vycikbXwhvgzf5NngdvMk3+Tp4la+D98GrfJXvg3eCq8nF5L5yMbmQ3FfuKxeSS8qF5DpySbmkXEcuIheRy8gF5TJyJUlyT7mSXEqU3E5uJ3eUi8sd5daq9dpuLbfXa7+22+vVve+rvvururDe/d1dWC4wF5bLygXmAnNZuZreQS+g19AL6HXj5oXzunnXrHmtvGFeLO+X98uL5U3y5nnpvHZeOq+Z185r5zXzennNvFpeL6+XV8sr5bXyUnmzvFReIUJeI6+Q14ePV8Ur49XxHnl1vFGivF3eKG+VKq+al8br5E3yOnmfvEneJO+T98sr5VXyLnmVvD/eJe+S98db4/3xznhrvDXeGW+Ll8UL403xwnh3vCneFO+Ol8a74+3x0nhpvD1eJ6+K18Qb4zXxJkjwYngTvFLp+74TXgvvgdfC++E98B54P7wZ3g+viDfDm+EV8bJ4de//Snj/V4OGd8Wr4Q0R4pXxtnhRvCdeFC+I98R74gXxXnhBvBveC++Fd8Mr4N3wUngFvAJeCi+EeE4MKMYTA4otWYozxZbiUKFiWvGpWFLcKZYUI4o7xZ1iRDGfGFEcJ+YT84njxGfiOPGa+Ex8Jl4Td4mPxE9iJvGT+MuXmEz8JUaDJp4Td4mvxFHiK/GQOEocJR4S74iHxD/iHfGO+EesIp4Qe4g3xB7iFi1iG3GLOEeO+EisIjYRj4hNxA/iEfGI+EE8jR/EDOJpPI0ZxMf4GA/jYDyM7TgYB2M7fmM7ruM3fuMalhXXYjzOYzxexnmcx8s4QLyMBQiIJ8B3YEowJpgSXKsWLAyuBQcLFtdgI8wAJgAzgDXABGACsAZYBSyFN8AS4A0wCBAwDBgE3KMH/AP+AwOC38CA4D3wG/gNvAc+A++B9cBn4DOwHtgMLAWeA6uB58B8YDWwGpgP/AfOA/eB18B9YD9+YDKwH7hOHZgOLAuGBZ+CYcFu4FPwKdgNTAV2A7OBqcBUYDZwAZgOrAV2AmuBs2SBacBZYB484A/wD5gLzATmAn/5AouBv8B27MB5YBVwDlgEnAM+AouARcBH4B3wEdgKvAPeAVuBpcBW4DSwFFgKnAaeA5uBvcBPYC9wEPgJ/AQOAs+Ag8A+4BnwDNgHTOIN88Z527xx3jlvm7fNO+ft8855Cb193j4voRfRq+aV89555byHDr2S3kPvo0fvqBfUp1fRW+gt9Cp6Bb2o3lLvprfUG+nd9G56I72T3jxvo5fRy+ht9EJ6G72nXkgvpPfUa+pl9a56W72r3kqV3ktvpZcSpXfQK+vFBa8vLtiFV3iFXVh+Ub2u3lKvq7fXW+ot9fZ6c7293mFvrjfXOwyO4fnd9d56d7263lvvrVfXC+rV9ZIi9X56C72cXlAvp5fWC+oF9dJ6b7204Pa99d6CWxiGW7gHwzAM9+D8HfWmel+9qV5fvuD39QXL4Bd+YRnsg3mvsTfYa+wF9gZ7g73A3lMvsFfVe+o99ap6TcE+mAgXYSLcoAHcAm4An4BbwC3gE/AduAbT4BqmvcTgGq5fYq+wl9j76xX2Cnt/vazgCvAAmAkz4QFwgBfTK+uN9cqC1zfWGwteYRVe4RtWYRW+4R3cg1t4B+/gFlbh9qUFq7D60npjvbReTm+sN9bL6cUE52AkbISRcBQ2wkY4CjOIccmx7MqxvJNd2ZV3ck7eyTc5J+fkm1yTb/Iq1+SavMoyeY1hyTJZFsOKX8Ww4krxq/hVXCmmFFeK78SUYkrxndhOfCceE9uJ7cRj4jDxmLhJHCYOEzeJl8RNYhzxknhJjCOuEeOIQcQ14hoxiJhDDCI+EHOIOcQH4gHxgfgXD4gHxL9Yj3+xGuuxHqswsViFRcHEYGKwKLgTLAomAneCO8FE4BswEfgJ34BvwE84CT/hG5yEk/ANpuHbywumYfrl9dp6eb2hXluvrTfUq+kN9SZ6Nb2a3kSvnzfR++b18/p537xo3jfvlRfNi+a98kJ5r7xFXigvlLfIi+Mt8rp4cbw4XhfviNfFy+Ed8Y54ObwBXg7v8w3wBnifL/0+X99Lv/Trc4W9vld2hbnCXtnV9crv7Opydb2zu+ud39zd5e5681f25u+AV/bK3gEv7x3wdnh5L+/t8C54O7wv3gXvgvfFS+J98Q55Sbwk3iHvjXfIO+W98d54p7xN3invmbfJ2+Q984p5z7x4XjGvmBfPW+fF8zp667x1XkfvotfRK+pd9C56Rb2dXlHvrLfT2+md9cJ6Z73HXlgvrPfYW+w9BuPeYm8xGAfbYBw8hG2wDR7CPjyEAcA+7MMAYCcMAMYAO2EnjAG2AGOAZcAWYAuwDPgFLANGAr+AX8BIYCMwEngLbAQ2Am+BscBb4DIwFhgLXAYOA5eBr8Bh4DDwFbgKfAUuAleBq8BF4CFwEZgFPAQeArOAV8AsYAjwCngFDAF2AEOAlbAD2AGshI+wB1gADIUFwEIYCkNhIfyDhXAQ/sE/OAjX4BmG4Rk8g2G4h2E4h3u4h3MYGIuKccW9YlyyG/eKe8muXMuunJNruZZzsi7n5Jqsy7pck3G5JstkXMZlmQzLsviVDMtw/CqeFb+KKcWz4lkxpThTTCm2E2eKM8V2YjyxnThMjCfGE4eJycRh4iUxmZhMvCRmEi+Ja8RMYiZxjdhGXCPmENuIbcQc4g0xh3hAvCHeEA+IA8QDYj0OEAeI9TiPdZhYnMc5TAwWBhODO8HCYGFwJxgT3Am+AWOCMcE34BbwDTgJt4BbwEm4CCdhGi7CRZiGX5h+bcEv/L623levrVfT++p99Wp6Jb2aXj+vpFfS6+e98/p50bx33jsvmrfLi+aF8nZ5u7xQ3iMvlBfHe+Q98uJ4V7w43hHvinfFO+KV8I54A7wSXglvgNd+A7z0a7/2S7u4XtoV5uJycbnC3FOuMFeXe8o95epyQbm63F0uKBeUu8sl5e56ZS4pl9Qrc1+9spfnvnJfvTwX2Mt7F7jAXGDvgnd/F7wk3v3dXxIvhpfEe+PF8GJ4b7wx3htvkzfGG+Nt8hp5m7xiXiOvkVfMm+UV89Z5s7xZ3jovnLfOu+iF88J5F72G3kVvp9fQa+jt9F56O72w3kvvpRfW2+qF9RZ7W72t3mKvsLcYbHuFvcJgG1zDNtiHa7iGffgH+7AT/sE/2AlDYSdsAYbCUNgCfAG2AL+AL8AX4BcwDfgFbASmAdOAjcBOYCMwFtgJ7ATGApOBscBhYDIwGTgMvAYOA1eB18Br4CqwGLgKPAQWA4uBh8BM4CHwCpgJzAReAcOAV8AOYBgwDNgBLAF2AB9hCbAE+Agv5Vj25Z3sy728k3dyL9/kXp7JN/kmz+RVnsW25FVeY1sxrNhW3CmGFcOKO8WV4k4xn7hSXCnmE9+J+cRn4jvxnfhMPCY+E0eJx8Rj4ihxkzhKvCNuEjeJd8Q44h3xiBhHjCMeEYOIR8TTGEQMIp7GB+JpHIwPxAfiYPyLg/Eb/+Jf/MZq/MKnYjVW4VOwKPgUTAUWBYuCqcBEYCpwAZgITAQuAD/hArAOfsJPWAffYN0bDL7BtzfYy+sN9p56eb283lNvqPfU2+gN9YZ6G72J3kavnTfRm+i187557bxe3jfvm9fLe+X18i55r7xX3iVvkXfJW+Mt8hZ5a7wu3hrvidfF6+I98XJ4T7wXXg4vh/fC+3wvvALe5/t8Bby+V8CbfH2v702+8pt8la/8yq/ynV/le+Cd3/k98ObvgTfDm7/5m+Ed8GZ4U7wD3gFvirfDm+Kl8XZ4O7w03hcvjTfJ++J98SZ5h7xJXizvkHfIi+Wd8mJ527xT3ilvm/fM2+bt8555z7x9XjxvnzfSi+fF80Z6Hb2R3lKvo9fRW+oV9ZZ6c72iXlFvrnfWmwtm31nvLJh9j8EsnHuPvcfgHIyDc7ARxsE42AgPYSNMAB7CQ5gADAAmAIuAAcAAYBEwBlgEvAPGAGOAd8Ay4B2wFFgGLAOWAiOBpcBqYCQwElgNvAVWA7+Bt8Bb4DdwGfgNfAYuA5eBz8BX4DPwE/gKfAV+AheBn8Az4CJwEXgGzAKeAVeAWcAs4AowBLgCzIQhwBBgJqyEY9iGWdiGcZiFWRiHczAO/3AOzsE/jITZwA/gAvADWAFcAC4AK4B1sAJ4h3WwDt5hnhxDXiILkZfIX2QhshD5i5xF/iLLkbPIWWQ5chtZjjxIbiO3kQfJf+RBMib5j/xHxiRXkjHJruRKciXZlZxKdiUDk1PJqWRgMi8Z2DzLvGRe8zy78zzfszu78z3z5ntOzryZNyfn4pycJczFuThLmB/MEuYV84P5wbxiRjGvmIHMKGYUM5C5xwxkpjL3mHvMVGYpM5VZyyxlljJrma3MWmYls5XZyqxkRjIrmWvMSGYkc415xlxj5jDPmGfMHOYMM4c5OmeYM8zRGTpH53yGztA5n/E5n+MZn/E5nuE5lnfN8AzLu+Ra8i45lFxLriWHkj3JoeREsifZk5xINiQnkt3IhmRDshuZjexGliKzkdnIUmQmshTZhcxEZiK7kFfILmSlvEJeIStln6yMG8k+2Rc3igfFjWIw8aB4UAwmzhKDiYPEWeIscZCYRxwkJhHziHnEJOIPMYlYQfwh/hAriAnECuJiTCAmEBdjPy7GttiP/dgWz2IbPCyexTN4GKwLHga/gnXBuuBX8Cj4FawJHgWPgjXBjGBNcCGYEcwILgR3gQvBY+AucBd4DAwEHgNHgYHAQOAosA04CtwEtgHbgJvAMeAm8BQ4BhwDngLjgKfAcGAcMA4YDqwEhgM3gpXASuBGcBy4EQwKjgPHgUHBkmBQMC1YEiwJpgWjgmnBxWBUMCq4GNwLLhbT4F5wr5gWxzEt/uM4juM/3uM/lsZ7vMfSuBlLYwhxM27GEOIGMYS4RNwgbhCXiEXEJWIdsYhYRKwjphHriJXENGIasZIYSawk9hIjiZHEXmIusZcYTswl5hLDid3EcGJFsZvYTawoPhQrikvFh+JDcan4U1wq1hV/ij/FumJc8aI4USxKbiErkUnIIOSpPEM+IEeQT8iM5DvyHBmOXEhWI5ORzch+5D0yHlmMrEPuIVOZbfM+y/NyNs4RZEnyJNmUDEreJCuSUcm55E+yLvnWvM5y5i1zl9nN7GV+Mh+ZP8w8ZihzlVnHfGVuMQ+ZAczSmZ93zDRmDfOC2cMsIA4ky3GeeEusJW4Tw4hjxEZiBPGCOARsLF7jHZwJngWrgifBn2Bb8K9YBseCS8A6YBMwArgDnAFeAI+AXcB44EqwIlgQfAlGA9eAl8CBYlHxpxhXjCvWJcexnLhP/ChGEQOJe8QOYgAxM3bjnIG4AGwKXgVbkmOZJ/syT4bKvuzLUPkZ94k1xY9iTbGn+FH8KPYUs4o9xbViVjGruFa8K14Ui4o5xZxiUfGqOFB8TJbjY/Ity7Is3zIJ+ZZFiJBbyCBkCPJUhhAXk6fyNC4Wb4pZxbviYfGweJdMy7Ssi4fJOnkYD4uHyUOZJw9lpMyTeTJShso65BtyD/mG/OGDfEL+IHvwIB+QQcgz5B3yDnmGbEWWJEOSJ8mQZD16ZD+yHjlPHpmMTEYOI5uRw8hQoMhUZCiyEyeyDvmOfEaeI5+Rt8hz5DnyFtmKvEU+IluRrchH5B1yCzmJrEROIkeJIquRo8hr1shwZnv259t8m/0ZKMeaZXKxWTbXcjG52FzPtZnAfGD25wPzcPZnfx7OwNk2//M+/7NQOAuYhfN0Oi+Y6zk31+bcrM+1uTbrMz/rc3DmZ34OzgDm5aycjbNy9vnm3eyb33de53dmWVmXfEqmJDOSKcmEZEYyI5mQfEfeIwuS8ciCZEcyHhmP7EhWJDuSL8mKZEXyJRmUDEc+JBeSD8mLFsmf5EWyKFEyKlmXbEu+JduSS8m35FtyKdmUXEomRUqWJP+SWcmnZFZyJ/mUfEruJFOab/NstueZTGy2Z1smJv+Sicm45F/yLxmXzEpGJfuSc8m+ZGHCZlkWNtNmeZZn2myTQcmt5E1yK1mWvEneJMuSY8my5GByLDmWHGyWzW7mN7OX+c1MZ/Yye5npzGJmKDOZucpMZkaDZu4yo5nhwJnlzHTmOrOYuc5sZhYzi5nNzFhmM3OZGcuMZS4z85jLzExmHjOPmcl8ZJYzr5m3zGtmNWrmIbOaOUuW+cq8Yw4y05iDzFxmGjONmcv8ZOYyf5mfzE/mL7ObecGsYvYwq5hduJh1zC7mJUtmKPORmcX8YWYxl5g/zB/mEjOBucTMYCYwE5gZzAdmADOCWTojmDvM0lk6d5g1zB3mELOGWcMcYt4xX5lxzC1mHPONG3OE+cZ84cK8jIvFqOJNMaq4Trwp3hTXic3Ei2I9caJYT/zmTdwmfhOXKRNviZ3EaWIxcZpYTSwmFhOrieXEauI9sZxYTrwn7hPXidnEZmI28ZTYTGwmnhITiWfEUGIrMZQYC5Y4T4wlpkMnDhQDiYXEPWIhMZW4R9wjphI7ianEVWInsZO4Spwm3hJLibXEUuIiRWIjcZHYh48YRjwlThITiZPEMmIiMZFYRpwithC/iGfEL+IbN2IosYE4QVwgThBfiAvEBeILcYUYRnwijhGfiDvEMeIYcYc4RNwhlhCHiEPEEmIE8YVYQ1wh1hCviCvEFeIVMYp4RcwiRhGjiFnEQGIZsYs4RewixhCniFPEGGIHMYaYQuwgdhBTiAHEzjhCbCGOEGeILcQW4gzxi7gXz3EbzzEct3Ebw/CtGBnj4l2Mi+l4F+9iGjYW+2Jl7IyV8TN2xs74GUeIEcTReEEcjY3xgnhBbIyRsTEGxsgYGQNjXJyL71gX37Ew1sW6WBgTY2GcjIkxMU7GBuBf8LFYBh+Lb7EslsW32BffYl7si30xL1bGAGJozIyhcR8zY2bcx724j/m4F/diPp5hOfAgOBGcCB4EQ4IrwZtgRfAmOBSsCFYEh4IzwaHgVHAmOBOcCp4Fr4I9wZZgTzAn2BJsCeYED4I5wZHgQfAgOBIMCTYG74pXeBfsKl7jFXYF24JdwaRgW7AtmBQ8CZ4F44JVwbhgYLAqWBUMDM4FA4tZOBecK2ZjN2ZjOXZjN5bjXAzDvuBbsC+YF3wLvgXzgk3BvOBWsCnYFNwKXgULgh3Bl2BHcCn4EnwJLgXHgkvBrOBYcCyYFfwLXgAngEfACeAD8Ah4BHwAzgAfgA3AGeAMsAEYAYwAnsId4CkcAe4Ad4AjwCbgCPAE2ARsAp4Al4BrwCjgJTAKmAO8BF4Cc4BdwBxgCrAL2AVMAV4At4EXwXjgRfAjGA+MB34EV4ITwYdgOfAhmBAsB5YDE4LbwIRgRHAbuA2MCF4kR5BjyCfkGLIQ+YR8QhYi95CFyFnkHnIPOYtMRc4it5GpyFTkNrIZuY38RzYjm5H/yH7kP3Il2Y/sR64kT5IryankSfIkOZVsSk4l85JNyaZkXvItmdfsyrfkW7M7r7M78+Z1XmfevJt5c3Hezbu5OBvn4vxgNs7G+cEcYX4wo5gjzBFmFHOLGcXcY24xt5h7zEPmHrOUecg8ZJYyb5mlzFbmLfOW2crcZbYyI5m7zF1mJHOVGck8Y64yV5lnzDrmGXOGWcesY84we5gzzNDZw+xhhs4CZuiMzwJmATM+7zM+w/M+7zM8yzMs15rlWZZrybnkWrInOZecS/Ykf5I9yYbkT/In2ZBcSDYks5ELyYVkNrIamY3MRFYjq5GZyEpkJvIKWYmsRF4hk5BXyD6ZhExC9smy7IsHybIsx4PiPPGgOEucJ84TZ4mtxFliHrGV2ErMI54R84g/xDPiGfGH2EL8ISYQW4gtxARiZ0wg9mNn7Iz92Bf78Sz2xb54FsviGawrlsUyWBccC9YFj4JjwbHgUfAleBTMCL4EX4IZwWhgRnCXLrAOuAsMBAhsAgYC24BNwCZgG3AH2AYcA+4Ad4BjwBngGDAOOAOcAcYBj4BxwErgEfAIWAnsAlYCx4FdwC7gOPASOA4sCV4CL4ElwYFgSTAqOBAcCEYFf4JRwb3gT/AnuBdsC+4Vx7At2FYcx2scx3u8xmu8x7t4j5vxLt7FzRgZN+MGMTJGxg3iBXGDWES8IF4Qi4hDxCJiGnGIOERMI44R04iRxDHiGDGS2EiMJOYSG4mNxFxiLTGX2E2sJdYSu4nbxG7iQ3GbuE18KE4UH4o/xYniRPGnWBRcAk4B64BTwEJgHbAOWAiMBhYCQ4HRwGhgKLAgeYksRv4ii5HxyF/kLzIeWY6MR1Yky5HlyIrkQbIieZM8SB4kb5IxyZvkWDImGZMcS3Ylx5KLya5kV3IxGZhcbK7JwGRgc22e59rMz/M8z/x8z/wsne/5nqVzcpbOGubknJw1zBJmDTONWcIsYaYxr5hpzE/mFfOK+ckMZH4ye5mBzEBmLzOV2cssZqYyU5nFzFpmMTOWWcusZcYyK5mxzDxmJbOSmcdcY+Yxf5hrzDXmDzOH+cNMYOYwc5gJzNGZwOzP0Tk6+3M++7M953M+23M82/KvOZ5j+Ze8S/4ln5J3ybvkU3Io+ZTMSA4lh5IZyYlkRvIcOZGcSJ4ju5HnyFZkN7Ib2YosRbYiz5ClyFLkGbILeYY8lV3ILuSprJSn8SZZKSvjTXGjeFNsJm4UN4rNxGBiMzGRGEwMJiYSB4mJxCniIHGQOEVMIk4RO4hJxCRiB7GC2EHMjBXECmJmXIyZcS8uxsW4F9viXtzGttgWt/CwuIVvwcPgYfAt+BV8CzYFv4JfwaZgTbAp2BKsCdYEW4ILwZbgQXAhuBA8CB4DD4LlwGPgMbAcOAosB24DR4GjwG3gJnAbGA/cBG4C44GnwHhgRfAUeAqsCIYDK4IzwXBgOHAmuBGcCVYFN4IbwapgULAqOBcMCgYF54JpwbliF6YF04pduFjsxjq4GFws1sW0WBcTY1pMi4nxHxPjAvEf/3GBWBoXiCvE0lgaV4ghxBViFDGEGEKMIi4Ro4h7xCXiEnGPWEfcI3YS64h1xE5iJbGTWEysJFYSi4m9xGJiObGX2EssJ4YTy4kfxXBiOPGjWFH8KGYVK4oVxaziUjGreFhcKi4VD4t1xcNkXqwr1iXz5BieBBuCP8GGYDDwJ/gTDAYOBIOBk8CB4EBwErjGDGkmMlOaicw2ZkozpdnG3Gi2MY+YG82N5hHzoXnEvGE+NB+aN8x/5g0zhPnP/GeGMDeZqZitmPGYQWcCZhZmG2YjZtNZmVmY2Z7ZklmUGY6ZllmVmZrZ0vxoNjQ7mi/NrOZf87BZbZbPhDN5lpt3zXC0bQaMtmmdnme8ZoBmhGZnZmtmj2aHZpVmiGamZsNmvWaj4kLxpZhULCjGFE+KQcW+4lSxqfiWvMso5BcyB1mBfJQTyAbkDLJTDiFbkFXIdORAchn5h9xEriEbkXnIT2Z6VmeibEkGJPeRX8m9ZE7znFnPPGZ+MReZ+cwDZguzg9k5N5grzLFmYzMxuqd3uiYPkIUycG4zI5oDzUrMPswmzCbMPswczE3mPfOfec8cav4z/5lDza3mTfOnWdIsaf40E6J7ukb78qybjzOE+TgnmCHMEOYEc5NZjVmMGYpZjNmHGYoZitmHWYnZhpmJ2YiZidmMGTMcsxkzHz5mS2ZOZj1mPGY9ZjJkzFTMksyOzHLMjsxizHLMcsxizGrMVMw8zFbMPMwqVJhZmFWYKVAwg85+zFrMUsxazCjMUsxSzCjMHswozCTMHswezCTMlDNMM0GzPTNBszlzZmVmWGZyZmtmcmZ6Zmtma2Z6Zo9mlWaQZohmkGZ1ZohmiGZ1ZmpmdWZtZmpmamZtZlpmS2ZWZlFmVmZfvszOzL7M2LCZAZqVmW2ZhZltmU2ZMnMymzJDgmTWY5ZkxmR2ZMZkxmV2ZHZkxmWGZcZl5mWGZYZl5mUmZ6ZllmVWZZZlVmRWZVZlVmT2Y1ZkRmT2Y/ZjRmTWYkY0L5oDzYvmSnOgOdBcaY40V5o1zZFmTTOpOdIcaSY1i5p/zbPmYfOsudQ8bB42l5pZzaXmTjOrmdXcaXY0k5pNzaJmUzOtWdQsaqY1x5ppzbnmWHOsOddsbJabgc27ZmCzrnnXvGvWNVOadc2cZkozpZnTDGn2z+hZbUbPWHb+NRubj83E5mOz20xsJja7zeo51LxqbjWvmosVm8lzsVk8k2fyLJ7ls3w2nAlnw9mAAbPpbMBswYLZhtltppvVM90sOKtn9Sw442fBWXTGz/hZdOacRWcBZs6ZcxZg5mAWYBZh5mDmYBZhNmEmYdacKWfN2XKmnClnyxlutpzxZrgZbsab5WbQGXImYIac9f3sn/Uzn29Gz0TR7YwX3dK4Ga8ZLxpH67NhtDvrRbv0btZr1ove0TK9o3NapmU6p326Ru87raN1GkjPNJAO0jM900E6RwfpH52jc/SPtukfzdM2bdM8bZvNmn2aYZp9mkWKNBM0ezTTNDs00zRbNTs0OzRbNRM1WzXbNRM1EzXbRbczQDNGM0IzRjNQoGajZqBmqlTNhtE2Op4Bo+OZrhmwGbCZrpmpma7Zq5mpmanZq1klWkfD9ErDM2H0Sq8zYbNZM2EzWLBmn+JCMaH4Ukwo9hNfii/FfuJJsZ/4TzwpnhT/iQXFgmJDMabYUMwoxhRjihnFqWJGcaQ4VZwqjhSDik3Fo+Jb8agYUnwrvhVDiknFkGJHMamYVOwoLiQfkAXIEWQBMitHkCPIrLzLbAxM3uU9BhabikHFqmJfsapYWOwr9hULk52xMHmWnbJTnmUDsgIZgXyUEcgBAshAOYAMAIA8QDYiB5F5yEFkGjIPmYdMQ1Yh05BhyCpkFTIMOYSMQrYhv5BtyDjkF/ILGYcMRB4gE5CFMgGZgSyUhTIDOSozkBvIUTkqN5AfyAZkB3IG2YE8Qs4gZ5BHyDXkETILuYZcQ2Yh/5AbyBfkB/IFGYP8QH4gY5A5yBjkEjIHmYNcQkYhh5A7yBbkDjIF2YJsQaYgJ5ApyBPkBHICeYKsQJ4io5HFyGjkOLIYWYwcR94jA5LryH3kOnIauY/cR04jj5HTyF3kMfIYuYv8RO4iV5GfyE/kKrIR+Yc8RG4iD5G1yE3kJrIWuYysRQYjl5HLyGBkOjIQGYs8RcYic5GnyFNkLjIaGYdMRAYiE5GRyEBkIDISGYv8SqYl95Jpza3cS+41t7NubmfcrJt1M24+zjZm5EyckXM/E2fi3M+0TEfmIweS+ciR5EByIDmSzEmOJGeSOcmc5EzyKxmWrEm2JGuSG8mWZEtyIxmQvESOIeeQY8ga5BxyDlmDbELWIBeQTcgm5AJyBbmAjJMryBVknCyVcTEvWSpLY15yL+YVu5J7ci92Jbexq7iV3Mpt3Co2FreKY8XGYmNxLPmNY8XB5Fd+42DyHweTg/Iv/3JQXiAHZQnyAnmBLEHeIEuQU8gb5A1yClmGnEL2IcuQZcg+5CKyD/mKXEQuIl+RvchX5DeyF9mL/Ea2I7+REcl2ZDsyIvmRjEgeJT+SH8mj5FXyKHmYvEpeJQ+Tj8nD5p58TD429+bf3Js3zL/5N2+YR8y0bGxWZWPyrFmdVXmWDEueJauSYcmwZFWyJjmGHEHWIEeQd1mDrEHe5QLyHt+SC8gF4lsyLr4Vk5JxMi4mFfOKScWXYl4xr/hS7Cq+FE+KXcWu4klxq3hSjCluFbeKMcWxYkxxqjhWHCtOFQeLU8W+4mBxsNiXHIx9yU45KAdlpyxBdsoZZAmyBDmDnELOINeQU8gp5BqyD7mG3ET2IfuQm8hX5CZyGfmKfEUuI7+Ry8iB5DfyGzmQjEgOJHOSEcmIZE7yKJmT3EseJY+Se8nD5F6zTh4mD5t1c2/WzRDm3tybIcwbZDHyEnmKvETOIU+Rp8g5ZCByDtmEDEQGIpuQX8gm5AryC/mFXEHmIFeQpTIHmYMslR/IUrknP5AfyD05KvfkVo7KUbmVhXIbG5OFsjA2JgNjY/IrA2Wg/MpH+ZV/+Sgf5V9OIP/yAjmBnEBeIFuQF8gbZAuyBXmDrELeIMuQVcgqZBkyD1mGXETmIfOQi8hP5CKyF/mJ/ET2Io+Rvch25DHyGNmO3Ee2Iz+S+8h95EeyJfmRvEq2JFuSV8mw5FXyMRmWDEs+Nqvysfk3q7M6/2bi/JtHzMSZOI+YbcxR5jMzofnMnGcmNBOa88yS5kdzotnQnGgeNBuaDc2D5jnzoNnPPGeeM/uZ9cx6ZjzzmBnPfGceM4+Z78xh5jtznznMHGbuM7eZ+8yA5jZzmxnQjGh2NAuaL82CZjDzpfnSDGbmM4OZjcx8Zj6zkfnFDGq2NCuaLc2GZkWzotnQHGc2NM+Z48xx5jnzlHnOPGaeMk+Zx8w/5jFzmPnH/GMOM/uYw8xtZh+zj7nN7GRuMweancxO5kBzmjnQHGlOM6eZI82F5kizqLnQXGgWNWOaRc2xZkwzpjnWrGqONRObVc2qZmKzr5nYrJ59zb5m9cyd1TN+5s7cGT+7Z/zMObtn98w5S86cMwez5Cw5czBDMHMw+zBDMEMw+zDTMPswizHTMNMwizF7MYsxOzJ7MXsxOzITMjsywzITMhMywzKjMsMyWzOjMqMyWzMzM1szOzQzMzMzOzTrMzs0EzXrM+szEzXLNBM14zXLNMs04zWLNeNFz7NYs1j0PCtGz3RuVmxWjM7RL52jbfqlX9qmZbQ9A0bLaNkM2KzWDNjM1KzWrNbM1KzTzNQM0azTrNMM0SzQDNFMzSzQLNBMzYzMTM2syozMjMysyuzJrMrsx+zJ7Mnsx0zH7McsxUzHTMcsxYzELMXswYzEjMTswazB7MFMOWswazBTzo4z5Qw3O86OM9zMnuHmXTN7Zs+75lvzrpnSfGu+NVOaG83I2cZ8Yj4x25iJzKlmUPOkGdSsaJ40T5oVzXZmRXOc2c5sZ44zJ5njzFPmJHOSecosY54y/5hlzDLmHzOJ+cfsYyYxk5h9zCJmH7OTWcQsYnYyx5idzGnmGHOMOc0sZE4zF5qFzELmQjObudCMaWYzs5kxzYxmTLOqmdHMaFY1j5pVzb7mUfOo2ddsa/Y1c2dbs62ZO1Nn7uyeqTN1ds92s3uWnO1mu1lyVpwlZwhmxVlxhmBWYIZgpmFWYFZgpmGGYaZh9mKGYYZh9mLGYvZiJmTGYsZiJmQGZCZkRmUGZAZkRmUGZUZlZmYGZQZlZmYmZmZm1mcmZiZm1meWZ9ZnlmmWZ5ZnlmlGaZZpFmtGaUZpFmvGahZrVmzGasZqVmxGbFaMfmfEZsTol2bpl5bRLM3SstkxWjarNTs2OzarNaM1qzXrNKM1ozXrNNs06zQLNNs02zQLNPszCzQjM/sz+zMjMxszIzN7MhszGzN7MmsyezLTMWsyazLTMbsx0zEjMbsxuzEjMRMxIzFrMBMxEzFrMEswazA7zhLMEsyOM+LsOLNnxBlxZs9mM3u+NZvNZvOtGdZ8a240w5phzY3mQ3OKGcYcZYYx55ijzFHmHPOZ2Tkz5wYzc27ODeYGc3N2MDfn5+xgdjA/5wGzibnAXGEuMAeYK8wV5gCzc34xg5iLzCBmCnORuchMYTYxU5gVzCZmE7OCucA8YDYwW5gNzBNmC7OFecKcYp4wY5hTzClmDDOMOdU8af40f5onzYTmSbOdmdBMaLYzR5ntzEnmKHOUOcmcYk4yy5hTzClmGbOFWcZMYrYwW5hJzA5mErOI2cHsYBYxN5hFzDHmBnODOcZcYY4xC5krzBVmIbOJWcjMZjYxm5jZzEVmNjOjuchcZGY085kZzaNmPjOfedR8aR4125ovzZdmWzOr2dZMnVnNrGbqPGymznbzsHnYbDerzXaz4qw2q82Ks39WnBWY/bN/VmAmYFZghmEmYCZghmFmYYZhxmJmYWZhxmK2YsZiBmS2YrZiBmTGYwZkBmXGY8ZjBmXmZAZlJmbmZOZkJmYWZiZmlmcWZhZmlme2Z5ZnRmm2Z7ZnRmmGaUZpxmqGaYZpxmo2a8ZqRmw2azZrRoxeZ8Roll7plWbpGs3OjtE1ujY7RsuzYzNatEzLM1qzXjNas02zXrNes02zUbNNsz+zUbNRsz8zQrM/szEzQjNCszGzM7MxsyazM7MzsyazKLMmsxuzKLMosxszHLMbMxEzHDMcMxGzETMRswSzEbMRswSz6SzBjDibzqYz4kw4I85mM+FMOJvN5NlshjWTZ/IMa241w5oPza3mVvOh+U9Npa5S/6ir1E7qH/WP2klNo3ZSE6lp1DRqIvWLmkgdpH5Rv6iD1DjqILWSGkeNo1ZSa5l1mIGYGZihmZ2agZnJZu+Mi+ZCd6Hf0GfoNLQVWgvthDZDg6HV0E/oLDQcOgqthO5Be6FR0DjoEHQLOgaNhJbSBugO9AS6Bt2APkGPoCXQCegBNJGG0jftgQZA+2gj/dMHaN4szizRrNDszmzRzNLM0QzVbNKM06wVjdOJ6D/0JnoQjYeeRBOiDdGZaEh0JNoPfYkuRR+iJdGk6EU0LpoWHYqGRb+igdUqXau20cPqmeZVD2u9PlAvawX1XutqYy2rkdQiahy1jZpHXaLuUc+oT9RVajO1k9pQTam2MnvOAMx02gVdguZR37Jd27Zdm2bbtm3TbGCNpMZRJ6mT1DhqLfWSWkytpBZTb9lSa5nxmV2ZSZldmdmwMYMxszGjQWN2YQacSWcGZtLZgQOzDjMaMw6zCzMOswwZZs9ZhhkBAjMAszgzOrNEMzozPHhmk2Z4Zn78zBzN7szszBbN7MzcuJkVmrmZvXkzizPrMAsxAzELMduxYxZktmM2ZMgMzGzIrEuXGZr51OxptjR7mjPNlmZLc6b50cxrfjWfml/NqFDNnmayGddca64145pdzbjmT7Or2dX8ad40v5p5zb3mXjOvWdjMawbPwmZhM3g2zwDM/Jk+82f7PoNn+4xGm80z2aydvbN2hs/e2TvDZ8AZPvv9ZlI6Cz2HhkPPoe/coRfRd+hGjWhJNCFaEG2IFkS3aUO/odvQbNjQXOhEdCH6D12IjkP/of/QcWgzdBx6DW2GNkOvobXQg+g+NB66D40GDe2FRkOPGUMroc/QVugv9BfaCn2EpkEvoY/QS+gp9BH6CD2F/kJroanQTmgq9BDaCe2EHkLzoIfQP2geNA/6B+2C5kJfobvQV+giRWgkdBE6SBC6BX2CfkGPoF/QOegR9Ag6B02DzkELoWnQNGgh9BJaCU2E7kEToU2YoD3QJmgRImgojYKGQeOgYdBGjNBPaCM0EyY0GHoCPYOuQc+gdeigo9A6aClS6Cx0AvoBPYB+QGugB9ADaA20BFoDDYKWQEugQdAn6J9u0gfoJu3AAR2CdkBfuECjoFvQKugYtAo6Qwa6A52BrlCBltJS2kkboJ0zY7QB2sDMGI3PjM2C0TiNz4LNONEuaBZ0CZoFzYEuQZegOdAWaA40A9oCbYFmQBegGdAL6AJ0AXoBbaQX0AJoI22kBdAA6AQ0kSZAE6CJdACaSPfoAHQAukczaQC0kvbRSvpI+2gffaRv9JEW0jdaSA/pG32jh3SPHtJJukf36CTNnHGaXZq1ml2aGZq1mrWaGZpZmhmaDZpZmlmaDZrdoaF0kb7p4qwRfdP3rNGMz6zRTNGMz4zPTNHsygzNrNTs1KzU7NYtusHsFq2AbkA3oBXQE2aOZpJmqGaSZqlS0bxZqhkumkfzZrjovzZUR6op1ZHqVq3qW3WrulYt26XB0GVoNXQZes8e+hC9hw4UiL5En6Hd0GloNzQfOg2dhuZD+6H50IBoP7QfGhANiYZFu6Jf0a5oTZroTLQmGhMmmhD9i25Fq6Jb0Z060ZPoTrQlS/QgGhedi6ZF56pbmhZNq27rtVbpXXQtehediq5F16JT0ZvoVLQnehO9ifZEJ6Iv0aDoUjQo+tatWkbfooMFq3U0JLoSHYmuRIuiI9GRaFF0KFoUjYoORYeiUdG46po2Rv+ijdG26F/0L9oW3YqWRJ+iSdGn6FWraF70KtqXL3pYrda2elfvalsNgR5W2/Vc2/Wtnuu5vtV7fauPx3pZB2tcXde4+n1pY/WwFtZ6LaxptHpW0+hi9aye0cVoYHQxWhgNjAZGC6Nh1XlqEDWEGkStrCHUEGplvavb2q3X2q159VqvNa/O1QxqZh2smbXPV+PqFHWO+kf9o85RU6l1NbA21sCaBInaSk2iZsKkNlQjqVfUIuoVtQoV9YFaRd2gQT2sZ9Qo6hM1ilpCfaI+UUuoGdQS6mnNoGZQT2tmvawf1ArqBzWFWkGtoKZQl6gp1DDqEnWJGkZto+bVvTpX9+pnnatz9bNO1s8aQ52skzWG2kGNoc5QO6gd1BnqFHWG+kadok5R36hz1MDqUXWnelSdp+5Ud6rz1HDqPDWEGk4Np4ZQG6gh1LbaQG2gttVxbaNr1XEd07VoWXQtehMti5ZFb6Ip0ZvoPzQlmhL9h9ZD/6HN0HpoPbQZWgxthnZCi6HF0E7oJLQTmgedhE5C86Bl0DzoErQMWgZdgv5Al6At0B/oD7QFekpboAvQU3pKF6CXdAHaSC/pJW2kabSR9tE0mkb7Zr5oH32b+Zr5om+zXPSN7s1yzXLRvdkvukcTZ79mv2giXdNEegBd0zU9gEbSA2gJNJJG0hJoBLQEegSNgEZAj6A30CNoGvQGegNNg15B06CP0CvoFfQR2gd9hLZC+6B90FZoKLQVOg0NhYZCp6HJ0GloPzQZmgzth85D+6Ej0XnoPHQkWhEdiQ5FK6IV0aHoT3Qomhb9if5E06Jn0bTqlZ5Fz6pX+li91jn6GH2sztW1Olcn61pdq5P1XydrB/Vf/7WDGkHtoE5RI6gR1CnqD3WK+kf9of5Q/6hp2LUaWM2rBlZ3qnnVvOpO9aW6Uw2nvlRfquHUZ2o4tYH6TH2mNlA7awN1XDtrZx3XbB3Tsmq2ZmlZNCtaFk2JZkWzoinRjmhKtB7aEe2I1kPTofXQYmg6NB1aDL2FFkMnobfQW+gkNBA6CS2DBkIDoWXQKWgZ9Ac6BZ2C/kBToD/QU5oCTYGe0lF6Si/pKB2ll/SMXtI0ekbPaNrMFU2b+Zq5mrma+ZqFmvma5ZqFmoWa5Zp5muWa/Zp5mnma/ZqRmv2i6xmpGSm6nsmiaxo5kzWTRSNpmkbSCGiapmkE9JNGQG+gn/ST3kBDoDfQK2gINAR6BU2CXkH7oEnQJGgf9A3aBw2FvkHfoKHQTWgoNBm6Cd2EJkOHocnQeegwdBg6D12HzkMrouvQdWhFNCJaEf2JRkQjoj/RnOhP9CyaE82JnkXHomfRx+hYdCz6GE2MPlbXaGI0sbpW03Wt/mu6puu/zuu/RlDndV4jqAfUCOoP9YB6QP2h3lB/qGnUG+oNNY36hV2redm2bde86ls1r/pSfau+VV+qKdWX6jM1pZpSfaa2Up+pnbWV2krtrI21s2ZrY22s2VpWszSrWlbLaFZ0KZoV7YguRZeiHdGHaEc0HfoQfYimQ6uh6dBbaDW0GnoL/YTeQgOhn9BPaCA0DhoInYLGQeOgU9Ah6BQ0BToEHYKmQB+gKdBR+gB9gI7SPDpKz2gezaNnM1T0bOZqhmqGauZqNmnmahZqNmk2aRZqlmgWauZplmiWaOZpVmjmaUZqVmhWaEZqtmhGaiZrtmi2aCZrZmkmi6ZnlmaWaHrWiqbp56zVrBX9pHH6SUOgcRqnIdAGaAg0CdoAbYAmQXegSdA36A50B/oGHYO+QTehY9Ax6CY0EroJHYZGQiOhw9Bd6DB0HboL3YWuQ7+h69CI6Df0GxoRbYhGRHOiDdGGaE50JpoTHYvORGeiY9Gv6Fg0MfoV/YomRgOjidU0DYwGVtP1rKbrvJ7Vszqv9TqvB9R6rdcD6gP1gHpDfaA+UG+oRdQb6he1iFpE/aLGUY+pm9Rl6ia1k7pMXaZ2UpupR9WB6jx1oDpLnafOU2epQdQ2aig1jxpKPaXmUfOop9RL6il1mHpJvaQOU4upx9Rd6iZ1l1pK3aRuUkupe9RS6iN1j7pHfaSeMYOaU82y5lRzsFnWLGsONlvnYDPbbJ2tM9usN7PNjLPerDczzpgz44zBjDljzhjMIMwYzE7MIMwgzE7MXMxOzIzMXMxczIzMlMyMzNLMlMyUzNLM4MzSzGzN4MzgzGzR6swWHYFWaZWOQGOgI9A2aAw0BtoGvYO2QVehd9A76Co0FroKLYfGQmOh5dB2aDk0I9oObYdmRD+iGdGj6Ef0I3oUbYoeReuiTdGmaF10L1pXDdO96F41XMs1XN+1XMv1XeP1XQuo8RqvBdQFagF1h7pAXaDuUHuoO9Qyag+1h1pGXaOWUQupa9Q1aiF1kVpIHaQuUhepg9RE6iC1kFpJraQWUi+phdQy6iX1klpGzaOWUXeoedQ86g51ibpDLaAuUZeoBdQKagH1XSuoFdR3vdd3Ddd7vddwPdcwraue65nWRfOiddGjaF40L3oUTYoeRTOiSdGkaEb0IpoRLYdeRC+i5dBwaDl0FRoODYeuQkehq9A26Ch0FNoGXYO2QUega9A16Ah0AzrCzBbdgG4wszU7NbM1SzM7NTs1SzMDM0szMzIDMwMzMzILMjMyOzELMgsyOzEDMTsxYzADMQMxYzAzMGMwM84MzAzMjDPgzDizzYAz4Mw2e2e2Odjsnb1zsBnXHGxONeOacc2p5k+zpRnUfGoGNcuaT82nZlkzr1nWbJ15zbxm6wyerbPeDJ7Bs95Mn/VmzJk+02fM2XPGnEGYPWfPGYTZhRmEmYvZhdmFmYsZjJmLmZIZjBmMmZKZlJmSGZyZlJmUGZwZnxkcWp3xmfGhVfqmVRoDfdM3jYH2QGOgd9AeaA/0DroHvYPGQvege9BYaC80FtoO7YX2Qtuh8dB26Ec0HhoP/YieRD+iTdGT6Em0KVoVbYruRauiVdG96F90r1qmf9G/armua7nG67qua7wO1nhdoA7WwbpAzaAuUHuoGdQMag/1idpDXaM+UZ+oa9Q96hp1kbpH3aMuUjepi9RE6iZ1k5pI7YQWggaCdoEGguaAdoF2geaAtoDmgHaAtoC2gHaAVoB2gCalFaAVoElpUJqUpqRBaVCakoakKWlCGpKGpAlpP01I42k/7afxNJ3G03g0nabTeDQdjUer0XQ0Ha1Gs2k1WkyzaTYtpr20mCajvbSXJrON0WQ2MNuYbcwGZv+ygdm47F/2LxuXfcvGZUuyb9m3bEm2IVuSDcY2ZBuywdhXbDB2DvuKfcXOYdOwc9gbbBo2DXuDfcHeYAuwL9gXbAH20xZg7/bTftq77bN3O7Z9ts+ObZkd17psmS2rddWxal11qTpWHasuVXuqS9WQak+1pxpSnaiGVAuqE9WJakG1nVpQLae2U9up5dRXajn1l/pKfaX+Uu+ov9RP6h31jvpJzaJ+UkepWdQs6ih1izpKTaZuUbeoydQ+ajJ1ndpH7aOuU4Op69SEajA1mJpQjacmVD+q8dR46ke1ovpRTapWVCuqSdWcalK1rJpTzamWVbuqZdXHale1q/pYLaw+Zt9qYbUw+2bT9s3+bdqm7d/m7d8OYPM2bwewoXYAu4INtaF2BduBXcEuYTuwHdgl7BB2CRuHHcIOYeOwa9g47CV2DbuGvcQ+Yi+xv9hH7CP2F1uL/cWOY2uxtdhx7DV2HBuQvcZeYwOy99iAbEj2HnuPDclWZEOyRdmKbEW2KBuTLco+ZWOyMdmn7E/2KRuU/cn+ZIOyKdmgbEc2JZuS7cg+ZDuy+diH7EM2H7uOzcdGY9ex69hobDM2GpuKbcY2Y1OxpdhU7B+2FFuK/cPmYf+wV9g8bB72CtuEvcKeYJuwTdgT7Af2BNtpP7Af2E57aTttnr20lzbPztm8mpids3M1sRoYTQVtBY0EjQBNSjtAS0BjQDNA+0ALQbtgB7L72I1sWDYpu5Mdyz5li7Jz2ZJsXLYtm5dNi0aj5Wgz+xiNtYnRmLQoLUkz0oQ0Ja2nBWk57abxaLy927Ud18Vs1e7ZPztoz+zb5tnO2lIdqj5UD6oZ1aDsRzYjW489xj5jT7G32FhsNXYW+4dNxW5i37GV2DbsHjYJO4YNwx5i//YAO4BdwG5gF+0KNgu7RE2sCdTQ2q+l9YLaQh2jjkCrQNtA42Bvsh3ZoGgzLabV6lE1sJpYDaluVAuy49iDbEA0FTQStBS0FDQSNBG0BLQRNAa0EbQSJWgiaCVoKFDQUtCYNAC0KA0ATYAAmgGaABoCBLQENAe0BrQDtAa0Ke0A7QBtSiNAo0AjQZNAk0AjQZtAI0FbQZtAm0BbQTtBk0CbQItAi0CbQINAm0A7QYNAg0A7QTNB00CzQDNBs0B7QDNBM0F7QINAA0HzQHNA80DrQHNAc0DrQGtA40DbQMtAy0DbQMNgD7IT2YDsRHYmG5ANyM5kQ7Jz2aZsSbYpO5ItyZZkR7LB2JHsMjYYG4xdxvZij7ItWbIb2ZbsRYvsQDYs+5VNyn5lt2ple7Jb2ahQ2aPsR/Ylm5F9yS5Vyu5kl7JTpbJh2ZnsUDYkO5StyoZkQ7JV2aJsVbYrW5QtynZlx7Jj2bLsU7Ysm5V9yj5ls7JB2azsVTYoG5S9yt5kH6O1NJbW0mAaS2NpMG1Gg2l1TaPRbpqPxqP5aDcaj8aj3Wg12o1mo9VoNZqNNtu27F02L3uX7cuXTcz2ZQ8bZh+jyWxhNjBbmB3MBmYDs4PZuOxgti4bl43L1mXnos00mRbTZNpKi2kxbaXJaCtNpcloMppqC6MRoAWgSWkBaE6alCalOWlKmpPWpClpSlqTZqT1tCEtSBvSiERakkakLZc0Js1IK9KEtCINSBPShDQgjacBaT8aT+NpP9pNo9F2tBxtR+v1aDmtR9t3Wm8bbZ3ds3W2LNfF6mM2bN/smw3buxqX3dozu7Vne2bP7Nn+2Ttbt2+2bg/tm32zh/ZvD+2m/du/3bQH2Ahsom20iXZvG22j3ds6W4Dt27vt27i927uN27Vt20C7aANtpF20izbSLlA3qhHVgmpENaBaUC2oBlTLqdvUe+pD9Z66UH2oPlQXqi3VxOpT9aj6VF2pHlWPqivVgeo69aKaUL2oxlQTqgnVmOpHNaZ6U/2oflRvqknVs+pMNag6U+2oBlWDqh3Vg+pNdaqaVJ2qXlWTqknVq2pZdbHal63WvupXtmqr9at6Vv2qNlXPqmfVpupMta6aVV2qZlWLqkvVpWpRNaRaVK2phlRDqjXVjezbttk821Ybs3k2rzZWE6uN1blqYjWxOld9qrZUf6pD1Z9qWHWoOlQNq8ZVw6pt1bhqXLUtu7Vre7Vje62D2bEd18FqXXWwmlatq9ZV06pZ1avqXbWself9q5ZVy6p/1cfqXzZbH6uP2awN201sOfYdW47tx75j37H92LRsP/Ysm5ZNy55l27LH2GzsMzYbG499xj5j47H12HhsQbYeW48tyH5kB7Lt2H1sO3Ybu4/dx25jq7Hb2GJsNbYaW4y9xV5ih7G/2GFsOPYX+4sNx45jw7Hn2HHsOPYce5CNw4ZiL7Gh2F3sJfYSu4sdxt5ka7Id2ZpsQrYj25FNyOZjE7Lf2HxsPvYbG439xnZjo7HR2G5sKrYbm4tNxaZic7Gz2DZsIHYPG4jNxO5h97CZ2FNsJnYVe4o9xa5ij7G32E5sLLYT24iNxcZiG7GH2EbsHfYQe4i9w45hZ7GJ2D9sIrYQ+4f9wxZir7DB2F7sHHYO24sdxGZhz7BL2DNsH3YJu4Ttw8Zh+7CR2DhsHDYSG4o9tUXYKmwRdgtbha3CbmErsVvYSWwlthI7id3Evm2nrbSVttOW2k57gi21pfYEO4K9wTZgC7AN2FFbgC3Ajtq+zcE+YCOwD9gAbAQ2AhuATbR/ttAO2kKbgB20gzYBe2oTsBfYU3tqL7BF2EJsF/YK24Wdwl5hr7BT2BPsFLYFe4I9wbZgR7AL2BDsBjYE24PdwG5ge7BJ2B5sFDYJm4SNwrZhB7Fv2DnsGzYIO4edwwZhb7BB2BnsDfYGO4NtwB5gK7AD2ApsDHYAO4CNwa5gY7A/2BXsCvYHm4Udwz5hw7BP2BpsGDYMW4PNwdZgU7A52BxsCvaBWkPdrBfUzbpYL6gX1MXar/2ar6U1X/e1tJbWfQ2t+/pXQ2to/auJNZA6Qa2hTlADqDXUGmoAdbMm1siaQI2sozWBmkAdrSPU0TpAHaGOUAeoLdRzahM1kNpEfaEGUgOpL9QJajI1n7pOzafuU9ep69R96kU1oFpPLafWU9Op5dRyajr1lxqYXbNzds0+2jk7Zx/tpX20GdhLe2kzsB/YDOwR9gP7gT3CNmGPsHXYJmwTtg6bh63DfmLzsHnYT2wp9hObjC3FlmKTsc3YZGw6thnbjE3HrmPTsQvZdew6diH7kF3InmQfsg/Zk2xK9iSbk03JpmRzsj/ZnOxK9if7k13JxmRXshHZmGxMNiJbkY3IzmMrshXZeew9dh47jb3H3mOnsdfYaWwr9hp7jW3F1mJbsYvYWmwtdhH7iF3ElmEfsY/YMuwatgy7g13DrmF3sEPYHewEdgg7hJ3AdmAnsJm2A9uBzbShNtPObagNtXObt3P7tXmbt1+btt+6l03bdN2rFlb3qlHVwmphNaraVY2qllS7ql3VkmpOtaT6T82p5lT/qRXVf2o0taJaUY2mxlOjqXXUeGo8tY4aTK2jHlGDqcHUI2of9Yi6Qu2j9lFXqFvUFeoJdYu6RT2hZlFPqDnULGoWNYd6R82hdlHvqHfULuortYvaS32lvlJ7qe3UXmo/tZ3aTu2nTlT7qSfViepE9aTaUz2pVlV7qj3VqupYtap6WB2rjlUPs2X1MBtny2yZjbN9Ns5O2j7bZyftp520JdhP+2lLsC/YEuwX9gX7gv3CpmG/sKPYNGwadhT7ih3F/mNfsa/Yf2xD9h+7lm3INmTXsm/Ztexe9i37lt3L/mX3sovZv+xfdjHbmF2M5trGbGM0l/bSXBpNe2kvjabZNJqGo9k0m4aj6Wg4Gk7T0XQ0nKbTcJpP02k6zaf9NJ92pP20n3akIWlH2pOGpCFpTxqU9qQNoEFpUNoAWgHaAJoCWgFaAZoC2gKaAloF2gLaAloF2gVaBRoH2gXaBRoH2oeaTu2m/lK7qdnUX+ovNZv6SW2hDlHHqEPURuoYdYzaSN2mNlJjqdvUbWos9Z6aTZ2mflKnqdXUT+ontZo6Sq2mXlNHqdfUb+oodZT6TU2mflPHqcnUZOo4NZ96UH2nZlTfqbnUjGpGNZd6Ts2lHlLPqefUQ2oTNAy0DTQKNAq0DTQStA20CjQSNBK0CjQRtAo0BTQRNBE0BTQGNAW0ATQGNAa0ATQDtAG0J80AzQDtSYvSnrQjLUqL0o60JO1I82lJWpLm04I0n4bTgrQgDaflNJyGo+W0nIaj5Wg4Gk3L0XI0mjaj0TSXNqPNaC6Npbl2MRpLY+1iNjG7mN3LJmYTs3vZvOxedi2bl83LrmXTsmvZf2xaNi37j33H/mNHse/Yd+wothI7iv3CVmIrsV/YKuwXtgRbha3ClmBPbQl20p7aUztpB+2kjbODdtDG2TMbVw+zZ/asHlbjqofVqmpcNa5aVR2qVlVPqkPVoepJ9aF6Uu2nPlQfqv3UbWo/tZe6Td2m9lLHqL3ULuoYdYzaRR2hdlFzqCPUEWoONYGaQz2hJlATqCfU0HpCXaGG1tC6Qi2tK9QjamktrUfUC+oRtY56Qb2g1lFrqHXUaGoNtYYaTQ2kRlP/qYHUQOo/9Zz6Ty2pnlPPqSXVjGpJNaqaUc2oRlWDqlHVvWpQNai6Vz2r7mW/9ax6lv3aqv3aua3aqp3bPTu3mXbP7tlM22gz7QS20TbaCWwEdgK7g43ARmB3sDnYHWwZNgebgy3DhmHLsIvYMGwYdhF7iF3EtmIPsYfYVmwsthU7jY3FxmKnsdXYaew8thpbjZ3H7mPnsRHZfew+NiK7kY3IrmQ3shvZlWxPdiWbk+3J9mRzsknZnOxJNimblD3J7mRPsgvZnexOdiGbkV3IpmMzshnZdGw9Nh2bjK3H1mOTsc/YZOwn9hn7jP3EnmI/sXXYU+wptg67h63DHmH3sHvYI2wS9gibgU3CJmEzsBvYDOyj3cBuYB/ton20a3bRLto121Z/rbl1tubW4DpbZ2tw1dfgGmDVV30NsD7XAGuF9bk+1worhLXCamKFsEJYTawhVhNrjjXEGmLNsdpYc6xPVhurjfXJumR9spJZl6xLVjJrl5XMWmftsnZZ66xw1jqroRXOCmc1tApaDa2YVkGroBXTWmnFtNZaK62V1lqrrLUWC6+yVlkszLYszOZsy7ZszvrYnF2yPtbHLlkku2SfLJJFsk+2yT5ZIdtkm6yQ9Vkhe2N91mdvLI29rcFYGktbg62+1mBrqNXX6msNtYJaQ62JVlArqDXRimhNtM5ZEa2I1jlrnHXOymWNs8ZZuaxZVi5rkTXLmmUtsgZZi6wt1iBrkLXFmmJtsUpYU6wpVgmrg1XCilwdrA5W5EpckWu8ElfiGq/uGqufVnd11U+qJfWTCke1pFpS4ahfVDiqEvWL+kVVohJRlag0VCIqEZWGGkOloYZQY6gx1BBqBzWE+kDtoHZQH6gK1AdqVFWgKlCj6lKNqr66VJeqr/Kqr+JUXuVVnFqrOJVVa7VWWdkwlZXxkg2TDZPxkr2S8ZKlkr2SvZKlkmmSpZJxkmmSaZJxkk2ScZJhkk2STZJhkjmSYZJdkjmSOZJdkjGSXZJlkjGSMZJlkkGSZZKBkkGSQZKBklWSgZLBklWSVZLBkoWSwZIFk4WShZIFk9WSBVNhWS1ZLRWWHVNhNSc7Jjum5lRbzalA1VZtFajmKlBtqrmaq001qTZVBGpSTaoI1AIqApWCWkAtoFJQJagUVBGqBFWCKkIFoYpQYaggVBAqDNWFCkPtobpQXag91B1qDzWJukPdoSZRjahJ1CqqEdWIWkWVolZR06hSVClqGtWM7I2sjcyMzIysjSyMrI1MiiyMLIxMimyMTIoMimyMbIwMikyMDIrMiUyMTIzMicyLzImMicyLzIuMieyLjIlsieyL7ItsiQyMbImsiQyMDIysiWyLrInsiWyLbIvsiYyL7IksioyLjIssiqyLLIpsiqyLrItsigyLbIqMjQyLDIuMjSyLjI3MjSyLLIvMjUyLzI0MjkyLTIsMjqyKDI5sjqyKrIpsjsyKbI6sjsyKzIqsjuyKrI7MjuyK7IrMjkyNzI4Mj0yNTI0Mj2yNDI9Mj2yNbI1Mj4yKTI8sj4yKjIosj+yMLI/sjuyM7IzsjgyN7I6MjgyNDI2MjiyNjI5MjiyNLI1MjoyMTI4sjoyMjIwsjqyMLI7sjayMrIzsjcyMTCZbZapMla0yVrbKWhkrY2WtzJW1slfmylzZK4NlryyWwTJYFstkWSybZbJMls2ymWyW0bKZbCajZbWMltmyWlbLbBlNZstqMpqMJqvJbLKa7CazyWyymwwnu8lyMpwMJ8vJdLKcbCfTyXSynYwn28l6Mp6MJ+vJfLKe7Jb5ZD7ZLcNltyyX4TJclst0WS7bZbpMl+0yXrbLehkv42W97CfrZUDZT/aTAWW+DCj7Zb7Ml/2yoOyXCWVBWVAmlA1lQhlRNpQNZURZUUaUGWVFWVFmlB1lRhlSdpQdZUhZUoaUKWVJWVKmlC1lShlTtpQtZUxZM4YwVo0sMBAgQIDggKASe3Cs+UTgEIFDBA4RGCRo0KBBgwQRIEBgwCBChAgRGjRIUAECBPhYKCooUECGjQN4eshebUAdUAdsf8OA7W/Xb9hv2G/XT9Zv1w/XT9ZP1g/Xj9UP1+/Yj9WP1e/Yj9fvGDD34/XjBcwBZ2AOWATOwBlYBPrAIrAB0Af6wAbAKbABkARwCpwCSQBHAEkAcQBHAEcAcQBrAHEAmQBrAGsAmQCTAJkAvQCTAJMAvQCxAL0A3QCxALEA3QDXAN0ACQHXANcACQEBAQkBMQEBAQEBMQEpATEBUwEpASkBUwFJAVMBdwFJAUkBdwFxAXf5MhAXEJcv+6ov+7iv+qqP+zgf948+zsf5Rx/oH/0EPtAH+gl8qJ/AV+FDfaivwlfgq/CF+Ap8Bb4Q/4MvxE/if/A/+En8Ej+sn9Sf6Sf1i/oz/Zl+Ub+gX9Rf6Rf0C/or/ZJ+Mz+g/8v/5Qf00/kB/ZZ+Oj+d39Kf6Lf0l/oT/Yn+Ur+mv9TP6tf0a/pZ/aF+Vj+tP9Qf6qf1p/pp/bX+VH+qv9av6q/1v/pV/ar+V/+o/9WP6h/1j/pR/Zt+VH+mf9O/6c/0M/oz/YJ+Rj+jX9Av5xf0k/nl/HJ+Mj+Xn8zf5Ofyc/mb/EP+Jr+Nf8g/5Lfxr/ht/Bz+Ff+Kn8NP4efwC/gp/BR+Af/zF/Dn//N//vm/+3Of2L/7dz4x/5dPzBfl//J/+aJ8T74oP4zvyffkh/Gt+GH8pW/Ft+IvfaO/9F3f6Bt91299F+jKb/0W6ArICugKOAnICsgKOAkoCTgJaAcoCSgJaAd4B2gHuAV4B3gHuAXYBbgFWATYBdgFWASIBFgE+AKIBIgE+AIoA/gCuAEoAygDuAH4AbgB6AR+AH4AOoFQoBOIA0KBUCAOiANxP2FAHIj/hAHZn7BfLCALZH+xfrl+sX6ufrl+uX6ufrd+rn6/frd+t36/gOrvF9AGVIEq0AbcAW1AInAH3AGJQCWQCIQAVAKVQAhACUAIwBNACUAJwBNAFMATQB5AFEAUQB7AHUAeQCjAHcAdQChAJ0AoQDJAJ0AnQDJAMUAyQDxAMUAxQDxAOkA8QEVAOkA6QEXAQ0BFwE/AQ8BDwE9ATsBPwFpATkBOwFrAV8BaPgt8BXzls0BiPuvvgMSAxPydT/N3ftKn+TQ/6f9+0sfg//7vY/AJ+Bj8Jj4Bn4DfxD/hN/HT+Cf8E34aH4qfxq/jQ/Gh+HV8L34df4/vxffi7/HR+Ht8PT4aH42vxyfj6/Hd+GR8Mr4bv8of5P/yU/m//HR+Kj+Vn85/5qfzJ/rP/Gf+RH+eP9Gv6c/z5/k1/Y9+TX+o/9H/6A/1X/pD/an+S/+lP9XP6U/1q/o5/Zx+VX+nX9U/6u/0d/pH/Zj+Uf+mH9OP6d/0Q/o3/Yx+SD+kn9F/52f0y/nv/Hd+Of+YX87P5R/zj/m5/FB+Lv+QH8oP5R/y+/iH/Ct+H7+Pf8VP4l/xU/hJ/CR+Cj+Dn8L//Bn8DP7nf/yf/+4//sd/99f+nf/rr/01/5efy//le/Jz+bl8T34l35Nvxa/kV/Kt+EZ8K77RN+Ib8Y2+0Df6rS/0hX7ry/wWyMqX+TIgKyAqICugJCAqICqgJGAjoCTgHWAjYCPgHeAc4B1gF+Ac4BxgF6AWYBcgEqAWoBYgEqARIBKgDKARoBGgDGAMoAzgB2AMYAzgB2AH4AcgFNgB2AEIBUaBUCAOjAKjQByYA3EgC8yBOZAFtkD2lwvYAttfrt+uX67frd+u367frR+u3y2g+sP1wwVUf8eAKnD3O/Y7BtwBc8AdUAnMAXNAJbAIVAIlAIvAIlACsAFQAhAFsAGwARAFkAQQBXAHkASQBHAHEAdwB9AJEAcQB9AJkAnQCVAMkAmQCVAM0AtQDJAO0AvQC5AO0A2QDvAQ0A3QDfAQkBDwEJATkBCQEJATEBOQE/AVEBMQE/AVMBXwFZAYMBUwFZAYcBeQmE8D7gLu8mm+7NP835d92f993P99Aj7u4z4B/+gT8E/4R//on/AT+Cd8KH4CP4EPxVfhQ/G9+Cp8Fb4XX4jvxUfjC/GF+Gj8JD4an4yfxE/ik/GLBOfgG4yDcfANqsE3uAbVoBpcf2I/9Of9vv/2637jT//+//Nr+bh+11fkR/JJ+bL8Sz4n/49Pxefix/H5+F38L/4d348fwQ/ho/An+CL8FP4N/4evxefhE/Fh+Cv8Ib6LoJTglqCT4I/gkGCUoJognaCd4JXgl+CbIIQgg6CHoIUgiOCDII4gkCCMoKMgoWCjf8H/4Ef+0r/CH+En8i/5VfyeflN/nWAyeAwGCAaDxSAzaAwCCPbBZfAO+oJucA2+QSXBLkEuwQTBCsEMQUnBTMFIf5A/yf8l+AbnYB0kE8wSjBOME8wSlBOkg7UgLUgL1oL4D+wf9gv7hf3D/mK/sL/YT+wn9hcLqn/uL/7Iv/grf+SP/JX/gh/Dz/yhP/Mf/tAf+g9/3l/g/3/j///7b/yN//7ffGB//dN//dt++qd/2+/7xX7an/tpP+7P/bkf9xf9Vr4vH5jvyx/mA/OB+cP+2oflB/OL+cF8YX4xv5gv7Kf5m/xTPiz/lL/Kh+XD8lf5wX6Z/8qX5b/yS/myfFl+Kf/Sf/vlX/fL/rFf9+v8Y7/rH/N5/e7v+rz8Wj/vt3/fb/vGft/v8439Mt+Yv+uX/TJ/l//Kz+Sr8lv5qvxYfiu/lR/L9+XX8lP5uPxUfigfl4/LD+WT8kP5lHxSPimfkq/Iv+ML8v34gnxLvh/fj2/Jz+Rb8jv5mfxMfidflb/Cn+EP8Wf4Ufwh/hA/it/Fj+JL8bv4XXwpfhw/ji/H5+PL8SX5fHw+viR/ky/Jn+Rv8jf5k/xT/iXfkc/Jd+TP8Tn5nPw5/h9/jr/G/+P/8df4VHxFvh0/km/HZ+NH8iP5bHw6Phv/ik/Hp+Nf8bX4V3wnvhZfi+/Ev+Hz8IH4RHwgPhafiE/Ex+J/8bH4YPwv/hcfjH/HD+Jn8FP4GXwLfgo/hW/Bn+Df8F/4P/wXPgf/h//D5+Cj8Dn4F3wUPgr/gh/Bj+BL8EP4EnwKfgg/hE/Bd+FT8DX4LnwXvgZ/hU/FP+Jz8Y/4NHwuPhefhh/Ep+Gb8IP4QXwTfgZ/gl/BF+FX8D34InwRvgcfhu/BH+HD8GH4I3wewS7BMkEuwTLBO0EuQS7BO8E6wSZBIkErQSLBLEErQSvBLEEywTtBPsE6QT5BQ8E6wTpBQ8FBwSvBKcEvwSnBJcEvwS/BJcEowSVBJMEowShBJMEfQRxBHUEgQR3BIkEgQSDBIkEnwSLBI0EnQSfBI0EpwTnBNkE7wTZBN0E7QTtBN0E1QTbBM8E5wTPBNME5wTnBNME2QTVBNEE6QTRBMUE6QTpBMcE3QTFBL8E3wTdBL8ErQSnBKsEtwSpBMMEtwS1BMEE2QTDBMEE2QTbBMMEzQWOwGQQQbAYNBAEEAQQNBB8EDQQXBB8EHwQXBC0EOwQVBB0EFQQHBB0EHQQHBAMEBwSlwQDBAEFpMBlMEbwQ7BC8EIwQ7BDsEIwQVBCsEOQQzBDkEDQRzBDMEDQRRBGMERQR9BAUEcQQ9BD0EMQQhBA0EWQRRBFkEbQRRBFEEbQRzBG0ENwQBBHcEDwRBBEEETwRhBE8EVQRhBGEEVQRxBG8ESQRTBEkEfwQTBFMEfwQvBC0EeQRzBHkEUwSzBHMEUwSVBJMEoQSVBJUEoQS7BL8EdwRHBLcEZQRHBIcEpQRvBGUEXQRvBG8EXQRJBFsEgwSJBIMEqwRJBIkEqwRjBGsEWwRjBGMEWwRFBE0FFQUHBRUFHwUHBQcFHwUZBR0FFwUJBRcFCwUJBQkFCwUlBMsFOwTlBOUE+wTjBN8FJwUZBScFLQUZBRkFLQUhBS0FLwUhBS8FNQUhBSEFNQUlBTUFNwUlBSUFNwUzBTMFMQUjBTEFKwUjBSMFKwUbBSsFKQUbBRsFKQUdPRn+AH8BX4Af/Qv8Bf4o///+7/w//3CP8D/+39/gF/6B/gJ/NJf+hP4K/w0/gs/hv/Cr+DH8GP4FfzMH8UP4c/wQ/gd/Bn+DL+DH8C/4JfwP/gl/CX+B/+Dv8Sv4i/xw/hV/Cp+GD+Rv8K/4Y/wb/hT/BH+CH+K38Sf4m/xm/hN/C3+Hn+Wv8ZP46/xn/hp/DT+E/+Fv8X/4+/x//iF/D3+Hr+Q/8mP6NfyZ/m1/Ef+LH+W/8hf4yfyR/mX/FF+NP+Sf8mP5q/zo/kD/XX+On+g39Nv63f0I/od/W9+RD+i/82v5RfyX/mf/Ff+Lf+T/8m/5Tfzb/nZ/GZ+Mz+bP04Q/nf9tv5d/6nf1m/rP/U7ClYIJgg2CDYIJggiCCYIQoMIggiC0GA0GA1Cg8wgMwgNBoPQoB8MBoNBP/gHIQQLBBkECwSfQQZBBsFncBl8BonBZXAZJAbvIC+470FgMBkcBo/BYTAPHoPHYB7Eg3mwF8SDeLAXpP3GgrOgHZwFdUE7aAd1wT6oC+rBPtgH9aAxSAfdYC3oBt9gLVgLvsE6mAvygrggL/j7BfngL+h0BpVBZ3A6DRIIToMUKAQlBCkER4wIhgiOCM6YEXwRnBEUIiToIygkSIVKkEmQStCMmaCWoJngnj1BOME9QUGCgnqCgoKIEAX/BBEFEyUKAgomCh46FPQTPBQMFCiIJxgomCdPcE0wT3DMmCCW4JjgkydBI8EnwR49gjSCPYIrVgRLBFcENWgITghqCB44EBQQPBBEIoPCIDK42wVvwV2wbYOyYPvPCsqCsn/Wv+qf9RMi9Ov5Cf1TpvxO/il/jBi/iz/Gb8HCP+G38Deb//Jv/vf99/77Z9lf/Vmf1q/+qk/Ln+XT8kGB8j/5oHxDhvxCviHfjBn/jG/GV6LEZ+Ir8XPk8Hv4OfwYMXwZfgx/xw5fh7/DX7LER+Iv8cuU8cf4ZXxAgPw+PiBfkyYfk6/JZ8XKR+Wz8nv18nX5vf7Z1+Xr+ucf/udf/+Ef/vUf//Xf6fyTv/Nv0OBP8Df4RfwJ/gS/iL/DL+LH8Xf4O/w4/hc/jj/J/+J/8Sf5gwTvoC3oC9qCctAX9AXlIByU/2NBOAj/x/5dwT/oB4FBYNAP/oJ+EBr8BX9BaNAZhAYTBJ1BZzBBcBpMEMwQnAanwQxBCsEMQRRBCkEKQRTBEUEUwRzBEcERwRzBGcEcQSXBGcEZQSVBIUElQS5BIUEhQS5BKkEuwTpBKkEqwTpBM8E6wUFBM0EzwUHBPcFBQUbBPcE9QUZBQUFGQUhBQUFBQUhBREFIQUlBREFEQUnBREFJwUjBRMFEwUjBQ8FIwUbBQ8FDwUbBQMFGQULBQMFAQULBPEFCQTnBPME8QTnBMUE5wSzBMcExwSzBJ8EsQSLBJ8EnQSLBHkEiwRjBHsEewRjBFcEYQQ/BFcEVQQ9BDUEPQQZBDUENQQbBA0EGwWXwQPBAcBlEBpdBXxAZRAZ9wV3QF4SDu+AuCAfbIPzbCrbB9rf1z/pt/Yj+Wf+sH9FP6Ef0Z/kJ/YT+LP+UP8tP45/yT/lp/DF+Gj+GP8Yf48fwW/gx/NDfwm/hh/7NH/r7/ubf/H3//ft+2X//9y/72V/my/rZn/Vl+bR8WT4nn5ZPy+fkg/I5+X98UD4o/49vyP/jc/EN+YZ8Lr4Zn4sfxDfjm/GD+Er8IH4KX4mvxE/h5/BT+CL8HH4OX4Qfwxfhw/Bj+DF8GP4OH4ZPxN/h7/CJ+Et8Iv4Xf4m/xP/il/G/+H78Mn4Z348PyPfjZ/IB+YD8TL4mP5Pfytfka/Jb+az8Vj4wn5XPygfm9/KB/bTfy+/10//80//vn//5//36//ulv/7rv/R3/tI/wu/8nX+Ev8Ef4TfxN/gb/CZ+Eb+Jv8cv4hfx9/hx/D3+Jz+OH8f/5E/yP/nN/En+JL+Z/8sf5Efxv/hR/Bn+F/+LP8Pf4c/wF/g7/B3+An+Cv8Bv/BP8CX7jn/yNv+5P/slf9+O/7nd//Md/94d/18f1wz/s4/J1+bh8Ur4uX5dPykflk/Ij+ah8VH4kH5MfyafjY/Ix+XT8Pj4dX4vfx+/ja/HH+Fr8H/4Yf4z/w0fi//BR+Eh8JD4KX4ePwg/h6/B1+CF8GX4I34Uvw5fhu/B7+C78IX4Pv4c/xGfiD/G7+Ex8Jn4X/4zfxefjn/HP+Hz8Qj4ff5NfyC/kb/I/+Zt8WP4n/5MPy5/lw/KL+bP8WX6xX/WL/blf/dU/9/f+3I/8e3/vR/7LH/k/+Jf/8n/wT/gf/Cr+Cf+EX8Xv4lfxL/ld/C7+Jb+Tf8lf53fyO/nr/Hr+Or+pX8+v5zf1r/pN/cb+Vf+q31hQ9hsL2kFZUBa0g7egHeyDt+At2AeFwT4IICgMCoMAggKCAIIPggKCAoIPghOCD4IgghOCE4IggiWCIIIwgiWCJYIwgjSCMIJAgjSCNIJAgkaCQIJOgkaCRoJOgliCToJbgliCWIJbgmuCW4JsgmuCa4JsgniCbIJzgniCeIJzgn6Cc4J2gn6CfoJ2goCCdoJ0goCCgIJ0gn+CdIJvgn+Cf4JvgnqCb4JfgnqCeoJfgnCCX4JRgnCCcIJRglqCUYJDglqCWoJDgkyCQ4I3gkyCTII3gj6CN4Ipgj6CPoIpgi+CKYIdgi+CL4IdgiGCHYIOgiGCIYIOghKCDoIBghKCEoIBggSCAYLHIIEggeAxqAweg3hQGVQG8SAfxIO1IB/kg7UgLlgL1kFcEBesg7nf0y/rN/XL+oP9pn5Tf7Df2B8syP7GfmNBNji7e9xf7hf3l7vP/eJ+cfe5wdx97kY3mBvM3ejmRHNEi0T7QjNEU0TjQpNDc0N7QutDG0SzUltrLK0S7RJtVM2t6Wp5jUKtrc21aG1Y22m7altqR2oUam5qWmohahpqK2peanNqZ2onakxqO2oIajNqJWpJ22pra4pssW1Wg1QrVuNVI1T7VRtW82Or2W41TLbfZqyNsiFty9qqWikb0SbXaNV01eTY3pqxGqOaoFqdGo3ajVqQGqFampqY2qoaqhqsGpmalZqnGiib1Aa1JbEpbU4bCpsJGwQbzrbIZshmxFbMZsz2h9aDdoVGhYaEVoZmh5aFJojWqCbTMtXimq3Gq1mgqarhar2aXZNrBWpxja5NazzarNrPptb61HrZhLVLNroWoyaklqfWqTalxqmWpAalRskWw1bAVsVG21TbBQC2BTYstjE2FbY6Nje0HDQrtB20HTQrNB40HbQntBu0G7QnNBu0IjQitC80IrQgtC+0L7QgNCC0KrQoNDu0KLQmTWhIaEZoY8bQJtGy0BrRtNC00BrRvNCw0AoVosmiuar1NFo0WrWedqtmoEamNqE2oUamdoGWq+ajvar5ai7tFe1VzaWNqvWoBah5qQWoVahQ01Cb1ZI1WU1WS9KG1Q7UHNSW1BzUOtSW1JbUOtTQ1NpalFaMVqwWrR1rT9qvmpH2i9arZqwZab1ot2rMWoiasCashajxNWjtRK1YK9ZO1PxasNqtWqBaoNqtmp6aqRqb2qsam9qb2qvaq9qb2q3am5qd2q3arZqdmp6aiZqfGosai5qfmoyamtqjmpGakdqjmpCajxqk2o/ajxqk2hAbF9sD2xbbFtsD25NaltqoWpdal9qoGpiapxqXWqgal9qXWqhaqNqXminbAtsYWwVbBdsYmwWbApsE2xWbBBsG2xXbFRsGG5nal9qYmqnamFqZmqmaqVqZGhvbBlsbGwgbCFsbGx0bB9sImxvbCNsJmxubG9sJm4qaldqVmqfalRqWmqeapxqWGheb0JbDFsAWwJbD5qRWqnbKRqydquWyEW3EWi4bgVouG2sjYCNgY20ZbEEb0ObCBrTNNhc2F7bZ5sE214jZPNg81IjZHtSI1YTZHtge1ITVbNkA2fjYbNhs2PjYaNho2PjYXthe2PjYWNhw2GrY/thq2GbY/tj+2GbYWtBm0JjQZNCY0JTQZNBk0JTQXtBi0GDQltBg0FrQltCW0FrQktBa0FjQktCS0FjQXNBo0JzQatCc0KTQatBq0KTQcNDe0JbQ2NDY0JbQ1tCW0JLQ1tDW0JLQzNBo0GLQnNBi0JbQnNCc0JbQ3tDM0JLQztDO0JLQlNCS0FzQlNCU0FzQXtB60HzQrtB80ITQrtCu0ITQutCE0IbQutC60IbQjNAM0bjQBtEG0bjQrNC40H7QrNCs0H7QeNAm0RjRutAY0RbRutC60BbRrtCw0LbQCtG20MLQCtEK0cLQJNFm0GzQmNBs0J7QmNCY0J7Q3NDc0NrQmNDa0NLQmNCY0NLQlNDS0NDQlNCU0NDQztD60KzQ+ND40KzQpNCs0HLQpNCk0HLQcNDk0J7Q5tDm0J7QqNCe0HTQqNCo0HTQetDe0ODQnNDg0OjQnNCc0OjQpNDo0O7QpNCk0O7Q+NCM0I7QxtCO0KDQxtDG0KDQ8NCg0KbQ8NDw0KbQsNAW0QLRrtAC0QDRrtCu0ADRqNAA0fbQqNCo0PbQ5tAc0b7QFNEU0b7QuNC+0IDQuNC40IDQftCQ0IrQytCK0L7QytDK0L7QItF00YTRENEQ0YTRHtEQ0Q7RdNEO0f7QdNF00f7QYNHC0MTQJNHE0OLQJNEk0eLQTtFU0VLVcLRUtFA1XA1HC1WzazgNVq1Gg0UTVavVajRRNRotFA1UzaaBonGq2TWbxqkm0zjRNtXkmkzbRMtEy0TTVItpmmidanEtpnWq0bQ4ND20UzQ9NEK0U7RTNEK0RLQ/ND80WDQ/tDw0WDRYtDw0UTRJtFM1uAbTTtVutRvtVG2v7bRTtF20U7REtF20XbRENEg0WTRTNDw0UzRPNDw0PDRPtDE0TzRKtDG0MTRKtEm0SDRLtDI0SzRMtDK0MjRMNDs0TDRSNDs0OzRStFW0TrRPNZr2iVaqRtdoWqmajZaFVoUmiFaFZocmiCaIZoe2ipaHVocmilaHpoYmiiaKpoZGpkajiaqxNZYmilaJJopGhlaJVolGhgamttIq0YLRgtEq0RrRKtHA0BrRGtHA0LzUYJoxmiSaMRoxmiSaJBoxWiEaMZotWiFaIZotmizaKlosmiBaLFotmiCaIFotWiNaLZovWiNaI5ovWrAasQasoagBa3cNRQ1F7a5xqN21XY1DjUNtV6trFmq8GoYahhqv9qHGq/1qH2ofar8aidq0JqAW1wTUBtTiWlwbUJNrA2oEanJNrhGoFaiRqP1qKWopar/asfajAasda0caMFqx2oZag5qv5qs1qLm1BjVpza25NWltWRtR62siaiJqfa1X62muar1aj+aKpqq2oearlaiVqPlqyZqPlquWrCVpuWjDagVqC2p2bUGNQc2u2TUGNVyNQS1CDVeLUJNQw9VwNQm1Xk1CLUOtV+vVMtRE1CzUINRsNQi1BzVbzVZ7UKNrD2oJanSNriWoTWsjai5qfc1FzVjra33NSLtV+2m6ajpNFw1WTa/pNFg1nDaLhqv2o+Gi8ar9aj8aLxowWikaqpqNhorGqmar2WisajwaK1qrGq/Go7WizaohacJqQZowmq5asBak6ar9tSFtV21ZW9J21VzaLhqkmltzaZBol2pvTVVrz5pKO1Z71p60Y7RftTs1FLU4NRQ1DrU4tTg1DjUztQ41DzU0NQ81FSpqeGoqai1qeGp4ai1qNmpzaidqfGp8aidqPWonalBoLUDtTu1PDUXtTy1HDUUNRS1HjVhzUwtRq1OrUwtRo1ELUWPWaNRo1Jg1Z21LjULtTO1MjULtRI1CLa+dqJ2o5TW/xqSGoKalpqWGoBaihqCWq4WohajlanztWStSU1ArUmvSpBamNtd0tWhNV6NAoXakZqbGoRamFqbGoaagxqFW1xTUFNTq2lsDUGs2azlqzZpSWSPWjtSA1KI1IDUctWgtWsNRO9Zw1GDUjrVjDUYtRW1GLVnbUdtRS9YQ1JK1WQ1BDUFtVsvVXNRe1Iy1FzUdNWPNWNNRe9Z01HjUnrVnjUetiG2tKaoNqw2rKar5qSmq1aj5qfmp1ajJsMU1SLbW1tYg1RTVINV81BTVFNV81GrYcjZajVKNko1ms2ttaoAA1YDVANUG1YDVgNUG1TTVitUI1YzVjNUI1RjVCNWC1BjVGNWC1JDY7lonW6/WqcbJ1rP1apxsvNqvmp+arpqump+anJqfmomanJqcmokaCJuutsnmq22qdbL5bL5aJ9tdQ1PDU3NVc1XDU8NV81XbtaumqmarVssWoFarlsoWwBaglsomrKWqkbIJbcIaqdqlGq4anhqvGq8anhqhGp6ajRqhGqGajdqNWp/anlqv2p4anVqvWq8anZqsGp0aHDi1NbU1tTQ1WbU0tVU1WTVZtVW2pe2vjbL1tr42qgaqNqqWpQaqBqqWpWbFhqytshltxtqq2qjaqpqY2qjaqJqYGhgbr8bJdrPdapxqmGqcak5qmGqYak5qRGxvjZHNttk1RjVKNUY1JDVKNUo1JLUktUC1QrVgtUK1SLVgtWC1SDa5FqkmySbb5JqkWilbrYbJNrPNaphqkGqYakRqkGqQakRqQ2xw7ZGtttW1R7VWtUc1NbVWtVY1NbU2tUu1STa6Nqm2yEbb6Noim1pbVDtkU21q7VCtT01QjUYNUQ1RjUZtSY1GzemsHaj9qRmq5agZqjWq5ajlqDWqKak1qlWqVPtUQ1UjU/tU+1QjU1NSI1MzUFNSU1IzUANgg2u+ao9qvmp5ao9qj2p5akJqomqOal5qXmqOaj1qjmqJaj1qPWqJanxqrmqsamhqrGqZamhqaGqZaktqmWqWaktqS2qWaohsG2wWbG1sFmxjxthY2cLYJtji2CbYUNji2OLYUNjm2FbYUqSw0bGlsJUoYQNRm1KTUuNUk1J7UuNU41R7UnNiK2Cb2qrYpjYNGmxsbBpsHz7YeNh0tlxtky1Xo0SpBqVGqyanBqsGqyanRqYmpwaiRqZGpgaidqEGpRaltqkWpValtqm2qVal1qlWpUal1qnWqUalNqUmqualpqqmquallqfmpbailqeWp7aiFsM2x4bCZshmyIbCZsSGwua0GbEZsTltB2xdbEpsAGwAbEpsR2wLbAlsWGwJbFKpLYmNtbm2DDbX5vu2GDbfNhzaCtgu2ETYaJsIGwkbbaNtJGxCGwkbDJvQJrTBsOWwmbDhbEdsR2w4GwAbrhbLBsAGoBarNqt2zCazTbDJbDbbBNsEm82Gwmaz7WwobChsO5vS5sT2xBbA9sT2wBbAFsD2oGbLtrRFa7JsUZuAmqyaLJuAWi9bGFsX2wRbFxsA2wTbBBuA2jFbXWtlS9qStVa2Zq1VDZitaWvWgNka2BrUgNkg2CDUgNlwNWA1TTacDVfTVItlE2BDUOtlQ2BjUOtV62VjYFNtDGwUbKpNtVGwXbBBbUFbElvQ5sKWxJbE5sLGyMbFhsb2wIbGlsb2wPbAlsbmwZbGhsfmwebBhsfmwobHtsfmwubCtsfGyMbI5siWxObIpsmWxJbEpsmGxbbIZsRWyVbJZsR2xWbEdsB2xXbFdsCmwIbBxsFGxsbB5sZGxkbG5sbWytbKdspGxnbKJspGxkbGJsp2xSbKtsl2xXbFtslWyabJxsmGxcbJNsqGxYbFNso2xjbKZso2xjbGZsrGymbDhsMGyIbD9scGyAbI9sdmzGbMdswGyHbMNswGyAbINszGxzbMFszGx8bHFszmy0bH1suWx9bLBsyWx5bHBswmzFbM9scmzCbM9seWx/bH1sKWx5bH1sK2wsbKBsvWxgbLVsvWxtbGVstGx1bLdstGx0bHdsvWy6bCxsJWx8bCxsdWx1bHxsfm6zbq9uVW6lbq9uVG5vblZuFG5kbmZuGWAUcHpwcXw7bb+hooWwibbCPeUtww3Ho3B7cHNy03AzcANl03ATeojdaNyy3KTcKNw+3CrczNxI3EDc7Nyq3JLcFtwI3BzckteitwK3I7cgNyc96E3HDckrf8FrRZstmxJbLpug1vSxso2yobrpsTFwWnBbfgZrwRbaRwYXBmcBtwanBxcClwWHBBcBZwPnBIcEScjuPhYuAk4J63Y7c2tz03Vbgk7ndTdcN1s3Vzc8tze3OzcUt0A3QrckN1a3UDc5t1i3VDc6t1u3VTc4N1k3U7c3N1Y3Urc1t1K3Ujc6N0Y3R7giODs4HLg0uCU4KLZPvVQtVM5WQ4SLndLcjNv8m4dbhNb1lsMWxVbJRsPmyCbIFwRXBSXBJcDZwQ9wMH43K4DLdPN1444C3MbcotlY2ALYMtii2KLYOtTO7OscjluTzHIsfnWORc5Pgcn3OR23Mucitye27PrcjpOT23Iofn8NyKHC+3Iocix8vxcihyuByK3IccLofLfcjZOTv3ITfLzXIfcm/uQ+5C7s29uQu5NXchtyC35tbcApyx3A4XK/fExcLlyj1zT1yu3AJcLlyv3ILcAlwvnLHb7ybhxrvxbhJu7O12S3CLb/EtgY3XbcONzE3DTcONzC3DzcLty63C7ctNy63CrcJNy+3B7cUtzW3ELc3NyW3EbcTNyY3BTcTtzM3DzcPtzO2DDYzNle2M7YzNlU2NrYnNkk2KTYrNko2K7Y3tk82LzYvtky2L7ZNNkS2LLYtNka3IrXYD2ibZJt2Atk432Sbpptsk2TDd9Jtuw2QrZSNko2XrY+tjo2WDY1tie/TohrOhuvVsnmyebj1bJJsamyubHJscmyvbL1wNXJ06ODa2SbZGt5qtka3QrXar2QrZ7uB83A5cEBfE7cAhcTtwQnBIHBInBKfEybgUOBtn41LgcDdTuAW3XLdcuAU3YbdXOBnOAk6GY3EWcBZwLG6He3EDbr5uvnADbrxuYm7DbnRudG7DbnVun3DAG6cbJxzw1w3PDc/t1y3Orcbtzu3P7c6tWDFce2t0k4S73STdSJHCDW+TbpFwvVukW6FCuNmt0E0Qboab3QTd6tzw3BDh6hui2yJcjatvi26cbnNuNG58bjRuOnTcfNxg3NzcWNxY3NzcUNza3FTdxtzG3FTdsNyG3JTcDt2U3KDcDt0O3aDcKt263DTdrtyu3DTdjNw03QLdjNyM3ALdfuB8nI7bgdNxMWLg9ODk4N68wXHBKXFChOAQ2fYaKFtuy2ugap5sTNux9qr2ynasmbIdbcWaqZopW9H2w0XCPcIlwT3CNWqEK4JDhGOEO4JjhHPkCKcE5wgnSRIuEq4RLhGuCC4RzpAh3A/bz8bXQtl4m14LVQtl02uebLoNr3mqebLhthynB9cHtwPXBzcItwO3AzcIJwQ3CFcIJwQnBFcIhwhnCCcI9wMnCBcoEK4GLhDuzh1cHZwNHA5cHhwOHBQoOE84KDgqOE84KrgyOE84T7gyuFk4SLhOuR2uE05Vbpfb4VThYuHK4NDgZuHQ4PDgZuFm4fDkZDg8uD05WU6G24ODZItig2IjYINiu2EjYCNgu2Ej2m7YZNiINqJNhi2ELYStg022dbBFsMk22RahFszGrL2yPW3P2qvaLVsEm4NaMJsDm4FasFowm4HaLZsB24Dardot2wDb8+bf+JuMG3/b7W4dbjduwJuLG/BWu7m4ubjVbiFspWyrbrpt1c3pvAG53bjtuAFvO27MG/AGvDFtnW5AbjFu+i3GTcVNv+k3FTf5puI24Sbf5NuEW4NbilvvhuOG49a7JW89G6pb8pa0obLNukG4KVBwo3IzYNN1w3DDYNN169l02RLdereeLZEt0m13o9063Gg2YrcOtw42YrepjZht121q22WTdZvepjZZN+ZNgI3WrcGtgY3WTbbRshG6yTfZRsgm6RbiVrtRuFG41Wy/bjXbHdsv2y/bHZucW5abmVuHm5kbm1uHW4cbm5uM2/NGwObK5upGwPbrRuC2wPbL9uu24EbhxuUm4fbm9uYm4WbjJuH2u9m42bj9bsjb7XbiluB24ublluCW4OblZuWm4IbgRuWG4BbgRuVG5RbgxuS240bkxrwRuS25MW/M25Lb9LbkVuU2vU1vVW5ZbgFu0huTm/SmvDG5Mbkpb0FuytvxFuQW5Ha8+bfb7b6duN23/3biduL233Lc/lvxluOW41a8NW9Hbs5blFuUm/Mm4ea04bpJuEmw4bqxNyG35K3JrckteUtwS9pm3RLcEthm2XjZgNh62AbZeth22AbZBtl22ALZdth02ALZAtl02HzYKNn82GLY/Nj02GLYYtj02DLY9NjM2DLYMtjM2MrYgtgQ2YjYENkg2YjYiNgg2ZDYfNh+2ATZftiE2ATZBNmE2A7ZhNiG2A7ZDtmG2JbYltiY2B7ZmNim2B7ZHtmm2DLZptis2DLZrNi+2DLZMtm+2MTYgtiA2BDZgNgG2RDZENkG3WZbIJugm3pTbYJurU2Q7dCtvbW2Q7f3hrM9uuVuOdujG257ZMt0w2+4LdNtv6k3mS3QTXZzbYFsgW6ubdDNvcG2QbZBN/g2297Y7Ng+2ezYdNk+2T7ZdN0A2HjYitjY2IrYFNnY2NjYFN1WmyxbqhvTlsoW6sa8MW2hbJ1uq+2VjY3tlU2VjY2NjU2VrYpNle2SrYqtiu2SjdLNaCN1g96gNlI2WjZStjU2WjZatjU2OLenzdVteVvaXNlA2VzZwNhA2UDZwNi04L7gvOAy4DLgvOCc3HZbphvxRrRlspGyZbKJsZGykbKJsa25DW2gbsFb0AbKZskGyqbFZslmyabFRgXnxEFxRnBQ3AecEZwR3AccGdwHXAgcGRwZXAicjRvuRtsO3ejbzHbIdug2u723+VbbEN3qm82GyIboZrNButluOhskG6Sb7ubD0cHFwMXBxcHFwKXAxcDxcClwKXA8HO4G4Ca0fboJb73tk+3TrbcpuvU326bIpuhm39ZbbrN08918Nks2SDZLtiY2SDZItiY2JDg1uBQ4MzgzuBS4DbgUOBm3AbcBJ+NWHBacBRwXHBecBZwLnAXcDucC5wK3w/lwYXAbcFpwWnAbcAtwG3ArbgFuAW69CcNJcQBwSXAAcARwSXBJcARwSnAEcAJwSnACcAFwSnBKcAFwR3ABcFHcEVwU18QdwR3BNXFK3BLcAJwTnBPcAFwG3ADci8uAy4B7cTAuCm4BDgkOCW4BjohbcDOFI+KIN1M3UTghroj7gSvilrgfuB+4Ja4Ibolj4orgiuCYOCnOh3PiXOCcOCM4FzgXOCM4OTdSt1e44e0VzgJuiBviLOCC4NjgvuBW4L7gMuBW4FbgMuByuBy4Gzgg7gauBA6IA+JK4GpcDqfDrcDpcDxuBW4FjsfVwPG4HlcDVwPX44Q4DjgQuBkOBI4Fboab4VjgejgWuBe4Hq6He4HTgfOBI+J04HTgiLgejngThevhejdRt0m4ILgeuCGuB64Fbogb4lrgbrgWuBO4G+6GO4HDgJNwO4bDgMNwO4a73Y7d/OBuuNvNz60RbgkuB24ALgcOiBuAG4AD3njhSuBG4GrcCFwEXI2rcRFuv3ARcNPbr9sv3BT333zchtz43IbcDt343PjcDuFiXO2mCOfeFN3+4Fyce/uDa29dbnFumm5xbr9umm6abr9wP86IO95S3VLhjjgFuAc4DrdhOA642W3YbRhudqtzw3Vzc9t123Vzc5tzc3ODcZtzm3ODcaOBi3HqjQ9OvRm78bnxuRm7zbkZuwG7zbnNuQG77cIlb6pwT9zzpup27Kbqtud27Hbstufm51bsdudG7EbsdufW63bnBufW69brBuemC/fgNgynAKfgNuyW6jbsJuaW6pbqJuYWBvfj9psm3I6j3TTdNOFot0A4Gm6+BboFws23YDcoNyy3SjcsN1W3SrdKN1W4H+6Hu2+VcDfOdqt0q4Sz3Q7hbDj6duh2CEfjYlx+u4TDb5duinA4Dr8pwtVuXm4nbmtua24nbnJuJ245bnJucm45bn1uNW4zbnduM24tbndud24tbnBuLW4rbnBucG4rbiZufW45boBugG45bkVuOW7NW5FbkVvzFr1NuUm5XbpJuSW5XbpduiW5Kbqxudm5ybjZuem5ybjJuOm5Bbnludm4EboRutm4ObnZuCFvTm5ObsjbgJue26BbkNugm6FbkFuQm6Ebk1uSG5KbohuSW4+bopuiW4/bn1uPG4/bn9ufG49bjVuiW5EboxujW5Hbk1uRW4Hbk9uTW4HbgRuqG5jbqdupG5jblhuYW4TbltuWW4QbhJuuG5zbrdutG5ybmhucG4mbmpuaG4kbiNuL249bmtuPW6BbmluaW6BbsFuwG61bmhut26Zbmlua26abk9umG6Sbk5uTG6QboZuhm6Mbk5uj26MbkxuT26MblRul25ObpZul25ObltuT24GblpuW24GbA1yOM94u4Yy3VLdLt0u3VLcpt1k3NDdbN1s3NDc3NzS3Ejc3Nze3EjcUt1o3NTdZN1k3NbczNzU3ELcztzM3ELcPN1i3M7dYt1i3Mzc0tzM3ETc0NzQ3EbcSt1U3MjdWN1Y3MrcyNzK3DbcytzK3DTcON1e3MrdWt1a3MjcwtzK3CzcwNzC3C7cIt1E3T7cvty83TzctN0+3TjctNy23TjdLt0c3TDcqN0y3TDcqNyq3TLctt0w3ULctN1C3ULctty23ULdTu+du13Ha7Ttax0nHaUfrDO3o3awzpDO0m3W/dLdulqOUm5TzpBPqkjo/l0pH1C1zoXKLcoJyQHQNdFB0aXKzcrxyaHQ3dDl0Sl0InQmdTqdCJ0MH1N10Ph2HnKzcKp0A3AwcDNwfHCccJtyUXJuTcX9wbXBjcLtyd06XY5E7kEuA25VTkBOQE5LLkdvlnrgGOAe4KTsWOxW7387ELsUuxxnAIcA12RXYOdAJ283YxdgFdZN0j3b5zrgLoEuVa5Grk7uSY5Brksuia6JToHuiS6HDdSN0D3K7dAh0FHSqbgLOFG4NjhcuD85TLoc7hDOVE+Ke4DLhWOVm5PocjJyDHJwTgeOVi3MaclNyC3IXcnNyK3IuckFyBnJKdJR2vV0tx0mnzIHKgdIpc6hyYHJvcq5yrnJvdG7uTc6QztW5OUO5R7k7uUC5XrlAOUeOdLhcH50uhyiHSKfLQcrNyPnxk/uTI5EDlHuRe5EDlLORS+Z06MgNytnIAcr9yP3IAcpJ0l3RTdBR0VHRTdA9yAnLtcnByrXJlSmT65IzkguVc5JzkguVo5KrksuUY5JjksuUG5LLlCuUG5IbkiuU25HrkTuSo5Q7kouSo5SjlIuS46JroEuj86DzoEuj06ODdRZ0r86CDoPu1b06DDpZh0G3QSfrZN0GHa2DdbHOgi7WzbMug27W1bWOg67W1Wq6W86XjkDuVu6WjkDulI6ALpg7lTulC+Y65TzlROmEOVE5VTqhTphTpWvmVOVY6Zq6Zo5VzlbOVg6XbkAOV+6XboBuQO6XTkHuVw6YToFOQQ5YzhjODi4NTgZOBi4NDgWODG4RzghuEU4RzgjOCE4RTg5uBu4PjgeOB+4PDgjuCY4VrgquCo4VDgzuUq5Wy53IMchlyUnISchlyWHItchdyYXIhchdyVHIWcl1yKXJdciVKJGLkROQC5ATkguQazZzPHLNHJOZK+I04C5cwFnBXcBNmICDgKOAq4C7gquA69ABJwaHApcGZwJnApcG5wE3B6cCdwanAkeCBE4EzgCuCa4ArgCuCY7J7qhrtUPqWulY7ZA7pI6VDpXOg06PjoWOhU6PzoVOj+6QzoXOhe6Qbofuki6J7pAuia6H7pDukK6HboeOiS6VToxOjC6V7oyOk86QTopOis6Qzodu0i7XYdJh2uW6Tjo7u1f3R/dn9+oG6U7pRO2EOlG6UDvhTqgLtQPqKOkq7Xq6SjpPu96up/OkA6VbtQvqVOlU7YI6U7o+Ol06ODo4Ol26NrpBu1enSKdo9+5uuWI6OwcoB0hn5yTpbB0vJyknScfT8bpkLpUuqovmUuV65VLlxuR65XrlxuTu5FrkeuTq5HrkKFHSzXJdclRysHJUcqFysHKwcqF0y1yVHJhcphyYnKtcplymnCtdUXfnKOl8nZ+jlEuVo5TjkkuVS5XjkhujK+r2XCbdrtvlMuUy6Xa5Qrqdrs0VyhXStblgOmIulI7X8blQOUm5UDkjOUk5STkjuR+5QTk+ORo5Prk9e3IwcnJydHIscixydHIucnRydnIuci5ydnJzcntyeHIwcnhyefLkZuTy5PToyfnJBckpyVXKVcopyV3KMcgpyDXJKcgJEZLDlFuUA5LblNuUA5K7kgOSa9AgRyF3Kack9yn3KackZyWnJDdhQq5DrlKOUS5IjlFOkaKcjpyiHCFCuUG5Q7lEOR65RLlGOR45HrlGOSG5RrlIOSE5IblIOUy6LDoKOiw6CroJOiw6LLoJuiu6KjoIOis6CDoKOis6KzoKuiy5WTk0uVe5Vzk0uSw5NDkPHnIYcsVygHK8crxygHJocoByJHJocmhyJHIecjFyO3JpcjtyhQrlguUw5TTlmuQ05UblmuSa5EblsuRG5UzlsuSy5EzlXulmOV25OjlduVi5Ork6uVi5K7lYuVK5K7kruVK5TboIuhMndHJ0J3QodHJ0cnQodDxywXK0cmlytHKtcmlyaXKtclZyrXKkclZyVnKkcp90RXQDdEd0A3QKdEd0R3QKdE10QnREdAJ0RHQIdAJ0AnQIcrJ0RHRKdAh0SnRLdAh0CHRLdA90S3RTdA90D3RTdFR0DXQLdFB0C3QBAuiA5HzpcjoCupwOBAidE90PnQ5dU6dDN0PX1DV1M3RC3QwdDJ1QJ9TB0JXQOdEZ0RHQGdHV0BHQEdDV0AV1NXQvdEFdUPdCJ0InRCdAl0OXQydAp9QJyK3SKXXK3KocKl0AHQAdEB0A3fGoo6HL6XIdCF2uQ+pA6EDokDobOqTOqbOhs6Fz6hjkHOUm6XC5STqhUFdCd9QZdTR0Rt3vp0uh++n6XofnHuU66dxcJ10wqBOhu6FT6mToZOiUOqBOmeOkA+qAOU45Szpc19ON0PV0Nptug86mo9F0tE6FDqgzoTOhA+p0OmDOkk6n0+Us5SDlduVy6RDkcuVq6RDoEORq5WTpiuh+6AbofuiaugG6AbpmzpZOhK6CztVV0B3QuTpXdyDnSndAB825yrnSQXXFnLHcMR2E3DEdy+oo6FjdqqOgo6Bbdaquiu6JDoLuiU6BDoIOgk5BzphO1cl0E3SyHDHdBN2EHDHdgxyx3DDdA92D3LDcLt1SJ83B0kl1BXKwcrB0BXLCdAV0DnLCcsJ0DnQXdCF0Ot0F3QWdLidMp8v1yQnLCcv1ybXRldB90OF0H3QSdDgdTich10snQZcg1yvXS5dAF8XJwNHA2cHRwA0ZgjuEQ4BrgGuCa4CbMgWHCbcJJwWnCacJJwXHBCcFd+AArgAOE84SrgnOEq4SrgmuCa4SjgmuEo4SjgmOCY4SThOOE24K7hPuE24K7gpuCs6BAxwFXAecB5wYnAdcmjQ4VzhQuFA4K7hQuFI4KzgruFK4LrhSuFW4LrguuFU4WLghOCK4QzgiuCxZcKZwWXBbcKZwpnBbcGtwInAacGdwGnBduuBg4VzhWuHE4FrhSOHE4MTgSOGu4EjhRuGu4K7gRuE+5YS5GXcoN+OI4Q7hDuGI4ezg1uDc4Hjh3OAA4XjheOEA5WLcExwQXCYcENwfXCZcJtyfnIy7hJuUq+Em4fzkarkazk9OxfnB8eGDg5PL4Y7h8uCO4Yrh8uDy4IrhyOCK4V7hyODI4F7hFuVa3B/cMNww3B/cHNwfHAwYOBU4QDhCuRhHCCcqF+dinKicEUcMJwxnBycMdwtnB2cHdwuXBncLRwuXBpcGRwvnClcLlypVDolLhUOVQ+aQOFS4SzhYOFm4MzhZOFy4M7gzOFy4OThcOF+4Obg5OF+4YblijpirkSPmfD83I+fngLkZuRk5YK7P5cipyO1yKnIjcrvcLjciJ8vdcnWdA5Grc3QORA5Ejs65OThHy4nI0XLHnIiciNwxF8WJwp3KGXGncLpyxpwRpyvnAKcL9yvnIOcA9ysH5w7gduWcOSduF44VbhduDI4VjhVuDA5MjsUFy23IbcAFyz3ABcMByz3IPcABw9nKyTkbLlPOlvPhMuEy5Xw4VjlfboljhWOVW+acOTE5L7kPuQ85L7kLOS85LLkLuQs5LLkpODi4NjkV1wa3K6fmVNyuXILciFyFnCxXIRchJ8vJchFws3IRcgNws3IDclLcLNysnBTnKSfN9XCecJ5yvVwulyBnIafmLOQy5NScmsuQq+Uy5EzkarlazkTuRE5KTkvuQe5BTktuQ05LbktuQ25DbksuTM5BTkTuS+5LTkTuTE5M7kPOTM5M7kMORe5MTkROUE5QTkQOSE5ELpoDkgOSi+Ya5Mjk1ORA5EDk1ORS5NTk2ORS5FLk2OTg5Obk4uRW5OLk3ORW5Fbk3ORQ5Nzk1uRQ5FDk1uTM5DTkEOB45RDkCuB44XjlCuBM5QrkhjhTOFO5YU6Yk5NjkYOTg5NjkUuRY5HT5VLkUuR0uVuOTA5ELkwuTA5EbkMORM7NbchtyLk5Nvcl9yTnIPcklyTnIOcglyRnzEnJPchByUHJPcgRyD3A2coRyBHA2cLVyhnITXNKctMchJySnJIchNyEXDKnzOnIKXPQnI6cjhw0FyQHzQHIBckFyQHIGchNyS3JLcgtySHJLcgtyCHJPXNIcj5yz9wz5yOXI3cihyOHzOHIEckhc8gckRyBHJFckRyBHIFckRyUXJ/75WDkfrk/ByMHI/fnaOT+XDBHI0cjF8wlc0lyN3LG3I2cjJwxZ8zJyMU5GTkOuTgX5zjkNOT+5A7lauQO5XjkauRq5HjkijgIOAY4KTgGuAQ4KTgpuAS4A7hNOFA4KThQOCs4KTgpOCs4CDsTu3wXYhdil+9uu1z3aHfb3XSPdIp2LHa/XYxdjN1vF9z9dKR2wV1QR0pnShdK12kH1HXa5TvgDrjLdyl2I3Yidr1dbydiV9uJ2G3Y1Xa13Yadhd2IXW+nYqdi19v9dj0dqN1v99OB0pHaQdhd2L27d3dhd9td2HHY3Xa3HYddiN1Tp2sX3UV1unYLdhB2787BzsHu1QnbvTo7OmE6YTo7Ojq7Bjt2Z2FnYcfuajtWx2hX29V0jHSUdKh0p3ZI3amdcIfcIXfCnY3djF1wd2N3YxfcHXdB3ardcXfUrdK12qXYudgBdy52MHbAHXAHYyfcwdjR2Al3wh2NnY2djR2PHXLHY7djh9whdzt2x92OnY7dcXfc6djd0DnRgdCp0anRgdDF0YHQ2dDF0cXR2dAJ0gnS2dAV0hXS2dBF0dnQMdBF0UXRMdBF2DXYLdixuwU6XTt2x+p06fro+uj87FidH12iHbtjdYl0jHSFdFF0m3SbdFF0n3RRdHJ0n3SfdHJ0vXS9dHJ0v3S/dHJ0hnRydDx0hnSGdDx0PnYFdMJ2AXYBdMJ0qXTCdHR0qXSpdHR0Z3RSdG10nHRtdLp0nHScdLp2z51Rl2r3735dKt0lXSodE90l3SUdE10SHTGdMZ0enbGdrNOj07OTdYd28m6mO6Q7tJvtdrovug06DDo8ujm6FTo3ujU6EjwzPAA8LjwlvCG8I7wSvB48QDxCvDg8H7wvvC68LTwrPC28I08BzwBP5w3jEeNl4uG8H88HzxhPGK9TT+2xPFA8PTw7vFS9txfzTvVmPZuXiseGR4fXiXeAh2BXiweBJ2AnjJfjyTtLO2I7YLs8O1Q7Ubx/l2jniEfbvdjl2AnaDdoF2vXYsdq92oHZUdlV2RnYbdmJ2T3Yldmt2WHY4dnR2a3Yydnd2ZHYKdk12QHYKXcHdj12xF2/q7G7d7/uko6LzoIuA68Dbw2vyg4Rb+a1PJqn8nTsVu1i8Yi7XTtZPAC8BzyWx2IHareJl/f2Hq9379LsvOxq7b7szOxU7Zw7dzdhV+8q7BjoiOn06NLomLoVuqFuqFuh+3kOeFt4UV6Ut4VX5FXgleGd4JXh3eGd4J3g3eHR4EXiLeEp4i3hGTHC+8HrwKvCk/KkvCq8Jq8HTwgPEE8I78kTniNeBd4CXhneAt7zybvCe/KSSZ7Po8LLxMPCw8LLxAvDs/GQ8Hgez0PC83lteKd4bnhueKd4c3ouT1UP7sE8VT2aZ9zl4lnY5doV41ngWdgV48U7XrwNu2O7Y7wNPHXnaPeIR9s92kHi0Xi0HSRejVfvDPHgnaFdIR7Mg3eFdnx2iHjtjtCOEK/dAdrh2PXZXdr14bm7S7tLPJen22Hi4XaVeDjebVdpV4l320na1eHJdnt2e3iyHZ/dKF5v92n3idfbdertvbv36/16dw/f+dn52r3Zvdn52qHZydrB4h13sHaoeEfecYeK9/MO8WLF6ul4tHjFeLN4xXjBeLN4s3jBeKJ4wXi8eKJ4oni8eJ94xXi0eMd4x3i0eL14x3i9enJP5vXi/dpF2i3i1btFO0W8mlfvFO0M7VDsWuzy7Frsiuzy7PLsiuyW7HLspuwE7abstOwE7QTttOxM7aY73S7BLsFOt/Owo+1I7HK73I7EzqeztQOgy6XLtQOg46UbtnuwU3fq7sGu3RHYSdhF2UnYZciwO7Ordwx2627dMdgJ2CnYadhZ2WnYdeiwY7NbdwJ0wXTBdgJ0wHYDds3dk11zRyTuaujM6MLoOOg46MLoMujC6LzoMugy6LzouOi+6MroNujK6NDoNug26NDoRui46LToLOi06LboLOgs6LboMOi26LroMOgw6LrovujQ6NjoRujY6N7oRuhG6N7oUuje6OroUujq6O7oUuhS6O7oaOiYOhy6FTocOj58dHh0bnQkdHN0c3QkdCt0JHS6boVuhU7X/TozOg66Nbo1Og46EjoOOp+OhI6EzqfTdUzdU4dD99QZ0OHQ4dAZ0CHRGdBNdUh0SHRTnQaeGF4jXhNeI14iXhNeE14iXhJeIt4fXhJeEt4fXg7eH54cXg5eDp4cXgqeHB4cXgpeCh4c3hveAx4L3g7eDh4LXhAekHeEx4J3hDdkCC8Irw4PDx4eIt4iHhIeIh4iHhKeDh4Sno2ng6eDZ+PRPCCvyDvCK/K2bOF14XXhTeEd4U3hReEd4R3hReEp4cU8nGeBh/N8+ODF4RHi+eAx4jHi+eBV4fng/X68Jm8HDwbvAQ8GbwXvAe8BbwXPyXvCk8JzxJPC8+KFh4nnhQeGh4mHiQeGp4YHiTeK54c3iheK54fnhxeKl4cXireJl4eXh7eJR4a3iWeJR4ZHhmeJJ4ZniUeJJ4YnhkeJ14j3hbeFh4aHhreF94a3heeA94b3hueAl4KXhreBZ4ZnhreBB4C3YceLB4AHYMdrt4vXgVeCt4ZXggcIEK8UbwJPAo/II/Ik8BjwVvBE8Jw8EbwPH3gZeHF4Z3gWeGd4WXgWeBZ4WXhGXhYeFJ6RZ+RB4RHhPeJV4l3hVeJp4l3hXeFp4pXhleJ54q3heeJd4q3hreFd4lXhXeJN4lXhVeFN4jHiAeEV4f28IjwmvJ/385jwjjwmPCe8I+/Ic8KzwlvEe8RDwnvEu8JDwkPCu8LzeVMejleAV4CH4/V4uB0mXo/X22HaddpB2kXi1XaReDWvxqvxap4N3gyezSPCI8KzeUaevXPFM/KMO1e7XLwCvB6PAI8Ar8cbsEO0S8Sbd4l4NN7Mm3k0XgseH54gniqeKp4g3iueIN4g3iveK94g3iHeCN4LXs57wZPBy3k5TwaPB+8QzxAvFs8QrxAvFi8WrxDPFa8QLxDPFc8VLxCvD88EDwUP5qHgueDBPJjnglfzXPBi8GpezYvBs8FrwVPBm3kqeCR4M2/mkeC1PBK8ELyW1/JC8C7wNPE48crwOPFI8crwyvBI8e7wSPFQ8e7w7vBQ8VrxWN6Mx4I34/l4LHgseD4ekKeAp/MY8BjwdB6Rp+9O8Yg84u7UbhUPCO/n8eDx4P28nPfvRPFyXr4TtQPFG8Dr8QzwDPB6PJ3X243i6Tx9N2p3iueBt+Nx4O14Nx4HHgfejUeBZ4OHg1fj4eDd4NV4Nd4NHo13g1eDR+PReDV4LXg/eDR4ing0eHd4iniKeHd4rXhTXgIejpeA14CH4+F4DXg3XgNeBN6Nd+NF4FHg9eHp4bni6eGl4rniueKl6tk8IW+5q8Vb8pi7WrtaPCbvQG/GS9WLezEvFe8ULxXPDu8U7xTPDm9OT8Yz1XN7Ls8UTxXPFG8PTxVPFW8Pjw8PusPFE8ATsMO1E7bDtbOzE7YTtrOz08NLw6vD28Crw9PB28DbwNPBU3sv71SP7bG8UzxQvFO8NjxQPFC8NrwxPAy7YDwEPAS7YLtau2A7Nbtau1o7Nbs0vAy8CTwnbwKPyHPynDziLhbPGK9TT9aT8TrxTPE68ejwTPFM8ejw9vC08LjwjjwuPAC8I+/IA7CTxYOwE8a7wLuwE8Zrd8J2engtr93p2QHqqTxQPGI8YjxQvEw8ULwxvEy8TLwxvDA8RzxMvFy8XDxMPGA8DTwZDwMPA0+2C8aT7ersgu2C7ers1PCA8TDxhPGE8TDxOvEw8dTwOvE68dTw2PB48XTxPvF08WzxPvE+8WzxJPFs8WDxJPEk8WDxIPFg8VbxIPEg8VbxRu1i7WzxnDtbu148J8+568V7sOu1G8Z7wHuwG8Zjea14tXiKeLV4t3iKeIp4t3iReLd4u3iReJF4u3i+eMqdL14AXoCdLx4I3jBeJp4vni9eJl4kXiYeFV4kXiQeFd4SXi4eLp4jHi6eLJ4jniOeLB4gniweKx4gHiAeK16pnZ9dI569a7QrxbN59q7UzhUvuEvF4+1S7S7xeDze7hJPt9u0y8Tb7TLtKPF2vN2OEu+2o7SbxLvxbrtJO0k8D7wRvB1vBC/n7Xg7Xr7bxNPAM8GT8UzwYJ6MJ+PBOz68GTwQPJsHYueLZ/Psna+dn12H3Ysdm92LnaAdmx2bnaCdMR6SN9yp2qniDXk7z9314a28dddn92vXZ+dm92v3a+dmp2tnZtdmh2vXZhdnh2uHaxdnZ6cX7BV7f6/YG/b+3t8b9vresCfs9b2+J+zxPWHP7/E9vuf38J7fA/bwHt4D9n47LTs0O1M7NDtfO1M7UztfPOWO2C4PT+bJuzw7S7s8uyU7SztLuyW7Kz27V+O56tV6N54rnqvejRerd+vteLF4sXq7nq6n69l4r3q2Ho33iveqR+Op6tF6NU8VT1Wv7tG83M4Sb+ftO0s7VTtLuys7VTtVuyu7Lzwlr9+Z4vW8e2dqZ4p37wTxbt67E7QTxHt3xnp7T+/xenov7/F6vF7ew/Xynq+H6+F6vl7b8/V6vbbX9nq9tdfr5Xprb+3leL96ud7M+8X71Zt78m7QrsfO087TrsfOyq7H7sCBnQJekCfcpeIJd7Vq7bzsWO3A7ELtQu3A7J7swOwQINgN2GXYodid2aHY5cmzA7b7szu0q7GrsTu0e7I7tNO0e7J7stO0C8WD8pA7XDzkTtUO1w7XTtXOTM/Za/aYPWav2Uv2mr1lL9lL9pY9Y2/ZU/aMPWNP2SP2lD1kj9gj9pC9YA/ZO/aCvWDv2CvugO1m7c7sZu1a7c7szuxa7aLsWu04cdox2nnZcdml2nHZSdml2qXaSdld2knZMdld2l3aMdnh2Onaudm92r3audmB2bnZRdiB2YHZRdgh2Bnb3dqx2d3a0dqx2bHZ0dpZ2dHakdpZ2VnZkdp56jl7zN6z9+wxe9BdvbN3FXb2jsfbldjxdji+K+7cHbybsIN3+m7CbsJO3/E6STpZsnZOnSzdrZ1z59Td2rk7527Crsuuy27CLoxu1w6qw7WD7pY6XDpcu6Wulo6WLtaOuWPqYu2Sulg6WLvkLqmDpZu1w7GTseuzk7E7seuz67M7sXOzO7EDsXOzA7GjsHOzc7OjsIuwG+5ku+luupPtdDuZDtJOt9PpIOkk7f7sauzu7O7sauxI7Grs+h2JHYldv/PtijvlrsROueuxK7ErseuxC7TDs1uxY7RjtFuxi7JbsZPuouyi7KQ7ArtAuzm7Ers5Ozi7ErsSOzi7Cjs4OzK7CrsKOzK7MTs5OxK7Nbs1OxI7DDsSO9oOww7DjraLd2V2GHZidmJ2GHYPdhh28e7B7sEu3rW7MLsJOzo7OrsJuxW7CTt+t2K3YsfvpLpdOmA7qA7YTsAOuoPuBOyS7KjsDOya7JrsDOwA7AzofO0A7ADofOl47cbssuwq7LLssOwq7CrssOwY7LDsoOwY7BjsoOwE7KDsnOwE7ATsnOyS7LbsHuyq7KrsHuwM7B7ohu0M7Azohul87ZLsjuyguyM7ITvoDroTslvuhOyA7Ja75Q7I7seuy87Izrkzshuyc+6cuyE73W7I7sNOt9PtPuw87JDsmDsiOyI75i7IjrlL7oLsguySOx87H7vk7sfuxy65W+6Sulm75W6pm6WrtVOyA7BDskOyA7Bj7gDobO2YO6bOlo6W7o4OkI6GDpAukI6GjoYukA6IroOuhW6MboyuhS6ProUuhi6PLo8uhi6Ijo8Oh46QjpAOhw6RDocOiQ6RDpEOiS6SLpIOic6SzpIOiW6MDolOg26MboxOg66DLpBukQ6IbpGukQ6IDoiukQ6KbogOjM6RzpEOjG6UDoyOjG6UbpSOjG6PrpEukw6KLpNOkw6KDopOky6NTpPOlS6NLo3OlY7Y7tZd2u12O90l3SHdMZ2jnW1n0zna4XSOdKN2uB1ON2rn73zdqN1wN9SN2sl0o3R7drKdTLdHB0lnSTdGV0pXSjdG90o3RpdH90r3SpdHV0xXTJdHd0x3TJdH50iXRxdE50jnSBdEN8Tmy5bLVseWy2bLVsdWx2bL5sZmyxbL5sbmxhbL1koGSKZIVkjWRzZIhkgWSdZJJklmSLZIZknmSVZKBkx11Vj1yVrJhMl2yXyprQyXKlNvKq0O1aIaQHWqUJWo/tRbNaq9elR56gvVhGpDnaHKUEuoLNQVKg71hipEbaEmUAmoE9QIagbVgOpAhaB+UC+oGNQF6ha1icpHJaOWUaOszFW32mtv/VVjK27lrUo1kBpJzaIyUi+ps9Yzq59Vz5pnHbPiWbGsWlY3K5V1yypklbHSWJOsNdYXq5IVxIpiZbASWhWtdFZh67CVFNuAdbIGWACskt2xNTbKFmWoZJ9kq2SrZJ9ko1Q3KhVVjapGpaKeUcWoUtQx6hhVimpGjaNaUeeoc1Qrah3VibpEZaIyUZeoPtQpKhIkahHWAStlKbAUWCkbQNZHxkc2SMZHtmePrJBsj8yPHxkgmSEZIdkiGSFZoEAyRLJAsj9/ZH1kgGSCZIpkgmSHDskkyQ7JEiWSRZJ5km2SlZJtkj16JLMkeyRr1EhmSHZKJks2SiZLxko2SjZKxkq2ShZJRknWSUZJJkqUDJdMlMyUKZkv1VVXNVZXWS41VmNZLhkwWS4ZLRkwGTAZLZknmSsZKZkqGSnZJ5kqmSrZJxkqmStZLBkpWSyZLRkpGSmZLVkrmS2ZLlkrWSuZLpkw9afu6q3uak291VutqbPMl4yY2sqIqTO1VVt1pvLUmWqzqb1aU2nqrNJUVZ3VWVVlxVRV9ktWTFZM9kt2S/ZL1kt2S3ZL1kt2StZLNkt2SnZKNksmSyZMZky2S2ZMfWW7ZLvUV5WpryqrMlWmyupNdapEFakiVaKKqwnUAyoB9YDKVAmoBFSmalSZqlI1qkZVqf7Um9pTabWn6iqt0qqu4qquBlVcxdWgilSHqlAtqkJ1t1N96k7V6VRXZaGqUFeoKlQPHtQPqgeVAwfVgYpEPaIWUY+oOnSoOFQdao4cKgu1V3/1qP7q86kaUJ/qgAFqBNWBykCFoDJQAQBQA6gAVKkaQA2gStWh6lQFqFBVgDpVoSpUnaoL1KnaQF2gLlAbqBfUC6oGFYOqQSWhYlAxqCTUEioJ9YRaQi2hnlBnqBHUCmoGtYI6Qs2gZlBHqC3UEWoKtYXaQk2h3lBfqChUEyoKdYNqQjWhblAnqBtUC+oEdYJqQU2gvlHZqFVUNuoatYpaRV2jplH1qHVULWod1YqqRdWiWlGxqFbUJSoWFYu6RHWiUlGnqGfUKWoU9Yx6Ro2illFnqDVUGWoNFYgqQ5WhAlF9qEDUIKoP1YcaRGWi3lB/qELUH+oTVYgqRH2iZlGfqFfULGoW9YoaSN2iQlGbqFDUIWoTtYk6RLWhDlF5qDZUGyoP9cVqYYWuzBW6DlfmylyHq25NsBpX5Wpc81W5Ktd8xalbVD7qH/WPykdVtepWdbVXVZW12qutylJVqbLUSaoqVZU6Sf2zrmopdZZaStWkzlJnqZpURituhVfeCqvDVt7KU4etqzpMxbWu66riUkupgVRHaiTVkXpLjaRGUm+pxtRbKjHVmGpMJbb21kbroxXP+mjds+JZ8ax71jzrlFXNemZVs8pZz6xnVjmrnzXQ+mZ1s75Z0axuVjcrmhXLSmX9sm5Zv6xs1i3rlpXNSmdls95Z6ax01jsroTXPamYds5pZw6xj1jFrmFXJ6mOtsk5Zq6xg1inrlBXMqmbFskpZtaxSViSrllXLimRNsiJZe6xJ1iRrj1XG6mIdsvpYh6xMVh+rj5XJWmUNszpZlaxO1iOrklXJemStsYJYVawoVhXrjhXFimLdsQpZd6xEViGrkJXISmXNsMJYXaww1huri9XFemMdsn5YC6wJ1gKrdE2wJlilq3FNrtHVwGpgja4K1t4KXP8VuA5Y//VfB6wM1gFrg5XBymBtsIJYa6ws1hcrixXD+mJ9sWJYLawY1gerhdXC+mCFrgrWCKuBNcLKYTWwGlg5rBlWDquINcOaYRWxwlhlrCdWGuuJdcNKY6Wxblg/rBtWCuuH9cNKYS3ACmAvsAbYC2wG1gBrgM3ANlgtrYPWQOuglc8aaA208lnfrLTWTKulNdMKabW0WlohrYNWP+uhVc96aJW06ln1rJLWRaukddO6aF20blpFsfKqa6W16lpVrbRWWquqNdO6aU21ilpTrb1WUauotdf6ayW0OloVrY5WT6uiVdHqaSW1elpXraRWUuuqVRjLY+OVGBuvrlZiK7HV1XpqdbW2Wk+tp9ZWa6O11TppbbQ2Wietj9Zea7H111qM1a2/1l+sjq2xOlZna2yN1dkoG2UHsEV2APuALbJF9gErgH3AVmAFsALYCuwFFgA7ZZXslJXAKlklK4ENwEpgJ7AB2ADsBJYC27M4VmZxrIyVWZmVrbrW3Jpcg2tyNbAG1+BqYA2wGlgzrAHWAGuGtcKaYXWxVlgrrC5WE6uL1cdqYjWx+lhzrD7WKWuONcc6ZX2yTlnPrE/WJ+uZlcx6ZtWzklnJrHrWOqueddFaZ62zLloNrYtWUauh1dAqasW0ilp/rZhWTOuvtdb6i62ttdZabI2F2RpbZGEWZotszhZZAWzO5qwAdskKYA2wS3bJGmCfrAHWyT7ZJ+tkhayT5bFCVsjy2BvLW4mxN/a2EluDrcTWU2uwNdh6ag21nlobraHWUGujNdHaaMWzJloTrXjWOSuedcw6Z52zjlm5rGNWJSuXlcuqZC2yKllfrEXWIuuLtcX6YrWwtlhbrBZWCauFlblKWCWszBW5Mld7Ra7I1V7j1VZVrfEaq6rUT6oqlY/6Sf2k8lHhqHzUJiocFY7aRFWiNlFtqEpUJaoNlYZqQzWh0lBpqCbUEKoJdYIaQg2hTlAfqBNUAuoD9YFKQI2qBFSjGlWjqlH1VaN6q77qq7eKU291VnEqTp1VVp1lxVRWZWXFZLxkxWS3ZLxkvGS3ZKlkt2SnZKlkqWSnZJxkp2SjZJxknGSjZJhko2SfZJhkmGSfZJdkn2SkZJdkl2SkZJlkpGStZJlkmWStZKBkrWS7ZKBkoGS7ZLBku1SZDJYMliqTBVNlKi0LJgum0iqs0iquwiqs4mpOxVWimlNzKlEFqkQVqgJVoApVmypUXaA21aa6QEWgLlAxqAhUBCoGlYKKQS2hUlApqCVUEWoJVYYqQhWhylBhqDJUHyoMFYbqQ+2h+lCXqD3UHuoSNYm6RLWiJlGTqFbUKqoVNY5aRa2ixlHfsA7YA6yUPcAyWSkrZZlszzJZnu3ZnuVZ3CqMdddhrMv21mHrMLbH7tge+7M7dsf+LAD1kvpLnaX+WmfqLHXWOlvXdbbq67quq77yVn19rryVtz5X5fpcIazKVblCWBOsENYQa4I1wRpi/bCGWG2sH9YPq42VxmpjXbLSWGmsS9Yk65K1y5pkTbJ2WbWsXVY4q5ZVywpndbPCWQWtblY3q6A10CporbQGWgOtlVZLa6VV1mpptbTKWmmtsth2pbXSYltWZlvWx8qszPrYnvWxSLZnexbJSlkk22SlrJRtsgHYJuuzAdgArM8qWZ+lsUpWydLYHUtbfbE7drf6WoetvlZQ67B12ApqJbWCWhGtpFZSK6JV0YpojbMqWhWtcVY6a5w1y0pnpbNmWbesWdYg65Z1yxpkFbIGWVOsQlYha4oVxZpidbCiWFGsDlYGq4OVuDJYGazE9V+Jq7v+67+6qrHVVS2pxlRjqiU1kmpJ/aJGUiOpX9Qs6heViJpFzaISUYWoRNQYqhBViBpDbaHGUDuoLdQWagc1g9pBVaBmUDOoClQDqgJ1qRpQDahL9aguVV49qkeVV3kqr9YqT+WptdqqtWyY2qqtbJgMl2yY7JUMlwyX7JWsk+yVTJOsk6yTTJNMkkyTbJJMkkySbJJMkWySzJFMkUyRzJGskMyRjJGskKyQjJFskIyRDJJskGyQDJIMkQySrJIMkQyRrJJskaySLJRskWyRLJTMkiyUrJbMksySrJaslKyW7JislKyU7JgMmOyYasuAyYCpthqrtpqrsRqruepTczWp+lSfmlSLalItoBbVolpADaAWUCWoAdQAqgQVgipBBaFCUCGoINQPKgjVhfpB/aC6UFeoLtQd6gp1hbpDxaHuUI2oOFQcqhG1iGpElaIWUYuoUtQoqhRVjBpFjaKKUcmwDVgFrJNVwBpZJ+tkjSyPNbJDlsfy2CEbt4VaRa2cVlHrqJXTymkdtXxaR22jlk/Lp23UIlLpqIDUPOu+FleaKkftoyJSJamgVEVrlJXHioNdwUZhQ7A42BosCXYGi4LdwSJgN7AFWD1sJHYOy4fFw6Zhx7Bo2D4sDZYHC4W1wlZhiayA1lnrnxXVmotlV01rrBUWq4PNsTnWV+y77mKhrAn2yNoskAXRHmr1tHFaLm2hVk7rp63SrmmntF7aIm2PVkWLpB3RFmg5tA/aE62Cdm7V9m4DtMyWQau3xhbX+tpdO2QbsY/YUuwnthOLiMXF5mpbFhZLjFXV8mkRtXfUX6tsza259V6TqieVlJqJlcJuYZOwSdgtrJB2RMuhJdGSaDm0OlQ7ahg1jxpGRaPmUfOoaFQ6Kh61i2pH7aJyUe2odlQuahhVjtpG7aO2UcGofdQ+KhgVjwpG9aLiUfGoXtQu63HF192Kr7d1t+7W29qqvtZ3pa3vSq+0lbbS667GUo+pwdRja00NpgZba6u81lbbKq/yalvv9bbOa7vOarG1XVu1mLprPbAu1+O6XP31uB5Xf8VX28qv98qvv/Ve7/W3Jtff6lyTa3J1rlH1kupHRaT6UfeoiFRE6h5VjupHvaQeUg+pl1RGKh31jgpIvaMKUgGpgFRBqiJVkFpIVaQqUgupklRS6ig1kzpKNaVmUjOpptROqin1lNpJPaW6UjupnVRXaihVkopJBaViUmGpoFRQKizVlwpL1aX6Un2putZXLaYKU3epwtRc6i51l5pLXaW6Ul+podRXKi81lBpK5aXGUnmpvdRYaiy1l3psbbNSWu2sdlZKayQ1l1pLXaXWUlmpq9RVKivVk8pKTaV6Uj2pqVRSq511zdpmXbNaWdusbVYra5TVygpljbJGWaGsPNYf65XVy3plFbN6Wb2sYtY/q5i1z/pn/bP2WQGtJFYd649Vxwpk/bH+WIGsV9bp2mElsXZYS6wkVhJriVXH6mFdsB5YF6wC1gPrgVXAulz3VbgWV+FKYC2uxZXAOl0JrAjW6TpdEawdVh7rjBXHOmMdseJYcawjVg/riFXD6mH1sGpYF7A4WBJsC7YFS4KNwELZBKwJNgH7gjXBmmBfsELYF6wNVggrhLXBJmExsB1YBGwHlgOLgEXAcmA3sDNYFywK1gVbgkXBomBLsBjYEqwIFgOLgRXBdmBpsDJYHqwMdgHLg+XBLmBBsAtYAiwIFgRLgLXZDewHtgD7gR3BFmALsCPYCOwIVgUbgY3AqmBbsI3YROwjNhF7h33EPmLvsH3YO6wdtg/bh7XDjmGlsGfYLewZFg67hd3CwmHLsH9YMmwXlgwbhu3CdmHDsDnYMCwQNgebgwXC6mCtsFzYKiwXVg1bha3CqmHTsGrYNWwaNg27huXDrmCfsFHYJywWNgobhcXCzmGxsHLYOewcVg6rhx3DgmHRsGDYJSwaFg27hIXCLmGPsFBYKOwRlgY7g93B/mB/sDvYIOwOVgkbhA3CKmGdsDhYH2wN1gdrhK3B1mCNsERYIywSlghLhEXCWlk1rZzWWCunddQaa421jlp3raPWUuuudddaan3F2uzMAtl5xcUCWeCKi2VXXOstlmXZ9daKakW1mlpzrabWT2uuNdf6aYW1flo7rbBWWGunVROrg/2xOfbH2tgcm2NtKyXWtl5aKa2U1ktrpPXVaot9V1usyr7sy6rskVXZGXtkj+yMha6AVlbrrJXVymudtc5aebEhVl6sBzYEG4L1wK5oD7WLWj3topZRq6fV0zJq17SM2j/tmnZN+6f1005p37Re2jftnNZL66Wd08Zp57SG2jhtnNZQe6gl0rZpubRt2jwtl5ZLm6ct1CJq+7R32j4tnPZOe6eF04Zp4bRd2jBtmLZLi6Tt0kZpkbRI2ihtjzZFy6Ql0jJpsbREWiItlrZN+6B90Z5oX7Qz2hPtiXZGW6Sd0TZpi7RF2ibtlNZPS6at0pJpx7RV2irtmFZHO6YV0upodbRCWhIttB3QNmgbtANaCm2PVkaropXRamhVtCpaDS2DVkMLoWXQMmghtAFaCm2GtkGboY3RNmgbtDHaFG2MNkebok3R5miZtL6W1+5aXuu2u3bXum3bui3btm3bsiwu9hVrjA3GGmttNhgbrLXburXbWlu3dVtrfyws9hhLjD3Wriwxlli7trh2bXstrsW1vVZvR7QJ2gJtgjbZFmgLtMl22CZbZDtshy2y9bV622yNbbN9tsbW2D5bBe2zddAqaBW0DtoHba3121/rt8H21/7aYAttgy2AFtpCWwDtgDZAG22ZbbQFtsyW2QLbuwW2fHu3d8u3M0uG/cMOYgexf9hMLB8WEIuHBcQuYvGweNhFLCJ2EQuJRcQiYiGxn1g9rCQ2EiuJvcRGYiOxl1hV7CW2FauKVcW2YmGxsVhPbCbWE8uJzcRmYjmxg1hc7C02F3uLJcXmYnOxpNhSLCk2FFuKLcWGYhupv9RLKir1kopIRaWiUhGplFREah+VkkpJ7aMmUvuoeNREaiIVj0pIxaPaUQmphFQ76iDVjppHHaQOUvOohtQ8KiDVkGpIBaQuUgGpitRF6iJVkcpJVaSCUjmpnFRQKi0VlOpLpaXSUn2trOprpa3syq601bfS1uLqW31rcW2uxXW6NtfmOl0nrNOVxDphnbCSWFesJNYf64p1xfpjNbL+WL2sRlYjq5e1zOpl/bOWWcusf9ZC65911lpoLbTOWoGts9gQK7AVGBuCTcGGYKOwKdgUbBSWChuFncNSYamwc1g67Bw2EkuHpcNGYiexkVhV7CR2EquKXcWqYomxq9hVLDF2GEusxbHD2GEtrrW1uNbY2lpba2yFrbFV0ApbYaugPdAqaE+0B9oD7Yk2RHuiLdKGaEO0RdofbZHWS/uj/dF6aa20Xto4rZXWShunPdPGafW0Z9ozrZ6WTaunXdOyadm0a9oy7Zq2SlumLdNWaZ20VVodrZPWSaujtdHqaDm0NlobLYd2Q8uhLdBuaDe0BVoDbYF22BpoDbTDttgO211bbIvtrsXbXdu2eIu3bfu2LZurfduXzcXyYnOxpVheLC+2FHuKLcU+Yk+xp9hHLCX2EduHpcRSYvuwgtg+LBpWECuIRcO2YdGwUNg2bBsWCpuFhcLyYLOwWVgebBGWBwuCLcIWYUGwMFgQLJCFwcJggSwEFsiyLAQWAsuyO8uuudid3ddcLL3mWmGxNEuvsFZjK6w11mpsNbbGYtc11rqLXdl13cXW6y72ZWu2Zl82yL7skQ2yQfbIamCPrAlWA6uBNcHeYE2wQtgb7A1WCMuEFcJuYZmwTNgtbJl2buFWbWFWV6u2KquLjcXqYmuxsdhYbC3WE/uJFcV2YkWxsthObCdWFvuKlcXSYl+xr1harDG2DHuFZcJeYYewTFgm7BD2BjuEZcHeYG+wLFgNLAvWAquB1cBaYIOsBTbJBtkgm2RrNmmOaY5rjmeOa45bjmeOZ45bjliOcI5tjmuObY5hjmuOa45hjluOYY5ejluOW45ejlWOSY5MjkWOTI5UjkWORY5UjlKOVI5XjlKOUo5XjmKORo5Sjk6OTo5SjmOOUo5ijmOOY45ijmaOWI5bjk+OT45bjk2OW45Vjk2OTY5VjlGSqZKgkqWSoJKVkqWSpZKVkpqSl5Kbkp+Sm5Kekp+Sn5KekqiSnpKikqiSqJKikqSSpJKjkqeSp5Kjkp2SnZKgkqeSoJKpkqeSp5KpkqqSnZKckqCSnJKWkqCSoJKWkpWSlpKTkpWSlZKTko6SqpKrkqeSq5KokqeSp5KokqSSjpKMkpWSjJKZkpWSlZKZkpqSq5KskqiSrJKmkqiSqJKmkp+SppKhkp+Sn5KhkpSSoZKYkpSSlJKYkpGSkZKNkouSjZKEkouSi5KEkoGSh5KIkouSiJKQkouSi5KQkpSSkJKSkpSSlJKSkpeShJKAkoGSgJJ4koGSgZJ4kneSeJJ0kneSd5J0km2SmZKMko+Sj5KMkoqSjJKDkoqSipKDkoWSjpKJkoySiZKGkoySjJKGkoOShpKCkoOSg5KCkn2SdJJukm2SbpJmkm2SbZJmkmOSaJJpkmuSaZJxkmuSa5Jxkm+ShZKDkn6SfpKDknqSg5J9knqSepJ9knmScpJ2kneSdpJ8kneSd5J8koGSfJJ/koGSgZJ/koeSeZJ1knqSdZJxknqSepJxknuSYZJekl+SXpJbkl+SX5JbklaSaJJhkmmSYZJfkmmSaZJfkmWSXZJikmOSYpJnkmOSY5Jnkm2SZ5Jskm2SbZJsknKSZZJqkmmSapJwkmmSaZJwknGScJJzknGScZJzknuSPZI+kj+SPpJJkj+SP5JJkk2SSZJMkk2STZJMklOSPJI/kkCSQJI/kkSSP5JNkkSSRJJNkk+SZpJkkmOSZJJakmOSY5Jakl2SW5JVklaSVZJSklaSVpJSklCSS5JRklCSUZJXklCSUJJXklaSV5JYklaSVpJYkl+SWJJgkl+SX5JgkmWST5JNklSSVJJNklqSTZJTklqSWpJTklmSQpJDkkaSQ5JHkkaSRpJHkkqSR5JQkkqSSpJQkk6SKJIiki+SL5IikiaSIpIgkiaSJpIgkhiSI5IkkiqSJJIrkiqSKpIrkjCSK5IskjCSMJIskimSIZIckieSHJIqkieSJ5Iqki6SKpIwki6SLpIwkjOSOpI9kjuSPZI/kjuSO5I/kjySM5IwkjSSNJIwki+SMJIpki+SL5IpkiiSOZI3kjaSNpI3kh6SPJI5kjuSOZI2kjuSO5I2kjiSf3KZZCaXSQFJZpKZFJCUkBSQhJCUkJSQhJAskeSTzOQxeUwyk84kMykh6Uw6kxKSFJIBks3kgeSBZDMJTTaTyCQ0CU0ik8EkgWQ0+Uw+k9GkMalMFkg+kwWSCJLP5DOJIEkgSSEpIekh6SEpIWkjKSFZImkjaSNZIlkjGUwCk8MkMIknh8lhEk/mSTx5J/NknryTtKQu+Uv2kr+kn+wle0k/6UsKk37SmDQm/eQz6SeTyWfymUwmlclhMk8Sk8RkntSTffJP7sk/yUzuyT3JTPLJDskPyQ3JD8kWyQ3JDckWSRPJFskYSRNJE8kYyRfJGEkZyRfJF0kZSRpJC8kKyQjJCMkKyQTJEEkLSQ5JC8kISQ5JDskIyQxJYrKYHCaLSWlymBwmpUloUpoEkIQmoUkAyQNJAMlp8kDyQHKadJCckHyQdJB0kHyQPJB8kByQPJA8kByQDJCckOyQfJDskNyQfJB8kNyQXJAkkESQTJBMkESQjJBEkGSQjJCMkGSQbIBshVSFTIVMhVSF9IRUhTyF9IT0hDyF/IQMhRSFHIUUhXyFHIUchXyFlIV8hYSFlIWUhYSFDIbMhcSFbIVshcSFVIXEhVyFVIVUhVyFPIUshTSFdIV0hTSFtIU0hWSFtIW0hWSF1IU0hqyFHIashZSFHIYchpSFDIashZyFlIWchSSFlIWUhSSFHIXMheSFxIXkhfyFxIXEhfyFvIXUhdyFtIXchSyGtIW0hSyGpJWEk27yTbrIX8k3+SJ/IYEl9WSe5CV5yTxZS+ZJWrKWrCVpSTuZS8rJOCkjhyXjZIwchhSW5JO45J7EJenkntyTdPKWZJNyck7OSTnZS8rJXLKX7CVzSV0Sl5wl6eQsKUvSSTopQxZLypDEkMWQxZDEkLSScNKWdJO2ZC3pJt1kLdkinSCjIJcgoyDLIJcglyDLIMEgwyChIJkgoSCTIJkgmSCTIH0gkyCDIH0gfSCDIHkgiSCRIIUgkSCnIIUghSCnIIEgqyCvILUgryAZIbUgtSAZIR8hGSEdIR8hHyEdIUMhwyCZIM0gzSCZIMkgVyBbIE0gTSBbIGUgWyBtIGUgZSBtIHMgQSBLIEMgQyBLIE0gSyBRIE0gTSBRIFcgQyBNIEUgRSBNIE8gTSBlIE8gTyBlIFkgWSBlIH8gfyBlIIUgZSBzIIUghSBzIIkgUyBjIF8gYyB1IF8gXyB1IH0gdSCNIH0gfSCNIJkgjSCVIJkgmSCVIMkgdyBdIGsgXSA9IGsgayA9IC0gQSBTIEsgUyBfIEsgSyBfIGEgPyEzIT0hMyEpIT0hPSEpITkhSyE3IU0hNyEvIU0hTSEvIUEhSSE1IUchNSEfIUchRyEfIUMhNSEhIR8hISHTIB8hHyHTILUg0yC5ILUgtSC5IDsgLSETIS8hEyEVIS8hLyEVISUhCSEHIf0g/SAHIfsgIyEPIQ0hDyEDIQ0hDSEDIc0gAyHVIM0gzSDVIMMgvyDvIOUg7yAFIeUg5SAFIRUhBSEbIRUhFSEbISUhASH5IP8g+SDnIP8g/yDnIPcg2SDhIPMg8yDhIO0gASEJIfkgCSH9IPkg+SD9IPUgEyERIRUhESHdIBUhFSHdIOUg3SC9IOUg5SC9IKcgvSCfIKcgpyCfIIEg6yDzIPsg+yDzIP0g8yDtIP0g/SDtIPEg9SDpIPkg6SDjIPkg+SDjIOcg4yDXIOcg5yDXIMcgxyC7IMEguyClIMEgwSClIJcgpSCPIJcglyCPIHcgyyDbIMEg2yDnIMEgwSDnIMcgySDPIM0gzyALIc0gzSALIQ0hCyEXIQ0hDSEXISkhFyEnISkhKSEnITkdXR1hHVMdUx1hHUkdYR1PHUkdSR1PHUsdUR1ZHVcdWR1rHVcdVx1rHW8dfR1nHXkdeR1nHWEdZx1lHWEdYR1lHU8dex15HXcdeR1hHXcddx1hHV0dbx2LHXUddR2LHYkddR1tHW8dbR1VHW8dbx1VHVcdVR1NHVcdVx1NHSsdTR0hHSsdKx0hHfMgWaTseOx4DCk7/joaQ7bHY8gWCR+PHY8hYSR7rHXEdbx1xHUcdrx1vHUcdix2HIZUj8WOxZAqkkbSSNqxGJKGdI/FjsWQ7pHY0djx2LHXsdfx2JHX8djx15HXkdfx19EXcofUIXFIHRJG4pA4JIyMkUlkASQSiUQWQE6RSuQS6UQukQKQTqQTKQAZABlEApE+EojkIX2kj+QhdUgeMofUIXXIHNKGFCJ95I/0kTrkj/yROuQOqUQGkUtkEOkjl8gl0kcKkTSyhqQha0gfkoakIX1IHelD8kgdqSN5ZBF5I3VkjsyROhKJ1JFFJBKJRBaRSWQHJAUkByQFZAIkByQHZALkFJkA+UROkVPkE4lEPpFHJBKJRB6ROdIJsgYSBxIHsgaSBLIG0gKSBJIE0gIyA9ICkgEyAzIDkgHyAbIAEgFyikSAxICcIqdIDEgOSAxIDUgOSA5IDcgqSA/ICkgLyArICEgLSAvICEgGyAhIBUgGSAZIBUgDSCGSiVwimcgocolcIqNIAcgokgBSAFIAkgDSAREDMQLRAtECMQKRADECEQCRAJEAEQBx2Iv2pr0IPQa9Ej0KPQ29Ar0GPQU9Dj0HvQ29ED0YvTY9LL0tvSo9Lb0zvSK9JL0cPTq9Or1CPTs9Pb00PV09Uj1TPVe9WD1QvVS9Vr1dvUm9Pr1Avhm+oO/3AX27L+er+Wpf67v5dr1ivj++MD4vviI+JT4Ot/Ie3gdu5i3g9m/anbuFPmH37Lbd613zAfP98u26a18pHynfLR8mnykfo1vVfekudTdvAHeEG8cd5c7Si9KbMqfnp6eqx6qH6/5v6T2gV6SXo2ejZ6OXo7fCZ/PNPpwP55t9upvCveEucW+4UaC4a/SiPWlv2pP2AADoOegB6A0Y0FPQU9GD0NPQg9Bb0NPQ09Bb0CvQ29C70AvRu9A7cKAXoXegZ8BAL9or0BPQa9AT0AvQa9Br0AvQS9AL0CPQS9BL0CPQo9Aj0EPQo9Cj0EPQY9Bj0OvQK9Hr0PPQK9Er0fPQm9HT0TPRU9Ez0fvQU9FT0fvQg9BT0HvQ49B70BsxoreiN6JHgkTPRm9JD0evRw9HjwWLHowei16KFL0NPQ+9F70ZvRe9GL0ZvRm9GD0hPSW9Gz0dvRs9GT0dPR09GT0TvSo9Jz0tPSc9JEh6S3pIej589HD0YvR+9IT0fvSC9IT0hPSC9KL0gvSe9KL0ovSe9Kb0sPSo9Lb0qPSO9Lb0tvSO9JT0jvSI9JT0lPSI9G70ivSM9JL0jPSsWOll6VXqEeoV6hHq5cnTo9Oz0rvSy9K70jNjppemZ6aHBk3PTq9P704vUO9OT00vUC9QT02vTU9Nr0yvTa9Nr0wPS49Oj02vTo9NjwyZ3pkemd6XL70qvSk9MD0xPTC9MT0xPTG9MT05vTG9OD05PTm9OL05vUY9Tj1QPU69UKF6rnqserx6uHq8er16uHq4er16xHrDerR6u3q0erJ6u3q7erJ6qXxwL1dPVy9XD1ZPV09XD1aPVG9O70/PT+9Pb1DPT89Pb1BvUY9Uz1PPVM9TT1LPVM9UT1JvUk9ST1FvUm9ST1GvT29Qj1FvUY9Rz1FvUW9Rz1EvU+9T71GvUu9R79ChHqGend6enp7enh4iRL1GPUQ9SJB6nHqOept6mXqbep16mXqZep16qnqdeqt6qnqqeqt6rHqpeqd6rXqnepo09T71NPUuXeo98hnwLX28j/ctfT7f0kck+oY+no/29Xw9H+3LfUBfzuf7fF/OJ/TNfDSfz0fz6T6fz+fTfbxv7gHrDesB6/3qDesN6/3q0er16h3rEesd88l6xHrEfDLfzCfz2b6Zb+azfbQeMN/sY32sb/a1vtln87W+1mfz1XxB3+37fbdP9v2+3yf7YJ/cM+aDfXDPWC9Xz1XPVi9Wz1ZPmLBesZ4wn9sr1ivmc3033ycfId8fHyGfHd8f3x+fHV8YXxHfFp8S3xafGTM+Nz4zvjx5fIx8eXyHDvkw+W6+n2/n+/kUKPBx8CnwwYDhK+IL45vi8+Kb4rPh8+Lz4rPhm+Gz4Rvhm+Gb4RvhC97N23gDuI33vt/Ce795vJt2K2/gPbyBN+4e3sMbd9c37pbv+q5v2ffrXu/5rt3zfd+1u3bft3/fd57fzHt2627brbv523bbbv7+b/4+3v/938dbetNu9c7dqm/YnbtzvmG3zDfMh+uW3TIfLt8tHy7fK98t3y3fK18pHyafKJ8pnyifLFk+YD5ZPl267tX3y2fLt8tnyzfKt8u3yzfK98k3ykfJ98n3yUfJR8hXygfKR8oHyufIka+Rz5Fvka+Rr5FvkU/Pveq2dZe6bd2w7lJ3qRvWrepGdQO7V93Abl73qnvVzeu2dXu6dd2obl23rxvVjer2dQO7Ed2tbk93q5vW7en2dNO6dd1gbk43opvTbepGdCO6Td2t7hC3g/vA7eAucB+4D9wFbuUt4k5wR7gT3AQI3M1bek/vAff0rnAPuAfcFe4Md4X7w53hznB/uFvczPt5C7if94IFN4V7wc2Awb3hhnFjuEXcGG4JEu4E949bxR3iVnF7uEPcIW4Pt4M7yG3ihnGbuEeMuDHcS+4cd5Y7x61Dx43jRnGnuGvcKW4aNO4lN43bho07x53hbtHi7nHjuG/cUe4bd4w7yh3ljnEHuWPcLu4gd5DbxW3ivnOTuX/cZG4h94/7xy3kVuFr5EPlI+VD5evlI+Uj5evlu+Xrdbu+W75bt3vLbvf23bJbdvvu3O27kXfuzt3IW3gjbwS38BbeCG4AN4Jbww3gBnBruCPcGm4Wd4Q7ws3iFnGzuJHcIm4RN5Ibxo3kTnPDuGHcae4gd5rbzh3kDnLbuaPcdm48d5Q7yo3nznLjueHcWe4sN5x7yQ3npnIvuZfcVO4aN5V7xl3jrnHPuEvcM+4Od4m7xN3hpnB3uBXcFG4Kt4JbwK3gTt4CbgF38vbv5L27/du/d3ft3vmM3bW75jPmA+Yz5lvlA+YD5lvlM+Vb5YPkM+Uz5YPkY+SD5KPjY+Rj5KPjc+Oj43vic+Nz43viU+J74ivhU+JT4ivh4+Ar4cN9HHwcfLhv58N9q2/n2/nWXjHf2qvVK9Yr1qvVi9Wr1RPVi9WL1RPVA9UT1YvUA9UD1YvUa9SL1APUa9Rr1APU09MD1HPT09PT03PTS9Nz0+PSS9NL0+PSy9Lj0mPSy9LL0mPSS9Jj0tvRS9JL0tvRy9Hb0XPRy9HL0XPRW9Fz0RPRW9Fb0RPR49AT0bPQ49Dj0LPQc9Cz0JvQc9Bz0JvQm/Ym9DD0pr1pD0MvQg9D70QvQi9C70QvRO9Ej0YvRC9Ej0YPRo9GD0gPRg9GD0ivRw9ID0qvR69HD0pvSQ9Kz0tvSW9Jz0tPS89Lb01PS09Lb03vTG9ND0/vTO9MD0+vTg9Pz1CvTq9Oz1CvUM9Qz1KvUK9Qz1KvUs9Sb1SvUq9Sb1TvU29U71XvU+9T71WvVe9Vz1evVa9Vz1dvV8+XT+3t6u3yqb1hPtVH94b1hvlo3+yjfTzf7Jt9PJ/uVnWLui/dom5I96X70g3pvnNDugHdd+47N6CbjE/YbfMF8wW7bTd92+7/pm/6/u/+/u8Bd3/394Abeg+4M9zQG3pnuB/cGe4X94P7wf3iJnG/uMHcJG4SN5ibxw3mRnTzuHnciG42N6Lb083mZnN7ug3dnm5Ut6Hb0I3qjnSjulfdke5I96p70r3qLnVPuifdpW5Gd6n70s3oZnRfuvXcl+47t55bz33nfnLfuX/cT+4n9497xf3jDnGvuFfcIW4Ld4j7wG3htnAfuKP3gXt4R+/oPbz1e3jXt37rd323d+3bdbd369vlo+Xb5fvko+Wj5fvku+T75Pvju+S75Pvjw+P74/Piw+PD4/Pi0+Lz4pvh0+LT4pvhc+Gb4ft9LnwufL+v9/0+2Nf7eh/se31wT5fv9b09Xb1bPV09U71bvVs9U71SPVO9Sb1SvVK9ST1KvUm9QD1KPUq9QD1BvUC9Nj1BPUG9Nr03vTa9Lb03vTe9Lb0uvS09Jb0uvS49Jb0mPSU9Hb0mvSY9HT0ePR09FT0ePR49Fb0WPRU9Db0WvRY9DT0QPQ29Bj0QPRC9Br0KvQa9BL0KvQq9BD0JvQQ9Cj0JPQk9Cr0MPQq9Er0MvQy9Ej0UvRK9GT0UPRS9Gb0avRk9Ib0avRo9Ib0hPSG9KL0hvSG9KD0pvSg9MT0pPSk9Mb0wPTE9Ob0wvTA9OT04PTk9Pz04PTg9Pz0+PT+9RT0+PT69Rb1EvUW9TL1EvUS9TD1MvUw9VT1MPUw9VT1UPVU9XD1UPVQ9XL1ZPVw9Yr1ZvVk9Yr1gPWK+WS9YL5hv5ot9M5/PF/tin8+X8/l8Q1/Ol/MNfUIfKl8wXy9fsJv29fL1uunbvem7v93bvfvbd/c39Pbdvht6I2/o/eBG3sj7wY3gfnCTuBHcCG4St4abxM3j1nBruHncLG4eN5ubxc3iZnMjudnchm4kN5Lb0J3mNnRHutPcae5It5070j3ptnPbuSfdeO5JN6Mbz43nZnTDuRndem44N5xbz03l1nM/uancVO4n94z7yb3innHPuFfcHe4Vt4W7w93htnAruC3c0VvBreCO3sk7eut38k7e+r279bu9d/fubn3G7tZHy2fMZ8xHy7fKR8t3ybfKt8p3yQfJd8mHxwfJB8mHx0fHh8enxUfHR8enxffEp8XnwvfE98TnwlfC58LX+0r4Svh6H+7rfa8P9+G+17f63t4t3+pbe7d6tXq3eqV6tXq1eqV6onqlepR6onqiepR6kXqUeoJ6kXqReoJ6gHqCem96gHqAem96bnpvel16bnpuel16XHpdek16XHpcek16THpNejx6THpMejx6O3o8ei16O3o7ei16LnoteiB6LnoueiB6InogehV6InoiehV6FnoVehJ6FnoWehJ6E3oSehl6E3oTehl6GHoZeih6GHoYeih6J3ooejV6J3onejV6NHo1ekN6NHo0ekN6QHpDelJ6QHpAelJ6UHpSemF6UHpQemF6XnphenB6XnpeenB6a3pwenx6a3prenx6eHp8eol6eHp4eol6hnqJeph6hnqGeph6lnqYeqh6lnqWeqh6o3qoerN6o3qjerN6r3qzesF6r3qvesF6vnrBfHHPV8+XL/apvtiX86k+1Zfz0b6cb/fRPtq3+/LcRf4i75C/yGnkHfIOOY1cRE4jn5GLyEXkM3IQ+YxcRg4iB5HLyFv4pPiy+NT4qPjA+JL49Pj2+Br57vj4+Mr4nr4EPgC+pG+AT4Kvg8+Ej4KPiQ+Kj4fvgi+Ej4ZPhI+Fb8PtvA3c+G3f8U308fId87Hy9fEh8s3xnfK18nG6cd258Pg+db/CZXgNz+HF+9j9C9dvDveEm8s96N50y8j3XIkTw2vlba7innBS+Cz8D04In4RDwkHhhvBNuCm8Ei4F14IHwfngg/A3OBf8Cy4HH4PPwbvgUTwAXgFPgEfAj7gKfATuA6eB88Cb4DtwJLgM3wGf0if1BfK18aXxrfBV8GXwofKp8gXz1fJ58mnCb3zHlbmAnJm7+CG8Dx4nB5G3yC34Lvho+Fr4Wvho+IzgCfAjLsSF+BGvb0J3nnvMnedmco+5x9xM7iM+pQ/pk/qQPqZP6pP6mL4CvqTv6BvgO/qMvgG+AT6jD4DP6Cv6APgA+Iq+p6+Nj4wvjY+Mz4ovjS+Nz4ovis+Kr4kviq+J74cvii+K74fPh0+Kz4kvi8+JD4gviy+LD4jPiA+Ir4fPiM+Ir4evhY+JD4sPig+LT4wPig+KT4yvjE+M742vjK+M743vjk+Pr45vj6+O74xvj2+P74xPje+Mb4xPjU+Nb4xPio+Kr4sPjK+LD40PjA+MD41vjg+NT45vjm+OT46vj++Cz4IvhM+CT4AvhC+ET4BPgk+AL4BPgk+CL4Av6avgc+DL4HPgi/oy+DL4or4DvqjP6TvgO+Bz+pQ+pq/pK+Br+gj4CvgK+Aj4KPgI+Bb4KPgo+Bb4OviePqgvgQ/qe+BL4Evge+Db4Hvgm+Db4Nvgm+AT4fvh2+Hz4dvhU+Hz4fPhU+Fb4VPhI+Fb4VvhI+Gr4OvgA+Ez4QPhe+Ez4TPhe+G74RPhS+Fj4Uvhy+Fj4WPhy+Hj4cvhC+Lj4ePhC+Jj4nvhq+G74avhE+K74bvhE+JL4hPiO+JL4kviO+KjcnO4L9wT7gv38p5wT7iXN/Fe3sWbeBPv4m37ePmI+Y75iN033zHfsft24/ft7t34jd+923nbN3zHN+zLdcd37Mvlq+XL5Yvlq+Wr5Yvl8+Q75XPla+Vz5fPla+Vr5fPlE+bz5SvmE+YT5it2z3yefJV8mnyVfIZ8mnyafIZ8gXyGfH58gXyBfH58bXx3fIp8fHyKfI98fHx8fI98k3yPfKF8k3yTfKF8rHyhfKl8rHysfKl8vHx9fIl8iHyJfJF8iHyIfJF8nHyRfJ18nHycfJ18p/AdT+JKPIkvcSWuxJe4AjyKM/EAOBP/4QHwAPgPL+I/nMeLeBHn8RpuAB/iOj7Ee1zHdby/j9258BeP8Ref8RiP8Rm/8Rnv4Td+4z18x2v4DM/hs9sYnsNztzFcdhu7e+EyXHb3uk/dg25H96bbEa7em+5NuIrXuIq3eI3XeIsLb+cd4DZwB7hB3AZuAzeIW8YN4j5xy7hl3CfuQfexe9j96x52+7l/3b9uPzeX28995uZyc7nP3BzuSveaO8+95tZy57nz3FpuJvepO9P96s50H7pf3a/uQ3el+9DN5650V7r53GvyPVeQK3MFOYNcmStzBvkEHBKeCgeFp8JV4aBwULgqnBiuKs9xYjixPM93/BYOK1dxWLitXM1V3BZeK2fmydzNkziu3M1dHBdeCt+Ej8JN4aNwVLgp3BSOCr+Fo8Jb4bfwW3grHBZeC5eVt7gs3FXe5i3uKpfhrvBVuSyX4avwWfgq/BQ+C5+Fn8I94XxwQPggHBCeCB+ED8IT4ZXwRLgkvBJeCZeEb8Jx4bTwUjgtHBNeCi+FY8IP4ZhwSvgh/BBOCe+De8I14aRwTfgjnBROCn+ET8If4YjwSfgkHBH+B8eCE8F94ERwIbgP3AcuBFeBp8B74EHwHvgPPAgeBP+BS8G54FvwL/gW/Aj+Bf+CH8Gb4EfwIngTvAleBKeBj8Hx4HNwPPgefA4+B9+DG8L34I1wQ7ghvBEOCf+D+8EJ4X5wNzghnBDuBpeDu8HT4HJwOXganAsuBb+Ca8Gv4GZwLbgW3Az+BjeDs8Hf4G9wNjgffAfOBEeCM8Gf4EhwJPgTvAv+BBeDd8G74GLwMXgfPA8eB8+Dh8Hj4HHwMDgWPAzuBceCY8G94ETwJc4AV4AzwB/gCnAF+AP8A44Ch4BXwCHgDvAKeAXcAR7FVeAn8BH4CbwBPgIfgTfADeAN8CluADeAT/EhngBfgEfAF+Al8Ah4BLwEngIvgZvAU+ApcBN4D5wGPgPngc/AReA8cB64CBwFLgIPgaPAUeAhcAg+VL5GPkm+Rr49e3yCfHt8atT44PjU+LJk8XHxZfEZMeJD4jPio0HDh8NHwxcihO+EL4RPggQfBp8E34ABPga+AT4AAHxTHwBfggS+CL4Evg0bfB98G3wsWPhk+Fj4ePDwDfHx8EGB4qvig+IrU8a3xlfGx4ePD5CPj2/SJF8m3yQfK1Y+WD5WvmPHbtZ37MZv9mZv/P7d+G3AwN3gNnDLkHHvuGXcmzbdqe5NeH2nulPhNY7Da/yI43AcfsSd+BGPEAG3gEfAU6TAYeAp8CBB8CR4EFyLFhwMrgV/8wa/g7/BBw3CF+GD8EqV8FB4JdyUKTwXbgq/dSvX4bdyNdflulzNh7mat/kwH+ZtbszbXJYbc2Muy/9chs/K//zHZ+UyPgsnlcu5jJPCY+Gk8El4LDwWPgnvhE/CCeGd8E44IVwRTgiXgyvCFeFycD24HPwLrgfXg3/By+Bf8CZ4GbwM3gSfgjfBeeBT8Ck4DxwIzgNHgQPBgeAo8BU4CrwCvgJfgVfAMeAV8AA4BhwDHgA/gAfAi/gB/ABexI14Ec/hRtyI5/AdnsNl+A7f4TLcxWX3K9zF3fvVXet+dVe6a9217kp3p7vSnefudHe689yE8Ac4CPwDDgIngX/AP+AkcBk4CdwGLgOXgdvAd9yE7k93p/vTvevudHe6d9217l24fNe6a+Ey7uIy7sNd3MV9+A734Uh8h+9wJG7EkTgC3IgbcQT4ARwBzgE/gB/AOeAYcA74CxwDjgF/ga/AX+BD8BX4CnwIDgQfgmfBgeBA8Cz4FDwL3gafgk/B2+Bl8Da4ILwMXgYXhOvBBeGWcD24HtwSrgi3hLPCFeGKcFZ4J5xV/uKd8E75i8fK37yJx8Jj5c1czpv5NJdzOZ/mfz7NJeR//ucScmMuIV+QG3NjviAf5gtyAPkwH+YAcl0OIOflulyX8/BcOQ9/hefCc+Gv8FD4KzwTHgoPhWfCF+GZ8ED4InwRHgi/gwfCz+B38Dv4GRwMfgaHgoPBweBQ8CQ4FBwHngRPguPAYeA48A04DBwGvgG3gG/ApbgF3AIuxZ24FNfhTtyJ63Acrrtl4Tgcd8u6U92y7iZ3qjvV3eTecTe5Idw77h03hLvBDeEO3g3uBnfw/t3B+71/9+9+b/Z+fbNu9mZ9s3ywfLN8m3ywfLB8m3yZfJt8g3yZfJl8g3yAfIN8bHyAfIB8bHxrfGx8V3xrfGt8V3xVfFd8RHxVfFV8RHxDfER8MXxDfEN8MXwyfDF8HnwyfDJ8HnwffB58EHwffB98EHwRfBB8CHwRfBF8CHxTHwJfA9/UN/U18DHwNfBp8DHwMfBp8GHwafCh8GHwYfCh8J3wofDp8J3wnfDp8OHw6fAt8eHw4fAt8SHxLfF98SHxIfF98XHxffHF8XHxcfHF8cHxxfEV8sHxwfEV8gnyFfJZ8gnyCfJZ8knyWfKp8knySfKp8qG6P9247l03Ljy+d9278BiX8Ri/cRmX8Rv34TeuxH24D1fiSFyJK8CROBJXgCPAFeAfcAQ4AvwDzgH/gMvAOeAccBn4C1wGjgR/gb/AkeBDcCR4F3wIPgTvgmfBu+Bz8Cx4FnwO3gafgxvC2+BtcEO4INwQDgoXhAvCQeGWcFA4MdwSbgknhrPCieVKnBXOKlfmb67MJ+Rv/uYT8mY+Ie+QN/Nm3iGf5h1yEfk0n+Yicgm5iBxELiGXkIPIF+Qgcgv5gnxBbiEHkFvIBeQAcgC5gJyXC8jdnJfzchd/lbt4KfwV/govhWfCS+GH8Ex4JvwQHgg/hMfBA+GB8Dj4GTwOjgU/g5/BseBQcCy4DxwKDgX3gePAfeAjcBw4DnwEvgEfgRvAN+AbcAO4FDeA67gUl+I6rsP1+xeuw3X3r1vW/evmcsu6Zd1c7iY3l3vC3eRuck+4IdwTbuIN4YZwE+/gTbzjO3gH7/h+79hX637v11fLN8tXy6fJN8s3y6fJt8mnyRfIt8m3yRfIN8gXyJfGN8g3yJfGx8aXxhfFx8bHxhfFd8UXxefDd8V3xefDR8Tnw7fCR8RHxLfCF8O3wpfBF8MXw5fB58GXwXfA58HnwXfAB8F3wCf1QfBB8El9CHxSXwEfAh8CXwFfA18BHwVfA18DHwWfBh8FnwmfBp8GnwkfCp8J3w0fCh8K3w2fDt8NXxKfDp8OXxLfEl8SHxjfEt8SHxjfFx8Y3xzfF98X3xxfHN8cHyJfHF8cHyJfIR8iHydfIV8hHyefJR8nXyufJZ8lXyufKl8rnzCfKp8qnzBfsJxBHiKfkIfIXeQT8gm5i7xD3iJnkVvIWeQYcgu5hRxDLiDHkFfIBeQC8go5M1+RG8gf5AZyYP4gf5ADc2IOzOGcmBNzON/lcM7mu3yXs3mdszmd13md0/md03kwv/M7D+bIPJgnyJE5Mk+QO8gT5ChyB7mDHEWeIkeRA8lT5ClyILmQHEg+JReSC8mn5FLyKTmaXEouJUeTl8nR5HryMnmZXE+eJ9eTR8rz5HnySLmjPFJuKneUO8pN5aRyUzmunFROKseV08px6W9OK6elv7qqv/quq7qq7zpP33WmztN5OlMn6kwdgk7UiToE/YAOQUehH9AP6Cj0DjoKnYveQe+gc9F16Fx0QLoOXYcOSEejA9Ij6Wh0NHokXY8eSeek69H16Jz0Qjon3ZNeSC+ke9IN6Z50S7oh3ZBuSe+jW9IJ6X30PjohPY1OSC+jp9HT6GV0HnoZXYXOQ+ehq9A16Cr0B7oGXYP+QCegP9CNOgGdgG7Ufd2o53Rf9/WcPuu5fJg+63M+LM+VD8tT5bnyXHmqPFSeKl+Uh8pD5YtyQfmiPE0uKBeUp8nJ5GnyJDmZnEyeJC+SJ8kR5EXyIjmCPECOAP+UB8gD4J9wTvgnvA7OCeeE18Hp4HVwKzgdnA5uBaeCW8F14FRwKrgOPAeuA++A58Bz4B1wD3gHnADuAfeAE8AL4ATwHy+AF8B/nIj/OA0n4kScht9w2i0Mv+G3W9hd7BZ2h7qL3cXuUPeoO9Qd6B51j7oD3YnuQLeZO9Gd6DZzx7nN3FfuOHec+8od5r5yW7nD3GFuK3eX28pd5u5yd7nL3G/uMvef+8395v5zF7r/3JruQnehW9P96WZ1B7tB3cJuS3coHIj/OAGch/u4fVu5q9xlbjP3kPvKjeYWdKvJnXmCPIgLy+P8h//K53zFi+V0zuLHcjgH5ghwUfgnvA5eBbeCS8Av4ABwI7gTPIYOQEegU9BV6Bf0B3oFfYQ+QWehK9Fz6Cb0HXoSnZDuRy+jw9I96ZxyaU4g95BnyEfkB/ITeYy8luPIb+RM8ho5kBxFPifHk2/Jh+Ws8lT5qXxVHiz/kxPKLeWq8lY5JR2pF9CF+k7X9aRu1HE9dxO6C92f7k+3phvXPeZ2cxPSIegndBT5lPxLjibXkyfKI+Wmclk5Ln3XjzrzlnKPuYHcQO4x9xFdkg5IP6Qf0gHpXHDafesWdt+6Xd3CbmG3q9vSjeamcwu66dyLFt2g7kW3JEk3q/vPTenWdFO6Md2abk03phvXjemOdeO6cd2x7lx4B1wATgAXgD9xAjgB/IkDcR6e4z6e480mDgBv4lAoLuFmdc+6g92z8PUOdgfDV9zGVxzGbdzGYZyHA3Ec/3Ecp/Ef/3Eap+E0zuI0nIaz96070A3lNnNDuZ3cZm4zt5N7yD3kJnJfuYncRu4r95XbyG3lNnInua3cVu4kd5UbyO3jlnL7uIsUubHcRW4lSm41t5J7ypQbzV3l3nKXubfcde4yd5m7zv3nrnPvuf/cf+49N6Xb0v3oDnU/uufcoe5Q95w70D3nbnMHugPdbW4oeZI8Qo4gj5D3OYIcQd7jovBfeLB8xoPltp37OCPcV17DfeV6XstruZ6fwIvhxnIaN5bfcjqn81sezG85ngfzYI7nzlyaL3MC+TLP5fJfnstnM1wYfiwH5rgclwNzPgfmBnI+53MDORQ/hg/LYXwY3iuHcxjvlbN4L5xXzuYszgsvhgvDgeUxDgzXlcd5jOvKV1wXvitf8xXfhf/C1+CFcEZ4IdyRI9wXbgRXgjvBleBkyOBrcDI4GjR4IVwUHgn/hEfC7eCf8E+4HbwObgdXg9fB6+Bq8Cq4DjwD3gHPgFPAO+AdcAq4AFwCPgG/gE/AWbDAY+As8BYtcCN4FXwJbgVfgt/AreBW8Bu4DvwG7gLXgevAXeAZ9BK6A52C7kBnwEAHoCP1pl5Ab+rTqT5Bn+oJEugVdBM6CX2HTkLnwEEvoXPQN2zQHeh+dDV6GV2NvkQvo5fRl+gq9CV6Cl2FrkJPoV/QK+gY9BE6Bj1ECD2HHkIXIUJnoZ/QgegodCC6GB2FjkIXo3PRxeh0dC46F52OfkhnobfQlegt9Bcv9CT6C92FC92EbknPpBPSM+mMdEI6IZ2R7kePpLvSOemu9Fc6J52T/kqHpUvSO+mA9E56KR2QDkgvpUfSS+mp9Eh6JD2V7kqHpbPSPems9FO6J92Tfkq3pJ/SQemWdEs6KD1Tbue23M9t+fOZH8ifeTSaZ8hx5DDyGzmMXIOG3EOuIadAIZfmznxAniAfkF/IE+QJ8gs5ivxC/iFHkaPIP+Q18jS5kjxJriTfkSfJk+Q78gj5idxGHiO3kUeJkm/Jo+RduuRz8iC5k9xK7iSvklvJreRVcjN5jbxHDiTvkS/JgeRA8iX5lHxJDiWfkk/JoeRf8gw5h3xEziHPkSMPkufIffjIneR0ci65l5xL3qRJziRvkiNBkuPIv+RncjT5mbxOjiZHk9fJ9eR18j25nlxPvidPlC/K4eRpcjh5mDxNniYPkyvJ/+R3ckL5nbxNm5xO3iYXIybnksvKeeW4cl66LMeV49Jl+qvDua08WG4rh5UHy4PlsPJTOav8U54q/5RDylPlqXJI+aIcUg4oX5QvygHlcPI5OZ8cT84nf/Qop5Q/yi9dylXliXJJeaRcUr4pj5RHyjflpvJNOarcVG4qR5XLyk/lnfJVead80qTcUj4pb9Qo/6Mf9QA6Uw+gL9CZOlNfoEPQF+gWdAg6BN2CfkK/oCvQH+gKdKj+QH+gQ3WjDtWHulE36kMd1wHoTx2B/tSDQT2pB3UgUN/lxfSZbtNn+n3rQv3W+15H6jI91l891nv6q796T9/1ns7ru77rvH7Ucb3Wc3qdH9Nzei4/lg/Lj+W98mH5sLxXzkrf6TRd12k6y+qwzubGdFiHc2O5rVxVHitvlcfKgeWt8lY5sLxYDkxf82J5MX3VZ7mV3EgeJDeSq8iD5EFyFfmIXEUOIR+Rj8gh5AdyCPkxP5AfyI+5nx/zXu7nft7L57yX0/I5n3Navua03Jev+Zr78jj35cU8zuO8mP/yYt4g/+W/vEFOIG+Qm8gJ5ARyE7mH3ET+I/eQe8h/5DfyH/mT/EZ+I3+SM8mf5GNyJjmTfEzuJR+T28m95F5yOzmd3E7OKKeT08kZ5YRyRrmmnFBOKNeUW8o15a5yS7ml3FW+KneVE8tX5atyYnmwnJhu58HyYLqtw7qt/3RYh/Wfrus/Parruq5H9aQe1SPoST2pR9AR6BF0EDoCHYEOQqegg9CF6BR0CroQvYQuRO+il9BL6F30HXoXfY2+Q9+hr9GT6Gt0NnoSPYnORleis9G96Ep0JboXPYfuRR+i59Bz6EP0EfoQ3YM+Qh+he9An6B70BvoEfYLeQC+gN9CXegG9gL7UhfpSz3WhLtRz3abneqvbdJve5sX0Np+VF8uL5bPyVvmsHFPeKm+VY8op5ZhyPzmlnFLuJ8eT+8nB5HhyPDmYfEsOJteRb8m35DryGLmOXJjHyGPkwryWC/FLeS2v4ZdwRvglHA7OCGeEw8HX4HDwKPgafA0eBXeCR8Fr4E5wJ3gNPAZeA9eAx8Bj4BrwC7gGfAB+Ab+AD8AB4APwIA4AB4AHcR8P4jbcx33chtu47SaG27h9E7uD3cRuUnewO9hN6gZ1k7oV3aBuULeiW9Ct6JZzC7oF3XJuNbecW8yt5lZzi7mx3GJuLzeWG8vt5ZZye7nd3FJuKbebe0xuJF+Rq8hX5A9yFbmK/EEOIX+QE3MIOYScmB9zYr7Lj/kx3+W9fJfXeS/v5XVOy+v8zmk5Lb9zX37nyNyX+3JkXsyRuYO8mBdzB3mD3EGeIm+QN8hT5CbyFLmQ3ERuIheS/8iF5FLyH/mPXEr+JJeSl8mf5E/yMvmYvEyeJx+Tj8nz5HbyPLmj3E5uJ3eUM8od5aRyRjmjnFSuKSeV08o15ZpyWrmrnJau5q5yV7qaE9NVnZcTy4npPN3WeTpRt3VbJ+o/nagf0H/6Tz+gR/UDegc9qkf1DnoEvYOuQ4+gR9B16CB0HToaHYQOQkejC9HR6Hp0IboQXY/eRdejF9K76F30QvoavZBuSF+jr9EN6Wx0Q3ofnY3ORu+je9H76Gl0L7oXPY0+RE+j89CH6EN0HroHnYeuQfege9A16A10DToBvYHeQCegL3UCuq8v9aXu67nu67Oe67k+660+57n0Vm/zXPmsPFceKp+Vz8pD5ZjyULmgHFOOKReU+8kF5WRyP7mfnEwOJieTF8nB5GDyIrmOvEgeINeR68gD5MI8AM4pF+ZCnBN+CeeE08Ev4ZdwOjgcnA5OBYeDw8Gp4FFwKngOPAoeBc+B18Bz4B7wGngN3AOuAfeAF8A14BrwAvgAvABOxAfgA3AiHsSJ+A0P4kH8htvw210Mt+G2u9hN7C52j7qJ3cTuUTepe9Sd6CZ1k7oT3YruRHecW9Gt6I5zy7nj3GFuObecO8wt5g5zd7nF3GLuLreXu8v95vZye7nf3G7uN3eh283t5i50E9rl7Gl2O3uaPcxuZ7ezh9nP7GH2K/uZ/cx+ZaeyX9mh7FR2KjuU3YgORyeiV9G36G70OzoZXY6uSB+jx9Gv6DR0JnqWXbk39wW7cD/uDPbhHmD3d+Ie3X27u8t7vtP2eDfu+B7c7T2n/9KH6aP0XvofPZSuSkeU98kD5WryV3mtPNM+at+1B9sf7Zd2VTuFHcR+YLewQ9hZ7Bp2FXuFHcUOY8ewd9g97DH2JnuWPcd+ZJey/9iN7EV2KjuTHcn+ZRe019kj7XJ2O7siXZQORY+RH8rl5G5yX3mpfBSPgC/AB/c+O6KdEl/kB/AH8g05ibxEXiInkQ/Zk+xTdi/7lL3K7mX3slfZ1+iJdDA6HB2MjgWLTkRHohfRr+hFdCdO9DF6E/2JvkV/oluxorvRyehadDm6Ft2IET2LbkQPEkSnoR/RcehNdBy6Dx/6E32VPkhPpA/S8eDRweio9EC6Ij2QzoePTkaHovfQY+g9dAMGdKlOQ4ehM9Fh6DJk6Eh0GXqNGnoRnYj+Q6+i/9BnzNCP6DN0GzZ0HHpRl6Bn0CXoN/QMegb9hv5Hv6G/0f/of/Q3+qjdwj5hh7BP2J3O3bg79+Vyp+343u/Bvd+fz/3A/twFCNgp7ModuTd35H7fe77fe6+3u7tw3/fjvu91vef2en9f/ZdebK/tt7228/bbftt5u7/z9v/fh/ooPZfeS8+1w3ovvdcO774d3nG7b/ftuJ2o19KF6cV0YbuqF9OL7epe22n7bI/3mU5rj/dYp6WL0mnppnRRuijdlA5FD6Xb0lXptnRevHRgOq991YHpwPZ1t/d1n3d7t/d5x/VJeiu9lt5Kx4VLF6aP0dvocfQ2uiBBOiJdkO7IkR5Kd6PP0e/oc/RFi/RJ+iKdEiW9lf5L36UP03fppPRh+jCdlL5KJ6Vr0lfpq3RN+qDd3dtd3ltd1y7vsq5L96Xr0j/pvnRf+icdlf5J37RJD5RDcwN5gdxATiIvkBfISeQbcjn5mtxNvibXoiW/kmvJqeRXcio5ESL5kJxIzoNHXiK3kpvJ1eRmcja5mlxNzibvk5fKPeWjck+5IkX5oVxRPmhQLifvkxvKA+WG8kp5oDxQXinPlFfKReWZ8ky5qPyVLuu/XtR/fYBe1Iv6AF2CbkAXoEt1AbrPp9/yV/mvvFb+S3fzWnkt3dVl3dV1uqzLuk7/dZ+O0286Lhem3/RbLiz3lQvLd+W+cl/5rrwUP4C/wB/gL/AYMPAQ+Ap8CT4CX4InQYJHwJPgNWjgC/AYeBE8BF4EP2IEX4EfwZ84wZfYc+2o9mA7qj3VHmwPtqfaR+2ndlB7rh3UbsrUjmoftX/ad+2fdkz7rn3XjmlXtWPaK+2qdlV7pf3RjmgPtVPaQ+2lSu3Adly7pz3S7mnnxGkXtE/aLe2ndkt7pkw7qH3QzmiftDPaHe2T9km7o90SX4AnwAd5AryOD/JBXrfj4nU8bse14+Jxu6e9FJ/bgfE5vrcD24HxPb7I93gBfJEv8gL4AbuJHcHOYEewA9gZ7Ax2ALtw77Bn2D3sGfbp7mH3sE/3Bft0N7Av2BfsBnblTtyZe3Rn7g726B7dHewYdgd7hB3DjmGPsKPYh+wjdhP7iJ3DbmI3sXPYEezDfcAeYB+wF9gD7AH2AnuFvcB+Ya+wV9gv7Bp2JvuSHcm+ZKexI9mR7DR2FjuNXcbOYmexy9gt7Eb2HXuRfcc+Yy+yF9ln7DH2GfuKPcYeY1+xd9gp7Bt2EPuG/cUOYgexv9hz7C/2GnuOPcdeY2+yH9m17FJ2LfuWXcouZd+yq8lX5EbyI7mRHEt+JD+SY8mz5FjyN3mWPEv+Jo+Tv8kL5XHyOHmhHFFeKOeUI8oR5ZxyUDmn/FYOKgeV38p15bd0OteV69JpvabTulKv6TVdqTt1pf5Bd+pO/YO+Qv+gN9JX6Cv0RjomvZF+TMekY9KP7ax+bNd3dmd3fQfu+k5gB+7AncCuYCewf9gV7Ar2D3uJ/cOOYy+xl9hx7D12HLuTvcfeY3eyY9md7GV2LDuWvczOZkexp9hh7Cl2HzuMHcbuY0+y+9iD7En2JHuQfcquYW+xq9hb7C52FbuK3cX+Y3exE9l/7D92IvuR/dGeaL+0J9r/7Jf2S/ufXdH+Z7+zK9oV7Xd2OTujfdDOZ+ezD9r37IN2OPuefc8OZ1+TG8mt5FhyK7maHEuOJVeTv8nV5IHyN/mbPFBeKA+UZ8oL5YXyTDmnPFNeK+eUc8pr5bfyWrqc38pv6bJO67Je1Gmd1ou6Ui/qGXSlrtQz6B/0DPof/YP+Qf+jN9L/6L30RnojvZd+TO+1+/Rj+rHdt+u7b4/u+q7v0Z3AHt0x7AR2AjuG/cOOYYexf9g/7DB2HDuMPcmOY8exJ9md7El2L7uT3cnuZS+zd9mB7Dx2IDuJncfOYyexi9hJ7A12EbuIvcGeYG+wJ/cEe4I9uRf35L7bi3tx3+26fbfLdt2u22W6sV2mz9KN6cb0WXosfZb+SI+lx9If6ZD0R3odHZIOSa+j29Hr6F90O7od/YseRv+iR9HD6GH0KLoUPYpORZeiS9Gp6FN0KvoZfYo+RT+jm9HP6Ht0M7oZfY+eR9+jX9Lz6Hn0S3ol/ZJ+S6+kV9Jv6bL0WzoxXZYuSyemB9OJ7TY9mB5st+30btt/O73T+2/n998u3fmd36U7dJfuEnboDt0l7A92CfuJ/cH+YD+xh9hP7Dr2EHuIXcduY9exP9lt7Db2J7uS/clOZleyK9nJ7Fx2MjudncvOZaezu9np7I12N7ubvdEeaG+0i9oD7YF2UbukXRQf75J2SXy8r+Jjfriv2lfxQ97lh/yTd3mXf/I3/+Sj/M3ffJTf+Sjv5Hd+5508j3fyP8/jefy/H+N/XrYf24/xsp0UL9s37aR2UvumHdK+aS+0Q9oh7YV2PXuTPcqeZY+yv3mz49nf7HPm7Jr2LXubXc3eZo8TZ++zx9kNGdoR7Xj2LnuWvcvOY8+yZ9l57Dl2HruIPceeYxexg9hF7Al2EDuIPcF+YE+wF/cD+4G9uAf34q7bg3tw1+32rtON7fZu68Z0YLoxPZYOTAemx9JV6bF0SLoqXZUOSUekQ9Lt6Ih0RLodPY5uRw+jx9Hj6GH0K3oYXYp+Rb+iS9GR6FL0KToSHYk+RWeiT9HN6Ex0JroZPYtuRs+jZ9Gz6Hl0OXoevZIuR5ejV9IV6ZV0WboiXZEuS0ely9KD6ah0VHow3ZcebKd1X7qvnd7lnd75Xd7lnd/znd+he77nO3Rv7tD9wd7cm/uDfcH+YA+xL9gX7CF2D3uI3cbuYfew29hj7DZ2JXuMPcauZC+yK9m57EX2IjuXncrOZXezU9mp7G72M7ubPdB+Zj+zB9rt7IF2Sbud3c4uaVe0S9pX7Yp2Rfuq/dK+inf3S/sl3t1V8S5/76p2Vfy97+Jvft937bv4fQ/G7zxvD7YH43l7Lp63H9tz7bn2Y/up/dhOaj+1n9pJ7ZN2UjukfdI+aYe0D9oh7Xr2QfugXc8OZy+0s9n17Gz2MrueXc9eZoezl9m97HB2OLuXfc0uaAe019kB7Wj2OnudHc3+ZUezm9m/7F92MzuT3EC+IieRr8iP5CRyEvmRfEh+JM+SD8mH5FnyK3mWPE5+Jb+Sx8nd5HFyRLmb3E2OKD+UI8pB5YfyQzmofFQOKteVj8pH5bpyX7kuvZb7yn3pNf2m13SnftNvulOX6k59hS7VpfoKPYa+Qsekx9Bj6Jh0UTqmndVF6aJ2do93dgfu8R7vwN24A3cFu3E37gp2CLuCvcQOYYewl9hZ7CX2HjuLncXeY0ey99ix7Eh2JDuW/cuOZWezf9m/7Gz2OjubvdBeZ6+zF9oj7YX2TXukPdK+ace1b+JlO64dFy/jg7yM//kgH+R/HgH/804eAY+Ad/IReCcf5SPwEfgoX4GP8k++Al+Bf/IQ+Cc/5CHwEPghf4Af8jF/gD/Ax3yRj3dRfJEv7qJ2YLuovdEObAe2N9op7Y12OjulndJOZ++z09nJ7H32PjuZXc1OZn+yq9nV7E92KfuTXccuZZey69h/7Dr2E/uP/cd+Ylexn9gl7Cp2FbuEvcIuYZfuFfYKu3QPsEv33x5gD7D/dn//7bbd3/3dtt92m05sv+03nZheTCem39KL6cX0W3ot/ZZ+Sa+l19Iv6ZP0S/oefZI+Sd+j39H36Gf0O/od/Yy+RT+jU9G36Ft0KnoTnYoeRW+iN9Gj6Ef0KPoX/Yh+RP+iV9G/6HX0KnoVvY4OR6+jP9Lh6HD0R3oi/ZE+S0+kJ9Jn6av0WbtMX6Wv2mX6sF227/Rh+rB9t+f23Z7cc3tuT+7HPbk32I/7cW+wM9gb7CR2BjuDncRuYiexA9lN7CZ2IPuQH4qfhR+En4Xf8wfhB+H3/Bl/z5/tZ/wZf7Yf/bP1uX70j+5z9bT6XL2fnlZPq/fT4+n99BR6PD2enkLfoKfQ632DvkGv93iv88V6vMf5Yrwwvhh/ihfGC+NP8ab4U3wj3hRvim/EM+Ib8XN4Rjwjfg5Ph5/DY+Hp8HR4LDwXHgsvhOfCc+GF8Ed4IXwL/gh/hG/Bx+Bb8A/4GHwM/gFPgX/AI3kKPAUeyS95JG/zS37J2zzO27swHufxXRgP78L2XzzMw/svft1/8S2/8ivf8jXf8jpf8zWv8z6v8wB4n/d5ALwBHgDfgTfAG+A78B74DvwN3gPvgb/B4+Bv8Ep4HDwOXgmfhFfCd+GT8En4LnyWLHwW3g2/hnfDB+LX8Gv4QPwfPhCfif/D/+Ez8ZT4TPwrnhJPiX/Fp+Jf8cH4VHwqPhifiw/W23wuPldv93Fv938f93H/93n/9wT6vM97Ar2zJ9CD6J29swfRO+hB9FJ6B72DXkofo5fSx+lj9DH6OL2WPk4/qNfSa+kH9Wv6QT2jfk2/pmfU2+kZ9Yt6O72dflEvp1/UA+rl9HJ6QH2ZHlDvpi/Tl+nd9E96N/2R/kn/pD/Sh+iP9BP6EH2IfkJfoJ/QK/sCfYFe2Qd7Zb/rg32w3/V1v+OP9XVf88f4XvwxvhXfi+/Ft+JH8a34SPwofhQfiV/ER+Lv8Iv4Rfwdvg1/h5/Ct+Hb8FP4J/wUXgb/hH/Cy+BV8DL4nlfBq+B73sb3+yHextv2Qzuh/dAuZie0E9rF7GB2MfuQHcwOZh+yA+kF9NMeQy+hJ9FH6DX0LPob/ZZeSg+i59Sb6rv8oD8BP/734yflZ6Sf0AfolT2AnkD/977+1y/7Zh/ta/2ub/lj/C4+GP+K58SD4g3xrfhKfCTeCR+FJ8Pf4a/wU/g6vB7eEW+Hn8M34hfwEvgXPAieBe+Ad8G34IXwRh7JP+CFfM/L4Hd8kqftrvZhu6+d1i6Mt/tc/aPez+/5w382Xgkvhe/Cu+H78IH2X/stvt1h7cb87IR4nT/yAHpL/aAeUg+pH9TH+f34Gfnp+On4GfnJ6GmeFz+M58W74ofxw3hX/Cw+CA+Fp8JD4c+c4dn00t5AH6E30DNg0Evoj/Qp+gl9ih5CP6Gf0EPoA/Qa+gs9i/5C/+BBj6F/0CtQ0AvoJfQZehJ9hn7Dhp5Gv6Hv0KG/0XfoOXDoNfQA+gQ9gT5B76En0BPoPfQgeg+9jh5ED6LX0W/pH/WFej99of5D76f303/oKfRu+jH9kX5Mz6Q/0h/pmfQp+i19ml5Kn6bn00vppfR8+jg9n55QH6eP0xPqIfWAekG9m15Qf6d307vp7/Rj+mZ/oI/2B3oiRPouPZGeDZueUw+qZ9Rv6hn1g/pN/aZ+UG+p99Qv6j/1i3pG/af+U8+oB9V76jP1i/pMfaV+Ub+or9QD6iv1jnpAPaDeUS/ot/7yH//Lf0LhD/rDf72f7dfrf/1sP1v/q8/V/+p59bn6XD2v/lHPqX/Vm+pf9cKE/dZe2E/+rb/1J//yH/57/qQ/6e/5A/B7/iz8APwA/Cz8MvygPwU/AT8FPwoUfhp+FH4kSPxk/Ej8WrT46eg/9BV6Cn2F3u8p9BR6v9f7YZ/spX2yh/bSXtpDewO9gP7ZT/tnf+yn/bQ/9sv+2Bf7Zb/si72vt/V7P+z3XtgP+2Ev7JO93QP7vwf2xv7v/97YA+h9fa//9b0e7n/9r4d7uof7t6d7un95Xr2sn3tbP/e33tbb+lu/87j6WV/rZ72ur/W1Xtc3+wA9slf2yJ7vlb2y5/tdz/e0ftfvelrf8rt4Y3ww3lgv88H4YL3c273c43q7t3tcD+Rj8b56Ge+rV3tZL+vVfu79vu/1vu/XXu/1fuWL9StPjC/GE+NX8cX4Yvwq/lTf8sD4YzwwnhZ/jD/G0+Jb8bR4UnwrvhVPiq/Ec+I/8aD4T7wtHhQPirfF4+Jt8bp4XDwuXlc/4zHxqvhYvCpeFh+Lj8XL4n3xffhCfCC+ED+JD8QH4ifxmXhP/CHeEX+IF8Q74h3xgvg6/CR+E5+J38Sj4jPxmXhU/CseFQ+Lf8W/4mHxu/hVfCn+FF+Kf8Sf4k/xj/hG/CNeEd+Ib8Qr4u3wrnhW/CyeFa+Jn8XP4jXxnnhN/CXeE++Jv8Qf4v3wknhMvCTeEo+Jx8Rb4lXxWHgivBCeCO+DF8IL4X3wLvgxfB7eD5+H38P74f3we3hJ/Bk+Dc+GT8MD4tnwbHhAvCEeED+IN8Qb4gfxnPhKPCI+Eo+Ix8NH4iPxePg7PB5eDX+Hv8Or4a/wUvgtfBd+C2+G78J34c3wbngz/BveDe+Gf8P34evwcXg9fBxeDK+H18OL4cnwYvgvPBmeDP+Fd8Lb4eHwc3g4vBd+Dj+H98Jj4b3wVXgsPBa+Ck+EH8KD4cfwYPgw/Bh+DB+Gz8MfeSUPgFfyDXgAPAC+Ad+Bd8Gn4FvwKXgGfAu+Bc+Af8Az4BPwD/gHfALeyAPhUfAveBT8Bv4F/4LfwC/gr/BN+Cl8E94GP4WfwtvgZfA2+A+8DF4G/4EX8g34DHwHPgO/gu/Ad+BX8Dd4ELwJngVvgs/Bs+BZ8Dn4IHwOfgcfhA/C7+Ch8Cv4GfwNfgb/g7/B3+B/8Er4HzwSXgmvhEfCS+Gd8Ev4KPwSXgcfhY/C6+CB8Dr4GjwQHghfg0fB+/ZavLrX2lnxKq/urHZfO6u91e5r97W32l3tnXgFO6wdFq+At8Ar4HnwFngLPA9+CM+D78EP4YfwPXgwfJOXeR8v77x4H+/bee21dlq7rF3YLmuPtQvbhe2x9l97rP3V/mv/tb/ab/E7nueTPM9L+SSf5KW8A17KT3kHvAN+yoPgF/BQXgIP5Ym8BF4CT+SbPJG/8U2+yd94mTfyPx7J//iXR/JI/uVt/t2J8TZv78R2WrurfdY+bJ+199qH7cP2Xjxt77UX42k8bS/G735Gfjl+Mn45fiF+Mn4yfiF+Gn4hfgd+Gn4afgd+An4Hfv9PwE/A7//xv/8H//gf/4N/6w/uWf3W39qz6k31rHo1vaneVK+m79Kr6RH0XfouPYI+2iPoeX20j/a8vtbz+F99ra/xv3hc/C8+FI+Lx8WH4kHxofhEPCgeFJ+IN8Qn4uXwhnhDvByeDS+H18Kz4dnwWngqvBa+CE+Fp8IX4YPwRXgYfBA+CA+DZ8HD4CfwLHgW/ATeAT+BZ/IOeAc8k0/yTD7nk3ySz3kan/MzT+Np/LwP42ee3Yftw3h298WzPL372n3xNK/yNA/kVV7lgbyPB/IBeB/v4wPwTT4Az4Fv8k2eAy+B58DT4CXwEnga/AueBm+Ef8G/4I3wQHgjvBUeCA+Et8JH4a3waPgofBQeDU+GR8Pz4cnwZHg+vB6eDw+J18Pr4SHxjnhIvCjeEe+IF8V74kXxt3hPvCf+Fj+Lv9Wz/Cx+Vs/yw3q2z/HD+GF9rqf7XE/s6Z7uif2vJ/YD+l//6wf0y35Ab6Ff9sveQj/tLfQ1+mk/7Wv0GPoafZQeQ4+hj9Kz6KP0XHoWPYueS3+j59Jj6W/0N3osPY0eS4+kp9HT6JH0JHokPYqeRE+iR9FH6FH0C/oIfYR+QS/tF/TMXtpLe2Y/7Jn93Q/7YX/3tv7u3d7W23q3l/UuX6uX9TK+Fh+Lr8V34mPxsfhOPCa+E0+Ix8Rj4gnxfnhCfBneD++HL8OP4cvwTPgx/BieCT+EZ8KH4IfwQ/gQvAU+xG6Mt8Bb2I3tsPZbuy6+3XXxM77lW37G6/yMr/E6r/M1/vjL8UPxC/FD8YPwC/EL8YPwO/CD8DP+DvwO/Iy//2f80b//9//oH/yje1o/+Af3tHpWPa0eT8+qZ9Xj6dX0ePoGvZpeTd+gR9A36PEeQY+gx3tej/PCel7P44Xxv3hhvCn+F/+LN8WH4k3xjPhQfCieEZ+IZ8TT4RPxiXg6vByeDs+Fl8PL4bnwWngu/BFeC6+FP8IX4Y/wMfgifBE+Bg+Dj8FT4GHwMHgK/ASeAr/kJ/AT+CXP5Jc8zjN5Jo/zOY/zMJ/zOQ/zMw/zKz/zM7/yLL/yNc/yLF/zNF/zPk/zNO/zQN7nDfBAHsgb4APwBngPfAA+AO+B58B74HHwHHgOPA6eBo+DT8LT4GnwSXgjfBI+C2+EN8Jn4a3wWfg1vBXeCr+GR8Ov4f/waHg0/B+eD/+Hp8Tz4fnwlHhIPCU+FQ+Jh8Sn4kXxqfhcvCheFJ+Lv8Xn6mP+Fn+rj3u2j/u8Z3u2z/tcn/fOPtfnemdP7J29g57YE3sH/YDeQR+jH9AP6GP0FvoYvZbeQm+h19LX6LX0a/oafY1+TR+lX9Pb6aP0UXo7PZfeTi+n59Jz6eX0WHo5fZkeS4+lL9Mj6cv0T3okPZL+SY+if9KH6FH0KPoQ/YI+RF+gX9Av6Av0zL5AH+yZPbMP9ncf7Ov+7u++7t2+5nv1bu/yvfhafC9+FF+Lr8WP4jvxo/hFfCe+E7+IJ8Qv4tvwhHhCfBu+DN+Gf8KX4cvwT3gm/BNeBc+EZ8Kr4EPwKngbH4IPwdt2Y7xtJ7Qb243thHY/u5hdyD5kF7Lf2IfsQ/Yb+4j90D5mF7OP2a3sYnYxu5VdCC/cbfH9bmtfxPd8vy/aD+2L9jz7of3Qnmcfs3faYe2adk07rB3PDmv3s+PZ8ex+9i67nx3M3mXvsoPZgfxy/Iz8ovyM/LZs+Zn5bfm9efPL83vzCxTo1+gX6Bcp0g/WL9KvVCng+iv1mwVcgetvFnD2m/VTpQoo/1T9NAFloPzT9Av20/RL9Av2C/ZL9Av1S/Tb8wv1C/Xb8yv02/Nbs+ZX57fmlyXL78svy+/Ikd+T35FfjRq/Hr8aPxEifil+In4SJPwu/CT8otHfgF/01/e/4K//1fXv9qv7Yb/b79YP+6n9sH7WT/2p/ay+Vj+r79TX6mv1nXpRfae+T5/+UN+nFyOmb9OL6Z046af0TvocOXohfY5+xoz+Rz+jBwKkX9ID6a9c6b/0V3o6dPo9PZ1+0qT+Uj+pX7Wqh9Wv6oMF64/1wX52f6w/9rN/uJ/9Gw5/x9/wN53+GPymvxIlfiZ+JX5AgPyI/ID8wID5ofmB+TFi9MP0YwRc/jD9MAGXQAPAJXAF0ADQAHAFkAZwBbBJE6AUYBOgGjXANkA1wEGDgIiAg4CZMgFDATMBZ80C5gLOAhYr5r/AYv7Nf/3Xv/m6f/ODQb/pB30AAHwIPgD/wQPfhv/ABwHCLwJUBZwFzASEBdQEvOQXfQB+0I/6vu8D+gB6AF4AhgGqATbx3fh4/Cz+1AfhP+hl9Cr6HX2WXkzfpyfT0+mv9GF6ND2UnlRvq8fVE+tT9a56TX2nflaPql/VT/pF+BV/yR/wN/zZfbF+2K/+Vfll+a35ufkt+Sn5zfnt+SX6kfm9+W353fkx+oH5sfmF+fH5NX/Rn4Sfh1+J3xQIArgCuAQmAAoAIoEOgEOg9CfoF+kXyC/hF/FB/Ir8nPy4/HL8gvxQ/GwBa8AbqAqYCWgJaAmYCTiod9Kb6HPk6HP0I/oZvww/C78Nvw0/Cz8Yv1I/Sr9ZP0q/Sb9Zv1m/ST9V/gq8BYQFvAU8dQqoyb/5uR/0c5/3g37Q5/0isJhP+zef9m3/5t9828+BqoCrgLOAq4C+gLOAs4C+gMWAvoDAgMWAxYDAfNr3fZ3v83X+PPurPwOH+au/AocBbwELACsApcAKwAcPgA6ACYATgAKAE4AUKAALACkALVgAVgCCAQoB+gAKAc6YAfQA5AMcAwQDHAOcMgUoBAgCaAK4AmgCGAS4ArgCGATYBBgEqATYBNgEqAQYBqgJ6Ah4CegIGCgQkA8wEDBOHOAYYBhgGaAaYBlgH6AaoBpgH+AgYB/gH+Ag4CDgH6Alv+grfQC+0hfgA/AB+AL8B74Av4D/wH/gF/Cn/tRf4IPwF/gMfBA+CJ+BX8Jn4DfwS/gl/Ab+Ad/3o77Td/pR34Ef9Vn4DnwHPgu/hY/Hf+Nn8d/4W7b4LPwt/pMnfoueR1+il9GX6E+c6FX0VnoXPY/eRb9iRV+iz9JT6cX0VHocvZheTI+jd9Lj6G30TnonvY3eRD+iF9HP6EX0LfoZ/Yy+RQ+kb9G/6IH0L/oiPZAeSF+kv9IX6Zv0V/orfZOeTD+nN9Jb6Y30Pnz0LnoVPYx+Rw+jDxKkh9IH6ZUo6cP0mnpJfadeUp+n79R36vP0ffo8fZ2+T9+nr9Nn6Sn1Zvo5vZkeDJjeSG+oD9WT6kP1p071tn65HlhPrAfW6+qJ9cR6XX2qvljvqx/W++pl9cP6Yb2sflYvq1fVz+pn9ap6TX2qflTvqh/VN+pd9a76Rj2lvlEfKFBvpg/Tn+nR9Gf6P396Q/2fPlGiPlRPpn/T0+nf9Ih6Oj2dHlE/qUfUR+on9ZP6SD2qn++3/CF/y5/T+UPwc3/3z/e7f7r+W/a2+l09rn7Xr+1x9bh+7c/9tb/35/7c3/u7f8Xf75f8/X612i/3q/3iuAfWB/vNfvZv9tv97J/92/2Av+bP/0V//m//RX/R3/7rf/uP9ut//Y/2q3+03/yrf/Vv7ov1qPpW/aq+Vd+rX9Wv6nv1wfpevbE+WB+sN/ab/dj81PzC/NT8qFD5JfkZ+Un5bflJ+Vn5bflt+Vn5kfk5+Yn5cfmJ+ZUp86PzK/PT86Pz0/Pr0+eH6Efmd+b35nfmZ+f35vfmZ+cX6Gfnh+cX6Bfoh+cn6DfnF+e35xfnN+a357fnN+a35jfm1+W35rfm1+VX5afrJ+fn5ifn58XLb8lPxG/BT8JvwS/AT8JPwi/Ar/lj8Wvwi/Br8CNA4Ff8OX8Jfgh+CX4OHPw4/IA/5m/4Y/4K/Ia/4a/Ab/or8Jvwm/6mvwk/Dz8HPxA/Dj8QvxEjfjN+NX4dfiJ+HX4VfiJ+In4Vfgt+R34xfjV+MX4nfjV+NX4nfh1+S34+fkp+Pn4rVvxY/Fb8Pnz4NfhR+U35JflN+d248YPxu/GjQeO34Vfl1+SX5dfkJ+SX5ZflJ+R35Cfkt+N35Hfkt+MX4+fh9+JX4vfix+NX4lfix+MH5MfjB+UH5AfkB+UH5gflp+UH5gfmp+V35zfiZ+M342fjhwPHr8gPx48Jk58ToAMgAeAQSAA4YACQBtaARuANNAKTwBt4A5NAJDAJRABEApFABMAEP00/QL9EP0A/P79Ev0Q/P785vzu/QT9Gv0HA98foxwj4ApfAF8gDl8AlkAeC+E36Sfqp+kn6Lfqp+qn6Lfpp+i36Kfpp+mn6KfoB+vX5Wfoh+ln6ceL0s/XjBKx/tn62gDWw9rPwQ/GD8UPxC/KD8YPxC/JL8gvyw/JL8kvyw/IL88Pyg/ML8wvzg/Pj84PzO3Tol+l36JcqFZD+pQLaQBpIA23gEGgDd+AQOATuQClwB/5AKVAK/IEFgD+wBxYAFgD2QAHAHsgDCgAKAPKASCDvZwyIBCJ/xoD3z9ivEvAG3r9KP1u/Sr8/P1s/W78/P0S/P780P0Q/RL80Pzq/NL8rPzo/Or8rPy6/K78hPy4/Lr8hvyK/IT8XvyK/Ij8Xvxk/Fz8Mvxm/GT8MPw4/DD8DPw4/Dj8DPwQ/Az/iD8EPwY/4Q/6IP94P+UP+eD/fj/djf76f78f+3B/b3/q5P7e/1ePqb/Wlelw9rr5UT6ov1SvqSfWkekW9oV5RD6c31Bvq4fRoejh9lR5Nj6av0kPpq/RDeig9lH5Iv6Mf0vfod/Q7+h69jL5Hn6SX0cvok/Q8+iS9l55Hz6P30lvpvfR6eiu9lV5PP6fX02Pq5/Rzekw9pR5TH6un1FPqY/Wu+lg/We+qd/WT9cR+sp+uJ9YT++l+uZ/up/zlfrmf8pf8KX8Pfslf8vfgF+H34KfiF+EX4afix+Kn4ofkx+LH4ofkp+SH5Nfmp+Sn5Nfm5+bX5ofq5+bn5ofqp+uHCsjgp+unC8gAeAHIAJgDeAF4AZgD6AOYA2gF6APoA2gFCAZoBVgHCAYIBlgHyAdYBxgJyAfIBxgJeAkYCWgKeAl4CWgKCAtoCvgLCAsIC/jLX4G//Jq/+qtf831+zR/6Pt/nD/2oP/QR+FE/6iPwWfgIfB8+C5+F78PP4vvwq/hZ/Cx+Fd/NT9CP0C/Sj9Dv0S/SL9Lv0a/U79EP0q/Ur9QP0o+SX8Sv4tvwq/g+fBu+Dd+HD8H34SPwIfgQfAR+00fgD/2m3/SHvu4P/Zqv+7pf81+/Bvzlv/4L/AXMBfwFNAXMBcwFNAUMBTQFjAQMBQwFjAREBIwErANEBEQErANsA6wDtAJsA2wDtAKUArQCzAGUApQCzAGkAcwBZACkAaQBZAA0AGTwQwU0ADTwQ/XD9EP1a/PD9MP0a/ND82vzQ/JD80PzQ/Ij8kPyU/Ej8iPyU/Ez8VPxe/Az8TPxe/Bj8HvwU/4Y/Bj8lL/jT/nT/Y6/40/3w/10P9kP98P9ZP2xn6yP1R/rj/Wxelh9rB5TD6uH1WPqL/WYej39pf5Sr6ff0+vpvfR7+j29l/5L76VP0n/pv/RJ+iV9kr5Hv6Rf0vfof/Q9+iH9j/5HP6QX0g/pq/RCeiF9lX5KX6WH00/pp/Rw+jY9nF5R36Zv0yvqD/WK+lL9of5QX6oX1Zfqb/WielH9rb5Wf+vH9rX6Wj/2p/7YH++n/tQf73f78X7E3+13+xF/wR/xZ+AX/AV/Bn4DfgZ+GH4DfgN+GH4Xfhh+Ln4Xfhd+Ln4pfi5+Q34pfil+Q349fkN+V349fj1+V35Pfld+aX5Pfk9+aX5ffml+f35ffl9+f351fn9+lX51fnV+lX6FfpV+xn6FfoV+xn6hfsaAvF+oXygg7xcMyAP2v2C/YMAeKAN74A+UgTLwB86AP3AHzoAz4A5cgTvQBq7AFWj/YAHtX6ofrB+sX6pfo1+q36Ffo1+j36Ffnt+hH5xfnl+eH5yfmR+cH5afmZ+ZH5ZflB+WX5BflF+UX5BfDuAA4A9IA38/YEAaSP+A/TL9gP18/TL9Mv18/fj8fP0M/fj8+PwM/dgAPQCfwAvA568Y8ALwwq/YT9ev2M/RT9dP18/RT84f52/0A/ob/ZF+QD+gP9Jv6Y/0f/ot/Zb+Tz8ooCggKSAuIC+gMGApIC1gLeAnoB8gICAlYCXgJKArn+hDfQX+zHf9pZ/zdz4LPOarPg7IATgCWAMYAtgCiAEIA/gCWAQYBXgFSAS4BAgFyANoCKgIiAcoCJgI+Ab4BbgFaAfoA/rA6c/Ujxdw/gf8CP7gz+KX8Xv4pfxdfiR/nB/Qb+bH8oP51/y4flo/q9/X/+qv9dv5/fyKfjz/or/Pf+if9FP6Qf2lfkt+0u/gYwBCAIoAnvgF/MA/95v4cBb5e/wiPhm/il/CT+IXAdqAOpD4c/U79fv1o/phSfrJANcAqQCxAKkAgQABJgEeAwbzVWAwoC1f9VWgLSAuoC2gLCAuIC6gLKAof+bDvuvDwFi+67vAWEBXwFjAVkBXQFfAVsBKQEHAQsBEwELATp2ApYCdgKBAAXkBDQEZARUBGQE3ARUBFQE3AT8BNwFHAT8BPwFHAWkBRQE9AUkBPQEhQQJSAkICLloE9ON/8KW+Al/qM5k+0c/5u7/zdx/p7/ydj/STPtIf4Cf9pD/A7+AT/Z8P9X/+fftA//ZtNh/n2/y6Bh4D8gL2AgoD9vJ5QGFAYT7P74G0gLqAtYC6gMaAtYC1gMZ8FmjMj33WZ/3YzwFhAFUAXwBVADMAXwBfADMANwBFAEsATwBLAG0ATwBPAG0AeQBtAHUAeQB5AHUAlwBDAFMAWwBTAG/cABIB3gD26AGMAgQC/AFMAvwBdOECWAPoAsiCBZADcAnwCRAK8AmQCxAKEAqQC5AM8AswC3ALMAvwCHALcAvwCLAI8AhwCLAIsAhwCBAGsBLwEXAS8BEwD3AScBIwD9AOMA9QDtAO0A5QDvALMAqwCvAKsAoQDRrgGyAaIBs2QEFAP8A9QEDAPcA0aYBrgGmAZ84AqQC5AM0AyQDNAOEAyQDJAOEA8QDhAPUA8QDxAPUADf3xz//Bn/+JxH+Af+t///h//9kf//E/+/kf+Pd//vd/++d//rc+sb/9V5/Yv/qmfGI+Md+UL8pn5Lvyb/mufFu2/tev4QfyGfmB/ESJfFe+KX+UL8of5bfxRfmi/DZ+GH+RD8nf40PyH/l7/D3+I1+P/8hv5OvxG/mHfD2+Hv+Q78Y/5BPy3fhufEI+Hh+On8dP4+fxB/lp/DT+IL+OP8hH5Nfx6/iI/EV+Cf+A/8E/4Bsw4Ev9Nr4aP4yvxg/gh/HD+AH8pR/Af/pLf+k//ZnfwcfhY/Bx+FN8DD4Gf4rfxJ/ii/Gb+E18MT4cn+f3/N7v+Rs2+DX8DT4JEn4gYAZgBOAGYATgEbgBuAF4BDqBHIAagCOAGoAAAACnQABAJhPoA+pAIJAIBAIPAIlAIvAAEALwAFABEAIQAlABUARQBwwCm8AgMEAAIAZgAOCCBcAQv2HAGKgDxsBeDxgEHoFCoBMoBNKATqATSAPifrJ+r37Dfq9+vXoB49+pX6vfr18roOz36/cLKAPagDKgC7QBbUAXqANpQBiIA8I/WkAcEPej9RMG9AFvQB94+xED+kD/Rww4/4j9agFn4Pyr9TP1o/Vb9RP2W/Ub9RP2E/Yb9Yv1G/Xr9Iv16/Tz9Iv1i/Xz9HP18/T79HP1c/X79Dv1Y/UD9ZP1A/UjRer36mfqJ+rH6yfqt+nH68frt+nH6rfpd+nSD9Rv4//wc/g//Ad+Dj+H/8Av4D/wG/gF/AJ+Az/wH/BPfwT/9Neg4ffwa/hBgPhZ/Dz+ET+Kf8Qf4kfxo/hD/BD+Jv+O38a/49fx2/ht/Dr+Dz+T/8bP47/xz5jxj/hZ/Dl+GX+OHwiQH8kP5Fei5JfyY/mt/GB+K78RIz+T38hfpMh/47fzz/n9/HP+MmX+NX+ZX4yYH8sv6Xfzk/nd/G1+Mj+Zv83f5G/zV/mb/E3+Kv+OX8rv5e/ye/nDhPnT/GF+NWr+Pr+aHw6cH88P6m/1l/pb/a7+Un+p39XP6nf13/pZ/az+Wz+uH9fP66f18/p7/bR+Wn+vv9bf6//11/pr/b9+X7+vX9f/6tf15/pf/a/+XD+qP9cf60f1o/pj/bD+Q3+hf9Jf6P/z51f0//n58Pnt/Hj+Pf+if88/aNBP6R/0G/op/ZR+Q/+hH8Uf5OfxB/mp/Dx+Hj+Vn8lP5T/zM/mZ/Gd+MP+ZP88P5gfz5/nX/Hn+R/+af83/6PfzP/ov/X5+P/+lX9F/6ef0K/oV/Zz+ST+nv9M/6Z/0d/op/Z1+TD+ln9KP6V/0Y/oh/Yv+RT+kv88P6b/z9/n7/Hf+NP+df8yf5k/zj/m7/GN+KH+Xv8sP5UfyQ/l9/Eh+JL+PX8bv4yfxy/hl/CR+Dz+Jn8Hv4ffwM/gR/Az+44/gR/Af/+B//Gt/8A/+tT/+a36uP/5jP5d/y8/lV/Jv+bf8Sj4jv5JvxGfkM/KN+DV8I77Qr+HX8IV+7wt9md/7vS8DCvNlQFRAYUBhQFTAUkBUwEbAUsBSwEbARMBGwDnARMBEwDnAN8A5QC3AN8A3QC3AK0AtQCPAK8ArQCNAIkAjwBhAIkAiwBjAFsAYwA7AFsAWwA5ADMAOwCgQAxADMApsAqPAHNgENoE5UAfMgW0I6CCgg6AIAiEIiiD48AHBBQQfECSTCIYIkgja9kAxBO2BUAeKHSh2INSBXwhEIQCFoBWCVghAIdCFABQCTwh0IdCFwBOCWwg8IfiE4BaCWwg+IbCF4BOCUAhsIbCFIBSCXAhCISCFIBeCXAhIIdiFgBSCVAh2IdiFIBUCYQhSIXiFQBgCYQheITiG4BUCWgiOITiGgNa0neqZ4pm+mb6Z4pm2meKZ2rEzXTO1M6VDZ6pmSmdap86UzbTO9M6UzZTN9M7UzfTONM/UzdTNNM8UzjTPdM8UzhTOdM80znTPdM40zjTOdM5UzhTN1MxUzlTO1Mw0ztTMtMw0zjTOtMwUzrTMlMwUzhTOlMzUzZTMVMzUzdTNVMyUzVTMFMyUzZTNFMxUzRTM9MtUzVTN9Mt0zfTLNMx0zXTNNMy0zTTMNM20zbTNNM30zbTLlMvUzJTLdMvUzNTMdMu0zHTLVMu0zLTMVMuUzFTLFMuUzJTMFMtUzBTL1MpUzFTM1MoUzNTKlMoUzBTMlMr0y5TKtMr0y/TLtMo0zLTK1Ms0zDTM1Mt0zHTJVMlUyFTIVMkUyFTJlMkUyBTIlMk0yJTJtMk0yDTItMl0yLTJ1Ml0yHTI1MmUyNTJ9MmUyJTI9Mm0yPTJFMq0yLTIFMrUyBTKVMrUyNTIVMr0yNTLtMr0yvTKtMpUybTKlMpUyVTJlMqUyZTK1MqUyZTJ1Mq0ydTKFMu0ybTJFMvUyRTLVMvUydTJVMv0yVTLdMv0yfTJdMsUynTLlMsUyhTKlMtUyvTHFMi0xrTGFMjUxhTINMjUxtTGNMj0xjTIdMj0xvTGdMgUx3TIlMgUxxTHlMg0x5TItMg0xzTHtMhUx7TI1MhUx1TH1Mh0x9TI9Mh0x3TH9MiUx7TLNMuUyzTLdMqUy5TLdMpUynTKNMlUylTKNMn0yDTJFMn0yPTIFMmUxxTJ1MeUx5TH1Me0x5TF9MMUxRTF9MO0w/TDNMK0w7TDNMKUw7TG1MaUxpTG1MaUxNTG9MaUxJTE9MZ0xfTGFMd0xXTFFMe0xRTHNMe0xbTFNMfUxTTHVMfUxdTFVMcUxlTHdMcUxhTGdMc0xnTHlMc0xjTGlMdUxpTHdMZUxlTGdMb0xRQ4hU4PTA9MoVMFUxBTC1MEUwRTC9Pn1MI0wfQ5fU4TTI/TBFMB0+P0OBUwJU4FTAFMiVPiFMA0OAUwHTANToPTAdPidMB0wbQ4LU4XTJHTBdMLU+QUOb0whU4vTEVMoVPoVMRUAQIZwe5AMQQ7BP2BYgeKIegRDBH0CCYgGCIYIpiA4AKCCQh8ILiA4AICHwiEIPCBAA0CIQiEIECDgA4CNAg6IaCDgA6CTghKIeg0zRGUQlBqmk//aT6VMf2n/1TGdDklMHUwjU4dTKfT6DQ6nU6b0+mUwbQ5bU4ZTJ1TBlMJU+fUOZUwlU4lTDVMpVPpVMPUwFTDNMPUwNTANMN0wjTAlMNUOeUwjTBVTpXTCFMC0whTClMCUwJTClMHUxPTEFMVUxXTENMP0xBTDNMP0w9TDFMKUwxTCFMKUwpTCFMHUwjTBlMHUwfTBtPptMH0wXQ6nU4fTBlMH0wrTBlMGUwrTCVMK0w3TCVMJUw3TDVMN0xHTDVMNUxHTDMIYCUg1ADZAJmAUAJ4CQglgJMAXgJ4CeAkoJUATgIyCWgloJWATAJSCcgkAJOAVAJSCcAkoJQATAI0CSgloJQATQJUCdAkAJQAVQJUCQAlgJYAUAJkCaAlgJYAWQKGCZA1wBUwTMCwAe6AN3ks+Ss5TBkrVaWrHKFEoSSh/KIMo+yiZKFsoXShfKE0oXShHKI8oiSiTKWEpVylVKWcpUSlNKX0pFylpKTkpJyklKRMpJykXKSMpFSkbKOEo5SzHC4DLJVL6XK5VC41LDcsSyiPLWVKY8vbEuYtfUtQS1LLT0tRS0tLU8tHy09LTctJy05LScs2Sz5LOEsuyylLKks4yzhLMsswyy1LL0sryx/LKUthS1tLYktjTN2SWBJWclZSl3JX9kqjUlfeSl9ZQElAOUDJQ6lDCUTJROlDGUW5R4lH2WeZYBlc9ksUSxlLEEtZy1HLW0soyzLLKEx16YspWw5j2pgzs2f+TJ5ZgCmAOSEpK7kr+Sr5KrkrSSsJLCksOSw5LClMySZrJYklgyWDJYkpZUpcmVPulDklTSttJa2czZStcqZcV6VMGUAJQGlACUC5QGlAaUC5QNlAmUB54ICSgPKAUoCSgJKAUoASqnwqncqmsql0Ko3KEkoVyhPKE0oVyhXKD0oQyg7KDkoQSgtKLsonyirKKsonyiVKO8o4SjbKOMo0SjZKNso0yjXKFUoZyhnKGUoZShzKJEoZyhjKGEoZShhKIEohSh5KIcohQ5RElJuUnZSWlJaUnZSOlGCUY5RolGOUbdoo5SwhLBUsGywVLJHIZXQZYpljyWHJYZlj2WJZYIlgmWGJYFmhwvLEMsFywhLEcsKyQ4clCqUrZS5lLWUtZS4lLuUwpbDlulyVwpbysl/mlvfyXuaWtqVwSVwCl8Alcekv8yW9xC1xS3pZL/1lcfkv/2VxeVyqWq5amlqaWq5a4lpiWl5aUlpSWl5aJlqOWaZZqlmqWaZZ6llmWYJZdll2WYJZnlmCWbpZnlmeWbpZrllCWUZZwljCWEZZUlgqWSJZOlk6WSJZNmG+zJ85ZA6ZP9PJRMFMwWTBZMFMwTyRdJVslYyVbJWEBSupK/kq6SopK+kqGStW8lZyVhJYUlcSWHLYsOSvpLEksWSxZLEkseSuJLFkrVpJWslbSVxJWUlcSV5JWUlZSV7JXUleSV/JXcldSV/JYslfyV5JXcleyVxJXUldyVzJWMlcSVvJWMlYSVvJW8ljyWFKVakmhynd5DAlq3SVrpJVyspXCStbJaykKVtlq6Qp7aQx5ZskpnyVbZJYkpiyVcqUtVKnU95KXZkrb2WuxOGUNSVOebspZ2WsdJWzcla6yprSVcrKmrKmlJW1clfiyl6JK3c7Ja+kKW1KW2lT8pS20lbylDslT+lT7pQ7pU/JK3XKnvJW9pRA5a28lUClrwQqg0FlUhlUIpHKqJKBUoFyqlSgJKCcKqdKAsoCSgZKCEoFSghKCUoFSgVKCcoEyqhSqgSglCoRIFAuUCJQOlAuUC5QOlBWUDZQLlA+UD5QLlBaUC5QVqig7KDklT9lr/wpi8pe2SuLSqOyqDwelU0lVMlUOpVMJZGoNCqJSqHSqDQqhcpduVQqlUmlUjlUJpVJ5VDpK4fKX+krfeWv1JUBlEslAOVSmVQCUAJQJpVR5VM5QOlUDlASUDqVTiUBJVSZQglDqUIJQylDqUKpQilDuUKZQqlCiUKJQqlCSUKpQlmihNKD8oOShRKEkoXShQulCaUH5QYlCeUGpQglCSUJpQjlCKUJZQglCGUIJQYlCCUIJQalBSUG5QWlBaUF5QXlA6UHJQflBiUHJQUKSglKCsoIEZQJlBCUE5QSlBOUGZQSlBKUGZQblBmUGpQblBuUGpQilFWUYJRclGCUaNAozSivKMuUUdJRllHOUdJR0lHOUQ5SmlF6UXJRelFqUXJRclFqUT5RalFKkaKEomyipEJFaUX5RdlFaUVpRdlFGUXZRTlFGUUZRTlFyUR5R+lGKUcpR+lGiUbpRqlGiUaJRqlGaUZJQ4lFmUWZRYlFKUaJRUlHKUYpRklHWUe5RplGGUYZRplG2UWZRrlF2UXZRblFOUXpRIlDqUSJQylDqUSpRClDmUT5QulCSUNJQ+lCiUXpQtlCiUWJRdlCeUWpQ5lDGUSZQ7lDGUQZRLlDiUQJRKlD+UP5Q6lDWUSpQxlEWURZRBlEaURpRBlECUUJRRlE+UQZRIlE+UT5RIlEuUTpQ9lDSUTZQ3njhpKH8obShpKHkofShlKH0oayhlKHUoeyhjKH8oiyiZKIsokyipKIkogyitKHcpbylhKV8pYyVizlKSUsZS/lKmUvJSvlKuUqJSulKWUtZSulK2UrZalSSlHKUspQSlFKUcpQykpKV0pRSlJKUkpRylHKTcpUyk7KVMpVq5SelKeUoJSolKCUmZSolKiUmZSqlKOUopSclJyUopSTlKKUlZSTlJOUlZSSlIaUmjQpMyk1KT99UqpS5lH++aMUpKSknKSMpIyknKRUpJykTKRUpFSkTKQspFykVKQUpBSkVKTso1SkLKTso+yjLKTco/SjJERI6UhJSNmokdKS0pMSk7KTEpMSkrKTspMSktKREpKSkdKR0pGSkRKQkpEyUCAlHyUo5SVlJuUl5SNlJmUm5SPlIeUjJSJESj1KPMo3yjjKN8ozZ5RplGeUZJRplGmUZJRblHWUdJR6lHqUdJSHlHSUg5SHlIeUg5SGlHeUcpR8lHyUcpSAlHKUcJSAlICUcJR+lHaUeZRxlHmUfZRxlHGUfZR4lsklcblcLpfEpXJJXAqXyqVyKVwOlwOWxaVz6VwWl8wlcnlcRpfHZbG4HLC8sDyw1LA8sIRClxuW0qVyKWApYKlcFlgqlwECLBEsTyxVqFg+WZZYrlhqWK5YflhqWGpYflheWN5YkljGWJJYZljGWMZYZlieWJJYelhmWHpYOlhmWGZYOlgWWDpYMlgWWBZYMlgKWA5YElhGlwSWD5bRZXT5YNlg+WAZYdlg2WAZYTliyWEJYRliCWHZoMFyhJKU8pXSlfKVUpbSldKVUpYyl1KWUpcylzKXUpcSmHKYEpdSmBKXMpdSmFKYMpcSmHKWcpfylnKX8tgxpbGlbFkrjS3rJa00pjS2pJeuEpgymFKYMtiSVQpTCluyS3nJLuN4aSthKXkpeyl5KYkpeyl7KYktXyWxZbt8l++yXe6UrJS9lLSUtJS9lL6UvZav0pfS1/JdqktXWUxpTFlM+UtpTGlM+Ut5S/lLaUt5S3lLaUsZa3lb8pa9ZW/JW1JY8pYSJCxhLHFLfZkv9eXzuYQun0sAAJYblgeWzSV02VzuS+gSutyX+fJe8st+yS+NxmWCpXFpwMBywlJdvkt4CS/fJW/5LndL3pK33C19y+SSuSQumcvikrgkLotLf2lb5pb20l7mlvIyt5yX8lJezst1GVz+lv3yt9Qt+2W/1C1zS92ytswtc8vacl6KWppajlqOWppa3lqaWuJa3lreWuJa6lruS3yZL/ElbZkv8yVtSS9py9mSXtLL2dJd0lqiWsZaxlqiWp5a0lqyWqJaslqmWqJaolqmWnpanlqiWpJaklqiWn5aolp6Wn5aflp6WmpaYlqqWl5aqlqaMrW0tAS1/LTstOy0/LSUtPy0fPRoeWh5aEloKWlJaOloKWkpaeloOWlpaVlpeWlZaYloeWl5aYlomWi5ZunGzbLO8tBS0JLQUtDSjp3lnaWdJR06yzXLOks8yztLPMtByzvLO8tBS0LLQctCS0JLQstCS0dLREtDy0RLQ8s8eZZ6lnmWc+Ys1SyzLKtUWdpYall+WV5ZflmCWV5ZXlmCWWZZWllOWW5ZbllOWXpZTllyWXpZellyWZpZjllKWaZZSllGibIssyyzRLNMs0Sz3LNMs0yz3LPUs9yzBLTUs9SzBLRMtAS0XLRMtEy0XLSktPyyFLMEsxSzZLMEswSzZLN0s2SzfLN0s3SzfLOsswyz9LIksySz9LKEs/SyNLOEs4SzNLNss/ywXLFMsUyxXLF8sVyx7LF8sXyx7LHEsbyxjLH8sfyxjLGcsoyxfLKcspyyfLKkskyyNLIMsjSypEFjKWNJYzljKWM5YylCxBLEUsQSwxLEEsQSwzLBEsNywTLBMsFywTK4RLFksZSxZLGssZSxlLGssQyyrLHcsQyyDLLcsRSy1LK8ssSyxLK8ssyxvLK0YWPZYjliaWIZYmliqWMZYhliqWOZY6ljCWSZY5ljCWSJZelkmWSpZJlkGSTIUsiyxNLFcsXSxZLHcsVyxZLHsseSx3LIsseyx3LIkskSx7LH0sfSx7LHEsmyx5IJk2WTpZTlkmWU5ZKlhWWUZZSlhSWFpYXldElhSWE5XfaWQpZHlkqWR5ZFlkqWSpZFlkiWRZZElkiWSJZElj6WsZazlrSWs5a7di19LXcte/ViypaylreWtpa2lreWxJa3lrqWxJbElrqWxpgvk2WqTHYJjKky1SWwpa8lsGWupa+lr2WuJa1lrmWtJa0lrWWtJaulsCWx5bDlsCUxpm1JjKnTMXfMHbPJtDGbTJppY9qYNHNmypg8U2XyzJ+pMlXmz3yZBZhOpgCmk/n/zJ65galBA3PK3DGfzCbzyRwwgKmAOYDZoAFzA3PKRMBUwETAVDIVMBUwlcwmU8lEMpvMJhPJpJkimCeYJJgnmCmYJJgkmCmYJZgomCCYKZggmB2YKZgpmB2YJZgbmB+YGpgfmCpUME8wVTBXrGCyYKJgmmCCYJpgWrDAnMC0wKxQgVmAKYIZgnmCGYKJgXmCeYKJgamBiYF5gamBqYF5gTltMpvFZrBZbPJ4zVqT19Tpmm9zVxNYs1ZzWFOWk3W6TpyTdfrOm1N37pw8p+5M4yzjbLNstAy0ZOQU4uzhHMKMwpTChMIsw/TCXMNkxVTFnMXkxNzELMUUxOzDHLQMtoS1/MUMLn8tizGJy2NMIXMEUwbTQ1OSoSYlSU1GTULNR81CTTHNNc0wzWOz2Uw2TTRLNFM0UTRhNEk0QTRNNE80RTQzNEk0OTRHNDc0W6YwZrHm3kw2kU1f02/iz/fpPmVP+vk+Y2fdNOa0OZfOnnOAU5RTktMSUwmzCfMJsxLTE1NSc5RTdvaarJqMmrWacZppmnuadJplmm+aMpotmjqaRJpImj+azGawSaHpoami2aI5N+mm3hQ2pc3fSewpc/5y/nrKnLues6f6hJ/wU3XqcoZwUnBWcFZwUnAOcI5ynnK2crZynnLqYjphamFeYV5hamFiYaJhdmFyYXJhdmFmYcZhqmGOYaphihHDxMI0wiTCHMIkwoTBHMIcwoTBdMHkwfTB/MH8wfTBVMLMwmzCXMJcwmzCPMIMxRzFPMUcxaTFPMU8xaTFlMUkxLzDxMPEw7zDnMPkMWumztSZNTNn3pg282baTNdlzpgus22ZMrNlrisTZlJgMmC+YDJgzmC+YL5gzmDWaK5oxmi+aL5oxmj+aEJpMmkqaSppMmnqaF5pHmkmaSZpHmkKaR5p2mgKaQpp2mjeaE6bEpoOmhKaEyY0GTBXNWOmK6arZtyUm8Lm37ybd/Nv0ppzU2/2mr2m3iQ6hzl9PdWn6vTl1OX05bx1y9nKeezJsk5jzmFP1WnMaeypPuOn+pw942f8nD1p5ypnKqctZyrnLqctpy3nLicw566nzAnMCewpe7pOYs5jT5nz2DN+yp6yZ/x8nUsn7uw58aYuZ8/Za+pqjmr6atpq0mrSatpqVmqyatZqymrKatZyss1aTWBO1sk2gTndZqxmsGDO2Tlz1pyzc3bWmsecNSftpJ2rc236ah5r+mrSah5rHmvSasZqDnOyTWNNY07WaXOyThzOmXPmnL3T5uydttPmtDltZ+3cOXXnzDlz6s6aU3fenDVnzXlz0s6cc+jsnUMnkegUOonOo1PoFDqPzqCzdwqdu3N3Cp28k3cKnTwnzyl06k6hM+jUnboz6PSduzN39s7c6XP2zt7pc9pO2alz9pw6pwBnz9lzCnAOcApwIkDgrOCc4FzgpOCk4FzgHOBc4CTgHOAc4CTgXDpNOG/ccNpw3nDqcNpw2nDqcBZxTnBScHJwcnBScJZwUnCGcJZwlnCGcJpwfnFWqeKc4qzilCLFuWT5ahkq1HLTMtSSE6dlJCcVJxgwzjBOME4xzjDOME4xTjjOL84wzjLOMs4wzjbOME44zjbONk44TkFODs4SThJOEs4SThfOEk4bThdOF04bzhpLOEs+Sz9LPss+Sz9LP8s+S0VLSMtNS0bLTctIkZaNln+WfpaBloGWfpaMln6WipaMloyWipaQnDWcNpw9nD2cNpxDnDacRZxDnEOcRZxMnEKcQ5xLnEucQ5xTnEOcTJxTnFOcTJxUlnGWcJZylnCWfpZylnKWfpZ/nKKcqpynnKqcwYI5dTmDOYU5dTl1OYU9YScoZylnKmcpZ6xYzl3OWE5czl3OXU5czl/OVU5PzlROT85LzlTOVM5LTlDOTU5IkJx+nKOcm5ynnJuckpynnKeckpyinGmcbZx+nH6cbZySnG2cgpySnJKcgpyWmFuYYJhamGCYY5hamFqYY5hYmFuYWphSmFKYWphQmFqYTphQmFCYTphImFaYT5hdmE+YTZhdmF2YTZhZmHaYbph3mG6YZ5h3mHeYZ5hzmFWYYcIwzzDDMNOkYc5hvmHqYa5h6mGyYcMswwTDJMMcwyTDbMMcwxzDbMOMw2zDlCOHWYdphdmF6YXphdmFuYbZhYmGuYa5homG+YbphmmGeYZphvmFeYZ5hvmFSYX5hTllCpMJswhTB5MIkwhTBxMGUwczRgxmAGYPpg/mDKYPJg8ezBpMIMwbN5g4mDeYNmwwMzCLMIkwmTCZMIkwqTCJMI0wqTCpMI0wqzBzMHcwcTBxMHcwgzB3MIUIYSZhRmFCYSZhJmFCYQZhQmEiYQZhBmEiYQJh9mAeYfpgHmE2Yfpg+mA2YSphemKSYo5ikmLiwsWkxcTF9MWkxaTF9NXEMV0xWzFXMVsxQYFimmK2YopigmKKYmpigmKCYmpiUmJqYlqyxHzELNVUmZyaKrNTJyYm5iVmpEjMRkxTTFDMT8xPTFDMTExQTErMTMxMTErMScxQzEvMUcxLTEnMUcxRTElMT0xBzEHMRsxGzEFMScxBTEZMSUxJTEbMSsxHTERMSkxETEhMSkxKTEjMScxHzERMRMxETD9MRExETD/MP0w/TD7MP8w/TD5MOExITETMQ8xDTETMQExEzD/MQMxAzD9MQExMTEdMTkxHzEVMTkxOzEXMTUxAzD/MOsw6zD/MOMw/TDjMOMw4TDhMNcw3zDxMPcw8TEOGmIuYhpiKFDE3MR0xCzEXMQsx9zAXMRcx9zD1MPcw6TD1MPUw6TDZMO0w7zD7MPsw7zAHMe8wCTEHMQcxCTEZLSEtMy03LTMtSy03LTctSy1dLUstWy1dLV0tWy15LV8tXS1hLWEtXS1/LV0teS1/LX8teS2LLYMtfy2PLY8tfzGFy1/MIFPIFDKDTAlMmBkza2bM9PmYOdPH3Hcmk7kzj0emASaPmWPWzBxTZtbMmikzYWaOSWPKTBqzxpSZMrPGnDFvzPtm/pg1Jo45Y+KYPeaMOWP2mDezx8SZN/Nm4swf0wAzAZMBMwGzRQvmDGYLJg3mDOYMJg1mD6YDJgGmByYB5oMHzBFMB0wpkwBTyjQamUWmken7zBvzx0wyi8wkE8osMotMKJMAE8o8wCTAJMA8wHzAXMCMMpnMKHPJZDKZzCUzZy6ZQGbOzJlAps4kMoXMAMwATCETBlPIlMCEwYTBlMB0waTAXMBkwFzAZDIZMBkwmUwDzBxMHEwZTBlMHEwPTBzMDEwPTA/MDEwHTV3NUs1RzVLNQ4eae5qHmn36NOM0YzVpNWE1YTVpNSk1aTUrNSk1KTUrNR01EzUBNSU1ATUDBWpaaoJq7mpKau5q1mpKakpq1moyasJqUmo+aj5qUmoWalJqGmoWahZqGoIDp9mmCafpxk0TTPNNs06TTrNO88+fZqDmn6YgQU1LTUBNP81ATT/NOc1AzUDNOU06TTZNO802zTZNO008TTvNO3eag5qEmoWag5qDmoWaeJqFmnyaeJp4mnyaeZpXmlmyNM00tTTPnGmmaVZpYmlaaVppYmmWaWJpmjHTfNOU0nTipImkKaYZpvml+aUZpjmlGabZpUtTSvNME00zTRNNU4+e5p6mniai5p7mniai5qgmoqao5qjmqKYop9xk02zTXNNc02zTDNNs0wTTDNMM0wTT7NKc05TTpNOU0yTTpNOk0yTTLNMk0xzTLNMs0xzTtNKM01TTTNNU0/TSTNNM0/TS3NL00uTCpfmk2aQZpMmkyaQZpKmjGaS5Y0dTRtNIc0jzSHNIs0bzSPNIs0bTRrNGk0bTRtNGk0bzRLNK00gTS9NI80gTSxNL80jzSnNG00czRjNG00fzR9NHEwiQJpFmkyaT5pPmkyaT5pYmkyaU5pbmliaUppYmkeaSJpLmkmaUKM0pzShNKs0pzSlNKs0vTSfNIk0kzSJNHk0kTSRNHs0fTR7NHM0fzR/NHM0XTQbNBAmay6aBpgIFTQ3NAE0BzQJNAU0HzQLNAk0HTQZNAU0ETQdNBM0DTQdNB80DzWnzQJMAgSa0yaG5oamhqaG5oTmguaGJAUMz2ow2ic0BTWJTbw5oDmjqTQNNaRMAgCaEZormjaaJ5o2mDRvNE01l89mENqHNZ3PafDYhNKfNaRNCU0IzQLNAs9lsNgs0k80CzWUz2Uw2l01kU0WTRbNFk0UTB46mjiaOZo+mjqaOZo+mkuaMZowmjCaMZowmiWaM5oomiSaJ5oqmiKaMpotmi6aLZohmi2aLZoimh2aI5oemh+aH5oULTQrNC80KFZrMJoomieaI5ogmieaGJolmhuaG5oZmhiaGJojmg6aJ5oNmg6aJpolmg2YJJirmq1fMWsxXTFjMWsxaTFjMYExZTFrMYcxhTFpNGpNWE4dr3sxezFnMXcxdzFnMWMxZTFXMWMxYTFVMVMxeTGPMWUxjTGLMWcxZTGJMVs25CTfpJszk1aSbNJMXkxiTF9MWkxiTGNMWkxVzFzMW8xbzFjMWMxczFrMWMxczF7MW8xfzF7MWUxhTGLMWsxizFjMYsxizGDNYc2WWYh5rqsxjTWNTbapNY7NB09hcsKBZork2a8xizVrzZRZjFmu+zbb5oOlsNmg6m2yzQbNBk22qTZapq6k2VaYuZiemKWYq5ipmKiYw5irmKiawZswE1nTd5o1prCljEmvKmjaTGJNY027SzbU5a9aas2berDVrzbwZbPqaePPWvDXxZtzEm7lm3IybuabcVDaHzWdz2Pybz+az+TelTbtpa9JNW5Nv0k26yTf1Jt8ENvWm3gQ2DTSHzV/zb/6au+bf/Ju7Jq25a9ZNWpPWrJnDmnmzbwabfTNCM9gMNiM0KTQjNC00KTQpNC00PTQtNDs0PTQ9NDs0VTSPzWTTb/rNZBNvJpt7E2/izb2ZgzaAUoBOgFKAhggBBQENARUhAuriKeAJ4Al9qnh6eKZ4rk/d0/a0n7mn/OQ9+afuGes56onqKelJ6TnpGepZ6Hnoyeg56FnoaenZ5jnp6ecpaM+zzhPL88jTSJNYs5izdbJwvnCucKpwenCucIJwinB+cMp6zk5Wzk5OV05MTlPOSU5WTkpOUM5LzjNOO843zkDOPs46TjpORE47zVXNVs1TUCDQJ9AhUD/QQdBAUERQRVBGz13PY09eT19PXU9e0B2qhOrQHIqD6tAj1IcioQWgEKAOoA+gFqAQniyeNZ4mnssngeeBp4jniGeMp5dnliee54/nkScS5wknDBzOHE5AzkXOQ81OTVPNS9AzUDRQM9A5UC/QN81FTUxNSE9aT1hPV1AX0BVQENAL0AlQEM8DTwpPA08DTwpPCc/hU/gkPolP4dP5TPCUPp1P6fP5fBKfKJ4rnimeKZ4rnjeeFZ4XnhGeEZ4XngmcsJy8nL2cvZy8nrkTlbPYs3UWe9ae7bN91p67Z+2Jwz2Bz0/PVc9Wz1bPVU9Yz1nPU09WT1bPU89Mz01PTk9NT01PTs9ET0BPQ89Az0BPQ89Mz0TPRk9ET0TPRk89zy3PKs8vzy/PKs8rTzVPLk8tTy5PKlSeTZ5LnmOecZ5jnnToPAk9dzx5PHM8czx5PGM8oTylPIs8izylPHE0UzVdNXE1XTWJEXO2TgzOBk4GTgbOBs6ps+lkOp1OpvO+nT/n7Yxjp+o84UTh7ODs4EThzODM4sTi7OLs4sTiJON045zjXONc45zjZONs4ZzhlOGU4Zzh9OGM4czh3OHc4czhROLc4UTiJOIk4kTiTOL04QTi/OH84QTibOIE4nzibOJs4nzihOLU5Kzk/OT85KzkROWk5dzjvOO849zjNOPc49ziNOM049zi1AI9A40CnQKdAo0CFQIdAzUDXQM1A+UDXQNdA+UDxdPM1JzU5NTk1JzUvASNBH0EZQRlBH0EJQR9oe2T2JMYtH3+gvagOqgN1UFpGupCeVAh9If+UCE0CDUAlUKfUCnU6YQGnwOeC54CngueDRo8ATwJPBE8DzwRPC1YeFJ4Wnh2eFJ4Unh2eJ54Qp/Ip4An8hngKeAp4BngOeBp4FngeeBZ4Kl8HngeeCqfy6eKZ4pni2eLZ4onjmeK540bzyJPEc8PzxHPD08NGp4hnhWeKJ4XniieKVI8PTw/PDM8NTwzPB04eDZ4OngyYPAE8FzwfPBs8HzwxPBs8GzwxPDU8MTw5PDU8NTw5PAM8fTw3PC88NzwhPC88LzwhPBM8ITwVKDgKX1KeFJ4TnhOeFJ4mnhSeJ448WThpOXM5eTlzPW8nbycvJ73M3/ez9/vuXz+nkzmk8AzwBP5TD6TT+Tz+EQ+++fxeXz2T//Je+qeuWfuqXvKT91zfcpP+bk6Zz2Bz/8pfP7PZvPpfDaf0afz6XxGnwme0ef0meCZ4Dl9RnhCn8Yn8ml8Bp/IJ/IZfPbP4HN/9s/+uT9vz1hPVE9dT11PVE9eT1TPW7eeu57KZ/G5fBaf+nP5XD71Z/7Un71n/syfPWev5/CJP4VP/Ll7Cp/C5+4JfPrP/sk/+Wf/1D375+2pe+qet6ftiT99z93T96Q9d8/dk/Zsn6aeqlQ9Uz1JPU89Uz1TPU89XT1PPWc9XT1dPWc9aT1JPUU9Tz1FPS89Tz1PPS89Mz0vPStVegZ6fnpyeq56cnpu2vQs9az1fPT09PT0fPSM9KT0FPac9BT2lPWc9Jz0lPW09GT0LPQc9Rz1LPRE9Sz0DPVE9UT1DPW89az1hPR89IT0XPR89Hz0XPS88/z0xPTk9MT0bPTk9OT0bPRM9CT0VPQ09FT07NTpmenZ6QnqmemZ6QnqyepZ5rnmKee55unmKecp5+nm+edZ5innOec55ynnmeeZ5ynnOeg56CnnWegp5/nnWehZ6PnneegJ6AnnaegJ5xnnaehp6BnnSegZ6fnoKegp6Pnouef56Hnnuee553nnWeeJ6eno2ejp6Nnn2ejZ6NnnqefZ58nnqeep58nnKeYJ5knmqeVJ5onmqeWp5YnmqeaJ5vnmzdPOc8sTzLPKE8xTi5Znk6ef556nnaed556nmueep5mnmqeap5knlyeUp6SnlKek56RJzzbPOc80zzLPNM8zZ55XnmeeYcI8vzwRPfU88TzxPPU8vTz1PMU8vTy9PMU8ozxDPEk8RzxJPF88RzxHPF88YzxfPGHAeOZ41ngGedJ40ngGefp40njOeNZ4zniWKPE08SzxBPE08TTxBPGc8Pzx7PHk8ezxlCHjGeMp4+niGeMZ4+niKeLZ5mnlKeVp5SnkKeUp5SnkieMp5KnjieOJ46nj2eLJ4mnjWeNp4znkWeNZ4znkGeQ55EnkGeQZ5Enk6eTp4xnkCeQJ5BnkueQZ5OnEyXPMM8vTyxPLE8vTy/PI08szyvPI88gzyhPJc8fTyJPH08jzyJPHk8fzyPPHs8mTybPKk8nzybPKs8rzyfPK88lzyvPK88pzyrPMc8qzy7PMs8yzy3PNE86TzTPOk81TyTPOM85TyXPJU8kzyXPJc8kzyROIM24Kc6pNYc1ZTtWpNmc1bzVnNV81bzVvNV81QznV5q3mr+av5q0mLyfslMmauJyyZq8mriauZq9mrmYxp9HZOo3O39k6W+fvhJu/nK9Tdb5OmlN1qk6a8+cs4DTgTOA04IzgTOBM4IzghOCcOhs0cCpoFnMCnUYn0JlMOqXOpDMadU6dBZxNpwFn0+l0OgM4FTgBOKVOAE6oU+qUOqFOoxPqRDqNTqMT6fydNGfR+XMWnUrnz/lzKp1Op9L5dDqdTufTGcBJwznD+cL5wjnDucI5w9nCucK5wtnCqcIZw5nCmcOZwonCmcOZw4nCCcPJwrnCKcIpwrnC+cG5wunB+cH5wenBqcGZwjnCicI5wrnBicKJwrnBmcG5wWnBgvOBU4GzgfOB84GzgTODs4ETgzODM4MTg7ODM4DzgNOA84DTgdOA04DTgTOC04FTggTnBScI5wfnBecF5wdnBOcHpwZnBGcEpwYnBCcdpx0nGicapx0nGacd55kzzi7OLE4oTixOKM4nT5xRnH+capx7nGqcXJx7nHucXJxbnFycVpxbnFucVpxJnFGcV5xYnFecXpxYnFicXpxknF6cY5xknGScY5xonEqcSJxHnEicOZxHnEecOZw4nEqcWpxInFqcW5xInEicW5xJnDScPJwznDycQJwznDOcQJw+nDycQZxAnEGcRpxAnECcRpxPnEacTpxPnE+cTpxRnvZTfs7P+Sk7WT1l5ywnKycr5yynqSftWT/bZ+2s9WyfrbOWE5WzlvPVK+cnpydnJucl5yVnJmcepywnK6crpysnKycmJyvnpEnOSM5FzkfOSs5HzlChnKicoZyknKicqJyknMWckZyJnJiciZycnJicmJycnJ2cjpyKFDkLOTU5HTkrOR05DzkrOSs5DzkXOfU4BznnOAc58TjnOOc48TjZOGE5/zh5Of849zh5OXk59zhpOfU45zj7OPs45zjrOOc43TjrOOs43TjlOCM5DTkTOQ05+fBx4nHyccaJ42TjDOSs4yzkLOSs4zzkrOOU4zzkPOSU4wTkHOQk5MTjJORk5MTjxONk5EzkZORs5EzkTORs5OTkpOS85ETkROS85LTjvOTM47TjtOPM43zT7NRM1TTVTNXEhauZq8mreavZqtmqeat5qnmrGap5qnmqGaqpCeoF2qUL1Ai0BjQKtAm0CTQK1ApUDJQNG+gd6BioFagZqBVoFKgZqBloFOiZ5qbmp09NUs1cTVVNU01VTVRNU01TTVTNS01UTU+empyggqB8oH+gfKBmoH+gf6BmoGiaq5qnmqSapJqnmpiap5qampiamJqampCgWaBioFugYqBvoFugW6BvoF6ai5qKmpOaipqNGjUvNRs1IzUvNS81IzU7NTM1NzUnNTc1MTUnNSc1MTUXQbNAt0CfQJ9At0CHQLdAjRiB0oAigjKCDoIOgjKCBoIyghKCBoIGghKC7oFOgkKCSoJCgiaCSoJKgiaCOoJOgkaCQoJGgjJiBFUEVQRdBIUEXQQ9BIUEhQQ9BE0EPQQtVAjaB+oHGgh6B3oHGgj6BhoIugf6BvoGugc6B4oHygfaB9oHygeaCMoHKgiaCJoIKgjq6Fnqaeq56mnq6eq56rnq6eoJ6+npaetZ62nriQvX89cT1xMYsCex5zEo++QFZZ/GnryevJ7Gnr6elJ7BnsKewaDqU9hTGFSFzlAVOoPO0Bk6g95QFyqDtlDZsxe0hbbPXs9fz17PXM9fz1/PXM9az1zPV89az1rPV09IT1lPYc9hz2FPYc9iT2HQ+VnsWQw6Q2VoDKVBbSgNmoPaUBuag/agOajPB/1BX2gMbaEx1Ia20BZqQ12oDJ2hOCgOOkN16Ay9oTpUh97QHZpDdagP9aE6FAnVoUooEoqEKqFN6BAqhP6gP6gQ2oMKoTxoD9qD8qA6KAFogwbQCdALUAnQCVAJUAXQCdAJUAXQAVAF0AABoFHoAygE6ALoAigEqAEoBGiBAlApdAglQoVQIvQJFUKF0Cc0CD1CkdAoNApFQgdAkdAmdAB0ALQJJQClAT0BHQI9AW0BHQIdAm0BBQJ1ARUCXQEVAo0SBVoDSoRCoU8oFAoA+oQ+oQCgBqAAoAegBqAGoAegC6A1oCqgK6AqoCSgK6AroCSgIKAkoB6gIKAgoB6gF6AtoCegJqAmoCegI6AnoBygI6AjoBygG6A0oCigJ6AooB+gJ6AnoB+gHKAfoB2gHKAcoB2gEaAboBygFqAWoBygEKAcoBGgEKAQoBGgDqAaoBWgGaAVoAkSQKfQBFABAqBMaU5Kk+qilaKKopeksVQmlaWzdCeVo3SicqJxpBSkBKQJpAykCqQPpEGpUSqUBpA+pQSiSaJCokSiQ6JNoj2iRqJHokWiAqIEogakWaRhpFikUaRTpFKkU6RUpFWiz6iAqDSaIsojukMKQ9pChpRGtEOUQ/RCdEMURNSCdIj0h7RIFEJURLRBdELUQlRClI/iojt0BtQGNAf0B7QHNAdUCvQLlAnUFNQVlBTUCAVCl9AkFAF0KbWlsLSW8tJe+ouKiUKJPpE2pUupgOidaJjoliicqJjoG+kYKRfpliiFaIKoiSiCqDTaQGpFKkWKJcoiWiT640Y0Q9RFNERUQzRGdAW0FnQYlBb0V3SF4oIOi8qgx6BxoKGgnKB1oJaglKA3aA21QRlAM0Cn0VfRXlFXUVfRXlFe0V/SVapKVekqhaOLopOikqKToqNGRUVFjUlbqU3aSmtSm9QmrUl5qS2tpT6pT1pLe9E90UFRQdFB0UdRQVFB0UfRRtJd+pP60p/UgNSX+lID0mjUT5RP1FDUUJRPNJF0gbSBdCqdShtIBUTLRONE2UTZRONE20hvqVBKlBKlQukxCiiqJPon+ieqJGpFOkGKQcpBykGKQSpCikEaQipCKkIaQkpC6kbKRvpGykYqRvpG+kYqRlomuiAKI4oiiiIKI8oC+guKC2oLaguKC4oqGkODQYlBg0F9QYlBiUF9QXVBgUGPQYtBj0VraDFosWgdnaO86C6ai+aiu2gcVUaJUWCUGP39oj2oJ2gnaCloKWgnKCpoJqghKCAoIKghaBqoIWgZaBpoGmgZaBhoG2iePFBQUD1QOlA7UDpQLlA7UDtQLlAw0B3UBq1Ba1AbdIXaoCx0ha5Q9nkMWoT2UB7KQ3voLkoqSotW1FaUVvRW1FbUVvRWtFg0U/RUFFQUVPRUVFX0VNRWVFVUVdRWNFa0VLRWdFa0VnRXdFZ0VnRXVFh0V5RYVFhUWJSY9I26iraKvoq2iqJCFWUVXRWdFZUVlRWdFdUVnRUVFtUV1RUVFg0WHRUtFRUVLRWdNSu6KhoraiuKK4oraitqLGorWqyYtI2yisKKvorCiuaKvoq+iuaK9ormivryFR0WZRVFFU0VTRVFFf0URRXdFP0U/RTdFOUUDRYVJpVJZVFhUjkqTPpKZaksfaWzlJWu0WHRYdI12ku6Rn9Fe0V7RX9FeUVbRU1FUUVNRTtFUUVRRTtFN0U7RTVFN0U3RTVFHUUrRS9FM0UzRS9FT0UvRT1FT0VPRT1FSUU5RTdFKUUpRTdFH0U3RR05ijaKroqGioqKhopiioqKiopiikqKYopGikqKSopGihaS3qQzqU06ix6T2qS26LGoseixKLCosaixKLAoLukuvUl/0pvUJv1Jf1KblI/+iS6KAoouikqSFC0UNRRNFFUUVRRNFL0UTRS1FL0UvRS1FPUkZaWudJW60lq6SldpLYWjhKKIEEUfRRFFIUUfRR9FIUUpSWOpLKVJaVJZqpPK0t1OmktdKS2tpbQUJ62ltRQn7UlxUh5PqkfbRONE1UTVRONE30TjROXIicKRQpAakBaQGpD+pAWkBaQ/aR/dE7UTHRS1E+0THRQdFO0TJSQNSoVSXapLhdKeVCi9pT1pT3pLfdJc+kt10l+KS3VSnRSX5qJ3onmifKJ5oocORRNFD0UZRRNFE0UZRS1JA0gJSBVIFUgJSB9ICUgpSB9IH0gpSC9E+0TtRPFE8UTtRNdE7USvRNdE10SvRLVEuUTHjImeiY6JunETnROFEzUTFRM1E82SJQolmiU6JQolCiU6JQokuidaJ2onWidaJWonaidaJXolWiUaJXoleiUaJZpDCkGaQmpAmkJ6QGpAakB6QBqNkolSiZ6JnolSiWKJUolKkRINIm1Kj9Kl9CgVCqXGKJnomWiZaJnomWic6JnonGicaJzonCgdKS79pUApUPpLi9JfypQWpUUpU6qU5tKh9JcOpUjpL/2lSClTipQ6pUwpU+qUIojqiaJBE+0iNUqT0qU0KYVKl9KlFCoVIIVKAQCQTqN+onqifKJ6omGifKJ8omGid6JPol6iYqJeol+iYqJiol+ib6Jfommib6JvommiaqRKKVP6lD6lTCkBKVOKQEpASkCKQJpAekCaQnpCekKaQqpCmkLqQqpCqkLqQsoi6iL64kXUR7RFtEaNKI7ojeiMqJCokOiMKJHojKiPKJEokaiP6JLokGiPKI4ojmiPaIxoj6iNaIxojKiN6AopCWmIEFIP0SdRKFEnUSdRKFEeUShRIFEeUR5RINEd0R/RItEg0SDRIlEs0SLRI1EsUSzRI1Eu0gjSClIM0grSDFIMUgzSDNIQ0gzSDtIQ0hDSDlIP0g/SEiWkI6QlpCZMSElIPUhBSEdIQUg1SEdIR0g1SDdINUgtWJBKiBaKBooCigaKgokCigKKgokqiYKJMmES/RDVEr0SbRJtEr0S7RG9Es0R7RHtEc0RtSFlIH0glSCVIH0g3SB9IL0g3SDdIL0g/SCdIHUgbSB1IB0wQCpAOkAqlQqQCpBKpU3pAmkEaQNpBCkGaQNpAykG6YRokiiRaJdolyiRaJgokeiSaJhomOiS6JYohaiCaIKogmiBaIJogmiBaIBogeiAaIBogOiA6DKqI2oiSiJKImoiOiJqIpogOiI6IpogOo0miAaITqPTaIAoAKkVKRbpFekVKRapGCkWaZgw0jJRA1EIUQFRCNEGDaJSaRSpE+kUqRPpkydSKtIq0izSKdIsUizSKdIpUixSKVI30jVSNtI1UjRopGekbqRtpGukbaRqpGuka6RqpGOkaqRkpGOkY6RkpFyiz2gxKiBajBqjAqICosYogaiTKI+ojqiOKI+oiSiPaIqoiaiJaIoohSgzeuBA1EH0QJQBgyiSKIBogGg0Go0GiCqjAaLLZZQoPSM1I2UjNSP1ImUjZSP1IhUj9SLtIhUjFSPtIr0SlRE1EoURNRItUiTKQopGukaaRppGukYKRrpGOkYKRgpGOkb6RTpGukX6RfpFukWqJfogCo06iDqIQqPNKDTqdEZ/KQQpCmkKKQrpCmkKaQrpCqkL6QrpC6kLqQvpC+kMKQupC2kLaQupC6kMqQvpDKkMqQzpDCkNKQypDGkMaQypDOkNqQwpDhzSHFIeUiDSHdIdUiBSH1EaURUqoiWiN6I0ojOiNKIhojOiM6Ihoi6kO6Q6pDykOqQ2bEhvSG1Ia0hvSG9Ia0hjRDVEMWCIRoh2iF6IloiWiF6IhoheiFaIhoiGiFaIZoieiHqIgoiCiHqIWoh6iEaIWohaiEaISoieiLaIeoi2iMaIeoh6iMaIaohuiFqIcohyiFqIXohaiE6IXoheiE6IVpDmkPaQ8pD2kAaR8pDykAaRApEGkQqRApECkQqRGpH6kAKR/pD+kAKRFpECkRqRFpEWkRqRHpEukTZpIn0ibSKFAkVKRepEykT6RMpEmkT6RPpEmkSqRJpEigSJlEgUQbRBdEF0QbRBFEa0QVREFEYURlREVIZ0iLSIlIiUiLSIVIm0iPSIVIlUifSIdEn0QdRB9EP0Q9RBVEnUQRRJVElUSRRJ1ApUF/QVNBc0F/QVFBZ0FlSWLKgoKDDoLOgx6CwoLegx6DEoLegwaC7oLqgu6C6oMGFQYtE1Wou20TZai9qibZSNrlEW2iu6RldoLyiu6C1aR2nRGnosSovSoMeiMuivqBpdo2qUjq7RNUpHa1E6akdr0VrUjupRW7QWxUVx0Vp0j9aienSP7lE9GoQKgxqDEoMai75QYlBi0TcaR9+oHI2jcVSO5qJ8dI/+0T+6R5vRPRqMNqPNaDDKjN6ieLSO4tFZtI7W0Vl0jvZRPwqM+lFkFBgFRpFRZRQZTUaVUWU0GY1Gb9E8ikfzqDCKR/GoMGqMCqPHqDFqjB6jBKLF6DBqjA6jd9QYNUbvKB69o74oHsWjvugs2ovqoruoLgpHd9FdFI7GUTjqRuNoHHWhwaK8aB/dRfsoMLqL7qLAaA8aBloGSgVKBVoGqgUqA3oDGgN6A+oDGgMaA+oDigNqA0oEmgNKBBoEmgOaAxoE+gMqAzoDegM6A5oDegN6A5oD2gNKBgoDCgcKA/oCCgcKB/oC2gZqA6oDSgSqA7oESgRKBLoESgW6BOoESgVKBeoEGgbaA8oDegPKA1oEegN6A1oE6gNaBHoE6gPqA3oECgWqBXoFSgV6BaoESgVKBaoESgSqBJoESgRKBJoEGgQKBsoF+gX6BcoFygTKBYoEygTKBIoEugMqBcoECgUKBcoE6gPKBLoD6gPqA7oDigPqC3oLqgt6C9oKqguqC9oK+graCsoK+gr6CsoK+gnaC8oLigvKCxoLiguKCxoLigoaC7oKigqKCroKWgoKC/oK6grqCvoKSgr6CvoJSgpKCvoJqgnKCRoKKgoqChoKSgsaCpoKSgtKC5oKWgt6CYoJaglqCYoJOgpqCkoKOgo6CkoKaglKCqoJaglqCaoJSgmaCboJ2gm6CXoK2gnaCXoKigp6CqoKigqKCqoKagvqCVoJ2glaCWoI2gnaCWoImglaCdoIagjaCCoHaghqCCoHWgYqB6oGWgZaBqoGqgVaB+oGSgfqBooFSgdKB4oFygWKBVoFygXKBVoFigRKBgoHGgcaBwoHGgoKBwoKGgoaCgoKmgqqB3oJSgd6CWoJSgdKB2oJWudpDMpCYSgLtUFhKAy1QWsoDr1Be+gNaoP20B5qg+6gOLSHAqFAaA9dQntoEbqELqFFaBJqhC6hTCgTuoROoUsoAugUOoUigDKAMoBigGaAYoCWgGaAZoCWgL6AloCygL6AvoCygLaBwoCmgL6ApoBqgL6AvoBqgGZg9kwATAFMAEwITAFMAUwIzAlMCMwIzAnMCcwITBDMCEwOTBBMEEwOzA7BV8FRQVnCpNAoPAodCBkIHwgPCA0IpcIfQh3CE8JOwkjCSsN/+Bs6hwCG0aF0eA/9YT2kh+xwNowybDKEMhQxzDD0MIQxvDFcMVQ1TDV8NWQ1nDWsRbxAlEBUQARAjEBMQJwSLRAJBHcFawV5CVehLJQJiUKg0CgUI8wi/CLMIoQibCJEIYQhJCGsI/QjtDPkMGwx1DB0MJQwJDCsMGwwnApjCV8JUQlnCXcJaw3f4YDhPFyFxITAhrThOqwN42E9nA25DLsMswxxDXMRdcNew2BENUgqCCooKigqCCpYKmgrmCroKugqmCrIKlgrSCs4K0gr2KpVUFWwVXDVqmApIVIoFA6FQ6FQuAtvYS/khbywFwKFuzAX6kJdmAtzwhFCDsINwg1CDsIKwgrCB0IIQgjCB0IEQhlCH8IgQh/CIUOETYQkhCWEKIQlhClSCFcIHwkRCQsJCwkRCf0MDQynQ+RwOvSHyCFy6A/vIYehhiGGIYahhiGDoYrhhKGE4YThg6GEoYThgyGAoYWhgiGEoYJhgADDpXCWsJbQldCVsJbQlNCYcJhQmFCYcJhw1/DPsM8Q0LDPUI6c4Zyhi+GRYZFhkeGRIZJhlGGXoZahlmGXoZfhhKGK4YnhiaGKoYuhjyGQYY5hjiGQ4YBgqCAnTsFOQVNBVsFPQVbBVKmCoYKegqCCnYKdgqCCn4KggqSCn4KfgqSCpoKhgqmCo4KjgqmCsoKpgrZsBW8FPQVPBUEFTwVVBUEFQQVVBUsFTwVRBVUFUQVhBVUFVQVhBWcFbwV7BWUFewVjBWUFZQVjBV8FcQV16QoKC8IK4grOCuIK8grOCs4K8grWEr5CVugK2eAxoSt0g8eCxYLHgsSCxYLFgsSCvoQzoStshW6wmLAVtsFiwWHBYcFiQWFBYcFiQV7BYkFfQV5BXkFfwV3BW8FfwV7BX0FgwISyIDChKpQJZUJVuAprIU1YE9KEPmFNWBP6hDwhLtQJc6FOeBPmwlx4E+aEq3AWysJZSAtloSykhTchLcThhDmhTmgT3oQ2YSy8CW/CWCgLa+ErpAlfoesKZ8JYCAtlIRw0JpSFctCYUBY0FgwmlAllwWDBXsFgwVzBXsFewVzBWMKnsClMCpPCptAobAqLQqPQKCwKiUIAwuVS2BQuhUphU9gUKoVFIVLoFAqFTmEwKPyFBIQChAOEAoRN4QDhAGFT+BQihVChUwgVSqVCA8KZ0BbShLZwJ6QJacKd0CfcCXs94U/oC3vhT/gT9kKfsBfeQp/QJ7yFPOEvxIVCIS7MhUKhUJgLd6EvPAp74VFoFPbCXmgUAoUghB+EIYQfhBeEIYQhhBeEGYQXhBYsCCUITwhDCEUIQwgzCEUIRQgzCDUIJQgnCDMIJwgxCDMIMwgxCDUIOwgdCDkIHQgfCDkIOQgfCCsIJQgjCCcIIwgTCCcIJwgTCBUIEwinQgVCBcKpMIDwgBCB0IAQgfDBAyEDIQbhBCEFIQXhBGED4QShAmEDYQOhAuECIQNhAaEBYQFhVGhAaEAYFTqFUSFT6BQ6hUxhULhAqEBIQEhAqEAoQKhAGEAoQChAGEAIQFhEGCWKcIwwijCMcIxwjDCMMI3QiJCJUImQiVCKFKEV4RhhFSESYRVhkiRCD0IjQiVKhD2EUoRYhFaEWIRcuAjBCLkIy5QRqhEOES4RNhEuEVKhIswipCK8ckX4RQhF6ETYROhESETYRNhESEQYREhEKEQYRBhEKESIQ9hByEHoQehByEGIRMhBOEKIRIhEOEJYRHhDCEKoQwhCGEKoQ6hDGEJ4QlhCaEKYQmhCGCOGkIZwhbCFEIWwhXCGEIUQhXCGEIZwhrCGEIawhnDHDiEP4Q4hECBCI8IYQhlCGkIZwiBBhDiEPYQ5hDyEOYQshDyEPIQshDCELIQqhDCEMIQqhCSEOIQ2hDSENoQvhDSENIQvhCmEL4QuhCmEKYQuhCuEm4SjRoESahKCEmLCJFwktCT89EloSvhJSIqU0JWwk3CSMJJwkhCSMJIwkhCSUJGwj9CQkJHQkLCRkJGQkbCRkJLwkJCRcJFwkZCRUJOQkZCSUJNQk5CScJMwkRCR0JHQkRCR8JIQkfDRI6EloRvhG+Ec4RthH+Ec4RxhHyEfYR8hIyEfIR8hI+EhoSAhIUJCScJBQkDCQEJAwjx5hIKElYSRhJKEkoSRhIGEkYSKhIGEgYSKhIOEd4Ry5AjNCNUI4QjfCOEI9+wR9hHuEf4R9hH2Ef4RGhICEuoR5hHqEcaJI2QjjCNs00aIRphIeEeISHhHaEeISIhIaEfoR+hF2EUIRthFOEUIRghGOEVoRThF+ERoRWhF+ESoRPhEeESoRKhEeETYQ1hFOEZoRmhGOEZoRzhGmEZoR2hHmEZYR+hG6EX4RuhFCEb4RvhGCEaoRohGSEYoRkhGuGWLMItwi1CLMIswi1CLEIrwjHCNkI1wjZCOkI2QjZCOMI+QjhCPMI8wjxCPUJDwi/CMUIzwjJCNUIxQjJCNEM0wOiQOpUPi8P+HzmGA4XG4HB6HPN6QNswwtDD0MLQwhABhWGKYYqhi+GGoYihh+GH4YShh6GBoYMhgOB0yGGoYTofToYZhheFw6A+LQ384HRaHxeF02GDoHBIYSocEhhKG0qF0KGEIQFhJ6EnYSehJeOqUEJXwlDCVEJUwlVCWLGEsoSyhLl1CYMJXwlJCVMJSwlBCVEJUwlDCTsJQQk7CTsJOQk7CScJRwlZCVsJWwlu3hL2ExYS4hMOEuIS1hMOEw4S1hLuEuIS2hLWEtoSqhLWEtYSqhKaEqoSihKaEpoSihJeEooSZhJeEl4SZhI6GtWFuSBvmhlDocDmEDhMMl8PlMMEQwjDBkMIQwhDCkMKwhPCW0Jewl9DXUBX2EvYaqsN3OA/h4TuEhbyG7/AV8hL2EvIS0hL2EvYS0hKyEtISrhKyErISrhKCEhIT/hICE/4S5hICEwIT5hLGEuYSwhLGEsYSwhK+EhYTDhuyQ1Y4bDgTDhMaG86GM6GxYSzUJQwmBCYMJjwmBCYEJjw2XIXHhu1wHa7Ddlgb8ob2kDa0h/KQNqQN5eE6lIey4TpchzIhseFwSA/9IT2cDf2hP5wN66GoIaghqSGoYaUhqSGpYaWhpWGl4aShpaGl4aRhoyGqIalhqSGpoaVhqWGpoaWhp6E6dIfv0B0qh+/wHSqHA4bKoYDhgOGAoYBhjuGpoaahqaGpoaYhpaGmIaYhpSGlIabhoeGi4aOho6Gj4aNhpqGnoaVhpmGmoaWho6GlYaOho6GjYaMho2GkIaWhoSGl4aGhoaGh4aEhoSGj4Z+ho+GfIaCho6GjIaDhoqGd4aDhneGd4aChoeGgYaGhoaGhYaFhpOGb4Z2hnuGdoaGhnqGeoaEhoSGXYZlhl2GZ4Zlhl2GX4Zmhl6GaYZrhm+GbYZrhnWGaYZ3hneGdYZ2hnaGcYZzhnGGcoZnhnOGcoZnhmaGZ4ZjhmeGZ4Zihl2GZIZrhmSGaIZ3hmeGZIZ3hnCGdIZ7hnOGcIZ4hoCGeoaAhoCGgoaDhouGT4ZGhkqGS4ZGhkWGTIZIhlCGS4ZEhlCGU4ZHhk6GUIZXhlSGVoZjhleGVoZhhmqGYIZlhmmGaIZlhnWGV4ZUhluGVYZohliGWYZqhmqGPoZQhkKGU4ZUhkCGQ4ZVhleGTYZYhlGGWYZchlCGUYZdhlGGVoZAhkKGQYYghkCGQYYjhgGGIYYHhgOGAYYHhPCwxNDH0MDQxlDH0MPQwlDEUMeQwJDFsMSQxXDFsMWwxXDG8MUwxNDJUMTQyPDJUMVQxPDJ0MaQxnDHEMZwxfDHEMcQxfDGUMXwxRDGUMZQxRDEUMTQxtDGUMbQx1DGUMZQx1DHEMdQx7DHEMcQx7DHkMYQxpDG8MaQxxDG8MbwxxDHkMeQx3DG8MdwxrDG8MbwxrDFsMawxjDFsMWwxjDHUMIwxBDHUMNQwBDGsMIw0lDSkNJQ0DDWkNKQ0DDU0NQw1HDU0NTQ1HDWENcQ1vDXMNbw1VDXMNcw1VDV8NUw1FDV8NRQ1JDV8NXw1JDVENTw1NDVkNWQ1NDWcNTQ1hDWcNZw1hDWUNZQ17DWcNexFVIezhrOI6rDWENUw1vDVMNaQ1/DV8NWQ1zAXUUisEY1EI7FG1BFrRBpRR9QRaUNcRJz4I97EH1El3sSbqA6DDXkNgQ1zDYERfcNcw1xEH1FH9BF/oo6oI/5EI/EnLolGopG4JCIgTokEiAiICIgEiEYiAeKQaCQaiUOikJgkMolQIpTIJBog4sQk8UdMEqHEH/FHhBKRRCQxSPwRg8SY+CP+iDFRJcZEmKgSVSI8rEX8QORAvEDkQKxAvEC8QKxAlED8QLxAxEDEQLxAjEC8QFRAjECMQFRATEA8QGxAXEBcQGxArEBsQIRArECsQIRAlEDkQNxArEDcQJxArECsQJxAXECcQHRAXEBcQHRADEBEEqHEAMQARChxARFKNEBcQFxANEA8UKwV4eJchItqcS7ORZX4q6gSexF/EX8RexFZDX/Df9gPFQ0TDf0QsRChEK0QMxE1ETkNIQ07DTkVeRRzFGEUi8Vh8VckUBRQhBYLFAcUdaIroi5irWJclBXrolzEFdtir+KtoqshmGGY4ZfhkGGSYRAiEmIWYhMiDyIRIhJiFWIXohViHiIioqIhsWGx4S+iPCRGZIlRopJ4JEaJD4gUin6Ko4qUinCKeIp+ilWKVIpdisYisQgtIig6iwqKFIoTihiIuYiziLSKvWKtmBf5FEkVPRU9FUkVQQ354T8UDoXDf0gcLhgiGD6HzyGCYXL4HCaHzWFzmBwGi7OKuoqyirKKuoqjirCKt4qxirGKt4yyoW24D3fD3XAf+ob5sDfUh/qwN+SLsYyyYrBiMKOsKMwoG2naiDPSxvc11sbX6LpFYcMwQzfDNkM3QzhwhnuGcIZ8+Az9DK0Mvwy3DLcMvwzXDKcMmQydDJ0MmQyTDFkMOwxHDEcMOwwjEKUQnxCTEJ8QlSghBiE6IQ4hCiEKIQ4h7iB2IKIgziCiIMqQQdxBxEGEQXxBfEGEQTxBVES8RaREpES8RcRFlEUURcRExEQURbREtESMRHREdESMRDREZEM0QyRDJEM0Q+xCpIl1PRw2/DRcNWw1XDW0ZYuYG9oi4og5Yo6IIxKJKIgdiBmIGYgdiMQim+KZIpoimuKZ4pfikyKXopailiKX4paikaKUIpWilOKUIpUileKUYpiiiKKL4oriiqKLYouikCKOoo4ijiINGsUWxWOxWQwWg8VmEVjki8niX/yLySKxeCsui8KisLgsOovA4q94F+/ir6grIigqKC4oLigqKFogniKOIqYipiKOIs4ikiKuIpYiriK6ckWsRcxFpEUMRgxGpEUcRuRVXInGimvxJRojGiu+xVwRVhFU8VYRVJFU8VbxVpFU0dXwNtQNbUPbUDfch7ohjg+BxtioFosZ1aKuYrFisaKu4qwhbtgb3oa3YW+oG/aG+VA31A3zIT7EDfthb9gP/2Fv2Bv+Q34IHAaH+zA4TA734T5MDn3G1igrHjPKireKx4rHireKvYqUiqOKrIqsiqOKtIqjirqKtIq0irqKwIq6jGoRWBGYUTXOxtmoGmfGmVE12kbVGMdG2dgadUaZUWesjTKjzFgXhQ0vDA8MEQwPDJnMYXLIHBqHyWFyaBz6jDrjzlgbd0bcWBtrI27EGXGjz4gz4ow+o230GXtG22gbe8bZcMEwwhDBMMKwwxDBEMGww/DCENGQ0/DS8NKQ03DTUNEQ0jDRENKQE6choiGiYaBhomGg4Z5homGi4Z6hn2GgYZ7hnmGeIZvhnuGeIZthmyGb4Zphm+Ga4Zdhm2Gb4ZdhmCGR4Y8fww3DJUMiQyZDIsMgQyZDJsMgwyTDJUMmQytDK0Mmwy9DJsMpwy/DL8MpQzDDC8MOww3DDcMOwyDDDkMWwyDDIEMWwyFEIkQmRCREJkQqVIhZiEWIQ4hQiFCIQ4hWiEOITohWiFaITohViEGIQIAQbRCpELUQsxC1EMWIIaYh+iAaIf4gGiEmIf4g/iAmIQYhliFiIZohYiFaIZohmiFaIXYhkiCGCEF8EkcQVxBFEFcQW7QgkiCqIKYgmiCaIKYgeiDGIKogwiCqIJowQTxBLEKsQRxCrEGcQRxCHEKcQdxBrEGkQZxBpEEEQZxBnEEEQexA9EH8QcRBxEH8QYRB/EG0QYRBhEG0QYxBXEF0QWxBdEHMkYPIg5iD2KMHkQixCfEIEQnxCFEHEQkRCVEHkQdRB/EGkQeRB/EGsQXxBpEFsQWxBZEFkUTRVpyLbnEm/iq6RZf4i1iM+Iu4iViMWIy4iQiK+IvIiriJyIp46RKxElEVcRJRFHESMVIkoiViJSIk4iYiJKIn4ibiJqInIihiJeIjIiTiI+KhQ0RCRETERERFxEREVKiIt4ioiLaIt4i3iLaKPXESsRExErERMRAxEjESMRDREPEQURCREFEQ8c8fIh5iHCIfPsRARD5EQICIhoiUiIyIioiMiHeIioiKiHeIeYiNiIOIgYiDiH2IgYiBiH2Icoh9iHToEM8Q8RDdEPcQ9xDdEN8Q/xDtEPEQ7RDhwCG6IcIhtiG6IbohtiGOIe4h+iHiIfohFiLiIeIhFiISIhYiLiISIhIiLiJCIi4iSiJCIkIiSiJ6It4h1iHmIdYhokFDTENEQ/TihZiF6IV4hZiFmIV4hdiE+IXIhQtRCpELMUoU4hOiEeISYhLiEuIUYhJiEuIUohTiFOIWohSiFOIWIhjiFmKYMMQ1xDdEN8Q1xDVEN0QwRDfEMUQwRDDEMcQvxDJEM8QzxDNEM0Q5RDNENkQ5RDlENsQ4RDFENcQ0RDXEOcQ0xDTEOcQ8xDlEPcQ8xDxEPUREw07DT0NOw0/DVkNOQ07DVsNNw2JDY8NfQ2NE2fDX8BdRNjxGlBHd4bHhMaJLpIfDhsKGx4bChrqGx4bHhrqGv4a6hruGv4a/hruGxIa7hr6GxIbEhr6ILBFI1Ik9ok60baJMpIk2Yk20EXliTayJPLEn2sQZUSbOiG07JEZsieuQ2JAYcR0WIxYg7og54m5Ii5gj5oa0hq2GtIauhq2GrYauhpuIIIgFiB2IBYg5YgdiB2KOSCSyxJcoE18ijygTZSKP2CPyiDmxR+wRc2KRqCQCiUcikNjrEYvDYcSaOBNnYk28EWtiT7wRb8SeuBN7opS4E3eilNgkDiAyYEAsQTxBNEEsQSxBNEF8QDRB9EB8QHxA9ECkQOSJPrEn+kQnsSf2RCdRSnQSBRClRClRAFEDsUgcQDwSBxAfEI/EI/EBMUpsEqXEJ/FJlBJFEKVEDUQRRBFEDcQRRT7FQUVSxUHFVUVSRVLFVUVXRUpFQ0U/RUPFOXOKcIp8inqKg4p6inKKg4qDinKKdYpyinGKdYp1inGKZopzim+KcIpvimTIFMcU8RTzFP0U8xQ7Ff0U/RQ7FUcVOxU/FUcVRxU/FWUVVxUHFRcVFxUHFQMVBxXrFAMVAxXrFO0UwxTFFMcUxRTbtCnCKbYpuinCKcIpuiniKdop1imyKbIp1imeKdYpmjFTLFP0UVxSVFJcUmxSVFJUUmxSvFJsUsSCpQim+KOopHikqKR4pXikeKR4pWilCKaopnilqKaYpXileKWYpWil6KQYJEhRSDFIEQiQIo5imeKW4pniliKX4pnimSKX4pcikqKRYpKikSKVYpJikiKVYpUimWKX4philyKV4pjimCKVYpjilyKXopeilyKXIpQil+KTJ0UnxQ9FFEUORRTFDRuKGYoiiiGKLoohiilSFF8UPxRVFFEUVRRhwCjmKI4okiiWKJIoypBRrFGUUZxRrFGcURxSrFGsURxSNFIcUixSNFI0UixSlFI0USxRjFEsUaxRjFGMUaxRvFGsUTRSvFG8UTRSRFLkUfRRzFH0UVSipPij+KK4o+iiuKOoo+ii6KKoo9ii+KNoo5ijaKPIopijmKPIooiiyKJ4ooiiiKJ4orihuKPYo6ij2KNIpKijqKNIpCikSKTIpCikKKTIpAilyKQYpQilCKUYpeilKC0SKCaLBIrQYrKYLEKLxCKyOC0ui9OiguKyuCwqKDqLAYrNooCigGKzCC02i8citAgtHovGYl9UFplFZfFBkVlkFh8UJxQfFCMUJxQnFCMURxTf4q6YK+6Kul4cUNyLvl+MFkUUPRRDFD0UL1woWiheKEqQUFxQlBaTxWgxWkwW82KyyBfzYl7ki71igGKx2CwWi79is9gs/orAookihmKJIobihGKJYonihOKIIl5kFp9FZnFC8Vl8FicUKRQPFB0UGxQdFCEUGxQbFCEUORQhFDsUORQ5FDsUPxQNFBsUGRQbFDkUGRQZFDkUMxSnxQRFBcUExQpFBUUFxQpFC8UKRQ1FC0ULRQ3FEEUNRRDFEMUQRRDFFMUCxQPFAcUDxQYNigaIsojHiKKIx4ixiKKIooixiKqInYijiJqImoijiJyIo4inThFNEU0RSRE5EUkRSxE5ETkRSxEzEXcRYRFrEWERQ4UiliKGIn4iliKWIn4iZiJ2IrYijiK2ItIijiKOItIiziriRFxFJhEX8VaRWWQSbxV7oi4iL2ItIi+iMWItYi2iMeIuoiyiL+Ixoq9i2xZxRV+xLs6Ks2JNHFasizLiMOKwoowYrIgsLou+oq+4LNbFZfFWrIt18VaMi7biXpyLezEvzsW5mBdrxFbEV0RaxFdEYERaRFpEYMRhRGBEYsRhxGFEYsVZUS7qiriirvj7FYdFA0UAxQFFAEVacUBxQJFWzBVpRbuYK+aKNtFY0SYKIxojGiMKI+4qDou8Iq7IK9JFXBFXpInHinSRJR4jHiuyxFhIKBIAcgByABIAsgESAPLAAeSC4/IYPDKPwOPvyDs6OCo4LjjajvgxP+qO+pF2bI/20T3WR/hIO3Y4kjiWOAo53jjiMEowUjAuMCowBjACMKoyZjKCMuIx1jG+MZYxwjGuKWIqJio2OoY6cjqOQhqRPZJo5GXMZSxm/GXEZRx2pI+5I3vEdJx05HR8c6RzBHOkcVRxvHFscSRxFGFEYbxgDGEkYdRgPGHsjT8jb4waAxgFGJsYqRiPUDHeMCYx6jBCMmoyVjK6Mb4xmjHKMbYxrilOKloqbkIWQTZBUkG+QaJB1kEOkU0k8Tg8So/Oo/MoPUKPzyPz2Dw2j8zjf8Qd96Pv6DvuR/7Y4HjgiOCI4Hjg+DxCjwqO0+P0qOCYwKjJOMq4yjjKyIqVEZeRlfGVEZcRl/GVkdYR0XHTUdJR0nHTcdLx0jHT8dHx0THT0dFRzzHRsdGx0THRkdLR0THRcdBx0DHRUdARz7HOcc+xzhHNcc9xzxHNUc3xw3HFMcUxxXEFjOOM44wjjKOOIq4iL17FV8bVyBZTFVMZ2SIkY814KxIz3oq8isSKxIq8iriMupFoLBqJxmbTSMDYNA4YYFxgDGL0YTxi9GFcssTYxLjDKMQ4xDjEKMQIxTjF+MToxOjE+MRIxCjKOMmIyYjJOMnIyJjICMjYx9jHCMjIxsjIKMhYyFjIKMi4x4jGCMaYxpjGCMbYpiiqaKmYqZipaKl46RgMuSJnyBUpI2fIGVJG3pA/JI7sIXtIHHlDHkACQEqRUiQAZPPoH4vFY/QI4Cg9Ro/Ro/RIPEqPw+FReBRwXB4PHJdH5vHA8cCReXwej0fkMXlEHgMEOBI4BjgOGHB8cKSPu2PuuDvyeMff8T4ej/jxeEwmj/kRePyPv+N/ZDKPwaPwyB+JR/64H4lH4nE/+scMxw0bjiaOG44nThxjHFEcNRxNHE0cNRwxHDUcL1w4FjhCOFI4TjhSOII4TjhOOII4cjg+OEaIcAxxrHCUcOxw7HCUcCRxlHAMcSRxJHEMcRRxhHBMcKRwTHBUoODo4CjgeOBY4FjgeOCI4Xjg2OCI4Yjh2OCY4QjguOAoPS44KjhKj9KjgiP0WOHI4CjhyOBI4CjhKOFI4PjgyOBo4EjgaOCoPBI4Ejgqj8mj8mg8Jo/Jo/GYG1EZTxlTGU8dZ2MqY6rjfJwZcxldGVsZXRlNGVsZWxlNGTsZexmNGTuyRmPH98ge2eN7pI3EjLt2GT0ZdxlDhTJeMhYz5jIGMwYz5jICM+YytjICMwIztjLKMsIyrjLOMq4y4jLOMs4y4jL+MtIy1jLyMtYy2rJlzGW0ZYxlzGXMZYxldGUsZhxm5GUcZsRl5GXkZcRlpGX0ZCRlFGYkZfRlFGYUZvR1lB39437Uj/pxP9KO+xF3pB1pR9yxPrZH9yg7yo6uUdjRPapGYUZhR9VI7Bg89sffsT/ejr/j73g75o63Y+2YO9aO6zF3zB3XI3tcjceO7JE1HjPqMh4z3rpltGQsdYyNp4ynjvFxPsZH+Tgf56N87B1nx/loO9qO8xE/zsfeET/ix97xPuqOtKN9tI+0o3ukHeGje3SP8FE9djpmOoY6hjpmOnI6ZjpeOnI6cjpeOmI6gjqOOm46jjpyOm46bjpyOk46KjpasnT8dAR13HT8dPx03HRkdNx0RIToeOjY6UjpmOlI6ZjomOmY6Zjo6Ojo6fjq6Of46mjI0PHP8c1R0JHOUdAxUaKjnuOhI54joyOe454joyOj456joiOaY5mjmmOZI5KjmqOaI5IjlCOSI5EjlCOUI5FjjaOi455joGOg456jm+Oeo5qjm6Obo5ojm6OaI5QjmyObI5SjleOOIxcuRz9HLkc+Rz9HP0c+R09HG0cexx5HHkc/xx7HHkc/xz9HB0cLRwpHC0cPRwpHCkcPRxBHD8cRI44sji+OK44sjiyOK44gjiuOH44gjiCOH44cji+OOI4rjjiON44rjiuON44qjjKOJY4wjiWOJEgcWxxRHE0cbRxtHE0ceRxNHGMceRx5HGMcdxytHKEchRyFHKEcbxyhHGscbxxvHGscaRz1HO0c6RztHMkc6RzpHMkcwRzJHKdMOeo4Tjn68HGccWxxdHGEcXRxzHGEcYRxzHHUccxxzHLUcdRxzHIEc8xy1HIEcwRz1HJ8UxRVVFU8VVRVtGWruKv4qtiqiKrYqsiJUxFTcZcxV8xVzGXMGW3FXMVaxV3FWsVQxV3FXcVQxVPG1agbWaNuLBpZI2ssGmFjbuQZb0ZecZjxZrwVhxV5FYcVfxV5FXkVfxVfGXdj0Pgbg0ao8Tf+RqhxaYwak0akMWkcDo0/49DoG3/Gn9E35kVbRV/FXUVfRlpxV3GXkWbMGWnG+zYCjUBj0JgzBo27MWfMGXejzVgz8sabkTf+jDfjzfgz5kanEWk8GpHGn/FoPBp/xt4owdjBSMHYwShChLGC8YRRg5GDkYNRg3GDUYPRgXGDcYPRgfGBUYMxgtGBMYKxgdGB0YGxgdGAMYFxwgTjBeMEIwYMxhDGC0YGxqmRgREBAuPTCDQKjUGj0Mg0Bo1BI9MINTKNUiPUCDVKjQeMSyPU+DQ+jVDj1Ag1HjBOjVPjAWMCo9MIwIg0AjAGMCKNSGMAY9RYwQjBSMEIwUjASMFIwUjAuMD4wOjAqMCowOjAGMDowGjAGMAYwGjAKMAIwVjASMBYwKg0EjASMCqNRaPSaDQWjUWj0Qgbgxh5GH0YeRhr1DC+MNYwunCRxKjEqMSYxFjFmMQ4xljFWMU4xkjGSMfoxYsxihGLkY1Ri5GNERAgIx0jECMRoxAjEeOTJ0YoxiZGK0YqRivGL1+MaoxXjFKMVIxSjEyMVIxUjEyMR4xMjEaMR4xHjEaMQYxQjE+MUYxRjE+MWoxPjFOMWoxajFOMWIwdjCCMIowgjCyMIowijCyMMowsjDGMMowyjDGMOYwrjCOMJIwjjB48GDUYPRgzGDUYNRgzGCMYQxhTGFEYUxhnzDDeMFYwijCaMJowijCqMIowyjCqMKowyjDSMJ4wtjCSMLYwvjCSMJIwvjCuMOow2jDeMNowlihhRGEsYfxgRGFEYfxgvGD8YLRgvGC8YLRgZGCkYZRh3GHcYZRhFGKUYcxhFGIUYsxhBGKMZJxktGS0ZJxk1GWcZBRl1GXUZRRl7GVsYYRhfGGEYexhfGF8Yexh9GHsYfxh9GH0YfxhXGKUZWxlVGVUZWxlzGRsZezUySjJOMOIw3jDiMNYxHjDeMNYxJjEyMlIiZKRkBGWkZNxlZGTsZJxlXGVsZJRk1GS0ZExk9GREZExkzGTEZERlPGSUZHRk1GRcZPRk9GTcZORlPGSsZFRkbGR8ZBRkVGR8ZBRj/GQkY9Rj1GPkY8xjzGOUZDRj9GPUZDxjzGS8Y9xkvGPUZBxknGSUZCRkdGRMZARkTGQ0Y4doxqjHWOYMMYrRjpGQEZCRkJGQMZKRkDGRMZKxkrGREZIxk1GRUZDRkNGRcZBRkVGPcZBxkFGPcY7RjzGPcY6xj1GQYK6dDFuMXIxgjFuMW4xgjGaMYIxojGaMZoxojG6MRYxIjEmMSIxZjEmMSYxZjGOMWYxijGOMY4xijF+MsYxnjHWMZ4xmjHWMdYxmjG+Md4x6jHCMcIx6jGuMeox5jGuMa4x5jHKMX4xzjGqMc4xLjKqMaoxLjIiMi4yPjIiMiIyPjKCMnIxljGCMZYxrjGCMYIxrjG2MZIxjjGiMqIyjjGeMo4xfjKeMp4yfjKWKoYqbiqeKm4qWiqeKp4qWiqKKjYqVipiKlYqlipVRFUsVTRVRFVEVTRVxIUcgbyB7IG8gSxSBEmlyKmoqYipqKkYqYipiKkYqZioGKn46FHxUHFSkVDRUpFQsVDRUtFSsVDxElIMEg1yCxINkgpyC3ILkgqySfFQEVAxURFQUVAxUTFRUVCxUfFQEVERUBFRUZGiYqGioiIjRsVLRULFP8VCxT/FPcVCxULFPUVAxT3FPkVARUDFPkVBRTDFNEU1xTRFOnSKkIp0io4cFVMZ4aIxI1s0VpRkZI1sUVIRUlFS8U4RUhFS8U5RTfFOcU1RTVFNcU0xC1IMkg0SDZINMg8SDRINMg+yDnIIsgcSC7IHkgoSCxILkgoyC5IKEg0yCzILEg3yzdHTsdXx1bHVkRatY7AjrSMwYMgVuSNrJI6skTMkjsSRM+QNWSNn5Aw5H4UhZ8jZUdgx2FHYMdcx2DHYMdfx1THXMdbx1fHVMdbREBKKNCIBII1IIhIAEgCSiGwidySO7JE9EkcSkTjyhyQiicgfcogcgqSB7IGkgdyA7IHsgdyAHIFcgJwwAbkBOQF54QJyBJIG8gNyA/IDUgJyA3IDUgKyAVICEgKyAbIBEgJyAPIBkgHSAdIBkgFSAJIB0oABZICkn6Se5J6kjuSOJI7kL5lM+khaSFdIW8k+uSdvSV6ylrQhgSB/IIUc5RzHHM0kKSUvJT8lFyUpJSMtSrZJykneSdZJvknGSQZJCkkaSWZJdklqSUpJOklCSY5IqkhySNZI4kjaSAaTwyQ06Uv6SWGyQTJDMgISGPIXkhcyGFIYcljSTrbJGvILUg5yCnIT0hLyEnIPcg6yDVIP0g8SDzJGwsj2GORY5GjkaORY5CglWSSJJDkkOSSJJHkkiSS5JHkkeSS5JAklSSWpJcklySWpJUkmOSd7yV1yl+wlfckRSQ5JDUkNSQ7JDEkTSQzJDUkMyQsXkguSA5IPkgqSCpIPkguSDJIIkgaSBpIIkgWQqZCekJ2QnZCekJyQrJCmkKiQqJCmkKCQq5C4kLGQsZC4kLeSbVJNukkV6SvpJl2kL+QvpC9kL+Qv5C9kL+QtpDHksCSbZJHDkjJyF/IYshjyWHJFFkMWS65JOrkm6zp5Q35BTkFaQVpBTkEiQVZBatGC7IBEgSyBVIFUgSyBhIHcgaxRA+kE6QPJA/kCyQM5YwYSBhIU8hISExIT8hJSEjITshKSErISMlIkpCGkjryRNOSNtG2ki9QhbUgYaUO+SBgJI18ke9R0RIXquOqY6kjqKOpI6gjoKOoo6gjoWOhY6rho0RHQcdGREKEjnKOc4507x0jHOMc5xzzHPMc5x0rHOcdIkY6ajl+OXbocnRzjHL8c5xy/HMcc5xznHMcc5RzhHNccAR3XHPscAR0BHfscCx2jHJcsGXIEchxyLHIEcgRyLHIMcnxybHI8cmxyHHI8cjxyHHL8cVxyVHIcclRyTHIcchxyTHIscuxzXHMMiU6oxC8BAAgACFAVGIAqMBHkYA5oalkABwMUCKBoNByMiAgUAABAdg4UgAUIBYQAgy3EoLAdYIgAA4FykZYlWQvtV9VX/L3XVpiJC2pnj7e5IrB+nHLrLczSXHHsbip9UUyPl47uMVgy4Z3Nh+qL/k8NYdIr75p6N4Sh67Ei6BPo1DYLOc/RRqY+Ss2l1fPW+w7LtzLLbpKv+fCRad2SF0Kr8QkIN+fk8zdQ3KtVNv5HlA05mvuiddvjrBf4ZAes59/3c2ZybJfMEefZS/v7SbmqDCqb76vXQETadfnuVIWFtqRdskBzpPok3xbRUeUro4ArE/oPnS30p+QWHJPsK6D/t/7nWT3OevJX16D0+/NxDqNZBt+uvfkEvfMeBZkWh4Xt5XaIGfNXNbeCIl42dsK/0VFNIeyAcVtJe27S6t7fsOpvUGpX3RrKLke9Re+Qxq42W36ad7JyK+4OsgodSO2yqslggW7kHKliU3NObU8U9pJcSe5PcJvLotiy+K1B0Fu1I2e/Yv6mfC23mPrtiTDInuQhFK/1i4/nGLd3r6GP//W6DElQ85b/HfmqqruhWQ+9DBkSoG6Rfu9/HiNxEJKDB9nvjfd3mDyer1a5qkfA2nUjVc/10WypXe4u0EXE+6b57ixmyBus1xwmegHIh+lHfi3UV3L4kbic9XvRdMk2CeyH5VhTrMyGvPMA0Iwuvg1+m3U/Nl4DX3TMQItfdWtujexHdTeJE/K+xaPeS7Io5t2CFl0rONV/8W9utB/+7RBX9NoafH79dVL7aiTf0pV0sY3Q75WIU9X5mTtpXBeRh7Bbg4JXF1zJG/+X2V39d248no3xdGVb+bX/DfOm9K3f9eJTowW96j48yuYwR5aeW4mqCGzGB+DoYOGXjts17CFrtvbRrfcU5MaVXL03917OeQoxVoqb+FTpralxNVeRzh27p4tgN+yfxsOVwtPInGDkTuVO3ny/0pNFM7r06iuOHiK+FB0NJlVa2/T5qbi2nRWbuf8nffpEupJiemwAtF54Tih7tqDobOnsaJOPbF8pJKXMivv2b6y7OLHa2uFRq2reNXcu5QRGSsK2TBwyH+arQhc/IOd3nJCHaY9lk2pz1Yy6n1rdb5seS4YvLZsm1TF55kz05M9/cV38r3rn/nzBys29JCWynmQPstD82LxX0xtnRb99Wo9qqL62IdM2KW9VlOyhVb5cIlq8wxEuZe+qfQr6v0DmmXlVbhYTvdCXfBXZTxU2HQwXDF44onXdCYlv144Km2ceAs1qrE4geYY3XFlbMDsA84x63R7rv2lZ8Xe4ePtGOr137ah0f5Iaq3M543cOo00gJn3tCR6/DHyZ7jYWtQ/8mtLi19xT6N/2IG5/89iZ2e50tLfq9E+EbbUhmkbWjEOheJy7/HlfT8kaUfHBShWzlQ55sE//v0bfbrp3oZy7/mfv7S/fWi8BJ78sXa78vOAFMG8dpbgJqG8tJW8t5+uCR1IObVXUbESLQ80ZsZFgo77sOtn+WM53ELQwc6Xe/RTYExaV8t6yfj7JuaLOvxqxhaKHdrh0/bjHca3YJFehOodMbflZyc6XzkBZ9PunRVN51LK/tK+/+Dj/rbrcX59d/N9fY7V4WNODmvdhkbpG4pe35+SdVrEqzHo2OZgle7xNubMrCWbOY5B1ywCqcmffvd97xOlN5R1J3x239jfdHdpqbzbmbbZtWxW+ayiyvVW3DdU/2Oj7OtlpXFZDTXVZbzmlJcOls9WSSzLeH6nVN0kqeSySJIW+eW7nxKDm2h/OkxCGmdvlR4ZBPqy8ae6u5E6E2ccZJ7/MdxZtE9wg+BroKZA7ICNgFoDN/9/uNdy72m+yJ+71LPWY6fk3+qd57fKO8lnkN8e/xWeIb4U/PtEEVzx4dDaaOXTkW+j0oC9B49aADp0X5iys8Clsnbg9UfaYSJH41yJaQOin8Dch00G3aFDdYFkxSCI4bRxQ9z6/+bX0oys6L2joCzBK3Da4WXRJz7lXufD0uOh3xcrdiZZOclvPZt6sZLCSBDBz5hzBVxapOn1BfcLzmpxHR192+r2a/9NeY/ldyvPM17vlf2LffX0W8TSHryWPFfkH8l9p/NxG937TV+zZU7xK6+qSvYeG/f/pmuX4jvHwr3h38bBH8ZFE4uchXzYeg/Gfxr938XcRK47in4EfbidZ/c+eMeQ/fO+De3tvnOjwu1PIly/en9DcH3N8JACt9FH/6LHgMJ/UMC0mtJER5hfsFAw90SOoY/de3V268+fenrlzmPKTe13Eb3+nTR7rvyv6VfdRUS/tv4v+t3x98nXI542PK74//J/w+cD/fr/vvfd43+Xef/ud7X3a52bP/tj3Wr9fvaf6POq507+/9HzR60Lff34+n+e1/9d9tqCtDzz0xwzIuh4jcRY3OLM2xz81b2Tmwszl8W/fcRfjVcVlPXEmxZhcw6+H+wiX3cFagNMVwFTCcfZBl/PMxZucTJvCyacCz7VFs8ST+ZCTE85eWq0uMhPLxkHKz+zuXl5Sw3/YUN9vp76Zv2QOWdMdVzM7A0kBcLAh4Adwvb/aXr+luRnl+tzl7dn9uI3XlkAXLc2toZ7FYtbbX5aT8tYL5vl/7Zc1d8pywYz/ii5gdov2spRW2l2VHyJ7rJBsmnl98q+u5tcO/cufdqF79OdF13nxP5DxXrSVB3xvFZPf9aerHlfv1n2tHK19WXmx9q/mXPVZ/a26T5VD9W+qV6p/VJ2oP6i/T/1OfZzqNf0yPf+lfUq/SfGR7iDlHf01Kv1FeURxh/IL9QjNC8oF+v8xz2Of49zGfMY/jPnf4k9inWof4gWF/K/R0VHY31jUdZqlHzec5aUtnG9NbjZf0C+6+zLnlvlR6nNpXOJlfwE827W+hBvB9nvdfnG6p9392xyh+nPyPpbb+L2n9Xz/ve/4O8R5H+lOR3vex4op34E1Fsfj+uz2dltKEty9tqxwJ5eKIXdXjvdzrnSiyrG+X62OBVY7lm97bOF54TlJ4XlHYsLFHVRfxbtOd4W+LjeKTNSDefajDP9367WXSMPgdsFt9dlL86QusKevVY9Pv4uIQ/qTZ+MnI9KPcB4Me0O/s0R2+vwz7Pse5OVDOFN3tU6Y/Si1bSYRLgTw2UiLImxtwa/iUe9LK7swuOo3FJ9kmcY12lqErjaX6zIaSu3QvL1oWyd+eSpSvLO2zXbRBfFLjuey/OLvj6auRtn2YT/zF5A+ZKv5/3e+2y/twg9Kkos6AkjbYzZ1rpHDRuewOKRq7T37/u3/Z3u/6ym/1pdUkF5HennRl6XXIP1T+tzRuyXvinzPFj7P63OeOvS4zU9svtv5D+fXs5+Sfd7yROuvy2s7vZehKK+KPCf9+OfzsZ1H15snQp8vP5/Y/DPzW8fPNo3vIZ93j+8WXt4Q/p0V3sj6hZVvXtW52upZvUa1n6r7UPUQnvQKnuL1r3V13EpZK4OrzmurFlMec+n+p32IykmCcL/aukHadY4vrG5HREkm0GpUeXUqJtXvqexS2YpUa1bcHSs+VbdDVetp02ns3VQ5qi1EzX2TUlKb/pHGO0j1i9qdosyik2yiikDz86MTVNLxKWvo3xTqs5T+lLJfsYB6hM7qKY/vx+m1Rum0+8eLnG3nbfZhn/bV3Xdxvzt9exzpZz/wUwt9V/Mn7OU7tz+3tU93udcb2uds3/e0d0fX+m2PC0pYHTufT5JfY/wI7SvAL+l9dvQyoneN3h36pvSN6Ofn81O/9Inoh+XzlcnfBl8G+N3m1T7zmOdzss0vIb8Wj38R3y38vK95vXKwF3vXt3WNyrUPPF4+wLue86dJteWpNqc9qHD36bfVDqup0ZPu0P+Uwr5Jf4Pn+oH37vXS8kjW07eKvCOoLqDOSwuCGZa2TO8mfb/0NnWkn5YbOeVyq39bIrde5W3hfrKeydK5kWUOe2wLyxM2brBoe2/MQje09Wpr6/f09g7OOJPNzmXtxCx1xplvO+IR8OqguE3IbafVubyf6INJ1kEFYuRsd0X9g8fDWC+Mv5YJ2crxcOSW4aSvOzm1/6ZG6+HqhMsviLgTpvt/uXRHm6e6O4Bwo7ur+paJ3eYasp7m2AR6Gl9D1tv+mtAmdVqmdKttSLc41rgP8oGW3UQ3y+1VmgGSNrduYsczQWS8BKtlR5zEtsBcgL8BtfGWqtpUfpt9u7P/iqh49zzVCbHzi7v7CtRG76DGebsSv9QmqCU6fs+wonccFu0k96TbpK/gjsvuoG0mQFE7EN9MQrHcGsgAzxPM10lSEORi2cAZ1k1+C7sj9oIZ/e2xluZ8Kdj+dhHheCsnONXubtyCGzeIfQFBXw4YrI9rF5lnlyPW8s3Hb1g5NynDPVJ81TzyZFvtC4fXkHJuwtTMeLnipHh98sXu+17yuzD5Yhdq7cT6t5AHfARMu1h+rpET074LsFtVPOdixkNtm9jpnrbcXP/fqCwnTUx/hyulLh85trOTL9ZNHzkxi3LuJhUlOpjxrG3uFBYhH8yg1jB3gYtQH8yI1mbu8IvwQ1gX07edfLGpCODuAJuEyRc7B4eP27KOaTn5Yt3SSonp3skolP3ki+kQjZPYaR+30GFPvti1tElivbYzgWE3+WIdoikS09qBywrsyRfrlhZITNeODio8sWJdVkdMx94j1sj4Dmj5LmCaTauvG/lnloWzFzmTI2dHbgTpiTFB0LqfQke1xZ+dbHWyVy2oOXXnieQhla/PAzcMDTdMBm4Yx60qBqdLLM2vLhN+Rug1wjmo7ITFRwgnA9QU4R2ytEl4mbSNKOaPA4aFAyYSB4ziSoWAOyGmBlcWDi9z9M7hHbC0dviTFh85fDL26GHDOwjw8w3DrXMI9j63FjEl4BbQ/JRzdwKXclUKmjvXmZvfW7L2l/Vs/+BMigCV8bpjZ6FuiU7MDcrMmhiAHZCmp1Rmlxh1SWIFpOkpndk1pvqQDpxd8zapY7ATBE/bWyqjawxDlNorZl3SWAFpe0tldIlRlyR2YJqe0pldYtYljZ3gQLQ8SRK2YSd3XaJOwk7CJdgBcgB2X+6+3hNzr//Gyut/GHedLzZd5+CO6x0x33o/VlvviJHbP3Oj9S9Ms84Vi6xzYIv1jphjvZ+LrPekUdZ/c5f1P06zzpfrrPNgoPWOnGm9H0ut98RY67+x1/ofJlvnytXWeTDcekdst17PzGCM5R6FG7k33zTunp/AHTzbsRzXdG/s/L2xoHtji3tj5Xtjj3tjcV8bm70VpmXPzUXZdTgkO46YkF0XK7Ln5JDsu7El+x7XZcfLpdkxuDp7Rs7PXuxtI+rt4/RVxQ074l4Ki7UzxMBRJ2sZz5aT0oYx4YSrDE3iDoyEPdtz2GZ/xp9i8bLu2TuouyVHdGfE+dy1upd7JSzl/i1jue9gL3dYGc4dkNu5N8Z87v14x4Lujbmj+zPe8R5Tur/Cl5u686dl3T05rjtnzvDuzUneO2On9+cc7P0XK77zxpDvnBj+vTO2f2/nPyaCb4xJ4Z9jWPhXzhTPG2PFM3LQ+M5YNr4fu8d35gDy3zmP/AblX1v/dE55sN1YnqfDy/fMAvP9nWK+Z/eZ/9yV5r/q1a3mufM/u817dMN5jllv3jO7zffMYvOfM9H8V8aZ55op5jk6uXzPLi3fu1vK9+yK8r+7lvxfR5LnmgHkebp4fMeuGd/d+eI7dqb4z9kl/q8rxHPN5vAcGRm+Y1aF7++Y8B0zGvzvzgX/v4LPO3rQ0E3g8X0EeI3b/h3RJ39X+szvGU/1ad+3vm8Dv+9s6XdcG/sdY8O/J/r272nbAT7T1oBftnHgV74PPKqNBo+w9eATbVX4tI0Mn+lDxG+7geJ3PmI8ri8bj/Hd4zNtKvm0DyafabvKb9vG8jtbYB7XBplH+HTzmbbkfNrWtgh9wnNtO/pln5h+ZxvU49oY9Rgfrz7TJ6zPtmnrM23j+m0fvn5n89fjXNunsEf4LPaJPo592vexT7Sh7LdtIvuVL2OPalPYI2z++kybvD5tM9cn2rr1yzZk/cqXq8f1keoxfJj6TN+gPu+702f6oPTLNhP9zgeiR/X95xE++3yiLzyftmHnM329+WXbbX5lQ82j2jLzGF9jPtG2l8/75PKJPrP8sg8sv/NR5XHdkPIIT/l+8pm+onzat5TPeK4tKr9t08rvbGB5XJtcHuGryyfaAvN5G2E+Yak+0fyybTi/siXnUW35eYTtP5/pe9Hn3XD0mT40/baPUb/znepxbb96hE9bn2kz1+dtAftMG8d+2ya1X/na9rg2wT3CdrlPtKXu0z7ifaZNeb/sQ9/vbPd7XBsJH+NT4Wf6ePjZth9+pq2Lv/V9Gxt/5zrfHh/t6z5CvsK3x0e01fG1NjN+og+Mv2xb4q9sRXxcWw4fYYPhJ9ow+GnbAD/Rp7/f9pXvt3zNe1zf6x7j09xn+gr3aZvdPtOHtV/2Se1Xvps9qi9mj7Bx7DN9Fvu0DV+faJPXL9vA9Ysu+LyaCg2ZOesRf1esF+hy9Rw7WL1vF6rvWdvUf+489V9dqJ5vp6rn6GD1PbtZfX/Gq++ZCet/Z9H6v0xbz7UD13Nk6fqeWcC+O1PYd+xW9p8zl/1XRrbnmqntOdLXde571tD3/V0Fv2e3wf/dCfH/siI+166Oz5P58XtmwPz+7JnfM4Pnf+74+X/ZRZ9rNtLnyHb6HTuofn+21u/YGfZ/Z5X9v8yzz7cj7fN0v/0es+J+f+bc79lF93/zv9Pu/3Xmfa4deJ+j0+537Kj73Vlxv2f22//ctfa/stM+10yyz5Ml9jtma/3uTKzfMWvqf+6I+n+dSZ/XLqLP08Hze3be/P4umd8xu+X/7kr5X90kn2t3yOfo6vgdMzZ+f3fF75g58f/n9WlBGBoyGz6+j4SvsG3wMX0SfKWPgZ/o699vfd8NgL/yMfBRfQ98jG+Dn+jz4Od9J/xMGwx/a/s2If7ORsVH9ZnxETY5fqZNkZ+2ofITfcP8ZVs4f2XL56PaKPoIW1M/02fVz7v19TN9if1tn2p/55vt49rA+wifeT9jubYbf9625c+0efmXfX/+nQ3RLwrRX7zsDk40n/p1JhDI8P///////38ZClsLWwtbC1sLWwu7IiIiIhIAuyIiIlLu7mY5h3P3cqp4fig/lH/Kr+ND8mH5qHxY/iwflY/Kn/UX8Gf9Df4Cf4G/we/B7+XL+iX8EnxZvilflk/IN+Wb8gn5gH7fH/Zb/7Cfxm/9rT+N/8VPw0/1v/hf+Kn8U34qH49/yj/l4/Hr+Hj8JX4dv46/xDfiL/GTvhHfiJ/0jX7Sn32jb/RnP8yf/Qt+mB/mX/An/Hr+Ov+cf85f52fz1/nv/Gx+Nv+d/81/59/zv/nf/Hv+OP+ev88f54/z9/nl/H3+P7+cX87/56fz//kF/XR+Or+g384v6Cf02/nt/IR+PD+h/9CP58fzH/r5/Hj+Nb+df82P5rfz2/nR/HR+NP+Zn85P5z/zy/nP/GZ+Ob+c38wf5zfzl/nj/HH+Mv+bv8w/5n/zv/nH/Gz+MX+Yn83P5g/zq/mV/En+Kn+Sn8pf5a/yU/m//Et+Jb+VX8lf5bfyW/mr/GL+Kv+XX8wv5v/yt/mx/Fb+Lb+VX8y/5d/yi/nJ/GL+Nj+Zn8zf5k/zr/m9/Gh+L3+XH82P5u/yn/m7/Fz+M/+Zn8tv5ufya/nN/GZ+LX+ZX8uf5S/zl/mz/GP+LD+Yf8w/5gfzh/ml/Ef+KP+Rv8gf5Y/yF/mh/EV+Ij+UH8pP5H/yE/mb/E/+J3+Tf8rv5Zfyd/ml/FH+Ln+XP8rP5Y/yQ/m5/Fx+KL+WH8r/5Nfya/mf/Fn+J/+UP8uf5Z/yX/nz/HB+PD+cv82P58fzt/nX/G3+L/+af83/5ffyf/mp/F5+Lz+VX8pP5UfyS/ml/Ej+Iz+Tf8nv5F/yW/md/E5+Kz+WH/sH+X/8P/4gv5B/yE/kz/Hn+In8On4if5Ffx6/jL/Lv+Iv8R/4d/47/yM/jP/Ij+Xn8PH4kf48fyZ/k7/H3+JP8Pv4kv5Lfx+/jV/ID+ZX8S34gP5B/yR/kX/Iz+YP8QX4mv5C/+Qt/5a/8hT/y5/26f/gPf93//KX/8k/+yz/4J//kH/x//+8n/smf+Df/5J/8m7/0b/7aX/pLf+1/47/x2/ilv42f+kt/6U/9lz/1N/7Lf/kb/92v/Kt/86/+17/5N//rr/V7/RL+EH+IX8I/45fw0/+Mf8ZP/7Z/+2d/6J/9jz/0h/7Hv/cf//vv/b3//uX//jP88i//GX4FfwY/1q/gV+DH8kv5sXxEfim/lI/IH/R7+N+/wP/+Lf4Cf4G/xf/hb/HH/g//hz/2x/hjf+2P8cf4a3/81377j//4t//5t//ZP//zP/vdf/bDv/u7P/yv+OHfxL/iX/Gb+Dv8vN/2637bT/+6X/fTP4uf/gn8LH4WPwGf10/A3+Tz8nn5m3xJ/+8P/v7v/8Ff/4P/7td//d/9sn/377/sl/37f+KP/s//+D9/3X/8j7/uv3/dz+K///tn8Wf4Wfi8/gx/Bp+XH8vn5UvyY/mxfEk+oj/Hr+PH8eP4dfy5X8e/48/9uX/HD/x3/Dx+4A/8efzFn8ff4y/+xb/Hz/x7/D5+5s/8ffzO38cP5Hf+zh/IP/2B/EH+6T/9g/zWP8iP/a2/9cf+vj/Bv+Cf8C/4TfwT/gm/iV/Gb+KHfxm/jB/+aT/8z37aT/tnf//Pfvvv//63f9xv/7Uf9+P+2v//tT/2////x378j/0tfvzH/xZ/7uv6E/wA/gT/hB/AD+Cf8JP4J/wyfhI/iV/GX/8yftpf//VP+/2f9ve///t////+/sf9v//3437ij/v/n/gT//8X/v+P/8Jf+OM/Eu+Av7gJ/MVluAncBC7DdVyGL3Ed1/ElXsWX+BK8ilfxJTgWfAmeB8eCY8Hz4I/wPDgp/BH+CCeFw8JJ4b5wWDgs3FeeAPeVN8gT5AnyBvkEGxrbGpsSmxLbGlsT2xobG1sTWxMbG5sTGxtbG5sTmxNbGxsUWxsbHBsUGxQbHNsUGxxbHNsU2xRbHBsVWxzbHBsVGxXbHJsV2xybHJsVmxWbHFsVmxzbG1sVWxXbG5sU2xubG5sUmxSbG1sUmxubGlsUWxSbGhsTmxpbGhsTGxNbGtsSWxrbGdsS2xLbGVsS2xlbGVsSWxJbGZsRWxnbGJsRmxHbGBsR2xibGBsRGxGbGJsQmxhbGJsQmxBbGFsQWxgbGFsQWxAbGBsQGxjbFxsQGxDbF1sP2xebF1sPWw+bFxsPmxdbFxsPGw9bF5sOWxcbF5sOmw4bFxsOGxebFhsOGw6bFhvUpsWWxQa1QW1ZbE5bFhsWm9PmtGGxDW1YbFdsQ9vQdsUmtF2xPbEJbULbE5vO9sR2xKaz6WxHbL7tiG2Izbf5tiG23TbE9sO223bbD9vM9sPmwzazzWw+bDKbD9sOm8wms+2wwbYdthw22AbbctjCbDlsUluYLcwmtZWwSW1JWwlbCVvSZsGWtBFtFmwWbERbBBvR1rNFsEWw9WwAbD3bzgbABsC2q/2y7Wx87Vftl42vvbLxtrv2qvbKdtdS2W5brZaqlspWq22y1Wx1bVNtk62uRbLVNrkWqRbJJtcU2WQbjZqimiIbjRogGw3bjBqgGiDbjNof2wwbidqf2h8bidodGwmbh9qd2h2bh5ocmwfbhZqcmhzbhRob2wXbgxqbGhvbg9oZ2wNbg9qZ2hlbg9oYWwObgdqY2hibgVoXmwFbgVqXWhdbgdoWWwFbgNqW2hZbgJoVW4Car5qVmpWar9qUmq8ar9qU2pQar1qUGq/arVqUWpTardqS2q2ardqS2pKarZqSmq3arJqSmpLarBqS2qwarRqSGpIarVqSGq0arlqSWpIarhqTGq5arhqTGpNarlqTWq5ar1qTWpNar5qUWq9asJqUmpRasFqVWjCbgFqVWhWbgFoWmwAbglqWWhYbgpoXGwJbgpqXmhdbgtoXWwKbg9qX2hebgxoZmwMbhBqZGhkbhBoaGwQbhhqaGhobhlobGwZbh1qbWhtbh1ocWwfbiFqcWhzbiFod2wgbjFqdWh0bjFofGwybjFqfWh+bjJofmwzbW/NT82N7a4dsry2uHaodssU1RLbYRtcQ1RDZ6BokG22j1SDVINlotUs2ms1Wu1S7ZLPVONlsNrzGqcbJhtdY2XBbXmNVY2XLa61sue2vtaq1sv21WLbfhqvFqsWy4Wq1bDgbr1arVsvGqwGz8Wy+GrAaMJvPRsDmswVtBGwEbEHbAlvQVrQtsC2wFW0SbEXb0SbBJsF2tFGwHW1KGwUbBZvSlsGmtDFtGWwZbEwbBxvT9rRxsHGwPW0hbE/b1BbCFsI2tZmwTW1UmwmbCRvVdsJGtV1tJ2wnbFebCtvVhrWpsKmwYW0rbFjb1rbCtsK2tbmwbW03bC5sLmw3bDFsN2w2bDFsMWw2bC9sNmxa2wvbC5vW1sKmtWVtLWwtbFkbC1vWZrWxsLGwWW0pbFZb1ZbClsJWtaGwVW1RGwobClvUJsIWtTVtImwibE0bCFvTtrSBsIGwLW0bbEsb0rbBtsGGtFWwIW1GWwVbBZvRNsFmtAFtE2wTbECbAhvQ9rMpsCmw/WwHbD9bznbAdsCWq+2y5Wy32q7aLtutJst2s/U1WTVZtr4Gy9bb9BqsGiybXnNl0212zVXNlc2udbLZtlitU62TLVarZIvZ5lqlWiXbXGtkm21urVGtkc2tCbK5tho1QTVBthq1QLYatg+1QLVAtg+1ObYPNg21ObU5Ng21NzYNNga1N7U3NgY1MTYGtgE1MTUxtgE1LbYBNV01LTUtNV21JzVdtVW1J7UntVU1ILVVNVU1IDUgNVW1HzVVNUq1H7UfNUo1Z41S7VHNWXPWHtWOtUc1Q7Vj7VgzVMvVDNX21HK1XG1PbVbbU8NTm9VmNTy1uoanpqZW1+qamppbU1NLU3Nrbi1NLayWpsalFlYLq3GpjahxqVGpjaiNqFGpbahRqR2pbahtqB2pSagdqQ2pSahJqA2pLagNqQWpLagtqAWpHagFqVVrB2oHalUasFq1RqUBowGrUWm+atRak+aL5qvWpOWqNWtIWi5arhqSRquGrA1ptGi0akNarNqw1qPFosWq9Wipar0aj5aKlqrGo6Gq8Wo7GioaqtqOdqq2q/m0U7RTNZ9GqubXdhopGqnaThNV22s6TRRNVE2nharpNZsWihaqZtM01ezaTdNE01S7aZtqdw2nbaJtquE0TzW8ltM80TzVctqnWl7jaZ9on2o8bVSNr/20UbRRtZ9WqvbXdLRStFI1Hc1UTVfz0UzRTNV8NFY1X+1HY0VjVfvRWtV+tSStFa1VLUmzVUvWlDRbNFs1JQ1XTVmD0nDRcNWgtF01aM1K20XbVbPSgtWsNRu0YLRgNRu1ADUbNSG1ALUANSE1BTUhNSI1BTUFNSI1BjUiNSM1BjUGNSO1CDUjNSi1CLUINSg1DDUoNSw1DDUMNSw1DzUsNTA1DzUPNTC1EzUwtTC1E7UTtTA1FbUwtTU1FTUVtTW1t7am5qb21t6amxpcc1OjU4NrcI1Oba7RqeWpzbW5lqcWq+Wp8anFarEan1qtxqdWqFar1WqFarhaoVqiGq6GqyWqBWuJaoxqwVqwxqhGrDGqSaoRa8SapNqyJqlmqbasLWuWas+apVqm2rP2rGWqSWuZap5q0pq05ql2rXmqfapda9fapxq29qkmqoatYWuiajdqomqkajdqN2qkajpqpGqmajpqOmqmajxqpmqoajxqPGqoaj5qqGqnaj5qPmqnaj1qp2qlaj1qPWqlajtqpWqjajtqO2qjajlqo2qhajlqOWqhattaqBqo2ra2rYGqaWugappq2pq2pqk2rWmqYapNa9Maplq0hqk2qRatRWuTaszapJqjGrPGrDmqGWuOaotqxpqxtqgmrC2qEaoJa8IaodqtRqg2qHar3WqDan1tUE1Pra/1NT01WU1PzU5NVpPV7NTomp0anBpdo2twanENTs1MLa7FNTM1GTUztTI1GTUZtTK1GLUytSu1GLUYtSu1DrUrNSe1DrUONSe1CzUntSK1C7ULtSI1B7UiNRw1BzUHNRw1AjUctWyNQI1ALVsDUMvWijUANQC1Im1WrVgD0mbRZtWANFc1YM1Gc0VzVbPRMNVsNRoNEw1TjUazVKPVZJolmqWaTHtUk2s1aI9oj2o1aIlqNWoraIloiWoraH1qK2oZaH1ofWoZaGhqGWoVaGhoaGoVaGRqFWoIaGRoZGoIaFRqCGoCaFRoVGoCaFBqAmi9aFBoUGi9aExovWi1aExoTGi1aEdotWivaEdoR2ivaERor2iZaERoRGiZaFNaJtol2pQ2pV2iRWmXaJNoUVqUNomGpE2iOaIhaUiaI5qQ5ojWiCakCWmNaDtaIxoh2o62oxGi9TRCNEG0ntbTBNF2miCaHdpO22l2aDWaHVocWo1Wo8WhyWhxaGxoMpqMxoYG09jQ0tBgGkxLQ3NpaWhmaC7NpZmh1aCZoYWh1aDVoIWhyaCFoX2hyaDJoH2hxaB9oW2hxaDFoG2hraBtoWmhraCtoGmhqaBpoXWhqaCpoHWhuaB1oXmhuaC5oHmhwaB5oYmhwaDBoImhzaCJoZ2hzaDNoJ2hhdHO0NrQwmhhtDa0mNaG5oYW02KaG9pMc0OrQ5tpM60OjUarQ9NDo9FoND20m6aH5od2026aH1pO80NbRMtpOW0RLUdbRGNEy9FyNEY0HY0RDRJNR9PRINGINEg0STQijUiTRDvSJNEq0Y60I60SrUmrROtEa9KatE40LK0TDRQNS8PSQNGyNFC0VbQsLUtbRRtCW0WTRRtCG0KTRTNCk0W7RTNCM0K7RUtCu0XTRUtCS0LTRVNC00X7RVNCU0L7RWtC+1UbQGtCa1IbQItSG1AzQItCi1IzQJtSM1BrQJtCm1JrQLNSa1B7QLNCs1J7QLtSe1CbQLtCu1KbQANTm1DTQANDA1PTQFNT01DjQFNDU1PjQFtT41ALQVtDW1MLQZtTC1ETQZtDm1MTQaNTE1EzQaNDo1MzQctTM1FDQctDy1NDQdtTQ1FjQdtD21NjQftTY1F7QftD+1N7QStUe1GDQStEK1SDQTNUg1GbQTNEM1SbQTtUm1GjQTtEO1SjQUNUo1FzQUNEQ1RzQRtUc1FrQRtEG1RrQQNUa1FLQQNEA1RLQeNTS1ErQeND41MrQcNTK1EjQcNDw1MjQbtTI1EDQbtDu1MDQZNTA1H7QJNDk1P7QHtT+1CzQHtDe1OzQCtTs1CjQCtDK1OjQBtTo1CDQBtDG1ODQMNSg1BLQMNCw1JLQKtSS1ArQKtCq1IrQJNSK0DjRZNCk0LjRVtC40WDRVtCW0KDRStCg0VTRStCK0JTRfNBU0XjRPNB80HjRLvSONEo0a60K40STUmjRItEU9KUtEg0Iy0STRHNSDPSFNF8miJaIJpP82mBaDotEA0OTafpNDg0mgaHxoVG02gaF1oLGhdaFloLWgtaFhoKWhbaExoKGgraE1oH2hOaE1oHWgeaE9oGmhMaEtoG2gYaEhoFGhLaDhoFGgXaDloB2g6allaAVoCmne2iaWnS2a7ZLpp0NosmpRVns2azaMVZKVqRxpuVmpWi8WaeaDzaP/M080T7Z5poP2020zTTRJvNJtFmtNhs0mwSLTaTRIvRXswkzSTRXswa0V7QTswazRrRTswQ0U7QSMwQzRDRSMwK0UjQQswKzQrRQsz+0ELQOMz+zP7QOMz00DjQLsz0zPTQLszi0C7QLMzizOLQLMzg0CzQIszgzODQIszW0CLQFszWzNbQFszK0BbQDszKzMrQDszG0A7QCMzGzMbQCMzE0AjMes3EzMTMes28zHrNcs28zLzMcs22zHLNaM22zLbMaM2wzGjNYs2wzLDMYs2qzGLNXM2qzKrMXM2kzFzNXs2kzKTMXs2mzF7NYM2mzKbMYM2ozGDNZM2ozKjMZM2szGTNcM2szKzMcM2yzHDNdM2yzLLMdM26zHTNgM26zLrMgM3AzIDNgs3AzMDMgs3CzILRHMzCzMLQHMzM0BzQIMzMzMzQIMzU0CDQJMzUzNTQJMzY0CTQJszYzNjQJsza0CbQMMzazNrQMMzk0DDQMszkzOTQMszs0DLQNMzszOzQNMzu0DTQRMzuzO7QRMwC0UTQRswCzQLRRswG0UbQTMwGzQbRTMwO0UzQUswOzQ7RUswS0VLQaMwSzRLRaMwc0WjQ5JmjmSOaPINEk2n1DNIMEq2eRaLVNHwWaRaJhs8u0XAaP7s0u0TjZ5loPA03yzTLRMPNONFwtN+M04wT7TcLRfvRgLNQs1A04EwUDUgLzkTNRNGCs1G0IC05GzUbRUvOTNGSNOfM1MwUzTlbRXPSnrNVs1W054wV7UmjzljNWNGos1o0Ks06qzWrRbPObtGsNBuzW7NbNBuzXzQbtBuzX7NftBs0ALQbNB40ADQANB40AzQetB80AzQDtB+0BLQfNCC0BLQENCA0BTQgtCA0BTQFtCA0BrQgNCE0BjQGNCG0BjQhtB60BrQGtB40BLQeNB00BDQENB20ATQdtBy0AbQBtBw0AbQcNBw0ATQBNBy0ADQctC0tAC0AbTvjRdvSqjNeM1606swWrUqDzmzNbNGgs1Y0KI05azVrRWPOVNGYtOVM1UwVbTlLRVvShrNUs1S04YwUbUjzzUjNSNF8tN4sOnvOlsyeM0CzJbMlM0AzQjNQtNvs0+wT7TbbRLvR7Nmm2SaaPbNEs2m2maWZJZptVolmo72zSrNKtHf2iPbSWMwezR7RWMwY0VjQSswYzRjRSswM0UrQQMwMzQzRQMz60EDQPsz6zPrQPsz40D7QPMz4zPjQPMz20DzQKsz2zPbQKsze0CrQHszezN7QHszQ0B7MfM3QzNDMfM2+zHzNUM2+zL7MUM2ezFDNTs2ezJ7MTs2czE7NOs2czJzMOs2MzDrNMM2MzIzMMM2GzDDNKM2GzIbMKM18zCjNFs18zHzMFs2ws0UzRTPsDDtTNLPOFM0Ezawz60zQDDoTNMszg86gszyz5izPrM6sOWvO6syWszqzM7PlbDk7MzPOzsyuzIwz4+zKTDi7MosyE86Esyiz4CzKjMksOAvOmMx8MyazJDPfzDdLMuPNksyOzHgz3uzITDc7MiMy0810MyIz3IzILMgMN8PNgsz+WZDZj9k/+2c/Zv3sx2zHrJ/1sx0zfbZjpmOmz/SZjlk+0zG7Mctn+ezGzJ7dmG1n9syebWe12XamndVmtZl2RptpZ9QZbUabUWf1jDqbzupZPZvO6Nl0Jp3RM3omnc0z6aw6m2fzrDqLzaqz6yw2i82uM9nsOsvOZDPZLDubzbIzG7PZbDazMbPNbMxwzGwz2wzH7J7hmOWY3bN7lmOGz3LMeMzwGT7jMdtnPGY9Zvtsn/WY8bMeMyAzfsbPgMz8GZCZkJk/82dCZreZkFmR2W12mxWZ5WZFZkhmuVluhmS2myGZKZntZruZkllvpmTWZNab9WZNZr9ZkxmU2W/2m0GZAWdQZlpmwBlwpmU2nGmZcZkNZ8MZlxlxxmVGZkacEWdkZsUZmVmaWXFWnKWZHWdpZm5mx9lx5maGnLmZzZkhZ8jZnFlyNmdGZ5acJWd0ZsoZnRmemXKmnOGZMWd4Zn5mzBlz5mfmnPmZAZo5Z84ZoNlzRorWm4GagaL1aDfbFhsSWxHbFhsZmxmbEhsSGxobEtsWGxobGtsWm5mwNWFqwuKEqQlrAyfMThigMD5hkcLyhBniFGYq7FYYL/eAa8K14NJwca7PJbpVt+li3VYuLXeVC8jF4xpyC7mB3DyuJHeSS8j15CZyK7mp3FOuqhf7Ut8cL43X9tpwGpgKvAbWATuBq7AWrgIzeQu9c15J75XXD6s31bsLDvDagjfAB2AM8ANYAuwgRhALgIHFAWIAsC1YC/wGVgMLgjPBdGBGcCC4UBirMFBhv1yaO7sz3gFusFeFO8d141ZyIbmM3EDv8yW+YOA28Bi4EMwFNgMjeW3BC2ABMK+4AMwK1gWHgi+FsQmrE+YmzE1YnTA5YXnC/ITdCbsT5icMTtihMFJhlsIshZEK6xTWywUQVssF4AYIqxVWyw3gNnBTuCXcDm4Ht0QYL3fqBoPuzwW6z6drdWXuDPd1X3eGq8J94fKu7dou7+KuDLd2Yzd2a9fmwnGpuF5cLy4VN4orxLXiPnGfuFbcKu4O94drxDXi/nC/uK/cXS4sd5fLy4XlwnJ5ubFcXm4wN5Ybyw3mynoXuLXcXG4ut5ZLy23lrnJRuajcVe6l98rL5G3yNnmZvLZ3wKvijfHGeFW8Mt4Ur+6FX/jVvTcMAq7hGnANuIZp+AfHMQzDMwwDlgHLgGHAEuAgLMM5nMMyPIPlwFmywFjgJ5yFoTAUzsI93kdvrJfUS+qN9bp6F72iRL2jYFgwIXgRvAgmBP+Bg8Ge4FxwLtgTLCuMUVihsEFhg8IKhfUJKxQWKKxPWJ+wQGF4wiaFYQrzFOYpDFPYqDBMYaLCRoWNChRWKExRmKKwQmGOwgqFMQpzFOYojFHYpTBVYbHCPoXFCitVKkxSWKkwTZrCFoVpCosUKUxQWKQwPnzC5oQpCnMUNilsUpijMExhjsIuhWEKwxR2KUxU2KqwVmGjwlqFpQobFTYqLFWYp7BYYb7CSoX5CnsVViqsVNirME1hr8JIhWkK0xRGKixSGKmwQ2GRwiKFHQoD5BJwF4ThCsPlLggL5i5wI4QFCwvmRnAThOkKY+UiCGMV9stF4CII++VeCNPlInALuAVcBK6CsEFhj8IYhT0KyxTGKIxRWKawS2GZwk6FXQq7FHYqTFTYqTBYYaLCRIXBClsVBitsV9iqsFVhu8JshdkKoxW2KoxWWK+wVWGrwnqFtQrrFVYrrFVYq7BaYanCcIUFC1MVpiosWFissGBugrBYYbHcBGG+wh6FgQrLFAYqjFVYprBMYazCToWxCtMVdirsVJiuMFhhutwCYbDCYLkFwnaFyQnDEzYnbE4YnjBBYXjCAoUJChMUFihsUVigMEVhi8IWhSkKkxSmKGxSmKQwSWGTwj6FTQrzFPYp7FOYpzBVYZ7CUoWpClMVlioMV1iqsFphuMJwhdVyCYTVchu4BFwCbgNXgqvAReBCcCG4CNwPLgL3gvvB/eBecEG4ElwMLgEXgzvBJeAScCe4C9wJrgZ3gbvA1eBGcDW4JNwILgmXgxvBjeBycBO4HNwKbgI3gVshzJdbwWUQ5ivMl8sg7JXLwBUQ9irslSsgjJQrICxXGKkwUmG5wjq5MlwQLgsXhHvBZeGycC+4D9wLYb/cB+6DsF9hrsJ+hYEKcxXmKgxUWKUwUGGPwiqFVQp7FEYo7FHYoDBCYYTCBoXpCRsU1idMT5iesD5hdcL6hOEJqxNWJwxPmByXhBvD5eDGcFe4HFwO7gq3grvCFeFWcCu4IlwGrgh3g8vAZeBucAW4G8KAuQJcAWHAwnK5Plyii8Mluj4Xh4vD9blat3eNLu8a3aHLu7w7dHH3d4Xu7u6u0OW5Qtfp8lye63SXrtO94S7dpXvDzbpGt3eRLtLt3ZyLdLGu0cW6TdfoGt2mO3R37tH93d89ukL36EpdoSt0pa7Tlbo6XKfrdHW4N9wYLu2ucGkXdle4K1zYFeHCLg1XhCvCpeFucGm4FtwN7gbXQhgwF4OLwp3gonBDuBPcCW4IV4Mbwm3hanA1uC1cEm4LN8wl4ZJww9wYbphbc2O4MdyaS4exCVsTVidsTVicsDphdcLihOkJixO2J0xPmJ6wPWGEwvaEJQojFEYoLFFYpbBEYaHCKoVVCgsV5ioslGsgzFWYK9eA+8A14I5wH7gP3BEuC3eEW7ssXBZu7cpwdy7NzV2aO8PN3dyd4crc3Z3d351dmvu7v0tzd+4PF+oqXajru0pX6fru7fouDPd2bxeGe8KF4TpwT7gnXAfuANdBGCp3gDsgDFXYpjBUYYjCNoVtCkMU5icMUZidMD9hfsLshMFxa27Opd2c27u0S7u9C7u9y7uwC7u8S8Pl3RcuDZeG+8I14Zpx7bhlXDuuGreMW8ZV455xUbgq3BCuCneGG8IN4c5wW7gz3Nlt4bZwZzfMnd3dDXPD3N2tubvLc2tuzeW5OZfnLt2cm3OXLtJdulkX6SLdrIt17bhmzLho3J9rc3Wuza1r13Vrd8QIN4M7wjVgIGyWayAsVNissFlhocIohYUKS5Qo7E9YorA9e8LohO0JixMnTI0rxp3iZnGzuFPcJS4XF42LxUXjmnGxuFhcM+4V14xbxr3iXnHLuFbcMu4Z14prxT3jVnEFuWBcPy4Yd4vrx/XjbnH1uFtcKq4eV49LxZXjUnHhuHJcOS4ct5HbxOXiMnG5uFhcJi4TF4uLxMXiXnGRuEjcK+4R94prxT3iHnGtuERcK64Ql4hLxBXiAnH5uF9cLe4X98cPl4f7w1Uq3aKrdO/bjbm3e+KE68E94Q5wPbge3AFhstwBYZvCZIXJCtsU1ihsU5ifsEZhjcL8hOUJaxP2JoxO2JswO2F0wuiE2Qn7E2YnDFHYn7A/YYjCKIUhCkMVRimMUhiqsFlhqFwHYbPCZrkO3AyuAxeGm8HN4MJwXReG67uu67q+q3N9F+rqXJ0Ldacu1P3hTt2p+8Pd4eYu0N25QJfp7tydy3SPLtO9ukf36F5dqXt1e7hSV+r2cHW4VjeHy3RzuFuX6TLdrXt1t24Q9+pe3SBuDxeM68Pd4vpwcbhb3C0uDpeKi8PVulRcKq7WjeIGcZu4PdwmLhO3h9vDZeLqcJm4SFwdrg4XiXvDReIecW+4N9wjbtY94hJxs27WJeJiXSIuEBfrYl0gbtXd9Y5web0jXhUuL5fXq8IN9nZwcb0X3gsuLveWi8t15d5yb7muXFbvAFeXG8zV5c5yg7nB3FmurHeEu+vt8HZwd7m43F3uKxeXi8t95bp6EbwRXguvhTfCC+KN8HJ4QbwgXg4vipfDa+JF8aJ4TbxuGKewW2Gmwm65B8JMhZlyD7gU3AOuC5eCS8F14dZwXbg3t4Zbw725PffmUt2e23Oprg2X6jpxbbg2XCeuFNeJ68aV4kpx3bhzXDquIdeOa8jF49px7bh4XDWuGDeNO8VN45Jxp7hTXDJuGJeM+8YN44Zx37ht3DduH7eN28bt4+5x+7iH3D3uHveQS8g95EZyCbmE3EiupDBDYZDCGoVBCjMV1iisUZipMFlhplwKYbLCZLkUXA8uBbeG68H14NZwY24Nt+fG3Jjbc4tuz7XhFt2ia8Pl4dpwpbg8XB6uFFeLK8Wd42pxtbhzXD7uHLeSy8fl41ZyE7lp3DouGbeOG8cl45Jx47hv3DjuH/eN+8b94/Zx/7iL3D5uH3eRe8hd5FpyD7mHXEtuJDeTu8k15G5yEbmGXEMuIheQW8oV5JJyBbl+XFIuKdePK8r14+pxRbmiXD0uKFePK8cF5YJy5bicXDluI5eTy8lt5F5yZRfnzlycS3Rn7swlukmX6Ppwk27S9eEOcX24YNwh7hAXjDvGBeMKcse4Y1xBriJXkFvKVeQqcku5ptwk7hK3iLvEneIWcYu4U1wo7hQ3jAvFheKGcbu4Ydw2bhe3i9vGZeO2cfe4bFw27h73jrvHJeTece+4hNxBLiF3kjvIHeROcim5Odwk7tZN4hZxt+7WLeIGcYu4UNwgbhAXitvEheJ2cZu4TdwuLhe3i8vG5eJycdm4aFw27h0XjYvGvePSce+4g1w6Lh13kGvIHeRScg25hlxKbia3kOvIDeQ6cjG5gdxALiYXkpvCld0SruzOZq7uztxk0o26SXfIEFeJO8QdM8Zd445xFSlyH7mKXFOm3FNuHTePG8fN4wZy47hx3EDuHzeQy8j94/5xGbmLXEauJneRu8jV5FpyNbmM3E5uJ5eR+8ll5EJyP7mfXEhuKBeSi8kN5YZyMbmj3FSuJ/eU68mtVMl95FZy3biP3EeuG3eN68Z14q5x17hOXCWuE5fqKnGVuFQ36lLdmxt1o+7N1d2b68LVXd114ZZwXbgH3BJuCfdAGC+Xk8vKBeWycl25oFxQritXlOvKfeWKckW5r1xS7isXlkvKJeXCcku5sNxYbim3lBvLNeXGcmW5plxTriz3lCvLneWeck+5s1xVr/V9vmfe5wsGzNvotb5nXhwvjvfMO+UV88Z5rbxxXjWvldfKq+ZN8qp5x7xJ3iTvmDfIO+bN8gZ5g7xZ3hxvllfKm+PN8Up5sS+UV8xr5BXzWnmNvEZeKy+P18qb5OXx8niTvNc3yRvkvb7XN8ibfIO8Od7km3xzvLo3x0t9da/upb73a+EF8WJ4Mbwg3rAXxIsCxRt7Ubyu+/6v+9Zq7/GtvbvdW30vvMS3w0t8n2+Ht8P7fEe8z9f6jnhHvNZXxWt9cbwqXhUvjlfGC+U18up4dbxG3upr5OXxVt/qy+M9vjze63t8j+/1/d/rm3z/93+Tb+xNvro39sZe3Rv26t4Ub9gb9qZ4McBFmEiEgTAN1zAQBsI1LIRrWAYLYSEsg4ewDKbBQ3gI02AjTINtsBE2wjYYCdvgG0bCSPiGk/AN+3ASTsI+vIR9eAcv4SW8g6swHRgOHHgLDAdmwwa+ArOB0aCBpcBo4DKwFFgKXAZ+ApeBz8BP4CfwGRgKfAZeA0OBocBr4CnwGpgKPAWeAlOBhcBFWAjvgHfAQvgGLISH8A34BjyEbcBD2AjbgG3ARhgHbISRMA4YB4yEecBIOAnzgHnASdgHnISXsA/YB7yEg8BLuAoHgYPAVRgJXIWdwEhgJLATmAu8g7FwFcbCW7gKV+EtrAPeAd+AhcBC4BvwFPgGbAOeAk+BbcBQYBswDhgKDAXGAT+BccA84CfwE5gHLAXmAfuApcBSYB/wFdgHHAS+Al+Bg8Bb4CAwEngLvAVGAnuBkcBmYC+wF9gMTAc2AwOC6cB0YECwoDfOO+hV8w569bxqXjWvnnfMq+e18455x7x23iyvnbfLm+XN8nZ5pbyD3jhvojfRG+e988Z5xbx33juvmDfNK+aF8qZ507xQXi1vovfOG+mN9N55+bx33jQvn5fPm+aF86Z5tbxwXjivlrfOG+kN9SZ6Q72d3kRvorfTO+jt9HJ6B72DXk6vnpfTK+nV8+p5Jb12XknvnNfOa+ed83Z5db2W3lqvpbfRW+ut9TZ6Fb2NXjCvolfRC+bd8oJ5ie+Wd8tLfHkv8b3w8l7ee+Gl8F5wb70UXgruLdeWe8tl5dpybbms3FUuK5eTu8pd5XJyL72W3kpvo7fSS+lt9DZ6Kb1nXkovm/fMe+Zl806BscA94ChwDzgLR4GjwFnYCmfhHGyFrXAO7uEc/ALu4R5+AauAX8AKYBWwClgBjABW8KKCEcAIXlTvqRfVu+c99Z5697x93j0vk7fP2+dl8l554byHXj7voTfTy+fl82Z6I72ZXlVvpDfSq+oN9ap6eb2hXl4vrjfUG+rF9XZ6cb203k5vp5fWy+ml9cZ6Ob2c3livpDfW++iV9Ep6H72F3jpvoBfOG+hd9MJ54byL3kPvotfTe+g99Hp6M72eXlhvpjfTC+tV9cJ6gb2qXlUvsJfXO+rd9Xp6d722Xk+vp9fWC+u1BQt4Yb2wYAEvMPjAqwvG8Op6a8EYYAxvrXfWW+tV9M56Z72KXkOvonfLa+g19G55q7xbXt5b5a3y8l7/5b0UXv/1Xwrvg5eCa+t98D5wbbm1XFvuKreWW8td5dKCsfAODsJBeAfL8A72YRmWYR92YR++YRd24RueAd+wDZ4Bz4BtcAvYBtPgFnALmAabgGmwDDYBm4BlMAlYBtcwCZgEXMMi4BoGAYuARcAgYAhwCLgDvABeAHeABcAd4AywAFgAnOEFBmeAL7zAXmDwhZcXfAGe8PJ6ecETXlzwBLjBi+vFBTd4acEN4AIvrZcWXOCNBReAB7yx3ljwgNfVu+Cl8TJ4abz2y+Bl8Nqv/tqvEydvlNfJ++fPK+j9865a9bZ6V8ER3lZvKzgCTAGOANOAKcAUYBpwGEwD5vHgHwzDG+AweAOMAQ6Dw2AMMAUYwzsLpgBTeGe9rd5Zr6G31dvqNfQKeg29VV5Br6C3yhvlrfL6b5Q3yuu/+uu/D1791d8HL4P3gVvrZfAycGu9C+ATcAh4BBwCXgCPgEfAC+AK8ILXFlwBrvDaggPAM1iGT8AnYBkOAcuwC4eAQ8Au3AF24RlwB7gDPAPOAM+AW8AZ4AxwC/gC3AI2AV+AL8Am4AmwCZgEPAGeAJOAG8AkYBFwA7gBLAIuAIuAIcAF4AIwBHgA/IR/cBb+wTw4C2dhHpyDeTANOAfnYBrwC5gGHAF+Ab+AI8AK4AjvKlgBrOBd9aJ6V71/XlQvqvfPu+f98zp597x7Xicvk9fJa79MXiav/dpeVvCDNxX8AHbwpnpTwQ7gBLADmAWcAE4As4BTwCxgHU4Bp4B1eId1uAnv8A434SjchI/AUTgKH4GVwEfgMbASWAk8Bm4TI4CBxQfiAzCw2MDr59309nk3vanePm+fN9V76k0FJ3hPvafgBDACOAGcAkYAI4BTwCrgFPAOq4BVwDvcwzschXu4h6OwFY7CSmArbIWVwFFgJXAbOAocBW4Dy4HbwIVgObAcuBAcCF4Dn4EHwYPgM3Af+AxcBu4D94HLwHngMjAaOA+cB0YD64HRwGxgPbAemA3sB2YDw4H9wH5gOLAhGA5MBzYEG4LpwI9gOnAm+BH8CM4Ev4IrwYRgTzAhGBbsCfYEw4JlwY9gTbAhWBNMCTYEG4IpwX5gSrAk2A/sB5YE64ElwZNgPbAeeBKcB54EW4LzwHlgS3Af2BK8Ce4D94E3wYPgN/AfWA38ByYEq4HVwITgPTAhuBK8B94DV4IbwbNgRnAomBFcCA4Fh4ILwXzgQvAYmA/MBx4Dh4HHwEfgMHAY+AhMBD4CN2EiMBG4CTvhJqzDTtgJ6zAP6zALmId5mAUMA2YBO4BhwDBgB7AEeIZ1MAxYB99gGDAM+Abz8A2WwjzMw1LYCUvhIrATdsJFYCJwEfgLTAQmAn+Bw8BfYDtwGDgMbAfmA9uBL8F8YD7wJTgUPAsOBdOCacGh4FtwKFgXfAu+BeuKBcCd4EYwKLgRXAkGBYOCK8Gp4EqwJzgVnAr2BOOCPcHBYFwwLjhYTAB+BfOCH8G8YFbwI/gRzArWBOvgKXyDp/AVvsE3+ApL4SucBJbCUjgJXAROAoOBi8BFYDDwFxgMPAf+An+B58B24DmwI9gObAd2BF+CHcGr4EvwJXgVrAteBQODdcG6YGCxAHgKa+ErrIWZwFf4CjOBk8BMYDFwEjgJLAYGA4uB68BgYDBwHXgOXAdWBM+B58CKYEewIlgU7Ah2BIuCV8Gi4FrwKngVXAsGBteCe8HAYGBwr9gA7ApWBZOCVcGlSsGf4FIwKlTwKBgVHCsWfAqOBfuCT8GnYF+wLdhXPAC2BduKB8QBYFVwJ7gU3AkGBZeCS8GgYFQwKDgVjApGBaeCY8GpYFxwLDgWjAv2BeOKCcC+YF8xgXgAbArmBG+COcGQ4E3wJhgSPAiGBCeCB8GD4ETwGjgR7AZeA6+B3cBp4CqwFpgJrAVWAzOBmcBqYDGwGngPLAYWA++B68B74EZwHbgO3AhWBDeCO8GKYEVwJ1gU3AlWBYuCRcGq4FqwKtgVXAuuBbuCe8G7YgZxg7hBzCD2EDOIF8QeYg/xglhDvCBOEGuINcQJ4glxAvhXPCGeAP+KJcC/4FaxhFgC3CqOALeCMcUR4ggwphgCjAmOFEOIIcCR4gdwpFhB/CB+ECuIHcwEZGCzANmRLEkmJI+aF8irXGDur/fAq+CF8E6Ig8kCZALyCLmWWcgmZAnyirfMW+fVIpeRtchy3gxvi3d+w7xrXjmvo3fSiynOE2+J/8SE4i/xolgZO2MbsRufiGexiZhE/CK+EGOIQ8QOYhbxAxgPbAS+E7OKB8V+4k7xqRhXHEs+IAd4ge/+9m+IN35ZwEzYB/+wEZgJ/4iPxDxiHzED+A4cZ64wS5g5zBJmDDOHmcOMYSYxG5gjzBRmCnOEOcMcYr4wg5hBzBfmDXIdmZGcSE4kM5IhzQhkUbIt2ZYsSjb1BngjvAZeA2+EF8Er4E3wAngBvAlcX/Gq+FF8Kb4UP4onyQjiT7GsWFb8KQ4VW4pvxa/iV/GtmJZsk5OyUTbKSRkp1+QUci7ncgp5loVyLIfJYXIsv3ilb/S18UbfHq+N18bb4x3yOt/m23t7b/N18TJf4du/wvf39m///l6gLEVeI1uRrchrZDgyGRmKrEZWI0ORq7wm3hqv+7pvjbcmR5Gpcg+5h0yVszAieAjcBG4CD4GBwBxeXzABmMDr6731voIBvL3eXjAAmEF8JS4Tk4nJxGViNrGe2EtsJjYTe4mnxGviJ3GXuEv8JMYSx4lvxE3iJvGNeBvf4iAxM2bGQWJs3CJWEZeIS8QqYhBxg9hD3CHuEHuIRcQW4hFxhjhDPCLeIMOSgcnBZGAzATmYHGwmMDuYIcwO5gGzg5nAPGAeMBOQfc0EZgGyL9nXLEDeJdeaI8i95gizAbmX3Gs2IL+Sf8m75gTyrlnAnGBOMAuYAcwCZGAzgBmADEymJQOTYcm0ZFoyLDnUHEGuNR+YD8i15FjzgfnCHGG+MIeYI8wR5hBzhpnEjGEWMYuYMcwfZgyzhfnD/GG2MHuYLcwKZg+zh1nBPGFWILuaJ8wTZFdzAHmUzGteIPOaJcwL5gWzhLmCXEaWI9eR68hyZEayHNmNzEhmJLuRD8lu5DbyIfmQ3EYuJLeR48iF5EJyHNmQHEe2IxuSDcl25EXyKlmVPEpWJWPCJCOSMcmPHslr5EcyHToyHLmPvEe2JFuS98iT5D0yHz5yJZmPDEiuJFeSAcmZZEAyITmTnEkmJIuSCcmSZFGyKFmSbGrWIOuaEcwIZF2yKFmXLEsWJYuSZcmZZFkyKzmTnElmJVeSWcmo5EpyJRmVPElGJbeSJ8mT5FayJRmSzEg+JZ+SGcmkZEbyIZmUTEo+JHuSD8mFZE+yJ7mQzEkuJBuSOcmcZENyJ9mQvEjuJHeSF8mhZg0zBFnXDGEeIOuSdc0DZFnzANmXLEuWJfuSWcm+5F0yK5mVvEtGJe+Sf8moZFTyL7mV3EmOJXOSY8m1ZE4yJ7mW7EmuJfeSPcme5F4yKbmX/EomJZOSX8mnZg3zhhnCvGG+MEOYIcwXZgfzhfnA7GB2MB+Qg80H5FhyMDmYHEuGJceSO8mwZFhyJzlUDCqGE3+K4cR04k/xp5hOHCqGE4OK58RzYlCxqBf3xu+KN35DvCveFW+It0KMKVYVR4pVxabiSHGk2FTcKDYVe4obxY1iT/Gh2FOcKT4UH4ozxX/iTDGi+E/8J0YU55ETxKLkArGoGJRcQC4Qg5IHxKDiT/IAeUD8STYQf5IRyAZkAzICOUSsKv4Vm4p/xbtiU7GpeFfsKd4V34o9xZ7iW3Gm+FZsKc4UZ4otxYjiWbErGYIMIXYlK4hdxaRkBbKCmJQMICYVa5IByABiTTGvWFMsKeYV84olxbViSTGjuFZcK2YUt4oZxYLiVnGrWFA8KhYUU4pHxaNiSvGmt8Zr4j3xnnhNvB5eEy+H18Pr4eXwSng5vBFeCa+EN8J74I3wBngPvAfeAC6wt8Bb4XXwVnhDvA5eB2+Id8Mb4mXxbng3vCzeEi+JV8Nb4i3xang3vBreBu+Gd8Pb4HXwNngJvA5eBy+Bt8BLwO31FngLuL1cX++J18NL4iXxeng1vB5eCa+GV8Mr4W3wSngPvA3eBu+Bl8B7wP31EngJuL/cXnILOYGMQk4gF5BRyCjkAjIJuYA8QCYhk5AHyCXkAbIBuYRcQjYgq5ANyCFkFbIKOYTsIu4Ux4oxxZjiWLGqOJYcIFYVq5IDxL/iRfGgGFY8KGYVw4phxaxkCjGheFHsKHYUL4ptxYtiWLGt2FYMK/YVw5IpxL5iXzIFOUNMK74lO5AdxLfkCPGteJccQY4Q75ItxLviX7IF2UL8S9YQ/5IDyBpkDXIAuYMcQD4gd5A7yAfkD3EwmUC8Kd4kE4hHyQTkBvGoeJTcIG4lN5AvxK3iVvKFuJZ8QfYQ14pryR5iXrIHGUTMK+Ylg5AByA7kCLIEWYIcQV4hR5AtyCvkFbIFGYZsQdYgw5BhyBpkGrIGuYNMQ6Yhd5BduYP8QXZlV/4gy/IFuYFMy7TcQK4hN5AJyDXkGjIBmYVMQBYgs5BZyALkEfILOYMcJmeQKchhcphMQX4gU4hZyQ/kBzGrGFXMKvYTo4pRxX7iPfJW3slWeSf7slW2yr48lX2Zl6fyVOZlqMzLugyVobIuP2Vd7uWn/JR7WSr38i9LZan8y1T5l3UyVabKOjkrI+Wk7EP2ISflHXJSXso75B3yUuYhL2WmzEPmITPlHzJTbso/5B9yUw4iN+WoHEQOIkdlIvIsp5BjyDHkFDIHOYVcQeYgc5AryBvkCnEveYO8Ie4VA4t7xadiYDGw+FSc6y3zannJvGReLa+XV8tL5PXyenmJvEteIm/2XfIuebOvD3knt5B9uYWMQvZlX0Yh8zIKmYTMy7xMQtZlEnIJWZd1uYTcyyVkFXIv97IK+ZdVyC7kX/5lF7LuHfL2eIu8Rd4eL5K3x0vlRfIieam8X14qb5v3y/vlbfO+kXHIQtknC+Uw2Sf75DBZhhwmP5BlyDLkB/IC+UGMSl4gL4hRxaViVPGeuFRcKt4T15F7Mk6WZVnGya6Mk3fZlV15l2nIu4zLNGQaMi7DkHHZlmHIMGRbXiHbMiyvkFfIsGxChmVbtsk22ZaTsi3jclJOyri8lHF5l5fyUt5lprzLOJkpM2Wc3JRxck9uyk25J0dlNXIemYycRx40SPYjD5I1yX5kP7Im+ZKsSf4kX5IvyZ9kV/In+ZbsSnYl35oDyI5kQjIbmY1MSE4jE5IByWnkNDIgeYwMSOYjj5HHyHzkMDIfeY8cRg4j75HByHvkPjIYGYzcRxYj25HjyF3kLnIcmYscR24jc5G5yG1kLHIb2Y2MRcYiu5GvyG5kOfIV+YosR84iy5G1yFnkLLIWecjbv76X+fre6Mt8mW/0lb7AN/jub/A1vvu7v8Y39xpf6Jt7cy/0Lb7Qd/oW3+I7fbPv9N3xZt/su+P18Wpf3Fu/uHfFW7/1u+L98K54K7wf3g9vhTfBW+Et8CZ4E7wFXF8yGzmNbEY2I6eRn8hp5DHyE/mJPEZmIo+Rw8hMZCZyGDmJHEYGIyeRk8hgZCQyGFmMjERGIouRl8g+5B3yEHmIvEPOIu+QechZ5CwyD/mKzEP+IV+Rr8g/ZCzyDzmIjEXGIgeRuchBZCIyF5mLTETuIjuRl8hn5CWyGPmMfEYWIweSxch95EByILmPvEnuI1uSN8mbZEvyLNmS3EqeJc+SW80F5Fbyr7nAXED+NT+Qf80J5gfzgznBzGBOMAOYGcwMZgByrhmATEvOJeeSacmlZFpyKLmUXEoOJUeSQ8mL5EhyJHmRjEdeJNuR8ch4ZDvyF9mO3EX+In+Ru8hK5C4yEVmJrEQmIl9lInJUvspXOSoH5ajck4NyUO7JMbkny3JMjsmyLEKW5Q+yCFmE/EFmIH+QD8gMZAbygRiXfCCOFeOKccWx4k7v7q29s7f21nhn7+yt8b5vjffE+77ve+KF8Z54SbwwXhgviXfGS+It8c54Z7wlXvkt8bJ45Vd+Wbz5y+KN3/zN3/hVvvGLe5Wv8sW9P17cq31/vD9e7cvl1fFW3+VbfXfv8l2+u/f27t7Ze3tv7+ylvbP3fWkv7X1f+n1fGC/90i+MV/bCeGe8slf2znjxd8Yrv/iLv/I7fOU3f4fv8M3f7Zu/ynf7bl/le+RVvj/eI++R98eL5v3xcnnRvGheLi8gWYrsRF4jO5HPyGvkNfIZGZF8Rg4kI5IRyYHkUXIgeZM8Sh4lb5J5yZvkWTIvmZc8a5Ygz5oLzBJmCXOBGcNcYH4wY5gxzA9mC/ODmcFsYbYwM5gVzAzkXLOCWYGcS3Yl55JLya5kV3Ip+ZJcSo4kX5IvyZFkP3IkGY/sR/Yj45HJyHjkLzIZmYz8RYYif5GVyFBkKLIS2YasRL7KNmQb8lUmylc5KBNlohyUa3JQjsk1uSbH5BRyTBYhp5BTyCLkCrIImYFcQa4gM4h7yQxiXHGvuFeMKz4lb2WrLEWWIltlJ7JVnspOZCfyVF4iT2WovEReIkNlJDJUfspIZCTyU04iP2WpnEROIktlJrJUpspMZCYyVX4iU+Uo8hP5iRxFNiNbkY/IUuQjMg5ZiixFxiFvZRyyT97KW9kn72SfLEPeyTtZhtxCliEvkFvILeQFcgJ5QVxKTiAniEvFouJScZ1YVCwqrhPPkXP5Jtfkm3yUa3JNPspE+ShrZaJMlLWyDVkr55BtyDbkHDIUOYdMRYYiQ5GpyFXgLvARtgIf4R5sBbYC9+AlcA/GwUvgJTAOHgLjYBweAg+BcRhInADuAv+Cu8BW4F/wL9gK3Aq2Ai+BW8Gt4CUwJngJPATGBGOCh8CR4CEwIjgSHAlGFCuAlTAZmApTYTJwHJhMvACOA8eJF8QM4CPcBVbCSrgLTAbuEieAycBk4gTxgvfTK+fF9Mp517yYXkzvmtfRq+WF8hJ5obw6XiIvkVfHm311vMs3+2bf5Vt8l+/tLb7F9/bm3ttLe3Nv7qW9+0t76Xd/95d++5d+ZW//9q/s9b2yF399r+/F3+iLv8M3+kbf4dvjHb7bt8fb492+VN7te+Sl8lJ5j7xt3iMvmrfN2+ZF8yJ60byAXkQvohfQW+p987Z56bx03jYvpLfNi+iF9EJ6Eb2XXkRvqffSe+kt9b6CDbyf3mDvpxfTG+wN9mJ6fb2Y3kmvr9fXO+m9Ba+AGcAlYAYwAADvLxjAC+r99f56Qb2aXlAvHjyvmxfP++R187p5n7xA3icv8gXyAnmRL/8i3xcv//Lvi1fE++Kd8Ip4RbwTXgjwCxuAY8AG3mBwDDjGGwxG8QZ7fcEoYBSvL/jD6wvmAH+AP8Ac4BpMhV9YCb9wDFgJK+EY8BGOAaOAj/ARRgH3YBTwB7gH9+APMA7+ANdgHIyDazD+CngVvAleBe+EN8Gb4J3wfngnvC/eD++H98Vbvy9e5Fu/9Yt8tS/yffJqX+375OXyPnnxvFxeLi+eF9CL5wX1AnoBvaDeUi8oGMBb6i0FA3hfwSvgErAL2AVcAva9EN4Mr4g3wzu/Il4R7/zy7/zeePmXf2+8QN4br5kXyAvkNfO6ec28jF43r5uX0avpZfTmejW9mt5c7683F+zh/fX+gj3AJWAP8A+XgEvAP+x7W7wu3vl18Tbf+Z3f5nvjbb5Y3hvvjRfLa+bF8hJ6zbxmXkIvo5fQK+tl9DJ6Zb25XlmwhjfXmwvWAHuANcA27AH2ANvwD9vwD/iHf/gHzHydr5C3+Qp5lbzNt/kqebG8St48L5YXy5vnJfTmeU29hF5Cr6lX1msKtvDKemXBFmANsAU4BmuANcAx2IZjcA7Yhm04B/wDzgHfgX/AP+A7sJHYUFwp5hRziivFs+JKMaR4VjwrhhS7iiHFiWJXsas4UUwqThT3iUnFpOI+saa4T/wm1hRrit/EkuI3MZpYUiwpRhMzitHEXmJGMaPYSywo9hLriQXFgmI9MaU4V3wqXhWvik/Fj+JTcaf4Ufwo7hQrijvFmGJFsaIYUxwoxhRHigPFgeJIsZ04UtwothPbiRvFbeJG8aG4TdwmPhSfiQ/Ff+Iz8Zn4Tywm/hNvicXEYuItcZYYGweJs8RZ4iCxmDhIzCQWE4uJmcRnYiZxlfhMfCauEreJq8Rg4jZxmxhMbCcGE6eJ7cR24jRxoDhN7CYOFAeK3cSKYjcxnlhRrCjGEz+K8cSA4kfxoxhQPCmeEnuJnbEz9hLbiL3EaGIbsY0YTYwkRhO/iZHESOI3MZX4TdwnphJTifvEYeI+caI4TBwmThSriRPFkGI1sZoYUiwnhhRXiuXEcuJKMZ+4Umwo5hPziQ3FhWI6MZw4ThwnhhPfiOHEc+Ib8Y14TrwjnhPXiXfEO+I6MZC4TrwnBhIDiffEROI9sZ+YSEwk9hMvif3Eg+Il8ZJ4UCwlHhQviqXEUuJFsZV4UfwlthJbib/E1lgZ24hrcS22Ef+xjRhJ/Md/jCQmxkhiKjExJsZUYmpMJQ4TU2NqHCYWEoeJ1cRCYiGxmhhKrCaWE0OJocRyYi6xnJhPzCXmEvOJy8R84kJxmbhMXChmEwOK8cR34jsxnnhMjCd24ybWEruJ06SJo8RpYjBg4iIxmLhKlRhHXCVmwiRexkziIEFiYBwkvt3iOr7GyFgaS2NkXI3deBbXcR3PYmA8i/kYGANjPl7GfPyLl/Ey/sU44l/cjHHEOOJmXCRuxjniInGROEccJc4RG4mjxFFiI7GW2Ej8JNYSa4mfxGPiJ/GaeEw8Jl4T34np+I1bxC3iN1YRv/Edq4hVxHdcI75jXVwjrhHrYlqsi48xLabFx9iPj3E29mM/zsbCOBsPiYWxMB4SQ+MhsZMYGkNjJ7GP2EmsJPYR+4iVxEdiE/GL+ER8In4Rz+IXsRzP4lksx3wsx3jMx3yMx78Yj3fxL/7Fu7gZ72Jj3IybsTHOERvjaZwjzhFPYyPxNP4RG4mNxD/iJ/GPOEn8JH4SJ4mxxLX4j+mYjv/4jf+YGL/xGxPjOybG1PiO75ga62JqLCTWxbpYSHyMhcRQ4mN8jKHE2RhKzCXOxtmYSzwk5hKXiYfEQ+IysZO4THwldhI7ia/ESuJtfCOGEcOIb8Qx4hvxjjhGHCPeEdOId8RAYhoxjRhIDMdAYiIxHMMxkXiOicRL4jme4yWxLV4SS4ltsS2WEuuxlNhKrMd6bCXOxVZia5yLc7E1DsYb4hExiZhEPCJ+EY+IXcQv4hexi1iOXcRxLMdyHMd4HMd5jMd4nMe7OI958S7exbzYGPPiYmyMjXExnsbFOBpP42kcjX/E0bhH/CP+EfeIk8QgYhUxhhhDrCIOEauIa8Qh4hBxjXhFXCOmxSviFTEtDotpsR+HxWGxH9uxHwtjO7ZjYYyLhTE0xsW4GBoPY2jsIx7Gw9hH/Ix9xDziZ/yMecQ6Ygrxh9hCbCH+EI+IP8Qp4hHxiDhF7CJOEc+IXcQu4hlxHM+IZXEcx7EszmNZ3Md5nMd9zIv72BfzYl7si4uxL07GxbgYJ+NonIy1cTSOxtq4R1wh5hBTiCnEHOIPMYcYRfwh/hCjiFPEKGIZcYo4RSwjnhHLiGPxjHhGHItlcSzeY1ksi/e4j/e4F/dxH/diX9yLkbEv9sXIOBkj42ucjJPxNdbGF+IQcYW4Qhwi5hCHiFfEHGIO8YoYRbwiDotRxCjisFhGHBbbsYxYRmzHsdiOcXEsjsW4eI9x8TDe4z0exr14GD/jXtyLnzEyfsY6YmSMjHXE1RhGHCNmEbOIY8QP4hgxjfhB/CCmEUOIacRwDCGGEMNxhBiO5zhCHCGeYwnxHNtiCbGE2BZPiG2xHk+IJ8R6rCHW41ysIdYQ52IPcS4Oxh5iD3EwFvEKecO8St4wr5xXyavklfPmeeW8n948b57302vq/QQbeE29pmADsAXYAPzCFmAL8AvH4BemwjE4BlPhHDAVjgPngHPAceA7MQN4F3wH3gUfgu/Ad+BDMB7aSMdoIh2jZZpIE2mZdmmZrkC7tEtXoB3QFeZXtAPawfxqRjW/mhPNqGZUc6IZ0Jxo9jIDmgHNXuYns5c5Oj+Zn8zRWThHZ3wWzsIZn+/5OPNmHrOPuTlrZ352MvdzihnFDGOeMbeY5znGHM/wLJvdOa8R1T7qHHWRGk9drV3FJtSwarym67re1bqaFtMRUxJb1gpqAzUAGhetiu5Vs6hp1BboW7WTBkazoQ3Ra+hWtCW6FC2kh/SR7ukYtE/HaBi0HGsUkxRDFFMVkxUrNSuaNc1+5kzzn/nTXGleNS+iR9A0OgTdgDZBR5hns4n5nXPM1llZE+tfbaxzdYx6r3H1XdtqDHQv2lZMSowaa0Jv6R3900FoIg2cdc2i5k2yEFmP/EfWIyuS/8h/ZEVzh5nQrGY+M5+Z1cxd5jKzltnMbGbWMseZsbOYOcocZRYzX5mHzDhmKDOUGcdcZIbOwhk342bhfM8xZhmzi9nFLGNeMd8zPtdzPeNzLE+IdckQZAixrnhWrCtOFc+KZ8WpYk4yTwbKMlkmA+W6LlJX62k9rau1s/bruP7rv45rO+aMxWJ7bI/FYjS6Cu2GfkO/od3QcehTdCEaE42JLkQnokXRhOhIdCSaEK2InkSzoknRpGhWtCsaAv2CRkGjoF/QYfQdmgmNhcZCM6GL0EsaCL2D3kEDoX/QUGgpfYO+QUtp69xrhjR3mjvNkOZHcy3aAr2AXkBboCXMuXnE3M8j5rC5n/s5bObnEXNuLjGXmHPzby4h/5lHyH/mDvOIecTcYQ6T58hv5DvyHfnN3GDmNKOZMc1o5jAzphnTHGamNIeZucyUZkozl1nSzGXOMkuaJc1ZZkhzlhnLDGmGNGOZH81SZiQzmRnJrGUmM5OZtcxlZkDzk9nO/GT+MduZ7cw/ZjXzjzk7q5nVzNm5y9xkzjFP5xyzcp7O01k5+2Yp85IZybxkPjIjmZHMR2Yd85E5yKxj1jEHmbdzkFnIvJ23s5AZxyxkJjLjmHHMROYi85NZOP+YhTN0/jH/mKFzdpbN+UybaXM+B+d81s3BOTjrZuasm40zc2bOxtnGbJyps43ZxkydjczUecdsZDYy75inzDtmJfOUecqsZAYzB5rTzFvmNDOQecu8ZQYyX2cgc3G+zte5OP9zcd7nf/7nfabnO/ObGcwMZn4zT5nfzGPmKfOUecxsZB4zV5mNzEbmKrONucqcZLYx25iTzMw5ycxjZs7MmcccnHnMvDk4B2feTJvTzE1mIHOTeToDmYHM07k4T2ffXJyLs2/eZzTzbw4z/+bcHGYOM+dmLnNu7mcuM5e5n7PM/exkzjJnmZ3MWOYbs3OuztXZOSNn5zyckTNyHs69eTj7c2/uzf6sz/5sm/VZn21zbLbN8xybY/M805jnucVMY6Yxt5hZzErmHfON+ca8Y3bOO2bq7JydM3UeztTZOA/n4Wyc/dk462Z/9mfdbJt1cz7bZtucz/Ocz+48z/PszjPmFDOMmcXMYoYx05hhzPJMY6Yxy3Nslmd7js2x2Z712Z5vsz7r823uzbeZOPfm3kyckTNxfs7IGTk/5+oMY6ZneabnfZZned5ne95n32zP9uybb7NvVs63+TYrZ+KsnK0zcSbO1vkpK5AByCdkADII+YR8QgYh52QIsgJ5hqxAPiHPkGfIJ+SffELOyT/5J+dkIDOd2cecZ/Yxa+c8c55ZO0tn7Vxjls7Sucb8Yq4hg5pfzC9kUDIlGZS8RaYkU5K3yFPkLbJSniJPkZVyUVbKNeSiXJRryCzkInJVBiJX5aEMRAYiD+WfPJRn8k/+yTN5hjyTX3mGPEN+ZQjyK2OQIcgQZAzyBPmCTMs0mZadMk2myU4ZKztlLzJWxspeZDSyFzmVjEZGI6eSccmp5lfGJeOa39nE3Jxns3aeze+snbXzO9eYXznVXGOuIaeSQcmpZC8yKBmU7EXeInuRnfIWeYvslJWyU6ZlpayUabmGPEcuIr+Ri8hA5DfyGxmIfEMGIufkG/INOSffck4GId/yLYOQPcwm5gYyrrmB/EbGJeOS38ho5DfyDRmNjEa+IWPlG/ItY2WsfMs0+ZY9yDSZJnuQL9Rk6iv1nvpKbaneU++pLdWcakuxADWnmlMsQN2rllXzqWHVfGpPNawaVu2pdlUjqX3Ui2ofNaJ6Ub2oRlTrqvnUsuo/9Z9aVj2r/lNXaz51tcZT86n51HhqT7E71iFWi3WIcYjVYrUYh5gsxiGWISaLyWIZYnUsQ+xCrI7VsQuxWOxCbEMsFovFNsRosQ71rBiHelYtK8YhxqGWFctQy6phxTLEMtSwYhdqWLEJsQuxC7EJsQ2xELWu2latq0ZU26pt1YhqQTWiOkctqBZU56izNZQaSS2pRlIvqiXVkupFNbB6Ua2rBlYDq3XFTNS6YiFiJmImYiFien2lhlJbqqHUkmpLtaVaUixALakGFgsQC1ADi6mogcVMxFTEVMRMxP6YiZge+2N/TI9hY9AYM4YkhiTGjBGJMWPJGJEYkVgyJiSWjCFjQmJCYsjYkBgytowNiQ2JLWNGYsuYkpiRmJGYkliY+gEtq0ZAy6Jh1QhqBDSsugANi45VF6gL0LHqA3QsulZ9oD5A16od0LXoXLWD2gGdq7ZA56oD1BZqC3WAmkWNq221rtbVtppW22q4ptW0Gq5r1HD9oq5R16hf1CjqF3WKGkWNok5Rk6hT1C1qEjWJukVdom5Rh9Ul6hJ1WA2jDqtrNYwaRl2r67pW93Vd13Vf4/Vdy7WtlmsVta221SpquFZRf6jhGq4/1C/qD7WG+kX9otZQp6g11B7qFHWK2kPdovZQn6hb1C3qE3VYfaKO67A6rI7rWh3Xfl2ra7Vf9zEbMWMMGzPGcjFsDBvLxf5YLgYj9sf+GIyYihiMmIuYipiKmItYgJiL2IFYgFiA2IG6F42L7lULqAXQvWoXdK8aQ+2idlFjqGXUu5pW5+pcTatj1LS6Rh2jjlHXqDvUNWoUdYe6Q42iplCjqEnUFGoKNYlaQk2iLlFLqCXUJeoJdYkaRj2hnlDDqCvUMOq6rlBXqOs6RF3XdB2iDlHT9QwaWJ2tCdTZOkdNoCZQ56gj1DlqH3WEOkLtowZR+6iR1CBqEDWS+q2R1FDqt35rKHVeQ6mv1Hmd11fqX32lJlP/6l9NpjbWcv2gVlE/qBHUKmoVNYL6Q42gLlB/qD/UBWoNdYH6QK2h1lAfqD3UB2oHtYfaQ+2gPlE7qC3UJ+oTtYU6ri3UNOq4jmsatV3ftYxarmXUGGq5lmsM9YMaA22rflA/oG3Rsuq9jlHLalkdo25Qx6g71A3qBnWHekDdoaZQD6gH1BToYDWFWgIdjA5WS6B31RLqCfQuelc9gdZVT6gr0LpoXXUF+lddoQ5B/6J/1SFqAHWIekYNoAZQz6gV1LK6QS2iFlE3qDnE7lgtBo1BY7UYM1aLyWLMGDMmiyVjslgdS8aSsTqGjNWxWAwZQ8ZisWUsFnPGlrFlzBnTQdOiP9GiaFH0J5oQ/Ym+RBOiCdGX6D70JVoS3YfuQ0ui9dCS6Ee0HloP/YjGQz+iG9F4aDx0I7oO3Yh2RNeh69COaDq0IxoSTYemQ0Oi7dCQ6D+0HdoO/YfOQ/uiQ9Gn6FN0KLoQHYruRBeiC9GdaEF0J1oTLYgWRGui/dCa6Ey0H9oPnYnmQ2eiN9F8aD70JhoQvYkGRQOiAdGg6EE0KHoUPYgeRI+iEdGj6Eo0IhoRXYlmVP9oT3VOe6Ip1Xmd05Tql6ZEL6rf+qUX1SDoRfShGkQNgj5UR6AP0YHqCHUEOlBNgA5E76kJ1AToPTQweg/NiQZGA6M50bdiUmJNYnJicmJNYmxib2JrYmFiYWJrYkZia2JnYkZiRmJnYkNiZ2JjYkNiQ2JjYkJiY2JkYkJiQmJkYkRiZGJpYkRiRGJpYkhqDnUDmhfNq25Az6ob1APoWfSsegD9qh5AB6Nf0a/oYPQqOhi9i15Fr6J30ajoXbQuGhWNitZFm6J10b9oU7Qp+hediv5VA6BT0alqADSrGkBtgGZFs6oN0K5iaWJsYkhibGJNYkhiSGJNYtBYkxg1Bo1BY9TYHYsSsxGTErMRw8akxKTEsDFqDBvTY9QYNabH7pgeCxG7Y3csRKxDLERtK9Yh1qG2Vc+qbdWC6ln1rFpQ/acWVGfrP/WfOltX6ywNrK7WVRpY7aT/0JDoSfQkGhLNioZEO6JZ0axoR3Qq2hHdiE5Fp6Ib0aboRvQj2hRtin5Eo6If0ZJoVDQqWhK9ipZEX6JX0avoS/Qr+hL9iX5Fv6I/0bPoTzQtehY9i6ZF86oD0LloX7QvOhcdis5F16JD0aHoWnQnuhYdi+5Ed6Jj0ZroWDQsWhOtiYZFZ6Jh0bLoTHQmWha9iZZF26I30ZtoWzQo2hbdiwZFg6J70aPoXrQqehQ9ilZFV6J99I7+0Tt6S//oH72lcdA+6CR9pa90kmbSPe3TPbpH+3ST9mkc3aSbNI6O0jhaR0fpKK2jq7SO5tFVukrz6CzNo4N0ls7SQdoGHaSLtA3aBl2kc9BFOknnoHPQSZoHnaR90DxoHrQPegqNpXmaSvO0TVNpKm3TUNqmazSUhtI12knXaBvtpJ20jX7SNvqmn/STvmkpfdM5LaWldE5baS0to6e0jKbpKT2laVpJ03RMK2klHdNHOqZp0Ef6SNOghbQLegYdg45Bz6B9egZdg/Zpn65B4+gaNEzjaBwN0zoapmdaR+vomebRM13TPJpH13SQrukZHaSD9Iwu0jMap4t0kcbpJI3TNzpJJ+kbzaTj0G5oRjQj2g2NiHZDq6ER0YhoNfQgWg1thh5ED6LN0IBoMzQZGhANiCZD86HJ0GVoPjQfugzthy5Dn6H90H7oM7Qg+gy9hhZEC6LX0IXoNbQhuhBdiDZEJ4o1iiGKvYm9iSGKrYkhihWKrYmtiRWKnYkVigmKnYmdiQmKjYkJigWKjYmNiQWKkYkFihmKkYmRiRmKpaEV0YRoObQcmhDdhiZE96Hb0G3oPjQaug+th0ZDo6H10GNoPTQeegw9hsZDh6Hx0HXoMHQYug79ha5D06G/0F9oOjQXmg5th+ZCc6Ht0F1oO3Qeugvdhc5Dg4mpipWKSYpJipWKIYqViomKIYohiomKFYqJioGKFYoVioGKCaI90WJoSrQYegtNiaZEb6EX0VvoLPQiehGdhT5EZ6Gl0IfoQ7QUOhAthWZCB6ID0UzoPTQT+g69h95D36E50UaaSCNpJE2kl9BEOgi9hF5CB6Gt0JboOXQpeg4Nhy5Fl6Lh0GloOHQPOg2dhu5B66B70DlaB62DztE7PYe2QsOhrdBBaDg0HDoI3YMOQgPpHnQPGkjnaDb0GtoL7YVeQzeh19Bn6CZ0E/oMnYQ+Q5ehk9BJ6DK0EboMTYY2QhuhydBHaDK0GfoIfYQ2QyuhzdBqaCW0EloN/YRWQ7uhn9BPaDc0FdoNXYWmQlOhq9BC6B80EBoMDYYGQnehgdBD6C50F3oIzYUeQhOhudBcaCL0F5oIjYT+Qn+hkdBhaCS0EzoMHYZ2Qo+hndBR6DH0GDoKjYaOQl+h0dBo6Ct0G/oKrYVuQ7ehtdByaDG0lt5Ca+kpvYXeQk/pLPSUVtJZ6Cy0kpZCK+kjLYWWQh9pJvSRHtJMaCb0kC5CU6Gx9BMaS1PpJ/QTmkoroak0lFZCK6Gh9BEaSjvpI/QR2kkboZ30kzZCG6GfdBL6SUvpJHQSWko3oaU0FLoJ3YSGQnupiXSr+ke3okvVv/pHl6I90aXoNLQn2hOdhhZDp6F10GJoMbQOWkvroHdaS2vpnZbRQmgcNBUaB72lqdBU6C2Npbf0T2NpLP3TPK2FvkJPoafQV2ge9BU6Cs2D5kFHoXPQUWgndA46B+2EtkE7oZHQNmgbNBI6SyOhidBZOksToas0EXoIXaWr9BA6Sg+hgdBROkoDoZs0EHpJN+kmvaR7s6k5zyxnzjNLZzmznFk6L2fp/GJezsv5xaxifiFTmlXMKmRKciOZkjxFbiQ3kqfITeQpclFuIjeRizJQLsosZKAMlFnI9exnvjOvme/MYOY185oZzExlBjMrmanMVGYl85BZyXxjHjIPmW/MOOYbc3XGMeOYq/N2rs7PeTtv5+esY37O1lnHrGO2zkhm65xjRjIjmXPMWuYcc5NZy6xlbjLHmZvMaeY4c5w5zYxoTjMHmhHNiOZAs6gZymxlHjJbmb/MQ+Yh85eZyvxlhjNTmanMcOY1M5x5zrxmXjPPmf3Mc+ZCs5/Zz1xoVjQfZx4zdsbOPGYxM485ySxmFjMnmdnMSeYqM5uZzVxlrjNXmcfMdeY685iZzzxmfjPzmfnMb2ZD85v5zmxoNjTfmRnNd2Y/M6OZ0exnnjT7mTXNk+ZJs6ZZ1YxqBjSDmgHNdmZQM6jZzmxptjOrmS3NlmY186JZzUxoXjQvmgnNlWYzc5xZz6xnjjMPmuPMiOZB86AZ0exoRjSLmh3NjmZR86hZ1uxqVjWrml3Nk2ZXc6l50jxpLjUzmkvNnmZGM6PZ02xo9jRfmg3NhuZLM5/50txo5jPzmRvNdeZG86G5zlxnPjSzmQ/NgmY2M5tZ0CxmFjTvmcXMYuY98xXawYyKLjCjmkHRBegCM6j51wxqtjT/mn/NluZbs6V50XxrvjUvmmPNi+ZVc6w51ryKHjDTmfPMfeY+c5651ZxnNjW3mlvNpuZZMk/WIQNlHbIRGSgDZSNyE9mILEhuIjeRBcmNZEHzCbmR3Gg+MauYT8zAWcWsYgbOyxk4t5mX83JuM8uZ28yhZjmznDnUbGoORTOYTc2maAbzLBrBzIkmMHOaMdEEaAIzpjnYjGmmNAebg82UZmAzpVnSDGwGNkuaec2SZkgzr5nXDGneNUOae8275l1zL5rCjGJeMcOYV8wyZhgzjFnGTM8y5tpMz/Rcm/+5Nifnf/7n5HydkzOT+TpfZybzlpnJjGfeMm+Z8cyBZjzzpjnQHGjeNIuSdchCZCOyEPmPbEQ2Iv+RBcl/5hKyIFnQXGI+MZeYf/OJ+cT8m4Hzb0YzA2fgjGZuM6OZOc1t5jYzpznUzIlGMIeaQ9EIaAbzqFnUnGpONYuiA8yiZl10ADrArIs+MO+ZBc1/5j+zoPnTLGg+NH+aP82HZlLzobnRTGomNTeaWc2N5kszq5nVfGmGNV+aPc2wZlizp5nW7GkuNdOaac2l5lxzqdnVnGvONbuiAcyuZlk0ABrALIs2QLu0A7oF7YAuQLegW9AF6BN0gfkXfYI+Mf+iO8y/5lt0B7rDfIvGMN+aY9EYaAxzLDrCHIseQEegI9AD6AZ0Tt80jabRNx2CvmkbHYIOQdtoELSNrtEgaBB0jRZB12ibFkGLoG2aBG3TPE2CJkHzdAqap386BZ2C/ukV9E/v6BX0CnpHv6B3tI9+Qb+gfXTYnGn+NJ+aT82fZlzzp5nUjGvGNZOafc2kZlazr9nXzIoWMLOaYdECaAEzLFrBDGumRSugFcy06AczrTkX/YB+MOeiJ8y5aAD0BHoCDYC+QHugD9Aa6AOzLloDrWHWNduadc2bZluzrXnTHGneNOOZI82RZjyzmxnPzGR2M7uZmcw9ZiZzcu4x95iT825OzrV5N+/m2gzPtVnGDM/wLGOOQUugLdAuaBe0BXoGbYHOQM+gZ9AZ6Bp0BnoDXYOuQW+gYXoD/YGGaZj+QM/0B7oEPdMzXYKu6RI0C7qma5oFPaNZ0DLoGT2jZdA4LYPWaZzGaZ2+0QboBDQAOgHNgQZAA6A50BdoDrQK+gJ9gVZBvzSRdmkg7dItaCANpFvQOboFfYLO0Tn6BL3TJ+gO9E7vdAdaRnegMdAyWkZjoGkaAx2BpmmajkDHdATaBB3TMW2CpkHDoD3QMu2B1kDLtExroCvQGmZbdAW6wmxrfjXbmiPNr+ZXc6Q50RxpdjMnmhPNbmYvs5u5x+xl9jL3mKNzj3k3R+fovJvxeTfDMz7jMzzH9Ag6BE2BpkCHmHfRIWgQ8655Fw1i5kWDoEXMvGZetIgZGC2CJjEDm4HRJOZgNAk6xRxsDkanoAnQKegVNAGaAL2CRkCvoF/QCGgE9AuaAf2ChkAzoBnQEOZZ86kZ11xrrjXjoi3MuGZftAXawuyLzjD7ogXQGegMtAB6Ay2AVkBvoDfQCugPtAL6Af2B/kA/oEvQD+gJdAm6BD2BZkFPoC/QLGgW9AVaBn2BfmkZtAz6pXWZUHaTGWVG2U0WlN1kNVlQFpTVZDhZTRbLcDKcLJblsljmynJZLnNltsyVwTJbZstgGS6DZTMZLsNlM5kvm8l+mS/zZb9sJ/tlR9lOtpMdZUlZIJkeGSDZLdkoWSkZLVkoGaxZixk8KzGDMaswMzHjMEMw2zDTMHMxW1DrqbnUSupPdaB6VK2tj3WPOlcsQf0rZiFWIwaijtVuzYvRiMmIhcXmmDBmqxnUGeoVsS8xODEusR4xa4xJrBmbEpvKNMh8MV2yFjIVMhMyELJZlkF2QVZAtiG2KGYpNikmSzYgVirGKUYopknWRTZGtkWWQ8ZDpkN2QzaV2ZAxZUrZT5aUDWU7mS77yXrZHVkbWR1ZJpkmWSvZrdmCGYFZ2MydjZipmGWYTYjRMRExDDFlzEdsh4xBLJiMQMxU7E5sTmxSLFVslOyETJbVkD1lL2TS2YkZixmNGY0Zi1kNmSBZH9kf2R9ZH5kdWSZZK9kl2SVZK5kqGS7ZJxkpGSnZJ1mlmQRZrVmBWQFZLdmu2kpdqI5Tx6kL1X1qNTWgmk5NpwZUJ6rR1E5qIbWQ2klto2ZTT6o31ZNqTfWmelOtqc4VWxBDEYMQgxBDEVtR74ppiDmIOYhpiFGo9XpWj6hH1LN6Q72gnmsINYR6ri/ElsTKxLzEvMTKxMzEqrEnsSCxILEnMSuxW7IGMgMyA7IGsggxWzFAsUexRzFAsT2yKzIwsjCyMDIwMjGyKDIisiWyJTIisiKyo+yXFWVF2S8DzkzMMsxmzDLMVMxmzGbMVMxiyPTI7sgAye7I6sgAyQDJ6sjmyBbJAskSyQLJAMkSyRLJAMn8yADJ5sj8yPzI5sjiyETJEskOyRLJ/MgOyQ7J/Mj4yPzI4sj4yPjI4sjeyCbJYMkwyWDJQskwyTDJQsk6yWDJJslWyVbJJskiyWLJPslqyT7JcMlqyWrJcMl2yQTJFMn6yBTJEMn6yPrIEMkMyRDJNskMyQzJNskoyTbJXMkoySjJXMlYyVzNAMhYyVjNAMwEyCLJHslWyR7JGslWyVbJGslSyRrJHMlSyVLJHMlUyRzJJMlUyVTJJMkuyRbJEskYyRjJEslMyRLJRMlMyUzJRMlQyUDJZsk8yWbJWsk8yTzJWsk0yXjJUMlsyVDJRMlsyWzJRMk4yUTJDsk4yTjJDskKyQ7J+MgKyQrJ+MjyyPjI3sjyyPLI3sjcyOjI7MjkyOzI+sjkyOTI+sj2yPrIDMn2yPbIDMkIyQzJKMkIyQjJKMkgySjJWMkgySDJWMleyVjNBMheyV7NBMwOyGbJgslayYLJfMlayVrJfMlUyXzJfslUyVTJfslSyX7JgMlSyVLJgMlWyYDNBshWyVbNBshgzQbIdMlgyWDJdMlozRjIZM0OzA7IZMleyWTJLMleyV7JLMkgySzJBskgySDJBskIyQbJ8MgIyQjJ8Mj2yPDI4Mj2yPbI4MjkzBLIeM0YyHjJbM0YzBjIbMlkyWzJOMlkyWTJOMksyTjJCsksySzJCskGyQrJ8sgGyQbJ8sjwyPLI3MjwyPDI3MjgyEbJbslAyUDJbslmyW7NCMhmyWbNCMiCzQLIYs0MyGLJas0MzAzIas0UyGrNJMwUzBTMJMxWzGLM5NmMmTyLZzNmM2bxzMQsnsmYmZiZmMmYwZilmImYgZiJmHmYgZiBmHmYdZh5mIWYdZh1mIWYfZiFmKGYfZh9mKGYkZihmL2YkZiRmL2YsZi9mL0zFjMWs3dWYyZi9mDmYfZgFmHmYeZhFmEWYhZhhmEWYhZihmGGYoZhVmKGYoZiVmL2YlZiBs9ezF7M4Nk7AzCbMBMwmzDLMBMwEzDLMDswyzAzMTswOzAzMWMwMzGrMGMwYzCrMEsg0zUbMEMwQzAbMNswGyADNtsw2yADNqMgAyb7NaMwoyD7NXMg+yXzNXMwcyDzNWsg8yULNmswayALNoMgCzYjMIMwgzAjMLswIzBbMLswuzBbMBsxWzBzMRsxGzFzMQubaZgtmFmYWZgtkPWaLZDdkvWS9ZLdkuWS3ZKVkuWS5ZKVkp2aPZgFmEWYBZgZmEWYRZgZmGGYGZgpmGGYYZgpmJWYKZitmJWYlZitmLWQKZJVkiGSVZJ9kiGSIZJ9km2SfZLFkm2SbZLFkrmSxZoFkLmSuZoFmAGYBZg9mAGYAZg9mE2YPZiJmE2YTZiJmKmYiZilmKmYqZilmMWYcZhtmJ2YnZhtmLGYbZhRmLGYsZhRmJGYUZg5mJGYkZg5mH2YOZg1mH2YfZg1mHWYNZhBmHWYdZhBmIGYQZhdmIGYgZhdmKWYXZiNmKWYpZiNmMWYjZi5sxizGDN3Jtd5aji1nBpOHaaWU8upw9Rp6jC1lDpNnaaWUoupGdWd6kF1p7pSPageVFeq79SVakf1nfpO7ah2UzuqC9Vuajd1oXpMXai2Uo+px9RWaiA1nbpNraZuU5cpU2Opy9RdutRPalF1pvpRnak2VD+qH9WG6ka1oRpO3ahuVMOp89SYaj31m1pPrURJvaPuUm+pn9RbaipUaiY1lbpKlVpKXaX24qUWU6+pudSHai61nvpQfajWU4eq9dSY6lB1qBpT7avuVLeqK9Wt6lR1pbpSnap2VKeqR9WOakf1qLpQPaoOVBeqC9WB6j61n5pRPadmVA8aVJ+pB9V37tRZ6ju1Gzd1ktpNPWZM3aMeUwMBUmtrPzWlmlFNqSZVM6oZ1aTqTjWpulbdqe5U16pb1XXqNXWkek19qI5UR6oP1arqQ3WoWlWtqg4VG1CHqn3FBsQG1L5iIupgvaNu1jtqJXWzbtZKamytpOZSY2tszaUeUnOp19RD6iH1mjpKvaauU0epo9R1ajC1sGbWx/pYM+seNbO21j3qHrW1TlJbax51kjpJzaPOUvOol9RZ6iz1kvpMvaTWUp+pz9Ra6jm1ltpMPaeeU5up/cQ8xMJiGmJhMRkxDTENMRkxCrWo+lSdqT5V48JVx6pxxQrUsepYsQIxBLGwmAcPsRF1rZiCulVMQUxA3apuFRNQp4oJqIPVqepUdbB6VB2sRlWPqkfVqOpPtZlaSz2lnlJrqY3UWuolS2oc9ZKaB486WvOordYaWVtrJrPm1cxaKKxjNaV6VU2qXlXzqknVpGpeda2aV+xBXauuFXsQUxDjYyBithiIWI2YLWaL1YjNMQgxA7EFMQP1rdiC2IL6Vv2qvlWXKlVfqkvVoOpL9aUaVA2oBlUrqgHVgGpFdaJ6Qz2rM9QZ6lm9op7VwHpFvaIG1rcaWC/rW32rl3WxXtbXulgX62sNra/1jxpaQ+sf9Y36R92kvlHfqJvURGIlYh9iJGIkYh9iDWpfrayDtbKm1sE6WFPrHTW1/lLvqHfUX+o39ZcaUv2mflNDqjHVkGpaNaYaU02r9lXTimGofdW+YhhiImpfHaz1Wq+D9awO1s16Vs/qZg2smzW2BtbAGlsva2w9pF7Wy3pIfa2H1FHqa32to9Q/6ig1mPpH/aMGUzeJPYiNiCmIjYh5iCmIKYh5iAmIeYhpiAmICYhpqIPFNNS76mB1sHpXjaq+UM+1W7v1XPPque7VvJpX92pk3auTNbJG1sk6WidraR2to7W0xlFLax01jhpHraM2Uuuoj9RGaiP1kXpKvSoGoOYVAxCTUPOqecUkxB7EJMRSxB7EHsRSxEbEUsTk2IjYiJgce2PB2Dbmi21j2Zgv5otlY7tYNgaM7WK7GDCmiwGJ+YhJYz5iypg0Jo0pY7iYG8PF+hgupoz1sT6mjBVjytiOWDFWjO2I5agT1CbqBfWC2kQ91yZqvp7ruebrXs3Xw7pX9+phnayH9bNO1sn6WUvrZ72tpbW03tY66m0dpNZR66iD1EdqBvWKOkGdoF5Rm6hX1LfaRG2ivtV8fauLNV/zdbEe1sUaWg/rYQ2tnzW0vlE/62d9o97WN2oi9bbe1kTqIDEAsQoxCbEKsRcxCTEJsRexFLEXsVksRSxFbBaTYyVicexDLI65sQ+xDzE3FiPmxvpYjFiMWB/LY32sGMtjeawYG8aKsRyxYWwYyxG7EbsUExOrFBMT6xKrFKsU6xKLFOsS2xKLFIsU2xJLFNsSyxJLFEsUyxIDFMsSoxIDFAMUoxLbE6sQAxBDEEMQA1DHigGoV9Wx6lj1qjpTvaqmVGeqM9WUakM1pdpPbag2VPup4dR+ajM1nBpObaYOU5upp9Rh6jD1lFpKPaU+UkuppdRHaib1kTpIzaRmUgepn9RBaiL1k/pJTaTGUhOpm9RYaix1k1pN3aQGU6up1dRgakA1mLpODagGVNepL9V16kj1pfpSHal+VUeqVdWv6le1qtiCWlVsQGxBbEFsQAxFbEBMRAxFDEVMRAyPiYjRMTyGx+hYNLYihiLGIsYihiLmx1DE8Jgf82N4rBfDY9FYL9aLRWPVGI4YH9PG+Jgtpo1pY7bYNGaLCWPT2DQmjDVjs1gwJseCMV9MjskxX+yN+WK72Bt7Y7tYWGwX08XCYmExXYxGrECsQQxBrEHsQwxBDEHsQ6xC7EMsRqxCrEIsRuxFLEYsj72IvYjlsVksjw1js9gsNowFY8PYjVgwFozdiG1jUWJSYldiUmJyYldiV2JyYmBiWmJxYlhicWJtYlhiWGJtYlVibWJqYlViVWJqYlBiamJoYlBiUGJoYk5iaGJlYk5iTmJlYkxiZWJLYkxiTGJLYj1ieGJWYndiVmJPYndid2JPYkViT2LHWJFYkdgxRowdY3CMGCPG4NiMGByLEJsRmxGLEGMQi1CzijGIMahZ1aZqVjWh2lRtqiZU26kJ1U5qO7Wd2kmNplbWNmpqbaN2UlNrau2k/lI7qQnVX+ovNaEaUk2oZlVDqiHVrGpaNatYhJpWTSsWIYYhFiEGxzDEMMTgGB2DY8cYHaNjx1g0dow9iUVj0diTWDUWx+yYG7NjvJgbc2O8GC7Giz1juBgu9oxJY8/YNSaNSWPXGJDYNXYkBiQGJHYkliQmJoYj1iWGI6aNdYl1iWljW2La2DS2JbYlNo1liU1jU2JZYlliU2JUYkBiWmI+YlpiWGI+Yj5iWGI7YlhiVWI7YjtiVWI5YlViUGI5YjliUGI3YlBiTmI3YjdiTmLbmJMYk9g2to0xiWVjTGLWWDaWjVljQBkIWQYZBhkGWQYZAFkGGQUZABkAGYVYLxkFGYRYr1gvGYRYLhkEmYNYrlgumYMYLpkDmYQYrhgumYTYLpkEWYXYrtguWYXYL1kF2YbYr9gv2QZZANkGWQFZAFkAWYHYK9kIWQzZB1kMmQzZB9kHmQyZB5kMWZjMg8yDLEwWQhYmo2UhZCFktMyEjJbxMhMyEzJe1kImy06ckFmIBZM9iPGSPZAtiPGK8ZItiNWSLZAhiNWK1ZIhiM2SIZAdiM2KzZIdiMGSHZAliMGKwZIliMWSJZA1iMWKxZI1iNGSNYjduhU7JXtlLmQwZC5kFmQwZDBkFmQdZFIZB1lUxkE2YYIMKpsgU6BA5pQpkAkQIGvKBMSAyZqyZgyYbBkDFtMlW8qWMV0yYkyXzOeTUWUPZCNkC2QjZB9kC2QLZB9kCGQfZB5kCGQIZB5kB2QeZCFkB2QHZCFkCWQhZCZkCWQJZCZkDWQmZCpkDWQNZCpkEWQXZBtkImQiZBtkNGQbZBUqyFjIKsgkSJClkEmQOXAgKyFzIIMAQYZCBkFGgYJshYyCLEMG2QxZBtk8y2IyBrIOsWCyDjILsWCxYDILsgcyC7ITsgeyB7ITshGyE7IashGyEbIashixOLFBsTaxQTE/sTaxNjE/MTUxPzE+MTUxNTE+MTQxPrE+MTQxNLE+sTKxPrE/sTKxMrE/MTMxMDE5sTqxOjE5MUcxOTE2bGKKYmxiaWKKYopiaWKGajQ1m9pOzabeVNup7dSbalP1phiB2lRtKkYgxiBGINYixiDGINYiNiPWIvaLzYjNiP1ixNgv9iNGjBFjP2JFYj9ic2JFYkVic2J3YnBieWJcYnlidmJcYlxidmJ0YnZijGJ0YnRijGKHYoxinmKHYodinjLF/MQyxTDF/MT8xDDF+MQwxTTF+MT4xDTF+sQ0xQjF+sT6xAjF/sSSxL7EgMS+xLjEgMSAxLjEtMS4xOjEtMS0xOjE4sToxA7F4sTixA7FBsUOxTbFBsUGxTbFMsVcxVLFWMVSxSbFWMVYxSbFLMVaxRzFUMUcxRQpipGKKYoZipGKkYoZioWKGYoFChTrFAsUEyQoBiqWJ7YoZie2KDYpZidmJzYpxig2KTYqxijGKDYq5kmGQQZANkA2QAYgVkoGINYrVipWKtYrJirWK5YrJiomKpYrBiqWK4YrBioGKoYr1imGK7Yr1inWKbYrFiq2K/YrFioWKvYrRir2SxYgRipGShYghkoWIPYqhiqGKvYq1irWKkYp5ihGKQYp5ijmKAYpVieGJ3YnpiemJ3Yntip2J2Yqtiq2KmYq5kvGIXZJNiF2KVZJNkE2IVZJpiBWKRZJpkCmIBZJJiAWKZYoUQxYLFEMUAxYDFgMUExXDFDMVkxXTFfMlkyD7EXMl4xEzFfMlIyEjETMVOxTzFRsTuxT7FNsTsxNbE7sRzvuBe4FbseF4XZcjwvDheF6nIyr4Xg4GDgYOB4OzwXSUcgd0lHQWcgdyh3SWcgh0lnQfcghyiHSfchNyhHJWck1yVnJack1yTXJaclVyb3Jgcm1yYHJXcm1ybXJXcmhwZnAxcCNwMXAucCNwI3AucB5wMVwM3AscDNwKnAscCxwKnAZcCpwInAZcBlwInADcCJwF3ADcANwF3AIcDWuA87FdcBxwLk4F8cBRwOHApcAdwKXAFcAdwJ3AlcAFwJX4BYMFwIX4hbs9itHJwcn5ynnKQcnhym3KhcplyYXKZcolyaXJpco9wXHAacBRwOnAfcARwNHA/cAhwL3AKcAhwKHAqcAlwCHCTcGZwk3BgcGZwlnCQcGVwgHBscFVwhXCMcFtwd3CGcoxyLHAmcotwJnCEcotyK3AkcodyJXIkcCBwgHKEcC9we3BYcIZwWHCJcHZwVnBZcH5wSXB2cH5wTnBGcHVwfXB8cnVyFXAccnNwHHB4cnNyE3AYcnpwCHB0cnpyCnAEcnJwBHB8cmJyAnAMcG1wuXCOcHNwc3B+cHpweXw+FwN9wNh8PpuCAOikvikjgozorrgaPimDgmjoo74qi4Ke6IO+KmuB1uilvidrgdbolD4pi4LC4ILggui2uCy+Js4JrgmuBs4KjgcuCquCvuiqvinLk+p+d2OT1ny+1yu5wtJ8vNuTpn5+pcLGfn7Fwsd+diOTx35+4cntPl8Jyf0+V0OT/352i5PEfn8twsR+fo3CwHIUcjN+dm5OZcnJuRm5GLcxtycS5GbkNuQy5GTkJOzlHIwTkKOQM5OAfnDORE5Ga5FzkIuRe5FDkIOQi5FLkGuRS5CLkGuQg4YLkGuQY4YLhRuFM5B7hUOQc5DrhUuFQ5DjhaOFy4WjhJOEm4WrhIOGA4WLhROFg4T7hRuFE4T7hEOE84SrhEuEQ4Sjg/uEo5ADhOOE45ALkCt96Nd7Nx491wNxs3GzfczXrD3W436816u9382++Gve1uuxv2Rr3tN/4WvfG3/xa9RW//TXr7b7mb9Ca95W7UW+6mu1Fv1JvutrsRb8abjpvxdrzpuOm4HW/J2/KmvB25KW/I25HbkRvyNuSGvBVvQ25DbsWbj1vxJrz5uPm4CW85bsJb8JbjluMWvPl0LXKVdC50LnKVcqFuUG5JblpuSW5GblpuWm5GblZuRm49blZuVm49bjx0sO7NidK9urCcqJwoXVgulC5MNyMXKhdKN0PnQvdCFyMHShdDJyMHKgdKJ0Pn3n7cgtyQ3ILchNyQ3JDchNyY3ITciNyY3JjciNyU6EToRuQm6UboTuQm5SbpTuQ26U7oVuQ25TbpVuhe3Ljcvty63L7cwty63LrcwtzE3NjczNzU3MzcxtzU3NTcxty83LbcsNzQ3LDcqNzQ3NDcqNzA3KjcotzA3MDcotyg3DDdDN0k3STdDN0A3fDcFt343BbdHN343PjcHN0A3RzdIN0A3QDdIN0k3QLd+twG3frc8twG3Qbd8tz+3Pbc/Nzk3PzcBN3k3OTcBN3u3ATdCN3u3O7cCN3w3AjdCt3w3PDcCt0W3fLc7Nz+3Ozc6Nz+3P7c6Nzm3Ojc2tzm3Obc2tzY3N7c4NzW3ODc4tzW3Nbc4tzc3OLc6tzc3Nzc6tz03GLdXuEk3F7dXOEk4CTcXOEg4ADgAuAs4ALgBOAs4CzgBOA+3FLdVOEa3FTdVuEa4BrcVt1g5YS5Ya6YG+aMuWKumDPmkrkluSQ5bS5JrkhOm9PmiuR43A7dFN0S3RLdFN0m3TLdNN0Q3TTdON0Q3RDdON065cbksuSk5KTksuSE5LLksOSE5ITksOR65LDknOR65HrknOSW5K45HDkbORy5HDkbORu5HLkdt003S7dKN0s3SrdKt0o3SrdJN0q3RrdJt0m3RrdEOSM5JLkgOSS5J7kguSC5JzkiuSe5KTkiOSK5KTkrt1s3YLdIN2C3ULdIt0i3ULdLN1e3VjgIt1a3UjgIOAi3UjgGt1I3UzgGOAY3U7dTN1k3VDdRN1S3UTdRN1G3UbdPt1E3ULdPt083ULdNOBluhrNxNm6G03EzXI7TcToux91wMpyNi3ExzsbBuT45PrkvOT45PbkvuS85PTkuOT25PDkuOS65PDk3OhW6EjlFuhI6EDlFOUU6EDlDOhA6DjlDOUM6DjlBOg46CTlBOUE6CToIOU85Ujk6OVK5WDk6OTq5WDk/uVi5Wjk/OT+5WrlgOBxnw8HA2XA0HAwcDBwNF8PFwMnAvbgXJwMH42TgauBgHIyrgYtzWnJiclVyYnJnclVyVXJncmhywXQGcoF0BnQIcoFygXQIdBRybnJqclJyanJmclJyUnJmcmNwJnArcDFwK3AtcDFwMXAtcDJ0D3QNcoB0DXK/coBygHK/cnNyv3K9cnNyc3K9cq1wL3ApcDUuBY4ErsbVOBK4DjlMOTi5QrlCOTg5NjgBOAK4DzgCuAO4D7gPuAM4ELgDuAk4EDgQuAm4ErgJOAq4ErgSOAo4D7k3OTk5MDk5OTs5MDkwOTu5Mjk7uTu5MrkyuTs5Nrk7OUI5Njk2OUK5Qrg7uQe4OLkHuQO4OLg4uQO4NrkDuQG4Nrg2uQG5ALhXOFK4MjhSOFC4MrgyOFC4LThQuEu4LbgtuEs4RDg9ODi4OTg4uDC4Obg5uDA4MbgwOC84MTgxOC+4LzgvuCq4L7gvuCo4KLg9OC44OTg5OC44KbgyuDO4WLgzuDa4WLhYuDa4XzhMuEy4MbhMOFS4MbgxOFS4NThUOFa4NThWOFe4Nbg1OFc4NjhXOF44Njg2OF64XjkSuQ+4P7kPuQy4P7g/uQy4O7kMOQy4O7g7OQy5BzhAuEC5ErhAOEG5ErkSOEE5FDkWORi4QzkYORe4Q7hDORc4QTkXuRY4QThBuRY5FbkTOEI5EzkTOEK5EThCuEG5EbkRuEG4PrkKOQu4PjkLuQ64Prg+uQ65ELguODS4Jzg0uDS4J7gnuDS4KLg0ODW4KLgoODU4KTg1ODc4KTgpODc4OTgfx+OEOB5H44Q4IY7G9TgaN+N6XI+bcTJOiCPifhwRB8X9uB8Hxf1wNdyNA+Ju3A4HxAFxOxwSFwQHBMfEAcH5wDFxTJwPXA8cFZwNXBZcFpwNnBDcFofF4cDhwGFxVhwW18RZcVZcE5fEbXE4cDdwN3A4cEpwOlwPh8P1cEUcDofDFXE+XBFnxPlwPpwRN8QZcU/cEDfEPXFK3BMXxSlxSlwU58RFcVKcE+fESXFXXB3cG5wT3BucGZwTnBOcGZwRnBkcGZwRnBEcGZwQHBmcFpwQnBCcFlwW3A7cFNwQ3BTcFdwQ3BDcFdwR3BUcFtwR3BEcFlwXHBRcEhwTXBIcERwTHBMcEZwSHBHcD5wSnBLcD9yNXC+Xy9FyuRyfo+VoOT6X43TgeOCqOB64IrgqroorgtPiiuCQ4LQ4LQ4JbgcOCW4JbgduB24JbkpOlnNze87NheX23J4Ly9VyNHI1cnOuRu7Nzbk59+bqXFhORq6Wk5EDkavlajkQOTkHIqchJ+fknIYchZyEXIwcgxyDXIych5wBXLCcCFww3K6ciJwI3C4cLVwunK7chdwFnK6cB5yu3IKch5yH3IIcA1yu3AVcK1yr3IVcApwvnKgcAZwonKkcgRwBnKkcApwpnKocghwCnKpcApwq3KpcglwC3CpcK1wkXC2cI5wjXC2cLNwiHCPcLNwsHCOcLBwjXCOcLJwsXCOcI9wi3CycIpwi3CycLVwl3CTcLdwkHCTcLdwtHCScLRwk3COcLZwt3COcItwpXKmcA1wpXKicg5wDXKhcAVwo3KdcgVwB3CccJ90UHRSdDx0U3RKdD50P3RLdEZ0HnQMdAV6TZ+QFdbaOhK7m6eBNedLdbVfv8l2/83fxrsXOxK7D7sTuxQ7Drrp77nDsEuwO7GK7HTseuyI7L7ssOzA7ALpeuxk7PLs9Oz67N7syuzQ7Nrs2Ozc8CrtdO168ALwBO1a6UDpDuj47RztAu0s6nO7W6TwZT+bFdEkdU/fkreC54LHgZeB14G3IpcoB0x3YJdn12DHRgdFx0UnR0dHV0ZXZtdpV2nXa/dqd2qnSFdLF0dnRLcjl0jnI5crt0jnQOcjt0hHIzcrJyjXKNcrJyjnKycrhyjnKOcrhykHKPcpRopTTlaOUu5TTldOVu5TjlUOVG5WDlRulC5CDlYOlC6CLkOOVO6UDkDuVU6UDoAOQU6UbkFOVo6UboBuQo6VbkKOVs6VboFuQs5XLxbt5us7jdTxdTbfrarqYbtftupgu18V0NK1jwdt5Od7P+3k53o934/V4Ol6PV+TpeDpekRfkEXlJno+X5A15Pp6PN+TteEOekLfj7XhCXo4n5AF5OV6OB+T9eEXekRfkHXlLXpAX5C15TZ0JXQgdDV0IHQkdDR0NHQmdzdPBk/J28HbwpDwoj8hT8qq8Kk/Jw/KUPCYPy8PymLwsj8mb8rK8LG/Ku6EjoEug86BLoKug86DzoKugM6GroMOgM6EzocOgC5EDksvmsLlsDprD5rA5aK6aI5PrkvOS85LrktuS85LbsiUXJfcnhydXJ4cntyZXJ1cntyZHJrcmFyZHJkcmFybXZZfv9t1tt+/+3W132/273e7f4Xa73W6H2/F2uF1vx9vxdr3dcYfcAYG74g648+2Ku+LOtwvuervh7rgb7oi74+64I+6WO+JOuVvuljvlzrl77pI74y65E+6MO+NOuNPteOyuO+zuumvusDvsrrmD7po75g66g+6YO+Qu3r27fvfuRuz6Xb8bsXuxG7ETsXuxe7ETscOw67ArsWuxK7GDsWuxa7GDsat3MHY0dvWu3tHY5bvlzuncSXfC3W+n2/12/E630+34XYwdv0uxi7GLsUuxA7FLsUOxA7EDsUOxy7BDsQuxy7DLsAuhm7U7siOyM7IzsiOyG7LDsJuwO7GbsGOwO7E7sWOwu7Azshuy+7H7sRuyy7GTsDOwq7AzsHuwq7CrsHuwM7F7sNOwM7EzsdOw67CL7Wq7BLva7t4l2CXY3TsFu3uH7xTsFOzw3YIdvrN3C3YLdvbOtluws+0K7ArsbDvajrab7QrsZjt5V2BXYCfrfO3kHazzpfO1g3W7dmR2XHZodlx2ZXZodmh2ZXZvdjN2YTsAu7DdvAOwA7Cbdwd2847eHdgd2NG72C7JjslOyk7KjsnuiY6WbpUumG6VjpUumC6YjtVOgI6V7tdOwE6A7tdOwm7STtPu0E7TjtLu0O7QjtKu0I7S7tGu0K7Q7tGO0Y7IbsoOym7KDssOyg7KDsuuyg7LLsuuyq7KLsvOy47BjsDuwo6ADtfuwu6CDtfOgQ6XLtbOwc6BLtYOgU6SLpUuki6V7pQuki6S7pSOku6UTpWOko6STpXOkk6VzpbOks6SzpYOky6WDtYOgQ6WztUOwQ6BzpUul86VDpQuly6XDpSuk+7RzoPO1M7DjoTOlM7UjoQO1Y7EToUOlQ7VToWuly6V7pKule6SjpOula6VjpOO1i6DbpZuk26Tbpau1O7MDs5OzQ7Ojs5OzU7Njs6ujm7UboXO027F7oPOk87T7oOukY6T7pOOlu6TTpSOlo6WTpRu1W4XD8Lu1u4WDwKvgc6Nrovuje6Nrovuy44WL8Gu1q4WLwGPgY6OrowOjg6OroxuzO4Wr8EO1g4WrwFvgc6MDo3ujO6MDo2uje6N7ovuju6O7osuzQ7UTtdu1U4XL8Bu1W4VL8COla6JLotOiS6LbopOiU6JborOhy6Uro9Ok06Tro8ujw6QLpCulq6WLpCOly6Q7pCOl46X7tCuge6QrtGuwa6BrtHOwq4Wj8Eu1y4XjwHPwS7SztJu0G7QztKu0c7SbtOu0a7RbtNO0s7XrtTO1s7WrtQu1a7U7tMu1S7V7tPuku6Mro1ujm6Oro0OD0/Gi/FoPBovxpvpdN2vw+l+XU6H0+F0OZ2ON/NinsyTeTHv5cU8mPfyXh7Mc3kwL4zn8lxeGE+GLqfz6XQ6ny6o0+l0uqDOyJPBm8GLwZvBg8GLwYvBg8FroRvqlrqf7qdb6oq6oE6oM+qEOqbOqDPqmLokDwbvBa8F7wXPBa8FrwXPBW8FbwNPAy8DTwMPAy8DLwMPA+8CDwNPAO8C7wJPwM4WT8Au2M7WztYu2M6XLql76qA6qO6pi/JQ8EzwSvBM8EjwSvBK8EjwROiiOqkOqpPqsDqoDqrD6rQ6rC6HTqvT6nLobuhy6Hbobuhu6HbohOiQOqDOqQPqjjqnzqk76qq6o26qq+qquqnOBo8EbwRPBG8ELwRPBE8ELwTPg06IzohuiG6IzoiOiW6r+6HL6rK6H7oeuh+6Iroeuh66IjoguiK6KjogOiC6KjokOh+6IzocuiM6HjocOhw6HrqpjodOh26qm+p06GzoIugC6DboNugC6DLoBORu6TroOuRu6SbkbuVe6SboJuRe6RTkXuVc6RToFORc6Q7kXOVY6Q7oDuRY5VLpBOg66AroCug66GDkGuUY5WblGOUW5WblZuUW5R7lIOVw5STlJOVw5XzlUOU05UblNOUG5UblRuUG5f7kBuX25P7k/uT25PDkUuU45YDlOOUy5YDlgOUy5XzlMuUs5XzlfOUs5STlLuU65XjlOuU+5XjleOU+5U7pap1MZ+tkupnO1tm6me7WzXQ03a27dTSdzuN5PS/n9TwcL+flPBzvxsPxeLwb78bj8Xq8Ji/KM/KiPCvPyDPyrDwkr8qj8og8Ku/JI/KIvCcvqWOhQ6HLdSh0GnS5Ltdp0NXQadBd0NXQ1dBd0MHQXdAx0MHQwdAx0BXQ4TpfZ9P5ulln09l0sy6Dbtal0GXQZdCl0G3gWXlXHpJ35Wl5SB6Sp+U5eVrelufkOXlbHpS35dngQXlQng3eDp4OXg7elJeDh4M35U15OHg3ctBcM1fNNXPMXDVXzTFzwVyUHJQclRyUHJMclRyVHJOckhyT3I+ckpyS3I/ckdyPnI/ckdyRnI8ckJyPnI4ckByQnI5cdufb5XbBXW6n74K74E7f+Tt9J9v5O38n28W7HTsbOx47G7vsjseOxy67u+6kO+tuurPutrvpbrrb7rS77e7GTrvT7m7scuxu7HTscuxy7HTsfuyqO+ruuaPuorvn7rmL7pK7I7smOyK7JjsnOyI7Ijsnuym7KzsluyU7JTskuyW7JTskuyI7JDsguyK7Ijsgux27JDshux47Ibsgux67HrsgOxy7IDsfOxw7HDsfu+pOxc6FrtfOxU6Grpeu107Gbobu1y7ATsIuwG7ATsJOwm7AzsAOzC7MzssuzG7MzsvOy27M7sxuzG7N7szuzG7NDs6Ozc7Mrs3OzE7Mrs2uzU7MbsuOzO7Ljsvuy67LjsuOy67L7smuy47K7snuyY7KTspOzE7LbstOy87Kbstuy87K7srOyi7K7sruyi7KTsku0m7QTtFO0W7QLtDu0g7QztDO0A7Q7s8O3rm6XTt3V0O3S7drV0M3aldjx0I3Sjdqx2K3Ysdn12eHZ9dnh2iHZ4dnh2gXaIdol2gXaBdol2inSAdsB0FnSGdoB0HHaAdhF0HHSMdoF0H3aBdhR0H3SPdoR2HnYfdhx0HXaMdht0HXSNdot2FnQSdJN0mXSjdJV0mXSpdKV0l3SYdJZ0uXSZdJZ0vXSWdLd0vXSddJd0uXa4dnN2e3Zzdnp2a3Z7dnp2ZXZ8dot2hXaLdoR2hXaFdoR2inZ0doJ2inZ6dnJ2h3Zydol2d3Z3dnl2eXZpdnZ2eXZpdmZ2f3Zgdo52f3Z+dnJ2f3Z/dnJ2fnZidnF2fnZudmF2fHRudGt0bXRbdGF0bXRddFF0bXRBdG50XXRNdE50WXRedHJ0e3RydHV0a3R7dHV0ZXh+eA92CXi/eAF2GXa5eLF2EHjBeBZ2EHbAeMZ2HHi2eBV2HHa8eLV4FHgTeAV2DHileAZ2DHaseKZ2BHi2eAd2BHa0eLd4CXQGdGR0aHRkdGp0WHRodGp0VnRQdGJ0bHRSdGp0bHRcdFp0Y3RqdGx0Y3RjdGx0YHh7eAp2AHi6eAh2AHaweLh2D3ioeAR2D3aveKR2CnikeAB2CnaqeKB2D3S6dFd0VnRXdFF0VnRWdFF0VXRRdFl0RXRVdFl0SHRBdK90pnSPdKp0tnSGdIp0sHTMdE90Q3RPdER0U3RDdER0XnREdFh0XnROdEh0UnRYdFt0UnRSdFt0UHhkeBN2G3izeBJ2G3a7eLJ4EHYfdpl2l3aZdpB2l3aXdpB2nnSFdKR0q3SUdKh0i3SbdJh0iXSIdIR0iXSJdIR0iHR0dIp0eHR4dHp0c3R+dH90cnR/dHp0gnRydHp0iXR6dIt0iXR5dHt0inaddqN2pXaTdqJ2pXaVdpJ2o3aSdqF2o3aTdpF2qnaedqJ2vnaedpJ2sHaidrN2sHagdqN2una+dq52mHaodq52mHSVdLJ0sHSCdLB0kHSAdIB0lnRwdJ50hnR2dH50hXaLdpx2knacdpR2onaSdpR2qHaUdqZ2qHaYdpZ2qHSldIN0gXRzdIJ0gXRxdHJ0iXRidIx0eXRpdGx0d3Z/dr12t3atdrh2t3andqh2vXaYdrF2vXaddpF2vXSofUEXVAHVHX0wF1QF1Ph+t6upsO1+G6m87n/Tyft/N8Hs7beTsP59l4OM/m2Xg2ns2b8WxejTfjzXg1Hk330+10Q91O1+uGuqGu1/F0vY7X8XQ8Ha+r8WS8mifzah7Nk3kyj+bNvDBeDZ4MXg0eDZ4MngweDd4MHgueCt4KngpeCt4K3gpeCh4KXgreCR4KHgreCZ4JXVG31Cl1St1Sd+WF4IHgeeCB4H3geeB54H3gdeB94HHgdeB14HHgbdBldVbdVmfVUXVb3VZH1V11VF1Td9VddU2dUrdDF0QnRBdER0QnRCdER0RnBCcJpwmHC6cJtwmHC4cLtwnnC7cJ1wnnC+cL1wknyvbHhsfmyAbMnmAHsMfYVWw09q07gJ3LrmUDs4PZeuw3NiEbkm3IvmSDslvZqmxRNi171I3kjnPzwdHgX/BAuBZcDT4Gv+JHcBz3qtvTrQvngHfATeQLcgf5ARwYbgvnhbfB7+B48D54HFyRjY6tji2QbZXNk82XHcM2YYfZeWw0Nhu7iW3E5oLL8CK+xHd4Er/hTnAoeJIbFj4Bz3DnwivgEXASuIDbVl4hn5A3yBPgvHBYtk42Q7Y+tj42QzY9NkM2PzY9Nj02P7Y8Nj82QrY8tjw2QrY7tll2BNuAbcCOYB+wG9iC2RpsDbZg9gBbMBsre4A9wMbKBsvGykbKBssGy0bKdsl+YWewL9gX7Ay2BDuDXcCWYEuwC9gC7AI2WbYAW4BNlg2XHbRtW2bLbNuubRq2buM2but2ztZtpJ2zczbSPtpI24d9tI+2DztrN20dtg3bhq3DvnEfuBHcBm4DNwLblx3LzmRjsjPZgGxMNiYbkG3HBmTXse3Yduw6Nha7jm3FxmJjsa3YPmwr9g7bh+3D3mFnbys3nDvMHeaGc7e5kzeRG3tjbyI3jxvJjbujd/TG3TR8x2V4jue4DH/xGBfiOByHC/Ee3gbHg6/B1+B4cDW4FvwJPgWfgj/Bj+BOvAi+xbd4ETwILgY3goPBweBGcB+4ETyK+8B94FE8iEdxIx7Eg7gRj3HTwiXgCHAEuAR8Af4HR4QDwgHhiPA7eB9cEe4H94Mrwv/Y7tgI2fbY9tgI2S7ZSNkQ2S7ZENkA2S7ZLtkA2fbY6tj42ALZ+NgK2QLZAtkK2RTZCtka2RTZFNka2SzZGtkm2SzZLNkm2TbZ7NgG2erY6tgG2fjYBtkW2fjY+NgW2QrZFtkw2QrZCtkw2RrZMNk42RrZGtk42SbZctls2VTZVNls2UbZbNli2UbZRtli2T7ZYtlS2T7ZPtlS2RzZ6NgC2fDY8NgC2RzZAtkU2RzZHNkU2T7ZFNks2T7ZPtks2UbZLNk22UbZRtk22VTZDtko2SrZKtko2UrZDtkq2ezY7Ngq2QbZKtlA2QbZBtlA2RbZQNlM2RbZFtlM2TDZTNla2TDZMNla2TjZ+tge2TrZHtkk2TrZOtkk2WTZJNle2WTZZNle2XDZ/tgc2QTZBNkc2TzZHNlS2TzZPNlS2XzZUtli2XzZfNli2QBssWy2bAA2AJstm4DNli2XTcAmYMtlJ7AD2AhsrmyubAQ2WjYC24GNlo2W7cC2y3ZgQ7Dtsu2yIdh62YDZAWy/bL/sALZSdgCbK1spWymbK1slmysbLVslWyUbLRsoGy3bLhsoGyjbLpsp2y5bL5spmylbL1srG4SNwZ5gT7Ax2AFsDPYHO4AdwP5gI7A/2CJsBDYCW4TtwBZhk7Ad2A5sEjYE2yqbL9ss2yybLzuCzZcNwI5gR7AB2BRsADYBm4JNwSZgW7AJ2AlsC7YFO4G9wb5gs7Bf2CzsGTNsmx1mn7Bl+4SNwpZt2UZhzzYKW4U927OtwqZtEzYHO8zmYJeww+wwu4R9wsZg17A/2DXs1/5gf7BfW4T92rEtwhZhxzYJG7db2DTsFvaKFbYGe4VdoYLdwAZhp7Ax2ClsGDYGG4MNw65hH7Aj2BxsDnYEu4QdwaZgl7BL2BTsEzYF24J9wj5hW7BR2BbsDTYKG4W9wVZhE20cttHGYfPgYSdtHvaPHzbTltpD22oP7aJtta120b7aRVtpX+2rrbS39tPG2kQba2u1Ng5baO9sqb2zgbbUltpAe2gLbandtJu21NZhS22r1R5iW+3r1S5iX+3t1j5i17Ztp7BT2LYNw7bt3IZhw7Bzu4ad27xdw65h8/Zr87Zvv/Zr+3Zsx7DD7Jgds8Ps2w6zZfu2b1u2d1u2Z3u3d3u2cfZs0zbOxtm0rbNj9m3v7J1920D7tncbaAPt3R7au42zh/bQxtlFG2fr7KJdtHW20p5h02ybTbNvN9tn57HZsLHj2L7N20ybafN20ubt3E7aSTu3jXZu27bRNtq2TbRtO2gTbaIdtJ+2GXvOHFuQfcaOY4ux49hs2NhebDY2GjQ2FxuNXaWK3cQuY4Oxw9hgbCh2GDuMDcWWYkOxgdhSbCk2EBuJbcROYnOxk9hPbC42F/uJ7cV+Yk+xvdhe7Cm2GHuKncUWY4uxs9hn7Cs2FRuODcemYrexqdhRothq7Ci2Eyd2GtuJvWSJbcbOYk+xj9hH7Cl2EXuK/cQuYhexn9hD7Cd2EnuIPcROYuuwk9hGbB22DtuIfcNeYjuxsTbWdmJrbSd2FFtra+0oNg47ik3FxmHjsKnYPGwq9hWbh83DvmL/sG/2z/bZP5tKtac21a5WbSB21SZCxEZyE7jfO8Gd4H7v2f3eS+7ZPbuX3D9uCHeAG8AdwL51A7gB2LdsW3eCu8BN4C5g/7oJ3ATsXzYv+5fdq5cd67beEO4FN4QbwL3gXnADsIPdAGxbdjA7mG3LrnWfua1387beC+7m3bwX3AruBXawW8GtwA5mA7MX2YdsPvYhG4/Nx+Zj47Hl2HhsMLYcW44Nxi5j97EJ2XlsQvYbO4+dx35jo7Hf2GRsNDYam4w9xt5jG7ID2YZsSHYgO5ANyUZkQ7Ir2YhsRHYlW5J9xt5jx7H32IHsOHYcO5Ddxw5kI7L72H1sRDYhG5EtSZL9yK5kQ7I32ZtsSHYnG5J9ye5kd7Iv2Z/sR3Yim5CdyP5jE7IJ2X9sPbYnW5PdyNZkH7Ib2Y3sQ/YiO5LtyGZls7Id2alsR7YiO5WdylZkn7IV2YXsU/Ypu5A9yhZlj7JD2aHsUbYge5RdyBZkC7IL2WnsQrYiO42dxlZkq7EV2Y5sNbYa25HdxnZkR7Lb2G3sSDYcu5cty45ly7JXrbIz2azsVHYuO5edyr5lp7JP2bfsW/Yp25Z9yh5l27Jt2aPsWvYom5Zdy65l07Jx3XFuOTefW85d5+Zz87nr3JrsWfYrG5X9yjZlo7JR2aZsUrYpW5NNyiZla7I93WpuQTeaW9Dd50Zzo7n73GXuPjeeu8xd5sZzf7nx3HDuL/eXG86t5YZzW7m13FpuK7ePm8qt5p5yq7nR3FPuKTeaO8qN5i5T5m5yl7m/fLmV3F9uLVpuIreW28dN5CZy+7h53JLuM3eX+8zdvLvcXe7mPbybt4J7eA9vBTeCW4EN7EZwI7CB2b5sYHYt25fty65l47r3G3on7+QNvYnc0Lt6E7mJ3NVbyV29s7eSW8mdvZvc2RvH3eRucuO4o9w47h13lDvKveOecpe4adz4jd807txN467duTt3127gjd+5e7/3O3dD79wNvKE39Abe1Rt4F+/qXb2LdxbXgSvBsbgSXAiOxbG4EPyJC8Fz4E/8iefAj3gOnIof8SNOxYU4FffhQlyI+/AefsVx4FbciuPAfzgNZ+JZPIsz8Sq4EteBE3EdOBYn4kQciwNxLP7EgTgQf+I6/IkfcR2uw4+4jR9xIW7jNi7EY7gQj/EYHsNjnAW+CE+D28Ht4GlwKTghvBE+B2+E68Hn4HNwPXgYXA/OBg+Dh8HZ4FtwNjgVfAu+BaeCR8E74WfwR/gj/AyOBT+D88Cx4FhwHngV54Hz8CpexXm4ju/Bq+BI8Co4E0eCI8GZ+BCf4k5wKO4ET4JDcSieBCeCJ8G94ERwIrgX/ApOByeEl8EJ4XPwMngZfA6eBZ+Dh8Gz4FnwMHgTPAy+BW+CN8G34EXwLXgUvAheBI+CB8GhOBFciStxIrgOnAh+BdeB68Cv4EpwLzgd/ApOBy+DX8Gv4GVwJXgZPAuuBFeCZ8GF4FnwJrgQXAjeBM+BN8GL4DnwHHgRnIoXwZ04FafiTtyH83Ae+BAf4jxwJDgP/AyOBEeCn8H34GfwTvgefA/eCU91C7op3X1uSneku8/d545047kj3Y1uPDeeu9EN5250I7rh3HBuRHebm9It6L50X7oF3YRuQbeam9BN6FZzs7nV3FRuNjebm8ot5VZ187lN3XxuTbep29St6XZ1S7nX3GzuNbehm83N5jZ0E7oN3ZxuQjehm9N96XZ0J7oP3YfuRHcau5T9yeZkf7Iv2ZxsTvYlm5F9yTZkM7IZ2YZsP7Yhe4/tx/Zj77HX2HvsM/Yae419xu5in7Gz2F3sLnYWW4mdxT5iK7GV2EfsHPYRe2vnsHPYWxtqb22lDbWhttLm2UpbZ/Nsnq2zZ7bOpu2ZPbNp24VN2ypsF7YLW4XtwVZhb7A92B7sDTYDe4OdwGZgM7AT2HTZCWy5bLpsumy5bKhsuWyqbKhsqGyqbJpsqmybbJpsmmybbJBsm2yTbJBskGyTbJlsk2ycbJlsmWycbKdsnGytbKdsp2ytbLxsrWy9bLxsvGy97Ae2XjYE+4H9wIZgj7Ah2CTsEfYIm4QN2yTs2IZt2I7t345t3/7t3/Ztp+3bTNtpO22mLcRm2j9sIbYQ+4etxf5hX7G12FrsKzYd+4oNx6Zj07Hh2JRsOHYkm5JNyY5ku7Ij2axsV7Yrm5Wty2Zl57J12brsXLcAO9cd4BZwC7gD3BnuADeEO8Od4YZw67gh3NZbx63jtt5ubut95nZzu7nP3JjuM7ekG9ON6ZaEC7g53YbuUHeo29Cd6DZ0r7kT3YnuNXeaG8nN54ZyQ7n53IVuPrequ9Bd6FZ1w7p/3EtuJ7eTe8k96F5y77kH3YPuPfeie8+N6l50L7pR3axuVDiDm9XNCmeAE7hD3bVuTnetO9bN6eZ0x7ov3bHuVvel+9Ld6qZ0t7pT3ZRuSneqO9Kd6j51R7oj3afuRvepW9Hd6G50K7oR3aZwBbcqXAE+4VZ1q8In3LDuWniCOxaeADdwx7pj4QbuVrgBfMDd6m6FD7hT4QNuXXeqO9Wt6z5167o93afuU7enW9Ht6v51m7p/4QVuU7cpvACu4D5w024EN+3G3QhuBDfuHt64+8o9vIf3lbvLfeVmdHe5u9yMbkk3o9vWLemWdNvCBdyOblJ3opvUPepOdCe6R92h7lH3rTvUHeq+dde6b+EN7lp3LbwBnuAmdcu6R92y7lz3qHvUneu+defCI9y37lt4BLzBverWddO6ad26cAm3LnwALgGXgA/AMeADcAM4BhwDbgDfgBvAE+Ab8A14ArwEngBvgJfAS+ANcBR4AzwCjgJHgUfAW+AR8Ap4C7wFXgF/gZvAdVwFruM8XAWuAufhMHAePsRh4DDwIS7jQ5yJy7iMM3EaPsWheBJP4lD8hkNxJX7Db7gSv3ElTsRv/MaJ+Awn4kB8hs9wIE7jQFyH0ziN63AauA63cRo4DdzGXeA2HsNd4C7wGJ4Cj+Es8BR4CpwFfgI34jAeA4fxMDwGHgMPwxngYTgFnAHOAKeAE7BV2aVsUHYpm5MNygZlc7In2ZxsRvYke5LNyB5kM7L92IPsQbYf243tx15ju7Hd2GvsL/Yau4v9xf5id7GZ2F1sJTYTm4mtxO5hK7Fz2D3sHnYOO2rnsKF21I7aULtnQ22e3bN7Ns+u2Tx7Ztfsmj2zZdgz24Utw5Zhu7A72C5sD3YHu4PtwVZge7AZ2ApsBTYD2y2bgU2X7Zbtlk2XTZRNlw2VTZRNlA2VLZINlU2TLZItkk2TLZFNkw2SLZEtkQ2SjZENki2TjZGNkS2TLZQtk+2ULZQtlO2UrZbtlI2XrZatlo2XvcDGy35gL7AX2A/sEPYDe4Qdwg5hj7Bde4QN267t2rDd27D9273d27+9tH/baS/tpe20g9hOW4gdxA5iC7G32EJsLfYWe4utxb5ja7Hp2HfsOzYd25JNx6ZkW7It2ZRsWDYl25UNy4Zlu7J32a5sXfYue5et6x5g67oF3APuAbeAW8Ut4M5wq7hV3BnuIXeGW8c95B5y67jp3DpuNzedm87t5i51u7kx3aXuUjcm/MCNCReAH8AP4ALwFbgAnAS+Al+Bk8Bzt6yb153r5oU/uHPdufAHeAX8AX4Br4BXwC/gL/ALuAz8Bf4Cl4G7OA3PgMt4BnwCLuMyPgGHgU/AFeAwcBi4AlwFrgAvgKvAVeAFcBN4gfsXbgI3cf/COeALcAn4CfwELgFPgUvAMeAp8BQ4BtwFjgHfgLvAXeAbcBr4BrwETgOngZfAabwEjgKncRpHgc9wFHgLfIbP8Bb4jbfAX+A3fuMv8Bv+AnfxG37DXXyHZ/EcTsNzOAmchtNwEngGnMRtC8+AZ7ht3bBuWzejG9YN62Z0F7oZ3VfuQneh+8oN5b5y424oN5QbdyPJM+QQcgw5hhxCfiGfkEvIE+QS8gh5gjxBHgHnlUfIC+C8cF55ARyY/cpuZZuyW9mgbFO2KRuUrckGZU+yNdma7En2IXuSPcg+ZB+yB9l47EG2GxuPjcd2Y4Ox3dhfbDA2GPuLDcX+YjOxodhQbCY2EJuJ3cMGYgOxe9hTu4cdtaf21I7aPjtq92yf7bN7ts3u2TXbZtvsmv3Crtky7Bf2C1uGncGWYXewM9gZ7A52AbuDrcAuYBewFdhk2Qpst2yybLJst2ydbLdsomydbJ1somyGbKJskWyGbIZskWx+bJFsiWx+bH5siWyEbIlsjGyEbIRsjGyXbIxsoWyXbJdsoWywbKFstWywbLBstewBtlr2AnuAPcBeYGuwF9ghbA22BjuETcMOYbs2DZuG7dq67dq9rdu63dtIu7eXNtJG2kvbh720g9g+bB92EBuLHcTeYmOxsdhbbDv2FvuObce2Y9+xMdl3bEs2JhuTbcmOZVuyYdmx7Fg2LJuXDcveZfOyedm7bgL2rnvATeAmcA+433vAreJ+7/dWcS+5VdxD7iX3knvIvecectO599x7bjo3qpvOXepGdaO6S+EM7lL4AZwBzgA/gMfAD+Ar8Bh4DHwFHsRX4Dk8iAfxHO4Dz+FZ3AfuA8/iYPAsXqUKDgmvgu/Zg6fCHeGK8EC4IjwOHggPhMfB0eCp8FA4JDwUzgmHhEPCOeFgcE44HBwMDgaHg4vBoeBS8CS4FDwNngRPgqfBveBp8EO4F9wLfgingx/CJeF0cDq4JJwQLgnPhBPCCeGZ8Eb4H1yRIrwSrgh3hFfCK+GOcE14JlwT3gjXhDvCG+GNcEe4HtwRHgjXg+vBA+Fs8ED4F5wNzgb/glPJEeQL8F35gvwAvgvflR/Af+UHcgH4L/xXLgDPlQvAdeG58Fy4LtwVrgtnhbvCXeGscFA4K/wSDgoHhV/CE+GXcDl4IjwRLgcfg8vBn+Bj8DH4E1xLniGvkEPIK+QNcgg5hLxBPiBvgPvKB+QDcF94LNwXTgqPhcfCSeGUcFJ4HpwSTgnPg5vB8+BLcDO4GXwJPgRfgi/xIfgQfIkX8UX4JjwNvgmPhKfB0+CR8EN4JPwTfgg/hH/CJeGf8FO4JFwSfgrPhJ/CUeGZ8Ew4KlwTjgoXhWvCNeGi8Eq4KBwTXgmvhGPCGeGYcEQ4I5wRjgj/g6vCd+Gy8F34L1wWLgv/hc/Cf+G58Fn4LDwX3grPhbvCW+GtcFf4KNwVDgofhY/CQeGTcFB4InwSPglPhOPBE+FjcDw4HnwMriZ3kFvID+QWcgb5gfxAziAXkDPIDeQCcgG5AVxXbgDHhevCdeG4cFY4LrwUzgpnhZfCL+Gl8EL4JfwSXgiXgxfCueBycDk4F/wJzgXHgT/Bn+A48CM5AnxXTiAngO/Ca+G7cFV4LbwWrgp/hT/CYeGdcFg4L7wT3gnnhafCeeG28FR4KtwWHiq3kF/IGeQXcgg5g5xBDiE3kEPIB+QGcgP5ABxXPgCPhePCceGx8FJ4LJwSXgovhVPCC+GUcDN4IbwQbgbngpvBh+BccC74EBwHPgQv4jhwHHgR/+FFXIb/8B8uw3d8E/4Kj4S/wlXhkfBIuCr8E64Kl4V/wj/hsvBTuCx8Fn4KP4XPwlHhs/BWOCocFd4KF4W3wkfhonBR+CgcEz4Kn4RjwjHhk3BE+CQcD44IR4Tjwe/glnIAeYA8QA4gB5EDwIPlIHIQeLD8Ax4M75V/yD/gvXIPeC/8Vu4h94Dfyjvgt3BaeYe8A04r54DTwlflHHIO+KpcA74KN5VryDXgpnIKuKlcQU4hp5AryB/of3RF+iBdkm5Jv3Q7uBvcHvJHOac8UL4pJ5R/0mHoH3T3ZnJXubPc2pvJ3eM+3trbeEvvJDdVr6Iv0cvghvAfOJAb0i3qnoQ7wCHgFvIjOTZfkv95NO/lJ3IWeZjORx+lH8pf5ZDySDiAu9MNKpfmQvIi+TWH5k4dla5LT6Qn0nXprnRduwLdle5qV7Ab2BXsEXYDu4E9wp5Bd6Sf0jHpmPRTuqa8Vb4qd5Q7ylflhvJV+aDcUG4oH5SjyXflnXJQOai8U44p95RrykXlonJNeoFbvlHcIm4RN4p7w13hpnF/uD/cNO4SuSp9QM4r56UPyH3pMT2EbkI3oYfQOeivjkHXoGvQMegSdAw5MF2CLiEHpgPIgeWmdAA6gNxULkvHoSP1p/7UkTrxtnPPud/cb+45dxXdpi91oA7Ul7pR56L30eXocvQ+uh3dj/5GZ6Oz0d/oZO7jbbx/9+823ry7eC/v7J29lzcO/ahf9Zt+0696Vb/qSfSqXtWT6Er0JPoTXYmuRH+im7mJt+2Gb/i23S9u233ifnG/uE/cHe4TN4a7w93hxnBTuDXcKW4ON4c7xQ3iTnHfN4gbxH3f9H3fypu+6Vt5+3pQ/3Uf+q9rdR+6D12rf9G1uhX9i/5Ft6K30a3ofPQ2ehudj34IR+IzbsNt+IzXwD3hXfA3+Bu8C24ln5KLybvkXXIxeZ68T24mD5OHyc3kYHJFeZ38Tf4mr5OXyevkWPIyeZkcSy4lx5IDyaXkUnIguZGcmjfJh+RD8ia5ktzO35xGTiN/8xZ5irzOV+Qr8jqvkdvIR+QochT5iFxEHiAHkW/IN+Qg8hA7jR3FHraj2FvsYXvY3mJ39xZ7it3d3T3FDmNPsZfYYeww9hL7i53GLmNHscvYV6zYSewrdhMmdgu7ib3DbmHvsEuQsBPYJewPdgI7gf2BPmqPsIPYM+wg9hEj9hL7iF2Fiv2FnktfpYfSQ+mr9Ef6Kj1TJt2QnklnxEjvozPSBQnS7ewP9Fn6KH2WniqVfkiXpF/SFemK9Ev6IP2STkofpA/SSemNdFI6Lb2R3kinpXvSae0BdE+6pz2A/mo/oP/aGewM9F+7AP2XLmsXsAvQZem2dFm6KN2WbksXpbPSRemdOumbdgQ7gL3AXmAHoO/aAei1aumt9Fr6qVM6J/2U7siRjkgXpDPSEemIdEY6J52RnknnpHPSM+mt9Ez6Kr2V3kpfpe/SV+m59F36Lj3XXmAPoNPaD+wHdFr6L52WTkr/pf/SSemydFL6JV2WLku/pIvSL+mWdFG6KN2S3knXpJ/SN+mb9FM6K/2UXktnpbPSa+m29Fo7AN2WbmsHsAvYAewIdgG7gB3BziDHlHfK2+Rt8k45nrxTjirHk+PJUeV7clR5rHxPviePlQPKY+W0ckA5oJxWfiiXkxPKBeWE8k2b8kt5nFxN7idXk2vK/eR+ck25p9xV3ihnlTfKC+WsclZ5oTxVXigPlKfKU+WB8lB5oJxTHioPlXPKbekOcle6gtxVzkpXoCvIWekHclZ5Kv2AfiBPpRPIU+WhdAI6gTyUHiAPldvSA+gBclt5Ln2CLiDfle/SBeSddAH6grxT3klfkKPSF+gQclQ5Kh1CHkuHoFvIY+WxdAs5rRxWfimflV/KN+Wz8ln5prxWvin/lNfKa+Wf8ls6g/yV7kB3kL/KXeWv8ki5q9xVHilvlDvKIeWtckj5q7xV3ip/pTO4OdwSbg23hDtChBvDHeGeMOGmcD+4L9wMbgb3hdvCfeEecVu4Ldwj7hD3iNvFHeIOcbu4V9wubhn3invFLeOOkb/JEeWKckQ5I0a5qZxRXqpULutmcFu4G9wNbgu3h9vCHeL2cHu4Q9ws7hD3ipvFzeJecde4V9wx7hp3jTvGPd8bbhT3g/vBjeK+cKO4w+4L94U77B5xh931PeIecde3i7u+ZbeL28Utu2XoHnQR+gR9gi5CF6CL0FnoAnQBOgt9gc5Cr6Ev0BfoNXQIeg191iHoEPRZt6CT0EPouI7rIfSaHkKP6TW9psd0n55CL6FH0CPoJfQHegkdhP5Af6CD0BPoIPQNegI9gb5BH6Bv0CvoA/QBeoXcV54ph5WrylXlsPQBOax8lj5AH5DP0hPks/JaegI9QV5Lf5DXym/pD/QH+S09gs5BD5HnynPpIfQAegidhB5AD6CT0AnoJPQTOgGdgH5CP6Cf0FXoB/QDugpdgV5B36B/0D/oG3RX36CD0F3d1UHosQ5CL6HHeqyX0Gm9hJ5Cp3VaT6HP9KDe67/e6zP0X//1GXoLfYaeQW+ht9Az6AX0DHoDvYBeQG+Qi9Kb6EF0HDoOPYiO1IPoR3SkjtSP6FH9iO5Ej+pR3YmO1Z3oWHSsjtWx6DvuLbeem8xN5tZz37n13JnuO/edO9P9SDfqS32rb/WlzkNf6lKdh85Dl+pEdKlu1YnoRHSrjkS36jl0JDoSPYcu5U5zr7nN3GtuKbeZ28wt5X5yS7m395P7yb29g+i1TtM96B50mi5Cp+m5LkIXoec6Cz3XezoLnYXe02voPX2o19Br6EN91mHorh6mh+muruuuHuu6ruuxntNjndZzek6ndaFO6zNdqAv1mV7UNeiw/uqwLuuv/uqyftNl/aff9Jv+04/6H32Q7kf3ow/S3+iD9Eb6G/2N3kjXozfSPel6dD26J52Q7kl/pRPSCemvdEp6mK7rNt2m6/pS1/WcvtSXek6X6jldqEt1qS7UrbpQL+pW3aoX9Rz6UO/pO/Qdek/H6j0917E6Vs/1qJ7rND2qR3WajtRpeq0jdaRe68SbzI3l3nJjuW/cW+4t940byH3jtnEDuYHcNm7lbeMW3spbeQtv/x5zJ7mN3Elu6W3kNnJLb6f+RHejm9Hd6Hd0M7oZ/Y6eSL+jR9IT6Yn0SDoqvYpeRueic9HL6H30MnocvY/eR4+jG9Lj6Ht0Q7ohfY/+SN+jF9If6Y/0QnqoG759N/H23cGbeBPv4L29g/f13t7b+3oH0cnob/QoehT9jX5Ff6Pr0a/oV3Q9ehddj05I76J30QnpZ3RCOiX9jH5Gp6TnuR3cHu4Kd4Xbw03j9nCzuGncNG4Wd+1mcde4a3ftrnHnd417vvM7v+e712/oU/Ql+hJ9il5Gn6Jr0cvoZXQtehxdix5Gj6PH0cPoe/Qwehp9j75HT6MXuuXbvlHc9v3fKG4U93+H3f+tu8PusFt317fu7t31Xd+9W3bbt/P+b+ctvf/7v6W37pbe1Ft3627q3dOj6Ff0JnoT/YoeRL+id9GD6EH0LvoRvYt+Rj+iH9HP6E70M3oe3YnuRM+jY9G3Og/9hn5D56FP0XnoRPQp+hSdiK5FJ6Ij0bXoWnQkehgdiS5FD6OH0aXoae7and/AG3jnd/HO7/4u3sW7v5f3jhvHzbxx3MubeTPv5c3fy7u/+Zu/+zu++3u+4zu+57vFPd8x7hZ3izvGDeOOccu4Ydwwbhl37JZxy+7YHbtl9+6W3b17d+/u3j29ezf1nt7Tm3ofual3kvvIfeROcou5k9xjbjG3mHvMHQjX4jUuxWt8xqW4FJ/xJj7jSLyJN3EkzgTvhdfBb+F1cDf4LfwW7ganhbvByeC0cFo4GXwVTgbvgq/CV+FdcFN4F9wTbgo3hXvKFeAzcB/ncR73cRt4HVyLu8G1uBR3g7vBpTgZXIo3cTI4GbyJd8GbOBO8C94FZ4JbuancU+4c95R7x53jznHvuJH3jpt5I2/kzbz1m3nzt37rN3/PuPk7vmfcM+74JnHHd4ubxE3ibnGbuFvcMG4Tt4kbxu3eMO7Y7d7uHbtvd+ze3bf7du/u5727p/fzft7Tu8g9vY/cRe4i95Hby33kFnN7ub3cYu4/t5g70P3n/nMHujvd8s277Zt3G2/7tm/j7byNt5DbeTtvIbeRW8gN5jZyG7nB3GNuMDege8w95gZ0B7oB3aDuQHegG9Td6ZZyU7m3N5U7x729t3eOm3jnuJE38SbeyNt2I2/9tt22W79P3Po94z5xn7hn3BjuGTeJG8ON4SZxa7hJ3CZuDbeG28Sd4jZxu3eKO8Xt3vft3rf7vu/7divv2/28lbfyft5A7udd5AZyA7mL3FvuIreXe8u95fZy67m93H9uPbee+8+d6f5zd7oz3ZnuTrevuxMO4PZ1+8IB4CHuR3emu9Jd6c5077oz3b7uXfeu29cd7PaFh7iD3cHwEPgH/AduAweC28B9HAgOBPfxH/fxEfiP//gIXAQ+Ag+Ai8BF4AFuYHiA+9MN7AZ2f7o33Z9uP/eme9Pt585z+7m53HnuPDeXO8vN5e5xZ7mz3D1uJvgM/APu4x/wELiP+3gIfAQeAgeAj8BH4ADwADiAGxQeAA9wg7o/3aBuQPen+9MN6PZzA7rB3H5uPzeYm8sN5hZyc7m53ELuHreQ23j3uHvcxluLW8IN4YNwQzgQfBA+CAeC98CB4D/eA++B/3iP/7gIvMd7XAQOAhdxA8NB4CBuYHevG9i96e5197o33ZbuTXee29Jt6c5zz7nz3FnuOfecO8tdBa9xC/iMW8Ah4DM+4xDwGvmk/FCOKz+U08px5bhyWnqHnJZuQe+gd9At6DLdgj7rMl2mz3pSn/WhntST+lAvog/1HXoRvYi+Qxej79Cx6GJ0MToWPZCORc+jB9ID6Xn0UnoenZJeSi+lU9KD6ZT0V3owPZj+am+gv9oD7A32BnuAncIeYD+wU9gp7Ad2DPuBncGOYcewM9gr7Ax2BHuFvcKOYIewI9gL7BB2CHuBfcBeQM+1D9gH6Ll0WHouPZQOS4elh9Ih6aH0QjokHZJeSMejF9LT6Hh0PHoaPYueRpeiZ9Gz6FL0IboUPYc+RB+i59CVeg69qCt1pV7Ubb2oz3Rbt/WZHkOf6Sn0GHoMPYVOQU+hR9Ap6BT0CLkuPUJ+K9eV68pv5aPyW/mnfFQ+Kv+UJ8o/5YTyRHminFBuJyeUy8nt5HZyOTmX/FEeKO+T98kD5WbyQHmhQvmavFDeqFEOJ2+UR4qU08kj5ZAg5XNySLkjR7mb3FFuKHeTu8kN5WlyQzmaPE2eJkeTk8kt5ZPyYPmkHFceLA+W49JH5Lj0DvoIfYTeQb/1DrpMv/Vbl+lTXaYn9ak+1ZM6Ez2pF9GZ6Ez0IjocvYguRoejw9HF6JN0MXogfZI+SQ+k49ID6aV0XDouvdSeQC+lB9sT7An0YLsGPdjeYNewa9gb7B72BjuF3cPuYaewi9gp7Bh2EbuIHcP+YcewV9g/7B/2CvuGvcIOYd+wb9gh7A52CPuA3cHuYB+g99oH6LD0XnovHZYOSoelQ9JB6aB0SDogHZKORwekA9Lx6GB0PHoWHYwORs+iG9Gz6EN0I7oRfYju1IfoSt2pO3WlvutK3dZ3fddtnYZu6zF0GjoNPYZ+QY+hU9Av6Bd0CnkvnUKuK++V98p15aRyXfmonFROKh+VL8pH5YnyRfmiPFF+J0+U28nv5HdyO/mW3E7OJd+Sb8m55EJyJXmTnExOJm+Sp8mb5FHyNHmaPEruJo+SV8nd5G7yKvmcvEp+JZ+Tz8mv5HTyKzmVnE5OJ6eSw8mp5FByODmcHEq+JoeSM8nX5GtyJrmZnEmOJDeTm8mR5GByHfmSfJsvybH5Nt/m2HyaT8mP5GLyI/mSXEwuJl+SP8mX5DryJ/mTXEceJG+T48m/5F9yPLmPHE++J/eR+8j35EnyPTmgPEmeJAeUO8kB5YdyJ7mT/FCeJT+UT8qz5FnySbmXfFJuKfeSe8kt5WNyZV7MgeTFPEcOJAeS58iN5JlySTmsXFJeKYeVw8or5ZfySvmf/FJ+Kf+TC8r/5GxyQbmgnE0uJ2eTa8nl5HJyLTmXXEteJOeSc8mL5ELyah4kf+ZBch35M3/mOvJkriPf5sk8mW/zYb7Np/kwH+bTnM+R5EzyHfmOnEmezZnkUPJsns2h5DdyKDmV/EZ+I6eS88ip5FdyHjmP/Er+I7+SV8l/5D/yKnmPvEoeJe+R98ij5DjyKHmTHEeOI2+Sa/MmOTXX5tqcmgdzNfmYXFM+JreUa8o15Zb0ArmlPJheQC+QB9Nb5MH0EXoLvYU+Qv/1Efqt//qv37pWv/WprtW1+lS3ok91JroV3YrOROejM9Hh6Hx0PjocfZQOR5+kj9JH6ZN2AvokHddOYCeg49ot6Lj2BLuF3cKeYCexJ9g17CR2EruGHcWuYfewo9hR7B72FruHXcTeYm+xi9hT7CL2D3uKPcX+YS+xf9g37CX2EvuGPcO+YXewZ9gz7A52A7sDvdduYDeg99Jd6b10ULor3ZUOSk+kg9IB6Yn0RDog3YwOSAejm9HN6GB0JToY3YiuRFeiG9GruhHdqVf1qu7Ub7pT3/WbftN3/dV3nYb+6q9OQ8eg09Av6Bh0DPqFHJh+Ie+VA8uB5b1yU3mvnFRuKjeVk8oV5aTyRbmiXFG+KK+TL8rv5HXyOvmdHEt+J9+SY8mx5FtyIPmWXEgOJAeSC8mVuZBcKs3zPJj7cm3uy5G5NtfmyBxHjsyZOY4cR87Me+TMvJn3yHvkzfxH3syX+Y/8R77MeeTL3JjzyHnkxvxGbsx7+Y38Rt7Ls3kvj+bZPJtH8x25pFxPXinXk/PJK+WVcj75n5xPfib/k//Jz+Rs8jO5lZxNzia3kmvJreREci25lpxIXiQnklvzInmR3JpLc2uey6W5NM/leZ7LXTePkcfI6TzP6RyY53meA3NlDsyJuTJX5sS8mP/yai7Mq/kzF+bC/Jnz8meezHk5L0/mfp7Mh7mf+/kwr/Nhzud1Xud8XiOP5b/8zn+5UJjvuTDn8fJazst9P5dzP6/rXEZe5ylyGbmMPEVeIteT58n55HlyMTmfnE8uJj+Ti8mf5GfyM/mT3Er+JA+SW8mt5EFyInmQvJoTyYnk1dyaV/Nfbs2t+S/P5b88lufyXB7L3TzO9dyX+3I9R+Z6jsuROTLH5cwcl+tyZs7MdXkz1+W3vJk381u+zG85ni/zZY7nxhzP39yYG/M37+Vvbue9vJfb+Z9fc2ceJ4+TO3M1uTM/5mpyNfkxH5Mf810+Jh+T73Iv+S6X5V5yL7ksz5LL8hl5ljxLPiN3ks/ISeROcic5iTxJTiIfkSfJk+Qjch/5iNxG7iP3kdvIv+Qt8jc3kZvI3/xF/uZ4/iJ/keM5nOP5LYdzOL/ls/yW6/JZPst1uS3X5bjclttyXE7Lcbme03JarudzrudxPudzHudhuYn8RV4iL5G/yGXkL3I4l5HLyOFczuF8lsu5nM/yWj7LbXktr+W2fM9tOS3f8z2n5XdOy+f8zu98zmP5nIflsTyWh+VuHpazyN3czVnkMfJg3ue+vM9h5L7cl8PI4xxG7iKP8zh3kYflLnIVeVgelqvIT+Qi8hH5g/xBPiKnkI/ISeQUcgo5iVxDTiKfkWvINeQzcg75jFyWc8g55LK8Qy7Ld3mHvEO+yz3ku/yYe8g95Mf8Q37MnfmH/EPuzEHkzhyag8hB5NA8xP0Kd3DPwh3gFu5Z9yzcAq4Bt4DXuAZcA17jNbzGtXgNr+Fa/AauxevgN/AbeB2cD14H74XzwfngvfBgt6j71T3pfnXPuifdk+5ZN657Fq7hxnXjwjXgHnANeA33gHvAaziO1/AbOI7j+A18B34D54PvwHfgfHBBOB88GC4IF4QHywHcdm5I95wb0j3pnnPPuSfdlu5JN67b0m3pxnX3unHhHu5edy/cAw4C94DjOAgcBI7jPY7jO/Ae7/EdeA98By4I74H3wAXhg3BBOQB8ED4oB4Bb2g3ti/ZH+6L91P5of7Sf2lHtp3gAO6odFQ9gD8YD4DXswfZgvAYeA6+Bb8Fj4DHwLfgUfAvexqfgU/A2fsbbeCE/42e8kN/xQn7K7/gdP+V5O263sfvYg3u/79Bd6A50BXpTh6JTdZ/e1Gs6FJ2KvoXfxffqBfi9P/RlvQe+VU+Dp8Jj+SgP5XXwSl7me7yO5/E/v/Mf+ZX8S7wTPgpPZh+0J9ol7Yv2Uvsp/gFfgB/BZ+BP8An4GDwKngb/gXfBe9jP7FD2Jjqvk9Dx/kiPpD/2yX7uZfQvellfoj/Tx+hd9A94VDwnfg5fhI+zQ9pN7aN0NTodvY5eR6ejA9Op6Iv0Svoi3ZReSa+km9on7I/2Obuh3dA+Z4ezz9m17HB2OLuWHc3uZs+yd9m77Fl2KnuVfcvOZmezb9nx7NN9ym5kN7JP2Znssd22wzu82/Z4j7LL9nd/d9k+Y+d3e5/3ebd3ebf3fZd3ed/32b7vzH22z3bmfue/8lM6Ah1BfipflZ/KKeWr8lU5pXyQDtWF6EB0ILoQXU2vp2f2UfooPbPP9UP6vt/2277vo77ra/Az+Bl8DX6FPtdL6Bn0DHoJ/QJ+Vk+At8Xb6gnwvPhBPB7+Dn+Hx8O74ffwlHhFvCKeEt+JB8Rr4h3xjnhN/CS+Fk+LV8Wr4mnxqXwt/hCfic/EH+L36CnwpfhcfC6+FA+L98FfeS2v5a88kD/yNV7Gy/gaH+Oz8Ft+B7+D3/JVvskn4W3wNvgk/I+dz+5pV7Qr2j3tlXZdO6V9075pp7Q74g3srvZWe6vd1Z6KB8HX/Av+BV/z8P5pH7NT2sfsWHZKO6Udy+5oH7N/2tPsafZPe6i9zK5mX7Ov2dXsgXY1e5s90B5ob7MT2tvscnZCO6Fdzo5ol7PX2RHtiPY6e6Mdza5lv7Jf2bXsQvY/+5mdzH5mb7KT2cnsTfYiO5N9yl5mL7NP2dXsU3Yru5pdzW5lb7Nb2bnsbfY2O5ddzs5l/7LL2eXsX/Y6u439xu5jv7Hn2H3sPvYcO5X9y85lV7Ir2bnsRHYuu5WdyE5kt7ID2a3sU3YgO5B9yr5jn7JP9x37jn26B/cru5A9yB5kF7Lz2IXszp3HzmN37s9duRfZo3uRvcke3aN7k127N9mh7Npdu0PZcez3ztx1u25n7j/2KnuSfcueZNexb9m37Dr2H7uOvbr/2H/s1V231/tw7/d+H+479uEO3XfsO3boDmSH7tYdyA5kt+5Eduue3YnsRPbsrmRPs8v2Mbtsj7KP2cfsUXYs+4R9xn5hn7HL9gv7hV22/7tsT7P/+7+n2d/safZQ+5v9zR5qJ7XPO23nd9pe2/md32u7c6/twt25O3fh/tyzu3VH7sjduhN36w7diTtxh+65HboP99ye24d7vg/3es/3fK93ekfuxB24A3fivtuJe27f7bs9t/t7bs93f/f3fLft+U7vtt2203u8A/fdntyT+24v7rvd34t7cfd33u7vtp2383bbru+2Pbbru77HdnzH7cod3/Fdueu7co/u+q7v0Z23R3ftztt5u3Yv7todx17cizuOPakz0B3oL3QHugv9hf5Cd6Hz8lV5Kx1B3kpnoCPQEegM9BU6A/2FvkJfob/Qd/oLnafv9J3O04XoUJ2pC9GZOk4XogvRcfpOx+ky9J2+02XoK3QZOgp9hb5CR6Ej0FHoBnQEOgLdQP5rX+419id7jT3G/mR/ssfYXewxdF67i92Fzku/pfPS1+i39Fv6Gh2NvkbXoaPR0eg6dBu6Dp3Xbeg2dF7H90P7k33I/mR3sQ/Zh+wudha7C/3WzmJnod/SY+m3dDR6LD2WjkYfo6PRbehj9DG6DT2r29BxPatndVyv7TX2BXuMfYHua4+xx9B96bx0X/ocnZfOS5+jr9Hn6D30NfoavYeuQ++h+7oOXYfu67zu6yd0Xuf1EzoJXYGuQnehq9B1ugvdha7TebpO/6HzdJ7+Qxei/9Dp6EJ0ITodXc2+QAem+9KB6XR0X7ovnY4+R6ej/9Dn6HP0H3oP/Yeu03voPXSd7us6XYXu676uQj/R4+oD9bX6QD2ovlZfqwfVy+pp9DH6Nn2M/kzfpm/Tn+lN9W16Uz2hnlBvql/VB+px9Yn6RD2uvpdvoF/lR+hX9ab8CH6E3lT/qTfVn+k/9Z/6Mz2Y/kzvogfTg+ld9Cn6RD2zD9Qzez19oD5Qr6cH5cN+BN+BH6H/5DvwHfSfek39px5Mr6nX1IPpr/Rg+hT9lf5Kn6IX4a/oe/kp+l49Lj+Fn6LH5YfocfW1/BB+iL6Wr6Gv1cvyNfgaell+hZ5QD6dv08Pp0/Rt+jZ9mp5Gn6Z3exo9jd7tPfg8f4WP81f4KXycj/NT+Lyfwg/h8z7vh/B1P4Svwdd93dfgy3wNvuvLfJnv+j2Pi0fVc+BR9Q96Dj2H/kEvw3/iX30k/tVX+kh8JL7SL/pKn4Zf9Is+Df+FT8Nf4L/wX/gLfAL+gv6ST8An0F/qIfWX+iY9pB5S36Tn0TfpN/Q8eh79hl5CP+zD+roP61f0dV/3K/oZ/Yq+Qz+jn9F36E/0HXoI/Yn+RA+h19BD6AP0GnoNfYDeQR+Ap9U76B3wtHoBPC2+Vi+gF8DX4nf5V1/qK32pD/tKX+nDPg0f9h34NHwavgN/ge+g1+Qv8Bf0mvpLvab+Sn+pv9Rf6Zv0V3oRfZO+SS+i3+BL/ZoP+zU/9mEf9mM/gh/7FvwIfgTfgm+gl/bJ3u6TvYze7u1eRm+il9E/6E30JvoHfLD+Ac+JD8YH4znxkHhfvQG+F9+rN9AL6A30E3oBvYB+Qu+gn9CD6B30DnoQvYYeRM+i19Br6Fn0J3oW/duf6E/0bz+jf/u8n9HP6PO+7vO+2td93Vf7YV/tk/TDftgn6X3wvHoCvC/eV0+gN9AT6CP0BnoDfYR+Qh+h/9BP6Cf0H3oQ/YdeRQ+iB9Gr6Fn0KvoaPYueRV+jf/saPa1/+7en9XlP64993uf9sa/2xx5JX+2rPZI+ST/3ci+jl3sUvYxeRo+i59Cj6DH0HHoOPQYeV4+hP8Dj4nH1B/oBvCkeGD+Ln8UD6wnwwHoEPYGeQI+gj9Aj6C30EfoIvYX+Q2+hH9F/6D/0I3oV/YgeRq+iV9HD6Gv0MPq4r9HX6OOe1sd939N6Wt/3x77vh/TH/tgP6Y/4Qnyer8Pn+Thfh6/Dx/lbH+fz/tbf+rxP9Xlf96k+1df9qK/7Mj/qR32Zj/Rl/tBH+kh/6Ofw7/h//Dn+HP+P/8X/4w/yv/hf/EG+GX+Qj8g345vxEflsfES+JJ+Nz8aX5NvhXfGE+E88Ib4P/4n/xPfhLfF9eDy8Jd4Sj4dfxOPhB/GL+EX8ID4SX4c3xAPiAfGGeE28If4Rr4nXxD/iR/GPeEz8KH4Uj4mXxWPiQ/GyeFl8qB4AH4qP1QPoAfCx+gZ8LP5X36BvwP/qM/C/+gR9hj5Dn6Av0SfoSfQl+hI9if5FH9Zf6Ff0F3oF/Yp+Ra+g79Ar4HX1HfoOvK4eAq+LZ9VD6CHwrPoAPCseVB+gD8CD4mnxoPhLPC2eFn+JT9WT6BP0FHoKfQK+VJ+A/8WX4kvxv/hN/C8+Fr+J38TH4iXxsfhQvCReEh+KT8SH4jHxifhEPCZeEI+Jf8QL4gXxj3g+/CPeEM+H58Mb4unwhvg6PB2eDl+HX9Nf4F31CnhX/KdeQa+A/8Tr4j/xlnhdvC7eEs+Kt8Qv4lnxrPhFPCh+ER+JB8WD4iPxl3ofvbQf9tLe7of9sLf7sN7uTfRhfVhvor/Qm+CD9Rf6C3ww3hUfjIfEu+Jd8ZB4Qrwo/hVvijfFv+KB8a/4WzwwHhh/q0fA3+oL9Ah6BH2B3kJfoK/QW+gt9BX6EX2FPkQ/oh/Rh+hh9CH6Fj2MHkbfoo/7Fj3cx33cw33fw32t7/u+r/VRfhKviRfFi+I18a94Tfwo/hX/ih/F3+JH8bL4W/wtXlZfgJfVA+gL9AV6AH2FHkDfoK/QV+gb9CH6Bn2GPkQfos/Qt+gz9CX6Fn2LvkQP9yV6WQ/3cC/ra74aX4hPxhfi6/DJ+GR8HT4XX4e/9bn4XPytn8Xf+lQ/i5/Fp/pTfKof9af4U/yof8SP+kj/iH/ER/pDfKSfwx/iD/Fz+D36Bb0E/hB/qJfAN+ol9Bv4RnyjfgNfqd/Qi+Ar8ZV6EXymXkSfgs/EZ+pT8J76FL0L3hPvqXfBk+pd9DF4UjypPgZ/qo/R0+BP8ad6Gvyqngbfil/Fr+Jb8YH8Of4XX4uvxf/iD/G/+Gb8If4Q34x/xDfjs/GP+Ed8Nv4Un41vx5/iT/Ht+Fl8Oz4gP4ufxQfkc/EB+YR8Lj4Xn5BPxvfiP/HV+E98JL4aX42PxBfiI/GLvhBfiF/0eX7Rf+HzfJ7/wl/hv/AJ+Cv8FT6BvpdPoIfU9+p79ZD6RD2knkefqE/U8+iZPY9eQs/smb2EPsfzfJEf8kO+yBPhufBUeCg8FT7KQ+Gh8FGeyfvgo/BXPgrvhL/yV94Jz4Tv8UBexwP5K6/jdfyVl/JXngkv5aU8E94I/4W/wV/hb/BWK/+Et/LPJ6+Ef/JKJS+EV/I6dPBT+Bm/42t+x/98zdf8z8O8y/c9n/M9v+RzPueXfJJf8jj4JJ/kcfBZnuZvfud3/uapPBLeyB/hjTyRP8If4Yn8EJ7IB/kh/BA+yAfhg7yPD8IH4X08D97H53gePA8+x+fgc7zP5+Bz8D6/5X1e57f8ltf5Kn+Ib8Tn4fPwjXgvfCO+UiU+DF+Jz5SJL8Nn4j154tPwnnhSpPg2PCn+1Cn+DX+KX8W/4d/wq/g4/Co+EB+Hj8MH4ufwMq/jYz7mdTyO1/FSHsfjeCnv5KW8Ed7JO3kjfA9eBp/zLfgWfM7b+JxP8jbexid5IZ/ks7yQF/JZfsrf4G+8lb/xOG/lrTzOP3mcr/FP/snXeCVf44+8klfyRx7KxzyOd3mXx/E9j+OdfM/3vJNf8k6+B7/kl3wPHof/yL/k3/Hv+Jf8P/4lv5P/x//jd/IH8W54PHwVvgqPh9/C4+H78Fv4LXwfXgzfhyfEi+HF8IR4NTwhHhKvhlfDQ+Lt8JB4Trwd3g7PiffDc+JR8X54PzwqHhGPisfFI+IR8bh4SjyufgBPiafUD+A78VZ4Lfwafg2vhafDa+HB8HR4OjwYng8PhkfD8+H58Gh4QTwaHg4viBfEw+ET8XB4PXwiPhGvh5fE6+H/8JJ4SfwffhP/hy/Eb+I38YX4UnwhnhFfii/FM+Jh8T/4JLwV3gqfhNfCJ+Gb8Fp4LXwTHgzfhJfCg+HB8FJ4NLwUHguPhkfDY+Hh8Fj4LjwcHg7fhdfDd+HH8Hp4PfwY/g8/hj/D/+H/8Gf4QvwZng1fiC/Es+EZ8Vx4KLwcXg4PhV/CQ+GZ/BJ+Cc/kkbwZHgj/hf/CA+Fv8ED4H3+Dv8H/+Bsvh1/Cm+HN8Et4IPwSHskD4YHwSP7HV+G38FP4KfwWXgi/hRfDC+GF8GJ4JbwYXg2vhFfCq+Gf8Gp4O/wT/glvh7/C2+H98Ff4K7wf/gvvh0fEf+G/8Ih4MzwinhJvhjfDU+Ll8JT4PbwcXg6/h+fCs+HP8GR4MvwZ3gl/hh/DO+Gd8GN4JvwYvgvPhGfCd+GN8F14LLwR3giPhe/BY+Gl8D34HrwUHgcvhW/C4+Bx8E34LN+ET8Jn+SyfhJ/ySfgmP+WnfJPn8UV4JHwcHgl/hI/Dx+GP8G/4I/wQ/g3/hh/Ct+GH8EH4NnwbPgifhg/C8+DT8Gl4HnwZngefgy/Dl+Fz8GH4HPyWD8OH4be8F37LZ+G98F74LHyevdFeZ7+z39nr7GH2OvuXPcweZv+yL9m/7Er2JfuSXcmO3ZXs2R27Y/fsbtyzO3I37sYdufd25A7ce3tvB+7HHbgn9+N+3JP7dk/uOPbtvt1x7E52HDuU3cnuZIeym9mh7Gd2M7uZ/czuZz+z/9n97H72PzunPdYuaXe1S9oT7a52V3uiPdXea2e0H9oZ7YX2Q/uhvdD+ZC+0S9mf7E92Kftyp7Vj2i3tmPZJu6Xd0j5px7NP2uPseHY8e5ydDU9g77Xv2nvth/Zd+6790C5oP7QP2QXtgvYhe499yM5i77H32FnsJ3YWeqz9xH5Cj6Wr0mPpY3RVuip9jO5FH6NndS+6Fz2rU/WsXtOpOlWv6c290S5qR7SL2kHtiHZEO6id0A5q97QT2gntnvZAu6edzx5oD7Tz2dfsd3ZIe6Md0j5qb7Q32kftovZKu6d91b5q97TL2j3toHZZu6wd1J5rB7WL2nPtuXZRO69d1D5q57Xz2kftv/ZRu6n91/5rN7UH293sg3Y6+6Bd0k5np7NL2i/tkvZY+6X90h5rr8Vf2EnxDXZSeyi+Ad9gD8Uf2EPtn/gD/IH9Ez9g/7RT4gfwA3ZKu6+d0q5r97X72nXxDPZgu6kd1Y5qN7VH2k3tkPZIe6Qd0m5nh7Tf2e3sdvY7u5f9zh5m97J72cPsR/Yw+5L9yH5kX7JT9yU7dqfu1B27/3bsbtx/+2837rfduPf2237be7tv7+3H3bf79uMu3Y/7dpfu0n27I9m3u5MdyY5kd7KL2Z3sZnYxu5jdzL5nN7P72ffse3Y/e6bdz85pz7Rn2jnttviXp8DX4CnwEfgafA0+Ag+Dj8A74GHwMHgHPAveAZ+AZ8Gz4BPwKvgE/AleBa+CP8HbO6o90v5of7RH2ufskXY7+5x9zm5n17Lb2b3sWnYtu5ddyO5lP7IL2YXsR3bnfmSn7s7duVN3fqfuv53f+f232/tvv+32bu+3fd9vu2/f93337czdt0t35s7cpfuPXboj2X/sP3Yk+5YdyS5m37Jv2cXseHYx+54dz45n37Nb2vfsmXZLu6U9005rz7Tb2mnttHZbvASeBE+AD8ET2HfxIfgQ+6591r5rF7TP2mftgnZAu6C9xw5oB7T32K97j/3Eft2v+4k9xH5CV7WH2EPoqvRPuirdi/5J/6R70bfoXnSqvkXfolN1KDyFvRYfYa+1x+Ij8BH2WLyDPdbuinfAO9hd8Ql2V7wBPgGfgDfAZ+AV8B/4APwH3gMfgA/Ae+A57Jh2WjusHdZOawe20+Il7MB2YLwEHgJv5F+eyL98DZ7IE/kafJCvwcPgg3yQh8H7eBg8C97H+3gWfI5nwavgc3yOV8H7vAre5n3e521e56M8jWfyNH7mmTyTn3kkP/MzeCSP5GfwP34Gv4L/8T9+BX/jV/Al+Bt/40vwOF+CF8HjPM6L4Gu8CL4DX+NrfAc+xivgA/ACeAF8gF3VHozHsP/iMfAT9l/7L37CzoufwC/Yee28+AV7Ln4Bj2DPtefiEeyyeAT7q13WLmt/ta/iafwFfuYv8A34mZ/5BvwMvgF/gJ/Bz+AP8Cv4A/wAfgW/gh/Al+AH7L74EnyJ3RcvYvfFM+BF8CJ4BnyHvdSuaj+1q+ID7Kf2U3wAHgAfgOfAA+AB8Bx4DXwKfsab4Gd8zZvgTfA1P4KveRD8CH4ED4J/wNM8Cf7mSfAh+Ju/+RD8Bj7EPovfwG/YZ+2s9lk7oJ3VzmoHtOfZAe3XPc+eZ7/uzf26h9ibe3MPsXPYQ+ifdg47B/2TXkn/pG/RK+mV9C06Fb4Fr4GXwWvgOfAyeBk8B97lOfAeeJd3eQ98zHvgXfAxH/MueJlHwUPgafAQeAk8DZ4GL4GvwEvYbfEV+Aq7rR3XbmvntOPace2c9k47p/3P3mnvtP/Z++x/djJ7n73PTmYHs5PZi+xgdjB7kd3HXmRX7j52H7tyx/EY+BT8BD4Fb4KfwE/gTfALeBP8CH4Bv4AfwSPgR/AFeAQ8Ar7A/oovwhPhkfBE+CKPhEfCF3kjX+TDeCNv5MP4lw/jLfAv//IWeAq8hf0WT4GnsN/aa+23dk17rb3Wrmm/tGva9eyX9ku7np3OrmfPstPZ6exZdjc8z8fgi3wMngZf5Is8DT6Mp8FX4MP4ML4Cb4GvsOPiLfAWdlz7rR3X3mm/td/aO+2a9k57n13Trmnvs+vZ++xgdj27nh3MnmUHs/vYs+xZdh87FR7LU/koT+VvPspH+Zun8Te/gafxNH4Df4HfsLPiL/AXdlY7qZ3VnmcntZPa8+xv9jx7c3+zv9mb+783dw77v/87h/3CzkGvtF/YL+iV9gm/jX/7U//tD/2pP/WH/sYf+vd+42/8e//+93753//9l/8Tv/wr+E/8J34FfrBfgV/KD+YH80v5nW61m+1W/5L+Tv+k39PP6S/1r/pz/bNuGW4KbhT+XT+u24EbipuL24jeUU+nl9Nj6l/1nfogvZeeSd+jX/ZWfBR+A19Fr/e/HudL8Cf4F3w5/iHfjQ/HD+MH8pX4Wp+Kz8MH4//4NfwdfhM/iJ/Dn+Lv8IP4V/il/EF+p/+Ff+pH4VfySfmXfjh/mr/Nf+UH82f5s3/0P/7Lf/cHf/2X/TB+/sfx524xbvBNxp/nx/Pz+Rv9gv4//hi/im/F5+NH8aH4OHwfvo3//fO/hS/J3+Tb+an8SX4kv/Bv/sR/9xv//S/0A/r9/H5+QL+e/9BP6E/0J/oJ/ZF+Sf+k/9H/6J/0G/ox/ap+S7+lX9Vf6vd1c/DH+mPdHPyw/l43BH+wP9gNwQ+sL9QP6v30fvpBfZjeSR+nR9Oj6eP0ano8/ZfeTm+n/9J36TP1uXpXvas+V2+rx3tdz+t5va6f+hJ6Xf2t/lavq3/lf/AL9L/8Aj2v/lf/q+fVh+ptvd/TPd37fcwv4H/wO/gd/A++zW/6Ufylv/Sj+EH8Cb4MP8yX4cf8MD/Mj/k7v/aJ/s2/+US/5+P6HfwCfgG/g9/AT+EX8Vf4K/wifg6/ht/Eb+G38Jv4F/h9fEy+I9+Rj8mP9AfwKfmefE8+Jb/RP+dn87v53fxsfjV/k5/Ib+Q38hP5h/zIH/9v/+3H//wmu8m32W12k2/2n+qf9I/6J/2d/lH/qL/Tb+on9Av6I/2C/kZ/pD/S3+hv9Sf6I/2X/kt/pD/UH+lv9Yf6Q/2t/ls/px/SX+qH9Ff6S/2l/kq/pduD/9YNwn/rb3WDcIPwt/pF/a3+Rr+oX9Tf6F/0N/r//Iv+Rf+fv89f6Df0K/oN/ZN+Rb+if9Kf6Z/0p/oz/Zn+VL+tH9Ov6Vf1a/pB/ap+VT+ov9YP6if11/pr/aRuAH5S/6kbgBuA/9T/6pbhhuKm4IbiNuKm4KbgNuJm4GbiBuFG4AbhF3UjcCPwi/o3/aL+Rf+mf9O/6Ef0L/r7/Ih+RH+ff8/twm/rtuC39ae6Lbgt+FP9v/5U/6j/1//rH/XP+kf9pv5Z/6zf1L/qBuCW4K91S/Dz+mv9tX5ev6qf1y/rV/Wr+mX9pX5ZP6u/1F/qZ/V7+mHdHPyv/lc3BzcANwe3CjcANwC3CrcEtwo3C7cENws3BrcEtwQ3Bj+vG4NbgJ/Xz+sW4Jd1C/C7+mX9sn5XP6sb7QbfYrfYDb7NN/gW4zbf5luMW9hNxe3CLcTtwm3BLcQtxG3BDcNtwf/rhuGG4f91a/D/+mfdGtwa/LNuAv5Zf66bgJuAP9ev6ya7xTf5Ft9o3OSbfKNxW3GjcfNwW3FbcfNwi3Dz8NO6RbhF+Gn9qH5aP6Uf1Y/qp/Q7+in9g35Hv6N/0B/oH/Tf+QP9gf47f51bjduLm4nbixuLm4mbiRuLG4Qbi9uGG4QbhNuG24Ob7Wbf6pt9k2/1rb7Jtxk3+bbiNuM247biJuK24hbhJuIm4hbhVuAW4Ud1K3Ar8KP6P/2ofkf/p//T7+hn9Dv6A/2MfkZ/oB/QH+iv8wP6Af11fj03F7ew24hb2C3GbcRtxC3G7cQtxk3G7cTtxE3GLcUtvtW40bjVuJm40bjRuJm4ebiZuBG4ebh5uBH4ad0I/Jt+Wj+tf9NP6d/0I/op/ZR+RP+gH9G/5x/0D/r3/HduBm4jbgNuA24jbhpuI24nbhpuGm4nbh9uJ24pbh9uH24pbiBu9O29ubf3BuPm3twbjFuLG4xbiVuLW4tbiRuJW4lbhxuJG4lbhxuHW4fbhBuHG4fbhJuE24QbgpuEm4QbgtuBG4K/1+3A7cDf6991G3DT8Pv6fd003BzcNNw+3BzcHNw+3CrcPtxA3CrcKtxA3Czc3puKG4ybiluIG4wbjFuIW4lbiBuGW4lbiRuGW4cbhluDW4dbh1uD24Rbg5uA24TbhJuAG4KbgF/XDcENwa/rB3aj3egbfKNv7g2+wTf3JuPm3lrcZNxk3FrcUtxa3EjcUtxS3EjcQNxI3DjcQNxA3DjcLNw43CTcLNws3CTcGNwk3A7cGNwY3A7cAtwO/LhuAW4Bfly/qxvtVrvRt9qtvtE3+lbf3lt9m3F7b+9txk3FbcZNxE3FTcVNxO3CTcStwO3C7cKtwG/rVuD/9Nv6bf2f/kz/p5/Rn+nP9DP6Ff2MfkC/ol/RD+gv1KfqHfWMeke9nJ5Rz6iX07vpKfWRej49nz5Sn6eP1D961NfpH/WHDvVx+kO9IEG9Gj9An6o/1afqGfWn+lM9ox5Rz6h30yPqEfVu+jW9nf5Pj6f/00uS1E/qJfWiRPWwekH9oX5Rv6g/1HvqD/WPHvWk+kd9pEi9qj5ST4lS36rv0VvpnfROeit9nN5Kz6WP08fpufR1ei69mL5OX6cX0+fpxfRl+jx9nr5Mz6cP06/pvfRe+jU9k35N76Zn0jPp3fRUeje9nJ5KT6WX02Pp5fR0eiw9lp5Ov8U34Qfog/kB+lN9sD5Yf6of1Z/qESHqB/WI+jVr+jD9k55NP6Wf0rPpyfRsekM9mZ5Mb6i/0/PqOfWhek79pk29oX5TDwhQf6cv9tmeSJ/tb9zov/Q3ei1a+i793+fol/2yz9Fb6XP0RnorvZXeSM+lN9Iv6bn0XPolvZh+SS+lF9OL6aX0ZfwBPbC+Vd+qB9ar6oH1u3pVvap+V0+q39Xn6kn1pPpcvac+V5+p99R76jP1i3pRPaseVs+qp0XLV9DT8hH4CnwFPgL/QR+kZ9Jf+2vPpH/2THoq/bN/9lR6HT2VHkuvo9fRY+l/9Fj6Lf2P/ke/pRfS872v//u/9/U5el/f7HP0Ofpmb6Rv9treSG+k1/ZLem2Po1/SL+lx9FL6KX2R/klfpA/2T/onfbCf9sG+10/7ad/reb2tPpfPwGfQ5/Ih9Ln6XT4EH0K/y6fQ7+qB+RR8Cj0wH0MPzB/gY/Ax+AP8DT4KX4Xvwnfhq/BzX4Xfws/93G/h734LH4a/+7sPw/d9GP4M3/d9f4b/+7Qv+zF82R/hx/Bj+CP8Ev4IX4Ffwi/hK/Af9Nf+2f/6X//scf2z19Hjelyvoyf2OvofPbEn9j96aP+jF9JDe2gvpLf6DHwIfgO/gQ/BV+FD8Cn4KnwVPgW/hU/Bx+C38Fv4GHwYPgZ/gw/Dh+Fv8Gf0eo/rbb2tx/V+j+uJvd/7PbEH9sQe2gN7YA/tkT20t/bIHtlbe2cf6/2e7/ne73293wN7X+/rgX2zB/bIvtk3e2Sv7ZG9s9f22t7Z4+jxftbr+ll/97pe19/9rb/7vb/1t37vi/3e7/piX+x3fda34Uvxs74UP4mf9bN+Et/qJ/GL+Fbf6hfxp34RH4g/9ac+EP/pA/F3+E//6e/wj/4O/4Z/9I/+DZ/o3/CxPtEn+li/5xvxjT4R3+gHfSI+ET/o//CDftX/4f/wqz4P3+iH+UE/zN/5QT/o7/yqn/N/v4b/+zP8Gn4Nf4bvwZ/hb/A9+B78Df4Bf4M/wD/gH/AH9LH8AX2rPlYfq2/VW+pb9ZR6S72lnlLfp6fU8+n79H16Pr2Znk9fpjfTm+nL9FD6Mr2UHkoPpZfS2+il9Dh6G72NHkev7HH0zl7ZK3tnT+2dvbWn9tTe2gPprb2QHkgPpBfSZ+mF9Fv6LH2Wfks/p9/S0+nn9HN6On2jnk7vqG/UN+od9ah6R32qHlWPqk/lC+hT+QF8Ab4AP4B/wg/gm/BP+Cd8Ez7u6/yc//o5v4b/+q9fwxfh1/A9+CJ8Eb4HP4HvwT/gJ/AT+Af6Wf6BPlY/q5/Vx+or9bF6S32lvlJvqd/TW+r79Hv6PX2ffkzfpzfTj+nH9GZ6Jb2ZHkqvpFfSQ+mxPZTeRo/tsb2NXtjb6JW9sBf2yt7YK3tqb+yNPbXf0VN7IP2OfkcPpK/SA+mz9FX6Kn2W/k2fpZ/Tv+nf9HN6Rf2cvlGvqFfUN+pL9Y16VH2pvlSPygfQo/IF+AB8AL4An4QvwD/hk/BJ+Cf82z/h4/7t3z7uQ32g//N9/s+XfZ/v82Wf9pe+0G/6Qp9G820+zWfBwu/g/3ydL/s6//VlX/Zff4T/+iL8Ef4IX4SvwBfhJ/AV+Ar8BD0sP0E/q4fVw+pn9ZP6WX2lflI/qa/U4+kr9Xt6PD2efk//pd/Tj+m/9F/6MT2RfkyvpCfSE+mV9MVeSY/ti32xx/a3HtsL+1t/64W9rhf2xl7X63pjP+2N/Y5+2k/7Hf2TfkdfpX/SP+mr9Gz6Kv2bnk3Ppn/TG+rf9Ip6Q72hXlEfqlfUl+pD9aH6Uv2vvpQPoP/V//IB+B98AD4J/4P/wSfh23wS/u3bfJt/+03/9qF+02/6UD+K78LP/dqv/dwn+rm/+0Sf6O/+0d993z/6R9/3n77v//7Tf/q/P/V/P+dP/amf861+ztf5Vt/q6/ysr/N/ftbP+j/fhv/zgb4N34YP9HH4jXxKvhhfjE/JR+NT8jP5aHw0fiZ/jZ/J/+Sv8df4n/w3/ic/lP/Gf+OH8uv4Xnw1fhxfjc/Ij+PH8Rn5i/wyvh+/i+/Hp+N38bv4dPwtPh2/jb/F3+K38bH4bfwzPhYfi3/Gp+Kf8a/4VHwq/hVfSV+ox9QP6jH1nfpB/aC+Uz+q79T76kf1o3pffbDelw+iD9YH80H4JnwQvu2b8E34to/7tu/0cR/3nT7Ud/pQfKgP9aH4UXwpfhk/iV/G7+In8ZP4Xfwifhd/i1/EL+Jv8YH4W3wsPhAfiI/F3+Fj8an4O/wdPhX/hk/F1/o3/Bu+1sf6dXwj/hvfiE/Ef+O/8Yn4a3wi/g9/jb/G/+Gj8X/4YHw0PhofjC/mt/4v/un/4kfxT//pj+J3/gd+Bz6w34GPywfmA/Nx+at+/9f/+td/GH/91z+Mn4SP6i/g//oL/B/8X/6v/8P/4P/wx/gf/A/+GP+IP8Yf/yP+EX/8q/jjf/5V/Cr++Xfxz7/7u/hd/O6f4nf/FX+KP8W/4gfxA/hJ/Ax+Ej+Mn8HP4IfxX/hh/LL/wn/hl/0n/hI/hp/5M38Mf/HH8EP4i3/xh/ADfwg/gh/4A38Ef+5H8Nf4c3/ur/Hzvh9fkU/HV+QX8un4dPxCfhu/kB/Ib+O38QP5Z/xAfhj/jH/GD+Nf8Vv5e3w+/h4/j8/H5+Pn8aP4eXwnfhQ/iu/ED+L78K34NnwrfhXfhm/Dr+JL8av4aXwpvhQ/jV/GT+ML8sv4ZXxBvh9fkD/J9+P78Sf5ivwxvhy/ii/Hd+NX8av4bvw0vhvfkJ/GT+Mb8gX5hnxNviBfkK/Jn+Tv8lv5qvxWPh9fla/K5+Pr8fn4UHw9vh4fit/Eh+I7/SZ+E9/pM32nb/tMn+nb/sy3fRD+zJ/5IHwOPojel8/B59D76nX1vvpOva5eV9+pf+Wr8cn4jHwyPiGfkc/IJ+TL8jX5rvxJvitflD/Jn+SL8hX5onxOviJfkc/JL+Rz8jH5hfxCPiY/kI/J7+MH8gP5fXw4/iEfkp/Ih+Sj8hP5iXxUPigflf/LB+WD8n/5tvxf/wPflm/rf/AP+B/8I/4B/4B/xB/hH/Gr+CP8EX4V/4Zfxe/i3/Bv+F38In4Xf4pfxC/iT/Fz8H39B/xa/wEfmF/Lr+UD81n5wPxVPiuflb/KH+UH8zv5t/xO/iX/ln/Lv+S/8i/5pPxX/iuflE/rP+EH+y/4wfxb/4X/gn/rZ+Df8l/9DH4G/qsfgP/Kp/UD+AH4tHxdP/1L+An8EnxTP4GfgG/K3+Sb8gH5m/xNPiDfjr/IZ+Rb8i35jPxcPiNflp/Lz+XL8nv5rnxfvijfl1/LF+WL8mv5nPxaPiufk8/JZ+Vj8ln5o3xMPiZ/lB/pp/Ab+EX8Bn4Hv4hfxO/g3/A7+A/8G/4N/4E/wn/A9/VH+CP4vv4Bvi/f1T/gH+C78m35rnxNvi3flq/JB+Vr8g35oHxQviE/kW/Id+Mn8hP5bvxDf5i/66fh7/JV/TR+Gr4qP5Wvytfjp/JT+Xp8PL4ev4mPx8fjN/GX+E18pr/EX+Iz/aTP9Gd+0k/6M3/2Zz4Hf/Znn4N/wefQ6/Iv+Bd6Xb6Ev8aP4A/wB/gR+JR+BD8En5JP6YfgZ/oh/Bj8TH6mH4P/6cfwl/A/+Z/+En6on/k7/xK/80fxl/hL/Cj8UD8K/1Q85xDnz2l0Ap0hnEBnzhnCGcKZcyJw4nD6cOKcPpw/nDgnzvnDyXNmnTecvPOGE4eTd/JOHE4cExbTFHMX0xQzFXMXcxczFbMX8xQTFZMXExVTFZMXkxdTFZMVkxSzFNMVsxTzFNMV0xXzFJMXsxczVfMAMxVzVfNA8wBzVRMB81XzArNV80JTAbMVs1VTAZNVEwFzVVMCcxXTVVNCUwLTVbMCUxRzFHMVcxSTFHMVcxWTFNOV84SzhVPobOGUnUKn0Ck7oUxQzFDMVMxQTFHMVMxUTFHMVcxUTFNMUExQTFPMT844TitOMU4rziNOMU4xziNOJM4xTjLOOk4yzjvOOs46zjvORE5bM5iTbgZr+nLSTrrpq4mr2WyyaJpommiyYP5y1mjKau5q7mrKatpp8mjWaMqasmaNJgSniSaq5qrmqiaq5plmqGYrZwRnhGYr54pmBaar5ofmB6YrJi8n1KnEKXQucZpx6nCucepxomneaPZpBmlKm1Sat2ay+aSJN5U08zR1NCU19TSTNJs0KTWnNIs0ATV/NEU1RzW5NK00NzWrOC04g84UTpyT55zQ9NAUNjs0dTljzgDNKU0rzV2Tl3NGU1VzRnNHU24eaTZp5s23iW2maNaaTJp/U0dT2oSbqZwqmq6cNmfWyTcvNGdNBc2/qWxqcAqdu/OE0+cM4tQ5fafWaTtlOI3OEE4azqaTdsbOpHNFc1ZTV3NO89q80XzRzDaTTRhO21k7CzQVMHkxWTmfzqgTijPq3DqhOKE4t04rzq0zh9OK04ozh/NI0kqSSrJLMkvySvJLskoSS3JLkk0STRJOck8STxJQElgSlxKFcoKyQdKXMkBSV9KW0lfqyqbSpoSVOaUEJQFlhWWq5a1lKeVNyVT2ylxKV8pOSwDKWkpcyi/KLUojSjRKN8oqSkHKPko1ywdLBksPySlJKcktSS3JMEkuyVVJQslTSU1JRslKSpyShlJWclBmUMqUWJRBlDyUSaVUuVWyUkpSalI6UbZR1lHSUcJRulEWUvJR2lEeUmJSAkqOStJKqkqqStJSMlC2UNrKWWkrb+WsnJW38lfqlLSSpqQpaWWY0la2UMpQylC2UHZQNlGGUTJRMlGGUXJZplqWWopailqWWiZSKlJOUm5SblJOUppaElBmUkZSZlK+UUZSRlK+UZpRvlGyUZpRmlGyUSZZ2lgWl7Vlcfkva8va8l+uWD5YeliSWJJYeliuSEJJVklGSVZJbklGSUZJbklKSYJJikl6SYpJbkl6SXpJbkliSbJJqkmiSapJkkmiSaJJkkmGSZJJjkmGSYZJjklySaZJrkmaSa5JikmaSZpJikmCUUZInkqaSppKnkqGSp5KEkqGSoZKEkoWStJJ6knySepJ9knySfJJ9kkSSvZJCkoSShJKCkoWSu5J5kniSeZJzkniSeJJzknCSc5JxknCScJJxkmySaZJukmuSbpJykmuSa5JyknSScpJ2knSSdJJ2knqSVJJTkl2SU5Jbkl2SXZJbkmWSW5JikmWSZZJikm2SYpJrkm2SbZJrknWSa5J0knWSdZJ0kn6SdJJ8kn6SfpJ8kkaSvJJEkoaShpKEkquSk5KJkpaSiZKLkpaSlpKLko6SjJKKkpWSipKHkpWSlZKHkpOSh5KIkpOSk5KIkomStJKjkqKSopKjkpmSlJKckpGSnJKWkpGSkZKWko6SmZKYkqKSmJKQkqKSopKQkpqSkJKPkpqSmpKPkoySgJLkkriSpJKXkriSuJKXkpKSl5KDkpKSkpKDkoCSg5KBkoCSgJKBkruSbpK8kp2SvJKokp2SnZKokpuSqJKckpuSm5KckpSSrpKvkrySr5SGkjySvJSGlBqUAZQCkjqUgpQIkjqSupSIkj6UiJQKkj6SvpSKlBOSKpSMkjWStZSMkj+UjJQlkj+Sv5SllA6UEpQLlASUC5QFlASUBJQFkjuUhZQDkjuSu5SDkjaUg5IBkvaStpKBlMGUPZKXnlT8kpXeVPelK7yTa5KnlJyUHJInlJmSJ5SRlBmUGZQRlBuSF5JWkl+SVpJdkl+SX5JdkmeSXZJlkmeSZ5Jlkm+SZZJtkm+Sb5JtkneSbZJ1kneSd5J1kn+SdZJ+kn+Sf5J+kk2SvpJGko2SjZKGkrGShpKrkrGSsZKrlKGSK5SclCGUIZQclDWlByUMmVNWVPKlEelCiUIZQUlCKUFZQVlBaUFpQSlAWUCpQZlAiUJpQalBiUJJQ0lCSULJQ0lDSULpaycoKSgbKCkoByhbKBsoByh7KAcoTSh7KDsoDShlKH0lbVSV9ZKF0pdqStdKFEoXSgxKFEoUSgxJIEpXeUM5aucoTyhfJWv8oSyhPKE0oOyhLKE0oPSwVLUMtHS0dLRMtGy0TLRss2y0bLRss1STlJLMksyTDJL8ksyTDJM8ksSTfJL8kwSTRJN8kwSTvJM8k0SThJO8k0ST/JN8k4STxJP8k4SUPJO8k8SUBJQ8k9SUvJPslFSUlJSslESV7JRMlYSVxJXMpYSRTKWMoQShRKFMoRSV4ZQ1pS6UlfWlE1lTXlUNpVN5VEZRGlTxkpYGSthKGElrIShVKGEoVyhVKFUoVyhBKG8KpEonSiRKKMonSidKKMo2yjZKJ8okyifKJUokyiTKJUop8qtconSiHKJcorSiNKIcoryixKndCqvSqcSq7wqr0qsEomSifKIsonyiPKGsomyifKGEofyhlKrxKHEodQqmUqpModyq8yhBKLcKrdKIMolSq1SqWQqlUqjkqlkKo3KXqlEmVVOlVklVTlVTpVUZU55K3vKX9lT/pS/8lf+lEnlT/lUJpVJ5VMpVVKVQGVOCVTulDllTrlT2pSyElfilLjSp8QpcUqf0qlEKqtKorKq/KEkKonKH8odSl/ZVBaVRWVTGVU2lUGUUWVUGUTpQ7lBGabMoAxT0soMygxKWilT0sqhUqaUKYfKo3Ko5KE8Ko9KHsogSklKVkpSSlJKVspZyjnKUMpXylBLA8pXyldLA8sESkvKU8pPyk/KU0pZSwNLBMsESwRLB8sEywRLB8sIywfLBksGywbLA0sGSwbLA0sCywPLAksCSwLLAspMylzKXUpXyl3LAEpXSlfLAEpcywBLAUpcSlxLAUsASlhKX8pYSl9KXspYylhKXspTSl5KWspTylNKWkpZyllKXUpSSl3KXkpSSlLKXkpYyl5KYEpYSlhKYEpfSwDKYMpaymDKW8paylrKW0pTyltKW0pTSlNKW8pNyjNKNEopSjTKKkopSinKKkodyjXKM0oryjNKKUorSitKKcodSilKHcodyh1KHUqiEo7SixKL0osyixKLEosyizKIMouSiDKIMoiSiNKH8ouyjHKLsoxSjnKLcotSjlKNUo5Sj1KNUo1Sj1KQ8pASkHKQcpASkHKNEpDSj3KNco3Sj/KM0o/yj/KM8ozyjxKN8o8ykBKNEo0ykNKNMpASkdKN0o0SkZKOUqdEKmklUklU0kpaSVQOlUSlDuVQOVTqUPJQ6lBWUfJQ8lBWUWJRVlG6UWJRYlG6UcJR/lAWUe5QFlFqUe5Q7lBqUVpRalF2UVpRWlF2Ua5RdlHGUa5RrlHGUQ5S8lHiUdpR4lGmUdpR2lGmUYZRplGKUYZRhlGKUXJRflJyUlpSclIyUlpSWlIyUhZSMlIuUhZSFlIuUvJRClI6UvZROlJWUvZR9lFWUjZSVlKKUjZSNlKKUnZSilKmUnZSdlKmUuZSTlJCUppSQlKCUppSmlKCUtZSglKqUtZS1lKqUuJSqlK2UuJS4lK2UrpStlKWUrpSulKWUnZSllJeUnZSdlJeUjZSXlImUjZSNlImUvZRJlLmUfZR9lHmUapR5lGSUapRqlGSUW5RklFSUW5RblFSURpRUlEOURpRGlEOUW6VQ5RW5Va5VVqVSaVVKVQmlUmlUPkrhcpc+St/Za6clbmyhnJWzsoayhbKGkoRyhbKFkoRyg5KEUoIyg7KDkoIygZKCMleygbKBsleSV/JXslZSV9JX8lZSV3JWclWSV1JXclWSVvJVklWSVtJW0lWyV1JVklYyV3JXUlYSgJJWMlbSgJKAslbygrJW8oDygrKCsoDShXKA8oPShVKFcoPSlj5QRlDCSthZQxlThlDuStzypxyV06Vu3KpnCqnyqUyiXKpFKJMokyiFKI0oxSiBKM0ozSjBKOMpASjNKSMpIykNLQkoDS0HLAksCSwHLBksBywXLBksGSwXLD0oHyklKT0pJSkJKX0pPSkJKVEpSSlhKVEpUSlhKVcpYSljKVcpVyljKUcpYylPKUcpRylPKWkpDyltKSkpKSktKQkpLSkLKQkpCSkLKS8oyyktKO8o7yjtKMco7SjDKMcoxyjDKOEogyjbKKEooSibKLsoWyixKHsoeyhxKGEKnEomUqoEqpkKnlKpvKm5Cl5yptyprwpX+VMOVO+yhfKV1lC+UL5QllCeUFZQslAeUF5QclACUDJIElLCUAJIEkrKStJKykqKSspKykqWSopKqkpWSpZKqkp+SmpKVkp+Sn5KVkp6SlZKTkp6SnpKTkpCSo5KWkpCSoJKmkpmSppKckpmSqZKskpmSvJKYkqmSuZK4lK+SCJKslL+UD5IMlLmSLJS6lBmUKZQqlBGVNqUNJQxpQxJQ1lUElDiVMGlUElTmlDiVNelTaUNpRX5RXlVelEeUV5RelEuUfpRFlHuUe5R1lH+Wv5XEZZNllGWWJZNlk2WWJZtlliWb5Ztlm2Wb5ZylFCUj5SglI+UnpSglKCUnpSqlJ6UqJSqlKqUqJStlKiUq5StlK2Uq5SllKuUo5SllKWUo5SXlKOUlJSXlJeUlJSJlJSUhJSJlImUhJS5lESUt5R5lHmUd5RklHeUY5RklGSUY5RUlGOUUJRUlFSUUJRDlFCUfZQDlEOUfZQWpU9lFClVWlVQpVCJVTJUwqVQiVPmSt5ypkyV+bKmbKGcqZ8oayhrKF8oRShfKG8oBShFKG8oISgvKAEoISghKAEkOylBJCUleyV7JWUlZyVlJUslZyVnJUslWyVLJX8lGyVbJX8lGSV/JT0lGSVZJX0lISV9JQElYSVhJUElbyVBJVMlbyVvJVMpTyQTJXMpTygPJDMpfyQzKV8oPyg/KB8oIyhfKBMoYyhjKFModyVKZQx5a7clTHlUhlTBpVL5VIZVApRBpU2lEKUQpQ2lGCUNpRXlGCUYJRXlIaUV5R7lIaUhpR7lgOUe5S/lgOWA5S/lguUmpSSlJiUmJSSlICUkpSPlICUgJSPlH6Uj5SQlH6UfpSQlH+UkJSTlH+Uf5STlIGUk5SKlIGUgZSKlIiWdZZellmWXpZJllmWWZZJljaWSZY9ljaWNpY9lsVllOVzmWOZY/lcRpfP5YxldBldzljqy0XLR0s3y0fLOks3SzfLOsspyzrLLMspyynLLMvrMsvSxvK6vC5tLOmljWVtSS/pZW2ZYRlqSWqJaElquWiJaIlouWjJZrlo6WbJZslm6Wb5ZOlmOWX5ZPlkOWUpXU5ZXpfSpXR5XbrL65Jeukt3SS8lLOllhqWEpYRlhqWCZallqGWiZaglomWiZaIlomWbJaIlm2WbZZslm2WTJZvlk2WTZZPlk+Vz+WQpXT6Xz6V0OWMpXbruMsLSXUqQsEywlLBUsEywTLBUoHy1dLCEsIywhLAcsYywjLAcsZyxHLGMsZyxnLGMsdSXoZallraWpZa8eDEVLHkxGzRgbmA2YIYIwXTBDMGcMYMJM2cwZzPmzJwxaTRmDCaN+b5MEsyXacIEUwLTBHPCBCYB5gTmgAHLWMwBy1evlp+Wr5abNi0ZLTctDRla7lkaWtKhsySzpLMME2YJZRlmqUTJ0sdSyTKbXTaX2aVQuMwthUuZbFkvZcsXL5Ywli+WJkwsWyxNLEOEWLJYhlh++LB0sfywFCFiGbYUsUyRYmlbpljSoLEkLmks83yJY5kvodClkyV0WaTIMs2yyFKMmOWgpZjlnz9LU8s/y06dmAeWnZgCBDB9pgBmLMYUMmPMYJCpZAaZySQzykwyoVBmlgllYrFMHUwsM0cOZhBmDqYQIcwkTCFMJUqYUZhKmFOmMLMwpzC3bGGCYW5hjhnDbMMcw3zzhsmH+Yb55w9zEPMPs1EjpiFmI6YjR0w/TEdMQYKYcpiCmHSYcphymHSYZph0mHeYZphmmHeYa5g682XSmC6zBVMDU8ZkwRzBPMIswmzCvMHcMnswl0woM7nkspSyDLPEs4SzBLMktQy1xLX8s5y07LTMtLS0FLTkxazAbMBkwESw1LUstby15LWkslyyHLNELnlLJXMPEw2TzRK3nC1vpiNmI2ampYrli6WM+YHZYVmLiWXiYOZYPlouWqJabloqWhpa8lgeWTJZ0ljKWObMEEwbcwbTxsSZM5gzmDhzxqyZOmbO1DFzzJyZM3NMm5lj4pg202bimDWYVKaT2WQ6mUdmk9lkHplF5pFpZBaZRaaR2WNyYkZidmJ2YkZiTlr2y+RyuEwul8vhcrhcLqfL5LJfApfAZb+0mW+YY5h2mHaYY5hplhWWIZYXliGWJpYXlheWJpYamIKYeph0mHSYeph3mDjmzazBvJkyZg1mDaaMOYKJM3/mjPkzb8wZc8a8MWnMG7Nn0pg0Zs/UmROYJpgYmBiYJpgimDqzxnyZNWYY82W+zDCmCWYYcwXTBNMEcwVTBPMC0wETBdMBcwQTBRMFcwSTBdNlxswWzJi5M1swWzB3Zs3cmTyzZtZMnqljTmEqYVZhVmEqYT5hCmEiYSphImEyYSphKmEyYT5h4mDuYOZg7mACYeZg5mACYQphAmESYQphCmESYSJhHmEaYRZhGmH+YBZhFmH+YPZg/mD6YPZg9mD6YN5gLplJJpKJZCaZQeYNpg3mlmmDaWVumVumlUllWplVJpVJZVaZTuaS+WRCmU+mlAllQplSJpYpZV6ZWCaWeWXiYBqZP2aP+WP6mD1mj+ljfmD6mCmYH5gfmCmYHZhIZpBJZBKZQSaQGWTGmEAmkBlj8pZ9lmeWY5Znll+WY5Zjll+WVJZFllaWYpZWll2WYpZill2Wf5ZMlmaWYJZmlmuWYJZglmuWeJZclmGWZZZllmGWdJaPlnyWdZZ8lmiWdZZ1lmiWXpaYloGWfZaBlnmWfZZ9lnmWZ5ZdlnaWf5Z2lneWf5Z/lneWk5aKloSWhpaElnqWhpaGlnqWdJZ6lnGWdJZ0lnGWZZaolpWWj5aVloWWj5aPloWWfJZ4loCWcJaAloeWcJZwloeWgpaHlpKWgpaClpKWmZa+lquWqJarlqCWqJaolqCWlZa1lp6WmJaelpSWmJaYlpSWgZaTlpeWnZaXlrKWnZadlrKYApaKlpuWmpaalpuWnJablq+WnJaclq+WrpgMmBGYCJgRmCCYCJgImCCYGpggmCWYGpgamCWYLrMC0wOzAdMDUwWzAbMBUwUzBFMFUwYzBDMEUwbTtpS17MUUsOzFzMAUwBTAzMCMMTMwYTBjzBgTBpPHxMCEwJzAhMAswJzAnMAswBzALMAEwBzAHMAEsHzFBLCEtXy1fLWEtXTFvMB8wHTAfMAMwHTAdMAMsPTFDLDctfS19LXctVy1vLUEtuS1BMZMsOS15MVMwKywzLQ8tbS0PLVktbS0tLRktVS1ZLXMtVS1VLXMtdS1zLUMttS11LUMxmTA7LD8tay1/LWctay1rLWctfS0/LFUsiSyVLIMsySyJLIMs5SyPLKssmSyrLLUsmSyZLLUsjSztLIssgyyDLIsstyxLLKELncsdyyhS+eSyhLJcskSyRLIcslyyRLIUscSyHK71LHUsdwulcvt0rpULpVL6xK59JfCJXMpXGaXzCVzmV1Sl9mlkiV1SV0qWf5YLpfa5XSpXd5YTpfT5Y0lj+WN5ZAljyWP5ZDlESYXphUmFaYVJhQmFSYVJhRmEyYUphNmE2YTphPmkSVyeVzylsflb8lb8pa/5b38LXvLe3kve0sckwzTC5ML0wsTC5MLkwsTC9PK0l/yS+GSX8JL4VK4hJeyJbyssZQtZcsaSxVMO0w8zDdMPExGzDfMN0xGzD/MOEw1TDJMNcwwTDJMMswwTC/MKswrzCnMK8wuzCnMKcwuzC3MLswvzC3MLcwvzDHML8wzzDHMMcwzzDRLGUt5mS/lJb7Ml/kSX0KX+DK4hC6hy+DSucQtb8vZ8rbULWfL2VK3tJe65W5pL+3lbglkMmI+Yv5hPmJaYv5h/mFaYjZiKmLuYSJiImLuYRJi7mGyYRJiEmKyYc5ZWliKWE5Yilh+WE5YTlh+WFJYfliGWFJYUliGWFZgBmLmYcZh5mHCYcZhxmHCYapZWlhiWIpYYlhuWIpYilhuWKZgImJWYipiVmJeYipiKmJeYk5iXmJ6Yk5iTmJ6YnZiWmJqYjZiamJuYjZiNmJuYmZablhyWKZYcliWWKZYpliWWNJYlliiWNJY0liiWMpgZmJSYjpiUmJCYjpiOmJCYgpiQmIuYgpiCmIuYupZqlieWL5YnliCWL5YvliCWJpYglh2WJpYmlh2WGpgcmJiYkZiYmJKYkZiRmJKYgZiSmIeYgZiBmIeYuZhlmGiYdZhomHuYdZh1mHuYQJi7mEqYgJiAmIqYiZiKmJOYiZiJmJOYhZiTmJGYhZiFmJGYvZhRmIGYvZh9mEGYrphBmLGYbphumHGYYphxmGSYYphimGSYWphkmFyYWphamFyYUphcmFSYUphSmFSYS5hUmE2YS5hLmE2YQ5hNmEWYQ5hDmEWYfJgFmH2YPJg8mD2YGqZPZhbppapZW6ZU+aWSWVOmVMmlclkUplNJpPJZDaZQ2aTWWQOmUNmkbljFpk95o65Y/aYFJg95gcmBSYF5odlK+aHZa1lq2WrZa0lpGWtJaYlpCWkJablnCWmZZ/lnOWcZZ/llmWf5ZjlluWW5ZilkOWY5ZKlkKWQ5ZJldblkqWNZXVaXOpa+pY6lculb+pbKJW2pXPKWtCVtyVvOS97yXs7LeXkv3+W9nC3f5bucLePlbGkv42W8tJexpb3sl7FlbNkv92W/HC735b4cLo3L4XK6NC6Ny+kSu5wueSyxS+ySx9LIkseSydLI0siSyfLKkskSzPLK8soSzFLNEswSzlLNUs0SztLPEs5S0NLP0s9S0DLSUtDS0jLSMtLS0nLU0tJS1XLUctRS1ZLWUtVS15LWktZSF9PAUhcTAdMA0wATAdMCEwFTA9MC0wJTA/MEUwOzBfME8wSzBZMGswWzZtJg0mDWTJpZM3MmzaSZOVNm5kybKTNlps18wbSZNZgvmC+YNZgcmDWYI5gcmByYI5gLmCOYDpgLmAuYDpa4mA6Wvpa4lriWvpaklr6WqJaklqSWqJaLmGaYZZhymGWYdZhymHKYdZh+mHWYgJh+mH6YgJiGmICYiZiGmIaYiZiDmImYhZiDmIOYhZh8mIWYfZh8mHyYfZhtmH2YbphtmG2YbphgmG6YYphgmGCYYphZmGKYWphZmFmYWphRmFqYUphRmFGYUphJmFKYS5hJmEmYS5hBmEuYQ5hBmEGYQ5g6mEOYPJg6mDqYPJhZJg+mlpllZplaZpSpZU6ZUWaUOWUqmVMmk6lkKplMppDJZA6ZQqaQOWT6zCFzx/SZPnPHPMDcMSkwDzAPMCksTTEpLFstTS1NLVstBy1bLSEtBy0HLSEt0ywhLecs0yzTLOcsnSznLLcsnSydLLcscSy3LIUscSxxLIUsiUshy+qSuCQuq0vbsrr0LW1L29K3DFv6lrRl2DJsSVu6WNKW89LF0sVyXrJYzst3yWLJYvkuWyzfZbxssWyxjJcwlvEytoSxhLGMLetlbLkv62W93Je55b40LnPL3NK4bC6NS+yyuWwusUsfS+zSyNLH0sfSyBLK0sjyyhLKEsryypLM8spSzZLMksxSzXLPUs3Sz3LPcs/Sz5LR0s8y0pLRktEy0vLTMtJy1PLT8tNy1DLWctSS1jLWMtaSFpPAkhbTAJMAkwDTAFMC0wDTAlMCUwLTApME0wLzBJMEkwTzBDMG8wSTBjMGMwaTBnNm0mDSzJk5M2kmzKSZMhNmwkyZ6YIpM18wXTBdMF8wNzBfMDkwNzA3MDkwFTA5MBcwFTAVMBcsbTEXLHEtbS1tLXEtQynbKOco6yjnKF8p6yjrKF8pfylfLRUofyl/LRUsFywVLDMsFywXLDMsPSwzLGtLD0sPy9pyRdJCUkFSQFIBMlgwJC5kMCQvXshYyBlIGsgbkgYyFkP6kDEkjYYkImlIHEfqSCTyh7whf8i6Rs5AxkCmQOaQKZAyGdKIdJFhSCYyDAnDyCYSRs7IJrKJnJFU5Iys1ZB/skOSQLJCskKSADJXkgBSFjIXMhdSFhIWshVyFlIVclYSAFIVUlUSADJXEkByADIXMldyQLICkkfykCuQK5A8pAokD1kDqQKpAlkD+QH5Il0gY2SMdIGskS6QLFggXyQNJAMkIyQDIHslIyQjIHslCSB7IXUlCSQJIHUhZSUfJBckRSQXJA0YSEZApkCiQMqQMiQKpIckh6SFpIOkhaQAAUhgSQnJBMhfyQTIXchfyF/IXchVyF3IW8hVyFXIW8hTyAhIDEgNSA1IDEgSSAxIEUgSSBJIEcgTSBFIF8gTyBNIF8gXiQppC/kLaSt5APkL+St5IJkheSDZoEHSBfKH1CFrZI3UIWNkDGQOKQOZQwKRMpAykECkjLQhaSQUSSNdF8lEukK+QsZCxkK+QuJCvkLSQuJC4kLSQtZCekKKQoZCikKmSoV8hUyFZIV8hXyFZIWkhdwhfWQV6SNtNiQUKSOByBkSiCwiZ8gZsoi0kTayiMyRReQRmSNz5BHZJ1EkTyQ9JE8kOXBIOkjKyTi5IhknU6RIfkAakU5kDulEXpE5ZA55RQKRV2QWCUQCkVnkjeSHZIjkimSIJIjkiuSKJIhkiySIpAYNSRVJDUkMGJImkhiSEyYkHyRjJEkkaSRpJEkkUyRJJC9cSG5IekiSSKJIokiSSMZADkH2QOpA9kAqkTqQOpBKJA+pRA6RPCQPOUTWQEZB6kBikVikDmQUqQPJQ0aRUSQPySdZJGEkRSRhJGskRSRFJGskTSRrJN2kiaSJpJtUkXSTcFJFUkUSTs5IYMkCSQfJAkkESQdJB0kESQ9JBEkGSQ9JD0kGSQjJDskSyQjJEkkWyQjJCEkWSRHJF8kRyQzJEUkJEpC/kh6SEJIkkhCSFJIkkiSSFJIXkAyOwJALjsCQAAAgByCfyCXyB3KJ7PWQOZA95G6HrCKRIIsgmcgiSCNIJpKJNIKEIo0gjyChSCjyCDLJ8dQx1rHWMRaSwLHWsRaSADJBsk6+SRnJN/niRTJDMkPSRVJG0kVyRlJGUkZyRlKWnJGMxZI0JA4kD+QRyQO5RR6RR+QWSURukVokEUlEapHT463jryOu4y+kgyOuIy6kA2QBpAMkBGQBZAEkBOQEJAQkBw7IEkgg8gayiLyBxIEsIotIHMgjkgLyAHIC8gDSAHICcgLSALIA0sAxGLIAssAx2FHXMdaRF5LAkRdSgQLkBaQCZIMGyBDIH4lD7kDikEIhMghSiEwigyCDIJPIJsgk0opsgmyCtCJ9HHMddx1tHXchARxtHW0hARx9JeNkWDJFMkUyLEkjeSftJC1JS9pJWdJO1pKypCxZS86SezJP6kk9mSftZJ60Je2knbQla8gEyADHWsgAx17HWsdax17HUsdeR1rHUsdSR1pHV8dXR1hHVkdYx1xHVkdWx1xHW8dPx1bHVMdWx1vHVMdUx1tHXMlZsk7KkrJknZRx1HWcdcR1nHVcdcR1xHVcdUx1XHUkdUx1THUkddSU3JN/0k/+SVzST/pJXFKXxCV3SV1Sl9wlgclc8pbUJW/JPqlL6pJ90k/2ST7pJ/0kn8SRK5AqkCGQIZAqkBeQKpAfkBeQF5AfkB2QD5AVkBiQFZAZkBiQGJAZkCKQGZAbkCKQIpAbkCOSTpJNkkWSTZJMkkWSRZJMkkCSTJJKkkCSQJJKkkiSeDJP+kk/mSf3ZC/JS/qSvGQu6Uv6krmkLkkkeSTJI3kkmSTJI8kjmST5I5kkuST5I/kjuST5JOkjmSMZJBkkmSPZI5kjKU32SPZISpPUJDAZTPqSwaQx6Uv6ksbkMGlMJpPD5DCZTCKTyaQziUwik85kNilM/pLD5C/ZSw6Tw2Qv6UsCSSJJ9kgiSRpJ9kj2SBpJBkk6SQ5JPkk+SQ5J/kgOSVqTP5I/ktZkFSkCOQLpAjkCaQLpAukCaQLJIllMEpPIJDEpTCKTyKQwOUQOQCJALkAiQD5ALkAuQD5AYkhSk9dkj2SP5DUJJHlNapNAkkCS2qSNpI0kjmSRJI7kjWSRZJHkjeSQ5I3kNjkkOSS5TVqTz+QyySO5TGKTPJI8ktgkEeSOhIG8kTcSBhIEEgbSAhIEEgTSApJC8pgsJpvJYhKZbCabSWQym9yRnCZ9JH0kp8kcyWkSmsyRzJGEJqXJZ5JHMprkkfyRjCajyR/JKpICcgISBHICsgQSBBIEsgSyRZJIEpsUksQmm0khSSHJZlIH0gdSCPILUgjSCvIL8gvSCtIN0gpyC9IN0g1yC3IPcgsyDXIPcg8yDZLOMdER0pHSkdIR0hHUEdJR1BHUEdRR1NHU0dFR0hHRUdKR0xHREdGR0xHSkdPR0xHSEdLR01EUEg7SDDIO0gzSCzIOMg7SC7IM0gsSC7IMsgwSC5LI8ctRzDHPUcyR0THPMc+R0TESEgiyC5IIkgiyC7IMsgtyDbIMsgxyDVIOUg9yDvILcg7yDfIL8gvyDbIJ8g3yDLIJsgnyDJLMsdDx0tHP0c/x0pHR8dIx1JHRkdEx1LETsg4SDZINEg0SDJINkg0SDHIKEgySCnIKcgqSCnLI8dSx1jHTsdax1DHTMdOx1NHSsdTx0tHS0dLx0rHQsdTR1fHS0dUR1fHS8dIR1THUcdPx0xHT8dMx1RHTEdMx1VHTkdIR1LHSEdSR1bHSsdKR1XEUUg7SDrIMsgzSDjIO0g6yDzIOMg6yDzIQcg2yC1INsgtyCVINUg1yCXLM0dTx1RHUEdTx1ZEV0gbyiVyCfCJ/IJcglyB/IMUcDx0bHfEcGx0dHfEc8RwdHREhoSClIHMgpSCvIHMgcyCvIH8gryC5IH8gfyC5IMUghyB1IKcgdSCjIKcgpyCjILUgsyCrIHcgqyCfIHcgdyCfIKnIJ0gnSCqSinSCVHIkc+RyxHPkclRzxHPEc1RzPHR8dFx0zHNcdExzzHPMc0xz/IIkgwyDDIIMg8yCDIIMgsyC3HEUc3RzZHRkdHRz9HM0dBx0FHQcdERzFHQUdERzNHNEczxzNHM0czxzlHI8c9RylHKUctRynHIMdNx0FHTcdMR0FHQUdMR0NIRMgmSCrCKZIKEgq8gqEgoyx7HMEdHRztHOEdER0BHREdIR0BHQEdIx0bHOUc4xy1HOEc4xyzHLEc6xyhHOsc2xyrHKsc2RzfHIccsRyRHJccvRy3HLcc7Ry9HLcc6RzpHNcc3RynHN8c3RytHK8c1xy/HNMc5xy3HLMc5xDvISkhKyE5IS0hGyE7IT0hFyEvIRkhOyEbIRkhNSEZITMhNSEVIRMhMS05HKMc0xyjHKMc0RzDHNUdERzBHMUdHxD3IREhIyERISshIyETIRshLSErISUhPSEtISUhPS05HJ0cuxybHJ0csxzNHLUc8xzDHMUc9xD9ITMhTSEjIUchPSEtISchNS0rHI0cgxy9HIMckxyzHLMcmxyzHJccmxy7HLcckRzHHJ0ckRzBHM0ckxCvIXchUSFRIVchUSFHIVkhMSFBIUkhPyEXIV8hSSE/IU0hSSE5IT0hQyE/IV0hUyFNIV8hMyFDIU8hNyE3IU8hJSFfISshNSFVIVshOy1ZHN0cqxytHKccixyrHKcchRyPHPkc8RzBHMkc+xy5HP8c6xy7HL8c6xzpHL8cpRzfHKMcxRzVHNMcxxz9HH8ccRyPHH8ckRyBHI8clRyvHJEctRylHKEcvRzBHLcczRzNHMccyxD3IUUhWyFFIVMheyFLIUMhcSFrIQMg/SDzIPsg7SD9IPsg6SDfIQEhDSDRIQUg/SDdINUg/yyxHHMcdxxzHH0cdxx3HH0ccRyDHIscdxx7HHkcdxx3HHkcfRxpHHUcfRxtHGUcfxxjHLscqxyLHIscpRCHIQ8g7yD/IOEg7yD/IPEg4yznHKUckRyFHJMcgRyBHIMchxx3HL8cjRyvHIkcjRytHKkchxCFILsg2SDbINEg+SDZINEg/SDxIPUhDSD9IPUhAy0tF61B5tHLVHHEcbRxtHHMcdyD/IRMhByEHIREhCyERIS0hCSEJIS0hJx+rResQerUcbR+wRe7RxvHGUHqvH6bF6xB6nx+kRe8wes8frcXq8HqnH6XF6pB6jSD5IRUg6SDpIRcg9SEVITMg9yD1ITEhGSETIQkhHyEJIP0hHSEdIP8hISEbIQ8g9yD3IQ0g3x+gRepwep0foUYoMhDSE/IM0hFyE/IP8g1yETITEhayVFICshfSVFJAUgPSFBIbskUekjtSRRyQR6UNKkTfkDSlFIpFE5BTpQ/qQU6QUOQAJACkAKQAJ4LgLiQTZRCpBKkE2kVTkBWQHJAFkB6QEJAEkAaQEZIKkiuScbJGck3SyRbJFkk7KR1VHW0dZR1lHW0dfx1FHVkdVR1VHVkdbSAzICMgFyAXICEgGSWxSmWwmm0ll8ng0dMR0nHScdMR01HQ8dFRzJHQkdFRz3IPsggSCXIJcggSCtHEMdBR07HPscxR0NHNEdCxzxHPEcyxzJHNscgxzhHKEcgxzvIJsheyEJIUkheyEnHTMHrHH7XF7xB5vIGcga+SL5IdkiuSGpInkg6QIJBIkE9lMyskVyRbIAkddR1xHX0gAR2BJX1KXBCaBJG0kiyR1JJvJ7DHSkdGxE1IMcgxyCTIIsgmSDPILsgnSB/JH7kBSj5GOj455kFBkEmQVOQnpCBnp2OVY55jlKOU45QgEGQcZCPnn+DxCj1HkjgwiYSQjJAkkOyTzJJ60Je+knrSTRZJDkk6QLZA3EkRymmQmoUg2yClILUlscplUHtMcFx0VIR0hKSERIfkgGyEVHakcvxzTHJkckRy9HPUcvRzpII1IGTKIDCJlSBhIGdIDEgYSBtID0oKxkhGTcZYRk9GTJ6MuoydjKKMuoy5jKOMvYyijKeMv4y+jKWMq4yejJiMuoybjpUvGWMZLRkmSjKCMkoyPHhkRGSMYHxhbGB8YGxhbGFsYGxhPGBsYEyQwDijuMmIo6irqMmIwLjBiMKYwLjAuMKYwojBWMB4wFjAeKMIyFjAWKMIqxirCKrZqVfxUbFXctKlIyWjISMmIyIjISMkIykjJiAqV0ZbRlpGXEZQRlJGXMZaRlxGYMZYxlhHY0YDRkXGUcZFxkXGU0ZJxlFGW0ZLRklGWsZXRgPGDMYAxgPFDMZjxgxFDMVgxmBFDcZdxlnGUsZKxknGU0ZGRgXGF0YDRgHGF8YNxhTGXM97GXsZbRlpGWsZbRk7GW8ZaRk5GTsZaxk7GRsZNxkLGTUZOnIyMjAKKv4wair+MFiwYX6MD4wTjC+MEowQJxhhGCcYIEYwtjH2MiYx+jH6MiYyUjImMpIyUjJSMpIyojCKMHoxhRg/GDRuMNYwbjBw4GF0jB+OIEUYTxttYGz8YPxhrIwZjbYSNGIwYjLAxhVGAUYNxgHGAUYPxhFGDUTeeMJ4w6sbdyMg4yFjIOMj4xljIWMj4xijH+MbYpo1xjLGN8csXIxUjAWMGYwFjBiMJYwFjASMJYwVjGuMcIx7jHCMhQkZIxtcYM2owajDGjLoxkNGSEZARkNGSkZDRkrGVkZCRkLGVMZNRZyQaw4xE42wMM4YZZ6OIY4JjAeOsYwFjMOMs4yxjMOMoYzDjLuMo4yjjLqOsY4PjgeOA44DjAeOt4wFjLuMt4y1jLmOto4EjAiOuIwKjLyMuIy6jL+MnI81oM8bG2GgzkjDajLmRhJGEMTeqMBqNPOMLI8+4wvjC+MK4wujAaMLIwkgbWRhnzDDWjDOMNGgYZ8cJRwjGX0cIxwXGX8ZfxwVGXccFxwRGXUZdxwTGWUZVxlNHAMZTRl9HAEcARl/HB8ZUxlXHAMZVRliwjgSMsIyvjgSOBIyvjgKMr4yujgKOAoyujKyMPePNSBtvRt9IG2mjb3SNvpE3ukbXyBtrGHljb6xhrGHsjb9RZpSNQKNshAHDaBthGF24MM5GF8YSJYwiiqCKpIqaiqSKr14VURVfFW/dKtIq3ioCA2ZEcPRw1HDMcNRwdODgeODo4KjgeOB44KjAmKuIqTiqGKkYqTiqKKk4qhgqVDFT0VOxVPFTsVTRVfFT8VPRVTFW0VWxVjFWMVaxlpHA8cFRwhHAUcKxwhHAEcCxwlHAscLRwlHAUcDRwhHDkcJxwjHAcYLx1zHAMYDxlzGVMWhEGmMYkcajMYYxhvFYqaipWKm4qKipqKm4qAipuKiYKFFR0NHDMcOxwzHDccOGI4eioWKj4p9io+KkScVHxUlFT56Kn4qMipaKkIqWiqCKkIqQiqCKmo4Hjg2OGY4NjhGOGY4ZjhGOG4p0inyKg4p8ioUKFSUVCxUVFSUVJRUVFSMdRRxDHD8cPxxDHDscQxxBHDscOxxBHD0UKRURFR8VERX3FB8VHxX3FP8U9xTzFP8U/xTzFNMUGRUhFQkVIRUFCSoCKqop0inKKdIpDhpUDHQUcRxxNHEccTxx4rjieOKIAsVRxXF5ZB6BR+ax2Tz+js2j8/g7/o7Oo/LY4pjiaOKY4ljiaOJo4ljiGOJY4kjiGOIY4kjiCOLI4gjjqOKo4gjjuOII41ijxvHF8cWxxXHFccWxxdHEcXbMHW1H2zF35B1zx+ORd+Qdj8fksXbcHWlH2nF3xB13RyTyaDzCx/noH+cjDnckHunj7Rg7xo63Y+54OxaPuWPuWDwej/rRPgKP9pF3BB6BR95xeeSPv+N9vI+/4+74OyqPu+PuqDwijy6OMY4zjjGOMmQc5aOMIw0aR/xI4xgWdnyNIIwKjB2MCoq+jB2MHYq+jBSKmIqciqyKnIqmTBV5FU0VUxV5FXkVUxVnHX3H4LE/Bo+3Y3/sj7djfJQd3eOMo3uEcZxxnHGEcXRR1GVcUJxVnGVcUORlXGBEUeRV5GVEYbxgBFC0VWRVtFUcVWRVZFUcVcRUXFVUVfRVVFU8VfRV9FU8VaRVPFUUVaRVpFUUVURVFFXsVERVRFXsVLx0JB6HR/84PPaO/tE/9o74sXfUHfEjftQd5aPu+B/lo3z8j7kRQJGVEUKRVZGXEYIRQpGX8ULxTXFNsU1xTdGMmeKXopmiFy/FLcYdRh3GrVGHMZs1Po1ZIxZrhB7nY33EHXHH+kgzUo09jFtjD6MQ49a4NQox7jBCMSIxKjEqMSIx2jAiMU6NNow2jFPjsuinGKeop6inGKcYphinSKYYphimSKaYpVimyKbYpsimeKfYptimeKdop3iniAdP8VDRT9FQMU7RUPFPMU4xTvFPMY2xasxhtBpzGI0YrUar0YjRRzFQsU9RTrFPEU1RTlFOEU2xSxFNUYyYopCimKITJ8UbRUDFOkVCxTpFO0VCRUJFO8VDRiVGG0YiRiJGG0ap0YZxuTTijFej1gg0ao04jEAj0IjDKDXiMAIBYiRizI02485oM1qNO+POaDXeMOJGofFpFBqjxqfxaYwat8UxRTfFK0U3xTBhikuKU4pJilaKVopJilWKSYpPnhSjFIsUdRSVFJUUdRSZFHUUkxSZFJkUkxSnFJcUjRSvFI0Us8UrxSvFbBFJMVu8Xos4itfi81lcGnHj0+gzPo1QqLFpbBqTRp8xaawZfUafsWacFaMUuRS/FLkUyxS/FL8UyxTbFLVFG0UhRRtFKUUhRSFFKcUuRSlFKsUuxS5FKsUzRpxRZpQapUaZEWgkGovG2Vg0Mo2zcTYyjbaRaXQabaNtdBqvxSjFL8UqxS/FLcUqxSrFLUUrRWSRWaQWmUVskVqkFrFFIMY0RjxGMkYyRjxGNEY8xjtGNEY0xjtGOsUhRWyxSLFIEVvUUcQWnc5i1VjGCMboxgjGKMboxujGKMZop1gtbos6ijqK22KS4ra4o5ikmKS4o/jEWMboxsjG6MbIx8jGyMbIxwjHaMe4x+jGuMf4x+jG6Mb4x8jH+McoyMjHyMcoyBipSCwqi82isqgtNovNorYopHijKC02i9IisNgsNovAoq8ILP6KvqKv+Cvqir9irqgr6oq54s2oxrjGOMa4xpjHOMY4xpjHKMeYx6jHKMcox6jHqMgIyXjIiMeIx3jIeKe4LCaL1mKyaCxai9aisTgtGovF4rQ4LRaL0GKxGCxCi9BisCgsNilCKeIoQiliKeIo4ihiKSIpYilqKSIpIilqKYIp8ijmKEaLOYo9itFitNijCC32KPooQovQoo9ikOKweCxGi8citRgtRovUIo8ikeKRorV4pNikaC1ai02KOIxUjE6MU4xOjD+MU4xTjD+MSIw/jDyMSIxIjDyMUyMcIx9jHGMcIx9jIiMfYyRjImMiYyTjJGMUYxMjE2MT4xEjEyMT4xGjEOMR4xCjEKMQ4xDjDqMVYxQjFmMUIxMjFiMWIxOjFGMV4xVjEmMS4xWjEeMVYxejEaMRYxfjk+KuyCvqirxir6gr6oq9oq/YKxKLvqKvSCw2jTmMRYxGjEaMRYxJirdiX/SLfTEv+kW/mBf1Yl7Ei3pRL+LFmhGMkYtRjJGL0YpRjFGM0YoRS/Ev4op+EVfcFf2iX9wVdcW7uBdtxb2oF21FW1Ev1oxZjF6MU4xejGqMU4xTjGqMY4p30Va0i3bRVpQVbcVZUVaUFWfFmHGLEY2xirGKEY3xihGNMYzxivGKMYyxi1GKUYsRi1GL0YwRixGL0YxRjNGM8YxRjFGM8YzRjpGWkZOxlLGUkZNxk7GRsZBRkVGRsZBRjjE2kjCGMIYwkjBmOD4w+joyODIw+joiMH4y+jKKMooy+jKeMqo6AjCyMrI6AjgKMOqMYcbf+BvDjDWOF44EjhiOGI4EjgKOFI4BjheOF44BjgSMMYwtjEFj0NjC+DO2MJ4w/ow/4wnjXpRUzFQcVMxUdFQcVBxUdFQMdAwehcfb8XYUHotH/Qg87kfg8Xfcj/vxd+SLuYwWir2KvYwWir+MFIq+jAiMCIq+irSOsuOMY37MjzOOctFWUVZxVHFUUVYxVNGXUUFxVXGVUUERV1FNUU7xTPFMUU6xS1FPMUwRThFOMUzRzRE++sf3+B79I16sU5xTtFOcU3xTtFO0U3xTbGOsGq1GpdFqtBmVRqXRZqQZk8ahsWYcGnvGmrFm7Bnp4pjilSKYIpjilSISIyAjIWMdYx0jIeOcIrQYpDgtBikSKU6L0yKRorXIo0gt/ij+KFKLQIxSjEyMS4xLjEyMQYxMjEKMQYxBjEKMPYxTjEiMWYxZjEiMUIrDYrQoLAqL0SK0uBf5ol7ki39RL+rFv+gbGRk5GTsZX6MFowxjBSMJowojJCMhYyajazRhpI24jLGOBoqfipSKj4xHo9H4onipqKmIyligGMtI4CjiaOIY4mg8Eo+4Y/K4PPKOtiPvaB/v4+5YO9LH+HgzPjH6MBox+jDeMFqNUSPVuC1mKS4phjFejUCjXQRSxBaHFIUUbxSbRRzFZdFq9GOkZDRU1BVvRd84xkjFOMXIwOjAuMJIypjIOMkYyLjIaMnY6zjAeMu4wsgz5o4cjh+OHYqHioyKhI4sji6OMI4wju6xxnF2jB1zxTRFMsU4xpkRN/qMYYxojHSMW4xkjGiKzKKziDX2McYxJipSi8cislgrzoq2oqxIK9pFXEYFxVzFXEYFRgtGBUYQRgtGC0YQRhnCAkIFQgZCCsINQg5CEsIVwlkoQghCiEIIC2sIZ0JeCENYC5dCp7CH0CrECYfCntAofArjCOEIuwjNCNUICwnBCMkI8RALEDcQPwjrCP0IzwzfIYwhcRgc3oY/4S0hr6GDIYDhAKGrYYahgiGJITxsMZSH02F2qA3aCtIK+hLOEMoQyogghr2IGYg08SXOEG4SxhLqEk4SfhKqCtoKAgveCt4KAgvqCuoSBgjuCu4SBgjmCv4SAggGCwYTAhAmEM4QyoS0kBbKhDwhUlgV2hBWhdmsEIgwlHCUsJWwlXDUkICQk5CSEJUQlZCSENYwOQQOh8PhEDjMDaFD4/A5fA6NwyNRwHDWMNRw1jBVquGkoKwgr+CsIK+gr+Cs4KygryAtIYDgryCuIK7gr2AtIQThAWEC4QEhAQLBYEFewV5BX8FeQgFBX0FfQgHCAkIBwgEDhAqEB4QQhAuEC4QQhBGEEIQYhBGEEYQYhBOEIoQhhCCEIYQaNAgxCDUIM2QQThAqEDYQMhA2EEqQIKQglCCsUEG4QQhDyEJYC1kIW7QQwsIWQhcuhDWEIoQohCmEKYQohCqEKIRQoQqhCiFUSBVuEHYQchB2EI4YISQhHCE0YUK4QrgUHoVO4VH4/0Ke8Bfet5AWxhDGwhfCWCgTvhC+EMqEMoQ4oS8cCn2hLAt5oSwMCxPCENqEN6ErvAljQlfoCmNCGsKYMBbSENIQxsIYwihCHcIgQh3CZlNoFTaFSqUQJ7QJceFNiAuFQiFSKBQSicKqsIbwFc6Er1DXhT2hLtTphEbhDqEVoRehFSEaNEI9wjvCLEIqwizCKVOEUOEU4fUqpA5bEQMQCxADEBUoIG4ggiA+IAogPiAiIAogCiAiGM4SShHmEPYQ5hDiwCFcCo3CqPApjAq3WyEP4VYoRIjwidCGEAgQoRHhCuFPOAt/QixWuEOIFRYpIrQiFCJUInwiVCLcskV4RrhFKEaMsI7QjDCMUI0wjNCJE6EUoRNhkybCHEIwwi9CMsIvwiVLhFGES4RJkgh1CI0IoQiRCKEIuXARdhFyEY4ZI4wj/CQsJVQlLCW0ZUsIjLiBSIL4gUiCOGMG8RV2Er56JXQlfCWUJWsIQHhLyErIS8hKaErIS8hLaEq4SmhKiAmTMJMwjtCOEI7QjhARIuEgISKhIkXCS0JFQk2ahJ2EnISOhJSEjoR9+gjvCPsI5cgRZhEuEtIR4hHSEb55IwQjDCWEJBwlhCQMJBwlHCUMJCwkDCTMIywkLCTMIzQjrCPcI/Qj3COMJPQj9COMJNwkjCS0JNwk3CS0JIwlxCSUJMwklCRMJMwkzCRMJFwkTCQEJFwkXCQEJKQjRCOcI9QjnCM0JNQj1CM0JJwkNCRsJJwknCRsJPw07IfR4XQYHUqH0+F0KB1mhzmG2OF1iB1ah9fhdWgdEofWYXFIHBKHxeE7TA6XQ+BwOWwOgUPgsDk8DptD5/A4PA6dw+eQxtAf1ob+EDesDWtD3DA3xA2Fw9wwNxQOh0PokDk0DplD5dA4NA6Vw99QOUQOf8PfEDkMDjMMJQwVDCUIgw0VDBUIgwlhCYMJcwlhCWEJcwlRCW0JcQmBCXENDwiBCYENDwwhDDcMCwwdDAsIew0dDB0IewlvDVMMIww3DCMMGww3DDcMGwwLDN9hjCGMYYwhgyGMIYwhgyGBIYNhgCGBIYFhAGGrYXDYG96GveE+vA1vw30YG+5DfRgbxob6kMRQH7pDEkMSQ3eYYRg25DBMMeQw1DBMMUwx1DCMMHQxpIcYhhiG9JDGkB7KhjSGNIayoT8EMEQwHDBEMJwwHDAcMJwwxDCcMPwwxDDEMPwwdDGcMVQxhIcqhiuG8BAerhi2EMYSzhLqEs4aUhDqEuoaUhh2GFIY2sMOww5De9gP7WE+7If9MB9Ghy2GL4by8MXwxFAeysMTw7DhiWGJYdgwbFhiyGF4YJhgCGGYYHhhCGEIYXhhCGJ4YShiCGIIYihiOGMoYjhiOGM4YzhiqGKIaEhq2GpIaghr2GrYagiLGGC4ZOhniGjoZ9hoiGiIaNhoSGoYajhpmGeYZzhp2IeYgliDCIFYg5iBCIEIgZhhSIuYYdhrSGtIa9hrGGnYa7hpGGkYabhpGGa4adhmGGYYZthmaGPYZohjaGNoY4hjSB3iGFaH1CF1WB3yhtWhb8gb8oa+oYmhb8hiaGJoYshC6GvIYihA6EvoayhACGooQEhKCEoISkhKSEhISnhISEhISHhIuEZ4SMhGuEa4RshGWEXIRnhFWEVYRXhF6EN4RfhD6EPoQ/hDOBX+EEqFU+FUKBUGhVIhUBgUBoVAYS8ECndhL+yFu7Am3IU0YU1YE9KEtpAmzIW20Bbmwp0wF/qEO+FO6BMmhT4hU5gUJoVMoVbIFN4QaoVa4Q0hEeEN4REhESER4REhFuERoRYhFiEWoRZhGqEWYRthGmEaYRshH2Eb4R8hHyEf4R/hI+EfYSXhI+EjYSWhKGElYSqhKKEoYSohLWEq4S4hLSEt4a6hAeGu4YOhgaGB4YOhheGDYYihhaGFYYghimGIYTxEMUQxjIfzMB7iw3k4D/EhbYgP/yFtSBv+w3v4D3fDe3gPd0PbcDfUDW1D21A3rIe6IT+sh/WQH9YY8sPZsMawxnA29DCcDWUMPQw9DGUMFwxlDCsMFwwXDCsIaw0rCH8JawlrCX8JPQl/CU8JPQk9CU8JBQlPCRkJBQkFCRkJywgZCd0IywjLCN0IhwjdCJkIhwiHCJkIc0ImwqIwJ8wJi8ISwqLwhLCEsITwhNCD8ITwg9CD0IPwg9CC8IPwgtCC0ILwgtCB8ILwgdCB0IHwgdCA8IEQgdCA0IAQQRCYEIEwQBBYEJgwQFDXsM/wzDDP8MxQxzDPMM9QxzDHUMfwxjDHMMfwxhAbxBXMJQQQzCUMIAQgBCAMIEwgDCBEIEwgTCBEIIQgRCB8IIQghCB8IMQgfCC8IMQgxCC8IAQhvCD8IAQhBCH8IEQh/CA8IUQhRCE8IYQKTwiLQqgQKiwKqQiLQiZCKkIqQibCO0ImQjfCO8I7QjdCSkI3QkZCSkJKQkZCWEJGwlNCWEJYwlNDBcJTwl9DBUMFwl9DEsJfwwpDEkMSwwrD2LDCUMYwNowNZQxvQxnD2fA2vA1nw99wNuSHv+FvyA+NQ36oGxqHxqFueBzqhrvhcXgc7obA4W74D4FD4PAf5ob/EB/mhrkhPqwN8WE8rA1rw3hIYxgPQwxpDGkMQwwxDEMMHwwxDDEMHwwHDB8Idw0HDAcIdwldCXcJUwldCV0JUwkvCVMJKwkvCS8JKwkHCSsJ/wgHCQcJ/wjhCP8I2wjhCOEI2wi7CNsItQi7CLsItQiRCLUIjwiRCJEIjwhtCI8IbwhtCG0IbwiRwhtCphApRAqZwpuQKfQJb8Kb0CeMCX3CXBgTxoS5MBbmQpowFsZCmlAmpAl3oUwoE+5CnnAXAoU8IU8IFDqFQKFU6BQ6hVJhD6FU+EPYQ9hD+EMoRfhDeEUoRShFeEWoRnhFyEaoRqhGyEZYSMhGeEhYSFhIeEg4SnhISEo4SjhKSGpIQEhqKGBIYEhgKGAIYyhgyGIIYwhjyGJIHLIY+obEIXHoG16HvmF1eB1eh9VhjmF1iGOYY5hjiGOYZ4hj2GaYZ5hn2GYYathmuGkYahhquIkoYLhp2IsogChg2IsIgvgSZ8QPxBkxBfED8QMxBbEAMQURArEAsQARwrAVEcKQ1rDVsNWQ1hDRkNYw0hDRENEw0nDJMNIwzHDJcMkwzFA7DDO0MdQOtUMbw+nQxpA6nA6nQ+qwH1KHvGE/7Ie8YYchb2hi2GHYYWhCqGtoQuhLqEuoS+hLuEnoSwhKuEm4SQhK6EcISkhI6EfoR0hIeEZISLhGeEZ4RrhG+ES4RlhF+ET4RFhFyENYRehDyEPIQ+hD+BT6EE6FT+FTOBX2hFNhUNgT9oRB4UwYFPbCmXAm7IWwsBfWhLAQFtaEtbAmtIW1sBbaQl5oC3dCXsgLd8KhcCdMCofCoTAptAqTQq3QKrQKtcIgQq2QiDCIMIiQiDCKkIgQizCKMIoQi5CMEIswjZCMkIwwjRCPMI2QjxCPEI+Qj3CRkI/wkXCRcJHwkTCT8JFQlDCTMJNQlHCVUJSQlnCVcJWQlpCXkNbQgJCXkNfQwNDB0MDQwtDB0MHQwnDD0MIQxXDDcMMQxTDFEMVwHqYYphjOw7DhPKQNw4ZhQ9pQHtKG91AeysN7CA/voW0ID+GhbThjaBvWwxnDGcN6CGJYD2sMQQxBDGsMIQxrDD0MIQwhDD0IgQ09DBcIgQmBDRcIVQ0XCGsJVQlVCWsJJwlrCT0JJwknCT0J9Qg9CQUJ9Qj1CAUJvQgFCcsIvQi9CMsIdwjLCIcIdwh3CIcIZ+EQYU44C2dhTkhCmBOWEJIQkhCWEHIQlhB6EHIQchB6EFIQehBaEFIQUhBaEDIQWhA6EDIQMhA6EBYQOhAaEBYQFhAaCPoSGggCC/oK+goCC9oqOihmKJIoZiiuWFFMUVxRjBGj2KIYo1ijRpFFsUaRRpFFkUWRRtFEkUbRhYvih6KLogoVxQlFFUUPHooAih6KCooAigCKCoi3igqIvHgRXxF5EWfNIpoiziKqUkX0RFRFBAWKeIkIiogJE/ERERMREiTiISIkIiJEREBERMRAgYhpiIGIbtwQgRDdEIUIIeKIQog6HTEGUUeEAYNIgQiDOGHCcBdxwjBXruGoYa4hKFDDR0NQw0WLhnqGi4Z27AzRDO0MyZAZahmSGT4ZahlqGT4ZRhk+GSoZRhlGGSoZYhkqGToZYhliGToZmhk6GXoZmhmaGXoZzhl6GcIZzhnOGcIZFhrCGRIaFhoWGhIaXhoSGmIaXhpeGmIaqhpiGrIaqhqqGrIa8hqyGgIb8hryGgIjMhgCI0YgMiAyIEYghiBGII4ghiCGII4ghhFHEGNiGDGMGBNzYkzMEXNiTswRjcQcEUo0Eo1EKNEGEUo0QrRBtEE0QmRCNEK0QmRCZEK0QtRCtEIcQ9RC1EIcQwRDHENcQwRDBENcQzRDXEOUQzRDNEOUQyRDlEOMQyRDJEOMQ+xCjENUQ+xC7EJUQ6RCVEMUQ6RCpEIUQyRCFEOMQiRCJEKMQmwSoxBvEJvEJvEGsSfeIAaJPbEnBok1iEHiTKxBrEGciRmIdohqiHGIdYhriGOIQ4hCiG6Ik4iQiJiIDYgXiCWINNEnvkQkRCqxB1EK0QuxSowSecTh0NPw1dDW8NSQ1RATERaxFhFXcUNRQNFBkUNRQdFD8S26KNIYNhn2GCYphhVjFFcUVxQzFEMQs0Qssciw1hDVMBfxVzFAEUHRQlFDkcFQzHDNkM8QyFDIUAnxC9EKcQtxC9EK0QiRCzEKsQyxDDEKUQxREDEQkRCREDEQEdGw1jDX0NfQ1zAXcQKxAjECMQExATHCEBgxA3EmgiCCIM5EG3FKhBKBRCARSswRbRFnEXURdRFnEXkNgQyVDIMMgwyVDJ8Q7RDpENUQ6RDhENUQ1RDhEMUQ4RDZEMUQxRDZEMsQvxDREK0Q0RDbEK0QrRDbEMcQ2xDnEMcQxxDnEOsQlxCDEJsQgxB1EJsQmxB1EJEQdRBzEJEQkRBzEKlELHFLLELcEn0QixCLEH0QlxB9EH8QlxCXEH8QgxC5EKcQoxCnEJMQoxCjEJMQbxBTEV0RYRFdEWMRYRFhEWMRaxFFEU8RUxFPEVcRUxFTEVcRXRE5ET8RRRE/EUcRRRFFEUcRTxErETMROREzETcRORE5ETcRPxEbESURKxElESkRKxErESkRMxFVEUkRQRFJEUMRQRFBEUMRMRFDETURMRExETURJxEnESMRIREjERkRIREhERkREREZERMRERERERMRCRH9EAcRCxEHERURCxELERURGxEVERcRGxEbERcRJRHrEO8Q1xDvEPMQ1xDXEPMQ5RDzEPUQ5RDlEPUQ4xD1EPcQ4xDjEPcQ7RAFEfsQAxH7EN8QAxEDEd8Q3RDfEMMQ3RDdEMMQhxClELEQvRCxEPEQvRC9EPEQ/RDxEPkQ/RD9EPkQBw1fDYMNbQ2DEQ0MbQ1tEQ0QFxANEDUQFxAXEDUQTRBhogdiCaIHIgZiCWIJIgZiA2IFYgdiBGIHIgpiBGIEIgriCGILogUiDCIMogXiBKIFogPiBOIEooOhL6JOpEGEiTSIK4gwESauIHogaiCKIJogiiC6RBNEE0SXiBNtRBVEEEQVxBNEEEQQxBPEB0SaaBN9ok3cEX2iT9wRkcQhRC1RCFFLvBGFEIUQb0Qd8UbciTqijrgTYRB3ogsiDCIMogtiCyIKogziCKIMYk0cQRxBrIkxsSbWiDExJtaIOWKN6CPmiDmijwgk8og/cUj8iTTikDgk0og6kUaUiTpRJ8pEGsQp8UqEEq9EJUQoEUpUQjRCVEJ8QjRCNEJ8QtxC3BF/RCTxR1QSkUQkUUnMEpVEJzFLzBKdRCzRJcaIODFGJBJxIk4kEqtEIpFJrBKrRCZRCpFKlBJ7EKXEJLEHsQcxSYwSk8QjMUqMEo9EHjEJcQfxBnEHcUm8QbxBXBKDxCWxSAwSg8QicSYWiTdxJs7Em2gbnhquGrIarhriGrIashriGgIb4iICGAIbAiMCICYgNiASIF4gEhj+Il4gXhj+Ig4Y/hrGIg4gDhjGGsoqhhXhYowiXIyLMYoxinGxxjDXENUQ1BDUENWQU7FGsS7SKNZFuUijSKMoF99hrKGroayhq2GnoayhrGGn4adiXJyLNYpzkS7WKNYo0sV6mGioaehpqGlYauhp6GlYavhqSGhYaYhpWGloaYhpiGloaXhq2GmYafhpmGmoaPhp+GmoaAhpeGc4aJhoOGjIaJhomGjIaKhpCGcIaEhoCGgoaEhoSGgoaFhpWGboZnhn6GZYZ3hneGdYZzhoqGh4aAhpeGiIZwhpCGmIZ8hniGdIZ8hnyGdIZyhmyGkoaQhqKGloaAhqCGpoaLhoaGj4Z7houGj4Z/iGaIsoiziLKIvIijiLOIvIiqiKyIqIiqiKqIqIikhqCGWYZVhmmGXYZVhmWGbYZehmuGj4ZmhnaGf4ZqiGWIuYi4iLmIu4i4iLiIu4i/iLuIvoi/iL+IvoqxigyKC4oGihuKBooGihaKFooPigaKBIoPig+KBIgAhs6GXIZghnyGYoZwhnCGcoZwioeKCYoEihmKDYoEihSKHYoIihyKF4oaigeKE4oKigqKA4gMirOIAYjMiLyIsYjKhraGeoZkhmSGaoZnilqKJ4ouiheKJYouih6KFYosih2KAIoYihCKEooYihiKEooaihKKEYoaihqKEYociACKwooPigKKC4ofig+KC4oWihuKEIomihaKEIoqihCKI4oqihqKE4ooihOKIoooihiKEookhhKGYIZrhmCGaIZLhmuGaIZLhliGT4Y7hluGX4Y9hk+GPoY9hk2GToY9hj2GPIY5hkyGM4ZJhkmGQ4ZAhlOGR4ZAhlCGV4ZJilGFZcUZxRnFFcUYRRXFEMUYRRhFEMUURRfItu0UXRLcoouii6KMooqijKKL4oqiiqKL4onhgqGQoZOhk6GQoZFiHWIKYg9sQUxBmxJ/bEGbFJnBGFxCaxSRQSiRCFRCuRCJEI0UqkQrQSjxCpEKkQjxC7EI8QoRC7ELsQoRDJEKEQrxDJEMkQrxDNEK8QsxDNEM0QsxDBELMQqxDBEMEQqxC1EKsQnRC1ELUQnRCZEJ0QeRCZEJkQeRBtEHkQn0QbRBvEJ9FIfBJ7RCPRSOwRc2KPKCPmxJwoI4YRZcQXxDBiGPEFMQTxBZEDMQQxBJEDkQGRA/EAkQGRAfHAkBfxwPDWkNeQ1/DWUNXw1tDUUNVQ1dDU8NLQ1JDS8NLw0pDSsNCQ0jDQsNCw0DDQcM4w0DDOcM5wzjDO0MwwznDM0MzQzHDMEMtwzNDKEMsQy9DKMMrQylDKMMowylDKUMtQypDLUMtQy5DLEM2QyzDNEM0QzTDNUM8wzXDPUM9Qz3DP8NFwz9DR8NHw0dDRcNTQ0VDUcNRw1FDUcNdQ1FDXcNdw11AXkcJQF1ECkQKRAlECMQZRApEFMQYxBpEFEUdkQeSJOCKOyBOBEHkiDiIQIhAiDmIaIg7iGWIaYhriGSIg4hniHyIgIiDiH+Ih4h+iIeIh4iGiIeIjoiGiI+Ij4iOiI+IloiOiJeIl4iWiJaInoiViJ6InoidiJ6IpYidiKaIpoiliKeIrYiliK+Ir4itiK+ItYisiLeIt4i0irSIAIi1iryKAIgBir+IEYq9igeKE4oRigeKHYoFiheKH4odihaKJYoVih6KJoolihyKLYZEhk6GTIZMhlaGToZMhlaGXIZXhl6GXoZfhlyGb4ZVhlSGZYZWhkSGZIZmhkeGToZEhkeGT4ZMhkWGQIouiiGKLoojiiGKLYoviiGKK4ogiiGKKYooiiCKJIojihiKJIonihqID4oz4EoXEl+gThUQh0SdaiT4RSbQSrUQk8QgRScwSjxCPELNEKMQssQgRChEKsQjxCrEIcQnxCvEKcQkxC3EJsQkxCzELsQmxCrEJEQmxCrEKEQnRCREJsQfRCdEJsQeRB7EHMUrkQeRBjBKfxChxSHwSn8QhsUccEnVij9gj6kQZUSfCRBlRRoSJL4gwsQTxBfEFsQSRA7EE8QKRA5ED8QLxAPECcQDxAPEAccDwFnHAUNbw1vDWUNbQ1FDW8NPQ1NDU8NOQ0vDTENKQ0pDSENIw0BDSkM8w0DDQkM8wzpDPcM0wzjDOcM1wzHDNcMtwzHDMcMvQynDLsMnQytDKsMlQyrDJMMlQylDKMMmQyzDJEMqQy5DLEMowzRDKsMwwzTDNsMxwz7DM8M5wz3DP8M7Q0fDOMNHQ0dDRMNFQ1DDR0NNQ1FDU0NNQ19DT0NZQ11DX0BZRwtAWcQFRAlECcQGRBXEB0QSRBZEF0QSRJ5og4kSeyBNxIg4iTqwScRBxEKvEM8Qq0QvxDPEM0QvxD9EL0Q/xD/EP0Q/RENEPsRDRENEQsRDREbEQsRHREdERsRHRErERsRLREtESsRKxE7ESkROxE7ETkROxFJETURSxFLEUURSxFVEUMRWxFbEVMRWRFjEVERaRFpEWERaxFxEWERexF7EXEVexABEX8VexQLEA8VexAvFXEUGxQrFCEUGxQzFA8UARQfFAkUIRQRFBkUKxQ5FCUUSxQ7FDUUSRxTA73A61w+1wx1A71A53DJcMdwynDJcMlwynDP0EXQVhBVsFWwVhBVkFUwVhBVEFYQVjBVEFUQVjBU8FXQVfBWEFUwVVBWEFVQVXBWEFYQVXBVkFLQUrBUEFKwUpBUEFQQUpBScFLwUtBUMFQwUtBUEFTQU5BUsFOQU3BUsFSwU3BUkFNwU1BUkFSQU1BUcFNQUzBUcFRwUzBTEFQQUnBT8FJwUlBT8FPwUlBT0FPQUlBTsFQwVFBS8FRQVHBS8FLwVHBTEFGwUdBSEFGwUhBR8FHwUhBSMFEQUXBQEFFwUZBQEFAQUZBQMFGQUVBQMFAwUVBRMF9wQHBfkEBwUJBfkE+QQJBfsECQULBfsE+wQLBf0ECwUPBf0E/QQPBf8EDwURBf8E/wQRBQEFAwUTBQUFBQUTBQ0F5wTlBPUE5QTjBPUE9QTjBOEE9QTzBOcE5wTzBOkE7wTzBPEE7wTtBPME7QTrBPME8wTrBOnw1PDY8Ibw0vCA8HzwlPDY8OTwivDg8Nz8jD/kr8MvxY/5c/6SPxO/FrxCvEQ8Mjw9PEi8S7xavFk8Wb0XvRm9X6/veeh18FnxifGZ6f29XG9ED0Xv19v51PjQ+OD0kPSi9G74IPkm+ST5QPky+Rj5BvkU+f74EvkW+QD1dvSKvWFP2Yv2gL5Wvlw/BT5Ovkw+Vb5XvlO+T71NPU29TL1PPUY9QT4UPVc9Uz1YPU+9UT09PTu9PT4kviG+qs/oG+K7wWvEy8T71APRw/X4Xoteip6FnqLen16dXpuemJ4XHwLfz5f/kr8WP+VP+WvxY8EbwhPCU8MTwgPCU8NTwwPCS8PDw+PDu8K7wuPD08LDwvvDs8KzwvvD28PbwiPEy8IjxPvDy8LLwvvDw8KDw1vCq8NbwmPCq8Orw2PCs8NjwnvCs8N7wovCs8Ozw4vC28OLwpvC28Pbw5vCs8Lrw8PEo8Ojw8PEk8QjwwvDK8QLw/vCK8QrxPvCG8T7wuvCG8QbxOvC48PrwuPC48Pjw+PC08KLw2PEy8NjxIPEy8PLw4PE08NTxDPDk8Qzw3vDk8STxHvDo/Pb8KP9KPxov/dH4Ufh9/4g/N7fjB+EH4TfDF8vXiDeJh4g3iYeJh4gHiAeJl4fXjBeL94uXi/eLd4u3i7eLR4u3i3eLB4uHi7eLF4tnq5eAJ6tXgCeL54tni2eL14sni9eLl4sXixeLp4qniweLF4tHizeK14tXi3eKx4t3iseKx4tHi0eK14rniUeKB4nHiceKF4pHideKZ4nnideKd4qnileLl4nXi6eK14nXieeK54mnxSfF58SnxKfF1+WXljP2Ht7b8/YQ/ZG9D70/t6Hnofe3/t7Hnq9T4zPiU+Lz4lviU+LT4tvia+Kb4kviK+Kr4oviO+JL4gPiO+J74kPiO+Hj4cviU+IL4kvik+IT4gvio+JL4oPi4+Jj4kPi6+JD4uPi6+Jr4mPiw9Mz9dj0eP1WPRK9Hg9Xq9EL9cr0SPRy/VyPRK9EbxgPQA9Aj0CPQC9Aj0APQO9Ar0CPQM9BD4uvjE+ML4xPjI+MD4wPjK+Mj4yvje+Mr4yvjc+Oj0FvQm9A70JPQa9A70DPQY9AzxdPF69ADxePQG9AL0APQG9Bj0BvQG9Br0GvQG9B70BPQe9B70HPQe9FT0MvQs9Bb0LvQo9BT0FvQq9Cb5Bvjy+Pr48Pjm+Pr4+Pjm+OT45PjW+Ob45PjU+OL4yPjo+Nz43Pjq+Or1oD9vL9rA9Hb1sL9vT0RPi8+Xj9avxq+Hj9ZPh4+WL9ZPxk+GL9VPRu9G79pD0rj1rD0kPSc/aG9Kz9qC9Ib0hPWiPh++Pz49vkM+Pj49vkG+Qj48vj6+O747Pje+OL5DPjc+NL5BPjy+QL5FPj0+PL5EPUE/YW/Z+9H70lj0lvWWP2lPSU9Kj9pr4JPke+SD5HvkQ+SD5IPkQ+RT5EPkO+RT5FPkO+f70oL1jj0fv2Cv2ePR49Iq9Hb5ZPl2/Bb8FPl0/Dz5dvl4/Dz8Pvl6/EL1hr9fb0ev1/N6O3o6e39P27J6sJ/fknqzn9mS9GD235/Zi9E70YvRW9E70TvRW9Cj05p6zF/finrOX7NF6zx7de/acPbpH95y92cfKB8uXygfL98qXypfK98r3yffJF8rXyRfKp8nXydfJp8k3yafJZ8k3yTfJZ8knyafK58rHyefKd8vHycfJd8tnynfLl8tnymfKl8vXqseo96pnqWep96oXq2epF6uHqYepF8sXoGfLJ6LXqtfKJ8LnoefKN6MnqyfLN8MH+2Q9XL5ZD1dvl2/mm/V2+e6eLB/c09XT5YN9cw9Rb1AvUW9Qz1EvUS9Rz1FPUs9R71FPUk9S71GvUg9Vr1bvVK9WL1TvVO9UL1SPUi9Uj1OPUo9Sj1OvUU9Hz0hPSM9I70hPSE9I70iPSA9HD0ivSa9JD0jvSg9IL0jvSu9KL0hvS+9ID0qPSA9Kr0qPSI9Ir0pvSg9Lr0jPSq9Iz0fPSs9Kz0cvSs9Hr0cvSi9Kr0fvRq9KT0tvSk9LL0xvSm9KL0zPS49Lj0qPTI9Mj0oPTI9Kz0kPTA9Mz0kPS89N70uPTO9Lr0uPTI9Mr0uPSy9Mr0zPS69Mj03PS89Lj02vTS9NL0vvTS9Lb0zvTe9Nb0wvT29Mz0wvTy9Pz0zvTA9R71BvUO9Qr09vUG9Qr08PUK9PT08PUA9QT09vj4/qK+K7+or4jPiuvqvPiC/rM+J74sv6sr4nvh8+HD4oPhs+KD4kPhs+Gz4kvqovh4+HD+vD+nj4lD4ePqZP6VP6mD6gz+i74dt9u++GT+uT4ZP6Yl/sk/qsvh2+om/rK/povq1v66P5rD6ar/ZZfVZf7Yt9J3xN3wpf0yf1rfCt8El9MnwwfFOfC9/UB/W58LnwQX0lfFBf0lfCV8KX9HXwffCF8L3whfDV8L3wvfDV8L09Xz5b75fP5uN7v3q/fLyPgM/2yT4JPgk+2RfBl/NR8O18FHwVfDvfzlfB5/NV8EHw+Xw+HwRfzyf7XF8En+sL80XwRfCF+Qz4wnw0fAZ8Bnw0fAN8NHwsfAN8A3wser18LHwper16vXwperZ8KXwkerZ6tnwkfCJ4Png9eGl4PXg8eGl4aXg8eGh4PHg/eGh4aHg/eGt4P3hBeGt4a3hBeG54QXhEeG54bnhEeEV4RXhHeHB4R3hJeHB4cHhJeEt+D365H4Zf7rf7Yfhh+O1+HX67H/DX4dfhB/wZeUp4SHhseEh4RnhseGx4RnhDfr+f/zPxM/HzfyN+/q//jfiN+PW/Db/+l/82/Db88h+Nd4VXhYeHV4VHhYeHh4dHhXfnl+J34sf8nfh1+DF/zF+HH5JHhSeFd4cnhQeFd4d3hweFN4cHheeEN4c3h+eEJ4fnhNeEJ4cnh9eEp+Tn/D1/KX7PH/SX4pfiB/2x+EF/zR+LH4tf86f8JX/Dn4nf8Bf8mfiZ+AV/P14cXhseI14b3hkeIx4j3hleIt4ZXhleIl4iXhkemd+M3wtfr9+LnwhfL1+vn4hfCN4WnhceIZ4XHhgeIR4hHhgeIh4YnhgeIh4inhieIp4Y3hieIp4i3hiemV+NX5jP1y/sZ/P58vn62X4Pfrbf/Xvwe/C7fzmeJR4lHigeJd4kHigeKN4k3ifeJN4j3ifeJ94jXiOeJp4rXiVeJZ4rHileIJ4g3iaeIN4i3ibeJt4inijeIp4jniieKJ4jHimeI14kHikeKV4kXiVeI94hXibeIZ4hXiZeJp4h3iWeIZ4f3iXeJZ4fnh6eKd4pXi7eKR4qXi5eLh4qnioeK14qXiteKt4oXiteK94o3ireKF4o3ireKl4onidfDp8OHw+fDl8PHw8fD18PX5Ieip6K3q+nouei9+v9ei56L3phPRo9Y49GT0bP2DP2ZPR8PRk9GD1fz9eD0WPhw+Hz4YPi8+Ej4oPig+Ij4sviI+I74sviy+I74lPSi3vJXo1ejV6yN6OX7BF7M3ozesTer9ehp6HX9zT0MvT6Xt/L0Nt7GXobentv723o8b0NPQ49vsf3OPRA+Kz4qPjE+Kj4pvjE+MT4pvic9ED0QvRwvRA9ET1cD9cT0dv1RPRM9Ha9Xc9ED4UPje+MD47vjC+MD44Pji+Mz4wvjK+Lz4zPjK+Lz0qPAA8YLxgPGO8XLxgvGO8Xr1ePQW9Bz0BvQS9Bz0DPQC9BD0HPQQ9Cb0UPQk9Cb0VvRU9Cj0IvRQ9Dz0IPQ09Bz0LPQk9BL0KP2qv2mvSqvW2vSa9Jb9vD4QPlI+XL5CPlQ+XL5MvkQ+VT1VP2mL1oj9mb9qK9aG/aw/4U/Bz4Wv0c/C74Wvla/S74Yv0u/Ej4Yvli/Uj8VPgW+SL5APki+S75APkA+S75GPku+TD5GPkY+TD5QPWEvR+9YC/Y+9HL8VvwE+Cb9RPg++Wb5Zvl++Vj5fvlw+Vj5WPlw+WD1fN7ek/b03u2nran7dl60p6tN+tJe9LerNfszXp1r9lr9uoeslf34B6yh+zBvbdH69V6z16td/eevWfv7tno3T28Z6Nno4f3cvTw3q2Xo5ejd+sFfad8pXyffKV8o3yffJ98o3yhenIv1rN7sV7es3t2L+8Be3lP1wP2gD1dT9n71APVY9QD1RPVY9Rj1BPVe+UL4BPQw+QT4MvQw9TD5MvQI+XL4NvQI9Uj5dvQM+Xb4APRM9Uz5QPhQ9F71IPUq9SD1MvUq9Sr1MvU09Tz1ePls/V49XL5bD5bL5dP1svVu+WT+WS9Wz1cPUW9SL0/vUi9Sb0/vT+9ST1BvUm9Sz1BPUG9S71PPhQ+FT1XPhW+Fj1XPVe+Fr4ZvUY9Tj1CPUI9Tr1FPVQ9Vb1aPVW9Vb1avVq9Vb4PvVW+Cb4Pvg++Cb4QPVi9VD1PvVS9Uj1PPU+9Ur1MvVK9Tr1MvUy9Tr1NPg8+C71WPgu+A71WvVa+Az1WvgM9Wj1WPVY9Wr1RPVq9Wb1RvVG9WT1YPSc9Jj0sPSa9JD0sPSy9JL0ivSC9Jb0tvSW9J70tvS29J700vSc9Kb00vTQ9Kb0svTM9Nb08PTW9O708vTy9Oz1DvTs9PD1DPUM9PL1FPTy9QL1FvUW9QD1CvTY9OD0xPTg9Pj0xPTE9Pr04PT49P704vTg9P706PT+9Qr06vTq9Qj1FPTs9Or09PTq9Ob09vT29OT05vTm9NT05PTm9NT03vTU9ND03PTc9NL0vPqov6ivii/qcviK+Ij6nb4fP6UP6dvh2+JC+os/oW/qG+Ja+p2+Ib4jv6av6YPhi+Ka+GD7aN/VNfbRP66N9NZ/Wp/XVfLuP6Tv6gL6j74UP6AP6XvheHwEf7yvgK+DjfThfB1/Sh8GHwZf0CXu7esB8dw9YL5jv9t29YL68F8wHwJf7ch8AHwJfznfzUfDdfL6Pgo+Cz/dJ8Pk+3CfBJ8GH+2xfzwfBx/PxfBB8DnwnfCZ8TZ8J3whf09f0jfARfSN8HHxEH9HHwTf0cfBp8A19Q58GX9CnwffAF/QFfQ98ON8DXwIfzofzJfAV8M2+WE+XL+bTe7p6uny6b4FP9/W+Bb4Fvt7XwNf7fl8DXwPf73Pg+306nwOfA5/Ox/sZ+g36LfoN+uX5Lfot+uX58fnl+d358fnx+d357fnd+c357fnt+c35xfnB+BF/1N+H3/LH+yX40T/7F/vJvwNBJkEkQSjBK8EoQSvBM8E0wS5BNMEwQTE+Kb41Pi++Rj5BPkNAJkAiwCFAHtgDQoFsgHGAaIBa4A60AfcA+wDzAJ3AGfD+AQNOADYAFgCeAKYAcgAGAAoAIgBaAJYAwgKyAoL6NfpR+kUK0gjKCN5BWVBGMMUP0u/R71DQRXBGcBYsEVwRfH+Lfoh+hoIHghCCD4IWghqCH34/fkV+Q4LJ4DJ4/BX62fkx+oH44b8VP9wP+8sBhASkBDQEBAQUBJzzY/Ur9Vv1O/K78oPyo/JL8wPz+/Dj/Tj8OPx4v9uPwG/+GfjNP/pn4GfgR/8S/GAfsJ/rA/Yb8HN/7m/AT/4N+BX4yT/5V+B34Mfhd/tl+GX43X61H/FX4tf7lfhp+PV+vZ+GH//T8Jvw43/8b8LP/h34IfjFfgh+DX6xX+zX4Ff7TfhJ+Nk/CT8GP/tn/xj8Evwa/CL8ar8Ivwq/2q/2q/DLEOwR/BH0EfQR/BEEEvwRNBIEEgQSNBIkEowSdBJcEnQSTBJcElwSTBI0EkwSLBI0EjQSLBIkEuQSnBLUEpwSfBLUEtQSfBKUEnwSZBKUEpQSZBKEErwStBLMEswStBLE8vP9dPx0P91Px+9GkEvQS3BK0EuwTHBKcEqwTHBLsEzwTHBLcEvwTLBLME1wTbBLcE2wTbBLsEuwTZBMsE3QTZBMkEzQTXDMT/e78Zv9Zr8bv6lvje+Lr43viy+Nr42vjS+Nb48vjY+Nb4+PjS+Ob49vjy+Oj5Avjs+Oj5DPjg+Pj5CPkA+Pr5APj0+Qr5CvkE+Qr5Gvkc+Qb5Nvk8+QzxFwCFAIkAlQCBAIkAmQCRAIEAkQCDAHEAkQCTAH8AdQCVAKMAswC1AKkArQCVALEApQC7ALEAoQCrALcArwCjAKsAmwCTAKcAkwCtAIcAlwCdAIMAjwCCwCl8Ai8AlcApfAJ5AH8Ak8AuQB5AE8AlQCPAJMAlQCVAJMApQCTANcA5QDlANcA3QDRAM8A2QDPAP8AmQDZAP8AiwD/AL0AiwDLAP0AuwC9ALEAuwC7ALEApwCpALcAswC3AIMA8wCzAIMAwQDDAM0AwQDBAM0A4QDvALkAhwD5AIUAxwDHAMUA0wDFAMkA0wDTAMkA1wD5IFQYA6YA0KBOoA+MAYMAoPAGLAGjIFM4AxkAqXAGTgDpUAb0Am8gVFgFHgDc6AUWAXagFUgFmgD2oBYoBYYBNaAVCAVWAPigHmAdIB7gHSAbYB7gHuAbYBxgG2AaoBxgHGAaoBogDiQBNAHkgCuAPpAH7gCGANKAk4CPgI+Ak4CMgJWAG4A1gDWAG4A4kAMwBroAVgDaUAPQA9AGhAEkAbUAUEAQQB1wBbATsBLQExATMBLwErBAcBgwFzAXMBgQF7ASsBIQEzASMBGQExATMBGQEXARsBDQEVARcBDwETAH/AGlIEy8AZEAbwBfyAKIArgDzQB/IEyoAmgCaAMaOGnC5jhxwuYAajhx+vHC6jhFwyoASjjF+wXDCgDCANzAXkBbwFvAXkBdQFLAEUAEQBFACcAEQARACf8gAFxAWMBawFjAVkBawFrAVkBYQEFACEAOQAhAF8gByAH4As8Al8gEHgEHoFAYPEXDAgDGQAZAGEgDQwFFAXsBBQF1ATsBOwE1AS8BKQAjAF0AHQAjAFUAaSBNpAB0Ab2QAZABsAe+AHYA3fAD8APwB1wBHAH9AFHAEcAfcAY2AqoCrgKqAqYCrgKuAqYChgKmAo4ChgKGAo4Cigq+AbdYImgG4QRLBEsEYQRHBGEEVQRHBFUERQRHBEcERQR1BAUEQwR1BDUEAwR/BC8g3iQRhAP7kEaQRrBPVgjuAf1YI2gHsyDNYI1gnkwLJgHbcGwYFjQFpwRtAVpwRnBGUFacPbD9Av1k/QL9YP0k/ST9IP0O/Tb9Kv0s/Sr9Ev0s/Sz9Ev0c/RL9Cv0c/Rz9Cv0YxScBWNBF8FYsA66CLoI1sEVwTpIB1cEVwTp4PuL9FP0a/RT9EP0a/Rr9EP0WwSMFQwA9BUMECQA9AX0FSQQBBAkEGwQBBAEEGwQRAC0BewFBAbsFRQABAYEFhQQdABsABzwAwYc8PP1A/YD9vP1u/Xz9dv1u/W79dv1s/Xb9av1s/Wz9av1SxV8EGQQPBBkEDQQPBA8EDQQHBA0ECwQHBAcECwADPYr9cP1Q/XD9ev1Q/VD9ev1i/XrBQTwi/WLBQTw0wUEAJTw0/XTBZQAzBBsEJQQRBCUEJwQRBBEEJwQXBCcEMQQXBBcEMQQ9PCr9ZP1S/WT9Wv1S/VL9Wv1U/X79Ov04/Tr9Lv04/Tj9Lv0o/S79Jv0o/Sj9Jv0ixT8EMwQtBDMELwQtBC0ELwQhBC8EKwQhBCEEKwQfBAMEuQRHBIcEuQRFBLkEcQRFBIUEsQR3BFcEPQQpBCkEPQQBPHD9NP0C/XT9AP1C/UL9QP1M/UD9Xv1M/Uz9Xv1o/V79YP1o/Wj9YMFDPCL/rY/Hr/t78ePx4/H78dvyM/GT8gPxw/HT8jPx0/Ir8nPx8/Hr8kPSFAbvBG0EbwRzBG0EbQRzBHEEcwR1BHEEcQR1BHc8evye/LL8nvyY/LL8svyY/JbEsQGtcFrUBusBq/Ba7AatAarwWnQGrQGp0FqcBp8BqlBavAZlAaXwWbQGWwGoUFn0BmEBp9BaDAafAafwWhQ+qvyw/LT8sPyK/PT8tPyK/M78yvzM/M78zvzM/NTE8wFdUFcEBfUBf/fmx+aX5tfmx+a35dgjCAf7IN80A/2wT7oB/+gH7wF/+AfvAVxvza/Lz8yPzK/Lz8vvzo/Pz86Pzo/Pz88vz8/O78+Pzs/OL8+vz4/OD85Pzi/Mz85Pzm/Mz81Pzo/PD82PzY/PD83vz2/OL83vzi/Nb83vze/NT80vw+/GL/lL8aPxm/5W/5o/KY/Gj/Zb/qb/mS/2Q/Gz8WP+HPxQ/Ej/og/FL8SPwK/AL/5F+AH4Df/5h+AH/wD4Av2g3+wL5gP2I/I7/oz8rv+dvyM/Iz8dvyg/Hb8gvyg/KD8gvyO/Hy/40/H7/ir/nT8dPyqPyK/6s/6I/Ij8rP+rj8bP+1PyE/7y/6E/IT8sr8ev+xP+uvx6/GT/nL8pD/hL8cvx0/4wwWHBI8EgwSPBJUEgwSDBJUEkQSVBJsEkQSRBJsEoQSvBKsEowSrBKkEowSjBKkEnfxA/PQf/tN//w//4b//F/39v+Iv+ov+ir9t0E3wTXBM8E2QTXBMcEyQTVBMkE1QTVBMUExQTRBNEE3QTDBM0EwQTDBMMEwQTBBLEEzwSxBLEEvwSzDLD/fbf9jf/qt/2B/2V/+ov/oX/6g/6i/+wfBJ8V3xrfFd8W3xrfGt8W3xffHR8tny7fLt8tn6rfDZ+ln4rfit+Fn4gfDR8u3yyfLJ8u3y1fI58lHybfJR8lXybfJt8lXyefJV8onyefJ58ony1fKJ8q3y1fLV8q3yyQLuAOIAFgHiAPYAFgEWAfYAGgH2APoAGgEaAfoABgEyAT4BEgE+AWoBEgESAWoBOgHmAGaBP4BZoBH4A/gDaATqABqBRKAOoA4gEZgDNgFWAV4BVgFaAV4BXgFaAXIB4oA8IBXIAw6BVCAVOATuAA6BU+AO4A7gFIgDqAVugTtwC7QB3IE70AZQBx4CDgImAg4C/gEmAiYC/gH2Af4B6gH2AfYB6gHmAfqASWAMTAKVwBgYA5VAJtAJbAJnwCYQCZwBZ0AkUAYigUKgDJSBQuAPaAN4A6gDbwCvQB2oA6/AHHgFWoE5MAdagVGgGWAdIBxgHaAdIBwgHKAd4BygHeAd4BzgHOAdICCgJKAl4CSgJaAn4CTgJKAnICmgJ+AnICkgKeAnoCkgDwwD9oBhQBrAHrAHpAHUAWkAYQB1QB0QBrAFcAOwAxAHdgCGAOJAHBgCSAIICFgIKAhYCLgIKAgoCLgIaAi4COgIaAhoCOgICAnoBvgGKAf4BogHKAcoB4gH6AeIB8gH6AfoB8gHGAjIB0gIGAgYCEgIyAhICIgIyAjICIgI+OgH65cLGOCX6/cLGAAY4PcLKADoApgAyAKYAHgAyALIAngAmAJ4AGgAmAKYAmgAWACIC7gLGAu4C/gLGAsYC/grGACoCzgLeAs4CygLeAt4CygL2AooC/gK2ArYCvgKqAr4CVgKaApYCugKaApoCugKaAvoCkgLaAtoC0gL2AtYAzgDWAE4AxgDWAFYARgDSAEoA7pAC0AX+AJoAWgB+AJYAlgASAB4AkgAqAB4AngCqACoAqgAuACoAqgCuADoAAgJmAlICZgJuAlICUgJuAnICbgJeArICcgJeAoICngKiAoICggKiAoIC4gBeAFYAy8AIwBrYA2MAHQBjAB8AHQBdAF8AEwQ7BCMgyiCcVAOogiiCMrBFEE5OAdTBFME56AsKAvWgjKCtaAdlBGUEbSDdxBEkESQQpBE8ESQQpBC8ERwQ/BEsEVwQ3BDsEWwQ7BF8EWwQ7BD8EUwDkYImgg6CDoImghyCJoIsghyCHIIsgjGCLIIwsEYwRhBOMj/Nv08/Sr9PP1I/Sr9Kv1I/TL9SP1W/TL9Mv1W/UoFBQQTBB0EEwQVBB0EHQQVBCP8WP1c/Ur9XP1m/Ur9Sv1m/XD9VP1O/VL9Tv1G/VL9Uv1G/T79Rv1E/T79Pv1E/Tr9mvyc/ID8nPyy/ID8gPyy/Jb8ivyQ/Ib8kPyS/Ib8hvyS/Kr8kvys/Kr8qvys/LAEscFsUBvMBrdBbVAb3AZv/I78lPyu/JT8ovyu/K78ovzA/KL8pPzA/MD8pPyoBJNBZXAZVAaZwWVwGWQGmz8vPy4/Mj8uvy0/Mj8yvy2/Lr8tvym/Lr8uvym/J8FhsBgUBoXBYpAYLAaNQWKQGDQGj0FjEBk8Bo9BZDAZHAaFwWAwGBQGf8FccBfUBXdBXlAX1AV5wV6QF/QFe8Fe0Bf8BX1BYPAX/AWBweCPyi/ML80vzE/ML80vzU/Mz81PzG/Mz83PzW/Mj82vzk/Pz89Pz0/Qz8/Pz0/Q79FP0I/Q79Hv0Y/Q79Dvzw/Qz84P0C/Qz87Pzi/Qj5EPgU+B7+dT4GPg+/l+PgY+oY+B74JP6BP6Lvgw3Ko3683PTdJ90InImcqB0rm6FzlQuU03HLcfNyS3KrcnNyk3KDctNzA3Njc1tzm3VLgGuAU5ZK6aC94Y3RDdOuWW5LS5HrgaDojj5b7kEuX65K7kquTQ5NzkpOS44FjgYOBiuWC5QDk/OA84F7gSuQC4X7g2ORU5FDhBuRC5Ebg+uDK4WLhXOCHux/m4IO6Hg+ZkuT23y3HIicDRwlXC3coBuG26Vbp9wnXBPcEdwUHBMcF9weVwOhwOlwOnA1e9+bf+Vr31t/xWvVVv+W16y2/3bXqb3u4b9Hbf8Bv0Br3hN/0Gven6bb/puCVvO247bslb87bj1mzenLfezcbNd/PdbNxy3Ig3HbfhTcctexvehrfsDXjL3rA34A14w95+OUW5SjoVOhW5SroWt+XtyI15Y96O3K63I7clt+vtelty096W3JrctDftrcntxq3Jzcrtxu3GzcqNhw7OidLJOVG5UjpZJ+dK6eJcqZwpXayLc6Z07s15e96A3J637Q3IDchteyty295w3Ircitxw3JDc0NzU3LbcttzU3Lzc1tzK3N7c3tzK3NLcytzI3NLc0tzI3M7cyNy63M7czty63MTcmNyU3JzclNye3JzcnNye3KrcpNym3Krcptyu3Krcqtyu3LLcrty43LLcsty43LrcEN0M3TLdMt0M3TDdBt0U3QLdAt0U3Q7d9tzk3PTc9Nzk3NzgNtx04TDgMNx03XLhGtxg4RzcYN1o4RzgHNxo4SLcaN1q4SLgItxq3Wzdct1w4TDccN1i4TDgMNxi4STgQtx+4Tbcft144TbgNtx43XTlijlfTpgT5nw5Xs6X0+V4OV5Ol/tzwRwwh8wBc78cMofM/XLE3C/X54g5Yq7P7XAIcAZwA3ADcAZuvnAGbrJuvm6+brJuonK03C3Xy/Vyt9wxd8vhcsfcMYfLLXO4nDK3zC1zyhwVBwBn4dYLZwFX4dbr1gtX4bYLVwEX4bbrtgsX4WYrZyO3I3cjdyO3Izckp83xyEVzPHLbXDQXzW1zytw2Z80pc8qcNUfN2chJc9fcNSfNTXPSnDM3zU1zztwz58wVc8/cM1fMJW+dbp5ujG6ebqRujG6MbqRuj26kbqxuj26PbqxukW6sbrNukW6RbrNut26pcAtup26ncAtwDHI3ckNyQXJBckNyRnJzcq1ycXKtcqtycXJxcqtyaXQPcoB0EHQQcoBygnA1LjyIPKY8RPBYwYMFjxU8ah4seLDgUfPAeSx55Hg4eeR49Hg4eTh59HhQefR4AHlQeVB5AHkoeRB57HhMeex44HhMeUx54Hg0eeB4/DyaPH4ePo8mjyYPn8eSh8+j57HkseTR88jhkIGDBo4IOGjgmOGIgCMCjhmOCzhmOGg4LuC4gIOGQwMOGo4chwYcGnDkOHBnIycmpyYnLKclZyjnJucpZy2nJ2crJ6fnh+eIZ42ngmeEZ4eng6eI54Pn7FnjuT9VPFk856eQZ5Fn9bl9Wp/LZ/OpfFKfip6ZnoiefJ5/nomedJ6DnpSeYZ5knl2gIaAYoCeetqAAnqyesJ7Ano2gh6CGoKigaKB2oHegTaBUoGOgVCgWGgTqBLoEqoXa0Bt0GCUSPRLVEhUSjRK9EaVGgVFdtBhFRrdRHNEh0WcUGpVGf9E6UT5RSFE6UUBRNdEnUSpRINA9UElQRlBHUEHQSFBZ0FnQVdEC0QRRDdERURRRDM8WTxnPEM/aM/fUQX9AcUCnQLNAk0DnQKtQKTQK9BKUEzQSNBPUFFSTdIIUhFSEFIa0hNSEdIBUg7SCU5TTlJOW05QTFaongCftmT//5//Mn7tnk+eSp5SnlOeSJ5YnlGeSp5Onk2eS5w8oBagJaAqoCShNQ2dQGiqTQZHQHdRmg8rQHPq+0BXPS89WT0lPSc9Wz1FPV89aT15PXs9a0ALQNdA6UCJQItA60CFQD9AYUBgaA8rzUB2Uh/o+NArlFT0AxQXFFT0QFRANEH0ADQYNFn0QHRD1ozWicrRGlAaNaAopCWkIqQupC2kIKYvop+ikaKZopuik6J+opOimaKnopigqVFFcUVRRVaqiwZyWnJKcoZySnJCcoZyhnJCcmZyQnI+cmZyZnI+cnJyPnJOcnJycnJOcnpybnJecp5yXnJEiOTU5IzkdOXI2cjZyMnJicjJyUqLkFOWk5KxUyWnKackJy9nJ2ckJy5nKCcsZzJnKmcoZzCnL6ck5ytnKOcoZy9nK2coZy6nrmeGJ4HnheeGJ4NngKeEZwBnsGcDJyxnMGczJyynLGcuJy6nLicsJzKnLqcsJ7InACexp4IngieBp4NnAicqZ6wnAmcv569fzgfPXc8GCp4OngqeAZ4SnAKevZ4RnBKev5wCnL+es54DnAOcsZy3nLCcrZy1nLScr56angyeHp4gnh2eIEE8Zzw9PD88RTw9PCM8RzxFPCE8JTwhPBk8JTwlPBs8ATxVPEE8WTxBPDRqeHZ4anhMmPBU8Z8/9iT/x5/40PnPP2vN+3s/a0/asPd2n7Wl7uk/52eJJ4ynjSeMZiz3t54XnhmeG54YnimeGZ4YnimeKJ4rnimeKZ4rniqf7XPGEn+7TfcJP+Tl7xnjWeMZ4wnjWeNZ4wnh+eNKe9DN/0s/3fc7P9+nCxVPF8/eMPqvP6DNHjqeQZ/NJfT6fzyf1eX1Snzqe1+f1qeOZfep4Bnlmn9lnkGeP540njieQJ47nkieQJ5DnkmeT5/bJ42l98ngOeVqf1ueQ54/nkKeR54/nj6eRp5Nn7Mk/7Sf/5PGevyfviUQ+o8/mc/hUPofPYPC5ewaft9vzf+aevqfu6Xsmn7qn7pl8Lp83ntAnjif0SXzieOJ4Ep/GJ/HZexqfxmfviT+TT+Zz+WQ+p8/lc/mcPrfPUE9DT0pPQ08/fp50npKekZ6XnpGefZ6XnpeefZ6Hnn2eeJ6HnoeeeJ5ynneebJ57nmyedeo8ET3rPO3YeSp6HnrKkfOE84TzdPPU83TzjPPU89TzjPPk84zznPPk8+TznPP886TzfPMc9HzzVKPmeeep5rlmzZPN89WzzRPNs83zzBPNE83zzBPMM8xzzJPMc8wzTZpno2eaZ548T1jPJE8ozyjPKE8oTyrPM08xTzBPMc8tTzBPMM8tTyzPLc8sTyxPLM8sTylPIc8nzyLPJ88pU55VnlOeWrQ8uzy1PLlweYaBQoBu2AAdAc1BdegP/aE6NAw6AqoCKgKqAupCRUBFQF1oGNSFztAwaBh0hv5QG1qD3qA1KA0a0BhKAzpjBvQEdAaUBAloiOefJ6Bnoieg56Rnomei56Qnpuekp6Unpiemp6WnqqeiJ6RnpiekJyhQT1ZPUE9Rop62nq6ep561nqeem561nrWem56hnpuelSo9DT0tPU09VT1NPW89VT1VPW89f0ErPGk9Xz1pPVE9Xz1fPVE920AvPHtBAzx7PXFBA0ADPHE9Wz1xPUk9Wz1bPUk9R0FlKApoDSgKKAdoDWgNKAdoBSgHaAJoBWgFaIInLegKKAioCygIqASoC6gLqAToBagEKALoBegFKIJnL2gIaAQoBmgE6IIF0ALQBc9g0ALQAs9gT15PW89cUADPXFAFUABQAFAFUApQBdAHD6AmnrCes57AnrOgE57AnsCgE6AeoBOgFixAYzxvPXc9fz13QQ08fz1/QQ1AIUANQB1AIUAhQB1AN0AlQfdAG0EbQfdAEUH3QM1AEUERQc1A+UArQTdB80A3QetA80DzQOtA10DfQNVA70DVQNOkgaKBooGSgdqBkoGCAQNtAwUD7dIFOgbaBYoFC7QJVA30DbQMtAz0DTQM9A1UDDQMNAxUDJQL9BD0D9QQ9A9UCtQQ1BBUCjQKVAoUCjQKNAoUCrQKdQRNBBUETQTFAxUEFQTFA2UDxQOdA2UDZQOdA00CdQKtAl0CrQI9A10CXQI9AzUDPQOFAzUDNQOFA+UDxQEtAp0CLQJVogQqBqoEeuUKlAs0C9QKNAnUCpQHNAk0CZQH9AptAjUCpQI1AvXhAxoE6gOaIweUCq1Cn1Ap9AnFQaVQKRQHzaE46A3NoTn0hr5QHZrLQZNQKnQKxUKnUJ8POoT6oL0e1IbygN6AXqE3oEfoFXqFHqE76BEKhO6gOygQaoMmoUsoEbqE2oASoUSoDagWagO6A6qFaqE7oE6gMqgQioQKocUidAi0CO3RA0oE6kON0CjUCFUqoT+gSugW+gP6A7qF4ohmo06iOaI5ok6iVaJEoj+iR6I/otrokeiRqDa6jWqj0+g2uo1Oo8UoNBqNSqPRaI+oNCqN9ogCifaIBokCiQKJBok+idqivOgvyosOo7/oLzqMQqNztI/ion3UGMVFcVFj9Bk1RpXRZ/QZVUZxRHNEbUSzURtRYTQbzUaF0T2qIspHd1E+mozuortoMnojmoxaozeiN6LWqJAonSieKKAonqiiKKAooKiiqKSoomijqKSopGij6KZop+ihKKTooWifKKQopGifaJ1opuifKKMoo+ifKKHon2iaKKEooWia6J0ojiiP6JAoj+iU6JDokOiUaJfolGiWaJdol2iWKJwoouicaJvonOibaJtom+ibqJPom6iVqJOok6iVaJWokCiTaJQokyiXaJRolCiXqJool6iYqJqomqiYKJ3ok+iVKJXolSiZKJUolSiZaJoomaibaJpomqib6J1oneiaKJ/omqiZKJ8on6iZKJuomSiWKJsomyiWqJYolqiUqJaolqiUKBEoJygmaCQoJugkaCRoJOgkqCOoKWgpqCZoKegoqCaoJugo6CXoKOgn6CXoJegnKCeoJKglKCOoJWgnKCMoI2gnKCVoJ6gnKCUoJagnaCaoJygpaCZoJigpqCkoLGgqKCpoKqgoKCooKqgo6CFoJSgo6CYoKKgq6CboJqgq6CqoKqgr6CroKqgrqCxosOgAqC6orugAaK7ogKgBaC5orqgBqK9oAWivaAJoL+iuaIJoAuiuqADoLuitqICoAOgtKC5oKigsKCsoKygsaCworCgDaCxorCgDKK3oieiC6IXogiiB6IXohSiBqIEoAeivqIGoAegvqK8ojWiIaIpoiOiHaIpoiuiHqIboh6iCqIaohqiCaIHoguiJ6IbohuiJqInoiSgdNRE1EaWjLaIZoiCiEKIgog+iEKIQog+iAaC8ogCiB6IAogiiB6IHogiiGKIIohWiGKIYohWiI6LFKDGKjBKjehQZRUb1qB/Vo3nUj/rRPFojKiMai9qisSgetUVtUTzKiwKjt6gueovWorqoLlqL0tFaFI7SUToKR1tER0RXRFFEV0TdKIooiqgbnaNu1I7O0TlqR/tohmiJKIhoiSiLKIgoiCiLqIwoi2hYVEZURjQsGoPKgtqCzoLainqAzoLOinqIqoh6iMZRFVEV0TjKR4XRP7pH/yiM6B7dozCiDKIwohaiDKIMohagtKQupDGkJKQxpDKkJKQkpDKkJqQypDOkJqQmpDOkMKQwpC+kJaQvpCmkJaQlpCmkIKQppCikIKQgpCikIqQapB2kFaQdpCOkFaQVpCOkIaQjpCekIaQhpCekLKKtopSinaKUoo+inaKdoo+ih6JzooiiiaKJooiikaKIoqSikaKRoqSioqQAosCipKLAorKipKKkorKioqKTop+irKKsop+iuaKUoq2inKKcoq2io6Ktor6io6Kjor6iqaKqorOiwaKzorWiwaLBorWkAqK1or2kAqK9orukAqQCorukAaK7orekAaK3orSkAaQBorSivqK0orCivqK+orCiqaK5oryirKK8pAqirKKspAqkA6QKpA2kA6QDpA2kGqJLotQoNkqN6qLYKDaqiwajuigdDUaDUTpKi9LRE1FalBY9EXURPRG9EHURdRG9EOUQvRA1EOUQ5RA1EI0QNRAdEI0QjRAdEHUQHRB9EHUQdRB9EKUQfRAFEaUQpRAFESURBRGVESURJRGVEZ0RlRG1RWdEZ0Rt0Ttqi/6id/SO/qK96C8qjfaivag06oxKo0CizqgzCiS6IwokSiW6I7ojSiUKJUolmiYKJQolmiaKJpom+ieKJoom+ieaJ/onOimaJ5onOinqKDopyirqKOooyioaKspKOiAaKhpKOiCqSzpAWiGqK6pLWkGaQFpBGkKaQJpAGkJKQRpCSkJKQUpBSkKaQUpCakKaQZpBakK6QWpCWkK6QbpBWkKKQVpCCkKKQYpBCkIaQQpCOkEaQRpBOkFaQDpBCkBaQFpACiAaSwogSioaKxorSipqKUoqiihqKWopiijqJ4oo2ibqJ+on2iY6Jtom6iQ6Jjom6iSKJOokmo0iiSKJZqPMaDa6R5lRZnSP1tE9yiBaR+soAyiwKAMoLCgwKDAoLOgrKCwoKugr6CsoKugpKCqoIegp6CmoIWggqCFoFGggaCBoFOgTaBSoFPoE+gQqhUKhUmgOhUKh0BzaQ3OoC2gP7aEuoDCgLqAXoDCgMKAXoBqgF6ABoBqgGqABoAOgAZ6toAOgA56tnrGerZ6XnrGesZ6Xnp6el56Hnp6enp6Hno6eh556no6ejp56noSeep58noSehJ58noKefJ6JnoKegp6JnoyeiZ6YnoyejJ6YnpyemJ6qnpyenJ6qnqueqp6/nqueq56/nr6ev6AQnr6evqAQoAygEKAioAygDKAioB+gIqBh0A/QD9AwqAxoGFSHyoDKgOpQGlSHEqE0KA1KhP6gRKgW+oP+oFqoFaqFLoFaoVboEqgQ6BKoGagQqBCoGegWqBnoHugW6BboHqgb6B4oI6gbqBsoIyggKCMoJSggKCAoJagiKCVoJqgiqCJoJugjaCaoJugj6COoJigkqCboJSgkKCToJegi6CVoJOgi6CJoJOggaCSoIOgg6CCoIGgcqCAoG2gcaBwoG6gWKBtoEqgWqBZoEigQaBLoFQoECgR6hTKhV+gOyoQyoTvoDt1Ba0B36A6tAWUBrQGtAGUBZQGtAG0ArfB8BW0AbfB89Sz1fPVE8yz1LPVE8zTzRPME8zTzNPME8/zyBPPE8vzy/PLE8rzyxPJc8rzyvPJc8lTyXPLE8VTyVPLE8bTxxPE0Pm08bTyNz+LT+NyfxWfxuT/75/6s8eyf/bPGM37WeI54xs/4OeJp4jniKeFp4mniKeFZ4SnBGexZ4VnBGexJwBnMCetJ4EnACctpywnLGcppy2nLGcqpyhnKmcmpyqnKmcn5yZnJycn5yfnJyclZysnJ2cpZylnK2cr5ytnKqcv5yvnKqcvZy6nricDZy9nrieCZ4IngmeGZ4JngmeGJ4ZnhmeKJ4YnhmeJ54pni6T5PPE883eeMp/usPWc8ZzxrT9mz9tQ9ZU/ZU/fEPXXP5RP3xD2Xz+Nz+bQ+j8/j0/qUPq3PH0/pU/r88dzx/PFM8tzx3PFM8iTyTPKM8iTyJPKM8mQiFSH9IJ0g/SCVIJ0gnSCVIAUglSBdIAUgBSBdEAUWXRLFRpNEk0Sx0WsUGw1Gr9FrNBj1RYNRWtQX9UVp0VmUFnURnUVnURfRF1EXUQ7RF9EXUQ7RDlEO0QjRDtEO0QhRCdEIUQdRCVEJUQfRBlEHUQrRBtEGUQrRCVEKURLRCdEJURJREVES0RlREVER0RnRGNEZ0TsaIxojekdl0Tvai8qismgvmov2os5oLpqLOqPLqDO6I7qMLqM7ojqiO6JQojqiOqJQok2iUKJook2iTaJool+iaKJ5ol+iX6J5onGieaKOonGicaKOooaijqKhooaihqKhopeioaK6opeil6K6oqeiuqQJoqeip6QJor+kCaQUor+iv6QUpAekFKQZpAekB6QZpA6kGaQbpA6kDqQbpBCkG6QYpBCkEKQYpAykGKQRpAykDKQRpASkEaQFpASkBKQForakBaKxoraitqKxoqCisaKWoqCioKKWoouilqJ+oouii6J+onKifqJjonKicqJjoluiY6JIoluiW6JIoj6iSKLMqI+ojygzeowyo3X0GD1G6+gbraHAom/0hQKD1oICg76C1oLWgr6CtoK+gp6CtoK2gp6ChoKeggaChoKGggaC6oEGgj6B6oHqgT6BHoE+gUKhR6BHoFBoEwqF9tAmtAntoTi0h8KA4lAcCgP6AgoDqgH6AvoCqgGaAaoBOgCaAZoBOgAqADrgGQsqACrgGesp6xnr6ekp6ynr6en56enp6ej56fnp6ej56OnoSej56PnoSehZ6EnoKehZ6FnoKegZ6CnoyegZ6Bnoyei56Mnoyem56Lnoyemp6cnpueqp6anpueqZ6rnq6euZ6pnq6eup6+kLyuCp66kLygB6AMoA+gF6AHoA+gHaAfoBKgPaAdoBKgPaAioDSoO2gLaA0qA1lAb9QWtoDf1BedAf1ArlQXlQK9QJtUKFQJ1QJ1QIVAdUCHQLVAdUB3QLlAl0C9QNlAmUCdQN9AvUDRQQ9Av0CxQQVA4UEFQRVA5UDlQRtA9UEfQRtA+0D/QRlBD0ERQSlBCUEBQStBAUEnQRtBC0EHQR1A90EXQQ1A/UD3QQlA50EDQOlA6UDjQO1As0DlQL1AvUC1QLFAlUCxQIFAkUCRQINAsFAmVCs9AslAkNQpnQHRqEBqE7NAbdoSygMWgMygJaAsoC2gBaAloC2gBKANrgWQpKAErgWerZ6VnqaebZ6dnpaeZZ5mnm+eVZ5lnm+eXp5fnleeXp5enleeVp5XnlqeRp5WnlqeSJ5KnkaeOJ5InkaeOJfdp4Fp/YJ/ZZfAqfxWf/FD6Fz/6pP/tn/NSf+jN+hj3jp4ln2DPsaeJZ4mniWeFZ4lniWeFJ4VnhSeBJ4UnhSeBZ4EnAaetZ4FnAact5y2nLqcp5y3nLqcq5yqnK+cm5yrnK+ckJyvnJWcoJygnKWcpJylnK+cpJyknK+crpyvnK2cvpyunK2cu5y9nrmcC5y7nrmeB54JngieF54HngieFp4YnheeJp4WnheeJJ4nniOeNJ4kniOeP54jnjKXu+eL54yp71U/bEPetn/cQ9/SfueXz6T/95fAKfx6f0CXwCn9Kn8yl97ng6n87njqf2ueNJ5Kl9ap9Enj6eRJ5Mnj6ePp5MnkemoKaFppamhaZVppamlqZVplSmVaZSplSmVKZSpk2iRqJKomWigqKFoq6icKJ7ol2knaR/pIKkd6R8pJCkdqSMpIukR6ROpDqkRKRIpFukPWlTuqXKqCuoIagytUeNUQVQSVATSClJL0kBSW1JgUlRSTdJZ0ljTRlMIUhrTTFMKUxLTGtM8+k7JTLNMdVOgVN/Ck/v6W6qmwaZIplGp02mTKZUplamcKZQokmiXaJhpFGkVqRspE7pVCpEOkTKQ1pF2kup0qDUJq1Jk1CPVCcVN/2nJKYcph2mEaYCphemGqYFpI2kcaSHpIekcaRzpL00KOWlvDQoxUljUq10Jp1JtdIcUl6Kk9pSW4qT8qS4dCfVpTspUKpLdSlQuksfSFdIaUhXSFu0kM7SFdIHUgNSA9IHUU9UAdQE1ADUANQEU1PT3NSd2lN3GhY2pTHFTnFMfUx9THFMhUSNRItElUSLRKvVKDVajTaj1Cg12owCo4KieqKFonqiYMBEy0TBRL14iRqRUpICkhqSGpICkuqRApKikeqR6pGikbqRlpIqkkKSKpL26SO9I2UktSPdI90jtSOtI7UjBSOtI60jBSNNI/0jzSMVJM0jPXNGykZ6RlqmjDSKlIe0ibSKtIl0yhQpGukUaZgwUjfSI9IlUifSJVIsWKRgpFikXqRgpGCkXqRppHekbaR8pG2kYqR8pHykYqRrpGKkV6RrpGukV6RbpFekUqRbpFukUqREpImkaqRkpGqkY6RkpGSkY6Ra6RhpD6lWqpX2kOaQEpECkSKRApFapUikSKRW6VZqlUalW+lWGpX2pDVpEGkSaRCpEmkSaRKpEmkcqRKpGWkcaRypGekcaRQpFKkVKRSpD6kVqRWpD6kQqQ8pDqkQqRApDqlTapRCpTcpVPqT3qQ36U/qS3/SndSX+tKdFJc6pUnpVJqU6qRT6VSqkwKlOukvBUqB0l+6S43SoxQqPUqzUqgUKs1KdUizUhtSHVIdUhvSI9JeSpRSpUTpUkqVUqVL6RDpUnpDOkQ6RHpDykPak+akTWlOmkub0qY0l/KkufSW8qQ86S21pS2ksXSWxlJZOktnqSy1SWUpTWqT2qQ0aU06k8qkMalMCktj0pgUlrpSWPpKXekrVSF1pa5UhZSDlEP0VdRV9FVUU9RV1FVUU1RQFE7UTnRP1E60UnRPdE+0UtRTtFIUU9RT1FMUk9SAVIXUg5SD1IMUgZSDlIMUQfQVVQCVA5UElQMVBJUElQQVBDVGBUF1qTFqjOpS5Smw6ayppaml6awpKOoK6glqCOoJ6gNqCGoI6oMpMOoDqoEpsCkwqoHpLKpM3ak96k7FUXvUHhVHdUrVSBNJB0kHSRNJHUkTSU9JHUkdSU9JRUllSTNJS0kzSSdJS0lLSSdJFUn/SDtJJUklSTtJNUk7SXtJNUk1SXtJVUkZSR9JF0kfSUFJF0kXSUFJN0lBSUdJN0k3SUdJZ0kPSSNJG0kjSUNJG0kbSUNJUUlDSVdJUUlRSVdJbUkpSUlJL0lJSV9JL0kvSV9Ja0lfSYNJa0lrSYNNGUhvSVlNB0wHSFlJZUlZSU1JZUllSU1JM0lnSWlJY0lpTQ1IY0ljTQ1MC0wNTBNMC0wLTBNML0wxTB1MKUwdTBFMKUwpTBFMB0wRSH9NB0wHSH9Jb01JTDdMOUw3TAlMOUw5TAlIe00JSHNJe0l7SXNJVU0jTBVMBUwVSHlNBUwFSHlJT0l5SV1JT0lPSV1JRU0lTD9MTUw/TFNMTUxNTFNM32mKqYvpO32nLqY1pLamAaTApgGmC6TApMCmC6YSpgumFaYSphKmFaYfpvcUn+6m+FQ23U13U9k0N5VN62lumpvWU3daYypP86k8jU3zaT6NTXXT2JQ21U11U9r0nt6mMqbBaXAqY6pP/ek+haf7tMUUnsLTFtMO0xbTE9MO0w7TE9MI07ApiymNKYupiimNKY2pimmJqYqph2mJaYmphymG6YWpiKmGqYjpi6mGqYbpi6mM6YvpPJUxlTGdp/qUyLTINMe0yNTINMc0x9TIFMfUyHTIFMcUx3TIVMiUyFQ7BTIFMtVOf0y10+r0x/THtDq9Me0x1TFdMtUxZTJdMl0yZTJtMmUwHTGFMB0xjTGFMIUwjTGNpzGmv2k8jae/aXT6mzKn0Wl0ypwGmTqnyylwupwmp8ApcJqc+tMe0x1THdMdU95Ux1THlDf9p7wpbvpP/yluSmIanBant2lxCp3eprcpdIqcQqfTKXKKnE6n1el0amNanVanNqY3pj6mPKbYKY9pdoqdYqfZqXOanVqnzqlzap0up1amXqZwpl6mn6ZwpnCmn6ampp+moaampqamoagBpkGmR6ZIpkemTqZIpkimTqZQpk6mT6ZQplCmT6ZWqDa1BpUFtQb1ApUFlQX1AtUB9cLUFtUB1cHU1lTW1Nb00VTWVNb00VTQ9NF0ylTQVNB0yjTKdMpUyTTKNMpUyTTJVMl0O00yTTLdTq/T7ZSfXqfXKT+dTflphulsOptmmFqYZpD6mlqYWpD6kuKS+pJ+kuKS4pJ+knKSfpIWknKScpIWkhKSFpLCkRKSEpLCkb6RwpFqkb6RvpFqkWaRapEWkWaRZpEWkRqRFpFepUakRqRXKVZ6lSqlWClWqpQypUqpUMqUMqVC6VAqlCKlQ+lQipQWpUhpVVqUFqVVqVRalf6QSqVS6Q/pDukP6RPpDukO6RMpE+kT6RcpEykT6RdpF+kXKR1pF2kXKR2pHCkdKSKpHKkcKSJpICkiKSZpIGkgKSZpJSkmaStpJWklaStpKmmrKQBpKmmqKQDprimA6QTpLumu6YRpg+mEKYppg2mDKYppiCmKKT0NMQ0xpacwpvS0N4UxhTHtTWvT3lQ5rU1rU+XUN1VOn1Pf1Dd9TonT55Q6JU6JU+r0OKVOpdPj9DiVTo1T6bQ5NU6N0+ZUOG1Oh1PhVDgdTvvpcGqb9tN+apvOmNqmK6YzpjOmK6YgpiumD6YgpiCmD6YHpg+kuqYHpgekuqSwpLqknqSwpLCknqSWpJ6kfqSWpJakfqR4pH6kXKR4pHikXKRUpFykTykVKRXpU+qTPqW11Cf1SWspLa2lYVJaSkvDpDWkYdIL0hrSGtILUgvSC9FVUgtSC9FVUVPRVdFBUVNRU9FB0UDRQdEz0UDRQNEz0TDRM9El0TDRMNEl0STUHtWmxqg2lQU1Ro1RWVBJUFlQHVBJUElQHVATUB1MZVETUBNMZU1NTWVNBU1NTU1NBU3hTAVNo0zhTOFMo0yhTKNMk0yhTKFMk0yRTJNMr1MkUyTT6zQ6vU5n0+g0Op1N4+lsamEaT+OphSmEqQUprimEKQQpLmktKS4pJ2ktaS0pJ+klKScpIekl6SUpISkgKSHpGykgKSDpGyka6RtpFikaKRppFmkVaRapEWkVaRWpEekQqREpVjpEOkSKlVKlWClTSpVSpUxpUMqUDqVBaVA6lOKkQ2lRipPipEUpT1qUSqU8KU8qlTalUukOaVPalO6QbqU7pEykW+lWykSKRMpE2kWKRIpE2kW6RdpFKke6RbpFKke6RipHGki6RrpGGkjKRxpIWknKR8pHWkkKSVpJmkoKSQpJmkpaSppKuktaSlpKuksqS7pr2kAqSypr2mA6YNpgGmI6YDpgGmJKYRpiCmNKYUphCmNaYgpjWpuWmJaY1qY0prWpb0pjSmPqm9pT35Q4taf2lDjNTYnT4zQ3zU2P0930ODVOd9Pd1DjVTY1T4VQ31U2F03wqnPbTfJpP++k77aczpu/0nc6YmpjOmIKYmpiamIKYSpiCmB6YSphKmB6QApsekMKSApMCk8KSopLCklqSopKiklqSNpJakuKRNpI2kuKRxpHikVKRxpHGkVKRJpFSkfqkSaRJpD6pTeqT0lKb1CalpbOUltaQztJZWkNKQ1pDakFKQ0pDakH6QGohakr6QPogairqKWoqGijqKeopGii6JxooGia6J7onGibaJUqNLokqiS6JnokqiSqJnomWiZ6JDoqWiZaJDooWig6KrooWihaKroq6iq6SXoi6irqSXpBykF6Qhkk5SDlIw6SuNExaS12pK62lMWktfUpj0pj0KdVKn1IuUq1UK+UiJSPlIvUjJSMlI/UjTST1I/UkTSRNJPUkPSX1JNUlPSU9JdU1FSDVNX0wFTAVMH0w7TB9MF0x7TDtMF0xhacrprYpPIWntilwapsOp8ApcDqcOqfDaXPqnDqnzSl22pxKp9gpdiqd4phKp9QpjimOKXWaY0qdPqc5pjmmz6l2+pwqp9qpdqqcVqfKaW9anVanvSly2pvSU+QUOaWntyk9RTG9TW9TFFMZUxTTCVMZUxnTCVMN0wlTAFMNUw1TANMCUwDSVtMC0wLSVtJY0lZSTNJY0lhSTNJNUkxSRNJN0k1SRNJFUkRSOtJF0kVSOlI7UjrSL1I7UjvSL1Iw0i/SJ1IwUjDSJ1In0ifSH1InUifSH1Id0h/SqlSHVIe0KoVKq1KkFCqFSpHSnxQpFUp/0p9UKN1JhVKldCfdSZVSoFQpvUqBUqD0Kp1Kr9Ii0ql0Ki0iFSItItUiFSIVItUitSLVIoUjtSK1IoUjZSOFIy0kZSNlIy0kFSQtJP0kFSQVJP0k7ST9JPUl7STtJPUl7SX1Nc0g7SXtNc0w5TDNMOWnHKYcpvz0n/LT7fSf/tPtVMd0O1Uy1THVMVUyZTJVMp0yZTJlMp0ypTKdMn00pTKlMn00tTR9NLU1tTS1NLU1BTa1Rb0wBTYFRr1ADUG9QK1BDUENQa1BlVWN1WGVVx1W47gaoxpX3WqMaoyqW21ApUB1Qa1Ajak0qLwpqemqaSVqIGok6iEqJaobKhuqH+ogqhZqFeoY6hZqEioUahcqEOqWOoWahUqF2oMapVKpQqZ1poCmkqZ2poSmc6ZdpmimcqZYpmemZqqNqpmqqKwArBCsC6pHqlKqOaieqKComKp+9ViNUWtQbepP7VGJVNuKwdrAGqH6qjqq6qqqqgqsmqsao9qA+oo6U01QaSpNNUGFQRVSb6qMelNrVBlVRq1RV1CLVJzaU3EqDFNrKkydMYOqYjpqWmvqaeppWmuKiqqkTqk8ladOqXr1RtVGdUd1R9VGlUoVTZVOdU+VTlWQoKqjqqBqoUJVUNSYGoNKgxqD2oFKg0qD2oGagRqB+oFqgvqBioJqgmqCioIKgzqDWoKqglqCKkIEFQNVBFUCFQNVApUBA+qB6S/qAmoE6gLqBGoEagTqBOoHKgVqCqoLagpqixZUndqCarNR+Wmj6aVppGmk6aWpq+mhKaWppimlaaappqmmaaZpq2mkqaupqKmoqavpqakr6oDpqekp6oApLSoDKgDqASqAqS7qAeqBqa5pramu6atprWmt6aspqimpaanpqmmp6a1b02DTW9NcuagVprmoECBQKVA7UC1QM1AtUBFQM1AzUBFQB1ARTH1RB1AHTH1NaVEnURFRJVERUQ9RJVElUQ9RI00zTVVNW01VTXdNW01bTXdNf013TXtNf01/TXtRF1AbUQVRH1EFURFRH1EfURFRJ1ELUfVQE1H1UAVRE1ETUQVRG1EjUQNRGVEZUQNRF1EDUfNQF1EXUfNQDVHxUNtQ/1DbUPVQ/1D/UPVQC1HXUPtQ81D7UAFR81DzUAFRDVGXUJlQt1CZUKVIoVah4qHKobahyqGSobahtqGSoU6hkqFioU6hTqFioQKhZqGGoVKhhqHGoVKhUqHGoa6hxqHWoa6hrqHWofahVqFaoY6hWqFeuUItQ71CjRKF2oUaherECTUJNQnVCBUK1Qh1xw6qEOoOKg4c1ChVSb1Sp9Qr9ckTqhbqE+qZM1Q/1B/UIdQl1CHUI0eoTKhJahBqD2oQahFqD2oPahFqFipNpVFnKo2qo87Umaqj+lQd9Uf1qT71R01So1QmlUplUoNBapEapAKBVJzqhvqFyob6hXqDyobKhnqDmoN6g1ql5qDmoFapPGqVmqPyqDxqjhpTf1QoNUmFUqXUJDVJlVKDUI/UJdVJXVKxWOoPKpaqQwd1CBUIlQd1S+VBRVK31C0VSRVSkVQjVUgVUo3Ue2pnmmdKaJpn6sjRtNLU0RQSpCmp6aVpo0bTPlNP00nTUdNJ00WLppKmi6Z//kzrTClND00NTQ1ND00DTQ9N70wDTQNN70zpTLFMs0zPTLNMwYCZzpmCmYoRM7UzrTNVMwU0VTMNE2YaZxpmymUaZxpnymVqZsplemVqZmpmemWKZZpmOmZ6ZzpmumZ6Z3pnumZKZ9pnimc6aIpnWmY6aDpoWmYqZ1pmSmYqZypnSmbaZdplumWKZrplqmWKZopmqmWaZqpl+mWaZppm+mU6xgrBSsG6wErBWsG6wLrAWsHqwOrAysEawcrB2sEawRrB2sGKwVrBmsHqwJrBusHqwOrAusHKoVqoOqkKqjqpSqkKqgqqSqnKquqquqmKqrqpWqmKqoqqWqnaqDqqKqrqqiqq6qnqquqq6qm6qUqpyqnKqsqp+qnKqsqq+qn6qvqpSqr6qvqqSqo6yorBasHawGrBKsHawNrAKsGawCrB+sCawJrA+qAKzPrAeqAKrArMeqCaq2qjeqPKq/KqN6rGql/dVY/VXVVaPVaPVWk1R1Va1VZzVHNUtdUj1VzVW1VV1VvVUFVVVVXVUFVF1VBVTFVFVUVVTNVB1UZVQ9VMVUPVP9VM1UzVP9VE1T/VOtVE1UTVOlU5VUXVQdU31TfVQVU71URVOVU8VTxVOdUy1SNVJVUpVSXVL1UpVSnVL1U01S9VMFU0VTRVMFU6VTtVN9U3VTfVLdU31TfVLVUq1S3VKFUqVSrVKNUdVDdUSlRCVEJUStRKVEpUTtRK1EpUTtRLVD9UR9RBVEdUS9RB1EFUS1RMVEtUTVRMVExUTVRP1QZUXtRXVF7UT9RX1FfUT1RO1E/UTlROVE7UTtRLVgDWBdVa1VrWBdVg1gVWB9Vg1WBWB9YCVgfWCNYC1gLWCFYD1gjWBlYDVgPWBtYB1gbWBNYB1gHWBNVf1gRVYNVf1V9VYFVYVWBVVVVYVVhVVdVLVVVVRdVL1UtVRVU+VUXVN1U+VT7VN1Uy1TdVKlUyVTJVKtUlVSpVG9Ul1SVVG9Vq1UaVV61Wq1Ve9a/yqjGqf/WvxqieqMagvqqeqJ6gvqKOor6icqKOoo6icqJuonKiUqJuom6iUqJColKisqFCokKisqGiobKh5qCioaKh5qDaoOag8qg2qDaoPOqOyqPSoO6oOyoNahiVBjUDNYwaRs1A3UDNQB1A3UDdQB1ALUAdMHVFLUAtMHU1jTV1Nb00jTWNNb005TS9NB005TTlNB00TTQdNJUzTTRNNJUz1TOVM0Uz1TPVM0UzZTNFM00zZTNlM00zfTNNM70zfTN9M70z9TO9Mz009TP1Mz00ZTQ9NNU0ZTRlNNU03TTVNG013TTdNG01ZTVtNf01ZTVlNf015TX9RY0w5TXlRY1AbUCNQDVBbUBtQDVBHUE1QZ2pI6gjqDP1pc5Un/pSX6pPzak+NUnNqTk1SR1Sk9Qe1CF1SO1BtVJ7UKlQrVQrlQoVCZUKdQ0VCRUJdQ3VC3UNNQ/VC9ULNQ/1DTUPNRD1DfUNNRDVDjUQ9RDVDtUO9RB1D/UQFRF1D3UPFRGVDxURVRCVD5UPVRD1DlUQVQ/1DvUOVQ8VDlUPtQ0VDhUOtQ2VC7UNdQqVC5ULdQqVCHUKdUslQiVC3VKf1C1VSH1Sn1Qh9acKqTLqT/2pMmoNqieqKCooqqiqASooKqiqgeqEqoGqieqE6oSqiWqsaqIaVo1VY9Wwql+1VK1VTVWtVQ1WTVVNVQ1WpVUNZi1QpVWlZS1Q1WUtYDVQ1VXVZTVQ5WU1YB1Q5VXlZR1QxWUdUP1VxVXFVf1VjVX9VYVVjVWNVYVV7VSFVb1U7VTtVL1URVS9VOVTRVRFVOVTnVPlUyVTnVOdUyVTzVIlU11SzVLNUl1SFVJdUq1WhVSFVKtVZrVa/avMKrP6V/HqXz1Rxat49US1Q/UEdVS1Q7UDdRQ1FHUUdRM1FDUUdRM1E3UTFRI1EzUTFRJVERUSFQ1VEVURFQ3VDBUN1QbVDNUM1QY1S7VB3VGz1Cx1R71Rd9Qw6o16o4ZRZVDDqBuoMqgyqBuoGqgbqAWoGqgaqAWoBKgFprGoBKgEprGmsKaxppymsKawppymnaacpommnaadpommiqaJpnqmiqaKpnqmfKZ6pmymfKZ8pmymbaZspm+mbaZtpm+mbqZvpn6mbqZupn6me6Z+poyme6Z7poymiKaMppumiKaIppummKabpqymmKaYpqymqaasprymqaapprymuKa8qA2muKa4qA2oCqgNqCOoCqgKqCOoHqgjqC/VA9UD9aW+oL7UnPqC+oKaU2fUnDqkzqgz6pDqow6pVqqP6qNaqU2qlYqE2qQ2qUioPqhIqF6oPqg+qF6oTaheqG+oTahNqG+oYqhvqHaoYqhiqHaoaqh2qHuoaqhqqHuodKh7qHyodKh0qHyoc6h8qHeoc6hzqHeoaah3qHCoaahpqHCoYKhwqFyoYKhgqFyoSqhcqESoSqhKqESoWioR6pOqpWqpTyqR+qT+VCKVSP2pdhVP1VI1UdVSNVU1UTVRNVU1UzVVlVY1UzVTlVYVVZVWVVcVVRVVVVfVVVVXlVfVVdVVlVf1VZVXFVf1VfVVFVeVVRVXNVaVVZVVNVYVVDVWtVMVVBVUtVPVUbVTFVHVUdVRFVF1TxVRdU51T3VPdU4VTXVONUsVTRVNNUtVSjVLVUhVSlVKVUg1R1VIlVnNUc1RZVaPVWYVrx6rxypejVXxaodqrBqrdqhOqHaghqpOqE6ghqKCooaiZqKCooKiZqJiomaiKqJiomKiKqIOoiqimqEOog6imqFqoZqhZqlaqFqoWeqUmqXeqFPqlHqj6tQbVQZVp+pUGVQXVBlUDVQXVBdUDdQKVA1UAtQK1ApUAtNgVAJTWNNg02BTWNNVU1jTTtNV01XTTtNK005TRdNK00pTRVNCU0VTPlNCU0JTPtM5Uz7TNtM50znTNtMz0zZTN9Mz0zNTN1MzUzfTPVMzUzPTPdM40z1TRNM40zhTRFNAU0RTTFNAU0BTTFNJU0zTVFNJU0nTVNNR01RTXNNR01FTXNNaU1xUBdNa01pUBdQDVAVUD9QD1ANUD1QMVA/UF1QMVAzUF1QV1BfUGVUFVQV1Rq2pM6qPWlNrqo/aU33UJrWn9tQmtUhtUn1Qi9Qi1QeVSvVBbUKlUqnUJlQh1CZUMVQhVCFUMVQoVDFUNVQoVChUNdQuVDVUOtQu1C5UOtQyVDrUOdQy1DLUOdQx1DnUNNQx1DHUNNQt1DRUMNQt1C1UMNQlVDBUJdQl1CVUJdQfVCVULfUH9QdVS3VStVQi1Ul1UonUXhWu2lUZVbt6V2VUZVTv6ozqXbVVZ1RnVG1VF1VbtVZ1UXVRrVVXVGvVubqiuqI6V2lYM1k/WWNZgV0dWHtdP1xpXD1c4at71XBNXonXqVWRNZKVjtWOdY/1kfWI1Yl1h3WI1YhVizVoTVqx1gtWElYN1hhWmRVXNWUFUK1VtVa31SJVHVUj1WcVSZVJlU21SvVKNU11AHUVtRbVFNUWNVZ1QdVCtUDVV61VbVW9iqvW1wHWW9ZWVwhXAtZgV9xVv7rXFNcY19eqswKtxiqR6pRqkCqgKqRqqeqYqpeqk6qZqpUqlmqA6gOqr6qsmqKq4pri+l5XXFdc36t8XXGVrzCuMK7yNbYyrVdrC2sL69XKwurCKlthWGWrzArDCsMqs8awErAKsDKwMrAKsIKoEqkGqf6o/qgGqU6rYqp9qoSqfap+/FRtVQ9V21TzVPNU21ThUFlRc1FvUW9Rc1URVOGqjOqLqozqh+qL6ovqh2oJ6yKrKGsnqyjrKWsnayfrKess6y2rLGsrqywrJ2sraysrJyskKydrJSskKyRrJasgazArK2ssKyurKWssayyrKWumKwHrLmsw6y6rLWswazCrLSsrqyKrJWskqyWrJ0/WVFZPVleurL2srqy1almBWU9ZcVlnWXFdFVhnWWddFVwRXFNcRVxjXEVcQ4S4grjO1xfXDtcX1xPXDtcO1xPXAdcT1wfXAdcB1wfWW1cF1wZXBNcGVw5XBFcEVw5XDVcO1xJXDVcN1xJX+BrieuEK4nrhOmHCFcJ1wjVBgisBK7CrgauDq4GrBAlXD1cJ1woVrh+u/jW/ztf8WrvO1/lau764wlfa1b3SrvzVvbpX/oq7friOuNK4jriqUHGNryquLFhcYVyRVybzurwur8dr8Hq8Aq/Ba/AKvPpX4FV39a/+VXfNr7jr76pff1fjVb/qV+O1dzVeldfetXdVXonX6VV6TV6l1+g1eU1eo1fkNXqFXpFX5BV6ZV6V1+aVeG1en1filXh9XqdWPNZG1kXWRtZJ1kXWRdZJVlHWTFZJ1k9WSdZEiayPrImsffpY7VixWN9Y6VjfWPXosSqyQrIKEmS9Y21kxWP9Y/1jxWPNY8VjFWPNY81jFWNlY71jLWONYy1jlWKNY41jlWJVYrVjVWPdY1VjHTPGmsY6xnrlilWL9Yo1ShTrEOsRKxOrEysT6xarE6sT6xarGOsWaxirGKsYaxgrG+vTasO6w2rDesO6w7rDesN6xMq0bq1X69b65IkVi/WJtUsX6xvrEOsPqxHrD6vVasRqxGq1Yq1W69SKtWKtU2vQKsVaxKrEWsRqtCqxKrEarUAr0KqzorCisOqsKqwXrCOsJKwjrCWsJKwkrCWsLKwlrCusLKwsrCusLawqrCmsKKwprCKsKKworCKsIKwirCGsIKwgrCGsDKxBq8+atPqsMWvSmrTGrDhrzFpbcVactbbGqEaqSqqeqkqyCqieqp6yCrASsAKomqrOqs6qmqoyqt6paqoyqjKqaqrOqmqqrqrOqs6qrqruqu6q9qrOqvayIqjOqs6yIrACsCKwKrACsAKwKrBCqPqptqraqraqyqraqtqqyrJqqMqyTrBqsGqwTrBeqFapPqleqT6pDqleqV6pDqkWqQ6p9qgWqRap9qhaq8sqstpXkdW82lf7al6tUdWrfBVX5avJKq6Kqyarz2qyqqw+q8+qsqqjaq1Cq9sqtEqsbqvbKrGKrBKrwiqyiqwKq3kVSRVIlUkVSDVaZVJlUo1WsdVotVnFVrHVZlVXXVXVVC1VLVXVVAVU1VS9UwVUBVS9Ux1TjVTVU5VU1VNVU5VUlVRVU2VTVVPlUmVTZVPlUkVSrVW1VDVVtVQNVDVVNVUNVGVUDVSNU2VUZVSNU71TjVP1Ur1TvVP1Uh1TxVMtU01TLVMNU01TTVMNU61ShVQFVD1UPVQFVG1TBVQdU21TbVMdU4VSHVN1UoVShVJ1UsVRhVNtUzVTNVNtU7VSbVOFUrVStVKFUuVRhVLFUeVR5VHFUV1WLVXxVANV8VTTVANVA1XTVONU01SvVONU41SvVL1Ur1SLVL1UvVSLVJ1Ui1S3VSdVJ9VtFUd1W0VWcVRxVJHVZVVH1UfVSNVHVUvVSNVIVUtVTFVLtUtVTFVMtUu1DxUVdRb1FHUWtRb1FPUUtRZ1FZUVNRU1FzUVlRQ1FzUXlRQ1FpUUtRQ1FjUWtRTVFHVVdQDVFdVVdQAVV3VAtQIVFxVXtQI1GBUVVRV1FlUVFRZ1FnUWFRbVFxUWVRbVF9UXVVY1ANUUtRXVFrUVlRbVFtUWlVa1AJVWVUC1QLVAVUB1QZVGdUR1RXVEFUR1RXVFFUQVQxVENUIVQzVClUEVQxVDlUEVQZUBVVcVQRUBVRf1VjVFlURVRZVE9UJVRVVF9UK1QvVC1UG1QrVC1QE1WHWu1qq5aq3qq+aquaqv6qwGqB6oPqgeqFKoPqg+qFKofqhSqHKofqh+qHKolqgGqTqr06qz6qtOq9Oqrwqs+qq2KrAKrNqqd9Wu7tW7uleD1bt6V4NVYDVYLVaBVWC1WJ1Wi1VqdVqdVqnVH1aZ9WfFWX9WpxVnxVmd1qTVac1hTVqT1hxWrDWHNYkVa8Vak1iNWJNYuViNWI1YuVi1WLlY4Vi1WLVY4VjTWOFYAVnTWNNYAVn3WAFZKVn3WPdYKVkfWSlZUVkfWR9ZUVk/WVFZc1k/WT9Zc1ljWXNdF1hjWWNdF1iDXRdcM1iDWYNdM1whXDNcZ1whXCFcZ1xBXGdc6SuIK4grfY1xpa+2a4xrjKvt+l5tV/z6Xt8rfpWv+NW+ylf5al/jq32VXeNrfJVdaVxl17ArjSuNa9jVwzXsiuHq4erhiuHq4IrheuDq4OrgesDa63rACsvay9rLCsuaygrLismayprKiskayYrJ6scayRrJ6sdKx+rH+sVKx0rH+sWKxfrFqsOKxYrFqsN6teqwutar9Wp1rSysrtWElYWVhdWElYTVhNWDlYSVhNWDVYPVQ9WXVYNVQ9VX1VbVV3VR1VbVVnVRlVB1UfVMlVCVUPVMVUz1TDVJVUxVTDVJ1Ug1SfVaNVI1Ur1Wn9VrtVd9Vp/VXhVX7VVnVVwVV51V6+qsyqJaV+sqiyqKKovqhiqKKorqhqqF6oaqgqqFqoWqgmqBqgIqsGqBagEqMKotKjDqLqotqi3qLmos6q4qAGosaqwqAGquKoAqBGouaq4qhCqCKoSqhyqCKoKqhyqGqoeqiyqGKoaqi+qKarN6q+qqtypd1VV1Vboqq9JVuSqryqpyNUUVS9VKdUp1StVKNUjVSpVHNUg1SJVH1VnlUV1WnVVndVnNVZfVvpqr5qp9da721RrVuTpXa1RpWJ/WHVapVWrdYeVh3WF1YuVh5WF1Ym1idWIVY21ibWIVYwVjFWPFYwVjBWPFY51jxWNdZJ1jnWNdZD1kXWTtZD1kPWTtZNVk7WSdZdVk1WSdZX1lnXVFYH1lfXVFYP11RXDVYP1l/XXVcKVw1XB1rxSuFK7u1cTVvepXE1cTV/1aX/Vr71pf62vvul97V+J1v+5X4vV2JV6T19v1dk1ed9fkFXndXXdX5DV3RV6D19w1dw1e+2vw6l/7a3/1r7Orf52vs+vsOl9RXOdrhyuKK4prh2uEa4frgGuEa4TrACuv6wBrKysvKy9rK+soaysrJOso6ygrJKshKyRrHKshqyFrHKsZaxyrEqsZqxmrEisRqxIr0ErESsQKtOZWoBWFNbfmVhTWE1YUVhDWE9YTVhDWD1YQVgHWD9YPVgHWAFYBVUnWANYAVUnVR1VJVTbVR9VHVTbVNVU2VSbVNdU1VSbVJlUmVWy1SbVJFVvNVrFVXTVbzVZ11V9VV5VVf9VfVValVWVVFVValVZVUW1RVVGtUG1RbVGtUNVQrVAdUNVQ1VAdUE1QHUCtVU1QTUCtRf1FrUWdRf1F/UWdRe1FnUX1Re1F7UX1VSVA9VV9UCVQJVB9UJVQfVD9UJVQlVD9UA1R/VCVUQ1RDVGVUZ1h/VmlVqdVauVhdVqdVh7WHFYe1ibWHNYc1ibWJNYmVjDWJNYkVjBWLlYw1jlWLlYu1jlWONY51kNWOFY41kNWQNZDVk1WQFZAVk1WSlZN1ldWSlZK1ldWVNZX1l9WVFZU1l/WXNZfVwrWXNZcVwrXBVcKVxPXBdcFVxPXDFcT1/qa4ZrhWl9nXOvrfp1xnXHdr/R1v96u9JW+3q626+26u9qutuvuil9319wVv+LX3NW+5q791b7a1/4qu/bX2VV2lV1n17Dr7IriGnYNu6K4YriiuEa4YrhiuEa4HrhGsPK6HrgesPKywrLyso6ywrLCso6yYrKOshqyYrJishqy+rEaspqx+rH6sZqxfrGasRKxfrF+sRKx6rASseZWHVYd1tzqWnPrCatrda0nrCasJ6wfrCasJqwfrB6sH6wBrB6sHqwBqr6sAaqPqr6qvqqPqouqj6prqouqi6prqmeqa6pNqmeqZ6pNqkmqTarZapJqkmq2eq1mq7/qtXqt/qq96q9Kq/aqvSqtOqvSqi2qs+qs2qLKotqiqqHKosqiqqG6oaqhmqC6obqhmqCqoJqA+quqoKqA+osKjPqL2osKjAqM2ou6i9qrSoC6i7qrSqAKoEqgKqEKoAqgKqEKoSqhGqIKoQqhGqLqoRqiOqPqoeqhOqPqorqgmqFqoZqhKqJqoWqhKqKKoiqiCqOKooqiCqNaV2FU32pdratvVbeGWWVYZ1YZVpq29lbaarNZfavNattWmtW2ylaalWaVrS+uDK4brLquRq5Zrkuuzmv1+l/lXPFcGV2HXJ1ct1yJXKNcmVyVXKtc0WA7YCVgS2Bt7I+dsVssEawWywWLBSsEuwNrBNsEu8Py2BirxEaxPaxLqw3r0/pae1aaNZTVkZUUVgQ2BHbGTsBWwLq4KrqSuj663rmCuja6rrqaugbDKsASwI7AdsFOwVaxNq1aa9Q6w0pbZVhdWF9YZWsoKymrKqsqK6mrgGv2uuOqvWqvO644roquj66Iroiuj656roiueq51rnWueq5proCuduxc91xvXHtcn1x7XAMFuia6BroWKnSFhf1hb1gdq2NvWBdYIpaGzbE07GyGhbF8sHCwfbB9sHCwb7BdsFWwYrBisFWwYaxZqw8rDisOqw8rFStu3Vl5K2/dWaHW10qz1rDWsNKsL6yBrJesm6yXrKtWWXVZV1lp0boysKq6CrgCuAK4CrgWuAq4yrgWuBa4yri6uDK4WrhuuFq4xq4brhuuset/jV3v++q8Oq/Ua/VKvW631xvX7dWGjWuPq5LrkWuV65FrkGuVa5VrkCuTa5CrkCuTK5OrkCuR65ArkKuTK5Drjx/XJdcfVx8+rkau2qv1mr1ar8Vr9pq9Fq/Da/Hquw6vw6vvKuPqu9a4yrjKuNa4urhyuh66MroeuubJc5VzNXQddO1zHXSFc+1z7XOFc6Vz/XIdc4VzHXNdc4VzhXNdc6VzJXItco1yLXJtco1yjXJtcv1ybXKVcv1y/XKVch1zlXM9c8VzPXP14uWq5urlCgXKdcsVyjVJkuuQa6Mrn+udK58rluud650rluuOK5Yrj+uO644rjyuOq50rm+ueK5trmOue655rmCuaa5irliuaK5qrlquSq5ErkmuWK5IrFy7XNFcu1y5drnWwDrAePGBNYGssCuwILArsCewI7AjsCayCay7sAqwD7AIsBKwDrAMsBKwH7BCLY2ssjpVha2yNlWFRYE1gYWBJYGFgaSwJLAksjY2xNNaGjbEx1obdYUNgY2BnbAysLGNt7Az7AgtjX2BZsMCWwLLAfviA7YCtgE2BdYFNga1RA6tfZV01XTldNV0dOboeuq66hrqauoa6Wrqaupq6WrpCulq6LrpCukK6LroCup66orpmuqK6Yrpmuma6YrpKumK6DrpKukq6Droauiq6drqSuna6fvp07XU9dU11RXVNdcV1RXVFdcV1zXXFdd11zXXNdd2FXXCtdX316irr+urq6SrrKuvq6arpWug66grrOurKihX2AFYBNgGWADbBNRaWAJbANdYV1DXWtdUV1BXUtdW10ZUVVgD2AFYAtgD2APYAtgBWBLYAlgMHbAhsB2wDrARsAywCrASsBCwC7AAsgqsu7ADsgKuuay0shiuwa7ArsKuva7BrsKuv66rrp6uta6+rrSuva69rrysv7IQrL+wD7ATsBOwDbAUsGawcrBqsGqwc7BwsHCwf7BrsGiwfrB2sHWwd7BpsHawb7BrsGqwbbBisG2wbbBhsGGwbrBjsHCwerBosHqwerBqsGqwe7BusHqwf7BvsG6wfbB8sF6wXLBasFywaLBYsFiwaLBksGiwbLBksGSwbrBxsFewULA4sDuwULBLsDmwOrBFsDmwVawRrBFvF9sBWsVNsD2wP7BSrxC6xUKwWC8VSsVqsFkvFbrFNLBOsECwTrBOsEKwQrBMsF+wWywNLBMsD6wNLBEsE6wOrBOsD+wOrBKsE+wPbBPsDGwTbBNsEGwS7A6vEJrFRbBKbw0axUWwOS8TmsDgsEUvE4rA0LBKsDSwOrA0sE4sDiwPLxA6xTCwQO8QOsUAsjt1hfVge68NKsTyWx0qxTawUe8U2sU3sFcsEa2N37I/dsT3sj/2xPewS28MisUvsEovEQq2krI6shayFrI6sg6xorHysgax8rIysgayBrIysl6yDrHWshax1rGeshayFrGesa6xTrGSsaKxkrHKsaKxorHKsfLA3LA2sCywN7AWsC6wL7AXsBOwFLADsBOwELIBrLyyAq6prr2uvq6orqauqK6UrqSupK6Xroyul65/ro+uj65+rnuufq5urnqueq5trmqubq5hrmmuaq5hrlquYK5VrlmuWK5XrkiuVq5XrkuuSq5Wrk6uVK5mrk6uTK5nrliuZa5zrluuWa5yrmmucq6Crmquaq6Arnquga6Qrniuea6Qro2ukq6groyujq6grp6uoK60rpyunK62rrCstrIGrrKssrAHsAKwBrAbsAOwArAasBKwG7AqsBKwE7ApsCewKbAxbAlsCG8PC2BhWh4WxMFaHzbE6rBObY3OsE0vEOrE6sEQsEasDG8XqwC7BRrFR7BJsD+wSrBVsD2wPrBWsEawV7BasEawR7BZsE+wWrBZsE2wTrBasEqwWLBWsEqwSLBUsESwVbBEsESwRbBGsFlsEa8VqsVqsFbvEWrFC7BK7xAqxP1aIrWF/7I+tYWdsDasCO2NnrAqsCKwKbASsCKwIbATsAWyE6yzsAeyB66wrrOus66QrrCus66Rrouuka5lromuia5nrk2uZa47rk+uTa47rjWuO6/V643rjer1Wr9cr71q9Vq+863/lXUlc/+t/JXHdcCVh9XXdcN1g9WXVZfVlBWXVZdVlBWXdZAVlJWTdZN1kJWQNZCVkbWMNZA1kbWNFY21jrWJFY0VjrWKdYq1iDRJkiXWKdYk1i3WKdYo1i5UMFsM1GHYDdsM1GDbANdjVFDYANsDV1NXV1dQV0tXV1dUV0rXSFdJ1z7XStdJ1z9XPdc8VzdXP1c8VzbXNFc21yrXNtc21yhXMtcqVyRXMFcyVyXXKlck1ynXKdco1yvXKNcr1y/XK9cr1y9XM9csVztXM1cwVznXOFc510HXOdc510JXQddAV05XQldAV0/XSFdMV1fXS9dIV1bXUFdU117XUtdQ11/XWNRfWwfXW9RbWAZYB1gGWBJYBlgGWBBYElgQ2xoLAgsDGWBnYGMtjZWBlYHnsjeWxTeyNvbFN7BHbxArBHrFHrBAsFisEiwWLxWKxWLBJsFiwZLBJsEmwZLBZsGSwarBZsFmwarBgsGqwb7BgsGCwb7BnsG+wcLBnsGewcLBmsHCwa7BmsGawa7BfsGuwYbBfsF+wYbBXsGGwVbBXsFewVbBDsFWwOLBDsEOwOLBPLA7sEPvEPrFDbI8dYmtsj+2xNXYGtsaOwM7AzsCOwGbAjsASwGbAZsASuP7CEriCuv66/rqCum66grreuW66brreub653rnuuL65vrnuuOq47rhmrzquOq7ZK/aavQ6v2Cv2OrwKr8OrjKvwKrzKuLa4yrgKuLa4trgKuAa4CrCSuga4BrCSspaykrIWspaylrIWsiKyFrKusSKyIrKusbqxrrFSsbqxurFSsVqxUrH6sFqxWrH6sArB0sBuwF7AbsAGwF7AXsAGwALABri6wgLAAri6uqq6urpWuqq6qrpWulK6Vrr6uVK6Urr6uf65+rm2uf65/rm2ubq5trmCubq5urmCuYq5grlOuYq5irlOuVK5TrleuVK5UrleuVq5XrmauVq5WrmauZK5mrnOuZK5krnOuca5zrkSusa5xrkSugq6Erpeugq6Crpeuka6XrqWuka6RrqWuoq6lrreuoq6irreutK63sIyuNK60sIywBrAMsCCwBrAGsCCwGrAgsDKwGrAasDKwK7AysDe2BXYFdgbG8Pe2CM2ho1hj1gd9ojFYnVYHRaLdWKx2CRYJ9aJTYLVgU2CzYLVgdWBzYJdgs2CBYNdgl2CBYO1ggWDPYO1grWCPYPdgj2DNYPdgt2CNYPVgjWD/YLVgtWC/YKlgv2CvYKlgqWCvYItgr2CHYItgi2CHYK1Yodgn1gr1op9YoXYJ7bHCrFCbI+tYXvsDGwNW8POwKrAzsBmwKrAqsBmwEbAZrj+wkbARrj+us66/rpuus66zrpuuk66brq+uU66Trq+uZa5vrnquJa5lrnquOa46rhirzmuOa7Y6/WKvQqv1+v1KrzyrsJriyvvyru2uJK4trgGuJK4krgGsPq6BrCWsvqy+rKWsoKylrIisoKygrIishKyIrK6sRKyErK6sbaxurFasbaxtrFasVaxWrEKsVaxVrEKsQaxnrF6sa6xerFCsa6xrrFCsVKxQrEisVKxUrEiseKwLrH2sAKxArH2sGqtPGvO+rTmrErr0/q0Kq1La87Ks/7W38qz1qyv9bb2rLf1Zu1Ze9abNWq9WYvWqDVqLVqbVpq1Z/WtvrVnJVp71qiVaCVao9aqtbcOrTPrzDq07qxDK9W6s+6sVCvUyluh1qP1aIVakVbfSrT21t5KtA6tRGvVOrQOrVUr1Zq1Iq0+rEgr1OrD6sMKtQqxQq1UqxCrECvVGsRKtVatQaxBrFVrD2vVGrX2sPawRq1aofVn1XXrbtWttm21WWlrzWqz2qw1626tWXnW3bpbeVahlWd9WoVWofVplVp/VplVt8qsslW36lbZalvDrDNrbJ1Zd9bYGlt3Vtw6w0rDSltpWGErbaWtsLVmha2ztWatWWfrvzW0lbQdtB20lbRNtJW0xYRp+2iLabtp03bSdtNWk6ZtpK2mLSVK20ZbSltIkLaEtpC2gQJt7WwDbdmw2YLZstlq0bKtstWyjRJl22QbZXvkyJbI9sjWh48tj62PrQ0b2+3WxpZK3U631C2TuV1umVsicTvcEre2vZ1t7e2ECdsI2wlaVtsI2whaVtpVWlZaRtpV2lVaRtpGWkbaNm20cbRttFOmaK9op2h79NAG0fbQMplaqZap/X9tT/tr61pra2vtixfaMO0LbYoUWhraFNoaNbSwtoZ2NtPi2pl2t9P+tDut06l9ap3aHTu0OrQ7tE6caJlonWjFiNGC0YrR4sGjpaPFo3XkSGtI60gLCpRWkxaUtlYt7SttrS0C7Svtqy2CLYAtgi2JLYAtgC2JrYYtiW2NrYathm2NbYttjS2Ntg3b0ra6vqW3+rbvt7Jtv933bb3dtzbb1t3atjC8ZbGFtyVKbCVsS2wJENDu2hLQutLu0u7SutKK0rrSTpqkVaSdpLVjR+tGa0ebJYv2iTaLFovVTrVY7TxrVWhnbYUKWgraCtoGDbQLtA2yrLQLtAuyrLKrsqyyerKrsquyerJ3snqyVapkp2SrZLfb7I3sNsvjZX9ZXjYWy9KyseyJE9kV2RPZCBGyE7IRsMCyE7ITsMCyALDAsK2yALIAsK2wsrCtsJ+wsrCysJ+wqrCfsJw4YU1hOWFZscLGwrLC7tqF/YXdlV2A/YX9lV2QZZBdkPWQZZBlkPWQ/ZD1kIUBI+siCyN739la9s4Oh9lddpidTrPP7DQLBEi2RxZINkuWLJVslqwbN1kzWTfZRImyfLKJsqBAZSVlQWVhwcqOysLK5sqVfZXNlfXlK1sr6ysLDFjWVhZYlhevrKwsr+ytW9lU2VtZVKiymLKospGymLKYspGygLKRsnSygLKAsnSyZ7J0sleyZ7JnsleyTbJXsjuyTbJNsjuyNrI7ssesjayN7DGryx6zdFaX1WXpbI0snb2QrZGtkb2QdZC9gIWUdZB1gIWEXYSFhC2EXYRdhC2EHYQthM2DHYQdhM2DpYPNg42CpYOlg42CfYKNgjVin2CfYI3YINaIfbFBbBD7Yl3si8WAdbEuFgN2Q5aX3WZz2Wj2mg2SzWZ1ZJPZPdlDWUpZMFk82TFZKVkr2TJZNNkrWTrYR9hQWE1YTlhPWFbZC9hOWEhZAVkI2GBZN2tnS2RlZOesCW0XrRitEy0VLRZtGm1Ve9UW0d7Q7tA6tT20RS1T60DbQFtBq2tv2lg2UVZVFlQWVjZYNheWEVYXNtFW1FbTdtO20xbTVpK2kPaR1pMWk5aUVpLWkjaUlpC21/aAVtc2xZbGdsD2whbEdsQ238Jb2/a6pW5tbLFbHdvsVsn2yDbK9riNbpNbRVtHW0vbQdtE2z7bN1s+2ztbJlsnWyRZI9k1WSXZbbZK1kdWUFZPllXWQhZBtkCWQHYBdpd2kjaQ1s4VGBYDlsK2xxbINseWuUVuiVkg2WmWSJZIdpq1Zo1klWSLZItklWSl2WN2R3aZXWZ3ZHFki2Sl2Wa2mZVmcVlFWUvZP9k/WUvZRdkI2RPZBtkG2RPZEVlkNs/22Tw7I9tn++yMbJydkY2RjbNxNkY2hZaopWl7LU3LQttrey0LLa1loV2hpbW0doXWhdaW9pcWmBaY9tfWwZbDFsNWxBbDNsNWxFbENsPWxPa4TW6NW+M2uQ1u3Wz3bOFs4Wz3bP9szWzlbMdsx2zlbMVks1ltVkdWm0WS1ZHVkUWShZJFkk2ShZKFkk2SHZNNkuWSHZMdk+WSBZOVkmWStZJlkv2RtZK1kv2RDZL9keWRDZINkuWRjWZ9ZKvZbbaaVWa32W1Wmc1l72wxO8wWs8bsMDvMGrPTrDFLzU6z0yw1a81Gs9DsNQvNCrPX7DUrzCKzwiwwi8wis8Bsns2UNZSllDWUDZSllKWUDZTdk0WTpZP1k/WTpZMllKWTjZQllCWUjZT9lAWTbZPFk22ThZPFk8WThZNdlIWT7ZNdlF2U7ZP9k1WVTZTllOWUTZSdlE2UdZOdlJ2UdZMtlN2TlZM9lJWTZZM9lD2UZZO1k2WTFZO1k7WTFZMtkxWT/ZItky2T/ZKVks2SVZN1k1WTrZN1k3WTrZMtlDWSJZNdkyWTTZNdk12TTZPtlEWTDZO9kg2TdZK9kr2SdZLdkXWSFZLdkd2RFZLFkRWUzZPVk82T3ZLVk9WT3ZKtkt2SjZKtkq2SjZL1kSWSPZIFkj2SxZIFkgWSxZLNksWS7ZLNks2S7ZJVgyWFbYTVhG2EdYTVhNWEdYR9hG2EJYWVhJWEJYW1hCWFvYW1hLWEvYUdhf2EnYTlhJ2ErYTlhOWErYT1hJ2E/YSNhI2E/YSlhP2EbYWlhKWEbYW9hAWGPYVthT2FBYVthW2FBYW9lEWA9ZUtgPWFzZUtkC2AzYW9hc2FTYW9hb2FTYUdhX2ExYQNhcWE3YQNhQ2F3YR1hd2EfYV1hXWFfYUNhn2FtYUNhg2GtZUVgPWEFYVlhRWFnYVlhWWFnYXdhZ2FrYXdhd2FrZUlkG2QVZCNkFWA5ZWNkI2A5YUFhuWFxYUFhgWGxYU9lY2RFZFNkRWRBZFNkU2RBZG1kAWRfZC1kLWQfZBFkH2RhZFFkUWRhZH1kCWQNZBdkDWQrZBdkF2QrZD1kK2Q5ZD1kPWQ5ZBFkRWQPZCFkD2QzZCFkIWQzZA1kc2QDZE1kTWRDZGVkXWzddbO1llf1s7aWV82mfVlidlkNpklZrNYRlhUWF1YVFkJWF1YXVkJ2RJZCVkN2RLZElkNWTdLZztkL2Q7ZDFkL2QvZDFgO2VlZGlk5yyN7J6ds3N2z+Kye9bP4rK4rJ9tZpfZYPaYDWZt2WP2mLVl6awtK2fpLJ2Vsx2yuSyf5WX5LJzlZXlZOBvLwtmwbCwby4ZlT2TDsiSyJ7InsiSyI7Ivsm8WRvbN4lkYWRhZPHtn8ayevbN3Vs8WtYi0jLSLtIy0rLSLtIu0rLSmtI60eLSRtJG0eLSDtGu0bbRztG20jLRztHO0jLSItF60crR5tHK0f7R5tHm0f7SStH+0h7SStJK0h7SYtF20Y7RitGO0cLRitGK0cLR4tHC0erR4tHi0erSDtIG0fbR2tH20ZbR2tHa0ZbRZtGW0X7RZtFm0X7RHtD+0VrRetFa0Z7RetF60Z7RytIW0fLSPtHy0dbSPtI+0dbR7tHW0aLR7tHu0aLRptGi0YbRptGm0YbRUtFK0ZLRqtGS0d7RqtGq0d7SEtHe0frSEtIS0frSWtDy0S7RStEu0W7RStFK0W7RktFG0U7RatFO0bbRatFq0bbRrtFm0R7RYLVZ7RGtDe0ObQ7tDm0OrRLtDu0OrROtEq0TbROtE60TbRNtFG0VLRDtFS0SLQztFO0WLQ9tDi0Nr1fbQ9tBatUUtFS0ULRYtFK0QLRYtFq0QbRGtEK0PbRFtEa0PbVW71Ga1PLRZ7RAtDy0P7RDtEi1Pq9X+0Gq1SLQ/tD+0SLRWtBi0vJan5bVHLU/L0x61Wu1M62t3Wl+r0+60O61O69RWtVTtVUvVBrVX7VUb1BK1QS1QS9QStUAtTavTJrVObVLb1Dq1Tm1Te0Ora3HamxanHWpv2pt2qF1qh1qodqldaqHarPaEtoZWhFaEtoY2hXaFFoTWhRaE1oPWhdaF1oMWhdaDdoMWhXaDloMWhRaFloMWhpaDNoQWhjaE1oQWhhaG1oQ2pn2h7aBNoe2g/aBNoU2h/aAVoa21JbQvtCW0I7QvtC+0I7QdtDa0SC1Wi9TWtFgtVlvTztqaloR21pLQWtDO2llrQVtBa0E7QVtBW0E7QetAy2sxaDNoM2gxaC9oMWghaC9oL2ghaCNoTWhjaGPaGNpYG9PGtLFW157QttDW0LbQytoa2hpaWTvTylqZdqadaWVaX1vUCrVMrVC7a5lapnbX/tpdm2t/7a/NtbU218rQ1tpaK0NbIqso2yhrKdsoCylrKWspCym7KQsp+yi7Kfso6yi7Kbsp6yibKesoyyibKZspyyhrKHsrSyuLKksrOyuLKosqOysbKTsrGyobKRspGyr7KZsmWynbKVsp6ynbKdsp60kbIBtMCyCbSwtAWyCbK5tLWyDrS+tAy0DbQMsgG0vbQNsgGyvLKhsr6yrLKssq6yorKKsq2yoLKtsqiysLKgsqiysLK4srqysLKwsrqysbLOsp20sbINtLO0AbQBtAO0ALQTtA+0ALQQtB+0AbQVtAayDrS2tAmyDrK+tLmyALLEsreyu7K7sreyv7K3sryyv7K/sry0srQJtAiyALTItAeyALLAtMeyDLS3tASyDLK8tLS0ArAGvEhmFfbBi2BfbFvtgWWAzYFlgLWAxYDFgLWArYTthMWEjYTNhDWEhYSNhD2ELYNFhA2EBYQFhC2EDYQFhC2ERYQlhE2ETYRFhEWEbYQ1hD2EJYQ9g/2ELYQtg/2DzYP9g92DzYPNg92DJYINgx2DTYMdg72DTYNNg7WEDYPNgy2CjYKNgyWCnYMVggWChYKFgg2CwWCPaGzWKz2Bv2h5WCvYGNgr2BLWKjYKNgi1gjtoj1sUasEetjw7aBtpC2jLaMtpC2lbadtpK2mbaZtpK2lraStoa2lraWtoa2iradtp+2mLaftqC2mLaYtqC2m7aitqG2mrahtp62mraatp62lLaetpy2lLaUtpy2kLactpe2kLaQtpe2lbagtqO2m7ajtqS2m7abtqS2orSwtJe0nrSXtJC0nrSetJC0hbSRtJW0jrSVtKO0jrSOtKO0oLSjtKm0oLSgtKm0tbSWtJy0obSctLi0obShtLi2A7S4tL62A7YDtL62KbSptLy0tbS8thC0tbS1thC2CLSYtJ20pLSdtK20pLSktK20urSttLK0urS6tLK0vbYEtLe0rrS3tLS0rrSutLS0k7S0tJu0k7STtJu0gbYTtgW0rLYFtKq0rLSstKq0prS2tLO0v7SztKe0v7S/tKe0sLSntJ+0sLSwtJ+0l7YQthW2CLYVtiq2CLYItiq2JLYXtg+2ILYPtgm2ILYgtgm2DrYJtgG2DrYOtgG0wLS3tgS2C7YLtgS2FrYEtiW2FrYWtiW2J7YZth+2JrYfth62JrYmth62I7Yethu2I7Yjthu2F7Yqti+2JLYvtvGWxJbENt7W0PbSBtse0AbbKtge2B7YKthy2CrYNthy2HLYNthi2BbYTthS2FLYTtja291W3+a2ua2+pW337W1r2962/ta2tW39bb6tseW3tC2//be0LW37b3PbfFvbwtvaVt7CW3grb0ts5a2MbYltia2M7YktcXtv7e29fbf21t6+WwrbeBvb1tjGtvi2xrbGFt/yW+z2xlbH9sY2x1bHVsc2xxbItsc2yBbINsi2yBbIFsi2yBbJtsg2yRbJFsk2yZbJVsnWyPbI1shWyPbI9shWyNbHVsj2x9bH1sf2x9bG9scWx9bG1sYWx/a61be7bb/tt7utb+vb/rb99rftbfttv+1t921vy9vu233L2962KbYutjS2Lra4LY0tjS1uG9zitrptcBvc6rbGLXJb3BK3xS1wS9wSt8Dtvb1uq1vqtrqFbqlb6ha6ZW6h2+aWuWVum1vk9rh1bqNb5/a5jW6j2+c2u31urdvsNru1brFbRttF20DbRVs/20DbQFs/WzbbN9s5Wz7bOVs6Wz5bPls62z9bOts62z/bP9s6WzjbNts4W0BbQNs4WzzbLtswWzXbMNszWzVbNdsz2zvbM9s12zvbO9s12zdbK9ss2y7bLFsu2y7bLlsu2zDbL1sxWzRbMVs5WzRbNFs52zRbOds92zTbNNs9WzdbJdsoWyhbKNso2ynbKFst2ynbKVstWyxbJtsnWyfbJ1sqWydbJ1sqWytbKtsrWytbK9sr2yxYGtgbloe9YYFgeVgeFgj2CBYINg32CPYINg02DjYNNhA2DjYONhBWEDYQNhFWEFYQNhFWETYRVhdWEVYRVld2AFZXtkR2QHZAtkSWRbZE1s6yyLLI2tk/a2eT2T/7Z5NZZzaZ1ZF1Zp1ZHdkhWR1ZKNkh2SFZKFktWSjZMVktWS3ZMdk42TFZPNk42ThZPFlEWTzZRVlEWUTZRVlN2UVZS1lNWU1ZS1lSWUvZTVlSWVLZTdlT2U3ZTNlT2VPZTFlT2UxZSllTWVNZSllRWUrZQ1lRWVHZQ9lL2UNZO9lL2UtZO9lBWTvZMtlB2UHZMtk32TJZK9k32TdZK1kvWSvZIFkvWS/ZINkl2SDZa3ZJdkn2ms2RvWaR2RzZHFlklplFZvssM8vM9tlbts/G2Vv2lo2zs2ycTZGdZWfZFNkW2RRZC9kW2RZZC9kNWQvZAtkN2Q3ZAtkE2QLYW9kE2QTYW9he2FtYUthe2F5YUlhYWFJYTVhYWFhYTdhSWE3YUNhS2FLYUNhV2FBYV9hV2FVYV1haWFfYYFhaWFrYYNkA2GBZCNkA2QBZCFkKWQhZE1kKWQpZE1kVWRPZOasiqyI7Z2XZOYvLyrKyLC7by+Ky0mwv28tKs9isNKski81is0qyT7JKsmuyT7JPsmuyc7Jrsp2yc7Jzsp2ypbKdtAGypbKltAG0CrQBtBC0CrQKtBC0ErQQtBi0ErQStBi0GrQYtDytBq0GLU9r1PK0P7RGrVH7Q2tE+0PrRWtEa0TrRWtG60WbR2tGa0abRwtIm0crSQtIC0grSZtJK0lLSptJm0lLShtLS0qrSxtLG0uraytAq2t7YCtgK2B7YNthe2DLYdth22HLYYtiy2ErYotii2IrYgtjK2JrYgtjC2NrYjtja2I7YjtjO2M7YhtjO2ILYhtjG2MLYrtiC2LrYLtiu2LrYBti60D7axtiG0L7a2tA+0sLa2tga0ALS5tLC0vrSZtLm0vrSVtK60n7SFtKW0r7SEtJ+0i7R0tJS0m7RytIu0ebRitIK0ibRvtGm0aLRftG+0aLRctFi0VbRMtFy0VbRJtEW0R71SbRJtFetVvtVUvUbrVbLVGr1BK1vVapVWp7bU7ba2ltTpvT0lqblta60Nq0Nq0L7at1oUWhfbWvFoV2hhaFFoZ2hnaGFobW1cLQxrSu1tXGtLc2pr1pb+2tvWl92pt2qfVpfdqlNqpdanloo9qolocWiJaHVooWiBaIVoq2ilaKVo22iraKVo2WjVaNlpCWjZaNlpA2kZaQNpQ2kTaRNpQWlTbUdoAWlRbVdsCWwXbAlsaWwZbBlsZ23tLYBrfzdt4Gt8JtcJvcCrfCbXKr3Ca30a1yq9xGt9JtdJvdSrfSbXar3Wa3OrbarXarY7tjq2MLZLtju2MLZDtkC2SLZDtkO2SLZLtki2TrZLtku2TrZCtl62RrZStlK2VrZbtla2XbZbtlu2XbZVtm22WrZltmW2arZptnq2Z7Z5tnm2d7Zytoe2fLZytoK2jLZ3toy2f7Z3toe2j7Z4to+2e7Z4toi2i7Z1tou2crZ1toW2grZwtoK2drZgtoC2hrZttm62erZ8tmq2dLZstmy2ZLZqtlS2brZatlq2XrZYsFuwFLA+tiaWB5WBfrYnnYIJaHPYINYoPYI9gn2CPYONgn2CfYOFg62DhYQVg6WDpYQdhBWEFYRdhB2EFYRdhFWEXZAdhF2EXZAVkH2QFZFlkHWQdZFtkaWRbZP1sjWyP7Z3XZP+vM6rK6rDNrI+vMDsnayNrIDsk2yQ7Jask2yTbJasmeyWrJxsmeyZ7JxskCysbJIsoCygLKIspiyiLKaspiymLKasqmymrKksqmyqbKksrKypLKnsrKysrKnsrayp7KmsraytrKmsrWyprKisrWytbKisq+yorKXsq+yr7KXsqOyl7KDsqOyo7KDspKyg7KvslKykrKvsnyyb7JesnyyfLJesmayXrJLsmayZrJLslSyS7J5shSyVLJ5sj2yObIMrM9sj2yzOwzy8zess/sM3vL7rK37Cy7y+6ys2wtO8u2yNaytWyLrItsi+yGrIusi+yG7IfshmyC7Ifsh2yCLINsAmyvLIMsA2wv7C9sLyws7C/sLywsbCwsLGwpbCxsLGwprClsKewqrCmsKewqrCrsKiwtrCqsKiwtrCwsrWwArCysrGyALIBsgCyFLIAsgCyF7IQshayK7ITshKyK7IqsiqwsuyK7IivL0rKybC9Ly9Kyvewv28tis7/sL4vN3shis0+yN7I3sk+yU7JPsnOyU7JTsnOyd7JzsqWyd7J3sqWyq7KltAqyq7KrtAq0C7QKtBK0C7QLtBK0FLQStBq0FLQUtBq0KrQatEatCq0KrVE71Rq1RrRT7VRrRPtEa0RrRvtE+0RrRutGa0YLSOtG60YLSKtIC0ibSatIq0ibSStKm0kbSytKK0obS7tLG2srQLtLu2srYCthK2DbYSthK2HbYcti22GLYstiy2KLYutuUWxhbN2tu4WxrbcwtjO29bbeztjKtjO2MbayrWwbY0tvY2xXbOktvV2xDduu2IbYhm3DtiG2LbYhtga2LbYttga2GrYGtLm2GrYatLm2ALS5tKW2ALYAtKW0r7SltJS0r7SvtJS0mrSUtIK0mrSatIK0hrSCtG+0hrSGtG+0dLRvtFy0dLR0tFy0YLRctEm0YLRgtEm0TLRJtFstEy0T7VarQ7vVKrU6tDq0Su1Tq9TmtE/tU5vT/rQ5rU370/60Ni2utWlfLa7Fta8W1r7aGVpYC2tnaGloZ2hdLQ0tDa2rDdO62lsbpg3T3lpbe2t9Wltra33antanjWp72p42qpVqo1ogWqlWqgWiDaIFoq2iDaINoq2ivaKtomWjvaK9omWjjaNlo02kjaONo02kbaRNpEWlbaRtpEWlXaVFtWWgXaVdtWWwjbBlsJ23EbYRtvN2tp23wu1sO9sKt8OtcKvcDrfDrXK73Cq30u1yu9xKt9OtdKvdTrfTrXa73Wq3O7bb7Xa7Y8tju2M7ZMtjy2M7ZEtkO2S7ZEtkS2S7ZNtku2QrZdtk22QrZVtlK2W7ZVtlW2W7ZQtmu2VbZgtmC2ZbZmtnW2abZ2tna2ebZ0tom2craEtoS2graNtoK2h7aNto22h7aBtpe2iLaBtpG2mLaDtpi2hbaDtpO2lbaPtoW2gLaPto+2gLaJtoC2iLZ5tom2iLZ9sn2iWaJDokmiR6jQ6JDoleo8/oNeqLPqPPqC+Ki/qisyguiovOonN0Fn0RnaNz9EUURfRFtEMURRRFtEMUQ7RDVEIUQxRDVEL0QFRCtEH0QPRAtEFUQLRBdEJUQFRAdEI0QXRCVEQ0QTRBVERUQ1RENEZUQ1RDNEY0RTRGVBZNEU0RlUXlqCyai8pROZqL+tFcdBn1o350GUVGl1EdUWQUGdUR3UZ1RJtEt9FttEn0SLRJ9Ev0SPRI9EtUS/RLNE5US1RLNE6UTTRO1FCUTZRN1FCUT9RQ9FKUT5RP9FIUUvRS9FQUUhRS9FS0U/RU9Fe0U7RT9Fe0VfSX9EC0VbSV9EDUl/SA1EHUV9SX1IE0gNSBFII0gDSAFIJUgBSClIFUgFSAlEE0mJSBlEA0WDSYlEAUl5RA1FYUVxRX1Fa0VNRWFFS0VLRUFFRUUhRUdFFUUlRSdFEUUHRRVE4UUBRQVE5UTVROdEtUTVRNdEs0SnRL1Ec0SjRK1Ef0RtRH9Bi9Eb0RPUZ30WP0je6iu+gbVRF9obWiKqIqoLWgs6C1oK2gs6CzoK2gq6CtoKGgq6CroKGgm6ChoHqgm6CboHqgdaB6oEegdaB1oEegQ6BHoE3oEOgQaBOKhDahOBQJRUJx6AyKQ19AZ9AZ9AU0BfQFNAM0BTQFNAOUAjQDVACUApQCVAAUAFTAUxYUABTAU9aT1VPW89OT1ZPV89Mz0/PT89Ez0zPT89ET0fPRs9AT0RPRs9Bzz7PQM9Bzz3PPM9DzzjPQc9HzzvPOc9Fz0HPRU9Nz0HPQU9OT0lPTM9WT0pPSM9Uz1DPVU9cz1DPUU9ez1lMX9MCz1rMW9AC0APQAtAO0ALQAtAMUA7QDtAUUAxQDtAX0BLQFtIaegJ6A1tAYWkN50BgaQ3nQG5QHdUJv0BvUCR1CnVAd0CF0CNUBxUJ1QJlAsVAslAk0CJQJ9As0CDQI9AuUCvQLVA6UCpQKVA50DFQOtA90DHQMtA+0DbQPlBC0DbQNlBDUDpQQtBDUDtQOtBD0DrQQ1A/0DvQO1A/0DdQPlA70DfQNlA5UDJQO1AtUDFQM1At0CtQLFAl0CnQKFAn0BxQJNAv9Af0BzUKj0Cw0CI1Co9AgVAcNQmNQHVQHjUFhaAxaAgpDYWgJqAdoCSgBqAeoByiBJzAogWenJ7AnsGenZ6Nnp2eZZ6Nno2eZJ5lnmaeXJ5knmaeXZ5enl6eVZ5dnl6eVZ5WnlSeSZ5VnlSeSZ5Enkif2WeRZ5Il9Vp/Yp/BZfVafwufvKXzqz9/z99Sf9lN/hj3tp/0Me8p4hj1LPGU8ZTxLPEU8SzwpPEU8RTwpPB88KTwLPB88HzwLPAE8CzhvPQE8AThvOWk5bzlXOWk5aTlXOUU5VzlBOUU5RTlBOTE5QTlJOTE5MTlJOTU5STldOTU5NTldOU85XTl3OU85Tzl3OWs5dz0POGs5az0PPAc8DzwtPAc8BzwtPCM8LTxJPCM8IzxJPDs8STxfPDs8OzxfPFk8XzzrJ4sni2f9nJ/103/Oz/npP/On/wQ+82f+BD53T+DT+dw9d0/nU/l0PrVP5VP51D6pT+3Tx5P6pD59PHU8fTyPPHU8dTyPPIM01zTVNF011TTHNF01XTXHNFM1xzS/NFM1UzW/NEc1vzS9NEc1RzW9NLk0bTVPNcM0TzVJNcM0wzRJNZU0STUbNZU0lTQbNfM0uTS7NEU1uzTBNEU1RTXBNFE1wTTFNFE1UTXFNM80zzTTNFc10zTdNFc1VzXdNGU13TTlNGU1ZTXlNO04zTirOHU4qzifOHU4dTifOKHOJ04nTqgT6nTiVNKc04TTnNWE01zTnNWc1VzTdOUkOo/OJc6j8+lc4lzifDqhNLU0zTRVNc006TRVNVU16TR5Nek0/zR5NXk1/zQRNQc1+TR1Nfk08TR1NXU18TTnOAk0czX1NHM1bTX1NPU0bTXDONk41TihONU40zihOKE40ziXONM4zziXOJc4zzjNOJE4mTjFOJk4mzjFOMU4mzjROJs4ozjRONE4ozjXOKM4pTjXONc4pTinNO00/TR3Nf00BTV3NXc1BTUVObE4tTjfOLU4uTjfON84uTjnOLk4vTjnOOc4vTjrOL04wzjrOOs4wzjHOME4vzjpOL84uzjpOOk4uzjlOLs4tzjlOOU4tzizOLE43zivON842zivOK842zipONs41zipOKk41zinOOM43TitON042TitOK042TihNMs02TSvTTbNOM1r89qM07zRjNOs07zRvNGs0+zTfNNs08w22zS3NLPNbHNLM9nc0sTSTDaTTSzNJ049zjxONM48TjxONE40TjxOMU48TjtOMU4xTjvOOE4/zj7ONs4+Tj7ONs42Tj7ONU4+zj3ONc41zj1OPU1WTVPOFE1TTVDOFM4UTVBOC01QzU5OC04LzU5OBc1OzUlOBU4FzUlNRs08zTtNHc07TTRNHU0dTTRNaRNNk0xT2pQ2yTSpNHc1FTkFNBU1HzkFOAU0HzkjNB81PTkjOCM0PTVDNZ/NaDNMM9rE0QzTDNPE0dTTxNHs0dTT1NPs0UziJOMs47zjLOME47zjvOME46Tj5OBM0JTkTOAk0JTUlOQk0NTjNOQ85KTjPORU5KTjpONU5LzjVORc5LzjvONc5EzUhJtxU0czbu5NHU0dzb2ppLk3n00lTSXNZzNM80ozS1PZzNIs01Q2lc0yzaszkPOP843zj9OP843zjdOPs40TkFOQE45TkFOOE44TjlOOM0tTlzNAc1BzkDNAs5AzgFNBs1CzkFNBk5FTkHOQU45zkNOQU45TjtOQk46zkJOQc46TkDOQc45zjjOQ840zkRORs44TkbOQs46zjrOQc06zUtNRc0nTUfNQc0lzSfNQs0jzUNNQs0izSNNQE1CTUDNR80gzUXNR80jzSHNRs0lzURNSs0mzSRNSk1KzTzNQM0gzUJNQM0gzSJNQ80gzSdNJU1LTSVNLU1JTUlNLU1UTUHNP80dzT/NN80fzR/NNM9vM1LTUlNK01KzUlNKU0qzUXNKk1LzUnNK81MTUnNKc0sTUtNLE1OTUtNK00uTU3NTc1NTUrNLU1MzUrNKs0szUlNLs1QTmjJvAnAucsTN2LnDuzgXOB87duTsfOE84b6fuVODUnb9TgVOB83dacP7OndOC04Jz5ww2dzR9NOWmj+aQptyUm0OateaQJpFmrVlrEmkycTZwMnDyTgZOA07eyTsNOG1OA84BTpvT5hzQDObMOXMnAmfupDkROBE4aU1eTpoTbvJq8nLCzhnOmHPmDOCcOW9nAGcA5+1U4MSdNacAZ80pcwpwCnDKmrucMufb3NXc5XydNZq3mr+cdfOXE4CzdtZOAM4CzgxODU6fU4Nzg9Pn9Dk3OH/ODU4Mzp/z58Tg5DkxOC84eU6e84JzgpOCs4JT56zgzODUOXXODE6fs+e8OSM4b07cGcEZwYk7BTgnOCU4cU4JzgZOnBPnbODknQ6cEJy+E4KTgtN3+k4KTp2zgPOA03YecDpw2k7b6cDpO2s4YTRlOWE4XTRlNWU5XTRXOV04UTRXNVc5UThNNJfNY1NE89gsNkU0RTSLTQ/NYnPY9ND00Bw2hU1i09gM0TQ2kc0QzRBNZNNEE9lkNk00TTSZzWbzRXNF89pc0STRvDavTRJNZZNEE0RT2VQ2QTQ1NHnNXrNKs9f8Nas0qzR/TSvNX9PXtNK00vQ1d01WzhRNWM4UThpNWE1YThrNWk4aTrpZq1nLSTdxNTc0OTRvTQ5NFc1b89ZU0ZQ2VTRbNKVNabNFE25+apZyhmiWar5yhnCGaL5q0nK+cMZoznLGcIY1ZzVnOcOaupxhTrepq6nL6TpjTWEz2OzQDDaJzQ7NDk1iM4QzRJOWU0aTVvOWU4ZTRvOWs25im9Bmiia0CWymaKZoApsXmsCm3rzQvNDUm7Nms0ltsmhSm9UmiyaLZrU5o1ltbpszmjOa2+aO5q6pa05p6pp+c0pzStNvNmn6zb7ZpNmk2TfzJpMmlObfhNK80vybf/NKU9nM0BzRTDZHNE80k81k80QTRrNVM5ZzRTNWs5dzhXNFs5czbuKauaaUZq7Ja0ppSmnymlWa06aziaLpbC6bKJoomsumiCaVZpTmrRmlaaR5a96aRpqyppGmkKasKWsKafJo2pp2s0jTbvLNIs0iTb65pMk3cc0lzSVNXFOK04PzQ3OU84MTRHNUc5QTRDOVE4STRDNVM5WThFOFU4SzQ1OUs4PTQ1NUU5TTQ3NU80kTSRNvImkCaeJNvAmk+TaBNHM03+bbzNHENrVNa9NF09qcNl00XTSnTRRNuhnWvNEMa9Jo3mjeaNJovmjOzbr5o1k3bc0fzR9NW7NIk0fTRrNG00ZT26zRrNHUNl04QzgRND81PzkRNCM5ETR5NSM1IzV5NRE18+bdPNK8m7TmkeaRJq0Zc6pwsmi6crJwvmi6arpyvmjOcs5wlmiqcpZwcmiqaqpycmhKasJoymhmmzKaczPbzDbn5g+nCeeIJirnCKeIJqomKqeIpqjmkWasGaQZa9LNIM0gTbp5o1mgmaBZo5mgyaBZo1mjyaAJwdl0Sp20U+qsOmkn7aw6bc6q8+q0OW3OqzPbnDXdpoKm24zRVNBU0IzB5NWM0SzB5MXk1SzR/OC0OqfO2jl1Mp21s3YynTKcTKfSKcMpw6l0GpsOmg2acrNB00BTbspNA80ZTQNNAc0ZzRlNAU0WTQHNAE0WTRbNAMxfTq0T67SdWKfVaTttp9VZO3k4bTh3pw0n1bk7dyfVGTupTqczdsZOpzPplJ2zE+qcnb0T6oQ6e6cOZ+8kOnU4dTiJziVMXUxgTRRMYE0ATRRNFE0AzQFNCE0KTVmTQnNDU9aUNTc0b8xXzFjNC8xYzGDNC80LzGDNFMxgTQLNFM0UTQLNt0mguaD5Nt/mguaDZrKJNzM0MzTxpoUm3nybFpoWmm/zQRNFc0DTRXNAs0DTRdNFs0CzRnNCM0Kz1ozQdNCsNWtNB025qaGJofk3MTQnNP/m35zQrDmVOJM4hc4kTh5OoVPo5OHcmbiYt5ohmLeYtJohmiGYtJiznEOcRpw/pxFnEefP+XMWcfqcRZxEnD6nz0nEGYQpi1mr6YFZi2mr6aHpgWmLmasZgjmr2YE5iymr2aHZgSmr6cEZxAnEqXMCcfZw6pw6Zw+n7+zh3OH0nb5zh1Pb9MDM1RTBzMXU1RTRFMHU1UThTDqLzhXOorPnXOFc4ew5IziDzqEzhXPoRDpTOFM4kU4aTqRz6aThpOFcOpvMX0xfTRNMX0xcTRNNE0xczRDOH04hTp5TiHOIk+cMgoykEgAQEBDgGK4JkhAphRxliQMCCAQYFA4Ko0znDB4AAhE6fyjeK/FfE4vgvEv2bpEssz+vV7/Cr/d1piwbKPuYLDovyd6Nxd1obLmtWO7G5hiNxZNu2Idi8UpsCJtg+f86zl+RCztPKCz2AlxvbaWydfIV9rWrLmsf6a66PPfa3K1yv8fd+YILWtzOdlw1+1vYqirYd4sltq7f64NK1m61x34GrzW6/uJa/OfWf7M2/LG+WbWgm+rrCKbUSLKjVkL6H4+2W/+XeuvHNgrSqIZxsHzfNehetkcbY0ZxLuIumMejTR/cSJNYqNvmo2rikN3TqMiZMG8aWldm2k2Mk7+pZG2YWC+uZX7VzIjAgH0tBakmKfKUWNuR79E3JEsNSd2E4BXmEivtqkW9CAPG3awtD9qaJNs3E1dWqc5o1JfsjDEsam6yfOTNpb72uTSUQCdSQ9lc1Upu7cWdy31l6UdTP7WznqQ5I7NjYaTX+9Rsh+5BRL3H8w4/0nekyRewvVUHES7QI9kepXp23UYSeFJfcdO+eNslbnB4Cdf+nnqywyDN3PKdj/6D1nema9Yv7ynjkf2O/YvziOGFdcH0v3K++7y8XYc/1682fxYnKw9L96rfusfKV7VL9Z/GmcKT6o3yh+qB7ntynf6brnaaeZR4Sb1I+kc9x31G3qLpT/Q3jCvEH9QJ8gPq/Y38fbg8+zs/u3g6uDmNfRz/mpza9o/GkdmL+YXFf8F56XPRbemz9rD4VnZV9lNxUngovSeCi/Q3SfmTC5vzLX/IXDEmzH493i+X2brZDnZr/VTZaUb6Qj9Pt5lhfpWbJHtsjF/iZ8gGO8Ctb9Ozu47ui9vc3FqGtpU9MffVcW1ZnxWbyqBe06fkjjKiL2hvjvMxt71r0c+W8v9M7HJCYbv2sCi01+NcgPStwfJ1028DRsMRIwmQBQpvrnCdkPiOn4phcYNor8bn7uy8WGGHPEl9SkvsztZ2BZTWRehS/lxolx2V+pn3h0s/77arntutnXcley8/73Ut+UUtbndi1CIB7UDvK/V0xEFY4dOfDslY8dK950HDedca/QufXRx6xjueKsxaJsZbP+sVo3uDvXtaFZ6U/vpwvpN6mp1rROlVyzxTxH1c7LjpiDAKhjHXuHAR1UivRut8V8DNGaYe1HIlO1cLXLOKSFgeVNCznZyb1q0lkyeQa4x7XXqw7971ceGyeozlFf+SHqkp3DWN1HwcFekPHY5XY2jUsFOvjiVZyh+4B+BtwGfwdfLouqP2QF9NbcuO5c/urcSn1VxSm/RE5dgSPcPlDVY7dM68cKtaPWPJ1LDXa7dQLLXqlbpPLJOadI3qEArk9rw6Q+2uN+D3V8/WM+/na/Mqz31zj5+1q+102eXDtva2CbwMj2cW3lT1dvB3hK7/L0PndK92uTOVkhr9ImmbKUmKsWwz7Ki+VBwumtq9V3qqKV515AwHulzCNPq/2nP14c6nBjYybpsL6Qz6haGlqtGtTur2DqGu0rLMPDd3vxdacjd06M9cJ00bHw1mfXXjYsZYWp++qrDDguiYS6Fvy5BEmtaigpyiC/kutGfvrbFlaZlZxwzZWG/yYWeHLrJqi5nlgjR5ilO2a8Tf3Lk2P7W2N9G+IhQUFH0xtOOHsGfJwLvkikbL2hZcXxWEX+A53kFf1j0oa35K85kdx02ukvreLOOa18EZFbxmoxbrVCyHQvWsT37rn3NIb+++Ucb25fzKQCCna/IIy22hIxQQu6I9DaLGeVeEOmrUP9X96Kyj+ClFi1BzfrzOOW7YaXs511av2Lk3+7mH/C4X/l/eas7NGLkNIw+zua4tWXUG8humpI3dK2eyzt/qdDD9RVPuCyUmiU+OLT0lefC4AIe7yTIdK1Kl+cNq1Z2U94Qxb0k3zziv8CubbzuWrDpYsytWayr1cQEMDQ/eAR+7digQsHD/Sn/++bxWBQAAAAAAAAAAACBEFFVjZhEBAADAP//8888/i/kDKXcpdSJ3WcVMRUTFrGJWEVGRURFRkU6RUZFRkU4xT5FOcV3MU8xTXBfdxXUxW3QX3cVskVvMFolFbpFbJBaPRWKRVjwWj0VasVekFdEUe8VeEU3xTRFNMUrxTfFNMUqxSzFK0UexS7FL0UcxSdFH0UQxSTFJ0UQxR9FE0UIxRzFH0UJxRNFCMUJxRHFEMUJRQzFCkUFRQ1FDkUGxQpFBsUGxQrFCsUERQ7FBcUIRQxFDcULRQ3FCkUPRQ9FDkUNxRZFDMUZxRXFFMUZxSDFGkUlxSHFIkUkxS5FJkUwxSzFLkUzRTZFMMVd0U3RTzBV/xVyRWfwVf0Vm8VpkFtvFa/FabBflxXbRUFFelBcNFR8VDRkRFB8VHxkRGCsYERhvGCsYKxhvGHEYbxh/GHEYcRh/GIEYfxivGIEYgRivGLcYrxiDxi3GLcagcWgMGs/GoXFoPBvTxrPxjzFtTBv/GAUZ/xg1GQUZBRk1GTkZNf0CjJyMnH4Bf4FfwH/hL/AX+C/8Gf4LP4s/w5/hZ/G/+Fn8Qf4X/4s/yC/kD/JT+YX8Qn4qf5Wfyg/mr/JX+cH8YX4wf5k/zB/mL/Or+cv8X341v5r/yy/m//JP+cX8Yv4pP5Z/yj/kx/Jj+Yf8R/4h/4z/yH/kn/Hb+Gf8In4bv41fxG/iF/FD+E38Jn4If4QfgnHVH+GPYFz1XxlXGTH9V/+VEZPxkxGT0ZDxk/GT0ZCxkdGQ8W5sZGxkvBvzGO/GsTGPMY9xbGwbx8aosW1sG6PGrDFqBBqzxqwRaEwagcY2xqQxaWxjrBnbGMkYa8aakYzxjZGM0YvxjfGN0YsxjdGLUYsxjTGNUYvRjFGLsYvRjNGMsYtRjbGLcYxRjVGNcYwRjnGM0Y0RjhGO0Y1RZ3RjFBp1Rp1RaHQahUar0Wl0Gq3Gr9FqjBu/xq8xbsQyxo2DjFhGLOMgIyPjIKMnIyMjI6MnIymjp5+BkZSR1M/gl/Az+GH8En4JP4w/xw/jj/Pn+HP8cf7cH+f//bk/9/9+4P/7iz/wB/7F//+LP/P///9n/s6f+VN/5+/8qX/1p/7bv/pX/+3f/be/+O/+3V/8k3/xr/7JP/lX/+xf/ct/9s/+5f/8l/90/vk//+n8dX46/56/zl/n3/Pz+ff8jX4+P5+/0e/ob/Rn/Y5+R3/W3+nP+kf9nf5O/6if1D/qN/WT+kn9pv5Uv6nf05/qT/V7+kH9nv5JP6gf1D/pt/RP+gv9ln5Lf6E/0R/on/QL+gX9k/5K/6Tf01/pr/R7+kX9nn5Tv6hf1G/qePWb+kcdr45X/6i/1T/qz/pb/a3+rP/Tn/U3+j/9n/5GP6S/0b/nh/RD+vf8fv49P53fz+/np/Pb+en88t/Ob+eX//Rf/qt/+k//1f/6V//if/2vf/E//sX/9h//43/7a//tT/21v/an/tKf+jN/6S/9mf/yZ/7Ff/kv/+JP/Iv/7yf+xP/38//vj/PzP//H+bn8cX4YP5efyw/jR/HD+Bn8KH4UP4M/wM/A6OkP8AcwejJSMnoyDjJSMlIyDjLiMQ4yxo14jHiMcaPYGDdajWKj2Gg1Ko1Wo9CoNCqNQqMco9DoxijHKMfoxgjG6MY4xgjGCMY4xmjFOMbYxWjFaMXYxfjE2MWoxfjE+MSoxdjEqMXoxdjE2MToxQjF6MVIxgjFCMVIxojFSMbYxojFiMXYxijG2MYINIoxijECjS4j0Bg1uowuY9RoNEaNY6PRaDSOjVzj2Hg3co1c490oN96Nhoxyo9xoyAjIaMiIyQjICMiIyVjJiMm4yljJWMm4ymjKuOqHYDRlNPVD+Bv8EH4Rf4O/wS/iB/GL+Gf8IH4Q/4xfxj/jH/LL+GX8Q34j/5B/ym/kN/JP+bP8U/4vf5Y/y//lJ/N/+cv8ZH4yf5kfzl/mB/PD+eH8YP41P5ifyr/mX/NT+bX8VP4gv5Zfyx/kR/IH+Vn8SH4kP4s/xs/iv/DH+GP8F/4N/4VfwL/h3/AL+A38AoyafgO/AaMm4yajJuMf4ybjJuMfYx/jH+PZ2MfYx3g2ko1nY9BINpKNQWPPGDReMfaMPeMVIxXjFeMPIxUjFeMPow/jD+MNow+jD+MNow3jDSMCow2jDSOCYiojgqKhYqpiqqKhop+ioWK76Kfop9gugovtIrMILoKLzKKxyCzmisaisZgrxinmimSKcYpximSKV4pkikyKV4pXikyKO4pMijGKO4o7ijGKHYoxihyKHYodihyKEIocihOKEIoQihOKB4oTig2KB4oHig2KAIoNigyKAIoAigyKV0UGxQjFq+JVMULRQDFC0ULRQNFA0UJRQdFC0URRQVFB0UTxQtFE0UfxQvFC0UexRdFHMUqxRbFFMUoRSTFKEU0RSRFJEU3xSxFNkVb8UvxSpBVbRVqRWGwVW0VisS8Si9liX+yL2eK0mC2ui9PitLguoovrIp0iuogu0inai3SKiIr2or2IqHioiKiYqXioeKiYqaipmKmoqqipqKmoqtiqqMq4oNiq2Mq4wNjAuMBIwdjA2MBIwfjBSMGYwfjB+MGYwRjCmMH4wBjCGML4wGjB+MAYwGjBaMEYwHjAGKDYyXjAeKDYqTiq2Km4qDiqOKq4qOiouKg4p+io6Kg4p4inOKcoLuIp4imKi+SiuKgskovkorK4LCqLseKyuCzGirBirGilCCvCilaKU4pWiiWKU4pTiiWKIYoliK2KIYohiK2IqoitiJyIqoiqiJyIWURORErELGIWkRJxEpESkUucRJxE5BKjRC7RRowSo0Qb0fUL8BvAd/oN+CHgO/Gdfgh4VT8EvwO8Kl7V7wCf6nfgR4BPxaf6EeBR1YY1Yq1Wy9a2tb4Grl1r1Nq41q1Na1g1ea2OLYhthc1ILZRtQa2UTY0tjO1lg2KbYvNhu2M72942VLZWtkU2PzZLtks2PbarTW4z2oS2q41tc9qybG42bjFuI25XNlC3BbcItwS3DLcQtwU3BbfWjXaDU8NTm9fy1CzVNtUy1SrVGNUk1T7ZCtgI2MrY0thatje2MbY4tjE2LLYqtiy2KrYmNic2K7YiNiM2HrYntkq2STY+Nrptky2SrZItkA2TDWjT2Wa2r82QDWxT2qa234bHJrbVby5uGW4nbg1uH24XbsEb+Ia8hW/D27bWqsmp5Wq5mpzam9qvBqxNa9MaMFpT16I1LrdmromqcaplqmWqcapdqk2qRaphqmGqRap1qvmpAar1qQGqCRJUG2RrYeNhK2ErYeNhk2DTYdNg62HTYFth62HrYVthC2JzUFNlm1BTZbu6sg2wUbEpsWmxKbFdsWmxabFdsYmxsbDJkGFDYltiq2EjYiNiq2H7YWtkY2S7Y7tjY2T7Y2vbAtnitrgtkA1uK2UrZDNlK2RTZDNlM2VTZFNlO2UzZBtlG2UzZCNli2OTY3tjk2OLxWyzG5abFi23LzccNxQ3GDcYNxQ3F7cCNk63CjZOtlS3CrcKtlS3Azc1t+Etzi3ObXh73dbcljfZTXZb3pg3282/zW7+jXab3WY32q11w92mt9xtetPecrfcTXsD3rC39i16a9/G41u2Fqe2q8Gp7Wq2GpwanJqt1qYGq/Vqrlqvtqu5aq7arhanpqsZa7SasRas0Wq0WrA2qyVruRqxRqzlarVarvamVqvVam9qbmrDWq3m1/xarWar1Wpuaraaream1qb2qvFqsRqv5qvFarGaryar+TVbrVgr1my1v2ar7Wp/7a/tasjartarIWvIWq/GrGVrfa1aq9b6mq/W1263mqz2rS1r29q2tqz1tWUNV+trfQ1Xu9WONaGwtqwJa3xtWVvW+Bqu9qq1arxaq5bL1ZK1ZE1Z49WUNWeNV+PVnDVfzVmD1nw1Xw1aq9aYtV7tWXvWerVgrVeDwWqz2rmGrYVr2NqyFq6Fa8vat6ar/WrG2q82nda6tW5NWzPWtDVrzVgz1qy1YM1ak9aCtWBNWnvW0LV3DVx719I1cA1cS9euNXQNXDvXzjVwDVsD16g1bA1bo9aOtXFtWiPXyLVpzVub1prNWrTWqIaoVqiGqBYoUC1PLVCND58antqdmp9anZqfWp9anVqdWp8aVq1dK5dr6Vq5JhbXrjU8tTm1eW1OTa2umWtzavSaukavuWvqmrrmrnlr7hq75q15a+waufauwWvpGrxWr6Vr6Vq9Fq/Va/d7zU7tTq1OzU7NTq1OLV6rU5PX4rV4TV5r18y1dW1eW9fstXltXrPX8tTsNTq1PLU8NTq1QjU6tT+1QrVCtT81QzVWNVE1UDVRtUw1UDVQtUy1TTVLtUw1SjVKtUw1SbVMtUuXapVqk2qNapFqjWqFCtUM1QzVFtUi1RbVNNUi1SLVNNU61TTVsrJsAmqVao5qjGqOaokS1QbVBNUO1QbVDtUUKaoxqimqPaoxqjGqPapJqj2qQapJqkmqQapRqiWqEaoNqhGq7akNqg2q7an1qe2p6an1qfWp6alh2WjYMthm2DLYLNhm2GbYLNhY2ELYKthq2CrYTJiw/bClsKmwPbCpsMWIYbtgi2HLkcNmwpbDtmOH7YcNhu2FbYLthQ2FbYJtgg2FzYENhe2EzYHNge2EbYStgi2CzYQtgk2BzYTNhE2B7YJNge2A7YLtgu2A7YHtgC2A7YHtgS1ArVWtVW2VrYGtQW1V7VTtU82TrUDNU22UrYCtQG2UjUFtVI2UjYGNQY1ULZVNhw2GTYMNhm3CBNsAmwjbAtsH2wfbAhsB24JaKBsBG4FaqNon2wCbAZsGmwEbBJsGmwYbBNuKWpYNgE2ADYANgU2ATYANgc2CDYGNAgUbC1sGGwabBRsGWwKbBZsFWwKbAFuCGiqbAJuAGqpapxqqmqlap1qnmqkaJlsBGwObB5sHGwMbCBsIGwPbCNsIGwObAxuDWiqbA5uDWqqaKhsJWwpbA1sK2wNbA1sD24NaKxsJWwObCJsIWwPbAluD2inbAtuC2qlaKVsXGxpbGFsYGxrby4bGhsPZcjYwNpgtjQ1mc7lsLZsH2wZbAdsGGwdbAVsBGwcbARsHWwcbARsBWwfbB1sWmxdbFZsXGxkytjE2MjYzZmxxbE5sXGxWbFxsZ2xWbFZsZ2xobGdsbWxobGhsbWw4mxjbFVsZWxnbFVsa2xXbFlsaWxrbFhsYGxObFZsUmxUbGpsUmxQbGlsXGxZbFFsVWxTbEFsVWxXbEFsT2xAbEFsTWxMbEJsNGw5bEZsQWxGbFZsQmxCbFRsTWxZbE9sU2xRbE5sPWxObDZsPmw+bDZsLGxXbE5sS2xMbDx62FjYathk2HDYcthm2IrYZNiS2IrYiNiQ2JzYINgm2FTYJNh62FbYVNh42IzYoNh+2JbYlNh+2GjYfNhe2GrYaNhe2ELYWths2JbYbtiM2JTYltiO2K7YjtiS2K7YrtiS2Lbaz7Y7NbDPb7tjqtju2P39seGxr29jmxza25bH5sfmx5bFZsk2yNbLxsTWy3blje9sO2fbYsmx7bHRsWbYsGx2bJBsdm90mySbJZrepbYhsjx7Z8tge2SBBslmyIW1oW9QWtaFtc2xoGyBANkQ3B7asG4IbAlvWjYAtyybpRuBGwCbpBsDmyHbIFsp2yJZlC2ULZcu6ObgBsEmytbK1skmyLbJJsqlti2yLbGpb2qbKpsi2yrbKpsgWyabINrdFskWyzW10GyrbItsp2ynbIpsh2yJb2mbIZsiWtoFtdWyJEtk82RLZNNk82TzZNN0M2NY2P7a2rW3zYwtk82O7ZAtkC2S7ZMNku9v62AjZ+tg82QjZCNk82SjZ6DY7tk02OzZBtk22TTZBNlE2QbZBNlE2UbZBtky2tw1u42OD2wLZ+Nj42ALZKtlitpptZqvZeDwb0AbHxttkNpmNt9lsvO1os9lstqMtaMvZeNvLxtvg2F62lw2OTY1NZ6PZZjaajY1tZpvZ2Nje2NjY1tje2N7Y1tjG2NbYvtjG2MbYvtiw2Fw2mK1n69lgNp8NZvNtPpvP5tuYNjA2NzaYzY3tZoPZYLabzbfdbDubb/NtO9vTxrT5NqfNafNtWZtve9qytqztaZPaeLafDWj72YZD228b2opFm9LGtmVtd9vdlrX1sWVtUlsfWx+b1FbHNrZ1bXlsXRvWlseWx4a1zbFhbVXbHNscW9UWtZWykbIVspGyGbIVshWyGbJ9bTkb0cbbiLaljbfxtqXtaFvarLaj7Wiz2ty2oO1oE9qEtqPtajva3Lar7Wpz2+S2r81rK2Tz2si2QrZCNrJNkY1sK9sU2RTZyra5DY8Nyya2YdnCNrFNbAvbpjaj7WpD2pC2qw1tu9r02NA2tE2PDZBNaYPapjaojWqb2qY2qk1so9q0NrFNbNPa6jatbWur2+q2rc1sC9u4tqmNa2vapraprWn7bU1b0vbbflvSBrQlbb0NaAPaepvuluYG58bmBudGu7G5sbnRbq5bm5uYG5ubmBuaG5sbmxuaW5qbltuZ25fbmdub25fbl9ub25rbm1vstua25ha7LW9Tbl9uWW5fbmtuWW5ZbmtuYW5rbrJbmFuYm+xm5tbmVuYm5lbmtuUm5ibmtuVW5bblduVW5VblduWm5IbmJuYG5gbmJubW5SbmVuXW5dblVuVG5Zbk9uTG5Pbk9uXG5Mbk9uU25Xbk5uO25Obj1uS25Lbk1uQm5ZbkxuP25MbjBuT25PbkBuSG5UblVuUm5SblVuW25FblpuS25LbkpuR25HbjNuT24vbiNuQG5DbkVuQG5AbkVuSG5XbkluPm45bjRuPm4+bjRuM240bj1uI24zbj1uIG4tbk5uOG5Ibk5uNG5ObjNuNG5EbkNuPW4+bhFuGG4hbhluGG4obiluHm4pbgBuGW4QbhZuKW4ZbhZuJ24tbjNuOG44bjNuOG4jbjBuKG4obiBuLm4cbjtuMG5LbjxuIG5AbkxuL24sbituL24vbituK24XbgJuFG4kbiJuEm4ibjRuJW41bjRuIW40biJuIW4xbjJuI24nbh9uG24bbh9uH24vbhluL24vbiluJ2w7bKFukm4CbAFuk2wBbJtuk24DbAtunGwLbJJurG4MbAJur24PbAJupG4UbBJupWwCbKlulW4FbAlsnGyUbJ5skGygbK5um2wObpZuC24LbgZuCm4ObgNsEW6jbhFsAWyhbqFsDm6JbAxuoGwcbK9ukG4QbB9ukWwPbJ1ukW4BbA1snm6KbiVuJW4VbixuFW4VbhxuFW4MbhhuFW4FbghuFG4SbjpuJG4qbiVuFG4kbiVuF24HZ1W3BrcGtwW3D7cFtwC3H7cPtwC3FLcZtws3ALcLNw03ALcAtw03CDcNNw63CDcINw63AzcTNzk93U3NTcZLfhTXZj3oa34Y15296yt+rNv1Vvv5t/82+/G+32u/FutBvtxru5brjb6za9vW7D2/Q2vQ1v4Zvtprv5N90tevNv/i16y96+t+dNfHvemjfxTXxr3pI33c13i958N+IteoveiDfsjXg73rA37O14U97m3Ow38U18s9++N/utfvvevrf67X1D3sC35C15A9/EN/AN6ya+iW9Ytzk34E17C96CN+0NfNPe7jfwDXy737Buz9v3prwpb98b9va9vW/YG/b2vrVxWLgsjg6ODi6L++KyOCHui/vihDhfJ0JHQlcDZwJHAncChwb3BefDIXFlcGdwTHA+cDVwR3A5cD5uzhv71t8S3Q7d5Df4TX37cxt0E3Rj3wzdEN3cN1G3RrdQN1K3TzdHOS85JjknORc5IbkkuRk5ILkeuQY5DDkHORA5CjkLuRW5GLkZuQS4UbhUuQA5B7kHORE5C7kFuD64PLg3LhQuE64SjhMuEm4UrhPuEw4S7g0OiqPhzrgyDolT49Y4Ja6K++L8m5UblxuZW5QblJuXHCddgZyom41bkFsMnRSdDR0UXAzcCdwKHIHbqZsqnAPcFW4Bzgzuh5PhkOCq4MDgluCU4IbgguCa4HTc1rc6tzu3SjdQt0K5Wa6WA3PLdFt043QLdftz25Rbk5OS25LTkruSI5IjkSuRY4HzlBuAY5W7wp3KEcDtwc1xhXCOcIFwgnBacDKcDnfFTXFB3I8L45i5dg6cE+fEOXDumQPnkrln7plL5v6cOyfPwXPwnDynR6dDd0NXQldCd0N3QnelE5AjlSOlE6C7cLNyg3IzcjNyg3LToWOgq1BBd0CHQpckiU7JLdOt1K3TrdOt1G0V7gBOAY4BjgFOAU4DjgKuAK4BrgGuAA4BzgoOC84JzgkOC24JLglOCQ4KDgpOCU4MrgduBu4G7gZuBi4GbgfOCI4HjgfOCI4KLghOB84GzgZOB07FbcyNzM3NjcytdnNzc3Or3W63O7dJNz43PrdJN0u4ADdON1Q3TrdGN1Q3VLdGN1E5WO6V85Lzknvl2uTe5ODAyXXJwcnJZLlZLkWuRC5ELkSuRO4Dzg0uiGvhWrggzoV74Xo4ObgeboeTg5OD2+HW5P5cMpm75dw5b06e8+bA4Fw7581xc+AcN6fMgXPgnDKXzClzxFwyl8wRc7dcO0fPyXP0HKCcPCfPAcrpyQHKCRKUU5SrlIOUI5WDlMOUI5UjlcOku8oJykXKKcpFymnSlMOU05QDBUp3lYOUQ5TDlEOUI5TDlMOUI5RTlCOUu5NTlFOUu5PTk7uTs5PTk9OTs5OD617ocuTQodDl0PXooUui46BjobOgs6BjoYugY6EDoYugi6ADoVugI6JjoauhY6HjwEEn4ga71W5ybrUbmZucm5wbmRuX25iblxuZm5cblBuZG5kblJsVHRGdDx0LnQ/dDB0LHQvdDB0I3QwdDB0IHQgdDN0GXQhdhw46CjcbNx23IDcdNyhQblFylXKkcpxynHKkdAVypHQXdAV0BXQXdCN0C3QgdAp0CnQgdAx0IHQbNugq6CDoEuhk6GToEuhQ6BLoAOhQ6FDoAOgc6ADkWOkc6BzkWOVK3aLcnNyC3JzchNyC3ILchNxi3ITcftxi3GLcftxq5ETpCuRK5UrpCugc6AroRugc6BzoRuhe6CDoZOgo6CjoZOhs6GTolOhs6GzolOig6E7obuhI6Ejobuhq6G7okOhq6GrokOiI6KTopuh06KbonjzR3dA90TnR3dDd0DnRIdGV0IXQ6dCF0NnQ6dDp0NnQScExwGnAVcBVwGnAqcBpwL14gbOBI4HjgDuB44BLgTuBO4FLgVuBS4HjgAOBA4HjgPuA44CTgPuA+4CTgLOA24BrgUOBQ4FrgZOBo4EzgZuBM4E7cQIXA+cCxwKnA8cCVwKnA6cDVwKnAlcC1wGnAqcC1wFXAbcBdwHXAncBJwLXAtcCJwIH45bqNmrU7RLOAE7ADdQNFE7AzRRuAA7BrRQOAa7ArdStFK7AbRXuwC0VTsEt1e0UTgFOwe0UjgCuC66I84Ir4ow4LzgvOCMuDI4EDgOOAw4DLgKOA44DLgJOAi4CLgFOAk4CLsGNFY4ADgJOAQ4CzgNOAU4BzgNOA84DLgROA04DLgTuBQ4FbgRuA24ELkMG3AJcBtyECTgHuBmOh0uD4+FqNRwZ3BrcDqcGpwa3w81wFnAScBRwFHAScAVwEm6scAVwBW6sbqtwanAzHBccF9wMtwU3w6XBbcFtwaXBXcFNweFwVXA43JgxODA4MjgsuDQ4LDgruDS4NDgruCs4LbgsOBkuCy5KFJwZ3BGcDxwSHBKcD1wVnA8cE1wVXBUcE9wUXBKcECE4HDgyODE4LDgxOCU4LDgsOCW4JTgguCG4H7ghOCW4H7gfOCW4JLgmOCk4IzgpuDZtcFRwbXBw4ODM4ODgcjncDxcF9wRnBvcEVwRnBmcGVwRHBVcERwRHBUcFRwTHAycD1wKXA5cD1wLnA9cCBwPnA+cDBwNXAwcE9wPXA9cD9wM3A/cDhwM3AzcDhwNHA7cD5wJnBOcCpwNnBGcEpwPX5Aa7cW+1G/dWvNVutVvxdrvxt17vdr71brvb+Xa+7W7CG+xGvXFv1Nt6fbtz896s1hv9Zr1Jb/Qb/Sa9/TdNtzw3SDdItzy3R7c8N/rt0e3RjX5TdNt0+3PTdNN0+3PLc/tzU9/y3PLc1DfvjdJt0i3SbdLtzi3SLdLtzq3O7XwDdEPfAN0CBboRuvG56bnduem5lW93bndu5Rv3Vr51b9wb99a9FW+AbueboJug2/nGvp1vwhv7xr4Jb/3N0m3S7dLt0m3S7dRt0o3S7dTt1I3STdXN0M19I3QjdHPf0Df3zXhD39A3442/XW9k8s3PjXwz3/zc/NzMNzo3RTf6DdEN0Y1+c9/ot//mvrlv/814S3ST3xjdGN3kNzs3+Q16s3Ozc4PerrdBN/bt0O3QjX2T39g3501+k9+cN+it0i0Ld3XLurVqhVtwa4UDgFuAW4ADgNuAA4B7gNuA24B7gLuAC4AbcOOEG3ArdeN043QrdcuEc4AzgLvCGbiBwl3hrm6gbpVupG6ObqZupm6ObqBujm54bqBuoG54boVue26Nbn1ujW6cbn1ufW6cbotujG52bpJukm52bphudm5+bphumG5+bp5unm5+bp9un25+bo5ufm50bo5ujm50bnhue27wW6Mb/Pbn1ujW6PbnFipXy8FyYHKwnBcvOSc5J7kjOTC5I7kuOTA5MLkuuVmuSU6NmhwtpyYXJ07uzzHJecktyS3JecltyXnJtWmTW5O75eTkaDk5OS45Wo6W45KrkuOSe/IkVyP3JpclS05Gbk2OTE5KjkxOi5YckVyS3I6ci9yOXIeci5yLXIfchdyJXItcjVyNXItclVyL3ItclVyV3Itck9yVHJAckRyQ3IwZuRi5JDksuR05LLkvX3JRcl9yZcrk3uSO5IzkuuSM5HTkuuS65HTksuR05GzksuSy5GzkZORi5GjkiORo5G7kiOSI5G7kpORu5ILkpOSk5ILktuSC5IbktuS25IbkluRA5CzkTuRO5CzkWuQs5ETkWuRa5ETkXuRI5DhwyEnIZchpyGHIYchpyDnIachJyDnIOchJyD3IycjByEXJwcihyEXJRcmhyO3IociNyO3I7ciNyHXIqch5yJnIechNyJnImchNyG3IrcjNyKXIpcjNyJXIzcj1yJXIlcj1yLHIZch9yGnIfciVyGnIaciVyJHIqcgJyXnICcm5cJG7gOOEG4XzhPOEG5UbgBuVS5AbkBuQS5CDgMOEAwUqZwAHCqcqZyBnAKcqpyAXIWcgRyFHIWcgZyFnIKcgZyFnIacgtwDHKjcA1wrXKjcgNyE3IAcBQm5D7kKuQs5DrkIOQc5DzkMOQW5CDkHuQG5CbkLuAK4VThSuVA4ArlTOQA5ADkDOQC5CrkHOQY5BjkHOQY5AzkEuQI5AjkAuQO4K58btwc3B7cENws3BzcENwvHBiXH3O+4Q7o6rgzuEO4SrgyOEK4RDhNuDQ4R7hNuD24N7hBuEe4STJAmnCfcHhwcPjo4LhauEE4UThauEK4WrhFuEK4UrhVuEw4QD4+Q4Oo6Ok+MC4eQ4Oy4QLhDOjhOE64N74wDhAOHeOD24N06L04PTg9PixLgubo7z4ua4PTgvzovbg3PnGOQI5ArkCuQI5ATkCOBO5QTkBOBO4VbhTuE24VbhVuE24UzlrnCkcKdwpHBZuFO4U7gs3CZcFs4SbhNuE84SThHOEe7SJRwqHCPcJFwkXCTcJNwo3CQcKtwo3CgcKlwqnCncJtwn3CfcJhwk3CacIhwkHCScIpwhHCCcHlwiXCKcHlwjnB7cIVwjXCPcIRwlHCXcIVwmXCbcIVwl3CEcIVwlXCUcIdwiXCccJJwmnCYcJNwgHCScIdwg3CCcIRwfHCPcH9wk3B9cINwk3CRcIJwj3A9HxMlwRFwTJ8PJcE2cDtfEPXE6nA73xFFxaHA+nBucG5wPF8T5cFZcEBfEWXFX3I/jeZwN98K5cD2cCxcM4qa4MTgcDogD4nC4IQ6Hw+KGuCEOi+PitOB0uC+4LzgdzofT4ag4H86Ho+KsuDi4WAyXxcVwN1wWl8XdcELcFBfF9XBR3BLXw/VwS9wOt8QlcTvcDpfEzXBJXI+b4Wa4HsfD1XFbXBwXx21xUNwWZ8NBcVCcDUfDTcHBcDgcDHfE4XA43BGHxR1xUhwWh8VJcXAcF4fFgXFgHBYnx2FxcJwcJ8fBcXZcGufEsXFsnBPXxjlxWVwb18ZlcVi4LrgyuCKuDA6JxJVxapwSh8ahcUqcEafEsWGDC4Ozg7tzB+cHRwf3xeXB5cF9cW/cF1fFvXFvXBWnxZVxY1wRN8aRcUVcEUfGGXFknBlnxBlxZhwaF8dBcWvcGgfFKXFQ3BucEqfEvcGxwZ1xSFwal8YhcU4cEncG58Q5cWdwcXB1nB3cFmcHF8ZtcVtcGPfjCuHmOD84P7g5Loyb47q4MC6M6+KYO0E7QLtNO0C7O7tNu027OztLuzu7OnV2c51Rd9VJdV2dWXfdedmN2TnJNXO7nC53zF1z4dw4V85Rc+WcPbfWtXRbdFl0Mx0cnZZdm91tl9vN2e3ZNdrFd2pHu086Pbo+Ojq7AzsJuku71i7MjszuzC7KDsxOyA7GLsoOyc7FbsYuxW7DhV0MXamdiF2AnYSdhd2AXDRny/Fy6dye3Dx3Kbco5ynXKGcoNyi3KtdKd0B3RadGt0QXRCdG1ySHJhfMtXLFHJucn0uTc5Prc25yUHK2nI9cjtyZnXSn3UF39t19B9/Vd+ede5dqR2pXaVdo197Z4QXYbdpZ2g3YKdBJ0knaKdBV2h3QXdKp0qnSXdIx0s11a11dV9etdXh2BnSrdJp0mnSrdJR0bJ1d99a9dXYdH51MF9QRdURdUIfULXVDnVY31Dmduq0uqxPr1DqxLh7XYe3W7Ny42fF2ZHZZdm92b3ZZdmV2MXYtdk12TXYtdkd2OnYcdjl2HHYZdjl2OXYZdjd2RnYidkF2QXYidj92KnYoUOwc7DToQu1A6ELpTO1A7EDoTO0I5Ka5XM6Zy+ViOWfOmYvlkLlBuTq5QrlCuTq5PrlRuUy5T7lPuUy5TjoMOiA6DzoPOiA6I7ojOiG6DLoMOiG6CbqdTozOprPpxOhoupcOiy6OLo4Oiy6KzogOjS6KDo1uzRpdHN0ZHRNdGV0ZHRNdkdwvZyYHzJnJpckBc8BcmlzPM8ArsOO048QrsNO0+3fC3XA33Al3tp1312zujrvajt8Rd/wOidxJd/1OuUvukjvlbrrj7rA76o66w+6iu0w7TLtGu0Y7TLtFureOj86Ozo6Oj46Rjo+OEyedKh2WLo/OrsujQ4RIx0eHSJdIx0fHR5dIx0nH1o11dt1Yp9bZdXadWoelo6RbpYuki6RbpbOkW6VLpbOks6RLpQOlO+vgcJ1bB9fd7zo6uruuTh2dHp2inQAdJh2mnYDdAp0kXaPdAF0j3aXdgN0A3aWdBB0m3SSdIt0knSBBOjw6Qbo/f3R1HSRdoUK6PrpIOks6RzpHOku6RTpLOlCgdJB0jXSHdJd0h3SBdJd0l3SBdIx0gXR+dIx0jHR+dHZ0hXSDdH10g3R37ujo6O7o5ujo6Ojo5ujcOj26Pbo+uj06Qro+uj46QrpFOkI6Q7pFukU6QzpHOp/O17V0vu6ma+lauptuiw6ni8V0N11M16aNbosOqQvqnrqnLqhb6oI6ntcNdW50Ol1Op9MldTldTpfUAXVYHVNH1VF1TF2vY+qEQh1O5+uKupuuqFPqbrqbTqnrdUpdVNfrel1UR9V1dVcdVofVXXVM3VVn1DF1TJ1RJ9SldWWdVlfWcXVanVbH1S11XJ1Vt9QtdVbdUydHx9PpdDzdUafT6XRHXVJ31DV1SV1S19SBdVvdV7fWfXVyuQ6PTq6j6/Do8OjoOkU6oC6p+3W/LqnL6pI6MFgn1s3RtXVuXVuH1rl1bh1aR9ahdWEdWUfWhXXT3ZtdnB2ZXZzdbLZr6c46ss6sM+vIuquOrJvqrrqrbqqT6ua6tG6tS+u0urVurdPqtjs0Oza7NLs0Oza72o7Njsfb8bqxzqtT67y6qk6tU+uquqyuqoPqsrqsDqr7d7kdbtdmh9u5XDswO9dOjpzdmV2YHZcdmR2X3ZMdmR2Z3ZNdlt2TnZJdll2WnZKdjR2a3ZUdm92VHZYdmx2bHZbdml2ZXZbdmN2YXZadk12WnY2dk52TnY2djN2ZnZhdlJ2YXZcuOyG7HbslS3ZYdkt2WrTs1uyk7KpU2W3Zedk52W3Zbdk52fnYOdnJ2PnY+djJ2KXYwdjR2EXZ0dgl2UXZRdkl2YHZJdkx2YHZgdkx2bXZddlZ2QnZWdlRobKbsaOygwJlh2R3ZTdlh2U3ZTdkh2WHZTdkB2Q3ZFejxm7FrslOyi7GTsrOxy7GLsbOx27DrsiOyA7Ejsiuxw7EDsSux07DrseOx07DTsOOxw7HrsKOxG7FbsWOxA7IjsTOww7IDsjOw27H7sYuww7HDscuw07DLoPO007DToPOky7UDsGuxS7BrsUuxi7BLsEuxu7CDsVuxM7BbsTuw86BgZ2KXYQIula7EzsWLHYTdix2L3YTdhN2L3Yqdkd2LXZGdkZ2LXYidi12CHYidiJ2CHYBdHQdIJ0iHSDdI50inSLdo50A3SPdp52AnQDdp10HXSmdqB0HnSjdph2HHQfdpl0G3SZd1i7DLoMuS+dJ10rHajdBx0pHajdhN0FHavdAR0o3avdg90A3Spdpp2P3Y8dh92MnYsdhx2EnQldKp0nXaWdA10l3amdgZ0B3audg92GHYWdgh2HXYGdgZ2DXQLdq12DHQLdKt2rHQJdqV2KnYBdip2A3YBdiF2I3YGdhR2BXYOdiV2AHAcJuxg7CjsJuxm7GjsJOyI7CzsROyE7IzsQOhu6UDtXOgQ7V7mrnYOdgd7WLsLvaAdhF2EXYAdC10lXaKdBl0mXaKdg92CnYldg92D3Yldid2C3YCdhV2FXYCdiR2AnYddiR2JHYddh52CHZFdm52BXZgdi52LnYgdgRyEVzy5wtt8wZjTk3OWNuOMz1OWtOq811c+RcM9fNdXPNXDDXzOlywVwwp8u1cuHcN3fMfXNYbI6Xw+aq1Vw0d8zhctccLtfLXXPXXC8HzTFz2Zw0l82Zc9KcNGfObXPM3C6Xze1yzWaOnCPn0LlsDp1j57K5bI6dM+fYufc7NycXzl1z69w6d82Vc9ccNFfOlXPQHDWXztVze3L1HB48uUU5e66cw8ph5cq5ea6cG49z6VyeXDw3JzcnF8+Zc/HcOWfOmXPn3DbXJ1cnlyeXJ1cnF8/Vyalz8Vw8p86dc51ymXKWcpZymXKNcpdyj3KLco9yiRLl9uQS5f7k9uT25P7k5rk/OT65eW6e45PDyhnK+ckNyvnJ0aGTq5Ojk7vn6uTq5O45da5Q7lBuUO5QzlFuUG5QzlGuUc5RTpKknKUcnlyg3KJcoNyk3KLcotyknKfcpBwlSjoCOUq5VKl0BnQGdBo06IboHuh+6CTofuiA6CToJOiA6DDoYuhU6GjoaOhU6JjoVOiGDNEV0WXQfdAd0X3QpUiho6JLoVuho6Kjoluhw6FroEOgI6BDkEOlI6AjkEOV85RDlQuV85TzlAuVu5RblTOVG5Uzldu0KZcptymXlcuUy5TLyjXKZeUY5RrlGuUY5QzlPuVO5UblTuVa5UblRuVa5VblTuVU5VrlVOkC5FrlWukC6BjoAugG6BjoGOgG6BToYuga6FToGugI6FToVOgI6Azoyujk6M7o5Oh0Op0b3U/X6+lqOp+updvpdrqWToyupcuiE6MTo8uia6K7ouOik+m46FwuXVDn0sF0QV1QB9PxuplOi66mq+m06NTotOh26NTo1Oh26JboiLqfTqb76dToZDqZTo3uiu6IjooujS6Njoruje6NjooOjg6OjopOi46KDodOi06LDoduh86Njo3ujI6NzorujO6MzoqOic6KroqOiY6JroqOhu6BboLuh26CTogQnRedF10X3Q9dF90X3Q/dD90XHRDdF10YHRAdEF0YnRFdGB0ZMjo0ujQ6M7ojOjO6MbojuiO6MTohujE6MDohOiE6MDovupeOpsOio+nEiNEF0QXR8dBh0fHQudBh0WHRudBF0bnQtdBF0UXRtdAZ0bXQmdAZ0RnRmdB5yKHJhcnlcmFyVqzkYjkrOSq5WC6Wo5JTkvPleD4nzE1z1lwuZ80Fc7lcLhfMockhc7FcMVfMxXJscrGckhybHJucklyRnJ9jkxPmhDk2uTM5NrkiuTO5M7kiOR85KLkpOVtuSk5Mzpaz5cTkeDkxuTE5Xo6XG5M75sbkXLlj7phz5XA8AztOnHaMcjlyOHJmcjhyPHJmcmZyPHJpcjxyP3JpcmlyP3Jucj9ySHJucm5ySHJQcr+cL2cm58udyZnJmcmdyeXYMdl92bXZfdmZ2bXZtdmZ2d12ZnZwdrfdbQdnp9vNdrRda0fb9XatXWvX29l2vZ1vZ9vZdr7dcPfvmDvhjrlT7oQ74U6563f9DrgT7oC72E64E+5iO9sutnvtbDvb7rVr7V47NbvWrrVTswuzC+5+O+Lut5PtiDviTrar7WQ72K62q+1guzQ79s67W++8O+huvVvvoDvt7rvb7tq79m67q+6Ou+AOugvuiDvoDroj7qS75s67q+6qO++uvfPu2Lv2rr1j7+zsmLvoTrmL7rA75U65w+6mu/NuvBPvxLvxLrvr7sQ77o67E++wO/Euu8PusLvsbrortJO0w9ph7STtPO3m7Brt7Dv7rtHuvmu0W7S77+67RTs+O/IOa6feqXdYO0c7rJ2nnaOdo52n3addeWfeuXfunXn33nV35Z14V965d+KdeOfenXfw3X333r139517d9/x2bl37h2fXZ0XgEdgt4lHgIdgt2m3iYdg14mHgJdg12nXiZeAZ4BXgCdgp4knYJdqp2mnaZdqV2lH3n13WLvvrr3D2mHt2rtCu/jO0W6+m+8c7SztHO1Y7SztLO1Y8QLsSO0y7SrtMu0a7SrtKu0a7fbsGO0O7TrtDu0E7TrtOu0E7Tbt9uz+7Crt/uwI7SrtKu0I7TTtCO0S7TTtNO0S7TjtEu0U7TjtOO0U7RjxNvAw7FrxMOxK7VrtWu1K7fr0pPSQ9Lb0lr1hD9qj9+Y9Oj0QPRQ9CT1KPU89Tr1MvUq9SD1CvT69QD0JvQM9ArxIvSseql6BngPeJt4c3iYeIF6PR+QheTrej3fjPXk/j82j8rw8N68HTwhvBU8ETwVvAQ8MTw1PC68LrwhvCc8JbwiPB48IrwavyM7f5Xa3HrDn7AV7WHpiemZ6uZ6x1/ei9KD0xvR09ID0nvSsvWKP2rv2pr1k70WPRw9Iz0cPRi9Ib0RvQw9G791j99q8Tr0APQa9Sb1PPUu9Qr1IvUE9DT0DvQk8O4/MI8TL6iHggeL54ZniaeKN4hni/eG1eDLejofmHXlWXpeH5b15JXgNeC54F3aqdqh4E3aleBh4CnameB94QHhJeDl4PnhPeEZ4UHhJeFh2g3gAdo96cHrF3qv36hV7tJ6ud+ztesdes7fr7XrN3q/HpEekl6SXpEekV6Tnp5eoh6eHp5eot6cHqoepJ6onqoept6nn7sV78B68F+/Vex16CHoYehh6CHoWegx6H3oLegt6H3oXeop6lHqIeoh6lHqFeHh4eXiQeJB4eXiSeHd4kybxKPHAPEWKeKR4M96Rx+PxeEcekKfkBXlD3pAX5Al5O3gfeDR4NHgfeDB4G3ateCB2rXgHeCB4IHgHeCN4IXgAeB14HXgAeBp4X3hXeGR4V3hoeGR4ZHhoeG928h16B96Bd+jdc4feWXfP3XNn3S131l1xt9wtd8XdrkfsuXq+nquXpufr+XpperBerXfruenderGem56bXqyHplfruem96b3puemt6T17fI/Z43uuHrPH7Ll6xN6bXqtX67V6s1mv7816Nlsv11vTc9M70zvTc9MT03PTQ4OmZ6bHplemx/f4Xpmeq1emF6bn6rl6YXppemF6Xbr0qvSi9Mb0vvS+9Mb02vTG9HC9Nr02PVxP1oPS09Ib09PSi9Mb0xvTi9PD9eL05PRwPVxPTk/Z4/V6vZ6wJ6W3pVelV6W3pZemt6Wnppeml6anpgfryXq43rA37OF60B6up1T2pD0dvSc9JD0kvSe9Lb0nPTK9Lb0tPTI9NT0zvSw9LL0sPSo9LD0sPSo9Jr0vPS69KD0uPSe9KL0oPSe9ID0nPSW9IL0gPSU9Hz02Pb4Hpwenx/eKPb737BV7xd6zR+39es0esAfsNXvOXrOn7Tl7zp62l+0l6TXpMek16V3pMekx6V3pYeld6XnpYelh6Xnpiel56YHpiemJ6YHpnenx6BnpAekZ6U3pAekB6U3pPelN6VnpPek96VnpkelJe98etPftVXvQHrRX7S170160Z+xFe8iesWfsIXt9D9n7e32v7/29Wu/v+b1ar9bze7celd6SHpPekt6QHpMek96QHpHekN6PHpEekd6PnoyerkfrHXu0XrF37B17xZ61F+w5e8KesOfsJXvOXraX7CV72d61l+vxesYer5fsGXvGXrI37Vl72N6xh+1te8fesbftNXvbHrfX7DV73J6256PXowej16M3owejB6M3ozeiV+19e91et/ftgXvfHrkH7oF75J64V6RHpCekJ6RHpIejR6Qno4ejh6Mno9eiR6HnoZeh56Gnopehl6Gnomeid6H3ocehx6H3ofei96fHqJenl6fHqOenR+/R6dl79h6dXp4enZ6eXp5enp6e3p/enl6iHp8en16i3qQevFfvzXvzXr1Hp1fv3enR6dHp3enp6c3oueiN6LnoneiN6I3onehN6J3ohehN6E3ohehp6Anp4ejt6O3o4eip6OHoteip6KnoteiZ6Ono5egB6eXosegB6QHpsei96LHopei96L3opehx6OHp2en56dnp1en56fnp1enl6dXpzenl6eXpzenZexR6B3oeegd6Enoeeh56EnooetKet/fteXvh3rf37YV75F64V+6Re+ReuYfuiXvk3rg37pF75x65h+6de+ceupfurXvqHrvH7ql75t64d+6Ze+beucfunXvpHrvH7qV77d6GHokejB6JHo0ejB6MHo1ekB6Nno1ekF6Qno1elJ6N3pFelF6U3pEelJ67t+7Fe+seuxfvxXvs3rv37sl78Z68d+/Fe/HevVfv3XtYvXqv3sPq3emh6K3oeeit6MXoeeh56MXoqejF6N3oqeip6N3o7eh96oXqWeqF6pXqWepZ6pXqaeqV6pHqaepp6pHqbeqR6o3qbept6o3qieqB6nnqYep56lHqYeph6lHqKeop6j3qYeo96jnqYeph6jnqbeo56jXqbeo16i3qbept6i3qaeot6h3qaepp6h3qWeqB6Enodeh16EnoIehJ6BHoIegh6BHggepx6mXqUepl6kXqUepR6kXqFeoF6DXoMeg16InoMegx6InofeiJ6JXofeh96JXoveiV6NXovei96NXo8egx6kHq+elB6l3q+en56V3qJepd6mX1EvUS9bJ6k3pZvU69Sb1JvU69T71BvUi9QL1AvUg9Qr1IvUo9Qj1CvUo9Sb1DPUM9Sz1DPUE9Sz1LPUG9ST1BPUC9Sb1JPUA9PjxIPEc8PDxHvEM8PDw8vEM8LN4hniAeFg+LJ4hnh0eJJ4mnhyeJl4enh6eHl4en5iXiLeLdeXfeIt4d3iLeI94d3h3eI94kHpxX5jHiMeKVeYZ4YN6Yp4g35sV5iniKeHGenIeHh8U78848LN6X9+SxeVAelMfm3XlsHh/enXfn8eEl4mXxLvFS8VLxLvEG8fzwEPFM8RDxMPFM8UzxMPUM8M68NA8PL81b8/Dw8PDWvDy8Na/Ny8PLw2vz1L0HPQu8VD0LPQS8VLxUPQS8rJ6GXoWegV6FXoSegZ6BXgSeqV6EngKeKZ6pngKepp6CXgKeJp6mXoIegN4DXqqeg54DXireJl4q3iDeJt4m3iAeIB4mXqaeAV4m3qqegZ4B3qreBN6qnoDehN6EnoDeiJ6AHoTeiN6IHoTeBt6Xh8Xz8rw8LJ6bh8Wzw3Pz3Dw7PDq9ArxNvQG9AbxNPEu8Tbw5PEs8S7w5vHpvAa9VjwGvFU9Uj0GPAU8UrxNPFK9SJR4hXiVeIx4hHiFeI569d8WL1APQA8CLxNPEi8Srw9PE08Srw/PDI8VTxEPFQ8VTxIvEU8ST8yLxIvHkvDq9ATxLPFY8VjxLPEY8S7w6jxGPEa/Og/NG8UrxDPFK8U7xDPEM8U7xGPFO8VTxGPEY8VTxWPFI8ULxAvFC8T7xAvEC8T7x/vA+8Tzx/vD+8DzxRvFgvDa8Hq8N78Xr8Xq8F4/Iq/Hi8G68ODwb78a78Ww8HS/G63kyXs/jeTKejMfzdjwYr8eb8Wa8Hu/I6/GQvCPvyEPyrDwhL8j78X68IO/GC/JyvBvvxsvxarwYz8freT5ek9fzel6TR+Y1eVIemSfl9eGReWReHx4hXh9eIR4hHiFeIV4nXiEeJ14nXicep14AHpo351V5Vd6ct4eX5C15WB6Wt+RNeVSemzflTXluHpbn5tHhYXlYHh3em2fn0XlkHp3n5JF5ZJ6T1/OcPCav5/U8Jo/nGXlAXpUH5B15VV6Vd+SheWVemGeIF+ZleYZ4hnhZ3h9elqfl/eH94Wl5gXha3pYXiBeIt+WBeWqemaeHZ+aJeXp4enhi3h2emMfl3eHd4XF5dx6Xd+XdeXfelQfldXlRnpIX5RV5Sp6SV+QFeUWezwvygjyfl+MNeUmekpfkYXlKnpKH5XV5Rl6V9/N+XpXH5lV5e3hsHpu3h8eHd4Eng8eBx4EngxdjB4rngdeA54H3gteA14D3gueCp4RngyeEJ4Rng7eCZ4MXgbeCt4IXgeeA14O3greDt4O3gveBt4LngPeB94HngKdgZ2onigeBB2EnaneJx4GXgXeBl4E3gHeBd4E3YKeKN2C3aqdqp2q3akeJZ2F3ildhd2o3ileBV2E3ikdhN2pXikeBR2FXijeBx4IHgweBB4P3gQeBB4H3YWdqB4p3xfPAu+Ix4HngeeAx4LXgMeA94LXgteA94JHgieAt4IXgheAt4AHgLdhN4gHgAdhN2j3iseBB4KngqeBB4C3gQdhd4i3gLdhd2k3iseHReGd4Z3g03otH4+F4L96Lh+MReW94aHgtXouHhifjoeG54cl4Mp4bXow3gneAV4JXgneA14B3YJfFa8BrsMvageLZeHF4Lp6LF4cnhxeHV4YnhyeHV4a3hlfjweHF4cHhmeHF4cXhmeGV4ZnhjeGV4ZXhjeFV4bXhpeG9eGl4YXgv3osXhneGF4aXhXeGd4aXhReFt4ZXhqeGp4ZXhqeFV4ZXhaeFp4VXhSeFh4RnhReFF4VnhXeGZ4UnhneGd4YnhseGN4VHhfeE94RHheeFB4anheeF54WnhfeEp4UnhfeE94QnhWeER4RXhIeEh4RXhGeFV4TXhWeFZ4XXhSeGB4THhHeFx4S3hXeFd4W3hYeGt4XHhYeGh4bHheeG94WHhXeFh4WXhHeFd4WXhAeE14Q3hReEN4X3hBeEF4T3hOeD94LngXeDd4PngYeD54HXgoeDh4PXgveD94PXgjeEN4TXgseD14JHgseDx4NHgndih4ongXeBJ4FngneBd4FngieDZ4I3gyeDJ4M3g3eEF4Mng1eDV4Mng1eEJ4N3hFeEV4R3hLeE54OngxeEp4OXgheEF4SXgoeC54THgweFB4XHg5eEx4N3gpeEl4R3gpeD14QXhKeEp4QXhGeDF4SHgmeDZ4OHghdh5+9uO+POuLvtirvbTrcr7oo73W63k+/o7AztDO3o7ELt6Lv0Dr1L78I79A69C++su/DuurPurLvrrri77py74q64c+6MO0Q7+s7Qjr5D7wztDO3QO/kO0c7QjtKO0s7QTtXO0C7UTtVO1S7UDhXPAk/D7hRPAw/A7tTuFA/AbtCuzy7QrtUu0A7SrtWu1Q4S78AO0i4S7wDvwC7SLms3aOdnd2rnZ4dnd2p3aodnN2qHZ5dnN2o3apdnV2qXZ6dnV2pXaqdn1+cWvqVv01v6Fr9Nb9Nb/Ka9xW/zm/amvc1v91aUFpbWlZaSlpCWkZav5WwhW8hWtcVs1Vq7Ft9S1PLTquQa4sriauK64wq72K6hC+lSun7X1IV0mXpN8PHCIKdT60pOKDmY5IiSA0rOqZYAOaJaBOScklNKTqvWAjmj5JBqMZDTqgWhFaFFoAWitaK1oRWiJaKFoVWjtaMFpBWjpaNlowWmpaXlpeVtaVvXlp+WnpajlrcVbo1b4ha4pXZlcdlccFxbXEhcXlqXWplaqFqqWphan1wTWqtcCVw8F85Vewl4SXhFkINJDig5l+RckgNKDqdWiJYKFS0WrRQtFixaNFpQWlpaVVpaWl1aVVpVWl1aVlpdWmNaVlpWWmNaXFq91rEVbUVbx5a4lW2BW9aWtQVu/VrNFrb1bD1b2Ba6FWzFYi00rTgtvyVryVp+C9fi1NrUctTa1KpUqeWnNajVp0/LUAtPi97CamG16C20S43Lh+uM64zLhytHEFcQFxbXE5cDFwkSLiOuOK4wLqAL6Arj2rlWuIi4VLhUuIi4XrhuriguOK4oriZNXFlcZVxHXGJcYlxHXF1apFqlXApcClqlXBhcNlwZXDxcGVwbNrg8uEa4Qrg0uDS4QrgMuEK4CLgMuAy4CLgKuAi0PLkKuAq0PLVEueYut6vsKrvcLq/r6spmXWQXz1VzBV1BV83Fuza9CLg4uTi9CLwgyCElx5KcUHIsyakkJ5ScUHIqyekkp5IcSXI6yZEkZ9IkOZzkTJJDiZKcS3IwydEkR5QcTXI2bZJzSs4mOZ7knJJzSo4nOaXkjJLzSU4rOZ/kZMnJkkNKTpacTHJIySElJ5McSy0GrQdyWrUetCbIaSWnVWtCa0HrqgVATqgWgNYAOaHkhGoNkEOqNaBlQA4pOaRaBloMWgJaAeSIagWQw0qOKDmi5LCSA0oOKzmp5ICSA0pOKjmc5KSSo0oOJzmc5KiS00mOKjmr5HSS00nOqtZVa0LLQmtBy0KrQ2tBa0GrQ6uCnFJyTLUIyDHVOnCgBaF1oNWgQQtDK0LLQYtAy0ErQYtAi0ArgZxTrQStAnJOyTnVKtAS0NrQutAC0brQUqCgVaGloIUAQWtBC4EcVK0FrQVyUMkZ1WrQktDC0JLQ4sChFaLFofXhQ0tFS0RLQwtDS0MrQwtDC0MrQwtCK0OLQgtCC0KLQitCq0PLQ6tCy0OrRKtCq0KrRAtEq0TLRAtEC0TLRGtFC0iLSetH60eLSStJS0krSEtIK0jLR0tIS0jLRwtHK0erR49WkZaRlpBWkVaRlpCWjpaQFo6WjpaOFo6WjZaJlovWipaLlgwZrRotGa0bN1o7Wj9aPFpAWjxaMGC0arRgtFq0arRqtFq0VrRatEi0VrRWtEi0NrRotHK0ZrRytHToaMVoxWi9aM1ovWihaM1ozWihaKVooWidaKVopWidaIVonWiNaIVohWiNaIlofWmFaYlpiWmFab1ptVpjWmpaY1pdWmpaalpdWmZaXVpaWmZaZlpaWmBaWVpfWlhaX1pixLSutKC0nLS0tJy0pLS0tLS0pLS8tHa0hrSAtIa0kLSAtIC0kLSYtJC0mrSYtJi0mrSmtIy0nrSUtJ60qFBpSWlRaW3Z0vLSStJi0orSitJi0sLSYtKa0sLSwtKa0srSctJa0pLSWtI60pLSktI60lLSOtIi0lLSUtIi0grS8rWQrV1r10K2+BayxWzxLb7FbC1b1Ba3BW1xW98WtAVtfVvYlrZVbV1b1RYS2XK2yLRcrTKtMi1Xa9a60hLTItMi0xLTcrXEtN68afFaaFqx1pnWmVastaYVa9laa1prWrYWm5atlWuxabFp5VpwWn/LaGzRWsFW34q1+haxFWvFWsSWrUVsFVu2VrGVbNlatlaylWslW0pla9pC00rTgrXStNq0adFabVpu3LRuLTctOXJarxauBW3pWtAWtqVr6VrYVrM1bfmtXMtvxWnlWrlWnBac1rRFbfktagva8lt+C9rCtXitY8vVOrZ6LVfL1eq1Zq1ErUetSK1IrUctT61HrVChWqJatRbferVeLb51a/GtZevWurWWrb9lbA1btNawJWzRWrSWsAVrCVvAFqwFawFbwZahFqPWoRajliZNLUotQS1CrT8tQi1JrT+tPy1JrUctSa1JrUetR61JrVAtOy15i09L3vLT4tPi0/LTUtTS0wLUctQC1ELUctRy1ELU4tSq0/rTytP603rUytPK03rUStQa1NrT6tPa07rT6tPq07rTurfwtAS16C1BrT9/WnVahlp9WoFagVp9WnRafVr3Fp0Wnda9Nad1b7Vbc1pzWu3WunWnZW/dW/bWvHVv3VvzVrs1b71b7Va79W6lW9nWuSVvnVtweMtPC96qt/y0/LTqLT0tOy11S95St8AteUveAreyLWlr2wq3wq1tq9z6tswtbMvcYrewLWyL3UK32K14C91Ct+ItrJazJW1dW9JWuHVtXVvhlrdVp+Vu0VvuFrlFb9Fb5Ba6RW51W+gWutVtPVu81q91bP1a4NaxdWyBW+LWutVulVvlVrsVbrVb6Va4FW6lW2MXDpcT1w6XE1cW1w7XDlcW1xBXGhcaFw8XGtcYFw8XD9cYlw3XGNcXlw2XDdcXlwtXDJcMFxIXEpcMVw/XCNcMlw7XDBcQlw6XDhcQVxiXEdcSFwrXElcVFwoXClcVFw1XFZcVFw0XDZcVVw6XFRcZVw5XDhcZ1xnXF9cUlwvXFBcTlwuXCxcT1wkXDNcL1xHXCxcR1xHXERcRVxeXEJcOFxWXDlcYFxUXFVcYVxzXFZcblxSXGxcWlxSXFBcWlxIXFhcb1xMXG5cZ1xPXE5cZFxhXGVcblxNXG1fL5cTlxNVyZXG1XDJXFlcWl8xlc+FwwXA5ccFwHXE5cTlxHXGVcW1xaXEVcRVxaXFxcbFwFXGtcK1wFXERcRVxcXERcRFxcXF1cQVxPXH1cPVwPXEhcT1xgXEhcSFxgXF5cbFwxXAVccVwIXEVcRVxIXFtaWFqWWp9allqQWp9an1qQWpRakFqNWpRalFqNWodajVqFWodah1qFWoNaiFqLWpxai1qXWpxanFqXWqhamlqZbUotbJap1qUWpRap1qfWqdcAFqfWp9cAFqqWplapFqoWqRcClqoWqhcClwdXABcC1qqXAtcF1qqWqpcF1wJXB1cEFqoXBBcVy1ULVSuqxYn11WLVYtTi1OLVWtTa1XLlCtBy1RrlCuBK0FrVEtVa1QLVEtVS1ULVAtTq1SrlQtDq5UrgAuDC4MrgOuEK4ALgeuEC4GrgeuE64SrgcuFi4krieuEK4nrhuuE64TrhguD64arhguDC4OrhkuBq4bLhEuBS4HLhKuDy4GLgYuEi4HrgIuEi4TrgGuC64BLgGuCa4JLQGuVy4MLhMuHC4SLg8uHy4eLgyuHi4PLgiuHK4fLgouGy4KrgouGi4argguFq4IrgguFC4UrgsuBS40rjcuHK42Lh8uHy4eLh8uDS4irhEuHq4QrhEuHS4crhGuEq4RLhCuES4RrgCuEK4RrgIuAa0ArlYuAi0ArVctTK1WrU8tTy1OrUyuSa5IrkOuTK5ALkeuT65MLkQuS65Kr0iuAq5Ir0ivAK4ArkkuUK5LrkUuU65GLkEuUS5SLkIuS64LrgyuB64MrhSuBK4ErhWuCK4WrhWuCa4KrhYuEq4Xrh4uEi4Trh8uIq4HrgcuF64FLgsuFy4VLgsuGS4KLgsuGy4aLgiuDi5BrkIuSa5ArkYuSi5IrkSuUa5CrjyuRq49rzx6XH9fbheUS5MJy4cHjmuTC4/rzxxXIRcd1x3XIdch1x6XIxXa9XXdcb5cg1x3XHZcglyLX1xV2tV1h1507LjquPa45Lj+uOa56Xe2y47LjUrvgLjuuPK67K4/LkCGXH5ch1yKXH5cf1yJXItcilyVXIlcilyVXKBcdl93VdtldXVfb1XZ1XV9X3SV33V1y19p1d91da5fatXaZzS6xS+qiusAuqms8dp1dYhfYpXaBXWeX2qV2nV1w19EldD1dQpfR9XQ9XUbX1fW7kC6ii+hCungX0jUcuoIusYvrAru4rqoL7AK7qi6pq+qKuqQuqSvqWrp8l9Pp6rqcLijU9XUdXU8X1oV1PV1e19NFdnldXhfZVXbZXWlX15V2bV1dV9e1dTVdW5fV6iq6qC6pa+qauqQupEvqWrqQLqRr6VK6cC6ay42L5oLBXFhcMJccFxYXFpccFxuXzZVzwXHlXD8XHBcc1891cwFxQXGFcUFxrXGFcYVxrXHtXGtcM9fOtXPNXD7XyxVz1Vw1V8zFu2Kunot38a6ei+j6uXrXzdW7kkmX0ZV0MZmuqwvo2rmKrqJr52q6di6fq+lqunwu3yV06VxGl87lchldRpfLdXO5XG9cN9fN9cYVxXXF9XK5cb1cNZcblxtXzYVzfXoBcE16AXChck1yTXKhcglyoXJluQS5BLmyXIpckF4CXJ9eAl4RXJ9cn14RXgBckFySXgJcklyZXgJeAlyZXghcmVyaXgheCFyaXJ1cq1yqVL0suEK5WrkouVq9DLgouSi9DLhEvQy8FLhEuUS9FLwCvBS8OLwCvAK8OLxCuDa5Lr0IuC69AgR4hXCpcqV6WXClcpF6WXhZcJF6QXCRco16QXhBcI1ycXpJeAl4jXiNeAl4nXgJeCF4nXideCF4uXiFeKF4EXiheMV4EXgReMV4QXi5eCF48XjxeCF4TXghcHV6TXhNcHVyeXoVeWF4GXkZeWF4ZXhhcJ16ZXhlcJ1yrXrxeE14+Xj5eE14YXhNcJl6YXhhcJlynYJZgKWAKYApgKWAVYClgMWIAWMRY8fCsWHMF+tj3VenV9aLz8vRS9LrzsvQq/5a9ArzuvKqArvDJsEswdrA3sByMCLMBtPBfrAbrPby9MIEIwCzAHMBSxELEZMRsxGTEKsQCxGTEvMSSxPzEqsScxMbx4wxoEuPC5CrUQwWe8WMr+KL+FK+zrxaL9cLzmvNa/dq9HoEG/B69LLz+vTq82K/8rzcr+0r/NLxIvHq8erygvMq83ryYvKyAtPC0LA7zA4sDNsDa8OeUxgd5gZGBjYGpga2BjaDOYH9gEWBGYERgQGBnYDl+AFTAUMBqwBjEbPG4DFkDB5js2PDGCzmjOFiuJgzpov5Yt1uzFD/6l/XF/LFfCVf/+t/JV+8V/GlVL6yr0SvUq9Cr0KvUi9SsAEvVq9GL1avTp1efF7x1/3+qvQ6v+qv7+v7qr+8sFSwPTBVMFWwPbA/MC9MLoddgvlgShgP42FK2BTWgzlhPBgP5oTBYE4YEAaDwWBAmAsGBGYDtgO2A2YD9gJGA5YkCSwIrFSMAWxSjAEsVCiYJVipWIAYg1iAmAQJsRAxGzEVsRAxFTENsRCxEDENMQYxDbEJMQYxBrEJsFCxFDEZsRMxGbEQsROxE7EQsQqxGrEbN2JSYjZiMmI8YjxiMmJBYjJiKVLEasSqxLLE3MSyxMKEidViYWJjxsTaxNLEwMSkxMDEoECJBYlBiTmJBYkFiTmJ8YjdiAmJSYkJiRmJSYlJiRmJeYkZiTVpEqsSs8ecsXgsHnPGzrFgjBsTxrixbkwYE8a6sd5Vx6XHVcilx9XIVchVyNXIxcjVyFXKxcjFyFXKxSrGi2VjfCwb48b4GB/jxoIxXkwXy8Z0MaczZnfNXXSX2+V20V16XHQXH5celx4XHxcgF9rldsVdbpceV9wVd+lx1XFhXV6X1uV1uV1al9bldqFjbWJvYsPYm5jLFUPGXLFbDBlDxm4xa+wWy+Vi2lgu1uvFfLFw7Bobxq6xWmwYG8ZqsTaxa+wZq8WeMT9Wi9VifsxNzI/9Ym5ibmK/mJfYLyYn5iXmJSYnliaGJhaLwYnFYsAYnBicGDAWJwaMGWNxYnFixtgrNo6dY8bYOeaMGWPGmDMGixmKCYppY4JieGLamDaGJ2aN4YnZiVlj1pidGDxmj9WJZWN1YoBi2Vg2BijGjQGKBYpxY9xYoFg3Fih2KNaNdWOHYoZes1ft5XvVXsCX7+V7AV+/F/ClfP1ev5fyRXxtX9ZX+GV9PZ+v6ev5ajZfxVf2xX1NX9yX+jV9TV/qV/ilfsFf4Vf4BX+5X9LX+AV9jV/XF/QFfV1fx9f1RX0hX9RXNPravZgv7Cv5wr602tfyxXuxeblebF5mzLzOvGAvOa83LzmvNm1eYV5rXq/X7vV6yWQv5Ev24l/IF/LFv/rX7AV71V6w15s3L9qr9cK9XC/cS/dyvVwv3Yv30r2Cwdf/Wr78V/Llv3Kv5Cv5yr14r9zr9uK9eK/bi80r+hq+dq/hq/favXav3gvOq/eKxV5lXpNeql6QXqperV6QXpBerV6XXrSX7VV72V7CV+1VewlfwJfwZXwBX8CX8aV8GV/Ol/KlfDlf2Rei16HXqNehV6DXqNeoV6AXqFegF6AXqBeoF6AXnpedl57Xp5eel5/Xp9enl58XqZefF6EXqRepF6FXoVee155Xn9ee16ZNL0avOy+sl6MX1sv+cvRy9LK/BL3sL7n8FX+dX+gXnxf6NZ+/Gr3mL/qr0avRi/569KK/6rwevR696rzsvOAvOi/3i87rz5/X/fXnpUjRq9IL++q+tK/uK51+sV/p1/v9yvNi9Br06vMa9Fq/+rz6vNYv9mv9Kr/YL/ar/NK+yq/qS/vSvqqv5SvrtejF57XoVX/xefF51V/nl/TlfY1f3le9/jL0MvSa8xq/5rzar/Fr/Gq/rq/2i/y6vq4v8ov6ir/Mr/vL/BK/7q/7S/xyv8Qv8Mv9cr/Ar60LkMuRq5HLkQuTq5GrkQuTq5QLkwuUq5SrlAvUa8BrwKuCq9SrwuvKVcpV6nXlYvVy8Hrw4KXhVeD14bXg9eEl4rXgteAl4sXgJeKV4sXgxeCV4kXhleAF4nXgBeL14XXgdeD14VXgpeNF4wXiReNVo8brw6vGC8frwwvHa8frw+vDa8dLxGvAq8GrwqvBy4SJl40XlZcWLa8lryevJk1eQ14vXjlyvKS8ErwcvEC8HLxIvEC8QLxIvHS8OrxYvDS8NLxYvEi8WLyEvEi8SLyEvHq8drx+vES8fryIvES8RLyIvFK8iLyQvFK8UryQvKC8KLxSvC68LrxSvGS8UrygQHlReZV43Xh1eHV43XixeN14DXmxeLF4DXkJeZV5jXl1eY15KVHysvFS8oIB41XhBeO14VXhVeG14XX1MvFa8bLxWvGK8rLxsvGK8uryivKa8ury6vKa8oLzmvIS84LzgvMS81rzyvJq8VryavFSoeIl46Xi5eEl4yXj5eF14VXl9eUV5vXllSbN680rzcvN683rzcvNi/Yy8+LyOvPi8nLi5JXl5eSVJMmrxavNS80rzEvNC8wrzCvMC8zrygvMy8vryuvKy8sLy6vE68XrxuvFi8nrxuvGi8nryavK68pLykvK68qLyevKC8uLyYvJC8vLykvLa8tryWvLi8xryWvJi8wry4vMC80ryyvLC83rzAvNK87rzOvMK86rBbsEy4LpgWXBTp2C9YGdgqFCBfsDQxW7gv2B/YldwVTBOMHswDrB7MD2wDrBOsH2wFLBCsHWMEawNewNYwRjBHvDJMHeMDswSTBJMDswTjBLsDywOywPjM2GaWFzYFvYHdgWtobdgd2BrWGFYGiYG3aHuWF+YHfYHeYHNgnmB5YINgk2CZYIVgoWholhe2Bi2Bm2B7YHdob9gZ1hZtgf2B+YGdYHZoaRYX1gfWBkmB4YGQaG6YHpgYFhXhgdhgUbw7BggwbB2rBBMESIYHIYIhgkSLBLMB2sCCPCirDlEqaFLWHXKwwN68F62BbWw45H2Bp2hDVha1gTBoWtYWsYFPaGpWFlmBPmhJVhQFgZFoUBYUBYFIaEzYGlYVtYGuaEbWFbmBPWg3lhWZgcloVZYXKYHGaFtWFWmBTWhrVhUtgTBoVRYW8YFYaFvWFvGBZmB4aFcWF2YHZgXFgY5oPdYErYDfb7wZKwJ4wJG8OYMCNsDBvDjLApzAgbDmE8LAmrwpSwKuwLU8KUsC9sCvvC1LApbApTw+iwK7AysDGwMjA0aGBuYFpgXmBsYF5gatTAZjA5MDhwYG5gcGBp0sDIwM7A2sDiwOLA2sBssDawXA6mg62BuWAzmAsGBMKQMCQsCJvBgrAYbAabwWIwNjA2rAvTwrowH6aFaWE+jAjzYUIYEUaECWE2mBAmg9lgNpgMFgeGBtaCuYG1YDiYG5gbGA5Gg+Fgux3shyVhP9gP+2E/GA32g9VgNBgNVoPJgcmA2YDpgNmAAYHpgOmAAYERgeWA+YDNgPmAHTkC+wE7AlOiBBYF9gJmA+YC5gJmA5YCZgMmA5YClgImAxYDFoO9YGxgLxgXGBsYGxgXmBbYGVgWWBtYFlgXWBtYG1gX2BvYC2YGxgVmBvblCywJ7AtMihRYEBgZGBjYGBgY2BbYGNgY2BbYFdgWmBXYFZgVGBQoMCYwKLAmTWBGYFFgVWBOYFVgYcLAusDCwMSIgb2BDYEtgTGBLYFRgTGBMYFRgV2BUYFhgV2BXYFhgZWBZYFNgXWBTYEVgXWBdYEVgTmBFYEJgTmBOYEJgf2ACYHdgP2A/YDdgKmA7YANgQGBDYExgQGBAYExgRmB0YD1gCWB9YAhgSWBJYEhgXGBIYE9gXGBcYE9gWmBQXiBgj2APXiBekl6gXrheUl6SXrhed15VXpZegl6WXqdegl6CXqdejl6nYJdvRy9HMGuXpJgVzADL0kvSTADsAevPa9Ir02vSK9MmWANYB9eo2AdXqNeoGAdYB1eoGAQXqRgGV6fYBlgF16fXp9gF16PYBdgCV6PXo9gCWADYABeq16aXppeq16UYABgFF6rYBRgEV6rXqtgEWASXppenGAAXpxepmAAYABepgLAKsAqwALAFMAmwDRoeLWCaYBteLV6tYJtgJV4JXohepV6IXqNepV6lXqNgn14XXq1emF6YXq1ghF4tYKVgBGAEYCVgJmAfYCReJWCkYCNeJV6lYKNeJGCjYCBeJF6kYKBgGV4UXqtek16TXqteql6rYJJeKl6qYJJgE2AtYDBgDmAOYDBgJ2AwYDhgJ2AnYDhgOV4ZYIJgDWACYAtgDWANYAtgNWALYCtgNWA1YCtgNGAoYCFgCGAhYBxgCGAIYBxgAGAcYBhgAGAAYBhgFF4eYIReIl6iYIRgDmAEYCZgDmAOYCZgLWABYHxgNWA8YB5gNWA1YB5gDWAeYAxgDWANYAxeG2CMXiFem16bXqFejGCqYCJgM2AiYAdgM2AzYAdgJ2AHYAVgJ2AnYAVgDmAFXilgjmAOXileol6mXqhgiF4oYJVgCGAIYBVgKGYyZlFmZ2ZnZlFmR2ZRZnBmB2ZHZnBmLWQGZHNkPGQ7ZD1kP2Q5ZCdkO2QvZGJkVGJZYiJiLGIzYj9iMWQTZJtknGSqZohmBGYPZhhmLmQlZpBmAmYVZi9mHGYFZk5mb2YeZlpmeGYnZkdmZmRtZC5kLGQsZFFkc1kAWKrYqdkHWQYZBxkjmSMZItkgGSGZJFkTRlc5pUZZUrZW7aVDWVBGUx2k3WBtYJVii2IWYhhiCmIIYntiAGJsYlpiX2JTfkSoxJTE/tjx1gytigmKZYolik2KTYoto2pY/NYOfYnpoYdgpGCLYKJgoGCKYJFgnmKAWg16zLbMcMyQzE7MmshIyLDIRsiGyLDIXshkyDDIKMgoyDDIPsgo8p6mVVmlfWyomwqk8qAMqBMKrvCRsUIwCjBKMUIwDzFOsQ4xEDEQMQ4xErEWsRMxEbERsRMxDzEMsRYsIi5iJGIuXARyxF7x+r1mDRWjilj4pgytlzGyDFMMUcxTTFHsUiRYpRgmmCZMsEIyULJMmWSXZo9mLlwMeMh+yGDItshgyIDItsh2yEDIsshmyEzYkQGRnZDJkOGDIdsi+yIzIrsiAyHzIrMigyHjIisjEyKTI5MjkyKDI1sg4wECVkNGQlZiRKyGbIusiwymCyL7MoVmRpZFBkW2UyGRaZFiwwn0yLjIsPJcDIusi8yMLIlshqyJTIhshqyGjIhMhUyITIbNmQrZDJkMWQ4ZDFkJmQ4ZDhkJmQvZCZkIEDIRsg6yFLIRshSyGDAkL2QwZDRkL2QvZDRkA2RuZD1kLGQ9ZDt2CE7IfMhMyOjIjMjq9Vkb2Q/ZE5kUGROZFWqyNbIrsieyNTInsiYMJGVkfmQIZGZkSGRJUkiYyNLImvSRBZFBkZmRCZGJkZmREZFZkTGQ0ZFRkXGQ+ZDhkYmRbZFtkUmRXZEJkWmQ3ZEdkSmQ3ZDxkSmRFZGpkRWpIhMiqyILIhMikyKLIhMR0xULCsrdo9linmKTYp5ioUKFeskAyALEDMlCxA7FTMVMxU7FQMVOxXTFAMVAxXTFKMUCxVTFesUUyW7inWKdZJdxVjJrmQFYqxkBWQQYqxirGQQZAxiq2KpYqdiqWKfYqdip2KfYppin2KcYppimmKcYphii2KbYqhim2KkSMkSyB7IGsgQyBrIAsgQyBDIAsgAyBjESsVYxUrFRsVYxVjFRsU6ySDIJsgYyCbIPHiQaZB5kIUIIWshOyETIWMhEyHTIGMhYyHTIGsRIxVrJUsQayUzIEsgSyAzIMsgMyBzIMsgyyBzILsgkyBbIGsgWyA7cEAWQHZAJkAWQBZAJiC2SgZC9kE2QvZBhkE2QjZChkHWQYZClkG2QrZClkGmQpZBdkGmQqZCdkG2QSZCZkGmQWZBpkCmQaZBpkDGQKZARkDGQMZARiBWSnZJ5kiGSeZItmiRTJLsgYyDrIGMgwyDrIGsgQyDTIIMkCySLEuWJYsk6ySLJAMl6yTrJAM1AyAbEEMlixBDJUsgiyCLIEsgqyBLIMsgqyCrIMsgQyHTI6MjGySjIwskGyQbJAskIyQLJFskIyQjJFskYyQzJEMkiyRDJKskiySLJKskAyWrJLMkAyUDJbMkIyVrJPMjmyTzIzt0SLZJliVLJAMkSyTr00f2lgmSFZLhkRWSPXokOyR7JIMESbZJpkd2R0ZHdkfWbsviMj+yPbJDsj2yueyQ7JBsLsMjm8vWMjyytUwuwyPDI5PLBMnuyLBkbRmWrF6XdWVxmV1GR2aX8ZHRkdGR8ZEFkvGR/ZEFkgWS/ZEtkv2RKZItki2SKZJJksFld5lXdpfVqSOTy+rI8uSRCZLVZW5ZV+aWqdUypkwpC8vesrCMTpcBktFldmSAZIBkdmSGZGpZWsaUpWXfr6wo+8q4XJlVtpWNZUPZWIZGy5oytIzNlsFlfWRzZG/ZHBlU9pa9ZVCZUeZGBpS1kbWRAWVBGVB2vcq2MqpsKutlUxkQKHMjY8qSsq4sKXPKurKuzClry5wysqwta8vIsrhsLdPK5DKt7CiTy+Syo8wrCyMbM0amk42RkZHpZDoZGZkXGVT2lBllT1mcOLI1sjiyM2dkUGRnZFNkUGRQZFNkQGRVZGlka2RpZC3ZGtkaWUtmlLVkP5lRZpT9ZEqZHBlNVkZGkwllZWRlZEKZGplQ5svUyNTIfBlM5kb2kvWylywm62W9LCYrymIym6wos8l8sqKsKPPJmDKfjJcxZUwZL0vKzDKe7CzjyXSys+ws08nKsqOMKPPKiLKdzCvzynaypmwny8masqYsJxvKZjKcLCvLynAysAwsw8nMMrMMJ+PJcLIvMp6MJ/siCyMry3QysUws08luMp3MixdZF5kvW8pgsqUsKoPJYLKo7CaLyrCym+wmw8rEspxMJhvKZDKXbCgbylyyoMwlgyMLyoIyOLI2sqysKpvJqjKkbCabyZAyNjKk7JexkbGR/TIzsl/Wk5mRmZH1ZLXYgtgDWKvYg5gFWCtYq5iFmIIYhpiImIKYiFiGmIKYgliG2IBYhxiFGIQYhViECDECsQQxCLEDMQgxArEDsQMxArBRsQgxBzECMQcxBDECMQIxBDBPMQSxAjBPME+xAjEAsQSxCzEIsQsxDjEIMQgxDrEOsQsxDzEOMQ8xEzEOMQ4xE7ESMSQxHbEdMR0xHLEdsR0xHLEXsRwxHzEaMR+xIUNiMGIzYjFiLWItYjFiJmIxYihiJmImYihiJWJAYjtiP2I/YjtiMWI7Yi9iMWIxYi9iKGIwYitiNGIrYh9iNGI0Yh9iJGIfYhtiJGIkYhtiGWIbYg1iGWIZYg1iA2JaYldiX2JXYlGixKjEosSUxKjElMSKFIkhiRWJESES0xHzETsSGxI7EmPCJDYlxiSGBUusS4xM7ElsSuxJLElsSmxKLElsSCxJrEdsSGxIrEcMRgxIbEkMSWxJzEoMSQxJzEqMSsxKbEuMSoxKbEtMTQwde8fMsXcsGTPHzLFk7Bjbxqoxdawai0Zj5Vg0xmTGlLFlDBojx6AxKjWWjqGJlSkTYxMrE+PCJaYl1iV2JkYmdibWasVosVZMJov9MTWxNbEvsTWxWexL7EtsFmMTm8V2MTYxNrFdLBaTxoixZIwYo8WSsWSMFvtjo2KVYp1ilWKKYp1inWKKYpNimGKXYo5il2KQIMX4xCDFHj2KyWO7WDEWixVjzVgsFos1Y8BYMzaNAWPA2DQ2jhFjthgtZouZidFitJiZGJmYmZiYGJkYmZiY2BPZgJioGKqYqJikGKoYqpik2KKYolif2KRYn1g7Nik2KdaODYq1Y+t1zBvbxuYxb8wbm8cGxeYxS7FBsUExS7FMsUcxRDF5DFGsUKFYOlYotieWju2J5ckTI8f+xAjF1DFCMUYxdUwdYxSbxxjFGsXmsXmsUcxSrB57x+6xe+wdkxR7x9AxSTFJMXQsUYwaw8bSMWzsG0vH0rFvTB7LE6MTI8foxObEyDFybE5MHPvGwDF5DBxzx+Qxecwd4xNzx+gxPjE+MXrMUYwe8xNzFHMU8xOLFJsTw4qJY1ixOzFxTBy7EyvH7sT0xMqxckxP7E9sAMxUTAHMFOxRTEFMAewRrBWMFGwVbBFsVUwAbBFsUUwArFJMQMwArBKsUsxAbEEMAIwVLBKMFUyUKJgi2COYI1grmCMYIFgrWCsYIFglGCAYH1glWCUYH9giGCiYJpgimCaYIZgimCKYIRgdWCYYJhghGCbYJhghGCHYJtgh2CbYJ9gh2CHYJxgpGB0YHpgiGB5YIJgimCJYIFgkWCCYIFgkWCSYIJgnmCBYI5gnmCdYIxgl2CEYHEYIBofFYYRghGBxmCFYHFaHGYIZgtVhdGB8YHVgi2B1YHbYItgimB12CGaHzWGHYIdgcxhcxkkmSjZJJkpGSTZJNklGSdZIJkmmSYZJpklmSoZJhklmShZqBkAGamZgZkAGaiZABkpGaiZgJkBGSlZKxkmGSiZKhkqmSiZKJkqmakZAZkp2ShZKdmp2QBZKFmp2QNZqdmCmQNZK1mqmYLZAxkqWStZKlko2StZK1ko2ShZKNkr2SRZKFkr2SZZJVmoWYAZhFmBWYAZhBmFWYAZiVmDWYAZiBmLWYPZgJmImZLZhJmTmYrZhtmHmYoZhxmCWYHZhdmGWYLZglmA2YLZgtmA2QMZqxmOWYwZilmNWYgZiBmJWYgZhVmLWYQZhBmHWYSZg1mEWYSZgJmAWYWZgpmAmYbZgJmH2YbZgtmD2YXZh9mE2YnZhdmE2YjZjZmNGYjZjNmNGYnZhRmJGYXZhdmFGYcZghmPmY+Zl5mP2Y+Zl5mX2Y9Zl9mMGZNZl1mUGZLZjtmOmY4ZlpmNWY4ZlhmVWYxZlVmNGYxZlFmVGYwZjhmUWZQabwWZRZnJmKGYmZkFmQWYmZh5mVmZmZkFmZmZHZkFmQWZHZihmRWYvZjZmNmYvZiRmL2YVZiRmJGYVZhRmsFluhmWWmwlnWGZYZsJZl5mVWZCZk5mTWZDZi1mQmYfZi9mLmYcZh9mJWYoZklmKWYwZkhmSWYzZlFmMmYzZlNmUmYzZjZlw1s+6zPrZcNZl1mU2nHmZDWf+zMvMy8yfaZn5M+BMy0zLDDjDzWSzKTPcDDebMtMymzK7MdMy0zK7McMxYzNDMmszQzKbMmszazObMpPNRMxOzITMTsyQzITMhMyQzNjM2My+zITMvsyqzITMhMyqzFzMqsyUzFzMXMyUzHjMesyIzIzMiMyyzIzMjMyyzNDMsszAzNDM0MzAzHS1ALRLtFa0TLRDNEG0PTRCtDm0Ng1Om9ME0ew0LBqahqW1aypqJmonaEdoQmgwaBxmq2asZo5mmmanZphmk2aQZtnZdlamNaJRoqGqHaB5qg2g+aHxoSmihWlkmpd2pDlpUlpP89FwtQ+1ETUStDG0ODQotDc0Hs1GW0NTQ+vR5NBwNBetC40JzQ0NAu0B7QUNAW0E7cDsNzPOWjPvLDkDz5Cz7Mw5KzObzcTM0Mx0s+QszKw1WzN7NPM0SzTzM7szc0SDRFtFS0RLRFtFG0V7RDtFi0SLRDtVu6L5oV2iGaIZol2iIaJ1oimicaIpogGicaJxogGiLardqAUJUnNSY1FLUYtRS1Fr0aLmgubTpjQnbUqr0pw0J61KC9N6WpKmpCVpUCjtWjtT21IrU9tSu1IrUytTu1IbU7NSI1LLUiNSO3KkloRGg7ZlC40K7QWtBM0JzQmtBK0I7QfNCG0FbQXNCM3FLNOM1GzTbNOMFA3ALDrjZ9AZdMbP4sysMyZz1py5mS1ntVlttpwhZ4lmiGaPZohmf/7MGs0CzfbM6MzooJklmRmZJZkNmRmZGZkNma2gWaoJoE2qCaCtok2iTaKtokGieaJl1QbQsmiYagNqA2iYalc0TLRKtavaFa0SLRLtEQ0R7RQNEe0S7RTtFO1SLQBNE21TrQBtEw1UrUCtAA1UTQENiyaJJogmiSaKJogmiCaKlomGRdNDk0TTQ/vzhzaK9odWiDaKNopWiJaIRolmioaKZqoGgIaKhqoGoMaA1onWiqaI1op2iaaIpoh2ieanxoCmioaKpoqWioaKhoqWitaItqqWgDaqlqBGgDaKNqpGgCapRoDGiiaJJonGiiaKFqcBotGhAaIpotGh0aEpovGhgaKFqimghaKVqimoKaCVqi2glaKRqi2oLaCRqh2gkaJ9qh2oHaB9onmiLaIBohGiEaIBos2hAaLFaXNoc2hx2puWh9anD60RrQ+NESMaJVoqmiNaI5ojWiBaI1ojWiAaHlog2p07NHUtQA0B7VQNQa0B7RTtVK1B7Yq2ptlpdmh2miBBtEM0Oq1ep91pe2hzaHfanTaH5qbNob3ftDMNTWvT1DQ1rU3DQ2vT5jQ8NDy0OS0P7RBtEM0ObRCNTbNDs0Nj09a1BTUPNQU1D7UONQU1BbUOtQK1DjUNtQK1AjUNNQw0SzRNNQE0TbUCBWoYahhqFmoCahZqEWoCagJqEWirahFqEGiraKtqEGoJag1qDmpXNQe1CbWr2lVtQm1AbUKtQm1AbUCtQu1ADUDNQI1BzUBNgoTah1qFWobagVqG2obagdqB2obagtqGGofagtqCGoeahxqJGojahxqIGgUKNQY1CrUHNQY1BrUHNFW0Mg1ME9PAtO2WdqVFaVwujU3j0r5f2ppGpsFpXhqc1m7TsLRBtDo0Nq0OTU5j09g0Oa1Lk9PSaVqWdqaVaW5amSamuWlumphGr92o4agFqeGo6agFqQWp6agtqTmpGanlqBmp9ehRs0HL0Xzaj+bTnLQf7Udz0o41FzUYNRs1GDUZMmo5ajJqNGo5ajlqNGo3ajpqO2pLajtqPmpLaktqPmpTaj5qP2pTalNqP2pCaGtoPRpP42k9WpHWozVpRVqR1qRZaVCalnalaWnjMU1MG9PMNDFNTDPT6DUJtQu1D7ULtRC1D7UPtRC1EbUQNRG1EbURNRG1EjUStRE1EzUTtRG1E7URtRK1E7UTtRI1FDUVtRO1FbUVtRM1FrUTNRQoailqampeamlqXmpbamlqaWpbamdoWxqVdqVRaU/alXalPWlKGpYmpXlpUpqT5qV5aU5amGalNWlZWpbWpHVpTRqT1qV1aUxatMajVqMWo1ajNqMWoxajNqPGojaj9qLGosai9qK2osam1qW2ptal5qW2pram5qWmhvakLWlK2pJmpClpSpqR1tOMNCKR5qv1qPGo2ajxqMWo2ajZqMWouaihqZmpZallqZmpWamZqZEhUxNTc1ILUqNSo1ILUsNSC1JbUsNSw1JbUtNSW1KbUtNS01KbUgNTA1ObUhNTE1ObUrNSm1ITUrNSs1ITUiNSC1OrUvtSq1KTUvtS+1KTUuNCm0J7Q2tDe0Oz0drQ2tBsNDg0G82nwaHBofm0XC1JrUmtS61J7cmTmhcajyak2WhC2k+z0Wy0n+bTfhqS5tN8GpI2rT2pRal5qUWpQal5qXmpQaltocmhzWg42owGBNJ6GpAWpPW0nhakJWtQakxqW2pMakpqW2pbakpqV2pKakhqV2pXakhqRWphamNqVWpjaleu1IrQ1NBktB5NRtPRerQeTUdr0nS0Ia1Ja9KGNCbNR9vRcLQdrUbD0XC0Gs1Fq9FoNNoYGo3WatHi1IrUhtSq1IbUgNSq1KrUgNSk1NjU0NS61NDUstS61LrUstSS0LTQftCw0H7QetCw0LDQetCq0NjQjNDA0IzQftDA0MDQftC00KTQvNBq0LzQxIih5aDhoPnwQVtD80HLkoWmhgaDJoTGgsaCJoTWgyaEZsUKrQpNDI0MLQeNDM2MGZoOmhlamTI0GrQytDBhaFtoMGgzaEdoM2g8aEeg0FbQUtB+0FLQUNB+0H7QUNB60FDQTtB60HrQTtBY0JLQkNBG0EbQkNB20NzQXrQutBctRutC60KL0d7QYrQb7Q3tDe1G49F4Goy2hgajRaGtoa2hRaEFoUWhKVFCI0GLQ0tDg0JLQztzhnaExoMGhAaFBoTWhAaFBoXWhDaG1oT2hDaGNob2hOaiPaGhobloLhoamhwaEVoX2hJaF9ob2hLaEtob2hSaDRoT2g0aE1oX2g3aDVoXGhGaC5oRmg2aDZoRGhOaERobGhMaExobmhvaGdoX2hHaFxoX2hHaERoXmhAaF9oVmhCaENoVmpVZqhmm2afZpxmmmaVZptmkGanZpBmmGakZqRmmWaqZKFqCGShaghmqGagZqBmq2aXZqZmmWatZq5mmGaqZplmlGaoZqlml2aVZopmnGacZp5mnWamZJ1qBWalZKVoBmgGaAFqAALQGs1S0qxkp2hUtwozUjBQtAg0ALQJtAg0ADQBtAq0BLcBMFa3BTNXM1MwUDcDM1GwUDQANwGzUbBNNAa0EbQGtBO0FbQFtAe0F7QENAY0BrQWNAc2BAxoNmgMaBRoNGgVaBRoNGg1aBZoOWgVaBpoOWgaaBpoOmg6aBloO2gSaCFoDmgiaCloDWgOaCloHmgqaDBm0ITNPtAG0ArQBNAK0ArQCNAI0DzQqtCS0FrQktBG0FrQWtBE0BDQNtA20HLQNtAu0HLQctAu0GrQLNAu0GrQaNAs0CDNRs1W0BLNVNA4caDFoMWgmaAloJmgYaAloCWgYZqhoGGgSZqhmqGgSZq1oH2ghaCRoJGghaEFoIWggaEFoQWggaDhoBmgFaB9oH2gFaCFoBWgeaCFoIWgeaCBoRWglaENoQ2glaB1oJWgKaB1oHWgKaAJoMWgcaDtoO2gcaCNoHGasaCNoI2asaAdoTmhSaC9oUmg1aC9oL2g1aBBm0Zl2xs+0s+Vy5mZmnVFnzBl19nzOfrPnTKmcGWfa2Xa2nG1n2dlytpxlZ8jZbBabiZnFZjTajMyMNrvNyMxus15vpmbWmwVnambB2f/P4sz+2fE4g87CzMbMWrMxMzhwZr8ZnJlr9pv9Zq4Zc+aaEWfMGXNGnDVnutlulpztZtXqDDyrzq7XmXxmnBVnrVlx5pu1Zq2Zb7Zm5pvxeLMyM97MZpvNZt7ZdJacTWevWXKWnL1maGav2ZsZmhma2ZtZklmjmaTZo5mkWafZo9mjWaeZp1mnWaiZp5mnWSjagNmpWdbM0SxrFinSzM/s0MzQjNGM0czQrM8M0uzQDNPs0IzRDNMM04zRzNLszgzQzNEM0KzQzNHM0azQTNOs0GzRTNNM02zRrNLM0ozRjNKM0ozRLNCM0axPn9me2ZwZ1ozODGv2fs/oM/rMzozOzM5M0IzOjM5M0CzQTNCM0CzQLNCM0IzSDGsGn71n8BmbPSPPzrP4DD2Lz+bzWX02n9WZ1Wd1Znz4zP7M+MwGDZo1miGa6Zn9memZ3Wd/Zn9m91l9dp2lZ/JZerZez/zM1jO7fXZnVp6dZ9nZeYaeZWfZGXrmnN1n7Vl91p59Z/VZffadoWffWXeGnqFn3Zlz1pxJZ9iZdBYOz8iz8Ewsnr1n4pl79p69Z+4ZfcaemWfkmXk2npFn5Nl4hp2NZ9wZdoadcWfWWaSZopmfmaJZnpmfmZ9Znpl8lmeGZyafyWd4ZuAZnpl6Bp6BZ+qZd2ZhdjUjMLuSrZoRmBGQrZKJkq2SeZKJkomSeZJRmg2ZsZitmLGYadAwszDTMJswYXY1szAjMHMwczAjMEMwczDLMLMwyzALMbMwszALMVsxczNLM+NnaWZcZvyMn3GZxZlxmW2ZxZnFCcwbMweTBzPG5MF8wowxY8wnTCHzCTMKU8gUMqMwuzBXMFsw1zBbMGkw1zDXMGkwW0wazBvMFrPFvME8whTFXNW8wVzVvGreaN5oXjWNNDU0dzQBNHc0ZTQBNAE0ZTA1NWU0UzA1MTU1UzQ/MGVMGFMHE8Y8w9TB1ME8wyTBPMMkwyTBJMEkw6zCZMI0wrwxjTB7MG/MG7MHUw6zB9MGUw5TDtMGEwaTEZNTcwWTExNUc0VzBRNUkwcTVFNAk0eTR1NAswCTFDNUEwYzFHNTE0YTBnNTEwVzExNTEwUTE1NSE0UTBVNScwRTEhNScwQTErNRc0RzBLNR0wMzEdNRMwTTEfNRM0QzBPNR8wTzEZNS80TzBJMS8xKzEVNR0wNTEfNQ00PTA/NQkwPzEHNQk0OTA3MQMxAzEBNQcwMTEJNQc0NzA5NQswOTENNQs0OzA9MQM1GzQdMB807TQXMC8w7zTnMCUw8TzZQ3ATDlzDpNAE0AzDpNDcw6zD9NDU0NzD9MRkw8TQTMOU0ETQPMOcw5TQNMOnPGhMN8M+Ewzcw38800M08xWTHhzQVMOLNPc0FzAbNPswKzD1NTs0KzAlNT80NzQlMCU09TQjMCUw9TTzMCE08zQvMBE0/zQZMBEw8TT5NBEwEzi0lmjmKSmWzmKOYoJptpinmKiYr5ZqJqDmC+me/mAGa9OaBJgFlvEmgeYNaZ9eYBJp3mgWYCJh0mnWaCZoOmgWYAJr0ZgJmKSWfSmamYppiFmIiYVSYi5iRmlVllTmJ6mayYpZhwZilmJiacCWdmYoaZmZiRmGFmmBmJCWVGYvphQplQph8mH+YkZiWml1mJ2YnpZXqZnZhmZifmJ6aZaWZ+Yp5i/phPZh/mk5ll9mH2YWaZmphZ5pipiamJOWaimVlMS0wy0xJzEZPMJDMXMa3MRUxBTCvTyhTEFDIFMe0whUwh0w4Ta/lg+eHDEszyw3LEEsxyxPLFiyVsmWU5ZulhOWZpZulh6WFpZoliaWapZoliiWKpZuliqWbpZuli6WLpZulSelJ+WoZQflrGiLH8svyy7LIMseyyPLIMsQyxPLKMsDyyJLKMsIywJLLEsXyxpLGELWkshQhZ/sskSyTL4xLJskmTZXKpZJlkiVwmWR6PSz9LOMsYy9aytYyxHLKMsWTAYPlg2S91S/dSt6TRluUlbRknzvLNEstyy3K63LIsU2a5XZZZokGzZLO8LqlLMEvqcrgEswSzHC6HLIdLfzlkOWTpL1vLN8s0S+8yzfLMmaV1yWYpZ2leylnalualeWlb0pdtlrJleilb8pbpZXrJW9JZClkaWf5LI0stWpbZpZYlGTLLNsszSy9L69LLkguX5XPZZOlkmVw6WUqRsnQupSypUFliWdqWvyV9+VsWi0tDSy5LK8vn0sqySpWlclllCWWpXCqXUJZPlnaWdZgElnWWc5gEmASWc5gBlljLO8wCyztLPMwCzAJLPMwDSzxLPcwDzANLPUs7y0XLPEwETATLPEwDyzxLN9MA08DSzbxabpfm5ablpqV5CWppXtKXoJaglvRlqWV2mV52WnZappeiluklnaWopaglnSWrJXh5XoZanpfrZahlqOV6mWq5Xr6XqZbvZXyZaplqGWcCWMaXdiYAJoClfYm1nLO8MwMs70s5MwAzwFK+VLWUL+FLVUtVS/iSveQtiUs6S+KSuaSzpLNkLhst9yzry39ZX6KX//JfopewJXo5XsKWsOV4eWXKYNZYjmLWYPpYjlqOYvpYqloWl82loWVzKV0aWhpaSpeXlo+WjJbTJaPloeV0OV0eWjqXh5aFls6lc1loGYjpgxlkqYoZhDlkqWqpijmEGWDpZ/lniVz+WQpaIpfIpaClchloCWiZXAJa9lkml8lln+Vx2WfJZ3lcHpd8ln6WgpaDlsrloGWipXKpXCZaPpeJloqWz+VzqWgJacleqpejluoleTlqOWpJXnJaZi1RMXUsUS1XMXUwdSxXMacsVzEZMKcwpzAZME0sq0voctESulwuFy0XLZfLPMvl0rjMs8yzNC77paflp2V5+WlJallelpeklu4lqeWppXvpXp5iXjEJMJ0wDzCdMJcwDzAPMJcwCzCXMJMwCzALMJMwizCLMIUwATCFMH8wATABMH8sUzF/MHcsUy1TMXcwZzCHMIkwAzCJMJEwAzADMJEwCTCRMJUwCTAJMJUwnSylS+7y0pK7DC8vLS8tw0tTy/CyvTS1NLVsL+dMCkwIzCtMCMwHzCvMK8wHTCrMB8wGTCpMKswGTAdL8lK85LQUL7tLTktOy+6S0rK71C4pLSkttcvqctPS0nK7tLSUtNwut0tJy0dL5jK6bLSMLrHLRstGS+xS0xK7/C41LTUtv0vwEtIy0tK6jLSstLQurctKS++y0hLT0rv0LjEtPS07LScts8tJS0fL7DK7dLTcw6zChMJUwITCBMJUwFTABLI0xQTCxLE0tTTFxMFMwSyx1MRUsdS0DMVUwVSxDMWMsQy1TMWMwYyxTMWcwfTAHLGkxBzBZLGktKTEZLHkxGTBfLHktOTEfMGUwUzBFLG8xBTBvLC8tLzEvLA0tJwvCTEVLAktETEVMBUsETFJLBEtMzFJMEksMy2zmBeYC5aGmAuYA5aGloaYA5Z05oBlqyV9SV+2WpZiImBGWC5iRmBiWC5aLmJiYHpglmB2WGpidmBaWGpaamJaWDZiWmAmWDZaNmImWNJhJmAKWNJZ0mEKWLJy3nGqnXicaifaiceJx4l21nHScaaddpxpp9ppx2nHqXbecYadX2fS+XV2u86h0+g8OsHOo1PpBDvBTqVT7FQ6l0tn0wl1mp1Tp9mJdk6dUyfaSXUynWOn0zl2mp1Op9NpdkKdTefTWXY+ndGoM+30OtnOrZPtXK+dUufaeT47yU6vE+x8O99OsBPuBDvFTrgT7hQ74845TrPz7rw7zU670+wcO+1Ou3PsnDvpOLGcaSeWs153lp11J91ZdpaddKfYSXfKnWKn2Cl3xp1RZ9WZdladV2famXZenWrn1Zl1qp1qZ9aJdb6dbqfX6Xa22062c4zzjHPoPON888aZdP6cPucVp8/5ejmLOHdOnrOKk+fMOas4qzhzzinOnBOHc9acRpxInHKcSJxZsjiBzizOLVucY5xdJ9c5dHKdWufQOXRqnUBn0Cl0bp1CJ9G5dW6dRKfXSXQWnV6n11l0Gp1ap9UJdFqdSCfQCXQinXKcb5wuZ9LpcvacSWfS2XNKnT0n75Q6pU7eGXQinb9TjvN3+k45TjlO30nG6Tv73vlzWnBOcEpxTnBGiOB04tQ5d04pzp2zilOKU4qzitOCM4xThvOLU4YzhfOL84szhZOLs42TjROIk40zTRpnDufLGcdZxBnHiQaNs4YzjdOMM4fTjBOMM4czhxOMk4UTjNOLk4WThdOL08oSx/KG0tTyxpKF0pTS1JKFMpPThPOGk4zzhhOHk4yTjBOH04izjVOJs+VsOZU4Y04lzibOmDPmbOKkOdE4xThrOMU4uzhrOGs4uzhLOLs4tThLOEs4tTihOGnOJs6as+Zs4pzibOKs4JzinOKs4MTghDllziVOmXM2czpxzpw2pxOnE6fNeVvuWP5YClj+WBZZClgKWBZZWlgWWTJZWlhaWDJZXnGGcZZxynCWcapxynDKcKpx8nCqca5x8nDycK5xCnGucbpxCnEKcbpxwmm+m3acAZp2mn+cAZwBmn+cEprbpre5qeltmpubmpua5qaoprmpbopqqpvupqimqKa72arpbtqbrZqtmvYmnqaeZr3Jqllvzpusmqya8yap5rzJbpJqkmqym+smtTltTmpOm8/mpOak5rMJacliqUKZaalieUKZSZlpeUL5yEnDaaNJymnD2aNJqknK2aPJytnD6aPJyunDSaTJqsnKScRpoJmpOcpZozmqecpZw1mjecpZpOmpacqZo2mqicqZw5mjicoJZCliSUIZaUlimUIZSRlpmUKJaZliKUOJSYlpKUMZailjOUMZShlqOWO5wzmjKcqpoymq2cqpw6mj2cr5o/lsOpuQms5mswmpCanZbD5qNpvM5qPmoyazGVUSUkJahlBCUkpahliGUEpSenIScA5wCnEOaK5yCnEKaa5y8miuaqZy8nDyaKZqlmp+ampqjpuamoua4+a4uaiJbC5qImoim8gmoubdScR5xGnAecT5xGnAacD5xHnB+cRJxXnBecFJxYllKUEZaElBGUiJaElhSUGJaJnBGcWZxCnBmcQZxCnBKcEZxBnAGcS5wxnAGcC5owlqeWIJQvloCWK5QflI+Wi5YZmhuW6Km52a4ia42anZqQluXmqCm9nmpealZrZJbaJyXjmBOK+cApxAnECcApxKnFCcTJwMnEycQ5wMnAycQ5w/msemsumoqWxym46ajprcJqgmt3lugmqCap6bb2cE5wOnE+cD5wKnE6cT5wLnEucCpwLnEucSpwIngWWF5QVloeWFpQZlIWWhpQaloqWGJQelIqWiJYeliGa0KW1Gakqb12akZqTmtWmpeW1im5aalprY5rZ5ylnAWcRZwInAWcRZxInAecWJwDnCecV5xTnCacIpwHnAqcR5wJnAqcSpxJnA2cSZwOnA2cTZxOnACUGJVt6VppR3ZR2lKaUpZZ1lBGUdJaBlhGUEJSAloaWEZQNloGWD5QJlIGWg5QKln+WCJQKlH6WfJQIlnyWC5QEln+WBpQElHyWfpYFlgmWCpQJln6WCpQNlH2WfpQPln6WDJQTlH+WfJYRlBecOZ4wmKGcM54omqCYo5wqnBiVSyVQiUjKVUCUiJSIlVPnIOcMJoynKCcPZoimqKcrZornJ2cKpormpucmpommpWaoZyimjGarJySnDKaPJyZmi+afJyCmhyagpySnBKaEpycmiKamZ5WThZNHManpqcmpicqZoYmpScqZwpmhScl5wgnB+aEZyfnByaEZqRnJyaD5yqnCeaFpynnCSaFpqWnKScIJwhnCKaE5yinCiaE5qTnKiaF5yonC6aF5qXnK6aHZyunC+aHZqdnK+cNJo4mkScjJoEmoqcjJwMmgqcpZoKmpWcpZwlmhWamZqUmo2cl5oNmomcl5wXmgmchpoJmr6cRpwGmj6aepxcnBuaD5ybnB2aD5qPnJ2aEJydnB6aEJqQnJ6cIZwanA2aDpyNnACaDpqOnICaNJxAmiqUtX8pIQqr8pHyquSq3ykfKTkKjMpuUqxMpMyk1KsRDcLNC00mzQtNDNkaJ5pXjUhNI00ITQpUGiGaWZpamlyaGppdmlyaHJodml6aHZpgml6aHpogmmSaYZobml2aG5pXml2aHZoXmluaF5pWmluaG5oWmlWaX5pUmlqaFJpCmlqaGpoCmnuUPaUPCUfJU/JK/ko+Sh5pZ8mhSaIZpgmiKYLF804TRpNFk03TRZNFU03TTdNFc0yzRDNE80xzTHNE000zRPNFk00TTTNFs00zTFNMc0QTTFNLs0QzRBNLs0tSl4ZVPpRBpVDpR+lH+VQGUg5VBqVgZSBlEYlspmhWaJ5plmiaaJ5pnmmaaIZo0mmaaY5ommmqaY5ojmiqaaJoqmmuaaJoomiuaYpp6miSaJZpkmiKaJZplmmKaIJpSmiiaEJpQmliaF5obmkqaQpbCppHmkKm8LmkSbf1NEM0rQ1gzR9TVvT1vQ1480jzSJNvlmkCaTJN/kmkGauGaRJpOlrEmkiafqaviaSZrCJpJmkGWwGm0maTJpymrAmjCasKWvCaMJoypo2mrImrWmjSWvymjaaNpq85pAmr+k3hzSHNP0mlGatOWveaM6aruaN5o2mq9mi6Wq+abZotmi+aaZpAmn2aOaaPZo5mrlmrpmjGWvmaNZoxpqxZo0mjaaueWvyaN6acJo8mjyacJormnCabJormiuabJpfmi6aL5pxmi+aPppxmnGaPpq7ZozmjOaZ5ozmq3mmeab5alqb1ma1eaZZbRqbZ5pnmsZmk6ax2TebNJs0+6au2abZao6brSauOW6Om7gmnSau2WvSadJp9prH5r1Jb+6a9Ga4uWvumuFmnKa8idXMNbGad5q5Zq55p8k37zTzNPkm38zTFDaFTUHNYVNQs1Bz2Bw2CzX/ZqGmoebf/JuGmoeaTJpPmsTmk6aUJrFJbEpp/k2/WWxCaRabyyaUJpTmslmmuWxCm2WaZZrQprYppTml+TenNKM0/+bfjNIcNqM0nTSHzWHTSXNJc1AzUJPYDNTk0yQ2iU0+zWCTT3NPM9jc06zTDDaDzTpNX7NOc07T1/Q15zTjzTzNPk1hs08TUFPYFDYBNQU1fTR/NHfNH00szV1z18TSRDaxNL00kU1k00uzTTPc/DbjNL/NZDNOM04z2QzTTDaBzTDNME1g00gT2Pw1jTSNNH/NWlPb7DbdNLtNdNNN000T3Yw10c10M9aMNdNNuNKGcoeSptyh7KGkKWnKHkqbsofyh9KmtCl/KH30TvkA+AL4Rvhy+GL4WPhW+ED4nPiU+Hz4gPiI+Kz4tr6sr+nD+qS+rq/si/vePrkP7NP6vD6yb+nr4xvku+Ob5OPj28Nr4X3wN3g0PBmexsPgi/BDeCw+zv/h37ybr/JTvsnzPCpeE5+K//RLwLPyZfFN8SXx2Xwv3xq+xrv4Mbwc3g3vxHflO9Bb1VvlO+AT4GPiq+Kr4avhq+L74Zv5cL6Wr+XD+dT4RPki+TD5Ivkg+TD5MPkg+RLxNvgefBA+CN+Dh8Kz4FXwG/gNvArfKX4TD4l/xD/iIfF+eD58HX4QP4ivwyPqneqZ8gHomeql8gHwAeil8gnopeqp6qnqrfI56LXyGei16rHyGfAZ6LHyBeix6qHyBfAF6KHqnfJp8BXwOfAV8A0Y0Gvlu/IR8B3wEfAhQOCL4MPggwDBp8EHwbdgga+Ar4PPhW+Ez4VPhm+Eb4RPhi+HD4GvgS+Cr4HvwgUfCd8F34YNvh++Db4ZM3w1fBx8KHwdfCh8KXwdfB18KXwufCt8KnwgfCp8J3wgfCB8J3wcfCd8JnwcfBx8JnwofEB8PXxEfD18LVr4Xvha+ESI8GHw7fDh8LHw4fDd8LHwsfDd8K3wAfFZ8UHxQfFZ8UnxWfGd8UnxSfGd8YHx5fDx8MXw8fAZ8cXwxfAZ8fnwGfEd8fnw+fAd8TnxmfHBfHF8MN/NF8cXx3fz5XxTfE98SXxPfEV8SXxJfEV8O3xFfEJ8O3w7fEJ8OHw8nxyfyyfH16aN74yvjS9MGB8Y38vnxrfG58ZHxrfGt8ZHxpfFR8bnxZfFl8XnxTfFh8WXxmfGl8YHx2fGZ8YHxwfzOfFd8SnxXfFt8SnxKfFt8WHxbfGN8WHxYfGN8aXxMfE18VXxNfF16eJT4+viEyPG1/L5Pqev6XP6or6mr+mL+ra+rY/ry/q4vrMv68v6zr6y7+xD+8q+sg/ti/uwvq4v7Av7ur6xr+tb+8a+sW/ta/uEvt3Ox/PtfLWaT47v5uv5cr6eb+jL+XK+oc/3DX1En+/zfUSf0wf2UX1aH9Wn9Gl9Wp/SV/QpfUFf0Vf0BX02X9Cn89l8Np/O9/LNfD8fzvfz/b9v6ft9z6fP68P6pj6pb+pjMn1HH9NnNPqEvAJfJd8kXyVfI98k3yRfIx8fXx+fH98gnx9fp06+U75OvlKl+A0+Or65T+6b+9w+uU/uc/vAPj4+Pb49Pj2+Or49vj2+Oj46vjo+LB8dHx0flm/u8/rMPrLP7KPTfXUf3We3++747D47dnx9eDS8GJ4ML4anQoWHwlPhlyzhg/BFeCT8EB4Jb4Ufwg/hrfBS+J4H8i8eyLvhX/yLd8PL4a3wW3gp/BY+DS+Fl8Kn4cfwaXg1/Bh+DK+Gr/FDXsa3eBnvhW/xLd4Lr4X3wnPhtfBaeC68D76EjxW/wMfKl4pfwC/wpfKJ8qXybfKJ8onybfJF4n3wOvgbvA7eAn+Dv8Fb4BXwFvgDvAJeAX/AV4mf9LviP/2ufgX4T/ynX4FfAp4F/4NXwf/go/AqeBV8FN4JH4XvwjvhnfBdeDm8DT4F34NPwXvge/A9eA98Cd4DT4EvwZfgKfhY8a1+AHhQPwA8KR4UD4onxUviAfGc+Ek8J94UP4mfxJv6XfGb+FA8JD7ULwAPiYf0C8B34lHxp3hN/CmeEq+J18RT4hHxlPhIPCIeER+JH8TPeUM8IN4Q74gHxAPiHfGceFJ8Jl4Sn4lvxEviJfGN+D98I74Q/4f/wxfisfg3L+fdvJzvw7t5N9+H98P34Qnxfng/PCH+ES/m5/Bzfg6fh5/zcz4Pb4jnw9v5Orydb/N1+Dp8m0fzWDydj/N0fszH+Tg/5rf8lLfyTd7Km/km3+TNvJg382lezIv5ND+HR8PT+Bgf42n8jKfxR37Gz/gjL+RrvI138Ta+yLt4F1/keb7I/zzP8/zPT/kxH+a3fJhX8lt+yyv5Ia/kk/yQH/JJXsb3vJEH8kaeywN5IM/lqzyX7/JVvsp3+Tc/gYfBm+Bh8EN4E7wJfgifgx/CS+Fz8Dl4KbwSXgo/hlfCK+HH8F/4MbyL/8J/4V18HN7F83wcPg7P8zue55v8jt/xTX7JN3kxv+SXvJj/8mJ+zn/5Lz/n4fycB8TDeTgPiN/DA+In8Xv4PfwkPhE/if/EJ+IT8Z/4S/wnnhV/ib/Es+JH8az4VvwofhTfii/Ft+JB8aX4UjwoPosHxUvis/gsXhLPiJfE/+EZ8Yz4P7we/g8f5/Xwevg4v+bj/JZf82t+y1P5LT/kqTyVH/JBfsi3+CAf5Fs8HL7Fa+Hh8HB4LfwUXgt/g5/CT+Fv8DP4G7wCfgY/g1fAC+AV+CbxAngBvkk+Rb5Jvj0+RT5Fvj2+PL49Pjq+PL48Pjq+OT46Prlvjm+OT+6D++Q+rQ/ug/u0PqtP6yv6rD6rr+jrfUWfzdf7ep/NF/PZfGt8MV/Mt8ZXxrfGl8VXxlfGl8VHxZfFl8RHxUfFl8QXxJfEt8MXxBfEt8MHw7fDx8IHwwfDx8LnwcfCB8LnwefBB8JXwQfCx8FXwVfBx8E3wcfB18E3wTfB18FHwdfBN8JHwUfBN8KXwTfCF8OXwZfBF8MXwhfD58MXwhfC58NHw+fDp8RHw0fDp8Q3xKfEh8U3xDfEh8UXxYfFZ8YXxRfFZ8b3xWfGF8f3xffFF8fHxhfHl/Ox8bHx5Xw0X87n+2g+ms/3AX2+r+kD+oC+pi/pa/qyvqQv6cv6rr6sr+y7+q6+sk/sK/vePrFP7Hv72L5Q/AR+AD+BN8EP4AfwJngNvAk+B6+B18Dn4F/wOXgl/Av+Ba+EN8Ir4b/wRngj/Bc+C/+Fj8Nn4bPwcfg1fBx+x6/h1/A7Hsfv+CWP43H8kkfyS/7LI3kk/+Wz/JeH81k+y8N5NQ/n9/BqXs3v4enwe/hEPB2eDp+IP8Qn4i/xh/hD/CW+En+JH8VX4ivxo3hP/Ci+FO+J98SX4kXxpfgsXhQvis/iMfFZPCMeE4+JZ8Qr4hnxenhFvCJeD3+H18Ov+Tv8HX7Nn/k1T+XP/Jmn8lGeygf5KB/lg7yPD/JweB/v4+HwbXg4/BS+Dd+Gn8I/4afwM/gn/BN+Bt+Cn8EL4FvwLXgBvlW8AJ8i3yrfKp8inyGfIl8enyGfIV8eHx5fHt8cHx4fHt8c3903xwf33X13H9yX9sF9Vl/al/ZZfVCf1df7oD6or/fxvt4X8/E+3hfzvfHFfGV8b3xvfGV8XHxlfFR8XHxcfFR8SHxUfEF8SHxIfEF8NnxBfDB8Nnw2fDB8H3wwfB58H3wffB58EnwefBV8EnwSfBV8DHwVfBN8DHwMfBN8CXwTfBR8CXwJfBR8CnwUfBl8CnwKfBl8D3wZfCF8D3wPfCF8FnwhfDR8FnwWfDR8JXw0fEN8JXwlfEN8OnxDfFF8Onw6fFF8S3xRfF98S3xLfF98WnxffGx8WnxafGx8aHxsfDQfGh8aH80n89F8QJ/MJ/MBfT4f0Jf0+Xw+X9KH9CV9Vx/Sh/RdfVXf1Sf2VX1Vn9j39Yl9bN/X9/WxfWpfKH6AD5MPEz/AJ4ofwGvwifKJ4jXwC3gN/At+Ab+Af8GX4F/wRvgSfAneCN+DN8Jn4XvwPfgsPBQ+C7+Gh8JD4dfwZPg1PI4nw5PhcTyNx/FInsbTeCR/5JF8lj/yRz7LX/ksr+av/JVX82hezdPh0Tyap8PX4enwh/g6fB3+EI+IP8RX4hHxiPhKvCa+Eu+J18Rr4j3xqXhPvCg+FZ+KF8Wr4kXxmHhVvCoeE9+Jx8Qr4jvxnXhFPCReEX+Hh8RD4u/wfvg7/Jn3w/vhz7ybP/NR3s27+Shf5aO8j6/yVd7HA3kf34YH8kC+De+Gb8M/4d3wbvgnvBP+Cd+Cd8I74VvwKvgWvlW8Cl6Fb5XvlG+Vz5DvlO+Uz5BvkM+QD49vkG+QD4/vjg+P7+6747vju/vqvrsv7av76r60j+xL+6A+so/sg/qWPqiP9y19Sx/vw/l43xsfzofzvfGp8b3xcfGp8anxcfFV8XHxIfFV8VXxIfH98CHx2fD98P3w2fCR8NnwffCR8JHwffBF8H3wSfBF8EXwSfAd8EnwMfAd8B3wMfAJ8DHwJfAJ8AnwJfAB8CXwKfAB8AHwKfAF8CnwPfAF8AXwPfAZ8D3wWfAZ8BnwWfA58FnwlfA58DnwlfBp8JXw6fBp8Gnw6fC98OnwLfG98L3wLfER8S3xafER8RHxafFZ8WnxofFZ8VnxofGd8aHxyXxnfGd8Mp/LJ/P5fC6fy+fz8Xw+H9LH8/F8SN/Rh/RVfUff0Vf1SX1V39cn9Ul9X1/X9/WpfV1f16f2rfk2X+bRfJnH8mgezWP5K4/ln/yVv/JP/sg/eSJ/5I88kRf+EvwW8Kx+C34KeFY8q58CvtVPwc8A34pv9TPwAwCkANQAZADUAFQBZABkAFQBDAFUAWwBDAEMAWwBrAFsAQQCrAGsAQQCFMI34YnwO3gAPANfK74DD4EnwGfgXfASeEF8nV/1k/7Sv/Lv/Gv+/p+nnybg1Q/Tj9Iv1U/RL9Kvzs/CT8Jvw4/Fb8cvxu/1W/OrAbkAnwCb/EoBGwAR+ELxAfgJ/AQeBA/jx+pn6vfp5+On5Gfj9+RX5pfl5+RX5dfkp+aX+8mARIA4gEl8mnykfI98j3ykfJl8gXyMfIR8hHyMfJR+6N/8B/1Bf/Nf9ef9cX/+z/9xf79f/Xf/8fnx+d1/hvhAPwE/Bz8BvwY/Bz8Hvwa/Cb8PvxQ/Dz8PvxQ/FD8aPyA/Hj8ePyA/KL8zvzc/28/2e/PjAY8AswCdALMAtQCdAJ0AtQCr+DD5Evko+RL5Dvko+Sj5DvkI+Rb5Cvkk+Qr5EPkk+ST5EPky+RD5HPky+TL5HPke+QL5APkY+QD5/vgY+Rj5/vgW+f74BPkW+Rb5BPkK8WZ4LHwTHgt/hW/CN+Gv8ER4JjwYPgmfhAfDl+Gx8GZ4Njwb3gyf82nyZflI+bJ8qnykfKR8qngJPlX8FS+Bl8Bf8Rl4BnwDXyu+AR/B18rXio/AE+Aj8Bd4AjwB/gLfgTfAO+AB8A74BDwAHgCfgGfAY+Ar8Ab4CvwD3gBvgH/AO+A78CN4CPwIHgUPgYfAo+BB8Ch4GjwIHgRPg4fB0+Bx8DB4GDwOvgh/gg/BY+BD8B94DDwG/gNfgc/Ai+Bd8CL4GrwL3gVfg0/C1+CF8En4JLwQnglPhAfC7+CB8DH4HfwOPgZ/go/Br+BP8Cf4FXwIXhBvh6/zdngwX+frPJh38lL+znt5L3/nA/F3Hg8fiA/E4/kJ4MG8lnfyWv7HO3kn/+Nz/I/v8Tk+x/d4NjwY/gxfhj/D3/gyfBn+xvP4G6/jeTyP1/FeXsdDeS/v5aG89Nf/rD/pz/q7/qQ/6e/6S//6/Na/82/9+/7Ov/Pv+2v+2vxmP/43++F+/I//4X7VH+73/FV/1d/zB/0Zf71f7df70X61X+1H+71+vZ/xV/wVf8af82f8aX/On/On/WF/uZ/uJ/vpfsif7Cf7IX/9D/lL/vpf/0v+rD/zj/mL/pi/4y/6i/6OP97v+Lv9eD/e7/az/Sz9VP1K/VQBDfxK/UoBDQAb/AT9Mv0s/TL9Qv0s/Sz9Qv1U/RT9Kv0i/Sr9Pv0i/SL9Pv1M/ei/Qj9Bv0K/Rj9BP0G/Rr9MP0y/ST9Kv0k/QD9KP0o/QL8+P0C/PL8+vz6/PL/1z9Mv66fpl/Vb9NP00/Rb9DP0W/Qj9DP0M/Qj9OPzQ//av/mv/fvzm//mvz8/Rr/67/27/96/8O/+u//CP/Mv/Mv+zD/zL/tj/tI/96/8c//o/Mq/8o/Oj/6j89vzo//ovz2/Qj/vD/zj/sA/+4/74/7svzo/+0/Pr86vzk/PT9HPwW/C78Lvwm/Cr8LPwo/CT8KPwu/BT8JPwu8Bv+r34MeAX8Wv+jHgBf0+/ED8UvxA/Eb8UvxS/Eb8YvxG/Ej8Yvxi/Ej8WPxm/ET8WvxE/EL8Wvxa/EL8UPxC/Dr8UPxQ/Dr8PPxo/GD8gPxg/E78gPyA/E78ZvxO/Er8Zvxm/Er8RPwq/DT8Lvw0/Ez8Lvwu/Ez8Vvws/Db8OPw4/Db8dPxY/F78dvxe/Gz8dvx2/Gz8lPzY/H78dPx+/FT8dPx0/FT8OPyq/Kz8mvys/Lb8mvya/Lb8nvy2/Lz8nvye/Lz8yvyaP+Dv/wF/cn7/7//J+bH5yflN+bH5sflN+f34mfjd+K343fhF+a34rfhF+Un5RfmR+Un5SfmR+f1+ZH7B3+/3+wV//s/Hz8hPyc/Ij8pPyU/Jj8qvzY/Kz8yvza/Nz8xv9jvzE/N78xPzS/J783vzS/KD8kvyK/KD8oPyK/Lj8Xv93PzW/Nz80PzW/Nb80Pyu/ND8vvyu/K78vvyc/L78uvyc/Jz8uvyq/Mr80vyy/NL8Wr8svyy/1k/Nr/Vz/dT81PxcvxwwB9AKsAnQChALsAmwCRALkAuQC3AL8AlwC/AK8AnwCfAKMAnwCpAKMAkwCZAKkAjQCbAK0AjQCLAKEArwARDALxUQwG/VL9Uv1W/VD9OPFfDAzxTwAJDCz9TPFJACkMHPE/AKKAAoAHgFJAC8AkYAEgASAEYATgBuANIAsgDSABYBsgCyABYB5gAWATIB5gDmADIBWgHaAKIAkgCiAJYAkgCSAJYARgCWAF4ARgBGAF4ATgASAQYB4gAGAa4A4gDiAK4AjgCuAGIAjgCOAGIAPgBiAFYAPgA+AFYAAgAKAUYB1gDWAEYBHgFGAUoBHgEeAUoBZgE2AGYAIgBmAH4AIgAiAH4AbgB+ALoAbgBuALoA0gBCASoBGgEqAfYAGgEaAfYA2gD2AN4A2gDaAN4Aovjd+bF/4x/7N/2Nf+Pf9Kf8TX++n/Kn/Pl+sZ/vF+cX+8V+cX5gfnF+WH5gfmB+WH5Hflh+SH5Hfkd+SH49fkh+Q349fj1+Q344fkN+Qn44fjh+Qn41fkJ+RH41fjV+RH45fkR+TH45fjl+TH5Bfkx+XH5BfkF+XH5Lflx+cH5Lfkt+cH5jfnB+u9+Y35jf7gf77X7LH+wH+y1/xN/yt/0Rf8Tf9kf9bX/wH/VH/cF/6h/85+en/ql/fn54fn5+kH54fnh+kH6JfpB+oH6Jfol+oH6cfqCABX6cfpyABYABgAWAFoABgAGAFoAQgBaAJoAQgBCAJoAigCaAM4AigCKAM4AxgDOAPoAxgDGAPoA8gD6ASIA8gDyASIBDgEiAO4BDgEOAO4A6gDuAMIA6gDqAMIAvgDCAHoAvgC+AHoAdgB6AC4AdgB2AC4AKgAt+pIAKgAp+pH6ifqR+kn6ifqJ+kn6PfpJ+dn6Pfo9+dn5zfnZ+4t+c35yf+Nf9iX/DX/fX/Q1/wt/wF+Yn/Al/YX5afmF+Mn5aflp+Mn4ufjJ+GX4ufi5+GX4Yfhl+EX4Yfhh+EX4QfhF4Sz8IPwi8JX4Rb4ln84v4RTybJ/NsnsmTeTLP5H2eycN4n/d5GP+Gh/Fh+Df8Gz4MX4UPwx/hq/BV+CM8D/4IL4PnwfPgZfAkeBk8B54ET4LnwCPgOfAFeAQ8Ar6AbxRfwIfKN8o3yofK58mHygfK58nnyQfKd8kHyvfJd8l3yffJZ8n3yWfKZ8lnyWfKx8lnig/g4+TjxAfwhfqxf9rf9Kf9GX/T3/Rn/Pl+xl/t5/v5frVfnF/tt+YX5xfnt+aH5bfmd+WH5Yfld+WH5Hfl5+SH5Ifk5+Q35Ofk1+Q35Dfk1+Qn5Nfk9+Qn5Cfk9+RH5Pfkl+VH5Efkl+XH5Jflp+bH5Mfkp+bH5afmJ/tx+XH5yX5wfrJf/4Pzg/Prf7tf/5P+dr/dT/pb/qS/8m/5W/7Kv+2v/KP/tr/tj/6D/+g/QT/4D/4T9PPzE/Sz9PPz8/Oz9IP0s/Qr9YP0g/Qr9QP1KwVE8AP1AwVEACwARADcACwALADcALQA3ABkAbQAtABkATQBZAHMATQBNAHMAZwBzAFsApwBnAFsAvQBbAJ8AvQB9AF8AkQCfAJMAkQCRAJMAtwBTALEAdwB3AHEAYQBxAEcAYQBhAEcAfQAHAF8APQA9AB8AFwAfPBLBVwAXPBL9SP1S/Wj9CP1I/Wj9JP0o/Tr85P0k/Tr87Pz6/M7/+z87PzOP/Hv/Pt/4p/49/+Gv//H5jf8DX9sfmF+bH46fmF+YX46fjJ+On4bfjJ+Mn4bfhl+G34Sfhl+GX4SfhF+EvhVvwi/CPwq3hK/iq/zlnhLfJ1n83XeybN5Nu/kmbyTz/FMnsnneBif483wMB7Gm+HD8Gb4JnwYPgzfhD/CN+F38Ef4I/wOXga/gz/By+Bl8Cd4DvwJHgPPgefAY+AL8Bh4A3wBvgBvwIeKN8AD8KHyoeIB+EDxAHytfKB8oHytfJ98rXgCvk++TzwBnymeAA/BZ8pniofAB+Ah8CD4AHwAHgQ/4cfod+c3/935jX/z3/w3/lV/45/yV/1Vf8of/1P+Yj/+x/9ivza/2A/Mr82vzQ/MT8kPzO/IT8lPye/Ib8fvyK/Hb8dvx6/HL8avxw/HL8Yvxg/HL8UPx6/GL8Uvxa/GD8Wvxi/HD8UPxS/Hr8Uvxy/Ir8WvxS/Ib8YvyG/Jb8Zvxm/JD8hvyW/MD8gPyG/MD8pvzA/2g/KD8oP93vxgP+Lvze/Nj/jj/Yg/6o/34/2ov+iP+lP/or/oT/0z/9Q/PD/zz/zD87v/8PwS/e6/+y/Rz9Av0Y/Tz9DP0I/TT9OPEzDAT9NPEzAA8AoYAAgBeAW8AkIARgBCAIoARgBGAIoAkgCKAMYAkgCSAMYA2gDGAPIA2gDaAPIAGgHyAA4BGgEaAQ4BOgEOAeoAOgE6AeoAHgHqAL4AHgEeAb4A1gC+AHYA1gDWAHYAhgB2ACoAhgCGACoAMgAq+IkCMgAy+In6mfqJ+j36mfqZ+j36Rfo9+s35RfpF+s351fnN+XV/dX51ft0f99f9CX/cH/cn/P1+wp+W3+/3+2n5Sflp+bn4SflJ+bn4rfi5+GH4rfit+GH4Xfhh+EH4Xfhd+EH4OfhB4Bf9HPwc8Iv4QPwinswH4gPxZN7Lk3mf9/Je3ud5vM+/4Xk8j3/Dl+Hf8FX4MnwZvgqfhK/C8+CT8El4HrwLngdPgnfBu+BJ8BJ4EjwCXgIvgUfgI8Uj8I3ykfKR8o3yZfKN8nnyZfJl8nnySfJ58l3ySfJJ8l3yLfJd8lnyLfIt8lnyMfJZ8nHyMfIx8nHyUfJx8oXyUfJR8oXyYYojbAm5cBFaEXIR9ugh1CHsIeTAQWhByCGYSWhBaCGYKWgpmClYJ2gpaClYJ2gP1gmu10F1cB0cj4Pi4Dj45k3QTPBNkAiR4I8gkeCJE0EPwRPBBQuCAYILgJ8+ATEBPwERIQL+ASIC1qkDXAPrAMtlIBVYBk6nQCNwClwugUHgEng8AnngEYhEAoFAJNDpBA6BTiAWC2wCscD3G9gFvoF58gDvwDzARo2AhICNgJ48ATMBPQUJADMBMwUJAFUFCQQnAFUBVQUnBCMEJwRTBCMEIwRTBEkEUwR58AjiCPIIMmESRBJkEvTiJbgl6CXoxk2QTdBNEIcL2oK4oO8HhUE/yGQGkUFm8HgMFoPHYK8X5AV7wVYrKCfYCoIJygnKCYIJfgmCCS4Jfgl+CS4JJgkuCdIIJgkmCdIIygjSCHYIygjKCHYIbgh2CAoIbghuCAoIXgUFACkFr4JXQEpASEBKwDoQEhASsA6UA+tAIlAOlAOJQCGQCFwDFAKFwDVANcA1wDFANUA1wDHAMMAxwCnAMMAwwCnAH8ApQAnAH8AfQAnABEAJv07ABMAEv06/S79Ov0C/S79Lv0C/O79RP0e/Q0BJwElAU8BFwEDASsBCQEfANlAPkBEQC2gGZoFVoBaoBNoBtgHKgDUgKqCmoAFgqeCDIIKglSCX4I0gmiCZYJTgmKCWYJvgNxgNOoPWoDcoDZ6D6WBVKCK4Kvgp6A62g3t+d36BfuzgAGAr4ChgJ+Ap4CUgHSAfoB+gGGgFgoVghEuEQ37sn/yn/cl/5J/2p/2Rf9gfKuCA36bfJuCAH6Pfph+j36DfoB+j3x+hSyhH+EX4RShHeCV4JhgmOCU4JRgm2CQIDQaDw+AwGAzCgo2CkIKAgoCCkIJxIIdfq9+oX6vfqd+o36jfqZ+jn6Mfot+hH6If1u/Q79AP6yf/Yf3iP/lP/ov/yEBLwFXAUsBVwQLAUsBSwQLBB0BJQFNAUUBRQFNAUkBTwQZAUkBSwQbBA8BBwCygJWAWEBTQEtASEBRwVVBCEAAwVRAAMBQwFTAVMBSwEjAUcBOwErAScBNwEbAQMBLQETAScBTQEdARcBSwFVAPUBCQEVAQ8BKQEZAR8BLwFHAR8BAwEPAQEA8wEDAQEA9wDpwDTAQcBEwEfAQcBBwEfATMAkoCKgJOAioC+gFOAk4C+gHyAaaBe4BzgHuAgIBzgHOAgICJgKiAnICagJyAhoCagJqAhoB2gIaAfYB2gHaAfYBaoB4gFvAMPAOxgGQgFvAKJAPJwCuQCTQD0cAsEA2kA7PALJAOTAPpQDswDUwD7cA9QDEwDLQCw0Au0Aq0ArnAKJAL9AKjwCjQC6wCvcAvsAqsAr9AMxAP8A5wDrwDjAPnwDkwDgQD40A4EAwEA+FAMZAOkA3kA2QDt0A+QD7ALVANfAJxwB7YA3HAG1ALhAKVQCiQBlQClUAaMA6wBxwDf8AfcAxsA8dAN7ANbAPdwELAHngD5oA54A0YA+6AOmARqAP6gEVgEegDXoE+YBJ4BV6BSSATuAVKgWqgFPgD1UA18Ac+gT/QBz6BT6APxAFbQBjQBrQBYcAdEAacAXfAHXAG1AFjwBcwB3wB5QBzwBxQDrAGlAOEA6wBa0A4wDbANkA2QBmQDdANUAaUAd0AbUA3wDdAG9AGfANsAcEAzwDRAM8A0wDRANEA0wB/wDRAHvAH/AF5wB6QBnQB4wBdQDPAOMA4QDNAMkAZwC9AMMAvQDFAMEAwQDHAMz9UQAfAAUAHwBTAAcABwBRAGcAUwCVAGUAZwCXAL0AzwDJAMsAyQC9AMkAyQC/ALkAvwBPALsAuwBNADsATQBBADkAOQBC/VkIKwh1CHMIdQiFCHEIcQiHCK0IhQi/CK8IrQi/CL8IlwiTCIcIkwhTCIcIhwhRCEcIUQhNCEUIRQhPBVUKXECaUI4QJhUI5QjlCodAXCoW/0Bf6wl8YDQ4IQgC2CkIIggC2ArYKgghyAHYCsgKeArIKOgCeAp4KOghSAKIKGggyCDIIGgiOCLoIXghKCF4IKghKCEoIKggCCOoIlgiOCJYIVgiOCI4IVggyCM4IfgiGCH4IagiGCIYIagg2CGoIJgg2CDYIJggeCDoJ2gi6CNoImgi6CLoImgheCD4IWggiCFoIiggiCCIIighmCIoIqghmCGYIqgiuCD4J+gjqCPoIvgjqCOoIvgiWCH4IzgiyCLIIzgjGCM4IGgnGCMYIGgkCCZYJVgk+CVYJKgk+CT4JKgn6CAYJUglGCVIJYglGCUYJYgmiCToIYghSCGIItghSCFIItgjeCLYI5gjeCN4I5ghaCYIIoghyCKII7ghyCHII7gjWCO4I9gjWCNYI9gg2CfYISgk2CTYJSglOCaoIwgiuCMIICgmuCK4ICgkGCQoJDgkGCQYJDglSCY4JdglqCXYJQglqCWoJQgkaCUIJHgkaCRoJHgkCCdKCV4JOgleCRYJOgk6CRYI2guXgL0gL/oJwgrQgLQgneCU4JtgmGCcYJ9gm6Aq2CeaCrqArmAvywVhQTbBMUE1QTLBMsExQTLBK8EwwTTBMME1wFgwTDBOcBWHBWXAXhAVhwV1wGEQTXBMkE1wTrAXJBMkEa8FXsBkEB61BcDActAatwXDQG/QFscFmEBvUBpvBZlAbBAfdQXawHWQHzcF2sB00B8tBc5AcLAfLQXLwF+yDumAsqAvKgrFgLCgLqgnWgrfgK3gLKoOv4CuoDPqCyuAy6Av6gssgNmglmCXIJZglSAxyCXIJEoPVIDH4B6vBavAPnoPQ4DUYDF6D3GAwGAxyg84gN9gNOoPOYDf4DXqD26A0uA0+g9KgNPgM9sFnMBnsg30wGdQFv8FsMBrMBqnBaDAapAaNQWpwGjQGjcFpMBecBoHBXDAXBAb5YKOgqSCkoClhhSCkICRhBSEFYQXhCCEFIQXhCOGO4KogqeCnIKlgoOCn4KdgoOCeYKAgn+Ce4J4gn6A7eA6ig+kgOvgOpoPp4DsYD76D8GA8GA/Cg4B+d36Mfpd+jIADfpd+l4ADgAmAA4AygAmACYAygD+AMoBggD+AP4BggGGAYIBogGGAYYBogGqAaIA/oBqgGuAPKAT+gG2gECgEtoFyYBvoCCgHyoGOgJCAjoCtgJCAkICtglfAVkEOwavgVZBDcEOQQ7BGcENwQ7BGUEawRrBJUEZQRrBJMEmwSTBMMEkwSTBM8EswTBAW/BL8EoQF5QRhwWBQTlBOMBjkBYNBZ5AX5AWdwWLQGYwGi8FiMBpEBqNBYxAZRAaNQWHQGMwFhUFhMBe0BXPBNkFb0BZsE2QTbBPUEmQTZBPUEtwS1BI0EtwS3BI0EkQSNBKcEUQSRBKcEcQRnBEMEcQRxBEMESQRDBFsECQRJBFsEIwQbAA0FYwQjAA0BVQFNAWcBFQFVAWcBMwEnATkA8wEzATkAyQE5ANUAwkBCQHVwDtQDXwC78A78AnsAp/AHtgFdoE9sAnsgTlgE9gE5oBDYA5YAw6BQ2ANCATWgDIgEAgEyoA8UAa0AXkgD7QBg0AbcAcMAoPAHdAI3AGLQCPQCCwCqcAi8AqkAqnAK3ANvAKxgGvgGogF/APEAjIC/gH+ATICYgIyAp4CYgJiAp4KBgCeClIIBggGCFIIeghSCN4Iegh6CN4I/gjeCHIJ/gj+CHIJmglyCVaDZoJmgtWgOFgNpoPioDiYDqqD6WA8qA6qg/GgPRgPQgrag/YgpKClICQhhaCloCUhBaEFIQUhDqEFoQUhDqEOIQ7hFaEOoQ7hFaEV4RWhHKEVoRWhHGEcoRyhL4wjjCP0hUFhSwhGyEUIRjhEyEXIRThE2EM4RChC2EPYQyhCyEEoIvhJyEHIIfgpmCn4KbgnmCmYKbgnWCe4J9gO1gnWCbaD62A7WA6ug+tgOTgOloO04Dg4DtKCb4K0oJPgm+CboJMgkaCToIsgkSCRoIvgiaCLoITgieCJoITggqAEYKrgguACYCrgJ2AqYCXgJ+AnYCUgImAlYCAgIiAiYCBgHWAg4BxYB1gHOAeWgXMgGFgGloFg4BQIBlqBU+AUaAUugVZgFLgELoFR4BEYBVaBR+ARWAUigVVgFogEIoFZoBOYBaaBTqATmAZigWngHCAWiAXOAb6Bc4CDgG/gGzgImAc4CGgJmAeYB2gJ2AhoCVgK2AjYCFgK6AlYKogA6AnoKYggSCCIIJghSCBIIJghOCGYIbgiOCE4IbgimCK4IhgkmCKYIhgkyCMYJBglyCPIIxglyCQYJUgmyCTIJEgm6CVIJvgKegl6Cb6CboKvoC/oJugm6Avigr5gM4gL4oLNoB9sBq1BP+gHrUFm0BqUBplBZlAaPAalwT54DB6DfbAX7IOxYC/YC8aCrWAsWCbYCraCZYJggmWCT4JggmCCT4JLgk+COoJLgkuCOoI0gjqCI4I0gjSCI4IdgiOCBoIdgh2CBoICggaAmoICggKAmoCUgJqAdoCUgJSAdoB1oB2gElgH1oFKIBGoBMYBEoFEYBzgGmAcIBngGuAaIBngGCAZYBfgGOAYYBfgFGAXIAfgFOAUIAegBCCH3yigBKCE36hfp9+o36Ffp1+n36FfoN+hn/wX6BfoJ/+xhb7wKgwKg8KrUCq8Ct1CqVAqdAvTQrdwjzAtTAv3COcI9wgZCecI5wgZCQsJGQkxCQsJCwkxCSEJMQkvCSEJIQkvCR8JLwkTCR8JHwkTCQcJEwnxCAcJBwnxCOkI8QjbQjpCOsK2cC1sC7PCtXAtzAq1wqwQKdQKtUKkUClECnFCpVApxAl3QpwwjXAn3AnTCNsI0wipCNsI2wipCLUIqQh/CLUItQh/CI0IfwhZCI0IjQhZCGUIWQglCGUIZQglCD0IJQRVCT0IPQRVCRMEVQUrCRMIEwQrBUEFKwURBUEFQQURBScFEQX/BCcFJwX/BBUF/wT1BBUFFQX1BA0F9QTxBA0FDQXxBAsF8QT7BAsFCwX7BBMF+wQJBRMFEwUJBSMFCQUpBSMFIwUpBUcFKQVZBUcFRwVZCR0EWQk1CB0IHQg1CFEINQhrCFEIUQhrCH0IawifCH0IfQifCLcInwjdCLcItwjdCGNCN0KjMCaMCY1Cp9AofAudQqfwLbwL38JUwrvwLkwlXCVM1QsQrhKu6gX0BHoBvYSeQE+gl9Bj6CX0O3oMPYZ+Rx+k39G36YP0Qfo2fatv0xf7Vt/qi72xL/bh3tgb+3AP7sP9nR7cg/s7fZ3+Tv+or9PX6R/1jPpHfameUc+oL9WL6kv5B3pRvSj/gF/AP+Bv8Av4BfwNPgZ/g8/Cx+Bj8Fn4JHwWPg2fhE/Cp+G38Gn4MvwWfgtfhp/Cl+GD8FP4KXwQPgcfhO/A5+Bz8B34DXwH/Sq/gd+gX9Wr6lf1Wb2qXlWf1W8SjhEuEYIRXhA+EAIQihJeEmISmhJmCSMJNQk3CRsJ60Kw0JGwJzQK3QgFBEUJBwQZBSsFVQUHBSkFCfki/A3+Ad+F38GP0ad7ae/sOfWO+iwhFGERYQ4hEOEUoRQhL3wJ1Qi3wqeQ2G/yr3pVvgX/gX8ljCKkIswizCKkIkwjHCMEIywjLCMEI5wJUQlTCQMJAwlTCd/CP0I8wkPCQ0I8wkTCr/AqjAqjwqvQF+aEOOFReBTihMggneCfoJ2gneCfICJfiE/D/+H/8Gn4LHpzH+63/bYP98WeU5/Vh+pD9Vn9qj5N36b30fvo2/Q7hFOEWIRShFiEaNAIyQhrCJUInwiVCJsInwifCJsI3QibCM0I3QjdCM0Ie0I0wjVCMsI1QhpNKBO+hG+EaoRvhF26CKEIuwirVBEWCbYSNgiyCrISNhBqCIYSKhACECoQQhACEAIQQhBeEEYQMhAOEDIQIkAgFCBkIVwglCBcIDwglCCUIDwQVCU8EOQUVBVUFeQUZCQsIewgjCDsIMyQQchAWEQYRJhDGETowoWwhNCFsEULYQfhDyEJIQshCSEIIQshCyEI4QLhBWEI4QNhCOEJ4QPhA+EJ4QfhCSEMGMIXQhhCG8IXQhtCIkSEQIREhEiQCKcIowiPCKkIjwh5CKkIqQh5CH8IeQhpCH8IfwhpCEkIGwgxCDUIMQhXCDUINQhXCGsIVwhnCGsIawhnCJUITQlPCbOEp4SlSgk1CUsJR40SbhICEnoSRhJ6EoYKJTQlFCUEJbwkBCXMJLwkvCTMJEwkzCS0JEwkTCS0JDwkrAsdCT8JPwkd9VfCPUJOQkZCTsJOQkZCRsJOQkzCTkJSQkxCTEJSQlHCuXCREJBwkbBSJaEnoVtISLhHSEioSLhHuEeoSMhJuEk4SdhIOEkoSJCwj1CQME8eYVwoFtoRzoV2hHz4CBcJ/wixhHiEWEK5EI8Qj1AubAu/QrPwKjQL6cKr8CqkC91CurCO0C10C+sICQnzCO3CuNAuLJeFW2FZGA4Ln0KoEC0UC9FCNltoR5gT3oQ44U3IRogT4oRshGmEbIRnhGmEaYRnhFmET+FSSBQuhTyecCbkCWs1YRlhT/gTGoU/IVdoFBqFXOFbyBWShW/hW0gWBhLKhWdhW3gWdoVtYVvYFWaFXaFVmBVmhVYhUmgVJoVIIVKYFB6FdeFYCBaOhUymkBcyhcOh8CWkCW1CmdAmLBaFQGFRWK0KocKqEIsVooNZwgDBUMIAwgLBUMFQwgJCBcFNwVPBrOCpYKpUwgBCAcKroCjhVRAVquCmIKpgqVLBU8FBwUNBSsFDQUlBSkFKQUlBVkFJQU1BVkFWQU3BVsFBQULBPME8QULBO0FCwT7BO8E7wT7BOUFGwUXBSsFFQUHBSsFKQUFBREFBQT9BREFEQT9BO0E9QXkQT1AepAfxBPEE6cE+QXrwHuwT7BO8B+cE6QSxgn+CWMF68E/wT7Ae1BOsB+dBPUE9wXlQ7kvwBfgOfAe+gH6VL8AH0K/qV/kA+lC+C/+E38E/4U/wO/gd/Al+At+Cb8M34dvwe/gmfBN+D7+GL8NX4YPwVfgjfBA+CH+E78Af4VPwHfgOfAq+BL+HH8Sv4Qfxifg1/Bo+ET+HL8T34dPwffg8fBo+DZ+HL8Pn4d/wZfgy/Bu+Cp+IP8TP4Q/xgfg5/Bw+ED+GD8Tf4cfwY/g7fBe+CB+Fv8FH4ePwN/gbfBw+Cx+Hr8Nn4bPwdfg/ej69u0/37l7dp/t0r+6l/aM+VV+qT9W36kv1pfpW/oG+lQ/BP+Af8CH4IvwJfgQ/gR+hZ+Un8BP0rHpTPaseU2+qN9Vj6iP1d/pK/aO+Uq+pf9Q/6jX1qXpMvaU+Um+pD9RH6iP1gXo+faAeUM+n59MD6t29uZ/34X7e7+nDfbjf09/p9/SD+jv9nX5QX0mISthKmErYqg8gTCVM1QfoBfQHegD9VQ9AqKq/6q+EqoSfehE9gv5Aj6Af0B/oD/QDegC9lB5FL6JH0WfoRfQi+gw9gj5AX6AX0BfoI/QCegF9hF5CH6HX0EvoJfQa+h29hl5Hv6Pf0evofQjBCFvCmbAl7IUz4UzYC4nCXkgVEoVEIVW4FVKFauFWuBWqhXGhWnhHGBfGhXeEfYR3hIaEfYR9hIaEjYSGhJKEjYSNhJKEmoSShJSEmoSahJSEWUJKQkTCLGGWEJEwkhCRUI8wkjCSUI8QkFCPEC4EJAQkhAvnQrjQK5wL50KvUCz0CptCsVAsbAqhwqbQJ4QKoUKfECj0CeEIgUKgEI5QJoQjDCOUCWXCMEIywjBCJ0IyQjJCJ0IpQifCG0IpQinCG0IgwhtCFUIgQiBCFcIXQhXCCcIXwhfCCcIPwglCAsIPwg9CAsIHQgLBTsIHwgfBTkIAwU7BS0IAQgDBS8FQwUvBR8FQwVDBR8Gs4KOgo2BWMCvoKLgp6CiIKbgpuCmIKSgqiCnoKSgqKCroSTgg6EloQDhAOEBoQBhBaEC4QRhBGEG4QVhCuEEYQ1hCWEIYQ5hDGEPIRJhDmEPIRAhFyEQoRghFCEUoRqhGKEaoE6oRqhHqhLxQJ5wKeSEvnArBwqnQjxAsBAv9CB0J/QhZCR0JHQlZ9VdCVr2B/qq/6g30B3oDvYf+QH+g99CL6D30SXoRvYg+SS+lT9LDYL2sh/XHXtbL+mPv7I/9uHf2zn7cp/txj6dP9+keT8+nx9M36vn0fPpGfaS+UT+qj9RH6kf1pvpRvoHeVG/KN+An8A34GfwEfgI/g9/Bz+CX8Dv4HfwSfgy/hA/Dj+HH8GH4OXwY/go/h5/DX+HX8Ff4Hvwafg3fg2/C9+A/8E34JvwHvoVe1m/ppfRbeiG9lF5KL6RH0Uv7Ze/sl72ud/bOXtfLel3/6mW9rH/1W4QtYVDYC4NCqbAX9kKpkCqUCtNCqpAqTAvVwrRwjlAtVAvnCO8I5wgLCe8I7wgLCQ0JCwkhCQ0JDQkhCSUJIQkfCSUJJQkfCSkJHwkHCSkJKQkHCREJBwnpCBEJEQnpCPUI6QjXQj1CPcK1EC5cC7VCuBAu1Aq9Qq1QKfQKvUKlsClUCnfCprAp3Al9wp2wjdAn9AnbCOEI2wi1COEI4Qi1CMMItQiNCMMIwwiNCJ0IjQhlCJ0InQhlCG8IZQg9CG8Ibwg9CFUIPQgTCFUIVQgTCCcIEwRBCScIJwRBCQkEQQUnCQkICQQnBTsFJwUVBTsFOwUVBS8FFQUNBS8FLwUNBR8FDQULBR8FHwULBR0FCwUTBR0FHQUTBTEFEwUjBTEFMQUjBT0FIwVHBT0FPQVHCQ0ERwkdCA0IDQgdCDcIHQhRCDcINwhRCGMIUQh9CGMIYwh9CJkIfQi3CJkImQi3CMUItwhjQjFCMcKYUCeMCZ1CnVAndAqnQqfwLpwKp8K70I/wLlwl9CP0I1wlZCVc1RMQshKy6gn0BnoCPYbeQG+gx9B76DH0QXoPvYc+SJ+kD9K3+iR9kr7Vw/pWb+xhPaw39sfe2IP7Y3/swf24B/d1+nE/7uv0ePo6PaMeT4+nZ9Q36hn1ovpGfaNeVD+qF+UX6Ef1o/wCvgG/gI/BN+Ab8DH4GXwMPgk/g5/BJ+GX8En4LfwSfgm/hQ/Db+Gn8GH4MPwU/go/hc/BX+Gv8Dn4HnwOfgPfg+/Bb+A/8Bv0qvwH/oNelX/Vp+nl9G16Ob2wb9O36YV9sRf2f1/si/3fb32ef/WL/tU3+0W/6Jv9rW/26f7W3/p0n+3TfUE+22f7gvw9viBfkr/H3+NL8hf5kvxR/iJ/kT/K9+SPGiLwPfmehgiGAIYIhheGAIYAhheGEoYXhimGEoYShimGJ4Yphj6GJ4Ynhj6GOIY+hk6GOIY4hk6GSIZOhmCGSIZIhmCGWYZghnGGWYZZhnGGaoZxhr2hmqGaYW8IG/aGwCFsCBsCh7ghcOgb4oa4oW8oG/qGcoayoWwoZ9hmKGf4Zdhm2Gb4Zahl+GXIZKhlqGXIZGhkyGR4Y2hkaGR4Y/hieGMoYvhi+GIoYshhKGKYYMhhyGGYYFhgmMDvNCwwLOB38jf5nfxA/iZ/kx/I7+MH8sV+H7+PL/a5vtin+Vyf69P8lk/zq/gtv+VX8an4VfwmPhWfit/EZ+I38Yv4THwmfhF/hl/ED+DP8Gf4AfpTfoBeUX+qP9Ur6gn1inp6T6gn1NP7dk/vsX27b/fYftpje7+f9tPe7/ne72c93/P9rH/Tz3oy/Zv+TU+m59KT6a/0XHou/ZV+SH+lJ9IP6Yf0RHoaPZE+R0+jp9Hn6GH0OfobPYweRn+jd9Hf6Hn0LnoXPY8+Rs+jV9LH6GP0SnobvZI+S2+jt9Fn6Zv0WfozfZO+SX+m99Kf6WO9l95LH+vh9LEe2MPp4fTAvtcDe2jf63s9tEf20P7bI3tk/+21/beX99pe28v7dy/vBfXv/t0L6vX0gvpJvZ5eTz+pX9RP6kn1i/pFPaneU0/KJ9B76j35BPwrH5V/ashgiGD4YXhhaGMYY+hhKGZoZbhmSGYIZuhk6BvmhnKGCfxQfief6NN8sf/Eb+JX8cf4bHwpvhYfi2+mF/flHqv39tie3kN7dP/tSfkLfAJ+gJ5Sr6jf1Gf1hvoUfY3+RN+jn9H/6In0S/oc/a0P9nH6Wb+mJzOMMxwOe74F/8on0HvqEfWLej+9vTfUK+m/9Fn6Mz2ujw3LDLsMuQy5DLsMkwyFw9nwODwOZ0Pe1+P/8Qf5g/w/PiU/j0/HX/trn44v9d34Ln/mz3yXz/tafDN+F7+Lb8Zf08f7Of25P/dz+myvoK/QN+gb9BX6DT2EvkPvoHfQd+gt9Fr6KX2Xfkrfo+/Sd+l79D/6X8+md/VsejS9q3f1aHotQxFDB8MEQwfDq2GCYYLhlR/KtzQ8MCQwPDBUMCQwJDBUMPQwVDAcMfQw9DAcMbThjxo2GCIYNhhWGCIYIhhWGH4YwhiCGIYYghh2GIYYhhh2GDIYdhguGDIYMhgu8FENbwxNDEUMTQwzDEUMRQwzDB0MmQx5DG8MeQxpDG8MbwxpDE0MQQxhDFcMVwxhDGcMYQyHDGcMZwyHDIEMvwylDJkMpQybDJkMmQybDHkMfQyhDJ0MoQypDJ0MnQypDMkMbQx1DGMMdQyXDGMMYwyXDJMMlwyfDJMMkwyfDLkMPwxRDC8MUQxbDC8MLwxbDFMMWwx/DFMMUwx/DH0MfwyFDH0MfQyFDKEMxQy3DK0MtwyjDK0MrQyjDIcMowyPDIcMhwyPDIEMc0PbUM7QNjwzlDOUMzwz/DI8Mxwz/DL8MhwzlDIkM0QzBDNEM7wNwQzBDG/DOMPbUDeMM4wz1A2HwzJDOMMuQzjD3bDLsMtwN3wzFA6Dw9kwOHwNZ8PZ8DVcM3wNW8M1wzXD1lDMcDf8Dd8Mf0N/+Gb4ZugPeUN/SBzyhrwhccgPiUPkkB/yQ+TwOBwOi8PesDhMDnvD3jA5BA6Tw38IHAKH/9A3/IfGoW/oGxqHOV+Sn8of5acaCvBH+aOGAoYNfFS+Kf+Ub8qv5J/yT/mVfEp+Jd+RT8mn5DvyB/mC/Ey+JD+T/8mX5EvyP/mpfLqfyBfkJ/IZ+YJ8QT4jP5Nv9uv4dL+Oz8en+3Sfj5/I1+PP/T/+3Ef7f/w/PtqH+3n8Qz4d/5Cvyafj0/E1+ZZ8TT4o35JvyQc1POBffbdv9t2+3Df7Zl/u1/FD+ZP8Tv4k35Dfye/kG/ID+Yb8uh/ID+TXfbFf99O+2Bf7aZ/oo32vD/e9vtKH+3Bf6WN9pe/7WB/r+z7v+/7N533ev/kz/4nvxG/iO/GP+E38Jv4Rv4g/xpfiR/Gj+FJ8KL4UX4kPxYfiK/GT+GP8Mz4b/4wP9Nn4bHygL/WBftSX+lI/6q99N34b3+W38cX4Lt/li/HX+GL8L/4af43/xe/iE32dT/N1Phmf5tN8Mn4Vn4zPxa/iV/G5+E/8Bf4Fn4B/wf/gE/AJ+B98C/4H/4Vvwbfgv/Bt+Ed8I34R34ivwC/iF/EV+AF8BT4CP4AfwEfQU+ov+Qz8Cj4DX4Nfwa/ga/CV+Bp8JL4SX4mPxE/S+/2un/W7vtbP+llf69f04r7bl/tu/+zLfbl/9tH+2TP7aB/tmf2vZ/a+/tf/el/Ppqf1fe/qXX3f//q+t/a//tdb+2hv7dd9tI/2677cr3s7fbkv93Z6rN7bc3tsz+2VPbbH9sre75U9sfd7vyf2u77XI3taT+uRfd8je23f932v7a29tn/31t7av/t1/+719Ot+3evp7fS4PtfH+lw/7GN9rB/2wH7YV3tgD+yrPbSv9tce2kP7a4/ubz2vD/a8vtkH+2Df7LN9s6f22T7bU/tzP6lH1ZPqUfkDelI9KX+Av6A31CPqN/WIek/9pn5T78m/6gX1mfpJfab+Uz+pn9R/6lH1Wb2j3lDvqD/UG+oN9Yd6P728L9QL6gv1iXpBvaA+UZ+pF/dYPbyH91i9vafUS+oV9ZJ6Or2iXlFPp6f3dPp6T+/pfb339uie3X97dn/vv/23v/fy/t7n6eW9vM/TF+rj/Z9+Tv+nh9TP6ef0kPpLPaS+U3+pv9R38hn0evpFvZ1+UY+ot9Pb6RH1WD2i3lCP1WP1hnp7r6BP0FfoE/QL+gp9hX5Bb6Ff0DPoLfQWega9gx5CT6Hv0FPoOfQd+g49h/5Ez6EH0Z/oT/Qg+hR9i/5CH6K/0E/oQ/Qh+gn9hn5C/6Df0G/oH/QN+hn9iv5Hv6In0f/of/Qk+hY9if5D36Jv0X/oL/RL+iJ9jr5Ib6TP0efojfQ3eiM9kv5Gf6NH0vPokfROeh69kx5Kz6Pn0UPplfRQeiu9kl5Jb6X/0l/pqfREeir9k55IT6R/0i/pU/Qv+hr9ix5IX6Ov0QPpq/RA+iN9lb5Kf6SP0x/px/Rx+jj9mP7mx/FhvhnfjA/z1/gwf+ev8df4O9/l73ym7/JdPtPnfaY/9nmf98c+1h/7dx/rY/27D/fvfiEf7sP9Qv4fv5CPyf/j//Ex+ZR8TD4rn5JPyWfln/JZDSH4p/xTQwhDBkMIQxJDBkMGQxLDEEMSQxnDEMMQQxlDGEMZQyJDGEMYQyLDIUMiwyrDIcMhwypDK8MqQzNDK0MrQzPDNUMzQ9dwzXDN0DWcDV1D2nA2nA1pQ35IG8aG/JAfxoa8YWzIZsgb8oZshm+GbIZXhm+Gb4ZXhl2GV4ZFhl2GXYZFhkmGRYYuhkmGSYYuhjGGLoYYhjGGMYYYhh6GGIYDhh6GHoYDhgSGA/xLQwJDAv4l35J/yb/jW/It+Xd8Ov4d3+rT8en4Vl/qW304vtSX+nB8Nj4cf4rPxmfjT/Gl+FP8Jb4UX4q/xFfiL/FD+Ep8JX4Iv4IfogflV/Ar9KD6Sz2ovk9/qb/U9+nn9H16cj+nn9OT+2xP7pN9ts/2yT7YJ3tbH+yDva2P09t6MX2cPk4vpq/Si+mZ9FX6Kj2TvkbPpJfR1+hr9DL6E72MXkV/oj/Rq+g79Cr6En2HvkNforfQl+hH9BZ6C/2IvkI/ojfRV+gr9Cb6Db2JnkW/od/Qs+hD9Cx6HH2IPkSPo2/R4+ij9C36Fn2U/kcfpS/T/+h/9GX6Ln4cn+fDfJ5f9GE+zC/6O7/ob/2dv/O3PtPf+myf6TN9tj/22f4ef+yP/T3+3d/jL/Lv/t1f5BfyF/me/EJ+Id+Tj8n3NATgY/IxDQH4rIYAhhJ8Vj6roYQhhKGE4YkhhCGE4YkhieGJIY4hiSGJIY6hjCGOIZKhjKGMIZIhkSGSYZYhkSGRYZZhlWGWoZphlWGVoZqhmaGaIWxoZmhmCBu6hrAhbugauoa4IW2IG8qGtCFtKBvGhrJhm2FsGBu2GbIZthlqGbIZshlqGV4ZahkaGV4ZXhkaGRYZGhm+GBYZFhm+GLoYvhhyGLoYuhhyGGIYchgWGGIYYhgWGA4YFvA3DQcMB/ib/Ev+Jr+Pf8m/5Pfx7/h9fK5/x7/jc32rz/VbvtW3+i0fjt/yqfhwfDg+FX+KT8Vn4k/xp/hM/CU+E3+Gv8Rf4s/wQ/gz+lN+CD9Ef6oH1Z/qCfWgelA9ob5PT6hv9336Pn27J/ftftqTe3I/7ZP9tOf7ZJ/s+d7W8/2b3tbb+je9mP5Nz6UX04vpufRMei79kJ5Jz6Qf0svoh/Q0ehm9jJ5Gr6Kn0cPoVfQqehh9iR5G76Iv0ZfoXfQjehd9jH5EP6KP0ZvoY/Q2ehO9id5Gz6K30TfpWfQs+iY9jr5J76XH0ePovfRRei89nD5KH6WH05fp1/RmejK9mR5MT6Yn04Ppr/Rgeiz9lf5Kj6Wn0n/pw/RZ+jC9mj5Ln6VX05/p1fRu+jP9md5Nj+vh9L2+TN/raX2ZvkxP67v0tN7Vd+m79K5ei2/Fv+KH8a/4Wfwwfhg/i1/Gz+Jv8cv4ZfwtvpdhjeGGIYWhdTgdlofkYXy4Hn4aYhqiGj4aWiJeDRkNQQ01DSMNBw0VEakQsRB5ENEQvRBfRAjEA0NTxAfEDMNWxBhEE0QiRCfEIUQbRCPEKEQaREdEP8Q/RETEPsQ3kRBxEJEOcU3sEqtEnjglNn1VfpYfiZiD+ITYhAgjxiGu8bu+1l/6PN/oX32kH/R/fhwf5/OGOYZBhhaGFoZBhhqGtWFzCB02h88hdAgdPofUYXtYH8KH8GF9+IcIhSiFqIWohSiFeIYoiIhFnBPnRCwimogj0og/8SfSiEU/7s/xy37Zn+N/fZkv9NP4aXyh/xp6GfYY1hj2GLIY1hjWGLIYbhjmGO4YBhnuGIYZBhkGGYYZ1oZhhm6GtWFt6GbYHDKHaYZehmmGWIZehl6GWIY9hu1helgfpofiYX1YH4qH7iF0SB1ih9ghdXgdEhqyh+Uhe6gelofloXpoHZKH6+F3+B2uh97hengeeofe4Xm4HYqH4aF7GB52h+6he9gdoofdIXeIHqKH3OF5yB1qh+fheagdbofWYXU4HVaHzuF0OB06h8yhc7gcMofM4XKYZviIeDUcNRxFvBqSIl4RKwxJDUkRKxAZDD8NPQ0xDT0NLw0xDTENLw0VDS8NKw0VDRUNKw0jDQsNMw0ZDTMNs4aMhoyGWUNQwzrDQEM8QzzDQENJQ/aQ0NDR0NGQELHAMNIQ0nDQENJw0nDQcNBw0rDQcNKQ0rDQsNCQ0jDT8NHw0NDS8NBwz9DS0NJwz/DPcM8Qa/hn+GeINYQPyUPzMD40D9/D+DA+fA/xDN9D+RDPEM9QPqwzvA7HQ+xwPJwzxA6xwzlDOsM5Q0FDOkM6Q0FDVcQnxCnEJsQpxDHEJsQmxDFEMEQ0xDBEL8QwRCZEL0QvRCZEIkQmxCREIkQixCTEGMQxxDJEMMQyxBgRDBEMMUZsEY0QlxCjEJcQxRCjEKMQxRBdRDHENkQX0UVsQ+wRqRC7ELEQuxDXELEQsRDXEOMM6QxVDU8NTw1VEQMMQQ1LDTUNSxEFDDUNNREFDE0RBRANDE0NTRENECEMAw0XDSUNFw07DSUNJQ07DVsNOw1TDVsNWw1TER8MPw1REQkQCQxRERUMTxEDBCB6IH4gUiAqIFIgTiAqICogTiASIMYgtiCaILYgNiCaIJogNiAWIDYgJiAWIBYgJhg6Iv4gliCqIJYghiCqIKoghiBWIIYgOiBWIFYgOiAyIHoggiBuIIIg4iBuIG4g4iDyIOIgBiHyIPIgBiFSIUIgXiAeIF4gdiAeIB4gdiBiIHYgoiBiIGIgoiCuIEIhHiFKIR4h3iBKIUoh3iD+IN4gziD+IP4gziCWIKIgyiCuIMog6iCuIK4g6iDmIOogCiHmIOYgCiE+IT4gSiBmIEogsiBmIGYgsiDSILIguiDSINIguiAaIQ4h9iDaIPYgpiDaINogpiB+IKYgniB+IH4gniBSIBoiQiISIkIiMiISIhIiMiIOIiIiKiL2ISoiRiL2IfYhRiIaIkYiSiIaIhoiSiJCItYhuolziHOIbmKa+CXaIb6Jdoh7iG/im7iHiIjoiNiI6IfYiHiI6Ifoh3iIOId4iAiIOIc4hwiIWIcoiFiIiEUsRExExCJiERMR/xATER8R/xD/EB8RHREHEfUQ6RD1EOFEOkQ6RDhxTYQTzcQ1cU00E7vEKZFKbBKpxDOxSWwSz8Qv8UxsE7/EL7FNtEMMErdEKXFLBBOlRCkRTEQTwcQ4EU1EE+PEORFHrBFpxBpRDZFGpBHVEM8Q1RDNEM8QzxDNELUQY0QZsUWUEXtii9gi9kSe2BN9Ik/kiT5xSoQRd8Q4xB2RSIxDjEMkEoNEIpFJDBKDRCZxS+wSncQq0Uk8EqvEKvFIFBKPRB5RSBQSecQXkUecEV/EF3FGREN0E9XENFFN1BLTxDRRS7wStUQs8Uq8ErHEIhFLRBKLxCIRSfz9Rz4pv5VPyl/lt/Jb+auGGvxVwwlDDUMNwwlDC8MNwwhDCsMIwwBDCkMKwwC+qmEAv5Svylfll/Kz/Cy/kR/Jb+QT8iP5kXxCvh+fkG/H9+P78e34bz/u4/Hn+Hh8RP4cf46PyH/kI/Ih+Y/8Rz4kn5Rv9MH+1Qf7Yf/qX/2w7/bt+Hb/7dt9tf/2377a7/pq/+x3/a5/9rV+7//+z//9o//zf/7RRxLJEJ0QkRCdEG0QkRCREG0QXxBtED8QXxBfED8QLRA/EBUQLRAtEBUQBxAVDFERBxAHDFENNw1RDTENNw03DTENDQ0xDRUNDQ0NDRUN+wwVDQcN+wz7DAcN7wwHDQsN7wzvDAsN8wwLDRkN8wzzDBkNAQ0ZDTUNAQ0BDTUNEw01DU0NEw0TDU0NOQ1NEQ8MOQ05EQ8MWREPEDEMWQ1ZETEQIxAxEFcQIxAjEFcQRxBXEHMQRxBHEHMQaxBzEJsQaxBrEJsQlRCbEMEQlRCVEMEQtxDBEFvELcQtxBbRDbFF5IluiG6IPFFH5IlNoo6oIzaJSWKT+CUmiUnil5glfolvYpaYJb6JbOKb2IfIJrKJfYh3Yh+iIeKdeCcaIvIhGiISIvIh8iESIuYhEiLSIeYh5iHSIdKJdIhrIp1IJ66JY+KaWCWOiWNilQglVolCIpQIJQqJQKKQ+CICiUDiiwiH+CJ6IcIhwiF6IWYheiESIWYhZiESIQIhEiGaIAIhAiGaIIogmiAWIIogiiAWIAIgFhgSIgIgAhgSGvoZEhqWh36GfoblIXhYHk6H4CF4OB1Kh9MhcygdSofMoXLIHHoZKofKoZfhlKGXYY3hlOGUYY2himGNIYWhiqGKIYXhgyEFX9XwwfCBr8oX5avyI/mifFF+JF+RH8n34yvyFfl+fCzfj//2sXws/+2T/bff9ck+2e/6Tr/rL32n7/SXvs9f+r3v831+7+f83v/5OT/n//ya//ODfs2v+UEf5wd9o4/zcb7R5/laP+sv/az/9Jf+0n/6vf/0m37v937T/32Zb/OFvs0f+kJf6A/9rz/0of7X//pQv+wj/aQf9JP+1A/6QX/qG/2pT/WNvtGn+mCijUiGyIVIhogECdEHEQnxxQsiCeILogULxAVEC8QBA4ahiAOGmzYNEQ03DQ0ZGuoZGhr26TO0D/sM79wZzod3hnnyDOnDPENAgIb3IaBhokRDPsNEQ06cho2GnIasWA1FDVkRIwxFDUURIxARECMQRxAREBEQRxA1EEcQa9QgwiDWICpRQixCVELcsoVohbiF6MYNMQ3RDVGnI96IOmIySTQSk8RslmglZolsNpFMZBPvd6KdeCfy4UPEQ+RDzJOHeIeYh0inE+VEOnE8JoqJYyIUSnwSoUQgkPgjAolw4BDfEOEQs2QhXiFmIQIBQtxBBEIUIYLIgSiCCADAcBURwNDPcNVw1dDP0M7QzxAMHmaH4KFUOowOpUOlctgPlcMpU4ZKhlOGKlQMSwxVDB88GBoYPvBFDQ0MDfiifE6+KF+RIh+Qr8jHwvLbPpZP9tt+2yf7VZ/sO/2qX/Wdfs93+j6/5/d8nx/zfX7Oj/kxP+fL8XN+zZfjy/Fr/hu/5uP8N/4bH+fH8eP4Yfw3fhi/jP/Gf+OX8eX4ZXw1vhxfjq/Gj/lq/Jcf82P+y+/5L1/o9/yeL/SrvtD/+lW/6n/9tv/15/htv+3P8QH5c/xHPiAfkP/I5+Q/8lv5nHxOfquhAb/VUMPQwNDAUMOwxFDDMMiwxLDEMMhQyTDIsDZUMlQyrA37YW0IHfbDfggdRofQIXYYHUaH2GF2iB3SGWaH2SGdoZ0hneGpoZ2hneGp4arhKeKG4arhKuIGIgfiBiIPIgciByIP4g4iDyIW4g7iDiIW4hUiFmIc4hXiFWIc4htiHGKQ+Ib4hhgk/ohBopT4I/6IUuKTKCWiiU/ik4gmioloIhZRTBQTsYhyIhbxD1FOlBP/EO8Q/xD9EO8Q7xD9EPEQ/RDnEPEQ8RDnEO3EOcQ00U60E9NEMjFNvBLJRDLxSrQSr8Qi0Uq0EotEI7FIpBGNRCORRrwRacQzxBvxRjxDTEM8Q5RCTENMQ5RCtEKUQvxBtEK0QvxBLEL8QVRBLEIsQlRBhEFUQaxAhEGEQaxA1ECsQLwiaiBqIF4RERCvhpaICIgIhpaGooaWhn+Gooaihn+GjYZ/hvVho2GjYX3IZ1gfuod8hnyG7uF96B6ih/fhfYge0ofo4XlIH9KH5+F8eB6uh/PhfLge2ofrYXxoH9qH8aGeYXyIZ6hnqGeIZ4hoiGcoaYhoiGgoaRhqKGnYahhqGGrYirhg2IqYgbiAuICYgUiCmIFIg0iCSIJIg+iDSIMYheiD6IMYhciFGIXoInIhciG6iDY/jm/GD+Ob8bH4YfwwPhbfil/G9+Kr8b34YHw1vhofjP/ywfho/Jf/8tH4aX5Df5//z9/nz/P/+f/8ef47f55/zn/nv/PP+e9FaPFc9BZ9xV0xWlQXycVlEVMRUpFUUUKxQxFCEUZRRJFEsUlxSjFEcUyxSvFJsUjxSnFHUVd8FYtFMMUvxZYxkvGUUZQxlHGRMZFxkpGQUY9xbewasca3EWpcGqcYwRitGIUYmxihGLkYxRhdxVBGB8YCRgXGA8VRxglGF0YRxg3GBEYOxh1GH0YbxhrGFMYcRFLFq6KBYgIiKOInIiZiIGLdmMpo6m/wE/gNGDf9B34OP4U/+2t/6Q/+vb/5H/7Enz8KOAL4Q/2Pfkp/qX/Rb+lP9Ef6Df1/ijWKR4pEjHYjHqPY2BtpxpfxZvwZYUYTRgtGEP+SH83f5X/z4345xThFWdFYlBWBwCKymKh4qBipGKl4qKjJuMcIyIjIiMgIyFjJiDMqjS1jy6g0yjEaKLYyXjBeKLYyNiCyIX4hOiF+IVYhOiE6IVYhDiEqiVFij9gjRomuo4K/1dHA0cDf6v/0B/gr/Cj+Cn+IEH+PH8cf41/xr/hj/Bv+2g/nh/2wH86/5vfyZ/nH/GP+LD+Zv/2vf/SP/tf/+Ff1izoOOA74RR2v/ks/pP/Qf+iH9Pv5Ef2DBv2CisJitQgtVotWa/FcRBel0uKzyC5ii9EitkilFn1FPUV4kV2EF9/vIrZoL5qL6KK5+P0WpcV7MVzsFsPFZLJYLCaL/1/UFafF57MYLFaLwuKwOCwKi66ipCKqYqgiKiOBYqhiKCMBo4PiuAgubovgorG4LW6LxiKyKKhoqSipaKnIiVMRVZFS0ZSp4qiiqeKqVUYFRVHFVMU/xVRFP8U/xT9FP8U7RT9FcPFO8U4RXBwX1cV4kVyMF/nwKeIp8ikGClR0VAxUnDSpSKmIqVipCKlYqUiIUFFPkVBx0KAivEgvFioKKhYqKlJUtFQ8F9NFbzFdrNeL9GK9WKdOsVAxURFQ8VARUBELq2gvYhXn86K5eKnYp3gv9inu2VMME0sRUaEqHiCSKhogniKeKhogrioaKCogriKuKiooCijiKDooJig6KAYIQARFREVkVTxAZFUsUKAIoVigiABBUUKxRfFB8ULxQXHBgqKC4oLigAFFAUUWRRpFEkUaxRcvijCKD4otihmKGYotih+KLYpIih+KH4pIijKKTYohiiCKIIohihuKIYiqihuKG4iqiKmKYYpAijiKQIouXBQdFHsUdRRZFHUUbdgo0ijCKM4oiijOKN64UUxRvFHkwaNYo8ijGCRI8UhRQpFCsUORQvHEieKO4okiChTFIkUwRS3FL0UtRSVKikiKSoo/fhRlFKsUoRSfFKEUjRgp9igaKQoRUtRRPFJ0UiRSdFLEgqUopegXnc7isugsarVFdbFMcVZ0FWdFHK44LAaLfLEv8kU5coqtopwiHDhFMMUmRSrFKUUqxTZtirBim6LNVvSLWIpcilKKXIpp0hTLFNMU2bApzoq6Yq34KtaKa9YUxxTXFM2YKVYpFikuKV4pLimKEVOMUxRTVKOmKCv6irzirsgrnjlTDFM8U/TipQjkT2AcZQxlHGXMMoYyhjJmGRcZWxkzGScZMxkhQTISMqYyljKaMpYyXjKaMpoyXjJWMl4ySpJkRGT0Y7RkjGS0ZOzUyXjKWDceMvoxHjIqUmS0ZCQbAxn7GAMZCxUybjIWMoIC9RMwOjJSMtYxUjLiMdYx1jHiMdqNYSMdY91Ix2jHjvGQUW6kUo1SIyHjHaMe4x3jfG5cG+dGNNrYNe4xzjECMs4xut1GudFtLJeNVGPPaDaSjWYjHG4MZJwa1cawUW1ks410jIuMfIyJjHyMdLrxbaQbwWAj1IgzIo1KI9J4vRrFxqvR6zXajV1j1Yg1Vo3Pp/FofBr/33gz/kYi0fgz9kbfSDP6RibTWDQyjVqtcWrUGrdbo9rINUqlRt54xsjjGXtGnrHZNJqNQoxQjEeMR4xQjEmMUIxYjEmMSYxYjEqMXIxZjGKMWYxRohixGKMYmTAxKjEGMfIw5jDyMOrQYaxh3GHsYfRh7GE0YsRIxWjEKEWK8YxRiHGIsYlxiLFIEeMTYxEjEiRGK0YkxiVGK0YrxiXGKcaf0WeEGX1GmRFmhBllxjhGmXFmjGOcGW3GOMY4RpvxZbQZc8aX8WXMGXsjb9wZjcadkY3RaDQa2RhdRjbGNUaX0WVcY+RihBpjxqUxZkRjXBqXRjTGMEY0RifGMMYwRifGIEYnRiLGIMYgRiJGHsYpxipGMMYqxi9GMEYwxi9GOcYvxjJGOUY5xjLGltGAcUCxlXFAEVSxVbFVEVRRUxFUcVNRU1FTcVMxkrGGUYYxhVFG8ZQxhTFF8VTxUvFU8VPxUvFS8VOxj3GDMYIxgTGCEYAxgTGBEUCRlBFAkVWRVJFUkVURk9GBsYOxgLGDcYSxgLGAcYRxgnGEcYVxgnGCcYXRhVGBUYLxgFGCEYTxgPGAEYTRgjGEEYXxgxGF8YTxg/GD8YSxgfGEUYOxgbGBUYPxgtGEUYXRglGF8YXRgtGC8YUxhPGFsYUxhDGEsYURhdGFMYZRhDGGEYZRhFGEEYaRhBGGkYWRhJGEkYWRg5GFsYSRg5GDsYRxQ1FUsVQxVbGUcUYxVTGVcYbRhnGGkYbRhtGGkYZxB5EUcVTxijiKKKp4VbwiiioCIIoihioCKAIghiKWIk4iaiJmETURNxGziFnETURVxE1EU0RVRFVEU8RURFDETsRPxE7ETMRPxE/ETERMxExES0RMRExES8RARCUxTIwSw8RFxCgxSlxEnERcRKxEnEScRKxE1EQMRPQS60QvcUmsE+vEJXFIXBJzxCFxSMwR2RBzRDlENkQ2RDnEL0cCxwZHAccGxwRHAUcBxwRHAD+ro4MjgaOD44MjgSOB44Njg6OC44K/1XHBkcHf6m91ZHC8OjI4FjheHa+OBY4DjI6Mj4yUjI+MqIyUjJSMqP4ARlRGVn+AP4CR1V/h1/APMLb6BxhVGVsZWxlVGTP9H/4Hf4L/wY/gT/An+BEYRxlP/QCMon4A/wKjKKOof8F/4F/wT/gP/Af+CT+Hn8Cv4DfwK/gt/AZ+A7+Ff8Nv4Sfxb/g3/CT+Fb+Mf8QP4h/xd/hB/CD+Dn+Dv8Pv4G/wN/gdGFP9RP4Sv4a/xI/h1/Br+DH8A34cP5A/xg/kd/LH+GP8Tn4kP43/xP/hP/F7+D/8H34P/4M/ya/jp/Hr+G/8NH4a/43/xG/kr/HL+Gv8Ln4Zv4zfxT/i5/Cn+Cn8Kf4WP4Wfwt/iV/G3+Hn8Kn4VP49/x7/lf/In+Z/8TP4kf5Kfya/jR/H3+Ln8XP4ef5Tfyy/lz/JL+ZX8Wf4sv5LfyK/k9/Eb+Y38Pv4aP4//x7/j//FD+Xf8O34o/5Ifym/lX/Iv+a38aP7d3+Qn8jf5i/xEfiJ/kb/Ej/tvv5z/9s9+Ob+cf/a7+Wu/7Yfz237XD+eH87t+Mr/rb/1kfjJ/6x/zO/mv/Ej+K/+ZH8mP5D/za/nP/Gx+Lb+Wn82/5mfzv/41/5r/9cN+NH+bv8vf5o/9Xf4uf+x/88d+2v/mf/PTftw/+2W/m1/2p/nd/G7+NP+WP81v5t/yb/nN/E9+8P/9vf/3x/7e3/tjf+uP/a+/9b/+0d/6W//o//zbP/xf//Df/q//9W//6b/7T//mP/2ff/Nv/s8/+M/+3F/7c//wr/21f/gf/+G//I//8V/+0b/w7/27v/fz/t2/+3l/kz/Kr/u5/Lrf93P5ufy+n/99f/Dnf/4P/sOjg5/VEcERwc/qeOBn9W86Hjge+Df9qP7j7//C3//7X/gL//7v/cPf+BN/46/8iT/xV/7LX/k3/+W//Ju/9G/+01/6S//pn/2jP/R//tA/+T//55/8j3/yR/7H//gjf/8I4D/1h/pP/Zn+UH+oP9Mf6c/0S/oj/ZF+Sb+h/9Kv6Yf0a/pX/ZB+SP+q/9O/6hjg//R/OgY4GvgZ/Y/+Tf+jv9S/6d/0l/pR/Yp+RD+mH9Ff6cf0Y/or/Zz+Sr+on9PP6Rf1q/oD/YD+Sf+kH9Bf6L/z3//6f//jf/2v//Hf/cf/9+/+3f/7T//2H+un/1g/np/+0388v50fz6/nt/Pb+fX8fn49P6Hfz+/nJ/QfIjohkiGyIZIh+ohsiGyIPuKQ6COWiUPikFgm1oll4iVinVgnXiJiIl4ieiJiImIieiJ+InoqEiB+In4qEigmKBIoqigmKCYoqijiKKoobiniKOIobimGKW4p3ophimGKt+KueCs2i7virtgsRovNYrkYLUaL5SK7WC7aKbKL7KKdop6inWKjop6inmKjIqRio6KnIqQipKKnIqmiJ6OAIqkiKaMAYwKjACMEYwJjAiMEIwcjBKMHIwcjB6MHIwmjByMGIwkjCSMGowgjBiMDowijCCMD4wQjA+OVcYJxgvHKWMB4VcwyFjAWKGYVQxWzioyKoYqhioyKkoqMinmKkoqSinmKgop5iu6ioKKgortIL7qL3CK9SC9yi94it3gseove4rEILR6LvSK0CC32isJir/imKCwKi2+KruKbYpeiq+gqdimWKXYpJimWKZYpJilKKSYp5ihKKUop5igSKeYojigSKRIpjijWKI4oaijWKNYoaiimKGooViimKKYoViiKKFYoYiiKKIooYiiSKGIoeiiSKJIoeiiyKHooriiyKLIorij2KK4oDin2KPYoDik+KQ4pZik+KT4pZimOKWYpuimOKY4puim+im6Kv+Kr+Cr+isXir3gtFovF4rXYLV6L8mK32C3Ki/eivPioeC/ei4+Kl4qPjBWKl4qXjBWMKYwVjDiMKYwpjDiMOYw4jECMOYw5jECMQYxAjFuMQYxBjFuMYYxbjENjGGMY49C4NA6NaePSuDSmjW9j2ijI+Da+jYKMiYyCjJyMiYyJjJyMoYyc/gLGUMZQf4E/wV/gz/An+BP8Gf4Pf4b/xf/h//C/+Gn8L34hP42fxi/kT/IL+av8Sf4kf5V/y1/lD/Nv+bf8YX43f5hfze/md/Or+eX8an4xv5xfzi/mf/OL+bH8b/43P5a/y4/lP/J3+bv8R/4l/5Hfxr/kX/Lb+Hf8Nn4T/45/x2/iV/Gb+CP8Kn4Vf4Sfwh/hv/op/BT+q//Af2X89B/4Dxg/GUUZPxkbGUUZRRkbGSMZGxnzGCMZIxnzGP0Y8xjbRj9GP8a2sW5sG7PGurFuzBrDxqwxaQwbw8akcWpMGmvGqXFqrBmLxprxjbFoLBrfGGnGN8Y0RpqRZkxjfBnTGM0YX8aX0YwxjtGMUY0xjjGOUY0RZlRjhGOEGWFGOMabEY5RZ7wZb0ad8WjUGZ3Go/FodBqxRqfxa8QascavcW38GrGMa+PaiGXUY8QyMjLqMeoxMjJOMjIykjJOMk4ykjK2MpL6JRhbGVv9En4Nv4Q/x6/h1/Dn+In8Of7cT+Qn8uf+3Z/7gf/u3/3AX/gD//8X/sL//4///zv/43/8nf/zd/7V//k//+pv/at/97f+1r/7e//uT/69v/cn/+af/LN/82/+2b/7Z//z3/27//lf/+d/nb/+1/86/52/zs/nv/Pf+fn8f34+v6P/z//nd/RH+h39nf5If6S/0x/q7/ST+kP9oX5SRwE/qT/VUcBRwJ/qSOBP9YM6EjgS+EH9rH5Qv6Wf1c/qt/Rv+i39i/5N/6Z/0c+ISIZoI/qINiKX6CP6iFximcglUiKWiWUiJeIlIiUiJ+Il4iUiJ6InIidiK6InoidiqyIBYqtiiSKBIoFiiaKKYomilaKKooqileKWopVirLiluKUYK96KsaKyeCveispis6gsiovNYrMoLpaL4uKcYrlYLs4p2inOKS4q2inaKS4qNiouKnYqNio2KnYqeip2MgYoeip6MgYwCjAGMD4wCjAKMD4wQjA+MGYwQjBCMGYwejBmMFIwejB6MFIwYjBSMC4wYjBiMC4wMjAuKKoyMjAyKKoyXhVVFTMZr4xXxUzFirCssKywirCqsIqwebCqsKqwebCmsHmwd7CmsKawd7ChsHewc7ChsKGwc7CdsHOwbGwnbCcsG2vOUskWyXLJcskWyT7JxsmSycayZLJmsrFsLGsme8uayb6yt+wt+8r2sleyTLJaskyyVrJaslqyVrJpslayWbJpsmmyWbJrslmyX7JrsmuyX7Ku7Jesmqwr68qqycKyarJtsrAsLNsmu8u2ycqyu+wuK8sKsxayMbIYshiyMbIetCe0KLKatCi0LLKaspq0LLQushOyArIXsgKyCbIXsheyCbIdsgmyJbIdsh2yJbImsh6yObIjsjmyQrIjsiOyQrInskKySrInsieySrIvsjSyWLI7sliyW7I7sjuyW7JBsluyYrJBskGyYrJEsj6yQLJVslWyQLJXskCyRrJXsleyRrJMsqiyp7QttC2yp7QwsqC0NLKltDS0M7KlsqW0M7KntDO0MrKnsqe0MrQwslWyU7I+slOySLI+sj6ySLI4skiyP7I4sjiyP7Issj+yPLIssiyyPLIrsjyyNrIrsiuyNrIgsjayLrIgsiCyLrIfsi6yLbIfsh+yLbIVsi2yJLIVshWyJLIQspS0IrKQspC0IrQSspe0HrKKtB60FLKKsoq0FLQOsoq0DrJ0snS0DrQLsnGthewcrQUthuyc7BwthuwiLQbthuyi7CLthiwj7QYtiCyjLCMtCO0JbYCsXQtBCyFrz2JlgdltVpwVZ7fZunaBNkGWjjZBVlWWTpZOVlX2nlWVFZW9Z+9ZUdlP2g/ZuXZCdp51aydoJ2TdWgZZdzatZaBlkE1rDWQfZbVZSVlttpuVlJWU7WYnZbvZcbZTdpwtZztlO2XLWU/Zcvad9ZT1lH1nTWXfWXvWVNZU1q4NkPWTBZQlZolZQNlA2WK2neWzfLad5WWJ2UBZY9aYDZQVlMWT/WXrZH9ZXbZOtk5Wl2Vnddlclp1lZ3PZczaXpWXP2XOWls1madlWNpvNZltZbLaVlZPFZrFZOdlpVk72TXaanWbfZPvsmyyabJ/ts2iyviyabJmsL+vLlsnasmWyYLK2rC0LJlvLgsl2ydaytWyX7CzbJSslO8vOslKycLKtst/sqOw3y82Oyo7KcrOhstwsNRsqGypLzVbK5sk6ykKz0KyjbDXrKMspW81Ws5yy5KwxKyj7Z/+soCwyKyibKIvMIrOJss1somyjbDPbzDbKRrN8sn62T9bPKrN9sn2yyuyf7KAsM1soy8w6s4WyhbLOrKGsM2vNGsoaylqzj7LW7DX7KPsoe81qtVztH61Y+0d7SSvWirWXtOrthy0KLaQtiq0NLSQtpK2NrRXtHO0mLZZ2k3aSFkuLpZ2knWsnafto59q5to82re2j5aNNa9NaPtqzlo/2rj1rz9q79qvtacFan9anBWvDWqAWq/1pf1qstqpda4vasLao5bVhbVjLa31bDNqs7QZtlvbTdsN2g/bTloZW1XaLtpW21XbLtoyWqiVrm9qmlqzFaulop9q6dqplauvaupapZWuv2rJWqi1rs1qpVqrNapXarNaqVWqVWquWqLVqn1qilqh9aoVbANsHWktaS9sH2wVaSNpH2w/aR9pG2w/bD9pG2wzarC0GrSOtoy2GrQCtXGvW2tHa0Zq1d7RmLV17R3tHS9di0tK1eLSYtJi0eLSstHi0e7SstKy0e7YLtHu0i7YLtgu0i7SWtI62ArSAtIC2ArSotI20frYZtH60ebYZthm0ebYHtHm09u2B7QGtfTtAa9fGtwO2A7RxbSgtAu0TbQXtE60UbQVtBa0UrQZtDy0P7RctD20N7RftF20NrQZtB20BLQ5tAW0GLQ4tDm0GbRBtBq0ObRBtEK0ObRStEO0DbRHtAy0HbRFtES0HrRItB60NrRKtEq0NLRUtFK1LO0U7RevSZtEu0TLRktEy0TbRktGS0TbRntFu0XrRzrRetGa0M+1Ma0aL05rRstHitDgtG+1Oy0Zb0+60O21Ne9Rm0eq0YrQ6LU8rRitGy9OO0fK0Ru0Y7RitUdtmW2Sr3C7ZKrfN7ZLtkm1zy2Tb3DK3TLZMtswtlG1ya9wm2Rq3w22SbZLtcGtkS2G7Zithu2aLZithK2GLZgthi2Y7ZgthO2bbZQthC2HbZctg22WrZMtgy2CrZBtgK2I7247Yzra27YjtiK1te9v+2x7bfttjm2Pbb/ttjm1wm2NbYxvcBrc1tvy2xnbElt/y2xHb2/bGVrZtsZVtY9sW2xbb2JbFNrZls2WxZbFls+WwZbNds+Ww5bBds6WAnYCFgC2AhYCNgC2ALYCNgCWAjYCVgCWAJYCVgKWA9YDlgEWA5YDVgEWARYDVgDWA1YDNgDWANYDNgK2AdYGFgXWAhYG1gXWAdYC1gQWBnYF9gb2AfYFdgb2AvYBdgX2AXYFNgX2AfYBNgWWATYE9gWWAZYA9gV2APYEdgV2AXYAdgRWB/YAlgU2AJYEtgU2ATYAtgVWALYFFgVWAVYBFgW2ARYFVgW2AbYBVgWWBtYHFgQWBxYHNgQWBBYHNgQ2BzYHlgQ2BDYHlgfWB/YHtgY2B7YHVgY2BjYHVgTWB1YG9gTWBNYG9ga2BVYIFgmWCZYIFgh2CRYJNgqWBTYJdgqWBpYFdgnWCVYNlg92CZYNtg92C3YJtgw2D9YLlgr2C5YK1gr2CvYK1gm2CFYMdg62CHYMtg62CrYItg1WDdYJ9gt2BfYKVgt2B3YGVgi2ClYLFgi2CLYLFgj2CxYLNgj2CPYLNgu2CtYKlgm2CpYKdgm2CbYKdgh2CnYKNgh2CHYKNgmWCjWKJ2CeWiM1hn9gnNocdYnusEKvDCrE+rA6rw/qwM6wP28POsDNsD7vDtrBosC8sGqwL+8K+sC5sDNsGCwcbBgsHC8OGwYbBwrBmsDCsDGsGawYrw7rByrA0rBusGywN+wZbw96wb7A3LA77BvsGi8PysC2sHCwarBzsGiwaLBrsGuwZ7BpsGuwZ7BlsGiwZLBlrCOvFerGGsF2sIWwhbBfbxRbCBsJisVnsH2wW28X+wf7BdrGBsG+sGtvGtrFqbBqrxhKxaWwaS8SKsXbsHYvE3rFYWCQWicXCJrFRLBVLxFKxVywRS8ResWIsHSwTWwdbB8vE2sEysU6sHawdrBMLzULIhsg6yDrIhsgWyIbIasgWyBbIasheZTVkM2SvslfZDFkJWFDZANhK2ErZAFhJ2QBYVFhJWElYVNhT2EPYRdhR2EVYSdhR2FFYSdhT2QnZB1kB2QfZAVkBWQHZAdhN2QHYVNhN2E3YVFg/2E9YTFg/WEzYSFg/WD/YSNg+2XZ2neVl11l1lpflZdVZYVZKFkoWThZKtkkWThZOtkmWTZZIdkz2SPZIdky2SXZM9ky2SbZJ9kyWTbaXfWWD2WD2lcVl42TdZMlk3WTDZMlkyWTDZJ9kw2S9ZJ9kn2S9ZLlkY2RrZD1ka2RvZD1kPWRvZHNkOWRFZAlkRWRTZAlkCWRTZBlkU2RVZBlkGWRVZCNkVWRjZCNkI2RjZC1oVWhNZC1pTWhFZC1lLWlFZClpW2hXZFFpV2hTZFFlUWlTZLO0KbQkslnZLC2J7CUtCW2I7KXsJW0IrQdtAW2H7KbsJm2HLKEslWyUbJFslGySbJFskWySrI5skuyQrI6sjuyQLAqtC+2LLCjtC22MLKgsKG0MLY1sj+yMLIrsjKyMLIosiqyMrAntAa0ALRGtgCwpLREtkSwp7Y8sqSwm7Q/tjywm7Y4spuwe7Q7tjuwebYksliyNrJOskyyN7JIsjSyM7JLskiyM7Attiewe7QjtiOwe7Yfsnqwe7Qfth6ye7FxrIRvXNtA2yMa1CrQQsljaCNoIWSythCxW1o5WglZC1k4WUnabDWcRZcPZexZRFlH2nv2U5ZRNlSVnU2VZZclZcpZVNp5lpQWQjWfjWgBaBVlE2UPZbfZQ9k52m91m72Tr2W+2VdacNWdbZdHZVtoBWXQWrR2gNZAVZ8FZYBac9WaBWWDWm8VlvdljFpfFZY/ZYJaYHWb9ZIdZP+sn6yfrZ/lkodlkNk82mf1l82TzZH9ZPNoO2gtZQtoL2VVZQllC2VVZenZVNlOWnqVnM2Xl2UxZeFaelWfh2WcWnm1nn9lntp0tZhtlI2Wj2UjZStloNpqtlJVmldll9k92mWVm/2T/ZJnZQdpL2kxatTaT1pNWrVVrPWndWk/aUFq31q0NpX1rqdqutq3tar/atrat/Wrh2qmWjnar3WrpaLlaOlo9Wq6Wq9Wj/aOtaqPanzaqdWp/2p/Wqe21SC1UK9NCtVqtTCvTarU9rVbr1fa0Pa1XC9YytUktW5vUFrVsLVtb1K61QK2vxWp97VCL1WK1Q21TW9ZetWgtWnvVyrVX7Vgr18q1Y615a2WrRVtqq2W7RVtKW2q7RatK+2l7taWxvdoG2NLY0tgG2PLQAtKi0tbR1tGi0s7RotKS0s7RztGS0m7SPtAK0RLQEtAK0V5phWh9aK+0V1ofWhVaIlokWgRaJNokWgRaBNok2ifaJdou2hzaHNou2hvaLtoq2hvaG9oqWipaLdorWh3aK1orWh1aHVor2ihal/alzaJ9aWHaLNosWphWp51p5Wi3aOVo1Wi3aLdo1WjPaIFoh2i1aIdojWi1aLVojWixaMFow2h7aMNo12h7aHto12iPaNdo3WiPaI9o3WidaN1oXVonWidalxaK9qldam/apfaovWlv2qPWpu21QW1MG9TmtDFtTJvTtrRttEYtHC0crVEbR2vU/to42jjaX4vUtrQ5LRotGm1OW0ab09K0ZbRltDTtGy0WLRdtGi0XbRltGm0abRntmy2ULXPrZOtky9w22TK3y22TbZPtcpvcKrdFtsgtcltk+2+LbIds/+2/HbLtsR1uf1sj29+2tzWyNbLtbYNoW23LbBNsE2zLbBVsy2zTbBVsFWzTbNtsRWxBbGdbENsK29l2tq2wdW0rbCNsXVvXNsJWgReM1+cl4yXj9XnNeH3en9eM14z35w12u3TBdH1dJd0rXTTdDt0fXRfdIF0gXRLdIt0tXSHddjfdvdQl1DXU9bkfuF+4V7hUbpPbg+uBW4KbhQuI+4ZbhhuJm+PiuIe4g7gwbhGumivnJuFKuTsuFq4VrpzLhivjPrlduGQumOvmprsEuFhulFuKi4m7ievjBrmTuIm4lbiUuMmug64ArqTtDy0nLaitCi0h7aBtpK0jLoOtpe2iLaCtn+2d7afteou17bM9b4lb5zbKtrotbq/b1zbnreG14aWyFbPlstV6wXh5Xt+2w5a2zeLteXfeNd42XjdeYdfVddO1cpdwq3Db3AncB1wB3SjdX3dKd0r31+XSxdLdda90r3R33VrX1bV2YV1Y19rFdmfdaFfWlXWj3b+7pGuki+viuka6cbpoumO6Srpjulu6SrpKulu6RbrA7rZ769662+6sq+tCu7aurQvtDrtdum+6UrpvumW6UrpSumW6TrplumK6TrpOumK6R7q27rDb6ra6w+6uu6Bbo9ug26BboxuhW6N7oxuhG6F7o9uje6Gro0uhS6Groyuhq6OboyuhK6Gbo2uj+6QLosukC6Jbocuky6RboZukW6EboZukm6Qboduj66NrpYuja6ULpYuji6MLpSujC6UbpCujK6MbpEuiu6Krpduiq6Ubptui26IbpgujG6ZrpgujC6Nrpruja6abpruju6ObpsvDG8ArwJvAm8ArwAuhi8l71YXkveqq6kLqQuqq6iLqqupm6iLqIupm6gLqzumG6tLphuqO6tLp0umO6p7qmuqW6vLpluqS6vLp8umS6urpkuqK6urp6umK6t7piup+6t7p3ul+6trpfupu6trp2ulu6tq7jrp/uuauufunK+7+6WJ1xV1xF6ub7F7qcuq2u5y6nbrtbrvbqeup+6i77k7qrrvx7qTupG68S6kb7867lLqUuvOupm64q6j77SrqHup+u9/uoa63e6hbqOvteruFutxuoa6gLrfL7QrqSrvVbqJutpvtJuou6ma7lbrgbqWupS64C+5a6o67lrqXuuPuuHupm+4qu3i6yC6e7rmL7CK7526wa+yWu8VusVvu6rrlrrar6+q62i60y3frdPtu363T9buJusuuoe6ye+wa6hrqHrs+FwO3xc3AzcBtcWNcDlwn3A1cJ1wX3A3cDVwX3AjcEVwNXBVcDVwPXBVcFVwP3CzcK9wo3A/cKFwn3A/cD1wnXA5cFlwk3APcA1wkXAhcJNwmXAhcCNwmXAncJlwqXAlcCVwq3ApcKlwu3ArcClwuXAxcLlwyXAxcDFwy3Bb3BdfJncF1cqHcGdwZXCj3BhfK5XJvcG9wudwc3B9cHdwfVwcXBffH/XFRcGNcFNwT3Bg3xj3BzcCVwfW5MbgxuD4XBvcDNwT3CzcEtwX3C/cLtwU3DbcFtwY3DTcNtwb3xXVyX3CNXCP3BRcG1+cOuTC4Qy6RC4MLg0vkGrmKuHG4grhxuG+4griCuG+4gLh0uG24dbh1uG24erhLuG2uEq4Sbpu75q65Zq4Srplb5irhKuGWuUe4Za6Ve4R7hGvlEuFauVQuES4RLpXbo0uAq+sG4Oq4t26AbgDujYuKe+O6uKi4qLgurijuDy6bG4TL5sK5QbhBuHDuEy6cO+c+4T7hzrlSuG64Q7g17hAuE26NW+My4fa4TLhsuD1uj8uG++RK4c65XrheuHMuFlcNt85Fw61zyVw0XDRcMrcL1xHXDJcQ1ww3DJcQlxA3DHcPNwwXC3cPdw8XC/fO9cTVckNxQ3G13FHccRcAN8wNdwFwW3FZdTlws7hZXQ5cSdxW3FPcMPcUtxM3zA1zO3GL3E7cRtwit8htxOW5jbiHuDyX5x7iwrhabpc7itvlbrmjuKO4Wy4p7paL5ZLikuJiuaW4kbiWuDmuJS4mbo6b42Li+rhtuDOuHu6Ma+Pq4erh2rh9uDYuj9uH24fL4xri8rhBriGuIW6Qm4h75XLiVrmcuJW4VW6VW4mb5F7irupi4K7qXnUxdDF0r7oaulfdBF0NXQ3dBN0P3QTdCd0P3Q/dCV0U3QndDl0UXRTdDl0XXQ/cQN0M3EBcO90M3QxcO10LXDtcd9dC1wLX3YXALdRVwP3TVcDVxP3D/cPVxPVyNXEfcb1cL/cRd5E20laIVpJW0lbIdopW0naKtpK20nbK1os21daNdpV21dbNFs42xnaFVpFW0XbFNsVWhxbRdoYWkbbQdsZ2hrbQ9oW2kJbQ9sX2hZbQVsVWE/fC1tPWE/cCF8TWExfEVtRWFBcE1wR3BTcA1wQ3wPYU1wTXxPbUVhRXwXYV1wLXwnYVV8R2FRcAVwRXBBcAdwQXANcBdwR3BNcBV8N2FVfBNtU2FVcBF8E2FRfBdtN2ExcBd8B2E3fANmubxR2wRbW9xL3aTtpO4l5tW21bbVltJ21ZbVVtJ20nbVVtIW1VbTttIW0hbTttDW3/bE1tB21NcQ1sB20HcQ1sHW0TbUFtEW1BbS1tEW0RbS1tAW3HW0Jb8pa8JbRVb9nbOlvwts6Wzha8BW/pbL9bOtv59rv9bufb7la9rbSVbyttOW3lW/mW0/a+5bT9tL1v79tP2zvb+La85bMtb9dbPls+2/W2z7a8jW+xW+w2voVvods5W+l2zhbPVrqVbvFsqVs820Bb6pa6DbQVew14F3gVeBV4F3gZeBd4O3gZeBl4O3gdeCl4QXgfeEF4N3gfeB94N3gbeDd4K3gbeBt4K3gPbMVszds32zdb8xa9fbNFb1vb1ha9rXtBeCl4RXhFeCl4T3gpeC14T3hPeC14NXhreJF4YXiReHt4YXhheHt4X3h7eHl4X3hfeHl4TXhNeHl4S3hLeHl4dXhbeIF4SXhJeIF4U3h1eGl4S3hpeF14S3hLeF14P2xx2ydbf/tkC9v6W38L2263sC1xu91ut8Tt2ZvFO8MLxDvDK8MLxAvEK8Mbw2vzivHevDevGC/OG/Nu8cq8W7xfvDKvzPvFO/NK8U7xxrxTvFa8MW/Ma8W7ZathG9162HrYRrfZLYLtmS2B7Zktli2BLYEtFq2pLZZtFa0praltla0UrxxvEW8WbxFvEG8WbxZvEO+P7YMtgO2FLYBtg+2F7YVtgy2SbYNthy2SLZJth20WrxwvzRvFG8VL817xSvG6vFC8Lm/LC8ULxdvyMvG2vHG8TLxMvHG8SrxtvEIvGy8br9AL9AK9vJeNl/f2vGy8bLw97xqvGW/Qe8Yb9PreM94zXt+bZutgO2EbZzthG2IbZxtnG2IrZxti62IrZytn62LL27rY4tjytrwtjq1vi2MbZevb+rZRtsWur8vrdunyunK6XbpdunK6b7q1Lq17pUvrsule6V7psumi6f66wi6XrrBL7HLpcukSu166xC6z66Xrpcvsnukyu8/ume6Z7rO7pvvsWrtrumu61q6bLpZulu6um6Wrprvr7rpquq0urpvrLunmur/uku6S7q8bpXukK6Y7pDukK6broyum+6Xro+uj+6VrpbvtXruz7rU77c66s+60G+3G6Rrptum26Rrppuka6RLppumm6RLp8uiC6ZLp+rpkunC6vq6vC6f7d+F0X92/+3dfXRk3U/cEN1X3RPcFNxU3VfcFV1X3RTcGVxVXVTdG90A3RrdG90D3QLdGd0F3RrdJV0W3SRdJV0VXRRdJt0QXSVdHt0S3RFdH90JXSHdLl0aXRndLd0Z3S7dKd0Z3RrdKt0lXS3dFl0qXSndF90l3RVdE90n3SVdEF0S3QzdE90c3RJdE90f3R5dEF4g3gReBN4AXgbeAN4A3gLdAt5W3gJdAt1W3lZdAl5UXgleAd4J3gleAt4JXgHeAt4K3gneA94D3qovJC8ALoIvJS6CLqbvKS8BLoLuqy6rLp+una6rrp9una6prqtunm6rbp5unm6qbqpuni6qbp0uni6qLqkune6o7p3vvhureu/JuqG6orrwLqivvwruguqC68K6nLrz77nrqeuq+u+2upu68m9XN6s67m7rzLr27qbupS+/au4u6jLrZLqNupG62m+1G6lbqKuqGu426jbrh7qNuuKvuPuo+6qq7666jrrkrqSupa+5m6pq76G6mbqYuuguoe+6Su8EuubvtBrvB7rYL7Nbp7un63T3dQV2/63cHdQl1sd1uF9btdtldWBfWZXdjXXbX3Y11Y113t9d1d+t0e91et06X72J1691kt94td5PdZLfcNXarXWo3UZfadXYTdRN1nd1lV9oV1G12m11BXWVXUDdQV9lVdgN18XBdcFNwI3BTcElwI3AjcElwG3CLcIVw1VwhXCBcNVfNBcJFc3NwuVwfXB9cLhcIl8v9coFwgXC/XDS3B7fJ3cHdwW1ycXB/XCX3B1fJnXJ/cH9wp1w2Nwu3BHcLdwu3BNcNtwSXB9cN1w2XB3cIt8k9cnFwj9yfi4OLg/tzbXB/bs+1wbXB7bk0uD3X59Lg0uD6XBncJFwtXClXC7cLV8qVcrtwwVwvXCzuGO4YLha3DBeLi4dbhluGi4cLiAvjDuLK4crhDuKe4arhruHWuWu4bbh1bp3bhkuHW4NrhPviGuEm4b64L24S7o775Mq4c7hzuDLuIq6MC+Qu4i7iArleriiuiwuJC4nr4jriurhwuI64jrhwuGa4cbiKuDQujauIi+Mq4jLi4rg4LiNuJK4V7hSunDuFC4Ur58q5ULhFuIO4ebhnuHm4d7hnuGe4d7hiuHe4ca4YrhhunAuGG+e2uWC4YLhtbhWunEvnYuHSuXYuFi4Wrp1754657y4A7pvLpwugC4DLpyuAy4frpyugK4DrhyupS6BbgOvuFuga4Lq57q6BLgTulZvlcuJmuVouJy4nrpbriZvmnrsEuGeuuEugS4Ar5uq4n7iguFEuKK4pbpQb5Zrilura6LLoSuiy6KboSuhK6KboIuim6I7oIugi6I7oDuiO6HLoDugO6HLgsuJGuUzuJy6Tu+R+4n7iLrmbuEuukLuJu4kr5Pq4QS6SO4mL5Ca5k7iTuEkupS6GLgPupS6DrgLuJe6lrgJuoS6H7gaupO6G7gOuJK6k7oOuA26grgcuIi6irgdupq6HrgluJm6mronuia0QbaQtkC0QbaStDm0kbaKtjq0ObSItIq0iLaNtDC0jLaVtjG0MLaWtDC0lraatjK0MrabtDq0mLaftju0OLaftD62prRTtKO2orRQtqK2ULREtKC2oLZHtD20q7altGO0prahtmG0YraitF60obaetl60XbSdtpW2YLRltqi2ZrRltKm2qrZmtG62ibQrtIe2hbQqtoW2KLQmtIa2hLQltoC2JbQltIG2gbQmtoG2JrQmtIK2grQntoK2J7QntIO2g7YmtCu4BbgEuC24BbgAuCy4LbgDuCm4DLgkuAS4BLgmuAC4JbgeuAK4AbgfuBO6FrSYuBS6FrSYug62mrSQuAy6DraRtpO2lbSbu1TbTlhT3inu1JcV9sCW1LcV9wH2wLcUVsO20pbQ1tKW0bbQ1tDW0bbTdwzXATbB1xE3AXbB1tHXEXcBlsM3aotpi2mLaotom2qLahtom2ibahtqC2n7ajtr62Y7amtr62frZmtr+2RLaFtqqt4W2j7bqrXr7aFtpG2graCveCtoS2oq34i2h7XjL3r63irbvLX2raKtoS98u2tK3ebaLtou2ebaAtn22WFtGW0ZbrG2jLdbWzrbRttHWznbPVtH20Ja9PbTVs2Vv2Vs92zrb7na+fW6f2/n2uMVu4dvpdrqFb51b+La9dW6d2/b2vG1t61vgFritb6Hb+ta+hW6hW/t2zjbK9su2uv2yBbOtbqtbMFvrFsz2tbVurdvX9rrlsr2y1W6vbKlstVvtlso2u6WyhbHNbrNbGFsP3gteCd4OXgneCN4O3g7eCF4HXhfeFd4P3hVeFN4P3g9eFF4OXhTeE14OXg7eE14N3gveDl4MXgzeDt4M3g7eFt4M3gzeFl4P2w7bI1va9sj2yZa2pW2fbHFeEt4R3hbeEd4Q3hbeFt4QXg/b+da9PW7d2/T2uD1u09vcNr0Nb3Pb3Da8vXp/eHd4s3h3eHF4s3izeHF4Z3hteG94qXhveHN4qXipeHN4q3hzeH14q3ireH14tXh9eIV4tXi1eIV4x3iFeId4x3jHeId433hjeFl4gXhZeFV4gXiBeFV4U3ipeJ94a3ifeJN4a3hreJN4kWy1W+5WzJa79W7FbMVsvVuzF4zXi5fn9eLt4uV5ed4uXp23i5eLV+fVebl4c9vaVrfVsNVthVsNWw1b4Tbq/eIN4515w3jFeGfemVeM17aNs1WzdbBVsz2zdbB1sD2zReC94qV5sXixeGleLl6at+bl4uXirXlzWw1bC9va1sLWwLa2rW0NbOFsDWwLbOFs4WwLaFd5l3iPeOV4j3iNeOV45XiNeIt433iHeOF44XiHeON4h3iJeON443iJeJV4Y16YV4oX5n15pXileF9elzeK14lXjteJt4lXjleOt4l3idf39t403t4r9KbxpvEKvW68YrxlvDhvGS8aL86L86Lx7rxovGq8O+/Oq8a7Zivb3tjutrvtjW1ve2PrY9vb9rY+tkGi0yg1ioxGo+NoOlqP0omyo6qkAKKYopGil6KVonqigqKApBGipqQBpBikCqQUpCukIaQepFJpTdqSCqVGaRtpGqkX6ZfpcKqbzqa1aZypbdpkemN6gmql5qjCKabpnSl72meKnrapmqiRqJKoY2qXmqQSovKhHoouo9ZoMmqNTqPJaDI6jSKj1ugyio1io8uoM3qMaqPKqDa6jSqjyug2yoxuo94oM8qMeqPNqDcajjajzWg4Co2Go+MoNAqNjqPRKDfajoqj7eg8Ko6Ko/PoOTqP1qPn6Dlaj7Kj36g0So5Ko9coOUqOXqPm6DUKjpqj5ig4uo6Co+XoOrqOlqPuaDmKjrqj7ig6+o6io/DoO/qOwqP2KDwqj9qj9qg8Oicqj2JF50TnRLGieaJY0TvRPNE80TvRPtE7UT3RPtE+UT1RQFF6dE/0Ht0T5RO9R+9RPtE6UT7RQNE60TrRQFE80UDRQlE8UTzRQlE/0UJRRFE/UT9RRNE/UUTRRtE/0T/RRlFC0UZRR1FCUUJRR1FDUUdRSVFDUUNRSdFEUUlRStFE0URRSlFIUUXRRdFH0UVRRtFH0UdRRtFJUUbRSNFJ0UnRSNFKUitSKtImUirSJ9Im0ibSJ9Ii0idSJNIi0iJSJFIhUiRSIFIhUiFSINIbUiDSHtIb0hvSHlIb0h5SGFIbUhtSGFIUUhhSFlIUUhRSFtIRUhZSEdIR0hFSEdINUhFSDdIN0g1SDdIEUg3SCNIE0gTSCNIAUinSINIl0iBSHtIl0iVSHlIjUh5SHFIjUiNSHFIiUhzSGFIiUiLSGFId0hhSF1IdUh1SF9IcUhfSE9Ic0hzSE1IZ0hNSE1IZUhlSE9IXUhPSDtIX0hfSDtIU0g7SC9IU0hTSC9IS0gvSCdIS0hLSCVIQ0glSBFIQUhBSBFIOUgTSA1IOUg7SA9IM0gNRVNIM0gxRVFIJUVTRU1IJUgnRU9IH0VPRUdIH0gfRUdIG0VHRUNIG0gbRUFID0VDRT1IDUgPRT9IC0U/RTdIC0gLRTdKr6KZolvRKehXNiraKZkU1RVtFW0U1RVlFNUU5RVlFWUU5SQVEOUU9SQVIBUQ9SQlEPUVFSQlICURFSRdERUVJSRdIF0RJSRlESUVTSRlIGURTSSFEU0kHSCFIIUgHSC1IB0gVSC1ILUgVSDFIlUi3SKFIt0jBSKFIoUjBSK9IwUjLSK9Ir0jLSLVIy0jhSLVItUjhSMNI4Uhf0jDSMNKXdIz0JfVJx0jHSH1SNVKf1JeqkaqR+lI3Ul86lbqRupFOpTbpVOqV2qQ2qVfKk3qlZClPypOSpbyULG1LeSkvbUub0rbULW1Km1K3FCp1S+VSqBQqlUurUrmULq1Kq1K6NCulS7GkWWlWiiXdSrGkd+lWupXepVzpXWqXcqVcqV3aldqlcWlX2pXGpVdpXAqXXqVXKVxKlcKlaylVSpWupU/pWlqWPqVPaVnaS8vSr7SX9tKv9Cf9SpXSn/QnVUpnUqX0KJ1JZ9KjFCY9SnFSmBQmxUnRSHFSlxSNFI3UJSUjdUnTSMlIyUjTSL9MM0xFTBlMRUwxTBlMGUwxTA9MMUwbTA9MD0wbTAVMG0wHTAVMBUwHSFVNB0wDSFVJVU0DSFFNA0hLSVFJUUlLST1JS0lFST1JPUlFSTNJRUk3STNJM0k3SSlJN0krSSlJKUkrSRdJK0kfSRdJF0kfSRNJH0kHSRNJE0kHSfdIB0kBSfdI90gBSe9IAUnpSO9I70jpSM1SOlK21Cw1S9lSppQtxUqZUqYUK91JsdKbdCfdSW/SM9KbVCY9Iz0jlUnNSGVSMVIzUjNSMdIsUjFSLtIs0ixSLtIoUi7SKtIo0ijSKlIm0ipSJ1ImUiZSJ9IhUifSI9Ih0iHSI9If0iNSH9If0h9SH9IaUh/SHdIa0hrSHdIZ0h1SGtIZ0hlSGlIVUhrSFlIVUhXSFlIS0hbSFVISUhLSFVIP0zVTNFMoUzRTLVMoUyhTLdMdUy1TIdMd0x1TIVMSUyHTEFMSUxLTEFMF0xBTDVMFUwVTDdMEUw3TAtME0wTTAlJW0wLTKykrKavplZTU9EpqSkpKSkpqSvpJakoaSvpJ+kkaSnpJGkqaJb0kvSTNkk6SZkkjSSdJJ0kjSRVJI0khSRVJFUkhSQ1JIUkRSQ1JDUkRSftIEUkDSftI+0gDSfFIA0n9SPFI8Uj9SOtSP9I60rq0Lq0jHUvrSOdIx9KxdI40LJ0jTUvD0rA0LUVK09KzFClFSs/SovQs1UqL0qJUK9VJtdKoVCfVSaNSmjQqXUppUpp0KY1Jl1KiNCaNSYnSOFKidCiNI40jHUrfSIdSoPSN9I0UKF0jBUqD0jXSNdKglI00KBVK2UjZSIXSNtMtUxZTKlMWUxNTKlMqUxNTJlMTUxBTJlMmUxDTIVMQUwnTIdMhUwnTF1MJUwfTF9MXUwdTFVMHUwRTFVMVUwTTDVMEUwPTDdMNUwNTClMD0lZTClMK0lbTBdJW0lXTBdMF0lVTAtJV0lFTAlMC0lFTANJR0k5TAFMA0k7SVNJOUk7SVNJUUk7SU1JOUkvSU9JTUktSUFJLUklSUFJQUklSTVJJUkZSTVJNUkZSTFJG0kJSTFJM0kJSR9JCUkJSR1JHUkLSRlJCUj7SRtJGUj7SQ1I+Uj3SQ9JDUj1SQVI90rlUkFSQdC79I51L0dI/0j9StDSPFC0VS/NI80jFUjtSsdQptSO1I3VK31KnNCl9S9/SpFQtTUp7UrVULe1JwdKeNCcFS8HSnNQqzUlrUqvUKq1JpdMeUzBTI1MwUzFTI1MjUzFTJFMxUzNTJFMkUzPTJVMz0zLTJdMl0zJTJdMyUzJTJVMlUzLTJFMy0y/TJNMk0y9TItMvUy9TIlMiUy/TIFMvUyzTINMgUyxTHVMsUylTHVMdUylTF1Mp0yZTF1MX0ybTE1PeFM4UN4UzdTPFTXFTN9PY1M10zDQ2jU3HTFvTMdMr09a0Nb0ybTO9Mp0ybTNtM50yVTOdMvUxVTNVM/Ux7TL1Mc0x7TLtMs0xzTLNMUUxzTLNMkUxfTJFMR0xfTJ9Mh0xLTIdMf0wLTItMv0wBTL9ML0wBTIFMr0wpTG9MLUwpTGlMbUwnTG1MI0wnTGdMY0wbTGNMIUwbTFtMYUwXTGFMH0wXTFdMX0wTTF9MJ0wTTFNMZ0whTGdMK0whTGFMa0wjTGtMO0wjTGNMe0wxTHtMPUwxTHFMfUw/TH1MC0x/TH9MS0xPTItMZUxPTI9MpUxrTKVMa0xrTKtMq0xtTKtMXUytTK1MnUyPTN1Mo0yPTM9M40yTTONMg0zTTNNMw0zlTMNM2UzlTOVM2UzhU3ZTONMYVPYNM60Ng00HU/v0/EUPL1P71Pw9D0FT7HT9/Q9xU7PU+y0Oj1Pz9Pq9DutTqPT7/Q7jU650+hUOeVOuVPl9DpVTpPT6/Q6TU6n0+S0n06n02k/ZU776W/KnDKnv+k//U1103/6T3XTITXClBI1wJTS1BE1ADXA1NGU1dTRlM+U1ZTVlM+U1JTPFM+U1JTUFM800xTPlM400zTTlM7U0pTOVD61NLU0lU8VTeXT+FTRVNE0PkU0jU/XU0RTRNP1FNB0PVVPAU0BTdVTP1P1FD31M/UzRU/7TF9T2nQ3pU1z0910N81NhdPcNDgVToXT4NQ4DU6JU+PUOCVOm1Pi9DhtTpvT49Q5PU6lU+fUOZVOs1PplDrNTrNT6tQ7pU61U+/UO9VOzVPtNDw1T83T8HQ+DU/L0/l0Pi1P50zLU/p0znTOlD5NNKVP69NE00TT+nTRtD7dM100XTTdM/003TP9M/00/TT9My01/TNtNC01LTVtNF01bTStNF01XTWtRBUwrTS9RBVAFTC9RB0wvTTlRB1AHTDlREUw5TTtREVARTDtRFUw7TT1RFVAVTD1RF0w9TTdRF1AXTDdRD0w3TTNoh6gHphmUQtMs6aSqAWoBaaSqACmkqaQqACoAKaQqFdTSFNC1Cvq1ZTQ9NSU0FTP9NT01FTPFNRUz/TOFNQU1PTOFNOUnwKnxSlw6k+L0+LUny6n/hQ5XU6XU+T0OUVOodPn9DmFTrdT6NQ63U63U+u0O7VOxdPutDsVT+FT8ZQ8hU/hU/K0zpQ8tTOtM60ztTONNLUzfTSNNI00fTRtNX00FTVtNW01FUU1MBVFdUA1QDVAdUDFQHVAfUDFQMVAfUDNQH1A5UDNQM1A5UAlQeVAHUElQSVBHUFtQR1BXUFtQW1BXUGNQV1BnUGNQY1BnUHdQZ1BrUHdQd1BrUHlQa1B9UHlQeVB9UE1QvVBHUI1QjVCHUJlQh1CPUJlQmVCPUKlQj1ChUKlQqVChUINQ4VClUINQw1DlUItQ5VCBUMtQy1DBUO1UcFQx1BtVBt1DFVHHUN1Q9VRdVQ3VCTVDbVFRVKR1Bb1SW1Rc9Qn9UnNUa3UT9RG1EzUTNRG1EVUTFRUVE5UVNUAVE5UTtUAVFHVANUGVFFUUdUG1FLVBlUM1FLUUlUM1FZVDNUQ1FbUVtUQVQHVENUbVQFVAdUb1QjVG9Ud1QjVCNUd1QnVHVUh1QnVCVUh1Q9VIdUj1Q/VD9Uj1RTVI1Ul1RTVFFUl1RVVJdUn1RXVFdUn1RrVJ1Uo1RrVGlUoVRtVKNUpVRtVG9UpVR3VKVUpVR1VHVUp1RxVKdUo1RzVHNUoVRzVKFUmVRxVHFUmVRdVJtUlVRdVF9UlVRbVJdUgVRZVFtUg1RHVIFUf1RHVEVUf1QtVH9UZ1QvVC9UZVQnVGdUSVQlVCdUS1QPVElUN1QPVA1UN1QFVDVUF1QHVAVUFVFJVBdUCVFJUUtUC1FHVAlRT1FHUUVRT1CyqKaonahY1i+qJeonqiaqJeol6iaqJKmmqinqByoB6gbqByoDKgLqBOoG6gSqCOoE6gSqCaoEqgnqCaoFqgXqC2oF6goqC2oHagYqC+oGKggqD+oH6gQqDWoIKg0qDWoJagkqDyoJKg6qDyoLKgqqD+oKqgwqE+oL6ggqEeoMKhFqEeoN6g1qEioNahLqEioOKg7qEGoS6hNqEGoQahNqESoTahFqFSoRKhFqFioRaheqFioSKhOqF6oTqhYqG6oTqhIqGGoWKhvqiRqFGob6oWqgvKo2qhaqFSqNuodKoReoW6hZqkbqGWqQ2qWuoa6hN6htqkzqlvqG+oU6pM+qUmqXOqDNqlspTs1QtlafyVC0VSNVSw1QgFUgNU43UMFVMNVKNVDH1SBVTy9Qj9UgtU5nUMpVMZVKZVDJ1SSVTx9QldUkdU5PTQlP7lNHUPsWaMpoymmJNJ02xpnmmk6aTpnmmmqZ5poammqaapoampqaGpoempqampoemqaaHpqGmqaappqGoCaahpqOoCagJpqOoDaajqASoDagNqASoFagEqBCoFagVqBCoGqgQqBSoGqgaqBSoHqgUqCCoHqgeqCCoJqggqCGoJqgmqCGoKaghqCqoKagpqCqoMqgqqC6oMqgyqC6oOaguqDaoOag5qDaoPag2qD+oPag9qD+oSag/qEKoSahJqEKoSqhCqE+oSqhKqE+oWKhPqFOoWKhYqFOoaahTqGaoaahpqGaoPKoZqo/Ko/KoPiqW6qP+VCwVS/2pXupPPVO9VC/1TI1Tz9Q0NU6NU9PUOTVNrVPn1Dm1TsVDrVPvUPFQ8VDvUANR71D5UANRA1H5UAlFtdFjtBqtRo9RavQY/aPUKDX6R5FRafQbfUaf0W/UGf1Gu1Fn1BntRrHRaDQdzUaz0XSUG01H1VFulBtVR9tRdpRONB6NR+lE6VE6UTtRepQetRPdE60UvRQtFS0VvRQ1Fb0UzRQ1FTUVzSQNEKUUtRSFFLUU7RSFFIUU7RTFFO0UBRXFFMUUBRVVFQUUFRQ9FD0UFRRVFBUUHRRVFFUUHRRdFMUkBRBdFV0lBSB1IA0ilSJNIk0ilSJVIpUinSJVIlUinSLdIvUgDSGtIK0gDSGlIA0h/SClIKUg/SDFIG0jNUrlSOVIjdKW1Cj9pS1pS/pLpdIvUi9SLFIsUi9SK1Iv0i5SK1Ir0i5SKlPglJ/eprcpP7VN+alvapvapr5pbQpnypvKprIpbzqb8qa96Ww6m/amwylt+pq+mb6ZvqZrpq+pa7pmumbqmqKZsphumfKY8phumfaYbplymfaY9phymYKZnpjemHKYcpjemGaY3pjamGaYZpjamIqgJqldak/tqV2qkNqlcqlCqpDKpVqn9mmhqXvqnhaatqeFpoOm7Wl7OmjaZzqeBpqmp+lpoCl7GmgqaMqesqeCppimlKgRpqimqKgRpqqoEagSpqqmqqgSqBeojaifqJaolqifqJion6ihqJiomKihqKiuobABrqOuo7ABrqKwAbACrqKuorACrq2uG6yprgeuFK4mrKSuba5irmaus6ubK5xrmKuWK5lrleuSK5brlquTK5KrjeuKa4aqp6qoaiArgOqm6iqrgGpWdZRVhfWD9ULVRDVGFQG1EjUTdRE1FbUTFRQVTJVSlddEV0rXQ9fitXb9XWvX2PV3/V1jV901do1z1V111zjX2zXOVc31dr1d1VxfVzXXNNfX9XVNc21d01y/XFvX1vXLdc31y9XLdc11zdXLFc3Vy/XKFc0VzfXKdcz1ynXKdcx1zHXKlct1ytXJlcuVy9XJdcsVwDXGNcI1xpXGNcI1wpXG1cKVxlXH1cLVwlXHtcNVx5XHtcO1w5XHFcSVx7XHFcQVxLXHNcS1x/XHNcQ1xPXHlcT1x9XHlcSVxNXHVcTVx3XHVcRVxHXH9cN1xzXH9cP1wzXHlcM1x9XGlcOVw9XGNcM1yvXGVcn1xtXFVclVydXF1cjVxbXE1cjVyLXEFci1xFXCFcgVyFXCVcZVwvXBVcZVxvXBFcb1gXXVFcYVhnXVdYR1lVXVdcR1hFXV1YNVlbXU1cPVg7XUtYK1lDXUtcK1gjXUtYE1lPXTtcG1gfXTdYH1kxXTdcF1gRXTdYAVkzXTdcB1gDXTlYA1k1XTlcCVgFXTtYBVk9XTtcC1gNXTNYHVkxXUNcE1gRXUlYEVlNXUlcGVgdXU9YLVlPXU9cL1gvXUFYP11FXAFcMVw1XA9cRVwFXB9cT1xFXBtcVVwVXDtcW1xVXDtcZVwzXFtca1xjXFNcg1xfXFNcg1yPXFdcj1xVXIdch1yFXIlclVyLXIlcmVybXIFcq1yLXJFcoVyrXJ1cq1yZXK1crVypXKtcuVylXLtcu1y1XLNYw1hLWBFYO1gXWBFYMVg3WBlYJ1gXWAlYKVgnWAFYJ1gPXKCsEKwXplVWC9qqayKrAqqKayGqimqmqyGrAaqGqyBqhqqlqyBrAGqFqqsqpaqh6qsqqyqh6qkqoequqpkqqSquqpYqrqqc6pYqpiqs6pVqrOqaqrlaqVquoqoqq6mq4iqiKqpquGqukquWqoaqhKru6pkqvf6p7qnuq3aqf6rWqrdqp2qtoqVlVbtVaxqlhVa/VdtVar1Xf1Xa1W3dVq9Vp1V93Va1VevVa5VXlVXuVW71VuFVy9V+9VcPVOFVwtV+9U71TLVT/VcvVc9VP1Uz1XAVXP1XgVUBVQNV6FVI1X7VVIVUhVe3VS1V4lVJ1UnVQlVAVVJVSNVAVVBVWNVEVVjVTdVEVVRVXdZAVg5WH1YZ1h9WHFYZ1hnWHFYXVhxWGNYXVhdWGNYUVhjWFNYUVhRWFNYQVhTWE1YQVhBWE1YfVgNWHVYPVg9WDVYJVg1WDNYJVglWDNYH1gzWB1YH1gfWB1YCVgdWA9YCVgJWA9UFVlPWAVUFVVVWUVUB1lBWM1Yg1jNWJVYg1jDWNVYiVjVWJ1YiVjJWN1Yk1jdWKdYk1jTWOdYm1Zp1ipWFvWlpWK1WWlYvVidVldVi9Wn9WLtYzVZ/VZy1iD1jJWmTVoDVpl1qRVZuWtSWvSylunVt5KtE6tUyvRmrUSrVRr1pq1Uq1fK9V6tX6tX+vVKrZerWCr2Cq2gq1qK9hqtqqtaqvZ+raarW3r2/q2tq11a9tqt9atdavdisdqt96teKx4rHdrHuvd2seax5rH2sdqyNrHCshqyGrICsiqyArImsiqyKrImsg6yZrISsk6yTrJSsmKykrJasmKyorKasnaymrp6sDaytrq6uDK4urgOuHK4sriOuE64zrhiuM64zrjiuOa5IrjSuSa5JrkSuT65ErkuuT65PrkuuRaxYrAmsAawZrAysAawRrBysBawcrAOsFawVrBOsHKwTrBusHKwcrBusFKwrrB2sFKwkrC2sFawtrBusJawlrCusJKw7rCysJKw0rDysJaw8rCasNaw1rDasMaxGrD+sMaxBrE+sNaxfrDesRaxVrFesTKxXrE+sbKxcrF+sbaW99Y4Vh7a2+FYzVa4ViZVqPVaGVauVam1WrlWrlWqzVstVq71rA1bO1az9auNW09W8/WtHVuTVvZ1rl1bmVb6Va2FctKt9KtWFY9VizrHKseqx7rHKsf6xzrHqsfqx/rHmsh6x6rIGshayGrICsjqyDrISsjKyPrISsk6yHrIyskKyTrIysn6yNrJCsnKydrJKsoayTrJasoqyjrpWsA6yXrqGuAawDrqCsE6yhrqiuEKwRrqusG6xNrEWsXaxFrFGsXaxdrFCsbaxSrFSsbKxurFevMasUqxjqzzqxirD+rGOsZ68/6s56xAq1nrC8r0Aq0vqxI68sasyKtSGvMqrTGrDWr0qq01qxNa82qszatTavOCrXqrDsr1Aq17qxR686as0atUWvO+rTmrDbr0/q02qxOq80KszqtTivMurTCrHKsS+vSKsf6W+VY11h/629dYx1a11i3WIfWoXWLtWfdYtVi7Vl7Vi1WnlWLFYqVZ+VZoVjbWKFYkVjbWNtYkVjHWJFYgVjHWMdYgVixWIFYdVixWLFYdViTWHVYb1iTWJNYb1iFWG9YYViFWIVYYVh3WGFYX1h3WHdYX1hzWF9YT1hzWHNYT1hlWE9YR1hlWGVYR1hbWEdYP1hbWFtYP1hVWIlYzViXWM1Y1ViXWJdY1VibWNVY41ibWJtY41ilWONYaVYpVilWmvWKlWa9Wa9Yr1hv1izWm9W3ZrFmsfpWNFbfWrSisaKxFq1urEWr1OrG6sYqteKsUivWirPirFir0Iq1bq1Cq9C6tR6tW+vYerQerWNr1Tq2kq1Va9VKtmqtZOvaqrVqrWur17q2uq1eq9fqtpatbqvcWraWrXIr2iq31rGirWhrHSvcWsdqxwq3wq12rHGrHesfa9wat/6x0rH+sQay0rHSsQay3rEGsiKy3rHesSKy8rEisjay8rHysTayDrI2skqyDrIOskqyErJKsmZZCVkJWbOsi6xZ1k7WRdZF1k5WR9ZOVlZWR1ZHVlbWSlZWVwPWStZKVwPWTVcDVwrWTdZNVwpWUlUIVSDVDFUg1SLVDNUM1SLVE9UiVSfVE9UTVSdVGFUn1SxVGFUY1SzVIdUsVS7VIdUhVS5VIlUuVTBVIlUiVTDVKlUw1TLVKtUq1TJVLdUyVTVVLVUtVTXVL1U1VTjVL9UvVTjVM1U4VVf1TPVM1VVNU3VVb9U01TTVWzVO9VbFVeNU41Rx1VYVV/VVW9VW1VedVX1VYXVWnVWF1VxVWCVWc9VclVjdVYnVZXVX3VWXVb+6rDarftWvNqvDarNKrQ6rwyq1iqxSq9sqsoqsbqvM6raKrjKrzCq6Kq2iq/WqtCqt1qvYar2Kp4qtYqt4qt4qnmqjqrfqrTaqsquNqo+q7Cq7+qjarj6qXqq2q+3qpWqd6qUqp2qdap0qp2qfKqeqp2qfap+qp2qga+/avAqvzWv0KrwKr9Er8Rq9Yq/EK/GKvSKv2Kv4irwir+Kr8yq+jq/Oq/M6vj6v4+v5+rw+r+dr9Xq+qq/Va/Wqvl6v6mv7er1er+0r99q+vq/cK/f6vnqv7yv86r16r/Dr9wq/yq/f6/cqv4av8mv8Gr6Gr/Er+Bq/uq/gK/jqvnav7iv72r12r+zr9sq+rq/b6/a6vmav66v5mr1mr+ar9Gq+lq/Sq/RavkKv5av2Cr1Cr9pr8qq9Uq/Ja/JKvR6v1Cvzerwer8yrf2Ve/6t/9a//lb/+1+GVv/LX4ZV3HV59V96Vd/VdaVffNXelXWnX3BV2zV1lV9gVdpVd31xlVznXN9c3VznXM1c51zbXM9cz1zZXM9dE1z/XQNc/Vz7XQNdAVz7XPFU+1Xm1W51XzdVutVs1V6NVc3VajVaj1Wk1WZ1Wj9VkNVk9VoPVY/WvBqvB6l8FVv8qrwqsAqu8aq3Kq+qqtWqtqqvCqrqqrAqrwqqy6puqrCqn+qb6piqniqYqp9qmiqaKptqmaqbapkqmaqZqpkqmuqVKpjqmuqW6pTqmiqU6ptqliqWKpdqliqTapWqliqSKpGqlyqNqpdqkyqPKo9qkSqPapPqjSqNKo/qj2qH6o9qj2qHaodqjuqHao9qiuqG6odqi6qDaoqqi6qDqoKqiuqCqokqiuqC6oEqiaqBKouqhaqBqoOqhCqDqoWqhCqAKoGqByqpqoUqByorKqkqBqqpKoVqBqoqqqlqBuqpaocqBuoq6qsqhelXlUBVRvapeVUVUCVRFVE1UCVQJVE1UEVQVVU9VHVVPVU1VHVUdVU1VGVVNVUNVGVUZVUNVF1VDVT9VF1UXVT9VB1U/VTtVB1UHVTtVBVU7VSlVBVUFVSlV6VQpVSVV6VTpVCVV6VVJ1UJVepVeLVRdVwtV81TX1XU1T3VczVOFV8fVcRVezVbhVXE1W81WxdVnVVwNV5/VZzVcdVbDVWjVWXVWoVVjFVpVVo1VY1VZ7avKarHaV/tqscpXi9Vfla/y1V/VVv1Ve1Vb1VbtVWnVXjVWpVVp1VjVTTVWfVXdVN1UX9U11VeVTXVNdU2VTTVMlU1VTDVMNUxVTPVKVUzVS/VK9UrVS5VK1Us1SZVKlUo1SfVFNUnVSPVF9UXVSBVF1UgVRBVFFUUVRDVBFUSVQTVBNUGVAfVUlQE1FfUU9RQ1FRXU9dDV0DXR1dBV0DXRNdFV0PXP9dN11bXTddU11bXTtdM11XXTNdX11HXTddP11PXS9dS11PXS9dK11NXStdQ162rpaumadY10zbpiuka6Rrpiuj66YrpKuj66PrpKuiq6Sro6uiq6Kro6uiK6OroyuiK6Iroyuha6MroSuha6FroSugK6EroOugK6AroOuva5Drr6ufa59rn6ueq5+rnuueq56rnuud657rniud653rniudq54rnWudq52rnWuc651rnSuc65zrnSuWJd6VzvV6wr1vV+rV/vV/u1fq1f7df51X6lX+fX+ZV+TV/pV/Q1fU1f0VfrFX0lX61X65V8nV7J1+V1ep1el9f+urwqr/21vyqvwavyCrwGr8Er8Gq7Aq+4q+1qu+KurivuOru6rq7r7Arnuur66drq2ur66SoKG+AaCgvgGuoKCgsAC+AKCnt1BXX1hL3CXl09XVldPV01XVldWV01XVVdNV0zXVVdVV0zXVFdM10rXVFdUV0rXU1dK10nXU1dTV0nXUldJ10hXUldSV0hXTldIV0bXTldOV0bXSldG10XXSldKV0XXQ9RZVSf2obqU3/UNtQ21B/1DPVHxVHPUM9QcVQyVBw1RiVDJUONUbtQY1QXtQu1C9VF5UJ1UeFQuVC5UOFQrVDhUONQrVCtUONQr1DjUGHUK9QrVBg1CxVGvVGzULNQb9Qv1Bt1R/1C/ULdUcVQd9QhVQxVDHVIVUMdUolUNVQ1VCKVDZVIhVLZUNlQoVQ5VCj1SpVDlUO9UnvUK/VL7VF71C81SP1S19QgNUhdU6nUNbVNpVKp1Da1Sm1T5dQqtUqVU81UOdVONVPNVDuVTbVT7VDZVDbVDhVOtUPVQ4VT4VQ91DlUPVRA1DnUOVRAVDpUQFRDVDpUOlRD1D1UQ1RF1D3UPVRF1D9URVRH1D/UP1RH1EFUR9RK1EHUQdRK1EXUSVRI1ERUSFRG1ETURFRGVEFURtRCVEFUQdRC1D7UQlQ/1D7UPlQ/1DpUP9Q81DrUOtQ8VCxqHuqdikXFot6pbuqdSqe6qW4qnaqm0qlvqpqqpr6pW+qbiqZuqVsqmuqkoqlgqpPqpIKpSiupq4nr1fXqauIK4GriiuIK4ArgiuIa45rhuuKK4IrguuJ64LriquJ64HrgquK64Vq7Fq+76+5avPauxavx2rv2rsZr8wrn6uZa5lrm6uZK5urmyuZK5krmyuYa5mrmKuaa5ZrlKuaK5SrmCuaK5YrlCuZa5XrjGuV65HrkGuWK5BrlKuWK5IrkKuW6pTqqmlX9U/1TzaryqWZVM1X5VPlUM1Xn1UBVUdVE1URVUVVFVVHVUlVFVUXVUtVT1gRWBNVW1VZWBNVVVgTWAtVV1VXWAlYA1iLWJ9Ye1h7WJ1Ye1idWJlYeVh5WJlYfViNWMNYh1iFWMFYiVjDWL1YiViLWL1Yz1gbWEFYLVgvWENYL1hBWEdYL1gtWEVYVVCVVSq1Ra1QpVUaVUqNUGVVGjVJ9KihqJyolKiVqJ+okaifqJuok6iTqJiqkKoJqjOqD6oNqjCqEaoyqjCqEKoSqjCoQqiRqJCoiKiJqJOohaiTqI+oh6iHqIyqhaJAokCiUKJBojx5RHtET0RLRI9ESURLRI9EjURJRH1ES0RAhoiCiPKI6dESXRHVEadCIxoiOiJqI/oiaiKJAEVURjRGFEV0ShRFlEV0SXRJlEV0RVRFtEUUSbRF1EUUSRRJ1EX0RbRJ1En0SdRKNEn0SfRKNEqUSxRC1EMURtRClEMURxRGlEK0RpRCNEK0RrRGNEIUQnRCtEM0RrRC9EM0RzRG9EM0Q5RDtEP0R7RD9EP0R/RH9EBURBRH1EPUR9RDdEPUR9RHdENUQvRHdEVUS3REdElUSVRIdEi0SDRKFEhUSFRKFEiUShRJlEiUSJRJlEjUShRB1EK0RdRBdEK0RrRFdEFUQTRBlELURZRBtELURtRFtEH0QlRN1Rb1EXdFX1EvUS/QVhUVl0Vk0THQWpUXDRMNEaVFbdEBUQHRGVEC0QHRGdEa0QBRBNEuUS3RKlEv0S3RKdEr0S/RK9EuUTPRK9EqUTLRMdEB0RpRAdEa0RpRAlEC0RtRAVE10TfRKdE2UTfRK9EqUTVRLlE20TVRLVEu0TfRNtEzUTPRK1Ez0TPRK9Er0TBRNdBgFRsFEgVFfFEwUTNQX7UWN0Vq0S7QWbUW7RLtEW9Et0VbUTXRLdEvUTTRNNE5USxROFE5US/RN9BblRbtEeVE+2iXaJcpHhVFdNBftEs1FcdEu0S5RXPQWvRFVEpURVRJFEpURlRFFEn0RHUbBRIvRYhRMlBgFExUTJUaJUTFRP/qLionaoraomGiY6InokWiK6JHokmiKaIrokuiKKIfoj2iGaIboj2iOqJSolSiUKJSolSiTaJbolGiV6JTok2iVaJXokyiV6IRojqiEaI6ojaiEqISojeiDaJPok2iS6JOokmiSaJKokmiRqI+ohiiOKI6ohiiGKJbomKiUqJTomKiVqCwaJhqLhol6icaisaiXKCyqi3aJ7qJdomCiu+guCibaixqI1ogeiB6I1ogqiG6JpoliiWKJpomOiXqJaonKicqJaonGidqIzogmiCaIzogiiIqIjoj+iKqIIon+iAqjxmiXKJqomuiV6C8ajIqJBqN9VExUTLSP+lAq0CZQI1Aj0CbQINAmUCXQINAgUCXQG1BW0FDRANEA0FBRANBQUFFRAFEAUFFQUFApUCdQJFAkUCdQIVAn0CVQIVAh0CXQItA30C7QM9Az0C5QM9Au0CxQM1Az0CxQL9As0ChQL1Av0ChQKFAy0DJQN1A30DJQONAyUDVQOFA4UDXQF1QB1MCT1JMU1MBzFNTAU9Vz1HPUU9XzE7QFFAFUBFQEFAE0BBQBtAA0BDQEtAAUAPQDNALUBNQENAJUBTQClAJUBVQFlAJ0BHQJrULJUDK0Cj1Dq9As9Aw9Q7PQ+JP+rPPE86zzzPPE88TzzPPs83T0XPQ89Dz0XPQs9Fz0VPQs9Cz0VPQkBIVDu1A31A3tQtvQLpQLbUPbUC70CjVCi9An9AktQqfQIvSHTqFT6A9tQstQLDQNTUOx0DUUC9VC19A1VAv1QsNQHyqFSqE+FAr1oT0UCoVCe6jv2X16n+qn9wl+qp/qJ/gZhq6B5qByoHKgOWgMmoPyoDFoDMqDCqFtoHGgM+gMGgdqg8aBtqA2qA3aguqghaCCoImggqB/oImgiaB/oICgf6B9oICggKB9oHmgJKApnkRoCqiMJ/FJhMp4JqEyoDOeyWcSOgOaA4oBeuG5hF6AHngun0voAWgA6CJoI+gh6CFoI6ghaCOoIqghqCGoIighKCMoIiglKCJoISglKCVoIWgiqCZoJWgpaCloJagpaCWoJagpqCmoJeimJ6CnnmftqedJ51l71p50nrMnnWf9OXvOnvVnGXoKOglKCkoKOgk6CjoJKgk6CjoKKgnqCKoD6uPJhPqA9ngyn0xoj+cT2gPK4/l8PqE8oDigdugdOgc6B3qH0oHeoVhQOlA6UCxonSf6mX6qeaaf7aeap5pn+8nm2X66n2yebJ7uZ/xpfPbPNc/++Xuuea55/p5pnr8n75nmmebJe/ae9uecJ5znnKedJ5wnnKed555nqCeo5+4J6pn13D13z6xn7pn1vPTMPXPPS89Jz+BT+ETzFD79J5onmqf/VPP0n8Onmqea5/BZfE56Nnreno2ejJ635+3J6Dno6XvyTzRP/gl8onmieQKfwef2eX2+nten9fl6vp7WZ+tpfVafrWfrWX1Sn9Fn8/nm2Xwqn2+eb57KZ5un8ol8tnm2eSKfxqegp6Gn62noiejperqeiJ6wJ6JnoifsCXsmekJ6SnrKnpCekJ6yJ+xp6anpSXtqem560p6056anp6eoZ6mn7Vnq2eppe9qerZ64ZyvogCfuiYMOgDqAAoHagBaBFoHagAqBGoAqgGaAKoBygGaAZoBygMaAcoCugMaAxoCugN6AfopeQUFBQUWvogCgnKCtoJ+gn6CtolfQTlBU0E3QTVBUUFPQTNBVUE5QTtBV0FZQF1Am0B9QJtAn0B/QH9AnUCLQJ1ArUCJQIlAr0CRQK1At0CTQJFAtUChQT1BV0E7QTlBVUFTQUFBWUE9QT1BWUFXQS9BU0EzQTNBU0FXQKlAsUCpQKlAs0CbQL1Aw0CrQKlAwUCzQKdArUClQKdArUCfQLVAu0CnQKVAu0CtQMdAw0C3QLdAwUC7QMlAy0C/QL1AyUDBQNFA2UDFQMVA20DDQB1AGz1NQBtAGz1PPU9AGT1TQBtAJT1RPVNAJz1TQCVALz1TPVFAL0CuoBegG6BX0CroBCgDaBfoGOgb6BuqCjoGOgbqgaaAuqAyaBpoGKoOuea56soJKeLKCCoBKgEqACoBWgAqAEoBWgFaAEoB2gBKAJoB2gHaAJoB+gEqAPniueq6CPnieenZ6cnp+en56cnqOemJ6Znp2enZ6Znpygg6BeoDugHqAaoDugO6AaoDCgGqALoDCgMKALoC2gKqAjoDSgI6AnoDSgNKAnoACgU6hTegW2oQ6oVvoFuqEjqFOKBU6ho6hVGj5Gej550noSej551kI6kPD0CQ0DBVDk9AkVAxlQsVQM5QJZULN0CjUDEVDo9AoFA21QtFQNdQKtULV0OuzzzPPM9Az0DPP888z0xPTs9IT05PSs9Kz0pPS89GT0jPS89Hz0TPS0xEUDvQFpUFfUBiUBqVBYVAcFAa9QXFQHPQG5aE3aA/KQ3loD0qE9qBBKBFKhAahRqgNqoMCoTroDwqEAqE/KBL6gx6hSCgSeoQuoTGoEFqDCqFDaA1agw6hO+gQqoTuoDuoEup74nneedKfd55YT/qT/sR6sp9Yz/uT/WQ/70/z8/6cP81P83P+HD/nT/hz/Bw/4U/xE/58P8VP8fP9XD/Fz/Uz/Aw/1081NA60DRQNFA20DZTNUwcF8SQ+iVAQUBLPJTTA8wgN8DT1PD6PT1PPHdQQlBA0EJQQdBA0EDQQdBCUD3QQ1A+UD5QP1A9UD9QPdA9UD1QPdA/UDnQPFA/UDtQOFA+0zjMJzfFkPpnQHFAdT+wz+0Q/s0/tE/1EP7XP81P75D7Pz/OT+1RDcUBrPKHQGtAXT+gTCn3xdEJfQFE8nU8nFAW0BPQRNBJ0EXQRNBK00XP5dEIxQDE8ndAS0FFQR9AsqCMoI2gWNAvKCEoJCgmKCfoI+giKCRoJWgmqCQoJCgmqCYrpiX2in/8T/VTz/J//U82zCJ0EPQW9BL0EPQVN9bw9Bz1rz9pz0BMQdA31QtlQL/QLZUPZ0C/0Df1CwdA39A0FQ+FPHNTBUwd1AIXw1D11UAhQEE84TzdP+9P+dPOUP9082TzlT/mTzTP+bD2pzzhP6nP6jPOM85w+pU9BT9fTz9P1lPP08/TzlPPk8+TzlPPc89zzlPOE86Q9PT1tT9vT01MUVA6dQ+PQOHQOPT9nz/Iz9iw/yc/YM/YkP7/P2PP7fD1fz+9zC51D5dA6VA6lQ+vQOpQOtT99TzTP3rP3RPNM86Q9ZU9LT0tP2VPSM85T+nzzfPOUPqNQINATUBvQG9AV0CBQKFAtUC/QDdAQUADQBVAE0BbQBNAI0A9QKhQLLUOD0CLU+Iz0XPR0BAVDu1A49ApVQ9vQI7QKXUKVUCjUB10DlUFz0DzQO1BAT+6z+1Q/oc8nFAeUDr1D7c/d09QzFBQPlA60znPS8/bMPY3PNc82UCZQF9Aj0CNQF9AhUBdQFtAh0CFQFlAPzyvPKk8szyrPKU8sTyzPKc8ozyjPJ08szyfPJk8sTyzPJs8lzzHPMk8szzLPM08sTyzPM08zzy7PL08szy/PME8sTyzPMM8xTzJPMU8sTzFPME8sTyxPME8vTyVPJk8sTyZPJ08sTyxPJ08oTyvPLE8szyzPLU8sTyzPLc8uTy9PLk8sTy5PLU8sTyxPLc8rzyXPJE8szyRPJE8sTyxPJE8lTzNPMk8sTyhPKU8sTylPKk8sTyxPKk8rTxBPD88ezx5PD88dTw9PDs8dzx1PDs8cTw5PDc8czxxPDc8bTw1PDM8bzxtPDM8aTwxPC88azxpPC88ZTwtPCs8ZzxlPCs8YTwpPCc8YzxhPCc8XTwlPCM8XzxdPCM8WTwhPB88WzxZPB88VTwdPBs8VzxVPBs8UTwZPBc8UzxRPBU8VTwXPBU8VTxXPBU8WzwXPBk8WTxbPBk8XzwbPB08XTxfPB08YzwfPCE8YTxjPCE8ZzwjPCU8ZTxnPCU8azwnPCk8aTxrPCk8bzwrPC08bTxvPC08czwvPDE8cTxzPDE8dzwzPDU8dTx3PDU8ezw3PDk8eTx7PDk8fzw7PD08fTx/PD08gzw/PEE8gTyDPEE8hzxDPEU8hTyHPEU8izxHPEk8iTyLPEk8jzxLPE08jTyPPE88jzxNPFM8jzyNPFM8iTxRPE88izyJPE88hTxNPEs8hzyFPEs8gTxJPEc8gzyBPEc8fTxFPEM8fzx9PEM8eTwDPBE8BzwTPA08BTwHPA88AzwPPAs8AzwDPAs5WzwLPAc5WzlbPAU5VzwHOVU5VTlXOVc5TzlVOU85TzlNOU85RTlPOUM5RzlHOUM5PzlDOTs5Pzk/OTk5Ozk5OTU5OTk5OTc5MTk1OS85MzkxOS85KTktOSc5KzkpOSc5ITknORs5IzkjORk5EzkhORE5HTkROQU5HTkdOQU5FTkFOP05FTkVOP85DTj9OPs5DzkNOPk5CTj5OPU5CTkJOPc5ATj3OPM5AzkDOPE5AzjzOPU5ATkDOPc5Bzj3OPs5BzkHOPs5Czj7OP85CzkLOP85Ezj9OQ85EzkROQ05GTkPORU5GzkXOR05GTkbOR05IzkfOSU5ITkjOSU5KzklOTE5KTkpOTM5LTkzOTc5LzkvOTc4s5yYnKGeWM8sJyunJCcpJyunJ6clJyinKScqJyinKKcqJylnKiep55SzlLPW8cqZ6Xj0JOFM5Uz0JOFk9CTwNOFk5WT0NPAE8DTwRPAE8ATwRPBMcMxw5HGsc4RyPHI0crxynHGsclxyxHGHH9BGNBIBUgZxxzELqQQZC9sgjSCDIPqkpyUlpIbkm6UuGk2GScpLXZCv5JnlWjlFyUY44ujhGOMo4zjhaOMI4FjmmOC45wji6OEI5NjmyOCY5AjmCOOo4mjkOOcY5+jgWOZY5Mo9rjt6j+8gf2UdMRztSwDHSEX5cdVQf7RxPISUc/yATHLGOeZAEkByOnpAskCuOm5AmkCOOl5AnkGgkDJlF1pBspBtpR/JIQMg+SB9JB2lEVkE+lzWWOZYxZAjkBuQXpAAkBKQOJA8ZBBlMGkkeSC5JOkkqSB5B/kDyQPaQopB/kg6Qn5BnJCckHSQaOQrpCAlFHkJmkU5kJOQi5BRZCYkJSUZ2UhZI2pUWlBSSfpQOlAuSWMoDSXISnSyVJJR8JrOUUJQElDySWcoCShVJM8kUSS7JIEkjyVxSTpJI0k/6kkySy6Q3qSZJTrpJpkmWk+gkLLlOOpNZktbkkuSU5HAJZBlg2WO5QilqWUPJSclWtlJGUkqVipRmZUypR7lGKUb5VeaUVZRRpRjlB6UWpQAlBCUOpU3pQzk74jhy4XL8j+AjnCP2iD3COV6PxuN8jixwtB779EFSOPKO7eP62D6KEnUMpUy0NGFiOQWZB9lD1kHWQfaQc5BTkFQqstBSuOT5pQ9kDGQNaUPWkG43Eq48tbSx1LG0sazVljkkFqQRI0gGR0bIDx+QVpAt5BvkCuQK5BvkiSSMpAxkJmSmpAwkJ6UBZRDlAeUBAUocSgBKAEocyhNJNsl2OwkqOSmJTUpKSkpik9DkHGWDBkokyUtKDclKyUpKDclFyFBJHz6SYJCtkkCAJHVJJclgMNlH2VU6ncouSrLSq3yj9CrPnFGyUP5RApV9lEClz6fsKcEoiUSlUDlDCQeOsq2Uo6wpWyhbKGtKHscIRwpHGUcKxwpHGUcZxwpHDEcLxwlHGMcJRwlHGEcYRwlHF0cJRwhHF0cXRwjHCEcQxw9HHccPRw9HHUcdRw9HG0cPxw1HG8cNRw1HG0cbRw3HGUcNxwvHGccZxwtHC0cWRxXHJEcVRxTHJMckRxRHIscUxxXHJccVxxfHJcclxxdHLMcOxxDHHMccxxBHH0cURxNHIkcTRxJHIkciRxJHIEcSxxFHIEcgxxFHEMcQRxFHH0cRxxJHH0cfxxLHIscSxxPHIscixxPHFEcjRyFHOEchRzVHOEc4RzXH67HMkczRx5HMEczRx9HHEcwxxxHM0csxxzHH0csxy/HFkcYRy5HGcccRyxHLccfRzHHH8cfRzNHM8cdxyPHMEchxzBHIUcdxzHHMUccxzFHH0cYxzDHM0cbxy/HMMc0RyDHNsc0RyBHIsc2RyLHN8c2RyJHI8c0xyTHJcXZscpwda8cmxybH2pHLEXaUc1xylHN0c1xyXHJ0cyxydHNkcyxyLHJkcyxzxHDMcJRxzHCscZRxlHGscZxyhHKMcoRxjHKkcoRxhHGkcpxxxHG8ceRyvHGMceRy5HKMcWxyjHFscWxybHJscWRxvHKsccxyzHKsccxxrHHkcMxxzHHkcOxwfHNsHZMcW8fYMckxyTF2nB2nHKUcZRylHJ0cZRxlHJ0cXRydHJ8cXRxdHJ8coRypHKscZxyrHLUcZxxnHLUcbRy1HLccbRxtHLccvxyHHJEc4xyRHJkc4xzjHJkcbUchxyBHNccgxx5HNUc1xx5HMcceRx5HMUcxRx5HHMc1R9fRe3QdZUfv0XuUHdXH/4g8ijkij9CjmKOYI/So5gg9So9qjmqO0uP1GOe4PJo5Lo/Eo5mjmSPxiOUY52g7io/io+1oPtqOzKP5aD4yj+8jf9wd2cfdUXdkH9lH3XF91B1zx/VxfcwdeUfZEXdUH3FH4FF9VB+BRzvH2rF35HLsHYVHLkcuR+HxP/KOvmP76Dv+ju1j+/g7yo+/o3+UH/3j8Cg/yo/DI9aRydHK0Xa0cuxytB1txy5H5rHLEc2ReWQe0RzXHInH2xHL8XakHbEcsRxpR9jReCwe58fisT/Oj/Njf3Qf+2Pw6D66j8Ejf1RyPHJ8HY8c4Rxfx9cRzhF8FB+3xzjH7bF6jHOMc6wel8c/xzvIBMc7xzrIBMgExzpIAMgCyAPHOcgDSAfHOcc5SAfHPkgHyAjHPsc+yAhICkgCyAFHLOSAY6sj1hHr2OooP9qPd6SA4/3IBykAKeDIBwnheOr46ag+fjoqOqqP6qOio/cIP8aPq47xI57jquOqIx4kg+OoI/sI6sg+ro+gjqCO62Oo46gjqSP7SOqI6sg+so+oju4jqqOqo/voPqo6zo91jnUkgGP9SEcCQAI40o/pY6sjq6P8yOpo6ig/yo+mju2jqWOpY/vYPpY6ijqqQl4d58grZIDj/DhHBkAWOA6PxyPW8XhMHrGOWMfkMc8xeYwe8xyjx+kxzzHPcXoUdAQenUc7R+fxebRztHN8Hg8drUfqsc+Remwe+xz7HJvHOcfmUXmcc5xzVB6NR0VHQ0fv0dBRz9F79B71HJlHPUc6R+aReaRzfB89HVMhWRxTIQ0gWSBZIA0glSATIAEghSCFIAEgaxyfx+/x0PF7DB8PHQ8dw0dMx/DxfMR0xHQ8H+3H8bF7dHR0dOweAx27x+wx0DHQMXu0HqdH7VHQUXvkHgUdBR25x0hH7rF8jHSMdCwf4UgjyCJIBsgiSBdIBkgGSBfHVUghyCHIBMghSCfIBMgESCdICcgaSADIGcgZSADHLCSAI/qYdcw6oo/k46WjJuSJo6YjJ+QJ5IkjJ+SKI6djJ+QK5Ipjp+MmpA4kDqQAJA5kCaQApABkiSMmZAmkhiOmIyakhuOh46ZjJqSJY6ajJaQJpImjJSQJpAtki+MqZAukiOOq4yqkiGMkpAhkhWOkYyRkhaOgI6PjI+SH46OjJOQH5IejJOSIo6QjJeQI5IgjpeOlo6VjJSSJY6XjJCQJJInjJGSII57jHiSD454jIiQDJIMjIiSHI6LjIiQHJIfjoqMnZAXkhKMg5ARkg6OgoyBkg2MeZAPkgmOeYx7kAiSB46QjJGSII6RjI2QIZIhjI+QGJAWkhWMgpAVkh2OgYyBkh6MjZAckiKOjoyMkCGQKpIpjFjIFMsUx6+jomHUkHx0dHR3Jx/GRz9EPEsLRz3EQEgISwnEQ8sJx0JEQ8gLywpHQkdGx0TERcsMx0bEQcgNyw7EQUsKx0BEQUgJSwhHQ8Q9SAzLD8RAyA1LB8dDxEFLB0Q5SARLB0c7RDhLB8RRyClIMkooUg0SDpCKpSDTIMRKGXIPMItcgzyCzyCzyDNKJVIIEg2QimUgwSCkSDJKGlCKlSBqSi0SDlCHHSBnyhhwjx8gb8g6Sjawh28g2soZ8I2tIHPKNfCNxyDgSh+Qh48g4koecI+vIHFKOzCFtSDlSjrQh4cspyyhLDMsoyyBLDEsMyyDKVsgqSC7IJ5ILkgzyiXwiySC7yDPILUgncgtSC9KJdCK1II9IH+lD0kH6kDokHSQdpA6JRuqQMyQaiUbOkDBkISQfJBHJB4mFJCKJSCwkDYmFXCNpSBpyjeQitSClII9IKcgoyCPyiIyCRIKcI3nIO/KO5CHtIHnIINIO0g4yiMSDDCKNSDxIPEgjcg/yhgQi7yCBSCHyDvIOUogkhESCPII8Io8ge+QReUT2yEBIPcgemQeZB9kje8geCQTZQ/aQQJA/lrHla1lj+VquWdZY1liuWa5YrlmKWa5YrliKWZpYilmGWZpYmliGWU5Z5pa7pY7lbulb6ljqWPqWPZa+JXDZY9ljCVwCWQKXwSWQJZBlcClEkkHCQXaRcJAvZBfZRb6QduQLuUPakXbkDskv+WVv6WPZW+KWPpY+lrhljiVueVvmWOZY3pYxpAHkA6QS5AMkBqQSpBIkBiQYpBPkE6QE5BPkFaQEpATkFeQG5BVkFuQG5AZkFuQXpBJkDMkCGUO6kCyQLJAuJAekC9kFyQHJAdkFiQVpBUkFeQFJBckEeQF5AckECQHJBJkECQEJAZkEqQOJAekBCQbpAYkCCQYJBokCSUO2kCuQcpBykCuQcZArkCaQcZBxkCaQbpAmkCSQbpBukCSQbJBvkG2QJ5BtkGmQJ5AnkGmQI5IykjWQnJI1kjeQnJCckjeQn5BfkGOQIZBjkGaQIZAhkGaQJJBmkGqQJJAkkGqQbJBpkGWQI5BlkGGQI5AjkGGQH5BhkF6QH5AfkF6QVpI3kjiQn5I4kjOQn5CfkjOQnZCtkKiSQJCokKeSQJJAkKeSP5BM5BCpBDlE/pBKkEqQP2QMGQRJBBlEEkEuQQaRQeQSpBG5BAkFaUQakVCQVZCnkKaSP5CmkKuSP5I/kKuSQZIKkgaSR5IGkgSSR5JHkgSSQ5IEklfJIckhyStkKyQPZA5kDpkDaQOZQ+aQNpA2pA2kDKQNaUPKQMZArkKySgZBskoGSAZJBkkGSBpJBkgKSBpJGkkKSB5AxkDCQNaQMJA0kDVkDUkDiUPSQN5A4pA3kDuQOCQOuQPJQ+5A9kDykDxkD2QQJArkCyQN+QLpA0lD0pA+kESkD2QTJBFJRDZBTkGGQpZK+kCWSi5I+kj6SC5IRkHWkXOQOeQcZA+ZQ+aQPSSPpIOkDqSopI4kCaQopKgkCeSj5IxkDGSnZIykC2QnZKekCySmJAxkpmSLZAtkpqQKZCakpaSKpAqkpSQKpCWkoySKJAqko6SIpIskCySmJIvkCSQmJKbkCWSl5InkBmQlZKXkBuQi5B/koKQD5CAkpKSDpAMkpGQJJCQkpWSJZAkkJWSo5IakBuSipIbkBOQi5KLkBCSh5ITkAySh5IPkACQhJKHkAOSdJInkCOSj5IhkBOQj5KNkBCSgZIQkAySgJAOkKiQgJCCkKqQd2SdpAXkoaSGZAXkIeSiZAekomSHpAekI6SjpISkCOQqZCkkHmSpZAEkHSSdZANkHqQpJCmlHkkJqQtqRdqQmZDc5IAkAeScJAAkKeQd5BwkKOU4WSCJA9kkiSEJA9kH2SUJIWkCSkWZkJ6QZmUZ2QnZCppGfkGmkGvkJ+QmpRp6RXaQi5BOpCGkI+UQ+kYaQRqQhpB+kEWlE+kHuQQZCCkIekYKQiJBH5BGJCOlEIkImQjqRTmQiZCQkFNlEHkI2kUjkIeQhJBLZB4lEFpF9kH2QRaSPFCKTSELIJHKJJIQkhFwiFyGXyChyEXIRMoqcInnkjwSE/JFKJCAkIKQS+QgJCrkJOUZuQkpCjpFjpCQkFSkJyQhJRVKRjJCFkGdkGckJWUaKkZyQnJBiZCbkFKlFVkJqkV9kJWQl5BeJCflFgpGYkJiQYCQZKUaGkZmQYaQXmQmZCelFWkJqQl5CdpGXkI2QXWQX2QipCOlFbpGWkFukFWkJaQlpRTpCWpFVpCOkI2QVCUUqkVfkI+QViUU+Qj5CYpGikFgkHSkKKQpJR/5BRkJOQmaRk5BZyCwyi8xCopFZSE9INBKN9IQclZyTvKNskLyT1KNsoGyQ1KOckPST3KN0kNyTxKN0oHSQxKNckMSTpKNcoFyQpJPESq6TZ+WV8ip5TqpSXiVbJdfJVslVyXVynVyVRCdXJVMl0Ul0MlWyVBIrSVceSNKTcuUB5YGkXGkgKU/GlQaS8eRcaUBpIDlXIkjOk3clAiWC5D05J6lNDkouk4OSeZLL5DKZJ+lTElAOUPJQDkieUvJQ8kieUrZI9kkGSiKTgZKJksgkMpkoCU0mSjpKQpPQpKOkpKSo5KhkOVlOjkqiSpZKhkqSk6GSn5LkJDn5KelNfkpuSnqT3uSmJKXkM9lNZiW7SXAyK5mVBCsLJMFJuLKAskASnrQnVSXPSVRJVMlzspw8J98ky8ly8k3STRJUElNSm8SUbJTUJrXJRslBSVZKBcoYyhhKBcolyUJJZ5JR0pm0JhklGSWtyUhJa9KbjJSMlPQmKSU9Jb/JTslvEpvslOyUxCYnKZEojSgRKI0ohygRKBEohygNKIcohSgNKA0ohSiDKIkojygPKI8okygPKA8okygXKJMomSgXKBcomSgdKJkonygdKB0onyijKFUoTSSzlCaUGZJZySxlhiSh5KkkKWWLJKlkJmULZYtkJqWIZKakJaWIpKUkJKUIpYgkJGWHpD1pSGkhaSiJSGlBaSGJKKlJmUFZIUlIWUGZIEkoSUiZINlWJlAGSLaTbWWAJKiknuQf5YTknyQg5QTlhCQgpYYkoKQipQalhqSi5KIkpOQjZYfko+QhZQdlh+QhJYXkoaQgJQUlhaSgpJ/kgWSC5JJkgiSF5JLkkiSF5JTkgqSEZJSkhOSHZJRklOSHZJgkheSF5JTkhWSH5JTklGSHZJdkiiSIJJckiCSHJJcklySHpJUkhySGpJUkhmSFpJWklWSFpJNkhWSDpJOkk2SDpIJkh2SIZJdkiOSKZJdkl+SK5JokmKSXZImkl+STZIlkieSTpIPkk2STpIOkg2STpI6klaSTZDKZTDpJGpNOkkeSxqQxeSRJTOqSu+SQ5C75Sw5JDkn+kkeSvyQweSR5JAlMEpNKkkiSwSSSpJBkMBlMCknGkh+SJpJhkiaSNpJhkmGSNpJykjaSO5JyknKSO5JEksNkn1yS7JN8cklySZJPGknyyV7SSNJIspfMJYUkeSRjSR7JHMlYMpbMkTSTzJF8kTSTNJN8kUyRXJGkkVyTpJHskVyTXJPskfQleySLJH1JX7JIkkkyl8QlgyRxyVoySDJIspb8kawlbckfyR9JWxJI0pa8JYEkgSRvSV3SU1JU8psUlSwnv8lvspxMkwwnt8k1yW2ymlyTXJOsJrskg8lYkp1kJ2PJdDKWNJNMJ9NJM8lxEpacJdfJWVKWXCfXSVnynJQlXclz8px0JVvJNEk0yW8STZJM8pv8JskksclrcpoMk5wm/2SYZJjkn4ySzJL8krQmvyTHJK1Ja3JM0psckzyT9Ca9yTNJNUkySTFJbFJMcksSm8QmtyShSSbJKsllskpSS3KZXCa1JLVJLckySW1SmyyTZJP8k8VklGQxSUtGSUZJ0pI+krRknKSPpI9knCSYZJ7kO+lLvpPqpC/pS6qT4WQ1GU12SUaTymSXZJekMjklqUwek1OSU5LH5DBJJJkk6SeTJKEk/aSfhJJ0JqEkrySdSWfySjJL0kqSmuSSpCazSS5JLsls0kwym+QmzSTNJLnJcTKZZCatJJlJadJK0kpSmqQm2SR5yXaSlxQm28l2UpgklBQmm0lCSULJZvKZZCfryWCynrSTDCaDSTvJPsktSSxJaBJLkkoSmoQmqSSRSSpJKUlkEpmUklSSLJTkk3Qm+STrJJ1JZ7JO0k/WSbqTftJPupNylKeUpZY2lKWUoJY2ljaUoJYulKKUo5Y1lKOUqJY1ljWUqJY5lgGWV8seyyvlqmWPZQ/lqqUO5SqlqqWOpQ6lKuWpZZAlD2WrJY8lDGUrZaslDCUnJSplqmUOZSolq2WOZQ4lq6UPJaslgKWPJYDlgKWPpY/lgCWQ5YAlgSWQJZAlgWWApDtpTspJmpPipJyknKQ4eU2qSbZJkpNtknCS5CQ5CSeJTsJJvpLoJDr5SsKWMJYtlJyWLZYllJyUnJYllI2UoJSdli6UnZSali6WLpSaliiUmpSXliiUl5SVliiWKJSVlh6UiZSTliaUk5SUliaWJpSUliuUlJRZyxXLFcospahliWUHZaNlh+UEZSNlo+UEpZ7lhGUBpR6lnmUBJSllJaWjpQelIyWjpYelByWjpQUlI6WhpQWlIaWgpYWlBaWgpQClIGWepQBlHqWdpYClAKUdZSglW4lH2UqJR7lH2UrZSrlniUG5R3loiWGJQXlImUi5SBlVWlJGlWalJaUlpVm5SWlW6lFuUm5S6lGSUtpRxpWhlHElXBlKGUoJV2JSxpQ7pR7lTvkr9Sj1KH9lI6VU+VQqUj6VSaUipSJlUllI+SupykZKqlKrbKRspNQqOSm1yrSSk5KTMq1kK+HKsBKTMqzMKjEpMSmzykjKrBKrjKSMpMQqpcqvEqxcowQry2UlHGVZqVYr20qy8o3yrDwr3yjXyjdKl3KtXCtdSrfSpaQp3Uq3kqaUK9vKt/KlfCvnc+VMWUX5RRlVflGaMaM0K80o3SjNSrPSjTKmnCvrypmyrqRDR2lTepVb5RnlVjmdKsEop8pmU0lULlIOUkaVg5R3lFFlVHlHmVPeUdLpSjZKunI8VnaVdJRzlDblHCUWlpKmxFLa7Uq5EopyqdSiXCqrVaUYZVVptSq/yqTyqCykPCqLykLKQsqi8o+yqPSVf5R/lL4SqHQqlcouSqVSp1MuUapQFlACUQJRFlAWURZQWlAWURZRWlBiUUJQSlBKUUpQblBKUUpRblCCUU5QalBSUVJRalBuUQqVMqUUpUyJQylFKUWJQwlBiUVpQZlFmUVpQXlCaSHJSXlCeSLJSQlA+UGJQalFiUEZQalFqUUZQQlFGUH5QAlFCUX5QElAuUWpQclFyUWpQTlCqSF5STlCOSJ5KWlKSUU5RTlBOUXpRDlBOUHpRNlA6UTZRNlA2UDZRIlE6UXZQXlF2UFJQXlFeUVJQWlFSUHpQGlFaUXpQBlFqUDJQLlEyUB5QblEuUR5QdlFOUMJQwlHCUPpQglHCUfpQrlG6UKZQrlGmUKJQrlGuUaJQilGiUIJQilGKUYJQvlBeUHJQdlFyUFJQtlF2UVJQslGKVPClDiUMKUaJQ4lDqUa5QmlGmUa5QnlCWUaZRblBqUHJRilB2UIJRglGGUI5RllCGUJ5RnlGWUJJQulF2UYZQdlGGUZZQdlB2UZpQhlGSUapQilCCUaZQslGmUbZQtlC2UbpRzlGOUIJRklGeUIZQzliKQpZQxljKSpJCulTolTLlHilC3lEuUSZUsZQ9lSxlHGUMZQxlGSUbJQvlC+Ub5QylC+Ub5RylC6lD6UOpQzpQ7lDeVMOVPeUL6UN5Q1lC/lS1lDOUMpQ0lD6VLSUNpQupQupQ0lTVlT3pQ8lDflT8lDyUP5U0JR/pS9EooSirJXLpUklCuUbJQrlDmUbJRslDmUOWUOpRJlTplTKlFWaZKbr2a5WW6+mrbmq4mjaWvamjiaOphD5o2ZZwln+WUZYzldbpePlv8yu9yj/LRksIyhRKR8tMzQjNS05ATRdNQE5dTQnNHE0Xw1yU1r88WEMssww0wvTC3MKRPO/DH7MOcwgUw8TCGzC9PKpMPsMetMPcwi8w6TC1MDUwxzDPMD0wtzCtME0wxTAZMEswqzxTzC3DVtMEk1YTDlMGEw2zRPMC81WzQ7MBM1QzDvMOk0GzA1MdFNAEpTywhLHEsXS9dyttwu2SzNy+yyzTK9dC6xLKfLPMt+6V6CWcKWV+aBpR0mgaWqJXs5amlqOWcqWCaXzmWgpXX5XEJaXlqaYqZYalqCl6GWo5acmDKYJJZZTB1OsbPpLDuNOOU4yTiBzjHOoVPqDDq3Tq/T6AQ7MzgtOKs4GThLOKEsBShDLXc4gTiVONs0x006zU9OA009TVZNUM23M0DzUTPajNS81KQ2Jzl5NEs5ZTR3TWTz3qTTPDYdKSMpFS1FNC01t81NywhKQssQykLKP8sKykxKtNKUk0XTkzOHs0Qzk7OGMpASqUTUnNSE5AzRHNH00CTThNK80BzShNFE0ZTTvNE00qw1g00mTWJz2FzSFDZjTRpNN01ks01z3HTTLNPUMh0ws2RhHplYzHabGWOaYrLZzBqTD/N+Z+6WFpZXriyzLJUskcslS+RSuVyyXLJULp8sXSxnSxtLG8vZsrZ8s/R6l56WWMwCBZhFltXlokVMD846TrRzjnOOE+00O8nOcNiZdFKdaCfWiXWinWqnCScZMs6f04nzdnPqnBmcVZwYnBicVZxTnCycVqw4ozgrOJs4KTgpOJs4ITi5OFM4sTixOFM4LzjhOGFOIU6Yc8kSJ4HmoeagQU2isqfko+yj7KPks0zg/NFs1aqJp7ludurkpNGs0szS3NDM0uTAgRmIyai5YkXzS7NAs0mTpq4Za8LhTXmz3LQ1281209aMM29MOUw3082Uw0wz5TDbMNPMNLMNs8yEw3zDNDPfMNOkYXqZXZhhmFZmGKYaNUwycw0TyxTDxDKlUiYXZo+pY9aZOmaOWWfWmTnmm5lj0mjMGTMNEw3Ty0TDBAOGWWV6YWqZY5haZrfLbMPsMsViZpnpZsaZN2acabcz8zDvzDlzx5wz1Wpmi5mHuYc5ZO5hFirErDKnTCrTC5PKvF6ZWmaNiWPSmTgmj8ecw+Qxfcw5zDlMHxPIlDKjTC7MKJPJZGZhMpnLJfPINMP8mVOYP1MmY+pgApk+Ew/TZxKZeJh4mESmHiaRaWTqYephGplFJhjmF2aV+YVpxQpzyDwykUwqTCQzyaTCpMJMMq8wi8yeeYfZM4PMO8w7zCCTDjPI5Jl0mHSYPLPHTDKVzCtMJbPJvMK8wmwytTCbTCdTC1ML08mcMo8wmzB3zCZMLMwdc8fEwoQysTC3MKFMKHMLswyzzVwzY8w1k8uMMWNMLtMMk8vcMs0wzTC3zJ9ZhsmGGWayYbqYYWaY6WLCmS6mjQlnwpk25o+pZp6ZLeaZCWa2mC0mmLmGCWZ+mWuYa5hfJpaphumGSWa6YcZhkplkZhwmmxmH+WKymWzmi1ljfmByYHphcmBuYHphemFuYGphOmBKYGZhSmBOYGZhZmFOYHJhTmBmYHJhcmFmYGpgbmBWYGphVmBSYGphamFSYF5hamCCYIphgmCuYIphimGuYK5hwmC6YLZhumCiYLZhtmGiYI5homCGYI5hjmGGYH5gXmJ6arZgemKKarZotmCKat5gmmCeYJphnmDmYJphmmHmYMaaF5oKmkOaCpitmkOaQ5itmjaYrZiqmjaaNpiqmKSYVphSmEOmFCYT5pA5ZDIJWISwBmENwhKEJQgrEFYgLEBYgLD+YP3B8oPlB6sPVh8sPlh8sPZg7cHSg6UHKw9WHiw8WHiw7mDdwbKDZQerDlYdLDpYdLDmYM3BwsLCwrpj3bHsWHasOlYdi45Fx5pjzbHkWHKsOFYcC44Fx3pjvbHcWG6sNlYbi43FxlpjrbHUWGqsNFYaC42FxjpjnbHMWGasMlYZi4xFxhpjjbHEWGKsMFYYC4wFxvpifbG8WF6sLlYXi4vFxdpibbG0WFqsLFYWC4uFxbpiXbGsWFasKlYVi4pFxZpiTbGkWFKsKFYUC4oFxXpiPbGcWE6sJlYTi4nFxFpiLbGUWEqsJFYSC4mFxDpiHbF+rB/LiGXEKmIVsYhYRKwh1hDLx/KxeqweS4glxApiBbGAWECsH9YPi8fisXxYPqweVg+Lh8XD2mHtsHRYOqwcVg4Lh4XDumHdsGxYNqwaVg2LhkXDmmHNsGRYMqwYVgwLhgXDemG9sFxYLqwWVgtLDpYcrDhYcbDgYMHBeoP1BssNlhusNlhtsNhgscFag7UGSw2WGqw0WGmw0GChwTqDdQbLDJYZrDJYZbDIYJHBGoM1BksMlhisMFhhsMBggcH6gvUFywuWF6wuWF2wuGBxwdqCtQVLC5YWrCxYWbCwYGHBuoJ1BcsKlhWsKlhVsKhgUcGagjUFSwqWFKwoWFGwoGBBwXqC9QTLCZYTrCZYTbCYYDHBWoK1BEsJlhKsJFhJsJBgIcE6gnUEywiWEawiWEWwiGARwRqCNQRLCJYQrCBYQbCAYAHB+oH1A8sHlg+sHlg9sHhg8cDagbUDSweWDqwcWDmwcGDhwLqBdQPLBpYNrBpYNbBoYNHAmoE1A0sGlgysGFgxsGBgwcB6gfUCywWWC6wWWC2wWGCxwFqBtQJLBZYKrBRYKbBQYKHAOoF1AssElgmsElglsEhgkcAagTUCSwSWCKwQWCGwQGCBwPqA9QHLA5YHrA5YHbA4YHHA2oC1AUsDlgasDFgZsDBgYcC6gHUBywKWBawKWBWwKGBRwJqANQFLApYErAhYEbAgYEHAeoD1AMsBlgOsBlgNsBhgMcBagLUASwGWAqwEWAmwEGAhwDqAdQDLAJYBrAJYBbAIYBHAGoA1AEsAlgCsAFgBsABgAcC6wrq6t7q3urO6s7qvuq+6q7qruqe6p7qjuqO6n7qfupu6m7qXupe6k7qTuo+6j7qLuou6h7qHuoO6g7p/un+6e7p7une6d7pzunO6b7pvumfds+6a7prume6Z7pjumO6X7pfulu6W7pXule6U7pTuk+6T7pLuku6R7pHukO6Q7o/uj+6O7o7uje6N7ozujO6L7ovuiu6K7onuie6I7ojuh+6H7obuhu6F7oXuhO6E7oPug+6C7oLuge6B7oDugO5/7n/ufu5+7n3ufe587nzue+577nrueu557nnueO547nfud+527nbude517nTudO5z7nPuWHes+/1+v9vv9nv9Xr/T7/T7/D6/y+/ye/wev8Pv8Pv7/r677+57+96+s+/s+/q+vqvv6nv6nr6j7+j7+X6+m+/me/levpPv5Pv4Pr6L7+J7+B6+g+/g+/f+vXvv3nv33r1z79z79r69a+/ae/aevWPv2Pv1fr1b79Z79V69U+/U+/Q+vUvv0nv0Hr1D79D78/68O+/Oe/PevDPvzPvyvrwr78p78p68I+/I+/F+vP/3/268G+/Fe/FOvBPvw/vw7t/9e3/v78K78B68B+/AO/D+u//u/J2/++6+e+/eu/PuvPvuvrvr7rp77p674+64++1+u9vutnvtXrvT7rT77D67y+6ye+weu8PusPvr/rq77q576966y7nLuce5x7nDucO5v7m/ubu5u7m3ube5s7mzua+5r7mruau5p7mnuaO5o7mfuZ+5m7mbuZe5l7mTuZO5j7mPuYu5i7mHuYe5g7mDuX+5f7l7uXu5d7l3uXO5c7lvuW+5a7lruWe5Z7ljuWO5X7lfuVu5W7lXuVe5U7lTuU+5T7lLuUu5R7lHuUO5Q7k/uT+5O7k7uTe5N7kzuTO5L7kvuSu5K7knuSe5I7kjuR+5H7kbuRu5F7kXuRO5E7kPuQ+5C7kLuQe5B7kDuQO5/7j/uPu4+7j3uPe487jzuO+477jruOu457jnuOO447jfuN+427jbuNe417jTuNO4z7jPuMu4y7jHuMe4w7jDuL+4v7i7uLu4t7i3uLO4s7ivuK+4q7iruKe4p7ijuKO4n7ifuJu4m7iXuJe4k7iTuI+4j7iLuIu4h7iHuIO4g7h/uH+4e7h7uHe4d7hzuHO4b7hvuGu4a7hnuGe4Y7hjuF+4X7hbuFu4V7hXuFO4U7hPuE+4S7hLuEe4R7hDuEO4P7g/uDu4O7g3uDe4M7gzuC+4L7gruCu4J7gnuCO4I7gfuB+4G7gbuBe4F7gTuBO4D7gPuAu4C7gHuAe4A7gDuF/dr+yt7K3srOys7Kvsq+yq7Krsqeyp7KjsqOyn7Kfspuym7KXspeyk7KTso+yj7KLsouyh7KHsoOyg7J/sn+ye7J7sneyd7JzsWXZNdk32TPZLdkt2S/ZK9kp2SnZJ9kj2SHZIdkj2R/ZHdkd2R/ZG9kZ2RnZG9kX2RXZFdkX2RPZEdkR2RPZD9kN2Q3ZD9kL2QnZCdkL2QfZBdkF2QfZA9kB2QHZA9j/2P3Y/dj/2PvY+dj52PvY99j12PXY99jz2PHY8djz2O/Y7djt2O/Y69jp2OnY69jn2OXYsO5b9br/b7Xa7vW6v2+l2un1un9vldrk9bo/b4Xa4/W1/2912t71tb9vZdrZ9bV/b1Xa1PW1P29F2tP1sP9vNdrO9bC/byXayfWwf28V2sT1sD9vBdrD9a//avXavvWvv2rl2rn1r39q1dq09a8/asXas/Wq/2q12q71qr9qpdqp9ap/apXapPWqP2qF2qP1pf9qddqe9aW/amXamfWlf2pV2pT1pT9qRdqT9aD/af/tvN9qN9qK9aCfaifahfWj37b69t/d2oV1oD9qDdqAdaP/Zf3beztt9dp+9Z+/ZeXaefWff2XV2nT1nz9lxdpz9Zr/ZbXabvWav2Wl2mn1mn9lldpk9Zo/ZYXaY/WV/2V12l71lb9nl2OXY49jj2OHY4djf2N/Y3djd2NvY29jZ2NnY19jX2NXY1djT2NPY0djR2M/Yz9jN2M3Yy9jL2MnYydjH2MfYxdjF2MPYw9jB2MHYv9i/2L3Yvdi72LvYudi52LfYt9i12LXYs9iz2LHYsdiv2K/Yrdit2KvYq9ip2KnYp9in2KXYpdij2KPYodih2J/Yn9id2J3Ym9ib2JnYmdiX2JfYldiV2JPYk9iR2JHYj9iP2I3YjdiL2IvYidiJ2IfYh9iF2IXYg9iD2IHYgdh/2H/Yfdh92HvYe9h52HnYd9h32HXYddhz2HPYcdhx2G/Yb9ht2G3Ya9hr2GnYadhn2GfYZdhl2GPYY9hh2GHYX9hf2F3YXdhb2FvYWdhZ2FfYV9hV2FXYU9hT2FHYUdhP2E/YTdhN2EvYS9hJ2EnYR9hH2EXYRdhD2EPYQdhB2D/YP9g92D3YO9g72DnYOdg32DfYNdg12DPYM9gx2DHYL9gv2C3YLdgr2CvYKdgp2CfYJ9gl2CXYI9gj2CHYIdgf2B/YHdgd2BvYG9gZ2BnYF9gX2BXYFdgT2BPYEdgR2A/YD9gN2A3YC9gL2AnYCdgH2AfYBdgF2APYA9gB2AHYr+xX9Vb1VnVWdVb1VfVVdVV1VfVU9VR1VHVU9VP1U3VTdVP1UvVSdVJ1UvVR9VF1UXVR9VD1UHVQdVD1T/VPdU91T/VO9U51TnVO9U31TfWselZdU11TPVM9Ux1THVP9Uv1S3VLdUr1SvVKdUp1SfVJ9Ul1SXVI9Uj1SHVIdUv1R/VHdUd1RvVG9UZ1RnVF9UX1RXVFdUT1RPVEdUR1R/VD9UN1Q3VC9UL1QnVCdUH1QfVBdUF1QPVA9UB1QHVD9T/1P3U/dT71PvU+dT51PfU99T11PXU89Tz1PHU8dT/1O/U7dTt1OvU69Tp1OnU59Tn1OHauOVb/X73V73V6v1+t1ep1en9fndXldXo/X43V4HV5/1991d91db9fbdXadXV/X13V1XV1P19N1dB1dP9fPdXPdXC/Xy3VynVwf18d1cV1cD9fDdXAdXP/Wv3Vv3Vvv1rt1bp1b39a3dW1dW8/Ws3VsHVu/1q91a91ar9ardWqdWp/Wp3VpXVqP1qN1aB1af9afdWfdWW/Wm3VmnVlf1pd1ZV1ZT9aTdWQdWT/Wj/W//teNdWO9WC/WiXVifVgf1v26X+/rfV1YF9aD9WAdWAfWf/Vfna/zdV/dV+/Ve3VenVff1Xd1XV1Xz9VzdVwdV7/Vb3Vb3Vav1Wt1Wp1Wn9VndVldVo/VY3VYHVZ/1V91V91Vb9VbdTl1OfU49Th1OHU49Tf1N3U3dTf1NvU2dTZ1NvU19TV1NXU19TT1NHU0dTT1M/UzdTN1M/Uy9TJ1MnUy9TH1MXUxdTH1MPUwdTB1MPUv9S91L3Uv9S71LnUudS71LfUtdS11LfUs9Sx1LHUs9Sv1K3UrdSv1KvUqdSp1KvUp9Sl1KXUp9Sj1KHUodSj1J/UndSd1J/Um9SZ1JnUm9SX1JXUldSX1JPUkdSR1JPUj9SN1I3Uj9SL1InUidSL1IfUhdSF1IfUg9SB1IHUg9R/1H3UfdR/1HvUedR51HvUd9R11HXUd9Rz1HHUcdRz1G/UbdRt1G/Ua9Rp1GnUa9Rn1GXUZdRn1GPUYdRh1GPUX9Rd1F3UX9Rb1FnUWdRb1FfUVdRV1FfUU9RR1FHUU9RP1E3UTdRP1EvUSdRJ1EvUR9RF1EXUR9RD1EHUQdRD1D/UPdQ91D/UO9Q51DnUO9Q31DXUNdQ31DPUMdQx1DPUL9Qt1C3UL9Qr1CnUKdQr1CfUJdQl1CfUI9Qh1CHUI9Qf1B3UHdQf1BvUGdQZ1BvUF9QV1BXUF9QT1BHUEdQT1A/UDdQN1A/UC9QJ1AnUC9QH1AXUBdQH1APUAdQB1APWr+hW9Fb0VnRWdFX0VfRVdFV0VPRU9FR0VHRX9FP0U3RTdFL0UvRSdFJ0UfRR9FF0UXRQ9FD0UHRQdFP0T/RPdE90TvRO9E50TnRN9E30TPYueRddE10TPRM9Ex0THRL9Ev0S3RLdEr0SvRKdEp0SfRJ9El0SXRI9Ej0SHRIdEf0R/RHdEd0RvRG9EZ0RnRF9EX0RXRFdET0RPREdER0Q/RD9EN0Q3RC9EL0QnRCdEH0QfRBdEF0QPRA9EB0QHRP9D/0P3Q/dD70PvQ+dD50PfQ99D10PXQ89Dz0PHQ8dDv0O/Q7dDt0OvQ69Dp0OnQ59Dn0PHomPR7/Q73U630+v0Op1Op9Pn9DldTpfT4/Q4HU6H09/0N91Nd9Pb9DadTWfT1/Q1XU1X09P0NB1NR9PP9DPdTDfTy/QynUwn08f0MV1MF9PD9DAdTAfTv/Qv3Uv30rv0Lp1L59K39C1dS9fSs/QsHUvH0q/0K91Kt9Kr9CqdSqfSp/QpXUqX0qP0KB1Kh9Kf9CfdSXfSm/QmnUln0pf0JV1JV9KT9CQdSUfSj/Qj/af/dCPdSC/Si3QinUgf0od0n+7Te3pPF9KF9CA9SAfSgfQf/Ufn6TzdR/fRe/QenUfn0Xf0HV1H19Fz9BwdR8fRb/Qb3Ua30Wv0Gp1Gp9Fn9BldRpfRY/QYHUaH0V/0F91Fd9Fb9BZdDl0OPQ49Dh0OHQ79Df0N3Q3dDb0NvQ2dDZ0NfQ19DV0NXQ09DT0NHQ0dDf0M/QzdDN0MvQy9DJ0MnQx9DH0MXQxdDD0MPQwdDB0M/Qv9C90L3Qu9C70LnQudC30LfQtdC10LPQs9Cx0LHQv9Cv0K3QrdCr0KvQqdCp0KfQp9Cl0KXQo9Cj0KHQodCv0J/QndCd0JvQm9CZ0JnQl9CX0JXQldCT0JPQkdCR0J/Qj9CN0I3Qi9CL0InQidCH0IfQhdCF0IPQg9CB0IHQj9B/0H3QfdB70HvQedB50HfQd9B10HXQc9Bz0HHQcdB/0G/QbdBt0GvQa9Bp0GnQZ9Bn0GXQZdBj0GPQYdBh0G/QX9Bd0F3QW9Bb0FnQWdBX0FfQVdBV0FPQU9BR0FHQX9BP0E3QTdBL0EvQSdBJ0EfQR9BF0EXQQ9BD0EHQQdBP0D/QPdA90DvQO9A50DnQN9A30DXQNdAz0DPQMdAx0D/QL9At0C3QK9Ar0CnQKdAn0CfQJdAl0CPQI9Ah0CHQL9Af0B3QHdAb0BvQGdAZ0BfQF9AV0BXQE9AT0BHQEdAf0A/QDdAN0AvQC9AJ0AnQB9AH0AXQBdAD0APQAdAB0A/Yp+NW81bzVnNWc1XzVfNVc1VzVPNU81RzVHNT81PzU3NTc1LzUvNSc1JzUfNR81FzUXNQ81/zT3NPc07zTvNOc05zTfNN80z5pnzTXNNc0zzTPNMc0xzS/NL80tzS3NK80rzSnNKc0nzSPNIc0hzR/NH80dzR3NG80bzRnNGc0XzRfNFc0VzRPNE80RzRHND80PzQ3NDc0LzQvNCc0JzQfNB80FzQXNA80DzQHNAc3/zP/M/cz9zPvM+8z5zPnM98z3zPXM9czzzPPM8czxzO/M78ztzO3M68zrzOnM6cznzOfMseZY8/v8PrfP7fP6vD6nz+nz+Xw+l8/l8/g8PofP4fP3/D13z93z9rw9Z8/Z8/V8PVfP1fP0PD1Hz9Hz8/w8N8/N8/K8PCfPyfPxfDwXz8Xz8Dw8B8/B8+/8O/fOvfPuvDvnzrnz7Xw718618+w8O8fOsfPr/Dq3zq3z6rw6p86p8+l8OpfOpfPoPDqHzqHz5/w5d86d8+a8OWfOmfPlfDlXzpXz5Dw5R86R8+P8OP/n/9w4N86L8+KcOCfOh/Ph3J/7837ez4Vz4Tw4D86Bc+D8N//N+Tk/98198968N+fNefPdfDfXzXXz3Dw3x81x89v8NrfNbfPavDanzWnz2Xw2l81l89g8NofNYfPX/DV3zV3z1rw1lzOXM48zjzOHM4czfzN/M3czdzNvM28zZzNnM18zXzNXM1czTzNPM0czRzM/Mz8zNzM3My8zLzMnMyczHzMfMxczFzMPMw8zBzMHM/8y/zL3Mvcy7zLvMucy5zLfMt8y1zLXMs8yzzLHMscyvzK/MrcytzKvMq8ypzKnMp8ynzKXMpcyjzKPMocyhzJ/Mn8ydzJ3Mm8ybzJnMmcyXzJfMlcyVzJPMk8yRzJHMj8yPzI3MjcyLzIvMicyJzIfMh8yFzIXMg8yDzIHMgcy/zH/Mfcx9zHvMe8x5zHnMd8x3zHXMdcxzzHPMccxxzG/Mb8xtzG3Ma8xrzGnMacxnzGfMZcxlzGPMY8xhzGHMX8xfzF3MXcxbzFvMWcxZzFfMV8xVzFXMU8xTzFHMUcxPzE/MTcxNzEvMS8xJzEnMR8xHzEXMRcxDzEPMQcxBzH/MP8w9zD3MO8w7zDnMOcw3zDfMNcw1zDPMM8wxzDHML8wvzC3MLcwrzCvMKcwpzCfMJ8wlzCXMI8wjzCHMIcwfzB/MHcwdzBvMG8wZzBnMF8wXzBXMFcwTzBPMEcwRzA/MD8wNzA3MC8wLzAnMCcwHzAfMBcwFzAPMA8wBzAHML+aX8lbyVvJWclZyVfJV8lVyVXJU8lTyVHJUclPyU/JTclNyUvJS8lJyUnJR8lHyUXJRclDyUPJQclByT/JP8k9yT3JO8k7yTnJOck3yTfJs+RZck1yTfJM8kxyTHJM8kvyS3JLckvySvJKckpySvJJ8klySXJJ8kjySHJIckjyR/JHckdyR/JG8kZyRnJG8kXyRXJFckXyRPJEckRyRPJD8kNyQ3JD8kLyQnJCckLyQfJBckFyQfJA8kByQHJA8j/yP3I/cj/yPvI+cj5yPvI98j1yPXI98jzyPHI8cjzyO/I7cjtyO/I68jpyOnI68jnyOXIsOZb8Lr/L7XK7vC6vy+lyunwun8vlcrk8Lo/L4XK4/C1/y91yt7wtb8vZcrZ8LV/L1XK1PC1Py9FytPwsP8vNcrO8LC/LyXKyfCwfy8VysTwsD8vBcrD8K//KvXKvvCvvyrlyrnwr38q1cq08K8/KsXKs/Cq/yq1yq7wqr8qpcqp8Kp/KpXKpPCqPyqFyqPwpf8qdcqe8KW/KmXKmfClfypVypTwpT8qRcqT8KD/Kf/kvN8qN8qK8KCfKifKhfCj35b68l/dyoVwoD8qDcqAcKP/Jf3Jezst9cp+8J+/JeXKefCffyXVynTwnz8lxcpz8Jr/JbXKbvCavyWlymnwmn8llcpk8Jo/JYXKY/CV/yV1yl7wlb8nlyOXI48jjyOHI4cjfyN/I3cjdyNvI28jZyNnI18jXyNXI1cjTyNPI0cjRyM/Iz8jNyM3Iy8jLyMnIycjHyMfIxcjFyMPIw8jByMHIv8i/yL3Ivci7yLvIuci5yLfIt8i1yLXIs8izyLHIscivyK/IrcityKvIq8ipyKnIp8inyKXIpcijyKPIocihyJ/In8idyJ3Im8ibyJnImciXyJfIlciVyJPIk8iRyJHIj8iPyI3IjciLyIvIiciJyIfIh8iFyIXIg8iDyIHIgch/yH/Ifch9yHvIe8h5yHnId8h3yHXIdchzyHPIcchxyG/Ib8htyG3Ia8hryGnIachnyGfIZchlyGPIY8hhyGHIX8hfyF3IXchbyFvIWchZyFfIV8hVyFXIU8hTyFHIUchPyE/ITchNyEvIS8hJyEnIR8hHyEXIRchDyEPIQchByD/IP8g9yD3IO8g7yDnIOcg3yDfINcg1yDPIM8gxyDHIL8gvyC3ILcgryCvIKcgpyCfIJ8glyCXII8gjyCHIIcgfyB/IHcgdyBvIG8gZyBnIF8gXyBXIFcgTyBPIEcgRyA/ID8gNyA3IC8gLyAnICcgHyAfIBcgFyAPIA8gByAHIr+RX8VbxVnFWcVbxVfFVcVVxVfFU8VRxVHFU8VPxU3FTcVPxUvFScVJxUvFR8VFxUXFR8VDxUHFQcVDxT/FPcU9xT/FO8U5xTnFO8U3xTfGseFZcU1xTPFM8UxxTHFP8UvxS3FLcUrxSvFKcUpxSfFJ8UlxSXFI8UjxSHFIcUvxR/FHcUdxRvFG8UZxRnFF8UXxRXFFcUTxRPFEcURxR/FD8UNxQ3FC8ULxQnFCcUHxQfFBcUFxQPFA8UBxQHFD8T/xP3E/cT7xPvE+cT5xPfE98T1xPXE88TzxPHE8cT/xO/E7cTtxOvE68TpxOnE58TnxOHCuOFb/H73F73B6vx+txepwen8fncXlcHo/H43F4HB5/x99xd9wdb8fbcXacHV/H13F1XB1Px9NxdBwdP8fPcXPcHC/Hy3FynBwfx8dxcVwcD8fDcXAcHP/Gv3Fv3Bvvxrtxbpwb38a3cW1cG8/Gs3FsHBu/xq9xa9war8arcWqcGp/Gp3FpXBqPxqNxaBwaf8afcWfcGW/Gm3FmnBlfxpdxZVwZT8aTcWQcGT/Gj/E//seNcWO8GC/GiXFifBgfxv24H+/jfVwYF8aD8WAcGAfGf/FfnI/zcV/cF+/Fe3FenBffxXdxXVwXz8VzcVwcF7/Fb3Fb3BavxWtxWpwWn8VncVlcFo/FY3FYHBZ/xV9xV9wVb8VbcTlxOfE48ThxOHE48TfxN3E3cTfxNvE2cTZxNvE18TVxNXE18TTxNHE0cTTxM/EzcTNxM/Ey8TJxMnEy8THxMXExcTHxMPEwcTBxMPEv8S9xL3Ev8S7xLnEucS7xLfEtcS1xLfEs8SxxLHEs8SvxK3ErcSvxKvEqcSpxKvEp8SlxKXEp8SjxKHEocSjxJ/EncSdxJ/Em8SZxJnEm8SXxJXElcSXxJPEkcSRxJPEj8SNxI3Ej8SLxInEicSLxIfEhcSFxIfEg8SBxIHEg8R/xH3EfcR/xHvEecR5xHvEd8R1xHXEd8RzxHHEccRzxG/EbcRtxG/Ea8RpxGnEa8RnxGXEZcRnxGPEYcRhxGPEX8RdxF3EX8RbxFnEWcRbxFfEVcRVxFfEU8RRxFHEU8RPxE3ETcRPxEvEScRJxEvER8RFxEXER8RDxEHEQcRDxD/EPcQ9xD/EO8Q5xDnEO8Q3xDXENcQ3xDPEMcQxxDPEL8QtxC3EL8QrxCnEKcQrxCfEJcQlxCfEI8QhxCHEI8QfxB3EHcQfxBvEGcQZxBvEF8QVxBXEF8QTxBHEEcQTxA/EDcQNxA/EC8QJxAnEC8QHxAXEBcQHxAPEAcQBxAPGr+BW8FbwVnBWcFXwVfBVcFVwVPBU8FRwVHBX8FPwU3BTcFLwUvBScFJwUfBR8FFwUXBQ8FDwUHBQcFPwT/BPcE9wTvBO8E5wTnBN8E3wTPAueBdcE1wTPBM8ExwTHBL8EvwS3BLcErwSvBKcEpwSfBJ8ElwSXBI8EjwSHBIcEfwR/BHcEdwRvBG8EZwRnBF8EXwRXBFcETwRPBEcERwQ/BD8ENwQ3BC8ELwQnBCcEHwQfBBcEFwQPBA8EBwQHBP8D/wP3A/cD7wPvA+cD5wPfA98D1wPXA88DzwPHA8cDvwO/A7cDtwOvA68DpwOnA58DnwPHgmPB7/A73A63w+vwOpwOp8Pn8DlcDpfD4/A4HA6Hw9/wN9wNd8Pb8DacDWfD1/A1XA1Xw9PwNBwNR8PP8DPcDDfDy/AynAwnw8fwMVwMF8PD8DAcDAfDv/Av3Av3wrvwLpwL58K38C1cC9fCs/AsHAvHwq/wK9wKt8Kr8CqcCqfCp/ApXAqXwqPwKBwKh8Kf8CfcCXfCm/AmnAlnwpfwJVwJV8KT8CQcCUfCj/Aj/If/cCPcCC/Ci3AinAgfwodwH+7De3gPF8KF8CA8CAfCgfAf/Afn4TzcB/fBe/AenAfnwXfwHVwH18Fz8BwcB8fBb3AbvAavwWlwGnwGn8FlcBk8Bo/BYXAY/AV/wV1wF7wFb8HlwOXA48DjwOHA4cDfwN/A3cDdwNvA2cDXwNfA1cDVwNPA08DRwNHAz8DPwM3AzcDLwMvAycDJwMfAx8DFwMXAw8DDwMHAwcC/wL/AvcC9wLvAu8C5wLnAt8C3wLXAtcCzwLPAscCxwK/Ar8CtwK3Aq8CrwKnAqcCnwKfApcClwKPAo8ChwKHAn8CfwJ3AncCbwJvAmcCZwJfAl8CVwJXAk8CTwJHAkcCPwI/AjcCNwIvAi8CJwInAh8CHwIXAhcCDwIPAgcCBwH/Af8B9wH3Ae8B7wHnAecB3wHfAdcB1wHPAc8BxwHHAb8BvwG3AbcBrwGvAacBpwGfAZ8BlwGXAY8BjwGHAYcBfwF/AXcBdwFvAW8BZwFnAV8BXwFXAVcBTwFPAUcBRwE/AT8BNwE3AS8BLwEnAScBHwEfARcBFwEPAQ8BBwEHAP8A/wD3AOcA3wDfANcA1wDPAM8AxwDHAL8AvwC3ALcArwCvAKcApwCfAJ8AlwCXAI8AjwCHAIcAfwB/AHcAdwBvAG8AZwBnAF8AXwBXAFcATwBPAEcARwA/AD8ANwA3AC8ALwAnACcAHwAfABcAFwAPAA8ABwAHAr+BX71bvVm9Wb1bvVe9Vb1VvVe9U71RvVG9U71PvU29Tb1PvUu9Sb1JvUu9R71FvUW9R71DvUG9Qb1DvT+9Pb09vT+9O705vTm9O703vTe+sd9Zb01vTO9M70xvTG9P70vvS29Lb0rvSu9Kb0pvSe9J70lvSW9I70jvSG9Ib0vvR+9Hb0dvRu9G70ZvRm9F70XvRW9Fb0TvRO9Eb0RvR+9D70NvQ29C70LvQm9Cb0HvQe9Bb0FvQO9A70BvQG9D7z/vP28/bz7vPu8+bz5vPe897z1vPW887zzvPG88bz/vO+87bztvOu867zpvOm857znvOG+uN9b6/72/72/6uv+tv+pv+nr/nb/lb/o6/42/4G/5+v99v99v9br/bb/ab/V6/12/1W/1Ov9Nv9Bv9Pr/Pb/Pb/C6/y2/ym/wev8dv8Vv8Dr/Db/Ab/P6+v2/v2/vuvrtv7pv73r63b+1b+86+s2/sG/u+vq9v69v6rr6rb+qb+p6+p2/pW/qOvqNv6Bv6fr6fb+fb+W6+m2/mm/levpdv5Vv5Tr6Tb+Qb+T6+j+///b+Nb+O7+C6+iW/ie/gevv23/+7f/Vv4Fr6D7+Ab+Aa+f+/fm3/zb9/b9+69e2/em/fevXdv3Vv3zr1zb9wb9769b2/b2/auvWtv2pv2nr1nb9lb9o69Y2/YG/Z+vV9v19v1br1bbzlvOe847zhvOG847zfvN283bzfvNu82bzZvNu817zVvNW817zTvNG80bzTvM+8zbzNvM+8y7zJvMm8y7zHvMW8xbzHvMO8wbzBvMO8v7y9vL28v7y7vLm8uby7vLe8tby1vLe8s7yxvLG8s7yvvK28rbyvvKu8qbypvKu8p7ylvKW8p7yjvKG8obyjvJ+8nbydvJ+8m7yZvJm8m7yXvJW8lbyXvJO8kbyRvJO8j7yNvI28j7yLvIm8ibyLvIe8hbyFvIe8g7yBvIG8g7x/vH28fbx/vHu8ebx5vHu8d7x1vHW8d7xzvHG8cbxzvG+8bbxtvG+8a7xpvGm8a7xnvGW8ZbxnvGO8YbxhvGO8X7xdvF28X7xbvFm8WbxbvFe8VbxVvFe8U7xRvFG8U7xPvE28TbxPvEu8SbxJvEu8R7xFvEW8R7xDvEG8QbxDvD+8Pbw9vD+8O7w5vDm8O7w3vDW8Nbw3vDO8MbwxvDO8L7wtvC28L7wrvCm8KbwrvCe8JbwlvCe8I7whvCG8I7wfvB28HbwfvBu8GbwZvBu8F7wVvBW8F7wTvBG8EbwTvA+8DbwNvA+8C7wJvAm8C7wHvAW8BbwHvAO8AbwBvAO+r95W7lbuVm5WblXuVe5VblVuVO5U7lRuVG5X7lPuU25TblLuUu5SblJuUe5R7lFuUW5Q7lDuUG5QblPuT+5Pbk9uTu5O7k5uTm5N7k3uTO8ud5dbk1uTO5M7kxuTG5L7kvuS25LbkruSu5KbkpuSe5J7kluSW5I7kjuSG5IbkfuR+5HbkduRu5G7kZuRm5F7kXuRW5FbkTuRO5EbkRuQ+5D7kNuQ25C7kLuQm5CbkHuQe5BbkFuQO5A7kBuQG5P7j/uP24/bj7uPu4+bj5uPe497j1uPW487jzuPG48bjvuO+47bjtuOu467jpuOm457jnuPGcmO57+672+62u+vuupvuprvn7rlb7pa74+64G+6Gu9/ut9vtdrvb7rab7Wa71+61W+1Wu9PutBvtRrvP7rPb7Da7y+6ym+wmu8fusVvsFrvD7rAb7Aa7v+6v2+v2urvurpvr5rq37q1b69a6s+6sG+vGuq/uq9vqtrqr7qqb6qa6p+6pW+qWuqPuqBvqhrqf7qfb6Xa6m+6mm+lmupfupVvpVrqT7qQb6Ua6j+6j+3f/bqPb6C66i26im+geuodu3+27e3fvFrqF7qA76Aa6ge6f++fm3bzb5/a5e+6em+fmuXfunVvn1rlz7pwb58a5b+6b2+a2uWvumpvmprln7plb5pa5Y+6YG+aGuV/ul9vldrlb7pZbjluOO447jhuOG477jfuN243bjbuNu42bjZuNe417jVuNW407jTuNG40bjfuM+4zbjNuMu4y7jJuMm4x7jHuMW4xbjDuMO4wbjBuM+4v7i9uL24u7i7uLm4ubi3uLe4tbi1uLO4s7ixuLG4v7ivuK24rbiruKu4qbipuKe4p7iluKW4o7ijuKG4obivuJ+4nbiduJu4m7iZuJm4l7iXuJW4lbiTuJO4kbiRuJ+4j7iNuI24i7iLuIm4ibiHuIe4hbiFuIO4g7iBuIG4j7h/uH24fbh7uHu4ebh5uHe4d7h1uHW4c7hzuHG4cbh/uG+4bbhtuGu4a7hpuGm4Z7hnuGW4ZbhjuGO4YbhhuG+4X7hduF24W7hbuFm4WbhXuFe4VbhVuFO4U7hRuFG4X7hPuE24TbhLuEu4SbhJuEe4R7hFuEW4Q7hDuEG4QbhPuD+4Pbg9uDu4O7g5uDm4N7g3uDW4NbgzuDO4MbgxuD+4L7gtuC24K7gruCm4KbgnuCe4JbgluCO4I7ghuCG4L7gfuB24HbgbuBu4GbgZuBe4F7gVuBW4E7gTuBG4EbgfuA+4DbgNuAu4C7gJuAm4B7gHuAW4BbgDuAO4AbgBuA+8p91W7VbtVm1WbVXtVe1VbVVtVO1U7VRtVG1T7VPtU21TbVLtUu1SbVJtUe1R7VFtUW1Q7VDtUG1QbV/tT+1PbU9tTu1O7U5tTm1N7U3tTOame1NbU1tTO1M7UxtTG1L7UvtS21LbUrtSu1KbUptSe1J7UltSW1I7UjtSG1IbUftR+1HbUdtRu1G7UZtRm1F7UXtRW1FbUTtRO1EbURtQ+1D7UNtQ21C7ULtQm1CbUHtQe1BbUFtQO1A7UBtQG1/7T/tP20/bT7tPu0+bT5tPe097T1tPW087TztPG08bTvtO+07bTttOu067TptOm057TntLHaWO17+962t+3terveprfp7Xl73pa35e14O96Gt+Htd/vddrfd7Xa73Wa32e11e91Wt9XtdDvdRrfR7XP73Da3ze1yu9wmt8ntcXvcFrfF7XA73Aa3we1v+9v2tr3tbrvb5ra57W1729a2te1sO9vGtrHta/vatrat7Wq72qa2qe1pe9qWtqXtaDvahrah7Wf72Xa2ne1mu9lmtpntZXvZVraV7WQ72Ua2ke1j+9j+23/b2Da2i+1im9gmtoftYdtv++2+3beFbWE72A62gW1g+9f+tfk23/a1fe1eu9fmtXntXXvX1rV17Vw718a1ce1b+9a2tW3tWrvWprVp7Vl71pa1Ze1YO9aGtWHtV/vVdrVd7Va71ZbTltOO047ThtOG037TftN203bTbtNu02bTZtNe017TVtNW007TTtNG00bTPtM+0zbTNtMu0y7TJtMm0x7THtMW0xbTDtMO0wbTBtP+0v7S9tL20u7S7tLm0ubS3tLe0tbS1tLO0s7SxtLG0r7SvtK20rbSrtKu0qbSptKe0p7SltKW0o7SjtKG0obSftJ+0nbSdtJu0m7SZtJm0l7SXtJW0lbSTtJO0kbSRtI+0j7SNtI20i7SLtIm0ibSHtIe0hbSFtIO0g7SBtIG0v7R/tH20fbR7tHu0ebR5tHe0d7R1tHW0c7RztHG0cbRvtG+0bbRttGu0a7RptGm0Z7RntGW0ZbRjtGO0YbRhtF+0X7RdtF20W7RbtFm0WbRXtFe0VbRVtFO0U7RRtFG0T7RPtE20TbRLtEu0SbRJtEe0R7RFtEW0Q7RDtEG0QbR/tD+0PbQ9tDu0O7Q5tDm0N7Q3tDW0NbQztDO0MbQxtC+0L7QttC20K7QrtCm0KbQntCe0JbQltCO0I7QhtCG0H7QftB20HbQbtBu0GbQZtBe0F7QVtBW0E7QTtBG0EbQPtA+0DbQNtAu0C7QJtAm0B7QHtAW0BbQDtAO0AbQBtC+al+xW7FbsVmxWbFXsVexVbFVsVOxU7FRsVGxT7FPsU2xTbFLsUuxSbFJsUexR7FFsUWxQ7FDsUGxQbE/sT+xPbE9sTuxO7E5sTmxN7E3sbPYWWxNbE3sTOxMbExsTOxL7EtsS2xL7ErsSmxKbErsSexJbElsSexI7EhsSGxI7EfsR2xHbEfsRuxGbEZsRuxF7EVsRWxF7ETsRGxEbETsQ+xDbENsQ+xC7EJsQmxC7EHsQWxBbEHsQOxAbEBsP+w+7D5sPuw9bD1sPew87DxsPGw87DvsO2w7bDvsOuw6bDpsOuw57DlsLDYW+86+s+1sO7vOrrPpbDp7zo6z4Ww4+81+s91sN7vNbrPZbDZ7zV6z1Ww1O81Os9FsNPvMPrPNbDO7zC6zyWwye8wes8VsMTvMDrPBbDD7y/6yvWwvu8vusrlsLnvL3rK1bC07y86ysWws+8q+sq1sK7vKrrKpbCp7yp6ypWwpO8qOsqFsKPvJfrKdbCe7yW6ymWwme8lespVsJTvJTrKRbCT7yD6yf/bPNrKN7CK7yCayiewhe8j22T67Z/dsIVvIDrKDbCAbyP6xf2yezbN9bB+7x+6xeWwee8fesXVsHTvHzrFxbBz7xr6xbWwbu8ausWlsGnvGnrFlbBk7xo6xYWwY+8V+sV1sF7vFbrHlsOWw47DjsOGw4bDfsN+w3bDdsNuw27DZsNmw17DXsNWw1bDTsNOw0bDRsM+wz7DNsM2wy7DLsMmwybDHsMewxbDFsMOww7DBsMGwv7C/sL2wvbC7sLuwubC5sLewt7C1sLWws7CzsLGwsbCvsK+wrbCtsKuwq7CpsKmwp7CnsKWwpbCjsKOwobChsJ+wn7CdsJ2wm7CbsJmwmbCXsJewlbCVsJOwk7CRsJGwj7CPsI2wjbCLsIuwibCJsIewh7CFsIWwg7CDsIGwgbB/sH+wfbB9sHuwe7B5sHmwd7B3sHWwdbBzsHOwcbBxsG+wb7BtsG2wa7BrsGmwabBnsGewZbBlsGOwY7BhsGGwX7BfsF2wXbBbsFuwWbBZsFewV7BVsFWwU7BTsFGwUbBPsE+wTbBNsEuwS7BJsEmwR7BHsEWwRbBDsEOwQbBBsD+wP7A9sD2wO7A7sDmwObA3sDewNbA1sDOwM7AxsDGwL7AvsC2wLbArsCuwKbApsCewJ7AlsCWwI7AjsCGwIbAfsB+wHbAdsBuwG7AZsBmwF7AXsBWwFbATsBOwEbARsA+wD7ANsA2wC7ALsAmwCbAHsAewBbAFsAOwA7ABsAGwr9hX61brVmtWa1brVetVa1VrVetU61RrVGtU61PrU2tTa1PrUutSa1JrUutR61FrUWtR61DrUGtQa1DrT+tPa09rT+tO605rTmtO603rTeusddZa01rTOtM60xrTGtP60vrS2tLa0rrSutKa0prSetJ60lrSWtI60jrSGtIa0vrR+tHa0drRutG60ZrRmtF60XrRWtFa0TrROtEa0RrR+tD60NrQ2tC60LrQmtCa0HrQetBa0FrQOtA60BrQGtD6z/rP2s/az7rPus+az5rPes96z1rPWs86zzrPGs8az/rO+s7aztrOus66zprOms56znrOGmuNtb6v72v72r6ur+tr+pq+nq/na/lavo6v42v4Gr5+r99r99q9bq/ba/aavV6v12v1Wr1Or9Nr9Bq9Pq/Pa/PavC6vy2vymrwer8dr8Vq8Dq/Da/AavP6uv2vv2rvurrtr7pq73q63a+1au86us2vsGru+rq9r69q6rq6ra+qaup6up2vpWrqOrqNr6Bq6fq6fa+fauW6um2vmmrlerpdr5Vq5Tq6Ta+QauT6uj+t//a+Na+O6uC6uiWviergerv21v+7X/Vq4Fq6D6+AauAauf+vfml/za9/at+6te2vemrferXdr3Vq3zq1za9wat76tb2vb2raurWtr2pq2nq1na9lato6tY2vYGrZ+rV9r19q1bq1bazlrOes46zhrOGs46zfrN2s3azfrNus2azZrNus16zVrNWs16zTrNGs0azTrM+szazNrM+sy6zJrMmsy6zHrMWsxazHrMOswazBrMOsv6y9rL2sv6y7rLmsuay7rLestay1rLess6yxrLGss6yvrK2srayvrKusqayprKusp6ylrKWsp6yjrKGsoayjrJ+snaydrJ+sm6yZrJmsm6yXrJWslayXrJOskayRrJOsj6yNrI2sj6yLrImsiayLrIeshayFrIesg6yBrIGsg6x/rH2sfax/rHuseax5rHusd6x1rHWsd6xzrHGscaxzrG+sbaxtrG+sa6xprGmsa6xnrGWsZaxnrGOsYaxhrGOsX6xdrF2sX6xbrFmsWaxbrFesVaxVrFesU6xRrFGsU6xPrE2sTaxPrEusSaxJrEusR6xFrEWsR6xDrEGsQaxDrD+sPaw9rD+sO6w5rDmsO6w3rDWsNaw3rDOsMawxrDOsL6wtrC2sL6wrrCmsKawrrCesJawlrCesI6whrCGsI6wfrB2sHawfrBusGawZrBusF6wVrBWsF6wTrBGsEawTrA+sDawNrA+sC6wJrAmsC6wHrAWsBawHrAOsAawBrAOur9ZW6lbqVmpWalXqVepValVqVOpU6lRqVGpX6lPqU2pTalLqUupSalJqUepR6lFqUWpQ6lDqUGpQalPqT+pPak9qTupO6k5qTmpN6k3qTOkudpdak1qTOpM6kxqTGpL6kvqS2pLakrqSupKakpqSepJ6klqSWpI6kjqSGpIakfqR+pHakdqRupG6kZqRmpF6kXqRWpFakTqROpEakRqQ+pD6kNqQ2pC6kLqQmpCakHqQepBakFqQOpA6kBqQGpP6j/qP2o/aj7qPuo+aj5qPeo96j1qPWo86jzqPGo8ajvqO+o7ajtqOuo66jpqOmo56jnqPGUmOp7+q72q62q+vqupqupqvn6rlarpar4+q4Gq6Gq9/qt9qtdqvb6raarWar1+q1Wq1Wq9PqtBqtRqvP6rParDary+qymqwmq8fqsVqsFqvD6rAarAarv+qv2qv2qrvqrpqr5qq36q1aq9aqs+qsGqvGqq/qq9qqtqqr6qqaqqaqp+qpWqqWqqPqqBqqhqqf6qfaqXaqm+qmmqlmqpfqpVqpVqqT6qQaqUaqj+qj+lf/aqPaqC6qi2qimqgeqodqX+2re3WvFqqF6qA6qAaqgeqf+qfm1bzap/ape+qemqfmqXfqnVqn1qlz6pwap8apb+qb2qa2qWvqmpqmpqln6plappapY+qYGqaGqV/ql9qldqlb6pZajlqOOo46jhqOGo76jfqN2o3ajbqNuo2ajZqNeo16jVqNWo06jTqNGo0ajfqM+ozajNqMuoy6jJqMmox6jHqMWoxajDqMOowajBqM+ov6i9qL2ou6i7qLmouai3qLeotai1qLOos6ixqLGov6ivqK2orairqKuoqaipqKeop6ilqKWoo6ijqKGooaivqJ+onaidqJuom6iZqJmol6iXqJWolaiTqJOokaiRqJ+oj6iNqI2oi6iLqImoiaiHqIeohaiFqIOog6iBqIGoj6h/qH2ofah7qHuoeah5qHeod6h1qHWoc6hzqHGocah/qG+obahtqGuoa6hpqGmoZ6hnqGWoZahjqGOoYahhqG+oX6hdqF2oW6hbqFmoWahXqFeoVahVqFOoU6hRqFGoX6hPqE2oTahLqEuoSahJqEeoR6hFqEWoQ6hDqEGoQahPqD+oPag9qDuoO6g5qDmoN6g3qDWoNagzqDOoMagxqD+oL6gtqC2oK6grqCmoKagnqCeoJaglqCOoI6ghqCGoL6gfqB2oHagbqBuoGagZqBeoF6gVqBWoE6gTqBGoEagfqA+oDagNqAuoC6gJqAmoB6gHqAWoBagDqAOoAagBqA+kp9lW6VbpVmlWaVXpVelVaVVpVOlU6VRpVGlT6VPpU2lTaVLpUulSaVJpUelR6VFpUWlQ6VDpUGlQaV/pT+lPaU9pTulO6U5pTmlN6U3pTOSmelNaU1pTOlM6UxpTGlL6UvpS2lLaUrpSulKaUppSelJ6UlpSWlI6UjpSGlIaUfpR+lHaUdpRulG6UZpRmlF6UXpRWlFaUTpROlEaURpQ+lD6UNpQ2lC6ULpQmlCaUHpQelBaUFpQOlA6UBpQGl/6T/pP2k/aT7pPuk+aT5pPek96T1pPWk86TzpPGk8aTvpO+k7aTtpOuk66TppOmk56TnpLHSWOl7+p62p+3perqepqfp6Xl6npan5el4Op6Gp+Hpd/qddqfd6Xa6nWan2el1ep1Wp9XpdDqdRqfR6XP6nDanzelyupwmp8npcXqcFqfF6XA6nAanwelv+pv2pr3pbrqb5qa56W16m9amtelsOpvGprHpa/qatqat6Wq6mqamqelpepqWpqXpaDqahqah6Wf6mXamnelmuplmppnpZXqZVqaV6WQ6mUamkelj+pj+03/amDami+limpgmpofpYdpP++k+3aeFaWE6mA6mgWlg+pf+pfk0n/alfeleupfmpXnpXXqX1qV16Vw6l8alcelb+pa2pW3pWrqWpqVp6Vl6lpalZelYOpaGpWHpV/qVdqVd6Va6lZaTlpOOk46ThpOGk36TfpN2k3aTbpNuk2aTZpNek16TVpNWk06TTpNGk0aTPpM+kzaTNpMuky6TJpMmkx6THpMWkxaTDpMOkwaTBpP+kv6S9pL2ku6S7pLmkuaS3pLektaS1pLOks6SxpLGkr6SvpK2kraSrpKukqaSppKekp6SlpKWko6SjpKGkoaSfpJ+knaSdpJukm6SZpJmkl6SXpJWklaSTpJOkkaSRpI+kj6SNpI2ki6SLpImkiaSHpIekhaSFpIOkg6SBpIGkv6R/pH2kfaR7pHukeaR5pHekd6R1pHWkc6RzpHGkcaRvpG+kbaRrpGmkaaRnpGekZaRlpGOkY6RhpGGkX6RfpF2kXaRbpFukWaRZpFekV6RVpFWkU6RTpFGkUaRPpE+kTaRJpEekR6RFpEWkQ6RDpEGkQaR/pD+kPaQ9pDukO6Q5pDmkN6Q3pDWkNaQzpDOkMaQxpC+kL6QtpC2kK6QrpCmkKaQnpCekJaQlpCOkI6QhpCGkH6QfpB2kHaQbpBukGaQZpBekF6QVpBWkE6QTpBGkEaQPpA+kDaQNpAukC6QJpAmkB6QHpAWkBaQDpAOkAaQBpC+Sl+hW6FboVmhWaFXoVehVaFVoVOhU6FRoVGhT6FPoU2hTaFLoUuhSaFJoUehR6FFoUWhQ6FDoUGhQaE/oT+hPaE9oTuhO6E5oTmhN6E3obPQWWhNaE3oTOhMaExoTOhL6EtoS2hL6EroSmhKaEroSehJaEloSehI6EhoSGhI6EfoR2hHaEfoRuhGaEZoRuhF6EVoRWhF6EToRGhEaEToQ+hDaENoQ+hC6EJoQmhC6EHoQWhBaEHoQOhAaEBoQOg/6D9oP2g/6D7oPmg+aD7oPeg9aD1oPeg86DxoPGg86DvoO2g7aDvoOug6aDpoOug56DloLDQW+o6+o+1oO7qOrqPpaDp6jp6j5Wg5Oo6Oo+FoOPqNfqPdaDe6jW6j2Wg2eo1eo9VoNTqNTqPRaDT6jD6jzWgzuowuo8loMnqMHqPFaDE6jA6jwWgw+ov+or1oL7qL7qK5aC56i96itWgtOovOorFoLPqKvqKtaCu6iq6iqWgqeoqeoqVoKTqKjqKhaCj6iX6inWgnuoluoploJnqJXqKVaCU6iU6ikWgk+og+on/0jzaijegiuogmoonoIXqI9tE+ukf3aCFaiA6ig2ggGoj+oX9oHs2jfWgfuofuoXloHnqH3qF1aB06h86hcWgc+oa+oW1oG7qGrqFpaBp6hp6hZWgZOoaOoWFoGPqFfqFdaBe6hW6h5aDloOOg46DhoOGg36DfoN2g3aDboNug2aDZoNeg16DVoNWg06DToNGg0aDPoM+gzaDNoMugy6DJoMmgx6DHoMWgxaDDoMOgwaDBoL+gv6C9oL2gu6C7oLmguaC3oLegtaC1oLOgs6CxoLGgr6CvoK2graCroKugqaCpoKegp6CloKWgo6CjoKGgoaCfoJ+gnaCdoJugm6CZoJmgl6CXoJWglaCToJOgkaCRoI+gj6CNoI2gi6CLoImgiaCHoIeghaCFoIOgg6CBoIGgf6B/oH2gfaB7oHugeaB5oHegd6B1oHWgc6BzoHGgcaBvoG+gbaBtoGuga6BpoGmgZ6BnoGWgZaBjoGOgYaBhoF+gX6BdoF2gW6BboFmgWaBXoFegVaBVoFOgU6BRoFGgT6BPoE2gTaBLoEugSaBJoEegR6BFoEWgQ6BDoEGgQaA/oD+gPaA9oDugO6A5oDmgN6A3oDWgNaAzoDOgMaAxoC+gL6AtoC2gK6AroCmgKaAnoCegJaAloCOgI6AhoCGgH6AfoB2gHaAboBugGaAZoBegF6AVoBWgE6AToBGgEaAPoA+gDaANoAugC6AJoAmgB6AHoAWgBaADoAOgAaABoK/QV+dW51ZnVmdW51XnVWdVZ1XnVOdUZ1RnVOdT51NnU2dT51LnUmdSZ1LnUedRZ1FnUedQ51BnUGdQ50/nT2dPZ0/nTudOZ05nTudN503nrHPWWdNZ0znTOdMZ0xnT+dL50tnS2dK50rnSmdKZ0nnSedJZ0lnSOdI50hnSGdL50fnR2dHZ0bnRudGZ0ZnRedF50VnRWdE50TnRGdEZ0fnQ+dDZ0NnQudC50JnQmdB50HnQWdBZ0DnQOdAZ0BnQ+c/5z9nP2c+5z7nPmc+Zz3nPec9Zz1nPOc85zxnPGc/5zvnO2c7ZzrnOuc6ZzpnOec55zhnrjHW+n+9n+9l+rp/rZ/qZfp6f52f5WX6On+Nn+Bl+fp/fZ/fZfW6f22f2mX1en9dn9Vl9Tp/TZ/QZfT6fz2fz2Xwun8tn8pl8Hp/HZ/FZfA6fw2fwGXz+nr9n79l77p67Z+6Ze96et2ftWXvOnrNn7Bl7vp6vZ+vZeq6eq2fqmXqenqdn6Vl6jp6jZ+gZen6en2fn2Xlunptn5pl5Xp6XZ+VZeU6ek2fkGXk+no/n//yfjWfjuXgunoln4nl4Hp79s3/uz/1ZeBaeg+fgGXgGnn/n35k/82ff2XfunXtn3pl33p13Z91Zd86dc2fcGXe+nW9n29l2rp1rZ9qZdp6dZ2fZWXaOnWNn2Bl2fp1fZ9fZdW6dW2c5ZznnOOc4ZzhnOOc35zdnN2c35zbnNmc2ZzbnNec1ZzVnNec05zRnNGc05zPnM2czZzPnMucyZzJnMucx5zFnMWcx5zDnMGcwZzDnL+cvZy9nL+cu5y5nLmcu5y3nLWctZy3nLOcsZyxnLOcr5ytnK2cr5yrnKmcqZyrnKecpZylnKeco5yhnKGco5yfnJ2cnZyfnJucmZyZnJucl5yVnJWcl5yTnJGckZyTnI+cjZyNnI+ci5yJnImci5yHnIWchZyHnIOcgZyBnIOcf5x9nH2cf5x7nHmceZx7nHecdZx1nHecc5xxnHGcc5xvnG2cbZxvnGucaZxpnGucZ5xlnGWcZ5xjnGGcYZxjnF+cXZxdnF+cW5xZnFmcW5xXnFWcVZxXnFOcUZxRnFOcT5xNnE2cT5xLnEmcSZxLnEecRZxFnEecQ5xBnEGcQ5w/nD2cPZw/nDucOZw5nDucN5w1nDWcN5wznDGcMZwznC+cLZwtnC+cK5wpnCmcK5wnnCWcJZwnnCOcIZwhnCOcH5wdnB2cH5wbnBmcGZwbnBecFZwVnBecE5wRnBGcE5wPnA2cDZwPnAucCZwJnAucB5wFnAWcB5wDnAGcAZwDnq/OVuZW5lZmVmZV5lXmVWZVZlTmVOZUZlRmV+ZT5lNmU2ZS5lLmUmZSZlHmUeZRZlFmUOZQ5lBmUGZT5k/mT2ZPZk7mTuZOZk5mTeZN5kznLnGXWZNZkzmTOZMZkxmS+ZL5ktmS2ZK5krmSmZKZknmSeZJZklmSOZI5khmSGZH5kfmR2ZHZkbmRuZGZkZmReZF5kVmRWZE5kTmRGZEZkPmQ+ZDZkNmQuZC5kJmQmZB5kHmQWZBZkDmQOZAZkBmT+Y/5j9mP2Y+5j7mPmY+Zj3mPeY9Zj1mPOY85jxmPGY75jvmO2Y7ZjrmOuY6ZjpmOeY55jxjJjme/mu9lutpvr5rqZbqab5+a5WW6Wm+PmuBluhpvf5rfZbXab2+a2mW1mm9fmtVltVpvT5rQZbUabz+az2Ww2m8vmsplsJpvH5rFZbBabw+awGWwGm7/mr9lr9pq75q6Za+aat+atWWvWmrPmrBlrxpqv5qvZaraaq+aqmWqmmqfmqVlqlpqj5qgZaoaan+an2Wl2mpvmpplpZpqX5qVZaVaak+akGWlGmo/mo/k3/2aj2WgumotmoploHpqHZt/sm3tzbxaaheagOWgGmoHmn/ln5s282Wf2mXvmnpln5pl35p1ZZ9aZc+acGWfGmW/mm9lmtplr5pqZZqaZZ+aZWWaWmWPmmBlmhplf5pfZZXaZW+aWWY5ZjjmOOY4ZjhmO+Y35jdmN2Y25jbmNmY2ZjXmNeY1ZjVmNOY05jRmNGY35jPmM2YzZjLmMuYyZjJmMeYx5jFmMWYw5jDmMGYwZjPmL+YvZi9mLuYu5i5mLmYt5i3mLWYtZizmLOYsZixmL+Yr5itmK2Yq5irmKmYqZinmKeYpZilmKOYo5ihmKGYr5ifmJ2YnZibmJuYmZiZmJeYl5iVmJWYk5iTmJGYkZifmI+YjZiNmIuYi5iJmImYh5iHmIWYhZiDmIOYgZiBmI+Yf5h9mH2Ye5h7mHmYeZh3mHeYdZh1mHOYc5hxmHGYf5hvmG2YbZhrmGuYaZhpmGeYZ5hlmGWYY5hjmGGYYZhvmF+YXZhdmFuYW5hZmFmYV5hXmFWYVZhTmFOYUZhRmF+YT5hNmE2YS5hLmEmYSZhHmEeYRZhFmEOYQ5hBmEGYT5g/mD2YPZg7mDuYOZg5mDeYN5g1mDWYM5gzmDGYMZg/mC+YLZgtmCuYK5gpmCmYJ5gnmCWYJZgjmCOYIZghmC+YH5gdmB2YG5gbmBmYGZgXmBeYFZgVmBOYE5gRmBGYH5gPmA2YDZgLmAuYCZgJmAeYB5gFmAWYA5gDmAGYAZgPnKfFVuVW5VZlVmVV5VXlVWVVZVTlVOVUZVRlU+VT5VNlU2VS5VLlUmVSZVHlUeVRZVFlUOVQ5VBlUGVf5U/lT2VPZU7lTuVOZU5lTeVN5UzipnlTWVNZUzlTOVMZUxlS+VL5UtlS2VK5UrlSmVKZUnlSeVJZUllSOVI5UhlSGVH5UflR2VHZUblRuVGZUZlReVF5UVlRWVE5UTlRGVEZUPlQ+VDZUNlQuVC5UJlQmVB5UHlQWVBZUDlQOVAZUBlf+U/5T9lP2U+5T7lPmU+ZT3lPeU9ZT1lPOU85TxlPGU75TvlO2U7ZTrlOuU6ZTplOeU55Sxyljle/letpft5Xq5XqaX6eV5eV6Wl+XleDlehpfh5Xf5XXaX3eV2uV1ml9nldXldVpfV5XQ5XUaX0eVz+Vw2l83lcrlcJpfJ5XF5XBaXxeVwOVwGl8Hlb/lb9pa95W65W+aWueVteVvWlrXlbDlbxpax5Wv5WraWreVquVqmlqnlaXlalpal5Wg5WoaWoeVn+Vl2lp3lZrlZZpaZ5WV5WVaWleVkOVlGlpHlY/lY/st/2Vg2lovlYplYJpaH5WHZL/vlvtyXhWVhOVgOloFlYPlX/pX5Ml/2lX3lXrlX5pV55V15V9aVdeVcOVfGlXHlW/lWtpVt5Vq5VqaVaeVZeVaWlWXlWDlWhpVh5Vf5VXaVvZS7XOmucle4q9vV7cp2ZbuqXdWuaFe0q9nV7Ep2JbuKXcWuYFewq9fV68p15bpqXbWu5FzJuYpzFecKzhWcqzdXb67cXLm5anPV5orNFZurNVdrrtRcqblKc5XmCs0VmqszV2euzFyVuSJzReZqzNWYKzFXYq7CXIW5AnMF5urL1ZcrL1derrpcdbnicsXlasvVlistV1quslxlucJyheXqytWVKytXVq6qXFW5onJF5WrK1ZQrKVdSrqJcRbmCcgXl6snVkysnV06umlwtuVJyleQKyRWSqyNXR66MXBm5KnJV5IrIFZGrIVdDroRcCbkKchXkCsgVkKsfVz+ufFz5uOpx1eOKxxWPqx1XO650XOm4ynGV4wrHFY6rG1c3rmxc2biqcVXjisYVjasZVzOuZFzJuIqRxc3yZnWzulnerG+WNwuc9c36ZoGzwlngLHFWOCucJc4aZ4mzyFnjrHEWOaucRc4yZ5WzylnmrHOWOQuddc46Z6Gz0lnoLHVWOiudpc5aZ6mz2FnrrHUWO6udxc5yZ7Wz2lnurHeWOwue9c56Z8Gz4lnwLHlWPCueJc+aZ8mz6FnzrHkWPaueRc+yZ9Wz6ln2rHuWPQsr6551z8LKmpOFlUUna07WnCw6WXWy6GTZyaqTVSfLTtadLDtZeLLuZN3JwpOVJwtPlp6sPFl5svRk7cnSk8Una0/Wniw+WX2y+GT5yeqT1SfLT9afLD9ZgLL+ZP3JApQVKAtQlqCsQFmBsgRlDcoSlEUoa1DWoCxCWYWyCGUZyiqUVSjLUNYhL9Gr9q69T6/ce/divVcvHS8fbyBvJa+pb4HvlZeTF5MXlbeT99P36gvlS+Xb41vja+Pr4Av8Or/J75hvm6+ar6XvJbCGLyJwA7CBL/fb6LvnK/1Ov3u+d7AAcIGv/Hvqa+p755sHbADcBv/AQDATvASrAdcA2wBPCH8JmwiXCAfDbMJqwK3AmMCbxF6xG3Eb8VEsRexEHCCsKuwpzCrcKpznm+Mb5UvD+/TevVAv1Hv30vHGvb937f29Re/au/YWvUTv09v0yr1N79Ir98q9S2/cu/QivXFv3Iv0/l6m1+1Vet3etFfpVXrT3qQ37VV7k96kV+09er9errePt4+X67XjhXupXruX6q167V67t+rF8la9WS+WF8ub9W69XK/Wa8er9WK9drx2vFgvHe/bu8g79869i7yRvHNvJC/dS/dG8s7xRvJa8s7xzvFa8ubxGvIC8ra9bS8gL9oryrvJC8kLybvJ28jLyAvK68jryAvKW8rb9ta9hrx1bx2vIa8hbx3vIW8dLx7vIe8hLx4vJS8eLx8vJS8lLx9vpW+Cr4EvhS+Fr4HvAW8j7yavIq8i7yZvJe+pL4KvgK+AL4KvAi8k7ySvKO8kryavKK8orybvKK8mb5Z3lHeUN8u7ypvl7eRd5V3l7fS98qLysvJy8rL6BvBy8nL6BvCe+gb4EvCe8p76Evgi+F75qvku+ar5evku+S75evka+Xr5Rvka+Rr5Rvnm+Db4Mvi2+Lb4Mviy+DL4Pviy+LL4PvjK+D74QvjK+Mr4Qvhe+Lb4uvg2+Lr41vg2+Db41vg6+Mr4XvjO+M74Xvhm+H75kvhy+XL5kviO+Hb5bvm++G75Nvm++L74NvmW+Db5JvmW+Jb4Jvl++Cb5Avl++H74Avly+AL56vhy+HL46vhm+Or44vhm+Gb44vjO+Eb4qvie+J74qvjC+HL5jvhO+U75jvg6+Y74dvg6+Tr5dvgS+Xb4bvgS+RL5bvj6+G74Yvj6+Pr4Yvju+GL4Tvju+O74Tvja+E74Svja+Nr4Svg6+AK/yS/vy/smv7rv7Nv62r62b+v7+ta+aL677+6L5uvmu/y6vsOv6wvnO/wOv3C+/BfON82X//LfNF/fN803zNf39X3DfGXfN18mXzZfJt8fXzZfNt8fXzLfH98bXzJfMt8b3y/fG98V3y/fL98VXxLfMF8wX9kXzLfKV/aVfat8Y98qXybf2Df2ZfJ9Az7w1QRWAFbw1fTlBKbwpQSu8KX0rQSuAK7wrQTO8K30tQTOAM7wtQTW8F0EpvBVBKYAbvBV9FUEbvBF9C0EjvA1BI4AtvA19DUEtvBNBLYAxvBN9E0ExvBl9PUEBvEtBQYBPvEt9S0FPgEGAD4BZgEGAAYAZgFe8P0D/vAlBP4ABvEl9CUEBvH19NV+i9/ut/stfv/vp2/0m+mb6Rv9Qr+27+sb/Aa/r6/x+/r2vsav8dv7Pr+9b/99fp/f/pv99t/jN/vNfo9f6xf3xX5/X+zX+/19f1/vl/j1ft9f4pf4fX+R3/fXzhf5RX7tfKFfO18+X+gX+uXzzfTNfq3f8rf8tX6v3/+r/Ha/yi/z2/12v8xv/cv8Sr/1b/0r/e753sEFvnO+c8AFwBC+8u/8e+o7/9b5nvqe+tYBD/jW+d4BDwAP+N4BG/jOAUP40vnSAUMARwDTAffAc8BzwD0w7jvqG/52+oa/4G+nb6cv+LvpC/5+v5u+m77fb9b3+x1/s75Z3/EX1Hf8JX9BfUF9yd/1F9R3/Q31DfVdf9lfTeADXz9fP+ADXzzgA+CrL54vHvDVlw6++qb60r/0b6ov+5vqi+rL/rK/qL6hvtyv+dvoa/6mv42+jb7pr6lv+qv+mvqa+qq/cvADcAowAnAKcAcwAjACcIevKHAHsIOvqK8osINvILCDb6tvoG+gb6uv/dvqe+hr/9q/h77X76HvoO/1e/0O+pa/6K+qb/ur6svq2/62v6y+8C8rMIEv/AsHE/higQmAGXyxvlhgBt8/YAZgCd8/3z9gCeAPYCnYBe6CXeAYuAvugmPgLzgGzoG/4C84Bz6Dc+Af+Aw+g3/gNtgHw8E9GA5ug3twD26DgWAiOAyugWvgMHgGDoOz4Bl4Bs6C5YCzYCpYDlgOmApeA54DxoHZYDYYB0aDceAXGA1Gg19gL/gFfgP2gr3gN2As+A2YDRgLxoLZgM+AqeApeA14CmaC14DXgJlgNWAs+Ay4Cq6Cz4DNgKtgM+An+Ak2A3aCzYDFgJ1gJ1gMOAkWAw4DToKT4DDgIzgMGAz4CD6CwYCNYDBgMmAj2AgmA16CyYDLgJfgJbgMWA1YCa4C/sE/uAp4CjgL2Ar4C/gL2Ar4ChgNmAdjAfNgGhgLGAuYBqYCpoHjgKmAqYDjgKOA44C5gKOAo4C5gI+AfYCZgHOAmYCHgHOAc4CHgGWAh4B5gGWAZYB5gFGAcYBjgHWAdYBjgGmAf/AU8A18A08By8BTwE3AMrAM3ATsBtwEjATsBuwGjATsBYwETATsBewFTATcA8wFvAV8BLwF7AR8BHwE7ARsBOwEzARsBGwEzATsA2wFnAW8BLwEnAVcBJwF/ARcBFwE/AT8A/wErAT8A/wDrARMA6wELARMA0wDLASsA+wF3AOsBawF3AO8A8wC7AK8AOwCXAO8ALwAXAM8AcwDfAOMAnwD3AKMAowC3AJMAtwCnAJMAkwCnAL8AKwFvAMsBSwFvAMMBbwDPAMMBQwFPAOcBDwDDAOcBJwEDAMcBAwDvAIcBBwEvAIMBLwCLAIMBAwELAJsAywCHAJsA2wDHAI8ARwDjANsAmwCjAM8AowD/AI8AjwC/AJ8AfwCrAJ8AXwBrAKcAKwCXAKcAJwAXAIcAFwC7AEcABwA7OHLCewBzOHL6csJzAGsIOwkLCMcJRwlLCNcI8wl7CLcJdwl7CL8Itwl/CIsJiwm/CJMJvwiDCNMJkwmDCNcJgwj3CJcJlwm3CIcJgwizCB8InwizCDcINwizCIcJswibCIcJhwmbCL8JcwNA8PasDYMDPPhM+EU4S3hFGER4S3hLWERYSthEeEMYSthK+EMYSbhDOEKYSZhJuEK4SPhCuEI4SPhI+EI4QXhA2EjYQlhI2ElYQlhCWEl4QthJWEo4QvhC2EoYQ5hKGEsYQ5hDmEs4RJhLOEs4RLhEuEs4S9gVWEIYRRhFGEIYSFhCOERYSFhIeER4SvhE+EG4R7hHuEGYSDhBmEMYSBhIGEM4SRhDGEN4SThJGEN4SZhDeEQ4SbhJuEQYSrhEGEVYSphKmEVYS5hFeEVYS5hLuEVYRdhbZgPQ8PQMB9+hvmwLfwMP8O2cDJsC8/CyXAyPAv74Vn4FfbDrzCbsB/2w2zCwbCWcCs8JdwKtwlPCU8JtwkXCbcJmwkXCRcJmwnXCJsJjwnXCNcIjwlHCccJSwnLCUsJpwnLCcsJpwnfwmnCb8K38C38JvwLvwnLwr/wLywLC8OyMC8sDAvDvLAyzAv3wsqwMtwLD8MjwjHCV8Ixwk/CV8JXwk/CYMJPwlLCYMJgwlLCccJuwrDwmjAs3AqvCa8Jt8Jawj7CcMJLwnDCrvCS8JKwK1wl7ArTwlXCVcK0sJcwLZwLewl7CefCasK5sC6sJqwmrAsHwWEwETwGj8FEMBKsBq/BPPAaHAfzwDxwHBwEx8FycBAcBMvBQrAcXAcLwUJwHTwE18F08BA8BNPBPpgOnoN9sA+eg+FgMfgOLoLv4DS4CC6C02AdOA22gnVgHdgKhgO2gn1gOGA4YB/4CtgHtoGvgK+AbeAv4EXgOmBF4DrgN1gRWBH4DR4EfoPN4EHgQWAzGBDYDN6CAYEBgbfgPeAtGAreA94DhoLpgKHgJpgOmA64Ce6BL4HtgCmB7YDrgCmBKYHrgBeB8YAFgd1gQeA/YDfYDf4DJoP/gPWAyWAyWA9YC9YDxgJrwVowFhgJxgLbwUgwEmwHj8GfwJnAocChwJnAWWEB4Enhq/AVeBI4UjhHOEFYRzhB2EFYR1hH2EE4SNhB+EE4SDhI+EF4SPhB2EJ4SHhI2EIYSdhCuEMYSRhJuEPYSbhD+EPYSdhJ+ENYRphGGEF4RhhBOEF4RnhGOEE4R/hIeEGYSJhIeEFYQfgKHAlcClwKHAlMChwJjAhMCkwKjAjsCYwITAjsCewJTAh8CUwIHAh8CXwJHAhsB+wHfAecCHwHzAecCJwIzAcsCcwHbAgsCSwJbAhsCWwI7AhsCWwJ7Aj8CewI/Aj8CfwJ/AicKUwkrCD8I/wjrCDMI6wgbCDMI8wjbCBsI2wgTCBsI2wjTCBMI0wgPCBMI0wjPCCMANwIXAhcCVwIfAhcCVwJfAjcCXwIDAncCdwJDAksCgwJjAksCiwKjAncSqwVt8RbcUssE2/FW7FMDBbLxDMxWAwWz8Rh8UxME4fFYTFNLBbTxDGxWCwWx8TfMIMwCPAq8KowCPCpMIjwBPAp8KnwBPCo8IRwAPAo8KhwAHBWOACYFTgLnAVmBQ4VRhH2AFYV9hAGAFYFVhUGAEYVBgBuBUYFRgVuBd4UvgFOFSYBTgU2FSYRJgE2Fd4ANgUGFd4Q3gAGFaYABgXmFKYQpgDmFBYA5gTWFBYQFgDWBJ4kXorliKFiOeKWGCqGiltirTgmhom/YpjYjfgr/ordiL1ir7iNOCvOituIr+I24jPiq/gqPiOWis+IwYilYqkYjDgp1omtiINiK2Iv4qA4KPYi/sVexGLEv/gXixEvxWLEaMRL8VKMRixHnEYcRaxGHEVsRaxGrEZsRawTgxF3ESfFXcRSxElxUixFfBTXEH8R8xB/EZMR8xDzEJMR/xCTEcMR/xD/EMMRExHDEefERMRExDmxE3FO7BM7ETsR+8RHcRRxGrEQsRBxGnEQcRoxFnEQcRAxFvEOMRYxEvEO8Q4xEvEMMRLxEPEM8QzxEDEM8RCxDjEMMQyxDvEJ8QaxCjEFsQrxBzEFMQXxBzED8QexBTEDMQOxhXApsQ4xDvEJMQ4xC/EJ8QkxC7EJMQuxCrEJsQmxCvEGcRLxCjEQ8QpxCjEQMRBxCnEPcQqxCHEPcQ+xCPENsQhxB/EN8Q1xB/ELcQcxB/EL8QsxB7EEsQXxhHAp8QRxgHCpcClxgLCnsDI8DC/Dy/Aw/IelYWy4GC6GsWFiGBtmholhYpgZ9oWZYWTYF/aFkeFaGBnuw7VwLdyHY+E+vAvHwrHwLuwmvAvjwm7CbsK4MCyMDUvD2XA2LA1bw8vwH76Gr+E/vA3/4WZ4G96Gm+F1uBmehtfhdXgaphOehqthOmE64WqYHAaHqeFF4UVhalhPmBqOhvWE9YSjYXs4GnaG7WF72BmGh53hYxgehoePYW74GDaGuWFu2BgGht/hTmF5uFOYVFgelodJheeESYVZheeE54RZhfOE6YTJYTxhPGFyGC0uEN4jJhDeE84jJiAmEM4TbhX2FFYVBhQGFFYVvhNWFbYUvhO+E7YUTocthfmE0+F0mE/YGuYTnoetYWt4Hs6GF4UdhcFhR+FNYXAYHN4UFoc3hTuFxWFxuFP4He4TPhWuEz4VBhWuE64TBhWuh0GFOYXr4XqYUzge5hSmFI6H42FKYXSYUvhRGB1Ghx+F8XiJ3qFX7R16jV61V+01eo9eptfpdXudXqnX7XV7pV64V+qdeuFeuHfqpXrD3j1er3eP947X6/V673i73jteLG/X2/Viebfeq9fqpeO1eqNeOl463qgX6n172d5FXra37F3kXeQtewt5y16yt5C3kJfs9eMle8deP14/3rG3j3fsBXv7ePt4wd6vN+wVe/d4xV6zd493j9fsBeQ1e89eQF5A3rMX7cXkveRF5b3kleRF5UXlleQt5ZXkfeQt5S3lfeR15A3kFeSt5BXkTeSt5K3kTeRV9K3wTfFd8F3wTfE98E3xRfE98D3wRfGl4GXkReQF5UXkJeQF5QXlJeT15CXkHeT15PXkHeTN5B3k/ePN5M3k/eO15P3j1eO15LXk1ePN8zXwTfAd8B3wTfAF4DXlTfUt4E3lVfUt8C3gVfVN4FXlbfVN8E3gbfUF4P3kDfW98obykvpefa+8pLymvjC+PL4nvjy+Qb4nvie+Qb49vkG+Q749vj2+Q75Hvke+SL49vki+T749vj2+T75Qvgq+Fr4Cvha+Hr4CvgK+Hr4Rvh6+IL4RvhG+IL4qvhW+Gr4pvhq+Ib4pvim+Ib5CviG+Ir5CvkK+Ir5RviK+Jr5RvlG+Jr40vq7v8nv73r7LL+67/Da/uC/u2/xiv26+cr67r5wv7Lv77r6wr/AL+9K+wq/wS/smv7Rv7pv8Jr+5r+774hvj2+Ub41vk2+Xb5Vvka+Zb5Kvka+Zr5qvku+ar5Jvlu+a75pvlG+eb5SvmG+cb5yvmO/uK+Z75zr6z75lv6zvmW+bb5lvmi+bb5tvmi+Zb+/b4UvlK+Ur5Uvla+V75Yvmq+WL5avmq+ar5avmO+V76YgJr+GL6TgJrAGv4TgJv+C76PgJT+D76QgJTAFP4QvpS+k76SgJv+Er6RgJvAG/4RgJj+Eb6OgJjAGP4Ovoy+hb6AgJH+AL69gFHAEf49vnS+QK//tf59b/Fr/Pr/Ba/2u/9GwcL+Ma/brAAsICv+7vq6/6Kv6u+q77i76ev+Lv9fvp++m6/0e/0S/3u+VK/1e+e755v9cv95vnqARv46vkKAhsAG/gK+iL6hr+jvufv+Tvqi/6O+pL6or/oL6mvKrALLAWnAacBS8FowFJwFIwGjAYcBfNgHngHVoN3YBhYDVaDYWAwGAZugcFgMLgF5oJb4DZgLpgLbgO+gtuAx4Cv4Ct4DFgJHgPuAlaCleAu4CrhFOEz4R3hHeEzYR/hM2E0YR9hH2E0YTjgQuBG4DzgPOBGYDzgRmBGYDxgPGBGYEHgO2A/4DK4DPYDFoP9gPuAxWAxuA/4Dk4VvhEuEC4QvhE+EL4RxhE+ED4QxhE2Il4hTiKmIaYhTiKuIU4iXiKuIa4hXiL+IgYQJiQ2ECYULiQ2IDYQLiRGEC4UNiRGIEYQNiROEDYUFiROIE4QFiQuEBYUDiQuIC4QDhTeEx4UHhXGCmOFR4Xv4VFhUeF7+B4WFc5E7slNyEvIQrISchLyGzIOcg7xInEhsaHxhzEI8acxlPGTMYfxdPyPg+PeuMyYzLg1ljNeI36Le/GvXKV8pTxETBQPxWPETjEX8RZymqwmD8l8yH3I5LCmcFbYPDY1djRONU41djSWRD4wLkQ2QDYwLjT2Q05BVkBGQUZBVkBGQEZBRkDuQO5ARkDmQEZAviJzIHMgX5ErkK/GqsgVyBXGqsgQxqrGp8gQyBDGp8gMxqfGlsgMyAzGlsgHxpbGlcgHyAfGlcaFxn3GyvGe8Z6xcrwcDxp/x4TGhMbf8XiMacwdUxpTGnPH2zF53GgcHjcaHxqHx+HxoXF2fGgMaJwdZ8eAxtQxoDGdMXVMHdMZI8d0xucxcowcn8fC8aJxdaxorGhcHTfHynGf8XP8HPcZS8d9xoLG0rF0LGhsHQsaIxpbx9YxovF2jGicaLwdb8eJxpTGe8bLcZ1xnfFybGe8HDPHdsZ2xszxnTFz7BzfGd8ZO8d6xs5xdKxnrGccHfMZR8fXMZ8xn/F1PGh8HWPHg8aDxtjxdxxqXB+LGosa18f0MXz8aNwePxo3GrfH7XGjMXn8HqPHc8Zzxujxmhwl78hSspS8IwPJD8gWyAHIAcgWyADIFsgJyADIAMgJxqPICcgExqPGo8gExpHIBMasxpHGkcasxobGrMaZxobGhsaZxutxpvGk8Xq8Hk8azyEbGPsZrxqvGvsZoxr7Gd/HqMaoxvcxqfF9rB6TGpMaq8eYxuqxeYxpjGlsHnPHosb0MagxqDF9/GlMH8fHn8afxvFxp3F8zB53Gncas8eaxuxxeqxprGmcHl8ap8fe8aXxpbF3vGjsHXfHi8aLxt1xdexobGr8Z/xnbGqMZ2xqvGmMZ4xnvGnsHm8aQxq7x+4xpPF4DGnMaDwej8eMxoTG9XGoMdYYaxxqbB+HGnsa28f2safxfOxpzGk8H8/HnMbwMadx1hg+ho+zxo/ITTIZspPsJJMhiyH3yFzIP5kL2Qv5J/9kL+Qj2QsZDPlIPpLBkJVkMOQyZCVZSS5DbpLLkM2Qm+Qm2QyZDNlJFkNmkplkMeQlWQz5C3lJXpK/kJHkL2QtZCQZSdZCLpK7kKeQx5DHkKeQs5BlZCbkGXlGZkKmQg6Sa2QwGUyuka/kGrlFvpKv5BaZSm6R0ZCpZCoZDflJRkPGQn6Sn2QsZJ+shXyFXCRfITchF8lFchNyT56RqZBz5ByZCpknUyFvIfNknryFbCRvIbMhG8lGMhtylMyGDIccJUfJcMg7MhayFbJPtkJWQvbJPlkJWUi2QWZB/kH+QWZBdkEWkpOQb+QbOQnZRk5CJkK2kW1kImQYmQgZCBlGhpGBkOWQn5BpZCRkGtlFRkJGQnaRhZBd5DNkIWQh5DPkGuQz5CrkGuQa5CpkF+QqZChkF2QXZCjkH2Qg5B5kOeQeZBxkOWQ5ZBzkN2QmZBnZCNkIWUYuQpaR45CLkIuQ45B9kOOQ3ZB9kH2Q3ZB5kN2Q15B5kHmQ15B1kNeQ1ZB1kHWQ1ZBzkNWQ05BzkHOQ05DfjFONJZEFkAWMJZELjCWNS5ELkAuMS5EXjEuNW5EXkBeMW5EjjFuRB5AjkCOQB5AxkAeQG5AxkDGQG5BDkC2QH5AvkC+QH5AlkHvyErKOrCMvIePIS8hDyDgyjjyE/CIPIe8gv8gv8g5yG/IOsgxyG3IbsgxyGLIM8gpyGHIY8gqyFHIQMgjyDTII8gbyDfIN8gYyDPIGMgUyDDIMMgVyCjIF8gRyCnIK8gSyAvILsgfyDLIH8gnyDPIM8gnyEfIJcgzyEfIRcgxyF3IMMg1yF3IXMg3yFPIFsgTyCPIIsgSyCbIEcgayCbIJcgZyC3IG8gdyC3IL8geyDfIHMgmyDbINMgkyC3IDsgNyCLIDsgZyCHIIsgayCLIGsgeyCLIIsgfyC/IKsgqyFLIKcgmyFLIUcgmyE3IJMgiyE7ITMghyELFVjBRjxVgxUvwUExKzxYPEg8RssVpMF/sRu8V+xHPEbrFbPEdcFs8Rw8VlcVkMFz/FcHFb/BQ/xW0xVjwXY4mn4qkYSzwWY4ntiMfisdiOWC22I+YjVovVYj7iQeK4+CyWi+Xis3gt3iP+I8Yj/iP2I8YjxiP2I6aLE4kBiemI6YgBietiQGI94rq4LtYjXov1iOuI1+K1uI5YPr4hRjW2MbYhRiUONR4yDjDuMe4xDjC+GhsYwxC3ErcawxCzGsMYpxCzErMapxCfGqcYmxCfEp8amxCXGiMQKxoXGBcQKxIjGsMYGxjHGMcYGxgnGBcQIxKLEosSIxJzEiMSBxJzEnMSBxJXEgcS9xFXElcS9xFDEvcR5xFDEkMS5xE3EucR38WNxI3EdzEh8V1sFxMSExLbxWwxHfEdcSLxHXEhcSJxInEh8SJxqjGAMYsxizGAsYwxgPGBsYyxjPGBcY7xgfGCcY5xjvGCMQWxpXEDMaVxA/EqMSUxJfEqsSPxKvEmsSOxI/Em8SHxJvEl8SHxIfElsSDxJfEjsSCxIPEj8R7xIzEj8R7xHjEj8R+xojECsSSxpDEC8aQxgjEG8STxpDEGsaYxhnEJsSaxpnEJcahxifEKcShxqPGKsY0xi3EIcapxiLEDcSpxqrEDMaixg3EDMSgxqHEDsaWxibEIcamxiPEHcSlxqfEH8SfxpzEIcSdxpzEIsacxiPEJsSexp/EJManxiTEKMSkxqTEKsakxirELsSmxqbELsaqxi/EMsSqxqvGM8dV4xrjG+Gp8Na4x7jEeM34x/jL+Mn4xVjGeMvYxtjK2MvYxBjIuMiYyhjAmMiYxhjCGMCYhHjUmMZ4gHiUeNZ4gzjSeMBYgziTONBYgjjQWIM4SRxJHEmeJDYmzxJjEhsSGxJjEi8YbxhXGTMZMxhXGSMYVxhLGSMZIxhLGRsYSxgzGRsZGxgzGQcYMxgTGQcZBxgTGN8YExgPGN8Y3xgPEqMY5xhTGO8Y7xhTGFsbiMW4MHoPHuLFt/GWsYnxlfGWsYlxlrGKcYVxlXGWcYdxknGH8YNxk3GT8YDxk/GCsYDxkPGSsYBxgzGTsZLxh7GQMZbxhvGEMZcxhzGH8ZOxh7GH8ZNxh/GS8ZNxh3GG8ZKxhvGScZKxhrGGcZGxhnGR8ZGxhbGF8ZLxjfB6Xx8JxeTwdC8fC8XQcHMcYJxjjGOMYJxjrGCcYXxjrGOsYXxgrGV8YjxgrGSsZjxhPGY8YtxhPGU8Ztxj7GCsaN8eBxoHGzXGecXNcHOcZ5xkXx/JxcQwcy8fyMXAsHgPHv7F4LB7/xrjxbRwb58a5cWxMG+fGtPFwPBzTxsYxbewbG8fGsW+sHfvGxLF2rB0Tx+8xcXwcv8fv8XGMHgfH/3g33o3/cW38j/txbVwb9+PXuB/zxq/xa8wbvxmDx7YxdAwd28bJsW0MGyfHyTFs7I9h4zhjf+yP44z5cZxxmzE/bjMuM+bH/LjMuDfmjXXjN2PduDV+M34zbo3XjHtjMuPZeDYmM5aNyYy3jGVj2XjLGM54yxjLGM4YzhjLmM0Yy1jKmM2YzVjK+MxYyljI+Mz4zFjIeMxYyJjHeMx4zJjH+MU4Nr6N1YzVjG/jNOPb2DVOM04zdo3FjF1jN2MxYzFjN+MsYzdjNOMs4yxjNGMqYzTjMGMqYyrjMGMg4zDjLmMgYyDjLmMr4qmYKZ6LmeJePBfPxb34XZ5RZlGmUaZRZlGGURZSflG2UX5RdlG2UbZRdlFOUaZSXlK2UrZSXlJWUsZRZlK+UWZSPlK+Ub5RPlKOUT5S/lGOUY5R/lGGUf5R3lGGUYZR3lGmUbZSVlLWUtZSVlLOUlZSTlLOUs5STlLGUk5SRlLGUsZSRlK+UkZSLlK+Ur5SLlIeIjYjfomb4qb4JeaKX+KbmCvmim9isvgm9sVkMVnsi9NiXxwVp8VpcVQcF0fFVHFcHBdTxefykjKVspGykTKVMpEylbKUMpEykbKUMpCylDKUMpAykDKUso8ylPKTso/yk3KTso+yj3KTMo9ykzKTMo8yjzKTMo5ylHKPspOyk3KPsg7xW/wTo8Vo8U9sFv/ELrFZbBa7xF2xS7xG3BV3xWvE1fKF8oQyhjKG8oQyBXFTrBSbESvFRLEZsRkxUTxGvEZcRlwVlxFzEVfFVTEXsbPMoZyhPKI8opyhrKGcoWyhrKGsoWyhXKFso5yivKK8opyifKKMoUyh7KHsoUyhHKJMobyhHKIcoryhXKK8odyhXKJcotyhrKLcoSyirKKsoiyi3KIsomyi3KLcomyiPKNsooyiPKM8o4yizEIMRVxFzBPzxFXEQHEVcRYxUAwUZxEPxVnEWsRD8VCsRTxGrERsEzMR28Q7MRMxE/FO/ES8E/PiJ+InYl48RcyLheIp4iliofiKWCguiq+Ir4iL4i3iotgo3iLeIjaKnWKeGCeGIsaJa2IoYijimriJuCa2iZuIm4htYiViG+IY4hziHOIYYhniHGIZYiNiI2IZ4iNiGWIf4iPiI2If4jBiH+Ii4jDiMOIi4jfiImIq4jfiN2Iq4p6YipiNuCfuidmIrWI24jhiq9gqjiNGil+IJYhdiF2IJYgfiC+IHYgziDOIHYgjiGOIbYhLiEuIbYhBiG2IW4hBiEGIW4g1iFuISYg1iDWISYgjiEmIQ4gjiCOIQ4gzkMeQs5B9ZB85C5lIzkKOkYlkIjlGrpJj5B+5Sq6Sf2Qv+UdOkr1kLzlJzpLB5DA5SA6T0+QgOUhOk4dkLzlLFpPF5Cx5SzaT12QtWUtek7HkNblMxpKx5DIZSi6Tv2QoGUr+koHkL5lLBpKBZC5ZSh6Tu2Q72U7ukuXkLtlKlpPlZCtZTbaSp2Q1WU2ekofkNdlMhpPhZDMZTbaTschjMhaZD3lMHpP5kMnhT2IMYVRiDGIPYVRhVGIP4gNiD+IR4gPiA+IR4gfiEWIU4gfiB2IUYhfhUeFB4gHhQeFE4gHiAeFEYgXhRGFMYgViBWFMYghhTGFTYghiCGFT4gthU+FV4gviC+FVYgfhSOIK4UniCmIM4UnhSWIM4U9kMrkPuU1uk/uQ3+Q+ZELkN/lNJkSukwmRF5Hr5Dp5EdkOeRH5EdkO2Q75ETkP+RE5EzkPOQ85ExkQ2Q9ZERkPGQ9ZEbkOWRH5D7kOuQ75D3lO/kPeQ56T5+Q9ZDZ5D5kOmU1mk+mQz2Q65Dj5TD6T4+QtOU52k7fkLdlNFpcRkCmVDZQNkCmRJ5FZkS+Vr8pX5EtkTOREZFVkRmRV5FZkRmRG5FbkSORWZQDkSORIZQDkSWUA5QDkSeRJ5QBlA2RFZD/kRuRGZD/kQeFuGFHYG0YUZhT2hr1hRuFvmFEYUvgb/oYhhcvhcfhQOBw+FEYUDofDYUThLjkTWRMZEFkT+RQZEBkQ+RQ5EPkUWRU5EDkQWRU5EfkSmRVZElkSmRXZEZkVuRTZEdkRuRQZEbkUOYuMiIyInEUeRM4iWyIPIg8iWyI3IhsifyIXIn8iQyIXIhciQyLrIUMiHyLrIeshHyLfyYfIgsh38p0siEwnCyLfIdPJdPIdMpp8hzyHjCajyXPIcDInsihyJbIo8idyJXIl8ieyoTCkcKVwOVwprClcDpfDmsLmMgSyqXKEcgSyKTKp8D2cKdwOZwpfCrfD7fClsDp8KSwprA6rw5LC57CkcKPwOXwONwqPw43CisLj8DisKHyILIrMqSygLIDMqXyAzIm8qnygfIC8qiyBvKpcoCyhLKFcoHyhXKCsoHyhfKGsoDyhHIFMqvyg/IBMquyATIocquyg7IAcqsyAHIrcqcygzIDcqYyA3Im8qYygjIC8iUxJXCEcSdxA3CAcSbwgHCn8R7xAvCD8Rywg/CdsRyxALCBsJ5wqbCdMD6cKpwrTw6HC9LA7HCocKuwOZ4XdYXY4K5wVZofNZFNlCORU5FRlCGRUZQjlBmRUZFTlBuRR5QblBeRR5FHlBWRQ5QXlBGRQZFDlBGRP5QRlAmRPZE9lAmRMZQLlAWRMZEzlAeUrMhdyjxyFHIXcIz8h98g88hPyEzKPTBtDGEcYFxlHGNMYFxkXGdMYaxnTGP8YaxlrGf8Ygxn/GEcZgxmDGUcZmxlHGXMZmxmbGXMZyxlzGXsZyxnLGXsZrynrKOcoOynnKNcoOyk7KdcoCynXKMsoCykLKcsovyj3KEcpBykHKUcpDylHKU8pDykPKU8pVymfKJMoryiTKIMoryivKIMojyiDKH8ojyiPKH8ocwifCvcRX4mvwn3EAMJ9wn7EAMQAwn7ChLAUsAOwBLAYsBuwB7BgsF6wV7BqsFuwVbBuLCdsFrYR1hCWjDVjKWE7ZQ9kA2BBZYlkxWTHZGVZXlaYhZAlkQ2RfZFVkl2SLZFFkTWhdZEFldWkVZG1pL3Kasoy0p7IdrOdspO0BrLpLDpLzUqzlbRx7VsbSnvXwrVfLVXb1pK3SrY8tgG2VrSltJC0CLQHtES0GrRStF+0VLQ2tDe0OrRAtFq0WLRptFq0N61Q+9TWtDbtUbtES0bbRdtEu0V7RttrY9qfFqmVaeNsk9sk2yZYJ9gdWBpYGzaGdWFr2DdYGvYT1g82VRZAlkOWQLZHFkV2iPaLFoy2x7bN1rVVgC2ANYCdgJ2ANYCtgPWARYAVgRWBRYBdgKWAtYAdgLWAxYAdgB2AxYA9gP2ATYDtgE2APYDtgO2APYDdgHWBdYBlgWWBdYBtgDWBrYG9gL2ArYGdgf2BjYENgo2BlYENgg2ClYE1gpWBBYI1gjWCBYJVgkWCpYElgqWBbYElgiWCbYEVgm2BDYEVghWCDYH1gT2DJYPVgiWDBYPVgtWCBYO9ghWDrYL9gv2CrYKFgv2ChYLtgu2ChYI9gh1ic1gf62NzWCDWhnVhd9gd1oWdYd9gedg4WB6Wx8bBxsHy2ByWx/6wOWwO+8MCsW4sHMsJC8fSsZywnLB0rChsFtYS1o21hH2EdWPd2EdYNPYRthEWjUVjG2HJ2EFYNRYQFhBWjX1jddggtsf22CBWi/WD7YNdY/tgz9g1do09Y4vYMxaMLWKLWDA2iAVjv9ggNoj9YrXYP1g+WCwWi+WDtWL5YO1grVgr1g4Wip1iBWGrWEFYRNgqtopFhN1iEWETYbfYLTYRlotNhHWE5WK5WEfYMNYRFhI2jA1jIWHHWEjYSdgxdoydhC1jJ2EpYcvYMpYS1oxNYrGwSqwSi4XFg6WDrWOZWCa2jl1i69g5doldYufYI3aOjWOP2CM2jjVi41g51og1YuXYHyvH2rE/9sfasUisEosH28Q2sXiwUiwerB6sFCvF6sFOsXqwe7BT7BS7Bysoe5WVgG2VlZBFgG2FbZVFgCWVRZA9gCWFJZU9gAWVNZBVgM2UVZBdgM2EzZRdgNWUXZBtgNWE1ZRtgPWUbZClgPWE9ZSlgC2VpZDdgC2FLZXdgF2V3ZDlgF2FXZXlkAWApWMJYUVhCWEPYUVhRWEPYUdhM2EvZQ1gL2EZZQ1kDWAZYVlhGWEDgy6oEgAQABAAEGAVCARoARAoAXCKMapdsAAyCGhgQCBHcjjvABIA8A+1uaEn7NiZIfvx7WDGNFPcQXc5FBLqPF67XA2CVLYjMeIG3oc/nn9rKFIv7rfya8p2pE1cl9wxwbVgIQY0JqRs6iK8Ex4I27t2vaPsZe/+umImO/qZQwrLZgcBQ/rQe6e+7rte4m0jGVS/buCliXQuOPkL341KnBw+8kSliq69S/SW+ldMzaMnrInyUVsxJvD9VMHvEd5NlgUuO03lbaHgJP9bD/ny9ldiiK8FulDQ/UBsXTQQ2WdcrI6seS9aGrSKNRSeRw6n1s2uRcy/vMPrJq6hhYkZ08plJRIBMy/oxzsqPiztZL7zTKq0dRJPcG3gEFcMlOmNZI/cQs/c7+IsX5p3de3q/a7C965weWvbKFN+mvQmoMrVO4y8pbJEPEjdD6TL4dPgXbhRZOVbvMW+w8+RxqhLfHyGXl9OD7vro4PFeW5sADz4odHKPDG6Lx9XlgWzqk3BoLQmNiXfUboRwXB6NTwZ2QuPRZbSmdBGeiDIJ2Edwks22yjsXLKRezbs8mku1bdGvfh2urRkN6yn6aapxtl4JSEIl4Ktv9jkQWzxFhhj82qp6gMo4+3tWM+XVqsvdp4cMksbXCXhH45nMdBKq6T3scoITVgNpoMpILX/1aO32KVh1yiqWu6K1E+U22akVnWyQq3NVUk9pARqkOtHdyi+1gIrRRloqmp0BxQUbaeevA1K2PNA9Z7Fo9asrovVZ+aTz9NbTh7yV1zqZiWfesnbb/psYpu5D2ZvEAdo1xF7nDEat9h/ol9Upl1eyXjqrSOvHN/3emnP8IZq1pfBm9SFyL1iK1rtfFx8cL84OzfM2HbK0Ytlob9WntrJuyDsXim7T3jXu5b9rO6w5CfeTxJ3SPv76NFh5+Y8sjmMwNmkrNnsbfDsoOlTxu0PPpgUqNtDFwnZIlkyNsysF2b1m/KgThurCw0a7D7W7+hvIP9SncstjNikVVuMZ7OzgJEdK1wWQEvkfjrIPMhzWRSvYeo86huyiTq+SNzq3jM5W6y6t0AurXwueQGoaOgWwKo2uw5jLct/docWYlG5X9FqltZ1stXzxfhG8tb82XA/kb+/81SJ188UI3NGsAtJGc25G2TxATPl203nu99UouSRRKvcpKPdkpc6XE5tI8JsSMn7wLJYl35WuTYZWf3Bv3g5Tu6iEefFwKaRvf20TUUJQbV/qfpF7rYtjCz93V+mRzJGnpnl/tXr/+bBYQA30F9GRhPh2KiblusgUzvZo10EUpOZFJ23eXdrxviXlg6MXsOVfzp3k/ju/GtbbLd1+IHjPWYfimD2UXi51gGGAKL4V0gDmz9IHbj4AD1BFonc/VbddMQ0rCYcNhWn1GoLLNgFY0v/1iwq7FVGPaV69+9QiRG2VFbthNYPk4FNDxtQJXuAp9FW19rOncbORqUojYqF7GnrsS7R1f/WzYWvHIa8VybHGKBcm6G73gl3p9zd5g+roSVZk+6c3HsHk8miAtrLC32Zlaubt+ZdH8i5Uqnr1o3xzLIXQV3JFCJ38Dq1LgZdWPC4+3MbcnpzhJXRaReDtpX/J79q6DofsTHPgLZdHGZhzuvEZ9hqDmFlwByWbSkdj638axw+dZAXJdveBUo0SW/fsOdFcqftd8MyWvJgjKXXJX5r9rpVFfnPhS5kLiPnUJDXfV5UZoDnAq6bfNjE16g33NmgJAJ3Xhn0b8C3267zCod5YfPBvR4F0i5kCy1JZf7KPZ3sW/3QWU+Cl7nOvrXcqSTZbZloiwO1MeVpCI9KffsbwP2pDHnJajifdYaMEag+v2yl8IGauwtvGYsQE9y7iLRX9bxND5tkjlf97+EiTV6qHCce9rFNqg54yUoJvHyll4Atr0vhU5kh3TY5WdYGpVBvlnVYUQ740BYb9dihrXoqMXTqGkIlsLCq2yqbwnAGpr3eEVN7adCNWrhPkT8Y13/hK/RDxVJ1ETHXb9Uqps4f5S9XXK9NYhN/w0n5Ng/4xV7CjTN4FkyBpSACGn6rPC7U+839sf6vas+EdyjPkVDdL9D8LqKveN9/8D9K8UoopvgGopRGKuslD3QtvhuRplrJeKzRmpurpsIl9drvWY0W4L8d1L5ukUXriT9fTBXQu7zszbv5/3e7du/xOngXqL5uF08yje0OtcEGWb9vv7/HMGddvJUkOuVep9fTi6JTPCdoDFzjsbBoDqmmAa6zfDUBOqWTQkqfcUZbZXs2gKNw1yuVu0F57Q/YJTds1r8F2wRubwqnJiEQ2NABDM67LMuyLMuyLO3W2qQ0SWlpSmuYmZmZmZkZtQW8JhYn+yVnlbPKSeWkck45p5xSTilnlDPKCeWEcj45n5xOTidnk7PJyeRkci45l5xKTiVnkjPJieREch45j5xGTiNnkbPISeQkcg45h5xCTiFnkDPICeQEcv44f5w+Th9nj7PHyePkce44d5w6Th1njjPHiePEcd44b5w2ThtnjbPGSeOkcc44Z5wyThlnjDPGCeOEcb44X5wuThdni7PFyeJkca44V5wqThVnijPFieJEcZ44T5wmThNnibPESeIkcY44R5wiThFniDPECeIEcX44P5weTg9nh7PDyeHkcG44N5waTg1nhjPDieHEcF44L5wWTgtnhbPCSeGkcE44J5wSTglnhDPCCeGEcD44H5wOTgdng7PByeBkcC44F5wKTgVngjPBieBEcB44D5wGTgNngbPASeAkcA44B5wCTgFngDPACeAEcNpOmznNnGZKM6WZ0cxoJjQTmvnMfGY6M52ZzcxmJjOTmbnMXGYqM5WZycxkJjITmXnMPGYaM42ZxcxiJjGTmDnMHGYKM4WZa+aa+TN/5m/+pm/6Zm/2Jm/y5m7upm7qZm7mJm7i5m3epm3aZm3WJm3S5mzOpmzKZmzGJmzC5mu+pmu6Zmu2Jmuy5mqups/0mT2zZ/JMnrkzd6ZqqmZqpiZqoqbO1JmneZqmaZqlWZqkSZo5M2eO5mjiTJwpmqIZmqF5M28maIKmmqlmBjODmcBMYOYv85fpy/Rl9jJ7mbxMXuYuc5epy9Rl5jJzmbhMXOYt85Zpy7Rl1jJrmbRMWuYsc5Ypy5RlxjJjmbBMWOYr85XpynRltjJbmaxMVuYqc5WpylRlpjJTmahMVOYp85RpyjRlljJLmaRMUuYoc5QpyhRlhjJDmaBMUOYn85PpyfRkdjI7mZxMTuYmc5OpydRkZjIzmZhMTOYl85JpybRkVjIrmZRMSuYkc5IpyZRkRjIjmZBMSOYj85HpyHRkNjIbmYxMRuYic5GpyFRkJjITmYhMROYh85BpyDRkFjILmYRMQuYgc5ApyBRkBjIDmYBMQOYf84/px/Rj9jH7mHxMPuYec4+px9Rj5jHzmHhMPOYd845px7Rj1jHrmHRMOuYcc44px5RjxjHjmHBMOOYb843pxnRjtjHbmGxMNuYac42pxlRjpjHTmGhMNOYZ84xpxjRjljHLmGRMMuYYc4wpxhRjhjHDmGBMMOYX84vpxfRidjG7mFxMLuYWc4upxdRiZjGzmFhMLOYV84ppxbRiVjGrmFRMKuYUc4opxZRiRjGjmFBMKOYT84npxHRiNjGbmExMJuYSc4mpxFRiJjGTmEhMJOYR84hpxDRiFjGLmERMIuYQc4gpxBRiBjGDmEBMIOYP84fpw/Rh9jB7mDxMHuYOc4epw9Rh5jBzmDhMHOYN84Zpw7Rh1jBrmDRMGuYMc4Ypw5RhxjBjmDBMGOYL84XpwnRhtjBbmCxMFuYKc4WpwlRhpjBTmChMFOYJ84RpwjRhljBLmCRMEuYIc4QpwhRhhjBDmCBMEOYH84PpwfRgdjA7mBxMDuYGc4OpwdRgZjAzmBhMDOYF84JpwbRgVjArmBRMCuYEc4IpwZRgRjAjmBBMCOYD84HpwHRgNjAbmAxMBuYCc4GpwFRgJjATmAhMBOYB84BpwDRgFjALmARMAuYAc4ApwBRgBjADmABMAKbNtJXTymmltFJaGa2MVkIroZXPymels9JZ2axsVjIrmZXLymWlslJZmaxMViIrkZXHymOlsdJYWawsVhIriZXDymGlsFJYuVaulb/yV/7lX/qlX/ZlX/IlX+7lXuqlXuZlXuIlXt7lXdqlXdZlXdIlXc7lXMqlXMZlXMIlXL7lW7qlW7ZlW7IlW67lWvpKX9kreyWv5JW7cleqpVqmZVqiJVrqSl15lmdplmZZlmVJlmSZK3PlWI4lrsSVYimWYRmWt/JWgiVYqpVqZbAyWAmsBFb+Kn+VvkpfZa+yV8mr5FXuKneVukpdZa4yV4mrxFXeKm+VtkpbZa2yVkmrpFXOKmeVskpZZawyVgmrhFW+Kl+VrkpXZauyVcmqZFWuKleVqkpVZaoyVYmqRFWeKk+VpkpTZamyVEmqJFWOKkeVokpRZagyVAmqBFV+Kj+VnkpPZaeyU8mp5FRuKjeVmkpNZaYyU4mpxFReKi+VlkpLZaWyUkmppFROKieVkkpJZaQyUgmphFQ+Kh+VjkpHZaOyUcmoZFQuKheVikpFZaIyUYmoRFQeKg+VhkpDZaGyUEmoJFQOKgeVgkpBZaAyUAmoBFT+Kf+Ufko/ZZ+yT8mn5FPuKfeUeko9ZZ4yT4mnxFPeKe+Udko7ZZ2yTkmnpFPOKeeUcko5ZZwyTgmnhFO+Kd+Ubko3ZZuyTcmmZFOuKdeUako1ZZoyTYmmRFOeKc+UZkozZZmyTEmmJFOOKceUYkoxZZgyTAmmBFN+Kb+UXkovZZeyS8ml5FJuKbeUWkotZZYyS4mlxFJeKa+UVkorZZWySkmlpFJOKaeUUkopZZQySgmlhFI+KZ+UTkonZZOyScmkVFImKZOUSEok5ZHySGmkNFIWKYuUREoi5ZBySCmkFFIGKYOUQEog5Y/yR+mj9FH2KHuUPEoe5Y5yR6mj1FHmKHOUOEoc5Y3yRmmjtFHWKGuUNEoa5YxyRimjlFHGKGOUMEoY5YvyRemidFG2KFuULEoW5YpyRamiVFGmKFOUKEoU5YnyRGmiNFGWKEuUJEoS5YhyRCmiFFGGKEOUIEoQ5YfyQ+mh9FB2KDuUHEoO5YZyQ6mh1FBmKDOUGEoM5YXyQmmhtFBWKCuUFEoK5YRyQimhlFBGKCOUEEoI5YPyQemgdFA2KBuUDEoG5YJyQamgVFAmKBOUCEoE5YHyQGmgNFAWKAuUBEoC5YByQCmgFFAGKAOUAEoApa20kdPIaaQ0UhoZjYxGQiOhkc/IZ6Qz0hnZjGxGMiOZkcvIZaQyUhmZjExGIiORkcfIY6Qx0hhZjCxGEiOJkcPIYaQwUhi5Rq6RP/JH/uRP+qRP9mRP8iRP7uRO6qRO5mRO4iRO3uRN2qRN1mRN0iRNzuRMyqRMxmRMwiRMvuRLuqRLtmRLsiRLruRK+kgf2SN7JI/kkTtyR6qkSqZkSqIkSupIHXmSJ2mSJlmSJUmSJJkjc+RIjiSOxJEiKZIhGZI38kaCJEiqkWpkMDIYCYwERv4if5G+SF9kL7IXyYvkRe4id5G6SF1kLjIXiYvERd4ib5G2SFtkLbIWSYukRc4iZ5GySFlkLDIWCYuERb4iX5GuSFdkK7IVyYpkRa4iV5GqSFVkKjIViYpERZ4iT5GmSFNkKbIUSYokRY4iR5GiSFFkKDIUCYoERX4iP5GeSE9kJ7ITyYnkRG4iN5GaSE1kJjITiYnERF4iL5GWSEtkJbISSYmkRE4iJ5GSSElkJDISCYmERD4iH5GOSEdkI7IRyYhkRC4iF5GKSEVkIjIRiYhERB4iD5GGSENkIbIQSYgkRA4iB5GCSEFkIDIQCYgERP4h/5B+SD9kH7IPyYfkQ+4h95B6SD1kHjIPiYfEQ94h75B2SDtkHbIOSYekQ84h55BySDlkHDIOCYeEQ74h35BuSDdkG7INyYZkQ64h15BqSDVkGjINiYZEQ54hz5BmSDNkGbIMSYYkQ44hx5BiSDFkGDIMCYYEQ34hv5BeSC9kF7ILyYXkQm4ht5BaSC1kFjILiYXEQl4hr5BWSCtkFbIKSYWkQk4hp5BSSClkFDIKCYWEQj4hn5BOSCdkE7IJyYRkQi4hl5BKSCVkEjIJiYREQh4hj5BGSCNkEbIISYQkQg4hh5BCSCFkEDIICYQEQv4gf5A+SB9kD7IHyYPkQe4gd5A6SB1kDjIHiYPEQd4gb5A2SBtkDbIGSYOkQc4gZ5AySBlkDDIGCYOEQb4gX5AuSBdkC7IFyYJkQa4gV5AqSBVkCjIFiYJEQZ4gT5AmSBNkCbIESYIkQY4gR5AiSBFkCDIECYIEQX4gP5AeSA9kB7IDyYHkQG4gN5AaSA1kBjIDiYHEQF4gL5AWSAtkBbICSYGkQE4gJ5ASSAlkBDICCYGEQD4gH5AOSAdkA7IByYBkQC4gF5AKSAVkAjIBiYBEQB4gD5AGSANkAbIASYAkQA4gB5ACSAFkADIACYAEQNpIW25ablpOWk5aLlouWg5aDlruWe5ZzlnOWa5ZrlmOWY5ZblluWU5ZTlkuWS5ZDlkOWe5Y7ljOWM5YrliuWI5YjlhuWG5YTlhOWG4tt5b75X65P/fn/Jyf63N9js/xuT235/ScnstzeQ7P4bk7d+fsnJ2rc3WOztG5OTfn5Jyci3NxDs7BuTf35tycm2tzbY7Nsbk1t+Z8OV+ul+vleDlebpfb5dScmktzaQ7NoTldTpc7c2fOzJm5MlfmyByZy+VyuTE35nA5XE7MibkwF+ZuuVsOzIE5tZxaLlguWA5YDljuV+5XzlfOV65XrleOV45XblduV05XTlcuVy5XDlcOV+5W7lbOVs5WrlauVo5WjlZuVm5WTlZOVi5WLlYOVg5W7lXuVc5VzlWuVa5VjlWOVW5VblVOVU5VLlUuVQ5VDlXuVO5UzlTOVK5UrlSOVI5UblRuVE5UTlQuVC5UDlQOVO5T7lPOU85TrlOuU45TjlNuU25TTlNOUy5TLlMOUw5T7lLuUs5SzlKuUq5SjlKOUm5SblJOUk5SLlIuUg5SDlLuUe5RzlHOUa5RrlGOUY5RblFuUU5RTlEuUS5RDlEOUe5Q7lDOUM5QrlCuUI5QjlBuUG5QTlAuUA5QDlDuT+5Pzk/OT65Prk+OT45Pbk9uT05PTk8uTy5PDk8OT+5O7k7OTo5Obk5uTk5OTk4uTi5ODk4OTu5N7k3OTc5Nrk2uTY5Njk1uTW5NTk1OTS5NLk0OTQ5N7kzuTM5MzkyuTK5MjkyOTG5MbkxOTE5MLkwuTA5MDkzuS+5LzkvOS65LrkuOS45LbktuS05LTksuSy5LDksOS+5K7krOSs5KrkquSo5KjkpuSm5KTkpOSi5KLkoOSg5K7knuSc5JzkmuSa5JjkmOSW5JbklOSU5JLkkuSQ5JDknuSO5IzkjOSK5IrkiOSI5IbkhuSE5ITkguSC5IDkgOSO5H7kfOR85HrkeuR45HjkduR25HTkdORy5HLkcORw5H7kbuRs5GzkauRq5GjkaORm5GbkZORk5GLkYuRg5GDkbuRe5FzkXORa5FrkWORY5FbkVuRU5FTkUuRS5FDkUORe5E7kTORM5ErkSuRI5EjkRuRG5ETkRORC5ELkQORA5E7kPuQ85DzkOuQ65DjkOOQ25DbkNOQ05DLkMuQw5DDkPuQu5CzkLOQq5CrkKOQo5CbkJuQk5CTkIuQi5CDkIOQu5B7kHOQc5BrkGuQY5BjkFuQW5BTkFOQS5BLkEOQQ5B7kDuQM5AzkCuQK5AjkCOQG5AbkBOQE5ALkAuQA5ADkDOlrON08Zpo7RR2hhtjDZCG6GNz8Zno7PR2dhsbDYyG5mNy8Zlo7JR2ZhsTDYiG5GNx8Zjo7HR2FhsLDYSG4mNw8Zho7BR2Lg2ro2/8Tf+4z/6oz/2Yz/yIz/u4z7qoz7mYz7iIz7e4z3aoz3WYz3SIz3O4zzKozzGYzzCIzy+4zu6ozu2YzuyIzuu4zr6Rt/YG3sjb+SNu3E3qqM6pmM6oiM66kbdeI7naI7mWI7lSI7kmBtz4ziOI27EjeIojuEYjrfxNoIjOKqNamOwMdgIbAQ2/hp/jb5GX2OvsdfIa+Q17hp3jbpGXWOuMdeIa8Q13hpvjbZGW2OtsdZIa6Q1zhpnjbJGWWOsMdYIa4Q1vhpfja5GV2OrsdXIamQ1rhpXjapGVWOqMdWIakQ1nhpPjaZGU2OpsdRIaiQ1jhpHjaJGUWOoMdQIagQ1fho/jZ5GT2OnsdPIaeQ0bho3jZpGTWOmMdOIacQ0XhovjZZGS2OlsdJIaaQ0ThonjZJGSWOkMdIIaYQ0PhofjY5GR2OjsdHIaGQ0LhoXjYpGRWOiMdGIaEQ0HhoPjYZGQ2OhsdBIaCQ0DhoHjYJGQWOgMdAIaAQ0/hn/jH5GP2Ofsc/IZ+Qz7hn3jHpGPWOeMc+IZ8Qz3hnvjHZGO2Odsc5IZ6QzzhnnjHJGOWOcMc4IZ4QzvhnfjG5GN2Obsc3IZmQzrhnXjGpGNWOaMc2IZkQznhnPjGZGM2OZscxIZiQzjhnHjGJGMWOYMcwIZgQzfhm/jF5GL2OXscvIZeQybhm3jFpGLWOWMcuIZcQyXhmvjFZGK2OVscpIZaQyThmnjFJGKWOUMcoIZYQyPhmfjE5GJ2OTscnIZGQyLhmXjEpGJWOSMcmIZEQyHhmPjEZGI2ORschIZCQyDhmHjEJGIWOQMcgIZAQy/hh/jD5GH2OPscfIY+Qx7hh3jDpGHWOOMceIY8Qx3hhvjDZGG2ONscZIY6QxzhhnjDJGGWOMMcYIY4QxvhhfjC5GF2OLscXIYmQxrhhXjCpGFWOKMcWIYkQxnhhPjCZGE2OJscRIYiQxjhhHjCJGEWOIMcQIYgQxfhg/jB5GD2OHscPIYeQwbhg3jBpGDWOGMcOIYcQwXhgvjBZGC2OFscJIYaQwThgnjBJGCWOEMcIIYYQwPhgfjA5GB2ODscHIYGQwLhgXjApGBWOCMcGIYEQwHhgPjAZGA2OBscBIYCQwDhgHjAJGAWOAMcAIYAQw2kYbbhpuGk4aThouGi4aDhoOGu4Z7hnOGc4ZrhmuGY4ZjhluGW4ZThlOGS4ZLhkOGQ4Z7hjuGM4YzhiuGK4YjhiOGG4YbhhOGE4Ybg23hvvhfrgf9+N8nI/rcT2Ox/G4HbfjdJyOy3E5DsfhuBt342ycjatxNY7G0bgZN+NknIyLcTEOxsG4F/fiXJyLa3EtjsWxuBW34nw4H66H6+F4OB5uh9vhVJyKS3EpDsWhOB1OhztxJ87EmbgSV+JIHInL4XK4ETficDgcTsSJuBAX4m64Gw7EgTg1nBouGC4YDhgOGO4X7hfOF84XrheuF44XThcuFy4XDhfOFq4WrhaOFo4WbhZuFk4WThYuFi4WDhYOFu4V7hXOFc4VrhWuFY4VjhVuFW4VThVOFS4VLhUOFQ4V7hTuFM4UzhSuFK4UjhSOFG4UbhROFE4ULhQuFA4UDhTuE+4TzhPOE64TrhOOE44TbhNuE04TThMuEy4TDhMOE+4S7hLOEs4SrhKuEo4SjhJuEm4SThJOEi4SLhIOEg4S7hHuEc4RzhGuEa4RjhGOEW4RbhFOEU4RLhEuEQ4RDhHuEO4QzhDOEK4QrhCOEI4QbhBuEE4QThAuEC4QDhAOEO4P7g/OD84Prg+uD44Pjg9uD24PTg9ODy4PLg8ODw4P7g7uDs4Ozg6uDq4Ojg6ODm4Obg5ODk4OLg4uDg4ODg7uDe4Nzg3ODa4Nrg2ODY4Nbg1uDU4NTg0uDS4NDg0ODe4M7gzODM4MrgyuDI4MjgxuDG4MTgxODC4MLgwODA4M7gvuC84LzguuC64LjguOC24LbgtOC04LLgsuCw4LDgvuCu4KzgrOCq4KrgqOCo4KbgpuCk4KTgouCi4KDgoOCu4J7gnOCc4JrgmuCY4JjgluCW4JTglOCS4JLgkOCQ4J7gjuCM4IzgiuCK4IjgiOCG4IbghOCE4ILgguCA4IDgjuB+4HzgfOB64HrgeOB44HbgduB04HTgcuBy4HDgcOB+4G7gbOBs4GrgauBo4GjgZuBm4GTgZOBi4GLgYOBg4G7gXuBc4FzgWuBa4FjgWOBW4FbgVOBU4FLgUuBQ4FDgXuBO4EzgTOBK4ErgSOBI4EbgRuBE4ETgQuBC4EDgQOBO4D7gPOA84DrgOuA44DjgNuA24DTgNOAy4DLgMOAw4D7gLuAs4CzgKuAq4CjgKOAm4CbgJOAk4CLgIuAg4CDgLuAe4BzgHOAa4BrgGOAY4BbgFuAU4BTgEuAS4BDgEOAe4A7gDOAM4ArgCuAI4AjgBuAG4ATgBOAC4ALgAOAA4AzoazidPEaaI0UZoYTYwmQhOhic/EZ6Iz0ZnYTGwmMhOZicvEZaIyUZmYTEwmIhORicfEY6Ix0ZhYTCwmEhOJicPEYaIwUZi4Jq6JP/En/uIv+qIv9mIv8iIv7uIu6qIu5mIu4iIu3uIt2qIt1mIt0iItzuIsyqIsxmIswiIsvuIruqIrtmIrsiIrruIq+kSf2BN7Ik/kiTtxJ6qiKqZiKqIiKupEnXiKp2iKpliKpUiKpJgTc+IojiJOxImiKIqhGIo38SaCIiiqiWpiMDGYCEwEJv4Sf4m+RF9iL7GXyEvkJe4Sd4m6RF1iLjGXiEvEJd4Sb4m2RFtiLbGWSEukJc4SZ4myRFliLDGWCEuEJb4SX4muRFdiK7GVyEpkJa4SV4mqRFViKjGViEpEJZ4ST4mmRFNiKbGUSEokJY4SR4miRFFiKDGUCEoEJX4SP4meRE9iJ7GTyEnkJG4SN4maRE1iJjGTiEnEJF4SL4mWREtiJbGSSEmkJE4SJ4mSREliJDGSCEmEJD4SH4mOREdiI7GRyEhkJC4SF4mKREViIjGRiEhEJB4SD4mGRENiIbGQSEgkJA4SB4mCREFiIDGQCEgEJP4R/4h+RD9iH7GPyEfkI+4R94h6RD1iHjGPiEfEI94R74h2RDtiHbGOSEekI84R54hyRDliHDGOCEeEI74R34huRDdiG7GNyEZkI64R14hqRDViGjGNiEZEI54Rz4hmRDNiGbGMSEYkI44Rx4hiRDFiGDGMCEYEI34Rv4heRC9iF7GLyEXkIm4Rt4haRC1iFjGLiEXEIl4Rr4hWRCtiFbGKSEWkIk4Rp4hSRCliFDGKCEWEIj4Rn4hORCdiE7GJyERkIi4Rl4hKRCViEjGJiEREIh4Rj4hGRCNiEbGISEQkIg4Rh4hCRCFiEDGICEQEIv4Qf4g+RB9iD7GHyEPkIe4Qd4g6RB1iDjGHiEPEId4Qb4g2RBtiDbGGSEOkIc4QZ4gyRBliDDGGCEOEIb4QX4guRBdiC7GFyEJkIa4QV4gqRBViCjGFiEJEIZ4QT4gmRBNiCbGESEIkIY4QR4giRBFiCDGECEIEIX4QP4geRA9iB7GDyEHkIG4QN4gaRA1iBjGDiEHEIF4QL4gWRAtiBbGCSEGkIE4QJ4gSRAliBDGCCEGEID4QH4gORAdiA7GByEBkIC4QF4gKRAViAjGBiEBEIB4QD4gGRANiAbGASEAkIA4QB4gCRAFiADGACEAEINpEWzgtlBZGC6OF0EJo4bPwWegsdBY2C5uFzEJm4bJwWagsVBYmC5OFyEJk4bGwWEgsJBYOC4eFwkJh4Vq4Fv7CX/iHf+iHftiHfciHfLiHe6iHepiHeYiHeHiHd2iHdliHdUiHdDiHcyiHchiHcQiHcPiGb+iGbtiGbciGbLiGa+gLfWEv7IW8kBfuwl2ohmqYhmmIhmioC3XhGZ6hGZphGZYhGZJhLsyFYziGuBAXiqEYhmEY3sJbCIZgqBaqhcHCYCGwEFj4K/wV+gp9hb3CXiGvkFe4K9wV6gp1hbnCXCGuEFd4K7wV2gpthbXCWiGtkFY4K5wVygplhbHCWCGsEFb4KnwVugpdha3CViGrkFW4KlwVqgpVhanCVCGqEFV4KjwVmgpNhaXCUiGpkFQ4KhwVigpFhaHCUCGoEFT4KfwUego9hZ3CTiGnkFO4KdwUago1hZnCTCGmEFN4KbwUWgothZXCSiGlkFI4KZwUSgolhZHCSCGkEFL4KHwUOgodhY3CRiGjkFG4KFwUKgoVhYnCRCGiEFF4KDwUGgoNhYXCQiGhkFA4KBwUCgoFhYHCQCGgEFD4J/wT+gn9hH3CPiGfkE+4J9wT6gn1hHnCPCGeEE94J7wT2gnthHXCOiGdkE44J5wTygnlhHHCOCGcEE74JnwTugndhG3CNiGbkE24JlwTqgnVhGnCNCGaEE14JjwTmgnNhGXCMiGZkEw4JhwTignFhGHCMCGYEEz4JfwSegm9hF3CLiGXkEu4JdwSagm1hFnCLCGWEEt4JbwSWgmthFXCKiGVkEo4JZwSSgmlhFHCKCGUEEr4JHwSOgmdhE3CJiGTkEm4JFwSKgmVhEnCJCGSEEl4JDwSGgmNhEXCIiGRkEg4JBwSCgmFhEHCICGQEEj4I/wR+gh9hD3CHiGPkEe4I9wR6gh1hDnCHCGOEEd4I7wR2ghthDXCGiGNkEY4I5wRyghlhDHCGCGMEEb4InwRughdhC3CFiGLkEW4IlwRqghVhCnCFCGKEEV4IjwRmghNhCXCEiGJkEQ4IhwRighFhCHCECGIEET4IfwQegg9hB3CDiGHkEO4IdwQagg1hBnCDCGGEEN4IbwQWggthBXCCiGFkEI4IZwQSgglhBHCCCGEEEL4IHwQOggdhA3CBiGDkEG4IFwQKggVhAnCBCGCEEF4IDwQGggNhAXCAiGBkEA4IBwQCggFhAHCACGAEEBoC223abdpN2k3abdot2g3aDdot2e3ZzdnN2e3ZrdmN2Y3Zrdlt2U3ZTdlt2S3ZDdkN2S3Y7djN2M3Y7dit2I3Yjdit2G3YTdhN2G3tdva7Xf73f7bf/Nv/q2/9Tf+xt/2237Tb/otv+U3/Ibf7tt9s2/2rb7VN/pG3+bbfJNv8i2+xTf4Bt/e23tzb+6tvbU39sbe1tt68918t96td+PdeLfdbXdTb+otvaU39IbedDfd7bydN/Nm3spbeSNv5C13y93G23jD3XA38Sbewlt4u91uN/AG3tRuardgt2A3YDdgt1+3XzdfN1+3XrdeN143Xrddt103XTddt1y3XDdcN1y3W7dbN1s3W7dat1o3Wjdat1m3WTdZN1m3WLdYN1g3WLdXt1c3VzdXt1a3VjdWN1a3VbdVN1U3VbdUt1Q3VDdUt1O3UzdTN1O3UrdSN1I3UrdRt1E3UTdRt1C3UDdQN1C3T7dPN083T7dOt043TjdOt023TTdNN023TLdMN0w3TLdLt0s3SzdLt0q3SjdKN0q3SbdJN0k3SbdIt0g3SDdIt0e3RzdHN0e3RrdGN0Y3RrdFt0U3RTdFt0S3RDdEN0S3Q7dDN0M3Q7dCt0I3QjdCt0G3QTdBN0G3QLdAN0A3QLc/tz83Pzc/tz63Pjc+Nz63Pbc9Nz03Pbc8tzw3PDc8tzu3Ozc7Nzu3Orc6Nzo3Orc5tzk3OTc5tzi3ODc4Nzi3N7c3Nzc3N7c2tzY3Njc2tzW3NTc1NzW3NLc0NzQ3NLcztzM3MzcztzK3MjcyNzK3MbcxNzE3MbcwtzA3MDcwty+3LzcvNy+3LrcuNy43Lrctty03LTcttyy3LDcsNyy3K7crNys3K7cqtyo3Kjcqtym3KTcpNym3KLcoNyg3KLcntyc3Jzcntya3JjcmNya3JbclNyU3JbcktyQ3JDcktyO3IzcjNyO3IrciNyI3IrchtyE3ITchtyC3IDcgNyC3H7cfNx83H7cetx43Hjcetx23HTcdNx23HLccNxw3HLcbtxs3Gzcbtxq3GjcaNxq3GbcZNxk3GbcYtxg3GDcYtxe3FzcXNxe3FrcWNxY3FrcVtxU3FTcVtxS3FDcUNxO3ErcSNxI3EbcQtxA3EDcPtw63DjcONw63DbcNNw03DbcMtww3DDcMtwu3CzcLNwu3CrcKNwo3CrcJtwk3CTcJtwi3CDcINwi3B7cHNwc3B7cGtwY3BjcGtwW3BTcFNwW3BLcENwQ3BLcDtwM3AzcDtwK3AjcCNwK3AbcBNwE3AbcAtwA3ADcAN9vNBk4Dp4HSQGlgNDAaCA2EBj4Dn4HOQGdgM7AZyAxkBi4Dl4HKQGVgMjAZiAxEBh4Dj4HGQGNgMbAYSAwkBg4Dh4HCQGHgGrgG/sAf+IM/6IM+2IM9yIM8uIM7qIM6mIM5iIM4eIM3aIM2WIM1SIM0OIMzKIMyGIMxCIMw+IIv6IIu2IItyIIsuIIr6AN9YA/sgTyQB+7AHaiCKpiCKYiCKKgDdeAJnqAJmmAJliAJkmAOzIEjOII4EAeKoAiGYAjewBsIgiCoBqqBwcBgIDAQGPgL/AX6An2BvcBeIC+QF7gL3AXqAnWBucBcIC4QF3gLvAXaAm2BtcBaIC2QFjgLnAXKAmWBscBYICwQFvgKfAW6Al2BrcBWICuQFbgKXAWqAlWBqcBUICoQFXgKPAWaAk2BpcBSICmQFDgKHAWKAkWBocBQICgQFPgJ/AR6Aj2BncBOICeQE7gJ3ARqAjWBmcBMICYQE3gJvARaAi2BlcBKICWQEjgJnARKAiWBkcBIICQQEvgIfAQ6Ah2BjcBGICOQEbgIXAQqAhWBicBEICIQEXgIPAQaAg2BhcBCICGQEDgIHAQKAgWBgcBAICAQEPgH/AP6Af2AfcA+IB+QD7gH3APqAfWAecA8IB4QD3gHvAPaAe2AdcA6IB2QDjgHnAPKAeWAccA4IBwQDvgGfAO6Ad2AbcA2IBuQDbgGXAOqAdWAacA0IBoQDXgGPAOaAc2AZcAyIBmQDDgGHAOKAcWAYcAwIBgQDPgF/AJ6Ab2AXcAuIBeQC7gF3AJqAbWAWcAsIBYQC3gFvAJaAa2AVcAqIBWQCjgFnAJKAaWAUcAoIBQQCvgEfAI6AZ2ATcAmIBOQCbgEXAIqAZWAScAkIBIQCXgEPAIaAY2ARcAiIBGQCDgEHAIKAYWAQcAgIBAQCPgD/AH6AH2APcAeIA+QB7gD3AHqAHWAOcAcIA4QB3gDvAHaAG2ANcAaIA2QBjgDnAHKAGWAMcAYIAwQBvgCfAG6AF2ALcAWIAuQBbgCXAGqAFWAKcAUIAoQBXgCPAGaAE2AJcASIAmQBDgCHAGKAEWAIcAQIAgQBPgB/AB6AD2AHcAOIAeQA7gB3ABqADWAGcAMIAYQA3gBvABaAC2AFcAKIAWQAjgBnABKACWAEcAIIAQQAvgAfAA6AB2ADcAGIAOQAbgAXAAqABWACcAEIAIQAXgAPAAaAA2ABcACIAGQADgAHAAKAAWAAcAAIAAQAGgDbWrT1KapSVOTphZNLZoaNDVoas/Unqk5U3Om1kytmRozNWZqy9SWqSlTU6aWTC2ZGjI1ZGrH1I6pGVMzplZMrZgaMTViasPUhqkJUxOmtqa2pvZT+6n9ar+ar+ar9Wq9Gq/Gq+1qu5qupqvlarkaroar3Wq3mq1mq9VqtRqtRqvNarOarCarxWqxGqwGq71qr5qr5qq1aq0aq8aqrWqrmk/Np9YL7DRWGiuNjcZGY6Gx0Nhn7DPWGeuMbcY2Y5mxzNhl7DJWGauMTcYmY5GxyNhj7DHWGGuMLcYWY4mxxNhh7DBWGCuMXWPX2B/7Y3/2Z33WZ3u2Z3mWZ3d2Z3VWZ3M2Z3EWZ2/2Zm3WZmu2ZmmWZmd2ZmVWZmM2ZmEWZl/2ZV3WZVu2ZVmWZVd2ZX2sj+2xPZbH8tgdu2NVVmVTNmVRFmV1rI492ZM1WZMt2ZIlWZLNsTl2ZEcWx+JYkRXZkA3ZG3tjQRZk1Vg1NhgbjAXGAmN/sb9YX6wvthfbi+XF8mJ3sbtYXawuNhebi8XF4mJvsbdYW6wtthZbi6XF0mJnsbNYWawsNhYbi4XFwmJfsa9YV6wrthXbimXFsmJXsatYVawqNhWbikXFomJPsadYU6wpthRbiiXFkmJHsaNYUawoNhQbigXFgmI/sZ9YT6wnthPbieXEcmI3sZtYTawmNhObicXEYmIvsZdYS6wlthJbiaXEUmInsZNYSawkNhIbiYXEQmIfsY9YR6wjthHbiGXEMmIXsYtYRawiNhGbiEXEImIPsYdYQ6whthBbiCXEEmIHsYFYQCwg9g/rh+3D9mH5sHzYPeweVg+rh83D3mHtsHbYOmwdlg5Lh53DzmHlsHLYOGwcFg4Lh33DvmHdsG7YNmwblg3Lhl3DrmHVsGrYNGwaFg2Lhj3DnmHNsGbYMmwZlgxLhh3DjmHFsGLYMGwYFgwLhv3CfmG9sF7YLmwXlgvLhd3CbmG1sFrYLGwWFguLhb3CXmGtsFbYKmwVlgpLhZ3CTmGlsFLYKGwUFgoLhX3CPmGdsE7YJmwTlgnLhF3CLmGVsErYJGwSFgmLhD3CHmGNsEbYImwRlghLhB3CDmGFsELYIGwQFggLhP3B/mB9sD7YHmwPlgfLg93B7mB1sDrYHGwOFgeLg73B3mBtsDbYGmwNlgZLg53BzmBlsDLYGGwMFgYLg33BvmBdsC7YFmwLlgXLgl3BrmBVsCrYFGwKFgWLgj3BnmBNsCbYEmwJlgRLgh3BjmBFsCLYEGwIFgQLgv3AfmA9sB7YDmwHlgPLgd3AbmA1sBrYDGwGFgOLgb3AXmAtsBbYCmwFlgJLgZ3ATmAlsBLYCGwEFgILgX3APmAdsA7YBmwDlgHLgF3ALmAVsArYBGwCFgGLgD3AHmANsAbYAmwBlgBLgB3ADmAFsALYAGwAFgALgLWxtnXaOm2Vtkpbo63RVmgrtPXZ+mx1tjpbm63NVmYrs3XZumxVtipbk63JVmQrsvXYemw1thpbi63FVmIrsXXYOmwVtgpb19a19bf+1n/9V3/1137tV37l133dV33V13zNV3zF13u9V3u113qtV3ql13mdV3mV13iNV3iF13d9V3d113ZtV3Zl13VdV9/qW3trb+WtvHW37lZ1Vdd0TVd0RVfdqlvP9VzN1VzLtVzJlVxza24d13HFrbhVXMU1XMP1tt5WcAVXtVVtDbYGW4GtwNZf66/V1+pr7bX2WnmtvNZd665V16przbXmWnGtuNZb663V1mprrbXWWmmttNZZa6wV1gprfbW+Wl2trtZWa6uV1cpqXbWuWlWtqtZUa6oV1YpqPbWeWk2tptZSa6mV1EpqHbWOWkWtotZQa6gV1Apq/bR+Wj2tntZOa6eV08pp3bRuWjWtmtZMa6YV04ppvbReWi2tltZKa6WV0kppnbROWiWtktZIa6QV0gppfbQ+Wh2tjtZGa6OV0cpoXbQuWhWtitZEa6IV0YpoPbQeWg2thtZCa6GV0EpoHbQOWgWtgtZAa6AV0Apo/bP+Wf2sftY+a5+Vz8pn3bPuWfWsetY8a54Vz4pnvbPeWe2sdtY6a52VzkpnnbPOWeWsctY4a5wVzgpnfbO+Wd2sbtY2a5uVzcpmXbOuWdWsatY0a5oVzYpmPbOeWc2sZtYya5mVzEpmHbOOWcWsYtYwa5gVzApm/bJ+Wb2sXtYua5eVy8pl3bJuWbWsWtYsa5YVy4plvbJeWa2sVtYqa5WVykplnbJOWaWsUtYoa5QVygplfbI+WZ2sTtYma5OVycpkXbIuWZWsStYka5IVyYpkPbIeWY2sRtYia5GVyEpkHbIOWYWsQtYga5AVyApk/bH+WH2sPtYea4+Vx8pj3bHuWHWsOtYca44Vx4pjvbHeWG2sNtYaa42VxkpjnbHOWGWsMtYYa4wVxgpjfbG+WF2sLtYWa4uVxcpiXbGuWFWsKtYUa4oVxYpiPbGeWE2sJtYSa4mVxEpiHbGOWEWsItYQa4gVxApi/bB+WD2sHtYOa4eVw8ph3bBuWDWsGtYMa4YVw4phvbBeWC2sFtYKa4WVwkphnbBOWCWsEtYIa4QVwgphfbA+WB2sDtYGa4OVwcpgXbAuWBWsCtYEa4IVwYpgPbAeWA2sBtYCa4GVwEpgHbAOWAWsAtYAa4AVwApgta023zTfNJ80nzRfNF80HzQfNN8z3zOfM58zXzNfMx8zHzPfMt8ynzKfMl8yXzIfMh8y3zHfMZ8xnzFfMV8xHzEfMd8w3zCfMJ8w35pvzffz/Xy/7/f5Pt/X+3of7+N9u2/36T7dl/tyH+6zfbWv9tE+2Rf7Yh/sg32v7/W5PtfX+lof62N9q2/1+Xw+X8/X8/F8PN/Ot/OpPtWX+lIf6kN9Op/Od/pOn+kzfaWv9JE+0pfz5Xyjb/ThfDif6BN9oS/03Xw3H+gDfWo+NV8wXzAfMB8w3y/fL58vny9fL18vHy8fL98u3y6fLp8uXy5fLh8uHy7fLd8tny2fLV8tXy0fLR8t3yzfLJ8snyxfLF8sHywfLN8r3yufK58rXytfKx8rHyvfKt8qnyqfKl8qXyofKh8q3ynfKZ8pnylfKV8pHykfKd8o3yifKJ8oXyhfKB8oHyjfJ98nnyefJ18nXycfJx8n3ybfJp8mnyZfJl8mHyYfJt8l3yWfJZ8lXyVfJR8lHyXfJN8knySfJF8kXyQfJB8k3yPfI58jnyNfI18jHyMfI98i3yKfIp8iXyJfIh8iHyLfId8hnyGfIV8hXyEfIR8h3yDfIJ8gnyBfIF8gHyAfIN8f3x+fH58fXx9fHx8fHx/fHt8enx6fHl8eXx4fHh8e3x3fHZ8dnx1fHV8dHx0fHd8c3xyfHJ8cXxxfHB8cHxzfG98bnxufG18bXxsfGx8b3xrfGp8anxpfGl8aHxofGt8Z3xmfGZ8ZXxlfGR8ZHxnfGN8YnxifGF8YXxgfGB8Y3xffF58XnxdfF18XHxcfF98W3xafFp8WXxZfFh8WHxbfFd8VnxWfFV8VXxUfFR8V3xTfFJ8UnxRfFF8UHxQfFN8T3xOfE58TXxNfEx8THxPfEt8SnxKfEl8SXxIfEh8S3xHfEZ8RnxFfEV8RHxEfEd8Q3xCfEJ8QXxBfEB8QHxDfD98Pnw+fD18PXw8fDx8P3w7fDp8Onw5fDl8OHw4fDt8N3w2fDZ8NXw1fDR8NHw3fDN8MnwyfDF8MXwwfDB8M3wvfC58LnwtfC18LHwsfC98K3wqfCp8KXwpfCh8KHwrfCd8JnwmfCV8JXwkfCR8J3wjfCJ8InwhfCF8IHwgfCN8H3wefB58HXwdfBx8HHwffBt8GnwafBl8GXwYfBh8G3wXfBZ8FnwVfBV8FHwUfBd8E3wSfBJ8EXwRfBB8EHwTfA98DnwOfA18DXwMfAx8D3wLfAp8CnwJfAl8CHwIfAt8B3wGfAZ8BXwFfAR8BHwHfAN8AnwCfAF8AXwAfgN60nrSetF603rOes56zXrNesx6zHrPest6ynrKesl6yXrIesh6y3rHesZ6xnrFesV6xHrEesd6w3rCesJ6w3lpvrffr/Xp/7+/5Pb/X9/oe3+N7e2/v6T29l/fyHt7De3fv7tk9u1f36h7do3tzb+7JPbkX9+Ie3IN7b+/tuT231/baHttje2tv7fl6vl6v1+vxerzerrfrqT21l/bSHtpDe7qernf2zp7ZM3tlr+yRPbKX6+V6Y2/s4Xq4ntgTe2Ev7N16tx7YA3tqPbVesF6wHrAesN6v3q+er56vXq9erx6vHq/ert6unq6erl6uXq4erh6u3q3erZ6tnq1erV6tHq0erd6s3qyerJ6sXqxerB6sHqzeq16rHqseq96q3qqeqp6qXqpeqh6qHqreqd6pnqmeqV6pXqkeqR6p3qjeqJ6onqheqF6oHqgeqN6n3qeep56nXqdepx6nHqfept6mnqaepl6mXqYeph6m3qXepZ6lnqVepV6lHqUepd6k3qSepJ6kXqRepB6kHqTeo96jnqOeo16jXqMeox6j3qLeop6inqJeol6iHqIeot6h3qGeoZ6hXqFeoR6hHqHeoN6gnqCeoF6gXqAeoB6g3p/en56fnp9en16fHp8en96e3p6enp6eXp5enh6eHp7end6dnp2enV6dXp0enR6d3pzenJ6cnpxenF6cHpwenN6b3puem56bXptemx6bHpvemt6anpqeml6aXpoemh6a3pnemZ6ZnplemV6ZHpkemd6Y3piemJ6YXphemB6YHpjel96Xnpeel16XXpcelx6X3pbelp6WnpZell6WHpYelt6V3pWelZ6VXpVelR6VHpXelN6UnpSelF6UXpQelB6U3pPek56TnpNek16THpMek96S3pKekp6SXpJekh6SHpLekd6RnpGekV6RXpEekR6R3pDekJ6QnpBekF6QHpAekN6P3o+ej56PXo9ejx6PHo/ejt6Ono6ejl6OXo4ejh6O3o3ejZ6Nno1ejV6NHo0ejd6M3oyejJ6MXoxejB6MHozei96Lnouei16LXoseix6L3oreip6Knopeit6JnomeiV6JXokeiR6J3ojeiJ6InoheiF6IHogeiN6H3oeeh56HXodehx6HHofeht6Gnoaehl6GXoYehh6G3oXehZ6FnoVehV6FHoUehd6E3oSehJ6EXoRehB6EHoTeg96DnoOeg16DXoMegx6D3oLegp6CnoJegl6CHoIegt6B3oGegZ6BXoFegR6BHoHegN6AnoCegF6AXoAegB6Anq1n403jTeNJ40njReNF40HjQeM94z3jOeM54zXjNeMx4zHjLeMt4ynjKeMl4yXjIeMh4x3jHeMZ4xnjFeMV4xHjEeMN4w3jCeMJ463x1ng/3o/3836ez/N5Pa/n8Tyet/N2ns7TeTkv5+E8nHfzbp7Ns3k1r+bRPJo382aezJN5MS/mwTyY9/JenstzeS2v5bE8lrfyVp6P5+P1eD0ej8fj7Xg7nspTeSkv5aE8lKfj6Xgn7+SZPJNX8koeySN5OV6ON/JGHo6H44k8kRfyQt6Nd+OBPJCnxlPjBeMF4wHjAeP94v3i+eL54vXi9eLx4vHi7eLt4uni6eLl4uXi4eLh4t3i3eLZ4tni1eLV4tHi0eLN4s3iyeLJ4sXixeLB4sHiveK94rniueK14rXiseKx4q3ireKp4qnipeKl4qHioeKd4p3imeKZ4pXileKR4pHijeKN4oniieKF4oXigeKB4n3ifeJ54nnideJ14nHiceJt4m3iaeJp4mXiZeJh4mHiXeJd4lniWeJV4lXiUeJR4k3iTeJJ4kniReJF4kHiQeI94j3iOeI54jXiNeIx4jHiLeIt4iniKeIl4iXiIeIh4h3iHeIZ4hniFeIV4hHiEeIN4g3iCeIJ4gXiBeIB4gHi/eH94fnh+eH14fXh8eHx4e3h7eHp4enh5eHl4eHh4eHd4d3h2eHZ4dXh1eHR4dHhzeHN4cnhyeHF4cXhweHB4b3hveG54bnhteG14bHhseGt4a3hqeGp4aXhpeGh4aHhneGd4ZnhmeGV4ZXhkeGR4Y3hieGF4YXhgeGB4X3hfeF54XnhdeFt4WnhaeFl4WXhYeFh4V3hXeFZ4VnhVeFV4VHhUeFN4U3hSeFJ4UXhReFB4UHhPeE94TnhOeE14TXhMeEx4S3hLeEp4SnhJeEl4SHhIeEd4R3hGeEZ4RXhFeER4RHhDeEN4QnhCeEF4QXhAeEB4f3g/eD54Png9eD14PHg8eDt4O3g6eDp4OXg5eDh4OHg3eDd4Nng2eDV4NXg0eDR4M3gzeDJ4MngxeDF4MHgweC94L3gueC54LXgteCx4LHgreCt4KngqeCl4KXgoeCh4J3gneCZ4JngleCV4JHgkeCN4I3gieCJ4IXgheCB4IHgfeB94HngeeB14HXgceBx4G3gbeBp4GngZeBl4GHgYeBd4F3gWeBZ4FXgVeBR4FHgTeBN4EngSeBF4EXgQeBB4D3gPeA54DngNeA14DHgMeAt4C3gKeAp4CXgJeAh4CHgHeAd4BngGeAV4BXgEeAR4A3gDeAJ4AngBeAF4AHgAeDZeLbdtN20nbSdtF20XbQdtB203bPds52znbNds12zHbMds92y3bKdsp2yXbJdsh2yHbLdsd2xnbGdsV2xXbEdsR2x3bDdsJ2wnbDd2m5t99v9dv/u3/k7f9fv+h2/43f7bt/pO32X7/IdvsN39+7e2Tt7V+/qHb2jd/Nu3sk7eRfv4h28g3fv7t25O3fX7todu2N3627d+Xa+XW/X2/F2vN1ut9upO3WX7tIdukN3up1ud+7Onbkzd+Wu3JE7cpfb5XbjbtzhdriduBN34S7c3Xa3HbgDd2o7tV2wXbAdsB2w3a/dr52vna9dr12vHa8dr92u3a6drp2uXa5drh2uHa7drd2tna2drV2tXa0drR2t3azdrJ2snaxdrF2sHawdrN2r3audq52rXatdqx2rHavdqt2qnaqdql2qXaodqh2q3andqZ2pnaldqV2pHakdqd2o3aidqJ2oXahdqB2oHajdp92nnaedp12nXacdpx2n3abdpp2mnaZdpl2mHaYdpt2l3aWdpZ2lXaVdpR2lHaXdpN2knaSdpF2kXaQdpB2k3aPdo52jnaNdo12jHaMdo92i3aKdop2iXaJdoh2iHaLdod2hnaGdoV2hXaEdoR2h3aDdoJ2gnaBdoF2gHaAdoN2f3Z+dn12fHZ8dn92e3Z6dnp2eXZ5dnh2eHZ7dnd2dnZ2dnV2d3ZydnJ2cXZwdnN2b3Zudm52bXZtdmx2bHZvdmt2anZqdml2aXZodmh2a3ZldmR2ZHZndmN2YnZidmF2YXZgdmB2Y3Zfdl52XnZddl12XHZcdl92WXZYdlp2VXZVdlR2VnZRdlN2TnZNdkx2THZPdkt2SnZKdkl2SXZIdkh2S3ZHdkZ2RnZFdkV2RHZGdkF2QXZAdkB2Q3Y/dj52PnY9dj12PHY8dj92OXY4djp2NXY1djR2N3YydjJ2MXYxdjB2MHYzdi92LnYudi12LXYsdix2L3Ypdih2K3YmdiZ2JXYldiR2JHYndiN2InYidiF2IXYgdiB2I3Yddhx2HHYfdhl2GHYYdht2F3YWdhZ2FXYVdhR2FHYXdhN2EnYSdhF2EXYQdhB2E3YPdg52DnYNdg12DHYMdg92C3YKdgp2CXYJdgh2CHYLdgd2BnYGdgV2BXYEdgR2B3YDdgJ2AnYBdgF2AHYAdgJ1tZ1OnqdNUaao0NZoaTYWmQlOfqc9UZ6oztZnaTGWmMlOXqctUZaoyNZmaTEWmIlOPqcdUY6oxtZhaTCWmElOHqcNUYaowdU1dU3/qT/3VX/VVX+3VXuVVXt3VXdVVXc3VXMVVXL3VW7VVW63VWqVVWp3VWZVVWY3VWIVVWH3VV3VVV23VVmVVVl3VVfWpPrWn9lSeylN36k5VVVVN1VRFVVTVqTr1VE/VVE21VEuVVEk1p+bUUR1VnIpTRVVUQzVUb+pNBVVQVVPV1GBqMBWYCkz9pf5Sfam+1F5qL5WXykvdpe5Sdam61FxqLhWXiku9pd5Sbam21FpqLZWWSkudpc5SZamy1FhqLBWWCkt9pb5SXamu1FZqK5WVykpdpa5SVamq1FRqKhWViko9pZ5STamm1FJqKZWUSkodpY5SRami1FBqKBWUCkr9pH5SPame1E5qJ5WTykndpG5SNama1ExqJhWTikm9pF5SLamW1EpqJZWSSkmdpE5SJamS1EhqJBWSCkl9pD5SHamO1EZqI5WRykhdpC5SFamK1ERqIhWRikg9pB5SDamG1EJqIZWQSkgdpA5SBamC1EBqIBWQCkj9o/5R/ah+1D5qH5WPykfdo+5R9ah61DxqHhWPike9o95R7ah21DpqHZWOSkedo85R5ahy1DhqHBWOCkd9o75R3ahu1DZqG5WNykZdo65R1ahq1DRqGhWNikY9o55Rzahm1DJqGZWMSkYdo45Rxahi1DBqGBWMCkb9on5Rvahe1C5qF5WLykXdom5Rtaha1CxqFhWLikW9ol5RrahW1CpqFZWKSkWdok5RpahS1ChqFBWKCkV9oj5RnahO1CZqE5WJykRdoi5RlahK1CRqEhWJikQ9oh5RjahG1CJqEZWISkQdog5RhahC1CBqEBWICkT9of5Qfag+1B5qD5WHykPdoe5Qdag61BxqDhWHikO9od5Qbag21BpqDZWGSkOdoc5QZagy1BhqDBWGCkN9ob5QXagu1BZqC5WFykJdoa5QVagq1BRqChWFikI9oZ5QTagm1BJqCZWESkIdoY5QRagi1BBqCBWECkL9oH5QPage1A5qB5WDykHdoG5QNaga1AxqBhWDikG9oF5QLagW1ApqBZWCSkGdoE5QJagS1AhqBBWCCkF9oD5QHagO1AZqA5WBykBdoC5QFagK1ARqAhWBikA9oB5QDagG1AJqAZWASkAdoA5QBagC1ABqABWACkC1qbZ0WjotlZZKS6Ol0VJoKbT0WfosdZY6S5ulzVJmKbN0WbosVZYqS5OlyVJkKbL0WHosNZYaS4ulxVJiKbF0WDosFZYKS9fStfSX/tI//VM/9dM+7VM+5dM93VM91dM8zVM8xdM7vVM7tdM6rVM6pdM5nVM5ldM4jVM4hdM3fVM3ddM2bVM2ZdM1XVNf6kt7aS/lpbx0l+5SNVXTNE1TNEVTXapLz/RMzdRMy7RMyZRMc2kuHdMxxaW4VEzFNEzD9JbeUjAFU7VULQ2WBkuBpcDSX+mv1FfqK+2V9kp5pbzSXemuVFeqK82V5kpxpbjSW+mt1FZqK62V1kpppbTSWemsVFYqK42VxkphpbDSV+mr1FXqKm2VtkpZpazSVemqVFWqKk2VpkpRpajSU+mp1FRqKi2VlkpJpaTSUemoVFQqKg2VhkpBpaDST+mn1FPqKe2Udko5pZzSTemmVFOqKc2UZkoxpZjSS+ml1FJqKa2UVkoppZTSSemkVFIqKY2URkohpZDSR+mj1FHqKG2UNkoZpYzSRemiVFGqKE2UJkoRpYjSQ+mh1FBqKC2UFkoJpYTSQemgVFAqKA2UBkoBpYDSP+mf1E/qJ+2T9kn5pHzSPemeVE+qJ82T5knxpHjSO+md1E5qJ62T1knppHTSOemcVE4qJ42TxknhpHDSN+mb1E3qJm2TtknZpGzSNemaVE2qJk2TpknRpGjSM+mZ1ExqJi2TlknJpGTSMemYVEwqJg2ThknBpGDSL+mX1EvqJe2Sdkm5pFzSLemWVEuqJc2SZkmxpFjSK+mV1EpqJa2SVkmppFTSKemUVEoqJY2SRkmhpFDSJ+mT1EnqJG2SNkmZpEzSJemSVEmqJE2SJkmRpEjSI+mR1EhqJC2SFkmJpETSIemQVEgqJA2SBkmBpEDSH+mP1EfqI+2R9kh5pDzSHemOVEeqI82R5khxpDjSG+mN1EZqI62R1khppDTSGemMVEYqI42RxkhhpDDSF+mL1EXqIm2RtkhZpCzSFemKVEWqIk2RpkhRpCjSE+mJ1ERqIi2RlkhJpCTSEemIVEQqIg2RhkhBpCDSD+mH1EPqIe2Qdkg5pBzSDemGVEOqIc2QZkgxpBjSC+mF1EJqIa2QVkgppBTSCemEVEIqIY2QRkghpBDSB+mD1EHqIG2QNkgZpAzSBemCVEGqIE2QJkgRpAjSA+mB1EBqIC2QFkgJpATSAemAVEAqIA2QBkgBpABSW2pDp6HTUGmoNDQaGg2FhkJDn6HPUGeoM7QZ2gxlhjJDl6HLUGWoMjQZmgxFhiJDj6HHUGOoMbQYWgwlhhJDh6HDUGGoMHQNXUN/6A/90R/1UR/t0R7lUR7d0R3VUR3N0RzFURy90Ru1URut0RqlURqd0RmVURmN0RiFURh90Rd1URdt0RZlURZd0RX1oT60h/ZQHspDd+gOVVEVTdEURVEU1aE69ERP1ERNtERLlERJNIfm0BEdURyKQ0VUREM0RG/oDQVREFVD1dBgaDAUGAoM/YX+Qn2hvtBeaC+UF8oL3YXuQnWhutBcaC4UF4oLvYXeQm2httBaaC2UFkoLnYXOQmWhstBYaCwUFgoLfYW+Ql2hrtBWaCuUFcoKXYWuQlWhqtBUaCoUFYoKPYWeQk2hptBSaCmUFEoKHYWOQkWhotBQaCgUFAoK/YR+Qj2hntBOaCeUE8oJ3YRuQjWhmtBMaCYUE4oJvYReQi2hltBKaCWUEkoJnYROQiWhktBIaCQUEgoJfYQ+Qh2hjtBGaCOUEcoIXYQuQhWhitBEaCIUEYoIPYQeQg2hhtBCaCGUEEoIHYQOQgWhgtBAaCAUEAoI/YP+Qf2gftA+aB+UD8oH3YPuQfWgetA8aB4UD4oHvYPeQe2gdtA6aB2UDkoHnYPOQeWgctA4aBwUDgoHfYO+Qd2gbtA2aBuUDcoGXYOuQdWgatA0aBoUDYoGPYOeQc2gZtAyaBmUDEoGHYOOQcWgYtAwaBgUDAoG/YJ+Qb2gXtAuaBeUC8oF3YJuQbWgWtAsaBYUC4oFvYJeQa2gVtAqaBWUCkoFnYJOQaWgUtAoaBQUCgoFfYI+QZ2gTtAmaBOUCcoEXYIuQZWgStAkaBIUCYoEPYIeQY2gRtAiaBGUCEoEHYIOQYWgQtAgaBAUCAoE/YH+QH2gPtAeaA+UB8oD3YHuQHWgOtAcaA4UB4oDvYHeQG2gNtAaaA2UBkoDnYHOQGWgMtAYaAwUBgoDfYG+QF2gLtAWaAuUBcoCXYGuQFWgKtAUaAoUBYoCPYGeQE2gJtASaAmUBEoCHYGOQEWgItAQaAgUBAoC/YB+QD2gHtAOaAeUA8oB3YBuQDWgGtAMaAYUA4oBvYBeQC2gFtAKaAWUAkoBnYBOQCWgEtAIaAQUAgoBfYA+QB2gDtAGaAOUAcoAXYAuQBWgCtAEaAIUAYoAPYAeQA2gBtACaAGUAEoAHYAOQAWgAtAAaAAUAAoAtaE23TTdNJ00nTRdNF00HTQdNN0z3TOdM50zXTNdMx0zHTPdMt0ynTKdMl0yXTIdMh0y3THdMZ0xnTFdMV0xHTEdMd0w3TCdMJ0w3ZpuTffT/XS/7tf5Ol/X63odr+N1u27X6Tpdl+tyHa7Ddbfu1tk6W1frah2to3WzbtbJOlkX62IdrIN1r+7VuTpX1+paHatjdatu1fl0Pl1P19PxdDzdTrfTqTpVl+pSHapDdTqdTnfqTp2pM3WlrtSROlKX0+V0o27U4XQ4nagTdaEu1N10Nx2oA3VqOjVdMF0wHTAdMN0v3S+dL50vXS9dLx0vHS/dLl0uHS4dLt0tXS0dLR0t3SzdLJ0snSxdLF0sHSwdLN0r3SudK50rXStdKx0rHSvdKt0qnSqdKl0qXSodKh0q3SndKZ0pnSldKV0pHSkdKd0o3SidKJ0oXShdKB0oHSjdJ90nnSedJ10nXScdJx0n3SbdJp0mnSZdJl0mHSYdJt0l3SWdJZ0lXSVdJR0lHSXdJN0knSSdJF0kXSQdJB0k3SPdI50jnSNdI10jHSMdI90i3SKdIp0iXSJdIh0iHSLdId0hnSGdIV0hXSEdIR0h3SDdIJ0gnSBdIF0gHSAdIN0f3R+dH50fXR9dHx0fHR/dHt0enR6dHl0eXR4dHh0e3R3dHZ0dnR1dHV0dHR0dHd0c3RydHJ0cXRxdHB0cHRzdG90bnRudG10bXRsdGx0b3RrdGp0anRpdGl0aHRodGt0Z3RmdGZ0ZXRldGR0ZHRndGN0YnRidGF0YXRgdGB0Y3RfdF50XnRddF10XHRcdF90W3RadFp0WXRZdFh0WHRbdFd0VnRWdFV0VXRUdFR0V3RTdFJ0UnRRdFF0UHRQdFN0T3ROdE50TXRNdEx0THRPdEt0SnRKdEl0SXRIdEh0S3RHdEZ0RnRFdEV0RHREdEd0Q3RCdEJ0QXRBdEB0QHRDdD90PnQ+dD10PXQ8dDx0P3Q7dDp0OnQ5dDl0OHQ4dDt0N3Q2dDZ0NXQ1dDR0NHQ3dDN0MnQydDF0MXQwdDB0M3QvdC50LnQtdC10LHQsdC90K3QqdCp0KXQpdCh0KHQrdCd0JnQmdCV0JXQkdCR0J3QjdCJ0InQhdCF0IHQidB10HXQcdBx0H3QbdBp0GnQZdBl0GHQYdBt0F3QWdBZ0FXQVdBR0FHQXdBN0EnQSdBF0EXQQdBB0E3QPdA50DnQNdA10DHQMdA90C3QKdAp0CXQJdAh0CHQLdAd0BnQGdAV0BXQEdAR0B3QDdAJ0AnQBdAF0AHQAdAJ1NZzunndNOaae0M9oZ7YR2Qjufnc9OZ6ezs9nZ7GR2MjuXnctOZaeyM9mZ7ER2IjuPncdOY6exs9hZ7CR2EjuHncNOYaewc+1cO3/n7/zP//RP/+zP/uRP/tzP/dRP/czP/MRP/LzP+7RP+6zP+qRP+pzP+ZRP+YzP+IRP+HzP93RP92zP9mRP9lzP9fSdvrN39k7eyTt35+5UT/VMz/RET/TUnbrzPM/TPM2zPMuTPMkzd+bO8RxP3Ik7xVM8wzM8b+ftBE/wVDvVzmBnsBPYCez8df46fZ2+zl5nr5PXyevcde46dZ26zlxnrhPXieu8dd46bZ22zlpnrZPWSeucdc46ZZ2yzlhnrBPWCet8db46XZ2uzlZnq5PVyepcda46VZ2qzlRnqhPVieo8dZ46TZ2mzlJnqZPUSeocdY46RZ2izlBnqBPUCer8dH46PZ2ezk5np5PTyencdG46NZ2azkxnphPTiem8dF46LZ2WzkpnpZPSSemcdE46JZ2SzkhnpBPSCel8dD46HZ2OzkZno5PRyehcdC46FZ2KzkRnohPRieg8dB46DZ2GzkJnoZPQSegcdA46BZ2CzkBnoBPQCej8c/45/Zx+zj5nn5PPyefcc+459Zx6zjxnnhPPiee8c9457Zx2zjpnnZPOSeecc8455ZxyzjhnnBPOCed8c7453ZxuzjZnm5PNyeZcc6451ZxqzjRnmhPNieY8c545zZxmzjJnmZPMSeYcc445xZxizjBnmBPMCeb8cn45vZxezi5nl5PLyeXccm45tZxazixnlhPLieW8cl45rZxWAnedu85N56Zzz7nn3HJuOXecO84N54Zzv7nf3G5uN3ebu83N5mZzr7nX3GpuNXeaO82N5kZzn7nP3GZuM3eZu8xN5iZzj7nH3GJuMXeYO8wN5gZzf7m/3F5uL3eXu8vN5eZyb7m33FpuLXeWO8uN5cZyX7mv3FZuK3eVu8pN5aZyT7mn3FJuKXeUO8oN5YZyP7mf3E5uJ3eTu8nN5GZyL7mX3EpuJXeSO8mN5EZyH7mP3EZuI3eRu8hN5CZyD7mH3EJuIXeQO8gN5AZy/7h/3D5uH3ePu8fN4+Zx77h33DpuHXeOO8eN48Zx37hv3DZuG3eNu8ZN46Zxz7hn3DJuGXeMO8YN44Zxv7hf3C5uF3eLu8XN4mZxr7hX3CpuFXeKO8WN4kZxn7hP3CZuE3eJu8RN4iZxj7hH3CJuEXeIO8QN4gZxf7g/3B5uD3eHu8PN4eZwb7g33BpuDXeGO8ON4cZwX7gv3BZuC3eFu8JN4aZwT7gn3BJuCXeEO8IN4YZwP7gf3A5uB3eDu8HN4GZwL7gX3ApuBXeCO8GN4EZwH7gP3AZuA3eBu8BN4CZwD7gH3AJuAXeAO8AN4AZw226bPc2eZkuzpdnR7Gg2NBua/cx+ZjuzndnN7GY2M5uZvcxeZiuzldnJ7GQ2MhuZfcw+ZhuzjdnF7GI2MZuYPcweZguzhdlr9pr9s3/2b/+2b/t2b/c2b/P2bu+2but2buc2buP2bd+2bdt2bdc2bdP2bM+2bMt2bMc2bMP2a7+2a7t2a7c2a7P2aq+2z/bZPbtn82yevbN3tmqrdmqnNmqjts7W2ad92qZt2qVd2qRN2jk7Z4/2aONsnC3aoh3aoX2zbzZog7aarWYHs4PZwGxg9i/7l+3L9mX3snvZvGxe9i57l63L1mXnsnPZuGxc9i37lm3LtmXXsmvZtGxa9ix7li3LlmXHsmPZsGxY9iv7le3KdmW3slvZrGxW9ip7la3KVmWnslPZqGxU9in7lG3KNmWXskvZpGxS9ih7lC3KFmWHskPZoGxQ9if7k+3J9mR3sjvZnGxO9iZ7k63J1mRnsjPZmGxM9iX7km3JtmRXsivZlGxK9iR7ki3JlmRHsiPZkGxI9iP7ke3IdmQ3shvZjGxG9iJ7ka3IVmQnshPZiGxE9iH7kG3INmQXsgvZhGxC9iB7kC3IFmQHsgPZgGxA9h/7j+3H9mP3sfvYfGw+9h57j63H1mPnsfPYeGw89h37jm3HtmPXsevYdGw69hx7ji3HlmPHsePYcGw49hv7je3GdmO3sdvYbGw29hp7ja3GVmOnsdPYaGw09hn7jG3GNmOXscvYZGwy9hh7jC3GFmOHscPYYGww9hf7i+3F9mJ3sbvYXGwu9hZ7i63F1mJnsbPYWGws9hX7im3FtmJXsavYVGwq9hR7ii3FlmJHsaPYUGwo9hP7ie3EdmI3sZvYTGwm9hJ7ia3ERmIfsY/YRmwjdhG7iE3EJmIPsYfYQmwhdhA7iA3EBmL/sH/YPmwfdg+7h83D5mHvsHfYOmwddg47h43DxmHfsG/YNmwbdg27hk3DpmHPsGfYMmwZdgw7hg3DhmG/sF/YLmwXdgu7hc3CZmGvsFfYKmwVdgo7hY3CRmGfsE/YJmwTdgm7hE3CJmGPsEfYImwRdgg7hA3CBmF/sD/YHmwPdge7g83B5mBvsDfYGmwNdgY7g43BxmBfsC/YFmwLdgW7gk3BpmBPsCfYEmwJdgQ7gg3BhmA/sB/YDmwHdgO7gc3AZmAvsBfYCmwFdgI7gY3ARmAfsA/YBmwDdgG7gE3AJmAPsAfYAmwBdgA7gA3ABmDbbFs9rZ5WS6uh1c/qZ7Wz2lndrG5WM6uZ1cvqZbWyWlmdrE5WI6uR1cfqY7Wx2lhdrC5WE6uJ1cPqYbWwWli9Vq/Vv/pX//Vf+7Vf93Vf8zVf7/Ve67Ve53Ve4zVe3/Vd27Vd13Vd0zVdz/Vcy7Vcx3VcwzVcv/Vbu7Vbt3VbszVbr/Va+2pf3at7Na/m1bt6V6u1Wqd1WqM1WutqXX3WZ23WZl3WZU3WZJ2rc/VYjzWuxtViLdZhHda3+laDNVir1Wp1sDpYDawGVv+qf9W+al91r7pXzavmVe+qd9W6al11rjpXjavGVd+qb9W2alt1rbpWTaumVc+qZ9Wyall1rDpWDauGVb+qX9Wuald1q7pVzapmVa+qV9WqalV1qjpVjapGVZ+qT9WmalN1qbpUTaomVY+qR9WialF1qDpUDaoGVX+qP9Weak91p7pTzanmVG+qN9Waak11pjpTjanGVF+qL9WWakt1pbpSTammVE+qJ9WSakl1pDpSDamGVD+qH9WOakd1o7pRzahmVC+qF9WKakV1ojpRjahGVB+qD9WGakN1obpQTagmVA+qB9WCakF1oDpQDagGVP+p/9R+aj91n7pPzafmU++p99R6aj11njpPjafGU9+p79R2ajt1nbpOTaemU8+p59Ryajl1nDpODaeGU7+p39Ruajd1m7pNzaZmU6+p19RqajV1mjpNjaZGU5+pz9RmajN1mbpMTaYmU4+px9RiajF1mDpMDaYGU3+pv9Reai91l7pLzaXmUm+pt9Raai11ljpLjaXGUl+pr9RWait1lbpKTaWmUk+pp9RSail1lDpKDaWGUj+pn9ROaid1k7pJzaRmUi+pl9RKaiV1kjpJjaRGUh+pj9RGaiN1kbpITaQmUg+ph9RCaiF1kDpIDaQGUv+of9Q+ah91j7pHzaPmUe+od9Q6ah11jjpHjaPGUd+ob9Q2aht1jbpGTaOmUc+oZ9Qyahl1jDpGDaOGUb+oX9Quahd1i7pFzaJmUa+oV9QqahV1ijpFjaJGUZ+oT9QmahN1ibpETaImUY+oR9QiahF1iDpEDaIGUX+oP9Qeag91h7pDzaHmUG+oN9Qaag11hjpDjaHGUF+oL9QWagt1hbpCTaGmUE+oJ9QSagl1hDpCDaGGUD+oH9QOagd1g7pBzaBmUC+oF9QKagV1gjpBjaBGUB+oD9QGagN1gbpATaAmUA+oB9QCagF1gDpADaAGUNtqGz2NnkZLo6XR0ehoNDQaGv2MfkY7o53RzehmNDOaGb2MXkYro5XRyehkNDIaGX2MPkYbo43RxehiNDGaGD2MHkYLo4XRa/Qa/aN/9E//tE/7dE/3NE/z9E7vtE7rdE7nNE7j9E3ftE3bdE3XNE3T9EzPtEzLdEzHNEzD9Eu/tEu7dEu3NEuz9EqvtI/20T26R/NoHr2jd7RKq3RKpzRKo7SO1tEnfdImbdIlXdIkTdI5OkeP9EjjaBwt0iId0iF9o280SIO0Gq1GB6OD0cBoYPQv+hfti/ZF96J70bxoXvQueheti9ZF56Jz0bhoXPQt+hZti7ZF16Jr0bRoWvQsehYti5ZFx6Jj0bBoWPQr+hXtinZFt6Jb0axoVvQqehWtilZFp6JT0ahoVPQp+hRtijZFl6JL0aRoUvQoehQtihZFh6JD0aBoUPQn+hPtifZEd6I70ZxoTvQmehOtidZEZ6Iz0ZhoTPQl+hJtibZEV6Ir0ZRoSvQkehItiZZER6Ij0ZBoSPQj+hHtiHZEN6Ib0YxoRvQiehGtiFZEJ6IT0YhoRPQh+hBtiDZEF6IL0YRoQvQgehAtiBZEB6ID0YBoQPQf+g/th/ZD96H70HxoPvQeeg+th9ZD56Hz0HhoPPQd+g5th7ZD16Hr0HRoOvQceg4th5ZDx6Hj0HBoOPQb+g3thnZDt6Hb0GxoNvQaeg2thlZDp6HT0GhoNPQZ+gxthjZDl6HL0GRoMvQYegwthhZDh6HD0GBoMPQX+gvthfZCd6G70FxoLvQWeguthdZCZ6Gz0FhoLPQV+gpthbZCV6Gr0FRoKvQUegothZZCR6Gj0FBoKPQT+gnthHZCN6Gb0ExoJvQSegmthFZCJ6GT0EhoJPQR+ghthDZCF6GL0ERoIvQQeggthBZCB6GD0EBoIPQP+gftg/ZB96B70DxoHvQOegetg9ZB56Bz0DhoHPQN+gZtg7ZB16Br0DRoGvQMegYtg5ZBx6Bj0DBoGPQL+gXtgnZBt6Bb0CxoFvQKegWtglZBp6BT0ChoFPQJ+gRtgjZBl6BL0CRoEvQIegQtghZBh6BD0CBoEPQH+gPtgfZAd6A70BxoDvQGegOtgdZAZ6Az0BhoDPQF+gJtgbZAV6Ar0BRoCvQEegItgZZAR6Aj0BBoCPQD+gHtgHZAN6Ab0AxoBvQCegGtgFZAJ6AT0AhoBPQB+gBtgDZAF6AL0ARoAvQAegAtgBZAB6AD0ABoALSNts3T5mmztFnaHG2ONkOboc3P5mezs9nZ3GxuNjObmc3L5mWzslnZnGxONiObkc3H5mOzsdnYXGwuNhObic3D5mGzsFnYvDavzb/5N//zP/uzP/dzP/MzP+/zPuuzPudzPuMzPt/zPduzPddzPdMzPc/zPMuzPMdzPMMzPL/zO7uzO7dzO7MzO6/zOvtm39ybezNv5s27eTerszqnczqjMzrrZt18zudszuZczuVMzuScm3PzOI8zbsbN4izO4RzOt/k2gzM4q81qc7A52AxsBjb/mn/NvmZfc6+518xr5jXvmnfNumZdc64514xrxjXfmm/NtmZbc6251kxrpjXPmmfNsmZZc6w51gxrhjW/ml/NrmZXc6u51cxqZjWvmlfNqmZVc6o51YxqRjWfmk/NpmZTc6m51ExqJjWPmkfNomZRc6g51AxqBjV/mj/NnmZPc6e508xp5jRvmjfNmmZNc6Y504xpxjRfmi/NlmZLc6W50kxppjRPmifNkmZJc6Q50gxphjQ/mh/NjmZHc6O50cxoZjQvmhfNimZFc6I50YxoRjQfmg/NhmZDc6G50ExoJjQPmgfNgmZBc6A50AxoBjT/mf/MfmY/c5+5z8xn5jPvmffMemY9c545z4xnxjPfme/MdmY7c525zkxnpjPPmefMcmY5c5w5zgxnhjO/md/MbmY3c5u5zcxmZjOvmdfMamY1c5o5zYxmRjOfmc/MZmYzc5m5zExmJjOPmcfMYmYxc5g5zAxmBjN/mb/MXmYvc5e5y8xl5jJvmbfMWmYtc5Y5y4xlxjJfma/MVmYrc5W5ykxlpjJPmafMUmYpc5Q5ygxlhjI/mZ/MTmYnc5O5ycxkZjIvmZfMSmYlc5I5yYxkRjIfmY/MRmYjc5G5yExkJjIPmYfMQmYhc5A5yAxkBjL/mH/MPmYfc4+5x8xj5jHvmHfMOmYdc445x4xjxjHfmG/MNmYbc425xkxjpjHPmGfMMmYZc4w5xgxjhjG/mF/MLmYXc4u5xcxiZjGvmFfMKmYVc4o5xYxiRjGfmE/MJmYTc4m5xExiJjGPmEfMImYRc4g5xAxiBjF/mD/MHmYPc4e5w8xh5jBvmDfMGmYNc4Y5w4xhxjBfmC/MFmYLc4W5wkxhpjBPmCfMEmYJc4Q5wgxhdjA3mBvMDGYG84J5waxgVjAnmBPMCGYE84H5wGxgNjAXmAvMBGYC84B5wCxgFjAHmAPMAGYAs222ydPkabI0WZocTY4mQ5Ohyc/kZ7Iz2ZncTG4mM5OZycvkZbIyWZmcTE4mI5ORycfkY7Ix2ZhcTC4mE5OJycPkYbIwWZi8Jq/JP/kn//Iv+7Iv93Iv8zIv7/Iu67Iu53Iu4zIu3/It27It13It0zItz/Isy7Isx3IswzIsv/Iru7Irt3IrszIrr/Iq+2Sf3JN7Mk/myTt5J6uyKqdyKqMyKutknXzKp2zKplzKpUzKpJyTc/IojzJOxsmiLMqhHMo3+SaDMiiryWpyMDmYDEwGJv+Sf8m+ZF9yL7mXzEvmJe+Sd8m6ZF1yLjmXjEvGJd+Sb8m2ZFtyLbmWTEumJc+SZ8myZFlyLDmWDEuGJb+SX8muZFdyK7mVzEpmJa+SV8mqZFVyKjmVjEpGJZ+ST8mmZFNyKbmUTEomJY+SR8miZFFyKDmUDEoGJX+SP8meZE9yJ7mTzEnmJG+SN8maZE1yJjmTjEnGJF+SL8mWZEtyJbmSTEmmJE+SJ8mSZElyJDmSDEmGJD+SH8mOZEdyI7mRzEhmJC+SF8mKZEVyIjmRjEhGJB+SD8mGZENyIbmQTEgmJA+SB8mCZEFyIDmQDEgGJP+R/8h+ZD9yH7mPzEfmI++R98h6ZD1yHjmPjEfGI9+R78h2ZDtyHbmOTEemI8+R58hyZDlyHDmODEeGI7+R38huZDdyG7mNzEZmI6+R18hqZDVyGjmNjEZGI5+Rz8hmZDNyGbmMTEYmI4+Rx8hiZDFyGDmMDEYGI3+Rv8heZC9yF7mLzEXmIm+Rt8haZC1yFjmLjEXGIl+Rr8hWZCtyFbmKTEWmIk+Rp8hSZClyFDmKDEWGIj+Rn8hOZCdyE7mJzERmIi+Rl8hKZCVyEjmJjERGIh+Rj8hGZCNyEbmITEQmIg+Rh8hCZCFyEDmIDEQGIv+Qf8g+ZB9yD7mHzEPmIe+Qd8g6ZB1yDjmHjEPGId+Qb8g2ZBtyDbmGTEOmIc+QZ8gyZBlyDDmGDEOGIb+QX8guZBdyC7mFzEJmIa+QV8gqZBVyCjmFjEJGIZ+QT8gmZBNyCbmETEImIY+QR8giZBFyCDmEDEIGIX+QP8geZA9yB7mDzEHmIG+QN8gaZA1yBjmDjEHGIF+QL8gWZAtyBbmCTEGmIE+QJ8gSZAlyBDmCDEGGID+QH8gOZAdyA7mBzEBmIC+QF8gKZAVyAjmBjEBGIB+QD8gGZANyAbmATEAmIA+QB8gCZAFyADmADEAGINtkWzwtnhZLi6XF0eJoMbQYWvwsfhY7i53FzeJmMbOYWbwsXhYri5XFyeJkMbIYWXwsPhYbi43FxeJiMbGYWDwsHhYLi4XFa/Fa/It/8R//sR/7cR/3MR/z8R7vsR7rcR7nMR7j8R3fsR3bcR3XMR3T8RzPsRzLcRzHMRzD8Ru/sRu7cRu3MRuz8RqvsS/2xb24F/NiXryLd7Eaq3EapzEao7Eu1sVnfMZmbMZlXMZkTMa5OBeP8RjjYlwsxmIcxmF8i28xGIOxWqwWB4uDxcBiYPGv+FfsK/YV94p7xbxiXvGueFesK9YV54pzxbhiXPGt+FZsK7YV14prxbRiWvGseFYsK5YVx4pjxbBiWPGr+FXsKnYVt4pbxaxiVvGqeFWsKlYVp4pTxahiVPGp+FRsKjYVl4pLxaRiUvGoeFQsKhYVh4pDxaBiUPGn+FPsKfYUd4o7xZxiTvGmeFOsKdYUZ4ozxZhiTPGl+FJsKbYUV4orxZRiSvGkeFIsKZYUR4ojxZBiSPGj+FHsKHYUN4obxYxiRvGieFGsKFYUJ4oTxYhiRPGh+FBsKDYUF4oLxYRiQvGgeFAsKBYUB4oDxYBiQPGf+E/sJ/YT94n7xHxiPvGeeE+sJ9YT54nzxHhiPPGd+E5sJ7YT14nrxHRiOvGceE4sJ5YTx4njxHBiOPGb+E3sJnYTt4nbxGxiNvGaeE2sJlYTp4nTxGhiNPGZ+ExsJjYTl4nLxGRiMvGYeEwsJhYTh4nDxGBiMPGX+EvsJfYSd4m7xFxiLvGWeEusJdYSZ4mzxFhiLPGV+EpsJbYSV4mrxFRiKvGUeEosJZYSR4mjxFBiKPGT+EnsJHYSN4mbxExiJvGSeEmsJFYSJ4mTxEhiJPGR+EhsJDYSF4mLxERiIvGQeEgsJBYSB4mDxEBiIPGP+EfsI/YR94h7xDxiHvGOeEesI9YR54hzxDhiHPGN+EZsI7YR14hrxDRiGvGMeEYsI5YRx4hjxDBiGPGL+EXsInYRt4hbxCxiFvGKeEWsIlYRp4hTxChiFPGJ+ERsIjYRl4hLxCRiEvGIeEQsIhYRh4hDxCBiEPGH+EPsIfYQd4g7xBxiDvGGeEOsIdYQZ4gzxBhiDPGF+EJsIbYQV4grxBRiCvGEeEIsIZYQR4gjxBBiCPGD+EHsIHYQN4gbxAxiBvGCeEGsIFYQJ4gTxAhiBPGB+EBsIDYQF4gLxARiAvGAeEAsIBYQB4gDxABiALEttsHT4GmwNFgaHA2OBkODocHP4GewM9gZ3AxuBjODmcHL4GWwMlgZnAxOBiODkcHH4GOwMdgYXAwuBhODicHD4GGwMFgYvAavwT/4B//wD/uwD/dwD/MwD+/wDuuwDudwDuMwDt/wDduwDddwDdMwDc/wDMuwDMdwDMMwDL/wC7uwC7dwC7MwC6/wCvtgH9yDezAP5sE7eAersAqncAqjMArrYB18widswiZcwiVMwiScg3PwCI8wDsbBIizCIRzCN/gGgzAIq8FqcDA4GAwMBgb/gn/BvmBfcC+4F8wL5gXvgnfBumBdcC44F4wLxgXfgm/BtmBbcC24FkwLpgXPgmfBsmBZcCw4FgwLhgW/gl/BrmBXcCu4FcwKZgWvglfBqmBVcCo4FYwKRgWfgk/BpmBTcCm4FEwKJgWPgkfBomBRcCg4FAwKBgV/gj/BnmBPcCe4E8wJ5gRvgjfBmmBNcCY4E4wJxgRfgi/BlmBLcCW4EkwJpgRPgifBkmBJcCQ4EgwJhgQ/gh/BjmBHcCO4EcwIZgQvghfBimBFcCI4EYwIRgQfgg/BhmBDcCG4EEwIJgQPggfBgmBBcCA4EAwIBgT/gf/AfmA/cB+4D8wH5gPvgffAemA9cB44D4wHxgPfge/AdmA7cB24DkwHpgPPgefAcmA5cBw4DgwHhgO/gd/AbmA3cBu4DcwGZgOvgdfAamA1cBo4DYwGRgOfgc/AZmAzcBm4DEwGJgOPgcfAYmAxcBg4DAwGBgN/gb/AXmAvcBe4C8wF5gJvgbfAWmAtcBY4C4wFxgJfga/AVmArcBW4CkwFpgJPgafAUmApcBQ4CgwFhgI/gZ/ATmAncBO4CcwEZgIvgZfASmAlcBI4CYwERgIfgY/ARmAjcBG4CEwEJgIPgYfAQmAhcBA4CAwEBgL/gH/APmAfcA+4B8wD5gHvgHfAOmAdcA44B4wDxgHfgG/ANmAbcA24BkwDpgHPgGfAMmAZcAw4BgwDhgG/gF/ALmAXcAu4BcwCZgGvgFfAKmAVcAo4BYwCRgGfgE/AJmATcAm4BEwCJgGPgEfAImARcAg4BAwCBgF/gD/AHmAPcAe4A8wB5gBvgDfAGmANcAY4A4wBxgBfgC/AFmALcAW4AkwBpgBPgCfAEmAJcAQ4AgwBhgA/gB/ADmAHcAO4AcwAZgAvgBfACmAFcAI4AYwARgAfgA/ABmADcAG4AEwAJgAPgAfAAmABcAA4AAwABgDbYNs77Z32SnulvdHeaC+0F9r77H32Onudvc3eZi+zl9m77F32KnuVvcneZC+yF9l77D32GnuNvcXeYi+xl9g77B32CnuFvWvv2vt7f+///q//+m//9i//8u/+7q/+6m/+5i/+4u/93q/92m/91i/90u/8zq/8ym/8xi/8wu/7vq/7um/7ti/7su/6rq/v9b29t/fyXt67e3ev+qpv+qYv+qKv7tW953u+5mu+5Vu+5Eu+uTf3ju/44l7cK77iG77he3tvL/iCr9qr9gZ7g73AXmDvr/fX6+v19fZ6e728Xl7vrnfXq+vV9eZ6c724XlzvrffWa+u19dZ6a720XlrvrHfWK+uV9cZ6Y72wXljvq/fV6+p19bZ6W72sXlbvqnfVq+pV9aZ6U72oXlTvqffUa+o19ZZ6S72kXlLvqHfUK+oV9YZ6Q72gXlDvp/fT6+n19HZ6N72aXk1vpjfTi+nF9F56L72WXktvpbfSS+ml9E56J72SXklvpDfSC+mF9D56H72OXkdvo7fRy+hl9C56F72KXkVvojfRi+hF9B56D72GXkNvobfQS+gl9A56B72CXkFvoDfQC+gF9P55/7x+Xj9vn7fPy+fl8+5597x6Xj1vnjfPi+fF895577x2XjtvnbfOS+el885557xyXjlvnDfOC+eF875537xuXjdvm7fNy+Zl865517xqXjVvmjfNi+ZF8555z7xmXjNvmbfMS+Yl8455x7xiXjFvmDfMC+YF8355v7xeXi9vl7fLy+Xl8m55t7xaXi1vljfLi+XF8l55r7xWXitvlbfKS+Wl8k55p7xSXilvlDfKC+WF8j55n7xOXidvk7fJy+Rl8i55l7xKXiVvkjfJi+RF8h55j7xGXiNvkbfIS+Ql8g55h7xCXiFvkDfIC+QF8v54f7w+Xh9vj7fHy+Pl8e54d7w6Xh1vjjfHi+PF8d54b7w2XhtvjbfGS+Ol8c54Z7wyXhlvjDfGC+OF8b54X7wuXhdvi7fFy+Jl8a54V7wqXhVvijfFi+JF8Z54T7wmXhNvibfES+Il8Y54R7wiXhFviDfEC+IF8X54P7weXg9vh7fDy+Hl8G54N7waXg1vhjfDi+HF8F54L7wWXgtvhbfCS+Gl8E54J7wSXglvhDfCC+GF8D54H7wOXgdvg7fBy+Bl8C54F7wKXgVvgjfBi+BF8B54D7wGXgNvgbfAS+Al8A54B7wCXgFvgDfAC+AF8NpemzvNneZKc6W50dxoLjQXmvvMfeY6c525zdxmLjOXmbvMXeYqc5W5ydxkLjIXmXvMPeYac425xdxiLjGXmDvMHeYKc4W5a+6a+3N/7u/+ru/6bu/2Lu/y7u7uru7qbu7mLu7i7u3eru3abu3WLu3S7uzOruzKbuzGLuzC7uu+ruu6buu2Luuy7uqurs/1uT235/Jcnrtzd67qqm7qpi7qoq7O1bmne7qma7qlW7qkS7o5N+eO7ujiXJwruqIbuqF7c28u6IKumqvmBnODucBcYO4v95fry/Xl9nJ7ubxcXu4ud5ery9Xl5nJzubhcXO4t95Zry7Xl1nJrubRcWu4sd5Yry5XlxnJjubBcWO4r95XrynXltnJbuaxcVu4qd5WrylXlpnJTuahcVO4p95RryjXllnJLuaRcUu4od5QryhXlhnJDuaBcUO4n95PryfXkdnI7uZxcTu4md5OrydXkZnIzuZhcTO4l95JrybXkVnIruZRcSu4kd5IryZXkRnIjuZBcSO4j95HryHXkNnIbuYxcRu4id5GryFXkJnITuYhcRO4h95BryDXkFnILuYRcQu4gd5AryBXkBnIDuYBcQO4f94/rx/Xj9nH7uHxcPu4ed4+rx9Xj5nHzuHhcPO4d945rx7Xj1nHruHRcOu4cd44rx5XjxnHjuHBcOO4b943rxnXjtnHbuGxcNu4ad42rxlXjpnHTuGhcNO4Z94xrxjXjlnHLuGRcMu4Yd4wrxhXjhnHDuGBcMO4X94vrxfXidnG7uFxcLu4Wd4urxdXiZnGzuFhcLO4V94prxbXiVnGruFRcKu4Ud4orxZXiRnGjuFBcKO4T94nrxHXiNnGbuExcJu4Sd4mrxFXiJnGTuEhcJO4R94hrxDXiFnGLuERcIu4Qd4grxBXiBnGDuEBcIO4P94frw/Xh9nB7uDxcHu4Od4erw9Xh5nBzuDhcHO4N94Zrw7Xh1nBruDRcGu4Md4Yrw5XhxnBjuDBcGO4L94XrwnXhtnBbuCxcFu4Kd4WrwlXhpnBTuChcFO4J94RrwjXhlnBLuCRcEu4Id4QrwhXhhnBDuCBcEO4H94PrwfXgdnA7uBxcDu4Gd4OrwdXgZnAzuBhcDO4F94JrwbXgVnAruBRcCu4Ed4IrwZXgRnAjuBBcCO4D94HrwHXgNnAbuAxcBu4Cd4GrwFXgJnATuAhcBO4B94BrwDXgFnALuARcAu4Ad4ArwBXgBnADuABcAK7NtbXT2mmttFZaG62N1kJrobXP2mets9ZZ26xt1jJrmbXL2mWtslZZm6xN1iJrkbXH2mOtsdZYW6wt1hJribXD2mGtsFZYu9autb/21/7t3/qt3/Zt3/It3+7t3uqt3uZt3uIt3t7t3dqt3dZt3dIt3c7t3Mqt3MZt3MIt3L7t27qt27Zt27It267t2vpaX9trey2v5bW7dteqrdqmbdqiLdrqWl17tmdrtmZbtmVLtmSba3Pt2I4trsW1Yiu2YRu2t/bWgi3YqrVqbbA2WAusBdb+an+1vlpfba+2V8ur5dXuane1ulpdba42V4urxdXeam+1tlpbba22VkurpdXOame1slpZbaw2VgurhdW+al+1rlpXbau2VcuqZdWuale1qlpVbao2VYuqRdWeak+1plpTbam2VEuqJdWOake1olpRbag2VAuqBdV+aj+1nlpPbae2U8up5dRuaje1mlpNbaY2U4upxdReai+1llpLbaW2UkuppdROaie1klpJbaQ2UguphdQ+ah+1jlpHbaO2UcuoZdQuahe1ilpFbaI2UYuoRdQeag+1hlpDbaG2UEuoJdQOage1glpBbaA2UAuoBdT+af+0flo/bZ+2T8un5dPuafe0elo9bZ42T4unxdPeae+0dlo7bZ22TkunpdPOaee0clo5bZw2TgunhdO+ad+0blo3bZu2TcumZdOuade0alo1bZo2TYumRdOeac+0ZlozbZm2TEumJdOOace0YloxbZg2TAumBdN+ab+0XlovbZe2S8ul5dJuabe0WlotbZY2S4ulxdJeaa+0VlorbZW2SkulpdJOaae0UlopbZQ2SgulhdI+aZ+0TlonbZO2ScukZdIuaZe0SlolbZI2SYukRdIeaY+0RlojbZG2SEukJdIOaYe0QlohbZA2SAukBdL+aH+0PlofbY+2R8uj5dHuaHe0OlodbY42R4ujxdHeaG+0NlobbY22RkujpdHOaGe0MloZbYw2RgujhdG+aF+0LloXbYu2RcuiZdGuaFe0KloVbYo2RYuiRdGeaE+0JloTbYm2REuiJdGOaEe0IloRbYg2RAuiBdF+aD+0HloPbYe2Q8uh5dBuaDe0GloNbYY2Q4uhxdBeaC+0FloLbYW2QkuhpdBOaCe0EloJbYQ2QguhhdA+aB+0DloHbYO2QcugZdAuaBe0CloFbYI2QYugRdAeaA+0BloDbYG2QEugJdAOaAe0AloBbYA2QAugBdDaWhs7LcGA/fLVi9cuXblw3bJVi9YsWbFgvXLVitUqValQnTJVitQoUaFAffLUidMmTZkwXbJUidIkSZEgPXLUiNEiRYkQHTJUiNAgQYEA/fHTh88ePXnw3LFTh84cOXHgvHHThs0aNWnQnDFThswYMWHAfPHShcsWLVmwXLFShcoUKVGgPHHShMkSJUmQHDFShMgQIUGA/PDRg8cOHTlw3LBRg8YMGTFguGjBYoWKFChOmChBYoSIECA+eOjAYYOGDBguWKhAYYKECBAeOGjAYIGCBAgOGChAYIAAALYGdxZAQ2YHtDPrgM1mZ1WbHjabnRe2ITZbnd+bXWjcAmlsNjFvwrgEfDYblwG2zVYlRIEXNpsTY06EOcGbbNlksy35tWSXkgBJpCU5c8BmQ/LlkM1mhE1gsxk5AeSy2YpMKDKgiE3YBJuNiMvyVDSCzUakVwObjcirVqkyEbn0wGYjcojIoAK7bLYeuB4ggBQ2G49MBEbZbDaUzSgz48kL+gX8xmZjsaaCzcaiioBHNhuKMBiKXmFsNhFbRFwpYLOJiEKAttk4xMlgs3G4UgBns1V4VCHOJpuNgq/AJZvNQQ8HOTbYbA46JLDZDkzoYLMZUGbgSyWbzWabZLPZBthstgA2my2SzWYbYLPZXthstjA2m22AzWZ7YbPZYthstgE2my2AzWZ7YbPZBthsthc2m81ms9kA2Gy2R7YAt1LYbDYANtsEM7YAotRsNhsAm00CJVuARy1sNhsAm02CFFuAPa/NZgNgswFIZQugB4bNZgNgsw04bQHqiLHZbABsNhsXW4A6BWw2GwCbzZbLFoDOEpvNBsBms6nZAsxBZLPZANhsGmbZAlzp2Ww2ADZbjpstQIcHNpsNgM3m4YYNgDTWZrMBsNk86LABmDnZbDYANluOmw3AKNZmswGw2QrgNgCckNlsNgA2WwPRBsARC5vNBsBmM7DaABiqYrPZANhsBlwbAD97bDYbAJutgWgD8IaWzWYDYLPZNNgAvMlks9kA2Gw2HDYAb8DYbDYANpsNgQ3Amys2mw2AzWZ7YQPw5oTNZgNgs9k02AC8YWCz2QDYbA4q2QB8sWOz2QDYbA4q2QA8qW02GwCbbQYoG4ANP2w2GwCbLcEWGwAIuM1mA2CzzQBls8VCbDYbAJvNQ2yz8Spjs9kA2GwcqNhsnyDYbDYANhuPJzZbGGA2mw2AzeYhj80mxIjNZgNgswUxYbMB+GCz2QDYbLZHNpvtkc1mA2Cz2R7ZbDbbtGlrVH7y2pQ1Kb93LcoalF+DtSdrTnhka03WmOSA1pasKbGTrCVZQ1JHWzuyZmR+sFZkjcjLaW3ImhBW0FqQNSAsnrUfaz5WWWs91nj47rUdazp881qONRw+29qNNRs9aGs11mj0XK3NWJPRQ7EWYw0Gj8vaizUXOzprLdZY7MysrVhTsdOylmINxe7K2ok1E7spayXWSOygrI1YE7EbshZiDcROx9qHNQ+7G2sd1jjsVKxtWNOw87CWYQ3DTsPahTULOl1rFdYo6GytTViToPuwFmENQrlk7cGag1ydtQZrDHC71hasKcDdWkuwhiA0tnZgzcDtxFqBNQK3EWsD1gTcPqwFWAMAbG3N9psGrP9J+0UDhv+g/Z71MvZz9mvW6/4x+y3T1eGn7JfMFvpD9jtmi9fP2K/YrBI/Yr9hr+a8kvMT9irOKzi/tVdvXrn5/V61ecXm979a80rNz3+V5hWaX//qzCszP/5VmVdkfvurMa/E/PRXYV6B+eWvvvzw3/2Ky6stP9sW6Ff/aBuT3/yLf/DP/bW/Uj9SP1K/Ub9RP1E/Ub9Qv1A/UD9Qv0+/Tz9PP0+/Tj9Ov02/TT9NP02/TL9MP0y/Sz9LP0u/Sr9KP0o/Sr9Jv0k/ST9Jv0i/SD9IP0i/R79HP0c/R79Gv0Y/Rj9Gv0W/RT9FP0W/RL9EP0Q/RL9Dv0M/Qz9Dv0K/Qj9CP0K/Qb9BP0E/Qb9Av0A/QD9Avz8/P78+vz4/Pj8+vz2/PT89Pz2/PL88Pzw/PL87vzs/O786Pzo/Or85vzk/OT85vzg/OL83vzc/Nz83vza/Nj82Pza/Nb81PzU/Nb80vzQ/ND80vzO/Mz8zPzO/Mr8yPzI/Mr8xvzE/MT8xvzC/MD8wPzC/L78vPy8/L78uvy4/Lj8uvy2/LT8tPy2/LL8sPyw/LL8rvys/Kz8rvyq/Kj8qPyq/Kb8pPyk/Kb8oPyi/J78nPyc/J78mvyY/Jj8mvyW/JT8lPyW/JL8kPyQ/JL8jvyM/Iz8jvyK/Ij8iPyK/Ib8hPyE/Ib8gvyA/ID8gvx+/Hz8fPx+/Hr8ePx4/Hr8dvx0/HT8dvxy/HD8cPxy/G78bPxs/G78avxo/Gj8avxm/GT8ZPxm/GD8Yvxe/Fz8XPxe/Fr8WPxY/Fr8VvxU/FT8VvxS/FD8UPxS/E78TPxM/E78SvxI/Ej8SvxG/ET8RPxG/EL8QPxA/EL8Pvw8/Dz8Pvw6/Dj8OPw6/Db8NPw0/Db8Mvww/DD8Mvwu/Cz8LPwu/Cr8KPwo/Cr8Jvwk/CT8Jvwi/CD8IPwi/B78HPwc/Br8FvwU/BT8FvwS/BD8EPwS/A78DPwM/A78CvwI/Aj8CvwG/AT8BPwG/AL8APwA/AD/bz/ZP+6f90n5pf7Q/2g/th/Y/+5/9zn5nf7O/2c/sZ/Yv+5f9yn5lf7I/2Y/sR/Yf+4/9xn5jf7G/2E/sJ/YP+4f9wn5h/9q/9v/+3////+///t///c///L//+6//+p//+Y//+H//92//9l//9U//9D//8y//8h//8Q//8P/+7+/+7t/+7c/+7L/+6+/7fX/v7/28n/fv/t2v/uqf/umP/uiv+3X/+Z+/+Zt/+Zc/+ZN/7s/94z/+uB/3i7/4h3/43/7bD/7gr/ar/cH+YD+wH9j/6//1+/p9/b3+Xj+vn9e/69/16/p1/bn+XD+uH9d/67/12/pt/bX+Wj+tn9Y/65/1y/pl/bH+WD+sH9b/6n/1u/pd/a3+Vj+rn9W/6l/1q/pV/an+VD+qH9V/6j/1m/pN/aX+Uj+pn9Q/6h/1i/pF/aH+UD+oH9T/6f/0e/o9/Z3+Tj+nn9O/6d/0a/o1/Zn+TD+mH9N/6b/0W/ot/ZX+Sj+ln9I/6Z/0S/ol/ZH+SD+kH9L/6H/0O/od/Y3+Rj+jn9G/6F/0K/oV/Yn+RD+iH9F/6D/0G/oN/YX+Qj+hn9A/6B/0C/oF/YH+QD+gH9D/5//z+/n9/H3+Pj+fn8+/59/z6/n1/Hn+PD+eH89/57/z2/nt/HX+Oj+dn84/55/zy/nl/HH+OD+cH87/5n/zu/nd/G3+Nj+bn82/5l/zq/nV/Gn+ND+aH81/5j/zm/nN/GX+Mj+Zn8w/5h/zi/nF/GH+MD+YH8z/5f/ye/m9/F3+Lj+Xn8u/5d/ya/m1/Fn+LD+WH8t/5b/yW/mt/FX+Kj+Vn8o/5Z/yS/ml/FH+KD+UH8r/5H/yO/md/E3+Jj+Tn8m/5F/yK/mV/En+JD+SH8l/5D/yG/mN/EX+Ij+Rn8g/5B/yC/mF/EH+ID+QH8j/4//x+/h9/D3+Hj+Pn8e/49/x6/h1/Dn+HD+OH8d/47/x2/ht/DX+Gj+Nn8Y/45/xy/hl/DH+GD+MH8b/4n/xu/hd/C3+Fj+Ln8W/4l/xq/hV/Cn+FD+KH8V/4j/xm/hN/CX+Ej+Jn8Q/4h/xi/hF/CH+ED+IH8T/4f/we/g9/B3+Dj+Hn8O/4d/wa/g1/Bn+DD+GH8N/4b/wW/gt/BX+Cj+Fn8I/4Z/wS/gl/BH+CD+EH8L/4H/wO/gd/A3+Bj+Dn8G/4F/wK/gV/An+BD+CH8F/4D/wG/gN/AX+Aj+Bn8A/4B/wC/gF/AH+AD+AH8Bv+23+NH+aL82X5kfzo/nQfGj+M/+Z78x35jfzm/nMfGb+Mn+Zr8xX5ifzk/nIfGT+Mf+Yb8w35hfzi/nEfGL+MH+YL8wX5q/5a/7P//m///u+7/u93/u8z/u7v/u6r/u5n/u4j/u3f/u2b/u1X/u0T/uzP/uyL/uxH/uwD/uv//qu7/qt3/qsz/qrv/o+3+f3/J7P83n+zt/5qq/6qZ/6qI/6Ol/nn/7pm77pl37pkz7p5/ycP/qjj/NxvuiLfuiH/s2/+aAP+mq+mh/MD+YD84H5v/xfvi/fl9/L7+Xz8nn5u/xdvi5fl5/Lz+Xj8nH5t/xbvi3fll/Lr+XT8mn5s/xZvixflh/Lj+XD8mH5r/xXvivfld/Kb+Wz8ln5q/xVvipflZ/KT+Wj8lH5p/xTvinflF/KL+WT8kn5o/xRvihflB/KD+WD8kH5n/xPviffk9/J7+Rz8jn5m/xNviZfk5/Jz+Rj8jH5l/xLviXfkl/Jr+RT8in5k/xJviRfkh/Jj+RD8iH5j/xHviPfkd/Ib+Qz8hn5i/xFviJfkZ/IT+Qj8hH5h/xDviHfkF/IL+QT8gn5g/xBviBfkB/ID+QD8gH5f/w/vh/fj9/H7+Pz8fn4e/w9vh5fj5/Hz+Pj8fH4d/w7vh3fjl/Hr+PT8en4c/w5vhxfjh/Hj+PD8eH4b/w3vhvfjd/Gb+Oz8dn4a/w1vhpfjZ/GT+Oj8dH4Z/wzvhnfjF/GL+OT8cn4Y/wxvhhfjB/GD+OD8cH4X/wvvhffi9/F7+Jz8bn4W/wtvhZfi5/Fz+Jj8bH4V/wrvhXfil/Fr+JT8an4U/wpvhRfih/Fj+JD8aH4T/wnvhPfid/Eb+Iz8Zn4S/wlvhJfiZ/ET+Ij8ZH4R/wjvhHfiF/EL+IT8Yn4Q/whvhBfiB/ED+ID8YH4P/wfvg/fh9/D7+Hz8Hn4O/wdvg5fh5/Dz+Hj8HH4N/wbvg3fhl/Dr+HT8Gn4M/wZvgxfhh/Dj+HD8GH4L/wXvgvfhd/Cb+Gz8Fn4K/wVvgpfhZ/CT+Gj8FH4J/wTvgnfhF/CL+GT8En4I/wRvghfhB/CD+GD8EH4H/wPvgffg9/B7+Bz8Dn4G/wNvgZfg5/Bz+Bj8DH4F/wLvgXfgl/Br+BT8Cn4E/wJvgRfgh/Bj+BD8CH4D/wHvgPfgd/Ab+Az8Bn4C/wFvgJfgZ/AT+Aj8BH4B/wDvgHfgF/AL+AT8An4A/wBvgBfgB/AD+AD8AH4Nt/WT+un9dJ6aX20PloPrYfWP+uf9c56Z32zvlnPrGfWL+uX9cp6ZX2yPlmPrEfWH+uP9cZ6Y32xvlhPrCfWD+uH9cJ6Yf1av9b/+l//93/v937f933P93y/93uv93qf93mP93h/93dv93Zf93VP93Q/93Mv93If93EP93D/9m/v9m7f9m3P9my/9mvv6319r+/1vJ7X7/pdr/Zqn/Zpj/Zor+t1/dmfvdmbfdmXPdmTfa7P9WM/9rge14u92Id92N/6Ww/2YK/Wq/XB+mA9sB5Y/6v/1fvqffW9+l49r55Xv6vf1evqdfW5+lw9rh5Xf6u/1dvqbfW1+lo9rZ5WP6uf1cvqZfWx+lg9rB5W/6p/1bvqXfWt+lY9q55Vv6pf1avqVfWp+lQ9qh5Vf6o/1ZvqTfWl+lI9qZ5UP6of1YvqRfWh+lA9qB5U/6n/1HvqPfWd+k49p55Tv6nf1GvqNfWZ+kw9ph5Tf6m/1FvqLfWV+ko9pZ5SP6mf1EvqJfWR+kg9pB5S/6h/1DvqHfWN+kY9o55Rv6hf1CvqFfWJ+kQ9oh5Rf6g/1BvqDfWF+kI9oZ5QP6gf1AvqBfWB+kA9oB5Q/6f/0/vp/fR9+j49n55Pv6ff0+vp9fR5+jw9nh5Pf6e/09vp7fR1+jo9nZ5OP6ef08vp5fRx+jg9nB5O/6Z/07vp3fRt+jY9m55Nv6Zf06vp1fRp+jQ9mh5Nf6Y/05vpzfRl+jI9mZ5MP6Yf04vpxfRh+jA9mB5M/6X/0nvpvfRd+i49l55Lv6Xf0mvptfRZ+iw9lh5Lf6W/0lvprfRV+io9lZ5KP6Wf0kvppfRR+ig9lB5K/6R/0jvpnfRN+iY9k55Jv6Rf0ivplfRJ+iQ9kh5Jf6Q/0hvpjfRF+iI9kZ5IP6Qf0gvphfRB+iA9kB5I/6P/0fvoffQ9+h49j55Hv6Pf0evodfQ5+hw9jh5Hf6O/0dvobfQ1+ho9jZ5GP6Of0cvoZfQx+hg9jB5G/6J/0bvoXfQt+hY9i55Fv6Jf0avoVfQp+hQ9ih5Ff6I/0ZvoTfQl+hI9iZ5EP6If0YvoRfQh+hA9iB5E/6H/0HvoPfQd+g49h55Dv6Hf0GvoNfQZ+gw9hh5Df6G/0FvoLfQV+go9hZ5CP6Gf0EvoJfQR+gg9hB5C/6B/0DvoHfQN+gY9g55Bv6Bf0CvoFfQJ+gQ9gh5Bf6A/0BvoDfQF+gI9gZ5AP6Af0AvoBfQB+gA9gB5Ab+tt/DR+Gi+Nl8ZH46Px0Hho/DP+Ge+Md8Y345vxzHhm/DJ+Ga+MV8Yn44/xxnhjfDG+GE+MJ8YP44fxwnhh/Bq/xv/4H//zP+/zPt/zPc/zPL/zO6/zOp/zOY/zOH/zN2/zNl/zNU/zND/zMy/zMh/zMQ/zMP/yL+/yLt/yLc/yLL/yK+/jfXyP7/E8nsfv+B2v8iqf8imP8iiv43X8yZ+8yZt8yZc8yZN8js/xIz/yOB7Hi7zIh3zI3/gbD/Igr8ar8cH4YDwwHhj/i//F++J98b34Xjwvnhe/i9/F6+J18bn4XDwuHhd/i7/F2+Jt8bX4WjwtnhY/i5/Fy+Jl8bH4WDwsHhb/in/Fu+Jd8a34VjwrnhW/il/Fq+JV8an4VDwqHhV/ij/Fm+JN8aX4UjwpnhQ/ih/Fi+JF8aH4UDwoHhT/if/Ee+I98Z34TjwnnhO/id/Ea+I18Zn4TDwmHhN/ib/EW+It8ZX4SjwlnhI/iZ/ES+Il8ZH4SDwkHhL/iH/EO+Id8Y34RjwjnhG/iF/EK+IV8Yn4RDwiHhF/iD/EG+IN8YX4QjwhnhA/iB/EC+IF8YH4QDwgHhD/h//D++H98H34Pjwfng+/h9/D6+H18Hn4PDweHg9/h7/D2+Ht8HX4Ojwdng4/h5/Dy+Hl8HH4ODwcHg7/hn/Du+Hd8G34Njwbng2/hl/Dq+HV8Gn4NDwaHg1/hj/Dm+HN8GX4MjwZngw/hh/Di+HF8GH4MDwYHgz/hf/Ce+G98F34LjwXngu/hd/Ca+G18Fn4LDwWHgt/hb/CW+Gt8FX4KjwVngo/hZ/CS+Gl8FH4KDwUHgr/hH/CO+Gd8E34JjwTngm/hF/CK+GV8En4JDwSHgl/hD/CG+GN8EX4IjwRngg/hB/CC+GF8EH4IDwQHgj/g//B++B98D34HjwPnge/g9/B6+B18Dn4HDwOHgd/g7/B2+Bt8DX4GjwNngY/g5/By+Bl8DH4GDwMHgb/gn/Bu+Bd8C34FjwLngW/gl/Bq+BV8Cn4FDwKHgV/gj/Bm+BN8CX4EjwJngQ/gh/Bi+BF8CH4EDwIHgT/gf/Ae+A98B34DjwHngO/gd/Aa+A18Bn4DDwGHgN/gb/AW+At8BX4CjwFngI/gZ/AS+Al8BH4CDwEHgL/gH/AO+Ad8A34BjwDngG/gF/AK+AV8An4BDwCHgF/gD/AG+AN8AX4AjwBngA/gB/AC+AF8AH4ADwAHgBv4237tH3aLm2Xtkfbo+3Qdmj7s/3Z7mx3tjfbm+3Mdmb7sn3ZrmxXtifbk+3IdmT7sf3Ybmw3thfbi+3EdmL7sH3YLmwXtq/ta/tv/+3//u/+7u/93u/8zu/7vu/6ru/5nu/4ju/3fu/2bu/1Xu/0Tu/zPu/yLu/xHu/wDu/v/u7u7u7t3u7szu7rvu6+3bf39t7O23n7bt/t6q7u6Z7u6I7uul23n/u5m7u5l3u5kzu55/bcPu7jjttxu7iLe7iH+22/7eAO7mq72h5sD7YD24Htv/Zfu6/d195r77Xz2nntu/Zdu65d155rz7Xj2nHtt/Zbu63d1l5rr7XT2mnts/ZZu6xd1h5rj7XD2mHtr/ZXu6vd1d5qb7Wz2lntq/ZVu6pd1Z5qT7Wj2lHtp/ZTu6nd1F5qL7WT2knto/ZRu6hd1B5qD7WD2kHtn/ZPu6fd095p77Rz2jntm/ZNu6Zd055pz7Rj2jHtl/ZLu6Xd0l5pr7RT2intk/ZJu6Rd0h5pj7RD2iHtj/ZHu6Pd0d5ob7Qz2hnti/ZFu6Jd0Z5oT7Qj2hHth/ZDu6Hd0F5oL7QT2gntg/ZBu6Bd0B5oD7QD2gHtf/Y/u5/dz95n77Pz2fnse/Y9u55dz55nz7Pj2fHsd/Y7u53dzl5nr7PT2ensc/Y5u5xdzh5nj7PD2eHsb/Y3u5vdzd5mb7Oz2dnsa/Y1u5pdzZ5mT7Oj2dHsZ/Yzu5ndzF5mL7OT2cnsY/Yxu5hdzB5mD7OD2cHsX/Yvu5fdy95l77Jz2bnsW/Ytu5Zdy55lz7Jj2bHsV/Yru5Xdyl5lr7JT2ansU/Ypu5Rdyh5lj7JD2aHsT/Ynu5Pdyd5kb7Iz2ZnsS/Ylu5JdyZ5kT7Ij2ZHsR/Yju5HdyF5kL7IT2YnsQ/Yhu5BdyB5kD7ID2YHsP/Yfu4/dx95j77Hz2HnsO/Ydu45dx55jz7Hj2HHsN/Ybu43dxl5jr7HT2GnsM/YZu4xdxh5jj7HD2GHsL/YXu4vdxd5ib7Gz2FnsK/YVu4pdxZ5iT7Gj2FHsJ/YTu4ndxF5iL7GT2EnsI/YRu4hdxB5iD7GD2EHsH/YPu4fdw95h77Bz2DnsG/YNu4Zdw55hz7Bj2DHsF/YLu4Xdwl5hr7BT2CnsE/YJu4Rdwh5hj7BD2CHsD/YHu4Pdwd5gb7Az2BnsC/YFu4JdwZ5gT7Aj2BHsB/YDu4HdwF5gL7AT2AnsA/YBu4BdwB5gD7AD2AHstt2mT9On6dJ0aXo0PZoOTYemP9Of6c50Z3ozvZnOTGemL9OX6cp0ZXoyPZmOTEemH9OP6cZ0Y3oxvZhOTCemD9OH6cJ0Yfqavqb/9J/+67/u677e673O67y+67uu67qe67mO67h+67du67Ze67VO67Q+67Mu67Ie67EO67D+6q/u6q7e6q3O6qy+6qvu0316T+/pPJ2n7/SdruqqnuqpjuqortN1+qmfuqmbeqmXOqmTek7P6aM+6jgdp4u6qId6qN/0mw7qoK6mq+nB9GA6MB2Y/kv/pfvSfem99F46L52XvkvfpevSdem59Fw6Lh2Xfku/pdvSbem19Fo6LZ2WPkufpcvSZemx9Fg6LB2W/kp/pbvSXemt9FY6K52VvkpfpavSVemp9FQ6Kh2Vfko/pZvSTeml9FI6KZ2UPkofpYvSRemh9FA6KB2U/kn/pHvSPemd9E46J52TvknfpGvSNemZ9Ew6Jh2Tfkm/pFvSLemV9Eo6JZ2SPkmfpEvSJemR9Eg6JB2S/kh/pDvSHemN9EY6I52RvkhfpCvSFemJ9EQ6Ih2Rfkg/pBvSDemF9EI6IZ2QPkgfpAvSBemB9EA6IB2Q/kf/o/vR/eh99D46H52Pvkffo+vR9eh59Dw6Hh2Pfke/o9vR7eh19Do6HZ2OPkefo8vR5ehx9Dg6HB2O/kZ/o7vR3eht9DY6G52NvkZfo6vR1ehp9DQ6Gh2NfkY/o5vRzehl9DI6GZ2MPkYfo4vRxehh9DA6GB2M/kX/onvRvehd9C46F52LvkXfomvRtehZ9Cw6Fh2LfkW/olvRrehV9Co6FZ2KPkWfokvRpehR9Cg6FB2K/kR/ojvRnehN9CY6E52JvkRfoivRlehJ9CQ6Eh2JfkQ/ohvRjehF9CI6EZ2IPkQfogvRhehB9CA6EB2I/kP/ofvQfeg99B46D52HvkPfoevQdeg59Bw6Dh2HfkO/odvQbeg19Bo6DZ2GPkOfocvQZegx9Bg6DB2G/kJ/obvQXegt9BY6C52FvkJfoavQVegp9BQ6Ch2FfkI/oZvQTegl9BI6CZ2EPkIfoYvQRegh9BA6CB2E/kH/oHvQPegd9A46B52DvkHfoGvQNegZ9Aw6Bh2DfkG/oFvQLegV9Ao6BZ2CPkGfoEvQJegR9Ag6BB2C/kB/oDvQHegN9AY6A52BvkBfoCvQFegJ9AQ6Ah2BfkA/oBvQDegF9AI6AZ2APkAfoAvQBegB9AA6AB2AbtNt+bR8Wi4tl5ZHy6Pl0HJo+bP8We4sd5Y3y5vlzHJm+bJ8Wa4sV5Yny5PlyHJk+bH8WG4sN5YXy4vlxHJi+bB8WC4sF5av5Wv5L//lf/7nfu7nfd7nfM7ne77neq7neZ7neI7nd37ndm7ndV7ndE7ncz7nci7ncR7ncA7nb/7mbu7mbd7mbM7ma77mvtyX9/Jezst5+S7f5Wqu5mme5miO5rpcl5/5mZu5mZd5mZM5mefyXD7mY47LcbmYi3mYh/ktv+VgDuZquVoeLA+WA8uB5b/yX7mv3FfeK++V88p55bvyXbmuXFeeK8+V48px5bfyW7mt3FZeK6+V08pp5bPyWbmsXFYeK4+Vw8ph5a/yV7mr3FXeKm+Vs8pZ5avyVbmqXFWeKk+Vo8pR5afyU7mp3FReKi+Vk8pJ5aPyUbmoXFQeKg+Vg8pB5Z/yT7mn3FPeKe+Uc8o55ZvyTbmmXFOeKc+UY8ox5ZfyS7ml3FJeKa+UU8op5ZPySbmkXFIeKY+UQ8oh5Y/yR7mj3FHeKG+UM8oZ5YvyRbmiXFGeKE+UI8oR5YfyQ7mh3FBeKC+UE8oJ5YPyQbmgXFAeKP+T+8n95H3yPjmfnE++J9+T68n15HnyPDmeHE9+J7+T28nt5HXyOjmdnE4+J5+Ty8nl5HHyODmcHE7+Jn+Tu8nd5G3yNjmbnE2+Jl+Tq8nV5GnyNDmaHE1+Jj+Tm8nN5GXyMjmZnEw+Jh+Ti8nF5GHyMDmYHEz+Jf+Se8m95F3yLjmXnEu+Jd+Sa8m15FnyLDmWHEt+Jb+SW8mt5FXyKjmVnEo+JZ+SS8ml5FHyKDmUHEr+JH+SO8md5E3yJjmTnEm+JF+SK8mV5EnyJDmSHEl+JD+SG8mN5EXyIjmRnEg+JB+SC8mF5EHyIDmQHEj+I/+R+8h95D3yHjmPnEe+I9+R68h15DnyHDmOHEd+I7+R28ht5DXyGjmNnEY+I5+Ry8hl5DHyGDmMHEb+In+Ru8hd5C3yFjmLnEW+Il+Rq8hV5CnyFDmKHEV+Ij+Rm8hN5CXyEjmJnEQ+Ih+Ri8hF5CHyEDmIHET+If+Qe8g95B3yDjmHnEO+Id+Qa8g15BnyDDmGHEN+Ib+QW8gt5BXyCjmFnEI+IZ+QS8gl5BHyCDmEHEL+IH+QO8gd5A3yBjmDnEG+IF+QK8gV5AnyBDmCHEF+ID+QG8gN5AXyAjmBnEA+IB+QC8gF5AHyADmAHEBuy234NHwaLg2XhkfDo+HQcGj4M/wZ7gx3hjfDm+HMcGb4MnwZrgxXhifDk+HIcGT4MfwYbgw3hhfDi+HEcGL4MHwYLgwXhq/ha/gP/+E//uM+7uM93uM8zuM7vuM6ruM5nuM4juM3fuM2buM1XuM0TuMzPuMyLuMxHuMwDuMv/uIu7uIt3uIszuIrvuI+3If38B7Ow3n4Dt/hKq7iKZ7iKI7iOlyHn/iJm7iJl3iJkziJ5/AcPuIjjsNxuIiLeIiH+A2/4SAO4mq4Gh4MD4YDw4Hhv/BfuC/cF94L74Xzwnnhu/BduC5cF54Lz4XjwnHht/BbuC3cFl4Lr4XTwmnhs/BZuCxcFh4Lj4XDwmHhr/BXuCvcFd4Kb4Wzwlnhq/BVuCpcFZ4KT4WjwlHhp/BTuCncFF4KL4WTwknho/BRuChcFB4KD4WDwkHhn/BPuCfcE94J74Rzwjnhm/BNuCZcE54Jz4RjwjHhl/BLuCXcEl4Jr4RTwinhk/BJuCRcEh4Jj4RDwiHhj/BHuCPcEd4Ib4Qzwhnhi/BFuCJcEZ4IT4QjwhHhh/BDuCHcEF4IL4QTwgnhg/BBuCBcEB4ID4QDwgHhf/A/uB/cD94H74Pzwfnge/A9uB5cD54Hz4PjwfHgd/A7uB3cDl4Hr4PTwengc/A5uBxcDh4Hj4PDweHgb/A3uBvcDd4Gb4Ozwdnga/A1uBpcDZ4GT4OjwdHgZ/AzuBncDF4GL4OTwcngY/AxuBhcDB4GD4ODwcHgX/AvuBfcC94F74JzwbngW/AtuBZcC54Fz4JjwbHgV/AruBXcCl4Fr4JTwangU/ApuBRcCh4Fj4JDwaHgT/AnuBPcCd4Eb4IzwZngS/AluBJcCZ4ET4IjwZHgR/AjuBHcCF4EL4ITwYngQ/AhuBBcCB4ED4IDwYHgP/AfuA/cB94D74HzwHngO/AduA5cB54Dz4HjwHHgN/AbuA3cBl4Dr4HTwGngM/AZuAxcBh4Dj4HDwGHgL/AXuAvcBd4Cb4GzwFngK/AVuApcBZ4CT4GjwFHgJ/ATuAncBF4CL4GTwEngI/ARuAhcBB4CD4GDwEHgH/APuAfcA94B74BzwDngG/ANuAZcA54Bz4BjwDHgF/ALuAXcAl4Br4BTwCngE/AJuARcAh4Bj4BDwCHgD/AHuAPcAd4Ab4AzwBngC/AFuAJcAZ4AT4AjwBHgB/ADuAHcAF4AL4ATwAngA/ABuABcAB4AD4ADwAHgNtx2T7un3dJuaXe0O9oN7YZ2P7uf3c5uZ3ezu9nN7GZ2L7uX3cpuZXeyO9mN7EZ2H7uP3cZuY3exu9hN7CZ2D7uH3cJuYffavXb/7t/93//t3/7d3/3N3/y93/ut3/qd3/mN3/h93/dt3/Zd3/VN3/Q93/Mt3/Id3/EN3/D93u/t3u7d3u3N3uy93uvtu3137+7dvJt37+7drd7qnd7pjd7orbt193mft3mbd3mXN3mTd+7O3eM93rgbd4u3eId3eN/u2w3e4K12q93B7mA3sBvY/ev+dfu6fd297l43r5vXvevedeu6dd257lw3rhvXfeu+ddu6bd217lo3rZvWPeuedcu6Zd2x7lg3rBvW/ep+dbu6Xd2t7lY3q5vVvepedau6Vd2p7lQ3qhvVfeo+dZu6Td2l7lI3qZvUPeoedYu6Rd2h7lA3qBvU/en+dHu6Pd2d7k43p5vTvenedGu6Nd2Z7kw3phvTfem+dFu6Ld2V7ko3pZvSPemedEu6Jd2R7kg3pBvS/eh+dDu6Hd2N7kY3o5vRvehedCu6Fd2J7kQ3ohvRfeg+dBu6Dd2F7kI3oZvQPegedAu6Bd2B7kA3oBvQ/ef+c/u5/dx97j43n5vPvefec+u59dx57jw3nhvPfee+c9u57QSBEqhCILdI3f+/AFGn2QYAEkAQAKEQAph+0v//AVrx4eFqenh4qi4uXvLK0lp8ePge1wdriuxC42LZOYoBSJfewP9UB7kOlfi850ZY7Of7FvNFSXP1wHvo/Pq+lnDMVHpV4LIdhDtfSx0ud18CdnTTn6glL8uck+81O/CWehFrx6EmtRNu3Iv+pMtwPpQ8eF2Ub6ZkEdccAsCLdvwRLxQAHivFKluMdKrLuoqmhmBmC7PCtfJDGo7KdgKKSm9J//9OAAAA/f///1oAAAABAAAAz80AANi8AwAotS/9oNi8AwDELwJaFvlDRBAAg7kKwRgkXgG1V99RkG9PZWGW0gBIumZYgmkMrXF3cl+/IrFcjJduhKtnISJ0e72cPiVtyGvXSIqQRDGnJquIxpoCJgQ8BCUEY2LwlYCaXBAAURXfP1QmHBNsLFUGslAu4bakEMAqu9nXi263dpSyzkkfWnD7kYCvx6VKOwqYE5KHNpA9GNhUzmzYU7ZtOqHakj7GfhZuEer7butl6pquSLVDxyIEppvNjPqkiTu98UMD3QpOqZ9hCOmPkCX0wD3AiHpYfIOCZORZUGT6XuVApNbA8FXlyf5YKxjQwM4FIqVGt9vvjECz3jbqw/vGYU319oWmBlWnLUku581Xh7nu7aqYINUxB2zUbChV3+Aw17aifN/gMHt7AtKOXoe5tiFj+h1zwKYPMrGAj8OaYtu7fJ22JHkbGrTla6NGS+WQkna4MUm7xsdFnhxSUnVGoFkb0RjJ5oxsTfUqB+KOg+sW6PjVq4HhC+4pLNOBZTUoSIYbEyudq21qQZEphyH+GOdHBfcAe8MypGbzcZFd1GL3bZtiRW8H1Y6+77Xfm54HV1hSAr6SWT/RJoieaBPEv8Mc8RtsYKBrnD10jfNfpXA/jXMRL/Y8F/Hiv+nL/gwJOPFczpDnczlDPBECjU8i8IxXGIHI8xVGIOJWCtB+AlFeqleCmr5QNM8f3ZRygseRck0YwjnlgL+RKrt0scdDRwByVrD5GxHaS7kbPJSKS5jGQP5GjsVlpQ4PBerDSMXgb658gXmx5XXKSjZ3kOFxtm2Y00ReR8uryYN5nCZkmGOC+Bwq4j3z8Qqfc1XH69Rx7lqaEIgDeiC5BIkVPyVjAbTlp0xZxUEHeOmUGkzcRvBSEeTFNCQ+yiTsQ0GggaMWyUcvqFGIcBanqAXmp49JS+So8FMcml8qZwiAqZVzFyRPnQ/sdy+5oD7mIuXfMTbb1D4u2MLauGvtlHbGMkA+DbAfeCD/7QxnuC6B6+o5OUVpNpsHy3RExlhu4R8vJaUl3IZoHP5Ju+0op4oaHscMOaW/V9+2ivk2hadvQ/F+FrOrVuz52SXgOolTjeRngdy1j+vPotiqxyTrqSWOY/4G0wHMmSp+J4HSr4f8Og0heZyZMqaEKQ/dXPGxmTw6UYDgcTJ4wSwL81D+f6wiGqcjEI/zliVz5pKHtoj62PyIMyqEx+lUkEkIxut8Sj82B4QwH6j4HLIwmnBkXmdNw8eaCbBviq3xOZ5AH0sm9WkyvefzzV2e4wJ3ItahTeJbMyMuZHc3KRW+ZZTnbO/5hoeSSNy35HgxlXDGU4/IslBMtJY89cGXbM8YkomeJT+V1OvEIHqLUgrw0xpl6hQhkpoEkeGnNFhsI3mBnEZe+uKyaUrXtoeCQKOXyhnGjdWw2s0+NfiolJkJ36t7gSN1nE2VvYsOsH64f5n50gtHzGE52rV2SeS2m5q8j30+1FgSFHTa1PYnnEu6V6NpHopL7huoZjSeND1jgaYVFNK0DgqaprCCpiNg4ZmhBaBpegFN01cBhUBXhzUNpqPuWiOHLxoRuRM5PhRb5YN4RMqfPP+wdVhp7YgjYgL9MLYSuYgykvGN31Rv4lJKEn/az2Gu4kIXuTKRLEuDl/joD8VW6UE8IkmfPP/Ic9BsLUIMGR4RE6gPYyshFVFGQu4COFiTYbDBSylJ7NN+DqUqLnQVUhWw1Wpyf9ZCHHShiApO8hx1AAD/YBEFFuzw1aus0PclqtL3//9xYBQUeStTXKNUIIj8huETAu88CEE9HMyiVjmkqXx90wYRaMmTLDZFeUQy2T0JwOU7YuwGVUZZSp7Rnuk7q6z8FLOhUGrJVJM/PQ310qenoU+UgC7H+ctiA52VshBQcbShTdzsJ42z4MhX7peDZ9OAGaTxkPGDMSvvMjKZn+WRyb8EKlqvcFhAsxILzPXSiUt46cZ3Lrfl8Yp0YkwvhBcm1spELFcgSFgwmK3X+npetzWA9nIssDgTMsPDqDukUTkU7JVdWiiUDOGVizTSqAxJ9srGws8hAA9UzbpV8QLqpljI13KtgOsGHYpXGqii1apmoq+K5hZhrqbX+ppRyIIYZ7V5EK5+ttD8Z0JmfBh1Rw4YNHVXtWntlY54PiUu8VEoGeIrF2nyQMuZm0rSvGvhF+RT4/s3gM2PJECRA8ViBHkABg+rRaQagItINei9fDVLUCevSKpBTuXrm/pozOrzvPf2Xu8NEBGOKViOj5TK15dHBOMseiFuUVoEwRQpj1aLqB5fX/RL4CIDAAghwmEpU/6RO+HAN01745KKxGNJEOGwiIPIlSn/DsewEQogtF/2hI4347MDciccuYzmoJb0cIGQjaQrydAWs4dkWOsjO9h9LDboZ17sIZCAuxFEG2/Jlf5E2dZr4sjjMWB3G3PrTdNZtojlUTVAbGVFNwpgolbEam1HQu6YgiyK9ODIfgRlAEgXVpxE2TM/wULTzeCjm0Du7TjM0qggJ/tTZVA3SZJGadTa3A41GUG3XNXEZ0N9EpVX5YWhOKfH5yfV4+vLb3ywQmyTYCCpW4RCsJIh3iZrlsi9PgbXnnAUQCo7e3/WH9Ozpoacyue3VzjjLh/hJd9UuZZdS8VJF5EtL58jCryrylbsT4123cS6F1ac6Yymafqu2iN3Dppe3Ru9ivzGp7aK6W986qgslff99Dl2T4XA6xIOoKNrg6/v5kBmoSsOYDHX4+uT3vhgI/Rg3FILzZXVZCmVz29cRoxE9U2ITQWmyKqOyWqVbOeo6qSiqxp3AN6U0gx2cqNSvRqPUWmUGVENciIgz4iqkQo+73rg8/4NciJgakTV+L0aj+nRKDNiSlah4juD0gweQuL4jTsA7+ukoutLtnP01TFZ/b4JsbE+aAHeQJRUbZJtohZqjvnq+E1WRwje8EM8YYuRgNR3lYz5sDGphDu/iT2ml/YbBeurTjN7nFRGejA1RJtDOf9lygTMKES+C73hS0YgoL4NZsBOBmurD7tcAH/CEJY8Bsh+7AAVH2PhS1wv+rRPMTEZqVptSAsOxQf2aTUENYI1N5x/nJALX4ui7RPo5khx1DToPHycMAffCyF7sSV211Y91mPv42IXOKInTR+2BiGFuH7RgewBaYrehKXiEL8arErp44NPfoMPPL0B0EzCbc21Y+Hjgza+z5Zjj9WAC+Hir7OA+BkZPentN0BtrYUK+bigkW8EIqq3wbL2MY2OekMXIB8XLCImkwRfgf2EC5T4hGHPviu7GO9HdYowz9D6B5QFjnJnxTWVKRIHoQ7yi5SJzJlaOcMFqSDkaX3ryQJ7D8jCSbIKgQMUhIB/vVarVs8FNIhTfLdmxu8X3MSqyB5ttV49aZqr59CGAFx1Frf4LOg0ToGrnjQN3kOjaXgcQZfQ9V2h99CoiE1KhSelwj8ggGE/bp31x63zTfsM6oBgh58LZcVN+9HpR7CRt40GKzoRLQ5uKFsEeowtWzePiTvdRVCXz4Vidf/YhelIX5puBytmdAWIZW4hxy6Gj5QzPheK1IMHoAqn5JUfeJIpdLLD6HOhRAABghmUz3sLy9i+hWXs5pqN9iQq4OdqM281sMz9QhXFu40I4j6Uzd46MiDqnF2XnwvV46Yb2tHBDNafq/3edUsYdb7yixvIjxYdxxnT50LV3XYrkugjtpmfqy1z3+V2hlg+U58LxeO+y+Ni6EECA58LRXffLcniQvm4fh8PTj6Wj5WRpLyWkmjlQ60g+SDCbHowMqipdKH9miIOf4RkE7bDDZ16curg44N6eJOeBH6Lpuj47hmgxrzxgCM+fn+YG4oxnWBdZ7bQ4jwY4PsyvmGbnoWaDAW4j4uv4CX4HP9Mkn8Stusy2jJ8yUHOn0HjRiZTQFGWzqlvpKKqzy0DOtXQszRhcD4+hnBXkBH5uYrYJxEisjSc9Rcr82r9Pl2AH8smSq4tccbm1TrqM75Uo/ln1HjlKxgAkcd8frMz1j0fD9oey+cI+Q3KVJ2lgOfHB7c9NHJLD0KsiTyXw0htAIYqHx/06meUePQkZqrkPX6A+sR2+vHBP77Jg8K+BdOUnOUzrUZgDNDHxR54xCzXPqytS/6yBapfYOF8XGyCl2PS7Mt8ZngkOdRpDmg/LsbkS5C79GdWimKUqGtw2z5OmOWXimr6GTRFFkwc1moUzh8nHNuNxlx6rpIFOXS1jTCaHx8P7RVkgHuuItaDE09tg/PGx8cR8DFW9fvAHhKLC+Depwuwx7KJItWWOJNxyLnVIXgy8Es1mv2MGi/pCgZAhRaAruq1BVfAUKmDx7xFoGIV7cvzRvWkafKtBCZYJS54TWlDpssGFZR/9R2Su5op6giYjrpsORzVE0+IgjvPKlZmFsPmjC8aTSPdSmBC9sPA1182ZLpr3RzpV99h0KwtaNYWNGsLmrUFzdqCZm1Bs7YyvefyHFcd2uTWzDgpFY5GzzfR8E9a+CdNyO5OSWlJSWlJRnnOLfzjFv4BdyIOlukGy3Tnm5vyfEN5vpHAdZXAdQ1xhfLggOKSR01eUuFoHdrk1syYGEQPH2MVeROD6OF9E3am91ye48q0asB2wOvwUbXDXCeK7UWnitlsJjLG8pIK2xCNbS86j3kWJVVOFql1e0mFiYyxzGaznQmCBK5bO6W0CuxarmDmQ8ps76RUeGtmFLK7q0OblFGeK89xgTsRM71n2yom03uOyqsqz3FF5VXVoU1G5VVtzYxReVVReVXeqLwqGyc+3kyo2WwmMsbykgrbEI2j5xuvDTjOqb86DppeU391U391U391U391U391t5dUmMgYy2w279zeTKh3ShCaqb86L4QAjExKhbdmRiG7uzq0SRnlufIcF7gTMdN7tq1iMr3n8hxXHdrk1szoFv4ZLNNJEXHavxgEIbs7qLGT3QmL7qjpFxnJMlimcwv/2HjUXrSK2ohqtc4H8naTPbIrxFKI1i6pKzZyoUvTNrYTNzv1Q+pZNwMYKXVYGGw/er7v+57fax/XemrJ5Zv4kiu/ULNzttgbWYnOxuwGgAAH0hfckgYE2KIg11jQkEK1Epzo0ECRt8IcqsKPX76J8Uuu/BICbrkIBbcM67FkgIR/ya9wL25++JeoHriXwN4L52B/ttifjdn1ZphHeDMrTT4Buhh4GRPBO+9a9bkV4r7Z9AA8DXDfoYowwcvoTjyvzOyTPR2w22E4DEW+79Uzg4cZg7k/pZFxGRwS+Dg7k69Vw8r+N3TAY0h48m0jAr7RDge79nuFxzCi53JIST1bFKQFPC22nbT+AjSotyEWoTfCkrLGooH+KMQBvdoDDT3SA0b4DAyC8DSkMPJ0kJJ2DgnWzh6j0wIWmzRdWVrldigf/V22o4FsEFsMyIenKxoYa1TwPiYEIHO0WwReXCkCg4jgv/kAcbzAQMLPNgV7DVaK/3qiZ8cawHM5BOn7rVb3XaibwvCRS88elC0yvARzuQvQxakH/TzZeXqqOtiXz51nC1B3MeVh3+3C5vQRRGg+V7u5M3BroPf4WDuQLTt0sTCt3cd4ShcSQY6dBksEXe+syD5XDkCvFGuy0wl90ME8OdxprA4dcJBnd/uasAuwIG23cRe1U4n+zh2f7UlHXz1LHpvOgJ8CepYOmXojzuP+RabFfsUiZ/+CgrdfKUCn80sinPy0z7gQQ1laQxsPJdb+tCyYCjH1JxcpfBrd880wjAmLCKnLTO8+TuiA3xObvlgiiQlUtaaRHz6Rhu2HcccD6NSZXz58mAQ4vlcBIXZQ1VoM+Y8PRvYNCOD5Buz0cFJWP1bx6n24CD8WgyDjTbdayosPvZGN3reP6EBBVSdZWuDjgt0+pVeo1PyQtwCoAAkJkQSztwGApFiaZllMmdkBFIBDBwgJHgQFGl2RAcFCIBTMBgDgAEAICAAAJEkxABO1x9m1zEWv2nWf4wk+oXOjg6as03+y5WZ+cmefmCZXn4o6qXeYT3hmU586VfdUizTBQYu35W8aLjPJ2oGz2wRAFasrYCEmcxz3PiOvp0U5RstsM7wfJib57RfoUsTIUqkpEbeZgPxuSOjCYMQp2xwit6lVfnMKuhQzjlRk0sxtrsnvlYEuRYwsFZlFuU1m+a1L0KWB0VKRaYzbLMjvJEMXAjYVmXPuQDZtg7quzm+kr87jikPImDjZTtriAVBP3CoH5k2GRU5MFFfrtK1mdtaBdqbSZGhVk+e/k748MBRTc87H/OXDzM5ECRYH5GHlaRc/7JyL8ocvnxQxOzsL0JmfvPHy5y8eMnYmC7I45MWK0CpSsDvb9YcuPpE2OxtL5NxPT4+X/blJhwdoFLWIHNTN6vS2abjOx0FDKJksiJ03i3jZT8CY/fnyw6QnFsZVKcOKw4odLoR2xjYNbWry4O+8LxOjmMJ8j3mhh5Qnh8Z1RlnBFQBGBsY757T4pHmQa/PsFlyEMOBbYk0lmNuREPR5PuVc6xmJl0DaLS3L1vHTaFlY4+asU0f2KpyT43K/PdamWPM8kHJQ2DiYK3zzQpNkV4uUgZakvlAEpybGq+7JL9K9DmpvM7QQWWzi46zzrDZlQl+c2Z0dfXtN0dASyBPo655tUYw22blyzDEhl5wQLbjnvFzojFNDx6vsKS3CIgdNbzOxkCpixON79Lg2xadf5GzNjpNdTOmaNeYJ9HWPsShGm2yuHOaYkAtPiCbcr2xb6N6nnsavak9jETY3aLrNhIVUETMd34/HtSk+/Rpna3ac7GJK16yxJ6Cve2JFMdpkc+Uyx4RcfEI04X7L20L3nnoyflV7GouwqkHTbSYWUosY4vguPa5N8ekXma2x42QXU7pmjT2Bft3DKYrRJpsrxxwTcoETogn3spYvdM6pmzkhq04OpzNuue1mYSGGqQ3u3Me1CR92mak1eyfcYkrXrPGT6cs/hxIY1BOyOcSZfbs+spVaBfXOkAv6eF7FCgNXPDKOUa8XWGBhqzSS2TVln3GN82r2PY212OrMLWP4TY1oGMegIOzhUXd4Vtn8Fq7rpU2rkZKZQ7KDTZMx9Nl/iHNWzheMuy8Lve/eseLLg7DzrFwE+EdLdLdDuOI+p2apk/9o3dntaOiHUBevfICtp3FCqghzRT9vM3m6migVSTecPYxFMeYNsNyII2MHtyBiW7NVjmzetWyvbkvW/gRwZ9dBhr2ILknG9AJ+B5K3Sl+1v5OW5eGVrnjcmdvVNbUO4xJdIhnTC/yMJG8VfdX+TlqWh5tl8bgzN57r1DpPhNSCoiNm+zFBmO0Irbjo1Gip2NjZF3egFxLLxtQL27wMsn4ca36MRhHLFn9I/J9P/iKUqByccYoPSZycPCdfxhsBLoOaEe/e2eYOuTxh6Aals26YtvPnw6CbSGROit2RRh20WlkPTCQ8cxOw+xE/bU3OY6bZkjorPu1tcAuNpNaQFqihlEnb84DJdgvFFSA2Vt0jmN1CiPY45R0J/pPj4GGIJxIzJ33/YSgTdMaHyVkrElvsdwLPcdyWuYfF5cU3A2ikpvndOl/N1E9wrIHbGNq5kRHGoYYjFbcTIuee1a9J8Z/aDG+bXBWROfs7HAMXjFlQaH+zzyPWQrr2nOdOiNkW1pmfaW92d8h0TPp/nin714p2SKJ8gaQ7tkegeHVEevdGprc0AsU3RthjXeQduyIqbFGEbl6cbJfepU4C7V/p6sEh7ksgUXPzIC48zVh4JzjrbL7hqKzhNywWRfSrdOoyP6BzG6ztINBv/7RyOY1+HCeKbTP0QS8665ktqbtvgQ5y5f1lJu508Rblqs1zprO23hHfn4QbmyzL2PC62OiBBkmaa2OypBzT1Le2hkeu9+xxfGrzJYZf2tinT2W6PZLe1RE9cy7j+PIQ5vj/C8HflbAqZ2H8asaASTd0buLFX9sYzw5wGVR2vHuEmTdCcg5p8YSpg04WL1e55hMMlZw8Hp39CzbAzdikaYKT5uA+pLbRCdj2Q5zZkjpzPu3z4Nt1T81i2hXRsEnDkLmJ33R5Y7wd4DJo3vHubeQ4KzFO8qVbBod6YoI1VzKc4MTJ6KQrAyLK2hJMbAhgikSFRkh0/zLDDfqY1mTfesj71BZ2wvSNuW8ANqKtTJvM3X9vLZefwqW11u6r5tV4ttyxlMhpIwV9p1G2YxGFxYdQ3Hv/5OLhZ79P6Sd4rmlFyv3HbR/0eoKt/mrtTlt2S9ZaqN4vsN2J1QjTV2p6jRP9B8lWlkv3QLWlRZQf18iJ9Kyd1Cl8+WTcp07cY8nkGQx2jF0ZHY9sZM78GAIB1kCc3MfxbZsT8UYJ5gI/o44JYGji5Ndfe/Kieo+AYDX5fEIABqdcAY/2NYETFSYRLNL4llNjAtjzcCPkeAdfjzH7Eq9+IdBkjV5LxfYnqELX3caH25kUi+uxqbaCucQCVNTeAd1XLFebLfolxt7P0XdXoumI4vdXcx1i3Q966KfA13GP+DnLceLjPqmMFjdPT2/dQx9AzV6WQMZ9A4S9j360Y+WDBcY9MJ/9zPPTgdem6UPLMTkppqBy60zEewftw82D2ar6VZzv7nuoVPuHjntyarO93EamrcFfMdbuzrC/C75sdSs63hUB6BAaJiplYpqzzAz9zRruYSl/H36ZyvYrgg4pz8RT5uC4RZiMXqjnXhLp74oXVNm7utAhNExUynSHW4F580I993RIf1e8oMre1YUOoWGiUmY+bhem0MC3jbW7Fezvgl+2uhWNTRGGDqFholJsccnsetG3j6M7Dn1UPxjy3YUKaNZTaIJNB3Z/+/IluWgYTTwdA4mMgM1wysYweaFtUNzmrVWZs153eY0bmopWo/E0wfuJ1105i2kLAE0IugTSjAib4ZetsNa7pyR65qrRSGc8zH2NAJqKqDbbOILnkdddMMtuBQBNIDUDohlBmyGRFWFoq7cg4s59m1BnvinwGhmaSqyo6cOB10+uuyILbj8ATZxO0Rdnot9Q5aK4EY3HHG7zxuQpAZwDYI3cTC2OzLJh/7hJtJ3BgttvSBNPB0AiI2BjOGVjmBfuNYbbvLVoOltymjeOaeoqOsNliLcLl3ZnF9MWVU0Iuv7RjAgbwy9bYRmy5xRo8yIsMjD2Iq4bK7ammuDCLsnzNE1s2AZm64P2nnRG0W8bgW529Q2H9k7ZoKgRGzozqUV08/7F/iQfP3sbIuwX2BSa2WzWwZIPWd+dSthsEoOQTNHuEfsSS4driB3Xp8Vezdlscb3zNXJ/ZdT178szy3q0KW6tieQdkbsgsA2cqHw1jJ+osbn+5DEjiR+EOfXeAT7zR8ktnWA9HyO9x+Iz7SirFRPMN2Ys/KJ4ZptSttCCvSFH5VkYwbKpsr600rVXcdseze0O9Yv0nuPSqNxET3e1tuSrufn2h8t41Kqk8braCvpGuy3A+7HWrvV4gb5WYS0wkfUBzciUxTSc3e1/DJa4flImnmVYmV8nNj+fmTprTAfLIgB2l7VRJbZnM9mB9MuPwU5kxORnNB0b9eXFiHoysnKJu0ymLbTLMiC4G5nBJzb/mcyNfvlopBPZyfpsrGPbEW4RkY8ifg3pMDFEHtNgEPrUwqqMumeMZbrrK7pZ7IQ0GBhTU4CT+kTM6e6laPGNFO1ZR3k/J+S4NlLasZrCAgsqlHeEXQ6qQO+ySnetrEBhZW7F/RZXlmuz62f2I4ahG90B4rZrxIRFYlT7U25fFRO1IZiOyyAv7cDo113aDibzOR+mOLjzZbtHqenQr8u5vbph+6ZyTJfcuYtv9/bqhu2bqm0kY2/jrbYsgErVqlu5sINj0byu/bMKQLIP247QGW4KosmMSOiwGgJhCGCYKLyBa3G5I1CbxDO+ZhPetB+61C6nmbvF9JDNc+J6Y3TfogYrmevp9it0L5Ilfct1qA/DaSdcZjjr22pcJ0O1bmtI9yKw2MdWh/Gh3e0EZEZu36KGIBnq6XYhdC+SJX3sdagPw2knXGaQ/C03GssCbcSgDX+wL/hi3ppZiEBnyMU2+QjjVNzoQNgj+sg0e3OyG7rsrsgJscDNEDVPlMCatLjsypx7P3Atq9K4bhXnOvsedrtNMDL+N8XvYqT6myy+tND7u89eHB2gSaCnDq4jWDQkv+LHuPRARGxuuy/VTzaHOyPwp56TW59AOwtpgDr3MVkSk5QmhE7lzSOCaPhzK97azTsPvbliXsDp5gJfRoZMDbQyLhfsQMS+Su4jwkKYpJo4naLXjziR4YQt/7ei8ZO5gtkFSHLpETRaMNVYz3ZC2dHa5hNlF4IFszE14dRU3jwiiIYztd7cege0zA/UFpPYSC9o5GBqQj3TcMoOaK2jyD4gFpaJqYnTU4TuiBcNw9//AkPyVEI/180L6HZiMcpgCgGe5VO5I7TG/7IPgcXRmJoE2tThOoJFQ1+8ImiZQzbzJpaTdBfgGWtDa3MmDBs2jxX0i22/92FdpNOf1MqZobdumRygKOftGvRerbnAGRsbsB7hgGDZdWvhPVE+5551xtdZfnpxbjct5VQv2DDFqi0P67YzdY+JcTZcXh7jo45r154MvWKQdeYquA5kWfeJVlIxtOK1Nz7BeX9G66lhBmuflQybNtxW5TwjgcqSTEejFch3OzqeCOawEtNiELThJivl5w+oFmi6jS0Q7z1KXxOm4XeIp2XnLDKb6nLRm4i4Bb0b1Dv17P6YTde8Wzs8DBFP3WBwt4hkrvdla7U1gi/N7cUN7TeVY1rqzl18nbdXN7TvVI5piTt36dnFcHZnsuKJmHP+0LfZ/ysskk+j2hXpnWPe/f+Ajfoap1bI4FWHGmfcvHaL2v/QdQh7NY2rt4PapxrkDJoprFFl92INu1NjeyotWf+5z83FSLWG4N3R6qt5O5yEidKMK6Ly1DUyZdUgebU05XoO8Wh7uBEimvtks5+w7Kvf8ewakYCskGTcMqmXA2O1cS/4ltMOzXwAtU+sOvpzr2fv1tKrQ/2a1NqVuu8ohcXc7xvT4tZt1XKftBbJ1tk6TrLzF8Z0aItSjwbjG4tycESLdgCoKssbq7mUeTQ0qzwwb+Z2Nth/pOL097TSxHeOeFPEAOvS5ilSukb0R37K/Jyc/QkxLKt/dvaOWGzl2fJz9pedBqdN5SmfLg48xH2Y/yv1SVhHkbtO0U9diT0jMvd19jaaCtc7slOfQ5bVEDmeoOMFONo+/erJZ1k0iIc1FayrzgL/xAjtstj8TUHKZgWBH5ZFbI32xRuMVkbTDo1ZP86NWFkcxmx0jKWYxpuxiEn9EDbj/RuK5fs5Bi+p7FwxbNunrto4v2SBasAy03Qd6vX6C4cB+xvpM9YUlqwYj9nRnLSdv2pJYdjC7Gvb9muIQKTB6uaEeTLenmYru7OuDjb5p1T0jHXy/MJ8cmVb2XLJvLfd1bKhtuna3k775lfSRvjZHWZefqehWeNEPSTYbCzNVJyZkeiUwxCY92DQLsGeW39COfqc0dwLysT7vHEn/xabTqwvy64dZjSvMvFMbejJ+cPWG8vI4mv60Xc0Q4yb2Z75utYzNaVvaZ9pQku15SwLGMya3U62aJKZEl3Frh8kaW5nvYENhRls2XB6M4Y1+z1sGUxivWIVS8DDWLGp1QpuHgvsC9lhHMl6aAjD+LFLsXlchqmj1xaOyNlrJ0p7xtWpiGfPepEARovEfqt4xhNFVIwTGeQ+kWwmimNYKXrVUBGAt4rANlcsHi7x7DxaRPDdIllMF2P7tV701xAWzEo9+KwpUWtkse2vg1nHkOjeYOexFjiD8TEssG9gB+P0VQbji1dWHL0ywO5VrKevY7J+5foBLAJsYAUjvw2ZN1j9x7AEsId1tklsUThEduoI7AvHZhg2Qt2eETWbV2S9KKpGiwB6qygWE8UyXyb6E4LH46eIIlOLwchBItlsEsdglujVZSIAjxOBbZ/YmSaKUl0pcuBQEcDTtoorNiQ01o14Aci2k2R1dVluA9osP3O99jgFZJwHYc4P77MndJl6LM5cA2y22HI32G2xTNab9Ae8Jt/M7Jp1KYZd+ahbMuZXJFCNR2a6GYc6En92GwKFSWhmY3BuAxtwqZfg5oxBUt+DZHAShr4Kb24YukPbPGSmkTh0wzuxUUMYjXk6nQp9CzTPPUNdn52JDb5+qqqPsg43uUra18aGrLIiZWkPgJefdpNwc3jD315Nza8M1iNswNZlMMX7PcTdDMbQKSM3Dzv7KiSFMUgGGzD09XfOvDl1ZeWNYtx1/qZzTospZyZrrmgG3Wk/Zp1TjjtgPvGCtvJ6bugJ5dbzjHMvMH4jLVGLT6n2pdCQMWlAgtrKwikZ8jE59zt3lHnHTm0TeOFJHqdRI+LmTsJy28bvyDD54rOwERXOMezo5No5ic6aFFBcXyUHFskUNLQZ5JvHROkCVb1oT1Gl7QIoiLU/3pshFdYRGtIo8GqmnWYuo62tuLXacIKuJI8zOyP0LKpRoDBFCb8LCk2Z1fUaZYZ2a23MAiXQXTAsNQEn1b3ZMhkFZ2emwi4gDbu8nVXMFyLpw++wfSdG4i0JrzHQ7Z3wQiNWBC8zXDtlL0e7Bl6QfJB2paFddJ/bd8W1Fm2w2GJDM/xcac6oReOSWbimt95Au2jMzaxexNFdnUhHLVCarbVCWTiWgS3ABHledoM1LNvJ9xo5l96xc7FdcDsjBm5hAZ52YQz/6/Fmpg16I3M64qJlg3ffNNDok0th3IAFJg4oD64UO2AQcF6EyHLt+8ZveEeYxR3Ddh1mELu0HSs79HZlFpIluPfVSxNT4+UtagV+rGJMLBUn1oHXrNOcLUoGzEXarRC70+cVPSdiZ3FgToDJBGw7snZWHbizukNyagHF2jKXYWM7p5ANjQWemi8VE409bPxuuvZ2qmRlFq6tJsz7inSvxJR4eYtagZ8sZrlUcrYbMgjrNGdbMQNhkeZqH7idis3H4XXuWVI1Gwf85KIYTPFmlDnRU5YUZS1jyjPuqaBvS/VsNOIwYA11CD++kP22JTi+7HTW7liivmb6HVb/3opvmvDtDram+luIvJtimDWf+URdqq1Z39FMFm4NsPtaNsqRuE7RdJeWc0SwSFL9beXDvDqFYbWtqffCwspPame5x3hqbSlp6ve6MIySB2yiaS/nX1xoSEFzBBB4LN2ODPothYgRIKYJo7XqDsg5Mos1COsE70rZGxFbXvLCYJmfO4RmSy4AjdhlvmwMTTfNFkfLx0XLfBeFjzMbUlkJ3LaMOt6zV47/2L4W7WW0NNxZfde3DV64jpJ2HtvmrLc9pSnABYbvRru+Od1sSUaaSLPTD5I6S2K7AeImhyMRgwz6BZywvWuk9VC5FT1fI6/GbygyIXyiQSoHL4WhBheYa1D3No6WV2e/brtstuVBrTInQvjMcDEj/YXzGP+dbmv3a33YvLN+/M7As3fB1i1jI4u1DH66glfFLTxy9eC+6H2OQGbqod/T+JEOXa1rruXLA3lVHTugRoHNCZuj77wA2U7lCL7i5dsBF1bH2WMn4WG6DVe9VTgCz8OFz1yWxsgyw0KHtXgw7sT9TPs64uixTuPxoJ8DLKb78RIGn589OQgJLWJfxEHXlkFx3FEUu74lXzizd2SC3yWDd+7g3gLilk38WznuuDl138uzhxVCY7HqdT4QhHVqGfMtEr+Zv0J4p2S4ll7mh7IJ2ROy7Srx5ndhwYhix2LTP6hhUybUv8Dwz/4csNtuzELnl2R1R1goL1DaPjjlVaB9B08FywTGisfJAQPO9ZDv7DLdeGMe2HGdpmJs89Ud6sRjncZsrJtuFETw0nb8PSlKxup9i2Cik9wozTEfwsiQ28rNxeGTGZNpupN2QsvpZyYUu7qurUi2g2oqNk1rIjH/PvSvE6AGxbs5SrC/E1qj7T6ggQLVNJ1fG893BuPUjyDbEpaq2Tp7NYuFYV16BPLCGWXButiRo2sG8x0DkilL7NT2dWGMkgdsomkv5+E7f3JM4WxrRG/Vi5EVDMbOqLpz0zTpbl2OaY7nacACPyFgy+zpkSWPAXtYPmfsUpswo+dx2+zx1qMeAD5vZ6Bhu2ffthfsT6PcevBdeLGNZe6AdwnbbmE8yrDzszp/y9mtNdU9zRimC3cV9sG38p07GFuQWW6BqbuypgzeSz3pre9wIjF7XiEa2UcWau2DFXzdDWChmS38GMd6P2f/nDsVh7Zc+k1AnREBthpjImx1YyLsOnh7bjJnDCDZ5/Ov01dEgnE7qmQOvhgYixkw7QR4dUF0bhIH3A4f1icv+4DxERePAY+QMK43wb//YQgB1K+GOMB2+r9+oQHyq0scADv9D63Q4PmrJQDxnfPNy1XkSM6PeVM7qn/fuq7Q4Gw1ONUSJ7sAuNM/t0TIQoOzrWGqSRz2C9vpnxfKKzQ4bYJWfYnb18byzNB2m1eFT/Ifz2KjS1cQbpS1DnivMINYGo23jzOLM/swr3wfIQNrYuHmNu+4CSKnfznmHA5z6tzcETcd86r47eYgn2TSspU6FmtYa9bo2cQ06ILi7N/RCt0tG/q37Ky7P/vKaYOgSotzxMk/c0BxCNr9k7DqFSApbUlP+tBDD72gly9034sHRaxtyNEEcPupzb35dWub+6FxtJ2+Vlx5sJtud02AYAOWd3OIa2hxwQdbW4yWewNbgd3S+ahB8uYMhHWabbr7NDcHnR4mlNNdbnBW8orldBNM650apooUSEmYzX9SatxJKVKeaMU+Bwe9DIdoNlwJHdaN52L//R6n02v5pLGbXkRKJ/+5W1QGrLFU3uF42EPkgGs0jUF2Ty/a88/Im+J5/p2REH2ueAJeS1DzGBxjS0SVKpJZOVRatYemqIeC55+mXISez8IOE4tPxQdhN7Zwt6F9n/SdeJAVc6MEmNiET1O7wvpKImeyNDDnheVlsYNniAWHHeg1BXrib7HTfV05PkT7N0yYR/OOAsnn/1GydYeG2G8fjGnrKjsMY2UVCXOH2o7CL2+Gjj1Man4DLUaB2vBUMchPNCsRng3YVQ1JVHlZIqzqxYs/WIyCdLsCRgyuHGWX9dbUPO9x1r1nvd1wcAENYi2TGaPOp9Su/cE7lMWXLYX6rG+zI7PR7LbCUgC/CU8n1NdoDKAnCdzT1XgE2mE3PmpBTctd3Ze4svwbisfkDv3+I85HEP8hbyxOmqTXj60v7P8JecX9ecz7f6nhRsT8jyv4209J8P/Mt7HI/p9t+qvlL2pHMv4bC/1PeiAy/deKq/48V6Op/7pE4w/0V9gLrUOcTxMZKWknJK2PzfPjE5vwc8X+Ya/FnwSU9osGiw1tL4Bfr1iq1NX0bKw3Lz28TSjS0biRsRuZxbqacSspXBGYNT1ZIbMFmbsNp8xHjlycjFpsrD8cpVNuutXk2gG49gRfeLM90vvGVrzqDFaS9xLWS+1e6tZ/CKqWIu+lsB6aRN98ZljqLvVP5eBd2TSFRnd1Qbs6BNlMqx6k/FVBQo5IWbQtNINMHuwSHJlcbtEpBvKHoznpoSPMrEXZGge8pE6uS6sHv0M/H9kq7Fx9X8/xYmS6voDCO74fuqKtvOeXLgXWv1Hk42w/ZIVuRFzOK6I4xMZG6HDrvC7W6vpl4+gY8ozeB4q9q3mmdyiwD826vipvTYRV0VZGkFef4S5GJbvIv6p1Rsk+iq0bGxmFf9dx6I3H9FaW+UmC4lG8sT1M9BSrV+VlkHq5bjuOSfLE26BW4cX9UDtYXhbsI7vORBZ/CmIezO0c2hiPCR3HYa1msc73TF4dG7yeUbYFu7BsrAGsYB3K/2LQTgt7mxMvj6MBsqN+lZ9tZykRtzAhjMasRDuIzk3r8n1TXLTrdFwTo8cNa9ZZQDWfxAQNZwy+gNvDXmp7E9wmiwJtEisUrNsfr6ZsyUYzbHKHaKzG6Bminhtjk9ugJBz2yWSq7v0/Q5bZeVtuho09Yk1naic3zmLDbT7mdMIDE2693GXbUZadIDGYRW58so0V2xqjOMu1rAvnCfcwtrg9ym53LNHnndVc5PLU4RgFOTRe2vKxwBNjBwePaI+Ll3bnWGxmVuzUmhhsrWf9TQaBtmw3JcK1AW9uO71zOz0L9YXgDRrlGX0IyLl7X7fIYsvAtVnwdih5zwov8s65ix3bWwI0bwbaHLPYnLBsNsL2nOu86Ne7SeCtsL4FkdpmAbLDoM3B77dR5u1bWH1Q8WZ9kbt/DMyj9A7CRqjhd4kt+Os++O9mnCxXx16GLXNC5zq1o/1zKO0H9zs+jyuHkPXJd7F5nVH+/bZmkfFwKy5U46tNjppnBq0BI9xigB3w3dqWHXELzHMOWmfEuf0/alaBrrNzx2q4Lk/4EPmueuxsFnMqAJdePat23ojxzYBhneRuSD67NDc/thjBFpk668Zyb6eYtIXnrr0VfMaz1HwHueNbULGdlNaY02gIBxnPQm/LcfgCbpZpZ8eM492ENXBoBKcBCqisJhY4NRvR7XTQMxH48pwrcKRVcKLRC7zXyCfju7rAfBFD/9gT0/AMqmXNefZM/fRrx0KkCPA6hvY9+88zqJZ1zts29ei2YmO50mF43biBrJ1X5TS377zMYynYG9iTI364EUNtux6Y72wmMIORJzv7vLVjWblpm4/nSA9PFjX0NudHNodkeXPO/i9f7+pYFU4gNlSccB71eWPx9JFVYNY+PywNhAAbG7A6l2SEZvFx0fuTsS0e+J5FSuTY2Sa4pECbV4Xcw8zC0DGHigx7buvVuQfHx07W/Nj7mylbe2qX9zIZdKe0cQfVBzDm2uBvmyhNHmwC78uM2mVeLmewnxbCtL43an3TkbURz7vzM2gkpWi+Xh27tonoWjECyX8WAJuTmJ38fu+i4D31HsqjjWoDtlXdBNFq/b7B0RETKD/q3ubL1hJYau2+wdERkyY/2N7Ny9YSmNT6vsGllq2BlWDIBLw5s3+bnQI8tLCcKYlZjdkqjLT/lQPG5f1osfZhV0Ruw5YwgWw9sX3wgDLaVhmn1wE4Dh6Uxu0Y77b0laPfF/8cWP/t5IC3GfhGKHldf+2fevSwcWc9xt59Nkw2/uy1VUIxh4cd8HPz+rtX3/mB55arNtvum1DNLLP94zDaXM2dI2ypshx5ne9mclffJw84Pd9Zto3eTDoOh5K/fm/DFQ9cto247Tqk+SJquXOOFeTJ2u2D+GiDtmWG/J17MSA/vVe987VvdDVEOjixe+129+pw7gj9XUnDJuYLZYjfVMNatkOyp6U5O/q4HshVbpcth0DPBcHt4+0eGCWX65u8a9e8AOqP3Iz/UBbKtqyIkdQbNvamzxVbtQAj0HfWGdbpr2tu53FyZUcEcm+caasicN1kbrORtXzUZPRPzk5bcFTvUpL/Y/XMRVEXmqDoqVTxeGVt8iamLqz/rvyx2jpso8S0iHK1gXKs/XsGn41nyOU0LMqpb1iJFC87wIr3sgpnlZMU82Xz+RfisqI8N6Uk4QE2atMl8P051pzP02/2ZrN+sdkX11zumAr6owuPNfHtc5BP8RslWHSxR5+Dj+DumEoG+53YzImWCFV27ehwjJ59xq1lJu+ceOMfV/t+BXa6mspy8r4gQjvzWvTe9UtoQgx/w1WWdyfags7GE5grWc6dbLI6BNH7UkgaWm8Uu3h7bGEUY59um13EONiu4daVFewKr5NsXc1yFlb9cBDc5cGN/e0vPPSW3M+3Fc5l7WxQ99xNSG41grffNn09XApqRfPcJ7qWZ6e4G1A9juc5mXwpzkUvVDN7kb1oh1iDP5yvYS/YF6b+SDIlHU1byNCEHiX+8PxV+hfrAZo/0nIJ4gA96Y3b4RzrvPFIdB1Su8ANpF5473+u/b/US9YjFv8leqn39UadoO1DfJpYStqJSeO4OWIUVqgS0ZP8lkr6ZEw8dlP1UDSNcWJgYgfZM9ywK2GPN9xnofGrOVUTaWezGvcsQwif/E0tJG7nqnyKRCnlx/ycX/JLzQ9er7e9UnvZfC/tygM71f7/sgs207SWh8c9SY7yInT+rvoqva9wOQ2u5fbt90+R+TfATttxw4pv9NAZ5Z1Net+3/x2msHrnQlS3WvUP42BrDf0MmMdDV5oQ+p3oBv3z/qWmJg79zJ8dojJ8fxYpXpn5q3eMHOSiyPkWB7YF/W5svKYb3b36Wlt//S0Wk8HtNgso9k6+TW4dLsA+FpJOkuvvsklvicZK7qWaUyBYc6N3xpj43s7ntRS/1Xb23dqt4GA377ZF14aQCQhqcbfTQNIGN/b5PGR5P/N+U6u1eW7tgGs6yUeEVNWq/D3p69D+46yXsF6W3Wv+7mrN4yYuHSTX9ffGCoec4WLGXpZfLd/lEBX78H++m7dT2i2345qgMBxujHMpKjCrmQQOmndx1yUcRWO3ywo2MN4JqJ6xbG4oJB98+ryIF56sa6TI6OWTb945bdRYpj5jepyn5vWrb4yziu5n0JJvmNzFwn3icDzuCdaZspnutCJ1u7BjN102QXfXGbHn7XFuJQGkuY3PGXGcaRDUOhluGAdvyzuPFe+KmftDS3axjYN6W6Jt/OYiDGPifsix/GT9q/hsM5zNrn4eXJPIfCEUl21wOrhPxyqYa7QXrbx4qf0zk0762OGL0SL1o7OfkuXcyef3br/30t86gsd2qKwxhbYLeDZ8Mw4IrRa7j2zbSK2gg2lw415AHpFxy/L13OC2wZYNc7aL9Iu2QWPOiNg8ODs49BoJobfeR/ypcHjWQu8ZDItoMzye2dB9y+ESHw/PYz9U94SYG96Mf0hEu3dYnRNB6aIInVHxxHbF+VdYF5ns9Wza/PTx7QE8BzSZu9NSY7t3wqn91p3PsbHP3bzHAeHEKm8YumH7Z+M3ISDARkxGXj5X5c29tR704xvrWAg2KwOwuU+BTOcuqIPP7Sm9NgaNBWT1xnVE7xx3kWi/WUCxjQETgGV3al6zE+fa17pRh/U3AHBY7bdBBJMbgG84t+f0vS2TPCiaq9mf5wwZAPd2q8VDFFPCv2hEXsDvWTGa+N6STZOWh21/fPxRVFt0ANgItD6HHcR7bPxhTkBZzWuuDkHGwBHxOWh3dug5CgF/jMq+ftgCAFvH+GYK948bR7RahGfKUGe7OFqPEMkOn99N4XEBqoZ7z6dSHg4L4jRuVY9/as5ftNwRz3Hw5JXIyadjEd6QLjMsljR5Mzw+ao1c3H8YCa9AChPcgmKztgi9UrUL6b/3OmRu1x8bkXm4+l2KrHHIai8KXk1GvHs1GrGGo9RaeTsi474UaUgxaFvBRGdYB0x8zTalKTdt7/liD+FwyoZ/2qkNH7GcBzJQqwcTd5fDbvytBuz9NrEgDmOXeRbjFwajFmp5fJLFspHgtOV68mUmhvWlTZowEotf5UvW/1PjIzYPXa5B6l7soYsxyfVG+QIAwyrH1+uMuze2l8+C8LPaqodrhUN41wl752J6lSuTmgzCcEmL8b1HA4jdsqcLza9Hh9GfB4d/ubWreO0KacrZ2Q4ZWNumxzzByByxjMNrnWaxoXYEJhy24ULl2CMnDJox46ivykkchOTx9p/v8E4RWWHkzdl29DfYnW4jnYL3Va68ZZ2dbZmjJ5ndbHh4Z15mxN3sKplrzg6Ugkqyvh77lthiLesfTx/bWI64yOQ118rwN70Yi2npvIYOapd64UMky+y0ldYUrczRHxLMv8vRMpwbI2LeA46Lr3l7v16NuJ7nQORgv1ztSo2JyOillpinCjSY4/Bsdra+jlt1ziwcSvLucjRuNW5FUIMb0mw2BKRXaOjU7fW1zdHkVLTYr6MMMT4yi+EhJiKPe+ZEznZ+MFoOEbvNaFbzV9lSmfniPZ/R1kjcy8spCO8hwLDtQSBfyJknJY7mlo6dZ/eqsMjENu4V236Vobwx25NFnNiXymyNnLzwbDh4hks+O5MjMlDFmx4TcrRC7oYZpWJOjCmx/hslp9fObdLY66Ej+ROZbEDSnEPfk9V3C+1CTLffgvnfQ6Lj3OKBlS9Wd7X6ZWUTbRHzfJtQTid/4B3tmD5nVrqyg4t/0QkA7+caA/pvFWsitMsK1WKRxOu7OY9sKykjMk7wusEe+2evrhSmAxXTT83yULRdSBU6rlOhlSGX/RZaGXKpbwMEbz3q3JlpEFdL/xLHU4BEvDACVLi7UeuZdv1nF01skSeHwMqdNvWWWPi7p3+LrVEjrChhiPYTJaLMR9+i+bfJBgM3wgHvZtUsT7sWkXp9axnLzQDjIzPfBhDMYuTUcd3O2/deATis15vqEN0MQGac9G3I5u4B4KPpd04us2BmbKK6lY71NxkEGsR/QxQjAzbh559rsrmX/iIOisda0HcUa+gbg3zMeVoVdpdMIaY+Gve6LwRovYNC+h7jDJHdEPaUIXfFPZZM7uFnxyHolguxcxkZwx7e3W/ADDvuRXo240A9yhe2yelbLGKw7rElXc00gsJtwZ3CQryqjHZgmAmMHVZDxwMaxrK6/RjZTVr/LhTHD2lUxXsyLkVA4Urr6PZKcOjrpfbQgUjLPV3St57IFfUspyr9wnj9t7qyVzbosGaTHEqbjR72AxOsrxXdW7vE7u7c0IEszFy3IZ69ZNvNW9ln1qSu9+bmGMbFki+1gQtw6SoN6yG8W1QKLKMNpl6LuVTO2X7GmRvIk/ohh/8++wRUL9yRZVR2Mc356uHCQcdYSOyrmALh7vgPasZHqJrp7Frw7KNI3U7lbK+gdxeztki3svtGYMBj0MeOIRB/7WFfprWyjYwt144senqO7EO9iiVv8K8a53Ni31Uj7mbSXtaTkfbUP5IgbCHr9eZd71X36L57RlzspLScpgFtKHUEdNhitX7eSrnoaJxS60fc56R6+fbH4OcSQRod6xGOsbrGx5q21MCHnPmp+63AnVvsvIrgf+VCTTkmVofYjRPNGLqG3YjZdZ6vAtGkNz+hvU3lR6AW6YHoyrrEzhS1N7qG9wD0G57gMfd2bl3GrpAXDo8L87DsgR9s/fop2L67EbKPtn7kdWxjqT/FjUi0Va3TGZnPbAHrhjX4byzHocLsKrQa6xky0vcCU7PGLu4+P3T5b/JB/gbZ+LJ8/LAh38eGhm6L7d7KhKJMRjhM4QvApdsyO5Tj8RIu8JRBBFPb341Jrgg4xyNJZEc7D5zBcgzrsz0CTuPpACGazMDfdQMuM4fPmV5zpzFp4hTT8k8vvvPc9FNs2XFljGbukX1YHrN1EVvrAWDZYHXv7JTRxvvzMAGbDJ5aSwRrWNCyuHva4UY8PTp3oOMXDxWv+DUJYCr6oVYhbjEukGxfWLvcZNo2XpTtisAaHT8hxXYWpoC11eff49wf/j8MAh7dpAOzUK8WgMo+SWAWqgPlSa6ABHfWIMpZ5+8NGnYQYUVoTlj7+47LAooJqjHZLjpe3q/9nbSZkNLlCTn1xdBSs6O802S18S1Y2ZiD+9pobrUgtGuQI+X2AOZm7PxqaTf6h4cHjbfctUDWUeImAGVC7yrCRuSTV+qKPwd7W8MUvTEbcp6TCL5w4JTDWunBvR26Z5EP9iypFnnifJ1Zx9L3zV4PoqUNa6Vnhw5Mjvd/pTYrHm5uXStgloE7D/ukc9SBAXSdNWLfZJNqwRXgVIMV18ow/i7tKjPerHMLILHW4mYiiB+GCjF7ax9sb/MSOhMXDYvMsLo3exnOtJHXSqztiMlsux30ZuMblwVrdRhk4bN8oKw57GUGu+/vIDV3GGXKFdoBtKtaD7FW2MzefnBMu1rJc2VKZN51ibJL6swm1AbgqGf1PwVG7b0ilZ5HwIg4rE0xeP7GAmClIGMPvxtBlbkBk/INw/PXiqJej7PxCs2l+ZtFwFDcdAWff859XqJ3DbhBiOb/ZYNC+mX3SdWLteEoHBCZxa4Q24K0Yzi9CwcCs272ciwwR5mX3vEui3fIxV0mqQD2NltYoS/jojvv3wnMYPcurYr8Gn1WN9wg8ViukPbnaieJMur++ts+i9jIKpoWeuMPKaUHSKwoVIJoNEtbBBi9xigOdUqwc0Osrf5shzdu2dsfe1N354z7msDGta4U/1qwfXlwOHuEOYem6hHNWlN0EEtPDHtDYLBX8axMtNe+pL8jxPCkDDvMhdcg3rtb17oR28Ry/f+uyAXdBuIJLDdARy+CyhnQfUmbO71pYjf9mLqtrTOmU2Btw3HlFT0ldRekz4qzN8zUkFOsPERNuKglH3IZJGe+bPtyNTzzBNbKicNJb8e7QnKmIk3kWWjNecsggFwnvPZDcoFNR9sfb0k2atqLmnjs20KGvDO/B4lOWBLXnYgoLaC837MTgsHbxcePCNRWX3eAvIB9eLCIydk+uDqHAuG7JnfzRcgKduMhEpUNcvBeYY4iFYDkhuOeLIb5tc/BAMMlBlaWC0BdlL8D3R8hoFYhVtjxOOdvEkKEalxjRLWP9bU9jYEEDLlOSDPULVAwZjNBvBP1h7zEDERv+H7OL22blzCPH53bRvgytgyqZZH2l8bi4AdwqzK/ohXY74WY6p1A2DhVSPYjId8/jrLEOS9y8hWWNug1ZkHiyeHbWUMUEbvGMP8WLgWzJX4ZrcDjUy8X6imE3+5j7F6VDhox7PzXvjwM2RZt5nQdtAWNFenP6lTVoNPzy3Odl6FPE+RIDo9GoyS+1Ydb6MU2vRMdNQc8V1j3MqeNxEq2amqLEi8KNulbId5I1ykeP3hpfhAC+xeTanl4zUmNky1DTEtGID11XZ6vTe2w+sM82CYNU/sQbLWwSWMxbV76wxxj7D5/NwUf+Ml3ZW12HirLIHuyeK7gDLVHRFvgFlQ7PHcxTiav44DA0hiy08hNw6WrNJuPiXDblhGXp4vRnctA5zNZ3YszKaY+pi1/1e72F3DjwGQW4BhO2mF7aPtvSK9pONaAVe+AlJqGYwRY9a5HpeuGY/uoeqdjSSffZw4xbSoYOSVhmwWxhIZjctgLvHwm3J11lBKMItw9BI33+JXGm4daa7szdeO1lYm3QbObOxgfHt8fVzMBcgIrCKeHoO3dAkXwHAibXkQtz4VsFmOqy+A8nIkePZ8XKadBTPOOCY85XFaj6Xg8AS16eiikn12FAJ2F/VPP0ywjwDgvPaU+eScnPSZ/A9djxmUNMufO032J1RtvxLnkCRRTXZyIfMzbzFeWhaWzRBlr0alhFq4+rqMZ4iVxxgwPGAbIdTeBw2Tk3IEyi8n3aWCcw8Bwl2cW7qwiD6IN6jIFbErkCO0R6eaIhwC0ApuT+nBxOMAJmPHPjus269xcnerQ1MnMaCblncvO07atmhTni4fNbXUq/LEyaVi3SknakhJrOmICA97tPdDBduPaY6LrzzW1pYOustLd1gc6bhyzrZmFI4pFbK6v4yzJUpQWr4aD9oL0668pwYTItqYirqHpijesiY3jgMc1yAswqwXaW6CDunDvM34P7cakxm8i3rP0ZfhePVflB9UmAjXlDzgF356IWzS/ucZhAQCTjDVfS2LIqXJv50Q+p/0JRWezZee5aO8+/C/7bcelwSKwwrUO4P4S936jZ0ieZX2jBoURvSOCfz7eVavBVo+lkL+Rb5ddYKy3QKyfgLesM4Nre2enBi8PXL2/NnYFFMFDALlvQVs7B2rxIkLZo9ju3QUFFDSNY3DjrSWjTfI6zYuGTrrJHbAaeDRw2ly02qGoHzV/1RzHJFyOBoE3pkh2thlzryzyvXBSmUa0rZl53a6Kalij3FMgRhUveRhpfxv63BCRHDGsByN7q+3W7ioJLQae7aFfhrNV2tX+DX4lWz5pAnkfgDq4uQ4NlYeaiBPGIZTNYu1GOgic+2joFGQHGroiUc6SZweZsymaxAiH8c8JyyskN/thDt8JfwIH6Va8efZVPVXUqQmcGbNnZy1vfTf7YU7bCX/YoXvGlWk/+V9vyWLbN1Ji4VujWPWWLPa+TUos3JDe2U4X/vty4vB28ByaA3zsc3AyyET9A/OXYovRjfPGfeO4UQb4b1ENv1FrRfTHccqKndsXcL9jNRKilnQBJBjlbxyTgkJ/7ovdu5RSbzX0Nv74A0U+BH5oxyQbHxDgMCDefPz60//6Tz/Qe3cRERERESl77xaR0lJ2lwFTGj0asBqiEjGJiEQ0Ih4Rj4hGxCIiEVGIOEQcIgoRg4hARB/iD/GH6EPsIeYQdYg7xB2iDpGH2EJ0Ib4QXYgwxBfiCxGGGEOEIcoQY4gxRBniDFGGSEOcIc4QaYg1RBqiDbGGWEO0Id4Qb4g2RByiC7GFyEJkIbYQV4gnRBRiCjGFiEJUIY4QSYgfRBIiCPGD+EEEIWoQQYgcRA2iBpGDmEHkIG4QM4gZxA1iB3GD6EHsIHYQPYghxBCiB1GESEIcIZoQTYgjxBKiBbGCiEHEIFYQL2xsW5s4bm3iJ36iFlMRFd1EdF8T3US3fU0kIIaiKJKiKG6RFElxi6W4RVAExSw2EB+IFMQHYoQI4oQ9TQSwq+1qIoB9TQQgChAgEhC/6Pc10Yu9i1ycIEoQKYgSRAgQRAdb2qYmjpvatiaO4ritbWwiKp77mniK5r62r4mm+MW8t4nl3raziaVY7mz7mtgTdyIr7kSeyIqsyBMB7Gk72ka2o+1nG9lGtp9tY3vZZraVbWbb2Va2lW1nG5rYiq4YQHTF9xXhPW0jEwGIADYykd3HdrH9bBfbc/vZfrbntjHRgchApCBSEBmIOpGBqECBiEDUiQPEWBwgBhBjMRYDiLBIiqMYiqE4ilo8ICYQVzGBuGCBSEFURTdxFVfRTTywn+1m+9g+tpvtZLvZXraT7WR72VYmjlvZlralbWUbmtgTWTGAGEBkxVZcIDYQKYhcLPc1URVT0U1EIBoQdaIBsYCoE3ViAXHAFraBbWKb2Aa2h21g+9cetoftXzvY/rV77WA72O61fe1a+9a2tW3tWzvXvrVx7Vw718a1d21cW9fetXdtXZvXlrVhbVqb1oa1Z21Y+9WetWftVzvWfrVb7Vg71m61XW1TG9U+tU9tVFtuo9qpttyW26n2qp1qq9qr9qqtarPao3aoXWqX2qE2qR1qg9qkNqkNaovaoLanLWqL2p72px23Me1L+9LGtDVtTDvT1rQ17Uyb0860N21Om9PetDttSlvStrQtbUm70pa0I+1Ku9KOtCftSPvRnrQn7Ucb0j60E21EG9FOtBftRFvRXrQXbUW70Va0Ge1Gu9FmtB1tQlvQNrQNbUG70Ba0A+1Cu9AOtAftQPvPHrQH7T8b0L6z82w8G8/Os/fsPFvP3rP3bD27z9az+ew+u8/ms/1sOlvOtrPtbDm7zpaz4+w6u86Os+fsOPvNnrPn7Dcbzj6z02w0G81Os9fsNFvNXrPXbDW7zVaz2ew2u81ms91sMlvMNrPNbDG7zBazw+wyu8wOs8fsMPvLHrPH7C8bzCaxTewM28RGgWIv2Si2ir1kL9kqNostZU/ZR/aUTWUf2Uc2lW1lc9ldtpfdZW/ZW3aWDWPL2Da2jD1j29g29oxdY8/YMXaNXWPH2C+2lY1le9lYthYtm8tesVNsGjvFPnFil9hZ9pXtZV/ZVbaX7WVX2XA7x9axWWwde8dmsVnsHZvH7rA57A2bw/bgYWvYHjaIrWFr2CA2hv22o2wgO8p+soFsIPvJ/rFH7BB7ww6xP+wNe8P+sDtsInvIZrKHbCGbyWayhewg+8KusEHsCtvCBrFBbAsbw16yk+wMO8lGgmQH2Ui2kh1kB9lKNpNNZDPZRTaT7WQX2UW2k21kO9lQtpFtZEPZR3aN/WLT2C92i01j09gt9oqdY7PYODaL7WLj2Di2i31ju9gw9o19Y8PYNjaQ7WW/7bftZcPtDZvGHrFHbBq7xL6wQewMG8QWsTPsDFvEJrGhbCn7yLayvewjm8fusVlsH/vHfrKXbBa7yW6yWewnm8XusZ/sJ7vH9rEb7AfbwXawH+wI+8GGsCPsCBvCnrAhbAl7wp6wJWwKG8E+sBlsBvvAXrAPbAN7wV6wDWwF28B22wq2gu22E+wAG8AusAtsAJvABrB7m8AmsHt7wO5t3h6wB2zeFrDf7e7d3m1367a7263but3ueLeb3fGON7vhfW5zr3vd5la3uf9Wt7r/Tvfffqc73X6je9zi7rtvcfMt7r355nvvcu8d7nKXO9xkuC3UtsENhtq2DrWF2bbeOsy2c5gtxLbzziG2/YXTQmnhtfBaKC20FkoLo4XWQmthtLBaGC2EFlYLq4XQQmrhs7BZ6Cx0FjYLmYXLwmShslBZmCxEFh4Li4XGQmNhsXAuJBYKC4eFw0JhYbAQWOgr/BX+Cn2FvUJeoa5wV7gr1BXmCm+FtUJcIa6wVmgrnBW+CmmFtMJXIaxQVugqnBXOCl2Fr0JXoaywVdgqlBXGClmFq0JVoapwVSgXogpJhanCVCGpsFR4KhwVogpRhaNCUuGo8FQoKhQVngpNhaFCUOGn8FMIKvQUcgoxhZ3CTiGmMFO4KbwUcgo5hZdCTOGlcFMYF8aFm0JNoaWwUkgppBRWCieFkcJGoaRQUtgodBRCChmFkcJIIaOwUcgohBQuCheFkMJHoaIwUYgoRBQmCg+FhcJAoaHQUBgoFBQSCgGFhcJCIaAwUAgoJBT+Cf+EhMJBoZ+wT8gn5BP2CfeEecI6oZ5QT1gntBPiCemEecI8IZ2wTkgnxBPOCeeEeMI7oZwwTggnhBPGCd+EbcI0oZvQTZgmVBOyCdGEbcI2IZowTYgmZBOeCc+EbMI1YZTQSVglrBI6CaeETkIl4ZRwSqgkhBIqCY2EUEIooZGQSWgk9BEyCZmEPsIjoY+QR3gkPBLyCIeEPMId4ZBwSLgjFBLuCHOEQkIhYY4QSJgj1BECCYGEOsIgoY6wRxgkDBL2CImEPcIfIZGQSPgjRBL+CIuESEIkYZFwSVgkTBIuCZeEScInYZKwSfgkfBI2Cd/CJqGU8C18C6WEVkIpIVxoJbQSwoVZQrjwSpglzBJeCcGEV8ItIZgQTLglFBNuCb2EYkIxoZewTOgl/BKWCcuEX0Iz4ZewS2gmNBN2CcmEXUIuIZmQTMglHBNyCbGEY8IxIZYwTIglpBKGCcOEVEItIZUwSqgl1BJGCauEOEIb4Y3wRmgjrBGCCEWEFEIRIQkSoYnQRIgipBCiCFWoCFmEKcITIYXwRFiiRGghLBGOCC2EFsIRYYgQQjgh5BBOCCtUCDuEFcILYYewQ3ghzBBmCDWEH0INIYbwQ/ghxBCGCB2EDMINIYNQQbgh3BAqCAeECsIE4YBwQJggPBDKCGOEM8IY4YsXYYuQQOgWCgjdQgMGQgQhjJBC6CJ0EVIIWYQOwg1hhHBD6CGMEEYIPYQSQgmhh5BCSCH0EIIIEYQLQgGhgHBByCFcEDYIOYQcwgbhg5BAKCAsEAoIB4QFwgLhgPBA+CCEEHIIM4Qfwg6hjHBGSCNcEaYIKYQhQgyhhbBFuCKcEa4IKYQzwhkhhRBGuAt1YYAwQKgLAYS6MA4BhADCOOyFcQiHvbAXwiEvfEM3XMM1dEM1dMM2VEM1bMM0bEM2TMM0ZEM07CEPz/AMeWiGPCxDMzTDMvxhGZLhD39Ihj4cQzEUQx2K4Q53mMMdhmEOcxiGH3gNtAZuA7eB1kBtoDWwGqgN1AZWA7OB1UBqYDYwG0gNxAZOA6WBz8BnoDTQGSgNjAY6A52B0cBmYDQQGtgMbAZCA5mBx0Bj4DJwGWgMVAYaA4uBykBlYDEwGVgMnAOTgcnAORAZSAwcBgIDgYHDwF/gMFAY+Av8BQoDfYHCwGCgL9AXGAzsBeICb4G8QF7gLXAXeAu0Be4Cd4G2QF2gLbAWqAvUBdYCc4G0wFkgLBAWOAt8Bc4CZYGvwFegLNAVKAuMBboCXYGxwFZgKhAVyApkBaICV4GowFPgKnAVeApUBZ4CTYGqQFWgKVAOLAWSAkOBoUBSICiQFDgKBAWCAkeBn8BRoCjwE/gJFAV6AjOBmMBOYCcQE8gJxAReAjmBnMBL4CbwEhgHbgI3gXGgJhASaAeUBEoC7YCVQDtgI7AR+Ag0BBIC7YCEQEGgIBAQ6AhkBNoBGYGKQDugHVARiAiUA8IB/YBwwDegH9AP+AZsAz4CI4GVwEjgJLASWAmcBFIC0YBnwDHgGbAMOAYcA5YBzYBrQDYgGZAN6AYkA5IB3YB9QDdgHLAP2AeMA84B5YB+wDqgH/APWAesA/4B74B2QEAgHRAQ2AekA9IB+4BzwDvgHzAPmAf8AwYC0YBjQDXgGNAPqAZUA/oB24BrQDJgGpAMOAZMA6YBx4BmGoGUQEtgJRAS6Ai0AyICDYF2wEWgHTARmAi0Ax4C7YB4wEPgIRAPWAjEA+oBC4GFQD3gIFAPyAccBA4C+YCBQD7gHjAQGAjcA+YBxYBhQC+gFzAM2AUMA4IBu4BdQDAgFxAM+AXkAnIBv4BbQCtgFVALqAWsAmYBq4BUwCxgFpAKiAWkAsKBWEAsIBx4BYQCPgGngFPAJ+Ab+AR0Ar6Bb6ATUAroBGwCSgGlgE3AKCAS8AjIBGQCHgGXgEdAI+AScAloBFQCGgGLgEpAJWARMAkIBPwBEgGJgD/AIeAP0Ac4BBwC+gCFgD7AHqAQUAjYAwwC4gBvgDxAHuANcAd4A7QB7gB3gDZAHaANsAaoA9QB1gBzgDDAFyANkAb4ApwBvgBdgDPAGaALUAboAmwBygBlgC3AGCAK8ATIAmQBngBXgCdAE+AKcAVoAlQBmgBLgCpAFWAJMAVIAhQBjgBHgCLAEGAH8APoAfQAfgBBgBvACyAHkAN4AcQAagAtgBvADaAF8AJoAdQAVgArgBrADKAEkAIYAYwAUgAngA/ABSAEEAK4AGQAOgAVgA/AB6ACcAGoAHQAJgATgA7ABqABEAHoBrqBCMADIAEQAFgALAACAAOAA8AeSAAkAPZAAGAPHADyQB44ABQAxuAOhEEY3IE60AVV8AVfUAVXsAVT0AVdMAVVMAVbEAVRsAVZ8IMn6EEPnqAJclAEO9hBERzBEtwgBzm4QRHcYAmGYAiWIAlmEAQ/8ANBUGtt2preprdpa/qazqaraW1am66mrelqOpumpqnpbBqbjqanaWgamp6mpWlnWpl+pp9pZXqZbqaTaWfamU6mlelkuplGppHpZpqZJqaF6WBamAamg+lgGpj+pYFpX/qX/qV96V7al+ale+lempfepXlpXXqX3qV16Vxal8alc+lcGpe+pXFpW/qWvqVt6Vralqala+lampaepWlpWXqWnqVl6VhaloalY+lYGpZ+pWFpV/qVfqVd6VbalWalW+lWmpVepYvpYXpOC9PE9DA9TBPTc5qYPqbn9Jw+po1pVTqVltNyOpVGpRnpRnqRXqQbaUe6kX6kHWlH+pGGpB/pSBqShqQjaUk6kqakJWlJmpKepClpS3qSnqQt6Urakr6kK+lK+pKO05c0Jh2n4zQmnUlj0pp0Jp1Ja9KbtCbNSW/SmzQn3Ulz0p50J91Je9KftCcNSn/SnzQoHUqD0qN0KB1Kj9KitCl9SpPSo3QpLUqX0qS0KC1Kk9KntCKNSCfSiTQifUgb0oR0IV1IE9KDtCANSAfSgTQg/Uf30Xu0H+1H79F8dB6tR9/Rd7QejUfb0XR0HV1H09FztBwNR8fRcTQc/UZf0Vt0F91Fb9Fh9Bb9RYfRYfQXjUZ/0WM0Go1Gj9Fq9BhdRqvRanQZ3UaX0Wl0G91Gp9FudBptRrvRbrQZzUab0WQ0G81Gk9FrNBkNRq/RazQYfUaD0Vz0GX1Gc9FiNBeNRYvRYjQW7UVj0XDai/ai4bQWDaejaC1ai46iregouom2oq3oJvpNN9FH9Jt+00f0E31EE9FP9BNNRC/RRLQQvUQv0UJ0Ei1EB9FJdBIdRBvRQfQQbUQb0UO0Ej1EF9FKtBJdRDPRRTQSzUQz0Ug0FI1EO9FQNBTtRE/RTrQUPUVP0VJ0FS1FU9FVdBVNRWfRVPQVnUVn0Vd0F51Ct9Av9AvdQs/QLXQMPUPP0DF0Dh1D29A5dA5tQ/fQNvQN3UP30De0D31D79A+tA+9QwPROzQODUQD0Tj0D41D19A/9A9dQ/PQNbQMzUPz0DK0Di1Du9A6tA7tQtPQLrQKTUPT0Co0DK1Cm9AwNAxtQrPQJnQIzUKz0CH0CR1Cd9An9AndQZPQHfQFTUKT0Bf0B31BU9Af9AdNQW/QFPQEvUFv0BO0Bj1BR9AatAYdQVvQEbQEbUFb0BJ0Bi1BV9AZdAZdQXPQFTQGzUFz0Bg0CI1Be9AgNAjtQY/QHrQIPUKP0CI0Ci1Cl9AoNApdQq/QJXQKvUKv0Cn0Cx3rVsMa1q1mdatTzWpWpxrVqf4a1aj+2uuvS+2116Umdam3JjWptw711lqHOtRaf1prUH/606DOGtSjzjrrUYt61F2LWtRdc931qbnm+tSmPvWqTW3qVat61a9Wtapf7epX77SrXb3TOr3TAbRO63QADUAH0AU0AA1AF9AEdAGNQBPQBDQCfUAj0Az0AX1AM9ALNAMNQS/QCzQE7UBD0A+0A+1AP9AN9AOtQDfQDbQCnUAr0AZ0Ap1AG9Bu2oAeoN20mx6gBegBuqcFaAG6p3m6p2PN0zwdazgXy8LyXJ7LwnKwLCz7ysFysOwr98q+sq7cK/fKunKurCvbyrlyrmwr18q2sqxcK9fKsnKsLCu/yrFyrPwqt8qvMqzcKrfKsLKrDCvTyq6yq0wrz8q0Mq48K8/KuPKtjCvzyrfyrcwr78q8MrC8K+/KwPKvDCwTy7/yr0wsD8vE8rE8LA/Lx7KxfCwvy8aysbwsK8vL8rOsLCvLz7Kz/CxPy86yszwtS8vT8rUsLUvL17K1fC1vy9aytbwtZ8vbsracLWfL2jK2rC1Xy9gytlwtU8vVcrRMLVPL0TK0HC03y9AytNwsM8vNcrLMLDPLyTKynCwXy8gyslwsz+W4vClzypzyphwqb8qfcqgcKn/Kp/KnPCqfyqfyqCyXR+VSWS7L5VJ5VS6VUeVVeVVGlVllVJlUZpVZZVJZVSaVRWVVWVUWlVNlUdlTTpVTZU/ZVPaUNWVT2VTWlEFlTflSBpVB5Uu5U76UKeVOuVOmlDNlShlSzpQzZUjZUoaUF2VL2VJelCXlRdlQlpQlZUPZUTaUB2VH2VEelBXlQTlQVpQV5UAZUQ6U/2REGVH+kwnlPxlQJpQJZUD5UAaUBeVD+VAWlBNlQblQTpQT5UK5US6UGeVGuVFmlCNlRvlRjpQj5Ue5Un6UJ+VKuVKelDHlSTkuY8qYclzmlM/kNblNbpPX5Dh5TYaT4+Q4GU7Gk+HkORlPxpPn5D15Tq6T9+Q9uU7mk+vkPJlP5pPzZD85T7aT/WQ/2U7uk+1kOrlP7pPpZD2ZTn6T9WQ9+U2+k99kNvlOvpPZZDmZTUaT5WQ5GU12k9HkMdlNdpPH5DR5TP6S0+Q0+Usuk7/kLblMLpO35DB5S7aSw+Qw2Ur2kq3kKdlL9pKn5Cx5SpaSs+QsWUq+kqXkKPlKvpKjZCo5Sn7LVDKV/Jax5LcMl7FkLBkua8lwuUrWkrXkKrlLrpK55C65S+aSxWQuGUwWk8VkMNlMBpPJZDPZTCaT1WQy+UxWk9XkM7lNHpKT5Bw5R06Se+QkeUnukXvkJTlIXpKb5CA5SG6SieQm+UkmkonkJ/lIfpKh5CP5SIaSkWQo2UlGkpFkJ7lIdpKZ5CK5SGaShWQmWUkWkoVkJdlHVpKNZB/ZRzaSdWQjGUjWkXVkINlGBpJ5ZBvZRuaRZWQeGUeWkWVkHNlFxpFpZBfZRaaRUWQaGUZGkVFkGNlEhpFbZBPZRG6RSeQWWUUmkUlkFVlEVpFTZBFZRE6RQ+QUmUUOkUNkFnlEZpFf5BF5RH6RS+QXeUYukUvkGflEnpFv5BP5RL6RV+QbeUdekVfkHTlG3pF/5Bg5Rv6Ra+QfeUiukWvkITnHB+uT9eX6ZH20vlxfro/Wx+ub+4h9tD5iX7CP1kfrC/bx+mp9s75j36wv1hfre/UJ+359x75fX6/v2Hfs6/Xp+nB9uz5j367P12fsM/b5+oB9pL5SX9xX6jP1mfpOfaE+UV/cJ+ob9Y36SH2evk9f3PfpA/XFfXEfqC/Up+mL+zZ9m764j9MX96n6OH2cPlUfq0/Tl+mL+zJ9mL64L+7D9F36Un3HvlZfq+/Y9+oz9hX7cH24vmKfra/YN/fZ+mx9cx+tr9Z37Lv13fqOfbo+WB+nz9Xn6uP0sfqEfce+Yd+xz9g37Bv2GfuAfXGf3Kfqg/Xl+jh9nr64r9PX6lv1pfpWfXJfqi/VJ/eh+uS+uA/Vh+qL+059ir5FH6OP0bfoa/Tp+fZ8fb4+356Pz4fh6/BB+Dp8ID4QX4jvwRfhI/FF+CZ8Ez4Ln4bvwjfiu/BR+EZ8Iz4Kn4Svwofgcz8En4HP/dzPwId+Bj63z+078Fn4Mnwkvgzfho/ER+Lb8Hn4BnwCPvQT8AX4AnwAPgBf70O/3sf7eN/u2326D/10Xxx/8Ld+7Id+7Nd+6Id+7ed+Dr4KH4QPwlfhw/AN+NCPwId+Bz4CH4HvwFfgO/Al+Ap8Bb4E34LvwUfia/CR+Ap8Db4GX4FvwTfik/CJ+CR8ED4Rn4gPwhfi0/CN+Dh8HL4R34dvxEfi+/B9+Eh8Hr71Qz/1Uz/0Sz/4ez/0c/Ax+Cp8DD4FX4WvwqfgQ/DpL3/gB375owLKTQdBVEC58YWikXbT40PcDEExnjwf4mZoNz0ORQu1Jo9ZELNzzSa/P6FQVRAz81UK/8VRAaKFnCpBzExBzE4DPo+5QA5oSQSBQeEhg4xjGWQc4wAWoMUL0OJeBSYOoJycHAewT9wMDqAQFI04gBtAHAdwA4iz5iuFNV8pOIBycnJycnIcwD5xM/rEzeAACkHRSAiKRhzADSBuA4hz06Lrg5uWXJIqncggA5kYEChsw0wjlgKFCnWwTWnEavkQN0OAIFoSljQQAChYAWC0OCVQbzalUtFoQDMCC6r1MMBMEC1QbnrMyeLLE6tNwvCY6SColhNrvlLIycnVciInJ9cnbkYtJ33iZgip5UQIikYbQFwtJxtAXAFavJaTArR4gQIxnjxUQLk5FC0ULe4h8d/98u9+75e//L3PvbA/emJ//J8n5on9zw/zsrycf+VfeTnvyofyq/woP8qv8qX+hp/BZ/vhz5//Gl/Ht/FRfBWf/wMf/fwX+AY+/1I+lA/3RXwSH4F35pn5bF6Xx+WN/Q+/w8/hl/lmfpVX5VH5Tx/Cl+Dn/o5P5dP4cL/N3+E1+U7+lI/zlTwqL8lP8oy8Ir/IJ/o/fo9v42f5Wv6O/+WD+VQ+mC/mU/lUvphPxvfxerwbr8fnyePv+BR+hXfzK3yLFv6F9+A5eDfPwWvQ4DF4DN6Cd/MWPAUKvoBP4Bd4N7/AhwjhU3g1Ho1v49H4MmX8my/jyZDxYXwO/+Zv+Bv+zb/+zUOB4rWH4lmw8Co8GC/Gs/Fi/Jgx3oyv4C/4GP6Cz5DBb/B7PB9/yPPxfvz4QL6Ot+MPeTseDx6/x3+P+tejXlU96w15Qh6RJ+QHDfKAPA0vw3fwMnwM38F38DH8Bo/Au3kD3oB386F3867rV5/604f+9KY3ffc1/Otn+Bn+9TH86yf4GD6Gn+AreJ4H4N08AB8ggO/51sP+9bB3c/MEvAPfwL++gX/wwEfwPb/zbn7n49i7voiH8y/8Cw/n3TycJ+LdvJsn4oX4HH6Hf/M7fI8e/ke31qX53aV1aNC6s/6sR/Nhj9anTevVerV+zYf9Ws/mQx/2bH5Az+Y/P8AP8J/PfoiP4oP4KP7NB/FB/Jv/4Zl4GB6Kh+FduPAserOuzO+urA/z2+8+zIPdVA/WcXVcPZjXPVif63P+7XPe+9e/3vvfkfVlfVhf1pkx6896sn6sD+vHerFi3ZhX4A947Q94AQI6NU96sc950Y9+9GV/5kMf9jkfeu65J70Kj8Jrj8Iz8Nprz8Ar8CO8D1/C+/A8fAlfwvPwOjwJb8Lj8Cb8CY/D4/AnfAk/x8PxcB6Of/PGx/F3PB3vxtPxcN6Nd+PhvJNOq9/qwfqtrktXn+u6Oi9e3Vfv1Xf1ub6rAwPWh3VgXVgf1od1YR7svvqvPtfn+q/eq6/qrXqp3qq/etWD9Vc9VqxOq+fqtjqwbqvP6sA6sD6ry/JIvBIvxSvxS7wUL8Uv8XB+iU+SxB/prjqwDqvD6sC6LJ/Fb/Fs/BbvxbPxbLwXD6YL68B6rV6rA+ulOrDOilVX5av4Kx6Kv+KzZPFsPBevxb95LR6Lf/NvHouH4rF4K1Y8FX/It/Fwvo1/e/NSuqk+qgfrwfqoXqqP6qRI9Vr9VEfVS3VUXU6ur+qqeqpeqpfqqfopz8ZP8VD8FP/EQ/FQ/BPPxMfxcjycl+PreDgP5+v4Q76Pd+P/eDcekf/j/3hEHpA/49P4Nj6NX7PGq/FsvBnfxrfxZvwZH8gL8of8IS/II/KCfCGPyCPyhbwhb8PT8B/8B0/Dd/AO/Osh+NcT8BA8BE/AS+jbujav69o6Nq/zuo7N747L606sE/O6U/M6P6Bv69v8AJ99F//mv/gv/s2H8U48nG/im3g4X8QL8UC8my/gCXg3z/rWv57n3Tzsu3gu/s2D8B68m0fgE3g3T8Lj8CJ86Ad4Az71oV9999yHvoa/4V8fwU/wb8fWrfntj3giHq4r68n6sG6sI+vDfOl9n+vN/O7OvA6Pw5fou3quDqy76qw6MI/ES/FG/JuP4qV0Un1UF+Wp+Coeiqfj53g4P8KD8D48CO/mfXgf3s0D6Zi6pp6pZ+qa+qauqXPqm/qmzql36py6p96pd+qe+qfuqYPqn/qnDqqH6nG9Ur/UL/VK3VKv1Cd1S91Sn9Qp9Uk9UqfUKfVIXVKP1B91SV1Sf9Qh9UZ9UXfUHfVFnVFf1BN1Rp1RT9QVdUTdUD/UD3VDvVA31An1Qr1QJ9QHdUBdUP/T/3RBPVDn0/30PX1P99P7dDxdT7/T73Q9PU+n0+30OX1Ot9PrdDhdTn/T33Q5PU5309n0Nr1NZ9PXdDUdTU/T03Q0/Uw308n0Mr1MJ9PHdDEdTA/Tw3Qw/Uv30rn0Lr1L59K3dCz9StfStfQrPUu/0qv0LD1Lr9Kt9CodrlvpVjpcp9LhupROpVPpUvqULqVD6VP6lA6lv3UonUl/62+dSY/SmfQjPUqP0o90J/1IL9KddCe9SF/Si/QhfUlf0od0JH1IJ9KRdCSdSFfSiXQjXUlX0o30Jt1IT9Kb9CY9SX/SgfQfXUgX0n/0IP1H79GD9CC9R/fRe/Qd3Uf30Xd0Hn1Hx9F5dB4dR9fRcXQbXUfX0W30HN1Gl9Fz9BxdRr/RZfQW/Ua/0Vt0Gr1FX9FpdBp9RY/RV/QUPUaP0VN0Fz1FV9FddBddRYfRVXQWHUaH0Vn0GZ1Ff9Fn9Bn9Ra/RJ/QLvUKv0C90Dv1Cz9A5dA49QwfRM/QOHUQH0Tv0Er1DF9FL9BJdRD/RRfQR/UQ/0Ud0FH1ED9FRdBQ9RDfRQ3QP3UQ30T10Et1D19BJdBJdQ//QNXQM/UP/0DH0DR1Dp9A39A2dQrfQKXQI3UK30CF0CR1CZ9AldAmdQXfQGXS37qA76G49QXfrA3qCnqAP6Aj6gM7rCDqCzusFOq/reoFeoOt6gK7rcA/QA3S49zrc497rvR53AD3uuw6gA+i7TqDvuoBOoBPoAvqBLqAb6Af6gW6gK+gG+oKuoCvoC3qDvqA/6A16g/6gR+gP+oQeoUfoE3qFzva2u93tbX/72tOudrWnHe2/n913389u9t55553su4d97GMPu9h1B/vXvw72zLfxbFwb18azcWy8Gr/GqXFq/Bq3xqPxZ3wan8afcWn8GXfGpXFp3BmHxp1xZhwah8aZ8Wa8GDfG5/gcN8aRcWP8GEfGkfFjXBk/xpNxZVwZT8aXcV9cGP/FhfFh/Bf/xYdxYBwYH8aJcWHcFw/Gg3FfvBevxW3xXDwXt8V1cVv8FtfFdfFbfBe/xXHxXXwXx8V5cVkcFqfFaXFYfBaHxV/xWXwWf8Vj8Ve8FY/FY/FW3BU3xVHxU/wUR8XlOCqeistxOZ6Kr+KpuCq+iq/iqjgr/omP4qD4KE6Kg+KgOCkeiofipHgpPop/4qK4KP6Je+Jx/BLXxDXxS3wTv8Qx8U18E8fEOXFMPBPnxDnxTLwTf8QjcUgcEo/EJ/FIXBKfxCdxSbwSl8Qp8Uq8EqfELXFGXBF3xB1xRbwRV8QT8Ua8EU/EF/FE/BBfxBfxQxwRJ8T/8EF8EP/D/XBA/A8nxAXxQtwQJ8QLcUC8EBfEAXFAXBAPxPnwPfwOv8P3cDt8D9fD7XA7XA+vw/twPjwP58Pv8Dw8D7/D8fA4HA6nw+lwOHwOh8Pf8Dl8Dn/D5fA3vA2Xw+XwNtwNb8PXcDfcDV/D2XA1PA0nw8nwNHwMT8PR8DF8DEfDw3A0/AwPw8PwMxwMP8PNcDAcDDfDvXAzvAz3wr3wMrwLL8PF8C68CxfDt3Ax/AvfwrfwL1wL/8K5cC1cC+fCs3AuHAvPwrNwLNwKx8KvcCvcCr/Cq/ArnAqvwqtwKhyOJ+FK+BCuhC/hQ/gQvoQz4VB4FF6ER+FSeBFehEvhb7wJd8KJcCf8yRNehA/hTDgRToQz4U34Ew6FF+Fv3Agvwo9wIxwJN8LfOBKOhL/xKRwI/8Fp8B/cB6fBaXAffAb3wXvwGXwG78F58Bs8BsfBY3AZHAfHwWXwHDwHl8F1cB1cBt/BZfAZfAffwWdwHpwGD8KBcCE8CLfBg3Aa3Aa3wWnwGjwFX8FVcBV8BW/BV3AWvAVvwVnwF5wFd8Ff8BfcBYfBTXASHAVHwUnwE5wEH8FP8BN8BC/BR/AQvAQvwUNwEdwDz8A78A48A8fANfAM3APnwD9wENwD/8A18A+cA9fANXAOfAO3wCvwCDwCr8Ah8AqcAofAIXAK/AG/wC3wCdwCj8An8Ak8ApfAGXAF3AF3wBXwBlwBT8Ab8AY8AV/AE/ADfAFfwA9wBBwAF8AD8ABcACfABfABnAAnwAdwNz6AF+Bu3I0X4Ab4y3cc5jvO4zCHOY/HPOY83uM7/nId1/GXu9zkJ1e5yk++8pOjfOUrRznLUZ5ylrM85S3vvOSff15yz0tOcs89JznnJB/5yMVyG/9KbaU2/nHNP5555iHPHOQhDznIdzmtvFZSK6+V2EpqJbUSW1mtrFZiK7OV18pppbXSWjmtlFYqK5eVzkpn5bLyWbmsZFY+K5+VzEpoJbOyWQmthFY2K6OVyMq58lg5Vw4rj5XHymGlsXJYKaw0VhorhZXESmElsJJYSawEVgYrgZW+ymBlsNJX+av8Vfoqe5VzJbKyWFmsRFYmK3OVu0pdpa5yV8mrrFXeKm2VtspbJa4yVjmrlFXKKmeVtMpW5avSVemqfFXCKuXKVaWqUlW5qmRVmipRlafKUyWqMlVJqgRViipBlZxKUaWoklMZquRUbipDlaHKTeWnclOpqfxUfio1lZ5KTWWm0lPpqcxUdio7lZlKTCWoklQ5qhxVkipLlZVKS2WkMlJpqZRUWirjSkmlpDKunFTGlZfKSeWk8lJJqUxUKioblY1KRaWjUlG5qHRUOioXlY/KRSWj8lH5qGRUQioLlYbKQGWg0lApqDRUHioFlYLKQ+Wg8lCJqBxUDioRlYTKPKWesk/Zp9RT+in1lHtKP6Wfck/5p9xT8in/lH9KPiWgsk5pp4xTxintlHJKO+WdUk4pp7xTzinvlHjKOeWcEk9Jp0xTqinblG1KNaWbUk25pnRTuinXlG/KNSWb8k35pmRTwinLlGbKMGWY0kwppjRTninFlGLKM+WY8kyJphxTjinRlGTKLKWWskvZpdRSeim1lFtKL6WXckv5pdxScim/lF9KLiWYskpppXwr30or5ZTSSnmlnFJOKa+UcOWVEksJV8KVWEoq5ZKSSfmkfFIyKaGUTMomJZQSStmkjFI2KZ2UUcoopZNSSnmkRFIOKYeUSEoiJZIySUmkJFImKYuUSUolZZGySKmkNFLuKHmUP8ofJY8SSMmj7FECKYGUPcogZY/SRxmkDFL6KIWUN0oc5YxyRomjpFHiKHOUNEoaZY6yRpmj1FHWKGuUOkob5YqSRfmifFGyKGGULMoWJYwSRtmijFG2KF2UMcoYpYtSRjmiJFGeKE+UJEoUJYmyRImiRFGWKFOUJUoTZYoyRWmiVFFuKDmUH8oPJYcSRMmh7FCCKEGUHcoQZYfSQxmiDFF6KEWUE0oK5YXyQkmhxFBSKCuUGEoMZYUyQ1mhtFBmKDOUFkoN5YKSQfmgfFAyKCGUDMoGJYQSQtmgjFA2KB2UEcoIpYNSQkmgLFAeKA+UBUoEZYHSrURQIijdygSlW2mgTFAmKA2UCkpduSsBlADKXRmg3JW8MkAZoOSVAkpe2SsFlALKXjmgVMu1dEu3XMu3XEu2fMu3ZEu4ZMu2hEu4bMu4NEu0PMuzRMu05KUve9lLX/5SLMmSLMtSl2EJlmAZlpvUVn7kNnJb+ZWZtEZiI6+R10hsZDbyGTmNhEZOI6mR0EhoJDUyGhmNpEZWI6eRz0hppDTyGemMVEYuI5mRzMhlZDOSGHmMnCOPkcjIOXKOREYWI4uRyMhk5DGSGGmMNEYSI4eRv0hgZDAyGAmMFEbiInmRuUheZC8yF5mL7EXqInWRvUhfJC8SF7mL3EXiIm+Rs0haZC2yFkmLtEWyImGRrUhYZCyyFdmKjEW6Il2RsUhZJCySFfmKfEWyIleRqMhUpBwpR6YiVZGhyFKkKLIUaYoURYoiTZGjyFGkKfIUWYoMRZIiSZGhSFAkJ7IT6Yn0RHYiP5GWyExkHJmJ1ETGkXGkJvISeYnURG4iM5GWSEwkJtISWYmMREoiJ5GTSEkkJVIR6YhcRDoiH5GLyEXkI5IRyYh8REIiHZGKyEZkI1IRmYgcRBYiA5GByEKkILIQaYgURAoiDZGESEMkIpIQSYhERB4i/5B+SEAkINIPyYf0Q/Yh+ZB8yD6kHrIPuYfUQ+oh95B5yDlkHTIOGYesQ8oh65B2SDmkHNIOSYe0Q+Ih6ZB0SDzkHRIO6YZ8Q74h3ZBsSDdkG5INyYZsQ6oh25BrSDWkGnINmYYcQ5Yhw5BhyDKkGLIMaYYUQ4ohzZBkSDMkGpIMSYZEQ54hwZBeyC/kF9ILyYX0QnYhuZBcyC6kFrILuYXUQmoht5BZSDiyCvlGvpFVyClkFdIKOYWcQlohqZBWSCwkFZIKiYW8QkYhoZBSSCkkFNIJCYV8QjohnZBPSCbkE7IJyYRkQjYhl5BFyCPkEHIIeYQkQh4hkZBESCIkEtIIiYRMQhohjZBJSCVkEBIIKYQUQgIhfZBAyB+kD9IH+YPkQf4ge5A8SB5kD3IHWYO8Qc4gZ5A3SBrkDRIHSYOkQeIgbZA4yBykDdIGmYPUQcYgYZAySBkkDNIFCYN8QbogXZAvSBbkC7IFyYJkQbYgV5AlyBPkCHIEeYIkQZ4gUZAkSBIkCtIEiYJUQZogTZAqyBSkCBIEGYIMQYIgPZAgyA+kB9ID+YHkQH4gO5AcSA5kB3IDOYGkQF4gL5AUSAwkBbICiYHEQFYgM5AVSAtkBjIDaYHUQC4gGZAPyAckAxICyYBsQEIgIZANyAhkA9IBGYGMQDogJZAEyALkAfIAWYBEQBYg3UgEJALSjUxAupEGyARkAtIAqYDUkTsSAAmA3JEByB3JIwOQAUgeKYDkkT1SACmA7JEDSJVcSZd0yZV8yZVkyZd8SZaESZZsSZiEyZaMSU520iRNspMn2UlPnuRJehIlPflJlETJT6akJkESJEcSJEMyJEkyJDe5yXK8Nm4bsY3byG/ENmIjvzHbmI38yDxuG6+N2kZt47XR2khtlDZWG6uN0sZp47Lx2chsfDZCG5mNzEZoY7Ox2QhtjDY+G5eNzkZn47JR2YhsNDYmG5ONxsZjI7CR2BhsJDbOjcHGYOPcKGwUNs6NxUZiI7Bx2DhsBDb+GnuNu0Zfo69x18hrpDXiGmuNuMZcY62x1phrtDXaGnONukZcI63x1nhrpDXOGmONr0ZZo6zx1QhrTDWyGuVGVmOrUW6UG1uNqkZVY6vR1chqTDWuGleNqUZUo6mR1HhqPDWSGkuNncZQo6cx1Chq9DR6GkWNn8ZPo6hx1Bhq7DSCGkGNnUZOo6YR07hp3DRiGjONkkZL46TR0hg3ThonjXEjpZHSGDdeGi2NksZKY6VR0hhpfDRCGh2NjkZIY6Mx0choVDQqGhmNi8ZC46HR0GhoPDQiGgWNg8ZAY6Bx0Eho7DP+Gf2MfsY/I6Axz8hn1DPqGfmMe8Y6453RzmhnvDPiGeOMc0Y5o5xxzkhnRJNmdDO+GdGMbUY3Y5rxzahmVDO+GdeMb0Y445pxzQhnZDN+GcGMZEYyI5ixzAhmDDOWGcuMYUYzY5hRzGhmFDOOGc2MZsYx45nxyrhlxDJuGbmMWEYsI5cxy8hl7DJmGbOMXUYto5axy+hltDJWGd/Gt7HKKGWsMlIZpYxSRipjlJHKCDdGGaOMcCOUEW6cMkIZoYxTxiejkjHJ6GR0MiYZm4xJRiRjk7HJiGRkMiIZj4xMRibjkXHJaGQsMgoZhYxFxiBjkZHIGGQMMhIZgYxExiEjkBHIOGT8Md4Yd4w4xh0jjxHHiGPkMeYYeYw9xhxjjrHHqGPUMfYYfYw2xhqjjFHGWGOMMdYYaYwxxhgjjRHGSGOcMcIYYYwzxheji7HFqGJUMbYYU4wtRhZjijHFyGJEMbIYV4woRhTjivHEKGIMMZoYTYwhxhJjiBHEWGIsMYIYSYwgxg8jiZHE+GEcMVoYNWwYOYwexgxjhzHDiGHsMHYYMYwcRgzjhZHDyGG8MGoYK4wURggjhJHC+GCkME4YH4wPxgmjg7HB6GCMMDoYJ4wRxgjjhFHCeGA0MDIYGYwGxgWjgdFtXDAuGN1GBaPbWGBUMCoYC4wJxgIjgTHBmGAkMCIY+dhHd3THPr5jH/34ju/oR3j04x/hER7/GI9/NMd4jEdz1I3meI66UTee4248R3TcjbsRHXkjOqYjb+SN6dgb01Ede2NvVEcAozquI4ARwLiOAcZ1ZMcAY4CRHQWM7NiOAkYBYzsOGPOoxWqjHkGxmlhtBEVrIziGojXR2hiOexxFa6K1cYvVxGxjHjM28dpYjqV4bSTFa6K1kRxJ0do4itVEamK28ROzidvEbWI2UZuoTEwmEhOTicdEYiIx8Zg4TJwmShONicZEaWIx8ZnozJk4JzoTm4lz4pzYTGQmKhOJictEYuKcuExcJs6JzMRkIjLxmChNjCYWE6OJ0MRiYjERmvhMFCYGE32JvsRgYi8xmAhM7CX2EoGJvERg4i+Rl8hL/CXuEm2JtURdoi6xlphLrCXSEnOJuURaIi6RljhLxCXiEmeJt0RVoqtXIixRlthKjCW2ElmJscRYIisRlshKXCXCEmGJq0RXopyYSiwllhJTiaTEVCIqkZRISkQljhJFiaNEU+IoEZVoSjQlohJPiZzETWIoMZS4SQQlbhI1iaBEUKIm8ZOoScwkfhI/iZlET2ImEZPoSfQkYhI7iZfEOHGSOEmMEyWJcaIlUZIoSbQkRhItiZXESGIksZIISawkUhIhiZBESuIjsZGISGQkIhIPiYxERuIhcZF4SDQkLhIXiYZERaIi0ZBYSEQkNhITiYnERqIjkZA4SPwj/hEHiX7EQaIg0Y/oRxQk9hEFiYHEPmIfMZDIRwwkAhL5iHxEQOIesY5IR9Qj6hHpiHlEOuIcMY+YR5wj4hHniHJEPCIeUY54R5QjxhHviHfEOKIdEY74RlwjrhHfiGrEN6IbUY2oRnQjphHdiG3ENGIasY2IRmwjshHRiGhENuIZsYwIRiQjghG/iGREMuIXcYz4RfQijhHHiF5EMaIY0YvYRQQjlhHDiGHEMqIZkYu4RbwiXhG3iFbELaIW0YpoRdQiVhG1iFnEKmIVMYtIRcwiYhGpiFRELCKcOEWUIr6Jb6IUMYoIRXQiPhGfiE7EJiITUYm4RFwSwFxfbi+Xl7vL3eXqcnW5udxbri3XllvLneXKcmO5sFxY7iv3levKZeWucle5qlw5N5WbykXlonJPuaVcUu4oV5Qryg3lhnJBuZ7cTu4mV5ObycXkYnIvuZfcOLeSS8mV5EZyIbmP3EeuI9eR28hd5CpyE7mIXETuIfeQa8gl5A5yBbmB3EAuIBeQ+8ft4/Jx9bh5XDzuHfeOa8e149Zx57hyXDjuG9eN28Zt47Jx2bhr3DQuGveMa8Y145Zxy7hkXDFuGBeM+8X94npxvbhd3C2uFheLe8Wt4lJxp7hvbhQXiuvEbeIucZW4SNwjbhGXiCvEDeL+cH24PNwdbg4Xh2vDreHOcGW4MNwXbguXhavCTeGecE24JtwSbgmXhCvCDeF+cD24HtwObgeXg6vBzeBmcDG4GNwLbgWXgivBjeBGcCG4ENwHbgOXgcvAXeAucBW4CNwDrptbwC3gEnAJuAPcAC4AF4Dbc3suz9W5sfu6rdu6rKu6qZu6qIu6p/td73J3dLcbuqGr3a/d1mZrsbXY2mvttdZaS62d1k5rpbXS2mjts9ZZy6xd1i5rlbXK2mTtsdZYO9cSa4W1wdpfra+WV7urzdXiam21tdpZrawWVvuqbdWyalW1ci2q9lRrqi3VlmpJtaTaUW2oFlT7qfXUemo7tZ1aTq2mNlN7qY1rK7WUWkltpBZS+6h91DpqHbWN2kWtojZRi6hF1B5qD7WGWkLtoDZQC6j10/Zp97R62jwtnhZPe6e909pp6bRzWjltnDZOC6eF075p27RsWjVtmvZMa6Yl045pxbRh2jAtmBZM+6Xt0nJpt7RaWi1tljZLi6W10lZp4doprZQ2SvukddI2aZm0TNol7ZJWSYukPdIaaYu0RVoiLZF2SBukBdL6aHu0O1odLY72RmujrdHWaGm0NNoZbYwWRvuiddG6aFu0LVoWrYo2RXuiNdGSaEe0IVoQ7YfWQ+uh7dB2aDm0GtoMLYb2QnuhtdBaaCu0E1oJLYT2QdugZdAqaBO0B1oDbYGWQCugDdD2Wl6ra+P2bd2Wbdc2bdHWbH/bW96S7diK7W53G7ZhC7a5/dhtrDZWG5uNzcZiY62x1Vhq7DR2GiuNlcZGY5+xzthmLDOWGbuMXcYqY5Gxx1hjbDG2GDvHzrHEWGFsMBYY+4v9xfpifbG92F2sLjYXi4vFxd5ib7G2WFrsLFYWG4uNxcJiYbGv2FYsK3YVq4pVxcqxcmwq9hRrii3FkmJJsaPYUawoFhT7ifXEdmI7sZxYTuwmNhOLib3ExrFxrCXWEluJncRKYiOxkFhI7CP2EeuIZcQuYhWxidhELCIWEXuINcQWYguxhFhC7CA2EAuI9cP2Yfmwe9g9rB5WD5uHvcPaYemwc9g4LBzWDduGZcOuYdewalg1bBr2DGuGJcOOYcWwYdgwLBgWDPuF7cJyYbWwWdgrrBWWCgvHTmHf2DdWCiuFjcI+YZ2wTNglrBI2CZuERcIiYY+wRVgirBA2CPuD9cHyYHewOtgcbA4WB4uDvcHWYGmwMtgYLAz2BfuCdcG6YFuwK1gVLAr2BFuCJcGKYEOwINgP7AfWA+uB7cBuYDWwGNgLrAW2AluBpcBSYCewEVgIrAO2AbuAVcAiYA+wBlg31o0twBZgCbAC2ABsj+WxO1bH6liYddmWXVmVRdmT/axnO1uyJUuyIrtZkNVsZj/2W7et21ZtK7b12lptpbZKW6Otz1ZnK7N12ZpsRbYaW4utxNZha7AV2Opr7bXuWnWtuNZba62V1iprjbW+Wl2trNZVq9yaaj21mlpJraPWUCuo1dPaad20aloxrZdWS2ulddIqaYW0PlobrYxWRWui9dBqaCW0DloDrYBWP2uflc+6Z92z6ln1rHnWO6udtc5KZ6WzzlnnrHLWOCucFc76Zn2zulndrG3WNauaNc2KZkWznlnPrGZWM2uZdcwqZgWzflm9rF3WLiuXlcu6Zc2yYlmvrFZWK2uVtcpKZYVbp6xT1rf1bZWyQlmfrE7WJmuTlcnKZF2yJlmRrEbWIiuRdcg6ZBWyClmDrD9WH6uPtcfKY92x7lh1rDrWHCuO9cZ6Y7Wx2lhrrDNWGauMNcYKY32xvlhdrC7WFuuKVcWKYj2xmlhLrCVWEiuJdcQ6YhWxilhDrCFWECuI9cP6YfWwelg7rB1WDiuHdcOaYcWwYlgvrBbWCmuFlcJKYZ2wTlglrBFWCCuE9cH6YHWwOlgbrA1WBiuDdcG6YFWwKlgTrAlWBCuC9cB6YDWwFlgJrATWAauANcAaYAWwAlh7a2/lrbo1Xt/VXduVXdlVXdH1XM/VXP/qV7/2ta98LVdyJddxHVdxDVdwBVe95vVbP3Wbuk3VpmJTr6nVVGrqNFWaKk2NpkZToanQ1GdqM5WZukxVpipTk6nJVGQqMvWYakwtphZT59Q5lZhKTB2mBlOBqb9UX6ovtZfaS+Wl8lJ3qblUXKottZZKS52lzlJlqbLUWGosFZbqSm2lslJXqatUVaoqVU6VU1OpqNRT6inVlGpKLaWWUkmpotRQKij1k/pJ9aR6UjupnVROqiY1k3pJjVMrqZRUSWok9ZHqSG2kMlIZqYvURaoiVZGaSE2kIlIRqYfUQiohVZAaSP2j+lH5qHvUPCoe1Y5aR52jylHhqG9UN2obtY3KRmWjrlHXqGpUNWoaNY2KRjWjllHHqGJUMOoXtYvKRdWiZlGvqFZUKiqc+qZKUaGoT9QmKhNViZpEPaIaUYmoQ9QgKhDVh9pD3aHqUHGoN9QaKg1VhhpDfaG6UFmoK1QVago1hYpCRaGeUE+oJlQTagm1hEpCFaGGUEGoH9QPqgfVg9pB7aByUDmoG9QNqgYVg3pBtaBWUCuoFFQK6gQ1ggpBfaA6UB2oDdQGKgN1gapAVaAmUBOoCFQDqptaQCWgElAHqANUAWoAFYAKQO2pPZWn6tRYhdVXfVVXddVWZdVVXdVUPVVT/apXvcrVUiVVUh3VURXVUAVVrWY1p9tSbWm2NFuKLcWWXkurpdTSaam0VFoaLY2WQkufpc5SZ2mztFnKLFWWJkuRpcfSY6mx1FhaLCWWDkuFpcHSYCmwFFj6K/WV9kp7pbxSXumuNFeKK7WV1kpnpbLSWCmsFFb6Kn2VukpbpaxSVumqdFWqKk2VokpNpaXSUamoNFQKKgWVfko/pZ7STimnlFO6Kd2UakoxpZdSS2mldFIqKY2UQkohpY/SR6mjtFHKKGWULkoXpYpSROmhtFBKKBWUBkoBpX/SP6mf1E/aJ+WT7kn3pHpSPWme9E5qJ6WTzknjpHDSN6mb1E3aJm2TsknXpGpSNWmaNE2KJjWTlknHpGJSMOmX1EvaJe2Sckm5pFvSLCmW9EpqJbWSVkmrpFTSKelbKiWNkkZJoaRQ0ifpk9RJ6iRtkjZJmaRM0iXpklRJqiRNkiZJkaRI0iPpkdRIaiQtkhZJiaRE0iHpkFRIKiQNkgZJgaRA0h/pj9RH6iPtkfZIeaQ80h3pjlRHiiO9kdZIaaQy0hjpi9RFyiJdkaZIUaQm0hLpiFRECiL9kHZIOaQa0gzphdRCSiGdkEZIIaQO0gbpglRBiiA9kLqlBdIBqYAUQNpLd6kuhdM3bVM2VdM0PVMz9WlPy5RMxXSnYKrTD92GZkOxodbQaug0VBoKDX2GOkOboc1QZigzdBm6DFWGKkOToclQZCgy9Bh6DDWGGkOLocXQOXQOJYYSQ4ehw1BhqDA0GBoMBYYCQ3+hv1BfqC+0F9oL5YXyQnehu1BdqC40F5oLxYXiQm+htVBaqCw0FvoKdYWyQlehcmgq9BRqCiWFjkJDoaBQT2gndBOqCcWEXkItoZXQSagkFBL6CG2EMkIVoYnQQ6ghlBA6CA2EAkL9oH3QPageFA96B7WD1kHroHRQOugcNA4KB32DukHdoG3QNigbdA2qBlWDpkHToGhQM2gZlAw6Bh2DikHFoGFQMOgX9AvqBfWCdkG3oFrQLCgWFAt6Bb2CWkGroFRQKigcCodOQaWgUVAo6BP0CeoEdYI2QZmgS9AlqBJUCZoEPYIaQYugRFAi6BB0CCoEDYICQYGgP9AfqA+UB7oD1YHmQHOgOFAc6A3UBloDrYHSQGmgM9AYKAz0BeoCdYG2QFugLFAVaAr0BGoCLYGSQEmgI9ARqAg0BAoCBYF+QD+gHlAO6AY0A4oBtYBWQCmgE9AJqARUAhoBhYA+QB+gDlAHaAN0AaoARYAeQN3QAigBdAA6ABWACkADoADQHtpDeSgP3aExCqMu2qIrqqIpeqInaqIf9ahHO9pRjpLoiG40RDWa0e/cdm47tZ3azmwntvPaee20dlo7q53TTmkntPPZ2exkdi47lZ3KzmRnshPZeew0dho7i53Fzrlz2CnsBHb+OnudvM5dp65T15nrzHXiOm2dtU5a56xz1inrlHXGOl+drk5W56pT7kx1njpNnaTOUWeoE9Tp6ex0bjo1nZjOS6els9I56ZR0QjofnY1ORqeiM9F56DR0EjoHnYFOQKefs8+559Rz4jnvnHVOOqecM8755nRzsjnXnGlONKeZs8w55hRzgjm/nF1OLqeWM8t55bRyUjnhzrdTygnlfHI2OZmcSs4k55HTyEnkHHIGOYGcPs4e545Tx4njvHHWOGmcMs4Y54vTxcniXHGmOFGcJs4S54hTxAni/HB2ODmcGs4M54XTwknhnHBGOCGcDs4G54JTwYngPHC6nQXOAaeAE8DZO3en7oTP92xP9lTP9DxP8/RnP8uTPMVzn+Cpz8/cZmYzsZnWzGrmNFOaCc18ZjYzmZnLTGWmMjOZmcxEZiIzj5nHTGOmMbOYWcycM+dMYiYxc5g5zBRmCjODmcFMYCYw85f5y/Rl+jJ7mb1MXiYvc5e5y9Rl6jJzmblMXCYu85Z5y7Rl2jJrmbVMWuYsU5Ypy4xlxjJhmbDMV+Yr05XpymxltjJZmazMVeYqU5WpypQz5cxUZioTlYnKPGWeMk2ZpsxSZimTlEnKHGWOMkWZosxQZigTlAnK/GR+Mj2ZnsxOZieTk7nJ1GRqMjOZmUxMJibzknnJjDPjTEumJbOSWcmkZFIyJ5mTTEmmJDOSGcmEZEIyH5mPTEemI7OR2chkZDIyF5mLTEWmIjORmchEZCIyD5mHTEOmIbOQWcgkZA4yBZmCzEBmIBOQCcj8Y/4x/Zh+zD5mH5OPycfcY+4x9Zh6zDxmHhOPice8Y94x7Zh2zDpmHZOOScecY84x5ZhyzDhmHBOOCcd8Y74x3ZhuzDZmG5ONycZcY6ox05hpTDQmGvOMecY0Y5oxy5hlTDImGXOMOcYUY4oxw5hhTDAmGPOL+cX0Ynoxu5hdTC4mF3OLucXUYmoxs5hZTCwmFvOKecW0Yloxq5hVTComFRPOhDOnmG+mFFOKGcWMYkIxoZhPzCemE9OJ2cRsYjIxmZhLzCWmElOJmcRMYiIxkZhHzCOmEdOIWcQsYhIxiZhDzCGmEFOIGcQMYgIxgZg/zB+mD9OH2cPsYfIweZg7TB1mDjOHicPEYd4wb5g2TBtmDbOGScOkYc4wZ5gyTBlmDDOGCcOEYb4wX5guTBdmC7OFycJkYa4wV5gqTBVmCjOFicJEYZ4wT5gmTBNmCbOEScIkYY4wR5gizBAmCBOE+cH8YHowPZgdzA4mB5ODucHcYGowNZgZzAwmBhODecG8YFowLZgVzAomBZOCOcGcYEowJZgRzAgmBBOC+cB8YDowHZgNzAYmA5OBucBcYCowFZgJTATmAfOAacA0YLqZbmYBs4BJwCRgDjAHmAJMAWYAM4AJwARg9syeyTN55s7cmTpTZ8ZmbMImbL7ma7qma7Zma7Ima67maqqmaqZmaqImap6maX7zm970Zje7yU1ulmZpjuZoiqZobnOboAma2czmtr/ta/vafraf7WP72P61f+1b+9Z+tV/tU/vU/rQ/7Uv70T60D+0/+8++s+/sN/vNPrPP7C/7y76yr+wn+8k+so/sH/vHvrFv7Bf7xf7cn/vEPrE/7A/7wr6wH+wH+8A+sP/r//q+vq/f6/f6vD6vv+vv+rp+ro/r4/q3/q1v69v6tX6tT+vT+rP+rC/ry/qxfqwP68P6r/6r7+q7+q1+q8/qs/qr/qqv6qv6cl/up/qpPqqP6p/6p76pb+qX+qU+qU/qj/qjvqgMIn/IH7KH7CF3yB0yh8whb8gbsoasIWfIGTKGjCFfyBeyhWwhV8gVMoVMIU/IE7KELCFHyBEyhAwhP8gPsoPsIDfIDTKDzCAvyAuygqwgJ8gJMoJsILtlAnlADpABZF7eZTe3ec1qRvOZf/aZ5zKPWcxhBnPO36fty/Zh+6591z5rn7Wv2lfto/ZR+6Z90z5pH7Tv2efsa/Y1+5h9zL5l37JP2afsS/Yl+5B9lT5Kn6Qv0vfoc/Qh+g59hT5Cn6Av0Pfn8/Pl+fB8eL47353Pzmfnq/PV+eh8dL4535xPzifni/PF+eB8cL4335vPzefma/O1+dh8bL4135pPzafmS/Ol+dB8aL4z35nPzGfmK/OV+ch8ZL4x35hPzCfmC/N9+bx8XT4uH5dvy7fl0/Jp+bJ8WT4sH5bvylflo/JN+d6+KB+Uz8nX5FvyKfmQfEe+Ih+RT8gX5Pvx+fh4fDu+HB+Oz8ZX45vxyfhgfC++Fh+Lb8Wn4lPxpfhSfCg+FN+J78Rn4jPxlfjM73/94x/5jd/+wjhFrCJmEbOIVcQuYhXxithF7CJeEcOIV8QtYhgxjLhFLCNuEb+IZcQy4hcxjfhFHCOmEdOIY8Q24hjxjNhGbCOeEeOIZ8Q1YhwxjrhGrCOuEd+IdcQ64hsxj/hGnCPmEfOIc8Q+4hzxjthH7CPeEQOJd8Q9YiAxkLhHHCTuEf+Ig8RB4h+xkLhIbCQmEv+Ih8RC4iExkVhILCQmEhuJS8Qm4hPxidhEjCIeEYOIScQkYhCxiBhE7CEWEYuIPcQhYg8xhzhEHCLmEH+IOcQa4g/xh1hD3CHWEGOIO8QdYgzxhhhDbCHeEG+ILcQZYgsxhThDnCGmEF+IKcQS4gvxhVhCXCGWEEOIK8QVYgjxhBhC7CCeEE+IHcQRYgfxgjhCHCFeED+IF8QK4gfxg1hB3CBWECeIG8QN4gQxg9gtJhAXiAvEBOIBsS7exbyYF+/iXgzHb/zGbezGavzGb6zGbazGaNzGbYzGbIzGZszGbGzGa2zGPl7jNfZxGvuYx2mcxjw+Yx6T8RmfMRn/mIzF+Mc/FuMei3EY97jHYVzGYazjMi5jHY+xjr/4i3f8wdpgbTEIa4OzxWAMwtniDGeDscU5zjA2eBt8C8YF64J1wbjgXTAuOBe8C94F54J7wblgXnAvuBfMC/4F84J9wb/gX7AvOBjsCwYGB4ODwcDgYTAwWBg8DB4GC4PnYGEwMXgOnoOJwcZgYnAx2BhsDC4GI4OLwcdgZDAy+BisDD4GJ4OVwcrgZDAzOBm8DGYGM4OXwc7gZXAz2BnsDG4GP4ObwdDgZ/AzGBocDaYFz4JtwbbgWXCtn+gr+ov+oq/oM/qKfqPP6DP6jb6j3+g/+o6+o//oQ/qPfqQP6UP6kf6kH+lL+pP+pC/pV/qSPqVf6Vf6lD6mT+nHfUwf04/7nX7cz/Q7/U4/0//0M31O/9P/9Dn9UJ/T1/RD/VBf0wf1Nf1LH9QH9S99T//St/Q9fU/f0t/033w4P86P8+F8OR/On/PlfDl/zqfz5/w6n86n8+t8O7/Ov/PtfDv/zs/z73w8P8/P8/H8PR/P1/P3/D1fz//z9fw+/8//8/t8Qr/PB/QJfUIf0Df0Af1B39A39Ad9RH/QD/QRfUQ/0D/0A30//9A/9P38Qt/P5/ML/UKfzxf0UXz+TXwTn38Sn38DBn6CP+FH+PxH+A8e/AO/9wN8/gP8AQN+gf/kR/lwP8p/e/tSPvrNz7/5//+/fyA/yLfxg/wcOXy2n+N36PA3fBz/xt/xb/wcOT7cz/GdOPlPPpTf5MP9Jp/Jh/twn8mf8pn8JEk+kl/mj/lt/pgfJsz38gV8AP/CB/B5n/d138vv8tv8Ln/Lb/Pb/C1/x9/ysWD5V76Ij+CD+CA+gu/hN/gMPonP4CtQ8BF8NZ/Nd/PZ/DXfzXfz13w0fpqP5rP5aP6Zf+adfQxfwyfwNXwOHL7bF/AvfAKfwL/wMXz9ud/mt33ujX3+++9/9NC8NG/MS/PUqHlrX/fhf+HDPtu/8C/4bD/D1x/8/IN///3Dn722z702f+3zz/01n81f89V8NT/tv5/02T75y/Lzr/7VZ/vrb9v/fvi7Ptt3P/vZr/4Jn/8Kv8Lnf8fnX4WK3+KX+CN+jj/ihwjxP3hhHtgfPTDv649/9L68Me/L8+Lldflcvpc/5nv5X798sF/i5/gnfo5/45/4J/6Nn8Kn8nK+mC/m5fwxL+dlyfKzPoVv4dv4Fr4MGb+G3/VFP/fF7/0/PS5fyxvztTwtb8wb87S8nKflY8XysHwo78mv8p48KlR+zqPyqrwqv8vD8q28nG/lWXk5L+dZeVdemV/lmXlmfpXP5lf5OZ/NZ/Nz34af+xIkfAr//Kmf++l34Of83HfwIXhlHplf5ZH5ZMn8Mg/NG/PNfDNvzK/yxrycnD/l5XyqVJ6TH/Y/H8wH+58/9hP8BZ/EJ/EX/AZ+lrflj3lb/pY/5o/5Wz7Xv/Kr/B2/yrdi5WfxnTwof8qD8qJEeVL+lCflV3lS3pRf5Vd5U76U9+Q3eVR+k8eEycf9Fv/F3/Ff/BgxPgxvyV/yp/wln8mf8qd8Jq/pI/lF/pRf5A8Z8oV8Fh/Hd/Fx/B3fxXfxd3wYnpJn5Cv5Sp6RR+UZ+UYelUflG/lP3pI/5Sf5Sf6UZ+RPeU6c/KIv5P/4U/6Pb+NP+VO+ja/jH/lKfo6v5C9Z8p18Gn/G3/Fn/BV/x9/xV/wKP8gn8nN8It/Iz/FzfCP/iKfkI3lGPpJ/9Mg78pI8Iw/JQ/KMvCO/yCvyjBr9Hp/Ht/F5fB/fxrfxfXwg/8un8rl8Kn/H5/K5/B1fy1fz3fw0P8138818N5/KN/PNfCqfzC/z2/wzv81388/8M9/NR+O3eWMem8fmjXlrP5fiLFWiNElSJEiPHDVitEhRIkSHDBUiNEhQIEB//PThs0dPHjx37NShM0dOHDhv3LRhs0ZNGjRnzJQhM0ZMGDBfvHThskVLFixXrFShAjflTUoUKE+cNGGyREkSJEeMFCEyREgQID989OCxQ0cOHDds1KAxQ0YMGC9ctGCxQkUKFCdMlCAxQkQIEB88dOCwQUMGDBcsVKAwQUIECA8cNGCwQEECBAcMuBUgMEBAAAA93k4Xw6/bsquaoqf5feclOYo7BHUWv23asmG7Zq0atWnSokF75qwZs2XKkiE7ZqzYHLFhwoIB++WrF69dunLhumWrFq1ZsmLBeuWqFatVquRSoTplqhSpUaJCgfrkqROnTZoyYboUZ6kSpUmSIkF65KgRo0WKEiE6ZKgQoUGCAgH646cPnz168uC5Y6cOnTly4sB546YNmzVq0qA5Y6YMmTFiwoD54qULly1asmC5YqUKFbgpb1KiQHnipAmTJUqSIDlipAiRIUKCAPnhowePHTpy4LhhowaNGTJiwHjhogWLFSpSoDhhogSJESJCgPjgoQOHDRoyYLhgoQKFCRIiQHjgoAGDBQoSIDhgwK0AgQECAgDo8Xa6GH7dll3VFD3N7zsvyVHcIajz/rZpy4btmrVq1KZJiwbtmbNmzJYpS4bsmLFic8SGCQsG7JevXrx26cqF65atWrRmyYoF65WrVqxWqZJLheqUqVKkRokKBeqTp06cNmnKhOlSnKVKlCZJigTpkaNGjBYpSoTokKFChAYJCgToj58+fPboyYPnjp06dObIiQPnjZs2bNaoSYPmjJkyZMaICQPmi5cuXLZoyYLlipUqVOCmvEmJAuWJkyZMlihJguSIkSJEhggJAuSHjx48dujIgeOGjRo0ZsiIAeOFixYsVqhIgeKEiRIkRogIAeKDhw4cNmjIgOGChQoUJkiIAOGBgwYMFihIgOCAAbcCBAYICACgx9vpYvh1W3ZVU/Q0v++8JEdxh6DO4bdNWzZs16xVozZNWjRoz5w1Y7ZMWTJkx4wVmyM2TFgwYL989eK1S1cuXLds1aI1S1YsWK9ctWK1SpVcKlSnTJUiNUpUKFCfPHXitElTJkyX4ixVojRJUiRIjxw1YrRIUSJEhwwVIjRIUCBAf/z04bNHTx48d+zUoTNHThw4b9y0YbNGTRo0Z8yUITNGTBgwX7x04bJFSxYsV6xUoQI35U1KFChPnDRhskRJEiRHjBQhMkRIECA/fPTgsUNHDhw3bNSgMUNGDBgvXLRgsUJFChQnTJQgMUJECBAfPHTgsEFDBgwXLFSgMEFCBAgPHDRgsEBBAgQHDLgVIDBAQAAAPd5OF8Ov27KrmqKn+X3nJTmKOwR1Br9t2rJhu2atGrVp0qJBe+asGbNlypIhO2as2ByxYcKCAfvlqxevXbpy4bplqxatWbJiwXrlqhWrVarkUqE6ZaoUqVGiQoH65KkTp02aMmG6FGepEqVJkiJBeuSoEaNFihIhOmSoEKFBggIB+uOnD589evLguWOnDp05cuLAeeOmDZs1atKgOWOmDJkxYsKA+eKlC5ctWrJguWKlChW4KW9SokB54qQJkyVKkiA5YqQIkSFCggD54aMHjx06cuC4YaMGjRkyYsB44aIFixUqUqA4YaIEiREiQoD44KEDhw0aMmC4YKEChQkSIkB44KABgwUKEiA4YMCtAIEBAgIA6PF2uhh+3ZZd1RQ9ze87L8lR3CGos/62acuG7Zq1atSmSYsG7ZmzZsyWKUuG7JixYnPEhgkLBuyXr168dunKheuWrVq0ZsmKBeuVq1asVqmSS4XqlKlSpEaJCgXqk6dOnDZpyoTpUpylSpQmSYoE6ZGjRowWKUqE6JChQoQGCQoE6I+fPnz26MmD546dOnTmyIkD542bNmzWqEmD5oyZMmTGiAkD5ouXLly2aMmC5YqVKlTgprxJiQLliZMmTJYoSYLkiJEiRIYICQLkh48ePHboyIHjho0aNGbIiAHjhYsWLFaoSIHihIkSJEaICAHig4cOHDZoyIDhgoUKFCZIiADhgYMGDBYoSIDggAG3AgQGCAgAoMfb6WL4dVt2VVP0NL/vvCRHcYegzvnbpi0btmvWqlGbJi0atGfOmjFbpiwZsmPGis0RGyYsGLBfvnrx2qUrF65btmrRmiUrFqxXrlqxWqVKLhWqU6ZKkRolKhSoT546cdqkKROmS3GWKlGaJCkSpEeOGjFapCgRokOGChEaJCgQoD9++vDZoycPnjt26tCZIycOnDdu2rBZoyYNmjNmypAZIyYMmC9eunDZoiULlitWqlCBm/ImJQqUJ06aMFmiJAmSI0aKEBkiJAiQHz568NihIweOGzZq0JghIwaMFy5asFihIgWKEyZKkBghIgSIDx46cNigIQOGCxYqUJggIQKEBw4aMFigIAGCAwbcChAYICAAgB5vp4vh123ZVU3R0/y+85IcxR2COn///x4lGnwWGzRkwXyuWrFaeTlUpkiJAuWJkyZMcZUmRXrUaFEi7wetgesBf5/3PdivXrty3ao1K9arVqvkUJkiJQqUJ06aMMVVmhTpUaNFiQ4F+tPnTp03bc6UGdNlSxa4tyZLigwJsuNGjRcreu+wIUMnAKDzOttRbo0aZ6YM2bBfvW7xWa1WmSIlipMmTJMiLUo0KNCfPHfqvGlzpsyXLluyXKkC9xblSZMlSY4UGRLkR48bNV6kOBFiQ4YJDRa4AeC5qElyzT9r1KRBc8ZMGTJjc8OC/cp1K9arVqvkSInipAlTXKVHjQ4VGhToT547cd60WZNmTJgtWa5UgXvS5EiRIUF+5LgR40WLFSlOlBgR4kOHDRkuVJjQYIEbAZ6OVT0vw1JjswbNGTJjwX7luhXrlRwqUZw0YZoU6VGjRYUGBdqT506dOW3WpBkT5kuXLVXg3posSXKkyI8eO2rMiPGixYkSIzpsyHChwoMGpBsBAQB4OthlVdT0nBRDTX7asFmjJg2aM2bKkBmbGxZsV65Zq+REgfKEKS7SokSDAv3JU+dNmjJfumw5MmSH+31jiRAZLlR4sMANwDiyKjqSo6hNGjRkxuZ67Zq1So78PlEUKE+cNGFqtCjRoUKDAv3pE+dNmzVpzpQZE+ZLly1ZrlSBe4vypMmSJD12iC9anCjxIcOFCAsSEODpWFP0ojZqzpgZm/uV61atWa1QmSIlilNcpUmRFhUaFOhPnjlx3rQ5E+ZLly1V4PaTJrvDhgwXKkyI8KDBggQH3AgIAMDTwS6roqbnpBjq/WnDZo1aaIqUKFCeOGnCFFdpUqRHjRYlOlRoUKA/ffbUmdPmTJkvWa68NVlS5EePGzFepBgRYkOGCxEWJDjgBgB2WdWHYqjDzxo0Z8yUzf3qtSvXrFar5FCJAiV+H6gJU1ylSZEeNVqU6FChQYH+9NmT506dOXHetFmT5kyZMWG+dNmS5UoVuLcoT5osSXKkyJAgP3rsyHGjxowYL1qsSHGixIgQHzpsyHChAgiCIAiCbtBEzSlSQYexBsGVyGywSZEeNVqU6FChQYH+9NmT586aNF22ZLlSBe4tSogPEyI8aLAgwQE3AgIA8HSwy5JiqAkQMD1hmjQgyIvvGzDAixKwpaehfZ9uzhZdkRz++3QtToTYUOFBAgI8HZri++IvMDNjwXbVeiVHCvbUaE+aK0dqjIgAAPbT3l8vqvdMjjeB+4bL3FumKg2K8+VJD3eFe0CAjjVJV7e75DAdqjPmLciLDgvgVoT2qxWnRXnOVCnyI8eMFidYl0W1URvWa5Wp9VGfNVmS3CgxQcBqYjNWi9SkQG+6NNmR4oKbqqreGrRfuVCJirQonRNmS5UoS9IZHtIEqasN2S1TlQahcbigSdAR34eaEb7vbHSmodJ+3xkkRQT4/OZaxcHfZ/7JM6fNmTBbqsxo4fZ9ZgKTwM9wgP2a2S45TIfqjHkL4l8Y+75eZEaIB7zOqQ2LtcoUKE2VHiW6E+dLliRDYqzIMEEA52R5pXwjZ4mK9KfNliU5TlQgQKLakI0xPjTQjaS0YK88YZoUaE+aMW9NdtQY0WGB6KZ+n6hyiqvxfbvIjxwzWpwIsTckCnVgGmt6ya0335dXNDoUaE/+vk/8vu/r+YoR9Hr1eMUCert6uuBrvVw9XDC13q2eLRhQr1aPFqynN6snC6bTi9WDBbvpveq5gtH0WvVYwWR6q3qqYDA9uV4qmEsPVe8UjKVnqlcKrtIj1RsFT+mJ6oWCo/RA9T7BTnqeep3gJT1OvU0wkp6mXia4SA9T7xIspBfXswT/6FXqUYJ59Cb1JME5epF6kGAbvUc9R/CMXqMeIxhGb1FPEdyil6iHCFbRO9QzBJ/oFeoRgkn0BvUEwSF6gXqAXlq9Pz0/b6xenx6f11VvT0/Pu6qXp4fnTdW707PzmurV6dF5R/Xm9OS8oHpxenDeTr03PTevpl6bHpv3Um9NT81bqZemh+aV1DvTM/M+6pXpkXkZ9cb0xLyJemF6YF5DvS89L++gXpcelxdQb0tPy9unl6WH5dXTu9Kz8t7pVelReen04HpT3ji9t56U100vSg/Ku6b3pOfkRdNr0mPylukt6Sl5xfSS9JC8X3pHekZeLL0iPSJvld6QnpAXSi9ID8ibpPej5+MV0uvR4/H+6O3o6Xhx9HL0cLw1ejd6Nl4XvRo9Gu+J3oyejBdEL0YPxtuh96Ln4rXQa9Fj8UroreipeBf0UvRQvAR6J3om3l2vRI/EC/dG9ES8ZS9ED8S7ex96HtxsvQ49Dm6y3oaeBldYL0MPg/urd6FnwcXVq9Cj4NLqTehJcFv1IvQguKZ6D3oO3E+9Bj0GLqfegp4C11IvQQ+BO6l3oGfAZdRz6xVwC/UI9Aa4fnoCegHcPT0AvZ5Lp8fr7dw4PV0vdtX04N7rjum5vdbl0mN7q5ulp/ZS10oP7Z0uXM/sfVdKz/e6+6THe6XLpEf2RjdJT+xt10gv7IHukJ7uZRdI7+Ntc3vwtPGyuTp42HjX3Bs8a7xqLg0eNd40NwZPGi+a64IHjffMXcFzxmvmouAx4y1zR/CU8ZK5IHjIeMfcDTxjvGKuBd4cj5g7gTeMJ8x1wAvGA+Ym4P3i+XIN8HrxeLkCeLt4utwdLxcPlwvzbvFsuSuvFo+Wa/Jm8WS5nReLB8sVea94rtzMa8Vj1WrjreKpaqvx5HipWmg8VLxTbTOeKV6pFhmPFG9UW4wniheqHcYDxfvUAuN54nVqe/E48Ta1uniaeJnaWzxMvEstLV4cz1Ibi1eJR6l1xZvEk9Su4kXiQWpT8R7xHLWieI14jNpNvEU8RS0mXiIeotYS7xDPUDuJV4hHqGXEG8QT1BbiBeIBagXx/vD8tH94fXh8Wj68PTw9bR1eHh6e1g3vDs9Ou4ZXh0enRcObw5PTluHF4cFpvfDe8Ny0V3hteGxaKrw1PDXtGy8ND00LhXeGZ6ZNwivDI9MK4Y3hiWl/8MLwwLQ8eF94XtocvC48Lq0M3haelnYFLwsPS4uCd4VnpS3Bq8Kj0orgwfGmtBt4bzwpLQVeFB6UNgLvCc9J64DXhMekXcBbwlPSIuAl4SFp3XhHeEbaAbwiPCItAN4QnpB2xwvCA9LCvB88H23L68Hj0aq8HTwd7cnLwcPRet4Nno225NXg0Wg1bwZPBnuNF4MHg4XGe8FzwSbjteCxYIfxVvBUsLx4KXgo2Fq8EzwTrCteCR4JFhVvBE8EG4oXggeC1cT7wPPAUuJ14HFgG/E28DSwgngZeBjYP7wLPAssHl4FHgW2Dm8CTwIrhxeBB4F9w3vAc8Ci4TXgMWDL8BbwFLBeeAl4CNgtvAM8AywWnhuvAFuFR4A3gIXCE8ALwDbhAeD1WCM8Hm/HDuHpeDELhAfzXrYHz+W1rA0ey1vZGTyVl7IseCjvZFPwTN5nTfA8r7MjeJxXshx4JG9kM/BE3mYl8EIeyD7gaV5mGfC+3TY2wU7bLhs7YIdtd40FsLO2q8a+O2q7aSy7k7aLxqY7aLtnrLlztmvGjjtmu2VsuFO2S7Zm2yHbHVut7Yztiq3TdnM7Yiu03bCdsLXZLtgO2Kps92vnaz2267Xjtc7tdu10rcJ2uXa41l+7WztbK69drR2tNddu1k7WamsXawdrnbV7tXO1wtq12rFaW+1W7VStqnZyu1Qrqh2q3am11M7UrtQqakdqN2r9tBO1C7Vy2oHafVoz7TztOq1xO067TSulnaZdpjXSDtPu0upoF7eztC7aVdpRWhHtJu0krYV2kXaQVkG7RztH659dox2jFc9u0U7RymaXaIdoJbM7tDO0htkV2hFatewG7QStUXaBdoBWJbs/Oz/rkV2fHZ8VyG7PTs9KY5dnh2dlsbuzs7Om2NXZ0Vk17Obs5Kxuuzg7OOtu92bnZoV3bXZs1nS3Zqdm3bs0OzRqtt2ZnRnV2q7MjozqbDdmJ0YVtguzA6Pq2n3ZeVFv7brsuKivdlt2WtRRuyw7LOqm3ZWdFRXTrsqOimppB7ebok7ave2kqJB2UXZQVEO7Jzsn6qBdkx0TFdBuyU6J2meXZIdE1bM7sjOi3tkV2RFR6eyG7ISocXZBdkDUM7sfOx8qmV2PHQ81zG7HTofqZZdjh0Pdsruxs6Fi2dXY0VCr7GbsZKhTdjF2MNQouxc7F6qTXYsdC3XJbsVOhYpkl2KHQi2yO7EzoQrZldiRUH/sRuxEqDx2IXYg1By7DzsPqo1dhx0HdcZuw06DCmOXYYdBbbG7sLOgjthV2FFQM+wm7CSoEnYRdhDUA7sHOwfqbtdgx0BFdwt2CtS9S7BDkFrbHdgZSJft3HYF0rkdgd2AVNdOwC5AemsHYNdLae14u10qt9Pt4vTUDt69Kamdu2vTTDt2t6ZxO3WXppR26O5ME+3M3U8N7fyup4N2fFemeHbkbkzr7MTdTuXswh2YntnpXU7J7D7dtjSMTpsuW6pFh013LYXTWdNVS3PoqOmmpTZ00nTR0hk6aLpnKQydM12ztIWOmW5ZqkKnTJcsPaFDpjuWktAZ0xVLQ+jmdMRSD7phOmHpBl0wHbAUg+6XzldaQddLxyuVoNul05U+0OXS4UoZ6G7pbKUJdLV0tFIDulk6WSkBXSwdrDSA7pXOVcrTtdKxSmPdKp2q1NXJ6VKlqw6V7lSK6kzpSqVfR0o3KuU6UbpQ6agDpfuUhjpPuk5p1nHSbUK16TTpMqHXdJh0l1BqujidJTSarpKOEmpLN0knCZ2li6SDhMLSPdI5QlvpGukYoap0i3SKUFS6RDpEaCndIZ0hVJSukI4Q+kk3SCcI5aQLpAOEZtL90flB43R9dHxQSro9Oj1oJF0eHR7Uke6Ozg66SFdHRwdFpJujk4MW0sXRwUEF6d7o3KB/dG10bFA+ujU6NWgeXRodGlSO7ozODHpGV0ZHBuWiG6MTg77pwujAoEh0X3Re0B66LjouqAzdFp0WdIUuiw4LikJ3RWcF7aCroqOCatDB6aagF3RvOikoA10UHRQ0ge6JzglqQNdExwTV6ZbolKCvLokOCcrqjuiMoKWuiI4IKuqG6ISgoC6IDshJTfdD5+OMpuuh43E60+3Q6TiJ6XLocJzBdDd0Nk5fuho6Guct3QydjBOWLoYOxtlK90Ln4lSla6FjcaLSrdCpOEvpUuhQnKJ0J3Qmzk+6EjoSJyfdCJ2IM5MuhA7EGaf7oPNwUtJ10HE4I+k26DScjnQZdBjORboLOgsnIl0FHYWzkG6CTsIpSBdBB+H8o3ugc3Dy0TXQMTjz6BboFJx2dAl0CM45ugM6AyccnZuuwNlGR0A34FSjE6ALcJ7RAdD1TjI6nm53htHpdPHpRQfr3nOLztW1JxYdq1vPKjpVl55TdKjuPKPoTN0/nZxLdFxXnkh0pG48i+hE3T6F6EIdeP7QaV0+eei+eNuZI9YWZzttxNjia+eM2Fpc7YQRU4unnS1iaXG0U0UMLX52noidxc1OEjGzeNkZIlYWJzs9xMjiY+eG2Fhc7MQQz8XEzgrxsFjYKSEOFgM7H8S/Yl8ng7hXzOtMEO+KdZ0G4lwxrpNAfCu2dQaIa8W0Tl48K5Z1xnGsGNbpxq9iV+cat4pZnWi8KlZ1/lguTnXyGFV86hxjU3GpM4xJxaPOHIuKQ5naYlDxJ/Na7CnuZFKLOcWbzGixpjiT6SzGFF/KB+K42FIuEFeKKWUB8aRYUu7FkWJIWRc/ih3lN24UM8psvChWlNM4UYwom/Gh2FDucaGYUCbjQbGgvONAMaCs4z+xn29b3Cfm80WL98R6PktxnhjPNym+E9v5IMV1YjpfonhOLOczFMeJ4XyD4jexmw9Q3CZm84GJ18RqPitxmhjNBxefic18UuIyMZnvSTwmFvMxicPEYL4k8ZfYy2ck7hJz+YbEW2ItH5A4S4zl6xFfia18OuIqMZXvRgwXT/loxG+xlC9GHCWG8rmIn8ROvjNuEjP5fLwkVvKVcZIYySfGR+IDsYE4QAwAtgZXg6fB0mBZcCw4FgwLhgW/gl/BrmBXcCu4FcwKZgWvglfBqmBVsBwsB6eCU8GoYFTwKdgUXAouBZOCScGj4FGwKFgUHAoOBYOCQcGf4E+wJ9gT3AnuBHOCOcGb4E2wJjgTjAnGBF+CL8FxcBxsCbYEV4IrwZRgSvAkeBIsCZYER4IjwZBgSPAj+BHsCG4EM4IZwYvgRbAiWBGcCE4EI4IRwYfgQ7Ah2BBcCC4EE4IJwYPgQbAgWBAcCP4D+4H9wH3gPjAfmA+8B84D44HxwHfgO7Ad2A5cB54Dy4HlwHHgODAcGA78Bm4Ds4HZwGvgNbAaWA2cBj4Dm4HNwGXgMbAYWAwcBv4Ce4G9wF3gLbAWWAucBb4CW4GpwHDwGywFhgI/gZvATGAlcBL4CGwEJgIPgYPAQGAfcA94B6wDxgHfgGvANGAZcAz4BewCZgGvgFPAKGATcAl4BCwCBgF/gD3AHeAOMAeYA7wB3gBrgDXAGeAMMAYYA3wBvgBbgC3AFeAKMAWYAjwBngBLgCPAEGAI8AP4AewAdgA3gBvADGAG8AJ4AawAVgAngBPACGAE8AH4AGwANgC7wQVgAjABeAA8ABYAC4ADwAFgADAAuAf3YB7Mg3fwDtbBOjiGY/iFXbiFW5iFWXiFV1iFVTiFUxiFUfiET/jDH/awhzvcYQ6XsAiL8IY3HMIhnOEMb3u3vdpebW+2N9uL7cX2XnuvvdZea2+1t9pL7aX2TnunvdJeaW+0N9oL7YX2Pnufvc5eZ2+zl9m77F32KnuVvcneZC+yF9l77D32GnuNvcXeYu/cO/cSe4m9w95hr7BX2BvsDfYCe4G9v95fr6/X19vr7fXyenm9u95dr65X15vrzfXienG9t95br63X1lvrnfXKemG9r95WL6tX1Sv3onpPvaVeUq+oN9T76fX0cno3vZleTG/ca+ml9E56I72QXkdvo3fRq+hF9B56C72EXkFvoPfP6+fl8+5587x4XjtvnXfOK+eF875527xsXjVvmvfMa+Yl8455w7xgXi9vl5fLu+Xd8mp5tbxZ3iuvlZfKC/dOed/et1fKK+WN8j55nbxNXiYvk3fJu+RV8iJ5j7xG3iJvkZfIS+Qd8gZ5gbw+3h4vj3fHu+PV8ep4c7w3XhsvjXfGK+ON8cZ4Ybww3hdvi5fFu+JV8ap4U7wpXhSvibfES+Id8Y54Rbwi3hDvh9fDy+Hd8Gp4M7wZXgwvhvfCW+Gl8FJ4J7wRXgjvg9fB6+Bt8DZ4GbwK3gRvghfBe+A18Bp43V63t8A74BXwBngBvADe3tt7ea/ujd/3dd/2ZV/2Xd/1Td/0RV/0Pd/z/e9/+9tf/pKv+IYv+Oo3v/n93s/d5m5ztbnY3GvuNdeaW82l5lJzp7nTXGmuNDeaG82F5kJzn7nPXGeuM7eZ28xl5jJzl7nLXGUuMveYa8wt5hZz59w5l5hLzB3mBnMDk42opEw6O2IAAERgEgAQBABAAKMpAYJxIIlRBiHD2B4UgBAMCAgFAApYRwAAwAAAAwsADIAhDMMAAAAQICiF0eAGrwOKF4z69Y21Dl+GsTtpiKjLwNP55biNx0rj+gkYPDPMsvKsPbpTyPPcJRAvDtbDOsqerk4Y99ugVFpQXWqHZ4Dw5GgSi4OV93wMcc9xt2Q5XEhHomL7Lhpz3G6Hd8gWUZXCTPZqyjaO76PVZSwyRqyK5Wj61MbrbXH8iEoMjidVUP4y3atuTXW6IIWVuwWYU3FNWKvaguVgwjqNgtzz+I15PRvaIamYXAsSObe7yzl2D1YXYZNZkSIN5/vRc5yXxVFHZTkwPKHhe9t4rrI1kfORFRReDLXVW6ueOpwm55uKTm1INAYXl/P5HGbN4yTDuhwQntRo1328MtydRO3oCoIuh07m3dUmHk8L621Q4IzlSsnz/NCORc9y3RC0OJwP6rB9sjrF2W7FNEkOl0eLylx2jpSOPhmz8UI0fzzW1XeKPVgOJM6zCGg/j92x15MxH4aIy3UAsXa3ubbj1nB2BTKzVQjycL4db8dZeRxtUKdDgjMcvrWP5wp7FjUba8Gg5VBXuecqdSPF2K4QmF8P73G9JUcfBYnTeQAqz2fredXsxM4D5HI5EKypba/6nHG6HMuQbRWELhxd55vrFL4OU57ykMCZhZfq6/GRjpvG7JMwaHGcVdS5e6S+6FaXAE7n2XN+HLvi8QLxeCYQy8ra63xOmW5VsmReDEgPU7X5rroRr0eGtzQFUcdhJ/Z6bjHHpqP5JihyVHaF5ew+eI7ibbpqiBoOzyNVcS9b8Hh46NWcnetF0vAXSmSLXeNFmYO6evUPv8qMBAOsQAJ4l19f1uC/IYsnR0SuMFzOO0zZuCfY92PFMPn69QAW/opf8Oaa7ItBoB9yLIQzbNoevwoPu+jQeZABAo72fCaLjFbPXf4aF8OxqxdkQuj57DafVtX07IGdQ+hs1QPh/aXv4WGf110n71osssn3sWAAN4sKQdgZqAjxzrlkCFtDZcP1ga374Srl8OIRLROZ97EwiNUX+3EDZpdGgw+wAo6vmbotmV9uF7f2/WheLfEj4BfnbXmUJxu+8mDkvb+EVt/JfHQIsM3iuqfnP/Pwh66tjXtBPD/dsyH/fwDi3svsZ/HS+NbDnX6Nczi9by9I5HzBzKhHyRUrTA05rK/mh+781fLEVF/QV1ZcuMKMblWyZJ+/qOg8p+2O77aYynfc4YQutk6WWNrro4DZrQo0Ng4O8tVWo7xwEJDt1r4/EaebPNbT3MPSp3D4YiEQPI48ot8PBX5oZ+yjHj1TjH0ZEZ3doD/fcT4v4pMU9J4SIIkUQCMRXjks9AKNLvMKFDYeAvRt7XunEexWkTE9K4xu5lpRRl4OW875FOCMxW3Iw/nStB4LqDden9xGI9k13P8SYdZk4QNmK9u+86p5xlXjcMY98sfDvoqYXCCY75Pm809BhL/7f9jM0Jz1/uFQdpgVYsY/YCt+1pMN8XN9HEVZx2wp0aNCIuZbHdXlF3f7uDwHvCuoK5P5dqIzAeP5PH4JyItpHtz5S7mdRICPc0rOufwF5sVHqWC1CqR+X+xqj0+SEQeKH+vCQskBLqTTtq281MBxr4pefZON8hB3TSdHIcbZRsKiKbndHuD17iAgZTbhcztsQH3sgvfEkm/lOVVlM/yCgNFNiN67YZxaY7GskYoE9OvMmeuqm6qbl83KwLKM7AdfwUS2VuGjY5SKDP0qoexm3OvVb65X3LWNoUT/o41vIQ028h58BfPcyq0orRUS7z0oaSU13dSvzRXN+JK61SXK0cwITz70+mN9jh/LuF4/Dmtw2873QYUlbj5/r59vCXV88Gf7ICtbCmNhFZLmQm0G0SqUqJAqtU/RrdWLQ3Dthxp+fdAE5erPbqjLqxf8SxFYrhlWtKz+pGWYuOKTEH7hB+CAVnwQUvEPaj8yn5VeCHQhioKPEv+CrzHKtV/IluvD+pdVqooUWb2AkSWv+DT/mo8nytWfnpSVRa/gDW4dFn04XkVL9MTzjRIe9n9hYuVbPP9Vu+ujHo9+4Lqxl1S9dexP72Fo709Wb3z/+8y98dDcV/Ra7vLF6uxKEbuKT3zfypKcXV8vj17b3+0L38rs9DowTz//Ti91718W+tI/Fxvv3/Pyv273f5FHP/vKF/ruo9hX/tHf/b7iTv8OvftxuJ3+bR/+mwdp71X83B0Nv1W1O/1C8twcoXb/s/aXP412/4HgrVqenf7pnlvtjj5/3qrR7fT63J/92JWOdao9w7cqtdO343PTJXZ7Ev9W6e70evzoNxqvfYtC1Vd79Kqxu//Rj+tfGq0/scc//1Ui7l/u89fZV3bDZ7+Ou//d0qsfu+909a0s3PXm0dvRe76+lQ/s81dhPnxpBIG78avvM73wF/xBwJTywv+BGdPAtwJ8+SOiMv5V+flefUGEXiEF4l7EA7V/GTOeX8iQkB+t2I/Pyb36h2tu/POYr/ZWOe/08pV+86Okd/qb6L/6Qe73+IvYr8/grZ8/rowtePTDOff5pRw8eL+v6jx6rcCuNyndN8/cfeU9z14+Lc3rTwaUab0W/Bs+78hPZKL3YujjvQGuMPJXOt9gEak+jrbPN7DiRqqI+GK8gg3ITkKrlVg70x41VRtDW56xQm+/tsxj/qLZ850e9YROt31Em9qnpfrs/HHR2k8Fm4Vbmz+1Zn/kb/lfvPHf8fb/SJsAtLQCAG8IMGtbgHZzAIAtAmZtFFBvFwC5acCQrQPqDQRAtxGY2kygv6UAyMYCuy38yML6hUXKzNRifWuLfszgQsk2F+0QfnkR9dmFyttftMIJxvXrLeIT9LcYpA8xGjGLDKWNMmZ5l9F+4+sMdZ9mdD8bjftmGkVz+1gD9UuNLcxko7HVxvGGG2vbcTQ35bjasmNtQ4/udh/XTT8WbAlSO7bbhkToIxGtcAxS/SprS6QbnBHutGRni5JujwMThVuTk8G9iF51wsbuulLZpl2s9NJSWMmotQtN+xfIOIGZE9p4yW8+uruYUG6HDWSIPJwBa0czqSlNqZY1YI1rRre1aWl6A78lzojGOK1tcwA2z5nVWqe28Q6otjxTzXn6t+gB0ahnql1P4aY9sFv3jDfwqdrGB6qZz/yWPhUb+0C39xnY5KfLVj9wmuHP0G5/6hXzH4h+8InimcdGQHr6tGegN/LQNg58dgT3lhz6xpHOLuBvqyHRONrZWenWGGcm9pjdGtreElvbU2h2UL0XFUfxeBKv90A6eTm+7yJbbiahjZL6tksC2TRpunVSwQZKsNsojTdTqtpSCbqx0vz2ShWbLEH/amniI6bWvWkCemdNo9/G7biJ39YJxE+fJm7XT33b6d1AhdokSlkvpKrbkdTdbOmdSlG3nGqWh1Sq2y3V3FbaLqpON7BK1nur6ezkqm8DeodXqbbDGutZVut2maU3Y3r3WdTNtYBtvTXegKu7DRfUZlwDW3J1N+YC255rcpOu0lZdYBt2jW7b1W7eBW8Lr5GNvNrtvABs9jW7FVi9URiobcSmm4z1tyADsUHZdPuywuZmsLY+G2+MVuXbNKhP1Sa2Yiv9kA3s303bGtu1AcUM3Obbu1U2eVPsfyO4zhZw8Jkp3OiWceWN4zh72Vyu3lYO0mY0N70NXb8Zndy+G9ZVtqoD3szrJra2K29wx9vrJnjt9ncQMEO8oe3y6k3zZPbcWK+4pR5wzWRvvgVfxY34oLbpm9isr5RZ9sFt3DeyfV9rEz+wrfxmN/Rrt/UDsLnfvXkf/dn64i+Pmf5Nt/5r5gNA/W8AN5sB9m0JqLkx4Lg9YJ9NAnW3Cpw3DOy0baDS5oHzFoKtNhLUxjvB8dvAjuhKjy4Q2w/mRJOsC0f8tVTUAnFGWv15rggJbxXVNk6sU00oSN0WQS0UT91F7racUlbYDlbG0BKKu0fEZpUVapgJlaUIC0eNNznxlnUnFH8tCRuB3mwlut5utF/T0WOtR9cbkDZrQ3q1belmbcq95brax2Arjr0tnrXIc4NT0g1R29qiqm6Out4itV+jVJXtUtebpjZonaq7gep8G9VWzVS1W6rub6zaor2qdpPVwa1WezVcVW+7Or35alcLVv2NWCc3bu1q9Kqwxev25rFtLWdVN6pdb2/brymuCpthrjfabZmsd7U36d1v1dupea9ym9/dzX57tf9VbxS8vF1wkwbC6q2Gpzcc7mpBrL9Z8eSWxV1NjBW2O97e9LitJbLqhsnrzZz7tXRW2dh5vb1zgybPuls9zzd8btX2Wbv58z+IRtDRt4DW0JlC19Zy/e1jeSsOaot3W+Tt3+XufTR3E+n2raQ1NZQebSvdvrm0qhbT60bT/bebVtF0et16uuEG1LraUM+bUbfyS2qtd9mLTbObbp2t10B7uo12+2ba+lpqjzfWbt9eW1OT7dVW2+0bbutqu71uvt1wC25djbjn7bg7b8qtxGvu3QfdvbfpVmvWPd3Ku3sDcH1twyebjXdvUa6gsfl2O/Q2fZautCzTp5+Jevft1vWari+3YW/esF1P2/btRu7tW75ravw+2gq+fdN4Va3j183k+287r6L5/LodfcON63W1r583t2+99b1WA/z9NvgtN8PXaok/2Bi/9/b4ajTJn3pW+f0b5qtom7/aPL99C31djfTX7fQbbqqvq7X+vMF+5232lTTbn/lyv/4V7vfVPt7v+Kz473rIv/otf3tz/gst+nc26u9v13+paf9y6/7eDfxvtfHvOW/pj0Qz/z3N3r90k/+zVv+bG/6Xbvt/1vx/dQsAqDcCwK8dADLafQ3gzFMAazybAHen4jJA+WcB4v4+QDszrwTQ/IkA62QrYMXmAo7fYsA6yWjA0XYDlm864FLrAYs2IHC+DYEqbLwkEPkzAoWQPYG0b31VwMyTAms82wL3mxdYiB5vouv3m+jiJpzoSCtOdN+QE53elhOdNedE91t0ouMbdcJS56addMvtOukejTz0eC+CfjSZWagn5bvy5WenPJ2rVLb6xEr9ndUq3XsjVrpq2bHS/aastPhRQ4WaGBzYK1R6HsFDQ/tZdLkJLbq6FS06a0iLbrelRdeb06IDLWrR7Ua16Hy7WnSpaS1oat/Alq6idS1d+/ZFgVeZtonFR/sG9Y5aO/kxifB/I0yPLQWLd8Ho/J4Go5majiznqt/NQ6lV+PWiC+NjvcdH9NLu+pGfZL8Utx4WueFmZ4PFl9zYqJjzcxfO7waLr8MxfhTHDCnWS1pU2Rp1/B5m+L9ZUa5H6b2obIde/NOGeSz/zYRe6r4W2Vug8f2wC5+6hCaOyaI/7peXbeu2QKnHkHTbhZOui3Do7fnXhtP1Ppv5Xpwtr/qI3QwZZ+i5s84FlqfE7Cv0bzTcYckRtmn32Hak5U/dQKReRH93qHm9ZwYDhdVxf96VfcuM09xFMU6xABkQ0iuA7m2vRa+IZH9/cObtRhETzXLKuNRLtw0gIwNl9+JW1bjEwdg6syAaU+2IJiTlohj0vIAibnQv77QzD65s62ri0RF3zy42WMz6GUf7mfOWWt45ZKl8Ua32Vivji7WrYtuujPjPZ1XqgmXcuaNVKXcs446psUpds9y/b1VB3Dt33FJAPGDl/qfjp1PTehZv1Mx3dMcdD3Hf/F+XwxrG5HdhCV8G0ikg6C18oeloMMnHPnJ0htvmssQ94budpuDpTc3NBdlTA0O4PfABgmqhF3quEEG18ckztO8JyxHBgcJhl+aTlzerjydgdjeYsHZpf4FT/cAijTbYBWNPh2IdCw/tYkGyltydA9Pb1wnnkZwC/eoAnAWuJhfkkTVyaaFNM7bwSM7GftB2NfPzPx7dbdeNZxHs9bZ743JFltmjo4a3PNF61e6X1DH//3t6984f/8Lf5K0Y+74izX4vrBc6dw+hR+4l5KNtY+bz8z/kjp7oxo7u9wKHbP+dhP//P08ljD+vJWS5BxPS2WcTaCO3Rfycq6c8GX9iwkZWcLA+ngBsjEXbkPf/ZRcSRJxw9nek2YcB8kokWkYlObDA+ckF25s5GlH+3ECbNnPTFoYrA5pXaKI5Y3aZ/hA1nz812LB3npJzdnnEtAiO81SM6LYFLtM5a7aMym2MFzdgWgmcOUIqGnD+DldMTZGoJTDx+uCmOSFaFNfbUdkuRwfdym4ZFBoT4otivR2VzeuEoW/ZO3Okcea8iJLYo8htc16OW9y9mtKcFmHRgd6Q12qcqR0pd+iOdY9NmxLcohEazBwP5DVUDtbmT7B3+0OjXEBlwoVVAs3zF4RuFqEusaoEghvFA6nzF5zuIEHX3yU+4e5lIMycBdslyXQDW8cnW9RMWhso/s51ymg3kK8xnHkJ4cUWX8cQvvk2EPzPpg/GlTXamc7Tguz7BieyWYOl42ywOz1iYMWp2pkFSK9tqDQGN+bJNzeS7Gc3WDrLG++ExzeSjPc3ZqYJDjvRFY4t2fsbVp7ZjeKhZ1fvlgLZSYCVAWD2sZ9KIMs1jDcFDyN82Ve6U8BWL7gN+Xw79uiBCX9j3ANNHCz+AZuFtm1tcYTzznE4hC9yzCmMcmSZdzmupKc5dDLrHO10BzqOxDc65gzrHDLlUY7cajs394YQ5xRAfXwqnUjiBRQ4B7WWEMWz/zENxs08JQY8C19H3PQB//3cwYP40ME8ypm/IvrWQZl+ZpcLE3kT9/QBOrHz/BMjBxBubJvqk+clBMgdJO8dH/0eQn4wxH+148Kp2mwCPtPxY5rmGP8c5bDJJJ2f3TrBwWIo/5TIqY0B88LG/NewBq0zau9pvOlMauAyb2sMWa5rYYOWfWSjSXtnw3Vwldc2wsybG/JKtz67cQYnT5L5HO7IXP7VcLxKu7+VzSqeP1kdOB+8L2E+Qj0ZxNLbskExmlVf6yOvyfu2k9vWiP7dn0K875pWnr1w8/EtmYwFoc1T5IaNqErGwdwy6k6AdhG4/zCjZ0IvLr/aD3scqYicS3PPDbUT6knq+as/186+8Ioi97J2IsyTcEHKjrrYumDRNTDsmehw80uZjW16OG8h4+5uCWkx1yzIk/Hq7L35f5V2CbnWsvbHJTsZ/9yYCdzUyPVVvuyTfEyGFGzD04Zlw5XRxezraP0pL5q+2HadV3oZpx4r4wdbMtyyO9WZ9yXmVYaPkX1a/NUt9yJqZNv1tAC38CV+hUfrSk3q+ffKHk7aZjknrur/Oz/A4uTUyZHsZsvxPEYnxGsUWlLnxMa6FBZMOj9x2rr7NAerypFS7FTLhVvrUjp/X9zcM+zo2GfGr/TiHqOmJGQ97u3cLSeEeXHFrfs70vn3ylZSsZwTDR6+nDlJ6aHUaYVYh2hmlYTtKHpQhcgzpRLPNKdAw8I/3Ei1Vky8UZPMvgg9jVTci+LVyIuaD5D8nY8Vs7eh8h7fQm0Uec+/VvRwwuazLMbLJjT4k0czwJJfE7zlCd8wlzcduYvl5sRBw9OxE5VAlHT+0HnHyUs4mHr2cRXey1kVFUUPf2LLadkxolpGDXxagE/YkQGzVS7AYNY5F/jjfsuEe7Ml9dtOi5XWNsubZ5UFRmmPZUh5iSXLtcFS6J1bxOJUn3qBwY2qHpF+cq8hnj/pwHoagwFPaew7KnS2QRXOvO4QzlkPSO3+u98yzbZxFbN19dpXiadY5cSKtCdbc83KiuNAKm+tuLh2ctQ5ZkGfbgthbyH4IsqN6xBK8nsnUCw2LTJYmy6gWI9raDVqGxXp7MvI00jlFSVejUC69LWWInsObYPbCtvp+wK+Y1E14f4qobu72EbINRmgOXRL2CFkoUsilLYagtmRwAubtWMxL3M8PI49USGBd+tHjG/6ID3H7kMhOnvU06jmHHObMF0Z7BfiwSNtXeeVchnnvxf+1481uLAXsLdWE3RCuSDnhiPHmDrt7uqie7GaNdYlKeAtTold4clt0X1pPq1cPTMCY5zzON5hkqeThF41Oa2zpYJ+rYIxX0TmVizsnPLgxUptyPAvYIWWZUIzGuIPYtn2wu92sQYX9gDW1mICTigX5N5w5BhTp91fXXQvVqOEUcxnWOr5l1iKf+YL6nPilfZjYIM7x90doiY9YSiuuROe2RmQz7YY4wN5aCVGP7HS/bNPb3hxF7o+oHv0ySUI3XzYzf4J6zHF7DEC7YJSYAq4n8v/HMNu9ogKL8wbq284uv/3ZcxCaMcC76OUSfrmj6j2TMBY/cHR/b9jzAyEdlzyvnYn7YU/0rSnL43RNxxR/0dTZlCwY8T7Wn7Svvmjq739GC91Dkfav4HNzNufu/N03IQAuvUu8MuZMZdroRfxOc9plE8AJjMaBYbNVeI8ocvQVAy45G9dtroDK/0ttcX6A84Hb10uPSdq1yN32Oltf8I09Fjy7/ZfmsPUHj7IT8tuaQNX17undXK8b3hG6gTxx2eP5Ifrc07m+MeyMMrhfYseZuf5d/VpZss2zOqSe9BOTogZz0jPAn8875H8mHyuyRTfWJjbqPfzLXqYneefx6eZrZvoTkuEOX+4l/xDaqrz6O6o3IFDzkQy/1jYbdQz+BZ1mM3zr9zTzK1NdFAlsJLBhzat24GnZy7e43Jsjw6uJ6Axx4JvU1+zt5/DnD55rJ5a3GruyyfhKVl1/Ca6Z7M8v+vuWgU8BOs6oTs40n9b+yi9FR2mO7n98vxd3UJnVzq7pBab7Epqulrf9eSErDsOLSqvWyk5GQvze4/thabdk6q0DMy/+XB97mqzk23sySMslXPWdNCyu3lS+A10kpSWxPybHLrPnbnINuHJIO6Uc9Z0ALO7eQr4DXTSM0ti+LYmhzG7U2dua6aTm1n6o7Y1GsxcUA1XBvTVMMztJHkP2WYNkUG+HbXtXG6zjs/abpdA1UEBOtqnAcm88z0hapKa5T3/Epo71N1aqIVMyDZHPMFOw21l68NCeA5ARw83zp2k0kbYXt0EUbrRt93lN6vxre12CaXl/0MzJ0yd68jziyfA0bQsd3dqahubFQsyYlrrJtgi7hFaVWc9inC3P6IPp0vcpB49TiiY36+56j63SMwBpk/3n/g4rIn+XePvapxfN/o9uabpsmByvIztJxawzZzzTc573BG4oSx4MPHAPkId6oafsCra2vSBC2tU6fK5NY10EyzqtXfuYW3piysVNdR5OxvoSdc0LaMsCtvq8iw8lZmzmyPGuLvQXh3rEIRL+A59qB9ukvQNH+cfsjiYU1J1cdBgbn23/3AHY43e41p+F+Ocu8XvCTNNlx9T5WV+eRaeyMzlzZdj3F1wr7DLIYxP1rvYIVjuetIF/04AAAD9////WgAAAAEAAABILgAAlMIAACi1L/1glMH1cQE6WylRMBCQDAA81hYkQDx8XgS9g1bq4qV6FChEbamTSiAhXNFZ9JjYKECyUa3aKuL+951zHj8FxwTBBCtcyiw9XCbMMzseMN0a7uGYpCACKjgOS437FwoGHxoQFTyw6catFeobPQQrhlW5VTRgykfFQkaHaGB65JDRCQeulINmlgkV8xUoAlMySon5QMlgyAJMOMTswTTzAiUuFH2CCeYLQuz3G+AneBrFf6B88OEYnfhGEyQsQYIEG0sWYEIYImLBLERwnJiC9m3ft33f9n3b93VdFy0ubCIJU44AKixCEJtYEM9P3GdjBiyFgiDs5lUTv9BzIKYKLBC7XWHGrosZN+jg9SguTPLyiigHRZKXr6KnJDBjixaSl4xTJNkWRZYNS40onBzVkNnSQ6uFDNSUvDwL04dNDJALnHCYLKdUDUNgMJOwFPmDCVuWMWJBEVGVax+PHbAXQtD3hQHfN81NoCteZ2ZnVk/3fd/3hd/3fV/XddG8nMLE4kJrA0zSO4rgPygGsQ0jWGIZcxVgy8MzMOgisdgO8gUhORVL7VF+lXERv1LwGhuZcQQDNIlq6iiHVAsgsvZxDRKkIcczycs7VyCZwQJ/gUPUV0oHpkR8o3ehDPylwCaLTS64cq4qBpCeJeyF7wuHC1tgy668Wk2n4MsVgYxcHTrEV0jtkHa9cRzDWEKo2fQqEiaGxR8pXdUUGa88khp0ZoYlUBhQQMk8Rl6cwdKyqEtrkfhdxVgJK2y7Hid1Cb55+R2X55mXW56X3AeuE3ZedWlech683qh4tYGwTm55WTmthSi83EdXHUBdj5KsX4xdgn269gp1NaFxebpbduy4lOjgOvG2tUmGK0tzq9Nx684TK2xlnaTc2jNpLZSzKlGwwmVZvxIJxC2b0AU13NKlK7VQ17Tyw4LYNWVT5bqmcCa5pmwIuKaWYlzTLVmuqN/VNY2bCnNNq364pWkwuKUx/M64pUxoLmkiDy6pg0Zuo0tSN1TN2/jkNnoJO91RNFduqGMkdxQE1Q2lZOOGckq6ooiPruhfHjf0zR1XVEqCy6iLkMvo0ovLCC9K3Eb+BcYt5BoMcdvChKLEbQK3pbya1LotJeKZ+C1DG7eQQ/JrokjcQnLCbRtvpr1t5WBe+7aV10a4LQTzlWjfNojbUl7RtW37tjHa9m25fFZp2/ZtKwcVYfoMrAgw5JoMMXwqKsQL3wt1KkMQDDmkGsdtUKd/NnmYsMYxTIUz/BSLY+IFx4Bqe5DAAXJdzKoSajy8EwPyiURMyDmlatUABik82WDSrUpgQ7gJ5yCDIaksxFGB6mLIB05iwk3QKhiFN6rP3nVRCyGYEksqdqPixJSJbnGUG74YMlDzfSGDpMVRWQxdnZkQtyWYFEQDQ3LGcZuVyxWn3hvlA8uVyoAgMJdPsjiKLseRV1LxFemVg75RYlfXKHgL9N62AIpXhXZkSsGRf07xG9V9hbKlB66E92AoRkpxZJ0qGCpRDpZMfANTS6x9/gtFQu7qpFERyOtEp+O6yKAJLHlJ90IZoHJ1IrgFd6lgIhCm4gXmwZMO3Nxq3Cehmr73SY+MqxPHN7hLWN6bo18ntz3XxTlM8OTiHNeQRyLANUPv0yKg65OwPLiLAQIvoWcmNUWS1ylEmuviFj6Y8qrEC6hGxxBJ3etUB+a6eGAUpkTUdBe5GGRXxXqfMJRdFT/H4Eo2hdxT0XjOi4r3iczNFUqCPXDldcvrBwflNimUX6e7NlcroWswpeWd90qTUFsCRO9THrxGuTMDVw4ueucq5zgVGXGt4sYJc4nRhIwdfZ3koF2lwGhwpYMobxuVpH6v7ES+TpGTVyoCNmEun3sd9TTVzbJ1N0XqriJGeVOV6G64gB4jhvPxBXqg//3d8BtOSFjohc6Dxw7f4UGC9PAefuQIEAfiSZIIcSG+ZAkRJ+JNmiA6oj95kuiJ7sSJETfiTJgU8SKuRMkQH+JIkPzwH37oPvzNxYcPLbyFd+jAwlk4Bw4rfIWzsalwFb62Rud0niHDnM85BgwoHIVbsHDCT7jrlvAS3rYiXISbmYFwEF6hApzD+dlZCA/haGgjfIS/Lwkn4RcumHATnpYW53Gupibncq5BQwpP4Rs21Hmdt7XZuZ178HDnd+7mhud4/uYuFCj4euAMGCwo8wkTxhw4GFiYBI8QAYI/sFq53MsTeFfXliNwMScja+ANnIKX/fnTffypDxvO5uzSUjWkLXo1yK+uBLUgt7IC1IC8qspP+3ECBPg0HxcgYE/vcSkpPa3HoaDcqe843XEmpjpdx5WU6DQdp1LltBzPGU7DeeP/pt/0pEme7dmRIrXpNmx8CYAD6Dlzql7tOHFYZ/vz093bjZvu9Pbuzs7TPu01ayS1pN7chNSQOk0aR+2o0aAxbdPOzGzUjbpMmdEe7TFjQsk8dZ48Td7UePAE8ABtR02Lip7pM82IkWZrmvGlttNz+lGXNpte1KFtpge1IUMH/EAfOqTlWp0oUZZntSJFWI7VoKAG3EAjQlTAC3ShQlRO1YQIDfABHSjQlE/1H4/iwSNSBwy91msmTF4swfwhRoyP9mHYYAzbcEd72dE7crRljs6BoytxNI7CpizswsGWHIQcbC1aAjuwGxtttI3GgqVG1+jFRb/2aytW+rqvpUiZ0TMaChQZLQNGO2bpLA0IyNiM/fd3pa80DRpVukrz8VFpKh0jxpSe0nt7UTpK5+UptmK7cOGknTQeXpNu0nd3SlpJ29kl6SRdV5eoIrIJCR/7sW/c2NJbHPtFI0HSolv0kSMsmsWKdmzBBuwnzaRhNGIn9or+0UKEYDZmDxkSd9yHh3DDbcTIta9dpEiYDtNEiHzpLx0kyGVfNhAgXbpL9+jBpbk0j57st+bi+rDlFKADNAUKSxPmFKBAkaATdPWJru6ydglrWxH0CASNQKtDaLVWVsNlddZVu115uGoOHKzaqtnYCnSBzpCBqqkaA4YBPaDT0gS0gHZdqZbqtoVqKKfeoKE1dFXVWq81AQJqrdZTUxf6QkdFWWgL/fT09ttNTWiN1kxMZ33WSkoVukIDAFDWZc2yZE3W/2M91t1h/qEPHOjQHRoLq63bNvRSS5BQ7WqLiVGbmntDG+iqNmsK7dQROqxzK2gGDOZ6rhs0oGu6BgNL0SkaAgS5lusHD+I6rh04MNEm+uuLRJPoBQtEtIj28gLRIJqr3ygt4xxnZ2ZnZmdnZmdmi3y+GNu2UM7TFezzRqVt/a71PGtP2Hk535kMpTD8tG3bVqm1bdu2bYsiLCqMTB/Otm3btm3bluxtD82odT1O6hJ883LL86pLs05ueVk5rYUovNxHVx1AXY+SrF+MXYJ9uvYKdTWhcXm6W3bsuJTo4DrxtrVJhitLc6vTcevOEytsZZ2k3NozaS2UsypRsMJlWb8SXRftdV/M98V83fd9Xdh9Xxd24RcC2ov5Yr7vC7/vC7/vC5+5hwag1LlP8NiZuXHuID2X8hHTCRqYL0MXAdrZVU6ZRD5xAkW+kqlUyVXyh+yWHZmyE0yzaaOlpQ3shhwgABvLlpmY1ti1rKSkxqrlajWNTcssa4G1kP9d1s3Ntrlbtv1Jk8xYs4/EluUZWUuLRqaRD+S/P2XR0CS9JPbsDNJDYitUcPSOWAoUSr+UJSNr9I1YCRJEX5QNCwv9UBYCBEWviH3wINEnYh0w4Mt8WYGCGF65K2vIGTJQ1dQ8d8hUqofs4S1vvalpVs56UlKsjGUgxy3lpWzCBIAMIJfII7KAHx2NylFPU1NZ6hk9oyyVodjOknJkNpM12QDsFBuVM/Oa3JlxZCQZT9aTy+QxrIaMmOlkO+wVe4C9kCNkG1kwr8gs8pbMJU/mu0zKTsilrAMW7BflvRwja7FlH+kf5QvZQvZs4EdzgSyZKSlzpefKfOnFCyYYMPHHL0ZMmS/zY8ac+TOvqanm1fzmJptn852dnu/5b97AmWMmDefVzJvhfDh/5w6dp/N8+OB5PD9o0J7f84UK+Xk/f+hQoA8k6NH89Zr5mR8mDJkn81++wA//5WM+6CNCJOgFvSFDgB7QEyLU5/v8nz95Ps/r0WPn7XydOnJezseJ8/mf78ZNm2/zaz7NkiVOjhxR8koSv0jiJx4+kMM/FPI8hLyQH6/jx//o8Th6fA8fX+gjh4/fsSPIB3lDQyJP5IcMMfJGHhERySP5JEmYPJMnlJRaXstLSmb5LN/YeOWv/OIilafyU6ZAeSiv+E6+yUeJ8uSffJUqUl7KMzJaeSu/ZQuWx/KTk47v+Fy4PP7jd+kS+ZFvaQn5kF/5lG9Ho0WLGl/jX7yw8TYeBgzBF3w+vht/4/v6CJ/w/fwGf/BnzAj8wI8RA/ABX0/v7//ehQsZL+Pv7vI+7+vqWDyLR4FCxav4ESNSfIqHg4v7uHdzK/El3oMHES/i29pCfIjnwIHEk/gOHU78if/wQe7l/u2N7ukeBIgVv+JNmMB7vJ+b2/u9t3sabGzuu79hg4W38Bo0vP9+hgxnf/YYMFT4Cn/hwoSf8GVlYz/2YmIRPsI7cPDgH3xXF4Nn8Fpaf+CAglfwV1cJPsFbWXE91xcosPVbb8CA9a2PheX1Xp+VteAXPAIEDb7Bf32BPdhDgBD2YU9GJuElPBoahafwaWlmb/Zqau23v/ZsX3Xqp09FNckn/YABkTzST005ckcPBVXqpe/k1MgbfYAAoi76S0uhHvpKSopc0VeroA76LHvID/1/IS/03YSc0LsbckOfMyJH9FRqIk/0AAAs8kXPxMTIGX1T06iP/tMTqZN+VJSpm76U1CN/9AIEQHJIT4CAJJf0VX7650+fOD5nTp07nicPHzx6XM8eT883HsfxOB06cuD456cbbyPIjx0H5IHseCAf9CXS0b84uuOid1n0xSo+WcWrTHHIKT4limuJ4lEUPYuiK0LxK1AcihTHIsWlUPFGKk7Fim+x4lYYXZLRGR+dy6M/UvolpVNauhhLtwTjY8A4mKufufo19jSxx2V8s4yX0fQ1mq6Z6Z2ZnknG2ZBxMrBzwg6HcTWOJowXR+NmvFS6GcesdEyPNPTxww09Rw4drsMFBXE4Dp8xY9AHXYYMG27DYcCo4TVcT6/P+/zFCxpOw/Py/NzP9/YAPVJRUE9OTQGYlpQAVKlsfm9q3UBxUdZZCc4YFb4IfHKMqWPrOrOVsBq7AfjR6WoaIhe2bmoelM4l3WwZYiNbd67rt+DdjqC7u2qE+lc9rBahYqgSqQ6hSlWFVIOwe6pAqj9YyKqPag92sGpY5bFDRw4chYQ3BgUDbQDW+PProzGDT0YMGHt6eS9c4LWosqjerbBTUUeXYk4ORdwJEyVIjBARAgTcm9sHDx3aOGxg01Bdq2ZQw5B2wcLrorVnZhXKKEwgG5MgFhYBAtgDB9UGVQZfCxQk8Orism4h0Mo6gHVlwKpAFRWBAQKmpKpRVagnp6YATEtKAKpUNr+fTpIUCdIjR6bUUippo1FRRqGLFCUCRXTIUCFCgwQFAvTHTx8+e6h6qHnw3LFTh84cOXHgvPn0dNOmk80azk01adCc0cykmqGWITMmhjGvYsKA+eLl0rJLJRfKSclIyMctWhypjdQsjFiuLFqpQmWKlChQFJ84acJkiZIkSI4kIlKNUA+LEBkiJAiQHz56GPLYoSMHjkLCG4OCgTYAqTWofn00ZvDJiAFjTy/vhQu8FizuVtipqKNLMSeHIu6EiRIkRogIAQLuze2Dhw5tHDawaVjLQFWjpl2w8Lpo7ZlZhTIKE8jGJIiFRYAA9sBBAwZfCxQk8Orism4h0Mo6gHVlwKpAFRWBAQKoU9QoqCenpgBMS0oAqlQ2v59OkhQJ0iNHpqWkjUZFGYUuUpQIFNEhQ4UIDRIUCNAfP31YPqyePHju2KlDZ46cOHDefHq6adPJZg3nppo0aM5oZpopQ2ZMDGNexYQB88XLpWWXSi6Uk5JsJPu4RYtjYxZGLFcWrVShMkVKFCiKT5w0YbJESRIkRxIRjRwWITJESBAgP3z0MOSxQ0cOHIWE7A1WMNAGYI0/vz4aM/hkxICxp5f3wgVeCxZ3K+xU1NGlmJNDEXfCRAkSI0SEAAH35vbBQ4c2lkOkSJGT8uniIgdGxtzYKCZjYuaYpbJVLAEC7IBMdgA71dSEJqNhA2TNNGnymTOeuU0bHGx45B07OnP8yX78ZD58BnNgYD5wle/kOnUyIdjgmzdCspAhhHPqKCrqeVKELBshS0zMSZIAyoIEERqTYTjb1SFAoCEri8Uqw2KBKsmKlISG5tHR3OjIETyIz+bMVrWw1SqrxDLlBxkChBz2j8LC8hhbNpaWMWDIa3+6tpbZ0DJb5iAlJYABu2BBggOsltaFLZbr8RFvS1524WKyRZhrvsJiYjciVMhnZ2ZAcpAgRTKZoWGZjwxkbu4KnZdsaXnXJU4uy+WlpRQ5RV1mlBctyonGciJHGRKk/GhCfpRL4eBCSMlTpljJHKJE+QAlS8l/gBkwUIYMLRhd2WpFwJf7+hj4uZ7fnJb2p2ho3ma3rW3DiCxCBIjMxZUTJLDKVVWZwC8isMgqW11lAXnAgEw1mqkW5K8v0wdQ2ckpNzXlp6zl2T+NlMyXGQwYMSzLUnMcA2ABZDJkltilbKYqZ2YWYAvkMqyBjMaJdcpq1GRONoozb2bPjAPHZ/7MhDmOIUODBuVAbIRA+U/m0SP3yJ2dP/KP7CYLQcSKsWIZUT6Uh2Q4cIhkIlmOnMN8iJjvsGBgeXIeNkLek5WAZtBCGcmSvIRJdpL16GmSm+Q+GRBLxVpZvVderAIFX18ZGrAMWCj2fZ/YJyZWg5W1shnYLvYCBhYDy8V6ZQp5wgQJ+Ub2ku/uvuQv2S6HyXl6WS9PTr7ILzJkxssNsp+fg+wg16gBlsEiZCyZji5LzpJVqHDMjluyjsJcmMtyhcyIHRsTzaKkAZPNqOSxdACNFmoEAQlAEgCDCAKKojiSqGplPFRO50CwUAYCxQcQAHCYEEAqB5m2ACihVJ1/RFlS4BoinLrjj4gsBubJPuU2SEEbCo5uWrGcdhAbHhXtbXW/cdpsQygD1LOCPntBxdzx4il9yvXx5J0QIE2MKIvZqx3n+96TyIqAWBGJz/BXB8EuLX3ouvXX1wDOzrQOA6gWzbPZobvlZUDpnccTm7Lu13ejUasH4hKZdT+KFuZODMkN0H/D2oBY8ctYdqfRjwQwndYtAtl0+COI4Ov40wUkecg+dO9r4zUBbvNSR0CkidAcInjd8hiBBlcvv129WS1RkOx8N1UwuTMGxCvctwdmUnE9Q/LsVh3DtaiUXxVkiKBjAn7ReGLStpUcs5e75gGxxZ0r0EWHuwoAfjfLcGX1lODVZzmIdxfvxQDrTc8wgk83RhFgLrd+CFE3T8eA0nvLZzySa3WIYTR3NpRBYlOPxDJz6wd8GrU+RvaRo2UP3qIlRwS9MhrHPL4qOWak9dF04td5i779c5D7B4GCmmZzBQElQfyLOA7W/48A+wSb/MNw42C1wI7rDqLth+fp6bjwBRrZGDj0hwjNBe3WANVWhjz9G94QxNYrgAVcpBYgg5u3t9g/QWRICiu8vtAS/av4QS6rHK2/qFAwiYDu/CmvwvIsQIvAJi9GDQS0TX5tN96+/xa/ev+bjfJNJ/iJkpkUf5N+SKVlw/CHIKZkFYqkWr1g5KqarfQyffhYiq+mPaqbl7E2AoNcxc3VWnEdqREJMNbWwXbfi33a9tS9j59Obw4eVTkTppSDM6ijce9uDUaGTizduXHTdx3lG+3FdReyPXLgZUfX/at9hZclq56jNmf+lHhzMvVO1sRxRzhzpfOZfeg0z+gHimgRFOddKyNuD0gjBP7truDTSJqyfy//biO3T19+gqnYwRfb+VQ6FyKuCjvk388DlU+pEcjrpd9ehsLJjGAzrCOQC8F2OeW3n2dRFst7xfOfwsi2MFLAn0E+ZJolW/u+bfLTB7VNcDAVOdwnPmWViZ0kSxG/GPLzhEVK+yf78pKGfi5BGERNywGnbrRts/fm4+kVJCprREiV4qN9mUvUY4TUaRzRvrI35Jp7bLd+nFnXd8mn9pb28hlQuHY5cHtwuXB6dhAaVK7wjTpSU+517nvg8uH07PDo6e327Om6qa+AdeEfY4QqvWQe5POmC1ubJzpXruDpgVJVVdPgqamEC6kxdvhSD/p4Zmff3BR52KivL7N0SJjnyVjlzmo7mCQt08DgEQiMlbFoFxjwi+N+wBiNJ9S5lYFifILer8ZTwpUHTx5YMGTIkSGLgPTQz95VIYCjzosSrk7ZCJ/lu22H9tQVWLGxDBe7jFG/MwxjxLphpXmsKkT0FAa4cctbO9HUitHlDCL2ntP+0VENMwRPS0k9UA/EjLP9YFU6kLv6ZlsJFKrYWMKVHe79R6pGKFYgCCiQL4UKH3dOxw6Hrt5ux07fzg59vhwfLv6cnh0ePZ39jr2u/R76XHk+PFk/UuoLqr5hk2bOrxPZrXoNyhpz9Pi+vEEqmFcnoR3Vhw2RYYN/k78YLT1j1pwYZsOJL1u+7PJly5ctX27Z8mXLly1fbvmy5cuXL79s2bLly5Zdtmz5smXLL1umTS1RGBxyUB8jHP3nU6UjPCqDyL1jrR+0xc0x3o0BVO5x2h06CiK6KkdoRNQNDMpI3We8W1RUxXQ6HlD1z1nzWCwQ6fIMYWIm9xputaSV37OEkf03m/QYB/P4IBvEexkNwiltSWLcgFc00k4pCLVXvUPkSUxeCvZhYtGNItYFMIGw3Spq+XJ8ePz+/XDt8uZyweMKqPWrcnW1TMsVALB8SikuPBEvpr5ArJtltDW4V8GfLPE7qWGbHCQP/RzEwZpDwAeC5VZA58Lp2+3Y6drtomerGmWQzAvvlHXWV319YnuJZaiOrWmuii7VmhTr0UivWq8zab8A5dIcJIvi3Dmw3DfNNgIYUrFyjFRzznuDF2VPufi2NjjDOC84Caw1B362ODgCbYZRd/GoUWHe3UNd+ie7D7YXNQ1FTzOUpAULF6xfZfV661fjHNp3QJk2E4mqiH8OLPdNU80AgkukPKHSjrd+YWWZUz4+3QrPIM4LpgNrzYG+FQ/KQOxh1B02aS2w0OkVb+c9fb1uDvr8ofdtQr++nnlIt9OE+8HJ5WXMKLlJEp9K+8j139GW0bdw2KTGNlhDZuVNWHnnx71Yvllg6xx0n58yZR55cDsPmqFkoaFb1s8TVMso0NiM3IRpMTlN0XgW6HYflWE5ivVm4gpbU7wzdjxdvgUA698CsLVKhrSPx19y+UTE/xrPtP53O45zkWfJ5djQcZjwT21EjtTZm5OtgA5d9p8TJ8vPmL+5NxVmuVA8hd3ZSY9HygXDm9HtFsVUpL9yj8SId8udGNVifc2KXn+4gEXaqEfdjGEqDrORRt3gFBq68no8Qa/RWWYs2DBMZ5fQ/tP945pxPL5czGa0b2Eq0qhHNAsXYsjPQdksjLU3FrDPencLw2+bEKtC7jtpudz25bDjImCGHS/KtvUwRy7W7BDPFl0+5arpHxYlQlPSHXNONhmPFmtY49naLWz6BaZ1wL9d2AXM1TreZLdmcV6kQTlN3fyOdHWbdwUxhjTuzO574JHtpsfNmaeYuXQ9prvnuV1Svdvwj1tvHNhNXLXYjWy18fVdqQGyT4W7WZccQj+YbTQF5M9eW1bP0QpDQ9X+zoma3WU0BjEym6lPyAjdPPNO70N03YNpgmKPnPu8INhCKAsH83S3OCMT3IuHnAwyHi1NYfOzdRc2fXOadWQf0u0ic0KcZXS0BzGY/VQQ9gjSpPlY+0O07FE1QSuPnNucsz9rTtKyrXkd5j1xTOiWZDvyNqwy4fXsbu+WaHkxNm6ZfkqWZ+JrxzlU955cZqJZ4ZISL39qWdnNaPM1oO1saP42ogpPYQzT3wTBizI5yOh/iaTjv3Iykn/1Ii1MN1pyDvw9m91jsYO2OfV9MULPbx75PdsQZ1kxQb+pjgTAas62jY2FCLmNcSFSOy36i4ewLb8oKhzVjIr/CTy7YmFEblpUOKqdGf8ReLbHEsEGQDGS42d9PiGV0fI/grdbEh7JT5cLYu6EzXII/VgPHjGnKRtbIzWxJOcj7w+9Z18Tr8FnzHxqbzuV7mj5YU88Z7HOCTCqo1nMli4TMxbuc7YBquGHJsMWbXZFxRkCeUwG9zyVqYnVSB0uOeZbL4eu2YeJ/+BrTHJqD5vKtXzenqeNl4bkyTAmbtHSkR2S0dls/2ay59SRd9XhRvu8c617ME10WPZYLHP2tHwuTNSMn/8I3gmUGGFz4me2els1lqwfhOkRxdUs9l9n4ekkjMM5geEO/lumNjLZdtzAvPUPi/hPPYtp3jkKEncx6cwPISBMZ/ceB/ac/Z8NVeiTSxiBWfdrXG74KTtxzI5w7dU0q0yeMSzENnB4eItf04Jj4Dt5mGGp2DjA9nZufgOUTNkfwkU+2SJwyjoIrsca+AKL4uG9yzSHRyHNge3qEAibU1WOT3w2Vm8mRDKVN4zY5zaa8mFcJrxqJBGinRyRqaSCtUxrB/PF9hALZ7CvH88QXz8tXNGpbkhDfAahyBKemlE9kT204usaalaxH482VjLMLEXYxhQdVVca5sWEV48nRJ4LcipnfCFh0TYuOCxcV7HY/GeXsJjhzwxgzXkc7zVjycpBmB4Rti9Ti8qh4pkUTevpAg20Y2+agJVjMT647KwxdelgQcyFET35lrHk4PzxTGPKozIEqJljd4iDvTtqnMZJeTbDYLkQns4vGyyOI0pnUYAXivshNoWyJx0jVE8VotOppmcOi8kCGkvhOJByjJC/TNOZp9JIVuFUBV6eAYdOcDwNKI7mmVKTF8OaN40lM3MQrrGmEXKrRNhmjNAylmHTxCbnKCpjgdGBLoeAVkwMeme8Ips9zHcE8sF8+F1GYmX3givHYneYGXidUKfBD4fUFdvBxWOxdD4QhgguiM4VI8JFY7FkIxDMGkwDd4Pqg4LGscxtEUSNjC0LfuNxQfNYZjcNIk+W1oHzkdPQQLbYCPKnxTG5ZimYptrfHexgX2QvQN8MjXNlaOtPOj8GRXDljqC3nQ/k46vhXL4XXDIWC5YCvUn9ug4cx1TMKHDZOFxdM6YbpDQSGWs287hu2A/M++SKUczSzGDBb7Z96z6OTuK3PCMTmKsVZ/gc/GHTVkxdiZky4U3WGcHM/gkfo8ninEaZZI66MSPbdJqQGxIsW4eIZVx2zpb3a4PcdEQ2MnWPhMyCd7EqnIfXFO9NVo/QOC8IpyNuC7M4wyfzbke+C6cGHtrAyYBITtNanJ08mXN4E/cnr8sEFfd4oESaBSido7wxpgB8l17HniNMCnoOtab22kCleH+3kMAgoj9WYCTgbOMbfxLxMC3RpDcq7ygOdm8/ZGhHt1dWrmo86Gpms4ZNjuHWTGPKiHFHsM7h8MBqFfzwfCA1SZp26/NmjMSjJDCYfO4QmDVBX4TL4xXfNeTs6JyBDo7dShkkYsXGI2ndJH+QPylh/DnbnCzcWEDGyRkipYlyj6yFueMeGcIkHrg2PnIHp4l2c1RRl2fRsDc/1+ReA4ZboaKh2fYN7fDMFq0VO2OOqEwcJQ7Wo11Chz9Y8emQz7osgZ7iW5rbtGcwrticxTge4axM5ZYj+GtkimuMuiZEGh2r2r1+uhdpYqhbk7p7hZgGraDhES1P2s655CWbleQ27csM5SzWeC+hC2ywPdcOh/CQEC316CaZ1kU7qTpWTNaWICeNj4Ou2Y4/AQC3zW+FJ8PcL8IyqTr+sTWw2+ftBcA9fJvx+dsHaSnorLPY6mxbwJzQL9QKeszfYpI7hj6trWpIGw4d0mArkbQhIHyX+IhDh/pgDCnw/SEgzw7gqLXhWRIPZSuBFT/zbXzqRRiUvYmRyqK3Gx0zq0T9ZirfDIXVza2VKZPWMCsK8EFzSwNH/JRJYd9cZddJdiWtaxeWiS4inDUOheVfgNuxZ1AOp3uHkONLz5MCD3RdlJm06FlhzmzZbwJco7GKvT4DUR/CrSfx0/iQ1ux6DYgKsrac72U4aKPstBS+Ahlit1m+DYhCe9Z13QSE3ppdTqNHPTwQa0ak/vM+z450M+FmFqSlvhhrZEy1380gq0NwsyR8JF7CWLuvBXGB1pT7Xh9ILo9Ir2N7kxYdmhCEtwDICylOyhXnGPpbBacjyS4KLpxMd6TPj77FSpUaDcPgDAHJjwA71thTluNZa4y23Q4vkN9Z4Llk8D0rqmk3eYMidxgZ1ZzlNFs3p9uhildg0musZQTXXYM2p8CkrD5ytRYpr1g/5x7XsNbbflIqDUEv1eTInjFgggppbUAw7B/nvlWbY8ZWnO5KELEOufguuSAr53E7SnbAGqnAh4wdSLWjOSrgbxh+M463aBHtXfGkzfFoVbvO7PB0IFp9mpdiq+aoMIGUMbdcaStw8xqOnVvbvs4CeuEQB9ohg7pb9MYVzple14RZIcLMZHd2DYGnIDiI+Ajj1nb1Jq1ujg/uJq1F+VA2fwuQl1HFryaYFUpBO2E+l3dYTbIJK5n5eWcMLRwscTwcAyfDgMJBsuSYObi3EHqCR8vFGGzMxzX5yG/70RynLuEGauBIhuUoKbIR6fIFdiNNhLpDI8AXIL+LnBk54McmwQwN6T3kO6NxZeh2CqayUad5ZX6fI8vyo36fMMn0A8+bFWd/2WNT5lqHnpGnO5xlxBY3mfXCht1Z4zliEl5LsGgseJaKgUy4luItW3pH1L8JICzn3zKBE3o0Z+4iQd2vzkPCty4vZHdzHpzmhuPXDazV1E+XSmC17f1U3vRxhSCAicc4X3KIgWSZILnhvaWoXsme1W0hLS/QzxAhBkrb9gv8YtesiPppSsFSYzgd0fsWbInuzHnG5u2Xzu1mfOK7bvVyz1CMGDla9U35K3LAFhkXSBy+0MI8pfDXyhs5UWfyzNZqlEV9SjUQTkdz344RNV7S8faWJs5IcyhEc+AugWl7xcE4Z13sQLEZMxVs3Cy9m1NYkbHg+9b40eZ5wuSKMRUl3WVirqz4G5K7uuaajO1Xv1jOXkruuy5PwehtIWRLC6ONeUP49ssMhIc10u+FmXU5K2jppabB1pqZ0O9TXLxfd8FqSTm+ujmPN/1FAdMVMxzrmLr6+A1KpnWOaBOUUaiVxqf2B1rsL2B8XYeIzpFjSoUmmK70DQpHnSG9XRVFeUC4HUWNHeQxZ233Ylqpp/LZF9ywhgEPELbN3Ul1W1dc2r+xWnZ0RGjaOpt9Ok+fNaAFC/PsR6qNw2i1hzt0rYJH1Ecwg2xJTqw/ygRCcyXlnQ7eRuTwCTgX5XvVcCZ1FbegzRT+q2jJ22q0dnJoHDALLlURqYLkC0tAryUCmwfA3ksAtg2AU0VcKbBVq1pBhRfYkTtvWINllxg8+VzPwpkjSsvjTPOZbej3XuMUvl+E3ITzF5dj+23u7V8Z3No0SB3GFvpme4cLz4yTZo8HD/vvFz6XvRblq8nTbiOKL6va7GbGZ+LQqLVZnWYSU+Ng4zlxY5nVkpLBveNjnFdmlb38kdN5PyRrGWMdM49jKcZqxQC2l7dmQLJ8gY3f3cz7W/ottO9YvhOb92Ir50VAsWBjtq3GT088e2W9ZgyNka8BdZANwteNIcHDsC0DVywgB0RqOwYxMHh+CBZrxapgbsIplW0BDSQBR+4Ycojsc06Sf5MwUXANaq741vw9yMzlGwJNr/oFfHmPuEexzucgxOyzdPIhOHfFj4fqA5DjIQPEm7DvltuuuL3RHPEXUP+cod95Nx7VSBVPMVrRPs+8FeT98u0UcCRaHi9h6kI73w5cGH/nQCMs7H7VmNBUhn6oARlz2/LBBMuas4sZmw1v20KYu1C5XFis3uxysa5HDoPC7HD/9CZHEq3dkrD5miDOkSCxBC/sWqcRPg84fXk73uY1MIHjVDMLDBq+5BHMn23zx0ex85iw5DUXfMPnkTWt7ZtFl4FIj4E1HKXzzZsPFky7dmy7rc6M8ZUBrHHcfqX1zc/bb32N0AC9YAu8TTWyw6YMR2ykPAUUw8uDcUfhOeIpiHV+acT9OGgtJ+g+jXkW3n02XWPX8NFLPFfrGbbWjCCzdev3sFiNY8C1YbOKQbEfrQaK68sT0FHgk4fIg9HOzKUus3yWvznBCqHleNR02rnGfLvNDBEYf50IwaPKcLdnsJdqMF2T0+OFfFO9Q0AzTTuVd7O5HdFqvKh1+Eun5c7iY9FzBmUziRh1OsuYFu+SY6NicDnnO3N4XWO/IiL7inm+PG95UOzZn8ZiQDlvrS4FcaDHH0IV+haywpScff1u9bRzfNdUN7fQTQX3pLqt5rYEbNKyAIPE/UNIFlVELmOfO1amRLkIktcIwcvDFqLligyDBG8wp3KGONpuC9JoiIBbQFthdYVodOSNHbJmE8pHH1v09DkMPxJ5CIYHIDEeHh9wAWB0J3bLnI6SPxTvFdvuqHaT6RAeMHtm3xZe4czOltXPOcu6KII7BCRiAT+C4DJVtonQr/a9bHEmENOc8dcTGkseMgz+J7tsTg7YmfBMZCOHpPu9qnfG/p1TmD1JDJ1mH4eUyt/yMrK6b9ht1/+WXukTchy0IdYLwpGA/RaxeYHeyO947/Kw8BSEgRu8qCR3CNCpqn3j41sM3kEfwacw2QWdaLfVvNJGUg9oN8XHP8Q+Akx0ZAbt3QFORjKS8yfCxD4meD3WCDFcKA/hDApJdlAUGRqR8qR3mMt9qF1Jd8u2TNDCtsY7FrZAAu8Z1nANDploKRRs3LjuGNcAxiBWmFRMzV5LLN6EAN8CbCtnrG8//cuAalyja0xqP7IWgMpwa8dPsW9/SwGu40a1GedUoOt3Ap+tWz61eg0owJ7bXlZw+0A0fohX3BYVr7iPdMYxumJCSS1Y1fAP6u97JGoqB1+PrLR9dXNpZeH6cm+n7YDEEUdAuYPm5caP8BmTgp656q4SfvNWwmU4iXd3jbEpjC2zAFnb064drvKHtMFSuEQYx8q6y+mzhDkIC5o042icazBB3gmE3u1ZtpVWjkshxDL1/5GvkVUMfQeuuADrMBwaHYdk+0Z1qYFf1wvwQGPmUDBLzAwm/LssbUEgsxG/1kcOAdYtHphtUWYox94pMkVpxIdkXuDpp34OUf5OV6hNnBGXCQY4rn3TJX7FGIR6wmkkgQ4fmFV9FMtgleOQEN5nhM8fz5EZ8vxHcpx1fhIHwoSXo0nLdxABVsh5GTRbVB2Ibo9x4prDPsykeJ1O128uERb2xBGIGkn4XknZ8dncHUI/pO1lSA9B0nHHRgxICNbQIZG7HfxCz15AWv2eQlvEwwewifRcIWOhe3vqLHQNGYM1pA9EdDCzf8M6NU0YUug0GTE4iPotUbBPGpstLxJW4nLLzRJmjvJN8gn8fA0CtNZ+b4vBy9yKOudK5JU2Rt0W70DA4Z0s88aiBR8aR1+RAHUNDfZ38O1QES9wqIhxBJzjFGDHk+GmaAeCe+frMnLNYYmQvM4B3qHgQEeaEG6aHB/E3R4TJyG2HvYX+ZbG+AQvWRG5nJvmhw9AbOEBC5j1nEXRBBHyWjmkQ5boEKl8NtxSasfruoXyCkvMDmjKa2B4zuJO/I6v63cp//sE2yGIid563/fHtZnzxxwng9aCWia1zNrQZFrDFsY2gKD1yhuHK5h24hMGYhtfDkxYUKjdb+tq6Xgpvm1ntS4+COdDGTLjaEcE3BiOggZ6yVTCm+38R9R4MJYFl3PkaL2f8HV/Pre/jvp7L/2XjvrDXvrP0w+av8xsi2M42Tfnkv4x2/4lSIVfLDj2oANaAAAAAQAAAMATAACMVwAAKLUv/WCMVrWdAEqMICAxEACxoQDBTwlzfqmS//4qPlDRXilM/68lfN8zsvdc8a9iUgLW5HP4mQ1YQ6D+w3XOAxYC2AHUAR06iFnMVlZjHvPVlQmbMJbLCBAwwOSlpQIR/OCBEwInSLCggZuaFJipbQVYyQOclHQGduDggA8YgiOsyeK5rtW1uq7VtWbx+Fy/rExsTt1IYe/GOrGKE8awcHyNWASHYrAwQvOwVytXFfYKUQqYKwdmCXYF8xPMXeI39fVWRaYkau3NuuwTJINftu6JDkhTiLeycvUdrdNmdcSJyqaQgSgbwTNHlmpvMjsGZfeIjk2wUZ4Z1rrILeot/CKy5t0ifQvLoLR7SvUguL2FY7CgTlmvoZkjp0Yv3kMs3jVr7fBFhBMc0wJ7Ey0PuWdxT+/i2J/k0teJRbOXsU3a1fTMG9npdEWwOmdSss/fSLVVKjK19/GIlVKAIOALSeUUi33nIFk9XV0sVuxyVBCDa3Ut6MG6GQyhSBky0hlAafVwS80VUUkp0SmJVRGti3tBEFEq4Qvpho/CiM6XsZFTVRgyLyQgKSWTKJvXEQSIQMylF5LBotLHH++jGJqsm3Vfq2vmwtmZIKNNRlRu1sVm3aybzWbfd9BFnUoMe1la2ME7KgD2xAkqdo6skGs4YmK5khRRjnkxMynoaEHpi5ggBqIVF8QpYolQC9xETQhWxUi2wffRK210MRBzzemc4vsowQEnn9vL6LdCzuD1bXzbsqNN7HV8g2TxfP2Lo5wsk3X3OnoA46UDvqqtdGm3ipruB2ksIkWKBMm2irbj0NA6ruPPzzme487OOI7jQIHe+I03N93YjQEBgmM45uSUYzn29KRjOgYFrXSlBQm64zsmJcVjPB406NKXLlRoj/fY1LSP+/j01I/9ODUV05g+ZE02bCYVzcjoCGlJyTWRaZxGjaEhohUd6cbGxUQfHhYaTRtKv++jH501APYTs7enxVpMhcqf/9ykCZ/5jIdXxVV8dyfFUqxECRRDMRIkT/zEdXVRHMVJkuQ5z3Z2etbzkiV97jMTJliMxU6cbPEWT5kSxmFsxcoYj/GVK4EONCCgoAXNhcsZn7EXL4QmNBgwZmzGX74MetBdupRxGWfJQsZk7GcxvoGjRo01r5kGjRiO4bS0FV7hFy9SOIVbtEBhFEZDO+ETZsHCzGZ24eLMZ5YhQ4VVeMYMGIZhGzbUrOa2NjazOUeOHd5hHz6AGIh//DBiI357k7OchwyZ85yJEKEzneHgjviIhQiJc5zd3Iq4iHv0COIg1qGDh3n4hnEYq+zDBzKT2YOHEi5hDhxImIQ3bBjhEc6QAWusMWD48pcvXHDtemrKy16mQEGERTgqastbliBBy1p+espylqGgQBiEJ0zgMpelpEI4hCtU6HKXLViw2moqqquv1qABzGCuqgpzmAOSl3xiIuQhX1i4+EVDM1Oel7f3vUeJone9S5Fi5VZOhYrf/c7Hh+VYDgi45VvOhcuXfzkYMGM+5mTIBD7wgzekS3K6GzES97jDwb397UCA/PiP9+jB4zyeIweO4zgbm43b+NqajMuAcRinQcPFXTwtrcVbfMaMF3/xGjViPMbb2tSudh06bvzGffjY8R1uQZLIfYnc5erepO51dn9idzu8Q8E73t2dnMkdkjO5EiRHruRzR4p87kSKDDmRCxlyIXcLYSLsIcIedj2I669d99D1Lq5z4DpX1jVkPevqGa5+ZXUqq1t9uIUP/4D1C1jH2jqGrW95fYPXvb5e9fWvEe9wrRFl17qIMrOLuGt2dvfYMxXHXkwF2sVeAo3FS5yMxYqTfWxFio+dRAoUJ3EwFCcOduuJW2+CwAGlE1C60gUIiORIq/+qVw0JEiMzsiNHiZzIAQSAyIgsgACKrMiPHi3yotuN3Oht+wEewAN8wICkJ92AgQIvcAQIEjzBFyxwcAdv0ADqUIcAYcIn/Olp6lOXIKHCKzxCBKlL/cEDCqdwBgyiHvWmJqc7nYlJwRV86Qd8SFNVNdOZRkX94z82ZIiP+ZgQIT3W49LSPM7j0VFLW1pU1E5puvDQ/CnVNn1tWElYhLbSBifpfVG1gLbLsLJVH5nve5nbRIgOqaainhoyLURoUCnpqCDRUNBPz07OQIA2NTNbzPaPnz589ui5zIPH8o6dyjp05siJA+eNGwDaZF82lJPtmlZNGslIyEfHRsZFxUTEQ8NCNIRnzAwKBpZpybRjxIQB88VLFy5btGQBxPJ3xa+Pz8qeXhUqU1opbV4UKE+cNGGCt+TOTkkSJHV0c0fk4owUIQLXDmnfhAQB8sPNRw8eO3TkwHGjjc1GjTU1GjPSZLQxWhgvXLRggbZCRYozFGYnykyQlRgjITYiDAvWfrVX1+rVJSIE1xYIrSysqw9WHjpwqNqgIQOGlqq9YKHClBSFCVFQEp4iQHjgwKkBgwVNChIwIWgPtEsGChAYoJQkoH3r1pEGgPRIAEcBrDZitEhRoiOytCx96ejtjH5U9HVELwr6OaAH9Xwcz3ty/g3nOQEdAEAHpPms5jUxzwbzmH8++ed/Mr8m85mbp9z8ZqC/gR6o82063/l5N5//DD2c0IcKuhxBF0R6OqQnHfTKQR9k+jumNz19ntOfpl5P6lMPnc+hH1K9H9Wror4P6lENfc8vLw3d0PHgKfRCtzyhw0M0hIRnfuZlyghe8GHCiLmYd+ni5V6eJYuWa/mVK3//e5Uqfe/bu+LRoHG84xERIx95RsY0T/PHRzVX88bGiOKoRFMP6EYcIJcEYygahsRIlCoq4wHkjMbAQMUyCKAoCQIADLQjYPMAjTovbM91oWaQab3tPZcuFYJGYAmb0O3ckEDeS1WA770iQz48l2V46Q4DfhjRkJayaslRn9uswAqQ6oKiWwkCGKaDfLEARAQrwBISFGZbaOACyAAiujAsYAyH+KBDRQBfkgYgrAQ90fFBngK5hgAeTCkcw6GiyBFNwU6EUAhtQY9FTDFUUc4AwENbgseCiAg+STIwoyGYQksTIxLbqgRBEEXtEC8anIg4sKuKwjXnFVKqUgVlFOmqUoFuFGlVUoEyCinVqYEympQqqUAZlZSq1EEZRbqq1KAYRUqVVKCNRkp1KlCMIqUa5ol5GBGmTvbyJQox3DSTGNOQxoKT34l9JmGmAVMZOCanOIVp8pq2GD+QcQ0wfLazKwg83/ggSbnvSol9SRFWRPQFvhiHRUEu8NnIi6ddxEoVQDxRwgrQIGgB4go7F3SREhQqA3eMJH2kUCaWBHmiEaJKJQFqCBFKkgBpCBGlkwApk00AREAwYKBAECGBIAAAwYLBBgCDAwkPPwOrqvsq3jEMDH44wnwYRZCaAD6IURp60w84xlwqohyKkObRIfiRtCDhDQDxPbO3EDMbsIuxBxnTAUNtM4GZBlpinoWZbcAQ2KJ6WQTG/LQLZ3UaDYvTkLeR1VpcTlYmzBzKJxQGj92DzCZYEZiI+kZYMwLbDdjFHAsY05Gh1hjAnQYbMc8GzHTAVHaJD0JdU6w9gJ8WWGKYjZhtwBDrDMxNG6wwZgF2dWgIu8S8QaJ2I+ZZwEwHTGXtAGyaYGljdmBHA4PYayA3GjAl21d7DNEYn+xgdosGRI8bP7BMgvpmRvsDFyiJAcJLCgrwDNqTA/Rvxft4uqmaz/zKeDrdczexbcdf4xSYkGTGM6/PLCYaRJdTLXFkd8xbJsPna5KjCEfktzAPZYHx1BFqf3Ffl4knd2+i9mtItpP7LGSLWxzTipHY0xwsYZvUORplZsaL9dmRHizdp67dSJj1b67dbzDstMRMnpvr9Ihk5keDL+s8dzRsm4sU/7aTIfI7mSBZ1AqFPRoi0dEWUbEsUvX4KLnZ0+wSvaGVM0m750Z0zmIXdOLdi3aVOk2w00Wi02QKGaKADbE66ENTeceHTJUu51McviGTGBmzpjPp5aprc/5bKk4TkyXUx+IzLZtP34e8YQh6BkketYVq7CfZhyQyKIznp9S4mfe2w735yEUIMjRsYaXJd3bFEQdLOpkpHTOyzxNzxndmGE5Ar8cRPVjCZLODaWI4Rpecd5s2JGiStp4tY9zt9JN3MZ71bWV4p5WVFDsHvqFlgDzE4iAmNiV45uctg8+TFSwM5X4Dk24W53gbVHVmU9xjhMo+F2pDJqvaJx36WHwnGy/jcA41hAHktIX6T4yeGbI1qBqBp0rh5PD5cG4+tggBh0ZbWGPyzK4ewWAZTnYK0Iwk8nPcZmh4ycnkiY0u1Px/WVTK8kuq/Q3hrte7UOymJlgM2NzK9rLSCnAfAowXtQ7BfsSIpz4BU3uwuZlltsaDCt4UD0+DnUSHfZ+IWj+IdUti7Y9vPBnckDLqkynDwXG5RdN7FdcQg4zqoOemnYImIw5XqeadHfWis+IkdrAwqpjyNC3YhmJpwpxOOcNjMRWx8Q2lQ6mlgtlKOCbPuVTE2DbUXym7xhucGF6SxrJBIeZ7hw+rwrpOFZ0NZZvukTEu/hBQRjoIo/lP4YQRREvMPP8bhs2WJvWDUKP31FLO/BxiS9rl3UhM/HmJVurBqbccpHCkodO6mR0zwrtiS0ItpruGVHSMg42bfApCHZloQfPZyLBhFmeSP1geFVNendZkzfk2SQuupYEx3HIUz2Qjatqstl9pCyzGcMt5FMVu5tuvIVlwLVU+Xmn+wjX3q0gGnba8mBfyWBafdW3ecPAQql4eohtWtFH+/8EwVX5rQp55BDHj9yWyKh+uRqEANG2hAXAapULAsKViGJXg4KyQVAYB8Vn41AiD30zTKupOwn61eH1qzafYc8UU9dapX9Ps3ytRKS/arEBHrwDTk6zFIqb06f/OlCYCY3KE2vb+zbJ1ak/X/x8aeiM3E5L16NKlFHakxe+l2Yi/9SAxOZjiMN9frZZfj9Nw9PNFYE7jTdiVXVunlC0YWUe3HHxNDPfFwLWeUHpDxmUnRiam2P1DekRwdwXhCqVNsPAqL7YpO/BkYUIksKIR/73ssyHixN3T1IGsQeux2PMrIsIdRKnaae75ORvsKi6RZiYMH4fxTU6X09q4oynrTnLB3HGmbX9zUCjNocounVjEpkzQGc2uxVNyeV0tw/1/q49rywq2I4J2yqa1zYv8GNYV6Dtw3pyAX8cDR41xZuao5u/2bcTJG9dtwsDz/ajhK9TGDc/zPuNLNXPMHzXH/S3jcxbwfGXFAMvNmtBOsaKDqNnom2iXcrxqhxNYv7B/4+PUnssilzRujn3+5OQsrkmGsZqZBTNbzsZGxTkrRjoclZ28C8sqK9/rkzmi0/AL7CWTv7CUNcxHug1zk4MYWvfMDiyS1Vv7H8KmJWy1A/uOAqZpI95f3jKTqm5/4y87YY3fVMQl8gkszgLJ0vD3OsPTPcP+Py1Ui/rtx6iHp06JMl3xSInRSmpssWX7Oxh80tMLsBYT/W97ROCwoMl4B5xZ9gjqzpwt/3dhUyCbrEqmNcg3k04b4lNrKL4PYQ5Zl2mxYz6ITc4ySK4JyBZw4Cy4wWiRxnluIOMFQQwV2efQ2Bq6QcymHt9hsOCZNQQwyeNFPAYlZKezDnkRthr/aX1WoVzK2ILc8eJe1B+OiKeNzOqj2PbaFjYL7mbtIDIE5IR7A1k67e6ILdQV/SbVZyEMBnaRbZ8ZToRnP+3MTqN2X9Sk2/c5RFMGtt7sabB8uGQnYKdhPiYBI0pTx7doiToZSXV/MC6ntSi2t29ckHIykIVDej0DWxisoFQh2ck2xVR1ER0wRIfF9obYKwAgvG4hN58QqzeiTPFsN+/Y/2ZVafO3X3iFflRj36hjDUPioSoKQacQtXqItovmwWYL4rXr/5fDr7IZbXrg5sZV/LS5LQqjTszFOVUtryNkAVybIbCzxk+ZHYFG4mqmVdIYv7Nns9BOQY6EjtygNKzBtTtWe86ZhyM6SWaRPHm6IXjJ6PjtGM94dN53JPohLDsNdDQ9h6xqzFTazpO3+aqEzRKw56ShxQKfFma7+mqECNL7HKU9czIWYoLuIXQjKoMdvQFTIHnNkszNg4mRL08ftMl1DgfL2N4nIzj5zmPZMVZxPWtLzL9vB59zHDtY1u/shmbuU2L7CJse2NSi1aAcwvpeB8gyfPca3sdv2s7O7Aarz6Kwe3Q7vu9wsHaenv/97Rn5Az7P5UqevexfuIDRns3DWVvS/uTKDY+MkOl6Y+a/149PfpMWlTes7TUOtsppkzlWYsUPSh7HxhqnNsl+kEFb8gR4s+lFK6MYVNc6hj6Ux5Z8XNR+sw12cBqZs1uSxmfzA5NOfqbJOQciFg2v1t6PbVy1lHNH6WA9p3q53fVqqW5D7Sa+JbIMTl3gCXWX2J0eC3FF0NML+aZgyz9YPpn2+XLHnVdvK2/zsyv9wsuZ63nC8PHisurCjiPBV3z75E5J6WhsfW5i8MB7GgMMebVfCuoPLxkxN3xbzxopG+ZWV7aws/YK4kH6xziB2jwEJxAmWGjP3ttC04odqDz26Hufhmgdm4yC709Vw/yM58gTgm/8/xaH8501UbbQtX8lPogTLfUdF/WQpHv5mHY9wZYvG/ach8opLeCNgFvfDt/SSMmq+AiSxGVnIcgYZkhUQPc+6hzuuRcMkPuQa0df2SGPc74Kwc5/CK7fM1o2Ygcxz2fuaZBEhxdieWYBHZFX2goRCPQx5ijMN+U5DwgA04Qmb7m4I4qR0natTupvzebVPWO3Wz2QGQA31mY/pr4mtxXZC55/7jhmSJsy5iLpFVoAAAABAAAAvkYAAPg4AQAotS/9oPg4AQCVNQJKrO1jLxCADwAcgIborv/vUZntHFEZ1V00sDY4sgREIC/Qei2V/3U618q119X3ie+9994DFQb3BTMGkCQ0pP7gZ+DVfq9+17Teml5T0wnUtBqankPTaGW6QJkuG9NvY3osTBMI02FgegCYBhPTbWJajEzDkWkyMx1nps3O9IEzfZamEaTpNDa9x6bZ3DSfm3aDdR+sYTn9pwPl6HSgdkB3px3oB3d4+oGGgLdAQ9ARFuTpCFowT4EW1A0U2OkGmoFdnWagAes0oDZwZeTqK1e7XE9xzbd+2npnnZR11kREf/IfPTTkJ/vRbdsn99He88l8dFAQbIbVQkKxOVYXFQHKgDQSknbKgXIg7eSktdZUVF13XVWV1VltZfX111lZR/pIa2kpaSUdIECTbtICBETpKO3lBUAD0F9fUlpKd3VBaSjNxcWkmfTW1pJe0ljaKNMx09oKJoPJqalf8pfMhk2X3CWnSbMlb8lnzmTJWfKYMaSZNIsRgyVjyWTIlObSjAaNaTbNp6daspa8Zg2XzCXHieMle8ly5ITJYfKcOWVymVynDmpGzXbstMltMh48cDKcrEfPal7Ne/awZtacJ49qVs2vr2/ym3znjpvsJru6qslqMp1sJg8Z3dwUzaKZB48n+UnWoaNJbpJv3EiSk+TMzCK5SK5RQ0gWkmfM+JF/5BgxODNnliHDR/aRadAAkoFkTMwgOUi2YcNINpJx4FCSleQcOZbkJXnHDifZSe7RIzSHZk3NOMeZCBEoGUo+ckRKlpI9PalkKvnzs0qukkFBr+QrmQkTK9lK7uyckqdkJEii5Ch5SB7NkyQiIz1kD5kFiw65Q3581JA15MbGwlyYT5zAkDHkEiUIM2E+PKyQK2QRIihkChkECAlZQv7wYTAP5hAhJuQJecQIC9lCNmHiQr6QFxcz5AwZEnJD3pBXrOCQOeQWLQyzYZaURMyImZIyMSdmS0sUGUV+8SJFTpFhwHDMjvnyUkVWkV24YMyMubJSMSvmyUwi4z1IkMBBdpDr6hhkBllODjAD5vf1y365rY0v82UCBPbyXl5bu8t3WU2NLtNlNDQD2UA2MyuQC2Qysrf8lsvK4DJcPjuLy3E5LW0uz2U2NgQZQR4wQC/rZTe3vtyXYfgv/+UDBwJzYLaza5AbZAUKBLNgXrAAQoaQ8/Ii5AgZLz/IYVSZKoOBTeWp7OX1lJ9yV9dSXspcXESZKGtpDeWhjIXlZjdHRQXloOzk1OY2JyXxzPPRkc46GxkhIe28s5JSzz03NfnsMwAA2ZzNV1c//5yVJZSF8tZWUS7KAQIwZaYsQABUhspfX1JZKouJVeWqPDZmla1yWKZyNEKnhHGUMY5jJWZKzDTjOB5ljOM4juM4juM4duNtKtx4m4o2Fe/7vu/7vu/7vu/7vu/7vu/7vnEcx3EMwzAMw6PwqyYThuE3VhFK5BviGwy/XvTUZMIw/C4Cor7vli+xippQcoYS+YYYa3kZk4VhSzQynFODkFxchISamrAUiUzOG0+wmjGNmDOO45hGHMdxHMdxDAO2WvUFqQPzFbnby/EF44Vu4bQzNKPVoU1SBhlTFTZ7vMFbeq2P8I0uPYBsJmAbXDQFu/TAmaRRBglN4RoCuij8+APTsNAZBY5xmQkJCeEXrY/v+77v+75vrGKs4vu+7/u+7/u+7/u+7/u+76gf5abVkIFYxSo1mVWCQfSSnt6UQneVkg9RDhqUalJwSjE1VlEKDkvUHMktX2IVoTIVPEEYa1rk4ITXJIGpFrU/sApQgFDzordAUk0NbzBtcWnP9AKg+6J1yOEAtsmZGQowKJGiEuiMlKmJEz2UYkk26UUPjVjB5pyJEsbQHFsQRzRE5wrzoCWq4bFKDM6DqKGUPHEcx3G8CBjHMQzDMDwKwzAcM4ZBgmEY5hAngUXXbMJMIRbhRUBUGIZhGIZhGIZhGIZhGIbh0Xh0k+npa4uyzGw0cfHFKNMb4mgiJ6obTzLMo0xKlChCQY0qdiFsKsyjJ0brRp0C28RPhknxohjELT7SUioAP+YkKjN7Y4SqkRmngAONonIVpwhDIjHHCjuqoPP6JGaUIQfgjF7c+CriQSeZtxxPMTbGjVaCb2kdT46lSM/iRhpa8iCXi5xbq5yVROTs5h3p3NQg56wXlJ1D34CGpsbZGhsrF7tigQLw+74diONxcNyOLjBwDZCXcbMxPsbT0sS4GA/r4l5eX2BcrA/9/vmcnu1DiHQi3bMX6VBKXYloa2uPA+Jv4HA4PJXH4aw+uI9N3qSTd/JLnqS36JaWkB3ysav1vj62zjaAz+CMjJk8k6/yGx0ursfJ8StT+BSOyeNeRtbJwPgWUk5qpWfWqDHZJzuNLoM34H19glyQM/IIHEQIHoL78cPuo7N3dk5OJB1J1+w7OBsfMCCNAJfrhV1DB+QpOApeyRdwSx7Yn3oTUmfirv1JB+1OuluHeaA+1+l0Uu/qWEVdiIsrX8PVgOFeOGxH7IkdsCvoCQb7gy7ZU/THTqELdgidrxP2C/2vO+gNOh//wTk5cEM+ye/wOpxHD+tn3Y+r4JDcss/omF2S53E8/scz8ELu1zf0DJ2Su/G2A5yOr3EyHsbTuBk/42ldsZvold2xq+iVvIt/cQE8Cy8tdeWunJWV0+l7fY/T4Xa4FhbH4ltbWTyLB+BcnMqKW/EqfsUBTPEpHsWlONQTf+JOTkyciTfxJd4997xtszzLg4I+/9x1hbgQHxoi4kS8qOiIH3EjIySOxJO4Et+c8x0okOZ6AwK0/fzZfv7sP7EbNnbH9tl7+uw+fLYePpvPxrPzbFc7286+s193nNSdurpVV/dq62Zt3a1ztpw5e86ms+tsN3A2nN1mv9moaraavWaz2WLC7DBjNpkxe0yZbabMLnNmozmzz+w0+3R3+bK/bC8bzOZiuk1L95bSXUq6tZBu0p1lY9lTqmwoVXYVKzuKlW3lyr6ypWwq2/NzK/ncn6C7E3SDOtlLnGwnoZtJ6A6Nd5N4x/vJ6H6yRfcPTiKcm5vIDrLpYwfZRXwA2UX2ESD7yJB9ZCfZRvYPJPvHFrJv4Ng59g4cOvaO3UPH7sFj99iae8bGjCFjY+5MGTR25rZBY9vYNbaLXQnjclduyssXm3JPvtiT23JL7sgWK3bkZrHicbPYkI8bcjuiUNF4IgWKfWIzKm7GvbgPR5gYsU0gbhM7cZfYhyT24RaxOXjYF3YGDyB2hq0BRIitYXcI8WF32IUfDHfhxmC4MWzYGDbhtlBhU9gSKkzYEnaECYM7wn4wCGE/2A4gCG4Hm4HgZtBgM9iBCAacbQRn+8xs05ltM7JdgGyTie1XbIt9bQJf+0vAVhOwBXTttK7d5bXXvLYX2G4D22Bh2y1sh41tuLE9VrbnynYZ2k6AttHYtgK2zQbvBfCG47be7os7sPv23wG7/bcB7e424Pa7q9t+m69ObvPtPTkDe2/nGXjbeRvvbePtAURYVZuoaldN7aCpPbX3ltpSGhAgps2k//w52kcaFlZoC+k+fdzt6j172t1qPHj45jpPnr671qPHb6/58Pn769jYoT2k/fgx2kZNOtDOTU7aCUAWANXO7iIqq120kayuNtJeutLaS/tJa2s/7aitADtqQwXg2lBbiStrK+2krJ20sczMadVmWnXrqgazqldV9RZVrdpGZ2mj25xq0lN9SkZbIaPJjNFVxugxX/SUL/oLFw2Fi+bSRUfport40VK8aC9iNBV9RUwZfUVjKYNGY9GlaNjoUm3Kxo021VrcpGotOkwqqw6jz7DK0Wd0Gjl0dBq9ho6rXqPhuN7RcHScO686jn7zake/0Wrs1NFqNGodjarn8GCyRPNYopd46hue2tOIrmFEGwGiaQDRQDj1DE7NqaljaGpNHfpSh9aBQ7vAoXHk0C9y6Bw9NIweusemlrGpN4NozCA6yBGdeUQf6dQ2OnXnp97xqT9BtQ9QDepED3GinTzRRJ7oJ6IaiagWHdVKRvVorJPEOg7VRbSQ0CZaiP7RRP/QTFR80KBV6EUNGfSiRsxwQSPqwwuE+lCDIKSgQegOFCToDpqDhEHNQRsOTtCGOsSECjqEFlHBghahS1jAoEtoFBgKNQrtWLhBO+rHDR70o17hYYReoVuMSNQttGSiopbUlIqMmlJbMqbQlroyRaOu1JONJ/SkjjxhQkdqFiZIaBY6CBa0eF68hAkzxpfp0mWL53J5CQNGEm8EDq5AG3fmTAwyRvyPHzz8Dhh2awn4Sx8jBhj/pUkTGT6GeCRIloh6UFBPf6SuzuPh4S1YwNfDAwFSBPZwcG+G3oOHEF6EL/QkSCAGegcOGiVs8ISEFSoMjvCHhyD8Bz8hgzeUxNDBa6jk4DegoZX5sRastfJajbLqo3jRNtu6bktERFTUIvkxHxb29SUgD4GVFVKVn5qSBNDA9/XpPfmoKKk7O2+XoEABrrg5Oi4ura3K09M0fk271CoptUdHrREcOG/++NhYDwvLJ49/fbXjhs2ePUOtEB06qXX8nVao/b8Nam2D2qyf4+pdfWrqaJpiImBi4Z8/Vj1Q3r537nVkJKV34VF4FSrSHn0LL+j//sA8mN8z82dnJ9b8ACtWWKtAoeKpsGLBokqq1OSfPJNPSvJGAXxXl/diI2BltejnGUhKYj3wDbypLy31V6z8FR9lFZDVkJUfYmvV1M7KWjKysPbLCxF5os7K2uGktgRaNja6q6ve7rS0N612ayvAV1UroIqr1Wq/rrKWkqJqp3pqjxOnu8nqbtL0NWva9DdmZnJo7VrP0/fs6XyWOp8Oi4ra0djpdeqozgHTxYhhZfVB/vdWf3XlueQc6NNHT8fjhbzr+qzPet/x9NdXO3nu+KU7/Y5rq1vOr9rWdzF9zBjWM/3U//GtrYF8oN1Ve5kyq1u2aOmmvo/346cKUJuZmLCcqPQqVVbDhPnS2uXIMdPJXLlCamUqqwWQBQXVNrVN7RIVKlFI+5Q2K6qNeupSepQoUERH+2gP7bEfopoC0kOuYMIEhhKfpI1rDRioO9DOecsX/oWP42X4Nl6Nmj2oNDA9Zg0f+uk/Oz2MJ/4JFA+7ebc2HwGCh8Cg9epqu/xqHz1eT1vl8XhTLa2VFq8lizcj8yfIPJlf8mJeSuxjr+qdeKQjf1TUjolZibVWLVhX0+Ww6XJ8lg/y7dvS0bW1ba1cO6BjKe2lnbSbdi+dC5csPUvv0sF4Gn6G9+HneDk+1Zsp0+l0167qc3gdvrFF0N61CTyqRyPGg/Ex/A6Pw1f61xPwi76EN+ETPQX/wIK/4Bs9m1eD8k5e0l95rTzvR+Wr7jwCj+W3PKBP83PegJw/4Ln8Gs/Gt3oFns6DtUbtkN/jdQfkrfyon+JZW6y2rqXrpz1NZ+1vOpzO6r8f6qvdT4/tq61ve3vVrrUDWrlepbf2LC1Sm9RieSJeiBBH7+g5vWZn6k5OHQCApn501I26kSvUhfhe+esrR2XTiYZgYb2cclc1fld+/aprdan+9LTH8+DheOyscvLVVTluDwrqbW+TKOlKuqfnZ//sS6D61FSnoupZWU96kyagTPonz8P79OGxsRxQf3tbWydAoL+99QK5FzBgZ4cAAV6SfuSIp5HdOU/q3ffM//wJ5McPH65HiBAgXp2Ly6pLPXnixImnp5JSXqVKlCihnEmv6lFRS70oSJAhRLgQIaxAynAzZsiEeeVn0nBUfurK0YjhXPoL1+EAeaAAb7gbN6ljuBSuhWPBMocKHzU17dLlCy/D17ThbdhwHHzHjh58s8OQ0WV0P78zGZwGjRo1bHAc3cEDPj6/DqNyCa+s/OSfTDgoFxWFwq0UKXKEJ+FxE0xM7uKSuwjEecBivsB00fO6nt6Cu15Xd6DLoUBBgRFDt2BhQuEFQMCyCF2ChAonEilQSNDvSpTQcHhIokEPDGRQoo8YASiih+gRIPz98WH1qtZWHqobuAYNGDBcMJzkHjrwDVxzletYzcFv8Dt7+B49nMcL/kIKGlqfWPfiK/jjoyNP0c362NjfV5iALqD7da0WLSRR8BMnFBUnTXDEPmCtr6XxOdzS8hWSs1hcbJzBY8SAwWXwMFteXysj+Yq+ojs6Vlby6DyGcA6Fk5OINjoOHDr0eF7eH0/sID5QUnpeXsaAIfmiu+gYMkhKYnYbe3uWfFwvMtKSRV+RIMEdr+s7eo4cN3omr8ApUGCUYMcRIFDQgDNg4OADiL+/tbUyI0g4En55GUg5gpMgUYIn8gd9ECAMfhDBR/AJ3IIFQp6hB/nRf/TOzs2+2YPX8bm5PwNpfnK8r0MHD/1DB9ENDSl7lpWUk5KRLVisgHx0VJGikRHF4gnFRBMlEEmMOBQRAsQHD4YdOGzQUJgBwwVCCxUoTJAwGAHCA0EHDRgEAv759fHt6eUtwFOQAMGdXR3d3AE5A3EF4N7g162NwAC2NbU0tDOzMrIxsTCwLy8BXQG4trSysK6sqqimpABEQT05NTEtKSUhHRkVEQ0JuT8b1PrOt5Z6alpK2kdDPQsrB7WoyxZTKqFOQD89iWQ3e+zIgXnpopJFCsZFEIQVJvz1DdXFwRFgMyPz6sKyinpqOnKzrc+wfO64tqyqp2e2mELZ8ZCSjaR3KVVPxjxutScDt5arC0HdhQcNiotBsk5W5OdUT8e0XYaoZHp5KNxLMPck1nY1ZfuaUCGYkCImJOWBaeUclG0RTz0ckm7FHVV3YOgNK51zdpFzzu6CX8fFcxX8VjeBi+Cnuneu3X/j1rl0n4075x74qK6ca+CjcePcAp+MC+e+fTAu7L6/1HVz234Ul4A74IO6bO7aP+KquWmfiIvmnv0grplb9jVdMnfs43DF3LCf6YK5X5+G6+UK+DHcLjfAf+FyuVtf0tVys/6ji+Ve/RSulVv1UbhU7tQX4Uq5AP4HN8qF+oTuk+v0KbhNLtPfc5dcpb/ATXKR/gH3yDX6a26RS/TJ3CFX6AtwXaygD8BtXf+X3I70Wzf/QJ9/QP9Pls/382Ozdj7s75Nl/Xz+nuyar+fnyY75eP5r1vTf+XayUr7rpzPny/msq1/1x/lwvpvf5q/5an6af/rPmPll/hgxP8z/4qULly1aTH+WT4rlipUqVKZ8KR/KaCwa+sTJb/KZfC7x7FSS5CP5Rn6RP+QL+UB++OD8m78Hjx06fo5/49v4NT7mn/FlfBj/8ruwrKT8kz+yBYsVH/I7fhW/8TP+xX/iKyaa+CU+IokR//CH+CC+h2/4O3DY8DX8wgwY/oVv4Vf4E76EPxgBwgNBB7/BZxAI+OfX9/m+3s/7eF/BT4Dgzq6O7s99uW/gxxWAe4Pf7/bbCAz4bF/tp320M7Nf9se+2A8D+/pev+sH+FxbWj/rX32rX0U19aV+1If6T05Nn+kr/aR/9I1+EdHQF/ruz/qdAwHK/sn6iYXN9snuyerJ5sHzmr2Tdc3WydKZIyfbml3NqmZT48B546ZNlk1WTRY1m+YUzRkzZbJksmKyYbJgvnjpwmVLVks2S7Y0S4rlipUqVLJTslGyULKjsWjoEydNQJl8LvHsVJIEyREjRYgMERIESPZH1gfnpmYPHjt05MBxw0ZmDUwaM2TEgHH5woVltjJLOSkZ2YLFCshHRxUpGhlRLJ5QTDRRApHEiEMR2RBZEB88GHbgsEFDYQYMFwgtVKAwQcJgBAgPBB00YJANzAL++fXx7enlLcBTkADBnV0d3dwBOQNxBeDe4OybdWsjMIBtTS0N7cysjGxMLAzsy0tAVwCuLa2sLFb2yqqKakoKQBTUk1MT05JSEtKRURHRkJCb/dlsUOs73zoQoD9+YmH78NmjJw+e1zt2glyD6tCZI6eVdVU1NQ6cN27asFmjBjXNKZozZsoEkQkaIyYMmC9eunDZosU0SykplitWqlCZIiUKlNGgOEg09ImTJqBMPpd4dipJguSIkSJEhggJAuSHD87NIM2gHjx26MiB44aNzBqYNGbIiAHj8oULy0rKScnIFkEsglZAPjqqSNHIiGLxhGKiiRKIJEYciggB4oMHww5BHII2aCjMgOECoYUKFCZIGIwA4YGggwYMAgH//Pr4gvaC9PIW4ClIgODOro5u7oCcgbgCcG/w69ZGIGhAENuaWhramVkZ2ZhYGNiXl4CuAFxbWllYV0FWQVVUU1IAoqCenJqYlpSSkI6MioiGhNyfDep860CA/viJhe3DZ4+ePHhe79hxrUNnjpzWlrVdVU2NA+eNmzZs1qhBTXOK5oyZMmTGiAkD5ouXLi2XdosW0yylpFiuWKlCZYqUKFBGY9HQJ06agDL5XNJ6tp1KkiA5YqQIkSFCggD54YNzU7MHjx06cuC40dpoM2tg0pghIwaMyxcuLCspJyUjW7BYAfnoqKJN0TYyolg8oZhoogQiiRGHIkKA+ODBsAOHDRoK2wwthguEFipQmCBhMAKEB4IOGjAIBPzz6+Pb02vzvKbf3AzSQ0dqqqSk0wDf1sYYh7ERh29svDBCxOoqkcXFCDd8ZqaNDh8kJVNT71j6yck4LPwKO7u79m6uTdAqUBCdn6hkk5bgAAYFFRAQgAAQBAATBhoQDgfTYNH0mAWkDGjQwFEAACQFAAAA8DgEOhYgYwBAAAICAAw+uVVnSLbaMj35ylU1S9LK1tTpJ5fqLNIWW6anvjmqZkm12pg6/cpVmUXaytbk1DeX6gypVlumJ1+5qmZJWtmaOv3kUp1F2mLL9NQ3R9UsqVYbU6dfuSqzSFvZmpz65lKdIdVqy/TkK1fVLEkrW1Onn1yqs0hbbJme+uaomiXVamPq9CtXZRZpK1uTU99cqjOkWrd7OjMaVZKj/9xKc8NRWZdYROck24ALB0AhTv6EjVvY4MMHYJghFfLQoR7KkIJMdhCsoWh5ww4/kRGFg2HQ0MEjg8JPFsGNWG6AAz2UoRUnE5HbKi6+RwjlabT24JGpcHIIewMXJREkjvUibxiWFX5h4nreEMntNZLr44+CrpFvlPCyxGNoHavffxhE0opNrk/iXiZJ66vGoJIPHvu5SXHez8SkyUrNPeWSry1WDE6+M9Yj6qIQF0/Ze6Xw7AVF2N1qOwvHhJWfML6Pgb1dphxbHj0t+uEOvjEbo7Mqdq5yuf7HN2Ea2/qqZ+gvnyfnaRHan0a5gPpP08zE1DcLTfVRD6r9tD6Upw2VbfXHqt/laT60b1pL66PRz6Dd+qG2suiituoH7N+w2+V2fWl/qj/s5+Wz+Vxf2p/qD/uLb9K16X2UA+WE0YZtypssD8uL4+J36V3ePvaXx4brw/qqh+pP69PetfbVD5aXx+Vrw9pul9s9vc3XhzbVD/UXx8Xv0ru8fewvjw3Xh/VVD9Wf1qe9a+2rHywvj8vXhrXdLt9+fJs/zxq0Nezmc3H7liaKF+pJb+J0KV2Wh/3Fd/Hr07suF9oP59M2pX3VP/Wb16dvUrouj9sNZ/O1vfXZL7cf1qRvyrssD/uLv8vbp3ddLrQfzqdtSvuqf+o3r0/fpHRdHrcbzuZre+uzX24/rEnflHdZHvZ3Gpu3T++6XGg/nE/blN5ku1RPfJuvD22qH+ov5CpaHhMs58XBGQGIJXHt8CmeGCyH1uiewUI4MWiOPXHrYCH6kDw5lAAlgoFgQpAQSoASwUDB5qQ51QatwuV4QpAQiglqRA/hpCgploK9wqfwy9FTLglaB8fRhqQ51R71jJejD1FSLoVbBofxcSsM0FlLX3Nwpyl5GTiQzLLbgfyJjLMU8v10AyEK3g9A6s+cIq6a5+yJoRrCKB9KtW9FMcCY9mWIi2wbw/lJIjvCnfrODPfCIdghGNVE2bM1fyX6Bsc4GQlhE5h7u1Fni9WO5+6LrDYTmD15kiOCUaF0O3+kwR6zvTBd2JG0zuPvU29jy/DGJuFCBjvhknhftQ8S8l23xV3iJY03sCL4PnpDqp4vDc6qrrqGb+FLgHKrdwaL+vE6u8EzvlWOGCEiN13r5IAu3v24aI3GiAtXvHkr+pp5Nrc5mq96r5Sr6Md6hgWTplrsix0yq7NRF9qw2JnyXxP2cny0sAw9gi1gxu/Kacmpe+9hghlbzpqCvAvrw2Z3y9hQm+7vFk+Nags23HQCGGpTTnNj6p69szk8B8xukizP2ho9U9CK1EheU/YxK1hWNkp2hSHLSvoLsZgIRrg6mQoF9twC2wcl3XR93NA6ytVDDKXuGARdkJU7DFME6UwhxYu5wmSPjVSgGEAEUfWfVfGXrCqeupSm0BHdRWGMGAZLwQXE2SoDt4A68FJzUF9+eXhHGlElJWYmyAnYKcJ2luUfkj3sXXAnqsGMwSRTu3SOm5ZRN2PQUaQM6OfwUKikK4R8CSi+fmoMG4dqygcPI4cK1/Pcm1MQ8iyjDFz402yzmhFcGsPHggv0YXE7C5BAnZvnm9IPxHgYlci5+9iaklHQC4hmO9FoLaOAksKamYMub+e26+mzWjBgE9XmnkZfVhy4UF32VsQw8pDQkrosSiymd5NrtK5D1l1T3jPjHVKUd6qALAR63xd0QgHZxBzg5gW7ls+Mq3LAwQFZOTkDFx1kV9NqURLn7LKy9Y6hR3oG9LvqyBPwG5PJaA4lcuCrSgoLkDnxjSnqQp4SwQ+7wtYJHZCCRR5IaK0fAuN3uHBxja50GEOO+1N6G1oP4Pp9ScjcLR3oUqs86vS8nSRnYN/1gcSnD6vQv0ibfKFnCPwU/r3g/RP7pq86BQLKqaD+Du+Uz3wjV7WGqztjVJiBxLAz6QlQhRa9zxhNzbYwq3xL0E+zPrhoFGuW73C7EGGgHjkbSQjKVA9sAuEraon/ymh2WGvBbCT7e3LCe02nwaVis+7Cpdm58tPSn9mIxVEctuqyF12rBtkIllnS6MiOqlIMUB1+I1PUoakOI0mU55rmgUhDpCHidpE9MJa+JCxkRyXCuVd9fZHiHhUaF3E//KJ0eMAi1LMbE521zVlqwvmJpjwpjJQoSpe0jCJlb9Y//nFO3gCo8JezwsTbcEgUgGAs905U0AWNXs8sLXBPVU/ToqRd94yHkifDYu/7eTwzslKJc6Q0T8Je6woZlQPTX9+hJOQGZnd8IC6lLRhQ/fcWe6cp7WuZvinRG3WZPt9FctSjKl1EOfRTXNSppL7IhuoPASIEpWCY4fw+0wKXS9kS+8it2A5SeDCm3kihUQ9txCTePlV494fRCegw1wrZKG5sONe+bnXxZ7e1wgPbZNFmsspVPSHCYvS80c95K55PDTVaGiAMBEe/qLSzuj9TuOWKFoAi/SSTPBYBNJ8PixO/T8xnd2nm0HVAGhJjfaDCT4mNBJiHhH88e6NDMDv2awBH1i6DPXdGlAxsOMQ/CCw47Opigjf7KNp3/IgnI/CswcWggyeGYp+GoPi56tcHk6IvulbS+14s7oHSycwIVpb4ZmcumYA8MF8JMWIhKUCKrLz1NbCdtWmD2yLFK1qdzM9gTXKBnwLeSlj4rPNS7f9ae0JT6Av516j6zBHgkrxlXKJbsRkHXh3fkWsueebaNZCeVHfq2qPG1ayR3lGElYp7z+HUocfLbyKsALA2lKTwC6Qkqw2njw7Amtu7cdVq5lmur4ms4t4WGYbfAqDXGXLQcSbFoRpXVr/RWr40IiQmC4oKLHC4+qAsAcAQy9fUYH8GIiKZimFVn96O5sNS0p+n9ec09H+yTA2ssAlM6tlDA13R8glDGtPNjCgxRXO4cBn1UrGBL6QEUieICEXwpn9CIFGWDTXQDtxw2xOWKAVEE6Jm6NA2jW/aUow2ab80UHw76b5vh5x64LSjZx3zWS6eCQSpBCDShQ3xekQU2ZOEg0eIWEY5wJ6cXfThjIhcgjicKkPUYFEo3gYOLpdNinaTTkgAlVgyjcSESCPqos85l/+Obv1O3EUSzDCiAR80JEABgA0QUAiABgQVAKAhAQoAbICAQgA0IKgAAA0JUCgQb2WVekUotCkpplNEqaui2r0Vx/wQkkJOHkdbuBDFkgSESwQnkickvlRYsYzCgiSCizBjl9HkWmHUTd3HSEnegASTCSKUVVCsXIhiSQLCJxaKiU8QxDxbBhu10HBDVgw03pYxJu032pBVA5i2pAQNhgwADA4IADQgwGCAAGEFBAsHIhgSAHAI4EDwggTMyA9g1obhTdkx0nzbBhm1wGhDVg1g2pKhBtg2yKgFRhuyagDTlgw1wLZBRi0w2pBVA5i2pAQNhhwwOCMrUJN9I3OtxhgtMjRjN9JshYExm8FMVgxNtRprttHYkMVwg3VG5mzGN9o1NtFukMH6gU0xfgBA4AMKMFQAAocECEDogQIDE/igIQEKAGyAgEIANCCoAAANCVAoEG9llXpFKLQpKaZTRKmrolq9EtepxPwwOJ3Od+3JURfg7u6YJJ0QBGpEhNEIIdJKSJZ4v4QTceRB/JXtxgyVeNih3MVPNy6eMVdaCruQtIZtT+RSiA9c+qK+xnZjhko87FDu4qcbF3sI6iGuVAhfx7YncinEBy59UV9juzFDJR52KHfx042LPQT1EHe49A9bj9glhAUzB8SPOCRwoEu6i59uXOwhqIe4w6V/2HrELgW8xKUP5W9sG+OoxGfxb6CshSUFompWH+NIwqMucS0/vjjxg0IPci1H/TH7iHkKcglXumawKGYemRdBZsGqEqk1m2+AOo+2ALM7sUUhL3JUV/mTzYs5Q0gGdyMh/rSW3GjK1V5Wr8nAbas5vQ2H9bqdhT9KzGNRTFtm8+/BwVjQ+yfFem/z3Zpn9XqhBP9gs77ZuG+5dNN4s6f9Pr0mXDdcMcU3m0D/HHLfuvm2gW9PGwe9xn5uWoDZ2xSYnvZh3bAY/R73RLRrZ+rWFsHepon1tlToBodruseOWftmbd20bN3bxAm9dq9uG0DY00KyXoOJbhrS2auBtfc4vKu9QX79hnTa7RuO678J8jQ7cC4mg/C9E+jqQpepGDfEnc1vONTa2Ine9FrmP00os4H5MiuCdg9ltkXDTD6fXBlTZjunStCJQbFgC+2fjH9oUwH/kfOXKHwKgi5b9/zHPdH/GRnacchbJ1jN6slO/uySMDTl4CR4JfQfi0HnDpPCpKEjOrCJlR/J8fumjWkXPOY99JjHqtUiifYgfVsZF8yB+Es1+B8EzNS2pF3ggemPMAsEqaqHb3gp+3o7as4mC+3yl4NN+5B7Or616z500PLBcyov4ZWvp30S2+0zTgQN49TMGX9KD40auMBsQTF4tRu9wQsfi3uscFtA0jy1D8xhHaPmjG0uGxZAa+fG34FPs8I/nVl2fRltqlyZMOfFTd1WAz7C5IZdRlS7o15Ay0KPSUysZrps7Fod7itjUdeuA75Y9HDYyIU7AT6Ik6PHGNt+/2nce9gS3xUkVpbnTHE1dk1v++yOwC68bRK1JnFhR/mFtY56qqUEcSyfId6CkmoxfcD+bKIntWt3h7jjL+hEk36fsJfLGqqbojfBxTnGr902g+0tmLWuVrpmeIcoFw74bWAgHlYEKwO0c/clefFxbfkDTFCnFwYE8XoOsebmrp3Xkakcyxf0AE9XPibvnFtjSVzM2KrlY3e8KYbFGY4YNtNk7Vs7VVUz+33XaC9hEsvZdDcSdg1bx2JHvAs+c+1yEeb9fuRBCSBtNvIfDVX+dudu1dVQZU/IyR2TnHeeFUCSi/UWtp5Vz2DPWDwPx3p/OCBY02XVGlYJ/jWsIXUnxITGPKf9t3IeJ7Gst6z8a0K4k5Jn41rx8RBYE6rPJHY+gMM+F7fJy06tK+gueGIxDx4MlK3uu3OzM+PDQsK2P7ZLaVN8RkPa2XABqwHIu1CWbxE7TSoxNS/s0n9Y6GmNFXpS6B4kHad1l3yHctaG6oJoLNsD98e6amV2F7R/LCIve7IJ/EDTnoaoReMVoVF3GSoMKSg7XsNgkZl811h+JlCA/blAarfrDX+K1cfb353MqNO6Xk5LJScw5PVZb9lLnDKhj8yiz7mGOrw8Fm/S5KaZfITvzFo0ecjGEY8ZqeKUuU7iKueVhVo/u1fsXiG84shybzT1WPdIcVv6zb9gyFvFk2obzz8l4NEH+KzH3d3UuLXPuq3suaZDQ0ObjjF1gpP0a5FeN47qxPbGEOSgQk3tYKRaQNU8bR9kSKz+MoH9yOFndHg97Uo053g45H89YRX3x4vE2bqXbwcLuoma6nBNgAnfCTuOhbxMYus1cNoz+4c515esSZq8uzQkeNxaZnwGTbsVnPNfnSXzYEenWDuyrBt1Tnb9DWGL9E+ILe9G1wqZKfYrlTvt9M3YnClrSocchRPO6TreUztb/kp5sEb21VRDLByTlLeFnrM/WIipFxtB1xidDzsoGGYLfJ3ccUdG23RlumvvgybCLQRn4b+lDpJ6TyFiZAQJ52OteBlu2A+cnFvmZfibbibgmtVo71w2z4WvwIliVweztO9TgywvsEYx3CXPCTHxnrGNmkQJPRGtz4KuDBJ3MbxZDh9c4dR/jFjsHF2HTz6R/djMT2G5p+tE2ltbmWWxsoVBfvcUKvNHEOJ8tDXBhpfuyHXyxgUxRsFtJ7vndAevawqHEcwabeZtBwrDaQFlkzT+ekQ3P8x4LWor66Uv3TjnbEyOdRPAOhLcNRTvOrRF4/QioNsy929JoBUTcQX6aftznzz+lzkc/k2/CbxmajQ7l85zYSm1hetodetd2k4DvCBj3dD+VmHOlon+HUXqTAJFhxLEimok8ayLg6SbOuiRWZovlCH6J09+BPmzQtr+BLxrRrVeNEdbjKXbMv4DWjGiR98v6KdfLr4HnCei9bSmL5T7Nk5gQ9BB754aw0h1AZ15un3EkF79bAJmTY3m4AXzTn19cbVOuruLJLrIH24B9FdYc/cvreXolU1dbw3HRN25GsEFfzO8/Ym7wmFgB7ClZaoJcO/K7pB3IyJOyxUR5IpUJPGsFoOsM3XokV06H9Qh9CdPfgTysyb8IEn12w22ElJ0nklERsqXD8UEONo7fQ8BG1TX1O5G6gX05snt44bk6s8JWI0M4WyTO9PuhOZcp0M+LiasczhePMzWcfl2sMCbyFNdrIlMiJ2A41rIdxJbY1NNe7z/nXPJkpqkibsAQ6LHf7DWPEzFpUz78JxyzsCH/tl1GVzZVP9G/I1xc8E69mF7V+REWMRqnIc8MP0JzOtMW24WaM7UoJIhz4oJ5xqP9xxmy7DSHazhfXmqIRbOJCVu4c7Zzxbi4IunkDWmR8gOCubZAl8Pb9zJBFitaxyb+U1u7W9xIqeFj1nI27lB9Bd9TYG3RghzOv/C4V3LJ5MBm4qx82tWJvnO24gu/DLDbSLQiUT3/1ksF66jwuxPc6oc+SZ9Zq9RWZ3oYMF3FuLt0Pimsyw+OOipHRhpqDk1DUvKhP2jiZvO/vOriZBaHK6zBMEgwu+XdwreE3IjLI3A57MwfKz1QTL5wOJwGAv81rgalbovwmMO8VlADaZuCl9jP0LYQW+eLvBjeMa9JvBqDce9mc/kaxvjjcwErjNAy3EXRWSRoUt5ZMtADITjFaCnkfT96BbBv6xAW2i8SdoKnl77mgQ7HiO+8PkMbJ+2Eq+StpSi73X7FwGtreO+1pz6I9mkY/Y1x9kazStC7gWPJ5XrS9no9fQeh8TslQ/mdcrZGDCi1w01J3Y9HYJFuk4o9sJ9zA3xfjYmeBJsnFvdj51brl/g5fDRei/+NX/oPxM8DiLXB5Im+i7qt48UvAij1VtI6CvJuxVsfygd+JD0IH+nUmGkWmB3rm73YfhXC5sMs6FjMnjAjKfqWa8zqGW3i0N4kSxsUYiscEL3oxqW8/tNouga/kTdOTXCBT9meNuSYcU2tyPtcRk75+Gt0ZD94xjMY/KpjbsM2Qhin6aBrsMi0DXrTOIH/RF/6mPGR0JLu3L+rKuq4berCkz+lqo51isqmtnG09Iqvd28d0HZupEnK5l6v+K1xzry6OBD/y5ufvJRzM0+y+f8B1Nh6mAjwxpI52eHAob0AqsTdfzICGZ9meHaM6CJtAXFWb53ECn2FCRARphwfvYK0OHAvuBk/eUrw7z5ZhKueRnxzmczWHgHnEhmJTgL+r06yPCSe5THZdIckZODG+UdtJ5nLS/0RCEL+Fl4riGqg+QMc7MvPiiGqW2MUM1ctg4PfAL98fyfxbKT60TXW3OdpWFlxUH4rSlU6I5AxPnpa9oNf9lRyOTCBTlG7d8Od89BBz16agwj1TV05ukOP4Z/gcImNB7UOGdzMHltbWSp/FbAjWF6nVB4FxO46Gl9y2R6RY5gv01ZbjQEN40n6dqTEe/8NcOF1fRbCvtWgRvvaaOMlcoV3TlfE/isdbTcO4NZNv+gjgOTvkibsx3Pzn53EAdTpB1ZCPMuGw7oBBqM93U2gaJCIZ/ruMBdxZX6NxpdUbQfnCKsBov9EE6DLTUFw5G0ANc5uf3pEFyta8J/o8mf+dBqFkudIliM4Lvmt7E3vIjJ7Ms/Y6NNlZmDawYmeef3iCz8moHtL6BZZPfHFPYW7jmB+8tDKh/JIF2zTPkJmuVubjDF3HDqbOODKJp67JHZmi/c0PUnSW4kGbMuK5Mzy3l83ClUJwAaIWByOH/fuGW41Sb3zcForNYKWGdCLK8xB765og3BDwpx6sZHygKq5sn2AUNq9asJMGs0moO3zjP1rtK6ulz+uwCSFlnitthUVojRfvPpsRyPm666pnnu1GkBVdmazdUPsOtqLVVzwLyvyA7TIF0uML80eHgZSeuxJU2631h+0uCuMpLW5pS0dL+i/KVB48korW8madL9VPJLg0eSkRotst9GftLgQjKW1kaStHS/k/ylwVPJKK2vJWnSfTD5S4Nnk5EaLbJbTvq/V9DxpItm0H3cIFo7DlqhfPtQNNeW1WgiGjdKuvfDx8U+0DFP+za5snCtSvY+1M8I5IngNuGPNTsdLei3IjavxCJaBhVz0bkG4nYj4iOIQbZ3xxRy9KzZblOz8cEe75QKBmdiMnta+sK2nRCrUsUpZS/1Y7K2E9+TxTP/L2VmJc9Xl5eMv5kUTsrq+p7MFGMpAIelNrekc9RZzdphaohYC4NqVuyzIzacuVtGJj9Ym0TFleI7VPZEkwW83DJ4JLOi362dr4Vg2ZrL3zmkb54wM85fhtmng5DSFORkAY1w3Z47HjvIVrJTIJGxjnxtbuWwaNYUxyFM43zuXOwwjBMOItgRTHG/5jpF7pgXyPERbf+1rhjdLZlyLYY1xw7yMTU7HPztld1QpyJr9N6+lajKoGEQEOxY636z6EcULqVoqdbsRT6zQA+v7+sEk3G0i43l05B9SLsmnUtjwpud9ze4OOn+JLdzbQ92x3qrba4OAdRl2StZMqZhbi8MY9nNM5OpHwXBcNIdRBZss82rwSqRZAQzAnacY8O779qx+pcfTxnVgjhNa+Tc8mRS0nestqAuf26DcaXg4SrenxOAe9TyocXzCXKLQ563jM40KRDjHc7BNEcAS8cHhfv9odgXy6a1QF2h7BxtUzJnZEUIbhD8ZNWMwg35b7EYjy6Om1XtqMGgIbAv4NNUMUTifNpgyxePCOwK1W9BGPUOJ0TbNai/Ah0LqK3iTPBsTmtfedl90FueowhsIrewtjaYNcsVrwmEwzKilppdgN5KOzichTHdI7Bh+1fLdt5LTJkgdZ6X3tkUWJ76VYS6UwZcfrERrZt2tWCmjGNYkM/j/LwY7+GqVWmaRDEjz3GoXTHprZS+393t/5M8cJeOVsnaUEMbLPXF9N/pgpbcOMnV1lv6MLcWCWmdRgchA6MF5jSfq3+U8JjP8cBsV+Y0GGaxMmu1MMjWad7024ywDQvaaZrNBOPcqAERHZOKXYI5nLrtEBqIFdMm3m1OR9uzGEdyK5TNUf8Itxvde8Em8rbGaAgeh7oVgp5FPmf4hOVzK2QZ3m/1lC1ahhPYZrRzcab3DUfjQrUVxcvq+GmHLCt4Cz9bYh8fEobAoqPAPvqwZbjl+aYtXLHsJ3xtGQZREBeAzLCAYGHVXSBzEHwS+NOiJaZdisJaN98xN80BbcFn/lpkdvfW48Q7Bb2PtrC6LKzTr9e4GRcb6f0Q3cQ4phvedjaqZ4W/Kfe9JG0WflapuGxb7dXXzfyO+C9wNujaqm3m/IxHQ7gWvtHIYWsXtHe34+LYJpotyl2skA43GKvGiearmZmv5hJ+WVONNYX28jeZgWn4/MG7PM5n7Cj8xwJAOZn1iIXaRjCwatgRufMs+Kb+QbjR+EcOhBGWVto3YDjQMpIplsGz1TgI6A5khNrYe/7sUl2Dc0g8ybaMrnFlZB2NlKYQ3AcIhm1S7w/CqNOgRsBUKirDZ+2QuRC1fBuZtfyyjuKV2FbNm9/M4KYeYxSl27JnJ0d4qt/wjFrpKNkJ1oiLumf2PZV65hDntE1AbAofp2EK/VOJMMLlTahNqWu/2oHikVxdCBZgle3t+LWAlFYR1r477Q0dw7DnvVpnAb3XD/8pbrR7RZuHNlncp9h/30TQiiGjzG9XQ4OMOGK7C5EVxR3275jBBcS2yrouT8UjOTOE3F2P4uiAfG5364jWI3vB2ZrE9rYyyqW5aNphy/L3TwRTaBxCN7J6mJmd6epRds8DRMT7s7EWjhfvdWAeWHOZg/4WovoFjImR6HAEkVHs5E1RI+s9D22HWVPisHdYWhjOQXZHqDOqdsR6l4ymeNH8LBa4P785E9iVLlcnVxTjyGLvYabRxq5hqX4VrQi3VBa7nCbRt1EXMJIuKbMjiro/2uyEm6DlJu8pMJWfbu62CW0h3KLrip7weLHjTrJ9nteDFjEPiwRJM4DEgYl4jo7r2zU5vUjNLYaG6ObYLUd/hwNXqGEfxM6tiRA4U1WTTzyJ0KO3D46a3XKdLC2ZVqUxDgJmpG4ioCaQYzXvxvSJQFZiJcxOYs04tBZD6BoU7AYAPlIzz9edN4x0p2SKdiHWCJvyNz6zHcwabUcvBofaEZ21jx3XHM65VZn1FLAXgjEB2ClYCPbCPSbitgYr3Xx1Q8Yiuyf2Y9A+S6VY39uLxDwcwKtS2VrK4XOIFOaldVOrs4NwOIyRkRvR9QiXw7RxqawUEUPlJxotcCOntnrnfGG7KlE7muxc9suQgsGE+ThfG8w+BgFF4WChjoTM75AKOsVKR4pPvFXSnM8O4kPwx9mPcHcAGscehLlzNMVijXPq7CwsXMafbadRsQqQ1XFf3GF3zN0U4XQitx1s+I61u/d9JXUexBoEoTvYOsAs6hFmSzFbqi33ostZVMOk+2DFpFxmhmkXs3MYIMNc8wlT7ay0wd2TLie5PNfGYDfTLcxzcQggLGOv3JI1E8O98B7Lfh6YTHUgxIeT7CC9YNttOoxXPTvuRz4LYuc5Njzz3BHjZ64zeGFWbMS/xRGwbXesuaAuP9jG47SQ4aq3vwmoy6ilGovnE+QWhzy/jM5pUiDHO5yDaY4AkhTn96diXy2nQp1CVgAtQukws2WwS3OD/JMlu6i2hT9kYtxaHOwsakcBg4otA/timybJioLPpqVbPX5EZ1ZovuXAqHY4JuauwbwVE93KvZTazdnaD0+2J3qLcxQGgzPIg8AW6FfgEwC3RYsuNbIAVdjgpAuzYvIc90eWZ1t1hr++QiDQDHx50LtQtW0Luq9Y5R15wAsthtG6n1aL+6UTF3zmxUJXqZZVQYdhqnG0HqfJV9yyFf/3y0CL8R5N79K0VXI31HyDJXAxjXe62pJLT3K76fYf5sIooRwvZNeAgblzfZq/q38UJecYshSLdRrGfd3IGNZp0WKqTbEzMmdYLGwNhTPx5sR7gt7W0Exbj/FlqKdpoPmmo2E9JNrRUPqCLWNZe4F7dzDTIXQoiq+Dw70JEw3bZzQUj0O7XRA9i3zO8AnL51bIMrzf6tFbtAwnMG0rYLFzUW59MXaBo6HF1lwUj7PLp521rPAt3GyBfXxIWAGLjgL76MOW4Wbnm7ZwwrJ/bsbXFmUtBXEByAwLCBZW3QUyB8EngT8tWmKWkbUanqMt3SzZvGXMKG13vN4hnqrr/bMFqMvIOvh6wk3GW7yVmc2yUIb1ZrudjepZ4W/K3LvhMKWwON3vmG11stj06ugmvyPzlz0bDG0VNvN+RqUhL17IY0gWBO7OZm6SiVaMxZbTcKmzSHUizP54PeuFZVVuamk1YVmGNQ1Pw9Iw0mffzefkUXq1F+R3Mi9GKrw1KnGlaa90Z2cpppaDwI+WGdHMRuhY6QrM8Lpl0Kdyg+Tt7yD5HplsZDVvd0WtoTzUNPlbKKIjIbLFhO6C0+HY5EVZAbUA4q39up5eVx3KPuZa4WLaiKHL+joirxRtFW2KNckHuCyjAG784o4bCa4Z5DDdebojgdi1hTxsTsYHu2aToafg8RSOcchQlY2QnRKuWbzD+hMm4EL11ri7nTvRF+DXW4Zyd3ak6bVrPOq1C3B1EiygqcaBc20K6Kvvv8KozPYgGjJzjhYYtmUbZAVZOjI7EjuUa1wezn7azSKlBefwJka0Bc22bSLKC2BIF9iOVmQc0bc7s6lKd1KpuZR8MbWl20plI7Jm++aSoFQ9X08ZTRevUNr4ZuDqyErrkjlQf8cH6WocSgu+LXSO2FcZex+XkYApAM8k17rPxxnmlA9OxXV7vCFd6+HaqdzgX70z//58YIDTT5z2XisA+2t2ZOWnIS91P8DNfSx3bUdTXR9newsIxnhW2/qea22A94B9ZUSJ7ySelKsJNa9O3Sf6Oz+JP4f+6npKnAuwoBQbA/7rFtnDvM2cidYH74LRprJ5G/6OkQM2F9Hq3AAXl7ExQqXsTcljWKxZyWNHIIg8+X8q+mQOF60gOkNwMGmmb8Zl+1pM/wrOfx2sA9m8r7P34uBWXiV6ku8wtuD33TQHcQ3OmmX6GXh3M/AS/ltf0T/H939/EkrMYS/nLG7H+dZOmoVsrWBVQDsMeTGeLavWDBgXBwsCXJYV+T4Gqpznv/F9sE/inv5m4TdCiK8+ynIPlJX44XYkMPOCFgXf3drskqwm+c62Xp5DDP0cvlZo4NUwNiNAfQhTLT+0ggKeD3HvrP4ibsTRV06tun+5+pxO7oWSWkrmM9lUzmO8W+dyWEkvJoK7KT4DrY76FNWuXIOaOaB/4bmNLFotqvhkcLfJyJjpUv9WcRDgq/ObNDkOzfK1XWrjH5r9lT4TSDvU31gWqBW4Ddw3BOZG6Ms/kzb73bNutMLLcgIRicLohfhlazT1iHKzzGmxXqxj6mOKc71w5yiLcFtO46SpZrRt3bN9REYuaxq4bQoKamK7z1NfRDRt8ThxzTWzvBq+jH6GX02CputOO6pZ3qFAWwopooZNpvB9e5qQQcrQkk08ofvB76/S8rnIuqVbJ2bLmIW8VMdDpm4LI6KwTtLTzf6S/BDLnbOfS/TlfTrJTWacSMd5PNe8LqJX0hqw4zBKypK4ReX6Cvkx5yhP9kKnm1iSbfFuLFkBZP9vXosm5p3Nz5ZzRov/HTecAzh5u4iMzWuSyjAJKCYagmWPeCCnOZgYwDw6j7y/yPSZg06SnkG+i91DOmt3vHiKOrvHU/2x5mYKujNujJaPk5FXlsYZ3yk3MODyvIl1ndiNMOwl0XyPl/VEJhGBfe0xVF95nEG5kumzWg00elXXprI/xdSpFe8r+5hoNY/dO9wMY6Ohnklsv8Ndl6CjRmg0Yv0dRwXNcl6Gp/axNi07YCL4o37UpmaBMg4CnznF8CaB4sB2tztHFkC5lHMqgzqt4OwGLZJpwOPM9xYjwiMWVlBW0rCuLckUMWwO+Em1exmUtIvmisF8xpy93u+f17Aq0eyl/UzAwbBZe8iAdrIarljW6LrlcFjxty65IY/WFG25Gidd8ZNTPIDfubAWh3AlkZHRvxryndVDrlrStywfr1h05oocJXjxfn99R9wNWQjjVNw+TztnlxmtVsIaR3Tu4wTL/A2u7ohZk0opJkhevG6341BtybnPyJJaBnQQMg7Z3Ed/BeAy+hp9NTFax0qN9yoJiPZlNTXDPHKUEOgVgf+mgppbXzjloojkX4PyV208BY0DMnPUPpiz+ljmfxXEj0q6qXyEt0liKJZYSpqF4T7z7OOI+z/SaMYOji93HZzgbi63WovkzrYyNF7uesIR7x5w0kFkHLJtWbaP+uL0y2g0Mjb7oWnjaBSz9LBiozgd0LhcaH9nbJkw+t+cArOoPBRS48RZxqLAp47D3Gj75Qb+OBm9WYQ5VpcJ2ZQ5zqURKGQWDTsj42uZFDe+FtRMaDxYVznWcuaMZxllTLYH0bdxmLNEMh1Gg/C4cWazjC+d5CBKh8IfLSjetvOPq5HfpEzqHjMPDaLKzLc+EH4nJEbrgMIO5BtB12UdSH5Qfr+mAM3+Dw3GwydIORCUjPu/EUKSr4NwQ0iZCZSuiv2WgsZ5KfhGOD8ji5wG6PlHgdE+xxvB/ciIch2Y8CnaisZmQhyiZHP+pwF8+FJwtzOibAQny+APfTwNugI6/oFwvEawseC+MKKcCU4WwB/mOynTIMhO9W+EY0sw05TcCKqP3ffrgMIZsa2gqEZjnd83osY0bo4DIt3Ym8Ej2pbSUPyBAMwYMmWEb8uGQ1q1ZctqdcUZa3MfBPkM12gTj9wFhINI/XINebgC95aBB0E4Z9KCr9ho37Jl4BO7Fe9H21tmnuhasXGjpi1zTDQrFsLgLnE/WlH7VKhnTcLtR3lzL3y0M20tNT2GzI8o3HLdcHrF35H3W5Y0Olc8GVGJAC81zX8dW8g8ZMOzD6/FEQK5Im7wStmN09w82mcyxbIMZFbOD4H9hGW9IidJWjZlbkFgD0LOmTfrTicgx+C4P1bWCSfoXMpnbDb8anPnTpkFhOE4PsvqXCY6KNrn6shqGXpyCGiWQuDZ4YDtG46ghG3J8k6wgValxCbIX4JAhXHanUv7LHONywDDixITRsjoOE6MfSmsQ2ubtj0RMJ1oVpeJ2xQeZ0c5S5PlHw/LhL63K9L8aQt1FtIhJ8mAulxoN+vnDGPHCaOLK2NqTkBbJPQDEbNJ6qwQz3LRDtI5bkcZmQWKcR37VS6lDzhISYMKvAz0JusDNMo/2gTuxHGUgyfIhi48m+0awMVjKRkziGY0t5v0Zg4eciYMzMJjke8AxRrcRZtFfemz0zv/QQJ3wDfBrVwD9cV5/RoR8Q1v4r3kIEb2/d8EFltD3BAIxgnWFSUYm2I8i6Z51oIl0A7t9y/Psrty40EcjHO3O05jr7rALLQ9IvVaY34TeSJVLFN2TEqo1uALaf5NiNeITyQbEx5H2PzSkbF5ELkdFlgGaARlE54tJCC07bGzUK6mANi1o/4ST3xFxZDQyxh0CT3RDeMoFzj3gY8Al+G4glknDZrpMpL8FsNxMB9S1is6w5FpHJIJqX0ml4xl4GaBcfgmbO3TXTF+meNlXFqRcgwn4+jfx33i9lFQKx2accablpEs6+3zNECrZe6Z55iSEptR33DJmp3jFBlX+0jWVJb5TMzJLHGcoh3jPhuz2lhmsVXEcQD2SZ4VxDIRFmOf4nwZ8hg98vQut01p8iec6c2aQW0qKOzLYQQADANJVR6bqexZ17K/DCNhnkKvGKYrSiE2FtELf6XdGAe0TMOhFhes8Et+ehXFOM39v4rRzCR1HmCfuJ3LCMqyCIyb4ESBN3upMqBIl3EEc9MP/sVVIFwUWSduWkGcKlTbYohNqD4LtlPX3GIF/oZX/iZ7Mjw6Q+p+TJ5sy8EmIsB2/EoMSVG7j6VUcg8yyW2CR2sURcr8WshvLnbyFuZU1azO3P4IH7EG+Ro/t8m4SbyGymIapGP8cxPeJmEN/b5lHYYfBOElb1JaNl1jY6WYLxOBF75ljdSmyE3O+bxrfDRzocu1c78a4BfpIFqjOZu0u4bXuIw4kagOQi1Q78I13OP/NyGblDWUF+ubNEd+rUH+q1ohbUgJsbsaZgapTou72gnlBhIA3LWK7AM6JgAOxmfmMJ6v4w+z+G8dboH/lQcr8l3v6ql9qCajcUh32D/jVsCFSn77K25mb6S2fXC4YjwFlRcwXARTkWcc4TOPPfDl+ENX2tCnzfNjlhYtBh1mED+d7Xvl8t4qw/9rsMyC78R/EpR+YV9H6o85T/4WGPV4sHUcOv1c1cc//nw/R9d59H8u/v8Z/wgx+M8xcZ3vRtzNpC3jdzQ28qxcBv8D0Wx7/5dR7wMxyUOZFFZWAf//TgAAAP3///9aAAAAAQAAABK/AAD8ogIAKLUv/aD8ogIAZEEDWn3+jUAQIDIHAClrroYWfEn87v7KeYnepJ/4pWCYHtRgHbhi/pTe+wL50R4F90EThUqSf6xnO4GY3Up7dRBUc5J1BUYGaAnACPsIdvRctz1UoowpdNYBV6tDQlw39U8c2+DZCCJaXaNwnzyYw8Ng0dksBlodNHINyIHAphyGZ/WMve5Jcs8E8/pTJ7CzZzLo1dDeNatk1mBHm7Nq6PTK6MbFwYQLhjJfvhR84CykTK3k4eUi2wpYkaLQl0dHf7ZIbGUEie6LxSJbFqJ8KWX8c2xRL6W+3BKCwIQ1sHalmhF/UpH2cq3NzQABnRtzg1f+YP8MpOqlGuOd4vKFjAnmShWc/uTz10tAadeYAc5ZH/ProDC93LTmfla0SaxgfBVLdLwV18wZab631sBJGJurf6YcO5s085n4ODgYSaira3DHdXDNDIPiUvii3Pw6XDWC4tiORDPv0nwHBnssFChXQ2Q6jhPVTDODUPyyUKDswGDvTDOD+u1RXqshMl03vw5S+KLOvEvTLFQCrRpBcd2SUHFwMM4Mg6LZCFetrsFdJ2Fs9tYanPlMbNZFjFb/TLlJrGC0nxXtmTPSNHvERK9iie5ZH9OYAc6Xm9Y0C1ih10EYLhkTzBSXL18CSmsW0KdWquB0b8wNZoCAzpdqjM1KWqCVP9gb1sDaVQlBYL5ca9PPDJRaqWbE3bIQ5cVikS+lvvRzLE8vpYx3RYpCyLYCrowgUT+dDfTy6OhiKPMFBxMuV/Lw0s83gr0UfOA22NHGrJLZV0Y3+lkpUi87cf1TJ7Azwbyvhvb6aQGaZjrA8E05DE0YkAOBr3uS9HOTXzMnGHA8DBY9eTB3ddBIYycRmun243Fsg+qfq2sUGtdVaeYCFh5lTCETAyBOs9seKleHhGh8x6SZYtyOYcyvtQH1pB09jRMJaaaUAuQjwLISaRCnGRrE7sk5rcaZJjRzMI5ZaHgoJ0dv1qgrpWL+dqehk1+LGUpkDemIkY8r4bT97Q9LJ5tQ2Q0MLI4PzZV1Hs5G0OrkIz7ZSaIIBoRUXWklw9msPK1+mMtqbcTImYJ0JZTCWWW3ysyTg0Q1uWTE70obSM6C0WoVzlQ+ozP2T4B6XNmVdvYMpVYDZclmGVhoICPsyi3Es2rYtDoIR0amea34mvR1audPFxJ6xTRyjCmYFhiEr4AS/qzxo1cwnPJWFJItKOhXPKo/xw57xYOQR6h+xPpEfeXR508ufXp1xChnsMTeiD75eqXAn2449adKZc7iSHD1D4Y/LXDTflwwSdIBxNW2I8dbUjqPE0+JngOuHkE7vpp6C9eSjRKmJzdZOb6i1XF9U9zArp6MJHceFezYJ8snA6Ucx4HQSj1Hf0cBgYzsTciNFkN8y+yTJY8KdlfqOeq3R3qdDJSS3cCu4vqmXClGrtkILjoZSS6zUcK0hWt5ZZjDZi+0dXKTlaxEzwF5nHhXOlnU7FmbVo+g5SQdQPhxweTKJE6aPYLVatuRfBZHgn+qVObKFws0e0ax1T8Y8o3okwyW2CsbIJuVlKbXKwWyWJ+ovRGqn6+OGPVzylCvPPrkLSjoVhSSr3gQ+jkmqFc8qqwFBiHGFOwrGE79LBvrFVBCXvE1CZnm9RXT6KcTr9epndxARphZBhauDsLRz0qLrdxC7E+AepzRGbsaKEs/LZC2siutLxnx2wsS1eQqnKnGEtpaaQNJy5mCpNZGzFVmnsY6JLUSSqEZEFLlJFHE1Q9zjZssaqWVDB3Hh8aMGxjYk4/4NK5za2Wdh6kjRj7MQImsPdmEapzpQyvhtE3frFF6cmRkF8rJ0ZNfi906mGulVAwFCGRkYohv3Xr5aOUg3FxzkQl0YgmjYmNziYneoHORCaxC5OdDCSBIWJzq2pBMzPRxqmu7EkCQ3lVGpXR0G4RulsxPy8Q8JqIzYzmG2LggZSOQBTaKmLUTRtcEcaSoOHMlP6g8uMcLBGWd2WuipAwSJZQUnUgaLakwaUkEUjVBNECsReMXMxJaPIWPJWS2LLnDQw2Kj1oPP2oOxFhLISELa9F4wYyEFiomGLHlXwSViZKlHITDSpwj5DYs1XHCyG90ik4gkjNrpaGjFBVYi+7gNqpGcMmxk4vsPcIqwwSilyiAeOlZwbLDFuPMJQ4YbLJ6wgPWXSIfebmX7JogDqDZiC2/IKhMFMAfg8YzCw37PlZoAx8iObMzC1lwgaALmYBKX+IcIfeNTtHHhjiV/OgrwwTiNoxyjlQeHNEJB32L7uAW2Xt0GxeI8Zob0XeXyMdtXBbHEmJuiDER+uywxbjqCQ+3MVfAHwX+//fP/3Pu+/URiFVGZISND8VxyA8zT5hcuFqmJKyKriRRUmAvRw9C75ILgAuRkSMQKy42Pq4clDTd8TLz5DjkhxeTC0dGhl5oW3sykkR/JcXlmIRPnQbjYnbRJNRoZ5yjqUF0WrC7ARvOtNqWMTOtrVbiVwgFazReJXIhsDaBwdJqKhbNUCj2kkF8ZhQcajUFtJyB6yV6Yh+QvabB6McajQdCAlAv8XLEhBvWLouapQPZjBvWjjUar9bGuGFvwHEIn17be1qs3c9YWDVbHS4dY4EtIwglekBi06ERGWF3fDJkyDgeo9AJPC6xoJCG3fHllSV6MGeJBYUUSYGZOVHoBEpVhOE5D9zxSaUgFMr780gvC7vnRu3vg5rGyxE3dD4YBrIgTg5KhhvOpowc2IMJiZ2qtTwJcBmxh46cMqoSMxDjiMFYWgK9aasSKKUmEyBELsdY5lHgzwihngHoom9KxpgKEHKMqVufQmocgmzp8WBKRkxGW7MNFwsLNCshCaOBihMpPV5iaAli45Aur8hUCQwMbeIbvhJMJlKaJJqxmOIcuhBuZ5TkhLBb20KjgRh32Ii4k4kcANZmj6B8yEXPFCCEz+6ti8KcOsJqr9EaGDIjFhp1zELDMWybDzrMZBFA8QtDh9tEjZo+IioA73c4B5ml0FCGYJ0CWnCQOKrZsuVFV9lc2w0VUj1MaHGhlUVO0EhelFSToxiNWE6cd3tTLrSw4JQRy4rASMiIrITls8BBWA18mZIlUC/krQeZsNzoyJEHBYDMRqPxhBoMzw4kQJ2Og6t04q/EJyfOuystLrT2dhDumVK33CH1BgUQJwelG8Vo7FsSxYjkYpaisNCwTXzTlyQFJmQXCn7yRAk9Dq4SH4sBousmJglJ5koGOQ+89OWwgAo51+FLHS5m12g08lngvLtngYOQYcLYzaEi68tS8rxbDzIhwQB5oKMYjcjOkUCDNKPRqGc0Ql0xGqVMGI0fMhmNGcpQNTBqMBqNKIxGY44bWu2aYgLapkOraZOuDo2kqaMtlLQ6RzB651rNAyUaxEarlbaiZ7T0egiifgB7PYI0MQBiRwnhXtk3j16y6hKPJsbpvzWM8LXHp7d8GL5OsNOO2fvqwMZbCAx9ZfXeDtrwNS5Qq2XuaiUgb18wuRrV03pQXk07bDlkuGp2hwlZXK3CwmvcnuwEwTEW8qQgBI4DgHvy2f4p6evJNE9/4snypMrpz+imJzdceeK4c7FFOvYCr4tJrZy9AuNibWVnoWT9788BpP3nnZd+/t118kUmVrFtMWkZFpJgi7lh8nzggE6qkHAZn07CYXGUT50UtLZ3XKVBJw31HSM6Nr6kqdWuJa2GrFbTCFskHlqdc6eNIqZVQTT22i6JrVYSe9sGrN9K1Rbyp5KZFtCZXtk4byX99VtLfvo5P8uAtNzmzqbcZysUle2+oDRSTaU+2TkErnOdjNydH0aMNLM9kJH7shzAnN2U0JSzssgFwl3JcgyppjlfjRFhXoSagFREwpabPdQctchAnubc+VnRRHbeMDJd00bR1A1mQksy0+78QSLCMuACPPIX80DIa2l9cu4bhZckN7cUMFWcIWHa3ebOpuvkGqCzDEjr6e2+oFwn8k+zFYrqKEvTXCfjOofATdVU6tPTaZ/tgYzrLLJ2GDHS7mdlkbtOE0vaTQlN3d1fhJpwm4UyaDVGhDdqkYHb7KFOFZGwdU+njVzTRq/zhpHOiiZOaEnmNoeQaDR1g93dB1yAx20uqtODRIT119L63OYCd3oxD4TuzkjFGRJuc0sBOQovSc5/bvL7s1Kk4xFH/nwjeOwkgpk0iP0nGBDHd0zMDIDYx2kQ/3Q2cJxIyHGmCX9moPSnhDFnJS1AgQX0icUq2CMmWBcxWKgE3iwZ/u1R3l6zesZm1dC5Re6OaMc9k0WHZvHXVygUmoWU6c1mMXBVGH1DWOnwZRupnxKuXMmlgWYdcN03uqdfGsS+kEZeztxb+81SvspVpZ8tEt+6xtufmH5Skd4QZORUE5OupGPSTzBSX06BoJ+BVCj6yefviD5cUKQvgq9OohqPgJ65Yq3xVtwbO5s0tiPxISzq3rqQuMpFQOM0EpzJgJzGcaKOdUg6brLoeMTbcRpKxxLajjN9eOtg7s9Ki1z+pOv0pxPvz7KxP6cM/Skh76ykNGexAGePYJ09a3P2QtvfLAX62yO9N6vsZrPy5CJ7HRClsHHl2WCzmMXVLz7yG5grQv5UupKMW79Zkj5ZJwILRuvtD8vbnYZm1bDxy+qGLyHW3K+MNPVTAuDXtUU/XUh4P2v86CeXPjmEmQaqCCxfbRT2E0zUV8QN/XTD6YcqdRUJ1HHVywCNR3C58gda4y0pb3w1vfEVrQ8pE/OmZc+TdpSN00RwJQN9jeNAyE613NeplvvSIE6fO7Au5mbtaQfkYn90PPPgXOzQAgzVwMU8QWH2wpMvMHUbwAQtGosnyfBptaR5Eg6RvXYRjycZyYH+xVUrOujahqtdU6CRNF2FkxJtoeTqHMHoVvJqfjMTvXNX80CJntHy9RBE+dT4KoTMTNQP4NcjyOglq69oWuhFE+N8HSw01ewdIi3WhqRZRU4thsVCPxXQ0WJ+IPQzb0aLHVbQz0S7FltUa9xpTCfXDLudItRJN8JuM0zp5HNLt1Qe6GQgnYYGUNXJToMNPZ5WrdQ0NO9RqzysNHRRAa1GD3X0AV2rC7R1dABGreYiHYWiqFcHOTq65kSvXe9ooVmvQnB0tI+iXotY6iihAHqNO/RLgziNYjRerIUHFpLgxdwweXaIc7FDT88BpBdTRON55+VJFdDn392TLzJhqOSTbnZwGZ8n4bBXuEqDJw31NT6kcdUqrzGi49Urq8aXNF3tWtItEg9X59xpnXRXs5WrNoqYq4JodNsG7GsIOK1U/Xo1JlpCHF+F0DDRSvr7OiiphJwlP1/9GLDlyggnUMhJA2E606wHNC3WwkOzULJazEijZq/AaLG2sn5y8NRih576ieNOiy3S9TO6qZMbrvRT0lcn0zw1hpA76SancQBwnXy2jde4dbITBI0JWbRahdX4kKtVK7xuOWRo1eyu2xdMWo3q6dYIn1YztNsxe706sNEtH4ZeJ9jp1jBCrz0+desnTq9CaHQ7aEOvcYFSJL5pZYQTWFkO4L1ONSzXqabnOtXoXGcRqetUg7u3mRjlNhPJXKdamHvGA951qrm5TTQat5no4TYTmdepBuk2E+9ucw3hbSYGuk41fJuJVLeZeORawXSdKgzdZiKci1cJxX0qL91m88V1qv25zUSw20z8cp1qireZGMFt8lmvkyvuNjNVuNepFr1OteN1Ohc/pbTAdapNkXgKBV6nGp6LzAvLkp1qeD6YoZF4CjWQnWr5U0phkHySBWSnc/HTMwcgO2UIslPteDmGVMhGNJS5manCjZoyeAqCNXKTz3ohRB06iAyQZKda9IFwV85hkExuJkZwH1jQew+tqNxM/PJOl8XRzhjKzUSwc0qC+BpQLMhOrrifQaThPj58yk41xevNafmVIxdys/nilvjoOBE/YrJT7c/LEMB2vEoocjMRgyO6VOhP5aXsVAvyOgnUPI2XNDcT4VwQFR7HsiZRdqowdCx0jq9jBVNuRgJ7HSrP3/FRJjcTjzy3MTkfXJWbiVSPY4nMvayG2amGHydl5GUIEWanGqQLSezxClZGuZkY6FcQwV6p0YfcXEN4K4DobsEDJnIz8e5SrBz8bwlXdqq5uRja1894wMtOJDMepqTDAWk0yE61ML+LUtfYIkZuJjIvZufJdQD1k5uJHj6AAG8XAmAzN9FovIKQTXegbFN2qsEhNbHouxLGJHMzkQyyLYFBV4IlKbmZGAVJYw+QT/kEys4iUkg+TRcdZSk71egg74Q1uQCwg7mZSFjn6y071fQghbitt6OBUXaqYUG2gAD9AzvwslNNzm8AxCk0iN30EWDZmYNxf/sT08k5rdvagMIw5nemlIK/dY1OBiq6JfPV65WxbtH86bVuRbdyuvSK16XpnOFyndIWmbUHROewQtcpNYSk80PUrSV3ndJFyL8ut5YqErpOuiDIPWBzWpDu7lalWek0h3O1gvxpv0x1l4YGSK03YuuSdfjTeV2a3B6HXLezVOFTgUKkrwiZcZ+V2ooDG/dKlhhTOzeQrlMa57142FI8HbleUpBN7/DJcJ1SN5cicGRKaAfqOh1gXjpDRAfZlOaSCWKhm2kYuHkqXodxebh/hkR0hhxeN5ATV0tlpd03Dgavsi7EByhTWplFx2XzkSCQTDrpxchlpSmQZIh6XYMN67KZA5KJFonbNwzGZXML5J0UhWkJQxyurLGmtTg9LztnA7JPltIulH3Iw+QF0xqY8lw2b10FAmVK1qfOZadTT0r50Sv0zLls7kIuggPtqzkcV7FIkymWIVgumyEcLIzNlMyJCy6bs34GnI0BSN6tgECEroKEbyIAbeGDj1vVXaZ+xhBwWTZpLwBwwtQREyGM9qaOEJh02XyflchPQ72AckPguFHHkHOatQdEdkrb0znDZUrnhyg7pYaewwpN/7rcslO66K0lN90DNic76YJcqkioq9KsZKc08IJ0d60VRPk0h9M0NEDKzjWO7peprsk6/MlO6aPrjdjqHoeSntelSdcx5GwqUIhkpxQ/S1WGvvKslJ1Y9H5FyIy+kiVGdkrD3IoDG92Lh9kpjYO0cwOpvaQgy04p1qV4OtJSBI5kp9QN8g6fDC2dISI7HWAiCe1ANZkgFrJTSuhBNqXpPBUvO6WB3kzDQP8ZEpGdboYexuWhAzlxZae0yzPk8Oo3DgazU9riUllpHwsCN/0AZYqyLsQUBPJXZtExJUPcy6w060kvSKZMtEhkNnN4DTasHgsCl9kM4sSa5cX0TopCZnOL3zAYrayxBlnCEIdpnywls3M2XIvTc3qYvMCFsq9VIFAym7eQNTDl6aSUH5mdTiHJ+tSZLoIDzWzu+go9c6aKRdYym7V+NXejwcLYZDZDQGIZgqXPgDOzOQtJ5sQFXQGBCJnNKI4BSF5XJQKQWTR6r4KEu6q9ZDa/uIUPP7oAwAmZZZOG9DOGgM5itMdESGcl8pPZfJGOEJjUIXDcyGzecKgXUI48rq6YcqAcdzhy4C3VnGbKAXIEQ5PytsEEzeyDdOxKNON4E18zy6wdTRS5cRwp2cy3Nq49UzOOq7j0CvfnCIU8cUx41sz/8fokqfAYj5FmdkFxZXIA7dgKTa9r/LqqBqCz2jHAqwJMDxxPpzRzBASvwzEMjtno6GUnt662IFHHLnIrNeTo8kOkwLGMt5KGHq88NhXHdNFe4rV5iREAw3EXRb2k++EVZtMBx1wAe9klh5eFOmaOy5ytnErgxeIrxTERDFq5yMWLxdLOMRFPrVzk81pLweQYX+jlGAS5hAijMT+ZbZrGDjkuOz16GlMJ6hVz5efXX4cpr3DdddlqbEGq19Yru4l96bgEcNcFu7jGIST1amdHhkIJTtNpytS1xbajMVaIXh/h6Mt5idiHHuT66uJLE6mxV7SVxxe9pNvANvpz1HFtdFshRjMDseQzNUaMADi9pjJ40rgMSSszoQxk0goVwA+vC4RgGgMxoJWFmprtSgUEqlAdk+uLbqM6NFMNjI6LIs1uybIjGJAsTL8ZuQcPSlKeNHhl5UHSeEhYKy8hZhtpYDgEYuJ1g2xN4yZPenmCRaN59IWJYthxADKXGl+K0EwuL/qBB1XOKIQjiRk1Gj+q0kwE0DLXAw4uFh151WWBaawl2UsqjPKLDD5tTYjkJaZLSeMukHpJd5cL0AQIBpUVLzIHoPGcVS8XIJSNVUjO/raOUFIojQl/NPMYQJ5agxYDAS9JIAQ1nmPYzA9a8pQgmEz2ooGXpAsr84OUTKIdyDXEBPHqDNwa7wX28pDe0S1w6i0JuVZOdRyXqAj0lupSK9/oOCJZ03wrJaKVgg2OQ5R4etugUSvRCDmSHdNxpNvKuiVH5VXh8aGdViZwdgwTRB4THtDKtzHHYwrHUymtVDLhiGwEdiw9ayWSvh+zFsjHdGwrVbTHFJeQx10maKUJO8cUQQiPufi1koShY1QSIMdVXXq1gnQ0EaXsWK5BKy1kcIxghngMgrDXruQxwpyQ4xCIvR4VHa3C1Dle8qXXR2GOAjgPj4l86lWQkmMGKiKOy5L0GmftONVk0rGM2yvWcZR6U+gYRoxe154coarW+hlpSauCXRfK5BC5yE3ZEQqRn35++mq1UoP7ZLKdRtmPIwQyhY2pIuiVA4n75ojL0XqoOEZpTWqsga/XExWumw3k43gIHiV0MNI4RKNejx/uEi8Sg0+AHKcWqNDYi0qvboCukLv1ksx+HC2IgWo85qBXMzDumSCIf/o04YiBT6TGZUV6lZPB7cFDgtQntiMHJhcaD6nRa6BDl6zugCkRJo4cCK00JnKkV0FfWDeGYlMrgocjCroJjbUwWwkiyX1hAactDYhHFQ6qNO6C2MqrCbcAS1BgcDA8qsB9jedAtBIL7Ms8CNhGFo7OLj/dVoDRysASV4WeC2+A7EiAYIvGYu600ovPpViSImPlOGRRAt066NTKNT4eN6WHW3LEccgxQ7cNDrVSDdzNYBUJx4Y2x65CQ40FtVqJVuRO1fFAlgV1RBIyazwnTyuNdLjGCdIzNO2xxoa0xoRmrWxj8wciLDqhMY48QPw1fkSllQpA+JsI7hoIRcdmD7fGk7i0cgymI1zVWnf3tPs61abT7u7u7u7ptLu7u7u7u7tzd3d3d3d3d/e0O/e0p93d0552d/d0Oo0+oLu6QFvUgLyrlZaPQlH01UEO6KICrkYPPbrmxNeuQ99EuJo2CJr36CoPK4/2UfS1iKUoBJS+sn1RQgF8jTuEBlD1ZKfBtg7ik4KaLZUHngyk02aY8uRzC+405sk1Q9w348l16plod7FFtacCOi7mBwKKpxLpxaRZWEVOF8Nigb1D5GJtSFo0Fp0kwwfvdXVS1YTZC518ganVkqaTcIhgqAZazBNUm0evk4KStIt4dJKRnKcdkBb7o+OpJK3FpHbPHVgt5mYNuhbMQkOoqjXlIJxyEE45CMcsNGQWGnqhbXHloHQenTI1j06ZeHTKxKNTJmahoXIQzomd3QfhmIWGykE4ZqFhoaETO7v+EvEAs9DwyY7FFxo+2bHY18iRqShG46F5+r6eNXBonsDuKEbjcRdEP+BBGneh4Eu6J/eC8xJzYktD8/T1etaAl5gVbBqaJ/DrGaAiPLSOgjnpFe6NlwOMqjrqQEWvazD694LzEnMiyHEXCnpJ98RLzIorjbsg6iVdlPcEJB8HU7+U16GvctUKyw/9kl7LcDo+BOCqVRh8SECrVn9fSpH9OSbpf471n2MTfC3DqZ9jhV/LCGooBhJAv+SqFZw2X0p5NfRVWrXC0vgw7KqVXuPDGK1alVni8VtKef051r2UIvuXUmT9HJPUSymvFc/Cn2OBesV78BXvQT/HIugVzwKz0NAKTzkItzbGjYwK5goNK5hjFhpWMDcGgZoCW5Z4/EQ8sMTjxyw0FPHAB+G4rPCYhYZWeGoKbGEWGi7x+C3x+FUwV8Ecs9BQyRgEzELDMQiWePyWePz6/e4zCw37Szx+/f6/NsYN2tbXGQur3wkbEf/Rtr7OWFhdXOkykkTf/7lyUPoPhASgX1wJbevrbyVyIY629bU2xg3a1tcZC6t2wkbEnbARYcBxCNrW16eODFl8a8HiOwPYx3cGsKe24Ajaw0LjcnSVowehPjQuRxM6VMApS4cKOPVPIOJyZIYPEZej+9xaptZ4Sva7yqimshzR4/euMiotWY7oQRFAoy2N1QbS130fIq6+bwPpq5mKwEjAYopEDgCTIaPEDMQ0Xo4oAiMBiyliaQnUh4UTcOO7j1Lq+32U0pavh6rcRyUQ4Gufv/toIL3fR9H8fRXEcB918uD3USeM30d5dP0+2uLM1zbEPfTw72sa8x6aR8vXszT3UDtxX83c7qFTInxVFd1DswrdQ7PqfNXCc99iovD1qutv2zh9BUDqb9e4q56y/Fhx7seMJLhKAQI/hgN176OQ+j66CEnfRyVgu4/WMdL3UUAvvbohu4+qIXutw7qP4hjs+ygOwfso1aC+hxZK9T00T5++h87R0OuPC/dQH0F6/dc91ISHe6hRRa8oVty3iVK9XsH4WzUjvUZY/i0HuFYTKf1YMYEfs1nS6iFCP16jJL+9JPfVko78FlHu+W2kF89vE9U9vyXE+yoold/K6fIVr0t+i+bP17oV+S2Zr69XxvJbMYa+WlGR356x+ZqWzG+bil/P/vLbHlNfzdjy2xosvubok99yMPzqdUB+K6HMVy0++XhS3terGH28Ru4rABP6OI/vK9SDPl7D0MdO9uqkuj6+IcDVRGZ+bOe3kJqd3zLK0vntojed3wK66vx2D1fnt3+NOr+1s9FrFbr81kuYXqN8ym+XfOr89gdb57dlt/PbHGN6/cEhv5XwpPPbKKru4wpYdB8PQtJrBz99DPig1wg8+lgNR6uU2PSxDxqtNnrSx0uyVg/lTY9HvOhPc+fctyEFVvem37cVYpwZiOW+jerwy/SbcY8vRfg9flTl95jwx+/xHMPfe7wX+OUhvXs8Z/V73AXS77GW5O9xkydfnmBxj4eE/R4DMeDKQk33uAzJf+wVvfL44sdYIb4+wvHjEJL+YwtS/zGVoOcN3nu7pZrz222DCX4bb+I7s8zabRwp+duY8Oy3MR4jv42nU34bs9Hx25gu+tu4i6LfxlwAfxvjC7+NiXj6bUwEg9/GZc6/sYz/jV3k/42t0PyNq7i8b9Pz2wowrgwskd866PT8tsGhK9XA5eNJXK4cgykfP6JypQIQ8jGh2ZVtbPLxnDzPx4Jaz8di7lzpxScfz4G4EgssH3dBfD7Wwnw+JnLkq6CvfDykxvu4rMj7eMzB+9iLyvs4RKP3sQa+9zFVBJ/++enrz92SkHvulurSc7dSIp67bdDouXGk+9z40M5zY8IDnhtPpTw3lp49N6Zjnxt3meC5MRe/58ZyDZ4bL/ny3JjIp+fGZUnejWXcd2MYMd6NQyC+G4MgfDeu6vL//3/k/yORyP/////PrDTFj0T+RyKRSCTy////////RyKRSOSnIJBMjrysNAuJ/P//j0Lq6CIkXwNFikrApscmWsfIV+lhFNDLVzdkeI0SzGbJ1UOEomrIr3VYWDGBq5TeRHEMfq1iF8Uh2HKAu5pIqVUz8jXCMko16KuTKNBCqa9oFEDz9Pl6Fgido+HrjwttotTXKxhQo4qvKFZATXiA+gjy9V9soz+N4UA1ZiRBqxQg0Fhxrts1rlVPWbpt49QrAFIdpdTXUUpbej1UpVtMFHq96uqoBAL02uevoVl1etXC09CsQh0NpNdrnicdRfPXqyCGhk6J0KuqqKF24no1c2toHi29nqVp6OFfr2nMjjp50Gtdio46YfT65UVHeXR1tMWZXtsQLaTm1wmgWkZZvvohbBe9+drnTAvo6mscs3YP11c3PNq/Rl/rUrR2Nr5Wobsq2NV6CfM1yic84sXVwql2yaevSLy0P9i+ok1qy+7XszdtjjFff3DAS7Krh/KwDxpXGz3BajiuUmKDAR98jcCjlfDkq9ZWG0X11YUFXAGLr1cF4EFIvnbwwzay0PiGAK0mMmvsZFudVNd4DUOrlN40zuPrFepB4zVyvQIwofGkvF6vYnQroUyvWny65WDYq9cB3V6S69WSjm5rsOg1R59ue0z1asbWbVOx17O/bs/Y9JqW7BZRrtdD024jveh1UAXdJqrrtc+abgnxehWU6laMoV6tBKnVqCSaG5wFgZMABBGAKggA01UCABLFgSSNU02J3gEUgE0XAxkhAwQQncQwTABQZAIAQIAYAwAQAMIQ4Q0Scx7RHq9Wk7yuZJVXvfd5YIHeXeCHwWhirRdDxyaCEHpTw+Y2WeDKVostdoYLnL7tYruZL7CSlb21kY2tW98r9r4JycY+0WxmgwyObpPZ0Nt2cG7zzrbSCw81PCmb3acr0Wtndb0Nmy4g3ui03Vt+cHSDz4ZupMI1bCl7vTQpau9a941I4suYZEML9c1oY8O6j2kb0ZKGQz+X7fs7QuvtyuECg4tv2dvuFkIc3dK4oRsbce72xm3V5Ii7XR03KxgecX3b44618+trwAzdbZgb3W6JJ67s+MozB+6Hu69UtaDixEyIuw29IdYMi4u1xG5uYyxupT12a7S4YnzbCmy0N6DuuqGvUXfbxTTE7/AtZVgO9dralrd6b0fFpZumt9t1GmcFA/XWu1FjbisLejeZDxfprVdK2rdxVgbnCnO7kwcsz+HdpX2YYBWoXT28y0D9JvrtZqXHKe1yqN/0u9MnlKk/pDfR2r/VkzUe044F0EdX94YrhwYmbmVA8tiZUiOFcdspSLmpwuHOWqF7BwsVy2Zh3DJbsHcDjRfIrZYL0zNhkFgrhuNqyNArtwxv3NqiAa2aM/RNdw17PbB1A3LLtKH7Ng7FLTOH6c3SQfrGDif23qEPZuNQenfgxtAG9ds+NHfmD9WbBcT0jSAkph3EcZtC9Ko1RN0eRAxxNhHSm1nE6VtGdEzjiHLbR8zaRELEWkmc26FE02wlCj1zidFvMSF3o4lDt5totKYT9bWeGLoBhaBnQ3H0m1H03ZKi6MYUg9aeQr4mFYc+q4ruOayowG4rRt+8Qu4WFofeyKLR7Szqa2ox9LO2sHcDbS7IbXAxK7q8EHoLkXF/gVxMMHolK4zSN8SYu4GG0BpuHHSDjnYbetRKW4+5m3sI3eLjoBt9tKs9SK2akMzdikToDUzOxI1J38xMinZpMujMT8QtA5PTN1HpmNYr5QbKsGXSrxWib+FiHxm5UN/+ZWJNY8TdauZc3UkMm5rSa2szd8McsRzsvErvzHaGbrMjaMc7xy32O9074cnlaIY86NuKp+k756leXRY9Q19shYQ+e5+jbxzUN6OhUsrd0OibDsndeujQGxBFN58zomOFDVH3GhMV555o0DEpEr1ZFZ36drrbFpVVNkfTa6AksYZLp5HbpdZvp7kWTDxxqaTujwWlz5QJvXY0aGJaayZFz6wp9bJsQvXulGHfVG6Lp1k1j5K746npFM2Eatztp1y1d1sqohtSDVqLKnGbR51S7aq616RpVdFfTs1b7gpm3SjBzFGSjW0QCMWbRpEjprylbWG47pbBli0fozIXN4vG0oQI7J6PoTtOxNZyJw+y+CQaBTSzFerYjqWJ07BoSAAzjiOKKx1BcLSCEhpddSvRp2zOD7cYvAW213xUcOvGTczmO05WFcLIjMKt3MyzZf5IpuDNN2PRYiLA6Y7AOxYYPzZEb3Uyg76m8TVgc9mZAQouzR16dApxJ+6Lnoq2nYbq68rWCyz5rLWbzAzdNc2mle1xpAWh/ALz4+abSV4srtH2ODC8qHfH1QvHlSZnzZshD6vdGpwcbYNhfZ4Q5pqW5loL4VYLRJvvWVBGmpy1FgaPNybY3PLsGvP4ZrWDBdZpQ9v4ZBKuoHIJr7NG4PVjd8QPfPQIdIzA7/TFJii+xGd64wtvaX2Pyc0REyOXbVU0XIU8KMJW4DFoTCyGHB20RUE71H/NGvE8ap5LN2AoTX4iTWocrfsm2t0IGlbD58GTZ9BmzlemzRvMmUGsmEdZLi90rSw1Uh5tnjzQGBnpBvn06+NBu2MRi+Oz3fR+IS/f/t3PXnDjuY99SwZZxEl0fCcEO0EwE4NPOPhEwUwYbILgJwY/YXATgp0omInBThx8QsEm6MkOWnes3f7g0JY8keaiYV++kzk05ix+LrMVTbx7vwteaB0sBR8IBwW/EZY/E8aWWApL542FeSPeC7t7rIaxDufDYYLQjMwjpv73pnyXyGuslaGNlPWeJ8uxSuayRz7gDFlqgPzU9Pggo2OorfErJ8aDx8VMNsWrr4kf2BGDNB+ePhwe2GRYYia81EB4gGmwnZdafpJmC+vela2lO4of9b4S1eKDFWENo7uIdv2ZrSrxwftNorAbn4O+68MCC7IJ3R1CsWm+Igmm79AZQzG6/4veP8Xq9hfolZu9FtdtOY5LjZ/H44vomFh3sfvfrBKgL6LEugV/nf2GXTb0InupLfbCK2wn4+tRr60H76xBG1ZfWVJvsJ4GMZoeZSK9kFm01BR69AX0QMNnoJPn08fOC82cRQycT1+Jcxj1ftAtPeWe+oj7wPk2yWR7FEvtARttoqbZ10bZA26xQZlgjx5fH2xzDbW2vmpkffC8Gsmk+lVj6oEbaqfX01N207PwGcIGTFPQnMfY3ZGsOOO6341mrXUmV8n31sPkZcrbZGc2DX6e3MBCmZFnpAxJObdThqfATZXLITqDZdfeqb6pbnabyMTvztc6eOuWR26kI8+iQ+dPEmGk6W5795WBw9v9auL92th/63s1E9l8rTRN9dH3NfqD7bmTq/OpluYPD8xBTMtPoekfhW7giNzILu7aA9+tp+tvKNbrHTbsj5Zn7MhOguyYveBVuzJ7dpVLdls27PYW67y26hfap0OZpb8ySJ9JnLHJZOYTrFaTxSt/izAkyol3PvyVt5etNzXF3HuRMkIzq9mJj0d99P0whpX3m3NvRFotgRtls3HhONYAnCR4bhmDP7QKN7kHP20JPugG3MTie/St94KVN9H77ldn3QOuuUnvuEdfcB+w3Sa52h5lrz3gUpsYcQ1h2WRuwUbDeDXEWEknmvKNxfS2p9Oko+mvzaUPHEqbzKJHPYg+OIUWYgR9Zft8gMmz1LHzq5nzhQbOUNPmp4yaB58zO2uX+wbHr95mYpPffKfEPLdc4AUhMQcQeU7yroHVIL0J8sm8oIYw2tqcWH/mPzC82L/fv/mJH3w+jiTjF48BQUbxjxFP4909B/JYhwvOpTzEafyoUfyA5vCiE/irjN8PHLyLmLpfs3B/MGxXatI+bcz+gRm7SSkX8dLyionldNwyaMCa3hh2U98cZllPejRznNjP2NQDWdOPekd/cDsv4mr+ylL+Aht5qWn8U4v4g27hoVbwr9i/D97fOWvHLjhp/vKbhYpPG5pJQMXPwwsNOhbiokbij5KEk/VUvGMYvvRJ+INLcBfs3K9GsbRc1jysIQG82zYx03Lqw/i6PEADcyKbVG6YmZ8xKhdhTn5tRT7vn8EUu6yG8cTNE+kFPkYevNOHmHcak/eLAGgfoyUBZOOwvHR8exnU/tpM/YYTOJCB+bgeW0EHNTmcs2/U+1W+9D3+6Ev8A9b3JKP7KfAY2ic0t7fkL+7hQk7vpTuLeMb6/pl7fMhV/tcX+gOM9F2huXNwyK0bBHuTSxzQFvvnJyv/nQkwBJ/wbzLevzLbX+BUX3qhfwT/q/yE23zXn3k+K8Q7fXXzEHia6n8z3hd1wj9tzv+ART/0nutWO1vsQapOwmYMctCgHuSU/tUR/YPzeZLD+df38gMs5Uls5F+Zxj+0iAe5hR9lAj9g+Q7k2v30hfuBDlftin3bduxxfst4hKWwTdwfQtoLLGvG+F5m+OYG+LBO7w8c3Yu4tb+ysj/gvl5qVv/Vmv6gHT2o+fwrV/ODl/Ik1vGr2VvEB5PfxZOvKDq32b+FA2pBt8DG0u/lxxXECoptjKZl0/QpMDaoqb/nDrOMs6ye6bjds2ZViFUEQ8cQgjV9UNaVg7TtG4TlskHsmwZpnTJI+4hBs+YLwjpZkPaZgrBbJ6hllCBZcwRhWSRIyyhBKnu7BKLgTRMIIGqT5P1f6W4GcVnxFPYskmS7HqDw0YCwmwioZQ0grTsAYVkASGP7z9zk39rYX/aZP7xpP+xz/oNX/KDG+6dm+wde7oMc7z9T3O+780z4Ueb/Sy6warvpeeawTSgs9TsD07EtsM6kQHWNCay/J7C6SYHqbwu0fmHg1pCRgStqLjRnZ8CwYsfUgB56Mr2gC29XnwLRynivSGR5gu9Y4MOY5FMb43s7wIff3cNtcT9wdC/07n6aAf6BGb4Y2BK/MWRvNhjjW3qx7vEHXPE42oq/4NVXNQHaeelys3+QoXxQQVCwElAL+w6kJmpLW7JaHBa+iSljblOc91IaMbq6MP32wuosMKxzh2E6UwzrHWS4bplh9CYaMg+Za8gx9UZydxskfCh7GD6YWhO0glQz1WHFKc0jVGcVIb17CNUtIazO+kF0cwenO3SQrn2D688apGPNoLr5gtMZLrh+piB0BwrSuUgQ3QpBdO8PTD87MDqDA+v8go0D83SVOaHfUmDYioLAZxPKMpiQ1lRCtCwkxGIYIW17CLVZQgh7AyHapg/CHj0o9q2D2E4clDVuUHabBmGtGXTriEFENb1yIe/P4Whid2sOw58riAsPfXYBYQNMoO8rdDgG9gGURj4nAiR0KyCWuYAIFJ2jAQa5G1DLdECxrAdUODrdEJA6Z0ZA8DCEm5Vnmx9RFcuncTXs0TKoaZUZ2Q27CNRKou0tPzXPcrTo6+aweC9iepYiot+ImP51iPR2IVa3BTH9/YfQbT5c19RDuvMO17fnkM6AQ+nmGq4z1HD6ZYbo3mRIZ40hujsM0V1guCLO3UL6n3u3N97kv6OwgtKfB3dHHsRtOOw8KLT20MD92QeBLj+kZfwhrP2HQOoPQRjKOQphkHWIFncbEUbhnYlwmG05aPkTwCkS4GzE8JhKUG/gcTNB8NmEYF9OKGBwMJ4gJN5+gmETCkHoXVEQi39IQbAthdR1nR7S4C9z7zZT5SA8rOkGDIw2CHarIa2VhmrZZwhrkKFZdxhitb3Q9tWFWOwtpDWz0CzrCm2PKgTrkEIsJxTCGk8I682EstcSis2sWtt0mQKwyjI3R31eWsT2GU//Bh8ZAfp+D7QV+E78i7s7gs51Qi7tMVBl5lX1j2jsX3bSHaVpTthmTOyTr2n4iVjPOIf0CXRAaxrom0rOCBHOM8G9YodG8y+FYazxpGE3TQkIwVyIm5jJBCbepUoz2p/GzzBhYk+2qFVOLmg8l8gn5blGlIel1TK1c2InvPmlddMI9SeG36Qj7aYbxFZnaFaY6tYN/rX6dM69suucOH/yMdJrXoZXBVY6Ezs2ZyZmSav3AbcVlv/gIIcxjR+iPBNkXZtD2czzirNDiRGFRWnVw/z13DrH/KAsoms51ohe3cy1yD0Q0x2gr6UTHGFbGo6vz2nQWGUzFFkxHxBzgfTepSEU3nzDcp+59Tu6wkVx+2Uyz4id9zjGAGVk1Ebm1u/ozhbFdsvqybuOmqt/ak9o47PirGan9zE7Z/Xu0sYjLmtF6EPBhXUKq4xzYpascI4kQ+5K3FRcjgPmke1XnP6ukTvYBSwW8ivN9SHWDnXjEkPbx/T6R5holr5eZsMM+95ihwg24mzLxtx3R16iQiZj6464WfEB5vr+pYY/hPUMLvXFeSTj551Z5pHhD7xNL/8Yad8WY15PIzbCQh37krLllczdO2nklhivqTl/BjEJlrkChVILq57BaQj/E5HXtpy6xpafnbYZZciP2+TDRR+3hybDqtsZeyevs5FA33JMGD63+3IPg7RN/T2yznllh1xPrEHZ9MzbhfwW5SO2fjDx4ENsINyyTG3OevQgSbjHL8h73tNTu3Fwj6l1GbFqHthwUJMQSjWDB21bPpsqrSgEHysI615BrCcL2j5WkJaNgrTtS2Hd2sMt1Qjz/g7QlmmGJ4zD2h2NaVKJjaTVRKi9EtRO2gSOouWaAwQN1mhWgTHfXJzqMOTuKkRLp78JxsCiHHbGgX09U4vZN58OzpjKaHMvrAP7cXaUocUFYP8pxeDm9MrDhdgAQrd0Bpd0UwFnpA9qtPXYtsR7S/3B/0xpbKbAmppo8Gabezm9rjra5uN9QR9WXB8U7WNznTLPh6e/W2OVmuzv006vy18262dNy50+F97w7aCliXWpFhpPr+EC6LTtpJOcdTaBBcsJBr2fENuKQrRsKcQ+p5CM7uJR/gK6USOgxzjLg1lP5XdE1pzSh0JMeODW3E9sLkdZpjE+xO4kgsJjCMWygVDL+kGxjB7UZu6gbTeWvuUUp3pshELxXaCB5uJy//S2m709alHtT07MTW8Bq4nvyoZ/lUY9aEnTqaUhHFkWz5yJ84c2Wwp0xRlaUPBv+y9rg5YWpMF47i04zMZCrOsKzTrn1XChYd/rss+CbpVog84Ggg2wHHGtxzyR/YcIowd05Rk6Usz+3PS5wRW8h6CwSYSEdlYRBDKG0NYNhFjtX3YX5bC2pnaFG3VtliP0yoo6vzZOWTmCqXlzhlgn0pGaQWxa89RlZwVfkZumXaOkzxwNM1pfoNIhhfvHncOWq1MtR+ozx3JoG07KmZHeO7DcnYbCz9g0OOfhVIKsA/xk2dxEuJbgIUADRdl6rWKZHHaQRlNms9hmpckfX8aspS6LtbndSogs8OxmtFGAYaxXqBfpS4xN/rLwX9ImjkxcsTsPKOgEfbaKJ7JJy7PJdxObu7/ed2VLH9fmdv2wHHdicxf9tuJOim5tJYPrFxpYw+YEmJcxwJPCDSR4U79AYbjELfX7Nm7RoPdrfabs1xsOJZiRxKM/v8DBEM7WJjzIuS+nsVrus71GlB62Gqy5mQqYsbiGFDpDMsP+uDY1/A7xtm4lcMMTrAqBix4blWt5sG+zCzJmNdOYjucOZrVOlHR/pdsZZVIBF5wJPCzYCriArMlnfWvbITeBZOOIOSFt0RJkAimJkZtYjjMFVndVe621dD93kY3PJ3wrDc02zgCWIvMEnQ0BzDrhtZ/7ZvqrbZ81bbBfV7DQRYXathSi0DOnIHDCztp+3XCgQEMjRPOehyln6K5/wnHBSG+527FtKOpCSfohj+sNKsBmEwrYrSUo+GBCW4YJA4uCGF9jQwQt8jaoPP9CI4WD7jfX1gqVKqfnQiUlgZsrE8A4Rjk3ty7SXzfZtQ5NMAkfT+Y8IEEn6NAqmpgpgv4C5y6a28OuvN+dRhX0bak2nt1FHiOIOd8oUjr/QZ+ibaS380OGi55kF6g2cW0Ks+UyzHgoriu8ddsL11tdaCvk8MKa8W04MzSaumOEq+bDhgOdBKikGVxWIz9a9ikuoDCzMLrrCuvtKoR+WiF61hUuADA39BzfxWy3MVsOPRHjtmyGs62dE765W5RNHQ8wL8CXuuxohjMp0o6Y25wATgm2ayi0/QZlVWQW829Wf+f2Ybdm1CbO+5Op2shlaFRBK5pDWMmQrrXbcpcsW8MOqKFPV2c2WQLfo0tf0NRaSuCEgkjRnZw7WucqFSGOnD+9nD8s06E9S3NkXXN4G3HPbDcDT7bnZ5oD19lyo8wAQ2yZ/WWA2fXc2nLAzlpuagl0bT0zuMRUbC5Vz653lxcUx+Mr+f1lgAnWzAoToDDEjMiQFeREs1QxSLen8D675+C6p5gytE4+qDnnswg/n2UO2Ap/QWO/8bJt2Fwe1HIjLJn/suGTCr5C9/XnzrO0K7vYDBl7yiUwpd2uNoHtteQ3mgGnWbNRJgArrIz9paDNde7UEnBkZW5niaKeWlIZXOs2F+0tr8SC40vACXb5ISakssXMypCPzCTK038W4J3XcTpuVjWDTE6haGmddHLidmMuLWALc2C6GOB+n21pjozTWndyMlydNBwbnm1E3hOMBTpghsi6dIBOlTSjJgznTJkJo0HL5dxmEeBUSc5CEXCVLG+JCLRBJpshZlDGiCvvkbqThPeHSUHBNnHAhfIieKQIsFOKzJzhF1nNWyyfXWuz78Dfgja1Erf6Gp61ffC3qYWSWefZTcj2XzRYSYWsh5KQAS4zSZsow2hKfzfhaTCgyhRoL5nH1GjNEW+x6VdaauNsMst1dlie+Q2yur3urb+ZDT6tuUZVTPyWZrUuquZRBTCtXq4r069lYDnMLMP10k6BjG0nG1LdiOwDvOYytgAlHdNDrrO/Bo87hQaLddJBwfsjYqTMW5gLQiNA9nu2HVF3hLWuQeFxU7DSOCs2IcxeNk+M0dMhRFMGcMGkOlnIY7X7RumbpkGLtHuF5Bufozenc238QEYmv6n5sDZMqAZnz+YEnZ2cy2P+/gyZoAxZIYr+/UN0J2dz59radFv6dd1mTjxXr4qFnX+Wxn/cV+pEFfYOP3fsYKe7HS/XhYkguaYkrZhvK+5or8jhu0tlRMRdVKNq7arNcWqeLlMJdmC78i3qGQ3DDGjBDNMI1H86DYt14eigf0hoPDoHW3VERwSmralBM73qJ47kIVEv6qZWiE3wn3TrcJAfZ50wG7dfiZq5Ldgxf88RGHQdXEadUzxwBqufNZcFkJ/aXu9xaLB9thJqm/0bT1uus1XjahULlDOTN7UjdLYkje+cndBVaemkEba6pMshtHqTu4s5RKasFXr8nNMdunSrLy9sXYvvJSY0iMAI253GEAYWEDN2c2/HPO1lWo6THe+YGY1ToOyvkCxx3K15vGD3yskb1CG4H4lEZIHYhygtcyevOa0Vnz5h310J+s9sx05ngkGwxvQoXfAHmijkO2neoEwjx7BzT9QEz8vjfrxkmalKLeZ99/gZc1OW228Jcty/DsrmWcXTUbMor5RAl8PJjbxDzsXBsvNkE2sDXGjM2gh/bj4YgOLicMAFjNy/5Do3y3fuCXH8surK2PHp0eHTq1TTLbKZe6D9xmDH1Kd1DbGbD/qsEPnXhdSnLWeH7B+cnDyY/gur9Fsw/QWd8aMuJ639HUZNbWKIqONijCm1I04QmZfSeExN0LcFxsyHIqdnzWwhZeFeRlxZkXDjGqdacbEV0HY3BLIOaaRNM4N5hsspEgpmG0MZC3wBrv7EJ9xsP5+Y7eTNI2nfnTU5RC2ASdcIbQT/tlv1IMsf3oHDdqUFs0vYyM+3jiUYe56jXmDM7gaYJwHo5wMFt7+J7ZHOrSH/IPTBkg2/R0O3PNe+I2PN7S218aAbo6xZdwxmw7kUv8DQm9Zo7j3Nav0dH38ALngtX2dlJ3Qrt5Zu5H51I8qx8WS9C7uUV+NR7KgBXi3jlhLvpnDRnlfCsHfVSe/h816Rhe/Wt70Ld75OLXyPLTa/yPuGzOy3Aqtkc4bJVpNkEQYB5k/E5RHahejdIwuHeIIwkj1Pno5wpMz6M1WGBd9aOVTEYbMsIDNeTjqzZbY/Z4Z1yDzAlhlA3Jzu3hiIHdc4Av8BL17E2YYXPm8a5X1LXlRT/DEvDb3NtgeoscNe+8rCd6mnfeslfGNd+x4AlxlXGqmkUd8obQo4SapVanrkbLADBhwWFsYqH4mZ8UxsGS1y/nw8/s5QnKb6JthKSzealjWXtroR2y/E62nm2wQb6lsbPqAmcAGrBIalkY670r2zWo6DyTCHLYlD7YDBRjjNh52vlXtBfEb72tIO12JQ3OTU78/baNDYFx/ffLYcF8u5dTApYg6DhzDWOBTCF+Ij7VDUSk19N6Ho+861Bu1C4SlxKt5NR4udGLDv3/CMVIkYXnnsSZ3e0lV+VVrgthStiWou7V7zGATK/CFQIy6NITM3sDPH17qzZ7CLDXqHJwvbPRf6PJYJRoZyJNuAF/u4205o5lp2WoNZTw1gv17LzjayfM0LJTXkeFe6O6vlIFMwigA/FqPTuKBXCUajx02hQBtS9tejvJakA9yQQh+TjiNIwWGrqG/hYPakCXhHNdpCl+YtN/FvBiefZoghnExeoEXSeJrNFTrbswBIDmRGviBiOrFIvmI6MbD6wWXS2ZEzT5JzDOsDeYJfdi9rwj8rOcYoibMrx+P3vfQvSFdTcIX6eEsiExec9ZrkbuqAPL06EuVmZBoHJvM3y9s/0rp/joH9Ow7QU0A7mNv0PqvCx3GmUYjRYJ9Ge3Yf+/lEZ9mM4t04gj2Ch/McJFwE9GTWa4Qe3/KcInheZXuHwDuT2xECY4S/5XOB6LuU8fygKwAO5Lo9cIbwhwyHB04AcBrP1YHHXWwnB2wQzIXmLoZF4/hKx7Ell5BLmwE2/88sn335vrF0faLtwCw2h+7rMn1wp7XTo47GcRrIjWlrz18bHNXq/OtzUbS70ts5JTtPN63d0ui/83tIPLraI8MrOjpfvE6IWNh+lHA/F/JLzPGcuTncrl2OsC13rv1sgPctnZtZqkOjg6m2djjRuhZw0uWd4FTmoVW+NndSLF5vR2J8/usLOdDPnfN4qBei2zgkr70g2R8LvauY+pkwPAnAHgjJe5CkaSg4hveNQqpLWPdsIy/dUR4CjhtojHlNwPYACPL4P6+f9OzJnN4dURg80bufcOqKR69vCCOvubhBzHvz3C087MStqfmcJx106DCddcz6K3cPtBNLwfa+yHZkNLjTaFzzXUyP9sNlEzlXorO6w0lDpb/pbStpotcHDasJx1l2TWcoZZbfpwy0QdLd0akpLj5ig4ww9YJkMvdcKHexMpHjCMM7c7sgJjd9uMNe4rHlrlabBc2s8GSOMLCte7Wx3KclOFZ1EDCqmpdySwlzInOmYw3RpP1Gw0zuCcUdqDWM18FMMYwGPg3975zFYIbu8ounojxK8xciLjLuVxhTzDhJTYIRE2av0mnFwD56Hc6+LaOKNqGpDnlynwRG07uGbstpyNwy1CeMNdDxeJnyBWaLKZDNVKnXgLKeHim/GqdtIhtB3yPcG8ZLZJQ1MEDUSzJ3enyokI8OlhpWuPfRGF0G1uNxgAk5xiqctRFeU3RKCNzE6TPBGrh4LEStAAbB0b0g2WEqGebhPhLU9N7r6qtBW7V4Pkw9AsMBNIXqbncyaACNGwtfjtM0MANBHwXvDOMhIO1bdwrYf9OXzfLPO1hoKaSeK0xT/FCe5oyM13MDfApAaW6foE+bO9944xgBCayba4bNrjEI9L5ovnyn/WIGpL5c3hnGm8UIaGCtrPk2I8UgkPs2+WU4rRIzoPU9cucbLxEjIIEN0ucX6nt3fRx65HYHHSyMRjvcn1aHUPsNqMYsnAGGMun3BQPdtK4LhqdvJqyJTcHD7jdJv4P/IhgqPRZ0/MSxACopSrhtgj4c2PvGS2GUJbARXAFs1sFg1vsu8LkTaAVIifajuOfOcPym1xfw74TL2IWeBeOxk8rIcjFucQr9ss4MxBGxR1Dsjju6Lhcoy8LTz08JGV5a1rG4cEq3vWFZ9ZhCgB3guJZ3Wqfts0pWbl+HtDGb833T6WC8KLqp+rjoQ7hpsS2TZ8UfMh3V2rI4oj2l9YTNmvKa7QORt+SHfBYcHAi6nxjyn8KByc3yZUffavqNPJtlVtz2Sg6ktdZd8Xgm7DqGI9kViwNZp7HO0684mab5OXIYdjv3KNPZ+CRgwjVzwNXwxsDDIQyB3cI4g3m/YgL7ENYD9P1e/HuBHimSJgNnyz+AMPqNlxps3n80t4xX3jl9fbBSjte1M/qTa6W/lMG84uxy3Hi58SRxc9+gYLmnMXdw2il+ucOk2hUHpQN5Y2KncZ3iAxlfP0/d3dabvdol7yytepulLIZHdvfWm03s9ougWzW7YH1eoz3YZKX7BKoNOwpqbL9Bo2mPYnxWOoHpiEexO6juP5r5KEZO9PjjgbBwpjij2JB5h/MUzfKIy/TchVPYy7OeZ5p7ZQqwPOx5OnN/p1Dj8z4faPHwFIzbDlsBWB71eZa513fAieAvor/LN4F0IoaL4HbZJ3BOxPoidpfVBHyzI92ObJ1sfr0P+x/WKGv3h/vA/6E9ymd/vTnfhQ09Hi42B3E46tDF8HkZVM8w50guj1uG/Qx8ju3yqc3pP+cN/To5XYb/DOAcwbNz4wDOIbFIcXaMORDbzQLIWGsZxjNwc+w2T5ehe4Z3jsfm886gP6OPW545zoJmkNyiMLg9MuvJzMuuN9r7sP+BH2W7droPvX94o7zW3p/36RiZsU44Dvgc1EXKU5vGYZ3DWGT91GBb+Ld0g/7sClNwXQFif+HOfFKgS0nvWIwaxkR1JmvBxKh6/vL96+a8hXXD/44fayNbGE+eXv7aWXRhduD34PKqKgvjXLB30dvoPyTgvMeSgnnZlYBeIpumCWSfQTkiuKwgz4eEBSuMVoimAF+Buj/VdbeNzcFAL9d4hUY/6lvmdRAbGopFIyenWAdHB4kQjF0TkfHFYKHT7krcoaHlTgNnWKKLFs0pUU7cMgGFn8iKmZmJslyEpjFos4gHsH2nxEsm0UI5kmkzTAwIZN8j6/pJuERiKZrCDZKhConXR/eCuMnNNtQ+xVH/kGtE8k+k9BJ9B9T3wtpXfJ4M7Gk7unc9vBrUwjmjLfp6O9SSc0dXdHfQ72BBzGwrwpSoS88JRkSn9Cc2H2rming4lJLixEshUPUJbYQ4C/FTfHeB8oO4WwSxxDhhBXTkabmiP+5XOIyQDZyGcCAAE7p0vk17Z1gWfelYDT7eOJVagNi6uZkpwl3zlZzcltEPwDRhjsV1YbykpeMEs2VS3t9aEVU0QTvFBAQCLhTpuRWwTUyxm8AqUYOHAPeIfvQKXiKq8CZ4gyhAQeDrQ8IGhbwCztjyh/tXpLEfHkBatbGuG/mhwU6/verZ5D4AKDRnLyRqfDAotLRfPZwMgxK502ogKfkAoNBpe/Vhmk8HAprfDi+Fn9BSyFlVxI3wlpATToPyyeUshk/5c1/HLPEdaToLesYKND8HjNkZKQ9POV7GuTY1qZ830DE7lf93PT442Z9vU5yamj/vPDgyWb7d0p/MnODMbwvUkwtYWQmSu2KEjMnjV4P+3BDlZza6Ww/bG0PZsRtiBya5HEacBOlNHkb5twzJFzVSMRG1X/X8ZRzSXmpSmYXC/+l8OQhJPtMilk7t2L6/JyXntw2xKzB/hiXz4Tbq8/n3EoKNW0zZlsCTS3ehzQVzF+2au/jNhbgL/bSmjubF/OcgcyvE+hUS0TuU49uS/uQ2xZUo+K7Oi0OR8rEmYatScW+3XXgzIm5ENaoUHxDmk9GITsf3D8O+1hQL7YMVR4W8z7wrfhflSqAvoZ7TomZL9mlP852hnru5Kci32NQU//uJaXZ2vk41H5zwL8dFmprBf5c3jUzKs1WHlsHeecSyLUuHptqsRPRrYiKPyeaDq+c3JMtxra/rYXlZT6XdoDpr8T3SbXQd5ymmM9gyVLnji2kiln7JtT4OoY8ExTQLyy9WLw1C9hfqXVSz9W+bGpUaJ4X9x+1LZN/MYSn95iP+LReeymnvCRxpW1gO3X42F/Pjzj96OWBeGJ/uvluR/FesLE9xTt2W9EObnlbCzDUt7UNB/M7qo1VJcmW5Yjgjyo3sNWntD0jMa7GAT8f8r83HsK7FfSj8lCfZk2vqVhQrsbzE3rFqv8Jeoz0S/1EO0hpga8iqjHnoSNZf+RM2Aa6xz7Qd71umCzvOj41rsYaaBeTI5S1qoEs/VpIa3iJEvnQg/l0GqGWgKK/iH2rm7+WGujvieS0UdBb484ubk2DKB949/kQCauOm9VTMoAYBmLyIDNQCCNL/qERt/4p6jl3U6kmLOyp0cQ9U1LQrRwxOYogOvDYFdGT+JBTkA5dqH2sMMroe2Hei0+0Ia8BB/w4Czqlo34KENezYpdevXBXnVGAThH9F5SNiLdllK72ZL7uKLtvFmwXha1H7jmgbv/0JlY9CJPfIJsj9iuQREc8v1q18CC7MoTnwg5OY3yLoNTh5FKTMJzD/6IWw3V664Z85j4mWQk3+8jaUYyNCsAS7TvmGtQ8hzizbn+LXPfUQtzAHX1eE3XtePyafPCjRwIZqQG5mA7UpovVyIlH7gqLOZhe1rPJ1M9lRmxKPTByMKmpNktdBxfEr1sER2TQeggrPofRwJInwaqyu/7ADj8VTfw4yeCat78/IhAfiFRHgLqgb+JrggJtAX2EJT4DWdQ9x4S1AUcewDq+g9nEJqfD+k0cMzmAQXt6m24wpYN3hdGw/mNnPH8Bj34cTH4OWBYStOP0bdF9DshJnT4PyHaR9uPwYZF9AWoajd0Hk28+6Sa7vurwHQeJUtHcyPe1Y96As490CMF+Eu2+sDF93Hlw+rZy88Db4+6hq7JrD4ORzFmufXLnZ9smcMy9hmg+6XdN9A7IvqxZ9+ArrfLO3vPMHjX0NsuLjJ9DlO6gaxS7fV4DI+cm6BWfqJlK+rTUNJmioxbyCPBdfWQSdP6mDqmjDixg2A8M92c0U74Ifu0+h1P00BWneQxqYPcdre/MrFzET00CvFR1QhTZeDDMFnGfv32WK0kptT/vifrpsuxO6Ep2bLALUQdgib7kcrmjp8KtyfSmGPNnZZIqXJHqvvPgN8ajVx/osfYq/Z0FXPNmCs3BdFQW9PvFtPspaIroaOf3wGmfgZEURtHxwUYbreuLo+sSWpY/vVCTyLzY849FrxKHXl4kWpgbHdxlP7WqiaPriXg63NURFrSyB5aO+MMU3areOY6QzwhpdoynwuSzW7s2go46I0a/X4dkYy4CKTB3sctfi7Rb66mHgpEGTMcIVGafI3n9MnHQQZzwL9zTIUx+DJg3Ej8/Cngbw1GcjST+DOSNGdHkKYYrg417Qy/S6dCDLnM+GLYLpLek1egV6o+uJcZzvPHYVq2MJsVtsiJ3HrqOYNaYkMELqiGx8BvlQyU+E80TPqRfCJJHnxwPznsA39YDyJBaIcYTxWHZ0QBSxlMWYIMwTuk49cC6JPjPeiPGE3qsHhCeBy4wH5z3BjMiqjngSazWKfu8FermXs9fouZdSr0aPCVp99zUa+tbeiuvb4bZ2C27huClu1+3gNrvN36rjxsEU8Qwv2ZQXOFrze5gBN+zQNGlGCgsoS7LxZ6+T6TB+YIidMyL3zCS5xSj/W78fW5HwsYa8J+X7k4P9bVvSH24TNi/lTu75ZxbSzmmiPAWFD2lfm4jTNH9CJwSZX3367/l67t3g6wiYJr9yPJXBVn/xPXsOFC3MsZ9DbB8WuXuTCU1K+WP7PgV0JtuWkoe7HpqRDGe2J0b5zI/PRjv+fNqAJkxH6oHNfZE08BM3o8w++WLg/pYKp62gPRZF00o8/irwsX1Q8lI7roJ27ehdxKl53wTgZ0ouS9Goa68F21lOI3B2RZBlq0/8PdPR2I24HD0r4aMuvBb0vNp6XDADl7oZQvHGv59GiqKz8Cwdlb+ZTZErckfsJJvbkGiH3HxJaA+uPk5H4peVDmfEyPs6xRaD+NTKH1uR/FFhTMue7D+Z/cVCxm1p/PSl9rzQ37r7NgsJ3VHamQKTC1o0vMsYR+d1P3/k25m+rt7ubVHQ3sf72Rd98oJXq15aPcjbwjENvvfZs4k+DkvkoaFgk7Luyt2fbckEAPr21ac7r81I6n3FOuoyc897pdM19bP6zUHydJS47DmNwAeeOFb9aIgWg/mpDZ62Qu6jqbGVMP9OT9M+EPpl2YXru478iXgohDZh8cV6FF4adfhMpJVwNgK781WPVg/e21r3sRs8WbiIuN68cSC02zgNHKdjSeMbt/KtLNPSxqaloz4MuJVOc5BfjE+8vPTaMP2FeYKIhdANxy9kJ0w7qO0MX1Qn0l8zG+33IniivhIzHOnF4MTzJbCtUl6YE6Rb8F9peCFxwriLL2j8ojiR0FrSqt8XwSdqrYwOW/5iOPH0OSmD3F4UJxJj2P8Ir5SV3pge7nqxnXhp6WJ49AvrBHEXMHuLXkidML8bX9rAi3Ii7bXMY/svQicqupLZm/hi6MRjc+GT23lR44l0DbJN7vjin2DpZszq8guSE68v46ujvE+S/Xzj7JAdpgOrJcRDdhQfgfAEslxJ2X1cvfv6ZHb9c5sW4PYAKBbARxeM/Zw99BXN+46ZOzdP5k5m2UaDHJyQgdiYn+2H78d+GZkxyKILj3ZmufiUPivO+GLqD65tPq79jn4ifqxezHOtxKNG3jyss82fGylT/VdN/E7MOn2t0VtJB9EoPhA0WOqwpxY0b6QV77OoZXCzrvjZk8tM2wVdUjgTbnuh6yOfYxH/Oy4k+sLzgLmJ2F/tgvdgs6CYXXCh9iDFms7wvhfCB9WVqeXnL9gHhAXn5QUXigeZDWdsB/cmqzB4e8kLgwfvlnE3Rr1gPSBogX9dwQXJA9N34rsaXCgeJLPWvKjvQvhB7SsyW5IujB68l8Gn+y9sDx6Wleb6F/YPHpcR9/kXNg+ey8CzvBf2D97L5jXeC1sPXi5zVkF7wX5AYgHKMIIL0gOTnf9ZivZgtwQjJkOVsGIcB8aJY6hDOHy5uFcQeCoy+OYJILZgupdWWCw+TYF5BUguNM8nHH48frX7YjaCvXk/UGIrqyEYk7336u9ONq1Noy/9PT0JO/2jDImPd6dHHv3vDoGh2Hn9a7JbMU8AFk0efboF/stvyIQjO7MZ31wz3v+8qXc0z6M2G/2zP7DbbubQP8O5KsCSku7Wt64V7TEAsfitfNgtRuPIdz/beYod+11ye0DeHbL9a2VT72yICmfvUytgvik0l2TboTlygvbRUWiWwgouYjsUVOUWIutAVcFNebge4A77kn2FG37gvgiwZLMHcGyBR5v6cEakaKvumK4zNoV/RrYd+vskWdlUiFWtThFmRoYYpGIqzrdhcIcxPEBu96vIyVHbFGUETj0BdLf0LlTPv6r7O7ultongW2qhOY7AvIO1UkMLZYU/iTIr2EeEVL15bj5XOP3g+tr3muc7/1z3Jzbp0DxVotsNki+F0txw7rKDuM1zOnS+jnVCNlZTGr7X46fzszPM4vB9HT8dnv3DrH/+hhobcE2Bp2G+Of+gb0xHorDeMMHeAW2HZlEEHmb6DvB3QLZk5TBrrBXAcv05ge4W8F+af/4B7RyYdpURDJOya3puaJ9HhkuSHcB5yTmce7tei90BXpiEezkLdmYH9aE36oG+Rma4eDwPNccKee/Q3TbBh6zV1mgHfMAiPgfdX+AduOtd9jnb8kjbAf9L1Usc56tR0R3gv3R7hmO+jnZQsfm/Nf+/RK4AM99f4OyAR67b5b0dh5CSZ8+Wf/oOburodvuPoY4Iqz1xM6z9Pu1/4I6v0bDt2KnFwvM+vLU+q7X2MdTzgdeq7Xc5e4Mxu4pWRdpt/rB3c8fWSfe183Iz/tnS9zg6j+8MLsue3cdFXZ4c3JU95b87/uZhdrt92nP53ct359lRK/qe/AGvflnaX217ggPW/WJ/f+n3LLCuO6mM+vtCfS4xvmde7pqr5sXmcUzLRa4lPLYR5AMvQE4MGUhcduITEvuJcjty8zWmm+SVrI27i3It9qlSilB2CyEMKmyvTOJt7CsyKq3ybWI+4L6dmpWBzyi8GS7QpnnR4VS6vIvkgPh/S0oz9AzSULZ/MQ5sJMOFni0sCZS61OYM3IivTtPgsR2K2kTndh4YqzLQdKYeuI0Ct8mIVLnT0Hd+Fxl3FJBhL6KxHircDsILtD7meBHGurws1fm2l9md2w9dUkijHdnq6f2Gjm6aa8xUcQbkYX+FYd3ls07xdKCvuj0mImPrFtpt2vy5heJfz2iZSmV6OuLmgJMu7yMX/tdVl9QsyA5kP5agT3q5hrd39k2SfAbRtucJN1SfiMS0uiyKZ4CPkYP9MmDhrTkWNvR4wO00CAboLZ9RJBtckO0avdsXktgpVwLY3cOQwB8odKHP+tcEYQH9EKP3SlgWUqy40Jcdi4D0XwuiBeohRudlsCzYhZ5s8BY83xnq1WxNgGWPhe+VgvSy7Y3PortOxzbdhO9CQw8MNwojcEZAWKFfDTHo/IdbF99TPuEtg2+a28mqk6ubg3eXH7ZnFvlQ89CJ4y8B7nnxwKq4XiddpEblc8B6pWut17tXte4CnRDEC8Dssuq44wWg77m+zc4784P8sfUs8MxfkOdVX+DDPlc9v/eOjqeY7bUTHlyNcnijc/L11Y0R1R+LOzlGuvTQva3xVo5FPTY2n/7AhJdWGdflnFlhnJZ2Y83lvgO1D+zAX6d3XQ97muJpfas5LppyV8A+R+FRXcgtOhf1DPY4Z+ycAOYN7Vt6xnL/Ye6QkOUBxSt6kO9RT+hM1X8d4H7OjTh/YxzP2amhdjnkQKqb1mczjrT7u5m8Dsm1wYPRFir4MnUtAv/f4FToNCpfbNzJdF64HQkgnV9fSHOb76u985CLiP003kbTcBV1GGiYuYCrWAXPkwjPGqjUG6y3he4kuNo0t4/eS5CH8O05/9iQ+wagZwJ0HMA0a2Aub4Css4+fnmoGj/Pu0kzdzNGDBbhr74uT/nnDnTue3Rq28Na17eakpw59YmMWXLm6OZhxzRO71cGAz9w3iOlOO+4xuDzau8vGe6W5Op41u3Yz1NRNibG1iQoOWj3GCXPNMLUxS5lTVmbaIKfd8YinqDti840Q8ILRnY35qc5XrfOHN3C7KzA5zeHKc2xgVwtGNjNTP1lllB/YnHu9aFrCY7WeUUFdKlzYnpPgTNVjSDA3iuaEzA4UbBHj8XadQM+GzmmcGsziXbrDJlPpOsrxR6JwkQo5j8w5SGMYaLcQzSSsDxFMkMfgPwivcJ6wGW5lzg5VcqRllSAdTiTQN3MBdDNMgkQ4k54JddHE1w5f2Ji1YUZaw5fDW6vYwJPDjOUJBO5wiW52VowxjiP/Fn84zo62fc5EM+tx5o47PPaNty1nx3VmGBMSZ8J/PGSFMaxAUPONTSBG0HUvxldojnDUABrDdiHSNjSMhqkzGwx1wGTIwbYhJbRMLZK1BcyNIWfaDOHQYIoDtk0kNK0ismU1DG0jZrRs4YBlyAOMTUuwYvbFz5uJE0i+j3qRBdbOvnsTPLHxdkbNMoYstgIHhlE3ozHKMLTYahxZRq2at/nNVbHIyeh3XmDYMiJnzxDoGJZM2+PhODva9jkTmeGcvYU5B33NkkSJhOJlRnykG5l6uxriV2MTvt/c8uwbjlPnukKkZtggju8LjllIM+ZAdwAPyAE5TCTAgSoCBjsMWdBm4EF2MAPWAVjIJcDAIkIGOIwzUGfEwOYgD/ADrRh5sdRyaS+vfYK8xPpU/S5wJcHT/8MXsTT6NDnqy1vfpXuKXbm6sWj5ZaG72gkQsK5GQz6WPXYtirRpsagc3SUvKNgPp2y7b03XBc9q02aQ5S2w4HQ/1nO2u5Yr6rhatZnc2kGtI9oGN3gHG6kv9CVnnX+bIhh3mVYBQ6tQc8AxLDvPwRDQGcztTFAOoBpjvFmC7XRl4TtbPtqct1ODQ3MrD1dcTczcO/+cyQ8rmu66r9xuI132Vv39mO0pxwFnuCO2cZ1xTHqKs2dBreu3BUgwupzclpU6A8h5dcnsuHVfmqisKe6sxtLWZekNUvvSWoiDZe5uFiTWJ+XwSGMXgBtam6H5fz0GqA2xweTedy5PnE+fung5YLm9rsYXpzO03+FOxuXFLXbWsQzFuRB6KeS3FXJnQiiHkpMViRsB9P/2mctl49ax9cSAnmXfu6Achcat4VUUF5GK3p7tcDAXrcQekiG+EcoFh6EoBveaAMw5QSt4vQ00q8jgfKa9bKo5kywbyZhRy+bNDNzEsGymtWwSlZnFkrEslhCrxQpiK/4vEPgLsTXH/NigY6/d6gXLJ0wY2T94D3jCLVCWIfSP3klPeoxenJ5HD3PvCqYH6Gf0np6DHkbvuKTPTk/m73+flmVA3vwhqlV6f4+NXspejJ6nP+hBT9mb0f/0B31GL0lbrjHFjv9nMJsWH4iF/egUnmQrozeWbTymzM2mvCEGuQ/8/6lRAhebMqtYIBaL5WMdm6YXtd7Vlt7RM+k5vRU9er3jSb9Bz3qpvf54ugL3cgzpmYNQFpZu0884uZ2cuHpKn6HFEF4zXuziiPRubrLSik5asYTDb0TGl+tyNGNvgqmvw13qDCY0fW3xpU0flnVbHmErPoUaqwtvLlVKCwKCog+rtW1aJtmm2cjaUBa4DnjneEDvmElke2MMoI9N3I8moaCcOeOut30N6HgcSCSlrcPPC9a6tFBmGE7wSffy4YizWf6aWwbMzg7Sh0590lfo9LlqnuVu0RZwt5dT5RT4VeQMAiyzjDRxdVjMxyIzThtph/yEuFAjwuyJLE81L2h7YONjdbBvL+xny8BnFfPLvKRH4iIsixLVHbLzUFsT9UR+mfatIAy7A5rOC68kPRMDPNZESzvls6kbFDPbYRUf7vjc4+cOL27ic0NGX6UfHdzEnVbi44aXOzPqwGfmd1oZD+7iyd0z9F5vYsbExaHsSNKz0sKhu3CS4exgk1uxBcfQNH3Ns6bFrfwUe23i+Kh3S43bND2rgOVFis0ONLlzJJdd9rA/Owi/tWulCB2xEleZHmxMRvGBA2VbqErDqmhnaNKQDMtXbkwlMi/atA01hkVtZ+gpx80+z1fx/b4XfrA5fQN95cyzhzNqfP85paHbwFI2VyOO+Pk8FaYCB/uctvoaBbjmXdzv9PoYZWhh0KxFl9m6uDkuOnwzHykd+oFEz1A3uF+rFGlps7hhloOSEHiihXnGIVvFd3KhirOXIy232Ly4NE+yXS0W/WPZ26YBpmNkaqZduXJp/UAHrqYnRs7GdpSmWb2cV3lYNZwxmNlrO46FDW9WJQyzdHEs94GWj45mQVAkW86treb0/c9eKHdy+e50Vt5pZQBYrjlaZEjvPWUpl4aY+XqnONVRhgZlyJ/PcUgMZQZisH2aXLU1+oEV9252X9oKjO2UZQPtZ6kibBfYTMkOvy204NoW2cWzmiABz3boVWeaBpshO9ce8rPcLFcp0G1y7Oih66AfVmktI7L1b+kqHSZAXwa1w5fo9Dnsplqmucn/4CZP6snXUK7RQx76exSJO9zUxY3mpNLWjAoXg3IBhnHv7xLBsDQB/q8g4hZJC4PGMt/Tb53/55AL7SV+Xz1sTlxk2Plk/QHVZ+f6KMJCcwnf12/NZOeYdl6pex36SbisIFpwHOHXut9M1HjAvEGHm5sbSum4QWA9+oqX25tQWCPRaQshmUTN+ecWQzTygs+qwYVqFsOVnC/DQUhtYr0G2s7gN98wP+iDzd/v2FlIWA2VwXvLUYsVcdm/y4z8nKg4lFM7jeG9Fl8GlhogwMHEZq6+/7MDbsODjOuiWqtLOwsZ2GsAgMAFs9VJQ+b/Fn8d/3kB5avqIk4h6ybuy3ITdWmYu/jprZvkHkvT35/a0vRFP11KSuvvFi9sw4eMtTwt+mlokemwafxuf0URwW5xM3WtU52n6j3jZ4jt4oAnrHExin5HEGHqYnEBS96xmZ1bcAsL6sIBrVbwiH3lEDni8HcYK/ynawU2+71ZJV2Ev84/MzJJq8+kDXSmjNo+2RxthQXb55NmLYui2ChnuD5LGxuZervuQYCoxkxNPC3CxFFelvEHjUyK1WfCE5zNoaZNF0ZbYWr20+iw6FYYme00Bu/8npfM2pN6au7rDCZlysDJbkibfzNuRd6ugYq5YCauBXv7L4oF/jiA+P4fJ8Q16EiyF5ttT2BTQ9rw1uBvAkZzp55pMnaWpsvTgSGNmvzdyLrIp3KWv5qHmlweIX4y1sklzNjNfYlnJ3LD+/nljauMw4DGfQ50E5mPjHX+rMk4jb4pWiuN+HnmNJh5KZAQnMlOXH0LwVXm/PIyVwiBPzXYatSYr7ZvCz7eNGibtiWr6OPmhfm/gMwh3JFdvG1U1qBUPGwNq5DRt/C3rTPpdb3ptVUTnTOp9wfARod92+8A44OY9yVBsW8cWc29xc7yprZIP+Xig5G3w7YSLXApOB1lzWjo1wMsYsxzod+D/Z7aZw8WcDIlL/QX5G7+V7MxjRA0O4SlR9bokPsttBS7tcizstk5woajDTbPDyk3gcJOiZGF5Knv9NJo+c6ftXE91hPpveCcZe07EE+mXd119aVhidl24k2YsPGWseLvBCv+2W8besNM/F9ltg/L98/DDAQ/G6tM1DHzcl7SzugEvUN68i2XmUOwjHt7fs3tG9s21T2mO9Cu8rAl0RP+hkp0zpkVAJJontl+UKJ5T2G3dcPoEWppotbUmdct+2wMrZWL3VfVmN0e3lMHBYYWYu1bK/vf8q3WHEJRirVFuIbZST++lR7yxS3XceHu3PRYIlMrYqCfmxcFJ9qUESJcykIz4zwtPa8yLWC3lR0vQGcVn/v43OFxE48bHvqKHTXjHFO+x0gEW4Ftq4D74TW97MxEetvXWP0aNcEOlwT+TBV9WiPW7GyjyHSXlXjcweeOX9y3ykfVr2Rz2vSBhtsxbmXfVqOy6OnF20QYfvffeTKVzj+5Ark+e98KXdh2q4U8/H3sk6dpv5QopD7Mbqw53HZryUmy5ZTCRLIXyKtvBLy/D3Vq0F0edBCJaPe43lx/m/vq6sNlEycRDj0NpOf+AAk3dqdnFr/oaTyaZeE7L71HvJsIZIWONVwLfU57UvtxNrUE3DXWSEl3aHJXiJ8WAa5enZtrXY1QBwzyTAJk67KiOgDsy9oeYTqWTfWuQS9lZWR4l9/OCnHjdU+oZKWyNc0ZkvZL5s9PayaTSN819Cw3WINM8m8iCNSKHbnivINwbgdAiyhtvJEJohqWxi2bQWETUlqDl7wQ3/Gmmo53vAbvN1zlBpebrBYTOEk/N97ZYsEG7yFC36u+CXbc78+/3EhyjGwczRSUG+8tve/6BJkahbMFO7lB2ja3NlGKPz/BtJCytgJF711esBlUp6CMV8Xbr09lnWFoOYFxfSNRPw0iMP6wBKefZYCrbYJkjcbmeV80+CKRIYKF87rwVCI/SUIGyb4J+kKPQaqdUkv5vHYlBN9tppRTsqNEhFIYJCp/oxDM+/reZO5891ms9cFxIoYBppx9lnAr2vYVQ3u5o8qaY7MOLgoNb4PcG0K+WmxSfqGYwFOcXARXkZ/BJ2ScvU+dgsstWVtgN7mcH6LNZitUx+aE0yepLaR78gmzigQ3cvEmW0GFRyPhIN/G0oJXDF03QfP3GUyzCMnXwA8T2NZDeJCo1kLGUskT3q49pGcDM9mhL5DZhkekOUzxn71jJoP0kPaLiGQry5uaMvMJ8uV47U2Y81k05hTF+DXkMOWMs4LwCu9tnDPYKw6COEq6Sf4aYeMgmkPI30HLfnr+ZBP1u5gH59y85YNEm/A8Cz67yPIydW4O+SCFWTTwOov4OU3tmrNF9QyKmsU3KbTvCvjfVy6Nh5SXZq3cL2zE4ecg/+fiMhqgxcfcbCa/91k4CHKtIcC7UIb2ioEP5X2C5McUBY5iVXaKIDxjVKVvjpARJIFVtJ//5J4hf9sC5c3JBmR5b4frDoMd3kJcfXJZkgbj5PWCTTn26cu14YBwYuQS7s6RpjnrX/EA9yFrj6RViQOfla5vEcu3Us/qkPqcdNO4KxWevpeRztAK9XROqmYzL42VmEEjAGwG96SW68CVgwuwvZ+Twizw6MQEA2bZAtbnt2byICiSIsmOwD3sYRIXE+3r6evwR6NTTk535Gnz9+2li/bHH722Ah7WhbEUHhDgwgH8wY5dHuINkWFsh8ML4O+99957V0REREREyusT9RN3FNgOG8KCsCBsqBEuhAvhRvgQboQd4UP4EHaEH2FFGBJehBdhSDgSPoQfYUT4EYaEEWFEGBJWhNtgN5gOpoPd4DvYEE6EB+FCmBBmhAnhQZgRZoQH4UTYDIaCz+AzGApGg6HgKBgNRoOjYClYCB6Cq+Ah+AqugqvgK9gKpoLR4Cl4CkaDpeAjGAnugpHgJLgL7oKTYC84CVaCvWAvWMkSHAYvwUyY4Dj8BJfBTrATXAY3wWUwGdwEN8Fk8BhcBGvBRDARrAUPwVpwFjwED8FZMBZcBj/BZrAZ/ARDwV+wEgwGg8FKcBgcBsdhMTgON8FisBjcBI/BQnAVHAQHwVUwEHwEd8FGcBfMBRvBRjAXvAVrwUXwFrwFF8FGcBqMBlPBWPAVPASnwVSwGqwGU8FrsAu8ArfALfAKzAKLwCEwHA6BQWA4DIdB4A/4BsaBP2AcOAf+gD/gHDvwCLwD8+CBe2ATuATugUtgErgH7oFJ4BF4BqaBOWAauAbmgDngGtgG9oA74Bu4A+aAb9jAMHAMjAHHwDJk4BnYAl6BL+ALeAXGgFfgFxgDxoBfYBh4A9aAZ2ANOAOegWfgDBgD7oF94BPYB/6BT+AT+AdGgUVgODwCj8BwWAc+gU3gHtgFfoFX4A/YA76BOeANeAZGgX/gFDgF/oFV4AeYAnaAHWAKuAGmgCfgBrgBnoAlYBCHWOMQj1hjjUfccccj/vCIS/zhD5dYxCU2sYhFbGISm7iHSUziHj5xDwPAJz4xACwAA8ABsAAsAAfABnAAPAAbwAbwAKwAD8AEsAKsABPACzABXAAvwAtwAcwAF8AHMAPMAB/AEHAEnABLwBJwAtwAa5wxiEGc8ccZY/zxx5hjizn22GKLPb74Aa6AKWCPP754Y4srPoARYAgYAU6AIWAIOAGOcINdYPfXBXbz7q/76+ZdXlfXxXV73V4X1/V1cd1c19f1dXPdXZfalXanXWkX2p12p11oN9qFdp3daDfadXafXWeX2X12n11mt9lldpfdZrfZXXaT3WVX2U12k11lF9lVdo9dZBfZPXaJ3WPX2CV2iV1jd9g1dovdYXfYLXaF3WI32BV2hd1g9xem19v9dr1dbffb/Xa13Wz32u12s91st9v9drHdbdfatXa33Wt32+V2r91rl9vtdnndvLvr7rp519fVdW9dXNfarXax3WpX2sV2sV1pl9qddT1dWdfT7XRlXVm30+V0P11bF9QFdW3dUBfvsrqXLqvbqtV1dVNdVZfSVXVXXUqX0l11K91VF+9WupUu3rV0Y91NF9aFdTfdV3fT1XRf3VdX0810T91I19Q1dSPdUjfShXRL3VIX0n10Sd1Gd9QddRtdUXfTjXU5XU431pV1LV28e3fvLt69dC9dVxfTdXVfXUwX0311M91Ul9JFdSndSRfVRXUnXUm30SV1HV1St9R1dB3dUvfRjXRPXUlX0j11Ud1P19O1dWddWtfTpXVrXU/X0611bV1C1+7WuXZ30K1z69xBt+7OuXRu3aVz5W7drbtyd26he+fiwXPzXDa3ze1z21w3bu6bi+geunnuoWvo5rl5rqFb6Cq6c3fRXXTnLqML6P65b+6f6+e+uW+un9vn9rl87prL5+65a+6au+equYHunCvoCrpzbt0FdN9cuvvmwoFz41xCt84tdAvdOtfORXTz3EQ3z9VzE91EV8+du2runpvmprl7Lprb5665bK6im+jO3ThXzqW7cu6cS3fp7pwb6Ja5ZO6Ze+aSuWZumAvmjrljLpgr5nK5Xa6X6+V2uV9ulovlbrlbLpar5VK5Vm6VW+VauVeulAvlTrlTLpQb5T65Tm6T2+Q6uXGXyVVyl9wlV8lNco/cIhfJRXKLXCOXyBVyh9whV8gNcoFcH/fH/XF93B5Xx4W7PC6PC3d33BwXx71xb1wc18alcWXcGrfGlXFnXBjXxY1xY1wX98VtcVdcFpfFXXFVXBTXxE1xU1wT98QdcUXcErfEFXFJ3A/Xww1xQ1wPF8TlcDXcDrfD1XA33Az3wsVwMdwL18KlcCXcCrfClXAnXAjXwY1wI1wH98FtcBncBXfBZXAVXAG3dxPcBLd3D9zePe+Be+Cet8A9b3kL3AK3vANuec074A645iVwzQvgErgELoBr4AK4Aa6Ba+AGuAjueMPbb7/h3Te839133+/m+91/8833X3z/BS+++IJXX/CKV199xcuveMnLL7/k9ZbbvTbbvbfabDbbrRbbrfabxWax2W/Wmv1mu1lr1prtZq/ZbtabvWavWW9Wm/V2qdVmtV1qt9ltl15rq9lp1pl1ZqdZZnaajWaZWWY2mlVmo9lnVplVZp9ZZPaZhWaRWWQWmk1moVlpNplNZqXZZVaapWaX2WWWmm1md9leNpfNZXtZXbaX9WV1WV3Wl+Vlfdk8y8vysnn2l82zwOwv+8sCs8EsMCvMBrPBrDBLzAqzwywxS8wOs8bsMFvMGrPGbDF7zKqyqyyexbOrbCu7yrKyrWwry8q6sqzsK+vKurKvLCz7ysqysCwsK8vGsrJsLRvLxrK17Cxby96ys+wse8vSsrcsLkvL0rK4rC0byqayoGwqi8qCsqAsKvvJorKn7Cf7yZ6ynuwpa8p6sp6sKdvJmrKlbCfbyZaynGwpS8pyspwsKbvJkrKj7Ca7yY6ymqwmO8qKspJsJJvJZrKRLCYbyUKymCwmC8lespDsI3vJXrKP7J19ZB3ZO3tnHVlL1pFtZC1ZS7aRrWQbWUa2kq1kGVlKlpFdZClZSnaRnWQB2UDWj/VjA9k/NpAVZP/YP1aQpbOC7CBLZ+nsIFtnB1k7W2frrJ0lZO1sIUvIErKF7CFbyBqyh+wha8gmsoYsIpvIJrKIrCILx8axcqwcG8fSsXHsHEvH0rFzrJydY+tYOStn61g7to7FY+1YOxaPvWPx2Dl7x96xczaPnbN8bB6bx/Kxeiwf28fqsXpsH7vHhrFprBibxqqxYqwYq8aOsWrsGjvGjrFrLBm7xrKxZCwZy8aWsWxsG1vGlrFtrBnbxrqxZqwZ68aesWesG/vGprFhLBqLxoaxYCwUG8VisVhsFJvFRrFSbBabxUqxWqwUO8VqsVrsFLvFTrFU7Ba7xVKxXCwVW8VysVxsFdvFVrFWbBfbxVqxXqwVe8V6sV7sFfvFOrFx9og9YuNsERtnl9gitohdYonYJTaJJWKJ2CQ2iE1ildggNohVYoVYJZaJFWKFWCZ2iGVim9ghdohtYo3YJvaJNWKN2CcWicVhbVggFoi1YX1YG7aG9WF92BqWh61hZVgeloeVYXVYGXaG1WF12BkWzs6wNCychbM07A5Lw96wO+wOe8P2sDdsDtvD9rA57A9rwrqwJKwL28KSsCRsCyvCtrAqrAgrwqqwI6wKu8KOsCPsClvCrrAsbAlbwrKwJywL+8KesCfsC5vCprAvbAzrwpqwMCwMa8KisCGsB4vBYrAerAXrwXKwFqwFy8FSsBysBkvBUrAarASrwW6wEqwEu8FOsBtsBzvBTrAdbAXbwX6wFWwF+8FesB8sCHvBXrAgbAYbwUKwD+wDC8E2sBCsA9vANrAOLAPrwC6wDCwDu8AqsAvsAavAKrAHbAJ7wBawCWwCW8AisAUsAYvAIrAErAH7WdCGNrSgHS1oRTva0YqWtKI1LWlJa9rSmhaALW1pAdjTArAC7GlPK8D2rAA7wPZszw6wAay313777bXYdmutt95ae6213VbbLbfcUsvttrt+s9vq+q1+s7p6q96strlaq9Vqt9qtVqvcarVKrXKr3Cq1uq1Sq9PqtrqtTqva6rQqrWqr2qq0mq1Kq9FqtpqtRqvYarQKrWKr2Cq0eq06q8zqs/qsMqvN6rKarCqrymqyiqweq8ZqsVqsGqvEKrAqrAarwaqwOqz6qr1qXs2rveqvGqvOqq/qqzqrwqqzKq0Kq8KqtKqsSqvaqrKqrGqr1qq26q1aq9aqt2queqviqrlqroqr7qq4qq66q+6quiqvKqqOqqQqqTqqmqqjaqlqqpqqpeqpWqqiqqfqqYqqpqqoKl5NVVNVvKqq4tVWVVVVVVvVVbVVdVVX1VXVVWVVLVVO9a5yqp3qXb2rneql2ql6qpfqpeqpYqqe6qeKqWKqn2qm+qmCqplqpgqqaqqaKqgaqnKqluqmuqlaqpXqoYqoOqqOKqL6qCKqieqj+qgmqpBqoqqoQqqQqqIaqSqqi2qkGqkuqpLqosqoSqqSKqM6qTKqjeqkOqk2qpRqoWpXDVVD1a4SqoOqoFpX66qgGqj+qX4qXaWrfiqgyqfO1T61T52re6qemqfiqXhqnnqnyql06pq6ptKpbCqdKlfZVDZVrrqpctVOdVPdVDsVTrVT61Q4FU6tU9/UOnVOfVPf1Dm1TZ1T49Q2tU2NU9VULtVLHVPHVC+1TPVSwdQytUwFU89UMFVMPVPPVDE1TRVTw9Q0NU0NU9HUMPVLRVPR1C/VTP1Su1Qz1UztUsnUJ9VKjVKtVCw1So1SsVQpFUvVUqVUKVVLpVK11C2VSqVSt9QpdUvNUqfUKTVLhVKz1CsVSoVSr1Qn1Um9UqtUIXVIRVKR1CFVSR1Si1QlVUktUpnUIvVIZVKZ1CO1ST1SjdQmtUk1UuOqkUqkxtW4SqQuqURqkLqkLqlBapLao/6oPqqP+qMCqToqjwpX4SqPuqPiqDmqjWqj5qg36oxao8qoMmqNSqO+qC5qjBqjuqgwKogqop6oJ6qImqKKqCRqipqikqgrKolqoq6oK6qJ2qKaqCVqi9qilqgsaok6orKoLOqIqqKOqCGqiqqihqgoqoRKoWaoGSqFyqFSqBYqh8qhWqgdqoWKoXaoHSqG+qFiqBfqh/qhXqge6oVaoXqoHmqFuqFWqBPqhrqhTqgaKoNKoDqoBOqB6qA6qAcqhHqgJqgQKoSaoEaoCaqCGqFGqArqg6qgIqgP6oOKoDaoCKqB2qA2qAbqgrqgGqgFKljFetazihVAFStZAVQAlawCKlnLKqAKqGUdUMs61gF1QB1rgDrWsAaoAWpYezWsX+3VXv2qWXn1tddeff01111xxXVXXWmt1VZba730G+1GvVFvtBvlRrdRbTQbzUa1UWy0F8VFeVFeFBe1RXHRWdQWtUVnUVl0Fn1FZVFZ9BVdRV/RVnQVXUVbUVS0FVVFUVFUVBU1RVVRVtQUNUVZ0VOUFXVFT9FT1BVNRV1RWDQVTUVhUTwKi9KieBSP0qKxKC2ai8aisWguWovmorpoLVqL6qK3qC7qi96it6gvuov6osHoLrqLBqN5NBgtRvNoHi1Gh9FiFBkdRodRZNQYRUaZUWPUGGVGlVFmdBpVRpXRadQZnUatUWfUGbVGo1Fr9BqNRqPRa5QavUarUWqUGq1GodFqVBqFRqFRafQZlUab0Wf0GW1Gl9FmNBldRpfRZPQYTUaJ0WP0GCVGhVFiFBgVRoVRYPQXBUZ70V/0F+1FedFHlBFtRBtRRjQRZUQR0UQ0EUVEDVFE1I4aooaoHR1E7aggOogOooKoHyqI0lE/1A+lo3woHf1D+VA+9A+do38oIDpH5ygguocCooHoHrqHBqJ9aCBKiPahfSghWkcJ0UO0jtbRQ7QQPUQX0UK0EF1EFdFFFBJVRBVRSNQRhUQpUUfUEaVEJVFK9BKVRCXRS9QSvUQ3UUvUEt1EM9FNNBTNRDPRUJQTDUVJUU6UEyVFPVFStBT1RD3RUhQULUVHUVAUFB1FP9FRVBT9RD9RUbQTFUU10U60E9VEMVFN9I5iopjoHa1E7+gkWolWopNoJDqJPqKRaCT6iDaiZGgYOoaOoWGoFxqGdqFeqBfahW6hXWgWuoVuoVnoFZqFVqFX6BVahUKhVegUCoVCoVOoEzqFRqFOqBMahcbRKFQKjaNxVAptQqVQKrQJbUKp0CeUCsVCn9AnFAu1QrFQLtQKtUK5UC2UCwVDtVAtFAz9QsHQMvQL/ULLUDG0DE1DxVAxNA09Q9PQNvQMPUPb0DW0DY1D19A1NA59Q+NQO/QNfUPtUDnUDs1D5VA5NA+Vo3moHipH5ageWofqoXhoHVqH4qF0KB56h9KhdOgdOofeoXDoHDqHwqFuKBzKhrqhbigbqoayoWioGqqGoqFmKBpKhpqhZigZOobOoC1oDBqDtqAqaAuKgqqgKigKeoKioCXoCXqClqAgaAkqgoKgIKgIyoGKoB4oB8qBeqAaqAcagmqgGmgIuoGGoCPoBrqBjqAd6AhKgnagHSgJ+oGSoCnoB/qBpqAmaArqgpqgJqgLuoK6oC/oCrqCvqAs6Asqg7KgLKgMCoPKoDcoDAqD3qA16A2qg9agNagOmoPqoD5oDpqD+qA8qA8qhPKgPKgQCoQKoUgoEAqEIqFDKBK6hA6hQ+gSaoQuoUyoEWqEMqFJKBOqhCahSagSWoQqoUdoEVqEHqFE6BEahBKhRGgQ+oMGoT3oD/qD9qA7aA8KR3fQHRSO4qBw1AbFQXFQG5QGtUFnUBqUBp1BY1ABtEcBUAC0R0vaoyMtaUlHGtKRgjSkIQXppyDl9NNPOb2UU00vvVTTSjXNtNJKM6U00003tXTTTi21tFNMO/0opph+1NOPktRTT0kqUpKeVKQiPalJTzqAmtSkA2gAOoAeoAFoAHqAFqAHqAJagBagCigCqoA+oAgoAvqANqAPaAXagDagFSgEWoFioBAoBIqBTqAYaAY6gU6gGSgFmoFeoBQoBXqBSqAXqAUqgUqgFmgEaoE6oBFoBOqAMqAO6ALKgDKgC2gCuoAaoAloAmqAEqAGqABKgBKgAiiAuXguHorj4ra4J16L1+KeOC3uiXfitDgt3olz4q+4Je6KW+KVuCvuilfirTgkjopH4pE4Ki6Jo+KpuCQuiadaxSlxSnwVr8QlcVV8Ep/EVfFV3BR/xEtxUVwXH8VHcV2cFDfEC/E6vBAnxOvwOpwQt+N1PA4fxAfxONyOx+Fy5PA5vI4L4nG4IB6Ix+FxeCBOx9twN5yOu+FvOB2n4284HD6H0+F2nA6X43bcjsvxOtwP78PV8D6cD1fD1XA+PA3nw/fwNDwN38PRcDoOiLfhgPgf3oa34X84G/6H++FsOBvuh6/haPgefoaf4Xu4GY6H5+GKeB6uhyviirgevojr4XN8EV/E5zgjbojX4Yd4HW6HH+KHuB2OiNvhdzgijojf4Yn4HY6HJ+KJOB6uiMPhcTgd98PV8DWcEZ/jjXgjPscdcTGcDB/Dx3AyvAzfwXvwG7wH98Fv8BvcB8fBgfAjPAgPwo/wIvwIR8KL8CIcCU/CkXAlPAlPwpVwJlwJX8KZcCZ8CW/Cl/A43oQ34XFcCo/jTrgULoU74VW4E/6EV+FV+BOOhT/hUDgWjoVD4Vo4FB6Fa+FaeBQ+hVPhXPgUPoVz4Vp4F26Fe+FeuBX+hVvhV/gX/oVf4WC4Fd6FU+FUeBfOhQvhQ7gOPoQT4Tq4Dk6E8+BEuBHOg/PgRjgQjoP74Dm4D/6D5+A5+A8Ox39wIRyOw3EhXAc3wo9wIHwHv8Ft8Cs8CwfDs/AtHAwHw7fwMBwCf8AT8Ae8AU/AE/AGHAFHwUfwE/wEH8FJ8BFcBCfBSXARPAQXwUHwEDwEB8E9cBD8A/fAPfAPnAP/wDtwDpwD78Az8A58A8/AM/AN3ALfwDVwC9wC18ApcA0cA6fAKXAMfALHwC/wCXwCv8ArcBU8BX/BU3AT/AV/wU3wFdwEL8FX8BW8BEfBZ/AWXAZvwVlwGVwGZ8FjcBZcBY/BY3AV/AWfwCtwB7wCl8AdcAdcAmfAJfAInAFnwCPwBXwBj8AV8AgcAlfAFXAIPAEvwUdwFBwGp8FrcBjcBafBXfAWnAanwVvwGRwA73HKe/zklFN+cpML4JcP4AP45QT45ZgT4AQ45plXbnkAbvm9XAAf9zZOcnJv4+Xetrlx2914uLdxkYt7Gx+3tX2Ng/vaxsZBDm5sO9vutr3xcnvb33jJy/2N0x1tS+N7S9vT9jTOueYFeOaZF+AEOABOeQAegFNe9zYebm085ODWtrVxcGfjIP+2Nf7xv61ta/zvavxzv6vtatxvapsa93sa97zvaXsa75xzyk1e7mh8b2i8ANfcADfANT+wie1i29Uuto1tV9vVNraP7Vab1Sa2WW28TWwT23h71Y61Ye1kG9Z+tZPtZPvVRrZfbVcb2Ua2Xe1jm9cmtXftXZvU1rWDbWFb1Ra2h21VW9UetontUtvXNrVNbV/71Pa1f+1T+9T+tfN2sK1qA9uqdqoNbAPbqTaqzWw327V2s+1s19q1trNtazvbz7atbWs/27d2rJ1sy9rJtrIta8vayvasrWwv27P2rL1s09rLNrNNa9PazHat7WuX2r12qU1q99q9NqnNawPbqHbeztuo9qntarfaxPaqrWoT27f2s41r49rPdq4NaovaoXaoLWqP2p42ov1pf9qIdqJNaBvanLahfWhz2pz2od1pH9qIdqfdaSPanjanvWkT2oT2pm23N21N227bbU0707bbmbagnWlj2oK2oI1p021M+27Tbbp9twHtuh1oQ9qB9p8NaUPaf/aj/Wf72Y/2o+1nO9p+tp7taDvaeraiPWjX7Ug70q7bkDagfbf77LtdaffZfXalzWdX2pQ2n81nU9p7NqU9ae/Ze/akPbcnbUl7bs9tSfvOlrQb7Tv7zm608exGm9HGs/FsRjvPZrQX7Tw7z1609exFW9HWsyNtS3vQtrQv7UF70L60C200u83OstvsNzvLzrLfbC7by5bbXbbcprO77C6bzt6y6ew5e8vesudsLXvOlrO1bC1bzo6ztew4+8qOs+HsK/vKhrOrbDjbza6yq2w3m8rGsq3sM9vKnrLP7DN7yjazp2wp28w2s6XsMlvKbrLL7DK7yQ6zs2wsG81Gs7HsM5vKdrOjbDebzY6yo2w2G8pms9dsKBvKXrOf7DVbzX6yn2w128lWs9NsJ9vJTrOX7DSbzF6yl2wym8kms8dsJpvJHrPj9pgtZsftuC3mywazxewwu8m2s+vsL7vOlttf9pctt71sGTvGNrJjbBjbyDayYewhW8VGsXFsFPvExrFx7BObxC6yiewUm8gOslPsFDvINrGR7CObxj6yWWwam8ZmsV/sH9vHBrF97B0bxAaxd2wd28P+sOH2hw0CxNaxc+waW8SusW1sEVvEtrFvbBE7xIbbIXaHDbfhdoftYePYPLaKzWP32Cq2it1jt9g9NpDdYrfYQLaL7WID2TA2kC1kw9gwtpA9ZP/YIHaQDWKX2EF2kF1im9hFdop9ZKfYK/aRfWSv2Cy2iH1jj9g3No49Yo/YODaJLWMb2TM23M6xRWwkm8ZOspNsGlvJRrAT7HMn2A72uc/tYD/YAbaAvWAL2AP2gr1gD9gM9oBNYDPYDDaB3WA32AS2hC1hE9gUtt57W9h7f9vCtrC/De4Ie8IG94RdocK2sMX9YIc73A82uB9sCBvc4IawI2xxk/vBJre5H+wH29zn/rvAHve4C+xy/+13ge133wV2gd33hq23hZ23hX1h5533hY33hY1h4403hs03hp1h8813ht13hq1h9923hr1hb9gcdoEdYC/YCva5D2wE+9y9fWD3NoB9YB/YALaBDWAH2Aa2gR1gK9h200133VR72970Nz1NP9N5+plupvN0nm6me2liepjWpodpYVqb1qaF6WxamAams+lsGpjGpoHpXxqbxqZ/6Wu6mCamt+ltmpjWpq/pX9qa/qV9aWvamvalq2lfepeupqvpXZqa3qV1aWqamtalpWld+paWpqXpWzqavqVt6Wg6mraloWlbupaGpqHpWtqZrqVjaWfamY6ll+lYWpZeppdpWXqW7qWbaV66mWameWlempnOpZnpYzqXzqWPaVz6mEamcWlcGplOpnHpZJqWTqaVaVqallamZ+lpOk8H08r0Mj1Lb9PcdDHNTXfTxXQx3U0b05j0Jd1KX9J3upVupe80K32nK2lWmpWupPF0JT1J42k8PUmv0pk0Ju1Ku9KYdCu9Sk/SqvQkLUmr0qq0JJ1KS9KPdCqdSj/SqPQj7Uij0qi0I21KO9KLtCltSi/SpfQirUiX0qW0Ik1KK9KJNClNSifSonQiXUiL0qJ0If1JF9KG9Cf9SRsapSnpUTqUpqQp6VA6kg6lQelIOpIGpSFpSBqUbqRB6U26kW6kN2lGepPmpBlpRpqT7qQZ6U4ake6kPWlEGpH2pA/pU5qStqQ96U/6kHalX+lM+pWGpTPpTBqW1qTF6DL6ji6jzeg7+o42o9PoMbpOk9FkdJ0+o+v0IH1Gn9GDtJ2uo+W0Gi2n6Wg1Wo2mo+doNJqQXqPXaEK6jabTgvQXLUjX1ekx2ovuov/oLpqL/qP/aC4ajMaj53QYPaf37NF+tB/9548Go/loPfqN1qPz6Df6jc6j3eg8uo52o93oOpqNjqP5aDgajuaj3+g7Oo22o9NoNdqOtqPV6DmakEaj7bSdRqPPaC/6j/6iv+g/mk6L0Xd0GB1G39F4tBrNRtfRgLQcHUgD0n20HN1H89FytBzNR8fRSzQTHUQz0U10EB1EN9FCdBMdRQvRQnQUPUQP0VE0EU1ER9FFdA/NQyPRPLQOHRpOO9FxGk7HaSUaTsNpJTqJzqJ3aC1ai96ht+gbmoZ+omnoGTM0FD1Dy9BQNBQtQ0vRTjScfqLhdA79RD/ROfQNXUPb0Fe0DY1DX9FXNA6NRePQOzQWjUXv0Fn0Ee1DI9FItA/dQ1/RVnQNXUNb0TC0FV1Fw9AwdBUdQ1fRVHQMHUNT0TI0FT1Fy9Ay9BQtRSfRSDScDqKB6CUaiP6hl+gl+oc2on9oH9qINqJ96CO6hX6hWWgW+oV2oRtoBjqEZqAV6BA6hFagQegBWoMmoAloDdqA1qA3aAPagN6gD+gNmoM+oA9oDrqDXqAhaAEagp6gBQzQATQAnUAD0D2dQCfQPV1AS9AVtAhdQVvQIrQIbUGP0BZ0Bj1Cj9AZNAmtQlPQKzQFHUGv0Ct0BI1CR9APNAqNQj/QJvQD7UCb0Ca0A11CO9ANdAldQjfQITQJnUGf0Bk0Bn1Cn9AYdAp9QHfQCHQH7UEj0Ai0B61AJ9ALdAAdQC/QAvQErUEP0BK0CP1Be9AgtAKNQV/QKfQFTUGn0Ck0Ba0iW8vVtM/V8jTttc/TdM/M9M3NcjN98zN9Nc7P8jONMzSNdc7QMjSdtc7Ucra8LGfL3PKyzCwry8mytJwsI8vSsrSMLDvL27I3/bO3/E1//fM3/eVv2upPf9pqUJu5mz5zt6xNn/rM2jSZtWVsmtRkxqbFjC1f06IW8zUd5mvZmg51mK1pr0Ft9aitrnrUo666zNC0ztG01jtHy9H0ztOytEwtK8vKMrW8LHPTNzPL2/TXXG/d8zRdNdWlprmbLnWZu2kz+8qncrAcLJ/KwvKpXCoLy8JyqUwqt8q18qq8KtfKqnKtTCuryqoyrTwrd8p52VP2lPPyp5yXgQHLw/KwXCx/ysWysfwpf8rGMqiMKvfKeBkv98qsMqwcK+PKsbKrjCvjyq5yrowr38qw8q1sK8PKsLKt/CrbyrXyq/wq18qt8qnsK6PKqLKv3CvLyqnyrDwrp8qqMqf8K3fKnfKvnJdBZWM5VA6VjWVR2Vg+lkVlUflYJpZFZWJ5VCaWheVReVQWlkllV5lVzpVlZVM5VeaUeeVfuVfelVnlXVlXZpVZZV05V36U67Kj7CjX5Ua5LhPKjXKjTCgXypRypdwnV8p3uU/uk+8yn5woC8qIMqIsKB/KfvKfTCn/yYAypUwpA8p0GVKOlOlypCwp02W6LClPypjypYwnX8qWMp6MJ1vKd7KmPJcz5Ux5Lt/lubwn3+W7vCfzyXhynowp58l6MqaMKevJc5kuB8qQcqBclyFlSLkuP8p2eVBWlAdlQVlRVpQF5UTZUGaUC+VCmVFulO9kS9lOtpMt5ToZU57Lm/KmPJc1ZUq5T/aTJ2VKmS4ryouyXV6UGWW7bJcZZUM5TI6TxWQxOU4Gk+PkORlMBpPnZC95TpbLXrKXLJfpZDbZTf6S3eQ3+Uv+kt/kMJlKrpLb5Cr5Sm6T2+QrGU52kp9kMvlJhpLJZDIZSi6T5WQtmU6mk7VkL3lNZpO5ZC6ZTf6Sy2Qo2UyGkqNkM9lMjpLR5ChZSkaT0WQpOU2WkqfkNDlNnpLV5CmZSlaT1WQquU2Gk69kOVlOvpK1ZDJ5THaSneQxOS6PyV1yXI7LXTKWHJexZCYZS7aSmWQm2UpekpdkK1lJVpKt5Cb5TY6Tw2QueUtek7fkLHlNXpOz5DPZRi6Sb+QbuUiukYvkI7lGrpGP5Bn5SE6SZ+QZOUlGkoFkIZlGFpKHZBqZRh6SbeQUWUUOklVkFjlIDpJZZCJ5RCaRc2QSuUTOkXPkEhkuG8kvMpKMJL/IM/KPDCTHyDEykEwjw+USWUcukU1kHVlHNpF5ZBP5ROaReeQTuUc+kVHkHrlHRpF9ZBQ5RfaRfeQUOUgmkllkI9lIZpFf5BwZRx6RR2QcOUTGkWXkEDlElpFb5BC5RQaRW+QVGUQGkVfkD/lDXpE9ZA95RRaRh+Qi2UaOkWHkHxlGdpF/5B/ZRd6Rz4whk5nMGPKYMWQNecxj1pA55AW5lxVkBbmXE+ReNnOCnCCbucwTMs8UMoXMs4XMc+/ZZ59/tpB//rKFbCF/+UImkAXkBllABpAb5AYZQGaQAeReZpAZ5F5ekDHkM1fIZw6QK+QKOUCWkCNkAxlCNpAJZAgZQiaQHeQvg3lDBrOYN+QNWcwdspjH3CF3yGPmkBPkMiPIZQ4zgowgh/lAfpB3npAn5J15vpC/nCFnyF/ekCNkCTlAbpAdZAL5QdZ55wB5QI6QB+QCOUKOkAtkA5gZdoalYWf4GZaGpeFneBo2hothbLgYJoaxYWyYGB6Gt2FtWBjWhrNhYVgYzoaxYWUYGk6Gk2Fo+Fi2GeNeGeeMe+FeOeeLe2Fe2WJeeFe22eJdmWJhOBjmhoNhYJgb5oaBYW/4V744D+fli4HlmysGhoHlir1haTgaZoajYWiYGWaGoWFleBp+hqlhavgZboax4WvYGL6GrWFj2Bi2hpHhXvliX9hXvvhXpngX/oa/4V24Gx6GhWFsWBjmhrdhZNgaXoaXYWu4GbaGq+FmuBmuhqnhTZgTzoQ54U84E86EP+FOGBe2hWNhW7gWjoVj4VoYFq6FZWFYGBaWhV9hWdgVfoVfYVcYD7vCrTAexsOt8CrcCrPCq/AqzAqrwqxwKqwKq8Kp8CmcCqPCp/ApjAqbwqgwKWwKm8KkcClMCovCpXApLAqPwqIwKDwKj8KgcCgMCnvCoXAo7Al/wrkwLjwLz8K4cCxMCV/Ck/AljAlPwpMwJlwJY8KacCVcCWvClrAlrAnfYU14E77Dd3gTzoQ94U74E6aEJ2FJeBamhXNhWvgWzoVz4VtYF6aD5+A2eA6Wg9vgNlgOZoPd4Df4Dn6D4eA7+A6Gg/FgODgOxoPx4Dg4D46D5XAenAfL4Tksh+vgOTyH6+A9uA62g/fgPdgO5oPtYD2YD+aD9WA/WA/ug/1gP7gP/oP7YDr8B//BdBgQpsN1GBAGhOtwIFyH7XAgHAjbYUEB4iJRkYhIPCQeEg2JhsRCYiGRkEhItBPtxEHiILFOrBMFiYLEQGIgkU6kEwGJgMQ/4h/Rj+hH7CP2EfmIfMQ94h5xTpwT9Yh6xDziHdGOKCfSEemIc8Q4IhwRjvhGfCO6Ed2IbcQ2IhuRjbhGXCOqEdWIacQ0IhoRjXhGPCOaEc2IZcQyIhmRjDhGHCOKEcWIYcQwIhgRjPhF/CJ6EbmIW8QsIhbRilhFnCJKEaGIT8QnohPRidhEbCLGiXEiE5GJuERcIioRlYhJxCQiEhGJeEQ8IhoRjYhFxCIiEZGIOEQcIgoRhYhBxCAiEBGI+EP8IfoQfYg9xB2iDjGHiEO0IdYQa4g0RBriDHGGKEOUIcYQY4gwRBjiC/GF6EJ0IbYQW4gsRBbiCnGFqEJUIaYQU4goRBTiCfGEaEI0IZYQS4gkRBLiCHGEKEIEIX4QO4gcRA7iBnGDqEHUIGYQM4gYRAziBfGCaEG0IFYQK4gURAriBHGCKEGUIEYQI4gQRAjiA/GB6EB0IDYQG4gMRAbiAnGBqEBEIB4QC4gERALiAHGAKEAUIAYQA4gARABiT+yJp3iKpmiKpViKpEiKoziKoRiKoAiKX/yiF73YxS5y8YpWpOG3sFvILdQWZguvhdZCauG0MFoILXQWNguXhcpCZOGxsFhILBQWBgvzwl9hr5BXqCvMFd4KbYW0wllhrBBW6CpsFeKFq8JUIarQVFgqHBWKCkGFn8JOIadQU5gpvBTehZVCSqGkMFL4KHQUMgoXhYlCRKGhsFBoFw4KBYWBQkDhn7BPyCecC/WEeMI7YZ1QLpwTygnhhG/CNiGbUE2YJjwTmgnJhGPCMCGY0EvYJdwSagmxhFfCKiGVUEoYJXwSOgnjQiahkjBJeCQ0EhIJh4RBQiChj7BHuCPUEeYIcYQ2whrhjFBGCCN8EbYIWYQqwhThidBESCIcEYYIQYQewg7hhlBDiCG8EFYIKYQSwgjhg9BByCBcECoIE4QJQgQhgvBAeCA0EBoIC4QFQgKhgDBACCDshb3wDM/QDM2wDMuQDMlwDMMQDL/Qhz7kIQ91iMMb2rCG9Rv4DfQGegO7gd1AbqA2MBt4DbQGUgOngdFAaKAzsBnIDFwGLgOVgcrAZGAyEBmIDDwGHgONgcbAYuAwUBgYDAQGAgPzwDzwF/gL9AX6AnuBvUBeIC9wF6gLzAXmAnGBuMBb4C3QFmgLrAXWAmmBtMBZYCwQFugKbAWyAvFAPHAVuApUBaoCU4GpQFQgKvAUeAo0BZICR4GhQFCgJ7ATuAnUBGYCMYGYwEvgJfAOvAMtgZbASmAlkBJICZwERgIhgY7ARiAjcBG4CFQEKgITgYlARCAi8BB4CDQEGgILgXbgILAOFAQKAgOBgUA6kA4EBAIC/4B/QD+gH7APuAecA/WAecA8IB4QD3gHvAPaAe2AdcA6oBwoB9IB5YBxwDegG5ANuAZMA6IBzYBlQDLgGHAMKAYUA4YBw4BgQDDgF/AL6AX0AnYBt4BawCwgFhALeAW8AloBrYBVwCogFZAKOAWcAkoBoYBPQCdgE7AJGAfGgUxAJuAScAmoBFQCJgGTgEhAI2ARkAg4BBwCCgGFgEHAICAQEAj4A/wB+gB9gD3AHaAOMAeIA7wB2gBtgDXAGiANkAY4A5wBygBlgDHAF6ALsAXIAmQBrgBXgCpAFWAKMAWIAkQBngBNgCXAEiAJkAQ4AhwBigBFgCHAECAI0APYAeQAbgA3gBpADWAGMAOIAcQAXgAvgBZACuAEMAIIAXQANgAXgApABOABsABIABQABgB74AmWIAmKYAh+4Ac7yEENZvCCFqwgBen37fv2efu8fd2+bh+3j9u37cv2YfuufdY+a1+1r9pH7aP2TfumfdI+aV+0D9r37Hv2Ofucfc2+Zh+zj9m37Fv2KfuQfcc+Y1+xr9hH7CP2DfuGfcI+YV+wL9gH7Pv1+fp4fbu+XB+uz9ZX65v1yfpgfa++Vh+rb9Wn6kP1nfpKfaQ+UV+o79Pn6eP0bfoyfZi+S9/dd/dZ+ix9lb5KH6WP0jfpm/RJ+iB9jz5HX6Ov0cfoY/Qt+hZ9ij5FX6Iv0YfoO/QZ+gx9hb5CH6GP0Gf32X2DvkFf3Rfoo/sAfX++P5+fz8/X5+vz8fn4fHu+Pd/cl+fD89n56nx0vjlfnA/O5+Zr86351HxovjNfmY/MJ+YL8335vHxcvi1flg/LZ+Wr8k35pHxRPigflO/J9+Rz8jn5mnxNvrgv7mPyKfmSfEi+I9+Rz8hn5CvyFfmIfES+Id+QT8gX5APyAfl+fD8+H5+Pr8fX4+Px8fh2fHBfjg/Hd+O78dn4bHw1vhofjY/GN+Ob8cn4YHwvvhYfi0/Fl+I78Zn4SHwjvhAfiM/D1+Hb8Gn4MHwXvgofhU/CF+F78Dn4GnwMPgbfgm/Bp+BT8CX4EnwIPgTfge/AZ+Az8BX4CnwEPgLfgG/AJ+AT8AX4AnwAPgBf7+t953d+5md+5Vd+5Ed+4zd+4id+4Rd+4Ad+//uf//zXP/7tb3/5y9/97mc/+9WvfvSj/9v/9r19b7/b7/a5fW5/29/2tX1tP9vP9rF9bP/av/atfWu/2q/2qX1qf9qf9qV9aT/aj/ahfWj/2X/2nf1mn9ln9pf9ZV/ZV/aT/WQf2Uf2j/1j39g39ov9Yp/YJ/aH/WFf2Bf2g/1gH9gH9vN+3v/1f31f39fv9Xt9Xp/X3/V3fV1f18/1c31cH9e/9W99W7/Wp/Vp/Vl/1pf1Zf1YP9aH9WH9V//Vd/Vd/Va/1Wf1WX28j/dX/VVf1Vf1U/1UH9VH9U/9U9/UN/VL/VKf1Cf1R/1RX9QX9UP9UB/UB/U//U/f0+/0OX1Of9Pf9DV9TT/Tz/QxfUz/0r/07/7dt/Qt/Uq/0qf0Kf1Jf9KX9CX9SD/Sh/Qh/Uf/0Xf0Hf1Gv9Fn9Bn9RX/RV/QV/UQ/0Uf0Ef1D/9A39At9Qp/Qt/t2f9Af9Ot+3Rf0Bf1AP9Cn+3Qf0Af0//w/38/38/v8Pp/P5/P3/D1/7s99PV/Pz/PzfDwfz7/z73w7386v8+t8uS/36Xw6f86f8+X8OB/Oh/Pf/DffzXfz2/w2n81n89f8NV/NV/PT/DQfzUfzz/wz38w388v8Mp/MJ/PH/DFfzBfzw/wwH8wH87/8L9/L9/K7/C6fy+fyt/wtX8vX8rP8LB/Lx/KvfCu/yq/yqXwqf8qf8qV8KT/Kj/KhfCj/yX/ynXwnv8lv8uN+3Gfymfwlf8lX8pX8JD/JR/KR/CP/yDfyjfwiv8gn8on8IX/IF/KF/CA/yAfygfwf/8f38X38Hp/H3/F3fB1fx4f7cD/Hz/FxfBz/xr/xbXwbv8av8Wl8Gn/Gn/FlfBk/xo/xYXwY/8V/8V18F7/Fb/FZfBZ/xV/xVXwVP8VP8VF8FP/EP/FNfBO/xCfxR/wRX8QX8UP8EB/EB/E//A/fw/fwO/wOn8Pn8Df8DV/D1/Az/Awfw8fwL/wL38K38Cv8Cp/Cp/An/AlfwpfwI/wIH8KH8B/8B9/Bd/Ab/AafwU/wF3wEH8Ff8BV8At/AL/ALfAP/wB/wA3wBX8AP8AH88pv//Oc3f++Ln/zhDz/5x+//978P/v37759//PPP/3pvn/pv/tunv/ptvpvX5rX5bp6bz+aveWwem7/mrXlpfpqn5qn5ab6ad+ah+Wf+mYfmo/llvplX5pX5Zp6ZN+aPeWQemT/mk/lifpgn5on5YV6Yz+XzfDCf54H5YD6YB+Z9eV2el8/leflePpfP5Xv5PN/L7/J5Ps/v8r+8LT/L4/K4/CwPy8/ysjwsD8vL8q98LD/L1/K1/Cxvy9vyuPwtf8vj8rQ8nm/lWXlWvpV35VN5VH6VX+VReVW+lB/lQ/lQfpQH5T95T16U/+RBeU8elB/lPXlPfpQ/5Ud5Uv6UP+VJeVM+k+/kN/lNvpPn5DH5St6St+Qr+TuvyV/yd76S7+TvfCefyd/5O5/Ja/KTPCUfyUfylLwk/8g38pA8JN/IO/J2fpEv5Bd5RL6QIn/I23lCnpC384W8Im/IF/KI/CKfyCfyizwjD8j38Xx8H+/H8/F8vB9f5/94QZ7O//F03o/34+l8nafzgXydr/OB/CCfx895PV6Pn/N7PB5/x9vxdvwdX8ez8XIejpfzczwcOb6NZ+PdeDeejYfj5fg3Ho6f4+U8HU/Hy/k4XoxP49f4NF6NX+PXeDX+jB/jy3gxvow348V4Md6MT+PNeDI+jU/jyXg03ov/4sF4MP6LD+O7+C2ei+fit3gtHovP4q14Kz6Lv+Kn+Cpeipfiq3gq3omH4p/4Jx6Kj+Jn+BieiI/hYcDwOTwM36KFX+FJH/ocPvTf570X4AH40gPwAQL4AX6BR+BzeAQ5fOlNj8Ab8KU34AkQ8AJ8go7MH/AHOjJfoCPzpS/gC/jSD/BB/AtPxL/wMmT4Gf6ET+Fv+BSehb/hb3gW3oXPXvvSa8+5/56H9+HjvA8PBIgX4r8HfelBL3rRj36IL+LjfBF/xMf5OH/EK/Gm7/kcvufP05Pegqfgc3gKXoKX4B/4JT6Jb+KTeCS+iW/ikXgjXoVH4S94FN6Ev+AveBNehGfgHfgP3oGH4D/4Dx6Cj9CfdWm+dmmdmq++dmr9mufgNXgGXoPf4Bl4Bn6D79C5+d21dW1+d2x+e9yxdWwe+9uJdWNdWDfWkyXzZU/WmfnSl52Zt51Zb+att71Zf+ZBdGTeg/fQkfkOHZlX4Dv4Dl6BZ9C99W79We/Wv/Vn/Vn/5mmP1qH1aR1ad9an9WndWV/Ws/kcfVvf5nN0bj6H751b5+a73z6Dx+BVeAw+h1fhVfgcfoW34XH4Ex6Hh4PzJfwNX8Of8DU8DX/Cn/A0vI2urB/rwvqxXqxYH+bLjqwL68I6sh7Ml/BwnoSH83GehCfh4zwTf8O78Dq8C//C6/A6/Au/w+fwTTwRT8Q38Ub8Et/EK/FKfBMf5y94Eb6CF+FD+Aq+gg/hJ/gQ/oOf4Cf4Dz5Cz9at+RzdWq/mc/gcvVqf5hf4HL6Bb+Bz+Ae+9mv++tuvdWyehGfiR3gmHZkf4Ud0ZB5EV9aF9WV9WRfWp/nRm770Obz3vSPzCbwCD+d5+DhfeuuzF+KH+DiPwVvwOfwFn8Gr6NV6tD7Nf/AcPANPve3PfO3e+rM+rBPrwnwQ/8O/8D98D//Cv/A9/I5ep+N1Op1Ox+txOl730uP0ON1L/9Lnep4u1/N0PHi6nq6n7+lyfU/v06f/6aD6qI7XR3VSpPqtTqqb6rf6rW6ql+qaOqbOqmPqeZ1VZ9Xz+qseqUPqdB1Sd+SoP+pR+pNepj/pcr1ML9PlOppuq9fqeb1WnzWrx+p1Ha8L6oI6XpfreH3OnC6ny+lvulx/09t0uS7X23Q2vU6/0/H6nW7HTp/Td3VeHVjn1X356r16r66rA+vAuq6e13X1XD2v5/Vc3VZH1BN1vJ6oL1rUG/VNnVHP1DN1Rt1SZ9QVdUvdUlfUD/UpnUq30qn0K91Kt9Kv9Cw9TV/Tv/Q13U3/0r90Nx1Op+uPeqD+qE/qgXqgPqkP6nXdruN1u27IUEfU/XQmHVAH1Jl0us6kS+p0na5L6pE6ll6lk+lVupROppPpUnqYHqWX6VJ6mT6mS+lS+pgupoPqeN1T99TxOqeO1xt1Tp1Tb9QZdT59rjPpc12uM+lMulw30uV6kyZdSf/UO3VVvVPX1FV1VV1TR9VZ9VVdU1/VU3VNXVNP1U/1JH1JN9KX9Li47qQr6Ui6kY6kH+lGupF+pCfpoborVx1Wd9VD9VY9VP/UW/VW/VNX1Xd1YB1XB9bxOq6Oq+P1Wx1Nl+tqupou19n0L71LP9O79C39TD/Tt3QtvVCv1A/1Q71St9Qr9UJ9Ui/UCfVJfVIn1Af1M11LN9O1dCzdTDfTsXQyXVJn0il1Jv1Xp9Qp9V/9rv/qef2u3/W8fqlP6VY6lG6lG+lQOpRupDvpYbqUDqaD6VK6mG6lZ+l4PUvn0vE6XufSvfRbvVQX1S/1vI6p/+mCulyP1V/1vH6mp+lf+qbOqTPqcHqc/qX76Xw6k/6kN+ly/VRH1TX1Ip1JN9JhdVldVJfVaXVRXVSn1W/1Hz1IB9KB9CBdSA/Sh3QhXUgf0on0HZ1H79F7dB7dR9fRc3S4DtdzdBy9Rr/RaXQa/Ua30WX0GR1Gh9Fn9Bi9RX/RWXQW/UV30VP0FR1FR9FXdBW9RCfRT/QTnUQ30UV0EH1EH9FB9BAd7GLvXexjH7vvvU6gA+gAOoE+oBPoBfqAPqAX6AZ6gX6gG+gG+oGeoB/oCHqCnqAj6As6gq6gL+gLuoLuoCvoDLqD7qAz6BE6g96gR+gReoM+oTfoD/qEPqE/6BT6gw6hU+gUOoQuoXvoHfqFfqF36BZ6h86hW+gWOoe+oZv97GE/e4Ae9rAH6GUP0AX0spddQO91Cl1Cz9Al9Ao9Q8/QK/QN3fex/z52sv/+O9m/Tnazf/3rZg+7gE6g93qFbqFv6GDvnfcLHUP30DF0Dd1D99A19A+cG6/Gt/FtvBq/xqtxavwav8ap8WmcGpfGp/FpXBqHxqXxaBwah8ajcWc8Gn/GnXFn/BlPxp/xZjwZT8abcWO8GWfGjXFjnBkfxpnxZXwYH8aX8WB8GVfGg/FgXBlHxrXxbN3ybBxbx9Ypx8atddopt8a59d1r173yb113zb9xb7xbz9wb99Zz1932y7Vxbf3ybv12zLvxbh33zI/xPI6MI+N5PBgvxn/xY/wY/8Xz+C9ejPvivngx3osX48R4L96LE+O8uDVejXPjxLgwzosL48A4L86LA+O7OCj+id/in7gnT9wWx8VD8Vv8Fg/FQfFL/BXHxDHxVzwTf8VhweKxuCX+it/xO/6KX+KxuCyeicvis3gmnonP4rQ4J76J0+KbuCZNPBM3xU/xR/wUR8Uf8UccFYfEV3E8XonjcVa8Eq/EWfFWXBcXxXNxUTwUD3HgvHHThs0aNWnQnDFThswYMWHAfPHShcsWLVmwXLFShcoUKVGgPHHSJI7JEiVJkBwxUoTIECFBgPzw0YPHDh1wOXDcsFGDxgwZMWC8cNGCxQoVKVCcMFGCxAgRIUB88NCBwwYNGTBcsFCBwgQJESA8cNCAwQIFCRAcMFCAwAABAQD0TrMkRzEEv+873zrja+ul37x147ZNWzZs16xVozZNWjRoz5w1Y7ZMWTJkx4wVIzZMWDBgeb989eK1S1cuXLds1aI1S1YsWK9ctWKFt0pVKlSnTJUiNUpUKFCfPHXitElTJkyX7ixVojRJUiRIjxw1YrRIUSJEhwwVImQ3qE5QIDpAf/z04bNnTk8ePHfs1JGjM0dOHDhv3LRhs0ZNGjRnzJQhM0ZMGDBfvHThskVLFixXrFShMkVKFChPnDSJY7JESRIkR4wUITJESBAgP3z04LFDB1wOHDds1KAxQ0YMGC9ctGCxQkUKFCdMlCAxQkQIEB88dOCwQUMGDBcsVKAwQUIECA8cNGCwQEECBAcMFCAwQEAAAL3TLMlRDMHv+863zvjaauk3b924bdOWDds1a9WoTZMWDdozZ82YLVOWDNkxY8WIDRMWDFjeL1+9eO3SlQvXLVu1aM2SFQvWK1etWOGtUpUK1SlTpUiNEhUK1CdPnTht0pQJ06U7S5UoTZIUCdIjR40YLVKUCNEhQ4UI2Q2qExSIDtAfP3347JnTkwfPHTt15OjMkRMHzhs3bdisUZMGzRkzZciMERMGzBcvXbhs0ZIFyxUrVahMkRIFyhMnTeKYLFGSBMkRI0WIDBESBMgPHz147NABlwPHDRs1aMyQEQPGCxctWKxQkQLFCRMlSIwQEQLEBw8dOGzQkAHDBQsVKEyQEAHCAwcNGCxQkADBAQMFCAwQEABA7zRLchRD8Pu+860zvrZW+s1bN27btGXDds1aNWrTpEWD9sxZM2bLlCVDdsxYMWLDhAUDlvfLVy9eu3TlwnXLVi1as2TFgvXKVStWeKtUpUJ1ylQpUqNEhQL1yVMnTps0ZcJ06c5SJUqTJEWC9MhRI0aLFCVCdMhQIUJ2g+oEBaID9MdPHz575vTkwXPHTh05OnPkxIHzxk0bNmvUpEFzxkwZMmPEhAHzxUsXLlu0ZMFyxUoVKlOkRIHyxEmTOCZLlCRBcsRIESJDhAQB8sNHDx47dMDlwHHDRg0aM2TEgPHCRQsWK1SkQHHCRAkSI0SEAPHBQwcOGzRkwHDBQgUKEyREgPDAQQMGCxQkQHDAQAECAwQEANA7zZIcxRD8vu9864yvrZSBAgQGCAgAcJZj+Hmusf3UGzdt2KxRkwbNGTNlyIwREwasl891q9asWK8K2dVpweKChQdwlmP4ef+r1yQ2atD02AGHw0an0RF0As6Y8VqzYr0qVKfFCobiJG5JEg8cuOY4161GixIdKmRXFwiLFSpbBYq9T2bKkBkjJgzTnQVKNZwkR4p44KABgwVNQVtvtyZFyo3YqEFjhkyPHXASKM0SMoRMvUGgFOe6VWtWrFet8FShMkVKFChPnDRhuqs0KdKjRosSHSpkVxcIkB8+c3nu1KEjB44bNmrQmCEjBowXLlqwWKEiBYqTuCVJjhQZgjHGGGOMMUbBQYMDjDHX2GLqDZozYLNivRIFyhMnTY0WJfLDB44bMF64aMFiJckROBwqUISUXg0YLChAUF59MTZr1KRBc8ZMGTJjxIQB+9Ur1itSmO4WJTpUyK4uECA/fOby3KlDB40ZLU7igvzosQMOhw0aMmC4YKEChQkNGBgAOD9KLdfYWuqNmzZs1qhJs5RWaJ4qnCBVAjZVc0k0OEMmrNetWHimQGmq9CiRHaA5MnFHgqiQwOCAgQOYmTFgqgRQamBSo0N1fgzkIYCM1kaUDkAxgIMFCAoInCEfYAWY0RbAizQAzABAIdZL0uu8de4wX5kx3lBaivooLe9KDY9ICeOhsW48IAYSBYSAwgEgG0rB8+PzFfhpKP0JDvkJYyjtkcxQ2jWAoZRrqvQokR2guTpw1JDxgkVK3JEgO2zAUEECA5fAMTBP248VF5sANFSBtMjQCKjhUaA025EJ4iGPPmNv2KS9auRmSZEfcDSwC6yAW667SIsKBeKjBQcFB5Refak2as40pRaZteGpWghUKaW9OpNFT1AvkJmiR9cDZJro/en5MUf0+vT4mCB6e3pzZoeenl4eU0MPT++OeaFnp1fHpNCT69ExI/Tm9OSYDnpxenDMBb03PTcmgl6bHhuzQG9NT40poJemh8bs9c70zJhlr0yPjCn2xvTEmF8vTA+M2Xtfel5M3evS42Le3paeFpP2svSwlN16V3pWSm29Kj0q5bXelJ6UklovSg9KGa33pOekdNZr0osrl/WY9JaUyHpKeknKYj0kvSOlsJ6RXpEyr0ekN6Ts1RPSC1Lm6gHp/Shr9Xz0epSyejx6O8pXPR09uJJVL0cPR6mqd6NnozzVq9GjUULqzejJKBv1YvRglIp6L3ouSju9Fj0WZZfeip6KkkgvRQ9FGaR3omei9NEr0SNR7uiN6Ikoc/RC9ECUNnofeh7KGb0OPQ7lht6GnoYSQy9DDwP5rXehZ4Hk1qvQo0AK603oSSDzehF6EMhevQc9B6SuXoMeA/JWb0FPAUmrl6CHgOzUO9AzQGbqFegRIAf1BvQEkHZ6AXoASDq9Xu8k4/TMXkle6ZG9kezRE3shCdcDex9po/d7npzR6z1OwujtniZb9HIPkyp6t2fJE73ao+SD89vpjWRwdju5kf7cdmoboZ3ZTmzjrfPaaW2kdVY7qY2xzmmntNHVGe2ENuKdz05nY6qz2clsNHUuO5WNo85kJ7KR0XnsNDYmOoudxEZD57BT2DjnDHYCG+GceeevUcvp6+w1Xjl5nbtGIaeuM9f448R13hp5nLbOWiPcSeucNd44ZZ2xRhonrPPVyOF0dbYaM5ysTrwxwLnqVDXWM9WJSvR2njpNidvOUicpsdg56hQlCjtDnaDEvPPT6UnsdXY6OYm6zk2nJvHWmenEJIo6L513oqfT0llJTHRSOieJeE5JZySxzgnpfCTKOR2djcQuJ6NzkajlVHQmEq+ciM5DIpXT0FlIjHISOu1EHuegs06EOwWdgcQbJ90JSAxx/jn9iB7OPicfMcG555wTDZx6zjziPvGcd0R82jnriPWUO+mE3s45p5xw2xnnhBNiO9+cbsJqZ5uTTSjtXHOqCZ+daU40IbPzzGkmTHaWOcmExs4xp5hw2BnmBBMCO7+cXkJfZ5eTS7jr3HJqCXGdWU4sYa3zymkllHVWOamEr84pp5SQ1RnlhBKqOp+cTsJTZ5MzLiR1MjmXhKFOJWeS0NOJ5DwSbjqNnEVCTCeRc0ho6RRyBgknnUDOHyGk08fZI2x08jh3hIpOHSdceOjMceIICZ03Thth3VnjpBHSnTNOGaGfM8YJI9xzvjhdhHnOFieL0M654lQR0jlTnCjCOOeJ00To5ixxkgjXnCNOESGaM8QJIixzfjg9hGLODieH8Mu54dQQcjkznBjCLOeF00Jo5axwUginnBNOCSGUM8IJIWxyPjgdhEvOBieDEMm54FQQFjkTnAhCIeeB00D44yxwEgh5nANOASHcGeAEEN44e+cZ0jjNswxjnOQ5hi5O8QzDFSd4fiGK858+LHH2k4cizn3q8MOZTxxyOO9pwwxnPWlowfxmegsnmN1MbiEEc5upLWxgZjOxhQPMa6a1UDSrmdTCbE4zpYHbzGgmNBCb+cx0BlYzm5nMQGnmMlMZ+MxMZiIDiZnHTGOgLLOYSQx8ZQ4zhYGlzGAmMFCUmWf+Aj+ZvsxeICeTl7kLlGTqMnOBj0xc5i2QkGnLrAXyMWmZs8A5piwzFgjHhGW+AtuYrsxWoBqTlYkHnjFXmapALmYqExUYxTxlmgKPmKVMUiAPc5QpCoQzQ5mgQBjmJ9MT+MHsZHICK5ibTE2gBDOTiQl8YF4y70AGpiWzEpjApGROAg2YksxI4AATkvkIBGA6MhuBpsnIXASOpiIzEQiaiMxDoDcNmYXAbRIy7UBsDjLrPm2mIDPQl8ykMwF9eeYf08/Xy+xj8vl0mXvMue+WqcfM89Ey8Zh3vlimHbPO58qUM+l8eOYcU86XyoxjwvlMmW9MN98os43J5gNlrjHVfJ3MNCaaT5N5xjTzRTLLmGQ+QeYYU8ynxwxjgvnumF9ML5+c2cXk8skxt5havjdmFhPLx8a8Ylr50phVTCqfGXOKKeUbY0YxoXxgzCemk6+L2cSM+7SYTMwl3xVTiZnko2IiMY98S0wjZpFPh0nEHPLFMIWYQT4XJhDzx7fC9GH2+FCYPMwdXwlThwn3iTBzmDi+D+YN08bHwaxh0vgymDNMGZ8FM4YJ45tgvjBdfBDMFuYKU4WJwjxhljBJmCLMEOYH04PJwdxgZjAxmBbMCuYEU4IJwXxgNjAZmArMBOYB04BJwBxgBjABmKdpmqQ5mqEJmt/0Jje3mU1sWrOW30pvJbdyW5mtxFZaK6uV00ppJbTyWdmsZFYqK5OVx0pjJbFyWBmsBFb+Kn2VvMpd5a5SV4mrvFXeKm2VtMpZZawSVumqbFXilavKVCWq0lRZqixVkipJlaPKUaWoUlQZqgxVgipBlZ/KT6Wn0lPZqexUcio5lZvKTaWmUlOZqcxUYioxlZfKS+VdeVdaKi2VlcpKJaWSUjmpnFRKKiWVkcpHpaOSUbmoTFQiKhGVh8pDpaHSUFmoLFQSKgmVdqVdOagcVNaVdaWgUlAZqAxU0pV0JaASUPmn/FP6Kf2Ufco+JZ+ST7mn3FPOlXOlnlJPmafMU+Ip8ZR3yjqlXEmnnFPOKeWUcso4ZZwSTgmnfFO+Kd2Ubso2ZZuSTcmmXFOuKdWUaso0ZZoSTYmmPFOeKc2UZsoyZZmSTEmmHFOOKcWUYsowZZgSTAmm/FJ+Kb2UXMotpZYyS5mlxFJiKa+UV0orpZWySlmlpFJSKaeUU0oppZQyShmlhFJCKZ+UT0onpZOySdmkjCvjSiYlk3JJuaRUUiopk5RJSiQlkvJIeaQ0Uhopi5RDSiElkPJH2aPkUeoo4Uoc5Y2yRkmjlFHGKGOUMEoY5YvyRemidFG2KFuULEoW5YpyRamiVFGmKFOUKEoU5YnyRGmiNFGWKEuUJEoS5YhyRCmiFFGGKEOUIEoQ5YfyQ+mh9FB2KDuUHEoNZYbyQmmhtFBWKCuUFEoK5YRyQimhlFBGKCOUEEoI5YPyQemgdFA2KBuUDEoG5YJyQamgVFAmKBOUCEoE5YHyQGmgNFAWKAuUBEoC5YByQCmgFFAGKAGUvbJXnuVZmqVZgiVY/vKX5S7LXOISl7e8ZS1rSUlvZDdyG6mNzEZiI7GR18hrpDXSGlmNrEZSI6mR08hppDRSGhmNjEZCI6GRz8hnpDPSGdmMbEYyI5mRy8hlpDJSGZmMTEYiI5GRx8hjpDHSGFmMLEYSI4mRw8hgJDDyF+mL5EXuInORuEhbZC1yFimLlEXGImORsEhY5CvyFemKdEW2IluRrEhWJB6JR64iV5GqSFVkKjIViYpERZ4iT5GmSFNkKbIUSYokRY4iR5GiSFFkKDIUCYoERX4iP5GeSE7kJnITqYnERF4iL5F35B1pibREViIrkZRISuQkchIpiZRERiIjkZBISOQj8hHpiHRENiIbkYxIRuQichGpiFREJiITkYhIROQh8hBpiDREFiILkYRIQqQdWUcKIgORdCQdCYgERP4h/5B+SD9kH7IPyYfkQ+4h95Bz5Byph9RD5iHzkHhIPOQdsg4pR84h5ZBwyDekG7IN2YZkQ7Ih15BrSDWkGjINmYZEQ6Ihz5BnSDOkGbIMWYYkQ5Ihx5BjSDGkGDIMGYYEQ4Ihv5BfSC+kF7IL2YXkQnIht5BbSC2kFjILmYXEQlohq5BVSCrkFFIKKYWMQkYhoZBQyCfkE9IJ6YRsQjYh48g4kgnJhFxCLiGVkErIJGQSEgmJhDxCHiGNkEbIImQRkghJhBxCDiGFkELIIGQQEggJhPxB/iB9kDzIHeQOUgeZg8RB4iBvkDVIGqQMMgb5gnRBsiBXkClIFKQJsgRZgiRBkiBHkCNIEaQIMgQZggRBgiA/kB9ID6QHsgPZgeRAciA3kBtIDaQGMgOZgcRAYiAvkBdIC6QFsgJZgaRAUiAnkBNICaQEMgIZgYRAOiAbkAtIBaQCMgGZgERAIiAPkAdIA6QBsgBZgCRAEiAHkANIAaQAMgAZgARAAiB7ZI88yZM0SZMsyZIESZD8ZCcveclKVpKSdPw2fhu9jd7GbmO3kdvIbdw2bhu1jdrGbGO2EduIbbw2XhutjdbGamO1kdpIbZw2ThuljdLGaOOz0dnYbGQ2MhuXjctGZaOyMdmYbEQ2IhuPjcdGY6OxsdhYbCQ2EhuHjcNGYaOwMdgYbAQ2Ahvzxrzx1/hr9DX6GnuNvUZeI69x17hr1DXqGnONuUZco62x1jhrlDXCGl+NrUZW46pR1YhqPDWWGkmNosZQY6gR1Ahq/DR+Gj2NnsZOY6eR08hp3DRuGjWNmsZMY6YR04hpvDReGu/Gu9HSaGmsNFYaKY2UxknjpFHSKGmMNEYaIY2Qxkfjo9HR6GhsNC4aFY2IxkNjoZHQSGi0G+3GQeOgsW6sGwWNgsZAY6CRbqQbAY2Axj/jn9HP6GfsM/YZ+Yx8xj3jnnFunBv1jHrGPGOeEc+IZ7wz3hntjHbGOmOdUW6UG+mMcsY445vRzehmbDO2GdmMbMY145pRzahmTDOmGdGMaMYz45nRzGhmLDOWGcmMZMYx45hRzChmDDOGGcGMYMYv45fRy+hl7DJ2GbmMXMYtY5YRy2hlrDJWGamMVMYp45RRyihljDJGGaGMUMYn45PRyehkbDI2GePGuJHJyGRcMi4ZlYxKxiRjkhHJiGQ8Mh4ZjYxGxiJjkZHISGQcMgYZgYw+xh7jjlHHmGPEMdoYa4wzRhmjjDHGGGOEMcIYX4wvRheji7HF2GJkMbIYV4wrRhWjijHFmGJEMaIYT4wnRhOjibHEWGIkMZIYR4wjRhGjiDHEGGIEMYIYP4wfRg+jh7HDuGHUMGIYL4wXRgujhbHCWGGkMFIYJ4wTRgmjhDHCGGGEMEIYH4wPRgejg7HB2GBkMDIYF4wLRgWjgjHBmGBEMCIYD4wHRgOjgbHAWGAkMBIYB4wDRgEjgLE39sZzPEdzNMdyLEdyJMdwDEdwBMc//tGPfuxjH/nIRzzi8Y53tCMVv4ndRG6iNjGbmE3EJmITr4nXRGuiNbGaWE2kJlITp4nTRGmiNDGaGE2EJkITn4nPRGeiM7GZ2ExkJjITl4nLRGWiMjGZmExEJiITj4nHRGMiMXGYGEwEJv4SfYm8xF1iLhGXaEusJdYSaYm0xFniLFGWKEuMJcYSYYmwxFfiK9GV6EpsJbYSWYmsRDwRT1wlrhJViarEVGIqEZWISjwlnhJNiabEUmIpkZRIShwlhhJBiaDET2InkZPISdwkbhI1iZrETGImEZOISbwkXhLvxDvRkmhJrCRWEimJlMRJ4iRRkihJjCRGEiGJkMRH4iPRkehIbCQ2EhmJjMRFAYYvqMOAvUCQQAAAYAAACQCgSQDzHIlBSs3AzDQBE4ACQwACIMCCPiAhH3LIAgaQRGMdPq/5uMc3Pue5urNULbd8ynd8ucvrnE97vOOrnl3nfOzjHZ/1XN3mY+AztLU7vtzjta5zPd7xVU+vdV7z8Y6veq6186rHrL7dzmc9V3u61cc9Xue52uMdX+7yOufTHu/4qnd7CcIr+r84yHNj9lH7bfSmrl8b9ZcfGB9vy2rvKfZlxC77JnK/JDM7rsnN/jgUlbYrkLbY4836U/lMKNr1bdOjZTsJYieJ6LgM6TOlgMKa8/F+HQxVghvsjc2Re0vJOTDeR5Cbajlf7Xq+coxYTC+j4TEuO41snNivv2iSzK+7POiby17CB34oX6LfR47GFWPBlqMcYwAVawY1juP1cnt41MPxGqveChpm4DhJ/zkj+Oz8jfxjkR/23jDdzI2HsRNzHOe6zj3V3W23wyMMdWhDvERYkDe6QNu7opJ4XKI2ufJz5o561E3U7IEC0203EMcrRMxLrttUyJ6K+w4MDDwra39wX44kLc9fXOv2DK2pIe0zWocKxScSQwJAuXXgP/0dGc6MP8YdX1aMtjpulc6VgAAAEBpcqAVl/Zb5IjZgv+b8iBjJNYMH8aQGKrkKWkTttw+t5yj/kJjMSYeLiKXTS2RyoBdhyRg6SeBGhxHmuPDP/Fw2PzoXwr82Wi+h/IMzmZPp0OdYLh+F6QYifCJ2UwWGbgCw2676j88g8H+NFqSj/Et/WBHsCovIOE+6mM5Ps7mkLrTDn0Zb89X4i+vp6oELucJSlLn0XcT0L1EYPOHlp3vKR0euaSF1UbvQvn7kLYAOhg6l7ry8aCVZky7QHrrmIr3F8zz3Y/2H3+g856939G8uTuUsItk4r2oLwOzc6ItbOy+uxNHP3NTdwjcXN2md/BfzpJ9uZ3+Zk/6ft9iDc34bQxfdJkIzOvLz4ivWrM+8mDu6cWjUXewLPdH9wekXZCWfR5tHJ2Oq6Jj58a71qex7Pn28Xr1y2PUfbNH+wSW9tqx2gVhF01+q9wXqdtG20X1oJf2Hhq6NW9Jt35q8HZLeT7YLv2MXA6gn/NNir5uqiHkxbYduRttJN2od+kzaGT8Tt9+y5tSNCs/p4vt50kUUhw4oc3HL+EW3vIQmvCg55q8a34iaNxSNQd3FNAem8dKr61jTAQZyhF9t5KsPnMkOv1rKXR84lil+tZeXPnAya/xqNUf6wOF88avb2eXAfO56dUFTOsCIXnhtR2sdmtIRXVvTt4MGtetqm7p30KymXW1Zrw4a17qr7euogyb27Wor23XQ0O5dbWvTDprbq6stbt1Bozvqarv7dtD09q5K1UNL5+rWSS34YdR/vzJJ+eA/UBf//04AAAD9////WgAAAAEAAADTOQAAILgAACi1L/1gILdNzgFaucljMhAAdAHzBOvn3N3zUX0kBULxK4k+IVKIEg0jBpJPkO1f0nunpGUC5EnsUZ0QRPLOOecBZgZyBVMGlx60bRUTboloh9q2TWzVFk3bru22wlv7Y2HY+B7/WQcZbZAo7O36BCtE6zzdeQ5A+NTCaFZUr4+cz0BnZkeTtEjCvncBXItqOQv1T0oQm6gVNJY/ySMGmmgdPV8/icENXpRyjn4KY7DUQjMron6ySHjJDIftr9ZWfBpTif8VgvlrkcDgYPFrjvyo0UoemN4x0QIVkDDR08Ul+EU7LoG+RJkuTwbig4HXb4Kv5W/r0P8FUOadpOmhPZBUMZ7rnbz9lgK+R6LEQpU/kjs8Eh+bVMAkXh4JCwzP9UmAWkjGy3NZsl9E0AX7Sri+vgAPqwfv1bf4JATFXfrFxByvJzbpvTCoEBX14obZkw+vAcxSBYSs/EZQiu/29+f5ZXxNFNIaQ7mHgOfNc604kuYjo1yJCuIQyu3bnozRPi0QtfCNgXcz5SOaJ8MbFTDK30+KOhR1lCOE9O82JBqlsVGib+kQRdfyjEE/jpgm0StXBNhepYObZF9OIsAoDreysK8bRIvqWQKjFk6uPQcnMqJjzhtKREQVCAbxfyqStWPv4U/IN0WoHRxawILjpUnyTQ7rm0OrxBzvEe6bGfqU4DVi+GYELZ2c7WTleE3evlmGoc7ZSUYcjweKtqknBZ2l5HO85oCWeWmMEJ8lLfNS14qnAEhb9m6YfwpMGr9j5KVlanEBzj5B4HdUDrVMLHI0nE20vNIyFdeWcPC7IpFa5gc9SGdzBPrd2YSWuXZHhrMt6PzZyVLL7KKU4mxfCn/uGdUys04FOrsnw5/toVYuTBlKzjIP/dl8a+UqDI5wFo0MRCvXZQXx0og27kpiBWe3rnyFMts4K3jwOKtFyFc2zhlfw4gheGeaeWZmgk/3ROJjzrE5otLNG8dr0/eIRFjCDVCaGVAAWeR4jJYfZRQowUxrmnKOAgjjeFtuPJy4uRobFDQdvPjAwfF67GivAEC/RxhN7Tx7ltLP8fxPqwfw9WFamZeX9jxrB4bjyen2KhUYibxMTE2e6ARxPAa7DQuEo8MKKUxBHko9a0aE36EibNtIVcalYczFQbVDv+Oyo62ARent1CUTywGvR3wtnNYRCqMAMasEoGKM3yWGaOuw/JW9G+aNNBzPsl1+52FQq/eGI6UwJ9zNSRWm1bPAIwsSBXPCXFopf5Jq0vo5VlAvlwzmlpwvgIpawMNNJ+WSa2w0xf2pAU+LQxQdmUlQ5Hb8VT3b1voTLMQe4o9JOa4IceakaHkY0RpEUiAOlBsUzyIg4ytk4x+/i2IgLk8Whme5mvgq5E/bQIsPzvUmoJwfhxaA82eaBt5sAYmIQzMqf0Ka8GaL5pdDMSN/PgrxZgkShM5iauLPLJ68mTfm6OykIv6cstVmnYEVzlKe8OcOM2rTeeiEs2/u+BOGmNqU25PI2Ug3f6J4oTYlRLI5i6WOP5l61KYay+jskzF/omVQm2rZiLOJlvxphqU2H0TBcnYJnj/HZqjNMMojzrqIMac2w3B0OduiztdAjNSmlx5Kzu698LXNKbW5hUU76yH7+gVObWZRKeAss4ivhIDUZgAxGM6SSfK1qUBtVrlhchYsjK9nBdTm1rLHWa1CvoaVqdGmbuTHfVzOud0m7E5IaPYMcQhqEqbJemjZEH9GRbiGPR94g80aaoEeqtXJn5IiHAUJtR6VTZoyIEs89GqBPyOxI+ZFEnZwNlvQSPVQLMmfZFg4nMC+Gsyypp57epaS6k/FGn7pBB+LK2vzabbnWUFz/EnEzy8vsfwix5p0kZQq/Nkji3p1OUgiL0DTWQLPRoH4kwaWmrXAgZ6iiqZTUoZnJ/38KYNRdbNKYEFUieYalfbZKIX+VIOqFcAsvQFgqpnWyfls4iJ/OpijwoXxocBJsJn2R/lsk0Z/liVSXY2eGp6upoMfe88Owf7cOqWCMHDmCwGlJoIqcp6tAcXXSVVUvTWdJSdB8wCgoGddXPpKiIbqRwbaXqzJ5leRBc/uzfCVzQ0V0NACHStSzawcmJ69oPrKilBvjD2SLKQ2ryQRPQtnwdcbgSohBwaIQUg0rZ6weJbMkq/NRyqhliNAOF01rU5YenaM0lc5DmqhpK2/WxzUrJrR9yxXoq8ILLUPSjXcLlKudWdU3dFQxFW2P9B8KO74C14MDcDbw0f9cZtCuG44lGnCn3CEXLyzPffquXsDLLp3k9LCFyzt3hsiV+t23a1bIOtmXQIX6wYQcAXcAffqVqU3vVZ3X6xvXuKRbsff3d3//f39/f39/f39/f39/f39/f39/f3//f39/f39/f39/f39/f39/f39/f3//82kGcOEUc3//ydJw1KKPkk+BCSNfjCxnP1VCtR/Z6expbsSxv3RGsS5NKZ+E40rGslX5kxVVVVVVVVVGQcXH439CkWNxlFI20I3Wt+cgxONxCsi9m/EQ/SRzbAFzCL3ZsgoerUrtvkMBvv8pRPBxFMxouYD7SBMecFBFV/FhF8LWLjjcQExz4ATi7ZQcn8alykPecmiBeyyFy1TePXftaIFlAwUjeRz/CbaVltYxkHUgiOuX2mYhXhwt+Cq7qr7q3eQ/PhhJZQ3qrvqrpJlAoOnuqvuqnur2rnpsNNYxg/DpGBSHU91V91VFyUOuKGgHdVVd2fU4BTOcnd3d3ePtCjFj0Z3do1W/VtoPdUeTjLdPbLyQ0lf1qj+qr/qet/IwCX1hePzS+3ih05siFD9VT8EEdmSaZlT7czKmHWwHPJDMUfVX/VKqne1dm46VLIlTGDMuHRDHZCDqv/qc6qr/i+2OHojddIiNSIcOuZHl/ud+/eQ0uYsCqVSBAPM2T89vrgfcvfCpnVv3Vv3Vka2ZPpaaLJ197aDDESH/uprmLvWvXVv3dsKBSg41NDP18FLrXvr3rq3ZIBoODQCIV/rClv31l19LUnZWcoxX78GvPu7v/tXCVribJ8ht6sU8+4PqOzd1r8FG6a2RyIBGQPyHFqJ5tdCkq1/69/6eyM8pH3x+NiBTaBDJwV/DaPX+rf+ZFgEtXZndW9IGDn0h5tfBye1/q1/62/XZtiSMYGzIMYZh67N+bVuR+vf+r//iyyF38iOlFaNL87m4fv1y+v9eygSeBZ3KnNccbaP1NtVenn/94/6uzuj6v7u7v////+v/n/0o9H///9X/6P/0ei/RaP/btFo9KPRaPT//////////6NtNPrR6H/U7f//7f/f39/f39/f39/f39/f39/f39+/VBN//ycU989uXf0KZf4/iP//////////9v+//W8tr/y3/+1/+//v7+/v7+/v7+/v7+/v7+/vj/z9/f39/////////////59jM/7/////////////nxENzf/d3d3dne7uTqfT3d3d3d2dTne6O53u7k6n0+l0Ot3d3aEOJBWau7vqrrq7+xkb36PT6XQ63Z1+skhwp9NVd3d3d/9Dy/9DSDJ8DURp8A/lTAr6wzFO9GgwOvSHNpxoRByOlT8EESnE7T5leqgNGHd/qGXIVx0/3nAPikp90rzhG7CuK7g3vGq+PoDwhg4SvKGJP199bo2OpOjtKvEQ9QS6Ir5dKiXQHaauGA8zMTEC9URA7lDRAUc5dgzXEB0G8vLrncBDMpFehkGsfrV7ZDgHkdDwzpIyhoIc8Q51pH8ICPcrlLfDPLlDNjG/QskealnC10X6oZGU+OqH8qGQJH3tI+ahgMxOPDRPnK9o8h7qKMlXxbSHWungq5EoD3VSxdcfl88yeHO7PVkPrXHpqwwnD+Ub9BUFpofuqb76ST40RBZf+cKevdNzO0aLz5rQ4HaSAp+1AcLtMpl5dkzqq1VeoK9uFR5apeVr29azmib4akbhWUMyfBXz8x8OvJ2jE4CFb4dJ8YbX22WSXAzzq04hBWBhWvzVzAI0wJZf3fRAw/j8ylTRiZMIaN2EX0P0gZLI+vXEILSEqF/9HKF+Zn5dwcHSkF8ZRSm9/WpIkyPFX/tAQim5/Bp5BcWS6NcjalAtc78i8QAl8+dXRQjQNom/ckl8d8bW353xoZ8k/Wl11joOGG3hZJqXMLYWmgiSXJsGRI5nOynZUUwWk+XIGZPH5DmZTo5+/mwot0WKZDFiREvWsgUIkCBZMhYsRK70yIWFiT58OMlOMss+yU8yFAolQ4mSJMliVpKXLHrJSzITL18yk9zkC5gjXZBkRCFZSK5SJUgOkqnkKZlItmJlSB6Sq2TEHEVKlpINDRWzYj7MPzKXvCUfyTxyj5yYwYTJYXKTzJh3CGbBTJgHc47AHJhxZB3Zxo18IwPmGjnGjDwjy8g0sosWuUWGkV+sqwo7u7whBYq8IdOh8HuuyM+sIvtlOroT+UTWoKEv9+W5Ob7Ml1V1L+/lCxdK5BK52SSRSWQmMy/nZTi4EBb09OpGjMiQM2DIGDyL8OzO3MHpwZk/fJDLcnHZRK7LHDKIHCLH5RX57+8u32UWGQ8BAjcxsbbclsPC2DLbhKyAQoLslidkMDAJWUL++oqQI2QuLggZQt7aUstqmQCBtJyWs7Ie5AcZC+ssn+UAARoIQEMzYGbmlb26cpdWdqCVtTIZWYEFBTIDBlf5akBeywbygVyWG+QBmUJ+e1OQFeQKeUySpEpIkXCkSTnNe1LeoPCnT5UAwJ6wpSVsCVPGWeucYkiKFF0mCgCbMuUo1ShRjvCjUqU0kSKVCWfCoDhtwps0YVGYEqVQOJSnbIUtc1WuwpZ4El7ECDPClxnjS9wIO8KV8CUMqlPOeBQOADvKF6NC1Ql3wqcwJ0rK16OnxS0cDCcOjoP9YDlt2qzZg/PkkbxjCLM5hOgREH58DFRGEqtRk0bQIDwInzlDCA0bXCiS0Js6brAZPpCQfXAf/Ij/4DNkMBksCAfCfPAeO7gOlsRssCFcCD+ORvFgPHhycg6eg99gOniMI3bEYnAjBsOIGfEXHAYvesFeMBfcBWfZgrdgLFgLplIFV8FW8JUlS3o0wawUKVAM9YGj+MA+CjGUwieF2IkTQkyIExMH8aDgjh1FAgOJYCJYh44heAgQ3MMINoJ54CJYEDNhkgPnwEqU4MA4cJIkN/ANjASJDWwDHzkyA8/AiIg0MA0sRAggBvyBg2AguAaecogVsZRDLAUbhpAh4sOHFyBAwMAwcAgcA7/ogDvgYRd4LfAwCxYrXvHfHwfMYYOdnYm6uj28h+noSuASWL3je2ITeANWoUID1oBRoMiAM2A/PwwYAz5xYg7P4b6+C/gCJkHCiZ1YT8+x47w8PAKrmA+nSHGH7/AK7KGszAIDBPjAgQdhFeAwHBYTi0sAhg0YEMMVJkzYgpCGzcy6zrgwAQIFtNYiRMASEIxhCbhtDLeRMcBtmAIDTAG/ySmIw2xu2A1vYTA0NC/shR/gL5ymhtVwF+bCDbAF7ADLMTETL8DNUqUCuJegQJ26p26oUKguqisqlcb6isIbZ5ymuKoK06V7yRK2hDHOl1Kmm2nTxXQ1abqc8OUU6UqSdCthq0rX0o2ErawgXUg4QIBH9xEWIKDyVuIBA/DVnXQ1CWNhWV5LnHUpnbrEt9P15InUJXUBAGDUHXU/XVPXEaPL6Da6i64iRBfRTXQP3UGELqFb6Bq6ggBdQDfQ/XP38Ll8bp/rJ0yYLYyOYq6Ya8bM4328Z86guWhumjRqrpobGbnmrrmSkpN38rJh0972tmkj58q5btzQefPXTpQOHDwXDhzKS5nnwvn79861Q4aMlzJlwFwwjpfLZWTscrvcxsbFu3jHXC8X8pq5jvfL3XK13Dh3zpw8N8+tc/XcxCa3yU2SRMlVcpEgOXKPXCNGiFwit0gRxIt4hwwBcoFcIUIMr+ENEoS97P3xw8fhhTpxMoUJEygXSqIVK1GuXJFypSjeKU/uk1vlRrk+LhS64+64hYWCVzDwBt4ePXRcHTmuIpVL5WK5We6Sm+QmXh6XkDDHzXEHLw4YMES8mEHj0rh6eoAkRty8PL07owOL26GDBxUr7oq/dU3x/HBBgGgRQoOJS3frTPDVKAF4Y1wRMkbcDnhXxU2Bd3dT2F0U18+Ow/W7JzjcExvq7onbV3f7Lt8VcV3cFlfDNXEz3Bp3z8bduzfc7Ew9u+qdgxsjs2BBwU2QAA5B3JWTI2OW3bLbbDa4cJ1sbAba2q5b2AEvCGtvbxUu3DVwwcAm3An360vClXC9boR7dufm0C7ag+vO67wOboNLtuAuuM3L4B4Qu2LX7VK4D9Ju2sVw1S6XVnryUOK5Y6cOnTly4sBpPzr5xk0bNmsk1USmQXPGDORjGTJjxDg2MoYB88XLYhcuW7RkwXLFShUqUxSlRIHyxEliEyZLlCRBcsRIESJDEIUEAfLj0BDK+ijswYNwx6BgoI4cOG7YqAFIY4aMGDBeuGjB4m+FihQo/E708ZnYK0FCL2+EiBAgPnjogHf3XO04bKij05ABw5zqzgtNplycBbgKbxTc2tgmSIgAYU0t7QHamZmDBmUMFpCNKUiAQOxAmAGwL68uri2tAgSysK4GCAhgVbVTnfHVWpEi0UhADPLDkC3ksUNQBw4bgDNiXMhalZEkI9GYeSQjpjHMl0UuWrDgsJFhDntVsqyM9KjRokSHCg0K9KfPHi5adGyggxAG5sWlRQBrQICqNKe50J8AGyat3JA0LmJRTERStYOkQiwUtBHjLz1xSOf9QcTbMMd8yxLE4LNFxLEwLixcdfeofWOL2qE2iQ1qf9ojNgDb0y7bnTanbbU3bU2ZNqaN96VtKU21K21KqaltuSelpHbllpSG2pE2pBSA/Wg7SjntRptRmmkv2opSSzvRRpRa7kPbUCppF9qE0kd70BaUMtqBNqC0zv6z/aSKu8/mk7J7z9aT9th5NmW6Y+PZd9LAbWfXSXFsOntOWmPL2XHSGRvOblMY+3c0bbEn95t0xXaz26QoNpu9Ju3bkltNurcjd5pUb6PZZ1LnNrMhU+Z+3GXSsk1mj9GetpjtqDftxs2oMe0wG4yutL9sL3rSXtxddKTNZW/RjraWnUUv2lj2FY1oW9lVdKFNZU/RgrbilqL/7Cgbiuazn2wnOs9O3E30nc1kL9GQW8lOoslsJPuIhm4ju4hmsYnsIVrFRtxCtN8OsoFovv1jH+oS23BDdd5mtw8dYhfuHtrD5rEJ9d3esQe13Rbcgbpu69g5dIaNY9uoAUhjhowYMF64aMHib4WKFCj8TvTxmdjbJbbeztsiQoD44KED3t1zteOwoY5OQwYMc6o7L+zmZsrFWYCr8EbBrY1tgoQIENbU0h6gnZk52A02g71gk40pSIBA7ECYAbAvry6uLa0CBLKwrgYI2AF21d5b77xvepmiSk+lAaSl0lGpqBRU+in1lHZKN6WaUkzppbRSSimdlFamkVJIqaO0UbpIUSJEhwwVIjRIUCBAf/z04bNHTx5KPHdSOymdOXLiwGk/OvnGTRs2ayTVRKZBc8YMZPqYliEzRoxjI2MYMF+8LHbhskVLFixXrFShkk5JpaRRUihPnCQ2YbJESRIkR4wUITIEUUgQID8ODVNo6iMtTHmkhOlgKpjqSHOkN1IbKWBKI5WRxkhfpC5SFulfqiJNkfqlJ1K+1ERaIiWR5o0QEQLEBw8d8O6eqx2HDXV0GjJgmFNTTy+kzVQuzgJchTcKbm1sEyREgLCmlvYA7czMQdogZZAuSMnGFCRAIHYgzADYl1cX15ZWAQJZWFcDUgFpAKuqrTO+TIXqlKkASpEaJSoUqE8aAN1Jc9KadCZ9SVvSlLSlrtSSNCT9SDfSjLQinUgf0oY0IT1IB9KAtB/dR+/RejSlxqPt1KEzR04cOO1HJ9+4acNmjaSayDRozmgz+lGX0WPEODYyhgHzxctiFy5btGTBcsVKFSpTFLUUHQXKEyeJTZgsUZIEyREjRYgMQRQSBMiPQ22oWe1DF/bgQbhjUDBQRw4cN2zUAKQxQ0YMGC9c6Bb6T6/QKTQKfUL3aRN6T5PQenqEFqFB6A+6g8bTT71qDnqDptMaNAY9p/2CvqBV7dRycTpONzWTjQ3OTVtoU9NtbQ/0Az1hAppG02trZtrMgZcXAQMGCugCX/rAl/4C0wjANFiYThCmw8T0ArIxMgUR3nSECBV0BS1Bw+kIEDQETUG3aQJduktjYXFdaWkJ2FKgx7SY3tJceoDO0gJ0AJ2mz84caAe6QYMyXaYZ6AWPHiFylA9t2tQpd8qePAEgCoA8atSn/CmbMgUqg8qnToXKoTTGpDKpUlrrNEWVUem9U+VUuipf5lI65wByAFpnVDnTJEyYIGVIjbKlRrkRo1yJkaWkylzJKC9SlBVlSZIS5UQ5UkaUL6++ukpb5UmZEqVMOVO+dElT1pQ3ZU5u3Axqkyfr0bNnT5qcJtKPH8k/bTIbNoDWwMlx4jTmRscyZeyQIVMn16FDiFC00JvJPJkHCcptAuU2GRAlmjzZzmN+zHfuQGbIjAePmWwmU+YzuU+WlOST+WQ1OTKT56ikz7d4DmigYjBDARgUQQFjJhoGw0AOg2kkLx80awvigMkABighAABCY84xAYMEQCAAAAAwDTJ5gvU+IOE8wI6FTTpAQLMwUwcQaBZs6gACjYVNOkBAszBTBxBoFmzqAAKNhU06QECzMFMHEGgWbOoAAo2FTTpAQLMwUwcQaBZs6gACjYVNOkBAszBTBxBoFmzqAAKNhU06QECzMFMHEGgWbOoAAo2FTTpAQLMwUwcQaBZs6gACjYVNOkBAszBTBxBoFmzqAAKNhU06QECzMFMHEGgWbOoAAk3b4c0ekUlo4+ucSTIgZwlmDiDhPsDOEPBgyddj7z9IuxpKBCY46wAJwQI/7YAjF+WPEXHJ7SknmeChBQsUC8agBRdNBewKOwySAZJoDDDSQMjZtRw9CiYZI3HociOXxALAxNbxcCp76phIke4SHIL3sAvtkLCEwMFw8J9zmIZySGRAP/c73m5r3Hz133kHrKldgJfyxumAHLIKCkCIEBsBYsIghMkwhBkCY2VO6IELoTjgLwgYuEMiBqTNwIG6rzQCx2aEyIAzJhXAygcJrBByARTGzCDJ8aExO+G0QApJKIAksoiMAXEjUMHsSMwQe5ORcyNgRIRRG4Jg5B/NADADEuboQMUxWkJmTMiTEQJ1REKA2YwBooQXRZCdonsFLZNfQmEbcTcEhkQwNSMQRvzTGAA2QGGcDlQ4IwsTI4JG2AGkIGoACt0JICEE4oydhDxi87xVNc8546e0GaWOYrIaOojsQCM7sH+QtL/wyntCc0SUPtRxZqvnzfUH1Oe1f6aSs83tR9rZyPawV+unhsRPmwqg8Tiv6flLbaDgSD6RUCiTjiu1Z796Z3GFDsThYot6n06FxBXHrvEDMJCM13Q8kIzMUJEYiEcRN2Ul4q0Mgv061zOWG/oMME/GsMwicTf9Cf2Wiefy4Bis550Ah4633IHI1le2YaIdq2ykKwqKmRBwkhg5zC98NE7pO2+G8gU/Yc8YK3X/f+aOLwS6tivZQ+kTF9cOQ5iTzTRHzUSfy3K54+gUlZbEN+2yJoHIH0SufHPxQaxFM9zfvyyvKZktHLX0aRFMY4gVCwLfWsgMJgoEJEp0fF83Aor2wUDP0s3Vj11kTt0SNlLdXmn9vLVoXiqFIDNkFfkFyccmAktJicJCi6Bibsf3oSKvXO24/WZ7CORawUixHmMh5GJpzVsY4GJHJEVFs9vZxmK0dMI30SZC3DIKvWzDV4fIfaKD0xtyy+p0240fs9PW6MHsb1UMDKZR1ShmSLZYi53/YtY7R252nLALwtG7IVuDRR/U+6/KmO1moyrkV7JkFjR17FDL2aMbv/zmijVAuvFOAq45EIaOJ99o7jTEqhM7ek3LAufOh3hWZ7he1PvLu5D7eeeUgL2hHcvwTYcYNfiZv50sr7kCF+TkSghYwQOH0hSFghLFswRjMTumGOrs2j1fDSRhyUVnxpcxRVbeUmE5jmCCpAE/483Dwqrr9luGlsLCqWGv2C3nW1QWEwSiSdEQn6d34Xd8icX+VwtMdsjP0YWAKVgcjU4gnzRf5jH7tXkRTEsUXb5D0rOd8hWcE6+VFTAcjD9i7V6DNZImt0iqd70nlvm5xt/5EsK3TwIcX+SeiB9ayqvqN8LZHDYlE56nTwYLPe7Ks5SH64821wM+UJgxfRYtbbuv7A3bfTJ2DZZYzJe4LDOAEz0nt4B0rF/PvWFsk2eaNCOIBRIkuiH5GeIk2x3I1JkZho1O8KtSjaNI3IgUwwYKs6PKDxMKBCQKBCKKCCYQyfqo3ADD39mb6215Q6XGv8AnDAVO4YQDrOk0EU+yQvott1Iyv+fC5Sh8c/+2QeWyDTX3Ylcq3BjTbuRivUJyMl+z4aXIjg02R6pkjPvdJue1C+SQjpMJK0AgxlyBaTx59awCb6ZLf26JJ3xbbeDqOyb4z8Rx9Ea0K9NZliNDq8Ok8kT+iwc0Y5ywJtiVF+meofpa/kQNlF/MXQAvJrBT4yNcPhRrJROXvk9ZT5sD3rICuzr9Gjh5m5Bl1y+lwdENbRduPF+XH9R3k1vNgjW9GqIX+U7JWJXHKd27XUqzlhtbNtzIuHHv9q30mjjSs2l5ZfZ1wyK4yVyz3kIO/m05+Lv2vrys6BBdJgB0Ign6nde9/KAO4MMPrgDKgw+bA3qju0B6aRpA9zltHxJ7w41DwOa3lP6NlLrhYpppy8W5S3fT9HI6BT2sJ+jlgPr0sKGsN2cU0WNJDT1jKu61VojpOp1U1KtVNfE5rEL9vKOt122dfXrWk+/th92JDT53N1fa1Sl6G54QH9vzv3G3wo0OzHdTJyP099odauF1Kb0Mz4rHkBxy3uftnDKqc+S6EeD+mMlasFlbDmRfw6fxDNKx3xzbwmOEZm+Us+1s2nfJO/cBybyNwGab7NkMzNapCd9Im64jhOZqxeQTtYnhVO+Gp+gD0gVacMjwHPiTs+u0sdnDzWabmTXcnM5YzTjCPaeh3aIuJ5m+V7H2fyOF2TUsZYQMw5BJyDAjEa6CjsrVWFLAHilV1iaqW5R2q+V+UCA3Q1sjAGyhzOHuvC73UbOlzMx9Lll3G+oa9XL57+bht3dKyEKUby8j9T4SG2w52Gm0nXgmTcUHRoqHU2gtRrHTco4PURyMnBc3I280G0lGb32kRqm+U1NwluVYipF2cTzm8piLG0DZZwWE/aaTZ9V0LWsKi7UcOrZqM7lSG3OhlHOcnslN+jHmiTnXqF2OEZrEQjnw/NQ/w1PFeSLB3sTsYGmSsVAmHJjZ0LQ8oDAqc0Y0JxvShEwaZTy2NU9KnY1jXSgRPRWp3pFIlXkynYcBr9/TaFoXWuq2qxCYcj/ZzcSFhtnhgAVbGSI3Ou/uaYlmwtPryW6y6fDkTs6pgNm+tprSahzK+Xui1fRcrzah0Fv+xKvYOpcely92I7/OXR26G+r4dTP8lwdF+gZhfRs1tQHe6JZmMsfVb2St2EaHybhnuLPtHk/TVTvT+tqolqUttDhtR9u0EO1Gu2kTWo6202ZahHbTzrSFWpvM2+j21to7msGmz1qN7LfqCJBVZffKFNCqbCd1EGihsKnYlFZXloGsrpgCWqwyArRemf+spkx+9qtjn92Ugc9+ddqzmrro2a8MeZYWNeHVP3q8a21QFjXbpb6Cbt0k7pAaU7uUnrKkptSQGqQiKSwFSyFSITVIDVJRCpbCpJBUQOoyC7lkZ9Us2pauNjJlVKO7yVfKUiyX0w4nuxx2cdrlwOZAMDSNL2TMQ+YE67jZwoHMGG4OGgTMYQODmbzREEcxNiPMYWCNixFWMMrsLicLA7NmNnJ0bYu52i5SyoJWF20U+ZtcTkbYzGdXB3PNFc3Sa0ef0n95buTpNbn/ZgS3NM23nFWaU2bCTjwYLJ7HljlLJ/BiVnnWJp9n8ZTAOus0Y00QTZ95YOOyptUG0jjQxYWeTKOw3j62Z6pNM2IYtpqz0dt2F4czSIzuecZXlhCcZQ9pE/U1ifR/7cC7e8OI89RlZoFk20aiPqtIxdIeUv6sHyLR7rFZ3zr+r4nDTjBu9GUgF2FmUCTXjF8NHOk180DsEbEGwlYQM2f0wVzQ/MFooDFsUMFu0BxuDJuEDDdYDxhUMCMwcjAgZPRwOmiy4WjQ+OFEoJmCcaDJhoNA4wc7gBpT9cIF4IzLtMQjnJxew8JdonR8Xlno0daDEj7vceTGkgAonRRk3jEh6TkjXFYGhPx3LrDSDAXB8kSwv40DXupNYLM4Bbx/I4CXN/8LjOEfjEz+gTP2k8mZ39OlEvct9H6d20bukO9sp+N25/SeNGiDKzhf35gd7m6GBIs7I4N93YDBss6YYFM3MFjTGROO6CaG2znDIK7mbETYy7EHcSlnIcJGjjWI67jZU02EXVys1aHjQMBpy0NmI1vhM7kUo9qd2WKLSMOWc1hIrDOTmXSvB1xkxtxcgStrbJezojOKuNXETnqjI7ebPizp1fD/awpowpO4N4+eu2wN4rKXuY04HJnp75Y7MHNnzT5cMpaVwYqTkRcGLKsNHiXTtkdk8tSvN0ftL4uC5ogtaTWHDtzrsWwvg8X5pfzYYdwyqF1j6qdNxk29zFwW9pn0a6LR0g01i625Jv4/3WLzWV1vRlzHQeTdAYcWzDLrWWjAVXYOZIY54aGRkjAW7LpG8QvJ/raN+KlWkc3iHvL+LyFe+gGksLF4xC9bh5Fm3ChsrBnXlwVDSjNcLHZmivw8TdjJ5ojP1gqxP44PXrrZ4bM/OJSfU4OQdGToyDKL21K/Q/B9o4rLMqdEfYaUjZ0JJT7NJlayteSzvZPsD/OIn24Y+ezvIeXHDCImHUAGu7tH+bl4OEmGjszOxLH+zBoi0aCxsbZjvF8LhpVgu+j3OtrFd4lIJ4bUHG31ZEsdE4E9d4uCleA9f9KhYAJUsnT03QqSznPBpQziYiCvzulbowHg3euw7AYDRAQDZD0YbFd74XqchRK4Qyo2weszy7WoOs5WLiuDL0WxR31xpZEx8hlvkEE3ud2YU665ZGmLGBu7W5vUjnQNwFVlWnh4WxfEK806lxyWxzAc3fr+Sxy4uMmyWPoHu6pvookurl/WDy/WIGKTgmhDVT5zg4AT3mutZgShoY3rf98FO4jykO0XNXEn/E2P2I8jwXEgiS/kuUKyhTzBC5JyHlAP5HdbrSzU9PxoHwZ967gevvyrwIPOM7UfSZpG7cloewjokPeK1zfgt83ksfz+Gg5bt02De6NyBnQv4veGG0BtmJ5nxusA6J/D4cD1/70H3Gu8DtXfX7XKfLVg73P4LvchQN1F+Oh/7Dzq8cVnmuTpq6VXvbcanoD3f8L3lO8Ts0fZMzXceuH7Iz7h+9DnOLyB98RXjDE1VoATnTqkJ8v/PTDEcb9b4tD3dtcB2wdVvL7xr5ctMZTXU+cbfPFsnY+uMUNTHw8uym70WHv2nfc55bqyDR48wssp99j4QuiOC5oa9UikI363+6XqC67z+//P292wvsTn5I9Zl/8UfY76tqXX1/3KzFPyFNHpJy9Ods+23HeU7y/anSffFseaDfIFyj9tNmypH7HbuZcFeFjfaDJ4R2CfwbYY33BexWsmzWnOjrPZoNX/lYkCeC4yA3rZBJ/jKMnwba2HfdkUZJjvVzjER9pD1PEDNtmU0OrjW6KbteGXd3rMxCJVeXZp0i1a6+bqrMf9jf2+JuNXOXBT1t2vtdywvTyHHu3V4uaM+rLkUf5ORvCREX9hI3fU3ivnccZ+I9LdumE58rb+rfZkzqtKOKJgoOCc1BCGxdBkAzLzm27BpuPBK01KLsj/UJG5YPlEt0twPtcEXV/m0xOqiQYT4df1tN2OcnkYP84i9z5UzSYU/WjaLWuw1sWsG046MvDPZchZUCOQ2a2U+LU69A01mNUoDPdk44ksiWdk5fsoQ/3/YdI+nEFexi/x0Sh5FsmyBhPnUb0GKexexHNod26la+4Cju+4610osElLfnPH0RQTA6F7KnMUF34+5BqEiL1TiuFRA2rsY4FhH2HPhBmQuVSfBvNBuhnxK+l6jdtH/zyzHd/1aQfxowcRYvypm2Tz66ZQmD/mmxC4Ddk+yDRePT1Y+HB37/y87b+I9Bun5effUHO34rr01GmzzT6kbxDxWxvPHCOAHfFAfeobpBe3RJg1IlBs6Rj2CD0l1hxYbbv+tfU9TKbfGgFaiYskgb5Nllkh9aDPk9ayKKDkD2KQ+d5I6f6+mCXMk3RZ/B3fd8lh8uAb/YoGCLEdZoOEIaKa6fFTk15DZlwZ4ED4eVP9vvifBvY1Ct3JW/CNmMtWo+1c6uOWDqrjo4qeTuavN6dDcG1wqW04nTK2q/PTjaMtZkExoAa/rmDjbqLtqPoQJxcT/xHuoVzTZzOORC5niHUTYT2YvWs9a+jsmdVxGikoLSDSzyNEOXxyvIqrP8k39LGZZOyQXsIc/5nj8gZWkNrWzcnvdi+R5NmoOeDi6U7vZZWxdPecH4M+c8YGAX1voZj3+4P9a+wxmCGSJ7cCORe0jzMQjucSGfjq6m0e+hiJ6s6EmhCuEpIXOBe21YfJvM4Lzt3PECIMvPSDT/nugcuZnZu65KODqgb2a+TVXNwCP6ewuP3/brn60Iz1wNXz4doswspGy9FX+HwN05M16Hosl7I8DvI2So9L+DScK7GP7LHQhKVWZWhtmEzqXyW6Snb3BycL63ffEw7vh7eigMQISZnDRSRGveL2ikCj3uPnkzy5jrH3japXXuLwQ5lwzlB8IKwxOTbjmt8bng1lzcdb3Awgwtc9D8Yy94+1nEfh2MVtfyUztg8pihMbnwPz3U8zjsR2jStb/4O1zhNbngMX3n3dn2Gb+HG13qJuntJTu8yi288Bo90DNF/H2J625ZHPgziey5xP2HI/XSFQvV3k5H+Dje/pOOfchkeJhemhGucfLieEf0/kZrBbk74E3/kJ+/fjc09rfzSR+/msDWU2/6e9R+JP//TaT1N/+N1NH5O/52JefLF3KTtyaJsXiaN00g7n04Yjgb35bO6dmNrTzsvfn33w49fH94OP5C/pJQFoDEhAER9gcUXQ31dg/STjy05g80acsu+f/aFIKI9/PJAdl8nwFPfjlLNhvfPdm5vpn/fr1cHUHPbZ1Xn0L995/1eaTxCQ1Dzs5nMUXPzvxpFUb9929T+Kjx125zm6t666+xmVK0+6fItafllye/Wz8yWdPfk6uVOMZ8fv6cTXoZqitzzvecyPh/PY63fvp2t76re3Tpfu8un3hIT/yM+j6MNzi/n496MTwkfyl/DlhQNfAo3j9cj7QTBFuj/U2v3MBoDAif5/oSOBR/zg8NPg/HTt/8f8nCKeF776LpvTPi/6IqD4PHK+/9/oSOARfzF8J+immJ3YSEbZTi+QPrKMaA2RR2SXjrZ5t8+Zs8zn8xHIXWz/5szj3WQyHul2UIameLQHutzjttJUBT1hJXUS7xML6KftMN2Wqia8VgD3J8HFcO4/kOCYD7We7XM1ey159DeCNQLvvfaqXcf8WYh18iRTj+ewv/8T/xGN5UsuIkfGSsx++V7DvsD1Pnm5cD4P4jPgs+fG9v+BnmPDDw3i3kBf1fV8JLfBtDku1l8KdgYb6zsf6mTTbEeQeSHwP7A1LYgRqM80vTWgbmB9X/i7eCcjJsPw/yDP8bDoTBgCcMnKiH3AgHrey6C+2h0d8y2OdrvQ2U3vxXIMntT9t/Mrj7k67WeOi+UTQE2mPhwrVUpDyYboAdYg4lnXKIGvobHYP9p3tGPnMTmisjOXMBckOYIvNaRPHTsod3SqCfMp9Lt/kfMwCg6HLdX4HhDGw70VORYsxeOWqpGD6JhZwutgHiGfgVWfB6ICRD70cAFxEmysn8bEwGb5LtpHNNwNqYgcmaz/Az0HIOm8xwOZBw+7WAFW7kkntTIxj/nhF3m8yIEx4DycUnUnvIy7PXpHnCMZui622iPKLgRAcagFLwh0HvCmiQ4sANAOcfA2609gfJll5j/DP0Rr3RqLPkzoGzRVOyz2PRC/5y+eVtFjQS6B3Xh7AyH8CXC4jvXpmxZ2deRJuB8wat1bNQeSv37MxcwKXEfy6bNuAytwGgl337iMqua7SB099XpOJfQnnMFdPaeQdJeDbj5qCFjymBsFEzzShV4UNgSD48UmLmefXkJEb82uZUjKxRwz5GGPyCrBdobqREUO2zcODhrkidSfVW9cdcq4JwhP5rfxdsSMn/A/TGzjh8P1eSLyWywbzycr/8T6WO4bJzBW9BO1r7rduLFRrk/cF7UGdzIeJmQbP6ZJ8kTqmao3rjov3BPEd/HfeLtIxk94hyS28eMh+jwR/SHWjecTlHtieSC3jRNaHuqJ2pfcbNxcFZcnrlPZ3vjvqghPJJ1Kzcb1YWE/Qf6Kw8Ybh8X0hO1XhDZ+jsz/E/HHsG88MC/pJ5Z38d441bCQTxR/5XTj5klxfeJ6lC1941/3IDCKn4H6PBFtf3AU7jRdP4E9U9ooDkZJfCL1k6p2zSddwvEoTFvk/sR1RWujOFZI/ET2hKpHoboGzBMcrOoowDVAHhF6Aq5RUJsd+onC69yPwp0C6wp8T1A+CsGRYZ7gZFVGgc8L+hPpu7CNInAEsidmH+AzCuIIUJ+oP+B6FD5L4nzidCS7o/imQ74OwPFxFMxz4X/C9hbCozhW4v+J6CTYRpG0/dQTnOtfj8J6/sYnAt8vahTiCHCeoD7AaxTtKbBfAfEJ+KRjj/Vt+aN4d0R7EeB13kZRtCDmf5Beh3cU+XZEzwG8DuIoHPfCvYXb8RSNQlwK/ifi40EbhXEjroew3A/VKNTTQI8heD9QP7Z8cS17owhbhPQHkPvBH4V31ddP+31iNwS3a3EbRcH+nfdf7udkFD7Lv//evZ/zUTgM/r67/Ui+ig+aGQWBMc9XHvgngqESdEcBuOf4zcE3AhjF87axz76PR3oUf6tGP30+HtlR/O4Z9ebjewRH8blk7Me37xEaxdNcJb5xaQV6F+grZLr2sYK6CN8fWO6BZsV8C9wTuN1DxdZD23wJCSvwJ6AcAO8b8ldgjp90/fk9kK9YHOF5QUNWyQr4EcouqP4QnWBZe/YQ+Ssw7E/9H+b9JK/Abpv+7JEbfMWBVaefDj1EFrZVFlccbi99XvhpclbgDph838FJEK5YboX/CvfHE1rRtFL8R+/DkL4CME7RNdXP4FohZXLO4Q5fcnWFY3WQzwWe3VZQbc9+nvE87q1wF2PyGNhhYFvhgI0AvIh3cpRn2qIp2gzuzTNteWH/2PamfZ2GM4VR+yblBeSf8cquk8c29guDJ1typn3vsPBF8S2JSwJqSfREvF7839JiQ8CV/egpRF7UfK/XW/fZBeIv9nySNx2ytQ0mfdF1WsKBr0Eb9uLgribiwAO3h33R/EbXuXDlhs8vlN7IJ65EYZY2g4syxgfu++L9nAZu5mFiWfcC+pZYxp5bITHf9ULjIbnFvZPNb3+B94G4HUhchB/E4ou4LsDWC/wPVGEPX7RDqReHDzRzjT3RmQKZIjlQbe6Bn+sYc1NQp8kOCepmWB4lO++B/sgA5VNUh+W6h0VuURKY0e6OKyTxDTD/4jrv0CWOJIdqCRMRJ8XwQjynl7fusy2PQ69Q701MskBpT06fwzAwu2WffXC8uoSCQbHDEqZm+hKgZFN6ud16vEWUSZdk+ScYswzO60bIvJiT5q2GdFiYzoDbn0n6fHVSLJwBRWUa0vyJMTE/A29xEUTzV/EVGuHIzQn4H9RcovwEbkaTHdD1iPsAlB2zx0eGcSsxNJ1cB0x6e2/ddcns2LrbxEi9KLy0F3tl1yiMfM/Mxl+Zo/6NdXYSL8oPTGJv7T2b9mv6rUZ/a42Sb1SyRzqy8a5G7KEJxh7VZhcIvaiBvbWU/HPasOd2eU1nTxImGZI9RkAiDHuGkPQPtLKnd/YC8xXVrEzqCyuGJ2RkrczRfj9FPcmLkscj1od2CjP1nz01UJxkCbw2M03GEYRq5/8oTQZOxMKDOfIkl1SruodI+D0A5J4ocmdN0CJIeC85jI+f91CfGrBQMedfh91vAB7fLXNJyv6DSdvl4P01NWOt9ebyR+aTar+V8nnhRGxpH35YPB2Dt+Isluktsr+I9E9YUPmRD1EdIVmP4d/AiFqtzIizjXUXeAdkB2RxO9p0FNn0raaPxvUZGGHtrXPO7WzJUv7rZULJzuPOu/9MjBq9hLctIA4h9ianobzejcb57yxP0Rs1cmicUyyRYfqWirnuta2qOWsuxvIIFQDrsWPGVe2zEEiewmtZ6BiudklTSFlWegZJ0zYCqoUNgDX/w7LApqe16sPLL2t0cZtxt7f0sgaMbLd2puzDflyebUPTVs3K9MpxE+LGeHPObMrZoHFR5k0dHze6p6Z92DJgVkrL16j/W4YYkbJ8nfBnTYBr0o6J2pJ7yOcWjEzI++EOOTMZz13XYLw7OrBa5IS8Gc6K83txnyteq2zFRmaK2vMjfawYOBD9OZ5nfcUV0yDbucNMb8f3KFGZHZ4kesKCOcpbIxijfjgGQ4TsUJohYr/iExSZowPs77c+3s/IT1edTP3Z3vU/un68V4Nxb9jcs/Em7JSa6bRSfbz1O/1nKlcWLuXQPLx17eOAlyuYtHWVBkEvV+6YzS2XKRLL9Z90/PUdVDOQ+xg8E8oUhIGQcZ1l/MX28GaN7pqth1X2zWJg8TE40J7tZtN3E82yXD3u4nyFNeY76bKSsAFtGI4iYRzPnJrCj2L0GWUFwohiFNcDcDdwRhtFhelrAw6IowjkfJpDjFlFXeeXTbjgmpJ3RcPZFEzhPBVgDfIh7+GKgNhhcW6w8O1FcfxMk5vMBMhW84v/qQhq6iXY3935yw3yj14PF1cad0stH/2lcp0sP1dfvC3qzL6Yd3d0LPNEme+2+d+dqSFCxOD/XDjLRiV7U8fDFvFu7RjgXvFep6907pKaOv4T5rrLTdhl55k9KQcnt1GPK6AcITjXXpjt0VkYmaf9Ie0a9vB6z+sy5yxvLhFwGBDO1wIk0mtpRWtvBJtgAaR0gNd4xciM6cXZOLtBNfogfAq+wf/EzlzpqV6g2UPVI8v6qhND8/KCzLjgrMuw92LyLAn5HZC4vjKoqtsxxzRwfkwBztgO1RHkxorTAMHTzw/CBXGamZPS4efodP7VydfcsK5qxthzaMiu+upMognGzhkDj2ONXaU6vTQ2tMzg2/ZG1B12CsGAtad3Xk4y6eyBuG2CFc7AIy9tr20G2jT5UxiKftwa/NzaMjft/+KhEivqNdJ5nD93Rm8StX3dl3Eu00AAyN2/1/osFK9hJsjEdZwsI875wensotVTxFP8KnM9TtAq0ae9l0pZUYkrrSZ4B38PMB3vAZo9XXl2Qb86OmBwWUfGXODUgerq0NNIrZoZE/15YpGq46ph4EkyZjUn4bVXBxHGfBRmTJGeYRCujlAYUNYjY/5xOpiuDjMbW2CjA3LbeycTzzFyzh57HBrYVVVnHiYG8mcMPI+1qqxOe7Ow2jJG/UF4jer8MflTF4Zsmb0CINeZfz673nfvujexd9T77+3LHIf/Cb2iXpFeX6+rF0evold6kflLegG9vHprvYy2EzUlLJab2kzyVO9BTrHjepIiYOO0DxvssHRnBLGq3pjwcdWeuzTjBatvTTDfg8c7EB1v/4Q/Lh8nE/7ZqqPO7uqQjrGPYVSe7xkydhD/TgAAAP3///9aAAAAAQAAAA6cAQB0bAYAKLUv/aB0bAYATP0CSgnid0QQAKS1ACvWVtMzkaHczVVaS+gej8d6Zi6s4hp1X+hT9Tt7W31QDGYZcQLzGbJEtX2UVe/cX4ztcV2Ot17g2ZezBjoiPs4HcgczB1o7rvmhoXPCuzIgsaEOivjxzIYtUJyRJGBLxFEWdIMaM6lav5iC1Te/+c1vfjMWjClYxZzDBkvC4biMEwnDGKoxCxVXKglRuJuYRh0pJeAT5rT0c4DKXHwiaA0sCYejBRjEGEaSB9hzLnzipY6FD5hFBiPfsKf0AKhjWPDzo2elYxw98EXOyx4jMjqGVgHel+Ui0i0PiZjTMKaEeV+WCzlx6OImgL3ThlxWg0bdCcHeiCEgYKfJLiCkhlDinVUSuBMy1CNGygFFkxE1uWLbeOcRpBFIFzI24S5NiFKjCUB5V4GcPf1FXfQzS0Sd1aBRWQ0adfdAiHK70MCKBmI6uxNAAModIwWYdodAoFmzkiYu0l9USFPU/OFdGZC2vixkLUOYSkxoIGd/YIYg4iSDAYOWCBnHZ2zpiQjClw2x7jYQuuMvKqRZeplMK4yzWIdYNjv3njPVk2m78waYwnjnniOXWaydfYIqD7Hs3NOBw2bnLuDGhV3Bh0NMmUAGE/5y/MjmFEc4lIHESZu1rR4gFY2/2UF1xqYw74MkUtohCSFwMIFEss9X9kgsQ5yLTxnf3HDBAYu6tNPhrMIwHMMxHMOf1aBRdz6e2mI8C3ToHxNk3IUBSon1spHaxxPrI2JwkUbl44UeFggz5kjOlSYt5WvimJep/UyPPDKy6CszKu/LcjGIeKcOlzUaC4mBI0uAvoUO+2Y1aFRWg0bdAZH6ykIot6bgALa7MaivDIFeoA7C9AbneSFNXGRXBiRX1PyBZs1K9gemLjGhgTgGqNEyhElvfVnwRc5LyCkKDLHutIggfC8qpPkGQnd2y1QnBgMGTYcg4mTGlp4nQsaB87zgXRmQsho0yg7Nn+P+WkGY05DZgZyiwGds6dltAOVx4/gQzWO6gMQxQI2/qJBGl19MwWpWg0bZBaFUsyk4gC0LodyaSn4vp6WfXQ5ENjsI01uGQC9wc2nLKwmHQ4mvyl2JD4N727atEl+V5xsPJODVqVS+IUMJgpAYum3b1qcAQbMDXfTVqVRjHiLOB6TCGztt/O1yWqniDVOw6m+GEud0mfki5+ULgY0JmmtKFaeln7s5omPKYYVuodfE+7JcvJJwOPwNkyhXEQdyZx5oUlUoViKbCKGEq4gDbNxj2h4bEScbQZsM9GHD99QE4RHAGLa7rozRLWDckl+AOchVxIECD8LsK/dSX7mXfS4Ut/uZwxvrEbfbttVdV8boFQlxujELeGucCsRG0Cb12Ig4UKY4+HVJGTw3xrABxGNuwQDiwideCp940WbaTJtpM8stLZA8huBUKrkAZOVpjB7nRCxpBlY4oeNG401qqVXACfki5+VlD5MdiBE6RYQcGpgKvdFEvFumOvma96UXQJvyviwXHkVJ52nUREij8nHGL0xZDRp19+JtcbtDIHSMFGBHlgAdjQS2OwcqWG0gpjPtQgMrax5OuBm2v2sVTKwUb9wE8Gv2WMFYk5mFDBC6hEMWRsbtSD7ISKhaj5lmQesGrtwvARguJlg1G7IEwyACCVXLhJtDjdQFAh0Ds9U+mhEyGAYR/lLvM7b03iI3bHYeYsliFcaTaZZe3rQ4d2Ye2lud42bnzgMVEVMmkAGcBCSHWHbu6cAhfmRz+gCHtkEWa2efoEoqa9C29IqcsSkMnB2lwnjnniOXYxZ0yWdCcFs+Tw4mkIjVRuFk2u68AcbLDlPerMqJCGLiXHzKWAWnvEEf9x2vMx6wQNFWJRhBPFo9ZrIUJxTljcpjz5nq7X7B6RhILbwLoQMWdXl1KhUXvYzfwAhqMWokVp4kv1Im6tWpVByKHzAmii5dxqbJBjBWzgcV9OpUKg6EnPyl4oEO4gOxam7Tr2RlvTqViivgaR3i1g0K8+TRCE2jDgMpKknulybRAQiuIbiZc0BnlRPCqaEvYDlAv5ki2rZt8xMNKIfdbPHqVEqID6gsCijwtQnnW64+mD3l7MHI/CLjBAvy5HswMiszFuYctss4kZiCVdekyyxUXNEOYKhWEqKgUUeqW7ibjISqRQn4PBG0RjtAZU4SDodvLm3RLVOdGEaSB90CDCLMaennmkp+WQ0aldWgUXZUHIizfTyxZr1spB12S87+MUFGxrNAh6GHEwzQSCHGLcBECCUO6yjTipmIiBhcFHpYwNOofMKMOTLD9ndlRpXzyMgyiHjH1zycwEJiINfhsmYLHdaPLAFabmnxC0BWkDyG4FQqURMhjdGjXwCyYmCFkzwnYomOGw0VcEL5TWp52cPkUZR0KSLkyHYgRjSaiF0DU+ECaFP5mveVRk0Ej6Kkwywy+Ia9cRPAhFe8r2Phw0sNoSTG0YP8o2dlwY9TegD0Rc5LGFPC8pCIOTlx6FqmOjuGVgG5x4iM92W5+Ei3/FJDKDHca8IHYwBxHRg3YtwCYB1lMuIxriIOfM3DCf8zwSW7jzsbcm/cBLAvcl5mNWiUXQEZIjcZUZOMlAPKEeR7xbaxC5IwuckuIMwQELDzRc7L76ySwEsNoWSxrQSiI+xpVD6MX5g8jcqHzauDj3FKss3aFuuqJWOGeNSgyhjllJAl5zzJSKhaHiaLzo8sAUr5mmQ5V5rMsP35mocTumWqo/1Mj+yYl5nVoFGORgKbH1kCdGu0bY+1bSNMtS0A3rb1Ctp2wwNDPW2Ftm2X2rZVEbG7Z9dw3ATwtQpMDaEEhuGHqSGUxPDD8Y+eFQzHcAz//8cff/x6y5l4r1LShXWLjTbc0mE1sWOvUhKGNhQABdpwS4dXp1JWrkSdwYsQXp1KWb966C1n4v//jz/+OJ6UYgYZp+kXgKwkNUgXqIpzExxY3iQWMbDGIiupEAEcrjU6q0GjtLu/L/zuFc/JCe6qXbt2rHadXXt27fnVWfpK7cYW3x9eeNm6oWR3jjK6ecTijbrUbsyJkoQyXBcAsluBkHTOy1+doy61c+mUFEu1kq2RQNm9eohSFZlKow4oQWo35n9m2T0blNZJoDQDbUi2zomS3SseFThPELFjSFWeRpwc6qYgsAJcWudSuzEQArOBWDgSZGtkT3avHbJUbMrqMj3CXXbPCqV1PTB4hC6plZGrzqUuzdpBA0egQVq27sfszllmNdF+6jKd6EmXq2BhsltBkHTuq4dL27ZtrUvQuLTOpW1tvu6VvtK2bVsr9K/ulT7HQHilzzG4PDx1aN4INEjLbu5fducso5poP1gd1SSryu7cJVYHzt1YzG4FQU8xI57oSZfhpl6yW0FQ4NxXjzda90bz6J48x+CEIqWkWDgS5DYy1+xeO0Sp2JRhdZSKxYXsXj1gNaAOrNuxmN2zwueYnU/qwiG//dnJ7llhYF0PDHsYxInJbYl0snvF0/uQwFLTLz1V8xuNFNk9axFoNwYCVmf3rAVWZ6dsULN7xSrrnArEUq3kNjJJsnv1kKUqMkWs80ka9OS3AZKyezYYWCeBElZHaAusCwvL7lkhniz8xADObXBGZHfJZTaP7glWZ3fJZSKOPxKMkKuAe9k1AhRIB6IRq7NrBAirs5oZdGZ3bo6dRfiHF152cy+zO0eZ3TxiIcbEEyUJ5SrYkexWIBQ45zWH1YFzLbyyW8EAWJ1duRVNY0hVdJmlIUz3VM1uUzu7cisCn2MgYHV21aI0ZSLx6TLG6QNhpuUqkpPsqkUJbGvzWJ1dtzxNmUhVdNkbK5wGSjS7WR+z65YnEKxPB5taiQzarG2d2qBW7hXvSTRiB3YMqYp7xcPqrLPOWJ17SJxhtWvXjtU+aYkEq127dqx2RBh62bVjtQeuZWnHasdOHWjHam9DCoBfkZFfkVELZOYue3a/IiO/IiO/IiO/IqO77Bk0dMnuV2TkV2TkV2TkV2TkV2TkV2R0l9/IIbP8+hUZ+RUZ+RUZ2fnLw83R31cqhZuGkb7WDRmVepKhHQRpXdicNVIo6kpifLsMsZrfaHSQ2jGRid0zN+ucKK50GLfLEF/ktw5qpHYBMBO7Zz+skUhZl1oZubwKdiW17gyyfC61LkHzSq3QP7g8PK/0iYqSdpmYBTJc11fgXAuv2K1ggPcHEYVdZqdMdnMVo5oZdMbu3Bw4ocg3mmQoZJch2slvgBIC68LCpHcUbNllnRhyG5ki0Skb1Ni9Yi09VXcZYlN+o5Ei0G4MhNg9a9GWSCeJC+UuQ7yT3yJ0BdbtWIzds8JA7AMUdlnnVG4jA5elYnEhdq8ejgQj7LJEHLkKuBdIB6Ixdo0APTGAdxmebG6DMyKbR/ckdpdUeaIn0C4Ts5WrYF4C524sxm4FQRFk4LjL7KDJbm5fVpOsKnbnLp/GkPgeCDNtlzFOcxXJSWBbm49dtSh0T9VdZmmY3aZ24HMMhNiVW/E0hlQFTgMlusveWLOb9TEQrE9H7LrliSBnwIRt1rZ4FgTJcq94WCYgM09jSFWeBoBaPa0jdsTuFe9JDEnlP6K44+HmGAuwBfpEwwVmE6kx+Y8o7gTYAoV5uDk++YDMi2ucgSOHzOIeEmdOMeak7SBJ1MQ1zqTFPSTO4Mghs6ccb2Kch9RiR1DnQAYNXV6Ty53sohB2BHUOxHlILTS5/DNo6PLkVZcUN0L57C/s49cTi5+0ROIkhscG+wv7GDdC+UxaIvmvJxZPKqJ5G2gDiO1CUE4bUgBezdvckwBjULYLQTkbaAMINW9z34YUgCcQ0LptocmDTQIqCTt18Igw9J6QJjxtElBJ20KTB48IQ++xUwdPVVko+8q93Ffu5QeuZX3gWtb/xx9//P8ff/zx6wMwXOCUOBwz01OPS0bKyEuYc3sz0D68bS57M9A2tK1HUpny6lTqDfZ4SJTKTYHRXVLYoEfmwfLqVOrNypi3J9H40gzmfkBxjQH6hUtGyvDqVGpXLRltaZQ2SB34nBKHo1enUq71+75vfv3Nb34d1/zQ0DnBhjpo2AKFFvHjeUaSAEE3SG+JOMpIqFqNmVStF9tKIDrCY5ySSM55goSqFSaLDjPEo8a6atGgypjVoFF3Nogg5jRkdvTXCsK7Lxww8pguIBrHh6hXqnib02XGJDqU+GIKVrmmVGUIbExwc0TH1muSpxxWvGESfSelmEHGaUpqkDbBgUUvUBW/SSxSUiECzcAai4yEqgWHa43W7/u++c1vdnfPnj37+75vfvP7vu/75tff/Pqr2WOFiZVC81rl7Ug+0DHCyGQkVC3MNAtCBghpGGsyMxKq1iUcMq3HOCVBdIR/sa3E7w+TRRfxxx9//BqYCj/MmKNHxODiCz0ssH///v2DiHc+TVzko1mz8oqaP/bv378/ETJOCLkiL9Y1K6UixQljEiqpY5LAN4pG1CP6KpVYEUUj6vE2MNn0UmiUIIpG1MP/97/T/s2lLU77NZX8cs4555xzzjnnnHMG6su6a4Naaa2zzj+cQ1qr+CmyoWuL1mRf/uLYAQlLnXWcgfqynnTOQH1ZQH1ZQH1ZOWeoVaaTto1j55CoXWvP7jrn1y6NysfpAZWPE5YIpOB0RIKUu6IWf09sVZroEoEUnDq0cLN7xdMkgMDQWWtNGaFd5xxBrl1fZfmiXbt2166nEH1o10qAVdp19ux5s+3Mm7MYKFQnIW945LxHQFXOR0B8yHmDW56//pYIpBC7V7wSgRSgOKxdOrWpsJIAAuP7rBjRStc832fFyCYBBIbWlBHxBre8DW55W2vKiJwjKD4C4sMREB92zhF0leVLvEdA1R4BVfsqy5cpRB+xGChUMVCoewrRhxJgVbzZdkYrXfPEm21nthJglVa65tkEYKk2AVgqyiOvLBpR2AZ0gVSkOJGUPANjXbNJqAIdk2Rzz48BWTSiHrnFa4KVSqw4A3Uki0YUxjhDE6bQKME2q4rBDUw2PaFkqayX7xEN+f/////////////X+SkLl5YRopQr91JrnY1cNGqdKeB503lCIpGdsbiWEtocWegvLX91KuWYTyOgHgz+VZWJrCoTGUvB9r46lfrqVCqJMIJ95VomEUYQY3Et95VraTl5gwikFi7MH7qOjDKIUpyxKQzmD23kotEXKwzRwcAuU8DzNnmDSJ6QSMS5qHFibAoDqYVLQpvDB6mdbDJYhf7SHPNphDM2hdmPhl6HSI0vVhhyo3DxLIo1cs+MRx+kdtrxMsS/GEHBacGJc1Hj5O7u7u7u7u7u7u7ud762KOfua4ty7muLcq7XFuWefG1Rzn1tUc7XFuXc3d3d3d3d3d3d3d3d3d3d3d3d3d3d3XUe9JtqveNtgPyDqabJDg/bFoMiMTptBtVCWqVpzYA6sXvF+zQ/Ebqsx2XbajLFxlhrHRNS+Wi9A81LnLNTG9RK60xI5bN3oHnR+YdzaJMpNkI3dG2JQkCRwtPFkY7YveLFDkhYbrIvf3psRJx40G+6d7wNkNtWxU8RbAOGXdr2/x+G392d8Ir3dPdNJeuOQRwHd3e8IA7c3ak/ZdzFptjc3d17GjffV6+Txvu2bds+4RXvCa94T7O2hTUgmflBGRcGZVyANSCZ+U0lC+t10oD1Omn8ppLFII7D9zRu9jRuPgZxHKw89U8xoZpiQvVWnhoviINXwQFJBQekxwviYIlf44tNsYlNsf0Sv8ZDIOhTf8o89afMv9N+yCkKnPbHMUCNkh/8jJ/x/////////////////////////////////z+dFGKZaG9yjlho08QyhFwRZ2wKE8KBEhA14jLR3rLhjw9mYqCTQkxqA4bHgkQefBC2aWK5YYNnva6awDw6Y1OYKsy6/JQBxhOh7D35LFL5RPBYkCiqyQwfzMTw1anUV6dSX51KfXUq9dWpVNtqrfUOIJaEVD55UPIBmheddf7hHMo/S22KjVb8KuCh2OrYAQnL+KeMINmXP21l5NLxoN80HrRyuONtAK2v3EsN9TxxQsVPEWwDhl3aVrd6RzVp0G+aB60cvg1gBG0yk3URckDCMv+UEfzyx1dhwwUWECDRtm1Ldtj2wzkU/yy1kSk2xkbQJvfYiDg7gFgSUvnEg5IPdqB56boypt1X7qXrsjo//4w/ipLuGb8GpsLvyoD0XRmQ/j/++OOPf8aWnlN54Irr+cl53ey82GV1flzP8YrjlShQH1CfdU6UJ2Zt27ZtC5eHZ2pLn9G2RDpNH9oWqC/rnfajkcDmtN8M258S34W96aQQi9s0sYTDg4oTc2qDWu3NNzy2puFcPnLZPBHK3s5Ee8sVZqR5lyxoa4tym04KsUxhy509RCPFlnPEwlenUmuLcnGEMMC4TRNLs7Z9aoNaUTbhc8amMF+dSmEbMOwCBI3yrNfV2qLc2qJcZaCaJ0LZ++pUKmcBLJV44BChtUU5ndu29ViQ6LLHzbtkQfvqVOpOhyg+mInhq1Opd0sMI9GXdQEI+rlGYgVZKut1AQhKoi+rBueP/NSGRRANYBt9bTZya3K3xDC3EnTuAAR3V+LDoMSHQZdpceJWUfI77b/sYXLaT8eNhivxYXDtUa8rK/TPOifKE7O2lVoZuaxL0EilYH062rZt4fLwSJ/RtkQ6TR/aNtBuDIRsHt2TKuAeHYhGt6n9HAOhrc0D9WUFgvXpCKIB7Hp+crINIEcHILien5zshCbDu5Wg87ZtW/c9Dom5huGcdyU+DHscEvMUEc1X4sPgxi1HUdIxJm0KIEdR0inxXcg1GJNyDTpthoITZI9oSEYAc/CjXleu53glQ8EJ8lGvq48/26xtPQ+OhY+BUulwUbISxIyAwZBcRRyYCKFEikpSPgDDBQd0VmWmp54nGlB5CXNuChBUiuKgVZQMJcWj2zl48rhMH6xr9iUlzzQw2fRmqmJIqFpJ0xgKZlGpxIq4xWuKRqPR6Pt6YZmRt4rtDSAN2s+ZeIBOOsXOwdPHZfpoJoBr3oIBxJRHXn8G6kgWjahH3PNjAJsUTm6+xD0ZK3mvdcX7+PDwy8d4eFC1my9xbauHJE3ZzDDj2rVrf9/Pr7/atWvXH2v9prJtXwNT4UuhEXuHySsWheJ1wjbkAyi5/D3CkcGhmq+xN95I9cCdwgTw+w5toNKbu8uDIz7c5ZfT0u9jrc3wYOD/ff/Nb371a16rPCZWitfssdq//xIOmdYw4RUPjjngCYNjtiXMyozl2rVrDCLM8GCgB5SnEaxsW4+ipOuC12EDvi8vRrK0bdt+vF93mTqiVN9TmAAu0xT7aqRBpTc3tAEJVcvpAgDAaDELknEc9sypBqQGvQNPKx4c8SF/NdJwL0ayfBQl3cMx/HB8BKnbtm1du3a9JsRX2/5+/Zhz2L4yY/1lnMjfv58S8Km1Pxo6J9z37y0RR671iwlWf/toRviN1AWCyziRa0J8KcDC3QDJUOYmjBLw6cfliRpcAHNa+v2RJcC3ro2LcaH2El7x3hcJVQvIWYnMtoQpxA6IzAFP2HvFtsn660yCtDyw1ePgiaoIGBREkWcSpOX1AToAQ/tii6qIVwaVsA/QAW3btu9bJYGXGkIJmDvkhHkLuNYVr6zzzV9vKpFQtQy5TPHCYEbGw4OqwwmcDw+/5K83lW7IZYprYCr843xCZZBpClWJtnXzJQ6+QIHLeSRRJiYBMlby5PA4GSt58BXbJotHgywKKLAHI5NNCqcyEPzY3GnL1BAkYyVvm2UomMU9JGl6B6bQiL3DBBaLQkFC1VKDRmkizw2+TtgGzin4CEcGuuzIyUup/JK/0joM4fIiPoCSy921a+0PGaf5k1LM9u+Hw7VGazEf8BcClB7J5lO26KJMDUGrlJepIQhTQyh5NtTBL0JfZyQJaNseK9euXfukFDPIOM2/AGQlqUH6GpgKGVhjESupEAEcrjULVMVxExxY3iQWsZlhxjHnsH1pnfA3VQCUtZGqJESh2Iljr4srduKAJeFwZBDEIobh4qV+m3UxAQQRRP53XPNrzKRuNjovqUFK5lBNzlpiwWIQljeJRYZcppyJEqQIBoTmSxjFThyJGlywzb4rA5KIo1jQDYpf///HH3/88f9iW4lHdIR/jFOS/fvDZNFp/WlUPh9//M+GOvhF6Ovrb8kToyD9GUkC2vZnbOkhgsjuuOb3JSX7omIOswH0GjOpvtnogDFBfbPR+RcV0tw9e/bs2Z8PSIV/u5xms2ecPbzalYJHV3YAtfPVrhRe9ZLAbwSAguzACc1XvST4/48/FgIBCVIbpzzyEvID7+uM8waf4dcZ5z/UfrufOaj9dGMWoPZfgDkItf+6pMxT/HtqgqDcGMOwA0Ct3oIBxAMkoAQOr+qFmTfntm1bd/fs2bNnfyc0ASi1pwlRat/u7tmzCzlxQurEhaio+/qQ+dVBAf/6kOmFT7wUPvHyipmIr5iJ+P+/R7Xit0e1AvjWLTZvNbHjrVyJb/3q8b5vfvObXxiG4RiO4eeahEntSzJEao/f981vfoUQPdHCwoVM8LFbkiFS+5qESe0WDEbQNwQvna2Nm76xsbi7Z8+evfCJF8VMxP8/E1zcXbv29339zW9+NzsPsWSxCuPJtK9Opn21MP5qFuurh1imUl/d7NSrAkSi9kKYVDBaXYiS2w0yiH6jkYXfIIPoQq4qfAng6EKgSTc64Xw9aPQbnXD8sofJ3d2zZ9+rlAT7t83l32D//7cn0bfIDZZeJtMK4yzWIZbNzn/T4vzqZue/1TlOpb56iOXhJCCZSn01i7XVtlVQdQJoWzi0DaZSXy2MH86O0lTqq5Npb7VR+G/Qx7cKTvk3Ko+PE4rycdHLj0Px4+NAyPl/6waF2nUUWJd/p012AaHTJiNq8nO6zL5Sxdu/GUrcv3//fjdHdHwdCx++04bcYxYZ/P379++XE4fu9+/fe/9+xmO6gDzjNGR2Po3K52PHvMyP5Vxpij/+NQ8n/v///////////5+xKcxTkr0osC5ScGjguAlgOIZj+Ipt4/5pVD5O+48sATrtX/Nw4uFUKvk0Ro8PyWNo//79+xtNxK7neMXd3d3d3d3d3d3dXWf9dOVe6hByRT6E+cP8oT/AiKNzHib+xQgKrUHUiNP6XWRzLmqcMqQWrhz1Ecs5s8lg7YBBEs+iWOMpyd5+NMzZgw/CDFMUoYSG+GKFoQs15vggtTMKrEsTmEe8B4N/UnBo9JVrqa9cS33lWuor19IyRzWZ4S790LZweXikz2hbIp0nZm3rel8Q81MbFs/4GcOYglU4hmM4hmOY09Lv/wKQ1QejNajklmhc1BhqAGYAYAAA8xYAAGAoHMyiJEwkNX0UAA4YBxwoCSM1RZUTQeMwIDILgXEFgAAAAgCZGgIAoBmBeDJpLfKXbI9j//aI4VbHeDupXYJWtZvh/vniXj73NwUyXCD/tpKtnSuAs+eNPXLOfzfPG962eQgZPC9mJs2vJ+AvbSqXrmPG/MAKLO58oSmuxHS5E1Ugy45d0AtvqJzMkY2C1qZrwAFnEVT+jIJGqDnQJDYCHEzXyDf+AjD8GCEPKPO/k8XxaxXpmbcc3AmauX2Ub1FNBS/9ZvwhNf4/oRYQxtNK5GxaM133XdwLwPBz2ndgDv+GkF3faHbvN7hHffV/5jdCLPoGoXXf0mzO9zqtrJIvdMT7Sud8mxNYpRXfSzIPN6ZJKpSThdCczzlJTDjVkDGEGjTG+rEvQrdmpwXZK/H7uhOpTmsEdL5czj74elv27HcrOWcvhrQhI+zhbM6JpWYNm9mTZox5Y89WVZJFfw0veqeLFpepE07vMgd8XXeGtjg14SfmblYXV95DE4yX3dnaO61sqjVe8i1F+/xf3cSJ3/uxtRv2tXasaUZccsO9e3FRHF9+F2Q46slViwnwah1dsS0xyRpc6P2w9s4duVQjQp+lca7JNDLnRqi45t6hynj5vUH68x2KA9mfh57fQzQlYXlan7JOXPmcR8kcQzgj9Fpcmc6ep7DxsVbSkQ3QXOyjWfnaeyWreP9EyM9l/NI2yy88aoUOetO3UPKJJIv/An2G3XbRee0lc1HJbkgWC6cMPteLtVbMZcWcyLatyVzzrM29P/Ib/xpfe/g1g7PWPS8taC3ZEu0biYJ/Z1u+mmk3D6meFIFfbTcXDoPM/skovc5Gm9pnEo843G5rSt092axUcKzdDS8Mzw3ahfbubdnmBsobe/1hNhj3NNAvxGKCXR/MZoZR/TGT1tdgeRynz5UmNublOfy7UJtldzhB29hl9WKlQ1ASs3M/s3YkMqGrI+yDCQvu0H7rtVKXe33x6x7/4ugDfjM/ww0Wq6Ovej48bEReOG545vU9Il4OkY2+LttmMChpf/h/h+fcvU311dWKl8f03gLDpbVZ4tiHfpVHGdk+ecrGPgibdvhvX7DhqV7Ww5l9vEa8ABBZn8ARSbRLW2v1PcAZreOyhqtf0fRhdN44nZvAuKFtt6a04o7HIlRTzPxG6fFpjhvwFDVV8nNcfQEB+JInbQY8aZiUJBkfGvBg9sO72OImqL3xZD2bvQ9GIzeeV3x7N6idOKRwhwYtTB/oLWOwdVKJAVLXKPudWH3Qlj56hRVWJnztk8yDyfE4REYdUIBWFO015ZkJ/Yl7LNQ3Daz+zSDX9xote+d41ntqC+DfDqiolbP11GOFB1i9nq5deHaS1U6nvAkQ7jqg4pvj1eJWkq4iuLoaeW4yQPoxoD6txBUshW5xNJUPc4lYmANQVoPOwhvc3wznQDMfHovGMD2xx+0hLH3fumPQmrdpQbM9WZ8tZXx3118zdNanj9lTup3dFYiH0n14geJnZJ3RJHouybo6rYXmrX1N9tgEMfbrxPgtKjlp7V3yZpApBJf23xhfJA2HZLfPubuiUydEOytfyNcxzb7llHce6bYJ0Xc2DsEtgDTtgcy0Pvced4uLN/iA8zlTUO/PCLTqzL9Uwol2rWJPkxwuQ5KO/K8cwA5koe5hZqy0+vgQS41hX6JgzYC8AwnUIpzJQNGYj3aOWCz0lhfdIUxkdXyGwEEGl7hIqTXn0rBF1pJYIVsbd9b+dPpMjCO3m8zg5UmE9lDik385XVef/HWHXZBNV5BHEvaXftnHLRj+jwll0jVhyK4YqwhNYihCN4769syEBB3cXzSyjaL7Rg79lO6ld6efA0OuUZI2O6n9M3gcRYaak7CcYFljnfXVdDlSZJsj2rwj6uDSS4IcjOT5CgO6vqiRxyDFkBZiz59MOAf6sqLTcUWXth4+hPy5RVDkYiSK4fP3mqDBrIOgdQnrncfGULmbMpLGY2K0tk/Adj81b9zZABuyCXaDQSHdzfi023PENwru4QUxvnc75GeyIPrC7VDLLhEfplPuAp27hG0+er3HW3eCFtjKS16oG12JK9+L8jJKB2J0aLOCvHFdbFgIZxoR0sMgjRCTgd3IOVTMe0FTPoRC5qIvyb7irdsAZXw4oafZIJcBKW5qGjlk70BCc7mkhTJyTVs7jD/JxxQNbhO4tDYscmvJvH6zEIdLGbfgW2oSarys3vZ+ZxY5MF6yvyPUCasRuYEvNsiaDH43grC4ONURS6xJT7fYn8ONO9sp3n/oORZ9+x9bxd7ufm8A7FWnGzrkK0MXzxasBFi0RV95j+SG4lGjqmFPe4jF5LzRXIqt0t1YOy6h05wj/1GWlDPzortiXqVzFlCrLvrRZGohTsu5vw3bWR5YR2/yjKeYJVglcObAa5yHja051e5h2FZGcBL2tgLDuWrekwXx4c69bfhdZ3e6EZAxyijBtYJ6wrV3JRvChr6W9Y7PBCnvDyHGDjjR/q3OFWtujZX3b52tWpoJ3a/92x9WZm+lT9duc8BZAQYOClDiRisCi6jrVUELg41LrX3ZQDyuH3YIzsBlOgwXmr27JZ+tnnz1Iu50Apq5AqAwhv5JBVjcWXtkXqiMtuUznZt6bpuaGl9InKHnaOPTxu1cO+3JOXIW4mwCNbm7wZxHdTKpEy/60WJY2e2UadMeLXYy1LYO5+uc457qRLPnW4uka2jhITN5PgwbRfDCIJ1sLAzv0OMmpsHdwGmggHcBcz516VS4Jd4lb3pygrhB0oVq5KKZNpWnmOqHMeA2hIKeat/sEe+F4gLfMVYsVC/gEdtFsZXXiSCZ80RMlr+7+fx31r7qnWz5YujyHjNqP3XEdG9S5pxNTZ8d5R6Zurp2D3UUopnxWBQPQ+l6uR2DKDdjvyXI5rk8MkT6izYSL2aId3ICG23oow9xlvg3uhdocK7eYJG/7/6MiAtOs1pq+ejiThML9lv41lr1ysYE7aI66wu6/0cb1Xh++e81vKIm071pWDSFs8o1l9aJbFnCnl1iff6XK87p23KOMcfeY4cY0KuFNhjui5q1ML+bFB3lrHbQDKjsUiyasN/1Ty78bw8kcyZyYr1Vop4Dp1sSCFgwcU4yWy2LtSOy0z1Br828toyneOZX/lRAZZyVfXWn6y/Mjw3et4dXzKJcTu9m5NCYH3aBJaw2m3Iws8BHWI2o19+lAe2cqRcPn+4tq4ikncnshA1V34yKB1TYOUn8aolmy4TLKqdlgwK9cf1PH5H2MD5WWna556CfGlPf5dm5AwZQJ78zPpaRIIDRoZk4ntOeRd35TM9Ziy91bLYTl8xDCpxJY4ty0rwonrdU2yHcg2X0oRLO7JmBwojMZd9Pl3S4B2lp4KyT2T4J83VDIzt3vtg+7a32IncIglBpLz46nmMfu53cnSSw7bmPUsXJeNiM+WOO+6yl566TnwC3KjNiCT6Xr9n4mzOzOCLx4Ohw1pIajbuSgAXzUXh5l/ys27r5lL/IjhjWujlabFP4CfaLJ/kO5A1zd9RWAFNLZSxa4unGbctoGC3jHyL2WlJ2BxSgiAncFZtAvDCymZ0tpvgHttYYeihFsqUM1lm/WrYAuU7A4hAAwS1Vr/4IyjJVhLNdcdkh+Euk5Z/wwk8B3s/9YkEjBOfutu8fmFMerSRxxAMmsilLtLxsKJh1jjF7W8jd/sfmt13sh5vxpX4zCEGpVK5tWiU8vzvbnbOWvYvbMF8v8HK6dlxhg1emClklT9BXcr1MY4O4i2XyYKWNOV2gfslJ9iatQ53pFbTVlLEWmWbWd6IZCv9tNYSHv5rdBvV+3qozX+tc+jri51PTqFcKg8EBD3a4KF3l0zHVdOMLHxEufaWL7LKVTkwLDpYvXJpT2mSn/XcGM/TElQgPQy2/0xCLMfg2xhRKg0YcmIrFnGMjR4e8AnF9bfW2/eaDf+4vJpBp4eHCFjILi/EwnkbefEhnUPy0IayqyXdHT2F2CndvXHQg97rT0aZEdbcmqvzlwS8/NHr82rQXZQ0vM/ZFVxmLSteUQVGXeVTj3LmlDZHrtNONIO0YfkKOIquZRHrCBIu3pTHdQtRoMzLePbB3C7HR2InzJTh1pleziMehAVc7tme+NiVM52zaBOFCkJut7GLgmrJmQ4fV2kxJs7G/StlVOdjI9/gx02CuyskO6xN1L0zHJCaQlZ4Zk7/K2JMPHrYk17cnC03H0ySyJMtvxZ/USaatALJdW6eeCJzxprm8gjqD9wEVcw0mM3qHNXYjIByfH1NAzzaiFTUdliwPw2hiS7hI0YPCnhWdy3va59Pl6DO3b57P2KPJrN68+aDsjiW/X63/zRR/Dye0om/8rj+yz0YatWr3MSmeNBmgOx7c/2XWy/7IVTtBWald9+XFrIn9HKkjpD9KH/Pscm15gZLodGuxySGandhtRdU+F/LD8cSKA6oyG8of64mQuNgVwIRrWN0cMq+CWcPqitvhdpRu0XwGXYRVySnzlWzE5dnKX5hh9CMzA7Htt2VeP9GK83IK4wD+8YEr6QiRZlOaNDBVx/7AqF1ApbulHV9W60Gl3xmNCw2VkXiYqtPIYTpHAOAtO++Pi3YVdDMyZzfCth2n/5nm/wqJuwpuplbsIhoSHbJ7xBGdrTP8JLpi9wkhula3eLNHN5fQFRssKiYY4d8jWuBx2EF2OjAVYA3m7FWf5nDMKVyhG8KgNPkEZhzbxeeUOufOp6s6Liq+xg3UcmueLvJu6vbyNpjxjo1EuZCPtLBEXQ3SuW4ahdYxNTqNg/wXO+awjXqnB6/EPN2MDf9PVngMNceSf6sResO5yM16A0LAbsPFepNii01lu43cMrNJHocBJ9xw7lrMx7Bnl+wMVNei8sjR+e6kATNQl3W1C+ODjEBHnLyx5BseawnqZF0xQbgBpWyqA8hEs7NSgbenw4sMDBHsJLLDkXbDPA3hJjw69sv3Bn4pCHZJDLnTVUeYQGeKGD8jQDxSdH0yWFtG7eedRgW3fymvjbedXkibmLIiiPfnLAPmEVDkrJ3AQEIJKmOfg/v58+KBo135LuEpi2e0OupfW7uIC4+aunTesHMyuNIW1dlS2a7vd9ozbLcTryaBOgEtJnEo0P5uyTPa8jJp18O208qD0Z24HemwRX4G7/4RgmY07aTNO1qT65C1+zTcscekDrDf3g8W7ezeRwBDZbCo6U77B4uQrTqTfCSj2wm9w+A2v71z71oDEAfbxJthB4F5qrdzeLvfZ2RubPau2K0KsSjZuJW0eW9YlE0deOBmTZfvcNn4nSTK2b+reQX3/btJa0le+N9WgqsfRvCJv6Q43iTHdJaFJtW8PYPFZOWqYv/4nhp4VU0ZUOuW7qnFi4lui2rP1QdnW8jboeQeenDkvuGCP5ycGHJVdjosq56UrfN0C7p5k7UR57E5szFrk8eslHa7X2rF+7zHHnC4ROENrKFR6MlweGJjheR7lMWdfEdNF9y8BQE7SLNxcwWKcrfuoSl3BG8uTGZcZ8CXPAbuNi3MUL/7HdqyhL0z+o3syKXQvARKMDW9AU60swRmbLIBnuNxj9ByWi1+8tRdbs+Qh7D76sdoO2KCui3yRV7oX8ZAbaTgyrWNPj1ZV6xOr/N1GR/rBsMEVLrKeweqOAefEWaxM0eogeXnwL5yue7w+MP28ezz0PFn7s7DAZTZZ8Gwc9ZaZEx5lHQXvTMsS3MksMIu30+MADIq05CGwQkvWlc5XCzUif05OHTnAbEJbOZIF92YWnjXzu20nXTVmiVU8IDbHn5ahst0IG7p7Kch2H4GM3H0TubEHP2YN3rVyCfbxtCH0WmcMYr7nSFot2HkZn8vyPlho/GT0kkjb++GjWJxTxrV7JBSfOoz52Q9TTHOHwZRDs+4mE4QzVwe4bCL7MksFibbdt64VYfZtseZ8YmiVt3kXNfABpu/IS93PPYyXs2Uzod/7JBDGiTvvYww9FkrMfjjqIlOgVXa/lOPLVROW5Ru+QuJ01yB17oZp3dPnIiF+i5otDm7zOM2Pao29bKsEQTiMs8WW7DMg/+yl3nOkNEyz5IuVzga53GxSwvOlgXM5+mW75WUNs6zMC40bYM2eXSb3usWMlBSP86zzKaQb2va5NHa2r9nWPLsyOJlnrsddbrJs35cii6dbaW1UQ7Pl3la56PrJg/yNTliakWPjIov8zRfjZ5NHkTmY8m7eq70HNsWQZ/lib6USwd52seixyYPamgmTqzyivdEJ+zFZQ5liN8teUZbXiatm4Wio5UroztRtzN1sVnE/+yBbjQ7zu5a0RVeQTm3dlc5kz1nL0ZyyEPcvvYz2hqZoI7GxCKt1Ezti9tVHRPrbg5vf9HCB+yKnRFb170YhmheEOZG7ivzZGUZIoAbOzoNKid2ZZLQWVNW23FLpG9iCfm81LiSDRcTSwm8xpU8syjpxF3f/V5m51mtN5KzheWEjdVmMz9Fm17ARIc8+S7FEO9gq969DT0HoXuKFDunOQgE5ouWK5U5CM81qraKtrf5wRyEFjejPQeBgivH1EXbRUZB9HkIwtbP7fxTWWwPwS2grJBzkN3qAk71OHBXnTU9DuQ6rOlWZxnd/tp6COx0Ee8+DXG5kXIylnffi7hMpjqt5rnnY+HIRcBtFs23E7Tir5kpx85N6mjFupmZui4OTN1ouTZoaSpLoDswFWnmwgBLU83WTqlinyLoxikTqF4VtDSVhdEdmHKauS3A0pQsQH9g6shaz0y42EtTNWxzYOpWsC0nJDFzB6bmWPbMlOdDNDPVbaf9M1MwN+OcnBRpMTNziA5MTXC2PKnLO905uN7xHPVU92oCB3sXB3vbkV5xpid0xpdfkAzObq6zQ9xbOaEUcXnzoLGw0R7myO+mNt3kci6NPa1+sEUqMC5nt6d1L1d0NE5nVYOd2d8xjZP0pRvsb5FHq5XHGQ0NN8f1b4ZJ5vw290pWf7ekdW4vbzV9e1rH9si2lre5cdAex2h+k9qu9qGsfnde627f02p9FrNxC0g+D+LA3/L4f8UhDhQNOTS8XADBEYAgBMMwghEYA4yTDwvHOCTcbMEonjzY6OP0xoNrHQsXd4Tj41QN1e9SJ+u+Yu4MTJgXbZzunEvZw8zIntfovgsbnbzeEMI66ZAUcMwhXuelWNhYwGYXtrDhvwyOTZ0gstoezprW5kn3Ozr7HA0XTtzkS84iZcvtyt7ZOGXqhBpbuqBm/s7miQz3GRq6nAMXR58gM3tK3eziuZy9bGyAQOUOMnAx4K6oUM156Vi0YKVZrkb73FJUaK4Drsd9BTlgt91c44vvEYX1BKX0RDEdVWUsWpazC3/fE7pRSPJEE4BNeM+u8R1nFJPLyR3uTYDvr+5vK30som+uMyqf7UQTcamyr26ucYCBlZ4+dfvMJTKwx+H8nGdjOaMJjobppu3uM69zESJ3VSwbWD2QNS4u21h9k00Wl22sHsjqtngsGk90TDMRgh1kqPXHopzhE/1kmM/JDO7xbmEsZoLmvDxhvPHDQ5jfNWsnVLt60wXtnGhn+TKjL5zQbl6KNanUo8HKfPwDSoddIWJelLmkRYtJK2GhKOWGkvjbric1cJsW/tlQOsHh9SSO5/kGI0jRonCBjJ+dew7iU9J+agoeGcAcQUCjAXnsIso1WE534JdPAQFi/qvJDnzg1ZctI7ACGvvfXoASyMbXRvP33dNWoGy/C7w37XMeOKx+t7pr7JEgPvkHvup7B56DdSONvRE8g7O79fP0ZmK0mybDuxuRZ8pK/8XEcQkVI3abmDdxQRZnIcyaYdPVsirHJvt2FuGlfBE5GSs/bmr/pImL8SJPXUji3Z4qGpirsnNRh4luv010fCZxc1jC8DZujY2h4h1rRScwYqdofbFWJfTuHRp/b+We+jABWA0OgSC7m7/cIevLrwG4SGYWyp0AUW84/g3zmyYnZQZq//GPi2j52vcMcwJgXiz16E0JTAANJp3nl7Va24gKTX6avf8ZGgJacEh2Vk4A8uuyDtyRZgJo2qTzNJbTjg8nwLfuZaOgnGL8o7vZ/8uX2ywrNPvxP+lgreD1Ftw2HkyaFtH7OIe599q8YIBkER52donq8E7P7vhutaCAZlQGClZo7ncZrBmwJKs7BjrWdmxwPGofpO5ux1iP53KyYG7Hil8JvXP8MMgZ8XLsNrMdg2f7t/ZcPEUf763Oo1XI9XJvVXt74tSTZpH5vAit5n56O5cmY3l9Gs6+eSMTJ6t5TZrGX3wyJykW8aK32RvCTv/4UiYhx68SMpPLL/rmdWL62qWiB3KcZOR+83VcXm5bqWU6je8Py+w5acmG8CrZEAQ49wdrrv21jOxvWJWBMaMlwXTc+qG67eNw2zfh4o+g493/7dzzEbryg3TwNsn5X4arv1LXfi6u/W4c/ul05Abk6m/YtR/T3MPIEPdvkgLJEoSUqr2yMil/m+9RAGEJmiQJfShAhwhSAHzLr0NKUlQvW8T1Ro1HflmSR3TwhHdPXa+7JG9Bsrwt8aKFcIWLv054skvuSPpOL5gg+kAGoJs2I6N+waC9y7JtfnaNCXLv5j/hs0NDbyvuxHK/c/493q8+SR2XtTGB0QVxy6ZJ5UUjIo4rzl6E6Iz9/E/eed8TaPMTaTHSAC0n+Z1bq4EsRN0kZmWn3Ho9V9nDU01ZIcnso9gfGtqzpehwT4uh+diD+prjsI5fmcfc6kuwDCUTblLRaG1diMWOReztrH13Dbfm83brZqlFVycwzAi8uz2J3AEk9w4FYQE4o+HpblbXXN9pxE7N/+vY8s01DDE6pj7zF7VWJNU8+ZTh6In1th8chx4UQ5ud1gzKTEga7mpzmCNop9OOnbX6dhTyuR3LFQ0aaz1fWmM/UczOVwsCm7JQ+VhB5h2DljcKCh6x0PLgH+XX/PBvhoGaqn3HWSlVh6suWR4bZrUar9g6OAb/Wvi1y9SgP3ldSwFsszkJImIaoMRK0MAJnFxmOA1QtgCz/E54+PdXl/5rxiSOd1RF9n6nYhHTO8byx2z7xa252VqnBLztl2uNdAgZW305vtOBecyrCLe13J005hW8FYJ5Ixe7fIx2Wz2m3UJ0xisXz4AXXyQzXpagDnjVOpCyFINzCXu6zaHQXEShR1PzebaLQjTHNKyguCZ1GsUXtKMo5RieRmF8SqMoHXwf2mEFdWNn9w5FTU/ucqcOZhZKVRRkS+oNMznkbB46+9AGa+xvscpqU+ju6t/0xPrOGObGv1IrSC+0ig6q2a+Hacb+wcCxfzRfTJ/QHRoG++CfidrQoZMldxSjax+4dA7Z+wFhWhp582PpNas9H7sbF1kGJmm+bA7sEsWNLvezPHiUNu1PH0cIixNIiTuZv8Q+791suv2cwWIetimPCYT3GJXkCdGcQf7+QJOsyGjskvrbmPS4laf7JPtSfTgKlpkL7fZLh2HGYv99PypJQdCcrec2JBZPxvzl9XQrSDX9fF+9BP8Zuzm/PKUebOepWHl/fbqvm4fDl5S53vCsRGy7CRuG0os9xi2I1e6nriGkCWKtZQawHQpkYmkfVHo23096jD1Eg0vQjOFRHMxTm8orYDNP9VrepTt5aOVu+InGBbzMmSWSEbqm0n+9RxVi2K9fzvuVWos4qBa9vyBZz0WXGYd15aWNZTrz33PKwC2ZIrotJTQ7vyB6XD9ZvytH8NamFYDbry0KcFgRnM4t6+n2xEwMTyco2435qXSbCZXbYrPtTxbo+dlTmQ3bVw98nWyQQ908QwLBGYGaqCDzjg0D53AUSVqULlmCsEaoFoHEva9dJDOweRLTdntDsmTL75MWsTrvtq59YbmWcN5aeJamRc4N3nJyIvJxCpic9HpXw6VJXQtXlHuTzm1VAg9M4Lo/xrEJd37m3pX0vQl+TdtpnEc0czrhxgT23k0dkjDbwvnn/Mz6bHR1eW9lP+J2Va9LFN3FdjaS7siMhbniZTMq4TYlcr0TaWzh0ntRAtucvGoeMvu85cu0a829MiRRMhYi70GKGXT81Mnv89PhAESRaa3nqt3HEHb/GXL0ofzdz2bEVe49a3uhPxL7bOUh1636OxXhOR10aKaieNbw3GhvOlRxWIbzEBttw0lNOaAYoXduQ+aGn3rBwbpdPQzRcRvG1HCjimNTzCrk8d5rdNhnFTYJMfBIHDvTAOmcvLkHWRGtM+ZPsfEYhMUCYxlldBkp7aM9c5xrHmnJt4ntRPx6giMN36/ZbPbttH7NJmzC2BfueiUAcDUPpW7rDTlYg7NkaeBWRTN6jlb8Ah/GAqu2HgTcYCyTTRoXq2p5MUuZW9WVSsNapVnsHuWlMlrRztAyTflEtGjDGjxnKazlc6v+rXSKav9Rn7fJiJG9iW3Jzk/tTu3TQNB6/mMQZSMUkVx70yIbbZAcynTH5yenS62s2fcDc3FRrFHw2pUxJ90U7S075N+PCLg5FjgxNiGMIbmbQBeodgHUnPVg1yLEsRx5JgvDk3JH+GY3hfMQ1bZoctJfQK0XUE1QZTHwHgSlFl8B7EnM37uStdwuPNezUtv0Y142IMwRw7Sk2g6+vk/D1qNkxxyV/RbUi8857Mso8sJunX8wYrWW3ZL2O4QTLxiDqymcBf0WuZHI3FpRseNoOOfYjx0uzcAWqC+7b0Ny5CaV4UbbkMt860/A8EPE0mYEmkA72UqOL9Abg/T1LdxGI+Om4me/a6OtTvivs45xOK4jkWdfZ5FphBsfuPvgCrNOQ4xAb0P6P8HCYBjGy/ISm1Woq8H1u9wwteavbP/2HWppVWBqAUjT61Ecifnqn7PCyEDbnDKssOsnBfSkQsSmY06cupcUhoRJHXQI90/wAQVPdY5ecxguk8ZuQvA5waccPP85OJcwpE6aOw4hZQJDryR46EccLeMIi8Je+Kd6QNlOnvWwFYo6njdW5ArezjKRkceLHP1Dw4jd4snP432lkIPNGyO7Crsx7kjn5PjWvK29sfq+G2OV/q7Bo/dk7OsiAvwVRbysXCEHxRaMLPU+FXUSXq9cIQFKvq1AXegJubbD2e7JxLGLYvVzR1ePWbpGq70k09a2TfeVwN5m7AWdFXznLONtX0uLGbHQMoY3ATeTNeOG1qh7oxb2kX8vRdjyVtRrTTzQnb9mzTSIVA/r79wXK/DDTNDGQMIRyHcw2yLGCR2b2TnWW7mtsQe88RhfAeNzu+cS+17Ea1ujR4bx2TrB6vAX6OAOrTk/BCFuunSnEi+NOyk3lj73daE69NMEde4JLj+sTIMfIDaluxlxxGhsdp2A03UiXPvQqHpW0t171FtqK/a1R1EWP0Y6y5ECfttLR6RiF/2s5cGUxUCwHZ04hIM8Rc3zCFzl7S3t5AXt0iXtuiXtqCXtlgXthCV19qI7WKmL3x2lKrPXFtODSutNhWr20j1eod5fXk9QYK+QZRcpc2pv8ZJH7pjSFx1Wtiut7phVQ9hsmeC8qVP19Dm0rndOkU/XhFHeInJVzebp7Ph7jUbLFF5dKe7rsiwnZWBm4vMjj+nPO6Q87ODCpMOSMSd5zTi1G3Dkbro5tNGGwOYazA81HDbRJNo4U8mzjLQHmaM6xVB9hMGS+YX9h5e0mVzqamwRmlkG06RBLDmvzdnnH17v3+828uDdmS8P2pIwg49pbzskp/QpLTzhLez71XZuMBmZnHoIO8RRMPJkLRZW5Dys+c6TLF1iOXTqMWnZfwMHDgX/px7JI8/xyx5sxuS982xqtrkaq1MPz0Xtand7eCYaYjjcbz3yBHhkPvXsHMr4xPaxrx95RDnnHdlZjm3wmczbDiY08jDwkI/rozN3R1EXh6duDeuuDFDYF19eFijYFOGzJmC1I+BiQQBhOwDYagDeXoCwpQD0RoC0dQC9XQDKiwDKWwCkKwD89982y3/3UsgdzBCmM9Mla1BRT9LrylUSwNzByJPpVl8h78Nq746B4A2EIX8ahILrIJC4CELDaRAeT3coPNoA8G4HhfYfGJ4D4fFih8ITDQDPdVBomYHhqQeF+w8CrnSgcIpBw20HC2cfBBznYOH2goZjDhSuPQi4ycHCsQWGBxkU2lgAeLSDwvMODG81KLzSAPA+B4XmFBjeXlB4kwHgGgcLlxwwHAvh4wKHMVwcXmDiOggNNxYonEoQBANHCjg816DQrgLAwxgU7xTg8UIJhucUFF5CAGinAMELJYgBDMEggosjJUyc4iHiJoeOUxwWDjIAuMDBwjEHYRg8xSDRTgmCF0oQAzgwHmEg8WIHRwscCu8UcHihhMSdEgoulEDiOIeOqxsW7hTwcKGEiWs8RBzbwHGngIYLBTyc3xB4YwdHOyUYXijh8U4BhhcKOLy0IfCoDo52SjC8UMLjkQIMdxUEHNJA4ZwKXIvpFl/2FnO01XwTqIMPDjPJFqYSSiyxd0vcY09zjxweYMcPusfYLaZcXu2uW5bYqeyk4blXuu3cqnnNsPssYzUV2bvBMrDr77i6fdBvgN0x5atNddNGsJs/pA2IiXmffk5W9ehK6KDvgppWIvz0s8+QfestLACytVJtf0+mg7eGnJ2NQv1D/rjTy2fSHSMe3Vd3t+8x9KLnk3x2zU3dTN5FB1jz1Ky6yX3PfRc9m96zMPOtW00dQgN8GP+tqeXjyfbPEbMemFJ3d9Az6CLP43pWZKn1VhODZ4Afxv+9oJY3mMp75xzpMqWni5k3Y/wwvm6nlfN5JItsij3HcNPkAkZstGcG61+cTLvV1BnzwIfh3l46Pv+2Xk4MfxhLp7e/jpZjo1juzSWaBWGgEQrR+xr2YGoxYnJAxNTduM7o6am7Ma+o03m7YVjR02G7cZdRT9qpe2rM2t9UG47c/XxdD5swEZBRnqJHsaPPYfw7gfT08n355gPcqSO+5+XrJx3bjolaG5Djm84gazFU+1C9/T6i7U0Q7lPo5EYQdQ9PtO/t9EtHugMTzc/vEstOQ38P5P8IdmNCe2nv4tyxqPS9/N9k8fdqdO/gtw+6F0h7Z7fDgHuKyPdB+ItzN0FwL6P38e84aOt9ePyJjGRXAmpVS9dTa3KYjQI6M4TtqF34el+TUXChd5FbqxibtsdkYWRsuC8IYlcFLO99kMI4+IQIyV0b2jSMP6GZpg7CKAmaRrqprhr1OfOu4J0mI+38PSqUXTLgKOc36+PjFhxkBW/2cY4Hx8ZLBkHs6EYWykxtu8UVkT+wM3dfzAqGTkCjGIIuo7Coc21NYO3fli0wbfbSgQKazHLmQs6IPjpobVoJI3FzyW/C9dzy6iEfDSkMdu2ieA+VJk3hhO9II7YGak6u+OgepHnXeDNfhm3qf0sQbxwsrdg4mBiAcI2tjEyaTD8kNxpbKdPiwwbezIr30UcLQzLBNifES2x/dxdPnFUuuqCdfDXjh5nsU6fR6rewkp5A/nTzjxEkp1aNNvexZ1cQ2V8t2sKfy5dRWJ2W8mOPqGgyKNVpVn70xLpgMTAsXaYDx57Byp3GKgfStD1qa8j97lwnA5o/BH0KrUqnVnilCVya0KSoSD7e9r+bPaFPhVIBDzt304DxhCGfrEtdhXwfW61U8p2HJHzQ2LLBjSZsOfCQrQixXMtdXaaz9r0RO/HN8ZretVNTeAVT3EnPdYEca/Q+1mq01UlaBwhb3RCN1BhbG7Qc6WGp1DYtezI6+wF//0DP5nygtzTRE66IYl+2q41+v5Xa0tI2vmZYA+IsZLntz0dkAsa9hoa12Tb32bbSOthmlmYa9SeOvOK4HGhEwHeS2d+I0Q7n7+qIaB6B3+KvX/fiPyTGW8LKdxK7ahOMqIqq7b8C0RLeYKO3eW++QBEDWbj8bdiOE0ZeG9XOYprVj9nuS5+xwuKsYSBbl9enK/FhtG6rc7W9m1RU1ys1O83XD162ZMlqqUaz5lVvKMorI4v1aNB88EYlS6YTFaBVRR+8Y8TkKKlKFhP/+oyinJwvBXSF+vLtIibHR1UykfjXFxMly3KyLjwTT19PiSaLByjNIiQI3H2En/izieCJ6rMIxY6/aBBBP3wE5raxRPojyhsEfV42RuizliqPF5uYexiaG90dwZ6IZce50XtNz7WOOuNt7/SVCRSmOnA14W+ex3Q/aOVOp+xnvsrtjVCM9OqTGhx1UERv9tZjhqe5Hh+3+Q91EKSzvgmNJMXD3JruooPRHZ9eucpzY3IjnpZF3r91GD86Mo/xz3Cw4+N6FW9ziX8lxHMxpkQ8Mi5+3sXl1T4DXOugOSL6TCkvAhRphZ3eZAsJ29kS1+i6vgIyeThkjhNrLu6yyepYVgJia7PTXoit/SaGtq1T1kjreHX0kdkXtJaa9/bgyTQa1xYNWXYLr+A/vMxlTbI/5pvA6tlOXbO6ILF8XfI8vk2N/p6RwZs8Z4If1PnzTFDsnZvWV1GnNV2CFveftyq3oyldym8QfAbhqnWNu2jes5ZX01nFQ3NDZYRi0kj30HPp68tYz/DEuLXYdvgnfy2ke1qGu3dDu7h5pw6Xd5Nj7tHiAFl49YFZfrUBb77yc9p1TC2/bqKJzdd8H3qUm3/TL/bh6bDLyRd7DL8SNuNtln/BZX7uN3l4qLf6ioes9K8jtvoK/Vnp+5meEcMCjkTgkA0RufUYWWyMC/9+FXLObYiZlbZAFMbCSJ56NAaanr1ro5aPXSA6ndpuJVyTfqnZc1pPw+1vk8347kRLrzZET1Wj2008P9/uL5oumgXH5cwEeDDZnnLm50619ppDg9XXBFLbNG6fbQh52iEc4gRGT607zTqzRRYfh5htvMvY6/iKbQHM4AqPd9k1mmbpj4XFzXeZuDisfvtkDTi5t8fdhcwUUPBomOfYILGVallzrLHvo1XbWuv1wT/nBt2tyEwyy3wZEyfCYwhi05gmzE4ycsbUzqW9p7OEu+9CrAeqUaaAlPp4InYuPZdBc9sb3ZeND7Rv4y8b+CoHJPkMq44+jVXGL4f5aKts3Jp2d+8hZKm1BdY/ARXWzfFKI//mq1qxl261T8d9I5TTHif7LhwF0W2nb0dtcrw4fO/l1NfbhGK9jOKdvQlwLtDb2/4q9rm/WrBjRsOT2j0Ej9zwlDbdgner7uM4ttI1dvPz/cSxl5GBuvg5/uOyZbS2G99xLaZsosF7+35PsaKNtIjOX46BN6Oleu8at+NdRObX3sT6IKaXh6xgjnhu5mtpCymfW87gj6NghupOxdQjqcHNBIwPV2Y3vBDZZkOI2muipuSkeDdEMuwTL69twqCyE/iPBjETlvcJfz7J6PiNRSw3bmBRdVxm8Rq/u5gPnAD9mKJ/VjboedO0jsCB2ficWnoBjx4TCNFWFE9uC9f7vqofFg4zlvbQzgg8m82RzwhJgW20hHmIUKFgXGHuD6YSy209mMhJzha9m/Z+t987Sd37+jYIcBjvnN423qTSMc+mm7P4LltjwLq6VkS3R/qBTq33OPVrWGTOMUcImrP2b+eSddhV0wIxqyvuuh6anvj+9wKGH9ldEbGsJRs96TvOxBw3MNbFRveO3ee2f9W9bqT8Gb96UtiY/9XjZAyGQDTd8cLrSUHmZtfg9bbaPdipF6JWUA5tDiYCRxaxBvPcC51zbfYk+8NjKsRM1o7i3omZrmIdJlKjyCAQeA4LFqL3N3gd2ngOjgx5DKZAMC+goQ4PYeyFO5fC+67D/EehrobATvd78tny5KC6dOdrD5Q1Dn2wEPevTZY+u2odjxNN6KNXIF2GUJ1bkD6Yt+15JPFwlimnkViHPFOXjnsjg8HJ6VdoigLO7VQjIPK/7OaI7KSTI0PR5N3M7XeH1Yg4lg0LW2WEh9rwmBDCS3UlFA98ULN/CUB7NKDMAtPfFkkaTLsQ9+sCng4XcXaIHKc79V7Flkm2gcxtqfJqX+HCg5hb9n5bsWaztTxo/wtNo2QxSAsEHPszZVFYkrhq3n3yVXeRMIif0DLFKkXtzPucHTa/2llk7pxbub1JkO8bjaUaNWG2/827hHcfRkHYgs4B6NsYO4KYZznzzqHPw23hmTt1BT2e5oXgJ/gPC7Hz5oUzjWFh7sMRug9Qtc052FkDTuok00zoafu7qe/8d9+CzWAT4AQyBdRXg8DhYZwMmd6/4opee5VphtnsctyG23dT4/ncRZKiIY/XXTEVnuch6aObzZ8lMphToW82Z89gnh6UkxAm1MRXFmrCUAowvewZp/Pj8ek+wyPYjfnxSUHD49423vcG6tkDIK6b4AzUc7qCQPU5eqsr9MudjDNboGn6palRelTTNL5zNLujdBqW59pRS0FdB/8YhX0awn3vU9gZg/qtqdZ/gfQN/DlYvyeHJxF3Z+09lbPx0ZrF2SyDbWtVqmskMQVi26d/xJhX2RVOug1wii4d9neMMEX5gdW2vYhdZYpyqMA0ZGgHr9Hhtiyqd41erjaaZNeonq1b721cU5fNzr195WpUrVoWPpzAnLF5yc3bibFiErbtT6YxHi3imFYt61TD9k130h4ZtgAjHmTHSZs33702JoNZ+xdL0msiX/RR5ghvc5GRf6OxvLPNOzYX8JWAKcuZMUxgjvn7vJgD2Hv/g2Pzo3bh6dA76bl0xtF2tFE91Aq/zKFgisFkfqV2cgW9sbUwqsIynqKwlgQ4j22xhNo6fT7iYu6QzPRdbwZ3dRKBkHQbQ2Un0X4wuX45AXZCU/GomnFdtWpjHXBsQ+HqkmWBbTXFCrrJYWWcpWWiYWmlDR2OleN8IVM8vdub/mPb9XWFsEVNihNqjc3U1YX0gEkMCwNILYtnqonT0E0LK9sllmMFJQOFsEMU1eOj9oMDheMDoCtUakZJ1uukhTMlkMkqC9tFjCNms7eDxieWLTomrlbmzkCjV1cHEFqWUCr3EEC2MdaOJKzXErShuDvpGz7jYWG6gWm0ZW2iFbrMtXCNxWJ7pXBsCXhgW3FR1XpIvXAzAWAkU+UqmnUGtTojEGTvo2XU0DVhqdgbb8cabG7bKXoXauGHGTH2GJtmKFa71rcHBziVGzyEM6zPY7xcWnv8hqsEx4UqzGwvtgMXdruiZ8RmZc0MuFI1AjjzFTJs4kQSo21mpjapFwSnBugxmL5vNN29at5w/15pXjjOYLPJVDTFBlzgWj28bri3UDCzBLGurdpVbZ1TWFlRCRnPsLSZ2MpUwtpCCnQYq8IeSssMyqil9WOJAVyvDfzCGQTAJUyVY2jWPdSqSQTIVSyVwwimecS1hQToSNb1nYRNphJX1lICBjMtbqbBns6m/0M5dld/xJwGx4rWynhaaDPr6lSCpiNpyxvlAIsUlmZH2hZG1XuiAANSKhdDDCeCigfBgCNQq4f/H2YeB6ddlUN+pKl17YahZTTZshXEmkgm2wRXz08BMDYRiWaRdcus9UTaYEMp1l/otdypeG5WoC43WUSt+NLvOj4OPI6WPmuTP9Th78cOkJVxkIahoMWNssBSVdWx8oa9AlzGZC3M1TrPcEW7YOGbdH3vm/f+DDudrWZuLTCYaZ/jIMRl9Zo9pk8yNB5EMgv42Zh6mEXHJ6h7tjC6wPsNU2CffT/imfMUtk7yal79ZcNhBycrHuYXdaqlbsfs7gDFmhKFyyiVZthPg2JSjp3Gn7/mkKvZ+skMU9KT2qzWtnhHCAc+0WyJK8xqolWTQXTeyb/KVePqmTOiYRY1Fng7juuYq36hi1rWfW4syAhH50flTjoaBu8AcETMAk3HVlfjLqK2kueM2pLH7e4NPLq6JyQDXRLuTICpZwoxxpcLWnPGGGs2yRFCKAZ3yvlVQoEe6eym9gmYZWzHf3QTpflnAfXuJOuGO0G3gL1mb19S8J1rITv6WLjr2Kf1xdUcrbuWckwbo1VDzLo/pltD1vaf0QH8bPWF7Bla+PBChmV9yK7JKMX8Nr1MkbzW0LVCxDt6c3ptRF9XZlXDRX66nRTm8gSHBXx1FNqxdHkvl6LY6PAw5LsuKZqN0N430iPrGJtnS31nog3TDB37AEOHD2T8Ywgc383vbXmtkMw0ipbNfs3XzMrZQtU0PpxO7Du14XEV0LtISLCpMivYr3KhVN/45chpR+6yiMiqBXWH/rYDvWMoWg0ap8vf4X+3RORG9Nfy8WoX5nb+uIJlous45orxoXpXzLWItU6XN04Y3nZuP959w3ljMnTT74yviP0+jlt3sYzLGrY51LXOhBdqX8qVvdTpWYoFV/xmX3Y3k8431ly0B9JKnu41lDjbwKULjnVQOZb+XmAAwnZ5ZpFYOQ3EmXlIIh3FFtaBj3ehy0wVINEY6Dq4gwjLoDQXPduce6I5uNTAIXsZAhkA9wlqQrBl0TtfwZVMozrQCRwG1sypHkMexfzC5mdzY171MLS5hTGQlzNbWXjEghtF+ZtMt4WlSXN6vuIxG5mnXybwB4AiAJnRyovddHOBuDMSvHixD+AeLQKP5xIgy6K42EghHucBn/dZtKxyrvTtDwV4I22FgBN2sGv0YoG5RWrn13mDrvHQwfao2BpYmYf8UJrVVdWqTKYhIIc0TzCuOxjadZvx/NDfgHjOsED4KIPGiXYaWJaj4336kWDQ54dk1GE60nB0v/Fx/snr3gVdrtPrkl/q6XqrmX9zgP5ta/MXzn6DraH42l6TpuPGnPkN+Z3eU6/Ti+gd9RrVu1MvLD8BxNmSbjFLtI80NE1KmPeiJrnSN6+S2sVugJ3u0GihBdupc+P6hQZ4B5DYa9BMB5vkXWdjukI0k2tyi13ZmZldGWgzPXPTbGYDbc4WmzBqmq3cX6SnDIT6MjA8fg3fZ60THG2JFfmlIf31lg3XnnUg6gmXHMuXM+558BVQ7IjEc0QLfqW1aCN23iiKW4OJvFbPkWhtQWF45RnClivFdzN/rFHMa08xe7qDcbiVBWNrigvZ4UCOc/ljJ2MnwxP6jvl5EuwuIEVtDx87MTHMm6KNoHjvlBY7fZm50sRa6MaPyDa3Dxz9CpM14Ihcd28GDZTgOHYy61SyVFhllGCHJmuyIP6MVRKUmepzrNocqB7OVOMtajkZ5nbGqjc2LTxHYCerTS0rnJD3e6rtgcBFmSezt9OVcW1tnNbaFge9J+LbCpnJHL5l63h8q9/mLRs5Ltom3w2S88q/o5o9vXWrxG4Og2PsJP9X6Ygqj5HACoZpkuYep8aGN5GGScDidOIHAVPAFfc8vmYel7lZILwXzxNxWEDCO0ZsoLyknRG3fbLYaE5qY2sB4z+wdD7eHWLs6OHM3LTzKkOrflt00tPDhG3USrxZkSzUeSZ/zUur0zCW87ztlWFLLEVNzc3Nuwpvj8QRCm6D58eTghEbwRXNexsQptvni5wl4RU43Q1WLE+3WxXAB+8Jp10VKL4k4OwJTh4GQpK5NRN5MmDr4S5DA6H9Vx/OKIXPgZs7D7PZGyHgw8w6GM1GmJ8Dgcavg40TgOSSapVuxtk5nUaJzfaeO8agD7MnY9SOtiliOswqJ8faZq52lSt6OG3ZwYp6F3gnnoYrnLpnxdNgDCPVJKw967M19W2nN7opX7NHnDwV4SI05cjl2zWTvrGfDefBtXAaBzUR7Yxa6XS71mZ4fwhskXSallmdB24dkS302AVeP4HJE/tcNnvpCUt9BdtIWWVmSrr4bDnKNgKnkVoTmokgtSB09gQAg4yYl14T+URfHSBtOmRKH40lnK3YsbmA7zAFjwBcFjWtzB0cxTIXwe48+0x6zM7bGX6qyYYXs3KbvDZbg+nbnGv1WvpOIzUr6BPAeXE5Q+Hd+5pX9zenIXJXQb3QhBoimeG3s9Wns7OnvmYrN2dTl5pX2ifMpl80cIx/u2tuzuR4tjGTJzFn2J+TknD+QcOOyS9QMyP0/eJVjhTiB67+4eqkuY4L9HDwFe9i4uFkmPZ28UrwP/ALW6osd9NkV8gmDWHVjhKsMeSwYvQ9xp/Yc/vjttJmd1uvxRFHA5uLvsTnoG21NQxN+lrEuzGGmfeKxzWcqXu/EyP38zrIlQdKvM++9Bd6vz4dW6Tt2A5AquNNWosHR15hrPj+O564fB57i8+QokUvxBt6ks5J5qrz1se3u/XmTOacwxvENz40Ws+2gTk0pPQrdbtPCaKjdbJDkeKuzhx7oDHNJuL9dqGJtgZ/o6HQeR4EDykzchPg4hJa8eIyJeV2/djAkVFbHLOGVmuEc4IO/zg9ObgCx8q1biaJ0wO5EivtsObK+u9GVR0wa7Sk74uQk6pKl/zNpyNNbqUwHccntgapYv7XTE3mQ/91Ke7l0gxtbEdpzPNT/3xPFauDvBwTOa6UCx2nQ9shdxmO8FoK9Z+Gu2xBeo1H6R+M76EBdMdxw8/f61WdzNz6oOg3rtmq4WAia01nRyC8IqtB9OS3fAKcdogP11wmzFnLZd60EODe4jNnebz/d0XGvH2K5dGw1+Wy42ROqHAvpG7IJA4Xh0kfY7E3/8bUOPEzIdP2S3R5cS35sIs48p0NYo3ojnmtlJMvOQP+7mqsuhdDV3SQt00wj5fE3U5jTG0q8oxb9I5sXSIhDwttrvXcBna7TGtKgKnN7jiyjlsrDdAcGWqNFw1mhVp8R+TdIZtxUS5v1sT05ufe9lHz5/xS2TwUAmSYxM8sCNDVpJm8kxEIsWM2o7QMUi7xm9DjZegbgVLFbYJIw++6Yrf41cmGxdh6/2HjLpM5cv+o011TjsP+QMK9/8bnEykAeW5OHTZxmuDPR+knzuTAEOAgh1YizSgrCHS+Gne5+8wuLk/AfVltyNzykK+8GL4Vr8NrjeTGJH1CvZyhAzE1bjucN7Mdgc/SNromXOusDpWbrd34yvTTybL5dG7COXwcAkzTapXzDFmTovnXwl73OzFjNi1HfT54J/fl6/fIJZu4xRCYCC1erfUc9u6S7PicecYu2L6vFDgnidz9Uc65N7dlP+G6JbehT5OuRcY+5mHqXtKAbzqdi33AtuhySebt6QAY+EwwN1dav2KapQvbo3Tr1TCSiKlFLdAdrBqm/WIhk9J85Losikw/EsoGtnvTVvPJUulF7/AfxcZVfqmuxehu/tXJ6XFsU/WWuCAEbXx5irhFHjs5I4o0f50ZkXcJIEiDLt3lePCo4gW3PK1lZfl29v22HFrI5lY2sx9G7IecbRwir5awGb1x4M1/vn/my/g8xjbZ4UUNuUXwdQVzAjERIRzGblNotLHC7IwSvOVMnKnJW8SNU//ay7wVn5bbeFEz26LF9j1js20yaNocpOYoNrkVudR9h2Nga4qZDh4/9c3xc+64VCZYwTUgcEGxVGM7iRTDWXhcfYZvLG3mkD2it4O+AjRjqEg2YhdbTpY1xCK6mdm7792xUp5C3kMqXDZptmXBYUi3H3JYbp9nOUOdsSeGnN947mgR3rbbStwZbnlGW8mHbXZ5i4Svdvb4q7uPM27i39lHH5f8TFtA+lxhwe3QVnMr8jHhvgRasxz+ulOvm5YpdNnJYG7bE4u+LIuB6pqLbu7PfsXhtyapOom4qow70b78DFepN0OtEE56eQk396yZaU/PuFGajxs9f0lluRAxeY8yeo3Hdq52n4Htv/O3WLPHciEaWY1286KZotGl5JJtdsB4bZfwkVntbWMLk+JGNuTYRzNIXEnXmqVp34FqOhwrtNT/HkgE14O91k3dOD2iXYHzWuuG4tFNspf41FzPkos+B5HrLHA1n8xObBysj1LFrvCvZyk+yV/rZTllH3k85SKyRvobMVLk2pv4XWR1kItqgaYnFybVBVyKfbeGRTKZfc8+EwA6cycx8kJWZsfbnAky+NyjS+xiggZr2c3jZtGuV/b317ccaPVadvOsLWTD1Jq1bKZx24zfYIS6R0aQuZiplqTzTpkWW/92yctOs8mHdEv5HCtzrBbrisWxzIzdE6uOxKX8d/FjOa2lsEL+trurP9WxF/Mr9sapg7PzjaCREurMuchV6QSWnc+P96C93/TL1vqttqzlHtAT03S8zsm280rQDHV5adtJhr132TFqRRdvVAa7gfuuE+yBo4InYzItUn0+uE/u63qlThAEaUDc65roOiZ/5uXV4I0f3uehNJ8Ct5d+kNkUk1h76qDFwkhtbMeU2ctPwDRXtjdMJ+irrMgxX0N7xNBuybzk3I2M7WbF4pb8qgHWMCDgvjuyz2zShFm8/GKscS5s47tNs63msylXsGJ++vQn5XzI3OP/FeQm7Q3NmW3BO6G5+ECXbyRWX7Pz8uouRC18yu9mtfw7umaTCtO2X3Fl7vBF7J0YNgnuXNVcGPDz7u5rbWifY2c4Su6d07bNwiZoblSbPGv//POXDTEnKLk39+R2W4kOM+Zu7fOsfvbbtWnefN2xsTfT04fMoGd3/l0n0baRD6M9eihc0fwO+2EArLP3QptYgcvm8RaIZ5TbA1AWnc+1bHuYTv5dyLYbDDdl3Q02VzA5B9r4hfOu2hmrg0660nMRZ7dz/AoJcDOrHF73mPbjo0f7JxM+tIUXkoQ/GXdzz7XffwicRi+T26tw2dc5+9cP3N8CGqahYEQQAMTtAJMPAGTPQvgdqOO4sir077DuWYPR8+qAjM+80JdghhAjPbcki/l/1gDeFUYl0KT2zhmwAxCK9/t0Aoh+J1iFHggG0AUXBr+HfOHaX2X+2U+4lbh/I2nCYj/iCCNbSaCt/YkZauwlbmrs6BXEfsYDXGx3d9abOIvFOCtHsZrCrAMjDjt6tXwnY0TLkTF/GhjRNiiSEgCENTu6xcTtDCXfQIhxb1bWt/9YY40x1n6DCO/F/4WYJie4enFHRDPm7kgo6Pg0ak+eDaGYL+xq84lpXr945cP3i4RUPNTH/f//F6p4ejZxOHwaJEjufqZICk278MUrH5Zl2VBTeGKa1xKVPy/sasNI5AUXIJOzIRRTlTCGhMIOT6P25M/L63O8uTsSCjrcnQuQyd2XqPxhjNlQU2CM0XQLsCsfFk23gEtM82LZUFMUdrX5JSp/bAjFPBcgUxq1J4+Ewg4yA1j+5QZFUtexM8qQ444oxAD3KtrUAbE8ubv7dMfku4VlufSM0UuZovhbhjL/PbZJV5us8YBOSXdBhMBXv+rc6UqE40ek8QTT0arAMcZwuEcT6hnBKjGPo0FYAwuw9n7p8Iwy5LA8jgbxOBr0jDLkwLUNiqREHGlGMOZPA7dtUCR1bxRLR6uCRxRiAKIQA1g6WhXcC+Z0JeKraNMq2vSdrkQAYnl6F0QIuCBC4AGxPKlN1vi9PjD2+sB4tckabxnKXnrGSHrG6N8ylLFszp5bG+7u7tmz58KtLOhE4l7JpKMuX0Q69+OnESxn/zo2rs08L4z867Ysr2Pjiqb3fJHQCjZ9Uk9M8sSXpDB6oYonwS8ouNo3ZxOHQ2uDBhIIUTwNEiR39y9bSnh6WtQ9Q+wMJUGM0dK5kMMbBWkuZYqSq1DhqkKFSwlOiga7c8GSJ0rfY5vMlhTs0WJ+LiiQhOaATslchQpXVtPnSZup8acHU69+1eUlcbw0dAlukcyDI9J4AjeUwUyvNTp7NKOcEayyChWuHMVqKor+QKhEV4kw/WRFL0exmgpjUhTGpAgFJqGv4gggOxGIe7Kip7tKhPkeFg0HgKAQ7dQz6PoGoGf+ICJUtI4+MYdgSVMd3RjUH655HEyZn093TLpbWBYSjfR5HgYAGDifFjQOtYIxu0Bq3b6bHTku1SOn29fMLpBSPXLuZkcOCDEL6Fw4gLc+Mi6VwGo5X+gPhBiYznDhbi6aDA5WdZAIWNdKWbg0GCTjkgZSvifEBJJ1SsNwsJT2LHK+JFQcLGkk61QSKp72LNIwpmBopH/ky9I61LJNoAotPeQLV5wG/tJkysI/D3MmiQeWOHJnmCHZMhBOi/nJwIXlHgckIcgj0GKmLMwaUcSd0gq6h9NVptRyAp9e7qSSZkotR/dwclJJPfDpdXi1Ypk20WhPfoo80XmPynS8KSWvDkL0JiJTnABpJE1YZDV7mLRZHwenyapXmX+eQMl7fRJU/4jwJh9dugjikiwBhSuEW4mOgdCQBBSu6CKISzAQGnLCrUQTg8y0kkBbULpqPmOyc7y1Co5oqIXlUGYxlb3R0SsIb/TwhENlmF7ipobvYdHISwCNNLQCFV68EnTEEUbqMOSzJQsQWy0sJzEFFAMW2cyHlsQMNXB1KM7MhxYNxYBFdSjOEzPUwNPTykMXuui1xiU9Lnw54wEu3M5Q0i8wu7IzlMQwLOjgjA+g0Rm8cwiBz+G4yXt+27ZPMiMWEOADu41KZf1Yv9bGHjQjfu+9995buJUFnUh+T/mDseMRY3SsyplTqOznFCrL88LI17FxbZIZE0F7EenuvdevaJlyJ7tz42DkJvgrWqbc3VZMnaHhUwV0vNuKKR0N1POqMmD3Psuym93sN3p4Usmk4xs9PCET6O7/BkKMqoSxZ/4/812LcwF39zF+BP27ifH7/ZvO4J3/HG9tH77IJGQPvHE9LwSLTDYFjL/fe++991Yy6ahj40rN88JI3X+jhyffgkVIw2I5YxmJvHhHRDMm+AXFUxmVOITA9yQ2tPn/8/LyG0T4ZmxgMMHVy+d4ywvBIi8EC0gExuiaeffee++9e9CM4Mng/mIPwEYxECARGPt7P8dboxgIc8iM9qAZuRePGKNjVc6cQmV6qlj68MHjImoxQho8GVz3xR6A/oZmRgcdBmNczvgYP4JuaTogtFG4LMy4LO1aVp8v/RhU4G1gC2vBHGHaILdbMEd6QPreK6vPRWQ7iOaCBRNV2kFCdfbqoA9lMgMFai0gFPYADoK28tGwg343Kw4EuAFlF1GeqXw03A/gIHCz4vDSDoVOGLtCWTtIqM62YKIKlMn8vTqomEyA/bQmAjBHenuD3PbK6ntAIH1NWgz2h2qTtaw+mxmXBYMKvK9+6RJ+S7tKCIX8wY3dJCSEGURKe0QNZX7VAvYVk+oZZ92+yusqo1VmX+1psQq0Xy3LbhZ/27btt60CbdYFpaeEBBMjb8kzGjUQFkTxF5m8fbV3gx329zO2FfDsDMY3+xHz9Fr2kKrI/upfW/sZ8jjsB6TDp/2vQe1+Pqcf+/dLAx/3vxUZOaFf1PWMns4nZud6Rk8n9Iv64GsXFKtyNy0u3d0D+67c3fWMnj742t3d3d1dAiI3V3Pm6HpGTz0piptPzG4LilXtwdeEflGj5yY8QNDWk6LoLIQu3jSN9KZppDdNI7cERG578LU3TSO9aRq5BcWqNp+YnfOJ2W03LS63mjPHloXQpQ3su7r3XqkNWeZ6Rk8YcAQJ/aK+IcsC+65cT4oi4QGCnIXQZfC1qzlzdNPi0iUgcsOHV+sLilU5n5gdi70IrnHcNI0ckQCSE5dtqASvgDi1Xq51oAWLbZpGYiciF/n2aGOdiFw4duy0xinmbcwdU6XAgRMlMW8W/ti0HseYOSeGLrUJtbrfQbck3w12WKc1zv///3/2/////79lv2Xbb///f//+/fs3y/oIu7ynFuEBy5vs4LKN3L066tRisV2LOawTkYt8e7Rh7JiJnaEks80CISKcNfAiuIbJJu7m60QJx5g52gSb1omhy99Bt0SbUKtzL4JrWKc1znw32MH6k+GVilxN08jsQAuWN00ji3RB40VwjRfBNZoZR03ruBxvRUYuDXzUcTk0M46aNPDR34qMkqZw0c85IGoxBp3P6Yd+zgHRSVO48Dn9cLUYg9mCG1DNww3pa1DrgHT4aB5uSNmCG1BAOnz8a1Cb04jAoYtopgx5HLz616aLaKacRgQOr/61eYY8DhlJmqmGop3hQ6oijpinp6FoZxlJmqkj5unhQ6oiLojQD82WFAjPYHzjjG0FaLakQC6I0A9vmkY6Y1sBeAbjm3vvvRe3uk236TbdhjGWMxYOY4ydyAy9BilIQ5lg2mzySPPQk/q54wFTMqp11EszJaMPdNIdH3oyVz4w4ShPYEVitWclaBPyAERmtNq1M2oHbctqR+Rya1vtVRrMdrfatWvXrv2NSfK39t87ewtKPr93dicm6++d8f4Nl/GzGSxv0HmDNstal2mS506TGcCSL+vmr0EKagcgMoPIjL0GKQjKBGuVoE1Am7ChTLB2AivSNps8OmonsCLx0JNt5QMTHpiweejJnXTHx37uePBgJ93xoaNemykZjW4d9WIPr9Z27/bbAcgc9xqeKbE+gM+oHazhmWoHIHNk1A5YsT6Au21bdn+rZIhzQ5mPdJLCPCKXG5T52CoZ4kTkcmPpJIVpd9vu/e02m/x2AstolQbznZis7QSW0W026cRk/SoN5t57f7t5aM21lVXMANkWvwUln7ayitnmoTXXgpLPA7It7qTHuf3cgUUt0cjvPTY+d2DZSY9ze4+Nr5Zo5DdT0t+Yto4+2UxJdztDyZfmNfBvTJL/9957770sey8GBPgAxhhnZc/u7+5URiXc3fF/oTMpzFwMFCdp2735ItJRzbKDsWDJ+pgeWLlBkRQUAc8bUywysgZFUnd+kRnG2CiA2xlKZvb92J0LOcBJ2WB3LthPVvT2B0IltpifC9tMTY19FUcA+/fvuN9rjc5vWTmUWS1bHYprWTmJKdpvIgLYPgZCQ+03+ehq3xlmSPtOKmn7TmmF/VAr2H6oZZv9ac+ivd/NRZNNdXRj/36pBHZ3lQjbL9Ujt516Bvfv50tCZf/W0Se2H5CE4P7Ap9cOGGOMw0kO42YTSutelguXaeTd371xNKioXqDaoMSxwjZNI5umkSyUOFY+R1UTi8NJjsXhJOdf2VsFvlrHm2/M05gGeJFdbru/qE5osbksl2mjGTEnWroZJ0VDywbT0UOOaGElOU0tMS4bJ+iPGTEneMiSvMyGQpCoLVmCAA3AztWhsDbHQiZCoSQvC4QTESyXK1HMPPhjp4zmLEFVdQjDcplGtlgjaGwlbpIY4CeN6gWqjY2jQdU2cOTETsLiAxabG7WLkSYbB5dlr8Xh0xYhJdDlAAa/EFv+sFyuNNtA9sEeYsUSH4mhavlRgY3L4A4XFji0WHmxh0S50gYmGq2QquInaMwD7FwdKDlrzokm5wdQmTUIHO9tlmmDBoB7U9x7rz6zgG566LpXN9vuBQP2xcNdk3tZLm6JXNwStdZZzwUicjJmrLbokdJsHUL8BXUq7/WT24J1kRxYLd8VCu7VkoOCfppR2klD9O6NU6KlmYBlW9OR3ZsnaJCw17QIIIqdH6oXqBFs3Iw72Y9lic2DjL43o1EAsaEPTO+dwoAjOLXqEcc0S9Fkfyyg1URLwK6ZFeXXdFNSkzXp47BZV0ErS8N1rHmnGGEM9f00XMfwdAj6Tfo4lL6RQM2K8qNruqGiJWAX11RGdVNSU+VRkVpXQQs7USrSvFOM0KTbstNsku0FaUIpRsgygUWDeqcYoWsPS4xdlxYWlBZUui07XQ2y+OHReUkAkCEVSjFCRgKHaiXy2T0sGp9ir45KtheE3cOi8f/7////393dvcX5///dPereu2XO3d3d3d3d3d0dY9gyJ7338onZqTlz1DN66hk9f0OW6UlR/MC+KwmI3F5QrIpPzE7NmeMPvmYhdPGL/oYse0K/6BMeIOgD+67eTYvLH3z9gmJV7jl7zkZCwK7SO6YZzhi2zN2FhYUdWZXAsGUOCs8MZ52ZAK3uYoD4oLPOF3KMuxdj9uiss5IFpDuvPDp01nnCU+kuRWSgvjvgT0rWmYiIifZADpi5o9KiQbuTFDrt2vM4ve4I2GfatVevvAmCM0e79j23F75ly5wdYlgYmSlr2bOn6YlyQkcye3ZvpLKzEnIzzriQkhxe0Pyocuy4jQFDqLCwMAxb5u69VwqJNTYpGHAEoQhJ1WgxbJnjgOZH1ScuEW02uWsbA4YtE6AVVAwQHzab3PUTl4iYAK3YNgYMrYTcNoae6lYjw8MWUpKjvZBjQL0Ys2erkeFpY+ipXsgx2EJKcnRwQkeypTNAbR+BMuCNVK2SBSQorzw69hEoAy2dAWpKFpDeG6k6kJmy1hpqOBuIHQ1peqLaCU8lqBSRgRuIHQ2toYbTTngqfZqeKG+aRnrTNLIDYljYli1zLRERE6gD/qS0RERMfsuWuQ6C4MzZF9KYtgJNv+f24gM5YAaKSouGrUDT7wtpTIEcMPN7bi+gCNhnO8SX1M75q1fePo/TC8pJCt3O+XeIL6k8Tq+vXnnLd4MdjLM27A2HV+u+dwQBWoy5naEk3HZ3d3d3rbXW2TP2JLZ9NutCklNCgsFZF5L+WWcx1p+Mr1TkYrH+ZHj2v+zgss1lGxFXhXcq3DM5u7u/u7s7xhhj/CDC+LjtdaLkRAkPz5nbRtWG5rYOLtu0d4Md3abbnBISDJt1QWmMjQJ84elp2RlKOqNRA89o1AD+Mlpl9NWeVh+iVV89KTwxZP0zzjp9ldfli0ze2g9urGYHkdIcUUOZ1RszXaVGtpbVRzPjsmBQgefVL90ESU5/qKRqwRzp6Q1y2yurzwGB9OHx6KOfBh0NEqqjLZioAmUyfa8OSuicoyuskVpyUfWDMse28tFQP4CDwM2Kg0s76DLHbMlFfQAHQa58NOyg3c2KQ4U10kzonGPBRJU8SKjOXh3UoUzm06CjjMejzwa5ncEc6QHpc6+svg+VVLkJkhwzLktey+pT/dKOQQVelRpZtnpjRkJCmPzBjdVQhgeR0p4Ueh+i9ReZvOHLMlplWBdRgBtHNlWbnmS7W8xxRqMG2Bh5S04MXeqrPa0vo1XmKq/rzzjrFpm8sWFBFKuqXi1VHCEJCWHaD26shjJ2ECn33qsPr1b/g2VCs5lwoA+v1tbIk0AamsimD6/WFs2KJbqIIFYfXq3tAOIooHv8uelNYYA0HQOGBfrwat1TTzb0FmUKfXi1boxHqqninNFbgUJR2kKW0odX616ABIiMAYkp+fBq3USaUfLfkLR8eLVuJH9wZChWPRmvWX0ugASeN70ZjTwA/1kjd3i1Hl6tH4AvLXa0yp7r0/Mx1h1erYdX64kOfVvJBVLUmpRpn5QUDq/Ww6sVLkqSfZaIJgBOCtDeCQJyeLUeXq0t4ViJHUTFIDINgG2jVZPDq/XwanVQxbRxELlxeLXSgBZgG4X50jRjazuVwKkQTGBzaGGkBFiIbUCZK9jv7r34TjFC271/97J3ihHu7r1Q996LsfamEzmpIXJS00FJ8WrXrrHGlY9UjTU2nLLTWONpISjOmMyoMDdzkzKDww5viveJnNQQOamxa0zBhEqZweE3ePP1Dd58USkzOPSlM5bMqJCtfKRWPlJZMqPCaSEoazhlOGXHTgtB3d3d3d3dvcWP75VasSrRIVB0yl2g6BSHXFFm+96+fW/fvn379s0ELNvurR/LEt62aBRAPH7sS2esL52xGhqd8pArykjBgCPotyOML52xvnTG+gV1KjVbhxD33utLZ6yGPjDNaBRA+NIZ60tnrC+dsb50xvrSGetLZ+y99/JdoUAXyYHFg4zOfixL3Htv0hA9/TSjREemmYBl7hj7hVxRBtIf70g4I3XRK7gD5O7u7h79E3V3d3eMMcZNyBVl7truhWq79yFXlLkjwdbAQ9gaeMg/3pF4Ruoiq/jlj+KXP89IXazgDtA/tXk+tXl+BXeA3KT9g/GggvGgvpu07xtz/OifaPRP9PvGHMPUPT5cjzG4HmMfpu5xD4sGy95lSHPFUg19ormZm7mZmy6tcWlJvfden/aRkTXwQ7Sjj0VbQ9Fmw2OEoQKGvfYEx2IPxVYbZGTGRciGWhs0qWDGTtImAKkKjjKkUDxRYCmnDbCoGpeWUk8oLwGKl5S7r68OFLw9kNa4tJRy2gCTQvFEIa0AyktVcJQxreAoIzeRgrGTaCmDSjZt6NMuT1E8UUTpZm46oZjSZkMzluUTsGrs6GIcFNZuIxEUIarGpeXUaQMsT59Qnknan52EjJ0jp7kdXWRKa1BiQ1/cobI2tqNkhkB0ENppCOiYPqH8E0aJ2WwSgChi7fYaBSimTyjfZiqXW4kDYtMnlPcA9fWl4u0By2UaWYUtaY2aSGjqtAEmrXFpKa0Ayk9RPFFMKzjKwBg3m7gLY+mbe8GImEQoNGXA9O7rS9vJIWKC7xQjaEy3ZUe6popMY42tRL6UjIk2jTUm2wsitSLkUWMMpRhB2oXvCgmIys3cvF6muV6meXMvFQLkCOJhLg2rTV8ke6cYAaqQgCgqHp0Xlm7LTtSaKjKWbssOFY/OS1QXC6UYgbUS+VFkTLSxViKfhVKMEGVFyCNLtheEJdsLsv/3//chWk8MWVu2ZXdr9cZsV6mRnRi63N/uD5VUbRMkuRND1n1iyNq2eDz67KdBRyeGLve3LaFzzq6wRrq//f1ta8lF3Q/KHLPLjTAjh0EivnQHEWZMq71OlPxcAW4QeEl/bYMiqd1uE2p1X1gXUZ7JFhAKy651hbI2D6K5kF3rpzURZDBHmLRn19r1h2qTHIXLkl17dq2rhFDIVHGE2jPOJ4asWl8xqfqJoUt9YsjqWP87dum91/s8eepzIi9q6F5nddCB+gAcLXDWsevI81jgzNk/agiGN7oBlH1GASZcThQT7k7ernjgDLQtf2YcTdkEZChIwOkCIfq+ocOltADjhFpxvEcQDO7OuOXArR7ceSSJPDgQWCDsPmn5xFSYvJp9gkibO8L+9DmRF3XvxdRHnPh9mpp84qzslIstjNkv06TfQximB4rFAk5YAMLbg4fUGvtHDQj8hUYoj4R6xSiDDiOIvheWP0Wk1HnBOA3cTNW9kiNrrgzgzlNNbKWJnPBZflzw0iP8YQb9sbiJuUwjoe69mMs0EuOld6hkGVYkkBjvAAEBAEMXAABIHA4HhIkeBZrPDhQADRQKGyMHQBpiix+D5UmMzAAPHYABAAGABgHL/AtuwJHRH7vMAyrq4SeBrISEfTAMMXo229SJmsnGLvS/xS2vKS3YehOpl9q1wpl3NbXCsGszTNQPNKCt/S2+rV62xJaYSNtlPwyzWpFZaUxV4iZi9OLah5ljcU6RW+96Cl5nuzHL3wo7Myh+pXOpr0cXYQHm+Mq0zvHg7VbtowvHZE3tj73OzTWwob+VB9EX/DQn7I5d8qlVVFvzVhbQAmGCbu2vfWhh8diG324nT6KDwEGnfk0pmhHIxuEuXXiyitFAORmw9x6luQwwT2GM5BsmmDPmWccX+ElzPQkBGEO9/YKIuALL8+yOJj6QGQ8WnnSN9OWfmq2Eyc3WQgGpuv/Mb14TyYq2zknSfBl2JDHfRVj+798sKnAAjfKTkSCxqemBUd3sGsKTbLI48JdX39agmYFkyDRMwDrovwiSn0bpOwR57AJIO9eg+ZuN20f2t3sch8N8xqwgORCrgRZM7/EbH5/ihy2+mSl91LAPoM3ah7Ah6Zc1kje9JXE3gC8MF+KJgMgXt6cvaAif266/6iP3cVCtBGD8t2IyJoEGIaGNTEnGtYjolSvBiiziUt3pZNbW4evkvdvD3+txo/1x5r8tTGIgafWzOYy6PRwm76WzB5LHIjyfQGo2x/XCGVj1FxsqQLwbBRNFbBC5c+/g0xQKDALjfc7KsMVatF6dNwR4TAtXXXHMi/HOOCxX9mHzEyYg844CwexxW9vAeaWgJTc2HadbAcQ4vq2BoPksnpwMG42zSOItnW28oLMAsf+4FVlwtaWMUYM2UFBL7T35VdsVGQHoa3DROK9dr/Tb6hkq5LrGmCij8LeyUneamyf3Stn4iq3tXkWFfDQM/r9jX3OWyhA/3yW6qFitsNsZvbaUx0bgzUU3we2Sr1qgNg20UBoJyne1EyHWbmuahtAcEOMibegLSk+Ktm7NLURj6q7Wx1vwJXMcsCvbJfSWsjZi0R5Qy09A7vmFjzbHkOLuEKxHsl3/7E4rbclZ4FGWiLlVoLZ6uh4WB+92p2JCR8KfCCHOfIwPOJzYiRsdnJK60bnB7xT/OQUe8W2nBxdMljY6mGinbzOEqbBZzE17oAOE+++NBm+cwmerq2tVZKQgXOWmLfHP7kDkam7V3Bf8gxLZgq5tMn43opNdhN4Q/Fx+zjsbsC3EY45oPY+thMfylCGkb8KNaLw5nJ19g5lh6tA10hDNA/dD0ifYJaAXuNpbvNJWHNmWp7QKR5rlqfATpQX646sQmDPWzSc0OOp4IA2YQcyxy5wdUfQTtecbVYY53Yx35h54PmH4we2ALYDVzPXWEGLFDfJ160R3VR3kmpVfo00IGeomIsITisZ1BuHbEcG7V4O7tRuIU62RyYNUh5M/ZTd3lKKJt3HsILdsKUCVojcyNRdnFTtzVTP7TITjmIhNyyDgi/j/H1vLuAnYDHRGisNhJniNZQJt72RMIJ8Fn5lajLm2QcDNU+uWyUK9rPwk/aFQboLwNbptBGBFmw/CbDJluM4YJwofVnT8FKDNA5seZwmZEcQZ25m8yX2Mdjt7Cw0vitWO3dpe/zP2w2dgzr85c91fOO4PcAYz0zh6XufeMoJR4ewxo3Vzgranal6H5Hj/DiyuHS63llktMbXaUZzvuCwMI6//DAKcAJJJZebtSA9PMOZYCf/E/4MqCDmNq/rGnNIxH5WLxJnU6ZbFA2+0oSJvF9iyUtsl63UzPoBw1F0um1O//XzGyiJ1nLm9jTqkvOXIQxmz5uWcnDevYqWlE052VfVfLuxztjDGA2dsnzCD6sHxltCp9rBn59bHedjn5fMnJeRvSOQbjc8fipe5DJ9pCj65/ae5d3weOCbnnDQnjM+bxcxCk84q8WODmBnd1Rga/S2L8lMq+rYjD0uB/DqC/iL8vXEFXnAL/rQIT+4iaa4Dn2eCyb0kzeHgx4gws6aksyn82JclVlb050Z/06O8AQ6NJcLfHiE/zKe/UH+aqicH+zSX608TxuSQk8ylOT/dZ99G3ekta7XxMs5OWTbMNrfE+5me5bZ29MZlPzuyxHCK1lLkYxqQsIWhGB/UrR3xed99Twca0IOLveBEPrQJRI6Ajnsn0UBE3IU+i6bGKETZhT4zn8JqQp9P/jsUngY5qGWExkSgbquIjxbu6zncjB7c8wWH9Ukyq+jUJL856RmfFFYA8KMAh1ZGE+FM3n818JlpIrVuh/Bnm7W16I2sJMDzpWYr2psoyUaQykzjdZkwNpOdf6WPlzlCp0V0CKtxjldDhmpWepwHZ9w8QM0CjumVeOIMhmg3yzKttGo3Yemko0li2Q2O7VPrAvo155IvGWfH+2aWi37yFEFX0ga0hFn2/40jnx1HdjJV0Zxl/z9q5JlNZMXLJHM/hlsxz4ApVI762RecLROQBYQMm1TZ361BaO0UfqbhYzWuYiMIsWGiSLd3yMKejJKOhYnjcC5y5lwZF46mp4Ev1g1GKfJiPSE47ziuSejPmZngTknDOi9DxsKKOdckjGamSBovb4jtgEeDubMrGWYLWVPxbZ8JkY21AnkTj7XsgqxmpAixtzN8Q2DGsGUOrZIDC9YnXQ2cdffbyCb1HBf+Hc7qZgfh+tWWFQgriI+ClNbA4Tt/EBpcR5+DR8iDADColRXDJnhCL7LdXcTzUkZgpwDbqbCpAs03gjFcHG5qiWAfg0VEYTik2RIZrPPbgWC8Bue/ytniDm/zEwYxXwaNF/JwFBoy/yZsNUUENeg4spuTrY61XpLvtMhh34X8MgEN85DOZW7+AlRTs8FrUJF5bUZw5DIjYTRYLFpn7vneLePCEW4uCvoakPjEvPGNYc7LZzpAKIX9oo1z3N3R1GjgxPttuQxLYvE83jP/LjHCW1oMfjOO7AqhdM49LgYG3PdmHZzVZgY6fJOeSB6YeuswxaUJwWec0+5KEHYgIDzPzAZWA8WZqbsXc96SdBBXpJtAu0kxXI9H7PlU12VF6/KIZURLvMutzYU72XC2il5/MtcN0OZUxjL4agY5J8lwxYam6BGbxWRs6lRbXxuMYigX6mm1OTWEg2rjF0Zuk2OB1CxBBc1zNsIklq8UOg+88Fh3M9i28K9JX7uyaxMetrVfUx25+Giz+2HVcm5bGcVu3Fbt2N+zWnUzDIMdr9r723fQ4K5C2yKy+6wTchqf3mmJNYoK3YPFXeTacaKHeMA54Nt/XTY30M4cGraGM3JsN8AMxXriTQhYAOLDhzX5ka8m4nD7jDDcJo0ah2groQZUo31PygeUakmkfLcfwJBl98TFjC2c3XLeR0CbMDBCB60muJkUGhXBujhzkm6IvZoQg2N62xVn2HLko4xYBx8zl1PrBJgfxjXc9EMTF7uDFDxOgHN6Ku+C+BYy5NYK69kje7nZNmexhwhHVstl4zeQi+Lagby11HNbHafshBh73MZXTHaR3c+/P4dR6ws4sW5F9H8RpfFrVgPJBIEnhHjc5W9xMP4K47tl2+aBnccrvH6CUJsTTFj43F1VW5DEu3N21OuEEC+uxIiZME5G1V+YXObaI1nL/VPuV8vgpBT1YFFvN9V24UCrKR8Porz3wbI9gfdfEgz+14Oj/26Q6C8GGw/ygbFAxd5nzEINO2Z0a90zYdMesQER7Iwo6xLvm/YM7IaEOQO0hzBVbjWFbgQrm+WQWcHCDG0catHkSugjUe6DMoc8xz6taRr75VXev6j3zvgWxnKhufJvW4butUx4ZFwAQQfOhW75Qk6bx8S9jHywTOHlQvu8PXcKmZY7R+upssUzH3rIPF93MeJOGZZYuxTulzmMFEKbOsowQSLDbXbEtjywg+VKO34hbpMn9chF2ikDO1INNzs0B7Xc2U60pjqFBzvEMHkqL1xchh621PfIbOyMGqBbbBmMlxvFUjLakIKv/QIGlnTHSymSIaWyopQjXYznCXWZ02/QLmvwa8nPfWpVJ99M2NBKc0PaCk76uVvams9iRLvbBKz7bPsTvPdivvqpbPcI10Y3RSRrVg7WiHC7gCp2kYvMFBVet/Bv+AyYNG3hYzMkOI+zA+TP2CVIpBkf+StbJePbGFcpmMzMnuFyXdIGuFyYjczW9Jbld1Zal4QamEBmfAA/lqGuX9+KvowPbaFRQxjrxFaAodW3H6FtVzLu9op1I6O4uFWmZy/zb2rpdxirXckQsR+J1FiUkFs9JCLjZhoTZmWrMG1bZrezGIs0yxikdoLbkmwPrSUI44pEscxH+UWM+GWtij5gmb+RRV/KoFckTUTb3KNw60Ewm9zZxiOLKV5sDmHmr2mZ3l52zJVZwfLdj2zVH7+yt3PLjkGzEQG//UdR0yCFF1vghrItm3p+O+ptXNIi2VyEYEasNPVQhyJgS3V5BurydulkDFFl2Z/JGZyQmsbTMSwvviRBfEBC3GK8+EQ8wU14QRP258pcclapaU34nA9K7iU1DQQ/00CZLaSOCeBn83OYmuC2pfik5RmEJSM+Zrjv6XDDenDbFxzZh9bmyM3RcXwEWgEKzgE9d4EZ00idJaLPeDFjxacxZ/LfNeUNvPRtXDxmDnl7D/3hu//2PdMIfOYO3NuE3yJAU4DB+S4Jh7sUmuxSONxlkXIzXEKt1Y6s1jkZRVKugZZqtlMkg51SWu4IyU7HQM2b7YzANgfIYishkp7kvPjsFnlznOunOo+4wXlFOx2ffFZCjjnSQUmLmwwudBBzaIMyJjYZ2eYgzuCGG2Oaya4mQkR6kvNxUxrgr2duv7B5G0w9bHVoxjQcL9WD5YGY7RpploGKbxNYBjwQVPte8DNZeG0DBjQKncLmOTgTR31VZyb7sH1RfDGrXum4bQjXzDhzYeJEhhqFaimXPjGRFoqgayOc38TArN0wA+/EiY041A6mXYPfo0P0riMmbF8CX6hG+K4J+B2Q8xdAXoLeRyR7yEATPSYa1MlPjq78bMOfJJ4tmLjxQZL9ghp7H5TsFCizXCxh0VP0bULSNz7EsjqRSD3hcfIxAp5iYyIaz3Y++a4n4haK66eHZ2JGnbNNDLDlocGrWUQaYjOiCq94HH9fePicZENsNf6EBsWJme3AwPXNENbHgB/swNx8eP3u6IFbm1fa6Txxcbinz/bxgPtWyJmzGiwcCDC0AsVwX4pJZj3ZA2afmM9KsYfbA1GdbNCWlCDMsc9hByVHpAQiwlkfmedUxA99LHB7tpkoQzl6tMtj/S1F92eorbicR221P6y9dBstH94su1mYMR0grHRgy5TsfAflyIrlJxKWFgG3lzfOrsYIEk0rKTL1lMwAsVF9lsgsRgeYnyGQvzVeil49cjoxBtIA8eSyeMrNxJeXHFzuDqRxr56PPCIwuTiScjtgmpi5kSF7ATW2BvqUq+dCDQRKWUJItdII0dUORmrrh+snGqgfPdjX4acht44b7JmfL5mfO9M2keqhlHjIpp/i40b44/aPONkRLfXnukk5ChENweeESXE2bwxiSTs7OexjTfGyt6nERXudk/G/3HeZExxvxJUkt/DNcSWveRn5ro8p+NWQ2Bh52N850lrlEGd+u/B+AtqZBI5c4F3PMmx7OmmtfEX9EYLyIxF34MLYlsuy3sQNFLcDA+97o9xHlnBagwyzVxyzBFoucvtxhtkf+4PvAnnYWkWmFddcNmZx21xmd18qN+Vcxc+mZG0u+6fd9yD8AQvTlCTYjIxjKzbeKasPSrQ3tUGzDQsXGcQk7HKzDuBOuWmLA1u8RVsjC8IXsp5b3u3dq0EnK9ZqFZq/WYYT1l4SmllZ1wnOIhtYUdnZH4BZCD8Y8e08+Bb/fq66ot0vF3P9XvLzV1HwcTDc2epl7SObNzvI3lfxIo+jSf4/JliGa38HYYmF9kx2/kG1N9qBZVqqvj4HRmCpt2Q/TBDtYrnT6PR8XJ5bHAcWjv5H/nz+cf426rc7N2uO9xLVHTHJkyDGrwifJT0im2xZYD9/Q7+XLNbhG7fhrKDGbjQm804/dkMr2LhBXMrsT/2P2Q7zthtO1/8yzpjGYlVlntat/2k+lBUm670XYUnXx+k4Y79ZRH/sluwrBvL9vzfrGdc+4I5DmvqYawmvX/VmjpyQMIekZcunLZmDOBZZYFSUZ/I5x3782Baa7k+49czBthem7mfQlpgFa27YGgbR78+z9XqeEb6dobFYMu8qv1iFDG9laO65lxDGk/7qNUjMKWa2rHpP1ny7PBx7uT9xflc1A+7scwbQZXV/NFN9nsmJp420UND+zB/IgZsV2WtH/EP504paMBCdOEhoaVExfKEBASNnrPvDPHFKfpMOL1umtrxTu+pMoCabRz/bWDdfxmrQRoU1TWu9Fi2kUYRkl8yN9QrAD3/T+JV3/v++R1bbCOhnwsfysf638SvXOcRR/rTlK1dgxH2paHlyMzcVj3Jcm4zNvR7DLXqLObmzjcMgpKkbrMjX+3bWKOS0IVjvSEjoxOu1KvNuufXcTY79A2MiCOj3d5aOUiv2WpqEN/uJglDjqGys4qBQq03oBrRyMyUHwVJTWKk2pvgwLL2KB0FdXUzFwaBWLoYq5dHVfSJh4rr9opAw5tbguk1w295vabJBGAk2Ba/0azBjrrqR7oh/82g10FOwfe1s55E7Y0+HA7vPNcte1j3WofRZzazBqcex0zYikXDdYCcBrwDVg7CpTcHTSW7hPk/GmziBo+le3Kbtj0WWMHgKvRTAXluD+R0t3MwLk1YDyEsD09UB0mrBvHRA5mhQ7Ser+zDVx5k35g2AFODdIJDgImSzwgzyEOLUdMduJtGD01iKTB3XAci27G05CsbNxMItTE/09hJgAowPxMvLn5WNNwQR6v6CjoJBrCa3xWQqvvk0gWbmx1/utixiBbUj9Z2ls9YriB0cTVqybVlmVmWiPqwRoMfn7LA8XlwPAbPfqJF9kxuyIPq6GrI2v1fyIAxrghZ7R2ylM5k+mXQ/gRKqE63jJ0Bgz6Vty3TEY+5xg5BnS1Lw7kDeZvRyMt2bH2XxIXy5VVOt1MP36aRl+r1N2qzRWvoPrvsnzfmf+0XJqaamYeJznig51dS5WfzsF2VWnDrnbI9dk/zSS9/e6W/4MmMKIt8axFnm9ZBPas5dLW1wHKd+BxBkniHQdGqnljV0tApdXIBFD0nvjWx8tEm0elVOPyXjJPpdO7PM/nj8zfH4qfGRC+ORh0X/DBefGyIhM3Iy9qTymZTJWJX4IW9Y3n/kyPzklVPzcPGb2+DB0VVKRfbtljbtOrx+zP4jjhgKnLWcHVmPeIS8p/3chhb/42NaN+1mHwCZEqZb+HvtyUxTZk5WzqxnuDGL4YTGveM5An2XpPvp/LXZi5lqVy+lnctU9Shp0OCs1MyltOVZT1frFtkaosoyL5OZx81iGKf9uD/P/FcvW8t6DGfqSZzVNnBm7tvDe3b35kjmJ0pPx59+MTh8Yb5yAP+gifuHnbQPgIFJSpu2L5dnt1x9sdWLUscHIfjAm5FfH4G/OJceaF/95Ep6ynEVlyafmqORhLNqDm2iWVgutoUaeIGsqSUaQUNlJUxh0apu+AzAghrpxgHiE3aJHBSPtOxyKWGD4vHmfSOoHY6/LKW07fqsAN8pSXqF4zYe4ojDqAuC7fgGZRTCu2VlDmhZ98p2Ik7gAbYgxfEVrQbc2taxJWTnXWSYZS8CvbCxd9iDr9CuevQHYrPqCq6sfCpjVt1g1mEjuo999VtSZIJlJrBmUpgOYpYCnT1GBzQFocaM7wKmpOjCELWbKXW61NR9oU63ie+30x1Ol4y1ZFwHLr3+aAh3fSKwDvBfEBE/Tr58EV5wcf40S3pwL5iiJvowjnQjDOAU2ZMm9sDBXXAU4HS+Lf8sGgIJnDdPVgxKVibNkW1+AXa+8usH2U8ZxC/PZiYV7B4pZw8pidHAfTIgN9w5fW675Prx8ZcrRxcuHjE0ccRw6IhPUUbW9mG9eFtXtGwQ0gg0dQ5RAOxMsZlVfHNunPyJJuARHDNMkqwVBfjLKYSOKUkywDXFRCuWEPJ29L9350VGBgiGaIE+FNNfioRuI2Jay5jW2QWCcRdy0F+ETkyNSAtRfc7a0bsCTYzuPxfQQh7XyyiHaDEdguwoshvE+Qk0gorv0ZpssgDsUr1qml51i7Zigq7anLmwMKu2Kr+ekVfcjSsbildehldMwaxsn/Gxo2Dan7Hl/eNl+Vqre5547NEqxQOsxujg35fIBnVt2/G7FJUMJNyXuxjwNEzYOvxsBGWTab3t4DEly8xqevvif2iUXVw0TM/eG/R6SE0S721aOtLV0/VsB7RfCgyZ/0WTSuQ27t/YWb73aBi+XxYglRV3T63B3cbHooxGorNwSWtwmREYefU9N/B+Fw2J8V7dBuvfPC29x2sNUJ/FgXxl17QpvUdkyWpCbyny3AVKt3CF8bmy9sTz9m1PQgeEwFyPDYXTLBhqCr0sQDeTvfqt3vpwwo4AhSm4HiRFszRdaR8Fh6LwYomYjvOGAL6nXFY1eGELp97A5jBbnkFWcLA5SHQX8AwEE2ZSusmoZ0FImtK0l2XeE7NnC3gjBg8g9Vup3OyWqGpPd9pYtX14HLhspX+P82qWCcNZZxj2r2U+bsoc6sYxoTh2c1uxPhQrn1ZMSd+N3EWhxcpbFeeuCxc9YcEIo36Lb+NGnAt7KLxZ69p5sWPscUe5ARdcOzf2LJFJsEajN5efPKLM8ynUJjTuKSB+/dOFnvaYwA7jRMsP6V3sR3s9V9XpyAP0ceMBsH+oZDLAjzt/uvmh3MlBGybi7OMBQd/cUL1dX87nDK/i65b93rOV92hdj0HbaDKU5xlxcGj50wVM1FO3VRaqJUl3EvJumCsBi7MWw15DzzgE7pwWtdb5h2rDmvQjPJ1M0jOkH7OwwetCb5PZ0z0qwWoHUM1t6aW+aDCPjUl4dvT1WBNLK3hu+hIgZXgOiMIJvH0KLB31f/bIzmdFEpNFrf38w370lVh3A5/MCL+XXL4tP/spCrN4DhuchP7VzSc7yCiz8kdfSGFiezEbH4+PBxVTQ7Z/wOWT+FkP1Z5AHAVXxh+q6VDo3+XNJdoKm5C2bOOHvezWF38gfxL5r7N8XCewWF54RntwnBkCG9bNJO+WRTO4b6XP7vWSehHMcsNip29lxZdD9mlMJ3YRs4tzaqqdBPxCNh0Zkx6uMI9n+8MTeNANfdIf36gY6iLR8XUefztvMCrG36qXEXPRiwl33KXGDrCYQGp/jN3oC7h6aB9B1N0TmzNE5J75+7sf1+fK4wPlWoea9ocumB7uMpRsaSKR2ONILs0iNTaIgo6s/BxB0Hn+ONPwMf2ThyADR3rXdxc/gSILd//nKFi+wbqGvHRnPZEmsyuv11BW9x8TqWVtZ5o1JOdddiLBGPlDX0PNbp+YSNHbyiFG0CHtzCfSwKT27eGT0f5hIrUuyU07duSwCy8jKAMOq559bumk8XdjjPZWnunrRoM/V2fJS6vhlKunLIuGDB87AhsyavZLdAtMOshJudwh+grybPIiBTPq7edXE4rxWUWLcTEpnc6m8i1i2UKMUUT8+BFfGM4n5XgDerrmYp40nSsHhItLZtC8h8+rOf+YGBzz1SzJ5PcZ+uJtOnKz7l+gue2+LNqaSNQ2EC3bwFrXa56ausHVGhopa+wCcyGt0P3VFaHViIil2GMXJG8Iozg+qG8e4yP/3aoO3NAHd9s+yalvB6DG2W1RdjN20UlTYNGLLZa3hXKSZSpcuHH5/Ex8b8K50ps+GjCLF5s6kZd+MaOYC2CSN9GbQsViZrASCNwm8IUcrRl1b+WPA04cAZ4DtJtKu2xYNwFNOpYDNzvGjG+Q+1q2YmKdrfHrMKUlirv6S29dtqxKMxynJn+pznbhMMPNdpZ2oEn3fkMSh4c2puxQhCH26c9dZGZ2pDN//BiFJSYn6YMr6Zw5xL3L9mJvo0XUwNzoCpTouvV1VG7hFzOB8eOQw6Pp57DKLaGbd8Hd/gqNhnprkSB1KzjdyN6Y49Q+y2fpyDacMNsausL2DmcLxNUYXO2kCztGS73FOBOFG6A8zhh2tuKhmHsBt7iIrxfDh+YwsboV3AOWq1o2G0YvMyk0klo75UZBL71rj1ILX5u+ERb6VTrMmKKbc8esKpENZ4AtT2dvyzVn4wSjCT9RfX43ld7yRdztCNRvBNGZFwmYkWDKY6loOg153pOGvB58oFFoxUwDvu7GoloP/Xvy4j63AMR4c9Fp/D2ouWD7zwHeN4v1mlGeh7tpTONEsUvMiEXLg023Fm/4q72Kv0m42Ywfn9CEZxti7CIV7Iq8dcbcKOGlz9hLITNBJCIsjSXOnFFj9vLBbrCy6Cf7av5XOnO+2IiKWwdXtyekLc8HLEwRBy24X2QO+ZNteaLShRmx8b3bii9CCP6Ywi4+m/Q1bHbCY602bjGJeA8S9/tcvUs0zhNZv9bQeIeBLcyfUAsCr7jcQ0327z4mKaBfcuZsV4mt4JipvWLb7MQky9+PGULhs7vBnvBexzFwqf/hyWdi/7irdvK8bs/glxcsR2iGkJ1nv/L1vKLZ1XVgCaHptTWld/EJW29tjjvDgrXFuyrGJ9D3DnVs3/S9RN2Ij12v24KofU29mYs7zrLdBXyf7W8hWMqltDaTtpcydClig10pz8v6KvEZLSCebLszHF0Fnrj53Lp6P88/mGnKrKx3JVO5ry5xd5Ej9zQLls8ms+rKSgdVQUfclhS5F7mjDjd/QV3WWyCoxgmWv99kOF2/wmQqssHNdr91L6Wg62+kiGMjc3yRQG1mGl2sYBSlm+xS/+V1u/4WqrYVFIWwj+ek8iJYvy2On+wVzZ4qEg+dN8Q+rZ06d8mXEw+fluHw8d7rND6Uvw8MoYTDt2vg3iIfMUqkdxUn2NloWKFpmRcQc+oegti63p8//M7Bly/BXxezn2c8S7CHwa66n2LRTTB8yBjeliHX4QDVzM5GmjPoJcKo0UudcyaWiv6nB5zuHMRtsFPRcGhYM9o6NtY4vj5ydqkd5m1jJuxOlDJcFlmNTvjzL41rM2zSKNBb9yIJGkWMXRxPq9x1gJcPRHKwEds5h1hxxyRmkwiB1V3WhigrmC0OM8fhi5Y7CjG7MDKt86MAY4sjJix7ud2t5WBGkuFOKkCLeqkzbxtnw5ZakE2uMcaWWpCZWQOI64ntzTkjCZfvbDbJQ/c2NyOazRL5sJkNzXxms2Weua65Gc9slsxnLmpo5jObLfNsRbPIMWazNQ9azsvOJqAGO+CnBIFlYf7wPzSIMDknH3Vg86upyQK9NtyKcLJ5uvqrMdxE8gvN1/EWILU5yb6PDXZz8LrZMhM0Ak6v5JPQCSMFyrxh6BytLW/VAjuroA+GY5iqVOfh3IvAsJ7KxBo2rpjPkGLbR4VtwhvJ8Xv7PpBzhaV1Sh6l49tIfnEsjnMzyXtnwp1BxRvheerBxFheU8YDIGzu7mnNimZ5prTNBNKfgyUwK8hlOHxNQ80EMc+EvzVLAbKJiW7Eyvw1qDMTRINKWwq7KZZ1I+v2qguual5cZyWm/FhTmrx+m4n7O/C9lJy1kdhDlIMart1M2lkAiaXkZbnVG0HuHKdLWW6w2W4E3RarL2WBnfbeCApDLkjqAGcSySqAITWbncDI3KLcdsNjcrwbxKzE5+MYmAVFa3RsBJgb3vCTx9xYHRocfnS4bI4LJGyERh1EtX1QfahHbLWHxRwM3j4MudR7NmrJHgNyeDeP2eqCiWy8CWFvR6HHOtxGh+16rs0cCJkGmHVuuz6KBbWTgbJAkckjlMNthx+m8FnxICf7N/sP3Dwc2TTN82gnW1T+LjsbH9feqFu8rbGZTsNNMjXsR5LuAux7hcGaYPB0Ta4gYWwqPMEcZE3VcbC7BCAHJzrRE2FRyf4JYGCh92iUFpdt62TLpjlMluzwcgW8TV2O/KJkTSYFWwMQm9A2NYjuEMkQR+JAugV76HCkQ/vDDDGKzjji7zUabRwsGEm4f2Vw4Oq8XdGT0A6ihh7zXd5bi2033VobOLroXrd+t6PQpJG5pGNvsdsZ3eeHvLfnVsTe3P+Wl6Wy1EGNaXvlHdoNuJxggvOavIiXRy0Se7pv0uy6211t2hMPFGOeXduPPcTf/27iag4Ic6YwP5ljtrxUemTvzq4TJeQe0CpRE2T7+8rHKEH3AbnYwktza7CGxm4TW/3HBYyzen2DaoRTYpcRre7zATacWnSVHcbJ7mhtcTnm1uLqyt5oX017WTy0qZVsTfBuR29iQU33wme/scVpf7q8vwMt/z+Tv88Zmj3nX2NTSO3JfYAMs3/h7Ajyu2yMrmxzJd12xGGfwNCsD76hD2fW7bwfF05rt5LEboaDAjk15WI47tyNx5rAdtaM1E7HvJToY+TYwXBcNZqWNUHTUubBbzhMc00ruxR4Deppj6VTm+Jn4W0WJlfBj8RjFgDwhNlUdx+26yd2CUuyeoehTZ1WqBEV34HppaQMZwiBt9qYzklnqNyuPfEoPivMiqTciK8WdvFhhS1XZzAB0+7DzXZ1m7CxqMultyyGHjuEG0G7P3UMDWI69T3EbmetgiZIbeoe2x4RAXFtJVZELEYYt3mIRl/uT7x43e7vSQ12Rg1Jr+KcMg3R7G2C30eFN4vwLlParO1IL0FrA5jBRvrOs9cHZhr7OkVHRWYLassnIMYKRwxZfgvDz3HyJJN9LjDaS4UxEONdnTtHMSsgcFzQZh+zHMDjArN/3uIJtKXXFYviNOPBoTj4mnngKBy8xjyI/p4bOa9oMs4pABJfT6e4vaKpaYhGnCfuWHT7yrhDmscMF67UU1pmVMUWH6D4zE2c5lZQ3ZCCr521hCR7OFLgkDde0OREDS4+3TLY2a3Jc/+0S1D82u0jTxnupkHI6oakOJqeTbquphVRuxf4AdZIVn3zy2lwNcJIv31kI9Y5jluXuzc/eJcLc1USe5oDDZMBi81enSYR22rU9GLiBwZKqdAJzJPhagjT/WpEOSLjvKoV6zFyEPj5pQCadHwYN3LE7KI5wyq70GhDQeJ+kgx3sWmNNZ48NAPGrLek6FnCiLvo3vGY+K4Jd8y40D/QycG8r7T8UvzJaXRw9s/NH7gW5+64X89iuBjYEpNt/4yTM3kDsfqudhHWA3K4NyY3Cib95zcsMwy2tdl9Xi7H9+7xsKJBmBh5v6+pRWocnGrLUzn+ux16s90JcHaV9859HqCr/dAU2K/S/oLB0tvGkVI7oJ+eLNU01iB8sgbNHkW1v8nyRy0DeJsC1GCrfYH4PjR2+DNYAcxnlq5j63wrcU9YEvO/jUzJOduM0LRrpU9Os30H2dj1U4mWQXgKywIGEGlMwVpDzPy2PckpEjNx/JRTkCNv1hjExFN4J4VljXBLJumtZKP9jVMAzkYD9eVO/CzC3Kowy/JsWXfgOdb7+T9jfEFyvmA/f9geJWDyr215fr7LsLllIDVmr8H1mzCp4O6mITVzmLzVhtDNBSrCcmFALZgITQN2DSG/WkZdNGD7viZ1T0GI3ilQQi02GpYmDNh7q3SYSyChhwl1EI0djcvZgvLerkZ7gBTmaAwyVbCGKn8CfjRA2jQQN4VQbDkX7Y5lShy3D/a1bRMBpc1cOre0Bp2YKE3TLCrRCIB5+0FrGaHgcYkCO4kgd+WT+W3P96c98xrHiJVE9UU5aZx0AO8weJc5rPDDOD8bz4PNaYFhgwf+5f3aShQdepP1PQd3Myy+uVnNKWhnibnoVsLgHIBuxYJNq2CxEn2ny3DsSThfxCmZo6SVta5UG7tjncwxozeEMFFh2Y3Z5OF60RiHyEIhzuqliJAY/E9N6YJbItFKbWJJIy4hOydu+kFPcIMcdNlyrk1LWWE0+/OSrtkfrnIrjo/J938VVzLzQZkzICQb/kxS2ThgmLnJrh1tCZd0MX4bpKw72Bzg18zXp5B9ONQbhJGe3ps7ETot46zEUWELmqALRf4iUHVWIJP+Y9ijd17s1BAacIBM97f7KCzbRc7W0f6BIFxmJvqvg3O7qO4c4LEC5/dPbHambwsFkz4y2hwUTIMrZiF3XR+DMK12T2+6vaE5w9fYUkQ0DXepfQ032sj1voB7wmN774uN81J6uZMGZ92brd19GiKasXTKKY0+1ERSs8A0z2vu5YY5vvR8onHvJVca6aWfoo188QZXArDG3T5Dr1amt4W9/Dgz5h3STjbZ0TPTERpnABYZR5jYRO0aq55lJNXfcIaAtQ6zowE0nGW2yTyNsLTHB2S6+QmTI55p1WYsYopjjenCcEEMtmklfrfBcU7TV/jVaXFpch8dCIG9TZj1aIOjbut2p9aau3VFOgqIMrC1WAdKsuM/6zaJOduWIhbHZ3bCa+u2evRzDOGW38Y3ufg235i7ddxt+AGY2lET2/QwQmFcBG7pMoJFGuhqs3m+B8+S662De84cR82VZ630OFOaccavm/UMJ9OdsI5gIB20Gootg+147X96TR3siPKiTWO+NrnN5kSnbBECjYG8wcxniGwygHXuwHUdvyimZGoX+NOjs0DtsKmVk6gaNfUArDBfB6p7xBE/DUOgC3A5fy9X/9n5RHNo8FtsdpPs5nMlLeuaBxNDidFG3lj7Mo0qzyhRbLu2qO+fx2VkkfhxRjvXOJ1Z4ETKgHaaS+Qvh1u5qsNQ7UMnCBBQI4y069lc7ZTWTsT/RzL8abmDm4mpj+Ck7u7xpL95w/E1hlfg6ht2BNW9FVrpxiLapv78Ckyf3V03tN1wcd5BEedOBDwNPnr/1omufSGrbwjLaKMiFdce3QMT2mraU0am10fCnXe0JtkkMVH6mIPgHimyvXqG1zx2taUVEvZhWjbx9A7EvsmZs2MuPpyctgOx26yuYWfWoRi3rc5eeBFsCnpdE2xRO2h61awtIAdtdrM2a5Ewv30GWHDWu7SxMRe2uwDPdzxFaN06rrEhNDY5LGpmSF4UGXVNU2mSMwJneBnGDj2rASWYBmCyxfsktmEWlemUy8SlYZ5EKpaJRvI2iTvaHSL30ZEFe4l4cU4LPWhSL5Ya5CjpNmLY+1nWPBvM05qPJwi8lk9dbZygMI8FIG2HvdLMN8iJ+9gZ6mp5k17Mz2LJdkY42cwrVBVfFYWaffDz6BuiPM1/ToddV+o6LDrrJkUWh0X0/Z6lLVcD1x0+eDZU4XenJ/Gwl5hMo149BAdBEAbLaBxng4UwBkuc77N7vp3cN8t4GLlk8gN2/ziDvJlSbzaFmzkwNFtbvlWmjnZWVObZUffMshw54ovxL1TXTyLttKK4J11bJws0z6pQ9rFuRkOm4sid2GhyTxWqHonTTJxmXgZwXxqHbUoJjhDu5IirVFprUvyGgVd//oJe8DjqhhckfS+fu4kZNhGLzCczclRmbM3RTwue/bfMnEGPOMY9qB81+Mveh/9FjDXrweIon59mcKsk5KRvH97BPoyxiuMORRzv80sZWr3dqoPKJt6JnHHmLBDdrZuMPosxdTnFB+CohXb4xfY5doXNO5JbTWtRCwGGWutzAhYxy//vANIzTsPmz/ZH4ahQWZYLOIj7I8/jph6tleWzgN7GXjFtTF5BRvuWda5kf1z/e0qKedvTsS32FI2Cy5IYn91bRr0sUW1NMi6T1xez5+KjGSq/05jOlQNyecmJ7pnjqghty8bWIJT1bcVY7MWwzLbgdxeRbMGVJyCszQGsjaKFO7YtBnsyzJK6D8jwbhRdLAFDed4Hxpbh2yAATGGRBRa2nfGTKTo2JfE5C9B1MlqVYFLCCWHP07fHl9z+rmERG34aobLefHpldhgs9k/cwcbDL9MdTj/UaX46I6uvfYTwcWYaxyZfjkxhxpsMUMURjCOcYMkX/omzg7Fsb+KYTeXji/6dH2CI81czezX3MfmFXNyIt61ge3pt89fTkHYvjBO6VtniXt1AyDnO+YrcnrnOsGFExdo22/tZX6lJ8ex2dD4f3MZTwJgWdJavas2TYE/LOpjPZeMpYDQLOsvnsuZJMIJlHczHsfEUMIsFnR2+Ps5pJRk2gknVLUtb43G7FNhGhi8cs0fF9zKa0snYBWDGKHzoDll5iMGtXu0ztWgdf0tUduAApQK2r5yJ5wI2zXID18GeobJzYudYsoMB04I1jCklhy/heYPS5kpocXvXiJWL5DWIvdEB6t8dTNVkm9hpXZ/Su1xQ36P0kyh6VjmI4S3exBDN13vbisnS5b9Za/LhsVyzbIjKU5pO73N5ceVGJ4O11qObzczuY7d7fgs1hONfnJ8ecwPC00j6XmzinhugsoYGXUijddpyjcFKP6VJo1cbtgw3iDVMqZUGp6CmHQcw6Tg8wE7AY9XKPWcotR7UaDQLcWBqz2c4z45xXjP0NY2y2SwEPB+WxLIJyqHrdo7NM/S4/YybERW0JsZUvrNrypfNWdMKTdRRZejmXErTW8oAV55tbI852IJzmmYzO7bP99RY2NWR6e6T7Iw6PKdKbNnidHfBCX27IXQ3kiR25XRi9fg+HlE6SYX2bRDRpcyrgxMG5HoaMG4HyApkSZHuyQCd96Sa9juS4NOEVGBbQCmz93qlY64wulEFl7aaZ6KxoPFCjE+PUmlv7br1AGXiITXw58SEGEt+rO2l9kGPZ1Isr/jRNjvJy5b5pqJb7fQmHk7+UFTh/mbeCZ252e7Z0W9mryxDc3D2rfiFBI8N7GF2vVitugu1/2jfph7hW6zZrXv512/hnzGjLuzjHUAUdyv4rPYWtH/eGtNFOxRwUdnbyTvar76ycbbwZnQ8z2Uxfdcx0DWA3GDErtjskfujWidIxJpl1K39Hzi1CtQ52dvBtqkKzT0g4tToZPOLlI48SQMigesdFTP1ZJ85P2w7dWW7j4f+2xDNSPfcbZ8zIBK7kRv2VIJ9q875HS5/oef6NvYbxTeYY87I2SWwCVOxHyfhuYUmDS4wf4Bi3oueFWWtH+J8aFy4Z0YPK5iNFZq855CjLZvazO9DHTTmS3Nt01ruNxyDdxCSgH21UpNu2/ZZedTwfg67GYXh/B3M6y/t+7sF28HLbHpDmO+/rr86ZcRs7k1LK1hl7j1Hpq03Xdlw5Aw4vKyN2K1BiXc6tT2YLTYDeTf7NcxN5GwmnNX3T9diK6NjB6s5npZZlcCqCFWPF+mzIDK3lSezyaZXSZqzm/DZeG2zxG0yMXcHYoGC7w7+V/+1YVTHUyLbE99QRsUG/8YURXnP0nKHnVsccGMG3ii6WP0uz0hrkL/udVOXf6ewtxBuYA8XVMHDKbuuGXqsqc3Y3BmL3GIFzRvOG42IW/HvXKzR21mInOFZupvk2/s7jiEp9YyeOJ2pMTNJg+p1/qNs3N2n9uW8DrtFdEbm4jJuSD2n6cyZXibMRc+O7tuMnp1f9M37LLIdHOczASIZzfHD0DJrw2rLY7hT9Rj5tdjsXHu3To5/rNbIXJ1KBSkYHFI6O0bu2Km8Zwf4cySKy2x3k7EJ6sbE+48dnHeC3pimd+J7BV+k52BYvdnRuCuku4udy3p/rj/Foovvzfn2intbf+PjECdIobbIjFjbinuZldj5v3FD+cabbJ6zQemkAksCzP2RmBWSItjmrGaGLEdj7IbGuSBZs2uD0kk19wEYEyQxWyQtMK5/zXY/R+PC/MYhNF4bk3f0vJVWh8khwpBFSjcZ52hlQ7SgYddGxzlCWJuw0enZi24BnDnKOYuUerLOOoQNOiANg2I0DsXJ2nYYVK28EDGjBEN2abrrzo2EHqV0YjN9L5VTXzAD2rA1Vb4Q7+eNAn/bL9NjxS8y8u5w3bop5EwH6/ZhjzBoCVZs3hTJNbLZ5mUbfnnBmeHstiAPMHcDc+jlBfUu7h4qXjxjw91OPhmAq40F4NX2AnC1GwG42lgAW20agFW7FMCqjdyx1abFb8RNNMVrS1wuWQcQPJwAMDwWQ0R+Sx9Rbic6BTZQMf6CiZCftDj/IQCf586/L09+nuJSCZ/YeKcgcJtg5UjB4ekxsYxzyZLFgdPvFirb9YQW7QuautZRDrQbV/EqpEnES5sCc7MY3wug/1a/Lx/z98t18Mo7FJdcqfzI5U/Em4/BVVE+ZaPxjZ+YfUNZd3NiahGo3dWBQHsmJQ8fmipegDNhbQTlZzwi/vhA8FrmV25jRXZejXgl9Md0Dd78PKTQW+mRuM/hYmN0wcobnF9cdX2Fw/u+8Iq+L1w8kTEnj30y5r6JJLm0D08O5sfInsyVQVzTOjos01zikcVc5Z4HHwthgjHq+73V15YvWOKgGFxjCT/ZTOgX53NDIG5xi6Z1C5uNYAvnCUS03JpDozpOxWLCgfFFgd9dBTeSz8vs2zPLD6mJkMH2gQZthtehBcFeocuo1JMHJnkkfJ0vzreYwT8W2/WVY6cm4NShzTytVD9E4sGtY3jhmsnxnMPwzMuP60fItLpqdkQHTdzXoIv0sWNrsI3hT9ylK3OF9ud74KB9H2zrOoaO6/mWNRKMflovghF7uHX36DR1l/pdDGT1LaTxmAxvsCGCuM3q+NOMhsDtZyKYk25289y6xQrriBRmbBZJXqfv0afjeVnOGpReG4CZEZHm75Al729Y5Gkm4Qe+S1HJOhdiXbL5+sw8XVvPLDxesjyPK3OLAMTRkEGZfqniZHcw02q+Zg1iMiesg++/iS/AY5ymOloY8+Tka3BV3mO3X54JQj8d7yDtKnR7oay4ziIAayCCpT2uJXZoAZWNa7Y85/bmRg2I5uLVouV2/ULWFVK8x6SZxcWBAw4wgfU77YH9OPzjlwz7peW1y5OLwB1drtaKnZILMalR0tZdms/wPkN1tdGSw++xtYWbvcpyZ13fWon7a49l3iN2tinUzxZPNtmOOPNGfiLW9ADJfSybkDm90gv21kDrcnW7TZzTnGHRRwkiNXZzr2a/PbMZTk95Vpj+TukC5d4tUW5dZ4rdVFbrIgyEMxl2QiMUGlvJmg8XZn9mTSRdhy5oULoBZNlYDYAw0TdGEK6lRXcNsOtFm+e6uifoFRq7VZC4WUsF+wLgsxeu06pLpds2L/aG1sdg5wlkMlBa+kZUNM1M8UOMqyebDfM0Zr3cFphVp+Wj5U5WfFMdac563la52y0DIJNtS8JlD0Pi9u2hnrqyhQZvBewT7Rzhx8ZhjUaeMW4IHHIeT2cgxSyBLlBpzQiIS/82oR9INtu7cIrxT8jspw6rH87B5OrFsWURJ7dfY/s2ognFlpo98aRl1BruIVZ3/ome2xVHvrf7RNAY66APsO+0x0q/JVbZ9ljRSywrUypkLtbILBwj0GXp5twEgzsWlitQ2A2GTA/oYHOBLO0GvFwMGJWpKwFzz1N8VmpjOGVgpgSSPQl8U4vcCXPq7GUXy4zl7Qg32g6WctwMR+NHmO99dL4f7D5yVy/MMAerAMfUfuvH8f52Oh1GrpU3YYxgv1mTc+6K4G9jSvr1pN4E884bUVwCl/G0gY/Vwjc2MabCDx8lbU0RLJm0Ua8HvJ1+r0bfqVMSWGcyWRlHobyJI+aLCBt+D7SEVwAg3Hn4xnAT+9UCQ1rEp0QJsOXOBllYEblTmuRXTRdQZJVAxaO4GMWcV07oIcS+burj7wbtYpCFzfNH0Sqy0kcpm+LKp+PVg4dt2FI/vNz2dwo/tsxvYu3q/OnZmz5qXQcG2zGmXaYWbHyO57DIu8x2hLSUcUbWHp95BbwICk9A3vH/PrJA83p4xocG1GExAN/Kx+OIzdgE9FOQWXmWvyZaZKiAj2bl6ag849suY0bsPa/5zAlNGc+97KZBAwnF9/GJTuxts0Xb2TOQekWH6BZvj7lpXPXITOeaXWr1ZctLw9XUJxEJ72ILsOeRFeIW+GR2WGjic7uoydZ5XXm8jRTAeN5mqlLWvY/TuiCFT5q5BT8H9L775I4M8yMvAlvYHxk0kfl9p/4hZo7wl7uxz3hj0VT5/oL+W03nP2xHyeYuAM6wlJW9z1vc6kBtwaPxj6Z8FvcxpMvYYl4+usaCOvsnoUfcRwRKda8mXnnatijXWG54THjo7esaz7eU3yKh0KaY3LXYuTvauoxPiFNLAuhniiHk44oOfxSiZGK3flVo9MibDv3O9gkfGRVD4ldF22sG824pX5seSwefJcX7XX+U5hV076UxneQeE19St+CztMtxk3au4HCVg2fqfIgCLQZpwwgjtB5gjLPnxKEy3Kacytt8q0Dt2rbQoL1YPz8yy1LbsKz4mjO+bXZxEtMA+5sLOlxnOTnapOm1uKlTOzq7tKZnd3V3qMuqEb1TfSDrXhfLOedA3BN8sYnjvheIcNFsx19mi2C2zxwWKX+9cSq8u0KK7m9KKCZGG3xHyutbI6qV5YH7irSsz5uTgndFXVJW71DlAOrwAhx3+p4XNwLzQbjFMzp6nZxdQ75PdSrvs3+uJAi8HHaojMmJ0qeiLcPkItbHATjI05ZB42f9Tk576I/1bIcGHlZMipKw6GGP9/7SY/c45+EJdyFnZu7zwJRtdsVXjC2Uu6JY4G6EYj2oBc4omuMJQWztY/+iQht+dyctcWvcMiLvLhN4zmoyuyRvCTrZ4sV1lcOjytmqee9xiPZyoMt9SPGY6gq9NPvOw1rfQNcshPnd5jDifg2u7YOuHRk9BgeMzeBb08ZtvO64oYphXBJwH+W5m7Tv+HM4lb9tIX2vWnexHWR7D3KiSZQjev2BxTWsP83oWw9mM5WeIeBcFxU/QDAY0bcxb2dGycW7eIqsRmDrZAG6S1qYjw5m0KWXMfd90x/FqevCCnHrADWWAmJnFE3jndfd9oDCtpcNolSXSeUOQDfNecUDP6YRQNUrPtumC139VHneqHdoEJAQrWp+e5vQUN08vjSM17szm/YUybUPZZM3O+5ravR2Pa/qeqbr+VW5h6tUFy54PWmT6vUF/rKN8OrwGG2t/9iLG5Y7OertFqcro7Gu5kS12p10ZWGm1SRFVwMIreyKspl57WLapb3LoSx2XbgfiGBvGvL9KOSWO78vj+q+3K7dckvH5SUCCkdURNzPc2gNy8nWkSfDTk4sYDlZ887ASKTEs3YB5rjhllsPFJojkLij5uEKkYMmKCU7Z5osnDlycDoV2BdsauzEcs9VjC3o0Soka7M9yNdy2FmgdwmhbjIec/GIDvhrNKm3QV2o324b2G25A31VDiflMRnEHAtKNNopr9CtDtzJbku61YchefYkW/VQmepoulrT6OvVr/vUxsiiF87mp/Kz5yCtV8WssG9ULH+02rZOWJU8O1Xv/aMZqjBzjgzEEGmAi5A0XMAEPYFaBNObgI2tObDGXZozG+Xs8CXP9r4BX+eX1UzjfnromL8fPxUHCqtZj4mvrDcjt7SW3me4REjNXTeRaTfc1CUGXgq68VoBI9nm5bP826v6up8On7TYPvXm1ExP15TjsPDWCkNDJ6gX+2IpIBqrJGbrhqrhTMuBNQm9a7CJ9baww5YnG0GgU1OrzljQGQF+5kBYNsk5I7FOm2alNnq1d6DK3izw8q8VCPk7BZ5I2p5FxFyFdXPCuM8ucjMn5wkA1xNG0QTPnUW+n1o6WJBlswAvUDGfnDB7j4Ner/+EwbGZiKuYn3GHe4rQG4qmGpgKsYdBzvGGPMS7whYP5P2d4IZ4RvnGC6+r+DZ3wE/wiGhqd7X93cmF3VKM70C2HK1c1Yn07O4Rsxb4/G1Qw7crW9sZ3YDZaYeNG8u7LcdP2yxp1La2Y8sWZCutiSZ1xh5nWWpPt8EmC/BjOkuaYi28pDNmLwNyS5mZnccyJ1rPbcC9tJQ589LqAL6ZjKjWVSaeTZk1qlLJZirEWyozDaYkPaG6YC3FIXsVoeWQcbBKuMpmSqWRFLKnUixbSFXBdntnPWEwjQk4cwaaA0TcHufye+oPREtsceCytdFGIZdPzBNs8uCvbKWVWfGbh1BDOuhPJbciq9CsHyekJxubbOYAPM/5NGNoSCY8wkhTjANHWTGvJyQXvm/XDHSW2EG8LA5T87iQydzGFEfNPPzUHJmpKSrLrUiyLa9HuU3cosE0pulAJqNc7/IPsatuzvmPb7J3WhYv6AF8KxQCb6gtOFHDnXKasf/XNLDLrQDDDrtpp6XZ2I0SM/RV1gR2Q4N5DN62BGq9WeXUpLx5PrrKX9RUPjovoPO4IusGVzX0ZJbFsNZkHzoWGNA/DmvJ5HV90LHA4MisRzfKCG+WnAcWPDkW1bvD4KwmJiqi7NL6UBxBGd2dFs2f3eU6Pehe1eqxmDl/iJ9H7puEw/uUXFVwbXFWtuOvYaWizlt7ynKtfAvo4mhz9OYpcaZ2qJ4TsUqH3qcZPR5ykUl0JHHcFros/jyysOSxmbcHQ6RboSXY4ygzZib69BiP1Sbx2CsMyZjLbjHNW+N0mMljq9osHvsaF4s1J+2Ld9nst9PVjUZcqy2ltjGpcZrRuygLeC8MUctiurH0TCuMjvb1xJpOuPY4q0mvFXHugyzvXP9nZznfazKLB9dgsqLoebV7p5JrS4z1Tr7as2qiQ9d0DWO9Sw2lnL224V+9B7OdoOFMDlpv80imBTR3lCdq8a0hHkiD/xd5zYu99wnYI3/sWPTjvY52O77EI7PepdyEFm7FOxRHVgTb0lqz03vcxqZgU+3ECW5Rk+SJ+5T9tlD6Tp99+wdqQm8/Vg/4av2wdVw26nOK5kIeg7zxzGKg5tlXruVSNYuCdTt1i14rgNwH2dC59s/Ocu7XZBYXLgPXitrmdfeetq5tMO47eSpLSTriUIYkeuhcfk/9m8NIbOHiMg48UTNWm4AqNmYJWwm/fi1ojgi0Vx101al4z/5dkUDg6rwWRYFNbonf/QYNOwuWwsJ/BtkujV3+cUS9IxjFLiXiXJHnx9EyI3/aHpdL45PuG7/jOdgbj7HGKP/S0riHFzwSF+m8dmoEOUMVnbE2+/hvj3Xcos3av0WznYaL3T3cql0Rvnoiw3ChcPbXaMAp2iWvHXk+LE/qEy+XczN8wQk0vjrrsOL3ZhHOP/oCbi1Ru67QhXDU1UdRzIMX5nPxipqiBju5SG5rBu3ZOq7gRC1ippXJ5XBtqyI0sfxXDiCN2Mld7ptUPdlGM6y6w1e1F9C5rHcfXzDjXmKx66lppp4Z8r6/FuMvt3KXOzrZNVRb3NXJtfppGljQ1DZhoLMVeS+TdYPkba5hnzj9Y8EClLgGvr0MvS8mENDgAf//j1ZVVVUQAOD9ydaMFEl2k91kl6wY2ZqRlWVkE9vQWgptL2AvNi+/Oj8xPzK/Mb8xPzK/Mr8sPyw/Kz8rPyy/Kz8svyw/LT8tvyy/LT8lvyS/I78jvyQ/JL8kPyW/Jb8lPyU/Jr8fvx2/Hr8evx0/Hr8dvx8/Hz8fvx8/IL8XP7MfjB+Mn9kvxo/+zT/+N//kH//jf/Jv/0H4Tfhh+E34Vfhh+GH4VfhZ+BV/9m/3s3/+b/fb/fwfg5//M/4Y/Bj8jD8FP+MP+VPwU/BD/pg/AL/jz8Dv+Pt/Bn4Gfv8P9/t/vx/uh/v9fr3fgh+Cn4Efgl+Bn4GfgV+BH4Bf7vf+cL/3B/9wP9wP/vF+En4Zfgl+CX4Zfhd+GX4Yfhd+F34YfhZ+C34Gfg1+Bn4Wfg1+DX4Wfg9+u5+DH4Yfhp+DH4Qf/9N/9I/+6b/6p//wX/2rf/jv/u0/+Zf/5B/xl//yH/EX/36//xf8/b/+F/wFf/0v/gn4NX8BfgF+zV/Zr/kT8Fv+BPwG/Ja/5W/AL/kb8CPwS/6SPwI/5Y/A78BP+VP+DvyYP98P+NP9gD/hT/fT/YS/3U/4G/52v91v+Cv+dD/cz/fz/XA/3m/3Y/Bz8Mv9cL/e78BPwY/5i3/9L/9V+FH4WfhR+EX4WfhZ+EX4PfAd8xnzJfMl8xnzIfPh8tny5fLl8tny3fKx8qnyrfKt8qnypfJ18nHybfJt8nHyafJx8nXyffJ98nXyefJB8jnyPfI98jnyNfL58f3x7fHt8f3x6fHx8Q3yEfIR8g3y5fEJ8hHyBfIR8v3xBfIF8v3x+fEJ8gHyEfIB8vXxEfIR8vXx8fGx8anxrfGt8anxpfF98W3xcfFx8W3xafFt8X3xdfF18X3xefFJ8UHxTfFN8UHxRfEZ8RXxIfEV8R3xIfEh8R3xJfHt8Onw9fDp8PHw9fD18PHw+fDF8Jn5YPhg+Mx8L3xmvhi+Gb4Zvhg+Gb4VPhW+FL4UPhU+FL4Qvg4+Dz4Pvg4+Dr4OvhC+D74PvhA+EL4KPgu+C74LPgs+DD4EvgQ+BT4FvgS+Bb6mr8wHwAfAV+YL4DP6jj6kD+k7+pI+2Tf7ap/sq320j/bVPtvn+nI+2Of6cL6cD+d7fTlfzvf6dL7Xx/PpfDofz7fz0Xynz+Y7fTWfzWfz1Xxo71evVw9YD1ivV89Xz1bvVg9XD1fvVi9Xj1UPVS9VL1UPVe9UD1WPVU9VT1WPVW9VT1NvU49Tj1NvU69Tr1HPUe9R71HPUQ9Sz1CPUO9Q71CPUK9Qr0/PT+9P70/PTw9Qb05PTq9OT06PTq9Or06PTs9Oj0yvTO9Mj0zvTM9Mz0zvTA9Nr0tvS49Lj0tvS09Lz0mvSQ9KD0qvSe9JT0gPSG9Ib0gPSC9IL0dPR29Hb0dPR49HD0bvRS9G70XPrBejF6Nn1pPRC9ET0SPRC9Ej0RvRG9Ej0SvRu9DD0MvQy9DD0NPQc9Br0GPQY9Br0FvQa9Bz0IPQg9Bz0HvQK+s1ewF6AXrNHoCe3tt7fI/v7b2+J+zFvWFv2It7xJ6uB/d2vV0P7uV4x3jIeifvWO/kJeMl6509Gk8XLxePFy8XbxePF48XbxevF28VLxWPFY8VLxVPFe8SLxMPEw8TLxNvE48TrxNvE08TrxLPEo8TbxNPE08TbxOvEm8TLxOvEq8SLxOPEu8QDxEvEe8QLxHvjHfGS8RTxMvD08Pjw8vD48Pbw9vD48Prw1vDS8Njw2PDS8NTw/vCC8MDwwPDC8MTw3PCe8KLwnPCi8KDwoPCi8KTwiPCA8ILwgvCA8L7wQPCI8ITwhPCI8IbwqvBm8GjwaPBm8GTwVPBS8FjwWPBS8FbwbvA08DbwNvA08DrwPPAw8DLwPPA48DDwOPA08DDwMPA08C7wFPAW8BjwGPAW8BrwGPymrwyXhmvyQPAs3k1D+fVvJuH83Dezct5Pl6Px+PxeD3ejtfj+XhAHpDn4/14KC/l3Xg3XspTd8F2wnbDdsN2wnbEdrF2sHazdrB2snazdrN2sna0dqZ2qHandqd2qHapdpl2lXaWdpZ2lXaUdpV2mXaXdpd2mXaYdoZ2hXaEdoR2hXaDdoV2hnaIdoh2hnaHdnl2d3Z4dnh2d3Z2dmp2aXZsdmx2aXZrdlx2XXZedl52XXZfdk92UHZRdlF2UHZSdkJ2RHZDdkN2RHZFdjF2MnY0djF2NHYzdjN2NHY1diJ2IXYkdiF2I3YkdiR2I3YldhR2FXYWdhZ2FXYXdgp2CHYJdgl2CHYHdgB2AXYCdgJ2AXYDdv3u3/E7fvfv/N1wR9zJO3lH3BV3uF27e3fvrt25umO6ZDpkOmS6ZLtTl0q3SgdLB0u3SidLt0rXSidLJ0vXSkdL10rnSkdLR0vnSldL50rHSldLV0vHSjdLx0qnSjdLN0unShdLp0qHShdLF0uHSvdK10m3SedJ50m3ScdJR0lnSVdJV0lnSXdJp0i3SMdIx0i3SNdI50f3RwdIB0j3RxdIB0fnRhdHF0fnRvdGB0bnRRdGF0bnRfdFx0TXRKdEp0TXRLdE10TnRLdE50SXRLdEt0SXRIdER0QnRDdEN0QnRBdEN0MXQ0dDR0MXQydDZ0KHQldCV0KHQndCt0F3QZdBd0FXQZdBl0FXQYdBV0E3QYdBh0E3QUdBN0EXQUdBR0EXQSdBF0EHQSdBJ0EHQfdAB0HnQPdA90DnQNdA50DHQNdA10DHQLdAt0DHQKdAd0G3QWdBZ0G3QadBx9Q1dWW6Ml1TB0CH62xdrst1tu7W9XQ7nU/n0+10PJ1NR9OhOlRH09VyvXK7cr5yvnK7crxyrnKvcrBysHKvcrFyoXKjcqJyonKjcqRyjXKOcpFyjXKRco9yj3KRcpBygHJ+coFygXJ+cn9ybnJvcnBycHJvcnFyUnJTclRyU3JVclRyVHJVclByVXJRclByUHJRck5yUXJPck5yTnJPckxyT3JNckxyTHJNckpyTXJLckpySnJLckhyS3JJckhySHJJckRySXJFckRyRHJFckByRXJBckByQHJBcjtyQXI9cjtyO3I9cjdyPXI5cjdyN3I5cjNyOXI1cjNyM3I1ci9yNXIxci9yL3Ixci1yMXIwci1yLXIwci5yMHJmORc5FzmznIycWY5GTkZORo5GzkaORg5HzkbORg5HTkcOR45HTkdOR45HzkeOR+5HzkfOR+5HTkjuR25ITkhOSG5IzkjOSG5I7kjuQ65DDkQORK5DzkPuQa5BDkIOQq5BzkGuLMfMAcgByDFzzRyey3N2Ls/dOTtn5+4cnbtzdY7O0bk6J+fq3JyTc3JuzhFzc66YI+aIuWIuzhVzw1yci3PD3C83zAlzv9wvJ8z1csIcMNfL9XLAnC/nywFzQTgTzAnGBHOCN8GYYEzwJlgTvAnuBGuCNcGdYE9wJ/gT7An2BH+CQcGf4FAwKBgUHAoWBYeCR8GiYFHwKJgUPAouBZOCScGlYFRwKTgVjApGBaeCWcGp4FYwK5gV3AqGBbeCY8GwYFhwLJgWHAuuBdOCacG1YFxwLTgXjAvGBeeCecG5YF8wL5gX7AsGBvuCg8HAYGBwMLgXHAz+BfeCe8G/YF3wL3gXrAvWBe+CbcG74FuwLdgWfAuWBd+CZ8GyYFnwLNgVPAt+BbuCXcGvYFXwK3gVrApWBa+CTcGm4FXwKVgQXAgeBA+CC8GH4EJwIvgQfAhOBDeCE8GM4EZwI5gRHAlmBDuCI8GRYEdwJdgRLAmuBFeCJcGXYEkwJfgSfAmmBFuCKcGTYEuwJXgSDAmeBD+CIcGQ4EfwIvgRrAheBC+CFcGIYEXwGYwIRgSfwYTgM9gQTAgmBBuC/8CG4EDwH/gPHAjmAweC+8B8YD5wH7gO3AfOA9eB68B54DdwHvgO/AZ+A9+B28B3YDpwG7gNTAdWA9OB5cBqYDWwHDgNLAd2A6eB08Bu4DWwGzgOvAZeA8eB2cBx4DkwG5gNPAeGA8+B8cBwYDgwHtgOjAfWA9uB7cB64D2wHtgPvAfeA/uBAcF+YEEwIBgQLAgeBFeBr8Bb4CtwliwwF7gLrAXeAmuBsWCBrcBo4DPwFvgMTIYMPAbmAnuBt8BeYDBgYDHwGDgMvAUOA3/5AneBocBS4C2wFHjKFLgKbAWmAm+BqcBRosBQYDFwGXgLXAY2A2+Bt8BmYDRwEXgIbAQ2Ag+BicA24BswDhgHfAPOAZ+AUcAp4BQwClgFLAF2AEOAIcAOYAawAzgBzABmACeAD8AJ4ALwAfgAXAAmABeAB8AEYALwAJgJD4DLYCbMhMtgJFwGK2EkjISVsBFWwknYCBvhJHyEk/ASPsJHeAk34SUMAG7CTRgALAAGAAeABcAC4AAwAjgAbABGACOADcALYAOwAngBvABWAD+AFcAN4AfwA7gBPAFuAEeAJ8AT4AhwBjgCXAHOAGeAK8Af4ArwBfgD/AG+AI+AL8Ab4BHwCHgDTALeAHeAScAk4A6wCbgDHAI2AZuAQ8Al4BCwB7gEXAL2AIuAPcAcYBGwCJgDDALmAGOAQcAgYAywBhgDbAHWAGuALcAUYAuwBJgCTAGWAEOAbZiGa7iGaXiGefAO9sE+eAf33lqvrJfWK+uNFet99QZ7f7203l9vr17vrtfVC+ul9cJ6Z816bb22XlwvrRfXq0vXy+vd9eZ6ab253lu33lrvq7fVS+tt9a5a9aZ6U72qXlqvqpcVq9fVy+v19dJ6fb3AXlovrRfYG+z19HZ6P72dXlHvp/fTK+od9aJ6Tb2h3lCvqTfTO+oF9X56Rb2k3lJvpnfTq+k99ZJ6Tb2mXlJvppfUK+rN9GZ6Rb2bXlFvp3fTu+nt9HJ6G72M3kfvo5fR6+it88p56bx0XjkvnFfO6+aF88J53bxsXjdvmpfNy+ZN86J507xmXjQvmtfMK+Y185J5xbxiXjLvl5fMC+b98n55wbxdXjDvmLfL2+Ud83p5x7xlXi+vl7fMG+Yt86p5w7xhXjXvmVfN2+Y9855527xr3jZvnHfNu+aN875547x23jfvm9fOO+e18+Z557xz3jwvnjfP6+fF8+J5/bx8Xj9voJfPy+cN9AJ6A72IXkAvoBfRO+hF9Cp6B72DXkWvoVfRu+g19Bp6F71n76I30Xv2nr2J3kJvovfQW+gt9B56Cb2HXkEvoZfQK+j98wp6+7x/3j9vn3fP2+fV8+5597x63juvnrfOe+e989Z56bxQXifvk/fJ6+Rt8gJ5g7xCXiFvkHfIu+PN8fJ4ebw5Xh2vjNfsbfGavS9evC5eE2+Kt8Wb4l2x4mXxznhrvC3eGu+NGy+OF8dr423x2nhp0HhlvC5eFW+LV8WLAsV74j3xlnhbvCXeESPeEG+IV8Tb4hXxkiDxmnhZvDDeFi+MN8bb4m3xxnhnvLg3977v++be3Zt7fe/u3b2+V/j63uArfIVv8C2+wTd+i2/xjd/6jV/5rd/6ld/7lV/6vd/7pV/7pd/5tV/7nV/iO7/Dl/gS3+ELfIfv7wW+wPf38t7f23t5L+/tvfDbe3Uv/MKv7mVf3eu+7Mu+7pu+7qu+6Zu+Ki7Zq742XDJcsteGG/baXhpuGG7YS8MFe2k4ZLhguGA4ZDhfOGQ4YzhfOF84Y7heOGM4YbheuF44YbhfOGG4YrhfuF+4YjhguGK4YzhgOGC4YzhiuGNvDUcMR+ytvedbe9H3fM8XfW8v+q7v7b2969u+64t727d9ce+Lw4WzhcuFy4WzhbuFi4V7hZOFk4V7hYOFc4VrhQuFa4VbtQqXCrcJ5wkXCucJBwoUThROFI4ULhSOFM4ULhQuFM4UDhUuFe4ULhTuFK4ULhQuFK4UbhTOEg4TLhQOE04TLhQuFE4TbhPuE64TLhSuE44TLhQuFI4TLhPOEi4U7hLuEi4ULhNuFO4TLhQOFU4VLhROFY4VLhQuFI4VzhVOEg4SLhIuEg4S7hHOEI4QrhCuEI4QbhDuDs4OLg8uD84ODg9ODS4Njg2ODS4Nbg2OC64LzgvOC64L7gvuCQ4KLgouCg4KTgpOBM4EjgSOBM4E7gTOBC4F7gTuBC4FjgUuBc4FjgWOBc4FLgbOBQ4GLgYuBg4GjgYOBk4GjgaOBk4GrgZOBu4FrgauBu4FbgbuBa4FbgZuBq4FzgzXAqcCZ4Yzw6nArcCpwJXArcCtwJXAocCVwIXAocChwIXAjcCFwHXAjcCNwHXAgcB1wGXAgcCBwGXAbcBlwFnAbcBtwFnAYcBZwEXAYcBhwEXAUcBFwC3AUcBRwC3AQcAtwCHAQcBBwCHANcAhwB3ANcA1wB3AKcAdwCXAKcApwCXAOcAlwDHAOcA5wDHAPcAxwEnAPcA9wEnATcBJwFXATcBNwFXAXcBVwGnAXcBdwGnAccBpwHnAccBxwHnAfcB5wInAfcB9wInAkcAdcT7uxx1xPw6JQ+J+nBFn42jcjbtxNK7G7XA5HA/Hw+VwOhzNTYar4WpuMtzpcnI1ualcTS4mN5WbysXkonIxuZRcVC4ql5IryX3kTnI9uZPcSq4n15NbyT3lVnIzuafcU24md5OLyCXkRnIJuX/cSG4k94/LyP3j9nEZuYzcPu4e95S7yVXlbnI7uapcVW4nd5XbyQ3lrnJXuaHcUa4lV5EbyY3kKnIRuaVcV+4od5Tryl3lmnJfuaXcUu4r15XLx/XjNnL9uIPcRm4jd5ALyR3kHnIhuZDcQ+4l95C7yL3kXnIXuZ5cVK4k95MryXXkfnI/uY5cSy4eV4975upx+bhn7pnLx23kMnL3uIncPW4eN5GbyM3jFnLzuHfcQm4h945bxy3k1nEDuXXcOW4gN5A7xwXkznHjuIBcQG4cV5Abx5XjCnIFuXJcOi4d145ryLXj4nENuYZcPO6Za8pt5b5yPbmL3EeuJdeRq8g15Apy6bic3FQuK9eUS8pt5ZJyRbmt3FauKJeVK8oF5bJyWbmgXE6uGheNm8ZN46Jxz7gq3BeuDdeG+8LN4b5wZbg53ByuDNeHK8PF4fpwfbg4XCEuDpeHK8QV4vJwjbg8XCCuEdeIC8RF4gJxh7hIXCTuEJeJO8RV4jJxmbhKXCiuEreJC8WF4jZxp7hNXCnuFHeKK8W94kpxq7hX3CtuFVeLW8Xd4mpxtbhb3C7uFjeM28Xt4oZxv7hhXDLuF/eLS8Yd45Jxzbhj3DGuGReMa8Yt44JxwbhlXC9uGVeM68X14opxs7hiXC5uFjeLy8XF4nJxrbhYXCyuFZeKa8WN4lJxqbhR3CduFNeJ+8R94jpxl7hO3CTuEneJm8Q94iZxibhH3CMuEbeIS8T94RZxi7g/3CDuD3eHG8QN4u5we7g73BtuD7eHe8PV4d5wY7g6XB1uDLeGG8N14dZwa7guXBquC3eFS8Ol4a5wYbgrXBIuDBeGS8Jt4ZJwQbgt3BYuCDeFC8LV4KZwU7ga3BOuBleCe8I94UpwR7gS3ATuCHeEm8D14CZwEbgeXA8uAreDi8At4HZwO7gF3AxuAZeAm8HN4BJwLbgEXAGuBdeCK8Ct4ApwAbgV3AouADeCC8BtuhHcCG7TfeA23aX7wH3gLt0G7tJNug3cBm7SXeAm3aO7wF3gHl0G7tFFugxcBi7SdeAiXaXrwHXgKl0IrtJluhBcCC7TpeAy3TKXgkvBLXMvuGVuAPeCe8EN4GJwA7gDXAwuBneAy8Ed4BpwObgcXAPuB9eAe8D94H5wD7gi3AOuAleEK8JV4JpwFbgTXBOuCXeCi8Kd4G5wUbgo3A0uC3eDG8Jl4bJwQ7hmbgi3hGvmmrkl3BluCVeFO8Od4apwbbhFd3Zlt+jKLtElurI7dHmuzu25PVfn7lpW7alWVauqPdWWak+1pNpSbamWVBuqJdV+akO1odpPraf2U9up9dR6aju1l9pObab2UnupzdRKajO1lVpJraS2UhuprdRSaiO1kVpK7aSWUmupndROai21mFpLraYWU4up1dRyajW1m1pOLad2Uyuq3dSCakW1olpQrakWVDuqNdWaake1qdpRLao2VZuqRdW2alG1q9pWbat2VTurXdW+ame1s9pXba72VSurzdXmamW1vFpZba2WV8urrdX6amu1t1pfra/2VgusvdXuaoG1wNpd7a92V4ur/dX+anG1vVpcra22V9urtdXqam21sVpdra42VkurjdXCamm1tFpYrasWVsuqddW6alm1qtoy7Zl2TXumTdOuade0aVo2bZtWTbumVdOiade0a1o0rZkWT3unXdPeaem0a9o1LZ12TsumddOuad20cNo17ZoWTiunndPGade0cdo37Zp2TfumbdOCacW0a1ox7Zh2TbumHdOWac20ZNo1LZk2TLumXdOGacG0cto67Zq2TmunXdOuae20eFoYbYv2RfuibdGqaFu0KVoVrYo2RXuiTdGSaE+0J1oS7YiWRBuiHdGOaEO0HdoQrYe2Q9uh9dBqaD20G1oNrYZ2Q4uh3dB+aDG0GNoPbYb2QwuizdBmaEG0HFoQbYmWQ8uhLdGKaEu0KFoRrYgWRWuiRdGyaE20JloW7YqWRWvWrmhXtGati9asndG6aF20M1oZ7YwWRyujldHiaG20ONodrY3WRruj1dHuaIW0OlodrZC2RyukLdL2aHu0RVogbZHWSAukBdIaaYe0Rloi7ZB2SEuk/dESaYO0P9ofbZDWRxuk5dH6aH20PNocLY/2RpujzdHeaGu0N1oabY22RkujjdHSaGG0MdoYLYz2BcuL1cXGYnWxu9hYbCx2F1uL3cX2YmuxtdhebC52E8uJncVyYj+xs9hZ7CcWFEuJxcVaYi2xuNhOLC42GNuJ7cQGY0+xwdhk7Cn2FJuspbGj2FLsK7YUS4p9xb5iSbGqWFKsKFYVq4oVxZpiNbGb2EjsJnYWG4mNxM5iKbHH2GItjS3GEmtpLY0lxrJiHbGS2EisJBYTG4mNxGJiNbGxWFYsL5YXy4r9xdZic7Gw2FysLRYWC4u1xbZibbGr2FZsK3YVi4pdxYZiUbGo2FCsJzYUm4n1xHpiM7GX2EzsJPYSe4mdxFZiJ7GP2EpsJfYRC4l9xC5iIbGQ2EUsI3YRa4hlxDJiDbFnrCE2EHvGnrGB2ENsIPYPe4g9xP5hB7F/2D7sIHYQ24cVxPZh/bCCWEGsH5YQ64cFxBJiCbGAWEQsILYQi4hFxBZiE7GFWEVsIjYRq4htxCpiHbGN2EasIzYSe6yltbaW1qatrbW1aau2acu2aqu2bOu2bPu2buu2b7tr3zbX7tpdm2uBba7ltcAW2PJaYctrfa2wFba+Nm59ba+N27jttcG218JtsA22cPtr4RbX/tpfi2t1La5dW12ra9e2bdcWbdu2bdH21qLt2d7aW3u2tfZkkbW1tsYiY42xyFhhrDHWGCuM9cUKY2+xvlhf7C2WFnuLlcXSYmmxsthUrCzWFZuKTcW6Yk2xr9hZ7Ch2FDuLBcXOYnGxlFoay4o9xZpiXbGqWGLsMJYVO4wFxrJiWbHA2F+sHhYPy4bFw9ph2bBsWDssGtYOS4dFw6Jh6bByWCqsFFYIK4WFwgphhbBQ2CAsFJYJG4QNwjJhlbBYWCKsFlYLS4Rtwh5hk7A/2CTsEvYH+4NdwgJhl7BPWCAsEPYJG4Wdwl5hi7BX2CxsEbYIm4V1wmZhu7BOWCdsF7YK24UNw1Zhq7Bh2C1sGNYMu4Xdwpph1bB12DvsGfYOm4c9w55h87Br2DzsHnYNu4bdw7Zh97B82DZsG5YPy4aNw85hx7Bz2DrsGHYMW4c9w8JhybByWDksGRYNu4VVw35h1bBv2C/sF/YNG4cFwkZhh7BR2CnsEHYIO4UtwgphibBUWCosERYL24M1wv5gf7BG2COsDxYJ24PtwSJhjbBBWCWsD9YHq4RFwsJhwbBk2DHsFzYOy4blw+ph4bBuWDCsGzYNC4YFw6ZhubBp2DIsF5YLW4a1wpZhxbBWWCusGLYJK4b1wjZhm7BeWC3szNoskbXZ+2ZzFmdrlsjWLE2zRTbIDlkiO2RlmZ1ZINtjiWyP3e1YHatkjyyRPbL/z/pszu4skd3ZvmeNLI/1sUTWx/5+bJD1WZ4lsjyr6yzOMtkylsiWsQAAsALYAGyTJbJNdrlklayRRbJEFskmkyyTFcASYIksAXbAADYAq2Nflsi+rMsSWSLrsi3LsjiWyOJYmCWyRBZmcyzK1lgiW2NPlsgS2ZOlsS27skR2ZW8skSWyNxZlaayNJbI2NmWJLJFNWZXlsUQ2x6osyxLZIhuzRDZmhSyRJbJCFrjyWnWtvdZeq6511wprdbW+Wl+trtZWq4Z1wwpi3bBmWEGsINYMK4U1w2phpbBSWC2sFdYSa4cVxYpi7bC2WDusI9YWa4t1xGpjHbGaWG2sNlYTa401wgphbbBCWB2sDdYGq4N1wepgRbAuWBesCFYCK441x2pjzbHqWG2sNlYdq49Vx8pj9bH6WHmsP1Yeq5D1x/pjFbIaWWGsJlaz1cS6YjVbzdYVq4x1xXpilbHKWE+sL9YTq4j1xfpiFbGyWEWsHlYWK4vVwxpi9bBOWEOsIdYJ64V1wspgvbBeWBmsD1YGq4L1wfpgVbAmWBWsB9YEa4L1wFpgPbAOWAusBdYBa4B1wFq2BlgDrGWrci1bmatyVa7M9V+ZK3L9139Frv2KXI1rv/arcd1X43pc93Vfjyu/Htflyq/8ulz9dbk2V3/11+aaXJurgDW5JlcBK4BVwGpgBbACWA2sBNYfq5F1yGpkVbIOWYesSlYkq5IVyopkRbJCWZmsUNYqK5OVyVpldbJWWa+sTlYn65VVynplxbJKWaWsWNYpK5bVyjplnbJaWaOsVlYqa5Q1ykplbbJSWZ+sTdYm65N1yfpkTbIuWZesSdYja5K1yHpkPbIWWYmsRdYgK5GVyBpkBbIGWXesQFYg6461x7pjnbH2WHusM9Yb64xVxXpjvbGqWF2sKtYPq4vVxfphTbF+WDmsKdYUK4eVxMphxbCSWEmsGFYQa4SVwiphlbBSWCusFNYOK4gVxNphLbFiWDWsINYIa4OVwkpgNbAuWGusOFYbK4w1xmpijbHSWE2sJlYaaw1VlkpLDabSUm2pwdRgqi21mGpLxaUWU4upuFRda25113l1V3ad13ll19/Krun6W39ruuLWdD1X3Ipbz/W2nqqx9bbeVGOqsJW45mtxzVd9La7FVV+Hq77i63AdrvgqXPH1XoWrcL1X4HpTha02VZjaa7WtNrWXumulrejqW9F1XX2rb11XeV3XdpVXeW1XWOWl+lprqi912Fpba+qwVVWHqcdWdVXVY+urHltp67u+K231rTZ1l4pM3aXmUpGpyNRc6i21mKpLTabqUnmpydRkKq+1tubWet2tu7Ve7RW43itvvVd65a28lV51qiw1mApLDab+UmGpsNRfaiz1lwpMjaXGUoGps1RgKjF1ljpLJabWUmupxNRb6i2VmIps1a30Cq/wSq/ymlvntV6Ja7zma7wG13zN1+Bqr8G1t9qrvfbWnZpKXaWqUlWpq1RWKidVk7pJ3aRqUjOpitREKiOVkZpIXaQWUgephlRD6iCVkLpHzaPyUfmoeVQ9ahP1iSpFfaJCUaWoUlQo6hTVi7pFlaJuUbOoUlQpahb1ijpFraJKUauoWFQpqhQVi6pFpaJKUa2oVlQp6hX1iJpElaImUZeoUlQp6hK1iUpFjaJKUaOoTlQpqhTVicpEZaIqUaWoSlQkqhRViopEPaJ+Ub2oUlQtKhdVispF7aJKUaWoXdQvag71hqpD1aHeUHGoLdQVqgvVhbpCZaEK1aI6VIdqUZXVokqrsiqrtHqrtJqrt3qrudqrubqrvdqru2pUd9VXjapR9dWj6qu6elSPqq7+qq7i6q/+Kq7yKq7WKq/yaq3aaq0SVVu1VaI6q0Q1qM7qrAbVWA2qPTVWY7WnAtWeqlOBKlDVqTxVp+JUnspTcSqs4lRVhVVYVdVWVVWa2qqtSlNvKu2WTL2pt1syFb0lux1TURW9HVPP27EbMvVUzxsy1XZDptZUm2pTa2qq1tRVTdVUXVVWXVVXZVVWddVXddWc+qqvmlN3ak71qTt1p/rUn+pThepP/alCdXjzdMN003TTdMN0y3TjdAt1G3UbdQt1I3UTdQt1+3QLdeN0+3T7dON063S7dMN0s3SzdMN083TrdAN1+3TbdON003TTdON083TjdBt183TzdBt1K3U7ux26Jboluh26IbrpueG55bnlueG53bktuTW5Qbk1uTm5QblBuTm5RblxuWW5QblluV25QblBuV25VblFuU25QblNuVm5QblBuVm5YblJuUG5UblRuUG5VbkVuR25QbkduSW5QblBuSW5LblJuT25Qbk9uTG5QblBuTG5KbkpuSG5QbkhuRm5QblBuRm5Fbl1uXG5QblhuWm5QblpuW25QblBuW25dbnduNW44bjhuNW42bihuJm4pbiluJm4nbhhuFm4ZbhluFm4Xbg9uDW4Obg5uDW4MbgBuJXdBNwE3MpuAW75Db/tt/2G3/Rb8Ta8EW/E2/AW394b7pa75W64G5zSSmulttJa6a3UVmorvZXiSm+lulJcKa5UV5or1ZXySnOluVJe6a6UVwos3ZXuSoGlvVJgabC0V9orDZb+SoOlw9Jf6a90WOor9ZUOS4WltVJa6ax0VkorlZWOSkWlpdJSqaiUVGoprZRiSjGlldJLKA8UCAoDBYISQWGgMFAiKBJ0DyoI3YQKQguhm9BNaCEUEZoDrYHCQGugN1AYKAz0BsoDRYIuQWGgS9AnKAwUBvoEnYIeQYegZugQ9AdqhpqhP9Ad6CHUEMoJNYQGQjmhnNBAKB/0CkoFxYRSQaGgmFBMKBTUDIWCMkHNUDOUCXoEdYImQWmgSdAiKA2UBloEFYIaQZWgM1AlaBN0BjoDbYJKQWGgU9BL6BQUC3oJvYRiQbmgTlAaaBSUBtoHjYJGQfugVlAj6qMSUB/lUQmoBJRHkSiP6igSRaI6iqNk0C9oH/QL6gXtg/ZBvaBa0CxoF9QP2gUFg/pB/aBg0DGojBJRJEpEYxSJItEYBaJCdIgqQIdoEVWAKkCL6IziqI0iURulUSSKRGlURne0RyWgPfqjElAJ6I8e0UHoH3QT+gfNg25CN6F50D5oHrQO2gftg9ZB46A7tIfW0B76Q2toDf2hCtAfGkQVoArQICpE7aB6UD+oHhQQ6gf1gwJCOaGAUEIoJ5QTSgg9hN7QFK2hKaqiNbSGqiiLckHDoJfQMGgZ9BJ6CS2DpkHVoGZQTKgZVAyKCcWEikG3oDoURm0ojOJQG2pDcWiLuuiL1tAXzaE1tIbm0B0aB2WD9kHZoGjQPmgfFA1KBj2DrkH9oGtQOagf1A8qB7WD+kE5oYlQTqgnNBGaCPWENkI9oZ/QRmgj9BP6CP2EhkIfoY/QUGgkNBQ6Co2ERkJHoZXQUWgptBJaCS2FWkJLoadQS6gl9BRKCT2FmkIpoZRQUygk1BRKCoWEQkJJoY5QUqgo1BHqCBWFMkJFoaBQRigjFBR6hoJCO6Fn6BnaCe2D1lAF6IkqQBGgJ3qiCGzIUARoARsyGzK0gM0YWgAVYDNmM4YKsBFDBaABbMRsxNAANmFoAHRpE2YThi5twNAlqrQBswFDlbZgqBJl2oLZgqFM2zCUiQKwDbMNQwHYiqEA0AG2YrZi6ADbMXQASsB2zHYMJWBLhhJAE9iS2ZKhCVAamgBdgNJQGroARdEFqAMURVHUAZpEHaAT0CSaRCegZegE9AJahpahF9AD6AVUA3oAPYBqQBugGlAPaAO0AeoBhYB6QEGgEFAIKAiUAgoCNYFSQCmgJlAMqAlUBYoBxYCqQDmgKlAXKAeUA+oCHYG6QGOgI9ARaAyUBBoDhYOSQEmgcNAUKBx0EZoCTYEuQlmgi9BJKAuUBToJNUNhoJfQFuglVBLaAm2BSkJRoJJQRSgKFAWqCC2BKkLfoCXQEugbVAT6BpWBikBFoDLQDqgM9AXaAe2AvkAzoC/QFWgGNAO6Aq2ArkBPoBXQCugJNAJ6Ag2BRkAjoCFQBmgI9APKAGWAfkANoB/QDagB1AC6AW2iG1ALaBNtohZQJJoDhYH2QGGgNNAeaA+UBioENYLOQIOgM1AzNAgaBDVDfaBZUD9oFdQPOgOtglZBZ6BS0BtVgNZojSpAZzRHH6A3eqMPUAXojkpAczRHJaAPUDUoJtQNignNhLpB3aCZ0DloJpQTOgedg3JC76B00EtoG7QNeglNg+pQG8pDbSgS5aE8FIn60BtaQ1e0htrQFV1RG9qil1A6qCaUDooH1YRqQvGgm1AtqBW0D3oH5YTyQRGhg9BNqA7UB2qGmqGTUEzoFvQKigkFoj4UiSJRC6gE9IgaUQkoi7poDe2DdkI3oWPQM6gfFA+6B92E7kBxoGYoDtQGaoaaoTZQHTZatlk2WzZbtlm2WrZTNlO2VLZUNlM2VLZDNkI2QzZCtkE2QzZDtkE2RLZBtkI2RDZEtkK2RLZCtjNbIlsi25ltke3Mpsi2yLbIpsjWyKbIxsjWyNbIxsj2yMbI5sj2yPbI5sgWyebIBskWyRbJBsk2yTbJBskmyZbHdseGx4bHdsdmx6bGlsbGxsbGlsa2xtbFxsX2xfbFxsXmxRbF9sQmxSbF9sQGxVbENsRGxEbENsQmxGbDVsOGw4bDVsN2w6bClsLGwsbClsK2wtbBxsH2wfbBxsHmwdbAxsD2wPbAxsDmwCbABsAWwBbABsBWZsttuG237TbcptuCNqAttsU2oE1oa22sDWfD2VibWztWM1ZLVktWM1ZDVtNVy1XjVeNVy1XbVVNVS1VjVWNVS1VbVftU61TzVPNU61TjVJtUq1STVJNUq1SjVDtUM1Q7q53VDNUQ1fLU7tTw1PDU7tTs1NzU2NTe1N7U2NTa1MTUwNTC1MLUwNS+1KbUpNSq1KrUpNSo1B7UJNQm1CbUJNQs1CTUHtQc1B7UFtQc1BzUFtQU1BbUDtQU1BTUDtQM1A7UBtQM1AzUBtQE1AbUymoCagJqZbVmrayWrDVrzVqytqwla8jasrasIWvMGrKmrDFrzJqyFqCmrAGoBagFqAGoFagBqBGoFagVqBGoJagRqCGoJaglqCGoNaghqDGoNag1qDGoRagxqEGoRahFqEGoVahBqFGoVahVqFGoYahRqF2oYahhqF2oaahdqGWoaahpqGWocahlqG2ocahxqG2oeahtqHWoeah5qHWoiah1qIWoiaiJqIWogaiBqIWofajNNblW1+qaXKNruhpcy9VyNbj20pDRjh2jJaP1ou2i8aLxou2i6aKtoqmitaK1oqmisaJ1om2icaJxom2iaaI1oi2iMaIxoi2iKaJpoV2hZaFloV2hVaFdoU2hVaFVoU2hUaFNoVmhUaFRoVmhYaFZoWmhYaFhoWmhZaEZoSGhHaEdoSGhJaHdoNmg5aDloNmg4aBhoGmgVaBVoGmgWaBpoG2gWaBZoG2gXaBtoHmgXaBdoHmgZaB5oIGgZaBloIGgcaCBoIWgcaBxoIWgdaCFoImgdaB1oImgfaAtoDWgMaAxoDWgOaAtaUpak9akKWlM2k2raTbNptU0mtaj8Wg/2o/Go/loKi2lrbSVltJuJ6Fz0InoHHQeOhGdiM5D56Lz0KnoXHQuOhWdj05Fp6Pz0fnodHROOh2dks5J56RT0nnplHRaOi+dl05L56bT0qnp3HRuOjWdnk5NZ6fT0+np7HRyOjudmU5OJ6cz04npzHRWOjGdmM5KJ6Wz0hnppHRSOiOdkM5IZ6MT0gnpbHQyOhudiU5GJ6Mz0Xl2JjoNnWfn2WnoLHQaOgWdhc5Cp6Az0CnoBHQGOgOdgM4/J6DTz/nn/HP6Ofucfk4+Z5+zz8nn3HPyOfGce849J54zz4nntHPmOfOcdk49p57TznnnLHOaOdGcZU4055nzzInmTHNaOaucWE4sZ5XzyrnkTHIqOZWcSU4kZwsYp4wzxtnidHHKOGGcMc4X54szxml2ejg7nCBOEGeH88Pp4GxwQjghnA3OB2eAE8A54BxwAjgFnPiZn/eZn/Z5n/dpn/XZO3cn7+Sdu1N3niftrJ21k3baDCE4JKYAAgQIECAwUQxBBwQdwHTxA4VA5QKVCxlE9EAhwBhD0MUHY2xTASl0k2PJZjU5huQYg2AMgonKZJYIUCJACfIEquXKTwJkhCwK2ixhcJ4I6gQnggMJ3CxJkOBMkCB7lr3L7mZ3s3fZv+xz9kB7nD3QLmiPs8fZBe11dif7ll3KLmXfslvZt+xvdiu7lf3N3mZ3s2vZr+xXdi37lJ3MXmYPs5fZ0+xh9jB7mv3LnmZns3/Zv+xsdjf7ll3M/mYXs6PZ3+xvdjT7HJ2Xvkunpe/Se+m0dFp6L32W3kv/pc/SZ+m/dGD6LB2YXksHpgvTa+m1dGF6sd3P/mc3tP/Z++yGdkN7n/3QvmcvtOfZ8+yFdjx7oX3QjmfHsw/a7eyDdkC7nd3ODmiXs/vZDe179j27ob3QLmN3sRPZiewudiC7i13FDmQHsqvYfewq9hO7j93HfmLXsefYV+w79h37iv3FrmQvstvYi+xBdhu7jT3IPmMXsDd3CbuEvbk/2Jt7cn+wP9iT+7/32IXsZrvZLmSnsQvZjew0dhq7kb3GbmOXsSvZlewydij7gZ25I9gR7MwdwJ5hJ7CH2EPsBHYce3BfsP/7vy/YH+wc9g97gf3DXmIvsBfYS+w39gB7hb3AXmCvsHPYHewJduAO3BPsxV3ddXu7t7tuz+27vbene7r3dtve23+7bbftvz3eaztvR3fertvRHd11u6rf0pPpunRdejL9mJ5sp+nH9GM7bWd3K3ubHcuOZW+zc9nb7Gt2LjuXfc3uZV+zq9m97F52NTuYXc1uZgezg9nN7GR0ZDoxPZeeSyem49KJ6cN0XDoufZhuSx+mB9Nt6bb0YLovvZZeTL+l39KL6cl0Xjot3ZfuS6el29qDu7wv2C/sA/YOe51d0E5oD7Lz2GfsW/YXe4wdyc5k17Lf+7wHd3837sA9uNf2c5+zx9nf7Fp2NzucncweZgez99n57Id2Prue/dB+aNezE9r17Hd2Qjuh/c5eR5elx9Jh6bD0WPorfZBeSD/TC+mH9DP9TD+kJ9IV6Yj0Mx2Rbkg/0890QzohvZJOST/TKemR9DP9TI+kQ9IT6Yv0M32R7kg/0890R/ojHZLeSD/TG+mM9DP9TGekK9L96ID0Mx2QHkg/08/0QPognZAuSD/TBel/9DP9TP+j+9Ef6ZL0M12SPkk/08/0SXol3Y6OR6+j29Hv6Hj0O7oeHY+OR9ej59HV6Gv0NHoafY3ORl+jt9HZ6Gz0Nrob3YxeRkejo9HL6Gf0I7oS3YiuRF+iG9GN6Et0JPoSnYmOREeiM9Gb6EF0IboNXYhORLeh29CJ6D90InoR/Yf+Qy+iD9GL6Ef0IfoQ/YhuREeiN9GT6En0JroTHYjeQ5ehy9B76DH0HjoPPYYeQ+eh69DNdB/6DN2HHkSfoc/Qg+g2dBc6DR2GDkOnodfQX+g4dBe6Cx2HTkOPoevQX+gvdB06Dr2GfkOHod/Qc+gwdBh6Dt1Mz6Hv0M10M32H7kM/oZvQS+gldBM6CV2BfkBv6gd0A3pTb+oGdKVuQC+gK3WlXkBH6gX0Mh2pI/Uy3aiX6UvdqBv1pe7rSz2p+7qvJ/VdT+pHfdd3/ajr+lH/dV3X9V/vdaa+QAegA9AX6AL0BXoDXYAuQG+gE9Ab6A50AjoB3YE+QHegM9AH6AN0BnoAnYGuQA+gB9AV6E1d13s913O913l9gc7UE+gJdKaOQBfqQX2oD/WgHue58l25rHxX3iuXlcvKe+W/8la5qzxW7ip/lcfKY+Wvclg5rvxW/iu/ldvKf+W/clt5rRxVriqPlavKWeWx8lg5q7xVvipPlcfKU+Wm8lh5rNxUXiqXla/Kc+W58lV5rBxVHis/lZ/KY+Wlclz5r1xX/iv3levKdeW+cl55rZxW/iunlc/Kf+W/8lm5rPxQfpbjyfHkZ7me/CxXlOvJ9eSKcj+5onxR7if3ky/K/+SL8kT5n/xPnijvkyfKEeV98j45ojxPjig3lOfJ8+SG8ju5oZxQfie/kxPK5+SEckH5nHxOLihvkwvKAeVt8jY5oDxNDijfk6fJ0+R78jP5ntxOfiY/k9vJy+R2cjl5mbxMLicfk8vJ4eRj8jE5nDxMDidnk4fJw+Rs8i85m1xN/iX/kqvJu+Rq8jV5l7xLvib3kq/J3+Reci/5mxxM/iaPk4PJweRxcjF5nLxOLiYXk9fJyeR1cj45mZxMzic3k/PJA+VmcjN5oBxNHigflKPJ0eSDcjf5oLxQ7iZ3kxfK6eSF8kM5nZxOfijHk/vIgeQwchg5kNwsB5ILyc1ys1xIXiMXkg/Ja+Q18iG5jXxIHiS3kdvIg+Q08iD5j5xGTiP/kcfIf+Q98hh5jLxH/iLvke/IX+Qv8h35inxHniNfka/Ic+Ql8hz5jbxEXiK/kYPIb+QychA5iFxG/iGXkbfIP+Qf8hZ5h7xFniLvkHfIU+Qb8hQ5inxDviFHkWfIUeQk8gx5hpxEfiEnkYvIL+QXchF5hVxEPiKvkFfIR+QW8hH5idxCbiE/kWPIT+Qqcgw5hlxFriFXkbvINeQachc5h9xFPiPnkHPIZ+Qe8hk5jtxD7iHHkYfIceQ68hB5iFxHbiLXkfPITeQmch45i5xH7iNnkbPIfeQw8GN4sTzFi+HC8jRPcWE5igvDg+VojuLBcF84LzwZrgtPltNwXbiunIb7wu/gc/BC+BzcDV4IL4S7wQPhbvA1eCA8EL4GP4Ojwd/ggPA3uBwcEA4Il4MTwuXgdnBCOCHcDt4HT4TTwR3hjnA6OCScDq4Hh4RDwvXglXA9uCS8El4Jl4RPwnHgP3Am+A98CM4EZ4IPwZ3gQ3AjuBPcCW4Er4KXwcHgU3AwuBd8Cj4F94Ijwb3gWnAkOBJcC14E14JbwYvgRXArOBA8DG4GV4KbwdHgSnAlOBocEF4FN4JnwY3gS/AseBZ8Cc4FT4NLwcngZHApuBhcCp4EF4OLwZPgX/AkOBH8C/4FJ4JvwYngQfAt+BY8CH4FD4L3wK/gV/AeuA7cD74Hj4TvwS3hkfBIuCWcEg4L/4T3wnvhn3Bc+Cf8Eo4Lx4Vfwm/hl3BO+C38Fs4JF4XnwG3gNHAbuAucBk4Dd4HHwF3gI/AYeAx8BA4CZ4I/wXHgT/AaOA4cB14Dv4E/wDXgK3AN+Ad8Bb4C/4Cb4R9wErgZboaTwFvgrvBUeCu8FZ4Kf4Wnwk3hr/BXuCl8Fm4KJ4XPwmfhpPBaOCk8FF4Lr4WHwm3hofBNuC3cFr4Jx4RDwCfgDvAJOAvcAe4AZ4FvwB/gK3AJ+ApcBi4Bl4DLwCngMvAXOAWcAv4CV4HDwlfhn/BP+CpcE74KP4VrwjXhp3BPuC48F84Lz4WDwnnhvHBQeCx8Et4Jr4RXwjvhmfBOOCo8E54JR4WzwhfgCHAmjgA/gDNxJn4AV+IHcAK4ElfiBPABeAHcAL7EDeAJ8CW+xBPgTTwBrgBv4k1cAd4AP5anODIcWZ7mN3wKngcvg5fB8+Bq8Dy4IFwNrgYXhLfBBeGH8DZ4G/wQHgc/hCvC4+BxcEV4HVwR3givg9fBG+GPcltew4HhwPIa/iuv5Sf+C/+Vn/iu/MR74bvwXXgvHBcuBU+D48HT4GxwPDgenA0+CGeDw8EH4YNwOLghHA5OBzeEG8Lp4IlwPfgfXBIuCf+DL8L/4HzwRfginA9+hvPB7+Bn+Bl+By+Ed8GP4FhwLPgRnAp+BBeCU8Gp4ELwKLgQ3AceBY+C+8Cb4D7wHHgTvAmeA4eC58Bp4FBwKDgNfAe+B6+DW8It4XXwRzgUfAduBd+B88Ct4FZwHjgQfAy+BD+Dn8GX4IHwMLgSvAveBVeCH8Fv4DXwFngLvAZuhlPCLeGecE+4JVwTvgFngYPAQeAs8Bj4DLwCDgOHgVfAU+AV8At4CjwFfgFHgV/AM+AocBR4BtwEngHvgJvATeAdcBF4B9wDLgIXgXvAQ+AecA54CDwEzgHHgD/Br+A18Br4FVwHjgj3gzPCGeF+8Eg4IbwPjghHhPfB/eCpcFe4KtwVLgtXhavCZeGlcFk4LbwUXgqnhY/CaeG38FH4KPwWLgoPgWPAS+AYcAt4CbwEbgE/gVvAKeAn8BM4BVwFPgGvgLPAWeAV8Bm4BDwC/gB/gEfAA+ARcAZ4ADwAzgAvwxngC/AyvAxfgDPxWDgonBXOCgeFZ8Jz4bZwUDgo3BaOCXeAC8Ah4AJwADgEHAIOAG+AF8CX+AB8AL7ElfgYnAu+BPeV03IUB4A38QY4MHxYbsOH4cRyW27DieU3nBhuLL/lN9wYjux2c6+54dxw7jU3m3vNjeZmc7O50dxmbjR3mdvMbeYuc4+5y9xh7jH3mDvM/eUOc3e5v9xf7i73lrvLneXecm+5s9xX7ix3lfvKfeWuck+5q9xR7in3lDvK/eSOcjO5n9xPbib3kpvJneReci+5k9xG7iQ3kdvIbeQmcgu5idxAbiG3kBvI7eMGcvO4fdw+bh63jpvHnePWceu4c9w27hw3jdvGbeOmccu4adxmt4xbxm12v7jN7hb3i/vF3eJecbe4U9wr7hV3ihvFneI2caO4Udwm7hG3iTvEPeIecYe4P9wh7g33h/vDveHucG+4L9wd7g73hTvDfeGOcGe4M9wR7gp3hLvBXeGucDe4J9wN7gX3hHvCveB+cC+4E9wP7gd3ghvCneBWcEO4IdwKbgq3gpvBTeGmcDO4LdwMbge3hdvC7eDWcDu4Jdwabg23hNvDLeHGcHu4PdwYbhA3hpvDDeIGcXO4SdwcbhE3iZvELeI+cYu4S9wn7hN3iZvFXeJWcbO4Wdwqbhi3itvFDeOGcbu4Z9wu7hj3jHvGHeO+cce4a9w37ht3jXvHXePGce+4d9w47h83jrvH/eP+cfe4h9w97iD3kHvIHeQ+cge5i9xH7iN3kVvJXeRGciu5ldxIbic3krvJ7eR2cje5pdxNbii3lFvKDeW2ckO5qdxWbis3lVvLTeXGcmu5tdxYbi83lpvL7eX2cnO5xdxcbjC3mFvMDeY+c4O5ydxn7jM3mbvNTeZOc7e529xp7jh3mlvNHeeOc6u579xq7jf3nfvO/ebWc7+55dx6bj23nJvPLeemc/O5+dx0bj83nTvP7ef2c+e5/9x5bjz3n/vPjefuc+O569x97j53nXvPXeeec++599xzbjv3nNvNbee2c7u54dwG7gI3ghvBXeA+cB+4C9wEbgJ3gXvA7d/5/d/5Xd///d/1jd/1Td/4jd/0fd/5rd/1Xd/6bd/G27+P9/H27//Gb/7+b/7e7//+7/3u7/gW3sSbeAvv4Z3e622711u9bbftVm/ard63m3bT7pud7L7dqJ3MTnaj9rEbvWv2MfvYXbOL3bX7tIvZxe7THnafNjJ7mD3MRmYHs5HZxuxgdjDbmP3LNmYTs3/Zv2xidi+bmC3M7mX3soXZvGxhNjCbl83LBmbvsnfZwGxfdgN7gl3BrmBPsBPYE+wDdgI7gX3AfmBbsaHYT+wnNhR7iw3F7mJvsbfYXewqdhEbiW3ENmIjsZfYSOwm9hJ7id3EpmJvsD/YIewP9gg7hB3CHmGbsEfYKGwTtgkbhZ3CRmGzsFPYKWwWdgubhQ3DbmG3sGHYMWwYdg07hh3DrmHPsGvYOewZ9gw7h33DzmH3sG/YN+we9g67hx3E3mHvsIPYPuwgNhHbh+3DJmIPsYnYR+wh9hD7iJ3EPmIrsZPYSWwlNhNbiS3FZmIzsaXYVewlNhV7ik3F5mJPsafYXGwtNhc7iq3F1mJHsZ3YUewsthPbiZ3FvmJnscPYV+wrdhj7ix3GLmN/sb/YZewxdhk7jT3GHmOnsc3YaWw2thnbjM3GVmOzsdvYamw1dht7jd3GRmOvsdfYaOwzNhqbjH3GPmOTscXYZGwwthhbjA3G9mKDsbHYXmwvNhbbio3ELmILsYvYQGwhthAbiP3DBmLzsH/YP2wetg6bh43D1mHrsHHYNmwcNg3bhm3DpmHLsGnYL2wZtgz7hW1mv7BX2Ga2mb3CdmGvsE/YLmwX9glbhX3CJmGrsFXYJOwSNgkbhF3CLmGDsEXYIGwPtghbhO3B5mB7sDXYHGwOtgYbg63BlmBjsDHYEuwHNgI7gg3BhmBHsDPYEWwEtgIbgU3BVmArsCnYFmwKNgPbgm3BZmA7sBnYBGwHtgObgG3AJmADsA3YBmwAtgAbgK20BdgCbKXNtJW20WbaTNtoI22jfbSRNtI+2kn7aC/tpJ20l3bTXtpldtNu2mV2ALvMHmAHsAPYA+wC9gB7gV3ALmAvsBvYWGwothX7gS3BTmAvsCfYDewqthR7i/3B3mB3sDvYG+wM9gb7gp3BzmBfsCHYvK3bu83bua3buY3buq3buH3Xtmpc9a0aV62rvlXfqnXVuWpd9a46V52r3lX3qofVxGphNbHaWC2sFlYbq4vVxupjdbG6WH2sTmaj9s1O7Zut2qmd2qq92qrN2qu92qzd1sDqYPWvOlg9rP5V/6qH1cJsnO3ard3arr3WuepeNa+6V+2r5lXzqn3VwOpk9lkjs0+bViOrkdk0u2bTbJtds2u2zUZt1E7tWg2s/lXzqpPVyOpiNs6Gbdd2bdh+7deG7Vxtqk5Vl6pL1alqVHWq2lStqlZVm6pP1XdqO3Wduk5tp6ZTF6oJ1YNqQrWgelA9qBZUA6oF1YFqQDWgOlD9p4ZUP6od1Y/qRrWj2lHdqF5UN6oZ1YvqRTWjWlHtp+5T/6n/1H1qQHWeWk+9p95T66n51HrqPjWfmk/dp/ZTK6oT1Wd1ohpRfVaf1YhqQzWi+lBtqDZUH6oL1XrqPPWdOk+Np75T36nx1HZqSLWjOlJdqB5UG6oV1Wf1orpSPammVFOqJ9WR6km1pDpSHamWVEOq09RqajO1mVpNXaZWU6Opy9RlajT1mRpLfaW2Ulupr9RVaiP1kVpJraQ+Ui+pl9RHaiQ1kvpInaQ2UWuoUdQoag01h1pDbaLGUJuoSdQYagw1idpCTaIWUVuoLdQiagq1iBpETaGmUIOoJdQgag+1hFpC7aGOUHuoO9QR6gh1h3pC3aH+UE+oJ9Qf6gr1hzpEXaGuUIeoL9Qh6hH1hfpCPaLOUI+oS9QZ6gx1iXpDvaEuUZ+o3zpHI6OR1Tk6WZ2rd3QyOlm9q9F6V/NqtEZrXp3WvFpXp3Va62pbravh2lbbarg+a7jG1Wd91jj6WI2rW/oYfaxu6WF1W6/0MHpYvdK96rW+0b3oXvWNxlXfahqNi8ZV0+hbNY0uRt+ib9HF6Fp0MToYXYuuRQejZ9HBaGD0LHoWDYyORQOjedGx6Fg0L/oVzYvWRb+iX9G66Fa0LnoX3YpuRe+iXdG76F+0K9oV/YuGRf+ihdGwaFi0MFoWLYw2RsuiZdHGaFq0sbpG06Jp1TXaVl2rVdoWbatW6Vy1WrN0LjpXzdK+arZ2aV+0r9qlidVu/dLEaGL1SyOju9BXaDm0HPoKDYe+Qleh4dBw6Cr0GroKTYVeQ6+hqdBlaCq0FLoMXYaWQoehpdBQ6DB0GBoK/YWGQjehv9Bf6Ca0FroJzYTWQmuhmdBZaCa0EzoLnYV2Qm+hndBP6C30FvoJ7YV+QkehvdBe6Cg0GDoKPYUGQ4Ohp9Bk6Cm0FZoMTYa2QquhrdBYaDW0GhoL/YbGQnOh39BvaC50HJoLPYaOQ8ehx9B06DH0GZoOTYc+Q9uhz9BpaDu0HToNjYdOQ7Oh8dB4aDZ0HpoN7YbOQ+eh3dB7aDd0G3oPvYduQ+uh29BoaD20HhoNfYdGQ5uh79B3aDN0HdoMLYauQ9ehxdBzaDF0F3oOPYfuQsuhc9A8aB20DpoH3YPmQeegd9A76Bw0DjoFvYJWQaugV9As6BV0C5oFzYJuQbugGdAI6AU0AtoAvYBeQBugE9AGaAJ0AjoBTYA+QBOgBdAH6AO0ALoALYAGQBegC9AA6AE0ALpJD6AH0E06AN2kl3QAOgC9pMvoJZ2ky+gyOkkz6SR9pJk0kz7SSvpIG2klraSNNJJG0kb6pxHQDGgFtAKaAd2ApumalmmZrumZfmkdDdMwraN3tI5+6Rydo18aR58zMppG02Zkc7IZ2WxsTjYnm43Nx+Zcs65517xr1jXzmiPNhuZJs6EZ0TxpnjQjmivNiOZEc6W50pxovjQnmhfNl+ZL86I507xobjRnmjPNjWZNc6PZ0axp1jQ7mjHNjmZGM6YZ08xotjQzmhXNlmZLs6KZ0qxoPpspzZTms1nSfDYfmiXNkuZDM6QZ0nxoLjQbmiPNhGZCc6T50Txo/jMDmgHNf2Y/85950BxoDjQPmgXNfeY9M5+Zz7xn1jPXmefMdmY785yZzhxnbjO/md/MbWY3c5s5zgxnhjPHmeXMbGY0c5o5zYxmPjOjmdnMamY1M5t5zVxmDjOPmcfMYWYxc5i5zExmJjOXmc3MXmYwc5e5ywxm/jJvmbPMXGYuc5ZZy4xltjJfma/MVuYq84aZw6zPHGbjrM/6bJz32Tgf533e5+Psz8f5w+zP/vxhXs4m5rK5xFxiLpsFzGVzchYwC5iTc4A5OSPnAHOAGTmLmJEzcxYxi5iZc4j5xDxiNjGPmBHMJmYTM4K5bFZneF7ndYZnAjM8N2cCM4G5OQ+YK8zyTGGmMMvzPMtzcZ7neS7Ow3nCTJwlzMR5OEuYJczDOcJcYbYw07OF2Z7pmZ7tuZ7tOZ/ruZ7z+Z7zGcN8z/eMYc4wQ5iD84M5OAPnB/ODGTg7mN/ZnXGzO68zbsbN69zO60xgbud2JjAXmBvMvZnB3Jt5M4OZwcybFcwJ5tx8YM7N73xgPjC/s4HZn5fzPy9n5vzP/8yckfOIGcWMYEYwo5gXzBtmfe5nfcbnfu5nfObnCPNwFs7DOZ6Fs3COZ+DsYAbOvhk4/2bf7Jt/M29WMPNm3cybd7Nu1s27+Z3hmZ2bc3NmZ+XcYTbOHGYQ83L+MB9nD/OHOcAsYiYxA5jLZgQzPctzhXk4E+d5tmcL84UZOAdn4cybe7NvfufcrJtxs4H5nfH5nvn5njPM/MzPGWYN8i5Zl/xL/iXrkn3JumRisi/Zl0xMHiYTk43Jw+RhsjG5mAxMDiYTk3PJvOReMjCZmCxMFiYTk3vJxGRdci+5l6xLziW/kmHJseRYMixZlrxKTiWrklXJqWRUMikZlBxKDiWDkj/JoGRSsihZlExKHiX3kaHIe+Q9MhTZigxFViJbka3ISuQqshIZiVxFriIjkevISOQnch25jvxEliP/ke/IfeQ+8h0ZinxHxiJDkaHIWOQpchJ5iUxFXiJHkanIVOQo8hU5isxHviJfkfnIeuQg8g+ZifxDdiMzkZnIbuQ4sgzZTOYhm8liZB4yD1mMTEZuIxuR38hGZB/yG/mN7EOGI5uR08g15DRyEbmGXEMuIt+Qi8hH5BvyDfmI/EOeIzuR6chO5CQyHZmOnETGI3ORX8heZC/yCxmH/EKGIeOQccgw5BgyF7mL3ELuIueQW8gt5ByyCzmHrEN2IbuQdchmsg4ZjGwmm8lgZDFyGHmHPEbeIceQx8hj5BhyGfmMPERGIw+RachoZDQyDVmNrEXGIgeSA8lY5DsyINmOvEXeItuRs8g+ZCByExmInERuIjeRk8hOZBqyDZmIbEP2IRORicg+ZCMyE/mJHEQOIj+Rkcg/5COyG9mNfERmI8eQZ8g95BkyDbmH3EOmIQ+Rzcg1ZCFyDVmGLEQWIsuQechr5CJyGrmKXEfOIzeR4cg+ZCoyHjmJTERWI9OQc8hd5C9yD7mMHEOOIe+Qccgt5BcyF9mPzEe2I9uR+chZZD5yFDmLnEWOIkuRTcglZBIyCbmEPEL+IHeQPcge5A4yB3mCLEGGIEOQJcgRZAnyBJmCTEGeIFeQF8gH5ARyAvmAjEA+IC+QFcgK5AUyAxmA3JTL5DK5KTPlX95lXublXdblXf7lXu7lX/ZlWSbKszzLRLko9+Sd7JN98k7mya7cyqzMyq28yq3syq/8yq6Mk1MZlWtyTUZlm4zKqXyTb3Iqq0VhRWLFYcVhRWLFYkVexV1FXUVdxV3FXMVdRV5FX0VfRV7FXkVXRVbFV8VXRVbFVsVTxVHFUsVSxVFFUsVRxVNFU0VTxVNFVMVPRU/FUEVPRVDFUMVQRVBFUcVKRUrFScVJRUpFSUVKxUrFS8VLxUpFS8VFRUTFs+JZEVHxUBFRcVExUTFRcVFRUdFPsU8RUBFQsU/xT1FNcU0RTXFNkU0RTRFNkU3RTdFM8UwRTfFMMU0RTRFNMU1RTVFOcU7RTnFOkU7RTtFOkU6xTtFMEU2xTLFMEU2RTBFN0U3RTtFO0U0RTlFO0U4xTjFO0U7xTdFOEU7xTfFNEU6xTRFLUUvxSvFKUUsxS7FI0UhxSHFI0UiRSNFIsUgRSRFJsUjxSDFH8UYRRxFH8UbRRlFX3BVzxV1RQTFXzBUVFBEUGxR/RWXxVwwWlUVlMVhsFu0iXtyLeDEv7sW9mBf9opGYrHgsHonJijRismKtSCvSirWirVgrokVb0VZEi8kiWrwVk8Vk8VZcFtciW1SLbBFAUS2qRQBFZvFB0UHxQNFBsUHxQPFAsUGxQLFBsaxYoFigWFYMUDRQJFB8iwSKbvEtvkW3iCu6xbaIK+KKbZEtnsW0qBf1Ylrki2nRWOSLfNFY/IvGYkpMRkxWTInIir8isBgsBovAYlwEFoXFuBgXhcVhkVgsFofFYbFYjItykS4Si8QiXSwWfUVesVfsFXnFXZFXXFDcFXfFBUUFRQPFtwgX36KuCBfhoq6YK87FungX66JdvIt30S7uRbV4K67FtXgrosW7SBfn4lyki3KRLbZFAEUAxbYooDig6BYJFBsUlcWy4oPigWKCYl7si37RVkwWkcVe8Vf0FX/FBkVf0VdsUGRAFEYMRvxF/EUMRgRGDEYURhxGHEYURiRGtEWsRZxFnEWsRaRFrEW0RbxFvEW0RcRFVEVMRURFREVMRTxFTEVURWRFZEVURVxF7ET8RPRE9ET8RARFHEQkRDRENEQkRDxEJERsRDxEPERsRFREbERcRFREVERcRExELEQ8IyIiOiI+IjYiOiI2IjIiMiI2IiIiNiISIiIiIiISIhYi6iHmId4h3iHmIeIh5iHqIe4h7iHqIfIhviGuIbYhtiGuIbIhriG+IbohuiG+IcIhhiF+IYIhgiF+IXohUiFOIUohSiFOIUYhLiEqITYhNiEqITIhEiEOIQYhBiEOIQohDiESIRYhFiESIRoh4iDeINog2iDeINYg3iDiIOog6iDiIOYgsiCuIKogqiCuIKYggiCKIJIgiiCGIJIgkiCGIHoghiByIHogeiByIHYghiB+IHIgciB+II4gfiCCII4ggiCSII4gjiCSIJYgUiBCIEogSiBCIEYgQiBSIE4gTiBSIFYgIiASIBogGiASIBYgEiAiIB4gHiAiICYgJolLopKoJC6JzPhTzCnOFHOKH8WZ4kzxo/hQ/ChWFB+KD8WKYj2xonhQrCfWEw+K/wz9YYIhPsSHCYbNYYJhgWFz2BwWGCaHBYb8MDlMDvlhPuSH8TAf5sN4SBzGw+CQOCQOg0M4VhRDigfFg2JIcaNhbigc6obCYXGoG+qGxSEv7hRjii3FlmJMsaMYU4wodhQ7ihHFeYbyUDmkh/RQOayHx6GFYdmwbGhhCCBuE4+Jz8Rj4jLxmfhMXCZOE5eJ58Rp4jTxnNjOEMNQwxDEEMRQw5DDUMNQwJDDkMNQwPBAjCc2E9OJ6cRmYjWxmZhMrCZWE5OJ0cRkYjgxmhhNDCeWE7eJz8Rv4jfxmTjOkDlUDgkMlUPkkMCQwBA51If98B4qGN5D5lDBUMGQOSQwNDHsMAwxDDHsMNww7DA0MNww3DA0MBwwRDEUMTQxNDEUMfwwFDF8MPww/DB8MGQwnDAkMVQxJDEUMVQxVDEUMUQRJ4oBxYZiQzGgGE8MKF4T44nxxGtiMzGgmFC8Jl4TE4rzxITiRXGeOE+8KHYU+4npxHxiOrGamE/MJ1YT14kDxXfiP/GdmE38J/4Ts4n1DDcMLQxDDEMMLQwzDC0MHQwzDDMMHQwVxLBiWrGt2FZMK+YV04qLxbxiXnGx4S2mEveIq8Q94iVxlbhKvCTmMlQxZDGsMGQxXDGsMKwwXDGkMFwxLDGkMKQwLDGUEIuJncRf4i+xk9hL3CVuEoOJm8RPYjAxmPhJHCYmFgcbqkM1DhYfi4PFt+Jj8bH4VvwrJhbnimfFuWJW8ax4VswqjhWLiaHETmIo8ZDYSewkHhIziYfEPmImMZPYR7wlXhL3iInEPeIcMZGYSJwjfhHniGHEL+IXMYy4RWwqbhWjilvFsmJUMapYVrwqPhRPijPFk+JQcaY4Uxwq3hSfikHFpWJQsaa4VFwq1hSPiqPEZrGSWElsFh+Jhw1rsbHY2LA2XIe1oW+4Dtehbzgc9oa4YTyMh7ghcIgbokPgEDhEh+7QNnyH6fAd/obpMB3+hm38Iw4Sr4iDxCziFfGKmEV8ImYRm8Un4hOxWewiNot1xC5iF7GO2MdQOPwNi8Pi8DccDn/DdzgcDofvcI03xBziGDGHeEQcI44Rj4hpxDfiEvGOeEdcIk4Rl4hDxCniFHGI2ET8ISYRg4hBxCRiFDGJGEeMIkYR44h5xDNiEXGHWERMIu4Qd4hJxB+GtRjZ0Df0xciGtxhZDGx4G95iYDGvIYGhPtyH+rA43If7sDgcDpvD5HA5TA7n4XK4HM5DOyYUM4oXxYziSPGieFEcKa40DDC8MDQOjcMLwwbDC0MMwwbDBkMMwwIxohhTLCnGFGuKJcWSYk0xqHhJTCR+EhOJscRP4icxllhLjCUuE2uJtcRl4jFDCMMRwwXDBcMRQw/DEcMTQw9DD8MTQxCxnXhOvCfeE8+J+wxLDFMMRwxHDFMMT8RlYjbxnHhOzCa+ExeLacW6YlqxrFhXrCuWFbeKg8XE4l4xsXhW3CvuFc+KXcWxYlaxqlhVzCpOFbOKT8Wp4lTxqbhUDCXOEg+Jh8RZ4itxlphMfCW+EpOJzcSoYlKxqdhUTCoOFZOKRcWh4lCxqHhTvCX2EVuJrcQ+4ilDdUgb9oa9IW3IDmmxsCE7ZGNhwzPOESeJYcQw4iQxknhXDCz2FfuKgcXIYiGxithIbCRWEbeIVcQm4hZxi9hE/CI+EYOIV8QrYhAxinhG3CGWEXeIN8QyYhnxhjhGPCL2EJeIS8Qe4hDxpfhRzGlYYJhg2GCoYYhheCEuErOIgwxxw96QHcpD5FA5BA6DwziGFCuKKQ2PQwdDC8N+qGD4x51iTzGmmEzsJoYzNDDsMEQwVDAkMMwwfDAUMYwwLDFcMUwR44kFxYaGH4YdhiaGHIYehiDiJ3GTeMmwwnDCUEXsKq4V94phxa9iWrGPeEjsIo4S64jNhmp8bEiLc8RS4iTxjbhGXGIID3dDYowjJhHbiHfFuGJgsZAYSKwiVhGniE3EI2IOsYfhGieLjcWB4j9xobhQ/Cc+ix3EDWIGMYO4QbwgLosDxM24GQeIAcR6jMd5nMd4fMdxLIyBMTAWxsFYGMfxMB7GcUyM25iNcTEuZmNXWExoTDhMOExoTEhMaEXoQ1hF6EMIQ1hFWEUIQ0hFmEUIRIhFCERYQ4hFiEVYQ3hFCELYQUhC2EG4QUhCSEK4QRhCuEHIRBhCGELIRNhEOEN4Q8hDeEOYQ8hDyEOYQ9hDmEOIQ9hD2EOIQyhEKESIQzhEiEPYRThEOETYRVhE2EWYRFhEWESYREhE2EWIQ6hFqEWIQxhEiEOoQxhEGESoQ1hDOEUYQyhFGEOIQihFKEWIQhhFCEWYQvhEmEIIQvhE+EQIQuhEeESIRLhFuEWIRMhFiESYRMhFyEWYRNhFaEJ4QqhCeELoQqhCqELoQmgmdCF8ITQTmglfCHcIXwhlCHcIdwhlCGcIrwhrCH8IawhpCH8IfwhpCGEIqQhhCG0IYQhbCG0IbQhbCFEIowhRCFcIUQhLCFcIVwhLCEEIWQhFCJUIlQhFCI0IPQg/CEcIPwhNCEcIRwhNCFUINQg9CDkIOQg9CEcIZwh5CHcIawiBCIMIYQh9CH8IUQhjCG0IQQhTCFcISQidCEEIMwhZCDcINwhZCJkIWQiVCJkImQiVCJcIGwgZCBUIFQgZCBcIGQgbCB0IHQgbCB8Im0KmEIAQgJApLBMahUjhL/yFSOFRaAtrIS2khbVwFtZCW4gLcaEtvIVAYVDoE/qEQeFPCAt1wlf4CnXCnPAmrAltQpuwJqQJa8KbEBWiwpswDf4K8gr6CvoK8gr2CgYLFgsCCxYL8goCCwIL8gr+Ch4LFgsaCxoLFgsSCwYLCgsWCwoLDgsWCxYLDgsSC9YK3graCtoK3griCqYKogqeCp4KogqaCqIKpgquCq4KpgqqCnoKfgpyCnIKfgp2Ck4KSgpGCkYKSgpCCkoKTgpWClYKTgpSCh4KDgoSChIKDgoKCg4KHgoWChYKHgoaCtoJ1gnSCdIJ1gnOCdYJ2gniCeIJ2gneCa4JsgmmCaYJsgmqCe4IBgn6CPoIBgkWCQYJ0ggWCRYJ0ggeCdIIdgkeCR4JdgkiCXYJMgkiCSIJMgkKCUoJagluCW4Jagl2CWoJZskSxBLMEnwSxBLEEnwSbBLEErxyJUgleCW4JEglSCW4JKgkSCUYJdgl2CUYJegkGCWYJOgk6CSYJGgkyCK4IvgiuCJII/gi+CJII2gWpBGUETQLmgVlBF0EpwS5BKsEuQS7BKsEqwS7BK0EbwR7BHUEdQR7BH8EewRpBH8EfwRpBIMEewR58AjmCPII2gjmCOYI2gjOCOYI4gjSCNII4gjWCOIIxgjWCNYIxgjCCEIJaglKCaoI0giuCHYJcgluCfoIFgkCCXYJOgkyCdYIygjSCLoItgiaBYUEmQSHBIcEmQSJBEkERwRNBE0ERwRLBDkEMQQzBDMEMQQvBDEEOQQ1BDUEOQQ3BBUEEwQRBBEEEwQPBJfBZJAZZAaTQWXQD/LBP/gH+WAfrIN28A7eQTuIB4NBYPAX/AWBQV8QGAwG42AcDAaFwTZ4C6pBNXgLpsFbsA2uwTXYBllgMSAx4DEgMaAx4DHgMaAxIDLgL2AvIDAgMGAvYsBhwF9AX8BewGFAYUBjQGHAYEBjQGPAYEBgQEZARcBQQEVAOsBQwFBAOsBRQDrAVsBRwFHAVkBTwEjAR0BMwEdASEBMQExASMBMwDfAOMA2wDjAOnWAiYB1gHeAiYCJgHeAiIB3gHmAiICIgHmAe4BnwD9AOsA/QD5AOkA6QD5APUA9QDxAOkA6QDzAOUA8QDvAOcA5QDtAOUA5QDjANkA4QDfANsA2QDfAN8BFwEZATcBGwEtATUBNwEvATcBNQE9ATUBPQFBATUBNQFBAVcBOwFVAUkBSwFVAVsBVQFVAVkBWQFXAVkBVwFTAVsBWwFRAVEBEwD3AQcA9wD7AQcBBwD5AQ8A+QD9AQ0BDQD/AQ0A/QEDAQ8BDQEDAQkBAwEDAQsBCwEBAQsBFQE3ARMBEQE3ANkBMQEvASMBIQEtASUBLwEpASUBJwEpASsBMQEhATkBIwElATkBOwElAR0BOQEfAT0BHQEbAT8BPQEbAUEBUQFPAVsAzIB2gIiAooCigKiAhYCCgIKAcYBvgHKAoYCmgKmAp4CmgKqAq4ClgKqAZoBjgGOAYoBhgGKAYoBkgGSAZoBlgGeAUIBWgFeAUoBVgFWAVoBXgFSATIBJgEmASIBLgESASIBOgEqASIBPgEqAPYA8gDyAPYA/gDmAPoA8gECAQoA/gDyANoA1gDWANoA3gDWAKIArgCeAJIAqgCSAKYArgCuAKYAqgCmAGIAbgBeAFIAagBWAE4AOgBKAE4AMgBKABYAEgASABYAHgAGABoAEgAiACoAHgASAS6AN/4A/0gT3QByKBRqARiAQegUXgDCQCicAZKANhoA6YA+aAOuAOWAPSgCfwBNJ+yYA0YA2IAlFgDWj7/frt+vH68frt+un67fr9+vX69fr9+vn6yfq5+sH6wfq5+r36ufrJ+sX6xfrJ+s36ifp9+pH6kfp9+oH6ffp1+oH6gfp1+m36afpx+pH6kfpx+nn6afpl+nH6efqF+pH6hfqN+pH6kfqN+on6Nfox+i36Lfox+in6Mfo1+j36Pfo1+jn6Bfr1+fn5+fn1+fH59fkF+v35/fkF+gH6yfnV+c35zfnV+dH5yfnF+dX5tfmx+bn5yfnN+cH5wfnN+b35zfm1+b35vfm1+cX5tfm5+cX5xfm5CQFkpZyUj7JRxuVbrmVajmWhDJR/ck6G5bOYrHisaKwIrPireKtoq0irOKsYqwirqKqYqsipuKmYqYipCKn4qNioyKhYqEioKKgYqLinqKeIp3inKKYYpvil6KXIpbilWKVIpSilGKUYpQil6KTYpLikqKSopJikGKQIpOij2KO4o6ijSKM4oyijGKMYo2hWNCvCKMIovii+KLoouii2KK4oqiimKKIooiieKJ4omiiaKJYoliiSKJIojiiOKIooiiiGKIYogiiCKH4ofih6KHoodih2KHIocihuKG4oaihqKGYoZihiKGIoXiheKFooWihWKFYoUihSKE4oRihCIBojFiP2IvIi6iLmIsYiwiK6IrYiliKSIooihiJuImoiYiJeIlYiUiJSIk4iRiJCIgYiAiL6IfYh1iHSIcohxiGmIaIhmiGWIY4hiiFyIW4hZiFiIVohViE+ITohIiEeIf4g+iDyIO4gziDKIJoRYRBdEFsQTxBNEDUQMxAvEC0QHRAbEBcQFRAFEAMQy4hN4pFoJBqJP7En8kSeuBNzIk7EiTexJtJEmjgTi0QikUgcEoXEIDFIBBJ9xB6xR+QRdcQcMUeEiTiiS3SJLXElqkSVeCOiRBvRRqwRacSTeA6TDZMNkQ2NDYsNhw2FDYENfw17DXkNdQ1zDW8NbQ1pDWcNYw1hDWENXw1bDVkNWQ1XDVMNUQ1NDUsNRw1FDUUNQw0/DT0NOQ03DTMNMQ0xDS8NKw0pDSUNIw0jDSENHQ0bDRcNFQ3PhoiGiIaHhoWGhIaChoGGgIZ/hn+GfoZ+hn2Ge4Z6hniGd4Z1hnSGdIZzhnGGcIZuhm2Ga4ZqhmqGaYZnhmaGZIZjhmGGYIZghl+GXYZchlqGWYZXhlaGVoZVhlOGUoZQhk+GTYZMhkyGS4ZJhkiGRoZFhkWGRIZChkGGQYZAhj6GPYY9hjyGOoY5hjmGOIY2hjWGNYY0hjKGMYYxhmZDGMMXwxdDF0MXwxZxhhhDbCGuEE+IJcQQ4gdxghhBbCAuEA+IBcTLWBkj42P8x37Mx3tcx3Qsx8XYF/fiXayL4fiN1fgWo7EtpsWnEJnwmDCYEJjQl7CXcJdQlxCX8JawlpCWkJZwljCWEJYQlvCVsJWQlZCVcJUwlRCV0JSwlHCUUJQQlPCT8JPQk5CTcJMwkxCT0JKwknCSUJJQkjCS8JHQkZCRcJEwkfBMiEh4SHhIaEhoSFhIOEgoSBhICEgISPhH+EfoR+hH2EfYR8hHyEe4R5hHiEdoR1hHSEc4RzhHKEcoRxhHGEcIRwhH+Eb4RuhG6EbYRthGyEbIRrhGuEaoRqhGmEaYRohGiEZ4RnhGaEZoRlhGWEZIRkhGOEY4RihGKEYYRhhGCEYIRvhF+EXoRXhBaEFIQThBGEEIQYhAeEBYQEhAKEAYQKgUJoW9kBfqwlxYFBKFsVAo5Al3QlfYClehGkwWRBbUFcwVnBWUFYQVfBVsFWQVJBUcFQwVBBXUFMwUvBS0FHQUbBRcFFQUPAsiCgIK/gn2CfIJ6gnmCcYJwgm6CbYJngmaCZoJlgmOCYoJggl+CX4JegmiCJ4IhgiCCHoIdghWCFIISghGCD4IOggyCC4IFggSCAoIBgiWBZvBY9AY1IN5cA7KQWJwGOQFd8FcEA7igm7QFqwFT2Ay4C6gLiAu4C1gLSAtoCxgLOAroCvgGqAaIBrgGeAXoBcgF+AWYBYgFmAUIBSgE2ATYBEgEaAQYBBgDiAOoAxgDCAM4AtgCyALIAngCGAIIAigB2AH4AagBiAF4ARgAyADoAJgAmAAIABgE8gEKoFJ4A7UgTjwBtZAGhgDhUAg8AfsAXlAHNAFssAVeAOmv2M/Yz9iv2G/YD9gP1y/W79aP1o/Vr9Vv1Q/VD9Tv1K/Sz9LP0q/Sb9IP0i/sx+in6Ffod+gn6Cfnl+e352fnZ+aX5rfmZ+ZH5jfl1+XH5cfld+UX5QflJ+TX5NfkR+Rn5BfkF+OH46fjV+N34yfjF+LH4ufil+K34mfiR+J34hfiB+In4dfh9+Gn4Zf+2N/6u/2Q3+2H+13+oj5hvmC+YD5fPl6+Xb5dPlo+Wb5Yvlg+Vz5WvlO+Uz5SPlG+UL5QPkw+S75Kvko+ST5IvkW+RT5znyIfIZ8hXx3fHZ8dHxzfHF8cHxufG18Z3xmfGR8Y3xhfGB8WHxXfFV8VHxOfE18S3xKfEN8QnxAfD98OHw3fDV8NHwtfCx8JnwlfCN8InwafBl8E3wSfBB8D3wNfAx8BnwFfAN8AnxLn9Ln+3rf7tN9uO/2EX1D39AX+4I+oM/n6/lY3+q7+dIest6xXrEesZ6wXrDerp6uHq3erF6sHqyeq16rXqkeqZ6oXqjep56nHqbepV6lHqWepF6k3qKeot5ZD1FPUC9Qb09PTw9P704PTu9Nr02PTU9NL01PTC9M70vPSw9L70qvSo9KT0ovSm9JT0kPSe9Ir0iPSM9Hr0fvRs9Gj0ZvRq9Fj0VPRS9F70TPRO9Dz0OPQ29Dr0KPQk9CL0IvQQ9Bz0CvQG9AT0Bv2VP2kL1j7+/5Pbx39+oe3ZN7xR6w9+v1erweruf22N7au/XSnq1X4xXjEeMJ4wXj/eL54t3i2eLR4s3ixeLB4rniteKd4pnimeKV4o3iieKB4n3ifeJ54kniReI94jniMeIt4hXiEeIJ4gXi/eH54d3h2eHR4c3hxeHB4bnhteGd4ZnhkeGN4XXhceFp4WXhXeFZ4VHhTeEx4S3hJeEh4RnhFeH14PHg6eDl4N3g2eCZ8WDwXPBa8E7wTPBM8ErwRvBE8EDwPvAq8CjwJPAi8B7wHPAQ8A7wCvAI8ATwAvCUvCTvyDPyfF7P23k6b+bJPCJvyBPygrwcD+bheC6P5a28Go+2S7ZDtjO2K7b7tfO147Xbtcu1w7Wztau1c7VrtVu1U7UjtRu1C7UDtfO067TbtNO0k7SLtHu0c7RjtFu0S7Q72wXaAdr52fXZ7dnp2dHZzdnF2cHZudm12Z3ZmdmR2Y3ZhdmB2WnZZdld2VnZUdlN2TXZMdkp2SXZHdkZ2QHZ/dj12PHY6djl2N3Y2djB2L3Ytdix2KnYpdid2JnYfdh52HHYbdhl2GHYSdhF2D3YOdgx2C3YFdgR2DV3zJ1yl9wdd8advst3987e0bt5J9wFd7+db8fb7Xa5Hbxbd+ou3aG72o6mM6YrpiumI6YjphumG6YTphOmC6YLpgOm86XrpeOl26XbpdOl06XLpculw6XDpbulu6WzpTOlK6UbpROlA6X7pMukw6STpIuke6RzpDvTIdIZ0hXSDdIJ0vHR7dHl0eHR2dHV0c3RydGx0a3RpdGh0ZnRldGN0YnRcdFt0WXRYdFZ0VXRTdFJ0UHRPdEZ0RXR/dD50PHQ7dDl0OHQ2dDV0MHQvdC10LHQqdCl0JHQjdCN0InQidCF0IXQgdCB0H3QfdB50HnQddB10HHQIdAd0BXQEdAJ0AXQKXVJ3VFn1Pm6XrfrdB2tm3VFHVEX64Q6oO6ny+lgHU7n6ljdqrvp0lyyHLKcsVyx3LCcsByw3K9crhyunK1crdysnKwcq9yqXKocqpypXKncp5ynHKfcplymHKacpVyl3KScpNyinKLcWQ5RzlCuUG5QTlCOT25PLk8OT85Ork5uTk5Ojk1uTU5NLk0uTQ5NDk3uTO5MzkzOTK5MrkyOTI5MbkxuTE5MTkwuTC5MDkwOTO5L7kvOS85LrkuuS45LjktuS25LTktOSy5LLksOSw5L7kruSs5KbkVORQ5F7kSuRI5ETkQuRG5DTkMOQ+5CrkKOQk5CLkJuQU5BDkHuQK5AjkBOQC5ATplL5pC5Y+6YM+aMuT/35/ycn+tzfY7P8bk9t+f03C6ny8G5N4fLuTk31+baHJtjc2tuzak5NXfL3XJpLs2hOTRny9lytVwtR8vRcmfuhJPByWBkMDL4GHwMNgYbg4vBxWBiMDF4GDwMFgY7gZvAS2AlMBL4CBwEBgL7gHvAO2AdMA14BhwDNoNfwC5gFvAK2Id7eId1GIdvuAgT4RgWwkD4B+vgHJyDYRiGX/iFcTAOdmEXbuEWZmEWXuEVVmEVvsE3OIVTGIVR2Abb4Bpcg2kwDT7h8032JnuRvcjeY++x19hr7C32FnuJvcTeYe+wV9h76bX0UnonvZFeSO+WV8uL5b3yVnmpvFLeKO+SV8mL5D3yFnmJvD7eHi+I98P74fXweng7vB1eDi+Hd8O74dXwangzvBleDC+G98J74bXwWngrvBVeCi+Fd8I74ZXwSngjvBFeCC+E98H74HXwOngbvA1eBi+Dd8G74FXwKngTvAleBO+B18Br4C3wFngJvATeAe+AV8Ar4A3wBngBvADesrfsbb7Nl/ky3+W7fJWv8k2+yRf5It/je3yNr/H93//1X//t3/7lX/7d3/3VX/3N3/zFcbtwunC0cLNwlHCTcI1wjHCKcIlwiHCHcIFwgHB+cH1we3B6cHRwc3BxcHBwbnBtcGdwZnBkcGNwYXBgcFpwWXBXcFZwVHBTcE5wTXBNcExwTHBLcEtwSnBKcElwSXBIcEhwR3BHcEZwRnBFcEVwRHBEcENwQ3BCcEJwQXBBcEBwQHA/cD9wPnA+cD1wPXA8cDxwO3A7cDpwOnA5cDlwOHA4cDdwN3A2cAVwBHACcAFwZbgmrolj4pS4JI7H7bgch+NkXBE3xMW4IA6I8+F6uBeHw7U4FqfibjgUZ3ORucfcY64x15hbzC3mEnOJucPcYa4wV5gbzA3mAnOBub/cX64v15fby+3l8nJ5ubvcXa4uV5eby83l4nJxubfcW64t15Zby63l0nJpubPcWa4sV5Yby43lwnLfuG5cNu4a93d9l3d3N3dx13Zrt3ZpV+gG3Z/rc3Mu7MLu674uzsW5ruu6rdu6rMu6q7u6qqu6N/fmpm7qoi7q2lybW3NrLs2luad7tsnaZC2yFll7rD3WGmuNtcXaYi2xllg7rB3WCmuFtcFaSO2j9lHrqHXUNmobtYxaRu2idlGrqFXUJmoTtWftWYuoRdQeag+1hlpDbaG2UEuoJdQOage1glpBbaA2UAuoBdT+af+0flo/bZ+2T8un5dPuafe0elo9bZ72S+ul9dJ2abu0XFou7ZZ2S6ul1dJmabO0WFos7ZX2SmultdJWaau0VFoq7ZR2SiulldJGaaO0UFoo7ZP2SeukddI2aZu0TFom7ZJ2SaukVdImaZO0SFok7ZH2QmuhtdBWaCu0FFoK7YR2QiuhldBGaCO0EFoI7YP2QeugddA2aBu0DFoG7YJ2QaugVdAmaBO0CFoE7YH2QGugNdAWaAu0BFoC7YB2QCugFdAGaAO0AFoAbVnbbJkts122y1bZKttkm2yRLbI9tsfW2Brbv/1bv/Xbvu1bvuXbvd1bvdXbvM1bvMXbu71bu7Xbuq1buqXbuZ1buZXbYltsiS2xHbI82B3sDlYHq4PNweZgcbA42BvsDdYGa4OtwdZgabA02BnsDFYGK4ONwcZgzVgzFgYLg33BvmBdsC7YFmwLlgXLgl3BrmBVsCrYFGwKFgWLgj3BnmBNsCbYEmwJlgRLgh3BjmBFsCLYEGwIFgQLgv3AfmA9sB7YDmwHlgPLgd3AbmA1sBrYDGwGFgOLgb3AXmAtsBbYCmwFlgJLgZ3ATmAlsBLYCGwEFgILgX3APmAdsA7YBmwDlgHLgF3ALmAVsArYBGwCFgGLgD3AHmANsAbYAiuy9dhabCW2CluDrb9WXyuu9dZaa6W1ylpjrazWVeuqVdWqak21plpRrajWU+up1dRqai21llpJraTWUeuoVdQqag21hlpBraDWT+un1dPqae20dlo5rZzWTeumVdOqac20ZloxrZjWS+ul1dJqaa20VloprZNWSaukNdIaaYW0QlofrY9WR6ujtdHaaGW0MloXrYrWRGui9Ww9WxGtiNZD66HV0GpoLbQWWgmthNZB66BV0CpoDbQGWgGtgNY/65/Vz+pn7bP2WfmsfNY9655Vz6pnzbPmWfGseNY7q521zlpnpbPSWeesc1Y5q5w1zhpnhbPCWd+sb1Y3a5uVzcpmXbOuWdWsatY0a5oVzYpmPbOeWc2sZtYya5mVzEpmHbOOWcWsYtYwa5gVzApm/bJ+Wb2sXtYua5eVy8pl3bJuWbWsWtYsqiu1lXpKNaWSUkepoVRQqie1k3pJtaRSUiepkVRIqiO1kYpIPaQGUgGpftQ+Kh71jnpHtaPaUeuodVQ6Kh11jjpHlaPKUeOocVQ4Khz1jfpGdaO6UduobVQ2Kht1jbpGVaOqUdOoaVQ0Khr1jHpGNaOaUcuoZVQyKhl1jDpGFaOKUcOoYVQwahGViCpEDaL+UH2oPNQdag2VhipDjaHCUF+oKtQUagoVhYpCPaGeUE2oJtQSagmVhEpCHaGOUEWoItQQaggVhApC/aB+UD2oHtQOageVg8pB3aBuUDWoGtQMagYVg4pBvaBeUC2oFtQKagWVgkpBnaBOUCWoEVQIKgT1gfpAdaA6UBuoDVQGKgN1gbpAVaAqUBOoCVQEKgL1gHpANaAaUAuoBVQCKgF1gDpAFaAKUAOoAVQAKgC1TC1Tm2pTZapMdakuVaWqVJNqUkXeit2I3YTdgt1+3XzdeN123XLdcN1s3WrdZt1k3WDdXt1a3VjdVN1S3U7dTN0o3SbdIt0g3RzdGt0W3RTdCt0I3QTdAt3+3Pzc+Nz23Ozc6tzq3Ojc6Nzm3Obc5Nzk3OLc4tzg3ODc3tze3Nzc3Nza3Nrc2NzY3Nbc1tzU3NTc0tzS3NDc0NzO3M7czNzM3MrcytzI3MjcxtzG3MTcxNzC3MLcwNzA3L7cvty83IbchNyA3H7cetx43HTcctxm3GTczG4wbi5uLW4rbipuJG4jbiFuIG4ebh1uG24abhRuE24RbhBuCm4JbgduBm4EbgNuzNvylrwhb8bbf+tv/M2+1bf5Jt+CN+DNd+vddjfdzb21t/bG3tjbeltv6k293W63W3pLb+gNvdlutRvtRrudtzNNliZLkaXI0mPpsdRYaiwtlhZLiaWw0ldpq5RVqipNlZ5KTaWg0k9pp5RTqinNlFJKJ6WTUkmppDRSGimFlEJKH6WPUkepo7RR2ihllDJKF6WLUkWpojRRmig9S89SRCmi9FB6KDWUGkoLpYVSQimhdFA6KBWUCkoDpYFSQCmg9E/6J/WT+kn7pH1SPimfdE+6J9WT6knzpHlSPCme9E56J7WT2knrpHVSOimddE46J5WTyknjpHFSOCmc9E36JnWTuknbpGzSNemaVE2qJk2TpknRpGjSM+mZ1ExqJi2TlknJpGTSMemYVEwqJg2ThknBpGDSL+mX1EvqJe2Sdkm5pFzSLemWVEuqJc2SZkmxpFjSK+mV1EpqJa2SVkmppFTSKemUVEoqJY2SRkmhpFDSJ+mT1EnqJG2SNkmZpEzSJemSVEmqJE2SJkmRpEjSI+mR1EhqJC2SFkmJpENSIamQNEgaJAWSAkl/pD9SH6mPtEfaI+WR8kh3pDtSHamONEeaI8WR4khvpDdSG6mNtEZaI6WR0khnpDNSGamMNEYaIzVLzVIYKYz0RfoidZG6SFukLVIWKYt0RboiVZGqSFOkKVIUKYr0RHoiNZGaSEukJVISKYl0RDoiFZGKSEOkIVIQKYj0Q/oh9ZB6SDukHVIOKYd0Q7oh1ZBqSDOkGVIMKYb0QnohtZBaSCukFVIKKYV0QjohlZBKSCOkEVIIKYT0QfogdZA6SBukDVIG6YJUQaogTZAmSBGkCNID6YHUQGogLZAWSAmkBNIB6YBUQCogDZAGSAGkANKytCxtps2UmTLTZbpMlakyTabJFJki02N6TI2pMf3TP/VTP+3TPuVTPt3TPdVTPc3TPMVTPL3TO7VTO63TOqVTOp3TOZVTOS2mxZSYEtNhOkzjNE6FqTANpsD0l/5SX+pLe2kv5aW8dJfuUl2qS3NpLoVTOH3TN8WluNRN3bRN25RN2XRN11RN1fSW3tI0TVM0RVNbaktraS2lpbT0TE80GZoMRYYiQ4+hx1BjqDG0GFoMJYYSQ4ehw1BhqDA0GBoMBYYCQ3+hv1BfqC+0F9oL5YXyQnehu1BdqC40F5oLxYXiQm+ht1BbqC20FloLpYXSQmehs1BZqCw0FhoLhYXCQl+hr1BXqCu0FdoKZYWyQlehq1BVqCo0FZoKRWXzZetl22XTZcNlu2WLZYNlc2VrZVtlU2UrZSNlI2UbZRtlE2UTZQtlC2UDZQNl+2T7ZPNk82TrZONk22TbZNNk02TLZMtkw2TDZLtku2SzZLNkq2SrZKNkC2QDZPNj62PbY9Njo2ObY4tjg2NzY2tjO2MzYyNjG2MLYwNj02LLYrtis2KjYptia2JjYlNiS2I7YjNiA2L7Yeth42HTYcthm2GTYTOzwbC5sLWwnbCZsJGwjbCFsIGwabBlsF2wWbBRsE2wRbBBsCmwJbAdsBmwEbANsDFtS1vShrQZbb+tt/E221bbZptsI9qGNp+tZ9vZdDbY9tpU282G2mw2mu2sEasNqwWrAav5qvWq3arZqtGqzarFqsGquaq1qp2qmaqRqo2qhaqBqmmqZapdqlmqQao9qjWqMaopqiWqEaoNqgWqAar5qfWp7anpqdGpzanFqcGpqamlqZ2pmamRqY2pdalxqWmpZaldqVmpQak9qTmpNak1qTGpMaktqS2pKakpqSWpJakhqSGpHakdqRmpGakVqRWpEakRqQ2pDakJqQmpBakFqQGpAan9qP2o+aj5qPWo9ajxqPGo7ajtqOmo4ajdqNmo1ajVqNGo0ajNqM2oyajJqMWoxaiZ1cxqMGowai9qL2ouai5qLWotaixqLGoraitqKmoqailqKWooaihqJ2onaiZqJmolaiVqJGokaiNqxtpf62t8Ta/ltbtm14i1YU1YC9Z+NV+NV9vV3FpbW2tqLa2htVqNRitGI0YTRgtG+0XzRcNFu0WrRaNFk0WLRXtFc0VDRTtFK0UjRRNFC0X7RPNEw0S7RKtEo0STRItEe0RzRDujIaIZohWiDaIJogGi/aH1ofGh6aHlod2h2aHRoc2hxaHBobmhtaGtoamhoaGdoZWhkaGJoYWhfaF5oXGhbaFFoUGhOaE1oS2hKaERoQ2hBaEBofmg9aDtoOmg1aDRoNGgzaDNoMmgyaDFoMWgmdHMaDBoLmgtaCxoK2graCpoKmgpaCloKGgoaCdoJ2gmaCRoI2gTaBJoEGgPaAloCGgGaAVoA2gCaABoZTQk7Uj7aT6Np+20nIbTZFqRNqTFtCANSNPRcrSXhqO1NJZmo9VoNNpJO89kZ7IT2YnsPHYeO42dxs5iZ7GT2EnsHHYOO4Wdws5gZ7AT2Ans/HX+On2dvs5eZ6+T18nr3HXuOnWdus5cZ64T14nrvHXWOmmds05Zp6wz1hnrhHXCOl+dr05Xp6uz1dnqZHWyOledq05Vp6oz1ZnqRHWiOk+dp05Tp6mz1FnqJHWSOkedo05Rp6gz1BnqBHWCOj+ddM45Z5wTzunmbHOuOdWcY04xJ5jzy9nl5HJqObOcU04pJ5TzydnkZHIaOYucQ04hJ5Dzx9nj5HHqOHOcN04bJ41zxrniVHGiOE+cJU4Sp4gzxLnh1HBiOC+cFU4Kp4QzwrngVHAiOA+cBU4CZ/NknsozeR5P4+mf/bmf+jmf8kk8h6fwDJ6/03fC53u6Z3uup3qmJ2o8Gnsj0og09sbd2Btz427cjbnxNubG2ngbb2NtnI21sWicjbOxaBwai0ahcWgcGoXGn1FoDBp/xp8xaPQZg8bY6DP6jLERaIyNshFoBBplI9EoG20j0Ug02kbaaBt1I22kjboRN+pG34gbcaNv5I2+8TfyRt74G43G35g0Go1GY9K4NCaNTePSuDQ2jQCMTaMAIwAjAKMAIwGjAKMBIwEjAaMBIwKjAaMCIwIjAqMCYwOjAiMDYwNjAyMD4wMjA+MC4wPjA+MCowPjAuMBowOjA+MBYwLjAeMAYwJjAuMAYwHjAGOZsYCxgLHMGMBYZlQaAxgDGJVGplFpPBqZRqbxaEQaX2P7CzO2xvUX9gszrj8w42pUf2A/MKNqTI2s0f2HGV0j7h/2DzPifmJGnBH+if3EjLBR94P6Rf2wflF/qx/WD+tv9df6W/2z/lp/rX/Wn+v39eP6bf24flm/rd/WL+un9cv6Wf20flo/qz/Wz+of9cf6Y/2j/lB/pd/Sj+q39Gf6Uf2o/ky/qj/Tr+lX9av6Nf2c/k7/pn/Vv+nH9K/6V/2Y/lQ/pv/Sn+pP9V/6Kf2e/lc/p5/T/+pXZez9xow6o+439hP7a/25/lt/rv/Xf+u/9f/6df2//mS/rl/Xn8xIM/aMvN/Yb8zI+48Zecbdf+w/Ztz9xYw7Y+4v9hcz5ozvL+k/9VP6Kf2n/lTG1Gj7exltxvPv9fcynv8u4/kj+3f9u35kv68f0v/oJ/U/+h39pH5Sv6O/1O/oj/SX+kv9kX5Tf6R/0m/qN/VP+iv9sf5Qv6s/1P/pd/W7+j/9nX5Y/6sf1A/qf/V7+kn9p35IP6T/1C/J+P7C/mJ/pR/Vb8qY/r1+YEb2H/YH+zv9q35Xv6/f1r/LSPt5/bqMNGPt52WsGdGf18/LiP7BjKjx9gf7gxlvRvb/8fv4c/w+/h1/jj/Hv+Ov8e/4b/w1/hr/jT/Gf+Of8cf4Y/wzfhf/jB/G7+J38cP4U/wwfhZ/ij/Fz+Iv8bP4Vfwl/hK/in/Er+I/8Y/4R/wnfhL/iR/FT+In8aP4Tfwo/hW/id/Ev+Jv8a/4X/wt/hb/i9/sf/HL+M1+s1/GT+OX8dv4afw0fhs/jt/Gr+PH8eP4dfw9fj2/nX/Ob+en88/55/x0/jg/jr/Hz+Pv8QP5efw8fiC/kB/IT+QX8gv5ifxGfiL/kd/Ib+Q/8iv5j/xLfiW/kn/J7+Rf8j/5nfxO/ie/lP/JP+WX8kv5p/xW/in/ld/Kb+W/8mv5r/xbfi2/ln/L7+Xf8n/5vfxe/i+/mP/LP+YX84v5x/xm/jH/md/Mb+Y/86v5z/xrfjW/mn/N7+Zf88P53fxufji/nB/OX+eX88v56/x3/jp/nv/Of+fP8+/58/x9/j3/nr/P/+fv8wf6//x//kD/oD/QX+gf9A/6C/2G/kK/ot/Qb+hX9J/9in5G/9l/9jP6E/2M/kZ/oj/R3+hH9Df6F/2IfkT/op/Qv+g/9BP6Cf2HfkD/oV/QD+gH9Av6+fyCfj8/n5/P7+fH8/v59fx4fjy/nn/O7+P/8Qf5g/w//iL/j3/IX+Qv8g/5k/xDfiR/kj/Jj+Rv8iP5mfxN/iY/kz/Kz+SH8kf5o/xQ/io/lJ/KX+Wv8lP5s/xUfix/lj/Lj+Xv8mP5ufxd/i4/lz/Mz+UH84f5w/xg/jI/mJ/MX+Yv85P50/xkfjR/mj/Nj+Zv86P52fxt/jY/mz/Oz+Z/88f54/xv/jl/iP/Dj+H/8Hf4MfwY/g6/hb/Dv+G38Fv4N/wS/g0/hV/CL+Gn8Dv4KfwQfge/gx/Cz+CH8Cv4GfwMfgU/gl/Bf+BH8CP4D/wE/gM/gJ/AT+AH8C//BH+Ev8Ef4a/wN/gb/BX+B3+Fn8P/4H/wc/gn/Bx+D/+Ef8Lv4b/we/hB/Bf+Cz+IP8MP4hfxZ/gz/CJ+Db+IP8Sv4dfwh/gx/P4v4F/+y1/AT+AX8Pt/8/d//m/+zZ//kz//63/yT/76j/z1P/+RP/LPf+Of//hv/I0//h9//N//47///X/8j3//K//+/3/lr/z/v+z/f+Zf9pf9zH/Az/wD/AP+AX+Av8Af4DfwF/gL/Ab+BL+Bf8Gf4E/wL/gj+JR8TH4mP5OPyffkY/I5+Z58Tz4nP5TPyf/kh/JD+Z98U/4nf5Rvyjflj/JZ+aN8VD4rn5WPyn/lo/JT+a/8V34qP5afym/lx/Jj+a18WX4r35Uvy5flu/Jh+a58VT4sH5avyl/lq/JP+av8Vf4pv5R/yifll/JL+aR8UT4pH5Qvyhflg/I7+aD8TX4nv5O/ydfkb/Iv+Zp8Tf4lv5J/yZ/kV/Ir+ZP8SP4k/5EfyY/kP/Ib+Y/8RX4jv5G/yE/kL/IR+Yn8RD4i35CPyBfkG/IN+YJ8Qr4g349PyCfk+/EB+X58Pj4gH5DPxw/k8/H7+IH8QH4fv5Dfx//jF/IL+X/8Q/4ff5B/yD/kD/IV+YP8M1+Rr8g/8x35Zz4j35HvyGfkS/IZ+ZB8Sb4kH5JvyYfkU/It+ZZ8Sn4mv4Kfwb/gX/Az+Bv8DD4Hf4O/wefge/A5+CF8D74HP4Q/wg/hl/BH+CP8Ev4Jv4Sfwj/hn/BT+Cv8FD4Lf4W/wmfhw/BZ+C98GD4M/4U/w3/hy/Bn+DN8GT4OX4Zvw8fh4/Bt+EB8G74OH4gPxNfhC/F1+Dx8Ib4Qn4dPxOfh+/CJ+ER8H74R34ffwzfiG/F7+EX8Hv4Ov4hfxN/hD/F3+Dn8If4QP4cfxM/h1/CD+EH8Gv4Pv4Yfw//h//Bj+Df8GL4L/4Z/w3fh0/Bd+C18Gj4Nv4Vv5rfwUfhmvpmPwlfho/BJ+Cp8FT4J34RPwgfhm/BN+CB8ET4Iv4Mvwhfhd/A/+B18DP4H/4OPwdfgY/Ap+Bp8DT4F34JPwYfgW/At+BB8CT4Ev4EvwZfgN/Af+A38BP4D/4GfwF/gJ/AL+Av8BX4B/4BfwA/gH/AP+AH8AX4An+kP8Af4TL/MZ/pGv8wv842+0jf6vK/0lT7vI33ev32kj/Rvv/dvf+j3fu8Pfd0f+kJf93Vf6Nu+0A/6tm/7QZ/2g/7Pp33a//my//N9vuzLvs8v+j4f6Bf9og/0Zx/ox/7sz37s137sE/3ar32in/tEH/dzP/dx3/dxf/d93/d3/+jv/u8f/aP/+0n/95d+0k/6S7/pL30AftNv+gB8AT4An4AvwBfgE/AN+AR8BL4B34CPwFfgI/AZ+Ap8BT4D34HPwI/gO/Ad+BH8CX4Ev4I/wZ/gV/Av9CZ6D72I3kOvoRfRi+g19B96Db2F/kP/obfQb+gt9BD6Df2GHkJ/oYfQO+gv9Bd6Bz2F3kHPoKfQU+gZ9BF6Bn2DPkIfoW/QS+gb9A96Cb2E/kFfoX/QT+gr9BX6CT2GfkKfocfQY+gz9Bz6DH2HnkPPoe/Qg+g79CF6ED2IPkQ/og/Rl+hH9CP6Ev2JvkSfoj/Rn+hT9Cv6FH2LfkW/om/Rv+hb9DL6F/2LXkYfo5fR2+hj9DF6G32N3kavo6/R1+h19Dh6Hb2PHkePo/fR9+h99EL6Hn2PXkgfpBfSG+mD9EF6Iz2R3kivpCfSE+mV9El6Jb2TPkmfpHfSM+md9FJ6Jj2TXkoPpZfSW+mh9FB6K32V3kqvpa/SV+m19Fl6Lb2XPkufpffSd+m99GL6Ln2XXkwfphfTm+nD9GF6Mz2Z3kzPpifTk+nZ9Gd6Nj2c/kx/pofTq+nh9HJ6Nb2aXk7fppfTz+nb9G36Ob2bfk4fp3fTu+nj9Gv6OP2bfk2/pn/To+nf9Gl6ND2aPk1fpk/Tj+nL9GX6MT2Yfkz/pQfTg+m/9Fz6L/2WnkvPpd/SY+m39Fd6LD2W/kpPpb/ST+mp9FT6KX2Ufkr/pI/SR+mf9E36J/2SvknfpF/SI+mX9Ed6JD2S/khfpD/SD+mL9EX6IT2Qfkj/owfSA+l/9Dz6H/2OnkfPo9/R5+h39Df6HH2O/kZPo7/Rz+hp9DT6Gb1ZP6OH0Zv1Zj2M3kUPo2fRu+hd9Cx6FT2LHkWvolfRo+hN9Ch6Er2J3kRPovfQt72vZ3u29/Vr7+tx/dqvPa5Pe16v64G9rod7YA/s4T7u4d7t4z7uXV4Xr4p3xXPiXfHIeE48Jx5Zf+OR8cn6W3/jk/U4Pll/9rge1589rY95XXwtXhefi6/F1+Jz8az4XDwunhXPisfF3+Jn8bJ4VrwsPhbPimfFx+Jh9bl+1wP7Xd/rgT2w7/U8XhRfiv/El+JP8Z/4T/wpPhVviifFf+JJ8aP4T/wnfhQvikfFh+JX8av4UPwrPhTPin/Fv+JZ8bB4Tv2N39TfepTfxG/qUb5Tj/Yq34nv1Ku8p17tX94T76l/eVD92/94UDyo/se36n99kG/Ft+qDPK0+2At5WjytXsjz6oX9kOfF8+qHvK9+2Bd5X7yvvsj/6ov9zP/if/UzL6yfe5sXxgvrbZ5Yb/c4T4wn1uO8sR7vc94Yb6zP+WN93u/8Mf5Yv/PF+r3X+WJ8sV7nh/V6f/PD+GH9zQfr777mg/HB+poH1tc9zQPjgfU036une5nvxffqZX5XL/dEfhe/qyfytXpg7+tzfa739S0/i2fF2+Jt8az4Wzwn/hOvilfFf+JT8Z/4ULwp3hQfikfF1+qJfdzT+lqP62u9rcf1uN7Wp3wVPgo/hZ/CR+Gd8FH4JrwT3gnfhFfCN+GR8Ep4JTwS/giPhB/CH+GP8EN4IvwQvgdPhCfC9+CB8D34HTwQHgi/g//B7+B18D/4H7wOPgivg+fBB+GD8Dz4IjwP3gdfhC/C++CN8D54IbwR3ggvhF/CC+GT8Ev4JXwS/gmfhGfCP+Gf8Ex4KTwTHgovhZfCQ+Gt8FB4KrwV3gpPhdfCU+Gx8Fp4LTwWHgyPhe/Cg+HB8F34MnwX3gtfhi/De+HP8F54MfwZ/gwvhk/Di+HJ8Gn4NDwZHg1Phh/Do+HR8GN4M/wY/gtvhjfDf+HD8F94LnwYPgzPhd/Cc+Gz8Fv4LXwW/gqfha/CX+Gv8FX4KbwN/gaPg8fB3+Bz8DB4M34GP4M342vwJXgUfAoeBc+CT8Gn4FnwMHgWfAseBg+Db8Gb8Sd4E7wK3gQfglfBq+BD8CP4EPwHfgQ/gv/Ab+A18Bx4DzwHHgTvgffAg+BJ8CB4ETwJngQvgi/BZ+A78Bv4DXwHfgRPgbfAY+At8Bp4DDwGXgPvgafAX+An8BP4C3wF/gLfga/AV+A78Bn4EnwKngR/glfBv+Ap8Bj4CzwNPgYvg4/Bu+Bl8DJ4F/wL3gW/gn/Bv+BX8Cf4CLwE/gH/gJfAQ+AJ8Af4AfwA/gBvgD/AE+AR8Ah4AnwBXgAfgAfAA+AD8GV8AL7Jl/FlfJNn8koeyS/5JY/kkzySP/JJPskfeSPf8zvP8zy/8z+/8zr/8z+v8z6/8iqP8ipP41Ee5Wl7Mv7lc7zL53ge7/Iuz+N1PI//8Tpex//4IT/kiXyQJ/I2H+SDvM3LvM3XvMzLfM3TPM3PfJGf+Zgv8kU+5oF8zAt5IA/khbyPh3kc3/I4fuVbvuVXHuV9fI/f8T0e5nf8jof5ln95l0/5IR/kdTzNF3mZ9/E7HsjXeBt/8jb+xp/8yd/4lL/xLJ/yKc/y7x5sB7YT24ntwPZie7Ed2D5sH7YD24XtJ/YRu459xO5h17Hr2D3sHXYPu4a9w95h17Bf2DfsIHYKO4hdxE5hp7CL2HPsInYTe449x25iX7Gb7S32HnuLHcXeY++xo9hx7Ch2EjuOHcdOYg+xG9mT7DX2JPuTvcZeY3+yx9if7FX2GHuMvcq+ZYeyy9ip7FR2GbuWXcZOZNeya9mJ7Eh2CTuGXcCOYd+wC9gF7Bt2CnuJPcV+Y0+xs9hv7Dd2FjuPncUOY+ex89hh7DP2I/uQ/cU+ZP+xv9hf7D/2HfuFfcI+YJ+wO9gH7AN2B3vZnmG3sBPYLewRdgI7gT3CDmCPsDPYAewAdgY7gr3CHmCHsEPYA+wN9gD7cm+wN9iXu4J9uSN3BbuCHbkb2JF7vxvYDez9Xu/ybu8Ldnvn9wX7gp3fD+z8ftwP7Af2487cmexNdi17kz3KrmXXskfZp+xO9iX7ln3JfmTfsm/Zj+wv9nS/7bv9trv7bt/t7p7b3R235/bcjtvbnd6BO3En7sA93oE7bY/3eKfttr24J9jrvd4T7Ab2eR/uwX24C/fgHtyFe20X7r69ttd2387by3YHu3J3sAN35a7cgbtx//d9D+77nu/BPbjn+73TO74Dd3zXd+AO3PXd39mdtr/7u9N24A5op7PL2ensZ3Y5u5z9zA5nP7OP2eHscPYxuxY9l25MR6Yb21cdmY5sX/dzX3d4P/dzh/fgfmXPsrsJ52mr6VkuEoexMAj8+Xq8nS4Hvzi3ZVf1lqK2Gs12JkN2zFgxYsOEBQP2y1cvXrt05cJ1y1YtWrNkxYL1ylUrVqtUpUJ1ylQpUqNEhQL1yVMnTps0ZcJ0yVIlSpMkRYL0yFEjRosUJTpDdMhQIUKDBAUC9MdPHz579OTBc8dOHTpz5MSB88ZNGzZr1KRBc8ZMGTJjxIQB88VLFy5btGTBcsVKFSpTpESB8sRJEyZLlCRBcsRIESJDhAQB8sNHDx47dOTAccNGDRozZMQwg/HCRQsWK1SkQHHCRAkSI0SEAPHBQwcOGzRkwHDBQgUKEyREgPDAQQMGCxQkQHDAQAECAwQEAFDWZC6VSeTR+Ps9v+s5fts1PctF4jAWBoE/X4+30+XgF+e27KreUtRWo9XOZMiOGStGbJiwYMB++erFa5euXLhu2apFa5asWLBeuWrFapWqVKhOmSpFapSoUKA+eerEaZOmTJguWapEaZKkSJAeOWrEaJGiRGeIDhkqRGiQoECA/vjpw2ePnjx47tipQ2eOnDhw3rhpw2aNmjRozpgpQ2aMmDBgvnjpwmWLlixYrlipQmWKlChQnjhpwmSJkiRIjhgpQmSIkCBAfvjowWOHjhw4btioQWOGjBhmMF64aMFihYoUKE6YKEFihIgQID546MBhg4YMGC5YqEBhgoQIEB44aMBggYIECA4YKEBggIAAAMqazKUyiTwaf7/ndz3Hb7umZ7lIHMbCIPDn6/F2uhz84tyWXdVbitpqNNqZDNkxY8WIDRMWDNgvX7147dKVC9ctW7VozZIVC9YrV61YrVKVCtUpU6VIjRIVCtQnT504bdKUCdMlS5UoTZIUCdIjR40YLVKU6AzRIUOFCA0SFAjQHz99+OzRkwfPHTt16MyREwfOGzdt2KxRkwbNGTNlyIwREwbMFy9duGzRkgXLFStVqEyREgXKEydNmCxRkgTJESNFiAwREgTIDx89eOzQkQPHDRs1aMyQEcMMxgsXLVisUJECxQkTJUiMEBECxAcPHThs0JABwwULFShMkBABwgMHDRgsUJAAwQEDBQgMEBAAQFmTuVQmkUfj7/f8ruf4bdf0LBeJw1gYBP58Pd5Ol4NfnNuyq3pLURvtDKJAS0AYM87zZ6zGef66uGj+ar8TmTFivio+EyREgPAd/3733dCa70TWc8WqR6lMjZ4BAgJ6zWUvyUMWhQfjWt6Nh+KyRQuWK1aqKElylOdOmC9bslypMiXKjhw1ZuxgaMBggYIECA4YKEBggICAerdbRc0ZoqMAwQEDBAZ0AgDMuvWG1nSnMWHAfPHCZYuWLFiaMOUGBfrTZ0+eO3XmFBkSJNdjR44bNWbEyBEQAKC5TB7/fs/vei4OhUAfTwfj2vWG1nInMmPEhAHzpQsXLVmwXLGCQXmC58R502ZNmjNlxoT5siXLlSpTojxpsiTJkSJDgvzosSPHjRozYsBwwUKFCREeNFiQ4ECBAQFN+Pj3e37X8xDo48G49gaj8InMmDBgvnDZogXLFStUpkiB8sQJkyVKkBwpOjToz547cd60WZPmTJkxYb502ZLlSpUpUZ40WZLkSJEhQXrkqDEjBgwWKlCYeEWA8MDBAoUXgQECL65db2jtPZEZIyYMmC9eunDZoiULlitWqlCZIiUKlCdOmjBRkoRzxEjR2aFCgwL96bMnz506c+K8abMmzZkyY8J86bIly5UqU6I8abIkyZEiQ4L86LEjx40aM2LAcMFCBQoTJESA8MBBAwYLFCRAcMBAAQIDBAQAaC6Tx7/f87uei0Mh0MfTwbh2vaE13InMGDFhwHzx0oXLFi1ZsFyxUoXKFClRoDxx0oTJEiVJkBwxUnR2qNCgQH/67MlTZ06cN23WpDlTZkyYL122ZLlSZUqUJ02WJDlSZEiQHz125LhRY0YMGC5YqEBhgoQIEB44aMBggYIECA4YKEBggIAAAM1l8vj3+e3OxaEQ6OPpYFy73tCaeyIzRkwYMF+8dOFqacmC5YqVKlSmSIkC5YmTJkyWKEmC5IiRorNDhQYF+tNnT547debEedNmTZozZcaE+dJlS5YrVaZEedJkSZIjRYYE+dFjR44bNWbEgOGChQoUJkiIAOGBgwYHDFoAzWXy+Pd7ftdzcSgE+ng6GNeuN7TWnsiMERMmC5YrVqpQmSIlCpQnTpowWaIkCZIjRorODhUaFOhPnz157tSZE+dNmzVpzpTpsSPHjRozYsBwwUIFChMkWAoSILDFoRDo4+lgXLve0Bp7IjNmiZIkSI4YKTo7VGhQoCgiQHjgoAGDBQoSIDhgoACBAQICADTX2noiIyYMmC9eunDZoiULlqs/ffbkuVNHjfNGbdPDgcpj1efmgIECBAYICLgBuKG+LKWH0i9dtmS5UmVKlCdNliQ5gsECBQkQHDBIFaQwKlOkRIHyxEkTJkuUJEFyxEjR2aFCg9ApUZ40WZLkSJEhQX702JHjRo0ZMWC4YKEChQkSIkBAQAE0l8njj+6gbFFswBqkHedZEwHCAwcNGCwYqP39nt/1XBwKgT6eDsa16w2t1U5kxogJA+aLly5ctmjJguWKlSpUpkiJAuWJkyZMlihJguSIkaKzQ4UGBfrTZ0+eO3XmxHnTZk2aM2V67KBRkADBAQMFCAwQEACguUwe/37P73ouDoVAH08H49r1htZoJzJjxIQB88VLFy5btGTBciUKFCVJkBwxUnR2qNCgQH/67Mlzp86cOEmOgPDAQQMGCxQkQHDAQAECAwQEAGguk8e/3/O7notDIdDH08G4dr2h6HmetfM8EQDTdZ4IbgYSnTlPA3gBIwTOk8CDASttPU8BZ4AdAWoEQAEg4wWLFCYANgCsqH05T2alR0wkPJhmzBUsznOZbNiI81y2WZ5ZdlikZNbWnOeRi9E3yv+wv9fPhzbjPP0KfoIY59mHqvTiPPsZKHoRvYV+5YfsskxpyjLlyI4ae18E7rodFabbgqVKJ5Wjygv9yfPkbYydJx5nTZksTY7sqAGDBAYJBgDgdA9XcVrZed6YJN2H7kA2LVScINmK7DNbniQZ0iOGCRC2gN+ebaFNwHnKrEyB0iQ7OpMHWTrPoi1VpDxJYnSouKfY5cqSIjlcFEUUOZA5T6IgPnDUkPFCxMKECIQ4YsgFyvDIDhgqPGCQYCDZD2/gsEWmypOkuM6bMVfiJXERSOcp/JNnTpswW4Q9brAw0YECAgHCP5+FQp6QDQbDJYsVKE2UHJ0BuhNnTZkvVpocCe6oAUMFiQ0SggyCPQ3UBdsg7VeuWbzzBIbaVIlRoD112JjRAnSCRAgPG2YogB8yTGhwIIAS6APTZMN63Yq16sfJEiRFvy1VniQZ0uNGjF+KEb8Oozpd8kXyifHRPS29CQ0O9ALw4KjhkeF14PE8e8fFCpSdkt0AnRw2ZnQfMkxocCCATplTkwuzpUruCewIPqNxOM83x2v2rsBlwklxg7WE2GFzzpPtcIGNQFNwnquq6DzVCQ0OBFCq/m1VqU9bzvMW4T/PG/F3y1E4zzTSIkOA9NBxg0ZMKqNFeqJG6TxrXKxAWZ5nLcSGCg8SDGAadTruvWqNVuxXrlmtToXaVIn2IcOEBgcCKH3hedJ2Li3Nz/NcVepTpkmNhpznecEBAgG58zx5m/hjz/PE3c7zpJ3neTvP8yxbwTsoU1GWgl9QhqLsBJ+XmSgrsSMrI1E2Qu9TJqIshE6nDETZBz1OmYeyDjqZMg5lG/QWZRrKMugqyjCUXdBHlFkoq6CDKKNQNkHHyySURdDrMghlD3S5zEFZAx1YxqBsgZ6WKShLkCvLEJQdyI9lBsoK5H4ZgbIBuV4moCxAfpcBKCu7BZQ1y5h3WdmyTHkvy5JlyHsuO5YZb7fsL/NtXWV9GW/fKtvLdHtWWV6G27DK7jLbblVWl9G2p7K5TLY3lRXLiPaismFZbPcpE5YFbT1lwLKfbafMV9az55TxynY2nDJdWc7+y+Cy17bLcGWuzStry9i6Vtlaptaxym5lae2qDC2z1ZjKamW0ek7Z2UxWw2kiax6r2zSNNYvVZJrEmsPqME1hzWC1lyaw5q96S9NXs1dNpcmruauO0tTVzFU7aeJq3qqLNG01a9U2mrSas+glTVnNWPSRJqzmK5pI01WzFR2kyaq5ir7RVNVMRdNoomqeos2appqlaAhNUs1RtN8U1QxF701QzU803vTU7EQXm5yam2hhU1MzE+1rYmpeot2mpWYlem1Sak6i06akZqS5WBNS89EsrOmo2Wj+1WTUXDTjaipqJppTNc+aiOY8zUNNQzOVZqEmoTlKc1BT0OykGagJaF7S/NP0MyNp9mnymYs09zT1zEKaeZp45lvzTtPObGvWadKZz+acphwZVzNOE45cq/mm6UZ21WzTZCOfaq5pqpE9NdM00cibmmeaZmQWzTJNMnKK5pimGFlEM0wTjLyh+aXpRcbQ7NLkIj9obmlqkQ00szSxyAOaV5pW5GWzSpOKjGxOaUqR82aUJhTZbj5pOpGHzSZNJnKwuaSpRNY1kzSRyLTmkaaRIrJmkSaRYrDmkKaQIq5mkCaQYq3mj6aPoqxmjyaP4qrmjqaOYqdmjiaOoqbmjaaNYqRmjSaNoqPmjKaMoqFmjKZZcVATRvNFkU/TRbNFMU+TRXNFcUxTRTNFEUwTRfNEsUvTRLNE0UqTRHNEcUpTRDNE8UkTRPNDkUnTQ7NDUUiTQ3ND8UdTQzNDkUcTQ/NCsUbTQrNCkUWTQnNCUUJTQjMC8VgTQvMB0VfTQbMBcVeTQXMBUVZTQTMB8VUTQfMA0VTTQLMAcVSTQHMAkVNTQDMAMVMTQLOMaKnZbDKJkprLppIoqJlsIol/msemkWin+Td94pxm3+SJapp7UyeeaeZNnEimeTdtYpdm3aSJWppzUyZeaRabRCKU5rAZE5M0hc0gEUgT2PwRezR9zR6RRpPX3BFjNHXNHPFFE26+RBRNXNMlbmi2TZaIobk2VeKD5q2ZEhk00aaNOKBZa9KIAJonMxkRyUTGPEb0mcaYxYg6kxhzGNFmCmMGI8pMYMxfxJjpi9mL+GPyYu4i7pi6mLmILxMX8xaRZdpi1iKmTFrMWcNjTFnMWENiTFjMV8NgTFfMVkNfTFbMVcNdTFXMVENcTFTMU8NaTFPMUkNZTFLMUUNXTFHMUENVTFDMT8NTTE/MTkNSTE7MTUNQTE3MTMNOTEzMS0NNTEvMSkNLTErMScNJTEnMSMNHTEjMR0NGTEfMRsNETEbMRUNDTEXMRMNBzDMmoiEf5iGmoWEeZiEmoaEd5iCmoKEcZiAmoOEb5h+mnyEbZh8mnyEa5h6mnmEZZh4mnqEY5h2mnaEXZh0mneEW5hymnCEWZhwmnCEV5humm2EUZhsmm6ET5hqmmqESZhommuER5hmmmeEQZhkmmeEP5himmOEOZhgmmOEN5heml+EMZhcml1gDcwtTS3yBmYWJJabAvMK0EkdgVmFSiRUwpzClxAeYUZhQYgLMJ0wnMZPZhMkkTjKXMJXERmYSJpK4Zx5hGoltZhEmkXhmDmEKiX/MIEwgMY/5g+kjzjF7MHnEK3MHU0ecMnMwccQ15g2mDWEyZg0mDaEw5gymDOEvZgymmZAXEwbzhTAX0wWzhdAWkwVzhVAWUwUzhdAVEwXzhFAV0wSzhPAUkwRzhJAUUwQzhDAUEwTzg7AT0wOzg1ATkwNzg/ASUwMzg5ASEwPzghAS0wKzgrARkwJzglARUwIzgpAQEwLzgVAP0wGzgfAOkwFzgRADUwEzgbACEwHzgFAC0wCzgDABkwBzgNAAUwAzgHAAEwCzTLhkNplMoc9cMpXCnZlkIoUy88g0CofMn+kLe8yeyQtxzJ2pC1lmzsSFJ/Nm2sFdzJpJB2kxZ6YcjMUsMolBV8whMw6WYgqZwaAoJpD5C25i+pi9ICYmj7kLPmLqmLkgIybMfIOJmDimGwzEbJls0A9zZarBPcwbMw3KYaJMW/ANs8akBdEwz2WyIJklsuWxYJilsWWxYIolseWwoIilsGWw4IclsOWvoIWlr2Wv4IQlr+WuIISlrmWuYIMlruWtoIGlrWWt4IAlreWsIIClrGWsIHIJa/kquC9dLVsF6SWr5apgcalqmSrYW6JangrqlqaWpYLvktRyVBBdilqGCtKWoJafgLyWnpadgLmWnJabgLaWmpaZgLOWmJaXgLCWlpaVgGyWlJaTgGmWkpaRgGCWkJaPgF2WjpaNgFqWjJaLgFKWipaJgE+WZ0tEQCPLQ0tDwCHLQktCQB3LQUtBwBnLQEtAQLPln6UfoItlnyUfYInlnqUeoIhlniUe4IflnaUdIIdlnSUdYIXlnKUcoINlnCUc4ILlm6UboIBlmyUbYNlyzVINcLlMs0QD5JdnlmaA+bLMkgzQXo5ZigEOl2GWYIDB5ZelF6Bv2WXJBfgutyy1ANtlliUWoLq8srTyQ7assqTyK7acspTyE7aMsoTyy7V8snTys7VssmTya7VcslTyU7VMskTyO7U8sjTyw7QssiTyq7QcshTyk7QMsgTyS7T8sfTxO7TsseTxI7TcsdTx27PMscTxw7O8sbTxW7OssaTxQ7OcsZTxC7OMsTT7eVnCWL74VVm6WLb4SVmyWK74PVmqWKb4GVmiWJ74DVmaWJb46ViSWI743ViKWIb40ViCWH74uVh6WHb4rVhyWG74oVhqWGb4lVhiWF74iVhaWFb4fVhSWE74cVhKWEb4uUsIywe/delg2eCXLhksF/xqSwXLBL5iSwTLAz5hSwPLAr5fSwLLAT5eSwHLAL5aSwDLMp+sZXPJ9L1aLpdKH6plcon0lVoel0afqOW/9H2Zlv2S91la7kvdN2mZL3Efo+W9tH2JlvWS9h1azkvZh2dZXBJ9dZbDZeyTsxQug743S+Dy50Oz9C17vjJL3nLnE7PULXO+LEt4+fqsLHFL1/dk2S5ZH5PlulR9RJa3ZeoLskSXNl+OZW1J89lYnspkPhdKZMpjvhNKY8piPhJKYsphvg1KYcpgPgpKYMpfvghKX8pePgdKXspdvgNKXcpcPgJKXMpbPqbSlrKW71fSUs7y8UpZyli+XAlL+cpXVLpStvIJlayUq3w/pSplKl+rRKU85VOVppSlesmUpJSjesaUopShesOUoJSferyUnpSderWUnJSberKUmpSZeq+UmJSXeqaUlpSVeqOUlJSTeqCUkpSRepmUkJSPepaUjpSNepOUjJSLeoyUipSJeomUZ0pEvUHKQ0pDPT7KQkpCvTzKQUpBvTjKQEpAPTfKP0o/vTXKPko+vTHKPUo9PTDKPEo8vSzKO0o7PSvKOko6vSnKOUo5PSbKOEo4vSTKN0o3PSPKNko2vR/KNUo1PRzKNEo0vRrKM0ozPRfKMkoyvRXKMUoxPRTKMEowPRDKL0ovvQ7KLkouPQvKLUotvQnKLEosPQXKK0orvQPKKkoqPQLKKUopPaYyihJKL6l8onTSMyqbKJn0cuUSpZKerUyiRNKblUeURnpBZRElkZ5POUQppPcqgyiB9FrlD6WPnqrsoeTRQ5U7lDp4xpQ5lDh4w5Q3lDZ4wJQ1lDR4uJQzlDJ4tZQxlGY8WUoYyhe8V0oXyhY8VEoWyhU8UkoVyhS8UEoUyhO8SUoTyhI8SEoSyhG8RkoRyhA8Q0oQyg+8QUoPyg48QEoOyg08PEoNygy8OkoMygs8OUoLygq8N0oKygk8NEoJygi8MkoIygc8L0oHyga8LUoGygU8LEoFygS8KkoEygO8JkoDygI8JUoCygG8I0oBygA8H0oAyjLeDmVTyeThUC6VSl4MZVKJ5L1QHpVGHgrlr/R5JJS9kueFUO5KnWdBmStx3gTlrbR5EJS1kuYlUM5KmWdAWVQSeQOUQ2XMWyqFyiAPqQQqf7xf6VP2eLySp9zxaKVOmeMVlbDy5cVKnNLl6ZStkuW9ylWp8lrlTZnybEpUaeOdypqStjumPJPJdsCSyJLHdr2SxpLFdrqSxJLDdreSwpLBdq+SwJK/dqySvpK9dqWSvJK7dqKSupK5dp+SuJK3dpyStpK1dpOStJKzdpCSspKxdo2SsJKvdoqSrpKtdoKSrJKrdn+SqpKpdnySqJKndnWSppKldnKSpJKjdm+SopKhdmiSoJKfdmWSnpKddmKSnJKbdluSmpKZdliSmJKXdlWSlpKVdk6SlJKTdkuSkpKRdkiSkJKPdkGSjpKNdj6SjJKLdjuSipKJdjiSZ0lEO7PkoaShnYtkoSSh3YrkoKSgHYpkoCSgHYjkn6SfXYdknySfnYbknqSe3YRkniSeHYTknaSdXYNknSSdnYHknKScXVkyThLObpl8k3SzQybbJNns9uSapJodnkyTRLOrk2eSZnZxskySzA6YHJMUs+slwyTB7HTJL0kvOzbZJclld0tuSWrZ2ZJZklh0v5JXklZ0p5JVklR0pJJTklJ0oZJRklB0mpJPkk50k5JNkkx0kJJLkkp0iZJJkkh0h5JHkkZ0hJJFkkR0fZJDkkJ0epJBkkB0d5I/kj50dJI9kjx0bZI7kjp0apI5kjh0Z5I3kjZ0ZJI1kjR0XZIzkjJ0WpIxkma6K0kYyRc6KkkXyRa6KEkWyRW6I0kVyRQ6IEkUyRO6HkkTyRI6HUkSyRG6G0kRyRA6sySI5Aedi6SHZAfdiiSH5AZdgqSGZAadgSSG5AXdgKSFZAXdMkkhOUGHTEpIRtD9SQjJBzo+6SDZQFcnGSQX6OSkgmQC3TCJIHlAF0waSBbQ6ZIEkgN0b1JAMoCuTQJIlunUZDPJ1J3JZVKZO5ZMJpE5Yslj0pgLlvyTfk5Xsk/yuVvJPannaCXzJJ5rlbyTdk5Vsk7SuVPJOSnnQCWLSWKuU3KYjHOaksJkMHcpCUz+cpSSvmQvxyjJS+5yiZK6ZC53KAkn3xyhJC7p5vok2ySb05Nck2ruTvKWTHN0kmjSlmuTrCVpORbJE5kslwKJDHksZwJpDFksNwJJDDksxwEpDBkslwEJDPkrZwHpC9krNwHJC7krxwCpC5krlwCJC3krZwBpC1krNwBJCzkrt0TKQsbK8ZCwkK9yOaQrZCv4CZIVchXMBKkKmQpOgkSFPAULQZpCloJ/IEkhR8E8kKKQoeAaSFDIT7AMpCdkJxgGkhNyE9wCqQmZCf6RmJCXYB5pCVkJzpGUkJNgGSkJGQkeIiEhH8FBpCNkoxcTkhFy0VsJqQiZ6JWEPEMierkgDyENvVmQhZCEXivIQUhB7xRkICSglwnyD9LPmwTZB8nnNYLcg9Tz/kDmQeLB8ULeQdrB1ULWQdLBVULOQcrBOULGQcLBLUK+QbrBnSHbINngBCHXINXg/iDTINHg+CDPIM3g6iDLIMng5CDHIMXg3iDDIMHg0CC/IL3gyiC7ILngxCC3ILXgtiCzILHgsCCvIK3gqiCrIKngDCCnIKXgBiCjIKHgACCfIJ3glsgmSCa4HrkEqQSnI5MgkeBm5BGkERwRWQRJBCdEDkEKwf2QQZBAcDDyB9IHzkX2QPLArcgdSB24FJkDicOFg7yBtOG2QdZA0nCNyBlIGW6PjIE0c3UkDOQL90a6QLZwYyQL5AoXiFSBTLEmQ6JAnliNIU0gS6zDkCSQI1ZgSBHIEGsuJAjkh9UW0gOywzoLyQG5QX2F1IDMoKJCYkBeUEshLSArqKKQFJAT1E9ICcgIKiYkBOQDtRLSAbKBKgnJALlAfYRUgEygniERIA+ogpAGkAXUP0gCyAGqEaQAZAB1CBIAskwFgmwimWoP5BKpVG0gk0ikOgN5RBpVM+SP9G/GkD2Svw1D7kj9BgyZI/FbL+SNtG+6kDWSvt1Czkj5RgtZRBJvsZBDZHxzhRQig7dVSCDyd0OF9CF7t0pIHnJ3k4TUIXO3R0gY+d4YIXFI92YI2SLZ2yDkilRvgJA3ZHrrg0SRthsRZA1JuwVBnsdkNx9HZMdjtx1HY8diNxpHYsdhtxhHYcdgtxdHYMdfNxZHX8detxJHXsddNxFHXcdctw9HXMdbNw5HW8datwpHWsdZNwlHWcdYtwVHWMdXNwRHV8dWtwJHVsdVt+ZR1THVTXlEdTx1Ox5NHUvd/COp46jbfRR1DHWjj6COn27Co6djp9vvyOm46cY7ajpmSmMdMR0vpa6Olo6V0lVHSsdJKaqjpGOkNNQR0vFR6uno6Ngo3XRkdFxk+3VUdExk43U8OyKy5ToeOhqyyToWOhKyvToOOgqysToGOgKyCTr+Ofqx/Tn2OfKx8TnuOeqx1TnmOeKxyTneOdqxvTnWOdKxoTnOOcqxlTnGOcKxiTm+ObqxbTm2ObKxYTmuOaqxVTmmOaKxOTmeOZqxLTmWOZKxITmOOYqxBTmGOYKx+Th+OXqx7Th2OXKx0ThuOWqxxThmOWKxvTheOVqxoThWOVKxlThOOUqxiThGOUKxbTg+OTqxYTg2OTKxVTguOSqxSTgmOSKxLTgeORqxITgWORKxFTgOOQqxNY9BjkBsyuOPow/b8djjyMPmH3ccddjuY44jDht9vHG0YSseaxxp2H7HGUcZNt4xxtHMljvCOL6wrUcXxxa29MjiuMJWO6o4pqgVO6I4nqgJO5o4lqj9OpI4jqjhOoo4hqjVOoI4fqjJOno4dqi9OnI4bqihOmo4ZqiVOmI4XqiJOlo4VqhtOlI4TqhhOko4RqhFOkI4Pqg5Ojo4NqgtOjI4LqgVOio4JqgJOiI4Hqj9ORo4FqjxORI4DqjVOQo4BqjJOQI4ltXWHJtHZg3NcXlU1sock0dkzcvxeDTWthz/o1/DcuyPfC3KcT/qtRzH/IjXjsf7aNf8Y32ka/txPso1/Fg8EmvF4/AY1+Kj8BisAY/A46/WO/qOvRruyDvuauxRd8zVbkf4+NZsR9zRpRk7tkeWNuy4HlUasOPtmNJyHdGjjWbrWDvSaLOOpzEZDZYRmfEYLZXRmLEYzZSRmHEYbZRRmDEYDZQRmPEXLZPRl7EXzZKRl3EXbZJRlzEXDZIRl/EWLZHRlrEW7ZCRlnEWjZBRljEWLZARlvEVzY/RlbEVbY+RlXEVDY9RlTEVrY4RlfEUTY7RlLEU7Y2RlHEUjY1RlDEULY0RlPETzYzRk7ETbYyRk3ETDYxRkzETrYsRk/ESTYrRkrES7YmRknESjYlRkjESrYgRkvERTYjRkbER7YeRkXERjYdRkTER7YXxzIiIVsJ4yGiIRsFYyEiIFsE4yCiIpsAYyAiIdsD4x+iHRsDYx8iHFsC4x6iHljTmMeKhGY13jHZovbGOkQ5NN84xyqHNxjhGODSi8Y3RDU1obGNkQ9sZ1xjV0GBjGiMamms8YzRDQ41ljGROW8YxRjFnHWMYI5hTjvGL0cv5xtjFyOVkY9xi1HKSMWYxYjnDGK8YrZxejFWMVM4txilGKScVYxQjlDOK8YnRyenE2MTI5DxiXGJUchIxJjEiOYMYjxiNnD6MRYxEzh3GIUYhJw5jECOQs4bxh9HHycLYw8jjTGHcYdRxmjDmMOI4RxhvGG2cHIw1jDTODMYZRhmnBWMMo9k5wQjD+OJkYHRhbHEmMLIwrjgNGFUYU5xlRhTGE+fSaMJY4kQaSRhHnL9RhDHEyRtBGD+ctNGDscNZNHIwbjhjowZjhhNoxGC8cOaMFowVTpyRgnHCyRolGCOcNyOE//7t3/7rv/7pn/7nf/7lX/6Lf/En/sR/+A//+I9/4S/8g3/wB/7A//f/ft/v+3t/7+f9vH/3737dr/tzf+6Hf/h///fH/bjf/d2//duf/dl//ddf/dX/9qc/+qO/7bf9tb/2037af/6nn8xP5iPzkfnH/GO+Md+YX8wv5hPzifnD/GG+MF+YH8wP5gPzgfm//F++L9+X38vv5fPyefm7/F2+Ll+Xn8vP5ePycfm3/Fu+Ld+WX8uv5dPyafmz/D2+Hl+Pn8fP4+Px8fh3/Du+Hd+OX8ev49Px6fhz/Dm+HF+OH8eP48Px4fhv/De+G9+N38Zv47Px2fhr/DW+Gl+Nn8ZP46Px0fhn/DO+Gd+MX8Yv45Pxyfhj/DG+GF+MH8YP44Pxwfhf/C++F9+L38Xv4nPxufhb/C2+Fl+Ln8XP4mPxsfhX/Cu+Fd+KX8Wv4lPxqfhT/Cm+FF+KH8WP4kPxofhP/Ce+E9+J38Rv4jPxmfhL/CW+El+Jn8RP4iPxkfhH/J7P83n+zt/5Ol/n5/ycD/uw//qvj/Nxvuu7fuu3Puuz/uqvvuqr/s2/+amf+qiP+jbf5tf8mk/zaf7pn32yPlmPrEfWH+uP9cZ6Y32xvlhPrCfWD+uH9cJ6YX2wPlgPrAfW/+p/9b56X32vvlfPq+fV7+p39bp6XX2uPlePq8fV3+pv9bZ6W32tvlZPq6fVz+pn9bJ6WX2sPlYPq4fVv+pf9a56V32rvlXPqmfVr+pX9ap6VX2qHlV/qj/Vm+pN9aX6Uj2pnlQ/qh/Vi+pF9aH6UD2oHlT/qf/Ue+o99Z36Tj2nnlO/qd/Ua+o19Zn6TD2mHlN/qb/UW+ot9ZX6Sj2lnlI/qZ/US+ol9ZH6SD2kHlL/qH/UO+od9Y36Rj2jnlG/qF/UK+oV9Yn6RP1Zf9Yj6hH1h/pDvaHeUF+oL9QT6gn1g/pBvaBeUB+oD9QD6gH1f/o/vZ/eT9+n79Pz6fn0e/o9vZ5eT5+nz9Pj6fH0d/o7vZ3eTl+nr9PT6Rf0CnoFfYI+QY+gR9Af6A/0BnoDfYG+QE+gJ9AP6Af0AnoBfYA+QA+gB9CX9WV9s2/2zJ7ZL/tlr+yVfbJP9sge2R/7Y2/sjf3f/73f+33f9z3Pa+Iz8Zl4TDwm/hJ/ibfEW+Ir8ZV4SjwlfhI/iZfES+Ij8ZF4SDwk/hH/iHfEO+Ib8Y14RjwjfhG/iFfEK+IT8Yn4M/6MR8Qj4g/xh3hDvCG+EF+IJ8QT4gfxgvhAfCAeEA+I/8P/4f3wfvg+fB+eD8+H38Pv4fXwevg8fB4eD4+Hv8Pf4e3wdvg6fB2eDk+Hn8PP4eXwcvg4fBweDg+Hf8O/4d3wbvg2fBueDc+GX8Ov4dXwDXgGvAI+AY/z935sN7b/2n3tvvZee6+d185r37Xv2nXtuvZce64d145rv7Xf2m3ttvZae62d1k5rn7XP2mXtsvZYe6wd1g5rf7W/2l3trvZWe6ud1c5qX7Wv2lXtqvZUe6od1Y5qP7Wf2k3tpvZSe6md1E5qH7WP2kXtovZQe6gd1A5q/7R/2j3tnvZOe6ed085p37Rv2jXtmvZMe6Yd045pv7Rf2i3tlvZKe6Wd0k5pn7RP2iXtkvZIe6Qd0g5pf7Q/2h3tjvZGe6Od0c5oX7Qv2hXtivZEe6L9bD/bEemu9FZ6K52Vzkpfpa/SVemq9FR6Kh2Vjko/pZ/STemm9FJ6KZ2UTkofpY/SRemi9FB6KB2UDkr/pH/SPeme9E56J52TzknfpG/SNema9Ex6Jh2Tjkm/pF/SLel89D36HF2ODkd/o4/Rxehi9DB6GB2MDkb/on/Rvehe9C56F52LzkXfom/Rteha9Cx6Fh2LjkW/ol/RrehW9Cp6FZ2KTkWfok/RpehS9Ch6FB2KDkV/orPQV+gpdBS6CD2E/kH3oHvQO+gddA46B32DvkHXoGvQM+gZdAw6Bv2CfkG3oFvQK+gVdAo6BX2CPkGXoEvQI+gRdAg6BP2Bfuu2TuuzXtSJ+k/36T2dp/P0nb7TdbpOz+k5HdZh/dVfHafjdFd39VZvdVZn9VVfdVVX9ZuO6ja9ptN0mn7qZ54sT5Yjy5Hlx/JjubHcWF4sL5YTy4nlw/JhubBcWB4sD5YDy0nlo/JRuahcVB4qD5WDykHln/JPuafcU94p75Rzyjnlm/JNuaZcU54pz5RjyjHll/JLuaXcUl4pr5RTyinlk/JJuaRcUh4pj5RDyiHlj/JHuaPcUd4ob5QzyrnkW/ItuZZcS54lz5JjybHkV/IruZXcSl4lr5JTyankU/IpuZRcSh4lj5JDyaHkT/InuZPcSd4kb5IzyZnkS/IluZJcSZ4kT5IjyZHkR/IjuZHcSF4kL5ITySnkE/IJuYRcQh4hj5BDyCHkD/IHuYPcQd4gb5AzyBnkC/IFuYJcQZ4gT5AjyBHkB/IDuYHcQF4gL5ATyAnkA/IBuYBcQB4gD5ADyAHkZXlZ3sybOTNn5ss8mSNzY/7nfc7nfL7neY7ndl7ndD7ncy7ncl7MizkxJ+bDfJjHeZwLc2EezIM5MAfmv/yX+3Jf3st7OS/n5bt8l+tyXZ7Lczmcw/mbvzkux+Vu7uZt3uZszuZrvuYqnsSROBI/4kfciBvxH/9xH/fxHu9xHufxHd9xHdfxHM9xHMfxG79xG7fxGq9xGqfxGZ9xGZfxIl7EiTgRH+JDPMZjXIgL8SAexIE4EP/hP9yH+/Ae3sN5OA/f4Ttch+vwHJ7DYRzGX/zFcTgOd3EXb/EWZ3EWX/EVV3EVv+E3PMVTHMVR3Ibb8Bpew2k4DT/x8052J7uR3cjuY/ex29ht7C52F7uJ3cTuYfewW9gt7A52B7uB3cDuX/ev29ft6+5197p53btuXbeuO9ed68Z147pv3bduW7etu9Zd66Z107pn3bNuWbesO9Yd64Z1w7pf3a9uV7eru9Xd6mZ1s7pX3atuVbeqO9Wd6kZ1o7pP3aduU7epu9Rd6iZ1k7pH3aNuUbeoO9Qd6gZ1g7o/3Z9uT7enu9Pd6eZ0c7o33ZtuTbemO9Od6cZ0Y7ov3ZduS7elu9Jd6aZ0U7on3ZNuSbekO9Id6YZ0Q7of3Y9uR7eju9Hd6GZ0M7oX3YtuRbeiO9Gd6D67z25EN6L70H3oNnQbugvdhW5CN6F70D3oFnQLugPdgW5Ad4AbwN28mbfyTt7JG3nLd/EO3sAbeP/u3+27fXfv7t28m3fv7t2tu3V37s7d8A3f7/3euLu9WTuXjcu2Zdeya9m0bFl2LPuV7cpmZa+yVdmp7FQ2KhuVfco+ZZuyTdml7FI2KZuUPcoeZYuyRdmh7FA2KBuU/cnuZHOyNdmZ7Ew2JvuSbcm2ZFeyK9mUbEr2JHuSLcmWZEeyI9mQbEj2I/uR7ch2ZDeyG9mMbEV2IvvMRmQjsg/Zh2xDtiG7kF3IJmQTsgfZg2xBtiA7kB3IBmQDsv/Yf2w/Nh97j53HxmPjse/YdWw6thw7jv3GdmP7dm/XNm3PtmzLdtEu2kSbaA/toR3bsS20hXbQDtpAG2j/7J/ts312z97ZuppWPaueVcuqYdWv6lY1q5pVvaomVY+qR9WialF1qDpUDaoGVX+qP9Weak91p7pTzanmVG+qN9Waak11pvpSbamWU8ep39Ruajb1mnpMLaYGU3+pu9Rcai11lnpKLaWGUj+pm9RMaiL1kFpIHaQOUgOpgdQ/6h+1j9pH3aPuUfOoedQ76h21jlpHnaPOUeOocdQ36ho1jXpGLaOWUceoY9RmtVkNo4ZRv6hf1C5qF3WLukXNomZRr6hX1CpqFXWKGkL9oH5QO6gd1A3qBjWDmkG9oF5QK6gV1AnqBDWCGkF9oD5QG6gN1AXqAjWBmkA9oB5QC6gF1AHqADWAGkBdVpfVzbpZM2tmvayXtbJW1sk6WSNrZH2sjfVf/7Vf+3Vf9zVf8/Ve77Ve63Ve5zVe4/Vd37Vd23Vd1zVd0/Vcz7Vcy3WxLtbEmlgP62Ed13EtrIV1sA7WwBpY/+pf7at9dY9mRa+iV9GqaFV0KjoVjYpGRZ+iT9GmaFN0KboUTYomRY+iR9GiaFF0KDoUDYoGRX+iP9GeaE90J7oTzYnmRG+iN9GaaE10JjoTjYnGRF+iL9GWaEt0JboSTYmeREuiJdGR6Eg0JBoS/Yh+RDuiHdGN6EY0I5oRvYheRCuiFdGJ6ET0GX1GI6IR0YfoQ7Qh2hBdiC5EE6IJ0YPoQbQgWhAdiA5EA6IB0X/oP7Qf2g/dh+5D86GV0EnoJDQS2ghdhB5CC6GB0D/oH7QP2gZdg55By6Bl0DFoGPQLGgV9gj5Bm6BN0CXoEjQJmgQ9gh5Bi6BF0CHoEDQIGgT9gf5Ae6A90B1oDvQGegOtgdZAZ6Az0BhoDPQF+gJtgbZAV6Ar0BRoCvQEegItgZZAR6Af0A7onuZpnc7pm7ZpIj2kh3RMB2kgDaR/dI/m0S3N0ip9o1HaRtvo2kxsHjYHm4HNvuZe863Z1lxrpjXTmmfNs2ZZs6w51hxrhjXDml/Nr2ZXs6u51dxqZjWzmlfNq2ZVM6r51GxqLjWXmknNpOZR86hZ1CxqDjWHmkHNoOZP86fZ0+xp7jR3mjnNnOZNM575zjxlljJDmZ/MTWYms5I5yXxkNjITmYfMQWYg84/Zx+xj7jH3mHnMPOYd845Zx6xjzjHnmHHMOOYb843ZxmxjrjHXmGnMNOYZ84xZxixjjjHHmM1msxnGDGN+Mb+YXcwu5hZzi5nFzGJeMa+YVcwq5hRzOqNzbabJyWRkMjL5mHxLtiXTkmfJrWRWsim5lNxJ5iRrkjPJmORL8iXZkmxJriRXkinJlORJ8iRZkixJjiRHkiHJkORH8iPZkexIbiQ3khnJjORF8iJZkaxITiQnks/kMxmRjEg+JB+SDcmG5EJyIZmQTEgeJA+SBckrZBUyCvmEHEIGIWuQM8gXZAuyA7mBXEAmIAuQA5A7qHTN3wZAECBTEXkACCjzGaQYxkEMAiEYRgGnHxSABQgKDhIERhhdAByCBQAASAAAgw4ACEMAABiBQCIotz0CogYWsCCwIrKgMgJMNHVWfndWX15+d3d/d393Xn9ed193flZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWlA8DCyoCKgMrIgsKAgoCCiMCIwoiCgMKIyIrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrUcXCQNDCQFJQ0MLC0sLSwlDSUMJSwtBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAYKQfUtyl2K90z4sEkKH5T2ooxHa8hlzukj/7gReeTM182PYaWwF+Bvgf3O0MMOPy2oODbleRpGUp+87WIL8y9bMdS/YyW2FH4WXPeSJqiAl7SIe/+uGtTP7hmOt/4JZFr5/4beufGuHhl9uqb9xWHGjhX+DjrfvL8lVdT6/Z8THcd8X4j5z2A9j+8THntN/DuDX55Yhz+nMSDqmdC+8ba/cs6YfdQS+qgezCy24AP3Pzx7+/ylRynpoLakVEwEZC1vGCuRhfZUVh23jvLP7smxfrR+/5ylCAKTs0ogCCNIAwhPEBH0MYWuON70x5gVpYlzuHB2gO4QqtEtT3Qbwld/mtcvGespwdzunAb2W0BuxsdyJf+89rbtpS0nJ94mzwkhLOBv/cMOW7BJfYG/6l8g1xX2A62zoEBpsmlSWuDNyiqOew9Tg7211VSOpmYgFSCnyi6sWF5YXljaOs44TnjOGJgsrKysrKysrKyq5PKUoAEgAQgICAgICAgIAssBEgAAAgAQABCAgICAgICAgICAgICMjyALB4iReWYLtQ6mESD9MbFxkFwJyW7WKkYpR0nLEYURBRGFAYEVlZWVlZWVk5vd1dT7kngwRACAhAQECWl2ABDItsB8lkFmARwa2mrOdsn8GexxHesfKk3UDucLlp8S4jFKF2ZU7vnMVPpuJZjx88xz+fr+/d7885v3HxFW565dlu3Uv7J98rDbvcbnjIlrwWfrUJ6RvfGekUkbz9EuuwZ2yLb1pKk3z6BthfRNNxDK2HD6Hn/PxhXnnrXn/Or0/eOaXtbQgHgjCpOGpxY37TUV0TeO6et7tb6SCDpDVShnZ43kSkzQ8cwHxD3gQuJWV3dfXHeWqoc7lj+uEoqSCgMCIwoiDrQ8DiU48VLSUlbSlpKSsrKysr44DNg66/QEtJ+ZglUCkm2lLzb/xeKgEPvrOS2v7e/N6d15/X3V/5p1THNHycdIUZIzxGnlUku2uwRj+SSeouzDPf3P+F91aBvyKEUb2etBv5F8EipdVm29YGgTddD2UHUJmdzJXsiACo1kI83gcMJzJbl7N/O3kwahg52Xtaavpa9xDLydacESwQ4B/xPygvC3DDUf5tB77Weh/C9AEPdNBgvgn8ZRy1vIk4Ss5vax4Mjv1PTY5S5IPn+Pf270AHP80fsPv9sA2nEy83ZKZ1Jhe4uL1TPDR+YffB41Lbd/H9honFO8cFT6XyGfHHtnD5tq7L2h/aamaC51KU4d0f5TWOqhbniVhSz7XXJk4xA5fyjwH+3L2cowqFngVNL67rIz3GB98rH+Bgp/3OUV0THL9fZa8DHvS0XZOF2cAf48KF2OLH1lub7AIB2GZnXevwJJ89jmqr5G7T/somIbzV8dPIyD1CVkdyuXP44xPpZc7xj4tjK8LVC/jjEM52ysbCrr/eeNR3QcT54px1CTGXOGGfyL4WxxwPYIfXXz/5tN4rOfqLqecGhsfMQeSmxVcc+v5Juym/faDXWdbndjY4SL2bX/1dKIn4SdtvcnF/SHNhfYiZ22J5Qpb5skpbQWttJfWP/VetnorPbrtx8RS3lTov+cfsouQL7ZOR3cTvUZwDmdOf09XXd148hBUKNhxlRX36YfmefEDQt/ur4beAba7f3wcULXRLLxtvEZ13ZnniblDL549sS9//vb9uhiPMsSJTEEWX9YGt9p9pI+yPfSK/7/kW5HPqj0ybqct644L6PN24dhjaTWHiePrD+2ew/n5+5q/We/q3fm3tSb2KDu45e15P22sPiVfpwXRnz+tte8lew1R4WO+k83ptL9mj6nUF4516W9qzt3okvaoH95y9Xq/tIXtVPbjHnr0moaq8+hsM0e39Miqp0yJNiHWR7A2VNNMoSs6aPGq8HaQ8TSEdVxyXtsRHNOiUWQe7EOU7Tro+17v9c78zujc1uxEqWHOxiv9dS2v5+o/uDX3UKrScxkvjafl3+nKtCrF+yTfbvczUj1421mBm9tvYbLq5zsy2Or/a2u3kS9OdmVrvbKaRzyztfDbM1GeeFkGbNZj5Mujdb6tTtkP7q9GIKF/tiGZpsrWB2nHN1dxrU7sum+WojdkmfTvOaKKW7+Zw87SI20Qcxc2yNQ6ukmZyWf1rL3dGk7nwMxqLS43o5mlHt5HGdfNrgzfdOo1IE1ntXMqO9KT/fDRHI9tldiOZk2xrGlZD1jzlbqUOjwpB1WVs230oW76AzTOYXB3N5q0l7TyuY9r7dR2rtFiJa9iyAFG+sw1koY5vT9RGN+QNhvPTMnmWxsmb1z555k2UN9NKeZaGypvDVnlu8eH3xi/afs/0Tb43prn4XC3GN6MB+RztyTe1kfnM7cw3q9H+LO32N/87JQtSV/0hNezPf2v/+U0AmLUCIHd2V/W0uwBubSxAqewFyPC/8f51QYC+QQEtfEkRC4GbHhBuiUBOt85k8+QWCgyWkQJXmwUSbtdAwkwbaHG7kLrUyQP/dhCUm0JAahlBTuMIUocVxLy2FUiaV7D/tQXU89SCgGYXBI/wI7YMK9BaZGDXKINUuwxGmmkA6nyDPJ2BEGrbQqDBCz5tXkihIQwj2cJA0kCGWBsZ4mAckDxazUDscIbgnM+Q9lsb7g1Myg0OfTHAoaJDcLY4GLkBNcyhpwsdcoUNGjR2WBJEmmY7+LTiIdSoh2xa+tCUsQ/msfUkQiMgknZA5GgWRKrdEFHTIRzticjTpIhROyOgpkbkYVU4ikHj4HaSQ4wnR9ie2DGfpdl9dZt42LA5SZnBMQ2g0TQJwa0hScwIs22yoUbpTSuXkAG1u3UyyES/28InZRgX7ZhINGVipzUTlAZNpNo0EWnWRDCXTZjZzBmPfgtf1LC62kVDJ4qC1cDKD4YYEGMNjZ7wDwOWletggH0Om2gARWKYJ1BWpiUUPpm4ARKYiuCYtIoC1TAK1dxJcQnYjGMgM9XOX3bFzRSFq0WiS1htMsMja7ifwuezN8VYxvByc9mVWyoKV8t/F2E1sg2PVhjwsSRHV7ldFRIRTUVQNG0VgasBwpcCubeCoquk9kwVaHubmEEb94UxzBMD0EqkM4Njs2Pkdc/IrUkjFK0aucjNX+kNo50jmjJ15J5dsknHjzTtHwloAkmqRSSRRpGY06bmaCwJTHtJaLH6W7i5Y4dpjShhlh0lFG47fXPtPPU4DbSv5AHjSoLDv/gSGv3ivcMWKdw6ugQ94PgZxcU0zu4SF0PdYHLShIPqZcCVZpgM5AoGXJOhPSYLOsyk1k6TRLfcHpjhNOFk17iVVvtWQpq4MoQWqrB2BC/U9SsKjWHRaO52q/NYitrMEmo2y0YrWpBGteS1qyXU2JZGm1xMzZ5VYpGVLhEy1CWu1ruEZMBLy1z4VTrpJVmzXUGvU19uWvvC6dbgH7+sgMGRITBCrYOZGgiTj2V4DdZyNYzfta2u3HwSrZthNXZmau9MEncZ5MUOGu3EiAdm5mkNDR6No8m1jyZXJtIkLaax04CapHA/QuqkmuuzbmU0ZWoNoqytuQ5ATdcKG4nG2ih3r83XZJs4Da22uRpuU0oLdDJlhM5wsP4yTBmnkyj7dBot1jFqtE5Cu92wOmZnpIU7OdvqGEM37yBp9g417TODH7IyhkZZnMqmUTyRNvJoiLta1dU85TLlFOh1TU/WoJ5cZwn5AUs0tGdEtvYM2cJdjNb3ZDTARzbXJB/h2uMzEO0JCyJZ64OXwT5azN0vVYf80NW+W/IMDfyxtPFnPi1aV1yyBghLBgFphBWihVaGAsHJViBdA4ImbQjKw+q7WAvaGbRqdtCo5UFAc4SCtEgo1CihdnO1M2Ws0CFIC1i0NWIIRzuG1Dp+ZLjbHOMlSMcN+XDf0B2ZptSkiCuHgHXo0GjsAqRcSLuNpma00WGsoW/bohlHKL/2HBVNOjIfa9RiNPKoaedRLixnhl6XH8Eaf0QrS9CwNQop1i6ktqyMp4aWIjHIWCTq7G4LnZVUallSTOOS4sH+/fDL3KQcWZzUUOOwoWMBaInSOg1TGsk2JTJaqxQog5Xi0vWUdMXSTdOWKi1dIhq7FNMCptjZEYDXJqZEs5gqaSWTg6yhTJp2M9GA26XWaklTWMY0mdz4/Vdbe2QT2O5skngTnJZnhRNuvF1O+65RT+uc5Brr1FKYaWJYmu/k0oKnWe2XRtayp5DGPTW216Jac594tPiJagBUKG2AOi00CQpGC6HYZCRUSrzZUHTYLH3GQ803J2rToiiaHnS5jJ9tjLKamVG7ya2O6nmFum2PqrdTpP4sk+qVcVIozpVqJmux1FtGS7WaMRXVkqkh4k5Vt03hqwGr7B3T5qlNmT11r+U4ARpCtbSFqlfTqFKtoxqZ0ELPuTQz19PMaptMJVULqlKcj6jSh5l5M6VqX+OqZt2+KuBOrEo3uiohst1VeqkKXuurKnKM1ZfnGPZl/UamqONyq+ZY462yZb+VGnmLrnoihm92Xf3jLr2a1TKv2xJs8lW6BVjaRmAd2SasZP9nYe0jZj0Zh/WtbTGWBNRcrMGKsZBTGpMV1p6ssHlZRi3MSqQraOE94pudRbQ8K7e8lzh2u11azjNNa3bW+NIbqwXcXq1xm6+FtQVboXo0Ymu6O7bKfMVYTJy1laT7tvLPzswG5fiLt5hl+laLe0HQ9NTGcKnJHq4VzeNKRgu5KgcayQWrO7kM3+JumhaAm7GQWTeni6EpbVGXqlFdV0u7omwd2h/q3i5ck7toYhsvrSleQK3xGjjWMjdKap+XkEz0MuvG8ViN9qo8dnvlfq9HS2nJF0hjvmj08kohB9Y23QEXUbLw69wGf1XZ1dFCCRh8ZPmXf1vAYmkOWMgPLQID7SgwpmaCZS0F82gsWGJvu9LR+WA/LQjjNihsDd6+sHp27i4rw1iMuDssiowOo53CMWFNN22MmCj3iJ2yQeyIAIex6qJbcfA8sWTdKUZjy1hrHDv+2lVTyH52E1m3iWSBLSZbN5oM2oayPC/bxfyWlFV0h5XRXj4L6SaVFRy5qqxOq7a5bMqzy5oytewgpPl32NbcCrN9zTGbySq3UUDaUWb/xpqN226W9G6+mX4XJNuIs3m36exhb9YZtmVnilqONjUeLdx+tMTrnLTWS88yekPSSP2Y3Ub+iVlL06ahsWn9EqG9aUJ+J8y1Z3savXNHqDXboRbQLLW0zJap9V9D3fap1TVX7b3FauVGq4GyG9Yq7U1Xu+iEsdEAzlWz3+TNWxPVwrXmsCPX5MenFkfhzWu7+x2/Bmv/Gq2vGgfd4dV9N4oN2y62bTPZaGp379v4Fj019i11e98au58/bX9bDzYCTtLaAdf8rPJ+ezfB0Zk6Di67fXCCzYW7myAXaoVcTN5DgVetw8PvTLzgVuOFG47XtB3PLK+Y8519Z5AblNdsU97vJ+/VbO+e3nOH78Wna6X/sE3he84avvLDLnlzciv/DGXo36z3f+JOESRqjSC8QYLZ9glGuWTg/7dSEG20YKLRiPHbkFi3TtHcWMVEexX3N1mR4u48PyZvxGLg7FhUN2vxaNli/MYtptu6GDd30dHixfwNYBy3gRFuBmMe9tUdTgECt+WxKca/8Y+fcXH4eloECbLypPk6Ve5mQqpuhMwNuYtD79WQuufOh8S0IHLgt1VSd15lbq+K7QZsYtuweT6ch2pq2LbNz8zbzDl7PMBptMZu3UgbbyZtbqtp0w2nrdpOa92C4ATutzXdFIzerGBly4Ivd1WS6I11qLit5gY3n8XB9wYId9sjTGqScO7e00hHEwMV73ricAOKw+0pzjSpON2qYj/RrVFWa4oy5fMmo3tnKadhmfJgYbOUV/iuEEHAExejoKOVyu6GKpvyHQxm2PJx9i5cnhu5/DZ2s5fl3LzMtXWKCcSdtxy9muesdLWdzlVTnU32KJY423nbzDMEw2ox4ZmiLXouGz7qWR8w5sm0531Ln8eNfabCZZbx5j/HLYDO1/0pO5ug4c2C1mwZ9Kmh0PG2Qsd7N05a66GBGxA9+C7ENV9a2oJpfiOmc9oNn82SmzVNaJZNt5TJ+3ZT01G2Nl1ja4n57U9HWk1QH352bmZg09chdAO7vEns01axExvGnjN2aLOp7IitZedpPHvdfnazTrZmiDcNx1xsTrvC7mq3NbM92tL2ZWPbKeOS1bL57WUL3HPPDdrUNrmDm+WuxCvdfxnGXgvb6r5srntf693DDXjf9oZ3mnI3lq16Lxv2nrNt73EZROy39p2ywe/Ub6XrddsmwCfICngt92SgySntglebafCXcpvT6NlY+KnZC79r8+FpM/BOHdvy9awLRu7JqLVje5vizXZcPAIrlsU1N57b+nhyA+Rj2yAf1/7O2FXyTBsmj7VNPsNT5ZOulW8o7l3NYsvlLeyE+VmL5tNGzTvbNR+zmfOzhtIjPvQ+qWOQj0dz75Etvqd3v8mmG/DZzcAnW4Kfc67Esm340ObhD3Swsbwb8NfHt63FZ9bZ+BGvyDf+euIj0Zb8ZnPyv7vfrOnAfHQb85XNzL/OnTSyw/PjtufnNj//y/HobeehdvKIWqPvHxCMZuMN0s8MWlLxzfLZp88IWGNarW0W67vEUP3Z6trkxYbtU9u2D+ap+zHbXF+PDd6HbPM+X7v44/byexvXH9m+/nHsJLLF/ZKN7gfa3Z+/e7Fpl/hjGuMv2B7/qz3+7DG5hf6BM9JfpXab/fsvUGfL/e8a8j+vpgDospsyoDvZmgGJzDRoQPfOpgFd3REAaegAXd1sHaA3srCdDOzRdIWmD9CJ3UBAZ7kAMXGuPvY1D71n0kJWERAdfzOPQPdaSKC7ZSSB7q4CLsAW9UjoT2xCgS7JigLdzFEFurXDBXTYIqXwE8TzAYTLqytjy15aoKtmcoHufjvf4EYh0ylaji+DszLFQNfJGgP92QUApRMN6KSVBnROQw3oqt0GdKymGzCNhdYb6FoDDhwgFxZ+QNiavxQBsJNUd2MhAUHH1paiBMB4VbkbaxXohkmEE2TbyM7FzdoEaJ46BMA8+TaQqRtkEpEH11RV3L17FOjG0YMPskvIzl/wiK2r13KDK4fmHVs3EyUAh6mDdt/q4v/c9Lpw99D9FQxmezBRA+C+VLOb7bGrdsC5gwqa20V4Dwcl1+Xrk26AO/tP92OFEmAqvR2j7Z5r8mrdftxwBdo60dz4ZER139ZEBc1NI4hutjaT0oFDBK28H2C29y5VAOxC1W1Oj1A1jA7O5XNjByKjY4Rr8r84Hj4YFxpyppy5kXjaoHA7bWs0ILYjaP4tCCxqM36W4w0aDgfAjxODd9m9sEFn4dwXEkPfCJfXjgvG4dMgBb/bpbjmagHx5m8/cj8vxFyhYu5y7G9MuXqq4CyIB9SX3+SwpULuv0VVoDFTgRgnqAtkk0Fz6Mgba2d2EkefJufV1qYB8F1Kim8jVFVzz4NiWKQOyLdlK5BVOQB3i6bEr+Y/inYfigLRONgd+E5QJRrTEQLD/elEthg7gNyKQzjLMwO04/wIbfZbALvJifg2vwYapzgQw+D3QHaBN4Gs/TFwOKZcXGC+zeBw6h2Xja1+kTN7cDJMO/LO1aa1BbALn4hvUWugcd4DMQzp6NwtgAMc643ni+tKNdk0y/aWt9LbO1qNoG/tcM0so0ejz4JwRMqzxoWwj+5cfN63/IKNjqebdLXIYFNMojjW/Z0WRNQTXfEG0oJZZ8Z+E/MUbXQzVSNkz0SdCENo547zCd6KeVqnud/TAlk9UYc36AqG2wybTExItMjNtN9OpOevkGCpnW9NzEzL8mHbfNdsazPJGQYdSgAkkSEiIyQlJicoKSorLC0uLzAxMjM0NTY3ODk6Ozw9Pj9AQUJDREVGR0hJSktMTU5PUFFSU1RVVldYWVpbXF1eX2BhYmNkZWZnaGlqa2xtbm9wcXJzdHV2d3h5ent8fX5/gIGCg4SFhoeIiYqLjI2Oj5CRkpOUlZaXmJmam5ydnp+goaKjpKWmp6ipqqusra6vsLGys7S1tre4ubq7vL2+v8DBwsPExcbHyMnKy8zNzs/Q0dLT1NXW19jZ2tvc3d7f4OHi4+Tl5ufo6err7O3u7/Dx8vP09fb3+Pn6+/z9/v8ABAECAwQFBgcICQoLDA0ODxAREhMUFRYXGBkaGxwdHh8gISIjJCUmJygpKissLS4vMDEyMzQ1Njc4OTo7PD0+P0BBQkNERUZHSElKS0xNTk9QUVJTVFVWV1hZWltcXV5fYGFiY2RlZmdoaWprbG1ub3BxcnN0dXZ3eHl6e3x9fn+AgYKDhIWGh4iJiouMjY6PkJGSk5SVlpeYmZqbnJ2en6ChoqOkpaanqKmqq6ytrq+wsbKztLW2t7i5uru8vb6/wMHCw8TFxsfIycrLzM3Oz9DR0tPU1dbX2Nna29zd3t/g4eLj5OXm5+jp6uvs7e7v8PHy8/T19vf4+fr7/P3+/wAFAQIDBAUGBwgJCgsMDQ4PEBESExQVFhcYGRobHB0eHyAhIiMkJSYnKCkqKywtLi8wMTIzNDU2Nzg5Ojs8PT4/QEFCQ0RFRkdISUpLTE1OT1BRUlNUVVZXWFlaW1xdXl9gYWJjZGVmZ2hpamtsbW5vcHFyc3R1dnd4eXp7fH1+f4CBgoOEhYaHiImKi4yNjo+QkZKTlJWWl5iZmpucnZ6foKGio6SlpqeoqaqrrK2ur7CxsrO0tba3uLm6u7y9vr/AwcLDxMXGx8jJysvMzc7P0NHS09TV1tfY2drb3N3e3+Dh4uPk5ebn6Onq6+zt7u/w8fLz9PX29/j5+vv8/f7/AAYBAgMEBQYHCAkKCwwNDg8QERITFBUWFxgZGhscHR4fICEiIyQlJicoKSorLC0uLzAxMjM0NTY3ODk6Ozw9Pj9AQUJDREVGR0hJSktMTU5PUFFSU1RVVldYWVpbXF1eX2BhYmNkZWZnaGlqa2xtbm9wcXJzdHV2d3h5ent8fX5/gIGCg4SFhoeIiYqLjI2Oj5CRkpOUlZaXmJmam5ydnp+goaKjpKWmp6ipqqusra6vsLGys7S1tre4ubq7vL2+v8DBwsPExcbHyMnKy8zNzs/Q0dLT1NXW19jZ2tvc3d7f4OHi4+Tl5ufo6err7O3u7/Dx8vP09fb3+Pn6+/z9/v8ABwECAwQFBgcICQoLDA0ODxAREhMUFRYXGBkaGxwdHh8gISIjJCUmJygpKissLS4vMDEyMzQ1Njc4OTo7PD0+P0BBQkNERUZHSElKS0xNTk9QUVJTVFVWV1hZWltcXV5fYGFiY2RlZmdoaWprbG1ub3BxcnN0dXZ3eHl6e3x9fn+AgYKDhIWGh4iJiouMjY6PkJGSk5SVlpeYmZqbnJ2en6ChoqOkpaanqKmqq6ytrq+wsbKztLW2t7i5uru8vb6/wMHCw8TFxsfIycrLzM3Oz9DR0tPU1dbX2Nna29zd3t/g4eLj5OXm5+jp6uvs7e7v8PHy8/T19vf4+fr7/P3+/wAIAQIDBAUGBwgJCgsMDQ4PEBESExQVFhcYGRobHB0eHyAhIiMkJSYnKCkqKywtLi8wMTIzNDU2Nzg5Ojs8PT4/QEFCQ0RFRkdISUpLTE1OT1BRUlNUVVZXWFlaW1xdXl9gYWJjZGVmZ2hpamtsbW5vcHFyc3R1dnd4eXp7fH1+f4CBgoOEhYaHiImKi4yNjo+QkZKTlJWWl5iZmpucnZ6foKGio6SlpqeoqaqrrK2ur7CxsrO0tba3uLm6u7y9vr/AwcLDxMXGx8jJysvMzc7P0NHS09TV1tfY2drb3N3e3+Dh4uPk5ebn6Onq6+zt7u/w8fLz9PX29/j5+vv8/f7/AAkBAgMEBQYHCAkKCwwNDg8QERITFBUWFxgZGhscHR4fICEiIyQlJicoKSorLC0uLzAxMjM0NTY3ODk6Ozw9Pj9AQUJDREVGR0hJSktMTU5PUFFSU1RVVldYWVpbXF1eX2BhYmNkZWZnaGlqa2xtbm9wcXJzdHV2d3h5ent8fX5/gIGCg4SFhoeIiYqLjI2Oj5CRkpOUlZaXmJmam5ydnp+goaKjpKWmp6ipqqusra6vsLGys7S1tre4ubq7vL2+v8DBwsPExcbHyMnKy8zNzs/Q0dLT1NXW19jZ2tvc3d7f4OHi4+Tl5ufo6err7O3u7/Dx8vP09fb3+Pn6+/z9/v8ACgECAwQFBgcICQoLDA0ODxAREhMUFRYXGBkaGxwdHh8gISIjJCUmJygpKissLS4vMDEyMzQ1Njc4OTo7PD0+P0BBQkNERUZHSElKS0xNTk9QUVJTVFVWV1hZWltcXV5fYGFiY2RlZmdoaWprbG1ub3BxcnN0dXZ3eHl6e3x9fn+AgYKDhIWGh4iJiouMjY6PkJGSk5SVlpeYmZqbnJ2en6ChoqOkpaanqKmqq6ytrq+wsbKztLW2t7i5uru8vb6/wMHCw8TFxsfIycrLzM3Oz9DR0tPU1dbX2Nna29zd3t/g4eLj5OXm5+jp6uvs7e7v8PHy8/T19vf4+fr7/P3+/wALAQIDBAUGBwgJCgsMDQ4PEBESExQVFhcYGRobHB0eHyAhIiMkJSYnKCkqKywtLi8wMTIzNDU2Nzg5Ojs8PT4/QEFCQ0RFRkdISUpLTE1OT1BRUlNUVVZXWFlaW1xdXl9gYWJjZGVmZ2hpamtsbW5vcHFyc3R1dnd4eXp7fH1+f4CBgoOEhYaHiImKi4yNjo+QkZKTlJWWl5iZmpucnZ6foKGio6SlpqeoqaqrrK2ur7CxsrO0tba3uLm6u7y9vr/AwcLDxMXGx8jJysvMzc7P0NHS09TV1tfY2drb3N3e3+Dh4uPk5ebn6Onq6+zt7u/w8fLz9PX29/j5+vv8/f7/AAwBAgMEBQYHCAkKCwwNDg8QERITFBUWFxgZGhscHR4fICEiIyQlJicoKYkKqATA/+O/ABTgAARgwH+heFWpsCoVVqXCrFSYlQqzUmFWKsxKhRnBu8T///8P//9OAAAA/f///1oAAAABAAAAKJMFAGhYEgAotS/9oGhYEgA00QNuPkQSEDIQAGwDAHhHFZQGXzQEMw1xnUfly6KnBkPGNUJDpLP6PzU/VICB0PuWJEHQ3AoQVEDIByYQBxAGEOSqzazS2E72inyN60hVPksadCQ4VTHgsY60ucKsoZMBR2iFwXRyIIexl8yONIPSkayTR8ho3RDrZB177HsS0w4dU0/aJ8Yy+XoSoykCIQW9CibXxiUos7ez4Wji+SHT5aqICp6bPhevKcgvSnczj054NfBaPJ8EMEvR5Vb4CWLJ/m6FNApisw/M4QeQK5L+hoOCT46pHtdrWyFE3mf5ovBDJabD+VoJhHzwvjCWtmoGmQqFpdI+RGnaiKICMeVlF0WzmcLHy8dwp1qsi6IC8WU1IErThlTah68nw73qArkA1jBYqoVu9RQz5WUX9sqKNtkNPKjjQST2Y6RbXVKVDWjRqRbryADQ0MmSPMaYyN3qKYZsprNXXSBHIQZ+7cz2reHMBXx6nW4biosS2aeMWJG97FQ4PxioSNDLYkpXvlBjOza9HAV4TkNgJ28gQWbitZudRAFo6lYyeXMjSvvVpd0AI728Bc0sBIpeVtJaQaxf+ULN3Xh2LJwRZypmejlDlVwBBj1Lzg/NVkmnMVndKnO6AipFNh+8fWs48zMn2Xobjdq+hTT4mZNsnHPS8Xg87uralaueOweOIdsMgcteXRKgywirzG6yxMPs2IwWwGfIvZ9IQepaoiWA1AirzM4sEFqPd4pP2p2EtcleESVzY97t7SBtaNwMgcs2LXraR4Eb9uMS1y166cMrVz13J5PN7WQ37Ds+Fo8fnngOHEP2Y+juRhJqsTNgIujCDJvpaoG3uw9gMMBXlwTYRkWlXTzF56mCMAcmujQ3wPEmSzxwTAyNpCombOn6kMOBGwEBQqon+eMhE36HO8jt1Ih7tJLw5U+kIDkp7UHaxmXlokCWJ2Ft8mrDBTcqKtUbm8FNi554gmGeARMBR2FCB+9kwqQFR8DA8/OKz4rpdMMQnoIpVcHMdErameSG59hq0LVulcSqTsWqTmPEFOlat0v9qcGrydDwqoKAH6DU/AVS1BgxRJ7KsBxbm/HY2mxbuXoqwzLkXyBN5RvMM+X64CVeNcXL/tTgn0kyxO+woHmcoqJXsOTpMcavATYVXfFnX1upj2+TV+TbaHIeJ4DTjys2fB4eufQY49gbrxku1oIROGCwoWA00TdAygSDDV0wAufv0ib82BuvGS7WmtLMp+j3EXv4BkiZvwfD8u/SJnwHVA9PjzEOOdLIF1Cu4FkdNKx+dfIGVU6DDC9yKdSn1qIsfLCtiCqsGKzVKXf0DPyzA5MPguNIwUpYejQZJI/m50I34TND9D4a6pAL2qOpzkbWiSqeCt8C8GkRSpeYTX0aZKPNp0F6Wfi0Dzy3PZlJWnya3uCQIp8pwsCjsT42bv3kBatHqyL8SSpSNzyCm2po/gmxf3qM8QDg039GTn2VjrF/YZeAQ9nY4FQGfW5e5tNjjI9IJOtz6rsAbIZcypXqJUvUPZ8Q3o9GbZ4KV58ljYdPh8CzYjz9plfrEqexadUA2VJJJzU3PxYQ35eH7E/vHF9Aa+Lj7Fj/M3KKx2Ze/teIQt4/fP3a5oUHk5Lh9Q6/WNo7fitmVhWcQAQCyOwjp7vAhKjzVSkIHgJR8qp/vZOWP4S4w/H2h2rfVxpUPGWC3DA55VXTTGihi/kioxvfW6VXqsmBGNrjVaVeaGEz/CI8xKa5P4Witvjz5FFzFn+xAD9J9krihJdPLd4DeN4IKVKLzoU3+lMxaflJiTJ+Kw980qFvqo1HlYB3XnR9VBN4imw5PvUGC6bQR1phBQz680ebRWK0fKohkM3KPwKgwtNwPHwOnCA+lSz4wHFcj8TW+2G1f1+rgptWDXilPbGgC7/cgk6oao5esRdqP4XCHdeiBAJ39Ax8WmHzwUu7THRXGJmiwexLxFMpwvpfSNbUCPfehUJibJmSk5qbvrYn77Yb+ra/Qf4lRofPjs34wctjbpD3bUXHz9dj7Wk/uPFbMfO7UEi0Y3H6VIqwvh5xLud1EYUXP0DgoGvmp1C441qUQAhSifn0GONz/XAmERJ+BY26LxQI9Bp6TAFF+iEiJi4Wf4hwZwfng7OQNoAW+WD6AA+kJ5q8k2D5wXS5jyho4IPrfpwWftGbsBLBN/qJTMxR9cGhdZM4AvgqGvQKuH1wapkO0R+N1UcEXzgG+BWr/LwwT7CS1h/RSBLm80hphGpAj1RBCIcrwi9cwqoq7IVzNAG98cM3n58ZPikD5Z+BmP1wAQOvrp+URLgLZQnwSi5mVFt+eMiPvfvDVTRfaXDDooOoJ67w+sBbUJ+2atGISPNPLzYr2hdrdn4Il8muY+TzVTrGfow4FPIu8QDg02P6nruNB8IdxqKnxxg/Liv1U0gZ7TuMRV+m8b6SgYkO5Mn2DUITrHAR0X1cMCh3PloVYVPko42qkPztRiowHBh6NNbHGmHdqNTT5tPKVG26Ee/YiG43wiIBc8Kn6Q0GWfJpj2i2RP0Ibbjn0z7w8Jr7UeClrlI/amFm5acfwYClMXwapBcDqk+DbDzcnxahlO7TygJSozqSDF/P60hHZBNEOtIZlg/jjlRXi7v7aKqzWbpcj4Y6dNT6aH4uXDWPJoNkikZHcmHiM4tkdKQdo8/DI/fPDkwS0pT2qVRWpj4KPqw6ki2Mr2DARKeSqfI4AZyKrujkDA/eJq/IT6jh8jV7ZDFMKbWvATa1YdR8QFbBftW7+hVc9wf+WelYPaaPU1T0OyxoBnOV9Cw8LTFIuboRscuPvfGa4WItGIETtWlWIAsODDY0inxlyQADGE0UVZNmOaLcqRaposhXYLChl4KCnSyp93dpE6I2zRaMwJFSgxl746XHGJ9JMsR3CCT3rSfJdyAlxpNghdKrCG/8HgxLzM3GbuUEaIaLVSALrpHLwxOBBO8IzDflBWJNacaEDtzv/BTtBh7UfR+xh3/bVEPRO6JbjUb4TS2tbmXp+H1+WL6TjrZTLVJ9A6TMJlBdAByLv0ubgIijkyX1XkUaZ7dyAvw9GJbvQMqzMDL3KsIbT48xPhYoEsjguE6roPCTJOpXsCTG02OMIoSE9vIUmq+EvPxyKtwzuAHgL0UZdHOV05OwQfmYqY9/9rX1J0IHv40m50FwnI8rNuyA6kFzwGen6Q7wgJKlkxFxWjgx0LeGdW/gVuhXvat8gx4kLHWy2JasjA8BpvU52cnkCh+CgyeMzQ+RxLXHFt7JQlEvbj+EEj4XtE4OMnxIDyREFTsV8IAnvQWgU+FyeEjTVcaPnKridqRT1ep8ZJcd31vQqWqVknY6Ve3tR/pCHVa+pIDKsg2dSsrRS4YgrHHXqXTd/luTOlXvBmHjJUOzftKN6PClk38mv6Mo6uSix5+8YOXToUcxDv0kFama56eTu1pfSCDonxD7qSs9/jNyCgUDJz+EQpB+1bv6oAjGlgTvdKoHbY/kBtB/Rk79C7sEL8vY1LXq7p5HUgXdKLxu5WpkuzagK0hS8aNROwiNig+mAtmveleJ9GK6lCjQD/xIPWWCHLvQt2JUNvD9U1Ot9+3V6Vupd6g5HbQk+1YrDUTgR/17kfj5qBLKLL/6lu0Q1E0Zv0CI9K1hXRxDj6rFxxdN55oSRpXyqWS2uZvOleWGO/aphqArUDuX3Wh3w1LjU88FHvjHls6FoX8hfqoUSLjxpxYPiGrrXD+GNAJ5ValJt7HOxUuDxIpXPXA04bd3Pc1VgXrVvHF/G9Z61b8XlFW9C3CqErh3dchwhvoCxxRLxxpwY4vv955AfS0fnnawXwl7CAI296veVbAcvSVO4y87F0x0V8iWSoLx3oilvXNSc0NXtxTjpBybeemFGkNGxoluMeZpP7h5WRERS3tHp4skU9jVx8zqLzsXsqWSZKIieszor6ogBcy4zoajCSxHb4nTeOapt04FkqUdtL2KbMFrEa5ShRWzexzwVIqwMtFdQYPDoJPNBgHjvYHq+8IPcN1w6V6YyITQuHP56UijO1dVYCBw5+IJEwKxFvQ7oHNVJr4ZAX4wE9LKvhfepeFGyffCvsUmbPvW7p6QZlzf0lV1S4zxw1DFb3BDH1zJ5Nbn4ocZmQTJcuhcRV7c8Kz8sAyet0bbD/bLIbRr7luqO0E+lHSu4rShm72+xdFu7PSuq8G3IUof/AXEzQzzxBVeh8wC6FsxKt+I9T44CkLQC6fe5bgKFyX4wQJwgwwvvrCThP42ytslKgHOHMAHL/GGbZFSM7ThztLubUXHTmpudETQdQZKo3g3qN72N8jeTdfPjs0oM0Rd0GSv7xiInApOXBDq4YeHA4ccccxrLX5b0bGOBAxdrAx5M6fUy9hm9aLIPe0HNykYuT6VxITD99bJZoPoYSh/rQruIICsp1KENRivj5nVOWWdneyK5wEQx59C4W71q/OLI0iy2QDqMliVSakyXUGSCvMLsy6UO+WqkrhDXS61FmVxYRLcMvDYlYYkXvWu7jAWwVqdvsRIAiXjQ9equ0vDbe06Rj4Egih7lmhtmldd32EsAnrqBkaxqBIA6Vejc2ZnRDqQJ5tNArQ+Z8BT0EfRz47NEDMi1o3eThyYstPJXa2iwt2IUkjMhUs34mxx4LaTgVzEEXUyjIsHDJ0KCyfWYwCdCssUCBvdiJcEY2o/eumt7EcI/sQOHfQjNE2sJ4OdSkqmC02nggKj1TsVLYksuqxT1RZd9qNQFw2M/cjGqNgiln5Um5plIrZT/YoQi0TRkWKizOjsVMJZspxE6OSdf3HbkeoUxWBsdiS706zcuk4e6iyl7Ugg7sRkZXQk0MsunU5mcGZG1clqaFqKSZ2MiDO2c+5ItjAkiJX44KXdoM7AzoajieeHjy73qyQIafm5eZlBFsbdDWzEBCQzr4V0KICaVJeLgSZYLv1dDBEooP09sCUTICa0/W2U16dHW48rzqxwifNZ0nj8XNHrcFuABFpuvS8Ppj4KCn6f9KveVSk1mCkvEFHkq6iaNK8UP6LIV16loFGbZl9WXUoN5mtWQ68ivFEgCw4sVTXslXjKC8QCLEa61WiEsrMm3cCDOrEfFt3K0rEMCrhTLVKNLSHpVk6AO550sqQe2cyAXkV4Iwpw0qv4ZYEdg07THYiz4qJPpbIyOPGgl9eI5WgJO5VMla1h3bGbI72sK9w42MkZHsz9yOxWMmMyExi6ucrJTEqtm20U5zR5+1UJWbMQYL08hWZuQ2K/6l0981TQyx0izAE16Vg9pmi7gZ1WQUHuwGzPwtPiVtnXFdBP2Frj+tawLp05yTY2L47HvW103LeeJOnMSTYOi+IF7Sg5SI+o4qFBz94/NbGiLws5rZYlkgYkI6vcU6PXqhDRfLoiaLfOROMVmdJzGwrNcyflqBPlz1FyEBaFCzsBrE9Nqhr07FHKCo2o4mGR6LVe5E5JbrIyXaxweHApNlIVQPqi4zPgJIUsx5Zalkg2np61KkRyt1fcOhPPndRdq4W5DUXvrgdekWlfeY5PV4TfAklAMrIpz1o/U8rKPbXKPbXxeDyuF8c/ueakX8DC+stCftM4HsMIGY+JBMfjsyjj8REf4zGmU4/LWGg8HhMYj8dtAba+X7SMbQWa3rYyQJum2SK3iRt/9t57+8bO7L2Vbsq0zQ4V9Etc4hcpmTcNMxmohW7BE0EYzH2tF1IzdDLWu2s73LxPluEdHLqFu14hbspG0p2bI2jTosLuUxyYu8pt3u7awmJfYuF0Bacg6/KUk7Kz0Pr48JEQnT2dOT01nBjLDmISeT2WBGt6jsdjUiV5fBwYBjXLDRtO8wRLV1wYIJeCWPMkjwUPpOLT4sl4fIKGBC5k6kHppCH3hGCD506KaoIPUkImRU5JbqKeXPAstL6kUkd+iYXDd5WgeMwo+SkOTE7c+CMDxG1lgLit75et7xe3wkPubcq93AoPOb6rBMV3laA+56iW+8bOcN/YmSJXIU6LCsuJG384cePPS1zi90RV6Imq8C9xiUitz3NzBMnYVngeGkl4aCR5GdsKNuXe31FL21FLe5tyb85R7ecc1Y7Q4cGhW4KhPMxkoNJN+W12qPijJ2fcKcnNR4Zh0vTPuKEt8NxJOSW56TAD5Uh02clAiB8ZhknatWnaycd4TNM0zRQUeu/t5ITS3qO6mntDWvXuXYD1raurC4LSXieR4M3fWPW+jWAUKQSlPdJaJWFPMwXlYQITeQHWtwewgHw48Va3jgaHtOptUXjEnZxQMi8W6YPAR3U1PUcU4pkXNwzhKeanSVJz2hxv2Vw279mxGePxeGz2nAThwnxYpKFTGDDC7NlBmIW57xSp1wZ5MXvmyQKaFxwp1k+TpFyNPoLm7Uk1SmMmcsJXp83xcjX6CJpzRFV0SiEkKwsRAlwD9iAo706zngTlK1bYOhHpjhbwoa3FV5ASq88jmJ4qNWDWHBYE8Lg/lpxAA7jplkme1BjKRZ5AzOD1oIgbnUbSgqcAhXj1eDyu8XAkebqgs1PHQflQ54iq4Gr0EXwaa1FWV8kAUXNpSXE1+ggynXa14JxTOTVJkdY3DOEpG4bwlA1DeEpnkxRpG4bwlA1DeMqGITzlicQME/WOAUf1kxuXYN9D6B21kyynbO9yfbysfaTwxsqQnFCjQGhP2yk+aZ+GMLrUu1OWU7bsyHagzpCW5GlHaE693bgEy8WdCWq8VRRPJSQoqLcniRkmzFlEkmotmscTHMyOeu8YcGTG46BVj+9Ge9cQeoc5w1NT9/Do+FZMp56uj5fmc/EqKVOM8lsxnXoOYXQxZ8hgoNxYJPpWTKfj8XhcfuQtzIbBN547QnPMeUqg5S2SKN6K6dQTDmaHeTylhRmPasNbMZ16lpCgwKxFQ8ecVbf1Vkyn/+PxeDwePw4hNVji2N7U8lCY+Od5pgsrpTKeSAhOGB/Bp3IDxyOhpTEl8PVndSHftgbIW7lCjsADNLjzPNPFZ/GiJTLVfVPLwydWKkLSKX0iIThhcrwoBZUfCS2NmacmSgDM+FldyJ0emF2GAm3SLYK3coX84ySyw7SBHfWo/F8pOSK1AV9sJcj8ODrwMH+oVZ/5u68W83cSNpaJzAxzjrqZX4UJIbSSIAico27m52xd43B+/SaBHZ41TOmpHPZyjrqZnwVUBMITf70TUfFf7azeF8QDzlE384MeYpnt6rbUMMJyL/t31l2IHDD/DElc85aSJLWVjs9DQSLqNI+u5h8tlkKfOIHCzAOjt36jDcQFeus5VYn0iRMoyqdxN+Vn9FEHtgK+liEyOg9lYNkVmEcZKpRcJ64IhYH97QEQywpweDwfpvVZBS1OTGQP4GRmA8xqv2tCIAWAkNfF9KRPnEDRQWg5rA1jIPBRmuw9OYI5R90iyDXpSIRzEACUfGIuN85Rt6772lXvUcUSFRnuOzhAZ0RKayMrOJx0lPaYVFIoUqQ6LElH6Ydrv3FRQJ84geJpGB/B8Xg8pnEIqfnxeDymn6ZpNCI+56hb57mT+tEezOccdeOiw8zqAIRmk4sOM+tU+P////////////////////////////+fZrM/wWgQbOPiQMqH2v8+4WED4DdQWONIpA8/EukTyof5BgprfND7esJDOtVHu7Sfuw96YP0JRoNQvhIdQQFGx08xTLQmKjFMNMdPehfpCAowPpOolt8x1fA4X8M2OAq/3Jr2NZU0bwMZ+zkz5udRkvdxTmhoMQFjbi5mVWAXUIaCucKAcdH926YamCvM36kFWUAZ+g6oaI65uZhVgV1LYvu+CCjsEHxfBBS/FwPLO6Ci2eHz72kxAZxBDoHVtCtcC4lNSA+K1iYePnj+gz2wOZQPJ+7oGfgfQhz5Mh6XArkPQqgAZtqOB7HmpaHzzcqC8IBV8WZKQDFjXT7EAa85qT+L4KNHXvnPBg0xrbT4EHBJA84forZIJgIPD3m1RXd+NCRJUu7g0R4saOD4aJa1HMLmo1l2DpJ95JfPBb+PXCM9/I/EDZJJgcFLxn1QbHy0ydoX0vhokiV6H+ujxa1lmg395B2RDln1aFxyYzh+sq9EJtLTT/KawJxyfko7BY5Uf+ah9mtTmD9rAPkiyhdupsRyARGEUKTuPKdp/Vg5AziUDyecZ/K5eE3/GTn1N9RqeIHCzJxbLVwLiY2HxJTP8kVB1cbPEgE0RqLwYJK7GwulxgkNDc4gh8BPZZP3hbHEewcg/ItSx8+OzfgfBUtAsx6I3KqlRZUHYuGU4ZzlVSOoYfmlBJs9NETY8Kp1G/jtWCivbQyBDch72g8yYqHUVHDxQg1KcLoFR0ScSh6Yw49FSwkPJO7Nw4hXtZJwWMLmVclNWtBgf6jQd9Ew5oGMENLrqvhKj0W+BY680hmiFh4IT1RCEJEw51N5rC3K3PwpY52vjqVPAkDLmUran4K2JVKZfmqkHPBh2xtFqHDWMvCoA345BMl6VLzZsMlPfeJRJO99KvkVeGzsj2KaSHkeSUCIX9ndP+LlpgX8ZH3cfRjtzNeuAOS8oZ188PynFCj6WjyfvBgo3k8JjONaAihTtfGzRAANd/QMtHHhRqLweDOvqqdiZMyL+36d0NB4F0Gn2LEbahZE31YGnBap74NT8S8zRPjs2Izn473vIuj0cxZe8NuxUF7c92vXCfV7Y7WvXQHIeUM738H+5VoCKAtSguZpMQGP4XHG/yhYkuj5wT0+b5jr+8E/dqDDH3SgSYaUFzJy8RpAI3zwmIofuT+UoPv80BiCwx+qHyyBcAMt2AeDOtmS+EVPW0EavsjJlU/c8fXCuzeMxxs9EXH0Rr09FNuyvHCFYi8RL8wE7jkM3r2wcAIh0QOPhKjXhVJdPNIUOprgT0Kx4UXKE7sQ8P0k/oXm4okjByX4PjGt6pBl+ZU4s4ZqbHglJMW/+GP0lxKweODguKfFBHzUoRAPfEZ6DVMopChx32EswsoZ8ApguP4koutPFAJPiwl4M81FDFK96AWG16pepIXFARkf/qzDlC2TblSUc2A2yZ/dYlgA1I0wcaJiH+2LhIF/NDG7thHd6AVpVjfqncWq4eDRIHcEMulHSHpYUcqP9gmKJfZoJn5RPJol7+pHLuAG7/rRjNm5nH40jOUztao6Epnvx+OjLSXIorL/rLjAFdCfRVoAg/mzPbKTp44kGrPErCPRoCSxO9KV17PVnqTUiqPxzdJMaLHuvFnNzfMoyfsyHhfCqKs+ZcRKiRkTehKjKVOh8FeA8/mcGXNsjE7eQOJtIGO/ppLmJzRR0q1k8t4GKgTghbt+dWlHwWXMBkfh43wFijDSsXBGvIUAZ79jqmHMzUUq7UOUpo0FlKEFsIajqECAucJMedlZLhB6MC66f9tUA3OFsRRRpVMt1kVRgVhAGRqlaeMvK5Q7WZLH36kFkUr7cOUL9Q6oaI65uTyTqJYOin99C2nwSRi5fbMqsJiarwWwhp8imH6j3VnfGs58Ezosfy2JjQfRv22qvd84zAVON/Dg+yKg+AZJaJtald3qkqrTDkGnWqz7O7UgibS/FwOLCjW1bvUU8yyOEsx0vgMqmrSYgK3hzMc6jbRB7DQm6yu4Ujip4qmXM1S9iCDCT4sJ+EoRlb28BW1E6Zdb0/4yBuQzsPF6zFKlP8uS8Gy6Nv4E549eFlP6DyGO/A0ia/3KF+rjnNDwXcl0+PxrUVMYrVH3KphcTaHATrcN0UCdfCr6PAwLdHIOMrIaD6KNx9Phg5CxY4zlQ1h5Fct8iARxdAU6WVBAD8SZTu5zzdnRyWNRnrSBgE42P4EdP+QBTFOfhyxhOOEjr1Js+EivHBCEO1lAMTf07OSmQaAbnazEAMZLyp34TxzsZKgxAFteshPFqZGfpKc06uhkBD3y3MkJyohM/iSfWFGHTk4L0MW0hD4lXtjXjE2dDIFPZvyUmkUvonzBhx9eJ6+gHIILjCJ1543cvuhYSVzPaVr/Z+SU4+d/Rk79DbWapy3c7QmkdpAbyg+2AtSvfKE+C2qWvnWIarriJnH3rRG5WIEP5EPvKI6+taJp7PFPx6cRcv4UsQ/Ggr4Vy0mB/tPIqvctwtW3ZnlOqRhAYutbw5lps51LJ7ZHjkeVu/K/jkI6VxQStyYDHrVG35DYpx7FMALyqUxaZsCdC9IrjncuEZA3zJ3LyI1Kl08dZXzgJwo615YVNyh8am2C/hbM96pObXE4vQvDbE7Qq07Zzr31rsO6A1/vKo0RkaB3CQ+Ao8x5VUAaOBpkr4poQPXRbh9meC2Oq0G/437lCwWGU7tEAA0Yb52sjzsmubteVWpjodTEBEAZi5nldSpMRzf4s2MzYqHUyMQcdrHyqFeV2nMdXa7j164AlPVx92XHI3Ohs4+dDb0WGQs6G44m1Ue7mScNnexKEgyndokAmjoVdT8lME71VvGDA/zR3ODaeVhlkrsLxlvHuNu5ym4IpaV1rsbWNwHFL/wghFCZgs4FafSWlOOFAdP42Q9fIbqxSPvhCH5ConqdSyr1h0/0Ck3ReeMj8MIxNG6Fjj9sixMU2bdiVYeKnvoWEiduFHyeWOcliPhD59rS+WYZ9MFIdoKofOhdSr9DdT76Vo4AQUE29K4/XTcszCcmthyytOtbLGrYxH2wXhecDtYH52EJAlKkd23AcoPi+y1cN0J6UAgnaOxvOCg4oaERtoXHnSW5ZggNDu7wg7No3XS4fouuGxGOUt86RA36HOxdwnRwlCg+mMDO5mTfR7D7MENcjpUPtnHRIqVTadMZKI3u3dyWZTAcIqX8xDoE9GrHT/tBxs3cWS9ri8xzpXpbGXA6E5a6WHkUhy+0k0HRywnu7WNnQw4CkHwqRsZ6GJB87QrAB6fjnxIYl2O21MmuJL+4UMlq2pXWJh4Xp+E1XqPXMIUy5VjqCaReRC9hD+w0oqK+w1jk+HlWY0YPUGukwGFYx0riMpBB8ycKAcEcLH52bEYT1VgWTC96gaHLtpNXUE4KdbKFyAOiHTr5Tys4thsZ+Tx57EZqe2JCejcqwYcltdjJW0ViQSS70QmyXdXJB+pCyHXyUwgsGkg6+UlrFEM/Qqpig0c/YhOSo7YfqWgV21HYj1xAcQXpZCcZsLhOFtBbGaEHMpUw+FlNI0BRbh8SACoTgJKzzbq+DxAlnUjIB1/NiaPHPHucAxAUzZu0PjVThcOegNzEW254Y5mMp+hPOhXiCQ4b5ZceB2Xhik6iNIUy6EwpkIZzcPjjbkwU2Wp3InHF29qCY96OYmnSt3zBOBIawXu3jIifsAM7sQOqd3WuciS4NzZvAAM4JpJLLdSXLtUpFYWoiIviuaDL62Y1U7is2eG+1TCFd5YoBGuC08l7XbRrDbiMv57MK71uVsuAyxIabto5msuwAyCtLNMPQHUiyTXCuQciJGrw9QY2APkSLIX7yIsm/H1p96YidAV4ta0lZPAfFwj5JaJnz0tCzJtEYe1WUkr+wywTwpK1zrVz4sVWKO2fobqyny6G3uYjfpDtbzCW3T9EGWP3LDx+hBCKho/+dcb4U/b4kR2fz2glr3/1yXQNIPgRrTeu5bG3Q3Dz40zwrOwf6nNRbB13jLEB3QEARW+W4fRCtwKX8qlo+WNHHxsSofORj982SsDMgtTLyHUPAQtenwuUb5BXAYaXMJciQbRMwm7/oy3CY20L8NshKXanEgx+hUHdRnEFuAuWxniunhnemqXAtlQ6wXu529hJTzvvXOGqsVO4dKDS8eWvKwL5L4XULYKm7H8oPPyEtAj/t7mLRehxYyK+KOQTXkGbFf56NbtfsizzihvVRtHkh+/SadknvGrsx1kCfBgIhOgmWF9TBbZUEIX3is74EVt5VDYSqqR8IpSTC7mi71LWYseXa3ejK3rPE6gwYFb23qAFCm+KHylkljgYxG5kECBQ8eUrnUCxPdrLBDmZskjR45QoL6i6eBc1JSW/3ndimL/S2Ps/d+X+6jv/zCPTB6lL7XJqUjEzwDbcEJ+v2SJlO5U56BH8nZk7g06a3hOCkC/AET/jQfG1jPU/JRLctc7bXmPGn/kU7qK3/S+JjrvqALF7ZHP/psxnyY4XnS6JSNDR33ywa6K0pdPBaXmbKLbdVAR3QU3uR89DSB67TFOnSIA9ZwvmqzlxW4dp7W8eP5G4sNL9iMd4aw7gbRMFyt/0qBGbxKD7CcPx1k+8rhm+VK8ThmX3wVO3+7OwmaXzdUjEpGDrdpZyD3a7kjAxKgRi5Yn0aqFhpfc6YK+5Pq/dj0olb+Uxd8WwmX9Hh+LLr16/UwSAS3IB61oo/CXyR0DojnBBfZ0hfZ+lELX70R5xVlpNLvMSzt+57TGDhbfffcDCZqJrbigPgxnDz2p2xUQK/46OFwkJul8TXM7aw0APGTCzvxObqZMW1+9MlGEUIe3Bky2sUve5U+T4ak7clugPhN/ZjapJGup+Sto46+bZ7/CSjj7YEyO9m8H1O2Q2PyuS9DudpkLe+r5gVqQmFuB4HVHdoRM7up2OVL6aE9dDBpvl78Qu6sA46n5MknBWG4mfw5mCtAiJHYIBeoxOzIVyVpexe0CKRcnK48zYTFNovc5J8HcYOCHN89niLrtDHkcLrAnIXqeL/SPFUFjzO0uCQQFE6X5PSHBWIw9ITWAIeh1RJSLipe5X28ZZe8UGU5U6j5/R17RowaNyQAwKQvWeB5YIKnc8TYa6KR2OfS5GA5d592kIvBjoK+5y9ZGcsxOkS9LKgXhyvWjAj38xfcAhuPABXiHsSHQNCY1D/gVxWCuOtb95cWrQC/Lj0lUFRXa9TUkHvpoTRyrcIMnjXOB1+lztfr2MvNXwlb+MdTxOVt9TCizd73eXt0IykFCzpAsIsWFSqpUDb4KWKUe7WglR3wKlfESf11/TXCfg+HdCMpHvSqWGTTnpZ6FKfK+vfSoDmKeYFW47jGPMTEUv26mkjWDIZTBQcgAk2g/0ZOEJIexYS6pyqA7hTRCv0jSM9gVgpTxocbhsgghrGHQ62OhXYy9Hra8COPcu7sZXc+LkggPoXSwy+WpO3NvUQHIBqTw4ghU6nsbQxaoIW/8T+sFdF1v5lqzj01S5XpWw0f+InrtWfvIOPUZ48VGQV1OOVlnbj3Gk43KAdHcwdQ8bPOOsJDjwIq5HHLUCmAMIV3oY9+KtbFv4ZJskB/7gI6ab6qp6xCXMIPIvGQzQUFL7X1iZv0axwY1smgPBcuUBamUPU4ILBMsVbmTTdxX0OhnWEW/dVOKDN4K8S6gGMytb/yujwmGLiDlmWRbHotUDrYzIa6MgJ77M4o45Ze7ZV8NtqXjFLYrBYtnjLyjJuBQrjxZ8dLyqI34kgi73nBLAb3uwGqRA63qwQziS83PdIYY8hQw7rqIjclwjJg1Sj/of6QOe5LOUeyL+cNvYnLu4uv5npIfHhoXx1cE2fhrEkxapv/1qKDIEBUfF4DJIaaPDndGeBvHkq4NtFCBxe4M1FzxJcALupPUHtzH7yQHA1MCXSHUK55cOIUoEX8LTxXvA3HBZpJcKq4YdAoIofEmHJ7zIEEiOiiEAFxIFy4VEwZrPsUB0Qh+6hQG2z3Mn1clmw04QHYRM5o/WLhh0M/ukTNq/7oBJpNLpBmK0Wu58rizdnzXlegwVsmEniDIImczf4UUV9EBDQID1O7yo5kQqnbKBGK2/w4tqxqCbWZ6USfsdXlSz2UyTbwDRVZ9tH5RlBP3KgQaavfJGdG6SJ/SO1tArFZDZomdKRzxTGKySvb2lJumZIiyIbbBzh5deiUTvZj2csfemD1Dt/GUhZ/FafwMcWkxApn+LkRpaAu7x6tWuEAIGn61KjhpDOjwf1oQrbQDX6CGx6bzMz1YlR40irCcE1ZOh2vkDussznvxbjNTQEzqgJt4SbV/E0AA7fjIQIhHkJtBkxTfAoWURi/Pn8aImBSxKVLZQneHj1auYFWK/Q41YEb+4A+A2zpzM9/UNCPGE+Y0BxBh9biRK+UAKTNrjp8aqkM82zWX9gB6W0n42hh8ivjGEIpqRDcEB6TcCqiEA2zhuo08Iqoc2s+m6sHxjADEun82DRfYNe2TMSPdZiQXPmLhLz9hCbzJ/eMZIhmWXXVT4DjViv2i2EtzhJ5pxsR37QIytX6yRqLhgZxM4UvPn8WITL15IGsAL0MJg9YbfmMz6oDufHDA4OOvhDNgNfDaLjz9SmhKrxnNXC19JUmqND1cpfaY5MCUOXuaXPJNfjljFz3n9e6UdL2BR/yfN84/4xm80INHI4BMRefFCKag8C0AEL669x/LnF6QABYMF/rnfAwu+hP6tBc0XV3y8zWIGVNCezZb8dTNCkedDH5sB9GvClV5DFGBhYfWM6GUXmjybLfknRT87+vm3FjREhB3tw9XP/R5QMu1pKkQfb7NYccBSV2sz8X1ZwUU+O98WCx/kApe4qqP3dXl9UJYRZJuuVrn7gGaFXqFrajaU/GUhN599ZSiB6XpfkyrFPDnFQc/OJDf/L3GJ9EtcYr1oPoNWlcvmDcyjtLxxQVD9EARcs3nTBgngf5yUzQGKsJlvrlprcgRXM1dPlQ+qzf84KecwM59nOHsvvJkdUI6lzP4QBFzFvkFzhho/NaIv4sRABqKjzPxGDuLe/Dx3Unt3mIHiPhp9zItiLq6Y0RbKeuRJEJ4SOCKC4iyT4isfjVd11KSKBvSwxPcGXNex9XmGk/ZRIlXTQiE6dFrnV4YeclDT6Zq5GBoxfqHU5xnO7oEWzshBHAcnRLXhFRxgF1ToIs0CZd8gqLWDqhi4EKTQQw5q2rZlHaAIW1WZrd4ak6JlwUn/EEH7Gxx2mOXk3uqbq9bNBCy3ck+NpiPDMGmeOyn6ydYI/WRrhI4Mw6zcU6N57qRify2pwYatVeJb4dcOhTcslA8/nL7x5Wa/eiHwofuNLWT3K4JLzbTXNOvbrgEWM4tfhdXLbtUNwEj7OZpid6tYVeL5e2jg3K0/PxdefsgS3GZNlbIw+EWcbNmsPTbHZmxWTSqBR36288Zm3SwtzPDAVmSb1bXV8PGLqzo3K22ZY2an0QSxW99eR4h2ngBPu5Vn4OzsP5dB2/UJgY+4vlT2sl+valPhzpSgw35Vu8IhuKmTb3z3kXETDGm34sBjH0HzBZPstOHQThKWiMfVwX5ldywRlRWgXQ34ylaSdXYGktXj0hz3Eja+U+58iSR2AD5Zdk3z3Enx3X6WqWRo7DV2ro5gmbYxPe9gQkIaZgSVcuONGJoKuEA/gGFLNyUGsmEtnG0kHF43ktvYDcVywq596hfzPoUBVd4lznLmAGO8vBMgAdNdhqA6yrFyiFZLr6SGoDnKjoqyBYCA8gRIwEwKxrzEWY7ugnNKqnliNpxjgT7fXphyCGDF3zDMVfrrjoqyEJSU9Vg5RDcTPnWAMe5jQgE/hQFVyCf80GkPh7VwplhB5odcIjkSDq9tl2azT/1CIQ6pbEoMBNHKY/kAhuKz5pSnAo7KsNWiN96I+R1e1JrvFrRTydB4TqDhhWTtOJLb2EU5rTea0cahWE7Qqf0kFDR4ro5gB1itX7LCwYMJCTn4Fvk1pjKHrT0zqjj7pT6rhxlBpdGPwytxYb6N6bl0+BtlfvlrWThF52vKreCuOVgdNj+HVRLeumMIRfyQpiic1bREYI+f7RTlrJpVCGcfmICZs6IOYBTrNJRSeOvXmGZo/1mM5a5AgaaDnclqkb+apeAAbNqpenM5bG/W2azb6QVBeBKyiPNmla72c1yJkqGOVecrI+UBvBQtHhHoEFoo4QHMijBrxWQR3LzxPHdS9ZOtkfoMWnXDKKBTGRHCcydl7lcwhr9yT43/FPLnlIH4ox22XlnA4RZ+bm7NYtRfl6HxCXBlVzFPrlcZrehVRis+MgyT507KMQUo/ynkWjFZaq2YLB5o4UhhibN85Z4ajxKA9IuJph1CJHgZkUW/mGj6cnlcoFX//zTP7A7NM0EKvdOjSOPYBtI2RwxoGSS92/YSlt63i0+b+MXMxs3y3b9Lf5vvNgrx36U/jpvly4lfzPDbxafntpewL4Okl98uPr3NEQOOm+X7OLaBfLdR6Hd6FPnv0h8nfjHzPBOk/PPM7rwMkt7nmSDlbY4Y/E6P4uPYBv7XNI5tYKdtjhjU9E6Pou0lLM0zu1Pz28WnmuaZIKXmuFm+Nb3To1jz3UahvdsoVNM4toGd/y79bdws307bHDHotAyS3s6JX8zs28Wn2Z1LWJ4JUjbxixkZJL37dvFpp0dx/y792Rwx2LhZvhtmyR7HNnDvNgrVoDTFj/W52OhcbAR1LjaqM4jl1DUejp661oppq3txsVHvjo0ZzsVGoOZiOPO52CiDWE7ZsTGDY2MGcwaxHDwcPeXiYiPSGJYXysXFRmY8HD2kMSwvmLVi2sxaMW0BiB9pH1oaHbtQumZmSJGSmabprYWsjibyC9u5nJq0kJjNrq2LQvvQ0mya5rmT2rtzPB7vvbv28JEQnTXj8Sa1eyGzhw01aVpvbIYAAzP2lReUmzPi3mzZE6V0zlEtbVPupWmah0YSmqbpnqgKm6Z5aCShg2aIn+dOit5RS6P5DE8PezQPwd5VgqI3TQe4vUDTNuXeTeug5dF7B1+NWfoCJgi115DJziCJg1+rQjRZe0GOqVQkBddnXxm1LJGNRrLqDHCkZY5Cfq0KUXkLqUydJ4PkrOvHu3WmrO2j1updaDr2fm5DucuSonbR8kqL1Xq8IlNDVAP9Q5XLSs3n0xVB6Sr1gGRkWHzwmjIREDzkqe3e/mUh731dXlprqd819nor3CX/tTn05AFTVFGqa0PuXi4C1t8Rif6DDSaeD4zs+8yhb+ATqs80rfc1qXpXS6Y3AtsnBQWi9wnm/YIUoAUc/XqfECi9TwiUjwzDtIsQeAcbWbfGm4dYSsc50/sSf35NuJIuT8YejVvvU0R6Nlsy3wwQvW+RwL+1oPEzAu19jlt+7vcAVlPvi1R7vM3iv1qd3mcZ4/uygp/8eh8KEnQ0EAgM1HpfkyrGBPsnY9I2nBi/iArDn0P+gaPnR9jSfE6mywYXIP5SBIrPieBEE4vNw/gIegjwJa6sHsdJzGFS3qe4IvsZLy7UxxQS42+0yA4Pvok4srfh5x9LEjyMjyBsUN0hA9wZKIWHRFKfu+HlZ6b8vjgHlM+q1MP4CKZ19p8rak/jgnaYuqMD5Vj8GtsTUp49yAOOv7HAZqGyCzkQ8DiVxSr4+pBZw+eQnd0w7EQCaD+HBIrQ0V40A/w5GFaAkOpFtjiPU4Vvw5lXNzr98De/NZOBHg1tVroDRgAexkcQF4riL/EafNgEzzelqIAqgNcsTjQt+XwYH0EZKKLfFMqByQmHv6ni1Vng4pdsx0pIpx/gCxIoxvGRBokv7BD7ol71QxignE/1uKkKJV1Dm5VvQvD6MD6Co0os1BUqgdQZVME6hyeAfQMO1jPFIHibX0qYGKla8ZWkPO6aQ4K4Wm8Pq/M+xXZEUtNPYgr6Hh5FbFTYUQsCv/FsmKzfXt9qOndCPSVhhZmbuZlzc9OSDbWYHA0mTOafCSAIDJxNbVe33fgQ44PwtvnFprG+awxRQ/Y/CAtON5RSB67o7OCo802YVziGg2tBGDeFgoEvgHtG+D1QH5YN/uSak600wcVLNS6pklQjzuICmwl+ASwRfnLNyd6Q9FoY+NUciHx02u2SFEYHpDcQhEAnAmKjVhRAopePQJAaMXV9A02lGWpEKFy9XCIDKXCPCT8ldkWBH2ONyDqjl1NYkgancvipLmE64OB6g4CbXh4yy4EUhH6BIagMTVFqDRWG9DKOIx6Vs/pRuuQQOnxrw0rgXsZr4l1lfE8gFOxSAnCNIYq2l3E0cDLEzh+gA0KmgbW6EFOr079FPC1Txw9oCzIhRbQubAvsNO4oX+Ot+QECaO9G1Bdyx52+VeJvZjYeygkZ3159wYqVTt9W8be3Kw8VwIcUHQzUF6hMddo3h78lHj7UkjYVrlTqC1pbnc6yhdPZVT6UHhELKgQ14XBPp4HPuB2W+aG4TDvRdtSELMR6WeYGzxOS8E/ENJ5WsTXhBtRe5jniDtDI/wQlEc6ltgAESy9zBcD7rNT+E4SbFzasags5dvRyuQf3A1zyT3cFQlkoqC3goehlvBoeYQfDPzHlxmgSpLYAFdjLGgxwCdzDOwX/wXLWg5pTepkHHA88Hb/TZu2MXRn1YOaKXuZOeKCVxXdCYVaDb0g9CEfTy7czXJD2yTtRmLPBFVoPGuDQzTaq3ELN0Tu1YZipBUOpdLOFEryQxt8L2G0079eyUi3hQE5fYKCHi/hceiVLUfPuv23n+gEBoF4WoJG/oCI/EQUOcFBqu26km1GZwW9AyPygryHzDrDDSu2G+KOrZVjAUaeCn4cpi3kn8eDWZlEHetvNDD+CQvVtMnB4Y9wr73IX3XU4w4mMHVcm68XxmAiDJwMhfiuoac3BhY5+iGMLKWWl0lMVuEMQha9GhNKl00lax5mzojQQ1l4+SvuFHWK8VonGw/gI4sAyWQuGGuEZoqvhxCA5zJyQ2u5/YvB+ajsmHx8suj7ASwxiZ+T+gaLzexrgJg6ZdjIKuiYIi0+zw8cShMPfkQxiRiykPuJx5aju64MesSQige1Ie0CCYIz+kbkCYBO9jtoFuKNj65fk6i7sEKNndue+6cOUWfBcfdQrlDVgrJNko4h9AH6TjKlcH6BfOmXyO7yoZiRYmtrsSerCDrH9hAOPR5IaVh1SogZ0M/wdXtRy0OW5ViQa/SeGB2oOaTQANJirKyzR8qlf6rZL8+FaIM3EA8HT1BgiCvXSSoVgvzOgBD/TRm0iHoiTmkWLibgLXU4tri1vpQTruXTTnlw091+Xn08V5eHJRAvWYIt8lZekVeyc3CHUH4jNoaUg9o4KwyfI7ePCtUDp9eWoKV+WlmtIz+DI8clybH2fGffR0HR/7ciT52Or+jez5O8RmPJyiC//oBLp6TbwfJ6I+u+qUvzkmpMv0WGGvqKNvaKN/cgwTDs+rrqzmjtWNToUrXmHfXmaVi82f024kg6FpM0M2kp09dmq5KCLwllnNoLvBhDaigfRv8VIrRPywm7Pht9SLG1F5PMb4ND2AN0ZSYJDW0lperx6FY9TR97hEhh9BWPk+/oGOLC7e/AVgr7iFPKNIRQhPBnSV06hD+hhSY8AAPTVJv9GQLU9Gyz0FQoT3xhA7I/KB/oq7PEJQfX2ouTRVyUmPGPi7h8nBvrKDfUNe2T4cHTRV5Rm36FG7J8CRvpKL8EfnjH2ERbTVx7mfrFG4iggfVVB8xPNuB/THn21YfTP48X67CsDSkI0S13Xda/n3OhqN9Vyj2LUsTKffWXqs68MVI4XQVCaYBy1WpZImc47s+LpIIUNQmXTKdx0ypuZwgYD9RrujvpGD5H5LECW+ajV9aiVhfksQO2mWq5F7WzqTjHYPwNQW8+50XW8faRnWmDyjE3j3seU2EOESprPvjKgZmBHmEWvB/SwxB1vZM0ZaLGyIwdTmr7cJ7QtdeRgas5AizWwmvlGygXlYl8ZM16MA5tFhGdsMuPFOFAu9pXxMZLzh0UkcErgOnMWca05i7j26VfDnwGoBfSwRB+g2uFRjmDgUjBRX/k4f6J0ymdPPHEzj5Lgzc857xPCgP9z/v+cZ201cEpy85FhmB8ZhvmVe2r/l4V87xtHp/tCsVbXby+irSRNBkKk4lFDLk7ZQk+hRSD97UWk1aOdbnj5hWKtJUzooMtOfuPo1Hz2ldmUwHTj8Xi8613v2incPRsctH/UKu7RBxn4FDqZVjm6xyzKf9Qq9pbSR0dEfDY4yHwGrUrU4kUjDaDhtVO4iUyIjMfjMd0XlQyhf0Ij8NEHGS4LeV25pzY2A4jWG5sRGYbZYQbKPCLCBb0aFkjk/vrJ6Jm4xLD7hDDAskPsZYU+/JOvEESXGASkvULRwjkluXFxReypSVmPPLOxG01DgdtPlE7lWpDRZRWOe/bEU9/jEm2+BNy0i1kk9ABBm3NZd5QEv7O2GoyIEOhKRHvRojvKEQwafpb+UorbUjBRDR/pr3PhnkInM+hJXxZyml5MNMUy07vedE3Xu971rne9613vete73vWud73rXe9617ve9WYFJaz3ak5cvTmfetS73nakVtyzZjL1WC4M2aypojXNVfigrFdlSU8JYNWEbl2mQJHdeuWh3vXmnFMe0DZGhPChKWw1qVfvEebdrVQy611LQvKz2ygptHrSWcd+rWlB801ConrXm+aJc5hbKx7Sp4xObFjPnM1TyM3W1rwxap5JQPPErGTnYuIbyY+zmpuA1K2XoriMT6k6KayfHSHYso8k6r2aE1fzEm9Hu3VRkP+AjKsvLxjoebtLu4lVjHqv5sTVe++9613vete73vWud733ak5cvVuzFNj1ORaorvdqTlx9jgWqd71fqWzqetebE2u53Y1iYfU5Fohv2SnajUtW9TkWqN6rOXH1rvcrjV3v1Zy4etcxMhw3nGuG+hwL9DFEVOy3FAXqcyxQvesvyMSfYdTxth/63xKD7QrEyq5Lbaz2P6LfrpWf9a4HEO6mA0XqcyzQ25yo20a9NfU5FqjeOmEv/saxD0mmhe63BW63fl5d101GXHa/XsbdavhaO4jril2qaZh09ajRReOLw+uAcah5drofFeHd6qNZ73rXWpYgdL8nJDarkQc1W2HXXJWC+hwL9DuGPl37BVV9jgWqN6SP39ExVpN1vya3m7UHUL1rXlQDRap46nMs0OBUfY4FqvdqThyP+qZtsfspadusm2f19ir7nVgPtc4L0e7HRHCzztCq92pOXL3rfUea9wdVn2OB6r2aE1frEPFBWikqpD7HApFmaXU/2qPNSqtJauItyeuIyqi1LHa/KIGbNXdAvetd7zqHjAXpEtTQ+hwLVO9617t+wZHwOFhAak7A7gf8tlsn7ep6gIPe7icMt1s/8eobB4ecpwNxfY4Fqne9613vetf75ZY7/RDW51igete73vXW0eJpCstWriH63xCD7epYhddYRAL6XxLddtUBot4BCHG3Kh/ToQaX89CiPscC1bverWxbuAQYm/+SwUdNz771vzAB+5W2CJ9sm6y3q+pRvetd73p3EOOOZND6HAvEhRswcRDl4focC1TvetdbRRlPsetWn2OB6p3ks5TfVpbyzgte9TkWqN6xYWH1rneS4AT11qzlN56C6nMsUL2X8HRx2Vw+ziOHrz7HAtWbhRxHXTGkPscC1edYoL1fr2Z38VfOXjwNTaHb+XDFUDhsjqwtPMFug0iKo43xfTkmPbjrhUwaJlJvOxiyQwbDb+ighb9y8m0tXRW2pA8jDJOInwsyxFvjUGmZLGF7jLN0s599CFIv7lorSdecfdgGJJxypjH5TJeau8YJ792suH0CkYqCshVfZ7kmfKZjg4iDIlVT+4WKpePDLRMY3BPgX/wW8dZLVHp8Sro1fGEx1RB/I4kxnCIJunJXuFAg5WkosOKtE3ZpGEy+7aAPaQhI7yWb/NIUCNtcRlQ5LQx8Cpm6GrfIbaDnytcA8fkVYE+w5HQ99oYIIuRPJYhyViU69E6MVBej3qWKIbWPmgfMWZPw0jg1HLt4hRATw6U9jgmUOEa4unLjeIYvyHwOLwIxYl2MdADoGq2+KqivFUUuKRIEVBD/PRPdHc4KSkjvkO123RGd5gL1eCKLKnhRZTj1YK6Y0f3ZsRmcVZMKvWNlkUsKwgBbTiDfZAzxSa0CD1TpeSyAZpx1NJXewRBFSjfQVWH78llKZXDWHkfonVvIHmBEVbcrUHztkiU7HoSQWvEZWcEp/d1dPZ2YN1LSOiAipvSYJE7e+nOFzmGlJAUiu1WcL3QZAQN461MfrWOZg5TTS4aXxogvhiKS0/pDCqS0zfeOqMNwJbVO4ENGdPjA6j2+ebyV1pO2uQTCjxa4cU4ccz1AqTBvvbJI34i98QAwSmB+XnvOjJiN6x0fKt0S01Wk66wFSx7hZ1OMpDjSkzhI4a81L3TM6SN/g6LHNwHV+hIITv6qAJIOoLaoxFNU6JAGSV1wbgDAoABTGAAAC+M4FIUxGksbFAAKGQ4QMBZYhFpmZBIRj4RAVQO1AgCAAGAIYDJ/+GusOowKW+ce6RwpmO3dlBUFdTthLJzyKTdwfanNdfxPV8fuNxg2D6fNxeYyUYwNtXHHRJU1BH47oapnHosYFxmhSdAm8Xs2Bl+gbmq/JKx76pvEozrPeEyqm+B3LU7u+KxkrjGXnR6a+qW1xBoc1/YEwFfIY5ejvz+meycDudrsyXYX0Do7kgrVfIE5vEdsacEOb87l6SBqs/MkOLxML8sye9ZLBCHPyvKgLJ7BwQpb53rWCwTaEdqbKTqSQRql10Bnr+jyK9N8dyA5Cs9tMP6RPXbAdM5p4M70fSlz84UdqGQfN1b5BzZCuQdgWL3lXRQwl+3lhNOFZ7UPRrQFWjy88xffQm1YBsNFYgkW3tETblsX7FvmLmLCbpC9Oy/fjukUzlYKDJbpFk4HPoqvzQpy6EddRJ/kyxusJrf+MC1YAaXBymP9Z1iU9Eyq+8u8etivl1w2Rslab+utdzf/AMWfasZYkekOKyFjtCMXYtz2+Lu72xtwsYIboZ8s0Oh3Pf23+32C/t9xfdlr91rf37N5o/q+17oHfbVXenP6dm+85+nR3r+3pb8Y7HU/Woj70OWf3PDFDEpTb1YjbsfiQVvrf4MDLRfdQeaTwVNaUTQ9c3vTdXfcuFmamfk7yM8yJgEn0aU51/zXYYljrtn9nCJGCz/mZMF6d2ALyttdE55+yRntJ6Up2qLN/YQdZ/+wmdL9MW63nTpcSw77vTWi215fg86u3peD7A+nO8eFi8E3E/t6G7rJjRfhUmBqHcm+ZeLifUKPHi6UPWttqQD4uoVeijdVJOeMnFIWj8HEZNNgIKtyyUvj/KBRzHt6A1qbS68lLs0dVsY9OIz2tpnlDrARcC6D+nGJNYqCWz3ekVaA+kFQNNmRnPuM2PaGC0z8Q92dycBeBudLVf7APViulrsOyPKrtoTSrPyaIOzyZnulc6nvtIcMNcGvfddmAnhOx5g1RbE983KlvUm2rUPiXRzbHx8/if02ovn7IDOLP21WGMcU/HtxvkCHVv07jY/KFSCngPpgZsqWoVJmtqwMLOHKfXtCZg0gHZqnwT4SbnaGE7M9ywXSFist91WX69B+2HyZY/sTTZCJjAPFUJ6GVwBS18HNfzDLcXv+m90h6t7StNjYPf9J7YKX+T9UthzPKPD5D7IRjTEMuQBAc6O2dM4Gus5nAcBi+W8XgLw3zu6bNQuA3HM/h2hX1/lP1ukrnDjTHIKLeg9/OE5a01sytjQIOxP5ye8sO8H/TiiIp5LVDwLZy3bWVzKhbTbnjdz7xS4/R/ifYvy4BG22svcXUcHBFhnKAKZClD/x7a4Vln7OEnWWNmmHIyLA90LpeLSl26SsILHBBkWYcmRlt/rX+bz1/QZY3J4fzK8c1xiGLT+m8tnEO/w+gyEz2WhEpbWfjFabFrRoMRntc0lH/afVn6wE4Oeh4JgN0FP6G7xxGVct2DLVZoE3cGtaDOpwKWhfX9qihI3dkV652dE9y5l5R1Oq31EvqOMJP/nHH+yRvZ8y9ZdS85Z3sAJPLS/KqHOmIGPqWc4s1e/l+652SfzUZODAx+c5Gc7hX7tMNJdTl68nFmFaeezTlbmz5OUp3GyEWCZEqw8sGj49e9UlFOx075U2tZfe9E9Di9wgowpADjV0i/eQoiInC/vdbR7H8QGHqAS+uWK8tJlAbBsi6cKr2K7U1T3bVSOEtZZQGneunBpAxAGTK26jeuu6PYMibhKhMkDG0ib363QSzCncWC5b5EISNlw5nl6bcETgkjm7ccAvlrpfPL+AHS6KOZs3k3thFbNl1909moVPHK9b2itXU8ODLGHsDeCXSl1vZgQK29qciuD4qW3g9oJ72u3CMxYT6+g0+dLI7PCQndPlLqjoLQvZ9tXNb+fIRJ0sVETzgmkk7vaUsBReTL1zvU0TOflKcJtrAN2jT/THEdNLL8fW6Po67xv1y8Zq4gDSDVLn7ITYj1DFceMO03PfKHiv80ejI/L/iuElhcj8r/tGtlwpsjHkPk0W/rhxfraY4YLl+szgBTWzN4L+rRni/uFj4ZSBP5dExZknPZckEAteTb2LeZcidpIhYGVy3RPGyeIVaf6/9TL29opJN9dP4BcyOFZ8eGGXub2gwcPjAfAAiAgQGNhYYGgo6PBweADsTzwAEwSaWscn9+PXjmq8Zvz9MQnf2Am6ZEOyI0okcX+YGhMBhjdmnFSbw+dZmfoPxo+QmyBSRRdWIPvn6gazF+bW8msTNHjKUjJpmDFX2gQh6AM7+x/3h0Gm49fz5K0G56dWjCnmCcphdoXqWzo0exwp9k9KyieIZX2FXr0a+j1EgZ092nOfoNrGvm7ehoixsM3b3RMkLazJKvchSvYHaNVtgjBrVnbe9vAMjQyWHV9e4G0uV7LwCtV/UJfHXYcoUcLurrks3Z9nUYoVslLVHAU4JaC+QkwsLnuX+yN+H46sTFAs2yLWYUHdej9E4AS9diOwXSGWJrUe77PrMURrxU6Qa2rhYaOferhC47M3tysB97sBu+3PIvFNkJ8CVijsie5P92Vr1wnaGbCIWPxaF8CGV7c/ssoiQnrX8c1sjSa6tin7Q8LsVjQRf5tTsBufBYSXnuuLlqep0GN/GB8Sv0O3zNaDjU+QIu0bnG7YEg+gHR+2Ph6y9Q44wBme/7/tG9QzbsNe/ZT/wMsTOMidDvZ3d11PlbW6wm8gnMwOzl/bMl67M5lb+3/nyewkTNaGXKVwdnO27eyoJBfsDk7801yO3pxdORoZ7LO6bJkGJ/vQzSGdHVk8qIt8OnAGXC0W1p9wV8CwqBqcna+pYz6D5BwVS5+TAw6O3OKUewPxmyPPUbhk+7/x5Xxwaq6unDO5zbM3OPh9wfygguEma4Op8YqRUezb7XN0VHS4w6dmwN8K7ATLdr5cYpQi67axNns9FAD8/SvhbU/wx9Sc/h8OYmecitHFZd7+6n50psZaaecup+4GZX3+AXFH+M6MLdxacs12huq8rSinkVHe/b7gOxMO5/NiHD4y4kkrClqzkRHdswKZmvILM9S3fcAds0+Z1eBVJPScXx3jl5NG2r8r6QRGIFOu4EQxhFGBwWvC2Ys3X974AhUkywCpLklwG+ZEGHfvEJtcONjdnViN+zJcb2q9477oj0bupXbAaWhOJo0/xaIwgsgGsKug0N3c71AITt9uaDwgpetmB8B31gBi5kYcaovZZVlGYz+dxQWvqy5Sk9O/G9rwWJbSxTExY0sUZi6r0J4F9IX0spVOvwug/9ETFD237HW3FFtq6d2rNUGTpmMUs1A+tjlq5jOlCaVGcKU3huyIXhqv7DOpthrbeT86b7XgfG7OEfsK4DR/fUqAF+8uePl6WeyyWphX5N03zd6DTAbsFgr5oCShpqK8D8X0yJ/tJPuyBeTjmeg1ozZSTnOvAFuQFeoqbIrVKiTye7xMvN8b7Z/TR/zhs7UcXaOobQ9x9xpljeXoCDuQEdzab0J38QJKMQuv+92dNZGzGZHCdrf2jNgSE/HezO9rwvFEf4VYCxHJTFzEd6E0rXj09t2hLj4iNZN10PI5ZA868gQeHf8/eHCp6Hf9tjVq0wherL/8vSP3y39K7SWA44YqepUzNffQpcAJ+IT9fj9yvQRw7qz3q9ALsGX3ROimP+pJv6IDEtrZZag1jd42jzklRhzKTfgWezdkYQW/UUqze62H/5YJ5prr+MR/YuItBpYZ5mGzxCgVfrnLYLI25VaicVE0U3PM2Hf3TD2Kx6V5hWmyn3B6l0tx7DzTpoJc/FHStwP6mP5BurZ6EZYfbaMXSGpkwf3jDtcbiik/xjucGlbL/rgrONppUs1tFpYp48hSWM9usOOFOodxfEZqamWUFz7iJDJiFvaWPyiqYMZdIu1EbxemZrL8K9cbc52GS6sqF3b2yFwEwERLguPmREKDWVC9zatIadyjd25bjYAFHbNhxCPrAcltVVnMmwfhprBbm9tMfhoo3FO0yjiXYNwFmKkdzuaXNza/W8xDp21l/18WOKC0RhZeDB8ByxcokGTbZbz41Z6JZRZ6bYCb+89gb7veZ0bjJjPqg6PYeDAE6bMmv/zU7OHxrLfP9jkHEMZnRMydff3U1332Cyy/6trZfsTfNqb0Bzah/AObodTDNqC8jzZeAbCPgFdY2T7w/7IiTFa9PNKE4sUyc6SFCs0NesoJlte6O5TRXKMO3c7tUu7xGhAPGat96WpLVprEsc3LuEXi+VKgPaKc/4VKTdWfZlUZCChod/6iZiePgmBK1MMcok3VyJO6JETAbkRGbTuM4jMZdQ6rkfwxgtOWFIpELmggmQ8QN/u+k5tPrTYfMUIPzQKG54MXPRzAtBvbgcvgPhzsqAFjRPl2IG+lgxh8JGmORIEKjgt2g9i0276HHQW5SV9zH0EAkJwFhDeIX7U+gmmUAdKTbBAmsj5UTQEbVCaCAUKDa0UnTKkEgXyiSKAGjZkcMY/Xh0wYmzDRhqgVA9iGTMucMJywZVUksseKSTOBKrRtdNWqKinAMhEE0DCzhmy7/VTXkDDaQROFqCkE2K6hxthBPDF1VU+X2E+hTz417yk0RE2Grlc23EtRUDNo4dAe+o+CVuf00JWmTV+ECWK2qSVbPo08fWXr9YuSExQPWhD8g/om29O+nLKB4/ak/QXQXSmQsiO2p7amjM61RnCOsJx5i+7TWYxnU7UL9xGQjz9dpG7Ala0x/TLL8W8MytrlqozE0roWyor8p1q7ALDsVUVnMkJGcD+Rpt+31uF8EnlsIFaE8jz7KvEUDhBDhrvRb7HbspLUMOWM3rbGyu+3L1hSgcgSkSfoaB67802bfeFbdnENE/jKbN6Xw2TsZQNvBd95jyyjOy9NRTu1H5kCfGmyv0dobAe+S16oMLZx7Mr5KG2VRBOmTmgR54MmxSK3TQ523wnv0psnF2aSzpm2zFiMPSXil5RpuswT2F2i+ZYRLb5lfI4V6y32BBOBI8HeabD23IRxVQ0Zu2LmzG1mtjiZMXZlgxd2c490mBfjiMbdAjcjeCrGAE2hswwUaDCt9JQBWbpwaf5u2cQd2lAlH2yKUhuOGR8g48hmKP/AJpR7WLMzHHfH4YQc25jSv9avjmADdg7FvQZ8uTwSe7KdEPmmWG7kMMPhnhBmPlm6AGDaNJnhiweOmBn7Gzs3dib9vbOkCa6ttnzgJmO3Dplr0SFdsB3i77bx9JZtlmnqWMBK0gyp35T9qKlp+nvOejnhs7F31NxZOccThq7cXTPlet+cOMMkISSqWQrjRHXmiM/L7J1v880DPS1n8gR49sSR+4hW4trXulry2OXSKduj92CWxsRY3MgL9v0CGhFLW0OfLOUuvHzfLaMhZvP5ElpOI3tmPIu0ZjXsb3ABvRJkrCyjC6g5OenjNK3MozSqvOM3l4k3m9u+H2Kz8uXBIz712Vodq1jBBX196Co5LaMtmpHXFecmOIaPmbtaMSZymqJHjTd/8oShOCPI1H4BaneKFas4n3aMqKkHeAFrQb5myj1DXgbT1PWc2Fg2fID0Oz6fub2ZrHdmIvVOtL0ChOIrgxs2bom6brgyIOB7srs/+atZMeix58JfHpwY55RVY35qbAh2ZCw1vuockA6bslfhRngtJjq2+aYAdbgp+1U2wKseAsJlxhYZf5wb8VKPCOWzKXdVdsBrnTWivHqIEI/NDDKJL1BAw95jIS2Ol4H8+PMCZmFjRqId5AKfIs1Kh45qMLoKX4xyWnYfCA2NvyROD1djfcmJ3SVRDTg9YwYHgds11kcFh+0ARSdsVSWTDYLKlzgd2uBIiEuEmLxBqhQCsEwEIjOEc/AShqkmGqKq4fEUcYXjWrp9g1AJ1SVzHmYtbREoNUdBbIhYGovUR7aoKVqk9XR8HcwRrbBIppstmpwaWgqjOYq4CFqklzxILsEc9dBdYqgWaRnZpVRgkRIbAjlKKHBwoVX0DDFv4oVO6a8FaWS1fQtxg7GodAXcgt4Qapgwki1BM6RGdN59wUlpZ4sG0qyaP6/QXY1v8D+TOt4+yj+WMl97KuDaithD8CHpm2ShZO3OsLszhIeeL6S3ttG9Rxd1FAuOVGsFAGC22L/g7lRsC/BOeOHFCmjHHVajYG3aF96fAx0ZYW8X4qfEwtNF0O5DtwOh54pcjimaGlLpDna+peRY9BXTbdvkn4xOOuFXcLZsh/Y/R/14txFBbi7OM5XTqXLVKMwiqHGH+Xd1O93zGi6nzv7s6er1QlFn53hXOtTMv9l/Ka+xDmF/le7tJ9OugC/5KifQM760+ZaPyUVoRT1Zut/CP5X2LMfqCXwz3/e7Nd7GDo+7UsHRU3zM4JN9wC3wu9kbb3OQ4XT/8I3I0jeB7i1lvdKMzF68Av28cNcktZEa3zWPApwth3P8WdL08kioGx9NHm81fSc2lhtYNr0L4JdBRcbS7Xdx7abV/dwLbTF0tTpUvLBb2woAYilgxxcKRhHIOdv842aidWq+/4jQ5LZN8pv017ALWs1qPc4Ya4twzk717oAxwFugho3kdO3PKysfjbssV6g5p8/Ucx8t9v2HGi6P1Fagd2BS54eh+qZMJyplra7bej0DnZU/jhGwVZYv48omKj91omvWs2jntxe6CFB2QwPBn5Z4PfhaK63iBteIs+1YfZH9PPcOq46nFHOsdMlgiuVMsZqcdPt8r4WsLo3nMbHC7GFq6v/fN3ZMSJSdtO8d9re9Y3ceI49puWAtcqQbTH3kvjammPBOZ0y1ajYWZtv9bZkaWbsiHo34CRUO8Yl3QG2HX3cmHF/DOFwKOFlp/544n2MUXvaCOVHEgqKtW0J3CT03LQe8fyKfPV1bO9Fdte+bsdHb7W9e6RPM8m6M8ClXR4OgF7X2JjTwy39yBINOZvO3MRujrCBJF00566q2mTfgvVjScJNogaRTdJmZtlKBuzPUirlM0qejjnwXnCG4vM7j5cyyYKO3LETn2g3IboJmhnWjMefTsUxQZahxY7TIaXJjUTqH0AOWZpBbRUyBmVP+Gj7TSi79HMgDQ3PzG7hxwn4aTpoMP5fZRS9sEtdFUJqNNPNmiHp5itjYp9JH5WYjIM3vTYC8hgmu4L9fNH7ZQli/3P32xWRyRAinU3BzLPQfa+ci2sxy76oWNr9i67OJ9RYJLLMscu6nvmILT+6HLbF7Vl67VSFDRc6zTCE7DKfb4euxOL+HkNGjuQk4l5GkPp8owXNrD3DOaKnDjbQwWZbfBKRuq76F2FrM3cmFRPc8EKMy0rep13Sl2gt80oZdlOnUIIbDrrsRUBZeyiLJDotjrjRZYsv5J13XH2C4WhuuPvP4dltEyXmXX465ruZrnXR1OVVLC83zMArKM65rt6tWWp3OY8gvuXCyrrQuZcA5p11v3Z2vBzPLKhllmdWzjdl6CyShHeLLaOv++apddlidOcXqsmC20Vb1MybkYIDbGajBXIs+h1d9cfgeb6LFSSAsmGew0ioOuLSKBj1zKu2zTnot7W8VeLsubkiVZppF1TFYbpF2WPcxIYdU1QHrI6z48ZD7qe7w9QXWlkFi9+PuaZiONscUG7UUu8ge6pJfLTyuGGTJxRlVky7KLUkjNunTU8wcTD8rwSEntHjaHg83X6fwOMD1rPQPKtQSnBoz4K0OgdXtMQdcQIaA+mzMXIUfwaWYMY6VDq+mBWtRuOsRG7hXmW921B3QXQ8R6jEj92uyFfgWJkU6jwcoZngdQzyZzQqwuzq2QmEorxgZR7hg3qEiPYduFow6dkTIurF45KHzjKhSQND10e3WIIdCKsYlMoB3HxTCmqsFdrP1WdDWGYnh+IM1UGwu+WaOmeNvBETrfvOf7uwPfzqttJnq2n57n7ofc858CtnJvJ9/Gy3Vvlps02NFj9He/fak9i9YnritYOQWJm59RoZV6sf+6kCVfBrlPJDdbEQSZhrisV3G6mww/wQcoVFOkRc3OYnLtBv7ZMJEx+VxmmKQwrsY4cyedjW7utTLrEN0c8KwHlxlT521pJg7JswYEOWXNCfvxhkz4glz2d0R+XNNeDFdqvLpxhWc3qSIbgXdavlb9M2s2/nTaucrl31+KWx14v1Gs7fvzWLOEZrNCANv3VY7SmYHLJPNKo3Ygrfnk2TIlzQSrjvjLcA69L0hig5CsxFKaCO7sc0OA4+GEza5LnAxWE6abTp9M0xznxbXdDgzopvwarDJmRgq7yJ1PISUZnmcd2qevy2bf0yXuZ6fYC7PGEe8dQL3u7BTZoqQW4Rvzz7W9r09e7HCm5l8suGKnbgrsGqs7Sp37yyuHQmgy8ck+3+0CxAOPi9euEhMWm/a8EiPdu6ulIjNknfukIiGN8lL28ZpD7Atnv8ufYC/PO1bIRLNISS7qkwDr6mlF+zJKNl2RDNCvnSNJpqlvbRP3B6fyN5i2St5Vjk2+dwl48Z1ShuCt+xSwaJGg8tDqtsE3TTnTxadu5F3PB9KbPbMKr5FIZ+R76fT9MITpq9ddPzHhTEinWGOFvaiEGX03dBWTCbWcSxS2EcOrND+VDMtzjmvHdi7vSlc49DGn/3F2pgqfbNvT4XGsxJqbzHnrWGsMFFzJRHZW5zzjgie1Vu5HxSpxD50DJs2+nL5l4XL++g9is1CFghJLTzXlaWGuzU11/6JwyOnB075ubM3RNcfmepSgxrmfWsunXeJ3de9KNKLy4Q+cBJ/WVaD4fqB9q/XkcecaJvOKbBMd4AYlDvMlthX8SMOukNA0bqCBXcVwzynKDR3OxOa5cRJMuVgEpy9kxxXfh5pdjaMAMIeQ4yd20CYOls/grYPIMblNpDT0LYnDGEJec4xxGvsIZGKlUlk7lYRKnYYsSgP5xE5DwGVk5fAKZjcyJyV5YIhi/n5ZgVQe5g6cn6JYt68FwXKNgQdm197mGOedwC27zlGmq86zZ5tOzKItieTPA3dTkOT+axPtnKDysx7lBlvU2n5SJW1mxWOm62Y3RAOi5FKeohhKluCJaq5890JCNvWZOR8UGLW+YIU2DbvGC833TRrvswEak8xRpFbYJie7zAAtTeZaoC3J+d9ycGzaSjX2Yu6bzvi8VOSc5qVnMLE9J1bk1/MTQdliJjhc6LOl+XQpc6RsNbwMKizxQb4lnP3qy287OnEcspz2VntaBU21u28GOhcnVrBFjndLaa59kYzluCy2pHJcDfX5ruqO+7Z4LkPN+9+RnkATO0ZEM2MgYcwBJ0XA6B7x9BHq/B9b+fFlOeas9rVFnyg23WxyLnDMb7RDN/cdHQZ2V527Gm0wTe0nVrGtFedk5qoE4MRi13YVvmprev2NxY/xDG/gc5rznTPcK/zxXD3V0a8gjpkfPDFWKfLffhtZ/ulGWza3dVydH3VmVhpAr6g6nrZTl3qGEtrhq+julvm0Fc598+awiuobizmUPZEM5ZwnUbJyUw6a7bTultTreCRFpu3XFN53U2e1ybfQjAkbcvA61bHolszbLnV3XKSfcsxk9YUnkN1Y7l/unZMnbQKGzZ3Xo6ZrjnrZU3BFstdl6OlK5z1ktXgwcj9XjX1fN7s5dbO7ltBefy46pzWV6ewzX7nQusXU+1B2cqN0WSm828s09WfyXQEDGTKKRgeHzNGMfrucxha/iHMgPC57+lu/KLLPXuhAz546XyfunT1j1w6AuYtnfxhSxeASUvnx5ilq2PGksDl5PJcPl3RiRutkClYP05Thir6XhMVWrZxShe4WUrn/yClq2GK0hEfoXQyzE+6QAxPOj8mJysW940n7TMT3b+BiaogZWRCyVmdk9CBGZJ0/k5IunrHIx3Bs5FO7sFIF6ipSOf3SKSrfR6S4GJ2ey6chOgEj0HICUyerXw5iNMPur7RR0f83KOTYejRBSYe3WdIZ8UULKWI+TdrwfDLvNneG5R95j1qvu4yxWzRBWwfco00n3CbPF9ugbPX2qPK7bTNc2DsqVYZwu2JSd9sc8t7Ztv2W265/nj7nPZbF75yxfUXQ25RE68bD7/uOfk6hTPvdwZeb7HrxtIVtxDOZpoMK11uB2uqJVXG1VmNNlK9v45umV10FbZQHXf/ZIflk6vYPMM5b3rLsBmVTJqlul5Ksd2S8i6WNlbcJ5ffJqmzO+QumB9X78wonMXn9S85T3zJZtBDvdtd8+91bH+j+5XT3CsY5TxyjvOdFQ5SneYKa6mTN9tdrdn0rnLcE/m8HOw71k7AOy7usFnBA2buPGOa06SJqJfMbDtdyoSaiXKldKbN8ISXMQ6D7mn988HF71VGvK85wcGhfYwJNlPvRu/XyImfp1LXMIW1Jqll36D43PTU9Uan3r81eaRlyRk2Ja85JX3HfARPVqNSOhZN3UxExaxDNhrPQUp/+Vm2a48ebDurzp5T3OLi6QbNRptcZqvJ3n2GxW8yzG+Ncc0jzDOsLm65t/yVpSWqbCwkdE6RvSGF0p1Q6kaY+tg2km0jCdYzj5TdymkVOZ4ZxFIeQLJp9DDGrSMtnziqNWuIgTm/W3TfjsH/+4PXNDLUudl5B0js7Y/NTv7kmfnc37pv/V3vNud8fMyyjoL7ONhf82Z3wvBUX/yFrtxu8y1Y4nrvBm8J65tZdjfMmNi+Ma5h001dKCNa8m3nWjuZbVy0kbe8Ray2K1glzF7Vs3OtW/w0aVHZksViNyz67FaWP1d5/1B1SxP1E2xS91yjn7JAoZXtWUT3puQtTSp3YNrltLT5mXN9DklzWGU/8Vp/zTF7s+uZF5Nz2EFPOXz475voY9o81YRB4e3AQeE8z4cnmAx+Yyl8ib0AWdsBEZzN9TEfHC+0iZT8LFK2y0glLCbdM6DYwpJqlGEFPUbWV+wseHVhFZENJXmjic6dSzYWbR9tb5Is7QBRDqNj6WwN7hZnWhaptimw2TWRPPOB+a+Grr8XfNNS2HK7ANkXAUrbAqhnBbD5m9/4p95hHvn9REztfdLztH0O5BLCFb2C9tPQ3cx7aC1zoYU8mduIoE/izqmJfm7gmzJ9IbRccPdO4PQZSuuXdka7gdjx+Es4epGpvy9hTjOqCRmc3/VptwVOynbYaHuzrTXejvPsMfxl/rMDHmKofX94rlX9bq9GFU73Kjfm6SxuPBbQbESgtTWR5S4L9hsX/PPZgZeYGN5yUETUgiBcx8KszQRqZwhc4fEn+bQ+7DvXTMA7FvffrJEXD3dauZN50xDarCVlE4cR2kwlE/eEbikJLTM8sK5ycl+A7XWa+/xN5j0q3QuD4DQ3YXTaUO7/GEEXj9ojW7dKWGfxtknvjxQ3eeidqeJ5bJZIyOtsmbXRcln6LaPXzpkFts66KW5xlM7GDrLtHZxn8vDH84ePJWwfI1HHNDsIO+0z/Cy6f4i5N5qZSJcscZ5FVnEcmTL7yJpWEpZm0FBKtcWEcNpMn63klKwwITrNSLjtaNl9yQPHnbPsu48x8aDr0CukucdnBVN7r79cM/pQ3spjZ/HcU2+7LT4V6uNDs1h/QfwBIUuQSBmDsrMKKds2vMjz0PE3rRYL0VVnJ9IafC2ui5btvbgih71KvSVR3jnJfaOS20/Lz7wuPfCVA9MzNiZEZJk5Y5P27k2bsDTN29OhRU71Mz/nsNt90ja+ncv8R/RXHuC+YKE/yVqn3zvRBpntY+BxOPNLnxeDczsdXOaGgCnPCMc0HSCzoeDkNE71nAUe/ziWt95M1mvreAtYvuqzc1nGvOWVqxZYhurHnKjQZbSW0m6VdwdslRmzlnnSIv6mYbl5XXds6ujy4nqtKj+0hVuCbjp4F/clTW8cjZzS1ze2+fL+Md74hrnLrmCbCw/A3OR5jtMMedSbBZS9NTgLGLHjgDVNBLjySnA4WW8FqWYxEMmc4sVtzgVg7NuPi0HBUBA0F/T2gWA+/knj7IduCvkm872bQn+Bx7utoPemkL2ry2RsS3sPCi+YFZqn9Zi4qLlhVthja8RpP3eeW1TjwpBu6NMXEhu5n0Z+2U5imt/g1WXHGRlbMysbFoB7VDHGBaOL6nF26NxH8TSqkjfcQBjYfadab3x5w0fD2GJv8viyt/hzmQxcASfWBuuF2OYPaOX9uL7sQEgM5NaKnI2sxJGt3dKpNWp3YIIhKXBxuGfsmP+I4cHIz2nIsdP6ti2QaUb6ktvwWDXi7qjDPvQG2BSTcFFamU2ct8Yd1j7PGwHWn5+xnJj6USpDIms/Lpx2p1d8Wps/SVtylGhDvMCEdd58LP5U4WnLEvgJOaBW169Y1jpeHf+EzAc349Ujt54575bz2MrxmCmtGUuQ9kF0/9ezZ/EZUbnHH7AQf25X7BJFY1YpXuuNik2RMlNi5HuLRaBm6oSoW+CjbE2BmHYfGmuZ00vtRUsuM54OhIlcia92D5poKTGh9azrvZfy21JjHTLNJkIQsI++/cZoI0Qujh2/0nt3GsJU7Jg2QWAcbQrbXJF9YaL/fTaFLWo6tvjCQE2dT5RSxvuQ2f91Ca7xQ9pzlMlb5xvkRzm/+YtZ09WfcGUYF+bcFE2y5wxsejYK68oQ3iyzYftxMab7NeVuaMTPsR42YkN1h1l2Ww2rm1/aMYThY6ZIMd4vyTSJpmO5YYG/6vLaZG6rfVbC0hkXGLOuRrYiRecXk4pmLT9oanEY9kzlhRhhIuti4i8HIEOHU4v95BbKcBgR9Jt2mYYUPayAvluxgUQYJeeoXU6kTq6wvzw6hwCSMENup0PTTRztP5Iw/WXjOy0kcpwA6tN6lyes78U4zO3pIhDtjm3J2u8eoUxfHR2ji2ht64JgApTLeRLYE3ESxflrPb13g24D7tcbtGhfvDHgnSFOZ//TS8F8XsBRlxy0XQkxTQ+E170B6+P4A+SNxL5BeGx5MO05txuaEZ5ggGhl87oHb31k5CFCUNlCrEa1xNP8nP3dLgpOa/KLgWTgtFY3vNGEKpn24kPgzl1Ead5FkHV4Jh0vrTtwp5lFxjOnQbLsdgg38Gqi+aCNJGyoJeEubO2F02CrgqwBr2WcU4K1xuzesOWzxb4ILK2xoT/07dP9+PBa1VMXlEO9jRcYR5sRpRrhsM0y97655GH1G+sI469adP9X1yPtiJBxV7eyHGfW+88140FmRwHTHfhXYIGa65NapYR6YJbL4sS+nojb4fpc3Tcw/8QJDPrO7F6Y0cGebEiMbLjF7zWH01+0hOMh0ITdFVC9hSx+y2GEoutf5GanlCPb+HJalOnVv+1lKCwiim4tOMxyOAb1+m0q/E4LJxtelkE2G7jN54F3CpgM4yhO7HHMolBetHe7G8tOTbXOXfOhYKAQ4aed0cUKbdZxjDde2JyWtmtlRC7TaMBjdwQyX4DtIZwVqKhV1GYNfyyaOTbB4zWvo3ZpoYea1hwY09g9wngF42qbCS9PqOxe7oyHlYw9XjK8bWD8+FAvx1++iJy28Keidx6qnmAhqtOOYN1ErS8Yb/HLFkFPww+flbF2kcE7VWO3mNRrLkfDu76SP7DbMJqXBMaJbiuI10zKh3s32ZjLaltLOOnxZrXmLEi0tTttg7Tn+rek8fbZks6+0e3s4M3t4M6VZ2IxR3Go5cwiAGFsFa7HPfzVstXNYn2LpIM25VcUjg/aHDXuh03stZB10J6N93/aitYS1/74WT7Alr2IjGzP8sgS+YXYRAjTVWjfy++MI+2dbNxiE43J2qJMwjsjfW6RRetMhrXFIsLYr5PEXO9iDpxUNME4z6FUBcwTdZr4LXOwvSxDTclSFBghnZbhxyBiY/QnOmfhANmIOcl5WcBOcnrKU1xZqvzfkpyWsiyKYkvbcS5I5NiWkjYZCUKJ7rK8txDq63Knp55KrsoJCWygxjKJQcAs1NqVb4TYI+AYUnKPGK+d9+ciRuzUAl1zSX/hZAOi5SO4we1huw5t9yFKuCWz87ZM+Ho0uxQz1JXfSJP/kz5lEjmY6rXSzqcO2We6K7HMxlpCdCSgP+Dx7rRRSWHPNQUCoToTMnUdkrpFVM4O4e5l7eYLh8PbjwmtZUS32y0kt/p49oloiZpFdjMO5ZnIchwKZ1rMOJoOYRsQJ05vC19yQJGWn8psCVBD0PpFyv3ITX7bxt+kL3m3x2GoJ7HJxzNCJGU1IRk4yw2p2uxfiLN4PkBryfYgBmYz49nv8+e0fLtey4EfwL0uY7jfEDsLDnaZ4H3O9/k/zrJW7OY5DXizq02Dve36HCgibmtrGZM57TP/Tg8t1ZA6+0n9hApEnAkVteF1TiTC+z5CsrscuESN/y4mFzklkjabfDfg+j7VNcbrG4eHBfuMU4Jtf9neRFv7M7GFD1FPrgXqN7f7f22sitJm01uJ/jE9dh79k/cb5j8crQkweri22vkWnTtgt27nEun6ztdUltnXdvmVMDMNCDFmlrC0ruzGooLhQwroTShKZTlZ11oibHeSqJhHcr+KGMFjCMsc3EDsdgaJpSVk1cYQmhsyiSDDVeQstxE2EjiPmMaFpDVHEqTE5y9v2btUbdqqzFGLL5arLJiqzvIexREbETLmIFN59mnH1IPDEW877DLyJMP+Y5RXoObsTmi4QZ3FYao1tikM3KlMc7BimstVMiYsU01mq1uzU4VqmNJhMxQ1LU5cc1lKw5pkjKtOr1xysjDUmEHjDDvXGKTYZA7TRMPLuSYVNpyjvBTxyHyEDFOSUd6UurMvoeHcdBR3p96YnpCK2xWdNSdqtfGwmqZCvlwFs2D3O8q5j0eOe2iY8kyl+a6dYx2KQ7TR8eVel4ztzlDe8boz5aHBvneKV77erH8ocAM0zDGQiwzMg6Z47YH2ZwAEla1v28c9OlrzWmWpy8WBzgTNcdyxwqHi7HaYIxtbrGoZj+XC1pxTG1ZsbodpfOPlNJcL69xRXu3YZMB8Z4wGvdbMekiLm47dMhFr9QW4miZftoyxuXBrPaVllUdMqWicTw3lXtocuygO59CjOI225kCKAzOpYRpLWXM4zcaaaoz31VZZcXNh1DVBSy9z9l6sMPzWNMRlLr15WHcPp/GWn4MtVmynh3kjZcsimgsm0FMaPFlk28SGSdMozZjduWTiYNI8isNmb46cGDB1mqYVlDXn0GSsr8Zog+3KYTYVU60RPNiyv9USLLeHOcByzd01DZOmORohu3J+TMXqaASNgezcAJFi9DvMyx5f1rxUsJ6d8rTFI8sSMs44hnK36Y5xBgc7zFFcYHpjG8GAScQ0jyGsMWUkYyUwx4NAV+x6LDDkjXnOs8y6R4URwCgvD82ZMtBw6DiLc0drrCIYuKWY5q7CNGeWZKwu5mh+6YpdKBVTlRm0rbFjZ8OKm9sxDXFsWeRy4Sh3SrsfHwlc/wzjqNgaCycGzp6GuYsyzXW0yCEyZxbeYHbSERhO2++q33uvcuaVMesus6lsQLdcT1lx1225pc+bLYsUzLbm83jLj/0WK0y4x7ziskmCIdccb7nNmXOR4qJ7mqOueENPFSOwqbz9tmPyxYOx9xQPvK1ZdEViTuo6mPWEa22X26gcWlPT76UudCnV9kZKK++i7dhC0bCCnkXjZzemThw4chrTvMk0S2Y2bphmtF72qG6u/Oo4qcKzJGWaIllzgUzGwCgn65WLHypMfIe57PHlfJcFY91Zmuk4cqBDxjRnKG107dzu0DDiHcU7Xm82PZGUOdfvrJe9pe8Z853GzOUbNq3yvDm8VZMNZ8xz5yb6LJbtMyE6d71pIVTFPdCIpj/Rs+axxkCX3NFMlp6cS7OM8WufrV7pWrW1nYoO3qbYOUkhxRJ1mNYnXo5OqbA1HaWJiUWWJWQYlIzSiNSd7Qgpu73olXahXd+CaND+w5y1BytsOzXt85x0srHhGErrTTsXGzxsNUfxRNOaWQYHDDLGtMMwzfaSDauLGc0svXJaycKiIk4lcw/jyXXbT6JlOVF1J8xaAiLbCPJPIkZ5CWnO+oGGu8dd2zoKdDZ+ATb7RjMWCTubHc62jHUc0O8gIGx2gKjc/lg++Q3z0meZga/4aSeMZZiFO+cB8W95l5rtqjbYqdE8b8xhjg6T/BDHON/c3SmwuA1zaLPMZY2LQW0Y7ege+MPZu8bykk9jajmEu8T4RcPgRZN95LxFjlV7iPcs32zYJDBdjXm08sxcRcV9ahiXaWcMUnTYoYc4PPnG3kyBpUnnFI7vqwCb4IN25x19LDHusGtwkdwBxYpZZMwW0LC5mWrGDmcMGeWuNy0LNZgSZrsdRtleYM7tgLIjQkl/UzVGhLVEF5PduJpOWnxGUfOYYpnDCotTyzAOrs6cXehgXmXNsLLLA2rIphNLfBPJUweLqvcIZTxDOjM9kMPoyNN65cTAhGVhltYEW+6IRGwHw2k1tHIpoMVAOIR3AXcWAUoYAqZ59jlm8JPCkcemwtwCw37HJpqgi5i3lCqa0I5YTkRxMO/MVIaihdzsw2ho8w0cmEHz8QCK3wUO4AHklQ1MgTNoUI5hn9jDLDCJaaqa2mEPr9m6Rqn8CD9R4VNcgzeZ0cxyGljmU3ifO8dEIzCDK90mLtzqE1kgLX+x3+h0b6OdA95VbjhWjDyb7q/sCFQYFMZ4XDRmaCDHxXGKA4RtjI4U3BqmuSlY5ppAxXYwjfZCMwYCckyDbGpyLs0EQP5WqCX8Rbu3+IfORhkzbj1h5YKdmkl26FpkVAlnHZOl1YLhPaIdFuhudU+seqraDoP0NRfNguAnf5i4orFtQiUXCp8Y2Clm0mDhiWAkzRaW3C8Ix/KE4ZF8xTjLqNH0aUOXA4dZjp1ETB433TcIYPuc8vxhmQWEohnuIJYxhTCaZJmzCMGJGLGSblJqbrC2oXTRxfc4oormEpcsJmwYTfaA0G7a9QGFaBVm+kwnVrHFUGqmkXTXb+WdErNbj0XyXnykM/24Yf0N02xYk4Gr6Tdif1c12H0S2G29T21A5T4Dq3gM8s09mPAUV2GjGIYID3EeNsqFiOEQ7cSWSduvxUfdjMq9HGvEjy2ZGrsyT9cpAxMlbkyznJnMYmwmcW+azsnZlKsTLYbnKbQ9OdJifppCC5QdIxRHE7RDp0131H0TxARHaXeeecuSmxe5m5rIGeBcXOjGPNiHzZqpdrZzxqhXzrrpdKCLDcGIjgmCtydwjfUgXYuBLF3NFSwD1hhtZNs7iiFlC6v6/qXGa7cx8xY5LNkjHq18Y66mgBmLvTFrJe9Z6U5altkX7qPsaO0e2hXmx9bOjcWdp+uVoxujGdzdLTAaySA3eA4jNMk5c5XjYp4buHkWuiL1pmqMdFt2zoN1GZD1Su0+ADUTQb5zuRX0xmKAgaOB7e0GCjInvwDHCUYD3rptN6gtBunRwLgSxNoEmNlqxrtnX2T7Mo+/V1Ff48jtCyPn14hA74tysFYXY81aVybvCz2b09EbGnFzi4e28CZtl4mFnmOW1pGiNR5rH5He7U2lFl6PkdTY2+h1ZVDvf/zGMsce0uU74ksbCPQLYr+3kZPL4u954G8vQ9jn2NvLeKY4NQPBUB/cIfOQSSsSTA14mK1X4p5DV7ekuJ5IRmdXTL01vDlpEjGFu3eHHcPHCK49ig7aOEcLj7zZr7ybn3Sx9gbT5v85qWXawvTg43t6hcZ7Gnz8LKsX7ZyQnc3PBu6MZ3vzZSMWzIYHf+vZxx3ZmAxmg88YhlPD0cifSvLNl6k4DoZx+YWwBizx3IZ7HPw68eHfD+Oxs5++V1ronC96BUz6fql+S+aMZTUcGmbtE24Phf8WW3LrwfHNuy3BhknV1KfyMIWrGxPuaENc/3TThlpkTlSHnNqMv2jn0ZKV+xuGtwPazcgp4kEmi8fYactCxq5HyHA2iOC+xu8rF7Mivu6WuOEAQi78WgHl+ba+/IceNpPzgsUyHEs5y57DdZxqzF/oMBAVPp23EghboKoVC5Ixg47Jwsxe+HECFOntF9O2ccal63W4eJpoTHB2Zdq7zrE+5uxaBl8M65isZRMujzHLsloGcBsoX4le+1xzbl201SJacr9k7jjLNSVAmOM8Y9+bjyYDNDZ5v9Y687Zs+GZuMi8VjjN7NnbvDpqwNs3Um6rZzRz+CuhBZNPqoU8tos/thAQsDXSzXeuStCdAcp8y5EJ7GYluYgmL9+VhbKKjdimus/M/WiKK8/x6gqaux5k33R0Zartsm2dBRrL56dlUekxoCKCMhTRanregjW15tlqEZ3Fna//H9DJTjp6WX4m6+konbL0WWvji5X8gD4zwr5qNnBr/xy63RMoli70HwW3T8votP1mV+MsG3G3GRTFq6WJq+UlZbD5oybY99wz3WEvKHrOj/RuYDBC3m/3YmWBgZneNUwQY+4wvTIsDhjh+zO7AJ4GnBy2MRfLS+ljMDmQCJZfz9YJ5dDBidwDWQjxn1wnmwFV7Ew3gt8hn33lsmPydD1oqFnbMrXOy7XUt67iHVgymedrwKrWO1Kfbq1pjYOjYqNKt29OXgWkv9H/nGucUo9Ck2lmesJqjMMt9kzQBW0ZMMaXVPHaEU1srEk5ufaL3/1qNTQyvaJfxGr8ZRvl2fqvfRW5zJUu7d2OrECpW0YKJTmvDvaGtAjKMdq3c6iQtgObZOIfeINNpPx+WdRx4gRXD43u75fcNJTZ2jG4HjjhFLKAzvp7Y4TT4b1kQ215NLkJPMNoTBucomSz6GaH9mRA5pZxWOzjYbZmERRAOiwALUBPmLEnSsRYRyTFuRSawUGC89iFssaBxEwLuWiETLMCznNxgq+ww7kutUTOkR0uO75aBx2z3dk2f5/wyyTumCFhupmObV97qbd+ksaLStRvphp+TmqcBHn8BubAp+1oOnakibNs3zUPZiXNTrGtndPSEnbr1Nui2lvvZoHPxAoVRRM+vJGj2Llx869r7thFtEFC6mLid28iqF/R0LVLNAzcYa3XEqFM39cgHLBYNXU3WY7RovVrAB4xx78YpTacEY4zJ/ZbELAbMSO73fPMzrhRLmifGjw70ODk0Emx4juloWi8YcpJbG63Q+Cw/0RElOS3llMUS1diXyzshcx6NJYPwxJiBmGEQnri34FDTeKrRIZChReh1wZo9mE3lsPoUoLXDXxqGPztZOWwdMD4E13Jw0UrFAWFUYA0xhLgFIsFxMyph3AFB2KSPUIf6m4QmKuJMHO3VclpjCmLY4V6fbSPIsJpxErhpxlHQ6LYndYQrchVLrcKjUm+YArGoZwGs6jdJOAgVfab84Iw5Dtj0d4IjcyUWBcYAt1BkmcQYeDaq2FXe7oHijyTYGbIheBDdBd/C64RW5c10tA70Hrm009maHoZWqyvGDnBslq2oQhedVjCceTS6I3smfPLjjFND3TvVZXjECZ3NsRAcEOa7x6Zhp6HFRD8k6mAqa5N9+Wu0jdBPOC3568EbWRcwq1z723PzIxwY3j5CYBtZvqWc/tiXae9rsPSDHOiTLUs1iTlR5pyRlDSFX4TRIESRqHzOmuN+unq3363TXPH2aMNK6VxJsJsSXPW7lWajIWmo063Qz7U3EZLlOBwv1LlP3oa0TZSHnXFmXNOJzDZaDtmEiuPk3lAOeJlQ24fXl8H/TWYiK6FBE5eCYr/LTYLEGp/HDpHoAoXLcPnukzXyx0LKjbHUaaXOZ4soOaNsEOsP+hZtLth8z2Ljs8mLE1ZLDU2uMQtbtQVm2TFGB/i7wrucaa/Fy/2HRFp/nJXwyv0Fk3Nt/0g1X5Mnt40tTbEg84bMmRYZOSFKX82+1GLBuMmHRNrMixsAc/TcQ8uQ//k3/evT/fEHTJwEHmyFmBQwEHgPAHABxeD6vy0Gz7l37iLQcNeTFRdA7v2uvTBrzffqt+ruvrvnYA7fkrUXl9oCkRSXFI4UeT1xlR8EarWJWpd+xlVQ89QGc3QPltp4FqlVAxS1GGAcVNG2rf6poVL4FUuqDgRlzaajga66ZYLiQs/hJhTkrAPXbswmrohqPwVOAMaYaAC5SpAgZ6nWICMkxP2I2Q98rWZEaAl3cdNlGY7iNSUeomJopFixuIeSQght2sAqkrjTTOX+EY5j2orpTDzHyISPglss56bgCR4lqebJgDNTmp5qHB+sM4UysVoHxJbb5aruKV2NZ1+omCl1izQOag25Mhh0j2BpTPtmYw6hdxvrYrgym9ic8RkizznE14ZYdwXVd4EPDYDIYlyrRJ4/r6zEYqAMdXBsEoMkmsdNYGw7ettXW4mmAhsuFTY86i5HpD2t2EOrEYQmxVtXgmYVOnhcpg50jjEFHHtZ02WeMYAs9mIAwZPYXYxFR9Y8uqck5pJEco7xZ+IvQ6Z3ShpAaDi2ook5xxjzIPYCBlMx70zzkF6IrTC2zaSqE+ItTqo6ODaJ581IfKUtynz6GBVjUQvs4Nik3ju3qi0D1DNZGTui5VZ/M+pOr074EC6zBvfQoiuVVNAYpHC2ztCZph1vg2itAUhWZ+hM04NRmNovjqIxSOFocA8tWlcqqaDpjsja8TaIlgvDQ+u43A96MApTy4Xhof3iKJruiKzz6PZ2iK25gqGwsg1GA6BT1oJjRGztR2DI1nnxla3peJSCITDWreNyP8T6kI1ta7kvTLIWHCNiazoetbUfgSFb58VXdKwP2dj01iYgZ20CctZgHAsa023WFlIxdeUbBn0hNVZLFgHQGDBxtSONQJ3ByIHOcBinlXJJaKUcO324CaUzeMjUGQ7j9OCglc5g5EBjwMTVfn2JvpAa66RPL0WhaQIN8jSmFFhdlIBIP8VatIVUTFkZOgCkGA31hFovCIsG41hIEZXijMZ0m3WdDSO68g2DLJZYV1FQQ6UJoCWLAOi5Lzpgn8RgcuxoA09UtCONQC3HZkSsDzeh9NwXHXpw0ErX2TCi/foSrReEJY7j2HtLuvWaWqYTJF1qrbUvekqNmlb6HmmlHDvtZICLNgACS0flnekoQh3aAA9S7SSIo5dcdNFKOXbaBOSsD90g9SDYGu33uavz0njpuhg+eu42gZZjM0IfukHqudsEehBsja6L4aP9Pnd1XhovbQJy1rFWyiWht+59x/HeMQwOqTEMwaT4hY8rcRxvTfTF0jhvXlrHz1PvRGLQPDxVmseHUO+A17RO4giNI4UwdpMJI9b9MxN/cfGNZ5/4YihucmMobnIVoCWIYx33ONZ652hRa73P1NBdC1VqrS/0HKCCBdKCSV3vOfZ65yBDQHvvt9elvl/QZoJ7QAWTYHBI3eAe0FfV5PHCx5W9dxx/UorxhANyIYoljhQiIoaENIsdC1jGjU/QvEdMQL1Gpazen7dR787RYnjnaDH88zYaNiplDR8xAW18guZYwBIS0ixSiIgIlnScEPBsdiGKxfKBFO4W4mdPOKBPSjGfnx4agWwIofeZhOs1ApHSwcsEdDlTY0iEvWfg1m5RLHYzWBSZAENrAlqCoTKFn7hPCHjGFz9VH0CuEsAmLa9UReRx3rzyXuV3kqH1On6edY2jD4VGwe9EYhCD+ipBpefhqYKQ5fQIYls8jw9hnVuJ51Jj8zvgtTwSjN/lQup1Ekf4iSHwYUU4H0cKYeGDxG/wY83sJhMGo4cjrwfbZt0/M5s/l49WumD+4uJ7YkPms4UJzbNPfG0bsohieTs3uTMUN7kK9kwFCxTvjzocEKt9sfZTwbF4MGKaOAyQRlynU7sfQaqWj4xai5EC+fZhWZWMBIzWACFRHoRRihgvzBjv5zrqnyh25W0yImwrGmbKq5exoe6XQPEjtrt1jeUMY+yvFsSdI+HMkKdwxcSbd2NKLLvxi72wZvZ36Wh+YWIAHmHayPsXBNmJn7qk7q+WHTtHwqQCN2tPAYGMcJ6VI/sTDBHwhmkuwi+oUL1icGTu51IC8YleY+EmbYj7tQSkek+sYLEfAarmR07ZzkiId/utlHqQIWFN3E8Vx+TBhifmML4SnwAcd+HUqGyLZoVC5WOYMTqbSenZhZ5b5No3PqgUWz4DpZFZ7Yu1J9OwZA0rLOxYavgadU2rSFgT9zeZeLMPzYhkJFy4BHF7EEiCM95MuiVbK8gdBqjhYfv5UVkG4RMrWMSPO4/7lXCEtqJhjryaqePoEMmXOHFjtvsyYEc+QZQ7u0gA0CX3Z6g5CovBkbkXZfVk1TW2RLs9HgWQp1nOMMaG5DOSV6AKEn55GLFL5qcuqduRSE2mQeOFgLTFb5E7NMtu/D51NGzHviN5xpfUICKa7+KGmtkLa2bnsQnbARaX4scAcjuQh1HOReBgF3pykWvf8PbhqKZ8xIeKd2jISvxp5bodiVRlGjMQhIeGrGzIKTe5xZENr1CaxtgRSJCwUJrGbYmVRt6bsLctAdPIdxSexI87j5/gLF4iAjW2pp2tvmUM3OC+QYfRmECX4WFVb8yfABxjx6HOrclkimZN0vEYQC5MRKBGvMG4ej6tcqDU9LXQ1pg/dTRscC6RWEUqVwwqAMUG45bNp0nCvEZXIB2BBIkZz3CFja5AbnDs5D9xsUC5ECqVGRcJzu9yBc2fVq4700MmF8rhCdr6xbu0pmZjJgjzBQmeHIc640VKcHhpTc2eDA3lF2AddWafCwjgN3+Cs+zJ0Dp+QRbIlnwd5RywCMYvfKx5C5DdYDzDFS5AdiNO/DyyFeOseDjo9qgFE87kpDeDCkCxF70QcB6NaFsxjgMPB1gTe6lEPyxSgmG8Au7AVCuOa0PpiosAThXqOoO2fglTiX6IDw9RbEIJThxLXYpQRCM7MLUGx62xlfh5xAvDdMDeowR3n6IUuh9VgjmTxOIJHtPML3yshbcU8+JDHgg2hNycfmR5tt9IlHUnMiqHhyi8WmlBL0ws7U0X1LOYHAO9bD52uGKG8QoY1koLihO7aMWGYEj2hhDVswhYbm8S3M6lRm//I1yNQx4IvFOYOqCiUHZWUGPffiwweBniZoSPMwzTAfGikNPwFKYOqJzcJsmbsE/0GvM2aUP0uoncETeYIJsZjOHjI6dsYyTEu+73gnbjTJ14KG+Y5sL7ggp1Z81t6DsqCssbDgHwsvBitrOCVvTtNxkfQDXs3ypROydxB/gpKJV669p6H6SgRubCwEKLLA82PBGH8ZUgkxXA4zPZqX/d0GydCmlcul+YGIBBmDZifQKVTFlWSMwh0dxv3piNHyBA07+NQLbOFQ057wupuK7KCuC9wgo3+ZWS7/BI0nfIAhtDoKHlk0uLxC5aXiejNP1ba2bnKOYUIiI+BaWscF2WN8aj9ND9QkRtnDPdHWDeUIhMuAWTy+4XY8jGeRrB37whnFj4xQ6IOC+Ck7hxU4WdjNLso0PSDuHNgimCvM0syfzCxFL/e5FGbmPECqvLJ4pdhZuMCOsP1EhuAn5s9oC0NT2Og06P4KSKrHvhdYKNw2d8BRN2E7mjL9JolXX8pFHcs3sUcVTxXCCP9xEia4fgpkIPHCshm5nAg8LZ30dGrc1IgXzd0YeBTCMK4iKf0rewjYu3XFGXMORVDtPCicJt1lv2RM0HUA0/+3p63oGxDfRUXqWoqT5YIVXm8mXqouvBiGnmMEAai0JO+2OaWNmFgVRGrdJ/8coaH3hi0QuhvGRbOiTDOieP4dN2PpOdYke9tq0jRUz/BtASVoqaknFBVOiBPvrAoVwuC+wMKgplCvBlmFgTA7j165GRBmQShwMYk4h4Gbey8U4UZJ8wG0OWDSDgkMj1N1O/zA8SZHa/EFIb5wxNr3DCi/zKofAQyYrvQGXKXKdT2yUtSJE5segatYenoQaKd0eaAP3QyILcSoSNIdh/4DFgxqP0IOOCINIDfaB1wcNG+YvS7KdOUEe8MkUWAgUiMcGJF/HFmvMiOOmTUD3ypqlbo4W3J6314SWDAKUrcrgi/8gSI9HW7EtEWZvtVqR5i8IcGjdVn6xrkzVcSTam2PsaGJaE1nAz1xmRRsg4gpzgihy8nyLNbo4Ta4ofgcrkKYgb+gQPUH3SzFDWYHqmsXPJ13CjXKXyFaU3Ts7JpUSXi0/fZ5Fhx5zGKSQ2bVKkTwpgkjeItWmkjHtSGUTCekHYhIvCHLrjDwtyjFlyUZTuPVukmcU6CHZJHE7kDkhkG+nCfrTTKgyjB2ts2vqjPzq5kz0DgGF0ivIvFC3MVzReu+TXGhlEm1zjU9PTSEoLv9ZWkVe/bOiKdhZClPE7saf5k0uLDknEVkbRRg2GBR/aBsGctKumR+ItkUuIHWDsRF6GiZ97OEn0wyMAcqsQFY490VOHzDk3eNJikVdvHXRFO1y9g+dI19y18Lt3M/h3t8ZNt4H626jZkpMTpPbwsWti+qW55N+fRy/tAjUabPXtYAurOpgb+FeSLo59ZNGvxi+MV8jMDc1TREbrKqHpmk+DZ2+8zzaCFxLqQ/xIN0I+1ZrrjLdd71w50sG1AADMSvj3E0cMYQkER7222IaqYin/ijaI71RExj6SUrHpktOwkJkbYxw2IIZh4F/Tn1iPDRf9aTZIzZsCBnRwmj4g3Un+JZUQ5yX4ki/saO2TNIBwAOF7B5rMn309nmOEfseWRQfX9gjAEebfT9UYwhIRPRIvVy7BYEqfAeXRNa3UvK4GLLwvi2GYgwQbPTI0Sh5RRqrBdAnSNdmAXg1jF+8royBc6qnzaGZLHbwDPOQ3yr8gVMRsXlToLRqwumYEzgJMeF+btjCRRyN9BRenayIS/prML//m8AgziVUSPy7wPpiEYQdbkCPKzcK/kgfi+EUE+YIOsT5Jo0zGJB3RKZVc4/hUQ2klck265g5Z1g78G7Vj3qGC9y5e1Ojgsw1S+Pd7FHOhBWrXMA1dc17R5k0f/1IJzgCgVHkEKvsdSkldc5fuiEgM/t084iYqaLTqGhcdDODsd0GE+fdsbC5QYoM+XcXSwUhGcIQ2/7LpzVE3usTxZ1jcKejrXiD/ZvGIgwbJ3jUCZNecj5BwRfmX6i4GkDtGu+DS0cFoLXJ8nvBvH5+3WD18Ngb2S0Iwsllbpe7kK9HBgZo5Oszwb4WqOQwKVBYyxO2ZIHpUsPI+GT7zp07Q1z640DUxW5Nwx/j3J9RL26EzdpSx2jHHMGUFcVEfBkVl11TbDOV9uHFeG0tBOo/GgQ4WLbDDIebfzdNZLWyDbqOw2MGpP3a4DPIv54l5DVbNp+mYRitAoIN3uOAxGsO/INhmttXZ2FHrhFygtLBjtpF83QGYXfPpbwmOA++z/Xohh4TiT1RTWYjxqWd+iI3baHboYFtaAFds+Rc0y0xnqOkVmrFiG6omTPl3Ro/57q5BrAGHaQenmeAzice/oxtmvA+NG3dwic/IlDqYDaHPmEb+LR0w6/UUxjhClR38BucnwgH+tbFg1iNh90g3QkGNBWs4OF/Tn1mPzW0HH7rQHnhXJA7tO+mbs2mTInHjjTegbrW/K3Sha+YkWbLBgfdBWQ0LzVhdk1aEBsICbtYQ5kQHp4kApCvEv6M6Zjwpa75NnY6uKQB1aYMP3idLF46tbJhBhVB0sBklQQ+u8C+NKzPeYlgHg37Rf7RcIpc2P8qGpdm09cevmXvQNZNGlw478L5Z1LAeGxSg38l3eo3QwU1GCNUF8u+KnTlOi9yHceGka6oppuF9uGnhUjdfH+aEYNdU86DUS/A+3LmwDSWl1/JB6uAisUKrSPxrwsv8gMiT2IaqZwfjuhDlX9Ezsyctlj/7gdvBO7YM8QXx74clM1shZPxU3Nh0TQ5jSUdC+VfoJ6zllc0/7pDq4A9aiGYw4d/LAPP22/UShRjyUpCg6ZopTiR9WMK/SBnCuBgQfCuSu675uEi3p/xLFToDGIH0rCfo/vg3C3QOMoDzLrYYdDAaaGHn36+HmQsE2rsAVezgMw9GiEX492s0c50BeC4BTdfMEoZ0tsa/YGrzEZIYHypYo4PBvIxWVfkXz2fGurAj1oi5eR1cYseMlC06GBSL/uPyjV80xXmNFL8x4x2FFw0ehIlCDIltuG52MG4KGANswEAzgGgkjkPZtrxIakZhI8VvrCi7+rjA28G7YFaPfGmMFV1wLxJgjg7ODPwLmjPyx+/FeAGbTZecxohVcmLEDgTCSGpGz3oCr2suiUOSUYF/tXxmzzFC3wQmrINfnWJDEYuZu7EhGJIwEmAOLxNZWgdnQvgLak5eJiNBz9rCQ9dc4nWUsdo1W/u+iCxcmIkszWtgB6uj1okwk5EgL9SpDv6jh9gzfUj2Sygj+FhRiMfMH85DRDSfaii+d0rYLa2uohLUcb4v3PkzLM5rBYPUe9WGravNg1dBLRnvgqrUxh1cPhsDwwZ2sPZLKHt8TEkOQ53q6JQqsHBIDwwcoew4EKPafAr62njjTb/cqTztTzJsBYOU76mCu+UB2/BVG7YOicOQp7hsZaxUw4sGv/On6VhYQS0ZToGHWq+EI1tQlRruavPAaRjR0B0DuNiiIMTxjMiYP1FNGSlbMN5R6JEUGnASQoI6JA4fPEXlkm7IhcWXUFlDDBDLC7RNmEHdarmMysDuyEJRdpXTYFXTHQNU4bWGOHohCr2xA18OoUyDGfQ7qeiCI1bJ6YkQRHnfVUPsQAAMiaGIRcPM3f5FdNN1FPQojO341Qmq+UVTXDfkYsGXyL7xV6YNvcIpkCE9D7cWLQbC34i0zi8aPOC1FDT0QhRV+lsohu50YEOEA2a4V4EYM4wBNrrgkBcOxrKzS9kqdQd0YeA47PC0u60ZBpqBPtbT1LvQvOJVEcK9X2MO3ZBsW3cuuLj2+TGHIhrhbZSM9j9QA/2LeKTrLDDqATLH9DxcIR3PB1IPIoTSkQhodQgakPQ3GKbdyepFZzME6lBrObqUFarugM6oWzm29jMLj32sR+5daEz7mIO83qUDDtwDSgULdKHnAGeUAfsf0FL0MzU2phi9zyRcQoHDF6rU4NgkWgX88ctwd95553pR5e1gNABC9DMaRT4vvtK/uS4CD37p8xKYjuhkY0zNziToVrBKkF73Zjc2+OLq5CXSGYQLKLRGwnmFESyPXGZSrB9OYUw/hxJCo4f5hwChKscHv9P0pc2Nytw6eMbVFOV1VIit6eyZSlRk2N+HedfL6VmYdfYyJiFeHTOjeRxaapNbFqOTd/dmzhRmoF1y/VGxjBlQbL/8ExJ36u7pTbrLDjZsQ5cBdxux6EwTQWFWEZvFnbp770iGtIMxwPBuGemXoj5cBFbpj1duLHLJlFUjhbD9iJ1HxdCkhEV0CnyqPhNE9D0GMDQ1d+gpsoCucLOPID6k5sp0B6sk4OaIdKbYuUzBL17khMhNxtPcWkQGIg1IPqRITWTnEB9xGTo6BtTFbBIOqTGiEbYtwaQAVN5QcmHDgTaR2VOzSiUWBxzIlsPs2XfEMscOHrSjzOwpn17GYXIBOnRnT6wiGym4UBMJs2eBossiXXxIDYbZk2nPk4ZU5zxe4I5pm4QJZZIDOMEkBMr3Q9Qshx2Y8CEkGJ280rqbXxUipU414FODDizpEmTYrsdNgw5sl8TzadM3qzm52xXlwMNJdntA+5dKrScCNHPX17SD2Xl2MDvPUEmzuajJkHAFOYxe4vbKUzhsrCtEziYyKo+exLImL9Yg2tK0IcyaAfd8kvUQSQAbYytGxn9he5KF6qSWRr64CbYxVRssAhbhqLc/IhNwHbBheOxA0S88TGnUjgm8bW5vl9MuOw7LK5S9JDbPjh3IzmkyVswub+npWE2PPXZmluef+TJ5mCV1lRUTSBGVug4hiwRFSAFcB20XxVjbMInNA8FKlF5UpQcSRVy4y2kXHThUuyJm4sZ6CtBlLDMmkRkzgbfNACRYdEzVBmF+KPTAJokZJEPMYXmFK0h4dXAPqAwZxdgnPy948B6ZHcjOpSLI7NJnVNMgv8E9oAoAR0lAzoYPkiiR8GbEpgwFgmKoMl4rheO0cC02IWtYi8ka8ZiGHmmMV3sqBg2oHM69Jjj1gg4tjjKQuSY4taFyOGVEUOPdDRQlZA2TaeFa0EAE4sXhQ+dVNXt0ylAgsoQ3EB69DNx6ZhSJHUF6ZkhoDcV47rPpT9ds+tP1TnBLY9OfrsklshxIN8amP11Vt0wEZW6oueYtYA75r+IdnGqi5Qd36Q8OgXvCIZ032gBiPReCIy/n+n08Cl//ZTJ9QMsVD6Yi5wXP2H5B0I8ny8zwXFkF3mxP8Ad36Y02gFzzzxEVPZ4XMv99bfzA7+oPynlPmAbiuRAc+S2qLXG6Rvjip+pviR5ArXJ4BkXvI/N2vgEV+DfHbN+LoMP/DKFsFHxCFWEnahXEq1nOwARs7tTdk8C05TdhQSZiGywmZIPd31wXc6fuXuFhjS1ZZGvu1N2bUGW0JxCCPkF2sBkgP20i9jQRrudGB3/8+uKMMmD54qcq5/z535JOvc4glNwBgIotKaODnsDga4MXN4uAKnmFtcctG68bk0voqQUHPuHz/gNaCjkEALgdOeZvtXjRUZQswpHiFEaQPl3G4BN+rPRIQTCZU0tsx7SBJQMBYsofo4fD9029avlXNzxRIBumpKHARcC0gcWBADF7pCAY59QS2zVR/D1jnDSp4xdj5qZfCoX5V94VHjw4D4/agyW8hN+jo+sGXpR2+H1TrySKPIw92R37YRRIa2zzMEb1GFU8jNI+hutf9NDxxvsvRinLiHwoXWbkl4cPtaDlwZp/QVdC6vJDs2AZIPoYAawI8PExjoAJevwYUrpEAtW+jN1XtPYyMmD4GWBO/0O2kQ9ZENb/BZfn7xwtTnpZ8J8mwJmx1OP+jb2qZo9OBaXX035G++JQK8chejmpZYovcn4po4z+CUAg/V2AZkrYQoR3gfVBWQjmU+w4kBQe63JZVZKtoN/CUdBsjKhbOS5O7kj7FURov2/qtYN7QBdc6JPtlmzYZDAzXlrE/IggJ3qUFO1JBOV+39QrG7S+qdduSJkmHwGdZfkxmXDJ36mBfN/UKwytCWgJZgyJ8DNwa1+VTQdPoOL7rYAPcgPID6Fk/CWVZc9advpGdEq8q5Ugf4SH3rfuwT2ZImg6oIaApzXeh48RNeHigOAu7+PT1RQkqdWlu5XZgwOi2r6PESQuM1weqMX4AXZAQELkgZ03PujsLUEYOR4Iq/oCCvkULDHjEnoGX0hqaoEqIJfQxPRCi2a6VIxxCUfhF6LD9LI84oFkHryAI0G+8h7wwBxpHwQlRgM3PZiBW5lRc+hhCrdiArlPpOB0rG+HInBwK1cKoSY43dy1AX043Rswh3MyvyLKYqZ5XdSNXTWG1z1wrQLmVieg+JWevL/k4HQd0A7HmHErD2GIUAa4laOVjUOA18n4gDhmhVsdQsk9wuu41yevw50hd8HidbpRUuBwK7q8FV3cig6q1YhbwX0h6oLhVnMZbGe5HeIReUsgt4MxJFGNkVvdfZHBKOF2PVbcPeFWfFC2Txl+x2TErSA1d5Miv0tDja3iVhvUTKiRhXMR+FEzxeRyS4wbxRXPC3DGr3JyyFngwNkAOABcscoZhEHSw8CF7zGOm0Ug16vF4lcAwDRw09sKCuebYcutTAB6IfH434c1ctoZ/t1N+AEcF3jVoo7WmeR+J7xSOsoEdOmGlGn8COg8CbXIp2yt/M7RYp+AO8mhAIX50+VTSFiGLGDQqaD0dtrPaOerImXrYIHtkFYw5U7Fpa4pJhzPrpLolBFU8AmVbfiQBWL70FM3ctbCkSgXm34K7DezLcktJngSVQE2R6j9ZGNwkooEroQEokITMrIrjQAfBvkSGYFLXVH5qYLllys+IEMLTSwlP0qahoYHZwqiI3N1yStRhM1N5ExTPBXXQHHVJBU0PnkTgiXfN/U66RnFefjOGHjAibhgHBngRIJiQ4Oc6AKPIFhOlOIEkZcTVeFGJHjRUZTTDF5UtqAA50VqcRkAXuTJwS0ML+qhoTCVF2VxdFTAi3AxVZlwIzIiPta4UVkaWy7cKLA18g0GbuQ4+GANNwIllKxcwY1SbYsI+VGLpzFdow7uAe1UDq42Whe8WP4KfxCj4BeEKbMiFAZbqv6ZXlafHIIrN57ucShAYfYE3EmyUb2wiM0ITkj6dtstjVMoYRl0OFVbnOwzTigvLZcwaQJJtcjPLTXYJPYQGuY/VwZtj2RbNh8U2IVrHRChLDwjF7K5S1E35yiA/L6p1zkcIR3cA3qDyA6zH2dz0lipZdQVX9uxemE4V70Y1HS1M9igkO+beu2UBj7wCTs7Hgkawn5pY5U79eT4JzskuubXz6uBj55WMq5rMmDwZVr4nlbEm36pxIs89APpvZwd9cq3ADKbissHs6FFf+ykIJNYA/RiOrB2RroKMg0eGi/GiGX/TnnJb1K3vBcaLfqeGbi9Y5Tib6sU6A9+vOwBaQR8lh6qXsYBxrY6lP3auQdd6uhxq92R+SQ9kx1qUsR2QKPHu+og6UBbbRsvbM3PabI4mr3Ufuipy4csYBCrQJvnclhSZoXyQijVb4XQxWNwlflOi95lCCLcwE/ZP+kR5XEkjlkPQYGmJC/Y1eJp30Z5zMg1901I0mxA5sdOPXytrMhjRg1z349emgLJR0H7v2g98lgSxxyYBY2lgQey2F6XB/NKPJ7cMgsyXYG06pRDzIL+mD8yPNYgYC6UE7HoBVEmRSv7MUe8eCyCaZ5ABsAXFYzcBhX1wQS18ViH15xYyNqXF7Rxbrz9lxRGPO7BNSfiyIrTHdpIVtx+S6kSj5s0zoxXL7YDD/sqFsdX+cHjsZnI2bHTzGpF6C7zjPJNxKzhmqrPkbRbnsI2NlvPg3ct5ME1A8dZ0kiXo1qjPafPnkieLdcPMMyTVLx839SrJUezh7ojxIFyXQYp9l8rY+9JgmHrZWJx3N2rDah5qS+8mSvDlH7f1GtXaqO5485y+hMVus32QEKn4gzdaKgLOoLcC3v7eHajV8MNoUEPNq+YGQcQJx2rMMWWY1jSJerMZXzAuhzDcmMVpuhrEf+Tjwt/Ly5l3SYnOoQGPbbRq6GgjADvADPK9029dkDNSxl398owZvvGQRLfN/WKQUKdDhDzFgyQfkBQnqlFH6GYiT9TOnLq8RNeyNjuU5gkEhf3FLK8npWv0NSEhIivcOuow+0NKQionXxDKAwObe/eUDanQdcfLkqBkOQPWbjY/PrD1gQr5P5wyRpENWB/yAUOZ+4Pb5fA9h8+6bmD/MNTURubf/hASGJs1R/qRFn07PEVBohpbAT9Cj4+j2N3b/hKBvkk7RX1dkheof6jhBuTUItf6QJsbqIFUArZ5+4+YdqxHCDmhkaCnH9BBG4qWeI5FErQREdaoAEA5pfmIaSUjhwIKNAbRzK4Y4yXHM9EGxlKxZIXYSUl+isVWRnsAnAqGAJk4LORQAm4rRGeH7NAn5U5YwSQIQ+2YoksuYWH+Wqzho+RrxrYcdwzupkfOryYIlmXNF5cTRtjl1Dr68gyHl+eOJsanVl4m0m651AoIcbZZP3tNwICjSH8zeiO7pcDViPA7HxXKnaO0vNm2SUOIeSqPIdCCV4LArC82ZbNDe4BdbX1dnAPKCWUN2FCwLO3c5Mbx3Ecx2U+1gEl8nMwUFEdeGkJQ1+PS4xy1jvK5cb/oY2hi/XORZV4CRpeS7cJMg5eNz9oqsQGia95SQ7zZS0dSsvi1RYGgvwgCy02NoF5CNPLsykl2iEJ67VR8xLg1NJsmHdIf35ugIrLM2EbrJbv90WrNEde2DbSzef5yGGDiZFZU8rtxbTspEXOq1+enyXFFMvaTMZL9wkYyc1rwupeKcduRoL8Dz1k8KCnlzb+EJBiADprQmXGY8T7jahK06ZfxzlmtmPmB7lS1bZ0+LklpGVE+krVSNoawJ3ibZGhP7eENJYHfzOQ+XWcYzhg+QMQPZ+HZQeYisOJsni/EVVpOzxOj8EPcqWW8kTyOBVL/tCtwalPijIZjnE+erwJyPlNQM5hGbBA8+gY0FOfFHMTLYCfOzp/rhSyHcsCQxT8ztFiJzscYyan4reoRJ+rwOvjtcnwCtLsPdiFx/9u2eVkh2P2h5G9eTM5FU+YpuS5EGz+4FuMn2Oa/QRMaR/Y2PR4bTK8HBQl/92ySzoaxmHvvffee97znve85z3veYNjk/a85z3veW/NE2jWlHiY+VrNzHOMTOZOM5VE5h5KCr/PP7eN8imeCnu/UKWeZ01p559pe57mPe95rvKDYN4zbYOvtyN385+ilJ+roObNVbdM/i1gDvm43A8vF4bH0x2RP49u7/3iKD8Yhcn/cBPqNQDJvuNtkM/QmfaVSio8BimcB/fQ0nvnnPPRE6Hf35msjFvzdhLbav4ogNVmttX8sfe85z1j0ZG15w2OTdrg2KQ9y56UrHLc5ppF0qqKDEI0wcegsEVfSXiK95oAOW5jKCsOVfnRVwIaS+4ylrJyZakiiQxhT+tLdQDoLLwI8RDcmuw9YgNW81GFtvUi+ahdf5qrB4x3BS6f9sZZCp3RBDAc+dT5iOY6s0XWpIheArAKCT51TAKdIOlS60xfEfDrmyfwmORT51fNdcZrtQmONOC301fhROxTr1w1F4vZcJyl0COQEtyTknW2U6LZWOWtFP54VAURNBeAIGEWalMy7Yw4UogKf0plSm+hUQgfsQEbuZOCnwhk8C8CV2grT6C5zTXLmw6xYaEiT7JKDQehWvkxBiv1FaCTee9BWWrIwumE6HyplZrO4vubieZWJy204RiYWHhR7wKNAI5y7uKCQ/lGAk8MU/ujUNw01pyTWaqVx7N40uHV5E74NUuS30KJa8cfqwX6VrYehwOh2CPRt6J2yPalYkOBMMCVBL/6h0opjmWza7ahQHjgSpCD+mdqShzbpgSsFMg3ogPFW7nguaFkcx6WRVgTIjvKp8lb4YZyvOMpXmevJjfDjqes+cHGRtWhHOl4ALEH+qdraI6N9SIV+2elh2RLOYEg5XrFilBtTzUowPb116FAFHIlSDz9MyVmjm0TKHWKZE/1EGOV4W8NTYMOJZszyw6O2FRPrJoQ6VE+TWbZGWRqqBTWMKf0KMYIPMEJOO1Dw8c8xevMTcGTfWCBlloMMLNbLLcPDLmw1iPUpXZo8AauJLQPXoB5ypof20pwUk0DlB0DCfXKmvrrxkfBwR9Wl3ICYZ5Fat1EcYIOgKT6VIMC8+wLFdunRIOtgwZOjtVC2fSpHmJm2jcbk2xwuab+zltXgmQGdKAVKtEoIu0t+DkhSCKth2SnemI11yqRK/TVXnaRwhnQgSp2OaKVmPuBBVqz7ejt3QbrQjLCRjo8M5BQ7yKRJTwHBShoSmD6gSEXZiuMbWchRHQrwcn5SluUbSdV2IniBPvSkHUdNHB776pI9ynRoA8stn9RJ/8oBD4NioLRANAAJNv3+lAzdKZ1viMIHYMUTu8DiwX30MIrlVTgX9TJPgk4Ol8rKXe8DcL/KATyLxNYPjcSfqA7+l4WUP5XCdX3WoCI0Pe12roa4nI/8AmEN/ThJpTO4CGz7/15ygBkfDNZGXWGw7gJV4KDUZhNqnJheOgMRg4Yg/jFUZ540h2R+16L1zhvHl28pTFg4uoLqbGd7+1nO72Gxh3MTRYNxrHQ+wTJ3ozAYica023WlW8Y+LdJHKLlUjxrySIA2pFGIP+rHJxQJanjSe0g1oODVrIGzSGxnw2vWPv1JfIuGgAxmJsssZssWi8IiwXMIZyBCweXnGm6hJKTXR4OR4XI0lDwBS3D4LItf0JNjQgAivQqqhXNE2j+FKUggb4duWuhxPWkAwsVeSw+ePUBIIKxnZKwFSYiWUThkRow8bJLHIIwGcVqsHpYFmGwUiA/9khUdomDrZmHj9UCfStbj2+FG17wfCtqh29l6/FtzTyY4eHgbaH4fW6bFTM8HHzu6MzUtKqvsNxooUrNZCJyCu4JU9uojrEA41lT2imeCjrGw4lpe56kRAhqHzV8sezgiFMkUq5XpuCeHMBiJxX7ZxXqRvtUuRLLziDL8GdFqGalh+QAFjurrU0dL36IaRt8dV0RoWNXIzEtrqkcIU7riqf90I2XFEt2/4vPBD/jk6UDGpHxI8eXz+Lj0jMkQt8jDXwOhRLmJLAC/sBh5nf23A8C0+FHbLjyAiRjfAkITMBm/oTT2gtQO/AoagU/yMPsqzCB90CEO89CLPF/pKT5FkDIfA+XQU8zAaAo8SFRw2vN8fi7Og4cLcFC4pXkSFwYfA+XQdbvHE+yofs/UtIIKRPjSpo7D0S409Fs8iW9zA/yMMvBZvgAsqAXoHbgrWDhTAaMvIATXLzAGk6AR78AyRi9KwEnwEXHB4HpEKSp6xrZZ6G43Uzzh6cVcNPLiIzhalFavFwTEp2rcbID2jaIeLkmJN721tPRmHuwOvZ5WIJwtVLvF8QlVkH2gl3UOu98x8n2qFAwa/cjjuM4jjNQ/SHbUPxVJiiBCnbPnHVR5hQlBDzhscNZF+XFyO6lKCGA83RJ4NX7rOEzcx4hxi8MxU3uPDoGdM973vOe91xlBE4ccxMq/DgLNCx8rix6wudOC0PcyViVPqPeFehzj8UB3cdqqc+zRFr03uc+97lT7oGYryAQ3T//vGcwDVZnLk0IdLcy8u1ewwH9+8dyLMf9EvEGFSzQPxUs0C/xWXkPYg8+DAuOx8KU+jQUN16sVPflpjp8Gd2UX6v1xHGTernJHX/n5ONzxci/mb28hDdglGEYHhCCB78IVLZU/78BrJ4w2gB0iz3vec979tbA4MZxlo0xVyNDzpI973nPsksO7Fk2ipuwnMCAHoLc4NikPe95z3ve857n+V2fwIQ46JlIzwbLFV5Z1HvmhJzEHgl87LjluByQOmMMDz2JTRh+ZTRnUNJD1zLz2e3Ccj9w5FGravLoZkja7HnPe97znve85xhJ1DZm8BnkXUJr5r3LMRHJoIwN07Y/yScHwnc5Ji5FpAkvoTW7YGKekURtj7hJWYrZ8Ig1M/gM+nCCcG4QJYfZdhpnM3ktHOTMkjkryusMtBT2rk9gQhzkdDCT114L7GTmhJwZoqVZUV45qZcnxhge+JU2OIOBjD3GU9My8/k1FneAlsK6gNEJdmG5H6hxwSwLI5JhkDNLelxnpJUGqsexgZHEJgwqn6Iuy3DkZdtp7ICgSXA5IPXE1lofc4w3iOxg+9QoVl2W4cjGZ5rIPhk3RKtq8pAri3rPPHqtqslDs2lT2cE9CpIIwMZxHMfe2Js7OrdZkULW9eeOzp8rhUzvHC16vV7v5+4+8b6ayRher+kCw6YYc6ck6DbooTJFwnhgEvXQnGxYflCmhx6zKKkWWXIgjDqpRQuZMYYBhYboobMhsWwUN2GNAEkPRVYIywna6CHIoHD4rVEL8cwIu6q5oQWMnpkFvHGggTowCduq0aAFXNGYhc4caCANlzMYXJr2GX0yu4EOagCmV/PXLgbtc2Nt3kN81Txh3QTkrOe0AGoqWCAdtMaoqWCBtByK6jAsOOIbEO50GoobXEqNLLQHsQcTkrC03FSHLWRd3zn5eN8Mdeq5qBgokoJeq/XkSnIjpAW3DK5+aAXTgqFNcIikOjAzSvtFoNI7lmM53gmwFmyv4YA1IMb0Ep+VIToeaCxMqX22Q7etjHxjDlYCtFiprh4qU0TWg1z2JeKNMBQ3uXFRFVhdRjcl1jVRG4PB8dQ4sVriWc5C7xAyiF05Eb1TZEa8KhRC61gJxqRC7uJdJRjiFWK64vjCkq44DSzS6gcOjlke4gxABQyZRNT84cNSAwRL5gtL0vpyzCvEdLHRpc2kQu7cGMTzqlCItlshsysnstYYYp7lLM5yPWcwOJ7xDyazronaMCoNjxOrZavGh98hZED1yn+nyAynHU+vYyWYhMTCvKsEw7Zg4oronAJEFo0m5Cj+UlsGJqXRxjCJwTRYnXNQ1mozwJ6YSxMCJMj5qPGNmpkne8qubk8xcftEKUE60Rf3WFzy0zraOF+ELA3qxqh3BfYOq7aP1VIFRTOykwV/Bs7s4k4LQ4tFX3KPKTRTI6jiyqInFRIDyE7GqkROEckmVPhBnjmRWaBhiWMVI6LEZQyVqD6CPkChMr7S4uMLWYDEb1ATKUzhGkuAUWzbuCZOnOBG6wQ1aqixRGeprsVVRuDEMWISLK3z1NXjYkQ8S6RFLNUaZKpJmd+OJi1zSYuvIBAtQOWwTennNxyRshRzgrBBlCxH0OVS8kKeMoWgcIPtf9hEdAJYzFjuMSajUsldFISzShUSs/0AlCdYAaXcA8FXIEYHsHqCr8JRB6BbDA6B40JwJIGV1oIwVMLkjJh9DvjBXfpyrt8XPGN7PApfD2i54r9MpnpPEwkbiyUL0xibZ1aiBFPay0WxfbxLnf8qcPGAIwq84JyCpTN1uklBEC+enaSa6fTmUSfV0CoaUkEbiEAAKoWdHmqaDRBkVketYSNrHx5AZO3zI5m4B0LuOqrcks0QbUDUSQv9SDKHdbqTeBbH1ECmm6gs0UhUSq/wQGwzDlW27MXKagti4jF+MbEpRx2gquHZStHOpvEipqXElr6kfjVUm43UtRdpGxybFIcbZVt26rba0NuGXzp73OMe96233nrrrbfeeussMxS0dwuSfXkFKqyL1KOzXhczjRI3JdHT1tIAjeCGgRxuGvciae5jbhg9ZdiCv8oh2RVCAzvt1GgDtYE7fRR23+qtalIMnYQrOrRmZ9vxxQlxnHVR4V9jlp1NGaTtdXkUzlWYdhrryoGclKttaUPMt3kLz0J2CnQW5G1njRA7cpbzz4TJm88AyOkrBSQaSGXYl0eIOI73M8zGCJfWYmAAZ/6wbliB1lrj1MFsMirFym6cguNznd7mwbMzuiryzeBeLIV9M0aIzJAxauipLjTezJ8iz5p62piNUjyA2IMwl8AVWqvG0peh7eMKnp5sTDIUnAj3SFgMghFaK8PuoFFqgLBuGEtrrW1oQJa7L4tg4UcM9MJsbotorbA6PpegwrYc5eNJcfMsNOJLZzUm+TJET7jjCtJNycONLzUhmavSaGksqCQivN4daeTLB4ADzGeui/pKKos0ht6NPSBwJkIqM2EeB13lR8ZvL5bGcqYPaGbIGWd66vaHEH3ZiDgoOVMPjDIjYufux+7jcpxp18us+vlBKyGK6XEc71iOtVdW0JQgTW+9L69492Ipk323wbbefVFHuwxIkG3ngFMb6fDoIr0wW2+9tZQLxa2lSjW3hrrF2XpDMLG34ggiWw+IvLIz38DWFLuTtZEZ517UrZM1kIIyu+5JXdxDWWytCjD2kywCuUxVrKxpexgPeTFFF/1QogOk6dx6p+nL1joqxHa86+V0x2gex469jEnYj4plZPfln5ANNmwzusEYYMgxlajIfSnqQ45bB8/245UbmwKfavxDgBCPSbF+7D0GMHq8wgiWHoNwAbUdrJLYTLFzciyPuAyVi5wQ/RTZQK4aKaQbsejsshidzqGEsB8Vy2y9NQNXFvuSAuxmdJrVCG7obD8SaVppBoCdJoJpx25s8G2yMabbClbJXe2nZoPS1GtfxOgyJVO0nNWrHqPaOo1Njcb6AqXDVlTqpc/TVLBAX4SAZzg4T3SkxSt1CdKM3PJER1o81g4l7xXA8L0XFF9ts79c5OTrpeo+oIwzRfQkW8e8QwTTLGEF+iCcYE92KHkgXW6hRLyH3mXD5nOemfrgz4khMsuV53wSIoSXG89ZGxZF4j9cniD7/A9GZLiFH4TW0Nvlg1Bwg82DsF1qk/AhrAgZqPkQIRp0hq1+iBGoa26/8wsMlqbvjHzznUjIzGn2vryVtRuPIsaCF61UM6tRin0xsiKeB5KMuU0VL2+mle6BdOnS5cID2TKbyCY/kCw+FO0gH8gRB/9BiiwuUPJAUrk86sI9x3RaLFPmgXCePUoRfV7qobHnxgNhEPa4GPkdgGPjirwHEoDJmN33IV0cxfZ3IiV0Vg1fN08qwIEI34bBFqO2+Xe1CJtm9OA4GE4ggsjyQNtIwwNtiULhxgOh2UmEZeQ4tEOvSFnKcazIWs6+ADrGC7gvYEoDLFaOI8bLL5oBcRwyMVAAvZCn54okL7QDw+ESnqM0xtjmi+dYcYHi+kRoWS9W8Jw0vsZRL56j9oMT0DV6oi1XP0a+qIAbR9BOnqPhRQ4Vz/nEkVf5RlBeyg0850jnP16O8pzWMQ1S3mgDp1HkjXw4EdVxHabVNyauM3bhIcGAXKfQ9Y+6OCnBYbxH0/5Sl4THIJTKhzhVX0pJ53tAjcKXJFN8l1GsDihJrW/QhAij6htQBnJ9g9E3IdaQ8qYESU9IvIluStgnbwLjHbk+2VNo0oYni4Iak+VNm19rZJ4s7ZDpyRxUtYHgTbBiIMDgTbtlhjx4sjYqzydbk7HKnbyy3CZwJ7DNrzQQnuyqcO8bmJmLmsKdOMk6i9i4k2kFxJ9vwIFzyxruNCvY+P0Gl2SyvOFOtF9YdPkGVKU/lPxYH9vQghew8gE4yAukdb0Y7tsDUGL8CYJoHwJKBC8wYXV2E0XuA8cuuZYT43xGitv7jenOZW6Yfd+M3DlXxO1/URzhXhPqZjZ+ASK0yXvCGDucwRTv79gtoAyr5V4lNl6pSxDXC3N9K6EbG3KaPKcW6HdygfEmbpH8Ciui/wku5GYheFa3OOFfb32hlFl4mQ5dhRT8a4BtjQjc6w2RD6+R5F5dVHmEndxfEyEKwAD30pIkRib3ap0yiwHBvR4KBF3utYP18VRwrx2EPjjci8cBuDjuxcNRxxT36jR4jxXcC4gDvijcixbVkwv3uk3RycjyrxykIkgI8LCdMUIt3E9UI5UCA8tzIQPBveE7FkUM31qfMzVLTBdUHocfiJjBY9nRMU8w8FjLbgLN490qrqFcly2SCTPEdVzV1wquJbPYUMH1lLgcTlzbcpB9wGWjKFwuk1z+Ogp6wmVOLgEIuBxCjaKdkX/Bw0v0pNFL9zsoZZTBYeBzOW0/DRjw2UQ4wPe2OhzhOYSEd7YYeA7hKgFZL64bIeD9YOA5Z0Z8gnCNFqKpawHXTU8IrAZy7Ul0V2KV5xA50/Qt4nEbNXhbYHjOlok7SjE8p4whXiMVnqMTggALNlzXKrhj1MB1AsBomuHGYyoGCGhg4jLQLF6MQY4zhqxJyROPjbAhEBnH5dhN05oyHocf3MUB4TqFrniylxwHy4e8Ah04ThQ6AodrXCbRlgc2yXGglMk9vOS9/XGcJ2Rplt7Vh5Xf/ZJr4BUC94bv7OJaeY+m1VHsuzJgxcegvEGY0PkQp6oCoCAetjMGl+KUL0mm4Buj5TED31tZu+ElqcW/cpBOdOAErvDIDOJNAlDfGql4E5ePIB64Fy0Try1y3CsJizBvAud9HblyLyB2b3VOvOnC0RcTKffiPLbwJh2YLXgTrIxDQe7Fw+/LxATupVrHNoU7KYB9ayPjTl5XrKDca0eRLyNruNeOMRDauJMg7dufHHfykOUJlXu18gDbtdzLye5bZRl3ij2xGMu9uNAAa4zAvbrMwLziTrRdSozxAj2QbzbueAErvVUu/jVACiwN/pWFC8ZGAf9663urbcILTFjlOE8aECi8wedySD2+0b4YWRFFODHn80HhkNWQ42A4QWApAK/rOuPopMWbaaU7ogTlfNuKCeuK33XQoVgA63e1CJM6AL631aGxu3ndPKmlG114HglXxgNl34bBFjNVK16mQ6eHwgjHMoCDL6qSazkxot3Qws1C8Ki5YeVnILT0RfFxLsM5tsoc/Ax3y2YfV7BF7muz4l4T6tzWGOFnO3DA6R3hZrNCfIsYOBirnVxiKi9zjLHXM4AzmOK1C4ziXiU29DaE0H+ne6A9nU+uTB+FRP6F8oH/XQZZMCDLu7UcmxF67jaBrAfB1mxdF8NH+33udp2Xxqt3zhcMyNKaO7e899aHbpCbf/EEtASUEMBo3XvvaTZI9d7nSDs+G4IhCfMg0eHlQaJjx4ZgSCLteOxiNgmikZhDajgoyS8clOQXDjAFLvwT5ETYJzYc9tGCEu4Z4iScFfUarmKy5z0/CkmaH4UkzZBFK2ZIvCIz5Ig2M+TMYIaUIjYfvkkzQ9KKzjMiG1eiJ4m9wwjY6IapSgvj+NVgIca/5gqL+N+UQXnb4BzmXALx8vTl+ogYBKoC9pYUK8leGTqaoTEBJLl5g/GjqahM7EwFJgIprkMbnEMl2SteBGx0vVSlhXvHhpm7MSIbV5zoSYJtSzApjj1pSMWeNKRiT80qsWffkdhTPo09sYpizwJF8eenJ9Ne/CgkKX4UkhRDFq2IIfGKxJAj2sSQM4MYUopYDEkrGh++SRMn1vVtb1CSnzfAFDjvT5ATXp/YsNdHC4q3Z4gTb1bUq7eKyfaGe2gQAH/JnVs/p0RtFU2pXONTtlauqH3gVY1eYHab+AEdT2Y1uFjcKgUkT9TzKx+yIDAgt9r1cbTHhFttUIMkgI1bQWoOiuBWX7WkWwncii7MjyhuBVdBKUoIbgVHZa+KW9WRGSB6glvdUT0m4FaBa0xRPLnV4Y8GQNyKhGJZBm5VIrTplgG3OrXhBBnFrZTQ4c3yK5w1F6741RC4gJRAfoX1T28W+JWerHWkhHMR+FnLg+QMwiBNuEGE7zGOm7NSnA2AAxYaGHC5JUYArpyuA1qKTE43IxFdcsfpXocG/HE6NIRQkpyuTdzpw+seBMmgwuv6kjTRwOs+1KBRC8rrRBGNVnA7HRBHPtyOZ3aqwu0YfCqVcTtCSqBFboejzSjOC24n5E+JG79jMqJBasfv0lBVbXlegDPR0kSuV4tFQ8QGzjfDlrQujX93k9JYM+53wnuam2ECWgJCwLMZuLUynuLWIjJiH0F6xKNiaLGK2CyOOVOYxWqaO6McLOCceWrNPZQ7ZIluM4a+Lwv86+uLUejXvohhg9K8q/3UPMPyclavc48SQJ/GpmYGsxj4YSsqX2gJg6eCBQpCS/Eg2lZBtK3GSQ775aMsUXjEb0UKGy6gPgNXFkKKtD2CGzqaB2K/pABrlOn9MiVT1PRleKUZAM6ymrpVi6/UGzid0WmWg2aIH6PafDc2qfuRSCMCFvlYX6CoWL09TQTTzGZBO4MUnveg82tkjnI9GadfeuAB3yNj+DYWZ3nfE9SfSgHuP12Lwr9LDeQaOR7IgDhaMrhkGYEjk1ZZoCWDSxY59gvjNXI8qIFaBoiDWcDLE3wZNWIQ5KRVFnAFezlvAXOIBcwheo4UIkLPkUJEVMU9dsy6WQQeGDvmFRhRJ+njGWFF4WZIhyxsAt6M+zku8FXcUTeD8/LYExf6hBOzD8vXVzOrElSpo+OV+cyRQkTMYVx0PQPNbmVGp5u54DJHChHxQ2CSX3XLJIylsi+sStf43wBFfjqoCFfxovZ4gWBQIpLMPW3y/u12ioDn4JzzM+blQpiJ0zyGib9ImWmcLg3xLFcLrZPKY9dNJAFzEq13isZirWPNduKNjodkxix+VMZJtI+eoPZ6vbHX641jMjIhOS1xrPVgH4RVD7llWlArSEvIInJbFaADh9B0DKIH+nvGBpOuFpixsiJtVj5wcKDYEtF5Ulo6j3ZujQ9ILfeF6zlBJr3GaqvXyMhpLRMtasxFkAb0/kGrtbw0OoNwAYWVSCSKzqoS4kgPyZxZ/KjUsaFaDCnHmmiOuUZMp9vAZ+bVBD90WxjP7LqJpB0g0ZxnuVroM8EW8xcpM43gjGfM5jqneQwDJkv5OF0a9NYHn9dJ5ZrKdsbvFI1p0zBaKYwPrFM0jcQGxrx1BPTlkdjAiN84+PEElAzQOW4GxFFWOfROkU4bIGact/IxqHkAgyjoY6B37FKIZSrRODtGLI8CxmheyMVxWmKK+NZFGEvVeAqDO7cSIWIkdQfiFEhxjzBNMdtmUTza80FrBZ3eiwHR8YUuSdMpDUF+jIk0vsCVk6bpFatoQUF+tJgzBGpc40lsjuOYRwWY2Bt7vX9WpG100wIOk+4W3Kut1+slI/sthsXMAxr3ZWdGZh4VYGzkgY9ecBFxLoI08PsH7WrnGPAP9kGYf2SI+TVW21U2g5svgZNtFiqc8Wtk5NyEmb6cWiKkGaOPsMVFmO7n6yVkEc05SOKfE2SaRfCPtwOH6kTI9436jFZZ8363VcKzk2efRzun9cGs8MWA6PlCl6SNLl3GjzGRzhe4cuYNsaEvhpTjCZ85d0iZhzDpPoIznmk4mOYVC6xmNaZhXimMjy0BYEAeiQ2M+Y0Dth9XM6nUFCdLpddBMehm2jr/IAFXJSN5nrcet0TH2TXxkitr/04SCWtvdudZ0B6W6vo5Ug3QOGSYwQzI0i3gvH4wZtbdIqPzQsd5VyrScitASjZhmaUuxWJ3OwAh1N3kQncBWgqckbKUAt3yh6ccpyRxb8GkveMeu+tN+Gn0hpBFgtZ6YzU96sqBd6ZUmpbDlEbJXhRFMmSNB1qv9hD52nqSxCWHxFIma83D6CXKWnesK0TdIcyaCRMAQQ9s4qU9NO2En0anOfLWM6nwUG1HbfeOF+zN7Tgsr/DQZ2duhdgxgbfNHW+vt2syVkwgADq4B5SUdc0qK2ZHgck5O5CdG327EiaxeVyYsc5heYVaVbNHn5FoI9zltMschgSFh4GHMxN429SqmjwWCJhM0sE9oGecEnsmV5DaJQc6IQWyOHYhiiV2IYoljh8WSHu9P11XswtRLN0CdyAoUympmGqihTsQlPfXqurUqurEeRW6Fs/gZ/kc7FsNRLv3D+dpddDob1GyOhMT5d+WIewPKEf7AO/Ze5Gy0ol69Dodd/slMaD0HyPAnvdl+lbSpj74pI/T6kjzYrYCu2Hsw1llZXyYWRb9UWkAR1Eh7L8kbumRqp08Q9/P35aR0DOPsP6KAt+n1VGjawbo8JQqPPwsONw1H4loAxKCvJPIHT0TD42OQrrjW0kJYMmI7NpH2tO+jfYt2bNOxmr4tVLMuhIZwA7HxMk/6RHtD2b49CXdyP+iSNohqCHpRY7hB/NK/YfQSs+rmnvXNAX9zzWW5+rqH/OH2wlnoOBTFoR/zJHYL76J+PVggtq6pBwSzwTi8F8US7ullw78KurMbylV6plq3LwFndyvlSL3zF2uTWgt+SZi2HRMXDiNOyjhXdMWKJC5UOQ+kTxbBs8BB0GXH7XTgjyP2YTtml4ye+cj5CY7ZIs23VX+PliqWyGgvRAAWPqFeNHyJ9KDrH8S1gn8jcAh8ghnHt8VU7I/Ek8psDzuV+Xkdfdwv6gCTcqocj84xyak/FtFy2uYQP594m3SxAz3O+ywJvNvj0onlEz49zSyEpP7/dhsYrfJ/bZUaSnhXw9uC6j4t0OTEj38q/n0ZMwW/r0cs6TELo/QWArFwxP/UkqwsYB/LSehjInlX83Sj9IHgH85YXH6ZPmfcDFq+b+czjeKlInQwT2gWme1ioCSbcekauOcWmJ7pCDYM8ZJXRPFH5GOR/5Xw8hX3pV+KRQuoOIH96MyK+H32CEfLEEAW4XzjRl939RrATGGPMKPjasgSvzLCUtAAv9iPvFG8u+k4SIq/06+kTzl30o0KV78y9kCwe0Q/3b2NKXyL4ykriz8ezq3OYR/aak4TPJvbYcbDPj3DQQlOdxPyhVrt4379fnwmcD9DI10TeF+PzbDstLuuN8WKq0DTDxCY6mb6E9vihK3eYp658tqlUfIUXbIFm3iMZuzXdNLJi/sEdUpDcFssaAs3A+r8YGitzNN1thK9eN/brXbgBYafa3SjwsGBx7hTImSJKe9gh5bAiNXeIQzj3LUhbV+KXu44GgNB8wTGiU965pYSu6wOKDg2bdCOOuZRF67EHc4YCBv7SL3Cmu2OgdEQqDpajlejgRMGT7koAZepqY870En7hpTVCJcT8Zp4l0FvlqK1YfL98gYdv51zbBr15f0eGIeNXjfE5SUGYmuVqKw9ZR/lxp0/u0hM5Hay2wc+CUuvj2qRmFXS0X6Vi8NupnZbT+AIsbTZqnS43C5dCQ0RD6Ligr9m+OJtwny816kePgavJ7+t2Dzc/RUWFzyxWv87L0YLSAdEosHDzHm8sPM1nZLAzW42Bz7XxhjuyWP41hFut7Ll8eu+SRFS7DS87MWXPTLEWfkpy36nVBC6ZUmVMhvITq8EjCuXrYWoFvt0PG1kG9cvmLC6UIYvgKh1w41V6E7YEV717EuLh/Scbo3Ia9ASkPvM+zqOCdA30toDq7JNOB0VDK8ghw9jkYNZI8QNeRz+OyiQeOmR5By/Bw/OIuUrLw0dsKLQTPKtZEpXvfl5RO06dItPVvwrRYO/ktpA65T5XgdZ+crwHHrmoVh8Qct+CphB1yTkuB1Y3ZegYAMvfLTiux2CuOVeIDCteoft3NDfQVQB/QSH9yuRu4rIBvRY8WrrlV0+rSbOXiMhpTTKUXJ0mCja6fRfyIHybWTDQ6BjJknMruvzZ69awclrsUAOQRaRL4htj2nxt1/kTCDxz9OOd3hZoQuHm7mhoMHE+vHY9QBnM6S0MyHBR3Q6MTnCPDCsIQbJxKF+WMYDXmsIganszG2GDWCm+LY8WOOfPF4xAxON8T1kkAmj0oS+l+eXOFxpBdeJ6Ujs8znIzaR/Ra5Nzxm3LzuLlazcI5v+Kl42zoNPHYMwuvAV5Ys6OQwydZvUifzePJ53StaJWkst7UKeSVWZPDY0gevo1Ioc7tYt8mJ/vfikp9hXO0ROnn0kOJ0BO5eQRMWfkbxrEcQMcjDjNMR2HkFZFA6oOZl3+UQSKH0uWLpOXdhKICJ4Ag6kMFrNeoBMkcLgVbwLaKuAJmjHa/VKC0GDQ43WZV05arLDWW1iTjiblCYckNZPenKlQRVXL6AzScU7IfuoMcc91bJHWwKOegxdyjYDxGYMPAwHzw6yW7PupPRp9dwsjLarDsZXSfZpYNCx89KN79v6jXPysvlEkXIwOToW2Bg30nkjo5AFEGXQa1+Fhxu08u0zE+ro8aYHlUW5VtJCQzo360yf1tGAudiDJjpgDuA/JfELbz3yf3wRN2HmWXR+RKKIP1yM+m9SFkh7YSfhuOhazbNfpbPQjSdhrw9QHZLq9pfEgOKY2/qZZ5RutWK0G8ihg03zEzjVSPcmLrMJf5aKWXcEIcgrwJEQqI/bSouauBVM7xIVtx6nO6QYWwNXhW7wet8W3IM34jgVVWpvA0qav+igjnk4cGrot6S8yoxnB0Mp2pzIsQsaIe06vwxf7j8UDKLU5FRIbbXpVsaeHBYAwWnyuII2C8hNRz+mOVUWBCddE23A4hOTzgV7ZoW7FrRNZuSIFapcqpZHwZ+dr8MQQRRL5RTXYlJ+xCn+vLtvGqHyaQPF/5kpEXnVd2w8wMExk47P1BArvOqI5mdV1GFdU4lNtY5ldujINp/NinhJ+E/abl8wPKfnWEKRD5oY5WR6YN6aPFYI+0/E9Wc4fKgWMCOXij8iwKC/6mUY/VfHPkpkvUvpNCFeBgJ2FYHPIwVjjygfOgBvB9HPvTOhOM/fSiIon/BZsX/KPIHZQgFeIjTi7FwRNMNB+cZBF/+deBGbVcupao4F4fTD8JmQ8888J+FBdYjCfd1TR8Mb4Io9JfImNAzby9oTh1BTxu12y1xs+SrMNHP8qnbJY1iyBZK0P4tDqgeWYFU3nTsfC9TcJ3QLoNMxfPGi9EC0v+aEJDP4LR9mFnKDsGtcBdBgv6XxA/9gZ6PPaDwxXthIu1bMZJssjbx02qJ0LFEvWz9o/VnwUldCZdvuNerdxI5oP+8yTuPwe63Igl3zB9BHKeBD8c5lRexoEQb/W+kqCMPLy/iYC8WTbbBiiOPHV5U5ofSGT2opYMjDy28SJdI0kaqPFlY479oQXJHIz/caA8QkmuAHAJNmWPrAm6EeIhjgsxPSThSyeRGoHiFB6jk2KI5x9sC3KjHgLjV705ScvG4xIUfAUGAQ4C0l9BmH5vq+NHQC1nL1kZgIH4Uq+RHX2tcaFmbTMJ+/OviR3dijroG7LnNMI8mQPnRJv+BsTfemyDvWriDP5J++REJqcc0a/jRDOX7pl65apKKrbgGymtGW21xVub7pl55EhRndgXPEHGXnbAPI08803DvIoQJFxZSAsJQkPDrGh7ZkC1MpcWn3AmEu1B5wcRmnEnv/orOPJzKhyWzAMvZTYJ2HiJs3UI0zE+uI7aR2RkK89H1bb4yXbODHM1bBnTsFzszWZgTMuXPYBKQbDxoZ1U0XXSiiTOuLhvPnS8gRRbT79NIMFW4IuATPahQ3HJ7CmQuKEKB8RQMXSwy8T2FCR4EKHkK30jGzgxPARWNsQyRryDGlgPMG+q9Rikr3rDD1/Hq7w/FnBxBDzyijbNHp75X/CIxV/uLUFSPIX6xx6uUsXeMum1K8Y9JLiiegH1HqSM5qIHXxpThY9F25xl/THncNaY7s0Fro9jUM55i8tVSrJ14V8ExQ5VvbFNkSY9nw+3aPaaaeEgSW844oXbVFicsUH8yV4xaicItZUYCssaNpzSD/b6p17myvn20ReyDsNnQHQDI3VFlTL6VtKmXvYiyrWB4/hIZE7pVzpldpiXI0+qg0ZGu0G05nAmf5VOXv0kRtb9bY/62DCFvo4Nuf3nM72UKjtOQgrkZF1i+mK1AHmIWd0NuVfgws5RcLNDFtpzS8l8SP/CjO899ebrlb8tI0FpyS7am2tbT6qihBa8CbM2nz58FJ8kGfg7sSxGn7yRygAyoBrkpwV7fSkqgs3WJ2E+bjIaMW+/4IYrukGZnCfDwT3zkuGGGEO+4ZoDWhjI73iHxtA++3JC07h87ExE4gNoyFwZfKwWNG6Jy/qOMpJ6zWLf5tvD8F0VSbrjr95AcQOSO4dt/shwezFvyQwGiD3kqokhmiW2I1PVjIjDxw5jrIwO8llqO2Ysbqn7MkVh+uAf6kVpuDtRebkssWx4M0BR+qMr5kSYW8AFKDPclpIb/oljKD38g+cgUmm8hdsjOnN37LTUq+eEWDx9ZequfMqzZmm5UXytF5ohOJz7yxdWCB3xbOjn7JmLyOKKEnI8UwfnnY3RTmrjwrmkKOGKl2UdCQsqITL58JJHm9029enfYO8sucVANIxQmBDzrD2asclZ5BlkTtZp2yYTIj9RVuDe2RvxArK4gwAbJDx+rZfo2XWlkCYuVKVPCoxvGMFVhsEK4B9b7cBIGUkLBEloZYSKmNKAuw0iIGLgKC7d2DQg7hZ3gNWESSyL8BM2ZVzgMy0japNApHDuvDaAL04KBRT0J0971ZZ4I167A8orlTLgWixNI0XAVuB9OQmGEa5GIPrFD8FikSPyaGSzCXiR94SMZKpQKvIW9SPqiaJmEXUTI5SIxr5bp29xyYRUWK1OGgEiG8OwnJuhOVlcQYKMFpkAYw1SFp2+4tvRKfhGuIqGF45twlQkdLivDVciwZsPCtGAgsMCUhmdnwQuM+ircG9ssAzjCU25k0YoFwz2wPqsBgHAsLQYpuDCn6nK0Fg4ihasFIEl4CKgGThPhJzGOCCFhJz1GpfCFW9MyZOWwDDO5GtHV2GE17ZKJ1xEHq5xVnjEhhzL8SohNnSNrPye65MxDWbfas6JFNfF6YVAbiVNGh4AgTCqV+39xZzKPLIN90QhzTo1i9c4Z6ngJI8LoMKewXdNrYE6NYiXjgHjkB3/IYvBZ9NAzeSyYU6NYV1vg4f0gjVvOT2v0RE4u4T03BC9hz23C3iun0uMz77z++LkCG5bIrPU4HyhMcdK83xk+NTKzTnVgzJwaxRq2BfKfByQx7tTl65Z/BrhdrYV5aDTFsw3AseMdy7Ecy7Ecx/uGpi5OahSrqVkRH38m4nvj8YbpGIkm2wDQW2/D4hCkY06C4sA2+W37o1aES79MwMMd4ET1S62vOTWKdV6yXPMylsE5Ss8bXSDbG9MsngFK0AFxPHRAJDN6UPS2CaBVnno9jajB3EQLoDzawK43YnVm6Zj6STF7B4c5FogHHXNSEWdS57cbi64XROhbkiXezwWQ545bUJ1y3jImNPQaqJErfNbjHglvaAHG8wTw+qEtU6MM2nojGnCmBKcXq3tjAIBlb6OA+ZQzrsxj3DR4JjKtnYAQo/7gRuJj2knOtzz03qlzSZGj46ik8sRAcRVRCQmiEgBgRZAAwxcAEKBhUJQmORClLLcPFIAQJhAmgBwKSiQbiUHoAhHkgjMFoOgBKFCO1Ul+JdYnOS/GWOUYi1yR1vque5JvB+cJufS83/ZNvPkC+BxwOM3kvidXQF1yLswT45032uzIZXJn3ODGaHOI0q0lQkvuar35o8HbsWywgsXVvDPolg3cL5+VkZMXdIiyw/NrLQHViakzVdrW6FMJ18ugj/SxkOD8rM86lRUI5JDGjY/ooz3sq8Mi+tlGWPVRZ2EoSWzXohI7mLt60V05PSPvFxPnlQBzB4v+QRZdPv4lCXMCR4A3zn2DJbBNGo1rX9q6xsHOpWW7AAHNmfUo3mPQlpgcM3y+IGenS/rNlF8Ae+nQXRN4PUfgO5T6OTjDFQLaz+2aPfWgrX7phD9NsPnM9+rew7vVAKg6NUDy0mNfSw6HhgSHcDvLMy+0ppmZiSGj/TnBznc0tqPIYVy06PK/vyqzyFqKLpxdV/AZ87cHFcvfBRIWES2s0XJKg4ri/pGBgsz+uZFZ7rYVwQxKGkwprqMNmVSU8p3PeBEWFPUdEllSJF7a1D/sJYlwLIWuHcffcp+XNYcTCFpnX0krQNyd8f34czrCaNoHZZeLH7yJ1iCxlXHQ1VHEdQ4oMKXrAuqsUHhJIuO6Y0ZglA9ZNyi2EWA+d7AUxzQWWjssNYpbyuZg0WxKxKUJjChyaFC4xjjqZC4zFqdoAZ0rbCpN6fMoB4lvCZtSY3OPawnNPDFadzTT0G51F5JmUJwd9kVGD2rrtCktuZmHg3VBMzNZylFUs4qtk+fgHCgymYIkX35gvmTmVpu03jlfplayLSp9x7Coae+qKPj6k6Knww7pECjdfom3mwYUafn2VBvYE/0N69i3oeeeqJh7Wr/6FHyWRGmQu7wh0uxYfQxPx1neJ+c6D9ayZpIJauXl/m4/lwc9K2a5pcKfy8ApuylS6jgxna9Thvuto/VkxYAm7akmqwiSSyyofIwnVl0zzFxd+Wwhfwtuop7mDGBbb9hFLdPvqmm9Xi7tYZNeopzSHNpcvSnvZXoYK4bqOE5YqdfCmT1RdxfsdOJxutZmYg2z9JVyF1Cb4IrnK6Uxz3snZx84wpLLWtccmx2NAt/FS0ej0ayVmC1GcX1Bj3tX7s5FvzyflzLKn+ai6ynDup3fCT8jHX17W3s4f+7tvEMakKZjo296eynVgp+LZwZCTTJ3iMJcw+pNRN8fWc78ljZnyWF/6zB6uL9G7pq568heSvgsf/D3503yeY5HkbHyGoc5v9OvvF6s76taeTWf7TNXXokszWvY+uZaMtuXzh6igInX34l9zcSrYzbnnSb5y0OvEEQW23UWyHdkm7edxK1XppV99LdeNT20vy2+4pN6eEjO6z+0L517XWZnaPQ1QeeZynBbx21+KaOvYzCcR9p9XdGwSxEM67K7L/vo67BX8yi7rzHNFeoNfv52X2GynS+bfj3vDftZmqy//pb4s2zPasMN2KvBMAf6tcFnCYjvpjdlmF1EG2X9Y8rmyIYJpGnWSCaqQb3KOuu+rm+OpWJZ4buLFx1obZgeveN5Bb8800q9lLN303ut525Iu7oiOnsvmWwdnKgzIPceXERukr0DeTMKW77zJ1sX5i9XO3vubeFtO20s3x+GW6+7rW1UnBS89I7lqcRwqxDqFeSx3XrXNBrCP9puvTBNj+Wfb7eePlSNdvEXzKvbbqXo9BM2jWfPtyLePtHuO8Rqd8aJJpxp1sO7EzR+R1wN70jwzJtytTx7Pbtv31Xv7hzrreT3kbpceV1lvo3ZEdGf9uyc7ZN2B1fwgqt2xVbwClftQlbwjoftAlfwAg3bHa/gFQ7bja/gPRYMxukITsijrshv249nTsgTTziHHmV4YupOnRNUJDg56ZFjDuOv8fuSdtaKcnteQcCzIrSjwBFii/U+apQ94W3/xJT7SzhkqNvrGz11L34K69qdB2RbaUij8eTOtlvk+G/iHOnAs3cb24B7OHK6CFWtZ++4hIMVAH50qtvDBNlh9DAFFz8GukcwmujAaJ0KL9nlktvanKmmHZa824n6l9HzAf10XYPJA/ixUg/bofrbp2FNXHzW/XPZydKlZ6cHYGOr260pyQg2Zh4ZCtJhqUDukc1fGEBjZABpMQCEjncJJ8hahvtoCw++5EBZLP44vB3Q3PmwM0Wbi11Ou0K5ZnnL+T4+f/j+4fMjngVgperbkkkmTU3HaRnAcR+AzMbx/nx8ffn4+ePHxG+nr64WGzOf9ZvKf/u09ejhL65lj/BJfoi3/Cc2+Q+0q/ASYqH3FIAsltzyWEyhvEvbqN4bgwAjTZs2oFzYu1FqNFfjQKNUUfC07Jsfjh7vVI50y98KuO8KwJitANICfGgrwGXSZTuHzWYowKfNruPOaxGmzR7qD10JaLRXAu7ma8GVAFcrhJOVABfsqhDKKwEC5Hx/5GBYvvqAbd6FRGvHRcu8YuQZ9ZmCBDy37VJTYRrmVo9lLLDZWWIajX+8K91+ndjyE2E7zox3MROzBrY0wIKI833kkq27q6ZrxV8BHhYKjgl/51gYcnC/v2+nT+/37bPmeC9PprYF8PCJ/8KTJadZZkV3OzxvAkSm+gpA3sViBRtZxH6u72FqM5rI/Oa1MhU4wpoz2ewRxKLdwQjT3BId4ZudZGhfbuGFa2j/7aH9rvn86tBefWIa2uvumA3tsz20J51viz5rpkItDfGW+nPs/oErwpTrAxYVbP7TjVzLs/ma3l+t6U3l1T1JGCg2ONJpHN5m35pYLcf7hnhFGfKvy1V50Z9Krlyjfr2u7rt+MbqCrftz7H2jhl3c731OvteYTTxKoyzBNp+gNzMLY3ikS1oQb5Rg9c8xhPxO5gVFaDUfFKHh/AugmaKM6CtS3OKOnmIWN/WfWX0nct59NrWsH+YBKv1GqZr/qapvaD70voCehTpCuRz0pt/6p5f6iH5NHa5NeHMWwDfM0WDDdnNtwb538WXobXUt4svQI9U5jR+VRqRvGh8Gnhq/nsaPTNn3lNq7djM7B8Cwv0iAAkzR2P4XQYpSu08YuLo2NHhBErS3g2pamSy0TXDn9rxUi0tYz88FeD2A/gh9xtdLqP3tH71Up+ho9mv018w3UMSD9J2PXMUMLp5wdFHYQBov00P79IcOLcxgd6Ku6jpCZKU+Xa976PITTDfwVwQcB6AaX0JAN4xLx51BAPo3wwJaMHpykWhfwo/m1rJo+29Mawarxu4ZnS7ho1g8NbO89KfnPmrjX+6Kv4qBnsGd0UbT463gtfypnhu6589ga8aVfWPOrKtjbO7WPDzvuyKuBbpVhuqd+Grz79C3cKvt36EvJ8L2VvHGmwJYGBov05+iOC8Dkb0w1tG6LUnmGTnuNfoZc4ixBaStur5eT4/1Mnpo3VM+/KXvfnq5XZTc5FlnLCrpT6jtY4jV8xqPYDrsGCcxlKUzr9wXK7EvZs6vtEh7LItdf7Jbx8W3HXO4J8aiUMu+GIV+v/vO//7j33//+993vvvud/797k873D//twr3Ugj2x17v7AX+JFx6tDnwFIiIEClepEgxUaJFixARiXk4lkERz8MrnyNf/rbqzIQLZmtdo7R6uNYjkeVW/ZDHfbvvWiPwUyNqrYPf2Kq7ktVGa42NfKu+BGsUrDVoYLfqpm4iXyuHI/XxNe5thXNzaCfgGYP7dt+Vq/Bl0bW49Wbj9cH4PtiY87iDx+C7CFuSQLoBl7BrJGD9nbuZp99wakAEBuB3ncqCTr87PvdUXPJaarEKVNyJG3u6q3ChSJ1ZiCvb8JjiBGWc4oxzFJ6Hw6oF6j1bjn8kYJmVLEhn4xJSUotVIGEC223i97QltZfLmHlEbidbshybOqFKLaggZkykOLPIitZ/8QSK/l1RE70snDjTaDM+DJ3vBDKlnVlz8c4KdzQtBKp7cN8rKalD6B586S9hcc2QqJYG7YZusHgavwJdRq+gX9NXgRYX2Tj65funj0+fP3z8/Pzhgw/stdPkgxbaaytAj6zj3oHPLe7iILbXr3Iq9/IspfXSemn9THltXWPP66za84HEPgQkfj6o2IhAW7NHvuN+Pp568QnzIj6Yz45u0++V5RW5o/SG9H5Jld5zyaYGfiCEq9+e7Rh12ZbXtF/vYYeTGFOU/qzJ0ei8QHe4Oo/MEWanWClYjIJ867kBRnFACXCAAgv4JdOymv4bJ1+sIvCDF8q2UxOmuKSz8aqat1A7xUVD6972ymZ5i+wEwrEpnnPsq9sBvu6wcItdcC+ey35D7BQl5Hx/hQ02kF1dBlCcYNPx9Nk574HxiHyG87iNrwdolOlb2OV1XzDdoHavmW4+6PeyZNexrf5WZujnGNnF/p0AnOPxjK929jPGUwPPZiZuTldVodXSTUTsjuE/S+byTZip7LKoFUtkBmvB5H4KNdPBvcAlstXtnf591UQaKaP6vztiLi3Md0ShWB+XfY1wb5BFWWcJuZrah9JK5AyZfZPboT6mx7Apr9xbH9PVcKgVA2Re/ThA9wZZnabVIzNkMevlBpk4nCOk8R8LD/FMZx4scZH4pYd0W9fSey9wn33yrBvzTtsL3bZR7CHGAaOYPsFxjUc5SDVrmaa0gZG3a/7NDZvye5fvAZ0j8c1rTO9tFViozrpg3J97vYD38p2A6/acgoByUfvNzQMTH5+1w7PEQ7JfXMNRKkbLPdlsZ90G6qi85TR6bAO8eUJ7wXYBC/vzPt43hkMMt+9sy5q22s4G7gww5xgGyI4jnc/7klK3PqbIfEGsj3t0RXKsj51me1vXx5c3ul4jbGnEvDicHquN6+Nscn18DKyPr+3r47tpfdzG3iNfH6eAXyNvL4yLkx1jjBnz1aVyTM/obZIm1Lnxw1u6kM71UPDGAsZxQ2AWzDxg8JwdEXc67sSJxb1eyDJ1zaLGaX5d2QIPASc3KezR8pl95HhebjsXd6tcjFooT/OFemarHOA9J0EHC8+se9kqX9je3maxfGQ9+zW4D28+Wn44fC/6tqWj3GF1Zw8s/NXClLnJMs/tCSLrLz4oD3uRB1ice7cyamxn5ixT7VOc7q607fCuS1NWc3g4QJvZShwJEyWPQi8zYD6JJWIxlFaYQOwSIVKfqw6lJ3OKtDWYYtvWQFOpLeu+eBnsl0XAjwtoSa0xJteEjzi5IzBkSkBLapDx3g54swbrjFpXqkrH7UnLMKfKUxy+0yOvpOd9jqEwLQtn4EyZ8peFZ/l9tNJWNCvmlnDnAG6kDGWMmgBetO8eZT9Q/p9TL0uFqf9HZu2lDqIa+2h9zvS0pAWjKtrwsXeqNRYlG5zQ7AL3ER5S7zi7+9k/XPsRlfFIeAT3lvR4NiJuM6LZmUgR1iLlsJ81OwjHhPO7sd2Hjjkft862cm+1ZoB61lK1cqyawbEM2nubOJAZtxQ9dKKZuNyvc9bCAbl967XLjplaavoOVxWzSIadRc0wT/axKWiF2qxi1eJ+ObTNFrmdlzdTABs90O/er8Ph4oH4QNh1klo6z2rv1LuSFVMcnc1xWe9Ott0jJTuNP968ZaEMdrSsjdYrUYq/cwWCvrnfFY8/wI12yclGG2eTRZTcns9bjTM4SO/KVMIbOtAopqWpNt4l2/MyqV/m81HLcFR8PN9Epfx+8eLbE749WL2u6dF1uWPUXKhaKrnjt8HTCfU2Dp7C1iWfMJNlcd/0nJ8eh1r3moqfpL39PPfj3NEJOJexpV1PYKXVPD2Heo48DlicL/+9dWa9Qvt0Eq/LnWReb2BekvW01hoaLl0z3Jj2zot50I6Z2Zgf6ls+2M3ffCuL2cz8qrk6n0o/UuIm8HKDhmQGMK9aaNs52C8zc++0SA1I/WQjN1K62Mp6pMdGbsMeb/tqzqDwC1gJiAe8zoOKk8Fxmn30Ebo09up1VgKksQU15N7C8k0EUNfigJvjVgDGADtRFdwIE1Aq5DSlXd59IkleYdOx/Q4xdb/uZIl/CIRVLPoHb2X8cm/WUXY53wh2o3AnHZmTrVa2m9PMXzCEheSzjt34wXUx6Ej8lkZe2bV1Qd6btfUwhTogRrwk1ta07vRr6zczx4y1jMYaTK3xmsUwptZzzxi5+r7dWSeHmU+tZ7WyQP9wZz2MtyK1s2bUPgyukX6oLjOh7vdJuY9xmkuX2BROmP3+fmah/6fTpboAkhnv72AH78iMutQF/FX1WbaNuf6X+CKj99re2bVfrUFnG+/sTjAE9OEyW8ujlGbbWcxs1bxzuJdbAA8vpEc1PQuzspwzUUjXQeW2RY3tGfLvdKf9j1d+4Nguc9GtdnRfKKBO8o0PJ5Opfld3YoBb6eFx3xqD0ITy7fKym2bWCkDaTZs2bUGLcN1uetBkpw+9ENLn5W6kP0jkds/NMZ32d5pOawttqMU5xvvY2EU/PM+G2th5VU2uNOenc5zzi22TaoITpuO22qTa29eT8i5siju4bS/p7+a0Zxfb18l/wOQW7vqBW1RMlKim/fGl3oZUWzPzsOT8Rs5nO0sXmULYdzJNr/tZTkurlZKHl9+8PWQtxtSLw0G9bKjks5kg482+my+DNPGH5B0sr3O+tG93x0csCvfWhrOeHjpTm8UBKo2HBsGU9riwbzlVukzBysDj+lU8LvZihHwbUMw3NOJBdsFOc3pHbMr0LvlqqbdedEBbjvicW+3r8S2ENfvKh0C1Ns5XENTIHBAn9lbbH9rDrFvjbvFQz+waCDBBJB6dMk7W4QIRD4O1/sHRNJuW/P0PKqM9Rvcwh4/m+MN6tuJ28hregeaYbCzvAvBbbIhtfY/oKERs/95tzViSbmeWOJa8XuxJIq2GjePBEl3aijpx+RJDeD8r2US2d276vgl82lnaoO2ny/XrRUWlt215Sh96EcfdzTZWHGxcQFbwyLbdeDJ2SzKEV1G5kAuW2sRzwx7GwXipOz1itXJaamfsKF5Cm3zZOc995PBn7G8HGdtVS+HSsY3wTSs3kycDTFnJvTwFpqzITJMvi3DslFnU4vZ9LHeISNgPRYDbhLw2RwC2SKY1sxI/rk+2EpzT9k1WiNn2LOzH2oPOP2Kk6hm2ZVknIxpTY2WpXf9Q7glMRrd7BORMqBmwwEaub0GPfiYjs8ZcJ2vZm7YNBD0Xw9A+g9ATHIhZe+yCGj+9PVIXc7ZwgmG6ddn4N5JN8V9muH2h7mZh/dgNuqjpcj8gW/lxNk9HxMZ3rkZCOTQXcXZ+cOo1fDrAa2zT3fGl0ANduZuV8xlUH7ZNhxRHBd6yucOO3OVa8YV5uni437pcOXg7DvlUIDCG6fRs2WzcdbrhOLS52mI26E4/Pmh/g8fVOJe9sII1MPdbYfxDc0oaznxR3ZvBe1lOx4TiDybj0DcOuW9K7vYKz+xX49yM2sN6O47qkOZ359T9jClxoPtJZLprI2z2tfsFA94QyOKMV9Qxr61JL1JQZzFLMrLUmBqe/nVyEo+6vNKqN04wkycwzjZ+GNEr9tOrXdjtIhv55h9gNUuGXrrSeaEvyD6zNdxG4IYL2rU0em9FgM9gGk4+9wRf3JJe+HE1xmSej/uLq3kIU/YtT4LkbjVj+1au/zszll/BhVfzc2Tw3M4fugVSO7aTEqOEY25FRquK0D3lg7BhLzS4aebAbiCautiXI8hHw+kVXioiuuyDDpGm7/oooZtgsikluGXPbP/AaelZ3ed1hytImr47LXvjC0X34NGD6TfqWdCH6rbKe/K4aS6fGVnP7Rak6AlTmlk52hva+3Yrx/7C8kupg6n4qR5T2/GeH5RjZzFgFnwaNGXKOPK+ML4meTNKe4TlgZlDvfQq4d5ujXzArlD9Mti6LnsSxD6s1yO/9uhlMNB0H4yYrsfwLJhmaFalWvfBokumXf2KVrFDN8GiTZDBfS00d637ort7HdG6zVFahEa0fIvv06dk5asq6hgj8529imiTy1fznB6/knZ11/tXyueRK3mKXhZ0x69uZuEKQysrWNwOvV3bU1daNXIFjtCbcMS81W1GrvwFOmtNWlHGENBGrsb5OVrGr6JNq1bFS2NWSMFtK+pR7+T8quqmpf7JPSoVv/rdcwzvtqTcP4hCOE0C+cxoGdVf0vpwdEz7jsI97VXMLGmaLGZYWDvuaduU39NAz9qkJk3j9aYdzXjwXHZ38cD5MZTlZkxLfW1ldRSfNxeHZSwj/AcxzZc0NofH0McdLCdqLmDZ2ccGCjKj9SH8NZnpXdIiDkawbC+a9PaV2J28JtJjV/5kNI2Zq2E1SmQkAR27VmMtjWPOGmP2ozaooD9VEd9a9Rn590hlsWN2Qc9IlfGFarwzkOXuSGWhCxVoB2QOC5Xdpyp+bTFVqaE697OAdkTKlPloqIajVuxIx3g+yocpaZC3o6aYks7wdpQZO9KoBToHTwvSAOYT0Lm3DH1JKzz3n+9960j1axYsHGxWBInGe/6QKJyXlJ37zK0cU31rOyJg30/BiG8E298stkro8qYdBAjDmZ0uz6dhItlJ3v0SHekAKWF3enVu0TAxdKoROMHmE94s8APcckjmH/X39bEdNkqMgxRY4DcnlRrf0EZknGSgNM9BVirXw/YFWcy2hmLtVY7DUgzHwSnLi8tgqBHCO0EDQdMGPR7CwGo2UzZtl/oyg/i6iLnv3MUNZH+Sbl3w7tLgEIXG9gSWADjQmt7h8NIlWAwf74WQXF8pHwqZxnLOFpRdtrNbKsgoEo/IfiK8eywsbO6UL6u3G8dUI4WjjiJW4pUc8GzJS6IXmqxEJIxpOSi1+usuzfDKARbSYEEcPNv1eFnN3HJudapni+yuQV1URpp5cjQts9IakZYc0zJK4/HZbJ2Dp3z2wNUJujN0kSyLBx6G0F43DWfHvHVfc9pe+TGW8frVPrnrwcOh7bS2HJ0Jo//xXshgHf6d0oBY+++t1V2jY08AedFqG4+4n+QYoPBHPQ5ZNZucvTz5q8mxbBNgsQcJM53r+Qwbdc0lGsTEqxYXet24PunD/tHqABWyO5epvnbZpiWvi36XG73SzfrGztZnjaa1bWRzUf34xrnPqe7Lai46zORHEcjRkG8/P9Bo2XYqd6u/R5WdalPnp0gYkSilkE3mo7B1Ph9h1MAPiGrfPr7D0AT17SHRkjeapTOfo3TfrLWPGRnJO+EtbPKEU4mLNKx1HpCa5IbkGu2zP3u5XJMgGXiYMUU9qOxEqzsFHajqS6s7CjpU3Zd29wo7bHCQREGPh3Dha96CcLpl0ksjdRbzGlsSCWVE0t8h0oaQ7J0dZglkT0aW1s1uhu23a4eHVLQqfMLWgK35EhEWBLi8UgPE6Ops95zhjrev1ltQ0khCGnMaIn3YCRPTJUcANq8xByZx2IER3+DdcGJ0x5wEP2XDUcWtR7vktOtk+mfMgdAtzLsVIU9xzEi+5Qe+56j0AscH4g07Kje5cUr0MUcFhzfOErnnCDLblxx+3dsYPlF8G77VRVHeSpXKk0tW72r8JP4UptvRn2oEA1mAmjF/iWrwS/4LWKMOM3RFXrmZ9fTjnuFc1aIEs83V6nvJjCaGMWatcMQ+C+gEEbLHRgkVrG7s8p16crtBYmrgZgLFknnhsLGdtKTUhcGOGdoynBpMRrUqPzvuFHPkGVa07+3XGKEZFMmEls4OctUJLKHVe3RwluunfR0/fyTjBmWKC3JoT3yYb+bC5DHzH9hWwPItDzgXuG9w1OxOVzMlXJjRg1Z1QJDM5wO1WjCwpo9xgD+T9ZA+6gfufQDpZweQc99A47Rjd0D8DRlkSAvR6nXyb7gHy4E5rSsj3px+TLOTjVtT2YC8I/HYZ+OZ5uS/x+Ydp+i5TtQ7Zuw3LGFrD97XUTHRVU2sSUl9LnPmkCZ4AMvcWs5Ntwvj7uoD8Enb8Ijj8ZWj8tCT85Ta3lumV5i1Avu2bcet+sBQPbJxTanMVPfyWHXnz0V2roF2x+F2LOPuxt33j6vw2oPxT0PUGHblS9RNAG3M9x3rY0ulLUbqitPJocYYno/zCvVHa/230hCW1NWn1i0PsaOW2q9PuVOG3qG89WsDTjksnWQt28i8aQDunlLxyMeQhWipf0qJtRhlSrBlZNm6ufUO+tJKOoQZ9cTOOrQVdqSN9qtNaIkRd0rHNtAL75h5cJtgbuYEZDCh+SEF/RJXDbIuLHNagcoZ1yzy8wscuMaQvLMMoIwz0JOp0eRCW+B8PY4GcKHFxe9qZ+7KyjkqbjYTMGRRYR5Kak3rlwzeW5AD1rZvwws6bIFhEJAdBiScM3BaVkIOw9LkVNeWvM91X7hu8Ekpq10/DUv31Mgrzj0p0pJ060T7NCXvWTHzzEbTbA9bbwx3mhpn48p26BDt383NlvU5jPphNT7Qmb2C19g6aP4YglEuJIBzJ0EG1hK25DcqeT/+UN67y2vtyIC1pghcegJt7yl9uT/luQBIrlvXtYHgDxEg9V6B8/MFNHDHIBTfLVm47F3QHdoJ59zcTrrtfFLMAjYYqb4ttHLAEXY770shsH+lIUbqN7qu30ojDLcgT5dbbft9FbkrvPBBDn16y+IYPcq7i6gG7/OpVKAyN7cD4WSPYGiZuou3bYCvy+rt/Lt+me3/zg0CANc4gMMmArLwMRpxP3gi0xljujTEg5+qKRRLyX17yVx/2c4FcekOURG9uXdQnOoAWeusvjvlz/kziBtqFRbZ0nNvUvbj0tfoFhfuoGb1qKzvJc3wFYjN3RR3XnTdT4e0LhxpkwMDw0Abi/3if894+84X5o6Mo3gd9uPml+NGmNuEkKY1Mcsq2bdpM8xEGqfZtc8pN89VuOwDc49zdQwreNpzeLKkfNb/yl82ugtrZkHXeD5wAMFPz9ghrrgEx7QWN71wBCHpwqyBeYn/tgBn7LdW7ZVph+3BlxMwxP4Uv5p/Wsbnih22bUwIH1/AYkg4c/GNcxKuIwg6lfEs8SP0PtAthuoiduupN+whzdjTffSav7Du6CaBwPNlsmyuuEwLAPRjwAgDc0nbcxMpHbO9ssHmvRqi2r3yI+teffJ6ryhYpvtXaa8uugW8Uiditw4tNF0fS+HsqBS0V2ObzfrqOczY4v2L8hdJsIk26KOa9en4i9ST3Gx8CFEEYhRkwWhrWL+MCUlCW1gJSY2GNg1gtdP8ShJzzRjCIxp1dbq61aLQ6lwLbw2p7Os7k5KIQcAHL+hA2qOM9L/f0W1qYx34Xq/l0a8ewr3DQnCXN/2DFPNAIx3izibND1FM1wlTmXpTW4bn58wu1jTS3+eeGQ5vKne4PuyMlW5JOOMDbU99GVZD8+bRyKXL9bs/hF1mz1Kwq3MoEG5yEBk68dtvsm/Ql1DkbGWzFpxc8O/LG8GiQ6K7Swm5AkRmTqDblKLY0kMXAF0g4YkWNUPyK1VAthmxmtuSGKU+akdz37ijNfFjC9EWxVBijozXMm0AsRv4rtCsj2OqF7dq5XcyncnQW8cz/1sFLdkkbMMXuQKli4F23dMt4ZwnWGyx8iex3WZ0a8qe2smRT6xgLa2ucnZvabKaE+malntCzfocya82vseXs8C37Vzu4t6N/OQKawl61Z0dex8RFaMl2fGDR2WuHsc5Y9OPXuaWD2ROyzhhCnch9SoBWLD5LO7YEtlCspXLWnoTZ3Rnpl+uGPA/ZPAg7s6x3yEtYD+EeSdE9NK8zvICThYbezWHTZms0XArgQeAofzS6CBOcj/o0aLQ47Ehww5R84miw90iw4Uj53kURVtIpKGT5csmQxvRdG405MzvWb9gSngXKTCSsmS+pGgjqXGDqclOyuCW08BoVNAuVZAZrOEm19BFsKMdscAZsoHzZOPxsqYrZpPmaZmhDlnGs5bq2jTCKvrHYXk21ZNl+2XxswjBLFtoFGHva7MTY7Tef2NZH5sukVHYI4uYJKueOLGyacLtPqdaLRgQm6agWwHL/Y6Wg4BDQF7BFblGUzeY0HvMd5w95oLMKMXxW2Xib9Uwcx4Pm9ObyP621SpzdRcOM8d9Wb5f20z8RB6FD/XOM1F9fsmebwYmXOZD5g9P/YpBnrOZF6l9s+qyXB1K3R23Cf3eN8PDlaURvT1UXhvg/xYwP6zjMMTp7L7uJL5Ot+4MSReIMJt7dh5RI0SRZM5lVgAyrq1nV+8a8VFRskUuE+tF7ObmMHf4f3rTvqCWiS7TOLw76yDsQitdznEidlFu07iX5upbJj7t1RNFFIV9bk3soaLhLi+2utF6sXhnG8ZXZfKszI03jN0mnJW5jBkN1KodlR8E3ZJOCJXLvi4svi5no6a9/0Jf1plhSU9PSpv1BV8dMr8SzfCzbIfovgmnz+o7RH1FPhf7DBJT3DJh57IH2icmb8+AZbaKqpWNds3ZvhuHBmKYaqb60MqVEfNHZRcE7ERReztnj5aesU+7iNsUlCx3Z4k6Voqbg9Hf+BH3grJdcFw56DMSC9D8x7A62+iUTOQbX84CIwTrTewxfw2UwJEF6Wluh3vzeebuyz7q3xSFLwRuXSu6fddFfmDb3V0YeB+jo9DbMt0HsEaD2tf2JCcQNhYuPEZcptbV6qSPDo96iK+uwqWwLXO2XWvnmzGFwvQTCqLyQeaFxYt8vP0gBmydvUbPJ9+fxVC7cAtNxreTWa0LnGv3yvTzetaf1wOQpWn6uUnY2FnuiWcp4Qt7f6tGkZdnJOdCc+Rpbf4Cw3Y+XgDAzhwLxue6e1N6rut8fvzsxA07whe7HhMW3hFSc11NUptrgLGyBrEtDCxGEl0CZzC3hXsFuc6itMIYsWr1bUnrcuLu3na1An1FWu8LNavVFY79aA0wXNUyXY5WyNtVrdtmtBjJM93kdhx1X2UkWmtNXzInl8fDOJG59faCE8wjyiS5m8LXhNNaPudiuxFqXkCfmsZGsjndeI65wgXA8UgMu+Nd73zcNfbPhae6HGXHaw5F1zr0kI3Ubxj5vV3bN7AtFBdyAUyojer7cz6SRS7j7dciW9+SaYaNbYllm7uiYuKaJYNZQv6T1zvlBrlsfUM3qhsfM9v4f2+s0hYqC406ejaraoHDIl1GQZvZcLv7bWY/6f7rKJ0NQsLlbTkIArYPQk2QnSNmzgePm3Fwgq9yGtr/cAc3lAMPbmCwHWr7yU1dUlJiH1rvt7v7dqk5x6UhIzopmbWqxrT5ghogMl7QcM4sh6v7MFyVv9NnuDp0mF01XFX2cLXVuM7hKr2mkc3pO0HO0Gh6HlIytLb9mm3xJdl7i0rMFtWwbDh9vUz+9JC6XGkV7k/rF5kYZlD1mukanMZK1KtB7Lndr3vR8zxJcBas3o+I+LX7K/25WdMJdpFl7tN3iDcm3NO4Tsx+0OQr1pppZxe2q2hOi2G5yNhmQiVDueCkkRHMSgXPNzwhg2Njz+InOSTWunJvzmIEi4xWvViCkYUuPvdmQBpuR9iic8qVP9Ioycg0E57kdMPVi8ugA5p9L440pKs2xzPf3Y1lkdtKZfELU5jkzUEQuY4G9qXDmyMgfhWGSpn58I3jg7RgPXOauXdRlccIjV1GZub2xWD2EiV0hjtYmNlHc7q6ix6TzEUeNjjuJSb4UDPge/91vcMKT4YDVisdSU9ktYi82rmQHrKsVMWyMvhcXL6sZHE2WFY+sqwMt3VvW1Z62rIydTi/saxcSHFkq2NQiiNtQOQNEgkYxkqRyX6gjWrwQPJRzKDtj3d0YznykY5rFGMc0fjHO7qxbG5T5cZ77c2fkSNjFLrJfLUSAu7pYymT9p7D/66dZGgp/zKk277fypJ9j717OJQysayQiaXJCrcnlo4Xw6pOJwuqIDL0KwLCZ0Lkldijt1yNTylFLeiaU0qRGxRYDH9vN/ewWbMGmgVlGjVq2Ny0WdNmzZroiFJozsr4QY8V+qKu6E2/9U8/9aO/+qUP+qBP6feS3pN+r+YR+mgOWYsxh1TGLiLZsnxyz19EivMuIteNR5Hb2mnkOHXuL2t9zXeK5Zdl5Fv8o+ry/MK29jPOkOznX9HVrE/Njf0yh2XfDl+ZRl0lfQ7cDEu9+5N2MN7RDeXIR9rX/vr2zi82pwkH4AUdzN1mYLLgc2IFTOWpXWqW0eKT/pmw7UV9iRVWe4XtznAPVNLIvBuCSNuLdJvMy3LauZa96I0EPY11WKfC1OU2X1T9ubDZ66d8c9LQDN5avnd89OkDl7zv6i1fV98RX79IQNiFDLsOzq9L/HwPnn0zveLq2O7BUgRzCbL3Dff6VSIt4gI7Hpol7ziD1xht4lxh+3kgudFSJn5aUoaBX6htYEHynAJ1/wNotlChFShg7Qc3nhA+2vStZW1CKMmIIaHHxlVg2eLWvOMjbP2en9A9gQazcYNfmEXwaWGRkWtbDll5eLbIsMWKvkdZ0KtRhJ2v7QdcGo6Fe8EKWPuWa77jCY480ITc3nNlLieQqOeu9tGCgW4StDlyWsXXrRgfG/ilD2u5tlRrbS0LKd5l9i5jyd5nrPkNrxYzN3uLQRbWV+ml9xi8p1gW09vUOIkRvMcshmxH68J2ktfccqSF1LJJc54UXz6+DaTV1RGXy+bKrNKJ0ZpeokkgefbZaWeIkQ3U7bEc85XHLq+MtXGxLfVWS8+yrfSzBrPQ1NVurjbGe7C2S0xheWaDeKYFoEf+HLEGQ3pN03a13zL2jKgG/9N0vE655THArJOIl6fz5ZsHkjUgs/Pb0pzHW4mLOFrhOtEzuic+ROlA9TJNz6eGXdrfh3SRGkEbg+uoaseWu/TZoq8tl7eO0rofW9aTl02+Na7zqeI153e5u+Tl746060QWc1l2bZBY+RwxDIQYvUbE0lI99jPh1H4eq2fQuqXRevQGAwpm/KOAXhp64W1+jdryo1hvM5fYGA4txh9NHwZWswwDNZ1wb+PgwbKJu/PDmRmY+mODNJtYw48WSu0XeXDXhDZl8oeEUs2lG3twb9uGu7UK9z8A9/Z177gfLKuW4K4DcN+0oIsH3YMBply4+y0ssqBMQdyRsXbNeeIMuuX/7TWH48WGiengoy7brrfOdq1/XLYUv3g2xILWPxbfyG94y9rm2mliq+PkkBJb4GTngTPfCrqK9RjXfL6MuP14Npkk6JWcFaSbUS/Fkdgh55UD5dyNv320/y6jeagTKYQh/jGUCuAWxdj5E3Ql6ystoB37yENwAWG7jBz3QbB8c88c/6YRFqluXjFnsA73ZdQ8iWPVz9S175RyfLbUtEcCph1GhoqpGU/2yB6yROahTJIQpvlXSKJyUxa4XL84Hhxb/Tnexa84KHMz9yc5GBe9mpybKyoGLIiw47LAiAAx87pQMhm8iuvAN/aoF8LTYK8DYYM5gQUI4PjsMY1SD2VPgH0n0nRO5xPeyyFXbjjJo7kEZG/eGYy61s9C+bNN94e7jjfg1psftSXjuE0eweHz7XAPMrWfFbYXnFiDm5P5/UA+xWj8AOtjJecYczI2ZufU8GU/rT4YnF1Ot9x1H9fljbGNGYsYak7FYu/HjVUjFYiRbXO1+NwxNDKCi53emUoXxmDwd3aGlYXpmH2enWF9YXqWN8z9dXvVjszrILAb/TyK3oqpMT7vbakX4+Ewiot5HUYt1dmRfnDGtiIYvBicPomCmeiz81oJfA81WLVmJ7kP2hKqJDg7Qy+XWLkM0GZQo+P+ps1CnRmUyhh8sxkUjZ09DsKFGRT3bcsMao2J4GdhwAwKfok3g1KzFXcGxXsGJ60sBsrRyMe5KJdQIgfEUPbHWEsoxcPyEvBUJLQYqJZQu15CkVmPdPeyZF9CDd+QNNObMglbkZdQvGm0b7UsD6dq7RekxYOofVX+JClae3+lemHnFNRsbTQN1HTCuXc77KQ0UOZDMEA3vRrADZc0wGm/HdCXqsJCTRuTrl5qQRa92Z3x+eVznAGuDZ4Mba44MbaVJkA3lv2116vxCuNI8nmT56I+yxdi7yRtnjX5G0vnL/W3FBbhvY6874L4nTE/Iz/sW5t1l3Iad78Tezmsb63X/32JnTFZpiWpCXP2OG8owhayhdlmdkW1Iwge2QHPKZChDPx6PRNVKKIcAuUxU9CX+aPuBbvnN9AVZ91cI/jJM+Q2lgAB0wgWppy1boGrIU3lwxuXB8h6hybKtrBvtYK6fhXRpvng8OnWZFxkDEESF6oedB0jA9Fq6A5vs5tbSrY8teue2dW2GAc1W8eZnnPnVmZw6O44rKUO3RVtWxHH/5XTFu4lJ+uI5y6d5RUhs59szPbCDshkJnjrRrpMDJyIKXNlPx9teIjHN57sm+R30m/JI+TQcU4MDyRv4PvIO3GSTubAP50a7dPjlhvRT98LLmrYQyuSL6RvZsLx5s5lcz+uGeyyQZD+CmRL9bRvfyhihneInr5s555DM6iAOE717d7WIiGrqNoIDVfiTOz1E8RrW2E7Q/rtLPPdEyReja0QSvTk01w8ZZT9DuNgfFyi1zJ567ZOeGOHuVECvOkxX6CFgtdS4zaKewvvm+LcbCdFtrQ1tUfGWB1uCltr2LhHTia2nGPFDb+fkh+533JrXvgcm0uLzJrgc9rU2EKZQMz9KJ1pOxcLnaPPPAoxn756auXF8Tzq7zebU++9xQU+86pLD+nFys6z5TaudPOe7DlWNPN7sNWq5av1vqy5iDVs4Tz3E/bq1N3fBGeo4298DJVJS14Z4/ZlgX6Nv8g0aBssobScuDjeH28jcdzJsksWKIM9fxGRMWbJbXxTA/k5vo9ZeE9x6i2I3LP0bu0d/M5nVDpjEbwV4zZu2HoFjjBvKX5vI9PFCuvY1HPw26HKnKAxk1dCNJdk7pHu7zmuS3h81RP0H1qhHUrVpxkPTKBzw/u4kL/78ISnRwluTFjkYgsIFzjJ0gS01Vp337EJ0vTs90rYB8qpyHF7i2OJbsLsiPc7ZVx13Bwh1Zghq70MovQckPLCW/ZHqZQtM09KckG7o5M3uFLZ/giOMr5vAZi1kS3dVInOzWUy92+NXdI+7Vq/EvIQXl7LLJnnesL2Kh7qZ9nffpyP+6x7t4K42yG5qbFi06C2g4R3yuK0lhYv3Nf9xxZ8zs1lWM7VTBSY1rQMeHO/IJTytLbB9sEqztZ5udpl9hoBr5S56BtJ3MFjBx2KObP+M+IQxsfckGAdG3EPh3jEuHS/V56+wvV++/HJVfRNXW5/GOqJerui9HWoz50RHrgvmu2bMOAb+FTTnpPcqeesuGcJY32ut+qNRAnn+ojT0j2sPHorUa9kvZohNIJ2N2EGLD2x4Qu3M6VHJ89f9+1qNSZyUKNgNkbe133mzOq9iSbt7sOxIIxz8r9PTJ53sJMRcH1MIrT3dkGfmA4q2Iy3Ee59NQPxxB5DiGzrYDITe2eu7Xt7OBgs05as8pl0TeNKE75Z00B+snxgc0gzwOlFWoYjGpqkEY0WtftBeEFTpePY4eDKR3G8nYG5mqkj25kPb9z39qKLO2dUssLeU++yK/cSGNsCsZ0VQcP1uo7RZEXh1jHwBN76oC94mrDGYASluH72V4gXMbnsUUzAKI38X3OSMkgl9qXbb+/PigSJ59YNABZLowY8jVvEoI3HEt6adKFu2uDxndqXhzHpW9vqcE1a3zpzaMfS5ApogO2gHTtMbtRC5wymvUO1cBcdNnXC4UP5jsuxqFhbGvdFYuxgC3P6GTIzMTkXDWcry/ZCoWIINDE8wS8U5uZt9vXeSKHV84Q5LjEu6YXCXWmLRwodswsOqtNsgIOgy6qYzVrBuDbe1OyzhSQNFh6YLUh3sIBdkuE12de8O8VmwbyzBRQGC67dLKx0cGlNlvoEjp+3aOZmAe/NxOz82piZvry/vYa/Rthwh3lNBo7iWbkW/nXV/z1o5F5TOY0dFeWs5P7OI4JnpDOlhYAeD3ULejsquPTBMC6Od8IhwV0LpW5jMOT1LHBuNuRoyi0RXsabIWlix0OhcDsYXmLmZrgvwGshU9LEB5F2zPJQNf+s9xZzOWRkboa0KZdDmwCbYSi62fAX+jGgK6guy7adswD3OhnoHNWjKS3yfuJY4X3amuP1lRrfpYUwxzvIcHA3VHGL9xd7Z/fV2havV/YWL62wk7iBzLM44Somdb7xhniebYd4vCVv6NChDfEMZ9niCVZazPnGtMXzhH9+JBeIfLrCy/hzD5/FOeXc3/nsGxiyq0NX8Zu7k3xruJl4d3ZRxpna27og+FM4j3hf6zFdhmMKf6ojOP8oWDZRspvzjbmA8261kuMtYwSHDmsWZzjTFE70qgUyXG07z+GqgieXWjIi9WV5Vvq9hpPJezEXUWEx98e+ES/mloou5k50L+Zm5bGYi6i2mPuJu5j7aHkx1yttNJcWZi53Citul2Hd6rAdaHAXTmtMFwjHhu7L1nSun9RiLh2ExdwhhqO5YYq7uX/Yk7pv1qZzfbI3dOlgd3MHMU/nhqkYzf0yb6w7z3JrN0f/fKwuprkIamP7G00dNqiFZuaugS3Drsnq1S371myB/SBxuKeI44Rh3iEuHmzew/NmRPJVUyYPbIL0P38cyzKyeunIdvuXdG4vejxt7pwpXVjbgSbsIY4XbRG02cgJm7FLvW4l8h+ZtzI1LtWdGiCFWzwdChl4GYqBFiG+y2Bk58nZrciXHYFn024ArvX4jIZFFWhpUX+PaVG/YLmofZRfVHTEWtRDNltUYaos6i+yFtWjS4vaf8lFTQP8oh4iq0UVYtmi/jNnUS0NEGxsEDAUZgi7jxFw3iN4AAwTsswTuIwUbOwUeE0VfKwVMAVuFnat9DyTd7awpXC8QGm/IMuEAWvFACFgy1C9m95mzbgZdtKCPdz1zxmWitcNMS0dqH09jZtP/CzHpieGnUe7ZKuSI7zTZO5qF60b0lu+8UBKxsyhKls6pIwmThucV7knQBZ5mRRc/aoMmPN+43Bk72BNkbokDCY5YwdCDQtgcrPsc/gA7A4C7BrC9DJC2T7C2FYCyHRCyPWEqOikYvS1xePgIse4b5dxaaYxwugFHtgfEwFWtLq1QhBQRlo/ve2PNtzXNCP0UhvJCSyGGKQuMki0WcY0YYOaR6d+1InJZISVaoiBUhN6VhmXrVnsoKFC8z0WEvOIgYPkZbvTXYdrynOvkITPxW4n1wfoUbpL2P7ojxgiArYrc8aH71/LfwK8Y3Z7brjrXp99illEX50O7DCbAS3w2GswTmq7AwxJ/MJfQaBf6tu59G4PJWu0YEO3HLSSkmDa4gLcLFw2YbSt3msdLbsRjn2+9sopft9bzrJA2S0lUrdzZzrelqkrCbcxBxG1wzHO70vLfUqtXLofXG1erPU165vFwnYfmzcpbNbX9rBdQTvD3Ws9he1r2BQ2LVTj8vSU5XU72djztODvlQecvNe1qy+r1zv/lEZwCE0EM5Zctf345ZLGYl+dwOBA8h0/zlbAcnypmVOXoc5FcrvV4AXgc9H8OYP0LkdjofBim3BC1rKCrGEZG2tyVjGwK+2FB3u5V6uw8+qli5XXq4LYO3s5i9VzW/np+1FuyU1aZ+l3tdfpm1hu2BT44pogVnU2+tFcpfJrnIIPeQsJIQu4M2CAYJLchId3vWQBKFi2Enhp0rU6+X14snxNYqnSkxet6nYg7z1dFNj+Vk/LeDVo/F6GoF7uL0hd8ZlkiyFxl7HZOiPxTGPZWCPhcCMXa8fhoWri4RDAEkRjGGLdbB7CGE+cwO+4BYmb+3gusV3NeXDJbCXQK1DwI9kMWXiCopWrB1HzB99HEARwhD7EnLVliOINefbeREuCpENn+0pxyWLHPRDPTG5tq0s2lTfRRhkpjLJZEGeWJhrzYzE3gKWDP+EhGYjVeALOy3cirtlzCoJMY1r+mutbsdinOj3aT3K6h9Z6r0JsxoeEPV+Bk/6cpau++hvbfkjUFn6xYHZ+diDXfnFhPyw0ZfCP6M0/otkfhcs/J4z/9s4cAgx2icZ6GIZYjH6ZOuuk9Wh/78YiDp5QA1aHwdO+DR/kB8+fWnMxBjU2TLRF9e+amQXTxLGk1A3O7LP38Vp9zGOh12PyK6O5wds2VVSyIRLqbQQ5MmLsq8uNqrkNY41qt08/B04QbpwSafj6j58/mokU8oAJ+ZnTE6aJCmOnS2vxkLWJxys5nS34nOMAV+/Ii2ar8z4+TFslGemVEFJP7qImHAga3oBi/HSwgwTHOU767lmCLEnfEZsjxpANrr/BSen85XZwLwVdg8MF4YwyODYcRPDhcVEvh23LLryHXa1j1Q7XzU2G19gb/6jLYb5pJDR5AC6NBI3dB0NbmHccgLWQ95mqysMSjOjZa0H8tDgKz0ytyHdC3vrSseloM0LHJ/wZ03TDtRg754G2SyufjB08nGphY+Os++HXBSuutmiBNRJj4Cln5PW8n84wtm2FN2JQWAt/od6flQmeRSR8o02JqXDgZ3/OPvGcvf+W5zHIaGlp6jIP/uhqtTVkDvDqjv3DoC/ftZlOtfVZ8XbNo0X55I8Fs/ChoU88yd8CWOZlFWDc2yNc4OM4Aqdh9qFw+gkvDTdpmMylt43J+Z070WP3bqyEt+MF0c4SI49+05Ypap4u29KP8AH0rQ4z1jvvxvb9rAh1WhELLy1Zwj5ln5OO/RPN7IZSaCx7ntiVmJcb036k27PQJzbcaffhKsXtMetLfhPN2L2vZEcSGxYPDnr6WNDQd/4avrePJ2XSV+QFGPLUkeFueiq4AB+zuqNaI8+gke2+PZLO3twuB46vg3PBM6A0GXI4E05dx+KEEGxdU89stWmwCpicexWENzlD85qoW3rOQuYDr9V35lzcdoy2kAfTUqf4qKVHuDcPe+ENWRwqZh1ACNc5Hooqz/Lht3Ibk1qJ6T2xnWycZRh9KfxfoCxmn+ZlRkLPacyEZOXxTZWOseVMyJAsb7zWIE9gu83WMtOsiqzGM8rNTQyPPTaEac3XkhBD92EHy823LT1zX1fsMPkLa9LBfFvbMU73H8wKjtewhqRyd7XgaN+UnzmcWJDbC7cvNU5jGogifYcdWq1MTB6RGU05645wu+ut9ecSg+tZz764mSsQ1DDXe6Fbuqoj+Iz6Ti5mTXZ9phazpofBUN8uG2sXgRhT6ihK1+9YE/yxgoE3g7HiM8w3MeKlHLN63343721I2G39PfBvpEfFkJM7LWBDdCNN3e0ktus8x/NXhJF1tHW5b/ErRSE1C4jXcmAou865vHeFg67ybqaSnV4rt0WRy/GO79oWukyghGgxp3NP0fa702mrMROekvf2tvIZYSETCrxEl3BRC40nzXm/RVZz1jd2uq0BhxK7BiQ7Mv3MtKya3gHWfFNiiK3Yit5sRSzD+pMhMyENVhyL2Bv7XDGXX6tUICOK1s+E10shXi95pglHZ9og4jizfvSubcmvycrg3Dd6dP/Qy3U1DIqucFe2WcZAzbyk4X/UoloDFx+gptQUCWWqOLCuT2scFdpgofHqfSLo2B7zK3I74FHM08jDrYkokf3UwU+UR1vRY2ysEZeHbSqRZYn/4+ADrIGROemrvAMHJQ07pbnLSfB3da48Y5xzsiNVMIiVlhPC7DHAgnR7sJ+pPjLGNE8LUmkYcyULi0u1Umr6YPg1bdODgrYXoUXhLhdxcXyoZyJeIwfZBX1rKJgDEQVTj30hP6CLop/TOC4elBahGrW1fFnxzhahuCbUujJ7xFLvOyU9bALi5vGQwPG2oz16oKT2bccGz82nxF5XSiju3LSi2kzKgxdeYhSEbGdYPYqB7nhfF2LvgD6608M8xdq/MndVQ2BhAlRmuJJdTiyUS6dXcxXv1swKEv8cyoXs17mU7ycHjdX/7L6aQ1CYVLfDiFLN8zvYIsd7sKV2tpEDzZnEMfWNjLDwqLlZvrK/UaTEtrKzIVMP69O3p7p5bZu/8AGMh7T99NziMUnnQG+S8fOH9NBhVfy0/n/o0BIC+lKWWVP7Bhk6XDVtrbNDy1ER5ooD1pIGRbOkMT+yI8Rg1lgamCvyhsZA7cs5bwoza4ZiTgtaL9/8o2lse4NJcxmrd75QODJ3Ub89W9ngGwqey1qxuy7RsePnT3vANJHByZnIoGCeyM54msiKaJzIqGgmMiJ9JzI4wBNZE7cT2S86E5knTmS8LDqLL/Q9aRiRoC3osMw6ZHuuzbCsJYrUmLNeaWxu3NAnHU/UfWzEbyv5Ec0ywsoQgCZEa1BZQsOqBt+8RIH3ObTDMzicaca9rXXrpik26OQM3ok4ISFhOwvZ20wmMk69EJj7tn3udu2QB6OWH7ALnLgotuC29LEoQunKDrQoKsrQjLsotuKYo2Y59KMZ+S2Kbup+fIdxVEQmvrA/8l4UaaoFKw+cJwUOIIbrFi4QeA8ADimrMctJMZmZqd65n1AZ0x8YdVPNtrZnZfJre3+HlPvmq3dfqx2IOxWZnhYIF+0WQ1xU2W1nwCZgFMd1EWLRE11FyG4G8LROiuG6SEvRE6XqZjckKN0W1eicbVU0XMlmD63NOGQl70U1PXITUwdZC3HYhRpkwBsQrRQe4kUkn+LW2He0KGAuOpSy6osh28RfAnhviMf4zlohwq+6dnKZMx776oCc7wIKVriOlVPqGnQB7BCcaIXhJ2Cbk90oJGb3uhf2wl7YC3thbxWFMSaX0PO1yl80RFRR8GJyCT1eNzw7GR/PnuHXOs9ZsQI8D8WfnotWCT179jyFysQz1g5Sz549e1wNz0ZCIHKXgwVtefaSZSH1IoArGv4AUKcjO5ZThrQ12dtCzoiVDQeEg7l4lSVnaUEGWZAkU6ChpG13s3yEaOSURx15SssqDBpQVqJ7e9DT6WR3ijFtjsJclAQEVSeT51Ond2GixAd4ESMnCPsygcued7mBdQmFk94W5nmODGQgVBp+dWPWtQBUgWEzUz1wHGrdBygbo2ccctg7Y9q2u6F5N5x2Ozo4elL7IZUf2hW/PPink12xDgjshnMAwD3gEbDTOVGEv2sAlny7G9vZ1m6X16i1H14po98VyfR9dsXBHbAfHkADw7DTmfmBNx2ojayPEIKC39iAAPsagC7/ibI7ORj3M9A4oLizhdNyfXgbD1nvoTSD4a41WDvPGJLUObzTleswXOdFh8NRyMC67xUNwX53hQqGY92ouMPhrnFP64DDPWh0yr0JNdc9iwabd6W5VXnGEtTiH1hr5a0gIcpuEkA4ihNK4EesBP3OwDOYhJld/8G62rcyiZTdhop43okn+BGHON+TghccyhTAn5AU662sBWY3Ais8hJejPwoz2feEBXOgAEf+hkrxf8ahy211rHgFTzb/ww9g/pPRm90AAOg6gy3yXMFDnecoUKgOzxUdOgxb7o25n5iSBoa9XM5wp1ORB/uBsh/ua6dR7klbT+5XoFLuV0ECPfCy9K0kYctuFCCVkDGivbGH0rfqSLmPlhs+10IATFnAyA171JSQMcLqjT2UcCvs7l6FKGdv1ZGCb2vg7bkWAuAKa36zsNONrZ1Y1yJjad2wX4QC27BGUS7louEicdrsP0WinFqjFcY8E91/rpZTQ6HAuVKk7DhbHPk1a4f/NIFtNSDeHNum5RB4iLYY5JAsOybKlW55NpgTVpZ1FeJfeUe7Cektv2b5cLINStuBETPZFezS2dIY2T1YWPOYJDEXwWan6cShyqk1WN2Ph0kzAWTMWFqrOOAZH1259ZQ/WYe+dzqtDZw3GXssuYABDVZCxN2JNh4zqOMR7Pd0uw1vMGVSxRzwEM+hDZhlM+qPLIzptrj/wDgzKhpduJbFmj0XxX8kfG21y6pcJuyAP2jisMc6tOXXM0eHUKBxi+GwzK9msw53GLOj2KTmVjWhThYiyXbg5E1WDR3hbG9cdw+Y3IwKAom39Q3ZPQzMMupPrOuZvq6yKyaDOhI5oOoZXem6lTVlF3/HuajHRAKQOzIcxYk4ndYGF5EGEA1gBpjsRgTEHYP7XV0Jfep1l7G0VvE+F1Z6s5FMLu1S6IRvdujHs6CcWsPVC5e8OsXskZwqGuiLj3Vec68uv2bxcEa1xTizMDLHtkX6YqRaJrIhTZYdY8F90NUGDGMAlfya1cMBpxSBKWMnsyuYAj9BZBUmheSRxyDRcLsGbzBrT2pOrbHqTsbG0x34OeXPVUl3wFM5OoipkUy6OOWlGfUn1g8b4ei4Nr2MmmbSf5yxzuudhKSQy4SJuSsCOZDd1AmSX83OuGxuVSPqfY+ScBMelVk1CxmvY/EAJnOom1FBNHB3DbsqfOk2NWvKFB9IoLNPwg49JJV5THb0xHK4u4tx/2Mjxt1hJGEOw683TxajrVl7vmyt+la2hjHgt1YztN3fKqm4P2vuodjwzoHMDdspGtnw49nOhk+9/jYMW2q7v/4jxWnvzRP63Vqr7jZb13g1o9UMTfd/a5QvOwNqBvCOD9+G7fAubPjEGlMYhiUrsTcdhv0nyu5eA9C1ES/oq0rb7EYEBHYYTsul3CjubGEYTAQnDOU57L4dETm0aQj85clw3724kU0N2DqASgAbDolUTo0zxhEkAdxoel55lU2HU/0w2l1bGGRYS1G/egG0s6ZWcyxelX8xpm4mWhFZlhWJd9jRm8gNVJbd8ed0mmn0q2vJrgKKON+tFP3ECWkW88nqhKFoNAsmLbmLY5UrjgH6XccQ+ZPsijP+EL2RKbf8rmGbZzIWwG1RihsF15W8WSvla3ls6a4KtdmNwiSsk2LsvTkoOQsdjn8DVkd3nfllNyQoJ2AUZ7NVSZNT/8G/OUNHdyUWyW4G8HwC7I69NYVALlOmwNu6KKO7pjBlt50B7gFPxB5icJphPQ3/tkAA7Q2glNvqFLndFRJaDJagzPq5+rd7XLRXDTG7DejyQp85/dhHm7nklfjbJYLaq4Q2uymQdcYEOv7y6DC/ir2/NY3T2YBYdoMiY7LmswOspyAJBl0A7zztlrEsOYJj5ZBuOi8vmbSJmRdQsGKvvdDLYBoU+dUBuZ0VhUR2dQKetULEvuoKkMuc8fAN8ZiNBAJGfgWBwE38JdCpB3ZeHSP0O1oUmouOpaz6YogDopHqIV6W+RS3hhdqkKFTiH6z6Z0FX1TT45uYRshaiIMzDll5Ikhn8kvVYLIxvPrtl69ETBI51Lyxh7KKjJEF7u5wroJZh+zGHspcBbMW2Y09lK9iK8xmTKG4DXvU9OIKHJqygNEORPHdcy0E6NsaeNtHy43N1iVgb9WR2lWIcrZYC9INgUBllh0zJaETy+bSShn2NHagg3KTpY1m1wyWQHGsdgjI0bz6kGo2aOwfCxJy7BtRj3ax2dq8yGOOCuwBEhTsttnQLEYScttNydViymxlMj67mjNJ1ObrY8qhqEv+MpnGjEPLqaM/dBAlGjuQyED+1IFnSCOG9ou6zaVdiGgwEVE2YoYQeRPXj1Eq9304CsgPQXVTkNPOKkCKrZW5Jb8KRdBFUSJ019dDdgPwuj986NsMwljJsExIaKIzGbSXx0huq7O1ffb49hoaKTnM1ZIuMqzTXYty2c1AgG0CT41OXeAkswqOaaIoq9rbliG7DfChq9AR2npZBuTQoD1dFAqlu0JcZjcHLXZhnpJ23DEhm7r6aKIcDbS3SZjstiCFbosa3Ci4QPNmbVuVi42CCzBv1kLZjFZGngeO0Rxj8dNELaR0BurKblFEC86qVhTqTGGJmA2xDeHAYH41k90Ulm43Bsw22XUvbjvIfLPJ3JJkVVA6W00Ig/1TIUcuE7Zk93wRs9luUzPqB8h9l2CCPiVhmFXjXNFZYF133lKQnEVNav99mWrMuq6MOnupg3zu7UAEUFmr3diGN1BoPyUVmVQRgdZTgLQPo8ryJm2FzXgB6HXEhzkexNHE6/bN3nvjPQbRb2xA2COEoGC37sLQmd0qBNm6KytnNyLKvfcclJx9t+/qSmQsrVX0ZiOZ3efCKpd2KQzahG925NQarjrF7JFduOTNqaKBdXvxsU5+zeIRZxbG2Ixqizm2LTIT2TC7FyPZsuyYC5vKHnS1kV+zesCUsZMbcEqR7AqmACaF5LFPEFnNY5BopG67Bm85tcbqdgd+TpuMjWf+XJXcWwcxNbIBT+Vk0sWp0q3j2vb2YSOcjJpm8md7JyElbMY6by4TJrazmzqUWxHIgfxqdkZ2w014VO6+R8msmoUMTOZQd9exeJBRQTTY25duU7eGXRVZU6rYe++99957702X5rgrOEGo4ARhY1g0sQfRFOoZWVVwi1O+M6ZtD5IBAM845LAZY9FygLIx+1DNBB2HWrfp0hy1mame7SiedpTg6JfOSaKGLbXNn6xDd3Uj9KnXX8bSWoXwTQ/9eLaTU2uwGs4BoO0UjeQxSWKKdUD0zoHM7Ap2ufhI5zX3UOTXLB+LWYe50441y7oS2YpfHuRWScUsOybqkMoPWM3QNse2aQ26TsIwBnx+zdphRwcHVn0rOTUUyrZrAAez9nzJqTVa3dC8zpPFKJdy0SB8qpzBopKMpfXXACztHylOeZOxx+amM/OjYclKZE3ZZefJqaKvEGCQQR2JtmEYEfrEGtOM+hO7Dw+g0XZ4FzIqCCRbcXCH3vHhy6qhJTYjT9QDaga5VU3oViTTl1ujeMmvZrNbccvIZ0xh8+uZ4z68UgZWMzTNZcIObEFaNbjGq5ncqkZ02+U1wqq7TUZFo7vrIgCByzBQzKg/stuN7cx5Qr+ZVDHH/uC3xhu02WVQxyO8xyB6C4EkI4Sg9BsbENAsSG6gNrIo7mx1Wq6PvQaga/9E2SXDwtNHD3yyGxEQMXmTMcomHFLSMgIA5U3GKHsOSo7GjdWx23jI7h7KnUWDbV9BaM2xbyCaUHO3FxUrWXaMWdDo1D4DU5Vjc7E22h+JjeBSTF5V09ppHXDsA3GNWZWNJRzumg1AqSqnanHTsW5UNh1TnOzqtXdXqLSXCEdyqZezvaIhvT1k5tESnzoKGdjNB0knjzEK1HVeduxDq6hMaqUJMW+I9hLykjcZv3qnK3crgu7kzxxmHkMSu824qZs5V72+a7B2u5EnTd6Mw6SCJ9u+MOBNfmWjpNPeynwdoQjZDQCAHcLLcQcB6uUxhV+ddiT3dTSLsptPkg0U4GijNTiRYaP2dFqRqKeDI05uq2Nl55140lgSk2RRGZYa7UwaDcAKKLsZ1dGhTAE2nha7rJpji06bY+DpaKXJbgRWbBQnlOi0WQF5k3GKRgM1oQHMaJHdKFRqEmZ292EcUt5imkKrqcH97m6G7DZU5LEEt2xGKFSZEzPWak1kf/c1LLtJAPFNc6vajTxw8ubt6L4KErizmNbkMmGr+wpUamOgUySX8QrbSVtPe0NPgvxq9rrXTqO2jw+ljKpmwj5Q9mOneUXJZVDcbToVeRp2VzSTKv7QXi5n7LtCNVkVtG+fmJJGl2Z4kUNBGbXl3tj+s0WSUT8E2IdukPrOdUzeZNzUc0Uo9uGLJVnLGp6PAoW6F1sZs1bz8BU82G1GKTlzGiZ+z2CLduMAnrxZ26R2pel3ywzIbhQgl4RQ8rMbeyhTl4RIErsbeyhT9eIKHNuwZwei+GrKAkZ5kzGKvq2Rt+daCMibjFE2W5eA7aPlRt5kjLKrEOfsrTpSeZNRiqKPpmdMoZhVbIXxhHwvWOTMusSuVAiMQ9lDuWREAsYUiq9iK0zeZIyyYccvPqWowKrHQ7UiyXPoOFWCA3Kder8hRNkHNzg+lEawDlbI880GxUWNOYDcCiDFw3hjhpeYBpt6pfbIfRA0CwStpMBAmui/NEceSo8fiFI14BBT2i4Z/GgoD8Y01FxKZ7obL8t0iYXpcqXlyQzp0ljEaskIIBPymhwXhkUTXsEJwoZ/rnxKCK6Hx0cJinAUTx4lOEoJ+lRKJLKDy9edWeD51KWYnpFV5YNoCn1nTJvDLU7BMw45+CAZADlA2RhnjEXTcah1fqhmgjYz1eN0aY47SnDUHcXTV8OW2jqdk8T8yTqkT73+/K5uRMbSWkU/nu044ZseObUGq7ZTNOKGcwDkMUlieudApivWAcmuYJevuYfCFx/p5NcsH7nTTtUXswqzrKuQ3Cqp6IpfHmTZMVGwmqGtH1L5kWPbtGAYA94HXSfza9YOWPWtuB0dnJwaCgVm7fnidg3gcmqNVufJYuRuaN5cykU7g0UlDsKnKmNp/R8pTr4GYClvMvbY1LBkJZzOzE/WlF30FQIMPE9OlQzqSKRPrDF1wzAiMupPrLbDw+CHB9BkVBBI9I5PnysO7siqoSUeUDNwRp6o3KomNLdG4eKKZPryq9lsPmMK64pbRn49c4TVDEn98EqZXCbsAFzj1YwL0qrlVjWisOqmdbu8xoyKRhcuw0DR6yIAyag/ss4T+nU3trNMqpjDG7TZ+Qe/NRnU8cix0n5oLyEvjpg3RG8hkMTxHoPotDRmHMWJJUqcX6ThSXarIKnT2uA6ihNxRksdvsjLSnYjotRvbEDwEUJQQG1kHc2CpL5zFeOHbpBaRgAgJxxS2j9Rdn0NQFeTxf/qcSa7EQHRuLE6fA5KTt5kjLJ7KM28jYds3mSMsr/x3vkbf2OsUN87dvfYA/mKUKJNeZ5knScxp8OMbX30EVFcb+AmL3tT4qgvhpMBuXit4k5BKEzWCxhOZSZ7SUi6HwXtdNX6gThLaSwenEYBcEejzmEsQUTkKfnCnTTW1FqBEUuYGW4NwlNZAvBdOSygDNKTXAXzb7GMa2Y04MToApcC1BdC7bSkTvMgmOFKdiinh4guVDTSp2NinSTYUEDc4mZrj8UmQQNgdt6Oz57InTepQ1EfkfH0x2JVd6bgcGul7cicnhV62o1g6wgitzvNKxGQQLLJDpiJPdXgRQiTnO42ojyUDNpHCcribG8ZlAQAZTaEzUFstAveimV2NFOW39azLdNZmDI3By44eyPJfnELC4zYeHM4KnWCl7CuJ5oKO54EbQZR2agIgVVg2YHA4SkcExL92rh6/Mb40Cqu9BU6srk77LDelUAUV0dBC4DzqFhmZ1tgWnLh8cXWoAnFRGNQd75g1LMt23A/FOwYQbCPEnjgwAVnD4I5ncHELpHIFKcldZvsQAQk2S87b3JGFqbMnfgumLL89t57WNz93d1jUj/1+IwiHb204DUshO5WotFEwYpm0uISszGiQTOVCXoDKHD2B0It3B8wuslpCMyJSLX5PLHEdR7T6CZRnWMhR/fiCQc8dC61U5IGBXHetmIc4A+dBe1EdOWD7nh0087TI8IGt37g87SfDsrAXvBUIEg3rEDtx4azSPjYsAxVNxuGdZ+E2DCdHBG2LygTYvvTzu32DEFOt4sNsN0RMpS6WQa4rUBW6zvntPghxCa6SUCpHKeRJzp900xpJPVVh72/qAKcZnrV8kmPcvYbdUigmVphs2Nq5/6jCF7NpGpLtCVvJw6uOPLi1UxlgpxYE/cftcnSTGXKPBIarGbSXQK6OLkfKTRTNw3ggm1p3/YnudCim5DKdvzQ9pssT1I8q5ucRqPEIOx/oItBN8mhoWpRu70CJn+1g4iHYCSkm+oWvICzHwISCboJMmoDBRo7icUfhDhKdJPllBGMiP4RQrM/BRq7WkIQhYfZ9PD30Nb2IjwL/fmUAjU8CfqMeEP6K5OF/wuxrMVYIHjJbUCXQVB8HzpgtQfDJt9RW7PhRl+HWNppEEKOEmGPkOF0iw2gfVFMI5egBszmUuPkuxBCcZjyaUddRr1q49czxMb7aUf3V58ccRESajWdHESPpraEj4BSRbN58OZn+WRd7waa3nDwr1Hl4X9XiLoIquKzkUDCE1kw0EM4Oj+NkqsnJpHVCtQwH02tnTMeqT4YAMiHBWLCGcMkZCoQuL/6pIgjPrHCDjn4pEO++GFjBXhEWOCLYh5hgBHDVNBnmF6SWPTtDRQkM/lK9Zlq0NMOIXvOZ+LY1GdoTGEz3h0lVvSsqBk+0/aJDpHE5kMu0H5NbwcdIgzrTXZn7/it/Wxf5mvuyeoQekcilqjRrzk4qkMAfvm1aNKZiLRPmyX1Nf+BDgFqOPg0Q7t5zVMiHaIMFMQHHXSWG5pX8w1ec00JjTYUIXFwhSbaMuJn+zBfk5ZPoz3dlTHlpEcuz4rq9ZpzODXaCznGIy2ZjoKOX+Vg5DV1TzWaZE6UYQV+4OPvpefyNd1s0WhXJBzaSAHLcWL+KJjVa7bK0GixPDSVYGLwrKzATHMwP9EMH5aXuy+CNxHbyw2zVHwQ0ocBfSZ8sfLGJz19roxD5I07oL8EhOFXBTw5I9jdW8npoNFqfHFErR+PRZunJx1IOeFQ1mcNidOqjg3cRJUcv3Viik7zodbp0EL8VlcMP3Y6PXY2uWFWiw9CGrF5qhjwtxxCXquKQq7kTOKNAeh+aShW+/Fk/gk5Xl5PhdZOOnrjZKU7j2UY+VhulTgjjMO3OuFC+80aPh7P2evZCNtYf3F+IQzzJ+RibV8Kdanc1ZfacjtMc4Evsdn9E5MxPfmBhhMCMX4WFDj6rwyBxwPlez0gZvYb3xIfMGXgjaRU6jQ1+Jzua+63zCxowE/d16tg+npBbuHHzgJumAX5QUiB2wQaCJjVyuQD1YLCAk4c8MUmbp9EAlD3LeHxeJ66n2iGL1ce8nijgAC/BKFS97n5ebwqMpJ8O9mm2GNBHurAGpjPB3t4PR5i3vWqjTNeyPFXV2Xaz4zq40mRU6sMc0Skwb+glEb/4b34PAPZx05dqvTBS42SakHYzfuNmni9yCM9mcLRCXu8fFbonv7TIuHzJOW8zTjjPG8M3yi+04Kilx+o517PMIZeFfRyEy2yfqvGGA044/t6PmKdhgsGp6Ng47fqEjUgk7LXg2XyVwqzltk9/uAi0uvhfbcJwB2YlUzHIAG6H2QUG2BBir+ZGb3WmQUdGEDo93IoJtWFORkOKY/lg4MONJzzfQVUYJnOcKzYyq9CUEQH3h55vxtwfM/UpS5JvFSqa8GpKf/XGCm2E8OV1nj5py2oBT0ceUCjOm9M6pwnXnujzi4tuGT2BR/jTMx4Aq+SggnaQj3hFdEnmtkL8ng/ul4P79tXxPh4QES8HgsI8Ao/MDeM8NbHo/l5ZfkTzexp3DOHPmIIUN/S8eIj1i73ggpM/OwraEMklfjJKd2e0nricJ0yIQadxG+UiNhwnTI+pfUEzo7tk3jsffYV5AsqMKHLUPhhW0NGDAHCuGcO94i1S/iWjhe8d/F9ZAB8ohm+bRjhTa/wA4OZmGJHNa6faIZPs1qZdBNoIB6oFnQPmNrxNz4obySFxz7AAYWrnUnySQjIbKlcUvcl1Jfab5vrs9WrXu6tWpc2BzFbd1BhzGOpNtCsZXZu4q9U9UtlMMDr4VXRrGQ63ATgzlfyS+WQhw6NDE4DgsFvdf3meYPnbzPcvFFMQmeqGF/PIM/XM6yx84JgYdIFPL+Vd2ELalACAyld8FoVyGzCoQrwpIOxzxoSt6VKFbiPkXmp0VCdz5B9vbTger1ICJsxkilj+XN9K7ew3ThANv9oyvFVBPQ22abXk1zLY0ESajgGjS8aECVejwfrbpRCFXu+sPJPnvFu3MnylbkyfgnIq1dJwdzEjCdPI+kbt+rRfbHBaWrE+C2zCtqB/OKdQBOvF0TONsxSoR87M3wQ0ofNE3PwNyZ6b9SJpb27ul8rT4IcGONztVmpTyIr0tlJ9ItlhSIQCnjyA5PPghJHO56LOEjy+3pA1GypyxDue6svldqlcxQgX9Qdh+tzzqueyV81iKHhBWC+ZGZEYIRRmLHgbr3ViRjaewDFD+RIeT0bZZuDmBB3YOHAXwB61fCJI981Q2wC2H0lJ9MvDc1q/9EXT7iLfD0VedNRiAGn4eL2W3WKGl4tEAdQxf1EM3yDDGJvFIbXw6uyDbNa6MfOpg9CGqFdUEvsnRrLC8ICkyrA/a1JPe09GGICWkQENezBQEx5XkutVfuFuRjI9ghhTyk8mYLys0L5tHdtxQlKdxhfiOYsiLpvZXhFu55tHKFrwAAw+UfT5VchvXZAvlgJl4OUpdjTMfefuMDRPqgaTz11aRQQ4CsNUfwShCLa85bEVTYaP9EM3zbMgtSPnT4fhBSofcONON8xfqIZvjYJrt6DZedFxRS3h9Ii3qAN6nfRPUR1qSaPv6rBdHfBCXUqGiWedWrALtLKcw6cVD+bgG4noAvyM7M4rwYzgLaVEuRyrBOeNqxPq9LwcjsGBp42k8luk4LyHi1UXvSMwpNKMvheKY3goVSGN2jz76Un9UmhgPmGnhFqKnNCvhs/W4ZLO8pI4YUGVvwsYpadNZ+4VJO4Xw2R96RwlnxJ68TYXWvCnKrH4rPCfU9aZ8e31M+IhgFHdAP2solM3yJr8EU1VJ71jYtd1ATCOYA6+VkqwS+14eMLJodfghKxfmaW+Wp2my9lcuUbhsKSNBi+uEv6pk7G5DViG3wRgI4fhVvUtlHgXG71zNOOqPOmP22+qkgcaFUQcNxuKfRps1R4U9jLd3WOARZMm07Ix/RqBjB4U9oW3zJ+QxwxLHnhUIqfzSH0pnG+3zJPMsYcsQ3py1YqPhe10O/rl1/xAo0vtun5Vp+15/I+X1gIZG6wKfnirr/p6pPv0iHMFxYyAq0XhivGCfpRE1C+C6LpF3ZnP9wSF3jSaNUH12YzjH5b2/C+LQEdDP/rldk3iI0uSx755SARsERIiiVCUhz510E++zFpjHwRhrdBUY4v2JqXfhsy5CiMWERA/fsGsdEFQEuisvkgiafly+GKuWd+dMvn2wrEOeMYju+yq5QzECk6Y1aYXwVbkVNIsfVF3NJn7YyEF6lM8EKwq59FE4RnDKHzQQZprwbzDt6EgK4HWfa0YTeyYDF/PNwOh+vTaqq5nBgiHIdry1sp0uBsUV/uM5fmR7cKuJkVDC4UJu9NnWg5Az5E/6BY4GddRZ3oABnvgCPwZ9EKncvU6xK2zHnWTkiP8utymNLHyyK68K/rG0s3dVOu6OaD1NXn9/X180X08TmjhiTvhYAKLXV2+4UFYqBrc84ZuWh/FS2ClmqR9oUlEpodAyDxxTh0pGbQfmELgRZ/dnghCAU/22dES9F+fssI0s1woOSDUEteTRU1PQVgwLcM0q1+Y8H1iIw9LYknPVVBwbfVTQJYzNXX7SxxTHU48mVF2iDHtOE4T/zeigYOmgpLzffTbwBbEwj3sStD9eT0BZUbY+aj0hUoSPGmq0Kaymjum+WMEgZYGPyD5YtXw2Oppyh5vqkp0AzlCnoHywJTRBS/YHBrONcVPZcQJsNUmqlvqYrKKK49h7U8vmyQVj0Fevv90kdlRuZ6ghEAriVEkYR11ZYZDviCCIiKn26ZBqdSt8f4mkKfEAz7lwaLOafS46s2b+kD44tUSHeAqJiAUqvBqdTtMSbhIXpi7qWVJQqo+OmW6dEiBRzPtA2WrwVUjLRe2Emadb4hEEIojSoqdcjI2By8JPiRD9LoH9A3NwF9H7E02aReIN/YLgIX0KtX5WH4TUYpboFp1y88drlTDeq6N/SGE7V+eofWCS7UxYKfbU1NYkmKMRdHfNEQq/+ctrmamhg73FCId4ToeSTICQ4hyoKPgY25ACAp/O2vLsjaiBjyp+ojEDCCcd2WfJHQIP5wZ3yfxJniHQVMfVeV98UUT/+GXVrcpEqXRPgB6yQ9RrEm878pSdxLNZUdieygdQHYrdFwuGCp8kv8qDXCWgkQdG4L2qOPgKKQ7JFMz64FeYEb4iG8MYXCQKbd9P3pMKquUbwMeQZOM8T6kuhZQgKwmkyLzzkd5vvVPHP7SHhGfGXUgfMTcs+S1On4trDir+UhzhIHDdr8Fw0RL+hW+30c+j7PCprH2zFVo4Hgi3rAPR6EVCxVBv/VQMHrBTh9vQ6edlWv9+QAA0sgr4fFQIMxYK+nWmdo0uj10MyOKPJ6p5BEJUS83qlcEZkBr7dnJp95PTQso124z4vz+nfveSSG4POwvEBSUfgnuiBpQebx0JRN5j4eGTRRZ4/3AdXfpkadJ8H2wR66cA0Qhs6YZtFLy+KL9gexl7oBAgWuGSCdgfUQFp/rBYd+cIQUYpqoscWXLup88qJnGnRRaq0KHcRijVYgSSQpVAdh7hhB6SBVrlmgOjroVWvFmE7wpdOcgNUJ1HhoISZktBClXaqgTuDCi6avh05A+afCVQsJ1r7OUdNCel/a7OgEtSDMwKbqBLYBRD210FakrGwMLXTkCcM/pMeFEQMZYM9fPMyh2vhqnrfbOAyMMc/Ga9fjNCrmdNCESo9jtwGPd4touB5Q80FCTL4qevkgmT+wfC4+yGiWTRZfiaAvNtXCVxYhmQnD5iuP7DPuXwlqmBTihURIQ8MX+ELOZGeI/hAe2EkcP6TA1hkKP0QPKU0cHz8ki+6QzxMpgTU7QO6JrBB7FX0iWWjTqJiLUW18D/PUwCakRHDGNIsxLYswPthDV9cAcehvU6ObJ8F2LxxCH8heAzhuNSLHF61wyaJnX6VLvgZrhnh0/7ykAdvEMHo6QooxLRGUvI0aZ3htG/QWLUlKJyh+jicVYyji9oPYIl88l/wOQi0vMjyyO/R1qaqQ+h5qkXAcK2PyfVAuOgy/YukE+MNIWfsuUlU+fuMjTSeNKBIa1VlHQnSPE1S9ANYuVt99GdFZU7DaUY2QDqFj7ahd6CHxx7HHHnvsjakMmMQgirHEWQl1bHo0ZxtBQNQxq5zZbYSWZH9h+dwaNGTtz2KL3C8GdWO/mSiA/QMAlezFQhl7cRGpy73LNwPbHydTYmAn/RiM03a/y/UNhl/DMbl/TQ0bh/IT+yIIxxS1VvyI0ya4a4fv8OkiW3ejppd+JVf42uxG3AGEUp52I+4AE2Y5NgoTOsjg+W0TQHbb7E+VGKhusdkN+s1ILJmTCzsJR2qgo1cT6bIlR+vUNt26PjP/F3CJ/y/gEn//fqcZmhMWtWTJa3Jc+TZSjGf7OX0+4cyDBUXNwGo+0zwINtCjdGc9TG2On+182WggjIJgA/dSCzZhanO2XwQqT7wIbT/tidKd3Quyvs52vpTIQUTNZ9peDKWS1+S4HnetaB+OEYmaWSLIAkPVlau47F6v9wVcohkUrjOw/fGrFk/26zEVGDPblgMbopQ4BEhRZ3DYxc0aZ4uwgslxW8JMocLE+1iwmekhucQAG0pU3OxPGRimupkjEF3QOGcEkBrzSZ7gmnHgR66rkDXcKOCNml4xn+SJrTGmfLmuz0wDgRXudOVnLcCsH8BbstushV1Z1wBahoExSxOBxuA3I7E3sPgXlk8nARFcg4Ys95m78zZvHTMZkOQstshSbw7Hg5K3BAqULAZ1w0eMCl90I4SE216YwSzmkzzhPaHmRjYTBQDzHBn1xUWkLjK4JfKaGjYGzizJTjM0X8Al8kmeyCAm7Ow0Q9N/x7VoDtTEBWfyeMpTaHBqJbgk+7XoFR8baYIT/WaTrdHtvAWdW3GE6W5EktRxDMNHvnClUBFoo4tq48iZAYD/rdFHvnDfPDgw52RrdGWik440wUkpkqrnLejU62mERa/4mHrCxhVHmCp+NsFKcEk8fxElut6IJMl4Ju+n0OB0wDRAncnjKW11yAZq4nLtbRKo5SVSQNGLA40UL4zLFT86ELxlOBcxhnG5IgcLvQxWIC7GgUZKDgiseawLV0ykgKJrUi6LWhM3CdSKqzwqiEvrVMasVwxjDw6kuBEExBxNQfKYpRgv6xVDHGXScllSCG9pncoOtk/cCC3JFZM2EeMYfc1lb07cuACfdtbGm6I08lirAC+rnFnEAwzgN1OqeNNFaS6DC+M1PZpj1RSlRrwJiCFzsMDnrfKowHsZ5433TBavpoQEXthdr/cHaamXFmhyN6Yy8AWDsZJop3tjudjAXhVoa7B3s5QP9gZOgYO9KmAkgLtunUi597UrF/Y+mTF3FeXCRZxjxJccZmKwKoDPAE+A4wFs5oEO2EvouQH2XtF4hIGMyYhzCMGQNQDA8L11IgV7Yx0jSHOX6lgcOMUROMal2NOYsJyxDkiqzAVHIVaBtgb4gkljag7xkygAmSuMU6wCRgI/IDWHwwGAMZLhA2zmiQQKF2OaxJy8VwBjLH/dHsVXNB7TzMJSekzEULqE8tUO1XizlG8QCgbyocyMOppE4Jj4yrJHwdxphi/siAk9N8BeBu8Hd+0uUoDdcNDBXaZKnBh/vMlZIDX8oVqYXGa4u4IYiuUutqHPuNBw7zH7WFF7wgR6mYMWAa4wdRSqXGz9D17GyRzO5iSsrVlg1iNyM4AAJY7SpTEr4XnGsVxsnOz3STt7wqA4c9CiQCV180HjBjDvouzqCznY5TI2XF+2oU+h2xm5Qoiw+MmMOUYgZp9Fb/QP06jkMkM63yBzpTGUI6rFWIAW8FTiEyN8Jlsd8jVV4qRIBVJDyHJ9xhYXMllV6Hd3kUIIRBtbKFDwhVB85aa8LfFrV25iZBbNFYXnU+wJ5Q11kTGD90NBp4d2w0EXT2ihBU2BmJ0AxwNBQjYNZEzGl9RjjLhKpU/No45CZ8GA3VgSxlHd15g280AHhh+0mDMEnNrT50bgGBfnc7cBgMHdMRJvoaC55pNmH5CaYwpDyhVU2bxQjqiWxHxmuFPUW2i4t8SkQdbgwo33yrIHdcoMjnT4akzKu0WFAVg6NfBdWeCFxAteKaFcMIxCryScCW96OMFJd31eRQy9iF4cnH7kMFLWxuZyvRNaaIlDJJjVbMiUE1kmd5GqcuWNF3hImD4+2MUqlQLYEU3fGzgE7pwM9zhBpU1gAc66XQqCF7zd5wwJl044rGjIhv7aCQsvogiJFQ3ZyPjrPj283eeM3DYhK8tpoM0xNOTIZpVLcokVXLy5DsmWXMcjNpfwEJbjZqkyG6eTbEakI29owJezjcE465Vt5boJTHJcjabM9golo8HQymakmFmvbCuDIPMg101gks1IMXNcjabszbsRd8D+C1qpmEYuuHgQp2S+yojtr8RYeBFWPv4CF50fUQPpuWg9PJ2Z1XvZuBSjVYRo9EIaMzSllSUPhJuwCwQm+hqXrM2VpYdPIAK2R3z5wbWr25BRFC5MEGYrRj7BCFjrbLIekVrCZLCNN/ZQLmEymMYbeyjfqxDluI+WG87WJcDnWgiAb2vgwZQFjDwQxRdW0WSKF6qwzSq2wjhjCkU37FGDF1fgcMUYDmAEulSYOChhI7algSauVeIV36KWxbunIH5Ag7/PcsNhwutrBdqeOH2tPULO328pTn13HX/LUSlO8Le6xEK6/NYbVw9dzyU256z2ucaEfJQSz6XG14P3XGFimq3PxUSGx3MlnUgw+Vtq0N4e/JYRxt862nsKQqmvtGXGD1Eo8T8u5EZ36g1AAnkFFGS4qbXxB6bA0IZpeKHdsFTAPzCm1s1pgD/wRot2BZcX6nR0EwP1gZLmKJ2+0IQvbZykXmjKiZsThw+kZAQi7CdwYtYmCYFPYPadIPlBZ1emvnyQ29z/kRcBYN0osqHwHCgrG7CbHecEzO8K8cG5FnYBYdrB3SyYzBmIUBjNI9wJeMwMOQLgL5Q9nXCoZicT/LFWQkQK/lopeBgOGs+ZsyMTMMCz45yA0Uze4uApkio+RpyWOE4EDFmAAr9v19ebvzmn7drCSOBQmAzsBq4Cg8JjYFVYF14D08J14DjwHJhOJBmVFD1O31M1zK9l1c5xam48WNZ8U0+4yWwpvEGGs981WdbkNAFrRSEav3UYG2QzDF4yhAVD4h7HCbmD1xdXRFP1vIblimezCY2ew7xaPWNg3O7locu9fJjJTWhKcxOaUjiN1TGSjApdiWxjMM42BuOstwEo050Jy3EGzOQcoohZBmEqmT+EIcp6G4AyCFPJTHcmLIcoYpbjDJjJbFJ0NgbjCnNZXRh/iLLiGKC86/ghf5JdIQxFA/PdcsJPnGzJYj5Z6TRn4Q472r8YU52JFi7LsiK5egHkVD+MHEAlANdfngxdQ3kOPsX/rnR91hgT6MiXRyjyq9jTRC3wPoGbyuwGRbYLfeZgTZSD9RWU2M1uCmS33ZURsCbitPoFWbhktwFd2wOeCNdEaYi+wRBWbqtTtCfA7nBdNGXkA30fVnwuh7Kg0ivahOwLDTsyNeyAdG2JBk014ALS7BVt59cThiBr94phMwWhJaDI0hZjU1dNOYr9rfZceAMNTZ3hC8OpprbSzTpiQ1Pg4qTMDkpnGHrQ9nOlLcho7BDBVnth7MFIlob7gNh2HvWFBZ5SoRZ0iRWZIRB/6C0zUHjvQjvRUAIzMemzKQUbIqnosiQB6DIUaqs4Yhg8S8tdSenj0dRPUCD4hhtaDRBDiEEn+ovLK5wdm95yhT2vTq8hOfXRTtBPqKeuB0CvxeHQiqKfXE98tX5azfX7QkU/hSnAx0Gzpd21oWk21AWOwVK3aXGOutBPmB3+ZlP1k5A0gHc89FNgJ2yLpdvmjHlpJGm4EU4+0cweoOaPfiqjhV3haDekU6+cDhoOyVDwieumvRiGskK79f0QpKyjmybV4DZP7QbbIjBQTzudYgkyJWonpwg3iOg3KhfyN4N+0xEWiLqpnRxL6Hwbq99KYH2iGb4vhhJfBG8idoCsLFHwWL4WcKlMwSWquXhmSVyXCykZ/vXKDACDCV1Sgnh2ecLCCt70uqQE8XwwhKbLhZQMlGxcopqLmBk2v2BybeM5Kjw83+ceZpTEL5cNNY4E6PLVUhvHcaDo3k8qM6ZjSfh7f1JGFGF8zQR5Et9m4HrAxLYinoZf3EMfsW0QIR9YQEjuWwUIiSJ6RDGADZoBBkE/LweHL6fQjxfUkqJIWI44gOCegEUYjxcHdw/G42W0AW7cPN7SnEtPGTEQC9tLxhgxg1A5l2pNMVLs24+ENn/CA9KBLaE/4XKXb0piCRJuIBgh+CfwTi9FZMVXJ6piN7lzHgk1zJ9okyLmWnPjwSSL4k1cCnGj5ODzQepwvxhPJ1mU81NY5Pnhz6o+ITf5oaI8fogjjpbr0fajBCSdsYOGRzoj+axrec6oJ+SdiqC/zNkSjOvGRNFxK78Rw/povrQnFiKBich4P01mFE8SLeEbAOz4UDemPoGEnnMl3ngvkkTuF7kEztzrfDZYRLgHNXkUBMtfhSx1Pi5BOAougWeTycY9t4FDKUDzrDyt/pa7xHfaSHyanOp0TyRgWBx/r4bLBR2bOUE8HKKl446waboKxmtPmV2+9FUHrclGScw2yUBQiSYuZSzCAKSqW3ZM9dTUlYvnyC49MYQV7MALiaabzrhEhSFHfJWFnVgTNdukiEtA0vCLUANG0uSJ5lcyPpExeN4CCjDo4qSmZpcYj1Yu0eXCuIBtaeE0F5vEe2Ze36IyeAAmCTTvuGK+1yAkn1gnk4ORaaIwLvSScxYkl4q8kmmrFwfKDpk6AOn5BZxMIrcxIYo6r4BJp2rx5lc7yH0mmwixoIQ47kpBAj0sbIgXPrlpFnWe/jN4w9eotPyLWVWoRKPJw0LoJgEj8i3SZugfCLW8ARQ4mno73yuxFefzxAJzIkrIjDD6nRUitHjCQY6FHE3c8c9nmWIcoFYQ5+1IiziOoNYYY9V52q3Zho9kW6/vb7vlDuXYc216aAFueS+WqfwjVxq/m0PSXoJlm24SPNqKSeYes4KWb2sR0KfqcoAMAKhtwkITmdftTtyx8kZG+Ih9xLD5qSUb/BLR7EPZF28krk28FIbES2XoEeoCcOupfR37Nreh6eUbieXEVUSWfJTijMdcUvOYoH6DT2kT7mR5TNSgmEy16J96mBqR7UEeTo95myD2wBj5T2hHdKQt7kEadB7z9jT2QLrmnzyg+fgxZQu+YvkjPEsxmhC4dwLD+sPTaQs+yfJHCMCJ1a7qvBPn3BcJDVI5oMoWlLD6mGRGxG5C9t4J7k2QNt0tSKb1mLqDcVuUwnfy66rsWbMFJSB5zDdpYrchlO8E96ik1nb/6ah7I22eMd+a2WfikSaJlyD7b/TvjQSJEO/dKT7TQ1rq6e3AvzCPGVPGcz5uv2mMFyQQ3DagUfxG0oSJ84aYnqnWyiWP4w5cA/OYUBbEI/ZYfJNoHhICPzZgUpw3wgZOjHfb+ky3RzAFq2zAvfeYcwNiOyIo30TXs7RkA8Yp85gvrmI6D6/fFMOCntM69UMZri8aGmuHJPRfaltzxjITvxorl8EAvHC4QZUvnihj6tMUJYGHcFRx+IgPnPuRWng2VFXgDZcdZvPgjQOAYcDhBk08miYOfOyCkz/QIuBDv28OtQGG+xbEX1Ua4FGXUe5capz4EwYxxh1x88MhWj9q4skTpXJ4QkBX/cDH/YvYxDwhDix0FHT4G0HteELN1Gcg6MIZP5z5Vh+3NwLR5AmPpDnwIuKJIa5+NkfQH4kJesIaOLLczvg7YHDgCSPdyFCl9HfgKuUJRcAhabLpfhFqIMFBPmEUJqLukiX+SUZW/KAPKwGYNPC3qPyzVIafJFr1gyxgmOUvV8Aq9FbYyHwEMNIP5FqxwLXM/wHb9wenQMnkaDiST+uLnlX4CD9YPnDFlMj3nIXpWeG8f1BH6QUnKWT4ceoP4YqHD1wF884oaOUflNDfhRCKMxZ4kQ91RL5q4zfPgF2wARGMAw/Dz/LJep6XAHwljOWvUeUBuwf1tLl3ODTiU37p7mXDc080stIe3hfr6N/NjpjmBbwAtgDDLjeaCru6n4WFOgH3Bm1G+Je7FBFCdyNv4EZvl7pMs13ClpHdFVfnV58ccQ6nUbuoKPHR1JbwszIT2+VMjbQ7IR6mdsLNGvrxbffR1No5opspDXWhyMMCyfUhv/qkiDMSUJGdzYtiHnmiUhMMxn3syrgCCkTbJYTJsLmu6D0rKuxwrITtHSwL7KFcwZ/ty/QPVERsd70md1onkfTBCURaBm4GLwShQC/+7HAMgMQZu16fq4UzajCSRRASeS8EQLiimw/ZTd3Uj4JZfZA5Ox5IAycTcB/IniQuGNEH8tiaqwj2QFxt43C+ecqoUh5aT+lnJuddPCUilaUcHwQJju4OLh8kBBOmrg8SpYVWjw+CuqcY+ModeFaKfOWRNJ5nXogCuRs6XkhalZ8CKvcFCAcOONdn45hFCAQLmqeukdNRUQuRlYmBqhOkKFKkUSf4Easd6ARQBFju6ARzCHdrqGmhKxga9LSQCBa7GNZoIbrMN0/YaAXxF10lFFpoyuKcKyu00Ckb3CkeWkGNTTNzWkEAVzmSQlpBEBKcBpZagaMWZKZW0PbNfSOiFcy5u/sb2rLxP+zyH3xh5Q/4xtP/74im/9++9HdHHxLkgk2zMhPxvtTRplmZIBZk7iFBrhiGWFyMg7IwHnKqFzdh89ECRy67c+FtwuZj88qVvOGAE++QUz0nEnoyWH7y4qAsdPIkNjvTmReGWNzb247f/Mntyc+ivnAZGSzcT0jRGbse+GKUK+eDYcY/cOJwJidaeEwPgcd4V1jD/FPc/AALWJEif65KemLdCtjpBlfG0vpf/1MsgovEmc2pNVZhJoAu3I9HKWNpreJ8LOrAUW778hgkGrAXJBZ+Bxohl3YpdLqjSjiWMTG7ginwOFsccK4UmE6cBy6CDS+n1nB1AA5kHU6OT04VDfQmJBH+lVeUX7N4OJgTlivd8mRZVyHuJQXVm8TgZdkxFvxqAQPP8nGZY9siYUdx4i5vMvZo7KGkwGMBmifaeISVEHEzqOPRphveYIL9nnAzqWIOuNJVywFVz2RN2cUBsyw8xHMoo/7I+h8YJ4zptphR0ejCVXbFuJ7pZ1BHIp+LIgvXsmCTW9WIeg8DM2/rG5JRf2K9B0yus71xzaggkLjaZZX/SNCQy4QdcAdO3jhZiCRZNXSER7FJdbjDmNyqJtTHOrT5gyYO+fXM0cVwWDqEAo351WwWhmH4a3fo+CIv0exGBASGYXd391pH4e6ajgnDsO+l21TXsPuYNaWKrTWZQ13XTXhUuuy7qQPEX+NJSCj/gePa+LwUDmKK6bBnR8XPGFNFzjOqdmAdXq/X651RteNC3og7wOv1er10Jbze3HYBQpb78JXNLklziRprvLluSphcVwRNLuFWluNu367yFw0Rma0KXzZDapE3EDXJsDvgWvMyNiUwnCWU0vP8huDXSshcgtH6tkaez7UQ4KmBcSg5XBE95A4mXb6H4WDutfFhvG1uifAwkJgRdfEwogAu+foYapxDanyMIK1jH9ljIMJHElDTA/Yjv2V8TPhIOkIsS7wMO8PL78vYe/MJ9jMSoJK+/YwPcGVmOPyMImc8PAD7HFB4ZmeA/OUrBzTRyI8yN4XMkNelMNJ0NX/vsf5Y+M2pRYnBV/nJY/qvsmC2LchXySEG8OureBnD4DuL4B2l32kEqRYr952HBHZCv9PHUQUM3+kJhqHBd37ixpjwnWiyNCN8JxystdUy36kboVM3gh6RrPe8EcoX5sxbUfPDcvRYlKwAOYh50VFVEFa+9MjMqRIc8DyHztZutqlvIYCr5+l3xVGaw+XDBiXotx9a/2GMFO2W+fNsOzazg8vXNiwUP/dAZweXr3nMhRS7thKBbkqbYetJRzftQTipatrJjUruGlHt1Bgrh4cc7URlS0zncVI/IbHuIN3qJxRo5ujop0sdAdKM6idOuAG0ZvopjioBR0AN5aC1gIsyDXU1iaAtV0NNGAW6o6OhJvQIFdDSUAZmLFW40k6xG6r4djXV0WdXFjX6iulEGRxFfSHrCFyZmeYSyt1zAkTDSryNTUi0Bh8akGK2eiwJzIZfoS47cwaIYxX9wYkYmYWizz7ouAwypdV2nMJ90WuPPZdiO/SaFtZLD4eaDYQZzjvdJmfk8ooN3eYIoAgTrG6bU6VIYJB2y26MyNHRbz03MH2C6Le8MJhfrd+iYDgCm0PDWUDKpArUcGNWmgimmtDEOtbxjrfe2+t1b6l7fbLLvXCXe0u9K3b9ZFwM4a79eRhe4S79aXc+9nftjwMF48pcXiVvNt6OxIR9mFjmSFJWrD3Qdh1Jyor37y8RJcTGI3NwJCkr1qpGLY4kZcWbAxcXR5Ky4q1URsaRpKx4V+192E9XuV/EBXdrmIPiSFJW/EeSsuL9+70sRbef2dGRpKz4NyJlXfbsGc6ePcPZM5w9e/7sOsOvp6o053L27HRtxFS3qNqAVvFcdVRXI7t7hjOcPXv27LnUs2fPWzxv8VzqDrtnuNSzOxwnZ511VtLZpMMR78rond0Le2Ev7HWHnRzp4IVL3dsFd7l3i/aM8m7iyV5kqFzOw/DqleBD4dtFxIVs9/btgrtKvcu73At3Za7M9aMkl+NAwbh8VMVSsSFgSbYjMcEndZrslocjBcsPE8tQIQARyzWp5OXLlgQo0wnV6PSh6SZo33DViBdLRAkRLwnBktPufECpI8XxyBwIGbZxDlxcULBaksm4GKKB8WZp4/OfMFcqI2PEGjFY1agFIVAc7IG2iwoBiFjEtiexkjcbJx6M+eFaAKw6etnLUhQy8C5z+fDhhc0RKetAVbeyhCxTJmBx7md2RGWjxxEXMYaVykaPIzGdxSK5iAsu14FZr9r7wGQ1wTXMQUFlo8cRrz8S/nSV69knwIehF0P5p4WMB4tG+cBnqK818HHyYMfxwCjRjIwxQPnwQq5Zzch4iVeTEAQsBFCAwZkPYMnpiuWyTxucZyWdTj2OeFfGz/DSBZtaz7BI9TgsmUiWVnS6dw4MOVw3gBR5/9DFm2vUmr2j3ydol2re0RlHTmiYeJcMRCRLKzq5fJyS+LAxFt40oXhHthdKlTAe2shxoEAVZwrEeCttrHH12Mt8sj8krxg3U1sNUwwBI6+MDDxc7rwoRjN7COHNqFwkSys6szfUVROSKdvKASJZWtEpRPLZLCiR9wFNM0kiiWRpReeGc6H6oS5pIxhdRLK0olOnyZbupxR5u6vnC+yFvQSebMCYYlJNxVS3JJyJkoE15PbEBJ5sVLVgkYpkaUVnF8xBBovahpcTiWci9IQQj0iWVnReYtCYYlJ3ABy2roYpBkbbik1AsgFbIxkjXnHoIOYay5hjBKZNBN1ws5RCC+TeJ8CHs7QIsRDctjZnRB3OhWqRkMs3EGYHldTlXIlFQDHEUkrpmCj9HgFeFhQqPhcEC7QhKeLR75Oq0dA/MFoEwgocN2DFUPPMJqLTZLf4DqzZXmvgs4W45AsI/jxo2mOZiV4JPhT+q8Da87gV0JPiBx/Z0QH7KAO2+eAQovACuQqNKppnNpEM+YW4UXDhOjTB4XcVYOCQQjMOddXkQDcUj3LaMHSxRhOt1dE8s4lUeJK5C+naNM9sIhtqh+LVvQZcPqpiH8wtTrxmDcwEklvtKYaIaEfhHvOAhKtGvPiZykg8B4YcrkklL5/PhMVy8mTo0hkUNt1r41iUoE0EBEbzzCai02S3bKQXQluDoAjNM5uI1+v1erc39hZmeeKOnFAKtNyg4AApDDtPEd1Sl2letZHB7oqrsyVsGfnVJ0e2By5Qu4Eb/V0IiXZRUeLmcBr1aGpL7ASDlPuszMTP8sXYRvoWQNmWMzX6NaqHemsWgTM2IR7mp1nyoB/fdu001IUiG9HN1MMCyf0dSEOKZBtBlaRE7vIpJpsjeIILJDtRqek757QAs6MeeDccK+Flj6DYXFf09h7KFdybQQMf+wMVEa/mR8w2Y7FmK6BA9KZs2DZbk9m20lonkdx6Te6edq5Iy8DNsAcnEL2aR9SLPzs25jsGQLKfq0WZzdj1+qsdRGQRhJZeCIDIbuqmtoYRC+YUE8peXMN9UUyjf1DiN6Ogle9CCCUf6qCxGQvAeNXGzzuQRKw+OQI/whXYhJs1Hk1tHYwDD8MWbED0s3yy8JUwljvPS+DXqPKAV5/A2XVe4J6NBBJO1PW1Oxwa+TRKrl5UdLg5nE49mlo7p+Kp2142vIcFUuddcjtbwlaRX32C6SF02Q7qaXvSIV+cTUTR9hEa8aKYR3oCDtudaGT1VtjIlNiKbjz8KNjV26Ai3Yt19JuymXO7F+PUeVbUDDBUhNuNmObFy2Y2cLELQSz42b5MmMWehU1It2Hb3LzlRlOfVs6NJwj87rOw0FfzDQh3B0sCP9uHmbclhPl6VlQvz5xgW4oI4a9yMOIeSrvsBm1GvJeeS7PtY+f6o2BWGEBM0W+WPD6r+m20Rw4u/eZCt1SIpX57DMwM1XAApkhtJGq4BnWmGlz125opqReIhqtjgYKHfttQwHT1T79h+JruYuo3rAQ7hH5r2uFi6kW/Lc3YGtNvS6BdEjP1W1QNLVfuHouHvfcy4e9HFQs/9IfSc1lS8bNJ4k+zZkMAKk0Bemx9Z2UkyEsYfWdlBAmOrbaT4m3gQL9JYV656bcntA2H+o1pbkYa/fZE5LOOfpMqopWj3ypAkYIDQb9hhXVwo9/WbPHo9FuJwBxr+o0xa4ikfoPcUWOl30LZTNWK0W+lpAuS6LfcvqYnDdfAlMqMTMPVsZBaZdMlRhc4BrggLTcouPXZBx3aKXaDCS9FmuroU4MSLf3BieiyM2f0FdMJD6MP9FgS2ByTKfpC1hGttuNUQxmYoTX40NBcQrlsXkw0rMTrVRL1mheT31Cihpqw5Z0Z9NqK2BFoGioLjN+rCA2FdedWejQbCjNfkqbZ5vS4jDPdNgfir9aBfqJDu4BQP+W60bign0IpOAdT7RbhT8O5UALkYkI/DXGwdUC7aWDKIdBouK9PQTFEdNOVPEcgp91syILW0E1nUmEmIfTbT5PAHgX0E5WlIJmmdloEW2Ol38gUwQve9NvnBdL5oJ1QvXz40m8uYBjJKxL4XWSlfqIZPvgrmVph+Kewxjl/GfrdGDj4dLU4GlHsPpvDyq04xqanMuwyBkjUPG1mn2iGb/9poaCRvCKZU6Ujn8glFkHQQhf2nZ2VFkP2D1QLqnVT2gytm6LuXg+vitZNUUl7QuBoT0jDQitUOknTU+s6gxoarTCopm+vwR4vAs8zp0SGMqTbi8APiHCmxbK+BkTy0GPeJNtrsKdHS4zekDS1vyKMaQ0APgkYsekNoXpgPVba54GnJrvwRCMQxKDDHnC+EdE/IE412YUnGsGHMS2W9aUNqHnpDaF6+oArHT3mTaIPXHi9IWlKhw04oWPKRvWqASs7TC1ZGCPOrwA7qaVivnD8DmPECSbW+rGPO3aYWjIxOLBvBkxyTNloGQrUVQNWWod8fKDx+GgIL+lc0d51TMl+pPOg418PO9nQuDwawks4PMY/A2QBiR+EH/u4Q272782ASWa4JS6UnCEoOUO4OyVnCHfYYYdhp+QM4ZmSM4R7o0f5H1dULW/7GBPLSGkMsbSWtRUYuDsKsCONF6LPkjbJKCVnCHe+vy1619lawn5QQ8kZwr3Ox6qW3YtjOca01l3Egc4doAsESy85kCg5Q1ByhnAPczzbS2RCLd8ME0rOED4VInT7gyRLIlc63Q1AwXuNjBFLFlseyJ55d90QMZZxhI0wDHMBDNx4PFAtyei8MOxCE3MXhjmzDCDoBYYvGArZibVSiChRJAPnNK1QmxGEDyIkUCd9RtMUUXI24UKVeKTXtN1YimYphxgcinVqNZJZUdMbsNZEJ2Oa65WvqXaA/rp93YlnmelbOKbBuFJ3olcfU6wkHhQK1T0SITSlUWKpkySI3H9sZjQ9nXBhp+dAv1p5k+oOLS1rgWfXZRI2xbX91VVBomPFIGkaY8tmq6PJHiFb1aRnZXdG12Uv2NCgKXRtyQEFHZvDDrMmHFsutAaPNoUVo01N4Gp9PGgpEmj01JedjoKCqanGuOgosjktYcSbjmr60xMOYXUU2ZyOgoKpqxjNtJWcFi1FAo2+MoBAT33ZaaoxLvrKcE1LGPGmr36E6SvDNT3hEFZH+XjQV5wntBQJNHrqy05HQcHUVGNcdBTZnJYw4k1HNf3pCYewOopsTkdBwdRVjGbaSk6LliKBRl8ZQKCnvuw01RgXfWW4pq9+hGkJI970hENYfWW4pq8MINBVjGbaSk6L9nI91F9YsmgNXnZ1Bh+eWmyBEJ2hs4j2utJ6DAKq/sKShcOqFlsgRJM55eoxCKh6QxQyekPPE1jtiq3Bi4TOICV2Z1D9sjV4kdBeZEna61ZOf52K0RrGiGmwN6WazGrKowH5oMl+RJ+tDqEWO+D2dHG69JiQFb2BUoUeq/X6OR0NdhhhLtpjRF5ssNoVu7HOURECdVpMLsZOjXWO9leSy63Bi8SexNJjg9WusFFJtW/kKvk5HQ32GJEXOseUIpqDE6IG0RWld1hZLOJ10rwxEk6uQ4TP7tGAfADyZPl0cbqIMLl4tjqEQSgkfokNRkPKcF9EA6YMt8SlS3NS8CtrB39OR4MMt8TFHf7BxST3nN3dx1xI4e5vfEz2gKkCbyQliIdpJthLbCf+ickG96XRLZU75qV2nGP5je4LYls/IffOk45uNxlpnccyjPT4jVaRr8dvtow4z3bbbzoQvFbVF5zmA5xNh2b2W12xv81Is3neDL5RbCK+haBDN+0Yej3DGLDq4oVtolPst05oeNJB1SYcwvBZQ+Lcx8BsqVKklxrdEsdZxKCd0k5fL/IIRoOxYyNquXksWqmsitvCKk4bT/LOTbYZ9liQhjEdWkftlOvg9XiE+co4ApaAtFwPGGSxFytJfNKTE5ymBuCm+4r7LTMLHyCTTz8hynm9ILfa35jYbZ447Y06uVxsJ8aGJz/c2IRAi58FBc73VNCgn1AXvB4QM+57XLbU5dxLpcKOZTpjZyy3n1YnXPzPARUaqqfH69kI86S6sU2GI8pj+Sj7Ss4d+xEYkaKhfOK8ngotH2BByobTcOnadBQmf6su8bGzCV4V9NrwZAoWG1arDNvZ9arN/kpDNrtRwM4vQajUAk4c2JqNzLfNTrt/Fd+u+5fBUXR3d4dhd68PQvrgjLip+bJM8pVWPXijFCqv54ss/+QZe+MA2f/RhOOrCOg5YU6gJRtg+awbLlxQgxLteUGwmnSBgN/Ku+B0NNxoNHQ/v5UBae4vbwlUcae/vN3hjHAO8+XP7SvFwv6l5ade6wt8vRR1nIOY7XbGHQL+U4j3rcZu/CXmC82mBr+ejQjO9dm6faqtcMNbULwUrBEnvLCnJckCfBamgy/iI6nbONi+HhAxfoADiu3qA3BE7jcq1TdKU+l0jUkajSWJ30q78UW+jHarmnq9SgBe4IOQAp0xlyhbjha9EpsX3ihlyevpSOefuMDxsgBnGyn1ymMFgfBGPMdotzlLr8dDjjcOAPM/moh8FdI7Yw66t+JE9VZr2qeqWjdc++Kl3ET9ER9Q/XYE9PUiQTjhhFQtmej5Wd8XLqhhT3teUBbtA+aI9puHqDeibfzMFKEa7kLr6xl2cbq+Po0mNui3TrQ6BzEh27k+57ZPDQDbTgT5UrtJ/MAY3/YBUUn7ra/JG9nmdTmX/twtQl97GhjrBaiWGc4555xz1lnnnHN+b/Z6s9fr9Xblruz1dmWddc45w9mzd3mX55xzzl5vl6HbV649DWzsofROQBF32Y34mpr9A/C1G/EFL0C15NqMRztytwh5t3fnnTec42zOMoQgZvd69uy5hwHSnHN+hfuQUycf86jSXP5WQMqYuFnyDczM3JiCwLdP9sXXTk55NKv6NoRGsRpYqZ91a5XCMudf4T7A+bT41MnHFVoYf1RpbnvZ/RuYmT0EI/9bAUnJBROPiZuF1K/wHZFOkLKh+MYUBL6JBA2wnDS95TB0YTza8WAMTf9wi5Au4pbvYYD0UacyvF1gg28iQcPeUXWHc5z1gvkoone6mHkZQhCzneVehJy1YzXzgFZ5Ky1Fu2rNPL9gFIDRssGIKy1F0fQBPg9oFRnMAp+1Y/WUNMnbWe55vTAMv6bdYRX4NU0cgGEYhnvsHIDSy9PV4tiNgYN6KsPuVhxj00hekew/LRR05BO5TTinamtPSMO9J8QwSwX82OkfhPRhsZIEPGDQxSc9OWHJlbm0vwSktRnBbLwqLou3itNmI2q50WgwdDwWrdQFPenAwmcNidsmOsW06uKF3zqh96ZDA6HTfJjzW10xgf3G1+SNpFDuNx0INs92e62qr01GSmcnHcF5LMPIvcR2YodpJvgnJhvCbF/S8lI7bl8Q29pYfqM/IfcObgxQlys5WfzSkKz2H316DfACIwzDx3IL5q1OvNDeI0iztQUgBFLUkx94ON4L3fZh8vWAmNkabhDo9fC+W8MJsvkSodPUKHQgP+129eL1gtxunjeC+23G7BvFdjpTxdBwWVevZxhjk22G7ST/hGPQ0G67Fl6PR5gtVepg+1jqS41u0fkMmX7TVHy9yKNtmAUJP3b+fBBS4F5s4gYLOHHgk0gA7uRKwzG/BEHIZryQ412v2vzVVdlGRBrUapVhf0EpTRc9mQLys0L5tokWWXpV0Ou3aozZm46CpE7DxX+rLnHzxCH2G5O7N+rc2m9mRnuABSmvdWZhk+F4spPqyB7LR9lWWuNli+3E+KctuKUu47bveXmpVHhjxQrZWKY0vgqBkUEGWo0F1evhfbUaix94hR/YHjEEuEcMAWrcM4e7rY7gJuCCbxNwwbfb6gjuB7lj9gbCI3sD4ZH9IHdjneHcWGc494i1yz1i7VLf0vGyz76C9oIKTPae0nqyd74sk9yMuKmvtOrB6/kiy26UQvVPnvH/aMqxGwfIfhUBPS3ZAMsmzAk+64YLDaR0wRbUoOS1KpDRpAsE7Lwg2N/Ku6DR0P1sOhpufisD0n6jUt0DcES+UZrKrXYmyT7AAcUnIXDdDiqM2RzEbB9LtcGGt6DYU22FLwVrZFe93Ob6bH2r1qU5/UQmyOvhVYEfO522fiLD9nosIOTLn9vNCOfwlWJhtd+OGQ3l0/l6Ker8pxDvZtwh4K3Gbmi/M5saqqf19WxE0JJkATbhhb3PwnSg/1rx9BOqmNcDIkajsSSx6RqTfivthgbsDKKfFCu8XiWA/eYhag+YI3oj2kYtGIqmm3rAr2fYZSOlXtllAc4eKwgEHThDh3aKA+X1eMjZcO2LPVXV+lJuorRg7tJOa1VeLxLEzpajRZsxl+iV2LzwejrS2Y1Slv6JC5z/0URkNw4A81VI/1acqDZjDrq3WtNaMtFzE05I/azvCw3ElGcLath7LbVWTaoAd+cFZfmtST2NJjZo0/X1/daJ1v3W12QPiEp6I9u8rTYrtQ+M8X0SWdF2YOHA5iAm5C8AvW4ngtxTA8BeajfJrnomm+tz7q8axFgStuao5MraA3kM4Y0NwDxQLai2kIaEJ46J80C1WHQMy1UvVAqjkbwi8T8tFPTXDQ3nw/15oFpQLYbs/c7O6oFqQR/Tjd1XdYlYrLur3i+JggkmX1QEVUecoPlyWUIVy2mL/T8YWnEdVxLPF2qGSvOrpm43xlW88oGndYFQ3zlLXvFtFysvqCeaeWbH94qJWSNGX3GAJJMvAEjr9WrpfONWPdssMQ+oIY8D3ddDg/Kz+3k6EvREavi8RUg/M3ECWjwJL2Iio8wiAXbEELD87ggfjwqOn1ETj1ck9QAYF4/H44jAVVwlRMYj2M18vE+6u7gCZ45P4rGLdPDZ+7yy/C6yUv+7V/V9QCKOn5zSfdjWkO8jAyB2VOP6SSqQsiByGQF8+6vSJW/ARIonoEH0eUD9Owxy/oDc+WhZPN6HCsSZ0KSuxRMrfgpr/AeWpHi3ArBGpl1KGrO+DH3XlLiKKJiCLUckYjMicZajoFiHZeqzOayMjfTs4j0DgfECVskvCIjEKyz5FKRl6VLSmPUuUAm8hjNNL61/kXZogw/Av+jxOOXTw4PBMEAlwuiHJYnZyN18SEQBQTY/zIgelcy8D3My1EP2kDQ6vb48jAjxDbUND8MwxDcI4Yu9ofGR8WJDXi0zX+xURZzJ+WKnd5KXH+MRzuSbjwEJ6mPpI6Gi3Jjh4CNzKL028GKmUoaYvFgplmaS+2I63tzwA30ZOr50aNSLtXDcA/EyiBjQYONnTMBxI8jsZ+yA3J1BH+aFCRDnh/nQfBqJbD18SXGCRakH8okVExlxRvO0mT2BMMNnk4JKvIBV8sFPga7FEyu+aYvLN9khJjbSs3sfTCRfC8E2dtqFMrAl6W8Hdffg4E1+AkhWOHcoPoEYMqmsD0pF9Q4iXxfFfL9zUHLwSoUHTUKq4OIVLKGMtULXJHD88LkcyhZTwO9ZVCiG7a/YahG68fwrbazAacDjFyyhstjV8550Vm+IzP4R6gzcMK3PgIvgm13ZP9rxaOiJ+1cYTxXfyPzn2aatCw9/tMNFMWznP0/kHsJY/Cse4OB6gfghzkHJ2P9EwyOxAY+3EmVqI/KtrIFCEQPorbhBgdvA7YnAtLDY8EV+Un97BPCLLpz+UKHnyyH0EJsRiT/JbMnPMc0Q7xkIjFdY8knBgOMyAvgWU3ECqoUubCzOFN8HJOJ4Fa2ETtL0fMBXwtcVm/sgHEMCwTB53Q5PXjDKyet+2HJFxgvFMKAFxyswnPvBXcDXfdyuBH5BJIvOX0CElnBXxutWJnlDCGKvq3rnYMo3IGTCgvohb2bP2O8O4pYw8US561FMBvndyjU0nihsyiPm0znw5RFj3adztUsE+v0iLKCaSHbtjcAUPBl5IzhViiAsv05VnAplf4QAgaLs2tfhnGsioQEUqCo6EuOP1ljQRaRn3oEFvV8UE0UDkGHiHUSeid94SbEX396O0E0mwMQhAKiddqpiOQ/caCeo0XgOFkPtVOIvrvMkVjtd8fA7mw7001JQgDhZ+umDihfQCKifRuzvgUyin4hY+TCA9ZOV1v85otVPYcD8o4Yu37TFBQEuBv0EJgbQnFz9hEr7QkY2937JigbtREPJY2GOxUhEoBWYYPBezhXaKo7Yg72RqmTURjAE2G5t5AVLgk5tJMdHhRmsH2ZKWsFK24ttoeVJ6aNCGgWAvBgM0SAVLybJGfiqj1QYmbFCH5WOWqih4MVI6WiE6SPdJAtYNrzYmb+hDC+WqgDqxU4LgWgHLLBIZmoHL0gP4bQDVNU0OY1kAC8I4ouJ0FiiV17swumFBV8fpvffAECokViwUfowIpJygmikGGVQZGgk0dej1UhxFGW4PlikBCZmHgwLyGs40+zbTfvJ0q2TRGj+gSUp3ocKRB6Kpb+LceMH5M7naeD6JuieaCvdrOcB9b9joEBT4OLkCWgQxZME8nxP0vSFBZ5vwEQKEU47essVLqXVW2agPkkF0jeamdRfXF4fckbnX5UueQxnPtLHBu2F8ddQQOaIjc9g1nzYBNYPozN8YXgdJMS058LfYZDze3hGebQsHkA0x2jYAelz6rZ5F6gE3q0AbGIJfcXl4qd08umrJiKclf/iR50NLv8iThnADQ95mIVK5RptxSraF/eQjymoRMnUVmDojF1qKypb/6X0aismjWB4D+MwRoW8h+Fq6fkxFquEfozH0kxXbTV5FjNZoq0kMz8E0VYyJjc83X6kDqX/N6CtbjRY+0haLBeeXgYMIC1BWxHJoENttZWl7tbjyxgCpzFqqyluv7egtvKSuMFE1s/o8bRhUOtnmCn9KkMyPI1ENhufX12WJABpmiSNlfTjgXxiYeZAo8+mFBTp4KPVADEU8fGh1+A4v8z+1FpbXN9kh5g3hXrt0utSzppmiyLjwdJsXmJ2SnSbloLAQN3WRlfE1Ipu+9L0RiKc0G5EOAysajdWOI8JRYV+05D/yN4A/VajR/KHhjMA4zNVSzVcBNHX1LcaboST7xyUrPWBqLnqBn2E5kL0AvWebgX+DYwizRVJAsvrPb2USWvxn2VVtoc/NJcVPTfQ/4zzs6VRRnOFviZQoblwM43gvZUl+G9BUNFdDR5NS91badzteX0raAQJRHgraFwZCOmuwgxFdLrrcG6QjO7iXJFI5q8sPnncS6270tgREfwrS0xnP/+KGi6iJNort4nb5K+4CXOwpL11MsB6tPcIaggG2gs7a3jmQSXIVpp5UOcCumH3OeU6tdyVFC5lWXSJFZl+ZkA37IJupIcj26NDtICT5Sjo42SIo9NyoI8m3aXVhshEBd0lqJlm4MvvAnklqvOhuwqt0go8+d0hF45QeDomImE8eDqXn6ChumuIQ+7vetmhxbF9nac6CXuaC/SsiIKp5vocgcZG5uvkTKIjOLorTYq0RTG/m+BFEWAFzVWphUhAl/YG1UGDgKoBDBEVHVHUXDIKh2J7tLftQy3U61LuSMsN8Lo+mobKNGlvnRY0oA0aQJegKJiCn5Onq5Y5vG5gBqMIYjRX3WAIOGg0ABkmhqw8am/sBbXDEa9bR+HLpTMCwVxCTO2WyuuKzW05IvF0vMr0mhlVU78TAEalzLQs0T6JXkpAUbTWFleAHmJfEBD52QFFOjQR0gpMMJiKA6mxkn78eTF71zElba5aIclQX/1QumkjGALuurQVmc8KMxJoqy6eJmi10Ry8DqT66Ap2g9afPiqUsvDDo62KAG3AAEUfKSIYQtJWQprQubay4WqBxqS2suEIBUMf6VIqEdAOLHh5oB2oGN3gdEU7YLFp1KWtJtOQNGiryQ95Z9qK8haLclVbMbHV8EYjHRjgQYlGyjLboCeokRpJjUpoKzFnLjzY2mrVy4ZA10gwkMhV0FcA4i5EutFXTlScRRpJzt6GLbo6KSnwQhsI+kpQA1kPp04SoRnFUldsLuhLCN1W4MofEK5nk4LKUCIOHaIFHL2jvZ9jmuEPbO9rIdgKEfHTbExyA1B60SZkXzQgdaDTcuCeqZmXQ+jBL9Hsbwd1F3io1WtmVBlMOdJq36ClWaiE8uWwGC0iIkiAg0EAYgCAADMXABCgUTgkksRAkKSgPH0UABghByZSBgMjhgmDcMqccRGQIUBAoGgAawiyjbxkM0RmPBlD3DdJwAzh5VqDMruOl+smlNk6Xi5r0GbH71KYs3fRHgRA2MWLZhMecRcvGmtwiKm74PGjeEUY5Ksu3BV9k6to267INZaCkM3hhRjs2SWGb+EVZZBV+oxdXWEO2MUwWbjZqWzYmJwRO6B6T57Jz0gR/qyZPjwIcsNEjYj9mzZplk0QLC6U+VmDaeYFXyVtMfBNu5GGdpTs/1W+mxMngFmMaC55pRlxWGtr9S33Dry21nWzKvTIWsl+aq0Isx1ft9UqOny3rG2W0h1Z62a5OszIWqvNVmaX1HJd7srbUGtls7XZebUU5nRa1LMFUmyrdVkuH7iY1sJmc4DvD6sV+q6ktXY8bMm3x9FKJk6qNbs30dr399RKCJhCy/VsK0fQoqpzk/ALzo4ZHibUgh/oHHvTJDpSlDzb3alURyDtsyVngJHSvNyH7Flg6wErLnyDZ9s2YF3D5G8eKb9EebYSRuAdaZbccsPPm800MCNithPGHxzzozzshr7GwKdgWA5nPfN1Ha5nMxw9bcLSNUzOhtN7DDvHfBvv7YRzMcYEVNZgWQvntPmudvM1hk+Fo/UhsU2IHK2rgIIWd3HhjDN4DTML4ew62RHZAEe35UjgOVcxVFe050HYj9C1dBomR/rWYFsFZ4FHhszxrW+CnnQKU0nzGmw6NteCcW+03RbZgcluk64OuxiEKZbKADhtBG+SQEfluhnxBgOjNTedT69hpCtydS3QRRdmTAhjmaSzHNe9pW7cuXkaaQdDrMXVeZ0bn0GjPmFGKjpF8pmH62JsLm8w6xmUHcbGvQHNbYSFqbm/zR4cK5gt5WY6YwAu14Pb5C6NdYKJdzvbxFNt7LnjTUebOtvVy5x+Dr3VNayN/ICGnyM9zuksn5fd6l6Riw4da7IxS3DOj/A51tzq3o+LFpraDMmbEM6CW52/HJcYHs4lmgpn/3RwifHJtq5MZMMMN/knF2P95MjGbbR1k7/OlohlJC7yQw0wh/TGZ2+xFcn2NX1yS0vHrA6lJse2vNadJntwuU9w031UcwELwNxft8bhsmnQe1OXO2sW1nKSuQFX95Y1ZKgOk3VMnCSr72J5laxieoasXgYbxkgRQ26/2euBtd4MNmuncK3Xg81WaxCJeIYsOpsA2hmyaKzh0JbFonSzYHrWGr3fbJUH8RF2xDJH1sfKRc+HZbCnxyIGrIZVE9gLi3qmmnawsmazeOa1bn/gBlv5NrvhrTUSLm1torcPyZX5YF+6zfq6tc63I4hL2jKDXTl22Uq2F9kKiI+ypTEOsUWPWGQrr8ljji3JanYtfsCBW2wBtqm11BEja0UNUpSvsBW5SaBuW63INaLnSE+whZj31AI3ozajVpgwvlbsu57WurO8Vil6NC2ePZcWMJsAnQt05NzdwTKtXeSykXi5fPUFhwNMRJ/szaaycIsH4ZimsiIt6q0hIXayosffcr8xSZL4B52Jo3aboIamr3KdNUjT21ghZvQgiGruKrqbeGTDWNFfw9TKVXVPVrGKoWIITrbXpXn1AFW2cKHUtn0HSeILx+96zEPPyFjB+BbsaJAkGAOMPFHMSPgv7u4tzIaPbGhR6vgjN1/aQVirTQyLNbgUzJ8dJE2XgqDjTVksW1DGbFMrK8iLbbm53FQ1u6J/qqkUcdx+zPwh/L6l+2ZTr3vF6jBTfXdI5EmmCrP9kI61pkb/kGUzTPXtIbFTTRXiQ5ytL+VUu7vU8iFscKSpW1vE+9xS3VZ4lQ6JvtBUJhziemIpwTaEep4p31SWlbo2hJ83ldruuwWYwXB7O5XtQqjF7sARrIzyaWHDWH9HsBaGYLq4cnDMCO/+OYb4iBZHLiyE+g5peE4FduM6vL28vJ393nGl3GCZ1fKQYm39JcPDoPqRjOXD0S8ZnJOaRzLOyv24/pSMt3tI/OKkfbFaiWkmoHjNIWFFEyJeBJ91ggl7dm6rdmOaRWSTx+xod58WmjptHBHHL2uO+3v2zW7kftBlUGMKdMOeXYVv4dNAGFMcz5Rpi3jB7V2MKaL27G/uRsYsjG5MYbFnL+I7vfAurDEF5BCjQfCePclsMeqtkyXnpL1GWId2PmaX2OcCGo5snGzbXZcLbbQnrNXExW0N1o7jbtZcVPtBray27/0AB2s/XquBGHUcrM1ffwnWY7C2lZ/1fR6v4dhubmFJuFm1X0thT33YOF/dEGJH8c1lOSPo4RuC9gre02YEimg+KEv6jKDy72Ld0+Yde2eEy0vCbcuvF76HlRBYsL1t9yQbAslJOwyyJJwv2dPImJC7YW9AY4LOnxdUjda9PS9Qv7AW7YqcoUHEvUZIGwMjyCl+OY0gMRtvtCfcPXncMfXdLzH4GE2ZdRNDeE8Ybo2rzR+jzRsvYgL3hHbKcJn1PdoYA8tGrAljkyZpgz0YVmkvz5a6+mWDzrUyBKu0ypUND9NmjRQnoTeW623CjzRMw7BHXN7Ufa182EdnlXZ8l+9vuBIjpbWIUYW2ofFAN15yO/Xm3KadMrRTG7RZ69Dlmu2pe0zOyzV9vDYlLls/k64eg9L+n87Y6bXN1jrX6+jarIU6zdZ2n3N1l4S+zdpB9P3flGPTCp3nkYhG3EnCcMQ4kkThO0ny1L3Jmkq0Ru4kTClTiTd7khvP44ydPJxKlK7XPW0toc0GE3pzdSSl2YRm1lLRFoTcNwMyB51i7JXNxcxcZaXx2A0WezcIBBsLuBbv4Ky2s9z1tegxQ5m0Qbw7YvYB9uHbtmmxtcDGrEedzE+sjfZe3Zv90UAjp2/+2UE4ONBLepcT2BmojsyBkB2daSFwLQj/FLsnEDV6UogYkJm7GHQ6cHlkrc17iyGtVVeCaCJGQznAlyZ7EOAKbMIpdfgVPSa/Sx17iG7m/zgOhMBmTKB516/0RXt02n4tfcgbnccblj726Huln2pF71p3CTcbonutrySj9uieZy3lljd6VxyWZL8Pl4she4sJ+rHuthdc83kj/gykfjfO5rGLy5ww6L+M68oEDuNzkocJhHf24Tu7i87BfXX26V2OnesF/20TNOx8GddEPK+M/PbfWU1YIjTIz8hpBwrtH7WtLX/XBsLADd5g+Eyt3h6FGKaBYJtW/wq1zeS2ac7eAF13iUwJpP0ilmJULHsCsHbIR4Vd59Aix6WeFpVuXoOuk4Klrz2g04Zs6VMbdN4KLH2iAX3jsKWfxeBllItLQzPc7rgDRs6btWe8XCds4GHs2pQ2XkOCcdSWKIuYj9ysGe1y9TyunNDhLmILB6Kf+Wm7aAusYAs3CcicsGFYgu3aDHfXuo1fjkFM67YQXQAjSU+w0TSTT5szrrT2HM0FsZ4zbka3k0kdsuWTpZl/zCHuYVWuzk7BDyrnykOlN4FLrei4feFbM8U7fKGhmWs3aB9N0viiMEwD/GOZHamZdKembJdGkDdVg+U2Nu0frI2EKci3XwPxQ+i7/UdvjiyYLKFitZQgwyWCcGoE8WrJQ8Ml/d2SdkblbeJ+vozTNo4TwUTOVRaiFv1q0H3ZZqg8yOJYHnR5lAVcVYZextm3GeNz4iFk+AXcavI7OAWBTeF8uyThpGEvgZrg85mbcTOBd1mFRXIDnOUdGaU1mWgGZfHNpW3KwpibPaxN0eTc7CeLM46a1mfHZ2Gk6Zlz12c3naFxtUQD67uRfFGXc3//h2EFOGc7rnZTTF2xv+54u+d9nEEr5JxZjQH7n5BZjRj7+iGuCa5X4Ed7sIU08dnRXKI7BNl0TskpCLI0i3cC3xWS3moKxya6bky7QqN2FHz8tvDvSy08zPZHbVcoTPb4E7gmcHeFujXMi54yT2vENqNZIthY7kV3dpzInG2+Pt+JovQwUnp1Q4rGTeOO9yKRn6l50HzdWSUOg3lspGXllleW3q0lRo0NbKDd5fIAkyndsg7dYJJ5JbPWgmaYUF5iwh5jxqCCg1ZNk8z+KtN8E49lGyvX2l3G+zKUQcehBtiVaNjwLtIu7BFrJ/VNRBHvfyuauuMco/vDzB5WTrsbudrVmL6qaID/L/F7xtoowmeMp+fXHkf7JP+vVb6H1jYvzXNAMjnd5tww9mramumL2mveWPPSFWUy/2QrqgEfGEo4g/XY88M0OD+UmZ90jUg+lJS/QxzqzBK7DmRhmCWGsIeKqlf+0kPFEbpV1H4NWgNx/CKuWJuCAoeWL5Rl6JG1fLGPkRVcxxp0EF/B2w4G54k7hRduBmwKbgnYZIey61TNGYaxrFQ2OdzWDtEurUFi3SvZKt5zPZCMeLG48W6xqekiMFPrxceGEVTYUnRt/9CO8tDZB9s/RpM/pVTbOP2JoboqMWurMrFkjtYkBeeNvpuufB6wnLdhQQQ0YwU0ZjM2BlazU//9OxLzWmuJ1cw/hLCN62p2nZ6n+GpusnP7Nmx0l707p4uMaPi/9SIRM8AsE7LHhA02wVEtSVoyq63IM1MeinXyZpiX8oGgA3tQwCfCFM1pI7gpZ9xOt9Ij1vDgC5rvPFIpicw4DH4Z6ka8eATbvcnSt04RLAkM2pCjt8RwM9ztJY5LMiWuh2K5vTDprJ2aW80cF4T7vWBk8KxNM1yKJpYN+rEaCGjWWjBupHGdfupxkaDprB2tIbK+s1aORDcXk71pxGxtZmoXoAMcYhxnYbcyin3cqsxfH8U4Zi7mswXKeNhCwkw+Tjp2cYj6Cl5Nm3+iLo7Pktu7oEm36vgmMxbe/o5GmzhKfDrKYUM/Y8ROt2qj2YcNQgxoL06N4N2XspPoGaUw4SfT9cm4//kJ3NYX7rsETfbuPDej4N9psjKfWDeZo4m5UXnGuVGnbTI1/eJQaC6vD76wixE8x9OObD6ebLDtq3TWqMiMA5mcP/tCFo+Wr8T7dRcjCBCDkCimVJFoQ6gUth9HyTeWo54l7xZ4vMxsvg16qhcXpInj+St4HKE7uJ9SIdAErsvNpCZJtEK9G0OEThuwFgwMhyeOK/ZywnYRmrdIyn55iE9RPluLWdnsrmWLsSTvy+N2YTu7UPF6KTRsagdTu9/ZwYdj/o/sQoEDtnc+3jwafOUDDBd2oE7bvG5s9wVwF6wCh3WHE/L26ksndarX/7KA1/tcxC3bFt+mkRchLZV57qSqMElj5s4UdL9/3RWj24/me8ZFGt5i4kUy3uLHs8YS8xgCJHKXOrhUKQXKTdTlkDpKq3vK8+YDDnimUKgiLUXSwFvCmfbnnCliwEaYuOCy2a6Ja+At80HZqU5cS7a1fNwrN6dcRcyEfetCWzBk3cKbsyvdNxpFbwJWNkJ8yqzffHW4ZaUQAKt1fiyVHWg4kBnwLjEsS8yRotxFf5z1aM6zI6jr6CA1s+g0U7ZPz2j8E+nTRc35rLMFJbzudL2YtWqdeGK9kNuKHy1Lir6gLusuqcwCJmD/FuDYM6wGtlfmYocCxK2Vk6q2VOt4/YQlplm59RP9uGn6tKPIno9Mpp6NsS5gdOi5E6n5DBRzp3rG2uYLt0564vOhk9PPnSbAz2W1dUq5eoZOaw9fD1ZOb9kyVLX2TSt3ClQBDR8/NOno3AXROX73UFwxexb969T141sM7E2up8wEJqB7f+niRsth5BbnMO5mdSbhUkaDzezOjM9NKbMINmPOIDf7q80djLC/BRaQ5FMdsLPWgTrrVn1hfMYJeH9/Cx9yYduF7wqke9yCBO5BS3vmS3PyxJV7FaK2jIYvvZwIeHYS/Ppm7keHCa2KX9LmnpgYvvx6Ereouh6EKISczYUxbcHyY1yz+CTBN47n92vrmHbsCOfCw/C9JFlU5rIJ9PbXs16A/6tP5BJELoMfjUwAiPgrNk3syNYrcvDoS/PypJIINLDq1tGXJbi9Y/dk83vIGPcl76DQTKOGBGcpYZ/3P8OAEky5z0coWB4+hQWK6TiHQGqStS/V/lGcPKo6Y+Y/mRyY3K08+Q8sBoCL1iWbFEqYPG5eDzy7gClwutlTdD75U2iukyd8Q3bvRPh65I03UwA0i7BIpRGF1WDWOuj1yKiKV3iLxA67zWvxIbt/3uqvQHIo874AmJeuQdZjmlRHrpM4akRjXilY0+hYczY1XBnwZQ0R2NfskIqmjXtiQwqsbPQA47smNjC9z9+DnbmHYfmZ2yT0UoMXQQASvrkNANZkL4Sa/IRzQxu92PvQkoserucV4o4aYpjTWRuf44vYQS1ZnZYEHalh1cmtchbNBhTLy4TmjQdBLgFBCB1zCHipC1eYuxPQVTh3zGnJAHz50HoOFlTLpIku1As6L4EmYMxNDdthX1ql5XUyYb711hcoLETY/SQyXEsm5JwHRA95JE27R2QxsFSYoxi595lwGkNoGIMJUr+F4uEsa6AsNjud1TCZvGWSAFepheZjFqbn+z0WDwahDcfoq55EIvNNY4a5AzC1QXoAfyN4eIz+a31qE27b1w27O4HXHr5EF5cwtloNnnUwNzz3XqVkWyi2dj6c2UANTSWROg7H2Oh09U2ddcMbwqCXTGi4lIH2x8aF8UBBUpUxd6vvgb9CN7N2HDIjYwpjOL1u8biu+t/H2w1yw0W33Uxqp3yONVYwKJbSONj/cH8HEczJ9ELH7V+Aq730jLaMJxjGuDPfWTDzTfPNhRjub7CXNlTtEVLRLbGXRr1YaB2jrSEXv0V7YQrcFhpk5pguYhjvqKrMFhsXJUTnfStMyOR4y71jektSQaN9YBwU19Ltq2zaAfuO/LD8uxWeH1v2n+mKD28k4esVhF1d9rPD3CL8gAVhri4rvGEJT21XIxSLUcQMW9etSUsr3uz2hBav3q5bb3iyRUvVPx9zhm2Wbiv1Ye+4SzvRu9M29oY70Ad6wR3oI/RuuAd9gHqm6P7BOImdunj2Qk/WZurSbYQuSc3UpbALOuQ0U5fqFuhNTF3qVkA/6a8ZSIce5KYujJ1PJ5y6mC58/kxdTLLu0Llt80/u01exFxqOVp6WQoeMwm+WVvR2QRN1W3cRtI+d/bpQ+OJVDEAubf9TIP708rf4PPhp2zPUm4x87/Kb90z0UAzWK+o4J7Iln7cQ4ZaDyJRmXKaYHUg87tqFR9m8YGo7zRxiYvMSYplMOIRY1tq8vI8CFDDt3UD97AWTh7CmDrMxe8kbOZTw2Qv6vKFs9gL82kI7bJiZvYTiryAnDbN09pIzZiicvQD/DmR2G4nD5rD1OQX1OiJAzwF9F3H1HOq026kWERPcHMK3EGvn4Oc1uXoFMbIICf4KBrB/WCff+a0dvYHdZBHttcOYrZlDkNJF/CwcClzEvmuOatvwcS3iYNVQwCL2HRNUe4aP3CIOlwwFi9j8n6kbTxT+wvLFb7b0SMsX+GDpypdMly8N86QnXb7UDZM+uHzxDBKe3PIFPUZ6m6y7fGlE2CS8keVLOzr6xvLFeHqW8F7LF9TQaNjy5X7gJgXvtzzdJ0yQRXqbpYODfpFzp5Ro8BftbZMCvSh+k/CAFn34u8h686IQ/KKOyq8EYAuL1r2wbczGi4Ldm0AvkeRtkzJxlmzc2CB5e7gW4ZcwhmsXab+IjFI2dQHNJzs+X5xxDNkHQxKwShykcBhz2DjeKjQPMTInKTcPeUW76dc8P+4BLAsRj8OE8+uMPxiGmIGtphlLArucw111DnyLsexCFRdq2OXbd6ru9Ndm6bhhUMcplKT+OjWBNWRn2EEcFv/2V5Xh8zkbkQ2LeM4AHh+22JwBnB7ug3f+cwaM6lo05LzOruGGNacNN6y9W0Nw7GhlqEZqGxp6lgYjdu4bvPotL60MEbxxXC/PS3FcQ6K5Cqob1zw0V2FosYLx0YqG0xWt+xAWLs9hJvNyJj7IwsitqxmFye+GnD4dkuvHO4qnQ0T50XP3PmMbW4c/KRQP1zqqxMd8XcU+3auBlefgi8b8fPy3lyOHM4mUQ4EQZiPY45OxVZOLeR5lAnurwMW+jbKmJUGLqBfbMMq8bgGJXNcxpzutS/hCSqqR1Hj/TX1eJLekzwlr9zJpc63XYk0M7bQ0/VDO+iPzAYgu5loqrz+U6192nGwbJc08aoGRlG1U2yhTz8L/ys7QM6Ea2z8NlECjHUOGS0R6NzgaSmdTu7ZOgYjqn3O932MUuiEIUwNp3nSxDNnMrqfeLIbSRTxki76eqjcXrVO5YtN1K3VHT6f+t6ILwrns1whTBvPRVIKVaC8frz0zmnozFEqbW66pOZ06rkR72bO1q9dT7yZCvcnNmpjp1LGJaC9nsHZ0K/V6H5T6zj2i6f/GoWV7NNsPX7bqHo0yYOkMvzNQ9GnGtrhMuoAaVde6o8EJyYoQpKfCoRwJ5xHb+tho2AYn2tPf3MIkOK7e/aYTS+DQnmwTCW9WoPD2zX0TTaPf3NDcN05D3wQzHaUhy8Yf2c1ZQBavhFGNV8Aq4xRwcXIYInMU8vCZ/xw3r7sceYg5bta3OAzZ1xw3jifyqDluKJY3zoTnuDmKFY5oLRirXOF4qG2gkcdJq2Ib2La28abOA5smOJbzSPDm6cOiF6zCdDa3zm3KHljCo5bhsxWVkZVZXXssbSfC2c2G7GE4fOxCfrvZ7GYuMLubTbyBC6p2s3GYttC3mw3pqEXAbjbxH+Mv7vVOhzJO7vVQ+xgxute7jAkAxF7vZEYAdK/3+TBcNoihBHu95HSAbq8XxWH4YgRjXHu9HXMB615v48Nwx/DFH+z1vImAs70eCG7DoaUL6drrgWYBxOz1MAYuRO/1AHYtZHs9VMNr0Zro7Z4WraFuh8XIb8q3uUPurhvJDDSr6wtBwr8oJDcMJHpChWmwglueOtODZ+k2XfU0tWI8YqR1z604cZ74d4gomCJCsUbM4CDR0SZReu+/KSZj+ziwoWqWRXphwbfmL6AZUP0w3Dmru6dsMbmJu4SH1wLOD6t3NviQnN6mRJvBwDlCfJZzQkqfDVKxQNzUUJYv9F76m0SYHXGW2Mj2nVLcxMg2zhU8Szxwl7QY3v/a+dLCHOzMuElMNSHN30m1zGu+YMMgERGxkFp8FlLF9AspvOPReu2uxSH00KjlhRT8E9KqLKTmjkfDZSHVY0Ia8wupxMejuS2kGpiQJl5IvX2dytvnYKkaWaT3g6qmpbmLpyDHevlhyZqctp8qXQ/Prn5GG/h+MJWhZ37r1CReU/XrQVXfNaLq5muq+hznDdWaWprqEBLYm1Kv52vqNW5QbVJ/ef8IJK+pl6QR9bLeTq9kY+lVZxc9TyBrlv+V3BI6f1Ot/VNHtO1H/du3kDvKOb4Vj7TDDHk/IU+2w0ybtoXTO8yosVskbIeZNneLj3aYUUe3pMAdZu7EPhwgO8xo7qJtNOwle1MJGr0WbavpOqxwHuF4W4dVDyMMD9dh7UmEz7kOq0rHECLpOkzcy9fJ12FtNWMJMbi2jeMKPKxtQyf0pgYYdqYtWy3C5nNxzEuN8lwMQv3L2gD+xUChMSm8czEY2Z40RI4Gg9krBBBCY6Git3zmasFn4HExYJYzVm8BhFexGZNMGsvu7zR3OtnVX2fza3g+26qAgooLubRrXvn6Z9IHDghoMrHe1gNyL2OanWDGfqxhs3gqCK2yXFMarDmdFRYMAnDp7RBDqz8I4O2PsL/QA3YANlIlyUWbi37FP53+BYDPngVw3uZdi/5PGQEgeZU4J68rmw0WEfPOXNMr5DTvDDK4goTnnRmmVsK5eWd41EoJPe/MN5VtAfPOeB3+byN0HrgwB1nK2ScXuoXgCbuchSCL+xLcSJ6ATySCrYP3Qe4jnKED9qN5uYtjYOzbBgtsmPENk7m4dT24QRWHOLZTG2oTHAhc7WA6JNJkDI/wmjM5Yu6Q1PqFjT7wMa+RwWTKSnhVI5yjYvaehmnXbxraGQ0AE31DI1hrgfE1otDVw+AGlWmvdW0DOfZVxtRGkxPh3B0YhFHlZHc28vrcOtY2qsdrbU+f2lDjGTsbjGtqYwHPVPiguWzd2WhC75GNlN3GwgZFqBdV9IonyEu1FjnKsK8KTNV7jqNUrxSFqdOS4RCHpvCxwvGl0xxoFg2fwFzkyLdYcxxgmfOKQxzYSryoWPsbAY4r5iz9XxeeRbc75MJ8R7X9vOCEELO9zTBXUfvExx+GO6L89oe7H6fXP1RjQxDTHymZOI1yvo3v2d71Ux7uegYE87KHf/4QBz/WMXp9aIdNwtT4NVi5iaFO691+rzy6AFk0D6d8L91MBfyrFdAjkEYXiQ+vaIfowb2aZmoMV94BcT4woBfIAqVzylthDELRsxDsXbfLIzeVx3LcwV/FfjHU/j/GE6K4yw1u1yvuy0XDLP8bYLCyrdGbqjvhudW2RrQgh9e3yXrEGlryps9nwWmApffiqDpoywsuFDXJsvXa3t2Fp6O79ljE2BLHqyz3E6vVcXf1bXEzjI3uu8oiPgs6g8u47m0WsRrCbq+mRhE0/OZutFnBBphAdMykBrcVwQRweaJFOnUC27Pks9ofEaKRDkGfRjlqc5r6V0ibAHEKDvaehMa3CR41qDcOFAiT9kEit++fTXALBmZ3uA/wd+B8YyOw2iUr0aEGjbUPBQ1oftLQb4XC7p6FkTd6qeFQGFpNvRUlckxBrCBhjt9WONBgJWyJ9V0uFiNB9lZfvfGuxEME3ochUjzzVPF7JaIqvL/rtvDWHBLLQK7HQ8bpbnRfgC/lLsTJixO4dBnTRpMtkeUpKCK0zIV0khtLNf5w8RMLvyPzuSon6fxbdaWdjRn2OkQuf/Di42tFpGfToyxNsu17LCUu428ENhVcR3WJca2TkTFlxcaGW035p9QO509GD4Roql9K0Rs/d5GdfUKrwU99ZmPJj9f+TaOzvSh4ICK1jZsVpAHM/L476lhgsOXy8pvFbpGVsKXkMX7reKsLb5V96rmRp6O8OSBi2r2CA0mYmQTAFreRgiemUaYwMpczjRlOlXdDJDUWU5P824qPVyAj2YsKdiOwsxXIYDGWbGXACcox2QQXIVmDGflZABohDYfIssmrTuGMV7w3mKUjdAijzf7D/4Fn8tKly3QxTkfJpruOmMn8LB/bH4BlyUy3hwdBnzYhPq1AZ3nvrCCeWqloICPfB2O2GKtMkdXkpupuWfidq4Haa7VYxuoFizjxkplgCTpSEpuwCG1ZKO7CwD4n12aEaCJ5uV0EPisWmP4yZBEvYtE3xtq73JzGgjkLMjds0UJWWbNRCwPydc9KpV/e5Qm+uqdz0eL87EoXOcj2Mxf9OQ4iOYLBc5ZUoYuwVIs3NI6Ryvdq3y0BdxO0kkUfa/DG1m6wVlqWMS6bW+nHMbJ+u4BPVzIynN/1CmbBg706eqlAeOVmsZcx0mtDZBxjdXmZ2Mf4UFtzMXEJgt9XO0d2nbUM91mMGJ46czLQG49QdhkDf2tYMI2S708sLJ6FCWtD1cFxIY808tcw8Id97xJjLHsNg6rfFvIdxNAImYpljDjMCkk7AxmpwETGPiYyzD+iyFWTGtO4koMY4PYC6YVxvO1jmFokr6lnl20B5GLGQK/7hUdcwIYGAO7HHdLcn4lj0fzLapTBR6yCh4mwsAG+ANdOALyBHdmYvYLTHn2LZc3PyGaPIARCLOUY2ZhrG/pr07HlETfyXLWmNnyo7toGTvhEDW68ewObGxQHcaVYbrQ6CjhjodmkuLkhMHVtL//ObGuwzQ2jPNhLQu5Z2+Ds2Dfh2NzoZCQstb3awfJZ9tzUex3JqxtpowP5unF3OT75drohZz2SWghRZtkjspEQFcY9ZiGCjIQAeCzYCZGvaljXtamQ02J3e3rlk8scKjI/tAlgCxaYb0ueO+9dZJxEfkuHRylt4zXsN2JBMsOwrhfCbomb+EhY9mo2cLokunyC9/Ruv+6P6THHTLRDKFTyDw63+VCjZtoFeeQuPkaPdWGgRtSI0y7k+fac+UjbfrmUa8ndjsBsMM/HiB+BsXxm7gjMycOvOwKzvgOja0aBM3dgbPCW3DswB+oSqe4UzNAe/2PXYHh7wCxMjZ0ozVASIyYaN5GYFrJ1okGZQcTdiVjPPNmDLTpPmzpR4mfviBUrDV46CIS00hL7Q7oPK7HaNcVWIvf2XuBORmBC/83OwhCemxPhFxyW3SXXgntdszAUY7YuXHcZuwxsk1PjzDhPnKCvjNsEQeNAGjY5ojMLBVO5x9p3SpLPY6eQluHrGpOE2zhU+i0aGXj5zdKLrdhkBGJ2YFz9QEp/qRHe+tZcHlQSV48pNJxAYTyJKK9dw3ll42YdxTOTMo9MWLso8Wn0bpR92XRMVG4m8dhRAT92jKj0INaCCthvuIll/McaNvjMGmjiGfuxRjGHAcd0U8PoSlRo6GX6iyslurd8hHtupYd/2F0p2Mw8y6KVwYGSV1xMN7fit3WX6REYxXZ6RW1tbaauyZrFuzS40oKNHUdxy6XpokvavIwiJ1wOgdnbMio13lKIh2VUcbnlIO698K1Wgc22LNGA5hqTWam1FrK2JLOKUy2bNB+kjlkhyTHSEjUloH49xodp3Gbp07sxSh5vKWirLOqyGHMCfkHw6mCLoe/JlITlE3fngC7MNNCGJvBqoUZayLflCgsnnGoxhrr3fGSZBqomV1mkao+lJ6GmftDdGEuxJnzFIlYGYZhquuQIIuY0LkZgeDVXYqJPWIDRwlZJxZwr4V0tuuRr3++/rnMj9gjj5NqO5JSBcjOcMgSfXzqp7viBCVd4CS3hRJz3vn4oPTr7Y+YioagNWfxVTZ7L3LiQz46sL12oHRLL9YtS8y95OrpwVqvzL0EpN2ltxPkXWYfKudr8+RecPcjWpsy/sHb3JENajNGvmekYx5a3p8H+05SKdVBlerj1RvVht8Ahu0DiXv4du/EcHgQIEzTw5fUVQly14kudJlFnOEdTDcWwKdR8D5ZzVO3nEPea0/F4UUdK46gObe269i4lVoT4OafD8ZYOiKDnnI7Bzy2dA55zEOOQzr8/Nfe7obfn/uw+YPMhPfsrPOB0FxgL6eM96j/2rsPbQg5GDtq331Zr+v7GUCnWFiCiL/Sd/8Ghuh7xzRkj282WoGzO2H3eu5AanDH2uWwCMzij3UE+EysGZ4Bg4It42JgMpd6XwkDNR0Tmbps8mnORNrTo0sioy4C660BuBI68JWrkosuB51wmoafDiy6AGEddjDli6y5FOhg5LNIWi9/GS8Kvb3paaPeb3kr/voc633c55S/R0PT0fetr9RBu8Hq/dcdqMhFjMpykWZv7bZkncHBxsc701EJJuV3FKYPXxLbuZKVJHAT5R6bS28k/xIzhKH9Vwn+hXxAzg9MD/0BeRm+eH4gZwMmt+Jtv/kd6t4Rr+e+pL7k0OcG/mehdEdqX53b8Ze3bUDzvgBpeMDVief/msk3oshJii+7bhbcdi33JGQFu2rC2t3CML6jjoI32vFm8hzUbOUunp4YJs9zOdoKmbI5fwSjHWYM2qlTDX8R1j2V3ybXMpo3Txd5PKIX9zoCADbKKf4NeZSvgxM+5bz76c0zvI+ydC4i6NG4XvB4giEO/Re9ChgJkb2crYIkIjy4PtwrZg07Q5DTfVm4Jri4x3dlJGenaqgzOnU5XZbIm4cDOjLA9tpTZtjmYgbsfH+cU5HNWtj5Wz4iFO5ZHvsgwqjAZGgDRtHGBkRXBrBe1/uFzvaHA1HXnRvRkPUNrwoV5WeqEC4GUNgE2FzoQ+y1jJ8ez7QZ8ga1DsfsTnm0pgqlsGfRmS91WvSupwZZifdPaTsvWlGwcID2PED7SUsGCskNzKuOGLCNK/YaMdlRdnRFp3bpxrZ1oejZyCvbWDbg6gWo1zxu60b+XvqWc/SIHCx3cDQhi3K6EvxUgdf+uBKr0Xo5Aq0qdKAbVgNhCMun8i8Gnvr0MZWvTxcKc3+zMUo0leXiOQwefTC/VDI0mfZ96N1Nv2N9napyQLBL0xnJ37zsZdKvuxaeeTy/V9PYhE1hCd+cwFDv92J9RQtp9ezoBRy2StkjuJuhzKLwMW4m5ONsC3X6L3wkXvcfX9mHQT7iIf8VFayVGixUX/469YP4ZciFrzuXdnBaL12/UxeSY8UBQOplEvngWJ2B7yM/j3CxpDDnht2IUk9kZZADPHMQGcpbNg0qi6jHFTphfa3a3ioz7C7DyVsAwXj9WbnfGAnACQ+j3ERd4yHDZA9iutHnajfGxl3ZjCJwj7MYAsRvzYft37Ig9s90Yj8/iGFy5c9/yUWBo8HDQOXsTUO/cg6QzAaDDwsmq3rasF4U67eB25i75wbQNuG4pP/HOrb7wIAMnU9R5v74rm3RE9iLWXuDKDSPKBcEQuYIqbI7bmgNwxzoz/o6GhPc6c5mA+VqLbuCcNyHq0+WhUy1pfFbqgQWQjmLOTktyv53d77SQoYwv2sWQ2cOD7QbldqthyNHNdrvWFc582KEOLGTrLUywDnYkKCYdJbuBYsMGV23RjOVIlQmngo52jNjl9smOiqbTE7BrbWZSvDCTsmHhIzWTIraZlIrzNdNMSnCjLaaZlN9Uu6XPpBDTh5EU3ktt8Kgj7ywX/5Z7sVOlzJU6R0bl2SXHsCar35a7MA282m/PmiyZkZNkDh6FKfAmc7D4XfZkNwtqa3UxW6xJGbMRwhksnngxGo0OMS+X1J7M8jpeDl6JCc+lmhtZhFWS1UrM2qbleW4sYjtFJCfyDcEGKQ80hkm3JmJuyySZ7kqMJhqTEdGWfWRla3BNBiYTKEudFdnbIbvxUdRslhl08ALKRXbqQuPaU/FQDK5sO0HvPBHd6PAS3pmX9v5wTe7oDqnK09mlh95V0grg0AmpFqaFTEU/oY1tI+GFOY8jJLOcDTaSRAs5ppmDCe07eY7A5GWqPQSDfV8vbdP1mIKCrjV0gwGZTzNdK86GAzJZg10rvQ/q7LRzZKfSEWjqLIbNXoHaEOx20hTL5haBXYHE8nMrhjZsC0omsJR/KEZ8tV1QSj0ljCwfrO1sARjMbSqLHNOCbdrjNUMEsbugkBUDzh6nN4Gsrxp1Wcg1mLaAXEr6LZzw5O4lTXdW4C5PJlO3eLrbhpMG5+yQVrvgemro2Ev9tmAgWFuQjOCAt5ID+nXkHaJ15DOXcsP7GP0FnMicc6GQYBbdEo6VjGO79kyaxdKQC6gpvElLLLGY4DMxlJJuBJP1lZ+yXWt5Skq3CKNQkkMW99D0ckXMCdoxnOut4B7abWpM3KTv+h6e+5aYuMnXZDuGhi24h3C8pH0bsD0yjeGBhsTETc5uKGsGmfdDa0ZMs2hgf/yaKcTNLl8z6I85d2kyR2NOGezn1ITEgwnNPoeP0mRhxzo++TLouzSat/iIQfp4rXWaZVs6zvC1ry1tejY8glnp2Zx5H2wl8/wOlQd2Fm5+QV9dAFnX4RUYfXIWglnU7Lkq886P+X9m182N/8RXYIBb6IOD2xQu2sIm8xmc7trS9BRgs4Z1m7eKjt0ie0EjgSPFqk9usl26ydBlvrdRJMBVH4PkE2bmRn/UvJv0ERyZlm6HSYx+zyeq7bxEvKzlEBdjeHPvOKBnwm3oW7cdadkD/cvbVl0V2zyxjeoDeOFmeC0oz0WYqCVwB9K0diuVd1Ytp8eLhSxpHqWxnSSzq/S8+Z1jy7e6Y/DAmhO2zuqOI8ydjhfoJbNjUvNjIwvGadclW87Bhf7EADdzLMbxVIiDMuMtyz7L612tUTyqozAb1DAZsEkB33INl+1tkFEeQjdZ7NEQGKZJroptGju8zNNMt8GF2qPwuIDbgZ/oAR/i8zSsz5dcW73v84AP8YUaHpay4zz1DFlqHbTM45t452mHWSQs8zzdRfO0aYTckkUt1AK/ArNiSETuFg1iDkO2LMrymzxSWJBhWwDmsXQGmYJgTC3EgRL7XPi21QFH2eYrQVbkBU6Xx+utx67AVFh+d0nPkA44LrxdGFMxjdsQKzryFtKdiZ30OilklDQndAYUG99e0cmNfVBWWt/SkiFmKsc2OeMpC4EnVOZiC31IRQf3LZVsH/mWFlXqI8zGSnC3UIgp6eeklHAycZ6eQeHi4zbCg7BtRaMvL0oap3+BOlmXbeJtAZP2kXXt2xR9IYXlYAqwxo6N7M0IFbdOw44/sumBGMbnCr9F+XMW05TAPpL5tgHeKpPbf3M+BCzQwX2HBpolAy6TiDBAXZsF3wDTRa8/13Nb/R928fNR/kXnWwCanQ2uhndZs9FyA9OMFW3Djk0rbV4MM0Z/7Xr9qNlnZWzerglzjuFUvmsyQPuWQCznU+bJGr+mrIV3pELa4RLF3px6N3MtWJ4/u+Jvl7BPFa+WsB2sHOdko7y16VEtK+5bsLO1GK8VB2Xb/vuGSxlp5uotu5Z9+GO9lmETIem+OQmhha+3SBzEDOuy3qzxYCSrNlbt0jxFxB567y1FTm7jREVamBZovcCoF7nNd73BEjlztL1zbXyvpZGhr8ACPDtfCNfKZ5Nn7w0ERpiyE75PTtY+MweBhhfFjVuM5G5xzAJ6476nH/9s93zQMVp6e7f6bnvjMj4MWw81JOyqjntPfu2QoD67+kYTDUGyVJRzTxiCIPYZxh7N+yGd21mYKgaOeYciJA2CyKfZoOBimwdh0ttoJ+/E5s/F7a2e5VpstujwAiXvG9mwnyvtbCRg2+ycS1+yp8+RJctFlz2y/h51cYEbD8IEJEvZostaYp89NerSs7Bna+R8L7bAWTpq3q2lZo4eq0uBkabd2ugmSVl4qdZ/qyHPgJlcIbHJ+e1wOfxeppb2mM1T3qhaHE0g8mb7t9y6dXofVUOao2pj7xaFf8MvoR3Y7eteskUUK7WXoMVa6ZnDSi3ds1gruk5O9GAqjKrR/XlDnB9FZNzqs4ZqpZHFWnt4pVaqD9V6nSZqVTzv52TfSBtVo500RKBaR+NDO7J0SWdAbJl+99NBPaUKDaxojqdh70UKNmE2ade/LTQkfi2158OyQWJxhoxH0wy49yVmwE3bMBju2zOmv03XMADu0+RQWf3r3627OKgkb/3bpL0D4L6fsQFusrYNcO/NnP52etfit62ODp7vDieYIcJskpiySrxn2ToSDqTV9DeSlRmg/duel8NlKmES/MTmJXBvmzYAfqrO6e9vZq1/m2z/APg3JQ2Dn7A1AO590/fAT9Q9AP6N+RlwO10NvkVZ/z7ue89pXj4h6+6foLC0gsuO+j4z/tKlceG5Mc7WS+NWuTEuvi2NY2pjXNaXxq3PxrhPLI2D9sa4rMVtZnw5l8Z9xcZ4+Nx5q9zu3yc3kp0OjIdeF3+SE0MhMBjuLMA4mRLSdxa4u+KDN5GgnAeX9FFxdccyedgCtI6/RhQG3ah46zlFbv9z9c01cpZASu93yMVtUSKdHEdwVldM9XiMZjCLB8fOAvxGSjfJRP2tCklLc8yaXNFlKXo/W85tj5+5Rmjk3ExNFopccKTOEgusRYhVARYXWhhzwDewrLUAz4ILARCWkTUSHA7V0RoJxoAjpjYLX/PUuO/5Fz32/AvUZf5F+GsBhr742eQFmNdqAcZuCzACnr9XZ4cLFGxOhHv/IgZHRRj76655uUUXoyZOOeoCO1up3gzhT9tUCFdWPXQwhE7b+b4Qghu0YoHXQsiTmZNwkk9ZbLOU4LdZQLW3WTrd2yxqLdssr6jbLIPObRZabbPclWi55t0P7umtD76YZLGsvsryvm1fhM6gFj/qh1msAXC0LMlr1xQzR6scO1LWmSNNIkYie/WKHDx2O991e1wZlzdaEn2ox47YvHck4NtH+DaowoCHj9YaSgKW49tHQD/nQ/0rOHlEAqssgwjG5H6BmSMX3LzDTm6ZRLswQPbv45jGeYPl8S+MctDsb8yEPsRIsSObF58vmSRhF/azLRfPWp0xcUtsnhoW87S13DDpz8/ud1UgjK2iJVZTAybpaVvKKzd+7clA+5UZF9UPjWjrAhNoIgi7bZLY2C1lJnPX7SXOx6UC3nDfg332xLB77J8TSbdyrW1knBy30h2Wy2sP92e13DfusbTYtskuLRLjrWGGfxI8SqzO8Rjmz8nrxPmY894+zJ/jG8XmcdEfO0EsguUQeW6ofuespOXhdW99hRhd6CvEkM+GgPo6Mb+94qevENMrfYj4vpshvz5N7B8n/OlDxAh3fYv4UabPEZNwMORG1+xT7COA62LQJr+7sp6vH7BwXMsNk5K7iuCQTJPM0kjunnZRv2IExxJLVhnG7w2WRmvdxilWW2Kp7M7b+HXLJZaQJjuPR/dfYpGsPdu47k/iIvOH8ciz/A0Wl2po7pb61isyXOsMm//h9//IvssqNm4hZ6sp97HJwjT+Wvx9CWgNrVTsRp1nB+ZXVqRYqUrt1J8zHw2Y8LTFcsd0Dna6yGu4qYIHpjpgutYBrcHOfCc8LWewY8bLnUi+1lndYKfzTXVM37EhIMgC/M9iZx9pIW92BjGGIuutjngfnULgmR0J3N9ExywkuiPByh3Ea9mRQM8FNASBanYkcHX1/DR3JOi/d9xYOxKsmDm8Z0cCfQfOAtmR4PJpg2RHgm5v7jnrjJpCmwxVt0SpnEWx+U+h9W6OIAFuzp+sbg6fPG5Onkw3x07+eObkgowwGjP38v8Io1FWHC99HA2lv9/y1yCCcbTi0hNbLsvz54dbLjEOn2KLLifbdTli7ORp12X5zLnluktsA6fQjZdLps1k48Xn2HrZjZocM4ss+rDngI6TGp36mnsa1OVKexqUjyZwgwVqc4MXtqZ+escuR6r82Z/RapSj1WmOkYEOK5c9Zlu8yZpC4zAqLMZvIR2yfC1rlGs7UY9/4ZF74Bofls36jaK/J21SX0xg9o8npUM09avSUJwz0lebCJ9IOZmUpithVfpKbTTqaYDiNNNRJCJfj3r2muVNp/GY9N+Ek9KNUq3fUQF/VRpJ74A0vWUjp8LrUamhYxmu96QC4uQ52pJ/4jghcKNWlyk0+lZrFifcnCY3I0LRFt2ltw9NNCFWy9c3HcDYZ4J/l68H4O0qmHX9yC7PzuxISKGPhOxyu3OoT0wEYA+HiJBxAPLzbJfdLADQ2Ao3CIDdUqcAcFnJsxEA7PGVEJ7/L9JXh8fPdt9cAmGg+UKKJRArGS6BWgJh9WSJuiUQK4+Vgy6BMMlMcW0JxE585Fz3DzNz1z8KvMhrf3nrH6DNwjxZ6hP+IRTcCmCO90dkLWaZ7Z9zToTyO1GgB/tnuhAXHevgpt2E47bhh9vpb+kqRJKF/lbuQYRt/uLZdsBulX/Tc/sVb0AXu8e/xPpzhEv8y+4+Zxv8i/Rj32Lxcdb384tvfOOtxzO7+3lYeQ6L+19PF9FszjHIO0S/Oa8W8lDca9wjo7Uo9x/2QQfjHp4WYsq4xxoHwcY2NNe4B2CrcMW3GIEbjHtkX4LGuAc4Dh/XBsyvcY9l1t9L4x7xd1993OO6l46/+OojWgPva9wjpZVHHPfYBbfPW3GkEHwyfyO+hVg8ll/0zOQvJ78+yYH8V+UqdBo/6VupjuIf75AWtoWt0Z1XmJCw8x1/H2AIi7v7godgx7pQLnhY3ehwHNcz4mF3wLnJkFHxs3FJTEZjMIrSmP3cp+L6mH1oakfx/1P34ZqHArpkP8cwXOJL9gWehAsyb1/QMbhGhu0LOwNXZMO++AG4RPbsizn9VmTJvuiLb42s1xd+661kvb7IK2+BrNcXcScuyRbkhS9E2Sn3N/8wNC658fnH4HHJsc8/AMW4ufsyzcb8nrVhMCbG/saiqfjD/Y1oR+JMsbP/Rvc3bobhJPY3PJqEWdrfWH0M/nJ/I64ZWOj+xo0BOPH9DY+nX0L2NxYdfR/Z34h27jWyv3F/6E37G46yh135jZRLg197tS9pkK12LceXcyvizfhuekVqNj6Pw1T8Vitxvhn/rbbf/u+D8Rs4COBpi//av6Vpi06dcLHTFoQw+2HTFtbcl/tpC1r/vcanLUywAR/iYuPsvi8WjsZnoN/csmAYcMSYnL+w0UOMVdjKe9W7Urnv/hNWapfdN5KVyk33Ia5r7rmt+teO+7SaMdw+93KksYvfI84y3LvoueOSEJcxcLaXMY7UZQyaVxtyGQNyt3ToM+15tCXFNOsexLg5szA2IbjIfhK22Jd6hX3Dsnc/oIfZ9eUeXN8MU+ttj6xHhXn1uR5WPwmT6ss9pr4VZtQbDqjnav/N/iEn7c+YoHrrFtzTzVyQ9Y9dbG8TBmCTF1DFVi+snm1fSA2bv7BqHsEweB9l1Naf6VA7rCDwQzUWuUfWOu+dH6ulYYw02ZnzaHaAO3B+qBtMQp0kknLposPdkY1jF7P/guOLt3dBdn3A0+SFdFNFbPK8Ar6wYt7m/fKIXi7/wN5jINxhqjyqR8rnY578bBOgIKsgaOYq+cnvkS/sJfKNb5C3ZwggvD7eanc86mfZsiGQYMJivS1QCLhl8etqCNDdsvhctLAEtnZl18JJ51y3oBS8BfDDbVwgzlxgNwQmLV14swWyk70LotKuDwBfDW/YR7wafg7P9QvqSxfsPpdW0OOhR3seVhLAUIuuG4Zn2FUPbgK8zeqGj3+3TQz7oC2Lf2rRAl5w1GJh1nvXAtV+tjmmLaqa0AWtWyBCO7vxWKDXaSU75j3fVTSCPe+QWUZJlrDEzFnIslELlt+SDeWz3e53bTh8Y7F742XD2ra6N+IViLXSXfetv/Jxq5G2zH2oXg3pm9x7rf4wfM3aHPcrqu7YgrFfgWS+TjL7FRWHq+Dbr0BksmK6/YpqxioC+xUIs8mmm9weDUeqizCzvVjL037yzYoVm2ZrUXu/woa0QFvaC5pCjmtFe7ER5KL72cuZPw58qITFhw+XzGbnffK4kMHs5ceOk1PZy9iH5jSSvcDAcRPz2MuaNo40jL3kqHGWk9gLmjMOOoa9kCHjxmewFzthXAPYR9hON5t76fBN0NilzemJMw4IcNcnRk0hT+sTwOyGFOsTvudPjgMUi4bC0AGKdCcPqQGKJ8YBtwGKIWaOsQEKQIOgwACFJ9Mm4wMUK4+aQwMUMQvAY4DizuFjaIBi4YR5Bii+abANd6TFYsE6SnB4BrJd3dYw3cBWqxefZD/cqy64ooV+qTpQaU76FAPVc1kflOlV24XaTCsTH2eYOjw0Qa7/8szdrU2LE71fXD5bnNB5hjvjWzROIwAT1DM/Pn2yZ6eXb3B6m6emW29kOoLmpefQsPQ5TUovoTHpTZqRbqIB6Wiajp43Gn2ut6zxCBxyFWk3c+4iJ0fuIw2ZCp2ESEbHXkS4rXDsOu0n9x0LPLX9mNWLZddGBHth1N7wyJ/VgcFt3HelYsV5JFmp7Ddf5Cu1y82TXDab8139n7XmLVKG/H0OQu4p0rYIYeiaGLQIQcxgBLQIYXOK3b8IQfXCvlcmfMWYkQfpMeYybYC5xeJ72hM/vC8hrlsTXHjrfeoQOlaNW8uhyKpzWTkmWDVMLKfFV72zyqnzlpWjWunFpnKIAQt7N+MV9u79CqCXCQv91AkLZMwVC22GLOSWt7HkaP5Fzb1ztXA77hm7uHmYQkDHCvKWjPvHLbkuH0dJt3k8J5rx47PaHCpB97PHJ7LPGy/u5vFGs6vGbTB4HE3lkvFMa8enYaPcahFp1o5/1mtdGKJN38kSm8rwGodt2ws/93bPL9BbYNA8xfA30xqDSNEgww6NDGKZIZnNLiKPMzRwtdvD7RbX6vDj7LA3vIx3tUnf0nC3c2N4TF4JUevChd+2hpvfGh04N6c03XeVOrYw91Acz6PvMGTsR7JbY3Ca0wpggwzNo63NawlTdm48uPU9a3ZSIxmnDLR484ToGdeMpBy3w3ZMsf0Tbh9ZsyONAbfyDHDUAeA5akyZgunfSgrWDMbR3yjmfm82uikN45r9ZxaO+wdNYt9bsPtn1uykyYV0dcEodWu8vSCwv+gFBqLWYNC6UO4wWDXTawadYqhGGjTwaJPBOwx7ISZ7yx3HelcWNc309lS7yMzvHGFQy7YebyzydrgDW7yhOP8Kbzb/tb+bVf0s72bHHpu7WfP/2m4QOsPJic0ylHBDQ5HjDOPp2GeIT76VBtIdhyivNDj76njyT/Z0Z/kpqI+al0YMpQeQrfQQLwhvHH0BNnecJ6zrTYYTFm8znGUAdYjk8HmIYZkcPh8yH4pydvg8Jzp8niG4OgHD5/HJFXEePt9q5AiHxahCE/K0AirqusJic10Bd7+xkOozC4tV6NrqXvfL8zOTdqMQBhNsZfWxfQAZuoPGYBrGO1wHyJd7DwSTMmNSZlwfL7jDIDSyKhD39Hi0TYW3LabH27Y4mF2uZdqDAzjMDoBeHoAgenwAgfQEwUHqIQIW5gjSD+1RAsxjQa4TJHKyJUVu4/Qh8EN1O6S3hsDHSuQQeLwzBL4mW7nRuyHwsBMbAp8R6KI1+CKmLJPdHQAhc2KWYw0AWG8QoOKLTrxlgAGlx7y3xJzxrjG7JQp2XHc3vBeaXex+AK17wHtbrXS309rnjtLT3TM/y322B7mX9cByh3u7bopAtKzXNK7f0coe5EhpaF+hrT1Ei3sgU4em9wGt72fGh7GfXboe63rY/YzuQTXD/GUn+8bK2sJYKZjHvuQrNXvYN9lKbRX7cu+t8NMYdu1Z92MXaCOCDCck3vgDNfMH0th/a+/fnfwbteCgcevqIhheO2pwTBYT1zEMi9jW/mliU7AVhJ7atPR438Pynie4VjzUvph91aJ8aukvIfOan2taqPvSo3boSCh2k2/AxTooPW0s4LtYVzJqy7nMbOMtfIW3FbIP2Y08D96Tdp3TqV3ntseG3XXOyfKHaQyDt/g+htIcPdofu/Xu9+QGYqF5qyEchIXmt2Sh+bK6Kp8LzYu11fVfaN4aYUHAaqCtFbPRjuOeaQNxWWrzoI61kWCyLZmEkRXaWm7VmS4b7Vle78jtY5L0LzhWxfeSi9eE/H0L5GPJBWtO/n0LsJRc1Kba5LaUXHhUjJ4WG0l86Zyl+OQ5i/DVs4vz7fPW4AtofO2gk0+hZ6W+hh6jQ63DdRNNI48W15Nbc2a3eFo6X7/cLR6s2W7xdnLW93aIxeI5E0pgs1icUvFicSX9DPll9hL5xVGXOm+kOt9gskvk+MbI2x65UGqLUb8JWdq2TM8KI/riPqP36K59bdb+bjOhV/lgiw911DPe7PTN2RISuMpvA5ojDyklHMeEUgW33EDiGX4OaRYDwdTZi8oNxmf4H1xO7ISid7N6mVkMwprGkcw6EygP0jLSsi2t80TEJ/kLo5/tV+8ab1EPDJQpnbsXLYx5w6PInp4Qd8UKsLJr9ssRvFnaBiewM+DWP7rHYjQyAKKdzdEhhDV2MA1KA/fNCjEHwfBL5g7+NTN21K2DNdut/Z+ooN8jVmyWLQgrI/bLq5BNebZXs6lvztK/xnb32C0O9l0yOxbULe7VXpa2IgEGjVyWj3PW6oKUAwVWbkuBv2i6b5BBj7HQDCsKf4aoMKJHq7bowwEEfgxx43wA5vwtZ0SAiMPC8ogAKO7mcVmAnbJh63EBcK9GYTJv1t0d9wVAm2eH9gWInRxvcuEYpKHn5gYIjiuAfXqAvb+fLBEoYyzjsYWEaVdZIgAh+sgHxggIliughQJ2bGx77BSAaBqYjQVfGHKXkQLZvBX+VAHDtF+ZKlD8uMgMFigkoxncQMhzsjzhbr9Ae7w8dsLATL+0TxgIFrbf9162IZ09ZlcMiPkWNrcMQJy0udsyYDmDBd0yYG7tF7cMFCbbmbm5aKAxrIV2DbA1W/pdA+LSimTagP3pIyUH0wYM9/34uoGyj3XMuoHJNVT7uoEyuU5aNzDYLPXrBjJZmO7yYGl7xn0FjPZMAP4WuyMJQvRUMJIQG+GWH56mTN/SXwJ3TtUt/YhyZ6E4gvac/uCnDztlRtxSYVE/oiaCdvVBhgS/NIfrF+Lm5Qf2heKD7cx+1sK+sf305c5P7guwM71XsI7cBFPl9wryb9sr6Bt6tbpPfbDQlpzki+KxggR5l/l98dWGNf54uFRmCrbo9T7I7+LYlIn++GEpGwVLE/L7/Klx+47299uP+kBB8kh+t1+AWyf+mL+JYTa0Y0CtuSf9NIG/tEnWCfL0sQo0UADEfDjZryvvTY3cZ1sh33o/38vvuy1eNkDRFl7uFqkVwICDPi2htwtGl1o0lm6nXpCvFgQxLw2ew9L+X9PF/8CKfzsC9AucuoV9XDfJhfl6RTWebkKB5t7whIKLRchMV/E7AfYTrOc8++0F2n1A4wmOW3hweIFh/NXjCRRbzOqCeKMKUrbkaHLBbQ4Ery5wnzkF7uQrFwRU16nHCmjtybeasZzvglyjCOvmzr/D432XTYrwOTHA0FcGoNr4o+EDguCAwPPrCmL9zEK9CTrOYB7CbdpYGFnMr06xRoQmF2zdcTK5kGXLOJqchXcw21vIHTJivFvH3L1xbGFhxXyh0brC+FVjCxQrBlysL2+EYWnFpPBcXe2QSeFiXfucX+BpxejAEdVCXkA8lvvsGpk0DWnv0JfDCwwre6U1iWF3eIGPHWp2eMFtDoc5vMBSnIY6cv2jVj0ZneIC0RWfUXAAx63DUZ2ON3J+DCysmCtTOLAw/KHyWQMLSWMTJZ8GFs6Ok2o4sLDiWTJYAwsDDZKfGFhIzBTJMrBw3gKjewMLq86PIRxYGPjweK2BhaQnR0YMLJw3NqppYGGdM2MqAwurrBtYYEzbtIQHbJ5lo/BKE4r+fKXcXze0T56qj1gmD2mLn2XG8y6v1sgLhzm/RHj/VBbIdHrb7fGEDrCMAa4Fbm+kJLhC6hd4CBtjbQg1uYFsiEDuG4a4lkC4iLNrCSEVGj2ujWDQVMK6dNyI4U3VmMTZSQCNoXFu1g9dR4OzkGAv3TRoX9HV7hE3TrCFBCfqiKFTvktcx41M77la7KZRi1BS5SY/lopKfbtXxjcyEhmNiJqCiD0Ekh6ip+8h2OuPEjRvQ35u351/ujmFmUI6lFRvpzx/pNszujx98shFi/fee2jmyKGs97re7I13oU+iX/EzQhubWDbcVbVvII+t5MQBMD08Vw46ukWZYznJc6FZ5O90Rm56AnzxA/p1/8wxEACOEwD7Omca1f0f5mxI6B3zrpozwA88w3PHvQOHsKja40AB85612krn6TgQXEk0H6QMjAz1DHRPmonvzF8CdhtNONL+o19klrWq2i3iuPIqlYLNhkBNzoQb3DLgMtmS7M4j4fSPfpG5CdTTpqOdyyX8gnZeq40IXpxsrcL8X0wVtwI7hNvrkekvGTRpVDCnzQYE7UOT1LQopeOGscLqRdOwpgLEacvJAnlTLadaSGzRritb/dSwoQ8Fk7T55ij5VdCs18wjZfcdSPKrn6JekrAxbb8ZBF41SRYeBDO2+zj3p4YR5bgCQvtuB+mHSobJN87c7Tuirw9NWstS2LDuORtbr2mANJtJQLdl2On4SwZNDpSP9phX20a6U9xcanUPpoYJBZI+2+t08i8Bu/r0KMBm80zyoaiuGk0al+1GGPajmqj6SZsne6618lGHLjUQUshd52TDq1HR5su8idp9D9o86yvQS7posvvE2DxrK5n3qYOZ7ffC6VcD7+DD2B67r8rWq1ERm/MIvdsus/NFu4ayX6TPttvD8KGosRnLDsstZ8PnNe328uabNjvGGtZfAnZdaJJyh2EZs/fee++96zTc3nv71IEp20MRx3pIGph+wQlErwK6+S+nIAK1mQR2f8mgCUzfONP2oUlqjuezpdvo9F5UjYPzwVnqHiDvm2658oNg2rDzkT7h0yirv/rp6XiUB7LYnemrIinNQmITfGqYkLe5QeY0O8CHcsFkkVHBKnxo0pqXiRF6F5PAaxK1ugI7Rv6SQZO/oGSjV6lwPpgatSL05hvavwTsSmm/LWs+FBXW7/Ko0W13Yz+6uep8MebonqDARyVa8oexidj5Qu3w6RIpz9p6wvH+Sha7e/3VQB8ZCGnkq1ER621t35xGn70ol4DCfGpk+6GosV4WRubdMYKveePONdmSrOcVbmkVYW+e12pDl/AL0k2gnvSb3nqVSoHeQpOUU03GfGLENdPttxT0b0AId1bBsftw4P+CQkLGIYNx23nV/aYc21xlK8qWe2Xyoj9TefTKxIah5OVN6zq4glIy28sE2a/i2PMITmy3VgKxXwWt8g1Yk5tDj6tXXfTyDz4Kd4YmxVeTRtBXlJmyfejAfChrCm+rYKRNUQi+phYIpyGkq8EkET3mj4/nGZlqM7U4/whnNyZhcgYjzuGy/SZ0/VvA+7oqU772ye4FzVjIONbI2HZe0ue8qn07z8mvPavzgt8uedRLcsNIcvGmnI2P1wb0azfQCz6i8AVug/tEK9izDqDyemqgPB4w1RfEIuhVS3o7CoeIV2Uh+3yF/7YKOl+QsdPJuMj2gE+yH5Ur8H5CDf42gNwLRtb5G5Cm3pAhHtOh/F+Qg7+tc+AFwajxvDcIOozQyj/Gyfy/x1fN7cnygp4oHL1yinBikAnbL0Lgf5YVfgVD230YCjwlal/OAQPNtrsg+5xGxORGM1d2HCvRj94NyaZBGmy20ag/zXTgC2Zd7BN9cs9KiOUTYDt31tTUs7qSeYexsz0Fl/erRsq8ijJvYwA98aqqPtwsDGkHcA160Tskh/FWpUVnD1+TEc/ffMzpdzyPqbfC87yE0F5gev5RttQGFzVfS4H2BT29REUbp/SV7r8fRF27uWxHp77V/feDqCCDh8MHv0b08z/6Rf6jX+SUoQQpeemqhu/9kfhLBhZks9xSHr8jjPGaRK1Ol7oiKy4R/C+nIDIUJJc+B6vjQ5PW8pSxKZ+7mvGhXDAdzuuUu6Rx/UsGTZnWAxNPoxXxqWFCbkYBjQvAeD40Sc3J3sj6D+fRi6pxcCAnURdrMuZVkZR6lxcGN2LcfNMtVzyEAz2vQNrmU8OGPEKmBh8Rp8SvgmZ5hAEZXIuIjl/99MzQgSgz8Z3xPbqnvwTsZrkJr35XROo1b9w53SplVowh+GBq1ObFANR8zpHEh6LG5ilgqD4XosyLcgnwOA1GWcvq5l8CdjOdIktPg3vzalTE+lmK7T1XtR+K6upkbS74j5mrH91cdaAKcy6WyPargT68qwTXjaxkeFSiJS4CTNEpxKDzalS0cQlxuHjW7eSzvgJ5BJ9B1wrS+qytJ/JIOGWypTjeIo4ry1pVORsCNXmVymXAeXMm3KDT0c7lJlBPntdqI5fwC9IqzDuCFyf/xVTRvR6ZtgI7hH/JoMnZgKBpVDCnD01ScxgrrLQopeOLpmGXkwWiqQBxelMtp15XtqqFxBZ9atiQ881R8qFgkn4VNMv7DiR5zTxTfvVT1P1mEPCShC3EqybJ8j7Ox4NgxD41TMjvdpDmuAJBHyoZxu+IvvKNM3cfmrTmcza4shQ2rK9pgNRl2OnIZhLQ/SWDJh/zanOgfMSlVreR7hQfTA0T7nU6uRVI+vwlYNfZPJPo06MAH4rq6m6EYRpNGpcf1UT1udZK/aTNk0cduvQ6Jxs0EFLIV6Oijfc9aPNl3kQ96yuQ94mxeUkXTZ61lcz9Xjh5nzqU+dXAO95XZQsfxvZ4NSpi3S6zM+cRel+0a8jt9jBkv0ifD0WNdTkbPhnLDsvXtNvzGGtYefNNm78E7HoYljEuNEm5vU7D5SFpnoekgXmdhvtHv8icc8beYcQU5zDH4jHU4eAW6pS6K2G+hZ3mSmRtPsJKgq/guOVdmj2OBEHOc7gL4mZImnj3S9B/iJJynwtBbgbX+A+4KPoLsK8M6yX7VVbf7DC+IMlpABd8VYwufoMBVSY0svBUTli43gcmGYyI53N4M8P9stxwqYAKn+GOCUU7DV6JyIP3KQKgfeJgPFKF1xY0k9y3Pt9CmTNPRYjJJBoeIZ5GEAje9ajlSL6fww+8l2J5YPIVxYynURiAd+Xcudmg6z/4un0VHg8mwRi4fBp3QPzFlVqGJQIX5YuKb08NGk8jkdYnvdT1+KQXvO4NIr9M6DUkCpCEr4EiX/wE8fAlLeMiFQTfpDvfp2FkhKIklkUoYF8MbkWeRo4PHFibuFtYXHN/23wLou4T2qBx7zrCxZHYRjyHJSXcLMUD9+53zM0c2f4BpZW/kDKSYTk9fBXbXnYYPKiy3/hBkwlxAD4V5pvrHdVl9+uABPufAO4r4gl4pQiJ3pelTOtJ9+zu7tm1R32ae87MczeaInUXc8XibvaUxvPrCyDPZxII8HyomcBzkQWXjpkwHfEvGB9j/BdJFHHtWdaHX4g6/doRVH25MF2ORCudRAAV3zxcAQ9HpWp2wsm/tBeUvsaW/TTuOvMrlDX/AJCqTwOD7NNQ5OYiXQH8f7zflxEGxdM4DACHaeL1B2oAwMsQ4H0aRiT8IhCt/9BjmI9RC/k0cORR+yIy1JfBxCqQkoJ71Du6e4Mf7kYbhNzdLC6L51dWA57PIJjj+XCz67nIHhjHYig8OWbC9MS/YABv/aGUceD6q7VGsbzWolSVg1lXUGktQDlNWgsvh6HWylODorXyiIzQWjkud6nW8pFlb60lpWdBl+21A2gvANEBWzby7bKxMLuLGYjPVGHdbFeNOnXHIQZdy9xtMg51mr2IQ5+Mdl2Rnh4iawGjpg1tPDFoWuzuE6tpfN18nENeta0Rq5opsPlMK/80SyZWLQNn983WwX9SxmDUtKHNV2Mu9xC4xaVtEzYeEI7cRkMTg84x3HeGAjLcTyEGXSuzZwBi5kutImzZqLdfoIrlVbNEvMVkQO5IMtQpPsBSyd67i1x3Qnak64EvT7WbpYSM5mgH1uy8gUYmI9/aScKiRFD32R0CzjVqxaJk6MBs/PlQEy8uBUtzNcOBMx2hUS1ZdA0JFGDWFUCYApDhIriA4lbSqQm0Xdd1uHjxQs3qt+cvIDTBqVkIdCRtnMPtyINJj4boKHZifY7PARYlkkZTAMDKtQAdOJzv0QuHKS3yGPq3YuNNGcouhqzBj36Q+20EZtZeyGDLRr3NhjSW1QwZw2es9O0Vtdl9opAw6JqZTVbk1gfElcGhT1x2Pt3hTlpaMGqa0JZC9HIPFyaxGsemnWQFimuZ3mFVMwV2koko37rAh1XLvNFy1ppcLc8IRk0b0qBSTA7DdAcuZUPUUgRs8DnAjEFpb/UTMhJOt6SHQdcytZIQAt8T8gBbNvJ9ZVod72O8g7dYEQY8Y7i+3y9mmNJ3c4XPN4zsg++XIZ5f0cC1746B9k3dYvx+GeL5hQ3C85WlIvuGkX3wtWNl9cUMU/purvD53h5ifUUD156bR8w3dYvxe4wAPjePmC9sEJ6vLBXZ9/YQ62vHykq3EKNDmyWC6rUbWZ/xqKDRCM/02uqYdgFkpdM48+i11TGtZspBr93IuoUYHaOyXXv0gaQus8PSZUumRh9I7lHZLrMBes8aqESbQU7qMwA+aLTCJ/96Y3EHrrlp8KlbjHoN00mnkeGi1TaV9Boaqm7hmPhrsooQaKAXH56KBLdfc8RQW5iQ9ZNdqb+DtUE/fVZmsjL+jOGhMfSUGdGkzIE/IxrqsEjWKI6fpcII4WeFvmAly9WOTy2gEskSkhXdVDWUIzdoIS57Tz+ytBKajqpAVK3gzYcNRSn0kQcnpjmoFmZOTHNQLcy0BiYjrrAsgh16BaEDdugF1xaEDnbs2Pdjx44dZ5xxxhlnb/Zmb/ZiK6+VY8eOHTt27NixY4e6Cyxy7NixY8eOHTt2x44dO3bs2LFjx44zzjjjjLM3e7M3e7HXsWPHjh07duxxsFiO/cWRJBe7QcCzIl+4lJAxfkTl5j95Shx/D2fb9mMtUhvkZfutkbSF2nyMg3hvOuy7FKePMhB3HCxW65PTfnEkyVHL/slTssKzzf5xp6AgnFvsBoEuAAb3EZWb0gkrOyvyxYEpW0rImIwzzt6MvRiKE6dkfhC0JQNaZYy/NjabZAddXW/G+CtreJcZBDjNGHOgc8wI/ADO+OHKDOWhAU8ZP+ELLfknxl3GGF+Bk8N41iTBuIzZHPxivthhWD0zeNItCmNLbhfGGGO8abgBU6nQ+KRJr/izSxzGXcD0wFQKfDEGoHMTRRqsRU1gzR1iB0cpYoIxAQ2xGAgUN6yJ7lhgNSmdXuzVCcDGMIXMTMxAcs/ruSTV+w28IePhdBmB6OT1cFtn9W3T9PWxTApDaAekPQ7WQF2InbNQB+lVl4jRDvL4mKyT0pOzSSm0A9KeM63EF9WE1SFL4cuYzfkvQGoPQOembkC6+FWSuYaJYz/pFvWMMMg8lQqN38g9O91gzOgbnQ6/0elQL+jA9gSqqqgU+L4lt8uS2/VUCny/gQEfWkGKC7oogY6/qkOqYo2rDWyqAe2i4LuA6fFdwPR40C4KdBDgj98bM6fjTKouoAppuOE3DTforqDiFwZtSVyCpgMkcazDw/YfsWxKcoZ5ObehrIA0nswPFZtScR51bUeGEyqb46iQgPMXNyhwBsIjgzc7aeKwwi56yKDu9BwvxM5xZY/UTYaiwH5O3N5FD9mbJWxfxU6xvRx62kkTx6tj4ndj0dwwcUMD4ZEBdY2XpzID+5ZgVH9xgyKTjIYTKoulhI6jQoICO0Z2F5OAV3CdZgfwBK7F7kz9T6O0+sPw3APk9dxGp+dtbud5FdCNd8cIuj41snWdRp95pL/6ny6R4p/ouSdIh+e2uzHPflvWOK3nVSqc7m9vnnPOWUVYkOcVbuU81WSMEb+lIIy4VvpvQMj7cGDcWQXwv6CQkM3U4niekek/wtlu51WXcchg/E05ti73yiRX2Yryoj9TGUwSkdMQIuAxf3wchpKXPHpl4k3rOmRTFILeVsHoNbVAuA8dGF9RZsqHsqZwLxNkrqCUzK/i2HOtBGIewYntr4JWeYYmRf/go/DVpBF0Dj2ufAPW5KsuejUm0cLlN6ELI86JrCOo+QjQPsMIr3jeGwQ5j6uP1MbAzkuacayRUcfM6xXwcN2QIfwNSHNWd/ijHwEjyUUe9ZKkQ8fqGSgKGPBJ5mRctJChb6SzTrSC+QI3IXRcuHgHAHBG4RDhVUt6c5rUPYQSsC/I2OnotbPFL0IgTgwi4T/LyvswFMCvYGdPidqXvcAE8DwvIf5RttTtLsjmHDDQPKcRMR7HSpQbzVj50bsh+R2Pv/mYe0y9FVl09tBhvFW9JiOes41myKZBGvxppgMP4BrkZmFIL3qH5Cf65HzBrItnJcTyrKkNPgGW81ldyRwD6Amvosx7VVUfPgWX5x3Gzn7VSFkdIiq+aIaBF/T08syIKuWJu7eI0kJk9L8fRBylhcjD/34QdYWlRbopJExA874jjJHznruakfMWazLGtxYRHe5tfBsxbvr+4TxyPO7qWnGJoGcwEWma74pI5TlHEnkuRJmcBvcmiyWyuVaQVncKMei4kZUM/mPmynuuan3TtWKMH+55JJx0Cb8gz2u1oZtAPTkd7ZzOhBt0GXBe9xZxXE7nWgobVr9zHVdAyMccRBI2JMeaeaS4F3mmAsTJsyilozs5oXsEL07c27jGssPStV+kj+s8Qq/38O9ThzKOJV00cYf0/KTNE89o0rh4Pj0K4O5Id4ru7mnc3d3TaJ86MGXvMjHCzULvNjdIrTce5QG9+UiffuPNB2eZN57PVgbLgXm/4ASSVwHf/JdTEGVhZJvNs1C3tX21xvsrGvPFmJPv8qjJdntSOcaaiPyCkk1+2297w6UCyZFHyt7yxN5tbT+51IvwNQ2QbjPaLO9hjfOgTix3GQQs3pXF8KGSYXYIO0xOYVToU5HI7A2OLJyD0YxXTaK1JTyR9RFYUL/6ubeEIU0+IszBr36K6jmId55WZO5TbZBqUhtIvI3JjTfVcqqv8Am6XKDbi6ZhvWgEj8/pwQ/doqCZRATwvTrCv5w6fNLUCt7Xwuq/mCo+Ehrw7rhOt5zFCIW3hHyDUeUth7qx85p2e2hJpTmPmQof6oKImZNCD9B2+6JdQymk2DiCtDNf6vflisMLZ3Ih9GogyOhQyeVSeCp/NfDOVgLlc6w4zWdtJdsTMOU864SXZ3XNoevwGfA0AnKvpsadRq2sczYTr486dKkfB3B6XN6cH9VE1VFGe/hcoOGLAiHRFPrOfA9G118eJnjZLWy8bwCeB1PDRGMb2ZYo1ClR/veDmKFFlCYfw+PMsdKO0kJkoGWI0XqJMCDD3hEyNewdwoHe3l1eGPYGchLdm+yN7N5mFNBsTeuByd5wXietp4xNbQ0FyeXedKllWnHJj/9yCkLLLeXZeumqxn5EwoR1R/AZ3BLicNkiwBR3VwnuRgFluBNkYn3pKypQhblN1ubCPkuxt6ZTZLnjNBhpPQUsdevFANQ23SqlVozx48HUqNVyE143nmbiO7P36J4aTTjO2X8/iHvrEo6Me8uw06H3nI0tve+IvvS+20Gq4woIfahkmN3H+b/9ZhAAkYQtwqsmydp9B5JgzTxSfvVTdO+6stW85WSB5A1jhVXebEDQ8vZ6ZPKtVZg9xhqWlrPho+32MGi7zE7t98Lp2yfGBu86JxvyXGtldiMMy2yeSTKXWp3rsUYssk0UK4A8rvi0soKKkRVAGrTYKhA9NmpEk+HBaTIuEzRZEcq9PRRhsacOONZ6FdDNfsEJ5L+cgtBmEthtGXaBf8mgSd8407bviMA+NElNt9HpbTyfrRdV46B7gLybD87yTbdc+UEwMAxgfBqldfORYvjVT9Asdme68SgPvCqS0iwkNoFQTrMD7DY3yA/lgplRwSpsNiAsPjRpzbuYBHaZGOFrErW6AjtG9CoVzv2Cks2DqVGrN9/Q7hhrIrTfljXbbk/qQ1Fhddvd2L7Lo+ZHN1d1T5COzRejzqMSHf5hbOLuq7KF8ekSKZsv1O5ZW09ksbvXjfdXfjXQRwZCGhmb0+iz3db2fVEuAfnUyHazeRZ+KGqsd8cI7rIwste8cedvb1trrTkYzdgbHFm8ahKtPSLMwZYwpOlXP0X3rkDqZodwgPepYUK7Kxu1yyBg+VDJMFsArrPNKHx+aNLaRvzUsCFd6kW429p+XtMA6W5jckOT2kDyplpOdZc0bDact+kvGTRtuUA3fYVP8EXT8K780CQ1vW38JQMLu6+F1ZOmVvgvpoqPhAawpPBY7g6VXb8aiAcrTnMrgfI9ayvZphDDzhYBlvhqVMQiSDuzU0ix+VK/LwHabreZkyUv2mVg91zN7rMUYT4UNTYNzo2mU4T5alS0YTPxqlEr6x516FKHurGzYVR5e027vbi8OfpxAOePaqJqLaujO07Dg78E7M45ltCLAZh9KKqr7huA52W3xD6YGiba2Hh8YdnxOapEGzuxIPkktKK69h/9uLzZfz+IGY62uPlHv8h/9ItUXPJj06WW/ZdTELlLGtcN53X6SwZNLgDj2WYU0Hxokpr/cB5tsjeyL6rGwY0YN3eXF4Y33XLFK5C22SEc6H1q2JCPiFNiR8jU8KugWa5FRMeOMCDDr356uliTMRvISfRVkZR6Gq0ITeuByaeGCfnc1Qw9ZWzqQ7lg+hysDg0FyeWHJq35HWEMLbeU5zWJWn3vj4ReuqrxlwwsPCJhkiYrxvix6VYpH0yN2qxldXPHaTD6S8Cu91zV7rMU+0NRXf3HzNUma3PhRzdXPUEm1kYBZfilr6huZCXD7irBfVSiJU4hBp0tAkzx1aho41m3k1tCHC7P+grkWkFadwSfwWdtPeFiiWwbqMLcrwb68DS4N5pOkeWrURHrcyHK6ClgqS/KJcDnHEnoxQDUPhQ11u+KSGm5Ca+veQPP9wIhUu+g+e4WBE4wX4lyF0o3HjcI5QIr4pPi2QI6/TiNM2DypZcM0Tg0ngoNsScA2ezmjY+7mDF1xjnlN09UedrO1igRw9NeqXKtGBqZCfK8m2KVp+3sEyQDtn7gz8zBviTogBP0YGZsPVlLquAojN4Z5DnQghZeUC7GEw8fSr0JyqyLwDtjaFX4WW4Bn5zoUeLeJUWO4YEZLDrePjHE4/8jOIIxxoSCy4BOwZZjOnEmFSYOU0ci09GLv149cCYVJpa0c4vLgE7BkUgYEwqGZOOELcd04kcgA3CYOhIIjuCdGgM/AhmAv149sKSdWwzJxglHIrliTCjY0YsxxmVAp2CMCQVTALzsgbHlmE6MdZg6EvrrhfHXqwfGGEci4Si+hAzvSKQNycZJS9q53Y9ABuivVw8ERx4RHNmPQAZ8mDoS+xHIgA3JxmlDsnGysrKy2pFIOxLJ1WrRT65p/+WBoCXt3H4Z0Cla0s6tlZX+evXQX68eVlaOXkevVZg6Ep9JhZlJhflh6kiUAZ3ylmM6Lcd0fhnQKZhQXB8TiquVlZWVlf/lgWBVIcSLFFZWVlZWV5BLz9ZD759IQP1DCm7eCdcRrcGQ9Qpyia2H3gsqTb4Sxza/d0XKU5Hg9jFABP5kV+rN5OZksjL+1xQbX1hoGAXBq2ggZMkFDD9L5cUuoyRy8tACKpF8i0IqUubIaCEue083YjTLp5xW8ObDBzJ+vvYyqI88qPgiTSk+k0wUrYSm4xUhid60yahuqhr6LLC1D2fTT1+wkkUMmpueN10NdVgkdJBJUBQEGkNPmRFyUD6W+2WBiVv99FmJhcrib6fikp6U0RYmZIUw46QJfEk1vQHRTHM+eLfg9AE3TRngBOgIc1ke5pS0Ay0/XzGXnzqNDJpeO2vUapo1dIvGKCFWMeiuMizRTiVfMU+YF3yi0pTvkZjksbhJ+78Ll6855K/boqbJN/dzT3moMD2dI9FXmSL2chCw+TwPLhqdTugAGIZ8IBZmZCAMDZTi74MoivkSSKeLIs1eCVyUGVNM7cAJykf5WiIFEaeR7lR/y6tXLFQTPYEPj+U+xeNyNBOEMdEyNLUqNAUvI7Yy+bAdfhhYg6SZSK14LdD4Ws0+B02qaKU7DKoyvOofsAESYBt1hEUyHD6PNFHSodMOJw2BjokMVQz0gqIG/////////5hIysqIQRMmjjZzqRXjzCWL+AtGmrnUWkYMGkwkZTgS6s5S98CQtrZh4mjxY9MTxo+IsPgLRoq7dElgSFtbHAl1hzHGGGOMMcaRUHeQtraPiLCPTU+PTU+/U2M8IsI+IsJC2tpC2tpGQt1FQt09JpKyLl0SXRJfRgyaLxjpF4w0c8ni79QYOzXGZy5ZzFxq/TBxtGHiaD9zqbWMGDRvqXtY6h5fRgwaTCRlj4mk7LekzPgSTlWfRWfEY2k1PgqvkQc79PoryKUnuy3wWFqNj4aA7bPojPgtKTNezciGL+FU9S6wVjwKr5F/IcfNs/XQe7BDrye7LfAv5Lh5I06COEWKOpGAJCQj4gkB9zRUC7MnJCPCiQTkdooUNeIkyANwB1FnYOF5AWsBkskfraFA6T+RgPpKKjdoDXYBDFmfzIiioVqYHVJwozXYBXgiAVVjwPuRqMFIayhQ6oTriI7qU3xFOIGEWQzeSFx+ADRhn0gJ+idnHv6wA5F3wqf6iV5e38SISltwkaovYC3QTpGi+okLSjuRgNRQLcwobGoMeD+0EwlIHdWnqJ0iRbUFF6k6AwtPraFAqb6AtUA/cUFpDXYBDFk1BrwfWoNdAB3Vp6g1FCjVGVh4bkmZIYLEiZ1FZwSWViMKr5EQXbIe7NALcimEadOT3RbA0moUQeLEoyFg21l0RuwtKTNEzBl7NSMbSjhVXYEKvgusFRqF1wgWqeK/kOOGrYdeV5TZgx16aQXd/gs5broK3D3ZbYGtogXvAmsF1+HXoyFg24rD9WpGNjyX+1wul4so+eVcbkaU/OJys3O5iJJfXC5GlPx6LndPdYv2EMaTy3XnchElv7hcRMmv53Kfy+VyESW/uFxEya/nchElv7hcRMkvLhdR8uu53OdyuVxEyS8uF1Hy67lcRMmvnDugYe09OXK43GyGlstFlPxKIuS5XETJrz0tYxqEGUUuV2c1rdh7V2tc7nO5iJJfz+UiSn49l8vlcrlcLqLkF5eLKPnF5Zpp0bJHZ6mMHqWdNlBx5+RTtxg7lZQx2bFHj9K0GQErWk2zhjbTooXUxLd0aOkMANd3NYREK7zVpw1UrLGR/IpZu/x8VTyhNDJo/1rjdu2s8VlzVKlp1nhXQ0jdojEKhRw+vGQv7395IOg1Vq5uUcnVVxNci7jhQWP12NAiChzQWT+CekSSpA6xikFreVijRRQ4oLesbrWIGx701QTXXEdSGqvHhuYaY6W7OLTQWT+CuqsMS49IktRdHFpoLQ9rNNcYK71ldau5jqRcq9ZydJaKF5E3pw1U/NWAv04le/QobUnQq+IJfVaJJs+ao2qPzlKptfw1V4qb1MRXlw4t8QHwroaQ+rSBCiJv/rXG7b8g/fzULcavmCf7avvXGrf/gqvrVfGE/gzGl3c1hPy1JJDPmqPq09YM/porxY15xqoHQPjRBCIg+UyAgofym7rFuG2QTYDyhS3AtL9fDOWEYH5lpUZ3mNolG/OMdf9UodEDIPzoTRaBWpTHB00gAlLPYIAPs52lCw2znUWx99w7dh9mO2ti9gtbgOnDbGfDinxvjVB+mO0s6pmvrNToh9nOcqj82tlwpxf12FDuvX1sPNFaewURWLD+N2mF0MakFUIbk1YIbUxaIbQxaYXQxn4jRb9/R6yW/U5yGB4c6+630+LEg2Nd/ZBCpvthcBl15RCb/WdzrB9KJmn/WGkfHhzr7r0SCrATEpNMThU8bGXGg2Pd/SvYMnfdmDeZbkzBJ8L+eFscc/vV8EButzdncuUTsV9sg6UHUDoeHOvuh6sBigfHultMAar/aMRn3DL0AScd+wE91OLBse72bnHypqioLLX5+V4q+OkGenN/kA9HeHCsuyPUEOFYXZega3SSCs/9hnBUeHCsq/EcobmZmJIPvZGql7bc0V8F7wEeHOvqRzNTnIaXrnddQqqbLgP1T7phw4NjXd0VycbvukF/J1RJX6BxAw+OdfUZtBR4cKzrfEdor/RW53uuPj+hM/QTERR8R1kaAnzqFiOWYzTqeiPIHADr0U9Re3hwrOt4okfyBDEBsN5y/OwGITw41s1BuAK9hpOGB4l32gIXDpdTUpMTrXxFNCnQAlLwZdEmWX9R2VX6o6ApwNZRs5KSYb8ycVylFgpyYoDKyFHsYbnApYOeACXVFQTMG9RF+IAmQisoSoAHx7oeBYXRO3RayVKbnnqqyEkbPSniwbGuY4xxzjhfOs44e86ecfZm7M1ez54fADG9khbGwc2DFZ8TqDhnv5NWx8RMdjBGMHv+MmTg3I/wUE5bYmYA6Jc9axKXUa5XWdeBAJmMoIuP7BlJJ6LX6Y3wOEIMeagvy7Ml5avToFTghKYk8s+oj+dZLju8hWORX7HtxLaTao4PRBDhYC9geGVbFY71Co6Z6oocC4+rk4LCwKBvbo4vN1WFPJ96culwHFzhjXfkmOuH1SPoWHJubRMchQkWx2Owbg50RooTcEIHB3kwlvELK0j5da6bidxUwS1eHGUc5wRA9gJHMyc4swVXWLGY8bbjQsqCR+408PDo/TwRi7N379EGZaktD5BovVRJsmQvtqIwZIRh/zFxuVz94OzKDM3o5sGKkBcJcLCS2aoHf1Im626tsKft7OQs7OsHZ1AjgqCybGf/wkh+zRgZagdmml8l3+dpO/vlomCEbuD5aSIIbf/xoLLgkewJWCnRR3r5t4AbvsEgAa3ADAsHPL6bD49gkZCex2Ii4euAmD7QlSIPbla/kLzl41Fk37kJo4NozZ5vydaO3EADkV2osYOHdkJHhO7aOfxCIKaNPbR7bkaU4gQBWoCPkB0yo4fEmuvy1uNny1hoDWH4ZaZiZXAwoDttuPC0nf1NVK5PRZphKiBtw8DRhkWRLJ1HVIGP25xthqIDCi+Ue8EKNhD0OneJOEOOxsu20OUZ1V3cVkF+/v8/Y1AOZbgyjSTGuPHHGExlEA9vVhHAXVod7MudLd2x7tLqgEj2cnNw7eIcXLtUpmn8McayMo3kUxnEu3QOrl02B9cuoBzKvkurgyRCUmxWEXgiWctv6hajqGYAqVuMOzCEmjPdWhc/HwIYkSQpqhmA15DAL9KU4gMZP18RkujpRox+Ftjab1FIRQyamxe7jBI6yORVNBDyhbauH8v98l9TbPzh0Y2/nYp7M7k5/yQLVRP4kvoYIAL/ipeYPuCm6feuSHkueGC1Ay0/L6g0+ZYCLugIc1mvxLHNg3YfaKY5ARuQy9VoVQf0CE7IL6eDM2x8UnQKEWtfzzJV4rj46LGlIUzi7ARoC4Dzu9nEC0rsk1775vh22pHjxiVFr9HmL2iPFWOIrl00UR2XL+dk0oyqyrfKw+O7uUTOKcjvi4YTiaaLUQPFqXfuCWgZgx4qYtRocaVrYCD6ilNlKk7JF4nd4dUExusIUotiTIfwIuZ1BKmtckPp1qelKsD+EDQLfRoA0EUicjxcERmpW4waAHhFoRUPV0TGHBTv4SMGrOFVw6fJdc9gwBmeHn+BnizTG5cXTHa0ApMdOQ98R6mo3sGBJJ8sAhg025HoL9CTLbvUEeGKZgvy4dPkut8Zf18kdkeOE2jc+iZZW4j4IWgWvuJU+YpThanF29UQtLed1WS4pJr+/98cPnr/5mz5vjl89Lr57mhxhd3egsiodeWq4YjZzJC4pJq0pMApI1Xq8pJGw3KKjNo1Nx5hwBWJEcAVVrNiw6GDsC9Vgu0sXjDGmwTM2c56SytrfMWpwoPJFAvplF1xwAXGTC3eXlIFG8zU4g0L6ZTFmAeT6VecKisOuKCjfxpbeDm1vLdm4GBv5tAH7ydjkTeNbuJVhUr0eisZ0/LsxPkGKDx8PxmLFkRB+WYOffCzG/MH4rz4VjKm5aBiewghOHxVoRL9cEDQP41uX04q2L84cd5BGNBvGt0kx4NSTUNR63trBo7XKAOmFm9fcaowtXjTGGSVdNSR0xwNpGY7qzOcenXUigMuvE9rcOH1QjplpY4QSNgxBsdiDLMjHZVk0Ozoa7So+hWniu3sd8BTgBUHXOzwvklbOZEvpFP2sWiSeUDKur8awiLHJuuXAh4jD0hZ5/V6v+JUOXKa86DQ8L+e32FSweCX1/M7/KfQ4INCw9gHhYYYY1azVa8bRCZeO1xmGFs1jXmH0OY24INCw684Vf5qCBoPJlMeTKYvqYLNBgT0LllU/f+tv7DQsLDQcMkCZh08wLux9m5ttfHGi4lrhPYS1E9hIA20Wy/E5/buLaPL4m+vWrq9n6TitHdrjZiUqf8zjhM/Oi78GcdJWKWh64X4tPGVlxGTMjcjoHAZXRafwVoT96qlyxMQ+JNU3CNKfj2i5NcjSn55MR7gaYlxN40r9tbB4OMlvfTh3XJJ5PX28LTEXm8Ta6CV1Ysn2B/gaTmAQdfkiyfYydQ2Yd9N44p7olC/TayBaLY1vnUw+MRmefj28LRMxDL6Jb308cVUM+O75ZJo0tDf8C3Wf1DOmr8UOFv+O0Qv5OfyAI6/37cxX+qB8L+j4QGLKgHifyNO5iNKfjmMJv86h9Nf78wbx4i+doGSfw4sxS0RurSPl8hHlPzyF1xw9km26CEU/gDIuPoxgLJaQVGVv6KcEZ+CUPSDzNv8jWRDvxpWqZPOCvPvC4k/W4OGnqAkR9a0Axcg0oZeekvVOA2X9s74+6AXR/RSGatHlPzaVljmvOwR0S0F3Eit5BjAruq71D2PavrIy01LoGDaAbZIF2DixGTgTx/hHqmhJ33gjNAT0KpukGDo99Z6799778JCw70LCw23Q9DC2oWFhnsXFhruXVhoqLXW/4tDUlNcLv7SmXI/Vzkut7DQ0PegSMhep08uNwdBGnQ7EB243MJCQ4+LBMySs1a43MJCw7xKxeltFt64XC+T8uk/Yq64XAhaWG6CBCmXizM4OtSdCi63sNAQb7wxxhrvjTXGWGO8sVd78cbe9+KNN95444033njjjTfeeOONN954Y80FOfDGG1MyqYA33njjjTdO/AnDG28suFaIN9bYbdIQa6wxVREwWGOscZeNm1d7vdqrSKu977V6q9AjlkpY8IT5NbVQXI0B/1PCYkbLr5k0/JMxAsd1ldaQ4cnQI5a4zWGQ+yFRkX2A8a0X9PCqhxVfRVqd33re8WQTvUPQLHw/w5B+Kl8Pv+FgMBN+sVOah+27bNywz82ISgr8/ijl7IzYwUzGygrPS9WnKgImsy5COVsTuRTcytdckAPnPKIKxjTud5s0FELS6GKUGPywaHlKJhVOULFxB5dBuqCCvuBaIQZgVu+z6NABwkEEz0C45B2CZuGnDMJ94k/YK4GL+iCKYj7K19IHYmH+llevz/PgwnKfPp0jkWgZmp97yrPDy8N2+PF1W9SuCJZ9rWbf/124fOxL0z9gA75HYpLJqTqaKOnwCfMCSxoC9IKiBp+oNAVNp6mGQMfEY3GTpjpgU0dYJPOaQ5ZTSKqV7jDQ5JvrsaeZSK3gNFyfusUYZGNLU/AyYghwLwcBGwVeiJoJwhiIAOh0AAxDjkS39AQ+PFRQrBooxR8T55pGulOdgjrVRZFmT3k2aAdOUD4KFKtf0ongjbCYe0rQGC+EyBBnV9gLMvGbZDN7QSZ+/z398nG0CLwQIkNPOeJHc9H03giLuR8DF4AeEETNL+lE8J1GnHqIlshHgWL1pXeA6ARpiw95Q8nHOgGiGyiZ85SgMf4OEzEawt8Uzq4wnw1gHL4zPnWLcchqhDayI7fhVvLjaBFYIKGDhvA3RcrMAs1F0zs6/NINlMyJorKiBwRRs0T3pROkLVpo0aiHaIlgRMkvjDHGGGOM8ZM8q24YY4wxxhiP3j5hTS9LTMnZiLNsWYITp05gwR6l2K22EVOJ2YF9iix4myiFsLJaqm1ck6TDZCjnCzIbsN86Q8LqDRvfJkohPm/rfKqXVFPv5fsUWUhqLPKjt0+fAbw8lZgdKUB0vaaX5Zg1+d1qG/1mJzwlZ6MXBfgFe5QeQbLyWbYsmfIFPnHqxP4gH472G8JR7Qf0UPtV8B48XA3QvfVPumHbr4YHcm99Bi3F3r+CLVM/k76nJFE/VtrHd4SmpTY9MWL3ws9uEBIw4M/mWJ0MIaAFpOCTUOVhcBmp5FnUQkFO9ttpcWqpTc+shYlRKyhKsH9HrJb9xcupNnpS3G+k6LdmnKWeACX1g2Pd/U5y2A+OdbeW2vT0U1NWTQG2jn5IIVMttenpcRBFaAtcOCqH2PzgWFcHMEqin6L2PpRM0g+OdT9JlH4iggIrD9HDVmYBA/QFGjd+cKyLr/LA3hbHnJba9JRQRTddBvrdHD2A0itAStFLW+5YEanqA046fnCsGxXIpJNUeP7gWLfDWZluoDd/cKybXUttemYttenpWmrT07XUpqdrqc1PfwBkXPkryhnhL7jgLH8j2ZB/DixF96S1IPn3hUQfw5In07p2ScO83lkKl+GmRNa0A5el2Gnj/jfiZOYLcH9XCEj5npoOkhT+joYHLDiwXvbIG24DI9crOnQ8vgD6AtxfBxfv982Sqqh7HtXc4bZI0VLstMnq8DtEL2BEya8uBYZ0ASZO7mgOFjWta9d/UM4aGDAB6ANnhJzEY5ZnVdiyk9aC+Bu+xZ65dNMNEgx5FB0er0BEw8YhqmSpzU9/KXC20mgpfYR7fAjqjnejavcYljz5uTyAwyaECy2Bgulum+xmTcfAfKkH4ss9smW4KUEaRis5BpD9jHywqJIcdiNr29moHBAkQC+VsfJabf3rHE4sSUEvvaXip6nJvaemA4gwRb52gVIHF3qCkhx7GwJ4K0FYcxsYbb2iQypTOdrHS2RWB510VrjByeshFE1UtPSDzFuMKPkVFZWkFRRV2bDzqf2MtJFFy01noCxLbXrutsmu1nQMzFKbnlqVq7jXkMBkqU3PnQI1xR6CupOlNj33gtfQTeIxK0ttem4PAlDsKDo8WWrTc+MprUgbH2FgYmMvOa429qMiujFm46zGKD6nNgb1CtE4icSbjU9vL2jvZwsyG7d6et87dplhY1gpcmILZPmrW3xiwsRmIsDl4lirMiAT2GJ3RIDSwwrAxrFvPgSrQGy/sE78Whf2igfpO3aZYePXCG89AsPsvBWi2c1NJSuMD9/PFmQ2Vh1zIhAIaNMdReYrRFZKO7+fROLNxqR4tnlbanfb5JqcumYSjZmcR/E5tfHmiaoZDAI3GRqbA7nNWU7IfD8qohuDmbFFJkNza0VRcKWhSLAZf4SBiY2z3AKKcDO1p2YAOtURORgKk+BPaUXaODHEo4XYtH0ERsNJeDHCQzhN30uOq40F5WIsGchit7tTin5WlcVGjnvMxlmN3RSr1mTIoz2zbHmMUihYWMYe1CtEYyo0RCt2dGhEKj23gUeHi4Zs+NPbCxp3tyBQYgE0pUucnXC91izeSQaD3+rp1V7FRawJ+m/sG0XI8T8Dhd4JXiwPK0XOW4VO4D4BMgGqcKrVilAX1B8wOLigAIa5VIfL/VirMsXbEaveVzdr/seqNUlGhfexbz6eCK7x8r8jSVjGJ22sEpnJ0AncJLeiXOSl1vvYeCB4+9cIb09+NPg6X4gKOepQzRWBga/iIpan7awQvRY5h5Or3yGB471CQOr7xu/uVceceLLD74nfaCKWiXinD6iE9nU43EGkBFJyBCQFYxcAEOBgOCCSRTkSqUBE/BSAFxUEIEoJGiZwjI5gcoiBO+CkCSBICAiDBAHkYm+FXbm69d5ujzQj7MgdBc5jH+StSMt/RrH/mSIVDhQZ4i6R0Nx+3m9ne7eA89n3fyOl38Xbbf7WoC4CJ9G2gMsRV4DjAKNTP2GLO/vb53wsBPs6bAFnYEQ4TuaDuzgcHIfJ4F4YC671THAsDwS3aBo4K0aBC38OuL5DwCkyAZzH8d8uz/7mw9pvH3Z+OxMnSW4EV5BPA7f/psVg3AJOTs8El1cMBAcwzrMvAmfPRPZZSsKN4A6sBtfkXnCXloIjX+Z/GjiRdorre6G4PdvEAbhKnKM94pouESf5AHHNpoe7fnQ4aHPDDR8aTogTw/0YF+7HWeGADQqHfEq4CEeEczgf3APDwUWfDA76WHADzgTnwkBwP04Dl38UOIKZmrtgU90syjsI3VhTFcLsCr29cLZN4ShTH58b7giMESfTmiQu+I8Ud7/MFsfD1o2jJJeO28LtHScCR5DLWaaQC/4bYiW5DrueHIW8odwGN6mcCNxWLmfZWQ789uTycjtDKe8yp8FtNzcA55vDWZadC/lDz9mR68/12J3oKqXZ6LT8GJycLmMdqg7gLVZ3Q05ax2Nnr6uSd7HT4Ua0GwHL2mWtG9wB/T3u3oj97nSZCe+q573v9vnh7wTAIHg4y1B4IX86PDtyUrweszBeZdrgBscbgBviYSzT4QW8cfDsiOHveuzGd5TkhHdb+FR3o2B6O1xrbrsBP5ydu2Qsu/62fF3luWqdDr5bnRBYnS7PmpYOzK9Fd4ssRNfLtp6jKCeeu8O3mDMI9pfLv0aWC/9Lytkh689Bo3r4brmxHhQmmzXCunqeaIRG2K6bhevEvWBQKzLcIot9/0MSjDrA+LTjGqeewDKMplveddzmMrI5E0DZb7vXSAYzRSrzvauvJLVmlNYfVn5Y6UGF1xLGD4SfrjrEbRczpmVVXVtlPMdcWXkT19Lzz0xh9xVUOaigyLODPWk+QbXUWIL7RxGMu4KgxssHclw7MPOFAyEOG3hxz8AuZwxUNWDgABsGOjljYL8lA+drjxl4j3zPwOwwJg08vLBqIOaFAyPvHAiCqQMfDh54weaB0GcPHLZ8oMCPEwi62YO8vIUN3dDXz2u4dR7iE+cFHDfPolnzOh4oDEY75n04X96F1fIs3Ctv+GR5oq2WF1XE4KPk/X7QBpwgb5Zme7r54ex4VXG0aPKeMD546gLtBOikUZzc8HAPwKo43iZxG5BrCbGJcPxhxsAqAnY/zdNFd8yU2Iij72TFHLWP+LR997m8ANftO7NLNPtnmD4uWWRSw1QjpdPKYLwj3+Nr8oHoFJZ+1HRWvofj8jG2L1/ogpjVOB2J5pLtT/iD7JVvQV9Xr6ON9cZBnlnPzNTSekvH1oMUq8Kgec/ZO2alty3COQ0708u49onwgmTPMPExi74+TYTXTjbCOxmio9K4bAMYVqA43/xwD0BebbgPtrsFYkiZYCnY8J9IZpkJYLX5JirUxDKQSppnuyfAxXMKeSeClO3kd+g7wrEuY2Xe/0p2tB27OGJDnpv7XUQml7x8dUllV3DLzDxye8mM3nmBSbJZhH6ZaC0qWf0YT3bYX3blbt1mvJWBJW3q+keLV9Tdbvr6J4Jh1JVuOtypaJNHPLv784VygQeq29j7DXtv4vO6n0aV17lj9q+GiG8LRWxq16M9pf0ebGTdtbPhxAiea5qICdTVdY7J2tLlQgvjVQRMP7XsX4+mmhvHAIDEEt+m3XbAKCvJU9fYv/tfPTOlBozg16eFVly9b5KGDhhD8qeA/vXBut9xJ++PgJs4u14uxFAnjTB3JPfJNrWe7PtYoC42JVPOIznJKpInjyGp1Q0kN60fqdToke1uHdnKUk8OftDI6ndlnGCz+/vHB5WzJpw+Er+R2EuxzexuYUW5acwDSJL2hQm5r2t6nSPC8amTLzt6ne+5MS4bWUhTPw3L57fllRp6KMJId7v8A1wzTf8HffNWTY3wOfEfhuZbZzvts9zBf+kbBHtMAZIcuq8lK3iF869z8xj6jyWLDHxi3X3EPceKvHqShBqrjyph/T/1OB/6+Sm+a+0fqMXkIoJCoTcS7LSaIKXhBFtb2lHQeNdNBYkMLdjw3IKKBxhcbJhBplMNdnTeb9B4s10HiQ48WGTjQY73Hlw0+aDiqw+2wufC2Ub5AxEzCi9sHCOf2BrSsTUDjQm5knxPSCYzQo4weRyDUdMiJnC//644yHRgwPBYpzVaGBhQXqf+DJloFshCLJcobhYMEw7+IOMN2jizDX7sgw2S+KkGW5SRBiXTfPNC4CSDBVu2R+I2yt5YhSbjaIFtBu/nyuz0ewx2D8OyEPS+cYeNCHEvMr/boYqtDoGY5fDBDodOWNow/7SG8ecxBGADQwtDF36waSHk7Qojb1QYxBaFLmYnPGfkZvBhCfHPxpXD3xwy0fKQjsaHDM5OOz/TI5gdBS9QriGsfZYWODzzmsXn0+wmYsvd1zV0vXGT9txipZo387YWaUXDTtrkUoLi9EwETTTEcHz/kUltbyWpZYzPWobJoHlvkV/tjEzQDkPPAInM5ELUtEJ0XFSPhllmeWfgD14hc0Q6WeNfGLxzN3ZqHhNEFsn6PKPOHRcA2QqRVhPtjf0hewnVrCjmhXQa4eZZI5gd0lUSe0ckT+3Y5IoVHhHStVwr9S2gb+Pfm7PVz9IhFt18woQgzws59gdbQbZGE1mMv8yetpwGUfmkmY99AkTeG3w7DTEeB0W8eershO0QPezVEAu4sRBZ1HUQZ9ooiHjiFoghbALES3D5Q6998MMFN/WhJnXtw/k2+GH+uPkhAJ/90ApY/vBnH/+QxO1/2KJOgDhtOeIQiAF8C0QLcA7E8gzBPgdFvHoqrcTtEEGM1RAL+FiIbNQ6iHN6FER8YgvEIDwB4kWw/KGvPfjhEp/6UCO19uH0Hvww/9j8EATPfmgJLH/4ZY9/SMb3P2yjJkCc7BxiCMQAvAWiFTAHYnkMwZ8GRbw6lSzi7RABjNUQC/hYiGzUOohzehREXGILxDA8AeJVsPyhpz344RKf+lAjtfbh/B78MP/Y/BAAz35oDSx/+GWPf0jG9z9soiZAnO08YgjEELwFogUwB2J5DsGfB0W8OpUtou0QAcbVEAv8WIgs6jqIM20URDzBFog7eQLELn35Qyoz+OGFNPWhob72YXY8+GH4sPkhgZv9kEVd/nCmj3+IJ+x/GMKYADEoBvoQiBnQFogAwxyIRRri3debvHYq8CRDTSKAE01+7LNMkrg1JlvUBSZl+uqSecLYkkF8YElLYFTJn31OSYVvUxaVlOi7SuYI00qC8IElr4CZJX32pSVL/N6STXWirS6ZIw4vCcC3l7wa+6CUMm0+yjxxLEoQPg3lFbgF5dc2+CSRG3lyQ5100lTfcDJ/GG0ynO0zaQHOMumzjzNZ4iaaZFFGm5zp603miktOArE9J1+AbSd9bWtPlvvNJ9uV/Scl2haUeMIclBMYsn6NP2njrD35sW87SeKXnGxRdpuU6XNN5omzTAaxESYtwdUlf7aZJRX5aSXb1SEl59uWkjjiqJIgbGDJK3BpSZ9tdckSv8Nkk7rJpFQfZ3JOmGtSEJ9u8jpcb/J/n3GSSAO9+zSULdQclDJ6Aso8YvZJILzz5CWw7aSfvdtkKO8OHBIDNWE1GRcsjxv5gwaNvOd2jPy154sk5MNFblDbRZrV80XmHyNGBucdIy2ANSP97Fkjy/iykUzUQpJTepbJvGKiSVA81OQLsNWkT3uuyeI+2mR7Nd2khB5wkrPZ9mkUSh+6BeUtt/+klz37ZBlfe7KVGnlSUg87OU9MOikUzzh5Oaw3+X8vNknA14m0s+eaHOOjTeqmuN5tcgaCGutNEvABJ1uoJSfl9JiT+cSkk0C2DladPP9EXOSCWlFqGeMoKgGgJdZQnERXZ9jxr5Cm7j/tQtdpjexYONrkx77VJIFbabJB3WdSpk8xOXNTCxnhfpNLFsOaRitKzvTZJOfEwSQFEzaHkYzQY0higKNHhhhDR3IShEkzzBpZPqu61oy8c3eM/Nnni1TkxopsVwaKnITXkztD+vTcS+bt6VTSh3ez7NPSraqqNcxD90jz7r+RQrPUGxvjwDtatxyFkEyI5uigzuQIhAdyvAqmcfS1F3E8pfPuWXlQQ014wk03HSHn0Zh0oAC9sQzhOT/woxM99mMd2wEyL+9ptBLk1HOFrSBB+FyQ82o8td4/QnMiSNTZCSFVUfssGWPQWaGTbbgQYI9QvXFcwVlCnzTnpoIbqGA6de88wmjurD8u7p36LqJnZ9v+NJF/vA6i4prUESxl+vaVecICliBs8sorcP7Kr+24dCUhsH3lzz5wpSI/fGW7smvlfF+9EkecsxKET155BaxY6Rlm81Su+PEqGyhxm0pPaLPKgWGtSiV6uF3wbrQr5GhrA1c1WTCyTQ+H8Y7DsV+Lx0wYpcOBIfuHPVCoJZ6qhU8Sn+FmAtibYRAX7HyJPt7fjwUXM8TDK/JYkGmGBLqTjQU9Z+jR+/JYcHmDOLoiGwsyZ0igdvJY0PMGPbovHwsuZ4ijVuSxINMGCXQnGwt6btCj9+Wx4NIGQSNjQZXUBglshx8L+tmgP/dfY8H5BnHPFT8WZN8g0d55Y0HvAfr2fT8WXN8g3l7xxoLsARLtOz8W9LZB3973x4LrAeLtK34syDZAor3zx4LeA/Rt+z7HghNXw4VefrUUjFzfQecC0kx4OT08NI5sJjjAg7uAzEb4945zJiy5OxDK6LAVE7aSLYef4xnmHOCCRjWyITu2eI6AqWSzx3Uze5/qsS+Sj3WiizQF6YR1nseOYeCE74Ba1aqFYO+qNHI3Uvdmuq92xruV3TYh3uBRcFU/Xo9POIZ5nCD2OVEyqWvfjO54ZkVa7sbs53s8rlZeZLb+fYFe2bG1kp9tCC4bMzyer8g2++n/MpzVUWRYv1mP2aTWdxzf1f85DjtpR8flrefBuvahanRH0oXJWgOO2A+WBPIkXs2RckF9rXhxnkM7IuVUj3OZa+0YfDg2cvz3bW5rT9WDC2RWR8oQ206vqWbIHI4k1v0M6hiWnpkVHLWqU13TcWotK+PGb9y+U+CUjkSD9TZvDDRHlGXtRhqp5ASE55l56CfR2IGaZHagsWc2mnrCTCPZGz/zbLT1x8b3OAONIzPTkIx1l103Wv9n3RvcjcaWmWlKxrR3/3UHoQ80UdJMA2qTmjZjYqBJ5c40lXjadouNhk7cdYl6o/Ec0958b7T2y6537BtN5k876G6jjZ+7fuDZaGT2mSYvEN81W3KgWQfONNXM1F3v3gfa/HOm9T92nSDdaCDrqBfvG23+MdP6H6NOzLsOORxoxZuN1qXdNtMUhrM8HLWyfW80Pht1MxoPNHlCDzTMGPWxIxyH193V87QHjbedLH1ZrdwPlw5tbpdB52tQFwx2IzbXHaPPKfvtmunJoEX6pgl01gpy2WwzbnOyb/ifuN2uHD0MXX5XhHHoGWdw9n79oLjgYHvcZL+7y25kuLpmrf6UkxNif3eFNZJSmMCLg5a/KHe/m2HN8l/GHufIy/oyZX62B1WHKb1GxVjaF6b6tiRHLH35fbhdiLhgdz/DQu2vg13EVzBaPQArKVTfK9pN1t2vFv6GK3fbBQ/z1YkLZgAjFtCJH3HynDJaX7O6Dpo+Ni3uZo3Py1Yp981AE3e4lXN4Ui8wpgra3MUATzCAyqzo6gZWiKsmt4Gzt/UzmKZvt5bwC6OucxrOJ90Ybb4h9jVg6evymKVXe9ZdP8UJf7F+P228CEu1NfQNC8djZD99f8y8KGO5z9H7nz5I19s4kE0uXMC+e7zDuRhz7O9dIoPR8z4Oq9cvxIvlid0bOJw7y3fB7Dp62MPbrrkjYzsryscbPWgzCx49IDYi89XCHNmrWffS80KbZ+NHT6GZfEdv8gMXj71FRmh7uUe/zkyTozecn21u9BbRAgzcceKdD2T/gr6TcIyebH8659HT5BNtDlXj9xzmXiQ4M9folVez4x+9xVuYPfhxYPbCXVZPGHHxNNBEIYweC1xtBacZ2IXbt8iVtIANo9crPcF0xqFavKcla8C5RkSyeBMnlRy9lIEpVqQV/+6HdboK8vxclRI5mJMdRu/DunRGOOJu/sVTGaQeBYiuy1fl8+fnlEDu043pxW2oa9fD2DSRDbHj2RnkemHXmIJLGJzs4sgSBlIucmlJkTPYEgPLr9+vbJJPbgMtMDvt+lk09Z4BHFinZraRX3ocwT32AUQWrvA0E7oi1i+42UhtfKdd3MhFHaYvwVzuNGz5mT7TB24tK9doZsn9jqVF73Ncpu/r/sbpy7kpayZ/36WWxroDKUzfbHZlTZ8QfA/Xf+y9V+w5fX/fgd3d4+Cu3fTBdh3Ku+feXR6Tuy7Q3cvFis70ZULRabKxy/Ui2pyqCZ+y3VPMitTp++Esf7u3IF5UfVOnHD1Ne0LquGt7+uC20LLdc7D3W0MsrTyMnrVx8zx9YGAxSp8jkHd5NphQy+ghS0Latsjt7F5rMnrtbRlqdk/J6PFXzastDJjtHjwydzAsidXsXlsyd+2NJqoZPZVzp89mWNIxW7zv7PX7d1YbCvLeP3SA6gh8Bvm69BpK1FUWSF1chqlzigrV9+lYwDfQb/mFWF1vRxvZb0DvU1bmlbS414msNlF0sDjB+iFAQMEl6hO9YqseFDv4gSE5Gz3R6n/Wxfah1dPUWeqJTO1/BjDas43sMcvXXM/I/geUjeg/lqBjoMlBnNp4LUXLopuDMb73PIWejyfaeHclw/4bwNtFWam6FV6lfdIVX4lhywfQ/WK3kt0Ob2UfyMeHSrDiA/iCkZWM2wToYC0z8uRE5v0YwIGjHqfq1a5AU0yUuQljSwdQ9dynkPVuNfBqCTcXkNnVBpBmQNn7sXVuqHXrkDbGtYsB5IburhfzkPI0hqCEsa2X8aBW4Y+AwfmMQntxpAckvzt86HrIsUgcnxHumBB4+eAVDuA+cMXx1a4MoIrAyBHIrjiAQNdPC4SRnhOssgID2ANE/NTvZwewYfdZR18Lc3ZbP4VlfAN/c/uLmboF2AFkpx/5Gd3fu4HDO5sCL5KVB9B6fN7ALV+Gcwz/xRkiHZXsAuDz41Vnq2dACPgP4LmyhAp2neCZSTW2gB8bCN2XIq3Z124Ds+BY2WcDZ3vnCZQZhCZjkZGP39oA/t7eM8IGwsJ3+LkbQNsx1um1jNGpA6jAlwpc7BypeAAt1FJnx7VOzQ+g6tsoaLxNV0oDaCFHOe5WFjw5gArqBMGuvV+pD6DtMTX1XFZtABVlrXy3bXlPD5hn/VRyRPz+9JEXqNi9VEiC9R692mn3wHesEF12a3Tc3G33xQMt3WVjeqONXqBzh45tZc5gQhpDCz7Kra7bLGOojv3WeAwz4To9MpUTNjr1S5g4jSEvxYnf2QjLjeHc38b9SwhbA53hhQRA2FU5w3UJFfg6nOXhJVQZ09zyGSzUA7CEcPwidjWDTT65lhC62d+eM+hM8LwG/dafwfA5pxxqohsoAcxgisPEXrqWDI7cwJsrke3KRYvrFypSQY8JLDeH5dHLpUEw5Y/USE1flM8H5/F0aZygFmvkZRutWHf3YYdhtH+Mq0Onzq6i5aGyzkGXjxCNt8lTIK5xbPKvouQI0oi7Sd0uVKPZNNIQvnE3XRpiNMJm/jCqBBNFwSrOezfuE4fDmAsmgusqKsmKsk/8hhEkJ6LDqwjdRbrPvofRvjiOcFfx9/1nnH4YRrs1izFW8aP7+RR9GkartwDEreJ/9+fwvB/G/106kKsIk0VlYNyG8SUtOmSrCN0iPWT3w/hfjOt1FW1fdwfZchjV+sg1VjFHreAhH4exGlDWxh55Z4suM80jgzBzGx3XtHksyeHaRkNw3TzWSkBZh+PyNqYR641w7DyWXQvp76lOj+icR8fxVharnx5ws40pF2SyIJfS7I2Onx+dw9d4gtMW0WIVxs2nd3y9ejgosXYUmilKdeMAqFN0dcTPtny1s4Cw7ymq453Dndkb5dK1O/TwCALBTdGFSdm2AcwODYOMyR82JHsiZopCXCiE0xSlT3TDPKh5LXh05G6Kxp0hnO0UzRyGiSOhnAXpEQRn36Fv9taAf0xR7h1iinNaU3E4gpibHUo9XBMMzBSlWFJzk/FiY4UceXwBobwdKrwdOMYpmrMQJy5aLY3HyD1/4Aw7NNXV/zZKT9H38cl1SwOdHrNXD91hhBpxLL1p7h2qP9rs8ig8Z+1vHO6N0G9HAXm9Q+1k0ww11VnFRwO9ZSg4QjnMAXLCDt3j6LMLlkG9wHq2QD8jVPARltceWecAxhihdTPfArpQmIERCmBHG8e1O4BwDjBA81Nc1oTADKFcFqj0mE8Ca4bKHAA+P91chkyPcVjbCamtwTnPT8DdKgAz0BxAQLZnAYYeiOZMKLMmCM/4cXUa+xzgseFZAduBN4ZnoYwCnhuexXQp8Hd71tw04PPzs9WE761u/oGaNXL17E7nzKLe9n+7A0XG+7N2tfPxjvY4rzHL5Y0zuNw1bILlLfcOE2PkZuZnGO9rWDggtsQYgf7LPbGlV2G8f8/Y5BhmZ5/xHmmcneCsfqvlvtsI9Fw93is4r8nRPmd30HjtbbnjzHhHqk++AwmeOs+1xRXL/T6Wu+RrnofMHjcC1WK5+/lyN/xw2rVR/Q9mn6xDK2O58/FyN/1eSmsafRPMnowCb0bLnTbWLd+Q5OI/6XwC8tzl3p/Lfe9TzsI6L0YZwuXu568L3MaoqbPdqMnCDDfTebmHgO4CJrUTe7O9Y3RkFkw+RcFmvzzz/uEeb/YxP1t/Z7slYO8pg52eBvvTesX746w60qZX6+dIxPQ3cBUk4spdt0m8mEZ6+3d6XMtOdbgVylonYLHStrBZiF21s+Lq4ETe48fxc4ZrXBXFRP0KRk97GM7yO1aiWTcrzeTG0j0ZalNoe/TUdo8tuNc5FNcS4uTT6z43e2fpUJX/HBYzyGxuZf10KMbFaLU8ylMSrnLd/LeidbZVFdJT/bMRqRGFTG4FK8Z9HhjzwjZqfWgrGINMBuzUE46ApHIr1vTPRnleto2uA23FR3ASADs1wlGRTM6FMMx5KM9rthHqRYuhazASBPvUXzJ0nmVb9Rw7H6dLpckPNLdPhK6wSSeaGMKXvEEuRNXizgjE+FldhjOnbbFVs7NtfA1o3ReAqYDYiSF8yZtwASZ73IkiRZGcwgeuc8q8CYVTMSFB9mP7XrEwgNXd7yWnveTE9A+c5+OUMDx6rCcWYhHrYwuUaGJRbF5zL0AlGi9fjO3zHMcExsHbIjRobMW886RVhh6s2r5AETund4zKykr/BvS/aNpH4999BnuwG+S1VTEwWfKwufuTgulavY/zamoAtDd5NpLdroo3bQqIq8HiHkQvJrNs7L4onzEq3fcWc1LOGCzBdpDq1/lHWzJseXIxz8ESziA17vJnhg3JzkDShARzs+GO0py1HrZSC62DnP0oTeQ3swN4zMGGGEQ2Gzt1s4cVLz1nNbJt1p95ADlNQMZgPY+6DHT+abvBeCObDTkNLluL/eP32maUl9ZipU32LYRGgcFG0paUfDFVGcSYBnlypzVNiE6bMNo1qryDgyg2DCXZhgh7/1W4PJlKYzeG4TOWkoN03EAeTDn1YbgdpDfIO/NsA4WTsKlnOkjO+2PQwIFsBnF2OHiN/JZgwTcgp0A5yCtukk5ZY/QMkur0c6+rH33oeuNimln+7T4ZvL10niw8ZOxWXX8mD8SXB+2siOsgj3022eqedekdy2gH5vEgRmuT3xHSdo3Btk1RCwdps/oB77OVV/PQc+2tnHjuQieDfF0X82WEYoiNU6Zz6QYxt+sTNxna7vbSvmecUPoMfWuTFk3bb7q7qbnryJbVEepGa2xpTxG/DK6k+wZhdELRbvJrZhzWYGZCQy8nMkhzxCEzH3bcQtcYvZfpg6a9O8uOZ5SBQSoLDjRZ/mPRI46OB2Hi65pcvml6tOWuE17Bd+O+xHpdypIQkz47NmsC0vPmDBvMEL5/eRu37G251mmsoc+5RmKvRQ+51mKp6W+5Zo61I1QacltDWXcaBzzG8phXXNP2GiimWWrUD7OW090da/pSG+23ptpo6TuB5R8u3gda3HJr7UCDFDD8+LOOJu2c7uuMZLM1bZfFH+9uL7bM9N7vAy1iQU3GkglAnGN0I62JHmImO62RnWMmC621HGIg3mCNrDmWvIXWGhxiwp3WTB5lmYXWbJljE5ZFRmNZZJKR1gyL7LLUxryEtaNsbMzQni4yzd5lKPd5W/pHGf7YZf+9yOKfa44EMMoI7hzbHW0ssgQeZRJupDm8ucg+a5TBjDmm84uM/m2BEyzO97QBztJdR2LZLca4c/+zbvezTeghy46SVSP16KyDrGVnk7tBjnJDnOlIo9iv/Zuuhsw6Ne9vBphNew9R4HL9QVuseaj8nifM8DYE0PPweg1DTc/NNozlRq7LMAx9ZyIgcXEbDv+UUJ1V/I253MRQPQYm+CdFtTgbMz9nJggZmPqz2wTGtDF3dl3KkRIDM7BvTPtEr2R54RuTuq9L/d6YBth5XbrFH5ipCSIpmMWGiGTxOSLH4JqRJnswydCzcVHbVcpLP/+ukl1tgoYwltWXlpTB15TlvZs5+h0muYatgv9eVLXApIoPNQl1+kcb/tWGnUyy3S71w07et73Kvu2kicBFpnkn/evYW998skfoYtPgk/5v6a3vTtkjapFpgEr/ZualVczAlSezEfjvYKmaInY6y/PfgjwbXeqYo5jv8o4uT4YFLzND01NelhO9sF87XrJBXs1ICte8lKizXtoizcNg29fC1FxtwPicELET5skBKI2EYmPMRQzUyTETNStW0JRh62jqxZaRnUQkOIPhATiT4l6CESB8wvy8PcyzfyqxH8h2Lem2PZ3SF8uUpZepTydf0ykk4d6lbns5Z5m9Mzn6Ixvj8kZOUDPk64E8DWcyegzk8M7RRg7fmWxDBrLkQPsncNrI+ruOz1mGgfz+NzJrH0uXNjI7rmP4sJHVex0794FsFKT2WNjxh7YblqFvW9m31m2ESuc1f2gHX7d/HuHQ9vIT237Q7OjKXrfzEz76uKG97RMbdIvo9so+cuVz2gH5Wn8ng/2upvqzHOzXONW/ty8wa7rWF7NtepMFdqtyTXXzsdbXY6e//7W+fzs9vK31t7e002lrR+11qvf2a8kZAfDNHQAUXcEUgOFt9H6jIvHSpTPhvb8AkPdGAN+9lNKdOmcuAP51LKrNfwdGK1y/l6psf/doi+lRTOlJPm77m7w2hn+eGfsZsdQo+fC/VEsdGBcxNBj+q26mIPA2XamGf0Ku+7hbWTBx+F+oW5xda5uaD//VY/bQcxmjJMP/QnAe7LS9b/hHOYwxf/Uf1vz94a/biCu2yW8rLuwLynXEy/FXf+kCMapr3d7fnE5CC+667FSY4e+eo40DrzS/kueXbSwQKbZ6t+0I1ZpLCxjFZyZc5/NlCrSbLfSKO/xf2U+dobMq4IOatIAtUButzUCt9iZLY6CnYJNNGPBRq9mmCnhIaWSTB77P2yyfjCcGbDOZRJMLlunUfOehi05lN0y8zNxp60FmE2ws/m9hu0pxy/eWO6cmUFfFZaeg7Ca87nmtH1QhuD65776v0+LbUcV39xNfP5hRbKF2JziqqaYz+72WE1+2GFsCWOeLyw3vbDyfVGOB6LOZOr8LoE5OC9qyQ6rMlnrDCb5aRki/2YHxxhN8XjQq4WsHmuGisakc0Fja1NQMZJprerMFMtuNb4mBTViNB1WY1feU8WQSm1kw4qbmmgdENZXXyv/2qbc2s2zSFQULe+eLz7rWSLOVyc462V08RXqrnOfq7KXpPchKE/JvjgllJy4hwJrmWgQGRdcKt/Hf+iHzZ/QaQ0PDubsSzSBGY5M/d41d0tB4ri40Nfi5g/SuTZ5mjdrzK4hjDNKf34RivEZmePlBBNRmsO0dbq57E3BMNve+Rq93nAPZBNtLzSWtkRstI84F+Tpzp7TgHFRHmXuT+eYkcYu58Nlurj8TzIH4cHNGtLxcSFebs5PB5XI4tVyIE8cGmT7MeSTtLXZa3bPPfVG5AwmMpjaIjFlwWt7Iic3Nx4uGRxrIQYZd/JZAcvazIBMHUeRJbrk1bn6jR0bpc/3Zn0k0c4TTYifVzzCJ+k7nINechM4svPzBFKyDvJHq3wS729ClrHHqAeh0ou1MnHE10qPL+OGOQfK/8tx1E7LsQdddQ7mNO/cOWH7xaiAU9AcE5AazYypmwFogdzdIJ9rkZ9dInBHAxcCaFSVMyR/iMwnGIMbvJk+1xhkHYxC+se4J4A9xuU1SsmsM500qzRpmYpAw9D23XQivbGdHW9utdFw7IxnaLnRG9rqp3WuTqF/TDmwNxXU6sd2mFrQ7gX3tJHE4u/Af1+5c9rID1FJ2Njmr3WRGsmUVyQCtY5cFm9o9/Sh2WhvUbsC3sPM7iLSCHSacI4fzZwtCv5GWg9qha+4Lo3JGAARxK5banWcLzamztTSGBUerHDme3KwEgrcBxGabgD07QN9mB1Rkyx1pRnLEl+vLstltmeWe5JttfP+zXeSecqPlBv+Scj03i0Rax5SbzhbP1pOrWhIOWFKOvSEbHE2OhmaUW+lWclKwoVwSJpIL9QHlDGkZuYGuJ+dvthA4iJyjppO7iR3kMLSbXMCM1Hf+uBaOJvciV4+ztcXk6n/suNaz3WeOC0bSjyM8kbMKHYOOkG6KV/U/5YZYgu4IzcJ0HU68j+vPbYwG3VecgW6pF87jdchvAvuseRvsuG08CNRpyFonNNbQc0wnzXccbwfdwZwFGKAsnM46F6Jrk9XR5+iJQTei23SuwC0+F/Zm+DHlhtcg4N1G5UIWnPvQh55z6mSw1xh2Xgbd0zAL4Mdg/xxr7tvJIxU2QR93LlrNq++U24qbzglfa+6mnmYObG86B23n5rWGxR8ZdN9tMffJbEJ0D5fdpxPMxYEd50LPGc6m3NhuwTnxOOhGg83lCvR8cyHDXFOmOP/pg+64Hllu/+t43nTX4mRzOn4Xh0237K4qF3+MNUdIprk+VvReDbo3M8q1j2Jj2mbOsewG4y4DzV119qam3MQ4zRzyNeje67nkeORd5lw4UaSzIe7IoHui9pFLO2hhC8ccc8pZ5PaRkmYs54HtxD4SGnA06CbGHeT4jQnmfKk2L/cte7MEaNDNu8PHoXlMNpTn5eU8Istx29hxgZnjxOD6jHUgi0y5WdTGcXzR2nJ+Msu8uYulL0kYdDPvonHodL+2tN7XBiHtux0Ly4nVkU3suakd9+Hwf+No2SwukRpxk69+xr2sLbXglsY95QivKXdM7xS3B2tuwCa/cc2z1FIzGx+a1zLi8pRGdg5qIY07WyzviVes5w6SeuKR88NRGs+BnOUF5AsNP5XQdBAmx4L/lslRFvQhwJBS9SY/zBoJ+Saj/GvcVDcQfDDyW20T+oz81lmDPtu+fcYcsctAADrpGwV6B2vyjrIHwguWfHvvtm/XM+AbBod9A5Pd3rqw6puCDVJac72JIx96MBCCrvSmswkE9nkbWQOixnwbTBiEsXiXxX9v8lYV/0CQcIq3+ibgMONbfw31LfCWUizTQLztRrbNdYzH8h4b47Klhw1xs62BED0bORvr2OJu5Nhaxx4bxW1Ljw0VdyDZv89brFjm7RdUjvPGG0RCa7wNbaLgO7yN10A0U7O88XB7tyjY5E11kFRM7iaxSbwHeStcw5BLu4028eCN3cbXQDqpU7xxB2HYrm7Dm3DgDm/jNTQ4p1t1jfC20BXd5mA/N8VBrrH53TDL2dy4Snk9H57eYjCirov7LHYcpUH6M9wrJHdiRGN1h8S2B5HXnVNThwjK0QLRgtzyOd6QOQS/T4YIQ+jPmxgyJFfcSLGerayxmzjMWslMsqYdLVZZm9AMa4JikrV+vr7apsMeaxgxuppPx1iLkq3V9LyyWv22nmFNKC+rdl8brLUM0t9B1Y5NSGNKte418KaQ9dUCPZ+aRQynluDd1TiDcPheaoNZ6ppGDg6XvTP3cENPPbnjJHqVLQPnaUXaUtmiqzwWAdnCefALnP0faS9khAuTFgU3BM/fjlbBxJJYbyl3XfE1jpx6uUVsYisEsUhMOnEIVc3Ug6gLPsj7SKE11aquDsfzoGoExncGVYsZHn6EWlDtsB2vNdUOGSf24HBqzO7ws1U1pZqK4aEH91JTwUgWd35HteKK2PmNCDmQWtvqUKIZVVuOF1TjHx5WfxS1VU5+PjWlR3pbqBXvCqvhbKdGoo1PTKAWFtvD5sOpKdzqkOzyaSG1PeR38zTEtjoceDI1MxserqnT6r0eNc4T2DdqOitZGjVjHpKmDQscotO0qbcEAyux8VuWCm4ITXqOw0k7j5pMGj32/gQejhonI51ld+nt20v97dgzZ2bBYYFj9GRzxjr1e/cGI/fPmR1gXsBxLLU02XGZmGHIPK5vsSU0bBli3k6+nwMDD5mrvzp2CQ+PN5OADxktfdYCGjLH7klR5yOehzVkxp/528uQWTU7lRvu1ZBxcRKnsSFznIZM/nDI6DyTOUOm246JmXTbGO+cFoZMYXPCTjFk0j+38BbJN2TizUYGQ+YHozjVFJttmr06ZJ7BmZb4kPlsMTO3G5OYFeOf7BkyoQRfMJH0pUy3wcksqRUz+vIGPGR8WXTXiunr+SMnrhijlaffIbPZw8n1nRWz7uzO0q0YP3s3pxVTgXdKs0OG2HXpFNCp2V2C39vaDNEBJwtejDZczYjO9T7fQCkz5qG2Nda/JdFJe9/qz2HtZ8aeCGVoddy5eFs4sZ6lPasdwRjC8BBfwm62Jn+3cHRz91GQHGQ66XeWzBbGB0qUr0fhvlzQOSPbff0Wrv2pZa5HcnULbR29SWLpGw43Wr2FRbx8h5TfgZ3tLZc/JuxkFNvu2A/AkA17PAF+8URiS2YHMu2FsRhTv4FIGbb7GWFjmWkZUG/4nAVk+SWvqp8b9iczcgFu2Nm/VLYes0v9btiuZmcZ17uGs968VhohKOh9w/Ckfr0znPXOK5fRmUwpBnyGs1yW6fLtTMdcSRfQOK3Hzudku7t1jWj0RIMdv6nd7S9oATMWSw5quhn7HitiQPZcLLXa2yob1/TnZJyER3kcAFw8C2NoX5/698hEMuimGIZ216MRquc28LQXQXuXTi7ObaQAY//RvWBOjQy/JNOii/vl/1Hr6L40tXqL0Pa4cIU0ul8Wg+lxwD0cpS2tGsZr6e4usDPycMzgoFKbFpb3TOg3V3wMT0h2Nun0npC7W3ZPx06Afd51d+t47oQ0sg/zGFzkbL7TfYB3XHfd4HrHdGy93yHb8OYb4OUm3opxlLIAY/xl52uLft72ePlEOeKr3XkEOJ/xGAcQnopJjtxC5WCObTMyMYuN8evbnAjzq2qJyzFnkZF516NZ5CE2e8Zl1p3hJlyv/Glr9wynW2/qVlfMWdtu6hqD5qYrvdMscTkYTrhfsG/10EvKBJsXq7XU1eJr9H4r04hmQ2derj0X2zllW50Favq4c8YiMjPSONzGZVrersvISEvj7cDbaUVqb9TKzNhNAnbdj1o0U1OfxbYlo2k4DrPXbAV+Rrn43m8srLc9y1Yys9EITLvDzkLbj27FGJmdxGLQLWx2PPdGYl6ZoHriIVcAFpg2HjPK2fialLePkml/w6ltPM0lHx6b8c5a1DCrZHvRrPD8ZP1Y0tySlL1CbaQonNqnTbTmdK/ITpq3aLlm7MZz3XTXdVOWZpybk8tS80ja38fbP7SgZGtnzjwvT7ScbysDWTsj+Y67X+REYkG1p9F04+9enQTULvrzXUcf7PD0HMFogFfgXI59frewbeJSmjItY85uBZ/CnNRdMS0m3VN2yqWzklty5Jciz/+zklty5OaKzPH/rXa8KwduXWUkBe9vB8yiuk7mxGkdVk4Of9/UdExoZeJ9UzycOC24cdP7hHQfAcEj+FO0b4rXnVRbO0HrSCq2urqTyhAcXtKR1MKeSs3AkVQCULeTMqlTKaA9klILM2HbGY2kVrid1A4vpFLPTgqh4x+SVK99coLSMSMpED+2OqD2VjG6tLo9eysMXFpZKDXMEyo2DWU5xlaQeG8FQjgUxoQ3Kbi0QoaxVbibWZkE7j0YA+EBlC+tDIrbxRZaI0F3tAWSz7WUUof+fK51q9JmKMVi692PtjR+rtWAiXYIYa4VBifvPFstxI7ef3wMgJ9rka+IOcS3bUvMhdsVE+KukXkAN8/k5AN9YGmEds5y3psf62hy+NU0i/LsPLFX3zfVvIh+Yb0H1Tybe5FujYVhSk1n2Hs0t9aMKF08Oa3Ms7n52H+HOjttHsC1NhGZl/emw9H326RfFhk7PDfkRFh7crYE+lvab6t1AsBlOw8HsnbVhyU8MWaBz16C2wl9p4mbfOIhM17DDM/v8zn6OPND/7/Sp9CU3kSfQtgM+39y9WiO/9mpxogz6uDS7J9ojrraWw1UWJZ+QQuCXpt4cRdYdwa83nOVNeyaY9sFLG51ZSwW1nuxe7kUQ8SbKBJLMW3fi9W7pZg2MH0sNjc0/N1jsfs0E9NqzizFlmAs9vpnYrpBbNFeU1Rw5Esx3V6chefRmY2amy3Y0dkRmZuFapsUirnZhh+d1fi52XZQtjizmx726IsztSPSjo25GYFbnC3orVkaWZwFSgvnaEdnIqA5N+vH2RrAX64dKJu1iF6uXc/NGiT8hOhs1mj0co22b9a2h+3ZWrPtoX+erVmvwZpWk7JZoyizNcc+WNvu2RqI1z/A5v+2g2yXsm7WjMz2jarM31z78G170CzSe4gCh+u57Vswm7/d0+EbKtXEJRs9fJMP2zcEWL3ZsMSileGivSVVW4mYg5Wxyy2HxAzfkNkc3b8IOWYwikvYsYvtj+LaP4av+yAkvoCtzrGC5kCBZaPINFjjVxz1/jy/i6G8NiXtkaOwcJoOTyuwKpVCa4Jasiqld/+sN7y23ASeGAKfj0EFVQywSVDx5O+VgzFxsOHkOt/9i7YHKACasNJ4LSVlg7fP8NoyE3jCwiJ85YDrwnX390jMvGmNdY5qYubULQbuja9do6wyUHWxDInetHXI1WXF/wVPW1DDMJFmCak6+veUUJXKZD2HKUcj7ok3ohQ7uzeSMDDtbySONFxJkLbq9TNaKMfVBxxm0vF7yFl6BUvZ4PHsqNNmV+6FoBMod53wLT4lH91npp0C6zKuk7rJLj2FamR+YsGJc0I78wCfkolu+hB2faQE1bnInDUoMq3VO7vvFJShLPfc36cdKMIu7ZfMtK3sCNR2rGcyNXX73TredocWP//c6eWeW5f34z0S78fGmzospBc5t9Un+a8g+18fVwUN4yII2gPWvov0oGbqdKw0vIFERxgGBs5eg3LJGevEI5uj17GJTKaQmQS0LeoOXmwEaBdtspQQRlNdtl5Z4ssw3nP6XN3B9EF+Z30/3/3hqP4DuWDpz8w7Ms4o3TripfBI0T2VHbaHmaxvosjWMrop4rGhCqvq4pG3ksBSgg50l9TYq45ncvj0EpoJNJKTXxXP+Ddpcjbit8M+nyipwLbB5ZnJccz71hSpwxcelF2074KgjUSWpoa1bc2Ri/jzlmFV5tti/SgoPXgyqSH2J7x2v/P+6rCJc+ehnrm3+QR8bPjVZkxsBWUbfuycqo087EdLZd236NqDiizJJG7YZUZ74CKm5+o6zvvbJNkzZ49qxZA9P+yw7pvBe6awENTvkkbYz+RurWN3QZv3mcOAMt41/qjY45BrvbcHkblms57PCrtFXrOcbyEz9hqLZb0I8+jFaCOLydhAttJ5hXgICwzFVsMhJu26Z08HN8dmC0ZS4yTvRAZfMgFrnl7mnBO+HIMcfahftIav00Kq4+bzCw+c6FMffabnqC/9DY5gI8Vc2BUhqIM+FWxqsxaYlJlkE98oZZnFdl4HXruwy1v+f7ldz6nmfg+RNWhXSNJWxpYvMAaG4l7MFcCKvC4M47KrIsvstDDIhzuRk7NWYDjpI+5fvhkVMpFidiNWvChc79LUZe0zJxTU5xl/X3dL2DgYFm1c00dj7t0f+TetanubkFftYSdnXdwedlte5YIGXcRMYldMOfkkdlUe5oJGXIBvY/fON/G1jd0+3IRvY1fb+7qNtZQM8+6xVh3tZB9mWk3eyT4NtJKd7J+8yktMs99U9g4d5s9G2Y1vZoHOMdfN7OCIm/DfyjLemyCLFvpSMOu6u83XrkH3plW++kw5fIgzEnmYJxhxQsb4sji0izqR882OZvjqHG6ABvgiuPfY9F4x5jDfONaYPLqXrJnmp7m9SA00exraq9s0AxN7EcrDPNsoE/FxvYzPsTyrlx15TLVBMrWBVd8FXSxhm1bg/TKMFbrBDAt6RWwyBpF5oNNrMYfz2h4n89pla2GNY3m1qi43uCz6jbzoHxSev+hiP+lqtLJPYnu+ii3Sbex0TmW/KMK8lj3iZvaPLmfx88ZWtAimlzk0+CStEFjJu4QHxG5QB9bXBDGgifY5Qjc3cOwPdBB4eYU4xDU4txwfoO8Sn0WrfauuzJfsKkXnUF15rdcFxW5dME/UBeJcXY6Gv09XvBN1YeN0gX7h8LzezB6Mn7dOZYl2n7Cj5E/OteD78PC766w+q0E37Yypj3WnZ7D65JnnhrWSjqWn9H8bsvsunzD2/BgMb0iuxay++0cTcjVa47Ii15BW31Xq5bhOTTkTcg3k7xlqTl5x+LbyZD8ukdl1l6edc37OehTuOho1B3XMw2XSJFzUcp9wt//r0cBV0Iw0AFjRlqTdswrdmR4gK9JY9XlX4b3qJ9Pr8L/7VjPgKyn229V87q0pwbPtLT70lpeqwXbmmHjrPXqznQ/G3doQNtveAbNuKY59uGOauphIeMetfk/CVhJumstEMqcDVbVmjqApF1oz1aVGnDBT3cu0kZlvMbxUXTPcpEvVFa0YockWZfeqK2NNJu9Vt800wWT1ZcZXq9eUwfI4zS7rdhVklPmW7eq1OfbYrt7La+XNELvOVyHQ2eJngt34iBXa8eWMWE/ZzONh0d8KW5hfOk1rrln31yK949zZ8lrtFxwi21yLYrtlu7W12lab0tpZy+Jey7aFtcwutWRbLTz0wYLVq2o1WWfyfk8tg12WsZfUsp1jcWBDLTtDLFpPy442XkImWB7tpmU7vhKLaRlkF7BHxPAYpT7Ac7GaiStHdx8th1hG63tfMPUsXgNgEK3zxTiGUXbQqn1ErPECWvnz5teBGe/buh6FlpzRmiuY0eufHVcevX6VZ5zfgqvx3evH7Vbcvf5gLTnbaiuP1q/Pe60mD2Cfl1qhCNxw7QC2CGXJ09eZ2DqGnbbLAssYdmuRiYxhl8sz/myL4XvYj/q25EZ8GAt8f/mGse3cpoyVGReumKWHW/KJa65B+2Xt3nH/Wi6r9YKDr82yqG+3sPtZQ9aSf682cDRVVvNe0+SRsmyW2mDVu+FnALSBlCW3XmegdZUs4l2WLXtk9SwyZVkiy3aL5TbIQkG75HddH2vK/gp2x2p+7EJcuXbYMM4ial8s7q5c7os124S7otu33n+rHg++ciVUIUPXY01sXfsEtzW4sh2WvyarYXkf3V5YrzGMCu4V85fCQv+bPirPRlgQbxfDrYOFbps+ZtgFy1/WPNhZK6mXed8apNM8arQCFqSMI1elUeNf6fWmuW32K42Sh66IjcLeXX+dCBlt7dI7aJyLhPm3zhaRITRdof/CMNeuzdRUgd+BesXaN4RixitL2K1gPuAVokhbAZzuKoj/VuD0aFeL394h/1xXrc1doK9vWmfCfpOrA53lirO8HOTqtVFSLVgLOwKJa04YOWWd3nGBKetCefvbFlyRmbI+2261NeunjP1utUnhWeu+vSb/s9blS038rHXLJBfNWtcy6v11Vl7sW793WUGeuH4vspKJ62fyim9tMdHQdTU63l0rLNhq7vrQbVpcldyiVvTuMF+NW1oF7LgNuKKV7oKr4/tZ7d1u1xpp/R571NVGqmazUttrzcGsMhHPNr/UGlNZZbmT3B3JiiZGjbTOlGUeq1C7bB0PY6V+kTW6Saw2ttg3HMOqbYUh9RmsKO6vPIDVfP6W97uYjuerBcYS7Cg7VplpnOPPXTVxHV/MQ1dNzOETT1y1/paxos5auU9ja1i2qn+xTL+CMR20iuls8tqnSFjFxnwbO/SY81h8LWQ/sZNFzjFAp7L638zuenY2C3LLWRScJ7StcfZinxIjR6mSopyjCl45RBUU5QRV8MrxqaAoZ6eCVw5ORapa5fXSXNyWKqCrUh1/Typ9l6SCdkMq6OtRCeLGUCcza/Ts6J0/+Sq8ij0BV3TD2PVexTa2lRTmt9Or7fwL3Hw1NQtYBTKxAp0FqPo64efabfupTPOsm6tPAfZn3VJ7T+l+YoX+paeyjBG9uj1kC/R8gbt8slm46xTTIzDPC78POYXtbf0MeqTVft5ry2srr4Uvszlt7Zt5VbSb32ZnTrLGXEQUO03BBtdolSlx4cJaPs+UDrUDKfSdlZlkSgGdVzBXmWrzhn/C9pjSeYrzWzlpPbnI6aWIVp7LHK4e7runZbt6vOx+y3b1ZtN9lu3q7Zr7LfPV0x33tsxXrxfcYxmxXm+317JjvVhtj2XNerDXXsum9ehSe+ym9VrNWl/WWWHc+gN5PMUiK2fi+rmZQoauBldeKVlKam3fPa2NpDouO2xbR4rspktq2EWq4RaRaptySt06UhYjLruGkDI735I9gZTJ4ZY3d5EymGxZtnyU7VhL5DHT7GZaLssiUka5dpSpOs1Cc0hJGDg7Y8YWUj7fFlK5I6L/vVFFkp+v6t4Rkpw0ijX65CnrhzsmtLaDDzxjFPeIAJMGjNJ/GndHlHu0KIraN/POOJOPWG2Nu/6fspqede1rymp90DV3ymr1a1bqI04X+5mzVuUb/mxmrQLGWv5PXIPOtPSauEYeaMk1cQ08zdLX0DX4KMuvuWvwOZaauzZvvjn9jHvC8FBqxh1SnxyKYtZl67Gh2gadUp8ZyuKUyzOpyfCf/zriRH1dKLTzjantCqUx3LotCrVsw1l9L7WtsXbMhoTqMNOweUIosgMt6Y0H1THNtNmgJHiX/IgHg5o5x+KpoOojJ+rPV4N7Gyg7WgVKKS/s7TPHgCoBDJFsG55R+qpHdqzWrXNVJFGrALU0bC7MF/HPPTExBYznEPlKUBARMsMwIj/lkwWWMuR5xCeomzEzhk1l4upe9dAV5TXzx2RP+HmchcWFJN4WWybcTXsn2BoMaXmtmc7KjZXrUhVDd6+6tnJ3e9U9vUooq1VqYNh0w9WFeUgcw1Xgn96ZdogsLKmlhfsUcvaSWrCPj9IltXTfPoWas6QW5EPkz5fUMmRtIi+phY77FHJuSS2Xvn0BuCfScmFST02n3qz20SoMZHMfLWOLGevjvnNOot11zoU17QwJYw9r2jnNwHnIkj7zLEujdsWZp/5z954Qm3wijfdw8hlYFdIcfiIy3UK+2bKgnMTyjmfL8iRnyzrZwI3dDy398mZZ23HUKdwsK7gh0VoyB8s65Xgd1sQAB8siP8GNMdNryqP3UsZdUiwr+TYrD+O+kkEbGkuZiQ0IQ2ONPah2PTRWH5viHLPXBJsyNBad6utFZQd/14BRt0vGOLd7RthOWrsjk0aUl68amYIzbLR9dWRe543n1ytt6gjHlpE7tXYUHDxm/vLsitnpxiJYUrbA2m5zJ2cro3pXGltg0TZkGcXeEFjMjdmvaBv8inpvAizWdr4i6+1/xXXeK9LTuR7/ikGN/N5cI0ZWvfLseWWJuueYM12MkQGvtsYVniyE9lsO95QrdPZ88pDB6VjVjijj8Ep8SsmQK9egkqGeriRnlSgSHolqYXihwccCfAGDXEG+9mmBq1w0FuBmdu3oHa4A6EbgT5YaC3DObyXGDozy4nhzxcjg5uRJHFhE5p0LO9NaaW/8n/IDW5120LYrYgb4+FchS8AFuKKMCkPo9oYIK0k2OVTqBT4T8eoQRo32mzSVlc5G+ymIPUSBbN1oPwNTWVk22h+JRSowlVVXRvud9eyd36ayEtVov/ymsprj8lRTX3plJuoJg74Z3uDDw5ewUp0Uw6lnYQfekR1ip3ZxYFnblfDB3WlnuZZ3ghjf5fMED5Eob4XXOIOjH3O8+ekcRo/i99rSdSEX1SRroCpArCL2nLFsGzOCr1NlvYV2WaZjtGCeq/VzV6VacFUqd4uRwjatOWbQyDoplWkt3dbze1LJcE8qTn7YSOj7c7Dl7sLCwullGgZuKpgzMc5ail0EeS/26EAnYxAajtmM3id+5PDShlsBF9Wk1sBTQEz+5Wyx0HWnknrdqSpGWpbzr7Q+c0mNNNWzm/ZL+NtMua/pd56pQs0mdFIzi6ursRPuK2975fZi8ysEs7HA6vb3mOeJpTB7G/OE4jEskIhS0Nw3EPDEUlb3y2AnlhIn7kyWVdpM8blsv6TGckrkyIBje0nJ5Wcgjq4mJbJD6HJeTaqta/qmv8LcPWG2FXX9FHpWsQOoRqUN1NTwO26g8tuNnesXKbnlo9A2XS7jXcAKVbV8VPfT5TRfPurULVIunxln59LyUcOfLqf88lFnL/MFU1C8POL99pNG5Q2c7aRRKXhwtdYMtwntw6Ij1aaA/+dF9NOREX/avgHtjIQg2XsboCEYNo6Tg6O55dHSM6P+rymGLbuMj0Q7g5lDJHSFOaw2nk14l9WmQP/8bGwoM9o+B48NRcK2d7ANrgVoaYaNs3JpKG58LenOjBr+9czf8mxmqOVc8MfMUPi3vhg3Q66YgXFmNjYz5PlHR2Ca9cHEQlCDA3HrnvEro4PNA4V8KDY+yzyux5TLr4y6DRRt5kwIvg1UqVqt7sK3MDNdxHSaaxeTiHUMPA9kEFF0I9P/sUxest3LqL6aCS2NOMdpPpsP13ZuxdwpJi6L5o7RNE/R7TXCWttM4yaFHIUVuTmWkYWdVOByfjCnlWcAgitW2xsQ+OpCBM1Kyg5MqMlq0G9MGmJOuNlxvo1J68U12eZy6mZQ2pcR3HaaL+ZyGml2nguj5nLScFAa52QupxvN5eTngrOtZqsN0eXWFhycseYa0Ekyr4HoR+zgpFi5LCOg6moxjpA/q6B9RANa0ScSh/QrCdSVJG0lFGQo5bCzs7Gc4ve0TaI67Ex6wrl12qYemNvHtmgTMT/s7GvXJl0ZdqbQi0J/H7JJVMPO4hu1aTii6f4sYs9sTRK2MNAonW9aB63FNGO20egMguaZdZlplJuqc6+BXpONCihvNyoS6HwDvm/t6hYciIE/B7+PziTPzQSSkhWLWJmp5PmYZhyXaaOzMu0/HNN+12SKxW41plEWZDIPislPxvR4i1iy884i2GASWkl8izGZFfWAQkC3/FKImyxj5PJLgrnLLzlkLL80AcsvcQP6mXreu0pY7DYhjkXDFwqmnFwTsVaY59lCItH4Wy6Uw36hjQ7He+rChkMxD/WERcQUSziPJYXoaPh2WAqqHZbykQv8+uzEBN1jgYxhcrdUAq+RdkulRzdDixW59Z5/ygG/PswjnvHZ7RD3m/FrrKF4f8mHrxNW/VqOwOTcrl9uEqW211hOojTMc7vOGK1ieRIla87txsXHBi8nURJNc7sU8avg5UmURDO36weJixsuTaIkMjPO8vIIb1fdtbW5vHCHr9+Wv3LSeYZz/bN1UuMP5avg5vfGtCK/wNv61rCuEf4djike7zDIrvFV39ax7J44JwkOGTFJbNndTPwhOHu+JKWGSwJedjejmSm6kyUZW3avxGsFd4+VJLzsbsbjSHRnSjK27A7vQEkUTE07H94FLpIUGkb7/RVziCTurDiobGS44yOJvCJq3mQ9kQMrQM9sY5xRdjKwWtc6LZczK4EeC7Ce2sXeKhu7tHf28Fps0TULef3dfJal8v6McUL3uq/PfdYqmzMmQ7p3wWVqLrjNFxaCz74UOv4K5/5r1i0TMEQ25wqswIh5CDbHRdiKrsPCG7H5DvKT43R7seJkbCmcGQR7HJ9FDuhHBgS3wa5C1NX4rrI3u//RVr0zYH28NnhAe8ih9DU44G5d2EBisJkGonXONnBExR4zsje9JNdrOK3/S3Itbk+uzVha8yflcSxalXeci3fgbXk/o+j+35b3cCPzXobQ/X9k3ucEundH5v1+bd7z7Ll3cP6c+OKB8f2VD76Q8j6THHGm8HR+h+YiVmbfRh3ZmTE1tuNyYZqTrhmT9BhzZVYvvfBqYi8bLryEW86xsQ3BpjCqE91zzFvRgW+yJGM+nmPjuSTv02aOet9VGasJHSiuq/LeT+XY+w7LWK7oOGXC+8u49I+K49RLbHVN2wV5AIfaG5AxPaj6+WbKDlNqcVpOkWxE3U/LqWnMp9g0noLXcOpP+ylbTaZlrqhItLyaGW8m3fxbqqkOpOi1pYLrNOpcWyo7jqLlNbMi8Ry6ec2sJj6E4t9bwWNbxi3mV40lBlskHH9rrRCeZbud1u6vpvX2axp3Wd2NtCb/19Ga/V203oddyN9g0WY7AOaqjOOb6q5lid11Td2z7LH77qj72WP3WLc5lFxQsddJ1iPbae20ytZpNa2xzR5UsfG7pKV097TQ7m0j3ZkW2r2to7vTQruHXXRnmmp3sIjuTlPtTm2hO9NUu5cVdHdr7b4uyVAut7jfi0G52EJ61yMyZc+7Ao0W1/EjNRMxY2wgPmfr7Woqm7H+rrbZfTBqP7vCsLrd+7kdnEaDVp/NDdx7YZ1LN/tJ69yu0G2HQ+VGcrxMeePfEn/Em0bCtvPdr9C0kUT64WgMf2PdtBEB18PlgAMZnYHpwmMmHeJ2Mm+0Upu5eb2Em+NZNCpHovhx3ca1yHxiXNqTi4TycmUcbPzDIZkRbzmDmOe7eWBvYLj7huCZVnYSN3Dj2Mu2gdvSOJ+JvnRNLPgiq4l3TTyHHRQHapeVxQ2Kt1d2loccZV0l5QOtw+ht6ayrp91C3OJt0Ro1N2D14m1XXKbN1+JtMlvXaL36nR3u4m1XX51dxrZ4m0p6s7yUp9eL5Eeg/nBh2aGcB2gdLOCSdr62Z+YFrrbK81FwwNI2jqG9iGBiLz2v7BXGy3pd0sReMIN0d1AvkLGOcIAdvbJx7bheULKd155X86r0Wb00PZbXgG1pUy+FDuRVNogDDOo1vuuI0lvTq38QvMzh9dpk6ofwAl9DvTt6Jcj+XUsTqNoG4g9vZGtZxyHYyKZ2HQ/rSUHvU3pQoNepPSnqdYr3DASn2IjXu47t1EAWNQJYfM7/tbEFwGpu9S/VIHmd/4uOt4XOQPJh+6+u3vjrThQN/8UZhMN3/UqcspID0355WIZ41Ia+t8Swsee0ANqy9eoD8fgFwpfc2YrvRTYLv7PQ6g+EceRxmt9IB2aNTHnmFgrDqBryT44GrQbi3aR9S58l59JdA5z5o/yTWh9I9JfyCmQbed3rTF6t4FnT9XM0ZEsCygV9PkAQAIO5ARFypftJD+XYXTt8l7m2iu/kPgUQkQJUyZJNfKU9KvSkWIsTz/lS6AgvcG7NGhs16lDPt2y77U7NwqQUvQPdA+gDR0LgcT39fccg0CBggkBb8fo43/EkkQ0VhprMMebFWH0cTBJ5J4nAAXAwSYTzHYNAg4AJAm3F6993HAJPfCQEHtfT8zruyAhf0ifYaTkIh2EtV7rXAzdRvz1wC3h5dVGKRXGq16Zou5btxxg3k8KSBbDwjroeYByW3wUstius8iGWHzZ90/UA417spxqsQGBv6wqDNdNqJMJqcY3UnY7Pmm5qyiyHDQvGeyJVhWK6jFJq4CCLlAhfR7xYrKwcQC5UtFCAL7IcRHNKqwmtWqPlOOpuM0pQCPoaDV3TB8mawF5IAE8IP4JAnAnxhTq25kaG/gunqIQQpUY7p7seYOtciFW1LTDYJiMK8Lj35TDSaWSAbpT2wbRwz3FySyAARzYejFCAx3XRHQOdRgbo6gka3uBlLWKIjZ5jkzYRE9SRCnjOOcf0Y6qLukJ/BNVlDEiL4seXSEnOxECsM2VRAIIXz0rD6EtddFenmTvuWXagBOYRhx42Qbn0m5sqPqGQn78aZA6y9p8x9oSjla/MoaXzPN5NKHxMP6be83hk4kWUjcQz1mnKDLjbMntRCrwPKc6l0Bawl4Isdm1MFSIr24gEWNdamUmNQpmxNrcf1ND1QbKmTpXBcj+A0pZPjP2STiC2ITDAnT9oBjDuB1BaTgq0O3Z0jvOO5TE8fbODv7YBcs7W4lKQkhUdQ+ZHLreCcBiCnZb5kj7FeM564CbqGDczL0qSJ9VC8aM1sr8Jh/l9B+tzOSM9qxem4gmCjYDLDe87WEcBt4LHM74Jh9klbw+RZfDRGlmq0R21WXNSLRQ8rNqiS0qFJwN5DtztKhQ4nMsZGeNmjnEzxXjOuLgQ2WlpaTtwE/VCA5hd5kXjS/oEOy0H4TC0gZe+EbjhyKUFVnQM+S8FKc3oL56ONVdarfRUSQtFcYpJWxsSYrYXtCB2TRHbGmKY/7UNEMQUwW0F5fvpmx1SJmywoOrG8pjnbC0UGLLBkmgbOzpnp/i1sT5lPCnQVtyyvz5w7axe2B4ka9ozSvfyKuvATst7Rune3nsPkjXt0rzKOrDT8rd2b/be/+gk5dfcLgmTWKq/i4evuV3y6CTlt8mYOoyBjP9MA+D+////////////////////////////////////////////////////EbWk1to6/po/qDxnn5iL31xN/cxE8G+upu7n7BPL/jfRHIs1oFm3PRXAW7s3XYyzaIMAQ5TUaLSf4DqMgQyqI0TW0Jx1hisPODpJOUyCqf4uHnLN7RJsd2Exe2iHHxd9NU4lLoenX7F8lAv6lUXIXtMuhvmJzaaRw/ook0NlBlzbiYTq6yQBlbditlOJQq4N8uLmJzUSAkiwaeSweJTJIc4/YcDgolN2bhhJuaZdjLvvks1DhsIri5BlgMmZUbrXRVhk751XWQd2Wi4bEils4ifiUHCAofGXeE8hUf4GDAC48QFHkxiGCqB6YSepeZNHSRgULSSUxJ4uNNGtti7q4rCL1mw9VPJLqF8q1gfL4IIeiiagb+kS7Vu62Q/brfUEuLVsP94Et5ej1btGFhYt1ey/8vGenSu4TUbbi4jgu4JOwCTd3KXHlxIhjJsACUpYLWtzlyRfypukkpFWSQxTicZ0ezHp8K5eiEiQkbF/1cp/ashiIbu4NYg9/3UKnUi1uResfoqojC0s/cZmdu/GBjst7yQz8bivwS7zotE4LdfowmSjhShCC1EkNcVFZrxkCtGKhFlWo49d5kXjU9K0vEZ6UUhHnaCOn2lAIyGp5OBlxRTe4M6fD+/IGdwWMkQweMzaU+CY91rw1MVli6HbBIPVzOZa6PvPsigQnSK2TDr9nzBg3JU318T203BNSlRCleCjc2OAu7WsbN9BYOSbz+Pm0v38KBdUbsbIjsFLetEpOzyVgp9+xd59KLKJICGfSlzO3j81OH2z9QDjdltXeOsBxu3d1hXee+/Nt5JFzqdg8fPe8hhtBXioOwwX87S3HmDr1gNs3WG4mK0AD7WbOZjanfX54CxCLLRid0bWaTU3Ys2CQE9+MDZ3MGKH8ehOH7Wpc6/KsXxXm9Wd9aC2aZpAVtlfXTnHjcMyCiIbjv9fLcG0/7NYku6aLc4xbqZYFKetZfsRhMMQ7LTMl/S5AzdR7c5G+HCc7xjnS8hJgXCRSiAUscMwdzD5wdgsCGR31ueDrNNqbsQiFlqhXIDG4eDa35eQ02nR4zjf8fkmbOi9CRvifMd0WvT+voRpMOQ6/GTLHw6uUS5AgzJJ6CEXDH9fwqdjQORxvmOvTuCOs07gDpwvIR0DIn9fQrsbq/WXliE/5IKBMkmoGI0nFUp1WOyKFxIQIHAdFruCleWqrxh1dMUoiJA0FIuULbLhUDz9XBxErdlSlfDVEkyjHgC7KEtf0XgWS1JMI3VY7EoPoEfOsTZjMqPXbHGmcTB3mgYwncSrUNcUIs3y4qXrAF52miaQY6o9fTvCS896UFOb4r0qx5K72qx+aYmRFOkevpRydKfPFx/xqORBT3Pzg7AaAVvlIBOL7QqwOmlROz3NjVFypzCNMk68oCfaIfBALc5xcXs98Q+MbydULcYI4osxgkLgiQN8d1dP0DjfHSV/SbDnu6PksDZXS63N9T0jcy23NtfNHEx3+BBw4EpFA3WtY/CrFsRm55KR1JpQ7BXIqBBlocGHgANkTf3PkgfPYVrHMkI6hwpV6T4ptPz1CBQI9EXHKr2en2ha9aFLcc9iUbX6w/K/Qh8cE4mne66I4odyC4CwQNdFhUj4oU8p6zsh9zQVe07IKWz06qciZH74IDLHzA8ZkcSYmKixHoaTWT8HTqXih6Yz5zyOSwuwnw10TWe9x3Ml9ghiyR1rpDh3bOKCO4pVcBNqUvomlMJ3FKvoqZIW6rr81DdhUt6xiYu8yjqw0/LejdpNG9aTzMRntBCIZjAInE1cI0Xi+1aLa6TQiAw9MX54EkCmFtdI1WAoQsoyfC23Nler2bHYC5fBhAAqMVblJfvhGWZDb8GA0LFhxVO3kVLpbV1hsLOoIi7mCiQDTI64RoptkoxtkqyOOzLSDyji0LtCZLotV+qdBWZ6V4jcdWABmQhF6j/umHqOtJzeFSK3SXXEIwaefOiDiSG8PNBn4LFA8cRpyvPKFYSeIoKD3hUin4BB0vnAGntg4kyf0uGSsMEIF3GygZSXnUwoUB1EzF7G2szwS6ehi9HId8Nk81aXvZisRNdKKzgCB/UAUWZVZRjqMhqxb6RRl72YXBN/XfZiskbiuzsBg6Q2MhIzcQWh5uKd9a4Qeciq7rHBo3eFyJljdZBdH4q7BmqhE059SofLRChSTfNnOKKrRoDAjhMlMtQ9VWAx0hhnCqaD5zk3vJ6hcccLBMi5DymqU2FOGXlw7ksk6+DOYmvnbABbp5UWDa1DKFhO9aSnZ6X5keAQ5l43BDuWKZHV1ii3w0v3qyoGbI7YLp7h1LtC5Ep0b1ti4IQZsreI4byJwAJo1Wdvh1RLZ/Z2SPVni4pXB+XeuTTc2QarfmNH3j5wXqeKEdefc8ITNi3euR7TM8y9TasVLwkzLa+3AotzHvmoZ/kw0fT41tkdgnxN6XvSpvp3BZ4C0rKuIOvhXMVMqw+SNUkRJeiiFyB7OBB0tHfJYwKaQikY1g/SrgdoyoP1pgbz0Op6gKYgkKQiIRnyl0CqCOgOfY5IKHDnTxdhEf4YwIdaNcUWgHJHz7FJ2+jDrFvr7Y7QRlId95otzi3P0AUKxLoMWmGJSiiehmtS/uPhHcnBy4p7LXgSwaD33ntS7zc2s/yzLKqLy1YiFY2pWhZHwiR9E+xbutmuZfuxFaLkrpGF3LNzBXcFncClRAjjXMqbJHcQGMldvRDhnxqy8A0YADDA0JiLOBTkr1NoPkVURpKZGOy03PMq6/qM0r0XfbXPHGT9GWN55iBrQvKwWCF53Qpp1wM8A5vZwJ0zWHRaXQ/wrOyLWmMdIKS3dSVRSIIBCwbbIKi37gqRz1O6Q30Q1IvnNsgT1PEZOf7ppIGLxvDx0RKbc8/ILZfAI5B7EW55WqYxlQBepcsSfqXHKTfFce0wi4r8C3/rV6GJvcL2nK1i7eAilV0ratdTOLFw0bM0xs3kWlzfNrOcS8ly4+mguX/CeSAH5RPOA1ecc34+97FuqgyWTpCX5L23DFph31K37hyb9N41W5xbi+vblsjJUjHKXmKifSlZbpvZDaWAqsNO4cTiM8e4mlE/a49FfdzgzqVTJu8K2/MYN3O76FnaPhrE/4W/nT24bnkeDUD2VWjipkm029kZGs/nqOj17ML5HBW3V+CenaGhU6bUaRLtOiGVkb3hbrxhFhUVQ1/sLxQH3hTHNSxvayGA5a/0OOWmUW4ba0nnV+mypCeVAAYWMveDRsUfLbHD+rxsJgU/LxrDF+MBzr1lNP1PJw2Chkr2zAECvGfklqsh76zCzrZycuTTMo2CojlbCc3zvQi3fjHkPSXZfQk8Aq+IfPD4dNAckrQLFaSqe++9tzamyqYpMyDF0JBtFCa0tRSG3HG9Va39f1DN60/3AK4kud1N2Ss7p5fdSwshXEmIk92EbUwixSd9enYCJWchCXQeQXXZR1CqRd2hfXNT9RMKf++fMXbzPN7tnsejvYcU5/6v0MfeWSyqG6v0+v96BLqxjJB2BTIqIDY3l4wk+FXbmyDA2nsrfmjKUr5N1WWQw9LUiRCRWNiRdjwEaa6xiby1wppbRAJo7VXSCNmVUlNg5LwQhO9CEL6aAiMnWJVXzS0iwYyLVe2wW+FB7NBAlu7j5fOGlbsRjPADS9YsCOLtHYAVCVvHBnjC3nqArWp2LPZu6woH8GHvvffOsUknmYnBTss7r7Ju70Gypo3zHXv5YMlZhPMlrKOSV/e0DQrlOF/Cs40Yw3nGD9I74wfptRFjwPmO6562QaF1VPL+D31K/1BuAevnmM/aLDKoIFDnpbua83mIyRvOd8w5XI0vcY+moNA5VTTnvI5H6t933DbiR4xaxjmcJx/H+Y7PZ6Hy+KzUoXt+kuHhXKPmdT6fE4jxwGqTmDWNo3/BWpBNMSRmbEtVWUgLSG1myMJbo+b1JMODV6lD1ytUxvkSUuAZ8dM24keMWgbnyeeETGb9HDiVf/gg8u87/joeqTnmOVX0twWFins0wdX4epwvoXeIyZt36a7GCxUEyqvNyjF7vTR3oWeau9Duw+iwLqMRo2RSDxBlxvipWHdYvPuRUyut4E4S8FAjBZ5tqKT7OaoHUgANIxfw4CgYCmIoEMNwCsAPFIADBQoEKAw8qQizoCo0BocDZTFEaiQACggAEAAi1jEAozlJpiEjY3dbJXwcp45l8SCLKKd05m+KePbD5orCTq1IOLIidDsrpq43BmZtxY1QwvBcgysSNX2X9NUOV8+QS00wvBqD0ZrVAypqjJd/c1yL260JSD85PvDmsi2Up9ttDtR6qMssdJjWJmCI8IwxcvnQWORL/Tcg/MabPAfwuptvdt0kmhWzun1x24TzCABeg/PNDpxoFuBk+Wp4pneyM8ApzqBYdLVHz7E1FYga4JAubgRhF9xBk/eNs8Ly9zSMJcDdI+anwtdkesSv/6T1vljWiUK4MhrvAdXCeLORrX2flE38lIZY+Ul/7BtDA/O+T4nNtZjkDGG/ypHhntJn59fi4JrsKT2sFmE9LvijaZPlNrVP7e+IBCaC3+z4pIdObROv2+orbafegc30pLVtY7+z53vSQjl1Mu0buKSO6d5o4w/3lN+kTPT6vivXQTTI35uuDJua+vxaM3GVcCsdqrdaDke1Z9nPEhh6okCEGwaCXziweSZRZ+pz88AR98pb6bN1NydtvLl36U2b0J0RjzNvtnprvosH3izBZq+7SW3OzfgrbmIutwldkPM/2mkTSz37ParuATXQNE6ZNgKsGzCSGnNh6yeZ9jQJ1Fqbb70T1f36rBqB32FQjw1TGotaEaWndrxcWtSK981hYXZC0rHBZvZa85eR9XvuqHTsjLDRtgHMw1U+zyG34YAzbAaMlKF6GuVuve6vbzPVotF7iskksdeY5KcpwMgo7DC5HE1Pgcfzfpb+sUAvbN2BXcjtt1U5Je3JyXlSzuvDcnIslXk5yxuZ03hnTp6KeleJT83JRzUm5fNybo7MOVrv5vOlvszfgQRAD85q/7mDzLk4iy3GGWE0TtXTcdavx+lQeHJ1PU7zUL0lO0fTJhpu/aR76thu5KjYLJyCTFyP9pyk6dRBq8bYy8rChm/CcwT+kIKXwhvViGQNjWWc6KJFqjJnxnjfQMxk28ZVJTsqKFs5Ea+rej1NzW0tYd0zBpcHiTTJIGe92UbEGnhZpLElfyQhMFGz4GkcJzneuOIW/72Gk/AOTq7uz+ztmxKYNXD8jMReBgAooDYHmwDRjjMEJU/UFgCM2aWTtvpnOQXN0fbQ3Yzq8HPChJ92bLtUtdxtCLcAbT3UgGpL6Mo5HXvY8Z8NOCxvLDePbjYJPDXtmm6guujW7teES9OM6RRANS1Mw6Rfd0Z6+f6c4M/RmbQjWdkWnQ2oMXes0DnkCqvIdf/n3gIiMrSkMrG08DxpQn92zoWDcyKem0nCZnvEHoQKw6pajc/jdtIzPIxeliX0dqfGxXdHsevn6XZeXThksmY8PTHm43A2mYhT2kqc13Nxch0Zge+1hPCJLjLZutk57Tb6zpzm5uVMXpVziTE53Yk35CRjRk7/JTmRjcm5xJ6c5qtyus704aHjnpxEF3KZQPaOyUm4iyl8Sc5tizggZwg0+SBxG3KWBqNOsJmRc6mw3oCcmzSaSNNxrm88b7VbaoA3z7BX8I9xewF+eHe/6jnknLtUAEVQ2cQpy2d2QxKLQCUzIElBZ15vRxfB1E76ODszCXSFwEiYW4bQCztZ50Rte5b8haAI7hOZuknjQYHfD8ojVlZMOoVEmO7+dCrv1Zd3mkA3Q5eAuhm1NuCqGVvUpwMCUqZIaz79Z96sA8megIvzAiYLc/SnV1s/aV3MTL7Q6SyBj2UARVjlawaozSxRY4wJFW7osFA6koOW7lk5wJgaou3v24fyQPne8Ym+4bxs0GLs7Z5Gbp8ZoDjGgOqxBxTuJFBkM0Dt49jdbos/ibj1k+jKT8z2fVos+wS26dPQ0GnIGc654FOas9tnpG7xsYbYeTgrc5SomrDYEXudp8a9n3Qzk9eU0hxRCv52UoiTSS0dS4p4IynO60gtjCJlZQ6p3wpS9PtHkVg76szCUYCHjVIdMyq9YZSx6aLyFouyNVEU4jhRK7tPlKJDRaltFRU5VxSY6aL2jhnFWTUK0bZRUxeOAtg5SuvUUc1rRwmCBo9yaF+JXO4dijxywkl24aIz9RAx1lOQ8SxAgvJ9kSf682ovyzkMmdXOtsiT5qeu2LpjjOFbjzbLiiMLhwsvHB1tWDZ7wsJR7oeNIiOwZ5T/pFFkenOW8Nc9o7RjnuLUVaNxSp9fiLn1vWHUqPWiCAlTj3PLOlfUjdMKjmDnt24B0XRbDFXIdugYKgrkeIKr5gRRgJ15TiV8EWM5Jk835yzaiUkfNc0wDL661cQz2y0qc7EoxVtFAa0UhXCfKJZlooI2idq8RhSHKVhdKQoKOBEvE4VnwCjA00UhF4uKsFWU2lxRv6K7ReFGi07TRWE1Zon1k/b1E6nRopyXlfq2qZTiKaW4FpRKGE5K5F5SQ2riQFLtc47d7t1tHJazBTbuEjLGqXbtkPJFN7FU0jZTFKwyZTfG1OAMU9vrS5HuLpV7cSmsPO57oKevhTA9F63UpZ7+eNvWMkLGjk9J/ex8LEmMrml5OqCNPbZeEdN5i2DbcYs2lwDF9vG+LlLVnel523EuduCkT/65ZCuJep0q6V2qwCxSlW+LKroJqgAbn2rt7FQCBqfiZlPYFpzbyFRkE35O15DUVpwIV+LkzPNnYYbN6rucz3KxE93iNnSIjUEHYgO6xdPPVS8+B2Loub3LztEPOgfgjnNX55sjJL14fsRjMGF9jgLHRirONOcB5WxaxL2TsPDW32IOYnm5GFeV011MjmkOj6dCyteQs2BnOIkQZXbOxmtzXhuZE/zGRzz1VTnD2d6wJCfI1jnDaFFpK2YkkMDrcSIdkFPKhpydLagBOcN4GuJthT8eSALvr+eGsupvZT54pKE1TK4RA6edxWrb14bmr0JOl/6lq4rGLp/RMmv8ZfvadMTAJWMlvX7bf+ZTz3MHDpGbOXNSWZrLY1w3H0imTaD015tRVuLkv5CuoL+4bnFOq1fi5J/uokVYw/tw6jBIZn+8LKhfVNjFOPNcTX/G0TgXm3FodDdOH2E0TsOFyrtxtv/pOBnuuM7I6S8uybm2Y3LiuT050XRVzr9xTE4VuyEnjk/HWU8X4/SNQ3GurYk48XwcTqZn4Bj3PfuDcCa/yH3FzQIdb9M33mxztTE+1Sb6utamfW7Snak2s8u6m7XWOxp4c2E33sR4Hf1FtbUGpzJiyjTLKpYdOBcLwwfhpGu/OAsn1eLycTjpdCLOf1SxQ3HC87k46dQnjsapsC3GCZ1H48T8u3HOluk4rfYrno5TYbF8Q84aOianPyrZSTnzfFtONP0fF+ZU2ak5s7xWB+e0n4G5NDbnTLnIPzVnThmcE4Fuzukbzc65sMtz5vj4nKxnZ1rX2Tl1zvicO+1Y/fHCZpymf+L+nKV0mDi7P2dEaXbO65QIjL88J14QlE8cn1NlMU6v9+fsi6uF4RN00h77cy6XCToX9SeaoxN0SWYqND9fEtUXle0onRhO175xl06lPU3nMO+U0qN06r93N0qndUqE5sOXXTqJdOvO+aypdrbulC27d1rdrziwp8Ja2jPG9/Zcq5N7+okbe6rsrp7FBGeqTuj5R5isk8Eu1QmZ79LZ+Ft05sr+nAR1as7/uC2nus3xeTlr1MicfnFzztVmWctzcpxROmGUaToJdZ3O9mvrNuq8GKlgrM7mX60TL0V1u06fOGInhcXyKTtr1KCdvriwy3Y6miPiK3iZTTtJLtRfvzNeCPUGnn5xBs/VivExPLm+Js25hGeujOE5tT+iDTwVdvpOHD93Z50O3ekb9+1ctpt2OnM3ycUdOxXYIp2Q8gSdrT8+J2ZZm7NYF+b0j7flpNgxOWf5gJw0dDpOv7gV58rehxPLl+GsPQzCqS4LcCLo8Jt/xrE3bXdqhtyUEAbbzPyRNueWYTYJdIBNv3iGzZVdZRPLh9msrSNt+seVPdhmhm+26Xo0o8cG20y40mUuzg+0G6dq2ZCzWMfk9I835KTYxTg3Q+2UE8fh3F2SWWuz5DDGJuMvpYkrBtIs0rUzfaNtM9d2pUxnhCa5uDqmgt0b03EhdWDMDmdUTJiyJSahnhDzJy6HubIGw2QGYcrHeTAt2CqYI+YlMBl/A0ysMv1lkS5+6RuvfLm2+17i+aCXaHTEy79xvkuFPdkljm90WafWufQZRrk83i0uIecJLjF/ecudO1rXtvSL81qu22Et8XxMSzQ9oOXfOJ2lws5licUnsqzTcSx940Es13YKSzw/fyWaDl/5p+h0Y1damZmydSvTry1Ay/MiJ43sutFSNuctfE76LgUtR/N+PhBtfLtXplSuMZ8ICyrw0on3t0+z1ZA2B3EN7LG5RTxdZGAwpQbYlL8IOUdPPYjwDnYBDsvFvBszApiZUezSjMVjMy7MzAi2LuPMNZVnSc+zmaBlZtfBTcYS3Rojit0OA6POsOkxwObc6TW3R9esObcm0MqaWIfTLO6b4kFYeVGtLE/2rmH8Z5UhET/eW8Tuq/mahHGW1riCWWvW66ls0xpss6CQ5qqO8zJYo1wraOzU3JcxnH6mgYZh6puXs4NtAkxhlTCCuYzFDtlzAmyZiIx4GDkujrRY5IyPQtkHzCTuNDl3eagPgSv/pu2RaQ9PHwmPNWFjqOkzGjNtwoQ8QNa8Wq625XIOOEcA3NodIAoRtoceFpbr3Pi6DHE/DNZwA+ZOuRjsm3ADJk65DIfGhjjGEPxcGaeIEm7RWDA11hb9eTVx8ajc6OF2J/jGVvtGlbopGDtmj4ppHBQ3N+z8hfS4crB91fYtfiINn2h5Tbk1S93La2hq09aD7TIy0Fa7axWRXFhcqr57FLFVm9PxVtBui1ZHMNw5xKbL4HzmIp7nRHIHOrfVGtUlmC2zLa+svlRH0FQkZ9VeWz1aK9Ju3tgAiTsehy7vdpajaUFMO7ucdqKmldUSDH249ax6q1nVKG1CClCTLGe+I+dcWk3cejgNRDPhq5Jm6zhaiSb77/uN70tENdLMRRm69v9R8H2m5b7abYtq+6zVdM01GCz5xNJZ/cYlFnkngQmwEDR1PgzKQJ0V1CwujNqmJZa/OVP3eW3f2mksjEJEfL+tbey9+RBgom1N9SVMnDNrBC5hprYYdg+see/T6aQ9ZBaoyf6H/earBdGPNB1L2j5lCmPejKnuarLccKG3U1bn1AWw1R+wUBbRyQIEtYnPdPdwZrpaITBhjTQESrYX1tdi13i6Guwp5dXRiEwNoI+i1ZezJBDcPzasXM8Tde2O01XmJl1MpuhSs0DXAfJnci6k2Q1jyOeyWLIOTaB4nZSvNYnoiW46IjsoVjE2erblavv8sTqtWhBLEYrL3XBPnvGVtPltbzWszqkLnDNvWArr7o6EC7X19GQsIvCJKrL3dUx+je56GYl1y/4HLkO9cdkSM5d5RHNjs+XlMrGzs3Hasj7rhoW3s8DO3fw+B7aFXoqg12AtasEmunex9i3CCbAI86pXINxS/85XDgciFqGuEjZrD4iZLpvl+i95JaoaY+zJn/GWKzcbb35VAhvEtmKtd4d12DK7h73qPnXk7aB9w6ttewso2KuzjyqAEMXaOLrSncks/otrLo6uSb67ZhyLa+oOrYl4X80hltVUPKgm9Y6aEebTVLqa5ojTQPyldnisC3Os+h6oFip3ZZ27VCKY7c618iq7h93lCTTjr6AJcwhN3C00EZ1Dcz9kySQxDGn7w8+uJ9DUXuX/yc2kYnpPmJ1TI9vWx9J9qYlNInMzKxZ1GjQ31lYWJtH+LqTWzkey9/QzlVuOm2KRzgvHNN3IEbG6jt9/fte6luy6G1vSZY+C1Tv13VO4QYtgBQw/oXpht6+71zAzzy/sMMXltHu9jjrJtrHgWKr3cf9D8oJGvTyswgFHc21tk20t5r4D8MLWBo5W3nObS9YF7ssI08WiFxeYA8v/Ilj1o2Ct2AWrv6VWZhIyaBUbO5FugbXBIiVhFs6OtdCFvwLW+f5X1Je/qjH4lb+dr5DnvVr3drPnlXOm8M7+4uxXA0vzvx6z7Tm51XQz79owj3DVduEsD9xMc9Q542auqa9SWJjsOZtlhVoUiJu193mv1qYjcbJeWdfKOCRv6oxeBAzGAU3u9fAf43Y/N5/i/QGvyDe8KjDj1fUlr0jtRz2hjUmlgH6i4OJ6Vw3mWH2LzKx3JVRyHZCGMg9Z77CBNw1Pu8ll0c01Q26aT7jZZ7xNZfvrD7a5ybWJNNJm93k26w2zKT/JJiBjbI7bYJPo+pqQd9dsXVxTyNaafVbW1LuvJvOymtvYVFMZNqWm1IiaLQ+naT6ZZoylNGFspMl0402jyXkUzftzaMIMoQlgAs1Lx88k3jwTwrUzN3fOJL9wZoxtM3VXzUS8Z+YQS2Yq3jDTRUDOz7tlJlr/c2UeHyqTfKLMGsbJ9J8lE9kgmesarEfIdFU7s4bHTIBry9xj6HVfiO/XlJqU+eF8moTDaTZs0NyxlObIJZ1JM951NAHtoslqEc3MITQZ11iTpvKez3TFau2ybBvp081hsHq9HJ2oyX1omLgDzYuHjSYUmCanlitZwPGtGNrgIDwAE5AZ4bDwzHTh0tptsii8myUiEq7aJjDofFgqbDPYXlj93vYvokm9hWYdE2j6z56JdMRaFiLQcw1TYl12bXqPmenUinlcLmAo/DtN2N2EwSIQLku4VatytCvws2OxK6laxPgPpAZzYlrvqqfw7nOD3WWRfTL7mCVT0CCZnhmR0/H9C749pjILf+utc9twkY/EVWMtLu8B58uTWSU0oabGPFxJVm3HJ2tK2Js2D5fhnbiyrMV1zmxcxvtxcVmOa9pUXObbcLUzBpfe+lvMht7aPgG2wK+YJmbdIrTE4YG5lC5+mZ9MSlH8fluYwAqjuh4isOYWizCFbue1GX/NrvZkZ8BVtOkWQzwTZkZwk893AA5pjuXmmtt8ojWXDbnXphdqBRXGcSLHfZ9LZACuAdNvATz6FurWW4VMvPW47BbTsU75p9xyzGoSPuUWWav9TF2DYRZaeTsT2Ner3+GTZvpgES8g4i5edM3h5TmEF8Ob4+Du4F2Idu6KNG8X7apdeTjyhl0N03WdYrEuwKG6cE7UVWmlLktDdaU1SaRgrxgLU9DIrmgfc8tQG/4sXe7LdNUfp4vGPl3sJ+pavlIXgaG6/LnM14m6coaWIlprx90aayrXDsaY5zvSbkaB/zzgV2OtYTC1ZbTMxZIu7CUmYHx7ga4PgAnk+bmsG8w2sxNSM89usq26ClCdgO/TdfdcUGMZrXQmdCATyzvuREx2rn1v2KXGyMxoXTB77qDdt5tgmphlB6wEzvXwreAnHWDvrO5oG2fcsblEENMgm3lpLsWiea73gbqx86wOGsU/S34CuFkBc3UG4OI/aBTpC2ij75YvUlgYisfMuPsf637AqrH2yVaI4n2a/Zlal8ksR2R2aafNi3P1XI7pTAIIOgSnhuLb8qHnpw5c++xx1Txoe7ixP/HkGKsPJx+5hHbdxEg/uzdJWV8T+GEADkH2fuKD1YwymXPpVJv5wJSb8HAKhspZ/DBZVUA31obgQ0HxGA4/3kywg20C+102dIj9739DceLYT06Kk+okajWrh9fa7DADDz8MUiAf1PM7X2Fzzz6JQI+06eVoO1AnrsiE48xlbNFNLj+X/hTH1jtGTV6oPLlY5r+9GKbML0akFhj7i40wxuVtIj61wJjzS+JWnJ3et2S1nktvXlx3k8Wum9+23KRbcRPwlptLRRbd5CN2zqO266bhdTeJc2EqRth103JqDaViWy5joXOUM1HS7LQZP9smc5pUn3dkWYcO4zh2D8uV9cMI1e5h/3HrMKWwfTE23fL655lrza2e/Zy5fLUxlJomDHwHLdRIw0iJaOLPtCVYYEZc+jY/6W20lfsZOIvTzMnDWb/DdusCWqxL01ZdXSt1QezTtXOZLv0mXYjX6Jq6Q5exaxo7Ul3+wbiGfG2hyD24us/AVVOYb+beSpBFGUqy7FbhClvkQ2x1nGBrYXktK5tr/XbWojevFsGwWnceuw21HGVzfcvHJO+VBOLe4Z81DJSy7ho6PZdN5SwVzwGLY9aQWXQbJcLaSWobUHtAzgin49zdipPeOJwApuDc/a6T8tU3k2hLb84ZeJP3rpvMW24OsuImgPE2Va61WT3SJgjzbO5Oskm/uyYAi2teHWCTyGyGTakVN7ufL7oJMOQmAMbblN2o0TU5HlezeVPNUZbVBFA0rib91pow5takubjmMhDra2oOsDmilKfn9TV17f/1Na3PsFk/ySYN22yyj7S53FSbdA3Gk2yeqjXlD7DpDIbZzskSh2gCLAqzWZLAVvixzX7zzOa5TzPu8J5dcXhlTS+8j7F2uHEn0lW+/ETVYvJhvuhSwsWHfbq4/5lYeMt07WZZ6Y5yOMxm4kIQTCJ6xLjKJpUhZFHLYTZzS11us4lGe/JVNoGxNush99hkWrKcnTMPVnrG7C08AVmP88b80PSa9f7a9b2eDT3ZB1k9ItUFxwG+mtrsEl8Yh2R7fCGrM9wZfk1y1Vv5rPlu9V/1UnbMFDS9V3UZ4IuIzvDlflSDDWNeGxbUB/hKqL6o2rN8gy+a/salxeRLfNXUF6stxmmVfqb+MY/xJaETI/+G14oltQG+Gu8NviDyDF+sb4yvXGmPLxY0U+DsMb4cvocdkjXe5s1+m8w2F38ggrLwhJsBlMkBVK64SQdhOeQmF4k8HU+4ubXcz8s1+Mntt8m6hum93KbTlvOONhMDW5XDmJqeTwGRpub04rqbo+B3Yppzc/PrXrebBY4a0SFz5Fsu0SPHa95Oz+YU1xw280baZLeZmIbZxHyKVxTbzymGOAuwqBjSbZbXnamEa90nFFtJ5lf8QpI3G2z5lZiq2jwTr2PSTFmNJobeC4NxSJ4OPrcFc92QntO1Fqcn5R2oeC0Iced6FpaDp7vn1jgpSWJevInDDo8bRp01rH7KMLeJ9zJHazX7gzFflmHBki4MRmFnMLuFwQauCraeEYz0emC5o4Fh2AqMdCKw1cuAWdo8XSOAJbT+w38dLQymaluwvlXBHH+YpJYEs9C2PJtjtmFDQYXPPuMYZnZjEowtGuZ4A47Z/3ZyezGywdTTzkzzvAXG7gNrH20swjCNG5OZmrTYmMGBZhOKec30dDWIJWk8sSTrZwmx8vphYEYP2906jG/xMCiAB8XfBkI7vkKaPuxViBkojMDUJH56xyXJqi6nptnJgC8uFwGjy4nEgJ8Yw2FhYs1La5OGfTWztooVX9YX4qu753R01Qxzx4iamR3AilF+cy6uyv7QlYAzL17rV1sk4Dxix85E6u7Ey0sQWuATCMv23sqXzt6xl47I3mkgEi57eTKCqZQ362WuJaa4Q1622eS1xyZng03ErTVnnVgTYFlNqWtqNo+oKbmdZtxkmnhLaXLaSHPlTJoES2lCHkvz2V6aYMBkmrZW03w3n6aoKTWZZ9VcHFcTbF/NmR4KfFyYLGGtCkbE45ZnsoQtuhfMPhs/ZRJ7ZBr0jcFn9IGHWbQsscmW0zstTZPYU3canm3ZDe3BPlchW2OwsutE9bG+h0cqa0N+ZIy5+NvhttxkZj3hZkwIQ27ePpNn57cSOP6j+GGtdjHlid8EfoB1BSfkHOgN3qTcvAqnYt4iJnvhvs0ZFTRmn9izI5zd8tOVRdbrI2eE0lB9ZatO4ewKMktZsUxfcGYkngI8GdLxm1VAxxdDWmgGWHKqZUtz0PNYHc8WtbTPHl1TOA13RfItapUfYFOzqXfZjAmfjWznO7QVrma7gVXN7B7hPrwv5EZhN4xFqHzkmpmOkl8fSfD4rokN6ZxvEm9mCAhGz2WC+fPNhM1e01HL0dP0LjPptbnT0bKz2/uL3adDPLdm5OJhXSuHed92eflEf7aix2xn2newPMDmHv3QmHpngpiI5ppYJ4dtzNgfMJPAv4lM2Ji7DM25P04fOwM9ZLoMnTbXnjZDP4u4uOYA1KnvI79DgbEi753RC/sV9g4jSMFa+afMPxF72n59uazLgBVaCYy8fncwrz4V59B5d1QbBEzPUj8zLthjT2VzbL0a2qysKWUtXhDDMVlsPAtNXvw//uB3jYBJ0HEIGE87Ce5a6LHwIKadnwk8WHLcs2qGXSRMcYgwl0favePce5Lvqozpw3jTxTy8Q40eZtlvtoJnOXawCWYiXtd1fVPNcbtDgDgJ7DrNuTUW+lpU55GU3uZLwjQB/ATDFZpzqkytKr1kyDys6gyuzB8DHk55+kBhyPnv2DTqDnH6kBOum9YZb5Zo9yfmkE9LbAqdRp1bU9uymsBralLfUXNpO03uTRmMltI82UgT6DSagryLaG6Mouk0jSagdTQp7A6kOTiTptxYmrXbaeKOqAlhSs2za2paX1sco87MqWO4wJ2tjE0BLDdfaAnbzL2vV8LYU+Q/vpj2nqrnmGRqVQ/qpWd6yIvGFOuttVi0Mn0MKMqyO4Rt5mmmdays+fRkiW8oE9mcXzvN1jty3LAug4ZNTG784+uQfrJaGPFeYYp1wmKNEoY2R9i8ciMWOU07rAQmMg6YI13rQbkqzkJ3/bqATPsliVr3i4rdwF/K4o2/nF6YcSN3HVTs3AVaPXXXmbW7NAfvYtu8K8baXZojd5Fv27Xr+6AgZZdYg09CZaK20ZVlL00W7pIYuavwEhvost00lwDOcanuqiotycVwhzaf9raW6Be2NJgoF1jbWvKtxaV3MC6s5bh27BubWCKuYZl7AUvqoNiGux0lCmWhb5yzkn7UyoVL02fYPFwLI3G5rxfbVAauUgnhEpVUoNiGsp2yG8rmj8ZZKZEZl5K+oOMNeC71gJPiGSfJ2XpbTUKsNBljmUndy9vQi006bXihL9pYkn5pyXD3d+dfzCy5E2Bn0K3LDJPSfFtpK0LxhkxMvslj5k3cXTfJZtt8NtKm4jybvFbZTBhjU+QGm/vpNWktrgmZMbSm1q01W+fWBOXimvWOrml3d02A9TVPLrEpPM8m5VqbmTfbhJhtc+5MIxYhIxiCDNX+Y+vZx8ymHls77xjfpGMQZhw7NcAm0bnGEFYaWxxnTHyTsWrkKcZgrDEmepAx5k3GlmCzjCE5XWasWDDOWNzmPmNdijjRmH7RSmN81tc0tNWY01xjFRcbI8h90678YNnhni47452UZegXIoh5BbuKIu7y20PjvlFiYyhT6nKRmePWkVZv+oiTztSbdPXaI78UYsbOBQOTauGGPtl9TeWcalgabL64D425XxGLtp6WA1Vn/N20bmEfWpMf4OV4tXyo3jzavxTEjgKBadiV7pgXMv7Qwi5btNNsbYxzkaqR2Qu+gtbspvW2D6rZ42bxhhlUU6LQwvhOz1jP2ETvO+M6Y9kX1LzR6/gCe6fuUs3JvCZeH5OnpcbaDTRz+nst5nhl8B6S21Pz8ntI9hwvb+m9xmtHx7oaew302mGCweOfkSMmMeM72SEZWBxuMa1bdfp5tQ6ATkxTO8UJ8++eWsPSLdILu5lG58VRNJMvzHmTUTSvolukrkPbjOnUnPW16ROXtuWPy3eUukuZk594XESz7RaaDKygabEp9rWouZyyR2eP5nI3WWbq8FZaSYtpSRBqYdjHGWM5eWfPdLZ/2M/MnilhxMKkzar4FI74zBgaHFm6vHfO7OtUd/70JLjHd1bLQVkhVsQob/ssZnOGY9AMn8W4zT4WKyzIxH9tGoY7dhYhl7Ra3ap9ao7NviyCvbRV4J/bRl64psuUBcci3Ig1dV5thlyGzXSqyInyyIpVw7RhFQE30HM+QGKxTIZ3b6tM+O7GLJkQBUo+SGbjykix1KW2dec437klF8f3Fb3ZzXcGvo2VbGDAFXxT9rPYKkbMzjcf742p985NjsnPbHVMFybn+b0xg4xehQo3POack2N6/J3seLZLtwiz9m5NdRqm5mimHxUzYHhJmQtMzmRzES7C5rtYwyVjY5ZMWuqbBxVzMNVz4xcbl8K6mMHmBG51zI73xiRnaxW9/DJbGjPwXUzAeoyK2cTVzonJxALUVlppDXPrOFqZoZDYhyQfP1OzeSacqTOhFs58NWwmwz0zGUtmRpkuU3WozL5ZMnGskUm4QOb1ETIJ18jEtElmwkqZskNl9p4rU7NYJqDRMqftlml0ukwmY73MB69IcrRZaxFmLrcZUchs5JAzkV6IKIVJeQ8boig6jHuQxm5IqemaaJ2zMDUzk29lrTKlynJXWIONmZllGWIs7JkZ0KSZqqtmNhk2M2HSTMklM/cXyPS0nDorM8HvAepj0yjINTItLKsk51MQ7aXtkAmUaCytxF7qwgmsthJXaCP1cXfhCCyiPs+tKjNd7Ebq0RCKI1fUoYlS1q4KaCe62lbp0TKJIxeB5Jmfm15iTXnJd7tLxLEuT5jm0miUS9cWl7VXuBQZ33LO7JaYa1uS3tlyfF5Lo2EtUe1p+bSkJckBLTu7WcKZy5KybyVLDENZLm5lKT6XZf3RLP1OZ4ka0HL4jJaEx7RUclXLOo9saba2ZYbBLTWXt2QhBsLHNsJE4frPzzUwPJeYvbkyZ+aSuy4XeFeuZ+bkQuyGHM2SWIsr/dkDHfOe3vMSArrEVrt58QRpKn6F+2T+lt2qP+jWyZRb9atGuMebTitxdvImtysraYE9baJlXUNrzA5anpfH3llJS2epbJz1b9osae7BbL4NloXV/DzW9pRSVqEcw3ZtJ5WeHVKfvh7cJpBwDSTWiPWRB0TF2d+frL4tNccl+SWaBWP0bODnLJYA41gS3MdSfSXLwnEsM29iiW7NpDTDxpV186L2fbKe5W+3tKjlFHtAy+ZMF81mdVe0UnWpLfvLPic/wTjM+deQUs4QG8uHNs19Y9LD/Ly3C7r7q+no1djsPVHuqclQUGua3otiWoYLA4dkZ0S5aXvqG3INhk6ajQyPoKLDp96O5C6EyUJzOkQ24GA5fK9/rLWNbxZDIsaxFqoly6kwPxqsaCJEO7tMd89xzpRWF8bFfo2DQqdufRlUbC3M0EG+Hx5B/M2UWMCTZ/f8bhYK895uYKbT4jCaFsNcWlEn0pLPonVnEC3dHbSw5s+aYvgswcmzRJPWJBmbOWsYJQ6QwVBaDc7U4zQ33lwcQzXO7srNR+zsf7nMWTQLjKRen4C0IDQve/NqcfsiYRbEz12MdSQ1ba49EwbdkODOSbWkgqcxzn4OianFqUOaAIm2ApjsPGOdrJ4soebMla96RMDDHi+L+4svGsyg4qo61AbrrF7NyzMd1/yZ2tQr/3V27fwrg2HKsxj+xqAX32fvEwzuXR3bmPIRPu+X1mkVZe1qW5hTB2cbmpl10nUbT2f3s7/soti3/FQiEts9BIXYJNJefsbByNlA8W88ejPi1GBDpqZt4qzKHhlM5ohyd/5MgsLrFOUS986DC7235BbjtGL2xpKOg+3JGSf+W5JQEu4kiGwhzOibXEXUzX0Zer6BWNqgYTFtHbDoHknKQxcM030sFUP3rCJ4dGHNaCB7UBHhn8btBijkLoFpmoS0eVGiwL6Q3QiikWe3U0hDbcV0O8WZEtnsfCRyrqV03gqG8R7Nim4XhXUSafZvCXLCFRxZ/NJIeWyPnbASqqOkvKmFiYc2AcnWlzuZWQDiQ4dhziVMMLx3POOG6VCoxhDjmvqfeLdl9KYPk12z5RY3mBhxXsJkx50mOZKYTu01qhhqdv8kuA2SP6EYdsoWh/7wYpoNOnW9r+exxUj3vOaa/FeaBHqLAfdEczsrEwzFObCJl5YCY4dJHzW7i+JjmhHnJUx2tIIkM5rpLNvNqU/+tZyuMNmhhbFM/rWzb3vSvi/ZcrrCZIfWw7Is2c6+bUX7UGDL6QqTHS6DylBgO/u2A/XTjS0709VWVx9tDLsqZ/O4MTveyT2VDCUK66LuYS3FcBrw/sXYlRpeHOz830iphX1sH1OdkKl23ek0TGoZwqvL+0gHdN4T0bc7MRX7w5zAgVxCvLxkVmqSQzX7pnucyjNaEl3kG5ZniROJyybOG1pCVT/HE5M7nJPGwcRCRge3FxMKmkmrvcVAoG7vAPMLjzkauIn/qmMNTJb7jwkJ50TQ5mMh6hDzkdmgtpORxaROh4aI1LU4eC47oWMEde46gR0oMlIlYpgyI+OaCE1SVsoqYssybTSeCFuxTEjZ6sD7G/OXIZrcxHj4skLmqfXAVDPkhNhuYCo13eBgACj6qcHIpk5FC1IuVkYoc5qFvTo9cuefhI7rZbq4ccoemazt3I0dzFWmXnxAms+FmdOSu5Wszd7aynMe1kzvFhXSvnNENuMbpscwIxEnc+UFVY/ojVOUl/EwZPUQ+6t4o7OTe/YQMKQh9vvwvMY3Xc5CfN+tQFXN9s4rzhiSqC2IfC4RmbiPksXK9NnOxc8inJNrnMNLlDUMzGE7rs2WlXpIPrW21jW+9vDG+VHGnGsUrd5Fagtk5ru8ENGHMrPpqmubPXSfQgvTnP1tyq1zVkQc6AyjdKMztGc6kzBMy5XdIZxibVbmPk6ZutL7ch/D562ilE/m8rGwHDF7aqqy/pdy6vg7HExh2YcFLAVXr5Teu7L95OSVwlavxHz4SkkLWA6PYNl9B0slW4G9hiV7m1gCmMVSWXoZy/7GsSTcx/L4RJbcBVeylMu+lSXv1BpvLQ9vZQnPXJZpi1nWGc0S9lCWqPtYHjKIJZMRLLXtXXk9cCWbo1burVhpP1slJoNVnhup0vg2lZwapDHNrnEeJ9MM61KapOtoYto/M9LgmbQLZ6YdNhPWjJmod8ucOlEmIONksm6SmYOxr45pMzbmjIExR46KGXdLTEKG42Hi2g+T1paYjItiTjoqJqFdMT2ui5mtRAQtjdngCJmog2QWOlHm426ZqKbLrDVjpuewmYxyzPyFMwOfOhNy8My8y2fS2j+T0QqaU/fPJLR5pseRMzNXzSRqxszPxTJxDZXJqLAZA05jMWxiVtf0ncSrdUKYiLN6hghDDwWPZtPd35dAU5wuM/EomkMsq2m9cWqN7JTg1V7Y6WibTSAG3twck1P+tpzYF+bc9fvkdgLYAebgQLgkJ+Z0nJWuu2m5xGau4TRp7ZzJuEbmrJthElr50vE0l5ljWpJaxvLmxpVOr0/o4RkbYckNwDtVRq5PudRlKQ1Xo8Scg7KknSctN5wcejqlVkDR4eatgGK93mQ/807qjT/JbB3KbeajFDsupfX0lOXkn2/gAjbG0hqIV6nMXbGS1r0rGWe0nLrFJUHLXjrOhpl5h0xSq2Z+WkoTd55NRCtufjnnptHwE30owsIYZCPwkJuos23WutCm5+KakDtnbhVuClhgY2+JLLAR9gabpJttylhxs8uum3LX3ZxBeSq4t4berRtbA8IVNzc325QfZhPzuTVPzqFpqWFiLJP5xgKZmzNjnp8WM//9MAUthym9EGb3VTBVDoA5v/Ul+7NeEk55edx8l8wnu1Qc63L2NJfst7icub+lvJtb0mzm1JaYa1uWtLml5fKWkzuC/S0Bp7ZEOX9lpakqLe1LmTsEJa1JJ9mpnb1Grhha7ttW9DbIJNHAkpD3k6y6jaTI9JF9DhqpN1kk21xzh6GNWiQ0+9+mJZozRdZPGQnHypGUM0guN48kgPEkNc0sWeL0LDFFxV1Lt0BFgCNMSu42OT8HJfvLUhIOVnncMpZmE81GP+Q4lctYzg1lmW4uS8Cko1mKWdKSz5iWZO4nteQysuW0wS3N97fsZ4JLvRUumU9zuUVuoEtzJjNdmh3r8vl8l0yOeKm26eX1spfM7Hu5N/Sl/S67X46Z/tJ69MsuQ1+q2/fyftlLPte8JFvt8vlel4wMdKm2yGWZpbC/Ze/RLynNhgl5UcxWw2OK7JA5TuR0XJFCz8YzIQXz9pj3xsaEsSsm4Z0wj69/aQbqdFx5IsnCs/JE8XKYZpfGjDE8puYCmYSnyNwG6+kGDrADjDsBeHJMzJkxK90S03IkzNyJL8la6pJx+8qpp6ckNA2lo3EmM1eUJLV45M9pIp2Gn9CHMjbCXhOAV4WMnAhyqcM/Gk77iDnbY0mTPFqO7jj0dErtLqLDzdtdxHpux36WeNQb6ZHZfo/bjPoodv5H660gy8k/38AFbIxtQBCPCZk7ViStu0cyDiw5dcNJgiajdNyvMvN6lqQ2t/w02SXulJeIhr78cvFLo+En+lBYbxgQoYkvcTzrpfmIlxHWuYwwvqWqWb2maOehx/l/7DfPrtsE9mEqq0No5iD5T/uUkwyDHsmnW+ekY9VDQzuDZcGcrcOCJcpwGPG2h7I/V/68c/vRuJdTcK6xgk1PaX2zPzvnncCbJBgW7BseeIZE0D3m66yIaaY8UIg1AzMZu8B3xBzbmfFwa/70mRCHb4XGubkPMN0oZBRz9U4uc2YZB8B8m/4y3tEvjea+ZGy1v26Z+NJm1sucNS9lFryEGvHylh0v7U8pJvkJTkP3EgFY3OwT/y2z7JSXA/dqb2mHBZzzoOw311edwALtZvOIl7qq3aOnJYBOsy4VAcOkB5zbXfLr8Cmn7d1tAj7+4FrgC2w75pZqaCgwwcREbdDC8EpgCZ5WNHSktT7HsDzckk68ysdw3ewLIOUtme0r0HJfTrkzldN0HOCLeUpoa6/DdGGW72j2DtLKXgbJbhYG80DM9CaokBYGo3A2Appcx91dwoZ+uXyc64RRz5VfFYzbt25OgXDuCaY+TX4QMPHkibKDkJ5TgCX1uuJ4Rpoac6zt4cb+xJNjrPZIX+BkLTc7fYWm+hLpvizuFXmYpgzGhwO1HEVWxLmUv5a+zqHPbGU9f7AXDONZoi3C6lkkDDhKGKTWLmF/c4SxTprzRwYbvkiSh6cGS+YUYP4xrgH24DVpmIbM5q6KzDbdrUDhmOa8Y9hI6VBj2SyqTS52Q8t86NxkLNUIzFmKe3AzIJubATa7GSm25c1aBzcT2NnMuqIZ3fBlabuEq6R5Kq875EKwmOsQ1sW21kYWzKeMxcwSzrPVlf49MvcYi6LmzZI8NTgzKXEC9Om+/6YOIdnNTLuqWX3DYc0GR+c1+y1shmxks0OT9MJmdCeeJGGIy7/DxOvcdrNHGMO0zFjFn+A4Y4LIutS5xlLDzsrbmyRcrnIQEwGnyUM4nCkTIaTc5horkWxJzfOOATEZcAuPqQgx3nv4eFp+TL0nUi0jpOxINqifuo8LzXyUzO+T3IaOZW29uD2uoBBfXtgsDFx2Tn9C3qkyYaBdsVKDivtopzKhUpupylrJk9dYq4y8iGm6U9m2WBZC3/UPp7XTaIWzlCtW7m5Z6WH0u6myE5p3HjSZq6BhjIG2bQA0RqOfYQ199mTcM8pBzzoXPIMb64xynbPdRjkDWOFM0RZn6znOyO9y9m+gM17ssc7KQvY684QmOyODttqZitlwZ4b3251RzneWc8EziBHPdu145vHMFbZlo+2kbHZLsgEckO3UaGxEQ7FBGIdtcRA29RHYaldfwzXwGsCia2eHXGO83Jpiv7VQE66h2XItc9Q1u6yB144IN15jBs28Rott6TWEwLHXzLX2XsOcfC3h6muyw691b7/mSTf/zCSAWX6e0YNBjahswi+owKdza7JS78pJYEey8H7cNHzjOiK8GhnG5x6CRZS1LNYYuz9tVRni8xCXiONbImxuOXVqS+qFLTe3tYTb0xLqepavJrIkHMSSYgTLqOErVW9f2beAJYY1LAmHsjxTHc0SczrLjOtZ6g5oiTyzoSXUjJaFppbDdLYpanQy129NRry0mKUrhmbeVpaDx8Tk7xtSqptt3Vrt2rw3c5bZysx1omZCdIVj6e0ePtphyraVTUfH+t3gBlKwI1tHfXMTYcem7TBV2We/snY3K0PK6HapWM9MHk/DJoFua5fe7tJD28fs1tMmeHczK7Dq5mjQ6cxiMnPivKoZfQn3JLE2NBvzmEf+tzWjs/BWIBLbuQAF+pfBga7GofLUvwMOdhuWrUybgFrejFCqG9+sTitgfzObJu33gU1wph3TbXQGqOPgRm9xZr5EZWyNxGpkUafdQLW4SkQyukdgorOeaAd1ZTQE2zUVWPIDrdzsdHm7Vv2uMtY2u3nvpjbb+KnjFcwxJt0ujAvIXfIo6R7lq2lqfpcDVNrFVqwlCl/d6320L0v9sj5tit0WMCYNOzmOkkVqsWV0SnBqu1Om2p6xV0+3HEQGNwHY6qxZ816TctTotLFl0VRDbhKH++oXp3wHkGv/W1MyhuqtkZUpifNSfRbWvpRj5qOtvIUKvQNbxLZTvRGSUPSslDMo84NSCgKdkE9JucE+PIxOYJPdRobfRiQrKzo1MkR0YdqCTA0+OaqxGTMRoe2So6sfHW78zsmN1Mpw2+8diLzXIcSVyTqU7lhmwn6bfbVhhPRkr60yPHGeWmVtwYQCnXh3j854Zr7qGGsM6tZoLQ17c6RrYXBQtSLbn5iDrj2JdaqdXo1i7mprtdqrNgndY63YEmiMNdqpNjI60prCQyibXEz4xl9ajhOXXHTilcbUJqpvthY7u3awNcaNTQgvIv2WW4PJzsn7XdfogYxGXQNzm1P/xmRjLZupTCgYwUFoSbYK92TzN/Gvylbg85qT/amE6/LmwHEzst3q8szLdqB2ojiMmCuko3nZSkWdAi0VuX0J8dO0GsNzZmlCgeUu5tSR4v6+ZhnEGsNt8KZWfJU3MjWDm/5FZQvi6lJplGaFjTeWDzG3DFmcevtJOnha2TqMO8MbC+bUeoy7JD37jqiTYDuUUKk53TwrV4Y1B7FOah5zCg79klOo3PUDjxP9B5FDx3LSOJ5ENk0oNbsT3RKSDiwhm9j5AnORCASTVZXQSpMA4behHKY6oww5U6QX0ytH0xRmd8s+YstEei52VkynQeMrnUQqNJ0WPDvX8+aR/HujsJycIyeNF8lJJuQYAu5+LrU//bjWPwEciztji9Spifexp53fbDky3UyEx3/rg1oYB56Z6rMWz+RRUjcBHBh5lX0UuBgN49RQzwEnMpdpDHMEFDMn3bSR37jBxsj7Gkw48+B+y9W+Plird8e7aXEM/24NA7yVkQC6L1gwlsUDclMMAKwJA4wdkQC6IFgwtsMDcjUMAOwFA4ylkAC6EVgw1sEDchcMACwCA4wtkAC6AhgY+x+BXP4bgM13wFj7DujOUzAWXgO57SAAq+6Asecd0CWnYGy4BnK9QQB22wFjsTugW03BWGkN5D6DACyzA8Ymd0DXmIKxwxrIBQYB2F4HjNXtgO4tBWNpNZAbCwKwrg4Yu9oBXVQKxpZqIFcUBGA/HTCWswO6mRSMtdRA7iQIwEI6YGxjB3QVKRh7qIFcQhCADXTAWL8O6O5RMBZPA7l1IAAr54Cxbx3QZaNgbJoGcs1AAHbMAWPBOqDbRcFYLQ3kXoEALJUDxkZ1sE4gU9eJ+3OAI7npjTAf3egpEabi00U+oEHURdtwnop6JzfAqLICN3VKLEzlFkC0yAIm5ddyq/SIhRY+nps5nxGOl3MzOvFsbomHE7q17ecuBX48NwAMBu75VNkUIZQnYiNOVa/oNmSVdpY6qlv1tqDRg7eoW+CobtjEqpwL83JaN2vm6Q1/sT2qm7AiZJlGnvuXsffDF21lh8gloaUrBL7sH/9bR3rVtouNTROVipxs1xOm7+gbZiHXNk/rplWYOm11r+sWCgi5sZsfZqa2Y8ZKb9+lbZn/w/U88JoWEfpcb9brvZW392eiEcxZAorTsDFEECiMCQD/3Z/a7HfTNa2vliZAC9P0/eE6AiiAWgGBFrxRJ4taIL2gK8yFBH51XhR19Qnm7P5YU7bSOHnW9kZGAih8rTASAxEDFANQcdZTiJ3k1ToXKj6x1reF+gidCxWXhbHsGjoMzoWGrxr3Hk2WD86FitFksToXKqbRFfGcej3OhYppaPDxkmeePgYGhYHPWzYBZXNs9fylGK3vdCFZCV/DmCS+04Uktf4GbZzvdCG1EHykKF9ZMia/KibkY2BQBVR9PE4ZPedCxQIcvoQYgc6FiptmDf/0Y9O5ULGmc3/CQVMVD/S06NwfuSk27l5kZ1ZkV0/Y3tF0kZ1ZkR2SD7EJ27vagq+yLZVqOUmCoku4c08Ff7DgmD7PZZlPBDnOBlAbkvBlJE3HbgHU46tRsp97AHjFubvKtkYp+tKy1DscrUZAGecdjlZULpBUMDMhL3a7imPr3RS/bopfpxycXyJWT+UCWeuQDT1WlYcUUqR8BZuumK+EnDQfVanlt3nUdwMSeHqdFNZ64e4zhWoT3+ZRlYBaaD2JLmqznCaKWWnCE4wn0UWtltNE4TRNJ84zFoslga0DwASb63rC9m7C9s5p9NjemXiRnYLJFl0QgsGYwik2H7imkb8HYvrVKFkTysuRkfklN4LsrzQsQMW3sgQlNti8CIX8ODfmJcix9lD0BngnKsxi1GwvyElIMhD7y9DDZAkSWSLU7a8MjCnYNpeL71ej5KMqV4SEIO4o8WKBthfkJJEGkfsrA6MVZ8wGmxeVjoS2VzjKV6PkJMQ0+8uQaX+lYeU82WBZrv8BRyJWp8r2QrK/GiVnr0X21RCcr0bJ2O0Du6ts65AMbKsjJb4aJV/+1WwNRWJfjZKdyTaaNXw1Sl7ThLKlT8JtNMT61Sj5i2bJngou7Z4oBF/LGa+3BVRjyrafHPS+GiUvlki0++DktXjCroOP9BUqdEbo4r14UnsWw1NDzUnnMDG0IFGO04TL2ssJziyC0nedwtb0a1wyQbvqeLQfYb4aJaNh8mxfOWfO5Gd0IPpqlExjyayBNKJQJX1hhNQESgRpvSI9QLS0XpGepssl+sIIqfn5Q+q3CIyTBH6pK9hpXwpKR89zksozNXQM+1nMtS+KIGLnWEkDtRBBqeFBgSFidF6LJ2yCHTc0GSqDCkwjOkF7LZ6wPhYyakUqWS/0RI7W0ytLcoVGh3s2+BBWhAYBsFBI4bsbpOygGjv2cwTZtmAEAiveJTtCjzwwExzgPfxCG0eXW953QPsjBQyEp+PbqjSa8ntCPDLIc/w2AChfrgWS2ooWWFvF0GrNpB41Js5h/T8eC4KZj5qSXfpS+fsXR7a8WNLWi7lw/HO4cFnENY0UQxF7KqHl/z+V0LK2Wtj8cq45ARqIUHJ7IjZHZoKx2Q0RQxEbwRWJ5mJJW9gseHWOBaEMhx4hJuDxOJXQUgxFjGsaWS/heHCqnDqnElrmzCHxqCnZt4Gs53qi9Y62yVrEV27e0TaZrcKc53qiGCgQcxvIrVoux5mQKSif/ShnuRxnfNI5n+oxNAJ0D2KYs2ZSj7cghuxWq3nGxDn85wdvTvWMzlYxNDYrkaOw0EOXnQBnpgUYZ0ysdzak65vf0AqxRCrvnESeUv2GVsgihVcZn9SGdH31ZgZvPtVAqsbEeqMNdPBtVq5mWoDRu07FJTdb0QLjfOTw7QZxs9XC5lKRLLFFDO5wc5sON7fpIiadrgvJ3S/YWM2+RYDtA8kdyxL7BohVXaFCn5+toPoxbGHPg/V0LlT8UvDXmUcZPGIs1WkAq57zRHAOi7L+MqRG0zSdY2YLTdO0P/kc7RwzWnxKbfYQ4hm1DhQZzcVri1vVQU53BStnpLMr5utYVR5+iqbUqWBmHlWpZVfljHTSXcF+cC+Uw82FbdF0uLkwd38eLA8xZEQAqmvPYq7NfmXvIbCY8h0f1jcomp+zQQvHCdMm9hPyOV48/IsM3ncAbPFcLA6fh5dxLlTcFd6rfEUaR86Fhhn/GP+SJMGcAEDHTW2IJgNydjdc7CiGI+dCxUKyQ/7Hl8s3M3zbSV5tVwptN+lFxTqeZa5+D5LxE8WyiHHuT5gDPJ6N/XDmXGg4/GIkfTy4u7pJIOgGSZUdLDq2VpUIKnCh4p84ne1WJOdCxWEroN5m2lPbTFk+7GySRedCxdspJ4JzoeIsvRy7SS/q3E1S4ET4WA+tu3GAcgUo+VwblOltVjY9AR8M7lqcc15Y5YI/ecF5k7L4wioXhAA+/8kLzuMLG99mZTOzxvQT8MFQg7PhFaDkSyKmei3OOREsNp/KmbUf66Hd3BLh3ThAYSkLr6+ksMVrgzLdSLFoph2A7OCNFIuyKjo3i9nqu3FDZJBRtlEiju/GDW2qtu/GDe0QUeIoCUqiJCjZIaLEm8rUOfXUJG4DiP9ueYDECsYf1dxRoKWypkBL5cwo9kc1d//d8sCAvSMyE0FWWKbZVKZOK7tKBd/WMIUBgsmOjTTm2lIJOftp9aQ2gEx+syDSaFOZrWEKwwgNG7tKBR+TL8WnAMWT7xJAkZs9ySV4W2insu978aS+xiWT7zqF2ssJjhYkyqmh5qRHSHwBsYBoBgb9OFS/dxqAeXm9LaDNB7S7JwqBlez35cg6qLuEOZ/t66se1+isazkZ10JONZ/TYGc5GVciLojcSUdzHtforF0KSod390BPT5z7E27SNuah+L64dy+LuJvid6cLyXs49nn3BNW7J6i+RWCMbWxy9DEwKO+FJrDnzIJQ6m9seNtaGKJ/hASXxVP3W3RRHwODspKtsaVPwv/7IWBzOQIWaZyxq7yHQQ0o2RpsdDuH9O0iSLdnp+WmutA7AkZnX0k3W2xwpHtZBEu33Wh7GGt5X/9rA63c393d3d3d3d3neZ7dyzS27Uabw1jLm+d6isjo2kArh2BHZYUddI7yKOiUp8NtdrbYPxwOMpjnLw0yz3DbQ7CjUn6nPB1vs7PF7iHFX2EHraM8CmL/cDw8tqmz/tIgM+UI5tDElONXkeBTjvOU49oTJUvqLvdXlRUkF4WdpPjcXXQBfDVKRrogawt1EGZHsoLdZcLM7jJh5lpkw/6qutpcjoD7Srq5qS70tgYb3QmXu8p7uIsg3YiuEBTRTmVkXSxBbxZEChnl0UBI+W7cUNbQSm0Amayis3bbevxu3NDRowf6ipb4tXjClAChSiawqE5spTM1VpwziXEvPtAqCn2FCjXRMlKWQERi3IsPpGQy0W8Bn5S55xbYQONh/MTCbA9VWMSUl2kUyZSXuY+MIsXCbIVF/////////////////////////8+lZpyCd4K73VpMDlxqxil4b+Pjxpv1///////////vkldBd8q1Q3/EEbs3crp5YqHWPZBr9b85Ine/FFEfTJRyR5yk8sadOvdIsj13d3d3d3d3d/fGnbqXvAoiTlI95drhYKLUP+KI/VJEv5HT7W+O6BMLtYFc6wdyrYmF2v+bI2rkdHu/FNFHHPEPJkpRrh0+4iSV5FXwG3fqblhQ9JFkex9JthfGzxOBeP2xC9Al/fi8sYOXD8KY+l/Q0g/CmP5jF+Bf0NInAvEmAvH+X9DSYxfgD8KYNnbwekk/Pkk/vm/s4AVm8PoZwrQ/LoPfQgynH5fBNRzfWS0EuVXD8Z29hRjZzxBW4qOcTL4JJqyvUKLzdXzOvBWFjM/6rn04kPPpujJ/cVyAkxh/TmL8TQ51zqjQ4TnT0K52VL2ZDYIt3ux2zY04ikuHHbTALLWiws6QtgTrhJatVFaHFQRzgzD0USEl3tmbtG0aAbYfql0hLO0qjWddEtzVK0SgIGf2iC8ZZi8YQDek2FSFA+xIsHQzxGxnsTGhKhyAjI+7PXvBAMxgiD3iS4Yy+HFXrxB3lcbbfqi2szdpG4Shz1Yqq9sZ0pbsoAXmH5fBbYI9u+ZG/OMy2MwGQc40tB+XwTk7jvzkkNfw+U5i/P24DG4TBPrFcQE/LoODSJh8uq7MH5fBQJx8PhzI+eMyeIbd4md9135cBqeFRb4VhYwfl8HjFNLX8Tnz4zKYCWXlm2DC+nEZrIeF+hVKdP64DN4nhqaeR9KPj4FBSVkg9T6ixD4GBlVFN+UVyUjwMTCoKx+XLjh/KiEtm4B1vFdtBo8vsFRVQlo2AR9RZ2wmPQJOVBGhkhCZ62DI2RhUEiJTHCT6nlZgsc+BEugWgAz4UuBEuGc9++7u7ljaO5TpHCiBonUtZgUgA9JXmg6hz6g0vQ2kQG6QAXMX0IAgEIqiIAbhWAZAfxSACQMEBggGYWJkXsQKhwJh4BTAsgIABgAAjKQcBCQeTcV4JRXuLCo9O6hkCdPSKdVdU1YOmdI6W8pisFZK8NlS7idM+d4ypTVqysa6KZkzpzTvnZJx+JTtAir3KVQuN1HJOo5Kykoq27lUYndTGR9QZWFJlfVJVdq2VakZWeVubZX07CpPJ1hJbrFSuctKte06K5oEtpERahUZ6Q1kpLJ7jD8rx0Q8a8zs88Wks1rMn71iBt4oZvJ1YtI8M0pMYJmniUFloJh3NoqJebWYieeLQTNijPegMVedNSb6gnFjtixsLDPXXWVmDymTZjmZb6aSifE2MpM3kEln+ph/Fo+JeeuYwxPHpPHmsjEhjxszeeKYdFaO+efQMZGnjzm8gUwqY8j8ZhWZyKPnkUFkIRkHB1aakTXOjOFBZtA5v8w3e8vEPLDM7CFl0pxQ5pvZZCIeTGbyTjLpvDOPDMALyQinZCeZZ9aSgbyfjOFDyqCzqMz3rjJ3bSwT3YKZZYIegmrtGRUXnlFj0pluN5yJe7SZ+VeaWbHGzLYjzES9vczsq8usMbZMX6A3lpl8ZhkVY8tou7cM3CeXmT7CzBprzPQ7y0zs+8wcVzDUzLZbzdhwNeY1bwYteMOudqNxqRvcaW6at7jJGN9md22b+7w2l3vapG5ok2U0m+1KNh8lPludwubn9jW+sWsEDFyzHLXmes6a3UVr4u5ak1m35jhzTaS9a6aHr+lYwGZ/CpveJjYLy9hcTWSTvJXNrdFsstPZVDe0WRzTpuuqNkcLw9oQJf0XtnHs3n0m1iFpVp3qdtRZ93Y6TY2l420gHQ8X0flpAp1YNs8pa+Sc+lbNWXfGnK12y/lsqJwPj5Pza5CceBbIKUXd4XHUbo+z1Qg5n62R88NNcn6NkxPPRDmltspZ22g5q66X09WMOb/dM+fHYXO+Fs4ZZeeckg6ec+ja7DmUBngS7OPneN6yOoeD6jTvqJNwO53tajr3S+lsp9GZuohOyhA6y/1zYmfPmT94TmPznPPZc9qXz6kYP+cWvX+O0SF0gHPoUBduUVxEh+8oOgu76Ay4rXVm99XpHlRnYEed5YI614fT2R1LJ3cjncw0Osdb6EROoDM9fk7H/jn7J9Dpt9BZmEPnJnkRnatRdJLT6NReR6dKOpPOwFI6AnZ0HcO5dbgn1klYVmd3UJ37BXW22+mM7qWTZSad5To6sbvozBPMoTM+ig6/i47C2zQ6wzPpeC2lkzmWTrV0Lx2qjtV0BNASO4ID7LAvriMwtI52X53rWXV2T6mTO6JOZjud41I6MQfSmZ5Gp2Mdnf2BdPoz6SwspXMTvpfO1WQ6ydV0aofTqb2gTndEnYMddeYYwn34l+DeL5ZgGOla9yV10ZfDFV/Sx3tZmO0lfq2X+5Fe3sO8LE/y0pFc5aV2Z4dvmxfahV5+jPQy2k/1ornWC+xgLyKbvSxnezlwiO/hX4L3frEy8Ehy3ZfQRV+OV3xp2O9l3WYv/aleakZ6uQ3zMnySl5dwlZfCIsmaJccG87wMjPRCDZ3qBcpaL+pgL4KbvUzP9nK4IfrhXwr2frE2y8jLdV/ao74MbPmyHO/l9mYvu1O95C70kjHMy3GSl8hVXqaHednc2nmf56VCfqEX8k4vBFO9mAUP9uK02QtqthdRhmQO/4K+90sc+EdC132JXPRlfsWXxngv1zd7aa/1UjHSy51hXrIneXlBV3khAon7LCk8z8vFQi8zI70Ucad6gbLWizrYi4jFzV4kVYTN9qLmtzfu5jsKaMNdrLvJztE11tH7n+livQ90jmrTHL3dKBfra45z9B/i6N0nuFjXxjdH3exG7zW4xfo/tTnaRzZ6a/NarLthzdE1qdH7H9Nivc9ojmoDGr3ddBbrazRz9J/L6N2HsljXJjJH3ThG7zWLxfo/iDnapzB6ayNYrLv5y9E1fNH7n7xivY9djmozF73dwBXra9py9KjlZug/FExgQ5RTw8hZGMaepiPaY8LQzwiTtxvM41ww8pVgFIwDsz4LTHsKmJoRYG6Ad4B5IeB52GkcBGZ9E5j9WWDql4GpmO0Dg54I5tFKMMmhYA4Zgjk1TPCFYawAMpIcEyZqQ5jj3WAa5oJZHwqmfx+YmllgblPADI8A8yXcAaYW3mTvGjCFm8BQzQKjOg6M4rAPTPiJYK5XgvkeCub3kMidYYAXhvEq9oj2njD0NoTJ7QbzOBeMfCgYDfvArM8C054CpmYEmDvgHWBeCCgZdhrXgFm3Ccz+LDA9wTgwh/aBQU8E45QOBbOLIZlTw6AvDBPHMlK9J0xyQ5i608FU54JZHQpmYR+YiVlg4qeAuR8B5p26AwwT5mDHCuE1YI6ZTWBIc8eBwdkHZjsRTILNlWCm1YSHguFyNVAbyOg1fYxvi8d8uGzML1PGxDNcTKmZYlbbJWapQ8R0tTzMb1PD/LgtzK8xYUZZD6akrWBquwzMuiPA9LX9y7fJXz489sunvV9imfylrAVg6jcFzNpZYLbaB+azrWB+OBrMr/Vg4pkRptQ9YVYbFmbVhWG6mhrmt7PD/DhBzNccMSMuWSSGjMFrlBg1Mw61+9Amcw/JNfGQ4VmHUtlx6JvDDcU81tDsXYbSzDH0zf2FIh5caPLIQumsKvSfGYUi7yZ0eCihVJYR+s0UQjFvHzR77KA01w36ZsugiMcLmrxWUDpXCfpnhqDIuwMdXhkoLYMCfbMgUMzDAc3eCyidpYC+GQso4r2AJp8MKJ35gP5ZEyjyrECHTwyUytBA38wNFPP0QHNvEJRmjKBvVgmKeJ6gmXcKSmewoH+WC4p8wqDDWwalMmrQN+sGxXzmoNl7B6WRS9LwQdJ9BKEFgwitsIxQt/sIxXsoofmLCa0YTWjb0wnN8BWVmnG6tbF0Z9OjTWlzymBGejtRpve5UI26D2LH1CABc3R4flOCU0S7KRpLymKUEDO6bBp5r5n1v6OHNGgiymBG+jcb6G4Cuv77kQCWAQmYo+OTVxnNocUUjRXs8eLXNUAGmNH+dUmviDCafUPmN6OVJvpb7sVIjuMGgel+ec0o+HyVXV8cnjTL2AZnKzg7AE377friwX78Q9Rb37c5Pnj2fbCXAYe6G9l9bmJn1+QJ/dwuQ+ZRNDbb1AWqE+NjW8BhRpuuse9/1Y1mz355yIzuN1F2u7noi6IPYqfZ8sGMdD6f1KMp0mLex5JYqwgwO8emHeWaGf1X0ZBjRspDZnS/2eB2E+jrp48EaGt8MCOdT+p6NEeLeR8L2drFn8uyBxxYR3ZJQ81J/WYB8U9zYsWXfhcGZE1evQMIVTPrG7z0Z2GY/clL8+dRynyN67LqJR1bkzqsnlcjc2Fcl7VLCnIm9TZ2VIl4epc1wJmXM7ysvW7BV9M3YNEjoxWJGqpITzHP7hpF5ecn0m1votYNTNT/okS/JiSKsxnRgkYiqm0VolVnIOrL9EO/zT30cd+hT4MOxWLHoZIWHKpvxKF11xxqa9Ohz5Yd+nDioU9bD8Vn9KGy1h+qNwPRpfcg6moYos8WIvpxKqJfByOKsxzRQvsR1TYk0VFX5yTCfexGJcJ429MODBoocIfcZk3SAN+z8odLQgJiI7oLJmEB6RPJKZOWxozc2bMpkza3S/ptmYNwg7o/enzjwEpFidkunE6rtEM3dsG9sRLceo+/s7QS3Hm1NbXgxkrrKyq1vNXNMxo02PWbg8ZTmla6hjXaRmlDec+IvIpSsjI2Guk8Soc1O/pElsGUioykdOyGIxlwyTXjUqwBlzJHW9ocail/maXJCEvDkyvNzjZf4+ietaVS4X5K3MGUDBZS0hxDKXr9pPtZk763S6qwIb8Gw/xjkaTzBEme2ZFMTo3EvS1SwqRI2xsi3S+GtN0HaeRZoMczf9YCSNGQ4Y+G2x+B7oBkPAUSxzhI6yshbZ8O4lge4LshqQdEqrgk0tWqSNkLI31NjZQeImlxnaSK6lN8ra/beVKx3ExplxAYSYmXcBNyJKXLcexGHT12UvLj0fMojVxL6dAZxWdTSq2l9DuS0vxVlBobKJ2PntQ+cVLFjkl38yVlb5T0MkfScHykyqmRKodF6rsh0sZoSMsySMN7H91e9+h5yKPuckc9dzrKrnK0PMBRwsRGy1Ma3U9mtLuRUXYUoykrGC2XL4ocvGh+6qIeaxftBy9az15UcQWjqyGMshcx+lrKKL2a0eJ2RpVrGrWOa7RjaKPN4kbx9Y2e9zj6PNJRc7mjnjmPcq971B77aGD1o+X8R9cHQdodByl3KKTMaEiXYyJFDos0vS1Sx9RI+wdH6jdHWpgdad4xQWUWJNcCSFFjH2UOfLRz1KP8LY+W8Y6Gr3V0vdDR4czt1dnd5+066yJqOFSU57v76yfVbBpU3diMhh73YqZGUlox8qmowtuBnS17MWWTnoI8rKhpKaoz8y6mYYc+7Jz7nLooXGoPo9/6gAVO6Ro2F6gz+kXO7W3qQmXhx/Q2uDk8mym9AHtaSs6D15G2MXVtWK82YD9cHxi6lK7KVgJ1+2Hk3KalLgSWeUxviZvDJiull7CDpaQ58TpymlLXKqvrDtMifcLypC4FNg79pkXoPAuTujAsenqbH5mTtyJ1FWX/NrlAXkoOQsoCwFW1UjqzthVti47q4blSJo5ccdQFlI9aLA+VsE01CoLmaIm8nGSUnQSmzLWd0oXRRXlIDZjGJ46JRUGyuXAmR7KMJWp+dORU+YE3h6gC8wp6OWTRvKHMzFfQ0PH6Ngy1vF9EJf5xrBSqhQfjvf4By9is/ou64s+f8LZkFb3MFZ9+qWgzVvMLzfz1H/o2YFW88NJfflp51RrVOjQFrNSAm2wVAfEUoPSkZZ1Vpmw0C8Qc02B/Vfm7ZQDib2pVHXK6yOutBJFz+oypqn2wEtA84JhO1YfVjPCcxLKAKiibl4TkyJlTXUtPVxtYG9YHBktFZ4A+nf742gCePkyqC959dkPLw9WZ3VHpNK9hUWF8OB3YF9Wlxfah3xABnTcfqgvDpU/vIYI52VKorhKwq22poDSV5U+dGtRuVwqGPRXloPca2ZgyzBk2vwpaa0EYcpxTPZ47xuTIQU7pFtDCuGlQMl6Tm7ompjU2a1C1rqkLK5rSmQvtaon9TOk8cbj2bS1TnskBdi9FZwy5H3Jl2VIm655tVIraYHI458ocpXQbT4T+vFiblO79xCEBhiWl51yk+vy2qMQ1oTjPRUrrpDsk/mqprS0bbY3ZlrvNODNj42NwpTAD1+59OFYXFY0TvwEDowPWYOrsZyk7PtCWxu7JV+fsuDT2ZleuNYtyjcaCnXY7PByzC8OzHceGxmV2YmDJLsN8aGZRfo0vxjSRqGaPZrdLiiZw49tkPrvN+lPb9HBkm0DD2sAZ00ahGW1qO53NqovZ9DWUzW8T2fzoahkbOPvYLDSRTXWWrmTT1lY23zy4mM0TLLvZkKraejZiDeFjf5twE5Avp3DWyDbKbmvT1zFtHtvQxuN0NuIlG5FmKBuJ9rGhbxmbO8exOeE+NtomstFuJZvuDWXzaSubeOayKWsxmypU3efOlJE109mct55NV0P42N8m3ATkpCmcNbKNssPa9HVMm8dmtPE4nY14yUakGcpGon1s6FvG5s5xbE64j422iWy0Y28lm09b2cBZaDGbai7dzaat6Ww+W89muyGA9rfxdY41f6qlHtmm/W1tPo1pE8uMNiVZz2ZTDSNfDmWT40Q2OTO2jE2D+9hwEGgiG1hWsiG1lY1q5rJZdTGbrnw+j2WpoTSL09lQP3bWs3HY9rvK+TVZSK6u6eJyb03XkzNrurAcWJOF5LSaLi4tquk+uaWmC8sJNVlIjqfp4tJsmu6Tg2m6sNxJk4XkPJouXA6j6T45iaYLyyU0WUhuoOnG5fSZ7pOjZ7qwnDuTheShM11c7pvpPrlspgvLQTNZSJ4y08Xlgpnuk9tlurCcLJMNybEyXVzOlOk+OVCmC8tdMtmQXCTTxeUQme6TE2S6sDw+JgvJzTFdXE6N6ZaseRa/1w2J7yAH8yAHO9jBPeRCHvJgB3vIhXwI+8Kh6duGu68KpnxP4eFLhqZvGO6+Hpjy3YSHLxaavky4+xB/Fr8ZaOUbS7ak7llvOL/mjasFb6JZ7aasY92kqmrkx2luci5yM+Mtbjqb46bDRW56MMpNrF1u4kxzsxA1A91cutGN7c+Oy4jHumFsrxvZhwBb/MbXObKrqZb6rDf917z5tOBNLKvdlHSsm011jnw5zU2Oi9zkeYubbnPcbLjITQdGuYm0y00809yUosxAN4tudMO95/NMuho0ONbNbnvddDbEr8VvwpoAQZ/CWbPeKHbNm77mu3lstRuPxroRL8OInGluJFrkhn5b3Nw5x81B3Sxyw90uN/ynufG0zk0sBropaaObessudcP5rrFu3tjsvW78z85rzFQ2ufq9xtWonarHjDzOND9w2QrTlm3b4WMnDdPNSdOZjR/NbCQ0W3oPvXslo40WUSznDnHliq43mu7hzlPneoPp/c1KL29WZvcuZdR2x/OJbNMcezuLgXcqXc6tT9oJfJZ3Jpqal9657b0zlp0pezuCHBlPW6D0dvge7/fbCeDezhcLfGXXnTkrhNmEMnvOkPsErDYBZAWdadjDhOHz6E0otN7rQfvsrmYOM3XOBMNZ1wRnLmS9F8K7t4w/co6myT8tnuXCFs6p0pbU3em3W33nbYONe4a79dnixc/idz/bzIAWtv9eAs0aJoC+LMkGaFWP3uZ5klbw+US2aY69K9AshEPTbiyaOkOvgNNirwez0w8rW/amlhe76rbDTp/rm6ie9SxT3lSdzOAg3ap295uVtaT0AX4Z53tseJ5wyrZCCW99Rp3+bLTZUasDxB8ATdO5O/atqG5paGPbZHQazPJk65tLYzHcfezd9jtv20JoUNugpa6CtnkPtPAl0JQB0IR3P7u++Nnz6GfbE9w67yO4+Nmhe7gzIw3utLctqil1spuzNMwy/V+9Pr8zcYu+x7fhSbqO7GdtVp7aZn141xC+Ibx5KdXyhpbb4NROGrz72DcyOXyLng6GGZ/eA0f89/bjRibnL0Hbgd259c3V+ghZT/dGQ9+IYAY9XPBqFe9h5GFXtH8/tI+boU3uhNY8CVrGEmjbG6Dd1z+73P1sZmcQu00eshya6Oou0oR7x1pr0MrQddEwA6MdAjdGO54WzeaLyq1rqxfn4DUSPyFayBF49BvrJCZAR2bD1xu+lT3Ih66CE85SjEzP3+Oa9B6xpryx4vDd4edHv6lA3Nm18N5mx0iaHdImFkjL3h5tsQF7o3UujeazMdryomix+6H9lLbFDeztS6PVnzq6nfuPJ5bAbGK2z4OUExCm9L1bpQ1fKc3mxCDZOdJRFsaqac3umWbwoyFDsg2x4Z8rmwUTL7KFlwiGZ5QXWV2DqgU1pZrBxUGSAuZIbuq1nm9rGlb/RsAr3v4Ov/ed6NJ3/OveHZjd+Wacaci78jXD3ej0dr1HtwsY2k5d1s7ZpnabU9qlDmeXM5nd9lh20Y3sjkexa5jDbpmawG529rruhesql/9udZrL1OWuUZezPd12b7rBXemm16VrGJ5u/vx0/RHqKlPUPRmnLnmfunNlcOYuUyeOxW5kFxnLDmY7u5Ej2nXPZ5exlF2N0dS8iN1tpbpRVjpFXcP56bCr0ymPSoexAd3y9HN7OOdkHXruWNp0rn/Eufh8c5eTzaWaaS5lnbntKHOxK8zNjS+3MLvc+tpy7YXl6gwrd2PtKdcPHzc8bdzcVj9kXGy8ON/Z4mavFdexU9z+NnH9JHELloi72h0ueXG4L1vDZSeGq24Kt7gm3LRJ93WY1NvBVVi6yeCQl4L7Gggudhq46hxwi0PATVNNWrO/ne38dsiqq77l3PMNd8a35vXeMhZ7297qrc7Ux5wG3yxv5G+Tt9kF3tq3dxvY2205sNv1tG5rF3XLndAts5zbcTO3kDu5TW/j1rGK27Izhtt0/bblcdtmLn+FtrrLs+FuzpYyNdvWtmyxq7LNx2Rb2JBt/W5s7cXYalZiu1uGLXsTtvHmUN9+1NwEgrznY69Bb7x2Pu3at1XWiourcYZWE7k2t2uqtdtOzZZVl0zL2S0N71BpzfukZQyVtsWLpeX3QmbGdJHa82Gkf0E1+U2pNjio2k3ruGoXW6stR1e7H2Bt7/Rq2dHVRuZWW5pYLXJZtfkd1TqGU1s2G6kd7p/WPHXaweVbNa12yTTcDdNS1kvbHi0tdqW0+T5pC7OkbR8hrT0/Ws3waHdjo0UPjPY0LdpERJPElmh1F74EWsruZ3bnPmsZ+uw37lncpmeVoqbmiGe34c5GWan5zhoWPMMWj3iGcMozdc0zcfiZnWue1bEl0KTLe6AFHidBO19ug5Z2HrTMMDgV2vi10BrjLWQ2tNnx0Jq3RNu47ZnRNI6QBrtDWswaaavQldKkx0nrmCJtf3K09cxoFYuiXe2Hlns5tH8FcXauhbZmwy5yhljhLGRws9kLmxWPbIbY3EyM0dxubtZu4jNbVt36LGf0M7y7nzWvgpYxLdp2XbQ6HG9yTot2TM2MtgaPjXYpuzfayLo62qDh0eS3R2uMtxdIqxkh7Rb8qqZImx02rXnttI3bvXmaInT8tJwJ1DaHUAvdQm1+DrVCfX8aNYp11G6BZ1ILV2hCHkjt8r6oN1LDo11KjR9LbXgvtdmzSXcvtbPh1A5ZlcV8aljuEdUQplSTrqkmzhxH3wXfoGrkb0e1KTnAoGrDTdXuS8dVQ91XLWdotRXo1mryxdUW5FjU7mqSA6yxh1kTudwHXluceQ0bYuk15dhr0MnXjFdfazj82voCbH3JCGyWdmADHw3CFnDSFtind5igau0NbRk2+zhszzuzNSdo67hC2+baVN2i7WqXti+7OoAbxwxuqau4dW/jlmAMN3X3NnEomt1pbh+TTT8g2/libG3jsFXswHY3+VraFLjxWuHSa7V7rzXdfk0xBZsB2oRtci62yuuxbdz2jGyKqGOy5UzKtgpuyyZ5XjbGPn1qNpLB2W7Bs7OlS2RGbs4men2XakvPT9Y2Wh+ubXi7NtuzSbtd29kF21ona9sOEe13McCohVwt6XBtvBo7tikma4M47Q0Og16TgdrS1lhts8O1tRGoltu1MW75s/GxEdsM12zz7NtmOXQb7Lht04O2dezY9ntS00Ccuc9xdvtCv5IO2tG3yL5h9FnDoncM210n7GPrCmFZDOnPCCZPu4EB2gfMtgyY6iBgHvuAbU4Edj8U2O5iYFkU7XRgALYbgk2rF54RzOcMBEawWzqeEWzZrq4KhmpJsMvdwH4WAxtuCAbxtJoTW2B/PTDkNhTY7CxgxdcAQ+wAZlwA7Hryr5Vjf+XO/JWz69e639fAwb6mZ/tqGO9r335fLW7Fr+n2X8trgCXcDWw5INj9qmC744bFji02YvYWm7N+/5ccy+bHHJM97jl2M+nY5qpjscOOzQm2HRu+8BhfMPKYbWDzf/YxZQ/mpTj42LJd3XwMa/mxyyXK/uxRNtzHDKIkk8o+Zjs2kdnhSmZtAupcZs+jmWmN7mYWM53ZckCzsBuazc9o1pAf04zF7Wk2ZslFb1/VjbUzhGOJLZw2vHYazShq+ktnUuMBQH9ZNXm1rxr0anE17uhqD/ZVW86qdj2l2u7t1HLHUsvMpHYcSC3SImpH1kOo4T8VjJ8m5Pemk11WrcbRBKdoaDWTrbJWU45ZaO3VSGsHWtlpDZnhU605utL0MDmF1pvVt6uC/Kjhs95QFN31jMDmZfK1oZZem2/dtQotuoZz2jWJx17rpkMOq68NijMI25KWYbM66QnZI3FNxBZ4Ow3LRtmV2Kxcg+3IHdh224ct2Yz6bUrcMCBbAHsxApuAvdfUP/NaC6OuxRpyLZLZ1kjdaU21YdZWHWOtqw3W/ja32kdHi6tFssGalVO3fOED2mDNpyHHHa2PVaPIq2555+66+7cZNl5H3kHMgJXYXsYajU16Q7HVOQhbhjuwYd5+TWOrr3U481oHA6/FuutaPEOulRpvbbXZ1la11trhErECdmdgQyaLoomuZ2hy9Ovrvp2/vtJmWMtxdzUeNlWLaUS1eFZTqxkMrcJvW+AS3oCyP1uOWGONBTR4UjY0Y7J5Y0Y2mAdkmzwa26ZRK57RScFOG69pmXntKMGoLL3mzbprkEddM3nItVQmXPtmubWYb7Y2e621NDutfbPQWsSn/jnhOK7qjQD4Wbe0XXczqUVvKTXc2+2l1v5kaj9tpxanEHUXVFN1ULW2NlX7bVm1B4+r5t1XTeyFN1WzqcId1UQZiBxeEjhdNz2FaV1qDWgtf9mvc7df8G7NJBv57bRt35Y96VtfS749NuCbxxHexNt+RBx71FLXxW6Tap9ADpOyP+GVsD/hk7I940tY909wSNVsfrdZa9jt7WuasUq5crbS24+/hnqDp9RWb/RbO9cbX98We/PjUG+fxnmLyMRs/RRvzd5sSnfPYvMrvVWaLY5pJ7VJjDZ5e8KVMGXXvGuTpu5VVnXMOwdqgbf1Jj7bfuWzT6OfHbgyCRpShtc2aE4uy14unP06OtoJfMt1u4yCyeCKo6vB1VzSnCu3m8KRnBXOegSW9PX1lgPM65Rwfe+WneZ4Lgams2Pibk62/Pitane1flruS3tE08YdbapU/aMj2dIOeztGKo1rF+YPiIxO8ZrOiqrzR3rLa7Pzfk5qD0H0MRqehjCyTxKkTJiDynK6lS3mbDmRDrMJPrk5vtnekOODFQndV7gNE6ggB9ZkUFvMnZm1Ad5RdX8WCnvBBgVV7KR+QfB5Yok0N5wMbkqfTnrx9oKrGiOwQ5wp8DXzatkpVHuvwGvs1bdKqDqxRrMBAiO+8d4vLA8EmS1sv9A61rqwNZz5QxUbvwEdef05kt3nzuaeyzb03NHEc+isc4prztUcca51vrmNBed+Zsx/576cb07oumGzGXiVYdfFmZ3mVyGPDW1kO2I7396UjtiTztlV0e1oXj/MYfZnLzUHL+knrfO0ZF0sN6wrab26+nar+2VnjinpdIXHj1Mn7yx1fA1S97Md6n5coO7X9nRxTE630Nh0tc1Mt+rAdH2Zlu63Uek+zkn3xVekW9V4dJ3NRtfjWnTfG+WR6HCchy7lYeh624Oug0vQcdiATtDuc7EsPlekrefqW3lu3X3nel127rNN5+YxmFDeca6ulXAH7yClkiorlYeGb4+IKtxLcodhzXM8CfsTvjR7mjmX4jVR3+p0kFDfBeC+txrhAjfPXYWr3OHc407CS9zxNsBdh9Pb9WBxu1hD28WZ2G6hce1qM6jdqvPZ9TWc3b85ZooD2a3aVRPYwWL5uqIGr6tv57pF563jZdU6z5as+3DAuk+71cVnrrov780PJqpb2NGNUKfq8HRtjU332650H1yUzmtIOlH2oyvpcnS1bUa37lR0fY1E9802dB+uQvdpD7qDTJn5D0AnbMdkhvU6xqqaZQ3oec6umPk8vCfb1VwIrob4op8d2QZEoI26uV8TVr1ikwhGw2GWDu9dP4kzJyC7T4kXtvemTzJ6cYms08j4sEh0POmWi1PyyqRINcu/O5M21PpMMYsz7XjLFga/YB3ejctkeomWMZgmKW6+TpJR8YuazPY0ScI7MhbWGd4XUvLIjqSk3DPK5if2FWZuNo9S7cWdiBpO8s2FZMcTYBn2xf8HK8NQSFpvED+Im0+HZJD+BoF1pke7G1Jx5/VcYzpiEvWuS4WbcjtHt9nLjklCr7TYGSWvn6Sye5LdTPrXMDT+vwvN1kma7pkbIhElsiTSOmMidePsZsNb44Wdr5oRaX+dGglm1z3BqvDS9oRLtySMrg1h8V8P7dT7HGB2RqrcUiX7ReE8n6TRMtNdNqlrqesOyEmUrLaFYXcZSrq2l6RuaXOvjfW/o+fnp0mCNHcavE7eTkqDCymxt1EyraJk1WSsciTbuxmUjF7cjZISM1ySOpMldTRW0vyZkv6Y0a4y38piSH4tzOZIzTsjwRdGstwZCdfUSFmyWkHdoWRkpNU5EjgL9qGTCOybZLdsUqEJqLZXbFMmLY2JwI6aOW6S66xJ0fN6yljvjklBhkIP7+rsrQS0tBLqwEqT0yrlH1UpZUYJbKl9SCUfl4kNkTZZFcnXnkgCL4lkd9LjdGw86yFxutKBklKnSeIdJek0IT076Li0h0gKXPQ8N/M9mBJgw9xJL6RUHGcJ0+D2UAqzynla3UWt4ZIc66XDl6JzJFFO+mnxFtkQSas3LZn5ktSzWlJHeyWNXyqpjK96gmadpKs2sngSeesk4Csnre6blDtrUmIz9Yw1ZdLKXgY8Wwm35xiu9df+rdPTWb1vocnNYY+JxtDJ+GtGGwmI3meOIe9Et3LixHrWpLqYQQVbNhlbtzAXmW9mVqojpkes2+6hWE6rLPJMpUAZlF36TuBFiwa2Xwxb0wRDn9deMryApTEZG3bRIDCWd267AQvXz6OxavS8QhtsncdlcvXgaTYLdlj43GR5Wy2V19lGeT3ukteDRfKioBklj8qqafIqqvCleJ08/p5AIVXdQHmgDLtafEUplTq1O+bx9ZrDp3imzCOJnrJr5nGfXT9Whbgd8/pLt/+qetePm8d14VVnWvY9v8/kUuwBveOTG4uxnJtZ0as9AIO17flbldbIbdU9Fofd62HevYBG3oOz6p5C6+3VNtfeUofa62uivd8W2Pt4e71PY+tNnHSClV9jW+rFswkXz2PAHnqgFtKLZjC9slbUq9mQemrH09NqIb3PjqH34fR5+7Jzqm3KvMv7aRg9y9bSM+5gesuOp9fXhHqPzann0a56ngbWi2VmvZKW1qve8Hrr7q3Xa2m9zxbV++GKeufM7V554qTKDcr2ebODHaljqSRENkryHj+VXqFRQnhsvCnHPak8y1ZZzl0VOXrV9DZWmxvXslpibmMrDzyYSG2Ms2vsCZzhG/sJErxqlLFho5wvO0dNp44KOXjUvGLzKHGzR5GXj6Ic240flX6+YAIpn6dZ/f/4UQwNoOfv6fOKkljPtR5GdsLN9f2niGppYz3f6+oJGb5tYcE7oBPplE+1sz4VHRhK+8Ch06dmhgpjJhu1gWJDDuLcmVt4DaeewdrmLZShq5gUCeCbGqaJeJsm+HmaYo/U1N+pKXiqJu1aTUIhmzUdZ2uCHmaM13ROJmyyeZrU+1+xqakp9r4eYW/ruGz0S8go2dHEmLg1FjkADXFn36oy45fETlz19LuzT809HdS9+Eh/M9+0av1ZqzpYtmrD1rhV0du/b5VHETKyN3TyuRbjVgUzijx0SU9c1a/9K1f5GroqTlEWr6Jt9Kp1567qNXHVZ8et+nDWqnMhZtdvP9rImK1W771dgbIXc6aZyU1gYPdiTu6VPkpV7UNU8X+Cqk9DVMUzTdWXwzTjzcykDa2sfkcuvFuq5Lp7Gc569s45a10CtfTUTCrZ+TaVkliWMfA3J1bBD15+chfDWnfKy8BTcfzEbrwje74m+kWnpNT8/MXecqr9dsy0wZlGwfo9BNbS5a9muYapy6dju5bpZ2aLxWcSK5GuWVXeXlXpLVWVe8eqPYE9pu7bvQS+G8Aq1+Wsxr3HVu5u7uny3/AKhetd7bPb1V+LXUVvdTVei5F0trud7qM2zI1fs1xtwZ4KNa3VyDNb2WU06eh9yOIbW002zmJ3lKO99uvTzNY3fN22ia1ZycP0BW/TpztPn+hIfZaT05JjC/U9X2EUpRg4T5+cQN9fqI9gpD6jsNFOfcFt+upO0pequfCsdS5wcbIDCxuarL67aeG9j1a/5rOJVnqzM7e1e9OIjdQ20Zr96HTtM+Nh4H591yfg8UoiQ/bFqRX7ptW37ANoF+0zHrJP4YR92Nn6RAbr047Ud8Bynj7SKg3TpzNJX/UYfeED9BU9W9Xt23RhprxoYlaNulfmg/KpObIW6lwW3pdvnjdS1sxXyZp7RcglOrFB1pj0p8dCb3EsewfPUpVlmcvGfb6u/LR9oVH7fOfsMx6yj2PCvvXx+uo366tZq++2U9+whfqetulLrtJXu0df7SX6uhv0jU1oJu/O13cSQ0nXbrC6SlYLl+xXppflg8pwmHRxdC5t/035ZrN6ZtirHlmyrEmvFIZwySvSNrxKb72rxNxYY41UPeQ8nd+r15Me3XZT12x6c3oF5rh5lI/QHbGgHp16l1U6n50XS8IjYtkynjUE47iBFwyZ6OEzx3H43Csk0+vm5SiVt3JgpdfNPY7DzyKhDuVmhs/yPXnW986I66l+ga6V/z80wdqST4n1PCIWOx+WaJOPtWndEYthQSzc7bC68JmlNOO/vbCE2Liv2IbuqXbwmZNg9FyO1UjsnMmVhMUvXq6YjW3WTF4f3gF4FKzjk7qqrEWkVnE7/vieVrEfqd7ryonsBEQpi3fYK+jjuMH9NWAZ2adwskqTVdOtJvW1t6H/5L7Jm4Pdrg5vdgOZQbGHbbKHx4nxTvMoVlTTaDCQYO8t/lzuBBibLdt6V0tzRbA7/qa7UuIKrHcFZY4JnOHGblfGg8TJK80mV65ZrjZMwMw6wb7J1cpKEXJMsZy/mXQze+u6t9X6CBHs6yeSx4ZlpnJ3teLH3jzjFrXqMjDcA3EmVmF++HqsoyJZC2pvZe5rSpncW1kzWuSBJOvSYmhntLw58FsMGtNaZ49432thGtNojBx/4Ay7ZNjZvHeLMjZc4PsE9pcJTLr3BwlEnyJwMkJg/PaAac6I1aJhb0AO4lgY9owwLnJLwPgrAmr2A4xeDnCbEYYCvBMgHZ6aJj0tBFjxrN2uVhKLWmUf0uqrieUjhTgIeHXD8aOsDsaNCq4gTZ3TnizJMlbeRxvlhXuXvPmL5NV6aJJyf7xPC+8Nve3e9En31rDkXr8b7sU93V7N0mWxPagG34s98t4d2+5ts+reV2PuRZ5x79i54PknqzZFxuWYB7B0GEDuPQCzNPAQzwaAEdJus23TqlazVv3PyMx5y6ZVNS4PYos/cY6QSQDX0nCI7xZ/0KUH1qayMj7VpzXijDU+1ZK9XRKPvR5e8N3wSs80TbfCu3qrsNQR8EBr8vbnazkoe2kGBoyeFtBrUcCDOWGtoUDP+mfDsn/7HPfvnyVzq1X0Fusq4EKMS04M+8SBP/cUxrFFuC8QmHEnT73EqEgIlowDbmG9xCjdWe0W2daMgP9Oo6LvEAc60xRseLhROtWorj/mAaG8f4O1xz7952hKhsnMxDb+0F9A2Sduml07Z/1SwG8GOGvFHAKrry2wYM+BdcMiWPvYAut3Y30uZ/mrVYNfDXXqq8gjX90w79U+k169p4uze7TXu6pqU2exkT2PZywshHWeOt8unsG7za8w5royOBPjTUQ1NelxTOFVU9uE6kvVw+31hfWlvkAzYNzctncXtKLa/EhiKZa05vU9RLxSbTb19IWmaAtZZUqVeaZY2mnK+FpTJww2lctmU22abWr+clN1pm7R0Tk+hpaq2HyVHRLGIoLMriAI9uyB41cNXMaGgc2uFwh7tEDjtwpcYaLAbpcJjHuQwHkK7BDY7BSBiDUCRR4kEJ1NAr+ZJTDmcQLHHiowzXqB34wZGLFJAyevGril82u+jVXpXgn0nHkHm9wf1f81U+K5kTdHK0tsWoZIe25uGG0Z6fIjvfvCfcYoz06Lvk58OBf1bSPol1hE39cBL5leUeTXHRvBvI0HTzft4KqjDm6+DVsOCmTFQaL2G6xuucF1Nxts1FqD3nYa9HCewU+GGYxlksGylhisb4PBtdYXHH2OS9te5BYX/OpDC241seDmbccVbGLzrILsDyoYfzIJ2bb8DvFG401TpMo2sSCFKwvizPnQgrxtLdjj4oINTC8IdXFBUbYWLGlfwdpmFdzK7pSC3eddUJC/79Mu1ohVUI8xCDjn3Qy1YQN/iA3Z0D6kaGTKntkdoxbBbnbZjnGXSHFNns8DmWle+HZZCMii1LuR8JfKwoaBT+ugbI8ohX52zVghSwG/mtRMskcev6fGHGaAeK6P96fD/C1L5Ax7G1j3FjK+36B6tsGKwQZPTTWYPdLgfzeEEbJu2JsL1djYeVOpYxs5t5BaM6PIGH0LFo6m+0xLndhCCojFOGEqrv9Hu2zYSIWoafwoxzdHMmuLfS8fFWQ3lm4zrvU0XuMSLhNNKzNeXy/y+5Zz8Chn5lC2DSPx+FEz27Iw6JvSLutFfOb4uQgAo7kmufCuk+vOjlIXbxA/jN9d0OyGmF6QY33B1AEGuzcYDLC+oDq6oDgMdnasLFivhBS2aHzlCo3HLZIZmb+0UJR7w4dfTNB4dGPRROfg1B37nL8eS2GeHlN6jEE7NzrUaRMn/NmYi/Ioh64TsyTOHcF324u82F4VW+0VnnjOUh2C3alpSW3XBQZLGn4Qb+qo3rPjYF6emDeqwsK1bpMmi+rNtaXe2CvqpaSYRqMnK9GYcnrDzW9beboWxGlc6Fk4kn4gS097AEo+CaAB2wBi/voPtq9dodH0eGSewaBTrYVn2Kp/wnbvpYRsdFx29mNpar/ja/udMLhfLpv79Wl2v/nj+9VR3AnDSlEV02hJsuMz1NvcapaoBeMPipLbxHu+4ANVvvMgGvICu01rPpWZGQd1tHgvbc0H5mKDUBhMrtl37pfzLIQaDC/oSu1e0bz4o3hVwgPtKqgLjgwG2WNCGwMqWKGwaAsJuhbrNp9qCXjGtIegbrcteKmrwMMngcUDdejV/AwDhxg3UMeMGOialvSRoPE08wWKoqfBGQniYaxABhsma/a9Isx5QkMN4Jsd0Fm9LWFi8sgG15nXCatrIkA0ed3z3GlmaJkwtgagCM/JIXoly9h/ZmDqfni4vVmGjF4LxKQx3exP58UOWWe1ygLRxDZ/okGLc3SiCMDiiLM9MrGfzivFrqbZEnlY0A8No2FGBj3Wi2Ntn6j1i7H5QfcAIetFmVXe4hhwMWNkZfNSl4zHpw376HbowoSidXbVyNZKfS45eExaNYraXNH3QfrQfgsflc3xwSPmyRaTMtbicbvyWfg0yQePy0nL8bkqPe8xaQ5pb5iBTzTxY9qYQ242955O2afLOI3sT4Zt0D0368g9S16sc8hAXYDxDXUvJR+ObAhrZQk4Z3eUEI/cOGMuQx3OdoI3pew9kOOiRtYwFHNleZ+5HTVlj0K3arFoIe0nlmYGSFixUP/c8slOhTSXsl6lEKXenMuHO/QTX7DOk/4twLuJnyDm2jm5qWSWm/Up5Ts+bb/aUw9jPcU6u1OcqZ1GWTSmE6UKGlf8IE5AanyCLyjLPZ9Itm8K0sr0yR6+6XqWjDDoeDKZ9NiCKLRDhN9jS0H080kjswmK6lbN0X0lADtAzvbIAII6XjnQ/gxm61NfVoJ5vKgkvy2VMWnWabELbezMLFkXtb0yAyOLGaji5h2zCylsN7UI79PU3sn+f9tC2nZbXrgvUqVXfVL0HHU8stMclh2v4bp6ES4jYxq89Q9RsQ9LN7raEWyOuinNru9udITRmY4gaqmx6R+ZfG1/4or3yLo9isXm8p/tMRXbkSDkmn2nykNg3+w2GR4CndlwgPa1oo2wFriJ9H4C1q2cOe3v+FSayJ/0t7dbsDmtYa4Jdl5dCQS4G21kWUnLzHqFe3Ags/dyfAOHlDFy81KOt2SmUZv2CuvaxPpPVS7atIRzakat3RWXtWLTHhicu3hw6EJfGb+bsNmM4CTS9k3Fjd2UnoGbkl60ibNWk+hpY9rKCceVnFLex6m3ZZwatIkThzWcBI3gFMv8TUVavam+vZvWnbmp18BN4y82bZMDgEdt4jLQmlHfURx8N2RT4JX6w4MvLuaU8lBOm+3j1OEsTh2s4bRB7ltF8zcpunoTW8duem3jpucDkwn4zdvgd9GmHmJ6Q/Lnx8uGLabiD9+NuTD6BvqN5iT7Vk76W8mpg32cYi3jFM8aTqXu4LTaAk6rbt/U1eRN228bu+kJzDM3sR+4adK0TWON2lTYnE0IqY+bMP1JrILf2hJWCN/HyePcWRhse/CP4CTb8u2bqEwCzahp5R1dm7kp/CL7MWdJmpCbt2ihhk1XKhjv74p8CL1rmDcym7zGfw2zZWxGsF+kVluB9HPnvmM2BJA2H90HbpKLzWEiFc1B+jZv77fkFm1ipsfGBGLOpvWfUb1dsGTMbnOuDvq6WY9jy1zvWzZR5Sf9OirnPyOz7PZ1HZr0Z0h+fMKmGH3uojGNVZ0tDNNROf/78Ya1muKs77CeiQSDgV1RhmmasUcTdYkm0Q2aZmpd0dO65imY9jeohD5D5e4SldkNKgen4tvJWbHbcDBz710B5yRVI/Enaknvm4Em5wdvZszJsTHZElbHVGfGfJ4Wc+6VHxIzNhum71qY00bC7FgFc38MzOqpRzzC2szZISvffrzSo/JHAxe1bd/ZUnFeS9hVLWPGtNya0TJwN0v5XJYKK1lOH8eyvYllzQiWf0vMaDJObvJKOO1t8kqlAOxXeXKkyvPmzNlBj+3dmpLj+melTLkjpe9elC0DUf5GoYy3AmV29snDwSfTl5+cmIAyfgjKPzDjZWYXf7vBhdTX/oKlrwW0grot/5qUmgtSZsVMRincjhJwRErxTSkVZqXUX5ayvS9lnYkp/4Y0X/tSrvLmhxUAjiA2XX4iyz65s6Rldl7LLhjZGW6ISyHDbXb72t/TUtFolrjLWGa7+SsHR7Dknr9SYOzK5bqV16NWrt2yMnfCysxmlUdTVUYuVDklrVLZH6My/vqUe2pxyvW+lNHbUe7chXLjLWaflBM8J7UreyvRtarf/87ofUnTfSaLrzHpmV/SOLwk7AKTo6eY7HuDTM6uK9k2p+TAeJJjajPJybUku88jmfDGkJyuH7k8d2SGcd/I86EjNxePjDuAZM4Skus2koNGkpySdpJsjyoZv7Tk7vklM2+NyUPyApMT1pjUzjJ5vczk7jiTefeZzAw1eZxrMvJik9OjTTaW2XqTgpecJJ56EjEEpR5bKtXrUAZUnQr0tYCh/1a6+6quaztD3fLuU1I+X5ZSGzoxJcqmlKoRKUWlySjb+1JGD025dnTKz1tZnFJiespSG1TmjlEZskqlOk+lwGEqpy1ROWV6yo+hKWeXpbyPSHk5GWWqmSgPTvMfx6lgEydvkSmc1JdL+UGcBjdxgprFScJlnMwcx2ll+zj1N5FTlx/Xm+HfQVd769V335Zx0hzHqew+ThsTOQ3GcYLbxMl5CqfnBZyawzf13Lspd+am9rpNA0ZtmlTypNa6+XTFpjh2Vn3aFv+/mbolP3lxLkBrTt4Ezc6/sbPM8oj/1cxNUND5/2d1eP5nbmrrtX3TZMmPYFgQV34T/Cauyn5ti0fo1sLblt+sDTKK2f11p5TDjTm77xyH7BMrZiSoGtYfFHNSb4ec7KZH1Ge3zrqvcCkSJwszTd6cS7Nl3rZ0Gc167t3fMhsVGCJGjrl8a9OZF4xGYg2WhxHVFn5PHk1ik7nnrGtl5mGaZmJiYabJm1tmy8zZco/boGn1+mectsnn0ZlEkeesa2Uwy+W9tsmVaRc2488+fzczF71o/ml8HA1k+LlhwIYLWYuEsZnd9fdGBhnoVJgdHGLnCLlDNZOy5uWbDHAblCmMWTdpBGVK9ppMEAiXzhE9CqlbkAm8s2fJborWnnQO0W1uA7xwC18YXmtbWM+qcHBPYC4nMQkvxcTFFsjYmPozY8Kvi7k5KmbunJh5VsRcl8Mc3Axz+lSYDSNh7m+D2V8Fs3IYzCe0osTmwaSD1XQNg1k9EuYgSrbkm3slYSqAN7OcxKKFMPlsxrdk8zZErXu7WHF7ppK3+cxNbdpat6lK+nM2eYoNN6qZSd5WrovpsivmdFHMuFtiDq+IyRgP03w2zOrBMCumwrwbCTPbNpivVTCHe2BOgcHE2QBzuv7lQVGMuCvPvq/eVCSN3dTHxk2j1m06bdemWRfnbIL3xCnBT9i0S6v5q7bcAJhgeo79HPNsBY8pTEA649Z+TTrAyA2rBx9K+W17/jMwl3UBO+Nh3FRNmiM19W43p/33dOowu9OgCZ5iMcRTxTBN+ZIbBrcYpun2VPzhtRc3a8p8pKbRi83TxMDgzZq4n63JVSzjNZFasWk1QzatOmdTr8d2bXrxuk3vVt9ixJpNBsM0MBWm7Cm3yTsvrtiU2aJNm23c1OHMTR1s3xTWAk7xTN5Uatem1eZsWut4TV0tzvTu7bblUEPs4MaHh9VGtjvDNKE2RlPaAzT1Nz1T50dn8pqYSZRlmUralKluazKtOxlTX2MxfTMQ04fTMH1ahymWvZjKLfdN0Z8oE/6dgE5vjTdXacoUejBb7/ZrWnWzJrYWavJseqYPZ2V6GfckxAUyIZbH/a22B+4A3/yW4JEze5s3s8FhMzmYNFPQkpmxbJhZ0nqZ1Rstc925MnutlPnZPpkvnCXz0yCZ8WySWZZlMquqMT1YJrMw401xz5vE4Oky+V8v89eAmTHZMJPUjJmqjZ85SzprazauHZuT7eMoBrndMnE317xTLNNlkqJuLZSwfcJi62XuCeaMTDYu/p5ZMlWT2DiG2+yHyrDWnh3uoTcjDctuo5k22AW0mqpLabL67FiaDu6l6RXPZJpk1beaprrDafa1neZjPu6oqS7RXPWamsv71cSatq2sedi6Q2vytbVmuY0mkkNrXrVL02tCYoBNombYrLbuKpt8GWbz28NH22zGU9Y8m/TWZmqhTXprOaE0z2atXtlKHXq/XTBX1sTx0Jq9La7Z4+6aHQywOUIUzv2TYDeHBGOvNevzwcWrbQZQDh3e7bR/2j9zJKUm0Nx12RCaCgN4UvYnvBL2Z/gtNJceeubhMoyFD5YLCi29G1je9TJqqr0KB6GKakqtu1ln9SFeOWPctJvTEs2FUTeXqTQ5oLYvRVNU6FjBnL3oJs3Kx5eiI3Nu7l3SRTfn5zSFafCum65pN4frbtYqzrxZu/TmwsabO7tuxi+6ed9ycxztnnXjbfazENtsDvbYhF9i03mPTe+RNpsTbm7zx6QZb/N2jHbfYV31LIYWZusaT4eZ3XNnY6+Nc0p8JCiCnaD8LgTVMwzUaQ8o2AxQEtd/Wtz9KX3up82hn+Infjqww1vePp75XPxpcVUNlrHzLZ/rlCIu5nm892ZTGjg7ztszfNhZs7HBpZ5AGBVbdLM+3NPJ2cyS1Z7ExvUsGoBClwZ9AgfcxAmfWZw6WsYpzkYyjpMiqzqJtafT6Bmd0jmd0zOLOUEeykkMZx69XdkwVkLbLvcGUNGs/+TP7k8xXvxp9tZP6az89Oe+TwMv+zR506dDmTjbl4ASfddhwd2fSn9IKKOxH1Qqs0Ht92CKDRJ1zWwi4S2hJD5RFPlxoraaJWqXg0QNNUWU9AhRkswP9c3hoQ5Smt1yiDXTsaFmamhCvziKrU+VAXSZAbpIsAs3sLAAAMIzjDxp2A6xvz+S/a3pkPpnHP1VVsd+ANtihlLbfF+peNPeG97JO6sizVis5t93T9sJPLkAXACSAHPOOeecc84555xzzjnnnLdt27Zt27ZtMQzDMAzDMAzDMAzDMAxr2ysikhoRFQwEZLm9qIHortSgoEqrgCfBXatGBwwtRogI3LWO9GC1jOQAcWcGyI0TThrZuJDEEXS36oCARoLQuSvSo4TSFDhr7iC1PHCGiy93MW7sIQBauLvQZQUz4Phz1yNU27Zt27Zt27Zt27Zt27Zt27Zt27Zt27ZtMTsJ6rTPIyot1IVKH2lxI+BCCszMAAtYnHPOOeecc84555xzzjnnnHPOOeecc84555xzzjnnnHPOOeecc84555xzzjnnnHPOOeecc84555xzzjnnnHPOOeecc84555xzzjnnnHPOOeecc84555xzzjnnnAF3d3d3d3dYu91ut9vtdrvdbrfb7Xa73W632+12u91uq7kuFQwxAq7rui4VJEVpXqWwFpDOtO9UKrZt27Zt27Zt27Zt2/S0lGWsZhmrbXpaapuelrKM1TY9LWUZq216WsoyVrOM1SxjtU1PS80yVrOMlWWscs4555xzzjnnnHPOOeecc84555xzzjnnnHPOOeec81DX6kEICWpUUCRjINEbA3ecIv0IIaFFAQGXPBtUYdS0enCQEgjMBxNo2tBI5IdLDnmYcOFoU8IpUusAFiJWdgw5gIUIjyhCBXNVIR0UPKIIMQHUgMnKDkANmMxggVUV4cGgq11VJXkhQQJCDKczDevD9KQ1cXLnVaopeVHCpAnJdLxKXQGiWDQYLyK9Sl0VCqSaBj56XqXa1bpSCGJqBsYsepVqXS0VUx0frUJZ01rChUwricwEMCngxOGrFJ1sEYTJWNNGKYaDDEwSYE6RMhmUojhCkifqDHew6GNDwh4lRHdUCAw5cYQcNgsKMAlKwd3d3d3d3d3d3d3d3d3d3d3d3d3d3d1dlbiotHzaaAEA4xUAACAABgNCoUAoFBqDQLsfFAARBAMDHwM3Bg8GSgIOAAcCGgSABBMAADgAAgAOgAAAQAKIyNsBo2q4tTWtwTXY5pq82TXc8prU+Jq8/TWkCTbRCpugITbQFpvcHJukRTa0UTbVLpuwaTakdTbRQJtoow12ps2bOiPcnCxD7bXpTbaBrbaJG25DbbfJzbeJLbghjbjJ7bjJm3LDrbnpN+gmVm26ObNuErdL5OF5+WuODl1Db1y5tt682qvyvzmj3TfIpt9g629EA3DksqFST8o9E4ccfJPribmwmGJjo4cqt3YP0dlWIvfe1sQGIuqPMTFIrvFT4S9mag/RNIkIbxURbBhRbhtRMsCENrZ32kYSiXYSxW1EzltLtBtMlFtUBDWqKGwtIbvreqV1RWYDi3pUkWPNLFotLSpNMaK6ZlCDjGibjEKjjVhjt1HqbyeRV8EYVtcbrafQjKO3JUfssJQG7Tk6TTrKVh0JDTvCth15zTvS7T9KTUDqNiIpzUSKA0PCaSzStBcJNxlJtRqJNhzJtB1JbFxS2ZfUwkSMdmiSf/v5nZzrtFHdHU1P0hpbn7TrrRR6OWstUaIWKimNYELLFm4TmaDdTHrrnOBeJxvupGjQU7UZKq+IEudErW9m1O0mTcGRU3XtlGwFFW5rlTJtSe4lVqF5Vr0dWOIyrJqIVZqOpdqola/WivO1VLO2Qsu54pYuPf7oebSr62xsF45p7dc0AYxPbX2YfCaJtbUgewDZFpNto8nCFpbJZpf1Zpq1s9RMa6xZvG6sxYJ9vJVnouln8VakmYC2p50AzU+zlqnl7V+rO9Tanr1OJbVrrHNz2IA2skUz2QpvB8Ob0jZa08YNatM3taFZbbplbULj2kr72lp2FNP1pAhnaNtvaxv/3bT8FrdBZHRbqTuo4bFs7PLWt4kNcGO3wS0wM9xAS9ySZoxb9bbNbq/Zboktd9uPxru97Xejdr0FrYdTy4A40oY4d24TT0FtYRxujpzQZDls4pxv5Zx2hs61ts5Fc+dkTaKrdtLlxtPJ5tSVNtZlw+v0rbHr9tn15tqJBtz1ht2Vdt4JLb9LzcGLNuIJDcfrpuSlluXpFueVbdCLJukJjdSLdurlxuupFu3VzdwruXRPidj39u5RTdtbzLR6b3qahu/Ri7Xz914L+Aoe7yiGpPOm8B1bwwdvKF81xE/8ZeC0Ly3yAxvl1+3y0xvxFw396w0DNPbgKcsEvzCj9rcCn22ApOwGWDY/EFsOWA8Fo3GCSfsEc00ULO4AQmvAFLY1gsUXgIlGEb5tIWSE7SXcVhYGk4YWau9tLdRLsgqueEXcDMPVhVwUeQeIDAMMFzbJkCZy/p+wTDUEW2vYaL9hMRp1ONp1SBgBfLn3EBwceyjorrYfntqHGCK+ifwOL9a2nYljaiLhHQ1OPLdtVPRh7y/XxsYqgjvzixGL0OxeDFnaJWn9Yrl2/bLNBM1g9Kl3JZZ5jGcLGbmRjK2djLqpjEhrGb3BjIpa+xmrI8M1szFuaWOvd7X2Nl42uVEGtLrxkRuxtb3xN7+RtMCxG+GotcORN8VRtcZRN8ixtMkxGuooNN0xtt4xN+BRZfHgSAY2VmzJo9WYx9+ex27So96qx2jYY27bo9K8x9r4x2r/o9g6yNJYyGgvpLTJkLF4Mexe1BodWdMgw9wCuddmYySR9Y4cs7bw2Lm1ktN4ybgtk9TYSU17J9UmT6Zk9WRp+KRq+2S0+ZOtBZRiIygj2UEZN4VSD+k6+fClqeiw6ZRr6ymr12zhI9lQ6ZpRGS2plDW4st58y2rBpdKMuEx2XGanXGqtuaw36DI2BlO3ELP0W8CvbZuf+XuBJqZ7hOZuh2Z9cIqmifmZGb17bMsmzVBXszRnyzRj4zRJ+4nhGd60WJOtzXrfbs3RdE3iVEKz5HfvEmnS5m3VJn0VeWIbjfWqeZteuJGbmPOFmyOvRZyHjOKk3PphMtM4qeeXS+ZEgDZydqs5cTs6Q1zWybMa17lX0zt1OsMzz7H0wabhZFM9R2s9U4M9c5s902xPYblnGO8Z2+8pJ8OFK0c8YEM++7Z8ouZ85hZ9kkZ99q7PbNon07rPauBn0sZPauZnb+lnbOwn197PNvkzr/4Ewz/b7Z+1a3wAnAEN3AjQ0A5Qbgpo/mtAsRu4NqRtEwPNAu3jQEn7QGMTQblWgnZDQfO2gkJzQXOLQZPRoGg3aJgOGloPiiwDAv0c04AJzQg1TS0J3dmOZvB8XxWTt0mhe6tC0wwOpTDjgLpadKWPtTz0Nz6Uan9oNEFUWCGaGCLamMGlXrJI1PhmaxPTLlHaap2o1TTR6/Hh4Gum6GupKG2saKm9okJksmi9VwzWcNFb2GwXhWmEedeI0deOUdyU0SJfRaRq0CjeptFm1mh32aho3Gh2NdUlo5WjIw0dfbm1pHijSlO7SuNNK1W6NTKKirZaaToNNQ3aatrNNU222FSb7lpytdv0q2696dN0U8i24fTVjNPUJacWaQtozylp0qnQqtPUsNNo6qnQ/tN6axq4f9e0AvV622RUbzVq0rhU2NxU0SpV8TFMdf1tv+pvwipp1GpoY6zgSgyS1bWzZHFimWw1TjbYPlkXaaLsbKVst9aVS7VVdpsrS+NiWQ1XykJk4zIlO10W6/WyGQ6YndNOdaIZs4xPY2Y/L5nV3KTZ2apZ1LDZLG2bpXbsHBnQNhk5G7VzNhnS1dFo8Ozd5llmw2nDalp1ndHkLailI2pFt5ulptRita+Wz7Ct10Rm5CsZ7QWt9Kq3taN20WDbAo7Djmbb6i23ZTbeNtjhxcNswzKvxLmMMbcG199o3BbVbtznaOYSHUdrc+kuYz8HLGqIbjrzdYOW7YqauYuW8MrG8Jb28GKTeINN6OV29fZ2+MaCpvieua+pK5PEWun7GttVv/TSbPv15v32Zv+KFgfnyBLhbIyw3B7h0uZ5LRd+JN7xwqR3Ijs/K4art+0a5k0bLi0ghjSRODWa2HND25y9qc1V17bio3nF3xDj3hZj0Rzj0t1JOaOMT99lzNNpxt2CY6ERx9yOY6Upx8onsg2j27vRrGNEW49RLqmwpdHHgLNblCvzthsv2dsG5MkByMVNcAgag4zag1xHrp1pFfJuGDJvKrLceGS4hU32rynTIkjuomQli01LflqXDG1mcqFViidNToatTq4NT279zlbc+cmnBcqdO14/rsd27VZqk7JqlnLYMmXUdGWfSKwyYcnWLhPdkmBn8/Li2ctoy5eRxUbKCfuX6bEmMH+tYL4uogt2tjCv5jBDbaGtgbKdeHwNNZB528gcNpM5aSlzu6tZGbSXmTWZubevBtYZzmwOzmfW9dt25rGMaA5b1WxtXDMSamIztOxr7jY492Y4i4Y547Y52yY8y416zrY/F5r/rEibD8Y0Anq1A5pnrxU5h+17g6DHRWyEBk9gssugscZBR4uh8wa+qeve9loPfRsQTTZBlw6bXPPmmAXQOzduJQbslk3DouG4ouPt0MLo/3peNMx6jvRrkXTDd5T03yTrDVZtBrX7BurozI6hnu2h7nZSaxuosXvptp86z11bWlEtNaS6ma7DkynleexeC2DZx0y5DfbJe4T1dgdZh7vVmucPtfbU0da6SdehVdc9dFrMtl3LNu86HE5wa+T1t/OaNARbtwsbd0292ILs04hs1Kxsvim7rbZm6+Zmt70moGVbn738DO1ybibFpcbcsdMebXVM0o5cpU1e27RBKvNh2nChdmO5tnYcd5nLXXdzq/Z0F032jhHfyprv1MrvakW4zq7wyBvDa8PDVcPG+9TxvHlctYU8b2t5tcFcHmaeF5pny83lZehteyaiP1ei83BRPkO2ouM+F72YFqM/TU/eoXHoCyWbji6tR8c1Rz2217PwjVI/2qWOaZp6wnhAOWYHqo/bqN54pjqyS9Vj3tgL0Zc1Vn2uVgfJRstjbVePSLxVNp1svvrbsV6MrH2Sft+xPuIec8+vTetns9ajZev6mnXt9q0jTVxPrVwv2Mkt27oON3c9W7zeZvdu6Q45punr1/p13AB2oatjhGawc0vYc2PYxd3reZrEfrWKneeuF+Ku+Fzz2EcL2XHKn0KtiLs3lf23lj03mD1tY0/bbPa/5exoErvhdsKdTWjfrWhPyv1Xo4Htuo3t2bw+illEqRvbDra3PW1sb7fV7Y+Gt/Nne7t48wytWe60Ze6dDTBP+9wln+ieYZWdY6jb9xK1KLJprrttsXu70t1Bu92Xne7eW+/OjXxPTcbO9+1gWHVrEXxoFHw8dq/92yC81sH7BsIXo+CFNBN+ail8D9aTUXvhrcnwqdXwag+HL9t2+Kv58EwtiC9kRLzI1leyffG4ifGt3NcNtj6eN0A+7cvTkzXP5ZbIf2PkkwHye5ok/9QqebwMk+8Gy+sj5bU3Wx655fK5RfM9Z17ZPs/aUG9X1ZvHzKvXFtbHba5nNMRe7HDUx+fYuxfZh5hnjLLXGTaiAmBxoD19eOvsDzLTvjbcXtjiR918e7AW3LcR9wnmgvtCmnLfi7Xm3jfovjbxXnCjq9Due2z6fW0hvtRs/OJ++Gjj8af9+FBPyPd8K/J9Q/JfW/K7jflSM/N7S/NLY/NFc/VDi/WjMftK2zK1NGlfeq3at4btF+9sKHrm7YMt3C9dAV8796Wp+xRstfbB+1/wz9n77jS2ef9o/D6JeYUrePy+CO4KfqAh/Mm28HdmDr9uET/QKH672zT+sYsf0zKQf2kjf7amX2lQP7ap333uJJpkWf+lcf2h9vV7PCf2b8O4B3oN7Yfq1v5Wk/ybezv996b646h/8Rkwi9sh+TfM/8XMf57Y1i4LALRGADiZl1+tpzTDWgMgGwTgwYsByDYE2Mcqwx/cnQGGpgZIam0ABzc4AKchArDFA64NBLDfGAKQ2UPgLJMIEGvVb2wYgV/bCLzNjErpTrMJyB3ZuPEEUGMLoKUFbjOszVYX8IYX+L/IMdy+twCPxjz+X7TMALuNMzDfYaAseex/rTQgftsOzDX4QG0vAmpHgqMpCbRNgxLAx2sSTNt5PWeWJaCTcQlkZwMUoFmf4P7WyLbXirtEAb0V2qPANknBV6sUdGaYgtdUBaJFC3wbFyibuWC3dIGnxZq4XKapXkmTF/xZvYB/EzXFkNm+gDR/wbMW85e2MqCWFjOouQxGzexmQJrOYOp3PQOSKQzmRhsa4Nct6Z0a00BKX9Kgbc+hGO6qBmHDGqxmOvAtdWAa6+B9L/ONw2lrbWhhtt0BN9/BNScz+jQHwfLNeiCz6cE8fw5qW7d9D4ITHzxt8eBPQx+gsvXBS3N5dc1fgYZxD6Kg3Q8mMv2BauPaYnUABN0GCLsZEHxLINQdAyFz7YEgpz84+mUJqXkQ9hZCKI2EANoJ4WpNam0tBKjBECztHaTb0Re/yyF44yH86ZoW34u+2IoI0ZAIuy0R3J0TQdoWRdjHQ1BtmHgfsQZGoNoYQbIF0WtpBKxjI8zsl0aIcU5mBm5EUD05Ane/2yP05kf4LZBg2jNB56QJb9sRrjRsAta2Cb55Ey4O9KYSpp0TqKkTYFvQnOuAuoXZDQksRnABojchumOE5pzvoJ34IOc4GHXa6Arq91hwfJsFoqsXDOMVyO23MCMV+NMNmDZeQAskUGv1hdzwC6e9GmyTNXRareF4+4/xnR0E0HwNSgs2tNxOi3HRlA3ELYhOgzZQmzbsJm6w9mqo4Cyau6FbvAG8+RA0u4GD1AwOH4FbxaGitxdqHgdvr5EcnC/kcG3SUdFaDqXBHG6bOQhsOJCPrujADelwvttob1oHZjkHic3WzA65pR2gWw2hoNs7mOZ3eC3wEHWEh4d7O4jARnjA1ng4cOJl9FrjgapZHnSZB4phNetSejUVE60mepi2vIIT23b2Sg/hXA+1LfYAqKM9TLjd2XQPpfUefgM+uPZ8+FeRMLfwA4z58PzZtPZD2vEfSN3/4docEKJtBOCu8R80NQ0Ebh0ION73HENDuJpZHKIso0Ocdocwmh6iNFJEoqphKmlkvlNEIoNF3BqYsdkitJaLWGa8CKehJKJtKDHNKKGXkSVM7Syha4WJFWCCCQvDPLltjgmwLDIxapQJw7T5Jt4tOMF2RwgQ7TjRmnLiteaEU/tF4bIhqFkn5padCI07waYr/2jiiW7libehJ2RbT4DmnoAWn/gnKtfbaqG96Scg/QagqFp/4mYjUQC5E8W3d8/L+FuLQu5gFL/NKDyIZ6NQmln6m6j9KMy+FWKfW5Gi1fj+YEqPRzHyxA5JQX06bhisDSfK7krxmpZi1roUhny2BdTbzBR6YVX4NzAFEaq9KaSCVqfgJqeA1W1O1PNTgILbU8gxflazd4zHtc6/NY4vw9VFHIr7dWqTCtIsFQcbzqRxKq59Kv6maT3tAL5oqIpsq4rfXBXeXmmHRqvY7VZhDdSl23oVuwEr1r5dGZqxoluy4l7FK9qeFXiTVizjP/CE5g+nbNsK1LwVa7ntY4cFwULtXLGaukLO8qWfOMU3oM0rtmav6KkrANT4FdD+FbgJLF4rWEje1y0jtoXFGgHtV5s66UaxyO1icW1hAY9vf7bfQBZQG1lcG3v7co1lUXUpiyUOAQ7Ze1nMsB14SdtZrOaziFs9EG5EC9iOFmi28L4YDmqhf2ta3GlWi71lLfw6Xfzta7Gb2OLdHgeShrbw7NYWf0npYgVQMa5Flt/uFrHpLZaub+F87tNGNrhIzXBxW+LCNMYFtscFcrRD4a1yES95T3JRfa22oEfnuei+0MVH2lkx2+kia6qLa1oyNHNe8Oda9IJs1Atp14va37337cY6a2pWPKw0h21nFmSfy5oftZQ5besMofUzrj00rHbSsHbVIK2uQW2y8WvDjWzbjd/mG5619d2Ug2xrDmmJDrydOohjXX0YzYNa0gO0sMdpeQ+9pT6oHT9wK3/cVgEprQWyDQbiOQtnoHdMtPTTxGbXjQeytx9IGgFdcBKQhAG/tgRhHhLktlsUBEMrzJNdQaSbFuQ/64L4dggRTRHybo0QZbhBQjKHq9SZJYS0TMg0xO4TEmOckAFHVwrphgr5ZYgmDVGx7W7bENphQ77zwiG2K1s7h0hp5JBx3LVDhgYPUaOY+UNdR+Q3kMhoIxE/IBpMhI61oIhuUxFHLLkeo7O7CGl6kWnbjJiwLU+21gg32MgjXzSjs410H3VkCV50xKrrjrhd2FVXN/xIsTLbvt8NSb4ZSf64IvY1JklpT5JtUhJjXxHThiWZ25ZEtzzJaXwSa0kS6dFRC1vXhI1pTfS5sQm8FGc24dOlTXxKVGzKGtVuJ3kd8ORGQ4C6Yrf7QP7tedJxzJPj5omSA8Z3by00B98kidA7nySukU+4u/bJzDv1Sa5ufpK/g5/saESon8ufTJPjnwT6Cig/OAHKV98CxdUMgdLzmPTHTXCfKDq2C0qogVD26jpo29gFJcBhVboolLFQ9tsLpV6ToYy7FdDbhkPpbYfytCyKNy4KsaVcbGIUo5VR3o71WW2NApsbRbQ4ymt0FH+FenbTo9Ctj+INkELbIAWhVdfJpABuRmOkwO2RcnbKU75WXr22YVJG26QQ3+3bq6QA6nlS3Pi6Uwo3VQrfuX//cbYUNzq2WQoYL2X5L5fiZk2YkhWZbD7WiilyzpQhvmXKOEZNuUXBbNqU9l1TbjahkmzYn7Liqv2TZjNote2eVk8JDZ+yN+/fF+gIKjIWUDlwAAE4oDVUiBpE5dDNnbNZVB5RjaMCuYwK7s0E7qfLaf0GUEVqNs80l4pg2WgqdjGVnwxfcIFlPZWwAVWOvJpRBbYNVcI3pgrQnirbpCrEb3cHEwjkZgJYV+4nEGrVhHk7q9i/papVDzdmQXM5gW6DDLgyzkC+6QYcmXGAL+nfh8EH8lYgeH4RAgX7LJFiOY7lAqylXOBN02k1F95wLl3bucxtCsxiFnQBjejy0ZataQ7WbW5QF77dQbEpDy5c1sX7EBkZvIXm6RIycHdN74L+lk8gbAUFvEMoHLSXQo49FgKsaHqFeoGK3cPI2LA/S4uMofjXghXaUBXybjCZAm0mcyiLNjpZToY1nsy0qIxuVBnXgDPa+BXtdtaeuTT4zItMykKZ2WeIlp850ovCdvmg7SagCckKNP9bhyYbiGYt89F4C9L4LdTDMrUvTTYxzW9lGmf7wOdoHiWN5qbpFqfZjU7j5OqBTUxTvG99mpAGqPltUKNII9VMY5zeTVVT4J2sVXPvu6eH720GEF+V5WpCx6uZ3CZuzoQ13QBqxZp1us3NWUO7Zc0XX6PWBNe4RbdYiFvNdWsS5NmAIdXbnUMU1Mw1DiDkfh700jUVmbzmNYiNaBObg8xiY3szZDSLDb59bPbMNmLJ9rGBG8rmwy7LqsA3oURazEbao9lM5tPSIzVbz2ZuQJvehjbwbT9ul5uKTHPztteNWCWlfsPdzLa7Wc16Y3tr5orjt3w38c3Qyjcqd1A3tQoOaSqc3lo4Vx5BpW2GE5oN59ZyOE54a2374TTymhAnWxHnNCSObUucvjlx3i2KI42KY+8WL41Dy9neOJ1MjnPgztObYgbS9jil+XGOFzi3M0LOQjvk3BV9rMVntvQJB2xIn+os6nPN7GM0wo+xUE33kv72+VnH+SHebdqMMCPsu8c2/MHt+aOGgkk4ly7/oxq52X+I/X+WNf4Pa60AFBoCaLz5qq1asJq3QauJ1ETXCqJ9rkUP+9C5eFK1/raodAZuXNLMgMthuCGCbbg1m4cb+kwQ4FxUnN+A4wQmHVfbdly0zcex9yWHbGty7QHKocYo11uoHPJU5dqWMYeaLXu4mzlmY5pDm+xcv905hEHP9ZY9h3zuc+3u55BaGl1re3ToEdK1Gicd4v7p2kOoQ1hHXXMpdajzqWunVIfQeOta7l0Ouadd17T3OvRV2TUXZoc+O7t+bhQOldQO368r7NbArf+51O/o//x2/6c3mMIxlUGKZjl4zRZ8jnZQ05IH66shjLwgQv6sCNETI2zsjhBtgIRteydEuIDC5hQKEU2ksLHFQtRRFraXWoiebGHrjguRBl3YNiFD5MY22PPADBFbnWHPtg3RIzdsLN8QbQWH7WkcImdy2Gqbh0jXetjP9hCpOR82R4OIHBBiY1WIiHJ8gtG3tgnJCuQwIem4n20ZspohQ9babxlS444asmI3ERnfFzagyKr1RMZTLhGsNhSpdD+mSMfdU6Qxt4cdVFuXk5MkT9zzM51ZEsLbZBkrU3jn+GyIP79IvBkOW5p9Jo7hJJm3Cd4Mh02xjInJG9N8s8hfNQ+vhWN7Z2+sMCZm4SjxMDhsqsRkIv/XjPvYsH0MnPjEu47yQjhM88sgtWj4Bji3EXtahaFaNm+DI6zDc7qAEouoo9/EjNNd24R/GXwSHJ4OTzh7Xhq4GYFzVo2BkxSx58RAIvzPngfTNvN7GFltgJNCZi83ijzyyOMCSuIWnCGWMWaXugwC2/0Gb+cVdAFhdJk1LDsNDybQK2Fz3+AXA6FlSDqO4UQNa4tyBiN2sJVvtGoHsQ3J+W1SVyinue/73jDvfy4+yo2s6cK6sSpf9sa5RcK96TExyZhBGx/fhllCx2wy5U3b3rGkNza3EcJ2rJIdb9L2js2Y2oaF7RgfEPKRbbAaD+5aXu9XBwvd4Hxv/DY61mLHd7N2tF+7lbA24tthBnpTt+D7wSnfk8739m/Bt2DbvdVYUe1ukEdFMq9R4IGjZyKV/Kh0voPKCnunbDyCSlVvWFU031CCzHoSrw0o4bTRJMpbT+LLrSRMmk7iv4kkhttNwpRlJN4aTeL0NIKw3teQ4PhcEvpHkHh0K4nabx+ReyiJZyePsHkliTOXjrh6IgmpBo4Ybh+J1XeNUNZYOhiJ9pFgC2yuqnFidlWF+DZhW8pybb9u1jakg3e8Npaq7NSe/bZc27+Q5mkrPDFb27fAVmkXPL9H+1f4wdqKn19nha8gc6mUPzLKym/B51hRetL07K9CLNQuPWyCFf7Cj69C8Pw2bS+FH5pdemTFtv+CrK2C9Pi47K9C2qNdemJkDP4CG5Sd/PwSbW/hh1VZ+PyIbL6CbNAm+8h27E+XQtmPaduPz4urQdNBm8BszqXJLm1MnjQzWY9pyR7ZmKwbWPRPn3OSNR6YDNmKZKLWJdN9PHIBs5FH3JUsnL53qhCmIt+xKJllC5E38J6TfMUq5F7vQV58SPLVGcj2X5Es8fpj28q1UnUTBhlrxqq/BPHY5SCIOQ5UM8oB9xUO6r97/rLItga2LW9Ae0+DxAxuIMCpDWCObHCQeQ16G9Yg3qQGx9jNwK+4cSf6q7fjG6Ss36uNOyV5LHxqUo8xv4PY8LvNkt/Gp/vu9S58amV63TyV5vr+Z4GvIet9vZroO5Dpvh2W+fqzydeSo325n+K7yGLf7gt8rch4rq8dq3u5vNV3w9hevYf6Wnxjr7Xreve2PTFdqKFOiVDYlSBCG0qSf9rnN4WYpawPW4OXCz8CIZ/f7hMKv5ecj8zsIwVZR87HR/VIIW0h5xMTeqTAlpHu+UG+K/wgont+k+8KMovsHlnmu4KPI92T9vmuEBPI+bAhPVL4LeR8fk4PKfwicj4yqo8UZBc5P63S3DlmPD0uTomH+aA861zN9Z+Dz9fJmuOHg/KffSIG1z58l4VkvnV1ziOzgffEoJjfRsZX0HUnnsyIOL+KjE8WGofrZBKZRtEEjnC/hwxvrbGym8Y9ZPq0+WIQlTFkyGC1mPxlCRmYXi2Lz1iMnCkGU8OMO57SS+4AYA+sCktgW9YxBnbr9a9bs6vJ2X/0K4EZsGzb+sq0la/UDYB9SFuYThDLXldMf9X7oFcLdr9yveN1AcOjXynf7vroalfV8577enapq703ujo4jlU3YkA65UrT/wDXr/9DjTXt3DeK8co3gsG+N4FBQ98Ag7PeBGFyfKj+mjeO4YlvioERb4zhfW8aA9vdGMPj3hTjk90Mo5a9KcaXuiGGZ70ZRs1cUwxvejMMTnPTSNzgzyrQIjfH2JQ3wcgQN4ehHW9M9kb725h/r3B9Py51wyNyiVH0rPVqotrR1sCStS972ey5lE1X7pqNjeg6U3S3ryGVzGHjaPnaQSvYuDB77ZHxa1v427x2+R8J0VbETogQkHfMBPjQSJYnRm5YGanvZZEWTIzkzS2YKX1rIg0bF4ncGEmeTD2DRpZlkZ72QpoyHWH22XoZWxTeTBP6q2XatKXh/PH8+h0ltme9czEHBGlPB0noBtcDWlLSgLWBDcPyBsru6oCqsqfTQfL1stF0InZzKci7mwIJu02D0cTYOhomr+pMeZlLg+RtBQQq2mLfdCVR1mMqksdciIzFZpNxxOzXUy37XA7ZLBJOi4mycismyyAaUiuJC0DsQ6WGOwhYzqJCjqEEmQXEzqeQZn0ijtz2GWTzR9TtHz6kqoZ8em3u8x7oDxONzz3QUey30meMaaPHWjXjG6yGO0LEZjViN1vNuzvpaBqzru+JqAarOXAGBHKW1PxUNdzn0YzshisyVQ1caygK7FSDvk+nOFPVcF/LCLLRavJINWy4Uw3EnwLLtpWiRqqhv82n9Ug1qoOJfjdSDai9175HqpEcLhOCkWpQfQP1zCZtPk/NcxipZiJa5IVNAYDz1JAPK9i1UI3mvECRmqeG1ZkFXbbr/zY13vGUY7raErzA2t643Xk0nKQm+a9GTYepqcM2NcCGSPPUCLLLBHBr+gxHdDBazWc2k8FsFyeTIXxGy0+jqXuFbbmcMZXMeqFrKf5TKTOT8hq7fgdixKLNJ1Gmq80+Svw+4wMo2yjMdEr8GuNzJ1s0zKqKuC2fYmfi778cu/yu35+g2bW5nC8ZFxwuGXJ6smR951jJEOozJevoAyVDGkyTrEccJRlaYo5kzeYQyRDtEyTr9vGRIQNmR9YvDo4MATE1sk5zZGRI9nmRtfBhkaEBJkXWK46JDDExI7Kmc0BkqPt0yNr4aMjQA3MhaxCHQoaSmAhZyzkOMiRmQXY2ZK8m4+wC6j3qpr35kgHKWKaI7ZLpxpq9//mStf8+aZJuwWSSveu/Mw5e4ILJkP8IOVU1/6eRBBZMVh6/MmeY+WlTy4LJkvf+jcPW74LJdtbLm3MWLQsmM+pd/51x8AIXTIb8R/WpqnB+9pOnXDAZ6j/6SunK8/OmlgWTLYsaIAu0M368wILJkP+5b0oknJ/95GnBZIiyLGxXGv3j4PMl4xZAXfRrkmyXzP2XwJvzJTN5jxcPv5pjZM38EENK9VuMUtPfXxjpZIgRbVJmF0ZaX2F07bR6bY1YvbAJG7smWz+yKNvfux69H7igAWVzYcrKruWQfeZqDmnmYpXYssoT27jO9icsZrDfUCCSv24ZVJmtXodlWJE1fNfaOmmqIkcxUk0mW7SO2C9aCPGHqcP15yxXlj0qe5Ata+v4DEWO0gA12cYmommOjSaQlD+FaLq/k3zav5BgAxlJWnZkKFG2fBU52zSPMLMYQxIj20aOsD926Jr+ZQQj8esHQ0VmEeWW7CFn64sHM0tjSGIzRg1Ns2wK4aR/4mAIv4E0jvyKoQyTgYbEdVk/Avu+fcg6afo4W7FjkAPZYMHI/eiBUPy9Q6P7w8XXlrkDO4DME5g0PnMoW2mpONtYOZjB2B4BSfnrhqb708Sn/eMGNoAMEFgZmSMkSr5oKNu0aTydxeIASbL9waD6Q4au/VPGpvHLEjaRAWdmkgFnCn1NMmhpUEqOsdiYKttquvNPSVvjFxvM5IejySRzzSyUvcig+XyUHNMmY6qxxnRnNhxtjV+HsMmPMxPTT0ZTKMuMiSbDS3L0LchU097SnWOQ2Rps/8EmPxBNpl8JJuGvQwZNppXUURYYU/Wppzs6rQCYRGwvDIXNO9PptyBZ/oTSuP14MlmyjGtU18iYA4LnyxHt3jQpzJ3HlADIs/WGofzAMp1+IZHKH3yamww+06ZsNczUR5XHnPaQJhD7DENhM8h09KNeMn/AP8R+K0Aoykag2VRWvHP2lYAV0lyfHRPTACmJzfZS/HHA6f0+DxnwFwFGquz0rlg2Aa3hgzw2SBoCSEkxzEuRTQFO7xd4aOCP8YP6I0B3luV/25AFABvi63uSSrtbOsb2N2xsZk+CP/UbtD+0HdY/+TOB7OraLjKuJ8nn/fIwLX3jLAY1YmTD/hH9Cd2h/oHPMPxy3oTIfC7Lkmk/SV/ym2NpMiOHMeoNW7aUO9m/kRvh5/HM5af7syXDC3mUyeWw+eqSBNPqYlBjZnnObAZnhd9bsstPK6fWT/TkKEvLySZzShL0IcWgpo3lOcfGwgpsPMkuP7Ccrd9MSOPv24dNppJUUHYVg+oL/HNO8wgrxKKSXdgqcrZ+TiHHn1MOtl9CkqBsICaqbNfP2Zd2VkiTdXaJmf1ssaWaHH9jP2w/UEcRPqfpA8rd3S+E9HHW/XAWwGJU6Lnpng/AFEuBmEZvOQYGnfpXdbAWsfpfZWRhr5pZGCvmJqbRX46BadyimbwOeAmQcSGM+eqZpwDrsOIl0jNfeMiZfeU1nmHWHNgXJeKxN/aFfl14YhsB39KXqI0uUHfxESOCcniicmBfOvntO18x9LB2e8Fe11fxmnFHgo/wq8/TKqf1pZNyRl6395XmJwV7V1/FVzzDhMl94YrHV47qCy2PZxyVlvbFVeqMySn/mrAv6ovrpOzsMbCvromO2dmcvroaOma3XX2FpmPhExBb+iomOlazOX3R0LH5CTAf0ldEhres2RBz1tAh1JFp0Zo0hOlda1KpgkDbkL6i0qI1NACgr+gLPc1ZQ4PwPaEviGnImrRgP18AvWUNstKKviphyJpwe0tfaU5z+qpBuIesgSRrwKK+AHrFGrTSUX1Vwoo14faivlLJijXpw6i+BHvFGlTTrr7ow4o1oE6fpvWFBgM9YU2CaVpf9YKBfYH3hDUop5l91cB+NcH3xr4k04Q1NAhMD+wrMY1XUwdgQ1IKsK4v4b1ZDSJRwGw1AL1cTTShwHg1Amw1XjeBm1X511wr1oJ13iFcmtXJ5tPF5Zvpc1iAv/725y6uHrpi73M0lw7FvvG59nVDA+x6vuKiISa2PKdzxVD3/c6NLxd6YLNzENcKJbHTuZwLhUTf5nz4KqEF9jhncYkQFRuc91wfZPru5s8XBwGwtXmKK4Ok2NdczGVBo29qvnxNEAM7mtMFQR2stsM8ofeH8QdxEv8kxvCXcwZ/0QfwHz59/wKj97M4dz8VQ/f3nLjf9HH7n8/aD8Cg/SlO2S/FiP1iztc/+nD9yyfrZ2Csfhpn6m8xUL+Z0/S/Pko/8Dn6ExiiX8YJ+oUYn3/M2flXH5yf+dT8FIzM33FefjMs/ydNmk7raAEVHoZPiWPsFHoGTmF81BQdhkzZeLyUGgZL6W2klCuGSdF5jJT9G6S8dncU2+dGyT00ymu3RrF5bpSbo6PcenoUqQZIGTdDyurHSFFikpQxh0kZ8jwpJo2U8m+nlOGslWLmo8FS0twL29Qnzi58YvOkJzevd3L1XCdSjXMybo2Tlc9vosTeJmMObDLIOU1M2s/k32Amo5vHxJQZTH6tX3KU0Ut0fLJ1yZZzl2y+eEktA5j0N4bJFcOY6LyQyY6pTHa9mYkN45n0HtLk9ouauDqtyf6ZTaY2uYmr85sEXXmBkxOPcpl5RzhZO1P3eVisH4PF1elX9m+9MulxV1xdc2X3fCuv3GvF5oFW0i2ycrAJVtTeXKVcgVxVBXB1T6fC7dFUtE+nEveGKoYuqaL2pCoPbqtS88gqya2tctjsKmrvr1LOECuHXGRFxGlWZtlo5bu9VhQwQGD/1guuYJ0o0xYoWJgABYLlT/QMfrL5nU9qmPek96onVxzzROcNT3ZMd7L1RCdWn+Lk7uom1w9sIpWZdCqT6Bcy4XoYEw33MMl7BhMF1i/hPXrJxbcuaXXikv3Llsx60BJXpyzZvWbJIwctsXnTknSzlhx22RK1xy0ps2/JIU9cIuLKJbOGLvlu+hKhjWEyZxuTr6YyMdJyJj1GNflmVxO7TGvSf12Tq3InFjNsbHJvZpPVlzZR4tgmY+5tMrAkk5vEv9eImVx47+JyxS1cdN6/ZcfgLVtfuMX2SVvubthy/WgtUl6p5e4sLVfv0OLE7Vl2j80y2cAsxlqUpf6KLAuKaDyWACdkkTUky2cXZQltV5Y5A7N8ZWkWkyZn6bE9yzcjtNhljZb+s7RcM06L3ldq2bFVy9ajtSi6w3otrGovpckHbInTTM82HhG368jqhxxRYryRMQcbGXKhESNNMvJvg5HhRhcxy8oiv2YV2edsxLYTYbKXSDgDiQCyi4g+i4hsPopILdOI9D+QyBVLieg8mcgO24lsvaCIol9xbz92mxC9VeLo7aCh3iJ5dBHQ1heRs8oBRn5IsWFN5aVcVpoI+dow7M4Ls/2eMDhvCNPuaDAKrwRj5iwwF+8AE9XwL8Mt/bL6tC9KbPkypvFeBhWbzvPibI+X8AZ4kcjiLr4mdjloU5ccjOjyZzWXa2Zy0d00Lnu2cNl+/BYbzt7Se/yWKyZw0XkLlz1Gcdl6HRfbZ3K5dy+X64dzkXlBl7umdLl6UxcXx3XZbWWXyeZ2MWp3l/oHeFlkiRcjTvISc5uXQ4304ttaL/FmeznNfi8+Dfkya9GXTYz64suuL0Gv9my7FfEmW1l9qRUlRlkZ5wQrQw6uYtLCKv9MqjLchiqmjKbyy0oqR82iosMOKn+unnLNxim6j5qyZ7yUzW+WYsNUKb1HSrnFTik6T5WyY7aUTU+YYvucKXd3Tbn+wCkyL51yd/KUq2+f4uIIKrvXUJlsGRVDTaRSfy6VRXZTMcQZVQKsuKTKKOL3mCpB2esschUWwwtjsGwotAGLjApbrzQWLrsyw8IpVzQSbreScWGplQ2FplmRUWGLlcbC8VVmWFhbRWPCbVUyLoypsqFwNxUZKwyl0li4j8oMhYyEZlHJQGEZFcbCcVRmUDCUSsKAaL/JFwZUwWhhSRVGwklVYlyYV4UBwp1VMC4MrrKBcHmVGCpMsNJYOMfKDAvTrGhMuNRKwFgVxlrptFfGKpX3Wlk5F0oef4Zze+2ZrXvhGSps1Zn8dcYZBORuM/LnUDPbgG2imVj5QWbWyQIzS/PkMp6zG8ts71FlVmIryuirZpNJljvJnD2HkdHWLiFzr6aPGdNvHWONGDem/pQxD7HtYvTVsWKSy3Vizp5DxGhrs8PcV2vDjOl3hrFGpoYpb3b8/jBUyBAxZLJFYpzbaWJuyUO+UcwTdqwY7b1azApsvpi86o4xyXLQmLPnsjHatYlj7tXWMWP60WOsIuvHlOcZZD61e8jY/i95HplndiSZG/taMqmw2WQCvwZUyZAyGS5zyjAPo8rAXymz5VhYHIlF41VY0J2B5aDdV9IeeqXMsisHOeWKiNutzBpr5XfrrIg2x8qc/VU+NbiKSQurdLjeHLui0liM3g7unh5Fdi8QqPQwMzMzMzMzMzMzM5iZmZOqG6m6kWrPoohEAAAAAAAAAAAAAAAAAKj+23KyAVx1JnVydUlxEp1MJ8XJdFKdFCfFSXVynFQn18lxcpxcJ8nJdbKdJCfJyXbyneQmv8luspv8JsHJb5Kb9Ca9SW5ymzwmjUls0pgsJrFJbLKYvCavyWLSmrQmi8lqspgkJqvJapKYHCaFSWpymBwmqclqMplEJrVJbRKZzCaRyWMym8wmj0lsEpj8JaPJX9KXjCajSV8SmvQle0loEprsJZ/JZ7KXdCZ7SV7SmXQmeclmkpfcJZvJZnKXZCZ3SV2SmWQmdcllUpfMJZfJZTKXVCaDSWBSmpQmgcloUpqcJoPJaZKaDCaDSWpSmLwlZ0lb0pacJZ+Ss2RT8in5lGxKOiExIS0hMyEtISshMyEzISshLyVrSakkVBIqKZWcQmJK0pKz5CxJSzYlb8lacobEhMyUpCVvSVyylsQlo5K1ZC0ZlZRCEkIOQvJBDkIKQvJB8kEKQgZCMkIuQvJBLkIqQvJB8kEqQiZCIkIeQvJBHkIaQvJB8kEaQhZCNkLyQUJCQkLyQe5B4kHeQTpC3kHaQTpCOkLaQdZB8kEGQvZB9kEGQvpBBkICQvpB+kECQv5B4kE6QuZBOkI+QuZB5kE+QupBTkJGQlJCFkISQvJBNkIyQvJBJkIiQvJBTkJKQkZCSkJCQkZCRkJCQj5CQkLuQT5CPkLuQepBxkHKQc5BzkHKQdJBrkGmQc5BpkGqQc5BzkGqQbJBrkHOQbZBtkHOQb5BskG6Qc5BukHCQc5BzkHCQcZBlkGSQZpBkkGiQZpBmkGiQZ5BgkGKQYZBgkGGQX5BfkGGQZZBhkGOQZZBlkGOQZJBUkFeQVpBWkFeQWZBXkFiQWZBZkFiQW5BYkFqQW5BbkFqQXZBakFyQXZBdkFyQXpBWkFWQVJBVkFKQVJBUkFKQU5BSkFCQU5BTkFCQUZBQkE6QUZBRkE6QT5BOkEyQT5BPkEyQTZBJkEiQR5BHkEiQRpBGkEiQSpBKkEiQS5BDkESQQZBEkEWQQZBBkEWQQpB4kDmQO5A5kDqQO5A7kDqQPJA3kDuQNpA2kDuQNZAAkH+QO5A3kDiQO5A8kD2QO5A9kD6QO5A7kD6QAJBlkCeQH5AnkCiQH5AfkCiQL5AokCmQL5AvkCmQKpAbkBqQGJAakBmQGJAYkBmQF5AmkCSQP6RJJAckH/kH8kB6UdiQFpAbkBaQFJAbkBuQFJAKkBSQEpAKkAqQEpAQkC6QMJAvkDCQMZAvkC+QMZAykCyQL5ArkCuQL5AqkAmQC5AGkAaQC5AHkD6kRyQfSQHZAdkH9lHdkDykR2QG5B8JB+5AakAeQGZAVkBWQGZATkBmQEZATkBOQEZAYkASQP5AjkDOQP5AikDCQH5AKkA+QDpAKkAqQDpANkAyQCZANkA2QCZAKkA6QL5AtkC2QL5AskCWQL5AekByQFJAikCyQC5AJkAKQIJAskBCQIZAskByQEZAukBGQI5AukB6QE5AlkCKQBJAAkACQBJADkASQBZADkAWQAZADkAOQAZAFmGBEOKIceQYMgxZBgyDDmGJENqIb2QXcgupBfyC+mF1EJuIbeQWkguZB6JR+6ReyQeqUfikVlIPVKPzEJaIe/IOhKPxCPryCzkHWlH1pFZSCykFRILeYW0Qlohr5BVSCBSiLwihUgi8oq8IolILZKILCK1SC2yiDwif8geEovsIXlILBKL5CGrSB7Sh6wiq0gfEoiMIqfINXKKpCLXyDWSimwjqcgsso1sI7PINzKL7CLfyDeyi4wju8gwMo6MI8NIKmQYOUZSIamQYyQdOUaakXQkHWlGzpFmpBg5R86RYqQcKUaCkXKkHAlGwpFgJBcJR8KRXKQbyUVakW6kG2lFspFWpBTJRrKRUmQaKUU+kWlkGvlEnpFPJBN5Rp6RTGQZyUQmkWVkGZlEepFJpBHpRXqRRuQWaUQOkVvkFjlEBpFOJBSpRkKRUaQaqUZGkWskEvlFHpFH5BepRWKRW+QP+UNukUGkGolGOpFIJBn5RQKRV2QViUQqkWSkErlEkpFk5BKJRi6RTSQaiUY2kU4kDhmFhEJCIaOQUsgdMofUIaOQOaQUMofcIaWQUsgdcgp5Q9qQT8gnpA3pdLyEnB0xIWnIJmQNSTtiQjYdMSFnyCZkE3J2zHSkdLR0nHS0dKx0nHScdKx0hHSsdJR0hHSEdJR0fHR8dJR0jHR0dGx0XHRcdGx0VHRsdGR0VHRUdGR0THQEdDR0DHQMdDR0JHQ0dDx0JHQkdDx0LHQUdER0HHREdDR0HHQcdDR0BHT8c7Rz5HO0c8Rz5HPkc8Rz3HPUc/RzzHPMc/Rz7HP0c/xz7HPsc/xz5HO0c7xzxHO8c7RzrHOsc7RzpHOUc5xzjHOMc5xzhHNsc4RzdHOEc5xzdHN0c5xzfHNUc2RzTHNMc2RzXHMUcxxzJHNEczRzPHMcczRzJHM0c0RzJHMkc0RzLHMMcwRz/HL8cgRz9HK8ctRyxHLccuxy5HLccsRy7HLEctRy7HLsctRyzHKMcqRytHK0cqRyrHKkcoxynHKccoxylHJUclxyZHKEcnRyfHJccnRyZHJ0coRyZHJkcoRybHJMckRyPHI8ckRyNHL8cRRyBHIccixyJHIccgRyLHIEchRyLHIschRyDHLkcfRx3HHccfRx7HG8ccxxxHHEccxx1HG0caRxrHGscaRxnHFkcWxxdHGUcYRxjHFscYRxdHGEcZRxdHF0cZRxfHFccVRxTHFMcVRxRHEMcSRxFHEscTxxNHEscRRxPHEUcSRxPHE8cSRxHHH0Hz8c+8f+8cORf/xw9B9BHEEc/cf/scORw3HDccORw1HDMcMRw9HDEcPRwtHD0cPRwpHD0cLxwpHDkcPxwlHDccKxwlHCUcKxwpHCMcIRwvHB8cERwtHBccGRwTHBkcGxwTHBMcGxwVHBMXwcH+/H8bF8vB/vx/JRfywfzUf9UX80H9FH8NF7xB+9x+4Rf8Qfu8f6sXv8HuvH+vF7DB/lx/mR7Dg/0o9kR7Ij/QjgSD/mjwCOAI75o4Bj/mh1FHAUcLQ6FjhaHbWOBY4FjlrHA0etI9fxwPHAkeuI4Mh1/DoiOCI4fh0NHL+OW0cDRwPHrSOB49Yx60jgSOCYdRxwzDpWHQccBxyrjgGOVUf7McAxwNF+LDvaj1THsmPZkeoodqQ6wo9iR7Ej/Bh2hB/bx7Bj2LF99Dq2j+qj19HrqD5iHdXH8xHriHU8H/fH85F83B/3R/JRfHwf48exY/woP44dx47yI9kxfbw6oo/o49VRf8Qf90fwEXzcH8XHsSPY8X1MH7uOV8fw8X6sH9PH9bHruD6yj13HriP7CHZkH91HsCPY0X18H7VH7jF7zB65x+3ResQeq8fqEXu8HqHH6NF5dB6jR+mxeZQen8fnUXqcHqXH6HF6nB6jR6oxkbHR0WZsdMQdbUfbEXeUOiaPyKPyiDwej8qj8ng8zo7HY/E4O86OxSPxKDzOjsPj8Dg7Eo2AjH6McYx+jH2McYxxjH2Mbox9jkKjG6Obo9Co5ig0ajGqMaoxajF2MfIx0jHqMeox0jHaORqPU0fgEXicOuqMa4xgjGeMZ4xgjGKMbIx1jIyMdYx4jIyMjIx4jI+MeIxDjI+Mj4xDjrfj7Dh1XB6njsbj8rg8Go9M4xZjGiMZIxljGqMZoxUjF6MUoxQjF2MUIxejE2MUYxSjE+OTo81YyZjIWMmIyJjImMiIyFjIuMhIyKjIqMhIyGjIaMWIxcjFyMWIxejFWMRIxcjEyMRIxQjFOMeYxnjFmMa4xXjFeMW4xTjFGMdIxwjISMfIxwjICMjIxzjISMSIxPjFiMS4xPjF+MW4xDjGuMQ4xDjGOMY4xFjGOMR4x1jGWMZ4xzjHGMk4yZjJOMlIyZjJmMlI6UgzfjFSMRIxUjEWMRIxEjEWMQYx6jD+MB4x/jAOMR4xHjEOMSo5zo5CIyYjpqPQaOkoNP4xWjJaMv4xCjrmjlHGIceoI5RxiHHIEep4MyIyVjI6MjoyVjJKOtaOTcZGx6bjk7GRsdHx6YgzHjEKMeow6jAKMfIwCjECMfIw8jACMe4wajkKjUmOwmPQmMSY5Bg8/o49Y5Kj7+gzJjn+jIGMe4yHjHuMeYyHjIeMeYxsjHmMcIxsjGyMcIxojGqMXYxtjG2MXYxvjGWMc4xhjGGMc4xXjJmMhIyRjJGMhIyLjISMmYyCjJmMl4yCjIKMl4yWjFyMWYxNjFmMVYxNjE2MVYxJjjnjkOPOOMRo5Lg77oxGjjyjEWOSI+/IMyY59ow9jECMPow+jECMQoyPjjcjpOPt6GSEZIR0dDI2Oi6PyuPMyMbIyHjIWMWoxZjkKDT2Mf4xcjE2MToxLjEqMQ4xDjHiMd45Oh1rxkZGHUYexhzGLkYwxjdGMMY1xjfGN8Y1RjlGEkYRRhtGEUYQRhtGG0YQRhpGEEa/kYaRhtFv/GAcYTxhvGE8YUxhvGG8YUxhxGFMYURhxGHEYURhJGF8YHRgXGF0YGRgXGFcYWRgNGFkYFxgNGE0YVxg5BsXGBMY+Ua+MYGRgzGB8YCRg5GD8YAxg/GAsYAxgzGDsYDRgrGAcYDRgtGCcYARg3GAkYARgxGDkYBxg5GA0YBxg3GD0YCxbzRgRGDsG/tGBMYSRgRGBcYSxhJGBUYVRgXGBkYVRhXGBsYWxgZGCMYWxhZGCMYXRgjGCcYXxhfGCcYYxgnGC8YYxhjGC8YZxgtGD8YZxhlGD8YaRg/Gv7GGsYbxbwxh7GCUYfxg/GCUYaRhvGGsYRxhHGGsYQxhlGCMYGRhjGB8YGRhZGF8YFxh7GCEYZRhJGG0YcRhZGF0YZRg7GDUYIRh1GCsYIRhhGGsYHRhrGCkYHRhdGGkYJRgJDMCMAYwkhkDGMuMZcYARgFGMGOYUcwoZgwzjhm7jF9GLiOX8cvoZcQyXhm3jFvGK6OW8cpoZdQyahmtjFnGuzFvtBvtxryxbswb8ca6sW7EG+nGKqPeuDfqjXnj3rg35o1349wIN8aNcSPc+DbCjXOj3Cg3zo1UxrSRbWwb20a20W1kG9NGtDFtbBvVRrWxbVwbzcazkWwkG8/GsvFrDBu9Rq8xbOwax8awUWwMG79GsVFs/BrBRq0xa+QaucascWvEGq9Gq9FqvBqrxqmRaowao0aqUWpcGp3Gp/FpdBqhRqdxaVQal8ankWlkGp/GphFpTBqNRqMxaTwag8ahEWgEGofGn7FoHBqJxqExaCQaicagUWjUGX1GnpFn9Bl7Rp9RZ9wZd0adMWe8GaOMUkYpY5RxyhhlvBltxptRyogz4oxSRiijk/HJWDPWjE/GJiOtmMk4M86KmYqYipGKkoqTipaKlIqVipKKlIqTipSKloqTipOKloqXioaKh4qIioiKh4qJioeKjYqJiomKjYqMioeKj4qNio2Kj4qOioWKh4qGio+KkIqOipCKi4qOio6Ki4qKin+KgYp8inyKgYp9ioSKg4qCioOKgIqCioKKgIqBioCKfoqBioGKfop9ineKeYp2inaKeYp1inuKeYp6inmKd4p6inqKd4p4inSKcopzinKKcYpzinOKcYpwinGKbopwinCKbopvim+KboptimeKaoprimuKaopsimqKZ4pmimeKa4poimiKa4ppimSKZYpiimKKZYpjilyKX4pbiluKX4pailyKXYpeimGKX4pgil+KXIpgimCKXIpeilaKWIpSilKKWIpXilOKV4pUilSKV4pVileKWIpVilWKWIpZik2KS4o1ikuKSYo1ijWKSYozikmKSIozijOKSIpGikWKQ4opikOKQoopiimKQoolikKKQIoliiWKQIo/ijyKOooiijqKOYoiiiKKOYogijmKNIogiiCKNIr+Io0ijKK/6C/CKPKLMIosivwiv8ii6KHIoqii6KHooaiiyKGooniiyKHIoXii2KF4orii2KHYobii+KG4otii+KH4odii2C+2KMYo9ov9YozivxijeKP4L/6LN4ohijeKO4ohiiGKO4ojijuKPoojiiOKPoomij6KQYomiiaKQYooikGKRIooiiiKRIovikSKR4ovii+KR4oyikeKSooyijKKSopMikWKLopGikaKLoozijaKMopOik6KMopMiiWKP4okij+KPYokiiSKPYo8ikWKKYouik2KNYo4iiKKJIo8ik6KUIo2ilCKUYo2ijaKUYo4ilGKT4o4ijiKT4pNihaKGIoVihWKGIoXihqKG4oYihuKGYoYihiKGYoXihKKFIoRihGKFIoTimBFA0WvooEigaJX0atIoNhVJFAUUOwqdhUFFL+KAooFil/Fr2KBYlixQPFAMawYVjxQHCseKCoojhXHigqKZEUFxQVFsiJZcUGxrLigyKBYViwrMigCKDIoNigCKAIoNigGKDYoOigGKAYoOigOKDooPigOKA4oPigiKCIoPihCKBooghUTFBMUwYpixayiVnGruFXUKnIV90Wsor6oL2IVrYpXxX2xqrgv6otVxaqivpgv1ov3or1oL96L+GK3GC5Ci+HiuAgtQovjIrloLWKL0CK2qC1Ci9CittgtVovZ4raYLXKL2+K2yC16i94iuKgugovforqoLn6L6WKyuCwGi8tisxgsBovNorHYLEaLxqKxGC1Si87itXgsHovXYrF4LU6LxWKxOC0Si9Pis0gsEovP4rD4LDKLw+KwyCwKi8yisigsCovKIrL4LraL9GK7iC7Si/Qiulgu+oq/orH4KwKLxqKxCCwGi7xir7gr9orG4q64KxqLuiKuCFWcFaGKt+KsOCveirSivDgv0ovzIlWRXqQXqYrxIrvoLtKL7iK8SC/Si/CinOiIaIkIiQiJaKnoRLxErER8RKxEnER8RHxEnESMVKwWt0VpcVu8FqVFafFadBbVRXHRW/QWxcVtEVo0Fq1Fa9FYpBaTxWARWUQWg0VhMaooVbwVpYpTxVvxVpwqGotTxVzRWDQWc0VdkV4sF9VFdbFcFBdpxVuxVqwVb8Wm4q1oKzYVm4q24hPxEvERERPxURFHxETEVMQRMxEtER0RKREpER0RJREdER8RJRElER8RIxXjxXeRXjQWe0Vf8VaEKkYVZ8RMRVyRXDQXoUVz8VyEFqHFc5FePBfXRXqRXlwX2cRGxERERURFxERERMRExEZERkRGxEbERURCREPEQsRCREPEQ8RBREFEQERAREHEQEQ/xD/EPsQ+xD9EPkQ9xD1EPEQ8xD3EPEQ6xDnEOsQ5RDvEOsQ6RDvEO0Q5RDjEOMQ4RDjEN0Q1xDVENkQ1RDbENsQ2RDZEN8QyxDNENMQyRDREM0QzRDTENEQxRDLEMMQwRDLEMUQmxCZEIcQmRCdEIUQhRCfEJ8QrRCxEIUQsxCxEIUQhxCxELcQtRC5EMEQuxC5EMEQwxC5EL8QkRCVEIUQlxCVEIUQhxCVEJkQgxCBEIcQgxCFEIUQhxCFEIkQjxCNEIcQjRCREIUQhRCTEJEQixCJEIUQhxCJEI0QexB5EIcQeRB9EIUQhRB/EH0QdRBzEHMQcRBzEG8QrRCFEK0QrRCHEKsQtRDBELUQtRDBEIUQeRCHEHUQhRBzEHcQdRBxEHcQnRChEIUQvxC9EMEQpxClEKsQfRCBEIcQqRCFEKkQqRCFEKUQhRChEKUQpRCjEKMQYRBpEG0QbRBrEGsQZRBrEGMQZxBhEGUQZxBhEGEQXxBbEFcQVxBZEFcQWxBdEFUQVxBdEFsQUxBJEFEQUxBLEE8QTxBJEE0QTxBJEEsQ+0U8MQfQT/8QQxBDEP1EE8U8EQRRBFEEEQRxBzEDUQPxA1EDcQPxA/EDcQORAhECMQHRAjECUQHRAdECUQJxAnECkQHRApECsQHRAdECsQLRAtEC8QHRAdEC8QPxAvEDEQPxA/EDEQMxAhEB0QHxAfEB0QGxA5EDsQPxA7ED0QPxA/ED0QOQTFxAVEBEQERAVEA8QFRAZEA8QDxAZEBMQARADEAUQAxAHEAUQBRAHEA0QBxAJEA0QDRAJEAsQv4hgxDEiGDGMOEYcI4YRyYhhRDEiGZGMKEYsI24Ru4hcRC5iF9GLaEW8ImoRrYhaRCwiFlGLmEW8E/FEO3FPzBOriHhinmgn5ol7op1oJ+6JeiIVUU6kE+XEOZFOpBPnxDrxTXQT48Q40U2EE9XENbFNbBPXRDYxS7QSv8Qv0UrsEsHEMPFKvBLDRCwxTAQTy0QwcUssE8vELVFMtBKzxCkxS+QSp8QpkUusEsnEMPFMPBPDxDKRSrQSo8Qo0UqcEp3EKfFJfBKnxCoxTSwT0UQ0sUwUE6VEKFFLHBPNRC9xTPQSuUQu0UusEr1EMbFKrBLFRC1RTNwStUQtcUuUEpdEJZFJZBKVxCYRSTQSk8Qk0Ug8EoNEIlFIJBKLRCFRSCwSh0QesUf8EXnEH9FH9BF/RCBxiqgj5og5oo64G2IaTiLOiLPhJGJtOGkoiVgj1oaShpmGkoaUhpmGmYaUhpaGioaMhomGiYaMhouGjIaRIg0pDSMNGQ0fDR8NGQ0dEWfEGvFGrBGdnIhPQ0jDRUNJQ0nDRUNKRBoRR2wiNhFxRBvxRowiQg0tDS8NMw0xDSsNJw0hDRsNFw0XDRENExGliDgiFBGKiCPeiDgijXgj3og04mwYaChoOGg4aChoaGgoaEhoaGhIaFhoaGhoaFhoeGj4Z8hnqGeoZ8hnuGfYZ8hn+GfYZ/hn6GfoZ/hnCGhIZ2hnWGdYZ2hneGdoZ5hneGd4Z5hniGcYZ/hmCGf4ZujGzbDNUM0wzRDMMM0QDZrhmeGZoZkhmKGZYZkyQzJDMsMxQzDDMUMxQzBDMEMxwzDDOEM4QzlDOUM4wzlDNUMwQzjDNkM2QzhDNsM1QzhDOMM1QzXDLEMtwy1DLUMuwy3DLUMuwy5DLkMvwy7DLkMvwy9DLEMrwyvDK0MrwylDK8MqwynDKcMqQyrDJsMnQydDJ8MnQyjDJ0MpQyhDKEMpwyhDJkMlwyVDJcMkwyXDJcMkQyPDJEMkQyNDI0MkwyNDHsMdQxHDHUMdOoY5hjiGN4Y5hjmGN2rUGNIY0hjOGIoYzhjKGIoYihjKGMYYxhjCGIoYwhi+GIoYihi+GLoYuhi2GIoYthiyGIoYihiyGK4YqhimGIoYphiiGIoYihiiGJ4YlhiSGIoYkhiOGIoYihiOGIYYghj+hyKG/6F/KGIoYugf9odFhj+GIoY/hj6GIoYihj6GPYYlhiKGJoYmhiKGJ4ZChkWGQ4ZDhkWGRIb8oYdhf9gfehiKGN4Y2hjWGPYY8hiKGK4YqhiKGIYYghiKGPKHH4YehkKGQYZFhkGGQIZFhkWGQIY/hrshb+gb8obDoW/oGw6HyOFwaBwih8ihcZgUroVsoV7IFoYJ9UK9MEz4QBgmPCB8IHwgPCDcILwSagnFhFrCLaGYUEy4JQQTFhAOEHIQDhACEHIQchACEI4JAwgJCDkICQgNCDkIOQgNCAsIZwg5CMuEHIRjwjJhmXBM+CXMIOwgvAs7CP/Cu/Au/AsVCP/CEEIFQgXCEEITQ+pwOoQOp0PlEDqEDpXD4lA5PA6Lw+LwOAwOk8PnUDp8DqND6VA6jA6zw+jwOswOs8PrsDu8Ds3D7rA7NA/FQ/tQPwQP9UOrIXgIHloNHQythlxDB0MHQ64h2DA+pBpeDa+GVEOvIdVQa+g19BpqDcuGWsP8sGxYNswPr8P8UD28Dq9D9dA8DBt+DeHDr2HXED6ED7uGW0KnkCksC5lCorAsLAuJwp2QKAwKd8KdMCgECoHCnnAn7Al5wp1wJ+QJc8Ks8Co0Cq/Co9AoNAqPwUzCo3AYzBTMJBwKdcMBQwBD+BDAkGwIH8KHZEOx4X6IH66H+OF9uB6uh/fheXgf1ofn4XlYH86FOaFNuBPahE3CnXAnbArCETYFLwXhBOEELwUpCe/CurCBsC7EChsIGwixQghCrFAqhCCEIJQKJwjNwrGwLBwLxcKysCwUC7fCuBAuLAvhQrSwLCwL0UKzkCw8C93Cs7AtdAvdwraQSkhCKEOIQShDKBViEGIQSoVSQqnwJpQSSglvwT9CD0INQqlQg/CCUCqUCi8IJwzHhgGGDoYBhgWGDoYOhgWGGIYFhgaGGIYYhgaGGYYGhgmGGYYZhgmGC4YMhgqGHYYKhgiGHYYdhgiGB4RCYTLISJgURoOMgoyEUeFUGBVShVPhVEgVcocUhhKGHYYShhCGHYYdhhCGDIRxYVk4F86FZaFdWBZiCe1CuxBLWCX0CsPCpjAs/AqbwqbwK9QOHwwjDDUMIwwnDDUMNQwnDDcMJwwtDDcMNwwtDC8It0KrsCy0CqHCsrAshAqdwUpBS0EvQUvCWdBL0ItwFtQjnAmdgnqCeoROQpwQi7CIsIqwirCIEIqwiFCHEIoQilCHUIXQhtCFEInQhZCFEIkQiZCF0IjwiLCJUIWwidCJUIVQhdCJEIoQh5CHUIWQh9CHUIVQhdCHcEhQUXBR0EtwUdBR0EvQS9BRsFKwUfBQEE7wUNBQEE4QTtBQkFAQURBOsFCwUBBOkFDwUTBR8E4wUdBO8E7wTtBOkI6whTCFUIQwhbAvFCEUIewLEwj7QgrCBMIEQgpCBEFIQUlBPEFJQloQTxCPkBb0I6QJp4J+gn6EU0Kf8IQQhFCGEITQg1CGUIbQg1AqTCT0I4wkjCT0I4Qk9CM8JIQkhCQ8JHQkrCO0I3QjdCO0I9QjtCMMJNQj1CMMJBQUZBJEErQSRBLkEbQStBLkEVQSpBGEERwShBGMERwSHBKMEQQSjBEsEgQSBBIsEgwyVA/fQ/KQPHwPt8P3cDzcDrfD8dA5HA+xQ+fQOcQOiUPskDkkDolD5jA3ZA6Bw9wwNwQOm4bAIdSwadg0hBI6GkIJMQkdCR0JMQkhBaEEpwSlBKUEpwTJBKcE1QTJBMkE1QTLBKkEowTNBKMEpQTNBM0EpQTJDJ+GTkPa0Ek4aUgb0oSThJaCQoJGglWCRoJXglWCVYJXgmiCV4JfgmiCaIJfgmeEYoRmhHeEZoRlhHeEd4RlhGOEY4RehHeEXoRbhHeEd4RbhFmEWIRahIiEWoRdhIiEiIRdhH2EXYRghH2EfYRghHeEX4RhhGqEYYRwhGqEaoRwhHGCJYIkgh+CJIImgh+CH4Imgh6EgYR/hIqEioR/hJmEf4SPhJmEmYSPhlHCR8PaMGoYNawNf8PaUGr4G/6GUsPlUGooHC6Hy6FwWB0Kh81hdVgdNofiYXNoHYqH4qF12BW+hXmhldBKmBd6CfPCBEIvoZcwgRCB8EooJtwLxYRu4V64F7qFeGGXUIAwSyhAuECYJcwSLhBKEC4Q8oUShBKEfCGJYXDYG+qGveHUUDfUDaeGT8JLQ9sQN7QNb0PcEDe8DX1CLGFZaEFYFnIJLQgtCLmEMIRcwg9CGEIYwg9CJcIPwhtCJUIlwhtCNMIbQilCNEI0QilCPcIAQg5CMiEHoZiQTEgmFBOCDdnD9BA9TA/DQ/QQPQwPucPw0DvkDrlD7xA6vA61w7Jh2VA7FDDUDr9DAUMBw++wwfA7BA8bDBsMwUMHw/NwPiwP50P5sDwsD+VD8FA+pA/BQ/CQPrQLFQhNCBkITQhRCBkIGQhRCEcIUQhXCEcIRwhXCGkISwhfCDcINwhfCB8M98P2sGpYNWwPsYbtoXuINcQauodZQ/cQPswaZg3hwy3hWqgXKoV6YVWoFCqFVWFRWA1OEhaFxeCkYKDhgCF8SGAIH3YYEhgSGHYYHhDmhW8hWPgWqoVgIVioFhqH6CHVkD1kD6mGcaFX2BQ+hU0hlPApfAqhhEghVNCPEClEBv0IfUKy0C3sCt3CqbAr7AqnQq6wS5gW0oV0YVooF6aFX6FcKBd+heGhhmGG4YPhg2GG4YLhhuGFIYfhhWGFIYchh2GFYYdgJqEuuEeoEz4F9wT3CJ+CmIRUhE+EZ4RPhEyEZ4RnhEyEZIRMhEKEZIRkhEKESIRChD2ESIRIhD2ENoJogmeCk4JngnmCk4KTgnmCgYJvhLXgn+AfYU0oFZwj/AX7BPsIf8Jl8E5wT/BR8FFwTxCTcI5wjZCNcI2Qi5CNkI2Qi3CKkIvQinCKcIrQinCH0IowiHCHcIcwiBCI0I8wkbCNMJEQj7CNsI0QjzCKEI8wjTCKMIowjTCHMI1wiTCHMIdwidAvXCKcIfQL/cIZwjLhGeEbIRUhFeEb4RXhG+Ed4RXhFeEdYRZhCWEM4QthDOEP4QvhC+EPYRLhDyERYRJhEiERoRrhLzgnCCg4JygmCCgIKCgmGCcoJrglGCcYJ7gluCa4JUgluCa4JkglaCaoJjgl6CY4JYgl6CboJoglyCeIJQgmyCfIJwhGGBUEE2wjjBJGBdsIp8E3wTDCmrAWDBNkEwwT7BJkE2QT7BJkIjwhlCFkIZQhrCFkIWQhrCE0IsQhVCGkIaQhVCEcEXwSTBPUEtQSTBOUI2whFCEEIgQiFCHcEWwUhBOMFIwUhBOkFPQShBNUFFQUhBNEFIQUxBMUFMQTrBMUFBQUrBMcFKwTtBMcFBwUtBNMFPQS1BNMEtQTHBNMEkwSHBPsERwTzBLsEewRzBKsEcwSXBKsEawRXBKUEVwSLBKUEZQRLBJ8IZQjpCPcI6QjBCTcI9wjBCRcJAQkJCRcJFwkJCRkJJwklCRsJJQkLCRsJGwkLCTkIywkHCTkI+QjHCTME/QR5BJ8EnwS5BJMM8QNZ8JLwkvDmZDScCZcJKQkpCRcJGQUxBFsEvQR9BFsEuQS5BHcESQS3BGcESQSJBKcEdQRnBFsEdQR1BFsEUQRZBG8EfwRvBHMEfwR/BHMEawSVBLkEXQSdBLkESQitCScJKwkrCScJGwUpBE8EsQRxBE8EmwSDBEcEVwRHBFUEVwRXBFUEbQRVBFkEbQRtBFkEfwRFBF0EUQRRBF0EdQRFBEEEXQRBBH0B10EXQT9wRRBf7AfTBFMEewHTQT7wQ5BE0ETwQ5BD8I5QjbCPMI8QjZCPsEPQX7wRJAf/AdPBE8E/8EVwj1COEI5QjlCOMIwQwdDsOGYcIjwiFCFUIzwjhCM8C5sIHQwTA6lQ+TwNtwNfUIqIV7oHgaHumFx+DSkDXXCLmGWMD1UD/PD99A7pA6hQhJCDEIJQrUwKzQO98P1sD0MG8KHYsMKQwrDDkIsQkTCIkIpQjdCPUIiwi9CNcE2QUbCqdCO8I8wkNCP0JDwUJBJ0EqQTTBHUEiwSrBIMEbwRZBGcEjwSPAfDBFcETwRLBH8IHQgjCC8CyMIKwjvwruwgjBDkENwQzBDMENwQxBDcENQQxBDEENQQ/BC0EKQQrBCsEKQQnBCUEJwQjBCcEKQQjBCMEKQQhBC0EHwQbBB8EGQQbBBsEGQQXBB8EAwQRBBEEEwQVBBkEDQQHBAcEDQQLBAsCwIIBggGCAIICggqA9SBbGCVMF5ECuIFZwHtYLzID2oFdQK0oNbQXqwHtwKbgXrQa5gPWgPcgW5gvZgV9AevAe7gl3Be/AreA/ig1/BryA+GBbEB/fBsGBYcB8cC+6DVsGx4FjQKkgWtApmBcmCZMGsoFgwK3gVFAuKBa+CYMGrYFUQLAgWrAp6Bb2CVcF8MB6UB9/Bd1AehAfTQXRQHUQH10F1UB1cB9vBdFAdZAfZQXXQHRwHy8FzsBwkB8/Bc5AcFAfFQXDwHAQHvcFz8Bz0BqlBb7AbpAapwW6QG5QGo8FnMBqEBp/BZxAabAbPQWpQGKQGpUFhUBiUBplBZlAZFAaVwWNQGBQGj0Fj0BgsBoXBYpAYFAaFQWJwGOQGrUFqkBq0BqdBYTAY9AV9wWDwF2wGocFlcBmEBpNBaBAZTAaTQWQQGMQGv0Fz8BsMB81BczAcPAeZQWnQGXQGpcFnkBvcBq3Ba7AatAbDwXHwHBwGg0FhcBvUBq1BbTAbtAatwWzwCrwEtBSkAS0BKwVpQRqwEpBSkBacAS8FZ8BMwEvAS8BMQEzASUBJQRtQEpBR0Ba0ARkFnYCRgJCAjICQgI+AjICMgI+AjoK64C4oFdwFeUGpoFSQF5wK8oK94FRwKtgL5oJSwaigLqgLRgEZBaOCUEBGQEZBqOAtWAvagk3BpqAtiAs6ARkFn4JPQEbBG1ASMBKQEdARsBGQEZAScFKQBpwUtAVpQVrQFqwBFQH/ABcBFwH/AAUBCQHxAAMB8QDvAAMBAwHvAAcB7wDzAAcBBwHzAAsB8wD1AAsBCwH1AA8B9QD5AA8BDwH5ABMB+QD7ABMBEwH7ABUB+wD/ABUBEQEBAf0AEQH9AA0BDQH9AAkB/QD3AAkBCQH3APEA6wDlAOcA6wDnAO0A7QDnAOkA4wDfAOEAowChAL0AoQCfAL0AvQCfAJ0AnQCbAL0AmwCZAL0AvQCZAJcAtQCzALEAswCvALEAsQCvAL0ArwCtAL0AvQCtAKsAuwC5ALEAuQC3ALEAsQC3ALUAqQCnAL0ApwClAL0AvQClAKMAgwBxAIkAiQBxAI0AcQBpAI0AjQBpAG0AzQB7AM8AewB9AM8AzwB9ANEAfQB/ANEA0QB/ANMAyQDHAHUAxwDFAHUAdQDFAHMAxQDDAHMAcwDDAMEAcQBrAGkAaQBrAGcAvQCXAG0AlwCTAG0AbQCTAI8A2QCVANsA2wCVAN0AcwB3AHUAdQB3AHkAdwB9AHkAeQB9AHsAbwBxAIEAgQBxAIMAcwC/AG0AbQC/AL0AhQDXAH8A1wDVAH8AfwDVANMAcwDBAL8A2QCRAJUAsQC9ALsAqwCpAL0AjwCNAG0AyQB1AMsA1wCFANkA2QCFAJEAhQCHAJEAkQCHAIsAYwBlAGEAXQBZAFcAXQBXAF8AXwBXAFsARQBLAFMASwBPAFMAUwBPAFUAUwBRAEUAUQBNAEUARQBNAEMAOQA7APvAPrAD8A/8AzsAQQA7AD0AQQBBAD0ARwA9AD8ARwBHAD8ASQA/APlAEkASQD7QBJAP9ANNAE0A/cAQwA3ADEANwAxADEANQA1ADMALQAdACEALQAhACUALQAtACUAKQDZQDawD1cA0sA6sA9PAMzAPvAOtgHcgHWgFtALSgVRAOPANrAPfwDawDqwD20A2cA10A8lANzAOJAPJwDhwDpwD7UAy0A7EA8lAMhAPZADEA/VABkAGQD2wCrgAqABYAagAiABYAVgBiAB4AAgGHANeAceAAIBXwCsgAOAAYBjwC4gF/AJ2AbGAWMAu4BYwD7QC7oF7oBWwCmgFTACsAlYBEwAZALeAWUAsYBZQC4gFxAJqAbmAAYBlwArAMiAZsAKwApAMiAUkA4oBsYBYQDFgGPAAsACwArAAkACwArACkABQAPAMNAPrwDrQDMwCzcAxMAvMAsdAMfALDAOzwDCwDMwCs8AyEA0UA8HALBAM9AKzwCzQC+QCuUAtMAvUArfALDAL3AK7QDiwDpQD60AroBwoB1oBqYAOgBaADIAMgBaAZCAY8AroBbwCYgG9gF5ALCAXMAHQCmgAaAW8AhoAGgBeAQcA10AyEA1EA8nALFAAMACwApACcALQArAL/AKzwAnACEALwAjAB0ALQAvAB8AKwAfABsAKwArABsAFwCmQCsQCsUAq8AqkAqvAK/AKrAKtwNoP0w/RD9PP0g/RD9HP0u/Qz9Lv0u/Q79DvEpAGpAGbfomATcCnX6JfIuDTTxHwCXj7KfopAt6AUUAj8PijBDwCkz9KP0rA5C8TMAlU/jL9MgGVQCigEsgEQgGhgEygDsgEOoE6oA7oBPaATiAU2AP2gFDgDwgFSoE/4A8oBfKAUmAUyAPygFFgDhgFPoE5YA74BOKAT2ATiAPigE3gDNgELoEz4Ay4/FUCLoHIX6VfJSDyJwmIBBZ/kn6SgMVfJGARKPxF+kUCCn+PgEKg7/fo9wjo+zUC+oBSv0a/RkCp3yKgFND2W/RbBLQBnYBDIPE3CUgEGn+TfpOAxh+lH6LfImANWPstAjr9FAGjfoyAUcCpH6MfI+DUz9Fv0g8ScAik/RL9DgGngLufI+AOCPw5+jkCAn+QgEBg8AfpBwkYBA5/g36BfoJ+gn6BfoB+hX6DfoZ+g36CfoZ+hn6CfoR+e358fn1+e359fn9+f359fn5+eX56fnd+d356fnh+cX50fnZ+dn50fnV+dH5xfnN+c35xfnJ+ZX5afmJ+Yn5afmF+Wn5gfmF+YX5gfmN+ZX5mflp+Wn5mfmd+Zn5ofmd+Z35ofml+a35qfmd+Z35qflp+an5rfmx+a35ufmx+bH5ufm9+YH5afl1+Wn5cfl1+XX5cfl9+XH5bfl9+X35bfl5+ZH5hfmN+bH5vfm1+bX5vfnB+WH5Xfll+VH5WflV+V35Wfll+Vn5Ufll+WX5UflN+T35RflB+UH5RflJ+Rn5Hfkh+SH5Hfk5+S35Ofkx+TH5Ofk1+RH5HfkV+RX5HfkZ+S35Kfk5+Sn5Jfk5+Tn5Jfkh+Qn5DfkB+QH5DfkF+Pn48fj9+P348fj1+OH49fjl+OX49fjp+PX48fjp+On48fjt+Nn43fjR+NH43fjV+Mn4xfjN+M34xfjd+MX4wfjd+N34wfjV+LH4tfi5+Ln4tfi9+KH4qfil+KX4qfit+In4hfiN+I34hfiR+JX4kfiZ+JH4hfiZ+Jn4hfid+En4PfhF+D34OfhF+EX4OfhB+E34gfhZ+IH4XfhZ+Fn4XfhV+HX4gfv0fiJ//1//1f/6fh5//9/95+Hn4/X8ffhF+E34SfhJ+E34Wfhp+GX4cfhh+F34gfhV+FH4Wfh9+/x//h+EH4rfht+EH4sfhB+LX4cfhx+HX4afhl+DX4Lfgt+DX4Mfg1+CX4Kfgp+CX4IfgV+BH4Hfgd+BH4GfgV/YL8APwC/Ab8APwA/Ab8BPwA/uN/ch+YD+yX9gv7Ef2E/t5/bh+X7+vH9ev67f10/pl/bJ+Wj+s3/5n9dP/rH5XP/1P/7v6Vf3sv/sP/8P/7r/8j+pH/81/8x/9V/+1f+4f+8f+uX/xn/v3/sV/7x/8F//Ff/Cf/Lf+mX/pX/pn/pF/5t/5R/6Rf+df+Vf+nX/oH/p3/ql9d3x5fHJ8eXx6fHJ8cnx6fHh8e3x9fHx8fXx+fHx8fHx+fIF8fnyGfIF8gXyGfIh8hnyMfIh8iHyMfI18jnyKfId8inx+fId8h3x+fIR8gnyJfIN8iXyRfIN8g3yRfIV8kXySfIV8hXySfJB8knyPfJB8kHyPfIt+tx/uF/WL+uF+Uz/cD+o39Zv6Qf2kfk2/2s/2q/2cfraf7ef0u/2cfk+/2+/2e/rhfJh8mXyVfJl+Nl8lX6Wf7Uf7dX/gH/cH/ol/3B/3J/6NfS98KXxCfCl8LnxCfEJ8LnxBfC58KHxBfEF8KHw9fB58HXwYfB18JnwYfBh8JnwzfCZ8K3wzfDN8K3wyfCt8KnwyfDJ8KnwxfCp8J3wxfDF8J3w2fCd8G3w2fDZ8G3x8nwbf3/fB98H39/V9M3w0fCB8NHw4fCB8IHw4fCF8g3x/fIJ8gnx/fIB8f3x6fIB8gHx6fHl8bHxqfGR8ZHxqfF58anxlfF58XnxlfF18ZXxhfF18XXxhfFh8YXxcfFh8WHxcfFd8XHxZfFd8V3xZfE98WXxUfE98T3xUfFF8mHyVfJd8lXyUfJd8l3yUfJZ8lHyPfJZ8lnyPfJJ8QnxGfC98L3xGfDB8RnxHfDB8MHxHfD58R3xNfD58PnxNfEB8TXxOfEB8QHxOfEp8TnxSfEp8SnxSfEt8UnxWfEt8S3xWfFN8VnxafFN8U3xafFV8WnxffFV8VXxffFt8X3xifFt8W3xifGd8a3xofG98aHxjfG98b3xjfGl8Y3xgfGl8aXxgfGd8cnxxfHd8d3xxfHB8cXxrfHB8cHxrfG98NXw8fEl8PHxFfEl8SXxFfFB8RXxMfFB8UHxMfFF+Uz+pn+6n+0n9eD+pX+7H+/F+uV/vl/vtfr1f77f7AX+7n+8H/AF/vl/w5/v9fsFf8Pf7EX+/n/BH/BF/wl/xJ/wNf8Vf8Tf8IX/Dn/GH/CF/xt/Rh8l36TfzXfo5/Wa/2c/pV/Pt8I3w/fD98I3wDfGN8LHwDfEN8bHwEfGx8LXwEfER8bXwIfG18NXwIfEh8dXwJfkhf8ef8nf8JX/Kn/KX/DF/yd/yx/wxf8uf87f8NX/On/PX/EV/zd/zF/1Ff88f9ff8QX/UH/UH/VV/0J/0V/1Vf9Jf9if9TX/ZX/Y3/W1/05/1t/1tf9af92f9XX/en/d3/X1/1x/29/19f9hf+If9aX/hX/in/Y19OXwifDt8O3wifCN8PXwofDp8KHwkfDp8OnwkfDh8Inw5fH5fDt8Nn9/n993w8X1/nwYfCJ8GHwYfCB8IHwbfDJ8F3wUfBh8G3wWfB98FXwafB58HXwYfB18G3wYfBx8H3wbfCV+mX9PP5vPjU+Qz5GvkY+Sb5DvjA+Pb4oviY+J78tP+uL+xD4ePhC+Ez4Uvha+E74bPho/vI+Mz42PjM+Nr42PjY+Nr45vja+Nz45vjm+Nz46Pjc+Or46Pjo+Or49vjq+Oz49vj2+Oz4+vjk+Cb4Ivgm+Cr4Ivgi+Cr4KPgW+BL4GPgY+BL4EPgi+CD4JPgW+BT4Evgg+B74JPge+Bz4JPgk+Bz4EPgc+Br4EPgQ+Br4GPgC+Ar4BPgE+Ar4BvgO+Az4CvgM+Aj4CvgK+Aj4BvgG/qSvqUv6Wv6lr6lr+kL+po+pi/oC/qYPqNv6qP6oD6qT+qD+qA+qe/pk/qivqfv6Yv6mr6rb+rT+qY+qE/r0/qgvqpv54vyQfmifE0+KB+Ur8mH8919dB/eR/fNfXgf3jf32X17X9535cv77r4r35Xv7tP72j627+1j+9K+t+/tS/vcvqtP68P6sD6tL+vT+ri+rC/r4/q2Pq7P69v6tj6vr+vz+sC+rq/rA/vEvS+9Kz05vSs9LT05PTk9LT0wPitflY/LV+Xb+7h8XL69D6s3pfekJ6UnpfekB6WHpcekV6bHpJekV6ZXppekN6WXpKekN6U3paek96THpIekl6SXpIekd8SX5RPzafm0fGK+LZ+Yj8y35dvykfkA9Lj0zvSy9LL0zvSW9M700PSW9Jb00PTU+Hy+ns/oM/p6vqBv59P5fD6fT+fr+Zy+o0/pO/qEPqVP6RP6iD6sL+uz+rI+qc/qs/qkPmovTO9Nj0/vTQ9Oj0+PTw9Oz08PTk9Pz0/PT09PT1BPT29PT1BPUG9Pj1BvTy9Qj1CPUC9QD1EvUM9QD1EPUc9Qj1HPUC9Rj1GPUS9R71EvUa9R71HvUa9Rb1KvUQ9Sb1JvUg9Sj1IPUq9Sj1KPUq+Sb9ar1LPkm/lmPUs+Ws+Sr+aj+Wi+mu/mq/mafDffzdfki+o56kXqLepF6l3qLeot6l3qSepd6mHqSepJ6mHqZeph8jn1MvUy+Zx8T74nn1QvUy+TT8pn80n5cj6bz+bL+Xg+u2/uq/vmvriv7qv74j4qX9wH91H5qHxwn9wH97V9cp/c1/a9e4N6h3p9eod6inp9en16inqFeop6jnqFeoV6jnqLfF2f2Pf1iX1j39f39Y19Yd/YZ/aFfWGf2Uf2mX1nH9lH9p19Zd/Zp/aVfWWf2of2qX1rH9qH9q196d6fHqBenR6g3qBenV6d3qBen96cHp2elx6dHp6el56XHp6emB6eXp6emJ6YXp5enV6Z3pSemd6UHpWemZ6ZHpVemh6VnpVeml6anpXemp6V3pbemt6a3pZem96W3pdem16b3pdenN6ZHpfemB6XXpfemN6YXpcemV6XHpYemR6ZHpZemZ6dXpjend6dXpgen56cHpienZ6dHphemN6SnppelJ6aHptelF6UHpueGx+Xz8tn5bPyefmyfF6+MF+WL8sX5hPrRem56VXpuenN6VXpVenN6XnpMek16SHpNek56SHpIek56S3xbfkA+Lp8AHxlvi5fl6/M9+Ur8435vnxfvjEfmG/ng/LpfE1f0vf08XxTPptvygf0/Xx3H96n9619bl+6l6f3p1enF6f3pSfHt/dd+bB6TnpZekt8PB/RN+Uj+oS+Kd+UT+gD+oS+og/oA/qKPmSPSM9Ib0hvSM9Ir0gPSG9HL0gvSG9Hr0dvR49Hr0evR49Hz0ePR+9Hz0fPR+9HT0jvRi9HD0cPRy9HT0fPRq9Gj0aPRq9GT0avRm9GT0ZPRm9GD0ZvRi9GD0YPRi9Gr0UvRu9Fr0WvRe9Fj0XvRc9Fj0WPRc9Fb0UPRU9FL0UPRS9F70TvRC9Fz0SvrCegd+8J6Bno3Xv3noFeg56BXoJeg16DXoIeg16E3oMeh96DnoMehx6HnoPegt6CnoIeh56CHoIehx6HHoLegd6AHlfv3uPqbfXuvXtvq6fVw+pd9e69q55V796796x6VT0IvQk9DL0JvQo9DD0MvQq9Dr0KvQu9Dr0OvQs9D70LPQ09Dz0PPQ29Dz0NvX7vQ+9Dr9/j9yj0SPQs9Cz0SPQy9Ej0QvQy9DL0QvRA9OC9eG/ei/fkvXlv3pP3qHrsnrtH7rl78x65R+7Ne/nevFfv5Xv5Xr1H70nocehR6FHoceiR6HHoBejZewF6AHr2nr0HoEfWI+uJ9ew9sR5Yz96z98B6Xr19T9+j9/Q9fI/eo/fwvXzPq9fVs/e6el89e8/e++qF9d69dk/ea/fWPXlP3lv3wj1wT9z79sS9cu/b+/bKvXGv3DP3xr1xz9w79849dI/cQ/fSPXKP3Ev32D0MvQY9CD0IvQY9Bj16797b9/a9e6+qh9W797J6Wb17T6uXoQeit6EHovfvbeht6P17/p6G3oZev9fvbej5e2W9e2+sd+/Ze2O9sZ69F9YL0SPRE9Ej0SvRE9ET0SvRG9GD9+Y9dy/ee/fkvXuvQW9AT0IvQo9D79wj98a9cE/dk/cO9Ar0OPQK9Aj0OPQ49Aj0AvS2vW5P2+v2vD1tT9vz9rg9bM/ay/ayPWvv2qP2pL1qr9qT9qa9aA/aI/agPWeP2CP2nD1mz9cL9oi9YG/YI/aIvWGv2Cv2jj1i79hL9og9Yi/ZW/aYPWWP2FP2kD1ij9hD9oy9XG/XI/Z2vV6P2CP2ej1fT9gD9og9YO/XI/aIvV+P18v1iD1dT9cj9ng9Y0/YI/aWvWaP2Gv2nj1ij9h79qK9qZ4UL1NPqgfFy8TL1IPq3XiTeJZ4mXiWeJh4mXiZeJh6s96sV+Nl6tV6TrxMvEw9p56td+s98TL1nnpNvEy8TL2mHo3niAeJl4kHiSeJl4mXiSeJN4l3iVeJl4lXiUeJl4mXiUeJF4nniJeJ94j3iJeJF6lH413iZerZejheph6uF8XLxMvUi+pN8RrxGPEA8RjxFPEA8QDxFPEQ8fTw+vAA8frw/vAA8QDx/vAC8QLxBvEA8QbxCvEA8QDxCvEO8RDxDPEA8QzxCPEA8QDxCPEE8erw7vAA8e7w8vAA8QDx8vD08Pzw+PAA8fjw9vAA8QDx9vDw8OrwAPHs8OzwAPHw8ATx/PAA8Q7xEvEA8RLxFvEA8QDxFvEa8ejw5vDO8Obw4vDO8M7w4vDe8MLwyPDO8MjwzPDO8M7wzPDQ8NDw1PDO8NTw2PDO8M7w2PDc8N7w2vDO8Nrw1vDO8M7w1vDS8LjwvPDO8LzwwPDO8M7wwPDC8MrwxvDO8MbwxPDO8M7wxPC+8LjwzvC68LrwzvC+8NLwyvDO8Nzw4PDO8ODw5PDO8M7w5PDo8LDwtPCy8LLwtPC28KjwrPCq8KrwrPCu8KDwovCe8KLwpvCe8J7wpvCk8JbwlPCM8IzwlPCK8JTwmPCK8IrwmPCO8JjwmvCO8I7wmvCQ8JrwnPCQ8JDwnPCS8HzwfvB28HbwfvB48H7wgvB48HjwgvB68ILwhvB68HrwhvCA8IbwiPCA8IDwiPCE8G7wcPBy8HLwcPB08GDwZPBe8GrwaPBs8F7wZPBi8GLwZPBm8GTwavBm8GbwavBy8GrwbPBy8HLwbPBu8FbwUPBU8FTwUPBM8FDwUvBM8EzwUvBO8FTwWvBW8FrwXPBW8FbwXPBY8ErwRvBI8EbwRPBI8EjwRPBC8Pw8EjwQPBK8EDwQPBC8ELw/DwSvz/PzPvA88Po8Dzw+r8/r8/g8P48BrwHPAc8BrwEPAq8B7wEPAg8C7wFPAu8BLwJPAk8CLwKvAi8CbwKvAq8CbwIvA28CjwIvAy8DjwJPA48CzwJPA08DzwJvA88CDwNvA28DDwOvAw8D7wKvA68D7wKPAw8B7wAvAe8ATwEvAS8BTwFvAS8ATwAPAI8AbwCvAE8AbwAPAG8AjwAPAA8AjwDPAI+MJ8Yr45XxxHhjPC7eFq+L18Xb4nnxwnhePDCeF2+LB8YD423xvnh73plnxbPinXlYPC2enpfFy+LpeVc8PS/Pu+Jd8fI8PM/NO/PevDfvzIPzzrw9D86D8/a8Kp6b1+adeW0em3fmnXls3pqn5qV5Z16ah+adeWcemmfmzXlUvCoeFU/Oq+JV8eS8OM/MK/POvDKPzDvzzjwyb8y786p4eB6eV8W74oF5X16YF+Z9eWLel3fmiXli3pk35q15at6ZF+fBeVU8Om/Oq+LdeXZeFc/Oq/OqeFW8Oo/Oo/K8vCrPy+Pyqrwqj8uz8rg8Lc/Ks/K0vCtPy8vyrrwrL8vD8rK8LQ/Lw/K2vC5vyovypDwpL8pr8qI8KK/Jg/KevCavyXvynDwfr8cb8no8Hm/IG/J4vCDvxzPygDwgz8hD8oy8H4/I+/F8PCKPyPPxhjwl78hj8pi8I2/JW/KOvCTvyCvykrwkr8hD8oo8IQ/JQ/KEPCBPx9vxcrwdL4qX4+V4UbwpXhQPijfFm+JB8aR4ON4T78Z74jnxbrwbz4ln4znxajwbz8ar8Zp4Nd6M18Rr4s14NN5sl4lH49F2mXaYdpZ2lXaTdpV2lHaTdpN2lHaPdpF2hHaSdpJ2hHaUdoR2i3aUdpR2i3aMdod2iHaEdoh2iXaEdoR2iXaKdoN2hXaEdoV2hnaEdoR2hnaHdoF2gnaAdoJ2g3aAdoB2g3aEdpF2kHaEdpZ2k3aXdop2i3aEdox2jXaUdo12jnaUdpR2jnaPdnx2fnZ9dn12fnZ/dnp2eHZ7dnt2eHZ5dnZ2dHZ3dnd2dHZ1dnN2cnZxdm52cHZvdnJ2cHZxdnB2bnZxdnF2bnZtdmV2YnZmdmZ2YnZndmJ2a3Zndmd2a3ZodmV2ZHZidmR2Y3ZidmJ2Y3Zhdmp2bHZrdmx2aXZrdmt2aXZodmB2X3Zedl52X3Zddlx2XXZbdl12X3Zbdlt2X3Zadlh2VnZZdll2VnZXdj12O3ZVdlV2O3ZUdjt2OXZUdlR2OXZSdjl2N3ZSdlJ2N3ZQdjd2NXZQdlB2NXZOdjV2M3ZOdk52M3ZMdjN2MXZMdkx2MXZKdjF2L3ZKdkp2L3ZIdi92LnZIdkh2LnZFdi52K3ZFdkV2K3ZDdit2KXZDdkN2KXZBdil2J3ZBdkF2J3Y/did2JnY/dj92JnY+diZ2KHY+dj52KHZAdih2KnZAdkB2KnZCdip2LHZCdkJ2LHZEdix2LXZEdkR2LXZGdi12MHZGdkZ2MHZHdjB2MnZHdkd2MnZJdjJ2NHZJdkl2NHZLdjR2NnZLdkt2NnZNdjZ2OHZNdk12OHZPdjh2OnZPdk92OnZRdjp2PHZRdlF2PHZTdjx2PXZTdlN2PXZVdhF2D3YldiV2D3Ykdg92DXYkdiR2DXYidg12C3YidiJ2C3Ygdgt2CXYgdiB2CXb+XYLdgZ1/598d2PF3B3YFdvwdf1dg52FXYDdg52HnYTdgx2E3YCdgx2HHYSdgl2EnYFe2y7DLsCvbXdiV7cZ2F3YXdmO7CruxXdiuwq7CLmw3YRe2A9tN2E3Yge0k7MB2YjsJOwk7sR2FndiObEdhR2FHtrOwI9sB2FnYWdgB2GHYAdgF2GHYYdgF2GnYBdgR2GnYadgR2G3YEdgZ2G3YbdgZ2HXYGdgh2HXYddgh2H3YIdgp2H3Yfdgp2PV3CnYMdv1df8dg998x2DnY/Xf/nYNdiJ2DHYRdiF2IHYTdiB2EXYTdiN2IXYRdid1719597b527Z3Xrr1b77x2Xrv1jmu33qV3XDuuXXqntUvvzjutndbuvMPanXflHdYOa1feWe3Ku/HOame1G+/2u/EuvNvv9rvwLr8L78C7/C6/A+/sO/Cuu7Pv7Lvujr7r7rY7+o6+2+6odttddke1o9pld/FddofdxXfxHXYH32F32h18B99pd/KddsfdyXfyHXc333F33t18N995d/Wdd/fd1Xf13Xd333134t19d9+Jd/ideEfe4Xf4HXmn35F35p1+p9+Zd1U78w69q9pV7dC7qx16p95d7a526l3WTr1j77J2WTv2bmvH3rl3W7utnXvXtXPv3ruuXdfuvfva/Xa93XV33fV21l1vt9tZd9bdbkfd7Xa5HXVH3eV20l1uJ7WT7qQ7qR10J7WD2kF30B3UzrmD2t12zp1zd9sxd7fd0465Y+6edsrd085pp9wpd067485pR9sdd8cdbVfc0XSZdsVdUZdpN9Rl0l3aDXdD3aVdUHdJZ2kX3AV1lnZAnSUdph1wB9Rh2gl1mHaznXAn3M12xN1sV9sRd8RdbWfc1XZNO+POuGvaIXdNO9sOuUPubLvkzrbD7ZK75A63W+5wu6jdcrfcRe2au6jd1K65a+6mds/d1E63e+6eO90uutPteLvoLrrj7aY73s63m+6mO9+uuvPtfrvqrrr77a66JDonOjA6JzopOjA6MDopOjE6KTorujI6KzouujK6MjouOi+6Mzo1uiw6Nbo5uiy6LLo5ui46CboKuga6CjoMuga6BjoMOgs6DLoXOgs6C7oXOhG6F7oWOhE6EboWuhQ6MTopOjM6MzopujQ6KboyujS6NLoyOjY6Kt1ch0M316HR4dDh0KHRRdGh0ZXRRdFF0ZXRYdH5dSB0fR0IXQldX9fXldCh0LHQqdDxdSp0K3R8HV+3QgdDB0SXQ4dDl0NnQ4dDh0NnQxdD10SHRIdDh0RXRIdDh0NXRAdEF0HHQEdBR0HHQHdBx0AHQXdBd0EHQZdBB0E3QZdBl0E3QadBN0enRldJV0mnRjdJp0ZnSDdJN0lnSIdIB0fnRodH50bXR4dHh0fXR5dH50cHSKdGB0g3SKdGp0Y3SGdI50enRrdHt0enRqdHp0bXRqdHp0fXRvdGB0NXQ8fX1dBl0PF1fF0GXQfdAR0CXQMdAp0BXQNdA50BXQGdAd0AXQFdAd0AXQDdmK6ADoAOgK6ALoDuSxemW6AL05HpFugW6Mh0ZboIOgc6BjoHugY6BjoGugY6BTpHukm6RbpFukk6RLoFOrpuS0fX2XVbui2dXYelu9JV6fK6Kt1el9fldXudla6tg+vYOrYOrqvr4Dq5rq6r6+S6u06ELoUuhC6FzoUuhC6EzoVuhM6FToZuhG6EToaOhE6G7oaOhI6E7obuhO6GjofuhO6Ejoduho6HLohuhm6GLoiuhy6Iboiuh66HbohOiG6ITolOiE6ITomOiU6J7omOiY6J7oluii6DroZug66GTodug26DTofOg06HzofOg86Dzofur/OhM6L76/46I7ojOiO6JLojuiO6JDowui66Obovui+6OTotujm6MTotOi26MborujE6Jroruis6Jropuiq6MLoluiW6MDooujA6MjooOig6MjoqOjK6MzoqOiq6M7osOhY6vi6GLoaOr8Oh4+v6Ohw6HLq+DoUOj86ODo7Ojo6ODo4Ojo6OTo6Ojq6OTo5Ojq6OLo6uju6OLo4uju6O7o0ujY6Nbo2Oja6Pbo1uja6Pzo2uTCdAt0C3QCdA10AnQEdA10DXQEdAd0DHQUdDh0GHQUdD90InQddA90D3QNdA50CHRVdGt0W3RVdG50WnQNdAl0CXQNdAV0CXR9dHx0fHR9dH90fXRydI90f3RydIF0gnSFdIF0gXSFdIR0hXSKdIR0hHSKdId0inSAdJd0h3SAdJl0gHSRdJl0iXSBdJx0gXSSdJx0jHSCdJ10gnSUdJ10jXSEdJ90hHSTdJ90j3SDdJ50h3pcvrtHR5nV6npdPS6XVcOr0uS8el49Jl6cB0WTovHZgOTOelE9N56QroxHRiugK6Md2XboGuS9elW6Db0mHp7DornV2H11nprHR4XV7n1r11cd1bZ9fFdXGdXUfXwXVxnVwn18V1dJ0GXQddBl0UXRMdDt0b3R2dHt0SHRFdFR0R3Q9dFV0V3Q+dCd0P3Q6dCZ0J3Q7dB90OHQ3dB90HHQ0dh5yi3KFco9yhnKNco1yjnKNcpJyjnKRcpFyknKQcpZyknKUcpRylnKUcppwlHS2HKYdJR9PVdDTdk66mq+medDbdky5KZ9PZdFE6KF2UTqeD0kHpdLqcTqfz6XK6nM6n6+l8OqKup+vpiDqkrqdD6oA6pE6pA+qAOqVuqFPqmLqhbqhj6ow6pm6pM+qMuqWuqFvqkrqirqhL6oS6pO6oE+qEuqPupzvqgrqf7qcL6na6oI6n2+l2Op5uSsfTSemmdFM6KR1OJ6W76XC6m65Jh9PhdE06J11TLpPOSeeUy6Sb5TLlKulmulmuUu5SrlIOUu5S7lIOUm5SDlJuUW5SblJuUe5RblHOUO5R7lHOUI5RzlCOUI5RjlGOUC5RjlBOUC5RLlFOUA5RTlBuUA5RDlFuUE5RblCuUE5RTlGuUO5QzkouSg5JDkkuSm5ILkquSW5IbkiuSe5HrkkuSe5H7kcuSQ5HLkmuSA5HDkeuSM5GrkguSM5GzkYuSI5GLkjOR45GjkbOR05GzkduR05GTkZuRw5GbkcuRw5GDkYuRy5GLkdORy5GLkZOR25GTkeuR25GbkauR65GrkcOSK5GrkYOSO5GDkiOSO5G7kaOSI5HjkjuSI5HjkfuSE5I7khuSU5ITkhuSc5IbkkOSs5IzkgOSk5JDkqOSk5JTkmOSs5JjkpOS85JzklOS05KTkvOS05KTkrOS65KzksOTK5KrkoOTA5LDkxOTA5LDktOTG5LTkyOTG5LbkuOTI5LjkyuTI5LjkuuTC5LrkxuTC5LLktuTO5KbkwuTO5K7kouTG5KLkzuS25KbkruS+5J7kuuS+5J7kmuS45JrkvOSo5JjknOSg5JDkUuRc5EzkQuRe5EjioXz4nlxHLxHFgunoPnwHJgOXjuKwfPyXNfua+cPBeWk+fmubBcWG6eG8vNc/TcWG4sR8+R5ei5eo4sR5ar58py9dw9V5Yry91zAXL3XD4XIBcgl88NyOVz+9yA3IDcPlcgt89Z5QrkCuSscgdyVjms3IHcgRxWLkEOK6eVS5BLkNPKLchp5bhyC3ILcly5BjmunFeuQa5Bziv3IOeV68o9yD3IdeUc5LpyWzkHOQe5rRyD3FYuK8cgxyCXlVOQy8pd5RTkFOSucghyV7mqHIIcglxVzkCuKqfPGcgZyOlzBHL6HD5HIEcgh88JyOFz9pyAnICcPQcgl86dc+gcOnfOmXO3nFQuKieVy+WiclG5XI6XM+aGOWQOmRvmlLlhLphT5pS5YE44JSk3m7I0ZSk3y9Vys1xTrpar5ZpytlxT7paz5Wy5Wy4qR8s95ZxyTzmonFPOKQeVw+WgcrocLofL6XJTOV0OmJvKTeWAuV0OmCvmdrldrpjr5Yq5Y66X6+WOueTUoqlLU5KmJE1dys1yxFwuZ8wZc7nccOrS1KKpSVOLphJNTZqaNJVoCtJUoqlDU5CmIE0dmmo0dWiq0FSjqUZThaYY5ZQ5YW6ZE+Z+uWVumfvlkjlijpfL5ZK5X66XG+Z8ueBUoSlCU4ymCE0ZmmI0xWjK0JSjKUNTiKYcTTmaQjQVaQrRlKKpSFORphRNUZpSNPVoitIUpalHU5imHk1VmsI0hWmqUo42VWkqU46Wo01lyj1NpZhqMbViasVUi6kXUy2mYky9mHoxFWNqxlSMqRpTM6ZmTNWYujFVYyrH1I2pG1M5pnZM5ZjqMbVjasdUj6kfUz2mhEz9mPoxJWRqyJSQKSNTQ6aGTBmZIjJlZOrIFJEpIlNHpoJMHZkqMhVkKshUkSkfU0WmgEz5mPIxBWRKxxSQKR5TOqZ0TPGYsjHFYwrHlI0pG1M4pmRM4ZiiMSVjSsYUjSkXUzSmYEy5mHIxBWNKxRSMKRZTKqZUTLGYMjHFYgrFlIkpE1MopkRMoZgiMSViSsQUiSn/FIkpEFP+Kf8UiCkPUyCm+FMepjxM8ac0TPGnOExpmNIwxWGKwhSHKQxTFKYoTGGYkjCFYarClIQpCVMVpiZMVZi6MDVhasLUhSkLUxemMkxZmLIwlWFqw1SGqQ5TG6Y2THWY+jDVYao/9WHqw1R/6j/Vnwox9Z/6T4WYGjEVYqrE1IipEVMlpk5MlZhKMXVi6sRUiqkVUwemCkwhmEIwVWDKwFTX1NaU15TX1NYUF44MN4YDgBvDceEA4ADguHBgOC1cFy4M14UTw4XhwnBiuAA4MVwZLgAuAK4MNwCHALcABwC3AEcABwAHAEcAR4ZzgEuAY4BjgEuAO4BLgAuAO4A7gAuAG4CrwoXh8rg8Lgx3x4XhiLg77o4j4pC4K9weB4bb4/Q4MBwYTo/D46pwVrgwnBUOCxeGC8Nh4bRwEHALcBFwEXALcBNwC3AvcBNwE3AvcC1wD3AScApwEnAUcApwCnAUcBVwEHANcAtwDXAGcAtwC3AGcARwNHAKcDFwMXAKcCxwCnAVcCxwLHAVcBZwFnAacCxwGnAbcCxwLHAbcB5wHHAZcDBwGXAYcDBwMHAYcC1wGHAXcC1wLXAXcBNwIHB9HAxcH8fHwcDBwPFxHHAfcH4cC5wf98exwLHA/XEhcDlwNXAdcDVwL3AdcB1wL3ALcDJwLnAlcC5wLHAlcCVwLHAicDRwOHAncDhwPXAncCdwPXApcD1wQHApcClwQHAqcEBwW3AqcCpwW3BfcD5wK3BDcENwK3BGcCtwV3BGcEZwV3BWcFBwknA2cDZwknArcJJwkHArcCtwkHBucDJwJXA3cCVwRXA3cDdwRXA8bo1uiG5ybohui25ybnJui26Sbmpua26UbmtubG6UbpRubG52bn1uem6Gbnpud26GboZud25vbnlufG6Hbnxufm6Hbodufm6AbmVuYG6PbmBuX26Pbo9uX25ecG5wZXArcGVwYXArcCtwYXBccGBwb3AqcG9wkXAqcCpwkXCWbmNuZG6UbmRuaW6UbpRuaW5qbmhuZ26PbmduZm6Pbo9uZm5lboluim51bopukG51bnVukG6WcLcbJpzuhulWCafD6W6VbnJulW6RbnJucm6Rbo1uXm5cbk9uXG5Zbk9uT25ZblhuWG5Vbk9uVW5Tbk9uT25TblBuT26Tbl5uXm6Tbo9uRW5HbkpuSm5Hbk1uR25Pbk1uTW5PblBuV25abk5uWm5bbk5uTm5bbl1uRG5JbkZuSW5MbkZuRm5MblFuQ25GbktuS25Gbk5uRm5Rbk5uTm5RblJwPFwTbgo3hWvC2XBNtz04G85224Ob3fbcnOBmuNnNyY3SzclNzI3SjdJNzG3MDcntyE3ITcjtyM3H7cgNyM3HzccNyI3HbcctyO3HLciNyO3H7ceNyM0Iboj74XS4H04Kp8PpcFK4G+4Jh8PlcDhcD5fD5XA9XBC3xXVxOlwX58XpcDqcFwfGJXFi3BF3xIlxOZwYR8blcDkcGRfGfXFcXA7HxWlxOVwOp8VlcVlcFZfDVXFUXA6Xw1FxULgo3BSnw01xVpwOp8NZcVjcGVfG6XBlnBGnw+lwRtwQx8RBcWIcFPfEiXFi3BO3xEXhdLdDON1Nzu3Q7dBNzm3ODdBt0O3QbdCt0O3Q7dCtEK6Go8LJcUWcHNfGFXFFXBvHxvFwQtwVJ8QRcVfcFUfEfeHYuDWuiFvj1LgirohT48Y4N+6NQ+LeODgOiUPi4Lg4zo5D4uq4Og6Ji98I3QzhaDjazRAudzN0i4PL4XK3OLc6t0A3QzdBN0E3QzdCt0s3RzgnnNPNEW53c4ST4na4HU6K8+GkOC+cD+fDeeGAOC8cGA6IA+LAcEUcGG6OK+KKuDmO6lbnZgmXu1m6ZcLlcLlbJtzTLcJtwQ3GbcHtwA3GDcbtwO1+O3AbcLvf7rcBt7GbgZuCG/6m4Obghr/hbw5uMW4ObhJuMW4xbhJuFm4hbiNuFm4jbiRuFm4WbiRuJm4mbipuFm4qbituFm4WbituLG4tbiluF24pbihuF24XbihuJ24lbiJuF24ibiBuF24XbiBu/xuEG4WbhxuF24Wbh5uH24Wb/0bjJuOW4ybjBuOW45bjBuPG4Qbjdr9xuHG43W90KCxUFycIqgu1xQnCCYLaQllxg3CAoKI4QLg8UFGoKC4Pjg4uDy4Njg6ODi4NzgnUEQoJZYZCQimhzFBmKCXUEioJZYQ6QxmhilBnqDNUEYoIFYQSQpmhhFBDKDOUGWoIdYTKQlFxhKCoUFAcIRwhKCjuEBQR6gd1hvpB+aDOUGcoH1QPagqnB4oHxcPpgerh9ECVoXpQPagy1Pm24/bjhuP249bjhuOG49bjZgMKB+WE0wPlBDXD6cHpgZrhJEHNcJhwknCScJhwl248bjpuPm46bjduPm4+bjduNHCZoGi4SVA0qCfcJNwkqCfcHqgnKBtuD24PlA3qhvuBU4GbhFOBs4SbhJuEs4TLhJuDi4O7g4uDQ4O7g7uDQ4MTg3OEq4Rbg6sEVcOtwa2BquHwQNWgpDg8ODxQUtwfKCnUFfcH9wfqiiMEdYXS4gjhCEFpobg38A1903BD39o3DTcNt/Ztw619o7ptuG24Ud3qt/TNfRu7uW/w29ht7Aa/yW/z2/uW4fa+sW8Zbhlu7Nv3Fr+tb2G39U19C7uF3dS3MNQOCojbAwWECuL24PZABaHMUFNQUTg9UFFQUDg9OD1QUFA4KCmoHG4PVA5Kh9uD2wOlg9rdiDfpbesmvZ1vW7et2/n2dRvfuG7aG9ct7Ka9aW9ht+6NwE3sVnYTu23dym5lt63bF24J7gzuCe4Mrg/uCe4Jrg9O0a1+w9823Dbc8LcON/wtxq3DrcMtxm0GDgvuDs4LzgvuDk7MDcLNw63BzcMNwK3BrcENwA0B7g5uCo4Njg1uCo4JbgouCo4JjgkuCg4JLgpOCg4JDglOCm4Ljg/ODK4JzgxOCa4JrglOCY4IlBVqivMDNYVqwvnB+YFqwtmBasJRwtnB2cFRwqnBUcI1wqnBqcE1wjXBNcIlwjXBNcElwvHB7cAFwRHBBcElwRHBEcElwTXBWcFVwRnBVcFRwRnBGcFRwWW57W9Vt7Bb1e3qFnYLu13d7LguuDE4I7gxODI4IzgjODK4Njf5zeo2drO6Yd3GbmM3rFsWrg0ODs4IDg6ODs4IzgiODs7JbXZzuk1vTrfbbXqb3m633e12i7rtbrtb1G3q9r35bhluGW6+G4ab7yZ1w3DDcJO68W5SN6gb78a7Qd1wNkq2STeqbZLN0Y16o9oc2RrdorfiretWvAFvXbeuG/AmvgFvupv4Jr7pbk+36m13C3ALcNvdNNx2t99Nw03D7XcD32i2Szeq7ZKt0o16o9oq2SjZItkk3aY2STZLt+ltarNkw3Sj3ai32q12o96abtQb79Z0a7rxbjgbJlum2/Q2tWW6zWxqbG1uQlsbm5ub8Ca0ubn1bG5sbG69W8/GxrbmJr493ay3Jxufm/VmtfG5PW18bHhuz9vThue2tOGx0bktb0sbHZscKDaUG+oL5YaCQ32hvlBwqLhtjC2M7Y0tjO2L7Y3tje2LrYtNke2RzYztkQ2SzYzNjA2SLRJUG2oN5YVaQ6WhvFBeqDQU2ubFBsYGxwbGJsYGxwbHJsZWxlbIhshmxobIlshmxmbGlsim6Ha8JW1+bsmb0+bH5ufmvGVvzZvS1uemvBltfWx9bsbbEooORQV1h6KCkkPdoe5QcigvlBzqDeWF8kK9odo3qq2RDY2tkY2RDY0NjY2RbZFtke2QDY3tkM2QDY0Njc2QjdBtaktji2SLZEtjM2MjZBtkQ2MbZPtjQ2NDY/tjO2P7Y4NjO2M7Y4NjK2OLY5tzQ9rm2O7ckDek7c4Nartj23OD3qC2PTebTY6tzm1pq2PTc1veljY9tj42ILYfNie2HzYqNic2JzYqNjg2KjYuNjg2ODYuNi+2IbYntiC2ILYnNiq2JzYrNio2KjYrtje2N7YuNiq2LjYtNio2KjYttiy2KzYsNio2LLYtNio2KrYtNi5Qeyg81B0KD/WFukPdob5QcVsSmxLbE5sSGxPbE9sTGxNbFKgsKCyoOxQWVBXUHeoOVQW1h/JC5aHuUHkoPdQd6g6lh7KC6oL6grpDfUGFQd2h7lBhUGBQXFB3KC8oL6g7FBiUFdQV1B3qCkoL6g51h9KC2oKqQ92h5lBzqDtU3NbEtsTmxLbEhsTmxObEhsR2xGbE9sRWxFbE9sQ2xHbERsTmxEbEJsTmxObEJsQGBNfElXFRXBRXxjlxZZwZ58Q5cWYcEmfGoXFIHBKHxqVxYDgBOAA4ADgBOAS4OQ4MR8fRcWA4PC4BrgAuAC4ArgAuDJcA5wCnAKcA5wD3AAcCBwM3AjcCBwNHAgcDNwNHAkcCNwNnAjcDpwNnAmcCpwO3A7cC5wOHAucDlwOHAocClwPX4ZboVufG6FbnBufG6MboBuf26Abn5ub26Pbo5ubW5obnduhG50bndug2B3cFtwKnBacFtwLH5SbnJulm52bnJulG6TbpZuV26XbpZuXm6Hbl5uRG5Ubl5uQm5Sbm5uQW5hbm5uTWBSfGLXFj3Bi3xBVxRlwZp8QpcWVc89bnZuj25/bnZugW6Dbh9uD24fbgxuD24fbhxuCW4Fbh9uJ24Xbh9uLW4hbjZuHm4ubiZuHG4hbhBuNW4VbhBuP24vbhxr9NuE248W8Wbvxb/2bhZuHWv4WAwuIEQVVxgnCGoKpQVZwhqCiUFwoN5YRCQ5mhnFBOKDPUEjcHdwdXB3cHFwhXB1cHFwgKiguEKwQFhYLiCuEOQT2hmlBnqCYUE+oMdYZiQiWh2FBfKDXUF+oJpYZSQz2hzlBi3CMoMBQY9wgqjHuEWwQVhgrjFkGRcYtwe6DIUGTcHigz7hGUGMcISgw1xjHCMYIa4xBBjaHKOEQ4RFBlnJ5bjVuP24zbjFuPW4db9NZ1M9/Mt66b163rRnbzunndyG4AbmQ3ATcANwA3ATcEt/Rt7Oa9eW9jN+5t7KZ14964N63b9qZ1I9+2t+2NfMPa/NyyN+1Ne8vexrg9ODm4SbhJODm4H7g1uCc4RzhHuCc4RTcCt7JbgluCW9ntw21+y3Cj3+i3DDcOOB64IjghOCG4IrgjuCK4JbgjuCO4JbgnNwM3/K3ADX/T3wrcCtz0t7Db/TZ2y9/yt7Fb1i13u95sN9vteoPegrfyLXfL3cq3q63PbXtr3pq37Q17I962bsFb8LZ1K9+oN7Ab78a7gd0w3Kg2NDemDY1NzY15Y9rU3IS2NLehbY1tzW1469nG2N7YyNje2ADZyNjI2ADZzNgA2QLZzNjM2ALZBNni3JA2OzY7N6Qtzw15O9ry2PLcjjY/Niu2JzYpNim2J7YoUHSoO5Qdyg51h6rb4Niq2JzYqtim2JzYnNim2KDgQuBE4Fjc8Nzy3A7hkjgmTowLw33hiLgrrgnHu/1v/tuFW42bjVuPG41bjpuPW/jWvYXhaOBO4BTgPOA+4FjgduCI4Ezc3tzi3AzhvuDA4FTc2tzQ3B7dJt2e3KzckNye3I7cityA3I7chtx+3IzgoHA0XA6HxW1xOlwY98XlcGecDgfGBXFHXA5Xw0XdDuHSODcOibPj7jjk7cStxO0CzhBuEFQUiguVxRGCsuL84AThLuEg4SRB3aCkcHtwUHB6cJJwWHBTcHdu9lv8FobbggOCQ3Lb38JuelwWXBeckdvU7Xfb3aq36W1nS3Ob3oY2QbZCNjO2LLYrNipQXFBZUHcbFFsTmxOoLaguqLvNiC2J7Ynthy2IjQqOC7eFA8Nt4bJwYDgwXBbuyma2oW1rG9qmtq1ta5vaJrfpbVg2KxuWjctmZbOycdm0bFw2MZuWTcsmZvOyidkG2LxsXrYBtjDbAFsBW5gtzFbARmYrYDtgI7OR2Q7YAtgO2BLYAtgC2BLYBNgS2BDYBNgE2BDYANgQ2AzYANgA2AzYCNgA2AjYxmwEbGW2MduYrcwGZiuzfdnAbGC2L1uX7cu2Zeuyddm2bFm2LduVLcuWZbuyVdmubHhbla3KhrflbXgb3Za35W10m91Gt71tdpvd9rZR2d62tI3KRmVL2+K2tO1si9vitrOtbFvb5La5bW6T2+q2uK1sc9vKNrLNbXPbyDa2jWwz29g2ts1sa9vMtrWtbWvb1ja4bW6r2+62u61u09vqtr1Nb9Pb9jYs29VmtVVtVZvVRq1Ba9NatTatYbE1bQ1b69a0NW2tWwPXuLVrLVu71qjUmrW2rqFr5Rq6Jq6Va+WauEauiWvfGrlGrn1r2dq2pq2Fa+GatmauaWvjce1cG9aKtWqtWEMia8masUasWWvEGhBY+9WYNWXNWlPWjseasZasLWvV2rLWrFVr1VqzBq0VqJlrAWoBauYaWc1cg8Nr8dq5lq6Za+maumaumWvqWrvmrpVr8pq8Vq5R1cq1shpVjapWVhurxWv0GlmNXqvXa/faWA1AbV4DUCNQm9fmNQI1BLWr2r6GoLav6fU1ey1fq6qR1apqVjWyGlnNqoZV66pt1RDUtmpaNQQ1BDWt2lXNQE1AjasmoEZW46px1chqWTUHtbCahJqEWljtQi2s1u/XQNQK1BbU8LUFNQY1fA1fY1D7qjGoUah91b5qFGpiNQo1v79WopagNqDmVRtQK6t51bxqZbVyzUCNq6agxlWrUFNQU1CrUHtAW0MTQ3NDE0Pz4oW2g+aF1qULzUotS21MTaw2pgYGTO0AbQeNB00KjQfNhw/aEBoW2g8aFRoV2g9aFdoPWpAgNBy0JDQktCg0JDQiRGhCaEVoR2hSaEdoSpTQltRa1MRqJmomamK1EjQWtBe0MLQXNBgwaDJqLGooamE1FLUTJ2ojalhqNWphtRq1GLWwWlgtRo0FbQYtBq0KLQbNhQtaC5oMGg1aGBoN2g1aGFoY2g1aDhoOmg1aFZoNWg1aFVoVWg3aDBoWmhbaD5oW2hfaD9oP2heaHNoXGhkyNDU0K7QptB20KbQrtB20HbQrtC20FTQUNC40FLQTNC40LrQTNDC0E7QNNDA0MLQNNCO0D7Q/jQPtTwMBgjaCdoJWgraBVoImQgQtBC0FTQWNA00FjQULWhjaCBoJGgcaCZoJE7QUND6tA20DrQNNgwZaBZoG2gRaBVoF2gSaBFoImp+2gbaB5qfxaQ9oFmgXaBdoFmgcaBZoHjzQPtAO0BzQFtAc0CJEoFmgRaBRoFmgWaBRoGWgYaBVoEGgQaBVoDGgVaA1oDGgMaA1oCGg5aHdoUGi3aG9oUGiQaK9oZmhvaGxoZmhmaGxoY2hWaJhormhYarNaG5obmqzWhNNDW0OTQ5tDq1OHZoeGiPaI5ob2iNapEg0SjQ9tD80ObQ/NSeaHJqcmlPNRiNEA1Sr0QDR3LipNdEu0SrR5NAq0SZNokmi8aHhobmh4aG1obmhuaG1oa2hSaI5osmhOaI1osmhyaE1osWhCaIdqjnRDtES1ZxqTrRENEQ0QzRFtRpNEa1QrVar0QrRCNVyNR0tUE1X2+1qvFqwJqQFqglrwyGtT21Yq9L60PrUqrVorVebovmpTdWkpGpRtagaFM1PDar29EQbVHuqOdEG0QbVnGiIaGhocGhSaHBobtzQdtCW0JzQpNCc0J7QpNCk0J7Q0NDO0KDQotCg0JrQotCi0JrQmNCA0HTQotB00OTQotCi0OTQztSstR/NT+1X89H80PzUfLUeDYwmRnPTxGhkNDfNTSOjnWlktCPtTDvTjrQxLU0z08poZhqRVkYroxFpdRqRNqTVaXXakDanDWlA2pw2pwFpPhqZpqbdaWoam3an3Wls2pu2RdOivWlaNCzam/amYdGsaGW0MVqbNkYLo7VpbVoY7U0Lo33R3rQ37YvWRbOi7Wlv2p6mp71pb5qedqdV0a5ocNoVLYsGp8FpWTSuplmtUk1KrVItUk1KTUotUs1RrUstTC1ILUyNTS1ILUiNTY1IjU3tUY1IjUjtUc1J7VFtUs1JzUltUk1KbVLtUk1KTUrtUtOslqiGqGmqhqhWqGmqaapWqEaoZqmWqQallqmGqQalBqWGqUapxqT2pOao9qQ2peao5qg2pSalNqhmqAlXM1Q71IRrwtUO1RTVCNUENU3VBNUANU01TdUA1fo0NTU51bw0OTXZal5qXppsNS1NtiaompaaliaoGpImqBqeGpIakhqeWp2an9qfJlztTy1QE64JVwtUG9Q0VevTJFXrU9vTJNUkVdtTy0MTQFNAI0AjQFNAM0BTQGNAM0AzQGNAQ1BzU1NTQ1JTUztTQ1JDUjtT+1I7UzNT+1L7UjNTI1MrU0NTA1NDU0tTA1MDU0tTO1JLU2tTO1I7UmtTe1P7UStS61ErUmNS61HrUWNSczSzRJvRarQZrUmr0Wq0Ju1K69FytCstR5OiXWlXmhTNRnui3WhU2o0WRaPSqLQo2q42p2andqRmp3andqR2pHanpqemp8andqTGp+andqR2pOanCTfDNKtEo80qzRrRaDTarNFsyazRzNBsyWzJzNBsUI1OLU4NSS1ODU4NSQ1JDU7NTS1KbUmtUW1JzUitUa1RzUiNR81IzUeNR41HzUftAy1Kc6I9aU4zR7Qn7TlzNBNEa6JJaU6alIalOWlOGpZWpQVpQpqcJqQdaXKanHak0WlHGhmNTqPTyGgAajlqOGoYajhqM2oYahhqM2owaD9akUalFWlLGpVGpS1pzNqKGokahhqJWogahhqGWoian+alEWlhWphGpJlrWGphtS+1sBqE2pfalxqEmpDajpqSmoeaktqVmoeah9qVWpdag9qEmoXahJqGmoWahZqG2oZaipqK2oWaitqL2oXahdqLmoyajJqN2oWajdqN2oXahdqNGg8akpakXWlJmpJ2pV1pSppxpmb2ZhZp9mYGZxZpFmkGZ5ZnBmc2Z5Znlmc2Z1ZnJmcWZ4ZnFmfmZoZnhmfmZgZp5ma2ZgZpBmm2ZpaGpqVRzfDQqGZ0ZnhmeGZ0ZnJoOpqcNkWboslpOJqcFqfhaDhafPaHFp/lmf2Z/ZnlmdWh8WhQNCoa1AwQjYpGNQM0ozMDM9sygzTbMtMygzSDNNMyszHTMssyszGzMcsyuzIbMxMzgzQTMwszgzSDNAszAzMjM4s0+zL7Mos08zKLNKsx8zLzMqsxmzEjMyszizQrMzMzizSLNDMzOzPLMcMx6zPDMasx6zPrM6sxS9T0a6o1BZuCTbWmY1OtKdl0bDo2JZuWTbymXVOtadeUa6o11ZpyTVEzPrM7s0uzOzM2s0uzSzM2M0ozNjMkM0ozSjMkM0UzJDMiM0UzRTMis0MzIjMgs0OzQzMgMx+zH7MgM0SzILMiM0QzRLMis0WzIrMks0WzRbMkszYzFzMYsx4zGDMZsx6zHjMZMxpNuqZeE62p1+RrojXRmnxNwBqjpqkmWhOtaapJN3sxazHjMWsxYzHjMeMxYzFTMbMywzKbMcMy4zKbMZsx4zLrMnsykzKbMZMyqzKbMZsxqzKzMqMymzKzMZsyizKzMbMxizKDMjMyOzQbMhsyOzTzMSsxOzELMTsxSzELMQsxSzHrMUsxWzHrMesxWzFzMaMw488izCLM+LMQM/5MxCzELMRMxIzHbMPMw4w/8zDzz/gz/sw/AzHjMVMxCzFTMUMxCzELMUMxMzEzMSMxCzELMSMxK9FEbDI2HZuMTcWmY9Oxqdg0bKI1AZuOTcAmYdOx6dgkbCLORsz+sw+z/6w/+zD7MOvPOsw6zDjMPsw4zDLMPsw+zDLMLsxGzD7Mesx6zD7MQsw+zCDMQsxCzCDMIjRRm65Nx6ZrE7bp2HRswjZZm6ZNx6ZqU7Xp2GSdYZjxZxZmFmb8GYUmZpOy6dikbEI2HZuOTcgmWlOz6dl0bHo2QZuOTccmaJO0adoUbTo2RZucTcemY5OziTm7MKsw+zCrMJsw+zD7MJswk1Cz1ry1bC1b89bINXjNXHvX3jVzrV1b18o1do1dK9fcNQu1rlqDWoNaVw1BLUENrOag5qAGVgujraBxobWgtaBxoVWptai5qInVXNRo1MRqYjUatSw0MDQjtDG0MTQjNDO0HbQttB60LbQwtB60HrQwtBy0MLQyNA40DrQytD6tDC0NrU/r09LQstDS0OjQstCy0OjQ7NAu0eTQMtEy0eTUbLQ9tEU0OzQ7tEW0LLVajUYzRDNUo9EC1Wi1Gy0QLVDtVsPR8tSkND80PzVpzUrrU4vS9tD21KK0RbQyzU5D09A0O21Ns9PwtDVtTcPT4DQ8LU+D0+C0PK2KVqVhaV1al4aliWlYmp0mpolpdlqZxkXzosFpXjQwGpwGp4HR3LQyWp0WgFanKaAFoAWgKaAJaKo1RdUWNUU14WqLaouacDVFNSo1STUoNSg1STVLNUo1SLUmNUi1NbUmtSa1NbUhtTU1MbUhtSE1MTUgNTE1LjUgNSA1LrUONS41K7UOtQ41K7UkNS+1LU1NTU21LU1PtS21Kk1PTU+1Kk23WpXakaZb0612pAlXi1JrVKNSo1JrVJNEo9MA0BLQANAG0BLQEtAG0BbQBtAK0BbQFtAK0A40QTVJ1fDU8DRJ1fLMMNFoNCiNRnuiQWlQ2hONSvPReLQ5bU7j0ahqc2pHanJqcmpHam9me2aBaM5ZoNkjmpPmnD2iNdUO1MDU/rV/DUztCO1Ly9K2tC0tS7PSsrQozUqz0qK0Z+1HrUeNX+tRy1Hj1/i1HDUMtQw1DjUPNQ81DrUdtQ01DTUdNQ21DjUdNR21DrUktDstSyPTyLQs7Usb0440MA1MO9K4tCMNSePSuDQk7VqLUKtQy1DLUKtQ41BLUbtQE1ETUbtQA0Ej0rw0Jo1J89Kos0WzNrNJszYzO7NJs0kzO7NMMzuzPbNMs0yzPTTnDNJM0gzPDM9MEk07u0R7zvjM+NCeM0G0OG06yzPLQ5vOIs3GzCDN0MzQzCDN0sxszG7MIM0gzW7M/MxuzHTM/Mz8zHTM9Mx0zHbM9Mz0zHbMcsxezHjMYsx4zJrMYsxizJrMZsyazJzMZsxmzJzMnswYzZTMCs0KzZTMCM2UzI7MCM0IzY7MEM2OzITMEM0QzYTMfswGzQ7NlsyWzA7NjMx6zGjMmMxozGzMmMyYzGzMoNBqMyUzSzNLMyUzRrMNM/5Mw0zDjD/DUOPWsrVvDauWVSOrRag9qFWolamBqY2p0akhqdWpdakFqXmg6WhBmrzGo/ahdmF2ZqZmFqm2rVVr2hq4Nq5pawVq+Jq5Zq/Nawhq8xpVbax2r+VrZLUENa8aWG1ErV8Lo+mg/aDJoQGhRaEJoQ2hFaFJoTGhJaFFoWWgeaBZoGGgbaBVoEmgNaBVoFGiWaK5ocGhMaK5ocWhnaHJoQGi8aG5oeWhQapJa7xakBaohqvlaIFogmpOtD+0Ni1NK6N10bZo7xqZGpbalxqjWqKmqVqTGpQaJdoD2gKaBZqNVqNdaTvaj0alGWk92rUmpIak9qUGo7aihqHmr1GoYZjlmPWZ6ZlFmiWa1Wj6NfGaarMuMy+zGbMrMyozGzMQMxEzftOwKdh0bFo2NZuOTdImatNxJmEGYfahRq09a9bas+asWWvWmrPGnJ1n6Vl5lp6x2bP1jD2jz9az9Yw+c8/es/oMPoPP6rP4TD1Dz8oz9Mw8K8/KM/PsPFPPyrP2rDyrz9qz9qw+e8/ss/nsPpvPqGb32X1GNavPqGbyWX1Wn8ln8Vlvxpv9ZryZTjebmt1mUDPcDGoWFTWTmknNcrnZb5ab7Wa/2W+2m/VmtZnTzGlGmznNnma0GW32NMPNnma2GW6Gm9lmt9lvNjXzzXyzqVlTYCzgIuAiYCxgI2Az4DFgL+A34DZgL2A64DpgL2Al4CRgLOAhYCJgLOAx4C9gL+Av4C5gL2Av4C5gLuAu4C1gLmAu4C1gLeAt4CxgLWAt4CxgLOAs4CtgLGAs4CtgK+AcYB5gHWAdYB7gHeAfYB9gHmAf4B5gHmAe4B7gHeAaYBpgG2Aa4BtgG2Ab4BtgHOAY4BlgGGAY4BlgGeAV4BbgAOAWYBbgAOAAYBbgFGAB4BFgD2AP4BHgCOAR4AfgCOAI4AdgBuAHYAVgBmAGYAVgA2AFYARgA2ADYARgMjACMAAwGZgMDAAsBgYDe4EbgL3AWeAG4AbgLDABcBbYCkwATABsBcaDL4AxgAWAMYA5gAWABYA5gD+AU4BRgAOAUYBNgAOAA4BNgEGAM4AtgAOALYAngAOAA4AngB2AP4D7YAHgPjgEWABYADgEWATYD+aDA4D54A3gAOAA4A1gDeA7WAs8AKwF3gIPAA8Ab4G/wHRwHMwFjoPdYC4wF9gNZoPf4CrwHDwHV4Hz4DZYDcYCq8FnMBYYC3wGr8Fp8BUYDUaDr8Bm8BWYC2wGm8FcYDZ4BTgAmAQ4ALgDmASYBLgDuAK4A1gCuAK4AlgCGAJYAngBGAIYAngBOAF4AbgAOAE4AbgA+AC4AHgMfAB8ADwGLgOPgcPAZeAycBhYDDwCLACsAqwCLADsAjwA/AV2AHYA/gIHAPvBAcB/8B8cAAwCDAZuABYAbgCmABYAFgCmAL4AvoMHgO3gAeAusB1sB3eB62A9eA+mAlOB92A4eA++AsPBcPAVOA3GAq/BXeA1WA7uAneB5eA6mAtMAEwH08EEwHgwFrgK3Aa3wVXgN1gMHAYmA4sAlwALAGsAZwAHAJcAnwALAJ8AvwALAAsAvwC7ADfBUDATzARDwUswFCwFL8FLsBQ8BYPBZPAYPAaTwWXwF8wFd8FdMBe8BXPBWvAWvAVrwVmwFowFZ8FZMBZ8BWPBVvAVfAVbwVWwFUwFV8FVMBU8BVPBUfAUPAVHwUswFNwEP8FPcBPsBIPBXvAX/AV7wVzwEqwEM8FjsBgMBovBYTAYDAaHwV5wEWwEE8FEsBE8BBfBR7ARfAQjwUawEYwEJ8FRX0xgHBj3xfSt9MX0ZfSt9K30ZfRdBK6BZ2Ap8OybCSwFlvpmAkN9M30vgaHAUN9LX0tgIVgHDoJ1YClwEBwES4GBYNp30hfSF9J30vfRd9I30ffR99E30RcReAduAk+Bp8BNX0zgpm+jL6Yvpm+jLyPwDwwF9oF9YCjwExjqawn8BH76WvpS+i76KvpW+ir6JvpW+lb6JvpOAvfAT2AemAd+AjeBn76SwE3gpq+kbySwDpwDS4GlwDlw7dsI3PR19HUEbvpGAgPBUuAf+AeWAkOBn76UvpK+mMBR4ClwE3gH5oGfwD2wD0wDO30ngZ3Atu+k7ySw7VsJbAPfvpW+lcA3MO5r6HvoW+hb6HvoS+h76DvoS+hL6DvoK+ir54vnm+eL52vnm+eb52vne+eb57vnq+er57vny+e759vny+fL59vn6+fb5/vn6+f75xvo6+fr5xvoC+gL50vnG+cb50vnK+cr50vnO+c750vnW+er5dvlK+Xb5evlK+Ur5evlC+Y75nvlG+Yb5nvlS+V75cvkS+VL5cvku+Tr5mvm2+bb5mvmK+Zr5mvlK+Yr5mvlW+Wr5SvlC+UL5Svl++Qr5Yvk++T75Ivke+Rb5nvmu+V75vvlu+W75fvlO+X75SvmO+U75SvmW+Ub5kvlC+YL5kvlK+VL5ZvkK+Ur5Zvki+Rb5rvlS+ZL5rvle+W75dvke+V75dvky+TL5Zvli+aL5pvla+ab5Yvla+Zr5ovla+Wb5Evlq+Sr5Evlu+SL5mvmm+Zr5uvmm+ab5uvm++Y75Rvlu+Ub5evku+W75evk2+Q75kvme+V75qvm++Wr5rvm++X75bvmK+a75svmK+Yr5svm2+Y75FvkS+RL5Fvka+S74tvia+Lb4jvia+Jr4jviK+IL5Bvki+Mb5Cvki+OL4yvky+Pb4/viu+P74sviu+O748viq+PL4qviq+Or46vim+Or4pvim+Ob45via+Ob4ovia+Nr44viW+OL4nviW+Nb43viK+N74lviK+Mr41viG+Nb4kviG+Mb40vi6+JL4jvi6+Lr4jvi2+KL43vjC+QL5Hvj++N740vj++P740vjO+P74zvj6+Pr4zvj2+M74wvj2+Pb4wvj++K74Zvhq+Gb4Xvhq+Gr4Xvhi+Gr4cvhu+G74cvh2+HL4evh2+Hb4evh++Hr4cv/fvh++PK//S+Ir/8b4sv/+r/9r/8L4tv/9r8gvv9vgC+Ab4RvhC+AL4QvgG/ZF8IXwrfs++Bb9iX7Pvg++JJ9xb4PvmLfBl+xr9e3wbfB1+ub4Ov17fom+Cb4dn0RfLu+W18EXwTfra+B79aX62vga+DL9T3w5fp+fQ98D3y/vgq+X1+wr4Kvgi/Yd8EX7Bv2XfBd8A37MviGfce+DL4MvmNfB18B3wnfAd8JXwrfAd8BXwpfAl8K3wpfAl8C3wrfAt8C3wpfC98IXwnfAF8J3wnfAN8A3wlfAV+sr9b36nv11fpmfeFf+Tf+lX/p3/g3/qV/qb70b/5L9aX65r/zb9X3/rX63r/4r9XX6ov/7r/4r/27/+6/9m/+m//av/Pv/Vv1rX/r36qv/rv+sr/u7/rr/ra/7a/7+/6Ov+cv+Xv+pr/kL/mb/pa/3G/36/12v9+v9+v9fr/g7/cb/oK/4G/4K/6Gv+Ov+Cv+jr/kr/lb/qa/5m/6i/6iv+mv+ov9Zr/ar/ab/W6/1m/1i/xWv9Mv8ov8Tr/Gr/RL/Sq/1O/1q/wqv9ev9dv8Qr/H7/EL/Sa/0K/0m/wmv9Kv8uv8Hr/M7/Fb/DK/zG/xu/xav8iv8hv9Nr/Pb/N7/D6/z+/x6/xOfXff3Hf37X1z39y399V9e1/fV/fVfX1f3tf3BX55X94X+P19gV/h9/f9fYVf4vf3JX6D3+CX+B1+n764r+2L+0J9bV/bF+p7+0Z9pb6479PX6Yv7On2bvrgv7tv0jfJa8lbyXvJW8k7yXvJe8k7yRvJG8j7yXvI+8jbyXvJe8jbyMvJa8l7yYvJe+tK8mLyYvjRvJq8kLyUvJC8kLyWvIy8l7yWvI68j7yUvI2+mL+07+86+tG/Nm8eLx6vHi8fLx6vHq8fLx7vHO8dbxwvIW8cbyAvIC8gbyDvIW8gryLvIK8g7yLvIu8g7yEvIe8drxwvIa8dLxwvIC8hLxyvHK8cbxwvIG8cLxwvIC8gLxzvHi8iryLvIq8ibyLvIu8ibyHvI+8eLxwvIC8iLx3vHe8hbyLvIi8i7yGvIO8gryAvI28fLx+vHy8eLx+vH68eLx/vH28brxgvGC8brxivG68b7xivGK8b7xsvG28XrxWvG68X7xWvGa8b7xXvGe8b7xYvGi8b7xRvG28VbxsvFy8VbxkvGy8Y7xivG28VrxlvGy8a7xjvGu8arxjvGO8arxhvGq8abxhvGG8abxovGe8SbxKvFm8SrxKvFq8WrxNvE68QbxavFG8UrxavFq8UrxTvFW8WLxUvFS8WLxTvFi8WbxTvFO8WbxavFC8W7xWvFa8W7xXvF+8SrxQvFC8WrxbvF28TrxKvFi8R7xKvF+8TLxKvFy8S7xKvFq8W7xIvEO8Tbw0vE28MLxEvES8QLxFvEC8QrxFvEW8QrxGvEq8OLw5vDO8QbxNvDG8T7w9vD28P7w7vD+8Prw7vDu8Prw5vD68PLw5vDm8PLw6vDW8JrwsvCa8J7wsvCy8J7wovCK8M7wzvCO8NLwzvCO8JLw1vD68L7wjvC+8ILwzvCO8ILwxvDW8LLwkvCS8LLwjvCy8LbwjvCO8LbwuvCO8JbwyvCW8NrwyvCK8Jrw3vDG8MrwzvCu8LLwqvCy8KLwqvCq8KLwpvC+/dm8ILwgvBm8Ibw8r0fvBW8H7wevBW8FbwevBS8HrwdvBS8FLwdvBy8G7wTvBy8HLwTvBS8Gbx/LwYvBu/f6/dK8E7wavBq8E7wbvDyvRW8FrwYvH7vBe8Fr99rwev39r0WvBa8fS/f+8DbwAvB28DrwAvBC8HrwBvBy8CbwKvAq8CbwEvAm8CLwEvAS8CLwFvAC8AbwFvmLfMG8JJ5B3gFeAt4C3gFeAl4A3gBeAd4B3gBeAV4F3gVeAl4F3gJeA94D3gJeA14u7xgYV4xL5g3zOvlDfOOeb28Xt4x75eXy7vl1fJqebe8Wd68d++t8lp5sbxXXitvlRfLW+Xde7G8WN69V++1e+tevBfvrXvvXrjX7ZV73d63V+6Ve9/eufftjXvn3rk37qV76d64l8qb9p69Zu/ZS/aavWYv2Tv2rr1pL9qL9qa9Zi/Ze/aWvWiv2rv2qr1s79q79rK9bW/XC/ZuvVsv2Iv1gr1VL9aL9Va9V6/UO/VqvVrv1Mv1Tr1UL9fL9VK9Xi/VW/V6vV5v1Qv2hr1dr9gr9na9X2/YC/Z2vVKv1mv1Wr1ab9YL9Tq9UW/U6/Q+vUxvz6v0Kr09L9Lb8/68SC/S+/MevT+v0Hv0Hr1C79Ab9AK9TC/Q6/MyvUyvz9vzLr1Fb9Pb9Ba9Ru/SS/QWvUtv0kv0Jr1HL9FL9B69Qy/Pq/PuvDuvzpvzRnmnvFBeKO+UV8pr8+K8T94nL8578zp5a94mb5O35qV1H3UddSN1HXUhdSN1I3UhdSV5Z91MXUxdTN1M3UpdSN1JXUndTN1L3UrdS11L3UrdSl1L3UldS11K3UndSV1KXUndQt1E3UHdRN1D3UHdQd1DXULdQV1C3UDdQF1CXUHdRd1GXUNdQ91GXUTdRl1GXURdRF1G3UJdRl1F3ULdQl1F3UTdP11A3T7dPl1AXT/dPF0+XT1dPV0+3T3dPN07XT5dPt07XTxdPN07XTvdOt05XTpdOt05XTldN1043TfdN1043ThdMt0r3TDdMN0r3S/dK90p3S/dL90pXSldMt0zXTDdM100XTBdMF00XTFdNF0rXTFdMV0r3SrdKN0sXSldKd0s3S/dNN0x3TXdMd0y3TXdNd0yXTNdMF0vXTJdL10sXTJdMl0s3StdK100XS1dNF01XS1dLV013S1dNV023S3dLV023S5dJ10q3SfdJ10qXShdKt0sXShdKN0s3SjdNt01XTNdNt023S7dNl0z3S7dLl0zXS7dI90iXSTdIl0iXSRdJF0iXSPdJN0j3SXdJd0jXSTdJV0m3SRdJt0m3STdJN0mXSXdIN0hXSBdIN0hXSHdHt0fXR5dHt0fXR9dHV0c3R3dHV0c3RxdG10a3RvdG10a3RrdFt0ZXRbdGV0ZXRZdFl0ZXRVdGd0YXRVdFd0Y3RTdGF0Y3RTdFF0Y3RNdGN0X3RPdE90X3RLdF10X3RLdEl0X3RFdF90V3RHdEd0VXRDdFV0UXRBdEF0U3X8XRddE99/9d010/V0TXRJdf9ffJdHtd0l0RXT7XRHdEN1+t98N0eV3P3Q7dD10PXQ7dDl0MXQtdCd0LXQpdCd0J3QpdCV0J3QrdDF0MXQrdDV0K3QvdDV0L3QzdDV0NXQzdDd0IXQddCN0I3QddB90xbpc3QFdrm5Xd0B3QLerS6Db1fXqEugS6Hp1DXS9umBdA10DXbAugi5Yd6yLoIugO9ZV0B3rlnUVdBV0y7oMumXdAF0GXQbdAN0G3QBdAd0G3QZdAd0FXQFdAN0F3QVdAN0EXQBdsm6CboIuWfdAl6wb1j3QDet+dQ90D3S/ugW6W92srlZXq5vVxeqmu+ruuavurrvn7rm77l51111896p71cV38119d9+96u67Vd2r7lW3qmvVbXfh3XcX3o133913N951d+3de5fdvXfxXXaX3cV3111zF909d89ddDfdjXflXXfX3C130d18V9+96tK79e68O+/Wu1TdetfepepSde1dedfeZXflXXmX3XV3wd1uV9ztdr1dcVfc9XbHXW/32x13x91vl9wld7/dcDfb1Xa33W1X2+V2rd1q99qldqddabfanXav3WmX2r12r11qF9uFdqNdZ9fZjXaf3WZ32TV2l91k19g1dpNdYTfZVXaFXWFX2UVyG3EldXFcSd2nLq6L6z51dd2nbq+r6+q6ve6u69StdYHdWvfWBXaB3VsXihup++M+4j7q/riOur+ujeuI66hr42Lq5rq87lR3qsvrSnV5XWJXqivVJXaH3EjcSd0fdxKXUvfX/XEpcS1xC3EPcQ1xD3EhcQ1xDXEhcRV1hV1kN9gNdpFdXxfZber6ur5uU9ep++Na6ha5lriXusVukXupi+wCu1DdYXfYhepKcR1xMXEZcTFxE3EZcRlxE3EXdXvdqO6v++tGdW1cSFxEXExcTFxE3ERcQtxCXEPdZJfZVXIvcTN1kd1m19g9dnvdp25U16kL7Pq4jbo4biUuJO4hLiJupu6si+zOurQusovs0rpN3EBcQVxAXD/cP9w+XD9cQNw/XEBcQdw/3D9cQdxBXDfcN1w4XDjcN1w73DdcPFw7XDtcPNw7XDzcN9w83DfcONw83DzcOFw93DhcOVw9XD1cOdw9XDncOdw9XDvcOlw43D3cOVw+XD7cOVw63DXcNlw1XDXcNlw2XDTcMlwzXDRcM9w03DRcM9wz3DDcL1wwXDDcL1wv3DHcMFwy3DBcMFwyXDJcMFwxXC7cLlwtXC3cLtwtXCncItwn3CLcIdwn3CfcIdwm3CHcINwm3CbcINwl3CBcINwl3CVcIFwnXCBcIVwnXCdcIVwoXCFcIlwoXChcItwpXCJcI9wp3ClcI1wqXCPcI1wqXCrcI9wq3CNcJNwq3CpcJFwrXCTcJFwrXCvcJNwr3CRcJdwr3CtcJVwsXCVcJlwsXCxcJtws3CxcJtwoXB5cH9we3B5cH9wf3BtcHdwa3BpcHdwcXB3cHdwc3B1cHNwc3BxcHFwb3BVcFFwaXBRcE1waXBpcE9wYXBNcEtwY3BhcEtwR3ApcC1wPXAtcDlwPXA9cDtwP3BLcE9wW3BNcGtwW3BZcGlwX3BPcFFwa3BRcFlwaXBpcFtwV3AtcDFwOXAzcDFwOXA7cDNwNXAhcCVwFXAlcClwFXAVcClwPXA3cCVwG3AncCFwGXAbcCNwF3AjcB9wF3AXcB9wG3BFcEVwVXBHcEFwVXBXcEFwO3BBcEFwOXA5cENw/1wWXBvcF9wWXBhcGlwZ3BhcGFwZ3BlcGdwG3AVcBtwHXAVcBVwHXARcCtwLXA5cC98/1czlwN3A7cDlwVXBjcEdwLXAvcDlw/dw+lwO3z+VzOXA5cPncD9wtbhb3ADeLe8U9wD3AveIW4F5xq7gFuAW4Vdw8V4vrxUXA9eKCcRFwEXDBuAm4YNwvbgJuAu4Xd4ur5qa5Ytw098wV44pxz9wu7plr5nZxu7hmrp5r5pK5eq6eS+bauWSumGvn2rli7pwr5oK5c+6cC+bGuWCulxvnxrleLhXXy/1yqbhU3C+3zv1yw9w6t84Nc/fcMHfM3XP33DGXizvmlrlcXC5umRvGLXPR3DBuGBfNJeOiuWsuGZeMu+YC4K65bi4ALgCumyuA6+bKuQK4ArhyLgGunIvnEuAS4OK5Brh4rhXXANcA14qLxb1zB3Dz3Dx3ALcAFwHXAFeLq8U1wMXitrls7hiXzVVzx7hjXDVXjHvnBuAO4G5xD3ATcMe4Zdw2986lcwNw6Vw4NwA3ABfOLePCuW9uGbeM++a2uVUulXvlXrlUrpVL5Wq5Vq6Vq+ViuVrulovlYrlbbpab5W65XW6Xu+VyuUpukovkIrlJ7pEr5U65SO6UG+UiuUhulPvkSrlILpSL5DK5UC6Uy+Q6uU9uk4vkNrlLLpKL5C65Sm6QO8UFcoHcKa4U98f1cY1cI9fHLXJ93B63yC1ye1wit8flcYlcIpfHHXJ53B13yB1yd1whd8fVcYVcIVfHDXJ13Bw3yA1yc9wpLhTXxsVxcVwb94lr40Jxb9wbF4obtaXEpW0tcWncpq2lrSVu0/YSt4nrtL20vcR12lbiOnFr20rbStzaNhK3xp1tI20jcWdbSNzZFtMW0hbSFtP20VbSNtN20jYTl7adtJ3EpW0pbRVtF20TbRNtF20bbRdtGW0bbRttGW0dbe9s92z9bPds+Wz9bP1s+Wz7bAlt32wHbQdt32wFbd9s4WwFbQVt4WzjbP9sAW3jbAFtA23jbONsA20FbeVs52z9bOds6Wz9bP1s6WzrbNts2WzdbNls1WzdbN1s1WzRbMtszWzPbM9szWzRbM1s02zRbNFs02zXbAltC20RbQttDW0RbRFtDW0PbcVsv2zNbL9svWzNbM1svWzBbO9s/WztbO1s/WzrbP9s42z9bP1s42zlbNts3WzfbN9s3WzhbMNsyWzBbMFsyWzNbAltEW3fbNds3WzRbMtsxWzNbMNsx2zJbPVs92zzbPds72zzbPNs72zxbK1so2ypbKlso2yhbKNsrWynbK1ssWynbKdssWyrbLFstWyrbKtstWyvbLVsuWyvbK9suWyzbLlsu2yzbLNsu2y3bJdsmWybbJtsmWyhbKlsoWylbKVsoWyfbKFsmWyfbJ9smWydbI9skWyLbItskWyNbI1skWyVbJVskWyTbIFsh2yJbIFsiWyDbINsiWyFbH1se2x/bH9se2x3bHtseWx3bHdseWx1bGFsX2xvbG9sX2xtbF9sXWxtbG1sXWxrbF1sWWxrbGtsWWxpbFlsV2xpbGlsV2xnbFdsU2xnbGdsU2xjbFNsUWxjbGNsUWxbbFFsT2xbbFtsT2xVbG9scWxhbHFsc2xhbGFsc2xlbEtsR2xNbE1sR2xJbD9sPWw7bDtsPWw5bD9s+VsPW/62v/Ww9bDtb0Fs+1v/FsQ2xBbEVsQWxNa/FbEVsfVv/1sLWwrbClsKWwnbCtsKWwnbCVsMWwvbC9sLWwvbCtsL2wxbDNsM2w1bDFsM2w1bDdsH2whbB1sH2whbCNsG2wVbBlsG2wVbBdsC2wPbBNsE2wNbBNsD2wJbA1sD2wJbAtusrdb2aqu15dpeba+2XFuvbdb2aru13dpebbu2V1uxbde2ayu2/dqWbQdsAWwBbAdsBWzJtmLbsm3ZVmw7YHu19dpibbG2XtsAW7Lt2FZsO7YN24ptw7ZgW7Gt2BZs+7XVb/fbqm3Vdr+12oa34O16C95+t+vtevvdqrffrXer3qq33m13C9/Gt+dtfCvfnrfnrXyL3sq3VFv0Fr2l2s637y18a97Ct+eteWvenrfZ7XmL3ma32S16q93at+ptfVvfqrfprXrL3aa36S13i95yt9steovebrfaLXZ73Zq31215a96at+Xte4vezrfp7XxL36a36S19W9/mt+wtfovfsrfrLXsr3q636614G97it+vtfbveqrf37X2r3tq33S13q96at9ktduvevrflbXl73Vq37a17S966t+UteUvelrfjbXlr3Y634611W906t9Htc/vcRrfQ7XRL3Ua31K10G91Gt9ItdJvcIrfHLXJr3B63x61xW9wmt8etcqvcHrfL7XB73BK3xO1xW9wOt8LtcbvcHrfMLXN73Da1kbZRWklaSduoLdQ2apvbQm2htrmt1Da31W2ltlJb3XZqq9Na2k5tp7SWtJS0mbSYtj0tpu1u29v2trstTztJW0mLSFtJq0iLSItIq0ibaHvbRmkfaR9to7SRtJi0l7Y77SWtpe1uu9Na2uq0irSVtIu0lbYz7SLtou1My0jLaDvTNtrOtjZtI22jrU3raFvb0ra/LU2bafvb/rSZtr3t09Zp69v6tk7b4NZp27QNboPbpi1w27StbYFb4La2/WkhaSdpD2kPaSdpEWkfaR1tb1pHW9v2tr1tbVuclpDWkHaQdpDWkDaQtpAWkNaQFpBWkNaQ1pBWkDaQFo82jjaPNo5WjjaPNo9WjlaPVo52jlaPVo92jnaPdo6WjnaPdo+WjpaPlo62jpaPlo+2jraPto7WjraP9o72j9aO9o/Wj9aO1o7Wj7aP1o2WjfaNlo22jfaN9o22jRaOVow2jDaKNowWjDaKNooWjBaKFoz2ixaKFor2i/aJtol2i5aJlol2i3aJNos2jRaLNo0WjRaLFosWjfaKFo32jPaK9or2jNaK9ozWjNaK1orWjLaK1oy2jLaKtoq2jJaKtoyWjJaKloqWjHaMNopWilaMVop2ilaMVox2inaMlot2i7aLtot2i9aLdou2idaL1ou2ifaLtonWifaL9ovWifaJdoqWinaMVot2jTaLdo1WjTaLNotWjTaNVok2iXaIdog2iRaINokWiRaIFogWifaI1oj2h/aI9kgRrQ+tEa0RrQ/tDy0QbRDtEG0PrQ+tEK0PbRGtEK0QbREtEW0N7QwtCu0MrQwZWhNaGdoXL7QwtDe0KbQ0tDS0KbQntCm0fu0J7QmtX8vXutCW0LbQltCS0LbQttCS0I7Q5tDa0KrQ2tDWqKFFoe1r/3+tCu1fy0KrQqtCy0KbQ7tD20KrQ6tD20K7QttCK0K7QrtCK0ILQptCe0O7QntDi0O7QrtCi0OrQ5tCu0Lr1/q1K7QgtBy0J7QetB60J7R8LQ+tC+0O7Q6tC20L7QitCG0L7QltDC0NLQvtXxtCy0HbQXtCG0N7QgtDC0N7QmtCe0LbQWtCa0LbQYtC20H7QYtCi0L7QdvXatBu0GbQbtBi0GbQZtBi0F7QRtAq0E7QKtAy0E7QTtAy0FbQMtA60FbQVtA60FrQOtA+0FrQWtA+0FLQPtA20FLQUtA20ErQNtAu0ErQStAu0ELQQtAu0CbQEtAe0A7QDtAe0BrQHtAS0CLQItAS0BbQimm3tGPaLS2Xdkw7puXSkmm5tF1aMi2Ztktbpu3SemnLtGVaLy0ArZf2SwtAC0D7pQ2g/dKCaQNoA2jBtAK0ArRg2jBtlvZKq6XV0l5psbR07VxL1s61VFqylqyl0o61VFq5dqwda+VasRasdWu/2q/WrfVq2dq9dq3da/XatXat1WvVWr02r1Vr1dq8Nq3Na/HatDatxWvRWrz2rkVr0dq79qy9a+3as/astWvrWrK2rKVry1qzlq6la83auvatdWvhWrjWrY1r3VqwNq6Na8FauRasDWvlWrk2rBVrzdqztq5ta620bK2VtkrL1rK1Vdq9Fqu9aqXaq9aqlWqlWqs2qqVqudqplqvdaqfaqXar1Wql2qkWq8Vqp1qttqvlarNarpaqzWqzWqq2qoXSErU4LU5L1N60RO1Qe9PetEOtUPvTOrU+rVPb1Pq0Pm1T29M2tUxtT9vTMrU8LVO71PK0PO1Su9MutUrtTrvTKrU6rVKb1Oq0Om1Si9RKaae0R+2UNqc9ao/anBapPWqNWimtUVvUSmmltEVtlLaoJWqjtFFaohZKG9TatEKtUGvT3rQ5rU6L1Aa1T1qbFqiFan9aqPap/Wl/2qfWqZ1pa9om7UzbpKVpadomrVN2UZZRdlKWUbZRdlJ2UrZRllJ2UXZSVlI2UjZTFlI2UxZTFlIWUhZT9lEWU/ZS9lH2UfZS1lH2UtZS1lHWUdZStlHWUrZStlG2UbZSllK2UBZRllCWUBZR9lDWUFZRtlBWUTZRtlC2UDZRFlGWT7ZOtk+2TtZOtk+2T9ZO1k/WTvZO1k/WT/ZO9k/2ThZP9k/2TxZPFlAWTzZPFlAWUDZPNlA2T1ZPNlB2T3ZQVk92UFZQVk9WT1ZQNlCWTjZO9k32TTZOFk42TlZOFk4WTlZOdk62TJZMlkqWTHZMlkqWSnZMdkp2TFZMdkp2SlZMVkoWStZL9kn2SdZL1kmWS5ZNdkuWTXZNdkt2S3ZNVkt2TVZNVktWS1ZNNktWTTZNNks2SzZNFks2TRZNFksWSxZN9koWTfZM9kr2SvZM1kyWSrZKtky2StZKtky2TNZK1kz2S9ZLFkwWTNZLNkzWSxZKNkw2TBZKVkwWSjZKVkxWTDZKVkrWSvZK1ky2S9ZNlkvWTbZNlkuWS7ZNlk0WSDZIdkg2SPZIdkh2SPZI1kg2SVZIVklWSVZIlkj2SDZINkk2STZIVkiWSLZIFkm2SZZJFkkWSZZJlkiWSXZJlkiWSHZJVkkWR5ZFNkc2R5ZFtkWWRXZEtkW2RXZE1kV2RJZE1kXWRZZEtkT2R9ZHFkbWR/ZFFkYWRvZF9kS2R5ZH1kWWR3ZH1kXWRXZHtkV2R1ZHtkW2RVZHNkfWRnZF9kb2RnZFlkV2RRZElkWWRRZENkTWRrZGdkV2RbZGVkW2RpZGVkVWRZZGdkbWn/1nVWT/WRBZFVkVWRDZFVkUWQ/ZFFkP2Q/ZFNkU2Q9ZftZHtkf2RbZH1kX2RfZF1kW2RHZElkVWRFZElkU2RDZGFkVWRlZGFkU2RfZE9kXWRNZE9kW2RBZH9kaWRZaf7WdTZGVkU2RnZGdkU2RVZFNk+1kVWRXZftafzZDVkN2QzZDdkOWQ5ZDdkO2QlZBdkJ2QXZBlkJ2QnZBlkKWQZZBtkKWQpZBtkK2QbZB1kK2QrZB1kLWQdZB9kLWQtZB9kL2QfZCFkL2QvZCFkMWQxZCFkI2QNZBNkC2QLZBNkEWQTZA1kFWQVZA1kD2QBcsGyHplA2TLsl5Zr2xZtitbliXLdmW7smTZryxZFkD2K/uVBZANywLICsiGZcOyArJj2bGsgCyBbIAsWHZAdkAWLCuW5cpqZbeyWtms7FZ2K5uVxcrOs+usPCvPrrPo7DrbzaKz6Gw3u82Cs+KsOyvOkrPurDtLzpaz82w9u86us/VsO1vP3rPtbDt7z+qz4Kw7y866s/gsO8vO4rP2LDibznqz3mw6y81eZd9ZfVaffWfb2Xd2nG1n29lxNpylyqqz9Cw9q86ys+psOsvOsrPpLDhrlYVnr7JXWXj2nYVnzdl39p01Z8dZfNadzWfzWXcWnnVny1l4Fp4tZ81Zq2xVFp6tyu6z8Cw8u8/ms+3sN7vOrrPfbDfLztqz9Gw7G85+s/IsOhvPxrPo7DmLzm6z5+w5u81qs9UsNdvMUrPTbDPbzE6zzOwzi806s9jsNevMOrPXrDXbzDqz1Ww168xas9ksNivNSrPYbDSLzT6z0Ww0+8xCs07ZX7Yp25T9ZWvZX9aXrWVrWV+2l9Vlk9lcNplFZnPZXBaZncois8fsVHYqe8xKZY9ZY1YqK5U1ZqOyxmwxG5WNyhazUNlilpiFykJlidlh1pa9ZYXZWxaXFWaFWVx2mBVmg1lbNpgFZm1ZWxaYfcoCs7/sU/Yp+8s6ZXlZWraX7WVp2VoWl4XKDrO87CxLy+6yy6wuu8wqs7qsLqvMJrGZsJiwlbCVsJiwlLCYsJewlLCUsJewlrCFsIawjbCGsIewjbCNsIewjrCFsI2wjLCLsJOwirCTsJKwirCKsJKwibCSsJGwibCJsJGwiLCRsJCwiLCIsJCwh7CQsI+wh7CHsI+wjrCEsIGwfrB+sIGwfbCBsICwfbB9sICwgrB9sIKwf7B/sIKwg7BvsHewcLB3sHiwcLBwsHiwcbB4sHmwcbBxsHmwcrB5sHqwcrBysHqwc7B6sHuwc7BzsHuwdLB0sHuwfLBusHWwb7B1sHawb7BvsHawd7BosGywabBpsGywbbBssGiwa7BrsGiwarBUsFewVbBVsFewVrBHsFiwSLBYsFmwSLBIsFmwWrBOsGGwT7BPsGGwULBSsGSwU7BTsGSwVLBksGWwVLBUsGWwV7BlsGawV7BXsGawZ7BIsFqwSbBasFuwSbBJsFuwSrBbsFywSrBKsFywS7BcsF2wS7BLsF2wTLBdsF6wTLBMsF6wTbBesF+wTbBNsF+wYLBNsGCwTrBOsGCwYbBhsGKwULBisGOwULBQsGOwUbBjsGSwUbBRsGSwUrBAsEGwPrA+sEGwOrBBsEKwOrA6sEKwQ7BFsDywRLA8sDuwRLBEsDuwQ7BDsDuwOrA6sDmwPrA9sDywP7A8sEWwP7A/sEWwRrAesHzsCSwf68eewJ7A+rEgsDawJ7A3sDewJ7ApsCewf2wKbArsH4sC+8f2sSiwKLB97AesB+wJbAnsCawMbAlsCawM7AtsCewIrAesB+wILAcsDKwJbAtsC6wJLAmsCWwHLAksCWwH7AasCSwKbAdsBywK7AdsCewL7AjsC6wL7AjsCKwLLAssDSwK7AzsDCwKbAwsCqwJbAxsDKwJLAzsDWwKLA4sDmwKbA1sCiwKbA1sDSwKLA1sCOwFrAjsBSwGrAisCCwGbAasCmwI7ArsCmwIrAgsCOwfewJ7AmsDKwObAasBKwK7AisCywLLAisCOwIrAqsBOwI7AqsBywErATsBSwErAUsBWwFbAUsBawF7AOsAmwCbAOsACwHrAHsAywB7AFsAywDLAFsAuwBbAEsAuwC7AEsA2wBLAGsA2wDbAGsA+wBrAIsA+wD7AIsAGwEbAYsAqwA7hg2AJcMGwArAkmHJsAKwZVgB2AHYMmwZdgAWAPYKW4W1wlZh9VgrrBVWj91jv7BdWC+sF7YLy4Xtwm5hubBc2C2sFnYLm4XVwmphs7BY2CzsFRYLi4W9wlphvbBg2C8sGFYM+4X9wophw7B27B1LhaXC3rFzLB2Lx9axdSwem8fesXjsHIvH0rFz7BxLx8qxZCwbW8aysW1sGVvGtrFmbBvrxpqxZqwbe8a6sW/sGXvGvrFo7BsLx6KxaCwcm8amsXBsHDvGqrFkrBq7xpKxZOway8Z6sWBsGOvFhrFf7BcbxoqxSmwTu8QusU0sE9vDOrE+rBP7xPqwPuwTC8USsVdsEVvEXrFGLBKrxSaxSawWq8RqsVusEqvEbrFN7BbLxTaxTSwX28X6sFDsDwvFRrE/7A8bxQKxUawUC8QCsVJsECvFTrFBbBA7xQqxUywVK8QKsVTsEEvFVrFD7BBbxVqxQ6wVS8QSsVbsFXvFYrFGLBabxRqxRmwWe8RmsVrsEXvEarFIrBR2h53CTmF3WB4Wh4XCPmGfsFDYJiwUNgrbhG3CRmFz2CZsDuuEzWF1WCesE1aHtWGbsDXsE1aH3WFt2B1WCmvD2rBS2Bt2dsWEpWFpV0zXTFdKV0vXStdKV0vXS9dIV0jXSddJV0hXSVdHV0bXR9dHV0bXRldD10LXQ9dD10JXRFdFV0TXRFdE10LXRNdE10LXRddB10BXQFdA10DXP9dA10FXQldC10FXQdc+Vz/XPdc9Vz9XPlc9VzzXPNc8VzzXO9c5VzrXOtc6VzpXO1c41zdXOVc51zfXONc21zVXN1c31zVXNlc1VzTXNNc0VzTXM9cyVzPXMdcxVzNXMlcx1zBXMFcw1zDXL1cu1y3XLNcs1y1XLdctVy7XLtcuVy5XL1cr1ypXLFcs1yrXK9co1ydXKNco1ynXJ9cpVyrXJ9cnVypXKVcdVx5XEVce1x5XEVcR1x5XGdcYVxBXGlcaVxBXG1cl1yVXItclVyZXIlciVybXJtcWVxjX/xXGdcb1f/1fZ1xDXGdca1xDXENca1xvXFdcU1z51xRXFFf+lX9FcT1xjXF9cQVxBXF9cfVfX1xdXP1X/9XFdcV1xLXEtX8tcTVx7V/7VxNXFVch1yHXHdch1yLXHdcd1yJXINciVyNXIFcgVyNXJFclVyLXJFciVyDXJNckVyBXJNcW1/+VxfV/7V9ZXFlc+1cVVx1XEdcc1xxXEVccVxHXEFccVxzXENcb1xHX/pXEtX/lX0lcSVz51xNXItcm1yPXI9cmVydXH1cZ1x7XHVcZVyHXFVf+1X/1cf1xlXH9cQ1ylXGVcQ1yFXIVu5Zdw65h17Ir2TXClcGVwJXBNcGVwJXANcE1wDXBFcE1wDXAFcHVwFXBVcL1wFXCNcL1wPXANcKVwHXDNcO1wTXD9cK1wbXB9cK1wtXCFcN1wXXBFcPVwRXDVcPVwdXBVcOVw9XBlcMVwpXD1cMVwhXC1cP1wzXA1cB17GrgWuA6dh27FrgOuJZdxa4ArgCuYlcBV7Hr2FXAVcB17DrgCuH64frg+uHa4frg+uDa4brhWuGq4Nrg2uD64LrhWuFK4argSuE64argquA64Srh+nX1uoJdv65dV69r15Xr6nX1unJdt65Y16ur1lXrenXNuu6v+KvV1eqKv1Zdq674q/6qv+Kv+ev9ar/Wr/Wr/Uq/Ul3n1/g1fp1f5dfx1XwlX81X9JV8JV/R1/IVfVVfy9fyVX09X9VX9vV8PV/Z1/SVfXVf09f01X1dX93X93V9XV/f1/a1fX1f4dfwVXz9Xr9X8RV89V67V+6Ve+1et1fs9XrVXrXX6zV7pV6nV+vVep1eq1fp9XmNXp/X5jV6jV6bV+i1eV1eoVfodXl1XpfX5NV5dV6TV+Y1eT1emVfm9XhVXo9X41V5VV6NV+QVeTVei1fhFXgdXoHX4HV4HV6DV+I1d7VddVfd1XbdXW3X23V33V1vV971dsVdeVfeFXftXXFXqGvv2rtCXaOuT1fbNXf9XaWuU9ff1XeVuvquvavUVerau0ZZJ1klWQVZJVkjWQVZBVkjWQNZL1kRWTFZMVkRWTNZEVkTWTNZM1kTXWdWS9ZD1kvWS9ZDVkTWSlZDVktWS1ZD1kPXJiujq9PVycrI2shqyFrJWshayFrJSshayUrJSshKyErJOshKyTrJOsg6yDrJKsjqyOrH+sjqx/rH+sj6yPrHCsn6xwrICskKyQrIGunadK1ZGVkBWQNZI1kTWRVdZ1ZF1kXX2XVmXXSlWRdZGV1pV5qV0bVmbWN9Y2VjZWN9Y11jnWOtY71jrWO1Y71jvWO1Y9VjtWPFY9Vj1WPFY+VjpWOVY71jvWOVY51jfWNtY41jbWN1Y41jjWN1Y6VjdWOFY6VjpWOFY5VjxWPNY+VjzWPdY+Vj5WPdY+1j/WL1Yn1i9WLtYn1ifWLtYnViZWLlYl1iXWLlYt1iHWOtYiVjJWOtYi1jrWK1Yi1jLWO1YjVjFWOlYh1jHWOlYq1iDWOdYhVjFWOdYqViTWPNYlVjVWPNYtVinWINY5VilWINY41iDWMFY41ijWIFY4ViBWP9YoVihWL9Yn1idWLtYm1i7WLlYm1ibWLlYmViTWNFY81itWK9YjVjvWLFYjVjNWPFYj1jxWLNYj1jPWPNYkVj7WEtYuVh5WEtYiViHWJVYhViVWJNYhViFWJNYg1iTWJFYg1iDWJFYgViRWI9YgViBWI9Yv1h7WH1YS1iPWI1Yv1hNWItYv1h/WEtYvVh3WHNYdVh1WHNYcVhhWF9YZ1hfWF1YZ1hnWF1YY1hlWGFYa1hrWGFYZ1hrWG1YZVhtWG9YZVhlWG9YaVhbWFdYWVhZWFdYVVhPWFNYTVhNWFNYUVhHWEtYRVhFWEtYSVh/Vv5Vr/Vb+Vb+1a+9W8FYQVh/VtDWDtYP1g5WDlYP1g9WDdYM1g1WDVYM1gxWC9YK1gtWC1YK1gpWCFYHVgXWB1YG1gXWBdYG1gVWBdYGVghWCFYGVglWBlYH1glWB9YI1glWCVYI1gnWAtYB1gJWAlYB1gFWBNYBVgDWANYBVgBWAtYD1gHWBNYEVgFWBFYDVgFWAVYDVgJWMusY1YyK5l1zCpW/VINUwVTDVMtUwVTBVMtUyVTLVM9UyVTJVM9UzVTPVNFUzVTNVNFU01TRVNtU01TTVNtU2VTbVO1U2VTZVO1U61TtVMNVK1TrVMNVAVUDVRtVAVUBVRtVGVUbVSVVGVUZVSVVI1UlVS1VI1UjVS1VJ1UtVTFVJ1UnVTFVL1UxWSdVS9VL1ln1UzWmbVWzVTNZK1ZadaatclKs9KsTVYna5P1ZnWyOllvVpz1ZoWy4qw4K5Q1ygpllbJGWaOsUtYpq5Q1Z52yTllzVp01Z91ZdVaddWf1WXfWn9Vn9Vl/1qH1ZxVah9ahVWglWoVWoJVoJVqB1qAVaD1ag9ag9WhFWo/WpxVpRVqfVqj1ab1aoVao9WrFWq/WsxVrxVrPVrT1bGVb0Va0lW1dW9lWuHVtXVvh1rcVbrVb39a31W6tW+1WvbVurVv11rxVb7Wy5q15q5UVy2pl1bJiWbGsWlYuq5bVy8pl5bJ6WcGsXtYvK5gVzPplDbPGrXOr3Cq3zq33KqKqomqiqqKqo2qiaqKqo+qiqqMqpOqi6qIqpOqjKqRqpeqj6qNqpSqlaiWrrUqpSslqsz5Zbdae9cn6ZO1Zedae1WjlWXlWo7VoNVqT1qK1aE1aldakdWlVWpXWpZVpXVqbVqaVaW1andamVWp1Wp1WqTVqlVqp1qg1aqVap1aq1WqdWqdWq7VqtVq51qq1auVat1auNWzdWrfWsPVrDVvL1q/1ay1bx9ay1WwdW8dWs5VsNVvFVrKVbBVbwVax1WsFW8FWr7Vr9Vq11q61a9Vas1atVW3NWrNWtTVtVVvd1rQ1bXVb21a3lcratratVNZ4NVH1UBVRFVH1UNVQ9VC1UNVQ1VC1UJVQtVB1UJVQlVB1UFVQdVD1T1VQVVD1T9VP9U+1T9VP1U+1T5VPtU91T5VPlU91T1VPdU81T1VPVU81TxVPNU/1ThVPFU/1TpVO9U51TpVOlU51TvVNdU4VTvVN9U0VTtVNFU5VTtVN1U1VTjVOVU51TTVONU51TVVNdU11TFVNVU11TFVMdUx1S1VMVUx1S1VLdUtVSVVLVUtVSTVJVUm1SDVJNUm1SNVItUhVSNVI1UhVSDVIVUiVRzVINUiVR3VHlUcVR3VHdUcVR/VGFUeVRvVG9UaVRlVGlUYVRlVGVUYVRtVFFUaVRdVF1UWVRVVFlUV1RVVFVUV1RTVFdUX1RTVFNUX1RbVF9UV1RrVFtUV1RjVGdUbVRjVGNUbVRrVG1UZVR7VGtUZVRzVHVUf1RzVHNUf1R7VH9UcVSLVHtUcVSNVHFUiVSNVH1UeVSHVIlUgVSXVIdUgVSfVIFUk1S/VI9Ug1S/VKNUu1SvVK9Uq1SnVKtUpVSnVKdUpVSvVJVUrVSfVJ9UnVSXVJ1Um1SXVJdUm1SZVJtUk1SpVJlUk1ShVKNUqVShVKFUqVStVKlUoVS9VK1UoVS5VLFUu1S5VLlUu1S9VLtUv1S9VL1Uv1SxWMNcz6Zd2yUlnn1rh1bqVb71a6FW+9W+9WvHVvxVurrHvr3lplvbJWWbOsV9Yra5Z1y5pl7bJuWbesXdawqolqiSqKKopqieqJ6oaqhyqHqocqv8qhyqHKr3ao8qv+aodqh6q/+qHqr4Kofqh+qIKo9qsgqiKq/Wq/KqL6r4qojqj+q//qiGqIaojqiCqJaoaqhuqF6oWqhiqGKle1qyqg2lX9qgqoCqh+VRNUv6pg1QTVBFWwqli1QVVBVUJVQfVAVUJVQvVAtUA1QVWs+qAqVh2rPqg+qI5Vy6pZVa0qWVWrylUlq5JVuaoCqgyqDqoUqg6qDaoUqhSqDaoSqg+qZdUI1bIqgGqEaoQqgGqA6lUVqxpWxapmVcOqYdWsKlk1QjVAdUI1QHVAdUJ1QnVAlUC1qmpV9apaVa+qXlWv6lU1rLqvVlW3qlvVqqpXlULVQpVBtUJ1QpVAtUAVQlVClUDVQLVC1UAVQbVCtUIVQdVCFUF1QdVC1UJ1QZVBlaoar9Kr9Gq8Kq/Gq/CqvCqvwqvvKrzqrr6r76q72q66q+pqu9quqqvrqrpqrq6r66q5iq6aq+Mquoqujqvl6rgKrpar5Sq4Sq6Cq94quUqueqvnqrfKrZ6r5yq32q3Oq/lqvZqv6qv1ar2qr9qr6Wq4yq6yq+GquHqudqvparf6raar6eq3Gq7aq/oqvkqv3qtU1Xs1X6WqUlXz1XlVW91WsVVsdVvNVq3Va5VapVav1WpVWp1WoVVodVqNVo1VYrVXJVaF1V61VxVWgdVn1Vk1Vp1VZtVYNVaZVWVVqqqr7qq6Kq+6q+6qvKqvyqv2qr6qr9qrAqvF6rFqrB6ryaqxaqwmq8vqrpqrSlVz1amqVFWqOlWNqj6rxmqz2qwaq8tqr/qrGqvKKrJqrP6qwaqxGqwOq8aqsTqsFqmWqJeolKiUqJeolaiXqJOolaiVqJOokqiTqJCokqiSqJCokaq3KlTVVrVVoaq4KlSVVsVVcVVadValUSFVZ9UZFRJ1EjVT1Ua9RL1UtVEnUTFVa9WmqlP1Vn2q3qq26lP1qWqrNlVt1EzVpmoTNRMVE/URtRHVEdURtRGVEVURFRF1EXURFRE1EZUQ1RC1ELUQ1RD1EBUQVRA1EDUQVRB1EJUP1Q+1D7UP1Q/1D1UPFQ91D3UPFQ81D9UOlQ71DvUOlQ61DlUONQ51DtUNFQ71DTUOFQ51DhUO1Q11DnUO1Q21DfUMNQ2VDTUNdQ2VDZUNdQ1VDdUMlQ0VDRUNlQ1VDfUMlQ21DJUNlQu1DLUMlQt1DHUL1QtVC9UL9QtVC1UL9QuVC5UN1QyVDJUM1Qy1C/ULFQyVCxUMNQyVCzUMVQyVC5ULVQx1DNUK9QoVCxUL9Qo1C7UKlQqVCJUKNQqVCJUINQq1CHUJlQl1B5UJ1Ql1B3UH1QmVB9UJ9QmVB5UH9QnVB/UJVQrVB9UHVQr1B7UINQp1CDUKFQp1CHUIFQoVCPUHVQo1CFUKdQo1CDUIdQpVCHUKtQpVCFUItQqVCPUIFQn1BhUJNQn1BvUGNQkVBzUJVQkVBxUHVQk1BzUHVQlVB1UJdQlVB1UHdQl1B7UG1QjVBtUI9QjVBtUG9Qj1BhUIFQq1B7UHFQq1CVUGlQY1BjUGlQZ1BhUGtQX1BfUFtQXVBVUFdQW1BXUFlQW1BbUFlQXVBfUEtQQVBbUE1QQVBRUF1QQ1BVUElQN1BHUElQOVBNUD9QKVT+VTL1AzUD1QO1AvUC9QO1ArUDtQP1ArUCtQP1D91D/VAtVP9VMtUCtQOVBFUDdQN1BFUEFQMVAtUENQQ1AtUP/UDVQQVA1UDVQQ1AxUENQ+NQM1A7VP5VMFUAdQCVAHUAtQCVAJUAtQD1AZUBdQJ1AXUA1QJ1AnUA1QI1ADUAlQAVABUAlQy6gHqAioBKgIqAmoBKgEqAmoBqgMqBOoD6gTqBSoD6gPqBSoEqgQqBGoBqgJqAqoBqgBqAKoBKgKqA2oBqgNqA6oBqgGqA6oEKha1CvqFnWLekXFopJRx6hh1DDqGPWLOkYVo35Rv6hiVC6qFfWKmkXNol5RtahiVDAqFxWM6kXlonJRvahYVC9qFxWLikXtom5R99Q6VU/VU+vUPLVOtVPz1DzVTr1T49Q9FU6FU/fUN1VOpaLuqVTUOXVP3VPnVDp1Ta2iqqlqahU1TWVT99Q1dU3dU6uodGqduqfGqXLqnnqn4ql5Kpvapu6pbaqbuqfuqW7qm4qmnqlcKpd6pm6pZ6qZuqVuqWZqmWqlXqlf6pWKpX6pXyqWCqaCqVhqmBqmYqlZqpXqpVapVaqX2qWWqVrqlmqlfqleaplKpmqpZOqYqqVqqWNqljqmiqlZapYqpoapUiqUOqVCqVHqlDqlRqlU6pKapAqpSaqSKqQKqUpqkLqkCqlE6pOKpDqpSOqR6qQ6qUdqk3qkGqlNapNqpDKpRmqRyqQyqUWqklqkDqlKqpI6pAanjqaNqLNpo2km6ow6m2aiRk0zTTFRo6hRU0xUqCkkKm0qaSqJSqM6UWlUHdWJ6kTVUXnUKWqOOqPmqDTqjDqj0qaPpoumiqaYpoqml6aYppiml6i3aSTqE7VGrVGfqE3UJ+qP2kRtov6ou2mjKaNppimj6aJppmmm6aIpJirUFBMVR8VNMVFv1CnqjCpFlaLOqFFUHrVHdaI6UXtUG7VH9VFtVBvVRwVSbVQg9Yn6RAVSf1NI00dU2tQRdTZ9RKVRc1TdVNE00fTSNNKUEvVpSmlaifpEfZpWotqmlaaWqDaqbWqJ6jS1NJ1EdaI6TSdNJU3/TPtMEU37TPlMEU0RTflMC035TPNMC00LTfNM70ztTOlMBU3pTOtMBU0FTetM8UwDTQ9N90wPTQ1N90z3TA1N9UwNTQlN9Uz1TAlN8UztTAdN70zvTAdNC00JTQVN8UztTAVNB00DTfdMAU0BTfdM/UzRTM9MsUzPTM1MsUyxTM1Mr0yrTMtMqUypTMtMyUzjTN9MwUzBTN9Mv0zfTNtMv0y/TNtM2UzXTL1M2UzZTL1Mv0zVTLlM10zXTLlMvUzhTMNM3UzdTMNMu0y5TNVMt0y3TNVMtUzVTNNMtUy1TNNMs0zTTNFMs0yzTNFMsUyvTM1MrUzNTMtMrUytTMtMq0zhTOdMw0zBTMVM40zFTMdM40zjTMdM5UzHTMNM5UzlTMNM50yfTKFMnUydTKFMm0yfTKNMoUyjTKVMoUyhTKVMp0x/TI1Mg0yDTI1MkUyLTJlMiUyZTJdMiUyJTJdMh0yXTJVMh0yHTJVMhUyVTJNMhUyFTJNMgUx/TH1MjUyTTI9MgUyPTI1MgUyBTI1MfUx1THlMd0x3THlMe0xLTFdMQ0xXTHFMQ0xDTHFMc0xFTP/TEdMR0//UxPQ/JTE1MTUxJTE9MdUw3TDtMN0w5TDtMO0w5TD1MK0xlTFFMZUxfTFFMUUxfTE1MW0wdTDtMHUwfTDtMO0wfTCFMI0wlTDtMJUwnTDtMO0wnTClMEUwTTBVME0wXTBVMFUwXTDtMF0wZTDtMO0wZTBtMEUxTTGlMU0xVTGlMaUxVTFlMWUxbTGlMW0xhTGlMaUxhTGdMSUx/U9BTP/T/hTEFMS0P/VP+9MPU//UP/0w5U8/TDtM+VP+tMPUw7TENMRUxFTENMT0P6UxtTFFMbUxvTFFMUUxvTGtMbUw7TCtMK0w7TClMDUwPTBVMFUwPTBFMDUxPTFFMXUxhTFtMc0w1TDtMIUwjTDtMIUxjTGdMbUwvTDtML0wxTDtMO0wxTDNMLVP69OvaX1Kn35Nv6b0qdeUPp1PvaZe0/m0ayo2HZvmp2NTsml+mp+STfVT/ZRsup+STcum++l+WjatmpZNAUyrplVTAFOr6dVUwBRrKmA6YIo1xZoOmGZNB0wJTLOmWVMCU61pfoqfik3Fpvhp2BQ/vU/DpmHT+xRsep/ap2BTsKl9+jWlmm5N59OtKdd0Pp1PuaZdU60pgWmBKYBpgKnVNMBUwNRqajUVML2awqfvqXv6nsqn7ql7Kp/Gp+ope7qerqfsaXuqnDKnyylz2pwup8tpc+qcOqfP6XL6nEqny+lyKp1Op8cpcrqcIqfJ6XK6nCanyil1Wp0up9XpdbqcLqfXaXYqnAKnwSlw6psGp8Gpb/qb+qa96W/6m/amvGlvupvyprzpbqqb7qa5qW6qm+amU9OctNJ0ajolrTSVklaSWppKTaWklqSXptZpdMqdRqfQKXfKnUKny6nT1DZtmtqmt2nTtGl6m86m4il4Gp6Cp95peBqeeqfd6XaqnX6n2il2+p1+p9gpd4qbQkkvTaGmUdJL0kvTqKmU1JG0kXSRtJGUkXSRdJGUkVTR1DxFT8/T8xQ9TUsNSRFJD0kPSRFJE0kRSRdJE0kTSRdJFU2J0+V0OF1OhdPhdDgVToPT8nQ8JU/HU/GUPCVPxdPwNDztTr/T77Q73UorTXNSStPc9ElKSUpp+iSNNH2a1qSRpJGmNWmmKU56aXqTXpJimt6mNymm6UwqSQpJ+kgKSepI+kj6SOpIukgqSfpIOkn6SBpJOkk6SRpJmmmKnpqn5Cl5ap6WpYakhaSIpIikhaSEpIWkg6SEpISkg6SCptYpd4qdTqfU6XKanXKny+lsSps2TYnT4nQ5LU6N0+V0OTVOj9I9Uj5SOlI+0j5SOlI60j7SOtI9UjrSOdJAUj1SQFI90jxSQFJA0jzSP9I8UjzSP9I/UjxSP1I80jtSP1I/0jvSPtI7UjvSPtI+UjvSOlIr0ipSM9IqUipSM1IzUirSMlIq0inSMtIy0ilSMtIuUi7SNtI2Ui5SNlIu0i1SNlI20i3SNdItUi3SNdI1Ui3SLFIv0jfSL9I3UjjSL9IvUjhSMFI40jhSMFIw0jjSMNI00itSNFI00ivSM9IrUivSM9IzUitSM9I10ixSNdIsUixSNVI1UizSNFIpUjHSKVIx0jHSKdIp0jFSMtIw0jhSOdI0UizSK9I2UjfSLlI30jfSLtIu0jdSL1Im0ibSJdImUifSJdIlUifSJ1InUijSJ9InUijSKNIjUiPSJFIjUiTSJNIkUiRSJdIX0hVSGFIY0hXSGFIc0hvSFdIbUhvSFdIVUhvSGlK/NIT0L/1LQ0hBSENI+1ISUhLSvvSEtC/lS09IT0j5Ug/SElIT0hRSE9IR0hTSFNIR0h7SEdIP0h7SHtIP0gjSD1IK0gjSCFIK0gnSEtIUUhHSFFIUUhFSEVIU0hPSDFIN0hNSDdIN0hPSE9IN0g5SFtIX0hbSFtIXUhdSD1IO0hNSDlIM0hPSE1IM0gtSINIf0gjSH1If0gjSCFIf0h7SC9IK0hPSClIL0hPSE1IL0gzSIFIiUiFSIVIi0iFSItIg0iLSIFIg0iLSIlIg0gjSFNIeUhXSHlIeUhVSFVIe0hVSHtId0hXSFdIdUh1SHNIV0hzSHNIVUh1SCNIIUglSCdII0gnSGlIa0hVSFtIV0hdSv7QvDSHtIBUhPSGlIZ0hXSGdIZUhXSFdIZUhjSFtIGUgfSB9IGUgdSBVIF0gRSBdIE0gRSBFIE0gNSBNID0gNSA1ID0gJSA9IC0gJSAlIC0gFSAtIB0gFSAVIB0gBSAdIA0gBSAFIA0gHZMGkJZJx6Rj0jLpl7RMGib9kn5Jw6Rb0jCpl3RLuiX1kmpJvaRdUi2plrRLyiXtkoJJuaRgUjIpl5RLSiYVk2ZJsaRX0ispltRKKpaOpXbpWIqX2qV2KV56l56lZulWapaSpVvpVkqWdqVXqVa6lmqlbelaupa2pW5pVWqVoqVW6VWKlqKlV+laSiUFS+tSsDQsrUvr0rBULH1L49K5NC6lks6lcykVXKqXwqVyqV6ql8qle6lcSpfupXspXVolxUrP0qw0Kz1Lt9KxtCzFS/HSsjQvLUvT0rw0L01L1dKqFC3FSrFStPQs9Uq/UrZULLVL61K1VC/NS7VSrrQt5Uq90ra0LfVK31KvlC19S99StjQudUqfUqr0KYVKqVKqFCqNSnnSntQp7Ul9PulPmpQqpUepUrqUHqVH6VLKlOqkO2mUdCflSaOkUVKelCqdSqlSqVQqpUqjUqF0KA1Kg9KhlCgtSo1Sp9QpNUqbUqP0KG1Km9KjlCmdkuakUtKcVCeVkkpJddIoqVNKlfKkPylQ6pQmpUcpUkqUFqVBaVHqlAalQalTCpTepDYplBRKapPioo2ksygk6Uxai0KKQpLWopKkNalTVFJUktQpSknqJH2KUopSkj5FI0mfpE3RSNFI0qboI2mTlBZ9FH0kpUUZSWnRTFFGUUbRTNFF0UxRTNFF0UVRTFFFUUzRS1FFUUXRS9FE0UtRS9FE0URRS1FEUUvRSlFEUUTRStFD0UrRSdFD0UPRSVFDUUPRSVFH0ULRQVFCUULRQVFBUT/RP1FAUUDRP9FA0T3RPFE+0TxRPVE+UT5RPdE+UTrRO9E60TrRO1E70TtROlE8UTxROtE50TTRNdEz0TPRNVE00TXRNlE0UTTRNlE10TbRN1E1UTXRN1E20TfROFE2UTbROFE30ThROVE3UTdROVE4UTBRL9Ev0S9RL9Eu0TJRM1EyUTDRMFEv0TBRMVEvUS9RMVEzUTHRMVEzUTPRMVEyUS1RLNEsUS3RLNEt0S3RLFEuUSrRKtEr0SvRKlEr0SbRJ1EmUSbRJ1En0SdRKFEnUSdRKNEo0ShRKNEp0SlRKFEp0SXRJFElUSXRJNEj0SRRJNEj0SNRJFEjUSNRItEjUSPRIlEi0SLRIVEiUSLRIVEhUR7RH9Ee0R7RH1Ef0R9RIFEfUR9RINEg0RtRHNEc0RvRHNEd0R3RHFEd0RpRG9EZ0RlRG1Ea0RdRGFEXURdRGNEWURjRGNEW0RbRGFEZURXRFFEW0RRRFFEWURZRFNEVURHREFES0RDREVESURLREVET0RHRElETURPRElEV0RLRE1EVURXRE9EU0QjRB1EJUQnRB9EJ0QdRCNEJ0QlRCFEKUX60H/VH+9F/1B/1R/9RENF/9EMURBRE9EOUQ/RDFEKUQ5RDFEL0QfRCNEMUQxRDNENUQ7RCNEPUQtRCNEP0QjRDdENUQ3RD1ENUQ1RD1EO0Q9RDtB/tEO0Q7Uf50QZRB9EF0QVRB1EGUQVRBNEE0QRRBNED0QJRA1EBUQFRA9EBUQNRAtEB0QFRAtEA0bGoWBRAFEBULFoWFYuGRcuiZdGwKFn0K9oVBYuCRbuiXlGuqFZ0K7oV1YpmRbGiV1GrqFX0KloVjUfl0XdUHp1H39F3dB6FR/VRfHQf3Ufx0Xw0H8VH7VF89B61R+3Re5QevUfrUXqUHq1H49F6lCoaj8ajVFF5lB11R9dRd7QdXUfX0XYUHW1H1VF0FB1VR8/Rc1QdTUfJ0XJ0HB1Hy1FzVBqlRrdRatQa3Ua3UWvUG7VGr1Fv1Bu9RrNRbLQaDUfD0Wr0G61Gp9Fv9BudRrvRaTQa7Ua70WgUGu1GodFtdBuFRqXRbBQc9UazUW0UHNVGuVFwFBzlRsVRZ3QZfUaf0WW0GWVGk1Fn1BlNRpfRZJQZRUaRUWZUGS1Gh1FhVBgdRonRYbQYNUaN0WL0GP1Fg1Ff1BcNRoHRp2gTNFO0KUqDZoJmitKgmKCZoJaiT1BLUErRp+gTlBIUEpQSNBIUEhQSNBL0UVQqaotCRaGitugtGhXNRZ+iuagu+hR9iuqiuGhU9Clqiz5BG0VtURu0UdQJ2gi6KOoUdYIugiqCKoIyijpBGUEdRZ2iTlBHUEnRXnQX1UV30amoLqqLTkVx0EnQSFBK0EtQSdBK0V5UF+VFn6CQoI2iUtGoqA16KTqDSorOojWoJKikaC3qBMUDzQPtA80D3QPtA+0D3QMFBN0D5QMFBAUE5QP1AwUE9QMdBPUD/QMdBB0E/QMNBL0DxQPVA9UDxQPtAxUENQQNBA0ENQQdBD0ETQQtBE0ERQQtBC0ERQQlBEUENQQlBCUENQQVBH0DjQOFA40DnQOFA4UDnQOVA50DrQOVA5UDrQOlA6UDrQO1A1UDXQNNA00DXQNlA10DbQNlA2UDbQN1Aw0D/QIdAx0D/QIVA0UDLQM9Ay0DJQM9Az0DJQM1A/UC7QINA/UCDQMFAwUDDQNFAw0DHQNFA0UDHQMtA90CzQLlAuUCzQLVAs0CxQLVAtUCxQK9ArUCpQKtAq0CpQKdAqUCjQKdAp0CjQKVAo0ChQKVApUChQJ1Ak0CfQJ1AnUCfQKVAkUCZQJNAk0CZQJ9AkUCVQJlAkUCPQJVAj0CXQJVAlUCXQJtAv0BDQIFAg0CFQIFAgUCFQIdAhUCLQIdAh0CLQIlAiUCLQI1AvUB7QHlAeUB7QHdAdUBxQHNAc0BxQG9AaUBlQGdAaUBnQGtAa0BnQG1AYUBjQF1AXUBjQF9Ae1DQ0D9UD80BPQP9QAdAe0A7QAdAeUA7UP50BBQPhQENAQ0BBQE9AQUBFQE9AT0BFQEFAVUBLQEFAUUBbQENAWUBHQE9AP0A3QE1AO0BNQENAXUBFQFNAU0BVQFdAVUBbQFdAV0BbQFlAW0BXQElAWUBXQElAR0AvQCdAN0A/QC1AJ0ApQC9AIUAlQCNAJUAhQDNAI0AhQDtAIUAzQDtAK0AjQD1AI0A1QD1ALUAlQDdAO0C8oF3YJyQbWgW9AtqBY0C8oA6gD6AOoA2gD6APoA2gC6AIoASgBqAGoASgA6AHoFtYLqoVbQKqgeqodWQffQLugW1Au6BX0A9YJ6QR9Av6BhUDHoGFQMCgYdg45BwaBkUAbQB1AF0AdQAlAFUAVQAlAEUADQMmgAaABoGVQANAuKBd2CYkGvoFvQLegVVA9dAE0AfQAtg5JBBUDJoGBQAVABUDBoASgY9AtaAFoA+gU9AP2CPoAegB6APoAmgOKheagdaofmoXcoHTqH1qF16Bwqh86hVFA5VA6lgsahbmgbCofCoW3oG8qGqqFr6BqqhqKhamgaioaioWnoGXqGlqFo6BlqhpahZigZWoaWoWToGPqFeqFgKBjqhXahXigX2oV2oVzoFvqFgqFhaBgKhoqhVugVqoVaoVooFoqFaqFZaBQqhUKhUKgUOoVOoVIoFUqFSqFVKBPqhDahTagT+oQioUmoEqqEJqFLKA2qg86gM6jumQmqgxKfmZ6ZoMQnJKgOyoMSoTyoD0qEEqE+6A9KhA6hR+gROoQaoT8oEEqEAqFBKBFKhAahwielp6UnpKelJ6YnpCekJ6Znpmel56QnpOekp6QnpCekp6QnJWgRuoP2oD3oDgoF3UFzUCgoFDQHlYLqoDToFJQGxUGnoFNQHDQKioNCQaOgUVAoqBT0BsVBbVAbFAd1gj49Lz0jPS89Kz0jPSM9Kz0hQYXQIZQIpUFrUBy0Bm2C4qA4aBPU6dno6ej56Onoyej56Pnoyeip6OnlCeaZ5gnmKeaZ5pnmKeZJ5nnomej56Jnouej56PnouejZ6Inoaej56GnoOej56PnoOej55/nlyeWJ5snlmeWJ5onmmeVp5QnoGegp5xnoSegp5ynnSej56EnoWej56PnoWeh56PnmqebZ5tnmqea55qnmCeW55rnmCeXZ5DnnCecp6Ann6eYp6Cno6ebZ5OnmyebZ5Nnkyea55vnmGeep5hnnSeep5qnmSedZ52nmeeaZ5nnmWeaZ5pnmWeY55onlqeVZ5KnlueVZ5FnkueXZ5UnlWeVZ5FnleeVZ5FnkeeWJ5bnn2ecp59nn6ecp5ynn6ecJ6Hnniecp54nnqecp5ynnqee55/nkGeVZ5BnlKeVZ5FnkKeVJ5bnkmeRJ5JnkeeRJ5EnkeeRp5InkqeRJ5KnkyeRJ5EnkyeRZ5Mnk6eRZ5Fnk6eT55OnlmebZ5dnlmeZZ5PnlieYZ5onmmeYZ5hnmmeY55snnKej55/nnKej56CnnqeZ553nnqeZZ5wnlqeY55anmieY55TnlieZp5bnkSeTZ5NnkSeQp6Knoiej56GnmmeZJ5mnkieRJ5Mnnmecp6Jnnaecp6Cnoaec55xnkKeQ55BnkOeQJ5AnkOeT54wnjieMZ44njqeMZ4xnjqeMp46njyeMp4ynjyeNJ48nj6eNJ40nj6eM54+nj2eM54znj2eNZ49njaeNZ49njueNp47njmeNp42njmeN544niyeKZ4sni2eKZ4pni2eKp4tni6eKp4qni6eK54rni6eL54jniaeJJ4mnieeJJ4knieeJZ4hniKeIJ4gn2/Hp2PbueX0+v54Ynh6fWk8Ozw1PrqfXs8PTwDPAU8LR6CngSeFo9rZ4EngWeBp4HnlfPA88Ez6vn1TPBU8MzwbPBU8NTw7PB08HzwTPCM8MzwlPCM8Mzw1PCE8KzwNPA0+pp4Hn1tHpaPa+eWU8KzwpPBM8KTwtPBE8ETwtPBU8LzwtPBU8FzwvPBc8LTwzPBc8FTwxPBk8MzwxPBk8GzwxPCM8JTwrPAc8BTwpPBM8HzwxPB08HzwxPDc8NT63n1lPrifXcem49sZ5Zz/xz/9Q/9c/9c+y5f+KfY8+xJ/4p9gzwtHoCeFo9q54AngCeVc+yZ9mz6kn2rHrqn2RPsqf+Ofb08Pzw5Hp+ePKfXE+uJ//Zf3p4cj21nllPrKfVM/+8P/fP/zPs6X+GPcGe/qf/CfbsP8GeXc/+s//senI96c/60/6EP6me8SfVc/6MP+PP+VP+fD/TT/cz/UQ/3U/3E/1sP9FP87P9bD/NT/bT/Cw/2U/2s/xcP8vP8XP9XD/HT/Vz/Aw/1U/1M/w8P8PP7/P8PD+/T+9T/OQ+wU/wk/vcPsXP7pP7FD/Jz+6T/Dw/u8/u8/z0Pq9P7NP6tD6xz+oT+8w+q8/qM/vUPqPP4RP6HD6BT+gT+gQ+n0/g8/d8Pp/P31P5/D19T+VT+fQ9e0/dM/cUPnPPqafwKXxOPYNP3hP57D17T+RT+XQ+m0/qs/lkPqlP6pP5nD6Zz+Vz+pw+l0/pc/csPnlP3rP4RD6Lz92T+Nw9dU/ik/jUPYXP5TP5lD6Tz+NT+pQ+j8/o8/g0PqPP6NP4HD6lnlDPqGfUE+qJe9qeTs+mp9Oz9mx6Nj1rT9qz9pw9aU/ac+bE9KQ5MTkzOTM5MTkvPZ2etufT8+lpe96cjJyPnI6cjpyPnJGciZyLnIqcipyLnIyci5yNnIycjJyNnI+clpySnJWckZyTnJSclZySnJSclJySnJGckpyQnJGckZyQnI6ch5yGnIiciJyGnIWchpyEnIWchZyEnIOchJyBnIOcg5yBnIKcfJx+nH2cfpyAnH2cfZyAnH+cepx7nHiceJx7nHmcSOfReXUenUXn1Xl1Fp3DpiQn0al1Ep1Gp9apdRqdVmcNpw1n32nDmcPZd/adOZw6nGicd5xqnGqcd5xsnHeccJxsnGyccJxvnGDOMWcP55iz7+zh7OHsO3c4l06l8+pUOpPOq/PqTDqRTqez6bw6m06m8+q8OpnOpbON841zjXON840zjfON040zjTON043zjNONU4rzjPOMU4qTifOFs4UThrOFM4UThhOGM4WzhDOFE4WzhLOEE4XThFPqjDqvzqgT6rw6r06o8+nE4bzhLOG84aThLOEs4aThnOHMOrHOqxPrpDqvzquT6pw6RThDOHE4QzhBOHE4cThBOP1OHE6/k4eTh9Pv9OH0O/lOH04fTr7Tg3OEM4bz7/w7Yzj7zhhOGc6+s++U4azhnOOU47zjlOOM47zjvOOM44TjhDvjzqsz7vQ6r86r0+vMOunOufPqnDupnFfn1UnlhDvNOMs4wzjLOMc4wzjDOMc4xTQvNSs5fc1KzUlOn9PXnNQ84yThPOGM4TzhVOGM4YzhVOFc4cTivOJ047zirOJ043TjrOKk4tzi1OJ049TizOJ043TjzOLE4gw6gc6qE9iM5Kw6q81ITUdOMM4vTjfOL04vTjdON04vzi5OJk4lzjNOJU4kzjPOM04kTiPOpiYmJ86Ja2JyRjUxOX3OKGeU0+f8OZc4mziTOJM4mziPOJs4iTiPOI84iTiHOJ04nziJOJ84oTiJOIk4oTjPOPPOKqfcWeXEcsqdcieWU6sZqEmoyadJqKmoyafJp6momcd5dpqdaKfZqXainWin2pluKmoSahpqGmoSahZyWp1bp9apdW6dXOfWyXZynVwn2yl3sp14p9wpd+Kd+WYmp615xmlzQjXPNM84oZxTTTZNRU00TTRNRU0sTUVNRk0sTSxNRs0zTUbNR80zzTPNR81MzrCz7RQ7xc62c+xsO9fOsXPsXDvVTrXT7Bw7zc6yc+wcO8tOcrNN001TUdNNM05TUVNRM06TjjPufDu9zrfT7fQ6vU63s+3UO+/Or/PutDu/zq/T7qw7u5xbzijOLWeWM4ozijPL+XVmOa+cX+fXeeW0ck5xRnHunVGcX+feuXd+nd0mnWadpqJmnSaepqKmoiaeZh6nBecEp5hzghOCU8wp5oTgDHMKcQZxfjmDOIE4v5xfTiDOH84HTgZOAE4GzgVOAE4AzgVOBE0qzStNLs0rTSxNLk0uTSxNLc4pzr3TinPvvOO04rTivONE43Ry3ppKnDdnrqmkqcSZc/acUs6nphLnk7PWVNJU4qw5Z00zTUpNJU1KTUtNJU0lTUtOWrNRU0kTUhNSU4lz1mzUXNRU0lzUPNRU0lTSPNQc5AzgFOCs4BTgJOCs4KzgJOA04Ow5d00lzp1T11TSVOLUOaWcP5w+nF/OL6cPp5jTh9ODU8wp5vTg5NC00qzSVNKs0pzSVNJU0pzShNIU1ATUVNIE1PTTVNJU0vTT3NN00ozSRNKM0gzTRNJE0gzTNNIM0yzTNNI00izTRNRU0oTSRNKE0nzSRNJE0nzSbOLM4NTgHHNqcG5wjjnHnBucHZpNmkuaSJpLmkyaSJpImkyaTpp7mnqaSpp6mneaSppKmneadppymkqac5pzmkqadpwcnBicYk4MzgtOMaeY84LTQhNO801TSfNNc01TSVNJc01TTVNNM01TSTNNM0tTSVNJM0vTSpNME0wzSRNMs0szSTNJs0tzi5OO847TjtOO846zjjPorDqFzqrz6hQ6hc6rc9gk00zSTNRM4qw2EzUTOatNR01JTm0TURORU9s04gTjdOMM4wzjdOM049zidOPk4uTidOPs0vzTDNTs0+zTDNTk4wRz9nB6Ob2cPZxczh5OuZPLyeWUO7WcXmfbCXaCnW1n2Hl1fp10J935ddadGZxjzgrOMSeZs4KzgpPMGcD5wAnACcEJwFnmhOCE4CxzhjmjOIU4u5xdTiHOr6aXJpbmmOaYJpbmGecB5wAnAicC5wAngGaUppRmmKaUJpVmmGaYJpUmF2ffOeb84PzgHHN2aJppKmmKaSppJmmKaYppJml+cepw7nD2m16aWppYnA2cDpwRnG2cbJxvnE+n03l1jnCScMZw0nHOcd5xznDCcJZwlnCKcOJwTp1S59W5wunCGcM5xlnGScbZwsnCmcJJxSnF6aaJqXnJ6XPynFHOn9OIk4jzjLOI84hziLOJ04mTiHPK6WueabJptmkqclo59c6v84CzgHOAk+Z0aipxGnAmcFZoDmoKaippymnCaSppfmkmaW5pGmkeaSJxKnA2cCZwNnBGcCZwJnBGcFZwRnBKcFZwVnBKcFJoDmkWaQppCmkWaRJpAmkGafpo+mgGaf5o2mimaM5opmieaM5ozmieaMZonmiWaMZoxmiWaL5olmiSaL5ovmiSaMpokmiaaMpoymiaaNJommiiaNJo0miiaN5oomiqaN5o3miqaOJoqmiuaOJo4miuaOZormiyaOZo5miyaOposmi2aOpo6mi2aO5otmi6aO5o7mi6aPJoumjCaPJo8mjCaPZo9mjCaNZogmiKaIZohmiKaI5obmhyaHpoemhyaHZocmhaaHZodmhaaP6bGJoXmhqaGpoXmhmaF5oWmhmaGZoWmhya/GaH5r/5b/qb/Ka/2W/ym/xmv/mhOaEZoSmhKaEZoQmhGaE5oVmhWaE5oUmh6aDJoPmg+aDJoNmgqaC5oImgiaC5oJmgSaA5oGmgOaBZoGmgaaBZoHmgCaBZ1gzQDNAsawpohjXFml5Nr6ZYE6v51RRrgjXFmmNNsCZYc6xJ1sxqYjW1ml/NrqZYs6vJ1RRrijW5mlhNruZWE6uJ1dxqajXrTaomvUlvUjXnzavmvmnVtGrum/qmvblvUjX3zaomVZOqWdXEN+tNe5OqaW/em/vmvZlv7pv7Zr6pb8ab8Ka8KW/Cm+8mu7luupvu5rrZbqab6Ka6iW6em+qmunlumpvlJripboKb36a6qW5+m+JmtwluepveJrgZbpqb5aa6WW6Sm+AmuTlugpvg5rgZbnKb2ea2uW1mm9omtYltTpvTJrbZbGKb0Gaz2WxCm87msxltNpvRprTZbDab0ua0uWw+m8wms/lsNpvUZrWJbVab1ia2iW1am9fmsZlsIpvIZrKpbBabxKaxSWwOm8amsTlsCpvBJq9pbPKau6axaWzumr5mrslr6pq6Jq/ZawqbwaaxGWwCm7wmsPlr8pq85q/Za0I1o5pTzalmVFOq6dTENZuaTU0c81IT15wxLzEvNWdMTMxMTRrzUpPWrDEvMS81a80mZiVmJqYlpiVmJualplPzqYlrPjVtTVwT17Q1b0xJzEhMSkxKzEjMScxHTEdMSExHzEZMSExIzEZMRsxFTENMSExDzEJMSExIzEJMRMxBTENMQkxCTEPMQ0xGzEVMSMxFTEVMQ0xFzERMQ0xDzETMQ0xBzEDMP8xAzDzMP8w/zDxMQEw+zD7MPMw+TD/MPMw8TD9MQEw4TDxMOUw5TDzMPMw5TDlMOkw6TDnMOkw+zDzMPUw4zDhMPMxATD3MPEw9zDvMPMw8zDtMOcw7TDtMOUw5TDvMOsw3TDfMNsw2TDdMNswvTDDMLUwwTDHMLcwtTDHMMEwwzDFMMcwxTDVMMUwxTDXMNcwwzCzMLcwtzCxMLcwvzC3MLswtTC7MLswuTC5ML8wyTDJMMcw1TDRMMcwyTDFMM0wzTDHMM0wxTDTMM8wzTDTMNEwszCtMK0wrzCvMKkwpzChMKkwqzCjMKcwjTCNMJUwjzCJMJUwlzCJMHcwiTCJMHUwdTCLMIcwgTCBMHkwgzB9MHkwezB9MH8whTCFMHUwhTB5MHUwdTB7MHUwmzCVMJ8wlzCRMJ0wnzCRMJEwoTCbMJ8wnTCZMJ0whzCBMHkwfzB5MHkwlzCbMI8wmTCfMI8wjTCdMJEwczBxMG0wbzBzMG8wYTBnMGUwZTBrMGcwZTBrMGswWzBdMFkwWzBdMGMwWTBfMF8wVTBVMFkwYzBhMFswYzBlMFkwWzBnMFcwOzA3MEMwNTAzMEMwQTAxMC8wTTBNMC0wTTBJMC0wLTBJMEUwKzArMEswKzAvMEswSzAvMDMwNzAlMDEwMzAlMCUw/EwRTA1MDEwRzBBMEEwVzBHMEEwUzBbMDMwTzAzME88/8wPzA/DP7zBHMEkwNTA3MEswMzBNMC8wSzBJMC0wKTBHMEEwLTA1MDkw/kwPTA9PP9DM9MPlMBkwEzAbMBkwEzAdMBMwDzAfMB8wDTANMBUwEzAXMBUwETAZMBcwETATMCEwIzAdMCEwHzAfMB0wHzAbMAswBTAJMAswBTAHMLqYXM4zpxSRjhjHDmGTMMmaeiWdmMfFMPTOLmcXUM7GYXcwwJhczjJlncjG5mHnmFjMAk4wJgAmAScYcY2Ix9cwr5hVTz7Ri6pl7phXTirlnVjG3mHmmFlOLmWdmMb2YX0wy5hcTjEnGBGOKMcmYZEwx5hizzqQz78w7k860M9dMNdPNVDPTTDfTzUwzvcw0E830Mr1MNPPMLDPJTDCTzBwzwUwwc8wUM89MM9PLNDPBTC/TywQzv0w4882UM9/MNlPOlDPbTDZzzoQzqZhUTDhTzjQzy0wwU8wMM8FMNzPOXDPjTDlzzVwz5Uw2M8qUMptMKZPKbDKbTCpzypQyq0wqs8rkMqlMKpPL7DKnzCWzyWwyl0wmM8psMp/MJtPJfDKfTCcTyrwyrUwqs8vUMqnMK5PKxDKxTCozy6QytcwsM8vUMrdMJTPJRDKRzCTzyDQyi8whs8jsMYfMIbPHJDKBzCCzxwwyhcwes8cUMolMHJPHjGJGMXnMHlOKGcWcYk4xo5g5JpDZY/6YOCYUk8csMn3MHtPH3DF7zB5zx4xi7pg6ZhQziqlj5pg2phPzxrwxnZhPy0hLSctGS0lLSstGy0ZLSstJS0nLSktKy0rM2pLSkhKzxmxaTlouWjZaNlouWjJaRlo2Wj5aNlo6Wj5aPlo6WkJaXlpaWlJiNjFnS0rLS0tKS0xLTEtKy0xLSszZMtMyE3PGpC0TLQ8tFS0VLQ8tES2nLKks0SypLNMs0SzRLNMs1SwFLQct0SwHLQkt0SzRLAktCy3/LAEt0SwBLQMt0SzRLAMtBS35LPss0Sz7LP0s0SzRLP0s/yzxLPMs0SzzLPUs0SzRLPUs9yztLNEs6yzrLNEs6SzRLOUs6SzpLOUs5yy/LMEsuyzBLMksuyy7LMksuSzfLOEs0SzhLOMs0SzRLOMs5SzPLAst1yzXLAstDS3BLMMsySzDLMUsySzJLMUsxyyxLLMszSyzLLUszSzNLLUstyyZLJssnyybLJ0snyyfLJ0soSzxLNEs7yzvLNEs7SyrLK0szSytLK8szSzNLK8ssSypLKss0yzTLKsszSy5LMkstyzJLMsstyy3LMsszSynLNEspSzRLKMspSylLKMsoSzdLN8s0SwLLc8s0Sy/LLssvSz3LPks0SyjLJ8soSzVLNks0SzZLNss0SzRLNss3SyTLI8skSyTLJEslyyXLJEslSyFLIcsiSyHLIssiSyJLIssjSxvLGksbSxtLGksayx3LHksdSx1LHkscyyBLH8sfSx/LIMsfSx9LIMseyyFLIksaSyDLIUseyx5LHsscyx7LIUscyxzLIUscSyFLGkscSxxLGksbyxbLFksXSxZLF8sXSxdLF8sYSxfLGMsYSxjLGcsYSxhLGcsZSw9LDssPyw7LPvLD8sPy/4yxJLDkr8cseQv/8sRyxHL/5LE8r8EsSSxJLEEsTSxBLEUsTSxNLEUsTyxFLEssTyxPLEssVyxRLFMsSyxTLFUsSyxLLFUsVyx1LDMsOyw7LDMsOwv/csQy/5SwxLDMsPyw5K/9LDkLzksPSw9LDksNywtLCMsLywvLCMsKSwjLC0sISwtLCssISwhLCssHywrLCcsHywfLCcsJSwfLCUsHSwdLCUsGywXLBMsGSwZLBMsFSwNLA8svZYHlgiWXkuvJYKl2JJsCWCpXwJYCljql/qlgGV+6bXUWhpYGlhqLQkstZZXSwJLAsurpYDl1XK/FLAUsNwv88sBS7BlgWWBJdgybBlg+bUcsByw/FqCLauWVsuxpdUSazm2HFtiLbOW+mXVkmxJtqxaji2zlmXLsWXWcmtZttxaci3LlmVLrmWAJdeyaxlgGWDZtfxaypf0ZXwZX9KX8KV9OV/el/flfIlf2pdUy/nSvqwvqZb1JX1JtaRa0pfy5Xr5XqqX6uV7SV6+l+cleUlenpflpXmJXpKX6GV6SV6Sl+mleilempfj5XhpXpKX6yV7+V6yl+3le/letpfu5XWJXW6X2KV3uV1ul97ld8lcLpfT5XLZXE6X02VzKV1el9uldbldMpfWpXXJXFaX4aV3CV6Cl95ldyldNpfRZXTZXEKXzaVzCV1Cl87lc1ldMpfUJXXJXE6X2GV26V1ml9qld6ldcpfepXfJXXaXymVyeVwml8HlcXlcBpfIJXFZXAaXxaVxGVwGl8Ylcjm1BC51S90SuAwud0vdkrfkLXXL3pK4DC6Hy6llbglcJpfCZXApXP6WwWVw+Vvqlr+lb6lb6pa+ZW+JW0YtoZZQy6il1NJpWVNGWtaUmJSRlJGUmJSPlJiUlpSPlI+UlpSUlJSUk5SOlJOUlZSOlI6UlZSQlJWUl5SQlJCUl5a0pZMy09K2tCkzLW9LmlKSEpKSktKR8tHSSRlJmWlJWzYpJS2blk9KSUpJy6flTOlHCUhJRwlIKUhJR0lHKUh5RylISUh5R3lHSUhpSNlIqUhZR6lImUhZR1lHmUg5R5lIeUg5RzlHeUhZSAlHOUc5SDlIOUdZSLlIyUiJR8lI2UiJR4lH2UhZR2lIiUiZR4lIuUiZR5lHuUiJRwlH2UfZRtlHyUfZRtlGyUepR9lGqUe5RqlHaUe5RrlGaUcpR7lH6UcZRxlH6UdJR7lGKUeJRilH+UaJRolG+UbpRolG6UZpRulGyUZpRmlGyUapRqlGmUZJRplGeUZJRklGeUZZRplHeUdpSElGaUapRllGOUZJRjlIGUgJRxlI+UcJRwlH+UfZR3lFmUWJRZlFuUWJRYlFuUWpRblF2UWpRalF2UXJRdlF+UXJRclF+UXpRflFGUbpRelFGUYJRklFWUVpRVlFeUVpRWlFeUWJRQlGGUYpRllFSUU5RTlFSUUpRRlFCUX5RAlF6UT5RPlE6US5ROlE2US5RLlE2UTJRHlEmUSJRIlEmUSpRBlEKUQJRClEOUQJRAlEOURJRDlEWURJRElEWURpROlDyUP5Q/lDyUPZQxlDCUMpQwlDSUMpQylDSUNpQ0lDOUNpQ2lDOUNZQ6lDmUNpQ2lDmUMpQ6lDuUOZQ/lC6UI5Q4lDWUN5Q1lDOUN5Q3lDOUPpQqlCmULJQplCuULJQslCuULZQllCeUJpQmlCeUKJQhlCKUI5QjlCKUJJQslAiUHZQIlBqUHZQNlAqUHpQKlBuUHpQOlAuUH5QLlByUH5QPlAyUEJQclB2UEJQQlB2UEZQdlB+UEZQRlB+UFJQflB2VdSUFJQ9pUWlH3lX2lBaUH5V2ZQ/pUglBmUGZQglBeUIJR+5QXlBaVfWUHpV/KVFZQVlHylBKUEJV/pQYlByUA5QTlByUC5QJlAqUB5QHlAqUCJQBlAOUAJQAlAOUApQFlAaUA5QGlASUA5QDlASUApQCmmHFOSKcmUY8oyZVxZpZQrq5RXSrlSrrxSUimvlFhKKiWVEks5V2Ips5Rz5VyZpaQrs5RaSrqSrtRS1pVaSi5lXVlXcinxSi6llxKvxCu9lHqllxJMqVfqlWBKKyWYMkxppbRShin3yjDll3Kv3Cu/lHnll7JLmVfmlV1Ku9Ku7FJuKauUceVdeVfGlXClW/lWspVs5VvZVqKVamVamVaqlWvlWGlWkpVm5VlJVpKVZ2VZ6VV+lWDlVykWK8NKrRKrzCqzSqzyqtQqt0qscqvkKrFKrJKrBCu5yq4SrAQru0qv0ql8KpfKpfKpZCqfyqiSqWQqo8qmMqqcKpvKpnKqhCqnyqoSqoQqq0qpsqq0KqVKqdKqpCqNyqTyqDwqk0qkMqk0KpVKpdKoLCqHyp9SqBQqf0qeMqj8KYlKovKnHCpzSp0yShml1CmllDrlTimllFLulFPKnbKnnFL2lD7llHJK6VPylD4lUMlT8pRApTCZKYlJ2ZTEpLwpm5RNypvSppwlHyUpJSklHyUnJSEpb8lIyUjKW1KS8pa8lJSUlJS8lLSknClpSUhKmtLJSfmUxJS8pLwlLSUrJSUlISUfKWfJTMomZU35pMQlISlxSqgkpCQkJZTylhSUBJRElASUDJRElESUDJRUlDSUPJQUlDyUTJQUlBSUTJQklFSUDJRklAyUHJRklGSUHJRslBSURJQ0lEyUXJQklFyUdJQklCSUdJQslPyT5JP0k+ST3JP0k/ST3JPUk/ST1JPsk+yT1JPMk6STtJO8k6STvJOsk6yTvJPEk7ySxJIkk8SSzJIlqSVpJokmaSWJJgkFSrJKEkoSTbJNEk0yTZqkmmSXpJfklqSX5JfkluSW5JckmeSXJJgkmSSZJJhkmOSSJJOkkySTZJOkk6STZJPkk6STJJTkkuSSJJRknCSUZJtknGScZJvkm+SVJJmklaQVOEk5yTfJN0k5yThJNck1yTbJNUk2yTbJNkk2STdJKckpySjJKMkpSSjJKUkqSShJKEkqySpJOMk5STlJLcktSTLJLsktSS7JMMkzSTJJMckxSSvJMckySStJK8kySTNJGEkXyRRJF0kWLJImkiySGZImkiaSGZIkkjiSM5IpkjOSMpIpkimSMpIwkimSP5I4kj+SRpI4kjiSRpJIkjmSOJI6kjqSOJI8kjiSRZI8kjySRZJDkjeSO5IZkjuSKlQkSyRpJGskMyRrJG0kMyQzJG0kbySDJIkkdySJJIEkdyR3JIEkVSQ9JDMkOyQ7JDMk+ckMyQtJfpKfvJAMkWyRfJHMkHyRjJHMkMyQjJGkkfQnRSQzJEUkTyQzJDMkTyRXJFEkRyQzJEck/8kMyQzJf/JDkkNyQ/JD8kNyQzJDckOSQ1JDkkOyn9SQ1JDsJ0EkgyR3JH0kfSR3JHskkSSLJHEkPST9yQzJIUkhSR7JFckWyQzJDEkWSRTJEkkSyQzJDEkMyQvJIMkjSSLJI8kkSSJJIskkSSVJCUkKyQpJCckKyQnJCckKSQtJBEmy5IHkgSRZ0kCyQdJBckDSQfJBckByQPJBkkDyQRJCkkCSQBJCskByQZJBUkCSQbJBUkBSQLJBckCSLIkgWZYsSyJIJkgKSAZILkgWSEJIRkguSAZIKkgqSAZIJkgGSAJIJkgmSAJIliW7kllJr6RXMiv5lcxKYiW/kl9JrORVsiu5lcxKZiW3klrJquQ+KZbcJ/VJsaRYUp/MJ/NJfFIsiU/ek2JJseQ9OZa8J+3JseRY0p6sJ7eSXUmupFWyKimWvEpaJb+SYsmwpFUyLAmWtEpaJcGSX8l4Ep6kJ+lJeHKenCfhSaokVRKelCfJyXeynHwn3clyspx0J81Jd5KdNCfNSXbynAwn0QF36nnqeup56n3qeup66n3qfup96oHqfup+6oHqguqB6oXqguqC6oXqhuqF6onqhuqG6onqiuqJ6o3qiuqK6o3qjuqN6pHqjuqO6pHqkuqR6pXqkuqS6pXqluqV7LO6pbol+6yeyT6zO9Uz1TPZnexNdic7lL3J3mSHsufqU+pW6lXqVupa6lXqVepa6lzqYOpi6mTqYupj6mTqZOpj6mHqX+pd6mXqXepb6mXqZepb6lnqS+pN6knqTepP6knqSepP6lLqX+pl6mHqYepl6mTqWOpX6lnqWepX6mXqYOpk6l7qZOpV6l7qXupV6lzqTupM6kjqTOpK6kjqSOpK6knqTupI6lDqUOpI6lfqVepJ6lPqU+pJ6lLqSupL6knqWOpU6lfqVOpR6lfqV+pR6lDqN+o06jDqNOoy6jDqMOoy6i7qM+o16jHqNeo26jHqMeo26jjqN+ow6jnqMOpA6jnqOepA6jrqO+o96kHqPeo/6kHqQeo/6kPqLeor6irqK+os6irqKuos6i/qRupH6kXqR+pB6kXqRepB6kPqR+o+6kDqPuo86kDqQOo86jrqQeox6jvqO+ox6jjqKuow6i3qLeow6i7qMeoq6jPqM+oq6i/qRupE6kfqROpC6kfqR+pC6j7qHeob6h7qG+oZ6h7qHuoZ6hfqJuoj6ijqI+oh6ijqKOoh6v+6hfqEeoT6hLqEeoR6hLqEOoU6hXqFOoR6hTqGOoQ6hDqGuoa6iDqJeoo6iXqJeop6inqJ+ok6v/6hzqH+oQ6hzqHOoQ6hrqFuoo6ifqJ+oo6inqLeoe6h7q97qKOo++v+Oor6v26hHqF+oX6hHqHuoS6inqL+oU6hDqEeoc6v9+sf6v06iPqH+oc6iLqI+lg9rP5VD6t31b/qX/Wu+la9QF1APUFdQD1APUE9QT1AvayuVeeqY9W56mB1rDpWHazuVQeri9W96l51sTpZfUCdQB1BnUDdQB1BHUHdQH1B3UH9Qb1B/UEdQb1BvUEdQX1BfUAdQR1AHUHdqw6gDqDuVSerj9W/6mX1svpXPUG9QD1B/UD9QD1B/UE9q45V36pv1bHqX/WsulYdq+6gzqD+oM6grqD+oP6grqB+oH6um+tX9au6uW5VN9fHdau6VX1c19fH9XBdX9fXw/V8PVwH1/P1fB1cv9fBdW/9Xr/XvfV63Vvf1uv1en1bp6pv69k6VZ2qnq3H69n6tR6vx+vX+rt+rVfr7/q7Xq2769X6tO6uu+vT+ro+rUfr6/q6Hq2r69E6tK6uq+vQOroOrUvr6Dq6Lq2n69I6tZ6up+vUOrtOrVvr7Dq7bq2369Y6tt6ut+vYOryOrWvr8Dq8rq3L69o6ty6vy+vc+rzOrXfr8/q83q3T6936t06v0+vfur3+rYvr9rq9Lq7j6+I6uY6v4+vk+r5Orpfr+/q+Xq5X1cv1c72qXlU/16/qUnWo+rP+rEPVnXWo+q3urDvrt/qyfqvb6sv6sm6rK+u2elNdWVfWm+rIelOdVkfWkXVavVin0TPVi/UiPVN9SM9Ev1Qf1of0S/Ug/RK9Uj1YD9Ir1X/0SvRJ9V/9R59U99En0SPVfXUfPVKdR49Ef1Tn1Xn0R3Ud/RHdUV1X19Ed1afojuiQ6lP1KTqkeo4OiS6pnqvn6JLqO7okOqX6rr6jU6r36JToluq9eo9uqQ6kW6JjqgPrQDqmupCOqT6rC+vC+qxOrM/qtTqxTqzX6sZ6re5UN9aNdaf6se5Uf6of68f6Uz1Zf6rj6sl6so6rM+u4elSdWWfWo+rNelRdqt6sN+tS9Se9Dn0OvRG9EX0OnRF9Dj0OnRGdET0OXRE9Dv0NXRFdEf0NHRH9Dd0NHREdEd0N3RDdDX0N3RDdEH0NnRB9DT0NnRCdED0NPRA9Df0MPRA9EP0MHRD9DN0MHRAdEN0MvQ/dDH0MvQ+9D30MfQ99DD0MfQ99Dz0MPQ89DP0LPQ89D/0L/Q79C90L/Q79Dt0L3Q7dCx0M3Q7dDh0MHQ8dDF0MHQ8dD10MXQ9dDJ0MXQ9dD50MnQ+dDL0MnQ+dD70M3Q+9DB0N3Q/dDx0N/Q8dDV0N/Q/9D10NXRBdDZ0NXRBdEJ0NfRCdDb0NfRB9EL0NvRC9DR0OvRC9EB0O/RAdDl0O/RD9EF0OPRFdDp0OPRE9EZ0OfRGdDr0OfRF9Eb0OvRG9CJ0IvQu9C50InQudCD0InQudCz0IPQs9CP0HPQs9C/0HHQv9B70HHQsdC70H3Qq9B30H3QrdCn0HnQp9Bz0HnQqdCj0HPQo9B/0GPQo9Cv0G/Qn9Br0G/Qn9Cb0GvQm9Bn0GvQm9CX0GnQl9Bj0GnQmdCT0GXQk9Bv0FXQldCf0FHQn9Bd0FHQkdCd0F3QjdBR0G3QjdCB0G/QgdBl0G/Qj9CF0GPQldBp0GPQk9CZ0GfQmdBt0GfQl9Cd0G3QndBh0H3QndCR0HHQodB10HHQodCl0HXQpdB50HXQpdCp0HfQqdB90HfQp9Ct0HvQrdBx0IvQq9Ch0I/QodCF0I/Qr9Cl0IXQtdCH0IXQtdC30IfQt9CL0IfQt9C70IvQs9BL1P/9P79A30P/1P30D/QA/Ty3QwvUw/08F0MP1MJ9PP9DSdTCfT0/Q1PU1v09f0Nb1Nl9NZ0FXQR9BV0E3QR9BH0E3QRdBP0EPQSdBJ0EPQ/3QJdAd0BnQHdAV0BnQGdAV0A3QFdAR0A3QDdAR0AXQEdAJ0AXQBdAJ0MjoBehmdjE5GL6OD0cvoYnQwOhhdjP5Fz6J30bfoXXQv+hZ9i+5FD6N70cfoYfQw+hgdAH2MHoAOgA6AHoA+gB6AXoA+gD6AXoB+gF6AnoB+gH6AnoC+gP6BvoHegd6BvoGegb6BfoGegZ6BfoFOgX6BHoFOgU6BHoE+gR6B3oA+gT6B3oD+gN6AfoD+gP6AfoC+gM5F16J/0b/oWnQwup2up+PpenoVHU/H06voV/Qqehb9in5Fz6Jv0bHoVnQuOhfdiq5Ft0DXQOdA10D3QOdA50D3QOfTseh7uhXdir6n3+l7ep5+p9/pefqcnqfX6XP6nF6nu+l1epzuprvpcTqcXoFugY6BjoFugc6BvqbL6W+6nE5Ff9PfdCo6nU5Ft9PpdDrdTsfTJdAh0CvQK9Ah0C3Q2XQ1HU6H09V0Nz0FvQR9Bb0EPQR9BX0FPQT9BH0FvQU9BT0FvQUdBb0FnQUdBR0FnQV9BB1M99LD9DDdSx/TvfQvfUwf0790M/1LF9PNdDNdTEfTxXQ1HU1H09V0Nl0CnQEdAp1P90D30/10D3QRdA90EHQRdBF0EPQR9CJ9SO/Su/QhnUsf0oN0Lp1LD9Kz9CD9R8/Ss/QfHUv/0Xt0LB1L79Gt9B59R7fSrfQdnUrf0XN0Kp1Kz9Gl9Bxdii6lS+lS9Cddih5Ff9Kf9Ci6kx5Fv9GddCf9Rl/Sb/Qn+pK+pD/Rk/QnehM9SU/Sm+hHehO9Rj/Sj/Qa3Uiv0Z3oRrqR7kRH0p3oNjqSjqTb6Eq6jY6jK+lKOo7OpOPoUHQmnUmHojfpUPQpepPepE/RofQpuo4OpUPpOnqUrqPz6FF6lM6jT+k8uo8+pU/pPnqV7qMD6VV6lQ6kX+lAupB+pV/pQrqWLqQT6Vq6lk6kb+lEepG+pW/pRXp3PmguiE6j0+aC5pnmguZ/5pnmmeZ/5pfmf+Z+5pfml+Z+5pbmfuZ75pbmluZ75pTme+Z55pTmlOZ55pLmeeZ35pLmkuZ35o/md+Z25o/mj+Z25o3mduZz5o3mjeZz5ozmc+Zx5ozmjOZx5ormceZv5ormiuZv5ojmb+Zu5ojmiOZu5obmbuZs5obmhuZs5oTmbOZt5oTmhOZt5oXmbeZw5oXmheZw5ofmcOZy5ofmh+Zy5onmcuZ05onmieZ05ovmdOZ15ovmi+Z15o7mdeZ45o7mjuZ45pDmeOZ65pDmkOZ65pHmeuZ85pHmkeZ85pPmfOZ95pPmk+Z95pXmfeaA5pXmleaA5pjmgOaB5pjmmOaB6LN5oPkg+ow+mw+i0+ZT5lLma+Zr5lLmauZS5k/mauZq5k/mZ+ZP5k3mZ+Zn5k3mZuZN5kvmZuZm5kvmY+ZL5knmY+Zj5knmYuZJ5kjmYuZi5kjmYOZI5kXmYOZg5kXmXeZF5kPmXeZd5kPmW+ZD5kLmW+Zb5kLmWeZC5j/mWeZZ5j/mWOY/5j7mWOZY5j7mVuY+5jzmVuZW5jzmVOY85j3mVOZU5j3mVeY95kDmVeZV5kDmV+ZA5kHmV+ZX5kHmWuZB5kTmWuZa5kTmXOZE5kbmXOZc5kbmXuZG5kfmXuZe5kfmX+ZH5krmX+Zf5krmYeZK5kzmYeZh5kzmZOZM5k7mZOZk5k7mZeZO5lDmZeZl5lDmaOZQ5lHmaOZo5lHmaeZR5lPmaeZp5lPma+Yj5iLmO+Y75iLmOuYi5v+5jrmO+X9+Y/6f9+c35jfm/bmNeX/+YW5jbmP+YU5j/mHeYU5jTmPeYS5j3mHOYS5jLmPOYf5izmGeYf5i/mKeYe5inmF+Ye5i7mJ+Yb5ifmFeYb5ivmJeYa5iXmE+Ya5irmI+YY5iPmEuYY5ijmIuYW5iLmEOYW5ibmIOYU5iDmEeYU5iTmIeYV5iHmFOYV5iXmJOYX5iTmFuYX5ifmJuYZ5ibmGOYZ5inmKOYc5ijmGuYc5izmKuYd5irmG+Yd5i3mK+YQ5jvmHuYQ5jDmPuYR5j7mHOn8eYx5jz5zPm/Ll/PmM+Y+6f15j75yDmNeY15iDmOOYg5iHmOOY45iHmOeYh5iPmOeY55iPmO+Zcc6y51lxrjjW3mmPN93OrudV8P8/P9/P7PD/Pz+/z+vw+n8/r8/p8PpfP53P4XD6Xz+Fz9xw+Z8/dc/ecPVfP2XP0XD1Xz9Fz8xw9J8/Nc/OcPBfPyXPwXDwXz8Hz7hw858678+6cO8fOufPsHDvHzrPz6Tw7t86n8+ncOo/OrfPqPDqPzqtz6Lw6v86hc+j8OpfOr/PtXDqXzrdz6nw7986pc+rcO9fOvfPwXDvXzsPz7zw8L8+/8++8PB/Py/P0fDwfz9Pz8zw9b8/P8/O8PV/P2/P4fD1fz+Pz9zw+p8/f8/ecPqea0+f4OdWcao6f2+f4edXcPrfPq+b6edU8a66f6+dZ86t51txrfjW/mnvNt+Ze87H51nxrPjb/mo/NA8y/5l/zAHOxeYC5gbnYXGxuYA5gbmC+YA5gDmC+YD5gvmDeYD5gPmDeYH5g3mD+YH5gfmD+YJ5g/mDuYJ5gnmDuYI5g7mDOYI5gjmDOYF5gzmCuYF5gXmCuYC5grmBOYC5gLmBOYE42JzAvm5PNyeZl87B52RxsHjYPm4PNu+Zgc65517xrzjXXohJDZYZqDNUYKjNUZ6jMUKWhOkN1hioN1RqqNFRtqNZQraFqQ/WGqg1VHKo3VG+o4lDNoYpDVYdqDtUcqjpUd6jqUOWhukN1hyoP1R6qPFR9qPZQ7aHqQ/WHqg9VIKo/VH+oAlENogpEVYhqENUgqkJUh6gKUSWiOkR1iCoR1SKqRFSNqBZRLaJqRPWIqhGVJKpHVI+oJFFNopJEZYlqEtUkKktUl6gszWdUl6guzWfz2nw2v81r89r8Nn+a3+ZS86f501xqHjWXmu/mUfOo+W6em+/mwHlunpsD5705cG6c9+a9uXEenBvnynlwHpwr58O5cs6cD+fDOXN+nDPnzvlxfpw758i5c/6cI+fI+XNenD/nzXlxXpw358J5c76cC+fC+XL+my/nyflv/psn57x5ck6c8+a8OXE+NSfOffOp+dTcN8fNfXPdHDfHzXVzp7luDjV3mjvNoea2OW3eRJWJKtO8iarSvIkKE1UlqkpUmKgiUWGiokQViSoSFSUqR1SUqCBROaJyRAWJShEVJCpGVIqoFFExojJExYgKEZUhKkNUiKgEUSGiIkQliEoQFSEqP1SEqABR+aHyQwWISg8VICo+VHqo9FDxobJDxYcKD5UdKjtUeKjkUOGhokMlh0oOFR0qN1R0qOBQuaFyQwWHSg0VHCo2VGqo1FCxoSpDxYYKDVUZqjJUaKjCUKGhIkMVhioMFRmqLVRkqMBQbaHaQgWG6su8aU6b2+a2OW3uRMWF6gqVFaorVFKorFBZoZJCNYVKClUTqilUU6iaUD2hakKVhOoJ1ROqJFRLqJJQCaFaQrWESggVEiohVD+okFAhofpBVYTqB1UPqiJURah6UA2h6kG1g2oI1RCqHVRBqHZQ6aAKQhWESgcVESodVDyoiFARoeJBZYSKB5UPKiNURqh8UCmh8kEFhEoJlRIqIFROqIBQHaFyQuWE6ghVFKojVEyoolBFoWJCVYWKCRUUqipUVaigUGmhgkJFhUoLlRYqKlRZqLRQZaH6QvWFKgvVFqoxVF2oxFB1ocJCJYZKDBUWKi9UWKiuUHmh8kJ1hYoLlQ0qHFQ3qG5Q4aDKQSWDagZVDaoaVDOoaFDBoHJBFYMqBpULqhdULKhUULWgakGlgmoFlQmqE1QpqFJQnaBCQSWCigTVCKoRVCSoSlD5qUBQ/an+VCCoQlB5oOJTfaD6QMWn6lNpoOJAtYFqAxUHqg5UGKgsUGWgykBlgeoCFQUqCVQVqCpQSaCaQAWBygFVBKoIVA6oHlAxoFJA1YCqAZUCqgVUBqgOUCGgQkB1gCoBlQAqAlQDqAZQEaAqQEVGBYCqjKqMCgBVACowqjAqMSoxqjCqMSovKi6qL6ovKi6qLiotKiyqLaotKiyqLCorqj3VFdUV1Z6qiipPdafSU+mp7lR4qjlVnYpORaeqU9mp4FRyqjhVnEpORUXFpnJTtanaVG6qN9WaKk3lpUpTodFUZios1ZbKS7Wl4nKpvlRfKjGVl0pMNR5TlanMVGQqLxWZKhymAlNNqahUXioq1fVKhaXqUmmpvFRaqmyWyko1pfJSVamqVF4qKxWYqkvlpSpTnam8VGcqNZWXykulplpTSamiVEWqKNXzSdWk+lEJqYpUQioikcpIZaRCUhWpkFRKJRWTqkm1pCpSLamSySBVkSpIBQRS+ah0VDyqIhWPqkdVpCpS9ah+VDqqItWOakdVpPJRHamGVEUqJpWTqkjlpIJSFamKVFAqKVWOaopqRjVFFUU1o5pRRVHh5JTkl6hm8ktyTFQzqpkcExWNikblRDWjcqJ6oppRzaieqG5UOCob1YzKRtVENaOaUTVR1eSP5JGoZvJI8klUM6qZfJKckjyT3BLVTG5JXolqRjWTV5JLkj+imskhySFRzeSSqGryTFQzqhsVFNWMCopKimpGNaOSosrJHckZyQPJGckXyQPJA8kXyRPJ98j9yAPJ/cgByQPJA8kByQXJBckLyQPJC8kPyQPJA8kPyRHJE8kNyQPJDckJyQPJA8kJyQfJ/8j7yAPJ+8j5yAPJA8n5yPXI7cjxyAPJ8cjzyAPJA8nzyPfI7cgDye/I78gDyfXIB8n/yAPJEckVyQPJFckbyQPJA8kbyR3Jw8i7yL3Iu8izyL3IvcizyLXIs8iryLXItciryK3Iq8ijyK3IrcijyKXIo8ibyKXIpcibyJ3Im8iTyJ3InciTyJXIk8iLyJXIlciLyI3Ii8iDyI3IjciDyIXIg8h7yIXIhch7yH3Ie8hzyH3IfchzyHXIc8hpyHXIdchpyG3IachfyG3IbchfyGfIX8hVyGfIZ8hVyGHIVchRyGHIYchRyFvIUchNyFvIW8hNyFfITchPyFfIV8hPyF3IT8hTyF3IXchTyGPIU8hZyGPIY8hZyGvIWchlyGvIa8hlyHHIZchvyHHIcchvyHnIb8h3yHnId8iByHnIeciByH/IgciJyH/If8iJyIfIiciRyIfIh8iRyI/IkciZyI/Ij8iZyJfImcihyJfIl8ihyJ/IocipyJ/In8ipyKfIqcixyKfIp8ixyK/Isci5yK/Ir8i5yLfIucjByLfIt8jByL/IwcjLyL/Iv8jLyMfIy8jVyMfIx8jVyM3I1cjhyM3IzcjhyNPI4cjlyNPI08jlyNvI5cjpyNvI28jpyN/I6cjryN/I38jryN3I68jnyN3I3cjnyNnI58jjyNnI2cjjyNHI48jXyNHI0cjXyMnI18jPyMnIycjPyMPIz8jFyMPIw8jFyLvIQcj9cg9yv5zPl3eQ/+Uh5B7kIeQkSMhLyEvIR8g9yEfIRYiQg5BbkGeQe5BnkG/YIOcgjyCfIPcgnyCvUEFuQa5BjkHuQY5BfkHuQe5BfkFOQR5B7kEuQS5B7kFOQd5BrkHuQc5B/kHuQf5B3pd7kHuQ9+V/+QJ5AnkBeQL5AXkBeQH5ATkBuQI5A3kBOQO5A3kBeQG5AzkEOQT5A3kB+QN5A3kBeQF5A/kC+ZgcgLyAHIBcgLyAvIBcgHyAPIC8TF5AXiYnkxeQF5CTycXkXnIweQE5mDxMXkBeQB4mH5N7yQvIv+Rf8gJyMTkBeQB5AfkAuQF5AbkBOQJ5AXkBOQK5AjmW3Eqel1vJ9/K8PC/fy/HyK3mWPC/Pkm/J8/K8fEveJe+Sc8nzci65ljwvz8u15FhyuZwuz8vpcrs8L8/L7fK7vC6fy/PyuZxKnpfn5VTyuLwtf8vz8rccLs/L83K4XC5vy/Nyt9wtz8vjcry8Ls/L73K9PC/Xy6vkeXleXiW/krPla/lXvpan5V/5V56Wm+VZOVf+lXPlXvlX/pV75WA5WC6Wf+ViOVn+lX/lZPlZbpaX5V95WT6Wf+Vf+VgellPlVvlXbpVj5V/5V46VZ+Vd+Vb+lW/lWvlX/pVr5Vc5Vf6VV+VV+Vd+lYflXflXfpaj5V85Wq6Wf+VfuVrOlhflQ7lQPpQH5UK5UB6UA+VCOVFelBflRPlRTpQb5Uf5UW6UJ+VGOVKelCflSPlSjpQr5Uv5Uq6UN+VKOVPelDflTPlTzpQ75U/5U+6UR+VOOVQelUPlUnlUHpVL5VO5k7wmp8lr8pmcJqfJZ/FM8pxcSh4ll5JDyaPkUXIo+U0OJcfJb/KbHCd/kuPkNvmT/ElukzfJbXIneZO8Se4kp8mj5FPynDwnn5Lv5FNynXwn38l18p5cJ+fJe3Ke3CfvyXtyn/wXTxQ/FEcUPxQvFEcURxQvFDcURxRXFE8UTxRXFF8UVxRnFF8UXxRnFG8UZxR3FG8UbxR3FIcUdxSXFIcUhxSXFKcUlxS/FKcUpxS/FK8UvxTHFK8UrxTHFJ8UxxS3FJ8UtxSPFJ8UnxSPFH8UrxOfE6cTnxOPE6cTpxOPE5cTpxO3E68TrxO3E78TtxPHE78TvxPHE88TxxPXE88TzxPXE98T1xPnE98T3xPnE+8T5xP3E+8T7xP3E/8T9xMHFP8T/xMHFA8UBxQXFA8UFxQnFA8UDxQnFB8UBxMXE/8SFxM3E/8S/xI3EycTdxNnE18TXxNnE08TZxNXE08TTxNXEz8TVxNHEz8TPxNHEx8TRxMvEx8THxMvE/cSLxMPE/cS9xIPE+8SDxMHE+8S7xIHE/8SXxNvE3cTbxN/E3cTdxN/E4cTtxCvENcQrxD3ENcQ1xD3EO/HPcT98X68H/fHRcT9cRBxEXERcRBxEnGuOFbcQBwrvo8biBuI7+P0+FZcK+4V94prxcHiWvGvOFgcLP4VL4uziKeI14iniJeI14jXiJeIh4gbiROJL4kTif+IL4kvif+I94ib4904O96Nz+PsODs+j9vjAeIG4mHxsLiBeDxuIA6Px+PxODy+jleJP4lPiT+J+4hPiU+J+4gHiUeJL4lniS+J94hniWeJ94hbicuIv4gPib+I64gPiQ+J64jfiIPFy+JkcbJ4WRxBvCw+II4gjiA+IN4gPiC+IN4g3iC+II4hHiBeIG4gXiAeIW4gbiAeIf4gHiGeIf4g/iCeIV4hniHOIV4hXiHOIe4hPo6H49l4OO6NZ+PZuDfOjXvj3zg3zo1/49r4Ny6Oa+PauDhejk/j0jg5To5L4+e4NH6Nn+Pn+DXejl/j23g73o5v41TxbRwcp4pTxcFxdBxB/ECcLH4gTiBOFieLE4gDiHeIT4hjiGOIT4g3iGuIS4hbiFuIS4g7iEuIK4g7iDuIK4gLiPOI14jPiM+I14hTiNeI8+MU4hTi/PiGuDQ+jTvj03g07ow749E4Mx6NV+PMODNejSvj1fgzrowr4894Mv6MU+PJeDJOjS/jyzg13oxT4+l4M96Mp+PQ+Ig4ijiFOIp4iziFOIV4i/iMOJZ4lTiVOJV4lfiUOFUcHa/H0XF1vB6vx9VxfFwdl8fxcXxcHtfH5fF7XB/Xx+/xq/g9XhW/il/Fq+JbcRFxEnETcRNxEvEVcRLxE/EV8RXxE/EY8RNxFfEY8RhxFXEccRVxF3EccRxxF/EdcRdxGPEd8R1xGHEgcRhxGnEgcSBxGvEkcRrxHPEk8STxHPEm8RxxH/Em8SZxH/En8SLxI3EmcSbxI3Ek8SNxI3EkcSRxI/ElcXPcHV/H13F3PB63Eu8RlxKXEu8RdxLvEbcRdxJ3ErcRVxK3EZcRVxJXEpcRHxK3imfF4/GseFc8Ho/Hu+Jh8SHxG3EecR7xG/Ea8Q3xC3EK8QtxBnEKcQpxBnEIcQZxAnEIcQhxAvEDcWpcG0/H03FtvBwXiyeIC4gLiCeIO4hzxQ3ExeJicQPxBHFoPB23xtPxd9wat8bfcWz8HZ/HsXFsfB7vxqvxaDwbz8aj8XF8RJxC/B+nEJ8Q/8f/8QnxDnF//EMcRLwqrhXfioeI8+M14mDxsbhXnEpcSLxInB6Hxw3EreLxeD5ujrPj7niW+JZ4lPiWOJd4lHiUOJf4lTiXuJb4lfiVuJY4lLiWOJY4lDiUOJY4kziWOJU4kziTOJV4kfhUPCouFY+K4+JScak4Lg4Vl4rn4lPxqXgurovn4ru4Lq6L7+K8+C7ei/PivHgv7ovz4r74L+6LA+O/+C8OjAfjwLgwHowH48L4MC6ME+PD+DBOjBfjxLgxXowb48h4MV6MI+NH+CK4ovgMrgieKD6Lz+CJ4JnglOCV4IXgleCW4IXgheCW4JfitHgNziheizfBGcEZxZvgjeJNcSd4I3ijuBPcUXwWp8EXwRfFaXBGcEdxJ/ijuFP8Cf4I/ij+BIcUf4rb4JDgkOI2eCR4ITghOCU4IfggOCU4Jfgg+CT4ILgg+CT4JLgguCR4pLgtfoNjgmeCJ4IngiOCY4Ijgh+CY4Jjgh+CX4IfghuCX4JfghuCF4Lzge+BA4LvgeuBA4IDguuB44H7gfOBB4IHgvOBA4LngeOB34HngfeB44H3gf+B44Hjgf+BA4KrgYOBp4GDgYeBp4GngYeBr4FXgV+Bj4FfgWuBj4GPgWuBl4FrgW+Bl4GXgW+Bd4HLgceBl4HHgb+Bl4GXgb+Bj4G/gYeBj4GPgYeBV4HTgcuBn4HLgZeBn4GfgZeBd4HDgZOBu4G7gZOBi4GTgWOBi4GLgWOBW4GbgXOBk4FzgWeBk4GTgWeBY4GjgduBn4HbgdeBn4GfgdeB04FPgUuBg4GDgUuBh4FLgVOBh4GHgVOBV4GvgYeBs4GzgYeBv4GfgXuBo4GjgXuBf4HPgZuBw4HDgZuBk4GfgXeBe4GLgbeBu4G3gYuBq4GrgYuBg4GLgVuBg4GDgVuBT4E3gUOBO4FDgUeBO4E7gUeBP4EjgQeBK4EHgQ+BK4ErgQ+BM4EPgReBM4EzgReBL4EXgROBL4EvgROBJ4ETgQuBJ4EngQuBH4EfgQuBA4EHgSOB/4D/gCOBG4H3gOuA84DzgOuA54DrgPeA74DvgPeA+4CvgMeAs4DHgM+As4CzgM+At4DPgNOAt4C3gNOAu4DTgNeAu4C7gNeAv4DXgNuAv4C/gNuAw4DbgN+Aw4DDgN+Ay4DLgN+A44CjgKuAn4CfgKuAp4BTgE+A/+ET4BLgf/gfLgHuh3eAe4A7gHuAf4A7gDuAf4Dz4SDgIeAV4CHgIuAV4BXgIuAW4CLgI+AW4BbgI+AX4H84CDgFOAU4CHgF+AX4CDgG+Ag4CTgGOAY4CXgGOAl4CXgGeAZ4CbgGuAN4A3gHeAM4A3gHeAc4AzgHOAP4AjgHOAf4AvgGuAZ4CbgJeB/uh0uAS4BHgPfhEeAQ4H14Hw4BzodDgD+A8+F8+AO4AzgC+AG4ArgC+AF4AvgBeAF4AngCeAG4AbgAeAA4AXgB+AC4AfgAuAC4AbgBuAA4Afgdbod/we3wOvwL/gWvw73gWXAtuByuBd+Cy+Fy+BacCw4GD4Pj4WFwMTgejoeLwfNwMfgYPA/Pw8fgevgXHAx+h9/hYHA8XA8fg+/hY3Ay+B6+h5PBq+Bk8DJ4FbwKXga3gsvhcXgWPA6Hw7PgWXA4HAsOh7/hWHAs+Bt+BbeCl8EBwLvgXvA6vA6nw7vgdPgc3gXvgs/hXPA5nArOBeeCU8HlcDa8DV/D23A3fA1fw91wNRwND8PP8DAcDD/Dz3Aw3AwHw79wM9wM/8LL8C/cCy/Dy3AvvAvfwsdwLnwMJ8O5cC6cDO/CyfAyvAsPw9FwMVwMR8PT8Cy8Cr/Cr/AqnArXwrHwLBwLt8Kz8CzcCq/Ci/Am3Ahvwp1wI9wId8KPcCf8CT/Cj/AnHAl/wqFwJBwJh8KTcCg8Ck/Ck/AoXAmPwqVwJXwKZ8KlcCZ8CZfCpfAlXAkfwoNwIpwID8KF8CB8CP/Bf/AhHPi29K4El3pXelOCS8Gl3pTgUfAnuO0NCW6D396Q3pDgNzgOPgXPvS/Bc3Dd+9L7Elz3xgTXwXdvTG9M8N07E1wKPvW29LYEn3pfemeC7+Az+A7Og8/gMzgPToPz4D04DU6D9+C1N6T3I/jT+9HbEfwJ/vR2BHd6O3o3gjvBnd6N4E3wGrwH98Gh4FFvSm9K70lwqPektyQ4FBzqLQmOe0t6R4Lj4Lh3pDekt6E3ofei96I3ofehN6H3oPeh96H3oHeht6J3ojejN6N3oveid6I3ovei96I3orehd563njeat573njeaN5r3nnea95h3nTeZN5l3nXeZd523nXeZd5m3nfed95m3mTeet5l3mTeeN553mfedd583mzefN5v3mjefN5/3mvee95q3mvee9563mneat6C3nHegt5x3nHegd6B3nDegd5w3nDegN6A3nPefN5z3m/ef95/3m7ebN553nveZ95l3njeat5g3nfeY95g3nXedt5u3n/eft5j3nDedt5t3m7efd5s3m7eft583m3ef95d3mLeXt5d3mDeYN5S3lXeUt5U3lneUd5Q3lreUN5Z3lreUt5R3lveUd5a3lveU95S3ljeVt5b3ljeVN5X3lneV95Y3l3eVd5U3l/eV95U3l3eXt5P3kjeTN5P3kreS95K3k3eTd5O3k/eT95E3kHeSd5I3kLeQd5G3j/eR95G3jzeQt493kTePd5H3kDePN4/3kHeP95A3kXePd483kfePN5G3kfeP94+3kXeQd5C3kTeS9453jreOt453jjeOt4j3ifeN94m3ifeN9423ibeNd4k3iXeNN4n3iHeNd433iHeI9433jLeIt4j3jPf/PeMN4/1//98w3i7eIN403iHeId403jXeNt4m3jXeNd4m3iXeIN7+94u3//3h/eL94v3hzeL94d3hzeLN4t3hreKN4r3hneK94c3hneKd4s3hveLN4e3hveK94u3h3eLt4c1/t3i3ePPf/ff/7eLdf/ffLt4t3i/eMd4g3jHeMt4g3iDeMt403hjeFd4a3hreFd4Z3hXeFN4Z3hneFN4X3hLeEd4W3hTeE94X3hPeEt4X3hfeEt4W3mDvr3eC99fb653gneDt9UbwHvAm8NZ6E3gXeGu9td4F3gbeCt4L3mHvBW8G77B32JvBW+zN4N3gLfYWezd4j70TvBW8wd5gbwXvsPfYu8Gb7N3g7eBN9iZ7O3iXvR28H7zL3mXvB28Ab6131nvAO+uN9R7wHvDGegt4Y72v3gLeAt5X7wBvAO8HbwjvA28Eb6+317vrfeDd9eZ6H3gfeHO9Dby53ltvA28D76231hv/1r/z7/xb/96/9W+r9/69f1u9q972N/xdf8Pf73f9XX+/3/T3++1+09/0t/s9f7vf7ff8PX+33+y3+i1/r9/yN9V7/V6/qd7sN9V7/ma/4W/7O/6Ov+3v+/v8Hr/T7/R7/C6/zW/yG/1Gv8nv85v8Fr/P7/Nb/B6/te/wO/sOv8Hv7Dv7Br+xb/D7+8a+se/v+/r+vr3v6/v69r6tb++7+7a+re/uu/ruvrnv6nv7nr657+mb+ua+uW/qu/p+vqFv6Vv6hr6jb+j7+Xa+ne/nu/m+vXFv4hv3hnoT38Q31Lv4Vr6T79w7+Ua+c+/cG/k+vnNv3Vv51r13b+Vb+d69l+/dm/devpdv3pv5bno7vYFvp/fTG/gGvp/ewffT2/YOvoNv21v4Fr5t7+Hb9r69h+/h+/Ymvntv2tv3pr1rb9/b9669f+/au+n9e//eTW/g2/guvqHeUO+ot/Ed9ZZ6G9/Gt9T7+JZ6T72P7+N76p1zX3JXcmdyV3JjcmdyZ3Jjes/ckdyS3JbcltyS3JfcktyT3Jfck9yU3Jfcl9yU3JXcgNx/3I/cf9x+3I/cj9x+3I7ce9x83IzcfNx93IzcjNx93I3cg9yF3HTchdyG3HTcdNyG3Ijcd9x63Ivcetx73Ivci9x73Izcjdx93JDcfdyA3JDckNyA3I/chNxz3Ifcc9x13Ifch9x13Incddx33Incidx33IvcdNxy3IPcctxx3IPcg9xx3ILccdxw3ILcgtxw3IHcityO3H7cftx53Ircedx43Ircitx43IjceNx23IjciNx23HTcbdxv3GzcbNxv3G7cY9xq3GHcatxo3GHcYdxo3F/caNxm3F/cX9xm3F7cZtxl3F7cXtxl3GDcZdxn3GDcYNxn3GLcZ9xp3GLcYtxp3GTcZNxp3GvcXNxZ3F3cXdxZ3FvcWdxc3FjcWNxc3FrcVtxP3FfcV9xP3FHcVdxO3FbcVtxO3E/cTtxV3E3cVdxU3E3cTdxU3EzcVNxT3EzcTNxT3EvcU9xS3EvcS9xS3ErcStxS3FDcSdxH3EjcSNxH3EbcK9ws3D3cLNwt3D3cPdwt3D7cQ9xC3DLcQtxB3DLcMtxB3EDcPtwt3D/cP9wt3C7cMtwz3EPcM9w03EPcQ9w03ETcNNw13ETcRNw13EXcMtxA3DHcMdxA3D/cJ9wo3DncKNwp3DncOdwp3DrcKdwq3DrcOtwq3DvcO9wq3DzcKtwr3DzcPNwr3D3cNtwl3DfcJdwm3DfcN9wm3DjcJtwn3DjcONwn3DncLtwv3D/cL9ww3D/cP9ww3DHcH9x8d9/dd/Pdfzff7Xf/3X+33z3CHcItwk3C7XeDcI9wg3CHcI9wj3CHcJNwF3AbcFtwG3AfcFtwW3AfcF9wc3BvcC9wb3BrcC9wL3BrcGdwL3AzcHNwM3A3cHNwc3A3cHdwN3A7cHdwd3A7cHtwB3ALcEtwC3APcEtwS3APcE9wD3ATcE9wT3ATcFNwU3ATcFdwE3AXcFdwV3AXcFtwP3CXuSG4y9wA3BDcENwA3BHcANwB3BHcEdwB3BLcGNwX3AfcB9wI3BjcCNwJ3BjcGNwJ3BncCdwK3BncGdwK3AvcY24wN5mbzA3mDnODucfcYm4x95j7y33l9nJbub3cXW4rt5W7y13l7nJzuavcVW4u9969d3O59W4u95Zb79a7t9x595Zby513591abrxby53lxrvx7iz33X13Z7mx3HO33F13191yN5V77o675e66m8ptd9vdVG66O+2Gu9FuuPvtRrvR7rf77H673e6z++x2u81ut7vtNrvN7ra77G672e6yu+xmu8lutnvtJrvVbrF77Ra7x+61e+0eu8nurxvs9rrB7rDb6/a6w+6ue+gmuqluorvoprqp7qK76ta6s+6kO+vGupPupBvrvrqTbqVb61a6l26tW+teurfupZvp3rq3bqab6/65gW6oG+gOuqFuqDvojrqDbqE76o66hW6pW+oWuqduoXvonrqn7qGb6m66e26nu+f2uZ1up9vnfrp97p/76X66f26o2+quuovuotvotrqN7qPb6ra6j+6r++hGuq/uqxvpTrpvbpxbyo1zR7ml3FLuKPeU2+a+uaHcUO6bW8q9c0+5c+6dm+eecvPcOveUe8qtc0u1BbUHtR21B7UJtR21HbUJtR+1CbULtR+1H7ULtQ21/bT/tBm1/7QBtRm1GbUBtRu1AbUDtRu1G7UDtQW1M7UxtRu1MbUvtRu1G7UvtRm1L7UttRm1GbUttRe1LbUrtRe1F7UrtSm5a25a+5Gb5p61H7UfuWdtR+5Zu1HbUdtRu1FbUDtRe09bUXtPm09bUVtRm0+7TzuS+6kNyf3kdmpDakNyO7mb3E3uWhuSu9Z+1IbUhtR+1DbUltRO1J7UntRO1FbUhtQ+1I7UjtQ+1EbUZtRe1PbThtQ21D7UbuSetTO1J7UVtSm1KbUVtRe1FbX7tBe1F7X7tP207bTztO+087T1tO+077T1tPG06bTbtOu067TbtN+057TZtOm06bTZtNu02bTntNe057TltNe017TltNW05bTjtNW01bTjtNO047ThtNO007ThtNG00bThtN20zbTHtM+0z7THtMm0x7TNtMW0xbTNtMu0qbS3tK20t7S7tK20rbS7tLG0u7S/tLG0sbS/tLW0v7TDtLW0tbTDtLO0w7TBtLO0s7TBtK+0wbS9tK+0r7S9tKu0q7S9tLm0o7SntKG0obSntKW0abRhtIG0YbRjtIG0gbRjtIO0Y7RltIW0ZbRntIW0hbRntIe0Z7RrtIe0h7RrtG20bbRxtJG0cbR3tJG0kbR3tJe0d7R7tJe0l7R7tJu0n7R/tJ20f7R9tJ20nbR9tJm0fbR5tJm0mbR5tJW0ebR1tJW0lbR1tHO0b7STtHO0c7STtJW0gbSJtGm0abSJtG+0ibSPtG+0b7SPtJO0hbSDtGO0kbSNtG20jbSLtG20bbSLtIe0TbRPtFe0V7RPtFu0T7RRtFu0W7RRtF20VbRZtF+0UbRTtF20U7RVtF20XbRVtF+0IbQjtPvtCG0J7X6735bQ9rdHtEW0LbRFtEO0LbQttEO0QbQttC+0R7QvtDG0R7RHtDG0SbQxtDO0SbRJtDO0S7QZtBu0O7QbtB20O7Q7tB20PbQdtB+0PbQ9tB+0P7Q/tB+0+e0HbQhtfpvfhtDutzW0FbQ3tBW0F7Q3tDe0F7Q5tBe0GbQ5tDm0GbQ7tP9tf1tCW0J7QvvfntCm0P63/20KbRBtCu0KbRBtEO0KbQvtA+0CbQPtA20D7QTtBG0DbQTtsTaBtlibQHtAW6wt1h7QDmsPaAtoh7XD2gLaYG2wtoD2V1tAO0D7q/3VDtD2agdoA2h7tb3aANpdbQDtsnZXu6td1uZqc7XL2mTtrTZWW6ut1cZqW7Wx2lvtq/ZVe6ud1X637W14296+t+FtePvejrfvbXw73o638W15G9/Ot+VteTvfpmrn2/o2VZuqrW/P2/r2vj1vV7Xr7X273qa39+19m96et9VtdnvdZrfd7XV73Xa3221vm9vutrltbbvb7ra17W273A63ye1wG9wmt8ltcFvcLrfR7XP73Ea3021xG9z+tsFtb/vb/ra97W773Da3y21ze9wut8vtcTvc9rV7bWW719a1lW1lW9dGtnXtYhvZRraLbWPb2R62n+1ne9gmtodtqDaxTWxDtaPa0DaxHW1H28T2sU1sS7WP7WNbqp1rL9vBNrMdbAvbzDazLWw329P2sV1tV9vHdrJ9bPPayXayzWv/2k9tW1vYtrVvbWFb2L61h+1bG9cetodtXBuqLW1T28g2tX1tI9vI9rWtbF/b2LayrWxj29k2r31s79q79rGdawfbwLawLWwD20/tZlvYdradbWF72E62re1qu9jWtafaxHZUW6pNbEPbz/axPW1H28a2tI1sW9vJdradbSfbynay/Wsr28r2r+1rz9o1diZ2pnatTWvX2k1tWpvWbmo7sSOxIbErsSGxHbErsSuxHbEpsSuxL7EjsSOxL7ElsS+xMbElsSWxMbEfsTGxLbEfsS2xJ7EfsR+xJ7EbsQ+xE7ERsRGxE7EVsRWxE7EXsRexE7EZsc+w07DnsOew07DtsNOw1bDtsO2w1bDZsPOw4bDfsN+w4bDdsOGwwbDdsN2wwbC/sP+wA7HrsAOx77DrsOuw77DXsO+w8bDXsNew8bDbsPuw5bD5sPmw5bDjsOWwybDjsOOwybDHsP+w67D9sP2w67DlsOuwy7DlsOWwy7DJsPmw47D3sPew47DhsOOww7DhsOGww7DBsPOw9bDhsOGw9bD3sMOw47DFsMWw47DHsAWx7bAHsQex7bDxsO2w2bDxsPGw2bDbsNew0bDrsNGwzbDrsOuwzbDLsOew7bDpsO2wBbHpsOmwBbEBsfuw/bDlsAOxCbHvsAmxDbHvsO+wDbHxsA2xC7HxsPGwC7EHsbmwvbC3sLewvbC7sK+ws7CxsLGws7C1sK2wqbCrsKuwqbCnsKWwnbCfsJ+wnbCjsJ2wm7CjsKOwm7ChsGewZbCHsGWwY7CHsIewY7CFsFuwe7BdsHuwfbBdsF2wfbBfsH2wf7BfsF+wf7BhsH+wgbBhsGGwgbCDsHmwd7CXsHewdbCXsJewdbCVsHWwc7CVsJWwc7CTsHOwcbCTsJOwcbCRsHGwb7CRsJGwb7CPsI2wa7CLsIuwa7CJsGuwabCJsImwabBnsIWwY7CDsIOwY7BhsHmwl7CZsGewh7CJsG+wbbCPsG2wa7CPsI+wa7CNsEewRbBPsEWwQ7BPsE+wQ7BNsFGwU7BHsFOwVbBHsEewVbBJsEewT7BRsFWwV7BJsFewWbBJsEmwWbBLsBewFbA1sBWwE7A1sDWwE7ARsCewJbD/bAnsCOw/+8+OwPazI7AhsP1sPxsCu8+GwH7A7rP77AdsPvsB2wGbz+azHbA/sDmwO7AbsDuwPbAbsBuwPbAdsDWwN7AXsBewN7AZsDewObAZsBmwObAbsAmwKbALsCmwK7ALsAuwK7ANsCuwLbANsA2wLbAPsB2wPbA/sCew/2wQbAvsC+wD7AtsDOwD7ANsDGwEbAzsDGwEbATsDGwN7AHsAGwBbAHsAGwA7DI2GZvOprPJ2FRsMrYYm4pNxRZjy9libDC2nC1ng7HhbDC2FxvOhrO92G62F3uL7Wa72VvsNXuLrcVes9dsLXaarcXGYqfZaTYWG83GYlex0Ww0u4ptZlex9Wwz28zWs8lsPRvPJrPJbDw7zMaz7+wwO8y+s8HsO7vOBrPB7Drby66z7Wwv28u2s79sOzvP/rK/7DxbzM6z92wxW8zes8fsPduKPWaP2VbsMtuKfcUus8vsK/aZfcXOYp/ZZ3YWW83OYnOx1Ww1m4vNZnOxu9hsNpvdxW6zu9hf7Da7zf5iv9lf7DD2m/1mh7Hj7DD2GDvOjrPH2HP2GLuMPWfP2WVsOrvL5rKL7CKbyx6yuWwte8gesrVsIVvLxrKFbCEby/6xsWwr+8f+sa3sHtvKnrJ77B57yuaxp2wpm8fmsaXsHFvKhrJz7BwbypZiQ9lNthRbit1kR7Gb7CU7ih3FXrJv7CU7yb6xb+wk28ZOso9sG9vGPrKb2Ee2kd3EbmIb2TW2kY1k19g1NpLtxEaylWwnthNbyX5iK9lM9hP7ic1k49hMtpONY+PYTjYU28l+sqHYUOwne4r9ZEfZU+wpdpStY0fZVLaOrWNT2Ts2lV1l79g7dpXtY1fZV7aP7WNf2UD2lZ1lA9lAdpYdZGfZW3aQHWRv2UT2lt1lE9lEdpddZNPYs/Wg9SD2bB2IPVtjWgdaB1pjWv9ZY1pXWv9Z/1lXWvdZV1pTWvdZ91lTWvNZU1pHWvNZ81lHWudZR1pDWudZ51lDWt9ZQ1o3Wt9Z31k3WttZN1ovWttZ21kvWtNZL1orWtNZ01krWstZK1ofWstZy1kfWr9ZH1oXWr9Zv1kXWrdZF1oTWrdZt1kTWrNZE1obWrNZs1kbWrtZG1ojWrtZu1kjWsNZI1onWsNZw1knWsdZJ1ozWsdZx1kzWs9ZM1o7Ws9Zz1k7WtdZO1o/WtdZ11k/WuNZP1pLWuNZ41lLWutZS1pPWutZ61lPWu9ZT1pbWu9Z71lbWvtZW1pfWvtZ+1lfWgNaX1pnWgNaA1pnWgtaZ2LT1oLWgti09aD1mnWa9ZT1lHWadZR1mvWZdZR1lPWZ9ZP1mbWZ9ZP1k7WZdZO1mfWYdZN1k/WY9ZL1mLWY9ZL1krWYdZK1mDWYdZJ1kjWY9ZE1mLWX9ZH1kbWXdZG1l/WWdZF1kfWWNZH1lnWWNZE1kXWWtZB1lvWVtZC1kPWVNZD1lXWVNZA1kHWVdY91lTWVdY91jzWVNY81lbWVNY81j7WVtY+1lTWWtY+1jzWW9Y81lrWW9Y/1j7WWdZC1ljWXdZB1kDWX9ZA1l3WX9ZD1kHWXtZF1l/WXtZG1kfWXNZL1l3WYNZI1knWYtZJ1mDWZtZK1kjWZNZM1mXWZNZM1k3WZtZN1mTWatZO1kzWaNZQ1mrWaNZQ1lLWatZS1mvWatZS1lPWa9ZR1f81hrWHNYW1hrWGtYW1hfWEdYs1f/9f89Yf1f/1ff1h3WH9Yb1h3WHdYb1hjWDtYJ1gvWCdYF1gvWC9YF1gfWBdYD1gfWB9YD1gHWA9Yl60DrAOsy9Zia7A12RrAGsCabE1gTbYWsCawJrAWsDaw7q9BrEWsRaxBrE2sQaxJrE2sTaxJrFGsVaxdrGWsXaxhrGWsZaxhrHGsYaxnrHGscaxnrHWsZ6xtrHWsdaxtrHesbaxvrHesd6xvrHOsb6xrrHOsc6xrrGOst9ZX66z11dpqnbXOWlut9WurNX6tX+vX+LV9jV/P1/a1fT1fy9c51jHWNNYx1i/WNNY01i/WLdYv1ivWLdYt1ivWJ9btNXxdX8PXVOv6ur6mWt/XHdYY1hnWGNYV1hnWGdYV1hPWFdYR1hPWE9YR1g/WEdYO1g/WD9YO1gvWAdZi67G12PprPbYeW3+tu9Zf661117prvbXOWpdYp1ifWJ9Yp1i3WGutvdZga6912BpsDbYOW5OtQ6xHrEusS6xHrFOsVaxZrFGsUaxZrE2s6+v7Or++r/fr/Dq/3q+x1vt11RprjbWuWnOtq9Zaa64111prDbbWsPaw7q89rP3r/rq/9q9BrN1r+lq+lq/pa/uavX6v3Wv3+r2mr99r9jq+Zq/b6/g6vm6v62sDawRrAusQ6/96xFrFWsaaxZrAGsFawVrBGsG6wRrBmsG6wbrBmsFawprBGsJawlrCGsLawhrCmsLawtrCmsL6wnq9Vq+n6+lavY6u1evzOrqOrs/r5/q8Lq+f6+e6vG6uy2vyurlursnr5Zq8Dq+X6+U6vFauw2vwWrlWrsHr4xq87q6P6+O6uy6uu+vturgurrdr4nq7zq6Ja+I6uxaus+vrWrgWrq/r3/q6rq5/69+6uu6tq2vqurfuralr3pq6tq55a97auvatrWvs2rf2rbFr4Bq71q6Ba+Bauw6utWvuOrgOrrnr4Zq79q6H6+Hauzauvevv2rg2rr9r5Pq7Fq+Ra+RavE6uxevxOrlOrsdr5nq8Nq+Za+bavHauzWv02rl2rtFr6Bq9Tq+ha+g6vZau0+v1WrqWrtfr6Xq31qkjqSOtdepHa916Sv1I/Wg9pW60nlpHqRupG62j1IvWUWucepF60RqnTrTGrZ/UidSJ1k9qROuntZMakRrR2kldaO20rqkLqQuta+pB65o6k3qQepA6k1qQOpP6klqQWpD6kvqP+pK6kvqP+o+6ktqPupJ6ktqP2o96knqPepJaknqPeo9aklqPWpKaklqPWo+akpqPmpLakpqPmo/akrqP2pIak7qPuo8akxqQGtN6pgakBrSeqQOtZ2uaOpA60JqmJrSmrZvUhNSE1k1qQ+umtU1tSG1obVMfWtvWN/Uh9aH1Ta1ofVtDqRWpFa2h1IzWUGspNSM1o7WU2tFaap1TO1I7WufUkNa59U4NSQ1pvVNHUudR41GHUYdR41F/UeNR21F/UX9R21F3UdtR01F3UXdR01FvUdNRy1FvUW9Ry1FnUctRv1FnUWdRv1FjUb9Ru1FjUWNRu1FXUbtRr1FXUVdRr1FPUa9Rp1FPUU9Rp1FLUadRn1FLUUtRn1E/UZ9Rl1E/UT9Rl1E7UZdRj1E7UTtRj1EvUY9Ri1EvUS9Ri1ErUYtRk1ErUStRk1EzUZNRm1EzUTNRm1E3UZtRo1E3UTdRo1FDUaNRq1FDUUNRq1FHUatRs1FHUUdRs1FTUbNRt1FTUVNRt1FbUbdRw1FbUVtRw1FfUcNRx1FfUV9Rx1FrUcdRz1FrUWtRz1FzUc9R11FzUXNR11F7UddR31F7UXtR31GDUd9R51GDUYNR51GHUSdRI1HHUMdQI1G/UCNRF1G/UL9QF1G7UBdRD1G7ULtQD1GvUA9RB1GvUK9QB1GrUAdRA1GrUKtQA1GjUANR91CjUKNQ91CXUPdQ71CXUJdQ71CPUO9Q61CPUI9Q61CLUOtQ41CLUItQ41D/1TjUNdR/9V9dQ91X11DPUPfVffUM9Qf1DLUM9Qf1B7UMtQe1DDUNtQe1BzUNNV9NQ21DzVfz1TbUfrUN9Q21X+1X31CDUN9Q51CDUINQ51CHUOdQ81CHUIdQ81CTUPNQ+1CTUJNQ+1CbUPtQ/1CbUJtQ/1CfUP9QC1GfUJ9QC1GnUAtRE1GnUKdQE1GzUBNRG1GzULNQG1G3UBtRH1G3ULdQH1HDUB9RJ1HDUMNQJ1HHUBNQD1AjUA9QC1AjUCNQC1AbUFdQW1BTUFNQW1BLUFtQT1BLUEtQT1BDUE9QR1BDUENQR1A7UEdQP1A7UDtQP1AzUD9QN1AzUDNQN1ArUDdQL1ArUCtQL1AnUG9Qa1BzUHNQa1B3UCNQG1AnUCdQG1ArUCNQH1ATUBNQH1AXUFdQX1BnUGtQb1BnUGdQb1BXUG9QY1BXUFdQY1BbUGOp5+osdZZ6rrar5+q12q62q9dqtlpMfaUeU4+pr9Ra6is1Xa2l1lLT1XV1AHWXOkwdpu5Sg6m71Hg1mBpMjVdXqevqu1pLfVfj1VpqLTVe3aUOoAag7lIDUJepu9Rd6jK1lrpMTabWUmupydRj6i21Xc2l5lLb1Xq1Xd1W69V6dVsNV5/VaLVcjVan1XK1XJ1Wz9VptVo9V8/VavVa7aXWq7/UX2q9+kqtV1Opr9RXaio1XW2llqux1FhquXquplLr1XF1XK1Xw9VvtVstV8vVbvVZfaUWU3+p7Wq2uq22q7fUWWq92kvNpc6r3+q9+q2Wq/fqvVqutlKL1WN1WB1Wj9Vl9VhNVpfVZTVZbVZr1Vh1Vo1VX9VZdVZ9VVvVV3VVbVVb1VU1Vb1Vc9VddVfNVXvVXPVX7VV71V81WJ1Vc9VatVbNVW/VVPVUbVVT1VL1VC1VR9VT9VQdVUPVS/VTrVQr1U81U81UP9VNdVP9VDvVRnVPfVQf1T31T91T39Q/9U99U+PUU+lM6pw6l86kbkpnSk9SN6mb0pPSlNRJ9U8dVAfVPzVQ/VPj1EA1UI1TR6lv6p76Sf2k7qmd1EK1T21T+9Q8tU1tU/PUTWqeeqduUjepd+qceqgWqqXUQrVNLaWWUtvSldQ2dVO6UrqSuilNSZ1UI9U/9U+NVB/VQ7WUmqiWUuvURDVRrVMX05DSkdKW0pbSkdKZ0pHSktKZ0pnSktKT0pjUM7WUeqamqaXUUmqaWqeeSl9KZ0pnSl9KW1LT1DW1Ti2VrpTGpJ5SQ6UvqYtqndqoNqp16p5ap66pe+qeuqZ2SjdKL0ozSi9KO0ozSjNKO0o/ShdKG0oLShtKH0oLSgtKH0oPSh9KI0oPSg9KI0oTSiNKJ0oTShNKJ0orSvdJ/0n7SfdJ+0kDSgNK+0kHSuNJ50nrSeNJ60nzSfNJ60nvSctJz0nbSdtJz0nfSc9J00nfSd9J00nXSctJ20nHScdJ20nDSbNJr0m3Sa9Jv0m3SbdJv0m7SUtJW0lPSVtJY0lPSU9JY0lTSWNJZ0lTSVNJZ0lrSXdJX0mbSV9JV0mbSZtJV0mXSVdJU0mXSZdJU0mTSY9Jg0mfSYNJd0mfSZ9Jd0mbSX9Jb0l7SXtJb0lzSY9Jn0mnSZ9Jo0mnSadJo0mrSYtJk0lTSYtJU0mHSYdJU0l/SVNJa0l/SX9Ja0lvSTdJO0k/STdJP0lHSUdJP0lDSRtJH0kvSR9JJ0kvSS9JJ0kzSSdJK0kzSTNJK0kjSQtJB0kPSQdJF0kPSQ9JF0kTSfdI80inSPNI70inSKdI70ijSO9I60ijSKNI60jnSN9I+0jbSNtI+0jXSKtIt0izSLdI+0izSLNI+0ivSPtI90ivSK9I90inSONI/0jfSN9I/0j7SLtIo0jPSM9Io0jnSPtIt0i/SMdIy0jDSONIA0n/SLtIn0ijSNdI+0jTSNNI+0jLSPtIv0jLSMtIv0jDSI9Ii0iTSItIm0iTSJNIm0iXSHdIe0hHSHtIf0hHSEdIf0jz0xrS//SG9Ib0P91PZ0iHSGtIa0iHSP/TE9IW0hTSFNIW0hXS/LQ/LSHtT4NIS0hLSINIP0iDSIdIP0g/SIdIN0hzSHdIO0g7SHdIR0hLSEdI89MT0hfSFtIM0g3SENIZ0hjSIdIY0hfSIdIh0hfSDdIX0hPSDdIN0hPSENIH0gjSCdIH0gnSC9IL0gnSCtID0gLSBtIC0gHSBtIG0gHSBdIB0gDSBdIF0gDSBNIA0mVpAmkC6bI0WTos/ZUGS3+lxdJgabC0WHosnZXeSmOlsdJbaa20V7ornZXuSnOls9JZaa70Vlqfrkrv0/r0Pm2Vtkrv01fpc9qcjqfN6XQ6no6n02l5Op1mp+VpeZqdpkqz0+80VZoq/U7T0/b0PE1P09PzNFX6nsan52l8Op+ep+fpfLqeNqfL6XS6nCan0+l0mpwWp8npcVqcFqfH6XA6nm6nz+lzup1Gp9vpdRqdRqfXaXXanr6n5+l2Op52p93peBqeXqap6Wa6maamnWlqupp2pp3pavqZrqa76Wf6me6mtelkeppeppfpaZqazqa56W/6m+amweloGpr2pr1paHqbhqaf6W16m36mtWlkWpmeppVpZnqanqaZaWk6mUamp+lrGpu2prHpbNqatqaz6Wo6m/6mq+lq+pvupovpYZqYHqaNaWKamDamj2lfepfupXvpXfqX3qV56V/6l+algWlgmpcOpoNpXlqYjkpPpaXSUWmpdC6dS0uldWhH6EdoSuhHaEhoSmhKaEjoSmhI6EjoSuhK6EjoS2lc+oaOlL6lbehI6EhpW9opjUNbSkOlodCW0rT0LN2UrqVr6ab0E5oRuhF6EroR2pEjNCW0JPQi9CT0JPQiNCM0JvQldKQ0Dh0JbQktCa0IvQiNCR0JnQmdCR0pPUNHSjulZ+lZ2indhE6EPoRGhEaEPoQ2hG6DZoOGg2aDVoOGg4aDVoNeg/aD7oPmg+aD7oPWg+6D3oPWg9aD3oPGg96DzoPGg8aDzoO2g86DvoO2g7aDvoOmg76DroOmg6aDroOOg66DnoOOg46DnoOWgwaEHoQmhCaEHoQuhIaDfoNug26DfoN2g4aDXoOWg5aDXoOOg/aDDoQWhB6EBoQWhBaEBoT2gwaE/oP2g/aD/oPug/aCjoLegt6CjoKGgo6CDhIELQQtBg0GLQUNBt2lCxoKuguaCxf0FrQQ9BA0FPQQtBE0FDQUtBG0FLQRNBW0lCpoMmgr6DFT0FbQSdBT0FPQSdBH0GHQU9BfoqCnoImgo6CjoImgg6DToLWg0aC1oLGg0aDRoLGgz6DNoK+gy6DLXEEvQVtBW0EvQStBE0FPQRdBF0FPQR9Ba0FnyYJ+gj6DxoI2gzaDxoK+graCVoJOgq6CFoOWgqaCNoJGgo6C9oL+gp6CDoMeg7aCJoMug36CdoLGgnaCboLGgsaCboK+gm6CZoK+gr6CZoJegt6B5oH2gfaB5oEGguaB7oEGggaC7oH+gdaBvoF+gX6BvoFugb6BroFugW6BrrECDQMNA70CLQO9At0CLQMtA90CTQMdAz0DrQI9A20DrQKtAm0DzQIdA60CvQJtA40DzQKNA50DzQLNAp0D7QJ9Ap0CTQJNAp0CXQJdAp0CbQJtAp0CjQLtAR0B3QHdAR0B/QAdAR0gABoA+gOaAxoCmgNaAxoCGgJaA/oBWgN6A/oB+gF6A7oDuo+WgPaj/WgJ6ApoCWgECNAJ0AbQBNAT0BPQBNAR0ATQAwagA6D76A9oCegPaAgQ0ALQENAP0ALQAtAP0ADQINAW0CHQIdAW0BfQFtAMGKAboEegL6AzoDOgL6AxoC+gG6AxoDGgG6AdoEegRaAvoC+gRaBDoBOgLaAroC2gQaAroCugQaD/aAHoAmgJ6ALoA2gJaAnoA2gEaA9oCugI6AhoCugJ6D/aj66A9oDmoymgE6AVoC2gFaAXoC2gLaAXoBmgs9BaaCy0FpoLjYXGQnOhr9Bc6C30FfoKvYW2QouhwdBh6DA0GPoLDYb2Qn+hv9Be6C60F3oL3YXuQm+hudBh6DG0GHoMXYYWQ4uhy9Bk5xTnJGcn5yTnJWcnZyfnJWcoZydzpXPNXMm8Z48Zz7nJmcH5yPnImcG5yJnBOci5yLnIOciZyFnKmQoae6ZyzpLlDMYMxqzHzMXMxazHfMWsx2zJ0rnJbOn89HSGOvfOunPtrDtLSZ2jzlFnHO7sdCaegefaGXj2+c698+7MOzedeeff7xw8Q52nzk3nqXMud96dwZzHoLHnMec0ac5uzsoz89x0Zp6h0HP0LDwPz03n4RmJPCfPas5l0NlzmTMZMmcv5+PZeK6djedi8Uw8W8/Sc+0sPU+n5+f5es6em87Zs1Z7tp215+7Zdradu2fv2Xlunmvn5nl5rp1r5+X5eI6eqeemM/VcPTedm87V8/Vs5XwFnT1fOWPBct5y9nLWgs6etZyrVDlbOXPP2/PtvD1jz7fz7Yw91850znvOcs5yznvOSs5fzlzQ2DOX85QpZynnLecu6Oy5y1kMOovOnsWczZz7nO+gsec7ZzZszmHObdDZc5xzHHQWfUNn0V70DX1De9Hjs5vzGzT2/OYMB41FY89w0Dj0E7p45oMuorNnPmc+6OzZjpmPeYuZinmLGYuZipmKGYtZyrnS2dCZ0pnS2dD50dnQmdH50fnRmdG50TnQmdA505nQudA50znTudDZkFmLuY+5irmP2Y+5irmK2Y/ZitmPOZDZitmKOZBZ0HnQWRAaexZ0BoTGorFnQOc+5kTmRWYr5kVmR2YrZitmR2ZIZkJmQ2YrZkNmRGYrZitmROZE5kjmS2Yr5kvmTGYrZivmTGfaORO6duaDrqGbznzOfNBN6CezF3OXc83cxWzlXDvXzFbOtLOicyI09pzofAiNRWPPh86DzDrMNcxAzDXMTMxAzEDMTMxFzEzMS8xFzEXMS8xIzpHOkNDYM6TzIjQWjT0vOis6YzpfQmPPl86T0Fg09jzpLMlcxjzmXDOPMX8518418xezF7QTmobGomnoGRqLxqJnZ0xmOuY75jfmO2Y95jfmN2Y95jVmPeYz5jXmNeYz5jRoHFoKjUVLoXtoLBqL7qGDaDi6i55Cd9FW9BR6Cm1F88yYzFfOs/PMfOXcdJ6Dtp3rnOugbec8aBtaeM5zzoMWnv2ghWji2c/ZD5qIjkIT0Uh0FDoKjURX0UH0D41F/9A5NBaNRefQUeZJZknmK2ZJ5kfmK+Yr5kfmRmZGZkXmK2ZF5kPmK+Yr5kPmQuZC5kHmK+ZBZkDmK+YrZkDmP+gmGorWoqFoKVqL1qKl6DBaiqaiw+gwmoq+mu2Y65xr5jrmOefauWaeY4ZjDmMWY9ZjFmMmY9Zj1mMmYz5jhmN2c66Z3ZjbnGvnmrmNmY3ZzLlmRmNGc66Z2aCfaCd6i3ail+gteoteorHoJTqJxqKx6CTaeL6f7ecGZ/t5fm5wbnCen6nQVOg8OgqdR+vRUegotB5dha5C29FRaDuajo5CR6HpaDkajSajo9BktBgdhY5Ci9HfM9e568zg3HUOOzM4MziHncfOYmewc4Mz2Pnr3ODc4Px19kJX0Vx0FJqLfqOj0FHoN5oKLUe70VFoN1qNjkJHodXoNNqMPqNv6DN6jb6hb+g1mn32OmedG5yzzljnBucGZ6zzFXqPxqNvaDy6jr6hb+g6en7en63ODM5WZ60zgzODs9Z5C81Gt9E3dBsdR9/QN3QcfT9TneHnBmf4+X1ucG5wfp8RnN/n9hnBGcG5fV6f2Wf3OcHZfY6fE5wTnONnBuf4WX5mcGZwlp/rZ/y5wbnqXHVucL4ywzDPMNcwzzDfMNcw1zDfMPM408/5M4Nz/qw/MzgzOOvPe3MP8xBzDfMQcxNzDXMNcxMzE/MUcw5zFnMO8wtzFnMW8wvzCfMLcwvzCfMJcwszinP6rD6bz+oz+2w+m8/sc4IzgvP6fD6vz+jz+Xw+o89k8wizmBmFGYVZzHzCLMKcwjxmTmFmYR4zj5lZmE2YWZhdmE2YTZhdmHGcw+fx2Xv2nsdn27l//nB+cv5w9nB+cn5y9nDecO5w5p+ZnPln/5nJmcnZfwZh/ptDmNvmEGYS5ra5bSZhVmH+YO5gdps7mDOY3Wa3OYMZg/mC2YLZbbZgjmB2m93mCGYIZg5mD+a22YPZb26b22a/+W+mYK5gbpsrmDWY2+a2WYN5gxmEuW92m/tmvtltdpv55g9mJeYo5rY5ihmKuW1um6GYnZiFmI2Y22Yj5iPmtrltPmJWYg5ibpuJmImY22YnZh/mHea2eYeZhrltbptpmGWYf5jbZhtmG+a2WYV5b9ab3Wa9+W52m93mu3ltvpvt5rV5bbab6WYvM9zcZe4yw81hZrg5bQ4zh5nT5gDmtNlqDmAOYLaap2YI5gdmt/mBmYHZbXabGZgTmBuYHZjbZgdmCea2uW2WYJ5gRmA2YHabDZixzG6z24xl3purzFnmtjnLfMDcNrfNB8wKzGTz2VzAfDa3zQXMBcxtcwxz3Yw3s814c97MNrPNeXPbzGUGM8fNYGYA5rg5bgZgVp8nnBecG5wXnA+cG5wbnA+cB5jB5q+ZgPlr3poJmAmYt2atGWvmmguYueauuYC5gLlr9p4LnA2cGZwNnBWcGZwZnBWcKZwFnAGcG5wBnMvODc4NzmVnMbPXLDYXMBcwi83kM9k5wJnBOcCZwJnBmcGZwLmAeWwmYEab0WYCZreZgHmF2W12m1eYS5xBnEWcmZxFnEucmZyZnEucT5yHnBucjZyNnBucmZwbnB2cmZyZnB2cJZiV5qaZgLlphpoJmAmYoWbpGcL5wfnJ+cGZwfnJ+cmZwbnJGcdZx5nBWce5x5nBmcG5x9nHecZZxrnBWcYZxrnBucEZxrmFmWlemguYl+akuYC5gDlpfp5bnFmcG5xZnFWcG5wbnFWcJ5xJnEecn5xHnEOcn5yfnEOc/2cXZwbnFecVZwZnCmchZyDnBmcg5x/nBucG5x9nHucX5xhnBucY5xpnBmcG5xpnG+cc5xvnBucbZxrnBucGZxrnGeasuWomYK6anWYCZgJmp1lpfpqj5gLmqJlqLmAuYKaasWcL5wtnJucLZw1nJmcmZw1nDucN5wznJ+cMZwznJ+cnZwznCGjbec4Zz3nOGc0ZzxnPGc15ydkOOntec16Dzp7NoKHQu/Of8x/07qwHvTvvOes56znvOdMxZzFrMU8xTzFrMVc5ZzobOls6WzobOlcyPzE3MScxJzE3MQ8xSzFjMeMw4zBjMZswyzHTMccxxzHTMb9B69BDNBQaCj1E78yTzFfMlMyUzFfMmNBh9BUNRl/RUzQYDUZP0VG0D31E69A69BE9NFMxXzHzMfMxXzH/QfPQVjQQbUUf0UA0EH1E+9BKNBOdRTPRTXQWnUU30Vr0Fg1GP9FPNBgdRZvRN3QZXUbf0GP0FPqGhqPh6Bt6fk6fzefy2Xwen8vn8nl8Dp/B5+9ZfP6euWfxWXzmnm/mFWYC5hrmGmYCZhhn8fl8Bp/B5/OZbOYyX5m/zF/mK3OZ+cqsZS4zl5m1zALMWmYxswCzALOYeYQZbvYyW5m9zGRmK7OVmcw8wGxlHmDeMg8wizBvmbfMIsxj5gbmtnmBeYG5bVZglpvf5rL5baYyl81lM5XZbKYyz81ms9k8N9fNazPdXDaXzXSz3Aw2EzCHzWEzAfP47OTM5JzinOLM5HzinOPc4LzjvOPc4MzjbOHM5FzhXOHM5CzBrDYDMF/NAMwEzFfz1UzALDUzzQXMU/PUXMAcwNzDXMPM44zmDOW8xIzHbOdcM+sx3zHnOYc5f0Fjz8Gz8Nx0tp5rZ+w5eVaem87Ps/NcO7c5q0Fnz5nOfM6BzobOiM6MzILMhMxWzJDMkcxWzpLOkdDYs6Pzo3MjcxqzGvMasxlzmXMNbUQ7obHoLxqLjjI3MjMyXzGDMYcx60EX0Up09ow/388N0Gk0Gh113jpznRmg7+g9+naun+lnBmcO5w5nJuf/uX9+YuYyx81XZhnmGOa2uYQZhNltxmC+YHabN5g5mNvmH2Yh5rY5iNmHuW2uMrfNefMEMwVz25zAjMDsNtfNbLP5POAs4NzArDVnzQTOY2eyM4OziTOJ85NzhDOE85OzjTOOM4Ozj3OQM4PzkLOQc4Ozi/OLM4OzifOTM4ozivOTM5Lzk3OUM5IzknOUs5JzlPOZs5KzkvOZsxwz0lw0H81Hc9FsNAvNQ3PRPDQTzUVz0Uw0G8uKyo3KjsqNyozKjsqOyozKkMqMyonKkMqQyonKgMqIyovKkMqLyo/KkMqQyo/KkcqByoLKkMqCyoTKkMqQyoTKhcw5s85MM+vMOzPNTDPvzDxzlFnKTDNLmafMNDPNPGXOmW9mnJlmxpmhzDQzzQxljjI3mZ3MNLOT+clMM9PMT2ZbGVM5k5lWzmSemWlmmnlmrpULlQ2VIZUNlQ+VIZUhlQ+VEZXxlPWUIZX1lPeUIZUhlfeU/5T9lPuUIZX7lPmUIZUhlfmU85QxmWnlS2Za2VL5UvlS2VK5UtlSmVK5UrlSmVJ5UplSWVJ5UnlSWVI5krlnppl9Zp+ZZuaVFZUdlQeVB5Udle+UI5UllSGV/5QDlSGZbeabmVYGVPZThmSumZvMtHKeMp4yJLPP/DP3zD8z0Nwz98xAc7BMpCyk7KQspByk7KTspByk7KOso4yj7KSMo3yj7KTspHyjPKNso5yj/KSco9yj/KT8pNyj/KO8o7ykfKS8pCylfKR8pCylDKUspTylDKUMpTylHKU8paykHKUcpaykbKSspMyjbKRspMyjDKPMo+ykDKMMo+ykrKKcosyi/KTMouyi/KT8pOyiTKMso/yi7KT8otyi7KTspNyibKLcpvyljKaMpvylHKb8piyn3KUsp1yn3KXcpVynHKcMpDyk/KQ8pFyk/KT8pFykjKTspgynjKUMp2ynjKWMpWynzKVsp0ynzKXMpUynPKdspbyl3KS8peyl3KTcpOylPKZsojyi7KQ8okyi7KTspEyirKK8ooyi/KSMolyi/KT8pFyifKLcpRynfKUcp6ymfKV8paymbKbspoylvKa8poylfKaMpdykfKZ8ptykPKZso/ykXKNco/ykTKPMpFyljKSMpFyl/KQ8p8ymzKXMpcymDKbMppymDKYMppymLKbcpfyl/Kb8pvyl3KZspdykTKXcpJykTKVMpZyk7KS8ovykHKP8pLyjHKMco7yjfKR8paylzKSspZylzKTMpJylXKXso6yj7KQ8oyyj7KT8owyk/KTspJykTKR8opyi/KRsplymfKVcpkymfKV8pUymrKV8oGygrKFsoIygrKGsoYygjKGMoKygjKGMoaygfKGsoLygnKG8oNygnKGcodyg7KDModyhnKDcocwvJygnKPPLDMoTyv6yhLKEsr8coewv98sRyhHK/TKEcr/8oQyhDKH8oeyhvKH8oOyh7KH8oAyhnKHsoLyhvKHsoPygPKFMofwvUyhXKP/L/3KFMojyhbKCsoWyhbKCcoayhjKH8oHygTKHcoLyv+wvTyiDKFcohyiHKFcoiygTKIeVB5TDymDlAeUBZbAyWRms7FUmK5OVvcpi5QJlAeWucldZQJmrLKAcoMxV5ioHKG+VA5QBlLfKW2UA5bLyVrmsrFXWKpeVx8pd5a9ygfJXOaxcoFygHFYmUK6X7+Ws8r2cL2eVs8r5Mr5sL1eV9WV9uaq8L6PL6bK6nC6zy+qyuswut8vusrzcLrfL8rK6LC+Xy+qyulwuo8vnsry8Lq/L8vK8LC9blefledmqXFU+l81ledlcJpflZXmZXBaXxeVwWV4Ol8FleVleBpfHZXmZqmxVtipTla/KVGV6+ap8VaaXscr0cr2MVcYq18tZ5XG5XJaX7eV5uar8LsPL7jK8HC+7y+5yvCwvO8ve8rP8LHvL3/KyrCxvy9uysqwtK8vJsrasLSfL2XKyjCxny9kysnwsU8vWMrFsLV/LxDKxfC0Xy9cytlwsF8vY8rHMLHfLzXK37C03y82yt+wsT8vDcrVcLQ/LxvK0DC0Hy9BytBwsB8vR8q8cLUvLv/KvLC0Dy8CytCwsS8vUsrAsLFPLxDK2nC0fy9NysDwsb8vc8rLMLXfLy/Ky3C0zy7tyr8wr88q9so+cqTwjJyrPyk3kRORE5SYyInKlchSZEplSOYo8qRxVhiJPIk8qQ5EllaHKOLIksqQyrmwrP5EjlW1lGzkSWRIZU1lHvlTWlXPkS+RL5RzZUjlXniJbIlsqT5WlylHkSmWpshS5EtkS+VG5RnZEdlSukRmVa2UamRGZUZlGXlSmkTORF5EXkTORE5Vr5Eflp/IT+RE5EhlRuYmsqNxUdiIrIisqO5EbkRuVnciQyJDKTuUbmQ95D3kNeQ9ZD3kNeQ1ZD1kNGRA5DjkQORA5DlkQOQ5ZDlkQWRBZDnkQ+Q8ZDhkQGRAZDjkO2Q/5DfkP+Q/5DRkO2RC5DvkQ+RC5DtkO+Q3ZD9kN2Q3ZD7kN2Q+5D7kNuQ25D5kNuQ+ZD5kNmQ2ZD3kN+Q75DBkP+QwZDRkPGQ8ZDTkPGQ05DTkPOQ85DVkP2RC5ELkOOQ1ZDVkPWQ55DnkQeQ6ZDnkQeRCZDpkQmQ65DpkQmRC5DrkQmQzZDHkMeQzZDLkM2Qm5CXkJuQmZCXkJeQmZCVkJWQi5CDkIOQi5CNkHuQgZCNkH2QcZCLkHWQo5CnkJOQoZCnkJeQkZCvkJeQtZC3kJWQs5C3kJeQk5CxkL+QrZCnkJ2Qq5CnkJeQm5CpkK+Qu5C9kL2Qu5C3kJuQuZC3kJeQmZC3kLuQeZB9kHmQd5B9kH2Qd5B1kHOQYZBpkGGQb5BpkGmQb5BtkGWQj5B3kI+QcZB3kIeQgZB5kFGQbZBfkG2QVZBvkG+QZZBjkHGQi5CJkIuQj5CJkImQj5CNkI+Qg5CdkI2Qg5CRkJOQl5CRkJGQl5CVkJWQp5CXkKeQp5CZkKOQdZBlkHWQa5BlkHWQe5BtkH+QVZBrkFuQVZBtkF+QnZCXkJGQv5CnkJWQh5CLkIOQaZBnkGWQw5DNkLOQwZDNkL2QsZDPkLOQUZBVkFWQUZBXkFOQX5BBkF+QTZBBkFGQXZBLkEmU8mQfZA9kAmQRZB5kDeQP6TN5A1kP/kP1kD2U/+k0GQOZA5kEGQO5BBkEOQO5A7kEOQP5D55D6ZBDkEeQT5A3kEmQT5A/kDmQS5T35AdkCGQIZAdkCOQHZAvkCOQI5AvkCWQK5AvkC2QL5AzkC2QLZAzkDGQK5ApkC+QKZAnkC+QL5AnkCWQB5ARkAWQBZARkAOQF5AbkBWQFZAbkBOQDZAbkAmQG5ARkAmQCZARkAeQF5AZkBuQDZALkBuQC5APkBuQG5APkBOQBYjAyCHkQGQy8hh5DByGfmLXEYmI3+Rv8hkZC8yGXmM7EX2Io+Ru8hd5DEyGLmKrCdfkfXkPfmKfEXek7PIe7IVOYucRbYib5GtyFjkLfIWGYvMReYiY5G1yHnynYwn48l3sp0cJ8PJbDKc/CazyWzym9wmy8lxspscJ7PJbrKbzCavyXWymzwn18l0sptMJ1OR3WQ3mYosJ5fJZHKYTCaLyWFymCwmg8lnMpqcJqfJaLKaHCabyWUymPwlh8lh8phsJo/JaLKZbCajyWdyl7wle8le8pbMJWvJWTKWjCVnyVeyk8wkT8lMMpQ8JU/JULKVDCVTyVaylUwlV8lUspRcJVfJUnKULCU/yVFylPwkN8lP8pLcJDfJS7KSvCQnyUqykpwkI8lJ8pGMJCPJR7KRfCQXyUaykVwkE8lF8pBMJBPJQ7KQPCQHyUJykPwjC8lC8o8MJPPIO7KP7CPvyD2yFHmKnCPnyFNk3fjRmNGY0pgR+WlMaUyJ/ES+kW1kp7GjsSOy07gR2YlcGzcaNyLXyLSxInLTmNGYEbmJ/ETGjSWRocaSxpPIUGSo8SRy1HjR+NIY0RjR+NK40PjS2NK40LjQ2NKY0NjSuNKY0JjQuNLY0LjSGNPY0NjQGNM4E7lprIg8GysaJyLPyLNxovGhcSMybbxovIhMG18aGxpnGh8aHxpnIs/Gj8aUxpHGjsaQyLYxpLEkso1sG0si48aBxoLGesaCxoPGesZ6xoPGe8Z/xoDGecaAxoHGecZ5xoHGesZ3xnzGeMZ5xn7Gf8Z5xnjGfsZ4xnzGfsZ+xnzGfcZhxnPGYsZixnPGY8ZzxnTGY8ZjxnTGZMZ0xnXGZMZkxnXGdsZgxnLGYcZhxnLGc8ZfxnHGYMZgxnHGcsZcxm7GXcZdxm7GXsZuxm/GXsZexm/GX8ZvxnDGX8ZfxnDGccZkxnbGZcZlxnbGZsZrxmzGW8Zsxm3GW8Zbxm3GXMZpxljGaMZYxlfGaMZoxlfGZ8ZqxmvGWsZaxmvGW8Zcxm3GbsZaxlnGasZZxljGasZqxljGacZSxlTGVcZSxlXGU8ZTxlXGVsZQxlHGTsZOxlHGT8ZJxkvGTMZJxkzGSsZKxkzGTcZGxkjGRcZFxkjGR8Y/xkDGPcY9xkDGPsZAxkHGPsY+xkHGQsY+xkLGRMZExkLGQ8Y6xjjGOcY6xjnGO8Y7xjnGPMY3xjXGNsY2xjXGNMYxxi/GLsYuxi/GMMYvxjHGMsYyxjHGM8YsxiHGK8Yhxv7xivGKsX+sYuwf98cqxirG/XGKcX/MH6cYpxjzxyjG/PGHMYoxivGH8Ynxh3GH8YnxiXGHMYlxh/GGMYkxifGGsYjxhnGGsYixiHGG8X+cYYxh/B//xxjGIMYYxhrGIMYgxhrGI8YaxhzGI8YjxhzGJsYmxhzGHsYhxizGJcYlxizGLcYXxhbGFcYVxhbGFMYSxhPGEMYQxhPGEcYNxgzGD8YPxgzGDsYBxgLGAMYCxgPGAMYAxgPGBsZkY7Hx2HhsLDYOGxcYExgfGB8YExgnGBMYAxgnGCcYAxgvGAcYAxiXjQGMxcZl47Kx2JhsbGCMYAxgjGCsYAxgDGCsYLxg7DXmGneNvcZdY7Ax2Lhr/DWmGu/H8/F+XDWej+fjqjF9XDW2GtPH9LHVuD62Gl+N6+P6+GpsH+fH+vHWeGusH2uN9WP8WGusNcaPs8ZXY6yxfYw1zhrbx1lj/Ng+to/x4/vYPG6Pz+P22D0+j89j9xg9do/fY/QYPX6P0+P3GD5Oj9Nj+Fg9ho/jY/VYPY6P1+P1OD6Wj9tj85g9Zo/N4/J4PBaPyWPkODkejpNj5Xg4Ho6V4+WYOC6Oh+Pi+Dgejofj4xg5to6v4+H4OsaOh+PhGDvOjqdj6ng4po6r4+F4OK6OrWPoODoejqNj6Xg4Ho6l4+lYajw1Ho6nxrnxcDwc58a6MXPcHA/HzbFzPBwPx84xdKwb78bD8W7MGw/HwzFv3Bv3xr7xcOwb/8bD8XD8GwPHtHFt7DSujZvGTmOncdPYNm4aP41tY9v4aTwcP41v4+F4OL6NceOo8XAMNYYaD8e4cXgMHn/H4PFz/B1/x8+xd8wdG8fb8XZsHGvHxvFwrB1rx8NxVoxpPBNnGs/GNHEmcaYxbew0No654+eYO+6On+PnuDv2iiuJL4kziTOJL4kxjaPGUuPheDlmjofiSmJL4ktj4Dg4Ho6DY+F4OB6OhWOieJKYkliSeJBYkZiQWJF4kZiQmJB4kbiQeJGYkbiQuJCYkdiQmJG4kdiQ2JC4kfiQuJHYkfiQ+JDYkfiROJEYkjiSOJEYkRiSGJH4kBiSGJL4kPiR+I84kBiQGJA4kFiQGI94jziPOI94j1iP2I+4j3iPuI+Yj3iPeI+Yj1iPuI74jpiOmI74jtiOOI54jhiOGI54jliOeIo4iliKOIoYiliKWIoYiviJmIV4hdiFeIVYhdiF2IVYhfiE2Iv4i1iM+Is4jFiMWIw4jHiMuIaYhtiFmIZ4htiF2IV4hliGOIYYhtiFGIb4hdiF2IX4hbiFeIQYhbgvRiFOIe6L++IU4hDiFGIX4hDiEGIXYhHiE2ITYhdiE+ISYhdiF+ISYhJiLmIp4i7iLmIpYjBiKeIqYjBiMOIqYjHiKmIsYjFiMWIsYi/iLWItYiliLeIsYiliKeIs4iviK2IrYiliK2IqYiliKWIq4iniMWIyYjNiMuIyYjNiM+Iy4jPiDeIOYg7iDmIPYg5iDmIP4g9iD2K++IP4g5gv9ovXiNOI1YjViNOI0YjTiM2I0YjRiM2Iz4gziDGIL4gviDGILYiliJeIlYiViJeIk4iXiJGIk4iTiJGIj4iRiI2Ij4iPiI2Ii4iNiImIi4iLiImIh4iJiIWIh4iHiIWIg4iHiIOIgYiDiH+IgYiBiH+IfYh/iHuIfYh9iHuIeYh7iHeIeYh5iHeIdYh3iHOIdYh1iHOIcYhziG+IcYhxiG+IbYhviGuIbYhtiGuIXYjfiNuI3YjdiNuI2YjbiNOI2YjZiNOI14hHiPtiEGIQ4r74L+6LP4j/4r/4g9gv3iDmINYg5iDGINYg1iDGIM4gJiEWIXYhZiJeIpYibiFmIXYhliGOIXYh5iLeIpYiHiM2IxYjfiJ2IpYidiJuIpYiliJuImYiniCWIK4griCWIKYgjiB+IIYghiB+IHYgXiBWIGYgZiBWIG4gXiA2IFYgXiBOIDYgTiBGIDYgNiBGID4gHiAuIBYgFiAuICYgJhOPib/EY2Ix8Zf4Sywm9hIDEJOJwcRgYjLxlxhMHCYGIA4Tl4kBiAGIy8QBxHQxXswW48V6MVvMFuvFbzFcTCWui6nEeXFdXBfnxXdxXowlvovvYiyxldgtXovT4rVYLU6L02K1+CxWi+3is/gstovn4ro4LoaL4eK4uC2Oi93itrgtdovT4rN4LjaL52K52Cw2i+VitFgupovRYrSYLmaL92ItcV6cF2uJscRa4r14S7wXV4m3xFviKjGXuEp8JeYSX4mzxFxiLnGWuEscFn/FXfFX7BV3xV2xV8wVj8VhMVgMFofFXTFYLBaPxWIxWTwWj8VkcVmcFBvFQ7FRXBQPxUNxURwUF8VOcVAcFDvFSzFVXBVvxVXxVLwVb8VTcVZMFAvFPbFQDBT3xD0xUMwTD8VIcVKcFCPFTDFSrBQzxUyxUvwUX8VRMVYcFUvFWDFWLBVrxVIxVawVa8VU8VYcFC/FP/FSfBT/xD/xUewTH8VEsU/sExPFPbFS3BQ/xU1xVPwUP8VRMVQcFV/FUDFUfBVbxVPiKPFNHCXGiW/imxgntol14ikxlBhKPCW+iaHEUmKdWEqcE+vEOnFOvAsnCjMS08KMwo7ENDEt7EhcC18KWwpHCkcKWwo/ClsKTwo/Cj8KTwo7ClMKLwoXCi8KIwoXChcKIwoTEjuFIYmbwpDCjcRN4qZwI/EsXChsKEwpTClsKIwpbCh8KIwpjCl8KJwpfCicKJwpnCmcSEwTz8KNworCjsKMwo/CkcKSwpfCksKQwpfCl8KQwpXCkMRO4UrhSmIn8VN4UPhPWFD4T9hPWFBYUNhPOFDYT7hPOFC4T5hPOFA4UJhPGFCYTnhOGE94TlhOGE8YT1hO+E4YTzhPmE6YTjhPuE44T1hPuE5YT3hPuE64TnhP2E64SzhLmEs4SxhLmEuYSxhLeEsYS1hNeEt4S1hNeE14TBhNmEwYTThNmEyYTDhN2Ew4TdhN2EzYTNhNGE6YSnhK+Ep4SlhK+Er4SlhK2EqYTDhMeEx4TDhM+Es4TLhL+Ev4S7hLmEvYTBhO+EwYTjhO+Ez4TDhOuEw4TvhNuEy4TPhNWEy4ShhMGEsYSxhMWE0YTLhKWEu4SphKWEtYS5hK+Er4TbhNWEy4TZhNWExYTJhN2EuYSThJeEk4SRhJeEl4SRhJWEl4SdhJmEmYSdhJuEnYSRhKuEkYSjhKuEm4SThK+EkYSJhIOEiYSLhIOEg4SLhIWEi4SNhIWEjYSPhIWEhYSPhIeEi4RJhEmEWYRNhEmEWYRdhE2EX4RXhGOEY4RnhGmEZ4RvhGmEaYRvhGGEcYRVhGOEU4RVhGuEb4RBhGGEUYRRhGWEb4R3hH2Ed4R1hH2EfYR1hHuEdYRzhHuEe4RzhHmEe4RLhF+ET4RLhFGEaYRzhHGEcYRzhHmEa4RJhFuEU4RnhF+EV4RThF+EX4RThFWEU4RbhGWEVYRbhG2Ea4H/4Q9oc/hD2E/WF/2EOYH/aHQYT74X4YRPgfBhEWEf6HRYRHhP/hf3hEOES4QBhB+EAYQThB+ED4QDhBeEE4QXhCeEF4QXhCuEJYQZhB+EKYQRhC+EL4QhhCWEO4LEwWDhAmCwMIBwgHCAMICwgDCD8ICwgLCD8IOwg/CAMISwgDCBsISwhLCBsIUwgbCCsIUwhTCCsIXwhnCDcIVwhXCDcILwhvCEcIZwhnCEcINwgHCBMIl4XLwgTCA8IEwgXCA8IDwgXCB8IbwhbCEcIbwhzCFsIcwh3CFsIWwh3CGMJeYbAwVhgsLCYWHgvbw1thfBgf3grrw1vhrLA+rA9nha/C+fA+3BXeh63CXeGusFUYK0wV3grTw/TwVtgelofn4a3wPFwPb4W3wvXwPewVxgpzhbnCWGGtcD7cFb6H7+Gu8Fb4KlwV1oepwvLwVngsHBbGCoeFv8JYYazwV7gr7A7Dw+/wOwwPx8PssDrcDrfD6vA6jA6bw+lwOmwOn8PiMDk8Do/D5HA5HA5/w+AwOPwNe8PaMDe8DW/D3HA3fA1bw9gwNmwNZ8PXcDVsDVfD1LA1bA1Tw9PwMxwNQ8PQcDQsDQ/DwrAtLAwHw7awLRwMP4WjwsbwVNgYToanwlPhZJgZXoaV4V1YGUaGd+FdGBnWhZHhY1gX1oWPYanwMVwMS4WlwsUwVHgX7oWX4WW4F26GocLFMC5cDBPDuDAuTAzfwsTwMHwL38LDsC3sC9fCv3At3BT+hX/hpjAw3BR2CgPDwLBTOBh2Cj+Fg+FemBduhnnhXLgZboZzYWc4F54KO8PO8FSYCeYDbgTeA94DbgRmBEYEvgQ+BD4EvgQ2BL4EtgQ2BDYEtgQuBLYErgQuBC4ErgSmBJ4EJgSmBKYEJgQuBJYEHgSeBJ4EHgQmBF4UpoEVhWnhGVgRWFF4Bk4UnoEzgROBE4EzgTGBL4ERgTGBMYERgROBB4ElgQWBBYElgQOBJYEjgQOBA4EjgQGBI4EhgQGBAYEhgf+A/YAdgfuAHYEbgfuA+4AbgfmAIYEfgf+AH4Edgf+A/4Adgf2A8YD1gO+A74D1gPOA3YDhgL2A4YDjgL2AvYDjgOmAp4ClgLGApYCjgLGAsYCjgKGA24DZgL2A2YDVgL2AvYDVgNOA04DRgL2A0YDPgL2AvYDPgM2A64DngL2A54DlgL2AvYDlgN+ArYCrgLGAq4CpgLGAsYCpgKeAm4CZgLGAmYCXgLGAsYCXgJWAk4CRgLGAkYCPgLGAsYCPgI2AoYCfgLGAn4CdgLGAsYCdgJuAyYDDgMGAw4DFgMGAwYDFgL2AxYDLgL2AvYDLgN2Ah4CFgImAhYCDgImAiYCDgIGAyYDBgNeA14DBgO2AhwQAvAC6ALoAuAC4ALYAtgC0ALQAsgCyALAAsACuAK4ArACsAKoAqACmAKYApACkAKIAogCgAKAAngCeAJwAmgCYAJgAlgCWAJQAlACSAJIAkACQAI4AjgCMAIwAigCKAIgAiACGAIYAhACEAIIAfgB8AHoAeAB4AHYAdgB0AHQAcgByAKYATAGQAgAFAAfABuAJQBOAGoBZWaayS2WWyiiVTSqLVAap7FGZozJHZY3KGpUxKmNUtqhsUZmiMkRlh8oOlRkqI1Q2qCxQGaAyQGV/yvyU9SnrU8anjE/ZnrI9ZXrK9JTlKctThqcMT9mdsjtldsrslNUpq1NGp4xO2ZyyOWVyyuSUxSmLUwanzE1Zm7I1ZWrK1JSlKTtTZqaMTNmYsjBlYMrAlH0p61LGpUxLWZayLGVYyq6UWSmzUlalrEoZlTIqZVPKopRBKXNS1qRsSZmSMiVlScqOlBkpK1JGpIxI2ZCyIWVCyoSUBSkLUgakDEjZj7IfZT7KfJT1KOtRxqOMR9mOsh1lOsp0lOUoy1GGowxH2Y2yG2U2ymyU1SibUSajLEYZjDIYZS/KXpS5KHNR1qKsRRmLMhVlKcpQlJ0oO1FmosxEWYmyEmUkykaUiSgTURaiLEQZiDIQZf+yf5m/zF/WL+uX8cv4ZR/KPpR5KPNQ1qGsQxmHMg5lG8o2lGko01CWoexCmYWyCmUUyiiUTSibUCahTEJZhLIIZRDKIJQ9KGtQxqBMQVmCsgNlBsoIlA0oC1AGoIysbKwsrAyszKusq4yrbKtsq0yrTKssqyyrDKsMq+yq7KrMqsyqrKqsqmxfti/Tl+HL7mX1MnoZVZm8DF72LmuXscvUZemyc5m5jFw2LguXgcu8Zd0ybtm2bFumLdOWZcuyZdgya1m1jFo2LZuWScukZdGyaBm0DFr2LHuWOcucZc2yZhmzjFm2LFuWKcuUZcmyY5mxrFhGLCOWDcuGZcIyYVmw7FfmK+OV7cpyZVNlUWVQZbcyW5lTWVMZrWxGhonsElklMkpkksgikUEie0T2iMwRmSOyRmSNyBiRMSJbRLaITBGZIrJEZInIEJEhIjtEdojMEJkhskJkhcgIkQkiC0T2h8wPGR+yPWR5yPCQ2SGrQzaHTA4ZHLI3ZG3I2JCpIUtDdobMDBkZsjFkYcjAkHkh60K2hUwLGRayK2RVyKiQSSGLQgaF7AnZEzInZE7ImpA1IWNCxoRsCdkSMiVkSsiSkCUhQ0KGhOwI2REyI2RGyIqQFSEjQkaEbAjZEDIhZELIgpAFIQNCBoTsB9kPMh9kPsh6kPUg40HGg2wH2Q4yHWQ6yHKQ5SDDQWaDrAbZDDIZZDDIXpC1IGNBxoJsBVkKMhRkJshKkI0gE0EGguxP1ifjk30g80DmgawDWQcyDmQayDKQXSCzQEaBbAJZBDIIZA7IGpAtIFNAhoDsAFkBMgJkAsgCkJWRkZGJkYWRfZF5kXGRbZFlkWGRWZFVkenJ8mR3MjsZnWxOJieLk73J3GRssjVZmgxNZiYrk5XJyGRksjFZmAxM5iXrkm3JtGRYsitZlYxKJiWLkj3JnGRMsiVZkgxJZiQrkg3JhGRAsh9Zj4xHpiPLkUmRRZHhyG5kT2ROZDUy2limMUxjlsYqjVUaozRGaWzSWKQxSGOOxhqNLRpTNIZo7NBYoTFCY4LGAo39GfMzxmdsz1ieMTxjdsbqjM0ZkzMGZ+zNWJsxNmNrxtSMqRlLM5ZmDM0YmrEzY2fGzIyZGSszVmaMzBiZsTFjY8bEjIkZCzMWZgzMGJixL2NfxryMeRnrMtZljMsYl7EtY1vGtIxpGcsylmUMyxiWsStjV8asjFkZqzJWZYzKGJWxKWNRxqCMORlrMrZkTMkYkrEjY0XGiIwJGQsy9mPMx5iPsR5jO8Z0jOEYuzFWY4zGGI2xGWMzxmSMwRh7MfZizMWYi7EWYy3GWIyxGFsxtmJMxRiKsRNjJ8ZMjJkYKzE2YkzEmIixEGMhxkCMgRj7j/3H/GP+sf5Yf4w/xh/7MPZhzMOYh7EOYx3GOIxpGMswlmEMwxiGsQtjF8YsjFkYqzBWYYzCGIWxCWMTxiSMSRiLMBZhDMIYhLEHYw7GGow1GGMwxmBswViCMQRjCMYOjB0YMzBWYIzAGIGxAWMDxgSMARgrGyMbGxsbGxMbExsLG/sa8xrzGusa6xrjGuMa2xrTGssayxrDGsMauxqrGtuP6cfyY/kx/Bh+7D5WH6OP0cfmY/MxqjH5WHwsPgYfg4+9x9pj7LH1mHpMPZYeS4+hx8xj5bHyGHmMPDYeE4+Fx8Jj4DHw2HesO8Yd245px7Rj2bHsGHbMOlYdm45Jx6BjzzHnWHOsOcYcY44tx5ZjyjHlWHIsOYYcQ44dx45jxjHjWHGsOEYcI44Nx4ZjwjHhWHAsOAYcA479xn5jvjHfWG+sN8Yb443txnZjujHdWG4sNzY1NjUmNSY1FjUGNYYbw43dxm5jtjHb2NPY05jTmNNY01jTWG2sNkYbo43NxmZimcQyiWESwyR2SeySmCUxS2KVxCqJURKjJDZJbJKYJDFJYpHEIolBEoMk9kjskZgjMUdijcQaiTESYyS2SGyRmCIxRWKJxBKJIRJDJHZI7JCYITFDYoXECokREiMkNkhskJggMUFigcT+iPkR4yO2RyyPGB4xO2J1xOaIyRGDI/ZGrI0YGzE1YmnE0oihETMjVkZsjJgYMTBiX8S6iHER2yKmRUyLWBaxLGJYxKyIVRGbIiZFTIpYFLEoYlDEnIg1EVsipkQsiRgSMSRiR8SOiBkRIyI2RCyIGBAxH2I9xHiI7RDbIaZDTIdYDrEbYjbEaIjNEIshBkPMhVgLsRViKsRQiJ0QKyFGQkyEWAixv5hfjC/2QayDGAexDWIaxDSIZRDLIIZBzIJYBbEJYhLEIIg9EHMg1kCsgRgDMQZiC8QSiCEQMyBWQGyAmAAxAWIBxAKIARAjExsTCxMDE/sS8xLzEusS6xLjEtMSyxK7ErMS24vpxfBid7G6GF2MSkwuBhd7i7XF2GJqsbTYWcwsRhYbi4XFwGJesa7YVkwrhhW7ilXFqGJSsajYU8wpxhRbiiXFkGJGsaLYUEwoBhT7ifXEeGI6sZzYlJiUmJRYlFiUGJTYTcwm9iTmJOYk1iTWJFYTm4VlCrsUZimMUtiksElhksIkhUUKexTmKKxRGKMwRmGLwhaFKQpDFHYorFAYobBBYYLCBIUFCgsUBijMT1ifsD1hesL0hOUJuxNmJ4xO2JywOGFwwt6EuQlzE9YmrE0YmzA2YWvC1oSpCVMTliYsTRiaMDRhZ8LOhJkJMxNWJqxMGJkwMmFjwsaEiQkTExYmLEwYmDAwYV/CvoR5CfMS1iWsSxiXMC5hW8K2hGkJ0xKWJSxLGJYwLGFXwqqEUQmTEhYl7EmYkzAmYUvCkoQhCTMSViSMSNiQsCFhQsKEhAUJCxIGJAxI2I+wH2E+wnyE9QjrEcYjjEfYjrAdYTrCdITlCMsRhiPMRliNsBlhMsJghL0IaxHGIkxFWIqwE2EmwkiEjQgLEQYizB/WD+OHfQj7EOYhzENYh7AOYRzCOIRtCNsQpiFMQ1iGsAxhGMIwhF0IuxBmIcxCWIWwCmEUwiiETQibECYhTEJYhLAIYRDCIIQ9CHsQ5iDMQViDsAZhDMIYhC0IWxCmIExBWIKwBGEIwhCEHQg7EGYgzEBYgbACYQTCCIQNCBsQJiBMQFiAsABhAMIAhJWFlYWRhYmFhYWBhX2FfYV5hXmFdYV1hXGFcYVthW2FaYVphWWFXYVZhe3D9GH5MHwYPuwedg+zh9nD6mH1MHoYPWweNg+jCqMKk4fBw95h7TB22DpMHaYOS4elw9Bh5zBzmDmsHFYOI4eRw8Zh4TBwmDesG7YN04Zhw65h1TBqmDQsGgYNe4Y9w5xhzrBmWDOMGcYMW4Ytw5RhyrBkWDIMGYYMO4Ydw4xhxrBiWDGMGCYMC4b9wnxhvLBdWC5sKiwqDCrsFmYLcwprCqOFzcAwgV0CqwRGCUwSWCSwR2COwBiBLQJLBIYIzBBYIbBBYILAAIH9AesDxgdMD1gesDtgdsDogM0BiwMGB8wNWBuwNWBqwNSApQFLA4YGDA3YGbAzYGbAzICVASsDRgaMDNgYsDFgYsDEgIUBCwMGBswLWBewLWBawLCAXQGrAkYFTApYFLAnYE7AmIAtAUsChgTMCFgRsCFgQsCAgP0A6wHGA0wHWA6wG2A2wGiAzQCLAQYDzAVYC7AVYCrAUICdACsBRgJMBFgIsD+YH4wP9gGsAxgHMA1gGcAugFkAowA2ASwCGAQwB2ANwBaAKQBDAHYArAAYATABYAHAysDIwMTAwsC+wLzAuMC2wLLAsMCswKrA9GB5sDuYHYwONgeTg8XB3mBuMDbYGiwNhgYzg5XBxmBiMDDYF6wLxgXTgmXBrmBWMCrYFCwKBgVzgjXBlmBKMCTYEawIRgQTggXBfmA+MB7YDiwHNgUWBQYFdgOzgTmBNYHRwGZfmL4ufVX6ovQl6SvS16MvR1+MvhZ9JfpC9GXoq9DXoC9BX4C+/nz1+eLzpecrz9edLztfdL7mfMX5gvPl5qvN15ovNV9ovs58lfki8yXmK8zXly8vX1y+tnxl+cLyZeWryteULylfUL6efDX5YvKl5CvJ15EvI19EvoZ8BfkC8uXjq8fXji8dXzi+bnzV+KLxJeMrxteLLxdfLL5WfKX4QvFl4qvE14gvEV8gvv5f/S/+l4evDl8bvjR8Yfi68FXhi8KXhK8IXw++HHwx+FrwleALwZeBrwJfA74EfAH4Kvsa+xL7Avv6+ur64vrS+sr6uvqy+tp/6b/wX/ev+hf9i+pL/gX/en+1v9hf6q/01/nL/GX+Kn+Vv8hf5K/x1/hL/CX+Cn+Fv8Bf4K/v1/fL++X96n51v7hf2q/s1/XL+kX9mn5Fv6Bfzq/mV/OL+cX8Wn4tv5Rfyq/kV/IL+YX8On4dv4xfxq/iV/GL+EX8Gn4Nv4Rfwq/gV/AL+AX8+n39vnxfvq/eV++L98X72n3tvnRfuq/cV+5r6mvqS+pL6ivqK+oL6gvqC/dl+3r6evpy+nL6avpq+qp91b5oX7Sv2dfMK5NXJi9MXpi8Lnld8rLkZcmrklclL0pelLwmeU3ykuQlySuSVyQvSF6QvB55NfJi5MXIa5HXIi9FXoq8Enkl8kLkhcjrkNchL0NehrwKeRXyIuRFyGuQ1yAvQV6CvAJ5BfIC5AXI64/XHy8/Xn68+nj18eLjxcdrj9ceLz1eerzyeOXxwuOFx+uO1x0vO152vOp41fGi40XHa47XHC85XnK84ni98XLj5carjVcbLzZebLzWeK3xUuOlxiuNVxovNF5ovM54lfEi40XGa4zXGC8xXmK8wniF8QLjBcbri9cXLy9eXry6eHXx4uLFxWuL1xYvLV5avLJ4XfGy4lXFi4oXFa8pXlO8pHhJ8Yri9cTLiVcTLyZeTLyWeC3xUuKlxCuJ1xEvI15FvIh4EfEa4jXES4iXEK8gXkG8gHgB8frh1cOLh9cOLx1eOrxyeOXwwuGFw+uG1w0vG142vGp41fCi4UXDa4bXDC8ZXjK8YnjF8ILhBcPrhdcLLxdeLrxaeK3wUuGVwguFFwqvE14nvEx4mfAq4VXCi4QXCa8RXiO8RHiJ8Arh9ffye/W9+F58rw9eH7w8eHnw6uDVwYuDFwevDV4bvDR4afDK4HXBy4JXBS8KXhS8JnhN8JLgJcErglcELwheELweeD3wcuDlwKuBVwMvBl4MvBZ4LfBS4KXAK4FXAi8EXgi8DngV8CLgNcBLgJcArwBeAbwAeAHwKvMq8yLzIvMa8wrzAvP68vLy8vLq8ury4vLi8try2vLS8tLyyvK68rLyqvLae+299F56r7xX3gvvhfe6e9297F50r7nX3IvKi8pL7iX3invFveBecK+319vL7eX2anu1vdhebK+119pL7aX2SnulvdBeaK+z19nL7GX2KnuVvcheZK+x19hL7CX2CnuFvcBeYK+v19fL6+X16npxvbZeWy+tl9Yr65X1wnphva5eVy+rl9Wr6jX1knpFvaBeUK+n19PL6eX0ano1vZheTK+l19JL6aX0SnodvYxeRS+iF9Fr6DX0EnoJvYJeQS+gF9Dr5/Xz8nn5vHpeOy+dV85rymvKS8pLyivKK8oLygvKC+eF87p53bxsXk5eTV5NXjWvmhfNi+Y185p1ZerK1IWpC1PXpa5LXZa6LHVV6qrURamLUtekrkldkrokdUXqitQFqQtS16OuR12Ouhx1Nepq1MWoi1HXoq5FXYq6FHUl6krUhagLUdehrkNdhroMdRXqKtRFqItQ16CuQV2CugR1BeoK1AWoC1DXn64/XX66/HT16erTxaeLT9eerj1derr0dOXpytOFp+tOl50uO111uup00emi0zWna06XnC45XXG63nS56WrTxaaLTdearjVdarrUdKXpStOFpgtN15muMl1kusZ0iekS0xWmK0wXmC4wXV+6vnR56fLS1aVrS5eWrixdWLqwdF3putJlpctKV5WuKl1Uuqh0Tema0iWlS0pXlK4oXVC6oHQ96XrS5aTLSVeTriZdTLqYdC3pStKFpOtIl5EuI11Fuop0Eeki0jWka0iXkC4hXUG6gnQB6QLS9aOrRxePrh1dOrp0dOXoytGFowtH142uG102umx01eiq0UWji0bXjK4YXTC6XnS56HLR1aKrRReLLhZdK7pWdKnoUtGVoitFF4ouFF0nuk50megy0VWiq0QXiS4SXSO6RnSJ6BLRFaLr3+Xv6nfxu/hdH7o+dHno8tDVoatDF4cuDl0bujJ0Yeiy0FWha0KXhC4IXQ+6GnQx6FLQlaDrQJeBLgJdA7oCdAHoIusa6wrrAuvy6urq2urS6sLquuqq6tp35bvwXfauehe9a94176LqouqSd8m74l3xLngXvOvd9e5yd7m72l3tLnYXu2vdte5Sd6m70l3nLnMXuWvcFe4Cd3m7ul3bLm0XtuvaVe2idkm7ol3PLmcXs2vZlexCdhm7il3ErmHXsEvYJewKdgW7gF3Arl/Xr8vX5evqdfW6eF28rl3XrkvXpevKdeW6prqiuqC6bl22Lqeupi5a14wLE9clrkpclLgkcUXiesTliIsR1yKuRFyIuAxxFeIixDWIaxCXIC5BXIG4AnEB4gLE9YfrD5cfLj9cfbj6cPHh4sO1h2sPlx4uPVx5uPJw4eGyw1WHaw6XHC44XG+42nCx4VLDlYYrDRcarjNcZrjMcJXhKsNFhosM1xiuMVxiuMRwheH6wuWFqwsXFy4uXFu4tnBp4dLClYXrCpcVripcVLiocE3hmsIlhUsKVxSuKFxQuKBwPeF6wuWEywlXE64mXEy4lHAl4TrCZYSLCNcQLiFcQbiCcAHhAsL1g+sHlw8uH1w9uHpw8eDiwbWDaweXDi4dXDm4bnDZ4KrBRYOLBtcMrhlcMrhgcL3gasHFgksFVwquE1wmuEhwjeASwRWCKwQXCC4QXH+uP5efy8/V5+pz8bn4XB+4PnB54OLAtYErAxcGLgxcF7gqcFHgmsAlgUsCVwSuCFwQuCBwPeB6wOWAiwHXAq4FXAq4EHAd4DLAVYCrABcBLgJcA7gGcAngEsAVgCsAFwAuAFxlXGVcZFxkXGNcY1xiXGJcYVxhXGBcYFxfXF9cXlxeXF1cXVxcXFpcWVxZXFhcWFxXXFdcVlxWXFVcVVx7rj2XngvPdeeqc9G5qLjkXHCuN1ebi82l5kpznbnMXGSuMVeYC8z15fJyebm6XF0uLheXa8u15dJyabmyXFkuLBeW68pV5aJySbmiXE8uJ5eTq8nV5GJyLbmUXEquJFeSC8mF5DpyHbmMXEauIleRi8hF5BpyDbmEXEKuIFeQC8gF5Ppx/bh8XD6uHlePi8fF49px7bh0XDquHFeOa4prikuKS4oriiuKC4oLigvHheO6cd24bFw2rieuJy4nLieuJq4mrhpXjYvGReOacc22Mm1l2sK0hWnr0palrUpblbYobVHamrQ1aUvSlqStSFuRtiBtQdp6tPVoy9GWo61GW422GG0x2lq0tWhL0ZairURbibYQbSHaOrR1aMvQlqGtQluFtghtEdoatDVoS9CWoK1AW4G2AG0B2vqz9WfLz5afrT5bfbb4bPHZ2rO1Z0vPlp6tPFt5tvBs4dm6s3Vny86Wna06W3W26GzJ2Yqz9WbLzRabrTVbabbQbJnZKrM1ZkvMVpgtMFtgtr5sfdnysuVlq8tWly0uW1y2tmxt2dKypWUry1aWLSxbWLaubF3ZsrJlZavKVpUtKltUtqZsTdmSsiVlK8pWlC0oW1C2nmw92XKy5WSryVaTLSZbTLaWbC3ZUrKlZCvJ1pEtI1tEtoZsBdkCsuVjq8fWji0dWzq2cmzd2LKxRWNrxlaMLRhbLrZabK3YUrGFYuvE1oktE1smtkpsjdgSsQVi67/V3+JvedjqsLVhS8MWhq0LWxW2KGxJ2Iqw9WDLwRaDrQVbCbYQbBnYKrA1YEvAFoCtsq2xLbEtsK2vra4tri2ura2trC2sLautqi39Vn7rvmXfom/Nt+Rb8a33lnuLvbXeSm+ht8xb5a3xlngLvPXd6m5xt7Zb2i3tVnYru4Xdwm5dt65b1i3rVnWrukXdom5Nt6Jb0C3nVnNruaXcQm4dt4pbxC3hVnDrt+Xb4m3ttnJbU1tRW1Bbty3bltNW0xZta6aFSeuSViUtSlqStCJpPdJypMVIa5FWIi1EWoa0CmkN0hKkBUjrj1YfLT5aerTyaN3RsqNFR2uOVhwtOFputNpordFSo6VGK43WGS0zWmS0xmiF0QKj5UWri9YWLS1aWLSuaFXRoqIlRSuK1hMtJ1pMtJZoJdFComVEq4jWEC0hWkC0fmj10OKhpUMrh9YNLRtaNrRqaNXQoqElQyuG1gstF1ostFZopdBCoWVCq4TWCC0RWiK0Qmj9tfxafK0PWh20OGhp0MqgdUHLghYFrQlaEbQgaDnQaqC1QEuBFgKtA1oFtAhoCdAKoFWmRaYlphWm9aXlpcWltaWVpYWlZaVVpaXXymvdtexadK25llwrrvXWcmuxtdZaaS20llmrrDXWEmuBtb5aXS2ullYrq3XVsmpZtapaUy2pFlTrqfXUcmoxtZZaSy2lVlILqYXUOmodtYxaRq2iVlGLqEXUGmoNtYRaQq2gVlALqAXU+mn9tHxaPq2eVk+Lp8XT2mnttHRaOq2cVk5rSmtKS0pLSitKK0oLSgtKC6eF07pp3bRsWjatJ60nLSctJ60mrSatmlZNi6ZF05ppzbIyZWXKwpSFKetS1qUsS1mWsiplVcqilEUpa1LWpCxJWZKyImVFyoKUBSnrUdajLEdZjrIaZTXKYpTFKGtR1qIsRVmKshJlJcpClIUo61DWoSxDWYayCmUVyiKURShrUNagLEFZgrICZQXKApQFKOtP1p8sP1l+svpk9cnik8Una0/Wniw9WXqy8mTlycKThSfrTtadLDtZdrLqZNXJopNFJ2tO1pwsOVlysuJkxcmCkwUn603Wmyw3WW6y2mS1yWKTxSZrTdaaLDVZarLSZKXJQpOFJutM1pksM1lmsspkjckSkyUmK0xWmCwwWV6yumR1yeKSxSVrS9aWLC1ZWrKyZGXJwpKFJetK1pUsK1lWsqpkVcmikkUla0rWlCwpWVKyomRFyYKSBSXrSdaTLCdZTrKaZDXJYpLFJGtJ1pIsJVlKspJkJclCkoUk60jWkSwjWUSyhmQNyRKSJSQrSFaQLCBZPrJ6ZO3I0pGlIytHVo4sHFk2smpk1ciikSUjK0ZWjCwYWTCyXmS9yHKR5SKrRVaLLBZZLLJWZK3IUpGlIitFVoosFFkosk5kncgykWUiq0RWiSwSWSSyRmSNyBKRJSIrRNY/y5/Fz/qQ9SHLQ5aHrA5ZHbI4ZGnIypCVIQtDloWsClkVsihkUciakDUhS0IWhKwHWQ2yGGQxyFqQlSALQZaBrAJZA7IEZAHIKssayxLLAsv6yurK4srSysrKysrCyrLKqsrSZ+Wz7ln2LHtWPWueRZVFlSXPkmfFs+JZ8Cx3VjurncXOUmels9JZ6Cx01jnrnGXOImeNs8JZ4Cxw1jfrm+XN8mZ1s7pZ3Cxu1jZrm6XN0mZls7JZ2Cxs1jXrmmXNsmZVs6pZ1Cxq1jRrmiXNkmZFs6JZ0CxnVjOrmcXMUmYls5JZyCxk1jGrmEXMEmYFs4JZwCxg1i/rl+XL4mXtsnZZuixdVi4rlzWVNZUllSWVFZUVlQWVBZWFy8Jl3bJuWbYsW9ZT1lOWU5ZTVlNWU1Ytq5ZFy6JlzbJmWJmwMmFhwsKEdQnrEpYlLEtYlbAqYVHCooQ1CWsSliQsSViRsCJhQcJyhNUIqxEWIyxGWIuwFGElwkqEhQgLEdYhrENYhrAMYRXCKoRFCIsQ1iCsQViCsARhBcIKhAUICxDWH6w/WH6w/GD1weqDxQeLD9YerD1YerD0YOXByoOFBwsP1h2sO1h2sOxg1cGqg0UHiw7WHKw5WHKw5GDFwYqDBQcLDtYbrDdYbrDcYLXBaoPFBosN1hqsNVhqsNRgpcFKg4UGCw3WGawzWGawzGCVwSqDRQaLDNYYrDFYYrDEYIXBCoMFBgsM1hesL1hesLxgdcHqgsUFiwvWFqwtWFqwtGBlwcqChQULC9YVrCtYVrCsYFXBqoJFBYsK1hSsKVhSsKRgRcGKggUFCwrWE6wnWE6wnGA1wWqCxQSLCdYSrCVYSrCUYCXBSoKFBAsJ1hGsI1hGsIxgFcEqgkUEiwjWEKwhWEKwhGAFwQqCBQQLCNYPrB9YPrB8YPXA6oHFA4sH1g6sHVg6sHRg5cDKgYUDywZWDawaWDSwZGDFwIqBBQPLBVYLrBVYKrBQYJ3AKoFFAksEVgisP5Yfi4/1AcsDVgesDlgcsDhgbcDagKUBSwNWBqwLWBawKGBNwJKAFQErAhYELAhYD7AeYDnAcoDVAKsBFgMsBlgLsBZgKcBSgJUAKwEWAiwEWAewDmAZwDKAVQCrABYBLAJYA7AGYAnAEoAVACsAFgAsAFhlWGVYZFhkWGNYY1hiWGJYYVhhWGBYYFhfWF9YXlheWF1YXVhcWFxYW1hbWFpYWlhZWFlYWFhYWFdYV1hWWHssPVYeC4+Fx7pj3bHsWHasOlYdi45Fx5pjzbGosKiw5FhyrDhWHAuOBcd6Y72x3FhsrDVWGguNZcYqY42xxFhgrC9WF4uLpcXKYl2xrFhUrClWFAuK9cRyYjmxmlhNLCYWE2uJtcRSYimxklhHLCMWEWuIJcQKYgWxgFhArB/WD8uH5cPqYfWweFg8rB3WDkuHNYUlhQWFhcO6YdmwbFhPWE9YTlhOWE1YTVg1rBoWDYuGNbvCdHXpqtIVpStJV5GuHl05umJ0tegq0RWiK0NXha4GXQm6AnT156rPFZ8rPVd5ru5c2bmiczXnKs4VnKs3V26u3Fy1uWpzxeaKzdWaKzVXaa7SXKG5QnN15urMlZkrMldjrsJcgbnyctXlasuVlissV1euqlxRuZJyFeXqyZWTKyZXS66SXCG5MnJV5GrIlZArIFc/rnpc8bjScZXj6saVjSsaVzOuYlzBuHJx1eJqxZWKKxRXJ65KXJG4EnEV4up/5b/iX3246nDF4UrDVYYrDFcXri5cWbiycFXhqsIVhSsKVxOuJlxJuJJwFeEqwhWEKwdXDa4WXCm4QnB14KrAFYErAVcBrsquyK7ErsKuvq68rriutq6yrrCurK6qrvRX+av7lf2KfjW/kl/Fr95X7iv21foqfYW+Ml+Vr8pX5Cvy1fhqfCW+El+Fr8JX4Cvw1ffqe+W98l51r7pX3Cvu1fZqe6W90l5lr7JX2Cvs1fXqemW9sl5Vr6pX1Cvq1fRqeiW9kl5Fr6JX0Cvo1fPqeeW8cl41r5pXzCvm1fIqeYW8Ml4Vr4hXw6vhlfBKeBW8Cl4Br4BXv6veFe9Kd5W7yl1NXUVdQV3drmxXT1dOV05XTVdNV7Wr2hXtinY1u5pZZbLKZIXJypJVJatJVpKsJFlFsnpk5ciKkdUiq0RWiKwMWRWyKmRFyIqQ1SCrQVaCrARZBbIKZAXICpDVH6s/Vn6s/Fj1sepjxceKj9Ueqz1Weqz0WOWxymOFxwqP1R2rOlZ0rOZYybGSYxXHKo4VHCs4Vm+s3li5sWJjtcYqjRUaKzNWZazGWImxAmP1xaqLFRcrLVZZrK5YWbGiYjXFKooVFCsnVk2sllgpsUJidcSqiBURKyFWQayAWP2w+mHlw8qHVQ+rHlY8rHhY7bDKYYXDyoZVDasZVjKsYFi9sGphxcJKhVUKqxNWJqxIWI2wCmEFwspv1bf6YOXBqoMVBysOVhusNlhpsNJglcEqgxUGKwxWF6wuWFmwsmBVwaqCFQUrClYTrCZYSbCSYBXBKoIVBCsIVg+sHlg5sHJg1cCqgRUDKwZWC6wWWCmwUmCVwCqBFQIrBFYHrA5YGbAyYFXAioDVAKsBVgKsBFgFsApgBcAKgFWZVZkVmRWZ1ZjVmJWYlZhVmFWYFZgVmNWX1ZeVl5WXVZdVlxWXFZfVltWWlZaVllWWVZYVlhWW1ZXVlZWVlZVVlVWV1d5qb6W30lvlrfBWd6u7ld3KblW3qlvRrehWc6u5FZUVlZXcSm4Vt4pbwa3gVm+rt5Xbym3Vtmpbsa3YVmurtZXaSm2Vtkpboa3QVmers5XZymxVtipbka3IVmOrsZXYSmwVtgJbfa2+Vl4rr1XXqmvFteJaba22VlorrVXWKmuFtcJaXa2uVlYrq1XVqmpFtaJaTa2mVlIrqVXUKmoFtYJaPa2eVk4rp1XTqmnFtGJaLa2WVkorpVXSKmmFtDpaGa2MVkWrohXRimg1tBpaCa2EVkGroBXQCmj1s/pZ+ax8Vj2rnhXPime1s9pZ6ax0VjmrnNWU1ZSVlJWUVZRVlBWUFZQVzgpndbO6WdmsbFZPVk9WTlZOVk1WNSuaFc1qZjWrylSVqQpTFaaqS1WXqixVWaqqVFWpilIVpapJVZOqJFVJqopUFakKUhWkqkdVj6ocVTmqalTVqIpRFaOqRVWLqhRVKapKVJWoClEVoqpDVYeqDFUZqipUVaiKUNWgKkFVgqoCVQWqAlQFqOpP1Z8qP1V+qvpU9aniU8Wnak/Vnio9VXqq8lTlqcJThafqTtWdKjtVdqrqVNWpolNFp2pO1ZwqOVVyquJUxamCUwWn6k3Vmyo3VW6q2lS1qWJTxaZqTZWaqjRVaarQVKGpOlN1pspMlZmqMlVlqshUkakaUzWmSkyVmKowVWGqwFSBqfpS9aXKS5WXqi5VXaq4VHGp2lK1pUpLlZaqLFVZqrBUYam6UnWlykqVlaoqVVWqqFRRqZpSNaVKSpWUqihVUaqgVEGpelL1pMpJlZOqJlVNqphUMalaUrWkSklVkiokVUiqjlQdqTJSZaSqSFWRKiJVRKqGVA2pElIlpCpIVZAqIFVAqn5U/ajyUeWjqkdVjyoeVTyqdlTtqNJRpaMqR1WOKhxVOKpuVN2oslFlo6pGVY0qGlU0qmZUzaiSUSWjKkbViyoXVSyqVlSlqEJRZaKqRNWIKhFVIapAVIGo+lf9q/xV/qp+Vb+KX+WhqkMVh6oNVRuqNFRpqMpQlaEKQxWGqgtVF6osVFmoqlBVoYpClYSqCFUQqh5UPahyUOWgqkFVgyoGVQyqFlQlqEJQZaCqQNWAKgFVAKrKqsaqxKrEqsKqwKq+qr6qvKq8qrqquqq4qriqtqq2qrSqtKqyqrKqsKqsqqqq9FX5qnwVvspeVa+iV82r5lVUVVRV8ip5VbwKXvWuele5q9xV7ap2FbtKXZWuSlehq8xV5apxlbgKXPWt6lZxq7RV2aprlbWKWjXVrXVqnVqX1qV1aB1ad9addWadWVfWlXVkHVk31o11Yp1YF9aFdWAdWPfVfXVenVfX1XV1XB1Xt9VtdVqdVpfVZXVYHVZ31V11Vp1VV9VVdVQdVTfVTXVSnVQX1UV1UB1U99Q9dU6dU9fMBcoBygHK/cn9yfnJ+cn1yfXJ8cnxye3J7cnpyenJ5cnlyeHJ4cndyd3J2cnZydXJ1cnRydHJzcnNycnJycnFycXJwcnByb3Jvcm5ybnJtcm1ybHJscmtya3JqcmpyaXJpcmhyaHJncmdyZnJuci1yK3IqciRyI3IiciFyIXIgciByP1z/5w/58/1c/0cP8fPfch9yHnIech1yHXIcchxyG3IbchpyGnIZchlyGHIYchdyF3IWchZyFXIVchRyFHITchNyEnISchFyEXIQci5c+3cOqfOkXPjnDgXzoVz4Bw49819c96cN9fNdXPcHDe3zW1z2pw2l81lc9gcNnfNXXPWnDVXzVVz1Bw1N81Nc9KcNBfNRXPQHDT3zD1zzpwz18w1c8ypQVOCpgRNBZoKNAVoCtDUn6k/U36m/Ez1meozxWeKz9SeqT1Teqb0TOWZyjOFZwrP1J2pO1N2puxM1ZmqM0Vnis7UnKk5U3Km5EzFmYozBWcKztSbqTdTbqbcTLWZajPFZorN1JqpNVNqptRMpZlKM4VmCs3UmakzU2amykyRmSIzNWZqzJSYKTFTYabCTIGZAjP1ZerLlJcpL1NdprpMcZniMrVlasuUliktU1mmskxhmcIydWXqypSVKStTVaaqTFGZojI1ZWrKlJQpKVNRpqJMQZmCMvVk6smUkyknU02mmkwxmWIytWRqyZSSKSVTSaaSTCGZgjD1YKrBFIMpBVMJpgZMCZgCMFU2NTYlNgU29TWlNZU1lTWFNYU1dTV1NWU1ZTVVNVU1NaWfyk/lp/BT+Kn71H3KPmWfmqJPzafmU1RTVFPyKflUfCo+BZ+CT72n3lPuKfdUe6o9xZ5iT62n1lPqqfQUego9dZ46T5mnzFPlqfIUeYo8NZ4aT4mnxFPhqfAUeAo89Z36TnmnvFPdqe4Ud4o7tZ3aTmmntFPZqewUdgo7dZ26TlmnrFPVqeoUdYo6NZ2aTkmnpFPRKejUc+o55ZxyTjWnmlPMKebUcmo5pZxSTiWnklPIKeTUceo4ZZwyThWnilPEKeLUcGo4JZwSTgWnglPAKeDUb+o35ZvyTfWmelO8Kd7Ubmo3pZvSTeWmclNTU1JTUVNRU1BTUFO4KdzUbeo2ZZuyTT1NPU05TTlNNU01TdWmalO0KdrUbGomlUkqkxQmKUxSl6QuSVmSsiRVSaqSFCUpSlKTpCZJSZKSJBVJKpIUJClIUo+kHkk5knIk1UiKkdQiqUVSiqQUSSWSSiSFSAqR1CGpQ1KGpAxJFZIqJEVIipDUIKlBUoKkBEkFkgokBUgKkNQfqT9SfqT8SPWR6iPFR4qP1B6pPVJ6pPRI5ZHKI4VHCo/UHak7Unak7EjVkaojRUdqjpQcKTlScaTiSMGRgiP1RuqNlBspN1JtpNpIsZFiI7VGao2UGik1Ummk0kihkUIjdUbqjJQZKTNSZaTKSJGRIiM1RmqMlBgpMVJhpMJIgZECI/VF6ouUFykvUl2kukhxkeIitUVKi1QWqSxSWKSwSF2RuiJlRcqKVBWpKlJUpKhITZGaIiVFSopUFKkoUlCkoEg9kXoi5UTKiVQTqSZSTKSYSC2RWiKlREqJVBKpJFJIpJBIHZE6ImVEyohUEakiUkSkiEgNkRoiJUQqiBQQKSBSP6R+SPmQ8iHVQ6qHFA8pHlI7pHZI6ZDSIZVDKocUDikcUjekbkjZkLIhVUOqhhQNKRpSM6RmSMmQkiEVQyqGFAwpGFIvpF5IuZByIdVCqoUUCykWUiukVkipkFIhlUIqhRQKKRRSJ6ROSJmQMiFVQqqEFAkpElIjpEZIiZASIRVCKoQUCCkQUn+pv5Rfyi/Vl+pL8aX4Uh+kPkh5kPIg1UGqgxQHKQ5SG6Q2SGmQ0iCVQSqDFAYpDFIXpC5IWZCyIFVBqoIUBSkKUhOkJkhJkJIgFUEqghQEKQhSD6QeSDmQciDVQKqBFAOpBVIKpBRIJZBKIIVACoHUAakDUgakDEgVkCogRUCKgNQAqQFSAqQESAWQCiAFQAqAVJlUmRSZFJnUmNSYlJiUmFSYVJgUmBSY1JfUl5SXlJdUl1SXFJcUl9SW1JaUlpSWVJYUltSV1JWUlZSVVJVUldReai+ll9JL5aXyUngpu1Rdqi5Fl6JLzaWopORScqm4VFwKLgWXeku9pdxSbqm2VFuKLcWWWkutpdRSaqm0VFoKLYWWOkudpcxSZSmyFFlqLDWWEkuJpcJSYSmw1FfKK+WV6kp1pbhSXKmt1FZKK6WVykplpbBSWKmr1FXKKmWVqkpVpahSVKmp1FRKKiWVikpFpaBSTqmmFFNqKbWUUkoppZJSSSmkFFLqKHWUMkoRpYZSQymhVFAKKAWU+kn9pHxSPqmeVE+KJ8WT2knlpKakpKSipKKkoKSgpHBSOKmb1E3KJmWTepJ6knKScpJqkmqSqknVpGhSNKmZ1CwqU1SmKExRmKIuRV2KshRVKYpSFKWoSVGToiRFSYqKFBUpClLUoyhHUY6iGkU1imIUxShqUdSiKEVRiqISRSWKQhSFKOpQ1KEoQ1GGogpFFYoiFEUoalDUoChBUYKiAkX9ifIT5SeqT1SfKD5Re6L0ROmJyhOVJwpPFJ6oO1F3ouxE2YmqE1Unik6UnKg4UXGi4ETBiXoT5SaqTVSbKDZRbKLWRK2JUhOlJipNVJooNFFoos5ElYkiE0UmakyUmKgwUWGiwESBifoS9SXKS5SXqC5RXaK4RHGJ2hK1JUpLlJaoLFFZorBEYYm6EnUlykqUlagqUVSipkRNiZISJSUqSlSUKChRUKKeRDmJahLVJIpJFJOoJVFLopREKYlKEpUkCkkUkqgjUUeijEQZiSoSVSSKSBSRqCFRQ6KERAmJChIVJApIFJCoH1E9onhE7YjSEaUjKkdUjigcUTiibkTdiLIRZSOqRtSMKBlRMqJiRMGIehH1IspFlIuoFlEtolhEsYhaEbUiSkUUiqgTUSaiSkSViCIRRSJqRNSIKBFRIqJCRIWIAhEFIuof9Y/yR/mj+lH9KH4UP+pD1IcoD1EeojpEcYjaELUhSkOUhqgMURmiMERhiLoQZSGqQlSFKApRFKImRE2IkhAlISpCVIQoCFEQoh5EPYhyEOUgqkFUgygGUQyiFkQtiFIQpSAqQVSCKARRBqIKRBWIIhA1IEpAlICoAFEBogBEAYgqiyqLIosiixqLGosSiwKL+or6ivKK6oriiuKK2oraitKK0orKisqKworCirqKuoqyitpH6aP0UfkofNQ96h5lj7JH1aPqUfQoetQ8ah5FFUUVJY+SR8Wj4lHwKHjUO+od5Y5yR7Wj2lHsKHbUOkodlY5KR6Gj0FHnqHOUOcocVY4iR42jxlHiKHFUOCocBY4CR32jvlHeKG9UN6obxY3iRm2jtlHaKG1UNiobhY3CRl2jrlHWKGtUNWoaJY2KRkGjoFHPqGeUM8oZ1YxqRjGjmFHLqGQUMgoZdYwyRhWjilHEKGLUMGoYJYwSRgWjglHAKF9UL4oXtYvaRemidFG5qFzUVNRUlFSUVFRUVFQUVBRUFC4KF3WLukXZomxRT1FPUU5RTlFNUbUoWhQtahY1g8oElQkKExQmqEtQlqAqQVWCogRFCWoS1CQoSVCSoCJBRYKCBAUJ6hHUIyhHUI6gGkE1gmIExQhqEdQiKEVQiqASQR2CMgRlCKoQFCGoQVCDoARBCYIKBBUIChAUIKg/UH+g/ED5geoDtQdKD5QeqDxQeaDwQN2BsgNlB6oOVB0oOlB0oOZAzYGSAyUHKg5UHCg4UG6g2kC1gWIDxQZqDZQaqDRQaaDQQKGBOgN1BsoMlBmoMlBloMhAkYEaAzUGSgyUGKgwUGGgwECBgfoC9QXKC5QXqC5QXaC4QG2B0gKlBSoLVBYoLFBYoK5AXYGyAlUFigoUFagpUFOgpEBJgYoCFQUKChQUqCdQT6CcQDmBagLVBIoJFBOoJVBLoJRAKYFKApUECgkUEqgjUEegjEARgRoCJQQqCFQQKCBQQKB+QP2A8gHlA6oHVA8oHlA6oHJA5YDCAXUDygaUDagaUDWgaEDRgJoBNQNKBpQMqBhQL6BcQLWAYgHFAmoF1AooFVAqoFJApYBCAYUC6gTUCSgTUCagSkCVgCIBRQJqBNQIKBFQIqBCQIWAAgEFAuoP5YfqQ/Wh+FB8qA9QH6A8QHmA6gDFAWoD1AYoDVAaoDJAZYDCAIUB6gLUBSgLUBagKkBVgKIARQFqAtQEKAlQEqAiQEWAggAFAeoBVAMoBlAMoBZALYBSAJUACgEUAqgDUAegDEAZgCoAVQCKABQBqAFQA6AEQAGAKoMqgyKDIoMagxqDErP5sPWw9bDxsPGw7bDtsOmw6bDlsOWw4bDhsN2w3bDZsNmw1bDVsNGw0bDNsM2wybDJsMWwxbDBsMGwvbC9sLmwubC1sLWwsbCxsK2wrbCpsKmwpbClsKGwmbCVsI2wibCFsIGwgbD9bX+b3+a39W19G9/Gt32wfbB5sHmwdbB1sHGwcbBtsG2wabBpsGWwZbBhsGGwXbBdsFmwWbBVsFWwUbBRsE2wTbBJsEmwRbBFsEGwQbA9sD2wObA5sDWwNbAxsDGwLbAtsCmwiW1h29fmtXFtW1vWhrVNbVKb1GaD2p62p81pc9qatqaNaWPabEpb0pa0IW1I29F2tBltRlvRVrQRbUTb0Da0CW1CW9AWtAFtQNvP9rP5bD5bz9az8Ww8286ms+VsOduUbcomZZOyRdmibFA2KBvOhrPdbDebzWazPdmebE42J1uTrclWs9VsNBvNNrPNnjI9ZXrC9ITp6dLTpSdLT5aeKj1VeqL0ROlp0tOkJ0lPkp4iPUV6gvT06MnRk6OnRk+Nnhg9MXpa9LToSdGToqdET4meED0hejr0dOjJ0JOhp0JPhZ4IPRF6GvQ06EnQk6CnQE+BngA9AXr68/Tnyc+Tn6c+T32e+DzxedrztOdJz5OepzxPeZ7wPOF5uvNk56nOU50nOk90nuY8zXmS8yTnKc5TnCc4T3Ce3jy9eXLz5OapzVObJzZPbJ7WPK15UvOk5inNU5onNE9ons48nXky82TmqcxTmScyT2SexjyNeRLzJOYpzFOYJzBPYJ6+PH158vLU5YnLE5enLU9bnrQ8aXnK8pTlCcsTlqcrT1eerDxZearyVOWJyhOVpylPU56kPEl5ivIU5QnKE5SnJ09Pnpw8OXlq8tTkickTk6clT0uelDwpeUrylOQJyROSpyNPR56MPBl5KvJE5GnI05AnIU9CnoI8BXkC8gTk6cfTjycfTz6eejz1eOLxxONpx9OOJx1POp5yPOV4wvGE4+nG040nG082nmo81Xii8UTjacbTjCcZTzKeYjzFeILxBOPpxdOLJxdPLp5aPLV4YvG04knFk4qnFE8pnlA8oXg68XTiycSTiacSTyWeSDyReBrxNOJJxJOIpxBPIZ5APIF4+j/9n/xP/qf+U/+J/8R/+vD04cnDk4enDk8dnjg8cXja8LThScOThqcMTxmeMDxheLrwZOGpwlOFJwpPFJ4mPE14kvAk4SnCU4QnCE8Qnh48PXhy8OTgqcFTgycGTwyeFjwteFLwpOApwVOCJwRPCJ4OPB14MvBk4KnAU4EnAk8EngY8DXgS8CTgKcBTgCcATwCeyp7KnsieyJ7GnsaexJ7EnsKewp7AnsCevp6+nryevJ66nrqeuJ64nraetp60nrSesp6ynrCesJ6unq6erJ6snqqeqp72T/sn/ZP+Kf+Uf8I/4Z/uT/cn+5P9qf5Uf6I/0Z/mT/MnqieqJ/mT/Cn+FH+CP8Gf3k/vJ/eT+6n91H5iP7Gf1k/qp/RT+gn9hH46P52fzE/mp/JT+Yn8RH4aP42fxE/ip/BT+An8BH76Pn2fvE/ep+5T94n7xH3aPm2ftE/ap+xT9gn7hH26Pl2frE/Wp+pT9Yn6RH2aPk2fpE/RJ+gT9On59HxyPjmfmk/NJ+YT82n5tHxSPiGfjk/HJ+OT8an4RHwaPg2fhE/Cp+BT8An4BHz6Pf2efE++p95T74n3xHvaPe2edE+6p9xT7mnqaepJ6inqCeoJ6gn3hHu6Pd2ebE+2p6enpyenp6an2lPtifZEe5o9zZwyOWVywuSEyemS0yUnS06WnCo5VXKi5ETJaZLTJCdJTpKcIjlFcoLk5MipkRMjp0VOi5wUOSlySuSUyAmREyKnQ06HnAw5EXIa5DTISZBTICdAToCc/jj9cfLj5Mepj1MfJz5OfJz2OOVxwuN0x8mOkx2nOk51nOg40XGa4zTHSY6THKc4TnGc4DjBcXrj9MbJjZMbpzZObZzYOLFxWuO0xkmNkxqnNE5onM44nXEy42TGqYxTGScyTmScxjiNcRLjFMYJjBMYpy9OX5y8OHlx6uLUxYmLExenLU5bnLQ4aXHK4pTFCYsTFqcrTlecrDhZcariVMWJihMVpylOUZygOEFxeuL0xMmJUxMnJk5MnJY4LXFS4qTEKYlTEickTkicjjgdcTLiRMRpiNMQJyFOQpyCOAFx+uH0w8mHkw+nHk49nHg48XDa4bTDSYeTDqccTjecbDjZcKrhRMNphtMMJxlOMpxiOMVwguEEw+mF0wsnF04unFo4tXBi4cTCaYXTCicVTiqcUjilcELhhMLphJMJpxJOJZxIOJFwGuE0wkmEkwinEE4hnEA4/Z38Tn6nvlPfie/Ed/rg9MHJg5MHpw5OHZw4OHFw2uC0wUmDkwanDE4ZnDA4YXC64HTByYKTBacKThOcJDhFcILgBMHpgdMDJwdODpwaODVwYuDEwGmBUwInBE4InA44GXAq4FTAiYATAacBTgOcBDgJcArgFMAJgBOZ05iTmFOYU5gTmBOY05fTl5OXk5dTl1OXE5cTl9OW05aTlpOWU5ZTlhOWE5bTldOVk5WTlVOV095J76R3yjvlnfBOeKe7093J7mR3qjvRneZOcycqJyonuZPcKe4Ud4I7wZ3eTm8nt5Pbqe3UdmI7sZ3WTmsntZPaKe2UdkI7oZ3OTmUnshPZaewkdgo7hZ3ATmCnr9PXyevkdeo6dZ24TlynrVPWCeuEdbo6WZ2qTlUnqhPVaeo0dZI6SZ2iTlEnqBPU6enUdGI6MZ2WTkqnpFPSCemEdDo6HZ2MTkanolPRiehEdBo6DZ2ETkKnoFPQCegEdPo5/Zx8Tj6nnlPPiee0c9I56ZxyTjmnKacpJyknKacopygnKCec083p5mRzsjk9OT05OTk5OTU5NTnVnGpONCea08xp1pSpKVMTpiZMTZeaLjVZarLUVKmpUhOlJklNkZogNT1qetTkqMlRU6OmRk2Mmhg1LWpa1KSoCVHToaZDTYaaCjURaiLUNKhpUJOgJkFNgZoCNQFqAtT0p6lPE5+mPU16mvQ05WnK04SnCU/TnaY7TXaa7DTVaarTRKeJTtOcpjlNcprkNMVpitMEpwlO05umN01umto0sWli07SmaU2TmiY1TWma0jShaULTdKbJTFOZpjJNZJrINI1pGtMkpklMU5imME1gmsA0fWn60uSlyUtTl6YuTVyauDRtadrSpKVJS1OWpitNVpqsNFVpotI0pWlKk5QmKU1RmqI0QWmC0vSk6UmTkyYnTU2aljQpaVLSlKQpSROSpiNNRpqMNBVpKtJEpIlI05CmIU1CmoQ0BWkK0gSkyUdTj6YeTTyaeDTtaNLRlKMpRxOOJhxNN5puNNlostFUo6lGE40mGk0zmmY0yWiS0RSjKUYTjCYYTS+aXjS5aHLR1KKpRROLphVNKppUNKVoStGEoglF04mmE00mmkw0lWgi0TSiaUSTiCYRTSGaQjSBaALR9G/6N/mb/E39pn4Tv4nf9KHpQ5OHJg9NHZo6NHFo4tC0oWlDk4YmDU0Zmi40WWiq0EShiULThKYJTRKaJDRFaIrQBKEJQtODpgZNDJoYNC1oUtCUoClBE4ImBE0Hmg40GWgy0FSgqUATgSYBTQGaADSVNZU1kTWRNY01jTWJNYk1hTWFNYE1gTV9NX01eTV5NXU1dTVxNXE1bTVtNWk1aTVlNWE1XTVdNVk1WTVVNVU17Zv2TfomfVO+Cd90b7o32ZvsTfWmehO9id40b5o3UTVRNcmb5E3xpngTvAne9G56N7mb3E3tpnYTu0ndlG5KN6Gb0E3nJnNTuancRG4iN42bxk1N4aambhO3idu0bdo2aZu0TdmZg1mD2YKZghmC2YGZgVmBWYEZgRmB2YDZgJmAmYBZgFmAGYAZgFnZrGxGNiObjc3GZmIzsVnYLGwGNvOadc22ZlozrNnVrGq2n+Vn+Nl4Jp6FZ+AZePadfWfemXfWnXVn3Bl3tp1tZ9qZdpadZWfYGXY2s86qs+lMOoPOnrPmjDlTzpKz48w4I86Gs+AM+B/yN/JP8jfyV/JP8k/yV/Jv8lfyd/Jv8m/yd/KP8nfyn/KP8o/yn/Kv8p/yv/Kv8q/yv/LP8r/y1/LP8s/y1/Lv8tfy9/Lv8u/y9/In8/fyD/Mn8yfzD/NP8zfz5/L/8ufyx/L/8v/yx/Lf8sfyp/Lf8t/yp/K38qfyh/K38rfyh/KX8ofyZ/KX8pfyZ/J/8mfyR/J/8n/yR/Jf8kfyF/Jf8l/yF/I/8hfy3/E/8j/y3/En8t/xz/En8ifyz/H/8c/xv/H/8f/xv/Hv8b/xt/Hv8e/xt/Hn8bfxx/Hn8efxx/H38cfx1/H38ffx1/EP8tfxB/IP8g/yB/Iv8gfyH/Iv8i/yH/JP8g/zH/NP8x/zP/NP80/zP/N38z/zV/N383fzV/OH81fzb/OH84fzb/OX82/zZ/OX85fzZ/OP82fzR/OP84/zR/N/80fzL/N/83/zL/Nf8y/zF/Nf81/zF/M38xfzB/M38zfzB/Pn8i/xJ/EX8SfxN/EX8RfxN/FH8X/xh/Fv8YfxjxHjT+Mf4z/jT+NP4z/jX+O/4t/ir+Lf4i/ir+Kv4i/ij+Jf4i/if+Iv4j/if+J/4j/in+Kf4j/iL+O/4s/i3+LP4u/i3+Lf4u/i/+L/4c//a/jz//2/hr+Gf//v/1v4Y/iH+GP4//8h/iH+/z+If4L/gv+G/4J/gwZ/CH8Ifwn/DX8Jfwr/Df8Nfwp/C/8Pfw1/D38N/wx/D38P/wx/Dv8M/wt/Dn8O/wv/Dv8L/wr/Dv8O/wr/CX8Mfw3/////1/D3/yP8H/wn/Cf8H/w7/An8A/wN/A38A/wR/AP8H/wR/BH8H/wV/Af8C/wB/Av8D/wB/AH8D/w3/Af8AfwF/AH8A/wF/AX8A/wJ/A/8E/w3/EP8N/wt/CP8Hfwf/B38Gfwf/B/8GfwV/PX/+//qf//b7X+qf9Yf6z//Y/3z+T/8n//T//A//E//y/9i/7F/2X/sHxb2B/tX/a2s/ld/q//+f/W/+u//+v/67/6j/+5/PP5P/+P/+j/9T//rf/z//Wf/0X/2X/1H/9F/9X/9B/t3/cv+Zf+u//zf9d/6z//z/9Y/65/+4//tP/5/9W//2/+rP9Wf7O/1L/t7/b/+Zf+y/9df7I/+w//v//sP/8v/V3+tP9lf68/1J/uT/bn+Xv/vv/tn/rv/7Z/5Z/63f+3/+W/+l//m3/lf/pd/5x/61/6vf+b/+q/+mX/mv/qX/rl/7x/79/7Bf+wf+wf/z3/wP/w//8//8H/8F//Nf/Kf/Df/y3/z//wv/8v/83/8p/6x/+kf+1/+p//pf/mH/p//5T/6X/6Z/+g/+mf+pX/m3/z//r9/81/8p/6tf+zf+s/+sX/sP/vn/n3/3j/37/15/9w/9+f9d//iX/hX/oV/4F/5V/6B/9wf+P/9c//c//f3/XP/3V/qL/Xf/af+yL/yb/wr/8S/8W/8E//DP/Ef/A//w3/wr/sj/8m/8p/8H//Kv/J//Bf/ND+mv5Mf03/2d/o7/Wf/pj/U//aP+t/+T/+of9T/6V/zR/rT/JD+ND8iPyQ/JD8ivyP/Jb8lfyK/JT8lfyJ/Ij8lvyR/I/8iPyL/Ir8iPyI/Ir8iP6N/09/2d/o7/W3/qL/tj/tH/aP+uD+U/5I/kT+TP9E/yp/Jn+kf9a/5G/kR+R/5EfkT+R/5H/kT+SX5Gfkd+RH5I/kn/Wn+Sf5Kf9qf5q/kx+QH4/fi1+L34ufi1+LX4ufiz+I/40/j1+JP40fj1+LX4kfjN+MP4x/j1+If4y/j1+LX4i/jP+M34yfj1+In4xfj1+LX4hfjB+Pf4u/i1+Lv4v/i1+LX4v/iD+O/4q/i1+Kv4p/i1+LX4p/ij+J34ofi1+KH4pfi1+LX4pfip+J/4m/i1+Jv4mfi1+LX4mfid+LP4r/i1+J/4tfij+Kn4rfi1+K34sfi1+LX4sfi3+I/4k/iX+JP4kfiX+Jf4kfiL+IH4u/h9+Hv4d/h9+H34d/hz+En4lfiF+IX4lfi/+Gv4Zfhf+GX4Y/hf+F/4Y/hh+GP4Z/hh+GH4Z/hp+HH4Vfiv+FX4ofhv+G/4Yfhp+Ev4h/iX+Jf4h/i9+Ef4g/i9+H34Q/iB+Kv4X/ht+F/4ffht+G34ffhz+E/4l/iN+Jf4lfiN+I34lfiJ+LH4dfhV+LX4efhV+JX4ufh/+E/4S/h/+Av4R/h/+D/4B/hD+H3+0H4W/hB+EX4W/hb+EX4Sfgz+C/4Lfgv+DH4Lfgt+DH4Nfg1+D34Lfg9+Pl+C34Lfr6/hb+Dn4O/7+/7Ofj/fg7+D/6//+//4A/hz+C34N/gt+Dn4N/g3+Dn4O/gV+FP4XfhT+E/4Xfhd+E/4f/gR+F34Tfhd+Fv4TfhN+Fv4Sfh5/v9/hZ+FP4Vfhf+FX4Wfhd+F34WfhV+A34CfgF+Av4CfgF+Af4C/gN+Af4E/gH+Af4Efgl+A34BfgR+Af4GfgR+BP4GfgV+B/4G/gf+B/4Gfgj+Bv4Kfgh+CP4K/gj+Cn4K/gj+CH4K/gn+A/4EfgF+B34G/gZ+Bv4F/gb+Bv4FfgV+Lf+W38q/5efyW/mt/Fz+Ln+Zf8wfwD/mB/MH8Afwg/nD/GD+K3+YP8x/5ffyi/kD+L/8AfxW/i//l9/K3+Wv8mP5934sf5Z/79/7s/xW/iy/lt/KL+Yn8wfwk/kB+AP4A/gB+Mv8eb/ef/ff/Xo/3g/3l/1oP9pf9ov9Zf/XL/aL/V//1g/3y/1lf9kv97/9cv/c//a//XN/3W/1I/1SP9Jv9Ev9Ur/R//Qb/UT/0//0E/1MP9Ev9DP9TL/Qr/QL/UO/0q/0D/1L/9Bf9C/9S3/Rf/TX/W3/2//2t/1q/9J/9Dv9R3/S7/Q7/Ul/1J/0Q/1Rf9QP9Vf9UD/VX/VX/VQ/1k/1a/1YP9av9W/9Wr/Xv/Vv/V6/2H/2p/1xf9yf9lP50/61n8pP5V/76f613+2n++l+t9/ud/vbfrvf7m/76/6yf+z/+uN+tv/sZ/vN/rP/7Df7yX6zP+wn+8n+sB/sD/u7frAf7O/6uf6u/+rn+rn+qz/rv/qn/qw/65/6rf6pv+m3+q3+ph/pj/I7+Wl+J//MT/PT/LM+Jv+sb6mPqY+pb6lPqW+pH6lPqU+pH6kPqR+p36gPqQ+p36jPqN+oj6jPqM+oj6ifqI+oT6ifqJ+oT6hfqE+oD6hfqF+oD6iPx8/z+/xQfp8f6IfyQ/mB/ik/0B/0T/mn/EF/zh/0//w5f87/80v5f/6eX8ov5e/5cf6ef+fH+XH+nf/Jv/NH+Z/8T/4oP63vqD+pL6k/qX+pL6kvqX+pX6l/yV/rV+pX8tf6mfw1/62fqZ/Jf/M3+W9+nb/J3+TX+W1+nZ/nt/ltfp4fql+oj6cfqI+nb6cfqB+ob6fvp2+nT6fvp++nT6e/p0+nL6e/p7+nL6efpy+nH6efp5+nH6evpx+nP6evp6+nP6fPpz+nX6fPp1+nf6fPp8+nf6f/p3+n36f/p/+n36c/qN+nL6g/qD+oL6hvqC+of6hvqG+of6ivqH+ov6ivqK+ov6jvqL+o/6jvqO+o/6g/qa+h76HPoc+h76HP73vo+/v8Pr/v74Po+/si+iD6IPoi+iT6Ivom+iT6JPom+ij6Jvoq+ij6KPoq+iz6Kvov+iz6LPov+jD6L/oz+jD6MPoz+jH6M/o0+jH6Mfo0+i76NPoy+i76Lvoy+iv6Mvot+iv6K/ot+if6Lfop+if6J/op+iP6Kfol+iP6I/ol+v9+iX6I/r//74fof+iH6Pf7H/of+v3+hn6/36G/ob+h36F/od+hn6F/oX+hn6E/oZ+hX6E/oT+hX6H/oF+hH6H/oP+gH6G/oB+h36C/oL+g36B/oN+gn6B/oH+gn6AfoJ+gX6AfoB+gX6Bf1i/QF9Av65f1BfQB9AX0CfQB9AH0CfQH9An0DfQH9Af0DfQR9A30FfQR9BH0FfQZ9BX0HfQZ9Bn0HfQh9B30JfQh9CH0JfQp9CX0LfQp9Cn0LfQx9C30NfQx9DH0NfQ58BfxG/EZ8RvxKfEZ8RnxKfV3fEr8S/1df8e/1J/xMfEl9XN8SXxI/Vw/x4fE98OHxFfE98P3w1fEH9Sv6mf1x/pZfa7+WH+sz9Xv4k/iV+rz+JX6tT6vz+vX+k78RPw4fEN8Q/w4/D/8OHw2/D/8P3w2/D18Nnw0/D38PXw0fDt8NHwyfDt8O3wy/Dl8Mnww/Dn8OXwwfCx8QXw4/EH8QXw4fD98RPxC/D78QnxA/D78PnxA/Dd8QHw+/Df8N3w+/Dt8LHwq/Dp8Knwn/Dr8OnwnfD18J/w2fD18Pfw2fDj8L/wnfDF8MfwnfDP8J3w8fDN8M3w8/Dz8L/wt/Cf8LXwt/Cf8J3wtfCt9Z1/Z7/aVfWO/2+/2jf2nvrEv7D/1n/rC/o+/hI+DD4UPhY+DP4WPg/+EP4U/hf+Eb6Wf7DP73j6z/+x7+97+sx/lS+Ff4ePhX+F34ePh4+F34dPhd+GP4dPh0+GP4Z/h8+D/4B/h/+AD4R/hH+ED4RfhA+EL4RfhF+EL4QfpJ/ve/q3v7V/7t/6tf+1P+Vn4TvhV+FX4TvhR+E74NvhR+FH4Nvg5+Fn4XPhO+Fz4XvhO+E74Xvhh+GH4ZfhO+GX4afhO+E74afht+E74TPg2+Ez4RPg2+Db4RPg9+C74Ovg0+Dr4Q/g0+DT4Q/g3+EP4Sfg3+Df4SfhP+t9+uB/vh/vkfrwf75P78H67v+6X++u+ul/ul/vqvrmv7rP75r65z+67+UX4QfhG+EH4PvhG+Eb4Pvg7+tE+te/tU/vYvrfv7WP7Wv4Ifgm+DH4Jvgu+DL4Mvgs+jX62X+13+9W+tN/td/vSvpMfg2+CX4Nvgk+CX4Nfg0+CP4NPgi+CP4M/gy+C/6Kf7p/78/657+3P+/O+tx/vj/tU/W6fqs/td/vdPref5aPgn+D/+Sf4Kfh//p+fgg+Cn4Kvgg+CD4Kvgs+in+7b+/f+vW/va/Xt/Xxfq6/Vz/e/+vn+vv/V/+rv+2H9fb+qH9YP61f1x/pYfau+WN+qr++L9cX6+j5YX9/H98H6YH1836vf1d/qk/W3+lh9sj5ZH6svxk/Ef8Q/xH/En8Q/xD/En9Tn8RHx+/Ad8fv0dXxHfEd9HT8S3ww/D18NXw0/D98NPw8/EN8N3w0/EF8OPxCfEF8OXw6fEH9RH9qf6i/7y/5U/9if6kP1j/1jH6o/7EP1m/rD/rDf1Pf1m/q0vq/v69P4lvrNPrIv1Uf2iX2pvlSf2I/qE/vAflQ/qg/sO/HX8O/wz/DP8O/w6fRz/R4fEx9Tv8fP1O/1g/xM/Ez9YN/WD/aLfVvf1i/2k/2n/q8/68/6v/6OH6mv41viW+rr+r7+VB/ax/WhfWsf18f1rf1t/6mP63f73T6uv+1L9W/9Zr/Zv/WnfXif3Hf33X1y39wv98X9dr/dF/fffXEf3H/3331wX94H97l9eV/e5/ap+DX4Nvgx+DH4Nvg9+Eb4O/hI+Dv4OPhI+Ej4OPhL+Ef4Svg8+Dz4Svg5+Er4Tfg5+Dn4TfhR+Cv4Ifgt+C34Ifgw+CH4I/gw+DD4I/gy+vG+t//tf/vevpaPgv/nr+Cv4P/5Ifgv+CL4LPgs+CL4IPiH+HH4ifhr+G/4d/hP+FL4ePpefXy/zl/EZ8SX0yfrj/W7+sA+r+/EF8TXw4fDx8Kvw5/TT/ZvfVs/3Z/37fwnfBz8G/1xH92n6qP79D5Vn6pP79f79P5Vv96v96/6XnwCfAF8PV/PF8DH8wXwAfDxfDwfAN/OB8An49v5dj4Zn84n44vx6Xw6X4xPxRfjg/Gp+FR8MH6cD8b34sf5cb4X/8334nPx3/w3n4vf5nPxt/htfpu/xWfzt/hdfDafze/iu/ld/C++m+/mf/Hh/C9+GB/Oh/PD+HJ+GH+ML+fL+WP8OX+MX8af8+f8Mn6dX8YPwK/z6/wA/Ds/AH8A/86/8wfw8/wB/AL8PD/PL8Df8wvwDfD3/D3fAL+Kb4B/gF/Fr+If4FvxD/AT8K34VvwEfCx+Av4CPhYfi7+Ar8VfwFfA1+Jr8RXws/gK+Aj4WfwsPgL+Fb+JT+NH8Wn8Gj+KH8Wv8aH4Nb4TH4oPxXfiS/Gd+Da+FF+Kb+Pr+DY+jq/j6/g4fo+P4/P4PX6Pz+MH+Tw+kB/kB/lAfpEP5BP5RX6RT+Qn+UV+ko/kJ/lNPpKP5Df5TH6TL+Uz+Uy+lA/lS/lWPpQP5Vv5VL6Vr+VT+VS+ln/la/lg/pV/5YP5Wz6YX+Zv+Vt+mX/mb/lnvpd/5qf5Xr6Xn+aH+Wn+mh/mh/lr/pi/5qv5Y/6Yr+aL+Wo+mi/mi/lo/peP5pv5X/6Xb+Zz+Tm+kO/j+/hCvpF/4//4OX6O/+ML+T/+jb/j3/hP/B1/x3/iT/Gf+E38Kf4Uv4kfxTfzyXwun8zv8rl8Lr/Lz/K7fCw/y8/ysfwqH8uf8qv8Kn/Kj/Kn/Cc/yo/yn3wn/8lf8p18J3/JV/KX/CNfyVfyj3wj/8gf8o18I3/I91UZq4hVxSpilbCqWFWsElYBq5ZVzSpkVbPqWYWsQlY9q6JV0CpnVbTKWcWsilZFq5hVyipela9qWOWr0lUNq4ZVuqpg1a+qVzWs6lXtqoZVw6pdFa9qWFWs+lX9qopVwCplFbIqWlWsQlYZq6BV0SppVbHqWIWsOlYlq5BVyKpk1XLfZ59nz2fPZ59nj2efZ19nj2ePZ19nT2dfZx9nT2dPZx9nD2cfZ+9mD2cPZ+9mv2bvZq9mv2a/Zq9mb2avZn9mb2ZvZn9mT2Z/Zo9mT2ZPZo9mX2aPZs9mX2ZfZs9mn2bPZv9mn2afZv9m32b/Zj9n32bfZj9nL2c/Z39nL2cvZ39nb2d/Z79nb2dvZ79nr2e/Z/9nr2evZ/9n72f/Zz9o72fvZz9oL2g/aH9oL2gvaH9ob2h/aL9ob2hvaL9or2i/aP9or2ivaP9o72j/aD9p72jvaD9pL2k/aX9pL2kvaX9pb2l/qYq2t7S3VEWrmlXRqmxVs6pZla2qqcpWJVXVVNVUJVV1q5KqylXdqm5VuaqoqlzVVFVUVVTVVBVU1VQVrgqqCqoKV/VUhatyqnqqeqpyqqpVOe0zVdWqavtMe0z7TPtKe0x7TPtKe0r7SvtIe0p7SvtIe0j7SPtGe0h7SPtGe0b7RvtEe0Z7RvtEe0T7RPtCe0R7RPtCe0L7QvtAe0J7QvtAe0D7QPs+e0B7QPs+ez57Insg+x77Hnsgexx7IHseexx7HHse+xh7Hvsc+xj7GPscexf7HHsbexd7F3sbexZ7G/sZexZ7FvsZexX7GXsYexV7FXsYexR7GHsZexR7FHsZ+xR7GXsa+xT7FHsa+xV7Gvsb+xX7Ffsb+xb7G/sd+xb7Fvsd+xf7HXsf+xf7F3sf+xp7H3sh+xr7Gnshex17IXsjex17HXsj+x97I3sl+x/7H3sl+yF7JXsn+yH7IXsn+yN7J/sp+yP7I/sp+yX7KXss+yX7JXss+yd7LPsu+yf7J/sueyn7Lvsveyl7Kfsveyv7L/sweyt7K/sw+yz7MPsx+yz7LPsx+y37MXsx+y37LXsxey17MXswey17LXsw+yt7MHsv+yv7K3sveyp7L3sueyp7Knsu+yh7Lvsq+yj7KPsq+yb7Knso+yb7Jnso+yR7KHsm+yT7JHsm+yJ7Jnsk+yL7Insk+yB7JHsi+yD7IHsi+x77B3sL+wl7C/sN+wn7CfsN+wv7DXv+/sL+wp6/17Dn70XsNew17EXsO+xF7EnsO+w77Ens+3sSexP7/r6/N7H/703sT+z/+//+xB7E/sS+xB7EHsS+xN6/L7Efsffv/fsR+w/7EfsQ+w/7D/sQew77EHsPew57DnsPewx7D/sMewx7DPsM+wp7DPsKewr7CvsIewp7CvsIewj7CHsGewh7CHsG+wZ7BnsE+wb7BnsE+wR7BHsC+wT7BHsC+wJ7AnsA+wL7AnsAewF7AHuxvYC9gL3Ynmwvtu/ak+3J9l17sH3XPmsPtgfbZ+259ll7/Z5rz7XX77H2+r19j7XH2tv3Vnv7nr632tP3VHurvdWeap/fU+3n+/w+v5/v8fv5vr7H7/H7+n6/r+/v+/1+v7/vr/b3fdX+an+1r9pv7av2Wvut/dZea++119p/7b32Xvuvfdj+az+2D9uH7cf2ZfuxfYB92b5sH2A/YB9gb2A/YD9gb2B/YG9gr2B/YH9gr2C/YK9g72C/YL9g72D/YO9gL2H/YP9gL2FvYU/eS/fivXgv3T/35315T92X9+M9dU/dj/fR/Xgf3kf30X14/92v9+m9dZ/en/fWvXV/3lP3tb3THrh32tv2wD1wb9sP97Y9bj/cD/e4vU9PSW9pv9Nb0mPa7/Y7PaZ9T49pP9v39r39bF/bw/fyPXcv38f33D13H99v9/H9e7/db/fvfXs/3Pv2xr1vT9wb98Y9cZ/cE/fKfXKf3Cv30H1zf9wj98d9cI/cI/fBfXEf3Ov2xX1xr9vf9ui9eo/dq/fsPXaP3bP32j17795r99q9ew/XX9JX2uf0lfST9rl9Tj9pL6WfpI+0l9pL6SPpH+27e+f+u//unfuovtEeSv9I/2gPtZfaY/fVPXqP3lf35n11L92b9+a9dE/e3/ZPe+H+ad+0F+6F+6b9b9+0p+1/+9+eps+0/+kz7Xn6TPpLe96ep7+0z+3X++y+vW/vs/vtHrlf7pv75n65n+6Xe+d+up/unfuu3pEe0j5KD0kvaR+1j9JL2k/pJekp7af2U3pK+90+ag+ld6R3tIfSN9rD99y9dg/dM/fJ/W0v3Bf36711n93X9sB9bw/dX/fM/XXv3TP3zL13/9x79+D9c//cg/divRe9GD0YPRi9GD0ZvRi9GT0ZPRm9GT0avRm9Gj0aPRq9Gj0bvRq9Gz0bPRu9Gz0cvRv9HD0cPRz9HD0d/Rz9HT0dPR39HT0e/R09Hz0ePR49H/0ePR89IP0e/R49IL0fPSD9Ib0fvR/9Ib0g/SF9Ir0gvSB9Ij0hfSL9Ij0hPSH9In0h/SI9I30hfSE9I/0gPSO9Iv0g/SC9In0gvSI9In0gfSA9In0fPSK9IX0ffR+9IX0evSH9H30efR79H70d/R+9Hr0dvR29Hr0cvR59Hb0cvRx9Hf0bfR19HP0b/Rt9HP0afRx9G/0a/Rp9G/0ZfRt9Gv0Z/Rl9Gv0YfRp9Gf0Y/Rh9Gf0XfRl9GP0X/Rd9GP0WfRh9F/0W/RZ9F/0VfRd9Fv0V/RV9Fr0UfRZ9Fb0UvRR9FX0TfRV9FH0TfRN9FP0RfRS9E/0R/RG9E30RvRP9En0RfRH9Ev0Q/RI9Ev0Q/RA9Ej0RPRJ9Ej0RPRF9Er0RfRI9E70RvRE9E70SPRM9FL0SvRI9FP0TPRT9FP0T/RP9FD0V/RS9FT0VPRW9FT0WvRW9Fj0WPRa9Fj0XvRa9Fz0XPRe9Fz0YPQc9Bv0G/QY9Bv0FPQY9Bf0F/QU9Bf0EPQU9BP0E/QQ9BP0DPQR9A/0D/QN9A70CfQN9Ar0CvQJ9An0BfQK9AX0BfQG9Af0AvQH9Af0A/QD9AT0B/QH9Aj0BPQH9Aj0C/QK9Az0CPQK9Az0DvQO9BD0DPQO9BH0EvQS9BX0EfQS9BX0FvQW9Bn0FfQW9Bn0GvQa9B30GfQa9B30HvQe9X99B30Hv1/f1fr0IfV/f14vQh9CL0JvQh9CH0JvQl9Cb0KvQl9CX0KvQp9Cr0LvQp9Cn0LvQt9C70MvQt9C30MvQx9DL0NvQx9DH0NvQ19Db0O/Q19DX0O/Q49Dv0APR49Dj0APR89AD0QvR89Dz0AvR/9AL0QfR/9D/0AfR+9AH0ffQ+9D70PfQ69D30OfQ69Dr0OfQ39Dn0NPQ39Df0NPQz9DT0MPQz9DP0MPQv9DD0LPQv9C/0LPQr9Cz0KPQr9Cv0KPQn9Cj0JPQn9Cf0JPQj9CT0IPQj9CP0IPQ//Ug9Hz9X//X8/Uf9Hw9B/0H/Qc9B/0G/ZieTB9AH0BPphegJ9OL6QXoBejF9AD0YnovPQA9AL2XPkzvpd/Sh+nD9Fv6Lv2W/krfpe/SX+mx9Fd6vR5Lj6XX6/d6vd6u3+v3erv+rrfrqfR3/V1PpZ/rqfRv/Vw/17/1cP1bv9bD9XD9Ws/Wr/VnPVvP1p/1aP1ZP9aj9Wj9WE/Wj/VfPVlP1n/1YP1Xv9WD9WD9Vs/Vb/VXPVfP1V/1WP1VP9Vj9Vj9VE/VT/VPPVVP1T/1UP1Tv9RD9VD9Us/UL/VHPVPP1B/1SP1RP9Qj9Uj9UE/UD/U/PVFP1P/0QP1Pv9MD9UD9Ts/T7/RSep6ep5fST+ml9Df9lH5Kf9Pj9Dd9TY/T4/Q1/ZO+lrekf9I/5S3paXlLeUp6mp6Wp5THlKeUn5THlMeUn5S/lJ+Ur5S/lL+Ur5TPlK+kn+Uz5TPpZ/om/UzvpG/SN+md9Da9kx5Kb9Pb9FD6KD2UPqeP0kfpc3qdPqfv6XV6nb6n9+l7+qDep/fpg3qhPqgv6oV6ob6oN+qL+qTeqDfqk3qlPqlv6pV6pb6pd+qb+qjeqXfqo3qpPqqv6qV6qb6qt+qr+qzeqrfqs3qtPqvv6rV6rb6r9+q7+rDeq/fqw3qxPqwv68V6sb6sN+vL+rTerDfr03q1Pq1v69V6tb6td+vb+rjerXfr43q5Pq6n6+V6uZ6ur+vpery+rq/r8fq8Hq+v0uf1eX2V3kpfpc/SW+mt9Fl6LX2WnkuvpdfSc+m/9Fx6MP2X/ksPpi/Tg+nH9GX6Mv2YPkCeTx5PPk8eT55OPk8+T55Ovk6eTh5Ovk6+Th5OPk4eTp5NPk4+Tp5Nvk2eTR5Nvk2+TR5NPk0eTZ5MPk0+TZ5MvkyeTB5Mvky+TB5MPkweTJ5LPkw+TJ5LvkueS/5Kvku+S/5KPkv+Sl5KPks+S15K3kpeSp5J3kreSp5JfkqeSV5Jfkp+Sl5J/kleSR5J/kn+SR5JvkkeSf5Ivkm+Sf5I3kn+SD5J3kneST5JHko+SX5JHkoeSn5Jnkp+ST5KnkqeSj5KHks+Sr5KHkseS75Kfku+Sl5LfkteS95Lfkt+S95L/kveS35M/kv+S35MXkx+TP5MXkxeTP5M3kz+TH5N3kzeTH5NXk1+Tf5NXk1eTf5N3k3+TX5O3k3eTX5OXk5+Tv5OXk5eTv5O3k7+Tn5P3k7eTn5PXk9+T/5PXk9eT/5P3k/+T55Q3k/eT55QPlCeUD5RPlA+UD5RvlA+Ud5RvlC+UN5RHlHeUR5SHlEeUR5SflEeUl5SflF+UV5SnlFeUj5SnlGeUT5SXlE+Uv5RXlFeUf5R/lD+Ub5R/lD+UL5RflC+Ud5QflB+UN5QHlDeUF5QHlAeUF5Qnk9eUL5Pnk+eT75PHk+enw+RB5EPkS+RB5EHkS+RJ5EvkVeRJ5EnkVeRR5FXkXeRR5FHkXeRZ5F3kZeRZ5FnkZeRh5GXkb+Rh5GHkb+Rn5G/keeRn5GfkeeRt5HnkQ+St5G3kQ+S15EPkh+S15HXkR+S75Efki+S75HvkS+SB5IvkjeSB5IHkjeS/5E3kieS/5H/kSeS35EnkheS35HfkReS95HfkfeRz5H3kceRz5HPkceRr5HHkaeRr5GvkaeRj5GnkX+Rj5GPkX+Rb5F/kV+Rb5FvkV+RT5FfkT+RT5FPkT+RN5E/kR+RN5E3kR+RF5Efkf/nReRF5P95f/6f95D35/15D/kPeQ95DfkP+Q95DfkNeQ15C/kN+Q15C/kLeQv5CPkL+Qh5BfkL+Qt5BfkJeQV5BPkJ+Ql5BHkIeQR5A3kIeQh5A/kGeQN5AvkG+QZ5AvkFeQL5AvkF+QX5AnkG+QL5A3kGeQb5A3kH+QP5BHkHeQf5BHkJ+QT5B3kJeQn5B/kK+Qd5CvkK+Qp5CnkMeQr5DHkMeQz5DHkO+Qz5DnkOeQ75Dnl+vkO+n+fn+fl+PkReLO+V78p75bPyXfmufFZeK5+Vr8pr5bXyVXmrfFUen7fKW+Xx+Xwen6fn8/l8np6v5+n5eL6er+fjeXk+nm/n5Xl5vp1359v5dN6dd+fTeXU+nS/n1Xl1vpw358v5cN6cN+fDeXE+nO/mxXlxvpv35rv5bN6b9+azeW0+m6/mtXltvpq35qv5aN6at+ajeWk+mm/mpXlpvpl35pv5ZN6Zd+aTeWU+mS/mlXllvpg35ov5YN6YN+aDeWE+mO/lhXlhvpf35Xv5XN6X9+VzeV0+l4fK6/K6PFQ+Kg+Vf8pH5aPyT/lb/ilPy9/ytzwt35Sn4Svlm/JN+Er4TPhK+En4TPhM+El4S/hJeEp4S3hLeEp4THhK+Et4THhM+Ev5Gf5Svpaf5Wf5Wt4pX8vb8k55p7wtj8vb8lJ5XB6Xl8pP5aXyu/xUfiq/y/Pyu/wvz8vz8r88MP/LD/PAPDA/zBPzw/wxT8wT88c8Mn/ML/PIPDK/zDPzy/wzz8wz8888NP/MT/PQPDQ/zVPz0/w1T81T89c8Nn/Nb/PYPDa/zXPz2/w3z81z8988OP/Nj/PgPDg/zpPz4/w5T86T8+c8On/Or/PoPDq/zrPz6/w7z86z8+88PP/OU+XheXieKj/PU+Xt+Xl+nrfn73l7Xp+/5+95fX6f1+ev8vv8Pn+Vx8pf5bfyWHms/FaeK7+V/8pz5bnyX3mw/FeeLA+WB8uT5cfyZHkB+bH8WF5AHkBeQH5AHkAeQH5Aviw/IB8gX5YvywfIh+UD5MXyYfmwvFi+C+8FrwUPBg8GrwXfBa8FXwXfBd8FXwWfBV8FDwWfBZ8FDwVvBQ8FrwRvBW8FrwQvBa8EjwQvBS8FjwT/BI8EbwT/BP8EbwTPBG8EXwTPBM8EXwS/BF8EfwS/BL8EfwTfBH8EnwTfBN8EnwQfBZ8E7wQfBR8F7wRPBe8EPwVPBU8FPwWPBT8FfwWPBY8FfwW/BX8FzwW/Bb8FzwX/Bc8FHwb/Bf8FHwY/Bh8GXwY/Bj8GXwZ/Bl8GnwZ/Bn8Gnwa/Bp8G3wa/Br8G3wb/Bt8GHwf/Bv8GHwc/Bx8HXwc/Bz8HXwd/B18Hnwd/B38Hnwe/B58H3we/B78H3wf/B98HHwj/B/8HHwg/CB8ITwg/CD8ITwiPCE8IfwiPCI8IfwjvCH8IvwjvCO8IvwgPCb8I3wgPCQ8J3wgvCd8IzwgvCS8JzwgfCc8InwgfCR8Jnwj/CJ8Ibwj/CP8IbwivCG8ILwivCK8ILwhfCC8I7wdfCF8I7wcPCO8HrwcPCA8IrwfPB68HbwfPB88HbwePB28HLwePB48HLwdPBy8H7wZPB08H7wYPB+8GrwYPBw8HrwbPBq8GbwbPBs8GbwaPBm8GLwaPBo8GLwZPBi8G7wVPBk8G7wUPBo8B3wH/Af8B3wH/x3fA9/F//B/fx4/A9/Eh8CPwI/Ah8CfwIfAl8CfwJ/Al8CvwJfAp8CvwK/Ap8C/wKfAt8C/wL/At8DPwLfAx8DPwM/Ax8DjwMfA08DjwOPA08D3wNPA38D3wPfA38EHwN/A78EHwQfA78EPwO/A+8EPwQ/A+8ETwPvA/8ETwRPA/8ELwP/A88ELwQvA88EDwPPA58EDwQPA58DrwOfA28DrwOvA28DXwNvAy8DXwNfAy8DDwMvAu8DDwMPAu8CzwLvAq8CzwLPAq8CjwKvAm8CjwKPAm8CTwJvAi8CTwJPAi8CDwIvB+PAg8CLwfz8f78R7wfDwf7wHPAe8BrwHPAc8BrwGfAa8BbwGfAZ8BbwFfAW8BHwFfAV8BHwEvAR8BzwAvAS8BzwDvAM8AXwDvAO8AXwCvAF8APwCvAK8APwCPAD8AHwCPAI8AHwBvAB8AX4Y3gDeAL8MfwJfhAeAP4A/gAeAT4AHgBeAT4BPgBeAb4AXgCeAb4BvgCeAh4AngF+Ah4CHgF+An4BfgH+An4CfgH+Av4B/gKeAv4C/gKeA34CngMeA34DfgMeA/4ON4ON6Nh+PZeDfejWfj1Xg2Ho1X49V4NN6MR+PJeDPejCfjxXgyHowX48V4MN6LB+O5eC/ei+fitXguHovX4rV4LN6Kx+KpeCveiqfipXgqHoqX4qV4KN6Jh+KZeCfeiWfilXgmHolX4pV4JN6IR+KJeCPeiCfihXgiHogX4oV4IN6HB+J5eB/eh+fhdXgePofX4XX4HB6Hh8L38Dt8Dx/E7/A7fBD/wwfxRfwP/8MX8UN8EZ/ED/FDfBJ/xCfxTfwRf8Q38Ut8Ex/FL/FLfBT/xEfxVfwT/8RX8VN8FZ/FT/FTfBZ/xWfxXfwVf8V38Vt8Fx/Gb/FbfBj/xYfxZfwX/8WX8WN8GZ/Gj/FjfBp/xqfxbfwZf8a38Wt8Gy/Hr/FrvBz/xsvxdfwb/8bX8XN8HZ/Hz/FzfB5/x+fxVvg7/o63wu/xVngu/B6/x3PhsfBc+DA8Fh4LH4bfwofhx/Bb+C38GN4LP4Ynw3vhvfBk+C88GV4M/4X/wovhu/BieDB8F74LD4bXwoPhs/BaeC18Fv4Kn4Wvwl/hr/BVeD2+Co/H6/F6PB5vx+PxdLwdb8fT8VR4Oj6Op8JT4eN4Nz6Hj8Lj8FF4Gx6Hx+FteCe8DV/DO+Gd8DX8DF+7Y8LP8LM7pnulO6Y7pXule6U7pTukO6V7pDukO6R7pDuje6S7ozujO6O7o7uiu6P7o7uiu6L7o/ui+6P7pPui+6L7pHuj+6S7pXuje6O7pbuku6V7pruku6R7pvuleyZ80/3S/RK+CU/DN+FveBqehr/hn/A3vBT+Cf+El8JD4aXwU3goPBR+Ct+7z7nbuQe6B7rbuRO627nvuRO6E7rvuRe677nzuRe6F7rzuSO687n7uSO6I7r7uSe6+7n3uSe6J7r3uR+697nruR+6H7rruRu667nfuRu6G7rfuQ+637nLuQ+6D7rLuQu6y7m/uQu6C7q/uQO6v7mvuQO6A7qvuee5r7mPuee557mPude5j7mHude517mHucO5h7mDucO5w7mDube5g7l7ube5t7l7uaO5e7lvuaO5o7lvuZ+5b7lruZ+5n7lruZe5a7lzuZe5l7lzuZu5c7l3uZu5m7l3uae5d7l/uae5p7l/ubO5f7mLubO5s7mLuce5i7mTuce5x7mTudO5k7mrudO507mrueO5q7m7ueO547m7uf+5u7nPuf+5/7nPuQe6R7k/uQu5C7k/ufu4P7kjufu4+7gjueu4I7kTueu467gTuc+4E7kDuc+4z7gDuce4A7nzuMe4x7jzuL+487jjuL+4v7jjuLe447jfuLe4t7jfuLO437jXuLO4s7jXuKu417jbuKu4q7jbuK+427jnuK+4r7jnuLu457j3uLu4u7j3uMO497gHucO4w7gHucu4B7kXucu4y7gXudO4F7knudO407gnue+4J7lDue+477hDuf+4Q7lLuf+4/7hLuQ+5S7lTuQ+5D7lTuR+5U7lXuR+5H7lXuS+5V7lfuS+5L7lfuTO5X7lnuTO5M7lnuTu5Z7ljuTu5O7ljuTe5Y7lbuTe5N7lbuSu5W7lPuSu5K7lPuRu5T7lHuRu5G7lHuQu5h7iTuFu4W7iTuG+4k7iXuG+4b7iXuHu4l7ifuHu4e7ifuPPvJ+4p7vw7/57i7r+nuKO4++/+O4p7/47ibuLev/fvJu4f7ibuI+4f7h/uI+4a7iPuIu4a7hruIu4X7iLu//uF+4X7/z7h/r9zuE+4T7hzuDu4c7hjuDu4O7hjuB+4Y7hTuB+4H7hTuBu4U7hHuBu4G7hHuA+4R7gzuA+4D7gzuAe4M7gruAe4B7gruJfdFdwT3MvuZfcEd7J7gvuCO9md7L7gDuC+4N7gDuAO4N7gLuDe4A7hLuAu4A7hTuAO4V7hTuBO4F7hXuBe4Z7hXuBe4J7hjuCe4d7hjuCO4N7h/uDe4Q7i/uD+4A7iLuEO4h7iLuEu4R7ibuG+dc+6z+/ze9Ydfs+65+/wO/yev7Pv+Xv9zr6z7/V7+V6/y+/le/kuv4/v8rv7Pr6P7+57+O6+q+/he/iuvn/v6nv6/r1/7+m7956+n+/eu/d+vnPv5zv6zr1z7+h7946+r+/de/e+voPv6/v7Dr6D7++7+P6+U93Fd/Gd6k6+U93td/KdfLffzXf7XX833813/b1919+17u17+651j9+17lz3+D1+57rT71x3rzv9Tr973fF3r/vXHX/H37/uVfeve9i96l51D7tb3cPuY3eru9V97I51H7uL3bHuWHex+9Vd7A52v7pf3cHu+zvYveu+v+/vXff7veu+db/f7/et+/yevC/vzvvyzmTen3ft/Xp33q/36t15d96r9+n9eY/enffonXp33p136t16h96dd+ldenfep/fhvXh33ov34915d96P9+Qdem/enffmXXl33p135R15R96Nd+fdeCfenXfnnXgf3rd37d15t96xd+cde8/enXfnPXvf3p3utjvU3Xa/3aHuUPfbPeoevPvuUHffvXeHukPde/fdPeqeu0Pdc3fdHeoOddfdeXepO9R96j51h7rv7JjuszvUfXav3aHuUPfa3ekudcfdoe64+9Md6g51f7o33ZvutDvUnWbPdIe6Q9kz2THdhffgHerOu//uUPffHXiHukPdgXehXZIdkn2RHZLdkX2RfZHdkV2RnZD9kH2R/ZA9kX2RfZE9kZ2RPZJ9kn2RfZK9kn2RfZG9kv2S/ZLdkn2R3ZKdkn2RfZGdkl2S/Y89kH2RPZB9kH2RfZF9kJ2QHZHdkH2R3ZC9kH2RfZG9kF2Q/Y99kR2QHZB9kV2QXZEdkX2RnZG9kX2RvZH9kX2RfZH9kT2SnY3djT2O3Y39jT2OPY79jV2OvY9djz2OXY8djz2OPY4dj/2OXY6djj2OnY7djj2OPY7djj2PfY49jr2OvY49jv2O3YwdjT2OHY1djT2OPY5djZ2NfY4djj2OHY69jT2OPY69jX2NfY09jT2OPY39jD2OPY79jN2M3Y+9jz2OPY99jz2OfY+djz2OPY6dj92PvYU9hh2GPYa9hh2GHYa9hp2GvYY9h52GnYY9hx2HPYe9hx2HHYe9h52HvYddiJ2HnYddiP2HXYjdiP2H/YfdiH2I3YhdiX2IfYhdif2IXYndif2I/YjdiX2J3Yldin2JfYldiv2JXYrdiv2J/Yndin2K3Yqdi32KfYqdi/2KnYs9jP2K/Yo9jF2LPYx9jF2LXYt9jL2LfYy9jL2LvYu9jP2LvYydjP2L/YudjN2LnYxdjN2L3YtdjH2LXYwdjH2LfYsdjB2LHYw9ix2LHYs9i52KPYu9ip2KnYq9ih2KvYo9ih2KPYqdiR2KHYqdib2JnYkdib2JvYkdiT2JHYmdiD2JPYmdiL2InYgdiL2IvYgdiD2IHYh9hz2IPYh9h92HfYf9ht2H3Yf9hl2H/YZ9hl2HXYd9ht2GfYb9hd2G3Yb9hV2G/YV9hV2GXYZ9hd2FfYX9hN2F3YX9hF2F/YRdhF2FXYVdhN2EXYSdbzdhN2Hn20fY+fYO9hH2EfYOdhD2DvYNdhB2EPYN9r59g12DvW/v2zXYP9g12DnYP9g/2DnY/3YOdg/2v/1v92APYfdg99tD2EPY/fYSdr+dhL2EvYSdhD2FnYQdhT2FPYUdhb2FHYWdhb2FvYWdhT2GXYE9gZ2BPYHdgJ2BnYHdgJ2APYMdg52BHYO9gp2BnYG9gp2C/YAdgZ2BHYF9gZ2BnYF9gb2BvYH9gZ2B/YE9gp2BnYE9gn2CnYJdgp2BXYIdgp2BnYEdgt2BPYB9gJ2BfYC9gJ2BnYG9gP2APYCdgV2AXYCdgZ2A3YFdgZ2BfYLdgp2B3YL9gp2BnYH9gj2DfW+vsmfZq+xX9ix7lv3KrmXfsmPZs+xYdit7lj3LbmXX28vsYvYsu5gdzJ5lz7KD2b3sWnYue5ady/5lz7Jn2b/sYfYte5a9y95lz7J72ev2uz3Lfrfn7Vn2LHvevrfr7Xh7lh1vt9uz7Fl2u71uB2Avs2fZw+xj9iz7mJ3MnmXPspPZAdjH9rIdbS/bzXa0HW0329P2uT1uR9vj9rcdbUfb3/a2PW1f29H2td1tR9vRdrcdblfb0Xa2nW1H29v2rt1rR9u99rAdbUfbw/axXW0/29H2s51sR9vRdrJdbBfbwXa0HWz/2tF2tP1r79rp9rkdbYfb5Xa0XW6nsqPtaDuVnW5X2pn2p51pb9qf9qe9aY/at3as/WnH2q32p/1pt9qp9qhdan/apfaq/Wl/2qv2qx1qf9qn9qn9aafaiXaj/Wk32pH2p/1pR9qVdqjdaX/anfal/Wl/2pf2pD1pP9qf9qO9aH/an/ainWjn2rf2p/1qz9qf9qxda3/an3atnWtvsufsNnvO/rPb7Db7zx5l/9mD9ih7lD1o19mD9qFdZ9fZh3aefWgX2nl2nl1o79mFdqC9Z+/ZgfadHWj32Xf2nd1nl7L77FN2KbuUfcqOs0/Zb3acHWe/2Z/sN3vN/mR/stfsNHutjslOs9PqmOqX6pjqlOqX6pfqlOqT6pTqkOqT6pPqkOqP6pDqjOqP6o/qjOqL6ozqiOqL6ovqiOqH6ojqhOqH6ofqhOqD6oTqgOqD6oPqgOp/6oDqe+p/6n/qe+p86nvqdup86nzqdup46nbqcup46nLqa+p46njqa+p16mvqaep16nXqaepx6mnqZ+px6nHqZ+pu6mfqZupu6m7qZups6mbqaOps6mzqaOpt6mjqaupt6m3qaupw6mrqb+pw6nDqb+pz6m/qdOpz6nPqdOp36nTqeep36gGBJ6hiBAEQLMJZQRIqM1NFQNAGEYWAMYcImQEAgA8SYJELAED4A0EuPCAMAOoDsWIv8zBnih+GlNBnTkQgow+bvXb+gkK361BVRu+eL/ruKrroXQD8K11lIN7uAtsl9izCIQu+OP0P46Pgr8UOPbuIwfqZFrzF/xF6bbcuKI7s9QLZ5xmvE/+F8HPDGqGPB5uNrX//Kp/D3mYs2QCb0pziC/5XrICp4p27OWR9205e1B09HwXBFaJ+xmWOtN62QMAe13L8aLi63LqqmZZHOyxjtUunTiNa3no4fa1dC19az1QrT6dfq3BVCxd4ulS+ol/X+/aq5ZrbGPyHNrW7tC5xP+xamMeLuzURfLzfk/P75EhCsz5jXMqUhJmFkEHh+6/2Wgxk8poxlv9cvvrIRtdkcPlXkIU+20gPwYbwS8ynL+nun+ocBZ2tALfYlVZcCYvhPG+H9X+djcWlLY3r2w9xNlW29Si5ASnoaBSSO5OSWpKSNiaFB6SAzF0026qUomEp6PYD3sKWtDBla2RKH5YSkKxqdGtTdoNTkpEplWQlA7c8ZTU+Jdp+xNjWJa1QORqi0sanBNk9DWmRyt4olTZEJSBNZOnWqawGqkS6X3DmsrClKktjVfpAlUC4j0NarXI0XKXHqkQymxjagpWtEStN+1lqzkmmW9HiNKQFzjAJUHNabItawFiSALerRTStBY4caVgDW5Q2ttBmtvSRJgFq29simrEt6PXmwKwtgomDUArcLhilaTCsdTBhU2hyDU1Kg2jqBKbYx7k21zIapHE0VPtovok0YStpVA2lSZBtpdE1zaVJyhbT5DONplkR7abRtU2nSYrW0+QzDahZEW2o0TXNqEnKltTkMo2pWRHtqdG1JtWkyl9V016+YTU7TNtq1NK8mpy2hTVJspE1O0w7a5RBPkp8vx08uAVOx8qHKTUQsNYBMAzDMAzDhvcNxLZt27ZtG5jJzEw2O5OdSdvNpu2mbV9KgJcSdBDK6+qCwJBEAKlc7GAoVyfgKXW1rtbUmlpP62ktraV1tMar72q7uq6uq//6r/3ar/t6r/X6Wed1XjtrZ43Xdt2s65qu6Xqu55pZM+tlnazlGlnHdVwf62NtrI11sS7WxJpYw7WwDtbAmq6mq+fquVquhqvfare6rW6r2Wq2eq1eq9VqtPqsNqvL6rKarCaredQ86h31jnqszlHjqG/UNmobtVgtVteoa9Q0ahr1jDpGHVbDqF/UL2oXtYsarAarW9Qt6q96Ra2i9qpT1CnqrrqrRlGjqE/UXHWJeqsmUZOoR9QjahE1iFqr/lBn1Vm1h9pDjVVj1R3qDvVVfVVzqDXUGWoMtVVtVV+oL9RVdVVtoa5QU6gn1BJqCXWEOkINoXZQN6gZ1AvqBbWCWkGdoE5QI6gN1AVqArVUPaAWUAuoA9QB6qg6qgZQA6h/NCj6E+2J7kR3ojnRnOhN9CZaE62JzkRfoi3RlWhKNCV6Ej2JlkRLoiPRkWhItCO6Eb2IVkQjog/RhWhCtCA6EP2H9kPzoffQeWg8tB26Dj2HlkPDod/Qb2g3NBt6DZ2GRkOfoc3QZugydBmaDE2GHkOPocXQYugwdBgaDO2F7kJzobfQW2gttBY6C52FxkJjoa/QV2grtBW6Cl2FpkJToafQU2gptBQ6Ch2F7qP7aCg0FPoJ/YR2QjehmdBM6CX0EloJrYROQiehkdBIaD6ajz5CH6GN0EboInQRmghNhB5CD6H36D1aCC2E1qOB0D/oHnQenUd/6S7NpbV0lr7SVrpKU2kqPaWntJSW0lE6SkNpKI1H49F39B1tR9vRdXQd/dM/7dM+3dM9zdM6/aRz2kk7aZzG6Zu+aZu26SbdpGu6pmmapmd6ppk0k17SSVqmkXRMx/SRPtJG2kgX6SJNpIk0TMP0kB7SQlpIB+kgDaSBNB1NR8/Rc7QcLUfH0W+0G81Gr9FrtBqtRqfRaPQZfUab0WZ0GV1Gk9FkNA+aB72D3kGP0WO0DloHnYO+QdugbdBidA2aBk2DnkHPoGXQMugYdAw6jA6jYdAw6Bf0C9oF7YIGo8HoFnQL+ov+olnQLOgV9ApaBZ2C7qK7aBQ0CvoEzUWXoEnQI+gRtAhaBB2CBkFr0Vr0B/oDnUVn0R5oDzQWfUVzoDXQGWgr+gJtgaaiqegKdAWaAj2BlkBLoCPQEWgINAT6Af2AdkA7oBvQDWgGNAN6Ab2AVkAroBPQCWgENAL6AH2ANkAboAvQBGgpWooeQA+gBdAB6Cg6igZAA6B/9G8ONYeaQc2g5k/zp9nT7GnuNHeaOc2c5k3zplnTrGnONGeaMc2Y5kvzpdnSTGmeNE+aJc2RZkgzpPnR/Gh2NDuaG82NZkYzo3nRnGhGNB+aDc2G5kJzoZnQTGgeNA+aBc2C5kBzoBnQDGj+M/+Z/cx+5j5zn5nPzGfeM++Z9cx65jxznhnPjGe+M9eZ6cxy5jjzm9nN3GZmM7OZ18xrZjWzmjnNnGZGM5uZy8xlZjKzmDnM/GX2MnOZt8xZZiwzlvnKbGWuMleZqcxU5inzlFnKLGWOMkOZn8xNZiazkjnJjGTmm/nmI/OR2chsZC4yD5n3ZiGz3qw3B5mDzEBmIPOP+cfsY86bv3N35s7bWTtr5+ycnbEzdr7O19k6U+fpHJ2h891sN9vNdXPd/M/9zM/7rM/6/Jyfcz47Z3zG53u+Z3u25+bcnOu5numZOS9n5Zyck7M8yzNyRs7xHM/H+TgbZ+NcnIszcSbO8AzPw3k4C2fhHJyDM3AGznSz3Bw3x81w89vsNrvNbXPbzDazzWvz2qw2o81nc9lMNpPNPOaxWcecY8Yx45hvzDdmG7ONWWwWm2vMNWYaM415xjxjljHLmGPMMeawOWyGMcOYX8wvZhezixlsBptbzCzmFbPXnGJOMXfNJ2YTM9dcYi4xb81bM4mZxDxiHjGLmEHMWrPW/GHOmj3MHmasGWvuMHeYr+armcPMYd4wb5g1zBrmDHOGGcOMYbaareYL84W5aq6aLcwWZqqZaq4wT5glzBDmB/OD2cHMYF4wL5gVzAjmA7OBucBcYJ6ap2YCM4FZapaaB8wB5qj5xwzF/MT0xOTE3MTMxMTEtMSsxJzElMSExHzEdMRsxGzEZMRkxFzETMRExDzENMQ0xCzELMQkxCTEHMQUxAzEDMQExATE/MP8w/TD5MPcw9zD1MPEw7zDrMOkw5TDjMN8w3TDZMNcw0zDRMM0wyzDHMMUwwTD/MLswuTC1MLMwrzCtMKkwpzCjMLsYz5hOmEyYS5hKmEmYSZhImEiYfIx+ZhHmEeYRphEmEOYe0whTCFMPaYeMwgzCBMI0wezB/PL9DK5zC0zy8Qyrcwqc8qUMqFMPKYds47pM3vmztSZOdPJvJk2s2bSzJnJZDKZS+aSqWQmmTJTZiKZSGbMjJlHZpFJZA6ZQmaQCWQCmXRMOuYcc44px4xjwjHhmG/MN6Ybk425xlRjpjHTmGhMNOYZs4xJxtzBHGPmYOJg3mDaYNpgijHFmDWYNZg0mDSYM5gxmGHMMCYMJgzmC+YLpgumCyYYE4zZgtmC+cVkwVzBXMFUwVTB9GJ6MVMwUzC7mF1MFEwUzBNMLmYJ5haTBJMEcwRzBFMEEwRTi5nF9MD0wMRiXjE5MDcwNTA1MDMwMzAxMDEwrZhWzAvMC8wqJhWzAnMCUwJTAjMC8wHTAbMBkwGTAXMBcwFTARMB8wDTALMAswBzijnFJMAcwBTADMCMYkYxATABMH/LUEtQS1DLT8tPS09LT8tOy05LTktNy0zLS0tLS0rLSctIS0hLR8tGy0VLRUtEy0PLQktCS0HLQMs/Sz9LPss9Sz3LPMs8SzxLPMs7yztLO0s7yzrLOks6SzrLOcs5SzlLOcs4yzhLOEs4yzfLN0s3SzbLNcs0SzRLM8syyzFLMUswyy/LLksuSy3LLMsrSyvLKksqSyrLKcspSylLKcsoyyjLvmXfEsoSyvLJ8snSydLJssmyyZLJkslyyTLJEsmSb3lkeWRpZGlkWWRZZElkSWQ5ZDlkubfcWwpZClnqLfWWQZZBlkCWQJY/lj+WPpY+lj2WPZZ5y7zld/ldepfeZXfZXXKX3OV2uV1ql9pldpldYpfY5XV5XVqX1OV0GV1Cl3dLu+W/9Jf8cl8+l/kSX95Le9lcNpf1sl7SS3o5L5nL5XK5VC6Vy+QyuZSX8hK5RC7jZbw8Lo9L49K4LC6LS+KSuISX8HK4HC6FS+CSbjm3lFvKLeOWcUu4Jdzybfm2dFuyLdeWasu0ZdoSbYm2PFueLc2WZsuyZdmSbEm25LHksdyx3LEcW44tdSx1LHMscyxxLHEsbyxtLMWWYssayxpLGksayxnLGUsZSxnLGMsYy7Bl2BLGEsbyxfLF0sXSxRJsCbZssWyx/FquWKpYqlh6LbuWKJYmllzLrSWJpYhliKXW8sPSwxJrebXksNSwzLC0Wl5YWlhSLSksJywjLCEsISwfLB8sHSwdLBssGywZLBksFywTLBEsDSwLLAkspZYClgGWUUsASwDL3/KnDKUMpQSl9KTspNyk1KTEpLykrKSkpJSkjKR8pHSkZKRcpEykRKQ0pCykHKQUpAykBKQEpPyj/KP0o/Sj7KPso+Sj5KPco9yj1KPUo8yjzKPEo8SjvKO8o7SjtKOso5yjlKOEo3yjbKNko1SjTKM8ozSjNKMsoxyjFKMMowSjBKP8ovyi9KL0ouyi3KLUosyixKLEoryivKK0orSirKKcopSijKLsU/YpoSihKJ8onyidKJkolyiTKJEo+ZRHlEeURpRGlEWURZRElESUQ5RDlHvKPaUQpRClnlJPGUT5Q+lDmaf8Kr9Kr5Kr3Cq1yqwyq8Qqscqr8qq0Kq3KqrKqpCqpyqlyqpQqoUo8pZ2yTukre+Wu1JW50qm8lbayVtJKWjkrl0qlUqlMKpHKWBkrj8qikqgcKoVKoJJOKaeMU74p3ZRsyjXlmlJNiaY8U5YpyZQ7lGPKHEocShtKMSUN5QxlDGWY8oXShdKFEkz5pWShZKFcofRSplCmUHYpTyhNKEsot5QjlCKUIJRayiylB6UHJZbySslByUG5QblBqUGJQWmlrFJaUFZQUlBKUEZQPlA6UDJQLlAmUCJQGlAWUBZQTimllAOUA5QClFFKAEoAyl8SVPJTslOSU1JTMlPyUtJSklJyUjJSElLyUdJR0lGyUbJRklGSUXJRclFSUVJRMlEyURJR0lCyUHJQUlASUPJPsk+ST1JPMk/yTtJOkk5yTjJOEk4STvJNsk2STZJNck1yTVJNEk3yTLJMkkxSTDJM8kvSS5JLcksySxJL0kqySnJKUkqyLwkl6STZJLkkqSSJJMmXNJIskhyS3EvqJYMkfyR9JPOS32Q3yU1qk9nkNWlNUpPTZDQJTd4l7ZJ/0k/yyT35TObJPOlM3kk7WSfp5JxkJpnJZXKZVCaVyWQymZSTyGScjJPH5DFpTBqTxWQxSUwSk3ASTg6Tw6QwKUwGk8EkMAlM0iXpknPJuaRcUi4Zl4xLwiXdkm1JtuRaci2pllRLpiXTkmhJtORZ8ixpljRLliXLkmRJsiSPJI/kjuSO5FgyRxJH0kZSLEkjOSMpIxkjGSMZlgxLwkjCSL5Ivki6SLpIgiXBki2SLZJfya8kiySL5IrkiqSKpIqkV9IrmSKZItmV7EqiSJpIciW5kiWSW0kSSRLJEckRSRFJEckQyRBJEMkPyawkVrJDkkNyQzJDEkPyQrIqSZWskJyQlJCEkHyQbJBkkFSQTJA8kDSQnEoSSA5ICkhGJQHIoWRQsie5k7xJ1iRjki/JluRKciWZkkxJniRPkiXJkORHsiO5kdxIZiQzkhfJi2RFsiI5kXxINiQTkgfJgWRA8h/Zj+xH7iP3kfnIfOQ98h5Zj6xHziPjke/Id2Q7sh25jlxHpiPTkefIc2Q5Mhz5jdxGZiOvkdXIauQ0choZjYxGPiOfkc3IZuQychmZjExGHiOPkcXIYuQwchgZjOxF7iJzkbfIW2QtshY5i5xFxiJbkavIVOQp8hRZiixFjiJHkfvkPhmKDEV+Ij+RnchO5CZyE5mJzEReIi+RlchIZD7ZiFxEJiIPkYfIe/KeLEQWIuvJenIQOYgMRAYi/5B/yD5kH3IPuYecJ+fJX7krc2WtnJWx8lW+ylbZKlflqkyVpXJUhsp4Mp58J9/JdrKdXCf/si/7ci/3Mi/z8i7vsi7r8lN+yrmcy07ZKeMyLt/yLdtyU67lWqZlWp5lpryUl7JSVspJOSnLMlKO5Vg+ykfZKBvlolyUiTJRhmVYHspDWSgL5aAclIEyUKaT6eQ5eU6Wk+NkOBlOfpPfZDfZTW6T2eQ1eU1Wk9XkNBlNPpPPZDPZTC6Ty2QymUzmIfOQd8g75DF5TNYh65BzyDlkHDIO+YZsQxaTxeQacg2ZhkxDniHLkGPIMeQwOUyGIcOQX8gvZBeyCxlMBpNbyC3kL/lLZiGzkFfIK2QVsgrZS/aSU8hdMgoZhXxCPiGbkE3IXHIJeUvekknIJOQR8ghZhCxCDiGHkEHIIGQtWUv+IH+Qs+Qs2YPsQcaSseQOcgf5SuYgb5A3yBpkDXIGOYOMQbaSL8gX5Cq5SrYgW5CpZCq5glxBpiBTkCfIE2QJsgQ5ghxBhiBDkB/ID2QHsgO5gcxAXiAvkBXICuQEcgIZgYxAPiAfkA3IBuQCcgF5Sp6SCcgEZClZSh4gD5AFyALkADIA+YcMhQSFBIX8hPyE9IT0hOyE7ITkhOSE3ITchNSE1ITMhMyExITEhLyEvIS0hLSErISshKSElISMhHyEdIRkhFyETIREhDSELIQchBSEBIT8g+yD5IPUg8yDvIO0g6SDnIOMg4SDdINsg1yDVINEgzyDLIMkgxSDDIP8gvSC5ILcgsyCxIK0gqyCnIKUguxDQkE6QTZBLkEqQSJB8iGNIIsgiyCJIPeQQpBBkECQPpA9kD2QeUgvsovcIrXILBKLxCKvyCvSirQiq8gqkoqcIqVIKTKKjCKhSCgSD4mHvEPeIe2Qdsg6ZB3yR/5IH+kje2SP5JE8ckfuSB2pI5/IJzJH4sgb2UTWyBpJI5nIJTKJlJEyEok8Io3IIpKIJCJhJIwcIodIIVKIDCLpkHNIOWQcMg4Jh4RDviHfkG5IN2Qbsg3JhmRDriHXkGpINWQaMg2JhkRDniHPkGZIM2QZkgdyB3IHcgyZA4kDiQN5A2kDKYYUQ9ZA1kDSQNJAzkDOQMpAhiFhIF0gwZBgyBZIFsgVSC9kCiQK5AkkF7IEkgRyBHIEUgQyBBIEEgRSC6mF/ID8gMxCZiE9IDsgr5BXSA7IDUgNSA3IDMgMSAxIDEgrpBXyAvICsgpZhbSAtICkQlIhKyArICkgKSAnICcgJSAlICMgHyAdIB0gGyAbIBkgFyAVIBUgEyATIBEgESAPIA8gDSANIAsgCyCnkFNIAkgCSCmkFHIAcgBSADIKCSAOFYOKP8WeYk9xp7hTzCnmFG+KN8WaYk1xpjhTjCnGFF+KL8WWYktxpbhSTCmmFE+KJ8WSYklxpPhR7Ch2FDeKF8WK4kQxohhRfCg+FBuKDcWF4kIxoVhQHCgOFAOK/cR9Yj7xnnhPrCfWE+eJ88R4YjzxnfhObCe2E9eJ68R0YjrxnHhOLCeWE8eJ48RwYjjxm/hN7CZ2E7eJ28RsYjVxmhhNfCY+E5uJzcRl4jIxmZhMPCYeE4uJxcRh4i+xl7hLzCXmEm+Jt8RaYi1xljhLjCXGEl+Jr8RWYitxlbhKTCWmEk+Jp8RSYilxlDhK3Bc/iZ3ETOIlcZIYSXwkNhITiYfEe7GQWEisF+vFQeIgMZAYSPwj/hH7iH3EPeIecV6cF3/jb+yNvXE37sbcmBtv422sjbHxNbbG1bgaU2NqPI2nsTSWxtEYL76L7eK6uC7+4z/2Yz/u4z7mYz7e4z3WYz1+xs84j/PYGTtjPMbjO75jO7bjZkzHc7yMlXEylmM5RsbIOI7j+BgfY2NMjOEYjodxMAbGdPFcPBfLxXJxXBwXw8Vw8Vv8FrvFbnFb3BazxWzxWrwWq8VqcVqcFqPFaPFZfBabxWQxj3gs1hHjiG/EYnGNmEY8I54Ry4hlxDHiGHFYHBbDiGHEL2KwuEX8FbOIWcQr4hWxilhF7BV7xSniFHFX3BWjiFHEJ+ITsYnYRMwVc8Ul4hLxVrwVk4hJxCPiEbGIOEQMIgYRa8Va8Yf4Q5wVZ8UeYg8xVtwhvoqvYg4xh3hDvCHWEGuIM8QZYgwxhtgqtoovxBfiqrgqthBbiKliqrhCXCGmEFOIJ8QTYgmxhDhC/CB2EDeIGcQM4gXxglhBrCBOECeIEcQI4gNxgXgqlooHxAHiqBhA/It/x1DHUEdQR1DHT8dPR09HT8dOx05HTkdOx03HTUdNR03HTMdMR0xHS8dKx0lHSUdIx0fHRkdGR0bHRcdER0THQ0dDR0PHQsdCR0JHQsdBx0BHQEc/xz5HPsc9xz1HPUc9xzzHPEc8xztHO0c7xzrHOkc6RzrHOcc5RzlHOcc4xzdHN8c2RzZHNsc1xzVHNUc1xzTHNEc0RzTHM8czRzNHM8cyxzJHMkcxxzBHMMcvxy9HL0cvxy7HLkcuRy3HLEcsxyvHK0crRyvHKscqRypHKscpxylHKUcpxyjHKMe+Y98RytHJsclxyVHJEcmR72jkWORI5DjkOOS4d9w7CjkKOeod9Y5BjkGOQI5Ajj+OP44+jj6OPY49jnnHvOP3+D16j9zj9pg9Yo/WY/U4PUqP0CPe0e5Yd/SP/ZE/7sf9qB/14/P4PObH/Og84sf7eB/to31sHpvH+lgf6SPzuDwmj/IxPh6PxSPxODwKj8Aj3ZHuOHeMO8Id345uR7dj27HtyHZkO64d145qR7Tj2bHsSHYkO/I4jh11HHEcbxxvHG0caxxpHGUcYxxhHF8cwY4tjiyOK45exxRHFMcTR65jiSOJ44hjiCOIo9bxw/HDMeuYdfRw9HDEOl4dORw3HDUcNRwzHDMcMRwxHK2OVUcLxwpHCkcKxwlHCccIxwhHCEcIxwfHB0cHRwbHBccERwRHA8cCRwJHqeOAo4CjgGOAY4Bj1PFnDGX8ZPRk5GTcZMxkxGS0ZKxknGSUZIRkfGRsZGRkVGRMZDxkNGQ0ZCxkLGQkZCRkHGQMZARk9GPsY9xj1GPMY8RjxGO8Y7xjtGO0Y6xjpGOcY5xjlGOUY4xjjGOEY3RjbGNcY1RjVGNMY0RjPGM8YzRjNGMsYyxjJGMkYxxjHGMUYwxjBGMEY/xi/GL0YvRi7GLsYuRi5GLcYsxixGK0YqxinGKUYuwzQjE6MTYxLjEqMSIx8hmNGIsYhxj3jHrGIMYfRh/GPOPX2DVyjVpj1pg1Yo1Y49V4NVqNVOPUGDVCjXdGO+Nv9I28cTc+jbkRN97GprE2zkamUWlMGpHG2Gg0Fo2wcWgUGoPGoBFoBBrpjHTGOWOcEc4IZ3wzthnZjGrGNOOZ0cxYZiQzkhl5GHkYdxh1GHMYcRhvGG8YbRhtGMWMYsYaxhlGGcYwIwzjC6MLowsjmBHM2MLYwvhlXGFUYUxh7DKiMJ4wnjCaMJowchm5jCWMJYxbxi0jCSMJ4wjjCKMIowhjCGMIIwgjCKOWMcvowYhl7GDsYLwyXhk5GDkYNxgzGDEYrYwXjBeMVcYqowWjBSOVkcpYwVjBSMFIwTjBOMEowSjBGMEYwQjBCMH4wNjAyMCowJjAeMBowDhlJGAcYBRgjDICKIYqgip6KnYqbipqKmIqXipWKlIqSipGKkIqPio+KjoqOio2KjYqMioyKi4qJioiKhoqFioWKhIqCioGKv4p+inyKe4p5iniKeIp3inWKdIpyinGKcYpwim6KbYptimyKaoppimeKZopkimOKYYpgil6KXYpciluKW4pailqKWYpZiliKWIpXileKVopWilWKVYpUilSKU4pTilKKUopRilGKfYVnxSdFJkUlxSTFJEU+YpHikeKRopGikWKRYpEikSKQ4pDinvFvaKQopCiXlGvGKQYpAikCKT4o/ij6KPoo9ij2KOYV8wrfovforfoLXaL3SK3yC1ui9uitqgtZovZIraILV6L16K1aC1Wi9UitUgtTovTorQoLUaL0SK0CC3iFfGKd8W7ol3RrlhX9It9cS/qxbzoLN5Fu1gX6SKzuCwqi8lisigX5SKyiCzGxbh4LB6LxiKxCBeFxWAxWAQWgUW64lxRrihXjCvGFeGKbsW24lpRrYhWPCuWFcmKO4pjxRxFHEUcxRtFsWKNYo0ijSKN4ozijKKMooxijGKMYlgxrAijCKP4oghWbFFsUfwqriiqKKooehW9iimKKYpdxa4iiiKK4oniiaKJookiV3GrSKJIojiiGKIIoqhV/FD8UMwqZhU9FD0UsYpYxQ7FDsWr4lWRQ1FDMUPRqniheKFYVaQqVihSKE4oTihKKEooRihGKEIoQig+KD4oOig6KDYoNigyKCooJigeKBooThUJFAcUBRSjigCIoYigiJ6InYibiJqImYiYiJiIl4iXiJaIloiViJWIlIiUiJOIk4iSiJKIkYiRiJCIjoiNiIyIi4iLiIqIioiJiIeIhoiFiISIhIiDiIOIgoiCiIGIgYiAiICIf4h/iH6Ifoh9iH2IfIh8iHuIe4h6iHiId4h1iHSIcohxiHCIb4hviG6IbohtiG2IbIhqiGmIaIhniGeIZohmiGWIZYhkiGKIYYhfiF6IXIhbiFqIWYhZiFiIWIhXiFeIVohUiFOIUYh9xCdEJ0QmxCXEJEQkxCNEI0QixCFEIUQ9IhDiD2IPYh7RS+wSu0QucUvUErXELDFLxBKxxCvxSrQSrcQqcUqUEqNEKBFKxCPiEe+Id0Q7oh2xjlhH/Ik/0Sf6xJ7YE3kiT9yJO1En6sQn8UnMiU4iTsSJN/Em2kSb2CTWRJpIE2fiTGQSmcQlcUlUEpXEJDFJlIkyEUlEEmNiTDwSj0Qj0UgsEmHikCgkBolBIpAIJNIR6YhzxDmiHFGOGEd8I7oR3YhtRDbiGnGNqEZUI6YR04hoRDTiGfGMaEYkI/Ig7iCOEceIOog6iDmIOYg4iDiIN4g3iDaINohiRDFiDWINIg0iDeIM4gyiDKIMYgxiDGIYEQbxBfEF0QXRBRGMCEZsQfwisiCyIK4griCqIKogehG9iCmIKYhdxC4iCiIK4gniCaIJogkiF5GLWIJYgrhFHEEUQQxBBEEEQdQiahE/ED8Qs4hZRA9ED0Qs4hWRA5EDcQNRAzEDMQMRAxED0YpoRbxAvECsIlYRLRArECkQJxAlECUQIxAjECEQIRAfEB8QHRAdEBsQGxAZEBkQFxAXEBUQFRATEBMQERAREA8QDxANEAsQp4hTRAJEAkQpohRxAFEAMQAxADGKGEUEQAQQCg4Fg4JBwZ/gT7An2BPcCe4Ec4I5wZvgTDAm+BJsCbYEV4IrwZRgSvAkeBIsCZYER4IfwY5gR3AjmBG8CF4EK4IVwYngRDAiGBF8CD4EG4IJwYNgQXAgOBAMCAYE/4H/wH5gP3AfuA/MB+YD74H3wHpgPXAeOA+MB8YD34HvwHbgOjAdmA48B54Dy4HlwHFgOPAb+A3sBnYDt4HbwGxgNvAaeA2sBlYDp4HTwGhgNPAZ+AxsBjYDl4HLwGRgMXAYGAz8Bf4Ce4G9wF3gLjAXmAu8Bd4Ca4GxwFfgK7AVuApMBaYCT4GnwFJgKXAUOArcB/fBUGAncBOYCbwEXgIrgZXASeAkMBIYCcwH88FH4COwEdgIXAQuAhOBicBD4CHwHrwHC4H14CBwEBgIDAT+Af+AfcA94Dw4D/7CX9gLe+Eu3IW5MBfewltYC2vhLJyFsTAWvsJX2Apb4So8haVwFIbCUBgPxoPv4DvYDraD6+A6+Id7mId3WId1+Ak/4RzOYSfshHEYh2/4hm24hmmYhmeYCS/hJayElXASTsIyLMNIGAnHsBEuwkQYhmF4CA9hISyEg3AQBsJAmA6mg+fgOVgOloPj4DgYDoaD3+A32A12g9tgNngNXoPVYDU4DU6D0eAz2Aw2g8vgMpgMJoN5wDzgHfAOeAweg3XAOuAccA4YB4wDvgHfgG3ANmAxWAyuAc+AZcBhMAzYBQwGf8EsYBWwF9wFo4BNwFzwFkwCFgGHgLXgD7AHGAvuAF/BVzAHmAO8Ad4Aa4A1wBngDDAGGANsBVvBF+ALcBVcBVuALcBUMBVcAaYAT4AnwBJgCXAEOAIMAYYAP4AfwA5gB3ADuAHMAGYAL4AXwApgBXACOAGMADYAF4AJwFKwADgADAD+DUENPw07DTkNNQ0zDS8NLQ0pDScNIw0hDR0NGw0XDRUNEQ0PDQsNCQ0FDQMN/wz9DPkM9wzzDPEM7QzrDOcM5QzhDN8M2wzZDNUM0wzPDM0MyQzHDMMMwQy9DLsMtwy1DLEMrwyrDKkMpQyjDKEMnwybDJkMlQyTDPmGR4ZFhkSGe0MhwyBDIEMfwx7D79A75A63w+wQO7QOq8PpUDqEDvGGdsO6oT/sh/tQH+ZD5/Ae2sN6SA+Zw+UwOZSH8fA4LA6Jw+FQOAQO6YZyw7jh29BtyDZcG6YN0YZmw7Ih2ZDHkMdwx3DHcGw4NtQx1DHMMcwxxDG0MRQb0hjOGMYYhg1fDF0MWwy/hiuGKoYphl3DE0MTwxLDreGIoYghiKHW8MMwa5g19DD0MMQaYg07DDsMr4ZXQw5DDcMMQ6vhhaGFIdWQwnDCMMIQwtDBsMFwwVDBEMHwwLDAcGooNRwwDDCMGv6EoYSfhJ6EnISbhJmEmISXhJaEloSVhJWElISUhJOEk4SShJKEkYSRhJCEkISPhI+EjoSOhI2EjYSMhIqEiYSHhIaEhYSEhISEg4SDhIKEgoSBhIGEgISAhH+Ef4R+hH6EfYR9hHyEfIR7hHuEeoR4hHeEdYR0hHKEcYRvhG6EbIRrhGmEaIRmhGWEY4RihGCEX4RdhFyEWoRZhFeEVoRUhFOEUYR9widCJ0ImwiXCJEIkwiNCI0IiwiHCPaEQoRChnlBPGEQYRAhECET4Q/hD6EOYJ/wKu0KuUCvMCrHCq/AqtAqtwqqwKqQKqcKpcCqUCqFCPKGdsE7oC3vhLtSFudApvIW2sBbSQqZwKUwKZWEsPAqLQqIQFg6FQ6FQKBQGhUEhUAgU0gnphHPCOCGc0E3YJlwTqgnRhGdCM2GZsExIJiQT8hDyEO4Q7hCOCceEOoQ4hDeEYsIawhpCGkIawhnCGUIZQhnCGMIYwjBhmBCGEIbwhfCF0IXQhRBMCCZsIWwh/BJ+CVkIWQhXCFUIvYRewhTCFMIuYZcQhRCF8ITwhNCEkEtYQlhCuCXcEpIQkhCOEI4QihCKEIYQhhCCEIIQagm1hB+EH4RZwiyhB6EHIZYQS9hB2EF4JbwSchBqEGYQYhBaCa2EF4QXhFXCKqEFoQUhlZBKWEE4QShBCEH4QNhAyEC4QKhAqECYQJhAiECIQHhAWEA4JSQglBJKCQcIBwgFCAUIAwgDCKOEv2Co4KegpyCn4KZgpiCmoKVgpeCkoKQgpOCjYKMgo6CiYKLgoaChIKHgoKCgYKBgoCCgIKDgn+CfoJ8gn+CeYJ4gnqCdYJ3gnKCcIJzgm2CbIJugmmCa4JmgmSCZ4JigmGCYYJggmCCY4Jfgl6CXIJfglqCWYJZgliCWIJbgleCVoJUgleCUYJRgX/BJ0EmwSZBJkElwSXBJUElQSTBJMEkQSRBJkC/IFzwSPBI0EjQSLBIsEiQSJBIcEhQS1AsGCQIJAgn+CP4I+gj6CPYI9gjmBb3BbnAb1AaxwWuwGqQGpcFoEC94F6wL/sE+yAf3oB7Ug8/gM5gH86Az6AziQTx4B5vBOjgHmUFlMBlEBuPgMWgMGoPFYDFIDBKDcBAODoPDoDAYDAKDwCBdkC44F5wLygXlgnHBuCBcEC74FnwLugXdgm3BtiBbkC24FlwLqgXVgmnBs6BZkCzII7gjOBYcC+oI6gjmCOYI4gjiCN4I3gjaCNoIigVpBGcEYwTDgi+CLoItgl/BFUEVwRTBruCJoIlgieBWcERQRBBEUCuYFfQQ7BC8Cm4IaghiCFoFq4IWghWCFIISghGCD4IOggyCC4IJggiCBoIFggSCUkEBwQBBAMEfEBTwE7ATkBNQEzAT8BLQEpAScBIwEhAS8BHQEdARsBGwEZARkBFwEXARUBFQETARMBEQERAR8BDwENAQ0BCwELAQkBCQEHAQMBAQENAPsA9wD1APEA/wDrAOkA5QDjAO8A3QDZANcA0wDRAN0AywDHAMUAwwDBAMEAzwC/AL0AvQC7ALsAuQC3ALUAtQCzALMAsQCxAL8ArwCtAKkApwClAKMAowCrAP2AeEAoQCfAJ8AnQCZAJcAkwCRALkAx4BHgEaARoBFgEWARIBEgEOAQ4B7gH3gEKAQoB6QD1gEGAQIBAgEOAP4A+gD6APYA9gD2Ae0AvsArtALlALzAKvQCvQCqwCqcApcAqUAqXAKDAKhAKhQDygHbAOWAf8gT2QB+rAJ9AJxIE2sAmkgTNwCVQCk0AZKAORQCQwBsbAI/AINAKNwCKwCCQCiUAYCAOHwCAQCKQDzgHngHJAOWAcMA4IB3QDtgHZgGvANaAaUA2YBkwDogHRgGfAM6AZ0AxYBiwDkgHJgDyAY0AdQBzAG0AxYA3gDKAMYBgQBvAF0AXQBRAMCAZsAWwB/AJ+AVkAWQBXAL2AKYBdQBRAFMATwBNAE0ATQK537OzY2bGrY1fHjo4dHbs5dnPs5NjJsYtjF8cOjh0cuzd2b+zc2Lmxa2PXxo6NHRu7NXZr7NTYqbFLY5fGDo0dGrszdmfszNiZsStjV8aOjB0ZuzF2Y+zE2ImxC2MXxg6MHRi7L3Zf7LzYebHrYtfFjosdF7stdlrssthlscNih8Xuit0VOyt2Vuyq2FWxo2JHxW6K3RQ7KXZS7KLYRbHrs+uzg2IHxe6J3RM7J3ZO7JrYNbFjYsfEbondEjsldkrsktglsUNih8SOz47P7ojdETsjdkbsitgVsSNiR8RuiN0Quz27PTshdkLs9Oz07ILU3dXZ1dnV1dXV1f11f51f59f1dX0dX8fX7XV7nV6n1z3rnnV5XV7nrHPW4XV43V1319l1dl2zrllX19V1dB1dN9fNdcw6Zt2yblmnrFPWJf9QP6j/0+/p9/R3+jv9nH5O/6Z/06/p1/Rn+jP9mH5M/6X/0m/pt/RX+iv9lH5K/6R/0i/pl/RH+iP9kH5I/6P/0e/od/Q3+hv9jH5G/6J/0a/oV/Qn+hP9iH5E/6H/0G/oN/QX+gv9hH5C/6B/0C/oF/QH+gP9gH5A/5//z+/n9/P3+fn8e/49v55fz5/nz/Pj+fH8d/47v53fzl/nr/PT+en8c/45v5xfzh/nj/PD+eH8b/43v5vfzd/mb/Oz+dn8a/41v5pfzZ/mT/Oj+dH8Z/4zv5nfzF/mL/OT+cn8Y/4xv5hfzB/mD/OD+cH8X/4vv5ffy9/l7/Jz+bn8W/4tv5Y/y4/lx/Jf+a/8Vn4rf5W/yk/lp/JP+af8Un4pf5Q/yt/39/1Qfij/k//J7+R38jf5m/xMfib/kn/Jr+RX8if5k/xIfiQ/38/3H/mP/EZ+I3+Rv8hP5CfyD/mH/Hv/3i/kF/Lr/Xp/kD/ID+QH8v/4ffw9/h5/3p/3f//v7/29f/fv/tyf+2//7a/9tX/2z/7YH/tf/+tv/a1/9a/+1J/6T//pL/2lf/SP/tAf+uP9eP/df/fb/XZ/3V/3////+7//93//8z//7//+67/+P//nn//57/ydP/7j//3fv/3bf/Nv/vVf//Q//8yf+S//5a/8lX/yT/7yL//IH/nHf/wf/+Nv/I1/8S/+xJ/4wz/8D//hL/yFf/AP/sAf+NP9dP/cP/fL/XJ/3B/3w/1w/9v/9rv9bn/b3/az/Wz/2r/2q/1qf9qf9qP9aP/Zf/ab/WZ/2V/2k/1kP49/xz/2j/06fh1/jj/Hj+PH8d/4b/w2fhu/2C/21/hr/DR+Gv+Mf8Yv45fxx/hj/GF/2A/jh/G/+F/8Ln4XP9gP9rf4W/xf/9fP4mfxr/hX/Cp+Fb/X7/Wn+FP8XX/Xj+JH8Z/4T/wmfhM/18/1l/hL/Fv/1k/iJ/GP+Ef8In4Rf4g/xA/iB/Fr/Vr/h//Dn/Vn/R5+Dz/Wj/V3+Dv8V//Vz+Hn8G/4N/wafg1/hj/Dj+HH8Fv9Vv+F/8Jf9Vf9Fn4LP9VP9Vf4KfwT/gm/hF/CH+GP8EP4IfwP/ge/g9/B3+Bv8DP4GfwL/gW/gl/Bn+BP8CP4EfwH/gO/gd/AX+Av8E/9Uz+Bn8Av9Uv9A/4Bv4BfwB/gD/BH/VE/gB/A//t/fig/lA/KB+V/8j/5nnxPfie/k8/J5+Rv8jf5mnxNfiY/k4/Jx+Rf8i/5lnxLfiWfkj/Jn+RL8iX5kfxIPiQfkv/If+Q78h35jfxGPiOfkb/IX+Qr8hX5ifxEPiIfkX/IP+Qb8g35hfxCPiGfkD/IH+QL8gX5gfxAPiAfkP/H/+P78f34ffw+Ph+fj7/H3+Pr8fX4efw8Ph4fj3/Hv+Pb8e34dfw6Ph2fjj/Hn+PL8eP4cHw4/hv/je/Gd+O38dv4bHw2/hp/ja/GV+On8dP4aHw0/hn/jG/GN+OX8cv4ZHwy/hh/jC/GF+OH8cP4YHww/hf/i+/F9+J38bv4XHwu/hZ/i6/F1+Jn8bP4WHws/hX/im/Ft+JX8av4VHwq/hR/ii/Fl+JH8aP4fX6fD8WH4j/xn/hOfCd+E7+Jz8Rn4i/xl/hKfCV+Ej+Jj8RH4vP5fP4R/4hvxDfiF/GL+ER8Iv4Qf4i/5+/5Qnwhvp6v5wfxg/hAfCD+D9+H38Pv4ef5ef7X//pe3+t3/a7P9bn+1t/6Wl/rZ/2sj/Wx/tW/+lbf6lf9qk/1qf7Un/pSX+pH/agP9aE+no/n3/l3vp1v59f5df7v/77v+37v9z7v8/7u777u6/7Tf/q5n/tO3+njPu7f/u3bvu03/aZf+7VP+7Q/+7PP9Je+0lf6ST/py77sI32kH/uxf/SPvtE3+kW/6BN9og/7sD/0h77QF/pBP+gDfaBP59P5c/6cL+fL+XF+nA/nw/lv/pvv5rv5bX6bz+az+Wv+mq/mq/lpfpqP5qP5Z/6Zb+ab+WV+mU/mk/k8fB7+Dn+HP+aP+Tp8HX4OP4ePw7/h2/Bt+GK+mF/Dr+HT8Gn4M/wZvgxfhh/Dj+GH+WE+DB+G/8J/4bvwXfhgPpjfwm/hf/lfPgufhb/CX+Gr8FX4Xr6Xn8JP4Xf5XT4KH4V/wj/hm/BN+Fw+l1/CL+Fv+Vs+CZ+EP8If4YvwRfgh/BA+CB+Er+Vr+R/8D36Wn+V78D34WD6W38Hv4F/5Vz4Hn4O/wd/ga/A1+Bn8DD4GH4Nv5Vv5F/wLfpVf5VvwLfhUPpVfwa/gU/Ap+BP8Cb4EX4IfwY/gQ/Ah+A/8B74D34HfwG/gM/AX+Ap8BX4CP4GPwEfgH/AP+AZ8A34Bv4A/5U/5BHwCvpQv5Q/wB/gCfAF+AD+AH+VH+QB8AP7P//Wh+lA9qB5U/6n/1HvqPfWd+k49p55Tv6nf1GvqNfWZ+kw9ph5Tf6m/1FvqLfWV+ko9pZ5SP6mf1EvqJfWR+kg9pB5S/6h/1DvqHfWN+kY9o55Rv6hf1CvqFfWJ+kQ9oh5Rf6g/1BvqDfWF+kI9oZ5QP6gf1AvqBfWB+kA9oB5Q/6f/0/vp/fR9+j49n55Pv6ff0+vp8/R4ejz9nf5Ob6e309fp6/R0ejr9nH5OL6eX08fp4/Rwejj9m/5N76Z307fp2/Rsejb9mn5Nr6ZX06fp0/RoejT9mf5Mb6Y305fpy/RkejL9mH5ML6YX04fpwfRf+i+9l95L36Xv0nPpufRb+i29ll5Ln6XP0mPpsfRX+iu9ld5KX6Wv0lPpqfRT+im9lF5KH6WP0vf1fT2UHkr/pH/SO+md9E36Jj2Tnkm/pF/SK+mV9El6JD1fz9cf6Y/0RnojfZG+SE+kJ9IP6Yf0e/1eL6QX0uv1en2QPkgPpAfS/+h/9D56H32Pvkef1+f13/7be3tv3+27Pbfn9tt+22t7bZ/tsz22x/bX3tpX+2pP7an9tJ/20l7aR/toD+2hPV6P19/1d71db9fX9XX93/+93/t93/c93/P93u+93uv9s3/2eZ/3zt7Z4z3e3/3d273dN/tmX/d0P/dzz+yZ/bJf9spe2Sf7ZC/3co/skX3cx/2xP/bG3tgX+2JP7Ik93MP9sB/2wl7YB/tgD+yBPV1P18/1c71cL9fH9XE9XA/Xv/VvvVvv1rf1bT1bz9av9Wu9Wq/Wp/VpPVqP1p/1Z71Zb9aX9WU9WU/W8+h59Dv6Hf1YP9br6HX0OXoc/Y3+Rm+jt9GL9WJ9jb5GT6On0c/oZ/Qyehl9jD5GH9aH9TB6GP2L/kXvonfRg/VgfYu+Rf/Vf/Usehb9in5Fr6JX0Xv1Xn2KPkXf1Xf1KHoU/Yn+RG+iN9Fz9Vx9ib5Ev9Vv9SR6Ev2IfkQvohfRh+hD9CB6EL1Wr9V/6D/0WX1W76H30GP1Hfqr/qrn0HPoN/Qbeg29hj5Dn6HH0GPorXqr/kJ/oa/qq3oLvYWeqqfqK/QVego9hX5CP6GX0EvoI/QRegg9hP5B/6B30DvoG/QNegY9g35Bv6BX0CvoE/QI+gP9gd5Ab6Av0Bfop/qpnkBPoJfqpfoB/YBeQC+gD9AH6KP6qB5AD6D/9T8+FB+KB8WD4j/xn3hPvCe+E9+J58Rz4jfxm3hNvCY+E5+Jx8Rj4i/xl3hLfCWeEk+Jn8RP4iXxkvhIfCQeEg+Jf8Q/4h3xjvhGfCOeEc+IX8Qv4hXxivhEfCIeEY+IP8Qf4g3xhvhCfCGeEE+IH8QP4gXxgvhAfCAeEA+I/8P/4f3wfvg+PB9+D7+H18Pr4fPweXg8PB7+Dn+Ht8Pb4evwdXg6PB1+Dj+Hl8PL4ePwcXg4PBz+Df+Gd8O74dvwbXg2PBt+Db+GV8Or4dPwaXg0PBr+DH+GN8Ob4cvwZXgy/BheDC+GD8OH4cHwYPgv/BfeC++F78J34bnwXPgt/BZeC6+Fz8Jn4bHwWPgr/BXeCm+Fr8JX4anwVPgp/BReCi+Fj8JH4fv4Ph4KD4V/wj/hnfBO+CZ8E54Jv4RXwivhk/BJeCQ8Ep6P5+OP8Ed4I7wRvghfhCfCE+GH8EP4PX6PF8IL4fV4PT4IH4QHwgPhf/A/eB+8D74H34PP4/P4L//lvbyX7/Jdnstz+S2/5bV8lsfyWP7KX3krb+WrfJWn8lR+yk95KS/lo3yUh/JQHo/H4+/4O96Ot+Pr+Dr+53/e532+53ue53l+53de53X+yT/5nM95J+/kcR7nb97mm3yTr/map3man/mZZ/JMfskveSWv5JN8kpd5mUfySD7mY/7IH3kjb+SLfJEn8kQe5mF+yA95IS/kg3yQB/JAno6n4+f4OV6Ol+PjeDj+jX/j3Xg3vo1v49l4Nn6NX+PVeDU+jU/j0Xg0/ow/4814M76ML+PJeDKeB8+D38Hv4Mf4MV4Hr4PPwefgcfA4+Bv8Dd4Gb4MX48X4GnwNngZPg5/Bz+Bl8DL4GHwMPowP42HwMPgX/AveBe+CB+PB+BZ8C/6L/+JZ8Cz4FfwKXgWvgvfivfgUfAq+i+/iUfAo+BO8CZ6L5+JL8CX4LX6LJ8GT4EfwI3gRvAg+BB+CB8GD4LV4Lf4D/4HP4rN4D7wHHovH4jvwHfgr/ornwHPgN/AbeA28Bj4Dn4HHwGPgrXgr/gJ/ga/iq3gLPBVfga/AU+Ap8BP4CbwEXgIfgY/AQ+Ah8A/4B7wD3gHfgG/AM+AZ8Av4BbwCXgGfgE/AI+AR8Af4A7wB3gBfgC/AT/FTPAGeAC/FS/ED+AG8AF4AH4APwEfxAPgf/9tD7aF2UDuo/dP+afe0e9o77Z12TjunfdO+ade0a9oz7Zl2TDum/dJ+abe0W9or7ZV2SjulfdI+aZe0S9oj7ZF2SDuk/dH+aHe0O9ob7Y12RjujfdGuaE+0J9oR7Yj2Q/uh3dBuaC+0F9oJ7YT2QfugXdAuaA+0B9oB7YD2P/uf3c/uZ++z99n57Hz2PfueXc+uZ8+z59nx7Hj2O/ud3c5uZ6+z19np7HT2OfucXc4eZ4ezw9nf7G92N7ubvc3eZmezs9nX7Gt2NbuaPc2eZkezo9nP7Gd2M7uZvcxeZiezk9nH7GN2MbuYPcweZgezg9m/7F92L7uXvcveZeeyc9m37Ft2LbuWPcueZceyY9mv7Fd2K7uVvcpeZaeyU9mn7FN2KbuUPcoeZe/b+3YoO5T9yf5kd7I72ZvsTXYmO5N9ya5kT7In2ZHsSHa+nW8/sh/ZjexG9iJ7kZ3ITmQfsg/Z9/a9XcguZNfb9fYge5AdyA5k/7H/2H3sPvYee489b8/bv/t39+7evbt3d+7O3bf7dtfu2j27Z3fsjt2v+3W37ta9uld36k7dp/t0l+7SPbpHd+gO3fF2vP1uv9vtdru9bq/b//3f/d3f+73f+Z3f933f9V3fn/tzz/d8d+7OHd/x/d7v3d7tvbk393qvd3qn93mfd+bO3Jf7clfuyj25J3d5l3fkjtzjPd6P+3E37sa9uBd34k7c4R3eh3twB+5zu9wOt7/tbTvbrran7We72U6289jHdh07jv3GLrbX2GfsMvawHcbuYgfbv3YWu4rda+/aUewmdq59ayexi9hD7Fr7h93DjrVf7Rx2DXuG3Wq/sFvYqXYK+4Q9wg5hd7A32BfsCnYE+4G9wD61S+0D9gB71P7TQ+mfdE86J32TnknHpFvSK+mTdEk6JP2R3khnpCvSE+mHdEM6IX2QHkgHpPvR++h7dD06Hv2Obkevo9fR6eh09Dn6HF2OLkePo8fR4ehw9Df6G92N7kZvo7fR2ehs9DX6Gl2NrkZPo6fR0eho9DP6Gd2MbkYvo5fRyehk9DH6GF2MLkYPo4fRwehg9C/6F92L7kXvonfRuehc9C36Fl2LrkXPomfRsehY9Cv6Fd2KbkWvolfRqehU9Cn6FF2KLkWPokfR+/Q+HYruRG+iL9GV6Eh0Pt2IXkQfou/penoQ/YfuQ8/Tv3pX5+paPatfdatO1ad6VIfqd7qd/uu+zuu7/tRzHddv3dabelOv9VqndVqf9Vln6kx9qS91pa7Uk3pSl3WkHuuxftSPulE36kW9qBN1og7rsD7Uh7pQF+pBHajT6XT6nD6ny+lyepwep8PpcPqb/qa76W56m96ms+ls+pqupqfpaTqajqaf6We6mW6ml+llOplOpvPQeeg79B36mK5Dz6Hn0HHoOPQb+g3dhm5DF9PF9Bp6DZ2GTkOfoc/QZehhOgzdhQ6mf+ksdBW6l96lo9BN6Fx6CX1L39JJ6CT0EfoIXYQuQg+hh9BB6CB0LV1L/6B/0LP0LN2D7kHH0rH0DnoH/Uq/0jnoHPQN+gZdg65Bz6Bn0DHoGHQr3Uq/oF/Qq/Qq3YJuQafSqfQKegWdgk5Bn6BP0CXoEvQIegQdgg5Bf6A/0B3oDvQGegOdgc5AX6Av0BXoCvQEegIdgY5AP6Af0A3oBvQCegF9Sp/SCegEdCldSh+gD9AF6AL0AHoAPUqP0gHoAPSf/nuGeoZ6gnqCen56fnp6enp6dnp2enJ6cnpuem56anpqemZ6ZnpiemJ6Xnpeelp6WnpWelZ6UnpSek56TnpKekp6RnpCej56Pno6ejp6Nno2ejJ6Mnouei56KnoqeiZ6JnoieiJ6Hnoeehp6EnoOegZ6AnoCev559nnyefJ57nnmeeJ52nnWec55ynnCeb55tnmyeap5pnmeeZp5knmOeYZ5gnl6eXZ5bnlqeWJ5XnlWeVJ5SnlGeUJ5Pnk2eTJ5KnkmefI9jzyLPIk8955CnkGeQJ4+nj2e36f3yX1un9kn9ml9Vp/Tp/QJfeI97Z51T//ZP/en/syfzuf9tJ/1k34yn8tn8ik/4+fxWXwSn8On8Al80j3lnnHPt6fbk+259kx7oj3NnmVPHs8dTx3PHM8cTxxPG0+xp9izxnPGU8Yz7Anj6eIJ9vx6sniqeHo9u54oniaeXM+tJ4mniGeIp9bzw9PDE+t59eTw1PDM8LR6XnheeFY9q54WnhWeFJ4UnhOeE54SnhCeD54NngyeCp4JngmeCJ4IngeeBZ5TT6nngGeAZ9Tzl4fKQeWf8k+5p9xT3invlHPKOeWb8k25plxTninPlGPKMeWX8ku5pdxSXimvlFPKKeWT8km5pFxSHimPlEPKIeWP8ke5o9xR3ihvlDPKGeWL8kW5olxRnihPlCPKD+WGckN5obxQTignlA/KB+WCckF5oDxQDigHlP/J/+R+cj95n7xPzifnk+/J9+R6cj15njxPjifHk9/J7+R2cjt5nbxOTienk8/J5+Rycjl5nDxODieHk7/J3eRt8jY5m5xNviZfk6vJ1eRp8jQ5mhxNfiY/k5vJzeRl8jI5mZxMPiYfk4vJxeRh8jA5mBxM/iX/knvJveRd8i45l5xLviXfkmvJteRZ8iw5lhxLfiW/klvJq+RUcir5lHxKLiWXkkfJo+R9eV8OJYeSP8mf5E5yJ3mTvEnOJGeSL8mX5EpyJXmSPEmOJEeS8+V8+ZH8SG4kN5IXyYvkRHIi+ZB8SL6X7+VCciG5Xq6XB8mB5D/yH7mP3EfeI++R5+V5+Tf/5t7cm3fzbs7Nufk23+baXJtn82yOzbH5Nb/m1tyaV/NqTs2p+TSf5tJcmkfzaA7NoTlejpff5Xe5XW6X1+V1+Z//uZ/7eZ/3OZ/z+Z7vuZ7r+TN/5nme587cmeM5nt/5ndu5nTfzZl7ndU7ndD7nc87Ml7kyV+bJPJnLuZwjc2Qe53F+zI+5MTfmxbyYE3NiDudwPsyHuTAX5sE8mANzYE6X0+Vz+Vwul8vlcXlcDpfD5W/5W+6Wu+VteVvOlrPla7lanpan5Wg5Wn6Wn+VmuVlelpflZDlZziPnke/Id+Rj+ViuI9eR58hz5DhyHPmN/EZuI7eRi+VieY28Rk4jp5HPyGfkMnIZeYw8Rh6Wh+Uwchj5i/xF7iIHy1vkLfKv/CtnkbPIV+QrchW5itwr98pT5CnyrrwrR5GjyE/kJ3ITuYmcK+fKS+Ql8q18KyeRk8hH5CNyEbmIPEQeIgeRg8i1cq38Q/4hz8qzcg+5hxwr75Bf5Vc5h5xDviHfkGvINeQZ8gw5hhxDbpVb5RfyC3lVXpVbyC3kVDlVXiGvkFPIKeQT8gm5hFxCHiGPkEPIIeQP8ge5g9xB3iBvkDPIGeQL8gW5glxBniA/kBvIDeQF8gL5VC6VD8gH5AJyAXmAHED+y3/OUM5QTlBOT85Ozk1OTU5MzkvOS05LTkvOSs5JTklOSM5HzkZORk5FzkTORE5ETkPOQs5BTkFOQM4/zj5OPk49zjzOO047TjrOOc44TjhON842zjVONU40zjNOM84yzjJOMk4yzjHOMU4xTjHOMM4wTjBOMM4vzi9OL04vzi7OLU4tTizOK84qTipOKc4oTijOJ84mTiZOJc4kTj7nEWcRJxHnEOeec88pxCnEqefUcwZxBnECcQJx/nD+cPpw+nD2cPZw5jm9zq5z69Q6sc6rs+qkOqdOqVPqjDqjTqgT6sRz4jnvnHdOO6eds85Z5/ydv9N38s7d+XTmTtx5O5vO2jk7mU6mc+lMOmVn7Dw6i06ic+gUOoFOOqecM8755nRzsjnXnGlONOeZ08xp5ixzljnJnGROHk4ezh3OHc4x55hTh1OHM4czhxOH04ZTzEnDOcMpwxnDGcMZ5gxzwnDCcL5wvnC6cLpwgjnBnC2cLZxfzi8nC6cKp5ezy4nCacLJ5dxyknCKcIZwajk/OD04sZxXTg5ODc4MTgxOK6eV84LzgrPKWeW04LTgpHJSOSs4KzgpOCk4JzgnOCU4ITgfOBs4GTgZOBc4FzgVOBE4DzgPOA04DTgLOAk4pZxSzgHOAU4BzignADwUDgr3hHfCO+GccE74JjwTjgm/hFvCLeGV8Eo4JZwSPgmfhEvCJeGR8Ee4I7wRzghnhC/CF+GKcEV4IjwRjghHhB/CD+GGcEN4IbwQTggnhA/CB+GCcEF4IDwQDgj/g/vB/eB98D44H3wPrgfXg+fB8+B4cDz4HfwObge3g9fB6+B0cDr4HHwOLgeXg8fB4+BwcDj4G/wN7gZng6/B1eBp8DQ4GhwNfgY/g5vBzeBl8DI4GVwMHgYPg4PBv+BecC94F7wLzgXngm/Bt+BacC14FvwKbgWvglPBqeBT8Cm4FFwKHgWPgvfhfTgUHAr+BH+CO8Gd4E3wJjgTnAm+BF+CK8GV4ElwJDgfzocfwY/gRvAiOBGcCD4EH4Lv4Xu4EFwIrofr4UHwIDgQHAj+A/+B+8B94D3wHngenod/8S/uxb14F9/iWjyLY3EsfsWvuBW34lW8ilNxKj7FozgUh+J4+B1uh9vhdXgd/uM/7uM+3uM9zuM6/sRz3Ik7cRzH8Ru/cRu38SbexGu8xmmcxmd8xpk4E1/iS1yJK/EknsRlHInHeIwf8SNuxIs4ESfiMA7jQ3yIC3EhHsSDOBAH4nQ4HT6Hz+FyuBweh8fhcDgc/oa/4W44G76Gq+FpeBqOhqPhZ/gZboab4WV4GU6G78DH8DFcB54Dx4HjwG/gN3AbuA1cDBfDa+A1cBq4DDwGHobDwGHgL/AXuAvcBQ6Gg+Et8Bb4F/6Fs8BZ4CvwFbgKXAXuhXvhKfAUeBfehaPAUeAn8BO4CZwLL4GXwLfwLZwEPgIXgYvAQ+AhcBA4CFwL18I/4B/wLDwL94B7wLFwLLwD3gG/wq9wDjgHfAO+AdeAa8Az4Fb4BbwKt4BbwKlwKrwCXgGngFPAJ+ATcAk4BPwB/gB3gDfAGeAM8AX4AlwBrgBPgCfAEeAI8AN4AXwKJ4BL4VL4AHwALgAXgAfAA+BReBQOAAeA//DfHeoOdYO6Qd2f7k+3p9vT3enudHO6Od2bbk13pjvTjenGdF+6Ld2V7ko3pZvSPemedEu6Jd2R7kg3pBvS/eh+dDu6Hd2N7kY3o5vRvehedCu6Fd2J7kO3obvQTegmdA+6B92CbkF3oDvQDegGdP+5+9x8bj73nlvPnefOc+O58dx37ju3ndvOXeeuc9O55dxxbjj3m/vN7eZ2c7e529xsbjb3mnvNreZWc6e509xobjT3mfvMbeY2c5e5y9xkbjL3mHvMLeYWc4e5wdxf7i+3l9vL3eXmcm+5t9xabi13ljvLjeXGcl+5r9xWbit3lbvKTeWmck+5p9xSbil3lDvK3Xf33VBuJ3eTm8m95F5yK7mV3EnuJDeSG8nNd/PdR+4iN5GbyD3k3ruF3EJuvVvvDnIHuYHcQO4f94/bx513f2/v3b27N/fm3tt7e2tv7Z29szf2xt7X+3pbb+tdvas39abe03t6S2/pHb2jN/TGu+/uu9vutrvr7v/2b//u7/7mb/7e7/3Wb/1+3s87v/PbeTtv/Mbv+75v+7bv5t2867u+6Zt5L2/lnbyTt3zLN/JG3vEd38f7eBtv4g3f8D28hXfwDt7AG3jT3XT33D13y91yd9z9drvdbTfbzXav3Wu32q12p91pN9qNdp/dZ7fZbXaX3WU32U1287h53DvuHffYPXbruHPcOG4c9437xm3jFrtr3DVuGjeNe8Y945Zxy7hj3DHusDvshnHDuF/cL24Xt4sb7Aa7W9wt7q/762Zxq7i97hR31911o7hR3CfuE7eJ28TNdXPdJW4S94h7xC3iBnFr3R/urDvr9nB7uLFurLvD3eG+ujfcGu4MN4Ybw211W90X7gt31V11W7gt3FQ31V3hrnBTuCncE+4Jt4Rbwh3hjnBDuCHcD+4Ht4O7wc3gZnAvuBfcCm4Fd4I7wY3gPnAbuA3cBe4C99Q9dRO4CdxS94BbwC3gDnAHuKPuqBvADeD+3T87lB3KBmWDsj/Zn2xPtie7k93J5mRzsjfZm2xNtiY7k33JtmRXsinZlOxJ9iRbki3JjmRHsiHZjuxGNiN7kb3IVmQrshPZiWxENiL7kH3INmQbsgvZhWxCNiF7kD3IFmQLsgPZgWxANiD7j/3H9mP3sfnYfOw99h5bj63HzmPnsfHYeOw79h3bjm3HrmPXsenYc2w5thw7jh3HhmPDsd/Yb2w3thu7jd3GZmOzsdfYa2w1tho7jZ3GRmOjsc/YZ2wzthm7jD3GFmOHscHYYOwv9hfbi+3F7mJ3sbnYWuwsNhb7in3FtmJbsavYVWwqNhV7ij3FlmJLsaPYUew+u8+GYkOxn9hPbCe2E7uJ3cRmYjOxl9hK7CR2EhuJjcTms/nsI/YR24htxC5iF7GJ2ETsIfYQe88WYuvZenYQO4gNxAZi/7B/2D5sH3YPu4edZ+fZX/tre22v3bW7Ntfm2lt7a2ttrZ21r7bVttpVm2pP7akttaV21I7aUBvPvrPvbDvbzq6z6+zf7m3e1u2nndtO22njNm7f9m3btm037aZd27VN27Q927PNtJn20l7aSltpJ+2kLduxfbSNdtEu2kSbaMM2bA/toS20gTadPWfL2XJ2nB1nw9lw9pv9ZrvZbnab3Waz2Wz2mr1mq9lqdpqdZqPZaPaZfWab2WZ2mc3D3mHrsHPYN2wbtphdw65h07Bp2DPsGbYMW4Ydw45hh9lhNgwbhv3CfmG7sF3YYDaY3cJuYX/ZXzYLm4W9wl5hq7BT2F12l43CNmFz2SXsLXvLJmGTsEfYI2wRtgg7hK1lf7CzbA+2BxvLxrI72B3sK/vK5mBzsDfYGuwMdgYbg43BtrKt7Av2BbvKrrIt2BZsKpvKrmBXsCnYFOwJ9gRbgi3BjmBHsCHYEOwH9gPbge3AbmAvsBXYCWwENgL7gH3ANmAbsAvYBewpe8omYBOwpWwpe4A9wBZgC7AD2AHsKDvKBmADsH/2rxmqGaoJqgmq+anZqcmpqamZqYmpeal5qWmpaalZqVmpSalJqTmpOakpqSmpGan5qOmo2ajJqMmouai5qKmoqaiZqJmoiaiJqHmoeahpqGmoWahZqEmoSag5qDmoKagpqBmoGagJqAmo+af5p+mn2afJp8mnuae5p6mnqaeZp5mniaeJp3mneadpp2mnWadZp0mnSac5pzmnKacppxmnGacJpwmn+ab5pumm6abZprmmqaaJpnmmeaZppkmmOaY5pimmCab5peml2aXZpcmlyaW5pbmlqaWppZmleaVppUmlOaUppRmlGaXZ1+xrQmlCaT5pOmk2aTZpMmkyaS5pLmkqaSJp8jWNNIs0hzT3mnrNIM0fTR9NH80ezW/T2+Q2t81sE9u0NqvNaVPahDbxmnbNuqbf7Jt7U2/mTWfzbtrNukk3mc1lM9mUm3Hz2Cw2ic1hU9gENumac025plwzrhnXhGvCNd+ab023pluzrdnWZGuyNdeaa021plozrZnWRGuaNcuaPJo7mjqaOZo3mjaaNZo0mjOaMpoymjGaMZphzbAmjCaM5ovmi6aLZovmV5NFc0VzRVNFU0XTq+nVTNFM0exqdjVRNFE0TzRPNE00TTS5mlzNEs0Sza3mVpNEk0RzRFNEM0QzRBNEE0RTq6nV/NDManpoemhiNbGaHZodmlfNqyaHJofmhuaGpoamhmaGZoYmhiaGplXTqnmheaFZ1axqWmhWaFJoSmhGaD5oOmg2aDJoMmguaC5oKmgqaCZoJmgiaCJoHmgWaE41p5oEmgOaApoBmlHNqCaAJoDmr/mrQ9WhalA1qPpT/an2VHuqO9Wdak41p3pTvanWVGuqM9WZaky1pbpSTameVE+qJdWS6kh1pBpSDal+VD+qHdWO6kZ1o5pRzaheVC+qFdWI6kO1obpQXagmVBOqB9WDakG1oDpQHagGVAOq/9R/aj+1n7pP3afmU/Op99R7aj21njpPnafGU9up69Rzajk1nPpN3aZmU6up09Ro6jP1mdpMbaYuU5epydRjajG1mDpMHaYGU4Opv9Rfai81l3pLraXOUmepsdRY6iv1ldpKbaWuUk+ppdRR6r66r4ZSQ6mf1E9qJ7WTukm9pFZSJ6mR1EhqvpqvPlIfqY3UROoh9V4tpBZS69V6dZA6SA2kBlL/qHvUefW39tbeult3a27Nrbf1ttbW2PpaWwPeBV4FTSLeBF4ETSHeA14DTSDeAt6pZp6XgFeq2fUO8Apoar0BvFHNqxeA99ekdkN1QTWj3U9dT827bqcup+bf3dTV1OS7mbqYms/upa6lJt6t1KXUbHYndSU1526kLqSmsvuo66iJ7DbqMmoau4u6ippwN1EXUTPYPdQ11DzrFuoSapJ1B3UFNce6gbqAmji6f7p+mmLdPl0+TbDunq6eJlU3TxdPc0L3TtdOE0K3TpdO00B3TldOU6obpwunvtR903VTJ+q26bKp73TXdNXUdLppumjqON0zXTO1m26ZLpl6TXdMV0zdpRumC6am0v3S9VIz6XbpcqmLdLd0tdQ+ulm6WOps90rXSg3tVulSqfnulK6U+u5G6fbVyi6U7pN62HXSbVLHdZl0l9RpXSXdJLWOLpIuXy2je6RrpGbRLdIlUpvoDunu1SG6Qrp69YZukC6Qmqr7o+ujftDt0c2rD3S/XW891e12uXSo7rarpTF1s10s/ah77VppRt1ql0on6k67UtpQN9qF0oO6eN07GlDXrltH9+n+XZ/W0+27PH2nu3d1mk732c3pOF1nF6fbdO+uTavpNrs1/aVLd2c6SJfZXdI+uspukvZ25S6S3nbj7pHGdo3dIr13iV2YVnaHXSEN1w12gXRbl647R+PoynXjaK8uXPeNNtF167bRW1227hrdoavWTaM3dNG6ZzSGrlm3jK7qknV50FPdHd2xuVJXRzfHrKiLo3tjttO10RWb53RrdGnMcLozujLmM90Y3bB5TBdG98UMpuuiCzZ36bbofs1auiy6K+a+roqu1+ykm6LbNS/pouiemIl0TXS55h7dEt2t2dsl0R0xV7siuiFmaRdEV2vG637oZs1+10MXa567HbpX81yXQ3fDnNbV0M0wm3UxdK3mHd0L3ar5q2uhSzWr6FboUphRdCd0JcwhuhG6EGYK3QddB3OEboMug7lBd0FXwZygm6CLYBbQPdA1MAPoFuhOMUF1CXSlmJ26A7oCmJq6AbpRzEtdAN0fkxI3FBcUMxL3E9cTUxG3E5cTsw93E1cTMw83ExcT0w73EtcScw63EpcSEw53ElcSsw03EhcSUw33EdcR8wy3EZcRkwx3EVcRMww3ERcR0wv3ENcQcwu3EJcQEwt3EFcQswo3EBcQUwr3D9cPEwq3D5cPswl3D1cPswg3DxcP8wf3DtcOM49bh0uH2eXO4cpharlxuHCYV+4brhsmlduGy4YZ5a7hqmHecdNw0TB/7hmuGSbPLcMlw3xyx3DFMHFuGC4YZpP7heuFaeR24XJhwtwtXC3MNm4WLhamGfcK1wqTB7cKlwpTB3cKVwpTBjcKt49pgguF+4QZguuE24T5gcuEu4TZgauEm4RpgYuEy8ekwD3CNcKEwC3CJcJMwB3C3WNKcYVw9ZabuEG4QJaYuD+4PpaVuD24eUtJ3C/Xu3zE7XK5S0bcLVe7TMTNcrFLQ9wr17ocxK1yqUtA3ClXuuzDjXKhyzZcPO7dUg3Xjlu3PMP9uf6SDLfn8ssw3J2rL71wn9x8uYXr5OJLLNybay+VcJvcelnl0tx5KeUyucslHlfJTS7ruDIXuey5Mfe41LlGbnHp5BK58DLIHXKFyzZukAtcsuDSceeWKbhy3LjlCS4c921ZguvGbVuO4LJx15YguGrctGUWF417tuzANeOWLTdwybg8lhi4O7hjyyquDm6OZQUuDu6NpQSuDa7YUgG3BpfG8gB3BlfGcoobgxu2HMCFwX2h/MR1wQVTcuK24H4pM3FZcFcoLXFVcL2Uk7gpuF1KSFwU3BPKRlwTXC6lIm4J7pbyEJcEd4SSEFcEN4SSDhcEV0sZh/uBm6V0w/XAxVKu4XbgXinRcDlwNyjJcDVwMyi5cDFwrZRUuBe4VcomXAtcKqUSbgUuBSUQ7gSuBGUPbgQuBGWX+4DrQBnlNuAyUN5xF3AVKH9uAi4CJc89wDWgfHILcKeUOJcAV0rZ5A7gClAyuQG4UUqZC4D7Uxq3obaglPD209aTMrjttOWknNtu2mpSwm0zbTEp27aXtpaUadtKW0pKs+2krSQlj22kLSSlju2jrSPljW2jLSNlje2irSKljG2iLSIljO2hrSFli22hLSGliu2grSAlim2gLSAl1/bP1o+SxLbPlo8yxHbPVo/ywzbPFo+yw/bO1o4yw7bOlo7ywnbOVo6SahtnC0c5Yftm60YJYdtmy0bZYLtmq0apYJtmi0Z5YHtma0ZJYFtmS0YZYDtmKyYZahtmCybpaftl6yW5adtlyyWJabtlqyVZaZtliyUpaXtlayV5aFtlSyVJaDtlKyUZaBtl25f0s4WyfZLcs3WybZLEs2WyXZKss1WyTZKUs0Wy5Uu62R7ZGkmm2RbZEkma2Q7Z7iXHbIVs9ZJgtkG2QJJdtj+2PpJatj22eckr2+/Wm6Sy7W65ySjb7VabfLLNbrFJJtvr1ppMsq1uqckj2+lWmiSyjW6hSSFbvO1dEsjWbluX7LH9t37Su+23fHK73bd6Ert9bvNkdevc4knp9t7aSbxtc1sn67b0dk72W+Z2mdS3ym0yiW/lLTLZ3MbbY/Jta9wWkzq2xC2cvLEdboXJGtvgFpg8saXbziW1tnLbuKSHLdz2LXm1ddu2JTVs2bZrSaut2jYtaWGLtj1LUtiabcuSEbZkWx5JB9sd27Hkgq2ObY4kgi2O7Y1kga2NrVhSaltjSyMZYDtjKyP528bYhsmftjC2L2ROWxdbMDnTtsX2S460ZbFdISPaqth6yYW2KbZdsqAtiu0JOc7WxJZLdrMtsd2Sv2xJbEfIV7YitiHkJFsQWy35yPbDNkv2bj1sseTttsP2Sp5uOWw3yFFbDdsMyElbDFsrJKTthW0VstHWwpYKqWhbYUsBeWg7YSsBSWgbYQsBGWj7YOsA6WfbYMsAuWe7YKsAiWebYIsAWWd7YGsAKWdbYDuFfLMlsJVCstkO2ApAptkG2EYhzWwBbH/IMdpQWlBIMNpPWk/ILtpOWk5ILdpNWk3IK9pMWkxIKtpLWkvIKNpKWkrIJ9pJWklIJtpIWkjIJNpHWkfII9pGWkbIIdpFWkVIPW0iLSLkD+0hrSHkV1tISwjJ1Q7SCkI6tYG0gJC29o/WD3LW9tHyQSq1e7R6kLE2jxYPEqi9o7WDJNPW0dJB6tDO0cpBxtDG0cJBvtC+0bpBfmnbaNkgVWjXaNUgu7RptGiQJrRntGaQW9oyWjJILO0YrRgkBG0YLRhkAO0XrRfkT9tFyyWGpN2i1RIz0mbRYokHaa9orcR/tFW0VOI12ilaKTEYbRRtXwxFC0X7JG6idaJtEivRMtEuifm0SrRJ4iJaJFq+OKs9ojUSQ7VFtETiWjtEuxcztUK0enFRG0QLJBZqf2h9xGXaHtq8eIf2q/XGObRdLTe2od1qtbELbVaLjSFor1prbEBb1VJjAtqpVhoL0Ea10OMlLZ727khJa6etO0bS/lr/6Ejba/mjIu2u1Y+CtE9tfvyjdWrxIxztrbWPY7RNbX3coqW18/GJlqldHploldrkMYlW1iKPR7Sx9njsao3a4lGrJWrh41U71AqPVG1QCzxGtXTaueOdVk4bd/y1cNq346x107YdlVo27doRqVXTph2NWjTt2RHWmmnLjkEtmZbHUU67Qzt2TNPq0OY4mmlxaG8cd2htaMWOObQ1tDSOYtoZWhnHGdoY2rBjmBaG9sXRhdaFFuz4pW2h/Tqq0LLQrjh2aVVovY4mtCm0XcctLQrtiaMIrQkt17GDtoR263hBS0I74kilFaENcWygBaHVOirQftBmHQ9oPWixjlPaDtqrIwAtB+0GIyitBm0GYyctBq2VUZP2grbKeElrQUtlpKStoKVgjKSdoJVgdKSNoIVgXKR9oHVgRKRtoGVgFKRdoFVg/KNNoEVg5KM9oDVgfKMtoJ0ystES0EoZtWgHaAUYr2gDaKOMVLQAtD9jlGyoLCjjk+ynrCcjk2ynLCdjkuymrCbjkWymLCYjkeylrCWjkGylLCUjkOykrCRjj2ykLCSjN/so68i4zTbKMjJWs4uyiozSbKIsIiNe9lDWkLEuWyhLyNhnB2UFGfVsoCwgozP7J+vHaGf7ZPkY6eyerB7jMpsni8coZ+9k7RiP2TpZOkZidk5WjlEuGycLx+iWfZN1Y1zLtsmyMaJl12TVGMeyabJojDSyZ7JmjDGyZbJkjCyyY7JijF7ZMFkwxg/ZL1kvRg3ZLlkuRgfZLVktxgXZLFksRgTZK1krxgLZKlkqRqnslKwUY4BslGyf8ZeFkn1S/JR1km1S5JRlkl1SzJRVkk1StJRFkuUrTsoeyRopKsoWyRIpHsoOye4VB2WFZPWKgLJBskCKfbI/sj6KerI9snlFO9lv1luck+1mucU32W1WW1yTzWaxRTTZa9ZaLJOtZqlFMdlpVlr8ko1moUUoWbzsXbFJ1i5bV1SS/bN+8c/2Wb7IZ/esXnxmn9m8iGedWbzYzN5Zuzhnm9m6WMzS2bk4zDKzy+JbVplNFtmychZZTMvG2WPRLGvMFos8ssQsXNSRHWaFRRvZYBZYdJGly84VWWTlsnHFElm47FtRRNYt21bckGXLrhUxZNWyaUULWbTsWXFB1ixbVkSQJcvyKBbI7siOFaWyOrI5igGyOLI3ir+sjawY8VO2RpYGkVN2RlYG8VE2RjaMiCgLI/uCmCfrIgtGtJNtkf0izsmyyK4grsmqyHoRx2RTZLuIYLIosieIXbImslzEKtkS2S2ilCyJ7AgilKyIbAhikyyIrBZRSfZDNovIl/WQxSIWyXbIXhH3shyyG4hBshqyGYg+shiyVsRv9kK2ikjNWshSEYnZClkKRLjshKwEYlk2QhYCkUT2QdYBsUO2QZYBkSq7IKsA1pRNkEUAQ8oeyBqAC2ULZKfgMVkCWSk4S3ZAVgD8JBsgGwVTswCyP9jHhsKCgpvYT1hP8BHbCcsJpoHdhNUEx8BmwmKCX2AvYS3BLbCVsJTgFdhJWElwCmwkLCT4BPYR1hFcAtsIywgegV2EVQSDwCbCIoKzsIewhuAD2EJYQvAUdhBWEDwAGwgLCI7C/sH6GYbC9sHyGXrC7sHqGW7C5sHiGWLC3sHaGVbC1sHSGUrCzsHKGT7CxsHCGTLCvsG6GSbCtsGyGRrCrsGqGQ7CpsGiGQLCnsGaGfbBlsGSGerBjsGKGd7BhsGCGdLBfsF6GcbBdsFyGbrBbsFqGa7BZsFiGaLBXsFaGZbBVsFSGYrBTsFKGX7BRsH2DblgoWCfDLNgnWCbDK1gmWCXDKdglWCTDPuwSLB8QyfYI1gjwyXYIlgiQyTYIdi9oRGsEKzecAg2CBbIUA/7A+tj+APbA5s3zMN+sd5hF9vFcoda7BarHV6xWSx2SMVesdZhFFvFUod32ClWOvyxUSx0yGPxsHfDJ9YOWzfEsT/WHzaxPZYfztgdqw+V2Cc2HyKxTiw+NGJvrD2EsU1sPQxiaew8nMMyscshHFaJTQ7bsDIWOVTDxtjj8AxrxBaHN7BELDysgR1ihUMZ2CAWOISBpcPODcGwcti4IQssHPZt6IV1w7YNUWDZsGtDLqwaNm1IAouGPRuGwJphy4YbsGRYHkMM2B3YsWEVVgc2x7ACFgf2xlAC1gZWbPgAWwNLY8gAOwMrY5gAGwMbNjSAhYF9MSSAdYEFGwrAtsB+DQFgWWBXCEFhVWC9hJ2wKbBdQk1YFNgTwkVYE1guISJsCeyWMA+WBHaE0A5WBDaEcA4WBFZLCAf7AZslbIP1gMUSqsF2wF4Jz2A5YDcIyWA1YDMIw2AxYK2EXrAXsFXCLVgLWCohFmwFLAVhFewErAShFGwELAQhFOwDrANhE2wDLAOhEuwCrAIhHzYBFoGwCPYA1oCwB7YAdkroxRLASgm32AFYAcIoNgA2SniHBYD9Cf9rqCsoIX/9dPUkfF47XTkJ8eumqyZh85rpikk4Xy9dLQmV10pXSkLkddJVktB4jXSFJJS7Pro6Er5dG10ZCdmui66KhGnXRFdEwhzXQ1dDQhvXQldCwg3XQVdBQgrXQFdAwgjXP1c/QgfXPlc+QgPXPVc9QgDXPFc8QVDXO1c7wU7XOlc6QU3XOVc5wUvXOFc4QUrXN1c3wUjXNlc2QUfXNVc1wUXXNFc0QUTXM1czwULXMlcywT7XMVcxQT3XMFcwwTvXL1cvQTrXLlcuwTjXLVctQTfXLFcswTXXK1crQTTXKlcqwTLXKVcpwS7XKNe+YJUrlOuToJSrk2uTIJQrk+uS4N5VyTVJ8HtFcuULcq9HrkaC2WuRK5Gg9TrkuhecXoVc9YLQa5ArkKDd9cfVR9C/9rjmBe3r9+oN0tfulRtcXrdXbVC+Zq/YINr1erUGy67VKzVY4zq9SoMyrtErNAjjine9C4Jd7a51QRbX/+oHva79lQ+iuO5XPch1fV7zIImr84oHQ1zvqx38cG1e6yDWlb7OQQ5X5nUZzHBVXpPBC1f5igxSXePrMTjharwWgxCuxCscbHAdXoVBBdfgFRg8cKW7zgWnrnLXuOCAK9z1LRh1dbu2AUNd2a5rQE9XtWsacNMV7XoGxHQ1u5YBK13JrjyAkq47rmNAQVcd1xzAP1cc1xtAPlcbVzFgnmuNKw2gneuMqwzgnGuMaxgQzhXG9QWwzdXFFQyo5tri+gU8c2VxXQEkc1Vx9QJWuaa4dgGbXFFcTwCVXE1cuYDfa4nrFnB7JXEdAcReRVxDAO+uIK5aQP/64ZoF3K8erljA/NrhegW8rxyuG4D1VcM1A5B5xXC1AgqvF65VwLerhSsVcMe1wpUCMMd1wlUC0MY1whUCkMb1wdUBMMa1wZUBUMV1wVUBEMI1wRUB0MD1wNUAkMC1wHUKKOBK4CoFBHAdcBVAB+oa4BpF1+kK4Pqj02QNZQVFF8n6yeqJrpG1k5UTnSLrJqsmujvWTFZMdHSsl6yW6OBYK1kp0bWxTrJKolNjjWSFRGfG+sjqiG6MtZGVEZ0W6yKrIror1kRWRHRUrIeshuj6rIWshOiAWAdZBdFtrYGsgOhy6x+rH7qltY+VD51s3WPVQ3e05rHioSNa71jt0Amtdax06Oisc6xy6OKscaxw6Nysb6xu6Masbaxs6HBY11jV0IlZ01jR0M2wnrGaoQuzlrGSoXNhHWMVQ/dlDWMFQ6fC+sXqha7L2sXKhc6EdYtVCx0IaxYrFroq6xWrFToI1ipWKnQNrFOsUugUWKNY++gOWKFYn9BNWZ1Ym9ANsDKxLqGLsiqxJpkLZUVi5ZvzZD1iNTK3yVrESmRukXWIdW8OkVWIVW+ukDWIFcicIOsPq4+5P9Ye1rw5Ptav1TuXx9q1cufsWLdW7dwca9aKnYNjvVqtc22sVSt1To11apXOnbFGrdA5MlY8691cGKudtW7Oi/W3+nNbrL2VnxNi3a36HBDr05rP9bA6rfic13pb7TmttWmt565W2jrPUa1M63IualVak3N3VtmKnNutsfU4l1uN1uLcbSVa4bnaOrQK55jWoBU4l7TSWefmYqucNW6uaIWzvs0NrW7Wtjmglc26NidnVbOmzb1Z0axnc2xWM2vZXJqVzMpjzsy6wzo2x8Oqw5pjTocVh/XG3A2rDavYXA1rDSuNORnWGVYZczCsMaxhc2BWGNYXcyysLqxgc13WFtavORNWFtYVc1tWFVavORHWFNauOS0rCuuJOQ9WE1auuStrCevWnAYrCeuIOSurCGuIOQtWEFatOQrWD9asuQhWD1asOQfWDtaruQVWDtYNcwisGqwZ5gpYMVit5qSsF6xVcwGsFqxUcz9rBSsFuU/WCVYJcpqsEawQ5C5ZH1gdyFGyNrAykItkXWBVIOfImsCKQG6R9YDVgBwiawHrlFwhKwGrlJwg6wCrALk/1gDWKDk+VgDWn1yeaqgqKDk71U9VT3Jaqp2qnOSuVDdVNclRqWaqYpKLUr1UtST3pFqpSkmOSXVSVZJckmqkKiQ5I9VHVUdyQ6qNqozk9KqLqorkelQTVRHJZauHqobkqNVCVUJye3VQVZAcshqoCkguWP1T9SP3Vu1T5SNXVt1T1SOHo5qnikcurHqnakeORbVOlY4cV3VOVY4ciGqcKhy5rOqbqhu5DtU2VTZxiKprqmriClXTVNHECaqeqZqJ+1MtUyUTx6c6piomLk81TBVMnJ3ql6qXuDnVLlUucW+qW6pa4thUs1SxxKWpXqlaiTNTrVKlEvelOqUqJY5LNUq1L+5KFUr1SRyVqpNqkzgnVSbVJXFLqkqqSeKQVJFU+eL2qkeqRuKCVItUicT5qA6p7sV9q0KqenHcapAqkLhs9UfVR5y12qOaFzetfqveOGi1W+XG2VW3VW2cX81WsXHO6rVqjbOr1So1jq5Oq9I4ZDVahcYZq3jVuzi4aleti6Or/lU/Lq7aV/k4tepe1ePOqs9qHkdWdVbxuLHqXbXjcFSb1TpOrEpX57gZVWZ1GRdWVVaTcS6qchUZ91WNq8c4FVVjtRjXVSVW4TgT1WFVGLdVDVaBcSKqdNW5OK2qXDUuzkMVrvoWd1V1q7bFaaiyVdfirKpq1bQ4C1W06lkchapZtSwuQpWsyiPOQXVHdSxuQVVHNUfcVBVH9UYcgKqNqhgcqGqNKg24TtUZVRlwmKoxqmFwkaowqi/gHFVdVMHgDlVbVL/gCFVZVFfAAaqqqHrB9ammqHbB6amiqJ6A81I1UeWC21ItUd2Cw1IlUR0BV6UqohoCTkoVRFULDkr1QzULTkjVQxULDki1Q/UKrkeVQ3UDnLeqoZoBblvFULWCw1YvVKvgqlULVSo4abVClQIcXnVCVQKcXDVCFQLcWfVB1QEcWbVBlQHcjOqCqgK4sGqCKgK4ruqBqgE4E9UC1Sm4rSqBqhSciOqAqgA4rWqAahSchyqA6g9uAjUUFRQcBOonqie4BtROVE5wCqibqJrgDlAzUTHBTVEvUS3BDaBWolKCi6JOokp6C0WNRIX05on6iOrobRO1EZXRGybqIqqit0rURFREb5Koh6iG3h5RC1EJvTGiDqIKektEDUQF9GaI+ofq520QtQ+Vzxsg6h6qnrc+1DxUPG96qHeodt7uUOtQ6bzRoc6hynk7Q41DhfNGhvqG6uYtDLUNlc2bF+oaqpq3LdQ0VDRvWKhnqGbeqlDLUMm8SaGOoYp5g0INQwXz1oT6herlTQm1C5XLGx91C1XLWxFqFiqWtz3qFaqVtyDUKlQqbz6oU6hS3r7UKNS+Ny4VCvXJW5bqhNrkzUplQl3yNqUqoSZ5g1KRUPne7KhHqEbefGoRKpG3nTqEuveWU4VQ9d5uahAqkLea+oPq441J7UHNe0tSv1TvW0ztUrlvReqWqn0bUrNU7BuQeqVa3+SoVSr17Y06pUrf2KhRKvQtjYpHvXszo9pR6954UH+q/6aD2lP5txvUnaq/1aA+qfmbDKqTir/BoN5U+w2M2qTWbyyoNHV+86Iyqcs3FFQlNfnGRZWpyDcS1Jh6fAtBNVKLbx+oRCr8hkUdUoVvHKhBKvAtA5WOOvd2gSpHjXujosJR394mUN2obW8QqGzUtbcGVDVq2psCKhr17O0A1Yxa9jZFJaPyeBtA3UEde4ui6qDmcAtFxUG94eaJaoMq5raJWoNKww0TdQZVhlslagxqmJskKgzqC7dHVBdUMDdG1BbUL7dEVBbUFW6GqCqoXm6DqCmoXW6AqCioJ9z6UE1Qudz0UEtQt9zuUElQR7jRoYqghnCLQwVB1XJzQ/1AzXJbQ/VAxXJDQ+1AvXIrQ+VA3eAmhqqBmsHtCxUD1cqNC/UCtcotC9UClcrNCrUClYLbFOoEqgS3PmoEKgQ3J9QHVAduS6gNqAzckFAXUBW4GaEmoCJwG0I9QDXgpkctQJ1y+0ElQJVyy6MOoApw61IDUKPctFQA1J/bdRpqCsqNOv009eQWnXaacnK7m26aanL7p5mmmNz46aWpJbfntNKUkhs+nTSV5NacRppCcpunj6aO3JTTRlNGbsjpoqkiN+M00RSRGzw9NDXkFpwWmhJym5sOmgpyg5sGmgJya5v+mfpxU5v2mfJxO5vumepxI5vmmeJxG5vemdpxwzGtM6XjJjadM5XjNmMaZwrHLWz6ZurGzcW0zZSN29d0zVSNG4lpmikatxDTM1Mzbh+mZaZk3LCmY6Zi3DhMw0zBuBGYfpl6abM07TLl0oZnumWqpc3NNMsUSxuY6ZWplTYs0ypTKm190ylTKW180yjTvjbuFMr0SRt06mTapC2fMpkuaStOlUyTtMVNkUz52s6mR6ZG2m5Mi0yJtGVNh0z32qqmQqZ6bQymQaZA2gZMf0x9sOGZ9pjmsbmZfqdeNjLT7pTLJmW6nWrZ+KbZKZbNx/Q6tbJBp9UplU2fTqdSNuc0OoWy2VO86R0bPbWb1rEtp//UZ5On/ZRnO073qc5GnD6nOZtw6pzibHTTe2qzxU2b05rNbUpPZ7a1KXO6ZEObKqdJtrKpPEWy7ZjG0yNbjqlxWmT7mhKnMJuK6XAqZOuaBqdANhNTuukc29ZUbhrHJmIKN31j05q6TdvYPEzZpmtsV1O1aRqbhina9IzNamo2LWOzMCWb8mA7MN0xHWObmuqY5mAbMMUxvcEWNbUxFVsLNa0xpbHmaTpjKmNt0zTGNGwN0xTG9MVapamLKdiapGmL6dfaoymL6Yq1P1MVU681PtMU0661PFMU0xNrdqYmplxrc6YlpltraKYkpiPWwExFTEOsTZmCmGqt9U0/TLPWnEw9TLHW9qYdpldrPaYcphvWvFMN0wxr2ymGqdUadnphWrVWnVqYUq310wpTCmv6dMJUwho+jTCFsKacPpg6WIunDaYM1tSmC6YK1samCaYI1nBMD0wNrIlNC0yn1mZMCUyl1sKmA6YC1lxMA0yj1r6mAKa/NRXSUFJQa13ST1JPa1rSTlJOax6km6Sa1q6kmaSY1PZIL0ktqeGRVpJSUqsjnSSVpCZHGkkKSe2N9JHUkRobaSMpI7U+6SKpIjUn0kRSRGpLpIekhtSQSAtJCakZkQ6SClLbkwaSAlILIv0j9aPmQ9pHykftK90j1aPGleaR4lHLSu9I7ahRpXWkdNSi0jlSOWp30jhSOGq/9I3UjRovbSNlo/aUrpGqUcOlaaRo1JrSM1IzarO0jJSMmlI6RipGDSkNIwWjZpR+kXpRg6VdpFzUgtItUi1qc9IsUixqcNIrUitqbdIqUipqadIpUilqZtIo0j41HlIo0idqOqROpE3UbkiZSJeo1ZAqkSZRkyFFIuVTgyE9IjWiBiYtIiWixkI6RLqn5iUVItVTQyENIgWixiX9IfWhhiXtIc1T4yD9Sr1qGaRdKVftgnQr1apRSbNSrNoE6VVqVYMgrUqpag2kU6lUTYE0KoWqHZDiSe/UpqR20jq1AdJf6qtFSXspnxZKukv1NE/SpzRP2yR1SvE0TNJbaqdVkjaldZokKS2d0x5JmdJlGiOpUppMSySVpcg0Q9JYekwbJDVKi2mApEQpnNZHOpQK0/RIg1Jg2h0pnXQujY5UThqXBkcKJ31LayN1k7alqZGySdfSzkjVpGlpZKRo0rO0MFIzaVmaFymZlEfaFukO6VgaFqkOaY60KlIc0htpUqQ2pGJpUKQ1pDTSmkhnSGWkKZHGkIal8UlhSF+kFZG6kIKl7UlbSL/SfkhZSFek5UlVSL3SutIU0q40rRSF9ETaVWpCypVGlZaQbqVBpSSkI9LspCKkIdJ8KQipVtou/SDNSsulHqRYabe0g/QqrZZykG5IY0o1SDOkJaUYpFZpsfSCtCqtKLUgpUobSitIKaQBpROkEtLkpBGkENLepA+kDtLYpA2kDNLSpAukCtLMpAmkCNJ4SA9IDaTpkBaQTqXdkBKQSqXVkA6QCkiTIQ0gjUqDIQUg/aWBRUNFQaWxiH6KekrzinaKckpDEd0U1ZTGFc0UxZRGInopaiktRLRSlFJaVnRSVFJah2ikKKQ0DdFHUUdobKKNoozQzkQXRRWhOYkmiiJCQxI9FDWEZiRaKEoITUh0UFQQ2o9ooCggNGj0T9QPml20T5QP2h7dE9WD5ozmieJBo6N3onbQltE6UTpoyOicqBw0YzROFA4aHH0TdYMWjLaJskGbi66JqkGDi6aJokFri56JmkFTi5aJkkEzi46JikHjEQ0TBYOmI/ol6gXNRrRLlAtajOiWqBY0F9EsUSxoKqJXolbQuqJVolTQOESnRKWgYYhGifahUUWhRJ+gTYg6iTZBaxBlEl1ydimqJJrkTEgUSZTv7Ef0SNTI2TdaJErkjBsdEt07y0aFRPXOrNEgUSBn0+iPqI8zaLRHNO/MLvqNes/yaDfKPbuj26j2jCyajWLPYESvUesZWLQapZ6xiE6j0jOvaDQKPUMRxYvenXFF7aJ1ZySif9Q/CxHto/zZh+ge1c+wos9oflYVdUbxswrRO2qfJYg2o/WZgSgdnc1CRZnRpZmnqDKaNNsUlaNIM0zROHo0qxQ1RotmkqLEKGz2KDqMCs0YRYNRoFmiKF10zsxQVC4aZzYoChd9MwMUdYu2mfWJskXXzPRE1aJpZm2iaNEzMzVRs2iZ2ZkoWZSHGZnojuiYWZiojmgOMy9RHNEbZluiNqJiZliiNaI0zKpEZ0RlmEmJxoiGmUGJwoi+MGsSdREFM1MSbRH9MuOLsoiuMCsSVRH1MtuLpoh2mQWJooieMPMRNRHlMvtGS0S3zLhREtERZtmoiGgIM2sURFTLbBr9EM0yg0Y9RLHM7KIdoldmfpRDdIPZHtUQzWDGjGKIWpkloxeiVWZx1EKUyqwYrRClYDaMTohKMANGI0QhmMlFH0QdmL1FG0QZmLFFF0QVmKVFE0QRmJlFD0QNmPGIFohOmemIEohKmd2IDogKMKsRDRCNMpMRBRD9mcGAhoKCMgODfoJ6MmMB7QTlZGYF3QTVZGYBmgmKycwB9BLUktkCaCUoJbMD0ElQSWZT0EhQSGWfoI+gjso4QRtBGZVhgi6CKiqrBE0ERVQmCXoIaqjsEbQQlFCZH+ggqKCyOtBAUEBlcqB/oH7K3kD7QPmUsYHugeopSwPNA8VTZgZ6B2qnbAy0DpROGRjoHKicsi7QOFA4ZVqgb6Buyq5A20DZlFGBroGqKYsCTQNFU/YEegZqpowJtAyUTBkR6BiomDIh0DBQMGVAoF+gXsp6QLtAuZR5oVugWsq20CxQLGVY6BWolbIqtAqUSpkUOgUqpQwPGgXaV1YHhQJ9QpYHdQJtQtaFMoEuIdNClUCTkF2hSKB8ZFToEagRsh9aBEqErAkdAt0jQ0KFQPXIjNAgUCBkMPQH1AdZENoDmkc2B/1CvWRm0C6US8YDuoVqyXJAs1AsmQvoFWolYwGtQqlkXtApVEqGAhqFQsm4oHjQOzISUDtoHVkI6A/1yT5Aeyif4AvdoXoCLvQJzRNUoU4oniAG9IbaCV5Am9A6gQooDZ0R0FAmdIlgCVVCkwhkqAxFIoChMfSIIAg1QosI5qBEKIwADjqECg/kgAahwAMcoHTQuQMVoHLQuAMKoHDQNwOIoG7QNgN7oGzQNQNuoGrQNAN8UDTomQEgUDNomYEslAzKw4ARugM6ZgAOqgOawwAZFAf0hoEsqA2omAEraA0oDQMPoDOgMgpAgsaAhhUgBIUBfVHgDtQFFKyAE2gL6FeBIlAW0BUF8qAqoF4FltAU0K4CQSgK6AmpK9QElEuKCi0B3ZJKASUBHSF1AioCGkKqBBQEVEtqBPQDNGvABagHKJaAS9AO0CsBjaAcoBsECIJqgGYQoAWKAWolwAn0ArRKwB7UApRKgA2tAKUgAAmdAJUggA4aAQpBwAroA6gDASOgDaAMBGyALoAqCLAJmgCKIEAk6AGogQCGoAWgUwHAQAlApQJQgQ6ACgiABBoAGhUghwKA/gIs8ULhgQowxPuE5ymAC7xOeJwCcOFtwtP0Y+JlwsP0S+JdwrP0i/Eq4VH6ueFNwpP0W8OLhAfph4b3CM/RrwyvER6j3w68RXiKfl54ifAQ/bLwDuEZ+nXAK4RH6LcBbxCeoB8GvEB4gH5VeH/w/Pwq4PXB4/OTgLfn7tGdoztHd43uGt0xumN0t+hu0Z2iO0V3ie4S3SG6Q3R36O7QnaE7Q3eF7grdEbojdDfobtCdoDtBd4HuAt0BugN09+fuz52fOz93fe763PG543O3527PnZ47PXd57vLc4bnDc3fn7s6dnTs7d3Xu6tzRuaNzN+duzp0cOzx2d+wCDBYoSIDggIECUwSkBggIEAWgwS8UqE+eOnHapCkTpkuWKlGaJCkSpEeOGjFapCgRokOGChEaJCgQoD9++vDZoycPnjt26tCZIycOnDdu2rBZoyYNmjNmypAZIyYMmC9eunDZoiULlitWqlCZIiVKH5QnTpowWaIkCRK+I0aKEBmyJ0QvCJAfPnrkfb1d7labxV6tVepUGoXi3dnV/X7P7/ozd+K33azpmblUJmVkfDQWifBQGATSzcnFwb25tbGtqaWhnZmVkfHYMaYjB44bNsRq0JghI0YYjBcuwFp8sVihwitFF4oTJrhKbJEYISIECK0PWR6wOlxx2KAhAwarC1UWqCpQmCAhAoQHDhowWKAgAYIDBgpMEZAaICBAFAAGv1CgPnnqxGmTpkyYLlmqRGmSpEiQHjlqxGiRokSIDhkqRGiQoECA/vjpw2ePnjx47tipQ2eOnDhw3rhpw2aNmjRozpgpQ2aMmDBgvnjpwmWLlixYrlipQmWKlCh9UJ44acJkiZIkSPiOGClCZMieEL0gQH746JH39Xa5W20We7VWqVNpFIp3Z1f3+z2/68/cid92s6Zn5lKZlJHx0VgkwkNhEEg3JxcH9+bWxramloZ2ZlZGxmPHmI4cOG7YEKtBY4aMGGEwXrgAa/HFYoUKrxRdKE6Y4CqxRWKEiBAgtD5kecDqcMVhg4YMGKwuVFmgqkBhgoQIEB44aMBggYIECA4YKDBFQGqAgABRABb8QoH65KkTp02aMmG6ZKkSpUmSIkF65KgRo0WKEiE6ZKgQoUGCAgH646cPnz168uC5Y6cOnTly4sB546YNmzVq0qA5Y6YMmTFiwoD54qULly1asmC5YqUKlSlSovRBeeKkCZMlSpIg4TtipAiRIXtC9IIA+eGjR97X2+VutVns1VqlTqVRKN6dXd3v9/yuP3MnftvNmp6ZS2VSRsZHY5EID4VBIN2cXBzcm1sb25paGtqZWRkZjx1jOnLguGFDrAaNGTJihMF44QKsxReLFSq8UnShOGGCq8QWiREiQoDQ+pDlAavDFYcNGjJgsLpQZYGqAoUJEiJAeOCgAYMFChIgOGCgwBQBqQECAkQBUPALBeqTp06cNmnKhOmSpUqUJkmKBOmRo0aMFilKhOiQoUKEBgkKBOiPnz589ujJg+eOnTp05siJA+eNmzZs1qhJg+aMmTJkxogJA+aLly5ctmjJguWKlSpUpkiJ0gfliZMmTJYoSYKE74iRIkSG7AnRCwLkh48eeV9vl7vVZrFXa5U6lUaheHd2db/f87v+zJ34bTdremYulUkZGR+NRSI8FAaBdHNycXBvbm1sa2ppaGdmZWQ8dozpyIHjhg2xGjRmyIgRBuOFC7AWXyxWqPBK0YXihAmuElskRogIAULrQ5YHrA5XHDZoyIDB6kKVBaoKFCZIiADhgYMGDBYoSIDggIECUwSkBggIEAUgwS8UqE+eOnHapCkTpkuWKlGaJCkSpEeOGjFapCgRokOGChEaJCgQoD9++vDZoycPnjt26tCZIycOnDdu2rBZoyYNmjNmypAZIyYMmC9eunDZoiULlitWqlCZIiVKH5QnTpowWaIkCRK+I0aKEBmyJ0QvCJAfPnrkfb1d7labxV6tVepUGoXi3dnV/X7P7/ozd+K33azpmblUJmVkfDQWifBQGATSzcnFwb25tbGtqaWhnZmVkfHYMaYjB44bNsRq0JghI0YYjBcuwFp8sVihwitFF4oTJrhKbJEYISIECK0PWR6wOlxx2KAhAwarC1UWqCpQmCAhAoQHDhowWKAgAYIDBgpMEZAaICBAFAAEv1CgPnnqxGmTpkyYLlmqRGmSpEiQHjlqxGiRokSIDhkqRGiQoECA/vjpw2ePnjx47tipQ2eOnDhw3rhpw2aNmjRozpgpQ2aMmDBgvnjpwmWLlixYrlipQmWKlCh9UJ44acJkiZIkSPiOGClCZMieEL0gQH746JH39Xa5W20We7VWqVNpFIp3Z1f3+z2/68/cid92s6Zn5lKZlJHx0VgkwkNhEEg3JxcH9+bWxramloZ2ZlZGxmPHmI4cOG7YEKtBY4aMGGEwXrgAa/HFYoUKrxRdKE6Y4CqxRWKEiBAgtD5kecDqcMVhg4YMGKwuVFmgqkBhgoQIEB44aMBggYIECA4YKDBFQGqAgABRAA78QoH65KkTp02aMmG6ZKkSpUmSIkF65KgRo0WKEiE6ZKgQoUGCAgH646cPnz168uC5Y6cOnTly4sB546YNmzVq0qA5Y6YMmTFiwoD54qULly1asmC5YqUKlSlSovRBeeKkCZMlSpIg4TtipAiRIXtC9IIA+eGjR97X2+VutVns1VqlTqVRKN6dXd3v9/yuP3MnftvNmp6ZS2VSRsZHY5EID4VBIN2cXBzcm1sb25paGtqZWRkZjx1jOnLguGFDrAaNGTJihMF44QKsxReLFSq8UnShOGGCq8QWiREiQoDQ+pDlAavDFYcNGjJgsLpQZYGqAoUJEiJAeOCgAYMFChIgOGCgwBQBqQECAkQBMPALBeqTp06cNmnKhOmSpUqUJkmKBOmRo0aMFilKhOiQoUKEBgkKBOiPnz589ujJg+eOnTp05siJA+eNmzZs1qhJg+aMmTJkxogJA+aLly5ctmjJguWKlSpUpkiJ0gfliZMmTJYoSYKE74iRIkSG7AnRCwLkh48eeV9vl7vVZrFXa5U6lUaheHd2db/f87v+zJ34bTdremYulUkZGR+NRSI8FAaBdHNycXBvbm1sa2ppaGdmZWQ8dozpyIHjhg2xGjRmyIgRBuOFC7AWXyxWqPBK0YXihAmuElskRogIAULrQ5YHrA5XHDZoyIDB6kKVBaoKFCZIiADhgYMGDBYoSIDggIECUwSkBggIEAWgwC8UqE+eOnHapCkTpkuWKlGaJCkSpEeOGjFapCgRokOGChEaJCgQoD9++vDZoycPnjt26tCZIycOnDdu2rBZoyYNmjNmypAZIyYMmC9eunDZoiULlitWqlCZIiVKH5QnTpowWaIkCRK+I0aKEBmyJ0QvCJAfPnrkfb1d7labxV6tVepUGoXi3dnV/X7P7/ozd+K33azpmblUJmVkfDQWifBQGATSzcnFwb25tbGtqaWhnZmVkfHYMaYjB44bNsRq0JghI0YYjBcuwFp8sVihwitFF4oTJrhKbJEYISIECK0PWR6wOlxx2KAhAwarC1UWqCpQmCAhAoQHDhowWKAgAYIDBgpMEZAaICBAFICpXyhQnzx14rRJUyZMlyxVojRJUiRIjxw1YrRIUSJEhwwVIjRIUCBAf/z04bNHTx48d+zUoTNHThw4b9y0YbNGTRo0Z8yUITNGTBgwX7x04bJFSxYsV6xUoTJFSpQ+KE+cNGGyREkSJHxHjBQhMmRPiF4QID989Mj7ervcrTaLvVqr1Kk0CsW7s6v7/Z7f9WfuxG+7WdMzc6lMysj4aCwS4aEwCKSbk4uDe3NrY1tTS0M7Mysj47FjTEcOHDdsiNWgMUNGjDAYL1yAtfhisUKFV4ouFCdMcJXYIjFCRAgQWh+yPGB1uOKwQUMGDFYXqixQVaAwQUIECA8cNGCwQEECBAcMFJgiIDVAQIAoAAR+oUB98tSJ0yZNmTBdslSJ0iRJkSA9ctSI0SJFiRAdMlSI0CBBgQD98dOHzx49efDcsVOHzhw5ceC8cdOGzRo1adCcMVOGzBgxYcB88dKFyxYtWbBcsVKFyhQpUfqgPHHShMkSJUmQ8B0xUoTIkD0hekGA/PDRI+/r7XK32iz2aq1Sp9IoFO/Oru73e37Xn7kTv+1mTc/MpTIpI+OjsUiEh8IgkG5OLg7uza2NbU0tDe3MrIyMx44xHTlw3LAhVoPGDBkxwmC8cAHW4ovFChVeKbpQnDDBVWKLxAgRIUBofcjygNXhisMGDRkwWF2oskBVgcIECREgPHDQgMECBQkQHDBQYIqA1AABAaIASP1CgfrkqROnTZoyYbpkqRKlSZIiQXrkqBGjRYoSITpkqBChQYICAfrjpw+fPXry4Lljpw6dOXLiwHnjpg2bNWrSoDljpgyZMWLCgPnipQuXLVqyYLlipQqVKVKi9EF54qQJkyVKkiDhO2KkCJEhe0L0ggD54aNH3tfb5W61WezVWqVOpVEo3p1d3e/3/K4/cyd+282anplLZVJGxkdjkQgPhUEg3ZxcHNybWxvbmloa2plZGRmPHWM6cuC4YUOsBo0ZMmKEwXjhAqzFF4sVKrxSdKE4YYKrxBaJESJCgND6kOUBq8MVhw0aMmCwulBlgaoChQkSIkB44KABgwUKEiA4YKDAFAGpAQICRAEY8AsF6pOnTpw2acqE6ZKlSpQmSYoE6ZGjRowWKUqE6JChQoQGCQoE6I+fPnz26MmD546dOnTmyIkD542bNmzWqEmD5oyZMmTGiAkD5ouXLly2aMmC5YqVKlSmSInSB+WJkyZMlihJgoTviJEiRIbsCdELAuSHjx55X2+Xu9VmsVdrlTqVRqF4d3Z1v9/zu/7MnfhtN2t6Zi6VSRkZH41FIjwUBoF0c3JxcG9ubWxramloZ2ZlZDx2jOnIgeOGDbEaNGbIiBEG44ULsBZfLFao8ErRheKECa4SWyRGiAgBQutDlgesDlccNmjIgMHqQpUFqgoUJkiIAOGBgwYMFihIgOCAgQJTBKQGCAgQBUDALxSoT546cdqkKROmS5YqUZokKRKkR44aMVqkKBGiQ4YKERokKBCgP3768NmjJw+eO3bq0JkjJw6cN27asFmjJg2aM2bKkBkjJgyYL166cNmiJQuWK1aqUJkiJUoflCdOmjBZoiQJEr4jRooQGbInRC8IkB8+euR9vV3uVpvFXq1V6lQaheLd2dX9fs/v+jN34rfdrOmZuVQmZWR8NBaJ8FAYBNLNycXBvbm1sa2ppaGdmZWR8dgxpiMHjhs2xGrQmCEjRhiMFy7AWnyxWKHCK0UXihMmuEpskRghIgQIrQ9ZHrA6XHHYoCEDBqsLVRaoKlCYICEChAcOGjBYoCABggMGCkwRkBogIEAUgAC/UKA+eerEaZOmTJguWapEaZKkSJAeOWrEaJGiRIgOGSpEaJCgQID++OnDZ4+ePHju2KlDZ46cOHDeuGnDZo2aNGjOmClDZoyYMGC+eOnCZYuWLFiuWKlCZYqUKH1QnjhpwmSJkiRI+I4YKUJkyJ4QvSBAfvjokff1drlbbRZ7tVapU2kUindnV/f7Pb/rz9yJ33azpmfmUpmUkfHRWCTCQ2EQSDcnFwf35tbGtqaWhnZmVkbGY8eYjhw4btgQq0FjhowYYTBeuABr8cVihQqvFF0oTpjgKrFFYoSIECC0PmR5wOpwxWGDhgwYrC5UWaCqQGGChAgQHjhowGCBggQIDhgoMEVAaoCAAFEAon6hQH3y1InTJk2ZMF2yVInSJEmRID1y1IjRIkWJEB0yVIjQIEGBAP3x04fPHj158NyxU4fOHDlx4Lxx04bNGjVp0JwxU4bMGDFhwHzx0oXLFi1ZsFyxUoXKFClR+qA8cdKEyRIlSZDwHTFShMiQPSF6QYD88NEj7+vtcrfaLPZqrVKn0igU786u7vd7ftefuRO/7WZNz8ylMikj46OxSISHwiCQbk4uDu7NrY1tTS0N7cysjIzHjjEdOXDcsCFWg8YMGTHCYLxwAdbii8UKFV4pulCcMMFVYovECBEhQGh9yPKA1eGKwwYNGTBYXaiyQFWBwgQJESA8cNCAwQIFCRAcMFBgioDUAAEBogAA+IUC9clTJ06bNGXCdMlSJUqTJEWC9MhRI0aLFCVCdMhQIUKDBAUC9MdPHz579OTBc8dOHTpz5MSB88ZNGzZr1KRBc8ZMGTJjxIQB88VLFy5btGTBcsVKFSpTpETpg/LESRMmS5QkQcJ3xEgRIkP2hOgFAfLDR4+8r7fL3Wqz2Ku1Sp1Ko1C8O7u63+/5XX/mTvy2mzU9M5fKpIyMj8YiER4Kg0C6Obk4uDe3NrY1tTS0M7MyMh47xnTkwHHDhlgNGjNkxAiD8cIFWIsvFitUeKXoQnHCBFeJLRIjRIQAofUhywNWhysOGzRkwGB1ocoCVQUKEyREgPDAQQMGCxQkQHDAQIEpAlIDBAQA8GuyxNGFA8eUmRv+DRmcbGCxccPGT8yLGA+xqBpa6t+vhozk70cDTxKbBg0JM9TM4MdmWEECg42TMQJUjCd6jhhVYY7C9sKoKEiA4ICBAgQGpqQERIX9QHnipAmTJUqSIDlipAiRIUKCAPnhowePHTpy4LhhowaNGTJiwHjhAgN5LMJC4FzcW9ta2lkZj7EcN2CIdcG4gsEA1AtHjBQhMkRI0Iu3F2I0wl6Afa3w6jrBtTUihFYW1tWGDFZVVBQkQHDAQAECA1NSAqJe/EB54qQJkyVKkiA5YqQIkSFCgFzw0YPHDh05cNywUYPGDBkxXKxQkeKiyZIkLozMYS4cECr7/cC0c1tgvxZy2JgB06KFFSpS+posScJnhMieHhAfed46n9dz3K7nZdxb21qajLAXYF8tvLpOcG2NCKGVhdUCgoMWDEB54qQJkyVKkiA5+uKjh44bNGbIeOHS94RrnZfCua+zr7Ivry+uLwlfEL6mvgRowuQHjxcufSyasNhjoceCx9/axljcYAHG4otFBhZULH6gKEEitELQCjJejBDxau/q4LkVMsK6VnCtWHG1wsAKASoYqVCkwo8KPXjcsOnjA8Lr8/JMRZgKrCsVVCooePJiBIcNGS8uWrB46QHx8pqXSS+k15iXlxeY15fXlhcDLwWQHDFK4ScFnxReUugByeNqU0Dv6vIU8zKJPKaAhcC5uLe2tbSzMh5jOW6I0ZARliKEVhbW1YYUElJA4ERJDx47XXS60HSR6UrC16XFds3LJPJYnEs7uyEG9nWCKwuriqqLgYIuqS4BoDxZooTIECA/duioQeOFi5S+JHx7eii0WOgdChQo6nkJC9vWUIzluCFGQ0bYC7CvFSi6TnChuEKxAYUARYgICQLk5wQZMSeeNMFaoSfqE8uzsRw0Tnyt8DrRtXUCwgkTkhwJAmQCjBcuWvqaLEnCRyTPy9WakEL1HE8ij0ITQBMmTJjgGmHiaoMJKxNVoDxpwuRIERcbNWbEgLFCRUrfkyZLkvDt6XmtXFLoXZ3P6zlu1/MyiTwW497OyniM5bghRkNG2AuwrxUnQmhxZaCiwOWAgQIuBFxRlkogMgTIjx48JdioKWGGjBcuVqiUeFLCCJE9PSA+8rxcLdZaop6XSeSxCAtLjOUoUUVFQQIEBwxKKCgh5YjRliBAZraaJOEzQmRPD4iPPC9Xu3VX5/N6PS+TyGMRFm5tidGQEfbiawXXVhbWllXV1pTU1hYJSZAcMVKEyJAgP3rw2KEjBw4bNWjMkBEDxosWK1L6njRZwrenB8RHnpertUrv6nxez3ESxyIsBM7Fva2RKOMxluOGGA0ZYS/AvlZ4dZ3g2hoRQisL62pDBhJVVCQokFAgCZIePHbojLAyQkoSPiNE9vSA+MjzcrVYK1UKvavL8RFJ5LH4NoLHWI6uEyNCaI2A4GAEA06aMEFyZAiOGjFJ9kT4EFGXz62BieiqEhEl4ofIECFBgPzw0YPHDh05cNywUYPGDBkxYLxw0YLFCpW+J02S8BnxESLH6zmJBM6FoBEGdoJrRAitrBBYG0JQCAGBEwhLIAD54QOGixYQfSCaLAEhhYLAbRBvbWtpZ2VdJ0BoZYFAYADElBYoTpq0/PDRg8eOGjRaS/S09DyJPBa1yniM5dASowH2tYJLC+tKywEDrSktqQ+WKEmC5OiDHTpy4LhhowaNFypS+p40WcL3wUceV2ulSqF3dT6v5/gyCQvn1tLOynh8uCFGQ0bYC7CvFV5bI0JobfhA9YHCBwgfprI8cdKEyRIlSZAcMVKEyBAhPnrw2KEjB44bNmrQmCEjRosVKlL6spYk2dMDwtVicTsrKyvtrIzHWI4bYjRkhL0AyzrBNSKEVtbVBqssKgoSIDjIYuBBEyZLlDz0PWmyJAmfEQ95XqwUelfn8/kRTivj4SHshQcPHrSysK42ZLCqovIw5UHKww8UliJEhgjx0SMHjhs2ZMSA8cJFCxYrVKT0NdnTq8uBc2dYPLBkYIVhZWFlwJrCkuLUAVMHRh0UdYCDpoOUPiN7XC2+XEu70YFGhw5eGTpQ6PADRelK0hWhqys6crBcXXm5WqyVKoXe1fk8fDWW44YYDRlhL8C+Vnh1neDaGhFCKwvrakMGqyoqChIgOGCgAIGBKSkBUVc/UJ44acJkiZIkSI4YKUJkiJAgQH746MFjhw4aM2TEgPHCRQsWK1Sk8BkhsqcHxEeel6vFWqlS6DKJ5JB2VsZjLMcNMRoywl6Afa3w6jrBtXW1IYMVBwcMFCAwMCUlIIrDD5QnSZAcMVLkZwOfDWCobPByN0Dv6nzcRh6LsBA4F/fWtpY2luOGGA0ZYS/Avk5s0MrCutqgAMGGqA0/UJ44acJkiRIiQ4QEaQCkgY4GLVisaEjCZ4TInh4QH3lerhZrpUqhd3U+r+e4Xc/LJFJDGY+xHDfEaMgIewH2xZWFpaGKSgMFT5owUVJkiJAgQH746EFjJoMXLhmWJOEzQmSPq81gHzOU8cggI+wF2NcKrwxdGUJkYW3IIJVBQIYfKE+aMFFipAgRBkKCMIgBg8EKlSYYsBh8Xs9xu56XGOLe2tbSzsp4jOW4EfYCg1YWhgxWVVQUJEBwwEABBgRWlihJguSIkSJEhggJAuSHjx48duhYGSGyp2flI8/L1WKl0Ls6n9dz3K7nZRJ5LMJC4FzcW9pZGY+xHDfEaMgIewH2tcKr6wTXlpVWFtbVhgxWVVQUJEBwYMXggiBAfvjowWPnghw4bi5wsbJ3QVqn23XyAjwXt1aW44YMMK+uC1sjQlzQquJUhcUKFSl9T5osqeIzQmRPL8+LtVLv6nwet+t5mUQei7AQ+Na2lsZjLAcNGWFfK7y6TnBtjQihlYV1tSGDVRUVBQkQHDBQgMBAlYCqKE+cNFGSxEgRIguCAFngowePHQt8Rojs6QHxYcHn9Ry363mZtKCVZYGKggQLUgIsRFFRWaIkCZIjRoqo5MBxw0YNGjNkxIDxwkULFitUpPQ9abIkCZ8RKitVCr2r83k9x+16XiaRxyIsBM7FvbWtpZ2V8RjLcUOMhoywF2BfK7y6TnBtjQihlYV1tSGDVRUVBQkQHDBQgMDAlJSAKKofKE+cNGGyREkSJEeMFCEyREgQID989OCxQ0cOHDds1KAxQ0YMGC9ctGCxQkVK35MmS5LwGSGypwfER56Xq8VaqVJohQoVKlQoVjhRwYHX70eBDxsKVKQsSUJhT0+LnZdzcRTGclDYGrEhAwQKDihITcCjBg0WKxP4jEzwThD7WjEixIQMVhOiJvwkQZIAyI8EMWCoSOl70mRJEj4jRPb0gPjI83K1uF3PyyTyWISFwDkxGjLCXoB9rfDqOsElgYqCBAgSHEhQICFKwi+CJkyGCAkCFMENGzNkxIDxwqXJEr4IRiL4iOCNwM3w+0WYIwiBc3FvbWtpZ2URwl5EAIvgZQmClL4nTZYk4YNQz8sksggLgXNxENbSzsp4jOW4IUZDRtgLsK8VXhBOcG2NCKGVhXW1IYNVFRUEA1NSAqIg/EB54qQJkyVKkiA5YqQIkSFCggD54aMHjx06cNywUYPGDBkxYLxw0YLFChUpfQ+WJOEzQmQPiI88L1eLtVKl0Ls6n9dz3K7nZRJ5LMJC4Fzcg7WzBzwcPEniwE4iHcBABy/Auri0sq42ZLCqoqIgwQEDBwocGHAQBQqTpQ2/XwM6DeCoaYCmAZgTv18DaoM7vt+PgSA/DPTgsUNHDhwGDMSA8SLj92OA2wzi3trW0s7KeIzluMEA7GsFA60sBhQkQHDAQAECA1NSAqIY/EB5srTAESNFiAwREgTIDx89eOzQkQPHDRs1aMyQEQPGCxctWBYk4TNCZE8PiI88L1eLtVKl0Lu6BTluiC0A+/LqOrEA62pBBquqBVQKPHGSBMkRI0WIDBESBMgPHz147NBRoAaNGTJiwHjhogWLFQVU6soUbKBEhpsA+OL3S4CAkiRIjhgpAuTHDRsEYsB44aLFCoPfDwGfkT09LwIrAin0rs7ndQQ5AjAEU1ICEEThsUNHzgG+44rf78DWiBBaWVhXBzZQIsMFchmIolNgrsBWgQ0FCkRp4qPHjZopL1z0prhT9hI49TY1NnVjamsKa2pqSooTJkaK4JhZwpdH4M4nICTQRuBrxQgCWgSsCFQRiNIEiI8bNFJaqORZpZLIOak3KR5SY1JcUllSCqSmBnAaQGkAGjNkBlipUuiAu7MBV5bMeIUCTgQgE4Ab4C5AgAABwL62AoQIkCGAVYAoTHzsoIkSE0WlzytFHuOi2qLGonJEcUVhRRmIktJkCREhNFwA7OlprT4AXghgDQAYgBUhsABQAOCg6vf7YWL0c8MGDJe+J1wo1e/3Q8JrPMZy3ODaGhFCKwvrpwCBgSkpAVl+vzsF7NSxQzf/fnUi+agDrHPAChwdKTlzgMzxyqEkB0WcaNST389NHzdqX36/NkDaoLGZWvn91txZ81MjIA2Wm98PTRsAGb/fGQlmuO78fmXgANT4/chIGBMC0O8nZgyA2e8HphOYuM8XHF660F5AFOoShIuTIBcLdbZUDf1+WpRo0VHpRxYXUbBguJK1EqrKnio2tlD5MOWHlCgArL9fFA4XJjQ4EGVAqE2VHiUa1OdOnDVlvmSZ4gTJkL4ujr4AXaDQkn6/J3ZPWFRy4iToREQTS2CkTcqiDPx+S8SWLFByRQkQJVVKHkRKUihJmCRbksglqfEIiaEvSPqQRJE8kWhAUoDvSZI6PpuvjC/HkUhH8hzZmUe8jjQ4MsCIEyNdI11GtowgMPIr4qcIniLOInRFCBDpZIfIGSJ7RL5EWBDJMMTIkB/NIcYhM4a4OLT3Zo8+xthLscdgj4CQP0LMagj5IOSCXp6Wqnenh+tZ6f2CHAkiJEgCIPujH3AAsH4/HymU9JiQF/1m+jL5Yvg+8CLy8vGa3fCiCMHB28A71S3DpevESBtZt0D3x21EiFuHDbduxu/HbXGCu4G73bbZ7tpKibRctH1aD9lPUkN+v2ncdAeS30/aBNPvF7USVYt6gJohQumgAvCU4BXBi7qrdOem7+7avINTU3FnIcLdArs3aezG2AntYtQtEsRnTl2bui1SmtTt1aXxuFEno25CnYJ/0P+Fy7/gR+AfCuTLYeObAQDh9+ulNOHre2vdU/VR/BItH8Zv8RR2MEl2705jH6Hb0a1QP6+TRZ1NN8P0/PHsDvn9ckv5oTzHA0DB7+dU48yd8aA7eBbcCfX3wzXgFm4wPe4Ud4nbwA3A5mPbRWzfjm2wpqQml+bfbGta1YrqQLUWJkdqL7bWa7oT9YgaQKdLkRapoZUUoblWKB2ChqBgio7yxMXKrJc3n81jOH6/OQBzUiM/TDzME8wOS1CalpEE8Vlyl9blHv39lJiUYsot5YJDe5JRkkeSWZcWyYLsFJGDyL5cBL7JPOQL8gRkHjKKNMaW4kMxmPhKvBafOGI5Qpke9yPb0cyIyXjH+DTOOIxfxgjGAsUnRWmRACg+RDjEJsQixAywJ9hInhKGg7tgreGbIZNh1hCDsJPQkZCMEIoQKtyFGYKbKj1KFBwUpINGDBcrfUuM6OVRg3dBHHjI+PsB9eURGLdWBhyRtaEKKIGOEt0iOjJ0QzquOT1zU5x0r9G5ptIYxDFnYk5ElPz7wYnhApcHp4Wz8Damy5W3KG/ENxAdMFR4kIDAGwBKbmG2uL25pbnVcANzm2pzg6StratNRJvU//ux4bHlWKO0VmjNyxqWNQhqWdT61JZ4+v3SnqThwf1+aVlpFdIYoBWBaBnQqM6QqP1+Z2NnYmc/TpYaBRrDhAgQM6nZUmjmZoZmZsMMRFmkRYXytDkTZkvZ124vu1HmVRaiDIsMDVn3b5KpkeHQ+v3INJAtKEAWgAcnSzy08AAS/P14pCjBowMPDDwI7Li0w9EOQXx22NlRHOObY2NjX2MmxraW/H46pDrwdOg6YuhIkQORoBxnchTJkc0BzeEH0P5+YpIYGRLTE8sTm8XguTYxMhxaGn4/sQJiAT7tqROFCV7vVgOtRglQmmicCbOFRk6jppFGY2oGI0NIhsyYmyFihgdLkGR0kXFFhgEZAGLAieElRh5DLgYb2e8XYypMUpibsGtYW9hZmNXz94NxBIZNpINRlgNGFgwMFWA8aHPmBRYpL4rAF28vzFC8mPDigCEXTlzcuWi6QDZ/P7BMYGhgOcAkfP1+LfjAaaGkRZC5368FixYHvqZ0v55fYl9fXya+InR/PxZ1LGgWRxZxLF6s4Pp5vIJthY4VXiuoVhxYMQCTpEF30IiZ4gTJEC1VxVOFUkXbmYoxFTO8emy9ql5OAP7v17WpC0dX2FdXl1ZXhK4CnCwdCrSnjhkwUVAc8WKlThRuKGikQNEBhQQUDECdcHQC7ASJEx9MDOpjwgQaAFG/H5cZLi1UniQh0mMr5eq5nFwAKCHi06bEt8Q0j4dvJXSUkAFWwmvs99tiZAjQna0tNGe/39YcPNsS23KwFSATiUYk/PC/H4k4qQW/34cdH2J8OPEBRAcMHypkzclqk+UF//2yZLT9fh4Yqfj9PEzxsMQDkim/H5alAL8f1iRFJn4/rCtYTxj9fh3IdMDSYWrTlSRGV4CuhmipV0qj2tUMF1cqrrRc/H4cGiH4/TgE2iMnzZguHKg84ZCEQw8OeFE0fj8NLq5+Pw0WNCCIyvr9rAwBcvD7WbmxQmO1xGoIgAO/3wXvhSrehf5CikhKxH6/Kjm2KrOqG1wUfr8qKk8Rfj8LiSys2fr9LPwo8PtZ0P4WnhaQ8O9nQaqRHxG/H1UUIhZ+Pyq8sN+PKkaLFFQlqDZY/X5UAhb8fhUuVYhUQS4OBRfa329ClKgcv1+EoJPfD4IWCBIgMLj7/R5YH0CN/H4ODPX9fg66thxoTVV/vwJD9H6/AgGkfr+pT1Pb3++HBPD7/bp+v98vVKi8DXW/PA15GXZhHoY8q50u70Je1R6XZyGPanfLq5BHYV/Lm5AnYUfLi5AHYS/Le5DnYN+R1yCPwZ4jb0Gegt1GXoI8BDuNvAN5BvYYeQXypvYXeQTypPYWeQPyBOwr8gLkRe0p8gDk/fYT31BfUHuJ76evp33Et9OX0w7iu+mrac/6Zvpi2jt8L30t7Ru+lb6UdgzfSV9Je9U30hfSXuH76Otol/Bt9GW0P/gu+iraGXwTfRHtCb6HvoZ2A99CX0I7ge+gr6BdwDfQF9AO4Pvn60cH9e3z5aN3+u756tE1ffN88eiXvne+dnRK3zpfOnqk75yvHN3RN84Xjr7o++brRkf0bfNloxf6rvmq0QV903zR6H++Z75mdD7fMl8yep7vmK8Y/ck3zBeMzuT75etFT/Lt8uWiH/lu+WrRiXyzfLHoQr5XvlZ0IN8qXyp6j++UrxTd+43y7dO3XyjfJzr26+TbRK9+mXyX6NKvkm8SHe+L5Mun132PfI3o/bfIl4iuf4d893TnV8hXT4/xDfIFor/4/vj60Ft8e3zz9BXf79erp/h2v1z9xHf71T4LfbNf7FPQ9/q1Pv18q1/qU893+pU+73yjX+iTzhfve/eM87X71j3dfP+v/1zz7b/8E813/+rPMt/nN3+K+Tq/+PPL9/7aTy7f5rd+ZvnS3/lp5cv8Lp9Tvspv8tn3lb/Ip5Nv/D0+l3yN3+ITyZf4hZ9GvsOv8DnkG/wCn3pfuu/c88dX7hv3zPvCfd+e3a/bt+2p/bJ9157Xr9o37Un9on3PntGv2bfsefcl+/J4/t8d37En/9XxzfF8fnF8bzzxr42v2LP5rfGl8Zy/M74ynspvjG/YE/mF8X3xNH5dfMGe8LfF9+sZ/LL4rnjOfVV8vZ5w3xTfrmfbF8X3xFPta+LL9Tz7lvhuPcm+JL4jnmNfEd8QzxtfEF+tJ43vh2/WM8bXwxfr+eLb4Xv1bPHl8N3wXPHV8M3wTPHF8LV6nvhe+FY9S3wtfKmeI74VvhSeIL4TvhKeWd8IXwjPDt8HXwfPDd8GXwZPDN8FXwVPqm+CL4JnhO+Br4Gng2+B79RzwZfAV+pp4DvgK+BJ4BvgG/UU8AXw/T0BeEN5QeUIvJ+8nnIC3k5eTnmUd5NXk/OTN5MXk5OT95LXkjOTt5KXkpOSd5JXkjOSN5IXktOR95HXkXORt5GXkfOQd5FXkZOQN5EXkTOQ95DXkNOPt5CXkHOPd5BXkBOPN5AXkLOO94/Xj1OOt4+Xj/ONd49Xj5ONN48XjzON947XjpOLt46XjjOLd45XjtOKN44XjnOK943XjbPP28bLxunEu8arxrnEm8aLxonEe8ZrxmnEW8ZLxvn1jvGKcXK9YbxgnFnvF68Xp9XbxcvF2Xu3eLU4dW8WLxan03vFa8Vpe6t4qThp7xSvFKfSG8Xb50R6oXifOI1eJ94mTtjLxLvEGfQq8SZxznmRePmccN4jXiPONm8RLxGnmneId895wyvEq+es4Q3iBeJc4f3h9eFM4e3hzXOe8H69XmcJb9fLdY7wbr1aJwhv1ot1ZnmvXquzg7fqpTo3eKdeqTOCN+qFOh148bx3zgReO2+dc8r7e31nAG/v5Z0/7+7V8U/epzfHNXmdXhyH5L29Nt7G2/TW+Bgv7Z1xLF6md4lzvUpvEpd6ZS8S372x94i3eY3eIs7DS/TC+Azv0CvEMXiDXiAewUvnncMNeOW8cTciL5z37fbjdfO23XO8bN61+4lXzZt2G/Giec/uHl4zb9k9e8m8PO6id4d37Ibz6vDmuFd4cXhv3FteG16xO4S3hpfGzcE7wyvDxuSN4Q2zH3lheF/YZLwuvGD2Fm8L75eN9bLwrrB9rwqvl717U3i7bKQXhfeEHfSa8HLZZN4S3i17zEvCO8LG4RXhDWF7eUF4tewT3g/eLBuE14MXy2bg7eC9anrycvBuaG7yavBmaELyYvBaNdl4L3irmmm8FrxUzTLeCl4KzTDeCV4JTSzeCF4IzSreB14HzSTeBl4GzSMBn4KoVMC2PcDs/48CYxxSlEKniiYoAhSAAQAIGAAIwIf/BFpyL6e/5K1ipza75W6iX/FLmS17d9Gd6Hasl7qbvLVT3Yvex7/L/EVvRafl3Ud1I/ui1+Ju47rT9X7yWd21MrfqHds89Z+7nc6Peqm6zatupkvZpnm33vSscqZevG12pl55Uy0uP3uTnSx3lpeb+/Oj27nqY7aR7crvTLXp3KpOZvucW1Vu1Cu3Zc1rzd9W9iv/otfjfqO6kW/panG7Vf3IdqjXGPZbm5t9znfOe8teXXanu8S+4qcym/buolexO/92P3QvX7d7Va+cqpabn53K1po3jc7NL22rDFKl3Nf8ZvSSvurkanYv+iluJbt1uxXtHPeS2faq85Hf+qu76rnpabW5udzWrHL42t5KdupaO6W26zrH7mbma9XHfLJ/98qra2s6me1r7VS1yZI3uZufq27alc/tz16ta82pRq/nl9JVdtWj0zH0M/pJX3bzPfs17hU3k/mc3wp3yl3LbFX7ie+kVb1Y1ex3rJvYTnU+djvUL3onOh3vPuYWuRcxnabz4W6jvrFb0Wl591HdyH7k07jbdO5UO1Lehjvt7s1uRfvEn2J18tuTXuLWsT7Z7dA3tZ0tfp+7H+cedROdj36XcoveZa5Gt0/1xvQin2Ol0Dm5/x3f/4uvusozWft3qfbjALovjxbwTXMXcaIxh4jLmhOtNJRDnq380YaD0Z+n9nNjngEA5IrH2ZJdbLmY3dL3NFO7zJaiuV0M/LXS1/jDQsdHAfvJkbH74y74z9nc77IHw1DvL0dyOgfgu9zPrVuf+MFyYzzvGnRl+ufoq9h70+RyzD1HX+2cV8rZXFjniw1AKO21wKaRP89tCDYK+uBwcHanecZ/eYu92um+fswleK4Pth3Pf5vx89cM/Bx9tfMbK3usiwxyikd4uIf3Xd9jXdikOx6GGa8nB/AxPI11YZPuLAKVa+iyGEe2qMKzCB1rK2uUlmTqFaOEb2feF+0jzvJwTrQVugEjbqrXcdeWmysLz/DXoSentqRTW6EtEp9jhTSBxqtu2Xjf7XsF/ZAe54cV2ntB7nXQWPzPpj4KbxGcDGbuIbapFy343/L+8LiPNr6ODvB3OGtro8SfZ1x9H6efC8+bcZu92ol8RcLLlvpYxzRrt22XOIHzm2lBPZQx4uShOisw59fC3tuxb5diRppt5BVZ4cy+fxGGlxMyQm/KTXZ5+zW78HTth+VvTqX/YhthdnT+be5H+bCCcWWkD8gfzfa0cDJ32fK9Av2gdf/t8Phrf7ykqf0vdIMf9eLN/r3ckmP0kpspjxwdceG3d2SPbMvb2Zn8HL3IM/k74wyxmIcVmnfHAX+b7dL7Lpy/6vZNz58rjm+/ZGphhUWuwbXPSt/dHXPvDbG2SX/5XF7OLaIBgIUIHdORbXlTJ14d8s25/6RnCMOb7JdHffLNe/5sLu3ngqN5jhXMY33qa8jj3zlmcS7X2tT+K3fKF8F+WME3crSfyyJ79Bh3RrIZbYaMGSf42z/G5VH1X+1U74y9sb0gNMYLwLrtkLKf6jX3s7E4qb6irzc3+4cHpjhekDO6u5qWh6/ITl/3M/zhFne8QmsCZHs0g8+juR9O1nYd2mU8JvLWxfD0/5ja9MW5ShrC5B8SWe8m7U7kT+bvjFfT3aj3qa+gR94+4M/avMjvFg7PuZZ32u8e4gJs5FuhuCn+OHtz92Nszp064DdLHXZt6LHXin9Z8kfzgQ4fzU+/Wte7v9yxcj03YpwowidgHbajYuw5sUL0xVdoLOi2bH7P4dQE8Z+2FJY6B9dvFP5wP6UbMlxsOXfGvfvTnZVqabsVK+nllovjyrEV9sHjgN8fpK/C+nT7edfkN7gF1cMK85JLH5/10ij4MDfB2ZtRO97qftGFdmFvrCs7rXOEfGYuD866jLfqmJpxx4urxHyaaitw+P/1uNtO1pb/yMcd/u/3CRbhzxhcHFX6uXB0rcgk/jY44F9/5/yBWkH8GV4t4jezXO8Xthato68++r280Gtdb4JF7tvCIpr13XN7yostZ/+neqQb1VcQ9ofHi6fzZcsbc784Fsc3wZ1rV+pLR4auwjvjGkgTJ3e4US42PNDIlm2unfXOYNn+y1fEdjld4CsmLSgWhAfkQ0fWcPSMNuPd0fv/xdzlGPdImzJMLc6fi42H1U54seu9xMPOuLrT+bzK74nm/mMhMOnUoahv3l94GhJ7kHMowN331zY/yF8R1/zL2D07d7LvBOZPdbWTeDG92fptjvnl5z/upsPiarL42yxxK/joHfOfdLNNCDX3R3tYmF3pceCs42cOexz8eTvNtbPNuZnxZ+xvs7NMiujI/XMPP8UizuB23wXquS05Q9jaJ+GQw5uc45UPzM+hrS6idKbdCuUrirjITTaqa1ZoKzJTLltODiMuPjD1CtBNcT/HXDhydCwtSPBQXeFJsQZFgMfIxfNUyMZ5PFQeVqBHYi7/OvS05nUR/Hc+/MrnZmF5/XP9jX+ffpxjBWrA1mZwvPa4Td74QRe40jX6rm4nhwxh06+ND2yin8Ttn1Mf8fDfiWm/OVru9Bw6zJJDM72zvTbCAG94uMLvSLDHK8g7I3tdhDFqbRHlW/S/zYo3uCtwMc8LHKLXvYXP3x+KY8crYDNmTOTJ7JY7y+MvkT1d/ZRXlsWM/F+bYx9GP1vWRRZKyfiDkljnXSE7orQTltJ+/KTtJCzs7QjTJPfKXIxatMWFiZqa4IUK0hSAv5p6M77LzcYiUXcSfxYr5N9ZX8GTjUvMfOBrYSej6mGFy7jS13H4TLw/dvaW6yHwU37ZaQScIa+DypFtt2HRgYLcW3RvjctZ1eojgeZvM33RevBr5u2S5RVlj1fITjz/4u+ypfczcseTtbMDsqG/zfKRlxFIxcu5YNPtbzNgf3Z3tqp7cd2yMLxax9Ulg7N8roQP3AubVLljptkv5BkvcFXG8k8d8Ef+EYEWTX2RM5Yh/fUmY9m2TDem/jbutDlGAGCA9Na59DXF3Oa3fRX8s9nuFfdk7fWG+MverFcsz/MezrrkXwbAP+bfZuvtY3k9WME8vx6v4D+STyfXFi3jVhtJAFvnuFgBnWUa/kI9uEKwc5N/6u4ceKjXFXL8E/rbE1w0Yos0Z1wfzocNt073B38WNzkQxBcSq/IQ5rHz15gOD5P8m0N0vpXkxWV2U1E/XKF4vvRvRX7VOgl/fI5pwWbcfJfi6pyQvfP6YWWRcnCmqxNd6ju6LVb7sB23Rc3uxE/K0kKqMwwzshlZJLw65QmJdxw2+97jvGqT68hyz4u5tiuLpvJxgHIC/EnO6+LtudGBPuQN6MPC5UdDe4R1j76Zma/6JsbzAC/AMCiGPFT0Vs2TLRvnc+3Md2YdWk0UtbmR2UwZ5NwKspDGmsai/iM7huQY5bEY2sJXasGLHn1cwQkWLdiJ5+Rcq43PuyLv7ve7V42YDIP2eMKjhnaVm8baVuYZl7Q4J2B4fLSSsTY89aQDwMWWFgxf2Ff5y+7l4wBfRk8q9crfMAlDhr9Q/f8NZ5T1N6R+rvMWetg8fnvec3+g/eowPzFFhqI/c8V5jYKoxO4H69Ep8UWc+GV0lpYt/Ry74IrgttxU99yjw9yw2DXu0u3zRvaWV6Hbxb4WnE8U91XiHZzIvUv7nHLVxv/Eg4Tsfil+jQ7e0pcPr+O3Dx5viqU/4jbhbngMvyku+5c//KG6GRsTT7qyVERBQ1BprC3FvVorpZpQpBrx5Vlm80W+wQmuznOp5s7KcZOLnOOKdZHJ6kQm5NnlM6ZnwTNGNmtuq9cr6F/qsbNj3Mcij2koCG8MIWI2J4aNWHZilzYbRi3hqoGTniPLvMqlXOUlR7YzMLLbXFS7nbWH/yI2bJNsCfw7/izCa7M8bYkv5uZibD32Yj+B/50MW2R48Txcnj+iM95k6ktgDyrwa3rtaneUotB1IdddXkT5tJdb7k8SrgA/cL8x2m0OFmluZq4X9zufSPjFdNgv90HU+NySd3rn9qsLYxNnp3ZFsRznxOWj4ftIJgU7cemeu0rnVv+7LsFudDvP8d/334r98syf8r9Ck/B3eOdnXTLfFv4H0svct/G8tJi3xfLu3+9kgXuRx3dAcJQYOv1/xBe3i7wTRPehqP3X3YluZ7rUQejSLWth84tfibsoljyswFGez4Hb73k/HdNcqpqmPH16TPEPesyJ4+RyPBQdI/D42zwvkjzjFXEL0PylXf+ghi08dG4y2XlrHdk01/at4eZ7cZwRZ6zcER2QuUp9zHhsPj7Q8dZbKb4q6iPzPl2034j7258+zflbND7j/x8u/0muf9/6r8/mewVN0Jiar1FB3eZ/Bzgux7xXns6bgS38ORq9cTWXXPs+9QrzD9mPewx9np/plLGItWfsvu+/hXs6zzCe0AQXIf7o0GH4jpirb2gTur6CgtN6S+cbIs+NPLA+42b7Kb1s4fZXOnUNdznmdiOcBaLmRjAvvDmrMjWtmSVahkRZwWQCZHzPAX22qD+j3Gzusj+cw28exudiTbowbMG4rTCN3G1RDwN9or0kU6+AFomd8U2gb6/fyHpzylzsBKxH0T1Rty3dN3rWdwf6Lok7ONvDmX3W5f722GOyjzm7OWcHizPjtG59dfl1i/NvfOLwDH8Tup8wr/xvu9N9/9bbt26a22++bc7Z+dzG99E4VlnBd0yXj7nHr2PayNwr+JNLQHSjgL7Gv/jwAzoOb7wZfzjXLRdG21O/kXwC4Uv90/wnoHn143xAPbbL7YtL0r6Ai5zGJXcWvLY4V+ENDvzmudTzutAD9JN+Z+ZbKXc4uZ/o2oj7HHio8/ELF26Ln8vVsqdix7P/QWzY5td2zOkrn9PsyjlBHvGrh056zYezuiuKsya5sukH6/tUr3TTjeWvnfXLmsNFYJUTdWyuGHbZHOjLovwb/NDsSeA/yJ9X/GJ4ee4VubJWy9YLQ/iBrn+/O2brDmdOQjnjuCMS2GxN3+PTf8EVq5DYJfrxtGjFLw5vEe9Du/dignxYwX/4B8fOGmOLKzths3bwIRV8TtscB9zW/n7RpLnc0lsKnEZcW/i+Cx4wizp6ecrxuPafcboS0y311bxJ7xZNW0Dr011L0dfyokbxCUU8QMN16OD+PP9wrh3pITQ0fUt5rGMuDqND+/uA573INWl3Gk+hD85Njo3ywdlCxYG0wvBvBL5VnKvwQOggdC1d/7TBODgcWBdbDoCfJWHnLtfA/C/lOpekfyis4/r2pN6Suqm3P9qI/sLPtWleqRxxcmo+45J/WI/64dgSxo1V7CBjZzuZ5Oz9U79bX/JW4S95xnJJ5Y9fceYPf/plpd7tZPx3kebZ/H3bY3Y/lk9wEeTfHDp51SHk9ID0zdNJBfr11W97UV5d5zSD8g+6dlctBv2uDzu5Pt7xxA/mBML36n+3Y646DjAn9hb+HG2und1BGQv2p26TAX+Ovuot9I2AAHurHTP8l7sPnYW7uVirsZl0TlKXjHZ9nNJfKsQTKlYL3Codu/00eRp81f13XqXCu6k/9W0vfwXDYEZwcgZ7Hdmd/C3FWZfpTb35jUMN99Crc//OcLWT/FHH4yWvOa7lpU6yV/cvdxrn2jcwf5C7NW7D1xD3Tcfmt/7X23Fyl/KVflD/nddcegrvq27fZnsLPV5tNmlzUXyZVxJ9fuDNNayI3brLM96l+ofpqZfRQ/+M5/40kA7hveraV9uBtCjJ3kP1XozewbD35zc00y+oWv80wSv//f0HLTwAVHYREhMUFRYXGBkaGxwdHh8gISIjJCUmJygpKissLS4vMDEyMzQ1Njc4OTo7PD0+P0BBQkNERUZHSElKS0xNTk9QUVJTVFVWV1hZWltcXV5fYGFiY2RlZmdoaWprbG1ub3BxcnN0dXZ3eHl6e3x9fn+AgYKDhIWGh4iJiouMjY6PkJGSk5SVlpeYmZqbnJ2en6ChoqOkpaanqKmqq6ytrq+wsbKztLW2t7i5uru8vb6/wMHCw8TFxsfIycrLzM3Oz9DR0tPU1dbX2Nna29zd3t/g4eLj5OXm5+jp6uvs7e7v8PHy8/T19vf4+fr7/P3+/wASAQIDBAUGBwgJCgsMDQ4PEBESExQVFhcYGRobHB0eHyAhIiMkJSYnKCkqKywtLi8wMTIzNDU2Nzg5Ojs8PT4/QEFCQ0RFRkdISUpLTE1OT1BRUlNUVVZXWFlaW1xdXl9gYWJjZGVmZ2hpamtsbW5vcHFyc3R1dnd4eXp7fH1+f4CBgoOEhYaHiImKi4yNjo+QkZKTlJWWl5iZmpucnZ6foKGio6SlpqeoqaqrrK2ur7CxsrO0tba3uLm6u7y9vr/AwcLDxMXGx8jJysvMzc7P0NHS09TV1tfY2drb3N3e3+Dh4uPk5ebn6Onq6+zt7u/w8fLz9PX29/j5+vv8/f7/ABMBAgMEBQYHCAkKCwwNDg8QERITFBUWFxgZGhscHR4fICEiIyQlJicoKSorLC0uLzAxMjM0NTY3ODk6Ozw9Pj9AQUJDREVGR0hJSktMTU5PUFFSU1RVVldYWVpbXF1eX2BhYmNkZWZnaGlqa2xtbm9wcXJzdHV2d3h5ent8fX5/gIGCg4SFhoeIiYqLjI2Oj5CRkpOUlZaXmJmam5ydnp+goaKjpKWmp6ipqqusra6vsLGys7S1tre4ubq7vL2+v8DBwsPExcbHyMnKy8zNzs/Q0dLT1NXW19jZ2tvc3d7f4OHi4+Tl5ufo6err7O3u7/Dx8vP09fb3+Pn6+/z9/v8AFAECAwQFBgcICQoLDA0ODxAREhMUFRYXGBkaGxwdHh8gISIjJCUmJygpKissLS4vMDEyMzQ1Njc4OTo7PD0+P0BBQkNERUZHSElKS0xNTk9QUVJTVFVWV1hZWltcXV5fYGFiY2RlZmdoaWprbG1ub3BxcnN0dXZ3eHl6e3x9fn+AgYKDhIWGh4iJiouMjY6PkJGSk5SVlpeYmZqbnJ2en6ChoqOkpaanqKmqq6ytrq+wsbKztLW2t7i5uru8vb6/wMHCw8TFxsfIycrLzM3Oz9DR0tPU1dbX2Nna29zd3t/g4eLj5OXm5+jp6uvs7e7v8PHy8/T19vf4+fr7/P3+/wAVAQIDBAUGBwgJCgsMDQ4PEBESExQVFhcYGRobHB0eHyAhIiMkJSYnKCkqKywtLi8wMTIzNDU2Nzg5Ojs8PT4/QEFCQ0RFRkdISUpLTE1OT1BRUlNUVVZXWFlaW1xdXl9gYWJjZGVmZ2hpamtsbW5vcHFyc3R1dnd4eXp7fH1+f4CBgoOEhYaHiImKi4yNjo+QkZKTlJWWl5iZmpucnZ6foKGio6SlpqeoqaqrrK2ur7CxsrO0tba3uLm6u7y9vr/AwcLDxMXGx8jJysvMzc7P0NHS09TV1tfY2drb3N3e3+Dh4uPk5ebn6Onq6+zt7u/w8fLz9PX29/j5+vv8/f7/ABYBAgMEBQYHCAkKCwwNDg8QERITFBUWFxgZGhscHR4fICEiIyQlJicoKSorLC0uLzAxMjM0NTY3ODk6Ozw9Pj9AQUJDREVGR0hJSktMTU5PUFFSU1RVVldYWVpbXF1eX2BhYmNkZWZnaGlqa2xtbm9wcXJzdHV2d3h5ent8fX5/gIGCg4SFhoeIiYqLjI2Oj5CRkpOUlZaXmJmam5ydnp+goaKjpKWmp6ipqqusra6vsLGys7S1tre4ubq7vL2+v8DBwsPExcbHyMnKy8zNzs/Q0dLT1NXW19jZ2tvc3d7f4OHi4+Tl5ufo6err7O3u7/Dx8vP09fb3+Pn6+/z9/v8AFwECAwQFBgcICQoLDA0ODxAREhMUFRYXGBkaGxwdHh8gISIjJCUmJygpKissLS4vMDEyMzQ1Njc4OTo7PD0+P0BBQkNERUZHSElKS0xNTk9QUVJTVFVWV1hZWltcXV5fYGFiY2RlZmdoaWprbG1ub3BxcnN0dXZ3eHl6e3x9fn+AgYKDhIWGh4iJiouMjY6PkJGSk5SVlpeYmZqbnJ2en6ChoqOkpaanqKmqq6ytrq+wsbKztLW2t7i5uru8vb6/wMHCw8TFxsfIycrLzM3Oz9DR0tPU1dbX2Nna29zd3t/g4eLj5OXm5+jp6uvs7e7v8PHy8/T19vf4+fr7/P3+/wAYAQIDBAUGBwgJCgsMDQ4PEBESExQVFhcYGRobHB0eHyAhIiMkJSYnKCkqKywtLi8wMTIzNDU2Nzg5Ojs8PT4/QEFCQ0RFRkdISUpLTE1OT1BRUlNUVVZXWFlaW1xdXl9gYWJjZGVmZ2hpamtsbW6HXpgTgH8AE/AA/Adtbfv77++/v//+/vv77++/u3tOAAAA/f///1oAAAABAAAAiYAAALC5AQAotS/9oLC5AQDtAwReJsQREDMQaNwBgL8u1Emp9wudtSQHl7nsogE7hNHMIDMOdIKbPqqUcjCENEfqErmddstdERERKQNRECMQiw8mTKdYoo3puWH+Fl0tP3slSGNbDbGPHUmPPOxus9k2Js7xaDqjO8eDRtjCisZATEMuqWbkP28ctLZwFfdJlipeOevvHL0a1AM+RWuZu00GbweroZ+lYPJerl4Lych4wyIaXUR/HPKzs+NGtQf8a9TUXzvIf9aMtsLQeU5HIV7JYpPDnovmCkIK2AaFuv617xJN7TDRAQbMUTqEdAPse/pke+5TJzgSxQKwDZyy/uhxj79idwCLXcyC6bIA8bBltCiB3YDdsh45l8z2SnAAeNi7S3Anlw7cRsQC/2nU2T8RVgB/dYECE7lLwku2SOUnS8F87E7qd9bzRmxesiYDJq0MA/MWnPoqni7+z4UOcOqXqh+dijfjwqLHKtIAngGZwK5bux4rbMSXRTkCdu1Zmm0fPBYKm681qlUJZOL8Ggt+RRIKZ/mp2poRFNXiyzK2ttFv1RgKy3I5Bcd+ZUTVBYHouZKEwkNkUIJjSRCJ2kBkBRUVAu1KA9EvVcB9V+Vs5maINPATD5daX6z0XEVzYyJkfnAsiMLNML/HWBbstQX4tknnY4m1QdBv6cVhIRMFx+ZSm3VYIPhXeIGsHFabrFxzrxAK/bI8J1hUv1g+jeEqNKLHSvpiJlgIdp35nMe6fZXX0v9zhQBOhXJA/ENi1Y9cDeORaIp5ohuk4zE9n7kniQEKTFoYgPeh5nu6OPIUqkT8NUV0SCTTgg8rdtUrxcAUtxky6BxQoVf6wAmbBA/MKTvqZqCvP9Lj4l/pkgOLx57U5YS5RHrfgygltoHr4Mg6L32P2hQ3zAgcyeVoQ2ro12F1ep4eIeIbRloc7igCA4YUr+i799JOGTH4xhYliUYqOsWQgXp/z1dez2WRJ45MsjGitedmsdUBgm0cEfmQdpSCv1JIQyyOQAquq+r6la5E8LFDYGJOUxs3Np+H7QGkhFYC3MZlTcwZ5pH3VDXyVNkD/hL8gSiFMYqYCOLgzzfWTOElJdHEpHae4L5mkZdEIuQ/I4D5F6qkjpo/lZgZvgZTqzj1VMyhWI4C4J8hYz/Wj5g/2/Igdp0jgOchGXizKUysJhrgmQETVwFi+CuxgKxBAVGtA3Reocb+rRih4SytmWLYMlSiWmgCha9Mdm31oUbV3YljdSg/F9BoWBSFpzg2jOwnJ04yqgNYDRTejC4GTjiak4wJVhBu0dwMUeLvqnzF1PoCBcHPtYBzHCpAUBybRiVxZwuDzQx9pv+WoJCxlboj4tgAm3QY3sazNRD8Wy5KbLoooAcrJsqPMBTlz3phY9N1UclHi2mE+NUnyY8VwauMiYvY9UgsJ17wzx7DWDs54rlW3FrL/asSxP4lwMVIdAyJTj46GH+eSVqkpKaYNDQwDIbWl1yt+cEJ4l7qiVQugP8ZB/kUw4UYjMsHERRcpb8NsFCq4k4ho7YUNX7sBEulKB9iN0RSTlAF/xGojy97ySQWI9ImzpAIFdMFof8eHn1cAV3iSD/MGlpy/N2sCDude2JAKbhDyAqAP5dG1G+TKuXveaAktqFiKbLnQT9XBoqmk086HDMxwoAD+mSoDzIIiFu3zn4WHhyEK3CaaJsjbROSGa5wliI8VvjYwRajIANh+A7ULnwH20CJDF/FozAsp+FJuG7UFEp2Ck/fmDAe0JLwFgP3L8wNm7FwzoUovGeTsWmFA0NRagrb4LERBkxyAD7ChQbO/KERJjTSESaECgJjbikB44EphQedUIYLdRLBZGR+cBRhjXDi0E84EYkL+IkKkvDhY9QTYFZYUZWLaUP2aFikyZ5k+IQhSqKCvMQizihv5Azw5iDtliCMGYlNKjG5g4Q9FmFSKqbrBfEToFQbDcJ+szjiMJUd8lPWGjhkatRM2wacPDeVeFb2gihDf2ClJWl3VnDuRtMURKVW8U7kKiMJkJEg3lKhC0jbEsi2G0UqLA4Zg5LtYAbCxWVai3HbWGkF15sKdwbaJj/rGOkosU0OiTAIMLjTNFTwBkIBT/cuyZeeEx8AGqBOePX5Tfjb8iW8VdEV3gpYq6GPAhLQST2AZTa4goNWj1BILpOMCKaNHcIFY8qYjByCDqrq48QFP2Kn0C5jQcBIMWIRSbFmFj3GsWR0TFhVJr78xCDOnJTHhAa2/nYica2O1+0WDX0pQGv4+OWUMraCN/6sXLjLgDWEw6cASYgXWezuuIBR4ixsS2EqYUKbAsChOx6WFbA0pgGJtnkJrNB0M67gxZIft22Rqgi/CrqFjsOlgXBQwqJJgMKisswlLBoWPZ3iJDZcKuYqxilKhNMEDk24EwVkcigg45hU9pZUpkKWGVQJsDQDcIpiXJoDJJX5OWlNJZX9gfkAotBThEIPkC2mRa3YDFqmbrKsFftBi1QDmOWFrQGoFHqc7HFB2csgptfEiLcUQ4aULLKsR+TjMY33unA8Jn8PAwUZUsbEHZnBRPdgnCP0jztyx9+JcmyMc1WYfyD/KeZEJeDNb8biA/855kVZ354ND38faOQG+zgOJHUqQY/Jni901eMYTBO6ipJlHtcZw/vawONYdBJD6KrHIfih7kQ37pSOv4sQHfUlj2ccEI9o+sCfx4xukf/0kkYjjFHDYih/01qe1uLcWAwNg4GP/rkcP5lvYbxnXo3wIQa4zb4vkCHov9Lg4QmsC99JIkk4EYmm70cdhzTDiAhge7O8Tv9TLKUssIf/RWwm6AU1GA7B4d9hDMVsioVAoL1YlmXZiQaZoyq++f8kufwfwPgShWOV79QwG04EQjL2QRns0MkSRjySCof9m8EAn6hT/ZH3dPEUVpwAJRz+zVI0+qBNOGUydv4fMRsu9OZZcZE4nEIkPIYRWOCfQ7EVNd4yyHvixQgffoWHQhdDw3+caJWP345simS8v6MUJgwNMjaxGI4jFNsNdoZfA6eA2RalhFe/JvnPH0u/2Z6QkvCqGiC4TJAOlzqKfW3b4OKKhPm4D9cFmKjTCkVRYdGwaFg0LBoWbQ2/EtKFRcOjP6rh1trMsCgY1vCqiXDYyByKsKoeDh+Z0RQu/aINm4qONaiy5hTV1mCTb9qTKCBjRQGZKkllS5LKXqOCaCr5y2Rh9/ilvdZIjv9n4NUD/n8mJiZw1ZEZP9CPpnGijxXPwIkPGGxk+gkr5Td74UTmFZQpA5fVEPA3abkE04B0pCD0K2lyAZP5eNhKWQcy/w5a8MedSkbySSS8wGyOQ7/f4AuOqDgibD4OlvDGO51yiHXqsoJ0AxduYiX55UmFAlMEL0BVrhxGtraXWwa0trxTEkglkEr4wojSiv0CsxzSEjUioc30C8SnViwFCj0vJBww0FXlxYQjeouGyZZo4B6R7B4Xlj0a070kFno79vSgCuS5OsATNYK39ChjCtAMPkkZU36i8Iio5KE96iXl0OMX4LEF6bFumPEhZy9Ka29DkYzwCQt6OEco4Z/joGgSfnDOUDAGTuDl3oMkeP/PWt84MagFH/iJAQxGUnFVoOovwDhIygdmfoGhnPY+UGcMhyZblCfklI4zyt9cJMi4MuJvMJE+zpQJD75wFyJmy6EoxJVV48AReBMpAcVQDOWJmhb8DgkgxoZH6HgcWHbEehY8nlBEgL6PE23C31twbvA4FpVsnlqx8aC6tzeLCx0jHvXwg55s4rK9Jz2OIFT9IFGXPhBrQR+4qdgL4rCIG8XB3/6T8eETomdb1SLv4m/K2LA25z03+GyKQb2LG2Xk7zHeWHFCJO/p4mfztInCCSyahwxgY2x4Wsl7Vt1inVZsrGjzhPcUq9wc83RoWJYqjxNdhPKdSzzFBwxEFh5pxPrm9D1uJcaJSoV855mX2AmUDD1GrGKD75xhE1/NhBVS7Rgjik3gOWVZLEbgCRG6Oy70NhD7HKLam824GSMikOV/Ea7iMkAyQlhFoKKsMWHokNAxYj3E+59NxCjabiL8p7SPKyJhfDhllPd3KojZEokQ9eKowxxGUQ76LCiqzk6tg2A2C/luQxuqwp8YnFx8/rMCQcaF3yT+38ADLmMKG96IGyNGIvGciK7gLwkzCFfxHiCG/T+YkuNEoC98pxgrGJyg9OrAzl+AMLfCd54YA0NtaBojThnh/0cL4DHTGDlGMD7xXw/Q48TJQd5z3wPrZO0dzgAYH9aGef9PAlgtC+DbHxMfhGuMsWKQLO+JNhc1+4WZWmV0fGgm4UqWh0IXL0mEGSuyCBHlWGKL8MfiCOaxOj5sUoAvxPQCu3mX/qwiWglUdkyIwu/nzBRhZkfrf6LufHDCJ/9ZRGB+nc+outvnfbwr48MaEP5/b+8fm1j8OccnzO6q/E/TwBtiA3gx2G5sSHbpf2rWANudSY0PZSx/p9KQr/llhP+ZCeY30wurjcHId4ZOjRUHfHMf9yLBGTAW1MP540QF0KAB8ZmPNmG/ZxPXx4eq/GA2AI3kMbsUE/h4UeofV8RGUwfv6fZ514j0Qg4CxN8LSBunjAXzjDSiYWD9gWLMALHhjzs94m8m0UQUkPwPMVbGhZoABE1df75w6pW3hDwxLhzTycOD7hC4fsaDUmu/WZwHHtRb38gAx/sYUTQ2JGE0OIr193mxY76SiWlsSLvg06vxdUyotuTPmkt7nS5SdFYmecqbJeNDGzIKgRr8PQObdsxHCb7HzdUY0YGK38bBit4rZ0lU0wd+kgqKseGX6q/hwaP3YmEDBffJT0IZMU480mC4JuHvwypVwUCqOj+pxmOcqGfjg0ax3SUI8Tg2LGPFB4VS7c3UdIQ5wsFLuuYYKwqoOSzb+i5aXOnbIFB5LETkJc9Gx4pzQrIzf2L6+DDyh493w/o40ZsoBH6QvCQC7liR0+8QdJCRwhAiPQsZbqyoqv+ee1phWhBALslIEWuEaV1w+eUQPMl5ec8Vgxl+TywxvofWjKVZMAQ9fI8swN9EUYcsBfhO2QRjxae/v/OM5ufcUeXn5FHk58ybeh5yS15W0JGe37HgNzKtmink/yEfut8/mh2g56DHeFDRqxeL0ORjIdPhO63Aj3Umx4ZEbvzNWnCs36Y0x6iZhNVvU7Af8ppENsOMM/mwrohg5RkLsqX1c2XIZFbxMkFRlctjUsgZFyomEJRhJIrJmwm2mccmh6B4vVyOlPCXzDvx0I+/BKA3LrwEinLySdfPkRnLtCFb5CVvZowVkdR68m1LMfoIjAWDsIZpH3zp5Y6MwMZL48Megb3bWSbfxtRTSGYGb7k6YFw4O2bwwIMwrZmCXg7BjR20BbzkUIOxIiiHQ7mkMR5LkkgHUsaDi2V9Gk8A/seSQxxbD7yPx8Gx4RYd3+NOBds4HRofBhXyZfdc/2akZ4NEFV4yw9pYsS8LYQMbhjuUerEjRR6LKhE+TjK+8oXs2LDIkE/gT6aHMWGSCnwPG9ybaNqE/RPCS/4IGitC2fQAyAD2XLC1YTRVfrKLlbFh7RfGBfZe9ZLeBkQdDDImPCUblPGhBhM8FaXEHkTjXYAmk/xkk5Bx4ieVnt/U0Rt1zimASPA94kaMD8FwewBrdH0XlSr458BPbvGOE32a9EQw/F7Kh5QstvDjB89jEHGMKNgjS4Jlef4iyzmoLAs4kuWvFs0sC6iRZbkrDuQHD6rkKtnKCoIMQcbCupKv5KysCHIEecIELVlLpkChS+6SLVgAk8HksDAMMgYZBIgN8gZZhIgOcgd5bExMFpNHjPggf5BDhOAgc5A9eMggZ5A1aLggX5ArVPiSv2QvLy6ZS96SJcgMFsgLZCamJXlJVqBASVaSk5KQZCQ5QYIj+UhGgMBINpKLiohkInlo6IB8QBYSCpKDZCCgH/lH9vExIBuQCxTokXtkHp4deUfW0cmRc2QcnAHyADlAAAAyANnG5it/5ZkZrsyVu11btuXtlpZp+b5xfJZnWddruZb3PZdzmYbGK3vlm5sauUYmIAv4unAGdOdCJG++ckxwOqaJ4ZjBvHrj6wTS+GrLsizLQiS9OaaCYwuAbRfCvnI8PDVhYiEJgbCkHB0txmHRunFhWBTusl6xSOPoOLdpOWmZgnBTECdnAswi18IQxPluisVisZUYTylixGKxeFMsFiumKtnc3Kx9EQZbhZHEEi4knenAYDA4Ahg4KktDWDRsSmSsTixmQAFsGycWb256E4CtwHAxoNADtqqNm9lQtJX6E0QCaSS/hWSPhwTSqK0ieBi2igTOicU6r3Oeq2cKsXhzM0/1Kk9Vas2TLwQvyAMKtvIqDZIV7MFkiuWSo6JIu7wgATBiKzAdBHFksbiQNIfvpKkRW3WxqULbRWxVC0MsFvcZMvDBKadaMW1ubhaW7oADWz31mAGAKKvHd+pqYCsoHohdLhhyxYAB4QacKOEUVpCtrobrIFHCp1gx1QmP2SUr9Y+Y/UVs4jH5/pZ+pFfxA4V/4mtXjYW4yYWW+XReoGL8uvEWEwGcT1cBRN9G2QIMZsaBD3+FDKN3M/Dmn5i39G6jZcI+JlX7OfmE/yELhv6NBxJ/AmypCsw630kFiiOYvAOuxx4OAziUH0HIfTMz82kUQXFUbMZCwsgFOfKDYRzDeyLMj7KTEbeCjP1c6wy+DgVQ35Ynwa/iAFXJ06ng0hYp5uMSzLsG8JcssE3EvJrkZ+/GmJXWgmhuz5UfIRfav6EhCPsYm5vDFXIGKi60CF/RASU39cY78ODTw11YwSP4DfQrOjQOiibho/6KbPkqDiJ6+H5VByeFvh+VFyaDv0ck6/vj34mEAQV8TDs4dERooYQrgpf/BrUf+7VS3P4OQ0ggxFqmrJbJmALkXz4IS+MKogDj+owzPf9PpX/x81F6hj8cpNfvd1j78b+hvvh/uE/GJzoUN8BScxJq5lItAAB1EPaDTJwDK9HDZSjhwMnpl1PDEmZSevfVw40a+k40zPoVK2qL8it9nBYH/8ZDz4ddFhDr5Qy08IKV/22NtDyd5Ggv9zo75gxSwf9IS1ta+8v84EJHeH2wiyoxOWzsGOELzNca4PJ36HDgzwDn4TYLU4Ydi7z0cp6E4SFcHvqdvuePMKTzr9pc7YGMNMHho/xK9HB9Jl8Vttk74Vz+CmBhGBVh0fOUVVzbP4ACB//eQAgYDE6/h+sX/aoOZr4PBmFH6FNZROL7q1RZ+rHRJP7YxNiR6mnco1Cq8RmjBPp+bf3agSQ9nIJD/kEcXA/X31V9AOzn1MTCMARI9nBksfxUN7Cf+9ELOzZA7eEgSfBReI+9XCdkeMigp4jDfkU9gl9Qt+jjWmXerirRr4DN4gtc8fVwkqd+FBWYH2DX0sc9KNPPlfKMc6b0MMqFlVBZ4QWYzujjGPRtn6g8i9IU/J8XXr92j5ZxFvFC/FLwrDZl+rHCBhl+ROlvvW+/YaAHs6LxwO7SA61R6REYUOx5EU3+EVn8HaVfhKa/AzToyRj48+gR+XhMY05E104xVl7FlDD/vwEoDP9yqDn/u9UKwkj4340ei2ldbDHyu5nJ8f/bjdd4juuF/99k+3gVVZx4BvaWH87LEp/V/2zi/2+QnHzcGDHhX85UhY/DO9VP4FKDwotMvuYQWIX/OTZIXmpSR1Z4zhWK/9rFl8uB8reROeBn0BHDnvq/mxWo8T/3t/X/t0izcQ/7n9PH/q9Cb8n4l/PiGTPSRBXxf7gXPf6/oq6DEw0ajTOsQU+2wE1FrD9uhAK+BrDL81I9tBrwYN6Ji7qE54/4cD8U5EI/pYF16m879KJFmPHmBme41/WK9BaoLJxo63UIh3xqt4dsiA6ZlU7UtJkZfJI8nyLdr9HQsaYjCb9HRsSYEUfKnBGlL1V5dVbAd9Ix9HCoqw/KeBu/nT4uTCiORAe+pm8L8Vmb6eTT7oeLIfO8nxefZjTcx52ZxX0A2/hE+eG6lPIMdlT8Kwpx8EKuNf64saSaFWy/3BKIsJbGGX9PSF2/RtlkLVDs85kJ/XJTKMNiGUo+apTdk30Z7MlSZR9VdWeLhgmnk/cN3CNVyYHxx+fXkfZ6CyyiWPDK+3U2f8xIn/iH0mD7qcZxP4V24x/iMYZDTfSdZmq6fKlJpH8Kqx9qzTIk6PNP0XVZYMLR642pvc7BgljNh3kpHqk8GA5VBu9Ug8ODeTDZeAGf2vegKg74yZjAdj/w4ckwow5XOGpNxh/Pt/rK8zGA8K8liv5wHTr9qSExfrgzIF+K0ss/50Y4buH3/eH+rvhhszH/nJHomHEG9YdDxeK0LfvljLwYA0m9/xVFgUqKan8cljd/HhIj/+Nkf0dr/uMweHkANhdfw4PHHydia66MFihIGopCFIYQ+VnEnaAJk30Aa3R/3BeWNU0p/h4fYR8N5r9Wt4KEveaj4l78VDUdsh4Rfgt8YLqAFb/uv1oI0pnKNDGUQWpoFsZUU4YBM2o1ane/bGUn5IT+jQwJ/S2nRXwjdkR/U5HVHyrPwq/XxLdhYO31h0D3GYMBB7+BN4FWI88/IYrSH8DlZtwGOsbHw9/VN4u1CFAKn5DtImr6udLqwphFBHgGhRm0NOH+CErEvtbGfI0TZlRZwH6pL2UWiRLwok42m8D0+Je+SOBZbUwY+gPzZWoxD/A4+H2GGnGkJwniLb2AUbIpf82P2r8rZWmHQY20FuPeiMQNrRkCP4qGwB5pik4PJfbGyaDu7xrRO0t0/gE3hhq5/Je/fqHVHb8R4+9v8UT8j3Kc8K/oMIygCf1Np0SfSHf/06AFvweYJFhSvwk/lJ7/38lVPH/+XwsqGz8wqEbffggrVHyFwBLh92f1HTbgV38txasJvBN/wGThz5XUNx6CNmYLrfmZ0cVnJ95yKVt5pYcAAi4GlMqwiSxP/q6iDFxokWFMEWpcRVbCRGCL+CcA50q5tHo8g9Lur3UJaQVmx5/l2P0juMr8l4zXv8oLhv9jZVJDLe6nwpJFqgy/uDXgaYfjSciSfoLRoo8jIpAXJdLjbyCH+ZeusPKsllFj2iWvLbcER3ip/BULi72sj/8DNlp+HyTZHheC6/VYJT8Pz1MvAPTqr+lUmyEeQ6Ts7z4Z2nGa8HfxLf0OGSSjtCdaDXh/hEKBf2XxMsoWjiRb5Xu22uifKA1AgRDjcyYl9lxvl2HLXoxPiYPah1uLwl4GHNkqsUYlhkKNpTUIHBD4drelf8LLr79CEuFqkjFrkHVCglcfx4BRH4ELl0KXAGIRyTFt3GS/xUaEKwg8Fq0wyqMoM6G/sgTTd+V5xWXMfIT6KR5AXhEOsudye2K5AgMXg6OwkFpGLyCI+i0SX54yMaxZ25cCtI+w5ZGnYCAqgk5bnwVDA48i0+xq0wFTEQ2/2iVrCIevr0I68IfgMIoXUiTLDC+y2PVTQR94RQ2AlJ9lfbhSi/+kU3uC8aJnKsDIGkCq9wEh44ZixEepMjWlR8qE4U2AxQudBiTaH3nWvOxYQ+9TwsithETvNYKiA2bcdyXoPafsc7INKjkCxfdk4rf2wOG/0lzgPAL7s6J2jY8T/EItZl2y9L4XoRSFhoq+ZyxT62QZuE8G0uKXi38ah6XIDwU8eKXmRlIHv/JyUoqDMPALMyU70Jb4V2oT6JAkAqb0uZJDocSfHcLnN0byiXDTssG3c9Qq4+8lseXaCrgCU6CPCMNPEcLyfrHgv3E0qvWQPPTtdGj5Zy8SwFoFfHjyTP00og4MHgjgTh49ILTqBYmx5HpR8LdqOcFGcCp1um58LymsHCxgnVdCLCNfqMri72VF8nulWAohGfn1MFd+2EUM8GgreOdm8Pf98o7U32/5KyNDlKlhIuqTIl/e+mewvkT9Rzs4Ne7DT1MCCdVMDIyEhU7Y6Tl2DPr/Gq/TvwYDkkbDAo95PWX+GiBcxnndMvBqplSU16PT+Eh0g4kBUbKUhw5/v81YR0cOLfDq5VLcEuRhlKcWTY+adZNjqpMGn7V86xZZmMjyzCaFq2YtmuTqCMe/RssBOp5Bw00pQM6/ptMSqO6v8ZzDejNYwKuVGL6QusKNPFE1G4r+GjAE4RyJTcJkCj/8Mxf6zbHkGTiVRiPvxZe+gftmKRANqhhB3vud8n9xuPh2E9yYQgGbHqpuukou8kFYkHhluw5/7xI3oR0+KLnWToCNbMF0dvjgu7KMuEscxDpEUIqUQWjB1Tbiz4EyeRE/xsBDdClio1cEvNpamPtQ7b/xcD5FUfeQt2vqDBAqzkJhBPaMEMrbLcihBajg90T0/XIQLQa7OwL7pRP82r9BHEEBwJpESUDISMEXush9Lw0Q+F5mMoVIUg/92UUJjbGEYB8paLxR1f5sDgh845IJfOUWEik0/MQvCoDu0FHmN8l82nT9AucoQ5xRIQPvyeKLK05C3CdlCl7cssJzAjjzX4VGfSVPQvCcYaiHvKdcneu2Bn/6Qyra0yUe1LF2Y+3M/5xixQoEFUyDQQSx4gOu70mZ08qKBdwnwsViUgrfc5KxVQkPr0RTBOfeB5/zAZdXUsuEvxJpCtlDCoe5Gi38rFwZPwfOn9jHBUvwm1+hj9hllKf9sgFsQomH5SImP0sHJkcAK77L6wrDr+wXboZ5LwA2D307E0poXA+cFUor9lyg93QLAjD6aMWdLhRY2fH5dmhNdC7lv5XA6u0sWuAnE1HEQCQd9LechxSHG3w1WQ43DdWeG6X7XFkGiEW7WAHvbLV6HcrX51ckEY9u6gDvnkI9F6qVS8vuE4E59R5GRoUx+inNiXzvC8L+S6NBVGkTDmLULFF6LxIm/4ARDV/orNPrZMCh79X7+vZJ9jQcqJCYYCFGggZmOPUdQyoA0tdU+UXFTenFqms+fY2Pj/duzMSrkWNRYJVcb46NgeMcPnONhbrDvmacOd4bItPbaOoQU65SiVcr/aBcRPqgqn2ywESzqrT2cFELLQEpUC2aGG1SV/saMBLkhoKIV/2ssJ4L2DAezkS8+vN0Bd2EI51oa6C4bLJYW1Qd8drXDLmBl5Oi/+r8PADUWrFpJtlmaxMPv7sI+9axbZ6GuaKueuhrOKgIMwqCJYYfiVLUTOj5ceKLuAzw5v2bYgwJSavcslssbLERBHkOlzN+zwPwpbPS5+GvEKBExEMUyEZGarwKC0J6GxWEGMoHDogLzt47WyWIxyt/gISct1SPt3si32ItthKeuAm+NgkWQB80Yk0NgmJOaj4xxBLt5BNxC/IFODifwuPm8Dk8BA4C14LzPC1Oi0vhXfBZHt/Cc8HBONgX/oVX4Q5wKgG5AB68v8Kv8DAOIXeQn+GD+RLOlUPlO3JIPrwvA64Br8rBeRgHkwfIp/IaXAgOBG+CZ+JHcFJ8Sm6TA8jnchL5WI4h9wLLQ+Ql8D2cFVfMG+Qacg75Yp4jp8Rl4DPwE7gZzgKnw63gVXAe98Kf4FFyOadppBwpv++hfCi38/kWEXaH3S9eYLgx3HVO7tjYGxMTE8WN4ra09HFHAgElGMKJ7sh7xw62HHfiz48BvOc+cadIYbhG4e7qWtpyvA8PgwTu3X9/gIBCBJNuBQqobqqb6eqGAOHBXXWD+Zu/DxyQuqVuortbhoy8e29p6VZSssvcM247OxdOd1TUTli/9/22srJ6u9/uCBGy7mLcMe7KSge3g5sAgal7qr8l3BMmuN1uN9fZXaLETYIECSTv3e3eW3vM9sZvoNvHh6foHhoSkrvn5u4WLa7cWLAkuZPcs7S3Fy+qtyqSm/MWi0szidyenuObwv3foKCmRW7R09Mb9UbtvIEAGXKHwsKCscHU2q62EiW0TGwvt45bUvK+vLxk1bz9u/TIfeT+cfO4E9xHRzNGd9H9uHgvIgIAMOAmYCNW2oqVd+Vdc9vc953nN7fLzb1124h95EipbXrTuAcHb8Uft+KtA+/BeXiStlsqNxU8z2Vx/J6ZocEB2FOs2Fbs1FQsSHzYlpZEiEgpUuSJqG3kFrs9eLg5cLg13BUu3Bc0DBhwgAAA/OYmJwB+wF5iv77ara2tQEDtz09Pu/NGu9vabjq6G8ZN5ZYi5YYC5XZyZ7g3bLg7LN4dmCy5l9xfvrx2yWDBXrRwW6iQJYs9O3vX2J02JyfmeKxDnKlpa25OTjJG2jusWKl58FCktH3UqJF2p919fWV3mYjb8MR94sZxp+FBeFJSEV5EhPvgCRIUwAvgCBDs4Ds6MzMKcAW3AAFMONOdk8MAZ3AXKLAAX3D39CzhSzcOjhKudAcIgIQj3d/vEX5007QRbiR0y0K4kC1GDA6OY3PhUoPX2FWqdPGurarKxbn26Kgdisu4bIeGgrnB2EGCNLmb2P6Mm5KS7+bz09K6sRo0VTG4q6DuIPCBO+mmQnBT3VI/UEEGnn5uFLcJPAlPuk3cZzcGsJsF2A32da/4ur+8biJGTI2I3l6ameae55v7RueWg7vh3u7b7tJlzI07IWM7cVLGLmPHxtpN7tYm9pL7VcnNRcmtxPXW4nq7rt5ZVu/V+4oq7U17J7m33Jx3aenn/Rl6t9qYmLA3rP3/tpC79q61hQiZ8dkeMkTHdZuU1It77SRJbHAbW/a/TU03782blLTH3eMWcj/aWOzVVS22FpuVdYu9xXa1aW0vX+wvNhMbzD15Q0KO3qO34x3kpmH/+KF368HAv3jOjufcXlCnpN6UdmIi481oHx4S3oR2YaGN24Y9OHjjvmETEhbehbahYePdaCPeladR7FMb1X5im0KxTe3TKGPI3FHuKWTK3FPuKmXuKjj9RMz95I5CZj/aj2h2I4gbhL14f7i/hLnD3EzuJ/YVKjYVKXYPm5Gx0q60HR0v7Utbh51pS9qKipA2pM1o78DrWxa/byChO/VGgufgAvADeIAb735xi7jjKO/Ee+1mu7Huq7vpbnAvuLdup3vnNnCruN1ur7vzZr19PMeWtbvYYexa28nNavv2DzvHHeImu9VuMzPKm/IeG7tH2Il24j3iFrNgocWFCy/sF/aGDTHsGDYHDnceQtgjRswYG8srw7IjRCgxYYKKLhc2F1edXWdraaFlkbDJyPREiMCz8WwQIGR8SLPPzvhI2HpwcIBtbTZsG/ba2l+KPNvMbM/es02Y6LP7bBQo/NTc2Gw2vwcPxKioMNgY7L7f4t1q2DXst7cbcU82FFRVOGxPSbCnbDCrqC3bgQ2hQgcbgo3VwcayS9A48WffsOXkcNg4bBYsBG1Bm44ucM5esWAB+MmuQoAgSUmpyW6ymWywbWU3aCDFAGnJXpKyk47sI1uBggR2AtvJRrJD2DPsO9vLbmGrsLNl2Fe2mI1mp9l8Ng17hQ1oB9phtgYNdradnSEDDBuG/fXlwnZhU7C5ODnHQYJ81p81ESJCaiG1qOiQekh9enqkPlKjoprWpvXqKpIaiWvtWi9ZooTJ+K//WlNTXIlYMzJO5sjRo+5ROzr6qH3UlJSYNWb948dmvVlnZvq1X3fWoFmyaJkyxUptpY4ShUpNBUqtpaal3VJvqcGA6VJ3EVOLa0nJy/qyfny0rC3rxkYeNY96cTGyjqwVFXfUOyBryDoxUUeto0asJ2soNWytpC4jpi5jy7KN12RqMjaO0zZt5znX5trd7ow9Y9fUALAB2DY2AmwB9oABPDaPraNTwC5g9/QcsA/YPz9GtpEdFFRkF9lAQEQ2ke3jM2QP2QYMCNlCdk7Ojr1jEyCAY+PYNzcB7AA2Dc3X/tpe727vtq5v7a1933Zd12Ps2Z7rMWPC1GHq2tov9ZfaixcuNZd6dhZLjaW+ckW2lq2rVJFSS6mfPImtY2snTprUTerX19a6tWZlTVInqVVVU+vUurR0tB6tSUmN1EbqIkVC69AaSO1ZVtZXosRevVeTkeWJ+FCPGKE3NsZX89UkSNAw8xCiDpFXy8Cr8fTk5ATj4nDUOGoVKm6wpajb2gDd3ALrwBoObnAOQ/3gAdeU2lq9dgMGjMMXLwxdXKjDwmR0qD9YsGB3oZaxtYXm5bWiXlF/1XYVKsQAA3ur32oKFM4m8DUVVVdVlQYrtRp1jRoFCr/arzZR99Ua6ggRQNQgaq0araZRp6X91X/1iRM2aht1ihqwPqslSBCrxTLUXHXfX9VXdTgs5UTXom5hWA/WLFgU1oV1XX1YS9UNGkDVUDUTE4OkBfXTkwMwGKvGqvm6S4GCpqWlqDqqXlA7qOlqwZqw9jCjzlBn1RDqpppBrVTH2FDfbag31DNqDvURUo1UI6gT1AeEaqGhmmioHqqN6iKaSSwd+0q7vtKvrHQSVpoVCY2KhEZiSh8xpU1HadFRepSUNkJKk57Spaf0qSqdqkqrttKrrXTrElrJEnrJExr2Cf1kCh1lCj1Flq4iS8vO0lhm6Vku9BYuNBcwtBcwNJgxdBi6zJiZLlPXd33Xec6tuXW3u9d7PTNTU9fUAAAEqAPUAwbg1Dj1zg5PzVP7+BSoC9RBQT/1Tw0E1FP31AYM1Do6OXVOLUAAgZpAbWNzU9/U3y9NTVPrurf21ji+rbc1Tdu1TZMhQ9eKoWvF0GK+0F2+0F9oaS20NG0W+koWOosVmooV2ooUGooUWgrdhHbCyfnTvyfd6fnpSQMBAkqD0qGhQeggNBEiQmghdBF6yOYlnUlv0piatOaYFo/pMe3TnJWUlrQl7YP+UVioaGjISDM+0oiP9CMknQOShqR10DwmJyPpSLoHLUkrEtKJhIuEh/Qh3djoSDvSO+hJOnCQHqRx0IJ8fHq0Hr23h5dHz5AxA8/uTsaLGHY0DNoF/YK2QQMC1qBr0Ddu+NF+9N9fH91H06D56BY0HV0dXUezoOfW1uBQoHij3+i0tBR0CrqszARtgi5Bn9En2NDgaDk5t7gTtBmNRru10W1q9Ao1Wo1WQbPRJMboMZqMHpEhAwYawwZaw4awDXSHDhxoDrSYmAfaAx0ixAf6Ay2CBgHWRVOgwWivL/rLAl3BAm2BvkBnkKC1RW/RE2guJ6fw01NP91R0FBVN9YCeekA/oKvoCFhYVrQVnUVf0eEGNLgB3wCKhqKlpBzQDmgINBa9oIluoploBkZGRDQRXVR0YIgWChI68AMUVMDnhzZA99AFaCV6aSmJTqIVKEhAJ6CRkBDQCOgj2ojmoXV0dugdOofGmZkJ4PUCoAHQXO6X/tL3rdM6bdM53aXZBqAJELAZ0KVxekvb1NA1tAABO73TNzQNXdM0LdPSbpm3dJm5dPHSZQYD5sv8ZRYjpnauncmQCTOHmcvMY7BUmWVnLLOVK/OV2TnL7Dw7a5lpo0CZMk+ZpcxUTE1VT09X51Ulc6qSWcmSuXXJvGR+nZ3ExjaZm8xPZthZtXRGUpqkFHVGnVlZXWfXmckcO4+SzqSzkfkIKKjn7Dl/fnJ2zr//c4rHfuameNacMefMmcgsKjpkHjIXKSJkFjKHhgKZgcxBZtD5cra0/DH/mH3MlY+Pk42NkXPkrKjoODvOhoaL8+JcOCPOjDoSJ2dKyh09GOfDOXHeATlD5ph55JhzzJKzjplQcBacB+fAvLy9ea9v1uvj65tp0PCb/ea/vxpzjdmGDcAZcL4x47C7m2PML2YYs918JwNvvptn4M0z5rx5bqZjUTfTzS3q5hazCzMUaSTSZhIr5re2E/PbvHbibDZDm9lmFWhqs4o5Ts1tjpvl3Ga5Gc5EibR5bU6R4mw+m03MZbOIsXlsHjGTcfgwc+DQYe4wb9gQlsELrAIHDzOIOYSHOcQs9uVVgQLX17w1d80U5jANs4YZA4YL84XZwgw2R8CasbLmLAmzhFlrnmBl5QACBKlZaq6qAs/gmeef5qcZamYwO5ipqK6mFjRFLZgbzFHz1YP5wdz34Tk8O81N85LSrDQzzQqIiIYOJM0JEhwhQFA0F81G89CcNB/NSHOBuafHZ/aZDRgAmoHmn58D84E5aBaaCeDMOHNOjs6sM+/MPHd3vu8tHYBmppltbPRZx+d7npnJ53wGAMA7e2cBAmrmmnnAfDPb9Vxv5++87/iMz9zZlsnIZebZS+0XLl+6yFzkLV3kLVVkLFdmZS9gZDHyGDDyGDmMbBUsspQp8hRZWYpMRbYid6GVaWdlLbPyrJxFviLHwsqwTmQnUGQo8hM5ikx6KpueyqeqMhJVWXVVVrIqr7LKTFhlVtclS5K8NpGTyK7ya6qcWiqXyq0yqjwqKovKR2QjoKCfnkXkIUNChQiRgwCRg8ifchE5VCYib45lTVk8/mWx7P+esi9zesqccqfsQ/5heSn/kDEvZUw5EzHHYuGiXNhDltzRKEvKOhoTZURFGVKeVHSUJ2VKx0iZUq6MlCtlHoyGi7KORPlRZkyUGeVDOVAWHJQFZUI/G399fzTkPnmPhrwXQ54hI0/2qyEDyjhqyDjkG3cxZsguXsgv7mQXdjINPpkvT9bLk/NkPFmGPCcny7GQWdTJdTKd3EI2S5PR0uQ0NRmFmqy2Jr+tyWts8go2mc0NDi6Fijg5hewmqzghnziTz+Q22YRcgkwmk8tkEnKDJrlJfnpykp3kqCgoGUoOh8EyWO57XublqSkpWUqmonIgB166cKHdomU2C5YrslaqUJkiJQqUJ05iYZswWfKqxLWVdTWJKpJU1FPTUtIjo0ZEixAZEiokCBDQT89Ozt8fizc1MzEvf1j6qKTswWNSMnIHpI5HxxyNjIuKiYiHhoWEg4KBOABv2Kjx50ejj29PLw9vhow7uxgwXrhoUUfHYk4ubgWcije3Nra1FGooTphIQzszKytBgmxshIgQIMQ+eOjAIWyDhgwYLlioAPZFwauLa2uCBK2sCFhXVhAeVFE5mJLq+TA4CurJqUETgwVMSwqUkpASHCEwKiIaOiAUBPTjY6BAD8+OTg4OgQECAtwAsKmhmfnu3q7O3eb4bdf0XIbMGDFhasF88dKFC+0WLbNZsFyRtVKFyhQpUaA8cRIL24TJklclrq2sq0lUkaSinpqWkh4ZNSJahMiQUCFBgIB+enZy/v5YvKmZiXn5w9JHJWUPHpOSkTsgdTw65mhkXFRMRDw0LCQcFAzEAXjDRo0/Pxp9fHt6eXgzZNzZxYDxwkWLOjoWc3JxK+BUvLm1sa2lUENxwkQa2plZWQkSZGMjRIQAIfbBQwcOYRs0ZMBwwUIFsC8KXl1cWxMkaGVFwLqygvCgisrBlFTPh8FRUE9ODZoYLGBaUqCUhJTgCIFREdHQAaEgoB8fAwV6eHZ0cnAIDBAQAIBNDc3Md/d2de42x2+7pmfZk9MXa1bIxexYL+As7L50odWS5YoVKlIq0OC74HQTZGPz9d56F1pYJq+uoT988JDcAWjDRR0LuRVkFWwvrglQTjYHgn5sA7a39otNqyWLK2toEFBPzh2Bto0/GnIrSpCNCMHFg22npgU3Bnq8+hav7SyvrElQTX0djo2LfCtUsNkoTNhwiHAFocqBlBKNgZ0cW8CNFSpSoJj6YkzbB2UiDT49PBl2bjRkIcQ4bLhasKSElHOD27aYWio0rEmQoJqSHhYqoZmVaKLtBV4DAnJqTNhWXEiQ5W4DQEOuLRxrG55vWc6dynQZX8qt4WC8aQztpuUKtRvqXhBGS2alCu4J28leAiPbAzINxJNRHUQrZUdjCQ40Ek30xQoPHWA0r5jSEn7ENw/K3yxvmG+EL5b3y/fqa+Xl8oXwfeDV8q36UnmxfB18p7ycX6lv78368t+wt/6Cv1Fe+Qv1feqO+Tp9G3Rrv01fBl0v3wVfpi7td+mroDv7Vfomda98kb4Juv/36Iugu/c1+hZ1W3yJvkNdt++Br1A3xTfoC9Q98f35+nTRvga+Bbpi354vT7fDd+er0/365nxxul1fAt8B3QlfAd8A3azvzRdAt//afGu6C74035mugu/3u3cTdLtGX/3L7Q7lXZ0v/r27BL72t+7uX/o7d/WvvJfp5juZfUzX3sXsYbrzXruD0bnsX3YvOpW9y85Fh7LT7lv02F3LPqsz2bPsWHTU/couq5fuVvYqepCdyj5F/9yl7FF0zh3K/kQf7072WL3HDrs30Rt3JvsSXXF/3ZXohrvr3qoP7qz7qo5jT7Kr6nk7kj1Vl7Gj7qf63G66l+ordtL9iP62j+5GdLZddC+iq+1E9iH62B66C9E37EF2IPqFHXT/1MF2z71T99o591+HsPv7WKfaxfum7rRr7pk6gx1zv9SX9h+7pZ60+9grdaCdcu+hE9h57JN6gF1yj9Rr9h07pP7ddeyPend33HNwy+yNOyNXzL64K3Jn98QdkXtlP9wNuVX2wp2QK2Uf3AW5T/bAHQd3dQfcb3BHdxt7DS6R/W/34wrZaex93M+db9/jcu56ex7Xx463z+A67jL2Oy7jbrfH4CbuMPYXXMPdxd6C67fX7XTcGDuLfY7rYpfb47gs9hU7HHfFrmJ/477tbnsbF21n29e4YnuKXY3bYUexn+Bu2E3saVwMO9p+xq2wm+1lXAp7iZ0EF2sn28e4/T5iF8GN2kPsILhOu9j+gbtg97B34CrYOexhXKF9w66Bi7Nn2DFwBewXdgtcAHuFHYxLs3/tFLj27rV3bb/sXPvWlss+YZewnd219qyt7B5hx9pS2a92qy2THcL+YItkr9qptqe7g31qS7pL7f3WyM7v4S2RHbxHbYXsUPvTdrw77Q22lXvTzmA7uS/YmbY79qVdwdZxV9qTtow70p5gi2M/2hFs83ajvWgrYyfah7Yx9gO70NbFHrQDbd32n91na7Yb2AtsSew9O89WxL6z62w/7Dk7zpbDTmAfsP3aBewBthH2mx3A1mq32Wu2VTvNPrOd2r/7vuW726hd37lbn3zbs+P7va23807vc05ml71lclgvGe+YfIlXjLfWC8brxdvFS+vd4p31ZvFe8cp6rVShMkVKFChPnMTCNmGy5FWJayvrahJVJKmop6alpEdGjYgWITIkVEgQIKCfnt5O7+/1vWPxpmYm5uUPSx+VlD14TEpG7oDU8eiYo5FxUTER8dCwkHBQMBAH4A0bNf78aPTx7enl4c2QcWcXA8YLFy3q6FjMycWtgFPhffO6tbGtpVBDccJEGtqZWVkJEmRjI0SEACH2wUMHDmEbNGTAcMFCBbAvCl5dXFsTJHi1vBG8WN4rKwgPqqgcTEn1fBgcBfXk1KCJwQKmJQVKSUgJjhAYFRENHRAKAvrxMVCgh2dHJweHwAABAW4A2NTQzHz3rs7d5vjttb20d+6W6ZLpiumG6YLpful26XLpbulq6WbpYunKdq10q1CZIiUKlCdOYmGbMFnyqsS1lXU1iSqSVNRT01LSI6NGRIsQGRIqJAgQ0E/Pzi5n1++Ou+JNzUzMyx+WPiope/CYlIzcAanj0TFHI+OiYiLioWEh4aBgIA7AGzZq/PnR6OvydfXy8GbIuLOLAeNF10W3jo7FnFzcCjgV3bduG1t3ravWRdE10U3rnpmVlSBBNjZCRIguiO6Hrocuh7ANGjJguGChQhesS6Hr1eXqbnUldLW6EbCurCA8qKJyMNWV6vJhcBTUk1ODpi6DLlN3qauU1EXqHnURdIu6RN0DQkFAPz4GCvTwdHe6OV2c7gABAW4A2NTQzHS/XW+3u727dZfuymXIjBETphbMFy96F512i5bZLFiuyFrRq+hTpOhR9Ce6Ex1Wb6IveVXi2sq6mkQViZ6qn+qmOumRUSOiRYgMCdWF6EB0UN1T79R/3dfFm5qZmJc/LH1U6pQ6j0nJyB2QOh4d9Rw6o76oJyLqh3qhTqgL6oE64A0bNf78aPTx7el6Op4+Q7+ziwHjhYsWdXQ6C11Oj9PhdBW6m96mr+kpdBQnTKShnZmVlSChk+kjRIQAIfbBQwcOepiuIYOOQbegV9C/dAp6F9fWBAlaWRGwrnQr/YFepTuYkur5MDgKSn/SG+hN+gKdSVegK+lICY4QGBURDR0Q0oP0Hx8DBXp4dnRydBx9gC5AvwGg2+g0+oy+615d525z/LZretZlLhnuGG6YWjBfvHThQruFq4WbhYuFK8u1wqXCncKNwoXCdRIL24TJklclrq1cVm4SVSSpqKempaTcI1wjotwi3CHcUG4QIFxQrie3k/v7Y/GmZibm5Q+uJbeSsgePScnIHZA6uI/cHNxG7iJXkYvIPeQWEg4KBuIAvGGjBvePS6OPb08vD2+GjDuuHRcG9wW3RR2Xjjsnx43jwnFVcN3a2NZSqKE4YYKbxj0zKytBgmxshIgQXBDcD1wPXA7cMK4GbgbuBa4FLhj3i+vVxbU1QYJWFjcC98oKwoMqKgdTXCkuH+aCuVDcJ26DJi4DLhN3iauUhJTgCIFREdEQ9wA3COjHx0CBHp4dHW4OlwB3ADcA94Zrw63hznx3b1ff5jj35tb0XIbMGDFhardgtl62Xba0W7ZatlmwbK9srWyrbKdIiQLliZNY2G2T7ZJXJa6trKtJtqrb1C3q1nRbuj2yHd2Kbotsh2xDt0GAgH56dnL+W38r3tTMxLz8Ybn1saXsseWxldxGbiF1bB+3ObaN20XFRMRDw0LCQcFt4Bbwho0af340+vj2tnpbvO2M7d3Wbgtj+2Lboo6OxZxc3Ao4Fdu3bRvbWgo1FCdMpKFtz7Zl2xJbsrHtiG0IEFuxrYdth23YBg0ZMFywUGELtqXg1cW1NUGC1jZri7W92kLYPthSbR1spbb9NrwFb6GenBo0MVjAtKRAKQkpwRECoyKioQNCQUDbn62BbYEtz45ODg6BAQIC3ACwqaGZ+e7ers7N6a2cl8nHiAlTC+aLly5caLdomc2C5YqslSpUpkiJAuWJkzw2b5IzyV+VuLayriZRRZKKempaSnpk1IhoESJDQoUEAZKD5p+euWfe2cmZc+Z/7uficT7ONfPN/MdAbqAHF4OHyXvCjMnrupvX4ODkAwbgSAgQ0BHKCxTId/IcJiYNCooMwYfgsbGheCjupAZ+4wYo6BP8CR4ED819poKCvopW8dZWIDgQ/FUT18RJSTfxTdx0Ca5EiavrNt9y30aMrRjLV3BxVlZv7t3/n/MHjomJi3EfN8QTExcXbeA2cEZcMkaKPEaMNjuw/MKFDGr52ppb3iYnl8flcXEd4MxM5CbyFy9O5CdyGHkMPb2zvb2cj49PUQxEDkKEBAkhsLA4QMgbZGWV4MrBrq6qqnKez6FwOHzFCj/cD3+bxCMjRSHDcA4cvFKkqIHXwNss5BQokG3lWhEifJgQ1ZQ3KeGdg+Fw7gBXxBERDwtxQsI9QdxQUBDHUo4AQQ7ElQPlPDlgfuNGoo0cuaOjjsdHysZGHoz5Ib6Gq6n14eGd0MP5cLMz/AwNp0PD0fAWY3H4iDg8DhdRhcdlsXAB41/wMWB8zB6LnEUNMmRwL/hUauopXnpzk89Q5TM5niXLlRi4Cxd1YHiFClUXrnAsrCwJPd7jXV0OKIThXl4b8A0a8Bh2uB0eDjuWRsCtrB7gEPAtfMIELTwCiPDW/JPPuJgc/JQ/4WDAMMgZ4LW1eJlcxmPxIkWaEMGF5EL5gwdGuVESvomjoo7xMa6q6ol74kmSfOKf+OokLipqiVviRoxc4pf4kSk5AJwKTqUHFhZnkuNM8CV5nus6FBxK/v1KwaXkNjtNTtMB/+ED98Ejf5GbmdXldXlZGV1ON5dTDvrwkQPPkf/4sQPfkWNiUuKUeWZmJV6ZX172wHvklpY6cB15ZWUj3pj36BGIB+aTk4A4YB4Z+Yf/5YiIeXheHhj4An+R+/mZwE3kfX1kOFkuQ8YH/EPeokUHvEOOhmYBx7lwHpK4JI4Dt5Hj5WdnM/IZeVraXX6Xo8jVcgs5GVmFvEL+Ie/KO+QqVHjIPeRvuViJEl64V87GhgHHkLtw4QH3kOflieFiOQ0aJfAS+d8fChxFPjh4h9/lifheLpVTUYXlYblV/oGNBs6Gr+GOj/gjPoqL4nC4n58KXAVeA3fLvzbkG/KovMfH8Lg4EjgJXE6uDC8zyw0P80MeOWGemFiYF+aSuSGOhsOAkYanncCR4OHwg/wBHhXllDvhT08J8gR4gwZEORHe1HQgP4A7OR3lRzgUVKj+qMTu8bDqKrGMAQECIAABAAGThxoIwzgOpVHoIPc0SyfDIAMBGJx6BwAIF2KYSEIJSZCBBGCefuiChVyDGnTP9LpoRqd9H6JVHuXshwq5JT5ufplNzYfnu26Qrr/KiQGJmD32tP/T+6obmHpOkFr81UMfKuU31KzzJvd1Nzht+jCh9mjmHlzObZFz/01sCi487Hej9PrWTx2AxGuR082fXtbd6KyzYtTqWZ+7QCmzowa9J7uv2/Fp14zplUMz8GBhfoud93d+UzGiedccJda3cu5CZFyFn3af+b5qRoedFaBVX/3Zhku5JT7rHJllbQ/Ou26cLn+aiQHLuUvssL+T+4oT6mg6+QGpcCvmHlzIb7Hz/s5tKkY87zajxPpWzh2IjKvx090z31fN6KCzAvTqWz/bcCm3xGadI7us28F5143TpU8zMWF5bokd9ndyV3Fic9sfpRa/fmpCBFyFnHe/+b3sR6cNF6MUX+XZBsq5LX5qfZlt0Y9Pm26QLh+6iQOX2XvstPnz24ITmNpmPLX662MfKmE03LT5Tu5lMz7tehGp9mqHPVzKbJFz68htqn583HejxPrXDByAzC7jp90/X9edyKDzo8TVR3r0oTKvQM36N31ZNuNz2yTWqBmsfNqj4ReYUZRDEa/Sotib63hBjxov94JVLmJTq8AEzW1iUXRvkaPs4RdLLcxbKJkwOwGUz6UNLnOt/4xsf8HzDYXpPXRYxZ9wnAYUpN8FrGkcq5nHC5gocwV53i8PbxSUtP6/6jPuC10I8B7KMzdYX6S7/H7DtcZUWeZmiOwSGmpv0fOp01RLEEd+YBbYzhCni+IOP5+EkjA14DPZPA/kOwp0ytNDEnzsTNABNPnHt7eOGZkEqvhfagc5AMoS+42W18L6vKeTNcUzReVHfY6ZTXnDZuqTg9ZpgOvBs+6MUZT+dE5B8oVPo03xdTgyrvi1UDtlzcWYAt5jFF0gkD3vJ8TNXHz0yHi08NE16OUMFxxvH+X8XiIGA/3QClsHGYcnMjiIs1eowhlR4Re2Qu2QcReHjytA/Q3YCSN5UtWEZ+NYUu5lgpTdZ3NAdJs5jIIFZvGDYibfI8aPbk7qbGU82EjlqKUrWi9bKfuhmDjPiZL/B4Wa3lv6rf/0hiD/mjefo1lE19HX/c5vZdRdvJMZft23ZVVl/40av6CN9Z//6jwXMOE7f63u9D9BbaeO1/jrPq2jCr/v3OkETu537nuxDzt65R/v58SZ421h19a/u9Y4K2nx5/x6n4hNzf8XKzqPu+iQHYUAUqw/3u6bEJA57oyzfyefwoS9XumvUIESeMX7M/a9XuXkxv86FxpHm/PPu1r8r1DiON5L//xXx0YEb8+bnk+NaGissq77Na8351dm+X2OhJk94+iFnkp8O7q2vlSj9N8cohT8ZMTwPDOfkryeOlKjX3YjlBqurVv+2tef0xHBX/8nJyYLOHuhr3FejresT9rh+5kz081/9xABlc+seu/vhFLCN+u7fZs6c7oy+293pMTtAGVv9DVOy7N3a1kjTH9z7rvbqxxiZPKYV+/9qqUrdf1foeKvf7G7rKru9x0ZcyiE1f+LC17+xcKO9n9PT7Vn8U6y8l9c3/081u5hb6jz7s75r0GEGP2teXMzoboL5Y5PgZ0Y8XKztnK0xf3qP3azcEq9/euo3n8eK1e4p/U7f8d8P0GAGH+9+687UsBUxHr/ixNc7ZPmjbdT52s07q0n5ZL/T449rUr4xfk3/qVO1ebm94oWeB+ccAvXOQDz2g2Ev9+50xmdnGvu96LG93ralt8NzTfu3IKmdvUxclVywzDjuQ7cvrLOpZ0TFQCXzBicg1TIjfR0vp9NnSneshZ8xncM/DL5ot6OxRnBA+FOIzkH+77c4OcHFq3jD0gff2uv6OB4nTLVBiNmQ7iCNf37B0RkfXYzdStzElwX4zRQMuyUEQwchJveudvnrMeAbpdvi6t3nSA8+3hloJ6CCbLPGe0ETb2flPWjzqcKxcA+vxFrHs/UN3BtW25qotTw4YyARNM1lo5vK+1Quf/SEf9J9zg2ZobxGjamRR/PQ637i3LXOVyiE6Wk474XQmdDZyYriYlj2PPdw+cg4JlUwrE0Il3hcL0Rus4Vm/W3zQcs7WarjVknNI61pSClTX3b+ldMdOitp9TVG6dLqbhxe1ydmEcwbSOZucMu7jGzf3T5KG5dXl4l29+fYU1BtfD5wTBAg3SD/C9/H4N+52CB6ZlBn70nmdYGoRC4JsZA5Bfj4+HOu3b4HtssfZ+fxwndd1NXeeeAEAZdAK5eV0DS6+HXyUw3LKWqJZPk+9bLT25lL2PAG5VmgCXlmjPX4LsA11ys+hreGsEqTRG6GEqJ5KcIdVy5T2ORCYvXFmPt9EgxVBvZ/ZjOBf3V/IB4SogeK3bh5IZWRtCfKmQDALmUPtJw9YIiJexGCJ4TlGgK/zQoOSBJfWEFLFNrsYmrHfgeOP4Fk5u9fn8CMLZARdR8JchRlL9l1zItwjXhrfzg5tbWtN+lHmOVCD1csflE400gveAmAk4+ZKXYUNE94F7tqEvokO5yx+V/Pyd8jWbbnxkMp7LvVPcdtYzp5hNAhiAOSUb0sl8DlbnDJaGMgx+L3evmTblMy0dU70p8rAe9k1tt4jUiOOu+dTvDixvqX8fL0AvH4yJZs7BrmpTY7yvy+5c1oSIuElr6Qf5Mosb2EUklt3WTl2Y5PMFsO2ESwf3l/w1Levp6NX2TrEzADNcs/XkjvVkYmuioiwHmHOZj/WDkEqXGgmFV7mpjgy5dmIg1kgwQPFdZSXgO2zsU2QB34Xy65yNVMUMnM4IMcq09K8swAZNF6DuvUSrYRCSfU/UIKA/chMWeb8JF2rind54Zcplw0fd1uoCu6UDN2GP+BpWZC8PF0GLZQ/WEo6fIaRQAgf5t4varWVbpdH6DP77cYzFuefn5ZlvAOKF+7A2HfWxs4UbF1s2lJC8Oh6zzU4q6KZNIwAaQvB6JU1gZVEs863T5M7i3HAfNYXj81mYz2VW/5K/5KwvLINqOmPOGSfo3ljSmUAM2xd8d8LrfAVNH+VUSsX7A5gVgAjGizuh/2Y5GdwMjsWgFH+mYsiEg6eWkInYLDHCZVUs2G3oZmQSO4MdTlrNtxufPy/f+7rwp6Uz89mMjsYWvb26KBlV7lN9jGrj9vMSI8qY8aS1T5U7nzIHw/8u9X/jHM9x+ppV390xloJAHF+2rQC60Jm8DGRE5mSDyjQQen1oenHCGCyWlPSjQSLkhkM3yJbkW62T5Pvsf+4CHdCaQId5Rox9at55/O0Eq10jQe2CSEPLtma0MM/UMoW9E4ixat7BmbXzgaPjPD2oxsdZ6tvaINpgeiQGKlGmd8Fn0B8NG2jTZeIbz7uwtwSsrqdbWiODrTvoP3JBwxfGU1O6jnDJ8u4Pyka9r3G2wQzPAKpoRPfVW8+Cu6KMuG7dE5vKZDbrSLOpQn85MCFuDq9+tfjUj61m5d0gUTqD/slFcXflScQ/5P6OR98Hjt6pChze52/pbgYHxWZHoTdypRpZO1ilxOTlczYr5Gj6G42jNg/LgfzTq1RInf01aLc+1sj/OIheQFyqKFV3i86V8ADd5I9XlD7qO6KD/Gi/PRrGv3AG0saTcCaTza7Tc/75nyPDQHoMaLUp203Vdwy4elbKVxUuxgLxQUazpsuYv8qZUC78wGelnj7Cn/mBa0o5NsNXaFr+RM5Gb5GPSjP52ji3FBPjaF8NeSteeydo99ELf7ims9rdcFS5Q5nDsz+MTeMdOPJXOsDkAy+GL9YGtqLbdltNv9NrUsFGuGnbhvuLYzaz8Bls2zHzZV9HvBfNvlXgkqpS0nE1YA3LBMOT+Cl3kR6ToH/XfebTQ6loOdOOw5dftjLEpt0d/0QZJqwVRr74TujDFy13q8YLqhZnBMZYMVQwc7rjaI/U8rHjHfxAjPvejH6kTElpyF5Nc4xIBXM5gZBPwRwGZORBJCrxow/EGQJqAO+J4nCAYqlT19reQi/Zm6UiGJApyNMADUoH+dnjT/7qsVQQqrKx3jmluOKYfAil4IobFDQYxBX6lj+N87dbdZb/nyMjauDinFlWe/FThJQiVlPfR+pmlHb/xmUNRekECozONrkus90EOYBydc69M/HHx1+CkmeOJKk9WYP0JzVGlxWobeolKsMvobCFC46vmPX962rU3tS5EuJxiyJ/aCmYsMmcsZ6WKb7JUUf2TzPr9w6ZI8WasfN61/zuUIwBSzyZcNGZJGIz1H67J1tE4/5TEP5T/DZyYcZyo4skFvj+xiSqymH5Dl6gAq6zONDI2rure009nu3jz1jEsBlgBllyn58N2BqRy15XJTDUhTeB/c7Nz7L01SI4ZVz5udf6uSxCBoGkrFRtbPJjBrg9bZO/onDsl4o+LvyYnzRxPVPHkAt8f2AwVUVy3oUtcgl1GZSqRG1817/FT0669qXUhxuUUQ/6UXWxiIzPDODSteJPBb0rg6Wd4wyZHrGbiVNMF73RiXW0hrD+WqwdwIkQS00bs8le93v/xT3HU9ZS263bVKWYPkDPcA+NvxrG5NL3uIeObrKe9l5gyeljJ1CWhSUuzjSCRxI1w2eYba/Ga4iaueuUpuVaickiUGmtvffM7tSq4Yp2ng6g+0lq2V41LXUFC+O4H5oUco73oZ1SOkgKM7FX/H/4xLcLXWnIol3OE8yi6MNWod2CjEc7QH6rEEXE2NDrSjmccRKCl3KuI//rMs0fiIoZ6Su59IeIIKl2OvQmPUMfaDpLZco+XcU1b3y8N+pDif1nL2P1S54pyDSDtX8j616bx4Wu5Tvo6vwo/dgt1R6sc2rKOMDg216ZKdRtgNWGmlavafUj9RVYAK0rKT0rsbZBP9/5C9tdnmjzbuZLuobwAWNAoVntx8Rpp0buNfpgMpLdl+Kf+IF+LCFRduec7Od+pHjCXJM71ray5Rd7I3MA/SSP0s3P8KxYAVz7eSgCYvQJiKCwA8ZohaZvPbpt9sLflZ3o0/uBt+896myFST/sO37RY/Z5Ga9WvijXhTNfHntZrvWnA7t42bNDTjPVvWtO1Nynl1VJegC+PSpay1IPAya/LALGtFtQy+kYDSK8poMWXmUnDgt20LXBv80KuWyExLfNth8+mCf1aqiV6sFjNFOW+Wj7LH1gwID3miBZ7+3tBf+LoOBqydaj95g70NvnPav9ZAH7Hvr74gVMJ59fNJLevEGoxeuYUosdIIsYXyNzkwretLrlHw4vVrQqxLfC290ejjR5bqgW9KnYDDnSz+p/FH9p2iB5DjRhbu1ujP/5wi8asQMeehiBym6zvavVZYH7Gn9/48Ij08++aRGxWC2oZfUMTpMd81GLLzNQYZbftUdzbJJXrV0iMlvm2w2dzll4txRI9LHbTVrmvlu/yB6xekB4TVou9/a2gN4t1jsbsY2q/iQy9HUFQB4yZ0B3Epk3/2edHI5v1urBxv8lubRudqe0Ua+FmudYzyNqV4vpQrqNxsvtuWud0b83hcgaxNHTxs/ba35b2bg2A7CHNIM/klvidBUpDx0Nr7e8ttgnx3LYiUg+HRKFnTWtMDLzfGaShTeK7w2cLJPc6P2YfmtUUCfU7ZBNr6UZxTYvN3tfC9eEdloY9s9ybLnX9GkPkDDI0dg7l9tvdFOBdWke3f80ghYl9lTgLQGMHVdHe3VuMZlW+aVnNvY6rpmdNN6uDidFb7B83stNz98mlVdb0mmS532Q1z45umz3FWrhZ7rkVVibu08CL7svGS+xvV+4b/n1rkU0nYm6/Xbnx6vPXYsyGoBuULLs5kxktvq0jM7F39yS2qZlutDaLXjI4W3t/K1bn0Jf9IXZvBld6Voq6XkLQii03mtbzbcRAf+7wWP2eom6gE7rN3L7A4Ecy3WR8huocdn+21klsO9oWcTPP6NnYHWrWRnsQAdl37VhCrDt2PCeWbYJPgVj7NZBiq1mmxzZ/3juzYHI7Azu71k7rltE0qmJBeU6TW/poclSxc93j2kIyaHE8jUStsxl/rxxMWN15KptfM0eytffnkeng8a0/eJnIbVsiNDdqs2Fxe40CqUaJM29VOvAdSqu7Ojk5B9VDp3vcO3E4u91xu11rZ+3L0DRoIuHmKePfbY5YrTRvvjJB9eHyMjdOlo/cb6zGpNkz9TG6DpSGb2UxTQzmjVnlZc0mvr6JPP5JGfGRMecTo1ZcGaZvGej6cv5YcIO56S3VHpPgsMqMVReakeA2M7JtlblA7TFX1QHmSHB0WVncWkYAxpWr1qByk55SVjZuJyNQk8lQYSYZSE8jN9ujyA10BTmqsHwsBDaPkcV54wY9bNy17RkLCQPGwOpuMQKcK8baE8WN1DhxsbJGHAGOEGvF7WEkaG+42FoaLtADw1rjojAS3RJGLOwHg9q5Z4O7jgUtBwsQEk4INe4V4d5VCVvCwMqcMMKYe1e4t1VkYDiwuDGsAMeGseLecCM1OVxUTXF7CGn0aIcIWq0R1baHzhJFjOPErra7+JaIOMOlmxfHdZT8gA5vvJJTr45ADRT97jtNadbcUboZ2syRlbl5iHB15wlqzu0zxie19zk7bDof6/7geBk3TQ0s7jwy7dfMeekU6g2LJFx9Unzz4nFMxl97Ya32X6yygdhdRyzJjRisdix2gTQfKzVmZa/gonocdM+9s4AmtzMIs2vtFHwZzSMgBVmZ5u+4KdwlF/oPw8mj6SZO+2O3JTjNPKZCHnjvBXPaNRG8UWcq6HP+3MYh07eGwzCN4Fbt7dtStU1P5qAvegz3Y56dn05iZfvBJqzQMHapi5Rw1AlbrWV11bPZBXTaOa4wlS0E5pyRxW3sAr2EXbXuNAuJo9fA6sQ1AlhchtqD1o3UmnKzsl0dAe5VS8WNZCRomrrZnqNu0MvHWuPsNBJdNUYsjEwDqEnprj1U3EQ3pCOLdqMFwPwwVJyIbtKz0M32FLQCYTMYqgw/I8GlZ2R7BrhBm3auqlB436ZShn2fwjbn7HWNOg/ZAWDB6rRzOuFPsw0kmsw85eoGgxHg0nPVXn1uUlvCygbDzwBk/hkqbgwjqR3oZmt7uAJZg44VxqGV4CYxsLAP3dolJbxVhK3morqxabV0IQadAdtXe3bT9PF6FrX+iSgHeJ5ng/kiATAjTEMJP84aaRnzptdW/ve5mr7a48wfxK3ZtSxZH2qQRNvF0naIpPSdTW12cYu2ykVEbWKH4JVvHzO7wdqyuXWPHUuv16Oo7Dh+SvjNM3Jvm7i4DfP8jJOmy02SQk6Rn3GBBEkNj+trb9RVfDgz0kdLI+gwNiroe+Psn68OT46krjvw6ngXMkuOv5USdpwuNfR6ubktmYiEhTO8DqGw41Jq4RxedjjN07b1qUl4/ayky9TTMdb+Dra2a3OuAJh2B/+6C0oPuf19rbX6bLC2bGucdtT8n7ID7nLwnEnb3GIzmhFjyoF06TOd9WGIjXc80tVZlJxEji1YT9ldl3zAK5Jc2VQkkTUACawuOC5cptvcaynvrd1MDm58kVgaWWTAy4hc9wIiErVxCCxMGwLoFcOuPVXYRDcIUWxlFGwQnoYGAeS+oNefFWzSa4KNKimMCCDWHUGsOCWIpK0JFluDggV0UzBW3BdUggOEiIVVwgI1Uti1dwqVxP1CZNWiIQCYRYTaQ4lttyZ0DyhuvpRHWZsSaf8E18aEZ79pBnFQc3FTW16byf3sZfQbAcucQ9Hlu5hbJy3xuyFM98yB+LG/mmpi6vIbsvzHPzb0srT/yl+PJ3gztHm5EY4tPxgjGLbkAEBaD2iGpxME1UMScT/IyGa3tklY/5CsMdpMxhHjme5Z08DgAzA1pCvZyOi4QFbeInOq+jOE4YusPrDlNeYmexyk+7oVZ2CRx7mhGIkh4sS5mPjQ4gjCVB1gH26vfc4L7ErwsmHdsYxpXpsygmVTY8wvveyAxm1yxxJyn1wyBh1Lbcpfa4ecOO5wNfJdm5fFzcSj65MNoK889HRaGush2hBzE3wjjZ/KOorCMxaHFD/htjB7qlR3To7cllWEq8tHbgOZsrt9/4p8qrFozTg5s5jVe0NOSjaPF8jOIS4Mt5i4bFyCrssIjQfJ5ikbBbqA6GTBjdsueqqUTyFESKyKFoU8qSti6QC+ObG+7hGIdXQMK+dG8T80xn0ztNnGRQVT3Xw/nB1y4gB1XnAmzp4sZ1lXYnyyqtfB01dJfifk8jP3cW+Qp+ENE5HNRvbt95ryfID25hd+7Rvn5gAujazn836sj/xKnfg1jVdMk0zi7i+dmNhsn8gAhyKHMogc0v2Fy9yEL1VHtokaC5YCHrIhNKPcfemOZ0pB69y/jQyFm4spXdSQuHXCyHx8tzdLSwyaB1N/XL4OcL1wnd+WNdXrjv/m5Ivvah/NaXRWLYDtZvXVwIF0YPmR6xuaDbxxJJwq5osZ2t3tL8qX8ZdveVclat5mMdrSpnoQ3Jg9IC+iORgr374OlXfp35su+bVu463TOY3IyuZ8VF+nSZ38aY6unOZMfJgsRprP6WsP/NXrvAPvqDCkuAnfwuypUt1tOHJbKiJYVT5yH2bq7qrzR+RTjaW14+TO4qZeG1BStmm/QHYMcTN+GW7ZeIKpd+CGBrvzlAyFJ99PFyTx269MVdnwGwRCo7gh5bmuDioPzFcUOuskiX52x3hcHAS1rTH/BhOrvi8wmKrLZ5PWoRNrqXPEnXHgSXG3djVOKQfC+nsh4c6zRDPmDCtZI1vPL3M5ElM3vsK2EGpcJWYTWl3ZmvleKeez74g6e+S+keHN/5qMusk0JyZIzkTpTJrnQ7N+1QXRU+xuyQTRsO47OyjsVwgEUXtxMopqQqF0F/RpYYgo2lhi5g7ywGW43qpWt47awvzsswbb6iCwnCcb857vyWPLeCDXLm+lQEuTdRYdHUWRNU7J9ry76KSDx162p3qXyr/x3UUU8oXOOgm3ZdZd0mZPLjs/vaEmX+mKtJzlQxiIwinaaqcDwvqoraCscahXAjHtW7cPwIXWzf51rG8Iufu6EXbRXqMBye9KXqzug5dH684Wc95MHZXVZtOak9hyET8gt1P0jk1a2XiC7Yf5FdrwbPvhZ13GCrSZy5Fd0wSsiBzB2cHVRvjIGAt99pIj8LPKk6dz+DeaTKCNjUYzK1jcRiAd23xpvKOhj40OFOWVVnccYuUTUztEV9gG9pmNDb2zY9koQwesXbZcQhenShYdXfCQGadtkHbvdaYHdXcHYAobZpSDY6FnpYTb4j7tY6DjJnOmmWeClaxJNe8M+7soN4HVoxQMIU/BGLyO0c5NKy/c/NfIjQWEsHPjWmu3NuzkK8occWYcbFKcrV2NQ8ppsP61arfzLGktOuNKx6jxNPfpTZpaGd2W9272nGJ7z99K/zadfJ/8Rs6lfaqb1ATWyB0z5UV9fgvkO7PLlFd08ZuhQ2eL6kB0Ty+40RT2vw5fc4miuUkoi5JuRN0tjKyD3BVXxT0e9SKWj07TwTRe6prG3lSVeTaugCggfBBELXkBRlxsiQMTt7yls2WakZKCfDHysqQi3KvjUufqWrf1iK7ReafSIbfKhK6pH5VsqugGkgcnJWMRh+mswX2djDgqOFQdlQ2c23Xi4IJYOTosWzfqrpV0oxAlQ7zipW6UP9MwTZUyA7+RW+NtLfRJ9yx028LoxlbzrwWKgNpnkHn1a3nvl9pS0LzACPLtxTprXbK6zNPmCXvZwF+2UfBoPOkFtsXb2dw3Gv9pb+p7aal4pa47e63Xm47NyR0QoQ3f3V4H8rTwSkogBhLWSnPv5e4clQYHfU4bmfjC1UMsK8tnEPINK8Amo8Eav2oXjdEydFBMAazlWwf5swA7hmsLhCmn2p/HZYPPPsU26wOYMvqsIwataLHHVn53DEGyD9tay4dZ+8+XWJlL9O1lBOfrlVieiqoFyLEeewxordH1T+PchUOzcTKWOxQprOOw1+Dz/8pW0E24f/4P2yh9dc5aY7eTudOaazM/lVnAI3Hn35llAADNSe8+IMVNOg33XyKt14TVzjP/pAG2VNBSqhvVLV4xbVB1TliZjABVg3sHOEfWlvDIG/C8rhyC9QmzGY6KnUpRQdBgWRr1INXJ9vmu+/Ij5jadzQ+VQBET7zvOPYJujWwxUv2P98wofbU+sFF+aHNaUMo8/Gw7jSbl0JZsIwAmBMq2NA32csSfxewHqdfUWRzZFW61wLW7nu9cKOUvXCsOC5aWac+qtanulM93m5S3dU6wmyT3f5iEJ9auR1eMlMZwR5Nod1rD3lCTb+YfWFsFJEIoj6lsFqDRQV+xXbVz35IMrtqmiNWI6d3akc1alCvGGmcz6E4oage2GpJ//Xi8BmbtXR5xMCrOZ+PS+JajPM+UQuidecfCpMvtihNPEsuiAODSfduSaoyZp8E+I90fx4i0lc8wziTBItqyHIfG+0KYdXTwurLYpg4vThntramVm9J6u6RronpV0h3deoTp6V1BK9ahz3OLZS/osZeiXsdGaDfBNr+O6K0wTHfhmFuskkUsc5FJugVkjLL0xZp7YdRTNzollTS7QF8Vtb24rqZnennJOZbXBhcl1rRtkfncKINXNb8n7PbRGoib65kQzkabXQstZfFaPzaKHhE0zMvndXLqyFqFFjE7+cikkpupC6U3YtG2OYhNQKSurhtG5uyHDkEML2XgpCrDxgdWFTbWJdyCxti1gzHV/NzGFBfJsflwWcE0c6nVwVi9FRvN3zSnMaVOws+2sMGkGdqSusVr31IXhiTi24GyXg1vz/Y4FrK1BkKxKWU5Mn53ht8udOe7Q/MuBFj1dCMW1woGm3z5l2NhwhObHSgr44N62SKEjosEBZgmIsNMQZVaKvaqF/eKI3y5GhrvVbitmLIqOv3ikCO+sUzhlcVVAiXHwka6YA4hNgsQal4G2jVcUegwVXPBzj5d6OOGDjq3sbcpmhvIrJHo+iV1iz6AoK6Qn0HL7ySyyX0Gg94dvTBCiQ929fQq31UEyoclLh7c5vv0Tsd7nhYw6P7E49ZaPxOwPVuvFtSEKy4YxqPd7qS0q4dWhUvjftwlAduf6fM0K+vTHWDloUQstkk3aZfxTg0vux1Gg3qcoum6srL97BHnBrMT9wYxXOj6zbSxlkfIm5bSLtFoOr7v1aQt9QYK3xslQPeNr5CY6G6CzY4cdoLS3nEeovb8IiV4i9wliJeBEt1ml+ldYe0lVuE88SlGdnSTHd2/mszD4fh0OU7/NPbMIG22sF9TtN6/jpMNSXbE9Z1LpDArqg2LWL7tulUZZlTuEM6/5/ByaiYrSvfy8GFB14ObGlJgbq9fu3ufGuOEisM8ft3swYEtD6ie9rUhnO9jx+doUzAL6eREynq0Kfa5WPC6NOcccTr8nQ0B6j7/myDFeUm2CfzsXYOAHh+z7tDYVOcWientxzZHbp0AuTeJCUdXi+fGY9NFrvP4snG263DE9JVbB3RL+ihZ3heP2f14yxNG2D2WNqPDUkcePUZ3oqfjGm/iGNpyrAG8OmiiFyTk5bQAh/s8MRVhztOjmPCje388X12YEGZ9B2jWhAH+jsGuZnhwdcfGfwqE9d3xWy2G5tyt7GTlRg13svBNPfvMUdJNr+azYzGW/4qjeP+2eduZbWuoGbPF1wE7z5+rgIKJun5N0XVqdVIqTsuKV8qc9EMGZ/RtP+oYtiYema7vt6RMpRHLLZXNKWJt3fSUYbA1+NaqLPFb9BCxtUgXEPu2jMgcK2Qm25HhUJ8rVkxiZafmMW/LRWEho958sZ3siUWXwISa2XWJ95GK/1xXYkXBat21tSZjZkvzNl5qeXPwS8OaYrU2pYYF6K3uw9ICY5CC/kWTpOL5rzoVcznzyOPJvOXeffOYYERmIkZbYVC6cddDjJvLmbziInZmiLYY9Pazz4RLyroatxhts7RPUxYZUcAwkX2iLE8qaM1seMLSpi236A3vcr29pvdbapZWPQiwHC/oN/uPNx0tcM/xlvjlRTVeoDFhPY1tL8Nsu2QMOrl5+Qj4loEeBlPNGe7v6/GCh/M+tn291toZ3gSSDBzu2HglWB92ngS4KcdbIsyU5c8TyHwEmJ6VppMEsMasU8tC2qDrXe24x8rPg37bAlYby8r+0tsBf12wL+rnAy5XFND0avwCXE5Bse1bIHm05z2kBndXEhcR/mh/8pAOGl0F2IVjRvs21qH0dJ/3Lly93rc5X6BfXC03xvXW+0kmgMaAj+ggNbdWS8e45oY/6dppmt8zGZKMnQRkMo6X+y7ip0iSjyBzdKXr7BRF8F/rgj1VRAzVcytBB01UbQpRiyS9B/l6Yv1jeOimTJSvDPmmyiOLWXPHFJEFUdNTZaldTI6Yjp+LF1Omi45riakiEbNXrpkoOhYkmioPsid0zJqJnk2hClPlmeeB7RsKZdNEgTUhtSfScRh5yHw6lUHyV9UDx/csZ9N0Z1vOzNLMHs6vprqXN00R2dZKWQ4tOWDQdG93C6P07HbLpAYRelXxP4ziEp1rpi6LC1ikT9y9wY1U9Jbi0KlSekye3kPdXobXOzQ7d/PTqCiHZgohwnu71JmVRbECVttAuXFiOix6yNq+8+p/BdRx62U5h7KV/VjJ/V3odq2EtdivR0/6bhq/IXTKpZvuCjpoxodQYm4h7s2C86H+9NZJWlWdJi20UfC4biZqoKHTGWMfUzMUg6L/YNm5lHVb6Nj79DZH6tGaYsBmZyajjJugU+Z9oE14eb49NRvOMFj2L4/Xr55UzproSdf+6P62twuyMDObxviDpqMm4gY7MKFu3dFnRyuaLL+OaG8j83zWyDQCf/pPUDhi6n0s1d+CCD04MzacqRG4wb2nOwUjMI5T6sIo/s6WLU3cqaea9taFOydLVDtp8plsd/ZKbjYSmmoJYEBpDLYSQBV7IuLROVPqOLLUVCt657dMYxrjtbYBhpqKdV9f2DopVtVywYmJYEyeJnVHm89LUJNYBkqKpVDdKA0nBc6JqZlSFN5mqUdLJdP0IVvN7ViJIBr2Sv2mwFTnI3WyZEcUcs9njp9/Jm23fza99Gzj5cWqlvdP49aVUEi5OazjBeeqT+PnpycEvV8CLPn74+dXN8bcP8UdN+yoRM9uf94/fzkq2goq5Li59svrlSyul5aN6+I+N8v7ePZNgqlzc+fh4wW6CtHbyckInBeS/9SwtPb8xssx2s6VGnil2qT7ZG2+wQSlkk1ol25Fu3QHocfLFKwaymp3GbGnaXDoG5uIxevQv/VleGDG3De5lbKwXwJelzz37Zj7pfxiOzf1huLQrqetD3ZbWXK/eLUibusTcajv3zKPZvth7jsaxWllFF+uUg9JzK7IOPTNY5Csr5gQbHFXvmleNa9NJxiqazwKs3qPdMgketDlOPHvnvz8ismAZ7HSRW1G0XnLNWtEj1MarXzUJlVIbRxvfVmMTMriTAxi7sHCPTv3za/az3I3Ebb+0Y+sm5/IsXuKrX+5trWlLIvL+qe6dIdh0NsSqcsCOP2pSQ7j/9AlWcqvQtmWria4bzEJjUHf23J0D27cwhgQ8HDDgWaN2HagPQZ7PtD382JyNmAgbjqRojoApaBzQdDgELUaW0LHmoCyNFjku+/Fe23Xrd74s+L5+/ONuVd4XfskbQpcyTvnfaiStiw4MmTlx/LtWDEhbNzYQ+bxWNhqI9u27tQs9RnnF78gqmXFKdvqR+CZPUxqo4FMzfVN2oQTJqQjUOJwExm4wXs7YZlZbaszqUDMscd4FvKq6ozkJO0gaicXsTd/U/kg9J1p4sfOHPVl5kYLKg5siWJU6rAO5oVbGi4vhZv5/PFjLN4hlMiVeANFcNmxVqY+H2VlvqzphDwm9uQAVA729lckMywfIbT5QtkK00/xcvnn4HaXjXp68OIxJDo6AlBs27rgH5l5kWiC6NtsYexYq3hNx4xItJkpJ1vDXZDCGdabM+PzaWfuFw/xS5rZGUuTRcXowrvl0fj8I73Zn28irm3w/ARdGQw00/Y1HmNNfppuNy2kjBgOS2aF/oJ7n3qnGnXQKUE/v+nUpDUnngR0VENPP7q4+ERDxzn9lKMN34DioDWcgYLSnkmoRr2rUEpaEhPKjM3kOpfBlnJsNpnoymdRGbifPOJlHVguG1LWaKvclApcy87Pb65HFTb2kpWVt9EEtomHwb69fb2o2I82ucaIdgS6stKMTUB6kVviXDkf1Jvt29GKXztJawiPbY8tJ4Jn59TbrrmsHTxpwM2zYHmjPTx7/ry3wcHkml5LtLyDewQ5xlzPdsvhHr/jnICdBD1zXTpdbBNrCd29TaR5GyR9duEty/uRUPAhuL3fvsgTFJ4KM4BSGmoWzSNTHr9zB+j7aNPDCdpUeNaKUI1qLNJ+OcywpbzMLF5FRrblQUOQ41K+HP7pn9oPC9hXuJXvLDwUuS8TvnhiFNj6tLr9huJWhvA102e5KYzEK3FoqFc4ZMzSwGYjZb45ru256ToI78G7tB24bJB3fMl7mvjNgVqBPZLawYBtf5g3HsQsL+002tjyDRqzWwc69EAcvYbdi6htRtnERoL6PFdexmYfPO9dK9dtOmzB2ASKKbHx3iJeEC5vXSAb/zE97Qab8M5rf1PhFvNcGawGqJnZLvOF+CEtk3c7Q08G7p7e1gv/nLulN/im1Lfwl1th7gV0ut6HkwFtzs3Bnb+Z4xHuBZw5H4V2/qZ2sGMBXa/MSUN9Tv7Xs3BJ9wKn1uZUU5J69+DABz91hskAncPE3XyQsGqDEzGlLTmYw+YIEXFKbt7kx+UsBfobWeDHeBmjeCaw1BJvTD0G5uIvLtOaea1gaxAcxTUQ0Ox2nB7MW7LtVIYGLtlk9BpELn73MAGbA/pOj/K13Hqn7SKguzvIw47gu3P7VF5T32ZWcPICPC/91wHK+vXKqYEv0WQC4MBG9LWN5zbgv6cEug5PbDkytOtt49YtSucOiOYFCqUBZ+KhoTyGozZac90ODLmeTf2NJx804tq5MhwOUHP8ALs1ryN/OxNTcwnPZHUappuw2TKQ9gLjiFuZk8fw1naY91jA1T0Hz9e82SUjkz6F4fU0y4A4j2YCp45GZ53Y3m41Ty9hS37WF9hO9+WAc017LDNpVOF/F6N2AQOy/eOCfnz4K6MNBBawelQxYPgruwpSDmGx/792VjR4I0NHI9l8soH1bvPa/T/rtmPf4McaJK+sHN2SZevID2wZ58tlQ3kzazvBfvCfNHjwTR14du5A6Yu1PBN1veQg7ycQ2J/s/P3iW/uLbS42Vpg+MVf9ajembOfXkqK6136xGHxSGPyB3u7O/sZnr8t/L3x7/ydzZ0nsCSLMAnj/5zKCvqehWAF0fDQJMwIU0vO7DNWAAbkJwN28vDYE4iOLzwhiWZpymJ145JwZIS/rMg2z80fO3RCysCjhNjvNts3Y8pCNpfkzwlz2Lw2z+Wf8nRG+LdVOGai+JEyh5OD/G2b/ztV+AWjlclo/h9mcN/mmzK+187/8iL35V4PtR2ZvYsiNXGBHHrxD2MPOs0GXL3S8Bb9mAhVutwcbgusoWv5W4t8/BRntjQn0k3GauYI2utsYiyhard0f3LB50o3x4BF/KTvMPXur77JqfmZpwL0chrFpJrM0t8p9gcxpafLJLP/m2e6QRz9mqtrL8iyWhh0y06L097JEiyUyQuY2Iclelu25UneHDJaIqpzvsD5qv6nTTC6wEq8Mj2QuAMtMTgrvHF3FHB0+DNL81bGRecfQ9khyf4BFBMyNZy93fQ9OW8vbY+GryjwYCjMygWJWOOziJPB+PsfaF55XJcYtjcgTy9zFoXdWQ1mZNjzbOOvY/0nB3e8gTAM5/MjkL25iPqhzmRa2/85kWcP2vNws0s7kwnmv2uc4nDGTg0JwbBd1NeW9ID89fnt1b1kviOWOZTKDW1iljoTJT0yxtB08RKOz2xPUl7dv164H7PD6+KaU+O5vudIbYvVpxkIIJ8e3YHLG9C0nrwYXo3HjOY6qLfWY4IzP/NFRfbkLChfj5TMdW9iOgq1zSVzqBNo3vMihdksgzM21Pj9v/JK7XOaxoWCm3r23QmucVP7u2D0bF1HEb/nyPbnYu/q7bZecqdoyS6AJSJNXurmCbpSf+e+pCi1CI6otOO/plkqPS9xFBAS4LyHfGzsxWX11ZVLVkJNd7ityP+bpbrTTXquoS14thaHp35zouUmsFaD0Fyfy+1BeikSHLdzA6BhjvBVF3HYlWG+LvkPwQYfWTzHPxIWx6W+mQcZEBZ6u57u/hOvCJYdVrXteTrEMPcjA63TNSVd7xNj4e7Q905VxJkg6/BOFu3De2bkWB/fXpAdx281wornGrIMYbcKrMOMMT9i73rSB9wechiUphaHTqM8IJ1zXagXgv+B+Mw5UootSK4pVz1Xs7LwMhfgGyHZLIwnlzgivaucZcscRJKg8Nv5oohoYEQ2ZA+ahNevgqAB0INwPyFFrQTYWNp5dN/HhSvr0rYYS/o0ti20NaAQ4xJQowT26fa2xNbo4gl9lQOb/6wCCUGV9VJPcHUHFHJKSMiN2rA98DZyGJ4NQZnvsE22QfeQobIpnC3PBkCXyJJ9CCYBiNpT2SIKgTpNFml40rRIJonI1SWmS2wQIFfgSDImnWBeK86h7GwCwR6vslC2Tefy6FKW9ZJxWkqwVSxTsDxF5s4gESe0DnbRh5Dq6iFkqyiZ3oYhhyDTEZIgGIlw3YJ5I/psur+7K59aBwpGwMkU+EO1wDRcSMwHMTTS1EPcCobiUy0hE/Y9OinC56WQ0t8jcGZPsh/PDbc8xF2+QEH6+NRV1rkYRwzIcuRMGTQ9JgUyeFwliGM6znavo4XxI4zINp5hcI1LBFQwgdoTM4WcnrQa4NQJFI2vE0Zqsh5j8Fu3Fb9q0/KB0MpYf5Mcaa7Spc9M6LuqE0x5TlgkyLnwkn4njdFnRxhQDG/fWOUTc1YUK0WgSyiRZ+Y1LQ4+Nk4RhZbe7dzlPcFBISh9XpjOrzFtOzoz/0ZIhIXzGodHns1qe8tzWJDdQRqejUUeEzHalrB+elBxkcR9yC42NeD4gU3GmKbkeumD0+vPuOOzbjlb5dgilW/TII9oIVjHXp6u2BmYyhGeO2Fk9C1PM65OLweUGlT98L8j1m/P64g2Q4g4ZC9XJvT6p6bGEa4D3DXcFO87cDN1HnWAa/h888wadnFis3wihHKtIWq9i0ZYMGYzk05NHlA1eJ26oUhzTpWqvgKQrfSJPbahT/RbU+ceOAoeQfg/q7nkbOLDvMuGcJbNyHnacknWzb63EYnHG0khK9hf1aSf2aC24ojs/X+D2/KiF20R7xGS4zrSwisVx6KLlb4RjnoruhxM/wL/oEZ00ElfjMiPHehfCH4MvYSOchLtzRB8yV5OYYCVh6uy39g9jZjQroJsG2fxc49hvVgWjnkPJpOuwyY3zjbV4arZoXDnGhMhJQugMxrjZg19LZCjsE8rR6NYK2T1BzZh57yNn9gxW87lJur8G5e17ux0SMkSyqRYTGT1TJ/R22Wi6O73DiqiHpzkYaYQOa5fh/fEfmRABI6LBPPX88yxtXeS2CVsM8B3iyQVtD34XC4UJgiDqgC9bDBOiuw3OIUrGvsEnzLUuNzcHF7pF9rnj1LFHS4CtNhwifhYzi1DZ6Nx6RU+x/US6V3qj3R7RoaSB+XyUvU3aV17iWSWD4H3PlV5CGXvjZ+I/w5Pej8RgAZiLDYiQNH8gcWTixkk9OP1lGeVJo+0ABRlC8ASsyDwbxzUDfgJWg5BFysnjrKRgdwfxE7+d97pXO5Ypp+3k4Ia7D92GKGEtuW90NPaFVt7koedYfwPDjrVbi831+aKyxKI5YF5nK4tFN1Re/KG9KH6LtnvMiVQ8vX1ltFt291HxQhwSrYGIWNDvS4ec11LFlR3nhwkmweLcWdEt6mQnIsCO/VjgQHVxgMZIHXWrxTbuULjK1MD1BqXZU/7UV7KomiZm0VKw0SvISKf7Vxy9etxyVi7mINuxYpFg+r4e3QUuGiNHQfsW591BzQ0Xtu+6Ld4GeCA6ffA6a+niuUSSsKOobrQ9rsQ9+nkz1shMMORKXKWd3oYMLAUi8m2+0KlowGRnb3FeKNQcgtStVn5Wrp06yT0+PJyVoFjrAeztoQvYE1oGm8V5cvbUHaLPlWi5NmoLHbhJhNq9X+vyY6uzt68r671+KqZWzeS+/RIP6zONS/0EnrtfEjIFMrxLtljGTvNpuNLXy9hkNNTCqFgovU/b9n05r0QWZQAX6gJEMip31ljSx2LVxjjHTvlSTIOGFFbBBeXXeWtzvnuJpQ6lQlT/gcydfygLkdQvXiDjgL8XoRCr/wDGUJz7Shqd4xUkwfsxxGH5k+JBLB9K/UlPHM7kppR56h2U0G4r5dbAgmUajsf22CI2p1glBuJR0kqTbLHs2GeJvZ7qykzsygeRp0r82Nb2/UTjAm9w+VeVQnznJ1wguPcPuNZDp8zq0NBLdliIRcQGBefXUJyhVhVuwTZy4IDYQPrN6nqfce3dguFYdpSb7JIMefV9EowIM7HUD0c92JKZ0br3y7R3IdiNLcv5QH0AGxZkkQ0EmHAzzlN0hWRvhS3uPFGAMDUi26Fcvo1wVKWIWfr5lDR4f7hv9byc1EzPd46udIGklQM1DCfpedngvOFjTvyZmdR2z4FM08x9XqOV0k6dohNlqxMbNRykMKDKpWpcdJ2OE+M/TxKIg4YBfWxz6e5EfJig364sF1uYmIhblLshQPEvAmv0b85A8qOISD7QKd1zxQOyUAAUBVhJ2Lang2EaMgAoC/AlAVJ7zHi5or6lR5qnMM+yXFj8f+k+9Smpx4yXK8obeqR5Cvc8ywuL/5fuU5+SesxYjyIxSear/6/0mvnJ8jHbS0ee5gi7HsQxnox+Z0bdcWCrYV7TvNp4KYT9CzyuqqYAkodVwL8R/HTYhw1QYATwvJ72AKlRAi4D+/fYMSTMAj7+bJbenYgPE+detc/wJHGAEQ9IoQFQFGAlAVYgYAUARhwgptAWwARmL3fuVJkvMuC9lJufRmNB7yIqaYPrCBsWBv0ZK98ZhFiy4sudFSu7EjljoSPTXNEsOZZBB8LIHS6Iozg8GfwVy/BbehLEI1RL63miAWZ1Hzztk3ptfKwqkpsRHb6rmFbLzfn1YPStk6JKsg68E/uOZHzc8YTfbS9ZWKvJ0JjKtGu+nEBQKwJkv8TkMh82pVkC0gkAXXyQcg3kaVK7D3SV4anshDf8wiaLTn6ru/nHXWv8z5u8cMwRqG43S4k2GYGBu1yKWy5Hcsd/Z1kTA7yr7ZcQ7uc0xoXf1ekwhnA/Q9kY2bNbpItqnlG5EGmHMdDlZG7/tC9nwHoA3TWX0dDOpMdY1mmLAXHHl7KmWevB7hJWzaB0S7gfi6nzAneHPawiOXbxEi0FsbP/ySwZqUVcc9qeDL1+GR5jNImDEZIlvZ0IRaJvb/w1+2+MHp9sjuXwZo6zBUc/hCYyJp2wsWOKw5s82+Tpp+8OszAZ/RobWqPbCZldcWRbzPVlSmM6lE3bJgTc+5DiPrADqbY/4CDBl9kEdr3CJkOVF+tX7I1Ptj7XNNVAn0NwW/5Zd7gZvPlE2+L/8mZJeKB2FDlxIKy6xTF6u6gBHNhpPYu4iCa0dZemIntYNKqzgtClZ9zGImMnw7euZT1f+g3k/L0pwub08DwW/8ul1zeoUJcSw3kL1z1czufVUSCsc1MdUWa419tbG+hyyBuLUTOHPNuSpihoJqktixkPW3aRZRI/6PKbuCe5NNJaXsCzGUN2IsN5K7qAvkWrk2uEVctkSWMepcf5F9iW12gC2UUoHrqak2R1E98f9z6kM/CmMcfiibKps+E30J0E3c/yEHcfpQPr7U2ZaVjmlsAmZwi58Q9sAoZdfbk+DDJN7tyWSm64xsnbNdMbJYYXZN+Ar4EXePxZeOfud7jrGj1MyPWKY28jd/nefBkp/JCK00XtHvjdRvJDWvG4DRpdT2s90IjpBIKAzJ4DiFki3Iwm/ya84J6Npv9WnOTfC7onfoh0K7lPUhXQI47fK1Ka4S3heiAbf5g583MEeDurDyakd6NA2tfaOPZCflmvkzfZqn722WFz35qIjQs6c0/pll39mHQwwxIxquBZaRce1Ly0bCnw49KfCDCeOOYdl4Q3qqY7AtqV251sPvOwQxpPnpw1P5jKvmhZCLwrM+kDbgGYU+NxCbi5v/1hoy2YRR+TtlUEiilfbDXiLop5yOLdLKy66YNwa8M4uHnD2aW5XBTAPOnVaHpG9DEynvbJZpEMKbAR2+Cij9A7p2tD7m7FwbrbMoZpLCNTq3MYKEN42vfinlSFO8zIyZRHsR0XwqSBiiZ9bu7rvHRrR+3g5r1AP0FZu7Z5biEub2nv3/wOqKdMLFhjPh6iROl52CbKsmQL2IlBIPn2g6VWxgzNhfEapFYy7EZdV7A3kKjshF4nJZd9Q3rasAgVADfn39YZx0Fe3qEfcvk+T5GDk0882firLMK+Qpibd9TzJtZsC3vQGZRIUH9Tpk6gs0gX2085QsJR+1XU71a4mrjZmweBDgcE3aMJwF31Q5st4s4ajZ/JyHIT0Tk8KT6zYWmx0n4KtRvUStdSM/t5Oraa7VBZcRcrnugmYBvOxOVeY6729i7ZFDJIRyTX7alQ7PPeelcTiczw+gJlZ0nms2ouOy4ckbkj2DcQ562+Zi/KO6Xz95lRkK+Qf2/R0kJn/4eRtzIFfCzR5YuzI3iO6nUqvT2a8TzRLPWC24tZiBvPdrvfFzZZffV1CZJHHJadyrDAcrSddE3OpiTjwANBNgSq4LeDfxPmXjnU4nIu8JTElsHswbNl8sPkI+uuLNnu+cfytwlsShunkirNaNzw29uG3EG/cS9/nl/ZWI/Twk1MFJN/dcbF7L+Q5KRoyPJYELnE31OejzSDJ1+P6Wby/TJ7zPitQNfmKHvInR9zC+dtlPLms+YFH1617n6TpLvpAhb3eGxNmLTSwdy3oBaetvLc+de8kJ6roZ2a2pAUMIaVgu+nTVT6Mh/zGCx5/CED3FNtPgSNDznIDmHC9zF5D61OxuIErMbDzki4w8PnbyDoPthloKA50BbPGjEUg5KjVfBG8rEudE5dTJRYcTdfPcs6dDfFxm9/spDcZDvj1C3t32UcNNgaPhCWCNhg7CkzYpnNDlvJWYTa5wVwk/wJNIAazZFxaYcFMqGIQ/xe1ex1EnfQzbxfR9wU+0BV71Z7QMwdaL4p+/gyOwfHO9EozZvv/GD92bW6uFfbP+8tWpJzfJwq+IRAzewApjutaB8QGTMchxJkpiwJed/UZTH3zdP1MAseRJom3O1XTeRWseOHTv8TFMywx+bSge+pYPKl+Sr93I4ZUrW0/OuLk6n/i7ArcpljK3FPLr0kePdylQLs5/+b4f/Fmuz/s11cj/gZandfXrAPX05X82xkCsrucTApd5rJg59LMbgdVuia06FbgQDr1Jnw3WjgAW0BrxrT1DnO3lmolBghgXhhu8mj7sQQxJoqhpM0xZoBXRT4NGlNqu0gAZzDjTlUl4RHzL1bJPymrLzC2fbl/12V8NcRw0hl/r+PITprRSlmudJvgGfCcO0fINdvuPRfbQ2yk+5T9EfOwh7Fe3oNeqbSKQom9DIBTLQfvGE6dZVC26U/FP59tJhuR+BUZbdr+oLvNLx0YSH+ujA3lYf8jbYS6GPVBL4My2YKvHLji+9/qSQF+MF3e9v1fHu9XGNZPCKGi6h8T9bB0W8bm0GdE19CDITJs1inP8yy5he2mFUwdrGa+x06XsDENB5P0e+OO4+uVL9zi5SsHfSuXvfTZLdZ2WdhWrz+vMV0rDoec66u9AdtiDBFXv+OL3i0Mt3EfsRg1Qln/o2cfp/b3ugNva69ll5vLyrdfyKmSxrsEpkB////TgAAAP3///9aAAAAAQAAAFxJAACsHwEAKLUv/aCsHwEAhUoC6tulcDAQeBwAFW2I4GHRDxG60e9TCSL5bMKAzfQ9jG9QTQS6k/t/vyzgAJD5huaHvvfeew88B7QGtQb652eAHqCFhIp0kUZCUtJKmgCBJt2kn56idJSemiqgC+iqqit9pREgUKAV6KysBXqB5tJdMyMXLI7jmTGeGWV5ZpRlWZ4ZZVmeGeWZcWacGUW5XDCk7pEgPrx/eTa83Xjqq69PBpEJwbsYiYYLyoj3UM6JeNIEoTfwtJMKBi2vn9ksV3DkretA14NmifdNdNLrJfK2zbopwYl51Q4nvVoRrrxdQlZ4zaI48D5B8NDWuuUlkvDq9c5vk1+vzxNSXKGsd6uZOf/hpXaPcEp2j6AIM//1/X24W+r6qDHXjfsIJOmqZo3ognCU7eaI1dAVMUJIV8Kan1ixTlP8iWrjg6WLbw+z0EUyXqOuSGT4IEScP+zFyq5fW7PiFk/Mkr9GWD2+HiBh58JTxXnQte5L4vXMt/MMcQaMHZ07gJn4knIw/K6Wts16pC3mPCyr7xwsFPOb59zc8+qdfdx6zG+DD+afbjhTmNBmJhoTm9tmsWa3pj0TDeic22qlZqLu1FygaW4WWzM2c8fomA+UbqK+bhYdlm5JjXG5c4pjOeZPpVuxG7+rQgByatSTOF5KtYq5gOSQlQohLHXGyl7M1PE2moERcwGJ2tQaDPc0VqMElrljQIyGyhuPi51YTBiGOCYTFW8xMUt3JQOeSI2jlG4NdvF8RGHFaphYdEtMsGhQhw831pwlBSXTE8PgkzPHRiMRWScFbMSHIZBkubEYp71wjcEQIIuLVKPOFH5xk/TkcVljvHILsIlxAYlihGxS46dDFO/N9Y5LobzqpU2aVgmjKY7SRr2g+chl2qiRwSozChsBVspPkFWdxEEV43LWTg44oy3ZioktKmGlsp4fktxoWKURzqmjixWyEjhBeTaqHTSb6e7kExB4VJIOkTszhMpBmjiQa8BqgZrjEV8ZLEpxSi6OTbMqzIpDkogWYl7GR6ap3UozpzlwrLCLzRwHrUDrwhoyznhaEkwSecbw2qeXilRuHotHnyR57qrRVZqHs3mpM3bUlQ0Ud5SHDhJ/yjHznUJ+xRzG8aBZ4pZI21+ulxALmi/jW4mhTjhukuaCLf4gI7cJNspIfVANYOH0ISX2kHWVfsbIRlkMiB4R+umyPS3wikhiKDqHDoBcFDjEAxCJLqcVWhmIh3X07QIflNXu3RB2ZRREWhXZh6qMXBipd8dPgcznfEZxLHII6uLwSiCwYnSIYt3obBThV+T3YuVFjX7RhEexZErGcRzL8kxlafgly7Isy/JsWnT4TfLC0cuhFOiqEEBMpHSLayZvbOaGSlYxU9URVzicTaFQ4dblzV+LSTMVuqtZilDrViuOGYoS6qxAE36ZZIJ+DRRhIQqyfau+YGJP4y1esrYXO/kIEXtaZok7rV+MpJVL7GEh42+DR8c2XkIzVqTuZ0zESMyOltL4CJNTO88tQRQA408Sj14u/9qzRxaHTiHlzvFUjrW1LWKeNzFUrAyFVAwKBE2JMhveQTSBSaAwiDmZ3H2diEnybhgC+rOKJO7BCcoHud46sjMwL4NxjRhbmHi08aKlobE32BpL8ji0ekHG2y3zBYsGvbE37lqJ9VppDogF03R4+SzeLFioR0W6mDFKjQ0pyGuEiglDj04894PQm7cYpStHQBXMHJtxVtWF+K8Mm24RvwZEz8Y+kY4hDNrtcIFM9lxz5PpgpexyZ0XQL7EUWlg5dM+VKyRDNQbziWLUescEKFF4alQeldQRoqlcJMKaxdQ+eftlqkiXC1EHRWxkE1FgzIsdMkWXxJLKoWkiEQGTvlYSup+kOEYFycDU5miYRXxh4iIVSSZyg28ObKz8UnICbgbYG0X1MMXDNcz8QYuW0TdcashCmogydC19tzwq4ZGlRlY6oNclNZytRGXBxLPvGVYp8x4iAaoxTVnHiAlWtWhz1/F08ICpfCKKB85JlJlnXnJZlymb0V0BErM6TxBg6YZZKFPK4SFTBJ2nzr7IkUhwyH/b6KpI5ByrssqEZ1iyCc8TUyqytOYcPf64MdGR4Zzo4FKL9SqmlCP5ovHILDjlNsrJg+IXRXrdLhL05r5SQb6HI04hBMQnjMf8xjimivFJzJj0ZKUlw9ztsQdBF8V7pQ7KmvzMUUhmcHACE5c1upnnIIfmXyfnuLQjdtr6xRsuTb9PumJU2CFyW9UCCYP0byMjIoxLzr3EIPvlehUHu8hgaGUE+eTCfFyZUWtrUbRTcjLYDp8sLS+j1lFVf1y5stJyMctZTCSDqXLxTnSBI1w8qdjCuxjhStRzT4hcieXpPZRRu1+1nTKA4yieVr/L9F7DMEuQMUzlyTVevCAeiOnucJtsgVditEleZxf0DKwXUEnIaOqhpMyCkHv1frDpsir5MGFJJ/cQdmNhxHrxuphFcnoypKsFtwVJvEOvn4ZbPmWt2bskKMabZuMRjFRTDjFlxeulJsObJaSL6JLLTNmugKP85tWlj4A0HKe1EK3WPJ9AWxd9rXWE3MWPINwFhxFkCIfBYwzh5ChMcBz8hgkS/AavQeKR1+AzHkfwGZzGCEdOg9twhOQ2OCaH5DE4OSW35CTCLfklkU9+ySs/eSX35B7+JPxx4BK4Gwc/7sYj+G3gETiFDR04BV6hAyCvwOUAQXA5PgciBJ/jdSEEeR3HEyzkeNxCoQhugeuJQOR6fA8xke8lcj7el7jI+7iGxUaugWdoZOQZOAZGRY6BX1A85Bd43qEhz+N3hoT8jtsRDnI7TjcYyOl4XOAHHsfhPnjgcPzNA3/jExQ8yDpgpoAf4A4cXPErTkZWxat4WBgVp+JxLMWloDgUBwN74k+8QQMn7sS7ughwApwBgyW+xL28mDgT//pq4k2cy43iUbzbneJT3OstIHbGrazKeNkYH+MGeAFuhYAj4GdnCXgCjoaGxbF4WpoW1+IQICzgC3hbGxfn4mxsW3yLr61l8Syuxh+4uvbwnv366sN99pw5QBxow8IO4AN2bOwQHyLadYg4Edf6iB9xzpN4Eu9diSvxvZE40q6tNeJGm5a2iBft2dktKyvEhTYdOkE8aMuR88N/dpw4AriADQdOAB5gv3nDw3l2mzY7fGevWQNzeLOyeu63GjWf/82GzZZvtxs3u5UD4AB263Y1YgTLxrKLFLmyr+wjR7LsLHt0VMvWsud5y96ykSDpsrtsJUpUt+pessTL9rKbNAmzw+wnT8RsMTtKlC1FSpldZlOhYmab2VWqoNlothUrq3t1m5qm2Wn2lCln9pldWkpmk9lQoIzZY7YTJ2A2mM2EyZf9ZSdJkrpTNykp6kbd3y+XzWXL8uk+3aLbyIwZRDaRbWnpuT23DBmbe3PDgCFkC9kvXgTZQXaLFj/2j71ihebW3JGRO/aOjQJFjp1jnziBaYIzxpAhk3vSxQbiYruQ3D4ktySL3YPFZqFi81CRqSLF1pFipyixcZTYJSD3DcgN+bhrPO5HEtvGxtwkdgzOTcm5OTt3Zefu/NyXn/szdNMI3aF7xga1sxvcg4Ubr3AXGu48w214uC8c7sPEvZe4Exd3hsW92Lj9Gnej497guB1HbA0j9gjG3ce4GRU3hs3Hp7gVt54e4kbcFiyI2CL23R3hJtx1dYJbcNPRBe7AHRcHYoPYFSoAbsA9YUKH3WFLkMBhc9gUKPztv/325mF72HBwH/aHLScXYofYc9suS21rbMxAWZnVttpnZwg2ggf7QVaBAmFVVWSbbF9dOdgOzLYBsS22qai827ulpLq7u5+euJu7m5oa7Aabiclre20np6/9taGgwDbYjoqKd7yndthGS7DN9oGtYCfA2lg7LU1ra+21tQV7wXZzY7AZ7AgRunbXbmvj2lybjW1rb20IW01JSWgLbSSkAXvANjLy2T6biCjADrAFCNjZO5uHp+++vde1W2+ta2tn9ayWlaWj6eg5c+LoOBoOnDf6jXbjho0aVw0LK0fL0XXqxOrYvfeGNa2m3TDMN98AAPz9NxDQdm93UVHP7tlHRz/7ZyclBe2gvbQ0tIc2gS20eoaNmTGrYryY0WK+aC5f9BdVrUVVq6LqK6ga9VRHOdWnVvQTK9qKqW5iqk2l6CVStJRSnUQrUVKqSzUTJlP0FO3ESRVdRUOBgkVj0VSobNFbdJYsqTpVd+kSRofRYMCQ0WR0mTJoNBqdJg2rZtVr1rTRbXRrq6t21a8a1oQJEilSoFhBqV+8YCEpeUIFCt2ihQvtQsOAEUPH0DJkWGpLPWNGDV1D37iBQ+PQOnRk6kzdo8cP/UMHCTJED9GdnZ7aU4eGgmpQPTpq5HsEiRE9AwHiQ1Nzh96hefDA1Jg6Rw4amoa2YaNSV+rLy0k9qSk1CxAgAEOEGNSDInShCC1CUSMqasURmnGEHqEfNQl9AlJHQmrIRl2iUTcmasdEnWioFw21oaA+FCT8EKgDBbWHP/2nP3zw036aAwc+zaczZLjTd3pvb+6Cna6ri8PDk9NyOi+PTtNpPT0L2oLGgKFP92kNGjboDbqDBpRlIpqIFhXl1Jz681OIFqI3tQ9tp+P0nEaiSUmP6CNa1kU0V5fu0l9fYBpMx7FXe7WYGJkm0w4cnOkz/eDBml7TECBI0BJ0W9ubftMTJsBpOB0hQgVdQbOxUdAUtJqam3bTaGhpOk2XlZlpMx0WNqbHNJfb1V3t5dVAN9BbWww0A42FpaW19IEDCXQCbcCAlbbSUlJUmko7OUFpKL20xKSZtJFRkk7SQ0NH+kgHBRFpIu3jA6SB9Hbbo3t07zyaR29Yw19/zfmO3tHeB9ABNAAAArSAHhMT0jN6Fihu3Bic4pucnrJu8amLixkcvaIiZaEP9IQeETFGozfx9+99B/5EdHsa6jR08HUdfIfAL2T0jci8K9kn+zs7RL+pr2/Oz8/uzwv+AR8J6RMgIPQFCPgAXD+Anx8gwPeB833+ANfYOkNDQbX/p9bX0noJFDwFPzgI6Df8pN/T4z3/+h99JV/H1/lKSn/qV+XlyfHxwXk4zwHO9m/NQoSoMOgniBAhubjI4rP4j48qTCBCfsjI0lIzSZJIkbX41VUqnoonQyaKj+JJvZIPQvAL/hYtCn/hX/ERSRB+EiQ+/A9fg4a///fb2vp+n4WvaPgNf4pP4h8m/sSPAkXjb/wqvuO3qvpVP8H/n83re/0HD7if+8/Own7YL/sxGJiDrd/lrUDxUG74y0pfCaPbXftrX0wM7aN973fwA7+kJIfP4b/4MD4dhA/hx8WN/bEv4bv5UFEv6nV4Kaywsl71i/+C6rF08V08HO/lBxX52qJf9Hn+kh2ht/OCXg7P43k6f8FvePNvHgOGOAtzel7Px/k7/+pbPauf42k9nL/1sX7XP/wnPgpv6s34NN7TD3nimVD6TJ/Dg/FTYvgafsbP8PU+Bz/pX/gYXojv9JR/7k/4aZ6Nf+PV+Di+jXf9F/7eV/NXfJhIL+kxPQmPIoQXkcKX8Dc8CA94wkN6zA/0h7yrl+An+EHvwVfwcL/pPz2ZfbPv9JO6mTA9TKdDR9U1tYMBQ+bMGTiscV77a4eFbRXjKqfLmT3qs0d+AAsWKVJclihBCXmj06Ah2V0gIioynuiLizASEwMLi3RR0e93yJLSzoTJ5zxvHlHRV6yw3JHayZDR0rVgSZKEM0oUJFJ+dE3NHP0GJiYOuY+OBtHh1y9ciMvLo1B31/f23jZsmAO88ggQHPAH/IIFZl1CvqhIyeu53DMGDMiyfAKPZcAb8FVVU0NeW2xsVW1aXoECCFXerVNZnZ21YbDA1/m6mdmB3u2KiaF1tO6loNbVOh7emV7HMDb2gNu7fn689x4JacfveCc/1dPDM8Gtu3U2trSe1rf6lydg5I2AZD2QbITeJgFOA1zXEOV3E6zfsGW6mP6hd+ggx9Yr+KMlv9Tp0OloOBstLbIqBAv6gt7W1tW7HnBxMSlQeupPnYlJqkuRLS0hOTkl6Al6VJSZgX5gbAwtjtN8mm/QYI3La/Wdnt7DaWkFdAG8Th2hLlTEZ4t6kZKREVAH4n0AD9B5+lFPSpJl4rFdrPQuXbb0Lb21e+lIepUqY/qYftpV+2dpL+1d+hQiT6h0IlQ6lSsdTmx3E9tjuxo12uuexr95s6av6XPmtOlteh0THQWKGJKdRo9s0Vv0GTNe9BcrHh9lkCBR2Su7im7ZT0T2yA6jz+iUvbFxsk92ESIMBwX74aHjiC6jkxrpRvqPH6E9dLRv9iJFfHQfPJw46eydHQoU0A7aTTuWftlr1NDRdfTMDqTLPUgQJV1Jkz6kCxGyo+/oPboNOsJOR+ehe+hwnYNf8pw/+Sf/v5SX8lRUVt7Kk/kE3a/Hxf31v27YQXRHwS7Y53oIISgvJFTAF/BVXoHfPipKgBfgr/yB/nbX7zoECHbdrpt1C15eZXF/0Dv0DBnY+jpfUhIcBGDrtwF6bQAfoM/6AT6dttN6Hw/Us676VQ8Lm+pTnQEDqA6V1M86FZWD7qA3NRXoBTqBDuS9/uyszJeJeQceDS3Mh3kz3/Vi/sEDMA/m1dS+/Jdn814+Pn3oiMvKBvWgH177038AcNrdd37fdgBwh7vWvvvOOw+f5XTocFgmDstjfQTvRtSR0vQyfnczHU2n09n0Op73OF02RlfsJjpp5+w/epPu2Yl4LL8l1wP7B6/lIfg1T+SHfFVv0Mk6mmfysBfyALzvtZ6Ab+qwPUJfm9ArdLaO1cE6U8/qZT2sI+hWva1ve19907+86W+4dFQunUvP0q8wYXKEHynClRThRUA5ElAOGsqThPJQI3yJEW5ElD8R5aIyjyJzeeamM5+bcCxNeJNSvqWUl1rhqVa4FS1cjBaupQs/04V3UeVrVLlqGN6Gt7aG4WG4q2sZXoa/vqLhaLgcOayclc+Zo4ar4XHipOFpOBw4ZrgZ/ubNGD6Gu3EDhoPhbNh84V/46ioqR+VkyJzyU+7FyxV+hXPhQoVT4VmyOOFOeJUqpJyUT5ny5V8uRcooH+VQOJPKyk7eyWXI2OSbfHJSCBfCX7wAwoFwSUkf3AdnwaIH78FVqMjkmTxFCh1cBz9xArMEDo4ix47IHTx4JF/BQ5Ov4C00f/AWAU8kvcpew9Z8GiKMui9hrSnyuOWG5bSmyNZjIFDepo/TZbQWStJ7U+sBfge09ulqXyFNE623UDskWmdoDVP46m/AR8aQM0PrPjekNTfrbq211jxEPDs5N4cICQLkh48emjwyd+jIgQPzho0aNGZcWlbKoIwxCeOFixaSLFaoiEyB4oSJEiQgHx1HNDIuKiYiHoowLCQcFAwMAeKDB8C/DjwceDb4acjQh4FvT++ChTy8O7s6ujm5OLgKbxQmSIjg1sYGYU0t7QHamZmDMrIxsTBvN+aCNfjy6mLAtbVAKwtLQQIEB66sqgwUoJqS4onigXpyamIisKSUhHRkVEQ0JBQ0AOhHgE9PAAA82x34+843j97W0taZlY2lAztHTpxXOK5vWt20YbNGDetqGjRnzJQhM0ZMmC2Y7RcvqqmoXbhsOdWSBcsVK1VMqUyRUhoFyhMnTZhsl2yVJEFCOn/lUdEjRoqEgn4S8ezk3BwiJAiQHz62PbaaPDJ36MiBA/OGjRo0ZlxaVsqgjDEJ44WLFlvJLYsVKiJToDhhogQJyEfHEY2Mi4qJiIciDAsJB7eC28AQID54APzrwGGDn4YMfRj49vQuWMjDu7Oro9vObeXi4Cq8UZggIYJbGxuENbW0B2hnZg7KyMbEwrbebTfmgjX48upiwLW1QCsLS0ECBAeurKoMFNhSbaekoqCenJqYCCwpJSEdGRURDQkFDQD6EeDTsw2wBcCz3YG/73xv9VbX0taZlY2lAztHTpxXODuuO29a3bRhs0YN62oaNGfMlCEzRkwYMF+8qKaiduGys2XnVEsWLFesVDGlMkVKaRQoT5w0YbJESRIkpPNX3hndET1ipEgo6CcRz07OzSFCggD54aOHJo/MHTpy4NjB3LlhowaNGZeWlTIoY0zCeOGihSSLFSoiU6A4sWNipwQJyEfHEY2Mi4qJiIciDAsJBwUDQ4D44AHwb6fDDocNfhoy9GHg29O7YCEP786ujm5OLg6uwhuFCTsSdiK4tbFBWFNLe4B2ZuagjGxMLMzbjblgDb68drp2GHBtLdDKwlKQAMGBK6sqAwWopqSioJ6cmpgILCklIR0ZFRENCQUNAPoR4NMTAADPdgf+vvNdS1sHnoVlY+nAzpET5xWO65tWN23YrFHDupoGzRkzZciMERMGzBcvqqmoXbhsOdWSBcsVK1VMqUyRApfCUaA8cdKEyRIlSZCQzl95VPSIkSKhoJ9EPDs5N4cICQLkh48emjwyd+jIgQPzhg24BkxjxqVlpQzKGJMwXrhoIclihYrIFChOmChBAvLRcUQj46JiIuKhCMNCwkHBwBAg4A9aWt6trTF4DI5jB7ADmIzswVkWjIXVTZCgwYE/2IOHC4CAFmALcIcOdxsMwFRUDKamuGAuuECBLrgLrqr6urqDNWigg+ngvj45WA7m46Og92ANhrAGr7XBEdrg2mA8vAnwBHhvrwJcAcaAIQ6OgzNkmIPnYD8/O9gO5sAhD86D/+AL8BeMAAEX5sIKYG/YgjKYggS4Dn6TwOZl1QDOgrtwGGwAZgB7wW+wmxsbzAarqaXBabCZGRqMBouJlcFlMBi84HuCftA/z6Jf9CtRgsTJlM+EiRUkX4qQEFRQ0BP8BP/8MMFMsI/PErykJEBAExCQE+wED4CJPj9xfBx/yJAb/8YXIqTGr/GBALn8l19T0/Jbfh48Kn9lDDRo3Hw334wZ1jA2Pg0aPmbMyPyZX4aqmi9GzZgxa/6a1l+m9be+/jSv/5XOb0Pn0/murhrWX46cH/tjn0T5UX6SJKW/9DdpkuVn+aamXKrUyn5Z+MMe/rMw/GF5nQ9b59eZ8+PM+XPg/DdwPpzP5ruBm3pgAj1wzxZO2sLbDiMZGcEBfu2vhQPAX4sWL1iwoH7UT4XKlr/lT/lWulzh8pN8/5Pv//4lS4r8Ip+UtPN3/tHRH//HN/JxwFBFcBEsJUUEE8FRsNP38YMEsfFtfE5OzI/5iRDp8Xv80NDNI15SfyqYTwbMB/NXP+vf9PyeX/7zV6P6VU//mdN/+r/8Lj/G5Ncx+Scpfw7KT/l3/ExYCQYA73woX8pH8mdhnk/7aTfMs+ENDw3twDvwEawECrrjyBHSUax/ddVlwACP1F9y4aKF1VegIMGCBWVfBX5UFBOBDwVF5fW5uNiysg78AoyMKUaMiPyRvwSCr6XFgEGDDH7fD8SGDSF+YJYsVfyTwcETHjwAdvh882zkh+fkrEHE7/h+l+DwPXr8cCxBSdnpiwQJwsPjyMyk4WlcamoCMeEjI4esWXPmjJgZ3tJSRhg/ZkwZNJ4NGzWeyY/w397g3D4FCnJyd2NfTS0tbcKP8PmpY3PThrfhfXgaX3tZWc/qWVlTvRc5ctTQ8bMfPjxaqPt1ZBgwqH21NL00PAh5fBX4foUPmGb30z4eEiROtHhU1FW/2sabYkmTxrtRdfVcvBo1fvbvFi0wVYjwiYkjGP3hoSEL78LFjRVhAp4UqISzb7jEBqwWFBBAEBQAA9cZBsRIFImaWJoBdGxmYkHIAAAMMAJAAEDOAcgaiA1b16rvkgmfCQH5x2zRTNxj+uP4i8ag8SPGLsWlmig2A3B/5u9Gg+JyMeA0/xlwSqj2EYZb+8y94xVp80Ez5GmYmyZ/zl8Bu9o3DU3NkTRtN01otjwhC7HUWGZZaaiTntKjaDoOUkaW0E1clpV8LSjlRUqoubGhOuE+OI6+kCBq7VxZRFRQy9+SktBcvh4hBkDhb9getJ6qqNQnwDCtoTH5XT4JSX6AU2wplngP3EGpLYSn2K040Tqwg+a2CJbKNbxbDtxLqOlTSlPJaLY/IQOgcKeWbaWhDnLCzsSpKJE6xlKyxQQZAcfgJqxLS718EyYjzkXL0DGaVY6bo0qSDcWh52grLC5HrdQPoJzvsLlpDVVRJX+GIVJIbNM/tIKingCn6VIs6RzkTC6lMUyRU2CA9+A2rOlmkMS24tmUh15hLJ1DLCI5WC1f+kKoNIcsYxXlo9y2s2kKil5GlpKpNtpS8bW4jHYpIcaYEJ3BerActs6DiDFjdAPVQS1/K20BxcSI3cRhaPSPjoVvgCaiiZfhqDcaC/+BERRlNuBv+gwL2g9nQEkNcZvpdZpsHf6AMSSAJP4K3WGXrYSaPoQU0xRn2id0ENZ2hIppgkOIpXlgCTgCBWdDd9h0FOUtDyHDYNSbtBkZBDORQ46DqTZSM3IUbILB5qC1voEUEQF2A+WiCWr9DjICAugG1ouD3GwU/QMCUIS58iWwBiUKVDGWZxSuxqBBuWJye40qclLgwuY8fMkpYGsdh+Psj+ge6zgH6heyxef4SLTTG7LnO4jCpCpiTgTNDg2UMpu2kykzx10Ge9l5orq5dZuQweEFv6V4Fwkpds0Ouwz2dITH2T2Mvpj/NV5QZukXShIDzhBIXtxMEfjXZOLSHNB7D5XlkScXgytcxBDcwZpDwu0/l/c9SAn9ZTOqCUA/eaD7GIBS01pSFgvpAOrF4ohamtKgT8yVMSg9v/YsqnZ1Mb/sexaTxydNHitjJ+27YjaRdCqipwGTjCtqJl01QcYcxWn7gkCsiP8BzklQVoWtyE4LOCTq9os0HIfTHwQWzRVlcP7MpVbI9IAGw04xGg090qy16iMlNXNVPUCLMtdXfkH3F0jmxtMx/8qV0yrAoL3HV0VK/yJro4+c0ZLXAW8WW8DmUI4GH0gNc0kkJOXmqbbNwK1WHyDRkFnfPnvINOO8H/9HMmU/2z6eYFiatTA9l1iVqjEPaLzzNpXSg7stA33ePQZWQce2zFMLKw6MtlKYgxahyoKM09GJFRhsFnvrWAQywywpeXF1xKItqtNtCydnjfpheIWvt9kh3BPg2+4agNU3dCef1qYpk4/YkniyaEoBjo/70nygrOAGzibgnwI/bJ1IydCrd7cfFY3KHEv4ae85bIUvhSHv1OG/Qoe3qhs1XOfoRwbQPHcDV0DiZceTP2SJBk5E1FwNiu80zZAyFhvQzue0ozzKjIYQNpNWxSyzckIz43O3iK37B9C8xGEjrvkyxNCRWBtWN6hLqigK47tjjUFLXVwhNgPGiodVdXej5mcRk9l4+aN3yW7pch51uv2VrcuKi5LF8ixGCgPkEnx6wUBY3QELRTqeRkN0vuVpGsexYMQF9ONmVZ2pnuU+bKawJMeDKnL1Nb1k9qLekK1Mgi0t+iuuNtBR4AXwKkER0vcf4GnxMApqFl+vdEPCpbJZZ4B4IqJeKDB7uoUrFDWO9w4iWwgdP3TXWDFVUD2BHx+BAhzXDWnQvTBG7zl005FDgWAqmAeQ7ibQNm0z5b3KBeCct+qZNwpGuTmswVxAYxmdU5dZ9HcCltVgfkGvXSGUU/vVkyQqa0nP4sZEwScNY/AHN670gm6EjqXUU4kDGwS0NUYro1WSGH9UEZBFFou+JJQXsw91YgcCQ2NO6VkNOjbO2nC4AtuH7n1RG6OtUc6oNtgosG7L+5VGriBOxKGsm5XbACVwb1SGt6KhVewcVQSUfQ615lTe1tAGV72EmO7a7tZgKraS++VkK3XKxSn8sZDHAeLAR0UzA3BQEPuAGaHraW/sWkDnkrgpnpQZeWe8AV9Eoi/lhN4VlfxPQsWP2Y4PtxhxhIOKGtAm5weF/PeiefGAByxf08r8BP9CLDhCI39AJ/JM+3IiiIlIG+hCkK05l9W+SdweQCu06UOpAPt0ZXdRUV31SuIfdl4uzUTK3rLGA+pIcKbwV+NfaLuB56iTU+QCbrIdzREjJ8Nyw1B8LyZ0d9ox2c0uwXd48hRi+pFQWAFuHsnlVltaZDN/HafogPQEIaf35t8BLci5hmVT5316QNHsgbmr2tQfhVICu25SNtefA9woi6yP0tETfZYDnUls1TV5o/fMmRTXJbEQqPAl9NKKvANy03YTeQIQ6uX8Ov4c1/WsO5jcEjZHDNhMZV1zs9gdjISaZ+UPVDekuIAKz9qRK75NYHCgnuPGmGr8ZnYcnjnJAe4Oxum0O+dgfjr3kfl5rqA/xrothwZWzLXdpGBrLstodQXJM6sNObK9C4Ks4cmLmhJELHs2fQ0cdLg7ZaaqfWhAYaFEbU+xD1Tp7Az6m/sX/f2tKf+by3BsiWKdC7GBASV87OIGK2mF1MpIlmTACL/YkCNGs6Y0SiROWICJXnHUMY0Ru/l5LOA58OlSV1EyaCLFp7AJBAsjJXRxjGYCr5wuOsQKIaEWETwNW1AUciokaWbZl2lxJMzCDpu2kNKmJk7a4ZGlgTlRnr6BbdKxoRsdRQiVKUwzbT+hKMySoEQPIyskGWJgQROE0kQTGTysQFIocNiLIJ0TOzSFZcoZ2xbjGhdFghQqU9gK5OAWR1JwGnRwwFSg3m9HjcJ4eMEuuSx8OX439RKhgt5oH6rlV6jgxiMhligNlpjgycF0yCstAwssKgQVmpxBdG0S6Mr5u1DjREiw4IQZBVV8vQnNxHNjiKG5UINp0yJO4yJIkLFl2t1CXiEWUvhrm0awMFJCF8doYkX0f9DuGxxyGPD2qddQFGYRxREBdI7sAuIotEiKhbhHOBQiIsIljGJtgVoRG1KF1aRRNskEZmQIsJox1bBC8sIm0uSBQJHpmpGHn8zGhFTUAHEAJ+SSkUcd01opFks4QoCSfNWYxxpRdtJ7MMjr4NslnaJJ2ESCx4ESSiyYQVTvDkZ6I500T+taIZJ3S4VXSbw4hT7yRd6igvMek3fGvQwc7Ty4vP22akQ45m7+M8VJYFAcCXEjlm34UhwH/XZ+uLgtOyyYba2L4QoZ8c/h8fOCUdqm5gbByBRbhIvyFKJbnxw1E5oqGg1OCF7l2ENHtEqayiRJPMAIX2qknVHg6aSuo2yURIomYRMJHgc6wW+rL3xX7FXUQegyXdx38yx+Cd0iv6n3RZlToKbvGo+DKAlNKNLUvXzP0PoiIXgfsuPrVrfD6q/Hid65P/jfpArLSaxwomnEaWAic8VwBx/EEjnTfNwKqHhIg9Mchw3lKshqzVB1fJou9OHFve84D1sbxVLwYQteMSwFDsP4EjoEolLEUDZOUUGRsIsUj4ImFBiMttDFUJTCBmVRiHMEhVFk4iPaip7vpk8Hk5xuiV3uWvhw3GbrJY4FHQvRt8P25aaRTWRrimtHYhbQ2SlD73zBCW5bpFstL55Cueb12jy7ow3cuTg0Y6BLDkNjw0o3F7mquq/xe1aU+4gHJaNOSe32iePCtwx52wQpq6LuGjofumUHKZtPaYZ7iZrs6carfmMmpw6k+NOYbX9RQ29BuSvYZSKA7vvfZX+56UXWKv+OnS+cdWZbnWxsOoNSNFe2rRPPjp6NQBYkD5+utEHpWw3FPtm4zK67Q+smSJ4DZVlj5Y53IDfzPdNwaDJZDcYC68owauairUPVXS04l7mBqN/Q6yCW6m7BzBUQsy/S275DGRFvruM1Ed4JcBnQVOI88YfGyobmEd8zKJa7e/E2MGx0FmLj2McsyDZAqkEWXxn4nYKCj1BA8+NzuAfsT5Mba2sYv5iZFAMzwbQjG1Vpc957/pghe7Qvlp7wfMf/5OxrDXJ1jRanEFtj4hE7cf72Mtt3iIU5yNukuo+V54wKjz8HdhFq0tkOzjXtB+Jn9hk6LeEcH2TOwg4T25buW2w6cZM6h5e+eHIhMmBaWiJgnqdmF8ocZwJlYwuTc29BZ4aX5OD2co6PM13brFxyokNbTeixFV7USef6MYaxbafPMnAff266UCrZwlO8s25wcTs/GM/wFKcK+e4ubsQZ534vUvvwaMYSk+S3aTRBXgON/zY3UVoYFqT2AgJMRtd+HWqKjT9E3hBEX9e3o6ae6A+6hZGnk29wx0068b0d7TYNfKbyTqb9Qu9y0WZW6WLzNeRWULFSv1vfp8gwN+f1HaKeE5zLOO/7xcdDOi+94kG4yzh1s898xM6ej6zhS8tHTZ5YoymZCHoeRJ9pIWz3CdVpvGFhZ/kfcga9y9Saj5Rx/3cuxbzk95mxJASssMP7224x2noZmQO7tXyrNCEwx0HeWVRuVK/B2JZ36nh8OkbSjPnjchwe2cmQPU7kJpPhokdJrNFlh3xTb7zzJwa74x3Oqwp2uj291uVTm93zReP0bP/1Jrz/xIp3x0pFxTm/eL8O1f2kHTeaDTS055r71KVbkj8NtGVmfq+z6x3tFEPecTehuN93fc7Fm9/Y0NpxItwZ1kBowRlhwK07X6AVGl/QDs4q0FyDAMc6UdbId8tQfjZ9N+E6TF3jvwnnHYZHSgsIZEwH37rkZ3X1LL+9uMHfrP5UVvY7sijbytNn4RRvqTM2TsT7wCCaFsKj1HbczFFubGwenPi1iXeNY7LAOwgMD+OlVwyN2zyGt9kLcXLyf2Qb8KdzjzR8TSa6dPydTjkuI4HjRP2XPYjEc8umiChH4JXmI93hsieIPvnz7NmxaW+ezJw62Nwcm3vUaoi6wYjRcCpuSjri7TD63J8v/RAPr91kmyX9qAeJblZTOzjQkk8jmlEunSOgG+JIEzTB8u1tWrY1JCZvJ6vjXVjUudpW79XUue8UXaBGeezbz+nrqErNV+rQWMa0QebGKPvjM1ztLpSh4vk3+rY0eTayOuP7nIYftroJOTfu9pMw4MHQzdN2fV7srFTMdTu9/vp7mAnubgrz51g8C8GDaWiKrQHwSLvDgHPvEzR4eOY3OBGXOTyqTQKaxVpoYh3G7kLsY2i5xTyDB69SHkBoO8jpO/xmeUdvXjYdfHOSP4buelb9xMEM0mayp4g66iOEOst5VY4NY8N7hzFstHQ0ZW133OYotzdnDy69wZO2sXsq2ioSW/ZwOF1CXheXSU84BgLb7uZ8MQ9MPi8s0865ZUeBs3LnyGO3Ifpczgn1bmNynNdVVJ18dw8ZbH6xhG1rMTcQ2bN+HdnsHs+xeLxXvm1dy975yjW89Jyy5jsZQzQabOCpLhxBdxh4jixw4XDdjuGJmz3Q2AweeKKpoMMybWV6zrKyIceVE36z6XgT+WxZxmMHG2a2hKlyB8OeoFPLjMCIYszlvNln0654NzBnzCXiSZLZdGsOpu/qZ2tf0aPlP57j5dNUjp/neTzvnGN4zjnt3nnn3LrLuU7hZbuLn5b8Lix+HLzlPwBp5X+fbu+vp1/6v+vrRj7xu2veD6YXPeHZctNkxcrdfm3EWC5OsFnqK9nWijlh+E4Z30eOMfhZxpCKBjF4ig9H1BE+PGfmAzh0hws8QbMLGoFBBZ5rCuhYxsk19x6EcohsiosnmyNAGyfNTwdWdUXyb3Jlk9lYxGs/J+9OpuN1YZG5sH130URZdppNhFkojlLdsWeO0q/WzWIbq1Hyf5fGz9MEnXPOtTnvnEfmvHOOyTnnvB6Xu07UxbiLW5T8NQ+Dw5bppKkbtXTTx+tIPlGLF2+zoPlPwyD6bIpyZYRxOt+1OBx6AnuTfW+GHhtz8MqoDSddaI6tmyK1tlZ3uClALXQjDHXr54u6wsaX2uFZRZn7IHnPDIlNOtAzu5q/yq5vukjttxi7FWa+T32z7+xgKSt2ysKdPPL9TsuAdc1Eb5WTVTWw20VcaEep7ww0R+nn0GaxraAo+Td14ud528w555iZc87rZc4558qcc54ly13n5g7Zxc1J/ponvh4c8l6CdGLpxvHdrE/Rry9E7dyqbfO6vDXcsn8rL860DOEJeP9WYKbuB3TeBkBXKT1xyZbZ7Lu1dk7ycYoihrgPYuMpWzpC7YC6OV9g9EN/u/QJPrv6ERpU+tyntGPjMZtGbaMca45gPwTvtZwQVMYjl95Znhg8bHJMZRzvI0sy1/nquDrde+HVe01p/3pOX3arulB9Z+7JLTVjt77DfZn4E96NgIk1dl3wW5LfhcXAg7f8XSCt/EWy232L7pd7Rd3PovNVTkpkbRQLKBVNt9dXT4sIVho79O854mZhcPA3ncLXmD6CduD9PHkEVzfk5oNu4pdPP3ab+7amGWYe27rK2/XyLFrOLY/RXab/hPQmwnj1PSuYDOrJU5HviJltPuWuWin7Jn4Z1gasyXOSfs9pLvZ0g5J/Ew3+PDeZnHNaYHLnvLrknfPAkjunRaW86+xZUbr4CcnvwoJhtfCW/YtyafX+TKLb49Op9Av1kXL9RNBhhJ4+rKqueSWeGlnikeUFHo0v9eAoM893mX18nTntRHvNMGffybbfc6nb+ZrP1MMl9WRJGOuSZiqCgdJajqdZCqNc681hWUMIawKZGxf2GGWZ3bODrXOKcz9H0MhxEd0YY9vS7dIfKCWniC3J+hva9vWoeTfF78K5xR54qxDWHqIOJgq/03YGuW8g8VmmyjepxWtE0Q5haYFduewqm29495icFmOxwUyzGiit02RzxqK2nEqbHkF8p869ViUPcd3uScSStmPkDRHOuvWmDmJauyGMOC/E+e5W8MPbezJ6Mw5W9ChEPkvhjkH0bu6c0zqAob+dOvFeJHE0DxBHmiXoA5PP0ck2bV1ZPnNW3DKt09NysAs1B8ef4x973GeW7UBwNtc0PG/EadR/zdEHQ85+wjUbp+dZcRsU34HINNXMRnrP+aZ7Ydnh7wQSTNgW/hg7O9I2S8lq0ZUcKFCGUcKcniBaX41fnh3gyTEhcHY06DKgsCwJm521IZfcHJCc/QGduEIcp7vEcHqgmM5OHM3JlpKd2FU6b4aZpXcKwbaX64zA+3bOg3Z5DNku7MlmC25+pEqmo+NNwybcfmHBm7YtaLN31fd0zz1csh8GGrtpxjyK2MxxNkO0xQQ3Hdf+2TM3eLtTwmpEvp2n2/BhiFd7239+BNHNrY3IzDprtUuwXMQtbVHmV5iZfeG8HE/e7J1ryO6OfVswzWyzlKsq+W6WXSjZmmdGONDT5nOUc5qzDYZ0w4RrN27fs+Zq0MxO5ZwRPGP+aDmG313NJ1Jrd7y7pV6YJeJ5y+/bH9vbHNtInKeBzyLPeOsQWt/S8Ocw2iKEM4rj7qKYaRx1LMXPZ/hTOPaIBNE8f+lc5W2nngR0xrvn2l80bO3IRg1bO/K6YUtHvnTY6sjHDr/1mtPZRGcKnTz82cbSfpPhlbeL2ccH+uaHOC1v+zU+BZUpvACoa7cRto+9D+rWxaRwdyKe+715FPCL+bk/EWiacGFTdQju5m/k9PJflt0W5p7LbmK/WyzmXBop7PA03wxPszWFHditw373UWoHv3knRsCXIYBGCtPNzXS3dFq13us5O9vVjWCQWzsqcVZ4n7DZ6i8vBrTAbe5EzMkezfr92Cbk7bVgtM2m7Rzno2+9rjjw4sevEy9w4/Y6kneTDh2b5T8bJ7rtoMNv8V0jPWEzE9jxxW6noSNYmaJ3kG9uR1vZkGPTOPJz/BtPhOlmS4+8jcV0vVveuZPOvfWx4Y1a8Wh2e6e3Ex2sPvQX+GhH6OpFyyla1CHJn5toaHqEv9+k4gz+nxM7/Du68Hc13dd4fZbpr7OcVobnot8CrBSw0xzg/w5Mjm84Zdrib9Gt0XNPwsimV362mY+Gw+Z+TQ2Qwbr3xGbxs2UfD3X44VvbZV7oZm4MNcyeIj9tebk7H7Fn3+FH9DC70gs1JmbcmCR/PgQHXysF5G92Wiu63WaxcoypMi84jZx09itqkOhCWcavDQGDhRlTRdYTht93wX+Wr0DdQ8E5XQJZDVhGK2wCPEfbfozdIitk7tFQtCE5oDCbjvhg4tvWg8GLDJ8uQsrUMQPTzdtpxwcU4rkHTgEFrVi7+KR/bfOVTZ71Sjj6ZqbGmn4J+PhtNDPJsuhkc/oHIB4+NxpDdJMoG8LKfvQOpQUwZu+y0mrRQ0zXq8v0g2mxOw/TLG3RD45h89ToQ7ZogT5a4/yVTA/FlqncEaiUYdpWy6XgWEEP+xSkWlb12jT+Qz8v2491MK+eBfHgMG+l/vJyePzXU6gcqiC4xV5gaATNzWxwp4YD3/Q4Q0LLOCt1YpiB6VxpORwAWas7cbhtuu/MabtF1wLfqFh8L/vqPDz4I9dxk4fbq5HhGpY+HN9tPIfbedUhi6vbWSlEbkNkO8c0lx3azzBpc1nNC85ZvboDbyVxJ60sAFRzyv0Fbf7qltuO/ASuDU2jA5aQjhzRRkNS40/zuXZBlzwHYleG0JQ9l5+fuprdXbCDqtlv8CQ/w/1ccJPqhz3CUwLd/PuRcLY5hk2czY4CAIUAqBkgagfgLAAPCwAUAqBmgKgdgLMAPCwAUJIAV9Wu5/d1K8q9x79Dpr83Hy9aRplp9cztCDCXbWKXO8P8+KPTeJUX5l8erb3SwO4YeFHb34Vv0X1EeM+IwrLz4KwzNv1YtlyeOejmP7Rj390lb4vNevRdh8IArKpFKlfd9K+Tn3j1nZ+3zxm1za7amS5288mUmbO4CaO0QzAR0Jald0U9LbkRm0gYVVn2h98uddhz+2nkRvdFyMLslG3Zx30JZ8btVCdBHuLZ2WKYq6/+vs2faHnLeVC2bZ+HOefP8Z0sNMS1Tan77D013B1gfyn8FPC97L04jQDHhTEa7F9Xsdv7uyefmQ61d83kSGTBtbYH4dpbw5YpPsn50c1abWvZhU12j7zq7vdQQK4FuluRzXb/+zmCrJKH/RlzhWeBbektPH1jLabj4yKkd2m6K6iiDTSPxh3nIHuugnkPt7RXoI9/P1zd55Bf1Q+OK8wX/Po02V4EvPq7SuV26XFCTgF3l6qJaF4Aj+q/kNmJYpz8dpeqpfO2FI/a24wcb7Xum+bdl9NecGImXoaF21HamrCuM91X5/Kgyr4GNhzjIuFqHoxX0L8kvcaLg33uXUCPBRZ3wNeQ+OSUN6H5zTXyfM/bPhFNXd3gZW/bO5Swrz7eDY0Aa9is79s7HW8vwKWNPlvQY9e23GzYV3ynT9Jn2Bt9JgwB566JN2vqreBpE+ne1BPBbHcdrLeRbzche5q5vhp61PrASnvEcPNoCDDVgcXuboWgxmNpZvLBiKIGksHmv3P+Di6s1gBTsg3FL6HbTXf9C6B20X5jsObUm5tMHn3NTpHWn+eLjccexBhYBu+C+2C92p+4xgKy+FyPDcwXbhxERh1i2qLWreew+bRu2rxWuczZf8Zpo6a47W62WN2B84pENkw+1U1MVx53IHPLC40PwWl2DvxmbZJdkZvW3S6rgdgzVfLLaqBcNh7oFerf3gLj3V3m/kpr21g+ZyYPz5HhnDlD9p83fcTR073wvr8Ue+u8XsJg9TL3BK2NZaGBydC6K3kDrKOtrdfvZFveNVxztYbakDZN32fqqCcdrWeCaTeEyfZWHVprCt6u2aJ+hL34TpvTX7y3t7Dp5r+Navu41zKY/C5omXMfPFd6DLrf5uvb/lfKrPaIE+4xtr+DfdasurfjTTGtq7tG+H2fze12yLutvalMG9iuk/54aJjF+ToWuHREwtM8S+HRC1s++2nbj8yyPQssXgjY4t430cc8qNmUaMNsbwKhzeZ8iYMpxSwQkUf+Tc6TnPg87ZrHbSu6y8udGJvPn3psvtzXOadxyH1F27Td26maM7gsumPWHQJnV+LmMXSLdO4avT63YZFjPdi6Vtm1cxt7QDqWY1dasl8cmnb4Au0/lMoNQYY9vsR2lW4/1OkH9XtDMl1kuAPthmhjfgsZGCiTs+h+x2XLX95EoCGA1IJiw25Cy1avE8LbGBudrIiyem2wUFNv+o7xvmilkUbNrv8klsqt7FuXCxFP9WJYM1Y/2/N7ryb2fJ10C+1/y1d5493A32NlXskEKfvMH/LTYaxHo64MiiZPwOY1DgoEvlWXb593WgDtcBYYwNJ33KtvHPki85kFFWad+zDPMszbkEv1PlTn/YqKa2OANZjX1PBMGZg5Xfc+qn2FMWZXt04kZ/PZJWgZ/jjNkTehW4Cf9NPm/ajw6vvVm1MJvvvgtsssdMgQ0H2X8QR80/abkmb1hWgIoV9X3Y6Vme6wsM68znGbKQ4k4rHPQVgSwcbqMUTjRsuWmeqweZfhY7D7DXiWplXHR66+WEPIeE0dZ7dUz8xQN5tg2lnh4M9DMt5tmYDvp5WR8ZIIe69dlvugtfTOdmic99/YGuzH738OgnL3ORHoKeixZ2LSd1SzMNt5mdjGVUU8KGP3/TUvU+roMu+5Z/QlGZ9o8VtP2+c955xvtOzU47Yn2t+M4FAUE0jkNagNa8BlqApL3nN7rOXYYo/GGUdtl87FaLw0dmnYiruWLmN2YPowi+YIzK/T2Gn9XZ7pyZfxcbC7B/89kkEYYrFt2Xk0uUtnE0uVNMhlpsjZ4aXnjt3zqNKZZh46sEJaDEw8PKMO44779l2S9kG9Dnn7LN9CWjTMVhziWexNj9hGcQ3Zz8hAb9cacgRmD616avyOGi5L4LrgZWjpjNaeMTjmc4YL4uaDpTl9H+Wo/es65IQ5FyXXyWptRFCfmyySP3G4p7Vut0XdtvTPxsszLC/jQQB7JXeEc78Gu2euFw+aC1wthYUciu6X48Ybfo+ahdwHIdd3Zhgs4X/lDm3/whWb8Zqu0OwzMnnTVy/pL2fcnmW18QCvxX53vSbrsjdh1ln2sRl5InxWN3U7uXMf/GvwWIYjwisewR1UeK/04xmH9n97MP+otW5o7K5xcSObsDXQO4tZfbi14OyN40XT9SRfsb+XteV0bCqdBTEYKGIsICePwsDzGV7BNrLv2+Cnm7DZpk1Ooxb1OScDbUKb7e4+5+cCNodlTItOvWkHZ9y7BXtd4uZYPnkuwM9dgee7rlHOxUPAR7IC6p2WvMBjWSXrLvVTKElshvV3YhROy7eDeVik+2VRvycrYzXXWZdyM+uJj0qxNMb1i/UcMWyn1XHuQ7HrHPkxkoPqLRqNoOEvSMbZvvPwQRycAMZNTjNhZiQsyc8w4Xr2KTylWkCvQIYt1BgN50S8v5blGIdSU76LqaxQtEutdrqbiAvp2oJbrV+PRgvPngj7xW66jSX5edtbjbwVfDYzI6RlUrWb9jJHrdGNwIvkraDqaFwLfeb75/KSSzO9UQwzRnv3ys5TukSSWIa1u4uyTmQ7t3TOXhXMVNdtu7Zkhu1hAOZ6O9qemreOOTtP5gWDMGuPgHuCK7dierBtWfxdLOPAo8uN75wya9s6l26CRfWv2xA1sI6Z5oT3ffBa793lzcU3oLvxZR1gxzG3ZD1W7O/9BPzm29ie7W7TlHvcZ6RMHvuh5oB1iPejpo1dm0cjWsjkuDY6sPntHgU80lM+ZWSNHig9aOEnUm8XWr/Tug4Ft1G6q0n81/ei9sR2zxQvP4nbutWB6n7Omqpz42g8/9dHZl458/c6/3uUaqQhGhQXBjSZ+SWccKcPB/n38XN9BqqMrU2J3JNBDBjacvVbvM5Wm1mVFikzZispLIm1nurZOqMi6MNZTrOhwelA6bM8Wg461vQhgNltYpFpjF0oI4o4ot5v/YfuTsgiucRNnc4/rDH9fwc/pyaiAfmPAPQMtpq06DczM95vCneNjKcnFYOlZAt3Clh2rkQftq5x99eF6NluBXdZVeDueJefhTz3sTN+TABsB1HEdH40h5Huvjq6ZYKrQg/+wmLHPurGgMV1YfW4RC6binE9iYU1yBFm3FrPzflwe4ARFPHYB1HngjBbI61oBb7sfKV8v1LOCT22GKin2AMHlZXQr1/TSdvCqsucfbl37vfbtBid7UZ3gdJ1R4ti0kZcMjdCQ4LPwOv0RrTFF/Zi0NVg/cdeuVPK3H4AsrZ/ljg900U6P7KzTD6mUkPPR3MjEz2O/51J+yBvOS0zZI44I9tCThgnx0g6i5wdzGQwFuEkg5jAaIzSTcZlZB0pyzgY42j8s4B5+nJtWvYyqHeFmwAXapxV9yKaE7DM/p3gJlzj+5b5naLeRGdwGZKzgN/pvMzo1t0mtDtsYipbaKecRfw3lmCeTXY/XluGc2dnk7e/kuovu9pI27GDG54nY5tLzoL8nN5lxEy8N2F2h/2mvAjkx+fsv4mzbP06W4b1vKubYDyS+p6nOYscLRNuNumTcc7dLDNDUm/y8C9Tu8f5nlne3YxlVuU4t3yWmcZ5GWEY+bg7y3lhyCTekrbPftHMMuYtxHkOuJ7cj1O699mPFHcZdKs0952ajmNnjLwidWXOsuPkrc9nluuFku6zOzq8ZdAuVHsMzT6O1XlS77NfKM4y6JZlvcO0GMfWrCj32V0W+jIoZ4giVc/PmW59ekrLys6iuTuvNauFf2unfWVGa8bJnpVP0zeqXD/O5t1bXs+PWxO4IqdG9DnSp890B8yw4GleP1r87llmIJ8+GOT6YSXtHvZB8+PN8/Y+Z9tC/PSdFhRbPwg7NHYvfVy22uQ/O9rFlODpOzSi8vpBb2XevaQdfuunO+Xa7s28jw0gC2T64DYLwEeG9a3faKfR3Rs43rR+czdb2r2pnX6znT5SLlbClOF4u3c0WW390pwFYW9ATE/fF/P6bZV2D9mbvuN9yCYNM0mp3/JtdsXibMhizVhShlzbstP4whXvLnQViv6a9N5RacjLC39bfjuUbcWUI7hbRrPD5YpZx/Zb/hmZngztkJ/DDmbI6Md53jJ3M/yKY0aazhQull1OrsU+5Mk8Y1vOerMJXPe32HYUE3bAd7E2JZn+XJ4n7CFjGuG7ZWbblytO04vtZoaMeYMNvelpy2wfM//fJuy/+/3eKzfk1cerLf//m7li8gNMQ0beuI4eOZKdhZtVst4Rv4ydMXo1tEPyLzMxghyH3c6mWb7L5MfRHXybhXIBj+b7iEzcqbOMnqH3fWiONsuMGQFNJn7Oz2WGR9D22UyYuozFiDBHim72Ozto4wxyEBOGDHcZ6n0gPx2zTNqRl3GovxJun9hO22Umf82K5PUv5fOOY3OhxvyixbYl7e5aEkzf/D0OzK+U7cPowstl0H/VvI/wwr3LbI+kNf9rJwqkcQKfMwzPKrUj9XsZeb4lezKYNsd4FvUQlXEOnVloA/AyoHacV5ulVfe7jK85p7SVlvmF9yv0Q3j1o6C7F+5rvkeGlhdF2xbfcg7cLKuR3O4yjEzYZHQH3V4tU2iS7SZed6ZjgHB5/5dhoMdd/CXctl2GcWe9vLCJclB5J2y5JjYFzsJ0ZP90vIx2R28nvgn3yPbjpthcfmA8i3L+a3hZpuAk9TrYBDt0MY+7hprtq6Thswwn8M08uZWaJO3T518p7ZJ+HZtlffw/V76MQ3jk/SaoU6kT8/nOg4popF+BmUVK5TCOmO7wWSFok0da3mQI+KQ62yY2Ji+j+RAN3pYrWXo/FpE5mfjyXSTghmoLK/9Z+RyUBjDOmDFdWmLszXWTNFkh3867eqR/HJkNZ4t2NByucpkH5G357wnbsGuw9k0wp3mTSXaEJ24RcW0RGOc404xYJrt1jhZQrdneWh1BdcZxpKGCM0j6DmOHoySPBDlOOI7mjVIQYpizBfstq4DtGNDfibZFt2GckyNs/2iniiWfNn8acbwwJ98xsdJDcYtOfN1bcZqDcmeoRAQ37UNkkcXJsthizkhwDlq0FbpG3Bjqrpv7HZTbcvl+aqDdyN81jbDUOJzMn1jvxvTGsrXcOW31KT7uoCOr9ZGtnpFlOyKeaSqP6JoTOymnW/zizWgIlsbuuSsMpmUTARe3VRwEsuv/8Q0fTpv5CuLI/hMWs+rvmtKLyIk52fw8sb8D19JwgQZBrcG/HY7PdM6bAK9F2nEZ5AnDvof9RBi3mYW296UdtSmrH9H5qp/2KfYRXpMNjipTRGdhuF73WwHso/U9qT2rw420W/ACjHhVZmT2Qk2EclEOx3ezLIbqorg29AVsN7vohYmgzcLMcdK4C99u3cchf8Mn7vRu7zLCL6NptbN0iY2jyvBsONG9DjJOL3rWTGYUa2DlDqgw5Gfm+kagbb1cg8IUXh38Trhlk3O0OzDdKx4x3MumhWrH39egW9jys+3PaTuCFxTdnjk/vzVQT1iyccQsu9KwPBNbJjz0GJA2E6sfLiXUEmvLJDvtoRC624v13eHrbNmr9VhSVizW4Bmds9bb/qkvYKsX/eR2Zz793TVXrJ3RdMBjXsqrjIAKlzQr9JDbTS2OkTafCebWKj4/97nbGvoUc0ymGNqVPt5J6vCm1bU0V1PGsHdAaoOI4N+8KBV70956O+Dj3uIaBDvDWGFbEZMycbHc5KTS2O8E2+9rflpjYnJQBB6Tk7lkh650IfvILMgdZCyQVyLv+H1EdZLBOkDMO8TSMXIi59Cmy8Qw4f9FxY/ujw7KJHoHHNZD3hBVeuO8blHV6NDhbZJhQ5VeIh8SZ6l/LFtZE6Zm6TsVM87GGuC4TCQLLWS+SB2rTSZRq4kCo4Divt6VWQ2tYa+VEcT8ZwXkxI8dkk0/xkLkpx/aSl7KNSKjnrtYCTlpbtfwJeQ0XxvpxXU0ut9ndVVleZVlRcaUbHbAHlJoMNNYgXdgfEfa9G6Tsr/JjdCzstMZJHoxZVqX2xDEMljjdTjLSxFdRKK78Jk9Ot4c4b/3eQEngwOKXPzcdKW0J26Pm5uuMXl1jdXm2nWY/OGo/IRVvlt9HHojp7oC7KK4PQI1sKPSJmhpbqW/mpTW0SpCsxxxNXzBbP0F3aSeNx09v5BF5nmKTj5+cRXCvkQIo5AM92qBBnoCtKelJePlMvx40njfGVvpp/wtojYpKhrvzHORFZnUIUgSW6nLKZPNJ2E7LjAhzVe5MnSWRNYEVUlYoCRIm1q+ki0/mZp/FMk9IXNaWEDCqFcOAaNl2/kSQW6nXVkmV3l7SyjjrX57q2WFIF9ZPXhsPFN6ieYgZ8WS1DP6RoHKCzPOTzfWSrzxb00JdYm5CjfOFOiUIztxcvrwf+4Nytw1uvlRWb2Ro6vvoo+XWtgDmfQgPeiPa8Ks5E58E5n0B3axce6EQjIj2/cfu+OMlUpesXGdg7cxqbHz30xRx5/o7VDdEPJPHjEuPArmxP830dLel+pRbnaVR7oETgAAAP3///9aAAAAAQAAANe+AADYVQIAKLUv/aDYVQIATOQDrliEGg8pEAC4AN3Vqo4yDsuCuN7JYewoTUsLSS4dFpqlBHvfNWYtx24aJ7733gE8EQAPyA2jRrWR5J/NZqpEgmXLHJonZYlT+f+CWNw6ASqoviBRILNAQYsxDMZ/QuKHErpSGkkW4ksH+1Ff+Pz/CQPyB361+RMmmOi/LAKFb1PRRflG5zcRUtsKhsofdQq82Hj1omSBIv/53sQ1aUP5iHx1WUvxoTB0er85fuWFwChZSh17Tz8ifBtCV8hYyUJUkaLsN03C8QZwDCCdTEIEpYauL46hVP4EMhVKHhiqnC1U3pQzQkkwY3yYFDhSUmrAXxLW5JN/OiBiV9ZQIGfAlK/JDvH9nxiE9ClxnLlQ7aRq8X4PCHWPslyBpAucVXK+KIfrW51aUD6YK+Rm16nPBKnV35GpQKbCUNtYwfN9cEvKxxAqGSnEyoM1dT5+UpyTM8Vc8D2KoHemFJd3hIzPh5ixp4QjpQXQLU8/ycYf8r/DHi0lke0QEBcDL4kTkvK/wSCXMgSrW38smPpILGj9LzwxSgMEaPVJtuQdnWqfaMYe8o+Ulj0rBp9RHBMq5M7ShaNmecEuvaJZMEyYSEHWwEtzJxne85VCVj4dQHh8iGxROmyOPSJRnMgnv4WuR+UKDR8UATDq9UTZ4nsUAbSVJtovESi118OB6zdISVNi0LCs8vEQ4BENls9BiJAF7OiQx0zv8e7MfJ+uRyQlDR/wir16QoU6/ZEupJuWRYSyTPlAJBIAKjriu6OjC1Derb/7klc++eSTz/cAwDhSfjjxwtIYvr9Dq3HOGGWq7LCjb5WH51OEA/mmWGooZKpSsGbf5xGVJ8GqQ6lALg6lI1qeDxM6j6CMHJnrU6NIsOZejw4vn2AcIfNOvHDEp9TfAdSj/L1SjPjiiPiyF0nYx3lAJAcLR6QIAWItAoXm6XjRQT75fE++jxaB5YMLNv6i8L0bKxfKN9vUCXDiUJBWKuAQuGlVsXdD08pvoYCSBSxQdIIY/Daw3sqPoBdIoiqkqjgm0rMpoI8IGQVlAUVxQC3L8GaIcataBJJ6LtjAVMCCV6PHI0UaxgdGkJZIfMI8GC+BRQ65ICnATaoUTNObUWOJfPL5nnzySxHA5K/YcTiFpAlAEnBYSyFZ9FbIP2HskoN1lB8HTwWUJfIzeOpCWqIDgPqk5qNoIkKMb0jV9Lbrhxz4QUqvSDW7nSyA+CY0HkWxQ0bSaq5y8EiGqCCffPL5nvz/KRqKkbNQQGp1R/c34piZgugkYTUzXV2A9TXuoC0xU5Cr9IBoRabtaRxr9k/+gV9txjd4Wv6ECf4LMTPWidjx73ZMEIvb9zj06wSo4J+C3svZAfBPQa1GoBdkkdSvVYZs/IwXyv5/RMKE/A+k6JCB1AykcgTlY3gZc47BcxOJKRifalQKIoW2ORXUMlFPhGO1BRWfL4yUJZQSTk9EVEAXopMs0swsFYjry0DA/3/yySeffPLJJ18UrAHkCTg/xSPVq0AzQ56I0elVcHhAkn9uGdZHThpjoM46FT0IFIfkkyiO2Pq1RMZIFD60/FqhP5J8ERNQTPEEiQzgCdysCi7+QyUvpfb6SDTBWYAhzjwIKmokGiu5ByHFCfkk+TxMvZGB7mwsEzneAw0e51xdKDJvGaBKGOzwJ5gPRjCSQ56BovcKLcmjNRjyuwRgyCxEA9n7CjMAUcQJvZqqMMFfMERKgGF9pIoxBlipHXoNCsj8////k29LTd9vmER4Sq7vGbg1+Q024p5BCyknmjMQ/kGRuLoKrQaRQAhBv0BXi3rKBKwxLhMFUwboPoEYSs/3o40Ocj4BlBj/5JN/hsmziowDaVY1FIwwFkCEgZa1JdscqjIs4SMzP7jGVGXd0wXmUqoNQUZdPaYEiXOB1GJGQq0VckZlUOjSyLB7O3MAaOWmYwRGF5DjiSKEZBymHXRwYDx2izSP5VlFGoA0qwouaxuJASGS495Ijj+S449l2BCSPnbN5QISYvzrBceMGBNkWcuWriIkxkhvXKixSvJi7xCNOZUVUW08ZILOHK490m2Ih1yLHo2RWI4cTTZrCH7GniCXB+OeWqEioOSQamvCbiVKMT4aY47LxJj4s5atwRsiRkWxmqQARCMJOOor/MJpDKAASY4/kuOPP/6I5k8BHwjhrNdbq1EGsVCumpHYWyGAHFezGo0rVsVBU8CBt1Q4rFcYRGOIZwbm14dHFSoRrzgjRhlJnvxYR4rCOIgXQ5aHFOMLuBh7I5IzwD4TFFS61MQY4xJNOfxTwAuBcFYLwaZxdKKojQCF97Pkrt6KkTeWwX4cxx9//DHNMLyx0R0uvsTkImpwZfgKTVCvwYo9gYdrxAYZgJxi3AqMe329Pt0galAyos0ZOqKkQeesG6yIEBZV0mNcfKovOw5qr0oAe3XgkySKMvLZU2RXpjwihmYimg3DG9fucCkkFiBOSIahTRmpcc4QGVxjDhEtAI6aNURFr1Vk0thqUSQGyMvXCwR+S9oKFNJ4tAuUJVx2bQI3vYEQLKEskNAgP8EDHdKgeVTV/JHztSDN7xchJw0QXFALvFJkMIBhDbRRog2MAop2HQrJ0nXLbzBJlNpoyY0zzQURGhbd1V6SGIUhtXVMlrVeR2L5+eKlqxmaR3X/yNVyVehn+INTkhiwqhK/RbvkNvjxklWpKMmKLrNNgmIQ1MSosvIsaVvEprKYdQSXAz1+ue706h6cKmcYKro0pGhWeTXbW1tyw2x2QcQEVMVai+5KJdZiwYmmrYESPWSVF6NklU+VRCeSX6QwsGJSdRm7NHdkydnmJIuFvUL11qU5tVaDh2lmxIiqrfweFc3wKOlgFDMl3JHadShXjGOIBV2KTiYFtmW7fpEpzpFg5E6cUGqtRtjdmcurrQj4qKvA9cIgJFjKIhTVbIpD4pOW84wVklCGAnXXi1BfDLEyG9AB26XjrhinhaoCYBSrfe5IEc5qVqzLs4Ki1CCTjaJZepa5qrDgZhzxwcxkOjFy0eBShEM9rYCwqrKq47YYsBXdaNAFYoBSpxdALIP0BqsuOIgYfcpiMrMy3tEQUgnREkC4NeU0AsiAIBpjKq42bWqq6OzSPMnpVFUd+St6ulKHrQl1qjBzCAhDo2q441FaYAI4NUArQYqueG2qgDWKZMYxZpVWqXDlyFB8xYEYlzhgzjGBNQbZYNRbqtDWuKE6F4FMYBtZxVFxcNAownOKMeag2MuGiHprgy4uphOzyeCFW4XYioFnPtW6VSFMNUbUirLYAFVXVxokG8dUXq1SyfoRrHjqU90ZhlgX000xHIaHr4rILkAYInjDvKGGmSEeXLFVISQninGPmTakAFpgIhRV7fkwwSw7cW5h86HIy89ctdWF0JReoRpldsRU3a1Kc/mqh4rwmAQYc1CsZeFLjbVCFYI3GrUUmFgmEjlWTiHFTUVddrLUwjB22h5gONmCOCjekgtUCXnIKcZlolAVYEkghlI1ZYCuPmDjUrTRQU4CKDFOL2O6mIVclKF1SKI6uLPiRKOGUXVgJlYFNHRAJFD6qQtwaainSNgZ/gJVN9iIO9VDT2XQQsqGSYTVlpo+Bm5N6im5PvMMA7WaZ8qGKjtbagETeczwYNPFL7XK5gqzB0C2KGrS4uzCie/CrlKV8IqU+kjOlFnGRq8Gv25VQAl455USfOYfVkZoAYlRHaCRGmBMF3ODizKBcAQqAiIDc8wuFbVSFDWpQLypE9AamZMAEHVuWabgg640dVYendNHLDfjnA066VAZDEooIWLQXLIJTywbmKqCWCDuLvlVQh5TLJCWTER6W84qdqEueLlRBzlFEtGkhTmME1+EEne11QnKzLOKxSmnpJaFC6WqrFYLshBZmJu0PIgVAlBFUayohcOyk8QAOiYcA1UF/1pAmPLAPCXwQGPkpQLOmBWixq5ajd36R8FSfRtXmrmZoKh0gbWBa4s4CUrhHZporOQAQwSqIKQ4QROcZZba6wNBRa0ChjhzpmmFow7AIqZYJ2IHkZrpVf+EAanvduxMo2pH8Q2elnrgVxuix0FWX4iZ+idMkAReIHMVMEERE1DUVKNQmZHAqNFoAmfmwVRpwG040RBV1B6HflUQixuRACBB9Sno1U6ACk40L2pVQWVrVc4OACIBQ3ZqJ1W96lNQAyxHnVUINZR3gvWVCDatBv+YKHxoSYXCS10r9HdCIeTGRHHEltlKFiKiDRMw6loiYzXViTlnFAimuWrSMjPFB0XEGmdBKipGMaqJM8tpZkezmsiwhIliRDEiAwlbRyRM6ie+vjNKEBimKjKMzBR7iIg0hPiqqI6sVbYVw8OHn1rxzg0eKXrUIhdcpxgcpswtogbVWnN9xAuKftVQdFrVt1GLfDVzM2dQ6ZLKkZR6ApCR80kxPPPcKwqSkassDv2cU6qQMEURypknYnQixp21qKd6FKkqODw4p1jpYp6Ac1MUrAHEOB5WVaCZqad4pDq9PKBlDqBjxcxDKwsRxAhU1S3NhToKQ6zzCp+bHqoKs6+TG9HF3JrKQotgLfU36bSCV2eq7SnTj4hGdBvVpbYJQ1RNQRCmVouadHA8YnUHpaYw3HXmaLLBbMSKTuBdmdpGRVGPcpTJi1CDi7gl9dSpSuaoEMSzSS4K5ZldDbTbYfIyNed8skkIMK+qklQyrdCi1dieG51kxKg5SISx5MhUk+LHmCU8X6qUOVInC1rM3APX4UxTkufNUqOqytEis1IRJOeNOAf+iJfaim+VE8I3gbH4AHhpWTVCRNMSooEaJTcqWtZRpZShTW12hJdJpYQDJMem+jeBTyYo/JgEnDhEpYGtPoGhzDym6MrJJAgiJ78GK6onMgwJ38zC4kMoPVi1h8mhEZRSamwq5Ghkg0Rl40DOIx8AMHFxWAZoYVEt0uePXaJCNUWHJtnpEVIVuakLo+iKWSsIoiIMJtRPViIs+SRoLuhKmg6UqFjQlBnaFUHtzrI2hEpHvWPrlBkMBquTSCRPTmDUegrUpRPtShszkZ+IUlM4VCABwDhlkCGap7LUobKhpg6JRONUs6u2J8eb2iBZbER/sKXuaTtTB/3lIpJW6zSwRgyULBL1TJQhDxhtMZGcv7wQwqmX3PyZj6rAOjfgGSZJy1FHdRBkuhrU6Iyj4YZJjQm11LKigkYPziBvQNgEqVQ9rWFh4HsCAQKjLo5h7YSjDY9DSqcE8u9k4abGWVHkx4VYJtrICRKbs2rnwhRMq2XGWSNmskhVu2BpAMIQHZMHpV9wBlnUABwV6yHqyknTSAElA0g1s3cLBy8n54VQ7QdoRrUTZa1OowemqzcgZIQcqH55yAq8ynHqOEZkDbFXtdOdIQ4+56yBB0LPDWEV054fMoqNMlMMiZBnXqp7tog6xczoZbLIssCEU3GMaGFKh3rnyknFMxThrBBozPwrYO6PFKEKhoBKJxHFHBPYXSBPcixUMl/+hOAgd8L9sgGo0Ic6CcYkkqznWo40SAPsKiE/yUZbFc4SpVI4yoSkFvqFwhRVpMk5AVQSNARY1bOEk2UjzZxvhCKNMgTx1UNuZmojSKVMY0yonC8WpakBPKx/hkpK8XJiBgrVlLq8qHDaSkMuxxSF52FOsLwaiY4vGccYnRLU2PI7oKzWSSbCwh8xJxwpCXlkJauYCPgwyWo2ypGWyEqVeldtnQ3YipmxbEXpW8WhyvFknkkovTIhkWZMTYQiEY3Q0quBWiyrei8EUfjRdA44ACdTFVGVTpGuVqGIU8GgnTwXKiVahS46jWcaGF+P1nCqhNC2mG3qgp0jAGh1tsG9Gi+sOKx4J4rayEQeA5Y8nSbOE3ju8mofFljnADcHTGIwcjDKQ6QC4vPlZEEHMAlwhXa6MQvEQ2wKK6ENN2qiHk9A/KU6IxR5EACzN1XQHwHn7p4UPCU4OxB6I+JiElcNEdmriyBxWim7G2J3a+wicLNrAsguBE0NeCfsru+uXK3Xeh1AW1oM+2ET7Ie9sAk2wV5YCathFWyEVbADNsJG2AELYQfs2UJYCHu2DvZsE6yDdbAJVkIzakPd14b6Ufd1Xz9qTFyKCXkUj2JCDsUduI3TOI3bOARb4AecgTPwA3bQdG2m37SZ7tJv+k13aSsbbIkt4RIusQXGZ+uLnX19rbLm0Tg6RsdoHD1jxezcglkwO7db+A7n4UNc+RJ/YkHsx544EwvyIIPiTmzIhGyL/VgFp2A4RsElP1thLIyEwbAYlsI7WAeX/IPhGAYj4SS8o0G1qd7UmhpTP2JDTIgP8SJ2xH84AGbEipgUi2JaLItRMSs+xsBYGUNgCRyBKzAGZuspHaW99FyfaTura4etsK21AmwwPmMD62uRrbIFxgO4l1m/aLgm18la2SmrZatsmNWxTfbIzlgcu2LLZVsZXIgR8R9GxHz8h/8wHy/6Wr/W/////3Eci8Vaa7FYLBaLxXEcx1prrbXWWiwW/////////////////38cif/1/////////2ut9a3WWmuttdZaa6211lor0Y/4RiQSicRK9P///////////////////////////6+11lrf6mrx/4m11lprrf8//jjWWmutRURa2ur//38qtjm/hkjL/7+NNbhPxdb2////v4ZIy6dim9P2a3oS/v/fxhpcTcU2p64hyuL3/////+P4tdZaa6211lpr/f8fxzEP2Apgtf7///////g/EsdxPM3x/Ep0AAHK6eNXoHM8/wezrDnRpGF1knlm6M45QFLOH0dynA26CDt9mZDziJHDc0Sh4MHpFuvVOf6wleVksMiYOWZRdcWsbDb5AARTOhhpNEjWp/RxSOQMHiMzjdGJMo0hW59kUycSSYcWZRlHVYZp1IKEk4wMGbisUklFyKATE4KkAKyIF35RKnGY+itjaFBQpvllKL/88j+t/PLLN8v/Wv45kuPXs5q1nvU863nW88mR/HHvRDNmy0km15XzCwg559yQYOZ5nmzGytNtmJTzPM8nyZEc323KFDRjtlRacuiQyXXFVNJ26AsIOWYgiqWcGxLM1Dvc8P/lf/lf/pdkWZLlj+T45T9R7UOOJ8evc3w6yjR0dJVflm+mzTLLM4X8lM/CQ6bSzLE43weOmPJL4KTyUUlRUVqZwawwmFwZRZONsvwKJZIsR8rHMASuxGGmTwdNwcoZXd7K8tkGrCjfVpUp10oXj+yUb8hKlScGZZTlDEJ6yg5twswgBUDZQQeX8ssgfcxSQQcLRMYsKwso4iOfjCJqAlnYJ4ITOSsFG/Ln6paRecqqkI9IH78YnCEUgVTjPuT4I4e3FMvQiyKxvz8/EnNrO9G0NV2KalJAsUiNk5xnCE04U0jPTJMlh4sdsnNMIBokpptiucxJNM6cW5QV4ZibsJCJkgmHWUjsSKGnNGcUT3h4leJxPtmU52SCgoRJAAo5QSgZORMUKxX0WHQGCWODgZM5gfwIxqMZiFMCmTYDCp+zA6m5DpZCnTPAZAnBwcgJ9yvuhKEA59sAaN5AsTnZHigbDfXOEqUi/f////////////////+P/+Pz8ZHpQ5NdPP7/iW//////40j8J/6//f////j////////////1////////////////fxzHH////8fx/38cx5FIfCMSicQrswqMbx8WaRnzCnfxqKZMnSq1h05Rhat3MgVMKF9xipI6VfqSx60ThzBiUI0QtIIPHUF0zser9en//1nFGPT//////////+P//////////xP/H0ScoJL///ejNQa+LwzE/13jhF1vSIp8ew5eF6og////////H2JNMyL////VgB4CXwhDyjj+//+/rQ//Cg6z//9/Vn3l////f/wfx/F//HHcEkfWkyrFRA99LPz4//9qh1et92uD+74eAfw4Dj7qMD5erU//P+opGF8Rs03//////3iB2v5//P8irQue/n/8vr5i32crwfOJcuzXDBC4ptKyr6FCGHozXv6Kgz5KFAd3wf3/P6sYg/7HVnhp/sYeYv//////T0tDjJ8w6wORSCQSiSOx5hrjNnJKwCQRmyVHdp1pGcfa667YGGKHLyt6fkuCEJtSycoVYnBFJYJjKq/BYJRQkF3CfBTnVLhRd52du8YJxT9kcjwAsqU4WENBvRUMhwXSki0Ut4rI5JCBoD/qrFDGYsF1TUEgb1UBRR52e5WVigGGUGirquC0oYJRqj6xYqGuIQO4ZoDAOj12aqchYM4jSmocHYn6Vujhc0ei9hkZAmgTpDqJyiW8PAIq3jFWZXUECoBaCJmr//////r1/yQWsXQSzUo8iXVHlUo8E7GxwlfLWstazVrzXh0QwcgAibXWWmuttWKS+yWiKzCotdZaa621fq21mrXWWoZgQw+JfB9y5GDTwMZJPE/iSTyJ55sZYk2xBLWKQTXCLoiNz5OA60zDZvglj9vZZtmxumMR2AQ582pa5DFzhi8Mm6RvUgmQi2HxnUwBc4UY3EPx8vYnkUg8iVjq+JVkIBhphEkAv0K0LJ3EvBw5MMn9OqTqbA3xvIQM0Ek8+4hdOomnJR8biFMqWaG0YsVJ/PAWSZOxRxHM+OXx5b064OFTJluNtKxfIThCPRRJNC0qdEiRsU5+dWzVvRal34dXB/gCBf2mVLLyeAA7lXGlmVLN9POCVvB5uzdGM8GrpDGJqAaE3xv6G1UawEJYDmH2RwqffACkLJCGC2CVUSbZ+P/zzTf//88///88yzeJX571///8Jz5xFIzsBaHwzf8ny///8v////ynIwXn//8xxKryZqdBhuYZEjr/X36JwRWPDZp0lDViWfAz/cizZIGgzFnPDYanyhqaTgyaIJ1lLatZ65mgO3SofpGe4OJIDLr8rUCikm3WorOe9axnrbWsZz3Ps5YlDgwYSrOsJZ0qV5kgTAqgJOuANw4lFj5MyieOYpG9IpQoy4qDgopzvIQnEBm3ESat8gyYHZ5yQHlKKIjJApasS3+t6pwQUeSZJQWUArUiLeUpdG5BAokUgi+VKBRactMGhwK7S6c2lVjmgmj6FEiXqpOaHVlazLdkZVIYIIncyvWJr6/M0imE3x0uEX+0hlUcbG/aDrGUIw7Paq0nBlc8ThwYMNRaq1nPkNA56VS5ggBpxUnnI/CsnQYZnlj4MDkxxKpy4qCgopa1pCMFxxzwxqG6QZgUQC1rLStZ9eqkUJFW5/y0H6NIjcY43cGgy08cCuxMT3BxJ5a5IOZ5xS2LSQrBFwiR6EnnA5V5JujOSZeq00mH6pd5ZknBmaaOip8TIoqspHKcWTqFwKAJ0omD7Q0LBGXOtkMsZ1nFzTni8OxsY2tQsoAlq03w0V/6a3WephVKgVqVaZrtIN7hEvF+iOb/aA2rRKHwKTK7N9+SWXLT5gm4KvWaPgX+pVOb/nxzNEfzz9E0R9PcU5BCBYg6Kf78888///zzzz///D//PM/zT9McTdMczdEczb0fo8o8Pa/OwEoj0VAcIQu5KAPFApO7unRxMsAd+cvWlCuzChSPsUmqtaz/Pz4iPa/2w4NX+//jOP4Tq7C69QOYkPj/Yom8Er8U+P7HOUu0jLryAhiLmXYNGz3FgPsf4/yMtP4YjH4s2f2PyzyEGmtw2EM8e7JGfDRMbcyTYOFHJbDWA5DFaeq1Bui368thpd39mooN9kCM45OzSkVjRR4FEyxSpINLkgdoUvFVCy1FVAdWFCE5gfEDkrg1dhsw1ZkRUVT7I0lvDqFKx4JPlheZisPqogx0wuoQKG+iMImrY5yf8ssvv/zyv/wv/8v/8ssv/8svv/zyn/zyy//yyye/fPLJJ7/88ssnn/zyyyeffPLJL5988ssvn/zyySeffPLJJ5988p/88skvn3zyySf/n3zy+Z7vySe/fL4nnxy//PLJJ/+ffPKf78knn3zyyed7ciTH/yd/igo4ZIdBUqSpKrOIcX1iPQhTLR5QQxzy/5988skvv3y+53vyyfGffHIk/5/88sn/J798cvzx/38s/38sPxEf+T/++MSR/PKfyPc//lj+E8kvf28s/8cn8j35X/6Pa3aoyjSg2hA6dfa+eowj8eucnzRlGjrG/GgtgPteyO6UvzeWX9McESrFMHjiRyjIj+9FyByJfF9+hDldJmGzwE/QMSm/Sw8X8kdi+UVieQTLtll+gESpPS45ZW/ukCMl3TIiljRZz2uRJD1i+XxffiVAgABKMD/+rsz5/S5kX77YyA4V2QxUG787YYe+UEIF8r8S4kgrjxTbUSVKns8lTFUxhZ5QZBspJfz2HLLys9IwsQDBqzRzjAtfHa/XRegH+eWDwLNWhi+QmSA/PBH+A2EVq5bU0JUr/MiR4kHE2+pTASTXqbLMFMNiJ0I+n2uJHr4vX82QI2QBy4hNCrM8LTW/dOwxKrvQ+lPsdKMfV6RW/5RQCVk3RgsSYHo+VqAq5ZsvmACWRGT5+bu78rYisSF/yAmKz1UZPEMGNXtXREKUX745YY6OMkWDG2Zhmq+1xg3fm3uWKSvBPLhVIC3uC8WIKt/s8wZW+SXQAB1lX+iW1irXKVLZFEM/I2J+1hErpp1hGUosmTQQqAV8LVOcyicfSZUv5JpCg4qXyMF/5SZP+WpEnCmBPJkBd1484asikwZYwbeKDIpJgUd+1ZAY5PP9y9U4UJrAYYE66vOyMl0qH8IyZaSxB7faLde/YuRWLLOq1HLmyoSUv4+1DK38CqitCUmHqXhYcf0qAfrI71twqYzCC08JW28fK8iA8pF9OsF3qoBayAhF+FOzGpFv5r1xKXd4KNeaCHpBLQdQRRFVWqEB4TGp+VdFLpTP96bdjDOliB2aRDBbe1dTjpT//7bU9J2S63sFWHaYMkCX6L8UmFgkWSv5JPnkj2VWkcHOXKXNyvSqwIAqn3zAEIHIUnt95gOGOFNVvDI7zHpFmqKyiBjXJ0QFYcrEA2o4Y9pK5FZG0aFEjovhrzIWR5JPfitZiFKdmPNnlAeH5CpLm8wUacyINQiIeFSMmFQTpxtTFi4qZRI6Ej1Wnf2qIKRZyS+ffFGwBpzikYok3/wUwkY5gw+PhfGAaiyUXz5esrzSA4gPOTDI/ak+psgnv3zyyX+SyI3EpUNJjSCXPt2pzc6UqYudqSl1sYtNqSc1pV7Uk3pSL2q9XtSBAjWeDtR1dX2l6xoIkKbRQJpIbBRNbBIkWkOTaAutoTW0hV7QFtpAL+gFbYAP2wAn42QcjJMxL148yLwYFizOxLBYEmfiTCyJAbExxsW2GBd7Yltsiz2xH2viIvtxkU32Yz82mZBN5sSETMicOBQb4kOcx3l8iBPxJbbEitgSU2JFrIgpcQDMilcxLV7FpkwxKe7Ef/yJ//jkT/yJT649oc96+4yH9fbyMP7Fw5iQf/EvJuRYTMilOBbH4lJ8qmc0XMdouH7xolX0izbRKlpFm+i0NtEcOq3TmkNTaA79oCk0hX7QBfpB0y7QBZrysqZMAC/jZUwA+2ICeBf7Yl+8i2nxLpbFtFixL6bFhkyLRbEhG7IoBtVnbIyHsTG2xcN4GNtiQhbkQh7kQhbGgzzIwjgYC2NiHIyDMTE+ZGLdfMiH3U2AATkWq2JVHItP9baDntAT2kGrtYPe0Gqt1hu6RW/oE92iW/SJ1tEnOq51tI6O6zQd10c6TafpI62nj7Rd62k9bdd7bdd3vdd7fdeQ+q4RNaSG1Ij6UiPqRn2pL3Wjrt2oI3Xt2pH67Ehdqc8+u1KbXakltdlmS+pMLakddabO1I6aUjvqRE2pKXWiXtSJWlAv6kUtqAO1oJ7TgTpQz+m6ntNNuq7rukkD6SZdo4E0kK7RxK7RK5rYxF7RJHpFf2gSTaI/tIX+0BLaQltoCW2gJbS3gTbQzsnauRgn42RcjHlxMb7FvJgX32JYfItdMSyGxa5YUjvoZWa9/IuZMTP+xbr4F8diXayLY3Egx2JADuRABuRU/Q2j2xpGj93WbT32iB6brUf0iGZrDM3WHhpDY2gP3aA9dIRu0A06QnNH6AHNzT2AB+gBjIwH4AEYGediZKyLc3Eu1sWBzKwRtIN20Ah6QyPoCr2hN3SFPtEVWkSf6BMtouNaRLvouI5rF32kXXSOPtJHOkfbdY6W0nZt11L6rqX0m77ru37TiPpN72lEjaj3dKPe04W6UTfqQh2pC3VeR+pIndeVOq8VdaWu1IpaUitqvpbUkpqvHTVf47WjdtR4najx+k8n6kT9pwX1n7bTglpQ2+k5bae99Jye0166SXvpHt2km3SPrtE9+q1rdI1+6xX91mu9olf0Wn/otc7QH/pDZ2gJnaETtISW0AnaOwE3a2/nZlyMm7EAXIyLsQB8iwVgQ77Ft9iQXfWP5tE9mkfH6B7do2P0W8doFf3Wb62i11pFp/Var3VaZ+i0ptAZOkNT6ARNoQt0gk7QBbhZF+Bl3Iyb8TIWgJexLxaABWBfbNg72keP7aNz5Gi2ztEumq3Z2kV7aBctoj20hxbREVpEV+gIHaEr9ICu0Ah6QA9oBIysETAzRsbImBnrarRm0AeaQSvoA32gFbCyVsAFsDJWxgXwMTbAB9YXH+AIHIEncAROwRN4AqewwBrYAmdgDayBM3AbZ2AW3MZtzILjmAXL4DiOYxksxzIYCMuxHANhJwyEn7ATdsJPmAs/4Tnmwlx4jtPwHK/hNJyG1/AdBsIyeAbLYBc8g2ewC3bjCfvr187aXzs4uKh2cE+dWnNPba0baes+erSI9tEaMrR61tDeubNr9s7S0e2UpVsoULZcKPv2tmz7tmpqm2HV9sGDXbAPlgCBNbAEtnsRbK/7MljfAwcWbQ8shUVbtKWwK5bCrq3tjV1bOLjlsnB75cq+2SvbZt/sm22zfrbN8uGziZbP6umtpdXbSmtpLW2l7bSVlhOnZbWcdtWqNdxVa8vWMltb26wZZ9hmzIEDs2AO7IJZMAt2wTKYCRNhIUyEcbAQFsI4mAbjYBtMg2mwDX7BNviNX/ALfuMVrIBL8BqXYBO8xmtsgolsgkcmMpFHBoDZsBfewl54CW/hLbyElfAS5sFKWAnzYB3Mg591sA5+LtkLQ+ElDIV78BJewj2YB/dgknkwDyb5meQT/Px8glHwCVZjFIyC1ZgEQ+Ef3IN/MAzuwT0YBpMMg9mYZJLZ+ASzMQY+wScYA3tgNT7BIBgEn2APLIErsLFxCmZjGJyCUzAMhmM3dsEf2AVz4A/8gTkwM4dtxsy8zTbXNltbm2tzra11tbZ21bpaV7tqPe2q5bSe1tNy2r7ltJW2b/u20vJtpdVbvuVbve2zestn+2yf5bN2y2fbrN3abZvFsm32ymJZLHtlYeyVhVsYC2PhlsTC7dqSWBK7thN2bSnshJ2wFLbAUtgDW2AL7IHlPbC+vLy+u769u7u9dHsJLF26BLbBEtgH22Ab7INN2wertmmbtmrrtmr7tm7rtm8rZd8WykpZKQtl0SyUpVs0i2bpNs/S7Z3Ns3n2zuLtnTW0eIu3hhbSGtpHC2kh7aM999HWPffcuqm27qlNtan21NLaUzu4tJbWDq6xHdxfa2yN7S+msL94AlNgCjyBVfAF1sAbWAO38QbewG3cgR0wA87ADBgBgmXGCLgAF+ABfIAXcARewA04AkfgBgxhb23h7tpdW8h0C/eQKdM95AR7yGicgBMwGotgNH7BIlgEv+AVG2tlreDK2l4ruILba3ltL97ltbx4mQAvK2ACTIAV8Bqv4Tn+wnMchb/wF47CU3gGB2EgDISD8BMOwlH4CT/hKDzHYpgKS2EqzISlsBRmwkK4C1fhK3yFq/ARLsI32Agb4Rucg28wkXNwDiYyADyFo/AQjsJBeAgP4SBcg4PwDK7BNXgGu+2hzdtFu2jzFtPm7aTFtJh20obaSfu3oTbU/q2p/VtVa2pNrap9taq2cF/tqy3cW2tlt+yU3bJzc7tm5xbOrtk1C2f1LJy9Wz2rZ+8W0d7t3iJaRLu3kXZvKW2kjbSU1lxKu2nNNXfTotpNC7ioFtUC7qwFXMKdtbOWcH0t4QJbX+trga2yhtJbWkpv6S9f+k1/aTJkmq6fNJN200y6SJEWsrFWcEut4IraUltqRe2oFbWadtSOWk1bXE2raItbXEUrqY30ki7TS9qJk67SVppKa2kq/eRJu2kW7dYo2q3lGkWjaLmm0XKNpWk0jcbSVxpLs+krfaXZNJ5m04MaT+PpQU1oE62lzbSWFtRm2kwLakn1kDbSRNpIl2kiTaTLdJgu03I6TIdpOd2m5XSebtNtOk/H6Tztp+N0nPbTdNpPA2o6TacBNZwG1H0aTsPpPr2m+/SdXtNr+k5n6TvtprN0lnbTQnbZJlvDTba41nANF9eyWlwbuKyW1QZupw1cUNtpOy2otbRnNs3C2TRrZ+EsnLWzd2tnBe3d3q2g3VtB22j3dm8bLaVttJeW0lLaS7tpL+2n3bSb9tMC7qdttYALuK2WcFttrVobrKv0XJfpubbTZbpM22k5baf/tJyW0386T/9pvM7TeRqv/TRe87Wf9tN8Daj5WlEDakCtqPu0os7rPt2n8/pO53WhvtN3ulC76UK9p920m97TWnpPv2ktraXftJUe02DaS4NpLu2lvTSXnrKkFtTCWlAbuLAW1gaurg1cXKtrdS2uHdZnGk3baTQ9pu20nR7TXjbZErC4loAttrgW1xbbYUtsB1hgO8AeW2ALbI8tsv7RPTpJ92gvnaSTtJeO0j46SOfoHB2kpXSQVtJSWkoraSjNqA+1oT7UfNpQG2o+Xaf5tJqu03VaTSNpNS2mkTSSFtNli2kbXXbZNloG9xawzLaAXbbMltkuW8N1s3U2ztbZQRtn4+yg/bODltD+2T9LaBUtoQ1gFa2iDWAlLZd9s3P2zQYKtIU20zLaRJtoGa2fZbSB1s/62UD7ZrMslfWyXpbKylkqW7dyVs7WLZ2t2z1LZ+nsngW0ezZvAS2gzdtDfaAvNFqj9YUO0Re6RIfoEF2iU3SJLjtFp+iyZTSMBqDHBqBv9Nhj3+gdW2jx7JzFs2F2zs7ZMMtlw2yVKvtkC22gdbSBltE6WkfLaP2W0WZav/XbTEuqWTSKBtEoWkODaBCtoTu0hl7QHbpDL2gIvYAPG0JD4MMm0KS6VHfqUo2qO3WnRtWhGlWn6lAdqlO1qE7VgC2qRTVgg2rAPtWgGlSfalNtqkf1ph7Vn3pTb+pPrak/9V9rak3915g2ypbZLltm3WyX7bJuNs6KWTI7t2T2zM7t3J5ZOGtmx2yYHbNfNsyG2S+rZdWsmWWzZjbMslk2G2bx7ItdsjZ2yUZZG2tjo2yX9bE79sbu2Bo1dsXW2Bi7YldsjJ2xT1bJclkla2S5LJc1sjfWyALZG3tjgayP/bFFdsoW2SQ7ZadsknWyaLtix12xOHbccXGs3GpYD6tgPayIVbAKVsRuWBHLYjfshmWxKZbFvtgUm2JfrI39sBgWxIJYDNu2GLbEtm3bltjfEkvu7y+5QZZcKhtkgyyVzbIyNm7LjVsaW265NJbHMli0PbFoO+6JPbHjEtlxkSyRJbJIlski2XGFrJAdV26nbLk/9seWy2NRrIsNsS62xYbYENti2bbFArBsy7YArIwNsRwWxaJYDjtiOWyFHbEjtsKa2AprYU2sibWwKtbCdlgVq2I7LHE77IklLnFPLJEdsj22xfbYHDkWgHWxOrbF6tgj22Jb7JEd0qS6U3vqTl1sT+2pi82piz2pOTWnntR+Pan12q/9Wq8t7YntsAyWwXZYBNthLSyCRbAW1sBa2AprYA1shV2wFZbDLtgFy2EzLIcNsRk2w4ZYtsbThFqvCXUAAWcXKDKK7OwCTXaGdkbPnA6jwGiwMz/rM7SzPtsztDO0sz3jcLa02RmHMw602ZkG2owyO9NwpoEyo8uoKVqK5qKl6Ciai+aioyguOoqKorgoLiqK3qKiKCh6i96ioGghBUU/0UJaSD/RTlSQBtJKNJC2opVoJdqKRqKVaB8VpIK0j8aiffQSjUVj0UtUFr1EMVFZVBbFRP1oLrqLmqKm6C6aiu6ivWgqmor2ooC0F/1FASkg/UVX0V/UF11FV1FfVBX1RU9RVVQVPUVRUVnUjw5SP2rSQTpITVqLmvSP1qK16B81pH/UEzWkhtQTtUU90VDUFrVFQ1FdNBQlRXVRXZQU5UVJ0VOUF+VFT1FflBY9KSE9aaWElJBWOotWWqSz6CxatERfUUuUEn1FX1FK1BWlRCVRV9QVlUQh0VlUE4VFNdFMFBaFRTPRVxQSfURZ0Uc0AMqKsqIBUEc0Em1FHVFHtBVlRTtRWrSQXqKTKCbKirqikGgnyonSopzoJkqL0qKb6EnFUDJUECVDz1BBVBA9QwfRM3QNHUQH0TXUEF1D66ghaojW0UO0jrahh+gh2oa+oXqUj9ahfFQRrUPrUEXUDlVE6VA71A6lQ+XQOcqF8qFcqBbKh/KhWqgeqoVeoXqoHnqFYqFZ6B6KhWKhe6gemoVuoXvoHrqF9qFbaBfah/ahXagXWoimoYRoGkpHCVFClI6aoYSoGRqImqFlaCAaiJahf2gZOob+oX/oGBqG1qFwqB7Vo3AoIgqHuqGIKCLqhuJRN9SO4lE8akcL0UP0Dc2jb2gcmkfzaBy6R+PQOXSP7tE5NBGdQ/HQRDQRxUMXUTw0D11EF9E8tBHNQ+/QRrQRvUMZ0TuUDmVEGVE6VBHlQ+/oHJ2jd/QLvaN/6Bf6hf6hYSgY6od6oV6oH9qHiqGAKBgKhgKifqgYKogConUUDW1D7SgbWoiyoWpoIVqIqqFp6BPahNKgTegSSoPSoEsoAHQFJUJZUBaUCHVBiVAj1AV1QY1QN2qEHqFu1I0eoSM9QpXQkY5UCYVBlVAmFAaFQZnQOMqExqBxNI7GoCRVQdsoENpGW7SgQ2gL+oIOoUPoC1qEvqBvtAgtQt8okdKgOegT+oTmoFFoDqqDRqFRqA4qheqgOKgUKoXioDxoCbpG5egaNUHlqBw1QdmoFMqDUqE8aA9KhVKhPagV2oPuoFaoFbqDVqE76A1ahVahN+gUeoPWoFPoFFqDQqE16AwKhUKhM6gTOoPGoE6oExqDMqEA0CVUBpVBl9AkFAUVQlfQFVQIJUKFUBQ0CEVBT9AgNAg9QX3QE7QE9UF90BJUjv6gKSgQCoSmoCqoHGWjP+gPykZTUCJFQotQHdQGxUGJ9CkS+rSkSCgSWtIktKRwNAlNQuGoDErpAOqBDqAECNAPlAA1QD/QD9QATaMG6AGaRtPoAapGD1AFVI2qUQV0AVWjC6gIuoA2oCKoCNqAkqANKANKgpKgDOgIyoAioCPoCIqAFvABnABKwQlwZJQCpeDIXJn3cl/UgfvyX9QBdeC/6AP/5cHoA/rAg7kwJ0YjuDAXRiPQB77MC6AZvAA/pBloBj+kGvyQLtVANdClHOjSphwoB9rU6QhagIagBegZDUFD0DMKgp5RpiAoCMq0A2VvRjvQDt6MonkzZ0bRKJozoxucmSejG+gGT0YxeDI/RjFQDH6MWqAUXBm94Mp8Gb1AL/gymoFyoE49UA/UKaUUaAQfwAegEZyYF/NhdAKd4MOoBB/mwKgEKsGBUQgOzHtRCBSC96IOKAOagCKgE2gFL0YrUAtezItRC26MWvBjbsyN+TEXwD35Jzf0Tx4qlNvyUD7KbbktH+W5fJSX8lyey0u5KU/lp1yXn3JSrst1OSnH5aRclONyXC7Kb7koB+W3/JaD8kIH5Zu80At9k1cPwCO5I3fkkZyVR3JIzspZOSRf5ZBckq/yVS7JW7kkp+StvJVTcldOySu5K3fllVzQK7klF3RBt+SXHJPH8kt+yWO5oKPyXW7KTfkuz+WoHNB3+S4HdF4O6Kqcl/NyVZ7KaTknN3RD5+SenND/nJbT8j/n5IVevZZXL3otr+VFH/SiZ/JBH/RMLsszeZ/Lclne57C8zyc5LIflk/yVT/JH/spf+SMP9EfuyAM90B05K8fkmjyWx3JNPss1uZ/P8lnu54SeynU5LwflnXyT+7nphG766YRO6Kf/uR6/44z8jtdxRs7I67gir+NyXJErcjkex+P4G+fzN+7G+ZzP3Xieu/E2nud53sbXuBcH4128i4NxPw7Gw7gf9+NhHJCH8TEOyAH5GBfkY7yMC3JBXsYJeRk/44SckJ9xPD/jaRzP8TyNq/E8vsjxOB5f5Ik8z9c4Il/jaByRI3I0bsjROJ0bckNO54Wczsl4IS/kZFyM67mdncNxO9fzOtfzQ17ndX7I2TgbP+RqXI0fcjwv5GJ8kIvxLz7IB/kXD+RffM4DeSCf8z8+51z8j/9xLn7nXFyL3/mda3E+rsW3OB/n41u8j2/xLt7H+3gX9+N5fI8v8kW+xxv5HtfjjbyR63FGHsf5XJHTuRkn43B8ju/5HKfje77ndDyR03E7nsgTuR3H424+eumjw/DSS4fhcQ7DZXicx7kMn+EyvIbP8Blew3N4Db/hOTyH3/AdHsWdOBV34kqcilNxJc7ElbgRZ+JM3IgjcSMuxJE4EhfiRFyI/3AiTsR/eBD/4Tw8iAdxHi7nPByHy7mc43AdjsNtuA7X4TachvvwHr7Dd3gPz+FDHIj7cB8OxHv4Bc/gaJ7BPTiao7kHB+EeXM1BOAhXcxGu5msuwkX4mpvwNWdzE27C2TyFs/kKT+EpfIW3+Qp34W3e5i78zV24m7/5m7t56URX4SxchZ9wFs7CTzgKP+EkHIWjcBJewkl4CC/hJTyEj/AQ/sFH+Aj/4Gn+wTV4mqe5Bu/gGhyDd/AOjsE5OAav4Bycg1fwCQ7Eh3gRH+JHvIgX8SOexI/4Ek/iSXyJN/El/sSbeBN/4lX8iUPxKl7FoTgWh+JTHItj8SluxbG4Fc/iVlyKZ/EsLsWvuBSP4lf8ikdxKs7BJ7gFn+AU3IJbcAq+wSn4Bd/gG/yCo7kNB8BpOAAO5zSchsN5DIfz9xgew99Jf3/hpJP+won+wls40YnewlU4Al/g6wu8ga+vN3DqDfyBU6f+wAf4A4fgA3yAQ/ACDsEleAEv4BI8gh/w7mXeXUAv62VdQBPQBXSyJqAJ6GRtrJP1AG2sjfUAPawHaAF6WA9rAWa1r57VsdpX++pYratjNazW1boaVuNqWB3YuBpXB3ZhB7arLuzCdtWr3IEz8DNn4Ar8zM9cgbMr8ASeoJt5Aj/QzbqZH+hl7sAJeASP4AS8QA/rXQ2sd7WtBtbA2lb7amTNrI81M/c+1sfcW5m7G2hlrcwN9KEbcAR92IeOwLeFNbEu1sQaWRfrYo2sj7WqZtWEzapbNWETdquu1a36VdfqWv2qb/WrFuxbfasFO1cX9qqm1ataVdNqWq2qCd2BnzmBFmxZnatl9WDn6lw92L16sA27V/dqw/7Vhs2rf/Wv5tXCmlcHa2EtrIM1Ma7DeAyI8XiPATEg3uNMvMebNrEgl2E4LIfh8B+Ww3L4DwviP+yIBbEgdsSTeASH4BYcgtu4BbfgNo7BbRzHMTgGx7EPjmM59sE+WI6bsBw74SbchJ2wFnbCXFgLa2EujIa5cBpGw2g4DdPhNHyH6TAdvsOB+A4f4kAciA8xIbbCZdgMl2E5cngOy2FBgliPBbEnT9yKPTEuXNyLcbEyZQyMIbEfjsR+mA9H4kjMh/UwH2bDelgPs2E1zIa3sBpWw1s4C29hJZyFs7ASTsJKWAcn4SSsg3fwGXbDZNgNx2EyTIbjsB3H4T5sx3bch/dwH37Ee3gPP2JF/Ig/feJL3IXPcBU+w2S4CldhMhyGybAdh+EwbMd1bMd7uI7reA/n4T2siPNwHlbEh1gRM+JDfIgZcSKuxbP4Fc/iSPyKX3EkbsSRWA834kash/GwHlbDeBgPq2E6VsNZmI7pOAtj4SychLEwFk7CSHgQF+I7LsR/+I7v+A/DYU3sx5gYE/txJfZjQVyJK7EgnsRuuA7H4ToMiONwHAbEfRgQS+I+3Icl8SOWxK74ET9iV/yJXbGhIXdiI0e4ShWewlU4DE/hKRyGv3AYrqvjNVzHeXgNr+E8fIfFMBgew2MYDL9hMNyG3/AbbsN2uA3zYTtsh/mwHwbGtbgX1+JX3It78Stuxa+4EbfiVtyI9bgR42E91mM8PIfxMB3P4TlMx2aYjrGwGTbDWNgKT+EhXISL8BC+wUO4Bt/gG1yDiVyD3dx4jd34wwcmwB+YeXkxb67NtYKba125WlHraj2tqBW1nlbTetq+1bSatm8Vbd/y8e2f5ds+fTbO9lk7u+2ydosFy9pYLAsDxqZYGEuCxG5YEjthwirYCVugwA7YAss7YAcs79ny7p7t2e4m2F1KF8PSbbAYFsM22BLbYNO2xJbYtCU3bd2WXHLdlsq6rZSlslRWytatlEWzdVu3aHbPotk8u2f3bJ7N2zyLt3mbt3g7afEW0k7aSQtp/xbSnvu3f3uuqj031apaVZtqCzfV0trCLVxae7i01tge7uEaY7Q1xhQYjdGYAr9gCqxCBdNgFQwHx0IYjn/8YCn8g6FAYTAMhb0wGAbDXrgNe2E23IbbMBvmw5A4EvdxH0fiWYyLjRnrA2ysz876Qp/1hL7QF3pCl+gJrdYlukSrddlq3aJFI+kWrUNH12kdnSZNG+o0rUdPP2o9vdeP+lHvtabea0iQelND6kuXGlRf6lpbVNc+zw7VZ5tmph+oRHYLGIUAKYoAgIQAAAAAo7YBgARRFEzENBJbbxQALjIDGg4LA0tqCAChggDGCwQqRFAAyIwADAhZEun3IWEW/MARJOCPqNp9v7Jk671yg+XfvfI/fiQ+hFhhhAkm2I8f402x8zIS+d+AzPGDyBL09woyM7n5I6EVxY6Mw4ikEE6DQDIFN46lzerhDrrhCsVwEC1ylTQ56rkc6rNcx30rJ/ujFToeqZBCJAxAHqSB1zlDyhER+iHOWsVT0O/uUG5p4M02yC+4whEcIQUOIwJOJf8ipYff3KLkFHIoACE0jQQKxR4/A/td4b5ifjiPestPSiz50XREyH8cINL3Z41qyT/86W+DMElkOSAvVwgrFElxl5iwmtEEDeg76SxSNIaVK9YOGKh3V91Hl/3FdfjcpNdvzTBXIwiTMQX9D6Icnzv0y2PzuAnw2hcuW4yjDcXGO1WTNKZnmb/kkA0WdJpKbOG3eSVlFBb0lN3vv3Tn/Cwh+1tOy/ADR5sF/zL5EX8ghSr8q3YEf0V53w0dUi+XELaP1eXVa5aReu1CrJfh6N3nVCXrtWWxXuvZ09t5TdrHoMf1WvyeXmOj1Lt7I9M3bz692j+lxyUu83z98N1GHmEV57sQC21s33xMYK0Q1V260DNmwEfCfaR5sO7sgIU2Z0BeQhSYQ4l8YyFMQONPUwa204WlN0l8W7Ea2urjDmB6bENxguObRej5LN3xUxKZQhwC+MhlGjln8Q3rykSKPkw1wtqzWDoNkdsFoyV3y6Bvato46OBMNJudWfbtJtB0W4XbWPoxTk8VamIK3cwlH0ieNtg1p8qoqlE+hnSGwMt3MJLNzFXXrAY6mSfDqNObTfKfddpvahe48U1kHKoXNxDfSV1TPm+41Fc65D1v7DLovRYGu96wEfkcc8EGD5uHe0klS6uuSRoOu7i7A5SV5gK8LhLNLVKskI/jrZlFxUF6U1fTlcvhAivCaWLDTTLNUe08tybG0nJq7vEUvO2nnD+ePCu2EfnFB1Ji95TN9OkFDNZPKo6eMmHrxPrEKTgGTQZNN9hoJwtmjugOkWKCfB1vzSyqDtJj6uqOrMU8ex1+moldR/hD4n5NQ8Lgfiifz8ihvRnG9zJdaPW3kTHiaxvkj2Xq2NgD6dXMYMY3QMmmxkjWzO300CaZ2D7CsPJtHx/oygYnDulN75kwfZJzDT0Hwxwy+gmjOl6P2ag72MUUeh2hNPOsOvweE1t3hHXSLdfGs1Cr8jAt5AO04M/NbDMri2tNBr6TMS/GYhOzC7PVHKz88Rf9r72gSmHAuE7HJaMhxVbTWekl9lmUZcyxSZas4Sh2CGcBlthOlNXj2DuSpUOxcZx1IzFqKHPGMWQkEwbFeDmzUWKwKVPIMUJJ5hnF8HMmtsQI4yScO5V/9xTFJVRQxlDBXkjBejB153KKPLdULp1WFW9gpb2xVRyrK+AbXqFaEI/uj9I9fsbvs2BbbHVvtAV+Ay6vVl2HM+zSbee1ns0X/lZgsBqCNWYUxpaN2PlmYuSxF2PhaqwsnfOx+KZkqHZIiCH8cQrcNfO5dDjM7cnn6ox5PfjAppxM7G8XVUGzAt5iA+iU5Pf1G3MgSD+cvqyVm7CO8SeblLOsYRqddzsz5pDqbrmjjrXjyRi8IEz3z+ZawAkgPA7zWStajwhA51MHw8nuZDpmLDI6E9MMRHCnYQaj0BnUrl/b32ZQDJNDq1lO5Gk+lXE4aU6mp7HIVoou8BzjZjasGVCNLrDSMQ6T7eDbS1AZBumNvdBypOG0s92xIXPOMbTGQRPKeT5jJrMEy30m46eoOT/B/3zbsPZnygr17HMryTKd/9PqIZ1LzMScIklmmNuuJj8S6SQ/jQREtBlfO0ZLT6/Kj0HNu0zw10F/1NPH+Mwu9MfmsWw7NULWOHkeYUHCa/PJIE4pi6NBpSmI9sl/Gecp52bwKVBaACjjsX2x9Ocs4yBvmFLcSFzuZ7Oy693pd5xJt1HPCma2v1XPMm2/T6Dp2PQdP/SFE/x8Rmmnp+UIQP8cVZxn0jMODV4MMGf7ynIc40pUk6mqY2GSce49S0cGz+5OFG8VQagG4GEIfkT0/oY/gZT6FjKRLqGfQ6Z7Iwn+maSptpOJXVACLIdQuInDn7QM/xahsAYycs/KsjwH5s+j9VSY2Rkgs4lz1mQGzjfmObOvu+RoDgWnLWqekCfG/ugthxraHE5rM0V2xv5CF4BtOWb1u1jX3LQkwlixPKQ4JOSEzUxZC0GEDaZJa/RXPsubQeCaSjKOj5m4aR47uU2wnuBM78UqTWuFf0OQMURonSBMjA+Szg56cBD3gHR6SLrX6uiOafwrmkyBpQSPjTpFB75dzKp3rdYWFXHm0/VyC5XJDK8t1sGT+l0g9sLezx2U3TkkY9fyqOPc7ITTb5Zqc2ORoQHjxKrHldmFFYxDzSy4BudUtvMBG0453UKNmBf2Yi/sxX7Yi33C1uDyLp3SoB7R+fNhYjh2gMYzMaNwDmQl6rQWg0m9w7j3xNDcduOusy+bzpZLzYXMlNfA98uwOeeo29zyhBGjwgn8GHOqnlmCeSaT8VPUbJMCQ3Pj5jlnAdsOvW9flJnntjpkWB7lpN2UZGGU0IJz7m6It5UIk7Ox/Xnr2Oe8UQ/yzHmsZrwzOL9iZdEDObseVwc+x7EA0nYHNOzjj6rnUZcipLoYOvJ66JjZEDmxcZ/8yzifErivFzcY3ME8VCRmtT1tlmj5DDRVmWk2KqxhtIs2G0xlY8tjRdjE+7h3bFjBy5q3PezJ/4JnhPggubo2O/S+umiDxF191GQsk+MJoNOYA+8iRrsVTB2WL/gbvDibjTlqlyxXjA2Lt0OV9uxT4GeH4uoC5ThGKNoOUuaxScHvUAUqc5VG9nNvwxL3GQusViI2aYG0VQvUw5aL27bAOm8ZyOd0Ro5jeq1h2zPSMTmCPVokxHx46hrRqFebCWDNa+C3JSzNMaptLTjUdYh6RWhHZPxuUXgo3ObNwPC43GGPTsYmu2VPEdXlduVN+zKsFKnVIc2IZjEmAsxkZvxFjBb2L3NPXeB92+J0KtjpiNw4pUCRQ/72BEypUWONMuKZqGi/VanDjAX/exasDFsCv3Mh69TlvMEL94xfsDCBWQGYDy8VBchKFfG9Vzoa32dIv3QoOxr6C+tviWy7/56MbJnrLEuX30zyqMjD7CxatbDofJIQDyuyU1WDzSsaJ8w9HmKcbViNXK+QJbztmt6mZVscFBzX29OInNut7ExokARE/foPjzW/j9e60ObjuEbZPN+XKa8eeOJO49Wd3nT03Uwo9fDmCj2Go2UPc0HP4yeweWfTJvF5e2qrKJ4RTx7YySPgouY24mIXc2G/nM7zs9gHygnjU3wbutiWYYYe0swDN2kMVLUB1C+x6Dp7czDi+xrrQac2RfQFwNv22fbqofde0Wy7vGPEZapxkcfkft221AOBaJFlvvfkV9RoDBbiMnjud+4dffcu677cjb9bxvyAvlEP1zCVh+QqOgbvlqitpD8CXmMUsfU83MGsvbN91/dvHIxp19RRJ2HO3TtkCUzYrI5XnNmaOFjZGIsazxFmm2iuZQxynycss5ybWGCNvLiqc/aMwCX52hBtuLF8rMRuLGHt2FPUSrVb1vhaxmz/Qto11tqkBpWOf9suEquF7pV9UaeXS+0raZ9xvlXUvBPTzdZ+nrBDvWS+5lbtehjRww5cHHWPJL/8ZlljEGOcQtc9Lx5Aw+1S4H29N05mRmbuLT81swiknbOMXuFcozgPGCbKiJUrk22iG6jSsI/M3s/H3pleTNvUSMlA41C0zJBzxJw7DQHSixpnGjPbuyJd+04vKmY7qu0QtVGF3Fj1vFZ7tWpXXArgxWOXd81PZNl4bpwUO0Hqn8K6KyPGwHW/453/9FjodJcZTnBXNvgzq4FyYrP46xvLxRkcPsR21RDWSqH7JJJOVtqriAxaB/ThHGBb6onHMqVejyoFbxhMofVXuznn46nbBFprtOuKbSZldosSp5d+QVeUk0yyTKYINpt+iAiUeYHbPlO7jLbaJphn48tQZOc8jFsMtJJvBSC2ErA8Z+CdEfg/sO7TTSAgXbtUdsmiig1LY/gVKjxqiGSWqNsBNoeJUj2JwyXYzhq+SS8ARDYCKAkHMgwCvGPwNp8jbPpwMhhkeruHbcgO80wPVZOxhvu7yT5wgds1elSpcc6ChJRN1DLOh3g7Z9Zi7mGmc6jqtU5LSjGyoz2Pv0aM7+CxxaP/KI8U07xV6X20r9e35nfrsTxXb3megTtjQDPlJLh6CfpFQxLbJkB215BTlmCvG1B65hD70uF4Ywc025O4wBlGKA1fehAasjQkzJvGbgeRSh9SSpJPAU4ZAfzzS2+4YCdrCAxCuqnKEAtMIAoep/ZEFDB3Jd3QhGUR3x9JluoaoWDCV8Y9VkKXuavNnvDfZUvPdAbophLc3hpo173OijTLafCt0RNECjFr/ERLEWSfbs0RMlnC+zguDB3zjDOLsUpiv1pD2XCd+AXbcHZsVMOzbcoe7jUb1otKLDlks16BPEXQtX2dn0BAbq9xWvKZGjV4kp4KzuzDKoTsvFwbW3z9EV0n943xyIbXsBDBeQz1JUaIrrm27jDDoi3C0oxQPO2koEZitz7hNuGPPN7/brPr97Tih7cRH+O1JD7/r/KBQvZ5pOjOu9tj3I3ZJ1ltpVz8Yik4e6Ya5dk2dY77tgm16fJihwjFdhD0os5zDfQK9o45siNzZPi4NDV+J/+pA6bT8M5zW3FHmsJ1tIIreIVfGRzZfjKd+dUu4fTCsaUUWmeE+qgN9VEbqInMOzn2dhypN2PMtpZBu+s8t7szsqmcM01w3bSGjfd5VLPeJ3LYV6TcNaDJ17p34qhPvS3v2oRX8lHUkzx6G5xro1sGFzY16FrNTpgsMC4brX6LHeJSbum56fMZVSNa+Te14u/rdGzt6JneUC1x4Rrjjtzj0zHJ33WVkwXDnRAO028O7YZMnzCwV/tsM1vWwZiYatIRxOc2NlUghokKgg458wzaNs12yRQyM1hPiwsyFbLSGNgc+9B2SzT4yZG1T5NyujzksAmq++ejbKHAnUaZf+ffpzm0tEQnvHds5AwOLKZ53WKUmrmwhfYuZsnJC1vAAkb3deX38p9RLreOxMg9u537eabusE8WoKsdVxcN3vEcuZP+3AiYtHOv7GIYsBfvbp27fYVvqE5abLk/S6fCIL1TdujOAnfHQ+p1kh84S16ozDrJ0oq56/Fiws0yRDfPra8D9jYg+zDxLnrZHTibbtyn3MVdcKNbza/JS+1KbLQHO8326yi7PVts+K6wtT6+bvzsGjZr6/DvrNF7Xu3qsPox9tSWluXdnvDnzOysmOvaL6TPFuNfKxgZKaG3TbK7SijIzbixtG7Mu5OsD4weKWdlmzzXKpnpx/ANM+RcKmN/GB234xw4fGWcrn0xhvc5W9fErTYibiEZ78hqeNxqsIkqA2Gu3MpdJXO2GPJaGb2RYpp5ohyrxHHGyDo2SDuODsqFGcPAp18ZQKxug2xvi1k0oqED2/rS4dQWtWy/x2KznM1uCwZCOpLFE5vN4SqWXfYEKsb4sXmsvYQXskMYya6xFp9VKcqex7Kk9NwQj6wHXnf7NosN8VaCrRF7tptn8nWuvzUyxmhAlLIVIFd0hIIrHLKkHJ6+TXaZ/6vQrAsA2aXTxoK4AxBWbsimpQ5HqY4rtGax11wG0A29L9ouV1fW655pLEhuyysjrocGkrfG7c0Nik0z1nWnPzQAYLp8R3n8HtrA/TtJTOBdsoJv3v4QPgVYW3hIOM7hTYoNRvESPNjFUz2Njyxb/6RHxs34e3K6OZuLzdkc6g7gROdwXulO8lBzrfNMUQ2TbgAOtNjw6DslxLvvwrZfTL9BYv29ywC83Gum2Aac8/4u+AycUmgLwx58QnyCwiTcvmGWnHMYPpHat/vlHZjhKQh+DWw3CAnNZ/Um5HgWAJ6I8tKwpkPGYRNj58zsnaEyeS7sxur5PsNnemyfWTh/LkvnAjr+ETR676BdnUI/5ggaC9vnOSbP+DFz5nrdvFi2+BFAOtYgYIPwk01AsT/7szDCa5DcEQBdtt+mcOYjwPXd/8p1ZM0ueH4RHXkL7zY+m8f7g8DlA2dzkQkfndk+O6vc6KttEXP70UM7XmY1kazpvZHXs/Zy6zUuFuxiHlvE1d+/oXPzUnzcBHPYHmHSxs2ANdHdmjWwOmGWKtEgXcfuRtLYXA/frpZzkoiAW4qpWEsL0WOTkEaW4PVNv+ncelRceerfdMBSzIq33RRg6tLQskZZX+eYE+yv6G4uqe0s5w0rGplU3zejtjOdWLGVtL+PIGYZRX8Nla4dZO3w8YYoHDuLPZg8/ejYPuJfQJReuoMconEWiWAfNe5tJeXGYgLZaCrd6eTahvKcMYVhCpOKFNtK+/MKYnZW9gdX6W4u19OMLyQYYtOZY6yYZsoRs9RibLtRK/QoN+ZcyhAjTzDHeAzO9vIg8qYojjwyz0BGRKZJRjKqngemojkMZqNiTEi1FV2U8NNdncAw3p6OWKASXmSEkl8Xf4quYH+n6iDtBEgN5E3yiXzH4yeuwiEcKhZS3BMlAQ+6soE7+TrBAF4JrNEmNw0qrGsOtHMFGOZPH9m8QeKnrD9Isls880EXMOzcHSHORefbqweJux/dmdWsXqlxu7915fm7tPWnCF6Mzm+jcVfvYCZ1l25R5yA52uVsLrlj59MGhhPw5MBxqASidQilS4r7TErV9g3wGFSRK9Po0vLOrfjC+jJhcwoDzFZgOCLXa8HKWbuxr5l7vems346o0hMT5j1o/hmKfC2Oa7AiVFNGcI5a6HLQPrbDFythIkMLa7axL2mkwNUvR31gyL1yTCPQAfysoCsBXrMVN5GFN9MBX1Cc5wW2YHAvD0x9uATegQIrdMdgSqslOAwd6N7nl+ywmER4KyUYSdC5zfCkqV1Jru1YGasfz9s7OXIX/bO1e5TBtYjv9XjzhVxJDexcbwHucUPJmDWuD/vDtI9bcy3EfRQ4AbPEKm3rS9459rzsv0rTpyd2EL2bUVez2rE2BGbTu39fBtRs21sPpN/bKIMAUSHAaTHgioCDYYEV7H8BYHlA57JOILeqM10iNqq3sYybUuhmGcyugzOF3hpoxl3tVCDjnk2F4sT8SFBFd8CyOLXZRKzweAjKWePz1cFoELopmBOVl239U2heW15s3DH26M3Kfhcw4jnwcVDAyfMJb6ZsDXXtHWJFLFBhd/289DsOp9Eg5Fp5bae2Rp64G1no+Rgsw2I3ApoQ2MGHndNJLpvbu6peNp8qL7OMMG21qY8rThyYf7OwUC5X70EKJ9RHrvcC1zU5MsrmyTQgU8IV1M1TIwQncEdgAmWGeZgMSdbIdmILtaQz/9hFNcaN+GXSj5GZ+y/SNyt4DIeUbJLc+c0b78emhKrDZB0ob4OBwAvC9PSQ/jJPkz5bsmBBLNayF6Btxsigi52M0LzkukMA08ksYzqvMLKhvs8+v115d7l/ekxl77xqPF8qwwQTbzNHd+05xrsyTVKl2bvPkeBooxkB5mq0Tq+4Gr5CcnZgPtEzAA4TJFszk9NhHEMksazOloEJzJFq3aFaXLSJBjdppLPkml6x5od/GpDHgMb+xTuaNyVyJlac3sZzHz0Oo6imv0OG+T2xTJtzlGcsLInssT/ki7ExTxo22hlo9xpzU2S27ZrTPL4u7WmJt6eGp967tOnL0LrKV+fmLX2KmVc3mha5ANnuaNr5b9+6AOw5FkG2/YGL93r+d0I7hMG3SZY34oyAaA3zvDG3YlTgsfnyNjaPDS6/StvF5t2M2L6DytOYpJyE3bUHr7fzrUnuKq1v27b2kn842LjE1V8ltsmPw2xZrLxKBz7mD4axLtB7K5rztN7MLpohT3/XbMJjk2Ws4mEbTVNl21YlR8ud5bfs4+bRwz/eoX7OrGBeNDoTHlpLzYrMQ5pzyEOz3egXQtFoqnB48MYXjC9kOC8FNDR8Z1mephmjeq492mSgunXV3rrGuskiwVZ6Ry6SXNkiEDLXNBhcScuIibYObLrMnZlIS63G85bMxo5wyS1EONh/ui9LJ8bOS43A1JhzRjQ0zBmmTifR2ot7rsVNEMrLWZdNJrm1B8Kazc58+1nR04Q2WWX3VXtOi7xpZFdb8+8aHNVGp+KWPXBQQzPbSy5tPbPArYNNcYexeVAf49yNdHPLaszL856XJjtfyayA42KJzX29/fc1i+m9dsCuHVGNAGveGtNxiSzWJLl0sSFGRFlSdUS0AAzI7OyoPv8nOliezGbLop82BzA+82Fs4GzDxtkN7XqOOO/e+RrbZ5920CMifzsws+ipmxgxJBhHi3UfHZuVtOe1UzOWG1aOUtyAmiwn95JrRl38nnpuqvvcSFLiRbYfx9plzbd3t/leHrPuZbSY4wl1++5R7L4FhjHIQDRlOVGUluDFqbSZ4KzCOmi/sSzK9uB0K1llGV4U6zkIiX+lN5x6F+LeqKn4YjE+PM+ejTuZm4Nc0vFr16nn7MfjB52Q+3FX3jw5D2s5aTqn37MPZeOrzcPxR4RpOSUp68WVYm3PcdlxWqS3slNSWfNzV5mc8JalM27SbzpL98xQ/ZeTWK06WMlki3XRTdeDibsgrl7YrBU86qfx1/jcMsxi5xrIvyXmhrbZr9nudBuyI7KsT3hij8KPQ6sNTQfa3ad+fQ+eexqeIQsd29pxaZV//WG+WafSQjfWnfZs/8Oi2131H2OuX2LHq3y278ohf0Ha9z3iLfqn8jToG/1iHPXH6dLfsUe3wVLY3t+1nhWmVfC1k39PbflZtFcLZBJcvna3PXCL3gHoNlMAne28B27fQYDWmAph6t3aRhEZDHoo9GhOcJf9GBi6swA6YihAZ90N0DVjArrptoAuMzugO2wX6KwdA13j1gx0/dyBbqLaPdDNNxB0xyUEnZVaRdDNG0bw6zQpm7X9My0YWqcM3Y0z7JxhLs2e8OCHznZNNe3KKWY6FLrNxk0czlfibPtw6XocyCXKy/ZSJb0GMC+fVuevTqsr3thNvybBnLIZJ27UxGRPxgLrUqcdjfBbrlj3m78bGj2ZXhYMacbqmO0I9lhs2atDM0/xxk4GYB1ja0YDbXYnNFOzGzGENTpZB25kHvW7G2rDv2aIHnO3PQ7olu+wSmbuFHAXOTKGt9lk5hhVo+Zd/G5h/HxYxzeQXeKCLO0VIyaDZZPGBMct4G3rTDZQv99I6EWIb1yMYkDmVVuh/aWd4JtMx211gyPa2E/NeK3iulapzNkllNbaSfljgnIiJjDVkN1Z7EYTmEjNGsllWByrLJNfDMTeLmTNlvWbWLbNvJzj4k4ZqPZeVW4iW+S3ADvbYC7NMTuhPRJqKNBuv2TfycV08oWqTEJG8vfeSy2XK6Zsj6e2C107sMvoeX14tyXbTmdQ0Dutz/iats4dmzNyf4UWrPhwLdEPMomFyj0zMGRujcqm7G/2dXedaR6BffNacuwNA00RAtTP3Y7FK5219RC6bLxGHqeDo7Z3g3Y5vnKlwi/ZjPrTkI7YQXTZAv6NsKLvf/FBnsfcMvLW9gZGqi+jzlQfJ73wMrgFpbiAx3Qs70nB0sjBIjYo7owb+88z/Sw9bov+wPiwevA21r/31J8ULS2HrL/3+bofPg3GsmzkuZ/JNNiAoab6hHGbwkbF9uc7WueZhPG2e0kw1uPMeEi2VUewpX2Cyvtg04YOAr/Wy8Gwdl/nwNu6J1Dqpflb2Iier5tHxmXJKoO8t2PBLSf58x/oWuXbIOGN610o1SpYT2iJuZPgm4CMx1i1xqYe3OSnueZdO+Cy2IJDu2gew0/aebBgwm3+dzesYBu/2sA7hW8cWQfbVMoLZZnM13gRFkyjqdXjFXxzvtlea8ET1IFb87zbIj1jS0zd+Yf4VmY8U2mz8zuNa2JKvJvxbUh7mbtLdHwxHLPxSWAzKADLf0PLsspbJDbznaY9mRQrK6TZzt+KgyN+ixVzzLIfW+R7npuiDBmq8wcNVPDEzrF5e7vKEc1QIQRd98LkzFk6Ir4tBZY4gXUttT7nOClqIZnJMjoJYW4CpOXEKEbjSfcuDk0yknsFfnEemkUcwuk6HaoLPxu0LS+mvQ+XZZTDprR7HNh+4oj0ZZu1JjFzGDGGEQlh/MCM+T5oSc+tk2EMYcV2NNFLiMC5pocjgdtA1Ld+LOG+A4rdi+wxfWzMrD5plpmBPWk3IyRuuGNj6j2cG5PTpHF3yLeDzmMqGY61hBY7SSn21TSYxsK1ZLp3EuRWn+V4oJsfnu01kmDlTpKohUT4x3M6iICP/6Rt3cx/PudgN0/DVUTYe4go0/c8B6GkzctmrP3AsPMLYyQnhnmcZ30Mvs0GXHAAyehhH/i2JvFQTvpRuXucYvGYitHjlJbwUi/5VZ/w3FtdnXW/5MNnFW+SST8jQTj2Jq04v+EWgK185P+vrthLO6G2K9/+8ysl/uVPzqv9+p6w9ZjDzcXGJg4STg7+/+1x0bgntImHp6yxQ2JmfEfLVspBI+apJ3OgyGqlybR1AWtV/wFJxaDo3hoU7GCJYTZhn0bn8Bexaraj9oG0+OlYN2aDJYtkZWfeAjMz8yru86hfM/hZ4+BDZGZ7b9+Lef/vw+gprbUSefmYc6ljZTZOYVcGJRyiu6Neqj2I5PsQ7emEfzQn3T5Er/H0GXvLy9x+uv2Bu7uy2pUSe3yKT3GyjrVdlyEVBlN5hzeYKlZcWzmHp4mNxkhvGnPMmGK8twWlxgppK6Y7DPD8CCNmqxG6KXY4MdAa2zMexkyZ5sT9MpN4FkYg1SA16ESzamOW518NW/RtAdBiEA6JrM2ZaZusfBlU12LJHFlj4tqhQBkfJrsV1nwnfpNXHopowPwxuLMl/rZ8DhtBODaK8gm8eLgM3EVh4zXL/G7++wsx58RIgGEgttSbcf41Jlpgi2jX+yLvNQ4fIgZFuNQliHh78yaIouioGO26ojFqsIN/zJt/ntOTswOEAbZMs6iHV/1ocCBn2mbVnKrXhiE4uX60ZTxnrAsPNZh/lsHFvFBjCwNxaAwybd7+DelhWLDEv7GnqwI6w36eTgq8OUN6YE/gFmHwFsPyEvXVt2D5UXxE7TjHTAyhr0v1VQauipBple8Ct5wzB+r/XgsFzDpdI9fB96yWxZbMDsevY7lXc1R+1dVSfts5muSHLE7ICe+LkRejgfWmA3uFPpX9akDdi5H88dxlEhsEgOPHO69xcP36M70s9pfZBGltTiU4ELqHTs06T7wFZjDO0hltwb32ggZbZ1suR2Abvm17yLAcTbfVQlblgJ23X4d0dgHurR50tmbvLYNmGqy/kcqRTBhmQufVwxHY8sdjENWMBfxlPijmWeTz+rYJVYuwAowzlgtgAKGhT8arhIuN496aN1+IdZTStv9dK2qP0LLJr75pHaNg7VHusma9mZa0BTMfKEZ643PLhJUhyaL3wr4wkDorM/7/EXDwdYcGTTcbV5GPX+XMTerXmaaBDAQuB218YWb6i8XG+pFT21L67cC23EtaoTHB7DbA0ah6HYabHeavlk0WME1oLn72YPDR9yrTRsNeugTPdnyR3hYDaQPmaAYa4n02GrdZjjMec1dDoNuTafRppPDlK6HvKUZzMX4va3rpDD1a+IkorbyjB5opfbDHbX9Gu6+OoQzOo/T7gGuuIvlPJOBiz98Q/yUx/98s6nG1l3xBWkYvINLg3MUpEGu2EL/i1AH/aVJL3aZ3ZNDZ2/XHZnu3l+Vncs+j2LPW+z+emqmpRdDvNhuduqV/CM/pgiJPfkKielSYSdyQpUXXfZ4XkB0fpZCBkNjy1LTJMyX8S9ctDQiga9b3hgz17IyXZGSsA67UnX5bx5bSyORxdauRgRvtUf6pBbfOLejZCooKr8VHtbjrwdWUnKFIsuDx4lpu97F33QKtqYgjgEosVGRx5hOcMBZvXO7oSCtDxjc2ri7LG8UTrzhnfXmhm9sT7DMsYlrowwyn3Nd+h3/L4JGz2Es8nTkKVSswVnof7FWn7lyvPTcLXmS66qpRlmA5vl2i1RF73sx1skusMT+jrj9qM+N4GqXGqLtAGz78yIu6RimcYk33k+stjd22wW6YoAG2BelGOznm+oW65amFMQGw1ZVbaeoHBzpDnfBEp/xobfAP2XBuai5n9ub6uFlmwEmqQXRhLjPI0JiXAdY44ZVZGWukYod1KJqUjy7wM/YEjfP74Ep9DQBvuuWbWMnvCky0Gy6WoZlI5e+4PyHLoPHKbjOcZcN3L4Pieg+R7vYFBLc5wS0OGm1O0mnGM48PC0aBUUkYnBr287I45GnVUj4y/qRTpzGFqUnjune/lKPS9hO+Ltrq8+wwCaBtQTF8cHBKp4PJdupOx/Ky9mRGO8lAGlgYzrWQQIuzZ0NmJTX/iWKcIlDaewJ02AXoZQxp/AwCGBsCe9/XXxfwi9/i9WNFPLPXf1MaDfLInMK5djE/eYHH/faFjptbh/yQZejgq4mgE/+6mpor8Mpx/X2ArJaBiS0b0oV3iuZksgkI+6wBjEEAsDYNZLCuATzTsmY45XgH2PgdQ4H5A5FfvIBwa2sXXLyxQXuH3ZlGqib/ZZKJDz9w79SMOHIfVmc6EtVhd4Yj0fXwuBgdj2FtmWt6Qnu9dvbXXNmQG5eZGHEyU4OPBwEDsmjAaFugWubJWwDBZivV0ed3Dr9slgkS9stcA+aS7qe8MplvDnfvM8sSTC1szspj0M7yPPfCW12W4TbsIUyxYVGjcS7yWG79Se8zVJWPfHEGF9KgA/6z29niMJQvMRMpKbbJfrfM7cwLa6ZDZJY1k+mbAyoQEW+pQIrBRYhhtEWys9PawiSQtM9hNTnS2Va7ZbwQUtzu1hT5mY+MHkwm9zuTkCQdksKnJr8CGhwszMgKwYhfQ6ZsCNlyM4TCjei3VLYrB/XdcV8YnpFs3pHZLxf2ziyXc6bxXIDe/87wC5NtnCMp4L8PYRh2mo99TJ+Hp+Z9dtTIDP5j2BnUC9EWRvHrOb7z1/9nNjL4C7v4AZBwHFAdrRjYBD+T4VbUy3IYDAnZ1+H24Bc/MgxgRQ8QPYbgYLNlIfoH5VAtWv2stkCj6DEED9tdC9FfKJfKqOdHFPFiNeCT2gvzAt1q2J33XuAXeL9jrObhjj0Yk2uJLeHufGNI7uyBKNwBo4IfThmGI3uMpluofdhZQQ2Q1bCe7IwhmB4FBh67O4HBYVy4NhmQ81TNO/qRwQnmvUDheNFjaNiCr09NBnZhikPK2duBzuOVgSLkBHg4EhKZducAkyWkm5rhNpt9OQJIcP3zNqS8juAQimxsukc7GdyRwRhyQgEZc1sYUBFpkV4Xbo5M/YBQ2wCq2A07i5P/qh8Ku7d7b9m+kXkMwiDUMsNWGgHbtqs/VjJ8syXoENPwtFg4IMjBkOItvuLH8pzzx7TIWUOwRd8Pnd8Ae4QueI58D69ziHFU4uwCTQl/Mtg4bYpNT6xu8tnZ5SoLQpqD7gzgfQve8VIobPtvrxLsIL+51+pyZMnY+pRXlJvbNZyD5dvQGxnFtX+C0jhbYz8rnLcRcgsoLBExRdhzYaWYbpFqmQ2L7tD9egub+pxQgLioeAK1JZSjvXM8R+ak836RjWNTSHK4Y/yXIN8ClFAJHRyIKBhg3gsUADxnzJgOAR6gpr7luLDPkdWtZ4iWBP0mlxm6wvx/bcLPBZYtbkNycEQdlndacKbsoUDKQ/f+iKBFVRJn8bpRqlb4eEgcOukFwqmVvnmHHta+VFiUkVRvwflfCfEo55D7vEXfpuc4/V/G9j5uT8e7DPdkrPMm7vN24/pac5fJfev8v8B9+NyI3zmpZf5/rv1nzjjZGx1dGKKulY5DeArCW8QJ6orgBMCigmmwBTFxtFg6IKIsw67iwbCIUEDdeZShRE/eoRBoJg0YG8KPBwELQcB5ImAgCjUau4bjWrSaT9GooPgaEWxp6aB3C2SmeW82YfiHNUr2yUs6FlXzBaYbfPQcE4ctThUgtQLkn0UR0wPPwR4sXFY7KC3AbrhTurxU8AIXzUYqPYkRt5g95N3uwpssO9mV+7u3y2OWpQO203785U6c3iTfZVw/8RJIm0SyDPdxH7S7PRCzuMG36i0bZVHCXm9JlzmFr85nuja/LfAmsmO0ASfIGunNgQphUBB8iJGWR9aYzCGIHe1Fkpnn1TxcG/8f+A85La23lHZ3xeDCaEPEnBOQ9m5r9EI5DKnbktUIQkcgYVuK0JsrMzDQjNGl7qS/nT0IK9AfGdFY3VrQwgdujmkYE9LM7zO9yhb4s0rfbplv39SEey9QrrG0NdiTgcsX2Qxgetkj+b736iIzhNvtHWUyNv1ZIGwxk3kwLcLaZAyJaQRGpmZpBIJNUoAKIEyX8ajXwmDbDISpbI3wlEijNk87rvuFeGRV2PDk2wi58I+j3wUgDDUsm32fflsiuu/rXgFcnfS63CwNZg5DpO/92qvBTP3/83Qm1Zq7/u97rl1m22460WyRkA6LCEVxCERR7P/VLYHfgK4Lx0ZNt6+2n445RCLZogxMjZIlOZMqH0T8Psre6hRhdVQMNnaBGh5Om/lOjp6kcm+lhresZrgt1Msajw+UTict+KRltsy4k9J/2Ys5ItPYXLJnUr731n017BX4SR/fENCzZveKA/oZn07u/GEBPS+7WoyYvMNiYjSXEUPl05xrAJlcNzfOZ5iD/5Rh8+0N8p/Q2I8we+rNHDqqIkePihzpN5PTyzIz73/WlTzf3udvb2M+Acid5JP5bCe5u+HbScUcahGLWh8enSenM7WdoOUXGy9OsaXWe6u7hledDiR4inDmdGiBHQbWYdctR9EvXPT+AJ8HJHPOgzPdBSp43jjusCzdP5hMkyoIBhLGgFNvPKQZrTMjPe4fJ2sPo/6Tt1sGVGlmOEUbZ2ovdSIn3wcclkriAIA1uae3ZXvW7g2HXamRyTEhYrIGGSUezw75juD8O7g76ZIDi55BYxf+DrDXJiadQz6rYRpQxGfBTtjYDAXXuYi+VnfYUYDutuPeeWchd8sv+vpHdF97a+TZqUyBMLsJmPCt18ss99TBQTx/BGpnOj0CYLPnXfVbfqo3AeiOyQT0yOvZB8scB9wQtBKAT8cR9p+zhqO+OM63Vg52Ipb0K68Bfa5qti/H9kcnGmrdWQA6ZrVFKOW3pQLcTqDzupXQrWnlcmCwASf2Fp61qRVyRnF21oGy4ZPQUc00oOx6fcC5Jc9MsigDC+9y6cMClN0gvlvHYQDV49/W+/OGeKt1yDID0JVaAO+F9B4GHUfRu5wLl0cqIzwn9y8+lR882LuU8XqovNr+4M69S9i5hM+WwcyJdgVi7QXtYPi+23dXE7SCqWODrmGq3g17HmIct38Qo810v4mdPj2ir2Xng54/U2YZWywQl+Z8U/BFwfcx7Bu+bbzQVc9Ugcvw3t71Bht8QIMcsM5uywgXq6GkDQ94bPTqHIdfYwJzcPunW6rDaEbJOby8zpGazh5EKYzwOGhRjm5vCSozJn9GMMm/o9zww3I7I8gowhR1el67ohI4Ryxgyj7gRy4LH0XIsoad2b8hCEYawE0H0pSC7/7hom9cmMzEUkhNOfbh25OHx0HfavP+KGowxvQjXK5nJ76MUXtY/ovK96QI542MhjNM7o/eoFbFhj6W26wQT5Sno2X93SIeMLcVQnwi9i50mASR51fIc4hVO8mavfXEr0kQMZ66VLsKxgTV4z4eBkXIZyf7LPvKWZpmDfXbv762/zUQfLLbnBSC4/VABidENmyXpPW+abael2+Jj/WzzokL66qLYjca8CHGqCj2m08GvC4eUW6FxvOuwRpoH2IuFC+NImH/n4BXx5qjdYdH69seG4HMyfMia1ICznZ9n81QXBuUvuSduQf6KE7Rye3tehd0Fuc8BjxthpkeBRygxTQA3xhHeuugDZKOUI0DYteAZcZMZW8RRg5MmgKMTVFbmP2ro08OHt/913Q1gZr5d0saN9fLHvUh5H5zLnj/JaNrbBg0ps0B/Ig1S/4fhEmewP+SMfZ0nZVtPQThGcY7B+FeZmMa4ZiCxidLk/yxHVSWZxyksJ394ky9qxp0hllwT21uJG9rsvJOYTF4Frbw2pnggQ6b26XfEURsrW4IiHKW8R0WZwI7xJWXzGWLo5bdXDheRph/Ls95l3v9E/A015MtWkSyzjGynYWBc4IZFyh7krjXIW6RTXZPNNwFRUqlmU4DHTzNGW9t14WmsWVkgKI8K9fVbSkryXjUEXTgMzO1ETjau9h2PDN/0F0L1PA62sx3ZvRiaeD4YV0KqiAgvyLqgVPPJ1aTscIMxcxCHGByD2zHBo3jwOYi5dTSMi4cjAAiFwirl7MvciMlKFqGFVWZXEU7tvXOGsFiZHXKlPuLj24ULPY1M0UYX1kxJqeQngc+U9RjQfcKZKNc96ggdco5WQSNig8bMm0XoShu+LKGzLxH0ljOiCZ8M3qg5B3j2Zg2ZcilHzD6E5aT+0Dgg0Y9EHTWwGBxwNftCJIbgWeNSgiezn0jUK0BHz2xnk5M5Vx97QwPDgEAK504KrtAKwd2kUxv1H/AyDm+Uf/KwfGQtTqC29vGObX92IFN2dIdHwL/Pk4xnEOHCDf4IcDaTn3Sbe4YzpdXwMWonWO5x2WzqC8HNKqC9x2PI7jkirKnZVSUvjFHSk03vFFyERlIM8umElSXBnM9xyyr9t87Rj3Lc/2ZcZ418Agmf0xXLM0H3+CL6TdkSy2PVo+MlSIOIq94WxwmHVbbh5mha6C+/RL0z0zapH6NkcTOIqAFljE4S8JOLwbP2IOxgW23IV462f4wD5NpQwtxJIj7I97ifh3O/gjxb2rsgOFg3NLuuEQGRG/GG7qNxyS7Hmaa+fjpT8igCO8pWH8GByNN9xgyxpCs+egsxkZVNgl00LswzCZGLnNNiE1Q1nju1FtCAqJFxQnoISHTYBpC4mFLtVIpTLzO6o48YLFrfiNPglimbix5Wa0j97FNeWfNxtrG58M1/DBaLB32EjfsLn35KJAuMBlkaUjGbj98XH/YwZN9+xne605okOaRH3F7S9WLqvOhfbOr1DLeck9rzBmNLTIsvrfQqzu5KSZn9eFFE4+YX1AXz13gJte3TbodBiBnjT19ueD2WY5JNl7gM/sDWC4ZZ4Gnl1rpMETRS1lLjm52Za7T4083Fk4WbAaPBw/ATaV5TrfsKDrgX+No4T6MLf3YQAG38YDu6pnkV4z7rGJsFW12V8094vWNauDermkztmj8eXEfKypyewzVZzg1cdZVZPhDCODxwJh7CGpgbwtTgLezIdjHV5yu1RLwKQbsPtg2DufXwGf2yYzm2ihbtby6ibvSu0aBbZF0uU7ScIYAUZkM7w7McWO7Ncj8oPkuRnE7uHd4xb19lT+j9CRnCFdEPvIUmdd+4PpFzetuXo3WcjtO7jH/s4VJa7CL73Cb/QUi07kJ9qzpgCXC4yED1jU8LnZ4H4R8e34wklO9W+3qj2D/kcVs39Nvb7t5XsDOo0NlftgDwBotZ9T2ghMAv9ca7kI7hkHtjZdwc523K+3wrlBy0Q/dW0aYGgG1xWClvnKTm+h7azpa2+RBZJIT/dduu8/FSqV27Aw+Z0e/8/eujiehtD8iN59cHDdDBsd8f/KexQtn7HecGhWwzkneeWrhWc4N2Nnb7n0edULxnykjnQq74hbeEPxNNzntMxPZvLwuIQYpCfzta5QetEDBYX+mXiLSdgvaz/GbSdGfBmPsv97NI3pLzaVOr0WXmWCH4WbdieYOP2ZvdpCi+nk+LdQmjs0S4iA8d1ACGPebFb8PivKWgc2/3vuksHsBZlhBMCdZu0VT7HY2V7Pf45awJ/E0mVh9Oy6Ujo8VPGtn9nUb5W9BZrd072r3t0VS1pEtfalJtv2SG8wEWvbYXEpOpl/v6O5lIYFMwz2J0lQAp9niC/gao6oDkYQz7VJI1lSwWEWESdIaun9zu7ndznJxtLXe2JXsBdJ4dhpMTZzZR6H5OOVZUdZhe67Eyu12Apbx7hjihtdBQAzL1Menqx2RBjdAmPthbItqlXM9c467GkhV7hHY+n1ivMACQ0BFZhl2MR+cDCLBS2vxXhfPmBG5PuptbJwNaMWFIkrZrwkX+2qeuOAnu0Te4629mHJaJ3Ft3WWO7rYDLnIRqDb2E0PQZYkA7e/n18YQFoaIfrcX9vR2zXioMnTB7f2eXzGF8SzWLsd5yinOEGD+8aqgGe61J+n/F8TSV7NxjDTf62p7Q4eMEQZyDtQ3tR0Y9u7NH89nx2xwYEMU6JIrPXGDqyjIF1e35HNlmNiTMS/dauePmPczDSZ58ZtF9THMJrEecuYSN7jzgnzhyUrPsGPHoZAX+P3Znohikbd4SffPogrFXBPtsksXhANgYvbpedgkEWAwJnFaG5/z4nEMMEo03cu3mb0jEO/aMpvdTjTH8iNO73JBCgGHjB3L+UakFGmt024HQ8+wRRD8R3b7hvz87hpc3/nSDGa5dr0P3quwWaDaK+F8CaT30PxxpkABnu3qpIz4MYcAJho/WP1qMPjXm3/KlKx0eTu7F7HnZkcYUxsi7OxSYz2Y5XOuz7vxGjEfpHxi8NJZvwP16GwinNLG4T9eOQcdersB/+plYDHegpG7G21hReLf0P5syW4lP8e6a/3bAHzCrmdWDMmLHyOqj2FomJhAqjlJz2x8xgktBTRkuoubY97WeqfjaVx/Ls4PPqlUDgER87iI8BbQQpM57BWwUOpPt3zcTIlG17VHjl+6/zc8iKHB2MHmw2yvY32YXvnyd78D06OqIxl/ywXaCqpMsbbCtw+7lwv3/84iPsv8+qurvzhA2cdjyeewB8ViRScevrXT9nsq+SO5139LFyvjxmTt853lrClJO/86rlkBc41glsAg1MJovXxIdvjcRRMtMhY0NttZYeT+bMJ053eefgcMQqmXXFXCGu6LyF7xMiqFvQU2ev0RofTy7Gmp/Z4VLvd1BJfs5CZ6dRt8ST/mXhD5iJ8Y/1bVoDBiT+bzhwFLEyhOTeyMgkq69ObOIMbFe2e44X80HwTHoi+L3f5gyDvcfCT821lx+K2RLsRSsJPArRE2tUEB5kc1aHsTLFJhEaTqkcE9amrWckeQ1pv9H7R1ZgVy0mU8/aYYpulm5o5jQXr+ZoXweW4QPjfu1A2W9pdUfhR8OdOD4vaLfoH0bNdoCUuttTD+AvnLiJjI5kYIsrQ8KByHC3vBwAczuphN8eFatwCHC2ka5F/zNa//xD8GhQxSkzXh7D85MQH68Dui1XO9/MC7v/NxANyFB7csCA7AvVBlfPCGe2s0D+mg1tvsECqXo0BjvD0BVODJ1jDURO5wTXhbGhozxkYa77Fe4eKY6eGWNbNImRJLjTa2jhfujlvnHeTMynAsuM6+/bUfEpeBnCqrtWz8J8p3nhuPFwvm5F7ljkB3IAyRJXQHtHXCllR93oHNG8jPJPKZ//v3j53/m2VmWvsaagvEfvLtX1gB029YJlDzn5aiReCeHeMoSQNh8HKOYdI0WN1qZGW+PxYyS/Js9y6FcPQS0ShOTUei+AuNjxRYItBoAN93i2zPT4bEgSJwx8LyYnP4DqRlmEUpOs8CwnWYA4q2bIq7d27grLdw+D8dbDjo+vZxSKcHIjKw8CPIvZtFxHReg+lGwI/bFPGuXAasiduDiYVvUtysD1X7PzeUcuoiGcVnbatBW8aLYWuDOKPH59RMgwGv0LFtBdCOy7vY/4ZRfZTCYc5bQ7yYqv+8f33i10lha4A6+LhtetaIfi0PHZJbA7JPruQozzMI9COnAduIZiV7tGcmuQ2HlZyKOSlXEdYoEPnIrYnQQdV0Z1VtCuKfGJA0oYakVqrRwWD27Fa3hkoEHdy4kkbE3OPJ/YFEIXRBGHCPAlQk9yYEoZ87j5rx5gM42BPKrSczK6NxpbpL0bmR9Oz8Wk4M05G7JusXiLJwShRIPCrGzwFt53fYpTWIjYjUeXss+Kf/w0peE2oxVklWZ4VBba7B7FAnqlozxbxajojMYbhj7O3OhOmJtPwocGnyI+22WejjB34FONNMY8OzERQVchDa9HksJKSac4m/iadya4VwYOFN4JNdsLDL7v/Im9lzSV7cZU4Dhe3qWg+qDlDNmG5OOs0+Ou9YfXUN8f5+4trnPEbW2WuKu7LtKOiVDZfLgWkVE0pPcaqvcWOoYniTzKDD3VthI0GRV0a4lxm2bJqtGF1aozrvHdoNPqXFYTbZlpGYYsLwNoyCHufM4tjnE6rWT7viFok1aNQcSrDN+/EkMlse5J+nbdbSSO4fxgjcJssT1geUjQsyS4OwwdMF7cTxPf5O0ng/F1LX8S6Vh3t9AOGwhy7QSsVn3dJBjfXd9vytTihsC7Dt8ji0cAR+MQx+7rO/i5Sk7MCqVPHPQYJPE5kgM6HF7EB+2jVYogeHUL+ZKadN7HjDwlAF5THQdAx/A1sbQeUJAbE8bqL4aar2sVEyYzql+uT7Mz6o2xz0xz5yFejaeM17GSIfEZyY83+li3dD4K+/BKzHkwMt5+a2blp3hHf9PIrI51xiIugfAnIfhNnzXcMQqVPQHgWnsaB0+xWNxT1XTzl9xyNys01m48Nfe/3N9nUvd3MRK4zpU/4oc3P8ghMGSIM5X2l/tgopq6DBXlUtVLOa6ttmUbUlys8Lm7NB9nawVkpJ3F0pVvHn4ij5cLgUU/81MPuaSsWUYPkPg8o0JFldFvBYMa/24hBKvWEi3TVjJCR1Yx8VVXGdBgPYncJ1rNuvXtt6LYcwvW03vXjXV2fwaZyCzz6QDjcC6xyeAJ67PRBuc38RZNPE/c/RuqaZ0GAjFJjutsLEaCbVZrN2rTxvq7LFl/sgUeLp0HyubNfuoR7NAhGZrjqFXUBs9urfX8M73oVXTG05lqehbqudq5GbU1hOoeuaon6axS3UumnK5YlFI3+4LqABPAoNbk/rddKFPWw0NaU6PQ7W3XytA+OM12zlYL//ecbEyJVJZWF7Cq0HMfTBQxxgMN/+5etDQLXLMv+aMoGCpX3RoDrs4tjG8u54b/kdu8P54771NFZxTTVSLdS81YXX51rvvTzfBY3AyiYptEg4xBQdjZU0CpIYEkI67+Nz5Tv4VbfpTCAadxAGWR3l5khrsqjd+tGn5pObbzvBEVUZJKWumzoUaHklCJqHZWzSzspOW0eOgo3VSRtn4gChfa7bVMTcIals6Vlft13RS17daM0uV3baApZ4nUVKF5hjUgbTN/0e+H6W47VPe/PTLLuFvM/uSty3QA78jaH2VOXGK9MUDBRjY0TXYoSYQZz0yr3cSf+lC3Yy62qjm28i+ZZrRbLtmw5Svn7vd9Lm+0wqEPbw1FprGQebz9ZXAaIQ+OI+1um1LQ1H1pbk9boi79rVVnNPVkJUk3SbT/WlAyYR+qZ+0u2t2bqNWgZ88Y/pbLf1oVWoPd3ZvLmHKwpsI759Ga0Mgv9+z4c0YxTuWxgDhSEEe+BraUFMFPAei0KwUut9Hz/OPSbMKtDiwIv58as4vR4A8rpxC1dpCBcBvQfLUpiS9X3vPc75Jkgo0K1b2Wv8CK5nt0Pf/p9jVyQ3uW//wJFmQWm3hj6JL3uGYO/A9BuOj9+XCmOPMOq+xjXy/rL7DtRoyPlxDfEQXLW00pFoE52iCIUR+cZoqXAhQ4gQg6i5Nfr/vCywOjjJPtSozjWI07hlQE+2o8P3+qWug40HmVJ1qjgvsSu7sNv7GeWTrMTYXrgCJ8VJIhZDeOPW5uHfULx86zaAZcNE1ulEnZzDlebLiem9QBsUxgVtkPp+MAO9Z2/AUhDcuFke9Nc7xr4O279+/REC3pGEtA8YEOAEAzB9/f+Ih//pf4V5SkpKSsrUfRJ+JA+cD9APl+KlGClSioUioHgnAoqH4p14Jx6Ki/7KU/k+T+WdfJ/v806eyX94Do/iOXyRIv/jp/yTL/JPXskX+SKv5IPEL3FMzItjYpiYF/NimOjlt3yWV/FZXouWBxPFRDJRL5KJYMDELTFU3BQtxU1RUrQULUVJ8dELeSOf4o28Bw8/4t+83pt5M6/3Kl7vixT5EF/kN2x4DG/k817F532YML/labyLR/EuvkSJF/Eyfseb+B3P4028iefxN57HD/kbf+OHPJKP8TU+xdf4HJ/iU3yO9/E/HsejeBxv41E8irfxNCKa6CbSiXSimyjnMfzdh/i7z/AhPsRneBWf4UG8ilfxIN7Ig/gOb+SNfIf3ENnEOFFNjBPxRDVRTcQT9SKeyCnqRb3IKdaJg2Kf2Cv2iXpir9gr6olzvsXHeBIf41M8iSfxKX5EzBP5RF6RT/wTeUVe8U8UFCHFOzFXzBXvxE7xTsyLnWKnmBfpxLx4J6aJd2KbmCamiW2ils/weA/i8V7Dg3gQr+E7/Lb/9sN+2H/7cv/txX25L/fiHl28FWdFZ3FWZBWdRWeRVXwVWcVU8VV8FVNFUdGVrBFWhCVrrCWrpLFWrCVp3CVp9BV3xV3RV7QVLcVXMVQMFV9FUdGZtPFWvCVt1BWZSQExWowmBcRpUZu8cVvcJq/8ojm547f4TW5Z5RTpRGKRTmQTiUVikU2kFWlF+pA9pA+ZQ/aQPWQOSUPmkDIkDUlDypAuXtTv/af/9HuP6feez2N6TM/nJUkgkocUInnILFKIFCKzyCMSgEQQzUVzEoHcsoiUIn9IKdKG/CF/SBtSh5Syhoyyhowgo4wyggQgXWqp4zl5Qmr5QX6QWmqQFqQEWUFKkA9kBVlBPpAO4oAvFhFEBF8sPnhrT+33ntpL+73fe2nv7B19n5/0k77PZ4o4IpGoI+qIRKKPWCUOiVPilDgkMvk93+exPJbv80we0Qv7Q3/ohf2emCN2iDKijNghtoiF4p2oKCqKdyKkB/I6/sTr+Bl/4k/8jIfxLn7Fl/gV/+JLfIl/8SaexZN4GA/jSfyJWCDmSCFKi9aknawit0ge/+ojvap39ol+L4KIH2KJSCIaiRyin4gnxvkg/+OLxC8xL3aJQqJerBPhxDWxznN7Y1FAHBVNxUuPLgb4chFDbBBjxJFAZBAVRAOxQjwWh0VcUVmEFnNFCzFCzBBDRAoRL16IFeKHP/aIPtXDelm/97Q+1ieTUyQWqSVqk1ZeSUVmkVekDmlD1pAAZASJQKaQK2QV6UKWkDRkBilCZolChpBZNpAQJIXn9eYeWITxfrK/9tpemPQgSUgKr+f/vKGv9Je+z1t6Sk8oIolLopCIJUqJRCKNOCQ++TMf5vP+y495Pt/qUT2kJ/NcntC/eTiv93RezudFRhFRxBMXxUjxziP5JX/jwbyZVxHLRDZRTRQUE0Ve/+JlvIn38UI+xX94FC8ivolt4p1n8S2eRLQT80Rev+GLPIdP9+GigA/34B7cc3NyPu4J+DgP9wSegIf7z8P5t//+82+v/ZuDe/3awf12cC7u928X9wNcnJv7AT/AzX0BN+fovsAXcHR/wNF93R/4A1/3Cb7uBXyCT/ACfsELePgLfsHDb/Dw/xt8g/9/8P/zH/yDnx/h59uP8BHePoW3j5/CU3j8Fh5/fgtv4fNf+Pz3L/yFv1/h79ev8BW+/oSvT3/CT3j6Ep6+fAkv4eXHjw/hJTi5J/AGPr4/hPe3ewgP4e3ewdt9gHfwDj7AM/gAD+AZPIMH8AoegKd7Ba/A0z0CT+fnHsEj8HNvwM95uTfwBryck/NZnsxleTI35rJclhvzV27Mi/krf+XF3JUX82Puyl35MYflxxyZw3JYjsxjOTJX5rE8litzWq7Mmzktp+XN3JY382duy235M8flzzya43JcHs11eTSn5rpcl1PzXU7Nrfku3+XW3Jdb82vuy335NQfm1zybA/Nsrs2BOTDX5sJcm3NzYS7Mufkw5+befJgPc29OzL15NyfmxLyb73k33+Z7vufbPJhvc2wezIM5Nv/l2Lya//JfXs17eTWf5r28l09zXj7NpTkv5+XSPJdLc2iey3M5NL/l0NyZ3/Jb7sxruTNn5rW8ljPzWc7Ml/ksn+XLPJkDckG+yQU5Id/UyTn5H9fkf7yPa3JN3sf3uCbf45h8j+txTI7J9bgl1+N83JJbcj5+yfm4H7/kl9yPZ3I/DsgzeSYH5JuckBvyTm7IEXkn7+SI/JMjckX+yT+5Ig/linyRh/JQvshJ+SJv5KSclDfyUt7IIXkpL+WQ/JRDckl+yk+5JFflkpySq3JVTslXOSWv5Kt8lVfyVl7JJ3krb+WTnJVP8kjOyll5JE/lkfyRp/JU/shR+SN35KgclTtyU+7IGbkpN+WMfJQz8kQ+ykd5IhflifyQi3JRfshB+SEv5KAclBdyT17IB7kn9+SDnJMP8kDOyTl5IP/jeq7F43gc1+JbXIvr+RXX8zd+xa/4G6/ib7yNV/Eq3saneBtf41N8iq/xKL7Gz3gUj+Jn/Imf8TL+xJ94GW/iZXyMN/EmPsaX+BgX40t8iYtxJS7GybgSV+JknImTcTPOxJm4GXfiZhyNO3EnjsahOBpP41A8jatxKA7F1bgUV+NsXIpLcTZOxdm4G6fiVNyNW3E3nudW3IrnORbPcziOxbE4HM/icFyOZ/EsLse5uByv41yci9dxL17H77gX9+J3HIzf8TwOxsF4Hg/jeRyPh/Ewjse/OB6341/8i9vxLm7H6XgX7+J0fIvT8Tm+xbf4HI/jRfyFH/EXHsOP+BGP4Uk8hsPwJJ7EYTgSh+EuHIkjcRduxF24CjfiRlyFE3EVjsKJOBFH4UIchZtwIS7ETTgQN+EjHIgD8RHuw0d4CPfhPjyE7/AQ/sF3+A7/4Dn8g3PwHJ7DOTgO5+B4jsNxOJ7XcDy/8xpew+98ht85Bp/hMxyDy3AMnsFluAzP4DQ8g2twGk7DNbgN1+Ab3Ibb8A1+wzd4B7/hN7yDe3APDsJ1OAgX4Tpch4twHi7CSTgP5+EkvIeT8BLew3t4Cf/hJfyE//AffsKD+AlP4UE8iKfwIe7BdfgNT+ErfIivcBY+xIc4Cy/iLLyFF/Ei3sJfQHO+ITnfniE5SM4zFOfZMRQHxTmG4Ry7huFgONdwnGv/4Dg4zj9Yzj8nAMvBck4AnnMCfgCeg+f8AEznBxwBTAfTOQIH4AhcgQNwAK7ABbgCZ+AMHDoDf+DQoT/w9wcOwd/fIbh0CB7BpUfwCS5d+gSfPsEr+PTpFdx6Bb/g1q1f8OsX3IJfv27Bq1twCl69OgWnTsElOHXqEjy6BHfg0aM7cHcH3sAbuJ038AVu53a+wAP4Ak/gCbzOE7gBNwDRuQEvANFBdF4AmvMCPgCag+Z8gG84DBaD3GAxaAxyg9ygMegNGoPIoDfoDSKD4CAyeAyCg+DgMfgNHoPE4Df4DRKD3SAxuAe7wW5wD2qDv2AwuA0Gg8PgNrgNDoPcYDa4C16Du2AueA1eg7kgNZgL3oLUIDV4C06Dt2AtOA1Og7VgNFgLzoLRYDQ4Cz6Ds2As+Aw+g7FgMxgLvoLNYDP4Ci6Dr6AruAwug65gMugKwoLJYDIICyqDsKAsqAwqg7IgMygL0oLMIDNICzqDtKAt6Aw6g7YgNGgL4oLQIDSIC0qDuKAuKA1Kg7pgNagL8oLVYDXIC1qDvKAvaA1ag74gNugL/oLYIDb4C26De1AY1AaFQWBQG9QGgcFsEBjsBbPBbLAX3AUbwVJwESwFR8FFcBEcBRPBUTAUTAQTwVDwEAwFP8FD8BD8BAvBT7ATLAQLwU6QEOwENUFCkBDUBANBTfASDAQDwUvwD7wELcE/8A+0BPtAS5AS7AP7QEqQD6QEK0E+kA+sBP3AShAT9AP9QEwQEMQEM0FAEBDMBAXBTHATFAQ3QU5QEBQEOcFBkBP0BAfBQdATNAQ9QVDQEDQEQUFEEBQUBRFBRFAUVARFQVJQEVQESUFGkBQ8BRlBRvAUdARPQVXQEXQEVUFIUBVcBSFBSHAVlARXwVZQEpQEW8FJsBVkBSfBSZAVjARZwVQwEowEU8FHMBVEBR/BRxAVbARRQVOwEWwETcFSEA7Ug3KgHKgH6UA9aAfSgXSgHXgHroFpYBuYBurBNrAN1INvIBvoBqaBbmAeTAPTwDyoB+NAPFAP6kE80A5MA9FANpANRAPPQDjwDdSDa2AbqAbGgXMgHjgH1oF4IB5YB+aBdaAemAfmgXrgHqgFYoFeIBbIBXqBXiAXSAZygWAgGUgGgoFh4BWYBW6BWWAXuAVugV3gF9gFloFf4BdYBoqBZaAZKAaKgWbgGGgGkoFj4BhIBoaBKeASqAKqgEsgExgDyoBQoAxIA0KBUCANOAXSgDXgFDgF1oA34A6YA0qBOaANKAVKgTZgFGgDzoBRYBQ4A8KAKaAJuAQugSZgEmgCkoBJYBJIAoqAVmAVqANWgVOgDqgDToE4IBToBMaAMaAT6AI6gU2gC+gCNoErYBOoBK6AK6ASiAIqgUggCogCIoEnIBI4Ap6AJ+AIWAImgSLgESgCgoBH4BEIAhKBIOAHSAQSgR+gEPgBcoBCoBDIAWqAQqAGGARqgBlgEBgEZoA/YAaIB3/AHxAPAoF4cAMEAoHADXAI3AA9wCFwCPQAi0APMAQsAovAENAIDAFHQCPQCBwBkUAdsAe0AntAH9AKtAJ9QB7QCuQBqUAecAekAqnAHVAKhAGfwCjwBsQBp8APsAPkAGHAF/AJfAFbwCfwCWwBmcAWkAVkAplAFlAF3PAOaqjhHczwDmKAGWaIAV6IAVaAF15YAVJYAVKAFFJIAUpIAUaAEkoYAT6MAAHAhw8BQAgrnHACnDDCCXACjNDtxNmBgwfswNl9gwfgAbtvsIDdNztvsAAsYOfNjpvdOJjArpxdOZgAMoAYXoAbbngB3sECdtwgATtudtogAUjAThv87LTZbYMf/Oy2wQF22+ywwQFwgB02u2xwAnQoATq0gxKgBGgHH8ABdtmgAbtsdt2gAWjArhtEYNfNLhxEABHYhYMK7MLZkYMKoAI7cnCBHTm7c3ABXGB3DjawO2eHDjaADezQQQh26CAACAFCgABgBDgBWoAVVmgBWmgBXoAWWngBYnggNBtlRrdNGzPG5DFjzBUrJt5cMVVMvIk3VUwTtAC19AA9QC01QC2towaoAVpHB9C6KY4OoAOmuBlujqMAKAEKgFpKgBKglhaYTGaSCWYmmTwmmAlm8phbqAAaqaWRzkkllTQAtdTSALRu3phCJo4pZBoxMpXMFhPH3DF3TByTy8QxlUwuk8tUMr9MJdPJ/DK/TCcTyiwyg0weM8gEMnlMHhPItDHdzLz5ZOZNPb2JZurNOHEmnflmtplQZptZZkKZUGaZ+WUSmUhml4lkNpldZpfZZIaZTSaVGWaGmVQmmkllYsEytUwts8pEM6tMKVLmk5llXpln5pU5ZcpcMvfUM8HU8945Z4aJNy1MCxNvPph408B8MB9MA/PA3FPDHDAHTA2zwNQwIcwCs8CEMBFMOvFUMPHMeX4TTgDTp08AM8EEIL15k+KmzwQzzjgTzCnFyXIzgSwnx42T3+S1WSe1SW2zbiqYdVPKSSeO2WJqmC3m3d2sME1MEtPBJDE/fJgc5oQZYTqYESYDBtPODRPEpDBBzBEjZoM5YpYoMRPMElPD1DD37DBFTAdTxEQxHUwHE8WcMFHMF3PCnDBfTAzzxZwxMUwMc8bsMetcMBvMBVOChElhGph4k8AkMPGmgok3HUwHctV0MAPMADLd3DJ5zB+Tx8SbP+aPiTddzCNzyPQyh8wc08v0MnNMHTPHpDF1TB2TxrwwaUwY88K8MGHME/PEDDEpzBDTw6QwKUwPc8NUNU/NvXlqZso0Cc1BU9MUNjVNVKjmKblNbpOnZgJ5SqqaCWYCqWo2kKqmgNlgNpgCZpWRZCK5SiaSpkxNBdKUxIZNkpsKJDkZbiqYCmQ42U06k8zkKclMHjsmf8lkcpk0JZfJZ88kNclKvpKl5CtJS5aSpSQtiUrSkrlyyV5z0YQ0z0xIc9KkGWhOmpVmoBloVpqbZqkJarKaoKanyWqymp6moelpWpqGpqFpaQqalqakKWgKmpKmI5lOSpOrpDRJjJgcJvdkMalKFpPTpkl0E9Pcm5Qmpbk30cy9+efPtDMbzTMz0ow0z0xh88wEBGgOmozmoYlmHpqKFM1Hs88UNPfMPVPQRDMFTUeOJqPZaCaaZ2aiiQjRXCR7SWMSlUQljclg0phsJoPJYLKZjDbvzDnzzJwz5ciZcKadqWaimWrmmDEzzBQzycwzk8xMk2bWmXQmnolm4pl6JpqJZuqZeyaUeWa+mW/mmQlHSpKTpCo5SVaqJDNJTdKSXCUtSUqUZCQ5TG6Sq+QquUlqkrFkK0lKtpKyJClJSsqSl6QsWUtekpdkLVlI1pK6ZCFZSOqSvqQtaUjukrukIXlKGpKLFklIko8sJAfJQbKQNCULSV++ZDKZSXKSqiQn6cmT3JOe5Ce5J/fkJ4lLfpKhJC6JS4aSoyQh2Uiako3kI2lKmpKPpCMJSTKSpyQjKUiekqekIKmHZnonOHoppZQ6rRTPcBTTb4ab4ehHB0g4so2UI9vIN1KOlCPfyDryjTwl68g68pTUM4HNXdPY3DV1TWPT2NQ1h01dc9YcNofNWfPVdDVNTWHT1BQlanKanWaouTdDTVKkJqwZbTqbe9PZZMZsqprMprKpaqqayqatqWwim7amrYlsHpve5rkpbJ6b5KawKWySm67mswltpprQZrWZaqaa1eY16lPYBDfBTWET2xQ2U01sE9tMNa/NWDPXJDZzTV6T2CQ2ec1ik9cMNovNYjPY7CXxyD5yjuwjAQGSbyQgiQiRVCT9yDtyjrwj7diReGQemSfpSDoyT8aRedKNjCPjSDdST6aRefKMPCPz5ByZJ//8kX7kGqlGvpFqJBr5Rr6RaKSZmW1am3vT2qRGbUab2ya3uTe5TXPm6EtC0pTMI/NIUzJPmpKJZJ7Mk4nkoXlrlpu0Jq1Zbu7NcvPb3Jt789vcNrtNYRPdRDeFUZdvpBk5R86RZuSZGW7u0Urr3KMvT8k3UpV8IxVJVVKVVCQlTQyzx/Qxe0wi08f0MYnMLjRPcHRPcHMc3XTPcZTA/DbLzXQz3SxH4QQzzUwmk8k0M59MM3PNfDKfzDXTzTwzl0wxc8k8MsVMMfPI9DKhzCjzzIwyrcwz88y0MrNMOevmz591004Ck8IkMolMCpPKpDBpTiqTyqQ5CU2am3USmoQ26+Q1aU2ek9FkNHlOBpuB5qZZaG6an2ahWWh+mqvmpzlqrpqr5qjZSmabAKQ1aW0CkOdmpClsXpqXprDJaeaZgSafyWcGmn4kMMlLppK85CyZSqaSs2SseWeemXlmnnlmBpKlJCbJSrKSmCQsiUkakrAkLGlI2pK45CjpSo6SoqQr6UqKkrekKAlK3pK3JCjZSW6Sw2Qn2UkOk7dmrElstpqtJrG5Si6ShmQgGUgakntmsdlrSpu9Jq4pbUqbuCa5iWvKmuQmuSlrupqs5rBZapaaw+armWwum7Xmstls1pq1ZrOZaiabv+axeWz+mramsTltApvA5rTpa06b5aav6WuWm7emtylsapvaprDZTbqReZKNZCPzZJpZZPKYSaaJ6WDizRrzxsRBMdX0o5YCoAKo3SQ3z802k80sM79JYCqYdgaYDmaG6WLiTQ6zw3QwK0wIU8M8MSnMC5PQ/DP3JqbZae7JbNLbBCC/yW0zgUQ3BUhVkpsENxXIblLbVCBjSVIylawmnclTkprEJk1JYDKVFCZ/yV3y1Hw0KU00s84ENM9IR3KQNDVhTVpzbzabz2YqeUj+kXkz2aw1f829GW5mk29kG7lmlpgppoaZYrKYGqaGyWLimCymjIlj4pgyZo3oKZKKuCKpiApVbBV1SRtpRVrSRlnSRlxRVpQVccVWcVQ8FU3FU3FVNBVNxVXRV1wVY0Vf0VeMFW1FaJFazBWpySprdBVdRVUxV1QVS5WKn+J/utjg00UBAmKMIyKJGCKGiCQihUgicuDw5yKHmCFm+GIxQ4zwxb5YjBAfRGBRWOQUhcVixeKy+CsGi51isEiMWMwVicVkyaKyyCwai52isbi3F3/FRtFRxBMdRVy4IqeIKw4bFoHFCVHDE4sa4t3dm4t3sUPsECvEDrFEifghOoqVIq5YKWLCFD1FOdFOpBPtRF68YqfISwqQAiKzKE3axWVxmbSLnKRd7BU5RU6xV6wTe8U5cyKcSClqipeipggKVBz16KLHANEjg8ggSoifYqaYK2aKkyZFSBFDxIsNIl6kQCFmKSDykjjyioliokgoDoq9IqFIKPaSOPaSdnaygrSTWssdUssTJySL6HFGBnFGGhlEBpFGHA1EHStEHa19ZdFGu2gXAcQca2wQa5SxQWwQZXxJRoKRWyQY+UVukVvkF8lDfpFdusgsUowcI7nIMbKM5CK5yDKyiiwjyZCRW+KOByKFeCAuWBALxGexWcQVm0VkEVfEFZHFY1FCZBAvxAuRQawQGUQCsUKsEAlEBVFbrCZtrBafSSttfBZxxXFRnMxRXOTGTQqI3OI1KUAKiNfiNFlEJpFSZBK5REqRUuQSeUUukU/kFXlFPpFUorWYTdrFbLGbtJN2sVsEJ+0iOKkjuEgukovnJBUZRWaRUaQSmUVmkUrkEYlEMpFaJBMJBYqc8qu+1Av7Uk+K1Hd6Xp/rzX2unzXrIf2sd+XqW72oP/V7f+pZsXpYkVrEJmvEFr3JKmv0Fr/JIHKI3CGHSCRIpBapRXqRO6QXGSaMFCNZyBlyh5whceCQQaQYyUXukFxkFblD7pBVZAVZRXboIC1IKaGsIWFMF9PJHNPFcrFcHCebSCPSijQiiRCRPuSUL2nIlwECSA4yQEQnOUgOEZ38IroYTn7yi+HiNtlCopA8JAqZs6QgsxQgQOJ39sg+0SP7ZZ/oE/2y1/TL/tlrek3/7If9s69W7bdJEdKEzNKEfPFC1pAvZAxZQ9aQMaSO5/bY3thj+2hv7I19tE/10Z7Zp/pUz+yPyQLygMTygFSgQFKQCuSCBbKBdCAZyAqSgUyQQGKZQBowIAlIAnKAxBLLAbKADCE3yCw3yDuZZZZ3MoMEIfGklngSAwapQQKRNyQPeUPCkDwkDwlDtnhZb+uVva3Hhet/fbD39efe1+vS9cle19+69bTe24/7ZD8u1sW6CCOAJ/fKntx36/bZvtbv+nO/63v9uT/3vT5YrPDK3twr+19v7s39rwcWE0QHTyw6iBCe2BOLEOIEuUKqkFWkCjlihOzwx77ZI/pmD+0RPaKH9sIe2k+b9tc+21t7ZW/t917ZK/u9lyUhyAmSgpwgL0gKkoK8ID38qhf2sT7WC/tkL+y1fbJP9tre25/7ZJHCJ4s3UogU4o37A72fN/R+Pk+ez/s8f+fO04leIpaYF7FEIkQinUgknjkT0UQt8UlME5/EIUNiXhwSq1SJXb7TZ3phn+n7vLAX9n1+T4QSm0QjsUk8ciRSkFUkBUlCVpFVJAmZ4hP9oN/7QW/HzvN5Ox8lyi/5Pw/oDT2gFyToA72jX/R9ftE3avSV/tErej6v6Bkxekn/6Pk8paf0fJ7Q8/kxY17Nb/pCf+kvfaHv84Xei5e/8qh+1EP6UQ8K1BN6UM+J01uKN+KOKCTuiD9+RCS/6T19off0oUJ9pA/1pky9qggk8ohGIo9oIxqJRqKNyCHaiDNmRBdyShrSpUsaUksasoTUUssSEkTcEq1EvWglQoESjcQeMUgcEoPEInFIHBKLRCZRSnQSiUQnMUkkEonEJNFHXBKjRCExSrxyJerFK5ELlygmrolmYp1oJlKJdWKdSCUKiVTiiygkCokvIoqoF41ENdFIzJIllokD4veG4hcTxARP7Nl8mi/0aV6MmPfyeF7P672eN2ToIb2hJ/aQHtITe3P/6mt9pK/15z7SR/pzX+yrfJc38l2+UKHP+0IfKdIb+khf7A29oS8WBzySh/JLHspL+SW/5KU8n5fyVp7P83kr/+XVfJsn9G1+zZon83I+zud9nHfzeZ/3bv7Mw/k5r/dzvs7rvd7XeTwxSzQSa0QjkUSsEWtEEnHEd/kyX+jLPJov9IUezbOJOWKP2CH2iEOGxBJxSKQRS8QSkUYEEWHEG5FDvBGFCIkZopCIImaIGSKKKCKeiUSikkgk3kUlUUm8iyeii6gicogqIovIIXKILCKMGCOuiB3iipgiRWwRLcQMcUPcEDNEEfEuEokdIpGII3aIHSKOGCNqiB7iXfQQTcS7eBdNxBMRUQwU8cRA0VDEE/FEQ7HRO/kjz+SPPJFn8kyeyAN5It/jgTyQ7/E64qPIKFqKjCIePNHPT/kiz+W5fJEn9EVe7wk9odd7SC/kk7yRT/JNmnyV+CbeiXvinngnXop3YqQY2m62m+1iu9jutWvtVrvVLrVL7U670660K+1Gu9EutAvtPrvPrrPr7Da7zS6zy+wuu8uusqvsJrvJLrKL7B67x66xa+wWu8UusUvsDrvD7t7du8KusBvsBrvALrD76/66vq6v2+v2urwur7vr7rq6rq6b6+a6uC6ue+veuraurVvr1rq0Lq076866sq6sG+vGurAurPvqtrqsLqu76q66qq6qm+qmuqguqnvqnrqmrqlb6pa6pC6pO+qOuqKuqBvqhrqgLqj76X66nq6n2+l2upwup7vpbrqarqab6WK6l+6la+laupVupUvpUrqT7qQr6Uq6kW6kC+k6uo1uo8voMrqL7qKr6Cq6iW6ii+giuofuoWvoGrqFbqFL6BK6g+6gK+gKuoFuoAvoArp/7p/r5/q5fW6fy+fyuXvunqvn5rl4Lp575965dq6dW+fWuXQunTvnzrlyrpwb58a5cG7efXPfXDfXzW1z21w2l81dc9dcNVfNTXPTXDQXzT1zz1wz18wtc8tcMpfMHXPHXDFXzA1zw1wwF8z9cr9cL9fL7XK53C13y9VytdwsN8vFcrHcK/fKtXKt3Cq3yqVyqdwpN8qFcqHcJ/fJdXKd3Ca3yWVymdwld8lVcpXcJDfJRXKR3CP3yDVyjdwit8glconcIXfIFXKF3CA3yAVygdwf98f1cX3cHpfH3XF3XB1Xx81xc1wcF8e9cW9cG9fGrXFrXBqXxp1xY1wYF8Z9cV9cF9fFbXFbXBaXxV1xV1wVV8VNcVNcFBfFPXFPXBPXxC1xS1wSl8QdcUdcEVfEDXFDXBAXxP1wP1wPt8PlcDncDXfD1XA1XLyLdzPcDPfu3l0MF8O9cC9cC5fCnXAnXAlXwo1wI1wIF8J9cB9cB9fBbXAbXAaXwV1wF1wFV8FNcBNcBBfBPXAPXAPXwC1wC1wCl8AdcAfc7353X33zzRdffO21t9566aV33nnllTdev3bX7gq4Ai6AC8Cms+ksOovOnrPnrDlrzpaz5Sw5S86Os+OsOCvOhrPhLDgLzn6z36w36812s90sN7vNarPabDabzWKz2Ow1e81as9ZsNVvNUrPU7DQ7zUqz0Owz+8w6s85sM9vMMrPM7DK7zCqzymwym8wis8jsMXvMGrPGbDFbzBKzxOwwO8zu2T0rzAqzwWwwC8wCs7/sL+vL9rK8LC+7y+6yuqwum8vmsrgsLnvL3rK2rC1by9aytOwsK8vKsrFsLAvLwrKv7CvryrqyrWwry8qysqvsKqvKqrKpbCqLyqKyp+wpa8qasqVsKUvKkrKj7CgryoqyoWwoC8qCsp/sJ+vJerKdbCfLyXKym+wmq8lqsplsJovJYrKX7CVryVqylWwlS8lSspPsJCvJSrKRbCQLyUKyj+wj68g6so1sI8vIMrKL7CKryCqyiWwii8gisofsIWvIGrKFbCFLyBKyg+wgK8gKsoFsIAvIArJ/7B/rx/qxfWwfy8fysXvsHqvH6rF5bB6Lx+Kxd+wda8fasXVsHUvH0rFz7Bwrx8qxcWwcC8fCsXpWz+bZPPvGvrFurBvbxraxbCwbu8ausWqsGpvGprFoLBp7xp6xZqwZW8aWsWQsGTvGjrFirBgbxoaxYCwY+8V+sV6sF9vFdrFcLBe7xW6xWqwWm8VmsVgsFnvFXrFWrBVbxVaxVCwVO8VOsVKsFBvFRrFQLBT7xD6xTqwT28Q2sUwsE7vELrFKrBKbxCaxSCwSe8QesUasEVvEFrFELBE7xA6xQqwQG8QGsUAsEPvD/rA+rA/bw/awPCwPu8PusDqsDpvD5rA4LA57w96wNmwLu8KqsCtsihTWhJ1haVgVloZ9YVVYFfaFbWFFWBN2hB1hTVgS9oRFYUVYFFaFFWFFWBXWhHVhZ1gWloWdYVXYE1aELWFF2BC2hC1hQ1gQ9oWlYWtYEDaE/WBjWBkWhpVhZ1gYFoadYV1YCVaBnWAnWAX2ziqwG+ydvbMbbAe7wDaweLaBfWDxLJ59YC/YBzaCvWAv2Ai2grVgIVgMFoJ1YDFYDNaB1WA12AyWg+VgM1gPdoHFw7MbrAPLwGqwEiwFq8BSsBmsApvBarAKrAKrwTKwB+wAi8AisANsAouttW+tpdRGW+212F6bs91W2wP2s589YAnYA9aAJWAJWAO2gJ22WmmrxRbbt2+jjRbabQdYbAfYAxZbbA9YXcvVc1VcPWcD2ACVXB1XxdVwNVwVV71VcZVb9Va9VW51W8VWs9VuNVvVVrvVblVb/WbtajoroKar6Cw6G6Ciq+ZsABugmqvkKriqrYqr4qq2yq2Oq+WquAqufqvabIB6rp6zACqz2qwmq8lqs3qsNqt79Vg9VveqsLqsKqvDqrKKrA6rwyqySqwiq8YqsUqsGqvFKrUKrU6r0yq0Kq1eq9WqtWqtVqvUarUarVKr1Gq0+qwuq8OG1b3KrDqrzaqzCq02q9AqtdqsNqvU6rNaq9KquyqtCqvuqrsqrNqr8qq+6qvqqwKrr+qrCqwGq7pqsIqr4qrBqqwarLaqsqqs2qquqrZqrjqr5qq86qw6q/Kqr+qvCqsGq8EqrNqq6qq3arD6q/aqsCqr6qrGqq7qqxqrvqrBaqwaqwart+qoGqqCqqGqpwqqgqqeKqfKqWqqn6qmT9WSplqpVqqaKqWKqqaqpCqpmqqeqphqpnqpZqqb6qV6qW6qluqnCqpyqptqp2qpoqqqaqpaqo6qpuqoCqqaqqYqqHqqgqqi6ql6qoqqpCqY2qVOqV2qlzqlTqleKpXqpX6pVCqV+qVaqV/qmGqlWqljqpkKqT6qg+qj2qgOqoNqoxqoNqqLaqAaqC6qfeqiqqj2qX2qooqnKqqIKp6KpyKqhiqceqjaqYdqomqn2qmJqp6aqDKqeqqeyqj+qYyqo/qn/qmOqqDqqEaqgqqgGqkSqpGqpEqoEqqSaqEqqU6qhWqhOqlCqnzqncqm3qlyKpvKpsqpcaqVaqZiqWZqmoqlYqlpqpaaprapWqqW2qZyqW1qXuVSudS8Sqbm1TmVTCVT51Q1FU81VOtUQ9VPrVPrVD9Vr/qpfKpe1at8Kpv6pp6pcWqceqayqWfqmxqmvqlrapgapq6pW+qaiqZuqVsqmpqloqllapaapZapV2qZKqZeqVeqmFqliqlgapVapYKpU+qgWqhCqnMqnaqm0ql5qpqqpuapbmqeuqe6qW7qngqn7qmAKpwKpwKqh6qU6qQ+qU+qk9qkOqlMapPapDKpSyqTqqQuqUuqkpqkKqlIapKapCKpRyqSaqQeqUeqkVqkOqlSKpQKpUqpUeqRWqQSqURqkTqk0qg1qo1ao96oNqqNeqPiqDfqjoqj4qg7ao4qpAapQGqQ+qMCqUDqj+qj/qg9qo/qo/aoPGqOuqPqqDuqj6qj6qg+Ko9ao9KoM+qMSqPKqDFqi+qiuqgtKovaoq6oLCqLuqKqqCtqiqqiqqgpKoqaop6oKCqKeqKaqCdqiWqimqgl6ojaosaoL+qLGqPCqCbqiEqikqgjqogaon6oHeqHuqF2qB3qhopXN1QMFa/iVQzVQp1Q76qEKqHeVQr1ruJVCpVCxasWqocKomqoICqHqqFqqBzqhcqhZqgX6oWaoVaoGepdrVAr1Ls6oT6oDmqD2qA6qAuqg8qgLqgLKoOaoDKoCmqCmqAqqAeqgoqgHqgHKoJaoCKoBmqBWqAaqARqgUqgDqgDKoH6VQf1QY1QI9QHFUIVUANUWANUu2pXv9pV9xprrLJ+/SorrbLOWmvFNVdbc73VVltvvZXWXHHddVdcNU1H0dFz9BxFR8tRdNQcLUfLUXN0HDVHydFxdBwlR8NRclQcDUfDUXH0GxVHwdFv9BsFR7vRb7Qb9Ua90W6UG0VH09F0tY7moX6oHOqHBqJyqBwaiNqhTygUeoVCoVPoFXqFTqFe6BSKhXqhXigWCoZioVkoGAqGZqFoaBb6haKhaOgXGoZGoU2oFdqEKqFWqBWqhDqhSmgR6oQ6oUUoEdqJhqKsaChairKirGgpSouWoqgoLUqLoqKqaCQKiWKikCgjioliooyoJMqIIqKSqCSKiBqiJagJWoOaoCxoDVqDsqA5KAsag+agOWgMyoPGoDIoD8qDyqBCqAx6gwqhQugN2oO+orqoKqqK6qK0KB7FQFtQDPQCbUFb0At0Bb1AKdAVdAWlQCdQNDQMTUPD0DE0DU1Dx9A3dAxVQ9/QN1QN1aNq6BqqR/XoGkqH0qFrKB66hsKheCgeCofqoXBoHKqH6qFxaB8ah96hfWgfeofyodsoM6qNMqPLqDaqjS6j1ugyeoxao9boMVqNHqPGaDVajRqj06gxOoxOo9PoMLpHo1ArlAq1QrdQKpQK3UKr0C20C61Cq9AuVAvtQslQLVQLJUO5UDL0DOVCudAzVAw9Q9tQMVQMbUPL0DbUDS1Dy1A31Ax1Q+dQM9QMnUPZ0Dm0DmVD2dA6NI/WoXloHs2jeagcKowSo9QoMVqMUqPUaDF6jRajyeg1eo0mo9hoMqqMYqPYqDKajUqihqgjaogKoo6oIyqIHqKCKCB6iB6igGggCojuoYFoILqH2qF/6CDKh/Khg2gfSogqon/oH6qIDqJP6BWKhF6hUigSioRKoUeoFLqEHqFH6BI6hC6hSegQOoQmoUBoJIqJWqKYKChqiVqioOglCoqKopfoJSqKcqKiaCrKiXKiqagn+oP6oEaoD7qDGqFG6A4ahO6gNmgQGoTaoDQoEJqE9qA9aBIqhD6ik+gmOolWopvoJlqJjqKVaCY6io6imSgpmolqoqQoKaqJsqJOKBHKhBKhPygTyoT+oEaoJ5qKfqKpaCv6iX6iragp2orKoqaoKSqLnqI06Auqg76gLqgOqoO6oDioC4qC4qA4KAo6g6KgI+gMOoOOoHg0EV1EKdFF9BGlRCnRR3QTpUQb0UQ0EW1EC9FGVBEtRAtRRZQQzUVtUWTUFq1FkVFktBbtRWvRWLQX7UVjUVcUF3VGb9Fb1BmdRZ3RYHQWnUWDUVg0GNVFYVFYVBd9RS3QOwqD3tEMFAaFQTPQGnQFnUBP0Ak0Aj1BT9AIlASNQB1QEpQEdUBBUAe0AQVBQdAG9ANtQBXQD/QDVUA1UAU0AdVANdAEdANNQBHQDXQDRUA5UAR0AeVAOdAFtANdQBnQDrQDZUA9UAb0AfVAPdAHNAR9QCHQEDQEhUBFUAhUAhVBRVAJNAWVQCvQFDQFrUBV0ArUAlVBVVALFAbFRX1RaNQX/UWhUWj0F5VGf1FhVBqVRoVRarQXdUV3UVd0Fd1Fd9FVVBZFRp/RXDQXfUZ50Wc0GuVFedFoFBiNRqdRYBQYnUb3qCbaibKiNKgOGoTiotCoM4pHW9AZNAMtQWvQVfQUlUWV0WY0G21GmdFsATRmyIgB44WLFixWqEiB4oSJEiRGiAgB4oOHDhw2aMDLcIfhgoUKFCZIiADhgYMGDBYoSIDggIECBAZ8W2d8baVTxndoJyAAgLozW54MuUFXbKALaDU3qU1iA+rqZo66unnmU12dlIHkEnlHrlbsE5fEDeg+1vd58h9K1NU5OY8VqI6v8S2+IoW7H4DSoCEL9qtVnjh6X7pUgSHw7iAsAC+xXrtSnfoUoq7Ork2ZMVGeHLG7i2CX4IBdATs7Ab961Yp1dQJaBairE7BKQKYmdXUCdpyoqxMwoEddXYBXh3JdXYA7AaL8CIAXIAE3ZaUmvelyoa4OQA0AIyrU1QHI266urg6dBgLBUtTV4RVCgrfgWIZEtOrq7oBZultzF6RDXd3dBHIa6uow4MLgqC6Anbo6CwfqYI66Ogi3Yq6rQ4DgwQED2AwUKXCqQIVDdXUE6gSqqxvgjUVd3QBQd3V1A+ygqqv7cn0Dtg+dZ1VdXc7lqq4uU+yjVF3dFVQHINbVWT11ugDU1dWPVG71jfpEZVBfqA9U1vN9+jzlN1+nj1MW8m36NOUaX6YPU37wXfos5e+r9FHC1b5JnySM7Iv0QcKhvkefI0zpa/Qxwmu+RZ8ijOZL9CHCQr5DnyFc4yv0EbquvkGfoPvoC/QBunrfn8/PlfL1+fhcGd+eT8+t8OX58Nz/7nx2bLSvzkfnm/PN+eR8cr44X5wPzgfn0/v0vrzvzefmc/O1+dp8bD4235pvzafmU/Ol+dB8Z74zn5nPzFfmK/OR+ch8Y74xn5gvzAfmA/N9+b58Xj4vX5evy8fl4/Jt+bR8Wb4sH5YPy3flu/JZ+ax8Vb4qH5Vvyiflk/JF+aJ8UD4o35Pvyefkc/I1+Zh8S74ln5JPyZfkS/Ih+ZB8R74jn5HPyFfkK/IR+YZ8Qj4hX5AvyAfkA/L9+H58Pj4fX4+vx8fj4/Ht+HZ8Or4cH44Px3fju/HZ+Gx8Nb4aH42Pxjfjm/HJ+GR8MT4Y34vvxefic/G1+Fp8LD4W34pvxafiU/Gl+FJ8KL4Tn4nPxFfiK/GR+Eh8I74Rn4hPxBfiC/GB+EB8H74Pn4evw8fh4/Bt+DZ8Gj4NH96H92X4Mnx3392H4cPwXfgsfBW+Ch+Fj8I34ZvwSfgkfBG+CB+ED8L34HvwOfgcfA2+Bh+Db8Gn4FPwJfgSfAg+BN+B78Bn4DPwFfgKfAQ+At+Ab8CXv/zVr370o9/85vfF7/PvE/B9AHa6nW6j2+j2uX1um9vmdrldbpPb5Pa4PW6L2+J2uB1ug9vftrftbXfb3Ta3zW1v29u2tq1tZ9vZNraNbV/b17a1bW1X29U2tU1tT9vTtrQtbUfb0Ta0DW0/28+2s+1sN9vNNrPNbC/by7ayrWwn28k2so1sH9vHtrFtbBfbxTaxTWwP28P23t7bwrawHWwH28A2sP1r/9q+tq/da/favDavvWvv2rq2rp1r59q4Nq59a9/atratXWvX2rQ2rT1rz9qytqwda8fasDas/Wq/2q62q91qt9qsNqu9aq/aqraqnWqn2qg2qn1qn9qmtqldapfapDapPWqP2qK2qB1qh9qgNqj9aX/anran3Wl32pw2p71pb9qatqadaWfamDamfWlf2pa2pV1pV9qUNqU9aU/akrakHWlH2pA2pP1oP9qOtqPdaDfajDajvWgv2oq2op1oJ9qINqJ9aB/ahnahTWgT2oP2oC1oC9qBdqANaAPaf/af7Wf72X12n81n89l79p6tZ+vZeXaejWfj2Xf2nW1n29l1dp1NZ9PZc/acLWfL2XF2nA1nw9l6W2/n7bz9ZrvZbXabzWaz2Wv2mq1mq9lpdpqNZqPZZ/aZbWab2WV2mU1mk9lj9pgtZovZYXaYDWaD2V/2l+1le9lddpfNZXPZW/aWrWVr2Vl2lo1lY9lX9pVtZVvZVXaVTWVT2VP2lC1lR9lQNpT9ZD/ZTraT3WQ32Uw2k71kL9lKtpKdZCfZSDaSfWQf2Ua2kV1kF9lENpE9ZA/ZQraQHWQH2UA2kP1j/9g+to/dY/fYPDaPvWPv2Dq2jp1j59g4No59Y9vYNXaNTWPT2DP2jC1jy9gxdowNY8PYL/aL7WK72C12i81is9gr9oqtYqvYKXaKjWKj2Cf2iW1im9gldolNYpPYI/aILWKL2CF2iA1ig9gf9oftYXfYHDaHvWFv2Bq2ho238XaGnWHf7buNYWPYF/aFbWFb2BV2hU1hU9gT9oQtYUvYEXaEDWFD2A/2g+1gO9gNdoPNYDPYC/aCrWAr2Al2go1gI9gHtoFdYBfYBDaBPWAP2N/+dt5533233XbvueWWO+64t+8tYAfYATaADWDX7TqdTqfT6DQ6fU6f0+a0OV1Ok9Pj9DgtTovT4XQ4DU6D09/0N+1Ne9PddDfNTXPT2/Q2rU1r09l0No1NY9PX9DVtTVvT1XQ1TU1T09P0NC1NS9PRdDQNTUPTz/Qz7Uw70810M81MM9PL9DKtTCfTyDQyfUwf08a0MV1MF9PENDE9TA/Te3pPC9PCdDAdTAPTwPQv/Uv70r50L91L89K89C69S+vSunQunUvj0rj0LX1L29K2dC1dS9PStPQsPUvL0rE0LA1Lv9KvtCvtSrfSrTQrzUqv0qu0Kq1Kp9KpNCqNSp/Sp7QpbUqX0qU0KU1Kj9KjtCgtSofSoTQoDUp/0p+0J+1Jd9KdNCfNSW/Sm7QmrUln0pj0JX1JW9KWdCVdSVPSlPQkPUlL0pJ0JB1JQ9KQ9CP9SDvSjnQj3Ugz0oz0Ir1IK9KKdCKdSCPSiPQhfUgb0oZ0IV1IE9KE9CA9SAvSgnQgHUgD0oD0H/1H+9F+dB/dR/PRe7QerUfn0Xk0Ho1H39F3tB1tR9fRdTQdTUfP0XO0HC1Hx9FxNBwNR+tpPZ2n8/Qb/Ua70W50G91Gs9Fs9Bq9RqvRanQanUaj0Wj0GX1Gm9FmdBldRpPRZPQYLUaH0WE0GA1Gf9FftBftRXfRXTQXzUVv0Vu0Fq1FZ9FZNBaNRV/RV7QVbUVX0VU0FU1FT9FTtBQtRUfRUTQUDUU/0U+0E+1EN9FNNBPNRC/RS7QSnUQj0Uj0EX1EG9FGdBFdRBPRRPQQPUQL0UJ0EB1EA9FA9A/9Q/vQPnQP3UPz0Dz0Dr1D69A6dA6dQ+PQOPQNfUPb0DZ0DV1D09A09Aw9Q8vQMnQMDUO/0C+0C+1Ct9AtNAvNQq/QK7QKrUKn0Ck0Co1Cn9AntAltQpfQJTQJTUKP0CO0CC1Ch9AhNAgNQn/QH7QH7UF30B00B81Bb9AbtAatQeNpPJ1BZ9B3+k5j0Bj0BX1BW9AVNAVNQU/QE7QELUFH0BE0BA1BP9APtAPtQDfQDTQDzUAv0Au0Aq1AJ9AJNAKNQB/QB7QBbUAX0AU0AU1AD9AD9Kc/vfXWWWd99dVWW1011VNPraPWrrUADUADyOlyuowuo8vn8rlsLpvL5XK5TC6Ty+PyuCwui8vhcrgMLoPL3/K37C17y90yt7wtb8vasracLWfL2DK2fC1fy9ZytUwtU8vT8rQsLUvL0XK0DC1Dy8+ys9wsN8vMMrO8LC/LyrKynCwny8gysnwsH8vGcrFMLBPLw/KwvJf3srAsLAfLwTKwDCz/yr+yr+wr98q9Mq/MK+/Ku7KurCvnyrkyrowr38q3sq1sK9fKtTKtTCvPyrOyrCwrx8qxMqwMK7/Kr7KrzCqvyqpyqpwqo8qo8ql8KpvKpTKpTCqPyqOyqCwqh8qfsqfcKXPKnPKmvClryppyppwpY8qY8qV8KVvKlnKlXClTypOypCwpR8qRMqQMKT/Kj7Kj7Cg3yo0yo8woL8qLsqKsKCfKiTKijCgfyoeyoWwoF8qFMqFMKA/Kg7KgLCgHyoEyoAwo/8l/sp/sJ/fJfTKfzCfvyXkynnwn28l2cp1cJ9PJdPKcLCfHyXEynAwn62W9nJfd5DaZTV6T12Q1WU1Ok9NkNBlNPpPPZDPZTC6Ty2QymUwek8XkMDlMBpPB5C/5S/aSveQuuUvmkrnkLXlL1pK15Cw5S8aSseQr+Uq2kq3kKrlKppKp5Cl5SpaSpeQoOUqGkqHkJ/lJdpKd5Ca5SWaSmeQleUlWkpXkJDlJRpKPZCPZSC6Si2QimUgekoNkIPlH9pF95B65R+aReeQdeUfWkXXkHDlHxpFx5Bv5RraRaeQZWUaOkWNkGBlGfpFfZBe5RWaRWeQVeUVWkVXkFDlFRpFR5BP5RDaRTeQSuUQmkUnkEXlEFpFF5BA5RAaRQeQP+UP2kD3kDrlD5pA55A15Q9aQNWS8jJcz5Az5Lt9lDBlDvpAvZAvZQq6QKeQJeUKWkCXkCDlChpAd5AaZQV6QF2QFWUFOkBNkBBlBPpAPZAPZQC6QC2QCmUAekHfWOWebba6Z5plnzjF//uzZs122ywKygAwgA8DpcDqMDqPD5/A5bA6bw+VwOUwOk8Pj8DgsDovD4XA4DA6Dw9/wN+wNe8PdcDfMDXPD27A2nA1nw9gwNnwNX8PWMDU8DUvD0XA0DA1Dw8/wM+wMO8PNcDPMDDPDy/AyrAwrw8nwMWwMF8PEMDE8DA/De3gPC8PBMDAMDP/Cv7Av7Av3wr0wL8wL78K7sC6sC+fCuTAujAvfwrewLWwL18K1MC1MC8/Cs7AsLAvHwrEwLAwLv8KvsCvsCrfCrTArzAqvwquwKqwKp8KpMCqMCp/CpnApXAqTwqTwKDwKi8Kg8CfsCXfCnTAnzAlvwpuwJqwJZ8KZMCaMCV/Cl7AlbAlXwpOwJBwJQ8KQ8CP8CDvCjnAjzAgvwouwIqwIJ8KJMCKMCB/Ch7AhbAgXwoUwIUwID8KDsCAsCAfCgTAgDAj/wX+wH+wH98F9MB/MB+/Be7AerAfnwXkwHowH38F3sB1sB9fBdTAdPAfLwXJwHBwHw8FwsB7Ow2/wG+wGu8FtcBvMBqvBafAZbAaXwWQwGTwGj8FisBgcBofBYDAY/AV/wV6wF9wFd8Fc8BasBWvBWXAWjAVjwVfwFWwFW8FVcBVMBVPBU/AULAVLwVFwFAwFQ8FP8BPsBDvBTXATzAQzwUvwEqwEK8FJcBKMBCPBR/ARbAQbwUVwEUwEE8FDcBAMBP/APrAP3AP3wDwwD7wD68A5cA6MA+PAN/ANbAPTwDOwDBwDx8AwMAz8Ar/ALrAL3AK3wCwwC7wCr8AqsAqcAqPAJ/AJbAKbwCVwCUwCk8Aj8AgsAovAIXAIDAKDwB/wB+wBe8AdcAfMAXPAG/AGrAFrwHgYD2fAGfAdvsMYMAZ8AV/AFrAFXAFXwBQwBTwBT8ASsAQcAUfAEDAE/AA/wA6wA9wAN8AMMAO8AC/ACrACnAAnwAgwAnwAH8AGsAFcABfABDABPAAPwB/+8MYba6xxxhlXXDHFE+OIHz927BhiiO2wHRaABeAAOAAGgAHcdDfdRXfR3XP33DV3zd1yt9wld8ndcXfcFXfF3XA33AV3wd1v99v1dr3dbrfb5Xa53W1329V2A4HCqDE8CYgSKAIAggQBDAQDSSQGURUxhimniqY5ABGgZKAAnA9u1reu7X3rW9f2vvWta3vf+ta1vW9969ret751be9b37q2961vXdv71reu7X3rW9fWuKehbX2bvmc7tBt5VH3fXH7ReSE3yoLbExe3eOpbHBGft22lnafSO3icveVZnxV+cmIzVPuPiRfL8yE39rZhx2vfU+HHECAEQhjAEndOBZvB51a0BIxxiIOMpI7RgkQJyRIkmR+88xJD4Pc9VX7SkRG59LH5ZpxfvexH+by6CBiIxSQEMWaZwyiPmlcCB7hcqbINeyPnteXhdxrfZpevLR8/FU19utgQJQHPxl1vbOSRIou0yNfejW1r0xZ8bpdu0Ocfm0UyRlp+VBBAHgjwzo9A3QegZCIMbWZoYeoX5P43R4ir5aOccCVJzFSuqgK5codHgIU2HU4K6JLQFnvKnCBBNLiiqgJFonvQpY93aeopRYCE31AyZC8S0SQ1lZWvOVCWGQqS0pt07yJBERFQ8Ex9BQOwgYDzfF/Fn2C84pMKBUhTwSYu0gkdQZOA1OpY9L7wooiiF5vniVMQhix55mWPztD7RBQXKOls467lp76fKlxLFp9mUu0vHNiJJMWkbdjDzT7HUKAugxbA+woqayCQPxH2HKPRUQrPLKO9NRIJJEXzTyQTLFcQ24b2RuWwLrcauNS4pvBYxCI97KLT/iqSTrrea87lQ3JgRHHbDbcC9Zq7FNHhtO2bA4RLa9RoPblDpwF/ezIEJO6JEl1VNPx5m1D8Os9K6YCDR25OqIadwqkwlMyiNcEQ+I5wFCJsnMcsroucNKivuEYKhgkrII0rd1VyBRND/VwpD0EMrZ63VjUe3EKbciBYB2J9LsFMs2ZOIDsQpm705HmgZIeYIoP5a+bVji0bChDC3wZyE6rkiDeMjUumsYcgZCvSbu6Adb7/De9QsBUE6dGMDrgP6VpHQkVAsg1vYw+7mf19bL2ZsYY5QDSFm85oTgDfgSHvlT162LwCWU/3T8HC61Pm0qU7dhRsqnw82gMoopgtrmcUBrYHrlnU5KDzhlUruc+U0PJdZKDqSM3GG/V8UBtkanWepK+Y4tYQcfGCB9+pQsXBJDDCi8JWUSFEvooOJQ6q/hOqdAuZOgF5jtxTC4Ccxk52/04AAAD9////WgAAAAEAAADBmwAAgE0CACi1L/2ggE0CANTlAgrh8pwoEMAGAAzDMLB/FgwLzgEKKUZgZMA4Nzp2/N9/yEC4rWcuwPu/c845D2ULCgkhCWQrYCsshrWwB7Zsx7Zt2TbDsq2FzbAZ1sJiWDwXz/M8z/NkVNZa63me53meZ7LWxcV6nsqTsSqTScbFJmCtysM5Gl7VqlTWZK2IZ6JhogUUcYJHEs9mM9lMnueZTKRARyfIgO9CoC4CtQLiIR1dMxFJ4SKTL0HdslYmc6mW6REkODy8JbMm1Zink0QXzL8urdaumDH9oiwyQUwgxOzjtaWS0RKF+YSTn16FRphAzLhUSkTemEfmhJ350WC6gNOFySoYHPMuSi9m7Q5nTB5JdqDhKMFs0UeGqRaEBVPOCIgMNfSYzDQ4lVmZLrLMYZ65iXuToYEpQo8XJhOCHDODDEBmlRtkwVQzocesSyBuFZa92IrNQULBlOCCCTOHlGBMAHQS60zYYlJHfszlXWCSJatNi/AcIFqKchN0MhhseQjMyHKKoJ7lDFljS7+9Xcu1PT6qssowCDUQKDd/qUYw4jp0ptegrSYQBhh+bJLU6CvK3IkL7kOzyoc+g9NNF1hquHBjonn2d4SK29m4oK1O49ofT02/PUVNvyhujWuGtxqZXPHVlMKpShMKLh6NWHSxavSTwq+5BBhjkqSWRkNI+Jp3fYYaWcmqrO6gNe+6vDW+igSjaWfIEEhbhsZebYR1UtKatAkZ2kRPs05KgTHna9agQQtGsQrNsqWa3BIbTbW6Amod+ppyYmRcgFDXLCHLRAY/xubSl5+lrL1mBsImSlRymmyR+NRaKxooZa21Jquo6ahAaq211lp9CNLVqkirMurVmkdZq48obT4OqKi11lpZnemhwGT3TxpNAGAo8RGl7QeZBqdinVSKroIx0RC4MilJFmWtyQrLNV4XQQmRUlcRs1RrKgV9koyHdE5FpUjFBcEnlkzWmqy1nscxeVVUXaZa4RABqZg++dVJcorJ80gNRpWRkDwulLLUQROQ7GmTZo/hEQJXan3jR6IixnBRlbXWWmuttdaKxgUXNEhE9dGb6ufVshqynSkrokwq6p4wH5WJHBe11iRZaq3VEneoc2xeaq21VlByZGqCMWGSyWRSR6AzmUwqk8nkeWpvjfLU9CQubrFNqUBKVKCsKFdRMaKkcGeNFREirOj+Fuv6AjDW7YpTlaMiqUr1YtSC4O3Z2EClqUeqLjZokiFGT1LCnKV0MUmRwMKIS9ZH0Ntydgomt0kwyLmBQ5JJNZrAuIJ4TmIjYsaRDackYGmPFOU6fUjxO5dMArNk0iRAQTXO5hmOxbckJxYZWfa0STOmTIZzj6xkGSN/6smyCY0LLncUa51o7PzsWafYhlONlQcT5mh41ag8k4iZHkGiMOXQqForud1oVtmDaHEvxq1qxqhEs6KZi9B8YkIKCD5blSyNgLr0xQfY/LGJg5izTPUF6RiZqtmjwZ3ah3PNasGQjqaJ+mvRElauClbIZMEkRTPNDzDGWntwKQlpmdBU8lBlo8l3l9SYKIdwutJ4qi/HCYAMT3nFb0SjkhklU6tGQBtZEAiCpFyAa0zy706qE8Ze4Llgh5W4XXDmHF7Q8OpcQIWA3BJtDNVZNgnW4iAzs5YvJHhgTkHEt6jLwOKpQE8CEzIsyz6XiJ0GHsgxziAUsHz0ypl5JDAtGYN0DkBxxkV+MHmgInF2hDg9xoQxuQGHJnzCeIaPTgcJQ0zkkQ7nsnnA+KZGIgTLOMwZDrzkuZCD0RejTXBdKLMNCAXGUHyOjJY0Sai11lprrczzPM/zPE+qK/FRXtqfNJqaykFgAC041QyExcqgSYaahRZxamyM+2UhDR+cpTlRh2x5Wq41lmL67b1QRHdXn42NSo8oLUoURGmHhkdooCQlsHWe53mecFRK3QVPTaorEQAMJfVRXlq90WdpTlRTyQNIs9IjSk24vwZNSjs0NCUlsPXBVpxmh43SfIQGqnFRoqBGDGZtEezo1T9pNDmxI/WQLU/v60ptjPu1tDJIixllDhaDZaAKaMEp5KZItdAiTj3+dKoIaiypgbBYYYJ4XZXAnVwdNMkQnEs0MFlrrTVZ4yYsIpQqWWuttdZaaw2ctZYUJFtRk3G11rpYk4edBGBgX5aSySSGPhs7z/M8z/M8z/M8mxAmXxg5DzsJkNPWAzEEM5nIyVOSzq5Eybg7SlZRhqzFw04CkottSpA6+RTaVahOGzjnIF9oKHQScArCNagw1Xn+8eBhMdCMB1dsrAgCyJIQvD0rwXjd6cUN8lKAB+iIoA0/wBCGebhK9PklMkHFGASQpSs2VjBBxXhaCcZLCN7e2eeXmIerxDnIS8GdXtwJGMIQD9CRU9CG3xAgJmqtypqstV4ILJZD2Wi4EzDIWajJWusFwTUjlY0ZXocQNBCptdZaa6211lprrbUmlT92nGzM8MLQAUS1ucDIzSS8OEggIHKCS9axJIHRVVk49SjomyMIgkWj4WLgToWN3LYIgMsIPzk2LRKLREPQjHNRVZMRi4OqLJyMOwgxclosdGUQoYIdNkLQuXEjhQ44hD5IARvyhy1JIjEoHfqcXMb04PJeziqKQ7b4kHUO3kA7sRj6wKxyCt3eqlqh21vzkNMaPxXRFx6NK9mksipXigCQqiFeTQJLeTPKm8NFeFAq4xtes8ahq00nklRURbVKhiYUayZhkYfg+KACwpFiGYxpo/nDQOMSV59aB4sZAweMmi7WmhRhZFPVyKJba/KqyVx1Rouo2qwfyJxpgngyoG6JxKs2qxFTzQ9uKDHq1bczEk0Rqxqz1KVVLonMmK4gNdeU0FXAwWAqLKQ1IbBBnknjVZ2sSdTCzdlEu/Cp5n25q81aB+uw+YGAJALBqysGaTlihquxEjNRH1d91YFgECeVmDTGgcOhWOko9/JMNBrmSVPIyiDlKCVzjX6DcDVSUILBEFkspRQjxc4kYgG3NzUajyCdiEyMoQD4R6rG6SqsINpblEzR5VYdFMFk/vHpWGzkxM+JaA1Z5VKGqmiO4qE6IBjL9uLkmmbMvhRQxihKcjb6KsU3xtTSTlSWU08ZxjxshJxYWi7jfMByKsqdNkYxneySsStu06mIyAsOsCZMJ59qKRZyYMKMsuSTiY+gMnHOo12TJSkLzSSCuArDJhDnHhanhPhiW8q6hAnPH9vpIZibD5EEmSCWM84tUyCAINHG/PDocIsfr3MLhQAD6Gxg3uhyq0aKF+ehgV0yeFViIoBS3YRhc/pws2wwaxizRSRGeV+ohSELzAbD5tKEOTzz1mio4aJjmqAFwa8uOMeosVmDQ4LJXDwE6OgTEw8a5pqfICegqQFVUBSTDe3VCQbZ4hScpKUql0pmBdw1Uxij7IyPSQWFmrYsfJVMrVG1Sy8dTChoEBgTD6mpYgILMffUYuhBRFUNI9RotNQhkWnkVCVcMaI2fpphx8SLtLdzvtQtI3YVIDGHaQMQ1YVliOr3qJlhUxHmss4dixN1NUijjBOMxpgUDq0pAixVLZGqjVl3RQGT8tAR2ONBdcBKQ1UaSTW4tHSBEEYeZZ6aSktHy1NcpuxSzlrAbEIZ0bbsouFUIp4alsooeXwZCOgXxo0iJZoaXJbKKlA+1VLEvIwcQ+Wn4avJP00pzrIzD8zoKVl0e5DmJFPFsPknQ8Nin607zahZ6jtBNcIVczJIXIw8RrD5SPwmn6m0QUqZTjGzIDShCEpoJIxQxngooQnZ5jShAPo4dKOnIZhOTlacakSMQebLkhmMiRYNBbHy1VyCpofRk5chZ2FhDCOYChst6fkhTCDBkpMLTSOYVjHy6tDnJFSwYxeiL027O7MaYaHZweLI7BRgpksjsDHAmj+WcBTkeDutrLHF8ICoqUBXICiCr862HhHS9k41WbixAseMdC5pVao5osWZppueT0pJkiaddR/knDOAJNkRu4thCaDaXZvbTRCKjNdsd393ZQQ8hJXwHSthJkx4Ct/q7rOzdsCoOBSb4lDciU2xKe7Ej7gTZ8rElppDX+hjX2gJEhqtHXSEPnaEptAU2o2FcbE2wMU4WBtoAxysn4Mxr/5+5sW4mFhvE+jlYU2gCfAw/tXMtRrJtXgWz+JdnIpZcSlmxbK4FJdiWQyMZbEuBsbAWBf7agL8qxfwL87VC3oB52o0zsWxGq3ROFYfORa/6mMf+RXb4leMim2xLUbFpriNRzAbj+AkszEbJzkFJ5nJKTgFMxkFi2A39sBuvMYe2AOv8QJeYwu8gBewBX7AVfgKA/IV1sKADMhamAt34S0cyFvYCgdyIFthKvyByXiO55iM7xgAC2AFLIAJsAJWwAT4ABNgA3yAD7ABLsAluPIYVw7BIfiNOzAIJmMQrGQyJmMlk9haTLayVhaTcRmT8YYNPIEDmQoXYSoMhYtwEYbCe5yE89iP87gI+7EfF+EorIAZMAAGwAyYMgNGY8qU0diM0fgCX2AOLIWrMB5XYUBAdsIceIzNeGxjxVpXPIEbcBk3YGffYdzGbIyB2TgBY2AMnIArsBE+wnh8hPkYj/GYj58srt21rnbX/lpX62p/sdn+2mBsxmYbbImxGFbDh3zIatjNDltgXLbA1pevfbW+Vte+2lera3NxAz7j5zNGwM/PCBjJFJhZA2tg5jHmFcZjPLbCllez9YZ+6w2tod/6rTV0W2toDN3WbY2h1TgDd9hi3IHJttgWY7LtxYHYDyOyH9bDiIzIevgN/2FBLIcFMSGWw3KYENNhM+yF17AXLuQ1vIYL+Y8LOQv/8R9n4cGNxWM7a2fx2PLiFIyC6xgFt+A6ruMW3IMTuQ4T4jqMhwkxIcbDdPpAk7WAJusCLaAFdIEe0AV6rAf0gB5rBJ3WExrZEzpDIxvZGboDW2JI/IgfMSROxJDYESfiROyIJ/WDRjaEhtDIrtAHGkAraAUNoMs4FZdiUlyKFTEpJsWK+BMjYkVucpMVeRBfYkaexJOYkRMxEC7CRJgIF+G8RvKuTuNd3KvTOo17dQPuxcK6QTdgYW2gCTAwJsbEGBj7YlesilexKh7Fq3gVj2JG3Iph8Sk+xbAYFLviVUyLV/UzLabVz7h4FtfiVtyKazEsVuMAHIEjcAB2wAF4ATtgB7yAH3AbTsNxOA2X4Tgch8swGy7DYJgNs2EwHMhqWAyTYTIshr+wGAbkL/yFAZkLH+ACjIAL8ABGwAh4ACO5j5fwIA/yEv5jLEzIekzIhqzHemzIYdiQx3AYDsNj+AxjYT0WZD1OwoIsyEnYj/n4CPdxHx/hJUyBIfCRIXAaH/nIaZyA01gCJ+AELIErsBlew2h4DfNhNIyG+TAc5sN/GA7D4T8sh9+wHj7DZ1gPh+EMvKzGarwcgCmbcXOz2RLbVwuLy7hsYa2spbWv9tbe2leba2mtrW21thbXttpWi2tdMSDew4QYCQthOybEgniREfkOB+I75sFD+kEzaGQfaAENgCnxIjbEPzgI27Ein1yIP7EiPsQi2APLaGR7cx/brTm0WZ9195Ft8S0Gw104kD/wBibjN9bAY7zHUbgIP2EpjMdOuAnjba3txWT87Nyg2fqt3ZgCH5k5wxbjXVrbal8xDX7Bd/yCWfAd3zEL5sEsWI55MA+W4x0sx0vewTt4yTJ4yXEsg2VwHItYN/tm4+ybPdw4G2cPN3Ev7abttJvW03baTutpTa2nDbWm1tSGWlQbakktqkW1pJbVktpSy2pZbaldtXM2ce2snU1cPJu4ehbP4lk9y2fxLJ/1s3wW0PpZPwtoBS2gVVxBK2gVt9Aq7uIW2kK7uI1LZPFWyeLtkVWySvbI6u2RRbJ6q7dI1snmrZFtska2yDbZJltkiSyTJbJLdskSWSXraCFto4W0lLbRNlpKK2kpraaVtJJW01paMCtmx6yYLbNjdsyW2TNbZtPsmT2zaXbNplk3u2bXrJuNs4irZtmsmjWzbJbNmlk0a2bDLJpFs2GWzIZZwyWzZNZwC7fQNq6hbVxEa2gNLaJVtIiW0SpaRctoHy2jjbSP9tFG2kkbaSvtpJ20lTbTVtpLm2kz7aXttKNW1KZaUQtqU22qBbWnFtRy2lN7ajntp+W0mPbTflpMq2nHrJcFs2DWy3ZZL0u4XbbLEi6WJdwsi2WxbJa1sohLZ+WsnKWzd5bO1tk7e2fr7J69slp2cLUslx3cweWyW5bLftktu2W/bOGu2lKrakvtqFW1qnbUptokK2Wf7JOVsnwrZaks3/ItlZ2yVDZwp+yUDdy/Ddwr+7d/e2UHF8taWcG1soAruIILuFWWcQntuYQ20J57bqAdtIG2zw7aQdtn/2yfzbN/9s/m2T1bZQG3bwHXb/u2b/02yvotlI2yURbKOtlzDy3jMu6hbe6hXbTNbe6iTbSL1tEm2kTraButlE2ye5tk83Zv9zZvm6ymxbSWds7G2cT9smS2cPdsnr2zUFZvnSyTbbJEVs7CWcSFs20WcRG3zapZuZ1bFati55Zu55bF0i3dstgYy2JfbIyNsS/2xr7YGXtjb+yMpbEtNsWu2BRrYlfsijWxKNbEllgUi2JL7HJ97I79sTtWx/7YH6tjc6yOtbE5Nsfa2BqLY3ssjaWxPfbG1lVu3MatckOsckdsiA2xI/ZtR+yHfdu3/bAc9sO2LYflsG2bYVHscpm73OQyl7nJhdvkili4hVsRC2JFrIcFsSDWw7qth+2wbuu2HXbDdlgNu2E3rIa9sD/Wbn2sj7XbIGu3QzbIBtkhC2SH7N0CWSB7tzz2boUsj+WxQrZuhWyPrdu67bE4dm7l9sSeWLklsXKrXBJLYpVb98FGWAkbYStUWAu7YS/s2l5YtV3btVXbCbu2E5bCTlgIS2EpLIR1sBAWbR2sg0VbBou2C5bBMtgFW7YLNsGWbdkm2LHNsTVWxtZYGCtjZSyMdbEwtsW6WBfbYlds2jZYCSthG+yDbbBpa7Zpe7Zma7Zni2DPVsEiWASrYA2sgiVbA2tgyXbAjm2BPbAFNsAe2AMbYAlsgP0lsAT2F7m/vchFbi9dunR3j7vLe9zj8gpYXl8BK2B9AeyAJVsAC2ADnrzpnpyTN73pnJzROfkmZ/RNnskZndEz+aJncku+6ItuyRXdkldyRVf0Sj7IK/kkH+SDfJIH8kkeyQN5II/kfzySS/I//sclOSCX5JQckANySi7IKfklF+SC/JIT8kuOyQk5IcfkhRyTa/JCXsg1+emavJOffnonb/RODsobvdFB+SEH5aH8kB/yUJ7IQ/koT+SJfJQv8lFeyhf5Ii/ljbyUo/JG3shR+SNH5an8kT/yVA7JU7kqh+SQXJWfcjeOxtt4G0fjahyNk3E1rsbJ+Bkn42D8jJ9xMD7GwfgWH+NjfIuH8S2excN4GM/iXjyLW3Ev7sWteBe34oPexbv4oBP6oF9xQif0K87FrzgW5+JcHIsXOhbX4oVe6Frc0LX4Fzd0Q//iYvyLl3ExLsbLuBkv42vcjJvxNZ7G1/gbT+Np/I2z8Tee6GycjSd6HE/0PB7H43gel+N5fI/LcTm+x+n4Hu/jdJyO93E73sf9uB234378jvtxPn7H7zgfr+N8XI/X8Tqux+e4Hsfjc3yO4/FDx+OIfuiHjuhwHNHdOByH4268jStxJ87EmbgTh+JO/IlDcSj+xKn4E4/iVJyKR/EqHsX5vIpXcT4HdD7vc0AH9D4X9D6f4oIu6FM80Ke4FA/0QJfify7F9fzP/1zP/VzPm7if+3kT3/MmnsT3fM+T+BJP4kZ8iS9xI37EjTieH/EjjudEHM/vnIgT8TsH4ncuxIE4EBfiOlyI93AdrsN7+A3v4Tv8ht/wHV7Dd3id1/AaXuc0vM55OA2n4TzchvNwH27DbbgPx+E+PIjjcBwexHN4ELfzHJ7D7fyH23kR/+E/vIgP8SKOxIf4EEfieY7ElXie57kSZ+LVSzjTmV7CUXgJl3MUjsLlnM7lXIXTOZ2r8Beuwlf4C3/hKzyGr/AWHsNjeAuf4S2chc/wGc7CZTgLT+EyXIancBiewk84DIfhJ9yFn3AT7sJduAmfcxO+9Dmf86WT8KXHOQkn4XEO53EuwuEczkU4CBfhHxyEg/AP3sE/uJt38A7u5hjczTc4BsfgG9yCb3ANbsEtuAav4Bo8g1fwCp7BKXgGZ3MKTsHZXM3ZnIOruZpz8AvOwd/8gl/wN1/zN/fga77mHrzNPfgIb/M2H+EhfIQnPYSH8KQrPenVla706kwf4Egn4AQc6UdHuvvRj+6+7t6+vt79y7uH9a/+1cOaVw/rYM2reXWw1tXBGljral0NrHM1sBbWuTpXC+tdLayJ9a7e1cS6VxNz7l7dy7l9Ofu3r/bl38X8HUAX62IOwKkDcAFOnboAD+ACvIAH8ABewMe8gB/wMR/zA17mB1yBl3mZK/A0V+ALPM3TfIE/8AXOwB/4A2fgEpyBo7kEl+BoPsHRvIFP8AnewCN4Az/zCB7BzxyCn3kCh+AQPIE78ASOwB24A0fgZo7ADbiZm7kBJ3MDPsDJnMwHOIEu1aCaVJNqUB2qQTWnDtWhmlN7ak5tqT21p7bUmtpSO2pNrakdNaZ21IwaU2NqRj2pGbWintSTWlFHakWdqCN1pE7UkDpRL2pIDakXtaRe1I1aUkvqRk2pG/WjptSU+lFf6kddqS/1pa7UmbpSb+pMnak3dafe1KK6U3dqUf2pRbWp/tSf2lSPalO9qkf1qF7Vp3pVy+pTfapldaqW1bQ6VadqWt2qafWtbtWt+la/6luNq1/1q8bVsRpX2+pYHattNay21bUaVsPqWu2qa/WsdtWuelar6lnNqlW1qmbVqJpVl2pUjapLNanG03S6TtdpOp3YdFpOJ3Ziy+k3Lafj9Jt+03H6TMfpNn2mz3SbNtNtek2baTO9psn0mk7TZJpMp2kxnabVtJgW02p6TKtpNj2mxzSbLtNsGk6X6TINp9E0nD5sNI2mD9tNH/acdtNuek4j9py+04iN2HfaTt/pPG2n7XSe3tN52k/v6T3tpwO1nwbUgTpQA2rGBtSDmrEZe1A39qAu1I3d2IX6UBfqxT7Uh3qxEfViE2pEjagJtaEm1IptqA21Yjdbsf90s5v9p8/+03367LP7tKDu03paUAtqPc2n9TSe5tN8Gk/X6Sod2IAN2IGNpQPbSmNpLG2lu7SV1tJduktraS+tpbe0l/bSW9qwtzSXNmzD5tJhmksTdpgO04QNpgk7S4NpMJ2lv3SWHuwv/aUHu7AHW7ALu7AF+0oLNpW+0leaSv81lebrv/5rvu5rvpbSfd3XUhpKS+knDaWh9JNm0k/aSTNpJu2kjbSTTtJG2kgnabxO0kgar/EaSQ9pJH2kh/SQPtJ2faTz2q7tOq/vOq+V9F3ftZIm0kq6SRNpIt2ki3ST1usiXaT1eknrdZRe0ks6Su91lJ7Se73XU9qvp3SV9mu/rtKA/aJnNIyG0TPaRs9oGm2jbTSN5tE0OkfzaB6do310jq5rH+2j6xpI1/WOBtJAekcL6R2to4W0kNbRQVpH4+ggHaRx9I/G0TX6R//oGt2ja7SM7tE9WkbfaBntom/0jXbRMdpFr+gYHaNXNIte0SqaRbNoFY2iVfSJRtEo+kQz+0SXaGYzu0SP6BK97BE9opcdopet7BAdopX9oZUd1x/6Q8e1h47rZHtoD51sEJ3s2iAaRNcW0bVNtIgW0SYark20XMM1XMs1iZbrFE2iSXSKnusU3aLneq5bNF236BdN13T9omFwIQ7EihyI79zhPOyGE/mQE5kQId7DNtgF27ELVqGCx1gFmzDBJZgEn2AyPsErVvAdr2AYMLgGD2JF7sN9WJHjsCLPmcNtOAbPYDuewTdusA3Ow3bs8BzmwHA8xnBMR8d2TMc62I7tWAf/aAptod3aQq+1W7v1WrN1N22zph2gzdqsA3SCDtADOkEn6AGNgGswDhxMo9W6Qrd1hUYiuwMDYR98xz44Rw6eawDtXdbeyC7rskY2A27BMbgHx2A77sE92I6F8Cj2xIzYE2tiRsyINTEi1sSVGBEj4kqsyJVYEiuyIkvikyVxIz755EZsiBtxJDbEhjgSU2JKjIkXMSbmxIt4EXNiUMyJRTEoBsWi+BR/4kO8iTfxISbEh7ixkQHxIjMyIWbkS5d4EyNhO27CTdiO8diOgwRhIwyE77gI3/GUKRwYRxjHF0cExzIK7LjhSHbEcCx1pHNMhEQiBRx7UVV0EgVGN1FONBHpAdmGlIIsQzZAwh0Fj1aOhMcrR8DjGGQOpAwk39HwWHgsc/Rw7HBkcYQ7vh2HHNmOAI4pjmnHs2MJJCGkIOQepB7kH+Qisg7SDnIT8gwSDtIPiQc5B8mILEQSIsMck8chxxVHJse+I4tjlyOY4wmkF+QXpJijjWPdscQxwXEBDXY8cDRAgx3NjgqOfYR1xHTURUPRUxQYJUU/HZuaoqCOftxzhHNEdOxzxHNUc2xzfHMcgzwi+9gLSZEBjrzoSRcpoiOp46cjLUqINlI5x1lHXMdclA1dQxGPvo67kMvjraOrIy8kBiQHJBuSA/IDkg3JhvyAnEN+QIpAziHnkCKQSrqEMqFUKBP6hFKhVOgTmoU+oVFoFpqFRqFbaBTKR7fQLZSPElI+2kcJKSHto11oH/2jXWgX+ke90D8aSL1QLzSQgqGBdJCCoWDoIA1DBykWGoaGoVgA6RcKSKvQL/QLrUILaRU6hRbSQjqFcqFT6B7lQrnQPaqF7lEnVAvVQp1QK9QJVUKtUCtUCfWjYegVakivUEFqSA2pIP1CgdAhVI8OoUeoHtWjR6gUeoQuoVKoFLqEUqEvqAzag8qgNGgP2oPSoEIoDWqDCqFCqA1KhNqgOCgRSoTioEYoDuqDGqFGqA+ahPqgQGgSmoQCoXq0BsWjN+gNikfz6Ax6R2vQGvSO4tE7OoP+oDNoDPqD/qAxKA8ag8KgPCgPCoPqoDAoHdVBdVA62oLqoC1oDtqCuqA5aA7qgtZRF/QFraN19AXtQZVQJNSPIqFFqB/1o0UoFFqE2lEoFAq1o02oHQ1Cm9AmNAjNo0HoDppH8+gOeoOeoGx0js5RNtqBmqAZ6Al6gmagbDQDNUExUBOUBMVAMVAS9AIlQSu9QC/QSivQSpO0Aq1Ak3QCTVI4OoFOoHA0AoWjImgEGoGKoBCoCPqBQqAQ6AeaRj/QN5pG0+gbbUDfqBttQBtQN8qAulEPlAFlQD1QNOqBgqBoFI2CoA4oCBqCOqAOaAj6gIagI+gD+oCOoBLoCBpHJVAJNI5SoHFUSSlQClRJ1aiSLqkaXVImVaNqlEktUCYtQS1QC7QEXaMlqBxdo2tUjmqgchQF1UA1UBR0A0VBU9ANdANNQTnQFJQF5UA5UBa0jbKgK2gbbaMraAe6gqqgHWgHqoLOUQQPjCqgCh7YC3tgFMH/oggo2f/6X5Tse1EyauB7fS9q4HdRA3TA7/pddMDjogMogMf1uCiAt0UBUOTbelsU+bUoktKv9bUofVmU0n5ZL4v2w6JN92E9LLrviu4Xe1fv6ot9qy9G+Vt9K8r/ijL1f/WvqH8s6vQ/1sei/7Po0+PP+ln0+LTokQZ4Wk+LBvhbNAAV8Lf+FhXwuagASuBzUQK0wOf6XLTA66IF6Njrel107HnRMXrgeT0veuB90QM0wft6XzTBB6MJaNkH+2C07IfRMnr2w34YPXti9IwueGJPjC54YXQBNXthL4yaUQWv+IQ+0xP6xc/0mX7xN/3in7/pN/35nf58Q9/pO72hB/WGHtGDelCP6Ec9ok/0o37UJ3pSn+gbPakn9Y3+1Df6R3/qT/2jT/WPPtKn+lQf6Vd9pJf0q37VS3pWL+khPatn9ZBe1UN6R6/qVb2jR/WOntGjelTP6E09o1/0pt7UL/pSL+oPfag/9M0P9aG++Z+++Y3/6T9943v6xmd8T+/pGZ/TM36h5/ScvtBr+kIv6DW9phf0mF7QA3pMj+kBvaUH9H/e0lv6Pz/pJ/2fp/R/PtBTekof6Ct9oB/0lb7SD/pLP+gV/9JfesXP9Ite0Zd6RX/oS32pP/Si3spfeTd/5bO8m3fzWR7OZ/ktD+fh/JY//C3f5Q//8Lt84nd5L5/4ie/l67yX//J1vs5/+Tv/5cP8nb/zYR7Ph3kyj+fxPJnf82TezO/5PW/m+byZP/N8ns+feT9/5su8n/fzZb7Pl/kx3+f7/JjX82NezOt5PS/m87yYN/w8n+cN387T+cKf84XP5ef8nOfyiM/lCR/xEZ/w5Tzha3k5L+e1fJzX8lg+zsd5LP/msbzgv/k3L/htXvADv823+cBf84H/92t+zf89mkfzf5/m/x7w03yaB3w1D/iDr+bV/OCz+cG38myezVt5N2/4YN7Og/nCt/N2vvDp/Is38jHeyCP5GB/jkbyMR/JKXsbLeCVP45X8kqfxNH7J2/gl7+RtvI138jneyT/5HJ/jn3zdP3koX/d1D+V5PJSX8jyex0t5Hy/l+97H+/i+D/J97/dBPsj7vd37fZW3e7uv8ndf5an83d89lRfyVH7KC3khP+WB/JTneyAP5Pn+x/94vu/xfB/le3yPj/I7Psrv/Y7f8Xuv4/de73W8jtd7HK/3TR7H4/gmz+RxPJO/8Uw+yd/4G5/ka3ySz/saX+Pzfsbn/ZGf8TP+yMP4I1/kYTyML/IuvsgPeRfv4od8ix/yRL7Ft3giT/dEHu/pHu+NPN3TvZF/8Q0exKc9iBfxaZ/2It7Bi3i4d/AOHu4hPNwnH8JD+ORL+OQvX8JL+OVX+OWX+Apf4Uu8hS/xJt7CW3gTf+FN/Im/8Bf+xGv4E5/iNbyGT/EbPsWv+A2/4Vd8h1/xLL7Dd3gW3/YsXsW3fdureA6v4ueew3P4uWf7uUfxbM/2KD7DZ3gUv/YoXu7Xfu3lHsPLPYnH8BiexKs9iWe+2qs98yk88+tTeApfX/kUXvkTXvlxP+EnfNxH+Lgf8RE+wo/4Bz/iQ/yDf/AhHu1DvIdHe7T38Azew7s9g2fwbr/g3f7tF/yCf/uzf/sPf/YfHsSf/dmD+AaPwIG9glfgwFzYj7mvR/AI3JcDewPO68d+zHm5L+f1BlzXG/gBrst1/QDH9QNegONyXC/Ab72AB+C3/NYD8FoP4JFe65FPvZbXeuqynr67LJf17rHenz2Wx3r2V89ezF/5Ky/mrbyYD/NW3sqH+Sof5sR8la9yYs7Kif06K2f1665+v92Vu/p2WN//Dsth/fus/z/6LJ/1R6f1xw/gtJzWB3BbH+AJuC239QQ81xP4Ap7Lc30B3/UFnsx3+a4n815P9ge8l/f6A/7rD3wC/+W/PoEH+wRf5sE82Je5sC97Mxfmwt7sFbgpd+Sn/JQ7ckhOyhm5KTfljNyRi3JFTspJuSJn5IpclCNyUf7JETki/+SG/JN7ckNuyAOlxKiEnAJnADBCBBIABAQgAcNHAYBjKAznWZaWmjsUAB8YABIUAwAKhAnAEGkA41WAswukBQDh05SBf7iwPwuD7Zfg9nUvqii3E23yVwjUvfHH7Xl3//DthPMPk/3h29x/absmvzT3L802f4wl+6/t749yzL89w0Nv/mO/Lpz9pX6/N9z02QOx8h3EsvpDwKH5hw/9S+n3X6X2c2Pl/Bqss358Zb2Tn6zt85OHvat8lyW+fIAvsrhf2No/9/Xgm3r0Ef1jLw83kEdbxD+X7zBTd/V5e2PGLj9dV5+oPzfp8Pk59dV5c2YuX5dT35I3Z+Pwhbj0MXhzAw4feqMbcT+227DJNtqxdmOgDZtmo8wx47gz66sG6/DUAm2RLd1lL5pmP9fZ8hG32jcE5ptu6cp7klW/AU8fgz/24OTDcOjuWP6pePdmHH1F/tiSw67L0Tbmjck5zAIdmqbokIN02DgdbaXemKsTyGgdaboOsl6Hbdghp0PgDh5ObY0Yx0XcnY13oXJKrDLM4NiZMmYRZJefPRBmp/WadiN2/DmhVc3vURx4Sfhig6+GzYbDXEzOOVgDbDI2N9H57cfwFpDGO7M7B59VYSp9R6Ir2sfxrNJgVrKZlZnNqj39EdvPQk5oE1a0jSEtkMxpUWVRmzWqbexqEa1z7tYPdWicPjF+LIthm2JqO+I0rMv9YfNcr7WnjGAXDL8IlqyAE4bARTQHhi2C0UbBGbtg2DQYOq2DIRthgFwKI42Fndk8xMhDU7PJuTekioNYtTguA5/E5w5+0BRUdhCKtgk90FmofBmqPg5t7kPJJ6LoK9HOd4jd9vgY8TXne7LJHtqlXmOghzLP4DmfamsR2yvimt25Tu3E1naSwd3C5u5zdidb3qnt7x4neCpZ4SnZ4sl4jkfM9jnvvzY43uc4uv57jP4gMz7uSLN5Pvg3tck7PrX5XmO1BzPWQ5vsNVZ78EzNUNt8r7HgIxvxoe34CmjKB1vzoQ36OjZ9BMicCkzucreyVWNjzygzY9Tpd0A1UZyEz+Z8bn8Fp4jW+rWyGb21/d4nqsZKEX2o2IwNMRNTlR0ANnd/sLmf+sQvvaaz9x5st6aak1E43JPt9SQ3eokzvcZSTz7Wo7bXe072YMM9+bzdk873yBd86CO+5o6P5juHeIb82B0rL44lVsayfbH6prh5TQwfEatth7spvIfA79lvc+cLed4L0eea7nbNdRv7XKRZLuQOFza8RdvbNgxsYXNatCFtPTltq3oh2xzDetnJbl2b+1bIm1bo6wrRBeuFvWpjqQqbpqLdojb2p7DNKZqpaWNhCluVot2TFmhSCluVUhuWNualsIUptJ1pY3YKG59S2582hqiwRSraUWpjnQobq6LZrjbmq7AdK9pBa4FmrbCVK7Wha2PrCpu+QtvANmawsCUstUlsYyEL28miHcw2lrOwOS2ajW1jZgtb2sKmvS2EVrcEYLa3YPNbpnVgnRLEdlxwth/FDhgGAipytPRmWlFwwxAn/GfRTfqPAd9otz/f5yvUanq3dyFnFtLA/E/LG5YZm+uXR/v3el95w28v+cmT/vuwnzzvt0f+ZFP/e+1PHvyL2uH/Exzb0JzmcB1D1qwTAPLxqmlWzjH4psAjn84FD51VozdxPJZmHFak3RgPzTXMHWSItLTAoYGFENoftKUQ2bSCwxsLcwcZIllmcGirIe5uQyQDDg7NOJT5+b4hZWHME4rG1UIFYHhqJu5+xaSTFwwvYGzj/qC3iTE5L5NlLZGuARa122kB2JJOF8AewifPi1dJX6+VWNGm08BkVWXXqbDzycOz++WOzVCuVSbAjFWrba5fc8X57v3IrZu+6vsQWQ8ARbVCHeba08GJ49v8H2k4bvrQFD2kLdObJ+oeqBQJ2DRl3zJB985wDbfSXcUFPKbt8+1p0eXJ2bRWZS9rI+zA/LS/ihWZOQOQ945XBPd5Los3P9fGd4YLW7eerQTvE/esNc6MD5F1IIBCVSuNNGirUMkqutPQd+GhrxUi8N34/ro9lwEmOSsBPeecypsB8DaB3MyJBncwI4ZZQre/k14NuAfXYarRjPqvuyPciRaL2vY24waqBiezibQut5Uu3VyBNdbXD8URAFvDOmE4dOzgw1g7FyadU548E3UpD7JjdvG6fL2EG1srMPvvS+36YecrzSYEBg50xoqE/aOT0NWd3Me4ZeDa+0zCNbKJ8b0tEOq335nw2Z4GzWWqf2Nf+ObY9fmiS7aMumJVKPvf5c+b4bXgztC6YOjZ6hExanfauGyKE5fF3ewc60qG3otsMMwURsTMg42zFzBwcbs82Mxas7gDCA5xPTcxd02iC6yI3X8v9f2SuHuFbn0i8gYFw3sUcc9TRJ6qcGi5Io4Vi0ijFgxNW8TxjYsePfuMuNP0HxRPwQ+uHcCGd7HA9nKTG+GKzbuurW9cjmcbs4yw1S1ap7IdI4xp/ti3c9pxDarfTmPPDgBsAfcWW9q7qMcixVlAck55bIrWmnW7cHy7fwV4X+m5lGcfBpK/P/60efZxI797gn594UddmnmirhdJbD44tPwQziLEpHUIhgYitmAO/zQDN9WDf0qfj3j9vI8XY8CswfFUMKjcQVuGGqrbflafYXzbZKe1jo19qpkW7C5lklmoYsvdZna2faY72zAH3YpTxe/oLATHrTvQSg8/0bBTlj0IzcTn5Of/kqW/fNevNuT/WO7L1/roq/xWgzzYrX1jTU9pRA+ZzMM28mhn8o29PGxEj2Zi31jcwzb4aCf5jWE+bKSPttPvmOrDNvto+/0m5Bw7URTttUdO7uPoXcCeGYZ1wxRwrzyxD2L4jPZ16vRvmoNG0zHnzv0m2UxomMpx9M52YTxIxxRuLeikvvnn9sZ9mCy+c7BhppmTDpn9EGzrKgiKWhpIhap0YxAQ4OxEWznz5ypwDuXN3LX67A6nBQS2m68O27N9ZvDZSFzXKXe1KVlYnEMe8vBPQCuz77mZ+vTsOUMTH6aplrFwH/RWMPt4DTJnSzhqO/yctcoWrOomq49pqmx5qn5n2hyWwsekatPRzq0obBaqp/ubpqDQZah8Imp9K9rYjcrGpOhXpY2FqWx2im6L+likwtapkKkhYB8ieCfcme001zTKRzSS7YxsMgN3ilEHMgCbFLo30TDKjOCwWxj4IkZtFNOxi4FPY9DWMc0DGdhGBn0m87SUkY1l4EFDwB4Z2N0ULVrHQ1Zzv+Jz0FnDDP6hqbc1RIxOS1vTa1xKOjG9Vqakxek9Ol3eoNqTVPIwlb1NLc9T7YWqto5UHM4QFhmc1qfsoICnZLpG9GezBwFT/yNhQy3yTORaU554yEg/sPNDMNgT+MjjY/rsn7Xdh3T6kQkzaTwQT8xAMvEh+Q7uTn2MPIc6uzMRX36wVq1aZFBwpjY7KNxtb1cm9qykaFxy70uKW5P73KS4PrnHKMVJyn1Oc5BYZrhNVdd5Si4YMg0GtuYFjOCeaxbVmhBkN5a9Z7gfk2FcMXzsF0QyW9Av44XXfuHW6TGZchJPPmVsywB5Xsa+jRqe0wZiVg65gKZrp3uOV0uzVTD+sw85eNZT5rOMDk1b+1LSoBQsvBvRDe9emZyGppbdKWmDai1RSXtU1iQVLasUxzAVEGUHf8bOP2XhZ676K2M+04yfst47R/sUW71zok9Z5r14kF/d5JmzfNVlnjnOr+7znCt9Ng713nM94mLPHu0RmiEZoMob1AKZ0rFsqbv7d2Ac2O6abSN2/jmZX6Sw7iSFl2h37MZ87Wi1bo7VRht18zRNtEg/V2gi+/NzdiZam/91ZD7emZtTM1sdnN2bc+LZubk8E4/Pn/sz8QTdHKINNENKecg7v5dNtFJpodihSaH/jne/jmTHepEkeYZqLVGhZYxiJYawyOC0PmUHxeAZtjG9Ohpdm1sr0cS6sawSD6qNHdWtzKesBfXoiNrYUY2m1IY11V43VfZZtXhcbe6rxhPryntIuRkf41XyZvUyVSUtVK1VKuVjBg89Va1BiQcZrEmP56PHiGS0I21sSsaz0mNlcjQ6PaYnpUfPofacqg2KX2colscQM8g3FR6pLwyckznxbEV07YcWZkOXizEOI6HWNijvk6DXKqgwDLq2QcXzIGskhDY7IYsNGWo7GLJmQ2RmDmkApmNztI1UTttUMP7ZDzl41lPmU4MOSi87UgIke+KflLwgLVuTXIOSwrjktTUpjk6s3Qnh9MRan6DNAIWWtXsawozmup4hjmaurQxxIuOaxRTXMNYOJnH7Yk1eimOX996l7ZMX+/CF79sX2/yFuICxRzDFOxh7CkMcxAiaIYQHAwpP4T//T+yYp95WqeUlah3/4IecSptPxx0OWpDOT0au+0xccyAGexrHlNR4zoE9NBnOE2Cd8Qn87Jx38C/TU7RyiDvv////iTHu6pUWHtm2warHPT2XDLphB7hquz0uprFMoKdD3HuwO/U8G8ucP3vTLty0YZs2ZtOZmmGYrmSLlexWJZurZIuVbLQypt0aYsBy27Ns25Zt3nLbuWxrl23zwmQdF4VtN/KxRmajmc8xsuVldm2RLyyzYUW+p5zNKPIBZb6hlM8osyVlnsZUyUnltrDcDi63zeU+vtzsL7chRtMOeTI77AOT+p6Qrw1mMQZBU51oxxLn0eOL9UA8E8Fjd5Pnzn4yBJtn8SCyezRmEKJVpHEYIVpIGiMJ0VqSx+PO2/RVmzZjo63XtaGatkmv79D17Zk+OdMvzfSBuT4t063L9IGZvjF37cxEHZuF29PZFCVbo2SzFNkyJZuomM13Q+CeDhC2AtZEoHANYFn9jkt/3cBPv5/DOOfJr3jz/U4+4clXPPMhb77lyec88lFPPvDN9j6zyU+2/cnmP9kdADPLDgqGPbtmwKbv1rWJmn6Npi3Q9dWZNjavb8y0dblrR6XqtCxcl5x5YJacmexXJ/sIZd+h7gYp+yZlH6cEzZAfH0O9ozh1BTOM3+o7N23SBtnLWJiuqYvVYaim3adpyzRtnKbt02oTNWpWKpStWjBdyZYsszFLtmrJhi3ZhYtmbYa35mB4a6rrkTFzw0bg8OK+3DRDLW/K5B8O6KZEGllIlhEAt5qSvVjPBMJ2B43FgQGfP98Gw5FDIAPDsUuXd5O78cz+ND1HtR85o7ZDzquOhts47pLGcN2erJMW+4i02AkRcni9kqH3OiuAyR5EO6E/t3Sj6f5x/zcQ20ut3gXA1wGavss0p2gIYB9jmT3eTI7hg8imAkeybjmvCLK9rpq/EvaE8SBkctaGNO5AtsDC9vHq3t4MSwkbQ+t6dmUsImwJXZH/rqMUfHw4W3tQOPUbiWGk5pQh8UkEwHwUmH/bwkbcoYyTRzAcXr2YO3Ax8paFw5sVc3cqTl6o8LdHKuYerJi8YuHwqMXcuxaThy8c3sSYe21j8o6Hw4Mec2c9Tt76cHj6Y+5IyIsuZ20K1v53AqRmAbfltCJISvfyXUu5p+lISxxbLoFt44Wh4Zdy1mAibcJQt2Zh4izDdCUWCOrRNOhSmO0XTx5h6UsGjt612HIbj1RhlaUDlF6c+LiOFqRgLzHMbTiug3QUy7dwOgE1XP53fOP9TU9AvQLxIRzfguI6Tveivh3xHR1vSnFf32QXG5QFRE92/hgD7fF4koqrPN1uwbxW0d9hcINxya3YKgBA25Faj0Qu68pwUE0sgThDJ3PkxMef6TRgbIdwRTg7EIPNt3jSZPqYDGQ34gCbqfA4ntExrZEp8mBOp3JI49WckTEuZGlyHh58PA2ZOkaaIO/AQ8UkQ46xyECE1yfgoTPNzlP8RO0Fdaoiy2NCisFy3QT5GEwRon18I6ZB2yJHLI/NFMJsbc0yMIzxHrZBXg5bipwTgYeZBsHVMZOT8v4/vDFyv3op6AwXmV3H53wL5L70bIojLvh+8Si25NFfbaM0KgGzj66GmzWtLtJMHNzyv/mVQTSwLec5WkIGblls0ThM1WY0vIDUZqfWtVarlhJbrqW1RRNB2xBNbL8GsWJLGLIVOCs0kS1bQg4rNCF/oCHC7JwtY1QkhGB/ZrpoO584iMJRG8yuDVrMOzzztO3l7IxrhjXRlgLkGqKZ8T+ve1AYpYmzThNpoIZS609wXOdMTWThY2/+pB0MpouCVpBgKgktR4YGWQekdEIQ1IzxaHxihUrcV8Cse6yz3P+97UpWxX+eECvl8cIamP+c+EvaWGmnh+tY+mJvYZRvP0SHv334cTLbDQgH9/tcuWUuYrxBuFVNiCEsXl37z92/u36Vd+XqdL9X1672d+/v2cfcqc0a2NwHIo5zYbKQDOJje40f2cHJc9gsmsg46FWdKl8ts7zjrD9jE8T7NQV3iS+rOwMicCj/B8vMaAbSvW1sJnngY6DooFGvMe27yPy25Ny6ItAOGg9v98m2Acm8IKblF7gu64FsCBzkJpjiNva5ZBOYuvtcs/Qtc8nY3szUjHNzKcJvy/OdOoPnrUjczsUpHuovxyeZEaRMsAPX9lvBpZWcGqKIsuxJoXYJK/oWcDeg82gRyLUy18EefnfXeLQMrtMOicz087eW1MIFGophe9T4oSP3CnTmrk8QxQ890x7P6k+zOZCjZytFLYzZvUK1oOLusBYeAHZWWg6Gp8YwSFpmtpdtb9VhE2BKpo3tmMkKrW55MIPA5UUnLrn25PY9tlW3wG1sb03RDYk1xJz5LYJKyR0Dhrfk21sIDOIXGmuE23eZ81uWQa7Z+Ka4ZFUEbSMVqwrj3C4YUdM47+j4/y3yw5x6x5dtDLeAa3t8Ale7cOfjvLm5f/HLaTOTs1d3V+CjojWw3hG4/I3KO61D9HbBTsqmDqkNRPL938fktcPmqXo0aKxSdpzr0oUeSg7i7xy7g/gguBpjUMNy6t0SZvnSeXtbuecJA2yr27ThbefkVpUZBCzv4jew7G2jmWCBywYW29vo/7zNec3VtDa/zfPo3jn+PAEzyN3h/+Gtna0x/p0HiQs51AWu3fAaF92OWNxtke4/LjXu5eNcS3gWnm0eBpJclHYGPxPaLIMN5kGV/JTl4Jb90Jvunba3ci7uWTGYELQoWgxvzdI3uQU5loOtt1+vtHcr0N62nUkcyOe32p4fstfc1ptO2x+Vz2/VlyfzO2P6nT6/bbeY1a2w8HbfrxFuxvwWHXIGua0pLqzyRdf3uXWfskXu4EXuc8sQusyNPs4t1B3BaExzSLOEc+jSuA1RWVJw5awECyq/O6swoXdp3BA1zb2vnGPelatbmFy0Z4LH2Ceru23e4SS7m9wWZnKssuF5YNL+4KjJz+HNabEbEk217b4iS41pfI75ZUjYtiiz+HNbQ3JzjyZ5W4RBqMnYHDeGDdFyWdR3SYbHHaH269ls853wMXGZe3JT0MDwKFvuObLDZyKz85ZkqEzvEHUma7bFXK0z40KUa8ZYK8IRx38uaUwQ2tI55bJdWhL47Cs3Cbw/WrbzFq8VhKD++3YeokzcFDB3ly3euLlLQOXBZdJRkSFWwI1Ag+V99JI1g/m84AAjt4ZWpAVuMS5dsYG43JmgY2DhjElDpsSMgA9icIWCpRy8vo1UHHwvJZNIRnzZjq4xk/qFz6XUu/aNVC/8LKXW9TdSvXDhnepMgj8XWAqzm30j4ucIyLWvR8TN+K5nHKE7/wEbXng/E/nzQHkFFffKpwyx6IJzwJkzZIwi9LewXzjwhhACQ+YR+J/a1gR8L3QOGaeGFBhr0QtnbdnQMWeGtxEVuQinkn+hWva8pVNDMZROxNjUROmv/b4lhA6zQxsse3YUZ5L9zFRr1CrjzqcFSLfZsqnWPdIiGGzpFnKn7dZ3UvZgq5g/cgW32Za8CbX6t5Q/bU2uuERbbsOcS9SFFpfQENAWPhAAUKmy70zPiltB1TCExlUjADPxK65LDXHPI2HH6p53mMKuMYSZxEEM0TLmHsfg7UTGnsvQkGSJwREvIzefbu3pAONy6vIypM1oRPa0xqRGNKzVyrZWRLctqbeCvTTnEFBtuayuOLKxoEZxCPhLPSewMmQ7pplt6YwxB+Q8i+gpbrtXPAc1i21sQZOF+8dql8yni3baoXqqcbC25ewYmsXsyFMGP8euGe8QsGOkOeqgQQ4hZo065+0bYYi4aazKuFE8cawthaGjPXckU2sTYI0WuQnj/W7xsK2jh3sDOYec9UPfogwgLizgm0oiHJHxeYnIE8RxSiFxVLNbULXiwd01tCEdClOeOQTzEHyTvmW99Io5cx7SDBKu2K4A0foeQ8jdDbaIl3i34tzgcwixysWrsnIzco8n4JFuZwiRzIpprZ8tMVYggz1ls6shxVpHsOo0QMD8cLBf3ex6SLnW4RZxsJcCZ4W0NexG7PwZ7Cq5DD+MJjK+FxF5ffOc/9oF+aIYd5JDZchyumU4J2zItKOxi8JbBFbPEdY0bg1WZji8RZzSSC/xuQbjG/wehD2n4HCV39upM4Hd4z7PU0frHd+FPtdgfK3fOzCz08c1GBvs1w7MTPVwpmBss1+DMLPfxxSMLfcqrcHEflcz7LPl0c01KZM44TWYF9AZ9cAUzBzyYw1G2IGJUa+m4Oe6d9agszwERsZuMyCT/9rZe5shMsEyMTXaKe3fptl65qjPcnX+cr/Owqq+4mwLKqK0Z0wjV1oPzBBUWtVMICQNOwZDtuVi3YLjYBmHcqXfJ+3QLuGAvbxrgL3EHgKam3KufQ0BquZvAEvtqY+4/lpbniqJ27bkPKwx63hR2n+93gBzwWbLY6joGj70+oU+O98INj6iVVr0sCYMxgqbvBHTmpIHd4ZhbOvtTz6Cqw5js3zegkYjNB3XjLcGTIpARVaNZ6kLb99W36To+yGVOUBpAiKBNYpqmTYu2IVberpqDd1wpfOLV+ZArubOyFfcoMiT854xDPsR6bpQnI4Z725q/p0WiI7Stsv7UN/DOJ03hwNjwZEuhe9PUF4PnPbauZvBSGdkRom0njH8gam/imlWHkYt0tZ2nz2M7e/uDkeAWlaS9tpvHzz1NNqgK2kRgLYtYaaM7Abe2JE/hlNEHHYL8GTrhLhtsD1zWWYYKxLM5DFsxgSrBYGptdZPYjDOFMohmcpmwQwpEPFuZ7IwX2zmfpyzaixLcBxtwejPfetoEWFQcthOMkI4fSSXeOiRhAlHwZbCrLTAcIhJwogfYUILb5/T0alZ6ZVe05NjNrbx9cZp7Iw4886GBkNAPxg2EBVTdbQ39c1W6nUj2zr0dxqvR4EGxVtRXYfegMng8rAaldmB8a21pHMONCWgMWlcMuEyyNuqAGpHdLje9YnNgscBI6JFcJcBuES1e/1ORWMwNivlXti7njH2c+St8XUR0Y2VRRUOWVrb8BUr2pSQmSztgPWFVT22D7uAveYvetkhYI1/E4qlK1ED/zUI5b0MwpbRq/0y/SxsrH6z8uJxobUzLXNV9mammZak9UulborPC9Sl4vdTbes2GbHmBbkNyby1acRxHf0OzHgC7BvTiX3v4diXiE3tlBY5buGXJd/CwPV+oBe+x0pvlW/fRjcezTXqoLTlOLHHt7fArV9DC+uS2MyGfa48LmMyjzJRfrYU0lh9f2yQNLbjv2UYsSGw2zaPOQgQn6pYs9OcfD63w09icFjzDRyLfaRybIasYcjn86Ryh3eI3wUQc6U4gWSdr4TgIS19TsjoFAGI0D5khYkrthJZtndp53HfDnerf3gtffiXY0zBxs8J+UF6Q8reFyVkTljP5kNk8xUV8JyQc9GoaeZF8bO5EjBSnyate8vbNxYpa5bRvIFpH+hTuV7M0m0fhzON/7jQsYVpjTnanz7U60ZxWokjQrowjX6ou4rHglhiXtoHctJ8Leq1qR7+zhbhLoLQO/VibwfWtypj7CacagrjzjJ2B4oHOydOdA0uNoI95y/jBfhpBDaev54LsPHV62coHa01EBGUwy977yq2+n517Cq+94Y0SMQ+lL8JF4I2DopbH+FLgp7sLdi2OQt5uyTIkRbMlXybgPhWpMd6MIkTaVFabDPsSeUx2Yu21V59XgBmuLtPtOnFYWLyckslj8ICXAtq9cb9anSwzhl12FJlmllnAcpPDFU83EtOy9hF5zURPDIAOGSVL5Nu4yTiLMmesBDHK+1pXvMg2R6vKs9Wrykyk2joQd2sgAK1g1U2LJDcUxXC/MjmZssSeuvK0kg13bRWIuPIPjQ3OZ7qNkVux8bWKpU4rFOaGRt7lIG6Mcq5MW7HJYq9KyIO6DZnqGwcFbmnJ8UBir0oIt4S2aOTNiFr6u9ETjFX6qlGg7wVeH5oWJnIwTpekUoGI23KiRwMruQG22fcN4zjCleT2qco+zgHTsMnRKeJHJID94/T1TiuPt84rHAfV7e8bkob42A4UsN2dQ1DWJzolSet8xQGMdt7cH5T/R0cbGUK+WXLdV+F2aUK8pMvbd/QjEtiO1+Em5IT7l3ng5Lb2KW4JklrddX07zi70Thwk2/c1C1IrmlLYT5y2bX0nuzaLPq37WrLQhiLuIYshKWI3rce2n0mYsqa8aqsUC1XLNMQQk7uYFVMi1BjqmI0BzV2KiyUqyua2xa0e0nQeqduoILdnnx40MjB4PhgXLn8VsBDV5Jw+awT0tuWqG2nteQF0UM7HpPIrX9FhczEX+wD8XpbV2w42qwRRkO39Kt729GtZqDs25VpXsRBwVyGCr6bueroKIhteeCaXehusr6Vz3aH/YMWCmDgb8JoKNbtPSqGpn1X4VU9a9v12zKRSaqE6QBrz/lcOVhUbrHhtneaJvkdy/07fDt2ugFan7cpUNc1Vr2N9ophbAcYrgbGcxZKZ4HFSdvO9kp0hk8HcfXnSBdQ+/aqrQFtF8o0X3YzJBthaU5/1LLDvgLH4dreHWatetHvy4/XeHSbDH9+E8pOytAbZOJlHWuN592N7jK8MiBpN6S3tm1d+tLBdwr5Mw6r3+HxWBWtOyBkatu32mH0wqgtUjKnYKzLAL2Dw1n7IBeG4JmU7e0PYp9HY7I+kK0Cw0TsapIss56nbCvKydMITqpuBC1ol3/vIux/gZ33adX3cnqOiVhIaPlQ9uTOeUeu8Om8qJTeqD3Obt4TPWRMywW/ZbXJy6aXORu9Jj2MJRc1G/yyl8bd6MWNRQd/Xu/2PS7iHGZ/gnMKPi32kQ+Mm4va9II8bko672LVPNJsSz9984L3tLhWc10Ex+1mQUOt7hIkISe6Bc7y3o4/zK4iuOuiqBZt77KZzBOK2riVYdLa2oQYl2uA9Tynq77MSz/CBV2oa8uLykddacaRP3Hw5+qExNqv58gzt2rWbjVvVyprqEmaqChWGpxm3CZDH6h7M2citwhhcwO8bzjuTTpqcBgaocuYgG4yfnuKgu6zRgfaeCqbTuGkP15ZhqwHdEuOa4DHMVvMYV/pck817cnvTJDqD4f+wFqR7tTgjsC2U9gHJgkOLEyjUnVaJlhX3LuK4pw0t0dcEUZ7vvpFZdKQVJlTnFdklfWBjdrsgtibJgiUfz0laA2jPvuIk/PTo6rKQKR4HmcvnTUEYjw6Uh1vrwVMzAEpjiOVpYtDNOxI7AxwbvgLOPPTgfhQFbyY+rXPzqLlLYCPPODA4QB9PB02m/7wAYNcTUa1hyHrEj5KZPOs8f2J8/LmSJGGQ+tvkTCor3wS4/qzQ6Q/zephXgdnzXkbxeGztuiq8VkusvWwrrjgXU0dXrRC2RCwGJo4Vf8xXPx/AHx2Q7ekK3LwLi18FmRLF2Msw2p8VnzMuq+Xx3Aa+MMyYsMJoLSNxtiRJ2nev67CekAecF4YnVshdszBRaCnoQiUj8DyX3KhSd55nG5jeSdFWkwBbtbV/ySLe1mHMbHebUlH+ltsCUXMFPaMd0GLxYN+mw1irLYsdBsjzVs02qVr9R/hJIpOj2wa/rmm4Bhx2ejjjG+x1UfGWo382GKieRslVj6B2engUBoGHS2eZYCvWKuy0C499LHk/OavZYvsxdheTRCvH+rM4mZkDre36lNofdvOJN2fm7104caObR/iNGZDrB7s+k6PejqawCbMTXfX63WbOea7lczGIRutWM/IHSitxbpi2jAzOpceP55eBK3Fna7rj4q8QZIHKxW/SxNmhwz5llG+T8mWqdmKYXltSWfVJ1GXOV6mHvS6j3137tM91oNpWpOkuWh+X0Yha4j9ga+9L8v9mi775pb2kz961NTC4Uiz1T1q0U86E04uyu3mE31KQXrXl6PCi8rov6NyXvPZumfc4BcU/CFgl0eenbgbG/Xddp1dbzzqbzuvbevJRUdW2D6M6yyadxAW+D5LuXm8OO10X+gzfJV6F0DsrKDKSQefeJKXCvcuhNCli6oxn+WmBQxwSh1+9lzP1nQLgx2LmZZuamPyzKXFNXBFxx7XQe19phsuvKZJWdh1MfovhiLFzDEkA64IIDO8BzTy13dqykJJa92dXz355itNYv6GU9ghczV+mLTnWDycNZ8cc2TTBjRu7znFXR/4ZXuO2JZ516+56kgYNukFBq1qatvZbbrqJM9+gmbzoewRxuAHzZBArnhmxgHuGHCK7LzqAHGcHmvbzhVqNOsNy7CDWBzuVUefG4k6Rps0hrmmHrPYAOVG0CuwOMXxvlgPuApdjMr1npLe0/tfSXeLj+mOqoMiNdcAold8O010rpV3xNR2ajcq+vdq8kTrre2gOs6KEjY/6zhXLos4FlIng2OTA60xykxgwJhigqVATHYYZR0wDIRQs8ABMA2ithd9AS9YR1je9k2diWPIyc7CcgyVtZPIU7X9qhNHQxQe2cbSmdx3z6e0WIQGx+AD8DWFrZqxgxmGscAdI5jMVzAG6TVea+A1/oaF/DZBdbZ8ss3Lvub3Q+JM2zMF5FsPR2WzgvXjBBPMTChrd/KOcyLMLaftzcJigDB2Hyx33it6kKYGx/PSKTs+2MS1ofYHZ4lJo5fFLTvt3pmKnLg+/FdKZfv/i6Mpqx804MYJp8zAqLXWwlql0QBLZMsTsX7Ezyqwlr3aoPHX1RjXTdVjzw6mp5LM75ycXSReC1Y7Qun6WTHCqMIdyZT7I+FbEJVtM96CHAc7Bxbt4NK9+FtbGXdiFQ3mo5j4/Sp+3Nfz21y/6HeTukCVncsP0OS2L3So9+pWzbiksB0RngTaMF/Wl803QuN75Pw5SLDdrNBy947cWe6eJLUMObACKMG1fvMUMjcahxAH8+uGZ3kbZ1JDf5PmCJ2dpfcP4JAp0F6lHWnZiGJhpmr6kTm9PoIcP2c+C3DIRAMXXCMWAD63CHKZoXEDb6f+tQQ+93G1/lmA3lZlxwyaIX8tiWQ6FW8XmCPcnSH1ZCvm4EeW/ynzdQsyQ499OdjOSUNQtSXFYsUMy4xUtCHqghSJl9ftVH7O299lmXcM0BCYG1MPrRp5GekC6JcWftEUdkjNU0F1AMcZx+VdBLhH2MFuMMjAk2Z3dXKOwI73J9K4FtW+ALYhVJgRvjMnryWFRc6Hnjz1X1pXe1aeA2p/pKhRvWewwTo1jEmMVDsAmG2cNm0xRYUV+2QbiGi1dXXq4g3s+p0Em8oewOwY/1P+n9f9pG64/8cxs5rfNMV4MNidAhxMH8C9+pwJii0ScWwLbfLCHJmxRhHOacbpKItS2BntEFw2ZoZe29u403AIozIIMedv/nyRvEFnWzidkaE5oKyj69Jj6xZd77y7fuBFf8Zyo/6/QQo6zqnX7KSLvn6Hj9r/ivOc/Q4HT+5Fb4/0GPVuq80Z/8G/J3QuWnRTP2rxoRtxmpC9pTonf5pFPxLmfLgPvWjnS/wtew7wzNn5hPdwJ5C/iJxmy8teIeJK9Yd07J1oHeKoldo51/0z9sLQ3M47OvRcxlsNQs+opWx5W5cwtqNFgtgz1jDsDoSdLmWMk/F9NM42vAxwZJ+PA96Gcfeh7Lxlut5V2YJHw8NOPrzwc2jLrZ+/OMPtTc/deuvNW+2FXlhj1+rjFy/inXeCR7JW3F8ap5vTnVzGD7VFSxiDDtgifBB2HD/xI/g/5f+81idyzlFyHLxF6DSj/gMTv5Di+hOYGCfknD/yceWgE4pu6XliRYO0FArXi/TYzToxojtWdUztXwvU0ywhb+S0UGl/pBZO41h2Ogl4xHue8gnEhXcpXG4Nwdf912KnXnvBfpsogo5lum82iul2WBmfN+MB61SAFOP/ZjlgHQmQYnze9SFbtvWO+HMs1Yw2p7r4EO79oy0Z5lPmDpnDpS3d0O/NxjUEONluZLMzAQLm8BBXW0jEvG64fEcCw5ifC/xMvzoN7Gtj8RrHHMTkDfAIxsxi6d3SexGgOeCQ9Mxa0X2t42FIspMsgtfKSuUtBCZ5Mql4mEC2AMwdMqRNs1h0rLbqjdx/7iygYW6xRryjJtMaDV7FKvzCnAJCDHkNPzDNCP9CRVTcLfupu+K692m+z+t+6pNXdwife0WrpyhHXrXiugPbLvgOb41a50b8G+vuoaupOzgsHnudrrR3Wu50V7pfSo8Mbj/2C0ylmrmlBtes1iPdR5rjo2FguW4yc868bqFr6FHH0vtBtRa20T6idJf7Z+8fEzGfUNEtaizSwuNosPWZdaB6MbVN12NhcIJmB7UwvIJq3Mjk6vF1IidC8OMjDvVna7H9aXMroiUs/MYh/ew0sRQOoEGYYHCgofQv1QgIcWHk3Rx7K50wyETDezJf/QgMH5C+Rmp7hQ+LQHcHbJVzoZOtAYJqHKbeBHglhYMN6/GJAwpXQsatdAdAWD22/+0ghNHh8Q8XbmS5HWkFQN5j5C+htVB+SLPSC29cpxC00IeAN78dq1xmsWcl9YpnZ06xAjH47bJlcpEGm8LQ5nHqrUaeN5011SPPi5rrEanbeQdtNacXrlvXEo6pU154pCFlG1ukkR3+5hB8nDrIGp8Ga7dTes9XtsdcPen2Aydww10Eulm61tVwDsg0/bbxEBgW3IPGbZaNhK3klQ4ex7itO/uDUEAfZ6XdHEnFY7z1zvyQCIuK3pajEc6W7knTo7022TNSzsHuV0C1K4thCSNvqzMTt/ymP6v7jphN2H+ErK1uuz2/nakVUDhDwM2LsY/VE+qTDbZ3fP//cipdTVE286e1hK37HP/1/mObCYA6BA7ngLJF4CDfw32pZnu8WoS2UXnx1vMo/cTxONg2f3c2PDI9fXwzoQ8l11n2pVX/B8RAwuw2ByzHJTt63+CZXGRtR9r9qTH7ZC+166d58KHNtoND00A8Sm2OIGBnMb1noh8cPJP0Hzly43+UD8R7bOmajfUK7VwE4QcILBx4C9j7J58A/dSQb7Cz1j6uyZ/d2i7P4I1ST5DhIl3uz+lmKhN1UbuZDITWbarKoatKduzM2T2ILbdjZG4G97s3WSzXLNmKLhravnz/zvQLghov+xn+UgXA23S+Rplt7ucf2MT/+S/STXy1ttZ3JgVE+jneZxtwVtuY/ZXhnLAg8zflIKQO9f7BE3MUNIBSmZ08/BBeyH9B+jFRwG8D3h9Z7/NON2ep87nJ35K0b7pg4Jjna1Y5RCfDpRilk+ukapuYh6hmZTq3f9hpFFEPjLHZ1QPxzaCwCHKHsVmFDHufjb0EPIQPzCmswJ+0EdzGpkTWObB3XFcBGVXY2iDDXmbD8gmf4VmcDu4icFjgCHJKsZFBnxposJuMPmbiZ9iE0vPIQXojrN3ZRVO31x3Qqnj5gut6unr+xdSH6BG81AYSCBiCBHpA6ungl9iYEdiWerFp2bA5+kXKhq9BoYlRcobxJScmsc2xlsOFkUfPlfdx2fMZN74DqG55MwPjNDbgBm7DlxhlsNlxb3tlw+XJ+f/aR9f6PTVSq5+/GYwUnKlZUWz7efzYXhKxzPN4G40xnGlu+N5IdD++7tahYcBLTreCNvz0qivH/HTSkbMPT8kiYXN7xjp0SC8B2NYNW0YGR/hInVX+zIRi4xI/XG1dcQcUN6/mmFJ6yMZZZ5m3qLvEsS95tudivNQm+JyLF8Ep15J5jKBwNPKTrVAsJ/7k0gi/ctv5c+EuJ6JzsFhxcvzM5lZieRxOF0O5Fe++h+96OiarA1Pd+/K7oba+w08b56Fq5LvECrLpUN9U9aBlkU5XWe6eBd4dXGfkEWJTr35/8/fipvDz3rB9o3MgdUBEH0a3NA5K+GEHzcJm51y5m336WYXx1kR/nmy8xPMNDcVVaf5jasOzav6cOtQthGDL0q9mx90JnJ4d7rYg7LrlQxwZ/CHLvoLTSW1M0pAirutK334gl0SOs03cTjAQFTTCZ89CaXVShHSYv+QfpW4ZpwHBHzW3vz3mJcvL5j78/fViyPEcYsgA0mxWhUTtt4zKeA1Em1km2E9RrF7E9hWrngN3ocxmMd/VQzg8HSfIVf7dTI4UZ0Mtd5C1D4nCldtt1vuVj1rE7dfvKtJu5jW9F7oa8FF3jc9IZV/hbLezjhMWH5sn653YMT3ARvp0NrlzPE+5itp/W4tERhEBtJobxDSJKLcGHdrcSJTL1a3qhF+WNlp0VeaGRuEAJm2NqfUjHBoGWlg1tG55GiT8NVBtAu+6hCnAm4VgGrj+dvsmyuPaKHR32T4s1+Kq4O2HWTPcDsouqyLD9/qNLsLYJotna+v4MHk8qrCl0xasHdjVG2QCWSLWA3tR7jHAwpxcD14WKr1o7HF5d+XXMOF3+sPyyIeTF/giNlh3AV3p4i7FhyxduvjgP+PVBve4w08cRJvYU5uKf4ssr+wz7S64xxzjkq7SRhf+MK7hJlbTZD7XNlIezE7YmCcuT0lmdsDQkifGvOSI7tZ3WOfUjBkiZ/jxDT2hRiZ8vROeB7wcyM6LCk53xVDcchchqF1snD84DcsoY5elMdFNEycNs47hBZx2nX2G8JnN3w8U97ZeZTGCD7LcTAWQ5vHzfue8TLN96O6ZmTfw5LJtlD1N4ffCt2Yd52vEUuBdZnJbrYA7tY3LbuH6Dacv2X7WzC7m/xjgqa4xfxsX4I3IwLm2rCvJ5GsC4DfL6vY6fmv1OqcFoAjiR8/9/n1q/reuaOJIPSWOfhR/n8GXLkye9Q2nj4fh2bRFeufJ+6kY75YpDCvqvuoR8mwqbRYqN5PtEWOFqbY5B+MTDD2neFibfdz2cp5k4y1I50iNPROjl4xnwfnZg/dmM65hkuSD3XdfGvnam/WaCxj9qbelrFweYN1hXy6xdIwSGq4w+g8Ugj/sB/A3njm8n2GcpNDHqFTJKlz9RXbOtEEpeVfE1C5WRqFhNw12pKv2qLHqmMEqzk8atMoyba2DWAUmiqPOudQZrL29hNFk02lV47IGNGeW+U326MLTrSG47EUkShEkRsGm6xGRyJywCCYE8QVjvcaSMxq9JvKeVjR5thqtdDQgI4/RUsrrFXiwYbzL5xodVw9stxz+i4PcrzJGQB0lycbvtmBrZJjIx7Rj/OU/6WP86kc3HDZ2RoUS5Ih2N7u7KLRRucGcfztGZGjW8+lhdMVM7ufSD0xPB0FfGh2NZKB9b2JpUra0ThTwrRy/W8cHWVeufB9zvWu9A6T79fuhAlepZ2KYMCYanRJiR0uYEwebXMXssrqDFCUG7csur5pVk1zL7PaSwR6YU6aAESfTdfSyc2g7ke3rVMQmH6SeUHYM1D3iZf1st+f6u+UjcUGN3zkvYNWIHHMG7Y5j4JEw/8RrOadWBesLNSqHEeHFv4fdIlTsLujEM/qv5nGQ8Ukn+Rvdq0BHv5Iz0gtOJitpWxFRLt/bx5Ldm/5/ukTt2YPGrUr8NnXVU6PY5Qt9rDuF71pfsSZfrFYLA/utcPQReuTye40xGnp058r3aZrPc9j5Hm0/pAny7czBYwD52BOcUtbr8KMNO5bT9/p2SwmThQXwCCXi8BpF6LYx+aPaO0Je3SbcKbavsTR0IPsCX0YZUi8imvVWxLKYC5yCPCZO4/KnSmawqQPubF0eusl9LKGXUdYiM5ba6ZX4MeEgfLuJb3uiJi/ZteHCFrVhovHeIixbjYTbx0q7k21iTg1ji5/e54Wz5OhrzcR+rPVDoNawRV4EYxTYkAb4YbQrWm2chLePtW4CVrFP0fz2gJr8nkXvXMM/jJUYxVL8mOgdlEUIiv1ctM4sRwyfoB2dSgU1Z7KWbJFau5Mm1LEIRx44r/V/Wrm6IZJM/nDLCegdXx84P+OWxnDThDULzV86G9axDLvf1FwoQ8mROyCZFKNF/6FzlAWEbTHuzQdVS6znp+uf0NfmO4nSvUdz78/pE7v84j1u/NUnQxJj/MUq1gfYBew/SGYnaYrGvurnBv1DLRd/Qud8sL/h9/vP1Xo/xfcBbmzEIw8YEOAEA7DW9PyH6ev/7bVcZmZmyk7S0qB+KA/VDg8PRxwIEOfhEnyBP/AFjsAf+ANH4Ng/tw7BIbh1O7dOwO3czgm4AkfhLXyCt3A7n+AT3M4byA7ygyQhP0gQkoQkIUHIERKE1CBHyBFSg7QQycV0MVtM5wBitpjNAfjnAFz6559Lt669OvQapzl0GKe5gDgtVnMBLiBWi+ditYgtnovnIrZYLqKL46K2OC6Gi9qithgu7sVwcVvci3txW/TmAaI0jx6jNMdRmm/Hjn37gxjNaYQWoTmN0pz6v+9ILmaL4mK2eC2Ki+LitcgtXovWIrfILVqL3byYj3JRPspDuSgX5aFckYfyTa7IFfkmz+SwPM9peZ6zYuWPnJWj8kf+yFF5I0flpbyRN/JSDspvuTGP5bHcmOu5MW/leq7nrVyVI/NaTstpeS2H5ckcFy6X5Wfcj69xP87H1/ga5+NvnI/b8Tf+xu04G7fjcJyNs3E4bsbD+Z6T8z2n5uScnFNzdE7Nnzk6R+fP5ADH4nL8i8vxOv7Fv3gdH+NPXIpXcSl+xat4Fb/icfyKZ/E4HsezuBcX5JEckSPySC7JAXke7+N9PI/f8UPeyRd5J/fki3yRe3JH7slNuSN35Kb8lBPyQx7IA/khB+R+fJD/8T8+yA15EUfiNByJN3EaTsObOBNv4lSciTNxKq7Fq3gNf+JPvIYvkSGkCLlBbpAiZAUpQkKQFWQFCUFGkBzkBVlCXpATZAlZQk6QJiQGeUJKkBLkCYlCHpBaWqmlSyutdPlJlwLkJz8pwNPJLKGcckooA0jo4mQAGcDFyTrf4CBchINwDy7CRbgHx+AT/IKj8AvOwVE4CufgJJyDf3ASTsI/eAen4Cccg2PwEy7Ct8nPy3k5+Xk6x+E6nIXrcB/Owlm4DxfiM9zOX/gLt/MWkoCsDs2hySrfk7idO3EnbudTnIEb8ASewA14dgOuPXt27dAH+PTp1ws4Cz/gB5yFO5AcZAnpQZaQIqQH6UGKkCFkB0lCYpAYJAl5IqKL2lybz7gXvUVs0VsEF7FFbBFcLOcBvC5Ki9K8LlLzumguUovUorloLZqL36K1aC1+i92cxmhevcZocZoLckoeyX05L4/mv5yYH/MxXsfx+BYf4mVci8NxJj7JIfkhl+E2fIe8MoNM4EWchsNwJW7DwcgJ0oE0IVlIA7KAi/AKvsF5eA63c3N+zrF5CV/hLNyaa3NozsAruAHP4BL8gSvwBm4nLcgMcoTL8ldezF95Ki/mxTyVj4oaooWoIlqIECDEBDFE7BBdxA4xQ3QRXcQMcULMECnECXFCpBAlRB0RR0wRccQYMWKDGCPCgBFlxBdxRnQQZ0QbNqKKaCPu2BF5RB8xR3QQc0QaNOKLqCA+iCnig3jhQtwQa8zRLuZ4INpFu3ggqokHIgIEUcNZEA9SgpQgHhwE8WCiRJAKTATv7iAOeAfXrIFeYCUoCTqCjqAkKAhKgogQwSoQESRECNKAhCAfSAPSgHygmzgkfok/4o/4JTaIX2KL2AJ6iy3gt29QW0wQDUQV0UCkFIKLNLrHOsgNjoPd4LhoF+2ig2gXwUQw0Qe8AsNAMzAMzJMHooFR4BmIBWKBZ6AeeAb68QMDxWaRWTwWmUVl8Vg8FpVFVVFZNGYsEos4tog66tgiqokt4pcvMVD8Etmwiakim0iJUuQUl0VnEVl0Fp9FZBFZfBaBxWexWbN4DLaBZKAeSAaCAQOxxB4xRQQSgcQUEU1MEUVENBFNFBFLRCXxTCQSicQzUUU8E0FEFVFFBBE1wDCwDMwDy0A2MA/MA9nAOPAOrAPvYB0IBw5cA9HAPLAP7APzwDuYB86Bd/AOzoF3oBxoBwqCdiAePJAOZAQFwUAwEBQE9UBB8A3UA/XAN7BNrBKjxDUxSnTiJIKJTmKSCCaCiUkqwBiwAtywAYKIu2KtGCzWirFisBgsxoqwYqzoKsKKsKKryCqeiqsiqbgq6kVSkVTUi7miXqQVc8VckVbEFXXFX1FY/BV5RWFRWOQViUVe0VYkFolFW1FWnBVvxWHxVuwVh8VhsVf0FYdEI/FLNBKXLIlMYqhYKqaKpWKrVvEV1AApQBiQAoQAATKIw2KxmCoWi8mSxWXRStwS2cQtMUyY6CmGiWXKRDFxTqwT1cQ68e4ugonLIrKYKiKLwGKqmCoCi4EisKhIURwEjcAgUAYMAndAGVAG3AEfwB3wBnwAH8AbkEccFlPFWXFWTBVfRTNxTOwUx0QuXOKayCViwRKrxEdxUlwTJ8VNm2KnuCmKip1ipygqnoI2oA7IAeqAPyAHyAH+gDXgD3jkCFwCm0AkEAdEAosUgTFgEThkCPQR8aKpqCqaiqCiqqgqgoqaYqN4KK6Jh2KhQtFQlBQdRTbRUUSEKBKKo2Km6ClmipKip+gpSopsYp54JwaKd6KdGCgGinaimmgn0qET48Q4EU5UE+FEOVFNVBPlxDkwBDQBcUAT8MQJuAK+gC1gFdgCokABc0AUsEQJOCLWiXjiXcQT9eiJfeKlCCxGipEisHgXgUVVquKaqCpWimvimlgpNoJeoBaIA2qBUyAOiANOgU2gITgI/oF/4CA4Aw6CVKjAC6lAESKgB8gESoE5oBSYJQv8AldAF5AKdAFZQCqQCmQBU0ASUAWsAlVAO1gFVoF28EXEFC1FYNFShBSBRWARUlQEH0AeMEIeEAiMMEIgEAYEAoVAGBAGFAKJQA0QBvwAP0AYMAeEAZPAHDAHTAKZRD4xUPwT/8RAcVD0EwXFuygoLop38S4uipFgFZgDCoI5oBooCAqCaqCcr9v37cP2ffvEiYPfJ+47Bz/4fee+dLB+5CABSOAjBwN85D5mzL5o363v11fu+/WFCwcHwE4wD/aCvWAe9AbzYDboDXqD2WIDmA2Giw1iAxgupoDh4owpYoo4YwFY4fzIwQkppFBDWZAW1IO0oC5dEBgkBn3BPegL4uHBbhAPUoPdYDdIDWKDAL5nMMb37CP3kYMFoIXyKwclfPhwQwVQADwAD0ABXzko4CtW7OsFL0AJ8EIJcMECGAAugAlgAmjgSwfr4AfrPnTwg9+H7jMHFUAHUAB0ACPACBDDCNCCBYgBxoKqIB5UBU2ZgqIgKXgK5sFTcNUqCAvWgq7gK+gKtmoFU0FY0BbMg7bgLpgH8+Au+As2g8rgM6gM6unBPagHgQGDwmAt+ArmgrngK5gNvoLQoMFwEBq8Bq9BctAX5AXxIC94C+JBPHgLxoIeYIYM8AK8g4ngJJgI6sFJcBLUg5bgFsgFfpALHAM/+MExcAYcA9PAGXAGTAP3wGsQGpQGpUFo0BmEBl9BZ9AZfAVxwVdQEsQFcUFJsBLsAElADEnAKhBDDKtAGhBDGvCDNGAX+MEPdoFbPrwP1ufqg/XZ+lx9rj5bH67P1rfrw/Xh+nZ95L5dn6+P3Efu8/UZg43gJBgJRoKToCVoAzrsAXtAhzGgQwhjwBgQQgBfsA/ZR+lD9jVr9mH7mn3WPmwfts/al+2L9lWDAb5q37RpXzIYCo6CieAoiAoV1IOoICuoB/UgKygLfoKJoCgoCiaCeB+0jxoU8FH7pEEBUMAn7Vv2efu4fXsft0/bp+27BjXBSzARvAQ5wUQwEeQEQ8EIYcABcACE8ZWDMCACiADm79i39zn7nH173zXoCZKCiCApmJcHCcE8+AgSgoTgI7gIGoKK4CCoCEKCg+AgCAlS+rx9ex+4D9y394379uD3jfvGwe8zB0tBUBARBAU3QUQQEdwEMX28vmGf3jcMCoACvj0oAOJv79uDGH4QECQED8FDkBBc9OX68j5iH7EvDwb48j5sMAAM8GGD98MGP3jhhR+cAVPBUvAVLAURwVfwFUQEJcWPMNoIYbhoo4XhILkYAKaD4WC6CACGg+EigBg/Vp+sT++T9dX69D69r9bH66P1vfpufa++Vt+t79bX6lP1tfpMfao+VZ+pTxTcBsFBc9AcBBcvBBdlvPFGGXesg+ggOIguCoDgILgoIH5fr0/XV+7T9dH6yn3lPlrfrS/XN+vL+2Z9sWJ9q2KEeCODyCDeuKEwaAzuQWOQGdyDe5AZTPYV+vI+RZ+iL++b9OV9qVJ9pD5Wn94n6dP7GDH6Gn1737GP0nfsEybsAwaRwWUwG1wGjx2Dw75PX6hP0hfqK/VJ+iR9pb5Tn6pP1BfpE/Vx+iJ9kT5O36aP1Afqm/SB+jx9k75Jn6cvE8yDv2A2+AsWg9lgNlgMIoPVoDdoDVqD3qC2j9CX6Cv0FfoSfXlfoo/Sl/flfZQ+bN+ib9Ln6HP0TfoefZO+TJk+Sx+m79MH6fv0SfogfZA+SV+jz9Kn6Xv0afo6fY++R1+nr9LX6Rv1VfoqfaM+VBHHAbFFHADLxRaxBSwHxUUVEFx0AMHBveggOoB7sNvH6NP7Dn16H6Lv0HfoQ/QZgnsQHHwGwcFp8Bl8BqfBZp+hD9En6BP0IfoofYg+vY/SR+nT+/a+uy/RN+gb9CX6CEEjUAZUAmVAK1AJVAKtQCfQCbQCo8Ao0Ao8A5fAJ7AGrAGfQDPwCYQCzUAzEAq8EjFEDrFC5BBvrBArxBsjRBExRfwQP8QUcUP8ERvEG/FGbBBlxI82EogEoo0Loo0T4oK4IE6IEmKI6CKiiC6ilogiooha4oqoJaKJK+KKiCaWiDUii3gmsogmTMQRcVcMFn1FXzFYHBaJRBUxSAwSVUQeUUlsEs/EM7FJTBObRCgxTUwToUQ3EUq8Et1EN/FK7BKPRDQRSUQS0cQnEU1sE5/EJ7FNlBLbxDdRSpQS38Qs8U3cE7PELHFP9BL3RE/RS/QSPUUxEAeMAUPAEDAGBBGFxVxRV9QVc0Vc0UcEE4VEIRFMLAInwBiwAWwAY8AC0VP8FEfFUfFTRBU/RVgRVUQVYUVWkUmcEr/EL3FKZBOnRCpUopWIF1XFvKgqEot5MS8Si7IimQgodoldIqDoJpqJnSKZSCZ2ioAioZgosomJIqPIJrKJjCIl2AXSgGKgGEgDuoHUIB6MBqNBPDjrgwYFfMo+ZVDAN+zr9mH7tn3bPmxfNtgH3sFC8A5OgoVgITgJNoKeICKYCWaCiCCmz9VX6cP78L5KH6oP0wfpu/RB+iJ9l75LX6RvE8wFs8FgMBjMBofFGu3gOXgu2sFxn6CP0nf33X2UvkQRTLSLaqKOmCL2iMeiqggsrolg4h2MEe/m4byf9/NwHtDD+ToP6AF9nb/7On/n7/7u7/ygv/N6ftAPej1P6PW8nSf0hN7OC3o7T+cFvaCn84Gezsf5QB/o4/yfj/Nv/s//+Tff5998mu/zfT7N8/k0P+b5PJ8f83l+zIP5PJ/nwfycB/Nefs7PeS/f5r08l2/zbZ7Lr3kur+XX/JrX8mdey2P5M3/msXyZx/JWvsyXeSsf5q38lQ/zYf7Kk/krn+XJPJnP8mY+y295M2/mt7ya3/JdXs2r+S7P5rv8l2fzbP7Ly/kvL+blvJwX83hezKN5PI/n0fyeR/Nufs/veTfv53m8j6fyVN7HV3kfv+OrfJXf8VN+x+f4KT/lc3yUz/E3PspH+RsP5W98jYfyUL7GN/kaP+ObfJOf8Ut+xsv4Jb/kZbySl/EwXskreRiP5GG8i0fySN7FG3kXz+KNvJFn8USexa94Ik/kV7yQX/EpXsgL+RQP5FP8iQfyQP7E9/gTj+J7fI9H8T8exav4H//jVXyQV/F2H+SDvN0Pebtv8UN+yLf4It/iX3yRL/Iv/si/+Bh/5I98jE/yMZ7GJ/kkT+OZPI238Uyeydt4J2/jcbyTd/I4/snjeB3/5J+8jpfyOp7HS3kpz+Op/P4Pb+AN/IcP8R9+f4ffn7/Dd/j8Gj7/fQ2v4e9j+Pv1MTyGr3/h68+/8Bd+foWf71/hK7y/hPeHL+ElPPwID//7CB/hv3fw38d38A4+PoSPLx/CQ3j5E17+/4Sf8P8U/p8+hafw9C08ffsW3j5+C2/h8Wd4/PozfIbXv+H1E/gNv+EJPIcn8AWew3P4Au/hCzyC9/AeHsGDeASv4EE8iFfwIl7BM3gRL+IZPIln8A+exJP4B2/iH3yDN/EmvsGX+Aa/4Et8iV/wI37BJ/gRP+ITfIhP8Ac+xIf4A29gWpvYJrYfMLHNal/tBcxqc9oLeAFz2gOY02a0B/AAZrSZbkabz2a6mW4+m+fms9lsnpvnZrNZbjabzGa5WW4ym+Mms6lsjpvjprIJbiqbxya4CW4em9/msVlsfpvfZrHZbRabw2a32W0Om9rmsBlsapvaZrC5N4NNYHNv7k1g89oENoXNa/PaFDazTWGT2Mw2s01ic9skNo3NbXPbNDa5TWMT2eQ2uU1k09tENpNNb9PbTDbDzWRz2Qw3w81lU9xcNp1NcVPcdDbJTWcT2iQ3yU1o09yENqVNc9PclDbRTWmT2kQ30U1qXzepTWtf93XT2geYerPSdDUrTUnT1XQ1Jc1WU9KMNFvNVjPSVDUjzUlT1VQ1J01Wc9KkNFlNVpPSxJuU5qWJN/HmpZk3L01NM2/mTU3z1dQ0Oc1X89XkNGNNTtPTjDVjTU9z1vQ0Qc1Zc9YENWtNUFPUrDVrTVET1xQ1SU1cE9ckNXNNUrPUzDVzzVJz1yw1Tc1d09RENXfNXRPV7DVRzVWz1+w1V81fc9VMNX/NXzPV9DVTzVPT1/Q1T01e89QcNXlNXnPU1DVHzVBT19Q1Q81bM9T8NG/NW/PTtDU/zU7T1rQ1O01as9PcNGlNWnPTlDU3zUxT1pQ1M01YM9PENGFNWBPT1JuYpqWpN/WmpVlpQpqOpp6pZzqad6ajyWjemXcmo1lnMpqKZp1ZZyqadKaiiWjSmXQmohlnIpqGZpwZZxqab6ahSWi+mW8modlmEpqDZpvZZg6abOageTfZTDbzbqqZd/PPVDPVzD8Tzfwz/Uw0E830M81MP5PPNDPNTD6TzOQz80wyk8zMM8XMPHPPFDPFzD1zzNwz+8wxc8zsM8vMPhPQLDPLTEDzzAQ0A80z88wMNNPMQFPQTDPTTEFzzRQ0C801c80sNN3MQvPQdDPdzEMTzjw0E004E85MNOXMRHPRlDPlzEVzzlw0G805c85sNO3MRvPRtDPtzEcTz3w0IU08E8+ENPVMLdPHxDJ9TB4Ty8QyeUwrk8fUMa1MK1PHpDJ1zByTyqQyc0wpM8e0MaVMKdPGfDJtzBnzyXwyZ8wmc8aMMZvMJjPGZDJjTBiTyWQyYcwkE8aUMZPMJFPGXDJlTBpzyVwyaUwnk8asMZ1MJ7PGhDJrzBsTyrwxcUwoE8rEMaNMHHPHjDKjzB1zytwxe8wpc8rsMavMHvPHrDKrzB/zyvwxg8wr88oMMrPMIJPIzDKzTCJzyyQyjcwtc8s0Mr1MIxPJ9DK9TCTzy0Qylcwv88tUMsNMJfPIDDPDzCMTzDwyi0wwE8wsMrvMInPI7DK7zCGTyxwyhUwuk8sUMrVMIRPI1DK1TCDTx7wwM8wWs8XMMF/MDNPCfDFfTAvTxbQwKUwX08WkMO0mhSlh2k27KWGumBImhLlirpgQZooJYTqYKWaK6WCemA5mg3linpgNZonZYC6YJWaJuWCKmAsmgiliipgIZoiJYBqYIWaIaWB+mAYmgflhfpgEJodJYOrJYXKYemqYeuapYWqYeWKYee6JYWKYe26YexaYG+aGWWB2mAXmgdlhdpgHpod5YCaYHqaHmWCCmAmmggligpgK5oipYDKYI+aIyWCSmAzmg0likpgPpon5YEaYJqaJGWGimBHmhIliopgTpoo5YVaYKqaKWWGymBXmhclispgXZov50tuk0psMN+mkMty8MpwcN++8ctzEcpwEN/HEEty0Epz8Nu208tus8pvkNuusktuckpvUNuecUtt0qU3uyb0J5Z68NuGE8tocIK/JanPAHCCrzQCympQmpc06KU1Gk9EkOhlNPpPoJDr5TJqTz6QzaU46k8ukOWlOLpPk5DKpTJKT5KQyKU4qk8ykOClOMpPlJDPZTJaT5WQzeU42k9DkOXlOQpPpJDQ5TaaT6eS0CUBOk9QmgAlAUpsCJDVpbVqbn7Qmsc1vfhLbjBKbzDbjjDLblDKb3Ca3zZfbZLf582U36U36kXkkIZlH1pGEJCFZRwaSdeQcGUgGknPkGxlJNpKDZCO5SA6Sg+QiWUi6kC9kEPlCwpBBZBAJQxKRMOQMSUQSkTOkETlD0pBGpBFJQyqRNOQNqUQqkTfkEnlD4pBL5BKJQzqROOQO6UQ6kTtkFLlD9pBRZBTZQ/6QfGQfWUj2kYBkIVlIApKDZAtpJ4FIO+lCApFApAsZRLaRYuQZKUZ6kWfkGelFhpFeJBYZRoaRWKQVOUgekpFkJHlITpKHZCI5SU6SiSQmmUg+kpgkJvlIepKPZCXpSXqSlWQmaUqGknkylAQl82SeBCVbSVCyk2wlW8lOMpXsJDXJVDKV1CRFSU3ykhQlRclLkpO8JClJTpKTpCQtSUrSkbQkLUlHEpF8IqfIL3KKvCK/yC/yihwjr0gtcowcI7VINVKLBCPVSDUSjCQjzUg3kowkI91INfKWxCWRSVxSl0QmkUldMpnUJXPJZDKZzCWPyVzSljwmj0lbkpZEI+NIM9KMjCPdyE2SlMwkM0lS0pPEk3oSmNSTsCQwCUzCksEkLDlLBpPB5CxJTAqTw6QsOUwak7KkLGlM0pKB5BupR76Ra6QeqUeukXfkGplG3pF3ZBoJR96SyGQtiUwWk7VkLVlMzpKfpCq5SW6SqiQpyUbikWgkGolHxpFUZBbZRGaRXGQT2URykVIkF9lFSpFSZBdpRY6SrOQn+UmykqpkFPlDVpE/5BFZRVaRR+QWeUQ+kVvkFvlEfpGm5C55Sp6Su+QquUv2kqvkKtlLupK95C/pSrqSv+Qr+UsKk6/kKylMypKs5CgZS46SpWQsGUuWkrxkKYlK8pK8JCrpS6KSeNKX9CXxJDApR9KRd5KOtCPv5J20IwvJJlKIpCKFSB+SiqQifUgo0ofkIaFIKJKHZCJ5SB2SiWQidcgcEo9kI/dINlKO3CP3SDnyTraQQGQMCUQOkTFkDDlEypBDZBEpQ8qQRWQNWUQikTVkDYlE2pBIZBJpQ9qQSWQO6UcSkn8kIalI/pF/pCIpSCqSjKQgKUgykoYkIwlJGpKGJCQpSRqSkiQiiUhKkpbkLFlMEpO0pDF5TFqRXWQYaUfykYWkKZknd8kcMolkItPIMhKOLCPFSDgSjhQj27gxv+XKXJnf8mZ+y3d5M2/muxya7/JevTyYu/JZjuez3JbjOZ7b8mNuy3X5MT/muvyXJ3NnjsudeTTH5bg8mvPyYD7MmfkwB+bMnJkDc2QOzHM5MkfmubyWH3NivsyXOTGP5sRcmDD35cGcmUNzZl6tmluTLwc4NDnAn/kzb+ZonI638TZOx904HdfjbtyN6/E+7sb7uBrv43dcjavxO57G7/gcT+NpfI6T8Tkex8k4GY/jXlyLd3E43sXFOByH42LcjKPxME7H6XgYL+NhnIuX8TLOxbc4FrfictyKR3E5LsejOBiP4lAcjINxKK7EIXklP+SV/JIf8kN+yTu5JMfkiByTa9LkjFyTf3JGzsg/eSv/5KS8lbdyUq7KM/kkV+ST/NAhJ+SD3I/v8T3ux/G4Hz/jeByPn/ExLsj/OCX/44acklNyQ27JDXkit+SWPJFz8kTeyDk5J2/koNyV4/kqx3NHvspXuSM/5Ye8kAPyQn7ngByQ33keqeUBqUAqkAekA3lAppAOpAOZQppwJW7EbbgR/+E23Ib/8B3SgqQgM0gKkoHMIDNIBjKBpHLLKLdEIKOMEoGEIBHIBhKChCAbyAgSyiyxxDLLAjLLBQvkA8lCqpAGpAqZQhqQBmQKeUBKkCjkA/lAopAFJAq5QhaQBeQKycIfeAjP4CGchGfwDE7CO3gKN+F2bsJHjHAIXsJZuAbX4Cx8Ogsv4NOnF/DrDDyCV/AIbsEreAW34Bs8hdt5DLfzHDn8hofzbr7n3Ryc7/meg3NxDs7HuTgX5+NknZdzb77NvTk33+bbnJtjc27+zbE5Nv/m5lyFn3AWfsIpUHAHfsN7eAzv4UE8hsfwIF7DgzgRr+E1nIgvkVRGjyajZ/Nsfk0mkATklQQcmrzyOjTX5tj8nE/zaX7Onfk5CcCduTMJwKNJAFJKKanvcBwuw3E4C5fhMpyFr3AVzsJduAtn4TCchQtxGA7DhXgRv+bSPJpHc2m+zLf4FB/iU9zOh/gQt/MZnsSPuJ0HSS6Si+QeuUeukWvkFrlFLpFL5A65Q66QK+QGuUEukAvk/rg/ro/r4/a4PS6Py+PuuDuujqvj5rg5Lo5749q4Nm6NW+PSuDTujDvjyrgybowb48K4MO6L++K6uC5ui9vi2l27y+KyuCvuiqviqrgpboqL4qK4J+6Ja+KauCVuiUvikrgj7ogr4oq4IW6IC+J+uB6uh9vhdrgcLoe74W64Gq6Gm+FmuBguhnvhXrgWroVb4Va4FC6FO+FOuBKuhBvhRrgQLoT74D64Dq6D2+A2uAwug7vgLrgKroKb4Ca4CC6Ce+AauAVugUvgErj77quvvvnmiy++9NL79+/1+93vXgE3wA1wb51NZ9NZdPacNWfN2XK2nCVnydlxdpwVZ8XZcDacBWfB2W/2m/VmvdlutpvlZrnZbXab1Wa12Ww2m92zexabxWav2WvWmrVmq9lqlpqlZqfZaVaalWaj2WgWmn1mnVlntpltZplZZnaZXWaVWWU2mU1mkVlk9pg9Zo1ZY7aYLWaJWWJ2mB1mhVlhNpgNZoFZYPaX/WV9WV+2l+1leVledpfdZXVZXTaXzWVxWVz2lrVla9lalpalZWfZWVaWlWVj2VgWloVlX9lXVs/q2TybZ11ZVxbP4tlWtpVlZVnZVXaVVWVV2VQ2lUVlUdlT9pQ1ZU3ZUraUJWVJ2VF2lBVlRdlQFpT9ZD9ZT9aT7WQ7WU6Wk91kN1lNVpPNZDNZTBaTvWQvWUvWkq1kK1lKlpKdZCdZSVaSjWQjWUgWkn1kH1lH1pFtZBtZRpaRXWQXWUVWkU1kE1lE9pA1ZA3ZQraQJWQJ2UF2kBVkBdk7e2cD2UAWkAVk/9g/1o/1Y/vYPpaP5WP32D1Wj9Vj89g8Fo/FY+/YO9aOtWPr2DqWjqVj59g5Vo6VY+PYOBaOfWPdWDe2jW1j2Vg2do1dY9VYNTaNTWPRWDT2jD1jzVgztowtY8lYMnaMHWPFWDE2jA1jwVgw9ov9Yr1YL7aL7WK5WC52i91itVgtNovNYrFYLPaKtWKr2CqWiqVip9gpVoqVYqPYKBaKhWKf2CfWiXVim9gmlollYpfYJVaJVWKT2CQWiUVij9gj1og1YovYIpaIJWKH2CFWiBVig9ggFogFYn/YH9aH7WF5WB52h91hdVgdNofNYXFYHPaGvWFtWBu2hq1haVgadoadYWVYGTaGjWFhWBj2hX1hXVgXtoVtYe2snWVhWdgVdoVVYVXYFDaFRWFR2BP2hDVhS1gSloQdYUdYEVaEDWFDWBAWhP1gP1gP1oPtYDtYDpaD3WA3WA1Wg81gM1gMFoO9YC9YC9aCrWArWAqWgp1gJ1gJVoKNYCNYCBaCfWAfWAfWgW1gGdgFdoFVYBXYBDaBRWAR2AP2gDVgDdgCtoAlYAnYbbfVVttss8UW22uvrbZa+9ZK69athfaznx1gB1gBVoC1AGq6mq6iq+jquXqumqvmarlarpKr5Oq4Oq6Kq+JquBqugqvg6rf6rXqr3mq32q1yq9zqtrqtaqvaaraare7VvYqtYqvX6rVqrVqr1Wq1Sq1Sq9PqtCqtSqvRarQKrUKrz+qz6qw6q81qs8qsMqvLqrKarCaryCqyeqweq8aqsVqsFqvEKrE6rA6rwqqwGqwGq8AqsPqr/qq+qq/aq/aqvCqvuqvuqrqqrpqr5qq4Kq56q96qtqqtWqvWqrQqrTqrzqqyqqwaq8aqsCqs+qq+qnpVr+bVvOqquqp4Fa+2qq0qq8qqrqqrqqqqqqaqqSqqiqqeqqeqqWqqlqqlKqlKqo6qo6qoKqqGqqEqqAqqfqqfqqfqqXaqnSqnyqluqpuqpqqpZqqZKqaKqV6ql6qlaqlWqpUqpUqpTqqTqqQqqUaqkSqkCqk+qo+qo+qoNqqNKqPKqC6qi6qiqqgmqokqonqoGqqGaqFaqBKqhOqgOqgKqoLqXb2rgWqgCqgCqn/qn+qn+ql9ap/Kp/Kpe+qeqqfqqXlqnoqn4ql36p1qp9qpdWqdSqfSqXPqnCqnyqlxapwKp8Kpb+qb6qa6qW1qm8qmsqlr6pqqpqqpaWqaiqaiqWfqmWqmmqllaplKppKpY+qYKqaKqWFqmAqmgqlf6pfqpXqpXSqXuqVuqVqqlpqlZqlYKpZ6pV6pVqqVWqVWqVQqlTqlTqlSqpQapUapUCqU+qQ+qU6qk9qkNqlMKpO6pC6pSqqSmqQmqUgqknqkHqlGqpFapBapRCqROqQOqUKqkBqkBqlAKpD6o/6oPqqP2qP2qDwqj7qj7qg6qo6ao+aoOCqOeqPeqDaqjVqj1qg0Ko06o86oMqqMGqPGqDAqjPqivqguqovaoraodtWusqgs6oq6oqqoKmqKmqKiqCjqiXqimqgmaolaopKoJOqIOqKKoNXoNTqOXqN7dBwdR/doObpHtdFytBzVRtNRbZQbTUfTUW4VAOVGvVUAFQD1Rs3VARRdhRQd/VZhhfRbFUC/0W5VQBVAu9U62o1uq3W1jm6j5+g2mo2eo+doNoqtKqgaKoOqoXKoDCqDyqE+qByqh/qgPqgeqoTqoYKoEqqECqKGqBJqiDqhhqgf6oQ6oX6oEeqH2qFGqBFqh7qBnqPYKDmKjVqj5Cg5ao2Ko9YoNSqOiqPUqLQaoW6oDuqGmqE6qA5qhrqgZqgX6oK6oF6oCeqFWqEmqAlqhXqgVqgQ6oF6oEKoBCqEiqASqAQqgoorgqorrrjqWquuttrqFQA1Vz9qrgaoX/1qgCprgBqrrLLGSmutXmf1OqAOqLDKSutXWnP9+jXXW3M1UG+91UDdVByVRsFRaXQaBUfB0Wk0HJ1Gq9FwNBytRsdVA7VB3bVBpVB33ZVCLVApVAu1QC1QLVQF1ULFUBVUBRVD1UB1UV5UGVVGeVFmlBcNRplRZjQYdUaD0WHUGXVGh1FodBg1RqFRaNQYjUaNUWE0Go1GhdFnVBgFRp/RZxQYbUaB0V60GW1Ge9FltBfdRZfRZXQXTUZ30Vo0GU1Ga1FktBZ9RZFRZPQVLUZfUVe0GC1GXdFf1BVtRX/RX7QVzUVb0VU0F81FV9FbdBVNRW/RWzQVnUVT0VN0Fp1FT9FY9BQtRWPRWLQUzaOlqCmaR/OoKQqLmqKoKCwKi6KisigqqorKorKoKmqLqqKsqC1qi7KiuCgrikdxUVwUj/qieFSP+qK+qB4lRvUoLUqMEqO06DFKi+qix+gxqosqo43oI9qJdqKP6Cf6iFKin+gnSomGopSoJRqKhqKW6ChqiWaio+gomomSoploJUqKkqKVqChaiU6ioqgoOomCopMoJAqKgqKQqCcKiTqinqgn6ohyoo4oIsqJcqKI6CaKiAqim+gmKohiooIoIIqJYqKAqCQKiPqhkqgk6ocyon4oH8qIMqJ8qCLKh+qhiqgiqocaonooHmqIGqJ4KCGKh9qhhCghaocGonboHRqIBqJ36CB6h+ahg+ggmocWonnoHlqIFqJ7aCK6h/ahiWgi2ocuon3oH7qILqJ/aCT6h97RSDQSvaOX6B09RC/RS/QQ1UQP0UZUE9VEG9FO1AsFQ91QNxQMhUPB0DIUDoVDy1A5tAw9Q+VQOfQMpUPPUDWUDqVD1dA6VA01Q+vQOtQMnUPNUDJ0Dp1DydA4lAwNQ+PQODQMfUPD0C/0DX1Dv9A29AvNQtvQNjQLZUOzUCmUDWVDpVA0VAp9QtFQNPQJFUOfUCdUDBVDndAu1AllQrvQLpQJ3UKZUCV0C91CldArVAk9Qq/QK/QIpUKPUCOUCqVCjdAo1AhFQqPQKBQJrUKR0CS0Cq1Ck1ArNAldQq1QK3QJ1UKX0CZUC9VCm1AutAmFQrlQLhQKHUOh0Cl0DB1Dp9A0dArFQtPQNBQLXUOxUC90DV1DvVA31AWFQX1QHxQGBUJh0BoUCAVCa1AhtAa9QYVQIfQGJUJvUB2UCCVCddAiVAe1QYvQItQGHUJtUBp0CB1CadAglAaNQYPQIDQG/UFj0Bf0B/1BX9Ae9AVVQXvQHlQF5UFVUBKUB+VBSdAclAQNQXPQHDQEnUFD0A90Bp1BP9AW9APtQFvQFrQDZUE70A2UBWVBN1AUdAPNQFFQFDQDNUEz0AvUBDVBL1AR9ALFQEVQERQDLUExUA20BC1BNdATVAPlQE/QE5QDXUE5UA90BV1BPVA76oGCoHbUjoKgMigIOoLKoDLoCIqDjqApKA6Kg6agO2gK6oLuoDuoC+qDXprpA/qAZhqBZmqARqARqAE6gRqgB+gEOoEeoBToAbqAUqAU6AJqgS6gCKgFaoEioBUoAlqAVqAVaAEqgRagmkqgEqimEKimmEKgECimDiimkzqgDuikDeikA2gD2oAOoAroAAqAKqAKKABKgAL4dJQAJfDpqP10f45aav8cpX/uy1FK6Zej/uV+HB1H4Y/7cBRS+OFogA/34mgAGuDF0e/FPTn60e/J0fjk3hyNNL45+m/u0dGn/+hofXS0jlZaaR3dtI4KoJtuKoAmoAKopAloAiopAyrppQwoA3rpg1f2zD7bZ3tmv+2ZfbTf9ts+2nf7aD/tu323n/bfftpb+2//7a09uLf20h7cg3tp7+2lPbT39t4e2nN7aN/suT23b/bavtkve22v7Zf93i/7Yr/3e1/ssX2x//XYHtv/+mr/63l9ta/2vP7Z83pd/+yfva5P9roe1yf7ZI/rjz2ut/XH/tjb+mFv62n9sB/2tD7Y03pZH+yDvazv9bJ+1vf6Xj/rgf2sr/XAHtjXemFf62+9sBf2t97Y3/pcb+yNfa5H9rl+1yN7ZL/rnf2u9/XO3tn7emrv64k9taf2xP7aE3tlf+2vvbLP9p3+07f6Vv/pXf2nJ/Wu3tWTer0n9aZe7/Xe1MN6U5/qYT2sT/WxPtWX+lgf60v9qy/1o/7Vv/pRn/ejHtTnfd6DerwH9Z4e7/He07N6T3/pWT2rv/Sq/tJHelWv6iP9qY/0j/7Un/pHL+offaMX9aK+0XP6Rr/oOT2nX/SaftEnek2v6RO9pU/0h97SW/pDT+kPfaGn9JS+0EP6Qm/oIT2kN/ST3tAj+kk/6RF9pUf0ir7SV3pFn+kVPaPP9Jme0W96Ru/oN/2md/Sh3tFL+lAf6iU9qpf0mB7Vo3pMv+oxfadf9au+07cKdXV1A2gQKuH3HtXn+SRvYXKbeaLq6qZ9UVcnf9TVSZlDejQnFaeHK4gGqk2OaKAZBEWirg5C+HlAl4tRlxYDbDJObXoIcLDHqk+TAB7QgairA5DrTF0dgCK3ipRhVleHgQqwCzRGWagwqMJHgQy0CUQktJLwIUIECUHMA2cPAESrq2tgZUZdXYIJbqCuLtdhdXW40ZWWC69aQlFdHT1EBRCqq3suyCaPVbLDIq+RTd2fujqIbQCKuroAo+QAqKsDsIttYpvYHraHbWFb2A62g21gG9j+tX9tX9vX7rV7bV6b1961d21dW9fOtXNtXBvXvrVvbVvb1q61a21am9aetWdtWVvWjrVjbVgb1n61X229rbfzdt52tV1tvI23W+1Wm9VmtVftVVvVVrVT7VQb1Ua1T+1T29Q2tUvtUpvUJrVH7VFb1Ba1Q+1QG9QGtT/tT9vT9rQ77U6b0+a0N+1NW9PWtDPtTBvTxrQv7Uvb0ra0K+1Km9KmtCftSVvSlrQj7Ugb0oa0H+1H29F2tBvtRpvRZrQX7UVb0Va0E+1EG9FGtA/tQ9vQNrQL7UKb0Ca0B+1BW9AWtO/23Q60Ae0/+8/2s/3sPrvP5rP57D17z9az9ew8O8/Gs/HsO/vOtrPt7Dq7zqaz6ew5e86Ws+XsODvOhrPh7Df7zXaz3ew2u81ms9nsNXvNVrPV7DQ7zUazz2wz28wus8tsMpvMHrPHbDFbzA6zw2wwG8z+sr9sL9vL7rK7bC6by96yt2wtW8vOsrNsLBvLvrKvbCvbyq6yq2wqm8qesqdsKVvKjrKjbCgbyn6yn2wn28luspnsJXvJVrKV7CQ7yUaykewj+8g2so3sIrvIJrKJ7CF7yBayhewgO8gGsoHsH/vH9rF97B67x+axeewde8fWsXXsHDvHxrFx7Bv7xraxbewau8amsWnsGXvGlrFjbBgbxn6xX2wX28VusVtsu223WWwWe8VesVVsFTvFTrFRbBT7xD6xTWwTu8QusUlsEnvEHrFFbBE7xA6xQWwQ+8P+sD1sD7vD7rA5bA57w96wNewMG8PGsC/sC9vCtrAr7AqbwqawJ+wJW8KWsCPsCBvChrAf7AfbwXawG+wGm8FmsBfsBVvBVrAT7AQbwUawD+wD28A2sAvsApvAJrDzxvv377nnlltu377jjhtuuL/97QF7wBawBey6XafT6XQanUanz+lz2pw2p8vpcpqcJqfH6XFanBanw+lwGpz+pr1pb7qb7qa5aW56m96mtWltOpvOpvf0nsamselr+pq2pq3parqapqap6Wl6mpampeloOpqGpqHpZ/qZdqad6Wa6mWammelleplWppXpZDqZRqaR6WP6mDami2limpgepodpYVqYDqaDaWAamP6lf2lf2pfupXtpXpqX3qV3aV1al86lc2lcGpe+pW9pW9qWrqVraVqalp6lZ2lZWpaOpWNpWBqWfqVfaT2tp/O0K42n8XQr3Uqz0qz0Kr1Kq9KqdCqdSqPSqPQpfUqb0qZ0KV1Kk9Kk9Cg9SovSonQoHUqD0qD0J/1Je9KedCfdSXPSnPQmvUlr0pp0Jp1JY9KY9CV9SVvSlnQlXUlT0pT0JD1JS9KSdCQdSUPSkPQj/Ug70o50I91IM9KM9CK9SCvSinQinUgj0oj0IX1IG9KGdCFdSBPShPQgPUgL0oL0nb7TgXQgDUgD0n/0H+1H+9F9dB/NR/PRe/QerUfr0Xl0Ho1H49F39B1tR9vRdXQdTUfT0XP0HC1Hy9FxdBwNR8PRb/Qb7Ua70W10G81Gs9Fr9BqtRqvRaXQajUaj0Wf0GW1Gm9FldBlNRpPRY/QYLUaL0WF0GA1Gg9Ff9BftRXvRXXQXzUVz0Vv0Fq1Fa9FZdBaNRWPRV/QVbUVX0VQ0FT1FT9FStBQdRUfRUDQU/UQ/0U60E91EN9FMNBO9RC/RSrQSnUQn0Ug0En1EH9FGtBFdRBfRRDQRPUQP0UK0EB1EB9FANBD9Q//QPrQP3UP30Dw0D71D79A6tA6dQ+fQODQOfUPf0Da0DV1D09Az9AwtQ8vQMXQMDUPD0C/0C+1Cu9AtdAttp+00C81Cr9ArtAqtQqfQKTQKjUKf0Ce0CW1Cl9AlNAlNQo/QI7QILUKH0CE0CA1Cf9AftAftQXfQHTQHzUFv0Bu0Bq1BZ9AZNAaNQV/QF7QFbUFX0BU0BU1BT9ATtAQtQUfQETQEDUE/0A+0A+1AN9AM9AK9QCvQCnQCnUAj0Aj0AX1AG9AGdAFdQBPQBPTWW2edddVVU03169dTTy211K5dQw31pz+tBegAGkBOl9NldBldPpfPZXPZXC6Xy2VymVwel8dlcVlcDpfDZXAZXP6Wv2Vv2Vvulrtlbplb3pa3ZW1ZW86Ws+W9vJexZWz5Wr6WrWVruVqulqnlaVlalpaj5WgZWoaWn+Vn2Vl2lpvlZplZZpaX5WVZWVaWk+VkGVlGlo/lY9lYNpaL5WKZWCaWh+VhWVgWloPlYBlYBpZ/5V/ZV/aVe+VemVfmlXflXVlX1pVzZVz5Vr6VbWVbuVaulWllWnlWnpVlZVk5Vo6VYWVY+VV+lfWyXs7LedlVdpXxMl5ulVtlVplVXpVXZVVZVU6VU2VUGVU+lU9lU9lULpVLZVKZVB6VReVQOVQGlUHlT/lT9pQ95U65U+aUOeVNeVPWlDXlTDlTxpQx5Uv5UraULeVKuVKmlCnlSXlSlpQl5Ug5UoaUIeVH+VF2lB3lRrlRZpQZ5UV5UVaUFeVEOVFGlA9lQ9lQLpQLZUKZUB6UB2VBWVC+y3c5UA6UAWVA+U/+k/1kP7lP7pP5ZD55T96T9WQ9OU/Ok/FkPPlOvpPtZDu5Tq6T6WQ6eU6ek+VkOTlOjpPhZDj5TX6T3eQ2mU1mk9fkNVlNVpPT5DQZTUaTz+Qz2Uw2k8vkMplMJpPH5DFZTBaTw+QwGUwGk7/kL9lL9pK75C6ZS+aSt+QtWUvWkrPkLBlLxpKv5CvZSraSq+QqmUqmkqdkKTlKjpKhZCj5SX6SnWQnuUlukplkJnlJXpKVZCU5SU6SkWQk+Ug+ko1kI7lILpKJZCJ5SB6ShWQhOUgOkoFkIPlH/pF9ZB+5R+6ReWQeeUfekXVkHTlHzpFx5BvZRraRa+QamUamkWfkGVlGlpFj5BgZRoaRX+QX2UV2kVvkFtku22UWmUVekVdkFVlFTpFTZBQZRT6RT2QT2UQukUtkEplEHpFHZBFZRA6RQ2QQGUT+kD9kD7lD5pA55A15Q9aQNeQMOUPGkDHkC/lCtpAt5Aq5QqaQKeQJeUKWkCXkCDlChpAh5Af5QXaQHeQGuUFmkBnkBXlBVpAV5AQ5QUaQEeQD+UA2kA3kArlAJpAJ5J11xhnnmmummebPn2eeWWaZY44ZZpi//OUBeUAWkAXkADkATofTYXQYHT6Hz2Fz2Bwuh8thcpgcHofHYXE4HAaHweFv+Bv2hr3hbrgb5oa54W14G9aGteFsOBvew3sYG8aGr+Fr2Bq2hqvhapgapoan4WlYGpaGo+FoGBqGhp/hZ9gZdoab4WaYGWaGl+FlWBlWhpPhZBgZPoaNYWO4GC6GiWFieBgehoVhYTgYDoaBYWD4F/6FfWFfuBfuhXlhXngX3oV1YV04F86FcWFc+Ba+hW1hW7gWroVpYVp4Fp6FZWFZOBaOhWFhWPgVfoX1sB7Ow64wHsbDrXArzAqzwqvwKqwKq8KpcCqMCqPCp/ApbAqbwqVwKUwKk8Kj8CgsCovCoXAoDAqDwp/wJ+wJe8KdcCfMCXPCm/AmrAlrwplwJowJY8KXsCVcCVfClDAlPAlPwpKwJBwJR8KQMCT8CD/CjrAj3Ag3wowwI7wIL8KKsCKcCCfCiDAifAgfwoawIVwIF8KEMCE8CA/CgrAgfIfvcCAcCAPCgPAf/Af7wX5wH8wH78F7sB6sB+fBeTAejAffwXewHWwH18F1MB1MB8/Bc7AcLAfHwXEwHAwHv8FvsBvsBrfBbTAbzAavwWuwGqwGp8FpMBqMBp/BZ7AZbAaXwWUwGTwGi8FicBgcBoPBYPAX/AV7wV5wF9wFc8Fc8Ba8BWvBWnAWnAVjwVjwFXwFW8FWcBVcBVPBVPAUPAVLwVJwFBwFQ8FQ8BP8BDvBTnAT3AQzwUzwEqwEJ8FJMBKMBB/BR7ARbAQXwUUwEUwED8FDsBAsBAfBQTAQDAT/wD+wD+wD98A9MA/MA+/AO7AOrAPnwDkwDowD38A3sA1sA9fANTANTAPPwDOwDBwDw8Aw8Av8ArvALnAL3ALbYTvMArPAK/AKrAKrwClwCowCo8An8AlsApvAJXAJTAKTwCPwCCwCi8AhcAgMAoPAH/AH7AF7wB1wB8wBc8Ab8AasAWfAGDAGfAFfwBawBVwBV8AUMAU8AU/AErAEHAFHwBAwBPwAP8AOsAPcADfADDADvAAvwAqwApwAJ8AIMAJ8AB/ABrABXAAXwAQwAbzxxhprnDHGFFP8+HHEEX/4wwPwABwAB8B1uO6mu+kuuovunrvnrrlr7pa75S65S+6Ou+OuuBvugrvg7rf77Xq73m632+1yu9zutrvtarvabrab7e7dvYvtYrvX7rVr7Vq71W61S+1Su9PutCvtSrvRbrQL7UK7z+6z6+w6u81us8vsMrvL7rKr7Ca7yC6ye+weu8ausVvsFrvELrE77A67wq6wG+wGu8AusPvr/rq+rq/b6/a6vC6vu+vuurqurpvr5rq4Lq576966tq6tW+vWurQurTvrzrqyrqwb68K6r+6rq3f1bt7Nu66uq4t38W6r2+qyuqzuqrvqqrqqbqqb6qK6qO6pe+qauqZuqVvqkrqk7qg76oq6om6oG+qCuqDup/vperqebqfb6XK6nO6mq+lmupkupovpXrqXrqVr6Va6lS6lS+lOupOupCvpRrqRLqQL6T66j66j6+g2uo0uo8voLrqLrqKr6Ca6iS6ii+geuoeuoWvoFrqFLqFL6A66g66ge3cD3UAX0AV0/9w/18/1c/vcPpfP5XP33D1Xz9Vz89w8F8/Fc+/cO9fOtXPr3DqXzqVz59w5V86Vc+PcOBfOhXPf3DfXzXVz29w2l81lc9fcNVfNTXPRXDT3zD1zzVwzt8wtc8lcMnfMHXPFXDE3zA1zwVww98v9cr1cL7fL7XK5XC53y91ytVwtN8vNcrFcLPfKvXKtXCu3yq1yqVwqd8qdcqVcKTfKhXKf3CfXyXVym9wml8llcpfcJVfJVXKT3IEQqIEoCYwhioAQAQQCwchgOAYxkSEGIcYc1egAERBpYBDkA6/8PtJFZ1q0NNGgs3lSPuiljf27yP8swqxuo/qbGvU5sVSYN4TlzyBzmAluJjkcEJXKJadJ/U1NP1Gl3dcg79Ikz5t3G7/73bOuD4l9iRt8bNdwwlUkQb42PZ3pwuGZoxLcjNNWcHom9z7tJCLOv8MTlHLLd3ps13DCVSSe+6ez57vR6yKDEzq/IljyL8geE86gAoWdQPbuAIIjLGgnUVGRAHZAgBMCVBceV+r5CgxFKVuSaoVkWAcAgBM2/s1DbYtYmLFBRdgdsm6wLjw4fHfAUIaA8Hh+XzksjEWBOJM/lHKMnbBgcTiD9qAlZstIT6BnIx0BVXnGgyiVk9go/kyG1v5t0EhRyk74VDS8nHXLXAOJf8haXdyjT359dMyHYTZgolvPvhZ/mDZfTsGPKk6Fu+pboZpb1adQ6inLTD+/lDRXXlOLZHx0/1XL6lg5l+vmlKzT0fCTlP+wmAfpKRNpl67TGr0S5xDa2syBthYBeaR7RUJNZykzv4dilTsAy8W2zQWjoMFkQruzdekW6yeNuwLg+c17PdIDr0pEv/3Ck7Fld4SNfVjD0jAW5KdDrTp1ov0pWGhcoOgYthRJ7s9e81DY9n29BWGZXX+H2R6z15VYv9Cmz2JbAStzh4swjGz2udhIvZoerOwrsx2zzwPfZ0rWnz3p2N6O7f18NhSiByhdLEJMg9sx5lTaegTAObO/vco81ZuWMNqW8hFhuEgex0xj1kCqRUn2wdLYgnkVZWcpnf9lp5+Sp8en9LfpNP///04AAAD9////WgAAAAEAAADBIQAALKAAACi1L/1gLJ+9DQF674w2LhCQDAAMwAoLeLAU9vczJKWai79ilR/7+gHSw13IoDb6MZta3UAFKazxkc875zxbAzsDbgNEWJOLcBBLtuQfP4AwEO7BPniSkikZB44cnIN16NjBO5gHV/KjDbbBkJCRHMmSfINp1OAa3NjoyI4sQ8YMnsGMHINfwGAYrMiL3MIFu2BExEROZEM+ZMJCLuQVzIJNnOATPDiIglFwClbBF/A0aNBjPc7L48Ac2IOHD/yB+/oAGZD9/EbwCP77E2RBDgwswSU4RAgSTIJBgBDBIrhDBz7m4w0b9niPMWDIwBnYzu6O73jCBApMgefmInAEjotruWU3NziGYzY2CAyB1dQcsANeW3vAD7it7Y3fmGWpTGU5OTqmYwkS6riOK1SwwBb4AuPxAS7m4gQJFLAC/voK4zAmIyvjMmbAAI3R+OwsjdN4wYIG3IDHxszYjMHAxFiMu7q82Iu3thAwAsbCyuIsJkCgABdgKqoBPICjogSwAP5/4ifudmInZr582R0AA+DpNAAHYCgoKZbiqakqrmIrqyu+YgMGtFiLDzCX1cpy27Zt27Zt27Zt27Zt+/n5+flZpcbFXR/jQq3W0NDQ0Ctr1OtjFQzLsizLsix7fYy7tnjUuLi2pYbOtS3eI5WK2GQ0DuyRGkcNrb5RW5ZlWfZqvVqtLPvJslbW2rZt27bU0NA2VSUhwrCbZigJkVagYuUE1IGU4axPnMsPWher5yVCfEgRrVGotHvSDlilXJLM45ZnndJm2lL9MWDDMBtB3sGitFK5mhF2h3MR7IkaPGF+mKlsldoJhocXpghLiS8SJrzYqtXKVpEkugIJxY+FXh3bmmtYNVAPHaxYm6bRKlWTDBBWTIum0S1RVFZLzzJ2rsrOsSyz1xox1D/Op+pjI4F20c0dlmUv13iwrQzSu83KNTbWxufhdZHTcPJMG6Ovqo2xgUP7QguetlDwrC0xCtX2fYHUdnnZa/FC27QKLti1dH0427BAYVq3MT7aMwiGLMteWfYKyrKcTfDwOgcHwXCQ0qCy7JV65TxCyLJX6rVJnhrLXqlJOu2w7FWT9O4ax7Kgl3tW0DiW5RSwxubjj0H17ZF5TDMGHGKTUSWKIk1iWbaFWygYOTmKcpKRiuYW7QzlOHFZZYPSYhXhUADjRQ8RYJbRyFGoagIlbjzn9pA+I60OWxpfj6ruoZE1IAjD7JnMT4jM062qZqwyZtYLUBpKv3nTp0/omkaDxkyf2bSpM2XqRw7g0ZHW1Bwy5LJRR4okqbOZMEnSRyAlJasQaSOTk3UoUYLUjjrTI0xdqXtUdmVPTvLAEaSFCMFsIk+aGAW4DUTyRwdpS5daU29eMzO/9JeO0Y8NiJGgHtSQXaVKkS7SlpaUTdmOjjW6RrtwsdiL3aKFYiv24SGMhtGMjDN6Rjc20mgaNlrSMzJysze7sTGzM2P4lEdFSQXwJxUqCAkLu7ANDREbsRsbZbSMZmR80S/68DCxE3vFihR9wt3/n5x8KkAAVZUP6NI3j8B0ly5YGktvaS3d6aSdtOedOl3ni/OTT7uJklbSVdqIS0E5lD8594k2YYJFs+jBRtF3rg2nQ7vPqJ/m04yaSlvpN62nxzSZ7tFlerJztI7m0ZMcQJe2jY5sSafyKZfqM61GDWiDNhs2oi3acZpOYCBf87UIER/6QwMC9nVfjxjh135//dckukQHCrZgg+gQ3cFDe+i9PQ7NofPy9FqvNWjY0BsaDy9DZ+gLjaEtdIUKd33XFCjYtV1PmFDXdR0hgoSW0HNzdE0n13LdNrXZuI7rtze4husHDyA0hG5rc2u3ZmNz0A5aTW2t1xoNLa3T+qwbkJGBNViXlYV1WJuZffVXM2Dg1V4JOkEv6LEmE2uxVtBdjYCrufrAga3eai2trM5qAwawGqsLFLjqqybQVu3U/0/91NMpVEM1AABSLdUBAkz1VEdFVXXVgB7QApqqr7d3N29qbuZNmzSxJs6UCRNj4kuXLLElrlSJElPiSZMksSSOxJC4jx/2w4AABeJAPGhQKZfyoUOKWBEnSuSIHTEjRo/4ESNC1IgbsSFDi3gREyJUiAvxnz+CWBDz4UPKpJwnzx7ew6Ojd/gOz5lTh+vwmzdxOA6rUdOG2/CZM2t4DZcpg4bRsBkzbJgNp0kTyqHsxg0chsNy5NBhOiwqaoftMB48elgP92E/PIYMk+EwLIZBr3zlatXKVv5kMMylC3dhL/yFrVzhK4wFSxbOwlp4C0OJwlFYipQpPIWpcBV+4sme3NnphJ3w5iYnczITbsJKlvASRoIkCSdhI3yEhVzyJWNiDuEhnJlJhANX9Na5c66cC+fNdXND2dw1N81Fc83cMnfMFXOvF/RWL5j7xcvtcrdouVnulWvlUplypVwonvfJ7eTcvE3uEiVJLpJr5Ba5RDLvkHsp5FpeIPfH7XEr7w4dOS6OO3lD8kZeG/fx0nC8jVdGjMt4FWG8uC5u4kW8hoWEl8VVkeKiuCeuiStI4gZeEYB/N8QFcfvuBw8dLoerd/OuhpvhYrgX7l2Fa3frJlwJl+7O3fZSL3vhLoT74LZdB3dN7abdBmfX7DK4Cy7ZmFgY2JeXggRdCLgObGllGcAqcEXAakAV1dQVcKWioAI8AXCa/vXepCkTpkuWKlGaJCkSpEfuyBsxWqQoEaJDhgqVEhokKBCgP6R++vDZoycPHr/jdkZF69CZIycOnDdu2oSyWaMmDZozZsqQGSPGw9SoEeNxhs9wSclBQsLKyiVLMB2zEwcOyRtuw3f4kJS8AumTkzkEvUSJE5malZU9iHiRIkaMKMkc4kRcha9YEcgihIMA4cEDhzzv0OHD4uILRhgOw4UjHiYmUkr64+OlYZ3f3fFhcOKenlGibPEtPmWKFypUrGx6kyZJ3CwAAlJ4AMEhvDlc6607cOC3Qc8zZLgQR3Wqt7W1QGOyxJc4pzuRIKHui3vx0oULlyc+weno5HzOgXiQIEiENPAIboAjAAfL9rysLC2NTc0tOJvzre2RfZU5WdmZp7lYA2/gZmYRPMII10rgCRwBAjInO/OvBWVlXHagXq2C+YLFtWjhksXMy71cTExBmJUTIIBlwAsU0LpyK2ckdEKXIaOShkO6jx/+w9IFSTgJv78/RxEewgsjvYVjJnY6pUOR4lKci1fxuDZvc9YfuAMzN3M4x/MFzsXV5V2+tXXAD7gBBmAOpsDBgDqoW/3K530u6Zd+xXl4D6/0Rjf0wMMKTsEB/YlvavC8I67pSLyLf/oXz3IEruVoPjaGwlG4nV2hF/rengk34Xx8KTyFOzoquqJjYupwHZ7oiFmyLFkipaX0jRs+2kc7Ou7oHW1piaSRdJUqV/pKg4J6aS8tKtqm2zQhQnJaTrtxE6bDtNVazdN27MwZbTx49hBqUb+ioqRWesqUKIM6UKA/jRQxYsSn8yxahAiRoUJ96FCfRK1o0iQypaVv3qTpNO3p+dmfvbnJpbn09SqmxYzh5HxCJVdQaxXM5xcvXbhs0ZIFyxUrVahMkRIFiucTJ52cm02YLFGSBMkRI0U0iWQOwbwUYhkEyA8fPSp57NCRAwfl5A3JSEgbjzVoODbOkBGDcVERxgsXLRIRDw0LCVmsUJECxeAJEyUESQSOEAH4F8IPRB/fBw8dOOzp5W3QkAEPwwULdxXsKNRNkBCBbk6upcaxcG8QHri1OWBbU0tDa3BmVsZgAdmYWBjYl5eCBF0IuA5saWUZwCpwRcBqQBXVlACpKKgATwCcpn+9m8ejIuEKEXt5EqbYxqS2sqZcCsolQZIqHWRnak2aTLUUgyYC//z6PnTY03Dhro6ObWNDK1swpmAr6+qroPzJNTmmp+SIkZOh0kEeyM/rwWNHlI7LcfNrPI2QtkC1V3PyFUYYu/welDFfqdKuNWGdZcze+APRIDx00lShIOHxaCholXdBzulN6qyNNDP/YGaeav2OadbUwEtOsaYF3nF6NSXwhFOr6YBXMa2aUn3gdGoq4PmmUtOot5tCTQP8hOnTFMBTp07T6cPdN5v6tN9ryr/pu17TZ/oCj+kvvdRb+kp39Cn9pEvnJX2kG+ch/aPb5h19o6vmGf2ie+YVfaJL5hH9oRvmDX2ha/3SJ3Q/f9ALulw+0AO6WP7Pk94q7+f73CjP5/dcJ6/n81wmj+fv3CNv50ev5ot+nYv5dH7ODfJyPs718XD+zeXxbr7NpfzQZ3Mhf82ruTU+zaO5M/7Mm7mLX+bJ3BY/5sXcww/z17viQd96B7/6YG6J//wvd8R7+S7X77n8lsv3Wj7L3Xssf+VueCtf5eI9lZ9yLbyUj3IpPJT3vBH+yTu5ct/5nDfuN7/JfXsmv+S6vZJPctkeyR+5aG/ki9yy13wimUMwL4W85QcB8sNHj8rn8Tpy4KCc/BsfCWnjscbT+Maf8TJiMC4qwvgX76JFIuKh4Rc+i1/xKVAMnjBRQvBJ/AgRgH8h/EB83394D9+Bw55e3obX8BnwMFywcPcVnsLXvYQIdHNy337cs/8G4YFb2zt4tjW1NLQGf/Zlz+AXkI2JhYH91yv4BI+A68CWVpaBx/orAlYDqqimXsBHPdQHeALgNP3r/fy8SVMmTJcsVaI0SVIkSI8c3UaX0SJFiRAdMlSolNAgQYEA/SH104fPHj158Ny5dgKNrajkcXdgygcFGBCQEAgSArOXAQYFYRwrSrceBAvIQGGjMBC4HACAAYHTGPQ0sNIEUBDIAIAwGd7ekn+93ZeyPazaXm+VXduqtbpUa23Vtmqv7cpWr9VVX6u9vitLfVWWaq/s6lJt9V1b6q22qmtlVbdqq636Vi+1XV2rvbrqe71U9mqprPpSr5VV2+utsmtbtVaXaq2t2lbttV3Z6rW66mu113dlqa/KUu2VXV2qrb5rS73VVnWtrOpWbbVV3+qltqtrtVdXfa8X5aXtaPbCdovlph2SVPXyb8qZlcMsBqdf0v2WroLtG1+KFTgWfkYCQWEr4VEJySU4vgv2yHwZ7MzJdJHzmwhnAp2rUV0cW3w4fu6CwTGTcW7RwLKlF0+J/0CR4m+pjDpR7sqb3hf9OifPEs3KU9P/zv4f3ptI4B1niCgpWXpAS+mhAV5+2Aor5uhuDI+ncMTYpAcCPtmXViPk9sO1A8pJltz/kYerJaD0WPd3qlR5nFZnWfc/X3ymXEz3/enQW/n03eV2P319ZfJXVb6/nPGa8kZddi5EfKbcXZe9i34N6TPrf5tzK9JNt5/LvMlxNuM5qHnnfof0C+ViZfbVdLpuxHjUhOL9qsbuHfS8E/kr8273/ck8Sfkr+t4b+zvybE6kc4wx4TPzwBIIfzrDFqSbbj+XeZPjvNr/PvRGpN8qfxd5F4A+hzCpGfFUTOLC7aPVZ+v8OfRy7Q5BFMFg2wyEiorQuW/INeps92G5mWlfCo6OxXVtzEaQeUxAcg+igh7cStWoWcoXn6n+Do5p2k6gCoCy3ogGHeW1XNXMNis9d7XdZUzbcbaqURs4qLaP7TR4HjN7TyOSjwF/1at3YWg1BO8UoUuwAiwJbjER9CEx9JV/QE3ZGbrNkCU77G8rkE3AV9wADPWCZrWKcKCpmVP/Cp0xXmG4zuPVaNyOi1i+ya6k/aIsbw47TcriBEMvnbYdga5k133eL/i9P0TcnVkMIBOAQStXN6Doc6NHpBPW9YXN/4P8WLIoxC41DD45nfikF4AV+R/oCsoRmyuz1Pirmb/zug8BCyzQ/xywV+EtPXS3bhSvTKru2OeFUdVW8g/j20Ri8x39djIvjFXS8xizirwUphMWEHabgR3x3/Ck/Cqfhy3VludzqB/LQGNKqfFdNdalYNqJ/celW8cmIX7B8hPoV2VK+kIIzURmIMKUGdSxy8PUyk1WJcdW+SQ34sBamL2VbU0nlqpL4H6RSR/72Zttql+tvDzLGAFwUe31BSSDDYRvsiQlyW8RSJk9WV9OlEQ4BwZjBhYzUHS/RarFxZMLd1K8RWPIkvjn8o1YRvJJwpOuH6BubiX3qDR+iBG/26ArYuc+ZhPTZpbuFqVeH1VPLn5Ei0/F+2wqQF6iFCSq7L/FsYVKnV/49loyOg1VvVg3Yp3WWr6m/FuqafEAxQMPchbbyfPhO3mOnrVgzOlxMf/VueTajXqivADzSejG6dGhNxn9AK0Yt6aIMaWUEEVVpGdDi/pVPSzGgAazXPrF9L/C/bI2nv4pyvu3kN1YJAjiI1I+vhDaXHegUaM0e9fzJ9L3EP6VtfWbc6T+ipD92XW5f5P1a0P6M23fd9K9aTq9o+7N36k9dcZ8Xd15P6bv0xP5cnrRL6+TtX1lzr+vnvr9l7j4ldHw7uz2vLlD/Rlzx29PbnvebJIz5ekU+qUgrtcAdhmYVnlQ//hAXjof867a+f+If5WSv0/5X66h/VmIbRbtvU+0jw7EZfc1/yuVv4/wr6r5/4X7Vcm8+EsWsGkTeo73XKEt71sM//RqNJabBqG4cSWMjpOS9bYq/D5zYfidmhzbeVeao4W/NqrqZQm3hVmHHLTSq6U1d8Y2925v2W07dru9i7IXglUzy91n4MYdBrf1EYuq13XiboTbvlWLllMp+wz3werLrWS3+WbH3xUeeMDhis74vEFL3vVc5H2i+WHmXa/6PuPib3MUe2ffYjY/Z7ZbrAvkSocAHbsVcPRYWXzNtaiDYBfoPZ0JrveqXTlJLnomg7avObru7nbQezUfHD0XRLSyI4K+QTvi6mfZbhvBHTgrov4St5aqLMhvpNia1ymutPxdtmVHND4he6mOsZxt5GEmW+v0DWTP7erdo9jjBngmDGvPp6y5GXdoZRMHlj0qdOGHV9nwJVjhNmbdN+PeH/AVK54ulQln08xiibb0N5+Qa7pf6EjctlRX/Ux7SNGcqXW7VGUVFYn1+HB3uC66Zqr9Ques6uv+2WGU2PNoaZlyOUwMPqqpx2/FaYW8ed/rsE8z6dd33i1qC52zpgdn1dTsNTLTdTakwntYrE2K68w7ubCpz2jedMZh0MggWQtgpxjaFjlCbiU7n88OpJzhKDELbd0M3fWyRTp3izet8HCmn2Pr9wqwUGrv9+Q4cmTFvlP1FtR+u4qVV1K8fm1T79vsmKQhtYOY6zoZ3COhZ+Bo34V78d8hlM2up15mJGvzfhlObQJrftT4O6s60JymdzfBXhtQ6QvQOm1DaXLxZ4zf0PJVnpr2pxC9mlaUDoc2c55YE1+TfwvLu3HkI4DOxkeTLpBm2lstPFdb+GXL6VimR8MC4r/XLjwoUm5Kzuw0ssxP0gTTPOuQrQF9G6I1KNEzlRhpaIFX59kf3SHmicIE8kF/dL3dzRS/Trl1Ct/cxq1h2Nj0/J2guL6Run2gfDbpZ4unvAnl/Jq0CYQZn8us0OFqjGM/E+5y4hjDsMsYEj/WrLPzIenZXeWvOJ9rtwzHZpEfXC6hEf9WM5aOvoF0zmWKIVBMpPDx8fFrPj2aDh1H2XbK/fvFqUJ3Kb5MkL+eH4l8gtfnkd63+jR4Ezrzbpl7z0TJheKyYs4gvk2FtqDEqKYAjHROLqmblh82bMkySZmkce71SBpM7NDa9grUzTp5rcwEsSXPbSxz4Qul5O2ilOlLIDSDdLv1KBUTEAjvGR+rr0VxD/Js2tegUdT9N4FtyVxPzc8E+K6biTJHi95/IXhUmJoTx8tKiwYZbBoFt+aUx9N4UUxNELftZb6hT/ywxEU/ABPkVlDmIlDW5HtrFuEsSjvcbqHuz9uHcyjDOWgSfn9jFVdc7pEok1h0cAq1dWRgXeqX0DpI37z/xoIRoz8uVmNxR/2jJ8ivgDk179SYh0y3SbExj1hncX9IiWzpc5PHDBG4/TLV2xRra3DOrhUJp2mF3QqKZjkOpWafbBkTIc7UapeYlf4+e1qdpj792839L8pmIseybA2Z1umZuthmiUUybs7cmck2cyq7pTDiYWkzusYD7CgTeUomoyhuTuTdTlANTlHtnIRqdl7hJcu7jbqGyRwf6KCT6OPsOgt3u6KblRutxR8QPLnA8tzmjaki3IWZsPHsk52l+7eINVbu/fzFjiwB8nWatQ7NMaFjc/TMcn4wQu281pAyX9vh6TBygRoTy7jocT0bYOoGg040mtI5js2IwSypc3GDmBgin4Jh0jqCvOOLKybgDaEbtvEy02TfzcexIWv6J+2d9FFewMVUttnGMbZCNAt3l2oQzIvnKI3HYo7NNxawjNPaSNGcwoR7QsWMtpwAZZjKRoojCQNuwyiRoVEnERrYATptS3J53nl7cCGHi50fNrmmcTdvKhNsZ6OzmFvbdBBzg5uewtzmpkYwPkHO3xplDb80Lyb3NITNWL37D8zMMvj8nJxTjzckaVBIy1TeI60LvJ+HbqcfWq5WmzBmo8f4Qc2TW4fP3wWssugWt6UvYcW57Nc7712+l01ormm1c+8LoL2teiXed6axfC/GQ5yO5YOSZmvKLA+2haqKaQwDaRhAjBDPHYbdJo6RQ5fP2hywAzTNue+WHIpezOgJkhjVDhU3mUaP/Y/hgAUbUfqOBbBhzRg7bloGuS3biNOGLoDG1iHjRQSx+wTJizc7Bx9WuXsR549x9/jjJnl2Dts3eHhzs/k9bqbxcnEICkvx1FxOJg2XcYhkWHbcZAYXJFg2P9eihfZRrsuvNlOrBvtf86JAjMEywsSunXW7mgLYOaUlfvjX+7ZmDWzm1/3VlGTdaoOYOyqbpwUQ2+LTpowrLVzGnrbKFNAeMYdn82ANaA3sZ9KYttquDwfOntK//a0V+td9tWb40kmbejdeE+2N2IK7CVhTTd0vQL+pe+tEv2tnf/UsBh11I0Wq5w4i4CPelcp9NlLsYgLolmfLySngsmWHgJ9gbiLtSD02cN6BEjGsM6aTSiZojgYpbI6CNmq5r6bEgX4kC2rtx30hPvLAyjf2UyDPwr2pSj2+Hn5E60BDT6JY1hbZIvSYCLQ1AzwH5AaIE/vjbqKO+Bt7bGW+ncNcxl/eZl7WHNfHwTE/I8uwfKxt2W9JBXBjEJFvygabRjlf4Hn29XjmzoORFtpdrA1g+aiy19XmO6fEfbPFO4Afb+pSTgdyY6860oNcxMv2KegParvIjQ5gjfytG4IRGLTgWZ3TOyZFcgqqRqUO1LI1sJWJFTtgctna/FkM7vroyKU5sW4KWlv3Rq1pBOxpH54jbey6QTj3Lp5Cci1smCrOk9dWLy3NkxuFhye55SNvrFOzw5anoKBdp2e7gjqWsQATaVqkAEowbVgl2y/RKZNkAppgcd6B1MiAHR7Nymms4NH2gl5g8KYApa9jgavQ20Hr6sDddNENbc9FO5NB3YaDUH8v4SsaB0zJM1GW3gILLGpXUW+/D4vOgdAqT13EHmM8Gp9Ond2MSY4EuwVNlHnEBJw3C+dk6u6HRN22GvGn1NxHQuflINioHMsiK1M5KO/brQWupXO1SUEA27WxbqXmT0zbXRM4pHbNYB8yqHfqaMVAVfslwBo8DcsguKOxeTTn4pYL1bh2ocEkZrworGGMBGGzsRTMIWObamATUa+pH0HRUaXNGeJBVZMn9oqSdg1lU/HGGTx7C7ewbN7XkFPqC4ezqEH9W+ykfzm92WzMhjiaorgBvvF/MP1v57pHU6b3BoXiPsYNA96ym7yasI5iy5xB4Xo6tTUM0ThB2xSimvV0GCG/9l7TLIOyDqizCRI5MHYyziaa0rqxaf+yYlwyWspNp7+AEdSGcp82yOzNb3NAUaLbjCJrQWw2akXj1fAqv77wexTNLHIRNz4B9LUGnoKJbcTE/TubVEa/jSK3Gm/PYK7hLX+zlhnn+hg852fkCvvH3vb9JzTAhyWsD7b9PY+KtgDCwU0dLHS7XK7VDNn2/rNXOM5sjvYcq7NAV+ScPwiwMW1EyGVjNjOoZRDWWw4feKh24yAh+NbOOGvlEe2L5OJ47jKeuGV9+YfgYzHBQLo3CE82oHd2JQZhypl6PaY9PrhoQc3xdUXWSC3LwDZn6liw2mvHnqirT5CAvlGIyRwmNVjKY1WzjRyGtSYcjshhlmKGNk+ynG1U83oFZK5jwWNajnkKABh42EYQ2kg0BfKkkFlujAYG37eX2Arr16OOVnPcyRpi+lDoBgJvaylrXQlu0UZjo8qsbnbRvW7PooGY474Yg0/wRTvZlIZE+4QFIL0sXPX3nPIUqFqVL7VXN+NXuTxLI6vBp2KVuCAtBAkvlfEnO1tH79i/YohDSPYpd8eEBB0KCN3B/ixvK+oEX8m0Y26pTskbSzaKHDsAeDSL7OgQfTwrpea0BKlP4b+3pFVqyZ18nLb9giJyc0Km6zs/TYJFhNm/YXqnT4AuEVIftakAh0cdhQv9r31QAHhiJU6nzRzZpLpJsbTbMZmMq0P3hGNjy+aWOGgHsSnjIPdfWkdHelXouA1nSDz4ljg3bbHxEXfs6ZsBLpg2Q0iDVMg6sW2HcBPlue0wCXs3KiyTByMAVFiZWTIPv2JLssh1JoSYuganxxvnjZBhXhypja1N1yWBzXJnW9BNxzr83hkRwkowXHDEdmMZFySw7ayEtl173orfDhqIHzAEPG9BIYGE7OoQ/+t/Gt6aluou5oiPo3sRgmC0I9v5svYNzxnD5L/iQS4tQP8tqPrf4DsmA6fMjqlDlN9WOMxlQfrdUSwdBr0WpKc5JuZlogXNdP33e1Lk6ywJuPwfZBssP6uhph29yAq+FHzKs5h/AjSo74dQzN9+q2PoUY/JPOO9SP+5nhMleonWq1+xnIsXHG8w//y7OIRSF8A9Yt771wiMUPR50cCLYRDSDpHC2q6elhbg99I0lW3yaV2MKsNJaXlLZ6LcSpNGqxgOX+6/XenM3qmhw3AxjPN89WiMBR8FxH7YMQt+fuzaHUSB6k7c8wGi94PTswNUI1cUB5kjO3XayieLdBn5k+hlv5/rzfwibGI6NU07ArSXjT5H3JqfNH7Y/lgAcVkW3gGeWwqHlfAVZkcRMrZEzMQFPtbExtYD5caX3LcB6i8o9lSfEKOj1JD2WxSz0OyNtugnDcPJo/Qt1+Gm4XYjWfKezuF3sBB5G9NHm470N4l8wmSh5b21YkZ1h7MrsL7WRBY/sYDJ7zj8Kxb/m0reweRBOSpntx+WYdFbjiFFjPvXyIvqLA9XNLbMS260NQ+Jkd+Fr7hQdfqB7iYvK9xba9TabhAzp/EmhP1W4Rq/R2m3gU6WS44g+DHCieDWrxqfZGLBwmyGFOs3yCtxbI2BMcq/HdsrCZuMzq0xeJDRJQiyiYlgDZPcIIJmXrQLf8jSdMIGl6HC9rKQe2kfpHhK1Ld9bnL4hAnUrMc6NYge+eumjtkV2tlXDDJf2Bi3XqhF8Z2yFwZQtJ/T3VJAwhYBz3HKJGzoENrLGPuVyQlirBDymyKsomg5Z/dMmIpQs6kdzxAf7MWAVNc00hZYWT2naGuWndIwRRq12eecqYtoJcOHz//0hB7lOT/NfoSZwf6HHD+UzG0h/u9zetFWyPF0tg7EewRSaP9pXbaHtuI6DgL///9OAAAA/f///1oAAAABAAAAiVQAALxdAQAotS/9oLxdAQDtowIauxKmMRCgDAN0WEV/jEKyvKg/+YFntA57kiaCI32bZWUoWoj+9aIRRKWhBlqEpOS99ymllAKzCkoKFgpVfpsPu6k4eX6bhQn5xH9D4okg87c9TqhGoUBI+XEkMKOqD76b55oUj/7d9oQcqGtSZQpihWoQh99G1fKjUJB2fDhFi5oWxXxDfKxQraDz3bj2j0Yd8n04vUVHT/+1cIXpQfTdoGwCV6pkEs7MSPWd/bf/WSESmT/2yPSl/5sYW9iWCw4vhitUKhRvCBhEsMbseEFgLakc8z7A4eQ/7Tnzlt1FNumA8zrwunI4piSIGackZ140DGxPZIheBUnWgAk+hVDynjFh8BSY+Zo9siITlJI09rP4erx7nWvSL/1Zksi8HA4wSr/WmYd3g4Kzr5XX+GpoMvVF6IS2+DbIPOQ04uxt4DXlZETxRRvRwCnMhJfBa8GJDpaXgRSJEyDIdwEnD0RAxEN6WwoP1S7MADPE+GexOV4PRwj9rAWhb4cq1M/6cOPtgBf8rECrd++D3c+qsuLVqyzys8BIefWU/B3yo8X68EqyqrSQbc0Q2SEYE2Mwnmgge4OHsQgpvRayovx/hQi/eWafXytEjFcDiDCyvyE8ssrYePVq/Mh6evHi2bHzPxYJGi+GQ2VaFgZfDQVMVKtZXJq8emxwsgBB37wMXP9j6Ql9NbD40wL78mYgfEPp+WKgYqhazbqx+HLw8lWtZp1FejeUccNqWvRWqOABUexJBtmaJYIrEY1evL41T0gMX7NP9p0sv7wL9gh5qiLkNXOE6JegHCJV+7BECvb2oEoL3H2nTSMvgw4nh8V7ZoTIrxzT0gRTPqRYF6RQJyAR9J+4YrwMtCiCehrwKghEURVwpZViOR2SbgsRqHmVX/4TibEXLYojVIuud4GcsyrdWFeUM5NFNPIFILUDYtR/YjPgbVCphPLwRbsDrJ7ogiiK6IVDdMm3oooQJPChzhLfByYERXXQeh1oM9UcTiyjZaABolY8nlD7wuR8qDAA3ghbU4ddpGaQCd6JVpa9DyA3ESUEYrIyS/yjFpy9aYjuvhSCuxcCIa5qNcoHhlcC6J9UXJM3QgPAajVqipRXzU5QtYuiBArIqAS4k0Ky5k07kKhajbKsvmtwcdVKmK+ENDiqX+rC5huF5FOdWtLiXWMU8b8UIhkv251qlWqNwcvWpPj/1BII71uYr0Iy8rol6aICECRiEjghn2qCkjeuC/+LhN64pyx064soAksGvyoneunELA0m0kDodXzt0sykbWiHUjLPHf9K6vG1cGHQas/LO1cCsw3aYRTRc8evWlx8KeiYcNXFx1uHCDItywXpVxqNbyVJyHtXqayRgXdCn+RViA4vBc0+T6l7BVK0ERA736rN7LXbsYAsD4FUiobZtyrD996tb77gqIkO+JzI5iNEn0vxtMpT99cujGfHp5JhY0xi16c61EMqsdCneiQYZpi5aMZfqaJECvXg8lepx0CefizXsC96ZGKHFEl+qhRmoAACXD8VCqlkZwQNGezPp2oBSfbnDmkq1B7rr1d/lgbNsVlfaPkrlgtKU0bUdRJQf80acijp8O0iAPISDM4pi99ftdJMQ6cIN6efgr58KhYNsovIT9Wi0NQzyhs26wi2T+UiFPFPCuoQSSGYiI7l8FPBKPvT6PbXKMI/X+r+WuZhko4of7UCm9Si8K9mmn94sPhrjstJbNW/Au748yDLXz8rJU3y/CslGX4ovXx2SqOfGdPfcgAhKUulz2Kpk+QA6rceOP3kp+9+WYLCKfFdMho69NzowgANj8g0hp/qxCrpws+PwoAmMk6VT1WXpie07EsJgDDtzAH6qVZIIevj2vNIAYIfpUcX6UjHnwoFo4dJ9EtRCtLzgO5P9WDsJLL5qSxAelYDvxRYnc4zeT5VZvPUwORLEYrROcnKnwJC4YmJTJo+jj2+e4RxClpE8ruEdX3OFPmuYiXojcrvjpHRp0eh3/0X6NuD35/Q9Dng9XuhVaRNG78beuHzJX1fwkckwQrfp6jiI6X8THNUkl5SfCjMykj77DPVIe5hpPGbJFCQXAPiQz0y7jHz38nMxyMW1A+1KePzb85vklZKbvIP1YLGpJhG/4mqatLN8T/xCXzEg8yHwkMBUiffd0KzelRG70PJYCHRcPtPWIiQ2K3/FIgK7MucxGmeAGYvY4EjBeYkUgf0Zb6ME5gMYMt7Gy2AASD98U5OgjKVY8TAu8dSEezBBiqArUUvH0zGMEzSn03Nh9i8jdECYVkSX5m3UQJbp2SitzFCiygnY95GORBkZIZSqVqEPwbuTCnJWUQllaqBPcJ46igE1TuZyIA0qpYmVaQVlaoJRRRkiqnn0AZpNK3GnA9qUxNC76SjObIckXJIx97g4bE/p78AbyOcFj9I8W18QxBV6eVtlBPS1RrfRre3Kj1XbyPdFPEP4z+ovrAPLUSEGdCC4vE21mmpmaLEj9pzWHgnN4/c0JK4ZrOVlO+kJpaaJh1EqE2C/LyTjmKscavLQ10lLHonGyFofMKspEZFzr2Tnl0Qc2g6QnzDw4eTMA4Dw5hq9RTmnfzcZApcqCBLI8sjk6qtQdQBxW/KKeXC2wjBzpSzyN7b+IKEuyj5NrZ5uocc3sYbRaacIHK8aph4uIQoXjVVhlNOrMV3zarCdeHjXfOkZLpJTfNO67qmm3l0XqrjCZeNfacZ3lwmqJeKB4kmoa73g2jR6oHw/hNNdMj5ESvkEhw7TFScXkIp804aSqOjcMzrUkaWKWaFRO+dKtb0ssuXdzKM13QRZdqbZwOAMUQ1hlS0CHpUvrjfyUxBNR4VuwgBoIFqgsiV986ctellpJF3UmqdLpph90ZGnpguwtrwSmJtUdk6maj8TI93knGOWsKMD+pqQc6bh++NamcHksofYbyTWweoIR5vUNetPG8koCTVDZPuUHkjDa+kF5snAvinmodJ3qoZF5mOwhCFiQX0NISeIlsI5WnVqu0ZR28VgttU00mUtwpDRXV6ghKJWrVV/HyrOJRMNfkcvWzKOKtTwBcZ1KrtEi4vmwZXU80ms7cNhz7V6ZLPPbUqtUXh5m0jotK0UZb2dVMZpjpN7Huj9lsFCV43ivZMGwnAfOF0kfxTRz9mU0wifi9koxQSvqMsL5wwk6aZUXy8joNtU0wqLF7Ixa1pJpTWO8dvzCGYnR11EHRP2uNznSIS4UZduyB6IT8HEXXIqSPmFBiHikAxC5VdZPE6RkkxxcQz9drhbDJlpCT0fVybnDL6mnzrwAETBfJDk2pEK4L0xpocNT8yQF3DWL6QadikN+Qwp042jigQwDfUsi8CqKyKB++cHnyk1BtaEqUgFBdQoxBYUlc6DF47ktZIQZjpQ30C3Yte+lypYnDAUNkCXt5HOUrSBvwRlcJZoxStEiJqlwkr6upZ9daB1PMm7uhQzZCnrfoqoiFT3RvjVn3FcOjVEnFwqi8aNmpVxpqE6vtKo1UfgzOqr5ymQVUkYX7/1ZOBwJfCR/y3soycb+gY5mVERSSmBgUKKZnQrw/AS4wU8BLGGjXSAkmEYa8kvCeqRmCPVIehV1UBlN8FhEv90hpEkQAYjOQF9veaI9r4SFH6Ik1gHU9Df8uMnokCLaKHHkR2aiDxO9ocFo6bdA9xTx/JOx/r90j7MQXDjkIg6ZbcG6M9xP/kx4X0wI0L0jWzMfgtpELyU1XXcCYIjDUBjFc8jJ+6MGZqisr4ysUYXwirXrX3W2/t6vzoUaVcKX9+XsqXMiiopWwpR4oUmkMn5UkZUvbMjzpzZ6aUJWVGh/Kh3KhRopwob25e5svsyBFmxsycnIvyoqypqSgrypkZUaFChiwp858/gfjIyXTouLFjJxIPoD65z6QePZJ7CA3Kg7IhQ4KyoByZAeU8WVISMkM+5kCUmTIbypVZTnbjJk6Ok9mw+Zmaqfl931TvPGY/OVCWzHXynDmP+TE7OrbJbTKc/GY6TZPTnMmShcqVJ9mJkypQymQxYsAs5sRERS9WMhYsUwoLt3BZzIqKY/KYHCaMmWwmk8lnMmI2NPyipUz+8gVNRsOYFQ/zYe6St+QnuUqVKDlKtpKnZCmZSq6SG/OaNdM8zWoyYyZckpdkJrlJToIkI8lK8mAOzICAglkw9+jxI//IPnwEyUEyECBD8pAsRIiRbORIPpKJ5CJZB4/MI//lHX5+LrKLPGNGi9wiy5DxIr/INGjEyDFsZBv5Rs6R/XBkHBlGrpE1YLhwwUK2kCtUqMt1mQKFuByX5+bYMlt+e4vmaG5rU8tq2c1tLa9lOTlplmY6OrgMl+3sJuQJGQ/vLt/lDBnycl7W09uQN+QPHzrkDpkECRAZREaBQkQWkVWo6Mt9mQWLE/lEXrHCRDaRU6QYkUfkEiX4Ml8OEcJD9pD39jhkDllDxpDTIGQIWUKOkBugZbT8IDvIZwqygrwgM8gIDuQD2SwnyAUIZAK5LBvIYWN5LItlsnwFIAPIWVkCsoC8tTUgD8hdXWAZLHNxfeWvrKXllb0yVg6QodzsZikpn32momrKTdnK6ik/5aoqp+yUp6aYMlOOyj00dM1riy21uc0Ys5nFly7xzHGlrLPGlTAlHJo3noQn5Z0z9szEmRgSJE2siSNF4sScWJKkTtyJQUEdYUf483MTb+JHuBFmtAgvwpj4Eic6hA9hRRhRoUKGLOnQcWPHTiSePFiPHsk9gPrgPpN8+ASSxH5wHiwpCYkh8Z07j3UIDcKDsCFDgrAgHIkB4T84UCBKTIkN4UosB7txEwfHwWzYfEzFVPy+b/AbXK3CwXBwmzaO2BE/4jlgwCAaftGihUqWJ9iJkypQFnFioqIXKxgLlimFhVu44EO8iBUVx+AxOEwYM2Qa05hJg83gM1gM/lIGDf6Cp2gYpVzBUjAVrHiID3EXvAU/wVWqRMFRsBU8BTfiNWumeIrVYEZMBAsRYgQbwUOGHMFHcJEiSXASjASJEqwEDw4ywUya4CaYEC/BP4LgIFgQAwEEtIFt4L+/GrgGzpHDD/thHTpwYBw8MA/cA/vAgIE4EN/AOzAID3t7HDAHrEEDBowB5+VVwBWwBQt0mA7X1clhOTxhAhyGwxQoxOE4fHc3h+cwHp4dtsMZMlzAF7Ce3ga8AX/40AF3wCJEhMAhcF8fCUwCr1hhApvAMGCkwCmwDBktcAtMg8YL/ALPmOECu8AxYqjAKjALFigwCnziRAlcAo8YwYf5MAjsoQprYS1cVWWFrXBUlBSWwk1NTtgJu27HHe+94hVjrLHGOXPMMcu2uMXeM2Em/PQEhaHw1BQVpsJXV1gYC29tcWEuHCCAACwAf32BYTA8NkaGybABA2W4DCdIYIbN8IIFDDAD7MDBA/wAp6VJwBJwNMqG2XBb2xt+w1KpG3bDampreA1DgBABR8BoaA1wA3x2pgArwAcOIMAIMAECBXABHBYmhsWwl9cAPAB3dQHAAHAW1gKbLDT4HmIF+mLTN/Zu5oBD9P4uFxy+wDpDvDUYuaT9WPEWX4+Gqd/a/At4AQbcYfIfxHHTLJLoRymvhDEs/HqLAu3E/t6KA0UaX0gTBNFgMKTWSUyU9iODJXrjHKXhJPLnKPlt7ebLuThjGELzy93os/ox9ddkOCJx89esqFxZ9v0onqVb1Fb0u5EB6bHlzwW6rEIodOfHZVri4vijfCiwUflscRz4bS02vneP3UKo8wXxBkmgv/fDBTU9zOugDHUx7XVgR0qUkxfqe8ZIN3WlyUtHJXHozng3XE5STRhMw+i9++MdHL4KJvAhkuCNsIeFanc2+fyc0FEhKZ8D+pNitPzrViBGqU8VA+81+1RlQr8sF13i/FSZgWB5TFmefhNcDEytzL9OAbok0fhdMQOG8Aj+KA2WCmXdfaoUd2CWwFzafI1+GSMMHtKw87K8jHayACC7fBsrkCDLeidB7bgUETh49/AwBOOCYVx693CG2WFjgZiKBXX1OhYOZkYRnMKpcoh3WHob10SwiysuuTm+nwR2mySG8L3zJhEU9MM7eUlBijggxA/7NPtetOC+WBqCrygh0BfL8Wc6Ji/GFxtDWdXrIeXruSGkUowsVPM41OhS8PUKeLFDoE91BRwae3jcfD03xeheHFf1ryyyQxMTXy9Phgc+J19Pj29zio2/96elgxou1T+sIVNS/l4NLF/QGz/VE69gkDJ/TwTky5k5+PfY2BDcMPEauYzzy6w0fbM9Aj4PH1ZSHG2lNgKoeWoY+o2obFISawZFWhCHGglWIlKUOqoeB/yT7o+ah0GjKCiESFI+RVUnwkCiziHAI3pjjQgpDhMVUCx2ocrh6/OmeLFQ5QyofE3owaTSefElVbDnSwphDNEQon+bQEngAcYF6f5TpBJD5Osk1/lZSaNJvDgAwrTyOgG8M/1z2Oh9wpY1SUn4E/godTyTXw5Kp28w5svB2dib/GtRP1bVMV8t0wOXrJz1pWj6uGwxvID4xGlj7NALYvLnqOQcMsnQ8eceX1zlND/6VMAQA1MXRp+OKQGTI6FPx8DQ1ZMsPwonksvh1ePTl65LrhjxL00QR5ajhZ3DyrIPY2Yu3Rj68EQQfLnEPF/G8ssNavKAvvy5KDMfOvnn0kQwYTX9uQ5spoF4bBLGhhrjbwUG768ZomEiG/LnYGxZ9dl/7Q8MK0uQP+qXXHlF+lG0N1cSzH5Uw1Vd4o+q4IGI44+UKhOCsT/n16SW48+p4MKkAsyfi3OrTHoEfLq2OExldvw5PyWtMhGa8ekafKB6+3LTM9Jq01OXTxflpmlI2JcDIciF5Cb9TRxs/Lk9dbwQwKJIZsKAYvQ3Nar9uSEvot/pAIA/VyBK9DstsqHUeUZjrAgvdCLM+3FDBjw1qPtyeYCuLkz40Rgv2j5/dEefqjc/qkXG1afbl6qRWdXp/FHKFG2fWFIAUlhXiTa/lI7QisWBLzUQpypS3ZcSsTIWh6mImIaCIpUmgM/Gt1flB+BLHUFgIKWTSo3RuVJD/VIXBriO8IhSwuS7isHoS70MALWKFJ2DyMNVlNiXfvYAY2gXPQJpw8oK3GfLsAExQIYKiG9BIlQ1ufptZVMKqgxFoUz8seK6+mxURwPcBEBk+ySq1WrViRCeHxcHVnWaBPnjzhRRWSn8bFo2QDW5OVOVPgmZ8+WiBH04qQ8HiQnVjy2fDU2TqvQpi+OPCy2Uynn66gCusKq2Kb/NBdRTY5YPF+UsLcRn41RUlT4t8j+ujR3ejw/XJWUrq1LluhJZRSBycXBvrVvL1krbtVatTWsjtA9aBy1ay6BV0J61CVoEbVlroCXQkrVibVj71Q5oBbQB2q6Wq9Vqs9qr1qqlaqfaqBaqdWqbWt/2tm3ZduVbZ/YSW4kNZSlNkgQa6ZOFxD7y7HTEuclqspksIxZz0aWiRIjYQ2whlhA7iK1kKdlA7B/WD8uH3cNKsnrYPCweFpK1w9Z5pDNHjiMbh33DumHbsKn+l8pOWTVsI5uGRcOaYcuwY1gxbJhFMIqJX1gv7CHbhTXkskVLYRYWC3vFShUqU6REgfLESRMmSwiVDCZBcsRIESJDhLBBWCA/BH0E9gDksUPHXw4cN/xs1KAxQ0YMGC9csC3YFawKFgV7gu1jS7AjWBFsCBYE64HtwOqxHFgNbAY2j73AWmDvWDu2jp3A0rFybBz7xrqxbKyUXWPV2DQ2AvuAdcCisQxYBewZa5YAwYEyA2wBlowdY8XCwL4GeLEC2AAAuri2tNgs9oq1YquopqSioNgntollYjvrsiy7ahavl9ZKa+g6aZW0Rlo/V0iPPDsdca6ba6M1c2WEuehSUaIV0WpoLbRaroNWQSvlCmj9s/rpw2fPpOSqZ82z4lnvQNqp80hnnbPKcYwD542bNmyq/6VO16hpZEyD5oyZMmTGrGLWMItgFBO/eEE87GLIZYuWwixYrlipQmWKlCgrlPWJkyZMlhAqGUyC5IiRIkSGCAkC5Iegj8AegDx26PjLgeOGn40aK411howYMF64aMFihYoUKE6Y6CtBYoQIvhAgPnjosKfHYYOGDBjyLqx4K4LVzEyBhTi6uAVdXVdSKxWVVYF1bCxsDeAGt7qtcivHK4FQSaGTWHZ1La1uxhtzS6BeTWuT08rEtPbuoIGa2joV9eDBioa2NlgJrAYMrGWX1rL1QN2EtW6lsD5xT0+tVStrnVrV1KrWqnVt7Wq9alu5BqwDvNYtr9ULNO5swVogwZpghRMTsApYv74ArACw1jfpKl3Z1jUJEdIurfzS2q53FdYKqwULdqvdGrfOrQzWBVtrFo+0in2tUKvU6rVGV7XVwerXJm5pjVqdKPFQPolf4pC4JF6JW+KfPBL35I9WCCsYmIRVwvr1RbfSrWQrAknJPY08TZozj3zOHDdqeLXahjLQ5GQcPYkMWVryQcMZGQcN8kOI/+Fl3ogRs4jIDw+5dOGGXJF/+aLFyxVuxcqYLZscE7Pz8pKRIkWVh7ghLlz8vO+bN1W0yBlEh46lHR7JKwVxQXySU/JG/ubNGr6GDYfz+edv+MsRLeKL+CGuiF/BwrHwMWOy8CzcDEfDNzk5pyOuhScmbgHDw/AoHAoUKmQ6OSNGmlyTZ/JGPA9/lMK3cCucyqecSh2OyBm5Gj6Ix+GOPBBPxAtxS17Ip/AqHFAf3ofjwVOH1+F3OCRv8oQ/4Uy4E044yAf5Eq6EIzHCjfAk/AgvMoQP4US4EC4IhAPhP3gQ3sMH98EBeSDf8cf/OA+uo0YOGzRw1OA0ZvAZ/Ab34y9gcBg8BpfBVXAXLlBwFLxFixP8BGfBwgQ30cf7+AqegosYwUdwErxEBz4PeyE68D09rsdB8A98AwfOgWfgGrgdx8OrwCvwCxfu+J0FboHncQycQh2v43R8AmfjcHBtvI3Hxblxtzf+xuX4HI9KuZSr8TUHEh40SHPAG6BxNB6BQ+BnC/gCroAz4AgO8APcjCfgBQhwAryMG+BhYlyMj3EyPsCLe3Ew/sUDdPEuLoAD4E9SXIpDQU3xKR4VRcWpeFWVFbfiWFhX/IpvbWXxLM7FtfjmfF3bluUsd93OO/e+iTdxJu60OzckSJ7bc0eK9Gg/2pIkfe7PTYkS6AbdlSpN2pNCd+i2tC9tR5k7c3NyLtqL9ubm5b7cmpqKtqLdqFGinWgzYoRoI9qY+xAcOJGOhPagQYIqKTclICp1zZo6u86eTulsOo9s2Nz5+92B9p8/hvr0gdxDaBsyZLktK+PEybPz7Df7zobckpJz9hw5282OjGyz22w8eKq7uu3sx61nT07G2XE2Hz6FdqHtZwMyY0YNmjO7TJkxTHaTJoZOyGw1asRsMYs7zAYDpjExsYqXM7uxMc1Os9VsximHVRARsWws+8sXLpvLVtyLW7Y86dIlyo4iZTPZhoaEm3Br0bIki+GGsqfsJ3vJLtxXthUriBtxU9lSdhIkG8lWsgc3kSK7yDayjwgKBtlBdmDgj/1j8+DhY/vYOnT02D323x/gBtyxd+wcG8cWBLKBbCF7yK5hY9vYfvvGjrFp0HixX+wZM1RsFVuGjBQ7xYYBA8VGsV24OLFP7BYt+nafiW1ir9gsdoa7Dh3ydt4OEULD1rBFiNDbepsECQ/bwy5R4sP+sEeM2Nt7m4+Pw+awQYDAsDHsDRssbAv7woW6XbcrVJjbc3vChLf9tuPi1vbadnOLsCNsqfTBfrDV1BrsBluCBLSNtqNRB9vBZmODsCFsOLi0nbbp6Np227azk9tyGw+PwqawM+y7reBsn20Ge8E+gGAj2Am22SZQYBfYBnbZFgvbYZtsj22vAXvA/tpguwvABrADbAH7imtzbSurrb21q6q0ttamosraWVtKCmtj7aioqT21nzbUdnK3u5ua2t1uJiZ2s9v7da+798153lhL0p2dk/Qk7elJSVPSjx6F6lANCVIlXUl/flrSli7pSzqSBtWMDulDOjMTkUakGzVKpBNpTU1FWpHe3LzUl5qTc5FepB1pTG2IkCakC2lLXUmpKfUgLejPHz50tKPjG0A6UKA+uo8bN2rgwIkj52sqlXFNGn3mTBnGrz+bPXskA+lAOk+eNrqNhtR09Dtt1Gn0Hn3njh/tR0fqSV199avV6EYdZ46e86gZ0Wg0eqrNaD0aD546uo62ox+tWImSZYxeXExMDIM4RUeJAkVDcWLECJIrmgqVKlKkKHlS5Yq+orFgKTzUX76QAaNFKxqGiXKoo2gu2gkTzUQnSUKoCfWRI0uKaCJ6SRPdRA9qJVqMHqPJ6C26SxctWov2ohV79Mihc2gdOnBoHPrvb4feoXnwCNSB2ocPIBqIEC1EB9FDdI8f+ocG1IL6hg1tQ/vpGihQpNAptAoVK/QKzYJFC91Cu3DxQr/QMGDE0DFm6BlahqahUZjQJvQJ3acv4GnQkEFn0Ht7elpPgwDxQX/QJEiI0CJ0iRIj9AjNxxdCh9AePHTQHTQHDhv0Bo0BQ57O0xYs3Ok7XVdHQVPQc3NyWk6/vblpNy2VRnVUS5CQptP0gwcNdAPtwAGaRtMRIkDQEPTamppW021tbJpNx8XBaTg9YQKdptMVKthpO31B4+kFZ/pMM9AKNIID+oA20wk0gQK6gDagy7RYmA7TZHpMD/DSXhpMf+muADqABqAF6CcrbaWjorA0lp6a0tJauqqKS3NpKqotvaWlpLJ0lobSV7rtXTMxcc21kxOrWd3UFGRjYmFgXwO8BAQA0MW1pZWFdWVVRTUlFQX15NTE5LvbsivfOmt8yVKlUEqTJIFG+oT0yLPTEeemZqNMRpiLLhUlQnTIUCFCloMqBVEGAvTHTx8+eyYl9UTmwXMH0k6dRzpz5DjGgfPGTRs21f9Sp2vUNDKmQXPGTBkyY8SEWQSjmPjFC+JhF0MuW7QUZsFyxUoVKlOkRIHyxEkTJksIlQwmQXLESBEiQ4QEAfJD0EdgD0AeO3T85cBxw89GDRozZMSA8cJFCxYrVKRAccJEXwkSI0TwhQDxwUOHPT0OGzRkwJB3Ac/CXQW7OgoT6Obk4uDe3NrYpNE1NQlpESA8cNAAjcECBWdmCRAcKDNQgADZmFgY2NcALwEBAHRxbWllYV1ZVVFNSUVBPTk1MfnutuzKt86XLFUKpTRJEmikT0iPPDsdcW5qNspkhLnoUlEiRIcMFSJkOahSEGUgQH/89OGzZ1JST2QePHcg7dR5pDNHjmMcOG/ctGFT/S91ukZNI2MaNGfMlCEzRkyYRTCKiV+8IB52MeSyRUthFixXrFShMkVKFChPnDRhsoRQyWASJEeMFCEyREgQID8EfQT2AOSxQ8dfDhw3/GzUoDFDRgwYL1y0YLFCRQoUJ0z0lSAxQgRfCBAfPHTY0+OwQUMGDHkX8CzcVbCrozCBbk4uDu7NrY1NGl1Tk5AWAcIDBw3QGCxQcGaWAMGBMgMFCJCNiYWBfQ3wEhAAQBfXllYW1pVVFdWUVBTUk1MTk+9uy65863xnR4FODs6NLaqWBsEBWoIDY2FfXllX7lOTd9kVTwL9fNTJiXmokGUlJZ88d+w8znFkw65pTHOmzJgwYBK9HBpuKcRihYoUKE6YEAIR9OP8Qwe9DRny8O7somoJDhggMJZ1xV0/Z14ODbcUYrFCRQoUJ0wIB5EYISIEiGBgjRknOug12VGgk4NzY4uqpR0I0LWV5bf7NAl0zpkUKE6YEA4iMUJECBDBQMAdfzj8asyI0UdiAwU6tTQIDtAWnCU44BWgaSrqqUl7S6GcbM4IB5EYISIEiGAg4I4/HH41ZsR40WJFig8d7tzY0BacJThggMBYWNZVk3dZnvWnftR02XhGBI7DOa0ZS/OyECWfPI9wyoDJcjK4w68vhJ3cFFoCAl9dV0xRmXMMA70GBAKIo9P1AISDRAR3+MVgV8i5X5bCAE2yd1o8QD1ethjAQXhZiJJPnkcWTuEOvRWNigMuCqGKP2ESdshwR+emxjrYU5qPYYeFLBX9hSNRCBsY9oEw28FMTL0Kk2fqXQqTy9T2J0wsEybOtLsSJs2UOxIm7C/1It6Sr9SF+FBPqf/wk7ykHuhBfaTOw396SP3PP/Ke/Ybv9I56Dc/pN7sLr+kb9RM+0zPqJTymX9RF+EuvqOv5RB5Rx/OHvKFewRfyhDoFb+kH9Tlf6QV1OE/pA3WpB+T/9DTvx/fpDzwfv6ej+Ukv2RV4PT6yJ/B5PJ4O5u94yO7l7fg6HYB/9HT6lp/j5XQo7+jj9CYPx7/p3bvxbTrr2fhq3/771wX1VD91Ifk1Xo3b6Rs9o7vp03g0bqY/4824i3wZT8ZN5Md4Ma4hH8YvupYejFd0BflE/8UF5L14RLePP/Rd3Elv6Lm4kX6L1+Le8YU+i1vHY/FX3Dneiq/ixvFU/BTXjZfio7hVD8U/caneiW/ilvFM/BJXiyf0StwoftAncZ14JP6Iu8Qb8UXcQU/ED3GPeCE+iEvEA/E/3CBe0PtwBX2g7+He8ICeh9vC7/A6XBX+z+dwT3gc/oZbwvt5G66er+FpuFx+hpfhZvkYHoZr5V94F+6Ub+FZuFB+hVfhNvkUHoXb/QlvwmV9ny/hbk/Cj3CxF+H52ko+hAfRTvIfvIc2ku/g99pHXs9zaB35DV5Dq+kzeAwtI5/nL7SXHs9baBH5O1+hLeTtfF3rx1PwE1o5ns7Pta+X83HtGg/n31pG7+bb2jOezUtbMj7q19owXs1LaBV9mo/QevEQ/IO2i3fgG7RMPJpn0CrxC7yCFok/82atD5/AI2j9/AFf1rZ5A75AG/UEPFkrwY95sRaCD/NgbQP/5Qe0C7yXF9Ca+QAeQHvAd3mutoDf8lrtmM/yWC2Yv/JWrZev8lQtAD/lpdotH+WhWiz/5J3aKt/kmVop731vn7zr25bJs35tXc/9Zi157TPbyON+iTXULfVKrGUP7ZRYQX1Sl8QC6qA9Etunf3ZI7GR/1D3ZyN7ZHbF3OmffZOF0zd6IXdMzOyOWsWP2ReyZftkVsWR6oo6IReyHuiGWRS/UCbEpumUfxJrolV0QS6JT9kAsXwfU/7Afup/eh93rfPoedkOf7JIshq6nR7J4PU/Hw1bodzokS6Hb6XXYuf7Y6bBwfU6Xw7Z1xx6HjXY4/Q0robvpbVgInU2vsg367y+7oFP7lCXQ13Q1LFZv7IysU0/T0bC+n+lm2LaX6WRY3sd0MWzuYfriaqmD6YorpZ7Yv6yg3UtHXDX7Ye+yHuqGnctKqG/pWtbKXtizrIE6ln5ljexWOpU+pUfpULqT3qQv6YR9sCfpR7qRTqQP6UE6kC7YffQeHbDv6Dp6jo6j+3UbnUaf0WXEgNFf9BadRV+hIkVH0U30vk6ij+h8PUQH8cFDh77XOfQNXUMGDHn9QrfQ77pdr+sTOl2X63H9za2ts/XomlqX0CN0CN1Bb9AZ9AX9rJt1BP1ALzNQoBPoZGNiPax/9QFdQA/QuzpX1+pZHevKqld1qimpHtWfulNn6r67ve2r7rnjS5bcSm4opUmuJDeS++k+cj1dRy6nq+k2chm5mO6lq8hF5B5yC7mE3EFupUvpBnL/uH5cPu4eV9LV4+Zx8biQrh330aXjynEdXTjuG7eNy8b97utO3TWumkbGNGjOuGZcMu4YV0yYRTCKie4X1wviYRdDLu4Wt9DN4mK5YqUKlSmuFBeK+8Rt4jJxCV0lbhIXiWvELeIOcYW4QNwfrg830O0ByGOHjr8cLg7Xz7Xh1qAxQ0YMGC9cFy4Ld4WbwkXhmnD7XBLuCFcEXwgQHzx0cPdcDu4GV0MGDHkX8Cy4d24FuzoKE+jm5OLg3tza2KTRNTUJaREgPHDgNnDRGCxQcGaWAMGBMgMFCJCNiYWBfQ3wEhAAgNvlbrlaLpZ75Va5VK6UG+U+uU4uk+td121dV7u5vdRaakNbSq2kFrT9bCG1nm1ny9luto3azBazXdQqahO1h1pDLaHWsh1UKYgyEKD2T9un5dPumZTUE5mnxdPegbRT55FOO6d1bOO0cN64acOm2v6W2k5bNW1jm6ZF05ppy7RjWjHtYgumTWy/tIjtYWvYcmm3aCnMguWKlbZKS2WKlChQnjhpm7RLWsJ2sE3SHmmNtEWIDBESBMiPVrANbHu0gDx26PjLgaO90dpoa7Q0ZsiIAeOFixYsVqhIgeKEib4SJEaI4AsB4kProe2wp8dhg4YMGPIu4Fm4q2BXR2EC3Vyb+ahU8ZRIhqpcBsEIAgAAAEgjWBGGA2EeiDnq2AMU6APCwQZhoCBoBgAADDoogBIATCIAEEkAMiTYAb2pi9L2XV+LtmplV9W1K+re1U3V66KpdVOaWhYUDNu0vO3YlrMNy9uOZXvLtJztWpa3Dets17K8bdjeci3LW4btLce2nW1Y3nYs21vG8rZj2d4ybWc7lu0s03aWa1veMmxvObbtrGF7y7FtZ5uWtxzbcrZpOdu1bGeZtrNc23LLtJ3l2pa3DdtZrmV527C87diWs03L2a5lnW1aznYt21um5WzHsr1l2N5yLcvbhuVtx1reNixvO7btbMPylmPbzjJtZzuW7S3D9pazbG8Ztrdc2/KWYdQ49d59z/C24RvLdi1nm5Zbrm0527S87diWsw3L245le8u0nO1alrcN62zXsrxt2N5yLctbhu0tx7adbVjedizbW8bytmPZ3jJtZzuW7SzTdpZrW94ybG85tu2sYXvLsW1nm5a3HNtytmk527VsZ5m2s1zbcsu0neXalrcN21muZXnbsLzt2JazTcvZrmWdbVrOdi3bW6blbMeyvWXY3nIty9uG5W3HWt42LG87tu1sw/KWY9vOMm1nj/6S8Uoi55krO83yLMiOFsgeRo2HSSaaJe6GI68TpbDu8rYZg4R3ulIZSvKBRk8XUyIxVUbZmDmUyHCSQKynRJ6TPFJLEjUdTzzgvJhurD/KwySHiSQZmqcY/yA4nTeX7KXldZlt1KwZzVA0pwiaU4yiOWVCqfH0swN00GMoIDOapeiydAlSjyeKDDosq6vtEHuUe7wNTTOKpBnNUjSjSAosJZM2HXy0kWjkN8VQNKMh0txUBsssOpviZ7vm4u0OqxRlNEkxmqVoTpHUGFombTr4aCPRyG+KoWhGQ6S5qYyuU1IMxW8LNSpLrHKNs0cAvqLqra8KC5SmTkq15HLWcqRQrE4Sd9UJzi8+irBOfrVAkZ1MnM9+KNd3r91avXeNMzyDRLMUo0WVSraRVbOo6k4zgty0wdOPIF7zilaXXcx1zSvLv8mgSNjQjIq3P4yiQOHoiW/rapbbmVZNJdCKwV/rG66mhJJ4yVdCf+8un/11oJ4GHMwayK5RsM87Q88mQXPDpqS5i02vXAXeYF87y6I4nKttmpZiwHJBP2hmZS8usYIZAY6RETLKrCDGgGMZJoAJgkgY5wAJYsgQBhMiTBlhSiAEThgyxiERyzCwL8IDHFBOhDFBBwAhOYAZMDOEQ0KsmDAlMBsgDgBZTAhyDBAR5AghB0gcE8QYUET0jCBjEBnhyDgDjAFDjMhWMQhJAjitv+fISf5Rza3kJVY3YpBwoowI2saIE06UEUFHAIAyQBQSxQAJ4wwgRSFIGTLGISHIARHFhCAmSYVDQDkRRgQdAYDkASYgM1X6R3GOGeVMCBO0hTEjnClhgoYQAMoACWSCIBLOGQKCSoByYJwDRoAjQhQTAkxmiEKiGCBhnAGkiCBHGBjExDBFxMOQEOSAMcGEICJMEWIMMCGKEWFYwMpXRgAfVIKD+Ic9RPc7DuVeqQ6P8UmIaKJdIppMywhIvnCc1trfvACy3UybvnrAPgu3WiTvK9wfvUVuf0sJxBw0Mz0moX3vj5+de6WIKzF9kQ0/57FC51GqSJoVExK+5bBZoefGY2G1vjo5s6GpqYxz6uiIEB2RLtD0IOMVe9ayzyDoqOGRCLRDxpnsGIH6hPsYF3z4DElxClsEFx1KLzLyPxATC0Z0lU8VPhKXMIQ4DVzy7Z4C1TIiyICQLGC4h4P1Iu3qE/2LDBkpNsNc5kDK5Yh2QHK8Rw50PvjHoMdAX8cjaCbeh1+Pq6xb+Z8mLNLp5GACV7f2M3xEGVcqRV5Q0XtcR6FZ4oIDX4trlZlxFLWgWrg8yGWPclzQAGkoKXqSGLCKzAYuAz8QcXhw05EbFVwEGGticENHBHqER6AxSyfCAfumP2hiYzCIBHSJLYgINKZ8YjhQ33hnDX3moHDRsRKBQSTQeiqFJ1heEMjom+m44oaOCHTc0BARDKMxPkcBnBkhS2IwOQ6YP0hT4itjNmdusKgY9BFjh6Nr6f6HGjpSeYQ4OETnhNaCi+FTBrrzRiAOUry7ZL21Do+v6rMvb+xBqCZjZ+wB7qyt2y5O14cyyQUgFwJPBJCQbuSghgXIAXiCp7HSMBlgNsoJEZ8sUv6qfymApu0y2eUPKAxrw82IwB3qsyxKcSo2kIKOQjhlQKAGWyE0dm4Qa44+RQ16uEcNRkTACICBEQA61sRGYBAJ6BGGAhF1XICWGxAw4ABkiAD0CENATI2oGBgBMhAGIGAEwMAIgIERIAFhQALCAFkRwwUdMWg4jM74HAVyAHIEBMdojM+hRJMcE5xTHSdrNufj9xSijDcVAyNAAsIAWJWIwAGEARpmOQhMlB0sdbRnGLTRZPVjJPC78QOczblR+7oBWKz7nVq5HAHbUe3Mq+QLIRWm2KTGVnMvzTs+xCt2MJmvXFeyhhJpnPZCrOj/7lqyV/pdcNlfoR5IdJEfgi5ln5cfv1qbTGyNRctIppSoGNXY22WNh4da8151MCsCg0ERkhkEnoEQIAPBFbehBA2OwHkcFXAhMuKIBpg2ECzCYUzOxPgcBTgQGSAgPcBSIKZC1ASEAQkIAxIwAmBgBMBA4oJGBDpuaAgYjtA5j6MAzgSQfDjCaGKm6wEOThOIBD4bU2FqAoorLmiAgHQAS4EoVAMjSBbKMO4hnWe8h3xCIgMrSCECmIAOJV5uIJDTYBgnMBRwwGHiIfGIg4JAVhtzCkWWoEm59DhUgjLM2iZ/T3hgJcKLCBiReGM0p8BE0ChVJzCvM1nByfIJZvU9eHVei4+BdGPzHa5QXEQcBvqDLuJ4EBXouCFOCkfAGIBAcDUuaEbMQAiQgeDCJYC4geARNQMhQALCgASEAQkYATAwAmBgBCBgDEDAGICBESABYQACEjc0RKDjhoaIYBid8Tgq4KRgakTFwAiQDSwQICMNHspT0gCpudQ+OAUiFaYmIAyQ1YkGAoGZ6BZg5nxEPbh+4Y04J4+g7S7Ey4EFB0l8EEAweGZ8VMMFSCSOIzBIhVUFAaf1+HQ/eILXX2I9UD6YxjtwMwnuNQIh8Zd8jokR5MksUUjBEntmcAzgFEZMZfxCwzXJJH+usGrUDkBJi8FPHMdgEAHoAYYCR0eWoQDjYRhGY/yhUyIb3gghhBJgKDBRETUDIUAGwoAEjAAYCAEyEAJkIAxAwBiAgDEAA5RQJADJmJyJ8RkK5AIkiAT0AEOBiQpTExABMhACZCAMSMAIgIEQIAMhQAbCAASMAQgYAxAI20AEQJtidjUrWqllcdIbF8q6fTHHNjHavZVxug0NpdzWmGnNjbZucZwxjQ7l3u6YXU2PVm6JpN8y2ybKjQ+T2d4HS73DtxVzuvmEUey7LTPpd3l6oUCaBo7Y/+kzp8W0cc4bHTtKvx0005tCbeUaOj90ECm9diuthiEZ4zuazn67SaEbUPO6VdWx7vKHbqvpuZozX1jbs9PIaqV31pl5amn+bmurlRtcJ63NZcX/2/Jqbj67Tvv7y/UHNsHarRV2uhtiqtR+6M2xc91MU2Jtuvne1qtbzu0sBes295bu2XP6tcx233nTAaj02oZDD4c1VaOvC++Nx/PeflTcpuWSZ2ZzuN3awsdt9+654jJ3Gs/61nFDP5DPj93ISq+ZPNNdyp2pu+i9zT92MmuvK9rK4fyegW7n9rHz+fTbW1ojuq0a12dsS1y5N7THHeF2+tGCTiN96Z49B3vLbK2fN852bXa35X6WGvsKrb0/r5r8HdsawPeGgnW7YCi3I8YmO+0YLw3yBaMkx5kyttpt0/DSWYMzddlYfeOGorVv/IXvrhnxKW4Th9x4JeyfO14a6OLhHzp6cL8d05s+btUkUrHtJ3S3q6Rbw+8YbTtNK0sVes8sm9nGojcdW36vEeboyRm2Hlg6fW+i8XsrDbutN1t6a9LM5qaN7LQ4vTTId6eSHHd02rTT+uSlByjO3A1qdc1QitYS9Re+vzvFU5zGKLnxlbBvmHproNuUf+w8xf12TDdS3brxqmJauujWApZuDb+DLW07jWBLF3oHsc1oDdObncV+v7nsqMkZtp7Cen03pvmtPY3dlJ1t/trye5Nx165lQzNnTstBBqFc8LB/lR7PPjX5zD4iMH5ntG6eZX8DlV3c5+KNhenE7medWGzxcXnExDdF+M4LR0TvXZHv4PfRLj7neDmV8mnOIhgwW+YuS82Rjme3SzjZrW44xkRmoXjZ1KoU34TJr9oBPI5G2w66G95eNCYQq9me/9+ZDsDYG/MW3VciGFsx4XKEiafZ1m5kiw9ehV7n5roazNuTrJSXDz9ZIydzN+9lh1GMfoVMXDxTtwCJnULxaCkd7rY2InRJNs/hF4bTbjHCnjoxM3yy9bGLyVfQ4mrtOE8Xng+nFu/RNfwaMrmxRdRYrs5VIRPR8H0VS2ZEx1o3zPx0vcy7wvL5Db5Jdr08gDTsvOwz0cRfsrHGdLsQmBmXP5NdbwG2GDLrbqWIrTLJzvPfQwIvF14g++xQdLR3HfEuP5u2v9lljJb23sPXie2uFveFAK20KDYyspqmhe9e5J6/6HY5Sz9/fleS+vnyLaaeo38XhzXRyATfRm7nqPHvaXmuXwuxe3DayUyb0xGXew0L9oPl6v7urEmiEyLyBZ66KPDKPN83GBZVbSKeTGEuNn4E+750GXCtuquMtdb5i/E1E5e6RyO28dDVcTUr5qiNzVoMQx9KLd0nheb0miC2+2BF/0Hh2XVjTHYPhDA4ifWTD1c33TRzrGVpi2QzYbAv7VLTnHD1fBEtAS+CazvZZWqEZIh0DqRoy5e0K77JodHzeGx0772/HV72OoIS7grWabZYVLoFA8vb3erwGEbRW7fHUlzPmq0uMdvjGlgOoLVQalQpFNypniAK7CrtKvqlb1MsV2JXPR37zw0G4e0hrbtEJy7Dr8CnYmxmSGel2K/O+Hi7Pt2L5ZDLRK7E7DqLrjPbC62y36LOHFEut7TzYYPtz2Fgqq2aeF9oRUIm21NaBa3sNxw3Pv6W2+uz07wMDsZ4+//U+LxHJmi/Rehkn2wSzXyGNaR/eDaDRlpumEAdDSkDn/ZWGDDwPtnF5bt8pO6PdlK7de/RZ1LCmaFm8rcPlNwXJqzr/szNBQOh7Xs3yMbV2mgK2F5N+oizM3XsOfQ6XTz03aXlnQhtkb7rrDvBeHbU/i8HMa56bzG0XICzjhEYUv5xeDswyckMCqNUxfx3s3AhUtZ5LM8Un0zKZVze5OvLVCQPduMp2thnCbJtXnwQqEmZnCmPhuXQkQJz/s6GWLdlzknhvKz7rU5Q7Am5JmX65d67acIZhiJgzkVrImhWXArj4HO/vTULW5bbRQehdLAtOAX4I+3fIT8eMA0d8nVr0Dh8nkU+KbQFiI1bU0xNYyOx0y79fHLR/cRScIfcvEnO/faadX+bbSPplP5F8CN+3KL03NwVPBqG3gedeLjctfG2GdocWCtZa//vyB9pS1x4ZpuVbkVNssddPbXEtrOLn15aB1gx17/Buj3E3vGpMgI6oeg8cBxg6DzbMwkhxszorBsTaLMtnzSXwVPo75xa6LxJRflooF01/2SRiJ0rCx0Ks8kLMC42Z9zcORfXvEm4rppAb8x0y9EIesNE3VWhHJMNlJ0wsKNurGxehB4iKBuLxwXibNGiUK7ASnUHsrkLppbnuwE6sUV5D1x7ULuEFzwQnGzgjqSOnXvmH7WxmUs44hhzruBYLFl5QYght3x1iPbJi5ZCuSpuCat28DaHHRmpPhdLS685wuyga4dc4p9TM8GZ3PsVyk0WLiuwZsPYouEEDyyfxPh+18byxsJ3wQi8Jht4uEM8ASqwa9rqu9VtUzrm6K96fPafG8zO2yEtu0QnLlOzwKbG3MyQzkoZ2/N3vq8ydT9UYS5eOabjBrdsPlW/G38bEVuMK+aeQ7HcUNxEfHvyPA53xMziP55BctnWb5MIOumy0Y7GoDcSu3FVe9gtHUY7ep7jYb7PSo7NHpCzpIzLZna/vfFMroWxyUcCf/lO2S2fGzxBF9ZAzdxA7L9647IADSd4Yd7D1ZeekJwqbDLaEq/ZbbzKd8iM2IcLcuz2njv23opyvv69d12thSyusToE1I7qXMg315GccO3kQH8qt4RGcgi5jS9v1hxmP1jauHrorR5WW2y1zgprJnjpFzlGb462OYu6P2JQ2IBc0dSP3VhoZPC5+GT+MhE3PKx0FtY8yTsF3zf31onbVLtVi2bapSpmZy4bn0H4Cfp4HKI37y3a8c7Rdpm3vaIbZ/0+0tbg+0O+p5icpt0Bb8uwwjzLIHw3/I/jeDWnZ8XG/UHWLk3DlLk3qhiJXVf6PGDX63CdixI4KbBFdZRfIW7O3C/dbH8sy+201dBSazlssxjYQltfdtqEtzlday9bPb3Ztu34xttrljVOuNEvxZC7mD4EhDMbHjxIuDD19mj4dUTuXCw1L+hQVDf8noXbBg2Ox6fC5uBIxeT7aR5k5i0dyrIJ+7QbdSwZeFfO9DOvojf2apmTL0Btv+fDApy3jkOFcbuzUMHZOQhHqE34+puFs9LnWkwQz5mslQhfxO2crLs3lsK/+DaRnPsE8I770gi69T83nqZ4E6XuuGvfJ+OXE99PpEsKd6wCJ4vHzUPeRhh7N4tE3BZchC7yrjK7CFbxrhGHrOTjdXLcoCFn0ms0uO5w8Wsq57JOGGuwNiomnOcLME2OwKpyB2L6WfTCq8j0ExUq0+xcfMrof8NMlvZp30UQXCP3Lhjb17wYLWu7imvpxxTrczfUXrk9zm379uKQcpnQJOjKXeT8VzaFbrtUS5iytUs1I4nXgkwQ5Ax2abSHhXCapnrc9W2G37RxnSnb4QTN4uEiC7Zp8jFitz27gwa8XtwhgvPwvLEgPoPv3P48wy3PS81L+fhc9LCg7s9DloUovq7hoDlQa/pycreDelyaEz/bFUrGyf6EQQCPE1ostcmKlPHsiWzkAlfDCX4+YODhBWHsVdnroj1tQO1wacvfU517e9TIrhv76fx1Wm8Y1ud0XZNME/pF5raJG4p7u0i3JNuKl6xQGa4Z9u3ma91lwiP24Sbkjk205mPNjsCEnawX9zalodAYz1FwsuecT79dx2WpoG5nU7Khg4Tu2DdTMFM2+Ygjnq9Zsw2HnyN286TIdq3l9EmoDrb23TS/0CqbhTyQHMm11p2ciC7kED6ML2srivfwQoZsTQav0E9JLRA54m272tzUaq7DeTfRT2OROTswQ7HQ3Ie9YBbGLLhcgxHSQZhaNuFObBmmVNmH3V2OnPgsdD5ethbm9Ir6evxj71iMxS+OK3HnRbMJGzykURyXr7OWBuoIMEpnP0N05JxNSQcLxpT0JVkfMdSGlMx/rkf8UOxuEJk4XQwfY/Ot8M00uRKRGzL6fSCcjilbBj+LcZA4yFBMJVsxtwVAn4u/3v6T0dhi9f2n4+u9dxqQy1lJE/zmiNUKhO2OdqZaEnvnv7lBCNuMNZrUt5M4VpRsYswh3hQdrgklX+fglpPTT9BlgXesAOdYNzYOwR592clQ1mUhbEXrIj6Ja05u1mcsc1LCYHUTvNfQaMv/DXL133WuGdzf53BS6mR7+Vu0CXfS3EXQOLzIekrZuRD+Z8LjT489W/6VBbO8JkpP+96lCuwExznDcplVvldDTnkf1QPpLV0orOjeQ/NlUxOSLf3Pp/Zsqqvbq8EiT7z7e7gXNRKPumaogfVbyxzAGSzbvaVMkbacH46ADuZ08y91KHQnP0wepvJm3feaQX9IgxGut7ZvY/vCrNzz/769WU3cnPPKLdRtb3pttMvzBBV+owQ43NwI7slaaFFuBJiDGJAgUBgiyhzO0hzN1HGc0OResMZtPEE+gdfSuIAz02z13G5N2fKtRL8sfYHItT9/u/zCT/fqoWG/cG/JMf946Y8BPwLTRk9MS5ijF399tlwXac1WyM7m9Pse43nQ8h4T+sEmaEWnX/O3pUcxAbThvR7Z7V/ijk9CpvuSzbXTc+Z2+3IugEyLi7NYo0Wz/4u+Id1jKW1LPwkm9Ie5nC80g7Pcq/W/ZGk2//l/n39ME73MfaU3Bfu8lzHLQ6g1fi01xAEN3kdNYbLAdSOkb4c6Hzdu/5+VT94G0Y44p2TMvhH8mXr3nLhOfxhGjtJFE7PA+LpFu5/8czQ1W6QTcru01r1O+2MnyonPQp/G41tLzqntWnWcryHvgk2pj9jODTEeJDd2T/U5EyM65/Gr+ZdJvGVYOoMr9CSHWbnjgkFJwild7imVRuq1pIaez3RMTR/ObU9NnczepJp3fGBVQfA0XbAh/I6dPq3ZaZP5eGwyUwt5grVUJ4Vbt5cxdwNt3xdvWs2cvqJHdx8QeJmEYlPu3WJZ89ZiRO0AutX1C2RbaevW/Bx+VgGHfHg/McEKi+9xvPCiswTOBR7gdmztaojZmwVZWjw2du3rKveusqYhi+g1bjFwWpELua9gsaxj2ez/WQMP3iEuLly1bK2hV2no9uq6FuKNVffG7LwcEjUs7w/dE4vlZiQwIetxfdxiALLoUFyJ34eAh8yCheXXIDCR4Vs33ztARadtPdyiAR463ivmmwUI6FQt+QBEF3qNfKSBA9mppXKbBTzoci2PH28AI1u2Bn7OAAFZtzXwAwcEZOPWwM0cMCBjtwZ+74CATp4tF7nVJ4J/XgaAw39wtUqyB+Q3xMiLmO6MO15rmy3N6IAj4eceMMheB080QZYtb5dAr038htGPYtcDfKsPTq+9B+rfQoBdaS2WQxI6YSEYM8zabIUl51HsaqlB29bGdDj/svqxIYSB50TitDHN3zSz8c3KLOD59/7GMoHB3mGolkAg3tNobErcWVVf22uXbTovxCL3ZKU0CQ4vxLomLuIGzIzIbLyi8jdCRhcwoP6DqYr3Gvf9PrRCxyiDGv1ObpErRm7cLhoe7PzQflz1lHWyEgvbgnPATpTIi+jqQXZGDrwPPQRgE2Qi2wQLuoz5j4Tc/y0mMgyqqRYzrnj80XYi8Oh2wzKgHdPFCuvaQs2yGromoP+aMe6Mk80CTm9Gk1gJ8Aj+KL0TDDZ63NJsrYYOGjWn5C7xQ2+PxvyYICbw7iXJqvsXtlZcxjveWjJno+xG1edc3n2jL0nB7OPMOXkxivi6ycdaZQ00xq5tggW6S51zv760zHJpnWxNlfwlnBcK2LMrXxlyz12zk/yc2+uCWJBH3UyrJ1A67V6my3p3DVnbme8M113MwM6NF6c0ufRyRtfpt/euJJNvEVwgLOmX3lx3jl4WQ2L912R6klbh0Mg6oF9994AuOeqILIrJD03fuC9gE3wLXHt9EWR711Lx/agMdzGuH8hkPL6HIM7BEh/xbkdnUJk6iluAjWyCu6MVni0f9ymJY9cK6BsssRHfNRa8D+LjUDR/142FprMgvxdmtneiHh7DGabF1MzANJDgc+/feXEvFjK70njWcSThfpobYraXNxCdAW2WN/6B8oZwTqr9b6gNaIpa3sJ+jDYIyy2OnTpYeLPpZWz+4l3OfctHXjfJNkOLnXGTaSbu8i+15xqwYBO3uKPMhucXPehZuIgks6GIBRYfa5fX2dXGweFcBNcZinMBmgzLJB3b7brifDJ5yyAv1a763DCtVjyH3bdi/WHtZBtNYr+nauxYzpWch8Nxc53pz0y4jhXVqsDMVjrzj8HSdwNCIbCoRs++5DSDz3PJ92AmlM135dS4rCrZpqqcvROUgoVutXVKs4aVXnAw23WyJTADBeeO6i4oDy5YFsV4k2gt4LGaiZw20MjZNL9xvl1V1oDzHgoMp8Y6zQ90K+8gJ69xDZpqNwk+31MYidP2gLZ3MAY2SVCcnNUWXTnqThrjDE07+UzFTZnPQRCNxJmAH9SWE7Gwfg6JtLYYAB8XFeRztrDtPmjO61kJBzuvZXuKWceyO6ZlmQ7IZkMmArUt4YPDtTd3MbzngU7cYxwomZbwriwTQd46cGLdrxP2OHGMzZo732G8E/dPTxOBexw/+74F8F3FCU7cf1g7ecFw9q0TW71RdQZ9zPvvdJyJdPRKmLTH9bYn0E7ifja5YZJJXVLGNfVTxweDVSb3SlnfqTmPD27DTOuYUt5U5x8frLaZ0G/K81rtoPuDzf0mf6uk99V7cH9wZgScjzbh6suui/R+kvm2myBtCXVQ/NV/9hlcCo4YsVrFzdhLWIaxVj89gopOY7V5ZvHhjFTcF/ZUS2QDHKM3C/TiaW4w7Y3TuzVhueGc69Evb3Ekusv71bzjmnRzZW/Vq2ESNOLdSKy+bit+7O9wIu9WCIbFPa5AO+K2as0u8M1ANr6sU83nJiCze8sJcLbPvCsncp8p428xwbbFyyD2m9/dJ3BpaKSTm5O4CWsJ6zDu5kGPOMWdjMpxDsa7WByFv97jNBZY4Q+Eu7idwEySj+fGtL2PRTmsOl5lIUDupfh1IsbSa//UKz6GKAwt7ZXZtJWlpHD11cRrr2RETXsnjHu2eKB73b73JqveuBeJZ53wvcu3evLqBHQuPkwG9xaT6NvvdRgvLuIWl2wmZkmdwOf23zQk8/uJXYuz/ahee6VuJuDmN0dQwF36g/73k3Dz69ZU6aJiY0LSf2r4tDvFFyVxzdVTsUeZfG0VUX7USxDUWwB2i3VNjzeN5CzhNMZexSEX05O1buxca1evIoXXbCH/WyQOa7b5pFVTiQBM2Ya85fHufOFDFp2Y26v6jZvIJJuvUzE16mQEjAWspk72IrJuFLs3b1hwjratGQfyex7CuB1T1lHd3ox/rHCz0ESTlYe251CLhY6NDsyY7NGksaQ2+PvnnPMV2dvxyPW9W5d4MkLwQcFguObW2HPsu58l2vwT+9jI2vcNT0DGBXE8LivqRF2k7Z5Hy9LZFqe0rNUsoScTh6AF84PP6u2GUPfzJYc5ELW9wjv1bXxQec4+X3HYeCQaO7lBra6pMcQbjOgg8hDJ2hsYju2oKfOly0Np8TZprGnIapw2GJfFXu1bOKA5J7WuZvMFHH3Ux4mt+LFXxroAZA5YZ4v/LCofps0ssMsbc0FqDfzd5HAx0rJWqpz6EhGNYnAyeq8tzaye3B7XlahzUeI0sLG+X0gvpbzcJkog7K7c9ssQMGqZ2AfcfOyN3iEnXHKOzXCx1mL6CDzrZneBphtz2HdJZgf0nNMi1abtt1u7xC9DBsfMgkj5ncTSKVtSMZuF3sN9GiuIpn3tPvwZbU+2nTLiQais/nk8W8RAhcIClFcfr8/QLsXz2TdJuuPD2TgLHKwNNMWOWrKa3yvUPRdpyzWNZJNbHXxLspP+UwkM3xUQr+w71yUM7jH5wUp6ZL3+OiSyRTgtNOVHSzioPqoJwm6PyV9b1jtq7pcHzyUm9XGpjqjjXB78TjKds0v3SF3K8cF56Oq8c/CRZTLZBP7C0t2UEttGJuuqzl8UkxFzmJpTZmm+Yn4E+PJvquNGlXthWmHkSf53ZNegBpYay5MJWbY2MHFc63yd2qUw7IfMKsO/OK5dFmaSPV7pgqrn0akM4bqRz0F923kf10pGG53ooKeNSMznzaf3uDvtEQOmpu6bLIgmMdKW+/rw1cGm5yl0OlYfYMK9QTv8DFXYJbp14Y9xx3uWB7qM5X8cNax9PuiJbP8rOV3avCJ6hlrPsbE4r+g5onFZZAp+Y/lHW60wYZKLHYE12ANLWmxhgh2DEyc/1hDX8TLX3n7429bVZyfe9fVWlOMgl3yrXp5+yIdDUQ2C2vBknETQe3n/QT2H2pvbb3itPj7RCJS9RfemM8JhT7Swt9YnkHHZINNzS1e6nY7eVoChhmCF24IOew5+XbxR7Li273pu/y/o2xHvvXPVT3W9vgfT25mw/9Hu7tgHx9bUWQ5bkv/DLh62+cMzKa+eZWtwjBLCjhWH7dHxih1cvTbOMGwS1iBrihzoeEGOsHC5IKRZmG6IxX4tleEK5+11f7u2d58r5xWvlZ37xv31/tn74v3l/RPu4hYTZubsPQ8+dKq+bN4OoyTTWr1FV4zPwsBGDd11PqSVz9GvYc/arFsbzK3P2KXA8qJyVxhAQWnvH7sqMqLWSF8ZwfgUIbz3RjECPZqxKfGi2CvejsYKOegJsyBziAwtCRyvYbfoOuvgmswzlxXNMfp9K7rW91r4MZZOHhTah5FvS7OfWwdsNDYT6QwHXU5US96JuqyM3Lt9sU7BMwNJ8zvebqj2I5L7vZ0ebYm/DnASak32MKo0E1Z/ImSaaagyIuAo40GcQUQxdlv6in5hnWI2LqBoD7CLWx4Yrxxrs0P6tGw7tkjpcD+6WQw7hmmCc4VodMIyRIlIypyHGlNGHikRD50/54vwItguInSqeMoE/bY52iA0TK5yYy8VwaY7Gg5Fmt/YpaQNjh4x3PmWeqzyuJkvlzQ3v69vbkpRncWX5d3WKzz+mhJcsDr7MNMHGpO/m3EWw2wMq7N8xLbYijat9AGApxJu15N83Zv5yeNp1jvtzIFhKs3UK06Ra1MF5opn7kB4YBO5ZX/XcRmvUbVTi4/cM6si0aMRZpC0oSPLKyayYW1dC3XL99A8IsYxnHsk3v+5FZZhgcM4TmdW4MTUOGSZwthRG3zqGnRz3g9Hhyqfa1yzOw/I3DUYS4Z3YSiTEdJz3mZsfVoPINa9JDll9XPru3iEDmfomuEYV+ITV3ZBfQ4aiSmNrxZg2cqdhMM1H88aTral2q7xfMcYq+ar6sKROesxDtdTWteEQbxM1KaM89PmcczJHmoCX8vaVvDkltyNPpIV/Gf12Hx/iIXhGMYhcG8Gn/fqFaLVU8stQAyOuufiBPuTLfSipmVdVkPBmvmS5/E3jJzyN1n5piygsfufEWNLbywPN9yj8H27bb+66daxZk152Otst9ZXt/jSW7R7OD8pcV5OT2b2xpPQe+/jKjMEOgaVwkzAUjlu+t5lXdHV4sih2+gtThxaGQJNvEt35fyQad+De+Johm6W971vC/NSZg0pXtdjQZDVJHac7zaILhu6ilpN2caxuDm8E4l2mzY7bFgu23++YjTMyd5x3SQoow5XhAtYZzzCWAF52TyZEh13nhapvdm9NEPEbRriJO9xo7ko6gzJrenQYfAJft/IRxWdWeuKgQPU5kiqrByPW37HigQulVMhNI82d+yJIznHJ1Rq8TtxkQvjuLfjffPlMV8SWXG6ZavZ4/a2Mrv3TJh60wQ/z95lW+og28L2PAJ+m9PSzu+tmIYLodi76t2/5Yfx4li7O+RMY9vhFfmGi79F3Gm8RS4rSJQT+ktgat0P3nhjmdfkyYkjHpbTDOyVeI67ginzRwCDBJ+WeMnmb1CpRHcZMG/pPkCfQJ1RO78cS3E7nEzRAvfnA/7AbXE+r7ROa9J2Y2JqdlwwNhsmud/Z9Z219JA3atw/yZwwu1cCh2udOdcZZe/glVbUpRpiVBwuZMXXTfvmXYpJtFmDUulSeJ5q5vNq2LgqJTJlUEHI4UvMa7caGLhW1u5lZF8b7rzLgDMZxGRqJG0v0r6YHtRdRtzFKA41qnKL8ccytusNqvjKMMa8bNpYksSOk50NHUoseji6L2gQMTc7L4DwdRpp9rgs76RZvdowPAV67bGJy6E3f5zzwPM48llD7su7DGxWI7aUM+wHdFz8syHmMx9SwqQ5gIlxbQbfy+gVpU46gayMczDoQAaw3/Ma4ISBrIGWH+zJBrQip56XH4XklHdLckITztT7uUVwbO3P2C9c2bZfX+iHpu+nFr25qfvry4veGz619+63YJcsGbOzjuZwNaV1TRhEy0RtyjA/bR7HnNzDTr21HHztK7fIzHwaXXt/NmTbe0MEB2YaDr61GXzGq1eI1k1NbL4xGGS3ixPkp9UiOBnJrHksM1uXuD/RtTnPf6vNVPy0TkP7rA27rJyLYPsy6svv9vhUz/HhxMyEK/B17gLQFdZfl9/AXn/l189jjz6Qz1lYQT93rqpdD0sbr8Ni9BLMwLn2ORineV1krbEwhljzOsGKuzQPnxzGIQ4dZ3nZeIUGy+dZshd9mtnoC50sDyYxWB9JMxZaGM28glWvZVj95rvVGgrL8delyYGVbbHXirLXca8F5x9cdK/wCTDH0u5pm1avo0qswtECuX4Z/eOiKZpXWGu5y0NhSlbjLuMWqQ923EiakIZA8UvfF/9kK2y9qKEt4+LIzSEV6w69ro8q6a42eoy5QnrYWnrbz3mcZBvSXdHjG2NLaayvIOnezuFxigiYUv/VKTd9zEwxgSJL0Qt+gZWivWcwwzR3t2KMZmzFDSvk9k1mpIdy8+pD7pc+oZdGmAwhipa5g+U+TbJ3nL0yW9Rm40JS8ZC3qaYc5JDjhuZCwC2s2L0G36cMOdghRgwPNhr9mgY4dJ1mymAPI8NJQ5UeFp37YponEPTVzBDSegqR5wkC/fQ7hLSKQuRYYwh0pj4b2a7fIbTQUq3dBC9pBx7oJR4nV1aPzNzE4gSuagNO89DZgXcju8JG8bbP2qlXqEhhD+6NjIfNilJ00Iy1pQlsgTehkfAFdI4OrVotpmgKzBXGKBU2WqqYJEdQmMRzMxyfZTE8k4UVesTbBVn9CFYB41+LUheGC5eT5bWDmvfQbZ7MSBbfT7/A12s1hq8hA////1oAAAABAAAA8D0AAPQJAQAotS/9oPQJAQAl7wH6inFbNBAA7gEB3MBvTHHRMEyTuZl1n6gDPqT1jJzEjnSqNmq+0NvyZ2ZbuycuudJ13V13Vxu98x2lBaoFlwVAiGjyqB/VbNGIPchVMBvMVQBZ6KpPJh2jXYMja370KpPvhHmVgyx9yHMUsy2YnJi5UXRPq7glUl6DxGIuoUbF9kXiCtmFwiqrwojbdnpBmBNbGWRSmSCnGYScCRdQbsM4avLZ8slViPpsXeWkzYJFYiNzSmQzRfZEEHWamwxHXQWgIbcONVatxvMdkAVQhgDJYvbkYeNkMqNRENSKGbySvWjwA6oU5jD7J+DOPM9gb06vPtJkMJh1uBLNbxqvbN5xwmnmvEqd3W6cEZg7U5Nm0jsCPpfS0UScfUQ4M5tGfhichQwh25piKcXbinIK2CrRVNsnNUNAJUhZ1ba6fHLpJlPYJVoa3Keh3IWuSnuFFU0+RSvK2j1xEqOAOtWCGCwgcyFd0q7ahZCfxNCTbfIaFRtKXtBaIvAib5HCoJ1D5+TVyTyxUhuYeEIYNC1nUaucBREqRgBURzv6wY7MWgYOCIjrfwOTMOkBGf56Tv/v/H9tV0c3p0AuDi7ObvjNrY1tLQGCA2ppaGcGzAoQKBtAJmBMLAzsy6uLa0srC+vKqopqSioK6slJN2mmJaUkpCOjIqIhoSCg19X6+n/89Inls0dPHjx37NShAztHzmscVzgDvHHTho0Aa9SkQXPGTBkyY8SEOZibvrQ0gAfwJUuQHMmPHBG96ENDh3zIhQj58R/34cPznu/s5HEe37EDx3H8xg3Naz4zc8ZnXIYMzGP+xQsXd/EWLShP+clJyUs+MjLFU/zxsfGNP3Fi8Ys3YYLESRwRMfGJPzwc8REPEaLES1yECMYzXlHR8Y5HgQKAA3BIyBVfcRUqWJzFKysvf3lLyxiPcRgwarzGadDY/OZt2NBxHc+Ro8d7nJMT9KD//AzyIAcCpMiLnAiR0Y/eiBElV/IkSZicyUlJ5cvXapu8yVNToRzKnzyZ8imXIsXKrbxKFS3XcixYvNzLt2z58i/nwqXLu7y1Ncuz/MoV1rOeCpXVrz5KFNWr3omTn56iHvXb7fz5pTe9cOGP7xUqWPB7Xx+FvEuQsHc+Bw4YzL2ubsHgOXDoUHgPHggBjwGD4Ae/4Ro0ZHjgG/zuDu95/3BDQxAvhIOT+9ztTken4HFubvCzbW1rZ3vc43j/7RMeIYLe9Q7hD7a2uriupYUldSqqq2clSIDA7GdnaT9wtaOhGSD7gAEEbvYCLysT8PWwsLGTOTlBXepVn5qKSvrRURHQhYSIjI6EpHSmP72paelJv3ugDz0o6L2+2MHArG51r3PJsqzVavfee++999577703DL+ZauE4juM4u+Mt9nV3F4cloaXFO4a0ZJPo48GOYxR3WGwReDGJYxJcjmxrVCrG8Ye62C0rh7Q4/gNhYXYNUMWxAxQ15iu+uDheC32RplcWx10PEOtW6eKYCIiPuW+RTzYrBi1yJsxKzWY993iYEyX5ZLMR4CydiAyF91YChsf82Gdr1sKi2pgh07DNjwdcGbbtwHbqLIgjmrzI5RFxRZ7tZB0BTMD+hdijPWLXuD01ZATxVqnhNMbWzRQIWzxnLQLPBswTJMRZehnnqGwYhD9gcxwcubEtv5nAFBjNJ9iQCw177x3HcRzHcZUssPIezL7uXcdFau+9gagSNzxz+LNhQjCU2xPt721/HWDyZW/Py0BTHA6W7N0jjgchGMq9cxwBnDn82bvGax8gqsS9L52kiHWK7h3ppqOOi9TehVhlBrOve+Mpbj6OcLG3GRy/Fi3I7I0Ep3HGGykYxqIGEAeCGYYn+5zglNAJv7V5MgDan2cXI9MrQDNPJzw6jYBeBamJW4Gn88iPR9zm5isfka3mjqPTzcw3rZq0Fto7DzpoajGLkQonipOLlpol5olYyjRU1pTioTErtMoW2XzsvTEyp5ABC4RmqVCpIot4Msd97+V3K3+9gElfyknvz58/ff7jBfJk3owiacp2gd6ERAquW9D3T7yBhJFtGqLJCTyyzEoyLGM4LxMzGQE0AiiEmeHITMVJoFbmvZ0le6YIdd4A25ftbFM6Jx55mud5O2/n7TzPczzP83Yr+9jb23scw3ZSMXecORlrgNzuRBUBEyM2VsESK2pW2UcI0yQtT1ZjPshqKzrLtAVtKseGLQSTL6uZ8rJKQwSaRvPsHZgI/BiJQKQt94wzCVkjPwp6NLSxkynvym0U7IXIbBAZM1pYl/YjH0Y3rEWyB1IZGnm4Q1SYK+NqZieHCslR1C3YB00Ln8o2rUMGvLZuvzY1KXIO3mhkwdh7dh3CmG2Rl9CWnBkrffLGbk9YsFllRbWNINGi8sbK1M7q5+ZTgCHKK3Z/pgCqQIZyX/jSkwSBadtQhbK5eWN30LJu5/R0Frd9uaUrlQHlNgHlxpo5C7Yknc7AKSq2qKOf/edauDm9INh7cnJbxgxGVaLM/UXoymAA1q0ijqeeuyg77WruDUtvRAeZUF+Me64IiwxKaveheYS1mH9k//fn3nuP7XjHe+957/2599577733Htt773hvrZJHwhk0CS1NVqIANIOmmTAvNdmYPw3LZk4uBXPT2gzVyWHebIA5wxDEm6ukKLdadfB20lXzIwnWEctfXYy2topyWx9TiVRMmYzQixeRKLFi3ZusCsk4MluORgyQfLKZ5mXZ3OZ/OYGJygankrLaUahMZaALzAa2hPe7BH6hV0nvSl4KILjfrfTyayNajj69RnJk1IhoaBEiQ4QEAfLDB+inZ2cPTh47dOTAcWPThmZmDRozZMSAgfni0lK70C1YVFJOrlAhGQlACshHx0YUJxgXFU2UIDEiUQRiiEMQhoUfPHQg5LBhUIMW1BkCMVwA/LPgV6GPj8LeBAkR9PIg4D24c9CAwQJtN6Wjopqajow0E5OUFBWVlRUWlpbWls4aGvofrfv00UPnr1lZV1dVVVOa6Hn++jrAAGjQmDFDhowYPI+N5XM++tdAQEZaaA0YNl9zL16+fFFzNQ8T5mPGlClz5ozrXd+mTZw4sLCxPjg5Nzc//3lNzRo1dnzHZ8zIkXkbNjrf+Rs3QA96T08gB/IfP4icyIcMEb3oR0eVpF6rLSUlXZIkyZFQIzdyIS+iRUuWLKpX/ZUrT/7krKxRomy/LW1t3bJlyqe8Sxcqp3IuXz2SM2Eyz6ZNmsiXT5/jMGDgOI7LkEGDBo/zeOY7q5z+9FasOLmTY3nr31/kI+/n19f3+MdToND4xk+YcOInHiHC4hefl2fiJo6Hd3eX+MQ3aIB4xC9YcPjD19UZ3vBzcx/+4XJyHd7hcHAe7uFxcYUvvAIFIA7idHQhHuJ2diIu4gwYOHDw4IHiFQ8BAuMZr6eH4iguQYLjHb+3B3nI8/FVqCB5yVuwMPnJX7hQ+coHBrZ4iwsKWt7yg4Mv/uIcOGAe84SEl7/8hg0aNGTIcAwYKE95QMC/qzgb1anu5lb1qsPw1a+ezWY963G89a3vrXWtv71hHettbWtrU586AgRRj7qaGtShjobmZMDA0pduZpb0pJeVHZGRjY0RhYUJXehfX0AHct2f6/+7uvT1wcDevxcTC3rQBQgY+tAHDCh60QkQQDrSCxRQutLPzpjO9LS0pjf9wIGnPz1BAqlLne1Or7HTa/ympLTkbcZ2QCnSEIm3LD7EmBJudYA1U5mpmBtXYCbFNxuszhp4CqwSbMvYBlMTSP6cAiSGLHP8kwArY5aSxjCUm9QSSwPiRUxQFo6kMgwudGK4iItgFNEvcaGkqucppDyDCCl+g0MYOhNlQY37LmTQzp3JmTGK+E0JUQ+y1A5xvIMwCwc5+Qaha/wG2Gex7k4y7mIzZ82MOzKPDVZit8DWFxBJFzt4XzIolZGp2ydJCMC2rJIXqs+Mk4f0fcma/ggEPNGKmb1rZREGzAoQKBtAJmBMLAzsy6uLa0sr68V6rd6ql2pKKgrqyamJaUkpCenIqIhoSOgNet/Xfe/+cfu4se4eV4+bB88dO3XowM6R8xrHFc4Ab9y0YSPAGjVp0JwxU4bMGDFhwHzx0oXLFi2tWbC4V1xWt4o7xV11pUSBovrESZNU1NN5K2tNS5mQBuAucZO4SNwjo0ZEQ4sQGSIkCJAfPkA/PTt7cLo8XB1uDveGu+lqupkuDXeGG8OF4WK+uLR00YJFJeXkChWSkQCkgHx0bERxgnHRVXRNlCAxIlEEYohDEIaFHzx0IOSwYVCDYIZADO4FF/DPgl+FPj4KexMkRNDLg4D34M5BAwYL7OpcOndOgVwcXJzd8JtbG9taAgQH1NLQzgyYFXAJuAPK3DJXgEsWFgZG5VZVDV1huVZWU6/ruvrPk/6DpTWmxeUquUxMTU18nnQfF8gNCnKJiL663C53bGzLyB3SftzfjnaB7tzRefSesSJ3TNtxXyH3ScgVGnKlxFwoMVfMdXJyl+q4S66S9qPt2InVsXs0Hj1aj66j+bheLleUS5XlbrlDLpKblDTmjrlHrpGmA6th9Rwtx9X1FU6bNXpNGjVqtqDporlw0eIlzBg9xkycOGK0GDBaADavbNzoLlqLli/6i96iw+gB9OvrG/2mjSajy5SJo+PoMzqNbsWisegs+sqUKayaVa+uVtFVdJQoVDQVraoqRUvRTZpA0VA0KuoT/UTPsxPtRMtyqk7VTJic6lN95MhWb/XoqFZrtREjpbpUh4YGoAPQRIgo0Uq0ECFIgABJopPoIEGW6CV6yBBSTWqqTUVBfaTQjY2Ojo+PkJCRkS1UqJicpKRkwcKFi8tLTMwYMWjQyMy0YUNTk7NGjRmMKBYPERETE0mQMGFCUbFEiREjRIgQDBECBIjCQg4cAgP9/ChQiBABD69Bg7o6Ojo5uTiG4ba2tTU2Nje3veHg5uYWLHDgAAIECRL4+P7+MmT48MHQ8FADVlVhaemrqySrJa2kxPSUJCbmNDYmprO6uriWNBJSk27SSVxJYGBh+svISBMR/RFa8zdv2ry+wjmc06ET53GuRw/sYe/Hj3Z/xz39dqvVQjmUl5Y++ZObmqpe9bIs5VI+z1ROhfVYuJzLUVG9tKK2vvWkpEzOZMqbkD6AOnVc73o5cgZAw+ZuvowZc+bMGjRo0jzNyZAp8zIHAybMw3zLli5W7uj3zfM8OihoaEgXvc/7/OhaS5QuXz2tkvrUX7ni5E6e5VqO5axHfawWmlPndvDg+Z7veaynDh02buObm5nPPA0aMi7jmJguTpkiRaTiiZ/44WHjG5+Y+PjHMzJWPsMFBQMfCEJT88ZvfMaMGq/xGDFgHMYvLy1vWTk5KXlJyod+/vNGjPi4jx85EuRBniTJkA+5EiVCkKC4o+PiF19YaOIm7sHDCEIhHx398R8XFQU96IsU6XzniRDhPOeBPMdHfMMGxCN+cDDEQ5wDBxEX8Q4dSJzEP3ww/OEFNRTe8S3+4pSvPIuveImDuIYePUIfeh48cGCwu3Ch7u9v7nP384vj44M7XPZ72WdhuO16bW9bW0OAQE0NDe3sC85+lpZ24ECCBGyHwBYhgtvd3j7h7W/7FPZ3/L748StUkLvcLVhQcAUHBKQ73THc7lMGbuBSUmY3+9MTgRN4U9OAD/jSkoALuJKS2MV+dAR2sBsZdb3rQ0Nc53pQkNa1/r5Xv7rWVa/6T3Wqu67VrQ4EhHWsCwllPetERFvfelGR172OhPT1ryclhT3sTExjH7uTE9nJDgVV9rJHRRV4gU/dQIkSJUqUgAFbzilgaN/spFrCvhrNKfbee++9995777333nuDjkLBmlPIsizLsizLsixvt/M8y/O8nbfzPM9zHMdxNs7G2Q2Z2CbXRh848/Ke/V+toakTKBtAJmBMLAzsy6uLa0srC+vKqopqSioK6smpiWlJKQnpyKiIaEgoCOh19R8/fXSs5rNHTx48d+zUoQM7R85rHFc4A7xx04aNAGvUpEFzxkwZMmPEhAHzxUsXLlu0tGbBcsUKaxUqU1alRIGiVfUTJ01SUU/nraw1LWVCGsASJUjeIMSxBAV2dg4c4OHp6e3tFfaBsBDiQoYMGjQICgYG/v35+fHxTZiQl3d3x4ABHZ2cXDbr5oYAwdkZTGBszMurqmpqKirq6ampaWlJK+noyMgICUlJiYnJyQkKSkqKisrK6uuLjGzrrc3M1NTW1hpASJOGDBtX1zVfczp03Oxx89hYP35e/6o/xyV9aalWW+VV/uTJlV/5lClarHyLJtJFRXquRw8N4TkeHRRk53b0+1Kh0qqqiuVYvt2ynnX1pmeyOjoXmeVQ+fQUFRX2f/706cMHDJgsXbR4CTPmZD5HAwHdERIiup6jOnESJcpJLwVKAKtNlEB5kyNBMvr5fF6nTpw4bdqoUWPmYHr0mMGDhw4dmZksYLB4ixYqruKTkylSPC4CASJECBEiQ4YEOXyHDiMwYAAENLzhLVj4UIHChr4+whPez6/whf/7A3EQv3Ahw4fz8XE4h+/tDX7wEiQI5sWIUfnKa2pe/vI7dnC+04OHECEUr3jij19cRHEUT0w8/IiDbv7GX7yz8/OTxmncx23cs8Y3L/i8vAgRJnzDPUuckdHREfKQl5SMfOQpKV08xg1Mfepqam1tcHBxcQoU0NHZ2SVI4OYGw4ezeHh4+/t3dw0aLFhQVzc3JycXx2xsaWlmZlKXugABS2BgSU+6l9eRlpaV1VBVVVBU1Ovk1NT0pyd9fSgoICoqoasroi2jG/3rC+lIDwtTutLJyJjOdAOfkmVZq9VqtabwGwzD8Bv8tncW3lk4G+84juM4juM4juM43nEcR2XD4mw2m81mYUc0ObtneJbn7bydt/M8z7Os3bD2bfaU0eV7hRYpHzcztgoDk/AJMNcNwIY7Jh6YNiMNLjphf9tQzOmGMn3df1nK4AKsoptB6NAcopatpiQL7tMb2lcJBuHtYQzMPoszbyZIp8BRtNSk8GAJW/qBgSWDtMFZ8Je3FUuobrGKhaaNFohkFWjIqLBxZSpzWYEzvJAlg/QiFdTRWrDABoekqPzYw0vjGp9WCAtLLZcfTOQRoLGIf4PaNWcwNGgmb8hSZugKIitxFXVdwsoSeGTx5DPyGGoBuW3ElxwPldhaeIa3e97zp9fsSXYI73nPe97wvOetneEZnuEZnuEZzrCKuoW38Bbewm/bN68gh3BYp5+wCnHjl7As15kFeUpJo+mp21A8YlFEdsfaCdkpikm7xRAYrNLZNiJEyERhqmhdKM5JMVLFEK7kJDHytHkoRWO+yzztlzYwEj/QX5qr9+DOQQMGC+zq6OYUyMXBxdkNv7m1sa0lQHBALQ3tzIBZAQJlA8gEjImFgX15dXFtaWVhXVlVUU1JRUE9OTUxLSklIR0ZFRENCQUBva7+AAFiYF5cWlhWd6miqDpJzXFDjEQi4qFhHpbVNRWsHLHVKKpOUt1TGIFnQGd+naRHJlx4UJ8AZhIPhX6gDnIW/4Ld9brm0v9h/P+L5IV8j7yjb+Nr5BV9Gd/Qt8hr4iXyDnlHvELeIC/iC+T98YJ4fbyg74f38/V8Cd/Ot8c7+HK+PF62d8er40Xw5nhxvGnvjXfzvXptvJov0Jv51nj1S+Od4fp5ZbwxXD4vjBfTtfK+eC9dKq/l68JV8rZ4Wbg73sqX0sXxTr4rXBuvilfSrfFGvgC4Mt4U7+Pr+KJ4T7yLr+Jb4iXxJr4i3hDv4Wv4Fr4e3g4vh3fDq+EVfDMEYrgA+GfBr0IfH4W9CRIi6OVBwHtw56ABgwV2dXRzCuTi4OLsht/c3rZ37U3wHnjVXrT37A2beqhUsheIEoVEAACCIOgAk6gRBqM4kMdh7GoPhEpqYaGEYQBkPAPAYGBagHKCcgQEIAACAAAQAHw7xTFb58RnnkM0+Uz9MnansyXibpWexKo0JpiooogTMK2GrE9RlDp2xpqbUs4MeICxV0HTXgpwUBPaKMAjSWBaAD0UoW9JcNA8YCEBj5WQqUAObny/GNyi8O3L7etS7evSx2ZfLxL2R7TAyWz/cSyRXGOqQFsUfWSYS94xiYA1lQGB0kim5zzmMdSLBr1iaW15UfVa8qrEM+R1Tbnjpadvxus6zopXk9LzhbHghlctjfMLtMjJpbBlyas9ZcqLns6PJg7VnBcDqT2vyni7v7swOYmRkVf0eo29ybQ0GmQYyfGcllYnwGl6sdc5/tsfuj8N9qzpX0akw78Z8Wz+rikdZ8zFFrye06a7aDRdXaqQ3i7ME4eX0q5LS0LP56W8xygX85twXleSNutv/dslbiuCi4lSVtzrSfH/y4pxQsBKwrj1a5dlki+JUcB/5yg5UNa/jLJ0cVDXx3mjagETdWSoYTOJ8QWzTIyLNnR69hJuByRWSeQbB6u8WQf64+MObu6OCdAux0UakIc51E5/uLTXGF+3LNdOF6++m5g/8sHoOt4H0/3guAYT8B9hpNw7ck7iIJvkUMZYhUp58X/7uNgFNZwGa8IEvg1+jllyyhgk2etb0zEal/o+YNL4ffe2jAah9e78Y2J5UU806yWw/RWsy13JLGgMGOalhyHkH8F0od3vEqJsXwjI/iDjvYiIS/BQl9SgUteexOUoaa1zqse3ca0C+9k/jnbQOGgLlxvx5g0z/71ZN08j5OByi5YKU5hWJjXCvX+d9VrgAmN9sIP52PGtZC9+sf5fKoyGB5GOmP+oIQug4F3lJBM+OZhj5QlqfMCp0PmySXU013w6QcE/46hmcZaR9SNjqBOfR9UV10HEbxou8h1jPWJZ5fyCXM4CM182rPmUiW8/axATWmYqcB00EH6NuzIAD/tPWFevPNH3lF6OwIoR/O06s8XSGgLDVjhOWksb8wbHruU1YEkf+3C2kx2HsZbQMxm6gUPztPR4VLBgzhVqCFM3YVwa78gWzQIHg1erKUa+EaYudNPc62e4rGU6WTZNubHDqCZlhmUlCGzxb8MDxXqft8huPSwLWizz28oRsJKF1D4sbhkBpU0Q4RoAAjtYohZgdNuHlVYnwb2AgqXXqY293Loh0i5EueOCfbCQa4NYbftyKxQWT/uRreFcAKwMAF/jSrXT5BaYsCxtF1nK5groYNelqKV5Jp1E7IPcVlkwHLujLcZm9c/isN+aBtWibJQciS172hME0oaEYCuMBlzLUQ0FS24ZxpCmAAEaHhxMvpYa28LNFJoGJkfTggWjrlBzmLoh49KEZGl8BMswe7UaZOSmxKZGBrE9mLnUYbiomTwXGO+iptsUjltsCkN8bgpJmhIItsCC/G6KGg77bi+D5EwSRAMJBGzkIjWTJm4pA8qxJEJ7CRCYzBW1mobciAbJTSWIJhYI2FqyW2p33jaGG6CJGB4f5bzNMQKGCORM2OVm+FYNZhaKBmXrqQMzUmCZJ9phmTNJFY4EoikqZRke/2xPLR/Mb4e84oheNS8uOER18UUT9Dm2H5P+uj1bVwe06IBbcItduoL3c2DAMBFOxhSj8Ufguf2CrrvtFa6cHbv5XRrb7aM2PPzQe59cFUcI3PR/n+ZOzTVyNvoKyaAuHhANNuJ3WhNvzKMghovmqJzUGbJzPDcBvknymStlftem/8+5WIjxtiLBZk/5r7UIkYNtEWGzZ/RbbrEQ420h4YpP8h9yESKLbpUy7RaJgbeg80HgYcG2Lk64jyP00xfXYPa5TWgtMDX/ODTx4eREENZvzctKsEXID+IGZXA2na5Es2c2K0KL5W1PN+OKwQMDngmhWIG8DCHbqthJWVXrMB1u+5xu4WwjRCNcKNSbCdkWPtnk44bP2fkcqXHus3S6fZCNM/YRU7P/x2b/caoiKxhC6yaMsZI5/HDRBHoV0aC7w9LHjoXg8B0Wjh97gwZHHhu1fEFrEq+K8hne0r3X9s/eZL1X6woQ13S8KsRne9v1Sdt/Alz1MaXv0qgtmL8m7bYoDdtb2sds/xBI2u+a5ksjtL75Lc05tt8ivJySYVjg7N7gZ2MDpcj89sIJ9mgRkNdGOCyc2jgId50vi2BRw9vLZ9erXYAfHOu86BiIdrEDJqN23JReBsrYtvPR2mgURPUyq8WEQLsw1RxDJpsdRS12tbQt4nWPVuhZuzoKjxPCHxzIej+rd0+lfRd5u7cfy9qYFIar7mLxuPGmprWOZK8/qNdHgZ/eQy07aWfSmJs5qUNL2I6jaf8uyPoPrZE6VgvfzZHVhSFgq5PCD1INIX3yQVru/0U/qb2j0c6DaL9DtmDV+4Uy9EWmo/pfUG4fcK+q9wXK53MNSPWen+w+znWq/vPJwJedker4ebJ8sC2q7ocnqe8yJtV5dRL7mpanOmdOvk92Uqp34GToi+1M9a+bdO+iAg1Lr5w2n/zkDmKZLtCFm0WL+2kpyOGJBBywS5vQoWbE71dEebRLq0w7YCDNH+ef22bJFde4C9P+kss2b7fg7a7AWx4beRzrIQ3X6V8Kd6+WUzeCsdO9/AbXOWL8ag40HOhhgnhYbwx4zyPVXJcOi1+mhMUQdhecGT0BGGQi0fCAJZ9hwcyowaOg4yg6OJfGpjGndV5TDMyiwzKRWTc98sMRyCyjo3WEp0XPK8K9UDvwZCEZcvgIr6vzF+h/WcLJMFd407dcoB3xh3BfRljYr4JOBPWWvgP+5mV/F1lmMbRT9U5g7CHnm2xtVHNpcjTqK2lt4fHCN99hR/tuoz8y/e+JEwbTxMuPObc4HXDp4ca69ox4ooLydhfI0NUc3Wijp+1I8EQa2IcXsFCnPXh3g4iWCySCZtHgPliKdfREcsfvUiByqFFC+wURGO3uKusdFj/zx3m0mcpELEmmNoHs8rjFo2UVA1v9UJwJ2z3FGGe6WwWl5RtxxPpvw8zA773d6KKdBdrhXH9DA4rrrIxtBTZpl+6zMWLM8pbbie463sG63DPnBd/jCHGS27j3umCoUk3Qz3LvBfTAjgCIcfxZ53cazxlP7A59w0+sLcArSBuPrkZAPrQM8/Yym20jkI/PTtT1UJSWXQz2CZMt+izUAHXqFWsHhu3Su/rcoYCbNlacM2pgEtx7YTWa9j792BlX5nEEOonbQ46tFYKTcne4BpWYL1bs3u0b3/i8fVPbx/asFOUovfLsQwQ9Vf3WZ+omp51NysAVEo2hKd6X/8lo/HI4/oY8o7MCmc3QdwUimGCJ5iS70iTTkJ/hdSTSrp3wSOhP2R+w8xsezzB7V77FX9yvGQK4owM2aJTlNhvkdEvT2d5m+ozL2Qkof/uL92e/h3LzVudkd1NaZzc+fcgUkL1Mh18pa2301OzVY+12D8xKfEsTxvJek8rSLCF9sbPpJ/BdYfNHLtfNbHeoLo/9AGnciDnOqPbBkGX/lrUsn6C0W5CdlQFms+OIcb3HPmLlL6GHHIyEWfeKW39QiR7ZXAgCQftIGoW2MixPfoVjqOuNyh2qXmbXPmPdGEhdWP9g422Vq4CxPekhYDEl9BjH4DccMFpSB19kshsPiJWo7eW/gYmZu/iunnUPzXpmRG+aahl+R4Py0+X8WJCqxkWB2lSvVubLACt0JxrCoPY2cn4MpKK70aEthU/L+7EBBd0bBWOpfr2sjxFS6N10iEHl1+Z8WHBNa1dRdmNN9b+XebAMWyTfH9IP06bgo+O03VOEFpWE98fbcOTPivZOe6dhq/4ZDsikBOxTmwns/+AWa2f709uJr+0BnkqC1vhY/k0feY4gtMZfxypkKDA7SpBhoeggDIY0koNlAbSomTyVgINkTfKshJ6K05EQWNaUEByl0bFSMhTEjhLJsAg6CA5DGuRgpCEtapGnouAgrUGeFaOnMjoSDJY1KQBHyelYhQwFZkcJsmeh6CAMhjSSozZ0UEYwLEAeitKzFDhozlYSRAPK2UILHEpGg2qANwj2NJAhrbHPRKRsPX7XgEAxw/w4Q/FjnEvhc/OP64ivocobCpoZTi7ZJEwvHLPTfIpVqBVTWSnMErqgbql4j/l8TPD3+bZxGqX9mcRMTpoPzCbxSy4ytFUuIa3v4n219Om5OaRqwAdp9H/MvEVB4O0gipCCfibYnt2wgNwq7HXKe4CG3ZYW9Dmm50E4Qq8D99zSILMPYgzr4AEDFwgB0MELgrySBAJPlhb4sbDWGTVGAJs6G7c2j4+Fe5/HxL12x9Beo2MCcD+OZsd/Y4XOa2Oqo6fx09PJmNT/Ylzr+WA89TQvtvt9i4k6l8WKvm/FRF+vYtZt70JOxdjeqeLytIigwjbGTyoca0DEjcAHZY3PnovGaL8t43qPjvG4AwzejBHIlifGGDg40s6IV4zhXTPGwP2O8dPukLG4ecpY2Ej0pJxmz8hSdNIY3F00Fm/oGYvv5oxZu9eMxd1jxsAeLePo5pTxbX/GeLy7YCxsEi8Wbu4Wu3ZOFqNbx4qBHZ1i8c04sdvuKjG8e4xY2KVCDNybH75s3h0Ohz/BIbpFW5TfiaLaWcjpfnDBVOFaRVQnih8nk6uNyQ7+MZmDxmgVF29rHuhf2ZILuooCaJu/K0mh90t03A9zmhh5d7gxWk5STd7A4EtffCWuP/0pWirSdJLW3vRPR/QblOQryMt0vQRn8MjRLOGdcs2sZL2tHfkDezY3Ov4HFNlm2zNIk2hMEb/68if5U9cxSX0kRxI9a0YifIuApBs9Sclp/A7JqlKJkYHh4mDJeeggiOQWBi5VNmn4pL12fWMHQwHEMV/4kwc2odmgSzgzMiByOUG87LkdpvCQMZ7NDfdJeqCBpBbSvThWCGnpO+YUSfJZRQz7qyBasoB1ifAF3VNegybiiga2EXORddnpj5GDbmwuHX4/7NInQRG8csgeIQuKCIU+VqUodMmeUgCqib27v9XeD427AbCiuWER3QyX6HCDghWNSIwBLyT8v55S8fEMc33K7pxQvgVVMF55zdI5MxTV5rXRUSZmlPyyl2Sphcr164KTIstGR15dYg5lHpbEcgYUEg0gke0Esaw0YKTQJeZQ5mFJLGcgU8ZUfp8bXxMJ/K1U4DdUhK+tCP7m+vC32ML/aOGv5hvh/haNene28943n4Wv9Xn4sf20mP3i90144MuKzffbEBJ/MwLB3woRPtXvTPOZmyNGD1FuzcL3GrQW/um9tPBwndg3KKcNP9NeLcL/3Ix+a1LcfsU2MdD87tUn/afEXFooDb/iswKgn8AQ5wLGtrzuMhPcVnT85rp6txIf7YZxVq9ljtHdBrn57yD2twW6huuu1Vrdqcu2UPu4zShnlYdmj1HiEgOpDYb89S1SuysCi0vkt1bkrWzI76tKLKsh2NSVXNNDaEcpuaCPzHZCeDURwb2MsKUMwhtZUesoCHaR4hdR0NvCxK+gotifCSxvUW7uBK2NKHf2YhYGxNtCgasKYnuK4CVRccODauCAXgy9T1+D+WfRFZPp+h/vZmy/gy77OtiP4lRT1EgDvXmu6GEWBJMMcWMs6M9w4gZYUUyvC4zuoJjbFzS0RDmxL3ZcgXhWUcCgFrEpjeARJYW5a5ct42NZncmXOJBEOo0gbxSD9BxKwBACuQkU+fEV+dmpxOCMwNRWcmSHcF4kMaxDdlIIGxMiMKMKDygQmk6Rot9QGrGtKF2n13Zg/yxDmdxNbce/azydjLdxO5hqhA9bbzIerYafNmpnPeU2Z8poMmRIxlDim2DLOBowTmMNjZulNX/mDdKZPONN0dg44yN0Rs3M5gsrJh/D/M2Sq0neQsmfEcIGsXr6mR4Wrci43pi0UWuasUtSbr2ajn+xEh3EVmU5BHPVPH6jleggdiuNoYf7DJnLAxbqmJas8pGftObx27ZEBzFvWQ9h55qO3+AlOojlyzqEE9h8/Icw0UG2MMshnMPm4zeKiQcxjVkOwUA2H/9GZrE4350uXpnefApJeA0kuUXLtvM3bgoOz7NmT95jR3BshgXDzF1v0QNhu1pOU9/ejGrccpkjC4a4ehOwPOMN3OzFabAxmUqxGI0Im5xn7nQYLmuZmiyWGcjAazC5GC37CJthtRb576QsVejCKHtF4C3nZLVvFeN2patF8mVmuJ687VITz1cwwIJZUI9Y/27KxpDWjKD7eNAUslxnU5YyXzA4oeE6lmXDWqTcC+33vG9smDA73Mnyy2S15DhDveiwlp3kzpvTx8urgdn1hl6jvIYhUOEgbk9NKLKAOOfsar4ZIrP3mzAGGR8vj3NDd+hc54td6g8Li3Y/wW6B2aisUM90tS8BXda5zbHZmnWBVTMwd1UK35MXy8STJ1t5VrcmyODt42RKR2awNkv8HIQ+TvE/jjBWgzh+ajKPAJ5z69Vw9U7y6uNl+UKTWJllPw9yP08hHyOUD/Pj03D/PJl/jI3Pmf4NvkkYgggH8frUhNAF6DF/aWgPzkYmTw+6R0VPRbLTJ+ennef/rvMOBRaFnnC38Mh4roDPJN2veTJDll/ebe67rMVsbxqvgYHYA0VXbUDmXsRzOW9NGDlkqEFwHHtK1wz/iLDD/3PB+cENucP5bIJm7+FxtkHdM3xTYnj+I4a9u59jNsI8XK5Tx6Q+aq/Guy3MEQljU9/1rWv8boKBG6+dK5/E1EuVZSbmcT6w5ffpy3DPPZH9U41h/sMWZS2zL+HJfBXzOAneLKtsJZO9YOv8jaQ1LFm3I10A2TiN3UknVjQ8egTs/GG8+9CVIeNrde3bTZAjIL7zeNxOMMQ27zsOiwVdekuUjHyp/S61wEp3ovSg8nTh3BG7U2mG2VlA/DySGpvYaW7UMtdpXbg8YkSB2MGO6svSwrJrWCGRE8/G0RGJV85kmSjmY7Kj9Fx5hRX2XSz9icdZ9/ENi7WMM8NN4+0MEK+LfpQnDzqqlkhOtvS8ydTB7xo5INjRf0NcAncwd6CFZxdF+0P/zjO9KufHnjBaaUQ3RHFtRAbaDcmFFqRvNJRtosmulg8ImeMMtRhN7LAEF67kniilo9FKbEhYYjFa6W6EpVPQlmVhRyWT2NJdLyX83l8jUwI/aWGE1d3SJrA7axC+OlXLfaVNpFk/+45lOGgGYwSsIdSEh6xcrYjCPbYEElBpAT1Tqm9ltWUHGfZ7A6+CH5kjP7o0cyF0pEiGQ/YL9Ed/ZzTkKEvexjTgPl5DNyJxDYFHEL3NpQA0w3UjpBe4bKyoG+7ABjvmRKGRuTWHrvGLwzaBluueTOI9kdQaBgeBv6CK0QoP+BEt3RG0Kcr5B0dQq74x6oVNCYZhWBS/Z+u6VA23pTEXx5Ju1IN4x9EJ2pkKcVV3oHWhpdlBi25LpcESME2UyRofqRepjnC+Io87pnLickKBcx5S+1yD1dl1IFT7CKMle+9UWsdt+a1XDhNYz133QUo2vbN7IWNztC7jhCM6pU9tTPVqpCQj0jUh6ttD5dtk1Ww6bL8cs33ZcsymIOmIkFm3DOdNzcZtHIwxf1j2YZU8ZXXJVpBtOiQE6SCp9ZPU2H3C7GpAWP6IU2Xt3o0Ga6vkK45MhqFTh+gDyO/9wzjzFx4Swm5APhWxNYD2uQP12mGc+QuvCGM3YBqM2CbAMm3c+LVteAh1MVp9tvvTbhy0Ke0yiM6Ugc6SAVLOkuMSLYZKv3/200+/w8W63cKEtZetjou/MtgdC3bIOC2hrH2xnGZ6GijW9wkn96WscdbqmOFyJosN7dNmmtPHFrEwRXgSZjKRgw5KAXgPhDYN7biuxJr2oMS1oWxsAMr6C6+4MQ4tF4aFA4OJMw4GxEtrHUWcB6DeoIkItif8mBNcvYETEXxJ+D0kuOrGJiL4hvBvQnDRjV+J0PXg93jg2pu6EqF3g3+zgUWwK9F6MVgbDMj8a4orajMUgVaC/0YCl27+VgTuAz/OAz7hbEWbZWBhGEDSXcrWJ9HUPsdeNqElCQtBpoYOf/eXvizJhFXZMvZEXaklSQbaEHpGnluV0xdk06HUSGkfWNuhnjApDfdoas1FeC2sNMlBCNHHNGKMSSHE2/+Nj6Dn0XNsH3kIo+1QY0GQLKCuXXalHdTjbCTZxNgw33WN2WCX6Rmye9bFWrtR2QRoA6XQDtaZWYD5Y1L3bRTI2XPGroFlWvU7YVuSD0vJq01IkBWGzbw23lgmCphiVGc3cAaSfuP5YyP9AHA3ttMCUKJppmd4HU0YVrYYuIZYq5k734a6S7LA5vExSv1WuGpPFpifI+9p+w7VqHxzzhkmC2EeFbDbDhzKuCQA2GsYVZxVvTYKSAuVbfkVxomkkBhRsLm2YAS1RDIDXnbjBC/VbwsXkRotE1yC/XsncMXJtreOBUi6wLt38ZV2iE4gaFYwyCeb7AbvmPOMs66xMRcFtiv3HmLbXjd9Jc8lSG7+8ANb+zvhc2andiVH/wnWvBFF7WCsdYfQxVsmXrUoiJdKQQLZ2k36fg3LxoPnuVJqtltP0dUZGPaqQBv5no7H9lMLEBLTMuHhVk6YMDm3WCYtQ0bNmdnczwOxoWXI39SyjQpoP8zBRfdZxPwE3N13P6oy2phjnNWTGZ62GEOIN9q/A7p1tl/USiUOK3zGr0tBNzIedDf3ufI83El/gtwKLMg4kDtN7uzcXbqQa7a7fPGWwMX7epfxTbR+6GCx1gsXSEMPoZHyyGisn9cIBXvGshP0p2s+dMS4QVYuNvdJMMREiMMqpuPsyYuAtUmlfjyWuyhiuWR2TKFfoC6d+FeMtnu2El48mj1ID8aZhtukM9wvzWw0KWoNDILWCA1muw3crCaPO6Q5Xpj9w2UPomylRwq2AlvmcobsUrleo0A4GqshWyDP716F0IbrpkvdfhWHEHBECctOBs0Ogl8ECFvc3CCTrH5O+xlyBTmhuxnSwSEsujORWmshjfF5fJiolht45kZeuyjsW1QkR0IgaK5ww4ATHo54K9sQ7z6Ahf6IDvC/RHkzTDZdTglrFy7oPw7haJR+OdJY4aK/EygIWv87oAM9KtkZRxhC0cI962n7gKhf/QFHhv04FhOiOXa2+0fDUem0WEcrhv6iHso8Os8R5WfF7xyM7vOYh25RBV6tIWlIak3Kfvi1DLqkTzVf+DPHteR9Te4+oYvjlDDQbQpTwsGmCbgIw1rGGJWiSMcYXCthG6NwKRRlmOOKM7CpDBAtBj2EQ5QTsnUOF4aqbsB8whk99qMQO4NtYM/DnFRpN+mGjXoUQ7oYWyE5zUoYrHcf5Edi9rVBG3ogWEhhn5BK91O4LBrNKLT6ArkJIJDYAsF0rwQu0PsOYsSzcqA5+gdPEtM9ODvTzfGYzJkQAC3B+bMUMyj8WYfsNJg6sewQhM1CcP0ZMKWr/meVtMImPzidra8MTW7ms9gDiZR/xkadDiObr4p8FXWUhPWRi6ohSuVO7E3LOUYErMQ3V6ms4WSAJE3rt+zpZMyW8bgGRg3W36rwvTituKYSgRJxGsLMhQO/qMnuzJqPdTyUiYrAIu7e/oP5mTwHdSqnaBXe0S7z5h3OHbcqB2wVJvaf3TXA4YkNglylhGCVEBJ7RIYD4QH3Kyftcn97FM+QIbsZZ4GC9dgLCxksQiSANuRuGpw40w0aWq4GK7V9U9eWAaYKi2QejWlsjkSx7fSWLCESB37xJ+eg2ybvglDYGz2+QX7CORu8/tk7M7usio08VMQYQSU7yUK2IDYDwWZtLmrtMk4w75wqLRwg2Pb2uiq1ldpTyOzrlqQSN8TRrucI7GYhvRgXt5VAaSVE2Afhc88ygXqT4P8aErUDQXABEN9O9a/ec3tr5dIWcKPRrPuHdjUy1dZki2dbdIWN6wnef7wbzTJw9+Fm7pVO19S03x3HXNd5kC1jdDUKvOe3LBM+rzbtcDhvDx0UnPdt+edn7Rx+a0YMyRFr/cJYnYb/LhFDcohaX7A85+E/MsSQrErLF87IefgvBhES49D6hTtwHv/8i4xcPesQjv2038aJB7nuVhMGbhr/jRcbOXPWECz9bP+xEw+y+hYjHAFz+1+DYibGgTUJV+I8/HNBBMn1aP3CGTmH354QQ3JnWr8wNadBr40NeJgPL5ttlp2Zd55+PTDQBPF7nBTOeo/B8VbxTlGuJD3ysg9F5+8yzjnEh8Bqsp6g3rE53vXczDLYclkc7K3mZkp2b+qIfene5rhthNP+12GcsLMLyy1Sy/TYck9X/G37F2A5wt08nrXAYSdYLwR72xVqVQ3sCsUtrTN/y9377PMzZ7WCdZv5XzTRJ1fcIsJyz+g31SIh59lCgj2e5T/AYkQW1yLCoZ3Rf1xFIdbUioQLOss/mSJEjqVVhHs5/YqJHE4rExZ0+v+OiC05KFYKlmX+/4kVC1lZCxJu7Sz/0RURMcBWEc7wjP4xVgTpWHcE1z36tnh4Jun1NgWNKjXpewYfF7DQU0WRgifMbcZBGnbDLeAccvdF46LUsliynnAbdgrhot23REeOeAzROamPWhGkW4AuNMzM9OGTS7QIY4+zDyu689qNuh+VXmwsfI1gh311Eec4O6KRga97xQYHgRdG/xWrEWfYW5e1U8RxkkdYW34NVa/tCGV69vF82KF2h6XgqniBFWOxFt7aQ0fCtp+Pq1K+/R3WuWVgW1v0qpwPcsoABOeRdSw4LHbZe6fTZyoa4rUzIyKMf73RGdRw1zpmHmNtY+OocxXbTc+DCU+VVQyacGhzHNWwPcwJtjiu0Tj1oiG4nqDZs65ZI0xzFBB37WNReKVmUIXtmLmwXO2j4LaZSFwP6RlOZxTRGGUYldxNa5fNAAeNPDHJZZ0eLy5220V7TvZ+gtfWRkA3ZDAu7ueZVzBdVnL8cm+JOM9qqQi7wHEBtkFAO+OD0lp/NALLvFzB0fokOlmb0qnRTrYA9ebw9MRYoB3duFu+ayxbfHZnS14c17SDYHh0+Ni5PZCYR1TRcHGZZd8ryT5RQbeE5v2YUMzhCiDXo3ETtZfkoAkfY3EWcQA0l1A0BcHRXzlJDprwMRZnEQdAcwlFUxAc/ZWT5KAJH2NxFnEUG2C3H3v4SLDpco8oKeqoNfuEEOp5LcRBexwxewVHVWtcexd0aNSND9o+ASeTfedjgXP7qPSZIl5sASMfq3REGeAopAUjP79b5t0WEJRzg+7mV4GJj5QzGhGK42Esfxz2NBOkbfAjuv2Hl0vpO2Lf1Fu93qYXev7NH1B/SakLRVvkiQ7Ft/gWC1RIDPRVqKGJldDMUKd8E2B5gwJuTMRavm6eyYYbscTndiBDlqrrgAKRC+Bu3JhCr6vAYs7xQCVZqo2UZBvWhQtkoRpImWRh8QRYXoEAMUYbdMyARY1J0m2y7MbBCcl1EJpUFiUfD0Qe1lRpZyl55ACsTieG/0EZt7/papd54AL5NaD8vyyZInjLBX0P4uPnQ1klOt3qZj6Gxv7f0SB2Etfijsq7UzvNAiOt3N0+RXZ1v+czloZG1TIoUkc/0XQD2eQ4MD3Ve/DwzGx6fsMh/KyPz7t9LyJ7PGi04F9w83pe0pLaEsLvcekBfhL32018KfM5EzMnyK8UzDwRvRAmcxzszJn6MPB3AkZ3AvxOwd0Y0kwps3smNibIfSnYOBH1IUxjHMx9TapRu5QYKUzJO2TmWhIbmVSIUYREdhLWMkuJkcKUvENmriWxkUmFGEVIZCdhLbOUGClMyTtk5loSG5lUiFGERHYS1jJLiZHClLxD43JnB261d9Av6vHLeAaMFTQYZ4BAmmv2PmNKB6rCo/oBRrvFzGwMtjwm3/1yOhQEPPjZhBNTcGU0RwQKSR6B4qVeFCmMA0dCSCh9VZLaXgfM8YzGSh+mPXPJHEAyT+eFSjhSiKPWAwkkt4ETZeg95sbfQArLtBG7gcqDtfGoxdhcreXHMi1KUYCIChAusq7rJ7EmUnQET59HmcO5/oSsGSm/CShVzEOk3eckfN+C6/Bjy1KHWxiTCWVsaTMzFwfmaqYlzCjRf06vH9J1J2QA43E8u1wNztxU8zYS6+Yt7jAMnESNRgXKVMQn4xiWiS56+J/EWcQBWExC0QRAXnzljVZ00I5jvD3pun1zotjJZBYtOpb8hKXPJNuswECCI5U7jXyYMqMILFHiHMLpiR5CsDV5E0jHJXqc6poGZh/mU34QdC/mT0kDATcydBEy58snsGHIZ/OVk/IjLzw2rkrF9J+RZXY69GOxYo0TxfibNL6PgMpcTYh1WgLh16m5z7Q47J01Dw+PL6BI38FG4yxS0j4g8kOp0otZaJxOlrwhwlTNkqJHnk5K4fzZ1nFD1JHvn+SuHX1UMrtkeJ+kbMHKMAroo4H8YkvZEJnMIeIWlLDtFXs+cvI1I2KWvqktWXHGi0vjQD1DrLGSeztbLPPM5xwhzA674RCmZyqZupI5d2CyuhrSJCr1GQGSlTSFV76mIe1F1i47606sQOArzXlvkPYjz5m5IC4/K/C6kj07MBXeCEgW1Wko5UAM9FhTbXIiaIvzdUjRP+33ti2rLqzbH6g3W+6DLGE+UfwiEq3VC8Jos2po4fbtREJbgEcpSAfNtUq1jenmE5GuADhAhzpqdgqaOryYTuS+P+GRzjrALVTXogCqHQrx8hGQunXAuc1505BaPpHq5kEYepbO2fwwXc3GuMnl4HqUczfo5SRbBinvvwATu9KXqZWuzmP05wo8sLFOsW/wyND4whmCfHltssUEWXbfvBxYoQGGNimAvHkbtk1eyNUNOT1atrNsaPqwL3hSeHTt0emLtGfnb4/wxd21r8uZ+9xkc/JFjW1rKfXhihJRHJqCIiHfyQJ/iJMWw8SWFI05OhPwBZ00CuNScAyQo7kIShruWkyzaq7rl/MfgYrFnjmtLWYnvsXJSTS2LA+QsykVdlHRNctXiGCjarkSAPo1im/iFugmp2FlOHd5jZecfD/YohSreUhhHYU0EsOQwjpERM+kAQ4K3ahRjCbtnb7HmIcg6iCb0bj62XU+g8Fz4PQ6Ii8yf3PDEi8f3TeiMp0TSe6AQQlthSdCYIKIhoksNcAgJ0ZbybOZWReu9FdLEjCzOACwlxYHxEiwwGW7rjSLfi3KxxFYIdagXNaKH10LukleyL8ltUJydmHR4aWYuJxQuxmTSN6fOkVqL/We7B91mLx+dYrUXqQedQv7O9iHMj13NkCjDSG7B+rweHn/r04Nkvqb6v1I2Z+sDg/J+8vq1FhqhPlp2shlU6Ok+ihb6lG2lEfZUh5lS71KRmioVowSrjzKlvKos7f8yfcwPsOcfeR0zPhf+PfZWmnNNI420NM/WgAAAAEAAAAZPwAA9BUBACi1L/2g9BUBAG34AWqtjWUzEIhOAAoARFAiQF3V3ZQ+w2KGB4AqQumWymANXD7qASJFSulTrs3lmpqamrH/U/Lee+8DbgYWBhAGWoUKQ22oV6wIoUPoSi3Czw/CnLazW8BA6+ntPdB8fA0OaAQIFOi5ujq6A3JaLoHO03cOdF8fnsbTEbSEuDEdFxemwzQcXAAdQA8Y8KW/tJtbl+7SXC6X5tJabZbO0tnslb7SbGxVukqnpVFpKo2GFqWjtJnZk37SZGRO2kmXlUFpKH12JqWltJralJ7Sa2tW2kq3tWFpLC3LWlpLb7dbeksLEOClvfTbGwANQBMgAKbBdIECYlpMG9BjWGwspH9+4CbNxJQUpIeGjJB0URGRFuK866+v2vt9pJWUgDSQXtJNpdkKcbi0a3rOaNCuyaKlclbOyno/21mrlUW1X8WvovaDk4wZspxty7bJsizLsizLsizL8heyTm7DGkM7k2V5zmbneZ6TlOh57s4b1rZ4S0Po+XFZeOvcuYFG6sk9m1v8oseF7EWAV6oqD1fuSQ4XAQNDLlQklmzHjctdK8y5FqxfJrO7Psssrjb7u46WkGms+gmKgW6XLK4RyWgjc/giNFxV3D7yfUXlyVmWMtgUG79jglvExwlboTemWm/ZHzHyuFYQtN+4WQc3cU+eDAaHCHXpgw0VFLHEWmuXNY3qU+W2lIWI0RBwTrwijpwuxTkxM3Uh036/cjf79X6/26/8lb/yV/7KX/n7lb+y1yt7vVlvVw2cGdzEKi+tD6oH2y7JQ+4hIxg3xNeNLQm/FNtMLud2sEriYuBAtTXlvG7lAPHjStAiy6uT5Ab5KFJaIK7cl+LKDSpwwSYs6Ha73a42y5P5rw4QWG/KbNlVqacszFzky9OcygI7Z3kU1XK1Wy1Xu9VytVwtoYM33s1Nzu7Rt2imeywBaqc7pXGrxun8AUcJRBaV2yDPJ0VQTGcVC2xsGALaznZ2XaQ4C7MOM7vPhotk2sa0JsUcBEKDb1cVFNdNyMqUYZHZCBcMa/rScP8aUNmCRJ2joIJ6O2yzuCFKTcV+VM6om59dtr4r+evtajs9S7+JSGgWO4EviO7eFnVV9HshjgARH+MXzwmN7ArNdw1V6qsAFcm3iS0V0BKK18wilIcmDbwv2ITxchHbjHl5UR1uohI5WrAsV8CGJrmHdgu4I9yItnrz3HazUgGX0C+DBhRYW+8ZoC0eIVzcCIhduHutVbhXts2tsoLlFgDj4woIQMT1stIzy9krDHBmyL1RTD6i5SQn8VuUSy17yDPVJ5z8uQOIXHq315SVc8joIp+oAiJLxnGTaXDpIAc+9pE7lwblsMhQebQBaJYMEB85a4QAaxbuDpvsDiyocvMRLWGyRzi7SBt1pGiMzczfIaQrA0RLg4Z0SxyVXvKllqZoGzKjLsltrggzkSVtQsAQzkWTXlNEiCg91brTHt2YfbTl8SgCMCOAo/uxa5qfFFoWTl6YLU+1KhsHzIpGchIhDDMAqR5y3jtz6Z1WEDoFs4XWLiMq5KyZdJmtERo0U7oJyjKmGlLVWQmbgBmOjz1cLaZWV3KAZTfFXZ4ZSwox3Uk6MbMWMdWuCq+fmQuUwa4KKp0zGDGo7oq1DXPqFei3u+KB16zVarVfrVar1Wq1Wq1Wy+MygWxC8VR2hDIhK/ZWubCryROAxMhzB1izUxiEbbEtRWWtqHEgY6kayK4aIFFUxZflc9enHuMwvwoSO0hdyfGlk0yDcvJlvtLa9Mj5vZNS4av3o006gMXrIM+ol2iPj4cQWZm8BuvalVDAU+snCLArs4G86wa6uNT672D3A5EauY8NNN1CvyWz4ujSzWCCSrZzJXcHkdDpxmoJZpkOkhXy/DVioS39ZrNZTC0donpf2iyumawWK9Iz+9VaFXLIfqesXmSdpmDbvElK3jKxEiS4YmAGKs9h3aJV2kPqDGlnV5Lr9B0o1SGopY3nFJVSkqppvRoEpVxSZ+Q8kUpKBfO+Wm3ZlWVZlmVZlmVZluXMGSLYsLT8XI2iURWGPW2RkDzMQJOUSmhkyv1okE7YDCZa7Mr4vZn+QchqMX2xZsfm682szNzK+n6/3+/3+/16vVqTZGU8FjyBwlXkgohTs3VsdMPtE6KFy0Xzc7SGo5HZJwZ1hgeB0UMDfRgfLGXNndngcwJmb+nxQZkqvag5gRTTmYLfG17rnLnxaDDpbdbg5e9ODICZsdGxrozfrDhGUUEZJfMHJCs0V1FrLZ0Z0HwoaUZL9MBLx10Fav1DtTYq0jreFm295EBrbRelvJR3u1/+5UiQJOFJOBMmTXgTDgVKFB6FU6EyhU/hVqygclSuRUsWnoV78dKFd+FjxoDhYLgZM6k8laNBs8pXuRo1ZXgZniaNKlflZ86I4WI4GTJf+BceJswWvoVz4Vj4jRq8BsfBbcCA0YK34DJkuOAuOA0aLDgLPmNGJa9UwVXwGPwFh2HJLTklXwEJycgZeWRkI2/kKFA4ckcuKWmCmzjBT/AUfJJDPvJHvsgVOZDgHDiU4CV4hw6JPJETEiJyRD44eMgPOQYMIrgIHhgYgofgEyYYckPuwEEhL+R7e4JckOvpWeAWOAMGgByQL1jgx/24nR0EDoHX1fXxPn53F4FH4Hh4ErgEnpdHgVPgDRpc4Bc4H58GroE/eOCBe+B/fx/4B16hAggOgmfIMIKP4Bs4CQTZLUew5Vs3rsCNu71xujf+JoDPCeACuDwBl3P5gQNtvI0XKJDG0zgBAmbcjA8YEIAH4FrtF//ia2tdvIufnW3xLU5GlsWzeFjYFb/iYGBVvIqLiVlxKz42hsWxOBqaFtfibGxcnIvLshf34nBwADgAHhdXxsu4AQNqXI3L8WxR1BQvmuJTVPyIilNJcSMpLgXFiaA4lBP/ceJOTfzaxJs450t8ae/Zg8SRNh48QTxo27EDc3jTofP533LkbDhcc81nw+Gz+bRu1tbd2mfH6bP77DlzNt+7Th3P/b5zJ+bxzpNHiAslbT1JPIn3rsSVOBbLxJk4ENATf+JDPGqNl71mjZgtZrdpk7pT95s3qlt1u3EzZo/ZbNiE2WF2mjRddpd95oyWrWWXKWNlW9mrq1F2lP3lC5QNZW/Z4mQ72VeuMNlM9umpkq1kU6FyZB/ZpqZGtpE9ZQqSjWRXqZJkJ9lYsCzZSzYXLk12kw0GzJP9ZJMhI2VL2WbMoG7UjQZNlp1lq9ledve7v3ve3l06ukc36RZ98YJFjn15WYgJYocIQQJ0AwFCg4aMDWPECEwRnj/2j314uOnIqLgVETFgsBC4L1yYzLAFKVDIERiIY+PQsf3+9t9+fAREMbkpKQN34G5xw8a2sTU1Z/S4sWvU0NyanFvHduFih+XeduDgwQMOEIjs0FAhG/Txse9zBwlSZMgmokHDBr7doAFeXonEjZm4Exd35uJebNw+Gnfj3twm9omNhwe5ISM7dPiwQezJFDvFrrAB9w4em8eOsWdszs7duWlsIPvTc3vuIn0RdoT9uP12jl1YOGFPkLD39LYeg224PWzMzbgdDwk3hz248XblVqFixV6xJXfkXXbf3bXttl1Xt7bX9twc2kbbCBCYbbN94ADZJtsFCohtsR0XB7bBNhwcgA1gv715ba/N5XJtrr3dbu2tLctZO2trtVpbawsQ0LW7tpvb1/7aAwYE2AE2AQJhO2wbMDC2x7acXNku2wkSnO2zrUBB2k7bdHRqW23b2bFttr1gZ6+A4n0V7xi7q7Abe91S1331G8pvv/fT3nszMfXRffbSUqtu3UlJerSebWSUR+fZRER2tJ0tJERH09lBQXP0nD00VEfX2UVFd/SdfXSER+PZSEh79J6tpLSbNB/NR+8mvfV2cuKb76iovvuemvr7byoqeMPbyupn/2ysDcSGTZo2+s0bOHJ0nDis2g0ZMmW8aDBgxOgxqqqpXr7oLxqNDqPP6FUzaLQaNBqNXqPb6C5IuHAxoo14tRav9nY1lq7ulmrUUl0qqk9FtSgRPYWIJhKqTUN1aBAdJYgOAqqdgGpQT83EU3v+0Ep+6B+cOgmn5uzUSzp1JxDdBIgG8qmffOpPIRqKEC1kiJYyRA8poqkU0UVGdZVRPUqqrZBq0llfmfX81Vm++qu3bDmij+guGsmOHTlgaBkyaNzQNWrM2NTUmj30pvbhI1PzcOHihYahY2hLyxaahbahdejQl5c4NA6NqXvoShGUlCA0CD05+UF/0ClSFOpCjQIFoSbUkJAcNAd94sQGvUE7OmbQGTQj4wV9QScmWtAWdIkSFDQFfXj4p//0iBET9ARNggSgBtSIiIE6UCsqVtAV9OIiBo1BNzYKakFtwoQGrUE/Pg7qQR0Z2UF30JKSHrSH223Vr5Iq852+ExQW6mN/7MZNGf+xZ86wQePTKClZfavPxKT1tbro6BAo+HJ6BAbsFdCbs/tzv+6/wX0suA8X97vaPlXbb3P7WW7f7e5z3f27BX8q6Ad9qB9/AfKX2X4Y22cz+1tm34zsX5F9sh/1l37/fs/nHP7wv36gX5b29dJ+WvY3yP6s2s9T+2ponwHaR/t4X8yzvvFvvvduvtTTf/JlfpNfo8ar8Wx8Gl+mjW/jzXg2X+5XfQQfwPf6SX/BF/t4vtXH8XK+gb2fYO/v/QM/zq+S8VrIeDKq/oqqV031VVJ96hgvZYwfI8ZHEePFhPFQwvgwYPwTMB7MF+/ki//ixU8x9VlMvSkVj4WKp3Lqt5z6U1TfxIvnguq7oHpU78WLFW/FM/FLSkszi3geHjSITxLEB/n0Sj79p6dH4uk9O/2RTt/5wxv54X9s+u+m39T0Xk2v2cN3e/gefvaZnJyiXnTUAxn1o6Q+lJRIqSf1RTynD+/DD/FCEBFJuPAvXsA4TOFLpFBcMSlBAqEFCxgi+AkTAH0Fwwve0DCDiEENPkODBnx7kZZeMgYmpMfEREHjDs/jeUPDPAotLL1lZGOj46JP7OvTc4DAz81JoKODYHdn6OsUXGL6HTkSGLoZfsCBA1OHvyRAYMCbh4Nziyv04D14NzcQHkQIf8NjYtbwNWR4Fyw8ixX+cPLBAgi+xaN/NOErTXgTjJ7Sq2D0KnwK7+f1/ryez/MIDrgdKOBn+BgehQ/0FLyhF/QbIPgIXoI/4R0ZeD7/wNvwNDymL/Qf5LwB7+YJfYcOI/wIz8EPngUN+bMhP6Tk05S8kpNfc/JOUr5NyktZednKW2H5LZbH2vICtvxWludm+awrr73yV1Q+S+WpoDwblIdi8mpMnqnIoxX5IiFvJuSFgDwZkAeKvVjsY6wHw3rs9wC+/917bc9VVdWn9/FRUa291Tc16el6fFISno7HHx3Z6XY8ERGdTscbGdXpdTwS0p1+xy8t5el5/NPTnr7HT015rc6n89FeS3vNfdfX19UHuPor7MNgD//4sR//48t8UJ8jp8vpcTocN27eeOHSuXRTUy1Q2KR5kuaMlTNlokSR8j3Sj/RuV0lX0lVVu2xZ0pd0Ld3JmDGqYox0O5JukiRPmPQmvQ1rX8OqxpRK90KlUzntX077KWovs9pXU59U6U/6FFU0rN2It3t7t387mN7FTCfTVbuVjgVLak/tWbKE6WH6lY5KSloa2kFBPz0tuwwZNF50Fy4qK3v0HjwoKVmwgNGiW86YoRmjv8DEvOw8JidToIiU7Cp27OjUkaPP841+o8PoNnDg4OycvUbX7KNzL0Iks0dG+ug+Nntnjk6kh/7om/2zR/bKvqIDydGD5Og55i5k7nMf0kW7Yk9MLNFLdEPDw37YP3wY0Ud0Dx5C9BAgHB0bHztkXx8FwcLFvtjn5wcYoQNhJ+wcOAxuELzQM1zQcEGwW+gVBHuFHtgldMAJf5AmOmQ/AQJD19AHeyNjh9ApdMAugkQngdgLETtiX+yMnW+v7/UH3UFXkNfz8DoCvI531w/c9bu6XqCu19l1A3bdbkGXW9AXMOgJGHQGen1Or+t1ut6gb9E6WlrnpvU0tS5Arautdbe1vsbW39g6W1sf0Nbbsh0u27NyJyB3ucd1rb52rfmezjvnw/fw4Xzy8Dt5eJ46fE4dXkcOdyOHy2HlbFg56xu+5g1/E4e3icPj0OFw6HA6eLgdPBxPK9fD+7Ru3qf333/HYuMedyAgoS7UiYiMulFHQlLqSp2Jyak7dSgoqS7VqaisulXHwtLqWp2Ly6t79a8vsS7WwcDKelkfGzvrZz0szKyb9QAByDpZ7+oC0AH0rKytvtWrqq76VY+KmupTvanpqT/1pKSlvtSLio76UQ8KGupDHYZ/+k/3/XrlCpYqVU75KZcixZSbcidOnvAnXImSJXwJN2LkCD/C59nLvVxUlJSTciFCiHAiHAiQIDwI39z05J4cE5OTc/IdOzS5Js+RgwfnwXXoyOSZ/PLSB/fBe/T4wX/wzs5P/slBQUN5KB8ypAgvwkdHAxQA/yZI8IsAoe+BA769Bnp5DPAW3NnV0c0pSIBA7oCBAnEE4Aa8uQngbrVyto1tTS0N7cysjGxMLAwsAIAvry6uLa0srCurKqopqSioJ6cmpiWlJKQjoyKiIaEgoJ8Yxl6/73zHcEziEIV3l+Dquf6aD98T5weNmVXVMWG+dIHCnYhqZhZZchdycglCg3x6/uCbN1hQOjIGGXqA0z1pNdQRL2tOHFY3bNSgMbOqysd8KtaxGqH0G/OaiJWC5BAZn9ZCWoJkrA65AtFAQju0/slQos31TJGxxzBawz5SnVyR3MjSGjtCDR8Uyrazq9Y/bMva/apwyDufVVs25TagYy28JJbjLEwjbovZ4BjxWqwGv4jTYjSYRXwWm8Er4rKYDFaMx2IxGDEOi8HgEXGAGAAMIv6KvWAPcVfMBRPGW7EWvCHOirHgCfFVbAUriKtiKtgtnoqlsFHiqBgK6yR+ip2wS+KmmAmLJF6KlbDfOClGwnrGR7ERFjMuiomwM+KhWOhKJQ6Kga5S4p84vj7BXpn8a5J+NXLtxhrucyWF+cCt1yLwHljPNRTOA+O5Y6cOnTly4sBhfeOmDRt4DawmDZozZsqsklFNhcfAYsKA+eKlC5ctWrLAWOArVlBPq1CZYiolCpQnTprATGAlcBIYyREjX293LiUdFS1CZEiokCCgn0A8O39wbvrQ7JHJA/Nyh44cOG7YgGvAM2AZMAzYEnYBt4ArYUpYBTwJp5BEEQkJP8InTDg2MsKLcCJcAj6EScAi4BCwIfwBLoQ7wBzgQVgDLAhnwHDBQoVACoDwHywB9oMjQOh74IBvrwGsB+cxwFtwZ1dHB8/BCWAEsNwBAwXiCMANgN9gATAX3mrlbBvbmloa2plZGdmYWBhYAABfXl1cW1pZWFdWVVRTUlFQT7AT3MS0pJSEdGRURDQkFAT0E2Ov33e+4T58WvfoyYPnjp06dOZg5WDjwGF946YNmzVq0qA5Y6bMKhnV1DFiwoD54qULly1asmC5YgX1tAqVKaZYKVgo2CfYJlgmWCXYJNgjWCNYL7aLnUtJR0WLYIlgh4QKCQL6iQWC7cT+wHJu+tDskYnlgb3E7sDqyIHjho0aWBpYGdgYWBiWL1y0YFFJuULFZApJFJGQjydMODYyLipiE7ElEA9JjBARAoThBw+FHQg5DG7QIJgBwwULFbCBWAqAfxMk+EWA0PfAAd9eA708BngL7uzq6OawCrAJEMgdMFAgjgDcgDc3AdytVs62sa2ppaFhz7BmZWRjYmFgAQB8eXVxbWllYV1ZVVFNSUVhobBPTk1MS0pJSEdGRURDQkFAPzF8/b5jeR8+rXv05MFzx04dOnPkxIHD+sZNGzZr1FzTXNGcMVNmlYxq6hgxYcB88dKFyxYtWbBcsYJ6eq1ynXI1vUa5Qrk6uTa5LrkquSK5Hrl+r97rfC29jl5Fr0SuQ65CrkGuoJ9APDt/cG760OyRyQPzcoeOHDhu2KhBY8ZVxjUGDMsXLlqwqKRcoWIyhSSKSMjHEyYcGxkXr4rXxBKIhyRGiAgBwvCDh8IOhBwGN2gQzIDhgoVrhWsgBcC/CRL8IkDoe+CAb6+BXh4DvAV3dnV017mrggQI5A4YKBBHAG7Am5sA7lYrZ9vY1tTSrmjXM7MysjGxMLAAAL68uri2tLKwrqyqqKakrlFXqCenJqYlpSSkI6MioiGhIKCfGMZ+z/e1D5/WPXry4Lljpw6dOXLiwGF946YNmzVfzU+D5oyZMqtkVFPHiAkD5ouXLly2aMmC5YoV1H/6q1CZYiolCpQnTpowWaIkCZIjRr7e7lxKOvpFDQtBjABB4o8g8UkkVia2sGEjRibl/wRlXPFNPH7J0FBKIh0+/A8iDkUg/kPEj6j4FxW/YuN3bIScEflvRPLw8TU1h1x+HT9+dAIp8j2LcBp6+Bw8fA+EX5DwE274Fjb8DRm+hAx+fYD/ASAf34Q/4a9CBQcU/t9vPPFTnPgnUPwaKD6Kn0njxYfxwsXljr8jB44cMj4OGV/Gp/Ff/MoVJT7jn2GZaPkTf4vIzR/5e3wMGr4DDV/D4IUIGQIhXPiDP8Tv8F1I/iBfyKf8l1/zY/4hv8j38fs+4A/8LCS/Cskv+Sf/ip8fICGhoT9k9IuMvhESGdISl6sNmvpEU0drWP8Ma2wswNdXEliZngC9AXTo8KlTR3/t7djxd/wdv6dPnzg+zt8bjofD6vnM8Xrm+DlyPB45Xo7P41sDmxao5LJVEMcFiSgACCAJKPMHIojDSJYKnsIzdEyngGGkAQBEIAUAQFBiAC4RmEMAABABgBEAUIjoqIjoyKjoyIjI6MjoyOio6IjIiKjIiKjIiKjIiKjI6KjI6KjI6IioyOioyOiIqMjoiGhEdFREdGRUdGREZHRkdGR0VHREZERUZERUZERUZERUZHRUZHRUZHREVGR0VGT0gD5AzCS088EHaNBU5RTkI6BW/aVI14HWmtpa2hrh5GO+gJiLiljKUMQeyHsU9Z/Hz9ENXG9o99bSaPeggp17aX85QqpfEJHGSQmJSMiICIjISGe1NrMlP1X4OzyRx3sCJp1pif22B4fki3wp4S8+51bJpc/g2aOZRs4OHbB6jT0p821rNAPxtqnCkj2wmL5DCOkA80lx9M7xqn4BBveE8w6s+05DKObTaVjynU/ZIcY5MAJbJ+/v3E/lyx9p21t/dt4H4sTLPD1959W/H+HyR06/+Ht/J/P27fRx4+7cnVaVJnUy3CrxYt+s+bfD1KXj1I+zd+d+5uXzR7j88fN3PtPnybx9+/7suQyX/44Xt/7O/u0htXrJSOkNNfEk0zBPxZ4Pdvq6czXSdsp/2eHy3/ZI26HzK/KaqzfbHHEqjtyTHeXtM+dKxanYd7vix9tvmafMOa8jfd25Gmk75b/s0uTfr50+YtyNilN3rhLxOta/rnx9dlqH65T+6Qqf77dk3o59PzJk49z2yOkUf6tjBAOIOXIzUYCrY0oN3vsZ8uNnrw4bb/sd+SLn/Yz4+fdbh41cc97Jylv/vnX6iHE/yvnxb3qmz5B/O/P12UmNcJnjpyt8vt+SeTui/lTmyz9XOzxyzc/Kvn77LfNU7Lsdaft8+iNOxbjbFb/uT8t8meO/UXnq35aKU7HvzjJMQ3B5YMAH4CzkUOap+9ORL3Lez3j6uj8t82WOux05/eZVMlzm2l+Zp+5f7XA5ZgrY5HfOaaoM/mWAu5f71DZuT2WalLGs/Pti8IkeG94Vi187tdtEewi/rBjgwtlh1UeKBxn8WfPY3YRrHeo6d7BIx1dRnQoM4EKGV4/SiPfJePjwZdimGip1KKosax67qXCyQ1/jvUWEDTZ00lGKJzIN6LjT6kcsXuS4wg8dENNyQZw6p4IrAypc/3Z0hWay+t2te5uBg9+IDYhK7Wza0+T1+mXyYuDMgK/ci6EK5u7BbIUHDtadfXE/QAZyvJ2s3TuD/pf96KzxHGIj3cKSZyi2zKe4JmbwNezwqlf7TzbDHfR9vDgDNjMtuCR9lyUOb70gF1+vYuY24/rjZTtD1gH4/laILm8Hxh7UOum9ldQ1Q20m61OpmSLukXLOAILvaBqK8svo6Aoesqtu5W2noZhZSIoceuSn6snUYJyRwwYePfO6uKgREYMUQZQ48ESBFKTqcXuP9cYiaowOIUyIEEKECSdEiBDChAgnTJlyKQYpKBOjDrQGxUwdpn3QUOxSdmyXcGunMwJIkyOHHHnyyZEjhzw58unTvldGApQvMXUJ7438TziBDPnz0ctXhvON1v15n/S6vX6IrapRAEtq/2hhAU8lVvl6BRB7TcuBb2ixD5GhPlXFZTTnknLoPbOvwOETRINNvy3Owg/O+YnV6J4eNLJSH+jZcUStPQclf9okNcTiZTR4f4uMNWL4CeEq9v2Y6QQCDLpYsE9dLTMab9yO6bRVgFPPyd0zmcmEdGNsrAa6tKYjaAYy1+rB+2sar6SOiN2Y+jvey6/ZP0xjwer6eDee/e67gQ82qBKkcKHCCxcutFAhhQsVUqhw4YUKFVK4UOGFCxdaqJDChQopVLjwQoUKKVwJn0+JeV+HQhsoQz8Xfe55HHLw5uyHx3W/3w7O/e7+RcxZWWXd1wi8LbBRjhMNrHgylq/LsFnGrqer1bWJY/p9Gp/ciFrmq19Qc6U/p1BLI9jqFwAJvvOmJYKHG6kVsHH2oDPu4F0/k+fjN2swJsnnz6QIsl05M0FPBr5v5lcnEFJfzsf44x01JFwUnUTbKLpca/vt4D4i7NSU0g/4/1vZhyxmnjTPQ/kh3jgf2589E04piYhvAPSmEn9qmrUm6njZSoxyrXl+UkbfcXH5Se/8AMVLSWUatmblHrGeMTIbWHrGtSVVcUoH4mN95zzuOivplCKNUzosV/c6CvCTQ7Ul6AOuEtp7gHJImTqr88qGfNGPnyHR0mslaKcNm2YYNcSuUWPM2LFHs1MCbZqw04ZVU8waaseMMVbznfNqi9sAlF43Pvv15JIjhzw5csiRJ58cOXLok6/qj3UNWI7LO353hwzc8FbSV+f1v+P9JhS2/oj4t0/+37P/d8S/fcIXtDuW3Nu2z1PsAgIaewDc2QZ3b9G9G+DONjh2g53dRndvwbEb7IwtuGeL3d1GZ2zBPRvo7A26d5tvfIfgDRoRZQLdyAe1+I0alUIC3+c8E95zFlBDFa2FcAZ3PDKSD0RGcw/BsRvsjC24Z4vd3YbuZ5QBQLfQ8MyWIU6MeOKgpXc0n4CAxh4Ad7bB3Vt07wa4sw2O3WBnt6H042U0py40CONFhBMihDAhwilkPtrw4WCEQAyPN7KJwsRSJUPw3Jvu9KZQp6ebADOuPDO/DXTm20RGELv2sQsIaOwBcGcb3L1F926AO9vg2A12dhvdvQXHbrAztr2JHrsKNDcKWLvQvWQD4hqJHSt+9Aow01GkaqyYy/Kh76kY/9iktiqTtbV4dkCxiC8ldCyc0/+Pxjtz9AlLAPWsNh5OdnXcAjBGwBq3CTv/dwJI5nEPsL18Nn3G3M+89YvyK3C2S42Ce2ebiadZh3SMc4Dnem1i5TKwelZq4mXEECcNMts8++P+13ToL6b31KszYa7kekZ8CfsY4Jas9djvPjspMaYPDkBiYwbQ2Vt0zgY6Y4Pu2QB3ttGdG+DOBrh7A475WwAZhqkVH4oIEMSJAkm8WFPVq0CpQK1CXV106qkUrlOvpKJOP4VCCtqWrg3G/0JrDMExW7hv60bITkZXpnw7Jv+E/+1CEbmc7YvsZVUeGyvohHuSSxXfL6zc+ANMu/bttG/Xbrt27bRv13779u22a6d9u3batW+/Xbt22rdrv337dtu1075dO+3at+99jQayX2WGMx/nrbjUWzJTzoUtqzHKESIlz1JpWaqW87irLiKE3QhL498xdVMUW37MvbNjz++odzvs/T17b4e9s2P/7Yj/bMJEJqGSyqlyJUuQOYI/b54T0mgqURh3PY+7ZOP4/oLAMiY6kshoYrXBFwyngBUqEVGMQ3DzExF5YCQaZwCdsUH3bIA72+hONxttSCjynFpmIwsaUby7fwRZuZpduaKXl5eW4im2i7UhhJ0MBdpaqPeNh/F15qH7lh6+a+yh3vYe9MosnO4tg9XbODQ97cPU20RkvVbi1NNQWD3NSNPT/sy60E2O1v3tu82+6LCV+++uciMToLi3AkQ97QKnpymx6GliOL3W68JjDejVDSu6a8Y6PS3ZRa8xaz36wxbr9wS3Z10vNWxXu3GGzibcubjXEGDboTpggVqMKCzbapq6uUBaQxQ7jPeFpXlaN+zVocAOdzlt+VqYmS7/xtxbBmr+uzbH9Vq9YCcXoxULU52bsi1jrhKVO7TLeuk86ntmVoE2DrKclfP/zT28JpnbsY4Wxt4q2/x9y1akvr3MAkurcUWi8o/HAu0q9+aNAqyZ3dFF4iZxTSsJFKtLnG2QoXx46dpoZg2zKF5j60mR3ct/KjrcIVl2/KKbLLYoeoh0y4hJwBVio6X9qZ5bdt3tbvaxtbK+cz0X+tJWbLAyNfZGZJkAM2lAoRwRNQWQsiiwpUpgWH/70aPPgcGZZeihOjUsk5EZYM9LdcGw5Nq6m5TcKydjku0+aUaOlvwGRFt1GY0I21xUFwxFXvvURDSboJnMf8emNvKe9VPKMn1dGkZvvJvjCqRFsXy9527hW8sDfTAID7G26zbHljqC3HcjgLcu1jKtEJU9t1vbFssZDYU+I9DZRmhtSL6WkAH29aMmL3OHni9TNKNtwPTBIkF3MSwz+uxCQ7egY5gaBbe682uxNAyLkp+nt4/fvRtzL0nWQPxHNhqOWPCuI5adKbOsx41gr81GewYvx6ltOvJtnhP1MUTFFMyfoDlDGgf/jJiQGpwbb+VnxZ/nBXoHqG15axtfK7jTs9LLpMFU7ZpyytdHyjZzrDp00pkmRImin+uOnDZtb+nrJvzwQuNxftmzRhgPJ4K3w2Acml8uxPAJPbnczi3seiWedsg+d9REW1fOsleNG/1Z+edwXW8t/1zNJB9WbCuApIxDpTwZlLoOFOJhFKOCRgGFZkTUKKBQHJGwGtK7AMCus6VQzctMHr1HJI5da88U2AZKEzgN1c7TZdlbidiyv674j/eJveVsweb6WntXdsq+hcyrbfQyusKwYrTdioLFyvhULVtjxemgnRaJBuoEEeSyOZD+LwwZqKeGlsnaIPw2PlQgXCRWVrsE8+lGMcA+XFy1LNguVup5k+RhqVlAJrlrto4jO9nnPNbcHce2gEHjBvOO0bNuF4Bf9ooCfBvFsZNlLYo7xNgyPgm1QsRoaH/e5mYPcI/NcXZ3ZU3a1mayM2NfMyzMHdQ8tmGjBK0i5giw2w5BWdgmoMTZWWBlkPibylRHWKPzIfYwqmUAJ8h6/FAznCxdHo5ta0+O9cpAX6lS+8Zp4Ta6WcppFWGZuoC99aX1XJWfdybtQnvbumYtXCdXfjsXE90KF001KYfO4xfvQtKzG4gnzHgb75syyfwXnW+cYt9uRVHYzOEoE3W1I9pdsIu3mu1cmRr2hSs7mdAPh+YIrOnL6vBFUFhaY444Z6Bf9gThdhbyU4StI9P+c1z1EPlKOnHj826uq9OAbKGrapvAF8qzl021dkFivHP/06eu06y8rF35UozzzfAn0dJlpbHrnEOErGF73KHHWwCc324KVvc1ewH6pXawsbNdB+V3nQWLOO4WcH7FGezz3+VQv2ka1rjtDpxfuA1brs4KCN9PxuV7rXiOgSHUjcCgXdNO7QDEsZA0jzQQEsO0WdvEcTBh/E3tr0mIHvN45xgx6ozcLmg+crWoQeRwUc/I7YL2EfNFHUSMGLWM7Bg0HzFl1EFkzahF0DcyaNAhaAEya9BxxLJx2iFi1zB97vCxLiAPbUel1X3xvRR9qbnY2IyskwK77opFjGSLOLDiLPfZyfIo2DQda2x0Rwws3I4tq3QlAuw3x/LNVj6HGGxtN4DEy1zwl4uhwN8v+8A/WGwCf7lMAf5+sQD8g7L9/dpy8v+jMvP9zWLd+8Wy6/+fctr7L36zWPd/TzHw/bGY+f9PsfT9C79ZjP3/U+59v1is/v/iTyqGv/9DBl5D9GiHxLIAO76dyq2+K/YypKXiwMZrWceK7JoLFlmMLexoxTSwb5/lpnRTNqxZix02Wpgbbm3NigmyjwyWP67UHGOHUDbioH2mmVqBXxtwH4wMvTbZbYHOrGYiYNAYGaeC0jyIq0k8WuYCP14OBX9L/y73AX+/XAn+YDEU/OdiK/BT/IJiLvDHy2jwl4vdwF/xD4rpwA8v68F/LgYE/Q8xcQ0B8Q7Z0QId2XZyvvpa7uVFS8cCGw3GOj6yaxpYZBVb2iIrBHDfTCyzkU1xsHaaO6zJghiwPZor3mSfDizzaF9HB9szBKmNdMhYtvnfU+xx/1g2+P9TTG+/WEb3/1MMbf9Y9vXfU85q/1jW9P9T7Gi/xX+W8/n/KSPaLxY7+u8pprR/4T+LNf1/ik3tF4tZ/V/+ScW49sdiX/89xcR2v/Jzy4rSbwtg4okJn9j07w+8ZW/3iUNWFAQso8tClp/nsb/yuEzxib9WWZy6GopQoTWPmnN/TW7G6srNJSj2Lz7FJHA+AfNXGSSiBsvc9qbOELtBI/kp4Gwea4E057ftKIdnqxGZHLPzjmjQvtOmLrAjNIG5WtUQ2UpSEzdxbLnzvtycc0el1piYVDtgjdbCFHOzvWFTqwInCt67UVigZyQbNGSU0Q7OP5epwnhEimVvjgkMpc4aJgeDs0bIlL01/XTh5+cIZmreIaKBmmKCUONvl2Y8D+v0lF/zQJX9LdXJtkKZ3FTuCPPc5dknVMj+0yJoe6wAZh3i+aF+jOcv6yQ/qY/i/c2ydG/V47x7Wjd9bovTaas5SIYcB8/t1FYj2WQuVYaUMJH6MYCYsVXHCeeyz/aWGewv1VSTYGSkIT3PSFtKHaaPFVRPknZfwmRbfjD2mwnN4JrfvEw4uIC12e7ZRrEXeuZEb4i9iM9flkl7Uh/F25M1yZ6qR3n2tE7yk+rEW8qUbdCHIBokg1PujJR7jZp3Sx0OCxvvmfiz6cYzuJdJncJMfBbscxdTPDcs2AihNd8HDU8KycdaiZlZMrlxxl0yNbObZonTTxFWy23yQwzhXZCszPCXImu6s0l/Wi3G85dl05/UR/mWv6Uvv3UO0iFHg+c29dWRcouheWeFE8NiH4RJzto3joOZmGdqmWK2ZfAebOf8dloMqGDNs/Qs3qxK5wxEnndawn9rbeeTWLZqnF9dNON5mW09ny+3XXYVZvKrw4RvDiEF+U19lO9vlqV/qxbF25s1yV6rxXj2usxyi4jbzBz+Q4iDVuPAqaz5M9LYFamao+bEiIcFE2I/kzRr7zgGszqfqTTRFEnji2sLJIzf9niV3Do52j4aHjdQ2+Of+fxI+r9AdjaJLIdajXM3YYczXi9rpM9HDJItGVPteyNDiXlBMPrps2+ymLxf/K427dyt4TagzIv/GZnvHfw9URnPlGFRBtPNqfPt+HM2Y6iizp6nSVCBfYBJTMaHW28C4iPDCu/9Nzey+Tz2nqJWgDyKMPaR/fybXG3naKzE4hcQNA3EOHI2cXNydrE5ENuLB40+WqnJwp2vhdTsa0c8vNDVCPrOfe3KkyUxJUFLUQGs4Tl72cQ8buq0k/OZxtFrV7Cs7P9kUrzNywy1bYeU4w/hjOv6/bxGdeyc39ABy/gus0xjhct2vzBnmQRl10V7fsaW3ItwYdtRDmFDI7UIoL0dLzNmckaWUgwRMtfK20cTVi+vu/xnG1FmwQ61CgunwfCUxKFubnk7jf7rvKMfDS+OIjs679i646LsRwOqdpTfUg3TWbU8PffcZwgdVpzwy1hjnfc/HGXcSfFxtgsNjIdO7o+sNC7ndpwjnHILxOqsObfZo4PAB64rlkkO+4TrFv0i8G+bYb2w9OJkahZbINE2L2SIoE9gQ8xTGw5EzmSuD61m9ya6FP9gEJOhDmprttlHdR0kDDo9kOdODNHgWJMwWQaiRAxNJr6Xc4XAvtxZT6NlRtvWHiHhvo12vDmA9xqKceP5rt/FcnnSEWK+mFnZS0pe0F8bvmNY7brafNthAVm6O38I2mFcUysDemGrUY496NEZW7jU3R5ucjWvZg9uxwvBMtAV+Tc6ne0De53ulbsb3ZPLLFIu/TOfr3OqUSkGoT07IjdSbzLSdOJ49yHRkos7wPCWSXt4aB3S9mkB+c/D10i56P5lhwVqy76VkuEmv3EKMK+2FOetNjEAnWOGQ5CH30bDTW1hmOwyAfoOTy0K9ldViwzGpguwWN5YW37wOHPMrfFxO7YRhnO0u6z0UKvQ8fF/ssbnIcVy09F3Ei5euLnRDBoZeikUa9tQBCPO33oo3wpjTazp17Jb153jNE+vgCVzpmIj6vItX1Tsz8SVvIlBY1wZ26NDw2fk/FsjP3BiqLiWxXvdPVndeXS5TAYCvLGAWVRw3Ail2cRZCid0GjelxbNB/sfue+d4k0sD0W6tRqVpdh0Z6E7sJ3Yn4vyy77ZGazE8jMfgx9YJk38+/hnYqt58xyGvoWewGWWnNC/yWKH0LixDDph2ICNTZ3Ks+MsIkFjEDIv5HrLqmfCatECkf+1+WpHhzl2btEgtkhapZdIiTRZ7slBbOEzcC15jt2L2lIZr7LUsT68cMp76BK49i+9+6kN19Iyyj+6iqhdAtwv2ah0Ue6WBz09nINyb7t3mIj9HFIXFv0Vs63C3obRjm2tvNslCspKsJGuJlclgvy5YaRQmh2IX/VdD3AvRgbblkLgkbpC4xUmYAG+ozqyKEYjgzsSH24U/i7350o8kNkvuDuCCsELkKXB6JC0v7hgG84bj0I5Ed0T3ShakDVc7YcXvBd5nWoaR1Htxt9zZpD9iqx2aU4ZjjfZNtp9NJY9F3QQ3OQNyB1FBK7Zhcaql7JqRv2X152YpG1sy3QyC3YFsBGWHZsGNBXE4x0cew3y/lfDeccrIwLHC+967wTljEPYzMvUOT5bE8FhBI6Oy93pbDh9OdUnaTx7bE00LMmWbihFjYeeljoM/lWzpDjDDlZtlnqyPmnbUrE32ATMktVh6jGtG1o69OSr8j3HzJEzR/FtiVsKOQi3zGmN492liFEMCgM1K/40x+2CG+1tL3LuwhS2FHMmvQgbheBY27Bws6C11hvnQln1aH7mMSJkJ+U1iht4ueRuj58LRNALaGt6pS9xvt7CO9TWx7Rar7XHXJnqJWkD2SMR8Q35gvkeCvM0r8vuo2YuAcfOjDI6iBc1BeVVgqRifWrzoU4OOEtmB7krWb5v2KUevE9WKBqK8VDZ+KKm9oiuq8db91rzl/D3eOt+et6azX+rcyGT/6/hmtD3ZO1z36sU0Fn3xD7bJCohp5bXYIle1NULPWjXaWXYnEQ48cJSZxZKFdVQLFux2ic2TJNPuzjHrdLvyzcV3OZ1F1UejMd2jPaYnR6kbgsrp5naLavbdIZ1nXxT3QflHuwP7Hch+Tr9W5kviLjV/Enep+ZPFZRXOeM399Gc1g6M25qrxiqY4jrxw1Wvvfn/uaoj6bY/PyNUE8fGzC99xO4848vN2ADPHpzI99WoH3Kw9FuERNt8IGOnyzx1cbsTCmkDf0V7voBRW2H988zB1wj5thQ6NU/EYb5BZODqirlMYslrJnXZc5r5xEnKE3cLrTbgjxvewgxRkkH7HmAI/PIgRlcZOSCB2hiYLHYZZLWi3sjgK1BbJOY5THrG+2nbfyAj9EVOTLQcNh5+ZHvkXQrStzqvGTpgpaYdgAUbdJzcFaERYLfIgmLqQMIIU6e/wnVw4Xr+HE/9qncDDmGf/zVx9g/Xkdplw/CAd0YVsh8Tmj/PJQ5eR+PByXEAFG+Zuk0b+vY93Qjr6YjiRqcbwYkl1RJQbEUNE2KTtUAh2dN/oVDY72TJbEKiaBFimZcTurB7NB8GG1mUeNCgWH/lIKJvgTVHYQrUj40Iw9g7WJoZk+pVhI94XC9unJgbbzjZnK06ZjoBWEe9I3RG/EG4rLK3WKfDAqg9nFtgObFFzWSaa2eMpaxzqCNJxM3tBmob6E2rJKHzM9jY1g9XqBba2IOI0dvgDkD/F60IjnIEdvB1Gm95iNHksfCph9fY69h+fGYvmCXuH5HwdDzWEycY8GM0hJzXQ3xC78JTu2v/GBot9sxlI0y1rOVZW4WGZp9q6bHz2DnPcE63/kwslVryRwRaF7MV2hsiDR3MFr0KtIaW9few62xVrcPOpUdUeGTH3ttRapPmTkr3FVcl1b5zGA7HCENcIxRTnmZW+Jxf0fhbGfrWqDvQTuovdie7EuXM41y1PrkMCzKe1ZdsW/TfPle82i4c9PelGurWuW3Grrsv7P6e1dyYO/CVhGPFWMCoAjgRt4IQ4bTPOOG6hwG3hR0KR0BA1mGSRixG4SBaShVYtTW8lwb2VxI8xQONcr51GdgMEnIcG43PugYCc8K4NslGvOT4kvr047IFPWzQsR2t6vku3evf2zrRG5LywJw6dqMm29wscPOWlkHiJQTOYu+21ZNEV7g6ASUOIM+x7LRgzMSZ1gwwHmEusNvPqhSfPS0Kpo7ZmOqKFbCbZcOdt+gBerUzxyLyN6j6kz7wfMDif6gSY5chEGeXrsnnJNM3ZMgM5x+yxizFRM3RwwLlk8MyjDVuCNshkgPPY0MaD3HIjty1TkU6fF07qKWTM6lgNSyl4fJi3TZW+QQLp7NQxrB/A8kFuW+W5afOOAkiKHH/7cIcNBDp3GGVR34VJUZv72LZ5PyS/MHQzeE8KoVKcNMHQzQuxeqzBkylWCzaGmQYzPBDnFdTnk2MDYy56vPPnljdVbyEwZWnpuCM8a3O7oXmH19Jv2YKRI+dBJHKsYTjRjSIstjbX4VxZQWSsjizVamzdjXvIhavq2G3bJysiLIYtu4gdW20v7LZ9qQuLnuGsGmn1YiJia89EYeE2mQ7gPbZHW7oL/YV5I6mdw7Rq5AktXWmdQ/6HIGga1q6aCnRmdfoUlvN0BTolcQfsYTs+XuLVYlfDRcOexZeK/O8sjP7caZWFLGYxC1jSIgtZzCJmLQO+VjY01+3JHpjMe3rvoD3ejzPsdspVjQWnw3V0K5MEgxAeXNIgsSpwfokHcxHxjpTAMIL/pK8t/fOPEMaUW8Tb9O/l8GWpLBHtCfP8dm9BRMuSh5W7CtxIpfql4NXTCr5V/Az8iBc6/ths5CNtF7iS6gwrAGUOrR2OeSr6jUxaopt2ZoVU12Y2+aAxO65htphzMsQjTxCnjRTgwZkk5mUo2zIamNk/dzzZFGiLGurtqTFhjaOnG0hG6jQGIuNqdvAMi79B6hoN9HxHvh+ikEN5TOjIDOw/4Pwcc9Bt91MYCD0tws7eylQdH8EQrGlHuoSsSSeMbI6GcRjPSrURqrXibWkCKTnOPZCYHSw3sm8bqXWQTGK467KHJAcSwsPFela7DU5eW7DLSk1ETsFmcKuZ8ifC6rsHEmgsNmw71sFU3kbe2p1sn8nqsD+ojWuWh9C0wQNw5Fof8ILcpG0UDoS8iqCNkHaLXMd2sfqBrPLvVHmHHGlsi0zN4MjR2tlaqvg96Nfx+Zp1rS33V2D2EzRkjZk0Evlt0QYpnSxbLTK3l+V6WeZ2n8D9NpEaMBD4hC1CbQp+vGI4dzNo+6eo+Q4AUSvKSIXdASvmFryChdbsMGjgiVG/m8NRtYcRjnKIUYMkO47wOyNHmOEaTNrwn3pmTO78FZs3Uvc+U2/LyI0lydoAPg7qMePAmdU3W3IWE+qZMKroXtNqRXyWxe7OWWtLn4HB21WrqsYhk1mFrNmQ83IU++btBpD3Q4yZ3ZUO/mzGVy/idi7YOwad6ZSvZWDHGbjdiumlgzfZebWpMmYEclG/c9zvR9Yw0nqNLHx5/e1VRByHnhVu9Xk2I3XM3/DlgEjR+jIojyfy3SN3ZJCN/Dp9LvDo8psdTz0cffNLq54HrAzTdrIrty7TYJmN6SMrC7vV9TRJEUb7xIfzx2IEgc+zJF2Rkfiaj3wZk+lkRnYDikAgl+nsSWFZkknTZ0xaNSJY3J44nyWJ0uTzxiT1YT573XWSaEurZOjsEVCmaJJgPKvk5+wRLBq1e4ZJj5okblbq6Pxij14lQWKPQEF/tsleqqc4SeDx6yyLNJdG6f3MUengfH/LGIdTXqRAvUW/OErRzxzdVdn0+C4Ssh6lIZqjeHazLNk+i1Q9KM/egrKQmslIDt48prrGhYx+RvLszSMX2bSQd1gX5/uTWSO5p+wTr3ZyHS1k2DOSti9bryknPnyTFk1nP/OrBcKGZH9E2eKxIL1CREU13jrfGrkvhpROKYKSY4UXZYpIygiYAE9buhc6rZCuSM9bxyx+htAfQWxtans921jnz4i000mNdDZYT/IOehYuITY71f6wpi9oG66MLs41w/QH45GdprOgskHqtw1+2PQrrvsV9Si8jDM81lLUj6F7ET7CSdgOhgdgivxofwNX9pWOE1FARH4cGkICUCUgzsEoBcMc50DWln264i+qhswIfNxHLsbJFuuuSCUUz29iGWKwEWQJ8BlOth1AFkll4WCUYIb0OUf2giWjdDFu4BzBRmCOUtpOJnOkWQPNVI8gMzzJEAEZU9pSn/1dZ0T0N2mLBYkXqTxV9RET4u3NVTY7Vsw4RxN/y2eLBGcXavZhmqCcnZzxUT8FNKIN2hu6ViAjx6uWqTHo4daRtbEEI8KTukjtK0asjfo+4AlSXMCFn2ZHfzI18oIhIcdxmGXLPK34U9UhM4Y+97MFVSs2NbwhgCIgwXEcQdkyR1bshjqK5/0hSsUIdNop60NcfL/twTGveAhIhm0s2HDebt+OYWsjNp232bHhsJ01O8zb+AwLcnmoa0dm/khJLkDRmbfQigl7S9DN1o4FgLYFO935RkKnRtueVsfItBEhdsxp4u392LZ1d4hJxfuOtnEQM7JtJNmF1PC+Co7YiKN1FqzfevuJFku5ekVuTlhMxtj6bb+deAHspIP1YvJDDHhtHx/mwm2I/rbAy4pBhzMEogYE87bs74osQ/a2asiMwdd85Gqcwi1et6Le3IfNI8RsE08X+itgI0kD4Bl2iWcB+NkyziPoYj/YLQwWyLZTUf7z2uDSsEkckqCqbHe8GoFsC3XQgiFwvfvA7hhsJrftGaEbiRbkNoiljxF2bBw6tjwnunJYJtztAUVms+f5zE4z9SIXa+TMyRXcbWOYGJ/LzxgvHjjDatmNuWKBBPaHZDhSZI1NiLA4fkfjIKofUkJAZ4i/4kJHtozOimpBNAQ4hCsUC2I4gXKgwHGcohigLb+zIrpYZ4iBt8DakV2TLRJMhwUSrbraiZFsdTT/IciW/vA9W9aHgUbMXnHETkyV/4WUKxzHBoUJgP6HbC/qv8V+zsJg7Rlh9WGhRhceInjsVK93hFtwUcs1XkimS9ui2yd5Q6xuDgL0ZojOT+aKXaOInKdnxj3kFnUjw4LtVP4axg9EBDvVOKOHEGpATW2hlbR2MM87aP1G5ifLXZFtyU02ZkXpAdNYKc0Zg9tSfkIRWszixTR9p/8rIUzvtUkO4wL///9OAAAA/f///1oAAAABAAAAQWoAAPgkAQAotS/9oPgkAQCtUQMq4p/pMRCADwHD0//02IbVcvHp0wIvDfkPxghLChEGMRTjIvi/9+Z9iaXryYK4VmlEUkoppRTkDhEOFA47mizxLIY3/ptZl2Z7uAMZR+kdbUl80tLOl6GnT3PBjh1IKMoNeKp2OzONPAHRGDyjtbIJkRF8iEWNjndYZ1vxbPF4ZtStVNctfMsHHY5KGaq6DKLVqU89Q+QOdL1aKGvKA08bIkp7hIE5eo/X4a52gH8FGivOJF0bUA8Meg8BI3+tRP0r9Io4/ZEN+IaMn+JQ9aN/bU+0LmtMz6lohHsRbfPS3EcCjNQBANGd6LL8DXY1/BhvZ//JgMCHEoD2uhdkHC5Nm6wrlVXJSmKUpgHmQY/y2/oZ0AjJDGHbOj6ncFIkFLIQYGC7miaVrT/TrI/itYeDGj7hbJ5f/ewOwRxVlm09x3BQqzRchh0C/WwEVZCaVrZl4rlbxkGnkaCN++hy9KcPkxdQ4w49A8lf30euHwuoymcJBLuvKYv+k7igz0WZ5IQm2v6YkOELIJ1xp7C2njfBTdbIzIMNbYswyJOGs6zSvbJcfakTdGeQrNl7nYictIoR+lTqR0/DQFZ5mGbAozbdodc43ul6d9mslRR4b9gcbigmzs98iOI4JEdLh5HBaatz05kmOdNnzPXxRjERrFQGPNYkEQ0H5+kmPPD9IrDMUK3KfddFgp/qyLNBZcue1nqDsiYl8pyLc2i4QLSuwkKQ70axIcp4Y9d9JfEvkEh4oxPDXlaEbN9x9H1Q/9BbYLDpblS4cM8HjiqrFv+lYQQdR4eqr7ll1qBfJoyKkLDhMmzRU8Qw6DE2LXBNCnT2IIHxI1xUmm4vR4ezE62rpOihJlJrs63J0YlY0w7jrIx7coXhWaLiVRw14U5aTDreWR56jZsI1zs4KoWIYXLQPjp4pyP0Fm3gdon701BS+u6KQacj+6wHJ/0avL3tYooWXsW1xdFvhp0mZmpl23xwStMi/HPLs5uAcwbu6dOnNnah9ZiudBeKnMNxkDdHTJWPg+vipAPcvGhwYstGnzicfSp4kQt1Z4GlwoJakJcjmYFLDnjAR6GMetiWrro2Mz8nluJCime6XhKFLB8VVMcPW28sadB9RW46nuKFGgIWp+PfLhOCwUnL8NGMO7SrJUX4McCD/xIBks7R9dj1lpzUACr5kG5+bhRv2mg5xt5Z+DDlrFppvFj5vjWtNI0zEp2FECFv7WP5JkyJ9wMTRw+ece0pTDn02ZNOKegRH2jmhjPZIvf3b0//EESGsIMMv6YP4xQHnjt25auVXgJQSg9A2UWdOPFEhMLwI5VgOhasr2/wQ4aIA9qLfgqgP3mIdhEZAvuAM1+gkXb+8Akh3Wf0Tu/gR0xXUlOkzN2rX5RTgoNZkIb/zVXoZ5EDIICyeTV/gNw7GeCWekr72AUPw3F7U6BMPhQGpduJWOUX2OpWU0BV7oHz44Fxln0JAorOFSnIpO3Ki7k60buw/DqUgDbOJTf/xIQlx4ElQId6Re1amFZSsGp8l0Q+PE8JYpeCcutaQDamGEXwmogfOIskXr0Bk8QeIXLFZP3k6yUXvBtd9qwojX0B5eClGqa/otiEZ3ltdq0sV7pVH3hzifHHV0miyE/dSDgecFGiqx1IoeUYpqUqwu55eBV2p40Xew7FUFpymfK21dFrqBHAV1zG4NOG9gIYLXA0JFTwoD14uhqXZGWdHWy+S1kI7iiij9PBM9FL6ADiI7OP/7RK5WAQV3AYcpHdBRTjlYdNP8ZEJ88W8DyK/+wr7Iy0cC/4z6wXnLQKGtqBnAtdDRNMhyWejwLmRpuSbva6qB98j/PLHqBHv8DLiRbFjvYbPJSqztDB24lEDj5Y4LQPIQHsHDKXkpg54rt8YeE4JMd6ktKOniHHGhQNRLwWJCQ42haT/uRV2DmkGhYPk17SRxnnEp3qDJB09KytwE+6/RSiSO6EyaVP4DvtEKKm9hkAtO/yJ8w7NuDip3NeakyKlIwKYmzxsKHTMBDEC/NO71h6egyBibyJX8vNRNDsKVTb8EByPacQFA4GcwjnIhXR1dYqUH0GHjOKAHeqwtPzJOigDT8U6nFBWPljG/IsFiyciAwLHQ3IjrIyCn6TDYhGzMDZ47IwOCMfJDpMBnwKGp6c0AMfb51r7SVItSiu3vFapMY4aJ0NdBA2PH2Nyk6lmjRi/lG0ks5r/dJhiA7hZFZIQN1s/RuNPhwA2GPXc4ws3UHF91JddKA7b7oIBAuavOX5SSJCOBghfByJFbGvzeDxFEHQY7kzxp1oDXLJPxG62QQbOVxg/RY6ZHw/suHVO5DWVfmL4qs4cUDHdRr1MiKP/Z0kOo0Bx/P5MOLZUxjc7kuGrpZ2aSISgq8NHTmpFaljBDaU/YWCrTo2JzAEOe1MlohdwxKa7zf8Y4sAtA+epntQ4KUzdZEx2seO94HUgDvRfD2Ky5XOVQfgIiSOZ9RUovHMadKxnuCu5XQXBk+JRzQ9Q0fOHrqW51DHEgzcn4lSPsgXNj6ENKTjGXlAv1JwveNKorJOgxic0PRz0Sh8vewSw2GCDF7yZeWcqlx0p4SvzmYlaIAJHe/kH+F8Jb7wOa0i+lgOLUuIoPkqgaDcyYggbugPuxqAOntUjnyWMQx4tg+QdyWw7DDEZAgRoIGvsgnGm3h46Hl5QJvMnPHWnxs33mIVjb8Slekn2pSA3ILEQ9GE+ZkZH2BspakMA6GLc30Z60AwsHoYKJHkkS2+EQsMulTKhn5XJAd/UDaFjhwKT2VHgH8h04A+UffYY9B5FVgS4RMFT/kBBWN6ACPYPkJEAcsFfB6J2R1O6MQKx4KJ1NOSNpEvIl5K6RF6DoPIvnRI2js02fBlxQ9vmAlFSxEj1K/Q2PUtwR7b0PDQe7rq8IWIerifgYfLYpp625NWMLYFvnEVDm9iiMjfuJz1GPuD3WsEH8WKHPr3ONHt3mjyDS9O52SI83QSTN60Rk/P+5xuiryKY+ZIZWDUG69SkNrzfow6tmnttKpcIORoWx+4ZxPG3iLClSetQnzjKSjfLArRliXGKHCKEU242xnt8TMCB1A9+XgThVScYwd56WaRfvbl9Mor7JUAsOSUgwloQD6LXUZmG65LKo/IgAfNowyTTiOMcyGrQuCYGPNmqR34YNsMLtilSG+jUVkYA9U7asHAG+dc4VJPQ/2t74LcYZdnJPKEKzE18TqLmN0M/qu1KPnEPl7oPBOvXQYNMe4jvdycofk2pSzaNARUf/m0nSyqQpd+wxdx8kbPiMOgp4hE60BzE0j/bPB7Dv64UFiBrqdUg+478aIqwVEJJ5UEfUfARffgwklngiJnNHHO60haQTvJa9GbqPTpGwKzxrBo44G47dF/h5t9bzn9CnLMRuP5wgMqcvIVUZ0z9lnT3Z6COFrY4ZO8UHiWycO3PB+0mqJ4FdNWzwNCiSXTji+B8qObqJjscYV82iqEeUM7Nu6DjynvsiDX49hYB39sv3jklGeZrnJIzNfuJiWEyoovr2h2gB9FDvHJDa69LdSrUkyKNwSShFbzCdX18NrQVvRIvhl9PZQUALSZKSTck2pIX5uSx+XJzQ8JpKQlGx/5HiuvbjZYxAur64MkwPITK7i4WaGGTuNVYpTD84gJ9jiSpsk5KzkuyLhQMsWnEyG56iY6vIXR8uV/0EK8aUyv5+15UlXlQgQeALw4j6suNJdUNp0OkO4RSeiL6P3RP7KF/YmCaNcAwMvzTNIHemag/fpY9gk32PqEzc+ddUaLEs/D9ABdWUeu6y1RQn8JfXKTaeQvYEnlEJAquQzGbKcT4lE8D2/ECh0tJG2t69VzNJsDrG0EyfgRUu540BkxHE9BX6frFJJFzpcnssCO/qtS1+1OyHEWBgRPi4TxKi4w4B84uWhTl0W32yJbjPLmh3Ax3vdKpsYd5V+oKWYaVJ44Ztfl/sZYwmQ+yIyZxntg2ONkfOCOKj5NVS/9WqUNjvVT2vWelDnOWMNKUyhZNJRGTu5FxYYeA01KM4nOAwEUQscVQdHVVmjhpWiApItQvJyqJm24B4n7eUOjsziEwvnU6AmJiNBwfuYuhgqkC5UxMhrEiddz9MOpmJih6xz40O/ExE8MbHohQJ20DyRYHalbdRFdi2MAUPA+5rQ03aGR7gUn9ikoTjRuVni/yw4031Vpv2p00XeY6NYeM1FGPQ+qNprV7JVmhUvqeQdKr+yl8YWXJDiXIh/e2wJEOC1CIcDpN3q8OoqB+Tmd/qGp/EHkYApa+x0CxrrNBg8kjAS9OEKSJ/J96HJ0jGBKQPWEeZz4Upyul1SjEW8IiIFDDupa9rU0si3vxW/2gmqgaCxqSv0GKwVOJLoUr9XREIyOfiNOCJUCc41v3DxA0AbYcVBJkpjjCVUooAcR4HUcLVwwSP+BEwwNmDqg4wiQRqe4sVp6QYInkaSBVkxTpKHYNek3TDxWXlZ6wiI2tB+ZCT0P9AQXUEAJKZY7PgXeEC0kjRKH4DWm48kN/rklP+gt0EAKmHIzyCvdzorIlg2ufpBLkcYBF6LblcDkZmk+SMFqz2ITAG2nGNpphDHkhTTeNWxUfNoGEzRgAhf8CaRkn/EncGkl9YKwHXpHJynHAiG0vzGGZqZR9IGKTOg5z9XdlDb5ZeGlmgZ73o3AHR3nBER/UYiCp1mDHK0wwcOpUaP3gBTyVazJzkKTRdn3PZhE0HtpkpxV9a2z0KCHs++I7xHUg4bjAPexIEL6bGQkOoHP14gkQL/94dDDJkDoAdpMhQZw4O84gei6DFC9qYhm51D1OWaJ93+GVPSMMA26FpWn3sDPztMX32dmhp6x+XrX4NUV4F36zzg2PJ+S1mz9/+803Wma0zRN//r/n917LAmzJlz11FeqTLIr7JC+gimLWbWzrk8h1iOF55d1U2Ckr7BypqkKVjaOhRWew4/Or6EhDtIXN0tjCWXjHZGINVk6S8JOd7rTnf7/13UWR10bOgeMHHgQ4L741OQkO5VoGfICwhcnBQIVEzM31GUJQxq5KghU/oInj513NjYggLdDP0Psn0TFTjLB3XtGdvsC4IWtNYqsW0ZZOHiZ1QnIwC7wkFH5Bu6OCkal4/xs7FTdF6PJJKPKaIW2JWYJZMsQ//fa7NPmFp9mE7JtMMBD28Zd2lbJTttiZRi5bQGitm1JBH/v+u/9671/vXf2713/vf3X2vXf+9d7/3rv+u9d/7359/vXe/++S/O4PnBJzad35c/urcCot+zf+2f3rv/eU/av0hyl2v17wh1a9hosQfj3O/v3/nvz7/evUkoy3fv3LUrJ/RB/tD/l/nz7z7ffqlZ9qIbzwUI0Ghoe2WjqMLN/7/49Iixhg4oRfnpX/r1Pu84+CMElHcnNGacAPnGNXPbvzb/fn2//9++7DJc2ftEj0r9yZ//W5t/v/j0TJwR25xgP/Pv9+/afb5/9e//fNycJ7p8YqX6+/f4LNe3f7/79lA2DW7NEVfZv7d+3/337utZEpwqc/FlvbrsKm9TmciQI/5U7+/feFub8C4B2XcErDEwRZN7K7/vSipi/MqPqb+3+/ebf79+3/3z7/v3kH7+dNV36fXv+/ebf7xWhXb/Bmzc9gh+fPbkq6rNonD69K3+VIabn1vr78+1/355/v/n3u3+/f9+ec8noWXOi/AU5QC/tOveVLAkczw2IL7X22C+Edu0pWni8Jgcw/v3+ffvft+cM5NbOC9X8KRx720tQ6YYUrPD79vz73ZcV95+ydPStNgeijN3xmwJ8/347hjUp+5t/v7/Sk9ZNeTYDx3/KQaDzv4+lBx4vKeb56e1/377JRIfeBaPOfwLtsDnh1vYTBpj8+80DlwT/kp3cuQIHmWSJ8p1qJH/f/vftf9++f7/pX7n595tzxWSdQViSnxXAjNdyYHBLMYOE3/BD+pPKpHqGM8MNhQcRr0VGn6MQa9bnM6Gse2hw5yspsSyzqLQXkbTfUQLllMrft/99+0/737c35CD5i7iiugZCJIdoUD2oEwHeAj7qR1def4dLFVUyDXcVPBD8+82b2CzpE7Jf/0GeKi9ZSHZjni+fb09fkoHoJBhdv1EpkFDVvF2EBhT+/aZ/5Ras0/7QqWbn0AhACROY74LESVMi6ewlrlD9AH5MonW49hA1q1v7c8+TuAk+UFSZzqGP5hZidMePZqjy+/a/b//79n9XBoL+oAdzFyGTNZli6SfbgPj3m3+/ORcWD53JVcr/6iPF5+3ZjxBcORM61P+OUdE9wFkjVHLArxmN8/n2v29P78FQ2uka9StI+jMmjIStiBnJv9+04GpqH8PKfzaMUJpqtgOXkPghnQL/xTDaQ5RIKvLlwndu4HXf/vft677979tr0d/vFlNP+Cue/E94YqW8fUNBoskH8dioW/Fg9RKbREe6Df9ZwXhTiTg96tXzcxnicen03IxCXPn3+/ft6779R7E9LcexOgvIJPXqlibT3dejrfv2jvJUXWde7CXczAQa1fBm/tD095t/v+u+/Z4dxTq1DayP0R0tAaXjq8AQ/N3TM6jA6Gdusmo8PijOBgc7Dw8B3t0I6UCKTX6YJRnJ0RW7cXCMJzLIU6OOjeknjhKD1ODymVQ66DtVITpWG+W/YJoUporkRpSig3+/KX/3Pn4E+sZQYHeRBarfQALu1KOqHUf0ckqj1Rr0y6qbKHwTt1bqU0O44d9vSia8/izz2k10RsLFefSpkGV1377u2/uyOjWZPihdzA9rt8l58XQ4NzkhDy91mibCXhaZepjmxGchtaz79v/BgyICmxugMKQH4EzwR1QYtFyTN5IKDvjZmRteJl78LRb4R9rNbszEQFuJLNG3KuD4WFX+M0zRDjKE8PPteZMLSrUZKpk9RZs/PFYk8V/e3Kn79p9vTysCoekwbhjVZKgowVPmhuXf77r7Pbg2NRcnE7oLDExJ3CX/+GJA5eWRsfoPGekp4HicoAzj8yiY8rmv+/Y8MY2FetPS8JLQSZPPxl8+97zSVK4v+170Mao6m61r0JeeqqHjpMXoTC3m7+BiwZcifBseinG6SYybSqn5Z1uYRNKYO0kcLPzvz7fvgefZPRTR/ExaZ2qmGneP0DD+/a779pwwhIY6C1SAniaACxHAUC8lk6a1NGZ1N0QfdXZux+ZTVbm/VN/8vn3dt/99+yZ2ntSTb6fdjEGHHE+++C1imPAvOMxqR6+nXqbDiSYr4vvwNVb9yl337envd9KBNV6HD5rPQnXR169ZO/EMGg0JBLRjreH5W0U4ykgo2oUxbPy+vYouI3xJ5/DdoOoc7QQ3EjmVdNyejl6mSue/SWmnQIo2XwcuXG9JXm24U3vb6ZOigi+/xIWR37dPDFXTZagQqitrRjtkCPZYmZd7UcMacuPoK2RA7RaGPfwnEx4Ps4azRkRl0FWIgbMhcDnwrEVMdfeJZILqJkXkeppj0vYRuuqtsDmq+/Y0mxhffQZgn5qJZRGrYuLGQqus+/b8+/379nXf/vft6VQ/PnqcJFOtyKXQuxoA21MLNnAyHvTUhHNunUXTjx31As27CkHSpELuOrwD8I95hnXBu9xFdEhxC3VOcCnYzu8WVUnlyNVWBBvAB4nc1INGeHpbDT2FUoS846Nk3bfXO63R2aJa1GOWMlHh+Nky5KDgTuTA+nCJTlfDvnt89vgsk2Oci51mfcj32M0k8HXYosaH9pGo+/Z19/T3m/+d7T6bV6Amkuaxo/mgd5mdP785Qol/v+vu6SZkGboTjTIfTFVrjBGiDaS3qPv23AjykU/6qH/bGbpySNs2tBGE1xhzoCYBJ9jlOg8YkojzimhOHBQIrYaTSu1nXlJ20JoO2VaGZ923pxM3JPU4MF1qxr87dCLI2ShMP3CxOgTcjA7gp4FljJSwEY8o0GyuzPW5G07qIHRu+rCtbQY/iuq+Padrav135+1nUOwi1AV6NW+fQ2wGel2dhvoNypXrAMbWKlBr3bfP9u2zfXvuo0hh3VWET4+bMxosQ/tFIBJoz0EWvEy2zl8bU+JytmEPgdPDRbNTdYdZQkdbkgTnsS7rvjnCm4C4rOHEGnsMrsq7HtxHUUJE/53tntbxethp+MBncMZK6Ay3AdXkZPv2Ux4YEMFltH5+uiOnKK9BthHGGTzrJLK+y6Gnq6V1MTA/X+uIpLOgyVz1VfGbHVHYvHC1C127cCSjON3GiiS1BrrWFzB0S0w2lJN44XAFBsp+jbhMEk+gbSQKD/ecYaR+4dqjo5maWeLiwZemabVzEdQ/NC39pcl3dBPLzhG6OWAaK/WAPL0+x6XegW7MeES/O3QSBXMvWuT6YUrYwrgO7R8EPDjaMaZ9oM0dHO/GlE/naUPySnETWeKS7Z6eEdn7WFiGP9NFKbUCsHGIrnJSEoF1ALoe3YWIOiZeDGThrkmeCcGuXlGKo6u96eBzP/wWOkMaUQNkp8vi1T2m+BwhLFvMzhCazRMuvc5BY703lmogbit4pEITtkLoUA/m/lef8zxc3YGMh9zJg5l+t2JLHeCuC9zjdYtIHCnuYc0UbZri6dtp0LBoJ3QPqSCFg6KBay4LHnqLNWK7rSTjT71c4Y1HktRSfYD9zUeUOalCz9hjC9/hhUE208NgpxuCpoefN1+kDpJnwea6a8qSDqNMmh3iCA5fpbIEfYkDAT/iJ385CGOWGcDsIGSYtN8cnk6BTuhLKCNG1XPzeMzS3xqc00h1387ubwuLDQtbSAwWHIyRuBrDkDpdbS2wSmzLYw4Ao/WsvroMUdGacskMN3l+Owbg5OdsZLHspGuCngYGYQuF5Fc2hkNBPw4Bwr/4Ip+NNIvXTIG6gcjIwDUMSEC38HPx7zABHCmC3IUc3PhUN9PxQplkFy8lXOHasnr6QRtOpeCtME7/ijdXOFsM7UHUCbQfegbNWkn586QWXLkUswsp+XDPOJr1VCBRVzuxA+wh4TNVYKHZfFXoNgqp6hR2ytwBg7erNE1wxjEksk2yQnrc4pS22o03nKOjDTundLsCNmqzvLtTvh32uoYPIXLpdile1Fl6RS/+tvRcCMC9hGw9R6B7m5VJsD14vtFOHX4q97MYypb0NC9JWmtEQWTjyC9e1Z96Hlid5ayxlxxaXXCMoX20rb1AnOoP8UIes4Fo+/gReF+RSUcgNrBeg8fY3uG0SLromnUjYLGncQdbiFJCeNQBgrw/1sGzs5J4xTfFTgn+QYvatwt1+wpKbCBfQei9LXodqxPrb3nRZt5Y2Dvu+HE0ERxrrJPErobhy84k911EiHIuBfSydIreeoy0sh1hqss3gVFKz3Gko+/M4L4eGEUtKwHYNhChH/zUD5UJldm3p/khqpICz1BWbiHpIzjY+OKcni9Hl4ppo3ETpvn8NM6avbeBTU/Lk0lAz0lWXqJC01k19QwBUn/UaWDo0tj2+6PCKUNoZXuQdekyyOjYGD7U8IhUgXyxy5K5Cqg7bUzrB44RXFRo77+AHKMptAXrJs7ZhS3bqUe0szmgsw9IQPVOskjyqkGynpfCCQ21pCbDQyifONCjTfNU9DtEvdrBB4FDx54y5cOd1Lh0PDUz2dEfTla1toIwzbzqAY+el2GR9voEit+QUYIBVOOndmb0HgzS077EUYY6UWbjLQloONKhfgJz8QPwUxv98taDaqPXjHVHI5mj/4bdgTJ47/k7jvRIf2HEolbj90ZqiWLLwQCkGWMTNBBTlo9jyE8+ItiEJ/Q4qaVcdsmRLF0t6XELCIfZf2GwhU6scoSmtOr7Nxx48QCGNmGATbqwTCrn0Ij370ZoeYPag4GiPEtdW/UKQXa4doMWIw28NmB6nBzIeokNLDZGRXvNygD9QxABfxHJ921c7i2Fd3vQAhteWseC9kPT6S4ko/yI4bMwm00O2tmXFbLgR1+7qrFmNdQ/fr7cKQFZvzOxxo0gYyxBU2lk7I7eoaFDt2NUq1MEdp02mbDLGONwUrU3XtTl1V2cQFK5pE9EFk47QgcoXDi4EjduFBYyYbL45s2LwB3jjnkRvEqRkUSWLIGERJLFbTQ1rawkJFRU5HPjBAWpKDlzTZioIULEm/vmqlDx5/65Nmw4uo5nXC+uGDGP7qOQI0esWCmyxT3jKna6nS6hW+lecZ88CeIGoeGKtnHbvAsWoLqorwT3DgUKb5MdV8o7NPRWcPu4fare9xXg+gp4kdwvbpo07+zycfm882zgNfAyeGkFLfZd4IqKumjeBGjsuGzYAHgBTLmuU+/Um/RuvWq+r6+mra1+/KiqorlzJ06K4aQkeMAAWOgt7Wpdu7qw3NzEdOhAdLNwCVhMbMKEoyM2SEhyXjmwkhLc1AQjQMAKS7m+mTAWBBgCnJQEBPTeufOqvqqvHzAwuQ8f7EK4JF5SeGkJfnr1vHrgJ9iBBg2IiGfOwPC7B4aZFCigMWA4kSHD19eGDR06sMExiF4/rx+YiGgIHoKhoILgINjJyQBsAIJbxLVhI8+Fiz13zx0xAgioVW1VVeHACW03YaK3tdXofXVdAW1LBVNJiYl99fU5MXQBAdtw4JAgQwZSjBgVKrhOdlwnJw2uDVeFCheuC9eDhxEP3AJuBldObnFx0DWDG8AJErh53cAHDsAAXs/XEwYAY9+7PzhwJPnw+Xw/Yflls7Y2YgSBqTjwVJzQ0Ndy8EGUDEdFXcFXsAi4hJ7ekBluDjjq5cPnhbNfOHBAX1CxFy921LlG3i6v7+v75YsLuy8n5wsGbsG8my6ae0cjSGQpHTF0VkdX39HR9w0cw3FqmVQ0r+iYt807Z8zpO+f9c/r+gefKyjxvnhcLFjtW3ihuDLesrIJbwT1xwsl1ckG4G9wdwYEDBAkSGB0dvXHLx435sLLKoUOH9MyZLlraK6+ZNG+alwoVVCPZPrfPnXSdcOHC+rK+WrT0efu8/83jRmjgNnARIBBgZOS+rvy+q3z4zJEjZw0paZkuXbJXWkfXguu6F9wL7jxvuVtuURGXy6Wh/RNgwAAGFChks2peNW9dr3nXvFveS5cqSoCAIVluV912dbXOnDls1qwxU6aMZjYb6cjqxvGAo6MEE9ysLDPXzNXSUnPVXJqG4cJwu5vhLfO+eYP5Yr6jo1PeKa8YMUneJG9k5JB3yNv490pKCnmFvJ+fjGxeOS6ROzXV5Xa5Ya5b6+piYblfbZw2jvvlgIJLoYM75q5Y4eV6uWxscy7dG+RVVAxU8kIRFHTy5EllmDCcLWfpnVJTPKaneU73YPcAWALgLjEJDQm5Q0OtbWuq26bWadnAMWA3tzK4DIaDI4PJ4Li4sRnwm2vlVlXpkZK6095xoaDwtHjcpyc3qM3T5sEmYd0kV6nV0p7ZbNOeaem0+dPSaVn/tKzugNY3oJ5cxlxaTrGEXAKpZMiQtvCNQ+DdQwAmADMxWYAtwDQdBofBJ+A2Tk4wpaVjTE09W8/29PRN+6bds8cF0Ppp/Qi1rW1qKmqL2oqKgragbWYml5ZLmyXLZXvZWrEypZ3SMmGypF3SGqbx0nqpXaS6rdvRUSotlbazsxETk1KNGjQtmk/X/Xx9JdOnjxg9bRj3KcgNcg+4SW1qy4aNqBkzXzQ1IyMZWyQu0mg72unCnW1na8cOZoupZm7VtGrc2YUA4bV9dRUo6NP2ca1aPW4RAZdA66a1A0egAFOAnZygoKqqrARsuPcoOAoGAYuorPRgwPwxVjAVFQcpKQQImpqUmLRWrGTJMpnJAl6xAsyEiSkSJAqEoGzRoPn8JENGjJggryWHeRch4ZMoTlrvP5Qt7ZYvsAAj2AiuqgoAB4ChYKImUCYREbG0WFpFRckjSNrFxSZtkzYxkUnLpD1sDdHQRoDBDB6VQAoRIqWV0hYpUqWt0hppsahQoWVmtnV2xuXCBZzmpQFOg9U0wGpWF2AO8IcLFeAPsIcKsAeYQlv42AJpBx/bwdbJC/giongRXw2v3Mu297K9PlwskqWSPtVjvoF9b98L5aV8C/FevHfJO+lyeeI+cRldH0iAuEjcxpdD2Vvm0nnhuxbunYv2WhaAC7yh8FQPPLeHu+YG4C53GbheL2OUN8or57Xjuvm6wu2reflevqbvGtfAkDvkNrlRGDw8gMfgtzcUMIoTLlKbRkKbpo0Di8EpUkyAJ8BaWkfwERKcBGNhDYAHwAtgobYxSZukpWwl2yA/2h+EEB68jy/ThvfsPfF6eLPeGClG3U1XiFvFJeLaeZvcP2Re2T1za7hxr5c383V90bxZXjVumyvB/YJbwCPgNbfInVs3rpALwGVygdwRboH2S5vZirZh2iitmBay/a0lvAVzwUhtYPukFXyh3q5XwTvjLfBKvRLeBS/cO/SCvRVeGW+LF8Q79+54ebhUXE531Z3iRnE337v3xQvHHXQX3THuEDeHS+RFepNcVzeMC+ZN4L66ft4vN4XLwoVzSbglXDtXhSvCxeCmuTvcO/gBvF9QN9DNc/feU3iGi9wpd4EbBr8vnte7Alwqt8Fb50V9kbgcXAfufh1fJu8Pl87dczmZVxSWAbfBJ1ysq+QuwVMwAxisJdIOaZfAaDALGOyNe/PyUrwp+qvW3/6SIPH0PsVvhJdA7OYl4MZ146qqWrqWLhkyWlwt7po1o+6oiwdPqBv6tm2pW/pisa+Rm+qmvkZGS+/Se+EChhfDy4KFi9fFKyhY5C3ydr5k/v722r12xw6+lq/lwaOv7WsBAf1avxxtjrZH66P909HqaHG0N1obbVycXWvXysnltXktHZ1eq9fW1eG1eC0NGnftXY22RjvXzpCx9tb2QgZbWluMFmxuLmK0bnAtXKvWwmjLWhMmVLQqWjGxFe2K9sQJFi2LFgUKs9asTZHirD1Da9HasZasDRPRimhLlAjRhmhJkADRgmhHjPDQemg/fOjQdmg5cNjQbmjBwDS0GtqvrwxthtbLq6vtajFg4Gq52t55y1ua3u1ut7a0Wq32QpuFhXVFoZ0woUJboZUgIQKDdgGE9sEDC62F1kHboC0K0AZojYyO2qNWgIAB7YCWAAGkFqktUCCpTWqVlJbapZaJyUBroD1woKltap2cELQI2gQJoFqo9umJqqVqo6Kq2qpWSsqqtWqnWgVCQkOv27pAbVDQ3M4ttgXQvi0Mt3FM1BK1cjs/TRB8mjD4RKWRpum/R9N/L5v9e9lsNpvN/r07P76SUmtrl8F7M9LYe2+apmmapmmapmmapmmaztLRNE3TdFWdI5KrD1p6F5hriqL9ToJk058JnaXpLGmapmkiLCz6qXSVhgXATcliYjQt5eXoQMBk703TNJ3N+qz33md7Npvl2Ww2m81ms9lsNpvNZrPZbPbXvwxqzJeikwRHkDG5/HSSUdeYhadPIyVB8ukBZGn/RJ0236hFiB/Gp7Me0QelHkplwCTMy+aUIIQIfQ9r4QPN67xsVf+E5lCAjswng+Z5PrcfQzv0V5Iv71AHmquF3X61gkF3fYga/RMYO38DAVL7R9ZA/t+Tnll2zYDE//sSBIB9JbD0/y0FDd3WZMHKeSRx+gcwaPk8lcFusnhgh8HW/b85CfzYTz7U+H8zKUTdYjgf/YqjxO+g4ekvOS7YZYqONpJWxf93GSgDNhICHf7fooIr9hBVRd4YROC/XC7+hyobmzCC2Sad8/p/m7qXO9AOS/9Nbn0ytgo/tgPAZsnm7mFE59f7TQ653VfJ9es9R4zTjoNxpP4bDilrpy6Jw7OkDOowh2f/xBPXWtq862wW+PXGc8a1VaDY+/VW/Yywv6ai6r+3k9LdpzAL73R1q4vwof8K2l/VYdysYdp+vVlLSG0szyH/7/3/3v/vTeOJUuHXh0cdtuuknv1Egv5/7//3/vX+Y7W1C8Rk9d9BECzQLd2d+u/9a9pFULjFujWCp4GhWHcN/vhobPgm7ZKiXyjJ+u9dwLP029BiVNMUctAvl9ctTaah+i9x+0DDHB5/TcM71GwZoUDh/73/3/v/vf/f+/+967/3/3v/v/f/e/96bzYiuLKPk04/DY1vC8yBDToG7PXf+9d7T7Fm+XnvZNaHYw06BpO3JaANmuzXCiVTomNKKPXf+2fpuAyWFpgpk7/eG0Ng4q/3/n9vCXmk8D6VQLpMOlZNUv+9/9/7/71/vfdpKJk9yZT00+gYnRjDo2UCRf/vXf+9Pw1E2WWxRNjP66V0hz8GNh3neaU0AyZJf8o1WEjQMaaf+u/9671V/73rv3f99/5/7//3/n/v+u/9/94/u7f+3/tzGk6UU1kEqJCXAtDAYTZ/3wWQN0a8HKHh2ujXe9d/71/vzX8lEztCaHit13/v+u/NmTZUfru9LK6giCMN76nKKkUCf713/ffO/q39673rv3f99/5/71/v/f/e/+/9Oe0usFG5KlRX/73rv3f99+bfYwuwodvETH6GixKP81vyzxa8ApBB060Pp/rvXf+96T9Pbv4ckgacMNvnDws6vsAQPj+7t+q/d/335j/KA9+tdHD8v/f/+/PNCkLPY1kl/b/3/3vXf+9f713/veu/96/3/tm9Vf+967/3p3flr/fmn54Buvv8iOu/98/u3eW0AZeyl+WT9cHQgCdvPkRh9d+7/jtKI5sfw20L96KkBwqVJ3Hn62f3rv/W5t+f2FJl59mK+35r1X9v+lfuzzceDq4vE7T8fPuf3bv+e9d/7893Zf33rv/e9d+bfw/HpGinpk19vuf4ef2MO1DZv7Wzf++/N2X99/7ZLR65FcrZjHr4JYToic3tOFhUsn9v/v3+fL9JjfJ9SRJ8vn3996bnSp18Fld9eKsOrTd0TrwfECWfb///3v/v/f/e/+/9/2wUYO86HThsANPwlcGrCwNX5/Te0rqQZaEChQkSIkB44KAB1hWDBQqsqqimpKKgnhIgcGo6YIBpSSmpABKBAQKOjAIUEQ0JAcAGAc1yDL/um2lZU2KpAvlCaRIvoZGBwOmVHA+krFpdpVPQz80unhISypMjiT8G+4bqaMilOGFCK6vCgTdmIlKhbZHOWpisbQXMqxUwhyTbIysjrVHQj7YNYKMopjHiKuiUiFwIV6r98wfrhtXCtmFjYC1g2bAwsBKwa9gXWAdYNWwalgHWBbYFtgqLhj3DRmHNsCywCLArsCqwB7BlWDKsEnYMmwIoCxYF9gQQFFYMawJICRuGLQFUhCWBHQEUY0VgQwC5WBDYDzMfrAdshzkVywG7YU6DBcNqmNFgv7AZ5i5YL2zXzAWLAcs1X8F2LJ+pYGnsnpFgt7AXsFnYChSwE7ARIGAfYBtgYa+wCxRgrbBUU1gpLNQTNgHWCduENcCEXcImFcAiYQkMEHBkFKCIaEgIADYIaJZj+HWxLbb98+oa1BrEuuqnDx/VPXry4Lljpw6d1Dly4qDCeeOmzWkQmyDTUtI1akbTiIaiAT3zaaaMJ5kxYjrDgOH8ErQZ5KWLZiYXzEvLLVp+nfWVlJOSWbBEXrFSJYhK0BQpkFGgPD5x0sSxkckSRiVJkCweUUxEPDQMMhJUhMgQIUEKgfwgHBQM9NEDkMeOPx05/Pr49oJwBN3Qy8O7s7NRo46Oxpxc3Ay4NxlubTHYYKwFvQhSS3PRAu3MjMUKFWVkYylQnBAzEVaCxAgRIYJABH3w0IHDBjANXxm8ujBwdU7vLa0LWRYqUJggIQKEBw4aYF0xWKDAqopqSioK6ikBAqemAwaYlpSSCiARGCDgyChAEdGQEABsENAsx/Ab1P55dW1lXfXTh4/qHj158NyxU4dO6hw5cVDhvHHT5pSNaSnpGjWjaURD0YCe+TRTxpPMGDGdYcBwftn00kUzkwvmpeUWLb/O+krKSSBJICyRV6xUoTJFCmQUKI9PnDRxbGSyhFFJEiSLRxQTEQ8NjRQhMkRIkEIgPwgHBQN99ADkseNPRw6/Pr49HDf08vDu7GzUqKOjMScXNwPuTYZbWww2GGsv1NJctEA7M2OxQkUZ2VgKFCfETISVIDFCRAgQHzx04LABTMNXBq8uDFyd03tL60KWhQoUJkiIAOGBgwZYVwyAFgApsKqimpICigJ6AkoAhMCp6YABJqAloCSgAkBIBAYIODICCgBEBDQEJAQAGwQEBAO9QO38Z351bWVd9TP3mVXnPbOePHju2Kkz05nnzHLmOKhw3rhpM5/ObExLSdeomUdn0Tl0Bp3PzJ9myniSGSOmMwwYzi+bs5dZc86cMefL2XKLll9nfSXlpGQWLHPkbGWuMk+ZpcyQUaA8PnHSxLGRyRJGJXOSeXE+MismIh4aGilCZIiQIIVA5h8yG5mUVE6ThsBcoMCUGzd45MiR58wS5shxLFiowMWVNWftecOeN5898Jl3oaLKbdrIbGzYqBE2kyARIgSIsRkFCrE5THaVWVnl1VVZVVXWI+uR88xns5nZiplMziPfuSPXqSOnyp1yly6yFi1ydm6anZxmKNkO1FwlfwJVVb2Y2dhirL3NaS7mM3lPptxHbm1Fm1u0UJtfxPE8z/OM1dSsv3DKm5sAZgBy5oz14WNHDyC4GcAsJDQPyZxDMmY3t7c2uxkPT2/GISdHg8aMutluNpqPjuYBYuYBM4GlJab5wNyEQLaDYEYQJX+eyqeJhoZX5CpVZClSpEDKUOYJ84IFBoJmWYaRZgECiuag2Z3bVv7zR36dO8wZMmzNE+SsTEkpS0rKWChQuODVR4wAopvniBBJFCIHmVPMZWUqZhZzidmEiRNzisnJSi//z8USU8aU+/oy5UyZjrxnPjAnSCA1U8lhZDNm1sh0Zg7zhw8i5hI4cOSQc/wNDv6QC+cHs5YWhpmDXDhkiFwESC4iGy4uKlkiJ0mCRFbEwppqMD9o0oSJvMTR8QkV2YqVvkg5S1+UR9lUVqNGPnNGLiOXynjwjMqjMhw4oDKoHBrqSUb2cuMGYN48YowXeYzsCWaLDEYeM+/NgIB9c98cGJhjzjEPDv7NfzMhIY+Zxyw473gzZTobyWLEBJgDyJwz0azDb/abe/Tgm/nmGTMOuRONjEZ0ruBgdjBDgPA0P81XV0qz0mw1R02hsRAURPThY0/ekwHlP5lQRkQEIgMJIteX8qWlHCj39fWQe8h8fDxkHvKNGzvkHbKeng5Zh4yH5yf7yXlyjvlr7pIgx5HfyK+ya958RzaPzW+yH5kPjHltfpvn5rgCc9I8NTOYI8xAMz13LPKVGUg+lI3IiTKj3KgoH5H7ZCiyE6pZwTwlT5GpyH2z14hZw4h5xAw2f8k2atDVqHNzkxE3g20GXAy2NvmOTqajIcPJbPKbvCbDkGPIcbKcnJ1sJ8/JNOpa0sdYrp6cvHih7AyNz5wxY6bSczLWouXSNF6zxlJNnEaBgiorecECLKwREOQIDhw0kBlo+CBr0CDLULKUFJVsBQa2Qe4wZgyZxTgx8TA2IluQJ0yQID+4cCFLtoCmiBA2ITFkJZkAAXloSH45pxPICBDITXKTzBR3ib98iTljzngTDaJhbCeWIwdO3MaPH8w8sZ2tra4mv3hhlpa2Ql4hu3BRJpeRyRjkrq4MIeQSJcJkMRAgPIzJKFCgnTgxwgSS2NHxETJubLSiJF6sUydGbe1zhYRmz54y8ecnqGg8OkrqJn7zJk4pm9hNfCdOTZ0T05lnGUgGko3k5GrEdrIc//kTu8aurXIbs8asctvGMZFMJGOxSXKSDADAkrwkF8lHgYE+iMRDhsgoLAQSE66tqcUubNh4q6tzoxOMBwd/wGgj0iaDBw/AvjhHDh3xHyNj3JK8+MaNGDiMSImJSImlQBEgQEMAWejsDEWLFmloMQsWKVSoiMnEwmKyeCyshKKTKLFinCTKlDhJ/GTKlfhJHHklSxwZZ7PE2Zgy/mEqw8SVsZh4C5eYS9zZqRlrbsoJouSoqRhzSp6Ku1SgIFOIEJvGlpan8WkbeUxGQ1Mhq5BbtGAhs5DVZDOZy0v2+pLJ5LOzFHIKsRgytmKFSkwlloyxxHTQ4MGDGqPGeuI+srsar6rGO+BiuNjPbwYfXvymF7/FM+K8O7c7uzgFWozmQh5wJB/JGuSluEQ8NmYiNhGXlZ2IT6CI08ShsaUsQh4hk3gRs8VV4snMGEwH+YMHmYN8FTNRlLesJY+Ij8RIYjTyG7/GmDKTrBRjxkZiKbEV2UhGitHENOK52C0OEgvpEQs2iaHEcfFe3BfHiPnEe4TkIFlDvCI2i1HIBWQDBq7kK/mA7BSTGBGPiEWIABGDiEPEHzjXojPEXl4dusBiDRo8fHWuDlwYtLZ2/BVniDvEF+KsWCsG2xBviD3EHOIJEeIIMQUKEmIJsYW4QhKEOCnpQfwgLlCgQdwgJkDgKr6KBQhYEC+IAwSwiq3ioiKqmCoeGoqKo2Is9il+ioGAEsQJYlluiptiGDYQG4jflylmiuP4QHwgnmen2CkOCkIQI4gBAICKoWIhIalYKiYimoqnYiOjqrgqPjpSECuIBwxgEDOIkZCwYqxYSclB7CBeiiHAqO6bN3Cb+BVu8wq/tsJsWuHWVbh0FV7tA6/pA/dRhdWowqpwmjR54Dx4YDR4YDx24DN2YDupsJlUOBX29JQDy4kDk4kDx4HLlJkDz6EDf9KB6dSBQevAde7AoXfgO3pgUT2wnj3w6B54Dx+YlA/Mxw9s6gf2wwqfssKsrrAbV9j1DwwHRv0Do8YuPDkmSxYxsBgwcCQYGAwnbIUT5oSpUPECe+kCS+kCd8mEITPhzEv48RK+tISfWMKWWuAmWmAtNdxYw3UlzFgJV1LCSihhSg8v8bDPwkyycPbDjh/+sBMnW+AtMBQomDAmHCUKF5gLPGWKJqwJV6myCW/CV658gb/AWLCEgcPAkpKdcCc8CY/ZkQTesQMJjATWoeMIfAT280uEE2E+vkP4EMaBwwhsBL5xgwhMBM7LCwIHge3sCuFCuEaNH/APmI5OEBaE5+Z8wD5gObkecA+YBo1AOBCuqxuEB2EbNghhQvjuDggMBMbDEwILgfX0hsBD4L29InARuK/PEDaEc+RAhBHhvz9FWBHmwWMRXoQB4SSHZt7DQyp+fkbW1vQ6dECLiuIvLzCngDtnjkupeXZGYcOGJiysP+4f0veIdM+eMm4ZN2veAe4aWaaiMuHltWIFj7W1uh49jFChsrr6RqV5o6JmCxYYhAihQoUINja5Ey2yskAcOHD1Xrmtre5nkfv5KefKlcsgQZLc3f1wf7g7dhhxu5DCRXDRS0oaJsyTJ6KLi3BwCxYkSLD0LrlgwKRmyhgDAeLq6i0qKmKVI+fyEkqSERmmMmzBDvTAD/SAgk6KiXFxpVkZvVgsBAUKurrcduxQm5sjsWJFBC8vAlRUqq4qmQABSggJfQgSQTdoQETEBw6cL3XdxG3yAwwsa2jIjfMeeA+0cmn9fPJ55TUxAWrCgHYAHheKW9dmXDMuHDgvkcvqsjq9RE6v034b7He/It6xN35y9xwdYWFteGPA3PIR701LKyxRgu/Dhy9XU8qB1OvAQV0dZJXDH4d+dH5rZGsdLHSIqqtz4MD1dD1dOhLcPBIkaMHBLS4+eRKGCX7h9/GxLDGRw8vh7dHjxnvj9R7yhazz8niDBMERGFijr++NBYuwCy+EyUnSl/RdssTJ6+QtLCTyEnn5+Gy8Nt6vL61Xy/Xj5tHTQ/IiedHQZnAmP3L8oGujIwtBZuE1zEEjR5uKthAvDrfX7a1Rw+w1e9/esJfw9eGDxktDBQwYgHZ2OnQAAXLkSJMmZaRIufJm6esTpHw71ajJgrqTL17AgPGBjc1Dhw4bNkT4+sLCgLVAwQIhWKgUhs+caUR8ASdMMDMbHBwz5vRVeoFM3Tp1Kt3Kzvdlw8aLHTti/ohxSUmrlCkT6ca1hLNgCRIe38dEuMHrJrGHZw+Pff3rYSz8funSREocV4oULoeHjDx4+ICDY4HFnTJl1NJyiRYtkJubWaIocSkpOefocbPZU/f0u4jf/a4OHYluouvm5uf6uWFhZC7ZFQ8eNw4PC6VIYdKnz5uqGe7ZWY64OD4+IYqKnSlQuAGg9qhkTXrACAkoQqAMBACOCQXz1yEKozgSh2EqLQe0bogDcREAYHEAAQDAgcDGYGgAIAABAQAAVo6Ri86Ry46RS+fRS6eRS+fIa8eoa+foZefIVefotePopdPotXPktWPUtXP0snPkqnP02nH00mn02jny2jHq2jl62Tly1Tm6ReXvekHD1qiVE6OAZbkivGZM04kbuiwcG5GLF6stlH/f7mkwFOhCUnTXyBDvjlDxLiBIoF2elZOolXSeRbiuY5Pfj3Uqk2OhgptXbSpz76AfL75+651+K42dAAX3pXUsm67Ngd/R+AOYLwokK2ClkAYwC3KRS2CQKXAhzQK5zRCRyYLNaWkCBJTJRZPApCZBdBNYdsBcZqHAbJFEVRFppJxtg1lgNhEiuxEyk2YkkUhMC+WwCoAS0NYy2koyk2iYG0CzQG4zRGSyYKapQDRRZjZZIrYRMNoZMJtoMtMIIpssRoWC+SrRZXb/1fbsXdvt3tv9qv99ru386u/uqn12739+99a/ktX+2s/T90+W6eyyz/eSXXu3X3/L3jvZ7j/Zr33b553Kr7/srp1l97/l965t08/u09+y91+26d7ys34+bOU99e/jJtuvPWb1Smo02E8mWSyy68sMJQkkkIdR0gQIIA9nKS0CiTwSzDYBzKxat8R+Iy9XfS6ueNsm4177SJztbtQQtKlNtJ5EjF7qU88xEPBmdK5M7XUfDinrG0Jkk3L8MCywCSc5+CZ9Sv5CWr2r9vLYUyGcm1KHZUqqUSS/E4jRekyUUHOexUl2HA2XMXRdfbTEkbE7HeOQh1DS7xcJUEJ4YLoGD0tkIe3VxlbFmrB175ovmKs+rh2wgzMPZ+629jlvNWtWt1TFDYIpyJMgT99g9GhbULWtp4uND84nswWTzien5g7k7o4ZVZLT+9VxXV02hB+mwWvnuKVcL7hcDQBQLzJ4+rJnDYlGKF/HWn+/Uw9DU/jFf+cchW8mmcZCftUDA6Jzi3YvlhkESBBf7snpOUa1OQDqdFYzluslA3eZ7QrgctoOmi4WERaMAXe7wIdnF9z0V+od0RVOWeTgZVSkFvDtOfCBf5Oux4ZDiBYGDvCyWBxF9/okmVdgRTr9la1m94DowBuqsmeOzvHvjmVMTNKT/500G6xVaylKjCz13ahCD9Kv/UeZsxT+IDxAVjnchKwbZu+wVn+eZsfAVBV711VP+5T/8efXeXcqaTTZ6VcUd8uNdglIY7PO2owcqi/+bZCUxutkaeOAOreRDaxXUK64scu22i3OHdMc/pwbOUoup1BUfunvdqTY4BjEIROpwr42aeKVB416CiVWkcpQMQM5E063lpAvU1qkLOZx0KWyk1afem3drVGSyuptCc4Dvj5ua1Y7Jjsv8uXAB6Gn+P+B03dK7Dc7jeWCPFCuhfuL01z8k0Q3KplKuiK5quvazeYfzw8BRd42CSxcvE137IPJ1TSe+kbw3+xGD5XcKOn9a3+OhtDqAynhF1m+4VILK3fzCOAgYv0C4WLcuQC+08O4w0wTIEGUSfclJt5lu+lLAU00Y1CHnr7fXXNcurY7AYZj+bjLqcOPoizsCC21S9ufFH88KLggR450Lc8mTL9EXRGZ9O9qH+yJiMhsONsqvUtPp/q0f2duZfHR2VIogDIsUBZb82AmHV466hkzwGkqrkhtXTutP/v9gS3ywawQwRGa3E5QlRklYCM/OywbnYaWSGxAyEXLo+UbpwpZT93f60NFFHxyytgedC8HVjGu3EPZQyHusINRZeAsYchH7tyG5b9YG38Sl/MkN93IqthUltRgJ+3m0lb65oV/3176lQ2b7zo1PqDMKO33/Et4s88nrMz294dvhVPV+YwTCNFcZQu9yUFnUklymcX4r6UiJCNaAs9f1jlbBrHYYxiTTJKPaKCqiRR3WcduEIhlD2VOkjlaG3rcrjJCuEMYEiJQkh5qopA0HfDpox459HmgFsSM9KMv/WIYgIcCOgJoowM6FMjRgB4CyIhg19zZ4oUb09ss/dIQcDik1BAVRlfdUKVGqma0UkNVGK1qQ5UYoZrR1DHuPQJc9hDmTTaBj2DGKDs3G6hKsopZxDkbBnPZQ5mbyCQPaKCiyS1kWeds8CAfinNIkX4UAEo6rhe9N1J0t8EpAtrM/bJcG2JtCuMcehmOae8BUEABc7odrEYzEzD23zvM3erNVT7pOX3Y3mkDaLi/vpj+Jo4J2Ezns5g0PIQ/xayjVa3g5g66DkSIGyChVganvAdkIObM7RK6Q1la45Iq6s9601xGuodHiN5yAVS5XLysA8NO9vgoYonbeDY4Eq1BGyfr0/u3OyGbuUWLy4ONWWzMbFs7Ab48EWXWGV3hJgXZgx8NkIYkwuXYNCTK/RfM7Zb2ME2agnnYWba6Z+37LKnjNWOYY1qWZm8jK7qGjqScN7KiPtlu3F4Zsqx91cPJJTTW+Z58LE/QpTnfw/aBff3n+GF4O2ZFNsDa3uYTaUISD01Oou/fEgp8LxbEuVQweDy2X8bptfnPXeXXbHUYUBFOE2nGC97WxQMMnd9Ga69cyP3qv1G5gNWI904E6SrRk2A8jB1mT3eM29NmUdyUpj/L8OR01z6rV2ne78Xy7Eq/3C3gglGj+d6FG49kvbdch0g5PcAdao2vYvw/EdtBa0ucDwazxSh4LC337NVECrgALrV6/ihq2aDLfTuFFVr7CfOtm750QJHk+Uj+djpt3JzVqvxDlDY27TibWaOFJwd6C3kIgeBdEnoS76wlPHys4DBy/0YZlw8Jonk6RDV578XHUfWK5Y4Kfuf9+h49GWCJz2cYpxOmMbpDin7rVJPxiGao7bQdnyoOx8/LV+Ofw1eoW+hx/SRoSyU+K8tnfYTssi++TUicqGrOmnxKWOalrOTfVpyuIg9+30jouvpjmflfv6Q3ZmOjRTMXeVTqFFquduct00vVYJrSnwJByU7w7VHkPmtenlRykwcwMj7LvpmgSEfSLjoGxxpW39/imI4Ax5N1oDoDaAWtR2aGyn7JLQM5Cru07gflZh3GYnZ5zUBTsYLGAuC6qB5IUeTnKobn9IPVkI3x1WYBKS2BWWJbIrc3cvNfZf8VoXp9PPwNBP0jlfH6ZwkHNA3cZUv/7NV9XAyYCtvw5yNrQMlzjydtv614k9qNsll2SRHNgsvuau//nPN3m6dMrTmd2fv3kjOiiXq84tn0FE+FB1rfkwecEU2hwQ7WJQNh9x1ymXE52dAcBxwF4vWdBCF01HLmsotUmwim1pMOm7+tc9N5SarO0IH1wWtHUywzn8K1lE+sfkXlPvxLmCy2YkfnXxsO+/zwQNMjtr4l6x02vXQejAZADed0t4/J/HsVQbn3BmxTfNMM9CWG+wn6+MZDhtTTJomE0Zc4eu9eIIUnpYIzNvqZ5ut00AEtRs2QyD8Oo7htpaNn86xrHeXbnUECzU4n0nS+G+E81HPDe04/y0noQcHc4q75TZ/GKXNPsUl5kWiD7Fm5ynBX/L7faS+T8Q6g28XwfF+s8n0E+db2/M89b29hv60MoOIzSbc6uYTLfYjZEb/5x91Kbl6DH2qY7LK1zgr+teq0lQ/S8DZzTItmOsaS/hoOxdamlUVjc2jG25RfgEzb3RbeOKXX1rnmMHd7ocPZ271krzF7sQ42p7FeE4dWie/TVIUUppLi1wp08ZU9QWAcRP+P0y16oFb+LHyT7EsVPtF9qK2AwDuqEjWlFiFai+n0OjwjIbWwvykZLi+T7oYDRNBpNFvkpbNuk88tswNqNqPx8pwpgydvwP5Kn5yf0NqTnLCG3zXLYsuIdhfd6boaEqURvKeiC5JdPH8EsETF+HPikp6dXZMc9mo8/tzheJXhpNR43OnD9M9OMIkX7DNahyh7f2p2VpP5WqurQXtUzQr4LufWvKis05tD4mGgnbvQd+/23YfQOa4p9ZyrVlj7/iSav8e5kqo1DX4UKhWtG+Rw663hjVcjTeHFPt4tQLcsLe/HGps9iM+yXlVSVYPd8uvtPnZyk189Tnij9q3meFaTzeB1TwPerb49hbXaeaw3SZ9v096tgGcc4Br1zGY5ix3vCfzDYtXfqEsFQJPcMw9CK5frSKnoLt1oWRozPXPlv02v8UlQO9nq9wcMS0TcQJ1/SPko4/xysJTPG6inxx/HAu59nffweX9WSN3cze8goo1zHv9j/zai+ASmtI9A6YLsWgGxi47vkumABnn0WYL++a7O/LH+wJVv+UKF8914h6vRiFESOBGo9G7VxSX5ccrW8xa0G4DKEAX7EL6l7xzNhrjcE+DyF1wO0Fw0Az/wttNMD2oikH10pG2wmhBPYs7xfvC/XVXMHqce9XM3pi77WquXc9z7hfKOg7JR7vjwfNVHAT3X0bL05GeV+LpE48Lv0ABAkSl1N1qv73RqOnss22nBmxwTbODIPz+X4u80g8n3ZGfcYRJFL+0mKDpZi18t+pCVzx3LmBOpIM95QSpHj9X//Mtb330bC+XOlUMzX1Szu4eo9TCLSo7TZ1vMMo65QFhNsYs67QYBLnJs5iaT5JE0PkuUqBC2fRiHzcfLzmE3ByotdhHn3TLARQ7D3ESTOGINZBGA0kKls9QDXBTfY3oGfHrSlnHtdZx0t27fuJ/3PZSFt81Z7wmbvqPB+G/blreu3tiA0v4NS3xXsHL/eOhtut04k97t027PboXvcc9O9ty57T5MXcieCTzf4zRu9hvLsP1N6Wk/whez0ugW7ctO5+w11a39dn3eXsOianHn8ts1bdFq1o91bOk7jw8nw1PUIQavWtFwbHJH6ODGRABEU7T1rKgrbVt20GXtdu815+b2bNZNOvNmih6xa1F9BOtni8+02Iep/edh6yZwqDs6NG4/17SiG55E7M4d39YjML45504qvB8JrHd+PIrboOCbFJyIfQftD8F7EPZy6roZgS1Q3Hl2+xsNS1erzeSfNdzxNOiO5zblCmlnQTPnaoqFh4+N4DwR5vxXx9CHvzT/4ufobmM3baaaWdda1EygneuOygvoeNa3VqQ1C7+76ykcWBw3p9Ey80PkPRa6mLvWtLOcV1MYq7jZ7AtYucRk7VaCfq7TznvebB02IyeZ6VEYyJQtHxr1LGj3FfUUA8vq+BHIGvPVthneiE3GtqBZY8nczlUzg6xm4hwC9nIhDYl7sGNparoZgRYo7nl2+xsPy6vV5uSfNdzxMOiO5jaltxX16nWP2k8Z7pLjDrpI2XnS2+LDSQz7FcHYxpXsU2OI9kLaVKZfQ+/Jv2N0x2PBtZqbLYeumVeLfHcCrx5CLMqbuwcvyxwiaeOizuw1Lq/YNDd5wrt29mrveNepMmuKuWqURs08gOXQajMx5YxFx3PuX5BRcW3XVbaByi4Ep/tZ1sFfEMXN0uTqVw9p9yDIYkq1GWFfIDtzc/seD3NXv+2kmh3d0T1ojKZs6tK0ZkE752qKBcPHjOA8Eeb8V2Pohr88/2ITdLdjN22mnll3LWpN4J3rjIoFdHzWt3akPQs/u+spHFwcO6fRMvOGiHx2UG/A2oDx17yAhJ1V4YTKGYE60rvBMIetAF9GBLMJXDVHo2aesZmWw3/NbCY2OmPD8Rzb087yhZoCto/QW+evEcO1yMnVVwK6x8qMA0ib+XQNqDiHwAigIR0S12DHcup0OwItUJx59vY3HpZXq+3kO2u44znojsxtSt+WKevQ63YdfB3QvEi57pag5grt7Q77pjc+L7A21zYK8KzF6AS8c62jcgFFZqUtEndl91GMx64xtksrg8xqx6dDVL7pVBU45TL3XnBJcG23MysmG+XRl5oQjQPNr43cd9mph2jdnk9XGF8O7ePLbk6s3LFhc7WjWZtddtuhXl4I8uPL4lNf0/219jPBQJBX2A1miC2smmPKWwOLDMYZL6bliD09yqbEeDVtRyMZ4ty6IIInOKQZzj3HNyme2a309jLwtY0YaWG76kB6MqzZvi9pFDYKLQ9oWnyL2Y135Ims4/J8xzGdXVMHsfNrf2AH68B+LGBxWzjvVy/3JkCiexfiV4V05uqRW7cc3gSPWitsuGTIumW97zVeRWDWqhzVkxQf4QwVZBqdbG33JV3uIzCzEjHyoHTVLD81EN2g70IBArcgh6aw5ATEY2z5mdGsPb4Nr++Rh0b3Sr3tgE2uOpqdGc4lx1PW1WrAAbBMN8UeRY65Rup3oqG7+/ggE4UJ+BxhPH3cVXtLAbOdWVdeIOaU2kz1ei1p8AJlJxF6bwuxgXSu/Wn6iMrdq3NHiqS+cvAbsW9w+XnTUPGZMoIoFgy3b9rhYlWLF+pe4WGwUYyRrhPWyLtEN/0WATdghRC8LA8WzDeHDvm1AY7gzjCmzAvW5j0sQH4mBQxXS0KHwHoAzva5o8Gy8hbuBmIT04HV84bA8eAN94SBtCxeFXjGsXlhTjQyoGiZ3hmujvbU4P7kn2vDwS2CcQ4NDjzwaHaYQ/ArvTx4V2/CFWKcskigyyKecUtFhOBqIY66Y1yTBg1ec4sHDAqC7h7XR+tHj4cHGECGSGYQa+QlpJd+D0HY0jdNIlXeSNRVBOUBdheehxEvF1XFQkIpGiLaZsK1vJzY/O4nVC4z7KJSfLSxdD1F06sLrQXW5pcFbblskNnA22RKuKv9MrOYa+Rx5upmVe0zSA9PYKUZJ7vV4DH9Pu2+c40ClpDX4I02/zTY+ay7TQ/A6SaM5ETTmvXGPtKA0/7CzRsOGpbtjJM7Gk06Ugmt6lKNFFBbQrIfbV3hIcuRtP1+rkVKL/faTiRgszPbkLj2yatQuDsxL8FlVw5AVELECJAlI1TPiHG9HBSsNOl+52hIsYavKkLle2q5fkD9kI6mkc1Wwl89jjgE1hCQaQTlzZpStX1ApCePsSPq59hRUmu1jQOB4QB23XD3PmHU8AbPGZ7NZLSGjJ+6Xy6dLhcO+M3S8CJIm99Cdmuss79AzRt8hUEId85rbI69baHjVg2Idc99UvteE9eb3Q2thprZ+zjjZjQhzHLtsylevlvg/+fDO/7d292W4aKZ9dom0AeWvWNU7Ze3VFrzpWpFU+yXM8LgZtZoB7uT4Z4ZSAu57sA9raJfLFPvoaRHyXAJa9ziSaIrQr2HC9jH7Gs5EqtY7s1TVO5Tt7GoOzdcyMN/R3L0Z84SmcrYl7Uc+g9m//Nmnl+Wc/RhP0P/K3r5Oa2Dv7E9/bvD4URXoCmW726y3eVlZu4bZ/HNKy3enWvs2mtgsYFx03u0FfGiprutntz6YIPpBqabWVeD/xrcd85687rIhmvvP+MY915y5HWG3eyWC0+91M4L3mH5vTe6EdYAnA8Zdg0K5OcODTMqdwdlWriD9fHpkQGiAuANkoF7hiSZc4mYF1VJHyMCNEwSzyjVAqsk+54E7jY5LVU0vVCGBt7RFfO3U47Z5bxrWJoKcYeXEZ0XgDgvoO3Kw0Y2q3uZ2GilHfWv06NrgPc78OoCX+Ttr3e1LfhZVjduNzOf2wOlrWBr+egaKNYd7M4C82j772N1tMrMHW1UH62o9V+rt67OBpMywsL1ET7fa3TRNFxvn3xoa3EcKzK3PuLEd/hjfaC4WW31aC5Q7rryutha5/rYcuMbpxHt+fnc5RfpigteSZ433LtCOev1D2e4SedinQuIWcZYEbIubDu9wAVgze2N7Uo9lv28TcDiY/TtZ22sCoJDig3vqURCZw/NYDFxVEgvmJDA/zd5N8C5CgBOcj7fTJokme1bO8r6QjrmtrpgFVxob8FeEFPXeLkx5tmIUzQaN7VLXWc/OG65WPTOxBj53rpiLdLvxDvDpnJbcLxO6i3MLq+ueCxS4U6+RfEW0itU2SQms8tjF5qZbWWgnzjTynZ+VDXnziF6g73FckPrrMdefk3Z1gTasXZW1RaSGNs6x1XM8M4ydskpGK3DRrZVLni82fsOXwrNIvdbXNaWm2W6s2A+ALwQNcvV3MIe5NquIE9xHXvTEZbxEmB+hYINbytBtk7uckj3jO0lRzfO7ATudwxsOe53TGuV3UGztjP/vvsZaiMQ/m7gG0KC9iT4qYVdhs3TWHUeuXQ5ETZsSf6zMN62AvsCawRQ8w4dXIgP4Vh3bHxhbPRr5kxjNabzFg0f/NNle7yDeKS7Ve8y8AJ9H9FtdrStrVbmOHyd7e32Yy2kfRa0Ax7y46Ve+9ftRzrUyAl33RYmS1eYiwOLvhpQmHe9si7zduI4WpkXfCuVv15t9C2f2Wt/JOdMffpyW2qeXmEMy3vxyIzqA9crjIHL9blxcXOxciv4ERZHmdp87cF9NXNFdpB8LF2SW/ab8MlrES7XUfdOuwfX6DT5xnHshZ9bxlCRgVPAZ33ajeOoh/CJvZHNlOmQB/i2Zbs3FwL7W4Pc2fnHsjartyyqk90a5yXMgmFpMt2yR99heZuxMy+y90rqWcYmlsz7dLsc7Vx3AkOmP2oUXdE2EXaVYQPUwJJgHyVszj91XaFeFpmT74jnPNekPZMZtBA6z/yzIMIH3gXMea5G+6Ox7ebsumWzlLsuOvkhykyGZk5E24ZgU8yYM6jxaGevtzCMc/MGo1sGieZFhvbPpXFax964vuPaGe13qK0YL8x1a6kOj7esu/tc7rU5wtcpY3i0xUMuPv42el0gjxly9yPjzVovLw+uM09zPUI5nrNDHpxt39vi1U6v7AwOU01oW0KFFkhaJ6DegQsnmW+SephyjZM4PHHO8CdCRsvLzwYxc7cZU29WIU2rfdIkt7L/mi6cx4f4OHJ2wNxo+exsed6Mn34v+6cV8wTaRX4RdWiTc9G8D6yltIxFk2mp9jiwArC6kEeWp5W12Jr7htnmU/CebTX8cy6VPvi136L7BQNxVo5ej7onb/6bu273b/ZhMfNG2+Jn7L3ljX1x+Tn3XpTceGu3/+CTL3Gj1VflSw0Zfmh5iM2/JcwhvrU23wWY9jVGO/Cy7byUKfioW7xDhDBctOkt3/KCDZvhEdjpm2g7yoJoO50T/oblJfoBrDA+Mx0kL8DlriCcGtJjaA7h/kMJdgR2EUFr8JlW+IZd80LOCmJ4nxyEo3ONPG/CLuadxoDPjTU6BFeEt/HOeutZzPpArl1qPe63WcpcAt53TKzZHL6Cu49nRrawkeBKP644zch1AWhVbqJzFZkmOQbckn6e9xFvRy6cw/wwpc/xjt1sMGWMI7aJ3Wuzkir9c0O40u5xIC5LWhyboK0YZ4W+y9ZuDl/8bdRhSTO12sLB27QRzzgDePws0yKXcMLG38PTxIqCApu4zYTxXkgoTPnJlHQ6Vx5A0jaLKqSzWOF5smjgKgcCpY0qQLGYynlyGu72H3Izvz6mRw2/WPRomRW2BdPfsoj+SrS7EaXuJXDo4upV57N7zdqY/NNIMqDtT+npmL0XK2YkeQvGnu2/kp6O1XrKuwUdzTJrXlp+TGS0by5ShusK9RjakxDH5tTNBNbnpYKz6shk/M997swHBLClZ0gmovrPLq2/Ls/27oPrMQZ8/E4KRfJ2sFgHXS691uQ2ZUQv0BpsI4NXbLT2HOpCZo2LYyoaz+/SPAmTt/kIfyzJurxApnhmh63lMvI5a3A/4CAfdVqvV9yETeXwTZHmQvQ8I77DttxYEdiuO78ky3P2uJDCpzxyH1qbXTWFzohjiXHT4HaPN2kdzpv9wY7t9D3S4FNMG8HGtN0ws+2MaiRiOf8P6PYkQQ5nsMF0YxW3Slp0bK/XmPQycKoNf7nNyOOPWHTXGWE2VYWRObDf6yWFca3Tw5bWPOcJA/E+YDjnU+6lckp3DLSRaWTtPR/E59pzllugMOr4AjvuyPvF9p7fBhGz7wm34nTPTR2amqHimYkeJDXGdaCKhZZ6LE7Gl907+hVG0BzS6hZ6VVuMk8VYWJ7Dy89iOutuMeumFC4QZob13CbmmO1V9j7WFGiSuT7S9CcbCRa1rrY5VqktzzeblxZNuZbh1go3ybBv0+ygU8olNoibePTNYp7arT/rzZo2oI03pNZMldz253lIwhnZvdNamJ947mUkkjNRmamoQ+OD5ViMEzZ6PLnj0v2ZimK3mg5WhHdl5+KBMXaBc847kZiBT1pBgvvpXdBgiO8Wolu00g152I/Cl1YkiROeOleQBod2EyQsrgU8KpqQs537D0kKjve33X27hLglSV5rTj7VOeOKqycaV5FuZXf2o2nJsRNjJdZG2MYU80KT7U8w95t4WMJyuW1jQnu2QIYFx2EmHJwQuh9vTFi2DHA7peCRak3KNlY5al52N8xBk7LHovAmnfgdaXao2j14wpztRqty1u6Ahf7iyYY947Jdsi2btVq15i+oy/NWacu9axcGIwJ79vJxUdH+nfGWZJmVr2Dzt9PDXayMU9KBzO3hVA+xKLedJ5qhlrXOj1vQ1p8172gLrqO341p5U+q+5utFDM/0tmhps8RzUFb58faH8jxv+1n/SBemM6WiaS3Bcofw2plc8ebYP46jm89gbIVn1/hleXjcCTTE2zvp6use8o2enAw5KzzmENrbsc/7LfsJ3ON43ggdtyjkskbDn6v+9p/R3HA7o5Xzv9cTajvLvoWo13GpfUQwC/ho323YacxqeX4cT30cuOsOXkpnbeoRsHaPye0qO9OB/qfMM4KAt+r0vIJn/MyU7sjg4bz2jGNbGw6/1EM7Q6ft8xWYdXQ/rPMnTgdEdDGrrA3UjQHMCLax29x37Jxuud0o7h+bG3ne5btfLZxZCBoxGhuEs/YNFw8aWTDn5tNH2wtUzyBUmSOEphL0mzgdTCwbAdLRyyHlxMItb2NxeSFxZuls+G6uLvpb6lWX217AdsYZ/Zlyv88w49eJppj7cqiJ7DrMA46i86bh2cw4f+qSgy6X8bBTpz/4LTItPKiY85SRJ4XczgOF4qmbzzVp+eEbHHHjH2NagUQWX7pBGHIIuruL8g/HOi0X95yIwSIk1tJn/mthOQLU4A6lF2JDCN37O2ssoMhCdDbciGvese3cw/L+Mp2Sps6dWiPGLuZrMoOFdDorp0GluhV/rv7Jmqji0phosmcNB3V0eErNN5ZXONF+6ZWRNXVdjLn4x+l4Fr7r9H108W13aw9yS79MVei7DHMgJ84DYx13vUxpr8GIs1MqWBt+6oiwIGvePgZbcR/3ut0VrXxLuZzSc+6Tqo0nRyn/sjoax+nh8Ssab49S4+v8eJwUXvAY2a7sYGsLZDdvblKJ+xZiU6ha7dHU7cs7/d/NmjxMYbetLR85og7FENxYfLMPsXdUX8bHgDD3NSYp8YwQkjsuGWTeEOBN3ke0tQakcUmzpTwq7gh14jhctMNctaZnI6oB4RDgg7yNqIFQMRekz9eYH1qHNwEbYdYamca1nt1U4XJhHjcSpj4iltG2EqNEkv0QE5iv7P6oH1mW+HFEoccHNWMqK9sF7Q4Ci7bIu1+h883ft8Vnm1UjGZxOhYUDWm6ZghJiBfmFm6XkiLR+BzzNAppBLN+W8OYj91fUNxzRI2QIxiYGSb9ik3MgNfX7kNx2854Q8djBfBD7hUTfPSo6gmYQOy8NYoPydqCaxzhxm71CKzf9D/RddxjULjopv0XPIHYZiTQHoeHGb4322wvGlXqn4wmo06INMJoR59xAVG/FCrWCO0LXu8tBw3mSGKPbkT7KbOTUIHyGWW0C8xjCNeAjeLPoIGkr9toE9jjTaxQxwEhY+hqDL4cUJA/iGKzyGOLlIJsjLm0yb/zgNbiPNEJ3lNpBcpLxjYCEH7bJC2ozxzJyxIn8sfTrGg48go4gWLRL3l4gbI10Mcg2kU2441nWsDOc+iZCRxXWSK4xW9uJBJFswtnmvgbUqpWJwDK2M8jiflA95OSEieMPfPMGuQAShvcKxP2t6c3kjyIsT7IbEnabjXvG6FvwNNc4r1gvopBwHvK75xSQAyIheK4g3v+63iDvIAm7Rd9D9YrJQJLzC81sWcS3yDaEVKdYSJ2cuoQ6hBw5cbYjekH/xjtPMUrcCVXzh8UUvbTD0PojVib8Nr+sbidHPNx9lSOOVBGeWiDFwHBbmPFiRd4/mBtNR8bzra9lPcbtSS0+/gSUtDGkb3YGMaUbt7x+3JRxowf6f5iekA7OPVFi1PD0Kzg8k974zRvwKe/gff7oNXWxF1/Wetj6Vlwbs6gXvEVvveZ/F6+3drHO/VrPUp3C1wZpS33TD2huz9n53rHZXMhrZp7ar6a54KgslHRy+R4LRr15mafnuHZJ8iOHzfrfiI/ckdRp3l5+eFiLfiPWC9E2WSs3rKJSfQ8Gt+3mkqBNqh88H7XvigrXTD3rBomPi3hy5fgtTNPk1BVMcrbu/vVY75dvharQkHwfYLupe1o7jdypz6OGrduF2eSeJQ5LdyLdsB+kzajrNQfWob37i/2EGYeqoSQyu1AtO71P9yYMMUKnlVsP4RFQa0k93hS5Ou2eTY1f76RrNi8OvO1iYOZx9mN6sws3JO3ww/abbRM1dNOz9iF/Uyz6KbTa8N4BW2Y6eSoeJaMuRK2hGRer5fx6jbJAs43itYNCmsPv6c0QnpZ03qALRog9frmBJjvOlpulzeumujRMcr/jXOu5ndubRoiFO72+8aotREjTI/HD2EuWHnj6HpKc0tXGxNdrOero0Vo8GX15uS7MuFIt9VeXIAXP1iDNZghpBb9FbhZoROTzxu/UIf7g5YxB7H/7BKkLV8q9wbb9bjq1LhOPd7bdQW9cL2vJxqQaDm3Y+c0qk4iZ+1FIu9RWlcjZHInffy0w8JvvcEM440B2mcCHFKSNBUY+vXyPl+MHL8+Xs6cuDdjiyLVzv96bbyrCbNt8oN0m7Y3sNO42Do5bsmBdJm86S5DVNsHDzc5uzb69hJT8RIeYq28ZW8yhWvbzbs5Yi/bufUt0nObnj6VSpMk3KcjJyhWm0f2t1nFqe5fXU1CQydl+vJsPr+R304STrumrK9g6sS7P22IGLPnAyRPPoG81DaiyvSzWkIRDW/X55/4TMioDtirMkuiXhNjo9BoqZox5kzpFTt07JGfrjjIP663RKszU74a8xUPDs/eP3Wgjz9lfAPIFe+4YF9hONfram31ZIjYuszbl3oZdkGVyvR6PIu1WnwDzFiuQC1u1VRl4NlbqteQg+zR5eN8yHfPOb9LCQvG16CbE1BR1RmLlGNGV2y7Q1sbQt2eT5c7VeSIycm8Wj8eXppuPefuZO5DUwCTF+Y0RNPDhuPhsxssi26wg+qJ0XZhvSVH+L/eX22l/6qMfZGWqrP8qXVlwwvlxuF6Y9rIjjsC6Fgkh3WrZvtNf44zESprbXoiJ7ovgauDwBetIMufYHp/h9+BELVdI588MRFgeSqoKbP/Ei9Nrz0UH8OXum8IfLLdng7fY2MnczRGgmWlqBCmsvHfxybSqz922W232eWvUfKaZY1+wAtdWjwOn9wF6c/AgTCuZn7tMnXKnU02KM8V6qeXliWzSvinRyS1Q97/LchyZBqW0COEtYtp5gvvXR1Ho/H6xpN1Ejr8Nrpu0s6lMGRIfO5OcIzo25X3H35v027AylV/vKRsjcdgxo912HLe1qU9hJ+YmmXL6nL+Ex/BonLO0PEoMHfyAwZRxGCJe+LJT/zS5zLWJjiSzhlo30SHYny+zinsWQQ81slqsCe6HoGPSiFHW+0TXnOOc+0s9d+K/PIGou8HJLGcDH2OnR4GN/YDxBEmH6YT6uVyiGaMlyDpVJm2qEsm8MneOSq3PE0ZiB5zi0MxWbJEFPB2pmPfNt03EM2WQcT/bUvrRHLsGcWBbG1UJUt41nrZwMJOVQ9wiFCXlW5aKE6+JqccmY79AyxUbDS4IlMg66SAd6U01HO7n67ejZIr2VJDrZMsTjvHX3V6VfcHJjm2zVkkZg5MlaW5OiUPDHRM+lxmVm1TihOBm8KWu+EBnslLJXdPsXoiJx0fk93L8GnDSNCFbcsH+LDem7PmLL5AejgpuBztYx/Lrmrw/rrBmjXUTN+NHV5V+riC1XRtoHex2w71tM6fUwuB2HDw6IUX3VEmprdtbn6C8RjpgQwxZsh9bg039iSaSiJwPRdpe0+urpJyT76KGbNMnWjnQtEC+Hz429aMdqGRn2VSg6OevKVkHt41jfrL6vttV+ooKvezjDg6QnBOts2P4agXCwCPti9b9d9x51Z3Gu98YZxlyP3yVAd1J6+DWutfZQokfph/tqCybQikB/7PLynHs4PjPjapvVmMWkZ7ewO5p3CiFczmmza4CfH+WVRSL5D+eNcD1O8tTExzkQbCsE6Y8eGeU+ZmmHVHKUa7Kmmi6ZXSYlJKSLS73rFZucPCkYI4lizYDu/XIR0Ht+2aJXtY61aFhX61XrMvZRBRs7psn7pQGmAWs5OrYbKcagNgB/peFmR66cwpucefjpp/6PomZz96p/eUjfsKebHbCMf5r2j0Drb7uwZVrTqBgcUegwbmF/rlM5mYCTx3/zkuSUa1OXNmv1e/DuIHwDBgIFqqhcR99/X/TQjk7XJy56mI2x6g0ok5hPJDHnwXh9xKcjXdqY++uPAw08OIAcNsP+xjK07eDSWZ145LSww6pHWLH5r+1u2Vp7dCDkSD7msApE5Z/L9tGNKdc6/53XElmWXNlyEVzO9a66xE6VSmXRpfT0AjG7Q7XEzR1DgOCIWTO4ICy2RU0QXfeUOOg2XD8BeW6Sv98TrkfWZzG/OalRyW9K3tj5ALKvHH8owm3sep6nUrmvnKo+lxgXU5ZsdRPvhyyTRw88hL49X4FJ1o5OHlbjZvut9o3Rs0i1Nq/QSXAPjmZENxu9qyzZjS4u+LUaafRoMNad3DCrKF93/vX/Ca9TFPmPZya2woZey7gCWgQ45TtVNR1C4IuxG7oZrC9OKtTyWI32f04Kmr1z6nFnsVsmP0e1xS/3Edm/nFZY9GCnluP71t77AH0vrGhlZ3tDjZj9qvVhzzI3Z/84lc/2X3HuoF+9C9m1rh3gZeenasVbXuUlaiPnfErmeSnX3z+Jklpsc+jeE37YyRJvyACxTXoW5XHFCEmc8w03jdTrun2vXjO++b4yKj+7jM/+Z4dWXZjULvf+CqscvtOfOrfXonQkFrv9+emrXTFGmY13wvp361SFhx2ykStB/aOzLUVW7/6tyUl7v+xLWZcLt6JHztD+/0Sk6zMZaNz7GVUzILTe7l8lf32G20bL2ULnl6z2L5bq7GWGDFtmuvQj8P2Ghhi55BADibP7KTaO6+GmlXxIat2ZqoU73aZTociTz9jlfQsZYjF++wfWyrnRrzzv15o+YxT/3Wp2UMnc1tbv33EtlYGxp6bDaW2mK3vCZp/s5X9abLHNuj3o+tnGfSxuqQjsDsEkGRZRnYeegTk+NBye180XaxNx41GBf4Ys4znW3TlT1zQ/g9ev3V/mFccaummjC/xL6uU1f7625EQj9WfL8nEsj+jyhE8xDL9fo7hgxoLWiX+Y5VTGPGlf3altqbyCxl3zjTvB92KihvL4fs9rOl5zCFTcHn2LHrNiYNkz+HReyv+2BLdi0dlDw2tpljLfo+hcXftF1rR+cdPAy8xc79gXWr+Q9Ncdq6g5d2rdjZBlUf0Dy5ux8qO+fwh5+5r+lNPvPR3pRKfXyo5V1AObWc6dWWpiLVAvtfdNRuoJJebQUHf78+dnUOhaKMfeGDn5zfczcTsP1RLOb5oNGPPM2jMcnmT1su/kUAY+Kygx5VmB1WumSWoc9VsoJIjzgyKXDMzQyLueujSEKLkQIJfZle5DcUVOnjc3Z2kXG2+JegDXLnCWuak7ZA0hiJv4gq/Ce6CMMU8/XDbprRq2MMvWBVJW9cWjSMTXTyG5qx+TfvK8COAA7WbLeo7oVaoX8jirGos/zWeozR0KkMM723KpRXq/M53EjEHTVcBb52cHEp9Ozk7zl2R4Sb+RIgLqXuEhEFsk9erHNM+sNp0vKUY7cqigPPw8Y/b0Qv4pw0rZhVAcFw+FGPfF/+0Fv+tbgUBYPl2ejhuDx2JEOKFBAsgZ+JewDDKB0TPqrTVkq2MDogaWGGjk1WZLtQ4YFETE0vbuqo00KIG11mWdW47X8fWXN6+46wpdezUERciBW+ZMitc1f0iuYxpXr8F1DEno5x5Ec1hXj7Vla6DIueruOsHi80PuiOWo53MKFw/X5Et5fPxpNTLN4GHkKWJeUsPle8wpYDR7/zNimKqgrubTZ4nLEZqKjCV/SUNe9VMXiSMz2UH9x59kW05kenaSOxW+mwDtnQpIpwkb15uqhuT7y4dbNE6FwD8LvNQuX/ZNeCbWXw8pdW4k4K14G5lW2qz4ghrP7GyuI06WB9ewE473932BgFXOzvoTSfYtSxJQY+I/7oDBowvb5oYfgf///9OAAAA/f///1oAAAABAAAAUh4AAPyDAAAotS/9YPyCRfIAetK8LzMQAM8BABoswdGtwXmIbpnfKXDXsjdBqPeeyl/2ymtPZ2stnpA8ob8NQyoLfd1QmXrfewf0As8C2AJqBtpAn52N9ViXlZE1WaOhmbXZWq91WitotQSdoA80AjCwr/5qLy8CTaC7uriaq7e2tForq7N6QGM1WFiHdYEW66ZeWprqqX56smqrjoq66qumoqrqqoaCkmopp3ZqAc3UAVpJCamROinJqI366Iioibqo6O23h4a+v932nHPO2dTUVKuFYRiGYRiGYRiG4Tdt7AQ155xzzjnnnHPOOeecc4ZhGIbhN7Q4juM4juN4Luec85zoFwzDOc45x3HOOeec8zZv8zaHZqKlbbeiSmhpX36p8Ol2C1lID9Ye1bbRKbXzUWub5QDHxgy75buw+nQXtWVrtEKzxLK9QuPEs7G3PXXlPFL45sApkSYXi3Y0T0/l+LB55MtxjMXmT3KLHEnskuw5xUxuRVMgUg+H45xVYp8iHKaQ0RFj+LAeFuG2iK5wXUAwJt4AgxUMAOVXtbBJBeAkpPmBpZvk60qTih3rS8ViB2TlnHPOUZQ555zh/JYznOEMw9l0m3PONzozDMMwDMPwGwyzgu4J5AbOMBlOSi2mUhx4NQ2DoRJM4JxhKgqImM414Mw55wzDpHKSRE6ORlHC8CehgRuFD2D4UmqwCJw9sJ8fnyh7UznnDOcchcnFZYwuw3B+yxl+G2X0Mh1DwEKGMwy/ZTfMzCzWIU0zKvoUhfjhoA6ZMqWVYQZHUzmntK2LD77YFWkBc/oaJETAxzHVy5VTrcnDpTqLjX5Kf5gIEprlwomMMFXRLbEoSiJ4g2QeIINM9VRZhQFt6KMkBs7TQ1wCQYLk9szh8OFEXy8g7d0mXHWjMy+LliMFeYNmV6ZwOrRQamQV3HFWhVSED4nQSUMICq9kUxmEQGkZAHj4GZ/G2zjexts4Po3jOI63ccbmjM1wGZuxOVbSQyMiyuZpHIXFG0OdxFlIykAQJll7XWOvx8oOYjYGk4TBihn5zBbKkahrhbOstBOT9REddIzaTnZ8AOrRCSoOH/nv1bW7mM66n7TbKKz7PWzylnrqbr7Zsa+O9QVpaQR8iozMS83D+vRp19bTpjcYYnDRE2Sd7c3rXIA/PXlUFJVjYdlx+fTr657ek0dODg9m4G5uCnzN8Rp4A8/Lg+AQfG8vgkfwvz9CJ3QJEgq90AEBKbjg5SWlUzomZqVXWjJJORNTlVe5k1OWZ7mVlZZr+dZWl3d5AfdyDs7ImOiJ3ugZ3NEfH7MnPIWjuZlZWZmaq/mYh7nioi8O+re3u01ozRo5LWdOt5nTc+r0mzpdB0/HwdN49PQr7Atgh53O71wAlEO1HWfyECJcxIj2A6gBtZ0e1Hnu9J2GA4dO02k3blq7tdm0HJ/ypTmP+3IxIn/d9UNH9KyDcEY3dEtn4S080iEhL/3STZho8zYv4SNaSY+Oek7pKlWs9BVU1Jbi2VJ6ipZIa7UYevSPH0CaSI4cO7pHe0BsxN7cfAwRQlGRw5OOEgVKb9tCDw5WoNCCgoRI2ogRAErb1FS1Vfu0n3TcTpxk6SzdpJU0l96yRctlW1pSsmhISC2IxqCn5wfYEiT8dV9XTvZkr1gR2ZGNAoWJNtEnTpToEj0CQu/t8fEFdmBHkNEzZnB2Z3toR0cVDzovz6/92sFdN2iA1xD6RouKJmkm7UKzNVurhZFa2qqqXfxy2+XOXdeiMzM3X/SN/rLaq5stJLRDGxT0sz+bBw8bbaN16IiBo2u0mDAdps30lw8fsp1tRsYMnWGxtT1kyJJe0kGCkDapkEY87MPCtmDYhhcayZE+UqSzxB23am/7ErMxe3MzRafoFV3ZMtrPj0bT6BhdoxNbg4a5nusNbQ3DC3LL9dxd39E1HF3TMeg3Bs0grt3iOg7bbNjGdlsv0HaZptKeDaNFdIlebCHto0GbRDdOaMAObCyd2tru0Nmea8l+7M3W6wft1y6aRWubSZf2ZpthbdYWIwZNo2kyZNS0mh4zJk2naTBgzvSZ9uKlTJfpAJqLWpu/YvM3P/Nl/KEgISHgA/49hb//23sJe7/n4PscvAO7h2D3dnSfR/d0c99g7ufq/kHd19293t3f4b0f3uPx/QS+54vwFSJ8hMC3EPiBg39h8AcNP4PhG2bfQ/azGv6Dhtew4UFs+A2KH0LxFTk8I4fnkPiLiZ+I+B0QH7HwMRR+4R++4KeRmZmJvdjXG/j6r60H2/otq++yequpHzD1U1KfJfVSUF8F9VBRjxX1UVSvRfVUV0/g6q+4vgDXc3n9mNd7hf2BsA8re7WyL0N7BWiPtvZ57dfYHsv2bG8v9/ZvcM8A7uHcPs7t3dp+Qdu3IXgYwSM4+wRnf/ZpT/Y/iBChP/7H1QO5uise74PH8bS6nlZvheN24DgcN07Hjbtp43LaeJs3XueNv4njd+J4nDm+Z47PyeN+8ngePi6Ij/PxQoUAOaB33S/yV3/1L/L3oVca+iGjZzJ6I6R3QnqkpX9a+qWkF5D0SUffdPRH7wd4/+0n+u9/H1RmDRovg8bRjPEwY3zMFw/gi3/p4lu6eBctjkWLa0n1KqmeOsWlTPEpUHwLxaHEro09LnUmpV6qxJMocSVHvMgRP0LEhRBxIkD8BxAHIuo9RF2Uh3/ycB45HEcOz9HpNDq9k9NlcDpnDY9Rw2vY8Bk23Ian3/B0zx2uY4fvCHXQUA8ddR+jPjrEgwzxIUYcACNuhNSRkDppE1/SxJuYuhNTN33ip0/8CapHQXVUK07FilvJ4leyeBYursrFuXjxVS/uRYyDEeNiWJ0Mq7OqcTNqXA0bT8PG2fgZX+MuMj1z0zU3fdNfOAxJyRSTkypcxQpHscJXtMg2eTY7wc/5+B7M2bmdgzYxb2tbwnJ9AFcA15GMhoaKODB6hw1Hrie5kjdVqBDoE1wDo2NgvOBIwkl4NtuIqOgePBh+cBB//nSgFtTXZ+Eq62AI4OI8zhUkqAm5gTY/cPbu3oXcLtSDHM5zZgfKyAyMiYUVAPvyItDFtaU1IAvryqqKakoqCupJgFMT05JSEtKRURHR0Ou+t+Vfv9cqqI7OGjEO09q/z8jZJGSJxkXFw8K/u7o5tgRjYVhWS/82VlMbvV3U2KaJ/noItY9qgChA+qtedLhzr34N3SRv4WvBLfISvoOukFfwreD+eCm8gW7UC/hOcJ1eCW8EV+n9e/3co7fv5XOH3r1X7wW9EN4H3/rmvXgP53XwNnjW9+61+wDeupfuU9+5l8FvX7k3bgEWLsNvbm1sChKsIVBLQzszO1BGZmDsFXvDCoB9eRHo4trSGpCFdWVVRTUlFQX1JMDpbXqZlpQCJCEdGRURDbnvhQi9DhIUCNAf14/bh4/rHj158NyxU4fOnFY5ceC8cdOGzRo1adCcYTVThswYMWHAfPESwGoXLltUXS1uFixXUq1UoTIFVUoUKE+2p7Gp1klpEyZLlLikLpIjrhEXACLuEDcIEHfU9SHqhro9QHns+NSRwxNH5w0bnDVozJARA8aLTc1MF24Ll8UKFZiXKSwrUVBOSkaegHw04ViCxAgRjSFcRhfE4gdFDx04bEjUkAFDFvHCoWGhBcJBwQoU3EAXcIKECH9+fXx7ehAe5OE5aHBnV0c3x0AubgEWLsNvbm1sChKsIVBLQztzzdwDZWQGxsTCCoB9eRHo4trSGpCFdWVVRTXlSrlQT64At4nJXXIDJLlIrlGRS+S+ruu+u+12IUKvP+gDPaD/46cPH9c9r+fz4Lljpw6dn/NyPs6/eTffhs0aNWnQ/Jk382WezBgxYcB8eS+/+l2eyxZVLVmw/JW38lWeyhRUKVGg/JM//fhNtU5KmzD5Ja+E9EmRfBIkj+SPvJEXEuSDDHkiQ37IF3kAXjT0Q338Dx/v44H86GfKePGixtfw/Bme77njb+z4HaCPA/RBe7yOHt+Dx3fyeB6fb+PzP3M8jRyfg/NhcD5njHcR42NovgrN12zxKVp8C8ynxHzMyn+s/ErJLyH5kid+xIk/4fiNju8I+SIgHzLySUR+JIo3geJRXP7k5V+yeEsWzyKMvajk0U/wIhcMKCxQJEUAA7ciiMJAGsmR6h5kiwtjAEAMAB2MATBQEAoJHwZkQQAYBAQAAQYw9gpJKeRtrNBrw56mApUq/GsqpqoCP7Yqkj7wY15L0KMH30YYaagm60L+kD16FZkOqPh9S/FPaPFXW+ZKudDMnU0xvwl6lgPRdGfdWloKllORKEOVVhv2HOYOyWM+Kz+SoAeyiHMBeMWRvdEhOdDNhqrExK/ksX2NHtUzm1HqaNNtdQNtgUFltzFUjtaGZtB/MhAn2E/+hIVKR1NTplYXnTB2YoVKFty7NG22KmyrB2EOZru5LYLqIAetj1JQKa/VbPMvOcJS9CwPyJPsh8fhYh1bTKBZ9CQeKJrthePpIJxoa9f7YDAs6If8CbfBoLqxj6FSWE8z6B/ZCHOqo+pHaCiSrylTi8VUcluwNk0xSXZxf2EgGkR22xgsBfU0H6zpAupEM4nIuUaxXv+g5LoVV6NU0Jz6agN3w2ajT7JP5GsbnJrS2kyBGqwILIcvl/JauXfpHMDGLOQpauycII0ZpMkaTHwA3XgJUlotjAFcWMixFBo7gJ056FA0mllhvrIQZ6ookko7VzgDM2mCFhNPMFdOIqoGawMQFzZSTMUGZ2AHHjpEbaZGOC8HYgKVDVLwxsxBzECGos3IE9jBTZigxcYQzJWRjKvA2AHEhY8WUbPBDNvBhYRQzawRzMuhZmXKjY5yE2gzW/EDsXCjIlS2MIN2MCFhVLN66oxmUprMwoeOSdGwAdrMgoZF05hFI+kVnuU15RJ34SFG0mhtAHZmIMNRaOYK6OKlQdZgYoHn4khMUDZtAOPhSEeqaGaFYOZBwqJnyAjZYUzMoGLGCczKkcSqYdsAxcJGi6nZYAxswUKGqc1dQqQ8Nwk7LpNMRkITyB0W1Sfuju1MQaV6FRadTjKnYO4HLIL5AnnRtoa9Qe4wWtRM3DKvZF5jLRsUR9tT0fX1Sm6T2UgP30n+U726OH47Enh5RgW+wacSVQOaHXC9rS3EC9BoqrV7Sq2HytUehoCrrGKgkOtza7PT3/Uji4us5/rUgOaOksdxJETW7q7QbdU5FL7UP/L6Oxvt+NfWuztf0iqV1fD+dxqdbQmepzJ5q/YfK3wdOs7JldIWOgLa+VmlWrxdawlC4c5ZIoD3BhBxEhxDGNKpgPJMMn2bIupoq+jESHk11xgZ/xUDxudW0ZSf1ie2TCHBx4uwbYHJ8nftreiVnU1xl2On1dUss+awq8RZGKCCiC+9uqYW1H+Cdu0QQ4dXaa1IrlRD+zAf7H6QoKOyq+YVwKa4gBb+fGoAZS+6kGb1VKo0BngywA2OuTg8E7PArA78TkkpxwVcwf7EpUxXzktVyC2TtRaAEeGXOZYYE5C+HHv80goJJtCk+3XUBGCuc8eqEq1EvEpTt991u9gr9XDh70iI9k7F9rBnkHLhkM4+aD/n+h5ZxtsEzxCjO07NFuaa3vqshBlVVchxQSsuEH/k11ujJTMrYl71AARbBpywmIOJDaSdPV0kN0Xiv9rVJeQoq98toCVSdF0hFByYPNJrDFTOQwiHBCUvPYpN4n2J4hqVup2l4p10c43SCFqLLMNsgcWh95shUb8Vqm85XZsAumfOZC15POz//bad5XCpYOT5/XYe1dv+cz2NBarXXlh62xFa7/simn+748Zrj7jekBPHcJDBJzvVuTXL6nxlivsQ7VlZnBcRRhx1kUheXiTzxmpoEk7MxNhqnwyTm4XEprj0EXy9+Qkuw9OZbLVlZixkBfGZ8vvwc752GoeU6HgPSmGKU8b1owgxRzsE69Db2XOy1iA9Yjs1Fp3MZZ4sOYcvBR3mNkowuSuOXfa8OyPmR+Fld3CGELo45Qk8u/ETWWZfZ/CSZflO/dpU2Mjp1jQ/5u6OunHIQWMncWKLXpOwmB5hhiPO+tZkphpVYM+btLmimF/poWUweYgj8m2iil+JC/hr0hK7IlvAr4TFgBdcJgMkC+Dy9jG3kLki5vZUaZmjsh92WGdR8NUQvV0xGtnbpxFP096jcsE56jkkLpqgruNsbDb/Bs1tKrRG2tp5KgxNxsmMOQLfE+S+jw793VunKT31FGVvTa/sq9cUXnWqsqdeV3j+mtpy2WJfpjEEutGMOuX113Uox1fPcJFZPh4EWlPqSrhOJy3nZj2cCyf2wqixT1TxS+ICf01aRi5IS8gNxGUc12i4EUtmaXUuihrODuYlbo24JqE9uVhjQp2E56hkxzm3Cgcqxzvyheh2cYeNN7O1Hrj3vO+cvIMJH8nUa83vb8l3hUH2PbRsyu1lv1oKe79eyprifSMNpnVz7AJci8jk1WUZa1kxPRN+H9NkvUz/iG6ObvLWah9m2S8ETMHZFs0pvyB/iCyDsjUVJ0aQvZacI0sPMQQbgZyksyMxnoOSnGIKveEoAs2RDMEwdG4CWHH8NJw9WEb8NGWZ2rGPzLhO4O1oo5nSDnXPUYQ7TWWH0BiorDHBW6rKZ2GdjIMej+EUY0/uLan/hgNbj4Pdqo5erc96iovRc46v3K0dt91/1lzWZWNjNm7iz4IvOfMNmWC9auxG1sXo34pgK1FwH1KXoXvARcD28VHQ62l3Tnlz6TAEdh/tTih5EJ2MRywg51nJyeM4KHPjOE/JjRqPEfkV4zwvni3ahgh2Su9kYZjcG70tkW7n6/Tgvt8a1nPGRWS5awLxbjsgzx0LkQ8C3UZAnrsUIssdDoh3FgRy7pSILGdTIN4dF8g5KyOi3LnhvCB/dzi2pQNE2wr9Eum/70wS3QX3bXL9NVLCrxXb+9liuS0bCK0YNLw9YMt445CLB59RsSmaWfZIeKrdzsuFjjrMHSY8OHkxmz7SB9+Yp6n9bUKM1Buj4hy0QW9DC+vrOSka4AyjIrcLdiKezXy1ruhrvzkVxAS1U6uO/gNknSUJ4eRuY7C9WsdIZ7YobrU4t73vVW62z9lfvW3eoIdZymjP0FyjTdZx5nEaU/Z15MblkJcDxo8yRzCZdMqqLHRr25iVwYgBSVNR05GPBIxGmbvMpRwuDnVjghhnullOXQa0smM3fvCAvW+6qY2WX+dC5ENBwD4vq2ccSV902vzZ0r9GsWKyE7MfvBC6HNy63HlsZ/fUwM8Ydcfp20MYfzTAhsRuSG+aoB3GxeZsfQ4ihPnGJ1oVSdVno5E2zRmk+Uz9zQWeEYRu/tz3Sw83DdKVmPX8HS7oBVgwGVp+iFVNmP14FGajGgw/CgWTqmdrGuzMm3+rD1MdLv6P3Kl55tWcP/zjWOtONP8TmoanAkn6Ec5Yy9a4AHdTJPYsiESg0LpgXmPOO9ZZh5n3RIRmZkfo7O5XrgqPfR0/7aPVuh/bTk/LPscsl4WT2AxvD5AplzZFw2T/UFq+w9OU1rim85a8WKAiwZk8u7GCYfBm5mD7Jn8fGQRM3u2izabrtfZNRvfM6WD9NgeW+VrVT+Cb9Q6OWiv0RX4yxJOiNxsDrtUGJqeCBZ0HGrkAi/wQg6VfPffDZCSAu+u2QQw0qI2/uIAzq3jM/zkIjh29ycBeQzKAFVoawZrtIEHGMPdbMcdNyAfj16CsLPFsWVhYxpPcnyypOxbkJNzYKKZBZpsQm/CQrVGAXyS2QQbW4EdY433ydpPsuAbG6oMsTJY3uT0mZWuAjVQaOmaDA2On8hIHkbJNvm8NzmrNAbJCNsve60cGfxCns8O9yfCRwa/hZG24GI2MUO+grIh0wdcVs1oLPnsQZ/hoyjaE6ZbKhfxjWWY9q3myNMo1EzFqD8mICaWTSY8QLzfI0w+jA4RN/jYE/wXaIm+fvor2+cXkyDjWBnyUlFvoKTgYStYnGzhwhJs8XEdd8XoOq7t9U8Vkz7XHHh8kiRtY0fz2ysO53guwP4N5uaN7/Eybl6o/8WpCoFu7NpJM+J2GnGMx6b/IisVsMVJvV3+CRWseXR05+WSh6wrB8QGNeeRD4wzLMCLjiwkr940406BM774LVlEzpzUR7z5TR9nV3pXXW/aQDC8nrJwy4gTT8RgWatMR2Pz1JJ6EHmewWH9zRj08RGVLpNd5RZcB/K977c45gkQj9G31CbvmFS7yFh0/o1f8Z4+Kzh2oCt5PnF29GT0UDq7bzp0AOyuyR4/PC4veufv3bXXf4lnk08U1MTDDeq/lsE3mGheEPB4Y2Ikl9vDCZTGuLpcsCeM0CpMkfLtpLaE75HBWr7jxVFcNDm0nYMpkDgYO6oykDJp5SZxvxz2yDIOO28zO97+lGOayHbrXbmy6Iw9MkL7kIEDbLZ4RSSC7O2KCDvm1L4K43SbZl1LytTIHG+fOdHIHEOaXfHeQzpf4Xp8Ddu8vmcFlNYdDZeWO0RG7P20EY+/zaAG8l/gAXPVrXwRxrJNIyl4b/ADsXq3ln9Y+1pcevA9QHbPeJAR43EPc5mSGu1BmaL9qyd8I3htsXVBb7hrIsC5uDKwVv+C7Q2aKvpMpalyfSSkyYUQbOzlt0nIar7GUJjt3tn12UcDTzc0+s89sOUEwshvzw82+ko4ox03zRrsV7EPq1SeutubcOuZTnd0aLHsBltHmJG633KyVXAGumzcW2LthdqPchqQeh3bzodxzu/M4y/Z7eWIvvFsRN8Ja/byTO08uXJYR1u3I8SNGUOyE9/6vLVxAuhNv/FlYcAHzSGjXf1XhAmj8qJxJB4aTVYF3vFyeqlvDzBwgi/T3L58Gs+pmu/nm4NPmtqWMhR659++z2onS6yCIbCVE3CuPx7SOFV15Jlu+c9gzAfr4/U0gpsVJFMtz5KHR0WnbjEBf0geHzy0b2NzR+BU+i+Y3BVUtwzz+LBn2vrVXmt18XRs5oqVduG+0ltEjyz0vOZrM+hyu+7aeNJ3LjxMgsa06cLAwu1DNq6rCtUdrZHSbFDoNi0QaTaMtsk9co3w0XJ6YH+dzDfl9Ex9bnJkdLMd1q5H5H3aNz6C/Z4FXNmm0I2W0t6963yAAXSyDBUI3X7UcckzOrptAmLwXtNoETJv/0YZb5Xxd0enciEktW6BDXFUzrda7hLZhEEQTcXb7Vcdw5q+q7li2e8tAXoWjpsdhF+mUZzU+AypVpwDeuk0Ld/gexDquLSgFhyKf2YY6A2qe8POfs49Pth2hd7wyh6dijQRDJybiFBMjlBGTCUJTWj7WxguXBWIZAj0IDzHvRvkRrMikbXaunCdHgNXr0piY9hY3cyWgb/etUy3NM4q9/mzOM7tM/KQE9hXJBeP7Rjvwn2b1YvkGscYnv6wFi2UgjQUKthJng1pb/Mu76X8oStmI2rxbEfah1oBknw9vz4Wdhx4X3MsysvX5MkurlQv0nXCO3sOCf3F4D/zelrXvEc+R5XeQLoQHvh+xd5Ws6l+g2RYtHbt72CiRSdkWEov4xqumU4QNuzjfZnnAXXPzkvfCDr7dZT4ynkftQ3QTFcog6XMlGGMv1Y/J+1d8msnELps7K9TJOY9tx0/xzsSboZFMPvGXZ3ZrdlHtTO/CrQXl4CDi+drkrzfTGqn1YsEscrfxm2rcrJU7VNL4kcs0T4eNl9mH2aCxCYAIRhR6myoLBwahsfODo2vr876NUJmMepKzD7MDNdMmtDfd6v3HRdmD4e9TH8XkDCkdFmdrM5YFLUwcLGe46h4cEdfNqpvm2IcXd/FNcJz2GoewodnuJr9PVDvcZyA4IIS4pnhwusl1gfJiwLNdcA8/yNFJb7sGFObK2gLBSjssRxuT9Uh3/WcvO8gPNlk3vbit9qwzfHmO+OHaLoi7C7DTSNYQQYIH9TvRs8/Xr3dFrQ7SsRHj2cYkLrLtrjHDIvWLhYS/uiwEyJFrUvJZVumI0nJaOdPkniCPTOSEHKTI60z6B/b7DCfbjyO93R3G7cdvqvSIv4egCTLZAX7fdrxQ3DPOQstOTLmyInek8MonI1ebH/1Ahi1Hu3RNlm+WHFF0YsnpRrMzM+NaFi8tg6DOwlX+xlBXyQ6zC+DW2scJ0BauEpZX7INrJvfbQhzHtUB9R8+04L28ONl17+FlgYLUpiProcMsdtPkFAdH/omxUjINpw4ZNbRlWkFWQ3yFdHwAFI/JeMAPBgt60YSF7GMOf8Uw9rfWX5/wTyPweKF2pQtsWyKyTq2MDFUgUXHKfTscVzjNGn4Wk8L4uNcO04VbiLcwM4MrB3uqrS5EjbX9ifuxJtg+U0sw4JhmWw0LPGMebJQ0Ck/qtz+3NoesyWbBsRx72ZpRjj0dNC/OjPMTkMAhn7QmgPZ2ANcZx8X/JTuvn3vljK0E//9OAAAA/f///1oAAAABAAAAEEwAACwEAQAotS/9oCwEAQAlYAKacjqVMxCQjQAAHAoICAiQIqT/nwcYGGkJobB2XcZUHtn6a7/e5lPyj7Jdd9fdNXs2Rvo/eZ+SD4MJ/AhDCVJM9kwvsXmvq+e//skqa2iYC+SVYoHZP5nyXnUG0KWZex8xQn2N5Dzz5Kc2OPhy1YeaP+lkSA8JQMb+vvxppI2G2cI5wvzJK3+jPJZSzHMtQNB9RETIbengo9zEt2Nmu6TyXXV8kJCv3iFuyEY3vp74LTgPtqX+7SMuPiCNHCuc5dqU+ikNJv61biPhfrNEK+kcGxlmuA9HHivLkq07DKgEldGoWl21A6YoGjPqHJ6KDFe9KAYPDYNLUlQSPdMnAn3XHxE0vcTaVyO+yeIoaDeb8Xnhpwip1JOlDujqHrcC2uyjDPJepmFfWXAodzBqsWAxchVow3wlvPovrklXkWrUk1PeuPHopDCb3YH6qAxBvPLubEWFUdaIEg63pSOWsE13ZmY2D2++iw7sg5GZtj5+y85oPVgBsN6WQoyIAJjX8mz4rTjZbVUGVz35xG20B9+J2exui4/SECfVtgcrxeB2iQINNeKXCY5KwsxmfeD8lOGLbWqduXoQySkoi3k+4/TjqVL3tqgz8tQN9HggrTGkNp99oPRUZb68rAWal/fl/z9N3+h8dNMyMjuzysI3ZwJfW13DD+6gF4Y6d6CG3F59N0cKnOjWGwqZZho052OPfDU3usbLLJNwqk1KbLTmN+Vss+5N2hma65vW8bPJ6Jp56/STVIeMGjNXjjoZBMzMa1gnsLyIEJlYo53N0JS+IRELc9ipzzIuQTFTon3Lb/n//6T1l+mIOF2xfTKGS1IsT1nmsjDTbIk4Fh+vre3fZYH7dZBoX8/o9M91tvh4UUF+HSHa1/NTgYYDVOIXmALo64FZ+nVcNGg40wmfzymOfhsC9/Ue9X4BPE6arono5zsRgoZzwoWmXRk/T82Hz3eYSN+FvtF0dDENN0JyngVlfb4ugs6bgmm7NBPouSARaDi3Ep+PCuM83/l7D8DQeG5nny9NUZYdUl3WXFKZmQAZDfM8porWKwHi82klTKLK261AUP7M3JvbzlDIKhD3iUXAcZ5rOJ/vwBfGPyXaPnZ6yDUwkM5ta9TQeSqg5pnG2hfcs6c1g6clyzDjm9vw8L8nKiILTwSIzyfVp3Hucot5glD25EnmNTGsmRLto7UgoS1iOSm/qB6Z3WA3tF6XKX9PThRaEKqstVQgKG/iBZjdrKbovDCEfw+KlcQspBbZBQIcM5qbyCw8KSToS8dEbTfTQCaxOGZ2e8Py9wjHPmGcFFsjR0fkFnhsZjQ9n5kCxkCNNE14EAIzu0XY8vWcDPl7V38LesUgc74dmdOezug8P15de6TbD3SSMooKbnOaAhJfz2ntD4qSqLcQmZwZBdBsRqdI51npOnCXrYfUIo8YsGZOwxGZhQeL+HlYN5rDIaCWSZWp3CGJlFmtc/48z6OsS7o9oFfeZOXFLD2rUfh8UNqa6dEJM/NzJivc8vPkYnw7o6s6CfCDfGlDwkwWueXjHYnz0RhkqN++L1umVpjJRgtpvG2CLgBW/UoaZGy5VDl61Lwyl0EBZt3NpbkCpd2yeHSSE1lo57LOQWmAomo1AFJkwjuGsxiA0n9XpgydwILSFurJHxlCFbHZjCw0a8IGrlAtVDf5gIC12eyK179j/HeDRh9rrK2eexPsO7NnsBxW/t0SIG0HOvelZFCp6RBZmU8DjBmsFAFtdxTjG/mNqL+2WMl4dG9z2FIRXQeBMosOhxE3TXjURJB+cp/bOWyFBhp0rG3b5E1QllHdzGLeSRZaao3QBZxDZC6nKvMYlrrLjphtnpoP2QzOjlks9TPVzGI9qAUhX8UQmr22JNFzN0bQc3sF6Lk5AB0mdVsbftYyEebp3AXHk54bikHLkSLIikNwpWUzq3awNZOHNE3MXjEeWs7PyBz3BU1WCp3arrNNtj6hM3sZjmLdabQMrfSQd0a2msM8J3RuCdVYUjJlDkhk9hrUYU4D5MJW0QqnaQ8tMxgOLgtSt9s3nzXq1Yf5i4mLCQhZN+ZlrznyzsxcUJjQb9gh+k3EIP1WCYn1L118NGvqyEaxK2NnduYyUEm/EV6Y/xMm+k0ONL/BgLD+cDyGkgDS5yoXKWUGA7Sk3RRc1Rra2Lgu1iEwczG6mOls/Nh6ACO6+p1dmL/05NBbYHfqBU5IXBWrfOYiQznXaNZsURvFroNEcbMXAkva6sNIbYal6mrIZjk2yuSJaV2ZmlrkzxTqzCVAM9SE2dmlkmIJEyk+R9U+TYRRC82Mc2b0UtRwBmOS1Fq68KsrKUVHQzvdeSsVkIoN2RmLY510gFnGcJn9YCVji/kmaDQTrcb8Za2hdbwAVnOQskdBIb/MXFig24XfNpVSdJQzK232IpK1DbA66sG4MKM0yujMXJlkWjUygnWaDg+jnacy5q4zShFKaIBmLj6ZhIM5sw0mgop+mBMKwo6K9JOjmMHGUDaeJm0pc6SQEeRvXgPUscUkQlg3vpHmQP2auZgAaLxzsMXM0CkDycq8phXIMnBLe6mFKwTY2Mw24M5WBhtkveiYgVQK5uLMxWdW9IC1ZUQdw3rGcJzXIGRqQancbSUBbJH2qLzOX2EibPucJmkH5UhxQouUeW1MUYJski0DEhY6MTSZ1yJfhDZuMBEaD3kRHskzo5VgU5MhSNqmKUGtIMyc12wMudgSWB+G3SCNgoU1dzm1hTbxVYUmIk4p4kA6i8HQmmKD3OpxzEBqRM6dveCUGQEP1QbEcNImTXZzVyQYB0lS1GFdZfSQbnE8zl5Pf6F6YS6EEtgTqy2/E9xc5taXBf0ytKXwRWhTBeNsWPE0owltPeCT4xDFZp/ZbDO7BaipB3FAwbrumL2gYBnMQm1T1zQwsXk0m10nj14iWwdNwCyZSJzDjGwhsDw1oBYaMs4K85dWFTQIPrccchx2YHOcz1D0bQmc8dmqXTiqG+nkYPEYa8xklSKyoChW1IBASrd13raccDE5m4HqqdUExHXaaZnCQEyzGPeqr55AajI6cieaMTCLHV5mYdhYsx0BlmcLRgvNFLw5g6F5nKKxZitaQUwIrzjz2VaQGq4OxLZLDB4lSKlmMy91ryys+6AcjkVwmr/i/GyVCNJQO3k51YPVwpswg3lJbU1ZdNZyWYkvNPD8FcPCltQTyPYHHVkPDvmCTYBaYB7TYiH7uQ1QpxH4UnvNcdliXtbBXphbzGKXf7KepT1qfvq07dPlqlbre7AP0LTNY7OSbA0MVGorz2vdVFpUYyk0VpnFpohmZ2wbNxqUhr17nr2TOOwdn0ByN9PQ3tsvm28BAoy20Y7aS5uD4TbcEvaEPbST9kuhdDPZSXbkHrE37A8dtoFNt/e23J7bcfvARrD/doSdYDvYNvaQ3bkJ7LUt7xfbxObcZTtrg+0Tm4bVVtpP+8gOskf3kt1kY7eSrd31DrCxdtEGsIl2dSPZ2/1ja4DckBsDhg67w05MpNyU+/BQckvuChUct+MuLGTcjJtwL2Kx3nvvvffee++9995777333nvvvffee++999577733skxVgUOWyMtssgjAlGojAiAr1ZbNFnnvvffee++999577/0Y3BNsrSWSjdwgzm8nzshSWX2wWKwsy7Isy7Isg15xmuX2zGDb9jBeZVmW5euVxhwfs1ygnac6U0Qqy7IsX6/Xq3xtYaKPgNJelACpWc0KktrS7Dpptpn9iIeO29IICD6IT9P0Eq++GhGNmLpRTgmNyam0VYJmT41oZ8cWNctK7YBprUa0vNsyEfSn9t5777333nv///+f9vSn50//X3m2p/28kjH/H2mWYTvXwf9KTS1tItbo9z9ySuG2DcyQ/zecAW5f9GjyP4U1IbZcWlTS/v/AoTp1FSvI979ODV5NhYfO9/6fAaFrNgMCvvf+Pz1Rq/Hi+O+99/5vTLN60LDP056G0tmjPhRhR3vaRNW25rBURnuainupJdmkzvIMJ8KpK8uwaf1FkaIdjfFryjx5lEdfWtQ9ZgtQVGtIriqOb9ct5NBVh6WaOkOKB4k9lmxHt+xs1+DYNaEeIoRHd5vHEdQILEyN4ARoH5i+WoCRjXrLAVYNpwk3EwXWYTO0vOy99957X9e+rrf1tt7W2rquBOycN++06rmGlIyj/wjH1DWGPmroHmRQ1L6O4IcJTefKibruU9LhCxCj4mtfX3NQ+WRnN3ztvfe1VdOUT3eapPZ1FwH2Bat967dT+I5/yAFt/XZEmZnPARRzK2+FPgn/pI8D2msXP5K/MlVOpSGJuYTniaI8Bv5kCjfIHE50XxUVCSp/PocKYDJ8KjSPOw80lcy3b0EUiwTBQ3rOXxb4G/1AFnn8ZqUfoFLqW2nPfLrELl++AvpjLAh91h/IPrL8vfezn/18ReRn72fv/eznWSbjYjnP83w06HDucs1k/za4KZpjgaXDJHWeq64+uxk3WMXDliXQWWaeB6khyGJ6mjFxxCwSFRZmH8eKZNbGqZhZ6INXlsxSCz9nOfqTLW0jPUWjlA30o3hPBHEza6YLFS5/RGiLCix6z6mYmT3dO/RAvOzQOv018BIexGk5jC2eROfaKyIwA3A80A5NWXnZw5ltab32kjq3PmiPAGh5GYmiDR1aAAyiZDFVULVigqxUoWCjGsieZNC0RoPAFDW4wsYZkL0e6cyhLYu9lFU1wUoq8gVqQx2tkKAu1gGS2f9lkbDpVMsRsbCVhYFaMsO1QaBcspdQSIxJgcP6ALxa4R9k92iB5QCmydo4UyuypSJrhg6SRUiQLJMRo0uiYtowqAhfU+xkw6xCFTwM7daZWJaagSxlqZ0YM/RopZZwQlUZZW9k+bPkTVGrZFoI4IeG7BQkO7JsTCloYTJNskj86GhfJDdrGoJ777333nvvvffee++9XKR/ySiiW0XUDd/RjJj/VxwxEfH/sDL8MiXfcQyoWJIaabTy/30Z+EiQSB3JdV1fCKwlqZSo69oqVFovkMT+/+lPf+3f/vrXdF3XdV172XvvZdnLspe9LMvee++9995777333nt/tbog4EtSMTGDnujwK8d8fCQNbf9P8Ol/+f8vfyRJCP/vgNen10Da+ISAF2i6tg7Bf4GkCrr+c6ipm18JllX//7e//vX/n3fFL1gHS/0/kmNV/acgKTu12Hf9UEtZajwfj0HkL9NQSntwxElpUFeCWcryR7pQVP81AM1OMeLJX26vxuAS1o5mKOUmPnhmu6xmu+jmxDgEqxeXKJGNzKRlZfrKobQ2HHSFNGsFDFAvyBO6Zq9IdV39t8Xg6giiymzGJ012qhAFfa2hlD5rvB9tsnVU4mVdwEbaVVQYJW1VpKqWjOIDK8XEcaaX2rJeV9EaqglOjcdDTXYO1WpSV4p1Zb1Mh9RNA/jUezcm6xoJyoH6r4qL1PFrbDbjc5edmmCnjv2KGlB7REpjRoZsbX3MqxewHcha6UGrJZ+YYbNlrgbqQjOWWUUQ29qxTRpsEwPAme1DnO2yE/NVL+qwYrPbGImX9eIStuxWFyEfDgz0+70I8pVQIdBrJu0+oYImX5FQii5CuEUn4CDhQxrQ/JQO9MxuDK9aKT0Sv/IKjj8ZA82WCBNrq6lA6TM6Lv0LXH+2Sahcqfl7+gXtBPl7sJ66aY9mrUaD+WlSAv2rrGpNB0UIRkOV2jA1S9MYUutIETq0lWc76krLH1tPoin1Yg5TBwYKt4D2ImP/WQNqq9na7cNRXWbYmP2ewR3Wj0nurusOtgOBPjWe2LBvBC/qipVB+qaJALbOypM3NIlFM1mnAB8j2R3oxI7OoOyRGyEq3rAOBjzRGc3IPgW6gwMBlcUi45TNivkk7KAFdtkwLVpZqxqr7EyGNyO7pAfiy7WZlP9cCwnyn2uBJv/JJgnoqhc78lWFLLOPMkROOivTRJQnY3lVzTIGLBlpK/jl2DCRv1Ity/K/ynJthkpHlv+1NrsDI8teNiggMtMBCrECrovYJDIScqOcGRpThRtWCnBzpgNUkAW45cF+psXa7M5S/vJklCp0tY/AFWKP2UMRlJPMrORPuTZDhZPlbc1QAhSPTKXctuSqJpVlbN2VF1mWv4z9UqM1Wdf/VyEozjxwMcOlmcOGGfL4RGv46gSFFIYcPc5nZY6wawO8/G0trAd/aILmUc1nnZDYtiVwNQbKR/pHJJUBckrMdB5BWCY6Tbp0cEqNiFghckGC2Qx1BPY/+cAmoc1YpAN6lZQZtJZGKLEwq+brlCVYJBB3sHVWYNgARMK4jLwnESiNWDu1PXWEIXFb0zBxSUya85ooKRZKsA1WaqsSWze1BivXpbBfN4q4NWLgHWkklEBx2K9U10OPRbUCPyUgCOjMZ2YCYdf8trBtesRsfPn/RjksjcnpJgeefHMzBo/BOTllcBmcBYsavAZ34SKUh/LOzhw8B6dBgwfnwW/c4Dt2iHJR/uOHEC6EDxlihBvhSJCQclKezWq5lidJooQr4aWlTXgTHiUKFA6FV6lChVPhWbJg4Vi4Fy5mbY2NjbLNkXPgYGLDBg2MvLERUjKSR2rS0dkV4Hd3mHV1cm80pz2v9NxzSi7zBxwChKkJE6oIGfDAwA+AgAcScAUKnhZg4BculDj84mFhR2N/3M+PiY/Pqe/zeV66XgO4kXExMSUwsCSvMn52NonG1bgjN2HikT9yFFySF9DjehwTc4/vcQ8e8ngeHq/kb2+W3JITINCBd+BxfE5T04pb8RQpqDgVP3FCikvxzEwoDsVJkBjAB3ARIpp40+BgVANDToFChcIQXEKICAwccAch+IdLfsmZuABegluwMIKP4IU8BE/An54QcATciRvIykLCwgKg9cWPjrp4FwfAuTgZV1Iy42Y8AE/jDfgDPsXh+F/kjGV8kh9xwyoOgmPyJS7Io/gTR+JJfIsj8sTEK37FFRU1uSbPwBdfP++fP4JeQam882qVx394vAe9g17UNxDn3C3i7pv6/nkBAXr5+6JaOTzEi17e3z/ciBMRcSFuvXOnjukcPnz2vHngwHGj5zXFY+cNmzYvnVfOmzfOO+dd86p537x63tNT09f07fPySdNkCQgQIUJYETH5VlY26NChyuWL6cRJmdLSMUyoTHmnvGfORHmjPIEB48ULFpuvChVZVqxo4ULLq+Xt7NzimfmaMIHlRJBXiJDEIjJeGjS4zHhj+PDRhUfjy8i4GPriwEEhRw4LO3q8oqKIPyxfSkoJkpIRIN9GGzYKQVG8JUoQjhgx4QOWzDfztfKSeMe8SZKEyUJ5y5SR8kp5z7xU3iyb7+aL5U3xaklf0leDhtF39MWAAcmL5EiaNBneDC8aNIqv4mvGzIX3wkuGzOF7+IoRU+Gt8IIBY/gaEhox8oUIkLfLkC9VHrxV3itv6EuBwuf7WePxMfKGjlfHW/h24eDA8UWh+WpyvhEgvBDeDS+H19LD6+GV8E54g7yJ749XxpbXy8vlJXy/vGFe7NvjRXwtvJHv5Nvg1b7brYZXw1vXad40r5J3yYIFChK8eQcM2Bl47ezuEPy9fi/eq6fX9/a9ey+fYIICr90L+AYG5r15L4N3kI5OjsAbFzf31r1w79vbGv3nd5bT0rya2hXtPXv/S+Bde9na3rb3+rrNmYMkJ80ad42LivruNu+LVMet8zY13XHvvFFReFw8r5RUHjfPW1Wlx9XzXl3xcfm8WlqAXEAvF9f75Q5yB71fX/zlb1hY9a2+YmJD79BbVnb0Hr1mZkqv0ktGJuAV8I6NLb1LLxhYgDfA6/V27dkz9U65p6dUL5WVm2r1Wr1WK9aLlfVO2XHtvFBQpq7p+/REx6XzDhgQx43zOjm5cd28TExsXDZvUpIaV81bVHTGPfPGsRnXzNs7GZeMmNcV44pxBQka445xAwUq45Zx//xB08f18xK5cuS4cF4YDuy+ed03bhsXTRo3jevHRX2Fst6srXfrNTLqerteAG+AGzeo2LAhBZSGK0NGkxgxmMAAcsUVcqVIkSxHsrijo1vcLS4W60WrZOtuvYQJU4Nxk3h6PpkxI0oNH26PHlV2AHGvXPnh/uARJIgWUVEsLhbXh1uFCBEuQ1wtSJB0MeJycWs3m/3ifnFJ3S4rVpRycjphQePT/XShuFJcJm5n5xJ3idvCLXWfvHBfuE5cFy4Vd4erw7XCww2N4tJwm7hQXCVuEheMa8WdMiWHm8ON4uK4vOygwt3cRGHpevDwIYQ7YkSJE25mJolId3Ky0rV0IyVdSUpXhItpwk2RAoQLwtV0Vfj5PejrC8RDdC1Y4ECBwoYJb25c3F9d3YK8CoSNFRrdRvfw0PFCBjcx8RHR5eAucPn4HBiAK+AWCHQ97dLu3h4Bl4B7wIVzHbgIEBgqUHQxYIDM4D7Kst086/0IboMGiwwYFAJevev33Oude+e2tc2toblpaXJqanRsii6k6+i+uX+unpvAfeAWum6unUunwTV0I7iL7gYXzZVz51xBd3BQg6vBhQCB0WV0JbiEVVduVdWX++VmZYW5Ye7WFplL5nZ1mblmrpfXmXvmcnGVuWWultaYO+ZiYYm5Yi4VFZgL5kpJWblWLhTUk/vkOjkFcAO4S0tELpGblCTkCrlISFbX6hoZwS7sFhVxl7tHR93tLgAAVbfqKinFbuwyMQ25Q25TkwBXgDtgQJQb5U65V3PmmNbZs/PkwWNHz+bD59TPm92mTRw2gjYgQH/6CEoNlOqa6rmz38jBI4fO6aB9ulE3HDfbzTbdcfaejWf/2YPcvd13B9qB3Nd195o0O81Ws9FsM2f2mU1ml9lhxuwxG8wWs7t82V82l+1lb9GytewsG8u+UmVX2VY2lS1lyp6yoUCJsqNsJ/vJBg4SMkiAoAjhwYUHDRAbMLDAQBDEiA0eNmSozKA4qXjh8QJiI6KFDiY4KTk3JeWW1NySktuxxHZ03IwiNiPjXrzcizZ2Jw0QK0B4SOGhkkTlZIjJR8zHxr0Ee2/PAR7e4N1dYF3dAjs7BQUmIJAg4Q8CBL8HD/oaNNBjwCBP8MDc31+cn99bXx+tpzfn5X2+CBQcOMAwOJgYGHi4YEEFBQoKAeXS4uLO3t7GaFpsnsn+R4MjsGW6Pbc9PDa8u7a7umudnbcrwCPI5sFjFBRUSIwYPViwuLG56Zn5InSHbk5OHpvH1tQE3aC7RIkYO8YWIYLFZrEvLzf35rbcmT+GdO7oXPG5IgWMFCRUkAiBIgQmdvvDyI8dQHZ86viEUQOGChcqUIxq9+joFlJvIUJ2D9Ldo8e+QWTfuLE9fWxPz90Cx26Rts+09tnZHqvaY2NbTGqLiW0yqE1GttGmNhraVrvaamUbbE32kt263Ni+2NrC2q5mV/+UBdYE5sXk1eXU9UX1FbYVZpakCTaLNVLECBBRIDpy6Kgxo4aLejOp6ySkpNmd3USIFNlFtg8folt048CRY+fYMvaMDUCpWn3qvWk3bRhm2kxbSMhpO20kJKpNtbW1sKqqtlTRlpLaUNYNBbWn4j01ta+O9tXV5hKwuYb2S1Td1e52mMNCRkJIS0gDdoCkoqLXao1jd7v76IgHGTAoJl5APLRQgYJhIeEECREgPHDQYJCBYOACQAUJEBz4M+DXx7enl4dX4M6ujm5OLg6OwNunZy9f3drY1tTS0M7MysjGxMLAvry6uLa0srCurKqopqSioJ4GODUxLQkIoJSEBODIqIhoSCi2VuHOX3ffqUNHDpwTmV1bgVSkTCic8EZosHbGhxi8O25QdsguA4AAPxnQMbkpM0JECBDRHjty3Aj9pCEjRqcLFpz93exn/QFSKAM7AHBHaUdjRklSexPtiTC0JSRnEzCO8mhiMFqqdnvDWzBuUiQY/KPH9E2aMdUuRe7ePMqOTcQE4sy4REzHJOIRsRyLiEPEbTGI+EOsFmPGl3GPPcQdrFZiy7jS6hlTxpNWw1gyjrROiCHjRyuE2DFutNrFHGJGK1m8IV6spsYa4gzVQDGGWLH6J06ML1TRxIjxYfVJbCGuUH0RU4gNq4dxYUwI34knxBJg0zhCDAGWEz+IHcBv4gbxIMwmZhALwmniwHgBbCYGjBXAY+IEMQIYTHwg/oO7xAZiP1hL3BfzwVfivVgPphLnxXhwlLhAfAc7ie3iOphJTBfPwUliuTgO1sZw8Vv84zn28TV2i9nitTgtRovPzMrIxsTCwL68uri2tLKwrqyqqKakoqCeBjg1MS0JCKCUhATgyKiIaEgodZCgQKiA/vjpw+d0j548eO7YqWNKZ46cOHDeuGnDZo2aNGjOmClDZoyYMGC+eOnCZYuWLFisV6xVrFSsU6REgfLESZNSJkuUJKm32iyWdBTJESNFiAwREgTID1EfPXjs0JEDxw0boaCfNWjMsMqwxrDCsHa+cNGCxQpOFZuaKVCcMJFZgsQIESFAfMC89NDBspJyUjIS8tGxkQPjhkUNGTAoJl5APLRQwUrBWmgltEqwRrA+cGBtYB1kIBi4AFBBAgQH/gz49fHt6eXhFbDeWevorHNWuTg4Am+fnr18dWtjW1NLQzszs5ZZx8TCwL68uri2tLKwrqyqqKakoqCeBjg1MS0JCKCUhATgyKiIaEgotlbhzl/XuquDqoKqqFVAVT99qnyqp3v05MFzx04dUzpz5MSB88ZNGzZr1FTTVM+YqZapkhkjJgyYL166cNmiJQuWK1aqUJkiJUoVStVJk1ImS5QkqbfaLJZ0FMkRI0WIDBESBMgPUR89eOzQkQPHDRuhoJ81aMyQ4RkDRrWz6qIFixWcKjY1U6A4YSKzBIkRIkKA+IB56aGDZSXlpGQk5KNjIwfGDYsaMmBQTLxQRaxaqEDBsJBwgoQIEB44aDDIQDBwAaCCBAgO/Bnw6+Pb08vDK3BnV0c3JxcHR+Dt03PVV+WrWxvbmloa2plZGdmYWBjYl1cX15ZWVhWremVVRTUlFQX1NMCpiWlJQAClJCQAR0ZFRNWhqlBsrcKdv27qIEGBUAH98dOHz+kePXlgPLAduA5MB54Dx4HhwG7gNvAaWA2MBj4Dl4HJwGLgMPAX2AvMBd4CZ4GxwFbgKvAUWAoMBX4CN4FL4SWwEriGt3AWxsKko0iOGClCZIiQIEB+iProwWOHjhw4btgIBf2Ea8A0ZsjwjAGj84WLFixWcKrY1EyB4oSJzBIkRogIAeID5qWHDpaVlJOSkZCPjo0cGDcsasgAYzA0LCzMm/D1BoO9jbnBshw2z2JwfDAeHtnd3dgcHCdBwickrKOQZwdHsIPtaBgC7cACfHiol5jYB/fBiooGLgzCDBi0CQquwWvwggVpCtBgQEA1WA0ODGRrYMAP9oMR4Qp/f3wwGewGh4Vd4auHxWA5uTK47AxOM4PN4AQwArgNpuFB+MNs8ANYD66DLcBxMAF4DP6C32AP08EFCpzBZ/DeHhqMBh+AAevASnX4dD4dD54+vU8/PYWfeqAeCH56WoKX4KamAHAApV4HFiBATpcDIyG56W7goaE0PU0ZeJfpZb70P1/6lytdz5V+ZUq3M6VPidLnROlRnvQ3T/qTJn1Nk96EST/DpDNR0sko6UrqHqbutbZ70XYttm/BduxozzLaR5F0K0g6EtJehbSTZjuWbM9uu5Zt3ybpXJL0JEs6mCV9SWkXU9pLnXQzTroTKF0NlA5FSm8jpUuh0uNQ6VS6dNMuvcuYnmdMH4Om+0HT0fRBg9h0NnC1CqfDgQEAoNPpwElJd/odmIlpT98DDxgAqAOCpaRgqi6oC3JhKisrLCwhWAjW0iqCi2AuriP4CPbyMoKN4K4uIpgI3tqCs7JiOIavrqLgKLiqCgqGgqemnGCnjopq7alW2ApzOO5GjvQjnUgv0jNxdBx9xAgb3Ub/8AG0g3ZLyxq9RpeUnNFndA4cXHQX/cKFzb7ZDw9NdBO9QgURXUQ3NMTsmJ2QsEPv0CVImOyTHQIEyA7ZHTho7I19cHBD39AFBTP0DH3BAsWu2AEBE3tiDwzE0DF0Bgw0dA29QQPGztgfPHDsjj1ChMge2SdMqOyVvbDQQ/fQKVAA0UF0CxZK9BIdERFFR9EXF1f0Ff3xUUaX0SkpaXQa/fLys3/2ECFCe2gnQeJGv9FPnMjRc3RNzR19R+fk7NF79BYtRLto7+wE0oH0GDGEdCHd03NIH9JhwAjSg/QXL370H50FCx/dR1ehgkfn0VN0HV1Bgp6gI+gHDBig+/u763d23c+u2811vrk+F9f14nrc73i/f9/rfPdu/c2tu6l1Wa2rmXU2s24m1s/ExsS8+pdX99rqWlt966pbXfWrqS411aeg+gCoDtXUBTT1pgAdKUAPAKATAegAirq1yG1L62lhHe7ar3QvQHe65+UR6AT63p5cl+t9na6T9bY2tI7W574mxFE5ahfqRV2I//kDd5j36cNPeyo/TeWpgrgeQVzQIL5nEB/E+fDZfXM/fnrvHBCgKg9U7dXO+VAf6nF81I+6kVFST+pKSkt9qTMxOXWn/vQU1aM6FVVVr+pYWFk9q3NxdfWuDgYW1sN6WU9z4uTJkiVMOJOab2teY/kolmOP8CJH+BEiPAgRTgQI7wGEA/HBcfjgPnTwTx1chw0Owwa3AcpfgLZ4IoVL4VOmXOFXuBUrW/gWrkXLF/6Fd+FkTE3XzJmDhqPhceKU4WV4Gh5GjBgunAs/cwYMB8PduBnDx3A5csxwM5wOHTVcDa9Thw1nw+/cecPf8Dx54HA4HA+eNrwNt8PXcFC+YsUMPoOrUOHJA5lTqNSNdxARk3jgwAgACAgAAFM3GgajQJJHYmyRA4SMqXGQOAACzAsAAKGCAKoGYEEACQhIAIAIAvAi0pDzhKzjz+Iy/VBgvGgpZpA6RKbRd+ma++kgHmwZZ8j4AsbIc32ZfagADqYYt8g8QsPgs3jPfDQgB1KJtGU8EXPgWTnOPzQIF1HEGOUekWX4WFwmfxqIBy1ELJK+iDXis4s3zpnXpx/Cq9IFM8FebyFFGUSt0qzPEr98+msIwV9JI+vW0DJJvKwbgxOV8XamsakQObpa8SKFiKXUE7FGn4Vj5jvQL6OIjLJ1XSpRVNbqobI9Y26ljlIR5m7Vpl4lNdI7vNWaqcqDiCCSVq5GYE3CfrwRDsaiGSKVNjsPiNQtsI2c2CO8i0HIPV4RdTCoeHIvi/qrcxHYikEPZn5ESyWhgnWaaxudDoJdFZgxy6f+0f5EZK7ENgFSR6YSMKkyHQhZma2EzFYs1iSodrqXya2Z6MRkC0BFNF8iOjLz4rRxgejLaQ8ndyI2K6sBoJHRHYjNzNpErJcXAHFguoOoE1sbFeqiCCEkfU9tKasXSx4ENBq07uzN4mMWc1AqEqiS05mEqX5ItESlBYIGOz1S2MpYbBS6jKqFVg+TehHxqtA2sYvhrkx0ZOYnggUiL1LqU8iemV7KYgh4ZDBH4jOTMhOXElqMGWZpek7WImVVpBAwuaOViFmb1UCoGk3ccrZmoSObPQi80aDEjMcmZUxeJhEsMBSa54VIQ28GJl0CKxE0wKLMZKSyz4oFpV534IlNPctXILVQXGQjR7Y2EluiKoFIg13ZVp30UV4oArJUS2b8M5hbWYyCTeI4ZcGZAUBev4k0eCP6ZVFzHkJkRb1tVOKg4W82LqH6GEMeXq+s8tEez+I6DRniMlta6Vn599J8b11NeIMW+zvT3BX3NnWx8SlBjciejU2Fw55Pjjqx4mB662QPBDOhswL2PcAUkYYZOHCo4KGCCxcghKBhAg0UGnyo4OEGDBlk2EADhwYXOlh4AUIEETZQoCHBQw8WPsCQQcMMHGg8vhmbELdarENhUciM5PW23g8WjRmX0IDfeUlNkpjLx3GRJd9NlnupCdqX5pZpXKjYYzfWkZTK/1K3mCL9OkoKWpCfpk8xyvpZqi8m0b5CKeUQyr8pLdqi/C61RVlSn9C0EEX+HeoWU6h/S61yiORrqCmlsSXGGEDLRNXLx2W4IlGyhBEmIY4UMXIIkiCSpGeVXkWxigVdHZb1cvIIkiCKDOGhrKErPzkdPmWV+Hq9aNCXrDQNh6LFLqEKdINMHsKXSsQjQFIjXhI7G4O3nWz/e6WVrGmk33JUKQSxfYa6lyQRW8QCYlUuOph1OdLEyCNAggiyhAglIU6606J6tWl6GnkVjmojlQ1IRdJFLwlLDCTXkNFchKJ6MpFH8AAKI1Jy4yDXdSlbmqJqr4qSkhTk16lTrKL8nQc6bcXxFTlo4iG315ZnJpOqy2Gis12ntRr0Xl2413o1aYT6oQYtvcOVBKL4CWywHgId3gFgHgemIxe0slRtP5jr9OGm2Pdd3nVu1ac65RNiMmnhTtizMgCBynw9FYqY6Ba9jZFQ55JWPtbD3Ctzx0mVobmn/SKE/vwMtV/CHGomxkfZY7fPEkUPWE1uWVBtLzbc8M7mqcsJVgNARpjzG9BGwI2Fdot8IrwIBrmr1cyhj02ioEcwRBYWyYQhPoHZGDvMKI8CJdgwhBbkbLdII29UMuWLKQR7w/Hskgw1WcV7aSKIPKDfN2nocjzgJuSod7P6y5DgTdiJb9acJS2eenTcY8hgMXJYBjvVlXdpd9Z/BdCy6ErBRcGW/Uw4Ba1iMApVIxA9j3xAKtYjajC1eftJoSDJju2bi/AGXWeVSU6/hbJybyhGEqVCq32Srdbrfj2YSL16Sp3oOYLfycq9gFs9cGFhoefBQk1/koZNOd9cuqK81U13laaWPQwPiJ21FIoWqiD/+w7xSFdXQ42ZzwSb4mBi5uILeI11+aWPGz1IvMYE3ezw/wGi2PBPSMO6AllBzFqzH5LZwM1GLEOkBeO4ZOtgDpD10iKxc9+1oC0NkJJ9ezpt9fVBNsQBHdIuhHBWl1vHrBvQdSHatghuaGhY33cJEf6Lc0ppXaD1UURFXlSsOOGXE2pnk2uEg3ozmUMQ0OIszQ656vWwgbn9pKDsrHQwUaT0WzFFVWEpYfQfFClpC95txDRdUj9Lm1vUB9wYDmMLuvBOiLUg2HvpxdvRDf/hXOM4Whg1lm2kK0T78WoQIHzXxBLku8FPlxzdUXzvDak/pZIOe2cVjjK86wIyS5BpqXAJEloL0aDs7V+jlp/rpDIKpUaEV6Q4eTLXEB8iuBtybfPjIcXb6/GZtNSAxXek9E4CWOocBvqO6xJFqXE8U6cA0r9VGYOdiIjSJn3NlyMaTSGffHyuKIpmzGil4s3fXLf3US9BelXx78T4juuC4cBNmqllprE1zX5WOV47uLV4hq2/O8gSf3/PMq9oq7kT2NqqptkCdEoO1z8PvSFIbck5a9+d8OLyLyMVyW5GHklAlX/TWpii+k9qy1JQX6NooQr6XfQsplQ/S33FENknoW4yvD7xOvtXSj2ltvYP7rHRTdsElx8KskPUPLxQwk4fm8eAhHwGv2DZqgr9l+mrdqlx/+pvrLEVe2yxikUmsxjuetfW7j+YlW5Z+m7tnnw7mq9a8Ds6E/nRtnZ+oal8LuITq1xXWmZa7MkFymOcr2f3PITxJJzy3Niv9//wrHzlM7tEs0cjRnNZVcKIelAu6vLxkJfbUj1VwDQmkIIhMoNoeXG6177Bh8f6p8Uh5nqk5WjJV9WPQWvRM2TDMMwljfQ8+qHUyVFUoimOp74jzQuN9Dz8odm7oFhPP5tl+xANysc8N/brzfn5df/fw3YNxrQLoVOhrgs8+SeCG05XW6VpTNr+K+vz6JBObO1K84uNtXMuKaGcNWuHXX2Vp5bG0vSFY+UtL804tbHldJBpev73C35ASXAsgsRBNArDQRgaN1a/9Grdup/oWD0kCautZLfRvC1bs3uP5+VrOlu7+/br7JzVJS6v8GhU3yS5qd+1f6EhSbJENSm6g2uC0iZkmBvwnPdfd1XrzOPNmvItSiphg+BpjkjRZIIkpYmnBfSv9v4nNlYcqcRu7Zw8VKkNZ3L6zS0h5qcCsKsGwMzsJou79FaO81/rr7+KxjbWSSZyFQqpDkqqnTN+p+a9Zu3Ya4NPr27+e2GA3KvjcHqNpQpwqxl7Lfh9PEPs7efuPZjVfePtpO/blb+xFvbNrMjF1rKweqZEN8nt2HHrrXKzzu3om29sYufim5Vt8LVLij9be4avuZ2LXxa3BV+je3qmePb3TG/DJ0t8i7uWzNL61ktxfFzic3xmeK6+xrUQJ5RJPsOvVZ7rQ9u4cQHW6YQbK1T4nRXQ20rQ8Sl212Cf1bT/5my72XWM+tltkscs/Aerc2vslnKPBURma7S9wWD1rY6aqvm9TUaqujRunnZubDNM5XWRkzSwq/EY1SyKmKHhluYGqH1F0PSM7COM7sRlnbkJ36QytMm1cifGdudoXF0XEGd15e3MoAZfuU7pyf3/iJJZEs2HCKXrFDOdDBgsJcfS+wKRnQkEwIGkz2EarHRHQcT4HKxFDyGBl9AJNGfdWOMHsOvhZn8+bnBLt3hk6vztkQMWNi86DcOygDNp4eMx7bpEmZFDO4gOiNNrugCMjTaRiUsmQjZdKd7GunwcS/bGR9qvES1X5pslqLWCY6fzX6j5tym/VdJ/j+Bf4nw2aL71ye/u6F8c+G1t/pWZb1/yvyz6NgV+a5p/R+azIPlth36rAd9e5l+K+W1E/uug3y7At4j5bMF8K5C//edb/v+b729t++8sv4XLt238rDrfnv+35H4b2n89+e1W/sXib6u9tEVnMoGOTSI9y1xpY34NuaWYs0DUdeVou+Cosu9q2C3l3F6RCWVlqR9no5nlxHldpvFE4K6D/cTNoowJReCWYyuK9xVJQ4rofoZbSstlnjnF+ebpooLyGt6oInYn867SusDx3uLE9jK/CLaausOUtO/fZJxZGI8zdWguU9jJVlME1pPFhvYFhtltIgqw3qTCMOA04Ww4RClebxZNjzYX2ogcaopbB3ucCXAXww0yzhobYS7ZIujqkqf20hII2LSSiuGQwiR3NinoeCG55UZ6CSlop6ADCD733SMA8LmDpjNv7KnJ4r6wUc0iu2Cjg0Q0cwJTfHiMW43wyVVu6nypI33e8Hf2e8pkD170BsZKNPCnZ75p6ace6MnktzdNmu0/ctSDEeDgHKE1YHsIjJvA6QmSZWD/+Np9gPUsh5XA4eDxUIB6CvNcQI0KR8J/1kuolGtei7Ab8UIKwnYHIhFnupCaYJELEcQJDkQiDG4haMLCFiIIexqIRDSghdSExSxkECYyEBNhEAupiQtYiCCevEAkwsAVUhMtWiGDsF+BSISdKkRNGKZCBmGPApkIZ6iQmrA+hUwEmRBGp5BB3J1AJuLpKYQmrE8XbKhLPeOat9b/JBkCZj7772r5qROyW4QIOZsrIgzHYksDrdYMhGVCprndLCBsaKa2t5yY3uqw4zLa2+SsFJaGHJR1Y2NTUr0uYkR2u5qdj7JFocMx2NLEZDQrgh2LkX3MmdwtazsQoZtUpzGwVuQouDvHz6HLAuYQ7m+nncDgK5epcX/P2hm5Im445js57bURnFeA4Znx3IZOZ1GHpm+I6k4McAbXHlePvQo4q+HDVX1QgK9hJVMSSowodQRzbj5Xd7CK4ZifwtpOptM1rGUsHQexFjPptYk1G0iXWaxzGv2XsTZGEaHOAQgxBJHZBAjELO4bKsVi7ZaX9TDx5LFcdjaaR8hIrOUCMfDgt5sY78k2RdKo9rbKG5xmTMTeq/8SB5pgmTuhuwxIxUytTSJHlr01PjuvjDCY0FsGRLkd1jmjLgkMKOuzAqIR55BhWmW7jagv+8i0YwhMsAWfNxDXA7I9wvnpI8/dZPQMwzRANHasdG0dZOagxcmTyKBeWz3mEwCh7WP3skHsXWV2/o0gAxw0AH7KJJc4C4b3HZDdK4I8mnIeU4D1lIW9Csj6zxTRB6SSY1JN1XVqn/k1F5xm5mj//XtI4qcmY79IHPB/tGKMwJaDVkt0E+JcoD7b+19dv73+LbX/RvjX/bcL/4vi3wKfFfDt13d5/ZvxW7N/h78F8d+GbxV+4y5gd8Vrn9a9l76MHq2qIWxSiJGFYK1ATr3EnYNcmxMXEMLslrCdEENfIaxAIu297wUCn/jQE8SVL6H30BcI3NaHSsPc13IJerT4rSE1GUJbxILAxWtQBGA7bWlusPDseLxFtE4vHmFro/I4J/+QdKxY2sDxCqdxszqy7fOg0FXjTtGzp3CkmCVXmh9saCMri5NTu5llYFxyaSuTfO9IDuxja6lvViO3TSym9LNGxGR0bYcvcxILrDc8uD1pihG9uxGMO5yPqMwFKfhGNgsM53UBe1EPRdhFCqYwHjnC0JhmEFiTSm6WUvegdGCxr0IzKznbzrnGJaVLmV0z3Je63IHT4NO6AAeqto9lBNOn+XncwxPG/Oc1b4Q+C8e44U6DUwiZs6VudCDpLpeGtsjJOQy0dRoIR30+B8GqxrMmkGKNODNaCbeekakaxPXUCSM8zWUi3dDhM5pBgsEan6Yzt7MLUWw9006ay2gcYo2dJWxosU+R1dyMwDW8MqaB4Y4N8J5GBq5hpJ6T2qE1vjcxNfOwFtvCF/Mgk0tXrNbCVm+Wor1rddVhNMXQQ8pS5IiR5aShKTivWIILCZXvMLyMt8eQNcIAot8CwqaqmwnhvnG/+VIOETxo2OefU6QhPk0waqmg2QaKMhyDv5pycaTn5gQ6JLdLMIkfN14nYK5FNwhtoCB45pthjFFcKkKBUcK90cURIU8NPRoYXKcLcrJQeJ1nY3JWC76mhWdqBThcKGOX76UiVyNmDc0XnbBs7RWyG0bsGMU9BMgaoZgdRIoFGLjtFvLqAXAvoLl0IG7s2NblKLsCykUL+ZaCseKhuR+pLgeXmxLwtRK5889eQFm3MMpVTdhebCzy71KaN/EPaZbxHfzX0zp1nRVhL1CgeYCNI2R43Oz1xNtBh1GIKT2cYJqdEJrP7MAODJ3hP26isn39GvcjQJhmPwU+sIbW5QstQ8E7Fh2iHNwnB9gbGx+9hUbT7BmZqW0rcLPUuTBVWGq8CVU2RO5B23HNKRGYYN2KO3bun4V1ZzhdgAs/8c669ygN6qYJmhKabGQ/3XyO06HSrmZNyGFMvsmH1N7+JNtU3fpashNnd9X7CCrytG16FWQLGXBvsFfY8R5vB0bMFQ2mDoLMzOHmnuhWCttcYO/Xb6FFR+gc9O6J/momtj33+3aRQ/hEFGXodXu7/LaW/361FsE5GfJlne4EzixtDRaB7dGBTGZ7UHcvGif/h2iagDkHSFaEHNaKJqQ7+Dbe29wxzx0HTpDm8vBjbVtGAyZIrdYnpN2WDWzO5f2ipmZ64DVrz4cwcYcIwritEN/i78ZnRJKfLVyH1J25QuHm5U1hd1IOEcQZGZTCqT9Qmy/GCaFciVmm/WU4hCYOwiGDuAODnAgLcAhNGIFDBtEODDIR1uCwDmf5wDCbhRGTYhxuSe8m4hBBXIkFyZUQ5Zrg6y3GiXpuknANqbvxUoOscsNTa3I0R+ZSenHTOpB6wzg5crp1yy3UPocVlJ3O1JkA8chJpcnPSfNWY6UxczszIafL4wZKF8t9psEnyjMdJS+TG5gDnSKPHyK9QO4zAT45nnncXhpR8CwyMAo3mLMr9jtlwDyyEJyfW6LgDmfmxPJOvEVRm424UXFAuy7mIzZ6Z26MaRCNjYpJ7Y2gRIbHONi2R+DEFkh0DjtkJrg1kpzsMglLfKJM6KYWqKGSmoatcqDBXDmMYrEkp2S03DEtdAnw4oV3s98tJVp3ZKebGulFwGsEK7FOY9fTTYB4CK07joF5ty9Iuzkasu3pRkhlrP5tQYAd8xdMM92IhDbSr1enoY6cuE6k2NDQrw1t2JvPL410CkvoNODujEZc35Frwy29UbxI0pkiU1ZjC2hhcqGx3qwrVBYZ003dyBDB8MWx0Z17YBlBjy1XwSilmabqhqM5LxSzLxWQuwoNchvOEcQKRUzjm8lyOnN1FX0ZFuJ/P9K2mjWnhIi7inJo0GoyeztFjeJCJdakUMJOYbvJ6pxSlK4oLydTeUuZARYVnMyoMjQOO130RQUlmWKCFpeWCT6/kJSzTHfX7T6Dpm4+DvRkJ/pPi4le7RCLTtSjVrIF0zpUdSC9xL2eCZrgm2l06lKgdqmEdtzV07Lcdi/T00RonzDpblawpeYMWNMnixsoCuRR5L9k7e6VXCfwyYwPlKMIrxZZNnmmm0bgZPLdJ1iWvE6jiuxYf+ukHc3BblEzXEqzETnVYK5hH7lwpr5fNIMKv1W5SHm/zEpoBWPS+h5ZtjnMr6jGOvhvUQndVNn7QDgN8C16QOfoW9GBizzhi+wmxMZsl0XgL2rFKLkTBLGL2RXCPOWdKN2tCW9l4BDCkJrmdMGo0MYnQMm5C3uRVuA1pwHGIB+YuqhXNjYdHzalOwiSHK3yQL5CrQ33M1zUyGn/ZDK5Ua3cJX1/wFG2U0hWVtR21IBFvRKbDR5VmGMSE3OELyrcFra3CEifyn9RA0yQPyCHELalcSvOGiWA8C7flgbZ0A5/fxgmED6hTyz7gc4RsD0BN2h9QlsketdIsSFVTXGrh60XtUcwnB3VUsUbPyumVRW+2tiSifDMvszWjwQz9L/n6fzyx0caDKWLpf+++euc/p1cU83MKXeW7fJz0xi5ImXGir9rUecTHlyQB8wKBSN6lBnCwI5cMraEcHMMXxPDoiQ3J9qMYsqsVHZFW5bltHbHpWFd2L7kOws2CmQmerU0YWXH9no0NET8q6HHb58tc/2uo47l1qj+WGKLcP93Mw0clxLxKYqPnxN1U8j+4We+uCwHxA7AA6jMQfd/f6/JWTkwGaHY/U/RjWmmTrw0+KY8argAwv5LZmZuKoe+oXLZGD8oGT23E14GkVfi1rqGB6Wdf/jrCdCcJmOo2lcibtfp1wRGPhlyAp7FR9G8zVP7sHRR4KBs91lKav+YOc+uiQzb7YPfdgvLg5JNcuDD8r2HhmRv6iTyWwYpvBXIg0oEzSLhzccrqEf+J8hvCgfumAKVD5c3S3kQMp7Fx5TgWbjiNu7ngZbhitN4nATah2uWvxG6JiL2un8lCDLgULJiKCw992ma3+zLXIiUPi1GS4n68dpjqu5kcDQeRTatOCpt9swho/PWbshaX5dBZvwLxPWzJI29fEH74KxpA6mVFI4hEqOt9t3ZerL3wx1uI5pLApyGaG8fAEMY6gtgQHeA5ewGOxTRnO+ktYCMWrpfLoAAGSo+McpjFihPUA8WaxVyohIuYGZxUR9eQJUNxVNZwIB69UA+Sl5N9O7cbtKG1cdR2OO0wNst4kce6yrWD5cPbBKKtcGLthzB9k77U4Sl2ejFLTcA64rpcP+L0fUWBkxJ10wQAbNkbTZUwJavtuxCWnRlAdf8/tlxD5N9IwVci32MUNTzCvOTz0M2VqNUaCBX8MWsHe06QoFBcqL4MhBtMqagQCI5y4C49AHbKRStaBA0zhWEo+lpyBbshW9zGwEEB5mYFpjPWSTlXiGxzxiYZpIrRTuHYM9W/J/FjNi/7WWrw7nrubRkWhvd3qKGtMgFhLlvGtLbbFgxlMqaPzALxSq/EuIFCPqhshh358JDFijsCCwUVLCY83iC7QwtX2ApszcaywUYyupbIEO9mt6QnYhJmOS9crZxLsj2d8EoWNMow63vJvZqS2UsuWevHzRFBvU60Jdiu27BhvsSvb8FVn7GoJkxr/mYLeYu9WMZfYvY0CLMlY2OD7RfuGvEYjGmRK1AKTKHjVYeGyT7IdW/WseBodbKHzd9kmGCvuC8OdQ7+jS81vNVGO6miSd2Nmq0tfno9/P7/n1+fj8/P5//z+/nc9+a5N0jnUEg8BPA4taAnCpqhxDXqQKBg9DSYppLqy2bbIKKukINXjYVoBATj5tcAxjuIAT78cQlfHa8Bk1LXQchIg55lA5qa1BgZ0QqIC/jMC3ZMlG4q6HikV6jDILaYeuRCzZfA4Igx+FwSnAazd0W3Hke8BcrmmjGQFPQU3NcWw1Lynyl6RbTlmyegphvVs5uB0BHzQckVqJ0HwlZ/mQJBv77AJtWEPmZIflTMNzBhmDDaswQCdn7FFSiwX4twNNhygJ6Oyhp7OpH2PyfrOZU13We31gRCfgm0dhuSCY3AxheP2b9oLcGhIDwQaWxvdjw7Y6alA5DZC8wCGb6sFuDmzRO3QjvMAgVQ4cCsxvA5fK54N0SHg3jEdlEqH8JLYbxmGwW1D9C58J4JJsC1V/Z45F+/iqPRltxGmubvMpr01CcR12qD6FxMBrTv3St+zbAYycu1O1d7TVo8oYx3eqtP0scvhDAbhCV5mJlPhoF5UQ8MBdDQp0FEOGPMQVgkfV4/kCGuYDQTp5icyvwgO3dBysmPbAJkc3SBeDYu9n3jqROnnFCiqu/zW4slgY9F+VAYUYDmsnkROhGQbkY3X0+bhaCQw6YC9Jc12YKYMaHoJf5p4Nrz4WCtoD1yUNH8mzFgOSFfVjMWY+YN6G6aJBLH7EbBY4dYEbW7r3nngSY/PCrVW31wE63iG2DfKYIg3r4+fr9/j5/n78/f2sCd49zVoj3cRzekNpWImZJtanOOJVEpNdWAEmXi7HNShdPkF4hZjRgPtMedtPNTwcG6GbXycBP0Pd6XIzJShsymUs9fnXw+ZiGcIY2aQQtnyPNzp5wyonSyDIOQz/GlBj/1S1I3eZI8+j3DhMghlqAAVXrlActcWGOevmBA2F48ADzbTq65N1OKzZgsMHPeFPc0edUbHEsAHCe7QRM6aqne2dVUtA4NtGhr2lSlmL54jnOCWZ9GGJrkke1IKR98Y54hGtSNCS/wSdkT3xrKw/Z+uU/yeFmv7bUOhjzqhXQLX1DgJ9Yk96Gt8DRW7Wv4N87zx2lWQvAAsDAWhO1rdeMB5/3op9t+ZF8zxP9ZQsIOjx7TsxBbRYCAbCV4s9KszML1Ch5e6wb80F9Tl8XQf/ilQ1GpnMWiG1tairiHWHbE1hgmA83SM5UcxRCNeREzM7CRzPtDqOR2036MzJYHNTuuiuRZetHey3rkPcEMN04uuEsdIFyNyOnJFxGdST4pujJuC/BH0z/IXwPxEn4D+LPoPkhgFMZR4J1AcZxTg2xcEnAImBMPZY5OwmUkjWNqIQNh7MAIkSYIRGFQL4AJVKRSWNeASaoOVuQCTswjjKyugtiFR0OIbm1AMlMMNnInUTju2+EpYZcKEeDrET8CZIWc9nscZzOK4CUmk+IgyMRLF22h64bmIO5TXJqgOykimvRTYD0Mmjd1wYRVUtRz1LBpg519FV37xp7c2DMlqyGMAyHzTis+AS4nXJGWJiWZkLGloTZra02EpHxsBA4yTUkvFaS8VUmAY5CXjp/ZVIGM+cmNzhF1iqYb3QlWMhmhOQz7/PdegOn/hbcPLBN2bY9MhD+IGVnUXYzvNGDxZYYO2VvOOrBjTn4iykut5cAGelDw91HiaNm/2PPOWVWX6958LAc8HgKhG6mSZus8Aam75M5OZu6e2du7Ed+kpep07XoqCmmw/lgyChAV76fcK9cu2Y7JHazoLTqolFp2y0pK5QLj7Gog0IwjcftlTiBt97ze6b9DMErhXYppuvduGtWbQxTZaN1r769OP+tAMR7A9KkuGx4+Ly77bkrp20x9oSLYOnR0nfpY01qWxnilkVGsPui6KCxE/YXpU9ImpNfWzGWLuKvdfRRsUvZzkACvrtHgkn/uRFQHnUUuXfWIZy110ZrcgeX4nN7157h9qbJ++D8PmcKgu9qNcFo0yNY9ZcWWBPO1Oy1RXjCcnO3LJNozhArJTjxri3cfs9gHaGiLjTLvbL5aaKPFuaxi5Op7Ppw6DSevJ4Vt9Dc43Hj7HQc7h00iLOtVVb756zMdKTtB/8KV8XqUrhdlpElGAvQNWGE8Q+c0rPtNd/aeytoaf4jaCy/8i805/v9usJze+peC67+h4Hi/jEzNfe27abtvfag+78/WBZm8GAptOvpQd1w/Wmn1iFq9vW/e1k5uAvZlvotL7eCRvlv/Fiv69JrhnMrEvN5J1gQlrUdSd3+5mMpDGAtrSPz1nSSjigG6GQn9hkVH4hK25Gg1DcIdGBNSJZBCVRTMrP6XRPPoiuydA7dsH4ZtpFM8yEsPe+S4qp5s+SoQC4XNWyWd33/hm2T2B6/aimpjkBwb1Owe2kWqtd9IEObCaraeRvT1RkH5UbrQXpmpNyHBfrX7LzFMWe2SGzPX3WDQ3qXp9wnCP6F6guxzGvSFW+7dHoGKrgv1W/qnGxlYa3DZiGbr+oZMeg7pr8Prl0wndjMMUsGNnHhngI8lnRZpjY8aN2G3137pmGcKwZn9QbGxfhEyTYsDa/dC2/rt2O2cQrg43n0hTsZYqsV3W9DWrGpvYVvk6tia3upGwJNYPsR11gj0h3tz3Spxg4v78c59NrI6V7svTTQllxw4/w8eHqB+0+ILq9dOXYTyUrS7VwoI7PTrsGbuElAQEp9C06WDdcEdxV7RQNgJ5al2AWO9pZ0WJF9TnR7cj54nCimZm7z0XnrTreXHQ91Xgpz6O/YNe+v3XoiFIaR3vyUcyDHh9SWf96S2ZwcIWL1EODBX71DsZSRb/4UhvPhTPdsYU2Mx8LSNhl607CyHlhNzY3NGlZvajcoyYsMxzjcZpFGymsEu5ijXytn184fco5mzrC2n2hOsHEGF0bbO4VOoBsB8MmMb6zpIJT8J+IgaitKlkrXFGbHbEgE9Lz40GpkZEjYAmJtegBFm72jeILSW9ioZ511lPpN7qmKJvfLUGJQkgkTjnICrTbP4Z4Am6sADZymdmcJsK4a+ea/b8Dss2HqBVJJJ3jrhffUcf9jZBpkT422MQvEKGPSHaIbPumALvTGiiYnUJCbNtaabte1jC/lIfcbhUhqsnkJC37diAaAYNXV6ueNYLR+Whs/uI6I+tarHSr/fvzNOprEmR1Rb9Jsj8wzd0NFme8XNysq7Mw3fccWRGuMrWoRlPfdxLaZj+XvZzXYDCA3Dou6+RDSI5SpV+OHHY0L1JFU0v6IL2nFYz4+fxCL84TVK1hubtxu6nJ14JqZaC3Xh2wuot96wyLVTYFjocfcmuT2qoAWLhtUa6hCm5XQdEEOnNiC2bGBnEFdMm9ZVQa/9VZFkziNhlPys9uEQmeylEd7AnZrOsnHXVcuJN6dmq+1/w1jrSgLOlVFHyPK95f/CseQLSSwwPzWGL6fcT2Gw8ktXl7H/Gg+xv5lvwyzV7fERe4y4qlgIAnN34SGM7LUfhbaaV/EyLj/+YgGvxTsTvK70iXL6wCEN3PlAQuquF0job8beSTbOW7lF80J9iIkHkfKbSdGbDsVxARqRnIOD6bl5/EL5x1uvkcyVqNfQd02eUoKU629ZmyewHOMxTuSJ+g5Xeaj68S7O28MHIvsqPBjFHpv4j606dgVZPPJd83e42eBeoZrPncUI+Wy8//n81lTlpoDCAYRRTklRjojWwTYiMzIcNI6ZJXo+cgA5EUwLFXDS9baQnvy7SYlOYy+2c/mzm9zpJUqgy1MtHYhWYaax1xuxwxuiPQszXhVUbqXvRn2O2+2ifboYblWdQpaBim2F4OwYIxlvZKTSrdDgb+u5Ui+dc/PZgN8AZh3gVOoybKu9Vhs15nqdk193X7tLt0a1gxfRNSbJAxcpqX1F7sA9/MVS+1Owa876H05PCX14YMGzgp+9Bfu3/5t/SdYW05z4PETk6bopl6kRoJNXBAnkjleDs4ZNl2uqxWEjRCiZm8sO3HFcsrnPzE2ErkieNx0mNi3r51gvA1rNe7JHfpRuQez2tEeMmIuDBC0R/9/8Xd1wij/yJyrYGQ0rJvTousd4KzLRNWiCJ+SvBaTzw9oIT9R930vM7pWPV7LsrMso094Js+nrGlAcJz5tp2H4ZYvJxONPXX9f2Y6qjnYcfyhfUlmTb3KwCc1c69mjIUroS/pq+tgV9zPa1sS1lU3IZ1WPSEaXLmJWZE6XQ7iUrGLb9TnIxrl6Av10PvSFMrT5tUebk4AAAD9////WgAAAAEAAABl0wUAgF8KACi1L/2ggF8KAIx6Cc6w0Z1CMhCITgAbqFS+hiR8KhV7/12n8gMk4AEjHlD4AF7MthYpcbm2Iu+9/60TqvZtbs3MmSAFYkI6QtVCaZpXEciOdwbkDncweRGWUt7WVbV96KmhszOychyUIo/9Ae4oToI4d7LJpiHaRHdxesiaZ0jZwiaLDaXIBcfeYMDBcnjpph0ZcqWnjvxEBOMOdEODc4XQ7SldErQBqTVZEy3OO+4c7S5PUjapERWfQxOpC+AxypN4+LIUPkXbD2nR3m5m8rtNVE0FYEp25DOVo1RJwsfoCAGLmtJfHvxkL9dPzpHDjsOSVJcFXoTyB1hWHSbBNHu5DnIiijoutmeCY5E8bUkiUn22hZUrN+3ylo5AzjUhCcdaaQdniNn7QUAGcrdnfz1s4dwlFfZfmqkGU3vMmlpHNhPc4hKcuNmC23QEBVeydw8116Ay3YlYV3hbAQc8CY2NXqoyl+OiPlmy6AHX8AHD3so5slEVLbUEwW12NDXKbTAaxwbpli34cOFtWxi0AjYksvdDVIY0cuV1rY6bVKy7NY8YNVoeBXkSTmlmcIaQV2UucRMiRCvYypG9H6ZyETSIXMnJlrdB2LILb7jRWsRejgU8Zewi2cYjEuVcH5u7igZPXaBOYtY8Y8w/UDjgcjy8UYhWGubhBrCP4LbyuIBzmUjZF5jk6TEvK1mzLDM3OBO3e4jB4FhDILys60ofdXfkyi5XspRTLjxJho0KrF501gY+2du3IS+hq+MVBmNYiir5w5XEdGiNZyl78XwO8VZji8IJsrdVZHC8L0zaqVNLdtTzJlMB8WEf+DrjXUawbbVKpw/Y4ZA5rZpyCBkStpNu0iYlQIRfuLugkZJY5Uk7mvmbRMaG8jzi3R2Dm+uISmO9xJnTCktm8QaH3/mIQSTUQPMkgdnb4UD2oNdiO+Biybs8HHeTg0idgAs2c1JZyBkcT+ymDVveRSJhN0CwqK0ENWROKycZxpI6+4EYEN4dwmUvfXGimsoYtBR59vLLsUmqbBx76mi0zcNcmUmaj0y1+4SRJLxNSY83VSHURW/a5HjoKjexEITrWdntbZ20HWZNj1aDYiI7xunmrgQudlocGefyeNucOhh1Ug4KWXOv5kexE9soxQzezSFlg1F26aknTTKnlWAeFHLcEXTI8W5jl00gElUz0LplTikemU2yA7/T+tykZEI7UsEOvSa5mifbZMhMJdLw65MzrdylprLzkL18czJlGgS8wBwEvO0Lx+aDoqP5KV/urEVyUB6mrYUEGs51wrWzQvw0GZ4xWVPsLkM94MKvVwdSsHSY4FrKWFMddbOXDzRXPvigWyEM4F0cPbYui9NQA6QyZ9WEbCNUjuP5yZKK+kWjKdVlrwai7FZjcJu5AMG7PTr1HTVK+oGRv8zplJrDHlPsGGdUOJZQBtdLoOggHg9y5RaeMTP8Hd+psreYOzj3E0sn7XXIjngK8xfzoN+kLeDdHwU2Wp2+KSd58YCFreAyAufqWN2dY/JooqCurJl3PkLW3WiWRbzrxIleQ5VBQ3hDkjmbgOQFh390G8IRvJsIYqt9qWgmLrHMOUUiL+LhsXeMdjcpADRcAw1ALcTYlSdNt7mKWJ0dh8LL246gOJSdniaAhiTHBHLkKDhY8A9ZHuytnaFdKeBTt6WIzI5tPLPT2ZK9RtIF3w0H+ikqSPbuDWXMHYScQwjj2MkcewQcD6325zRXxoxwnKYPm03NJ+/6OKLL/G3RXnofMicTUc7yotuecF6c+6RyW2lmafhCadaEUCZfvWjh3EgDUg7x3GxSrS2t5lFkr11VDovhgfe1gRLqxodeYzOSvRcuZAhxA3gU4BTeFgZjw3bQtASjMLn7yYPRcFPOoU5wk2bBbEM+IboNFUaeRPMHtgNjSGdpBcC7iGdbDk7VR1l7mVOqKvPYsGQ/Lk3urRQ/PgJEAD0EVpodUfGyZmjpnuNyxrs/DHVs+ECD8QnNnEc08lEZMhtp63PuInaDCQXSQE0Us2bZlSyZXd1wXKg4doYKfmakgQZggECu5CzN3gzGtgKHzwgqL3SSkdLszdOTq3xos7NKXPK2oTLcQIw/+nqElWMgB9kyrnGHQCWxR1chcDynERpAGx15ks6DfCUnbTEQUjk3ynYH2BLU2k5K1mxwCIeRMYb/6YHYWzxIe0enln7jfJEd09DBeq4M9xdpipiOIB/4n5wPjSTkI3vzAnOmkDl6CZMCvHtItit8JeigU8PM+eSYgSh58b9eN2WMEe2WFCN76wrzU27kErQM4dglhztChELNplmaK6lQgSu/ZNkWoizyLpAW+rEOGz0mhpU5hdzAqJWNfIoCAt42xmMvSRZqtEy93PcgwkwgROAeWORtUh26K+zo6rcsWXlSlACMyQhAq4Gjg3MT5TYZCXnyKo/KrBlhRV6yCbdhWDCxt084cBMbNugAepDZ8VQvc94Zso2cnTkB2EYPheCQvR6WMpYCQzoH4Bjv1kixMcCx1AHmMMicBfDykDBr9lNiFI4VZMLTlHDJeqLC5MpNBDkT9tuhVkucWzmmtTSq6p2nKmsqOAIbYdqg7SjZ4G0E2nAqOmUZD+KbHAfYZioJMneGHnh4NwihpiGZp8meqDInkAp4k4QqT/HCS6MWNBqOayF74dDAe/4GfsINnr3dU2HzTbjqOCR22VE0Auy7yPAUj3phrZ9w85DDp+FOnMleOE1YT13ddnBYZY/ykcP1dKzmPWg9T8rBkTnnUrmaHBqObfK3B4BB0W4CznKlJRWYho0WvKqOAG8jA6LDRCHVaXigcsejA26Ryvl2b2+TmmVuKVILOm5JTJ4MtQPXiG1oJADKONcG5jZTxEJGfUIma4pVyU5amNAfgvjxrmGMrYVwycl0lyGXnOg+Mz3eJbzc2u5m9qPlR+ZkcsuQCZZsDZWMvCvFTWtLDXVZVFjmBLAJJ/FitGe8CMMBETV1gMTS7O1wIWsJy7FhUDZ7q6RzFVk+8p5VJdmxzp7MpcCLbaYMC86Vwkfr6ICkzZwQs6aWI/z35MrWwljAu0IiNdyLQV3mQ0vmvPrBPurY6UwpqRz7AomvcZLIb9BQ5UosV1lTrlP/QHzjbUBT3AqIjuwmzV+OAdjlLwIr3s0CskXcaKDl3FRkL1sQ+KP4w1co6dnbPt295cmp5VIPs2PoKmyjA+jeiiYZwyJglHe9pJk1g53s1WbmLbEXjeaBd4/macP5rnEZzhCfJ+NMZi0mTDmbFBuOfUJCD/lSpN3eZMmVlXBwFRCSZsBgBO8OYm0PfJDkU8cQmVNpMxuJsoJbfeF4WzbWLrx8aLVOLbmjcsFPHQDou7ZPzjWU26KsornUiYqsGbaZoWhbcL4ulk2KBqovF9103KpnnhwTAs4q8rA9ODjBu0Ni3eTBjc5KauXN1TQYj87UNsNUw1uMsJJTNYXs1WrlLhuYbFEtPDj3Uox+EAWlzdocZs0DC2CkP0mN2mLG3iLR44BW5OQ4TnF2rHOWO8/CcBfbzSAPU88BYc3etCyMGJdDMwDQyrEsBDkbHxzZjI01ufKKnXwlUIgWypKDtwHI49hFFdnMVJAcA6jKXQIUHmiBx96qetGcUTD0HJwI2XEMBVgLDEMeBWHFuzMg99YvTG6zAUXmTFLNkYAI+IsDeMbAZMU76jFPz5EmZS9aChiQlY1OW9K4R+3o4dwOWLIZUgt5Mo6PvOWIHs72BwjHRsGQt1xN6DcMK3JllDjbViWNY0c08rZ8JTtuKum1MsTcT4tkzRj4yN9vkHMJ62xSDDyX4fGUNcMecxQ/va2HlIF3HdvkJjNcaFiEVt70IwkPCBKAc2PEbdK1K1nOU6KWOwHnSTFYsnRqeDo1ippVnBxna2UvB8ns5QbkHqXSxLlUfOQNRhP02RuKrInlzYrpidQWBAv3tsgV72oi+czSZnasg5e9tGjkMKboLpBKmk7RQ/ae7cFbFfa+nW1snI31k2O7fGUvS485BmCZ+yCfzBbiDe/K4Np7pE+5zHU1cyoNyEhWSHagpzUcG/jE28zC5M4+UHIllhz5SlyCd0+M2NvWPplVxKqmw7tmRzE2shX6rL6GVRE4l8aTTQrlLHtx0LOm2FuOsiTH1jMF5N1HVZiMgTYNb+GRN/mgZrmITHYDdRz3aB0JnPtELne+wcqTcu7yFjqT2ocQ6Bgdz5gLtnFmNEOCspcDm+y5t8Sxemx42zbSMT1L6DUxHLmfCmFu+PGAs6EacmylgR7Hs1G/WSCRK6NQYfIlqNIZnjQVyctnsiKzl0Nr9sySl71BiIF3cQzuvTJLTiUnGcmRO3s08g/nfrN9xh8BfbZWI2te0cGs06Lj3BVSm9QtMCZwyKXl/rzypJgkzBETMOw8rjbe/bZiWrBxpeEsTfImn8QpMGoeTDs2NPCuIOfmg0PKXuKEZE4l0Ywkil3nEtC5t45Y3vVayZ1mRrOjqVv2okmCC5K60AFWLXUdAaLs5SiyFuzwxW02Ajmb6hDHVpiSM6l45FiAzl872NiFkSyOVcGCs0USyFVQgOVKzqt8BUvI1vNixbtEVnvQ9UrDm5p5k48CTLQNV2KiDxk4V0baJl0akjPd9MiaY2xyFOwf3v1At/cCuImXQIxpOg19smOYSswSPUus40hoj8Yx43x/6PK/8yZP0iGQt8ARcisgBHibWYaYUMubVvtxcj/l8LXa0MhjXK8RpFSYiSnBw6HrgLiyd6uCFb1YwddSj3CsFMsYSR4d2q1MZa6MMuKrJUfUIfTgUvXKnaCD2duhKn8q5diiiquc2y3jsi502mzMnqyJJfZ9MlLSbVBa8S6Mtb33zbIVTqvMyWQkI3lAyvnsBDcpHGqc+SRTx50SyZNi4L5cNTLjId2/vf2xhQd6MuUPic2OdhRkL1alXFAMZAHVA7ouwFD27hWYJyAE2XmSYrwL6abHWywNa//kTT4WvkZcCsSYSKY4Wx8K3MoKNFdOyJLjAY4Zs8VWLOfKIseeqMPXrNgyZdScXKkFMVsB0hnLABPBuTDcbFE/piyFk0PWLLvLT34RD/Ti2nsDdsRfKK96zgxQdgwT5usgC6EPygFmj5ba8b2wJTlKAxF50hRHzjLFlFPZycPbJAzFaxjx6DTNDbnbufwWrq3GAXSU4F0XnXvLQEa+5OrJnE5s+UibrdgHkuBY0+YeLtiGmavUuMteD0jZc0WJGJLPliCEB/kPlmavh7DsGcLztDSeHHsp55HotOg2MFK5kjLze6NB4TazvXCudxALYXCm+RshWTNr8AvjRB+uV2dwk87peQQPVDUcmiZ5EjTxuzikbePBVfJuES4x9vKMzr6wy5t9CL9/cZ5n6uO2tzwU+Yo0lxlKD6rseCdN7jKYOQzGNDIOCjVdDJ69+8T3QSkNH7Qn5mx7sHAqCCAyksqsHAtx5ilcCOLO4gbnuliyy2yayZJgqmTNvJibJPrwXGwocGwJQ47GJDEfqYMnV3b55ioQKMQ8jAnvthCxPSyi5iUPlGTOqCW5CGgVrsKbufeEyLyXJ56WuxKaHcXw+e7YYr0a2pk9qmaS5+XB2QgPOnkSdTRvlm25gUgmvA3t0E8F+Wq0vrzc72x+p7xYsMks/XHuZxGTAbNFbyFrsiaCw28TLl88FIEjL8DmMpQtiOzdHsidnVlcwpWMY6dcejTBN83GLZMrpXT5Vmm8w18c4BMhqkCgj3LcoudC22QvP/oCoqLYHJQUeddIY7yBa4MuY5OTN/+U+Bq52ojxsnR414u6OcipYsA0Q5rR2Ro4aOHdyq14r8VXl13T8uafNV8lcRiOB+TDJq1T9HmLZvrtQ2meJFPju0nJx1/YDLK3Ohg5Cs+tXKRKWHbckyFr4cPkvwTs4Wx5ZnCpQ7QMZK1Ojo145MpWoTgVgBbnsoiyx2Cj8pAi0axp9peVJIbgLdxQjsnQ1HMgstnLU3y9dyg83uMEjv0Dwc0u3OUeeq7kyk8duavJxi3MyHiXBYTNgU6WTASrKnNSQclEBrhxE3+8e49Ih08hV6Tj1shkxzGh3y0zmHAoyM3b1Ja82l6aPhOylLue7lcOABYbjBoznFvFixdig6jzHCFZM4HXd9SSgZdB4MweJe3jWhpOuXHMKE/q6ZKteBbwG3o8YFFkl4ukMMxe7mfmkkPwLbbJsZgJPKCfMFrNcESunMLim8dNaN95NuDdI9wYcYCajvAERN5cXf1+DvDyWzNuxpCudOFdL59MREtm9vZdyFs8tf7pxhXO7S7YXzYj8w4IH7JmmoucJIADj2EMHme78/nTHpCMA4yGHCv1yFDO6vgGuMUmpYDF40DS6rYWbHnSzIGvqlCkR9RCubc4kjiJIKeZh5WC7OinRN50wST2AYiGd7t5Y0jkZh52OmTOq9EsJIoYDwwD9CyufB0Hh0n2no19uYSx8oYIpDh2hBWePSzJiQDmcqWYH3lKn729NIXgXCtQ/kAKRp3t4yVrcil1oDpKXoBBGt62dsOLSMKoOQ7L3Pno9aJIJpuCnCbejeyKI51gLTbaljmvVr583i54IUh7j54Z5RhQ2bINNRXyZJ842XNycb8NYe8Zpfofp2H0Gx1mdiyjoV//NPAyUUeO/SZ6r4AkjbZHIFd+8fpSlkyPQ1EOV/FNkBk7VPaKcMqcmKcerECWcwHd7C5W2FwDy4Cs6eaUi4hww1M8ro2NWODB85gjpeFA4GUvGtBXT3aBjzHqydlQ5TgTnZ9MYxNBjp0U5CUgTmNLVAe8G5hiU/AskG+QYcicWjiyj70P3C5C2ia1MMdPWlmh19Ri5ElRPv3pA5OfrFqztzfqeIgkVvJhYpDsyDqZrXjY5Cjs5LzjUJB+M83Zi+ajA0C74Yn8VY4VweURzJRyjL8zubKMg0w5B8TOMkCVczVjeM4UQ5MZ/mVNB3TdQI7THffdwrtIjGIrcVwNpsMvcwpo05eChnjSJxje1tbAH0aJdf6TmfufJf3AgQa8zxPC3kt681PqpOq2JKnsKFqgS7k98JiI3z1ahpNXIDAjtwhTJk+yJmYqi2e+iRIwvISRunwIlSB7SaDImo2qPIyviWPjJr8E1U6bUS7Ilb5I54pb9HNGKHAuINHGQgM1d20syJpyPvIQqQ9xmMIw3gWss+OO6GQZpdfMyaWVvXxdvLdHHWezU8ePFkHkEndEOZaKzJFdFvjvEV8YkrQr/E/uTB6UEs1eE2o5k1GV08WxsEnv0Dyn4BWNBkM0T6ZZ0LuiAPBbBETurQ0kvse15EAnX/lRQF+Olci4nxUtH3tu0G2SoNm7JtYNsCF5zBKFHBsCkHu9leYPkXy5crRJboKEuTMHnOHcK2p8BjZkWuySKGtCYNEhXDFtNRymvIukNB7l9GoIdUxkTgJ5utaZAU6UZZG3uWX6IHyodDbAYO6sa3rZmgkxm9U+3sWRutWcsOUVZIJkzgZr8iIlin12pwTv+gdxGweeGkJRkswZZKUzAICGe/gDZe8tifGhQjG0WpZNdkTD1cGQpPyYPXx7NDQDj1NwlfXMJMlKBEhlysEH/IGTF8f6HB7LVKXWPYrkykzQLoFogvfM8zxE0ogM2Ogne1PIZb9nxKcNIvAuII+dFpckkzjlkjkf3GVFzCcexFgY565gsWNVbt7bO5E1J1TJPZLqPBIeUjjb6SQXWhAiaxDikOOqLPlxxBreBullk2ZI9GwwZGkzuLU8ycatt3U18HC6mb01lME5fO6MtwHkR6EB2dJN5NZ7Xt5NgiTmA2hHOzBtkTmHnHQyLnU4t8oQP2pZqtU+UbPXjauHiRHZVJjsOHfTgEdhBlN/EW7JmmBzPQ3PF+ceqUN5xMabJ9Vio9Ww2GWvW1gPU9TzYLwucCwIM5yLsE2e4CErV6oJk5F8qMAHMNHhbXALvJMgIvSYkQY5BvA73RktHiiOH+8CZthwopPM4c2CzOmlJhvygeEZptTsvQJzfo8CGfos9Zsd1zzocQDO+DtuUPYomQ88bQNofjOTIysJSstLkrB5GXiInLuiaUuxkSLXWZ1lzQtnOUddDb5Fxw/HfjZeNJCIzhYwkiuvMOkY+uR50zR5XO8vKWtZlWRvYGueQvTpqYDJwdlOvXiAKrecdsRLjrHUsg+6BjsswgXelSTzQwh4aC5vaeYsGtPhhhTtJwswcC4nAV+YYlE/yHPNmmI1egYAatxsC2eTbmD0rGZ8dJ5MzZNumDremClfQJbg3tZwwS14yJHXuBzIj0Y5O4lzg3dY4lV/jNESDFlkbxxSl5sQ5uH8ieNYEB94Vp6jDCs95srSCdnxj9+/Xg9YLilTxbWUmrnOSzR7W2xzZZTfqxxSeVscmc9kTNNfaFhzDHTtfAOMvNIbG7wLiN1fgRsyHJmyzBmGl2WQGvE3xtzgXBVQ9hIvdFmjhmbNu8tsg4PbbsBCi3e/NrwSF06t4Mkscxpl6XditHgdhAV770nGHyKCQm810ezYBk3fmxr8BLjTHh0zhcNHyjJYGW1WQpQlG2ll45v8aHkXR912gOVLXlNikDnD3mQYS+hwKzlUOLbKGn/nj6ce2xqRKzfndBJIYT6BHFUycDZlNT7P7H2BlqEE6PotD8JwNtMqO7V3Zi8WPccHpuQcfbKbiw0k70oK+gI6VHUCCNfMeYTtHOCwjcQq5lzOQJ+jhqBmYNcga46F9hBSGPAIXH2Taqm+0VMHTSZEQZ6Eg9ZXCGHhV0W44NgPq3wKQYWcYOkvV77ZzD0sCP2ltwt7W+j5W57N3MWhQ35MypKTUN1tO3xmeFvc139RQUJ3JR3I8QALHTAKJr9QeHhEZkDvTyfZOwfZ+RbP+CquUd5dwWUn6ITLWRISMqeYn5yiBRXfAzEK56pIsCF3nMgM+r5kzQxseUbm4hUGmVgOhkV9JbEJWqd2yF66ox7iQhL+1EUCx2Zy+AL+VugvBgByZZbdZaxt/xLr3h4d08S/kjjJWNhBVnIkIQuZ6rCvFszhXUlAf1Xgqw+89WXOIyB9BJ06fG3Mu/eiFHwoI586iyBGdnTD2lvQbfFm1DjhbKZXOw42SK6qUyDHWmn5sK/Ad2JCqrP62UGYp+yNEZolFaTuIN8mzuUU4YNMPukEXWFZM4KF7gJGKHfwpcom1Zb5UDVe6DAZWfJknMVOuOGMV8C4x7sr7DYVXmjmypiZc4xD3oOg4Q8dIOPYD32cKUBWZlJyI1fGqZBx6JH+Kj+Je1tYxM82jGyAA1t+ZHLLj0wFthoZQ7wtTolXE2KG5mLCI8cDPDsh/Mjh4iqnvDx0NkmX7K1b0l3EyeCLmCDi3BQgdiMkZTaQYETWzPAjo6gqsAswQcG7kk6ea8ydxlb9yZxHWt1FDQAfKySDJZSzRN6mZSZTXSnL3hmlGfKxjXdAp4B3F+d2gRCGGSuukjnFSrMGvS8/6jZxbObcPxIRRDvoASRXZqHSEZci/Co/g3sUlAFXkOBMJgJzy0qQxuQda/LwPGW296LyfAQC0rSYHr3sCEdCr1GqvRwRmpytjtouE+NOLvpi5VgrR47B/VbqLMK7/YtvsAFIWwHAzJxGXnoMJhA7x48OnLu5xSNhOtJZ3UrWHPvSC3Hkn6W0xgAqR1EuZS8NvUyECfZgV0V4V0XmVtJeeYrjyZxiiJlCKecHnDI3qdbKP0DAiu7agpkn5Rh1HCq09pfEJt4Gd8fbqWBGa6nu5XhAW1e8On4mMhI4ts8HF+KicKuH0VwZp0gmHKP1uegI2FtCJi5WapiB7DTJj01wMg8m3zOhUcm5KLr7xgAVmQjCm6yJ4TJ7gGKCm9n5c71er1/BWZgeQ3Egeye46YaZb7aQClXeTaL1YV56aANKmmTOIi2dUEYZF+ACi2OrPP6nTKxWQAmVK7OEdW8EOp7Pliecjc7XzkJnENazpSnHCCKz39KNTZjZx7lYHv2TKWB0VeuXrCmm7YprFv4CrBV7NIwdTnUqBK4jYTQrSYKQbRBtDiGG4d6LOvMhlLiivRJQZkc4v+t4YIfDkniXQgb8/AdYSx0moUj2UsD2xBN3PmMZwrsqDGwBJr7yUYs6mRPsMZsROf1dFJCu1+uVZxHjsoAESNlLiJQbHWfsKji4vO0tiGddwKavVBdzLIBL54EAhrf8kZx74m8L1pAApyL9rGk3JcvpDn/qc5VjuY37TxYSsKgZWK6E882AfV8cisfeJuVw+R1gsdJcMZ48GQdH71HaQKc2feFdJHle40GinfB0yZxDR/oNLit/LFXvLQ1MvoDzCq8BmsqPBeryjUjNxYzCXK/X6w9bbdJeQlizl8Je3zFVuE9w73DulSBPhYcPHcUnStYEk+qMeIk+LVWNd1PQ0HU4U2QAlycyJwTW/ECy8gdYHeJscwDsSxFf4DFnUnOc9Zgx3PCxUZ8I4djf4WNDzOkDLVzkys1vD2I5+MFOXO5RMFu+FOQFayFSzUqQLmTBBwd0G0c9vIuJxEuQMqGZPLVkzqDTvnjFwxEwxXsPKv756IxuEIAyO8Kh60C6lHm1MY68e7hAl9Zt4dUkZZkTwlRecOjnw0gOr9frlT/AegKThsnIXkLDnGj4PyzpFoVMFyl/gO2ESbsIZC+hYU6swaVJr5R4N7LOqzU+6SUPceYMStBzZNp5PyQN55p4sftMHMGjq0NZ0wJQzkod2E0QI/C2ts0/oISZnmryIccAWHQhRMZ8BEhbHMvX3aVwVuHvn8Jc6YZKzmOdw4vscGxSDVp+hHhQa3FwkSfhaHUiSNh8CVRVezsDiVPJiYPjq7L82GSYZwDw4wrqFK/X6/WbsWnUDUwMyF4KAXoQzu/WYCAG51qB85kBgOgCUZpZE0K3A6kA6uM8g3g3BQD9JfMITIeKVOZ0IJgNDMJ9ISE4OFsc0x05dgj3EHs5xpbmtA2V+4zVFcfGRn6CvCFddccpV14p0Y3U4P5Mp2iPfi7hQCkOwEiwVMhKjPAyiKkT2kqUIN49MuXjtOjQRhWoMifQWG8scsOfxDTuPScjfw1UT2/V4MuOblS7ESoE/CYEHJxbwsmOe2EFxsLlZ806FRlBEa8tJIqKt61xfiJNL/rpEDF31s5eRE6Cz7a0eL1er/xKjwiYSlSI7B0EzTPCXOHYIJmWacy+/LYtC1oBqZbsnUDWIXvIfQZQTDh2D3B/8pGBH/cKc2UbADnOFLtVm6BuUgxY3yzOAY2N9JEnS0+75OWhr5AYh3dRdC1FahAOXX2SORcUyQM6d2w+QZRzq1jwWQa00EiWCrKmg7z+mKrgx2Ew3NsYYDzJgikMBGbNj0tIsl+Nro8khMrZ4gjYOlAbwJBt4uSYqi47mJLGDXjG6/V6/XCnnHqrzlf21nHpR6y42Fh2Fo79XvkPjsToqB2UuTJTS1fiRKojYzjh3SJvfIXr1kEG8DIngNyBFLHw1YCS7FHPq22HywmMOEE1KxmqzBX0Ln2XboZzS5htCGU6wE+wrGbNuMWMpKNrH5LBwNvSCH9S5wGtZOYy9z9HuuQoFRfaVN17TFd+XRUwfWVJIDu2cdOXnBb+CYpn1+v1ypuKnMA8Wu9kL42jTGJIh89Q1od3UWTqxjQV4CxiAzKnFhRYTZXV90qTgWO3P/YUOD+YUBNBrkxTIovR1e0DUnRwrt/gvUBtPaRlI2tymfUjZ4xsNi5ON+kF/tt85NAGqq55kk2H/oSF5q8wmMASSAgiXGnsCV4UBZC9MwhziAxGPtNXkrPBGdww6DTANyxBcxz1IT+ViPMvRGXZWxiFHEDqG+wiRmd+TELKd1w2+tAbhXchMT0G2IkGcAkmb7K66I6EbZuJlAeOpWLkh3UY1ExHdK70SToUuDtudLd3vV6v387AC43FRCV758z0JgNSPRg2M5xbom0XyJEGHsKGMmu2OcKnaDj8uDB19mhn5xZDIobxLCtkJQQcZDgI3iLuJPE2CWa/AJcHTfSH584nRXdCINNrQxnwboomnQLtAYzZoSxzYpnCUoRg7T1ySPZeUuTPsBSpp5agZMc1gJ0yTKDms1riXSlkvAYwr/yHiUjeVLXSibjhs4Pk1ji3k/BhxlJoAR/msmYCDF2SdfNrKJxwvV6vfICGCTAKJn2yN4aNjIGTe62k5l1DCjqvRgD4MsxO5rzKAyfxQvQjaO7g2C2C7VhjDKyFqXKl6GGuGrCk79ZY8i4RHZ5DiwOZD4aeN1W/OiQTKZtTkskmnfDn06VpoptYoeTJNHfdcg3df5rSxdngJO4Lm1dgFE5c5LhAILyK3bBbW0dISTII+rWVATRVEWn2xo3plQuofK0NM3v7QmqX7imC02zIyI9FjXnzKOPHhCHl3BJc9OlWALyIgClrprmBMwvdbC9XIsdeyvhlobA2ogEnV35hdMsmXHxeWRHeTeGo4SJe+ElUl8xpZQVGbL3aqv7P9Xq9/g6QbnqKj0X2xnl7ZZ48Gw2olLeZDX2oMns0EJ0gueuB0Sn3+n6FINw92hm1L03xwF17YGQlAeIylp8WWkx2i3MxFT0ZvCvZDyto1kQApzPh4KWvFFTy7mMMjydjR66jJkre9NOkG5lTZYd+Ndl7RlXfA2odXQAUMzuiaeyYGg78fMWKY7cNduHWGyw2hufKUB8ZSGrL33apXa/X657DmgXDHVZk7wutzD+BfKnWQc4W58BuYNcFtpAoJ8dKmXCXMhfeTBcW55pQoqecyYEJveay5hkXmLFLb0/O4dqkc5TfDoKmPlLSJU+OsvVugoLfgmLyrooQWRWBBziJ0JvMOTUH1lAGdgrUGxwrxe/vwEhNwEvnyik4+lfn/T01Z/bWhYXNiaATblrjJz8G+ay1ZPm5R0At89eETbrFBmtZ/sneFitymArCHVUHkbdpNN9AqJi8inck9zut3RI1hBYCI3HuFC/ejIXOfEpGmzUPnHUn30vOEqQH7zrO+bxM1rwmCJG82edMj8yRuEfRZLler9fPteSinbA3stdNTf8W6p/Bg5492qm1f1SigYMorOZJ1g1ZiG3rm63BwrFbKhsDXhTsZJckV4pRA4M2ANpUnjbsPaHF38eJqJH2krKjaJNeBcjN8+F53l2BIcvoEgAXQfAnc0qFyWq2PvlUI0Y5m5wDG8hHgHUJzBwfMYGFlJjyop10nHsCVQdWgAJ3vYJkTX4Eu80w/SEs+1yv1+vuwt0CE/Vdyd6uXd46EGEntk3ZpHCCf0MhGB2kxSZPmjHRMxF85qut5d0hAvxWAJZMxmwyb/ZB7UhOJOq0LUXOtRT1ojSGZDZidNbMYutQZEhtMyUNHEuZ9yXAJ3Irhx+50vKp+ztges0LAbwNPvOp+vRlVB+VuaO+dSorsHwRV49760JvIzHEZsWgNuZHAZ2ZaM3cjvXouV6v1++HSUIjFSmRvWwJemZZ93xoOPAuIIZsHJwMmIiHoswZdUhmxs4qi5hmx7uWaXzeYGf+JHySN/3g6EhmwHk+0jreBRRBhbIqCEykA1TmjAqE4GXBFs+X5Mq7LGpg3p2WgYmEGMqcUSqmwHeU7C8SETEZbxT8PzkhGonoRvau1emZSO78DlkI9min6u42Eshy4dEhT/oJAp+hI8CT4k1yboo/fV3qAv9ZEc2amin7Wfo/mp0lHLsnubemtGb9fEDNlV+0wEbuKL9VBS7ONqeHpnTihBm40ckxUR/YghI4XyNlqHg3yKLfrl1mLp8/b/ph7UgS57aPq4q9NyDq+yn+0UF+LTuWYe1XvHzJPvKAcm7l96NRRjOZKVCyZtZXj1Iix9YqBm7SNg4fb1SGvv415cnQpX4l9YlObILibWVDvpUNCbnNnDG52zHr3zr/TVwdXa/X61byB08204Rj9qrYy0Va5mwkCEocC8XFT3OjJ+NhosqVlX09c8cWz3dnybuBe/2DtxKGlFKVOaOYMJM0YfSkc7Zw7gqibJ/TAHAIP3myJvyGLE4GP78E24i9fQG3a3BpyS42OubHKxCc5oBVLwIIhHd/8PF6hQ5yFTrKvLkq1CNJM/w8Sb096um3zTrUyPrghJEnU1nAkomfHxsohrPVidNlWgfgq7QwOR4ayorCwLKFDHG4Xq/Xj0KSgg6687M3zUjfNHL7axcuOZYbpNUgSWXFCErIlZ5KcAcBcG9QJIdzo/T5UTUcMpcab7LmgaUe5YYRv4XzyLtdv/7mCgMcyUkhc0bhfRcYGfwpHgfHmgRBN484hVlGICqy9wQeWI/XgE2CzufeA0D5T0io0tdSGtmRzJWepZJFFlWywNsidH1snpEcikBB7namepfj2gdYxzap2omvhxon53HgJE+O6XbOJo0xUYUIvOujz3uAc5ilQLmSN1s1+5EaBvQT1gEc6yTvr41ucynoXq6k5OuaM/o8KYo2nAuI2dNkGQP7eYrImrAOTMrKwL8iRAobWSSzXbYs2WtiEVYDZM/nYaDDuyyKxBBWg+AmYIeZU4rEdwYeio9V84GznSKAzYJgwlRpnzkOmkOWGjXmpzBgubcwzOw6bpIsXGQoO6p+wks8N+MDWbJwrhMxfpToRv5pp1kTwZsO5UuRz6blyrF9j/pDqoFsHFiZKzunsm7G7P7e34U9+qVwA2DjluWLC5An8zyB+ZY6xGtjk7zbSOk7iPU8OWNC5hQA2ItsKLNX8B/o4owGgOSYvRIYuxY+NfoLoVbeFib4sTBKZC5rTbnbgdN7iA5+9Klzbrcv9tAGD17BAkXWzNdvWBWrmEOeDrz75IffIHUhH+HjM+cAtQ6ZgM9rd3x5l4aC+EOKPPiyTc+cUwC+SuIvXmuFAe+6uMZ+daDwFCRgmXPq6tvkD+j2WrTcW9YbX0WPrZyHFEJ2HEPXuQRe6qHFLI5lAvXZ4qzm0BeTuZKSrV85LLK3o37GJEcFf9fLJbNy2MpeCWN9yyaa7kJgxiaVIPb5xK7ZDSGDPAm62LUsyRIfQrnjXCZw/swda6bMkyBrJijRn2wlxDE46/AujyCv4YWd7PiiKXMGlemPf0w+VjGNs6EWiLEGEMHY7SfHQZCYMY+gzwLDEjugs2yTEYrs/WuDmeBp4zMgMOXdFzpir5oOeLNpKHNWtX3NDGnizQzpw7ktOsRLcsSAaSC4kzV1hK8NORB+25wkx4LYALN4xJKVYgArV3JJLQNgYvsBp9zsrQzsNso8UUbmyZPs2McUBuFiKPYTwoe3eR1+q1EP2Vtok/udyf41suJzqU7s0TB/dGEO0axYFb08eSdJts5iVDykQRHvek/4C5h32XuEReY0+vYgvk18hUcbzp1E9KGLqzmJ0ImsyWXamzCd2WNlVy3irGY9BjSz98ytd8lc4SsIPuBdQb0YygQ3eAyJrcyJfdIDDFHRHyWZcOzk4m8rgpC5IOXIlZVU/QqS/q0YATkbnmtMxIUYWIHeZI6FrL77kkyLfuHa2z9EP7AIQnZzZ0N2BL3RO2NEaisI3k26oXwuiCU5tApmngRV7Fv6gvjLt/CuDj+eTg1iPmzVkTmX2vQebnc8mS1Pzn2xI35T2AgrrqHJmtzpi4mihZc7e+RdGXAxlz5oYDgiZmROLDz9CerOggabOypImrLGN3WyV8QjHBgUFHPWVfK2B0R+lZANOcp2Re56rjomVljMaiXLuUhCvZgtYTmI25ys2WWgT+L5/Gxw1jhWhIPYrUeQ7FdOKFdySYKJRUyWGLRIFe/mkOLdBnfkGH0+MudTZN8RI8R/QQLEVuLRLSMU0Za9ItpgEUSYsRpLKN5VYsOnJdiTV5ABkjmljvoijyxe7TAP79IYjN+Q1sGsiFsyJwKrzrU982oFRnm38DSGI6MSbrVDkDkRNOgMAIx+7hSzPTqmCOxFUswiQJHzJOpfGQElFD/wlGlvaXDqHKZCZX4kBGTH1CzZOw76eDBQ8jg3BtYrHXkBB9GBI2uekfjCucMY27FzhXcXP/gzLHzZD8pM5pzq64nxik/1xYyz6ZEQ8xFABZclfXM8tP3q8KKIGTUFORZJls+W0+QYEUiulAKna4YW8ZnNB94l7PQA1qDkIiEqMqcWZtd9hadq8uLcI27+8zqXF7tZ1gTT0pEM+PMDjPTxLo4lX1YUmTVAMM2cWBy9Rl2lXlMIw29NfgMFmL1mld1LFzAe7IIi7xoO+SNVOlkKjClzbhn2Oiw6jzR1xNsYdP8U41U+4gVK7nwM+6UTC57prZN3E3v4LgxkclsWVObMatNjZFU9E4os3sXxfRcBqcyWRStzZtnpMZhA+AZLfHi3iJhvIpWSseKfObdIdA1dRR3Tg27S7OfnJq7mLW0Y5MkxMvoWM228gjejvGsjyxsYEsoKrnSZc4tDz0tU01xpAvc2Vf8uBjE5NE6f7Aha2b0wGvBWHfJ4FxGOR9DkL4/pkcucWmO9RGoI38njOJfGkW8Qpw5m0ooia6Yt9SIHoH8NSpdjR6jGW1KMZb1o++TKLlVfNiIJngyDHedCuvFbHKjIhFssWZNMs0OqHX0DFrhwtlQufutDAbjuhlyOiyh8r8R0tI8iGBGilnB9wbbMjEZIa/aatemeHoS+IF3r9Xq9akbWJmQ4kCaz90NrFo+Y0s9FC9yjZUjEH6B+1mssSZ5EJcLsEvTlObcfzi1E4Ne4YIAzEyBmzTUdHVtnTOzHzhvHHjn6apEwMpQmLblyCrdbQRPzuz3s7G1hJFyEr0vZVhcl2XEPibKhB4A+gp83vE2B3o8ScyX7ADEmd9XHXrnV8xNKozj3EdRrssmRV9iVZU3NoQvhkuJ/6BrnHsY+78sFOHRKXtZ0G9DFEtliJmF0m3Ts8PMJgZA7Hgh5MvSvbwHK8tNawHEsCQN+qpBKFpULMld2cvj2UJ36UAcAcDY/l55ujof/pEzI8VGVrx4vS/qBahfBKwxyaOpd9p4hdU82QX5E9opzh1T63qYl511QyppnqL2RgJTOJQXp3uIZ+l0YZ/IWLdfsOAa0e6l84C9zGOHcRBK+heMmjCfAYNZ8i9PfuJz4vPyGt2mV+E4aLnMiWWeOAcD9SY7iZ2DZnBuEhqe8Upnlvi5kTbU6fdFBHf+lhQ7HQjp9tKbUXAS1SK78lulfihnfxEQRzs2R5G1A8chBfY6yZty1azUp/97onT0qKhbHgZOTxWCYIU+igvjKzU16RTY4OPeHAT+J4TCX7bnKmm5L3ZCIBG/kxRTO9arwjJhjGapnyZpxUb1EhR3+x58Pzm3M4B+BRuQEk36yJlyDHsND0W/Kq5yN1ckH0tiCD3tXjpW6nUm06wu2VsGTOa6ETfnc7O2TUUZU5PB3p9z29pBJzEJVqkxDpoDsqCcOpuco6o9xvR7hdHGHzFR1RJeYHWH29o0Yk8BP/BjXKxhcYxMw1E0CTPOsL3v7RnilTR39sw4DONbEC1+HWQBegqLLlZ5o3867PT8YZ4+3ZUX5SweKZBlmC3JMIKsrISP0SqqIm/Tr7m+xkOUnTql58gxSz6IX+ZHumPE2AES8YhgUsBA7fXLctNQVVOHj+zQg4VhHB5//iMuNAH6u/H56TzvrX/QIyunmLZ5E9krg9s8AXPE3j4W9NQ3xAwOzct/Blh1D9/TOMkN8Y1kN3nZF4Rv5mJFHmMrJMZGSfgS0x9eb0LlH0azwYGmU2UUFE/LkHcWvEM+tP5TEB28bYMVDfrmBLbsY5djpsfMcc19rrXBsCu1n8AmBIeDwkyu/JOnXNe0nmfh4WxXpD8KyyHabcI6TIHRHDYIfsEeQvb3BJFbtTpXFggCy454E3wlhY18QBuL1er3GMSTpkFE4kZm93DCYXxKw8XMyBmxSB1q+By1oMuShWJ4kNdKxfDyfmLiEY4OA+DAZVLbRls2VVxz7peneF1BlA28juvpKJ2dgMIUUcgxFpF+YAPvOpYO3Td19AFci+cwwMsdNBnqPKzGxjyQwY6yWdl+w7TJXMaSRvWlO3XMPj/fj4om3IXH5zTU7GJXITo6jxHQQrBp8Z+Anb4ta9Hla2MgONpAcPzHoiwsKfVX2zd7GQfNXrKCSnazw2fFMlt6lS+mTucjAsYBcD2RMG9hujpNcKcauS7FZeTpvnLcxMfkxp3vykJZojqUI9Bc7vh9F9cDbnPh8KRNtlsJjleMoCL0GCjS/w3fvUTZXvgQQbtaK5WOezIPhG+bLZpy5BnWGRu4lnmRvmpXuqVXHR6p+jvUx5ovF+bnFjm+u1KLYo0AB9ISLTJt0wYTPQZNOZoRwI0+uidOteKn9FGM093YRzEsoKswmKA2QHVO1vo+eYD5YFRKOZfH1lFMg4Bg2TnPlGDYdwlXbf4E6BQCNBGUX1EhmL3fOl8LhAB/POcOxjT4+hDA6mW8JT670YtWZLJX5GrAZ9ugbDJ4H3R4M4JNPntwTpANRoPJ4ooB72+bOR1Fml4kgaZEd0Xi7Fhgd/gsEBcY0mxB9VBA8ZUCK6MnePghfQD0HfgMZRxwLQ4jn0iES/tGVkSvL8HU20z8ei9GPiy11spMdlb1snr0z0M2DyhDkWMa3v8AClix3BzRXglHSI+X8+CJbMptUq+nfRSnLhkppefKNkx5f+q+F9eLYGT/8Ghpu4EuulFx5JkPvQKTrl8izYm+9C/yMsjjZGoBL2ZHPlS8ZM1WeDhYox+qI87GQpMkRtMjIlWOE9CGaft9CDMc9SifMUz4ewQs8lMiTfRB0K6oSn2oVkmMLaXg+NRbAZDJorhQV7CnCXPwWVUxsVgDKWCGsZW/f90uEzJJ/VQOBYxfjvlRXWc4aIpkry1h2Hii4foErERxrA8In8GQL3KeOzpWiR/rghNNfxDWGYxPrfpKcCRnphWSuPIOlJ3IQ4RerLO1tmqr/d2Zn71GO7NgGqWMh1eCrPFmzSbGq/oQcS3mFhsg8SSfuU+hU/XbUgFgHHFS/6w3NRDjFshfu27eEpvB8qx66KiAzkTvO7IUT7Vus9D9HgW6PolbwXkZ02IKoVZ78c9jFmFj4IlJp7G0PTA9Z+ZXVIsQ0O/oB7QTGgPFnokw3aRWT//YHKuMhyHkS9UOPMkPIB7y6QAjpmOV2dmUviK1vmazFQxFCsrdnCj+IDTpyIRO+7BgnqGfOtfhrlnz2aKqbl8MBA0zIoEmeXBXtczCV36ORNqmBq492ZJfZ4gzkyT1KXUmNPZ9vjZ29FaLqrYzQg4+srtlx9UDHssr+XQZkj66C+AFi0MGQrRPyZOtj5yvywHuZMEmR2pp3IOHL3jpv56Si+ykeP4y5cUXxPOTAWcYqbNkbIuqrp4vEF8IKs0mfAn9WjEGGYAI1T/rB9iJVfPywNIubVICIn8TlBtYEMyQrufLoLdh0+c9vnL0lk7+e5ZOMIspAdjRV618ueX6BxSublCnFh4CCMhsYsiNPrmLoQBwQfq4ncZt0iOlPcXXhNzyCZCXXxW7Youhf7V1t0iPSr5XlKw8Y3ZEnWxF7jk44/wSASx+pJy4rxY+c7A2h2oMqrz4eGJO9LVLo0YBAAZeJmMuOrXC97ErVS+nC55OYMCIXeoHI3gtaupXBQ1/nDcPehhn8G7wh8gYTZbIjnqguZU0B/z1aErOCQ/r/5OjkQSdt9tol6ZlEQL+dnxZ7K8nHrw4xA5N4syA/ArjrFBCofhFXiHhOGHawAEUN2es3oGdp8fkD6mzsrSeTT6F1K6Ml4MuOqXN6EyzbL9dJZm+f+PhHYqwwjwtN8mOALx3EKtePoZvzP8CokU3oMc3eDbx3Pkl+kwd4b7lcfjc/wswgjYLsqKrVI0PtPvfIFCmOFMQ86ZaHtUBkyd6/Ez1MkO2jVQbZ20upb8ANJ3yJxSs/CojRY1T48/fiuCiNIAeGkKWavX+lPUs39K+8OO4tZ4e/0/jsZMRPdmxV7EOm7nwyyhJ7G4v9BKSAsOiXn/woIEJHTCrzHXg37K2VDx/sLk2+yujmRwCp3YtDg8fD4zGPAZusgQvOXg9o/RIoj29t/WFpI8bU11LqyXVeW7JXj65XSv19Di0cBIByAnP1QMjeEkJ6BRaBXyjMHgxaIfmMCprs5WPrTkSb/AqDalJ8PJnylcTiwItQxrLXhJQeou/Lr1CATKkMJqzDKCp7TVjpIgKRPhTcZi5xMnPNbWYvCCkdyZrUjxUCXxZx3fltWncylRgW2SuitEPycPPbvpNWabTAlE6asvcEVZeRReYjWKWCFsvlJtQm2etn1x2jyHy9osFvsGANHGqBL3tN0OiIp2YfllS0fEQF+g+wNGDSDCCy10RaT3TR5n8x5UWY8wevchDL3hLXzvgCxDd/P5skIyd8P5skv59Nkt/PJsnvZ5Pk97NJ8vvZJPn9fuMsPsLH3ntXMoTUe++9995777333nvvnXfeeeedd95555133nnnnXfeeecw51sH4uK25jGuVyNf+rRpHXl96aSjQSVDSNnAnBX6aA5cXpLjg2sixhc8cz1AU+GwFz4vuCo3dcM5jJr2nB8EfzZJbthpu0Ffr1kxrtd4z5lTGFkM8qaS0kAcR1QkceXBuu603eClKG6S0Jblyg9x8GeTpB4TXsfO19IIKBScMOUiVTbAn02SfEjfAisfMqMSNfBnk+TXC58XPAvvLM9yeGc3vLNwtgzWgq/X6xVOMgCqdf1skrxer9crzLNcSxsGtrWzZVkteKhIksMIBpl0lp3d2Z1UQZHD3IgK4t5ZzuEHSWk7u5mglO3sjnG92gDiUzhZbLxer9fYCQgKrRjwlRPhI3yMhX6Q8SMjU3Y2igIkz+6mrAI+1M0c3k10hOyyvRRgu7O8yEwNDusyXaCT4EkGQHmWDxVJHlnDUuoEBIWWURcHfvCqjRoQHN7ZDbgmJz6EUAQPaApwTU58CKGIdnJH+sQCkBNhwuCATu5IqZAJ4QHX5Di5I4V6a+Pwg6Q0wDU5Tu5IoVTj3URHyC7jR0am8CwrGbi9FGC7s0eqfGoZXq//iqUt0CamolLiRBjMOMxhbkQFkWspyXggGqa6CZQdUG9tQDRMm0DZQYVMCB9PscGwm7IKdnZUN4GyI+pMZowmUHZMaaOd3Ul9zHAtJRkvBQhPEyg7MHdg1cmjVeVCGhPJIawgFopiq04dkUGal5qJ5JATEBTcCIQFDu/sTqqguLObCUrZf1CGjof7nECpxnCfk/+gDJ0oCpCx1YsNXAwIj5eyA6tOXKXDARcDwuOlAOHRTCSHDITN4GJAeL5mIjlERaXEkwyARm6tqXECgkJrDg6nr8X6KzDw7M5upg0I+Aj5fDut06wii/jKRR+/Xq98hHz0krq2KEIm/PrNrtdKsK0YywGPm12vfpSSjF5S1/alQvrxlDbaEqBd8gGxQG9wd3ZHlqmAoCe9pxMQFJtJZ+FUV0x8qism9JK6NkxWMnBxlQ4Hf2Xo+BjXq4QDfXHUmcwY1+v/K0Onrkkyxoolr9frdUsIa7RAmzgrCJNIs7omydgJCAo7rVOfuibnQVJaPMUGwx6kYepT1+R8O61TPek9MbOoBomvXPTtQRqm/0EZOv9BGTp60nt+kaxexFYv/CANU8y7ED7OYpAB1+T4QRqm3zbVIHFUHyvMzybJ+Ir0iJaSzL9er2FgWzEVlRhQni8GlEdLJvX5NmHVia06dWR17kJQMoMzDY/oB94fsCxOvkOmcH1uNbYs4dLTy/LJYIKMoj5SN1ccQsVUlshBACPkJRnMsg3VLhmzi8JOCBP9x84n9sdXLtFVljej2MlsqHo0PInDNOFKBHroBoST/Fn6masmxeTQ1BTaJ6nwlkQsrUhplBbAbBY34PEwAmu3tsABMCeGEnzYnRo1YYHCG5y2shdn1PjYafrKaz7kOPPWhTLn5RQLGsogz/TplMwVxTo7imi3WaMXAsgMbTplYmGYzAGyNoaxUc4TXmZjBzamMQ4JIaJEFEBUZS/pJDjTZ8bmhtCY0RV0nMg8wb2hi+uzoqpPGREI2qRwQybUCh8xEtpyKWAUDwKgMmOG3jEv6STocHiX5OkSw44+38Pu1IY7ph3AizN2ai2+bBY3YFiz4IDKIgUyalWTYircwIDBAt0chTk2VD1ynxZioKDTZgWvRFcZ2xXRjsM9CWKsNlS7cMTDI9lK1ksIAhghglYAKVsbX3+SSzKYLeDQBrOL4sFViOYYPthHx80odhCEyaXQOlVA+yz9lCLD40wVCiIclKGpKXSSADs2UyAza5slUjCdWsAXOV5pcB4grvmQww6mlingp+iUFHZgZ8K8P/7MNA6yAfPCDRiB0yWJZcyidkgI9SbaqGqteRF2aogBU03WFDIxSN24MENqJ4ppiTllzmjEsXJmC2UPgvQ7nW5U9sfIg1wz68BckD8gHmZHG6lZTU9Qnky8ZqwrC5ny0Q7OY+cwY04mgY2UwZN/oyGstWVPuxF+Idt+cGXdxifDV2vLXtZsEz6NlMGTdRqPN3nsHObLD0VmnjY61pWF7MTOTScdDR64JjLqTOBJV9MTlA3MWZGPsOGZA5fH3so+IB5mHxrCNBHji6y7JrMMck09QFPJiE6OwF74vNAK4B06MBeoclNzIBoxcA6jpjk/6IqJgaON1HynCAMu08JPQ63lycTrDKO3rBjXawbjEmdTSWk3MGfFYF3/Om035MoPcUtyfOgj1LdO+WhnQzXDN4dRU5EqG/r1DwyjEjVfL3xe5KPWLxroARdzMgmcByzzNxrCaIiYYmiS3bJGtVtxQ5Uds+AIZiQByGwJBtUzN1m2j4oE30CpBZmIFwk95vuEsWBKv51dT3LiqZHLD0VwhdQ/R61fsgoiXyd2bvANNzgwLnHyBAqdR9jwwJZ+oneKMHLXBi4+NITBb05RBKIRc71erz/GNSthc6ZC+h3RyZGriev1mr1eryqu1wY6rlc7Xa5XOwlKAK5P1+s1w/V6nRBtlXZ2b6J+t8/mwOZSV3ij9PVEkiLzB1STtgVF03QFrI7vqFJkZIZTTHnompuSKOQafgmuE1DUNDXdlhNSXFmfRF6CLYWFkab7sEn19YzMkRmOzJ97zZLGSxQNxx2UkBv8LzUYImQt0GJ1lEOyLyIznubS5oOJqdu8nXZEMvwMMDqDCJTQaq1mICpwWLGJzuiFXlAAK0obsg+HIs9U3tY8jmAhGY3/hgUBlZoBzSF/DaBJ2Av/Mj+7a44bTZYXpLF1zptqdek5XtBTLD5odg75X2r4RMBK1GJkdoYIVfkJ3E7POGtoCHNYkPiR+ckuLyZMDNFGXW58AoHzn25woTsaoRcE6UXRbPGZ2rBOkNTTCQTppGxpebUJScA4s58oUIgu+LKsPbIZJvN5OixzmOf9AIjD+xBAWxFFyCSA5k0T3NEbEkRP/SFpApHiuSxxCoHGUBcQarDFdIefdMBl4oSTNsr88ql3xANBW0NxJ0gP7ZgDg6XMU7BhgkUNz7ya6Kmiile7G2sBNiP7YcIYGsdPHPrlEQaOKPkNjLozqHPxNgWGIgW0jnDBH2myKAegzqiY1UVDE3Cx1QphRVp7tX67l4Je1mGnh8OS2QhFOpT4AywaHSYBrXspWOVEE2w4F1UQPodBO2Cg2r0UqDIQGBj4GR5sAqitHhM16t4Jn7mGJyjHBjEydoQpCW/bEqEVqOHq3gk7Qw5ZwakqfbyRIKATUInQvRMCZCOHmTwujpsUikYN13W7t+5D7qL4wCsM8hhzksiBK4mh0DpP7l46oRxCbgRHyvFl4fGrsfy8dS9dV14Chg63SxPKi7bwaK716965uKwXNrlbW8eE8SAgx7WUbDQV0lX3xpnJlV4KdmuIMVxLOkZP2SHRvXFecqVdFMcLDdx8/I5otAAduhduSXajw8W9RGy/F+WGdw1+7WVopjvC8TmHiESuFcbS70Gh8uwMPt2g2+iOcEbkH4NiuIba8ntRcnhWmiB6TJukO8JpkAvzPPIoD+j3nFS5WocAOgGFB93xTVkuMgNsp1Gb49ysOe0UJEL3vkHl79ENzqblye9B5eFOi6o6yyVBd3QzJQOi+eLcyKAwL0Rgm1QrUKtlquleN7AcVkOO91Uosc/QMeo1oyDd22Ynf53J4ER32vi9ps3p6K5orCAOumPpWVbiPfAJMt74vacyHiTES+8v3+7YhjB7uJJjW+GS4CPETNBJNvC6l40wV4ERZfOBc8TvJeXhGCpI6SkgXLrjGstMKfaD/1Vw2ph3rui2Nr171fJkKDxA9hfpjSWARTX+J7eokYRgdO8aas4UsoBrMGPze01+9h2nJFpCiTPdUU2W3AbJYJsxVOP3jLbcQ14E7TRhSHdE8yVTWROBHzBF40m1XXhWAxAaAhdUn5RTlBWlaOBSYpeelIMc3uBuTjNIgdcn4zjJjUU6eZ4NLH5vqcgGfWJDq61w0B1JTbNXFRR/gOk9qdaTP7EAosPgHOiTcbp5kISSTeQLyE+0+dNCb4C6N61PxjLCjB9NJfGkG6b4mJ4GvXXAsE/C4ebHFVw42ZA9npQDHU7EZUKXmWH2yTd+MgptgKdIgLZ94EGg4dAUdC8aGOxHQhWe4nGCFDNI9GwecsBoOBKA3SuBFdbTVsmvGQg9KYYcnHtj6CvDGH3STV1OcmNoxyGe/N5QEee+4aCT3Ay742hT/m8o+FkQBJ50A4Xtp3BL67DdJ0ulZA44cPAPHDz4vSSmbXmgjW5zc+yOZz7zU58Xu7S00JNeMORscVJoA0YQ+ySbx+wEjZgdQ66IA4JedYCpO90r4UzWUkKKu0EZ4Ekz8I3Gq6TNrGz1yTVochoaGDwwzC6BaUbLLch2rxkcWHNybgvZocXvDfDyEZ5ZLfTkT3c0kyFf6RKzt6NylmvYTOBdL2hm1QB3rwQ4b/EuthYwLDwphczpNKzqAoFrfTKNN1uOeOR/Q0z8nlGPzfgn6zcjUd0x9BTmc4QNr/OD4UnvnDaWC3UajcpQn0QzJzvYwjmSWJSPzbTAjZi80Q70NPXKLFOyjbvNgdrM+dgqmdyJxgS9YNunV2a5kHdc5zgUj8iPzbTjAQZF9Zci75VZEuQYeR12Hs0mH/u93Cpj0Qhyi165yZqBKEbhVw7+fGwVK/v0SFaPYRnQKzeJZBFZLndmcwO5JO+5oKZ7z/JylxqCu4mcFp6UTotfyKOikW786ZOjUPIXk88m/fH5sXEdvlWGpq06p3rlFTG5CB/QZiFAyO8FGOMmhizRAFCjumOoUs7SAJXbUYH0pBYsd5IHW/QaDDp9UhRKLnCgBHdxd9mgy/VcY4Lu5WjwjS4rPIEq0cf+KbsMPKizPnqvvEKXL3Cxwk/wGPN7RGU7BGEOHVe4pzuOIYSt9Gm3pOHaUY519BxpZfdyATBga5TNeSH1Y794uIMUfbQU1FSvtGKUJwUl+YPWJR/rO+zMMWr0LlLTKzM/5C0Gxs4xI4QnhUPlGkC1aKECRH3SzJdcxfAL35A6wZNS8Ns2WHzRbV6Q+mQZKTCePmu6TlUWtrQMh2tP95pNyV6YkNhN+LB+LBUvHEyOoW6aMtArvZv8pMzZjgBY5LesZbgKCpZ5D5RZdxwTInPhWTyMjJSP7Xu2EiU0bTYHR6/026wAxSWHwajJwKqaLgaD7t0n4AeoanxFACx+LwjNVjCURcvdAeyOYjJhRDehvaYJ3W+Li7LTwCU0AwJfPR7gmQcPP+wwnXG/Le5pm2JgoLeOsOnxABD5xpjrRpV0+m1xlfvz6qa7/nSPB+is4k/n5pLyedI2UI63RkQDSDGkT4Zu85UTUnYj5ICPveTCyxA80UcdvHrld06Wwhq0NQVk/rY30K3KVqmxpAj2GAgpMw4N2K15T78tDmp7OXI0GCCfHguQkvPU2NE+hsJY7tnAggu2YclohqB1rxlp9uQ7w7NyRj72G2Ln2MSj0YA46ZVfqJzEKId74KrypHV5YzDko9+QeOmTZLxg/6VsKBUaf5tbEwcaZKCpYqj1GACaHASRkQ+YM/bb3v5sJgQodYQDlD0G4CHHfT7QF8zeCCKxymbg/OleMzzZk4sI/QaLiN/+mcABS3dkOEBG3RF0R+7MA9xDrPj5bWt9OJGbqIYKQtF761IuoiG7XaT1+VgpllyjaaCDopp65ZQ7GTOSAQ+E4MfvDdihv2Q+6bkyqN0xTBjYgRgwLhhGP9XhousA7OjerSKrIkMPXkQj8be5Ie4fHH7obInT3llV5DEvbvgOVfxYKqe7RJGiVgtF0iunDMF0ukB7QYkzT6pGhetB6cx6PJDpk2N6ZM4VUHxb4ciTzintqQV+dJyRiT4JWgE2VFJhI16Y/G1pUXhSiUm9BFek9z9tsiSJTq7UwMFvazPahmCw1l5aev8jImN12OIxrtfLqBJLUsRwfuo6ILXu3aqUDq6GdluW/ljKJ/xsyqS+LrnSKy1HZG9CTtcdIOC3qVl4N3ezmVAM3RH0MXt5AbmFJOrP5TSxgYxh1AlodHXNCBVyCwdA20Sg1G+TgIM3AZnTRV20vfNZk5to+/aOBmhHnGTRB7Tcrjl2JxOmCOMSWpB+7BQZG15Sp9mKhOmVUlDAU9Zc2EmuXZ/LeWIv0kigGTyh65pjmRmEE1efUWdPKpHcpcpc90rYyp9GZ3YNQBOfiwXMdvIBjrZy8tQ1xRxzYhkSXoCwzW9b+7A/RKlqjkWodz5SeQgxcEPJoeBzN+PswR5fdw0OdU2xne2Erni3D8zvBZijm+S4aDoNNLpjGMosijQqNCginCeVsILzMfH8JseTPgn6I2tRfMAF0WC5ngjUdQQWu5eTwKzr9HsF29/nXoHbU+RYaKnv7ZpgLrL3DpTz2VXwpHCoOjOuouNOE/ukGDiYa0eEjcmXfC6WO7uEWRD9xYqka37ZyRKUOuw2Mwh+mxkGDoVnqQdoiXvXwyZHCXO4md54+VgokzzNSYecB+7slZWHOVM7YHMYoeRzrQDuKhgydYHFpq4JoecfXP62FSIDn3slyrY706PHsEy6JgSk7EBMDY86EOa3pYnZnCmNPotDp3c9QfAawhxcjYzLx15CbQKCGXTbqoteSUkIDwamxT6SHi1x/BHkNaB0bxpR9izh1V8EgOO3eJDwLqKN3IVTsDuOEZK9eM59xgf4uVVabM7BT52EtaBrOnDMjzhy7CyDrZ+rybfzKgNN9oXsmg6SclQbJNpMhxZPyr84l85DNnPk90nQGHnLEapYSeuWqMDsfwh1b9pd9rzrbmwGIb9tf3EDJZLkVjat3vFcyJYq6PAuiiV+73rtfQClaDq8wu4opgYmHRwIzlWx5EndXGihNgxazi/uk2KQsiT4wPCpIaffhjZhO+k90WhEtPR+xw+GYuDIxgrw5nclW2xsdkof8BGhcx79yCKckO4EiEY+1z/uzjoNemiOk67JtSQfgRPspziu35VUsBd8ANPYSt85j9IyCxSYmkrm/FgniHzti2U3ZR57JaWJrLn33Qy60P2upIvdVFhAJxhs7JxHQllDZZbdQKvtd5+gbSY+KEamOQMLK1spyuLvZjbZDa6j2opISuc06pIF/ajgMBilsnKaLoaD7j3b8X1w6mZ7WRzxuZl89tWfERpucKFrLtCSA0zIsonK8n43iYsNhkKLnqpb0DmNgvIgIRJfSxX8WCmWGkkrqHYrQ6RXRhkBa2FAsMUmyX5XcmsHlZFqBlRMnbMIR24L89V/lEL8LhLEnR9h6KcmJDonUYCMCMb3/lHjd5Mo6jyaTfoBHpzOOWQhjz15dRzWxt+WjThVZ1S+Y2mmd9QRmYoEuF2Uge5ze+UGc2OIBioD0zUTfLOkChj7rA32dzOJaDYjAjWEqMLOGUSZuYbAmo2ijN+lZN0S7vwFacmLG1R1GhmEvxspYqfB6eqlT8rOGdSXc5xRiJHkKH57msUDKeGyn9LaHUO92QtRlx2GEcnnVvGxgWTUaR1momtuZcJjhqTpfYB9nhTO41wfL3KXMgH65Ji6vKWU77UfaH4XSRZt5qhVe9EZ6ZwEbuSsQTW8KgKA33b2qcckaKDT6Mzp3Q4L+AWXSv7iQKplKgcxH+VoqufOiOletMAvIB9NnQDDgo9lIoKzhQmQzVSY0ispdb6CAs1PyeAvguTkJyz8upftRe6UHOVcGSY86dqWXjqYpeVOxH1SjBVMOK2or3yh8rtHwHacmqQ2uhzsnEAmMo/JJltOM/ndSFVdhWuKBrPS7ZwCInNSCjIe+HXEb1UV4y8guOg5M1bdcYzg10EmCc5mB/JjK6synTFZ/VahtVdGocp+OCBBj2LJ+FzMMXuMJ1FW7WLZNbV0XvJmAXdxVeN6vV691wmu52Jgdm8a4Xcxm2KT8VHnc7+b9oTg9QbNdk0EXjCSLkr0DiKhv62MC7c6oZVLSw30bkcuf8Pk9GSIrt81orQphJXRQWLeOieAIhmI0SW3+gHnt5ll0IRgtlb7ZHo/5QBbcbO7AgjC342k0kVw+Okxoyid8/oCzoOIGP9w+uBJI4RxvjA08kcq7JOhBfKWsD8a8i/7uVP6bDNQCrKd0sGueUAvO1Fc8lBzT/xWzhxfAUU1P4EioDueaZG7eHDTiVHg34Vcs+8U43QAF319k9VMdgRC0dfmvj528pS3FUiTu+DZ0yspT/MVKFQ2hsKj3z2ypgtxuNER8vy+uZoD1qLls808Gn1urKq9iie0WdK1a2a1wSUAR3A2VcaPjcKhbxIh0W8Y8vTKKF/MtNA1zqdB0ZOi/Ygzn5h03Olqnxyz48tVokoPuJzw2yIYciwdVC7jZtu7HabcIzzxHriU4d3MuwzJh9q9cIWZyzXNb8+MkRJjLAbveuVkIpxx98L1vIVMHVfh2f22jwPf4FKPlhNd0R3LpH1xpBVyrB7Xb9tIchxhhV4TO9D7aVC2w4oovYWc+l0kRXuDhq5N1ccMWcDG1kBAze9iTtF6Ir7osiARffMPGXiSxqr2ICf0d4n4veFNhuyHyKlvqsrIkDwND5RhWoeClhNS0L1tZF9ONpabAxC23zXS1RQ+9OmyFmX65h8qWEiJIi0Hu/jcS6Atmvcmt6my7ZpZFDIUbtYWVQzzud1Sl4VK0WZjSrsmlhj89PR90eAbT/oV8+0fzAzlbUKfNMOZs+iAExN+qfnYJBE4mwgc+fOw0Cul7MhXgtq01gjD3338sfEkcMimaBL0TT9cspFYqU95TfhtYW04lvBK7oQC0LudnjuKNF5DZ/bbUgocxYzTDEnppjuiQctavoEbrwnn7xZhop9anegsZFzf7CMH5zki8TXW1o994hYjUdKj3cxwe2Uliq/WlpdvFdx5UrMWHkvhTcOltvXJMmDfG4hCONYvw2/LWnoQRy56LQvU++kjZvbb9ItPgUgmZEbCa/fSucmck54ZswqUz5VitEd7cHOZbe6aWQlyFA4M+Ik3JX6r54sn4ffVcVwX3VG0y3czh5I9egTP535zHoyKoc/WsLrmFZ0sBTOWPMUjm+VWl53nMWdJw42I6l64LV89ZmLyFy5hftexb+cNmZPZsHjQN/uwyZGBWY7in7her1cfRFCLhotK7d64GV/WPig7T3LodyHd5JiEEg1r5/RNPhZgIzGGMeoKwo89QsfVQAFzlH2kV07JylZOKMYVJGz+tq8rxwYQkKu48ej9zl3+flnybqBBnvQBFs87KpKLLDL2SdK7jOXP2/eTse1zo1TZo3JY5E4zD10za02OwsjD31gj47dpNDkJQi6ZEc5Vd2TzIW+KWMPVDBB9bBMzP1RHT7fFsdErLf18Db+kcKvIqN+W9caDScpotSp/eked8LVSgGWPYhb4XCpCup0TTn321qZrYuXA/ApBxvHk7HlS7cFziBNHvxka9klRHl8rXmzkM27d7w7x2npukOTQz9C+2SdNRoKn9VAaIHVByIZMe7r3glDWJNOy9bqw/i4R1izkJIGGN7d9k4+CrJqbOO4nyeW3d4T4Hnsd9BuLI90xDZ2vaufz3yMHUrwpyPifnJs8GJWke+0mc6aPufhvUv22B3B4lRUQmVLG7z2PaMaUk5M1cOfhd5+87bw+WvJnggp900+OjMQQyc7zgvvd75AyHBvmNJwFTt/k47UEExTI/US3cJK6rVKweyc86FKiAvyDGPuxkHQcbQ4wG7FTp1d+FfM/ZRMvFUZ97hN4j8J4cia2rmsiWMxQ/nzxMv7KPOmCOVyb15QbA8B9cs1bttILfM0e/343yObexoXJnX/XvulHS0bCWIRXJSD6bWQh4jNkdDrNDIve8YD5zjAxuUWX9M+9fBJH6OqizUJHdM0DE75Onza23qmF331k/YKBUqdhLte+yccUM8EcBS5BLuxjl8Ce033NVtjWKzHVvn0LEr+EcNFvRbd4CDC/bIgopzvCmctWABjyDUekeNJsCH+jSJhui7Tqk2l2fFP1BPovKIRA+GiRVcTZ7F4NIXJMeoT3mSrw21MjfgqHLt1mYHfHUhM96sxaPLji+7lMDvcZG90sRUBf10zAID9JzNEX+aD9LhCyrVepla0YcfZNVcmMZAAZT6RGxG9jYMmnNLc5UlNC73x4vnSjxnvo6h/rmIObZU3lHli4euX3kPsWKryvgj9Dl6fXjIh074Uo/evMbufdefK7jl765SWghvG49E0/Yr5Gh9hthsiGz5XiJW702tGclXdNrTRfQASh3pHMhCfVSsIxdNnyYWmaPulmNfu+PM6NPBLrGs3zpFodtFpmYffaYXtY4SA3cMr428bQfNRUDo1WyNd76tO3Mswc30FcfOyknEcR2ajVorzplZ7ra6fOzXNZZeO3ZEb5dstZBhywpDvWCcz9SQlux0GJJ42gxE82GNRrE+T6ZBs+3anPhHgAUNnv+kjceVJR2fLJWt9s7eYjTarEVaj8505W2aGfGXISOw+6JleR3ITNhP9Kw/xtCrhwKTO8DMQAhd5Vg3Jlmyuet8jGb+soedBHQK22wrM7xhHTvaQovZ00GfLc0GUOHRC7F69LvgzS3Xh7Gn93SJE4SskOnd0h1zdXD799Znb4w9MTHxtkC4fbxOUbSTB6pSZqntJDxybDg8jnUprGYGwo0LtL6JoLvr5K5sbwqACEvy1szJ91OaLPNkt796Pn66Yryfc5Q0+KFYVTwNEhsxDr0Sfn8MlUIGxxvGyrHyJztAQreN2rwUSHs/Tk2SEgH5uEht9xYo1GK9HYK610+9IGB/EZksHfbRSzO6B4kpVs0OycAhTkIokIfGurnjHFEQ24ltJMrgNb6169uVwJ9Rnv+ULnc5OIbdAOWFkIG981H8DISvwued0LI08q5uaxlElqNEzIPhlndwdXYng5R4L8Nowo5/C2lLWQlt3xTmS2DCSyOfCx+10h3dhCD63L+EB0TgDX7+Plod8A6OO3aZHhTmz2smKdAD2+4shP0CSJO/So+t0mS3uDg6ABeBkSym+HwVHic6Mg8ATIWrUu0KJrOsB+zTTR2RrSjP3uE6U4TylTlwmldk4Ad76TdFp5BiYj/FZOCJ/nwQAtwctOdzQt0d/6EPgiD9g+9scYH8PCJwvWPfbKLF4ypY3KH0Qpl6GJKqPhqOrePTn5SQkwXsBD52/7ovMhIj9oLuSp99bdi/KCuIsC6Hd5nO0NSjs/ribpnEFj+TGNKg/DU/exkXv8ZB1IbWaa1ys3mXQFIxR9aOQLT1rFyuEgQXPem5U+acdPpny643ZadIzU7mi+tKJ7O2j2vSAxH5V09LlHiuzP7iXryGCka4IZyEgcsWwMqXN+N0iHuAaYIh2BTGvnHKD07fKjj7uFQfCkX2O8GhZP2owwsE/Wifvaj8wrDEaOURZx85XENmitp0r34lnpISZc8DLQOP62A1J8CQxlpkHk2OMB27xEiPEDjYH6rScfXuFJVE7r86U7pubITu5Ut5cbAj73iQuf9XhGw0GmXdNLRRcgBw5XurD32yBIekMkLa3FVnsswK9j2b2IfxxZ/a53ctutEJJ5LCDROY0GZCF0R/yXi+THNnZyCJsUcl8CzV7ZGSUzISLE68BI8ds3l1/IyZjehXq64x3HrpcD9DvB0ekxkR2oQNG9ILSyZBDfrnCnxe8C0RAbaXOoxea0ds6hGt9UG54+jGrqc4uYbS5YILnG01vXJAOQixBp8QeQoh97BM9rrqCgNZgUvZKLVDeLUerzgH1PaoDL0Z6QyW5OqX1SD2ZeAiWGx02xXa/X6zdACEFnVat0rx6J3gIC186CR+xznRz5bLk1WSbvmmJOetRoBc9YCPrbrmzwoyOd/0xZ9JjILEd2yORnA7p4UggZvCqLDjrPYe2TqF56hwpUf6nFp992YeNvXUrkrgBC3fFPkIzET2psuWbxd3d47TrQGRmxcds5l6ayjwBiPlZI31goGBW8TcszU3X5614RczIkkCS8aE7ytz3g44EYGdNZeLHHQWE6GQgUPkzf+1hGQL5gDZBM12RMrwRjlyPLmNhzcgd+9wdg/J8U0WBa9Drn0WhP8ivlbEGCftvG8j81MulsIJTuuAdB7za2/QNRaGoUaGQoAmW6d8Sa/Kj35ekKs59LhMC+MpiUA+GqrplPs5AlSHgCG1QfW6SKN0NHgM5egNArPZ/6nYwbn0DeCk/6tMrhLo8MRsjVJ/sEyUZGyexMP5Cfy4TRYyCQQYuZlnbNLFZ/8A3Dz7CSRUL0WCFV9/K1dUMeGHySJA5+mxUSD1oczBhIXOkxkmh2TDMVh+kq+90cYfZbgsAsA46rcz6N5R1+LPAIfJI8qQMdv2jqTZPZ+dMn9Xz1FHQSv1WeR7/NIoCbjcDmKCkuumNrVnbczvEBkW1+mwPum+it6TE2WnpcxKXPpbjcbGVxv+sjR3zmjBPtdUBJ52Ty6wfyTPBxnp4+dgfnWZkwcvaKnl45xio7kunDYcm3CEM6jv4DbKcOQxPTvdyunpjiiQ/Bv587hHT3UjdZD86JrnkWJDcS1sVrzhr87mSenVZEmld00TqnlFZebKHJcx2d36rZ+ge4eOmxIQDdkY9nr0HFwUZ7mvK7UApjNv9PQ5Dq6pxNaToXmPhDQGCm7MpcBvC57V4Sk5nH6hWObbLhY4nc8ahvP/RYF61XguHrfiLibEyryM9dAuVPfGX115Vr19xaHe0R9DOVQfWkTUbcS42HXPW4pU+q4slB/kJj0zVVfndRxpbA5yb/6ZDROaeSsmKYBE8FU8xvm4rCAah5y2l7fT1mCpJ9LOjkYqt2RVnt1dq7tw+q67DDs/mXld/tkSTeg6dNP+Dq7JxPiz3C4h3+ICnMk3K5fagKYnQYj7M+mSqlE0KA8hlEOeG3mmBcTGubBTgK9UcASzKPI77NemXwtzG44KukyWkwr7IeJxXoWxVPvAwly88NAmZXrtbIdHCMuqaaX86xQMizbu752EUn3MCIL1nrULJXlrmQGycvudcJTL8d3fpdM4S016GQ7ugnRM8RovXDkt2xLDIJ/AH2B0yaJtW9JuJyogw+G8oens+d/POEPrp0F9q1a5616HeHXryA0RS/i+NsZ+POZA59QefEDmXDfPfziDMHcVXgM5V2utcEiHzjjBIO1ZThYx29fAFqOfSXWYpeKcZLl1EF4lsdoeNJkX7wBCgSZCE6jn2ytS3vSDP1XJw+f1uUn71nhWSGQFSkx05dcg4LS3uMP/1u4xEvpKKB5lKT1DkNBPW3Mzu+gKsRQQvdQAuR7v2Q1IM04HIEAbo86Vbjz2LgqSE0QOqTfRB0RSllGzWoyW9bkOS/oIHqLi0ePV4C7IB9dT4xguHn/lixlWAayDmIn67Z5iQf9q8fwUkXv42ncAV+8GA0iiP6o4ADGdGPmT8UCfmxiVz4klYtL6lA0CvPGGbFLEleCVHwdxM/NwQsd/nNEUTnzGKRZaQNbiRgnD43iQqf4wWnZuBHo2ui1ekhTJzhCEw9/TbU6cMTuugGGwa745+rDsRrBkfCAH+sEO43orSiHfDh0SvHYHUbGPz80p7R3w3CYj+AS8psXwGdM6tNFvSjYjuw8vK7kHY8k5IAOoEmk85J1dYzDHHy2d7QYecggS3zWnTvCaks408Vjg2yZIwOBu5v29rTCtAk6d4PRx3yh6M/Q+PKb3N6s9+wXjMVFwQ9htKTDT8z7AbbJr/Lw4QvQMZQJ2BT7ZxURDqHK+hf8Nt40qFDTuWlAJazJkRXcp2RD/M6nzoCZyZAJ3iD070fjPoRsCGbjRPqb9uS4dNoUNUMigB7zJTZB28A8T0wz3xu45ZNBFJA5tLCXfOtTpYxaYFH/WF5Uiw434EBNZrBk4U+2Qey95hz+hJK5fz2kpFPzTmDMVEI9kcBg1kGg8bfRCfhY20I8iBGJXgVi6RXigLJhF6QnoqHg9+98WBvZdCTy15oOycC04xiq7eHRLl9bqT2QZA46AQ2zLqmmltvQWa3szSo/S6jk8eKgtEHiKB2TiuuLqLKlkN1Rb8F0+GvLRiht0p3d/QTphvhOuVAbkAf+0PDfxpjoBcQaXvlGBZ9B5KuP8HyDtMXR5hHCyPda+JM/lMCwcv58/bbmLg7lMPPRE2uehy1mgXNBH/Y1RFPKmCUK029gTdThOhKro75hQ0Yv8Ig1dihpedKY1vw4iiA7jWhJIfIgMIX0XHmc71+85giJ0tBsOyacUfZRJw9OwyQ0m87kOZPdwjQWxPc9LhJqScG1uBHKf6FDlc0VmGK7u3z6kz89LgRmacnpXL8EQ6gai0qmX2yz1MnUmXoE6Bi+V0bdHtKqUleoB3snFtweUv05McFpvotFBk8CevDP3xffwywJ/sx8LF1qMH83CIjfKTlFX0gqUzXVGvSC5dWfCq7JR9b6GX74SIAl9mCoVeKImYVXlL305W7392hwXOtEmrsX1DntMrSWxBR3Xg2bPhYHnO+lR07fYDMiV4JeqUH+WL0DQ5g+V0jIHaTpIyMpdjYObf+coY8NfgQmwp+2yXCrxsyorEWWHbHPkn6krtV36dE/NuQupuTMQjG84Kvx1FqsogamH9DhCugMTUwCQhx3VviS7ar82IzBXDzu5KX3oFSCm1VRKdzWiHpMaBa/MxK5UdZOQdi4zCSCiH6ZKtn/mAlhGdiCfa5OSxsRABxeSirqGvGGWU8MsVthYn/NmwQv2rjgsayE+wxE11nlATbra17YqATWr+2EkhTGR11Lx+YXsm1579yeP2uYdhGMqWTDbjV6ZxbinmCINpeLVMjyEFPwUDRvXxOemVojs0K5ownfTr9ZmyB+koK7pOpSLokAr5rIPnPfdz+CYxAbXU31DXVCPRE0LOPwKjLx9LQ2qU/WMBfH3y98gyOnJfEwb/gL/jtpBt+VRMCDnQa0R8B8MgXdBTZRDfOfjcHnxcDM9QGWg07pxVeJ5wC+wHafH8bEeO+TLACHnMDRo+hQjOGCHT2qBSWj90R4W+tGaGt9JT0SjEKepE/ee/5UsJvsaz5GFCT9BSDqu6YGqZTXir+bWWO88cOjrBqpntJdOX94IG31IL53ETULbiEBN4TZq1rwlXlODmQX03HCj/KR2ubQojhwy4ffZJ1K0/o0ehhInK/W1i1BSD1yUcfBHROLTbZbAKD/SSu6LdNLfkDruo0FVWAHish6UKwCnYatQ5Zb9opSLZ7t2r69+hwq6jz87lBvngqeyy0lJ6JronW7V44Az73yJUxAJMgNulWIqy1JE/3/pHIYYBX/ecF1O/iaPO7xRD9hMFO56x66ogf3m2KpjzpktNvG3TSBsby9Ek9if1J3tRnMON/rGCD7SXKGzykA16vLGOZ4b7kfgcCUH5rpLvbII3CZ2WX3bH1MWc/Ql9oNMFvI6BhGzmzBGPW2NFjpztZAhTOjYUM5cfi+PAfFGHpqCZgvfJLmq7kGrTN7Jj02ypD38OWhHai4KA76qHSqaxJ4v1Xw+fakLD5CmXAohLsuqZbhUxG449P8xDid2mM0XMoDeTrqVjnRLDNDhjcfRFcRFsqHMFBLRK71y8sI0AB5NOo7PldHCn0GxEp4NYBETonAqvMNSSrS/eA/K7jok8jiqGZDgF0zikcfbHE6peDt370DtgGM8UQ5kDopE/+iZPLUnBtIZg/fhuU4ycq8/WTkRo9RqLQi5ShoNNwofvdxCm/BqZPL7nQ6pxTB3qOvrQ3jIDyuT7efCZXii4Q5tQ1z3gH0na5qyQdzm3QSUpMujdvs1dRw2ZrMV3jSYuYfDpuH12gi9kn8Xx1SxJH/4tB2se2mNuWY1LAgxIG9EoybxlMi5T9RRKV8mKj+H9yOjTSUIvuzQPsmZD688Vpvx3SYmPpMoKXgNJ0x1UM+UAfkI8EIcVvC6B3jk40MJEYOXrcxCI3QDPbThp0PxaxzQ8j4HVTFWav9NzQn5D68XEJ+O/KGKI/JZjBc3ikds4suSw11uo3u0I/t3DJfrszA75Sw7NrrqXmA2dj+8uAiN9iNv2+vAga6UuB7ohnQv9MgHwTOaRIdt2yXyU4ulfEgTz0cWzEIjx+W5Oan0TEUy/RAelxkZUu2eXUm2e+/C5ilJe7wkAbeQWdM6pO5+EN/Ap65vwonclt6QANdhDm2Sf7dMhXGvJsCRHafC4PIZ/FCYxO2qLRNXeW/jjkbTtCCERBZ0YL6fXuxePsWDRz7CVv4HhSAgz+hVE/jQSlo0/aMezdKsYnE2D3sYCUe8hRHVgDpFyvFOPNUymufopHFpZZUJo2jzhYsoyBILo3xBOsJ0zBF2FD67c+DOwjCe5kPdXYuuMfAFmINI+ncAf0dwUVNWWZO3Ao0JDOiX2Tgbpfn0k07rOx9m0XRkkwIg0qPVaakgugwvFdpij4XBoWdhceFdiJkwldM20uHyVQshn/SPhYQ7lfVkRRG9Ux0Su7FHZLvTA9iYDsdw+NvIUzJTooEKtzPvV1ICawbCBY2W8riXw/WIQWcmCnO6IW9Ss14v6KFzvMeGQB7Vp0L4g8OI332iSgsr9NSekXqJKhi/IeeyyUpjexcra39ojP1SHFe8GgqYdq3Oma+dqPPIb4GTBb+NE3UHaPHV0YqLGrT+7pkgnUKe4WIOAEchHQABiv3dsBq2uRErZxyHXwpACy/ga1NDrIe9UnTQn0KmoKfE3gwcemWLEHOfiBwcwYe+UXMzmAmJTH8LP87gtKzYOGGcxJZtk5q1TAo3KqfokLb/zWW2UXUtHM4miS1B37BMFo6Nr+0+jSZ/OjZ1dAMgKbcDPr8REeuM+MDh4MHebnxrCwmcRggIVw0XbNMyIwHRVweztKx1KKI5ff9XbJrBrYdK+2St9SRYu+4Ufwd2s48BmUDOkAT2c6Z4Gg7pjXtwN7rH4sYdDfF05oAkFWe6UW0Y7Z6mQPaZb5XBxMfJgdfrSALnRds2zbJb/0vYZgxG8z8n6oUSk9wAKcHhNo0CkfxNgqADT6rRMn34SeQQ1AhF13PNXqWU6I+Cwcqeq60MkWtdF2b58bWNLy8HdQUMWPslGyA+fgyG7Z1OuTeSDhMwfUvLZr8nddhGkVMjxhzAlkOucUF5YSFGJHqLuO3mU9Ff66VzvUu1x2fTNS0o81QWbf2fGCC7Rm9krPHLAYEt6td6HIj6rm+HhFyOgrapw+OSdOv0KFhefAZvR3cSjQ3AGR8GUVuHMa+ANP0vij+RA7fzfHC88hU0j2E0RJ52Ry65AKrPwYHws+98UbfUrY4cWjua7J8+AqbQq/1KnbZ+PDYDdI8GELcEg9LiICc7FB4KfgwOS3i5gbjoVlNgyIn+6YegcnIdJ1h8/H3yVs4TsIHch9yEA7J9NQh8Sh1yJJu6OC+CjzcSbZvX0L4MAr0k6rEORjZxx9Cdgs+vqgs1dyBuke80mXMcLlc2/U8WS6POY/cxyZhFnZVC/S/LYhEd8Am8jMeoejxwLWdMtMq/+iEdNIKkcZCxSn3ctthbd/aX9JfvBbJVdfxSJa1vOEpzvW+dK5kPjw89Ko8KNo8Gz4T4UsD74PffLOJnykxaL38AbF77IAo8tuJMFOXsSdU6oIbCgFjq5ThYFtLcPhmtO9HJJ0L0xK/LQoOR9LYsQ+4PQgmxqhqVd2NsKPI+y8GS8Mn9tCUlfawYMHB490TW0CzqHkSGe1af1dGnN8Xocd2dQJqnMqOXYjqmpba6nNj/LR8PX40OU8XAV9Us62cybp+lQzpHw2PT12gCAlGNZT2eOhR9hHJegHNMPjt4ldW+gGmTJPSTTdcY8EWE9OUw9Zk+JzbWz9mQExsh2jIV1TTEd3ssVoJ4mBfqwg3VcToJnxuMXplVj09Mwcp9oH0dIlgTxzX7DtSkYjZE33cnjTPT2o0G06TPhtBGL8qq8XGfXzr8cBvjoVFpL6jQMnv0WC9AHl8AwHaK471oF7p56IL7jnQ9/I04DMheOI7uV6yZZm+fktj8rf7f7IfbiAgJFQcjtnlAs4gqCYv3fDjh8VZaJVMVhl807M6JOoNuAOT0VZDFbl784g9NsdXJnNizudM0lPj8xxRJ895blEkMusyexe7VL3DDXhRbM8fW73iUbRYAsHmoC7Zj4Aow1q/TUR2I/1e9Nm+CTIgnkSold2OYPv5OJo0MnYj+Zp/HwIJPMbHSn6ZBwiXUuOOt9Kqz8bHgu6yZEhmCsFnR4LocFzcQ70HIMXn2to5UezPOQ2mn1dM+zboXSh/C4AVr89xKMPVwQp44PTuqOeN1k2l26aygrJj3Uh+tfeGGU3Z5R6JRanrjlCjN7hJ/vbBJR+q8o0ufRNXY8BvPXvGann40+/G+giwyhLAUP2yeucUUvZKZp6trBugIURkh1t5cXwCsWBKMVEZh0FZT2u3ds3IsqVGFk62/h+C1nld+vm5DJh+HTHOiO6F0TF7DU69LsyhvzeHapMpvVG51Ra6khoUPncBkl+tMwTDQMsQBYsS2qfRC3KopGh1JlglqGiZS6TQN3bAa9/BjXxpBw+PxdwTdazygf+81DZNWHG7BUyfj5bmDYfKwKD5qAJlO03MPRKLkqyoVKW6Ac4ovyoHSGfW0JJLhM5o0/GgexbpBj52BdwPhvqmYbgtmFsaFSPgyKznkuc8iT/fi7hpScNYZdDacRdMwxJj9IiLTtFtfS7jQj8tvKbPxNQ6JxKmR3JkNTf9WHFbwvTkDEhzJZtmWDtjnu0YkJ/OuLmqIT48Xyka78LOKKsCpcWJtJBqnNGBY5NEfl5vjD+dwODynB07oGJeNB2zigWlmAAeA1F5sDHslD7bUJjuQyHI73ySmq/UoNMxlN05rcBOPCxQqhyqJ8CPQZwoPcJdF+QBdEMNRvIMlyB070fPKYYK3TfGkcmflcw0fOxEeUuiYidc4mpI1ES2JOIcfDbIYC/a2NnLlFWu6Mpje4FEzL2oaRkOSWAmS/YZpmrGE51rwep7hmC6HOnoPrRMWXKuK5wZBFoR/RJVDyxGn4GeNI5XT53BVcZFBFLcIg9Q7omXGYs6Yg0tpS08vMlx4Pf7vWQo3tyPM8XA87vrmDRPRwRhSEvqXROKR+Yk3/g30a34GNBwChLsQqVlZI0pldyiSN2BQyej1Wz5LOdvpX56ByCqcyMehxEKpZ6OdePIPU+l0YFTzpJlbtMmOuaYt0e5YiD/kMNjR+lE/m5kZ2ZixYjfVLOYd/Shul3oeL47eCCGIYjVxmHQLg7pt7ADDOHpwcJkP1dGEx+j0ddzuQ60zmZUjsSIwm9DsnnZ2Pd+9jNtNzFAGiPAazp/YWBPjhEwscCQvltZGsyFzqhvRLL71ekLPgvsFAS6EJU1oeFd28IOd8NV2oxFCRqfvuj6wcCQcvxkbfuaOdF78RDxpPOuPC5KY50NFgx7FfmSNfMo5iWWu6/QABlOeTIER8VpEjZjxyr3SsCyRewj5bPPWv1o2Ls4hCZTVmvHkt98k4JTE81Ff7qRZ4xS9nJitbu3f7onTIy+L0qHL+rwkaX8yUHjCSBm8455f1CUOsTT+mZ+NwYdfyom6dcpYuta0Z40KH8CfpYHRQ+Wx3EGGtPBoyd09BjIVDMKlr+2eJk+Ni+MzHclpTsV0Vgr+ziBjNLGcGYiE6W33UBxOuhKZKlmHnROZ0o+xEkKuIiVrb8KBwon4/LZY5bjfRJOhb6FiwKH5CEp9/KYOEFRGBStrnW2h37eL8ZlIjGHlYvP9sfJB8Lhph/XJ8eCyjsXy1In0UbJjgcQVmgNZrd66flewRFaJyo5PJjVVB9thdQ2eNI65WcIbomnyt+1Kn1c1EgiPv4eMCAEy675sb8wma8p/JC9VtG1r+iMCo7aZKmO+Kh613I/vi8J3q/mwIz/sLABm6yxErntHL7Em6deQ9cgGRmyJB8q93bh+1crmx+e2aKlD0fOn7XSycT4TTTvX11fcuYOn/v++hHv5iJ7ygAkeVgpUGfzLPheyFRKUb7wv3dFhO8hwoGshILmp0zSk8vckRGfOjh7nNhMHpR7M6VV2y6Zlncn8CI+1aGSZ9tTpg4Eg4TeAEdtsdESL5rEpT8tR4wPpa74y+b3+wnh8Je6cV/5/j48EpOWPxomy9/q0ZCfhKn7ZOmfHoWEghiD0gOf5cxj+eQuSEfgdKnc04JdUgHNH4KSDu/FVzg18T0ZB3kEO2OqnZfI9pIr10j+bszEsR7XODAl0oqdE6sqe8kndW/QoxRjS+s2b9Eu+41ob+iW6TiTRFVn42Pnl9VeidH2ZHaYwIBOuZYFd8BzPu7KariPz5SMJU3Bp0TS8gXypeCN3OkyeeaIBM7+UqEaTAh65pndt9ENpRxn0Oijz3B46uNmctQ2Bh7pRY73YqFO6+BDBy/1QH3UdSAkCEp97rjHiNdS8fgdcyQogLuMHsN7XSviBad08NYHENC4e+ygPIcEoHkxwWOnbOKqT/2Dz/F4wrLBQbEPI84abKMWNC694Ser54HI+Iqf6I+18UMX8YQRE4iJ0fXzGN6Ew1bX2/rz496WvqxPJdZHWrq+mSqgC+RNAOfykqVzybHLlZdgQfOargeH5V9GePtT+Ng5mP3yngrxRdZPFQYe+WXC98gc2h8BiFXfhfFlZjR8QrmLKLsnFp839EwY97tDgM/qob786xMcxEcB/rkHQQdC+vnN5FDiWR3Rva7hKl7VUD1oe9/iSZjfvsihB9ku8siohF2x1bK75kMRXwRGNxn28PjUwkAkCN/Vo+HjPolnk9P5sHb55YQjeVoOVhxNbRrpvH4xntHsRA+E363K+XvqljIjHFKnRMrRxcCtegf3Ik/tgSHj5bCLBsx1b2yE0D/qTs8ZZN+eZlrHG12b4kH3QqZJl5x0s5vFTc/CQh12UsHT3f0A6ZvZi3GqlgmPpeFDQ9axUAWAsTVNc26dCV8iv8eIVESfs1BFeheE2k9U0gLb4FP7ndRTImhYDU8hkZh51wQ1QPMOfA7xOjjR71I+RRmLbKbHLD6pJ+4L5ky7TdgBuazxYngFRjhhClccemx0okvp6hb/B0Q43cDtX7CnAfZhhfQObci9B6YqF+EZJTPco2Dgc7yujewS8/C8eOfhZV+7JaLrxB3wUxevHqlmBzfzyFLHowkls8tMeeZ9DTAQiJJu2abhS+dDn2ehhNCP0qK4Gut6GQeRDX65J4G3coKJ18Ejja/deHnjzhZyXqKKemPAmR0oTN8XiyK2WfLY+FLpaHIPyBA6bERnl7JBIAPwyYVhJGIjKKOmO5N4afHIla9XJgAv4siT9xpZQqOcwWoczbg06EgJXgDcpI+NxDVf/4xk3OUGNI11Rp0JFoMfk9Lfuzf/pyVSW4Ms9crP097R9zxuUekjDGtcPKkW1pgLR5P3dsisId1V72TqxS/RaTzQVjZ5ho1BLtja17PJPKNyXgI+l1ANB7OyJtjzGDQObmq9B1JtPy9uif/pkeHw4RQdK8LIj3rNXEbHSB+V5GMV/thmld00zpnAz190UeQX5sr8ruBljGcLU6YtY1Y54SgoXOBwfRrZBV+N8WIOE4PD7d+9s4JIUZnILnjP7FWfjY4Xk/BCBtsgulKjws0+PbxC/KdilQ+t0TWOwDgAW6SNdc14wb0IsEYPwNnlR/tfOB7mGADA80Y0ydZkzoBN9IYlRf4XcAcHm3yQ/5D0aVzPijSFdNij8eAhzw5FFkDjrLu7Qbpl1fw5+vc4rcu3LwVM1fw0WZkfwwK61g0qnxNteRjt2B+sGsIDEY11itD5XqABkAeL6r0s92J8Z3AcOXEPnF6vMTWn+yo4CMAlX4uoBXPZT/mQq8+XdMNs0NeynkiOlb40TMyPgYqKNmwDZg+6edH90Wxb20FMzakq8DXUrbJdQ+wdG8Lvl45NcZrL9vvqijyAdrGspGFAZ0TDETffQI9gaQ2vwtowWc7U96A1qNzfm31Gl763/BGT4DSGziEpVf3xlDqF5J8eC8g/Pz2sMvfoqHIKojC9Eegpd45kr+RVOdjRxR+OImNjFjArVeCuvUpaD48WOmV31Vh6ZPa9rKBBNnOKUaiTzCEfxBlhqapjIbDQPe+WOxPSnx5Ji87fhewgIcQxzC7HfDrnGFQeowqdTxng7XPLeHDtxXJAls58tU16eh0rMU+vkkGg98VVPRd3haZLUmNzhn22WNAtfAOdAT43UQbvgC3TMZS7NE5xd50DWBSPJcT0u+uQPMGqhjICqgCdM6xCT0PzZ7fRKHEZ4Pzwgd2OoEP66zpMZRob/r6463CzPjdFbHfyqaZrICazjk21U+YZfgWVnDwo51InjL1Ci9I3etKAGR2qxcWPIUMRZ+74o6/cqiXV/Do6ppzX11InYBfYXDBGFzS3lcaY4IXszx17wzEHsJD3+9ghITfukD1apYYwdrsrD8WKXV4CMqnQCJeytIGe7PMdO+M0D7iTxlP4wmEz4Z64C85QcozqFB77NSlK1GS4ZPFUPKx2yofxIkPvgth2ivPsHapIkX/aUIkHZmHzICLYvfKwPYkflO8D8LFj5ax8SlUvciBZlD6ZGtYn6IJ5OmIev3W0O5vsISTN4Qp7Y9Cj13KKqL/YpY+10QGvx0xAzaTBdg1K9DoY27efKyQCxGYXvz4bVqjmeqLj+6dYaZD9jj8bG+22DmJsGVeWfcO9i7jjxJ/pG3uY0XsP7ZCKL/g3vXKMmA6JYJALwKsxeeuMOFjPA5Zz3NJ16Rg1BtzRH4E2J8GCJmdNBzpXhqW3fHJ29drGq7X6/U36IACDj0d7V5CGf2GlJ8PSzaOPfHg4T/AsoBJMdzoXkLAnviC6CPFHj4bnDh+sYsK7Kjj2uMpzs7FIs33ovrX6/X6yUKB8lX3dS/hV+ehLb+dCQd+C4PNtwKugVE0WvVHpBy9QmWeLxdK5kc7Jf1nYBCMQfFJVzLgSI9go4u/JBT93BN2/oXcGjhPD7yuaSfY4bpZ37hJP5sdsW8kuiL7le3osYHdj6Qm8TO6bp+7gshXVknMc3gbuuaFwr7ohPEDaazf1hjxK0ApymmpZv3RyLA7wdDgf1nZ8LFbGr4ydAs8A86rV6Jx073qzPFmOJ38aKjXh0OAIOPFANKVCKDsURxD+CZmYp+Lgs8jTk3loQFuuiYGHx1PN/GKSKh8rgpHr4RuRYaXAnRNDEH9kMGpjzM3fGyIDh8CiLbMx7XQK0nZOhMId/4QiyufLQ4WX+ROD56SgUmPsdtupsr45cJ2+G0MoY8kRQb32Fboj0sluggXPLwRNHefm+LN8ygAmqHY8K6ZIbGXiCzgf1zp+VwVSp5IU2pW4Abumhm4XUbRmc80Q4PfFjb5b02r2cGdnP6odNSR6MFeMoCNz3bq+IOmkGYMWm6PrZq6I5y5v4b25Ue9lHo6Q2hw4Z0FXcmQWKezUvUbNFDxsXt1vosXHXCQrSK9kk2M7gai0eex4OlHyWT4aFQOs1uS7kqCFvsSqcYvgY4Zv5Uh50+5sYQx/bj6Y9OILoMryMeqqvotoZzPGVFkKKHS/sgEpA+JcvYF2Cjy2eS48VJAHcBi0JB6nMXtdk6Y+DB8GnwsiC9/AR/UTAfJpFeuseqRo34+2Q01v6Ux+BUg9cGinCL6YwG2jlgG+RsoMfXbQTg/LOPIAYo+9McCRJ1xrsh/976f7TTBB3BjTJbgpUSPsWz0Hkf0vr6U9KOfhF8AXRzYiJ8AXYlRgt5nYM/3IYP52ehQeU4hqDCeChh6jMCwizgU8YPwTv3oGMmfBU3LXqQVupKio27E7esj+A4+lg/Ps6GDCVNR+9Ir3Qh2D0cZfJfND5/NVInX42NJfmCCsccIhPrilC5PZ4X+bHUOeDJtf/LQXVmPtWj0F6V0vBzULR8LAu9ncQu5DAGaXlnKozu+qfnRA0Y+m+kA70ZVQJ5q4/ZYS68bbkX9MDBUPwpGwld6QgNv7hl2JUhk/YWhhd9kZoofBU39Xti6PJXa1pUc6ehAMv18qm7Sx3JneD9beHCZJmC9Es6QrsKL1Ofq0cKPhon/1B0lDMcqR1eShKAbGmH7WB9sfhQU6G8NQZGDNrjoSpD2dB2HSv7VgoKP/SDnS3mRywfcROmVcJx644CmX6Dq8GP7up/A6BDsZw9Cr4zD2AdZ8PlEN6Y+9oPcV1LSJyfFOdIr45zoik2sPKkJDscKCcKL8iTRDyzwyJVjkPKhkC0fACEGx/4owp0+aOoFLcDkyjEvsg5SKx4lV4BjH684gFAm+ssMhVwpxjALlvjAEZgZ26RbcDhWXZOGYMNOnuyTlBPzdOBSgTg2aZYdb/AgimaAeCFP9oHMjTA0eVegiE3KhYU7PRnTYmF38mSqiEyjSoe9R4kaxzYC8iokTjQCJGm5EtRO/mHn8ysyHDgWkmybdknREYqMcuWXPjlEnh5HuuKySatWcDHJVr21WCBP9oGz4xcmu80ZJm/bwtxoFijQDLaPOWZykmmUqbDFqFDD2w7k2KZva3rLO+a4ySnfuOzkZXMLNqmDVT5EwUqX1ciQJ/NoZhNaMvcdVUjetoBve1EdoLuoBOV46SunwFzcaSbE4NgdVbiWFzCNbRCZK8WQyJB0EveVS0HeduW1/7goobOqjuSY6UX2prDkANB4bFKoTM6HMPVVHBt5MvVNTnJ0xa90mbcxcNxxliYarMfJMdJk9oBYgytYgoRjjQTYZPocdZZNaq70MpgtJBXxLw58b0dj8AfeSe0lZy07+pmQFyMT+RZSl70NVeRZCkd0AzCW2fHPVP7RwY7rMWb2Vk0TnjUAjR6bZJId+QjmQglXLsFC5CaFEG8+f2haC67lSVSyrAFL0I4y6snbqDYHQttqqlHFHCud5iBTllyqC9LehmHjaTmOdILPmB39mGbI0NKtJUqJY3GYcgdTg1qKhV+uBEOWJ52AOAFFQt7mgHAr0UFFRxixI8dF2Qy3pYe3dWHsbSkXLyDZpOGl0uyoB0pewTe432g5skmX2HC2Ehr01FBjntRDmp38ZfIush0ce4TGztxApDeVVa7cQiVvEmT2kDgkODeyxAZCNqYTjHpmTbWx3G3Tt3ew6cK5RZzsI5+I+sCK0qypBiUTavC8iE3q3nYa4HNRshpr1TQ79iHNSmAkW7ILA+cmqbJxlDbQDPrwrIkWmfvgWO7HCgB4W5QDTmTAS0N9KMsx0pIMyacAd0sTuknBjjaaozJt9gUwT9bZkNMCgWzDN3Kc+/i3EyStsU1asqYahHzjiRZOQQftLRwEnIBga/aMqkT/K61kMBbU8hcT3fVcWfqBfTr3AC1xXq3KLn8eAZMdHH47qp89HkJqCR62Gfq7OHNkNW6i+UGYKXEANagfig4VB+rb/FVoTnPoIVv2+nTSW9PI6Aw3tDztjNE/AHX40Q7LthgNbPxqmFMWs8qZHSSCdVVMrN+yYgZX4HXwD8yJkEWTDOUGoVJxAO6NvydDwPbatfBP0ETIYOi2ZAUZEvQ+jn+o3nj0OyTG/G4Qnx31IoEXAyOXP40oyVkvkPoerCQ+Qo0HXO2GlU9FJpjVJPjmBJREYqDSAT8qEw1vakvwk8Te5FDAN3lB3pcYAA4DvmxSiL/95e/ExEVWQzUkawnpEg/IUeanDVXZdJiifCliYRaDx0JG8GgZX/uy7wyghZNdK/wlGVCyaGKNrCXYGQOpSNRZRXzwDnaGXpUPnu8c04fnroxftKEziw6+yQcyCIgHbMH4e93MNgKaxz+yuchg3upkqzEt+uoqmd+FyrAXfNjgEVA5zJ9FROSoCtjuJ0zYlzpChV8FSfWsA9bkUD69jBVFMBYgBWupBJGeyoKCN1uRxzGsmf3rDstp+pxl7CSCOEgLli912oUjCDTh8ZDxHIrHIWNPMMVAfmN+mo4k/Ap5xnM5QZrFwAnLVIKacYAmRv6za8ndrCR4UxpAWRREi1wFBiIOGqH20/4WFxAFibeSuZfFtOGRDVhlYwEmvn9PNcemxCHDJ7JWZjBqPz890IwB/OF5tjslfBuqwocp4JnTgAJmA5DZmGgLKIOqQeEmgj74JQDWdBNcbjIYdn6p9C5/Qj7lJKfU+Brk9fmW1PalF1FfAw6LDCZtKTdFesUBeJBv4MwY77or9Z6oYnJoXDZLBcgSE+hEC+JR2FehTvyuA6KdyRz6IiIW8icRJNlI7yy+vun0YQ50XmHIm79iBJdF5a5kKFY68RCZz8grZSjzZ5NkBpKyo7P2OfNzZxK4X9QfX0T3nAaKjPyUSCA2OgLjq8W14EZ0Nnwk95rFlJHKTXVr4gF6EPg6EHOcBAwmfoeYzpwm8i07sYgRH6VA+lNZ7nCyCn785BUBOZTsTW7CkY2HLMR9vgoAtmb8wX/IYpDBbCrZKESUGOiUggf9PMA3oBr5Rj83WdQLT27SXIqNPhhlursh3IUGOZ4BFLOulrPdjKpiUz/B/PnYloGYBMYCtDj6MUcAeYcCSvyhE1EWXdCWmY54iY8ygq92poo3cb83VLSQxXTKyEeKNGIhyLv8lISHwzCwJ05tTeLvDDRyFdwhPi1Nm5yGRjczaZmKlYro9BEQJA6wI/FTXcJxzi3jaXD6yKFahjkJ6yE2AgD6+Rgn7M5DIH6H2Mpgyi5kAnJUcRAXs18FAJGfian5P8KwHIoVzEd5JMRGaP58GXiIb9+wfiyDgiyKxJeTyPDFSW6wvLZRAQ/EYhhXIbIkp8n75qUEnTFTlL8WQgCPyoPDUxjyIYvJbJOF0ICIiwIP/O4c6q5wBCfWLDzMn0PcwKoYzmICZtL+Go8Z3IA21O8cXLIYv5aDipyJjfQs50CojAecWf1Vbya52uIPbxVj51AjLrkowF6clMSAP/OlwblbLeIoY9x8Jk+HjHSFJmZyHOK3ojV4d0cnTGUDhZzmjCorAYGMnfiqfD4yUzZoV5dn2izNYMBOM4ALrDERmCc/qMfJAd/e4MskgRkN4ZusFOUYO/HZ+Xx09jYZqzUeSItYBvN1lq9BrXFRFxG/i6e6NZRZinkwycqfQmjAqJ16YqIots92xYFXedJ4lYpBFkPJlIEO4+KkCwI86VYAzjXyBlYCJySfOQPnoxpUYidum2+1ecbZ1AzGPzYPZDJ+KPOQGFjMJOPA7/K9bQ5fcmwox5c/hTjBp0Qd4iIEdL4VjhbXUsECG1HCp0iNUezUJyMN0I6HLFT43AYg9plvjfiJm1MG4+AI7iMjR4yEamAUaklMhMLoY4UE8TYtDnuPAMhk4uwspGNG7PShf7YjQjgWBpgYEABWFpNE5wBGbMRMGAK/GBAeLgbUAC4sIZTHoBHmAWxNsRMIPb+r4nLnwYCLw+Dw/Ankw3Cq6mIkGS0+N4TaJm16ixnokZLBKCAA66kRJ2ZKsOS3bVFxbJA72K/AYBYjhEsG8MdI7CTiAaiWCTFSUZmvxcTcrW+K4H30JoPZQwj3KXEldvLL+l1CHntLxq0/GTEkf/5QAbPBAyBeQo3wuUdKN6nWEYzgT2QGc8ABnKeLGzv9UX3544qXLs98QLgNe1BPLHulSIX8aYYKXDq4GTuVAP1db5q9PXMjK1n2JX/6iACvacwTO5nw8NkkCX8yXYmdUnxhALjpQq9JVsMF1IOqQkyVuA9mxrJobs2zAejXSWVwkmrMYfjg1blR4WddjoFEymSSGEGF0XUY+qDD0QLoC3ThF3ApshrSAnuAPHgGsAs+s6wGxBk9bep8EiuSvJSiH/mLiC5wtAD6zyGO34kReXSKENPRi/mR9D+sQc2ibQzyrCX52yNcvBwwwgwmL4icOzB+HVPW6UCNLMZJs04gi1+AlE0dGoccmmXzzga8nyV5VWuSlsnEd6h9Lv5ZlDIJrpSh/Any1GRQBAFOhWIdFxij8sKTa18scKfzfrRSyhijpq/p+8Il+M6tBWD0WhKbHMSk2R9PbOE8rwoXASw6rUSDXMBBgG7EASZXi6Mly0MOzdZIArbz4UsPsgUNhx8ZPFhAREtwlJOvVuDpSRow4G15IbAUEnVbli0sBgNd90Emk7s5QM0qJQ1+Kzo+2q1JDMwlTln3AbWBR0BRZquKxZ7/lZhDmwW5ygz0dOlLQKDgbzCoHpm0WycY+NIq2xs1Af5FB4KWEBapPwKUDr1H6DzWAkN/wsUFj1PzjLuj3yRRwD2gdOhe1g7cSwdjVseM1E/G3dT6SVouK8GgR4Gggcc9xpESc6TfQEnAOYrg6N5DItyBoYQspkLDYABkMz1YupRegcvliaOK2mi4rgyYj0iIruOLAp4gSdQKJ032Z0t+E7HZMb1Q8rk8UE6AaLg8W+CtUDc9RwwzfEPZik01wYpX9fLRaDu+YNM8OT3JDTrcLpDBVrAnwh/Ao7QEqCVZQIC8riSSleNJ2bCNWIG86RdLp/GhAYexQqMfMaTjEx4c2WBsQnwjRUhtRkJnJAhX3ck1jm+99Og/ObaeTYhBvYaEB8bUctWLUDFyOA3craUif4EtQ715EOao76FH4bGHY6EtrYFposVK/TIFOGH9q0ZxbgMW2syUIr7MhUe9tloHfiz10B//aHK6x1StQy6N3ykTSce1mWU7TYv0xR8yuFrU2U5zceZPedbpvINHzhrk7JZ2T/gHSTz6Useq/2Qk1WycAOBCIibdMUHnIBY80E7qML2XTgua7ZQCLIhEQx+S5QvXmX+/Ffl+BGAjdLZBgNwA76tjCgHjdH8MtTAcMn0ntAY6DoWfbJTSXl+8wsMN1InFoWXQXzZ4ZA0nknQsWZSLCKC1jVDvsyDF0G2EZmC3EFS6kK0UF3vTuefsePgNbCDQEQ67shifh/6TgnidkB8tbQo53wkCCR3HIrDsqIy3LyKd4U83hGStrgz4dEeHGkKUu6x9M9c58TDxEVs3+o1EGW+FzR/dlroFM7H16EEobHmfmpTdyAaBH0LjiJaQYQz8KSJEjzLFyPMQ5WwjsJOPEoCDNkvFAZcCqeyVRkTwAmzw6swU6C46SBlPg5Wu5QkH3/AFtJvQ4fSb21XNQ3SB+4xZ7Zd9cPgIJlPbEE+YRwTiotGQlMFTqmR2J5JauAMbN/YExQ4/THNIh0UeZS2kd00kQ3iJNHmngIPjVxTIotOUWMGQlWCdySUGboFMzL7kg8OfGSGktZPQTGDHZsfkKnI/ChSyH26a/xg6aDe0PNnKF2U6kEYtPIUKvS1sOPQZELO0mo0+GDFVsS8RQILHcbrtLyHQ2wlko2EucU4awqDHOcI43ZwRGYDouBFgmB2uYPrimBAOeCJrf4UlerOORq+tGcIf9iD2SUUTPJAIcXM98OJhJi/02og3uENVjj4p4Q5Ps0rcWPCefAFJLnVZYWGOMnOjZ5a1cgSTUJuCEgM/e/mgvV5wyGpFEnoWD3G4n5c1uczAEx8HqtFuI7LZAWdvOhAxLTcaY9ISwmLPt4MwQTP4/sh8V4Z0L2BKcBZmGjaBKxy8ghpueq0PF34gGtgltz559s52a6F8/EhrTugIBJIyFokQHYuTJPdTkwFuEKWOj71YaLcTYmR8gMDoQLamcDoXFrTSylB+JzxddNzYIuYpADB9kYsMXqXGzqZQZMKXQANUdwWoym55tjoXNU28hRs5faUL5qXMJGq2rZXsahmgnmRuB8dj9dpysjh6bBVWn2H5wFlOBbs/csW5YZG7zDVGPCqmjZagwgtLyaPau3eIZ6AKs/2YRfETSlhp/tgHPpMN0KvQUeMjmJ5szUSqmEWTDxrNUg78ePqnY/5o5F5v2N2lr8uX+hSiw9IU8wK8r64FywMvQSTLbnLHpk8Z40CnQVkBJ76I06kUUfEJO/ZwAZVL/Iwil1rnEQLTIW3SNUVk8hSDH3ajIJOMZoZOqxmKwiiknPqlk87dFn3wIaMWPkgNBzpjKcCrOgb0zSgc3G/K7zWg5vjYi1a78SlhSkjs0IGsveEvAjTQKAJM8UmcXc2mBDUbJFFER4K5+fUu+B8DId3BQxL4QpG0/kbFmTJSGHlf5QOtRRAGA3YOPU4cER4gD4QNfF7oBGghsoikqC6mjzLIDVGOIsag8ULEgL8QoPXSNAY4YGaADQMMqxmk0aDXNiH8ViCsW9bQ3NOikXvIw6M3UBaAb2gEfU6eZ4QuTojsPZNq3MOFK73hCQj4ht2BPofPkM9hntAaQWbiP7Ei0XCher4RmOT0HJ0PGCf88RRooDSeYwwviOOilyYu4YF8evYJf0Gn4WnTa9srbPYY2C3h/nCzNyB+xBj7KTeC6DI5WjlIhIyuJeuza2ZrGwYbVg6ICmsPXG6wUpiw3qaykidwELY7kex9BBxYaK88IENIIqV3YigU8deCdxFw0B64dvAAPDB6GztJIhdz/G6uj85Q5gAshJFNr7MHCW9627EnrMj/DZOJZiAgRa5z4aN/2UrkL3ioZcoiDzxRikvN9iVM2Rtsj45kBClnoWVzm0FI1TnmjNBrc0rAUIVaXYoICkmm3EWfk/bwJ0fWCpLLzgYEGNScNz5nxEXfqbEDL0HjoNvpQYePFRpyJdFLH4a1UEfoIuWkGzd6F+8g98OOxksbyVeRQtRuYEowv8Dw60A+IH+xZAxG4sPID0li0WxkUpCR4YHYkeSxcQxOVziBN2f0lj5JGq2NGfgRBmfn7ODGJ5SqcaYoLJ31srUExSIwFCAQuhYpKVxrimffsTO4qd4qaLWtJnAiE86OBROLY28g7c7P4zP4TPSDMWCyGGKb/iljA4czgsGn1iDpCno06jOkK7CVss3OhcApd5HDwzZqWtSWa1k0GwUP2TNktHpllcgwWSU4DEgvOs9Dj2yJs6a+ZlOR67EY26EqpGw3sQV6DWsIHFhlQ79SgiMYrORpB5L0BSeq8FfMRMcT4gxHWyTkCNj2xIgFuJrnScFg9mT0zgVtnJvBwO7XK9tEXZNe68MHX/Db65oUsPAGFB45EyuSNxVSQIdh8RmKgYb+iWAFl4PEEsWiiYabUOe7Auux78gHdh8i3N5DBgvH4ASDvpMQBPaAlKG74Rw47OiHM2hQ6a8zDmh9WAqrASXrnoGLWwQcBRu0Lw3PM4BGY9CLAptxTvY2XipsPREZeJEcKafr8vrCHU8Yhrayv2HTNvUGDBf8nKHzGAnLoHxQ0deUwOQvNGloJtpPe2YlzdZDLlujhlCvjLPaJAzL7Ch0AfiHPDE6gwU88FWK0M4mBxwHkWPPFiL5uG0U8NRsTkjAXtlLt+KBu+9AyLshp7Ni0MkkLMjoZbZ82CXOVuzJA3kchOjXGQhjwFGrcp1NnSp/0WJPLMBAE1/U50SzcXnCVDDlTkfCokqZ4ZtS3hUXhmcXx3SFLhrMmXen78lCwUOMMW0eiJI7EfKGZhNzhRXIKdCtdBXuDWD48Kk2PjhaC662gFYFxkHis8c5hduohnFlVUMUfh4VFTrr7iiTKHHWy+SpA0GulJcJ0aArcCRwliGafQ+IBVyIbnLTjTX4FD7k0FtTmrIdACB9TAarpb87XHBVhM4Tkkd25AWZvmaLZ5+oU7YLKYRxEiiMaA3Zb9YOHMe+poOXjyggFmv3ePkrSn+6bRTH94qQswdZPONfgFLcC0vqzTxsangCJYyax6iDCdNTRoqkxFgmCywXbGXVeUCuYBtYr31N3+e2YObKufYfHoEIFk2h2wYW0udKp0NUhY/g8bf/KEzYQAos6jYOW2CgzTA9M3CJa0sjLiVZYP9YwtJrOsLAOcww9C+jUTjaEgpO9AVnX2oJaTY1JOAYBcj0T74rTlZkxreEEO6uGyparSsIfqwD9zAj2naKOBE22p4YjoLKAa1BEynbJA1pV3OEkmNhmvICUCo+EFRXe2lhkq3QTPQwbxTwpi58dpctDv5Y2afm2hOWc4IhHXQClrNlW/cepaztBdVSt7mJgz08CdI9txWHsZXSVyQ7LSpijmaLgcqyFMn1SqQv9+Ks5F9EWHZGfaPRHFnhJxG6HXSBgi2XoJBHEHGDM1C60nXdVVhJ6F83pVCDv23ybdAcZrsNgzXabRMHbBY51L1wr52mzB8ewMwKrg9k0ROmIMEV+hD2NJEt9pk6NnhTHhT/otq6rlAPbEKXdTV+OAz1gj/oI3SdD1RYTGnufWSI4ApGa3AxGzI8DD9zmkxUQ74aOeygXIC7tAhpr4nkfA0VhKYQs8JjAvp0NC+4/G8D0XYgyWUfyeOg264IZavYiNGr0GFzvV6v8TaIIhf80XXejSlMADFY9DUxCGzQxhAcgQoyHIEOJj3XOgI27G51NkjmOBeqFYdRq+g/qDn0mZpC+CvonQwUGg6DRYdN7wjQpHpHNJuVQDLMRsleOcAHd7GJIL6hJ80v0Vmh2YJAYkqZgqUjMfO1V2g2GtWCFl8RiUJvwP5l7yzxupoECHgVECJvuppyIjASNNyngk2UsdHLsP7ZcGr47bjIFaf706Er/JgBQ3EinVSwj8tR0duU1y97jw85+o0GJYxtU6F3cvXwKK8GfoBycvNBkkK/YQACHz716We6pPwKsAMPMOWQP0lm6bgxNmALEJT0UDFidhyyMbuy9YlPUKCqK2x2WGmBnk4K18rn6A735JvG7WeDE/0m2QSO0oLpnTDe9tIGjYMRXfmTaQMth6cB5iHmQC/lM8LjuFYGsg7oNypGXx65sXtBhXjTmircy8vbPpNYRLedeQE3iqnSR4VE+YE+ob2mko5jhXnQcpuOsBgfG50MGDZ+gJICT4PAqlvQONKczwK4U/Czl/GSsdOuiOBofnZ4FRoHes7MC6bSJKHbwdLKpTpPeYG6p38UQE13jejKBwoU9jFVROw5WvpsHEIu+N2TKNqCCDzZNb+pj9oo5EiUI/jGi7Ljq5Jmg7AHR3oVdlLNLVwrlO8YzQ7OleGBnlu8A0Mhxehj9mDYnDBGcDOwMi50o1HDJQKBjUgh7G/otDgJG3b0mCoI9hIUQtqNqCvrVzfZqySe8roWeHaNMjIO1Bap4SL87KmJAr1L4xa+ZQHHlnK2hTcYY9JzVBThJDxxH6Plzl5xmtVfaBh4oJcevYHuTJlj9tDTtMHjIRY7xF7JGV5LFBi6LY/we0fnrguhQodbrVHkZIp9XgiplR47YJaD3qT1UAxEdp0oEnbdWBLOwUmXtgAHL2tEBbeLpmY+VGTJ3UB82EIqbGm1Cltw5ViLnoaJnqIaHMYCL50H14WJKOLb18RJwKe0mBxORd5XSlSi1pOCsOiNG/0MlC8OYy0zzs7R2gwTkWazbIHJRNTUK6UmuQKsqY3jToiDma1qugkcsmv4Xh9zIGsDDrHIW3EQeOAIUL3hrojMa9iipzFDYv+/Jw6Hx83GgyVAuxVqwVG0rPQ4fBRAm/CsLpKWQzEDVmPVuyqrjN1njY0d52DNz1Djj86iEs0aGNf0MyJKcApSklsNyJIPUaGg4SBRs0wUx/QuU5QbhlPI56D0cCUQaBpODBSMBcVex3OHukfVMLlnsOiqFGD5BJO6TjrHipdYkKatMC33k64j7dZFoMwJVZteZYMpb1GDLibjl+arICTQbHBTvkVxjD2JIBAeNKZtb+EU/DyUTW9d+ZDPzDTpZqyybNM+Vfa1iBvuYSpSX8ia2bfvoIvqGOQClHBwClcSN4s5SxrNDQCcGdnZ13hTvgCQu+uuKHEyI5aaTvMzayQAYAc1EoJX6IrTeHhw4Ecpwmi4OZrZC2m4nQsn0baE4+V2V122mE5EzUZ3Bvs5PfqcIVJ4CTPLXOCpyX4Sh9BuYTHIilzQ0KtYgMGZknjgE4LcxDqwCzRclQrLQW3qpB8k7BWePp5hVcYB56zQG9g0FTgubPQ0dtZ4AcYjPDvn579LFDQYtjEjfY30Mx0O59IGbQAEwni286PrlmZk37AeOqicGn50aYI3ndlfqnGNZuBFkRcwSdPPZC3yFzM64yx+ILUWOkua7RAQU4gFt165t2afGtl6Q8nxPDke9AUQQmWMjmZdVPsBjsKGt5Akoj2USYMJymOps3GM2nz0AvmGCG+2mIZDbQY6AfaM3XqpF9r2+mEcgwUzHABgHd12igmDcVrte9yM8DcnnsrDGe1Wyv1WLtDQebT+4R/IQMWVlGq8Z540zQYq96WRhkd3JIDdp7GL7GXHgut1pekLJICQIeJQ66IXZPAKv40OI1DKk/xi6Dima5mQzg2dyw86Q1LutKaEfgPqwnQU9MVXtyKbyZUVjseouSkDWei0JALgLhCgdNOxTF7iKEHcB4VzOxkMot0UBFJpdcLtVfbGcC4xPfR+Esr326Suy76VMWal6KBXbXyoCAF+wSh7IioANBkcHJhP5FRXY3eEVwCVywnyaOFJUyJ1HFQTsh1dHTqXHWG2Cj10vBEBN74iiEhvKCqDyWJLp6uRkMSN5oDy7KgS72kijobwVctNIGp0UgtBvDvlzSvFnXkHXXP0GpkJX/jFVJcUMYVzuYnLXm7M8M2opOvMMpAhStHpoFKCW87RE55n54lWM0VF7ysk8OhXkf5mjNY+JfQT2/BzeF5jqb6Ql4CKmRVQXZSLhrvgEvVSPYp0E6AgzQYbwESdE+yVb7yLDH080IAY7WGMxDdph5DeBhJsJ2gAh+c1ANtttqxqNSx/8CiYu95HO0YWRw3sYUCx4oB5BrWHB2C+Smr2epsmTXtN3+Fug1z6HpQ6dZWXitzhrU5PE9fdqXeam7O17bf9+NNZek5ee+LZSUWBeIVIspjGnhKe1GSo44q+qLgBgaZzgeRyEm+XcR8EkHsSVVS3/YnDPMzE61UgqTYkqhbeB+LK1pFH6LMYBBz6Q7udPqic63eIER3M4Rq1UdeBCVEpk3mkgyro2ykABXi7DFd+okobrcGIGuavc9TVeEbyq1aR30Wi8W9QXbSYgxY5gBcevQ0Lt83ZYIII0D06ygpGVgHWprOh4oIDSMxypiI3vhbTqU7QxyZ3ARLoaHDkbdPKHN4pbYjj5XHpC1ykmCI6LOiiSEz3mV2G9ym16jASZjSMABGWczXT5TC5425WdKhc0UL0rbZI2q3pz7eLE1b3AfUjAp0VXRxDgiR8aAECvTbhE9aT5y4OEJUEQ37Ah4Q29RqbFngP0ps4QBUOzjWhFJPBgORDP2jQbE2C3yFtd/1RiyoHTBLBd4VQ4fcdPb1WYc6Xr+urT6Kg5ADoAnl2CqinE8HrBmSwstQaDn0NBhKcQh5IfyRnyo0kuxpOtA4zkE6ucykTxNsgF7WqWOz52CsL3faGzPcLdk/3YSiDsxjrXm5LGV3oIYde29L9ZglO6FKIWPkhBMZTHEDVeC/0vl1rT3qpFTmcq8Ggd6IsweHEIboOQBBmCMmkDupBjfvpyX7/NdhFiOh02xInmGG0T3qmkYj9NZ1oCWGx5/tpn+gnC0ayilEBvRQs3j1K8OB+VOxsPSoS9D60g9s0NnU8b8A2Fdsp/0Bptjd7QNES6HjAcJaUdtVFq31nFZNj8BX8ihaJ+quyMAepVXU3a7D2CTcjj4NOJP+D0qM1ILV+AWzB9TU+Ruw6aSz8ngchvuFGGm2hCxpmZSFaH40qsrswIeAhvgt6kRIWdAQzdfCeKbJep5KTT+iPHsNRFS7kgo+GsyEF09tQ6l0iePIFXCX8Xp4aPIKIDZpOEhWz8mixg2ZmccA/NzyLCBR0WJU1vQaX4rumRapbnmDkI4DWvGBYdjd6wuk2+PtFChGkZxoR5Ck4H/2EJi9vJ+eLVhui43vIpERXcqZyk0pe7iuUNn7dCyW6Sq8qv0lZ6mxWSOKl9u1UViEtgSwCzHpGKhbAh8KWowSLK5058LtUPNBZa34OUyGns+GjtLdE6LLTvoh9vj+CGmpPac4Ly+xt4vTZcxo88D7K5ridAQ7aQloSJp4HPfooFRSbxJY87wRwiH94o6ozcBl8q8ysdjYsCPk2cTTmcz3h15CJ0WsMnHwv6xx2yDOWUyxf8D8rh7rDC68vBQi7v3mzshOjKOAnIDd3VlgUDQ94AZ828et7/szZc0404WVC8r4APUUrAEKYsY9C3Q2Ju13lzBc+QnFPTIg2RIuZvYBZSUDodgYc7aWtIvxv1cNOgqNOb8MtfOdIVG8lLbJJ1VjwDBIC+B+WSPqBk9B81F3R5TxuN5TBxyyGDmt+CatPzYRmK68AHetvtvTgdHvm/OJnGR5AcYKGcxrxvY747F0+lyeIMsP7KGzDvWwQ0XQNoGDeedLtY+AS+VqWi8Vapdn8hm+dqbQeRIQnB9FFzAOBELQR7T41W+d+H9jtboWuwLaSsxsNh/b3aW79FDYj57Hu6G7uyDacTa7HJNKC1xV56QqTEL4FOI90Uj8vnmJUimdMIJQB3yxptSAVviSgDPvlYoJNiMUKV7HXpOE4YmoyszZw6tmG3qcObI+Is/NgAHx5XppEjcHFk68mwtXbLAGy1wrvNmlSNTfakQO8rcUDLEzgcqZM/JOuKjvVVIN+y8H1rUoz0zvvaHATc2V8iTCj/kRl1mlY8nwfIch1JjTs+BYQnsdMw8YZAGjVc44YvgW8QPoYN0K2EJ4f/ISYJ1tHHa+GdSjBfeyQYgBci2M+gOAfAtVo7RvbF4Ufxx6nwJKNZGlPSwiLPd+EKqlW6vCXAQ299DiTZfsJACH8zwCRBwJCpL2GBvOAa2nHA8QM95CAzxflE75OHZZWoxr6fn7W9SNZK86NMuSpOF3YKq6ams2o9DuBTYKuSYZmg/HywpGelH0yX0RbAaVlsie7w3Gbs0tF0Hk0TF04GxkymgKokS9YgLiORs9ui8lT5BE4EX8Slo5GANSYERjJ63JsANhaptRxDJF5/pIHBs1FQSs3Cejqpii0GwuTPDvzKvDfyeDSUV5yspweHv3NGSluQurTKxGV640e5Og0LndfRLbRPkXNDg4H9enBZNTtBmtEu5kJ89UmiLoXBU78wCSgR7NFh2c1KKHlROm+X6h2OhnMLvsD0wKPp8Emz+CEgb7jk/Dl0IO0u2kKwdFOmNCy86DXuEM60IA83THScaPg9OOBFNjoNhlONJgWuHwtA6KrtjHbcSHfH1XMz9CYpJ9MbOY50bAehwyQ+43V8DX0nz8E6qLRsuB9LbWqupMQHU8UE54nB0dvWAPha4PuTZ9j9YTroYbxoNq85fKk6TX48JsiTJZ+Zc5oq9mg+K+nX77lLOgJZBC/dZGJPQ0NoDIuRWr8ns0l7kHOhd7ABO97Yy5In/OhiwgdOnaWEBV0mR8TmYBQUBykAVH3ufvigIBeNtdxhB7z1JIBfJ2IBQRl2UkG+M1veH4/oUatRAEo7zFNdjlK7HC2JDf8nUIC+4uKK+0GYH+1V33dE7vIr8Bc/WuYPQ4FZ46Ow7P3rRMzpIdKWbMdOcT8L8SkP2Nypht0r5mIK0hPRVPCOUT4eimzHb7PDjoabQ2GL5w3ZToSNnT4CCRtfKbUhZibRoFGGzP6HUIER8fsk7O3TVN/yAQfXpeX1XZVSb4sspD1N03ctpQ9TX7XgIn/cmaF1mrckaHWQPU7cab87MwZGJNWgwzqRFfiOpETc3bs4g0XIxHgS2Xy0dilxKwA1aybMo7ZiZ+jKv6g0URqa3JgI2KvU1i0qWBq4EZyCL4ZKh4d1Ykh5y6uTqeEI+9Ao4k/RWO5seIw0WprTb6Ijg06lsUHW1TR8i+hYMPBYLTQdUzWfP000XQ1nkv4h0Ar7y394H+8vdESijz5cjFk7VB0BG3Y5BncvlqDBKvvDwJ3eh3uC47mI8oXKhFkY14x6bYAlF8XIbz9k3s3B7wovPtnTN9wVvoBn8E8ABBCfOWjvEqF31+i+uNGc1cabk2V7x+Fol6mjBTPkNr12D4g/pVBAI32wPSrh8Bol8yb21C8XOBFMnJ8NDw3DUXEIGsGA3qdTsb7ZMh5MZSNcRbURy2ha36h/ODsHQGVrW2z8qNovOBrQWXaQhH9veHEocdxEWQXEbLcfcGPjxclSSvpaJMnxMW9Th4WrQZCGM7iTNnm4lppLykX8gCqvhhIDRjny+T0QFIM8EWycOozVbXvmA0wepQsNpDUvtxCmDOdwYKCL5FSAd1USYyt2OeS+2XG+W6X1AkQvzJSZZnu51RFa9peQomnw3J085AVgniowgGeIY/uA4lh6TWVV3Rag61vEB48OieA7h7DmvivWh15ghlf09kt+BJ2mels3Ko2EQ1Y+IUlDz7OCwT6SlBEpnpi6num9E7UTNqwma5vAnCHJlpjzHwyGLupiSvfpVL+0w3uftTq0Wuieb6JTdT6FxsjuBSOOP/KgpPNaidUvyUJ+hJibulntjjfw7HoSbH6xKluZmgJU3rfr4S0Hl8p7gx+rh+bqsjN4LSusEXLdweNBl2OIIsd6fnlX5xZ/8DWn5bSzJAb3Ljqd2Ac8p3CjoESokZbvdGhQBD2Iw84cLsTCD7R1ahmkiFLo9mY8T2C5tY5wzjZYT77fAVDpPCrNlr0XI4a3xssovQ2Vko8i1X5VXpKWwcYVq+FtfkyBgHtYNikOJSdgJ8g7rPtdHmh3fDw+SZ6cehn2DBuNe4PzqIHkBgRCY1esEU1D7lYEwcoorE/aHHpXjiigZKQcjdsSLdjpY5fWCDBMzj98IOiOuizJnn6AFTFvuTFimwBQSochY8eW0gILNqLhFUm6lbFRBvqbEcafdxLTf9aplkNxUcpO9DBouO5rJK/HA7HF3135/V9cmSzo85dcbw+BzySAxj8ZYMl2owx/spxk9alWLDcHNKcyjgI4PNZAFijAwzxyt21Oh01g5rdg63Lhe7U+G8njPSSVWbmaoA6KuUDraXGHH/BAFWzOSLVDfiGLFTCNCYA5ct+waUDH5GhjudBB6mzuGFmcqzsrIpJNgU7V74Dz8nDAIX0hD86vkR+QOl0gkTyDm6F3vTPnmeARlSbZTZ+Oyl7/2Kf27ANkT1FEsbf+5eaiPBNrrCko6MS6LE7kab+mGIob4pb03F0Xnx/lNjTS9FU4HVfMX4Bj0VfNQu1BAhKXyl0hnQtO4x4iNs5UvP0Ay+LuQjInrioTA1n8gH3xbqIdhgwTHTbiQhfIIpw+ugKEnzsBYa/IErrDqHiik7rIuVrpM2OHsYM1U4sAoVTuBHGs3bb9BSRlIyF7NH7bLHc3DZwmwxI4FchBamBoMgyFwVSRx3Cg2eVdHZ1ndASFpz2A2pWuqSCP5wu1IAfy4Uf6Q6GNhMAd6XM0e4ElMWuQQEIn9CEwQ+gAYeW+kqSryLDup87f/uBaRXOAo8ozpMKRyMwo5CN6jzFAjoT8C3hZ05y6AtYDb7exVHPU6XlGRpXeCjZ7Llg0KL5gMovK+FRnyIlYMORFf2sXgWeoA8XTZeq+XVyVNdN2dzhdx4o/WoPLK+VHNWcu33RtPDTMwXhNhhpo4sBRvmPoF7uDnbpeDQ0bcMDXP6AD/8PhPjoJTuTGYJf7qldpo0F0uqjXQ3xAUJZGu6J9Yvkjoz+ZgsE7kbBz7cK4Ng1GdtosyWf380qs85lkIgf8bX4Zwe4bCk3KPWa5oyvJI4fHU0YEIcQtvTDDm3sB1QnNFr260vZ+aaD/kDbHeiy8BB+YZ6JgUtN1XggO5kWxgCCEjeM/4UTWLz6dRJIdRGAJ/nsjZiuBwIGHcWPDYfhRdImvmT1lh+UXBRhLxZC4ZVlEDX5u/SqeNbFA10hRZMvp91T36MlZHdYOrGleP38D6BJGqiuR7Ywh6bnoaoS6KXKNjGgVSuA0pmPcFyJj4YqbAtnoRwEFTWeUg6TNtBkQn5KUxgD2CGHj7mIwWxAaTMEYPqDDUWdifaNvwnA4HcaxO8kZo/eCvZ0A3s+dEru/7JShEcwO6ApONlfLiHIeqrTBU7B0YqnMgXQp0HqonUbaxcaEqB/nbK2hDMTvhobBdyAqZqW62HfL6mFjmphAaczo+YD/YHjDTHg0DoH0NeOI1jXZHWx48bLP0chcdNhwUa7HT1+pQho0OOgOdxfDzpssTl4PqCet/yH8S73DUH1PA408LMz169Fpys+svRE79UDX9AyJ3onEhM8KPPJhwuitXlQmNNpbdK+lxEYuxqrRr4g78rXpYA6DReSPus6+VrRLnUyNva2FIA7vEujyHO5IKKtMmTJSZ1M8QAYXJurdeNznU1+UeCSbgLglQ+8mOusggz0amkSAn7ZdIpp7kamdT1uXfY2aQJvUBb4wyi7dJGUnr98MHY/W5I20wAt72KteTI7U5pKKyArCTGNCQzAaiCmf1xQ18jZI1V9ddbzUTcqJrLKsOVS4ThQCrpvwfSMBqISl9E8tHU+CdpwAJdhvgUfTPYIViUt4bPG98rgtbMhC+JZSzm+WpY9Oo2GH81rGPh+Kk7pZZa82ZWrlx9DgqvtZctQr3WB8s187Ox0sGt4GaiG3+AFHH9kt0FrKtZvadWR7tlaZ5fJ6ft1Zwj4kQmshlO78c1itNbxzHHC2aqs+URJhx5SAQoNR7HTrzf+9M3KCprCF96gLlPTsZ74kiHBofvxotxcYMhsyqClPwJAm/xHz4B84UCdvgfIAA4HleerEPHh9SAlapgDti8NMnXftmCHycXhfRR4eE47R3SBtcosVYgXC5Bgh6Mp0eHV0Gh/lYsgOlch6AgUBfRLB0j4JvfZnNdZmTInCZ3GSF9K7cWiggtSOPzKbZu01YPPjCTFJCaC7MK91kwZuNJ6zmYnS9KjQ8GypSWExZ6cM/dasUkFygTCTyaDh9ZQcPQyxSs9CpiS9nMlcYORuvkslIqyaSdb7sN70/dAzdk8CSGPG5rwm65y2giIadZSUie+fiF00ZS0v4ps9RVTjJwkojFOOtObjwqtv8FBmS1mGUSbhfav56SfXupgDZ8CsfThRqD5SmoR1JrJ5Vc00E8/w6RvJg+IPp6NuE1p5IpOUyLl2wVbo5uCffEvGt7vJQXAmxkF0bCFzi8qGq0OxsvB9uq8fgxtEDgAxFLdhud/wQzo0veoGdkRqFD5gs3/s0eteoCcmxwmxqGvDnHiZnZM/tFiDj+lD4ouq5PtQR60XcsYCZ3VskzxrENGLQeo5qsmya2r9unUqd9SDpgEj9/GidpJSpPMtCZJHAQpgadx9XksGDi/AB9GdNnhkx7lRUrPFLtuq6A7PECUPx/DDa+sCmSb0/qYuh8cc1xzIePfgnz5CBS86WyXht6AQpKO2cjdmTvAkR8sahhUSDeDY9ilSJnUp2QUbChMd/4fhT/5tMCFfEHJgM6HxY2dt9PnfG8Okg8d0kIfLUmRp3CgxUA/zc7ahVcSLphD4/0AjIY628pJXtxiI7E8W04Rqp9HSard6JDUW19+RZWE9jeYTLxJwNqvG8MkvpGliIbL8r5yPJzppHAcdpENan4fFoO9AwcVfSa65BsqYUi3I+qFLzgr/WJ7HLyLGGA02R4v/XpHp4MWEW0DEhBwN8MiX6pAAE1giDAnkMOLAyj4O8GP1u8h1MF2c13Uam/cvqMdPvQ+OomP0Snzlars8WDgrNERdtT1JNiydzFhxeXHn/ZI9duCq++cfhpfIzxxmMIYrwWHjY9UoomOcBWnYxmA7FfqMNhGYmh4Aipo/v6CkldpIMhiGsr01jirWpJsAhYiddSZqqzEdyBWEsNj5507BcXwFQTuPI00ZDQS6VEuAIQwHjqSw8eyXfxcFzW/gdgBHeFIXxczIu0+DRQ9miIFB6Ch729o4CSfIq7JagV2dNUOUXgCN59nXFKXGWDqb0mSHfNHgi26gsXnVqrRb04MNMzH/cJZJetySgByojyqb2Ez9gMCS2iyw7Zv6uJTVwMVZfuQA/x+aYP7w4Alenvx8mWTREDHk+QMx0rRn4xDnAdi4oEe62DYgyx46KEFAHfWdqIE4HpOCr0bBg00ATcEclUBIDEBoDy7qkHp/5ClZmspYqEl/FDxfROmd9W4RO6AC8dnEh3ydF5sabHri/6Ug073DO3qCUZMOIzNv3gSUkkrbd3lpaOt+IgHmJ5z5pCzhRjyq7oIyKxG4GQFXTGxAN7vFis5kRMcvdaj+9UDxxkDSGXjmX9BsfkuO+pH2RGjw2Jwu4IqInoWLj7K4DRMH4NXEB8y0EGvzf356jFtEQeQitJXHnzyLa3GfybmI9uBMJbHrobEVzBQeOYP9JqfwE39YVJHdFgbb89+XHTNNS1osq5C9EYvsWCQlwQsxUxeF3jeXo7E/BAXVPQzAZCaLO7pm8eroteRq+QAvFz/bpvDSwjiajEfLzqA1Wxvk8Smjahm8RQfNngdRZB0kGiD7JSGTEyElrZxSK39E00MNhcLHxqG4fk1dcPse3YQ4U6nIH5WC89fbjijwQwJ9CM0Q/oZN0GO1ZmlJYTFnr+mt9VjCp46BbM8/eOQ3Ew/Av+fxrOXkOjTnEjGF7UPrbeSUOQHsC9+gWuXHwAwjf7yAupVeHZ6mL6vvtxyxj1oGvB2qlzl1tRutmoAJw46QuKZZzwgy/1H746WoMn5Xd20EwvALOQKZqj6zhwh/gEgOtrLiGjvqrKid9miQhvxBMHVNq8+VvbLdlTF8oK1rhiIaU4n+IJyGFYk4jhfXVqIzZu8ZCoYI1Vx4lpkUD2FH2sf3pTUXnLOetrVWee0QmSj5gX5GMR88C0Quf7qa9ODNtn6GwYc9kdk/SMwuTEO0DYddurn2+pBQbcDl8eNBsj42VIr/0UTiIZgwkBvslOkk0Ja2YOhk1+FkjpNWgBNR5jT4ctnCrP34fGE5xY/lZ/Ik8YP4W/6OiUoP3GuxkW6NYIGIXa4oGCTjsGt00RGH/KSFkfcRAErBpsW9FGkh/LoyEsdosRNF6rwKDREvwCd/kgEAuiuLDb9gGOATuYJyg5i3X4UGmwv+nk1PEbl68cpLwZA5+VTfIBik/5aZdMzEN7pVxLBbDhxH34GLgwekXOEhsCkQie60dnhdCHcUxKEfb/CoHiLijwaDHuiB1jb7KhnIHnmBOwU+Nk6Kjwpo59+cOVIfxoTpafR69Qx6q4cz0x7PoLcjBrHMFvN8REHibGwBSUcfsCmD7pIX6zFWAm/qlpQ+58tI9zqiJbvvOzzGzRW0A9uWPYxqB39Mw0Pvhuie02kFL2VBOgBfpyJB7hIwzNv4vHhF+gq/E1EcGgHLYj0LUYMvcx1xQ7gI8tXsSXbM1Qw6rIFBr6sC8riAFdIeM6tXzz5CxGZ/khEkQYgA0NmqgEXJz0BwauaPngKjUo+GoMb+oGUGv1NMLB3eTPiT4wmMBGxsD5d0JOGAMVC15YB0zntVOBShKO+s0/G9zoL0g3UmPWyJbwO5k+MQwR7DBYZnVlQ6EBylDEBD150VyQaN6GlykdyoZLv2OnMUNu2uMhPKM+8QBZRd3mlu4Cc6HhtSruWQxJbzCblzyBV6pPcsekGU6q60hRrp5PXd5K5I/9Pj8xjaRvoB35G9CAVXLoeNylgXOgoIix0gAlreSkRMC5g9qSz9EDxzKO6FTyFrhV/7bNKN1A97HIoZHQvPwjsVNPLn52w5PkQ6dRcpnI61RDN3qaMb39A/fG7MI+cBAuK9gpi2AUcMXXWxBpcyGrvN3mQ/NgBanpBFNDewMScPtoASpsm8PK7DUrsNxZWOizGaRfQlI0FrInCM1d6ca1QoWsHXXTX83LXuyQZ5SgjUnAXnV8e+7ki5xkKk5nigMVKe58cqc7Nc+mD+rOabvSCpcq+2yzoZAz/xP729/CJjlAj24NqtMZCaleeed6ZOFh8DFsyvJUPHbSCblp3Itrrp6tIdo9Nvv93JugxVIpqLsQl3QjJ2/l82/DMkdggfZ0N+M9dqKMXMDH2ClteehjFzr0mDM0ny3PkCyH4eutTSse6DO1wChDtClgaPou7yPjIjqBugPrYg7Sq4isfCnm65MYVTlkPAzR56XE1LnAqtfvcIfhLf6j8BRsutVYR0e6lCNjVWMiazKSD38JNmd2UBaK7ctB1AjPUxAOCcHnmQkCfGNIw6QVS/voHuzL9S4hDnnkAVkevxS9+NBSHGkGrtqOxyeyiBEpPkNJtImnC9Ndci070IEpMFFWWn4IYOQwDXWI+RIu5tOlCZhpsjJmauMpqKED6KGq82ELMXGqvFhM6UYwnMdEGN553kyh6vp2hoDcD4E4fsOOiS2ng0fHouLMPe5D4fhyaPKEQQq0VJkBXarLSVbVKd5cqRz9CUZjP1CVKZ4Fg0re2TPQ5bdxwAZ4z/FwT579QYU4jkIOg393J0EP5pLZGM/pZ/EgSO6nApxOsYulEUMLEASBzsH54i+KEXJooJC9FRsZOeWEc1ZjY4HmvOUzwlRgA/q9JExprjkMXw+PUS0VgdaaWsP/i60F7Nl6aS4OHPjQiRBzkBrZZudp0yA7RWnxOfcSaC30M45196gDrN+9s+HAUOugryT69rSrb03ywsUJI6T7MgKYbfILoRnWScdEYzh1kDOhbOOHlT7sEaKxVVK9aYtFTmyC3isXRL6INFh+EBZe++gTTm2wE9VYWXPYljwU/7Irep6K71FWYTn0B6lw/FUJjL/Da81mA3fBBIQJ1VmaIfkSFRQzEw+w7Cyh4uCIbfwMWJX1FY6tviKOgjyrV2VzKVPhITjh+to8LTRVlRy+T9Oxx9Eps1EYomN2v4OdJmdNZFh47CQ3bXoZOll5yiOTD+ASiNYszjUAUsheVgRELtemw53SAs8WQqK/OrOglbLD1M4VhdujYodfcEvop7C3RVEtZOpyjUm/z2FV8sPcmfJ3gqLEfqTaJj1z42Tak2nwKSqD/2vpBGxCApV+Jsel+SoxuDExk/BBDnf7JnVY9VQimPwGGiQHYjdiQVCj/F1vVRzDliY7SPOwOsJI6ngeI2wkqxu/KQfFfRZ7oqg3XldCSxAO2ENiiYAk8m+TRz0vCqqdGTzuelZ2uprBoS4Er8ovOcL+ECVAaCsxQzx6u12EApBvl7PmCcFXwBAF2GisF2o/EsIiJPoRuF3iefp0f6ydAY4l+OhzrWHy0XdWwzV4Dq/sfolD5WOhrqDpjPWrKShzAgpWdaVXGVwGU8DE08RqK7KzPBaLpcBwXNxkkRD50AWkqKaKO4gOBnuYrymZEA/IhAAnxF0AaaicPZPqDN1ldD9+dLZQG9AMLE30c3p6WEjztS0vKxAT8lxYBu8zoicYK+j3pbEWcRCDNjjRi4RPlYf61H6q6AIzQvksM9dMZdLSNLENfEAO3Yx5wo6e+snSkN3Zx0d3nxmKF0qdVfX2u6hD99CdOz0Nyp5deBm4ofv68Z/vwOXhYoJvmiOh1AUr7nKcUcDRsqyYdNJWe1Z7U5k6ctGfOtutNvhyTo4+UpFArdTl0BH96emtnia1J1DoiSgsNhT3rKrxcehtFETsBnrPP1ZDAe1GN9ZIkj26g70ksQI2HbSkKxZ9tkfJDKAigm5TA6XqqQDoctx4bxtGd7yC0+yGIbtBJ3cru1cFG52PmTLsxsvgBgYj8CTmHmqm1szdBCsVCZUq2YlrgD0o18+PixGkkShndTJN3PAmedAgqRr7g04X4BSQBXaCEVFfS8BYbZXGzpVRxIXFiiG6yAqSvYHLU34zd7R44rDzmlNSfB6pDIzmY7BQKXLupGygbioxIKld+nl8Cq6eZ1Cz1FWpyfyMmglsCTScInXaqM9mVmDCJl7jd7XWlwocrUPSduGOaaKyqb1l4EQOwQ7OJPvXfW/r60TxKdBFYX6dqABgP2F9bCOKa30FC/8+NqD6iM6bvWTp2Ott0U9Dk8hm0Ifljn5p6CO9GBzOz63/YpNBeBPxViMjzh0zotNHcaXfC5sVDhWV7BCXkH1BlfwpTe1rIsrRLkOHV99xh0WeSUj6MGxBiTQSR+khQrC+BqIyRiPIWYqSIIokXfYRnrQcOUNDnsJnYMKRw/WWXxOdyINJCZ569glf3O1kzLVEdqadRI2ES6EsMzGKmIjL2ERc1v03zzjcg5lILuFKkJ/iIcQAcS3o0AYaftxrFy4Ha1EA4jPQqwaqYAF+YPQhlwWd9PP4TpQC0EJBY53sz1E+bQNgKRFj9BUGZH+7hQQuAMuxhRyJ0VhVWdCOi2UfBxtHzOC3SA0zo6U9lA2IiR7itvX1fwOfht1uTowMknnY0LAV6nyEu2gARjv9CjYL4D+GqJrDHO9OCInFSVN+O6yHlKyP5fogAojpAA7lugUhj1xOU92AfE+BbFi10VdADRf+6qZa/shEDul+QMIRm8cFMD5Fm6EsaQMRNFB5o0CwPf20M6scSWJH9VFDsCq7IxQJslBXJ0xmcwNFBHZL0pROTcdOSoG2hTw4f4dHFX6Hggwagx7Nzm3Dpd3B40KszQH8CBkI+X9O5j1yALlbEKr6ildCRQaHfAwzF46HBI/8hJNOtTvDFQRUUNxLqix+gjMfP4CJH5sPiRU+LFO1/wOz0Fq/IP3HjiSfydplVzYB1qKuWuCgGmc1BwhwVphwlPgsAqjrAkMzebfPsqB6obANDhPgodlX+CNDInLrGSL9gN9ZT09BsOxRmLCh0DYBOhN61O9NRLSnzGyDT/0LMjm/S45ZZ1Uo7k5IhcZKdChpHkNavlnflZwldMx0xQ30BisQYCK3Nxgpxwot9YfmBUrhyqg0JvY+LQ89zRuvJ1sivheXEP3vDI9PBSu1jcWoxAAJqNJ6Oxt+BzQXvB84p14FU7Vin01hIAFczl/1ECZJb4xJ9idFNXACGA50ZReIDECryN3DeyXN0tHW1rF5X5fJESwFQ+iZifPkkWVxkU0MRHYoQRmyUQE2fcJDjR4gg5H8lWMpuqjz0rrK2OIAfSF24Ofm16qx8CX01uzGT08cGfQyALYOuAQT+CBBkfrTLMNkNWlYf69MiBtDggNagdeWnlZnxD0T1yKWrqn1BJl0MZONTV7B6/G2GW76V90kuzaPaFXSBxkCrO7SXzttP0sPyK0hYym74sHT+oU1v1fKg21pPfLkeCX4U0F0ufQOmb2GpiAdMQtBfyPj8kyAk/p9oWJ6z4K9f4GzS+cwR0z1MQXwhCw/+Heic7KbEV5fAJtRZw472AasC3wc5NQVW7+4463mGUHWQPNh/dZL5OfzZyW5YmHU1E3h9lc6DVlCFwecgAOgHUGGYS+M1/UqNSRyURozO0hP1O9xxeVU9FnKppV3H8sGxENxXG0Gb4Neokv49xDrZTaKSDqeoo/9hdJKBfGD7LoywegRTVvn0Re5MrFaxEg4HWigJz/+wQM6TKcAhl+7w0KcuiImJsl80kx8ZPOUd6f/rUiC7ObKnX8hnep9AL7rJlQX/JMHjJ6GHlt0g6eoXSnfvo02jzaBB48H0cnwWiXJZjpwkvc9EVd+DGCCDDnJ+EwRO/RKgbC71a+tQWdZiIxM7e7nA4Jv4k8FH/giSSz/06FAY2mIjS1VdycV7GWgu/4rG1exmipKO9xbVU0fZMhUtaz9F4prngQdOLt2Q+1McnvhoEE5bOlLx2wieP1BHi+wm9ut6PbZ6aooxfWBkbhoZ2U53tC8VkYydoqD0lCxa/3Xa+VtcHWQ3Vvx6H+GYnjrgTEYB58Rn0afLu2XY5lIvzN4EJUCsBHUj06lQ811sAPMMJv1y6daA3qTZYqUzURqTEjTm86PrvxAikd1kEep+RnD6nsM8PWplBAwlWQ6Z0t6dLNP1xG/g09SoD6OzL8YihyCXDpXoTFmbMdMUE7rntH4kisCHMQoDMiboexSM0T1nGHJ8ZDddBvQukzd9z5YVqxvYY4fkNmv8+lJkj534tHCZw7yezZj5er1ec2SOzJE5MkfmyByZI3NkjsyROTJH5sgcmSNzZI7MTpE5MkfmyByZI3NkjswwDEfmyAzDcGSGIzMMe+HIDEfmyPzzkOyLnwu5hp+jtCGDI7PPdm+iftbsHBKZfabqJPPzJxA4kRn2sAeN/PnnMod5kTkyx/DVagP8c2Pr3M8/I/Ej+7kG0OTPhWQ0fv5ZypZWZP4ZRAX+BSuwets4td2d2/dqteHnTAJoPtsRyfCzJhApPkvIDSLzz7DPVF9Pn6W4sn7+GQyWssjs4VGlyN/tc4EDGgXaQpCCrweN9LAnkvTzz6Fx/HiY8IZRZI7MP59BnYPjbGsdv59FQxPE2ShKZnwSHjSluLDSdCgmUHWSicxfcImfnttiRtu9eIEZRcmMyPwFLVBpL/yp7TYZzNY6fvB/sTS1DeQI0xe0YV/CG0aR+eNpKth8MD/o2/GJoq7BBQ3cRZkVIxUx5do9za1lu2c7XknTNTwdwF1RGWKkySU5rt2ZWDYnNtrgxbUfpPaPOM/dmQhD1/AMhYeSjsRGGx5w7bbK9rREsRtZSOoan1gwWIW4OAmLjms9wO0sfAL3496SrhEHAsx1pxQjmbngxytm+aqJq5TQ4Fq+CRs0c4tX1BJA4+Dkg6eefFylpAbX9nF5Pqo24ta0R92Ih3/lrLxiqBkGcIhQWrLHv4pCRvyr4daNhx+oTGGKirOykri274nvc9URs8KBoRtPUb9yYQZjKBpZuBbE4AadO+BxbCCicTDZwlgRRHFVqRbXhiCwQTkaj8OPUuOYLABjU1PjKjqBdRM89xyhKLpGkK+sJ1NkTLTlsa84btOvoq7RIzBrxcRUTDTFh2u3S3v7ALJNN790DSCc2UwsnjHRlhTX/iWI44TSdqsSVX0oukWKExMRYqElW1y7lbDLtBz4UzI7tPeLmOwFxj1xVlILrv0Q4xv/9flXwVTdSIKPSiwWI85qoaOAAyVcu43yrzT4MpdRn2aMguXbRpUnLiDACdduYZ8hiI0Np84NfQNCKWYNLGo8NAeEazvM2DpL7lMqE7qGFC3ZPoNJTKTCCtfqLfEZtATZcEqx9I2wMMzCJG/ioQwmojacxy7XbzzURJJrOzz5DRG0bDiPkPrG3BgmDQBp8VATJVwLYsBXM4zIv8JA1Y0joKjEoppxViEers3j4iUjhNiZOrhWjKSC+UYwjovYUrm2A4F9B/HOc8Hh04llgrCYlrN4iulzrZ6QfQc29A3ihOhErAs4K3ohnirz5Notg33Hy4lvEFioE6kewLAMwnhqc3It94FPMgRpWxGARiveuMSss6cpJmJ1wLVcS58EUWtbWUKjFQ8/YJpmIRET5eGyZ86+wUeElvjIEZRr9+j4MalS+wafLZ0DwIIvFQI58ZFjKNdqN70eU9H9NEFJ79Bg9C2Lu4qVHF1w7bZx0yFy3HBUKnUNN27gNUrCeOlv4Nrt0KYToM2Ge7Ola8gJg9eAuvGSFSunolS+7IhON7Zp+7K1scZRqBS4VsSbOAgnh726R1QfkkFCpSuNx0JDxnAtCAR+zCDYTrzBQS++SfC9ijEkPuJq4dq+P//aPc1nNhA1Yw/NrxzlNW7i48a1Ij7EQrIA7FU9UPrQjB4qDyRDY6FJNq4FgcSPWWG0E4f00ItsQr9YSDHiIzxDrv0Q418Dr+Q0EkWakTHFd+4DmbhpDxmu7auLHwGA7VU3SvRhHj5UFsxZjIeAzDRNtxwGFk7ipVEWXNuhu+dcmdpyd0q0IVAE2KyImHhpVJBrt2y7cTDIe0J51DokNGW94DmJr7Ds4Vo9D15PZIwN1b/0DjOi7w6Mi5VakHLt9so+JdO6y6S0riFnDNwGJSJmMjvjWr1Tr0eIjg0FZ4/ekb9ffrUkVgK841q/OntzjJ+H7Ho0jiiqMBMSn9jqi2TnBaGwCYkNFAlEg5X1glCU6MY7Kr5kfApjA0VacC0fmd1ahk685qWhbSRegeHSRMVRYlFcyye3W0mLYjUzUtpGDiYYrsGLOOqrc0TMTdVoG0oKwGpJBsRRV1i41gPpbm3dxhyVVdtQ4gSrIWmNo662cO1WLXb82vpV1Ta6sUUR5gXKAnFWEhmu3VJqOqpT3s+CCdqrqqaMixMjcVYVHdduT+w5S3p8nQNQnXigw19+0sRUSXFcq+X0QVs6PZ8hM91oRAjTW4M0xrJQgmu3m9qxAJK9qjqna8hwkbXLuoyHpGqgSdHAw6DTujEUxXdnpYgNcPpxbZ+qlsNUwftZC9LeNWjKvuCVxVkrnqCB4cHDOODVjaAIvnuLYWyASyvX8nFdogPpbo0roWu8KJGNwAEzFqIDxLV7lZqEke5unZCka8T42bGvVyyU6sW1H2ToOJYdvB83HNqLZrEMTNRcnDUDiWu3OvZq64F4COkNbWOHHZiNM0Ucdeev09itK1JcARMP0RXgWg9Zg6DStFtXxNA1fmRmvTRLxEN0TUNZAj51E0032hiA2YNJXIyVZIxPDCdFVTMeIvjObciLnYDwDfXB+dSYVTcWXmL6CEOLsaKMcu3enbdULfSVOKLoRjKh3yoqKeIqwCqeMapvRMGlG7U8+X5BiRJTHS0m+dELcoEx9nKUa/Xk+BldJPjRC1260YPBRCXAGWMvRY0QejadhXAUxFgZbnCtlsv+K8Lq2XROah1/V7I63vgYK4NinYYBfo4QqG5kLILpBUNlfIUFDNeOONysf40aR5tKbXjtA9PBoYqdCpTh2hFEm9WPSi9yIW0I1AbTQcATOznVcW2f6mbNE6B3TCnRhlZvsNuiYewUlYdr9fa2H6zHt5H6WoeFzGwjAMUYi0kg135o9JcqAD1lqxvdGI/5Zl0xxlVO6HCtHp7tl4TDtzlgpXVMQJFtrGEUY01BwLXbtCF2iPSOBwK+bGo8Yia1Qa4FMeUvBzt4SlMu3YhZ45vl5E1cdbnEtX3b0+gL86JvVHWjkU/M1Eyw+OpaxbV+pR7y04Pf3JzUjU6GfJfyAMHiabCQ86JmBnUjERmYfIJEiK+G5PrAwROjwkk0ow8r37YAJWIosyGu/ZOwW5eM0HCbebQhUB2YjksudvqRgGu3Lnxjjcbt2WRL36jiwvTiORQTjWjkWj80Gi4LpW9l8rV3zigYCRkR4iwZCzbHqG7ILqUVA0V8mapWxEYtFMxZyrLrILDRi2FSfL80++KkBUpc60djD7ngY2/pgEITblQ4aUxhbCSGhWv/UmxIULy9WaWAJjyrgpmkmIiN/rZwrR+BPSStz97it0MTSjCDk+68xEbbiGv1pPbkJg9fxStI40gDmJUDC4mxaLpcuy3iyxj47VMxqfrQChNMu8YR8VDVCq7dI91dhuLsIB3KNCGGELDX4VSMFCbKQ+0tcMg0IQc0uAhFWmwkmIBrQRDYQuIpewscGpqQgwS46ISf2EgQAdfuUdhcVPfsICfCNOEGKjAEOpUxUpklruUG7skHKXyVIpQax6aKrB0sL+IrBaBc23fdk1NQfBUoYjQOza0s6g8L8dXXAq7t++L9EACMTScYakbB/5Vr/DEU3CbXbu9szyofdqMIUU2ooQ8MRsQbJ1mJcu0HO++HSCquo+dQM7oo8Z2TexFDyaVxLR7o5rLDzBZSYEwTquhwA6vKOEkoSajJv8aw1IxObaiAeTFhsMMpXf5rDCma0amUChgYeOKsqRtcu23ddSrs9pxrkSZM8JT1BCyNiTqwueB15KmBxlVh7HAtN2uHicN6HXk7dGKFM3AUniZxVZg8a2Hmdp0Cc5pQayibxTskJhpDsZYEc9fBvmlCBRiynGzkxERmLyZQntlyvhb0YRyIGSPGVjyU43Ct3qifoGZry6GU04dVODFjIN2Jh9i8cG2Itw1mjBKvA3WGTiwrA1eRVcZWSJQjcqNUqFbc5OUL1+q1/qsKv9zoZELv4GlftsmtuMkLaN2JLecE1oIL8ZAQGVzb4c1XmCC25ZjQow/NaMHscsmIh4TQ4NoQXDaYLF1+hwAznThmA67SfBJbPTHg2jwxH4mEtq/EYeobYGaYavqoiYsW4ODaP7kYbrLLbl0CqWv0FZHieOUmFkLCyLV8j/7IiRj7SvfSN6Q0Jpy2HxORyuFaLpc/gge3r2gx1TecTjHjPD3FRKB+XNuhy1ajm7DrBMppQgkaslZWmMVEOP4MQ/ciD6+NjwCbuJZvihdzWLQXeaTQiolEvgYIzIiPAKG4dtu2y8B6+FMxlFoHhyXZC540zlJy4lrtGJ+HSOW22uFHL7oh8o1gmiJW8hPl2r7ProcY9q8rzmjvnzVUQvG84qwUargWhBsvpkDbzqEgSCuiGPK1qoAUH+U2XPvhQucrIfavKiC1l88OKmWsAOOsGJlrQ/R5MQPe7Bxlp1qxRN3XCo2A+EgMBtf2TfjXEHkZUjRS79CS8JXLq3FTph6uHfFjxB46NqsXga6xV2DKHSuvWCjICK4dISFGvLNls+rI1DX6tlNQ20pjISRouLYv9F9BCMhG6ED1Diw8X7k7IuKmKhW4toPYRlXC8mAFHrWNTSY47A1OPIWGx7UfxmJFLzU2aw0/XUMG3xQ53xTxEIA4XKunZduJ/XyYiq+2sUQJLqtQF0+J2MK1WwzbDiWZDyMiQdtIkgmXpSKIp0qYcq1eCZ/H7sLGqsLQi12GfLXSaKzUdhoawpddgWpGEtgvmxmIOAp1kmv1WH0euaB9peBUL2qh++rL1lgpbYtrt6K7DmbmRouiRBOiAITZpGCIl/Jk4dot3a5DKWKjpXnThCs2YbYBIOKl1Fau3drtxhp9vGcTGRpHlzhZLzQSxFecR1y75bNPSa82mZ4emlAFFbjtDzFm4lxJtloFLCMx05Ia13awsusAjtlqFM404WIW+EzIlphpCa7SB3Id6YoNmFhUsxl9IAMpzShI9M3GOcUGTOzg2r/r3hxDxkP2I52oz8BMD7Biq/6Da7dnsePQpV9ltaEZB6zBvJAIJc5K6ib9+boIV22jyQ8Y7AFaTLUUgGv5OOzWEKvxBwCM2tCAHAyXgC+OEqGBa/e+7FYSM+I+NgbasCoI/JbCL476kOZAnLeBMjWOutCBaz1s2K1eqDgPj0kbRhgCp+U5jaMu7HHtto927IC2V/lgakIjC1k7xg/xUIHMtXsl9Jk8n/4PVknrONSWQUHjcdaBRq7VWvFKUqp+j+iiZoQQBPPH5zXGMjtSo5jDr8DyRTPyBX25YIzYgPeKa/e+aMM6Ypt1M44mHFLNprGZEAvxsVTTo8+v8PFFM+ZR+Zop0BIb6EHItXtq2nCxwGblYqoJj+CyaWKk8ZCA0CBHNmseHWq2xEMbtlyLx6kJf3TZrHmIaMIEctmdZi4e2qDHtR+c6DJGkv4PmaLWQWJDmeXYNc56ocW1W8y9uhogdiRQRBtabcJtRUHiKDyOXAsCTIc+geP/wE+0jhFGZZZkmuIsQ0Ou9UvjW5lQxXB+IvWOAgS+cx5AYycgoVyrx8EvFd7xe3jA0IxPPzAdsyjEWDvOlijt+D2JoZqxCQ7TsUlrjCUElGu3QDwVUQ0eipAdmnHvwhe72SeukjvjeQnGN7ZYohkt1Ph+HekQUx0lmeDPMO0dxdhGI1y7DeILDW34M0xmmhFuAuaeu74Y2wjJtdszX8eGwc85IqAZr7qYXtZ6xFdYtJi2+VJOSjwx1ohRrtWm2dw6T3wppxmN4w+G7A0dL2KsEWi41o+7WVct9Qu+rwkT9+A6oKjY6S2Va/tKPWaFQA+laEszvlH4IsibcdWgKNeOkLNZVYFoGFItNOEiJUwXRyZ2gtNcu2fm/bDZxmki2NE7tvi3LYSLGKqoi2u3dZ71SkEPIeOlF6eU+bJlYIqZ1CK59oMIj6mn5Z/0gdKMbEBfBJ174ipEM1z7Ac5mxaNDyyh91ISTUmA3JZKxk5wIrvVD4yGzeP1mZwLNmI3xXZIjI7bCnOLavje+xlWrNwPJRzN60WGuRvASY0lXuVYvcPPRmODdKIlqHGrssouCRTFWpgWu/TDC1wDT4s0wbs344IrJChUZY+Eoce3f325l0kLDnWlqQhyaMN2LHzv9WMG126DNZwfp3UiZ0ThIg7KLrJwxVpclrt0++sYZTNsTilcfJrlieiJpxkQg5rjWT42OEzLjW5fI0TpWeLEroI6zZGBy7Z+R3wStsyE7HH1DwNuXyexNbNQ149otn5/DpLfrGnhqxQ5z36/SEnGSAphr/0BsIpZ5m3MySc/gggFmOpMRG23Q49q/yQ0JR+9NJ0/0DC6mcFMAD7FRiFGu9TPdRCKpNieVDXqGFyTwUhXJ2Gh7yLXbT1+21GOflonTNeQUMe1ImeKhKEuu/TDD+1l1Eo/S3ekdRvk7FyBKDOWEgmtBEPB/rnJiUTyGeodQne/clM8Y6ikzy8DOIsbXITYq4si1IP5sIlhSdhaxSz0DjiR8xEUpNioChGvzBDcSI5Deih0xOnGEarbNRxBjWcm4dq+7vfBQsXuwUtAz2vCBwSoEiJMCdHLtts72cvi5fTAt6hlw2OAvKUJxkpAQTy9YdqNdGD2jFAwMxkoaJ1FF4Fo+NxsJ0ZLXzNvqRAp+snOwPOOrthJcyyWxI1MBeE0SZzqRTkl2DupkfDUhDdfihdheDizYPiwrNY0AbrADM0XipLE6rt0i8W5UZmw6gWi6xhsRJoonJeKhBlVcuzXg3dy0bjoliOgachkwT5SxEg9FYOJaD0o85Jgze1NVgj78WTBF8xzjoqIxd242nS8jZ3/xUCIZ13aw4eEwYG46X4C6Rt8GzBESpMRDibCWXEZvTipu8vGHa/Xs/rUDl1xGm6cXuWx+2RZMxU0+Wrl2L++6yDdbTh4tPQPKatYTT4WYKAMj1+5F2HNi0Ow5G7b0DCg+sl6SsMVEEzC5dju55yYz9xwuoJ5RCSfbeYcsJtqgBJLMyuYE0UIfHtnEXGM4IyaqouVaviQeUgttc65A1YeQgJhs6q7ERJZYJLd3gYpvfDSnyrVcRQ+maM32LkCgbxhw+kKRlsZHc62Q2n8twSPOHz0xHUmkm38t4dU6IPeo0JnzJc4qsMW1fy1iOKgcu5UJGT14B1BKh0k4FoJMwLVaPB6PhKW95QVRK6IQ+47R4BEr5SFci3dgy11A2nOsdOkZXuRks2hQERNJpok9oykQZlz1BwrXclX3J6cMz2h6p22kmYOfOBXjqj9SuDbEE/+FEcP2ThHSN65MXyoqAvFRUxOuFQHBfymssr1afmhE1StfqkgC8ZHRAa7d3u0ymI8/BUOqcbwpzF7AoxhnLfngWi6Uf6WglUsZIOlFKJrfuCl2cRNiJNeKiNqfdRk8jxaI2sYmHGxgFSm2irDItX6OcQoud3arlQ09aAfGFMI8lrHQj1KuFdFjf54h8Txu3NE2rKzCU4VKsRV3wLV+B2IVgn+7taqGHsTTOYUQBmUsFJmBa/vK/rXOm90M6aMXm6j4yvnRxU2HYbhWD9HfwYO5FYRxrZjh6wsDGY2VnjTXgkAQt+gK261OZ5rw6HOKDNLHeOj6x7VbKX9HTtJW4OFOK15o881nlrHSEgeu7VPQKUVg+Fe+A1qHoR4VPIZv4iy/Na7tc9IrSfu/bqdoHYRNVPJ4gBBnBQI5BbXzZRBeaB199nzZ1jbEUXfMTjMM2TAQFprGNQhuS9IjZuISwbUdTOzTGUg8PPakDSkcgb9+ZzyFQpFrt3670bCJ92TiQyfe/ayXKKjxlZYr124d9ykFJhvWwjUNAXYwW2qYmMkBCq7dC9unbthsMs0gmsb1EW4To42ZNhbXbgPsUwdTPu9oow3JIOEI8YN4SgiF06xEn78AbShWASbDAxJPQRKB9CUUOegdRY5fWMdbbIDPca02i2cTJ+hLKKLRO4qGfGEdD2IDnELW1loPMGZSU+NaPKh9aoDC1rmEplGFAZZwOCRmUoPj2r+pvSmmgYf0XtvIMgVmumAZW/k0XLtdi4fAkeJXWzW1jkUqmBcAu8RZSgO4duv3HKI9X/emRxuWsYDBRuiIqZowcO0emHbc1NureMjoGY0OsncLSuMhJC2u1cvzbHx0PYktVK0DNcjXzMtlbMADINfu/WkfTaps1q4HegYPG1kKHuTiIQIVuHarRvuYEG/WMB96ho/Q7IRIPvHQEgiu1bPj2UDa8X9+HLUOU7nvWVdBbGDPCdfuzdmscVrjwfhOE0aWgd/w9sRRRF5w7Z6HzWoqJx70AEETTiaA3ZgwiaOGhOFarRYfpUfo9QiZ0zpiL0wiRqcxFheYzlhGCE3HOOrQDNfisdmtTz6WMcKrCa9wwWlgjHHUYRqu5Yugt6Q54VUBrOpFJzJlPMxs4ywFq3hum9WDCz0l8LSah5Zus3pQ1DMoz2Th8JiJhz4wcu12zl7tE8eObleaUHII3KYdEEfpceNaPzi+dUlfHMdVQy8OefOdSyEZOwU541oQIzSnnzuvGuWmcfwRUwZECUScNSMK1+rF8T1Kp28SZFHrsCPmi7XFRVx14ALX6m29VOcAr8eCl9ZRpAvzCCJojPXij2tBmGrOIWS86hQBjYMPYRkQHy/iLEUDUn0qvR44BlqHYxrMSKsGMVaNU67dqnnPKFB84wxHrQNNh+/XkdaYCikb5EO/YYsYu4IL1+5h8DaybD7042kdZLxg/tmBJsau0FJH9sLPUdJah5IJmF7QLuOrzUWu5Rvg/3AhEHtuJdGLUah82654iJ/GbODaPu3jBK2+SdCi1jEGzHdrjklclWGLa/s0fTxWwjPRA0HrCEPju6UGSlyFx8q12z3Peg3UQ7qI0IpoTr5sLLDETGoqEBjwb6BUCYuKsQQrcG0HABvvwAn/BgocnViDTrYQjDHGErzAtX9xu7WbqjWsetA0pLrAdUt9YqcYp1zrp8ZDWpnym2D+tA4set8lOd7YCtNzrd+X3dqF9YYnT5pGlQGYTsOS2ElGENd+6OFtfDrwoXNQWkfM5QsgrkyMjcu49q/IbnWSQL/NSNI0DHhhOlI1IKq8jTWRPtTMSuvAfPEF8Ldi7OYDrgUhultRkOm8DIyaRoQq2I2KVewkw3PttotvBJyxPack6hpfZDA977QxEd8U1/rN0XFffL51CZpeBPAoxreAMM6i4cW1fwz85hcaGzIzUh8qan2ZRrCIjVb84NrtDD9HaXXXeXFpxDgMvmBNDOKkLTBcCyL7P2us4i5mV73Yw/I7hycVP6HR4loQ3/9pkyfm0oaEXmTs+9I5GcZPadC4Vq/H1lre8W9SPXWin5zs4R0hMZYYOa7dJthaG1cP5xpCJ4YAkrUxAkeMhWaKa/cIeDI5gvs0TZIeDD2BeXcAjoeahrh2e+rPmmjYpgik9OAYIJjcCVviIaos1271/JmogG1KJaoHy8jB5CtkEw8l0FzroYF3zMG3tTz66RpxFDDHXLKIiUzn5HadNU9wEOKhF2C4tsMYj0b3teuoeaMH8dDBxIvLEQ+9ELOnj0xNcMZNfF1cm3f5r7xPH82ZohUxvH3XfGyJm/jAuHbviB+COrS3FFnQNb7qMEWlrImJIG1wLR8EP2RUwt4SFUPX6AKAORrIGhP1IMO1Hk63kRQWPJYjbLSNPoNZNBAGxFdUb1B24xMI+jCy8OvUBEJ8lCAH1/b5eU9B1N3oxIw+jCT8OjXpEB8lYOTaDlQe9ZPAftDaRSO2ZvmKFT2JlYq0cK0IGt4ziMrukQHowxs0vlJnQGOjOQu4dkQA74VPnd1DLuvDQ7GvgW1obMSmBdfyddhFyOz5zQJb20AjI1saYk981YeBa/ne7CJXhvwmFhltQ/Qr60bsSnxVog3Xcqf+1QuBbhKDRyvutm+cFlDcdMED1/5Bid/a1HarkyV6xgu2ygt1SbEQEFKu5Rr51648XQAHA62Y7fONK9MibqrQgWv/CmMKeq27lceTnuGi9LLOUigW+sG59s8oruBUYrcyntAzYoRd0rFyxUJHKrlWL4pHhaG5Iei10Iilm9+sVDdOalOUquJf77BIyomzika5Vs9Bj6NK41/vNPXigzeYAiZP46wiUa7dmnnUFH1DUAzTiGsAv9l4NU4iXeXaLYldln34UzB9OvFEXtbOiynOKkDEtSEMxBh6ld262KVn/Bi7fMPQIBZq7Tz0Pv6AiMZWWVe4tg/N9hK25n385dGGI2K4gA4lsVVWFq4Vcbo7vzS8jz542pACJhw1hRtb4X25doTf7lwixP8g+tOGdCNgKd4XW/W14FouYtez6eJf36boxQJtMIPuROOsvczTMGO+LHuoFwc9v2wa8sRReIS4tq+pp2YV/9VtSi8u8cAM8pQRZ5VA4tpt4m4kFOE9naTQNtYwZr3UqYyvuIzx4j+McnXGBoyocK22jC99S+I/jHq92APsm7c4iQ0Yda7tMGXXYRPk0eDCaEI0Y7CXAqx4qogb127Vdh0blD4tEoEmxBIGjxm4iqe85HHtNsyuI9jp0z7FaMLMUnjsOxVPhRHl2j+9NzvReEgslNqwgg6YiTArtsqEw7VbC/GQMEOe9eqnF6dwYF5IQSHOWlLBtXonfKmXh+9DwUEvwvD6SkjCExtoEMi1W9Q9J0AMXyfCSxNe0cJgUiTEVE93XLsF4EuFLPF9a14vsljzlfCNERuAIINrtaP+qkgJnweuUC+6bWIi0asxVgErXLtHuFntwsSMMKg0DTAu7HboJY4i04Jrt302KwetmBFrSdMYkwK3hUqIo8QQcYt1NMjbCxBH+S+uxVuxWWuQxToeVNA06i5htO2eOMqXcS03SFOpsserginSiZByZYGnSeIsBzNW9XjFjpITNI0wQLjteyGOSu1yrR8f36oENY7bHLTiAs7vHI8wsVMQL9fqnfkveMIrueGpF1/YfQ9oVsZUfLy4dkvBezqR8o010PRiiLDvF6VqTJUEc62eCp9VpObxtH7Qi12amEriZMVY3EyuDeGlLUcneNVSBjrR8K1McM2POKuGHddugXxWBCIezx4BerGBCswlMgzEWCYecG2IKNpyxpVXfTOoEwdVy2Lo9cVZOjTVLPkxHMboxb2271W7JsZesMC1fFY+MQ0XP0YLpBf32L5XrZIYe8GOa/nCeFXHztgPXdGKvOvrpuQgfiKig2u3FnxdF5efwySlF8e4ML1MaIuvsmC5ljvE/zuQflJPnF7cWvgquNAaVzXwwrV9W77KVYyfXBNEL3oY8FUgxzOuAoOx2uqph4S504heCL9skyhipjQ3XOsnx0PGSvwmKBy9WIf2XdJTIbb6qnItCAteMUUGDxrniF58U/sKwBMhxv4A5VoQrF6V8jL+agVqRS0H3zkmAuKnJGy4FsQYr1gYw4OeKaEX1/Z8gfpEY2wRJVwbIoZXtVwQY2750opYpF+67WX8JAmGa/euvrFvbHtq5tCDsRNMTyQfYiK8P1p8HEQ9jVhAMCvYwxtjLcrh2g5d+24tycdBvKERC8TICjaqiLEW63DtHwW/qcVrQ27xo2tErX6ZHHvERiggcK3fqo7bUr5VSRqdeENQrEeawjiL8AbXbpP4OUd81/FDfZhi6AsW9xQnIejk2r00T1YpZZ/GIdQzthow7/au8ZCRCa7Fo+KD7KndhSyMHgxFg/n5509MBKaQa/ck+LIdZ/vUA9EztgwwMZSGiYeOzrh2K8WXZSbt08sregaXBSaGrR8PRdWFFe7TGGRtQ/EQCTmuxXvgYTEX+zSGkJ4RwwUmBTfCeIgEHdfukXkgQBR3FyIW9KAXxRzzZURMRJiCa/eueCA1ZuwuTcL04FcRkwwOCjFRCyQJdNfZn0Zs8+WrpsoVN0E4wbV5CP4VioHu2ig0YpvPr5pqV9wEAfBtA+FqHIqPrmO49oMF36V0cQPhgnWNLzzfJhU5Prqa4Vo9zX2BjBEfx8uctuHnRZYGhz8xlhs9rt1O2BcmVfg4Y2poG6ldWRpfpmIsVDOu7UDB24Gb3BG2NPXhjQ1fsEI7cdKZPK4dofVdRGRuIJQ/dI0oO18oHVxiI00NXDvijO/C4coGcuWFruEE+Y2KyhIbfQ25lm/xX4PetNiCCBpxi5cvHA0AcROWAddypf51wAUtxqaHRuQU/MaNxYmbqPpwrV4bf5p6uMkKtz48keFLdpgmTorixrUeQmwiYqQ+C50WbVh4lC2jWCW+KkvCtdsT/rROgk0GJYc+JEH0LXMAIE5iksS1e2n2Iw8iPstXVBuOKMqiIbIiviI85Fo+EftxBqvPosWBNvzQs2n6EsRXOLq4dotjl4GB+tMwj9rG6s7apUgRZ0H17Rj/OuZANEBejvjp7O1fx7h04lcEptJoVpwVoMmOJR9kzZPD2Mpti2s/bNlcdHD6IGySNGEfBTDThQqxlRsX124/+FMweL5MS9CKSZNfNhhxcRSeVK4d4WVziYrhhYRAognRbMFPIo5iqxpdXOv3trkMifBCWmg14Rky8JMdArEVDiau5UuNqRR8/WsCGjqRCAjMAnA2xFkbJtDxeVCgPWKpMmK4VsvHvyG74vOiuloRAedX6wGMpcqEcu1Wym58Aeg9Kxu1oZ+IrOdXUXzluYNruTFiqjWA/6pFqROHGMB0EsEaZ3F5cO3fh72p+cFDflnUhKQfYKbvltgKiyXX4hltOl57Hs7CGk1DBCfcNRgVT4GxwbVb754z5s7HKamhaUy4AoeF0MZTrHm4Vg+HfyP4w+MpCdWKRFi+aGgFYik+Crh2D2vP4TLl40A1NY05FbDYkJmYCugH125DxEO6aPCs161OjNzDvFDIFWc1aeHarZV/Yzjn8WDs0YpBK75op1BiKVUBXLvXYMtJNeHrfGA1DTo0OCxIM6YyMIBrtapewRks/s4bNp04RgMmE70Y8dVqGq7lqtFJelzwqzi8NOKDKmVpWUic5bXFtXlGvJUzUp/kr6sVh858taJoY6ouKLj2T8m3KvmM47qCNGLlke8cZ46dgnBy7bbPezLh4RsNy+hEPUTfL8/LmEoJkmv1dngus+7v9AjTif0OM0oZYoxFB3MtV9Kv5jWJl7DZGpFLka+bnJ74aYQZrhHd31E0oROpDGFGIRMVY2XYkfVh5iioirFgb1zLV8fncFHow8jJoxPt+G+ANxhiLFgb14Zg1UcuFf2qYwONWCAuc7PcE2chOnGtCBj6CAdLv0okSyMu/ZW9gWCLs3gQcu1WhK9zYOTnMGWdmDkA00uJFfHVFhJcyx3yVqLs8UjEzNCJp6FfLgqAMVUrGa7l6vBWqrjxSDIJdSIdG1+uOEFxFQEPXBtii189YSKeBCBFI0Ih8p2jMxg/naDk2u0Rv8oqpoecytCHGTZ82d6YiZnQTLlWxJtfTREjlozc1IhNKHzpipSIn1CY4Fo/Px7yy8dvkgGgE88c+DIVfcVWMReuDQHldRwd8GFUoOrEMf1LQNEzxgKCci3eBN9jlGx7wYKkZ/D5YXLpYhITWe7h2j3YN9YNbs8wU3pGmyGm5yqJmCiDHK4N4cPrsNrjw/TN0Ilh/L5BA6zE2BiJXPsnw292FBuyjKEeLALmy1TGSGz094dr/6B0HII1vlUJGY0IxUGMSQweZxl26UGGY3syKKBnwIXA/DzjJCYCgeXaPT3fA8HZ9owQqWe0UWF+8U6IifCyXLsd4+cQALPrMqAAw4EkTso6wGVV10U6OYuZ/nDhWg9AfGuXIF1XxIQ+NJHhq1bXFjP9+ZK57CE9JujBr/0ugTHGRmY6uRYEmt+io/aQRjt68HP4LoF1iY3MgLlL4OdYsDDlRYxFpAjXdgCx6ew4+DkWZGhDIkzZE5doMRaRI1zbYYc3lSK1uYQWukZUna+XnsI4SYkIrvUz81oyuWxHKxd68IiGr9MZWWwU5Ixr/brXEsVxO3YN0IOQRV8nLAtiI68c1/Ih+VZJAtpOsVQf3t1938DAxUxxjLh2m+VNOyjYZkMWdSHrnO9YnbM4KYYq1/L18K1GpOg7Nwr60ILQF46wMWZyI8m12yfetILfNtMSqAv/BPlGUNwTJ7Vo5Fo9P1vODezneJ+0YQ2lbPeFlRgrVQfXbg233JQxfg6QOdqQRmaWhQa6OCuAINfioW4hcQD9FlOsLmTqkQ1zZjS+spvAtdspu+yqyZ+OCdWGhlZZO8wqcdZUFB7Yfy2aohHZ7mBaDY2JsfgE4dq8axzBB4N/LarUiGx4MK2KlmIsPkC4ds9vC2m7ei53oJqQD49sGSxl4itIVq7d67OFhD15LnuimlAPW9ZMIYf4aomH4jNwBTdiqUgkXNshy8d5quEzcFKNCGXDlzOFiKUilXDtttCfhtHyZWOsGvFH4ZftSYk4Ss/1iX90s6OkFFv9ieFaEPHOwsaDf3yzoGkQLsJKSWNiq78yXLst3Y0lsN4zJtSEfNCynjBuxFdiMtfy/cVaBgLfugeNRnRgBzMrRTfOqtvDtXx84g3b8K13zGhELiKYB4Cc4iwOX1zrV7mz9DXxj55JmoYIRbiA04XYiskcrv3r2lkwjPCPaEJoGh84XKCHjq2k2OHavyB7sxLNQ67Ro2mAyMJMfZZiqy0TuFbv0sfRoP3dFzCN2Ijhm9a3Gktp3uDa7ZqPo6fo74wwaUQv0VfNSUgsxVnGtdvDeEjomV9tlaERvbKYF55AiLOe/nBtBwXei8iGRy0RqRH16mBSdsPEV24ecG0ek7/SB4k/chZrRB563wQ8vGKqRyzX/nX51iVSMZweRn3IY3zpBnDGTkE8ubbv0LMqQcZApAzpQwxNX7cXXuInMjKu7bOiGz8MetayENrw21WWRKQozgKjw7XbQe/ZpNI3Fh7RiIJpvl99CGMqpi3X6sX+a4QJj2o1qRHb5mBOcbEXY42lKdLjv4RQ42MTY5WWcC0Xi2c0YvNfQhBpxBde3wHcrBirJMm1Wzj/1WPJoxa4oRHVgmBSwbKIsc6yuJZP0GP5kMMbObLViC7wvg3QusRUYNa4dovo68Cs+DlKbhoRbg2mF8gO8VVnl2tFDPGsVmxxjzFK9OFe+tJVUcZPuQfXcoU8lhXZG9ExpRG7St8Gok4xVSgSrhUhRnsRr551zU0bEnFQ1lTkRJyVeMq1I6g8KxZP3MPFlT7MWvnSidkSP+kEXDuCgvZCWPSsbKPaUAhpWQEtPXGWjzyu3YLxq38KtSMCPF3Y5uvb9sUkZpIgg2tDZD1n4Y5NpI9RVmwkpcu1Ico8Z6GbTYRPpJ4BZ+WLJAcvNpICo4k+YcCyKGbi5Fzrocq33nV9AkpMF662+abxKBAzcapx7V+Th4yj+E3QBRqRC+DL1KBIbFUFAdeGaOMZf3D5TzxzGnHb9R3C/sVYC2Zc20GNr2OUYrNRuOrBIzC+EO6OxEkt6nCtiD3PqASJ/2yTRCPipfkO9TgSYzmEcu3fFL85mWVD1omjZzwg8m2SYo2NQPDh2r8FnpMobEO6uKBneFX5Mr35i41UrOHavzINh6aMb12ytSFkBLFJNR3irBt0uPbPiN/0M7ohb9DQMx6Y+DaBgIuN/LrIWdXbdTE46MFDzy/YKIU4ycoL1+41+lYvFjowAAtdyEbN942JTcxEKcS1WxGeTpTM3TYZQw8iuviKoYGJk+oYcO22j6eD5MluE5OqBw0dfMXaJMVJbz+4li/LtzawogO7GV2YZsf3DQthzPRkhR2Rr2N0QctdjAWFBdd2cLLZLjjwdYxo6EIHRrJ8WQTEWFBecO02bzU2ir5OW6kubILMjvhqirOCznDtdstWk+LH16m7oAuVKmT9AqCJs5jIcO1WziZr5eJPRTfowqZr9g4AUJx1FYdr8WjsHzgy+M4YLjQNx62sF6jS+OoEx9B6wLc+OeKVGmPVMcK1HljEGQKc8K1PfmhDMS4wGYDBxVh1ioT6CRX06IilUIxxbYcMXg6bJX6Cha8+1KZfM6y/WAoFzLV7A7aPOV/f+caKpkF4IBsmlEl89Su5dk/H9kFG0XfmcaFpyBCTFbMDT3ylhYk/BR3jy7aw9KEW35cNdS+O2gPFtXtVu5FDpffc4jUNGlNZzy9X4qsyoFy7dxp3kOPoW2+I0YaYXcwuP5hxltoTrtWb4+cgKPN0bbI+PDDnqwbDG0spLuFaPhYx3hEj32oIQhteMsCEwAMuzqpbw7Xbrp/TIIGns2yjD6+EfNcccMVSOri4dgSYD1093IeRBrh26yQe4kfNr64e0YZ9CfOCnrE4a0qIazvk+bIHWvzpG0xteBoDkwqNuviq0wnXekD0nJF5HpJAF32YJee74M80pkJRxrUfTHjWJUliGzKsdGGbGF83x8/4SUAUrv27861L1MRwiG26cAuGLx2FuNgpiCPXbie9ZxQ+vlHQVB8SWX7BvC5jqgIpuPbDEl0I1vWsn5W6kA0ImWWaYZwlBjrEezHzpIyX2KqODK7ti/Q9cOjxXsyQ0IdDRL5BZphiqzowuHZE17NeksU1Iul04RYYXzozyfiJABCu1bvjs4l//lQHG20ICgPTQyEQY1VF4dq9Vp+lScgT+YClD4XgfB8s6DGVESzXjkj1rFNoxDXiwnQhZ9eXLhVN/ESgT3YKEn9qKEIbgunC/Bl8xFgJSLmW79BnuRrhiVhY1IcDfHwfaEaJqSbvuHZL6evS0vg5RW+04ZhMTC9wlOKrL2AS9GEXP4kxkw4xXIunxLN+oaAPuUTpQRslvmidPWImHWa4lhvq36xgsPEUW/UMo7cvGFSSGMnJDq7Fy/o5E0g3nQWtnvGF9H3AREacFCeHa0dA0TQyCPGsZmLoQgc+yL4bjuIsHG641u+BntFKxLOeodSFXG9k/cokzgKSgWv3gvxqKqR2VEGnB0kQfdts8IiZzHhw7V+Yh9Qs9JueX7ShHdEvk4aj2MqKKteKoOJ9TBXwXvSUtOGp47fISGmMhSDFtSMieB8NyryXChG0IZ26r9HVXYwly8G12ypejh4Wu07SgJ4RZfQFS9QSJ2HLcO0eA8+KxFPfqCKmB0v8fd3SusRML7a4dk/Oy5FTYNeFmdIzCsTfsAY04iQDVly7B+fl2BnddZWTekaBy2/Y12ScZKAM1/5tNdwHOd/KhEsXOjgSQ5SRjbNy0OHavUvPCvlEJ1bR6UE/7Ndtz5SYiQUf1/Ix8XI6O+wJuYwYDaI46aiKa/voeDlCyOwJc66k0XlTSi1NAzMsi6FLjhirSgmuxQOwOVqeN6W0oGlgimUxcMmKsaqg4Nqtja0/WXhTOjA0jcevbIdQvTgLKnPtHtTWkN6b4jHUNIKwyeIJyYuzstS4dg/BJvtS6E/bkNA0hLjJ3qVhiLMSFHEt9463kwfF/lL1wrVbKn/Hc2wr8JOZtYrESkdFHqu8252SLtwS43uWtSOW4jW4tkMQT8fx1LvdwdGFWwS/Z1l+sRRPXFHkWyOAUrjj4Rqz6AbxrRE4dWFeECaZhbwYSw0n125H/amZ78uGsLrwCdu37QxBHJXqxbVbBp7OaJxnK+2iC5+8+K4VZsZSGW5w7XaKp9MG1LNNQdOFTLq+bGNmsRSHM1y71yKOASGHb1XS1IVsQJi6CxlnlQlyLR+BOEZi7FuLUHUhmiXmxsKKs9IiuXZLGjuKlfGrfpbowjU4mHYYrnEWVg7XgsjzrWJW4hM60OjBEnK+bpVRsZNnHNd6QPJb2I74IbGoLnSi4ssgX4ip1K5wbYcj/owN0ZvGEdGFLpgwP4wM8VUll2v/DH1rEx2/xRGiBy80+NItERI7BXnAtX5a36rX4hGlCPSg3Zsv3QUZsdOn59ptqPfEhOMbU1x1IWPiFyxwR0z1pIVr/UJ96/aKR3jF0YMVenzrjLbETp+mBER9l1xFSmylpZNrP+DwQYLKfJfc1YU8kL5EElZjKy1buHbv0G+BkscPobqjCxlRfCEAAcVUKrhA9I9Frp7x1PqVsMczZuqwyLV4ap6VrIn+obinZzyxfiXsEY2ZOvDgWr4CfstH8kOGDOhCHQi+EByFxFQtVHDtFsxLgPy+Tp5VXaiXhHllTJcYS0Al14IYokHsofOtFwpoGmIEkE09JcVZY2y4dpvpJXQi+jpyHOjCDpmYWAa9xFhHW7h2y8bX5b3xc4AydWGeEUxPCYrxFSgj1263eNaiOFrIDBtahqrqt+1DUszENoJr/Rr13tsS37ohVNPABECGDXEhzlr8w7UjGH0QHDU8FyuLutBF0RcJOxRji7hc+6f1kF4M+M1NE7qwBeWXaceX2GrzjWv/mPS2kdK3clCiaVhGIcOmSoizgpTgWj8mH+SxgudCWUMXBsZfpCBKYmxTzLV/jPrt0tO3NlmiaVymEWtSsxhnNWbh2j49flWNCf0YB8q1IBT41hpXmgMGPjN/5nanB++WvhKcWMRSRUS4tsMcbwq35M/ezPTgndJXglOFWKoICdfuOfnTNQs8GWkLPQg3+LY5PsZRfND+QHrWJWlEXIixQIO4Fm8xTly94VmXeGoadbyYaiNIYyxQAly7VeFNCcs8H9P1oEb6ssUoEUshAOPavQDe9AYHzyWH9GDZ/7ZB6BJLJajAtXtM8aIdRM8644amESYH5tuplDirgR7X7g2Jc8g5etYXFjSNTzRMuCJTcVYEGFy75xQ7KtL51T0pNI0vVTDtzqDFWVpBuDbEBd+qBE9cp4VBy1il+7phZsZOQIy4Fm+I7zJK5IH0benBHODbgHUrpoLa5NoOe7xbBVFPx7GFHhQqgoklRF189eOOa//QfOsTwPgthpWWwUbuS8dBQ+wEZIhr95C8J2cA36jHpQev+L5gXi7EVFJ2XLtn5TvTTP2PK0p6MOv69QKzjanWsBm8lsUvJGKrIzy4FkQM72ji67Us0tCDWSu+Ro89tjqig2v3Jn3nhK//4SSPHrSC8v0iwRhTxQFxrQk2vrWSSKyWYIhrtzH8m5ISno7alKZh+oi5pY5TfAVHDtfuHfk30C2eTlkeTWPOBEwuj4Hx1R04XLtH5etutHk5fgg1DTqHmJ5RssRXZhq5tkSVZ6WsERf2KMC1fl3vmPrAa3FaoAeFUnyVEp/EVm4YcO2foockRfKbUwb1IIHCL5OZtthqywCu9dPjH4OIeC0D7ujBAVrfpaNubGWqV0rAlzFAEiGOImPItXhr/rTNGF/WAFLLYPP4leAnKY4io8i1Wy7ezpSmj3BpqmVoGfJtE7EYR5lGcm1fqrdD98KP3V1ybZ+gr/OGg5fQ6MW1eGXek8vlewR4o2VkWfw+qCyKp+Ksce32e08uOHyjFlPLaKL4BfMGiame6ri2T47/ZBDD88jsctNi+FZNTBIcHsVHWywtFL1/BTrTMlb1fCMA6RIj/TmaYfTGh+KCZ4MUQMtITfHdb67ipMoGgCVIeBpxMrQMNgC+caFDYiYxUhZ7Sf7CA0otY/TNt66CWcwE6meG0VtZm52ZlqGFw9dCFo2dgkgJmvHTRE3GtIxNoq8FUijxExLoDKM3QBBMNg1BrpbhxMZXDk1KLAVEpgIK08YRZlTLYBL0jQuhjaUwXJlh9PYlU2EgpkLjUOm1W1m3aBneG18yFVsxFZqGwy/Ewy/Ewy9ErStlKLWulKHU6lpd60oZyq51pQyl1pUylFpXylBqdQS9I+i99/7tmN33b+++++77/77H3ff/v77H3Xfff/f996///u7777/H3fe4/+599/1333///fe4//777/9333/3/fffffff33333fffff/9d9/99/u77777Hnfff//d99/j7n3//Xfffffd97h/3/339999j/vvv39/j/vvvsf9d99991/f4+6777//7r9x//33uMfdf3uPe9x/v16v195///3be+/diOONqN6v1+u19/63R3rv1+v12guQ9t6R7Fhy2goQ9MczzzzzvBWhT4pnnnnmecM8R26B0BHJ4Q1zOBLm8IY5vOFImMMcRozBgsMb5vCGORwJc3jLMYEADm94wxyOhDnM4Q1veMtJFh4ObzgS3vCGNxwJb3jDG8ZMLdrwho/AG9bwhje8ZWXtx87u7JHszurszuqszibYA0lhK60MZeQQICvfrSuhGI5wIQVcr3F2gJGeGFcjDWjgyZ9NkpAKrte4Swic3/33d//lESOjEbQC2XW9xmWThx9wTY6RJ/lTCxek1PUaf9Hp3/33d//VUpJBUOZ6zWBG67DCXK9x2Bcf/3q9IhDNZloUYd24XmOyR8AtxjhPImmQIfPtlAoRS62G/v7771oWjlAYWdFqmj+bJDFzIPmIu8gAbHHqQfXXFdn/ws8ZZg4qkXHZEDlfDCjPERkxAHwxoDx5DIMxkDzGNR7rE7Y1gMiS78LuyzcIgiUpx5Z4ynduWemR5b8Azb4LJwGYXAqUiMtWPEY2AWb9FoF/nm/26EijCWKqEElmDHkRf1EyrrnQIDZwoojMCh0/w8XPn1q4MB+bkGIvUi1bOLZiRFqIAEIz9DS22hvU+vRyxIicpymkMWvxgyEQKOIlv/VtQmLQJ55yIsM30BP8KGAYwNRiYC4uq0JTtfuKlwTBssdKMDZASuFrKcnEUQDNvKqTgAxmtA6zydJgHHZXp6FGE+/kwgcRU5x4agYSA4oUvga6bDbToghTc44bk0FJ+PILE+eh6pDHMBjTBShGxVPw3CCAIJEH2mQrfYSJswozRPnwOkJXd1q3eY0bTO19MSA8serW8H/xbx7DYAwmplOZeGwFi60sGf9L5CHzS+yoDkGdibHgaG19G4N4J33olzjBxkdLHMFLq++mCIspia6EYmHEWLkNsZRTIh9ouqDKsTSGsEgKwsjkETt5PxzDJMZbEtKwFI4YeXOVP5skv4UK4MQLXjBtpWGBxvcR2P8n5C+o5ogj8LFqgWhC+fuI1PFmBJQJcPuMtY6OfPB6HomRiIxG0EoPsvIgxtLywk4eMt/AjuocIArx1ZYFL/mn/oezCWsEuHGEbmZXH/J2TngGfYbxF50wrlAVL+CRjzNOLj4gWgmkZ4bnSzPjbg/ED0hI2Rrh++/wxeVZ20qoktkQJ4AytfXkyMi/+kn52hQcdCAAi8Wm8H7dEgOeEUuNLiC0RIxFYsjnyrvgU+xI8Ud3xldpIn0PCFl+HdzHbEJYPCZYxgcWPvlcAzgjZM447E4cnA4tfkElgCd4JuIEqhm41ET6N0Yy+VML19drlBgzQFTdevrg9J9cGPh0UoqTP/LirzxEthTj61fj8D/Q5U2TVxU38KzcuvHm86cVAfoH5jhBk7kZN6Cj3Xq0YORrJR19tCZQcps1ft8vGNLYq8Qc0i8uD6OtROiUxlhrCjOGnxQ/moIDixpgMQQged4xj9czxIKfvLA4weCQH6Rh6vkYMPMvwBGyeOknDusyWlV1xVN6yXrThEq85aDJFwPK46U8GvhUjYqEcT7EX4GJV4oA+SJznPwtk/GCRslv5tfnRSMwwLMASrzV2uZrKcn4I0lHXrMJlAxmtO77uMomdrCC1ZOaEP1cC4EbN7AxmJso+tTKt7rgOeqlihtEOfODNE4/lgT/WoCVjEbQypcKq5XYi8GNX1SU5N98CdIpRBZz8RH9YkB4fBy/yU/UIS6PYTDmu2SKKu6iIsL1RvqP9Awh42UVNwha81Hv/AWAa9lMi6JvJaSFGIIHLiRNRdiQNBVhSxIkSccX6JJlI0Vc/8VuALhDS98TJBWZFpkkiA6fyDT/ObzJPjiVfD++PoCFJXqeGMQnwVoCdgNGgI/CBZa/5NHIgEN0OpwuEvQlHqr9hWfutwjQTSKku0QmEbLCy1BMbng5CTYgVoEuR0+XyAKka3KhGqtfR2YC0O9Mv9PBzTtdUdB7/PT5LfLCZDVmnGQ/oMC+p0/on0UJzRi8FP4EGQwAwvn10yIx/g9hoN8InvkiHpvyaBRpHkFpp+vBMvgncNTRWMgvHrKFgvzFAVoG4Zja4Zj5+9slsN57A/JwNvDIYPKecogJgX0OiCu/gJ4smktQhD935DCHbsrJI7Cg/c4VCP5JNMvOK+L1V5ABzWq+IMl6NaT01DrRf1bliC7CdfS3mF5k0Cw2WUQdYD8FNPVQRUx3jDsDfgoxS7KaTiAZb2yzp07p8VNA+NQhOKzxPEpz/jK0zR5A2Olw2izQTE7T7CcLzHwSen2+ChzmruAH9PvgfB5d+sx5eMz0PUcb/opsDd2tzPKGjKX5801q3vAGrMPZc8FX8dHdJoKU+XweBvMoEpLcIVFE3wNI9J2+kuwyD3j+WyeAHJqZmj20Ee14uom/je/0Zx4dzybVL4PBi5K1PcA6nUEN/6zUbhfIo/az8PjJoNg3GQ8EnG5HUO4HMvHQMThXfYpBNPlzMy7fbejT4wgV+U5ydXYFMGy+W9TPob9K1t7F6Hm4Gr0BSgUbCp0yfwScKVlNDCVfwGbofSYM/sDQIFpGnZzvq2Egf1qq5gtvnD2OUurfYrlq06ZTv2bAXwaDx5Qz6HjQ6wCg8s/0XNlcEBo/lo6wDGqlI2+IzNDt5FHgM7lg7Ugfhl8r5iyPBoCzBTAonQ9U/J2oQO0crRu+BL4iOfSSKFOoEaDrEUX1Vkradho+jV9vcCqrkSzKcHtB+h8RJHQQO0B+hRLncyDx58JHEA2itIyfutyTPzl4Zbehzx5HwoXvYguZ5gKJ81AEJuRPOxW5DY1Hj6OW4gei8aCTVBp6D0Ts5E8kqfnt6dvlPM74EsYu7BCGAj7VAToZVIpCrvPi6neqwPlbNlMbQQApb8bDmgyGw2OWq5Cim56mes27ERuMIIBfAZUpi965ym8RRHQ/ucF/QkvdU7Rzv4wIiRyqpEpug2rS+URR+gMsPiegJ8C/IIknq1kckCUc3emsBES/4KjOfhMMdNM7FPLn1ZdcNgVCj2P59SUc+tneAXq+E9FXBmUqzGoHZHQ92Ate68GVH60h+xOKXGQ1NRxkzpXXWVMr/MA4fVrMKAJvVwEvfyJJkPWfll5Hq/T3iKL2HJ85/7nXIIPJoCKfDV7pqCyyX7DVS9aLWfg9IlEhfzYxyWMJ+PQ4X74gYNqcEhlZxkPsDYEeR8z2WCLMbVUKWz5b/JVFSR2zmWOdrlpqlUQA16q78CXETTyWNJ8cqIffR+OQIIuS6VkjCe2rZnb8JzpDW9SM3n8QpkoOHQKV95KB7ofUiucCM4VngSn9M25fVgMCTB5LsiMGUGDAl3CqYEOB9XyjuBAZlCguZwlhdD5KcR8qgYcNJ8l/rjwTcqiPtJzdE6P/Ia3SoEqy05EU8PfK+Ab8wvBXDIBmMBcc81hXUM9D5OwH6inUrPGTd4s0kj8jGWSvty3dTqbqR2Mi3ZhfNv4QF5kMGsSXI2QHvQ92igIpMr1OHx4+S5MThxrB5IclgsiiVdbkMDgN4qvihr/nFpYKqITTyVCZiqIxABAAAAAOAGCAQhgzAfMYAADGQBRHskhQ1AYUgBU0JFocBDZcipVtHAOQAOSAgIQEAoICHQ3FqWvJJrXplb0FBM7GozIP3VCuHFZAdI2pREuXq+7drRa5qSsSLehaQHeYqWYttASdDTjPVNWYRNe1pG6LJOoFhec3LxrQRfrFpilSjKTrquhpEMCh6d0giZ1PDd/WSjJxnGaQ0UDCIiXR274Ikuna6l8PjZjiLoYwjLz2HU0t5WkXgCbTSLjT6cXG/kmanKJtfNXHw3z1EQbT9knG5TY9bO68uy3pemdYVhG6cREPdJkioBXOeqaryGJ6h0a5qsRouP85BzWKyLhc6GGzfd2mqaYIOqW8k5F3b9vJ/tKqaDERP/eoRxCvmXtJ90y8lrQGEpNNayGz/SSIXddWfc1rAxCTqSXbA920/KRPugpKx+U4YlQ9A8yt/0rLnZWHCeFrdAnptbuzVTe7mYLlqtimHS1GxGjndoYTcVmQcFVReqLLVNB3ZvRHzBavXcj7OrQEGC/cKdxucrEF/3HGvVdBEB2MJkvRmh0crciSXNxznZuBBwKbNzUllbi70z/Pzdmf2t/rbkoU82Jm92T6hNrUtFpG/Z0mD+PPpyqdt6pvDA5T5i+8zsg2/bB4I3N86ByiOm2mV6BSalYtrHe7fL75A8QX7YHJ8tYlDVaRqSGsR/Y3WXBAsNQx9/MgaE3/mLFJiahnnNVZn//dVesz0hw0FZj5ippgtXOKKCNwG/zzg76BhRpyB7OQLVuhwPc1N3a7f/9w5XZrr/vQZyKCViLnfcAhs6BseOfSQ42xyx/yyd+auZ+B02Z70dfGfGaTz5xWbIMJ8x5iTV/Z2ZFlbWSPAOzwGfzK2vuzmXMZuPdR850zA7NoL8iue38DN1qZBX1uLlKLq0VZW0UJsjPc6cgaXm7zS3OZYYzz8IZtNc2z7GSKOY+tp3XFxvfazOaOqQLMlqm9cayjq6fndcOxX+AXih1bA9CaSGI15A2EO4tAp+WHMfKylnzGbotmBBW7VUO5t24vcJZBhn2Zy99o0zTjfSY9+LZ/GHyMN59kr4Bjg7wO/G4KgZZFmSUSt0riWitw+0W+FeO9XwxaLs23yfwNsmtr0G8HcScDpGtD0d/yuM7M2WJ51lb+nYU7pugcUADm0vN9FGcK9Rk4lHLXu83pnAcs73+x0pOWqQY1SCOJZuZ1MiHrWIU6M1DesvOx1wQMsU9mV45hlSPFthouYefL8rxgbUaMz46hXoJ2fkqDCskJ6KymqEnQqhmeRdftSTQ5w1qaCKTBTMd6XcYEb+cXrto/Ikpj10S/NS7s7AuAB0VJF8SQNDjWhtXAexohwiHz5Oc0N3nDD9f2S6zB/gzEcVsy0G1OBsWyYFv2ofy77k6Mt9pVymRW7sr1noQdBysp9X37zPkvKXP+SQXO7/ycMUd4vODlcXMtw2zhsE1wOd4q+VtojSAzAA+x7CT++mBSmOumON48jnTk963kiRtjiVCr7guM4WYLHxaUwmemihJF5jyNEUdiXOAynmylsbS9MHzGBWmLmSZMMSNUQz27BuFlweOcs1/CzO4dkZSTHybfpdBRY0ywr49mrnPdAPOPN4V1HhdWmrvbSn/r1jGCzOcDgoboiWGT0C+R/rljIIgxrscfMb8fEX/F1s1v5rGAGH90CNxnLHZ63bs4HKMmd7RbHDsDFL4TTxiDIifit0SaqMjJIIebDfuu4D5DPtZD48I8xD4omuYzBJz5uAC3cbEzRE43epk1E+75BECwFzUHbAP0wW8fSjbFII/7sKdT+zPnVWndFIeS9Kln50dWPawPvFYW4D7r49ESWXjBI9qmYJvN+0celAVRfoRb8t0BcM5E7DV2hF6nawKHPV/QTT2wl6H4Ke7OImZ5hI82rekZ/PY+lllD40SqM6yZ8wszmC+IG0jufvqzty7b0YhQ/jHSojbmw6HN9U8DzmoI8LsnND95v0E+a6FLeDhBm1M7zzGJoWeT4ZEf59k6Q4Mp/LFfJauR4EYYfoKuCUOEdujW66JVrPsHTwYFMd86eOK1SoQcpwvCFHq2b9rV1VJQOZsP3VJ2v3Weq5BFwNnkPuSh2j27Ofyg9U6QmyLC7p643PR9oLyXQ2ct88A+xHWdsquh+RUge1rfk/svBT7i5awgwILvUlni2wLfapHZNx1EL1I7E9IQTdDm4Qgx7PSUCOWHyRDYC70h1xH4IbInnPsz2F0ffLQTddHLJ4kXI9IXdBQYIbTjvyVajQFfy3ScZDJfY8tiYNhePMeQ9YjYwHjMT7KKyA6rjoPbfux3IzsRZ+S+DBCX0N2AYTUQQnlEnoVYha7j628ocDDrWJWnsaCp4WqZYrOAHrzWAfIdTvRlftc4A73SFytvNd/oLjC6iGlAtiYWG2HkXHcnz79ngg5gtJNbJhOSo+0OLwYyYl1b0DHSYh/4QlZDeMyvYGk6nNKw/ERZwFALZvPRFJ/v/F8uLehMevqGDbNyXCHesYHcwDsrc+9EVyDwth52Yyq5KcgSUTrh7djB++bj0A5ZluCyNofF4GJfMeqVbY+l6PSm2O1eirC+HfXhYRSDvtERGUPSzquqQBdR6TXfkZo8Ph+/uuk3loOVwUnc4PvvjSPGjHlTQxDtQLaaySJq/MO2Wkv19/9YBq13MuXt7RmoG6pbG2fAFXz7fIV5xKRx56YTGWBr91yqoqSj6RUOhPFkG5WZ75vjXVUdezA2vY6TC3IywKp86T1gbg/nS7T9djCaGZQ1xlN1k71AmIGRx8nunYZr9qpasM5ds3Ye2PqZe4zr1wKv165kA3sV6oQat1sx3GS1DhCjQeNNO4z6+rZ9PIuyMvYKrFk2WfuQDziGq+q8FHSuIhR+Zh66yIMmiOSLQkH5EIeV6uyTos0coIo3hcZjEwwzV5hE8AUunJZ3Bnm5d1bOFHatJObLVdd8i2o16U5A9xl1N+pwP5p9OOb4CF2vlLTNZhXIW/MdDVtiARJXyDlX5VrVScx0K0A+QbWRr41KIl+Qulru1J7+2DbXXswCz5WxV2PBMXsJ4PtpHdjcBDmM7XQnlVUkrqJU0Janpmxuu1LkvbtidqFoY3fEmzUgXrsjz1p+E+7oUAT2E5HS8YfIQZy/uU4zse1EwPe3DMfmaOsUKzkry9DtprYGqOvQzMJ+awOugdSdR+iROfVU3FiMLO0Im09pmpp6JD735Bm4j7WHtw0cfDbXTcvb0ERp7Vl9fKqAhHj7H2kZfGTPXoxciyNmgfWsmIDKbV92QMlt/Jk9uB3XJd7UHSlhAtLezS0Ucw/jj0s3oxxqWH5cT+Ep3dV59iGXTWOC71lPke0Fgu577amwsbVGFGTwUSb+xk5ffR1/cTE9+Qa9rJwDekaBknhLSZN2oieTmB5Wsa+ZtdwLoRwML3VolYfcdqejTzT7nmi4xgq0M8u97FoPGQzYP7ME8hSKFQ5sS/W2rcrDzpiwHInb2nf9Yihox5PomwnvThJnHrE5gyhNH71Gj8aJY9c1I2y72L1RHO4SOSeIgiND74ZwYD3o3DgwA4NADgtA8KWPs+Xpr3gdtrnQSZ48w8tb3L+mNAWN1ZP3+fx3AutbrDhj049dSWDuLRtid1fVnh00Z9TgXBC89zbftA5ato2nyXlqZNgWT2OieTE4zAKNNcBhBJxtP3byZWaOZd3G7zpm2mqcdd8fOJuNe80czqX7GzvaEeDpIHTaZShzQMhsS2y7lDV0Y9dY3DSQvzt0LRHAL52kbDTN3Vlx5lu+JWi/Iu3ep4RX6vNhO28X593Xcbe57hWve9EL2Puf44B+S0JvYeBmZEAcIn7fKAKrRZ3hIsCg8W3uCJhBeiwhAePJb6tL00B08LDfDq/TCn8Gob5sKB00cu8VQ3PEz52h8KrQYSgIjgB/TnuCiz6JeZ43tP84pb/OBAY3ZuEasAAX6JIVGX8Azt1uOGaa3fiCez0JHj5NRs2cbZJ3j8SfFThHgc49zzfFixc4gwn1mDuctkjzmHC4Hg6bAHPv47YcY7kqBgtspMMnaczNMCVsjyxH6jFY/IvWfv4WdiDmjMBasLKTKPjNLNhDvW/ng1wNu2Mk7n6pv3HoDCUdEwzQLpu8+OKYjRPW9tQ9YwHYvzfkWI63RVSsEHqXh/y1QfvIgGBb+BkTAs8Iu6eDgHPBx0qQuAzMtQYU7AA/FoCs9w7QMQUoQLPApnEg8VgJoIcCHcpi4De7QcUGe9v1IFCVd0725SxjQ9wGRRg6VrlRgEZbrmiuIzu9Wk4+CGtLzCJab+JOvdsNkc6ma9QqZWO+kn4bKXLyuj/fNP0mH3BYdJsJF0bZduErnWRp3Hrk5skWqLRvHNy/Q5HJ3rviwn8WMnS1CQWN9hrW78EeGrXbdAURSV9MsPTDeecaDDw6oY/xTscaZXMvM0bsjTAsAfphELwbrbDMngi9mJD4X/fpTp8dEDsvcuWTwP2apbzbpdUg3tNq++gzCN2d+aQcWObpvZ0McnTfDWj+xXtlusav+AInkYFuf/tKqjWMefAtd2z/OWbQrzMFtB93HWGRWbR/Wbs/v2Lu/UbvHjdiYru9rHncjgAeMowz/G6dlv7YOhuB+XJNQfagPYHsF0WD4LdYsPUh4AJXayIqvJ5hwoE8AcafIFVq4LaMT+D7bsn8lAZ8WOaI4w1uWIRMB0p8LwxDsbO7OnmM1g07C9fB3N45Z4mlG2FO325S5fOHLOpozMH3wUcBSMtgBWd7YXN7QYUkYaeEwHgFR7pKQ5feSoA0TwRfv6BJE8fz6wQ+Sfew4UvsRNaP2vRhcj16RzkaZogUhrvIBpE9wqAue4PTS+P30GKD+WJ3afbwg7laDfjiMon9Buu4RLQyw0z8ZVZfvzFx88uofrBuM/ofZVP5YIOq+zRofbRyXuwPMcZ3ps9W/vFVW0c05P5Rcuqb0uYOj2gzHotkRffaI9Dz2tt1yMjy0cSq+X0leqd9wG0iaV1tzCkOs+l8ITlmkIehgzFcnk0Q49TQuCcYpsPzVmAYBx6bgMMIOJ9/zQWwMQVgBiG2WZDQmLy/LVaXiRfvhtRbj2LmomMiYN4EpP0UPG+C9WVgfiJsz8W+MQm2OTNGSaOl0hwuGdbM87JpNnSMc0dj9LAUnVxoSrHmrtagSbGgjGvmC3OJzQzQZnc8i8NvZdj21X5TXlOyf0Hsh9M+Gd8zwT8Qaaax5gcyzkysL6XdWGgpe4myV4NiO9zKjC1I0J6S100JN6tZ++rzJjZnbuqMzj492toZxi903Ga9rBicuOvypVsxdqKrD3P79vlbU00BsWWraKIDhoXWpOQfk6Iz8mNAaJgOJ6PhMRc6TISNccBgE5jXAKYR0Dj82cmPm7mWgRs+6vkTdo2XjrXiG6n6w6T/cZlh1OkZsbhY+3rZlO4p+dsOeqtpz8TPdfBaBJoJsBrfgPgcHHo7e477o5gA7xCsoBdh4q3j3UwAjUtuR/W1g36/4PGuKAguAA9kA3Ah3Ig3cT0ene2A9zBHsV93lqFvqDIFnHHoSXuMoWPYjSV5gv3nmNTibqI30FLs+fVwuuop2qg0F8aGXe6+W/lbs9wMnlWDzcrDXjnwwJ7lmMTy+hhhUhHxnh34gK56INxZv/nL4N3Ve94Q0Dje/DCivyqPdI6chbBbcvf5WtsB5VsIMMlXVcgTW8m2JZtbqUBXPQ/yTiHDUzeXIA/sGa3ir2tA+pymAdgrvAePiD/H/JbsK1ULWZc9dmR4LbmDn1/CxnxQ4XZ7BrsWo4C/zbMlD9ug0cYtsI5jb3NeKUY8OeNs0DqIRezcEG/7ugAXBH6l9YBfzwRwt0gk5c2UK8YPnLXZ6MdoR5zUm9jm8g4B/FmE5zp+Zs0imUNlU5ymNl5cpOsIS864ffLVPas4rl0teItl8jjuWD63IVajnQ4b7oPf0eWculrun7EjnDYLAdnGaR1j77EKfzKD1dzi9Drz95UnOKgbaxN9eMrJKeVwzblFLpScqGt96O66cGVTRbRyGaVL+HBJlYjcvRDo6RwgF86s0kMNbmT+tlQkdwJhoZhZM9xtURkmTCdVQf5pZMLcdblSzblPYA4XyZVhm7CxU7GrFcA+7rNLUlnec4iHuEbCuckVSmBYJdMqvBqaW8vx1uFs+zfSoptkKbfWXVbW8Cn190x6uH/m3DYL7pm9W+WBEbLTqBiwGeZaCw92wpymv8BNL9dMdzi+5VzbAsxovePYwcmr85BVsF/lWqUetqac16TA4Sj3HHQw8vRcdQLMNb07zIO9pfOoUnAq6RpADpaNnBaMgKUi1wRxsC3knA4KrAS5g8AjS59rwsM51bkWuoP13fTQzrGmc4/lnZlMdxTzMIQJx++lazfXyA2z166d8Uvw/m2yguON4h8zGXc+w7GmcYe2AXO79AaPY6F3T/i5OQ/XxuexAASvBD9nhMI9IYepoThE3DlWBA8aOe4bodHjzzYSaDzpsaIUDSw/p5jCy0yH3SY47Nwx+wSNPzlsRKER6c7WVGiMyrFKFc1WP3atwPNXh02sOJT9uaQFrW05znGhae7Paldo1usx9wVPgj9WwcAjYcfxMLgl/jknFu6KIZokygUy2OTYsTEG2Aw/bINDM2CvWa9wsvtlpgub3XZvaAfrWc9BrODA1TVqHVyoOi1OBctSr+3oYQXKeecJ2HNy7zOHw0vOsaXgYNK7gRyYPjrtGAGLRK4J4mBYyGklCFwAcs18g5s96RKPY3r3zue5cxj3/uWxZAGt0U8jNO452XEG4g89O5ON57wCkMVUTpdRPevmc7/U3Sx4BojOlQFoXzzbDnEthQ4bAb8F3Nl/sLNPw+D3jfyh295o1TkMO/+y7RkvPNE/8j9sPscJAOcQ6JoGw9OrQX8+wJkVBk6PZ/Mk3lTptXHyBhF840h3dhlCD7cc5h5/IZrbiTgtSgI7NPk+vbtee65dHFuYfhfbOaUBL+4kd3feTv8z6nFNezoLQN9c4HZAYLwtdNgiggPFHatF0MqRwwwS2kPujCeFZpYcs0zRhvNjyQm883QYhYpL0Z/bUdDElOP6FNqg/mxWhaatHutW8OT1YN6+as5fTpibhkclx85J5LAfscVaJDWGIeL2IOC0+9DCuGO1843jNhriGGX40ubiensKYucSdNhE4GL78PrTBjGDBXJcImBhd/D6cYExkwF2rABgzvv+xvzcxZ7tDg8xs/8+pxd28joG8IChe/eOHbBO1xmfAwzO3wfkgE24594bMOHuttwWxtg6J9bA4fT3RhqwgvZZOAOOlt/XyMD5sce0mLAc7jYJFna/Pva9wDXv98kusM7VGeUCrHDfhriAOa7HOhew1/223QUWvD4mvoABcPdhMPiMh3kHRnsLJOJK2WPATFgyfxs8C3NonXtpwI66+7gaHGDrjLQJh9zfG2/A5NtjEA6YjnebkQMjcx0TdOAuvdtYHdy068zdAdbv39t44Hjec11PWOB3W+MLK32dM37gyL/7E4BizgoAHJYCXl4QtGZZYBFyd+CyPUJqOwXFLBeA4ZsziBk4kGPpgAuTh9WvHowZPqhrlakzP2l9eKL4vYlONyZcXpesblTy2H4EjmcjLByJpH4Pcszug477DizYbrQ+zXjMFgPHkwouXElUt49YbBYBR1sGFowOUjcxOGYpAHfnZ7Dn5w71Dzb2Tvt5wJ28a+5+GLF7nqwDJujcS/LBLNxz4y0w5PbutAcX106basDhtHsCPXDY/D1nzIRlMq6xMWBg3JkKA01/c0e/ADve5yIXaIXbvbAFLGY7ZrHE7WvuFStwp/pZpQJtTXsXpICr0ef+E3jq2bXwFOw5C+6Gs92YQ7jw/Jx6gmafuRtR4LEmxdud1G1TCPPUjyErcOzaa/gK2MR2zmhB29reta3gNPeZ4a6Ar3kd01/iKtjXQni8Je7eHoPmxzlXyuFtc3fhXLiC/h1Oh02pHRNrwSQbx2A7POHmmHwLl+E4VuLxYTlnfy6wReeZr4eP3p1LeMNgHsf8frzS55zxi7gCQOxSQGfzAS7GBRVyNgh2Nk9gcbnQteMFYoYMcnDWDcYMHADjmzlcFrZ0oD156OC9Q5eiTT7jtQuxmQF0p1zc5OkuEHA0ujjtBHEP4XvGyEufgJ1EPsvfEdz+fmN5lpE0fhpApfcuONdsnCEDTNPN0LJbB8dthZ4+TFaoiv27DL4IXdwhWucrX0X8cdM6BdTyjeUkLjmkog8kZkWnyTtxF3iyaZklwlVPdSqReUXzSMdKYCE52RXLVNA0r4JO9GIc7G9XV8CkbrX5+bxMY3OmtzfHErvzbJdMZhuJ2BeblNECk0gdPW+OPTRWESddHtTrgYRYsXlUIhiSnDuaFfxW6TaiyM6b7UqNnST6aAiqHkbKcfOgHQMLdG0wuXrmfzwMzjTnnOIGvauGmbwtgW777B1OYxZIc/wc81pOlPZvKcptm9G9bV05q98vnwsPFuvjYlHPGnvoPAWfkC4zM38ePL4XGGfgXYSt07U7djFFTjSGl6bqri4kYEgZFcob3DRfm95+4wOh0x2WsuV5F8gLS0EmIfaC3jwsAhI3MxrnvbQzLLQlvG8T6M1i4rYuC5O8bP1sne39OHibrFlmCXbeGajs1rrcaEqzbLRTZbGBDjfnubvSljKUY0M2jBscP3HuDaaDdRnByVVlLzeH9mCfJce28eW12/f1INVfrMGn6cYx3Y6bNBXBFL+60eCNbLrpC+9RknAk/3kwsZclgcjGbkFnCP7I5fRus9OfDso0SrcEZo/F3vdMofys2+9xaV6ryJ2u2OszZO+BhHLGuteag+TTZ46ennzz/wQkXd66XXUxRT3brYEsowVK6DZfRiymbv3dHCasGsc8ATKn47cRUEm2yaG59ndsZuvuNIJN1tzrXFnyddze3WIOzkPRfBwwBgHGBdAw+Tkzz+hju2LEsz1zpFaT1LlEzdgA3W/Qa4b2DpPWQl2myhAnLs1+J17xtZnzsLumum7gA//FOXrNM+XtTZNicpEaKxOEGNqcxcjOePaGZTA1Jp259UgszgVlbSIAA7OwrOzdGsgWByH9vgwBgn24Zl0JNm4u5Im7gU4bEODAkliz7rGZW5XU4m0h1udFQBbj1ncpGHCOrC0r1LyPz4TR5qRpUwMYsDB2lmFhxvdEnmhGkOn1AA6YCDvLIDDjF0BONPnUPfAgw0XbWvbLoN/p5GiedHuVwANjtH9tkMkf3uJ2dkOTKu4LxTargOGa9q47YuemJH1cE9J9UGDhpqxbZsXeLUvqOC66bV+Ag4nZv6yMtRtd2niA6NoYgQ+rtHudp62bqnTxZtG3CQMb5rx3WTR7Pmrp412jbtMGFq7b3jpw5n3jcsczp9tLBxwYu1nmTDY+TjbnG7IwDGJ5G5B7c1GvgZGbIMbF89XLWTrHGP7+XQs67bMDZ710r8njH740C+BzDW7NQsx9OHsxso0GNMuN1mM3nru3YiuJOYSHJGSRmL65wALqNy5YAvpPjSSY9BGk6C1vNvF2jnMB/L/qybgkQootBJ+EE9kfbV1oiO/4MDMupjQnTM24M4KDNLF50Zg51Wd6zAzNw+FH8pPkza/t0st5/+l5LbuiD67GgNZumz64V3atsUzMe8FqHprh9XTVFPARZInX68GK4U/zC3g/n/liboon5ot+nR/E+dz4k/NxTp0bcTFf6QlzQ6/zKzlubnTzrggOBVA4RWbuyY4t8OXAm+dKCWBcrps7AebkA1lhlTpIsCtUjbNQnFsBc5Lmk57dhqTVWING0GhYcVcFVNgdEJ6a8glWlkMoLoObD1KqZXcdAUcMae8FhXrnmX7AcuNa60JMPXnTlZFgVMy0zCErCCqGEDrAbrr2aYhS/1JOrqb+bkmEPE9akCakyVsNeSJPzODDiuJivGgGgh3gQrkQXowb5IAxIlY0B9i2fd66fNxK3Yp6Dq+Jd/sYSH9ehYfPbRjMnL7dHJrZ+ODb3G9j7hy3PMZFz2PHc3ecVrngWPGl+Dnmu4A5k4Lav5/G0l2+YOCk5EWb99J+0YGFd1WyLdOdZ3pU1fgcLHkUrl8iLFKBy+XxdWCO7PdSPE+QRXDLQzgKvjf7whWmUdgjie718UJAzeV+SB/uwAHhoOa9drPgI2Di5U7CP9dyjmCIPVWs1fna8Mp9yUihPQBL2gaeBocGYpqEa1D0JhK1R4b6HWKsk/NniOAfZbOQvyOo5CzYXx+nfw/rkCGVTn7h0j8msuvjJyx1p8Csr3JdE/dFwHeP7AlmGd/a4ZssxcnqYrMsUBwN2IPB02OBY1bk89GpG2bbO1Kcg0VyTDoLeLO6G64g+jU6ZR/T4dS9HodhLNHHpmWMgWvLL9VCt0B9AR92Ecx5fQ4bne0tdGB8Ijth6kP1gRxKSzN5B0sZiRiZrpUlO4z9hkUdM1poyHiUuu3u0uGM6Tcj7PgExP6DV8a3Eibg6N6fY+e2IT95E/hy6xzDug5uiFgEqSX93EZhMna4oYXPgZA6+YG79X3v2jFUW2dSfvYLS8VIROrSKv7/4NU1kC+7E8G6JcEQex3rzjXovLC7HdylcuTUtVhjoNTLp+Uc6pp9+kJWRdsv58DQ+5DxVyqcOsY26sbaMVhnHneo/Fns7zhQp9dD7d/rCFu+LVH8wjb35enREOphEfZsBeR/MVclbXEv+AvnhXDbflqp8fe77lltkd2u7NQZfnXiNtfsBqlWoDqY0/XPIMcZuDXarLen1S/XLYsxbWGVMYzqMckElhzzJZ1zLMkQhnuNX2As8HgEulcwWs+LzfPhpf2wg7W6a11mgYFYuFIbWh4FOk1+1mnLif6SG1kj3RRTVWcH5OWo4L7qOQ8jPsJgHt0UiJK5cZumlxI+mAXkbr2DvQiMkBtBPT/JshSBG854ejRkt3b7qwJzbTTneS9ifs7ebNztX06ffsj+1MkjlGksX/y7mcwthtNejlf32ISwuV1uzroo2Guk9t+xZVYNc2ikU7cqcG0/1//+Z4P3+oo26HK3ZcP3LhR6iAgPNVYLeoLvuH3emefIcMGcW10hMvN+BPLIbelVlCdprqMgBFvXMrJK1gK42R0xXoqGPl9BRTBRKH2FsSH3tzD4BXXUrpr9kWCTzdZXK+PchYQTd+vytEM7Cnh6QGwkZXET1PUpSBtYAGI6fP793o1XZ67bTztvtGh0bciAh/3avc7Wrq9Vumik6Ps2gQ0nubtMjDmfj/TxXlD3dQALtmDvMjvDvrZso5ER7nmBFixseRmZsX5nydHsqPUEgA/nYC8muJEGVNjFvrR8EtO0aQDAe2Xo65g5Hgi6AwKWYhfGfC9SRTNBsAcSYDCK3XULTLjX/oj7wgALS1q8TMdaX0zieCJk+yZAhiksu4zAsu8g2XgQxH0TgIXjWF5WYq3PJbcJyM1DAGZHmJbn2z++yWp/zdwE5EcrQLuHAAaXry007uYgO14E2TYK4OAurIsJF7oBBKdxrXZ9HZNFA0Hm33UgOzA4ECvWXRS247YAeRofv+1fieAwxebKCUoTHHxKP59/Nl2V8cXOQqMFK6xErLUYi9UAipy4oI6M1G7iXNgqc2sHHJtxIixZSNSVbIZW1yyslC2g8eNUaq37ulFm1wfapzflwYScOEUXce24nJxqk/ORrcXeIDjoQXXB9rLK9tEiLkHnWsguRoNIoETZDWzL9HaLSMsuPxrBMvnAbqdAgqjAf6BUCFhTN/vjucM41758LDc1XiJ1ngqCrMpiHEz/Ub5DEqdtXQZUa5w/psednzTB4Vf6ufmZznh/TZPDvumT6yc0cOp7Pbn9mS4eH4KpyoNTG/ez2sqPQnFU8Ct9fv5G8zYJWdGVJyhFcOA/UJUECEp5OCyhLTWQCuPk/ttTMXl9PYeTPlsg4FQvX/Nk208yb9wgcm10wIOVWb1mZdZNSbo4H+TbXoCGM1m7DISd34j0cSlIt72AC8Oxbl0Qe78jueOgyLZZAQ/2Zf06NNZ+a2mcvC2ugC7Gue0UWDhPe+sqmfcxyh1vkG5PD3BgcfaXoTHt+0obzQq5HhHgwV5srwMx6+Ygb7w/wj04wIJ5bV5jMtbvJjmeC7W9EoDBOLZdmzDsp5A2XgDhfThIYK8t1symk3Vch5Y2ECS40RbrzFbd0inFschpe4MIJltlWW3JDZdE3J7WtgaAYRnbLhMxdnNJNt4NcRsQaGFMm9eFmXUjSxzvjIz11LVTkcH74G9uWJldt768zPH4Cl1tBIL/dn+i5vDN+QU8h2cap6YI3C7CXBmE4P54c3mcnFsjlOOVIM4OnYMrzTgx5hApm0XgHzEfID880svF/J+J+UqzZblL+xo8YasGO8GU9ldsvc5839+3WvgQZp5ZjmWFKYvFrEV+FeQhb601pnFb5DivkPNmZ2efsoOhDaAJW35MfvlBdB+AYz6O0jJ8FF6uBtIgldneKood4qwJ+Xz/L+h1So6yTtYgjXNozv6r1JDcXhcglPKzAlThwl7+cFfqWIyW4ilVb1lNzOesD5ocncQyqCCxnSyg88CrsFn8nV+GtQuWyzOE1YO4zhNAdpmJ+Qmsmv7zD/nrY/zrB6wzCy5k1f1PMhCADgA/U4Cv//+vouL2+PFUUJ62ZTp2qvX/77Q4/m2osuSpYN/79zH/v/4K9auNv/ADW0/XUapOmFllerWJlJxJYzXrwgXcY5UKwHsLmS+vzOnVKXY5EweIbAvGsMdWLZ1q6tU/ZXImjbVsihKgjz3KwjvtKVOOOdWrdzhzJmFZ9kRl4WNlkMLbjolu3eyRyQoYyJmlnK+ZKY13ajQCbzs93cplMXOwKsqZpljvGVP2nTTzwNtuSLdyOZA5fPblzFS716yF6DtpuoF3HRCd2WBUXzngmC8xLL1PaTK+CDIFvOsI6EypVn2Fy0a+/Fp7ndicfhEmB3jb4dCUgLS0p+aMfMkF+i51OfoiGAjgLRelW7OcZbEbF7KmE4x3rHvinTTv4B03QGMqbuorTlDzZYntq8SFwReB9sF7y6o/1ejRiWN/8qUI0ZdrS9ojYXXJ6KmgCVdx5Euz1BdDCbFHSiGBzJsoXbiUIF+WIHsvNCnySC6cwJsbR7u45DoPhQz5sooxuwbK6IfwpuDNLaFd8Mih82ij8iVWnqyaFGF+6E8OvNG8aDI67uhCzjD5si7ES+GKjkfiuzqLokaH/mmSL6eEsp+ECn5ojQtvO7LPOtDTrXQG5MwWXhnSyMl4IUYT8K77/OwbM906xzJnou1lQIMEyQtdcmkRwYjO45iWL79Es2RuWPmhNR3edpZPFmBIt25y5kwWdV1jMmxf6HEQ3nFsXsPeDd0Kxy9n4ujLIEZN9oVa6ezJ0l5I0uRLuCSvmIwnv7RBC95cMhpQACE6AlqafDkn9JJFmPslvjN4cz/oP6piOsLfZ760S/GO7Sj7pSEE4J2mRf/hcqgnAIjMl3wrXg8BDn9JsgS8t21yFFCsVk0dypcAALNxWZwem6WF97YsR9nbehXAgnw5wE0WrhTBYx+88Earkp0kaupVC0ny5RWcLFtl32OBPIH3tjRHlu7pVUDdbNkqlk2hFOWxTYjw5nrQq3+afGSpWtZUynzFRvNHnQKAN3eDXn1z5SdHt1lTac0rNgfFR7XSgPf2iV6ts/aThDWyphODV4xC2kep3oB3mgTNmuTmISUvs+YEBy8HKpMfBXoKbzsfupVJNpMFoJMvg/S9ZobYd3IkAW86Sm2ky4SmEmRBprTS443aBP2iLFbgzRXCufSitB/Qa87cANktwyPksQFieG9ROVeTVe3nTY2c6YFPt6yChscalYE3HQJtBEGgpkLYIlNm+fJGOVD7IjB+8E67wS8smKD9aI7ImWijXbFEz8e2SVGODmrPI2WZknO+S4OdX0QDAbzrHuHrEmfegq3kyzy990yovxOcNPCu04KvS0jyViC7fLln5jUboeOd4DjCm4uAex3ZoEdFP3OmBr9uiuuGxyJ1gXfcAfi6dCEzsLSSLyfRvGObEN7JDZciloC6ihPPlHHCvE1CQN5oiMpnmiKdKAJKplTz+XL12PBIW3XOkHjTgjmWZEo3f28GVNBH4gMB77YyzfVBRN/58JkpiyTIwlF18EOSO858mNSCgYuZMk6bN4MKMY8EeMk98anvlLhmSiQ0snAycP6QkQXwrmv7KQ2G8LVKNVviifSaBEP0Qo1d8KbL81OC+uBrFWq2DO3jNamBvBCmJrzRgGgzeKA0Ea8GmfL0zWsBzcEjSYnPlNDQoYJAZErLONnPDnV+yC0M3moh9JaIgr4D5Uum9LyRVSMBzQ8NysIb7s5naTqAr1Vz8uWAP16Ob/Aee43hbSfjyQxQ6VYmJ7KlHX2hhyieF6qkhPfWU4+KQtBeUBgzZSC9V+xK65c4iMK7TYMOBKOPToAVmilLDV8yU7pf4nLw5kLRgeagdAIRpZkStc5LBvb4S1T8ZC2YObQqBdFMGXiVvZGV9FgKWQvZklbNYJcpB+uyNj60eOwbAt5qWQd6M7WCK3G5ssnO60FL2y+Z0QJvtBwZiws+rUoXIVMegZF9gfj12MET8E4joUPr+OEjOlhlTbLsK8ED3VORhoA399WhfpbwsyiBWRMCjrcLqspXUa0IFZKHk0AUzZoUMrxcWlm+aksJvLlbHbrDjpOgAiZrQtDzclHJ+ioGNOC9xZIj7aTRq4K0MqXfgywKL6CPnSqwCmjGR55i5kvHwFdML85HlbLCe9tHrzpY8k2cKMiXkHFv2J/Jl7pwgIKTb4KCLl9OSnnDNvR4qQql8EZDo1fX5H6JW86XcffdoEb7UlIF4J1GxBFJCGoxk1U5s4OcrmcaEj9EufrgzIUGlBYmW4Z50N3wtueFSFnAm7vGH/hYoQGtMJItx+joani/x17v4L015IdI2PQYAhpyZoM33S/csB8ykQhvrhY/TATVY5QQc6YCwS6YqEE/RBYJ7zRQDiFQCg1ogZZsKcqj+wJBfKwKLXhzH/DEMQj6Uw1nzkzAu59jVvxQCwDwthuhW5n0yGRXFnKlEdprljW8kyMTeM950UkyENE/BkSWLBN9p06ZfBEfUHjPhdBJFpDqn7MmS5LIvlMxHHwRaR+87RpoylAl2nPJaJYcI3yX1IB80Y0W8N6Kci8lanp0T4Fs6WXbRUGj+1inJPCm4/DVS0wOQKFNrkwafc38VPinpj3wfrOgkRRpoTlcUpak075P8I03qqAJbzoN8NXrTw5gZzJXNunX7AvAPzUBgTfcBfj6JSgLRdLJlRI2vGOKaP+k5AXv7aP+LPOlE0uYZsntkpdLu/ZICdjg3bZF030go0FDQMiSF5ZkQT/fH+KL8Kbb6xQEQg2+bpDKlDSIvgwM0HohR1J402E7SaHIgK8bwDLljRVfBQApvJAmHLzbtKa7YtSgKoxkSS/WLCiBIj+05QG8t1ydRokAPUSPiiwZd/V+HSY+EicdeLOh0WkoDfUQ1h1Zkq7u9QIk9Ug9Cd5vqH9NjIKvHDIz5aCLrwB2sDw2gB281cJoOTUlNOjryZIlAGTfmKF7IqY6eG8R9ZnkBh1qmpQlJ0TJhll98UNyGd5oHXQaMCv6r8ibLCkExsu158Qj4fmEt13YkzUwoFuZ9MiUMJouYGYVvZBmGnhvG/VonkDaCwuLLOmjxRuGpvOXPHjBW85Le9ZJ5ZRUDLPmts571ILpr/w2vLdoWU1brFNNiMiSU0yyQS6MPnYDG7zZPrMabKZObXEhS1q1ZoFc+XpsCA/wtpuiPTUZcMo/VVnzQ9rL9LT6V2CG4G3HQHu+QfHKDmtZc2zOu2RC7a+6dMHbjlJ7ptjklSV+ZM0PhO/SmfivyJCAd9sULQjMCF1lJkOWzLt6QTxh8kuCLuHdJkEL0jJHWwU4y5J7dS8IANpfGpQKbzRtPnM1RacWNsiSXgGyPHRYeOxkGnhvW3XonzB+JuVMvpRC4uWK8uWroorAW+21oEYo+gpHhCw5+eIF67HnmbAs4L1VzJFaTvUqKWiWdCLKotA78dgrP3indbUepjG+gutMvkSz5YUwxMVXHUgCb+6XzuMEk7PAK5IvO7O8FVy0fRWJFvDmZtF5MtdwFkmO8iWnjbfCqYSvUgEC3lsxejXQf6SoX65cIOMVeyDhowbpgfc2U6u2SfgrNp5ypQPU90MgEy8l9wjvrZRWnVP8K1KPuVLC2PvBQ9JLvXGAN5qfVo3seyoPfORKMRCvhjlMXioEHHijTeGEbBZ1GSgL2VIMjC6VUakf4uPw3oJxQgs0dBkccbaMYtf1HJHmh74c4b0lwwmtpOgyeVSypROsrhYADH5oAiC82zY/cLRAB+LCmSlZSOlyxZF6oTx24M0lww9oM+hAV1QzJRqBLpeGyhcS1ARvNRccARMuOtDhzpQ4hLoS2GY8NoQRvONinkWyh7YEIZczHTzFRhXGfBFjBHjXNeFZthJoSzCVOTOpKVbaIvNFK8rA2y4Cz7IkqC3fbObMoiyxUiXWF424hPfWD08kc9SfajSz5aZl97PFlB9SYwBvuwi6lcmKTDbiLksqZnjLBI14J0cy8LZ75J6ZWzQlIAU5k0hLvMRHxBfNhcJbTlVvcl3QsRJVfmyzX6uvvjd66sJbbofePNBFx1sA8iOcI2/VEgNvdPXC285IU4JWaU8on/nRjN27hMH0i3KIgfe2y72mfNGjoZyZEkW2i2Lo7LFTVuDthkIvwdzU8REB+dFUyRtVx99ohQZ4zzHpdMIZBV93hix5zfGVNVR5oUhGeM9V6ISSYAu+7sIsKWDLl5bRwAsdGYK3mwg9Y1VS09Gglx+tZMiGCkr5oTcx4N2GRc84U6rpiCjLj1mEZPVUafqhO3jg/fbUSSUJG/iqRiNLWnX5yqBDzWMHtMJ7zg58RfFHe+UONks+7teMS4x/ArEF7zk3+JpigzbLiMUsKYnkNVvi/hPZHry3OvQnGEE60UWB/NgH8OUqAOKRFmh4v5nB1xVWtGLQ3MiSXSXvmAww/wTmCe/tBb0m1YjmC1ElP5I2ed8DEB5JlA+811poGYYUNJ0ne/JjHL5snbfVJ6pgAt5smHqNH0LNxzaVH0+vb9bH2SP58QPvLQ19BpiqQ1Uf82P3LxuGSvaH6sjgjaak1yDy6T4kDBmSScB7oY7LJ0WZgLddgidbC6FbmXTIkah8Liy58OaFkkiAd9qXVsRK8s+1r6zZQzHLJYvfZwn5Ae9t14ncG/zTszJrbhGzn28wPsuMEHhzQ+jEMyn+WWYra6qFZcVccfksODLgzQWhE8dQ+WeaxqypRpYVwzTgs+AswnuLQ4/aAaO90phlSGyFN8wxzS+BNcF7SyHrwQrVqG0I8mOmhyxfGbzHljiDN9tkzoMFg0ali5EfjRRm+VicPhZtC952edpTc4lTAjqRL8dMeJc8Qf+KCwF4oxFlO27ONGqmYX7EcpjNyxzwWCdf8I7boLGsuOKXZpDkSz9jbxGBKX+lJBC83bR6EJQQ3cQDSYZMwnxDsGF4Jgep8K7T+sqaEhwTBVm+RBP2IvVZ8VejYuDd5kQPWuqhm4x8yZBMpC8IJQ2eKYIWvOu6+goXQY7p5iFfkjF9k+oO/8oUCd7bLzo0kB4/Y+IgV3Jw8HJx73zVUwN4r41pUj2I+imrTYaMYPp+UKDgmbQQvLc2cuQknF4tnZMfI/VkUWg4feyWFrzVImg8FZj4mpNZrtyaeB149n3VCD54czH1nTB3OJsaa64cG/FO8OvzVUB8wLutgr5jhQtn65OTKz8IeCkoqPqqvUR4byn1KindR4ppy5JNSrxhcfJHkYaBNxoMLnjiij7zYyhT7gDdbmmRH3oBBu8tAB54pFOfgZMnU3Jo7VKZgOWHsOrgvRXkgYhY9JlQxUwJM+lSWaP5Q04f4N2mhk/1N02qZZgj8WjoKijre6E3LeDdVsan+ATRpFU6R4YKdhN0GnihPIfwhtvCrxjB0ZkuQGTLKD7iITRgvqhGGnirxeFV2xhakJ86WXIAYVfrJfNYDXDgvZ3TqYAV3gyGEVlSyt8LdifIS0W6gTfbG51qeP0ybBZkyW6bF8zLwUs5koA3GplO9bLgxfTZy5Jm3rzwm6WX+tED3ml5XM/qGH0ik8iZSUDiCHFqj+RABbzpvnArf5Q6881YtnTcER9FOf2irhzwrhvjVngw0Zl8JmTLxQgx0oWtL4LQAN7cAlxPpA6NQpBBxhzkI7agwfGPVM/gzSXkegrRaBRTwGTMQBRiC3Am/NGgGvDecp5opqQ/0WzIlO9eN4xq0Q9xm8DbLkm3boJmMsQIGfIA01vG+fZOjhzednTcU9NUU/7h2RJxMV6qjPJFLx7e3Coe6oeKPpsCImP+sRNz2WF7pKpQeMtd0E4UrNFTNiDJjW9kXiwYVG+kgQO845xoJ1CSegoJPblxLuu9qnP5RmGR8Jar09kW2QW+xsiQH/9Ev2Yg7nmhygTwlmPrhNtRB19jXMmPRLJfMqiYeCElhPCuM9WUbvK0Zyc3N6aJeJecpHzRDj54bwe51xYsejRPzpFzlLonuInHYgmAt9vbeVfkCny10SA/GtF+0TFg8lihOni34ekmjld6CpwjuVHvwDtVaOCNgOTB282N3kFZpeUgeMqNZZ/1k59+SHUV3m4m9I4dBLScCgtyI4mi7GjcjCcqoALeWzT9qQWLTmzbyo054l4LbfgeicEPeK8F0joyqJbTmJQb6Y6yefQYeCKzUHjPOcFXulQt3pJQhmwQ5jUzbPsnIDLgLXcIX+t2aPPu6DJkBKu37M3eP/3IhPdWSbvJsuo8y2xuDAL2aitnfNIVHLzdYsDXGD+0RJiyMmRY1jsGp/2TDjt4s+FpNxQ06DxOz9yoZ/i+q2CfdEDDOw1Mf71J+OicP1lTUTNrhpX0Wl1S4b1toc9ycLUogMDcCMaWDQOY+UMvaMB7i+o2a4y0HpxeboxMfDHQUfFJY2Dwtht6siIfdOvm50e9LhcioWS+0OYlvLdedAYtg7ifqCdZ08dl1gSeCr+1lQRvbgftheSUj4oayJo7rLIpSnD4LQcr4M1NoTMwZnE/WDKy5o4U2ROVbr8VYQveaHK0oWIXH/OGS8YcYpC9YkfBZ01qwXt7lE/LVOnTrVxu5FKTFYTDPtbtALy5RjpxDAf/XCMgX4payH4Wxp+1RsOb7S6f3jijT+eocmOGBdlAPU4eCwMU3ls0PUonSXvtSZIbDQ28YTD+l8D84L2d04V/sJyMhsl86SdBlss2+qxRO/DeePKgQjd9WuQtN45okB0itOCxWXLAe2uqC93McTIhPvPlnjTZLkhIn3WqB952KLSnEThO6WdGrnQh4F3Ci/8qixu84UjoKpwK16Tz5koeTl7spdNflRmC91ZSh5YK8TPLDVkSDICXS0vNVzHZgbcbF11q5qaLpnJufITwiriqPtNaG7zdNuhSsiy6SMxFbpTc8YYIwfZM2xbw3rrIkTU29eppoNzoIEsWBQAsj0XgBd50LnQVbRMvwkaYK9mYvEY8pjxWUx54063RVR6U8iIytrkyje01OvXyWFZi8F6Lo0sTaGkj/pYbuz3eD1SYnkkGF3hve+jVUrSPPHIkQ2YLbxjl1EcJ6sJbDYm2k+843B3JLDkK52UwiMJX+VAD7zYsDaqGDZeTACBLnnHzRkgS+VWbS/BGu8CHYFmh07TxkCP1GHaf/Hn8IRSG8G4rokG/vOByKFpkSTKAr4SwBV8VxQS82bjwIVFCtJoMbjnyk7DLyYrkhwoYDRFwQqvhQCVHfunQ7VZGPTb1E95uaHyprUgPesuQH2ds6UZJ6XwhMhzebWf4UiEEPYhNLD/egOpGVbDwQnAAwPvtDacyh0UbcbPLlBz0xEIwDL+IRAB4r9XxJqwGPShrIT8OSnWbkA48FkMhvNOufDWGkTMFoGVMUhkxh7KuX8ogB95pgHgeBFtvBXzZ8vEofmDk7Y9Us/Ce48M7HiTayJ2oTMkAT1wEM34RkiW86eh4T7OmjZCWyZQJFOOi+PCLDHTBm2vH8VyRodFomGVLPKKYQg0Gf/QFD7zlUuSzbSVvPaKVNZukyIAFby4qxyOlh0Z7nJEt7z6uoJTgjzzrwHvbx1f/UOQiguYyZpsXcViXyi9hacKb+8RXhehlIyM2ZEw1WrHY3NkvVRnCe5vVqJRHHvRPoAzpAev14AV+KTNs4M2GRKMWifOgiAoyZJjd68FKzkuN2YI32pNGBc3wc5LMyJBrMF7dZcZLOXkDb+4BvvqnNUeiXsmYaahisSndX9JbeMtZxZ4oEsBXHqm5UWrt6/D6F8cYf2GyAl97SMmNVUu+DHuIvVCTVnhvC3niCTX6kwyBHOn51g3DxO2H4BA9kYzQlH36MqXWi3jJ7c4XzVgA7zpU3brJlcnsBMmNSf68ZX+a7+QIBN5bUB4KKIM+g8KWLXnwmGtI6iNh4cHbDiyT8R68dcmRrKn4W4Ne8I67oaMsHWkoW6msKIjs1XqMeiO5HPCGC6SjCCDSUGgcyYqli6/W0ZQ3irEJb7ueyYrOeOumV9Y8LHC9Xq+/5ZgE3m1xMWolKnzFy8yNGJp8EaFR+tiiTnjXiWpKM3/a84qCrBgq4VVaPfsiHkPgvY3Bvdz40KOgevLjHJ7uiUACj92ag/cbDQ1k8Yl+U3qVFdtoyJKiUfNEVl/w5k7RUPq+dBQBWnlRqfGtWmLgjYzEgLcbHw1ESA0NZ0CNrAhHMCuIFeyJFOCA9zaE/qxiQSfaEcmLAzq8FjoRH6lBBXizHeofoWMaDgzDrGg6mO2TouiJXjiAN9uphjOXqX/4kcqLR2xe/QR/0ogyeMuJgK86xmgFoDGTG6N0eM3OBP2TFDXwjvMCX3cA0RZ4Iic3chK+ZYwj/inKG3izyWk4a2AaCAE0eXGJwZvtuHzSiUHw3pLpM64GLVqgR1YU45UN88b0QzCowLvtEb4CQdJaDUqTG8sYvmKrq/+05AG805DoCkhY/kcOLGMmwJDlYFTntdS0wbtu0JOhYtCtm9fcmFTkgg4XfV7IiRe89xgNp6hUA4mClRchPHi9xsp8kg5HeHMLaK8jXvjonqyMSaA0iyLKhN9CkARvLgQ9gVGO/3nkkjGJuLJhOCp/awIbeHOn6Al0OPgfy6yMacBOVoyB6W9lT+HNVqoJ6Cba1KwqK1Khyx4C2vLYHGvgzQanCSiF0KYpKGTFK3H20G7JY/P64L1FoxNDAOGfaaTkShtP2c8GFT7LDBfe+1MLmCygTRUhs+Kbzw6mfT5WzSG8tyH0KJwn/RVAMy9evXnDSCz5JTBLeKMR6kGpLNyMiBC5EpEz+6T6s7qr8LaroD2VWHLKPU5Z8o6bd0mEhL+ycgHeWy1NBAYSbiYJkFzJI0r2CocprzWkA97bJZpICzLcDKeLXJkDLntl1MRrNSHCe8tDh6bW8TNCNBkyRZrXAh+2r1LCA++4R946CMx7Gc7ImG0q47Eogt6Jxgd4b0HkSLEYejWVNCtCgcye6GLksQr44P22pk1pjNECkrzJiw02XxGDA54pEQ683+Z0b+LDj+RJkyexWa+BL7O/GtQIbzc22hRGohbQRlBehND6hmiz55kWLeHN9kObll3QBEZgyYthAN4wEFKeKVMR3nNANBec40jewGTJ0at3qPXysb5uwJvuqrmPQBzJjRlZUvTzJdKh91gbTOGNVoDzKdDUbBjg5UcbDLpK3iD+kN6EN5sj38uRpdkAWZMfXSToOukXHsvHx962q9n8scmPKtJ0n6BRPbbOA3jXHfLWUwlvAY+bjFlFMjZTIeOdZkiA93ZNr57afeQPPLlxy9EbNkPLRwWKAm+3VP7drJPEweXITxUxgdYQXyQBCrzd+vCh65AuZeyRG68iukRVEV6Ii9HpjbfQlSVjchLxGdK/0wwieLu58SEJC3TpIWluFODYHZqUfCEzKuDNVoATWTbQpTG2cqNVZLfAmzSPjSAB3mhK+GoALlkKlwLZMkiAeANa/EsC+MBbbY7f+Yqh265EmbLBYtwgDpc/CmMJ7zko/lwkdBI8lzkSCooY2wnniURbwNsOkbdu7nmyq4aM+VqxGRbAd2KEA+85RP5bSnSSUq4c2cRAPIRB8onoeIH3WgZdx+sKh4EJmiF5vL0Lpga/6sgivNsmNZ0xXR5DT5gMycZ9H2Dh/Co4TPB2e6DpZBnAZSg5Zsg0pxeCi8GvAvUBb+4cbgdNAe02ppgpkRJjCY//R5BE8G6j43a4WNFuMjJkyiKxeILX1B8lwoH3VstVxdDI3SlvtoS7xh+wJL5SKAfVLjnHTWiyJZdJHEZDxCvdYYV3XFqmANnVrwaKMqbunDLiWvlbGJzAO04t23o1A19/tGXFyzVfm9oxL4SkD7y3oXw1EDZHCnqRLdkAxGIolvwSHAPecG6yeARpwVcgJbJiEQZfSyYFX2hKCXhvnfTpJeKTZi7lRjFO3g6TlD+FHYQ3mxB9mkTCk4JYkhvNBHg5kIL4KQJG4L1H9WkokwfkpiI39hnw5iKiL3XnFN5cyS8nqCbgK9+YrHjFwZcRN4CPVRJNRHv155cc+XEEWDeMDi8/NNcF3nZa3JOJmabU8yBHIhmLlzDsfZENK3jX7dGtS1pkEF5Q8qIXmbfMTsI7OS4IJUWgz46sZUoDhzHXBr5H0sIDbzu/THYd5K1MoDIm1hko2jBSfguxArzhrOgpguZ0kxo9MuKPLO8BKl1vdNgC3nBZT7EjqZvsbTNiXtN7YAKgN3Ksg3fdHE35pYX27FIgI9ZAepX6nH0RjzjwrmuRHYx69asBORkTQXcKCjQYfosIF3hvVXAvQBP06JymzDjouydsGD4WgSB416XJDt4z/WrgNGNqzU1JYZj1W44a3nBQWk/FCt2Gc05GfKuSTXUB5In0FrzfBrUe2Jtuo0VHRpxLyqLeJT1RWIcpdYjaSRSQjAj59F5VkfFGZgZ8dr3oxBuDGVGw6rVQxM8jNVjBRLu50D18IsGlvCM7tJsLbTKi3lI2EJMNTySodHZ2pkWJDGTEFkfZMCLI/FAMC3IAzbSONbqM2Gj3wju2n5SXKAdvTOsA3JARIf/VZJx8Uh8TvNMG+R/sGs5FJZgxrTDFHRjLfNRmh3dcIHz9ccILxpaOvMghfstahf6pjwh4xxHBVyAYvmh4mMqLH7BvmViSf+JzAN51eh5EGZZuXaKVFRv9LkzhwPJCT+7AmzsGvvKdZdeUEJEX1YpeMSVE/qlOqRi9489WRpzS369K1E9CUgLeG4uWU6GP3uFHSkacQuX9slz6JCQo4L0lo72abOGjokNyJZHPLIr377euDOGtdqUZmPHigOSMyZVMrGS7AhW9FqgovLlM/I+OwCtkJsiYmknxWFLmR3lugTfbHm0UKKdLGeSMKAJA1nGG0GMDY8CbbWujNTFdSqFJRjw7yzbq6Xrs4hG8uZH8jwdIXiHHV8a0rBKPWWn7KC6H8OYq6gVoenggpaVcmUglm70m+C0tJ7zbDugFFObwQFACcqVhjGzWkvC3wkDhzXXio3sIcK8jGzJmpYZYbHLMRw1qA++tpk4kcYF/mkGRJ6+l2TBmGHyWGAjw3lc0UaAGurTGmxHlSGQTk4B47J4/eKOF/pGuL3xV8JoxVSB2XSTIeq3OJPDedtCjbC7oL6gYGbGIkzeMg51fAoMBbzsm7flkA6e0IydDxpDyLm2B/lXnAW+0ERow0JGjWbKWJw+AyEoZRPdZZpbgDXekXxckfZSmjWwJRxSPXaq+E6wH3tymj0TlfBXQhYz5daabggvGbyVQg/dWTYtey/iZjyK5kQ6S14IW7VclaeG9rfFKEtjx1bSojKkLu2xkJX6LyQW82UD1Xx0kPE1RnTyJFcu+1NFrIegAb26AVxIkA19dESFjvmDd7dL+rSs2eG9l6L8wiTxNFFyeJICafSperyWhBry3HHKkVQm9umolI2qwkT0BSfnYBS3gvevwvB4AtJs3udwYoLOr2XnhhxY4wpttB8cDA0e7edDMmIezm0RGgceewQLv7RDHmwKm3Wz5y4x25rpKiFY81osLeKOR8jEwG35Yo0vGzBwQT/jz46k84+ANF0Cf7h3Jg2IMyIhRKrxlSyieKUwavN946FM8NHkQmKeMyPnjFeHiyzN9ksLbLYt3T1voTS6Y/NjCSywAD+uLiATBm26zXxV4+SVAhtmyDBubhV3fKbeA9xsfBzBoQpvGH7LinxhOVNQkL0QlDECH06ZSEmRFIlicqFaFL+SFEd5uf7qzRRSuJE9ThjwcfAdYEXwsqUp410XoVwVVfkmnyJZk3diMVftOWQjean44aOag6bYAypFRDsQMsFn+aLIR3nJivPtCU2/OycuPG7bEBiSMPpEWSnizGeECLmRp00PDrGhkizMQiX8sAiTw3kLQp9wn+VQKmYxYJsgbxgXqmdzAgDcaHFfNUCRvAYTLlEeGsYa1A68khgK85bjwLhoSvemHTn7UOmIDmC+eiANaTcXxkSWa5EUSed4wE/mjAI2Bt5wSHZdx40vaBjPkDsFX6AbZY+0c8J6boGMriHxJDQMZEoeGV2iUz2O5TaX4KuJ6+qYy5gzL7uehmc+au4K3nRtvZRL3ZEZb2TIsUGzmxuedGFvAuy2N10kTp+2OrHKkY1YModv4Ry+qwLstD6/TRY22w1AhRyqSiSOUCPFHcXLw3t7xMZUruOGnVcYEBBB3sSnzVIB4wJvtlKsGsMpedJzIk4IIY7Au+kpQmOC93eOpqT+yFzSaefJPh/iDXfxKTCbhzS3iY5Y0csOuYMbscxJf0PHkqUyhPtUE4oljGDImH46Y68/iV0kBgHecD36ZpDmWVbKMCUghTsKE8VdtF+C99kXPOSDFcZzIkB2F+LwJuPZ8VRot8HaboOVwUuE5CvVyY5/Qt4EYH29FxAPeblK0HCRVeI5uldwo6vg6cHN8qyWksykleKgf0oxpwrH7GVv5LDUi4M3F4ir66HA9Dqoy5grK7pm1D581ZQ3ecEi0B2oMga87WmRECye+vPSweyEnFOANt0CbNVgIX3nsyIgXKr+6dHHwQlwQ3twjXIWTN67nipsxUZToorHC81lWulYF+eXIOGx5ck+dWEyAi1/S4IfFJ6ZiK0eLjRoAX/WGZEQzzK8sH8Y8FkoV3nAvctLlkn6lUCVXelEwZUwIFr91gQ7edTj4JeEDjsWHV8acESFu2jzwV5YB4G1HhFMCUsE9M9dkTLsd8VIeJX/F5QjedYH4JaUEjsVuSMZ8ASd24jL8qyOs8N6u4IlvPfSnJ4LM6CarGyZFhB+yE4O3nQHuKSVOU9IRy48ZFMRLS19fhOOwVYldBhGoICNecfKWoRm9U2MX3ltAHnqaQJ85XnMkIV3MRSDMIyHAwtvORSZresNbmdjIlUaKQEG0NPJbRADhDfekYzBA9BIcqtnQqMObYM3WG1GxA+83Ijrmf/SSIV3ZMInwTRBm4I20iIE3m6o2PeTDBTSgkxd32MshjstP5VR4s9Vp08c8PIAqXV5UQ3w38Lyf+roD721Gm8IR5ACGWOZFHYqvdsfhT0lxocyypT0/U3Nh659XSU/+Ih5/8Ia7ovuKCPUaOstcKAh+r25gniityZcQVo++gcqKQAi7J2oseKwCR3jDac136kev0XGXC0sDs62i+4ngosCbDkce4qPYrxSuciWTA1PSIMD+lqCOWEyL3rzakw0dGL5ZXFrfiDULbzrSPPT11K8UhHJlkjNT0tDx+i1GPlX0mlAuphKeaIkjH1ueXhM6mg2ViGRNS8U80RLGTyhSOvFumw2lAr0WLLGP1EAAvNUAcEB5brgDUK5sWRYZe3DL8lE89hl8QoseacmFduxkw3SA8EMwyNCJnNQyvrDJhgwEvBrISPmkKRroHKJqGacDsuEDEq8GBms+qVMQ3nVzHgSlnW5VwpURFdB1QUjg90JQlMB7e6m9qHDxUT2NeZIKM3tCzuZvSeWBN5wa+NpDrjMA3p2M+HnhLYMMfCgEYOANVwK++ugRt2pAzYhk8l4Refge6oCMHppG2iWZT4IDRycMUtNIc5ANwUy8WT99PgnOXIoXBh4qqgu8uUjwda9BLKZNUEbcs/eKjRB6qCgw8Oby4ICg8OENXhRly67HeIwOiI8iMgpvNUed9beACwJry5NaRHbBZ+pr+QGENxsf7ZSGa9I+ZHLhGsQsZR6mx1bmgXebAQ4oNuUNNghlywplMZnhlY8qBIQ3G5p2MnJHk5Zq5kI3oFlKFYKPVSID3ls4fFTUDPfa3NlSglQs9qHLRwn6hPfGoptgBHoQvCEXDsKTfRzV80MAWsB7G0QnrpjDPz/XMuQQNNkwhZqf9SUS3m1IGutJjQuSwZYnEYDIQrjr+i0xJfBuW9RXeca4oBuieTJLNRsBislvlagzikaL/mqwIRt2+b1hGwR/yUMpvNEcP0Y946pjPlfaWdCNu5p8rSQ94F2nqj27UDglHB25UfXwXRqQ46/+A7zfqvQrWZvOP09T8qSgG/HY3tk7EcnBe+vmI/3M8dVAabkSS7eLYpTpt7B0wButSveVDuBrBBTJkEvgZJnoMfusPbtTw0mM3PohpRXw3mD4Dy2iGk4iXlYUPOtSBtL9kBILeG/LtCiBMH4W5yMv1gV5LSxx+qqjUXizufEfUE0ajmiFrFijrJsJxeWxnA682Uj5DwAgNBxSHlkxRms384iPxz5xg3ebGZ/SoEs7UVEhM+bZEF9Vs0+kBwu8tw6e51nlqpCMudILgu4Lyb/fEtDhve2QIU0L6NVWDLnQS1n2xA/Jxy7oAO/tlO9gfFxVcSxXakHThUFj7beOpMB7jky/jk112llMkyfZ1IjNFuR4JwNt8IaD8IC4ruhTLjcyotQIzjic3BeaUgfvN8wHJPhFn2bpzIhVkZxwBIV4oSta4I12ycs0KcIHUQ+zJZdhXIEw7akSheAdF4RLccSinZQZy4xhdDzgMPWJLH3Ae+0Hp0NBSNP4sSI/cjASK2DQ+Ec1DsCbbkS/is3pBJ3QIU+mURCbwVl8pwJ04C1HgEsZIkM7oVMjM3bxExMgovBEjUvgzcZE95GZ4GvQ3DLkYZtsFDlNXiu/8EaTwFNZBMhryiRzZOOCGD4B5JUcN+G9VfGkOrI+zYzLiBgoOdXcAfFYKyR4bzXovgtCfE2cYYYkBMxKCeLitcLw4A2XRKPurcl2bIDIhhyWvGV5qd80oA684Rho1Ly5bIcMVzYEY31FfBJ9U4ExeLfh4XO0nNE1qKDmRwaasYMvAf6IAxG83WDwOV1UXSPPj/yYYEX8gI31j96/1VUUH7ngSUZ8U+UN61D3UYCa4M12hadqbchuvNDkSCAIYg9IxLzSjwPw3tLRqHB5OU8MmQ3Vrq+Yl/ablMjg3SZFcxZO4EziCMmOWwTeABsAPJa2KnVKQ3ZjaCZH9kATg7FI8ko8gsDbTvNWJjee7AKHPEmmS2wGRfROjFZmmPr44IhB2VKKMMawd+KpqnCBtxoST7ua43iOdMiW1wrdMydmfJbZ1QxWDj6YHWTLpw5xBgabT6XlC95xoJpTqIo3aQEjOwoJeAnUKfNYP/TAW85NTxlEypvIRcmOA568BVhIeKw+zU81G3giCBzZkmnHXJODX+UEBN5wgFwTSwe34uYlW0opxkt63PwVnALecAC0hVhcwNc6K7mQl/m604G8UNcFvN92aAlHcOHri6ZcaGXry46g7AtlgXLmZAcPBVQmV8ah0f2U2/osMoDgzUan4ah2fucnzouHMd4DHPLeSgAaERTwNQcnlMDtA62QvyT4mqObC90g+IrjpMxjr/zAm+vH1eYWcDxjUnLlHQndNmOon9WYA95tTlzN0AHHk5XkSjpyum6IzHzWJRe83Tw1nMEH/Mchgry4w+5dMKbrrbzI4P0mQsPBs8N/aN7IiziyXgZtgW8FE4D3VpCvDkrLkV1AjrxxJQ7jY35pQyW86Qy5pmQCXgU0Ta5sRYyhBMR/1eMJ3nZrnPKPBO5ZJDJXnpbFS0mK/gqLJrzrlLjm5pVXMfOZK1XDYqi+7F/l+YH3downwqCjP7tgVnQ77YYBk/FDMAzAu04Q9+ROmpJNX2a0QiBWOkX8Ih17rUn2Mgg2NbJh2eFb5qLsnRrD4L2t46GrZvQZX2p+tOIQW1Dj90gJ4MD7bU8r53RGv5IQzJMpCjmtIMj5LS4Q8La7kMk4bOGtTOby5IUfUJQ8Df3WEC3wfpuhueMdjaSOMw8uYnkX4FF8Iz5M8Hbbo3mgoUbyY0MefFx6F5RI8kaB1MC7DlRTdkTtacYuD/qVeZX6IH7RjkZ4x+HQf1BQdRqkJ3nwR/cV0KTmiYDYgTccqf6rLKLTWHnJg3nYN8Ak2hP5efmq0np0DYiMWBTXPSGEzWMXqMF7Z9GlnQzHxnmQEw1EeF848KdCkMGbLU2X8kDiRCLUZEQ+Dl4NOYz8VN0nvNn66NIZTTjRjqKMqMfNu+GAmJ+SwQRvNkPNp9R0kie9PCjF6d3a4vZHDZCQknQaIkNyTyQGC7y5Xf13FEanIYIhD0ISZVkdBHgiMVbgPeeoPYODr1/P7PJkJsKpRcTptwDH4L0l05+bR3SiXlgetOTyWjgS4pEYeMGbjkprxohGv541yJPZDZxbV3h+S7ELb7UdPBCfP3wr0kWebPMgBkMg46PC1MB7G0KfcQlpUaWdB2HwbBgxtB96gQnvujgPQjSBbk1ylguZlD0ZzNDnhaAMwputVINSitBzB7zy4BPFl0MV1Cft6QBvNjgNulhAz5kxyYNS7rwbYjx9kh8uvLc/tBcZMD56RzNDYvLInqAE/a0nJnhz/XBBVFS4VgMlebIKg5jsssNHsQgE77YdXJDWlmelNubJXxODUOH2UXsN3myn+koKihZEaScPujnIFhmB4bFd7aCmmxLnwCslmYH3/tSgIqBouikm8uAYPa+WwoZXSlIDb7Y5bcVnghaEhCoPxuXIanYaPRaLE3jDPYCvMUo78bRz2bCFk7dsgo2HajEC3m+X8HWGthMIFyTZMC3AKyIHmYda4dmjk65I0xLe2xTwtQePTromQNkwx4A3zI6JhxKRCe89RlfhsWpBg7p5EG9H1lKB6g9BAYD3WgIdlQELJ000kyG7oMlOYSZ4rVQyeG+X8NFQLu7VmSJPTvETh5li+ahAYPDecnUi2xf+ySUtOz41yYZxU/JZXLLAewtCj5rZ0l8YSOTBzvaGlY35JQ9h8HaL069ul52bd05y5A888RiLMt+E5hPebYP6qUonJ60CmCE3y2SvSkP8Vokp8Hab0k+FkJzUc0mGTKKXxcIr81togzyr3OCUaIbkxb0ar9KfIH8VO8IbbcV/4U5cFYBqnozB2bUxdOC1Hue2ljPly4DHpobCe1/hOo6+aDlTkmREKjtdRxMtHpu6B95sm+MwkkHPwcJlRAB0upJMHjxWkw282fZwHD5A6DlMKPIhq2F3Ev56LCQZvLl7HMoYHR2lw4KsSKPbVT3T+ERbHMB7m+Qj1WTgq4JO86RZYxeFpt5vTf2AN1wW/qRLRUfp7MuKLKTEAAB1PRGQQPBmm+JylFg1jwRqmfFzQoxA+/dHYxrgDbfm51xAoVGxmObCyzCcWG7IvRCTHvCOG+NPikjpKF58ZMUUcHGAtqYnylEA3nAnfs6gBY1apTIXFrHivNIFxQt1woH3toMWxQbiZyegMqKpiteCJeFXHWHhLafar9ttp2WgrxzpBhqXnfZvGjMC3mgAOGqclhw6lCU/LujG+g19pTgZ8J7j0a9sqZ2VQjhz5PYwNtuM8k1iIuHNVXpQHRk0KqZfLrySxclzRHjsEwp4o6lxNFEHeKCMwjxJRUHMpaDMU71NgPc2RIZ0k9Ws1wh5EAWC7IkZhY9VAAbvHUgLKVHG24xpyY5aGdkjYYS8loA18GYT/U8jaTzVS2WeTBGlyyMP22sFeuHtloPHydTTPdZIZEYoEWIGZDL8UdMovN8A8DiMbLoHn4fMyARO3OCNxh8dicF7m+PFFIDkqVj45EkTb90eWgS9FisCeLMpctQIa/KeP2ryo9GUuMOQ/UogbMB7q4CjKpiR+YiQkR+H4mIPXtlXCsuEN5uf1rMk5W0mmWTHrRfZTUay1zqRBu+tlNYTrMHbINHLjlhZWSYY4F4r7VdZQT/yypgN4RTfsA35o/4AwjtuTafWGMtm6u7y4OeDtywP6ze9XHjDwdGpMjRkM1wq5EEyOd4yC1G+ScuIxkYJDrgFKk9iIoi9FjQ9FRFGeNtZ8VYmDJ5MhlOO3JZx2Rmpd2KMQgOkDwd0opQnKc/EXlzgPNUhHHhzJ3XqCiI5zWacPLiHxyu2aOGbPmzBW+2PuwVyw+10BsiTf53dNgLWfJYFBvDmhuoo8Qv+JAyVvKikR7Y1zvKx0ADAe9uEf55ZwRPPCPMkJBxztfjxVUtK4P1myY8seMM7FTN5EpNA7JTA6K+itMD7TU2LpgAcfE0RJA+CMJEFcF16ISsz4O2mRmuGMBO+riCQB8sqs9fAuhcCkwXecVs6SgRLDmXsmhcNdbwCwF48VmUVeMdh6ihVDDgUFUp5cRDCK4BTx2MhifTywte2Dlppj1WwBd5sd9otnjDgaxtYHoS7/ELFsnusAi1nmac8dBBSnpQD0f3EUvysMELg3XblcFoT3E6K0zwpg7M7J+v0s3qUgffWjq+atuVIxDH5MYBkHNb39EscNuHd5sfhuGO4HRCUefLFXHcOntXP2psB7zkp/EhmBN61BfLkX4BYqgzOX52Q4enE8TqhoLyVhBTw3j5pN1kGcbxOEDlRC9Cr9QHyrSSsgLddllPySeOeSezyZF6CeAmHhb+qYgRvOgz8SBQ4vD+4zJN8T2IpNNy/2g3g/fam3ajQ8jwUkjnRgJ83gRatt+LmgPcbH+2GzAnPi8PMiQMmXwUrkrzVXIvEHEb0J6dYPvwzphvGw4wfgtHqiWWPpiQzIyuGuBMr7ZnwRTvytCKJcwgnyzy45sZbBhfonRjTwHuLgosGCKPPaEBlRk2o2AKn3SMtcAFvu6dMhsd5KxOhDEmlBRQjE/b81p4ceLu10VXYJOgiJeBkQQVhbwPREH8kVQfedX80ZecL7YmmSxZ0evIqsab5Ih1N8JbLoImYkKDNVLrIgkYWXgJTIDyRZRR4u5HQVUxY6SJuULJgA8S3wYnGP8r6Ae+4J5oIBwraDBMlWTAJyEuAQ9oTJekBbzdNrWSIqH6lM5EhQQVwjvgM8FsUQHxFENKjaAzkwkQN3ROaVR674IX32h9NZc4gXaSVRhbsoPgi6Ez7IxNANrX6TAIvfp4IkB682/K04JJA+kwC1SzoAO8FUCnliQDhwXvbQn8qKdKJfDyy4ITI1wKVqkdaIADeawA4qYc+fEqEaY58exKDlSHzUUwZ4L2v6EGBPfgSBC3ZsNDK+0U66Kd81IA329aDwjI502KCbJijv7ACOT81uQZvtj16kNbDmTyTsqGNGC/8yeanLsnAW26L1jAW1K9wmxmyy5UzhZEUv+XXBe+5MW2hGYB+hdNmSM8mnCrgVn/rsBLe2zR9FmFKiy7B5cDUxGwYtMUfqosC7zo7HyILj25FQiQPaidAuYC14IWeAMK77QUnfYGDR6VJzZEimMQgVvR9FAI2pDSe8Kgib3Ik2TYOYRTioxZEwXu71V54LvDROtjsWIFE9sQd2m8xTcF7e6TvHBLQ2zYQWXADhLdDirRXymKE93ZJKyihQgfyICQHAurZJUmqPHaMHLzZ7vSdvyy9JSTKgh52vByOjL0Sgj94s+FpBQsa6EBlUzlwkFF2ydLqY9uA6dTc1cIvr9SBEN4bj77ToY7mqpZmQbQeb14TfaUOiPDeohoBldeBGp9kwaSkrJERbH4ogg54b/n4KJ4c3AuMXI7s4BmHTXH6KEAW4P22B193nc4sMAblwTxdrwgmTx5qsAy8367wNY1F55XVtTwoGuQNoXr3UESkuDqnWIjjHioID3izFYGvcxU6p2Roy4QE9N6wubeHCvID3tsznUiXgX9aUZMXJwGzYUIk+CwtmPB2K9CvOsw607b05EejFfFYlt03UVLBe22KRlITgA9KY5odU7jIGtlA/S0CW/DeutCjZBz1l1Y0C5Jp3zA5Lb/UQY5O0+ny2PdYPCTgvbNwGTdENZ0uO3KhZo4u4tGex+IxAW+2NB4jiVLXicqQCwNvdBl1nMcWLoE3Wx8OA3Sr62h55sIhDLqMWr4e22cE7y0X3qRFEM2ZgENGBHChWwr59ESZDuBdV0d7bkHjlGFS5MSlFK+SHsG/6urBG06JM+HSqTkd0+RDPFxd1r3GJ1ITgjccImcipYrmPFKYD+uAdlvhHp8IhSpXA2mD+OaPrErhzdb5mzpANJA2bVmxRZN4CwzQH1mdwjuOyItpYEKnJoGSBy2McRbJcPlCR27AG23r3/jAwFOxmGRIVhBdIDOqXusvB7zjil5M3iCdasQzD15Q5NSkLHyhKG/g7Valj9b88EGsdNkxs8gqxen5rY0G3lsOP3UTlFF7n8z4pCzOTTheCcMOeMtN6Ncae51hfNBkx0Ap4rKf8k2NCeDtdqmPuMbwUgEMsmOWKKsUWuO34qzgLbfZrzT6dIIppWVHP0KxGY0d38TYAd7cMl+GDoFOJaSTB80YOS2PuB6bdAfvrZCPhCLIVwfByZBsdHRRsDX5racZ8H5z4m9sdHWQGwmy4oYlsQIwd2+UBwa83xz5m7gSOogfiayo1+IFaoHeaM4kvLcctKjRKD/rcCEb4k14LWSS+CojRHijMeBqXuDhfnCScmQIzrhLSZGnwkAH3mw4+OkCOHm10i4zMoaIObQ48kpQTfDeomVIMIqa9QokB8pBzZ7Q4fZYBGzw3hrgp1lNeZU1MTMirsYdDPB4JSYneLNJeTlvSjjqnQQZEnSsq5ck4bXmfMJ7C/Zyrhhy1DhDGVIOaldP7/O19hSB90ajg1SC4W+AqOVFLgWyl5hSXmtKCLzZnqvxkoL7VQiTIy1Iib842TwVmiB4b8f0auvqQ9JxyoOB7N4wEX4f9ScM3lsQXA2aRu5XJZgjJ8DFWTShp+IWwdtuAG/dJHyyztHsmCdIXDap4Z0YN8Cb7YUGEgiUv0EDlxeXCMga+eDjteiUwFvuSquaheYrKg6zYIvK10y/+KYYb+DNxqqBwOHib+TQyYtHoGSNvBnwWjey4B3nqFVFfMhXngjIgmiA3rI9N98kow683bbkogwBvnoFyYFp1GSPILteyIsNeK8xcbspOXid2C9HSoF15Uj2+KymRni7achEeAHga9YrB7ZRkD3KIvJCaDq8t378U8zzxBRjcmQDrJgLS9BXJQWBd5ucVs3gmT0X/bIgDkGv2B6hb9LxB95uV7gSBqr8iWjkSAs1YqgUUN7qz56jIPgqpuRBx2Mn5MF7DU4mwBgCvoox5UDSBtmhDm+PnYAHb+4C7cQMIZcCJUVOzJZmUbVvj3VndpaYx0NRPWRIUq1umDeIn+WFALzh5LQTD1V8SoQzOTGL9L06knisLKrwhuujnVgAwadoleREK8wXwJGAxwpzCu+2H/yFqh6vc0IqQ7Zy6N6xM+Wz0mbAe5uCr6LayJFyapkRcEccxtbglzpgwkBgg9cRq5EhUwV18TA581lwpfCWo8OVYK7hnXhpcmSUjJhq8P2rCFPwtpvilHiIcM8mVHIk0jVeIvu/4l7wnmPjSqK44J0zrHKkE4K4aqrKX3UlgXfdqG5FciCH8GrLglwVbxke6Tsx4oD3tgNPBLKkP52wyYU8NLthSKj+UIwGnl4iNWWXF/kwzZZYSc/gF/FgAu9tGBc1kESfpT1lRQt8YguaCR6JwQ1417VmsjFFvHWTmx1BfEEhkgPGb+W1acD3alBpfCsVTtjcDeB7NVKzoZIYL5aGH2+lIgq85VZ14R0wmsyCPvlvMfMVOkt8oi1Z8LYroCk7t/ZEwyP/SRK+S1MyvuhGK7zleujCMwk0GQw48p/joNeAGiBPJGYLvN1CaCxVoxrzQWL+awLmfVDH9I/CzOANt6TZIGU5nxGYbGho9x5o8vdWRAjAu+2KxoKkpTF1N/9FoXofhPD7IxFY4A2XqNkAeMH5svCy4WDWi6ADh7dKNPryutSjZSjz4JZU90SaPY9VAAHebWO0elBOv/b4kx1h3ODE6/D4WxDq4L1WyAf1aXIlP4Oyo6A3/kDjzkPBuaujySBhweDpi5rawNtNhS4EM9RkkBDmvyim74AFar6oSQ2811joK5FXGnONnfwn5upVcIn5Rz/84L2loT+TbNGJfB7yX7fGa4EOmkdKUAfvDUaTki3yqRk/MmEWitcLMtBPbYLBO25VuwAFh37F4ZkdUdDgFMIn87eEZOG91aHPJnBpUaUh+U/IjGyYPQA/NCcEbzY3TXrtcqo3LDJhARNv9hz7KTOH8GYj1YJKHXkVljQTCiDwaruin1rDBW+5Oy0CHKv9imMrO5ZQwLnH7fNbg5fwbjvlgzb78CQddLIjG68YRGvVQ/UpAm83IHwQlCs8KYSV7IgmNA7hJMZD+ZkC77pAH0JLp1uRCOVALUlQ9hBxvFATS3hvL2gJeEv0nzJb8t8diSyUVQOP1QPDa7WLj8ZxyoudC7InZoD4LSUA8GbL1BJSwNF/3kzJf0Ems1BcPHlsIA7vLQWd58adblHYJv+BofJ6yIvxSic0vNkodR47Vd2Cypv8Nwbp7ZBmxCutCABvNCUNQVCcBiRhQ/5ztMxuvmDzQx6yQNFbQl+SV7LRCG80Ip2nARy9I7jJf6JKr9YL80o2IuHdhqFf9eKYM2xAZlwUE4upwX5THQp4b+X4aB1V7jUHTHYM4xiH6RV91B8/eLOp8rgLjtpOVo88CPVdQw9dj6WxBN5sdTyObYG2A1WWB6mKuoVVEB97t13ToF+q7MeWKYT3NsPlvPzRoF8c8+CFo64gB/PYMoeJNdz4Z+eKnAjBLRuGQ5/P8hxbgtalY9aoXAj4pAuIRNkTCekCbzc+8HWD0wvYIyQL0pDyikiQH2qLGbzd2uArB/4CLNBlQRwE3hAw8B7KkwvvrQ09SsZPf70s8t+ZqDfsMO+XONTB+82NK+GiRnfO8MyFM5p0T51Un0hTUSLlT3cGCcuFMLbdU0ARnuhCIlcnqiER7UNJKYM3GwH4ekahE3WxZ0FCofdDna+HkkLCh9ZjjEHmjQKRwXv7grexlNR6jNl8mMdCnOVB9I0ChYD39sJNR+RpAlGcsqKGOvEbB+yVBIyBt5zZdyUmWhVvMgfyKpyAqqQvhMkC3mwptIG6MtyUQJK8WEdO9toh9LeOnOAdB+Z7HZFWBeKUA60kcQLexXkhJlngHSfXr3dwsZ+RPJnxDkxcNqPsm7h44B3Hp199RMZ5omUyIw8fsVmDz2/anoF3XRztGcaRU3p+ZsPHr1dpz4K/6hLBuw3yrYww1ap0aznQzRJnn6aCxxL5wfutk7e5wKmFcO3lwzATYgR86406CeENt4G3YYCkhXxoy4dd5sQJzLC8EZRHeG/hPnJIKV81Dc2ObSm6KLL8fouJBLx36ffx6sJRHYzJjn5xuntqOF9Lhya82bjcFKlMG0iAJisqkBNvsErzSXWu8GYLxE0NbGkDJSBkxQOD8YYtgp8ExwwbTkW+l1lkxzUiYgwNNp+qgAJ4uznRBEr9cFMGcfIiFzhZAWqE/NYbFt7bMS2apIafXSjMhEcGXgtR9nyVUSS837KaABc03DQCV170FMwOEMH0WzJWwHuLI0N+WtGsV6T8N/eZPZGI+litSHizCf4frAD8tE9UdoTxpjukEu+1Pu/gvbX6PzqC8NM7i9mxLrD7dyXotdiMtVn64kIE47JjJ4tf2MZTQXDTxgoBF5JjUHaMU+MXdPWpKmxhvfZ4yM8xWdCHhzcMjsFH/RFBJorHKdLK5rUobHhvT91jDBMex0hVTjzBmI2U4fdaFNLgXQeIty7x8iCQjDLjjLW4bIfkOzEGwtvtzRH+YvialCT/cdGyVV5KXugMF95tTTIEMmzwdQkx/70hyVItOXohOZefXf7wRDUf2dGJamxh9MZXHQmC91pYVhCKBr5uFdHgFMsK8IjC1y2k/AdkSRZqxpDHfiGA99oltzG3+RwjT9nx0kv3jgM2jzXIBbzlQPUqFJPc5CtI/ssj9ZrprX2TZhi820Q5ky053v3QsyPPE0sB2XsrLovwltvqVacYuYlhZP4TfXvLwgh+UxEreLOpaR52ozyO6oWc+CpmK+2kvhbeAXizjWoeHShwOQVG5ESvsaylDTivBVgE3m5ZrwqgylBuIGZAAnLvGAUx37SkCby3b/wMDw4PbU3Kjnel3TCXQj5rixy8t3Z6E04U3iV8kw210MgKQnXyWJJXeG/F+KrqixyZR2TFKBNx2FjrL3nIAW+3IX7DCBo+Z8NZdhzCpbsnMclnaXABb7knzgSyk3N2usiOlndiqy54fzXgCN5uhfwGGQx8Ttc2O/Lp6PKBK/NZY1ngbQeAU8px456cRNlxEU68lADsrzq34C2XyJkoOeKcR8iy42RifIXi+ldEPeD91tWbICp5jAWSDZPIyKaOSXssPIjwhtOgN79+8DgqKxsaOZBVXYL6WH6YwNtOgG49ciaHePfy32iGtyzJhndi5IL3townCnGhP5eQyYMGfHTDvPDyQzDuPMdw0JRXBHMhm5FY6Y+GL+KxBt51oxnEAVHeusQwL6KRgiJCScNvBemKFhnpMxCc+fCxxBYszx6pQQJ4z4HRiXU69OfjZz8FUu/QGzxPtAcL3nZbmpIKkvYkMyj7PXjxLm0o80U12uA9J0InumCgP5H0yH4N3t6h7eATCcqEN5sEXhqrcmxfiMz4g0ocZkDJQxWRAu82LdrzS9eUpE/ZDz7xRhhz4o9qmPjKLfQomRg5EEmgLgqltscisADvtqw9ewZdKYSX/ThUvhG8LvzRDkkXfAiCK5kwu+e1ojD4VkHs4M3t02oYVOBDEgzIhFk+rxWFGW8VJAamFoPACMcXZaAC77cujfg5QotBACL7dZB7C0xi+KIMHN5wnjpNlDo+pOshE2aFvlqFVd6qGwrvODKdRrOND/lSJBNaNb5bW4hvZSUK3ltE/bkZpxPx7mQ/MBAvFxOYRzqAB+82Ae8LJSr6dW8sL6r24XzURPqtBUvgrQZGe46g05WYQtnPBebLAG/QHyVhAG+3P14ah5ULMaXIjG4fhzhcfagpb/B+a+KloHTcgJ03M27tYhFkaR6q+wHeW0h9lhXVokdz2U9pRDaMFSU/9HYJ77jsu5R2oF9/EOZFOqKclEdOfgsIC3hv2zSGIle0n7Mq2Y/oTrZTu/ihACDgbYf9EBiG6NYjn/lvRB8ol33thZaggTcbGo3BBwrtp0VR9kPqysaKez9UhAfvuH8LwFHQr3efF+M4clI+Dvqtvyrw3nV0IEEV+FaTnQWRiL4Zspo/NQcKvNl46ECZJjgCqR9ZkDDPq1VR9FQG3OC9HdKBHtVwBGBZsqAg46tlHfJURRXgvfWgv5Zq8NE2CnLiB9bsiR1efgvJC7zROugLV0Paj5Ib2a9BhmyUHyh+yAUcL6+UFymD3+SVB2/ui37l+/JKbcZZUcFYLAaEyDd57cF7i6ZDx2joEkukZD8WJV6wygqv5AcB3mxidOgGE7qEG0HZb1O+HkibXgmwCry3TnxNRqzxIEHIgZYjuoBR4Dx2jQvebHt8LfJP4ymQlgMzJbuA2QKPnTsNoO/wUK7HUtmE9x7lW6JKfYdbyYFVKLt93CWPpdIE3mxyHAkJLM3BZPPg1IXuHkBQnujNaFSOE/cqfZIZV8iIw9L8fNQfD0fiV3cNfPLglasbSFD1ia6y4P0Wgh/RjNTdbEImograFfQG4oma2FTQJ0IQOfJKRUThjabVelq3PgGCTPa7YfnCjZ+vVGSUUPeVtXHyRlwyvLkM+JoTnLqvzDEX0lgSX32JeSMuGkob6NBHBTzzIZgbcdZRxieN2QHv7Qad2AORf0apy4ZScjbMGJvPyiIF3nNQn8QPm179sJn/QFzgbDN08UKUCeAth/hKQMDpVQ98+a8sj5PbpeqFkhTCG05Jv/7Q895ocZQViz7EZVN03yTBEd7bRT1q5tVfE1SzX9qgN+wz6Zc2tFADukX32WnLhSySxFuWcW80uALecRb69W70BRLDNCsKmcZlYiC/KcIKeMP54WrQwNF9pYFyYQq0+EDXhDfy0/B2m/FMIhzRqxZU8x/cHidaYd9jDdiAt9uGr1Q3PkEGABkQgPYN4Tf0UKwP7zYz8NXKxCPgwSQDDhjygjiz5qFUKQeBRtBINEjkQyc1YpgMgE9awqHtrwgRPR9qzxK81+jgKwS2vzqEkQGvAN8PIaw81B4oeNfR0Z5lfHBKKloyIQOqV8n0y191MwxqE6mRJtny4aaCWMOOwk8ykgfe22teFYTGT7PM5EQYbF93qjx/6wkBvLcb7kZQG45HBEtmbJsTZ0iMf+pMAHhvSXxkmgG+imqaF/1Y6J6wM+C3lLDgvdc8q+gdfnoARWaEmtENvIDhtd5Q4b1doUWXzPhZBDtZUHHOa4FMn686kgDvbWOGvCOmV1mf5L5Bl9kTnwsea9UK77cSORWrxk81eOZEFGpfe/q6fusFCXi/rcmoScD4qQcnObGE0hcfFiJ+S0eRN2SPPMgcbWYEASfWSpnyU6gq3pyIwIN4ScyMYkTijDbkp1qhrni+uGkdHHlxNUaXMAKN1+oEAe+2KbmsTw3d2uXkPj93sg3CDHghORrebRFyWZeQbsUilfsEdWUbeNW9kGgNeG9jaNarhocEIyMDYqfeMCJyPuoPEgBNnJu2OcyLqFtdQiVJXkvLAHjX3eGtSu48iC2dnMjKIS7jjngnxkAg1ujWO3Ck6mM7GIG3WmcWE0OiW++MZb+jDFkEkE8e26HIByI+54oeF4HXAluD97aibYAV8jlXMLMhnQnZRQuarwXG9onljifGtcmMGk1soQvgVxmpwrutij9hei5FhpfMCCItpqK88FaTV3izdeA+iIrwOHt0MqOFs64oZYzHShMD3nNN9OoXxDy59GY/GkNes8/zTXAe4T3HpVe7cOZJOtTsd2PNa1bAzjfF6QBvNheahhwnTmfJSjbcEiH7mAPGayl2wns7gp/ZbeGiA4oy4xCYbhgcWz7LU9Nw0srpVAHJhljgZCEHXL5WJQp4v0Xp1VhItgyBmv0G3bxjb4/fBJoG7y0HvsraIEcymeXDSghxmAa8XwKrgnccCf4kUI5HsZMkM1ZwEWOhtr0VmxLwdovkdx/keJyqNpkxqqwLCMOJz8oqhHfcGf7kkY9HMQOWGSUYxVl7Y95qziO86/5wSjV+3LNryYwIPl4SUvurrie83xbwuzoMPA5SZmZsau0GKprxWQ3kwJuN6yRsrvzd7mTCEoKyo5akj0UFCd52V7r1yJ0cAqo1++lgestA+zsxNsF7u8YT+bTozySfAwlNdMMsJv6QXSq860AziBwdeKsSIzlRLfWJFlTI3wLiA951eLjnmawp+V8mwmdIvBSA84t4rBBF+tNnL5VcKNYYW0gy5JEatIA32xlu2oYLBwDVJysacYjD/iY8FA068Kaz1Ix42mgwBLTyXpO91yjNzxclJYG3XZim3CJBe3o5kveiiL1LNdC+SMYZvOkUaEY0dDSYJqa8B+XMW1SH+0VSTvB+a9JJPKDxb8OYCb8AZQed+PFZQkPg/daok1QI5a8nNRNiqMyWTujwWUpW4L31wb++fOhRMlvyX4bPLgoSGR6rRcYlxoWKMPgqE2HuM+rBSQPFh9/6A9M32pIspUgbvjqgQt9xnf/lQBtPnRMm9yGx4aT84vlbf1L6btPTcEYWuJ01OxmPzlxWzpQqn+Wjq281IdrNsQC3Q0ZB31yqHDlli68K+izkhlk2hQAcv6Vgq+80wwyoZsZZm3z1zaXMRDbrOGsQOVkIDjhZMj9av3Xhre8tKEele5Dz8DDQN7dPzvNQgLPysZOF6NjKbsg6/K0NYvpmY+Vv/pBqIFUM5Lw6WOLs6fRJH6j63qrhq6R8H9n1k/v6NmOxLN5HDbLrOw1Pn5AgyUMBROgbbpOjDpmR7WCI814WRlzG1OObCmzpm5tBn12u4KGCiGQ8PGnZT9Giz3KTpm81HXxLiRoeSFStb7QVXFUA4X+B9Oybq0CLGPHIRTelMl6epiyYIF0+K9Stb7Qpjnra+HIkQPa9heOpQN78GSMbuS/vRAymhvKlKPf6TovieUIiH61q0/fGwunc+KBnKCnrm40PpxPmVMuginNeHC6xhiFDn9RB9L3VHHXK2teZYZf7grCJPUi5vlQYQX1zn08o4If/iVIj912JdcOAoP7WC9m3XCRXNZMlT0lQmfcwWMVmdj2+6VBH32+ovPNDVispRc1B9LriBHSQ3uhLYd/cKO715IiPho7lvqwQXRR/MPxWgjV9bw/wuMobvQSyrW8uBP4GRvJRF1q5LytPt0Uh6W9hnfX9NsWpYKjSRjDx5CBB/MQNlPz+qIBn39sP/E8HM16hMUPuq+EXZ4coPRXaFpX64mclUvu288BblbhlEAqC5D0Jd7HZFo53aozQNxoXHwJ55WkEWfWNtsYDc2TgaJii9L31wkUBwOFnMAJz34trzGWD7quaOvtWG8Lt9CXczQ5Z31wVPJRJEh9BRkLus8MSc3X1fRXV7nu7xPOWCHE3XTpyn4UD3SVOQF+rra1vuBj9SmFHTprDou/tCe7nJg9X0+JG7rsw1O0Swa+VIUXfb2adYvSk9euKbt9ulXzMFzbcEIiavufudF4xJe1XFHqykD8EXxOm/PyWoYm+t528iQIvnFPFV2fhxT/BGMh9r1P3sxDws9LQ6HtryvuUaKA1ZKHMeWZWYzGkDL8k1NW3G41+jZG1RPrU6Xtv0QY0udzUSFDfcEg+qg5qvyrw7JvOr5O0gV2/ajCShQCmfRUYC/Fbi6Z9s/nRWA97eKmVKhlvEFx2kYjwtZqQ9f2GyXsWM/zI1lffbIK0Aa0t3NTITcYbxCabWEfhtabU6BuOA29zwJQLEYHNfWt74gQhhN4KSGLfbVM4paAp14IV5z4NZ7qgSPBn8ch9z0X1Kx3X4vUBkPcWkInL4rD5px94fXOv+CjoF+0l5irnlRkRiy15f0kf6XvOAx8TZoUfajHJfS24cVWBPH/VgKhvOD/OJEgazgmHm/vEknRX15A9Fhoafdsd4Z5FyHDK0Z37ThDFTAJK/JUXOX3bRXEsaRzwywQFcl+JPbHSHIW/yoOk77Qj/M/bna5wpe2ba4B/jjmiE0s4yUFw8Im5wMg90lVn33Z8T4biiLduImUhgx262HQY/dYhlL7TsvzTBaJWRBrtG061X300iT9/1OW9Ay7iMicrHkpqSt9rJDjpKqp2YkTQ9zYIR2NHqQHFZMhBaJSIvTo7HylSRt9uHvigB0s0E6mgnOdFTgziBphnqvDVdxqAjAlagq92Puk7LseT+fDHUwfvZCGNZJxIEnn8ll9n39sKf+pBiJ/Oyel723MkXCtfPZXKeQGysijUuH6rCkjf2wmcTQghes+LzkFi0IizdyAfifRL32hEfA2eM5oPsLRvOANPutqBnwbyLAQyCyco6J/fmjGm77QKnBXKyD/6odE3dwVnJYL6xzZu3muKE49hdT/KD52+uR74KiDtR+qJy3tNjrGYH7iPMj3TNxeMr4JO+Um4Q95r0hGLqTHyUapk+kZz5KplJHzcxioLEWTVt9qVOwi0xwEFgdD3GpH8ZFmlXy9M6VtOBVf9o8z8rC3nVRkSm5kA801A5PTt5iNbgQXq1wTanDfElnXiq/NbbWX6dhvMUkNw/eog57yhxSwTm6Hfeuv2vRXEvfKI8lE5kVnIEa4uCkByv7V17RvtiLuggsbzdJjT9/aSj6lC8T1yTlmIks8uDSwTvzWkoW+0BPwPoCmnICfY99YCb6Eg8zyDI7KQJnxdPiwLrwVHs+8tBv6Hywou4dXyHoBr/DqpPVUI3vdWjP+xcMUrmLbIe9cScZar4qnS0vQtl8Rbt+jJYSy+lkjJZD665DxObmwGKOOdGgP7tuPBW8E4ZQ2tR3LeFECxGRG+dzJyp++4tX4tICVTWNOhb7UjjkfJF56GxKXvrSoPPdXAzwwRZCGnZGKuOPOroDr7RrvkhACmeBklDPreWnE9Uznehi4vC3nFLhPREK+1l/pOW+OLLyjwMCoA+9728TZmdFxIgmzf2zecD5Uk3UERTA6iFiMOm8LjlUhp9L3tPFENlH9y4ZCFZLnT/ZSS+6wxgn1zZXDFKI88jJfILMTTsTsmkctnZans2w3mdGjU4TPeK1kIIBQxBCWxrxK169tNDv+3VZ7kCpW+4VhwNmQyuRAxWLKQPUdiBGpI3uourG84QW5lrgjXlPrsey6wX9ew2iILzOQ8J5qxGRQP/7Qm2Dcdmy+w3fq16yznRYHxAq3T9VuMUfpOA+OjcYz0F1mUvrlafPROVntteZGDoDmIxaCA/ZLmfcdBvtdnC946yKrvtDjuJ4YTjWHMRt9viTwJVhb/VAlZyBiwbqlRhs9aGtI3Nwf3k6SO7srMy0H2iXhMycwvrTDse84H7xSDxJWMWJGFrBEUYw39PBaJA33bMeGemlE4pZ/DLCQOaMxUNPdXX2b0bWfHs2zp5JYAFLOQOCvipbIzf8Vms+84zYdjnOKtK0T7trPxZByyvHXzL+dVIbigxATBbxUa9m1H9WwvHN66lpbzrOApTYonfmswQ99r134l4vwMh5d9t5nyVkCgr70G5LzLPjEIDUg+KkGOvt9I+amMDLk0DJAcZESduEzoxjNxSe0bTZSvEin7I06cfb9pOQEnHLgpBa+c96BIdwADx9+SAaNvrg7O2oHNJ+K9OU+yRDz24vpRb1D75mb5KiA2H/nmQc6LtBGLxcnyUaZB+lbTwq3U1OCCoKz13WaFV3Xl4ILuRMl5FCR0GXBA+q0zt77TiHAuB1P4HwNEOQ+qQt9uf/iqI8+ZIOD63lb4IDtmHAnOgL65Q9yLTOajoElyHgahbooAKn4LwYi+5wL5qpK5bJlklIOQKcVlVlp80xkyfW8FeQgtXLiomLGcl+3QxbFlwm8NyIG4hCvhIMp5g6qxBi0OP5W4YNBYBc4EREfOGyQSw22WfspyQd/7Ct/hQAiXExekG1GRzyox9G3XgrduYshkOuIcxENYbAYC9J0aV/tm28NzMOrhcrD45TwPFbqTL7Rea49A32mQXM/fHU/hYPe9RsTrqJHC7cZw9L3lwkNTr/iZIFPOy1sSc81N+CqnEn2jDeKHPCrwMS9Y32thHPNFI79yGjrYBgsv0wRFzitL0PUEbPNa2LK+3QLwOm1c+Ason/N6DIoh7Jn6KjQN+nZL4nUksHIYeXA5r8eWGAKVEF/VRvfNreKJZkf800yTnHfmpfvZxfNZbM76ljvAtXgy4ZNG6vqea9OvKiJoqYjhkoPAULGZlvxPIqb0HfeDZwlQgF8OAfbtluWXVARxLDficp4KB109YBY+K0WQvt/GcCUYDnnn6WrOcyGleyo04LMKdOnbzgX37IycEs2OnCenJF6adPBXWLp92wVyLe8Vp9QUct5cgJhJgdVfvYO+6YZ4mDdwuGKMLTnvhV48FeL6VyeS+t7u6NcfW50jtoZ9w4noVxqnnXNXRnOQDDsWwflDmWHouy0Qbx21ejjIWA5C4TMOQeDsoxok9p32gbO+Ap7xTEffWzB89bTBR7LJyEEchMViDag+ipSqbzQtnjpF+m/MgPW99cBR2Wh/jtRgDnLgMfbwNfZSWIr0KW08iTBKDmJlINZg4sxPDcbpO+2Li6oww8261vQ/T/zMSWYQpLu4i8vFV1UNdXGd+KoqIigm4ADw1tYheD+58sP45aEVpmCkM2cCSnuVkgT6oj1h2nh5kYB0YrBCAHOJHqUQowHGNgGSNQnsvQ0ooP6Rm6w5tKJpggL4jMpfzoxDl8UTBswTvQEgHfJOqMKB5uVDs1o4Q5NqBUL2yxIpAOSIgF00joHtgNDRXQFxWVMqx5s1seaVkuboMUm44Li/FznTy5JsZRknP8TFJUGcZhIjfKNJkgaywkwsCvMw8EdzPVpmzQgaXrAJjM8UdyLTKnuicm8vkAds400J3dZADZwDCJicKeVJlotK1mPVtOCju1IwnUAI1WRNDe87Bmf4TmHqHMA9ANy13ojzagDxAOvBCNio5Es8xFcqs8YbEdmCs/Aqcdn6AtADpvCnDtYiogH+UJiaL2F0ZlXvkDxRniSIetTWwvQgH9h8iVj6UgBj4JH6MjMAUh3wXRwAOdMyz+uLhvDYoRhBqF4KV2o8Ep/Vlg9WGxGmB03xQLmgrJslc6PJD63hgCoyiEEDSWAIGswCjoX2Q6YHsx1NyJfbRLZzwpof8kszIEgXvlttQ+OBqF48c5gvj2S9MII/r6SGiEnpI4PXQwDCX5IkAeuQ48FNQBmTNUuweD180X0UhgYfqmVQ2RUOtcE1Mrz5csxB9s2Pw2P92MR4cCXJslVytWAYJLgGkz0qtvCtVjcwj063nDmYyMkq+uKxG1x0OH05UKGEfbwozHSK5PIlL3w/jGHyTdkbCTbX68HGB5ixkHnYhxjMfHmhfzESwXksgrsZvCuWaMYLjUosHfcR+AnfGDQlyuU7thlB0OPbJGTjjYa6BCwV8FskSq4EEOgV4hD2RXVZygyPwFAWRuTKpj2vFh3cH31ZASLsvCSD+rZZhCPoETLnQQXnosYwa755eDNwcfopvjgHdvhpkhBYwMogvEJzTqbs0ydrxonth/AYVR4heS2gbd1JaPGVSojkyzF1b5icPf/UCKcNWFaNhFiqezm6EQGzsYChRx1wwnAA1rSauSq5kkHie2HN0CeVbbEPlsAqFBBpQeLCd3sweRMCqjCMAqA5swdod4iV6mPpmHByZAe/ONMkU7Lxkv37MOexbyLggKKqZTxS5kpt59thMO2XJFdovKcSO8E+3jjIl1ugnIiOmo9lsOWM0Yw0DZ68HrSs/ZIZTyo6++IQNU3oleChLoeUI3rthpsigQswDRqJW4GJfg1kxwabJB9yxZAvQbe8HAREeSkDUHZSiOl7N6jRLyVFoESDMT2pq82aO5reBB4KfNWSLDVYa3BALqoRoOaBeWSeyZRapLJXPKqP9SCn8ytntSpypVmYVyyJwzthq9T1cJpSsaTrmWbF5RVE9wXCueoJJDAaFQR1gWrAOFiNDtn0AlpJMIuiv5wZN6dLhk/th/S8fXkSwRQOEMiShUuvUqiCLyLdkwIOEKL3CYZ7owqZHZAyHFGCHZTp44NTGsA14jbzJRJfl7sC8bGIa7qnKqyEwNivqSyJ6eJlAAjwj/AsNWmGgc/iULPkj7KsnhFOnogtcr+TDCc8IDEdfAUArbJp9PaZfWPmQ1ZAxQO+6xLVqF+uPSAeCU8YKnfgE2colICi8fjNsNv8oTmZJrNkN79ZwBav9AR3+qGjhO/qZMmUT6KmdF6IeuxTHXeAEZ6nyoV8abrntVCH+lQh+jSZRC44LoWWLEknI2spiPhDGAL0CHGHN40YkyvZqLxgghw81FwUIBCuw8SOIQZd1gyEeo3gRvzVoSqOJnBXJoZ+ge3HWmSIMVkeOdh4MdKSXATgGQnkougXrAeeZ8KuwLy26YgEoc+4cHlsMdEVNKxmyTAIXrDTN89kF4sivhCGqMEsBkX2AZOK+g3uDJxDLTJLqvjLdv2x89i5vh5hSSisTXqTM1EUiYXcrl+kBhdDz2hVIMyGFiFbpqJ1O68AfyiHoD31apgT5aVCvEE9gmlkWeSHphwmL+3AXSqjD0o44WwoOOEcR4Yy5WRW10LWPnZEkr80XQlsULggNEpgtTNE2k5sVMHMFzFKgGOMYfEjTYBypQ22N3udeakvW0JYgXME+hChFcaQ5sGYBbV+RbYiYxbJvVZekG+Fou9OEGSn4pKvLCln9BUTPfNOadS2QMAeMPnAB+60ZkgEHt4pxT1vBGgG0qjHG1V35I1WwGFwWoH44A8dijKkEmF2dUWeJwrNsOEFHrxgSRKjV6ufyOvLmpMRsm+0XD4LSYOGsLD4lSFH3WMHtEJiFXz2eMdkhPknMCxGUUbAd2qwZEkwDF5wqMR47NAFuDN08B2ikNoUPpo0s8mQGeC8FCb8eaRFDYJSZOu8fXmiCiUsm7yKA12tZBKZEriEjakFY94Ldf9JUSTctGt0HDWv/gOLwWtfUPMj61O2E4jlDxnayMRA+JblkmXItYCavpfUgWmYWKIVx6TJkCDovBrU6pXkjPXhksJTNtYFQy1myJkdrMRaHxL8EdeBNdxsHqaXxzrxwiQQ9RYR+K71gAX8wU6ebIlHT1fVgtsTzSHURKEIx8ByV4FJhO41tgLWIQKLo3ADIEsKivB2oFT8qHeCNpSx4RrX1fwYipSFs2PisYpbuAWaAV2AhAK50q/vhcD/vqpoChezSQeOw5InUwJeu5VzH37IQV+KQw6e7wcFWc+kC+yg4ak1MMF/f+AFQwr7hkAuGRML7BUA4n2spxA4DrwOPIl81Yg9nlWFBcyjDDdLWrjBqepAzWMxPJHS2oU8UOoqgsB0OtHGrAkFKZsYJMJrQejRM5wCJDJk2twbZiXhmzQUEBIphyqGmG63VIuECaw7vIiIh9CcyV7x8bAGs7HZIKXW1dJK0IPkhd9IvdQPHhQoaIG/prAmOIsjxLE9koMQjn+wDjRbhxwOycBHkgs4wJcjLk3wYB9V3PIjGrsvyBpMHiuVoAwbJVQ60RedgjeLgN4pwj9vBCSIhB6X8EuCKDdSZnmF9vWLamSogwk/eUbIjVAuXy1B1z96hdK4wXdnLTwwAIQR+GBweASeU9K8iyeFPCkk9Ga4EvVTgogw/sebbJ48X57ILI8VsBZ93jF47Z900DFtiQKPwFoluZE1w1J6rS6pWXBesw2cIWVMvWJP8PzTZRZswEQZvKKMLTcKKsmaub79kGlSf8Oi9ZoYCnImBan4goK8TwIhhksXDCeCik5zwCk3cpF7MwBI/SQzw+2LB9ThB2+uTL9BFwbrGYD6g6TUXPmo+TYFEvNWplBP2l4MdMY+aaxD76AHCoxgi2q2PFMUS1V1vlEgqFOkVtMUpzNlgYNHEM3IlDk+dO/oeXoitwmrYBh0tBPcjGlhMavlyZHP8hvUHigw6Ts27MmaW/JkpRhhvNadPZyJk4ZhcLVlyavMrl8LGo+V04Qry1Vp9oodC581mfUERRd+ofggN+54zAKSaj52jKepYmVP+9KnQ0ubaXaIATqPzYIDxvEGgoYBxSI3vuHxclCz/aUjQ75TiyLsI49qfrzS5SyMNH2sgs0XBmAYI0oxRwwGebGXWH9VBgtKJQFJmf4qMPoM8X6gYvRMMjy9qvQEFF6keEgyWZgckORlMEj7VT7SwDYs8OB/JbpkSL0krwY+gC9F9IBuj3XbffJnyw+hOEQh1zuRm8yuFCwkzyMppsRCMCa/iIQAO5F/MPczDyYhpqwrae/yJBXqm2CSy1e9hcs83SakxcdiMMwc2hBzKMPA5E38wAjdH6lmUcBaIjpAM+EdmWZ6gYA7MA/CF7nxzUw2wOafx27oMmyg+yKvVqxhABeggaMNacfB96Rr9GnmzCqkuIMDzl9SnDBFaNlDKEXlyk3D7B/KtMcq7KFFwV0VO9nCB7rc6EfyDYMj452StIYcZZp4bcCv7sLjpZy40ZN8ZnQZbqYy5gcp2R4n0rzWjiY1bFaXfmK2rNIZT5BU8Uh9WmRcsXHMsihqZl5oouAKV1UypVuOk3qDL/IzAcSPLyIz1Dy2KO4EIv3ALFpkyZJDcXdMAbQf6jPn9cpSzrawD9M/WQmD8IQnenmRy86rBEXFGwkQoUDurVLC542MvNia8OHMJ6wFY+BENC3hGoNo8uPmWJeN6uqxjlycNizBZqtDeVGrKxvqJ8sTqYVQwcYFC32BkhfDtN4GSH9/xCfFopFatg+KLU/0ogFUFglcFhi4aqGszIktebavGOv1n5Y0yBLIcjBi1YD6eo1Z+SQdjEk4XsmfCDY4GOk4eFzGvQGjxWygANuBeukpBkrzYguh9/3KryQV2SnnAA74Ds+N3GgidMoSCEqPpdqhyyDigeOsRPOikTZ72d8fqrAE3moxwvUsycyQi0neCn+KPJWZHrjHlxB/olOSHQXgeD+IEPNQMjAXDbSggsIOtgMTKCsC+ssOpt09Vo0hzNXkomPwI5YnJXh5i+64f1XI5ghf9klR9DsoJnKHHH05U+gzFmOC9k4BhKbsOAPbgYnzB8lOX1sjCWDTT+/hh0PGZKHhq4sTwt8K0KjlLFXobhKo5EosErJLyKz4LDslMglosMD9xAjrwKYlkPDLiy8GvB/czJ7pBpHV6GvgC+2vBjHCgLxLhaD9kEavzzg11Y1KI7JlEsIY/gR7pS8NHjCm6Nk0Q2SWFmLeMBBMninz0HSQ36CukjdgfkgziVODAOfoICIrnpLIYihxfewLJHrO9NUhmzBtihc04KExK5myxFnc4Fn/6EvWEckSGUAXxARa9xdJiPImTyns9gTRQl23ABy4CAkAwVrB0BxZyiIWeiD6RSg64ph4AxrHHKDh4gZxynQHRG9geGcfKMgD83Cr4nrQg26QDF54F0xJftURRc6HywCYTYqQ/Oioodul7PJDPD4USoCHloZMIFXoSHEleFolGpxjTGlu3CCnO2FD1GPTpOBYlBgy5ay1QIyhNo6kRld2hPJ6c5q2l2KD1HukVeBLLAIzJume+IOR0kO1EUFR7tnSmeeI1u9K5RwDlHlzkdKXulOa5vTLSJvsY5VCP8hlWL/ToZcx66w4Q7AB9FtZXpuaK5ETAIvNUepXTHhkyCQdXqsMmm+FVoRMBtiH4ObdnyadRxZ0yItAqrxieu+d4LxpeQKWJQQfONEhI2Y5eqfWzHkjxMAxG3lgq0BQGbGJnfeqyok3MgNgqy0CDHbnmhGb4Miysil7ojt2lCyBi7ZA6CfEuOXJDaxZN9i5zyoKHbtxBFsBurM4JxuISdgTCSZlqB9Y4LsyC7LinSEvPhkWH/tkqoHMcNBvKKmSK9WgyIIoW/NaV2LcgEMUgJQEg0MUwAKrsdZpQdouI6rZfCfQgXqkylbRTTRz4g6MYz5qk0pfETq7jVrHkYW5jrit7mNN5ztEntmSkSn+UErhm7gOabR5xZQc/lMdQRqQ1gJ4jciPjAi5Jvtdqz+UCIMJfL8qWz0Hs12BNMA+jih5MTGwxvSWXXhIQW9BI9A2Gddz6OjTY+hA40VYszImnbJYywX7UlYqg+iB6jd6MGbMH3NdEXDcvFYWqEI/MA0dc3SiG86MuOfyhZl4vJKdPkG4dOyB67wWM+KdVjYRSZ/H7hnS7c5k6Ph6IVPCF+Js35pXErJR19Z1kcAAlR1scJ1XkC6CtAAcRQQkR4JKxlo0BP+IgVqIPHzIErBuYwyO11RWyqDBnvXEEw4Du5If+Ra7qiw+n8iM1mARPTTevkVjh3/q6ITlsHRyY4Qx3couoR+SGtVhYQJX8WkkLxr+eTvckfmoDVM82ITqQ0EpMI0ziRnRr042rg7dYy3n4BZ4FrqAKXbZ8cHY+8CLnK8qamPHUptnxBuEFWIm+Zwt0t62J0LGNAzS3Twa81lqOLj4IuoB9vAyZpgcRyCi8lUD9PTgoPy6mp05fmjBY1wmnvCnR58QhwoMxlgAHoYvIiIt01exvCxwNFozYLi+F16AzdM3sMYZsvt5BfyofKwFWG7lZw7mMcolK5bZcpp+IfPYBW4+kOGoNzyNqL0DrFQ+lhRl5rGDst/hqeVKUSBfYHPb34pa6vInZoAt80eTjqCDMIerNm1acI8lLlmR++EMZGLpsQiSzGkjMjkj5hnxhnFJeiY3dQe2sYa1Bq8kpgKDHH26hl7jkcMJ/bCRpd0UdwzusTSGb4Y2GhOCxtYNzahECPsA9JPXnBCSE68j3jA2dd/0gYKuIgCt11XJyZMnymQR+RS9loXrVOmYDgKLiIyp+dQF9HIfS3CPb0b387DLZ81haTMruoPLuYzZHRQ7bU6+1SmEu6+kj6SRIFvuccVhPej+yVCKACkMegs80ihgLPhNssZJmHRWnW+CrutXpclChLBbgIG9xOxLoSRydBB0hUsjNY6gKWPIOn/rAt1nYxPYh5K3jHij66uSAvexUW4tSsA+mnZk1BVb2EcT3oAvb/3uzZ8lBsG3V7uj8qektJiw0Hf4GaMvTHrJlA9oxB7S7HmmbRgKiDxKjiBmHCzhpw49siEKF+8Wnrg/+roiYc0onE0NzYYdLF+hK0W+6MbaG2EHPMVYlA3h7ZvFBc4bsWZQkJY1LU0TgugSnlo0wwUUodJ7yCGQK1njOMG4OfstAVcY8FiMPlanXvCYDClYDg0d7qXMaV7UNPN6IdD8KUYkHLm/AdbQbFho5UgxbeIuO26f9GHL1i724Hblo3igGehSBa8YoCYbUpjLmslueSIApXdKC17JJpqcuJTnFYN3/FMSDsM1dukzZcyyodzYi4EtySehQciRj3hcF89u43AE70Mcky1n+Ik3vOn5KFQuHRTR4AQNgOTHGnPiqD0v3qhPY4n1By+SsqPW8TYZbnirVKwdoM7E4gw8AoVkbpwK0L3TZ/ZEaWlPCFgceLN+1nwSHLg30UQAJ16xEUYPFdXlUFOhw/BuaipzTvgmkwEYBtuZrNhhdPveMD42DZ4SVdkFYshULTt0tCJvMmQZHtksdZo+Cwig1f9TOtY16P+cNtiwaafvUPuTJ+PEZKPCLrwWaWBWngnSbtfxBkU3Cc8ROmVDIijZx1EgPwSAxZa6BPDc4KmGwkkHfnGiKBtW8cgGDjp5bBzY8gjLKWk37uoFr3RC6zKMGGZLJdTuD6IOr4Vn56rpp5SAAfsYVCAjciE5iQgKeGxVhMJQ3ms4+VjVdgQ2ZEMfXy+HvxO/5KSPEvthbs2OKXzu+JSMwTOTKyKP46Gcky3TPGOurfhUIEpgSZJloufHZ+1x0agExxKrSxko44eUWGwLeo4nXW/DAkUXtooUX1VTPJEezzlYTgSJsTGwnIgXCxY1+A71QucKM3+ZMmotFvPz8E6eVmLbuALhiqdKxKbIEStgkOSPaiA4sOQI7MGM6hLSGD7R90qOTCa14B5J0jIiiBicavCYeaxV0loKMxxQIDok3CSAlR6UhVGjKbV6sJIL4B5J3nirVIO+B5HIlgoOdLdwcX2Wj8E+SBCVfQxIWbeyQyZbhsix1WCCtyLh50ZGpQKSDWl8vmJeGL5JKaxBGAxm3gAbph5LO2WDKI4Dct/kRAU9Xg0hqLwUUp7TXUaVcrFAUFHf0MUgW361iAWEqPFYRUlO1+6ZE2hwAhBheocdbB0wwCS2UV2JzV5e7DzzJliR5quyBBpwAdpXjGF1gxcUYB44MLOh0JAsgScBj8XwQ8JbvKSnzF/BKuIJYgb7XSuWPMlDUwr2jeBvLSiRfbGmT3gBdxxsgPrGnbsc2SkaczDB9kuFl/3IkICVqQOjPQQXS3YcQZb9s6d9rEdJ+E6LieygrCgbDt69YldV7/TUZQR+D3BwfCsBLfwEGpUwoz+lmQAUBvfYC6GN/kiAe+yh6GlXBGjT7p78yNYjlpCHzCPxYbUkoCp9BgEqGRJPjuwOGkZeC0coEApeOu7gCj4U5EYDR3ESBR9fNKqFbo3T6kGRToACI8wikkpWPJLXFTOV4Yf6fBiNqX7XZAOFLnKaZIWcgSegCJMHzWB5lbKoeCMiAFqKBHLOwywnUqm+Lyz5UyHCIsBQXS7yoBfQd2vLhj9qUNSETZbVwVBgCk7iKECmJLAjButg46MoCOKCTRrhGlD8ZMQRRV21v87HNl5RUYQTFmoxIg/iifM2KKz6o1E8dZE3OOdBpaywBQzVVUU5YAvs9GUHbKbImQeriGZDoYQ+UYwxHvAHMVO0wDTAH8ToGT2NwRDYfVQYmwhU+AotIfxDB913LADNk4JiulOiYl4rTo5UIS8QANFRpnzmwVTQV9uiv1JVVKeYuzn4LjRLLiTdMqWS6MFjpWTcmfJqKTx4pSQzlJTaDJlBMNyZQHlQyVM284eDH1oAI4mUoBl2Yj71FDpJOzGiegpdEWCZN8xOiyw0HtUaIhtaRnjDoOIeiseX7R8SHnoYlROzMt4Kc/ieCoUOs004jk1hHlQky1oq6Puhp9Y4ltkpzMDXSh0jwbFUlpCMcWyVA2LOOsBxbGR42CCj79hAZSSvz+Ggw7fQAZQn/8jFXvrvp/L0wBaS/OgZTPS8+Pn4ElVx+6vBLEgyZDMjbo4s4iMew1D1TaY/GlEcQonHWJz5JjRiwIII2evawKp5rUc6IWA5R98TZAoKTrqOJtgemyqaW3Vj9wGgQIZMnfrSgsbCb2FDOFqh6DM+s6Zg4OCwO21W7OPrqp6J80RbIMiA6a48PNnywHTXLbeSp0in4wTMk5WQXUUa2deSgB2hAk63QXcL4iA7thXILhFb81l/Uvd8HdYYgZbyj8Y41GU47C5NDxZtX6xf0leKm+GGxAkH+7igJxem6cPJdYSezXXCTZgqzJDGXAq6PNUbhTg8bWRvGaEheyQMltcSsIZHmp5+YKVBJkTqfMEk4Z4JyIw/UrhgHxf+bFcwcVEXc2ZwPdoRjyo/lsWIYTu6V8LyxMbAh/4meVqCRpyeFKJHnnxDGSfIMOirMtn0HJsYOEeCojzImJT1arDisXSTPUVRGjxUxzIzClqKGTS2+SMwVU9SUVZAULIJa1cXZEVFCbGBHPhFLTx0Iy0a+okFinlSymU3jlPZZz0ZqpnCy2oMXWRCACBesUUI3/ThqncdsekXTqnkyS56sVEW1F/p/Zgc0m0jgPOzLDT4pOR7OHXAbKx6GTE7dTkV6P1QkM8rILKtcXQeC+1KZEhWM0g6VOqko2iV65aJnRJc/ypqS1KF/uEBJGGHnj0s6RDUwnrQ+ELFgsF3jihwDj9cciEdx24EKrHHtmGJEgDmkefo6skWmEeeKRBEeg8Zc3jShaYcicgl/pDY5aHS7GCAGeVJsnTJhlOcXq0UHS/lZg+GKq/Wh3i0S20pClHES5faoo00knw+Bnr97gWAHGmkhRPFEMjfmsBC7Adix3pwlhPLHrxWQfhb0UGZkuEcAYYNvusj2hkXKJIJtyJfsQBf7wS6V4cBLIgevAWnKgu2CXqnDFG8USWqCa2tQJswGIwpWbDEiPf6Ic0TgU7qYYnodzXeBkdYwkxWzLKgircXQWeGPzLRAybxAqjs/DS4aAvpKJ5w5EU6VLJttoE+K6mNR5AYrAyYj2L6GmGEBmayItQC9nCAhRTs4QDhGfeMMSQbahJ5vwYV/ZQPGRkLSQH4LgyFPChEj9epoZbHVikpEsHFXnjpHx1E+w00ErJjDqisWBMBr8XZ51YvcE8ZRGsvFx2oRZgsmKPGO4FU7ZGM/Aj0hAivleHIgjBmlsOZ+KFCLT7OtjlU8zA/ZrPEYYFk3/RgAh/VV5Ie4zLzItgqORIvKdZiufJScZoZId68ZuaVOhBygOGWwLIgAjhZIyNa/FAEHBO2eB6DO/1GiagcqRWiWwZI7bWgOHGiN9W0TIzRm2k91BygA8MtZWEo/YFKw/JUI36RzIKANV5YyoRXCkWaKvGGzcV4qCA87Joi6E4LIDKjHALxi2Dok1SvWwzisSwY30RpRQaK7kHW6EaP3yKg1cin8pKUBPmUHgcHZfqd9kGG7JJ8sS7ikSDNJcSt8xBC/TMARy2eyIp6gbGW6OAfRT3pmV0ZgMmsckZ8GtAthWx7okwIRHAdJa8rhOsogSzQ82ZPlhYKOKxzREZswKKbmufqibhYgfEj3gIr7VZWZ2AyK24Or0imqS4QGaGv9aeDi1Wcm/ReCUOPJ3CU0xyfM3CUk+ZhpETAcinw5MIwm91JLk4/VLXF9QH2gQRHHuTGcVomIbCRglt+SNBl3HAASFE3mUGmw4kCZwEalwkvJHk7fIp91NhVI+4NgmksGZIFHxTJzk0Qe2wRBGIofMI+kPxY44u7lDw+FYYWeqoPeGCWDb8IvQ/G6HwV0mN34bfZAayu5cgXVDEExj9PVZqBzIzXccLH6RjN6G1NJnPkBbDu5qGHzyKDAlDlGzPZy8wArzWlx6m46OAeQ3fyIA0pzkBkiY/FYAUr8IHXOdiQy4lqV94AldvHQrAl04hk0u+GEMiOfya+YAmYv/WEh0wGxR5XV2KSMpfhwSYLTip4xUTEfVPZFA50OtXWTwcRw06OFAPUDRQH5LGIAOqiaHrdicK8OEgyi0j45rV0E0pCWERbd2CFJEe2oIyfisx4q9QlF0v9jkPnN/I1yY8MhOIwP6J/CnyUwNSVI0nis5ocrzwps5QlwywIeOUV2xPgm3TsCesQQ6W4fKs/fNzDfrSXu4nMN0FsaXaoQ5yPUyNZCtKeIya9QYcSKbrYZ5ecaOaZRdUyeaw7ETeMYB4YoEyo0QTmgQHLlZYGXexzNJsR/IN9QCJlwSiqL0y5zscmCKTm6Ar8YmmYfCsVThibaHQrBBPIosi6FYI2KzVyECd0UIOzi1D5D7THiw2i/aIaBNZo0RkgwzLjlwqxh0CJz7SbzJqYgZ00P+S/0q73QIS7P+LQdRrrgXHicVh8xGLjDzTkPBQcIF60vAMWwCmhYw9O8mAh/4HueRVc7vijH0IwCQn7nYI4aqLwDFCY6MEb5GQsgPIF3iDXxQm00dJ7gMHMjpFWnGPWcPitob0SOh5O6lDnjwsHwyArE44xeb2u7PkpTRRjgvpbiSi6TRmMrBjDMr5wBOGT9AdYCIMKWAUV1Pw3JkLWTB01T0RAjAzLw6hQkQkvJHi9Iol+apMDfDfgwTvZZLKgEzBvmBCuf3qCZeOJOB8OLvmxiUmsIdTMR/3RWnACwwMZ8QlLLEV0+EY+sozp4WFU4IHh1JBpM1ugZECipxcDAf5JcF04bxnSH3wiZcM4LN6mPby/CpCmL72pA49Q4iIXdrvdO4WJTzQCj+cGriTNFAzDkUYeVBPr9gG58Vgt8Z072O1rLf8xkZHdfHH2Qx6uADYt0alNTnS0PiRyIg0QWSxLRHyWDypX6rT+L32H3oDMOGSZdRIj9FqC4uCJALt9ZWiV82o9KK9koxHtiBLIWExN0TfVqZBCgkprhj3G0PJqzQ94xt50BfkZH3LKct9UEF8iKn2CgUMokcyFlHhdQCSKPJGQL07wCy4hUeSSwC+45OR+MBr50FHKPMEvsHbkvweRDRR057GiXzDRvB/qgD2UlLLVa5zl4U+XqlIIh1DyRZDAkld3eQBmxRNM4jcOilcSYOabvAD4jsBoFiTAg/Pv88Zji/iYLslePez91pETGP4AbAyX8wdhCCxhqht42LzAVDeecMs8vi6DLjE7NjHTBbIG91p6Y5ywwXdKWTnQzxzOPiMgup2cAt3lUbrlCdd58ChwjqlGTce0IgNerb4cmkz4Jc62Jz0eA4S+kk0j8J3Sgkgl3T01O15LR5HOvXTB74R9yI/Xyphrc+2pOnz1oYoxNKB8qgIMuBx6DKO6ByB4G1PLfpfqptMLQ86MnBZisakg79RnXJMc+zaiITt6gna3jIDwWTHgO68+xkaxW82AzI57/sRXIr68VYkFcnHZSBlzXosCGlwDTxwe2AJFFtSy4dWQhfZSTtojIT7jdBcVXn2OAZ8uKbj0uQYEGJBg0zXMOcyObCTEAohgPZaBwTx6iD2yUDMCH/t1oMvYvePg8rEGoZWREksBkfFWXBonGIBJFKjTl9IiZMIN+CJwO/sqLJEQtjFgHiou81+RnTUg5MBjL4zgUoR3zHi1BgtV8I4ZIogmdBIbSuzoCqIc9+TDxSMZcMrrHaPg5ZuWJOk4ONDQOe64yYobSrwBEJZfChQSPw4K0e9ac2a00iHlRlGD37qSOwOUDxGt/FmC78CgyFoGZGRACytesc+pd7IagqUYk/QQXliz4Z/W7B8w3cdSYgikg3jjy4ZuOmQFpQo9ViRrWp6bPm2UkhEF6FhCZJVHwttSxQDRQbwx0ZGpc/oMCT1yIh+c1UEB7LV6IDgAV0jzuTBzT4xUSvpFodzI7gOopMIs6jDmwRAdup9FmH4ojweu32FgHGZA86GKcNYZgLNvomAJqG+yXw3Hd0mBkzcy4mbxa0VB8a2C2CkYIqRD50GIyhUMyqLC6y0wqf2iDN91PCHkZhOwMiNmh9gDEhUflaCQByK5ANdwsyAH/lHTTYvbPrYQiIrWIbABMofZj+/xdSBExR+NPtk9awYOHRF61gwnjEqdnI+YaPDgoq6J7BeDxssAj8sfJTlgCOvLTAdrxGB9KfqkPYXNwtCyH1tlNlQN3hPtUNuSJNd9eAKeWNMJF3GuouHTw9FMeJMFq3C+GbJZfmoOEy7m9dh3IBnIjBSIdKt+jL1WnA0kzMBwelk4Ggo6zO7gUUSEuWdZ2U8TyEa5s/JDLtp08jsk4Ls+XfkPcXLKoROrxyaRgF+4odFQXBRlP8f4fTtxvFKDTVENHcq8UbEYEESNRoIUDCdkRPYrG81qGs39UBeexRIw18wPmhjdPu6Ux1JhMskBMgQrbMZVlAcnDOjuCVT1RG9IgXnOBa4MwzyH6xLejknhoooSsmCbDq+FLghPtSaBxQsYhhMlJS2iYBhNAJU69RDQORUfvAwIRvR+0Ox8KL0HfzNeuBHKKxUJ7fMRX32heVLxsBnXW6it4EiSD+l8iLOOQj5pjI8FoFrywKAZDAhoyQMUCBGIdeECX4FB0mUQfAVmhhgd2koOBYJ5hQ4MWZGsRCxGFvpNf47yC99tS/NfjxOcaIrZPidlBNfyGTIj4Vf8xWDPTwWxFHMAWyhRo2dAgiITwtjxErlw8leGU1kO8N2WdbGVy8X7IYSYh9qzJOhDAIjegw1FTtSr8HXn6sJvPSGAw7UC9i7BcO0A1IwaRtR9NHnJiY4DvrB0pv4W1NQGJR1L4gyJRn7qzIClAGy9BxuafhOErbuByeZDAnSySfDEPivPFcdiQHc6HzszeqDrLta5eq0LeCBw6AZ2ib7WWypc6hduJgKBJza69BeEWzMC/fTjEgr5cFQs1oEPXolKD5iHjaxuoAkn+23WeMHGQJ+pD6vER3UkOnaZ0cdanMBvxFdVlum6LExwjiuZ7Jf9zGY5QR/LpqSj+D2YaNflQkMw8YI5Bv7oC4YMZiCEAIMzijt58OsoLnDE8otaMPajNtBu4nlmVEGjG+cPwGcRdTgk+nKAQBYBpBQaql0wHPQLix4y4xyK2Ggp7q92XLXgw0XFaIG371AOfOOmOwWDhx/CazGINbvIVXSmRwys47HxLE8XrONxUy1CTEVp9VaTAcKwuqKUFh4rjYzVTlcG0Uqcj05XZhPsR5K+JWcFnlc3AxMkzoEjw7F4kP0wjbxjb4vfBMqCtxDSBOsoMpH/8Hb3wV6Rx7a1QPSR4Uqk6UHo54QbEQmUFTNEicMM0R5qRQUYjxa4kjIAMqAKOq/2qOil5PQF6iIA7ciEcFeyo5cnHouKEYY4UUdRughAmg/ICajfsdXJiUoeOdHI7PwW1qAs/tTlIStuKcVhfw0eioYdWGxIQceiopQF+6C+Vhqub0UDytuAP3FxT2vcidrp7GJHRva7cuMVy6D4TqFjwM4kwls5HmS+AmLeqUX9RkiuoJkvFunIF7WIcOCGFxhMgFveC9T6XqEIPBFpDL4lMH8E7IBfNE0RRh3AL5o0JwQ6wNgEQnlvlfV1gGLOH7EZQaRnrKNgA5IJ8Xhk21QA8FlTaG66XqonPXlBECX4jkuE7LegyleAVLXHUo1BYuCcknQEVuHgB4xFUET72IPTb5Q6yIdSaLIf1NR4rSihYgr0A1AoPXyK6Qeg1IHXdrTQgF6AZr4pDC+FGZePlGTzcHcfJli8nkQH3YcJElqQBxWwmiqZvCdnL0sFA5cf8rPiZhvH7UYZMSm6j2w3+6GBIx+2ARKLVRF9U1botkqLYSxWleoVw2woOvNeF8VsZ5CjH6rRtwS6eABEPFaJEQda7sAjjCjIgTFfF88PCk8UhsokAX9T2iEDlol4L3BZe6qlWI4GgAYGUB4NYIMZ/cqD2VDsaVVYhpYTDAWWkUWKV8TJNK5C8Kcv1XmERxhZ0WOMwXLNo7useCBNnC2MvZQUFW6bqvxNaZ8uuosbmFxo1yb+CpHhkyJ//IC3nmZ8UOAE3nq6wPUovP3GhCw50YpU90zLxGslkbw6jGCmzyVIoru8nVBDqg9zYGY+CSpeDWKcvBIfLJp78N3lVPbDenI28HP52AEbet2XD/odieTCH3XiLJeuTwpEKkXg1VDZ/RSUTPDdJZaNPzpxUBONG0s6kVTbRVx1gaUgEOVBBWFxFhs9fyRFWMUUCBbbSs2BXTh0UYv0E33GMNNE0YCH2Mt0yE9V7lDgo9d5wTSR+BdWIljuUDX/vfjRlUSx44cOMHHCv4xgkosb+ZcRPXRiHg+YBh+RvPdFLlt3lOSxmFfAXOb4E8e33Yvsh2bu9fDX91ElBmk3vUcg0HyotPnlhUnYb1mZeeEh4jQdZqLwEJ2BOnms6XYE7HLiFDRdw7291zIRA2aRetkHLIrIgHRg3gcTQr/KyRRAHtN7BOLTXYR57AD63mRFJDwxhCB6T9VnSmePD92OwAo6pwN6Gw4hORENUZeJELXPKlPFpQKkgXtkabNfkxjO0S8tj80ysKDBCpDkOoczJDIRAJgvgDpSHkvLM9PRbfU7ws+HES58fUGp/lYVmiVEshWu0HisGZMiABtriXLgHFDQrCEmgHNAGe1wD9QbOAbJiao44icRkG8Vign7aKKYw4xwzHwbzrxhPH58kwoOmvuB6XWOmJkw0Uf2MJXHa4EwpcKzoIMwisuJet50ST30eaxEAXle3IUw/cQPevLhltBYTEjEP/EBWXCnYzFuyYl7MmMrThVvdcOK4lqZye6fAj7EGAx1LMZGPMIsYZ4Jr7UCENtFhAARNZqhiwjBAEu3q8Oq6+p2dW9YHrecQFJH5uOSeseI6L1T1OiVNPiuy1xOsIhpgRN4wZoPlRCJxQLIPZSGoqxm0w32QeRA3pty+lUkBZTHQuASGXLqPcZkOQE71dJ+BkMsC5J+yIZqhx4rjg09ORO0hIGzVS6ynp72HXp7v0hGm6ZIJv0Mho6+g//RX3jkciFdaAz2Yz+TiaQYSi/RDABfdHfg7IgQdmIwmfUUq96tM/yPzCgjV8AUSkXAXqlxKAwyhb1UK+CACeRVZj0/vxfCVZBHEhqCg3Ahxi29R5Q3H8JjONN08d+SGtAjB8yCTgpMIE8Ly3lYwMPMMMp+oXtvBscrP1Wkz5uRFO2GBpk8uKQjvpBY4JMquHDghJNMDxK/RfUndETDKm6oyHoxWLNooKg8UYAlcEbeqEBv3qqMHzg6fgPcXLzpNuLY8b27A/kQSoxYgxsSHxXqIXC09xATgRMQNO09xCToHMBAgRVEqciBUihjqToob2SH5sOUyktZq8t8JjTfMF35T10jMV1B6AsOUoVdQSgUE0xxmBEJzxTmzKhiN4eDw8c+BpkzlaLHwCaYEvOf2FF3DqraEzUYhOOM6ugyb35kvSNtXgxHpZ/04q0vbagCk6Biy38thHTvXH090YcxcF4T0yFoCMuAP7repipvf5WUJeilA3vtSy9taQeTNIeMioRn9JgBKSUHz+hBYgtWE3Ej66VokLVSI/GHBOcoX8RTBfze6MYTEtsP2ARTGDklTeaDUiaS+iLO0Cfwk+riDPI8hdVEaBnACUaodrCxBicYMYUnkZsCw4CjIvsBQNDlUyDjsVz46JIeFzeqyXzIPCJAo5bR0NMiJMhEnI6yV1qHPgsIFK01safvoEzKhEfQskwuWl9Lj5VB3E4SKdmPzZy3C4TRU3VgUXoFvjNzmfcQu6aEesZxvWjhdpTAaPLzCd+ZKdJ1u0x8Nzwu0VI80WA7P2myHlpSVjBwxGP/KGlm1niSQAtyOE/CtOCT8ssqnF0Ghr98WGJJF8iWJ69VQ8wnycqA75wQ5D3MBpx7YJQ8lipO4Zo4G4IKzpFl1XF8UrNeF/N2CFH2SzxDJMfiJienx7G4gXZun5fbQSAoH07yiLkiOHgqDFxr2iapLLIh6l4PpAE+6kQa6ZbuY8aLTAgJ4YsJ2FO/W0XQKdWVmAtZJMViVUXvxMmtEdjp3nTkQ7C5LuMn5GtpOCLke07IHx1812XlBIrRfcy4gcXGUKd7UzsL7VcgR/qG25IP3yy7W7QkfpYcHm1VVssp8dgWay8pjCMelZGVgnF0FgECIiMD06vqrMiHgJkxlgomb2WCClyjyhsuqMYn88EFeDVwybyUlRwDKZBdQ9+NfLgDKR5wAMRjCSHY0qvEHuTDHAdiLE82byXiDY3RTmbFT68KG6SW1R2UoklLoGMB5pEfZD2ysKyQaJzHdtiER3Qj9CUwArIfa9h7IA7oV3lyHFuvd7hBk4mw1og5DOjxS3ucKjoZJ1D218n+TexG26ffseplQp5CCpIsCr9VdYhgEJGkBdk/wtTXooNjZi072QlmvTJP79iYhndKIMfMDSxFIK6LeCEzICGdrB8GHx4LiQYzJXQTrlx/QeqiybZLf0GqQ/t6UuzIha9RLCZn46GIuHoaBzAaVYhVDrTExhI6pR5JRxw0Wk8p1KzX896xI5nvJKLthIfXcwJDBix9sIVsXv4TwxInYY18kRwzyDiEfcZWykQaKGVzdEjwWn4F9qzRehKZ6AP0DriFBb/cxwdA99PQyQ+xAcVbCkNkhF/4Byxh8C/jPbF4l0Cp3qgoxSqO18hLVNdBpgcPkScvF35gjT0c2PqoKjY0nYScxQwIxEsWtD8+FisGDkgnCtsY2pD3CKV00eTGPBYvjxoYAxQdlx8fMAaoLCva0sAGJDRmvAY6XgdjjvxRqSAlBH2dhJwwD+7oaSNyCj9VisJlqosZTwA3K1qj84nuKJBuI8vAANb4yHhQUW8ENi8eCQOIDk3QJMEoXhTlPjOJXTdsD56IaA0PB106DlweC5iVYxiHNTgAu5B0ggGsOfoSwJGMhDoxFBw+neiMFBjFiw95NsA0thgd6rGCaWgRldNbdxL/ht6yc8KUbwhWVAoX5x49qr/VtEBRs3GazIF8AmIMeE8+SUuJBTP4IdRFgxnc9SEYrYswB6nDmd2ywsoPFXlDWvU+abHyVqlMSlzoPb5Un0yg9R5fo5yMK6frCJQgE44B0b16zHutOwjeHmVoNk9grBr2wGhdI1RIdQdKlHCKNN2BUp8MdZ2aY0DhO0BOWS/D2hQ9AmEeezXyJobvAHWz3hbkFCCh+wXjIP0kbE7Gy3nvOyLplbj+6DQbFsBwH7jkIKNTspolwH5oQ6dlmDPwHaBOUiy+501e5uOx4LUwZvSpYNjgwQHmsYcEvxozynp2/rxgdDIfyu+Q8yExl/neZrwW+qCnmtF3QfthUL9z7MprpFUyEdGuOEwMim8KFcOGZo3zKWGBToAV9zzhJxdyQcVfQCR/SkdiVl38El6wsODl0IdXoZRF9yJwmIcokXiJwDb/qnHSBu+sG2InxIJ32j3N6b07rY04gHrPB4csaBfoPh6MyUS0Yb566Y7feqqg3eh9f8MmyYCYSbJISGQ/CxQpC11dp+sayoR2yLqNYl5eywt755OPFpjGGxx9RhsQDXmkTQ4kkhTrA2uvFJ8h6nJTYmRCMtfuZBGQ13JQRs3p64HrCI8hGPSCJiwy3givF6xt9ZkEt2SY6D7mCGUiDi6/EN3Y/RaD1S1FsiACzXksnKGG4eQTxlGGMwdpg5nNG/Qeu5ZADbHLTSHhxe2WEqhWcTumUxNHeh1JjkQuxJqKFYDV+SpKJP1FZ/cxB0mOCr6xxI8GEncF39hUQnEDDybi0pT/LgDGC4hs+SMtrEeglt0E3GYmPJXQjTPkw2OtinkwagjnI0+5b82duIAcnS9CMWhKRu/aIqBf2PCZC4u6YiMRV39lw0vE2aAelQdLLiRQGWt1WfFWB1Tw0Dyd8PaGVN7zAdmV8oTzh3qAKAQwJ2LEVo/K07fnsZtaiCcJp4sdKJqM6mJbcNyg4CtooIB1NNiQ9RBA6DrQ8PfY7cTstZAxzES07MViWFj8E5o0Jn7dh5YUr0WMUe9hScaHjqzJRNTUiMMEgD5UGRLHOCukS+u17kqodWEYMSTwJVgYs94p5vuq4b6UnVYyPQbdAiNlWj0G3QdRbYDFsYwHQvQd47R6JyBTntCBhX6nYk4mYvaDk7s457eeVKzu0QbQYSDscqxn6aLMJ3jkrRKR5a1kcMJ3eZo636xQkfG4F14xN2DeCdCIGn6s/IDgOaAl5gAprKKTQt5b0+qimcL0Q33O6AnF3bQQl4/tUaZOKv6waAYKfHelQw6y5e5rSFv52KU6c/qJDk95yBGJbBwKfp9VFQYTrdh2FFQU5CEIvrJtRsz5rAdtDdxiE7GTkjehbAir6LRTwgW2cd0CuCQKbOOK6ae5MJXwMMCouS5BGD3+9RMdzDQPwrKOAwpDBuw6ZsF6HL5WnBP1HDOa+a8pMb5AROaTiMAA0gI/kNw5kBH8QBKJCp2ec4aFirwrZTpA6QooItp9KCDMpJwLciAPuTjswJJvmlJDZFGptoSAFLLO/EKtYJw2O49BJwueUDuPwUsgQ94mQjvxjy0d+K71bghYj/AAgJ9qj/BghIwBnhyzDmAmgiVJrJ3KXurJEReyoLHfOBqRibC16Y5gsua1kHzpdYMKNMdylf+0nsRfckg/6c+uIkaIUJkkAWJtlyghtNSBpSQV5D7P1TjrKscfSelx4IJAD7OeIAJvBQZlT1Xp4bCIP3kr8cKwD3/y5qdjZYiCxW68eW9Oq2sqx/GJxByqjRHiguzA8S9FkrBcl8OslwTWjeQK+SEEf3JoqeRqLaJkvBsiXg8H6nyUiwYwi80onUBTz0KMJt8HMy58VRaXvpEOO4CpOJnIpmYMAUzpU4V2zdhy0CK53tb1lYnYiNN1ctX6rDWmr40OZxokE0Ez7GZmvNdqwqLjhJdQDjXkBO7BtSAHgSLIuSfJwmOzGW1ShzNNaxPyduAifRS38DhITr/TYsmAUqi+cAhK8FsRgCRQ8qF3WBAo81ECeQHgUPJYB/YyWyKHftd4mQHDJH1ZgDrzWw3UVOE+ksBhCoJvCJrkPpa0eBRkoN9pvXQNVHt6gy6zTORxRfxkQc5byZly6k483GQihAniA1cCv8q0q1f1YOtki1MyET/KLqkUJI/1B6f/w1Wve9MjD/EikTX8UOS1NOwxI/OhO/FYXMHgCYlY5MA4LbFYqeM/ATkBaAcOTI6n+Lo3fzymiS85sARrPJa04J8mExE72A6+rTsoOtiOzgV8j0lCgLZqUJa9U8x8LSKiegF4GJmC02WMaUEZoarLGLPj78jOBRE1MAvUKDmPT5KuGNXJHyLTdwiiS2KM0ZFSa7eE5j+jJfEHpxXPJEZ6GhmDqX5BOR3A+AJmgToozErMVAPsja5s6rLgGwsE9eyw4BsL6IRoD2ti4EXtQS2EmNYTBEXum3QQc+1BPVKbtiCwhCZX3qxPWEITGdsyT1oP3hMnkrPQezxmyYByupxslkT+1pCBJUbcOPv0GzNquc+JivgChwef1GBMDruHf+oYzHhDyl4Meyz8FBIrcD1FYl3mY3STXSNY4rO+LjmkMIMVUI7JeypIxFEvit4IBlcAElzInZsciCIbb9Dw56PsiBER9RSJRbrSlDaYhI7PeaoyuqAeljyRCCp2sLC2TlaH4IVBFpLl523CK/wrKQxist0kNwN+K8ASJGB8cIwl0Rxkkk9XSBWwx5IBM2PYd6QRwTOcae070uQtT306Z0FPi3HNfFDCZK88wfusIXY6K+Kw7+h+5SEhpLJKgj9e686YEKPSd+kE4V+NKShri9IpYFjx5cStU8CQ5AsxzqR3L7VGjRdHYuIyRpIUR3KCBMfM8tZlYE0zoKAc3SAh+rxWnYRDLozWqbnq1i7j/Th8J+SRPRWZvDYHOTgoF2MO5AAWcwmFeKoIStDiVq7KLdsQj1roykNQ88RiggzeqUmc1lLupoBpf1tQJwOKMugmWVP9rFU6V0CUfS9IyoFCc10uUFR8lhyqis3dGJDsbwtiLhydLEqEXqUCLwdKIIyv8qB4Kw90Rlv6nZCeh3QI/PKw4QcYmL404HPgVZE4QZOur/pyI4cBw34nJAuJDwD60gAZpBt6gwq9a7iSkAOp9sQElCofy2jAVIs8nzcnMg+RIyMeE+Hnn+jiwCNgVOlMF5ZkvMii90Dn3ld9IRNIADAOgGfrsbhA9BusWO2jqkjui+yKOej1/ZKPBjX6fB6cw86jwrB+t6qXh6RNkBIni/ZbWmt+dA5baii4ytI5bMnCUYHaLsKwQxbCpSXbB1PrsTQzoAXqolMhSfOehzvxBAv/SHWVgkMZRNiALTw5zXl68uIkFUtf9LmGsZTPErwdmOUgOt6uFwprPxQFNQ/qI44pfUbiiszHRVD2RqCp10psI4CREm5xmJSDAJbpfkYp+aFPqy6bQhjEYGckfilVzHVPJLwdDHIYYuZBrMSF5ovYjIEyJytjyuBrTVZufeLJQdsMfaJJSIcncAUpQnf0Hys4eS9CZ1yBlMkjHYHh5UEIrhClSdexR8vJ+Hwegqcz9jCE+FFOkgFqdBoI1jACoOw0EKCunVmi/1wd0WKw0le8CZGFLHjLlnHT47NQlMUgAheoc9FXvBkigspO1/H5Jg+RIdTV4kN6rUBpXFTpXmHXBCL1HUNXxAQb+46hTTamng1ieGnGkggycqDhlhjWoHDLDFiMaW9SEtVf2Z25O4SQ47Rw5b6/ojhMS45vAo3S6Tjg4FkWjMhDyuiJvfZg+ak6VDGdi8sGhjE5OhdXGLiC31n3svOS8ZoovUQvmv6qyDWP3pl1HzpF5nvz4yt+cf0tIiz3tEzsc4AK8xAhVt3GIUlea0GgbgOZ1d80hMlCwmJkjyi2+aw7NmZkWEdSDuU9CmRi7UDPK0Ep8DcEhYRGuMhrM+ehWREvkJzyR12wSmdv+8AlD7nR2XWSo8Nn3aHQW03QiNOPyOjlIX1NvIBNxldVjqljRUZv+9D4oC8LawNIchAdl3EBu7AvClGkI52t6SawPg9ZFO3G8cP4WKVTW/rRjyh5yBEK8QJEAl8leQAIE9AvJo609qMf28n/YFqa++joxGM9uvyTV76QgKt3gSrJQ5IQxUZuePyVjSUQhv2uJ2W+T9YvJEwTmJ93TTT/AyCuBzn9rjsRXmMCbXkeKykJVteAPRyL6xqwJmqo9ZiigQuhQcl9ORrEH17keagPTAuAqA3GR6FyXwSlx2fV3lKT2ANi1i9pAXNhBe5Cgrqr4C4kkk20KSaOnNcVEVNIYeaRdgBC0m1V8uTI0UC3UUHwiFRS/c6sM/P5YcEp55j6W0xpW2po08wRKTZwmJFt4zL3Wkx2gLnrNdz2Br8w9hpumfBQ10lPocBLxsuilV3TKXxWAyGtw8SDjuMlzEJazMh6aDH3Wp5tug8nNxkVQJz3rMjiD49C39S0uOVKFg/dRVNbxnMiKBsmivCzZGhZpd6GwAGwpOkumjD1kHUfVEB9LT6XMjrQ4ZczeO5r+4s1jQIvdYSVRGesQQvHCg1lXQeEphUbULuOB6tZuKPRixljLLnjkeZ7X9duQw9R7hPA2C2hR8RrNTGtSzPTPdbMeVZ0xF91oZ/E5w2hwxSeKpAjB3nrxlhaQv/I6YqKIf36GJn7RrzFEYRceao8nHa4ip0LJ0Tug6LSfWKjxWe50VJWIfj2jq7kAvXtCbvcN8CsyxlEymeBYbLZh/485b4MnHEDOypfNSNnFJ9P/e5yTBZix+WLwZY5v9Wg7ssPGOGXhZyaxWORYP5JgBTRuSh9e0KbQkBoH/ITa7DT0xmcwZP7NFf85Jb0Vmz+zecPILtRNUhAJ9OSyH0PTnRJFRkfywcgNwX/B4/Je0M6YrEXkP9041B3aoC7ndJcxlsjlS2kinstrYEYXlxwizP9zo6bLMSFnFcUszlXMGIDa8xo8Yiw63d24rSd9gz/gOAW1jPs9eSoBZJIOO4A5nIUvhpt5iAf3sQSkkB5pBB+JrWNLRcOHV3bWDs7kgS+Hh3oO3gQ0fCLLjlPyWMMhkTkmTrQ1SHDjTKH9B59erIQII+cb/yEvFYr5aeArIovmK9FJUZ3m2FHwyHtykFMbMVdJgR80gIuSKfbQBzrC9zTbSDO3Xjwcr0Rd7KQUqeYw1TkR80xIMgq3rCFI05ZvGELx0vBgH6Wenghmyc1oLTwwjaH2qsEib5jDF7G2yMnm7Sl4LVCrzXOdL1IlL7WnC16ePQc74Y4UbGe41XAM6UI6jHkHGUhh9ounhKE15rjbdtOXkfEgCykjoGYK0SBp2JwpVVD7EjIJec1ZsZjMRTfycgaxr01TH2deJlkOU9vSjz25OmdPklcLunqBlBwZSFYPMQPtAi+CgxADdHugs1ZFlLEQ9cLhqbPgsEFRJFZp8qjmIV8zoivuJ63+opSOqQTT1EBADJ9zcRSFkJETrf3gPJZT+JWiJDRDZwQE4Cyr5Vg04BzdnjSSBbSSRkTAOH0WAKy+hENjquTRtzEQxw6/4pLmM8J+kcO0xxEA4C4A5aYX5Kx4AGYmMOgUD5S+l2qh4yXh4wXlYSyCTTS9Kwc4oQaDnpWLqzzgo8K/S41NeO18plyJFnityREWWk8HlRysMbbMaX1EAZQv0v9sKOAAi4Wus15fEJiD20+PirJ64cSbtYHSddhRDPnLQnqHoASfS078FycmINT2ksRZTbgQyKnbIQwwIdIFkFVyAvA1gWba/FaZwzcAYrIMrJ/OQgEL7GYhDvf9OZJp7PBx7FEIJDzaCyJveLEn2rT27PScXiN0NGXpOPwssC1UOLpc52gOU8BaLcRFdBrXcVQsMdLkIqjHGTpaqkt8itANpAJNWT9SFfIeWpcYgVu6r6q8JJAF7C5zXlnY2IIq4G+CuqLBQ29Bd+HLmBJaUfq5PYSaPbkvKyTrhw1mY816E6PsKdxEJTzrGJ0s8RRfhYjCyEvehqHKBcQvXrXjGzOE8ElPupS+lc5zoRoygAWF0neENIzDNFaqAGnZ/DD04MLCF4gLTEHkQKNP4gw8lDwiyBG2fRFzAG16qPSCMLgeC38btiVcTwXgDJyOHHL7JgcpECKOIeZfKlI0VXe2nqXgQCSEEt4cvRUej4AeZMWS3Di56n0jJ3y1tY/uzdtGeVFZ4HimDOLHHmbCCD5ohuYf7j2zKSTM4swvUxCab5ozlIIis6SZSpnIkF9mfDAvujOCbzjTnWlkArak8OUnOm5+iIB4V/UC3yqGaETx3bOvDLg7bJ68EhUcuDNxaDFyLiiEWnA5cwrc28X5OkjKSAC720RLcZNhUbkQ5MzPTlfrlY2jwRBA7zTtrQYAIM6UUKQnCmn851QleORVKTCm6tDm/gOOlRoQs4kUpQtk1Xjh9x0mCi806FMPGcWtsiScbPxQzBYwJv7QJ9JiaJD/WjmTMEJ2c87Wn6oxWAJDUh0aAy7nJlkZ78s6fyhZ4U3l0uPiurQXkfG5Mw3Zl4xM0+/pMXAm2un/QT5oC8QUcqZcHS8YyWc/BKJFn52UOoLP5oz53B5xShT/NIJDfBOQ9N+wJToDBXs5MxUL2+HCUB+iW4AvLkPchPu0JzYasA9Hfpuy9NTQAHoJohEpPgwoZ8Y2NP3GoB+LUL6DCp4DHLVtJkBgVlwD8hiGXPmhzIg9d3GqedMHOCgQ4byYqtptg5k5mfVuNL3vqLlPAHDdVTFfdt9yCAePNCtSkbkQUkXXZmeZi9UpEDfWxe/BttAp4LQy4WkXrpBbCx5LAejvtVex9kZ4qCqMvqGW8qDOjxo1hdRAFf5amlldjwczKK46/BbVXt9p8Vlwxh8OKuMF33LOeFMPszRXaOyrFiESnwl5PhGCXrf3Bw5scoQzroBMDsiumXN6DT+1oEEfd43esMinx9wGmg4Noyy4ImvbJEEdx7LOdk3nIX/o7iHn5KpkiMrdE44VCB/y0dn321KvDVqxvcIVCNHHomLyTDFPirwjeqJv4yFEy4LGoHzflCE80pdCvSNpqkJtZ7oMomPfW/v6NWm1vwEkmdBJHlv2Jn8SqmRq6UaPhKvQI7ULIrFbiz4qEEh+uZ2cdQyrXmOCDR9b3doNJxSOCBaYzak8+T1Gv18qsGwvrlC+ozwiYeeCsmMBJxkPxeffJYaGx1QnBwJepYFlSy+Yt2wX9JG+oZD5ah/qGQ4WLP8qCJAXMaE75uqlvQNp8pRBYnlN22S8mOK1bjMyY5vstJwekRFHjRjTt9bVOu9oKHbmEnTN5oQRy1k8Xi0gfpmK6JNC3dwAWAK+k6D+ZeVAHx0C1Lfdn2aMg4W7ikFQ060MfguldnxV1xU9O22pEmdPOBQTH2Z8MzJG0KCgY+qutK3WwGuKuYvc9I56hvOCOfbc9JrqJBmxLBA8XXAnSdioafvtSnZSImHfoWL9L2l1GQtkOg9JzazoBieLA0UbY+tENo3Wp5WJRIhV3kRoO9tBI56BvmhPzTkSEm4uMOdoJeaY6MXQaHt6OTMuMoi1hDFwCepCdFLLGkYNgRgP13oUisE+uaO4F5ZfNwPgS85Ugd2TzBB8FtXdV6DFvBROEtypD7SReHY5LesBPt+g8LfRpVOsnmVFSm5xApKWHmjOkp9c4m0RhNI94mCIgt+mJFda3Tz2Kc3fce9fAiPOjqNmw8Z8cOROMCApyfKsaHvrRz9OaYFTzxxzYZ4fLxciZ1f5fTlFT3joyHMMuMQVJaKh6LXQpDUd9ucDhTojG8xwWVCEn5eMtQZH7VlsWenR7PBm+sbbkyngSho4GuPrDxoeIYzC5W5F2Lype86HRryghDvggMpJ+LY8iL1B48VQEjfbKScalChFoTaJBeKknYzQXA9Nt7BpUiP3hGQBcEkZFPAPR6LRNc3GxveCeiIVpKi983W+a/l6SRx0Kwoo+N6mBD0/ZapneLirF/Z+rLjZNQX6efmb+GQ0PeWw+1gqdJuqop9c3FwPzOsWk0L0L65UjSYKxxvpGLLhnq4b4UcK76KDEXf3DLZOU4E4CsfiL7hsPDVjlFLJDIyC8ZLbxnUhGcSM6TvDYZPqUFpUhGZfW85cBUtONfjRZUjwdK6QpY+X0vUwZ8ZgJwCKmffbzw6uczRhK8u3jw4eINTla6/kCdpT0GAY4ma5shEwjhbifypPx/6VpvTgTobPyBlqm80PQ3ilI/eg8Rl1I4e9wrzJhOmgHzFbsQfNahN32lH9JchabyRjFjfcTvg6w+67JjklCzI6d6yLYZv6uCi7zQYPFSFGS+xZLNvtCvuF4WHq+nD1Pd2BOcaokL7wfMhF+K5djnZTHis6ZG+7Qpzm/wY4k1s1pXxTo2bfW/jeOilAE0C6kxmLAUQg7UheiXDM1d5CLggyw99y0HRhJFsvMwRUk70IfUaSHrxWDXM+maD7OzMxISvcUX6diPSg6tqvMzglr65WB46iIqfTcbIkYAeYi4wRl8VFdm3m59OKJaH/cqN++becT198PATELA58q8sthBn76u6tvpQrPI1JqpyJInLrpTDuNfqkKTvuq1+ZeCYk5Jo5UeyothslcA7qQbpe1vH//QA8DRihjnSRIPua9i+FoUffc8BdmoiGe3Xta7sWKTzC2zO4G8FFvbdpoLfwTrjbVWAciRfm3hCH/+qxKG+uQ9f+RC7LB589r3GxC/D/nAsguw27cTg3b8ZfbPx0UVZnPBSD3QyI5NqtpHq7LUaBfW9ZcMTUWz5pxgZOXJFi+7nBr3PMqPW98aiiRxc4KWDf323ycFXPMRYdVDb99uVi4ml+GErXt9uV/gYO0D8kABdx8FGO1fUo+81ONoozAZduhWnL+yTr2FB1DcXAB8F7dNeZRoz4x/KWOyOzy/BUfreNtB5tCy5C1YZmTAt7fVg5uClRCP0Hccjj1H1oVMPObPghbOvI4DbF2qSo2+5K/06Y1J7tsokP4K9iMuymPgnRAx9zzlyMRcwcERIpByZo0BMhT3zV9m6vuE28E0NHHisFOdIt7eu6o0nj8VnqG84MLyJpRE+xRMzR759fP0rfKwzK/q2Q+SeTEY5pR09OXKGiHhpD6C/4tKnyxdJ/shlQo6s0SR+6gr6K0Iifdud0K1KpB7EAzBZcMuO1yyM+06NqH1vP/kZDDRaFADPhXLidD8nwPihLSXlHETtGWVLRtQuxUtARr9oRpu+6zpoL1lb/bjxZEADIF6oAU1fVERB39wK/DMNDJ1I9iUrJm6Iu448PFLVjL7t9J7DhTveyiVEdlziIIOJt/Jbjph9y/Hl7gE1rfpUsiBXgS8hClK80GURp5CmfBMlAw5g8i6V6fNFdn76toPyZEaAeOsmiuy4JJBrFMPebzXS9V2H1VV4Ha3JxUQGBKDkNUJ9+6IHfX2/UdBw+gDQd3SqMmBTjZfBERt/BOBL325ltBwOg/SOLrsM6GTjdTBA6o+qnMZ0AdGHbwuyImKK+EICGI90QUXfXLGPFGSqV/9w5kEhOrop3A4fS9TaN9fDT76B6dU6CPKgkBNdFYVRjy3K07fbIF3kDtdU5DjJf4Lgsn+yY54ogGPfcKZ6SpMS7qSFhWw4yMN7YCrLWykp0rdbqe6BPeJx+F9OFNIn+ycMwWd1Ceib+/kM/KdTdeCFtibpMx8QMuBVlJeLRZlH2uLre9tFc2KF4U3WEvQ9Z0WvriHwkWS0WRDMm9esio1/MnGi77YKGjIOFt3lSUj+6wOZdSMIwQ9FsvbdNua5g0+uCgnW9xphv2KY8U8AAvTNHaATTUjqzzFE+S/US/aTMMMPoeXp202Fjjcz6CWTUn1vC+hAaYj01h+wDMigxZuhEj+pa0LfcHrayhmq1vRa0/caET4o74teUmoVBESHvsIjJgM2qPDm0c9PArEnDlgg9xGamgndVN8c5s9PeaHqmy2EjuPGpn38qNP3GgtNZ8qnlqE3pe+tmTwl0o2r4hGQGa1Qs3MKUn/LaahvOS+tOtfgq0zhyYJjArxloRr+6RH07XbHB22S6qQ6L5lRDzcOEVj3TGBz+rbbkcmEjNCtSyqz4IMNTg51rL4QJZW+tzT036A7jYb1K//Z2ZLlBIj8EBawbzc0vDRugyZa+5MZ86zFIozsPJMbUt9bHg+o6oqftsHrW06Vb1ZQ1PESZEa8QCG28irxRk+Wfe8uGk4eCPyH9kHf3KscKUeJrwbCyoxZNrIpGBj9loIZhXv8R5gwfW+zeBsNSFrIhqOsKEggfu/kPoloTt8blbNxE0XvDQjsG67s+5zZw09V1WTHThqca5xw/ZYMNH3L8eBNnOA0p1iSjNilIL7SW3wjCz76pmPSSCyUct6plw1VjbxSnwH+6qxO32oRdGShHc0FEkbfbk14Dhl8Wg4V0Fyo5qjL583kD63e6Lvti7d+EHoZT2H5EcObmGyPm4/akUS1RI/H0iJI32lEfFWM/ssApH1vm35QmQh92liWB3tAdgFVCD0Who++28JwJn4CNCdoYN87jhYEgY3W2i36frvTRywz8E4iQ99rnhxH0Rc9JwOCvrlGfJV0xUcm2ZAfLdyJKkWwigIwK+k/MmAG01fswYxfOmrre86FdlHsAXx1c5EFExzgLAEXv5Ckn8YrrzkCKT9aKIrFmNReSqlJ32ypOk4GDW1HCUD+YyOYLbQC+Fg8w77RlHTfkwG9hlB7toMJD22NzIlEDrOfU1Y+a0xV39wDehVQkBzZxyoDfsl4xaTQ/ZIe7NvNAndS2vJBACJkRysOulZIm7+l9qbvzecDGXX1qZy/vrlTOoSETC46apcTB/+yXpR8fpacNH2jEWnUImrZTiecvtMIaLIkL/ieEzj6bsPAVa8tshcAJvpeG5ERNGHqVwRt+uaialbVEzmID9EMqOW+Y2EAfwlysm+5DK8ewSDwdcecLLhlhZNIF0AvlCSx722GA9jhRpvKcewWGDWbQ9RcWKaty+qU54nKvPRtN6gpQUe5ZxMy+RDAi3dJTpe/4oKmbzcP+UEJ0H5lasyMCwRlp0Ln/BaLPHhQImg3XbJ9t4FqUs2FTw1wkwXdJHhB+LHzURP49M1GQJfa6eFET4q6gHZ6E1Su7+2o3nDEj+6DADH/jcGTdRPR5bFVGLzEeOCjdjZkRy49uijaFPmtLTt9by+8Dpcx2q7Jkr7ZUmjV0BHTr2irfXMv6E8yazxxxJFMKAPu7Tqy/CoqAH2zDeKgciz0nGpdVtwjEm8w1fFJd/D63mX0nFACDfoO+uYy0F5ZBOjRO17ynxihbIoMco9FotF3G6T2ak8f+PrjtG8uDh0G0gRXDDQlE87IL5cKvK/iCtI32yk3hfvkA3ys5UcGCGIOGDR/6kOJvusWaEdAI7gXGgXy4QAM71EaIo+VBNZ3m572KBQVvgYhseJFBa6HCK/vtzlayUrer3JWmRGC39eeoje/tQPbdxog3cogMftwcdX3LuVrCuxwPBc4AAoV4gy8/Ol7C8ZTmGnA9aSokR3FXHX1Csm8VmiZvtFe7kcUinO1cYAViOch/JIdxZjp8rVJeC3QLX1vP/WoHR/ci0xbFqSz4xWDwOOjSBH4AZTDL7zRyI9WfmKvP4hPZdek7+0GTmGJVv+xW5IHZdToStFceuxoad9xmbwVUJL8JWiu7+1VZ71544ImsMiJjJjZIzX0a9FA7dvOj7duLmYyBgQyY5o4NjOy5J0aR/uWewFfcxR1TiEJyYAg4F6zTeOb+Eb0vc2j+ayG4RzkrmRB0L73QyAfL3UhQd92U7yVdEfmOuzKjGggY7M0dO9UpUvfbnb0kA8NupSPNf95YmaJFJ9e6BOv720gHkoqg59dxsmPUVcxl2b2q6Ck9J3mxRNb2/gnHH/a8HLSP2F9t73gW5wgaslHPBlRgZp4AgS7P0Ls9l1Ho1+nvHKVDDWZ8UyO+IxAinfKY9n3Ng1nk4IC34Mypu+2CfxOmCqcbUXOj01lMYUKh18lZEbfbo/ayhBMntk6lAl1iL4ORhy91YBAfcNZ5UBQiPRpEzj/XXHxRQeB3wtxPvVN5whfM2gnKmWSDGgG+ZrZqPBOUmz6RvvUfGIb3MPQYd9rYvqJwqAmxcPV99ol16QxhFvRIvbtlsc74TV8SYHcd5soLzPa5YM1EsHQ8E82kdkRFKz7ibrns94I9s3VwBNFlPJPM3ayI2hYV0wABp/1hkY/QIF/er3IjqBOumMIX3xWGih9w1XyNWtqcD61Bvlx6Cs+UOXurQ6b9O2W4asNoc4fZlR9r21qK0UvuOYRLn2vreqiLTZdmkbX95bzUTpe2gvUSFbkASQWQ7LxSxv89C03hJchXMIH5fD8SGA0vsKx4K+EVHtfwynRPMmOrA7ipRwP/srKkb7TDvmfJ0dtAY1f33JKz4LpibcOudL33AIeYy7yJYVY2bG0MRZS0R8rTc4JlFMuJc7MjoEmxACE0HgsLtfWJSaeLJI1A5ZIe83+8js1+p0VIunQUx55cI5J97Pv+kNpRvrmUvI/IzjoCl0QsqIOQLGY6OAvyVjt2+6SU/axoj2N1OVCT9F4iRXui+bE9E33R3+ZmtOOU3eyHyHnCwWHyRdJwez7rY7Om9CAu6kzzYdIc1nTHkEeq3SpbzpR/eVBCe04QE/2I8TyQome+aIpUj6xuNCJblgy4pZUzEVk9ZGyCvS9tdN6hSt4G00zfduxeBAKOHmrEqnMmF0BxehGkt8i0qNvO0Dt6eRPU4IiyH6CRN6lOKhfVNelb7seX2JKIN46+CUzZrtI0UEE0G8NRugbTgm+wmMvoIqYvrnbbxQyQLNauWVBJS7dEmzqPNaAHDwgldyNnqe+uRw+Mk+XXgVklgWVTnRTnJjx2CLKvuMQ6CdJebQUtqzsl9flBbAmyRPJGOqbK4CPESSmDVdYyYhZlnFXaPxIZNq+6+LwyzuIGsuFA7kwC1zs9Nb6RYFhmFw49BVBdbkwi4bYyVHviwjd+m7T0niEuHrNTi37XYa+FOBK/BGU1L7bsjSeIgZ6DY01+13yeSnQ1fijKCP6RtvDx+Sp0YdO2r65npzFFVGdh7JGHozj66ZZAOSH8Mr6fgPTR/Ky6P6CRvb7gZQNhIbjiayufaPpbEbFGp76eNg3V0mHkh7ps8vK7FdEyMulxs8jWY0RgvmTOTSZEEiUd6sEnbfiHPrequU0kgB4KlqdnHiJmQUCaea1/CToO24Ev5zcorHgefa9zfNPHMTQq1MKsiCSh+6bBczHbpnom01Uz3kUwm3sOWXBUT+vBghTP6VIoO85G3qVUeoxiXoGXAHiNVty/Se4An3PDfpGRy3OGsBBZoRVcD4gNPNbihv6ZpPQrylSO/XwANN3WsxXkFHReoz49M3t01EyJoditu37rUvzui2NpLKz7y0enVgCU3+SydmvhmT288TnD62h9Q3Xpr84MdWNc3DfboH6lcP2AzgWZkYtI2IRD5IeypNBN1WjqwJcyH5PMl/9Iu2TNp2+2wT8ZxgPnsqlRd9qYDRoFU0tx4VLa5+xBzMi2TdamN98E0WvjuDqe9snN6GyxFcdXOXEInZZNxs3fmsKSN/bPh2YoYdG4+Ap+8XQWSpcX35oibBvtSqNx4aYTjtFMGjVUB+xCJMVZ5CJQ6Rp80wkvvRtlyKT7fHp1s2q/BclARQBHMa8UCaHvtm2GomENs35MPbdVoW3buH6ECIyZMYriDGICB8+6qXTNxurNoXiRAfI0Cb7cbK+G8jweaUATfrmSuXIUD++CmhLTjxilk3hgM5vJYDTt9sar9FUqecI2pIHt2G6omlmPzRnzlaT8TuIHvIhFDcLh8jPZzU66LsOR7YawAhfpXzkPyd8pixOaPFClh363g5pvMwm2g0ZGNmP7iub5K/vsWSQ3GyzPA+vNAui4et7DQCfOkHESTuUWTWd8pEznGTGlxKLEfH4KNKhvuc0tZumEOAr2pv/Ngk5YcEwLxTZ2fdbD22amYMHcNCVAdnU3hBO4B6KsEvfaB303yYRnWZDWt9bPI1GrYwD2kGTBU0vX6/37qkM5/TNfcFTrUBkN045+uYa6bPKPh5KepgPqdqyn0hyfJYax77hUvOBORHwVQrue8tHr5oOyJE0hGQ/LGWvGBriL20w0PdGo01X++jr4u57jz6gD2n06Z7FvrcStIsoTZ1HhVb2Y5uR7cNA9VgT277Z5PgdnTcd5yqnbzcBPEpAGE4aOCIzinDsarW5/tbGitr8w0lnOGZGEb27tUfPb7U40/euo/Pobmg3MVz0jabVqYZispnW3TeXAZeyxI12wuZA321huvUEN9cFCst+W3a8IAgM/VIV0b7tOGjKNCq4Z1eRCf9EvEsxAP2VFTV9o3H1mUEqeOCldk53om2YOOqbDVKbAsnjAsIIOekAoElXnbKgAAJdysgGj6X007fbDC0RwCX4GqNF33WhOvJNGM5lwVsmBOx8k8jW/NWdBnWkJGm7JG4yIlOBeIMQoU8yo8HrzCYfBRXNjCZYdFG8Mf6WlZe+uRT0JxkTPHGEmiy4yuHtMmDlq6ac9P12xlfvvFmySHCtAWfaFfpeo9ODMqjhTVGtpl08OQBEDpnRyWLM4fLOT3U59R1HQ0eGVeFcmID2vb2ivUjj9CicPdmPRZ8sCj/Wx05d+3ZDha8d7GQATG/2A1PnDcFk7Zlo4Oh7Dg9fHWSXHclAyYpvlLGZENJv2sOj7+1Vi9jooV9rCPbNZdRgujc4IwI9WZCVyWuBU+irPKToe7vhgsq0eFZhoxIUbxrklBmXGMZwNvKnjKjomyuqH7gRaUAtVrOfCglZDZD/2AGSfW9BtQWgAOlXPSVwewZwO2HYvukGcdYpTHlvhWNWbJuMzUq5vNMEK31vHWgIFjg5IH2VDw8cyDqRw+a1zGD0jUZAO6DcwQElGukbbolWi0hBv+7Yy4mcJb66bG39lg7LvrkvtJ88GvxC3o4MSEf5jpkI9FGg+UYqAz4HhJa+uVqPht5xr82oDFgX4hW7g/VRppZ9o5nx0EImmkS3tG87G7xVyTaT+UmRFdl6xGZ8g96JsQ6NKTQ4HaoQmXGtrQspBOO1Ksf6ZmOCryTWaAXhMbQht4HPuWzLjGtaupF1Zq/1+KFuJvWIK21GLBISg+ng80qPeaxKO3BBmjbyoYKqbBEMeq/VA9u3HBwL2hH36w4gObGTzhcRC26/RcRB33JT4CuNus6xLUvZD42a18yGnm9yfPeggeRhpVoyo+WYGMMS5lPhGaKTiofHGJLtW66FHgRQxc1ASM2EhjXeAhdUH2sIYd9pdHQELAEN6ACfvtsYuRYrl3pyy4Zc2CRELOFHnD8SUtV32yHX4uaHntSMy4VNtLGEwQh/tEcaeqrGzwYXMyOlasy1p8pXSQ31TWeBLz4t0WG2Y3kQhYuY6C/DFxlQ0fcWj78I5vToDBU5MFVBl2tx8ENWeX2rKXItbFyakgW37zYzHyakT7emEcp/lGFdBV4oX+iNlb7VOvXVXqcWtNjV9xudfKoFhz4l0Zr9ysB8ieap8UIxmb7fJLmiDhU6TKiNyycyPIuVFTp7bbgMUhaZsbFI/OCElK+So9r3tqKNBpHy0gdU+m6r4mjWdHBANlB9t8n9lk+gbs2hI/9JnulaEEDghUQJ+5bb4p5HYPDKAkV9s3XgRwg77zqo+uZm4IlmbvhnGc3M+EKr+xnIy2e5uewbjcu/GLkeJTOmby4eXzzx8jAnymRGGAu6ZZII+iwwYvp2A8At34p4FsYLmbGGlO6dt9HPUqsxmkeO9opdZEQDJGIxzBq/BOMwY+MBJ4J4IjMOosVYHVy81alp329R8FXNQ2cVBYH6tuvBPZnA4ZR3+jJjH1K8ZOXur7Rk6dsOkHteteGVim0yI183XuLQ/atP1b63TfoOahlf20KWAW0seDtgMf2UUJy+7cR06xK/J8siKPvB8fCaIRB8p0YFfc9V8g9xgifhIpkZ8XTEQ7vEY40Q1PfWk58NKdWhqW5y4CDB7mfX6A+1DfVtp8kp/ZTQnkWi8uCILDGTgClfNGf4+cVUJ7LQkAuRCIq5rlw90lWTvuUgaDOeYppI1mjm20p9sYYQvREHsL7juEbzYEgHIqVlvgOib9YSJG/UIrJvOx5PRrmDty4Ry4lZshPTBke/ZcjWt5rcbzJW3Up5oG+7DdqTc02pRirzTcF4l2gY+CIabH3bXeCWWMZ0lgVH8uDZmbipb+2LfgjoOy6QlvKhj37CoDHzKc29AyiLPFGjUd9xbhpKVqiOYgJD5kvSvgHI6HkiH4J9b8d85DaCXj1lyn+OCrooXlh4bFRd33UrNCvpn7/bbrOfHCevGRbwnfp839xUDsgQgXaQAExGHEAWk/kw8kuPO/pm4xqImRj8DZ7EvrmnGs+UVo2WWCHzVVh7Kywt/pEWob63FPpVB4bOPEAsfe8++k4RO3yrdqPvuCwt5QUY/kQANhMp0q9WKetbbeaFCrLSZ0bMZL4utZerlz7SFVrfbGf6FUbcmcngqW+6u0xEyQTN+oaY/TyUfgkRmfFClmN9wxXoVzsRnYNV/rKiCdZYRBKsh3Jz07dbjWciQBBf7dLS97ar+zRB0RtWsWS+DEJeDESgHklHlpw6izyHg9EMuKPthZ0E+SkjBfqeK/KTasbwVSxkcmIXT06YTOi3EiP0zXWho+DBw59Y8uibK6gXr/jpMAJuZD4AWrJmYDz+EN1m33BSuspUEl0E8k7fXAc68USS/hTTlPmufdnPOVd+qEVh33NSn8TTCV8Vm5ETveDh5O45+a3Btb7h2GhW0cYPAuqk77cG/SrCr5OPELmsSAJLLAJt8qGadPbdNkCjQfJAA8YFDtLJ1GWSGOa91TdZTya5H8JQpe82rZYCiqqdQOb1rQZC3+GE02yqiH23jdBOSGDyKRIK+7brzGRHhLp1U2c/DaROhJL+hRiZ9G1HmT9QGdGtnYCyn4YrUc7Y0b4QY7bvtkwtpzXDQcmwZkLJK1k6pkk+i0eZvrnwy1ExhKPOQexb7YiGA4PldjwQ6NuNApeBJqjpbLLlwFENXT0sNn8IjZy+3/7kQjsnNOsKNX1vA2hTPl/0dU9M5gP7ejmAmfNK2Bl9bwXlyB0V+GppkXyIIUIWRSae39qa6hvujkZFw/ZxUFeznx7GtwzTy0Nlzeg77UYmfDLCWfmQ+kaD1H1sqNEabuy+59LoJEZS+JfmTESp9Z1iQ/RXIDD03dak1XAccjwe2jIhpZpsm1Kqz7pk7JsrJB+60eCsKZbkwwwbsmUsVvxWhAhuYggaL0yRXFipGGtNAT+pAWjfaE40YWQSXUaDV9/bJhx1wVzmU8XX9/aIVpURma2gtWU+EJfvByB8XokMhL7RgmgimmszdCT7Rnv6OYEFNKod1L7XvHAcH8DoOQue+uZKcVQmVnKdJmr6boOQawTS4q0ZYOTDL0DZL0jC3xIzsyrow0d2mcuKYoqxmF+Wjyql6xutgGaDQMv5IvzoG24ORxVDIMuxM8qHpqKxiCdLvgkKqW/uHv6ES1ZHoRKn722qPtOEwUMFXcmEmHD28zDFZ6FR0je3gF4lTcyRRQwzn1mDV4xvxC/BfNDahNF4lgzmPT6h2SF8Tx7Lwk8czCTdIw4gVChhHpROad9bPp6aOvpewgTIih4WxB9egL2UXoO+0yzw7B00fFQQRd92d5oSzxn3ZGIhE4Gq8C5p6fNXWjr7fjvTjjH7AF9XBPaNlkOr1m1mLDms77YYuvWHUmYr0pD5Soy+IMbWfulM19IhDj2ITi7/BeroSqJBeWwji77RArUqks+diXJRg9jBqPdAqeY9Pd2sjQSrj8WAhzqj8PMo0JIVN+jYQxaGl2rD66i50S9IxeRCSAqxhkLKT/qc7Ht78jpDVjpGX4VOBAb3Mwc0J8KJ6pahev1WV1Tfb1/4KwnQSqya5MEOmrECJIRvdMa07zgt7nfaQaupkJcD8fyIAehg80Q4xvrmYuBeTGI+GgoiJ8Z50E3xrv1WAwNfYEL4KBjEnBgHRFcFBT+/tYD3vd2iP68c8cQ4CxmQb+nlguvyVU4Z+mYLxKfAOGrSBl/y31+WLqZg5WOf7L7bWOhAVcrwA/kw+wXC8pI18fNRcls6ATloJVj29P0Wg/NMU41kjS8Pcvh4weiRN+KDpe/tqvYC80GP2hGT9+xQyaJYw+GxTHNII6/wKBKbfXM39zsbpNVslulbDY4W1EeOV80Y6pubRX+xTMEbDWlkQL/3rXBG56tKKPVNd8lZg4RlQE2dD/8gxWZ7AN+Jyk7fWyfaBlF9+hXvRt+7C5fCIEWT8gjr+62wk4ogHnxNK5L9LHBxmkZmX6iLnr7RdmgRUpBadExh31sLh/F45XXErPSttkIHAmTjCOZ09c0106OmqtxrCyT7mT69YwPKfFQpV99cMj0aSoV7JbmT/UwVvGKn/1GnRX2ndfUXCXu4IwgBfbcB0lJNYzQpF0Hei/NmDyTyvVCbBn2nsfFQxVJOYhCu77hD+PojjLOr5y/zpTV4y5QMvymEXd9oCLgfoxquplGoL+nKZI2N+ZDPjs0ymbxToxcaHZ/DNpgT97DpSo6Jea3GMX3LLWrCqz68zNteJnJ15i0QavlYPrz0vUXD+dRlcjAGWVmRAliMQbP1qc746ZsNSqcTFDHgKx2avuX2Oh0YsejXG5H5UKzEl5BXwG8NounbDUtjaX35ZdY1AwpCeCEIOfJVchT75mLx0NIV/IzRLStGOBNzARr7KqkafatptQIyYnSgrwJ9t/HRgzzueJnQ077pYL4YQlOHya7mwDkA4qIM3SdqLdK3nJMWhALKzyBdMxEs0JeABz+PpXghdIIpN3GklhUjYMVcC3Z8VYQHfbsF+BfyS7ei2mW/CHFXKxCTF1rDpu+3pE7+Hvp17atvDRdfAyBITgwE15UCBsNrYeDT95yRTiZaWvt1j+ZDMsMvrer2W0QO++am4GquzOF+XHDfbnP4mKdKfviDLzHOi39aQc2Jp4C6nxqun0XmrG/uGvjKZyG+cqgkYrTDS19cyIRPwmQZJce8lmZh3zuLxrYa8dKYjclZG95NYKdvtlCuhBKNdyaB69stQ7/a0KHtcaKv77pB+OoU9VkwpjLfG9N7ZiB+JxOtfb/Z4W7gkPC8DKRZUUtKrKAGg7eKU+p7e9EEMMe4aQnLvttauSULQ57F8jErXiu7eDpYfdac2GioAO0VZUEuJHwQiyV2/RKs2vfcHRczOIAjYgXJilJsYqqovL+agNp3HFs2w+ZDp9Zwk/fQcH0tcQD5Qp1pfcvF6dcYd9otCAH58E6H2OxA3D8JgumbbVUHwNPc9IiZTBhFSbYwTInXuvLYN9wKvomkiXeP5MiKBhR0VdUseCzQ0L7tNvdk0oRT4pnLikyB4qXBqL/KAqJvu0fduhn2ZBGCZL44rNcsDIx3asyeLTHSoYCI5D8gad1POmM/1KKs7zk/nJMN4kiYYGXFIz0xEVnWY3lo0tN0aU8umgPd/MVLjVK+CAaezy1rOpFNKw9myBJzoc15pC0mfdt9eDIyfnjrkrh8eKbVtcNy8rcAe/Qdd0efwXyjA83EyXpK5N4sEyneaMS27zdV+MoB7q9lkPq2A6I9N3toyjxYWe/SxLukhcUX2fG+6xpoK1Y5tGaLOFmPcvA9KrL3RQ3s9E1HpPkkmkYygkLWk8x7iRgJn2jQ981FwwEl8ekISTkXCvaY7EKHX/Iz0fcblY6j/aB9jLGS9aCQeBmQ0PFHR5l9b1c/EgkCvUoKmf0WBOiiWGP3WKbRvrmZXAWKMa2niyn/3cXdM2mU/NCMtb7j2Pr1x1tX0JNlPqyDIC7To/8ptUXfWyH9+uNLJ1lTat9cAzpU1UmfCZHMep3Dy0XG6JGuRtNcutGpLBLwsXygPWihZb0qd14MceYe6Q1D32xSmgcUAC7nyajvtg06EgUSzWXKkKwnGJd9s0bED1Fq9c1tohkDiWowVySyHuCbReNX9kM24r7jCugrU7ZozEIBVpZQ6UwvFPrmNtCJJRT155gHWW/INvvpBs8PtZDse20HH6TCSzPBin1vBWhBQim0FpeyrMeFwav9A+KTsmXfbKQajukOfme6IA8xQObNasB+ykxo325zfFCeHa3UyM2Ffto4hBSVZ4KL+mbDoOM8KdM9XmjpW65Kq4oI/StB7DJfjM+3rM2Jf8qi7dtOL5MY7OrWwx957wuFDCfEDrwQI9y33ZRMlkCEbt0ckPe8fOECworkhRoX9J12RueJRKNbYAXIepEr+t7m/R8XBPgpngF9c7E58ggBvkraIxNWEcqiuKN/C0GJvrdE+jQEmJz68qwnRsnbISv6SlRY+t5uX9DdEj+NcqTvuKVv00YIT03CyoctmDhjPNrf2nPr221Lb6Z58S5rYt8bjIbDSMl/WNnre5uAsxl1oIVgWZIHJ5iJ38vITwoAom84TI3qA+/vTGnJfDWI3rIfoQ/VtdS3nCJncqSD5kwCKAeaQRNbGZl6o64xfe9WzmYImt7b49O3mtaSQzM0Fw1Qfbs9chxpdfQcowr5D8ed7h4rfT+EGtr3NsH3MYBDo1LVZT+soq6fFTqPVcH7Zmvlp1deMmvTkL7RyF7MpwWd+iVL33AY/o9XEn6qJi8fbgacb6qY+C0dUvqmQ6CPCJLBuaDCDPho904RYPqrFYL6XrvAYSi+6TraxzaCMLVeVGYenHAUa2kc+aSoBH3TVdBHPDF5t/rLgI9CXqk4BP7KRVXf21evqYzA+dZEyUOIBr1ZPPypSCD2vY36QKSJ+pTKVPa7gtH9a93z2DWqvtOg+GoeuafMfNF32x7OBAtSd8fa+mbbo3GYINRzrtZkPR86spNUl499LNN3G5xWvfDveUWub7QvupCKB03GRgsmawZpTkUefe82WtBWorO6BPW9tsltnM7pOXhOfb9F6iMZkvDexEvfGw1/00OrgxgZsyoI7CPJjMmHZepiMbYgH1W61TfbqZbjS9KgXaiy3g627GETicfesa4+ifGXpFvyIZkysdgW96WGIvtuO5HllLp465ZIJszilu36nPFbIh6cDfnCQ1HBZCIVsLKfk1SftYbb9wb0fp7U0KgD1vS97dSrpiZyZA8jWW/N6StGdPhLG7p9o13QadDg4UO8MPUNhyELtXECX7+Y9M1F0iCOnu+JsJmJWDDLeiEs8VmjeX2jmeqxPz58T6GIvrePXPUD5WcRxZIPPx3jD1+0vJQMGX3LkdAaQLAJX3UM5r0reZyAX25eSAld32tuOStAYb86yOy7DatbkbzyDwQxst6brndsyoNfyvTTd1woV33qkbWk/siFQEzEZgycfNNWqm87Nk2Zx5B7bmpmQEqnd8lSzV9hAdT3Fo7+ULSH88l5MhGuFlktq/FrCcD27ZYiK7Dk6lepIplwy5SslNaB32JRpW80K3q1yyg7waHXN5fLMcQ4w/2kYJIP4wC7JboifmvCgr65mnspMeSjoVvyoRyBbgqy/60GdPp+M8I/s49OksNPDgwzIV7Q9eSN3oD2vVXVn2HmeKIKtzxkyc/LFQf6Kqhu31uMprNa06A1uMCJw5OGHLDwi+R5uIDoe2tGe31K6dE7SVkPhmMWhQwRj42a0HcbpVarwyp8/YGl7zctfB1xQWvHAZWsB8r2ioDB9kxDCPStJkC3ZktzDszVvt9IOxVbqIGvdHd5jy/gzFPp5YW6oH+0OrcAJY2KUTpcj9PnQxijXT0+UK/lhkHfai10IEIsHEGVbN9cGK/Tnbhf+cLg+Fric7Jx321ZdBWBLS2oT4asJ6cky2CN8IXiIPW9RaNH4ZjhXoJ8ZD68pVcMg/ajBqnoe6vFASU+cQcvkXxIhUz8ihY9FQXVvuO68FY7SFnTTfGDJZV3cajMh7wz/pIC+lRzjn3bbeCtSsBkEFjMXIhDx2ZSdd6p8a1vu5e35iGRvZCIcuGNFrFZVIx34rTTd5oWPSEJjv7jiabv7RvNxwoP3uFvNfPppXjDKui9FJzt222MJkLSRpeiXcl6bzayRpH6hcTU6XvuD1c0wPUnBLD8R/ciJhJh9kSA1kQB8PEzGWLy4ZQ45touflXTB0UdG/jnUYe+3c40FqEtHLODWB4yFfk+OGPjq/yI9r2twPdUHTmbCFTyYY+5LhQ3CK9l1vveQuF7xqDRYktA8mCWhzjMQegrpWnS97aRt3mK5EKA1GBjBOZ7FO76dmOirTTo4powdh5C9a+DszFvZbTa95ZNh87p4CWiEDMf3+QLJqX0pTQ9+6aL4esXhQeAZk3W8+P2mhXh805aWfpGw6L53FFyMAiLiSpQ+WeYaz7MC9P97AP8rDQNEqsU4J8/+vKh3lBXTAssn1UmrW83St5J+YYrYbTT99aRM6mEOScaPX2/HeFvLlTyIHNk5MMkDOIFFdreasUYGwhn+F6bnA+PAIgRdOm3IiKo7zo78JWA9iFcAMx6gH68Z0Z67wRnp+81PNpohABd2pWk77UsukoRTV6kinN0Tpj2At2TB62SYrEadn4JttG32wR+eUeBY1kyIB/+QXX1mHH4LLUOfdet+CjBun7FgsqEaoh4ZeIt/lajZN9pQrifOKuaa3Wrc8iIL2FAIB8qmoiFJKEeK8WLvuP6PFpoF966o2+7Rt26+fdkUmSyXqDU18wLf6dGp763BHJrVxB+WlSWiXA4kB3Uo3utLj/63nIyqiSXn8L16dsuCvc8ouWUfOTyISSPmZ7S/uqLk77thnAtHcJwSq7DfBgJFTNpvvirLFt9cyfwMydROvRPZPYr+up+6pn8oRZJfXMN+R+qBdoCCzx5kOpKLKaa+Etxm33b+eCUdB61J5Sk/Pf2Il7KwueL7Nj0zX3in2aedOLZgBxopUjMZafKI1nh6fvti8bTLORuOJkMuBmVNUUT4LMMsOjbTvHJLgjhrZtwJmTD2vWiQozfSnTSN90K3R9j6CMZsjLeA0BvkZ6QLxpA1bfdm/Zccqkp9TzJeBQwvEuRQ74Ihmbfb6/xzmhwN4H0MuCmzpqi/fisoe+b7ov+4pd1Y99TxuPSfKH+kHzRFhF9w1mAr1kVLwSW2vdbon7T400HgeNmPO35Lpjx4o3qWOibm8dP9EXRetbkyH5EE7plunV+KK5E31wN/crnIf4rEtq3nYtXIQjGW4MYyIRtMqU4UUv8LcTKvuMw+/WHVHaIHoFcaIcYmw0d+Cc8MvpmC6SDoBrhb74Y+4bLA1+rDD+rDt+YxlgbogGSA6vUiC98WT0SbKLvLZaPZCyjV0uV8h4TM10UgkiPlXLTd50efpnlgsYy4kH+a2uNm0SVvogQsW+uFL4ik4rOYwcs+w2dddE02fFDObD0jWbKxzyoow8HjfQ9F5gtDczpVSVXsp4Ltq8PFS68kGRW321LGo+IMK1m4injfbDyUshQ4Y+qKOj7rYU+EuiL7kQtMl5WnKwgHJNPVFXZN7dJh5r66bPDnvHIpF4uOgwe6UqobzcN+hK0isayoinjWUHJhhLg/hCbu77jZvBLLhMaixykvtE+5DGrrTz1n/reAnomnxL0apdm3tsk0OWWennsgi59b9/yGbBEnurjTibyYS77Y/Lptfr46Hv7RPfxetIbzhBkPBEs3gwz8h4JB5sZsDd6kMBWDuyNcYYOQo8ko7PvNCRcRYQ/Ws8Zir7jUrVnGFdX/ujR99qdphHjDqfDFahvOA8azBKmZuxz2vcWi06MC6A/r8AZ74kr+1nhyQ+1PWhVbfEaTCv7RmPzSoI00KtzXH2rFWk8XU+NBodC33YjMggJgnSrEqush+Kxi5Xpzgtl4vWdJqdDaVTRJSqU9q12hMOpWdJ2NlzoG83vqRR50KqTAvpm06GRPApp3jehbzYU3FQAnjbQY0vfbWV4KxouH9YIIRdy1WIQcVA+6sJe39s4R+LIwVdN+zIREGqyKOJk/FZVgr63ALSpmygaQJFRxmNR5t3gp8krEc3oe2vh8yw4o1Fn4OU9I0G6fDEIH0sC7htuzM9J1eSonHwy4Z08zixPWH9Lz6rvOsWshRcDvjJtZj0Tj1P4rv68kBGmvt0CuRI6O3Sn2pw8CDy0myCtGc8oQFbJCbPHnpnRN5sZDmCBKjddM6XvHYi3ARuihbC40HfaAZ3YpUZ/qgbqm62P1jHITcvZQsl42NFsJYvGx17a9e2mqpNsvfDvKfregtBqzGjul9Uh8yXSvVkXMZ6KC/cdt8qdtC7RUuz25D+0vjhrqemNQnD73l5qVTU0+YoYBhlvTft+4IPmlbw06JvLhLMuin2ghLVcqJYgHtNz9FH9T99qfDgVkCZO2vSk77c3bXo3hgtgQZWFCMB6RThofSjHvUo64SORcOVCNBOxmJKyjypd6zsOQWYQ5xS+KoH2HWeVF+RZAl+ZMPTNldJniWp4aGlrBoxLs59RwD6LjVLf2z+NhggDD2x7k/kWY7xeDvaeypGvb26SXg30mSPL6GU8rptXLNHPL8FfUm8EcFIwAJmwj2QXgRHSb4G40/deo08RzMisbO76diOiB6EZwJHsDGQhBGK8Ia6ceSjRpb43Hp33B4B2o3Wj7zhMnrrFK4fBspMHi67EZkP5m8zw+rY7oilDC3BPJRbyEAhvXiYCCf7qi1LfaHX6jCQZLojAtG+0GPrMDkUu6CKt720W3UG7x/mUUcuA/DObZQ2L1yrafbPtadMVK/iAVda+7UjoybQwXIsfG3lIBMZ3SYDlX8Up0ffewk2J4riB+Np3XRcdyTXAufAByUMk8L1JQTD8VSA2fadB6VU8pJmySalXICI+GsdAJhTkp4sCS43fwmrr+40CXw1TlSltnPa9BaM/wXThiSxUZL5HKy9XjsOvajLT9xuUlrSCmX4lM8pETrDJGuB2+S0YJ/qOM+ND7qjqNIk596l24wA9Cp9Ix4ZBgIV8ycJo39wP2ksJpR4NLZKDpNZlU6D9PbYoQ9/cFTrDja72k6A1B0mFkD0h1/hY7F7fcSQ0JBg93mXJs+85LnwVDpgcqXXMg0IwYrMQPb4JVLLvNyT4KoamNQ0TJOPZdb4isu48044ZfcNV6PzR+Ae+ykDMemOLnHDWaL7QFAp9v9GAryzgaMHcQMx4L8y8IiZ7PBOkjrzKmb5gyIVnLmL4QtJPUQr2zXWjIQQu0IAWYOYgpoKyHSZgeaFVw763L/iILkgemkYzE6JCdX84fXmt1KS+t6xvni2QfhVC2fc2gX5QpDkgGSYy4JU+2SZP5LVCxH3vVt1gBx8H5EWub7gt2qO8wH7l0c1EWFR9eZLp/laPIDmI1Pica5G+t048EBQeviBFhVwYYizWxug+FVaCvresehQUCvcig5qFGNl5xXIA+qjSAnd9B49j5aHvtDoaUIIkHiGAZN9tGeL4Qop+1UvSd9rWGTSYaj8cxvSN9oGHlrihS6gZvKHjDp/DgkouDIDYjVSdfK3CJH3b6fHWJayZDG1KHhSgFZs9hnmnxsxQxzyahJYqByYpi8EITbzSoWbfbA3gawolrSiRFH2nldESKgzQf0aX+m7L5Fp6bGlKqyP5j8SfOMJemz/q89I3XRNXXHShw1DRy32lUTHRge0XAYjS9xoXrwOmhsOoUaTv7Q6evXb1KBIOea8xT5drefFDRgxCS0X52eKfXNhhSMzF9XxV1DVbZ1KP/iCQ9xqndLsOGz+ERKRvNSNcS4AcmvJzrO8tJN/zhUOTxTnMgUemxB8+k7xSFmzfWw28r4MZvkYtmwuF5nSlNJa+VthV32tX/NJPiGPpZNL32w+eqGqoP8Ni9M2mh79ZIceDZMnqu00LBx1RhdNVIJELs2IcgUycr6pC13fbjk/LZunWPjZZb8NidwLqfqE+mg4ZBzyGHCC5UMuNIWTbfNUcA4ktrPDPL2VyIZJk91OB2meRyeybzkS/iqXQ2kGBJRNhbRObxSH7pwlEfcuBcS0E5HBKRDV9o7XgXjaEaD9EYn1vz7SeLoH8BJw9WUjT0wt2IshLxS2eHL48Sim2b7cmbslmkmf5usuFT0O6eMgEfFaLbN/cIz4KykZ7jTGQAzPxxGKGeL8Ej/Vdh+QRmCDTr0immch21evOR5zfckzqG04CX4JHC4/bROTCqiBdVSr9WIK0fdvF6VYlFx6EEVzG89FfsxdY7+Qo1LedEu6ZowqvbHAmFzbIES+5qfyrMEL6tkvCPZEM4pSiPHJhA8SYiUjCX3kh7buNQL/uwe8MwKq+7br4ljA+LiloRC50kBc39Rn+VRQ5vQYbLXo9kfcSD3Q/z2j80JqRvrdJ+g4UTM4m5zILeRp9OaRK/hQSkr7tOnBKN3q0Z9dK7gNUIl6qkfVFNFz0rcbjVSTq6VYmrX1zi/jnGS86UYRo/hPxI+ZSM/ZIV5t92xE+WdaWt24eZiJtbbrewHx+KxGrb7gUugsFj29O5mW+I9g3AdGJtxICp280AFmPaBlHnXvs+y1PAznd5G/4lDzk3cwO4kp+1hNd39wHH5mnhV4FFJn1tHE3hfbGY5Gs+p7rkI1kQHrVrkMOgkfM1wo3rS802aLvuqxmpSPmg1Q1ZjwgcK9ZFbt3GkSn7+1Yv/Jo0WlDiJC+6fw064v9gmG2GS+Ikdcsz9g/aXn2N2Veg5UMfW89+g63cy6OHX1vz/AydVhNCAvKfyCQYgxKlh5pza/vrelvPjbq1Q2Ast571OVWYfLYqRd9x2W1FAN1+BM6rsyX5OndwtLyVvFb33BW/QqjSSdfDTmZCGk3FjGB7KH2XN90arkwilGzjjiTg9hp8pXE+eeFJtP07YbindSx4KtTQn1vEbOWTxhcVcKdDEimSfaGBszfKsDWN/eGjnIHhUMxyvYtp/qbEy75qgQLmQhdGM65HVC/ldf7huPUrGlYX+/s7VsNAl8rwETj6brsGw3NLwnT0qtsVfpek8IHnVGikfCU6VttVNN16TjohqG+7XRkMsc13bqELQeZE4QLjm/HC1F+6futjh+pg0F3qUF9tyHquAQSuJ2pxzxkQ2J2ziTaZ+XQ0PfbmIx4ZqZZOzT2raao35404XaGbOgbrYqraU2h+1bB9M0typFhBPFVQUUZEE03m6IA028hCNJ3mpAsGNPgrI8k+n5b46Y1WmgBRbDkwEetWMRg2DMlmvbNNcyFRHKctc5GBlQjlA1hOOa3JHjoW84Db7KHUk/JsSf36UmNsTwUvlEm0DdbBI5d9OKlnF365p7hrF/mni8sm4mIKsZkXH4+ComevuWmshgTMLoVCyGqoIJ8B8qw77c42ogaF04FRmff3Cy+KgjGR36ZTESPhFjsiY2PKkXSN9wWjppkT6ZDZi8HLiaJRbS6+SYjPH27OeFGcC54aRaDTMSGnm6SJJTfkjPQ95brMxoRuCiADXnIBzfZz6jPzxqDo2+5SO2XHAfw1QZUDrKGD2cQPnVeyLIPNQ3o0+Fj07cbmh70psaXtqYZj0idN8SQtIdiBdG3Xaam1BOFeyrhy3xSorxLrJB/5aWx77QEXEuExkdRgPW9s3A6VNZoGY2kqIgN3g6YB5kIHQOxBw90L3VmQZ2oJR1DCDX/6dJYw5kMn+TJ1vdew08TsHjWLyv65i7QYupg8sM0cbKQBaVvFx8XX2Xg+65L1ZJYPPgWQGgyH6fQq3T191d8VPT9Vod3HpGilfil5j7QuFiBEn+jMl59xxngfjXotBohNPIe31cMoM7wiejs9B13xP0QUWg1McjyHp+DGMAe2RPV+ekbbYous4SEE8558ioTg4+CKmYid1e6KPQ8+a0Db1bui48eCmUiP7K6K7xcfyvLRN/crD/TKOCJZKNZCAMkb5fVl6+igiBlyUOTquDLehGIdC+1UI/t8r63RLxzgaZeUiFM321kOpBgKkfwFiTjGQa+ZDgUfFSMA32/lWnf3OV+NUEjA84JkQ3Al+S3Zujo+xJFryEwo1TNkRcF0JmIGzbxhiPHn6qh1vdWiN+ZMEK3XVXkP21Y3AHq7ZXM6C9iQtzRaEMW8gD7VoAr8FUusPreuuAlUu3wUC8OmYjekG4QOMrXEsTajSZoUiN9fb8V6ZSi2+Arm2gOUubKKQjKzAt9edK3WpgO1KIAV0Bk1PdWSjMQI+WA+ljlIWY7y4SCmNdKI9P31ooerTOCe8FBkvEUr7xiT9yPEkTad1oX7YVMljteydF3mgkeugaMj5CBpu/9huMlVuFu/DDp2+4Fb938kclEDOXAQAGxWY0I7+RooG+0B3xI1RCuJixK32k2tJ/LHfwCBhF9y/XQg5AwL0PlSebrnG+BqQiPpQOubzcDnWpQevpVh4W+t3bcy2iC9lPUJestgND9ssQfKiDZNxuYTiMFyuDrizR9b9vwUNOXnzH2yUTCvMVceK1f9aQWCoMJJ+FnLhMBsyfmSvr8KgRv322fmkjqlpvp8MavBQSuRolkJmIId6eAFnitrsi+3yZ0ajHD1a87sG+2DTzOEFTeY9Ws77ktnd05KfqVxY8MKMrhCwNZnt/ie+qbzrJftVO0qqJHcqDfWGy2p+6fqLr6bmvkdgqg8TgabZkIF6JYgg8GX8WkqG83K3xMDFB+CKDvtgLcyxIV/fgIJve1OYwpsLnyR1W4fXOZ+OGAIXyMjj+ZyGJd98vT2Wf5SdP3lpIziU85Z1fQN/cCTwTRhH+i6WYijH3dzzx4n+Wmse/tqYXKbOGloGxemPLSRQd5yAnF7CKliNfSfNG3G4p+neFHuwcms++2Ky4FhwX+5KhrVI6b9upDlv8scInFiEr80gYsfbeR6dcearTwHl3fcqn9+qJLW+NQKwfuGcVmD9780x6TvufC+BgYBj+MUJaJdDnjKjfPv5rwoe+5NS5mDx8/lOTMRLpC4qonAX/VFaBvuxDck8oUTnlmRibyZC5e6vv6qytufcPF4EygGnkXzEAmoimgy6qhxWPdSdM33BzfTN3Du2kyMpFMQV3WpanHymOhb24AfjbIQYeefsl6WqXdTyLcH0oz0LfdIKfcI0B7JimQ93pYiJfqEPiiusW+t638U0sdnbhWlvvUsMVcnPEjXRX2bffiQVybeKuSsQzoBxIKk4rA3yqM0Dc3wkf+odKrgOAcRMthN8UHp8ce1ekb7lBzKmHBmTyBk4Vg2PEiGJvxVoiAfXOb3ggH06tASnMQzyBdNSSjxzph1bGBg7+o/Mx4lpjvBhdLfiruQd9oE/KaCZqntmjSNx2VH2J4grMajmVAQQqmABKw47cYdWhWidJVPAnkPR3ZGAqRwxc1KdN3GidfkaCB1vMkpe80CQ8JBIlmXULqew0BJz2U01FhMfqGM8E13RDqKlcy+94myVX6NOCqN1bzELQFWRmEi79VlKDvNTc+6IGYbqJD7dtNBR+kIode2qIl/z0AEIeganqmDFr6RiPB0Rg51YCHYbkPymnfbKUazpEq/iNIjIyn2fhmOCZ+yk2Wvt3s+jXL8rWQ7HIgD6U4BGSFhyoV1HdbES1nog8H/QIm833RytZpgfVZd6J9b8l+0Jwo/HSwRt9b0xypBghfDfQnD1kjkkVhWvlbW9yO9KULFNnKfwwKYxFpXZ4pr7HvrQPO5nFV74k15T4xj3G2ydcnXc30rSanuX9q8DvZqW80ApzNF9d8REl9yz3hTDSQ6u6SaN6rkRlb0SDxRhBa9O3Wx2+EkKPnrHiQ9aQYu3viCP7QHkF9708NJwQYDkSsSN9wVx+oEYufOhGTAVdVOecU1vktG33dcYo+Be3LQfrbHfKJfSwXtG+3Ib4JJUl3k/TpOw0BZ71+vSSIPn3TmekjLCbw7gMsC9Feb1ScPn+VorBvN1DOIylSyxmAJ+tFAXb9CBL4IVYwfa818hp2jug5YZj0vTbIl66cD9pD0fe2Cl89jfCRbmA5cEZrLNa0P0pQoL7fujbShZVTYVrqm+vFV79c+UpGvBw4QzIOgzPopa6GfXMB6LPGMDy0NEfmG5Mk+3kY5rPS/PXt9oMnpU3hg5wAyIEBWnSdXrT+llthb4HVqAy29A3XRWeiiORXlp70zRWgx/oA8j1zipmvDFa2y1zdZ/WJ0TfaHi1Gt4DvEaOl77UdmaqEjX6l8KFvuzFNecaQe1IxkoVwCHyXdmT4qytR+t6mHBXC5veRKuvbbS5rCaLTr1h9eUjcj+zTP/gtFA363lLhXnNiPkrnSg4couyiUKv6rarGvrlgWsyAOZ5YpCPjOZl7u0jor4pi0jdXTH+meZ44BifjOeF7uyR8+CoqNVV/DrUgMoc5iJS4qznH5LFSivpGa+ItLpXwPEKo9L29cjs/rPRb51Lu0/IxB80wryQARN9sf3jplhQcWxWYA+HM4g1BKPzUdkPfaUVajCMeR1TRJ+MdcvtGg8D/qBjiFYiU9b314iyIYJ6nDJMcqGSlu3eF+VpuTvuu48JbL1TJdnpa+W9KRnxGNOad2Ej0vT3SCbY0eKA6GZmPTZmsEkF7rwUHoe9tGfeTGnMuK8YcmLYXf3GB8VRcA33H8eGtaQ5kDnVY+2YDxOvEVPI6fubkwCeqrqKD7mtFOWBodsnHvGHMQsbgV8hR8bHkLvuOE5xipMiQfv1hIg+JYeSriAqv3xoC17fdIW9dIiCTOcrJf1GesdmVsHdqLOp7q/I9D1+cDZQUbNpk7R6c/Bc1FZthLngnJmT6TivBFQWx4WGc8PXNfbmohzTcLCsgB67wi7v0KL+KaapvLgceCqiPnyWJc+CKN+5SUPZVVD76dpPTuXnq1K9uOPpes+RzlBBxGy769L2t5GxUWbkQI6V9t0ngXRZIacgunXnvDRtT6HL6o80mfbt56iqegFxzjlvG67TxNoiD38ror28uBY6Y1eJiHOPkQARzumEuDPosPBj65mp5IlkH/pnmMgcmaOt+kk75rDck+ua2ccU3EP9U0JUDE7TpjhFi5bPM2OjbrUi/0j3QSmax0rdbFf4EDLmSCW59t/Hh3RADOJMqNX3DyeBs7u7wPRRVORCEmhiB0YS3EgLWN1eIj+Lpob2udMl9vxiLDdH6JRi077U2usqHI7wI4FrfcqucDIPOC+1c5sAPDGKrC3H+KutF32k3uJ8iBPSFAzE8nZxyStChHAifxUtUGPyVFhl9c4VwP6BNNBeQFbmvMy8eg2D0S2tR+o7z8lsrN3irXJ6+59Z4Z90FrqTzSg780sZYGqOP1SJN33KgvBuz8k3AODnQCyw2oFrlsWaU9b19fvaDjA5ltZGDIEnT/czqP9QWpW+7PU7ZR6s9j6RlPaGkeEkN6xfZKfbNReKfYJLoRBWreW+rjbnOXD6S1Z++7fKeLFKUty6xkIfsuHvCYpLMbx0C6fstisbT6sLfIK3IQs4EZUtp8M8iYKNvO+3vNkPeGqNOHsJDTUqgx/NbiHB9c6f4GA589CEJ1rzHxiHuwgL3SFkAfdth+SWKMRpLksasVwBN3FTmxBf1ofbNxkYHmdGDv+n70je3CFcxREzrWfA5yBEG3TNV3R/6EaXvtAFcDJkkGtEITd9pI/iILjcdiuer77hDbomFis6iHeq7Do1nUlbRVjp1ZD0CmfFTjOWLLLl9t215oDYY9JZlaO7jNBCDsLD2S2Ey+1Zr5II4tNFZjUn6juvAL8Ooaiy7Tt/bF5mM6BNPhRyS+fDkrI83gq/FZ/eNVpY/K5N4qpts33QvfhAOGc7qQjQPuSvkLDqj4bcWm/Sd5shTJKHRegjb+kaLy1vssrjq14W+0Qq5GbFPPZhFom81Pv1KYOi1H077dpvsVwma72RBL/8ZyItDoAHyUKCFfc856SVmLvA47k/G8/TyVgFq+qsEZn239dBviCm4nR8FspAUhtk5Iug+y49I3213eKudAc9BD4z8R4ArBoEEwUdFYO2by5QjI/P4Kuln5ttTI4sCT4XfSoDWt9smz4HGqeV4xuUglazdPoIcfiiQX99pf/SGqsPzLHjTN5dL9oNgh7N2ZjNfHyVZMDtRv5W7+t6y8lVS7Ed23fIQ1jex2A4CH1WK1DdbKYfjJOsfNFzkPRVmsQYb8Ukp+vS9duVTm5GTcuDRtxobXoWkDhdkx6vv7Rx99iiIh5bqyEJc8GU/4ZY+y8xX321mOJWQG076hM1DBOW6Cmh0f+ssq2+0LZ6qNfdv0D77ttOhKUEbuaeTHxkPzIx3iYqPv9ISo++415ZgU3iWywp9b1HwVAqpzyYQax5iGicGs/HgpaBo++bS4RCsODmglzAPISzT5cAJ4bc0iPX9psRXoTxmyzkcOCW5ktAQL04KfFRPhjzkcEY3hRDmbymg67vOiIbUs8q56EmR8T5HvEig3L8S1KfvuSN81fNLnsTk5r4iOjaDEPZNb+T0HTdBQ5YQ4l1msMnp8SVKC3nInwoxrODzpxSh9O1mh1exMKSL+BnmvFIfcYMtb3/0FKZvrtR7Zc1Cv+7JdSoHXA4Ubd/bLN3ADiEHhBkhC+FmyTKppHutsip9b1TNwASXA2IF03ddDd5KwDTv6CCW+y7lxGcE9juVjegbbs5rej3t1x5WMh+qny8rgj5/C8iIvtE0D13So02Qiul3PngdrY88ZJJIlzHGkNdSItr3Vo2HulijS6yQzHtlCWIPVQS90uCJvu0UeeuStUymo0vuq6yMzbhEvVOjV99yX3ShATNOJguKjGcmyWtAyY3HuqHXd5yZGAwDmX69+5D5Vqu+ItV8/BYgWx9yxecgfclDKte6kqvxaxWm6RuNAfcDJcPVzBHRYuWnKQkvc16gL3EEIV7+6G5I33ODuCJVF/1plSMHSWQTE1H48kSDgvTNteKidAzwEHTbPASUNb6QheOrAkz1rfbck1JPV3a40zf3i4cGEsPPNBvzEFCouCtqw1dNAep7bYnX6S24XZHSvteweB1BGfxFGu/7TY0n+iDUn5YI+l6zwC9VSTmWFnF9v/X1K4kU2jkx+n6z0vkn8E+/kkX2XVfEHYUoaS9axuQgh5/xUV+YL9oq6tvNidepQsBheBGRh7zBEEPQCvgqNQj63sLhiW9F+OeVzzxkM9v9ZGvzWWVI+5b7wLVwuTjlAai+2Ub1kIFUXpp5JAuZa8suMunzWkzK+nbLwj8pkSs5oNZ32x+fdBPkW5Tc5CFQ1rpzVCE/a0+ob7gfnM0ZDb5HmfMQNDpiBEMevNUgh77dFvBLEaMcixoieYgUtW6ezKzPQhPT99YPH80TqL16a94ToxGLcdt+SUOfvu2WcE81c5wySlse0uUsXrp0+6sqFvq2K+OeUGJOSSdMHtLlQrzUA8FfXXnT95wEHvc1fMkN1DzkCpRYiM/2sdxy33Y5OGUbPdqza5mDEJKJl37IF9mV+cyCQye6Lch5fYpiLhZ/j7RV2LfdhidrZeStSvbkvgJrFvKSAv0W4FHfcl+cshtHe+aB7HvL1q8+THRuA7npW82KA4LTQDOoc9h3W5YH2k90gsHMvOdBR0zGB/SXYiB9o83hY9Z8aUNIypz3WdU3XGe/8njQCbUjLvclhsZlgG0eKoKOvuEu9KsM0U4fKDZzHyJkLAIV7KFSYPXt5vVQ0BxyVdY8fcvJ+SYBB9oo/rAM4qRjpR0ijvJRANMefrQWakip/sNiqsBTR0bikJ0OBnMYKS00IhTlI8YEUagE6jCmQaJtpjJShjtOI1qthfJaorVPHvAOgDECqbVNVKCyNglHnNYuZQHVL2kARV34aVdDyjEXWAqjJQOlDvR0ouuNuUCAEJ5dFhyoJCqz3JPQpX8A0GOiA4hMYEyeLH0R8mKBDj06Ng84kuVDtXoEFhvBbE0mkLfnil+hftmkvtBMn3akUo6ZQBYjlT8J9MsGD+qAYWKhftdsgeVXTJUs+kXzJ4B+zTgJ6m0aG4cOtKxnaopadO40sWOQgnbQpOCXHGMHRpCpWfp1M50BzIMM1izaQX9pX4REs4c6zyBeQbSCzGxa4XOkEZzFWfEmSTuoTEOXjiN/p4nUQQpaUjlNTyE4XaBBmQp09LSkojC2OGnTb972yoFXvzgC+NFvHlWA/PKQi9MvHtiT/P7wgpBfIIDYcqXbnQlLWjlJlMSpyYtLg5vaOJGsMQxsPdEKLP++ND+eGWKjB5VWjmVgmFI32iIO+KC2aOPgyWbp5siAQSJdsOLRyun7BFMkST7gdmfCklbOgjBb5nTIb05numJ4aeWkcfCCqJSzTCic2IJxI5uzm2FItVnNUA45u4RJDm32SOOOnE0ieiKBUQULW3mu10k/gEaWgAjYOtkwieXx1HbpwxRz5RLPwZKZdyOPtosXT7LdSeZSwA0KO7Rd/ph8BuroZMEk1prHU9slygguM2RY/q2WUsK4ke3sbKNmR3a1XQ4hw8Aq+l3l1a9ovfN6YuXqMqFwopORa02XoD1tl0oxXxx88bwSazrXNiFkIwV1NUM5dBt8LPA8vD5PYhCP1yu5op3QY0V3MwzpLwrtO7EtWip/o59dCHhr5VXnmta7LIs5id0jjTv63r69tguULzwrue4SJjl615UPUwneZAdkxWkPdBLpJhE9UekkimU55E8cN6CHq0dnBe2TGkvCaNu+6AkhXgowWihdDJZGKcshbQEquY4U9TggJqqy9auxiw2OAH64gLDMGk9vtE/y3IDxcvR7erhWOytooZjYavmyF31LbPFRtE+YtPjiI0vn8ZBbc4Z8FRmCJm975alcGMAlV6p9Yoqgi50EHsRMAQaSObJX3lDxkIvrNLJKrUzEX1mwCMqjCsBVH/Ip5wzJDu45+uEFobOYAxshaWWLNpDigT3pFqKQ/p0V2mzZEiEQQGyVQoTmWPYxEMK3dcJyGPrQToJRIeULn0EgC44lk1pIJmW6aH35HYovfnSnaCevWVSYCFryZeCsNEws5HJfp8PAoEIL+WVQJ5cmUj4QgSymSya1khqGOq9cCdNtpBoQAmUtK5dog03qC07CBpQUaCS0kVVCttQR8QdptExQo6qNbIzydDPld0xe/JAaoC+BygyxmCpZuh0RHuSKRBbH2mbMBg+KD0o1UADKWpYNDitarEFAsRknwU5D0g6epWxipxwthg85YtIAiv0EKIY4EnZZIm+g2gYOHOM1W2BdgmUHDaRJdpNIl/ZAJ5EYzZ8AlT1xzjJvjBdLvDsTlWCMQPIkm1I6jDGd2r4eXFc68byTMR14jrMf2r8tq91FKZ6ZBbLDPS5p+ypZr4xAwSNsSvEzplM7JMrcE+bg8RBityuD0+YluKuyY7Pb0RV1Z2zIgiqmQg0p5TbOPPgqBoTe7CZjEo44jjhX2M8CtVo/J04rTqW8BmVjdyAGSOvXxZJKllh3CwGCP4likxXVwAfKawnvQ1eUnbHhPbClXcoCWjkI9bXsESiyTEcWPoljR5YVy+WTB7zOIBEAXpqo9wiPmiYqUJY6CgtYBugKdLtMwOE00HoVMGLo2gIez5eY26l408owwtRk28bj3Ond7YuEVs7BZZy1gc9B8POC4MLeH1oOw546fdsACN/TNOJ98UZhOpU87U6/80VC++IOBSgvGFcDptnR1pq0coGaXc45S6ctJyxfbI04JAkdfatLqrZOyJkUJGe8Cp4ePWwtg3bOSRzOIXt4nQZA6JpGvHJEHL7SfLCcO0O0rJraajF3ykGx11cvOQLnoNCvAMC2EyrtmYkmTkxl9CxJjtln9EWRpU6rIkP30JXjX2Zs37BUItpDAV5UuEcNSalWBGebJgMO3QAXIysIZGk7yFnZ5JqxlLAWZYlWdcVdsBlcCiLiPXLF2aLM03LFdtGyKyt6wkSSUV7Z6xfrcSvqtAS7HlmSnY2W0PuQ1AXjHSQQJRcmhe9xMbKGQJaWDE2LETTcLqBBhRGSSNoOoEqbAuzwMyaSAPPKXklDOmhgHjkVobkuRYOMNqxHjiQHDrkoBdP+/pmjBQuTogTPJj9QhPOsRhrtgwdNjgTSehkSlxCTNu/fV1JboBkPYSCxwYIf7xsebnp0+fWrp6ixFjG0WA8OVBa50rEcFYgp+NRWdRFAGdmhP6kR5Fu2BN9EPq61MAa6V3/BSa08vEQQh3CpNDsYU5oD29O3D0bmgfHkXqBhMp0jLdF2a6sCxegMtOrT3yJaErBO3zhFXIAmrrqFxAxxUN7UImu0GD7k6DxkQuWQT1FcWsTQLuhwAxJIao9yUsXhLoAWa8quNCPDszClqdyevmWo9P2AVNO1i04rMlNeKn8+L88LjzPYoh+t/WkP6GmStMzsQnm0JKy1abVQzFGKafEmialS4qBoC6A2abEGAXUSWfvsRCzScDxKS14vXBNBWMDoEIJUVWgA5lXN40c7oceKTkMrRt0BkkKjH08vFlQoPCVkuOrgGABMxrQCKKTQHugk0klY4kqfMmKkp6HSXsW02gYOHDsLx7TRJojcQUKrVSAi0k6r1WKa6PJEq02wRpBQq00gY46ZVqvVarXaBJGtGLRarRYTSYhWq9Va7tG0o73k4sVSq9VectmDtVrtpZTeps1bGiouJQ8tvAGDRQwK7iX65/LKChbwji55WjYxEshOHoKVyOVj4QdYx5itZbOjgCAPHsi2lqAwjARc4w4b7ZobRoNIKOBoML1cEgpYAsPJ8dCmKWIYeIavjvJBA3FDi2ZykxQrQW8ivHOWY1F7hm+KoLm5vvXE5xKHaSD4gwIrrRk7k4HSROgbuFvBgQdK4AWdfNoyG94AWhHZQWBmXXLQswVTYd3Qkul8Tir0EV01hpTQkqHx9aeEgS7XgMUlgFZPHWaPEO2YbKBRpMtuJ4ApwWATrjv5qGjFrCb2gXzQbcB+hpDCWjGENviwlXUeb8Asxa4kaqwtWK2YEnqiaob63ZcPW1KKaMU8kYWq+JFA8tACH4Ibj01aMVJU9Aypdh+ATBzQw1X6nIsYtGIeKObR3D4ZSjMJIlHZug/LGto2/FQPBn4gFcQkBilROo8mr5ZNaxU3q6k8L4GcBAmSyPUbJe60azgd33QY02nwxgQY0IxxxAR0tGIwsXcE7OGPnXoSLAZo6jP+SGjXSC14g4emx+gCiaBMCjFck4tOK0YMlR3BN50OwIM0CtoxUE5Au7DggjSh1OZM0aKBg3170gFs0JDAr0yK7uJ0gRaNHhk4j4c9hRlkAgnXsD60o0xLpovTMbN7UoauEnhb7ZkqbXGcAnuZlBUUG0ItGUdJOlZy3cJRhwRvVaQ9w+ic1oxTEzl+cT3DiYxSRFvmBZI5VAkwYcTxosX8erujxdRaTDDtpZY1gFoFTJ8+tJhNMgK12kswLT+tVqs9DNzSdrcBWi0OP1rtXasW7QGmCQtKR85sBXiPnHHL80MsqVOPGQ0Yg7jLjIFgjHCrz7TBS6c6QyuGaUknBgQVOvVs6eo75lYVpAmh0Bq6BNKK2VmdHoySOvFwl3QcfpoSRMGTqe3c5NGKeQGkM4xPQecdL5m9bg2cBJcN4vSrMNOOQVLrTJEhr9PO0WZ3G7B6uYdqgZbzO7Rj2vg6047I6AS9slMngY3f0kjBcaT4a+FDu8aPE9gFXhhjJuAOunCNKkXtGhNgb9QeEzxG3amTwAbHMvQmQRYqZmC6Ho9aNVMJ3oiJeRocRnBZJG0aSjo4TKPdaS+KWZcw7ZkeNsSa+tOZ1TI1WNozcyLikAjrDjx/JLBSBAqso3StmbdVBEX9C1VPEL2jLdOkgRxAcJ0EkzTMD2uksFJcCy0ZtTgxLPQUWfBgrUzRksnKdM5A9haPJQT8qdGO2bOmTgIb7/u+gu/7vu/7di0YPktdeyUNZdeeKYPBtVKMbK0RrT751drAskgtkCZ0YK3d1QzW7ilssLaEHwdYe8ZU5H3f930F3/d93w6B8UZGksxDDCLtrmb9RF+qkQU7+SgWA6QJHQ4oBldf2wEgD5D721PY3h7jbw4vYggmK715A8siuY4A2I5DA9emQrkq4ceh+/iT4LsAGmQmF2qOSQMEX0ykBqWdS86YinQeeEBccYmRmbaOjGj16XOBd/SWHYpZqYIXKUZ2ByFoytSUpWxUpPJKGsqeFeAt7IxUFqIiAgyfJW6mCodbQycHqFLnTBkMTKQGpZqHBew0tScfPJrSMSxrGt29TGhNX1QX1bddp/YsgkFTjvKsaZTiZbIK9EVxj33XxekuSPLoxz+bWROJyft0VuGLMIn07UZA11FBQ7/II5U1s/ZeCHj2H6WF6LuNTdv5Q6fbzJhlza3uOyHryB898r7f3mglMcrozitNObN1RvZ0huATWdBFsnDRVFbJ5EzVPFk/fiWeyAAJ0yb6DFExay4Ye7niNo+E5dT3VoEGFJeoH2QlWXNC1/vGl4/U2qTvuFO9Jdv1JJWPvuFEtRcMPfTjijGJaHv6s0tozgy0s59WaH6Ie6dvtTV9R62O5q5Z6TttS4tmgdQiwFb0vYWg9/i+aDY11ORM0S/ZJ5BXjwXVMnVK1QXuHGVNDFpeDamFn3RnSN9sQtoIDFRNpQcYEMIwDccoLGfqCZA1UmXjsVbcLP7WYa4k9M2toFcD9RzJhUvW5LD0in1q+SUNxlRtgiYgpqZvLhDNerYhI1ZIzZodlN6xH0B+aTPoe5/RQVQM0G+UCPW99dMi4FS1aJIQOfNNgGyOM02P5eJ9p6Fp1jUmGVGr6NstE75S4JCZtPBlTbInb4gTNJ4JRQWvPkf0aJwmOVMNkiwKN0KPffrqu62BVmDlVAdq8CVnmlHNfjHAvtDqgr7jQMDXHxzeLxkOsuaIvrfsjaBv6irtO+1J5xBpehQqQt9rMXzVkM1GCtj0rYZAM3BboQEF8tJ3HIO8ZoqZTo3QmDO52PiawoPBCynptiopfBBTcrJmC9PXrArOOzVC9j2XRIu5UmnEO6f58nHJSxUC64sCZfYt50Cb+dJHE4F6kC8lvbxYH0S80QcRnlTgNOUZJPlSUcG7ZDjni2TE6btujW7V/3REXFlz671mCi68k5g1fbel0aBIe3SdBDhfHjl9Ixga/tELwr7j+DQUTTUaypetfBl44Q3AB+uJhggu2cvUce/Ml352sql03CfSQfrejtGhp1b0meGUfNkkwctVI++RtKy6oNmvuM7oe0tH80GAR3/I65Avn5R4L/ClPlKamL7pUPOegCaatQsnZ1Yx42UGUcALWfroO45Nt2IY8TLosPqOG6C78JGhH6XAieDqzzPdfOnDQ/YzjF/bDX3GLKsFZxgobNE1mcw3X/JQkeUSocgPfT31LSemVXlofsfkkjW5Yq9ZWeo/cYb1vc3UgnmG9BkDdfKljiJZK3im/NABuUGfIzQSqZx82bG8GuyEPklzTd92gpnsw5xu3WyQM3n8hAYAzBeSTNE314uOIqaooXS46hvNi+az41CDwYN9o3HRfPi2aLDrVd9wNbKfl59mXaL0OMW1l8AvfdOJZiEtofC1wmXOjPmmuOFIXsjRqO84NnntMYNulXHW95ZPp6puZS9dnvLlFhgvmB8Qr/QErm+0Pk0Es4M244ihb24EvRqISY78YiJfftnzinGJ80u6TN9cS80qREUmIuJKvgyj946B2fwlGFd9b23oMwt0WjSpTr6Es5H1wUPBY7+K9I0Gp1W9xvKWH2X63nb94ZSO5lOkJV+6AcnayQl8rAMcfbdBakF6kvyqkC5rwgB8QYxR+agQpWVg6FHQvXy5/ZFFQfrjsUwUWEkps96ONoCqdOENsHxkTRlIXrJE1Y8iZNK32qQWVALmWRnK+kar1GKKaPSeLdy+0apoMDYAmg+NQj0kuFcsIGvWCH3FdiR91KC0vt/eTjtwmODrWZ6cuQRAVwCXLi9EhrDvuAjw9c7Nu7calS/dFHhFsL74pgikLF7oUiYq8uUKNdmhJPiFtqjoO02CHu1BxV8PQPpmU9GpZhIHfE2D6ntOFL6iyHZmyTyTL+eQec26LPkmPrlvrhx85bvyKogjpe+2q9dRBUa3LoiRMzVNdF8RPV5oFLLvOC+5CxcqnRqoKV+WMPAlueXghaYgaF2y5slgHOXLO29es8LMd2ok63tuTYvZk6kPJQFzZQOrt8oq7o0CxHk+WaIp6zDIlQeG3iUrMr7oxVvfdEg0lUkzbSTpTa7EcnuNFFB+EdSHvuWCaM5tRTNpXZErqbJvAc6jJ2rioe83GRoOgA0aCJ9crrTQ4F1wgMAbDZrsm7v0kZsn9Crpg5xpmaWLIpDbY5Wi9M1106FzXrqEUJFcqbXxcm2CPVJRD/1jps+clMiV2tK3a2vOI1Gd6DvtxhMa0WlWvm3fbUs5DBEEnbqGre+4A7q1Sf8OGZB9twXQjznotJcJRLmySEKWTbbphw5/9A0HpcEQltCMH+LkOEDlO6iYyZp5i6/Oo/lTnH0SQdjQn2m2ciX2Kvvp5cUPtfjR93ZJB9JwqhXASeVKsD+v1kGZT9Ia0LfcEK1Kxchz1mmQL/s8vmYw0T9h3jEsjNNjvMjlSgNfsl7M1PwQB8O+4bZ0lS4qugiQAX2zEWo4OpDoH2r+9C0nQKtWmPwsYS7ky1EprxnX0D99gdM3W6t+4+mAByHSkjWF4L25SIWfEgSmbzu8TEZhUrduKubLMUYoBbKPLzTZWZp9oI2S+uRKEF+vhjqon9QNjROGlfcw++sbDYgexSLUGcKcvtVCaEm5G3pLIBV9w93JQQyA0KyAhPRdl3NToAr4emA1X34gnQLFwJYXapzRd1qqhpSwqLtMgeq7DY5WNeLjf+tQcYJGcEZI31uhX03B1acOnuTMxq4uESP6sXV2fbOhajkFcTQoHdRMeUoge5iE4rE3svreDtBuEzZoO3W8ZErTBNnBSKTHvtArkENQmyJokjMXF7uIemg8lgea1dOcI9nO5MoU/4pZZfmlDXf65oLRrFX0cl8gm1zJgsA79mLrl/q6+t5zHjWKiD6NAaPvuDuvDR5a+OqDTL7U4ILTke3ECzFJ7NsNAnwlCs0VpKzkyrTrG8JswTMh8PwEk4AnrpiTNYk0ebm88PiqKMG+9xv95onVdgbjvPDU0KNznGTKPmpZFGwlHjsV2XeaFc06OiIL0ST6Vsu69UZajtvxoe82Ce+SRg1f9VhFvL1alApn32kkdBgqUVyxTugonT3cq81Vxrx6ecUIAT+qdE3fbWqaSwEfXBJDXNY8zL4T3lp8FWNc326fPzS5BL5mL+RLLy5dI1I1L+QFQN9crO6TJAqHA3BlzABTr1hS30ttsfW9TaP5QO5xD++gjCmAwhtmWflSYEr6dsuii0zY0aVhCDKlHbLsER27F/Jy2fdbAl3gD5k2JdAjU4LC2QJUVi+0hapvtzV9hQkUjllELWsqAnkfKAj0VX8i9I0GSPehs8M1UDr2TfcFX0Mkdb4BU82VdRpeMzb7nQAw9U23Ab6CSOqMYwMzV9aVvWZq6LxTgDx9o6HRfOCw4R3QpPKlnRR9r8HQV7jweGaKDn2zbdBChyR06Zsbfdtxdesm2pNx0XJljP6a7TvvxCin7+0efla5QIcOWpAz+1a7nzzmfmiNsW+4M3oNhRi6b25GluSsew/oub0RkSR9v23CVxENOvekxei7bkx7KRLVjzbkZMlNHu+T9vJFTcJ4SnmjKeWUyJJJ/LxLNm580QzEvuW86C53UG+GXmZJzCOvgSN0nqhnEGAO9J4uLn1vOz/yRZteNZ2TLycgdlGwxXnslGbfaaAPBIQZ3QqV5U6GJJobj8iSVwLfCRoi/wgTQ99vBLSRC4M0Fca+LPmYJPtnwuATFYnomzumQ/9c0GdONGRJLWPeLgoCHmmqVJSoiz57G7OkFtG3S0TiI1k56ZsLiKM9HWo8af7kzL2p7ppAg35oCJ++20joSDM/NBcTjVlS0Swbh0LhD03q9b3d8rHWSatueZEvIXx26WCpx1pw0ncbGed+3dB3UrTmTL0sXThbWPxQJI2+6yJkPKs8zcrmSqZMY+XV2WnkhRoF+36zoMU0KKARt5TpOy2Uu4hkofN4kOwbjov2gvhBO8IBTGzT1J9ZkrJk4Wn2E8fqD61x6RvugmYVAvaBfphyZQo4fdv5yGRwnHSrkrxMacbFBSFNLi9Eee0bLclL8QNCrwIQ0Pcbai7METRrWpm+1c70HUwqeiv21PdWSL8JIIPjpZjKmEqmb17Q5akKHPbNdqWNyMGiqUhp9s02SJtqG5pA10iWTPP4bnix90l8rPpWC6MrkYjQniFeP0xk6AtHb99bWKNSwcp0QuWyZJsur4c+21eCsxEEylS/6QGyZN+WrBHBpsd+ieq7biojBSGDrw1QM+UYG1OwaB1fSFNL329V9GmV/lULobnyjs4rAg3nQ/nQfb8p0aaqN761wVWu/LH0ihhz+FB5inRsVDUohStZMm9HNpEFj8f6wND3dk6n2YH4H5csYz5deL3AwE/lg61vtlQugPCCNuVjkC8THHUNKeU8toaYvute6Ew4Mm6lj4ysqbn2PglO/dUhjFXSFDnSyVqWpMP4it0Q/CW4tO8dRpvyQdADrLT6hkPMTnw6wFcHdWhIwzggAr++txod5A0O/SZNRN92jJqSDxv3PEIlaxop8i6NKv1VF6W+2e5o09Iy/Jqf+rYDoSfHEPmWAD6y5pEXr9KT96/aiE4CqsG1DCHtNXICLzhZMnTGG8IPwDN5KZB8codvAazsexvrT08qPJH7ljGpgrxcLT58VZNX326d8PWCXUaSGpMlRffeEC/imVwk9s1l0l5fqEfz6GXJHBWyKEi9PFaJyIkWE7SeVDh9tz1pBhDqaECi3SxZo0pWu0Hzhfz86LtNSi/Ys6UBDZqTJWs8yb5oqF7IT1grHgNZbOi0b7lOTthPNZnSsZx5Qy42oGPziToX++ZC6VE7dtwLzIlcOYTyFbOEP6qUDlcX7ujhSN9vAzpXBT3h6werTIlF28VSIXkhLU/6XhsDX8ESZKEccnyESnlYkVOuDLR8w0B4eSkVa32rNekGgnEaEBUXfdMBckbACBrM2J2cOSNPXLTZ54uYeujAJ93H80a+jGrStWLgxQ9hEekbDgBfBNRAgxkjpu+2r5eBDdOtH7wyJYfrZviD8EKClPT9pkD31kZupA5qxkyQ5GWgR/StuAj7RvPTeyaQcRBvQfpG+8FzgQJ6dAFY33BUNJ9qD77GRpmsGSXFe20R4LHSaBmjo0Hvscvmy6ewbhc8hj+koUrf2y2Nx/MER+PhJ1cWTnk7uHF4KT+cfaNN4R20SprPHbDWJT+eTM0wS6ruvWZ3zLxTY5O+uQj4maKRDi39ki+b1nQ/s9z5oRZW+rYD45RoJGhPKnDOhGEgXqqB5ItmFOnb7tWtMdx++8HIkqt075lS3Ttxkvat5uLXrPboVkPUvuNiLtnBid6Sp0nfdZn6CqEHjZlJmSEx2HmTvia/6I3St12k9jyypCn7RGVIry7v0h8kX0RH1LfckT6DII8WPBTMkBsUX6zDO28UwkrfcIiaTYFBmg/qSYb0AOdFICb2RpIa+la78HNug3QrDLm+6zh1awSphzGnRZZkNXvNQrfeSU1V31wCH5nFVK8K8pEpuza6KEpHPJapqu+4Sh0lSYyGssXLkBIAvQKiMp/oUOO54cbVnqj6hkOjp2Dm4E2yeGbMBnbeAxHw3mqShygAPX0Wgy9DkviXK4/7SFrf91aN5rO21WBbAhnyxNaLIcGNR+J6kGzVordw32TIA1iyc8DqfggJBBh5mhWzr2/shRwl9E3XJvfZ1WlWzMYsyTbEC5RHgxdynNA3t0hPwaLjTuBy9L3d2o+fBH1hx4AMqcLG+wUmwSNRodJ3nAbdioDrb3Qo7NsNhSbDpIIuhK9nMEN1oJ9EFgj0JxgAGfKqTPbzUe6H0gb0/faULe3M9GrXQt9bHf/5RYhO1aInU0J57PZYPPNYr72+297oOiCcvA7qVdbkclnQKE2f5Zak7+2mJvK2pM0wiZIhqWBkr/xI80MOoPrm4tFRNg/oJ2y++rYbkskOD3XrkmyWTHu7ZNzVvZCkj77V6mi6JgIclG5s1c7aS24Z9r3WQmPKEdJXFt/0DWci/1W60ayMJfpG45oPljO6A5yyIHwk9ZsNQxnS6SiLZInRYz3TAFV40hBAEVObsvKbAYoZ8k3DC1ZC7JV2ZKlOlWUuLzhkyLj3/aANfKXuX99vNbTpIgYeIHFNniTCe0VQ5ngoxQJ9oxXqQQSs2gyYY9/bNfpMRhEuCsBC1sTSmP3UgequaEwxBPwKHdaMyfX5OjWB8leVXVYHVciRSf4yZF3dK+aAxS9pANP31lGfkdPjgifc5EpKIa8XUdpTIcnsO+1Lm3kwwkVPnOgbjg6fYvenm7R25UyuZnxgb3gjQB992yFqytE67mkEQca8oPcu7YH7Ky6XqicAZc8EjX1voWixqU+9R8xThjRwln2Rh/WxF+j6jrsQ5+jBha93qlnSxCNnFEHSF1Iiou82QC3oBAaOxU3kSaW1l6wIk48igf0kM4YnjjDNlZhtL1eaJV8V9aPvNz7O4SkaiRmpnLmmIV4wosIbhWbpO86O/+Hl0GkoxMmXBKTiAFAIn0gvRJ+iQ4/q2cyQA4iyKLz8PXYJz84FdB4FHPrexukMcoHcz4NBWZOLaLaTjNFrWeDQNxsqvxIT0oIa3zKlERZdzSZ/HrvFTN9xGzTkYCbvwsGobzYj/Dvx6CQ8hICREoYzMpiRKzPJvBbIFL9Kw1nf3FH9IIpPA4qLzJAALmQ3FIG9EGmAvrlL+BA3bzoNk6i+5WjwQRspdBk3HvJlADVxgSFfT7TkTN9wb/D1xpA2RRlbhtTh5i1TEeaZRon6VhPUgrZGcC02BX2jLeoxTj69Z0iFvtMANZgOgJxRDoG+Nxle1WRNCxo163ttDL5uoWUFRlj0/XbW6YaPFL6aaJMlzdZ0AXCkFwpjOBrnknsBUsqTT3uvmJGfjyIV0XdcGHz9keH90BQgQ/KI85YlJn4TF56+5frowshDToZFzpjaxNfAji2P1dbl0jiCRyaa6dstTBOy2nEycPD6ZnvR+SlCAnxl4/KjAS/VeiJNjfJBoweyJpm17CP84bUcpfTN1YOvfHGy3SLOvtFg8FeBCD2qx/ve5uFhTBo0nwJsMuVk3N2SRf9QhrG+37buALjwI6xsuZIJ1sugwoK36iDE0U0L7SXxtG+1OA8zwQBfr0p9x21mMBO86FQzJ/JjoCdflmVaXghJkL7RyHSoXRFeIu1N32l5HMyOHprx8LRvO0vduuTwyXaSDLm39prFWXynRko8UTv4Woi8PIlV4e1QJMxPCTHoW04qXyFTQauSSeVHQGG+Dv8KXyhzSd/cBPzssU6HDkLMlJFOup9eQPxQi+/bbgentPNFeza5y5aoe+IlK4NC8M8xdHTiiM+ciaJB3DVB6ZGmuJ9pKnXimJ+ciSJB3GXB7pGm2mDR66IvhdjlRiskXqUrxC8aC+zbDlJ7FiHUlKN+cuOVy3fJz4QvmiPVrR5CX66EjgzJtwZMa990XnSVaxhdpLJMbqQi4TWqJPJFU0n6fnOh4Zz50ECuZXIjGT3vAjqMb2TK1bdbED1nhqa2sScyN54Bex9kffijC0D63ur5yC9m9KqgxSwJBqKLIo6Qxz4V6PsNhD5SSUF3E0y58cmFrKCN44maJvvegmU5fRw5qpvKrKlmSlYP0cxr7dkRelpEnxFiyI1viLxcPPtIWAn65pJmMTIs6NTuVt9ulxoHlgFczp+6jPnhs32q3j4L7E3f2xD6z9KptiDZlxvriL7ZFfuRyHTou01JP/5BoLuM8cyNSFizbEL3/NCjg77d3gxFsatXAVj23Yanzzj4oQWLkMEJw3l8jsiTCbavDmTyU51HoBkudAINR3Ljne6rVQv7pAUs+t4GPhc9W1q1SZslNyx1cezxeqwFxsRtmf7U4pcbi1hmP6FWf6gts2+5F1rVsu87QXTIkIJA3rIdbv4pybVvuA66SuEXXYTpSt9sOzQcLoP6x9lp33MwuBK9It0p2ZctBZHGVKREvqgVsW+7DRnEkqduVbIkP4ZScb15C/FCRbD0vRZIGyFQQ1Nxg9n31qLjBGHBfWzEvrddciTmHr46KEjWjAMiiyLS8beskvTtFkOvVgh8JmVu+k4Dy4wv5jjr1xqvDtrNjj65URIvqwTPj8eG6SNiwP80MFfGQ++UFeJfbQjQdxsVrQr45vuQp77ViDTkpanuwgJG39sn3kaOqtb7ksqZIuDid09/UpVn39sPb+OjT+utVgWCZNMINvM00cOlp/TQZktAfvGVnveNNKAJ1IVKH0hi2bdbG74DkYmWs6AsUyLC6I5+AXsiAGj6foM1Eh5uOCeCoO9t0aO2dunTs8YsqR3QFQxS5bF2nH23GfImaCM0p1Rq32uAuA4LMbQcSA99cyfo1S6DfAlnJzeWennFNtv8EgQRbx+MtJ3HNblRMVCWELbx2Bte+uAjDz31zJhmdtnPIRo+Kw2Pvrka9OqfQDkSEIPcaJriFcuj55d0gb65FnRZHRIuGsNNxjQLzYI5M/pZcST7TrvSIfhYclE1ve+tE22mMAonUnggT0ZIfTPgeHuqB9Q3nBHXwyLSbdxkyZSFE7qpQgueSHug77UGWcKSV79Gdfa97Xxp56JPEdWwnuGR97qyciNqmXcMj+YvBQ727XaVu56w6NcCqFnzjonsldqZ3yJRom80OTqMAwfOBylL33IAXkmsGPjqA0B+nNPFqXiq9kJH7PRtV6cp14RxzxeQK6mMvUtIwP5KC7bvOBzdtyQ6+PqjLj/KSeJEAkn5QkgefFhwR/PxmsyNg91sHRUNj0XgRxAQLfzqyIcM2Uj6gvgL8VFlHeDc4NB2yFLbiPboOxogfJrBwRPPrvJkhffl6ntfBaW95JzQo3SIcmNgn2yKIhePZcLQNcjI/URpkDFPqGW7lfu1Xqe+08jo1gBZMl4dHX23gXjNpOnB17zRvumM6MarIv8CqESuvGL6GsXgj5WgQt9wJHTjATb8S+hc33Cw1oaTzH6dwSVr7knx5UZJi9+6g687jrQLNidkxwJlb9kPJ98UYAqECJwaEBwgS1oQ6z6hkOexdHqM3qnCvbYIZcjJFK8YkP1Rg0D73mauRwCVXqEBQM7kQBZ7YNPllbhy+l6LA1/FRmQCLuj0mTHHNSRAy5CUoW/Yo5mXYrCg77ckLZR1Q5e6aZEb9aqyBrh6XujMgL7VkGjPUidO+YZB32gXONcAMfoP01LfbjX0FbM7PJPqL09+jb0O9F58laDHvtHu6D4WoviGLIh906XB1w9nOvPsHciORwDestGydxr60/fbG74IJ0GH+UrR91rdX50wgq8QNvtOu/I+mww0XAKs7zRAvIueIv04OqjvNT1tZczmmVyO7BTQXmNo5MzXRSx2I+6XYNS+2RxoLJY+XepkTN9xZjIX0wA6dXVGbvSRvyJTxL1QkSB9y6X4vrl0PIwfIFox77PlnMeYa1D0kbA/+oZb0nrvFN7GC4lcCSZLFhUSx2MFSlWiH4QEt+y49PWaPSB9p0YzfW+t8LMYVLQogM4s6WCx+2kF4Ie4qH1zF59wQhvNWkNEfhzT2A2xguuxV6y+7VZwyjtf2rNJlUypJyZeQvT8IhlY+t4W6TtznpxbZJchjWi+HfKMn5p60neaE/4nyBdNge9H33Q0NJjECJpRAZ28SILHKwWB8IvCHOibC/PPMwt0ogjJbCmnNe7CCvFIVDL6rnOgvdAV0Y6pn3lxBIUXiorOF2369b3NOi8wlbsJm+qby/mfzjktwY6cnPlFIh7b0/qlH5sjaUo1W3mxTO5d2vzyRTG8+rbrf/rBMUnfb2LgqxiTTtI6Fn2jPek8j168xQezvt1GaDoUtGgaGXpeVJPyPhiD9kdgjV0wvSroLj+K4eqmUOJ8LBJf3294GkmnoeYnGuRFODM7iMXmE2XBd3ok6u0ka17kqngnqL39URK47y0fTsaSURem/ciWcY7iC27wPJIJAEcfeOrG0XddH89EUtRXsgUyJR6U2CkPly+qjNL325Q2cslGU8lQlBe1XhZQ3N0TFcX1jWaGk7mgqg2pFvvekshuTOzxVCssGZOLzeJ9aXitO1B9c+twF6kodB4qL1lygWlXzQm1Hxo0Eqp6qM/48uRFOLuXi63ykbRY+26Ly55dHVoVQ4S+44o4pg8R+kqXsSly7mhVUGx+BJPZlcNTe+yDHX3HTWoocnJ4FGyQPLmhx6uVdeWtzpj27SZD20gC43M2o3IlGQnZPVMxPmvEte85AHrVApRf4pkhO0opvWaBKf5JyJq+09jwFng1dB6+pb65U3Qaw0f9J5SUeMaqP8vUyItde9nPItgf2oB9w2VqL6RbtOMW27dbCT6o7IJmOhrKmVyTcQgfL56pi4x0yR8NJSNAXqSh44W7/D5JR7bvLRJNJMIcbUYNkbxYQSl7JVLCD2Wh9j3XyZPUfdAv6SNT/uDGVFsivshPt2+2Q52kaqu5U4C+7YJksjc03bpkT26k0frkjXN8ock+faNNeSiGXPRqFVXfbBf0kbMOukNJc2cPmGaTEFVEzg9fJUKVMeM2ZNFa1X5ri9TUrVAPEHyQF3G0vRvClH0SILTIPoH4KqAJGVOuK5vC7M9vNXDQd91XbhpAAL4iqMyNMlZMkXIk+UKRVoI8wtBvYMTIiw4gs0d6bD52jFLfbY9aVU7MW5FB2ncaktyHRAFnJdNC0CkHXUWjQd90WdozQLTAV7O93AgDBWfWHQYvBFnV95sRbUq6+a2FVLJj1r8iPmR4qLwnfW9n6DTYJPzPjlGGlCL0epFQ8lR5ILreHh66KpYr2YjIfjLA81lj5lb/RMmRgnrkRbyuVyxV6ZeymL65ZXqVVDRH8m3zIh78jgXo8UvwAtMlXnSAP2V9v5HheFuyaDdH9LLk1WT3FEnPE1EA0TfclDxVhwhfEbTBY2ui3ySJ9Y1WQqORJOSAlwP6tsPTlHTMcM8nX/IkCAfv0hcpf7Wlr2+2MNpUTBUOoM6QjuIGLSMPW7YkwybWAMb0k6To9b1VosUG0dB7JpPkRSsJWRlzRh7rYLBvuwdaUgwi38Jty5MhGLxKJzz81ZxNp4VJg47V6RuNUMMWoPA+Uzz03SZDCzKAg2stasiOC+BeEGRsH7UG99nFCk90kZohO7NerjJ1vkqKQt9xnFryjcG3jJbo+40IZ3VikRszqPXNXdJen2561M5UXpTKkk2xpOaxSk76dhMDX7N1eYhOLy/+wW+IJf5MbkD6pjvAWREQ5kRWwpypAEFshnXwTaoz+t5uah9g0exXPLC+uWX0l7Ie3HEAmQzJg7wVONu+Cq1N33Qs9GLnIQeDR0GeNHN7i/jeHsuCZL9z4n/MOObKOYBZKCNUX8uDUt9tQ7qBk5AGdIUxLz79ZbOHHy+EmvvoFw5oQlPfcDy0YUwE+xXHjox5Q8sXGdQQvwXETN9wPrQfsLL0Kw7IjHnjyxeZTKTfArKmAZkPDahKWX583mVS2vZYNgC6iQNZ7itO39s6ehSPIffyTMqOECy8YmVXH0XK2PfbnE4swsY/85r0vXYHvo7VyQK+0PXN9gO+ts3QbgFR2rppl8mUBuRMrRex2Z4Q79R4pO82OdxzDIWuNNyZUgZVHGFGij+ieyHKlECf+YDS9/aOi7Zo0mVzZmTLLn9isC3jKykp7NsOBG+dgyNnV0jlzKzM+EyJ9J2iKPWNVoA7UEOoAQVuScWJ4aRrUnKlHT/ZSyU0XquPRt9zDfrenPIi4uNrxmjhm7q9b7dUfogHiBbzJUbfbTP4FsY/LflMmRJGZCzhDYs/SizgYEoGDehvsG+6F5wxSVGDyTzNkk09Lsox90VGXX2/7WkAkZfalLMuLx4tfqUyYPNCVE70vT3keU5Kj15n5EdOvS6VU9YfsvLSN1uBTlSpMfD1rK5vtRl8Sxaqnnzh2TeaEs4H66XDuHT6VpvjW8gu9aRW2/fbHL5Y44AOM+Gy77UMGktYD47Z9KLvtrGvO4FAt6YwkhvTuLoX8qC90B8CfaPZ4C+dOz2qJqbvrRY+CppCe6kRlC09v2IxrLZf2lCn762VxhMEk6chvsiOXYJvB6j+UqYq+uZ2/h+ZBs1aJE9u3EjdsEUaL5SaNvhkgF958fHqNevj8k6NcWeKFnSoaYn8CEWu+xn44YfSKvu265zSDxLtqQmXJZMiY6asOV8U99a3HSevJIClPRM5s2SSYcxUofKL5Mz6pkugw/hh0Ip0XmTEN6HvVACzL3JT5fPKAJ0Yt5Qp58bEXDOYPJJWhb7tQDwIClG8VcmEjJn39GQNJYnfCix8sqop6WRmxDUh3iUwFr7Irs4ZHodakIkzI9KJe7Eg5bzRCa6+1cLerQmnbgWyou+4tJeBxgVv7drSd92ibqV6+hpSZOTFSKnXLI/LO8Ux03fcp47SKamfQCHMiGIEvANC9HmiwTRRcOzQT1ClZMRPN+8ALOkTCRbom6vgI7H06VVBULmxhVE3xVTaY5GE9L1LNR4uL7424UOP60xU8Pa9R/Wd+Itvpwj0ze06j5VRzSIrICP+qfBaYHr7ozlnfXMlc5oxiDo1RZm+4froKXAUdzKBTIbswvlutSK+VRHD0EBI+iyJhowYSL9cpgkeqUpK325NHgmFJXw1jkHf2zCaz2Oe9rBBLyOS5nkx1GE+Ulybvuk685A1UJp18DQvCoDhBUgIywsdyetwrZ2WLrI5kylGLILM0UPZmCFFyhXuhAzVkxV/XApUgAz5ZfTNOpH1VnZm9P32o19dfOncojYoZy4RiUUc8fJQhrnvuRKvKYgFX92BJmP6lXGe+ET6rUMBfcdd6VYlKM9jClDfW1O9ZjSr+Vo06Vtuilblg+WhkKblRcsfr9kNBf/EmKPvOa4/YpjEV9WQMqbfHyda1KDfOuzQd1vWZ1hF6EA7HkfKHt5DBZjs+GZf7SfCT3kaJpah6s8zDjJiR8t+8rX4ITTOvt0OcFI3cPQTgMps2ZniEB08n0lLajAujzZzrZIRO/WyWTzp/JCDLyJ21mgzLTxkxE6wLBY1lD+kIE7fbQK0FCg2/SQGg77bvGi6uSkOyqHnybSuLOhX5mfBWBuUlUc3AcLIiK1+XngJg0/6y/a95aA3EWjquEMLu6I/us4ZI/lxCVL3zpaJH8rC2LedXCZTMUO3bsbIiq1zoDR90S9kOadvNTFaTtUJB33S1zccVxZEotKsel19c71y5RAAfBUMW64UBCXLgozFbzHY6pu7IUcKcsNX/5jJlaRJ2RRoi7/lAKvvtBYZEQzMWV3M6HPd0xw6c9/cucxYhYSzPjDKlaSXWRKLeL8VAa3vtEHOmuTPA7pR0jdXjXZhZcXznMV5kk0zq2az67OgWOmb7oWWz5Qf+OqBMiumZuE0SkLxQo8Y+uaO0amDEr7MX+igDZW6acIIVS+qrKVp58ShAi/YlwCvlIWub7WrHGPNlreqqFwtxfORe3VypoEXsdgRkI8iNdE314yjkrrJcPIIDlbm0GX68L63SHq7oEjfsVSREZN0ZgUVVD62bds3N0ufHUnBQwMV5sk2q+wnGA6fxUat77gmnspUldtYlmVLKWNxmVeKb0qwV0395EjuaE48IvCKeen4pQ2OfaMF4Kgw+F4PYhgjVSldGhUkN5aZdR23ZD5WcK/vNkGO1ajGBbEAzZiKcboStAt+i4SeLqeJrkFEMFOimcUaUgB+0iUMSjZOuGenY4ZEY/Quxej8Kys/+k4Twb0c53A/1xc06ppoOh2a9N0GRbe+n2zWV5oTmfgLYjPALwXSqjN0vtLlxNgLp/cUImVEzQRZGUqCj80A1zdaKN+wYgLvI1bU93YBR40Q4vesOcyYrZGxByuxl+LDoU6jFP2Cba5vLhrHkKq5n1wkYz5G6Zb4ot864FXnzw9dF2ZDpnRBJN5A4/CT2ph5cdF8FM9RxoRU6qL48fVbWFD63kbxU070gqDkMiYrnbgDX/qpAZifYThPTGGWHT+gvlx1RL9KakffbTy0IAQxeFae1bzY5MJLBgjlo1hk9v0Gyb+NAJ2Ew4YsCUA1VvBp543yaPUdZ4L/Xcl0GiHd/HipGgMAROeJ9sissNi0IC9vbgQBoavJxOKxfE/fbFb4p6Cjk4SKefkx06NyrhnRUjOLAgaax04t6RtthM7wNIj7KVPSN7eIBuMiyxkpjbKjmOZrwUzFV42R9k3ngLM6yJATuXLZcrNMbJZGxjetWhii4lOrKXDZN9wRzvoZmYWcmPLSJskfuaSy49igt4JT2Fe9UOx7f3KqvhGa9MpI32o8dKA/BvjWH5W+0QQ12Zo7eo8Izb7f3DrLdH3CVxWTWdGPZveqwcILaUHtO81Rf8FzyBtXjHU8LbhXlbC8KGXoFSND91GmmX3vOnyLkk8HGnSm77g1+PrjLWsaY0PZjNNv0orom3ulR6P0uBaPi7woRc8rFmTKSzkh9Y1GyvdQouFjHrT6dkPiWUwQastuiRy5GhhDuNLnj1qw9o0GxfsQOfkaDWj6tkvjrUqwMgisx2yJJENsxsLLOzHO6TvNBw+FKuMmwCzp2y2LE7JAosuc8elbbowuxFrkZJ6EyJBvPrwGYnQ9VgzHvt3+tOEWIieTxNf3dgnvs+ID14BEMmP6kYozGJ55qi7kjsBNLufLKGMiWdKtdGPktQTjvt1EfIOmKfj61JcV+fB1p9pKX8gMgL7V/PAskkq0pQ4ifbMZ6ZQypQV8ndt9byHA1xxqtEKUWPtGg+OiI6K0WVucvt0aaEIfBHgZLxB9swnpzHJ6B766mfW9PeWhrAb4mY80GXNPZ8zVmb8KCqtvtzGdSPwe9CucU99vZnqAZB9taiLOiIxE2QB1kC90hUXfXECuJwkPjmIsLmOKAsYW2Lq+KsNk33M14OvWS+fklZycuGX0minp/KYwjX1vX85nxo+vwbTLmEzGdKPAnb1WB6knvSpOagZFnozRlq20s/Nagxb6livtnCEgTr++6MuWQlFfdaxmv2XYoLGu8y9qCPQdZ0QDHjHjaOoaM2ScJK8ALaaPdWRO33MwOiOJROhX7lm2xA74KkvA+luGCBapfNEJmJe+qdjM8bwLiEz3s8ZLpyrkyRkPso6BCV6LMrLvtywuJs0DR/SxIREFBP75qSNjTlnT/ewC91lsMvTdltqvO5K0Kqhw9R3ng3M5BMMj55z65sbhjm5K/IsAOhkzruuukRL7LCdU+l77oqv8AeJFMo3RUCPt5YQvU44YisXAUPglfaXvOEOOBooXB4QzZEw3iLFWGIu3KjOgbzgHfImZBDy+ASZjZsHronr5x8oz2XccYv5E3KBToWDIiIaBX5mAul7ICY6+57r8cw0WT6zaGVPNVzxFBs1fafjrWy6zX2swanWSrmxpGRmXAfL4J0jEyS1+Wksjh/zoCCBeKtPxRS4o9G0nhHsu6eKUehIzJpkv8RIYPX+1BbJvuxK6dfP6ZIY3ciIDAa/Z6/ROjKZniWp0qClrbtTwoftZAs0PbZP0TSfH+xgC3MgqgIwZJklcBAXzsShg+7aDwin5+NCeRyrkx0YbMdMS2xfJSeib+8j/aDVdoXEsU5oJxmO8zS/RwfgEc6kTV9TIkYOSxFyx4iNhTfUdx0OnCTCq/7hss6Ed16sFuOKN4jj0bZfjyQrjeOuSu2x5lFohctHHbxkW8IylaMo2ntmQS+FdgvH5RTQ29E0XqquoXXURDJfZUO30NUK0/KIEh1K2xNFOKtmyYYsaL4EO/IkgJft++6DhRMbpHzmw2XBGk5dBU9UbsXb73srJedxMaVQ3zL63Vz6Sy6VXT7+yoh04XRRrVo+VyuNHCYWzHvHrm9uo9cgJ0Cnq2mRDHpivBShB/ggQhb65CXQooCF9xmRONvQR9XKRnj7SmkxGzapOZQzS9zajQbcM4nJsJEDCJeouNDxkQxFpsm74mH4IEe6bu0c7jtnUXjZRs6GIouyaNH9+SMiXvt84+7XNqnPTiGm2hAwQi2Dj5KF+8L63G7SbrJDOs0RMTPugP7m82ZBsQ/azyI8fSivqm+2PjkNogvd4g5YXPblerQXCT3Gp0rcdgOwmBKpbTRzIiENGvSaEpXghxiB9y+l5JlmY8NUqKNnSCZUzRueP3yoEHcREgE4CrRAn6oC+G3Tsl2wagRRSNtwj8moVaH6ShbW+4bi6CiA/rYmpdtqB35G+yIueSl49A8RPqanRdxsnnxuhqEGHNMmN2SBd0KjrD3XT9C1XQqvyYZ87iZATKXR4yxoB/BOUM31vT7WTqyo9Be6qb7dCPsiNpkaCWTOl2GYMAvTwmcwU/PDSrUt0RvTD7CqCNfVCkA363iL+6JQ2/LRVte9tmxz5JslXTa/kyTs7WRQ9lvwWVl/fm4uOcyGO381N6FsNAG/1yvI6vLj63jLgbKQI0XtXY3JknznxO4n0SKrZvrdV+hROYf7T2iMbEgnydgC9vpKXmr7h3H6PDDgcNeszW1JNcp7hBvgtGl19z5FqJJFbnLegkB1b7HmnTkj9VRmTvjcpbxMBixbyI1DfWyrehogRrfcVcmSfN9Y2bT8JqbRvuTXe5I5NT6lDlR8LQ8RXRCjfSDsi0mpJc1EN7LutUqvCePNVArX1DfdBn/6p8KOMhTmx68xbxmHEQ5H469vNk+vI+6Ll0OiQGzPA3T6BXvzQqoOeWkRv6SH2vU16U8w0+tTGgazo5ks3sIjUY+kO+0Zj5atSonwm2l3fdJHaiGbDqeDAkx23hTdqCuhfwVjsu40JZyII1px3c31znegVI7g8z6mPDNmnKovmkMBn9dK+39I0kiRHzv+cKL1xQxPVYbEaKO0j2xTJloQmYjHMIh9VuqfvNTc8B1YYLScUDpyLGdpOCsRs+MWzhTUMPJZGAFTLJw/KeKXvLQHdBhpH2xnElg2/uLKDNuQ8li7bN7eJrwaR8kaQqMiWg3As9uDtpaYs++ZW6bPNNB4KSC9DjpZmP7sg+aw1bvpWc8xnbVJ46xcwq6RIcqQRG9lQcc4rpiPplxJzCkA7vLVyTJ7Uu5CNUMb1WyWelIngoptkMqSfJlkwV1s+C9So763nSd3S6NN4DtGTGV0KpEtWXIOly6iH5LF8b9/bK1xVyqDvlMzZUvBFHOYizEuZONN3mpIGAQYJ3wMl1p9y3pod2bCx8h1THfNLiFf6Xsu5wdqgfr2is6PVgJYTQU/oG/dUoiM7qvV5l9Iw/tUWxr7dKmQKAv70q9FantxzkLVygvNbLpj0LVf1YvmkhK89CmREIHI4DX/IvZAUrL7b6uhWOnRyh0i0bBhp4QUx+s9U4LFvOAK8s4mGXhJhQ34ETI0VGHW9URYLcYCCaDsD3jE3Tr7HscsUTz6a50y2ZICnm4KFlt9qsOUTSxlPfHOSF8d0eblcGH5VU1/fXC6eHeTHR3N4ZssGad0WFSb81oIFXlkC6VE8V9lwAo4sijiAj2VyUlHCjesR4db3WxXO6lUhJ/al9j3nhq/2mZEfLW9kSu2G2ExLjm/SQ6PvNrj31GoLfMWD0urkJgPh4+wbrUpLGEXlf8iA9r0FwVFMWeJ6FNdkywkjunksKl8Lj9H2iCYVAdU3Ggfu5wkTv3D90HfbD52liagFSVjNhg58ZCcEIn0hOzf6bjPjgVaK9BnPG31zJehRPDW4V5WknLjBzivm5cVHme7oY3aGb8igpe+1H9yKqKDONNLZN5oEroevgE5xQq3vrYrOuahO+Nojse8tl/tBAccx/Bllyx5S8dcJK0+lY7XvOD3e2qqaL+yA6psbQPfho+Iw95ATO+xXTIKIl1oQp+85HRxxCE2LkTTLjRC6YuwbCU/0Bk3rEp3JKnumzDAVmxHueKfGEH1vA+k+Xlz4BrGvnNhh8w3zo/lSFaL07Xb3Vhe28DXBWUbEkdp1AmzzQmLg+t4q8j6hNnhes5ktdwDGXgpOn6rImo8IUzzOjiPZ0gtBF1MKymvttfZdh9qvAB7kCVMtMuUFLbFZ3px32vKnbzdUjTWjoUubtMmGCUKz2CJoL1SGMfSUAz8rHMqWNwZjrjOsXxUVo++0BzwxD4x/WkHte0sHvuotaoUQaOm7TYomIiiGmwFE7Hv7h7MRMIbzZfv0Pcehc5CDh36Fe5MnC/m+WGR5/dahkL7d+rQVPnN4JuCLvMgGwuuAlftWApD6VkPikFhK8C4cAvt2g9RW8mxwTQMm8iKbutfB77caCtF33Jv+c6GEpyEzy45zVm+AMoyPNaWsbzQ2ms+gQJxDHt03nQ/4yiFG55/DMdlQSZfXjETdOzFdIXbhcjFdM7JlB7luGDDLzzoDIhEOBP+8oiZbdijS/VwQ91lj0Pp2a+Oxmz2+JIZd33CA/MsGSu54BdL3GwkOR4YR/sMTK1vSkcYMTlC+lQZu32uM2soLAFwzS6RvuE6+Rg8L5wOFky3jbMQH1iTfatFL32xMeihQoC7tAzMayrXXEsUc2QY0FjMj+kt6s283HjzTgx6/AmEzW4Kw093Dw89nlcnp2w5Ot54R8hrMTDZsouE9W3ryTns7+rZ7wvQkGzY585qtYr5TY4u+5br+xLt5ayNl33YyuGcSPZxSNDFbbiXxkpI7f6XFQt/cHdwPlBi66+4pR7YREI/BIP2lFdy+54Z4zCENX8K6lC1RnImFtA8e681K32mW/E+IObrCkiJ9c8f42RMgOtQPn6zoJaorJmnJD6mI0Tf3jI/QStShagizopdrV4wb0Q+t+L7pupxKFzy8yBy7bMmCKjaKxD7WFpG+31J1HpQh3E1VmOxoF5g9/QLosQal6dvOjFOe0aE9qVTmRgVi8RJenC+SIaRvNjrNtcThSFQU6Hv7IJ+qQdKnbE/63mbhn17e6MTNID8C8RFz1S15pC23vu3OnmzyBW9dUidPLsrpkhMC77cCm/TN3eR/9gRoCkYOciSbqXhMS5xfulHUt1xSv/bA8T7xgiZTSnARm3kB/hMXqjRwQughObLkwdPKd6vEhzfCkdi3HeSX0ZHkrZMV8iSjVJQ6SEb8VmCNvuuGtJcvWtrxB488CKjohbpg44umiCahoilFM+TB0aR3KY2TL6qj7HvrlElLJfBTSSM5EoBpFrCOidc6U6FvujO6ChYcXeTHhjwoGuU16rPji6JI+94i0HlCcdyN4oa+3/zAVw9Knaw55qJ09SqphYwIo7OLgk7mY5nskAlBqAvdWMmPd5/xhVfLI43Q67uuCMecXNRXEtdyIwK32AlM7Ism6fSNJoePeTNEGyoO6ZtrhreIs0XnSQuRFbfwrpqhAj+kF6RfaaDZ+FZkQgJc7wQXXH8kRbFvtAwZjRNHntojSt9vE/QRJxq6l2GRB+NkyAIaK3qiKa2+3/a+EU0Nzoqk1vd2RV6DOoKnarwcOeBMNgimm9fqY9n3NlSHtm7qMxwkMiH2+nJhvnikrMO+4yRwzKQqjWXBhL63bz6K3hKt2vohI9rF6MZh2zxWwWXfWyJ69CqN1o7BkgmNIrxeLdo8UiGZvtuY9GNrmO7iGedBNT+ybfp4+aHBrb7TunAWbxt0Hi8Q+q5DkmV8EaJbE7RmQ6jtdYdW9kKMZxJVaP0ZJkEePEOV/ZzS4Yd2EjqeUrgMIQH6ZjPUcGhw/aPOVt9wQvSXEwN0Ix4PfXO7OorQooaCF6VvO8hMVndCty7JkQ2dgnSlmIPlhSC7+lZ7wlvjtHkyF336RrvyTr426FUMZ/oMvcakpW+1HbyVyYxXUYXtSM+h+4gycEZXaNTTpowod6Kb9yXxsWJipoEktIAtkUwoleHl0LT2SaeIa0TdNJ8bZ37UkSJ+ozY8UqiQvts2eSsnhz9rBcyUW3FMFpv5qA4Y+t625sgiKfgqaZMcOUQli2JNnd86oPG2lOg3Woh50ItcFkmapcd2QfVyynu2imRCqtLXQ4jUVwJxou+6FTkqzwt8xUqQDZmUpmC24fNClJR9w714UR9zHHXCU57ELOM0E6jPbwEhcae1puNgEJAHuWDJYoZGeSyTKn3DDenTwrYnZXKUDal8eMugpjyUm1Xfa05cioEnJ5Vx2DedH11ki8urxHjMi3kiXyg5b391t9X3W6E2DXOFX1GzsmEVHq8IPMqH+qPS9/ZNp/n7w/+qunJiCv1+3U14qjvP1UBLH3mHLlNaQYjFENd8VGkeKFkcsG0wJ6Zo83qt2XwqIn9MGaFoAYNa0zRFGkAWtr63f/TZDjMeyronO+qAk/2EM/BZaPBWS13kSMMRmfBAk1esic8vbUjRtxsRh8q75KSTbPIkktZuFuTZb51Y0Tfcmny1ZxS+Ymn1Had5qliYnKbbliO/AMZlaLR8E4U1fW/dcFXVyY9CBTNTToHGYVB4vBSHp763KfTppYwnZfTDw9NEu6FS2ncblgxicou3djHLkUlFsgxsNP5Wiix97zEayD/QcITW9L2WIE+4qulXKB99s0XRpkVI8ACPdvq2y6Ep9wByzyQB8qLo57uUZcFfeaL2jdZCowGhyAMTaIiR4uhNDl+5UYouTiACzBtBodG33ZCWTFGCb/EUyot8DLxJYlL8FZ0fvZvgfTofs6OPyqyVuqTXmmrt2y0OXwU8kzU5ITsF+WgerzzpxEo3RQgzv8Vg9FPMC554Qi8nujDycmEp8lVQeAZ1rfGmPbO+4xB1ZJUu53LG++Y68fxJg/cJXZInn5TppuGZ+y0tQH2/weCrq6j5kdLAiO0cD5UD1zfcYGcGNizwNUebbIjdcn42jnmhJxn63urRXlZO9WgepzzYLZFFYcjlsU52+nazA19hOBPompkwAtYbgomAZ6rzsFQlSA8icqZvugGc1WhJZoRjkiM95cRlqm++KRCavrl7fMjVVauB0Nn3Wxj4+pZFq9nCRyacIPmKCIXyTJ2sfW+7aKXeMf2aJ0hapwx/whKTKY+sxHBWj59qksRBPqIBCZ7mQSlnWdjEmRcqDdI32xSn8sCJNvIlsO/tBB1hxZUDwv5lxyAksk+wLL0WiAJ9wyFquQzfftXBIEdG2fgKE4Drt2bAsRGKx+cgKvaNBoDjUfJBp1kQ7LvthD5weEcHcgKVB6H8yXZ9hBfSY+QBl8wBbQP75irFYWLEgK97XH1vC/BAbhrwLTJJMmURVZw1qHgqAW/faGp8NHQL/7pa7XsH0gq4FB7IA5cOJwv3IjXNhl/AvGJVQx9FWqXvuQnc8IoKPWaIV1aUQhkL+XnxRGLK1Fgxgc8Z7cyTVFS7j3ayvFbhZt9rq/C1jIaWFaayJCyTxQmSI6uwxmZWlu/UWNk3WgoeWgZRj3gU0Pf2BhetKqDPrgPy41yT+MOVh1eiFNT3lgcX5ZBHm5np5ce5v/hDVtArZdr1veaC02FCyWVIvuh7G3PR6xY/y9GWKQPQiLlaJH1V09t3Wx7f8lbqSQt0cqPSNpbAVfJHhVd9pwXSD+RQ0YBU0PVNd8YXC6/oMASyZEUoOuKiDCm+iACXvrd/XBsmR49mmTIii7IulSE5P1R1p281Pa6lihM9aeer720LPmQDBa5mik6e3PKkGx+5eK2vt765k/CVT8yXIR04lEZbXMvkV99vVLhi6RsdBtBC32ql3LLSBM/ig7FvNzK6it8eL5IgNCe2yXkdCPG91RRd325lnE7OwGlg0+RJ1C7xgx+bX7VnTt/cUP33p46jSd1LRIHGPz/Z5MkwfN3PIVs+Kw1f33Gt3POsCa+sodV3G4uHm3x1KxyVXNha2uVCC/BCpnV9v1nyMHFwcMW+B32/UfE4X03chxs8edLULW5g5PVWFH70jVbHs7xTjy6y9r3NoPNsIcJZZMdkwzJ6Xg9RJF9KzWLfbaO8MhAFngX1SZ40s9q9kzE/a26r7+0cPhpnhPb6U5Uf3cLEYmKBfkkDV99uS7gml4xb4ZKSJ9Ok6PYJ4uOzOlT2zXanCaxV0aYhmspMkGnRGzAyIgoa3TAf2vyQmSoeXcnVlgBmwzMm3g6HiD8VYI3XkxWtsNx2XbduTngypKtMmJPc6NuOjme5ksktDVjJk3joxEsBevzVGe4JxQGnpNOUJ/PAiJf0QPgrLnN91zXhXMJw8kiixDwZ6iF2eiP5V5MB+uZu4GdJKnUoIMOMeEJQ97NV6odWYOjbbsJjqNPDW/koyJEH3otAAajfcsTrWy5Fv+owoR0KsZQjOcHEZiYm/wnKgjqB2vMJWlZkEiFeolLgi15s++ZG4J9oNOjEEHm5scgt7jIA6JGqGq1AvdCabHGy4I0D7xGa94sU/PVt90N7ImmgKfm8yII5/LxLVpJ8kZ1e33ZKnkwKkrduhsiRCKB0GSm2/hbjjL7VVPwaa6xbB0X7jlujz5QZpAMHi2RBPP1ifXZ4ow3at5yY7GRQEL06YCwPZiZ+4di8eqFKvb7fhHScOzW6hx24LOhH4G1QZuaPirL63mZlP1Wm/DS1MTsC1mWHHHa9Vhsyfdfl0K1CTl4HYI1MCOt5zSDp3umOmb7j1OgocdroJ4M9C8IofAc8vT0Ro4S+t2U+8skHvUr6JhemCnZROPl8bFSJvrdPOjZdwpdsT8kowdCGFP5y41Cd+ALfj/Qhre+3CPqOMwKHc+olL6b2yAbycOSzGDj2vYXq1xt2OgHX2PW9Aek7faZwNrGkvt2qaE0uZrpKm8csCEeaHfVC+6FSuO84A1pKGj/uZLEwJ87VvVtnEt6qiGffXAI69PSJPhv8kQULz7xcXqIe6SoMnzVkugMWliyIGOXFAMfykV609U33mAM7KNGsPErzoGXWFwAkXi+EyaDvt9F+nevsbDxCkSOfWIhFAKHzUHWao0mS9JfqYRZUpHy9ROk80mWCvt00P8mAHXxVbaxvN8NXwujGV80Y9M3doKWYifInb4y+5zD8kb3IV9lM5MgHEThdyAn9rb8nfcOpalZWNf8jh1Xf29eJbqr6E8uaLJgmmv28Gv2hNip9rwHSciKhtI6R2Kg0BkLlYIEBxMcBiAxAAQaAhEoEJI10onoD0xYQgpAoBkEYB7LgPRSAEXlGMDYKCBJUndwMUAR7ALhL86u0+Ua60pTCfJ2xa7sf7cC01jWcajCdUmF0Nw0qdG8mGxmw/8cxTmtC3x2Q1Yjg7tp8OHlrxxzcW00ldhuskv0txzcR1yBJrylw2uQZDfJD46GdWVRtB6GPIF37CbMqG5bpu1cw5cH9Qy1k4TSwg7a2kKjuWLi3vbgegrY1oB/gY/Cz9w6mICoF6c6D8NBeaA1YUeoydWWwffHBaFqjPPsgO/gAtbQ1UmkHxw6CobowRT/bWVxqRM8B78ksu1cUbZBcfaZgGm3iqfUUuBj8nW9SoMbbGhjyiKZW5N91mP7gZ/YSTKXeDqbN8eyOrHWBrbXBKwg7BUPJg9Kx9oPPngcd7yj49VPUTXbU7CPx42XEF0nHNfhkE7EI88yeJ9EKeIsCr73Jhh1fb1YI8Qze167mAHyd7pjezr28FtlocLLNVCdN6IxePYvXRDuzkDcYVPsbU28iq43gMDINmvSIb7rv+zphtyM4JjaRJu0m8qJFljWJW1c3jZA5qNEPlPkhL6PXa6G31/6m6SXDdksFc58r1NtdKAInSvMBdNFT3Q1Z2ghJw/zKM27und9j0iMUaWxy87m0ILXCvvZk3vCkIZxzN2hHose367nd01pO3tYOtszPXT+6y4kvQFM028Z3ZH2lB9hZTY/pfEHGBTWEO79fC1P8iLmT2SmvKG1OLqOnxtSvU5g5zHJzmPw36TY/daJf3qWKph75bdXHSm3jfLNmwdxwsqnajYcFpoM3hM6twMyRe9ulG9q6neN9136iUy55rCztSOpbrDrGevmty02Hlj380OWYbXZV11Ku5YY8X+CVYOdr5lu+L47Q2/tJvF0ivSOO0uisS2jqd5ZgRZw9r1frtT0j0m6N3vYYtcas+/RQWfKhoV4Qe2/u5fHoSBfQtDfmTW4A1/TYnhDB3hSojelwAEVsCzaWIjIKWs0Jcee6e4B65rELiZnl7d9FzMip27Ufpna63buFXO5gqJYfJWXvH3ln4nJfvNOHEN6ooAn6bkXumzQ3m0Fk103vlJTg0R9xlNhlcwvJDoLtgs7XpvvA0XkIrUHakLrrZ28fRD0+Lem5nP+4U7w1u6az3A2I7miBm5IFzV4HlpvYtsYF5UhgFXzlyZz+PQA3uxOwWRm/n2B/VXehI4n1qo6OuJ2+Lp6Ynhim2W5X564xtbdq0HHb7zhxYl3n4FjtMqZuldeCM2w9n81avl1zjJjw9WowPaK3N5HIVqXQFiYkdjdyEFGq6UkvwMbOGn8Rm1xS8KjH+v0s0N5oNQJl4zADAeautF14TfQ0ke5LvdO/40h8x8Q/2ySQ59X2oVolwpvQbNS0prwtIoMk2I426+W2HOPo2cqAjpHGQt1ESaZv0Y/gVf9mjp63V+812Gxns7VqpypjGadVv/NTAedCnw710Rey7F3Fonbkrd8VhEWHX2YviTbpSDBvW9to7uI+bbm7e39wH41ZZnpvDJLLnzTOedH6a9SYRbmzeXajbNhpc8wruY8jlnzY8y7IIwAteTEdmJgHSpQz5q2sSAjinjeaY14cWPJm1TOYe3kbXmOw5G3usGGtYVvrQXC5AGEnB1Pira59pcsPdUPvvM/HdwpwqJuaw5B+3bdmZzYLaJ9bMCpZklRZ4qCGun1govvGZlx2GpPqfr2SXObC/nFuRYTtUpDJIYKc46kwy10521lWdTGmiujT1gRoeGuM21t5ePv0W5V7hj3w+jwk0guZ3Ip83Iu3eGzzufcc27YtbQ1j27Kwb+uQ1a3g17PFfsN4DUtbrvCcFQxsy+AdWBf7wl4goqxrg0zH5boDu9oD845q8dSulmXmtI1vPsa1nbCHK9r1hLYXwx7HZYZj0tY2szNtIrh78sZhzmbrMbGZDWKtTcRstrTb/Nhhmw0WyQtV/CjV4oSh3MmygZFspbVt1UK2AuUMsnfmAwiZx+Y8xsqEbSy2W400DGMx90oPyDKM9S9epsyxjV3yjgZkXsW2TLKHnYTbJ/klLI5zDUQ8gPXFbmBvx+4VDx/u1LF7xcQGDqeHYBl1Aa1nbl2XVUp377freSq6o4au4Nx8L5ezfetx4gpx5SofumLhfCvKmtGta8qrlkS+ISy2dZXnG3Y9+o1scGHfit+AkIHsW9VJ7JCjtW0Ytc2OxlPW3v4Kb93A2a1xoUkzYlWrYXC4fL1Whc9X6YIV+22h3Yi1GD6YF6SwYA3OXji2q8Q4X/Xdrr5lvoqlrh3Aye96Lt/Evt7yxdnRI9kULPQdeBVqo+r8pqli0XBBWdsBbzeqsQ2juHCR6jxHhRapDZgzcESOqGHUHKXeR8aBeJFa+iNktLbM4hx1xfVFqt2MUqlNEsiqs4QcnFeo2GV/muUGEfSR5amCz1Kr3F/fTkFdm5Y+5LPBKZQuoibcQ67yY/DrTmZyaipsm3PtXUzR3VTJ56UQ4saCr09+XJg+zksdB+PI9H1qqoHu6uNrdqqCN+6MYHkKTfgrHxQ1MuXLtpRw89N6p+2lu5BxiY9V6YBNjcuZN9sqYWYSg8ekQDAjzSHv2VxqQLr55/ysBcLy7TOxG3377D4OJJZuBlt1Lor6tmj6o/U72cRw86H1FuBmH00mK9HDG/haNzY/3nYNjuJK9Gg+2AooOBGt7UMrclhZyLaMpxKzUMHxVOuzCQWjZqH/YhNafN3OJ+0MfrKBHShfG6hqmJiz4fwTdvsZev55FqC52OwosSmkL88//e3nY/QlUegfqMyG4afReXZTavjZYSIVk8+P7Wdjzj/7kCkoccTtIsq2Utn1N34RqA1lxY9RiW8Ye5q4ZUoWG89p8PFbrws3noVh4Cnvd8TYeBKMgVwaxkS/7izeMwZuqfKu01l00t/pEN7NSr08joTvcSlRVpx7+HVM95soc9tyebk5K+83w3IT+lUKO/ebFHi8Ce03AuFyE5/fsuiUfPInZpsdVqapyHJTV94w5/tNHcF5ZLTWbiPcSw4eiukGs9kkYd3qDzZL40EpMtaa5SxXRVlrFuJQDHDLHbHapt1tXzEUw0wMeDNGhlUmfGsnf9PkswxJaZWZjMNM2KtMUumGUtoq0wK4UUef3GPi4BgzJJ1LzDCMMZHt21FtgwlbQc8wVWpcYpoBjjH1Y8PU1khHHIwxX0CwtN7QI2PoVsJXk8y25nKam2QS/QIl7h5znZPMYI+ZKCxGxb1hIAMK2zTkIMM04PO35YXqdqGM7Ct3MheHelzJt78r5h9X9pVlAj2zV72v1MC2OI14b9KbyteHM+Gscg9ylzK9qTRFzvS0aqaUldsJh8g1JXWMHVSahxElvzevRyUWlCI9JlnIZdxOCuVw0kV7SPFqstg+YvSTyTIdtkWsVYuovSReSvK8u2XX711zdg1BWEpy4y265WaSu7HmZBNqlsK6lDxYyxsL/chHykzD20h2iD1q3G2P7bDbBfFW11hzGuntItsyqGWmkXBZR/JCg3wxjZThadaRhmMN03XkfCDJ5oVLyTKYSSJr29qCPEwQffJcOTf69uON5B0PJNlhHUnmOajbPC4t7yLpuI6EYnsauRfHKE06nDhE1CISyQhbyI4cHD/O8TC4uHJnNInLeWNWM1/EvSlBFY0ck7ZbRhM5b2TN20aj1KpxB3tGPG9N7o4GBAjjA8eMH4dJY7P1ElHqSSMcu7Gjw0YxJ9aFvKtXh/UB1yZ0tjnMGpzchMZCNowYXwDcJft1vaNKwG07FkaLkHaro33eKgIQWNcGDhWZ3CvFqJwrIltFAohzfXdzbvGNFskfuxjpV5SE2fxLlnNFs3cbHwbZKta7m1ZxpdjgZqhIhZvog55QQrBShNb8wVViqCj6hcQtcaWoOFSMuFWcPmhqxnE+oOTFIgjpAC6QR4sgeLF4greKFVwpTplWbtcuP54oai700lg65jjRgV0mcuNEMrrx/U9wgQjZ1lW6TamX8xuU2mvz1he8awRets+mbUJbHeIzQ+G//UdbggwM/TYMHR3wB3rfVnLCUSEcOmEkIlY0sihkxfbWwQseFV7mhCBE5QTNGdaF0nZ8Wkhkw3wo2I9DyZwQtHkZKGJIWJgKi6DUTxyqnGw5uOLO+8F1Tggj5X7wVePBYt6xpN8blehykIXhyDXGgxCaV9myDSDcLWUoshasnTnhrDUVzH5XbOdm8OGag8FO3Ay2xHgQlyky0MaDhcHxQ5wwHvwR71n+3A8uxoNAZz84xx6il33oEtYQcjbYJ5tBpf8nSSzMW41bHgkWhrh588B4PNfJnAcSF4Kl15i5AXeCpRumtmWYFyGTRJ5RAv+yDIe53z7tNV7w1o9o6NfGuR8b3PpB39BP9J9pfO9ZI3WciZ9frmLol5emUwau/GBREz8pWPZhM+ulFjjr89v0ZYh0m/XFo5Of223nuQNti8js+Ar6bKsCBYmFMf/P9/irMA8YscnDl8O9ly6zwIkFXzF5NElcPOLr4HwPNTXi4+d7GhbUhbjmgw7FA84tbvr4WR//RytiN9/CcBraps+vPk0U8HxvCXa417Kq93qj/Xe1l7E5dUZBm6Ykn0Ux2TsHunaS5Z7h3mC3fJlOQBdzMYVK8ePVLrXOI8Qoj7ervhRc5PHnM3dk5f1dO8Z36bYNXm3s5g5pEu7sHnNqJ087uxff2SgHHdl9O+LNIvLUbjKye+kbIGzg4G5fDJPcZt0Uto7sSuqzevBEkT23df9HHNb1ZlUXPl7VfCZ1aKo8rAu2dQg/Sv0s7PzhqasgBndKPGkt6SZltbaTc2Oq3g3u2OMFQJla26EntbMbam1GheAWqAwbwdROBNaVliO7vJnapY5nPbJL4nHhwnGEnMP6EdHFAzGIzeCkrins6fD2TAQpOKAr4HqukWngEqZzcPf8Zd/NAczpHD+Iu7m4MJoj51Gl+99K8kVt6NTvXKYO0FZy4LiJA0fJIG63H7wdeQ2HI1M4W7it+CI3j+As5/ytgBRPUq5vo7Zvy+FbAPWo7Vuh4VsRZP6GsU+tQEwO30jJtSVWb/PjnTuTe7dRWL1B8j2O4M59AcdsIVmROzihHMRV4bKG80seq6ApHEc61ZExRP9hiHGP4E5qc3vsb7OGoxYlHAzf9jPUoQAhT97q7d10OXnbje/y6m2XPTLevp2+IcSIvjO/O2rvJjkJMzdzvNWimbZt060Qbbu25bqted/y6rQN1DxN/o0tQgPjyrs284za9u+7ETijuSe7GRuhM8/EXDPHa7eyU4PGEMZP1d7jLVJmLN3yLO5ROzUQjPv1vFBz4TaNaZgWTm3TCCdp8XmVxsvnSZr7GK2h57YABmjgcoam26AJcW1ACXs06UyapP2HaWryBqN13lwthF9uTY7USAs17jlSC8oLNZqEbVqm7DBt8fPU0u7RgFiRSblK2xMfJmkVb8zcVVoLvB9FyRITvlCTNJw92nqfdakZWaUB6DrIwVTEUISaPSKUWqLpA7T33PLT140yPUua9RlU3aKEU9Oz1X7Wq7Y4A83OxrDJo7MoYpmbofOaLFHekY3Zgmy2z1HAJWE+9sCPrMZ2+6X64v9iMBar23DIHYuF7cWoBFFT6dKc1ZjNTKx2Hs8gdS/mJBdkDex8DBumZDn1BOhnRAZle/Z0D8sdmWMekRUSuSAL4ATOx6ztGIL8oiOQ4RjIx1ySb+BkTKpw5h4xLsXmwEysoR2mgo0YBPeVOJYw0DrMQdn8nqunhMo0jB4PxNhhI9bOk7I3Dxlw3oidc2RgHebVcw3ZN80m52BPWIRBeD5AiTYHG7cVGM46K2oL1PKLEnbzJb+p1ysaWSLIIEy9vtiJI68IO5OM5sKrEuddISOvLAd3Xiup5VfyHH+95VeR939e+PiL0YvbyRMwajj+0q6L87xXCFGE2Rd452X1V2LF2yJl9YimwLwL7YZ2F16oWlbxAPdIEvag0GQOu2jlVReeg+Ge69OYyz33XKccc8GKJdeMvKDQmEtFvwLcJVf1NObCPl5yhcsZV8f3XAyDbMNFpc9IZuMMuPD620+LlRaY/8ybsYlW1xuHWjlgq7UhNdkGXCvKpkXgqLzb6nyLLent9ASRm+dakRTcamVKhloItR2xn2gRzqEW6E5mcKV1PnveL7DS0sGXnWj1iWVWNX4momgZpxI4r7HCd1idMghTLLe6kndYiZyMsATVTcMc/gLrlEsrVngIz6xqBlYxuLEayYHVq72uarSxKsMZXhGi9laZpRWfPLZaEyXvreJgsyHR5AqXPhMUeyvO3wZk+tLK7d68j0urJDyz4j6wkp3H+PO6K4fOqSbsWUQyMsUrKvbQDqkIO6e2VBEUIHBIZX1vJZl2SyynQuZoUnHFCDik6uWKKgE1oWKFl1MTNM6manA5BaKes6L6QjZTOV1lKU6lmM25k3rCI6l3zqMgLaT2BDqVmiU2JqOiUueRFDvyPAoXT6Ki5hhqkodRsTiJyuY9FOccQzlje6iRDUsog+weKifHUJDUEio7gBpotk4GIfl9Y/mcPrXn3VP+XDz95k4ZIiye4njuxDsvnrSordMzmDjRYwaCbJ1is2nJ9Ahr4iQ9G0HieOIEtG9Ko87EqayckMs5yIz7JhwI4yaKPGsKwEET7mZN2eFUf55TZ+dxvJe4HDVl6o5NcMfExdzcjwU57NT8+A9z5n2SeRlXul06Iqsr99nR/ew9XLJQq+di43YpneOoeVys2n7DJe2hTc3KlzXDpcUtvBvJM5PTA1zQdknTv3HexmpJE6cde2nATE+cD1mQyRK0Vt1czsQX8ZwYT7snS6tJ8lgYOSkAWu319kqQra+bX3YfKz2MUI23px4etcZKu5xq6gU1VqpwLN5jpUbfvBEmtTIPo8pdj5UUITUsNER072dmkybROJRGGY3GuGVXKp2ZkkfDTNI4G0078KeQTN2TLnh9KzSz3DTpUjecUpuA3EYmt1FyBIibi6t/vMQW/jP7RdK/hn+dtDyRMXVmAXqagFMn2e08+0DJkOfs8c7nXaxHV8IuSd7uSghhZ365Bkr0fmqbzSR6nQRFFt9ASa9W9eYmswSTc5CdO8yRXEO7UaPU0KY6TZqhs35l3cXZJcGr2zIrjJK+UVSZGr3+JPP5BSySCPMcOnqsxKVxTJCe2pIEkNuV0mM9fYUMkQA+pYds3tBaxiDlDsUWcyRx+v0uGT9mox961+P+YhbFEAkc9RcSZy7s8q7NZYu0I4uyOcyRFvRYNHZnPQF6blvY9ttEkLBkb7cZIv1okAg0vGgbqMutkAaF8etJWW2xIz8+CnUQtx1cfDzxAD8CKSGt+GvsofXunBo5Wr2MuxYxOHoPWAL5qafXRoU/X+TrMkq0zRHwO9cmy51ecFdH1GBhZfw/143e/LWGSG/GNES7b+tS24fRn9T9EVta8UHEGZ0+7ce+WdbZEUkmfXnkwyya3ciDY9hujvAFqh4Ak5D9YHoWWW1qdHAhK7LLVfGTyLyitREQXpbqJbU416nR7i6asbDi8kiGJ7NBuvnIyFNxG2ts8k2NfpxCNF7xJIPZuzDayhFGi44Huwr3zg6wshKpj4z4UM3WCV4xs4VRkhCrT2u9rBiYSdcSee6wyDoX26rk9u28aKHqO9/+YfHZ5R8cbQ8Cs6Y/73JwdKPh4UhUzcpTo7MIEtfaZy8KL3XjDd/uSN4Z8Vl0anTdPAUUcAEExA1TfM/VOEInEuctbPbbFg3e97zI2I1Z0I76bGvQIn5sRzw0W/eosZ17a1LkBKDzXBUtLf7CmFHOa344nXd2u7gkIjAwuEBNyO1gV2yXDYgKKR+dtEf+z/eLtd9Esh6isWz9HN7ZGRGaLwacVsuMDYjKjOuSKLF+GKwp8vHdgAhvxFrcZ0T0pRbGjkr5rNNdjYkII4H1g7kkgmY3p8/zuBo0LZuX3hZ9prEbKmiIfTRzN7BVEWocZlygMqo6sbu960YmyZhINwNcnItjPX3kz4io0e6WRHblJkMbosLLXxKldYqd7tUIS3MkvfXxWxIRobWfc98QDbiFFlcBGMEBkRbLo7l6EUN4S25scjGUCt6z0lSId8J0iG+tZZ7b0daoPKEgNhd+RKsQIzuN7IPgFUX7VwtkqOTGQTz4dXSZYBs564c2NIyDCLi0NxDrbnoX6j7IJJ9ax7HkbV+z1zJI45hLCG4579yQEkGYq8VXQjNO7qKJ/NolGZtrsrIy/75e3IScC/ES/g5mMfO5yWe7wTUjIteo1CmZ8z2ZH10ZUbrVdhueES3rxQwTXkbBeT/1W2E0tE7AztmVylx2kaflbkD3JE+2LDfb/DsXIsG3i3IiSuyOn213V0LO5avnvBOhcsSvshW62V9lfLNlE2BF27hXQtPCVxe3QAwuU+uMTv2028dBWvsY4/ja93Q7gbWXLT4I6h4kG+aPZWSVRdpTIJ4PX7EnSZRhN7P0I6CdvjXKXHoQdHx7myCSWYeGxvaNgxK6598yLMxRO/JLBjsBN69vB7kM6viuG5vxsAma6Wk89FxnQeVJitmxPGstg+5gO2QRX4/O+cjTWOpcUnqyJPPbLdV90RroAwtoAjzbM5v0vdh5H8SxYbs9hgRqUbfpyMmK6YvtRmLx7zMLsnUSj4McHSLjGLLE/AhmQWhqVf+Al8ZBmOKAuIsyvmjvqdsESMUdbyWBlnUZlO8htyubUk6jabZUtt9LoH8JaIIr6ZsgELjtVDmeiQQPW9CgOFbA7ums4xoBgeJyZ/cJcUyXzhGQCGich0zRss7bm/8MKGR86I/0iSA9mWb1Q7/ElZrYE16NcELf+1zHrmrNKNj+COAOWZOZKeCyXbROdPjz2IYu6z+IMipFzwvEJ4j0axqwnaDHJryXWuvaw5+ttEju/cC/55Nd/agCGss8rTJBu8T2x3pkS5Irpeo2ygts/sPiYyzr0WnwEt+fYBvrPY3jCK+BNCgK310w14sSTZKtk9cto98c8jLnPzDbcS2zbRHF7Q8Qi60f/hQmkafjK4RlWkdJwR3WzYa7eas/v7rg8llYACVd6ZSdJzWwZ56UkitPJOPb8ds6tRGmMFmTn+vx3ASx96mTFdRKq6J0MzOwd+lj8F8izBtsJo6Nz9xVJjgkK7tCq4vMPyPfNj7kUbDKLKgTct1zvKa6bOPD34tSxxpnPtw4i/naVPcLGi19Tij06gUpjSKc9RxvMx9CGIlWaoWrKCWc2KGMoTWLdZHA9n4x7QFmtey7tu81cN2zibr44S4vHzvBmcdpTwcQp+5cP/s0clsPbDF/LsOfpTdJzleR4Uq480qyn1Pc4/R3EKB84WOTH/y8ZasfWiZcx/nSex+KtVh9Wa4qkPEpFLfPiECd2w5Me6AAaIKSo5vUJKWdnBf3l3yNs/GhaeNGkWz/MetKDrATfjHsekr9XpNs1INu/3z9u8MktyTJCfNeox4egAR1nCGqtcrSA7bpkIdQYfzu9rvMPPwmu/IPM+ya6vWWN9dEW54fIHXHfCKteJ4xYoY8fNLS91JOqz4mW54LWF6Rp+awnszGlge0X1HqoieBeK2xTAU9KhPhjzInu47FG/WQGixheQzEG7lqWWWdaCdWzOUL9qiTQx6V5kKSWx7Iw0WAGDF3VrY8DYotGytPnYql93K/8+dwZncnzrdUWXykKgGtyVc03HErAra/OU8q2JKB0SCFvKTYmk7TlufOZMkdULGl+C4rnumcb6xt7rjlKcjnCm/jMLi1DLue6TV8AljduCLYzThn9eJwDst4nKkhD2wf1ukqilXnT3+XPmYvqfEOOA9YaZpzlCsezLC/x/vo55i68sudJ9aTzFgjwzC23zHCuJ04lLNVF3K+1OOdyuZDeXRpSkOIGI2ATcYVD6t+azk1RxNhbWusuzkWm/BwtdoP7Tl2u99xQQgQhpzLbOeMU+ZyBxUP136klAigj7aJPwW2oDetr6RtZQJp6u/oeBkPdiZv2IiYrFuyYIjeVIfb8socyStrnQDo9j/mHJLpjWg3OzgMsfC4i4inR6UthdnOTMItp4V655DQeOfDli/tdW9PeS/xZ3uW7E8i7O2Lnvb9znHrhDu+V0D47BozuMlhsPOF9ywyvDisWFqU3nCbtc4HhVURd4ECbFaILT+BsQlh5TFDpHbH3SK6eTq9Xp426XahQ5BF8UinMNY1r3FU7XRYYLyb/D2Th5FOFv5N8kKHY/ikvthjfjymOkeJZn50KuaOL3QkjLKlHpgE/CnqZV3i0T/Y0SVp36N8G2mcvRCW3z//RMQbsqZlmpqPnc7Lrv40VvY5drnxk7DQ8aJWf9/RIXmfec6Ed4tZwn46v/QUdX6r7SxtoTO1wzaJ+o7/0+MlHsiznyxnjzNyS4Jp5/s+5FdXadpTX9keB6SExS/nETCzPc5L4DIFDSa1qc1zxrzLsRk/4joL1jp5PGyExarqIovudKczpx7rA9qRNclY6wCBNSUrRRuwlRHY2565dKAY0YJ1StDWwiSnmgzrMGuH7hOzxyFQ2//4dUJ9OBf8nYoM3GNjabMV3AynPDTgBOwdghuc2/yoGvfxyw5wLsVEnKtwiZbTtHRmOJ5JFbIXNjhPJ4xVic611NmZLeNhMMYhzPla6xrLdwHbw9Q6x7TNEWrCEfGz2JdL0f8FQfY48einRfTFpCocq9e3tNPJaPmzQu0XBp7hQGs4dSvNF0sc6bBLeY7SZsO28BgnZCocUQM8wQdVnN1jnEKfN+oErTvs8mYL09rgIMoD8oXibBfaIhmSlJ9d+Dp5FzdZ8ksI9fyRlGwHhoT2y3ckFzedvRVILaG+NSImRx67T+eRt4p+1RLnNMEqM5zZIUVW8t3EFh52eBhaofXhjMZl2+9uOPSo8vMiZ6SFYtGrme5qid6KBmwBzaOb6OVAUX09WTk4ZFgWN2HjTXc3RnQdTSJqI4qPDcyQ8NRYsQJWuiin0VncUJvYZHlg4QuaALPCBjgFYA2NOOG/o7rtntjvL/DTGzIxFhWUj9jAIjnmHdRhn/COX99I8ueYew3Fdez/93lUZ6xl9JPSsXKNIY6MseVJRLS84nLbxy1uwKrEan/7va0NlpnbODduNq/QEhLYWPU572syhFUL5avrXYY2AFq37MnjXQu/r3FCqZdBg0bc9arcbRGPa8jyvmt1TkObW4O+6tjdefcAl07Sn5b+UByEbdkJ5gLRra6heBSAyW3dLdBzEIbIWiPbdjku2LYUj2uYm6uJjSJKvEsm7f2yedkYUTSu4fXLCU2yuOTpTqER8RZJM0kObdTwDDM1wW4cdurT1oYvVFWaoDgTwp4Wr1/uYB5Pfels617Z5CTTLCc2izl/HULBpn8mJv1GR3n04iW5ljX8MeLzhyDJMcVNzd9SI6wFq75BDXGqnMtb3ji+/pQmyBE4h/CkrPW8pLiNPmxUdCYiTmn4BGcntMjY2axiUqXeNv3MgHHNPThUx+6Eexp9oe11eduVsal5b6usWCnfKjSrEYCsN7r1GI1rBMML92iP8OKWNR+WaF9z3HRpvFB5E9YXVYdhfgJa4nFZAw+WUFedjemw087nVbOad9mWwoBLPSMbsazMq3vv+o7mEp2U65LkRjiosenydvvr7SbsmkbcbkUTaVj8gQgZkUGN9HBLFAKm2BzLUA7lUkc0OKaz/i3FqC2/NiNIdfv8MRgEakvaZh3OhCTZpa9cDpVnQmWfXnmi77S/uol421Yzo8OzJi61wqIsn7lR1QuzWtA8hPfQ285nDhNoG82wIjvDOSZ3O4Mmkl1cPAF1XOopzWPr/6o9k9lpO5qfOS6RLEVIy6+CDoIwoqlfC+wohOeW91vMZ6wybZe6tdIFduexLDNA8Q7Lk6XtDORpI3JrkAu9j47zWGboOY6KK3e4bRddn0+qCDcyTNmrC+nPRmAzmTjC16C9CBsYh5Gi5N6Zu1Hq+gB7mXbwsbPYQvssY5mg1fzh8l7G+KzPZZ8vprKjKeghLkCsuMtdGmg5KcJYbWeYfslcQi2M63rBD8YyxZ3GZOagYEpv25ABtydx3VucdgFWZ6UdPh7lFfh712MZy0A6taXM/GprKXwFtIJhfTlHmqe7d0Z07TTmtWGeNVH8gF440BZ6F9nIfAQ33zMZIbR6jMJJV3WuzmiVLmhQvag6/tI0+ojerJJhEhvR6OHWJnfz69zyfMYE4C1YoIyYT31Z6ryXoxg7cjXvfGuONZnBMNEZZDWDFdJeBrorSMkit8/I+EiWJVwUmuGka2zGmfzSOtmTgXZvZLjmRbmlTOmXk/Lq55WyWv7imM/sMRGOWO4ko/F9ySxfzfSgIJcLfitgwsG+wDbVRJFjOIPxRdudtZJd/HsZ3gzMnvefnKyaz8bN1F2ll2wpAzSUsc5lUsaXk158O3NWlL3KpRjH0eFszobyxXZmuj/qro9u+sOch34b/FPDuku1bQDmxRVYmLt6dbyYbewNfpgTF2rYEg2Uqm6Ylz5vyJFf43fkd1uWa16389swpYWOVqnoaUlvXB18GCjyN2coqoQ1m1pZ/GDl1u+HG4eub4rWynNN1NJuvyiWgYuW6J5nauMTSrvlRT+dCYUbFsJ7YD3xhX3rWCq3YKuFHN0WnEnlHJTHX2wKU+yUq+ZPd6a1D1PLobvt1+XzCAyG87ob7Sl1iQ4Kb6aFonfjq6i7UVTlYQj+ZltJwdC/DpyM3IZbkWSO885Vae7znqjNTNwlOx0VQavSsAT6xRjrXcaxyM7h2/7PyfbO02571KhhA+zZtjpecRsS2xwrsjHYXz8dQ8U4L6Lwo7xHdj2XcncDym4BvXnL2h7N6iwqH3bhn2zO2Nv1CvHotLuQMk9PcW63fmG9wJO8i/PV0yne6C3wHSzjhiXsF3tZ48/25nGkR6qoaG0OUnHT1bwp2bZ8XiqcssXq575hbP3g0i5MtFuqWR8WMUCPzT7b7vMQSL5Gelm9K63VjqJCzhtx+dwhRoQLcm8EbWvTjzavyK9d1By81n8jNq6iXEvxGVS78Nm9cP2Geq5dDCOU3vwp7Rlzm90sdfY9ic/bWuI8wlu5YbvOl/UUclm7EBcz1YgtBlCxz1SV32ztET8dKMU9cBC4caxy2ywFbmtFsizZk7+49rJo0Yi60WxYRL+bCZ7YVtEeOgXUZwI62iwuQhBQTAEAjBs4KFqRAgGjiVwWoejTn+QNGUkm1Rj114bT5iWh1khTdKjmBqWcWlR6+rjNOzU5qKQj/HugWHGDi4zCpU4DQgOZAhNg4AtUFOJLwsXY/GHGwoK/aS9h8fkQQ2lGMEQclxkgzZOSg2VE0jl6xGYEJw5tPWmieSYMraA2P10kfc0FhGbEDU/fHMpbKUlYCIBNxZwhBBIJOzQc0zJAjgUTJta7KTPu+mIHgjZzFmoxo1xtAyhllY5KArkXNVww7OBrhSkQ4cuTmzBzHDNjS44dDnI2yUmLnjlC8aFljo8bkFTmxNUFEyvQTZYXjaxWuDVA7OIIB3+E2DKxltaMEf+UT3A0buuG5SPClxXchJk9ErnxoMkgK9wQBRYJ3wQzmiKYV2xw4ODMCEMN7JLIUU1pwfom58Kqmi5JrLqhgCKXI8rT8AnUDGuMGjjmAqeV2ZshDI91KuSIMptWRZyM8aLDD+h5MUDOmFZcdmyAahYGsQdDgxqTB2CXNUhWM06CRrEkjFRmnDwKKCOmhCfWFOys2MeocTcXOB1wGsPoLVoJHogHnqW5A5EPYNgSDbfOoOS8dsVaxoZAVhS67qySieJntS0BRnJZSk1DrQoaWccgmWGqFKzKCOjK5g22L3c7g2ehDnpYByiaN8LcfrRgF0tAKZWUACgXCPSbVUeUoclCYk3jg2cZbfCUAgvQrBpSiAhHcOlSsKpDVzZtSGE6Q6fImpamZ3OAUUEIGdesoWSMGSF/Qx9FMMkh+QLnqDQo0LibVH+JyGxYv7y5YdXLEg9W0dQErp5ZiZFT8kUcWmElshONLK4QtOYU4Jo2WU5uUiAGLS9Ic0qOnbpDXaxVhMzZJQbBeMBKljl1ARU6HWxYwwj4/j1JMUCK0RTeBSk7W4ZGlg0haE0FigCTEwLFULiFRm6K05V9SvLk1cPTVICpD44LBitY29aqFBl0q1H6CDCEiiFcfcInzSqTI3h2UAkcnMSxM6FMvMVhscIeccAKKI64zBhjQmA4YWYbwRnhtdU0Y2BQRs5b2wLuoONHoyFmjACUxDHTUheKW7wrCMxQwmQioPYCHQ3DFDlAkdNyQtJuOWAFD464zCdBMuQN8VslK8UpgH3m01Obu7S+VXPZsboTBDBcsmpbVa+rVSsnJqZCoOiHVR9/gmweJ0lWAsWYLc7klHGEW6fIBl82fLaYUlZq9a3dBjCM/ACcLRaggO8FotY9XIhMBVoBbejlxWqdRzSse1Ik2vHN2ByR4DFnRy03Wy0OoVa/csuOdnlLpvSikE3FMR0ZkpDDyloDHLA57nA0xzZS9Oa4o83PKp4UG1j9UAmcowsxeKkfLALMUQeWPWsfIwSt2lnUNCV2Z8/Kp+5ujjjssKa4tDIYiim3rHpUcDHHKic9jKY0K3CqA1N705HKDonVGnwAssOZ6jhTIgRTe7P+KfUJHUUJrtKwx2XLAUFaw4abEEztzeqnrUwYZxcYshWNOEL1gE6djBBM7c3ax15WP1ZDI3te0KgTiBCCqb1Z99jwsWlfGBXpIQRTe7MIbHtFQHlhcysEPDscMa32jX3AANRoEHooUrwhC21uAVm0o83PKh4tJ9pHwdzkg63iwUAwj6SJQAeWvRYcjVkxHDPUwMpHT5PPhgw8sfBoHsGTpeVm5rFEkbiI0aQgBRk47LB0jwg07BJse0rywqYRLDJVTnqon1iO/XKH7z48ITK16Kqo7JBYzVM8MmSTcgXOUZSgy66g+LzI8iYFdHIg8RqJrc6ABgGr35w9xpIXApcBbJOCLkTgtZVxLxJFDdceUbH6KbDHXnpLRjI90wghGW/Ghlj7XpjjHYv68CHQpDeLACqzy1uiNVxhWsErqGIgWd7UUruhjRQ9xRN2xHZRc5LBAR3MIYJCXIjBy2RrBi26M4s4aSS8W71zp89QjFIHcWJ39lbr6JngMSY6b33aTC0/i5biAIkDk8KHYQlUYFzlThyarkdTizi3xEEHeueHbIGZoDUgGUwigmgAEAOtd7iSuCrQpK8qZHPIJAyUtAKtMpjlWe28MGIhMdHhk+rTZgqBU2XSjTDWOlJD1kwNkU0ZoRmExwNI8JgzBENAjTi9KGSrRRS4rO4REYgrz1gZptmgx1SimvDhQIZtBskDpiqSnqPgANzDpIAZpAwIVWcacBgbOsIUZhYeCVFYWEmpHybyQ+CcHlRmluCfDS9C6x4dKx7+wTNDLDKzBJhE1Qe2iKKadJFhm0D0hFlgzYTSWVO0WLzWFAMJIDUlYGJiipGUdY5dBUO0MgXEIXoiZlXOmLX6whdYnCTBcXgGaY0VzhEfuEmbHwAkfc0fdlxdAf593/d97/379973J5bv+76/9+3f3/v3fd/37ft73//e9/3b933f972/7+993/dv+/59+779vf2979/3fd//fd/3fX+/v+/f9/3v/ft7//t/v///u2xKIVMhlIC3ZBRHVxmhMY7j6HHVXJVNQCcUc2nKJJUirDAJ0AkFH5Ig+JRNKVSObcFyVcb35z4qhBIoYXB52pJRLHeLRmiMo9FIkiRJkiRJkiRJkiRJkiRJkizJkiRLsiRLsiRLsiRLsiRLsiRLsiRLLUKCLgwxpUqCRZnGAEY0IhbW3aAh5brSsnc3aGjvAxwvQgKcLpFgBhKNiKVzduQsDDErReAg/5zqUFCUR5UEi3qxQ4hpDMBRbkpKYWzIJrK3/RI0iSkecDMnS5HYdDbF97WDyd74yBUOmyuVlNyVVkalGevKrrQdHLQSNrdk034NmkQmHo+y/IpEFjiUZ0O+r0HkijJsDlI51lm96LC6ncGzwpHZsG7JscPKBqhmbZPlZHX70YK1yozSqmWOj7XuUBddgzTD2jUBBlY0WUisVhhOmLFmedFo1YK/qXQ62FgVU8ITKxGOoFXOW9uqVRQWq2PEP6tcZoBWqyLpWV2QsmONY6a1GkZvkZ6hU2Qt4whXq840sOpBk0GrW0+aWGU4c7QqJwQKa6nVZ32BjoZVMGyJVs0I+Vu14UW4ysGZEVaNuOFZ+V4gUjguGFaX4gBZzRviN9w6g/LalaGPIpiGSL7ArVL1ge0YSXg3pJrSgjXPFdzqEgcdrBIJOzQUbqEZTnG6Yr2NE1bv0vpWF1gzYcXjx8AqAMTAIQsmTFbptNFhihygDLWckKQ0lIBj6hQjKavfCnlWlbQCd8RrJLYKQ5026x0xZaYQPRGzI15bueOkG2ECSkpKSi/0daUtfpB0IOweKRbJloTNE4FVIDyxV0IxBQs9xpHMQ2WIS5KaI9aIFSkSmOLSU9uoAoyUooolf7BcOOkrOlkgtYeCihmKPsi+syjgUBFKbAeZhEuZ4lWWu5vwS1OkATWCGx+KijxaCBqtB7K/4g0bqigWSf451RES4oZT3R1YY0GmGPjAckNNXH6gkUXd7sL8KEr90TGEmhVAkBAgGYtQOuB4UQIkGxiTU4RaojMzZYO9PIJqRSkxNSyYmX57eQRrKEqJpYnDoxKEmQqSkDmWrBWh0nDwcOFWbHpj6M8K2QMEqSIUECY7OBjGZhIHsA5RwiKRhc+mTPbGR65wGBu+wcFIgdyVFpXGY1051nWlDQ6WYXNLNpVkb/s1aBJVkCkSW8iVZG9ZEPUwAhZpx0SSK8qwOb7BwRsMlV1phHzf9/d73/f939/79/297//+fd+/773v+977t//79v297/v+975/37fv+3vf9+/v7/v2fX9/3/fv7+3f931/7/v3fe/9+77v+3sGoMZDEIQLnO/7/t6/7/v+3vd939/7933f9/6+7/v3/r7v+/fev+/73v++79vf+75/+/vf9+37+/u+/fv737fv+3vfvn9//9v3fd++v/d/f3/7vn/7vr/37+9/3/d9+76/9+9/f/u+fd/3v/fv72/fv+/7vu/v/e/9+7593/f9/f3v7d++7/v3/b3v730/qe2oZBsWRQGqQAcjGAAQAAAAwCAIg1EkQKofFIAKDAIZCgAHHMjHAWoAIAAQDwJAAJAAIAgAAN4xAoPb+m/N6++YNbaS+T7cHiqud5w7DhUYu4Pi6e3m3IOsqZ5szmgFd5zjvpWWHsWyEecCxSoBOqbnm3sPyuMJJDbugpCs2wHJ8tXmAoDyVALJRbsgJNN2QExO2AHtkan9EWgHpbJop+vkdIIZxTVpy47GQywsN8ZjyM4P7oNC+C5zXShhUrkx1GOJxsDxJeW43Uook+vCk9a8uhO37G19s/a5sf4n/506NNOHsbylxGgjsUYR3zlE2z/sBw/TzuFYNex7hmm38CwW9nHCaYpwFgjbpcG8MbiHBPt+YB4MPNuAfQxw2v2bub921i/t+M3hvjbQl6b5zvhe29ybFvZmRq8d0EsTeXMcry3gpb27M3DXxuum2brZoGun59Lo3ByaaxNzaVbuDMq1EblpO25W49q9uLQUNyfjolbjbm3HGSzIgTtyaFOODs2V8ViiwyN1aq0uLNdJW3a8aBdv3KGlO7p9F3bw0BSe4j6eOJqH1vPojF74YT09tdeDe+/+nuUWn+mBPr3Xx4f74nwfnvLTg37V9/300F/j6J/j9b+eAbxXEgt/o5G/0WSvf9MwG01I27ekbywPaEvfqPCnWfuZLM0GKZmcDXKyPRvE5A5tUMlwa5ATK7WFoLkaRfdsIShWbZEfO67Jx3OW50y+M/yuswlpfC/8N6gR9Hj+ZYMfWMwbFn2BGVzVV3KwF+hktjdIArTJeG/Qks3VoCUjvUFOhnmDmJjeDSqZ2A1yckM1iMlwblDJTG5QJ7u4QUyGcHtAA8zyuFEGYzXo/XcscI/lG5ROU9I1H90MR/tedL4RndehRxahF/sWdLr2PJPObb15WmaeTeZteDmNLc9R5TaenG4mzzByG0Oedo9n6HhbNk7zxXO4uA0Up6PEM0HcpoankeEZE94GhNNW8NwHboPANz4O/+7Gb9v1nbZ8Z7Z3H+zN27xzkrdt8KbTuzO3W3tc99e+rk3sJp/b1ad3e333LvH6Pd6+yrt8p9dv9sblXnzCl7nouxh3faWZX1r6HYZ/0QgwXQMOuw+sFoNrN/jZEJZYFRZrw+fg8EwQt3PEaZR4b6847Bg/m8YzcdzuIadV5L1t5CgLyWokWWAqGXEOJt9C/46tsxk0siLcV9TiaSXL88PH5+kK/cIQPZuj54v0e5T+nKO/Ffp9fD7Ozt+p+bwwH7fl26r8PdyZ6UZLvxzhvfo2WZ9suN6364fP19ur9TVWfw/U+zR9v0ifJuhnfH7bnM9r83dnvi3Mp9vysyrf78mnJfnZkN/W4/Nu/F2M71vx+Ur87sP3y/Dleuv18vI8JeGDpW7YnPfbQrBcdG2+0PfcODfu6RX/flJ/xO/M95gVK7hnI/PVhKZGjdbGBH0wPo9n58ngfJiaRyPzel4+DMvLe/K8JJ8k27zoutbvfysZ2Ol4uyE/t+U7aJAWmSYWQYEmQE6GQIGabIEGTYAwGQUNkgCR3AUFSjINGjQZ1GQdFAX07N+/KzTRexN/r5L/yQZm0JL1S6ATo5dBTrYug5hYuQwqGbcMcjJrGYTJjmVQyXxlUCfDlUFMtit7QNP6G03RAt9klhNIkx3OIJPVzaAlBjaBTrY0g5zYzwxiMpgZVDKSGdTJPGYQk4XMoCU7mfeg50bhtws4R9GB8ucl95usgwY5WQQNkgRyMgQKdHIONAjJLigQk3VQoCZjoUFItkOBMtkRNQGtk0HRDTjTiu6H+bNffX1GoTtHsN04nCkye3sKOAntjkGTDWhj+tmPPutlZ+dks1lndpaXzbayNabst5L1OWNzudjuFLvzwXYvWF3v9Zu8+uSuOYBrL9jajVq7Equuu/oxVnuD1Rw/tVZK7cyotSJqR0L94KY9rGlOaqpLl3ba0h6ptAOU/u6k/nakdT4SLki6K5N2aNLenfRTlfqcpTlzaecy3cVMO9zprnz6oU99WtRcI7W3Su1Yql1T9TzYag+/6s1Z8zStHau1Z23toq7d2/VXd/W2r3Pe1+4C+xwOljeInReK7bViPVvs3C+2E8b2orEdOLZnjr3rvXfsF439LWM9XmweKbbzxHaA2J0etlvD/naw3gI2rwDbhV97sddO8dqZXX8YVy/eOidr7cisPRprJ1zttVY/zKrnTZ0zpnZs1F0FtYOe9mimX8bUhyzNcUk76ejONdrJRXfH0C8V6kOE5m6gvQxo1/rsQp+7zed39+zFPXNrz57Ys4t79vqeHeDzq3z2YJ85DuguBtptQXus0C4Y+suGeqvR3HB0ZyLt+qQ7T2mXNP15Tb25aR4Atbuidn7UXSy1i6j+oKreWjVvs9qlV3sx1o7G2t1Yf51W79U6Z23t0K09emsnce1VXD+MqzdzPR3PZad17bquPbBrp3X92Vy9lmtO4rrrt3b31h20tVO2/oitXqc1j8/axVg7C+vuvdrZVp+rrBZ7RNW4eWr2Sc1BUrMoaoY7vf1NtbDpmK00g5Xm5qNZaTTHGd2CodofdGwLmj0+Z1PPbNiZ63VuS04ddzPG2sz+mrOtZibPnIEzt2umzpMZw2TmHpnFAJkxT2Z2yrzNMjV5ZhxEM3Np5oyaWWoz02/eMJyanHNs0pk1PXNfz6zvmbODbpFQjRg6phjNVqOzCGk2Is3RSTeFqc5oGnuaZn/TmQQ1g6HObKibH1XXSI2FU3P51Iyfmu1UZ0HVjaha+6rGxKrBuVXJu8RqTrKaVVa3x2rNsBq7qw4WVCXvcKo5k2q2UN3xU7VwauyWOoulZj/UWQs1k6DuWKfa3DQubJoRTLNQ6SxLmoFIb6JRDSwatw7NFqE5F2iW9cx2njeKpzbgHCtvZnnN3EEz42Xm/pdb/lIDXo79LLNv5exYmf0pc1LKzUWpg1DGxpMZcnI2m8w8k7PQ5Lac1F0nYwHKnIgye1JmasqZpnL7VtZ4lrGxZY55mSkxG6NjbkaN2GUD62+WLTmwK2fO8JlJPnOVz60NqslCx8ShGU90phjNqqM59ei2IxVuTUqeK5ZmyNLZuzQTmc5cphvNVIc1jZFNc47T7HKaaU5no9Otc1q7nMYWpzm7abY1zUlNs4zp5i+tgUtjztKZsDRjkeZGpNmCdGcZ1fyiMZjoLBiaLUJnDdDM/Lnre2rMzrglZybhDJbaJN9pMzM65k2JqUEu49KWWacyx6TMYpTZV/LWlNRqkmNdyOwHmbs/Zt/HXOdxYzpqIscxi2Pmb5ylGzNwYy7aWN24McM3yhoOsYlj1nac8R2zyOOu/6iFIOO0kNktMotIzjCT2WbyBqHUwpRxHsvMZrnlntwyQ2NmbsybMNNDbI5FNjMkZ8/MmaE6c3HPDfPpeT7n9p9dEnS3CM00ob1s6KYP1UlEYyrRzCa6jHVFssBobi+avUV3ZlFNKxqbic5aotlDdKYPzYihu12o9geNc4FmBNDs+jkTe2ZEz9utUzt0xpk5s7Nm7qaZHTQzKOZteKkVLcfQlZmdMlefzNySOZDkZonU4o9jwccM9zj7NWaSxhyRcSMv6nSLMY9iBlCciRMzTeJsjrh5EXU3xNgHsbEAInZAnCkQU1shajFE3R8xJkjMORKzgWLmUZxBFjfmYuHmixRZn1EnbNSojTrH4xZ/9GyQuijkLCVpS0xqy0ndkHJHsS3lzm+pKS5jn8udEjODZc7Gmd1Wc4fY1OibcRXObsnZQTqfA3beth1cxANn8pSlPHBKz4zomfk8ZzjPTeZZQ3jG4J05dWfm6szhObMr54bkrAE4Y5rN2VYz42jmwJlZ/nInvdQ+lzFr5exVmekoZ4DJrCy520NqY8i4B2QWc8ycjbNEY0ZhvMkVNXpinDsx6yHmFIiZ3jAjGt4ohpqZcCxKmNkIc8fBDDeYKwxueUEtLDgGFMxugrOYYIYSzDEFN6ygzisYWwxml8GZbzBLEM4khNuqULctjA0Oc7PDTH6YSRFnxMTtrVjbK8aei7kvY7ZvzCkcM7vjtoSspSFjk8hZVjLrS+bek1mVcven1DCWsZ/l7GqZGS9nAswshbmbYmp3zLhNZtbKzHiZM2FmasVMDZmpw2TGHpk5OmYWxMxMmDPg5Ua7rAUuYxvL3J8yy1PmSpQZYHI7StYckjEq5Kz/mHkdcwHHbN+40y1qtMUYYXH2Ssy2iDPhYQY13CEMtTphnIcw8w1mMcHZLzCrBN4AgTLdr47w18b+OYxve/htl37aop8V+m1nPi3Mz235NimfzsvvduaHLfqzV3+m79sYfrqNPxP9qQb8b3qAGiBQlhGItQUzvmCORyil71C4cxVqdMMY9XC3Qsy2iDN9YgdZ3LkWNRBjXJCxuzl2Rsed17EbQN5CkB4bMu4ZmcEjG+NKYn3JGWxSpq8VJ7PupNx4wrj3JCac7HiTM8bkRpesrSVzFMmePbJrR/aWkNkD8ks91viOsYnjjM6YyRhz2MVsr7gzJWqFxNgHcXY0zF6Gs1thhh7cBQc1c2CcMzBjBGaf3xjbRyv6aqM+bMij4+00zB5up6PZc2L6FPmwLo42w9XQd5z4Rpe9aZE73uJGy9u0tj3MbuNFbr3LHae58UFvWv+OJ8HRTjjNjw8D5mgIXQ2th2F2dCue1uPDDXk0sE8b+8NEP4wFeFMFajTBOLhgFhzMRQmzcGGmLrx9DbUM4hgTMQsj5gCKmUcxN1ncnovadnHszthYnxFDNubejRm+cTdx1ESOsZXj7OOYNRxn/sbM2bjjNWqtxrggYzZizAqMM9RiRli8ERO1VGKcIzHbH+bWhlnTMNMV3mCEmnJw7DWYUQNza8As/Lvz+2laf5bktxH4NP9+BtLbyHm6ND6b3u1Ad5rFntXrbbM6LUif8ec28pwuOc8gczu2nNaVZzN5W0hOY8hnALntHqd7yLOK3E4lpy3l2VjeRpjTbvNZfm5j0emU9MxQtxPZaVJ7hrW3qfA0Hn7mzduOejqlPrvx7dp82pyf+f1tvT/N/p8FATBkQC4sqOUF48qD2YYw6xXOgIXZv3C1u2FucygzH+DShxkNsbEb4sZEiAERMB2iXAwBayDm3oeZ9jDbHN4Ah1rHcOxfmGELcxLCrD+Yiw9uFkFNITgGCMxkgDPdLzbw0WV7WpsPx97RcDpNoA8j5GjWW01zh+lsdHSaVqPDQWY0sEyLysM6MdoiVpvDYeYXHe+lSd5wgBcN6tJA7jB+i3Zu1aRt2LBFtlu7sF5rZmzdmG0btp1mcmcst53PTYu7c4+3DfamNeCzJ9z2h6e94lk/bpeW0/LznINuu9BpQPvMa7eB7mkqfMbG25n0tKk+x9jbjHxaqj979W05f9rkn5H/duo/xgXUYQJjy8BsHzjzBzbGFNzUAjiyAIYVlJMKYEDBLCM4IwgGZw6k+H6BHBdQDgqo1QB3hJ8M6cOdfLtCH6bayX11XFYfd8jlWrjeAB9z2XDC2m5Hh6VocmkZV47DhWG4G4y3f8OULhzIpZu3YX6WXJ3FPdhwtRVutOJh1TCgCrdS6fxp2DglR01xuTTcKQUm90iZLpR2a6XtA6dh7LTdSq0B1by2Wq6w1nBrPRgbR2XrtGxepo0nc2tiN4/ulvvAtRhcTxbHqeS6sZx3pON96Rqazpvb5S53LXvX2+Bxb7yuoOdR9HhZvVbZw868t5X4tjCfR+bj2fk2epq+2KKnq/J1Q75Nx/Mp+LzWHi+u18R6nkMvN8xrS7xeAo/b3XUBO09bxyvWNdqcJ5rLzeSaJq6HheO4bp3VzRu58T5tDcbmlddynbWmU+vJ07hlWrdG81JovPNZA555urOc0KzxzHozM65f1rnLvGMZ71XWQGWeoyyHKGuCsl6ejHOU3YuU4YJl27Gsfct69zKuX7YJzTykGa9r1m5nPuwZR0FrR7SeIY1Lp20QNQ+oxguutRObD8bGRdkazq3HdePubtsNzmPC8dBxTSjn68px2LlWo+v56Dhe3Qau8xp2PItdC9v5Cnec5q6x7nqvOxTmu/Mod9jfhoe1cTE7DGKTy9W4TV2MTsPlZ7y9HJaW4cFkXCEOK8Hk/C/O5xbTuHBUFk/Cht1XeFIVZ1HDuim5JoozocVEJ1zgxLOZYdASXqfEeckwI0nuPeKWYzHbCFcW8b5i2E6E1xFxFzGMHJLDhjhmWCwWwq1CvFIY9gnhoULAViExYAhXDQmWD8H9Q7iaiOcTw1Qj3Hukw49hFpKcqcTtynDTEk5i4k3OsPAJ9z/pjmgYKSX3TnE3NdxZBb4W25uxbRqXD+Tmrd1yobcWffMx4bgnXEeG8y5x6AVjnjUuVo7h3DFeNg4LxvBwMa4Qh9lhcl4Yt3+LgV8454tndcMWLjxIi+uyYQaW3GvF0dRi+BTOk+It0DDyCc944jZmmLsk1ylxQ7KYiIS7i3hoMQwqwsuHOFcYNgnJUUFcCyyWAOHoH17qC6N88Oweru2FkT1yNw/n8oqVPLiGh3fwwvYd4sm7Hr7r5u94Aa9exouLed2jeeGwXlvYq6m9epovbvS13b/Q639tbLBOEebFwjhy2DYS8/RiOcNYo475aGScpqzrlHnQMo5ttq3OPNdZeBqUL5GGLVN41BTXU8O2KjmvivOtxcQrHIDFM7BhDxYeicVh2DAGSw7A4ohrMdwKp1nxdGoYSoX3TnGMNAyQkpufOPJZjHbC2Uw8cRn2KuEJShyBDKuM5C4i7h8We4NwRRCvBYalPnidDzf3wjIeuYaHy3XFPB2cocODcmE7Dl6Hw9m3MPJGzrvhpFux3gYX2/BKW9hkg9fYcH4tDK8Rqu21wAU2tsnGx9nyPlscamtzbXm6rdxwq523fBouDsTVpbg8Nxc36Np4XR61KzfuanAv39+LE3x1yi9PBcZRwbZAmAcMyyHEmk/M9xjjeGMP3Ipnl/dzRksDaEVbqDL1WpiFn7UW1L9BxWzWi6SkHzWK9w9TGoMW2O3yDlkpYstE3iCRGyHyV4TkVJBi7sdN/DhrO2pMx+3a6EMzdilGMsWixlbcsRK1JKIsevj5DLmOIZmWUCsS1qaDm2ZwNxf8noI8qeBsK6h5BWm4QS07aLMRer1C2rZQpjeUPQ61IaJ2SaStEz28oq6xKJMx6o6M2qxRJ2/ULI7e3FFXeJSBHm2jRw336Jjy0cd9wKYPGO5RTfaARR5tdkdN7aibOHoHR96sURZq1ECMNumitle0cRO9ZiKvfigjHeoKhhqbUAsR2kSCHkdQZwKUhf92or9W9PNJ/LhmXzv29bJ9nLhvy/l5ez9e5q8dAXBZAC0jyLUFzRiEGqfQ9izUYIc63qGnRuSlEmXuRA2vaCMsau1Fm4DRIzLyvowyN6Pu0ahJGrVQo43U6DEadXpG2ZdRF2TUZIy66qKmW/SuijqVogyXaGMiaiVE3dFQWxj6qITccVAmFbThADUToE3i8037eCK+JtnzZfW4Z14b5vUOedwbb9vjeYE8XimvwfN89jyuste0e708Hxfv22x+6H0BtbmgTjaoCQm1aiE8xWyx2vVwrHuY0RB7ecTMl5hbJ373RN48irKcQs6p2LUUexjFzqC4yyZ60MQYInHGRMzYh7PKYTY13E0KtTphXGowowlmmMDZ5HeT+9NW/Gy8tzvnaWZ8LoG39ew0kX32qNvQ9DQfPYvQ7Sh0WoeeS9FtaDpNT5+l67akPQ13z/B4u0aextjn3nsbqE+r+2fbv40aWAMHZrXBnHswGxPuYoUauTBlUIMMcDgLHWa5w5zzcCse6lSHMdJhNjWc+Qwzh+HsU7iZCXXQwRhxMNcNzDyBmfr39vDTfP1ZXG9T6ukq+Ixyt5PXaQ56hp23xeM0aHwWhtsgcDrwO6u87TBv2EKvm/kNa8DSwjDtGIczyGjYmQ4+h2lrNLKtVr7DsLm0kU4b8uH4PBrSpwv/YTgALBo4GwdmZMFZZHAjDurWgzH3YE5CmDEIM/rgzD247QZrmsHYWTCXDsy6gTkNYO3800j+MDuPpuDVknmYLkdHtmn1OlyHRhPKtHg87PqiIV81chumaNGpWJppDVdY0ZgqzagOA6poOlXtrIY5VnSslbZkw2lZtJFL07vD8C/aN1bzyGFHGl2ZpnntcOsbzZLTsvow244W6dVSfdjVRwf5abQ/3AIAcwBmQcBZEzCTAd5GgDL7rw711yD/OYxvW/dtNH6abZ859G0zPM19z9nqtjKdDizPTHFbDJ6Wb2fedttrTZurc8u0LYWmI5+zqNmGNKfRy9m33JYt06blnLiMuo155jpn0nObHk0Dp2dVtS3KpqOys7LbLv2mUeLZW942nNOo9dm4bnPf6Vr4jJO3m+ppa31m3rex9zQRfwbk22h8ug8/C/DtSHth+hL77J9vc+VpD/xua7dN7HT5efec28nitAk867v7xmyeh73Tpn2SNJ3u3GHMdqAyDTzOWuM2h5iWD88+YZscTDcGZ0iw3RVM44QzV7gtIqZlxbPu2MYn0yHKWelsFz7TWunMq25rrmnn9szetingdGF4RpLb6eY0BD2b1dtydZrXPsvbbZ07XfCe7e52ozutc8+29rahnXatz6x0239OV5FnA7md9k3ruzNju025ps3VMxbatkDTZcsZk2wHG9Ni4UwRbjN9aZTvzNm19bl0WW7W4YrTz/qo8bcw+GYtxfVw3LM1Z2N3/SxeGvebG4BtvTBPLN51xz50Oe9hzjRovymaZlTnmmubmU3zuWdKt60ET9vCs1rc7iGnkeQ5ttxmltOo8plTbnvI077xjBK3w79p6XfO3rat2jTrehZT22bpNL85w5vtMmQabJybh233Ly31nd25NjQ3DbLNclo7aJamxuakWJsFS1NgZ/ir7X1Na2AzEdaOhoWdI7PNtDC/Ji2/0ZzdMIWHFgLpomAYUUTnHGmIMgxsSoOctE06TJiihVW68hqGYdFlWhqqDYO30v4tLd8Og7dovZYOz4ZpWXTKlZZaw6iptDJK857DyiVaqqRbi2EdEV0RpHm9sHQnjbPRDtswPobWw+hmV9jRQkeuaJAqTFFJg1G0CjXMQKHFJ7oBFaai0LUoWqAKy1TS7BWtbA17XGhVjA6LhUU1dMyNJunCjJ404kd7hsOwIRp4pFuRYbsSXdSkBc4wFipNhtK+6OBcH037onUp9AyE2hrnNpiZFizP6mPbckznCmeHsN3iSyt2Mxy3TaKlcbOz2dUGuNJhq5mNageg0rbSjClto0ZpsOisD7WJoXRTqEy/20FhXOjsC90BorZfNE0b7bZSO7KUdp/milQftsorW3fCq4+YTctmuwjXTsmlrby54NcGAKPNHtrQ4jDbiJYeEZYhka1Eql3HNd54dhTd4GEbLUyH+2ajrx2pSzNxs7q2TZClrbAzhNV2rtJhqFlhaheT0tzQbAptYz5prufM5rRVnHT0ZkZs2u2aNFAzuzTbWE0arjmzNm0DJ93Dme2ddpkn7f/MdtC2UJTWk86qUluRSienZk2rXfRKk2KzpbZtrKWBuLM+13bt0tG82dZrN/rSTN9M9m2rfWl872zrtUG8dJJuZujaQba0rjbrZNvSV9raOhtTbVoq4Z2lFO0d5YtDccCnlnnucZu4Y9MmZfYyTLziUqss+QbLXFa5NZV7MmWuo7S9lD2fEq+ptC+uhLWWNvPS5mLy5kw5VlOjOvnMTpwGqotDedQobjG1vaY8VFUOWNUAV779FdfD6o5Z3jSLI2ltMy3silpbSKsrZ3nWLJ4Uq5WwPMNVjl/VJlU93xQXmepsUZ4Visd8aicnr9yUyzA1BVPvrsQRlbp5kndL4vmRGg/JsyHlJEhtgNSjH3HZo457hJ77aEsgNQlSb4bEaZG2SZIXTuKdk5LRlek+0hIHYWqIph6umSM8bZYnjwjNC0W1d5TvL8WBptuMuvej5jLV27bKO1fz5lXtXOWDVHGBqpag6nGnOLXU1o3yZlE871OLPfkqTlykqemYeokljqu0GZM8ThIvh9S4R77XEQc3amSj3sSIUxht8iJvXMTTFu0TFkErFuyuBQ5cFHsXcBADz2KEkQ14dgMHPcIqCLkcgpMmxaoJ3GDBay1hDQbepcFlm2S4zX30BQfx3R0HBFkiVl6eySR7RuNPboKciP9dS36k0g5NekYe1WaisjnohvmcbTu9DWdH2TRDaW5PTdp0U+ty7kyeHvuTxgqdCUU15ihtR6pxSWt90i9R2nOTznakOvvolhmFUeyFLAOCbk3PWpczcWrNjSyOqdkvZX5LrXH5jTBxvEwZbvNW6tQSn7obqPYN/UVFO87obDh6845qutFbYFQ7ifpkoVwDVK7jqVU4tW6mDXupZSt9QEpuPCmHn9TslDqDpVbA1ESaPhsnR/E0635qWFAdLlQTh+oMot43lHuFmg1BNdinzdupoTd1lUyva8m7UcqUklom0gaG1NKQtmGkZVzJdA9LKatb6lqZGm5z83PaUp6e6nNn/pRBQHXyT031uZN5borOL7W5W2PKSJY33qSGitThHjWCo+/XyAkbZQ1Hm+9RK0XaZpPatNLHv+RKmnL6TQ3SqTE7bfxODdvp+3RyD065p6a2w9ShK7XBpKaC9K0cuR2j2VtRmynqWoraWFE3YvTwjRz30UwjqekobXhL7ZGpM2p6lE2eclNW29TCmjZbpva8tL0qPaUk7/4oCzXqOIuaKVF7H9pUh57nUOc8lP0RdTZFLcioaztqikhvOanLVsp0l7YapobG1HExNful72TJASllFElb8FGLM9o8itoE0Tcy5MyEcglCDUCo/Qht20KtcugzJXKrRTl2o7aB1MkktfGk5qj0BSs5VqWZl1IzTOo+kZrgURdk9NaJ3ObQTFGoaQZt3UCNEajrA3qzQN5TUAYg1P6Ftgmi5lS0fRk9wSPvBylTR+pSklpHUutF2tyPXsNRh2CUyRJ1a0PNQ6izCGomQF/jb1v6eTm/HNiv3f58YkBOKqjDE2qkQ42Y6NsucptGs6GjVnjU/R21m6MOzegFFrk/olnNUHMP2k6BGurn5+7jznxdhs8L8HE3vq3N5zH8csO/Bg7AAQi0kSFvgihDJ2qlRcfIi7LPosZN9OEPOXuhXG1QuwNqTp9Zm4f77XRKPcg6unSePcd19HBWHU676/58MaoP+wL+woIcm1Cuaaj5D3dSxA2LuDUQf2JDTk54NhfUiIC6jU9m4eFxdRwzD7vi5FQ4boAXO+FwVBxvmIcddXjpHRfsw24/mTbQew3qioSyW6EOWKjtCXXWQe0d6CEA1co9HXivQ+htV5xPfOcJ7nhYuxaz85h2ubldC971SHgcM68b7HlVPh7Pr1EAsFOATSTIrQTNzIHaEVCX9skuPbzTjmPmYQmcnNrGZexivBoOU+PR6TBDDY9U47p1mM4mR7xxXbxYR4cD73iIPgTFqiY4zh+G+tW0/t6xP4Pwbl+9b5Kng94zkd1uU+dx6d2F3pef87zzmXru+8/pNPQsTrcD12lbe3a/t7nyckgl3wfQo4mGGXG7bgH59WS+DRYS/W1EtDPoLQzqOT9pxc/xQT3Ts6Ontu3Uqp22QOe358SNOWVdzl2RU/txKgbj/IQcsSJHRuVMu3Jgh85doxNGMV1njtm5yTy1mqcc8jM25+fGNgfV+KAymKiXE615R2XtUa1PWhuUWhYw9VwmOZRJNjGtI5hkklJtUHrrkGoIUp9ZlOuKyo1CtUio7v2paT+1qacv6MkNO816ndqYU7fk1E6cuhCn19/k7ptm5U0NvWm7b2r9TR2G0/Nw8rqcMjan9um06To1lqfN5+mNP3nvTxkoVBcM1fyiGmHUpiT10KQ6i6ksY6rTnGqgU53yVCOeerJTHehU1jO1cUy1X6kOU6o9R323UW4dKrOG2kqgWgPUtvbUsp6+YSfX65TTcmpITm3AaetvatlN33STe23K7TY16Kbuu6nFNzUDpw/JyYE5zUqdmrFTt/PUvp66BqgXA+XcoWYVUQ0+aouQauBSncLU65zydqcyGKqWQ7WZUTUwqi2K6hVReQBUmfJUdzbVbqYandQWJPXGojqeqAwOqmOCaqFPXd9Tg3d61U4dnlMW5bQlOLX4pi67qR03faxN7rUpC27arJuaeNPW39SKnD42J0frlIN3amtPjfRpq4JqhVBfVxRKsdJoHKA0s5Xm7Kad6TSzod6cqJ4xdcybmhVUc//Uzp7aI6d+qFRPkTrGQO2sp7OMaQYuzb1It+qo7iEak4VmENDZ7zPbec74nZuoUyfnjHk4cwnODL2ZfTdnuM1tt1k7bsbEm7n7ZlbhzIE5s0nnRu6s4Txjp88Z/jPzheYqotl5dBck1RSmsaTprIKaCVFn2NTMnrorq2p31bjTahZazTars8Rq1lS9sVQ1WmrcGzVDn+YEp5m2NKOT3oyjmlN0DBSaoUBzlc8M6plTd266Ti3KOZbjzBics/5mxt3MlTc396YuwRnbcGY8zlmjU0pftXOW8twSn7oDaA4RmiuKZrHR7k46G5duptOa+zTnSu2pUzu3ak+1milYPxRrZpZkxVwscgfWDLyaE6tmFNUMlXpToWqO07GJaRYnzbVHM6poThm6GUE17eeY0jNzeM4ynZmfM7fk3IScOhJnrMWZwThnSM6syznbc27STl3KM/b4zIlAs0toRhKdJUe3KWmtYRrjm+Z4qFkjNddUzSqrm4W1dmaN4Vpn1tZM39pYv3WXbcGCLZijtQzFgtlWB2dVpWjVVJ0T1dud8j6mM0ypJiC1+UW3e6gtD+qlP3mez9nFc3fu3Eqdm6XThuf89pw6Qqds0qm7dWrtTl3WU+N9eh9Q3S5U1hK1GUe1LKnuXaqZTn0nVM6bKqup2uSrWpLVtmvVWq4+tiuneJVDvWqrVy32aju8anVXn82Vi7fKqVm1CauOrqrxUzU8qi97ymFNzYqlWo1UhxrVMKI6TainA+Won2aATy3oaat5aghP4yievJcnN/WUPT5t6U+tCmqThWpdUd9wlBOTyslLtcupxkO1MVO1vqqPvcpRWuX0rdrVVbd91SKwmg/W14TlsrBmYlhtB6tjwWrqV13v1fO4ctBWMyarZlu17VS1T6qOgerlTXngUtmUVNON2oSiGjfUJgj1MqC88acs+qk7fRpTfcqcnxr402cE5QShcvdQzSmq+49qSlJNYepbnHI/VLNtqgZY1X1YNU2rTujqoV65/KtZGVYzxNpCsRovVveL9YqxvFasbBOroWFtTViN+WprvHoDV96fVfZe1YlVtViqZkO1IU69hqnuSyrjj+reolpLVOcL1Ryh3hlUZTOCYnAQuj+oRg/VYUQ10agGH/VtSjl2qdnrVIOh6uapGl1VR2P1gq1c0dWM9qpdYG1KWG0Wq9PGeulYHkFW1pDVLLK2eqw2jrUJY71WLA8HKxPA6jivWtFV07TaPqzeWlVXUJXZUHXWU61hqnOWahdSjzyqsrRoepYTtT1ENXeorhy6fUN9DFHOIzrjjNpoo1qQ1MYo3Yamv8JpN0ade6Zqp9Utw2oTt2o8Vx/tlVvAyolhtUSsjh2rHWS1jKzPJcsZZc2YstpHVmeR1eqxOnCs14flprBm8FeN+WoLuWrlVt2H1QOvQilumxpzpWa709nitOOVziSlm4nUpx6NxUZzk9HsMNoFRne00e822guSxqCkvXdpFjPNxU8zEup2Ua25VWNV1lmkNVu65hSv2f91F4TVGLExWOysIZtlZGcr2Wwou9vKal7ZuJ5sRpPNFLIzf2xmi709YrURbJwGNtu75qiuWac147PeHqvaXXVMjpoVUXNw0yxpmhuXbrZSDUo6FiTNXqSzFGlxYtJNXoLbl2C4Uxn3JCZKzYaps+JqVl/d7Vq1eGuc5TXTvWYv2NkXNiPF3nKxWkY2jiMrpY8mmzPKZlvZzCv7S8pqQ9kxiGynkM05YzNYbC4I++1gvdXrnOW1W7fOrK0dhDUXYN1GqjqEaiyEmvVPZ5TTDHE6O5hu71IduDSmLc0pTDOIaQY6naVONzZq7ZAaualKcChWio7JqgFcNZKrj/naSV/NoLAaGnanitVgsbp3rIeP7RqyZxbZz1CyWEZ2N5HV2LE+cywnjJXlYm1QWE0JazO+ar1XH8mV87jKqVk1L6smWbUBVjVmqq+XyglR5WaoGu5U9zrVKKea49S55qkNiUpbouAEqlpBVQdb1WarHpxVx2eV2VxtPFdt+yqCSzWbzV8/7Att9Xqr1n9n/YQxNGRs24tFYyuvgZ3JSqFmutRKIa0SI/aIwe6wHRp2l4LtRrA22qu2z2vFWwt9NpewpX3bfejqie0e1k1fMDcw0PMYoG8kg76cwbyfgR7SAJ3T4M5s4IxtwCc3WAscZFMc/FluhTvJ06rDeJDf4CYJde0aOOuuaudG17j+XnfsqGrlbnJ9Zxk3Q6dVO/MR7ey6asYbq92gwJd3ZlYXbJafq6vrVfBFTmd7tc32uWmHtXqKNZTUWGNNq1k2n2hd10o722pd+ffvF1sX+1rs+27rJ3XA9Udf+v9h1/Qjr63bbfO113UZcC/jjGP+eGgfMkw9B1t+HbawZEu+s5GQazU2dRZkg9DHvNy+bPvGrGEP9LWuLdFmGqMtOk9buKa+G/CP8ztDthMrrX37ou3mePV2lj6nf/62fgH34zYf4/Y/WCvALLKM2/+hpmIft8mh3HONv7MN3dXfBdn+nm6Xsi7tsG4vbbvAPrXb2SzvfnRnHAOHnZaNhfdd3tLcC2nuQG8XujKdS71l873vORnUO7499I4XhFq+T5Gz6VtlI6Jp3LerF0QofOW39/M13fRvyQxwYc0Kmf4ecMJGlgXlOXLaQvDTneChm8HjOzRINzcafnRcWcCXorMlXDYq/J5Gh3pvuIe+0hJRy9flTA6XDQ9/JmqJvJeFQeIy35pyxonD9okj0zZR9Twh0Z3SnSuug04XF3dqWLxePAjWCvnHS3bSuMXIcW3uF1K3J0zof6TOyPGy2ePOCeSCtmhIdDZqujexdhPIS7JuvkaRS5ml059G7trI5Kk8/KktJW86nNxCV09z509uOLkLd2bxoHLPDyLdrHKPzyJ1WUZky8qxX1lMJLs2Nbe8fXS5LBYT6PRy7K4n0l1SDdw6jvaYa38pcPbbWeSNZld9j7k7t1ijLbJQyFpzl7uz22yuklHWmm3uZnZZ8wdaY6WNVl9x7k7UMy0rZFPSTtho6f3morvO3Xi4VWFn47ls/vkTWoNu6m00C0JPE9FJfufvqHQtRg/yz42zGx22IZ0JmZQO/ank/7Z0/cL0O2Z2+sRdUj01V7JF3ekdpY7Ql/3vVddPVs8NV8+ZsMXb3AXr50PfN3GdHeuwKesmuQ67N5EftWReXWK/ghj36qKlvsGFhcpygttGKujBrgYiMHCRub1ktoI68uqQpa7EdqE1AFzYHYOV2iYXJinrKW6bsODefgdg9OPGnIV8wb3rlvSFS2YoyNGuTluqt17Ysqw5LW84/EENy3PUWrOj1X/0ZvDb1Ky7TIxa0eKyGqzW7WjvH7LrSMmoZd8YgYZd40cnmZaEjFeQwhE9RqlkI3CnsorInAU7LQKRFyYWJ/saiF+uJKPYroceYc4SrIhA0xZvItwLwUUPPsCfIWv1MovW9IQIM1Kq2aMa/T+xUyWzeu7cNPvykPEqqoVD1nQkhKVCab8LlZ93hnomNOtUle1ux/vldKENTdGD5d2sev/NsVwlspObvehaIPtVtB0nrNIwCMtD6WAX75KHrBKY9Q9Sgam5Vq1tcWCVupTutOUqarCz01O/vyemqqQXz12lZt0dYr+Kbql5rklvRoNV7cxcpqdQdjXMN+8NaLaq2fl4VZr7oBAQTXLDvS1XpWsepIGpdLBa1f7APHVN6mnLVeyBZ2eofi28xBEvy3e8mn6byU4VZWTWYWqtHW3wY3eDn6pmX2YyQEXVcbkq7XiwKKpqm1VcFt/dzPZfrkrWOTgO4bsbfsi8g1X/HznmqcTr3mlrgSxRkcdm3azWbMywU121S1t7bNmww9TTgVmnqqy6DVYlAx18Cqpmhlql7cC16sol7WvRXQ5WpbUNOgDtuLaULre1Kmqw269viHkq6cV8N6tZd5nAx6gSqnkTur36oJZ+KIeRKuHafKeq+QuZrFKRI2Rdq1Y3yzBDXd7JYFUa0KBwEC1o4zu5o4veBXKwihhXr2URYJ66lG6LEizsHtVv/82qZFiD4xA+nOGHzDtS9f+RY6dKvC7fYWr6WiZTVeSxWZeoNbutVaWDGEwD8qXMdMfGcuKlS+ZKImsVJIhKZyvVzBUsVJY7slzZFzMg+szEJGV3VA5kontJJGhHF6p1Ww+sVVcnnrZKxWvxUcy4v6mqZOCCQ+uKzFBRL2UUa+kSVWEMZa0KHTzPcrV6c4aF6tpd2sJDRd6sSiMYdOan0CRVle2UwSq0Sw1h7T0yWqiq8+UyVYUOlmeVWr3bTlU6WME8yWpmqGYuvHwR7qTxW3wViM0qSpS6imGAqepyJ2ar0roFxRyomKdubzt+kpp+m6w1jcEKydV4Ryqpazx1o0s4VZU2KKivT/lVavraIUtU1NfpARcumIF5lqtV2zIcrC52MluVZiso1k2Fker+juO3qfkLh6xSUS9l22ruyshmVZMll7UqVAeDVWlWgkM4lFuoZl78nmX0I8cklXxBvkvU5A7bs3EXPmmb+o2kYLmyj1FAwKuJtcpuTeJHKll2hBimoMERNUmpZQJ67WaVWYpA2zYDpirrKEgbqeBHfboy+vfjKpVw7dxj1NS444C7FVSHy1VpZYLDOJXbrKYqPLxW/Q5+dKTKvPmcbar02svVdP+B6xxVbFa37B6/Vs26O8QYFT3G0ZFq/cTggBMVdIA8w9TqZhmWqKt3aZ8OFXm5Km1H0JmnQptVVcZTpqrQwc+MVGtfaJka6m28Kt1zIBVMpavUqoYHNqvLyU9bq6IPPrtE9f17YqRKyCLXKNnbTLapqCOzjlHr6miKHl1Ia7TkCqGVFpsVchXqTlXS9hQZqSA7NFvZ9xlQmNy05QpaMLKrFO++JAYrJBXJXaKk2hFypIISreGpdedH21RVS1id0pVlnqR+3vHkTFTqYFU68kBimEo3q1UND6xVlxcxW00nFyjmQMVCdXvb8cvV9NtDVqkoI4/OVmtdaGMau5v9EjX7MpORKlpdbczN3QIapqrn5jJJhbKrgbmpeDJVlcCmG0gH0HSgvpuV5BqfllFDLP8PKUYqxArcErA7W/X6NmOPSnZ13qlq9uUkM1RUcVPNU+tdtCUP2d1+lZKN9loF22TAAonVhEMSlLA/p6qVbQcOVlcX2aym9xAo4kLc10D9QiV9IZLZCnK0qKuU6q0R1iorE2NbouBa+3Js9jfEPJXoTs7G4nuBTFKRO9qpSjMLLESu2lQV9+IGI5P+m1WJiQOO7SqyU0WPUFUziDBSWU4W22wF99rXYqN/IVapRMvyHazm3mayREUdmXWkWqvbYFU6ocBUIR+JjP7nWKWSWc13rZrd93JVWi3gAhDNQ0P7sp+qJnXYNowdZPn/SDFSIVan7mYlbU2RYQpyWKWDlZrONiv7eQRkTDWzRDHtSWKhQiQq9yDx20/WqmguNQY1dTdYldiuEPAPogJjVPH1Q3aqyKOPblbrXkLX/iTMMlUt0vqUsgvEPBU9RvWKzap09IAkQbUBNe/OaImqnbvkmsGqZFuAAqaqz1OhXmr9ae6X0XhVnS2XMSr00DxT1To7mn6HtgU/W829zWSqirrjclUaNGAJUNp9QuXlHaweBcs6TGXbbbkqWQzgOzg1m9XqzQcWqqtTT5uhogw7e7/q+XfiYJXoIkcfqbtMjFHR4rJartZ2m7BKjRUwLeS7j8nfHDtVojs5/YrLvlyVdgC47k7FeHV72/Fr1fTbQ1apKCOPTlirth04W11MO+08FbvCkDU9R0AdHcqvT9MXvO+gDst7vOrZf8XKxn9jHbzsoA3NO0D1+Zljqkp0Ld/71eRdJiesqDGyDlZrdXTKHS69YpWuDZAyxDnrFf8Kp+I2ScEadtdsxf/O8w3p1Xz3qyl9j1qleQEudlWxZd21d7w9an7tRetT/a284bBl2d1y/dAkv/ec5Xn+lp6WWKhsaSB+dJKyRsi0BS0s0alK3ShNM8P7vp+wpq8dMmpFHnt041qz8cB+dWnaaZeoOPvYAW8xsCHyrFur2mXYoy4ly22wijs077TV92eOjSuptXyNV3N3mViZokbJOjqt39HmOnoz+HPW1I1Mtqnou1pbm/YFdM6qzMvlThU2RJ5Fa62OjqzDe8EboGavZLJcRd/VvNq6E6XKkcoGBR6Amv1KbZesqsNb29umpMAtJJxUoAL+GaZWNz8wUl19WoceoBt0xfCYaoAb0+z8jb862Y/91Wq/+leC69L2G+7N/1USt/tjMt6OjP8LUO/T232TMu6Ms1BPyfP9YV0q8MgIyFvSGmm4P69RiSX0gp5tuGD+HQek/4y796E5m+/WAxMydv6dGV5r9i+XZ3Sw1kb7LFvdmcOrysy+YBHXNfEC1uoXIYVB1/9H8abPThwXZHYh5TfWj9jFE9BoBIPtIubTfT9D8Wn2B1fX32emaZr9/NffN/Nd9Sg4IIO/kIFmWIauHVzB6+pH7HUWV/A67Ym9Ws8VXscfx+ttXcHrvK7gdUy34HVkV/A6mlvwOn9eXzfP8+qCslmogpRTuILXxYF4MMP3Yqhjn1ffYf7wQP8XkRuf2OvSJ/Y6+fFqHErz2cd53X85rzuP43X+Iy5oP+dAnTz4V6OeV+NUMl+AcUPwXrnXfq5r1/PqPkrm85/Y62nPq3Mwxyiamu2VWMq05615mIYoTc2oqljK3ufVcZTMVzxirwMfpf5RxxOI5wil1pmRCB31iPtqOcxRClKzTE2bG/hS6xjUoEQVVW5OhByhbvdnCN8rwxh3fAyul0jpyRr2gCvthiBFMAWDrq1O4Bwn0qeYf/SGjaAsJtIQfZvYSlzgdngCgC2kUhV+kdhqXKCp3RCyOysXm4gNUXQlmaAYVGKFYlDJ8sSgEhMUg04GJwaZ7E9sxW1NwiC5LTEoyeDEOrYjiXCyJDEKI1JLyXpE8gXJpmQ0IvB89BqUWlayKQU5WYkYdLIQP+jJNvwgk3n44+D8JBuRADP34Ot8GIbfFDYD35VkCmILaPACevAefNeS3fdBJcfgv4HO8zesbL3X/Zh82Cy2AX/8+rp9Y2Xcve7H+vsmsYGHr0kG3VeAHvdurBx9r/sx4r7WZGD67r+ozL3X9Rhy+KhchLpjY+0/PwdNj2/LGyqz7smHIFx9uPAA03j1v9AKlBgz5X7u+tpuojLMcPdjgj0z7IL7y+wj6HwN3iiknrUHEHNzvY6H4fbMsKn1b2751s7T3mrKHGkkTxYX1pal6B2KQc9JqkShuMVtZ0p6nSwrVKDlh2RTIdDN8JVwJj/LVj87fcOfob8x/Z//jF8AjdsBjRsRt9OdNdBky6CdWG03tJAPyM566NmA6CdCnhf9zOe/szujGd/h+GhLvnGdIdKyLdJP66St18JYafMLGZy90mY7pp2QWdPS/9/4L5vWz53WjZ5GuLU5e/gwfTrcV4Oz7R1ALbrNiW+gttfyBJmljU+gX8faHmoybRHoJGrnzhHmTlN8HrW9BiqQHfu26lSymToohmvPEav1joF2Z1P7nrLUzalOsrZUN9nQYX/3skdV22UDmyhmabUtX+LO2GqS7SHT/GpHryKGDmMXO8Xa5pb1MsialNeSbJy18zcT659r7VyWRFts7dIJLTrdOt0hrVtynXh/UbseGomcdO34XcWtujYffD2XmfWypeW3x187diaf2n8t99JaLMKuqO31na3Dzt3ksAzENuX8YtkI903Gtu0UVyIjsm3TKEamZNNflm3dMnvcGme6f2K2p++WkKHZ++uz7/ZoT26QXGyvz/Zr27RN87QD1GJ/12q/bsNzAz+2uWPCdmIz3rloO+ltyfdS/FglZ+b2bPi2ObF5pxvB7UziwmP6evSv4dYv4zbd8sOJrdzWjNO5Zd188w3ddc2+M5O6qw8jJkD5aaLOwu6yqd1O47sFPQRIdAs0dw7koCu8Xbh9iBd5G4z11v5GwM73VsCGHd/zXgeIWd8YeiBwh35jDrQaSLjlidO/Dc4A988DR+xkUCtXpG8G93A3HOzLwZ3IdeHXr/j6c4T4F387wj5O3JubQr1eHIpsDBjPrZEJbfP07hl/lnHxDC0c9xnWjrd7ViT2j7voymjuoZEzriB3uc1bnENusIjcP5McsUJsa6i/O1r7veRYvDu4q8m5Mf52ZWdEOSbO9ZHew7PKzd+GOhibHp+Wlav3lQcofIOQdwvX7SuXTCzX1gyR2ZskLLQTcqZDyz13fbhxZiEPIlaWv2xtd3APgdbxxPIpnh7NjfZI022TZk6VRs+WBn37pemmTTPXTaMHToMOn+bGAmqgn0JNvoaaG62kpm+lZqLm0v5VGtv+Cmn6MOhmkr06Vh9wx45Dx4zJEdphx8foaORBO1YfcKOOQ8eMxhHaYQfE6GjkHTusu7C1eQ09swNtaI8dJbaftARIWLlq9QHn4ji0Mds3XEdpq/UyPXlb2m0PXCH2RGdmrQ36Y/fL9nLyRLRLO3Dp7FmeGSwblmM3qm168o612x44I2y70XhtztQpv3LZaVRdKNaF3muQkUa9UWOy0G7lslOqblHWlt6zhjGi3l5lotNuK7JTqq5K1ja995jxRL3hZ3Ki3X6zn1QdsWy7H5+dKWnhjUgqS3SnaSe9rWNl7GkFANU6fnrtn05dystu1v26pYCetuOblo6+m8mgsOyshaJ+OUMK7B7o40t1GTpmfI7QHnZiR58jL9ix+gE3Ih2nPUqnEngZFKZ1mi7NZgIBrwhluM7SKLgpbBZqNi0DGmVHgXmJymNiLRRcIWwuasYKw6AdvSwhAIxW1ZekuaDyFmhdFDRftZ4GMIlAqiBlB6pmqvJ21dquoAFpioJf7295waiDGFvmHiIjr/EmyyiR0+3GMP7NGdm+Ae8E3T1gZRCYsfoDDbAG/kmx/89lmYIxG48gDrtOR9ORh+vY9gGHMpPB8Wr58xr4df+LoK7WvxTuFar/uYkYqwXcFDI3WbukMf60/YpZM2AbRJO9ykpDQe9KY+Gf//8vGCcio941vRjqQJ0unX+Lo28Ecjz6dmGO1qL0IgEvQZHO0ek20b+h6sJ6OehWy++vYwWoTKc/d1sukI1HXy2jo5EXrHFYve2wOBcbg26y/EgTc+EXfKNxtwJ42+4Ow3KdMD/XDQTsUovsbUL4zz9HR/J2zGr9N5q5bRYuxwoBmyCaHq6MTtOtHO4j/4wMSr/2hbP3Vst/uyL3Gtrvorhap6efe2t/8vnNlNGvuekAuEbsDR5PXqR29QMNV1tPf2ymLrR9XgAm2q6brLSnF6uNiiid4mqdW5vcBooLmy4OV9PTt73BYcg/XC2p/hpjgwqi/8H4366g9Uls1KFpdwDoKqSOUapvNME92LmcvxvAKgNF6LU0n0V5tczbtXMPQv7PcrUCR29aelkNvpRrsVq0X6reLroXgd7ILKjDb7j+eopiw5KinfafDeX6QGl9uWyXNDqyGQSAWQ833z1a3IMuufnB+F+toPVJDNdBpy2rqZdyLc6Xt75NSwvuqY6bE91ri5NXcb5s7zr01vz857daR/dUf25ZysxU7bqqd6numflvChS41ZrqxdiCfvRWjFPp14Zh/t5qeae3denoHlycvIo7ZveuxWoQlu7Xm7LITY/cg6nL+n6ssqfna2t6wfgPmptkr4yNBjRKRze33J9r0Fac2IhWoPUIPZgK1xYXMVfLU7dlsLh5SQPVHRvd9NG9tjiH5Zr5e1e0mkLjp/Rji3N+wbSPXJ2sbXW/z9FGs9njz1qhCrpZwG9Bu+i0gF4zdtDr0hH92oLmPzFNFj21+msxxb0ybpHFPeW6f4J7jXOHdfw0ifvpWFkYjTdTR9Gn26Xj6aiX5/S9sr8bpbjZofWBnu9VROL/+gL9JUavj0xge1uXvu7BgpvjHr/6cnDQ3rVYDcJ409p9iEpxYPwvCdDRJLNzrD7g2hyHjtmWI7TD2g3T1xrOz31o7o7bFd2Div+w3IR/T49WaynlV9wBb/vGGow//rUAzVnQgy+KOGDfxB1XC4VQbML/Laj74G8E9zIEfm7Rj+K3qdbc9nd5Mv7Gd7dTx72iW+GG3Cm377Yu7jU32FVxpy+n16bxkn8jAb24Sb/jErXVJif2i+g1RfygHuz/J1Bn+/qbDb523xat4WvdzcnMAHdwMnaGO59MNswdvbMaY5YCPQihfxR6849x4Nx3Bp5WR90bNBB4bgCwLQOVSXCMcj0sRHseQvDH88QxqAsG+5rommqQ9hXBA5Mx5P+OUkj/FmSFvOpljTpyHFsaMBx7CLUMdsEqAR+if/JXGRSDiWv6Z5OxGjOs/IXhCJLGpl9SDA3gpU2u4KbDETulz4BrTrDHK1cgcgRO+15vXgcvBOUKddcjSdqwZ4M3QZgXZAlMP6LkgKB7DjtskrRVyRGGrEHJJvVIRBMznS8TcoQEIRI5hH8IzxWUZpsMgcshorbEH2jSEGGDpwyBL8+hmv1XpZo7wBIZgtuMQy7RX9MQv1tx+IsaIAK2f/ICAaCORZ46iz14EqnKyFpJzho7EOq+WCQPUBs3spbXBy0TZHRRSFQsuKx8/XzAeCb1RHWYe/OEfD30zILE9JUmpbBhMZKvOQhk+Zr7pc+elvhkEXskU/Vh/EInIHxog4aTlSUZAYkeYJ6wI5ESdsRhUaYCp/FCQUh3MBLMQPASI1PBEejydaB/gkFSc1ElUzXgXGocdrEeEYltKlMloXKJItP3BGnE71bcr9L4hGXQkZsiHyX7Nvs2roySiSm5CfAjwwaEdWiv1hKnspNUJBrQP50JuM4X2ZjcxCZ1JsIC3R9NbHAr3SA3XWUwc6fWx5hRscLHH7lJwKaZ6rWbkaL73AaJ0+kV+QiP91LLRXjPntGXMG5ygAWjmFosXUadHGJ2EOSjMUosm8zCGpI8WOExyQFSsMics0X3H0xXE1885CPEXpkBtSMpYOWOK0U+EmxDucZJJyTrQXUVDvyJo/8UsLIZZ0Y40fJDmScs/UdEEeeYmJ5VAI5ZElDtBzNKM1JNeEABtSunEf0HCu/kMqeLIXZIIVal/UB5owmEQPc2IHFo+CnUfoQYqunxpXPggfjdisM4zhDsKT0IWrRLhRfWcBQASDZamUotWrijk61OmOuzz5Fuf1pUVNvmjJ5wGBV/9pydElrUBxpnnygPcnadGXj56NECRG46rIUvuaDYW7GpFv2T5DS6UlWHwVahpMNqJkP4ADKyI/sQUuB0bNgDpABIgiNBns3MVGGAYl+J4GaVbuXZu6PKlgczZ6Qbz7E1suypgMqINzvCEtyEzDN5bnxjpcnBjirFC7JRRz5zg/xCodoTHgc8bSH57LCEEgimMxA3BYZgOckyisUpJxzMpjMekNE8lc1EfySxM89/HiTYU3KsMjYFnCcS2xOSFFGwc5JnLlVWrupsprsthaM2GYsY4BMH5zBNS/B4c8jYAFU6FtIec7KnoI2dfGYpqIQvcFbiQq0Lo4ZsBieYhECRTaWZtssQ+MnYyC0AJmwGQcbm0BIyGAbMRqou2U4VQDx4B2S9RkqadpM1FcEC0ySfQZDCREhzl82FXkVgk886kygJbDLXyGNlouXKXYTiMFPhVpCg6axOABlruWOLge08hESGzEnkKJeVCSJcotRyppztDABDnNyV4AXkG8Kd5ShghpOZKK/hcONR5YXeY3VzVauOvMZJFZhVtINK+WZFH0PktQFXeCDV0TObJ1hbK89O3jrTFmnAydZwIpOA3ACZTYCYwDnAHXRlZJPBmOUGRGKRYqrzFC6ePZRmlbf4WJzBypyhcC/QAUXJanwxdpjd7Q4lskot8GS2p77AGWc2UpWdzSEIkNwgq0suGDHLUYkhBU2MvCUFwwzQ2iagJtLDHVhuwEdAZFKJPUAB3YciO+QGDsAkNZ95wBIMMhceZHKGzRQ6VvCRwwgozElSbTKDKrMm0yh51RsEKYMjHRhkDQ6Quol6Q0D1m7vkSCJ32ALHAs2YvYbha3YTpYPsYYqvxSCGfRQaOBsxkiR3GJOza0Sysw6U5jsK3sgeNFS5QMqcF1MFnM3JI3M4/KpLgTiHhSS3hBhxsgIgUZoazLzGrG+3VQ3ICrhk0BTzmIdgYLORkrKyAjU0NRrKhguRYxZ/RWUPIu5cVP3NpTLbNnGUQFbA6blZIss8hqGLke+HnEDPnUwA4flpw5dsKKfJG/h8zZHemOswOYoLo5MVvDmxidenZSY/jAwQ+SInUAJ1CUVTz56hkCn2xJGpzPZ0YvY9twjnUs5ODoEhxxob7P7a8TUviaMih8jzacHIwwYh882Nolf57U1rgYrYViriZM6jYyGHwPsxqyF7BSiMWQyFBPKbVwkZEoY5zPeq/sjJICinxAZ0zkgIKTfYFgLyExlLOCFwbLsKei5TAEh+GySzrpmvTADcIcBN8pOp5GdUnfnFHOAuALhGfhKi5Y2a32wdhJMB5RplENYws5qi+f3wTUdnKhsw+voEPJ2tTwLmvkeE/NQW6aYoSs9deoIubLIBAVc+v1dkG3s1qJzUyU8AstokWdJbzIThPOOPhZytGuH0wsF2ioNl3hq6MokjbE0PtE00yJp/rJggZ3P0OdERz0s0ZbyuBzIBI0ia7Jm/POqQ+SRh5RF2GJniINh3MPaMhIUsZ3vhEwUlGw9OiplwSQI5SybzqUzOTKdjw9iaDRlpiAhSDkpmKzozWQMPOnkEFnJpz9+M7dP4VKgkI9HNkCNDmAFnsIETg5KRFHup1KZMZ5KDmSJGRqJwZLT0xBzEtASMwUAZqcuY0h5W9EzEKI0SHhkpDFdpYdeeMeViCA/LJdbECADZks9MfK8mcJAD+NEUlaG32ZyIeQGdMRlOghhJNo/7wGXqXGXxQjZhSBUpR81OMeRgNquaI8Mh0YHG22Qm41k3RQyTXEKP1ZkuXTYNyNTZA4pZhqvMQnNaubdmEkC82MpwbAzTECmZr1VQZaUQnXKJLzIzeSxmK6LfGVJVBioqYmpAjozauKM8POoxJpI6fKrMFEIbpPg3MtDUAdNQJ0SrlpuAQSiTo4seByml4+Q7mw2IoQU8k4Gug6dvVmQApVFaYAr02GxtjoIm8wXPFUx2MtCC0NM7LuCvnr0QpSB+t+K9p8mm+8Q1KFrbfHGwIH634pmqhwA5LojJEVIVG80I2baOICI76tDKcVWSGokPt7ATnRP21AYhGUgRJPmEEM4wOMrSPbfoY5bkCsqZOokcF+iljzj4C4tTEmKOVABm142hkGVIRhnuU0oT1hgRZsJ7uLeMXFn0kyvHgQmTCwCeGaDg2nxxSPqLhMtwCqw0YSpYWImsPtuPzQOp1wU5bhKGXAILWmaSpAfanAl6tKvFMxhE3nIYnBqyR4+uAN/ZSpAfO5hBielRJFlUOy5fbRKReoh6tCzKVJQ8ptspiKNHDZ1Q3RBpHS4+MJjCpUetT+wUuSGbUUIKeUGPHrLI06LKk1CD3wEtT6Dz2mlfIbrzUaPCOJM7r0TQg1SyxuN5REZC07jT5nzYVqud7oSCpQerXGk8bXLksj835vEdBztrQqw7t5DRR8YE0KiheTScuTs7qyVwHv9g0p1LImhCLAD6Do9SWUMVjFmSK7jpPtfoTjBy9BEHf1pMtkBryeOz68ZQzJJcVd0pmEQT1hihT+0skUdouTF355ZsGqNwdCcZPtrIFw8t7sGm7dLgbC2GIXO3a4Pu3KGkCct8tamfIxlOLpy3cmzZe3/edOeZGVrwSaoWN25qKBV3my8Oad6yMNadf2k0YSqYNp1TlOK0pwWMaN2K9U775Ns6goi2c0SS4+aQ0Uh8uIEl7aXYVg+eO23OB+2lSEWOIzGqB6tcgRGglHedV90syRXUOiCtspxbG33EwR9YktjALEnDzK4bQxFmmqQln5hS1YQ1RoARqLrZfCAyzFs5tughbWRkuSCRWvBJKpgS2Oe8xY2x+eKQwtDCSmW40TGaMBUMbAACL5uLekAXYSEmy33BlNCUYFm3Yr2n2lSZfZ4cF0TiwP/ttLUn4T4um3JckMmoGUjmSM4LQVtm+cSGPlBvWmw6HQrCQyJAyXF7kETpoTIzGEeB8IEow/3oYIB0zN4bxAsrITKW5bAipMheby7WB5PNNLLcGJMUhxzbD0Ij4ncrDt9x6nLckg91MuzsKDvhNWNMyHA1nPRglStIKG7O9lnligHVMPlEkheNxIcbZJQoibOZDlSAYPdkE5VsNGGNEZCJpEG2CsQ3KyNq5BPaMX3EwR+klFk7a32+bb44JF5HiJ5sYumrCVPBIBE1YeidVwMSghgU+YRimhZ8kgopBciYzVdAK6ZNPsE7pTTBbu2TuhpdHsgmcIDuaaFkG/jRZYEGLnK2zZShJ25zGDhNYTYQHuUshVlIVMC2sCd+MwuUS9jJVTGxGatLruD1yiT0KAgxsdknlOThI1BDLpEmr6oYwroV643XJARQjKhs4khX7XTZNICo2PGoJJto8lb90M1biihwQnqT37goHiip2ktb3shl3ZFFWMmAkKRpRpC6RDtIKocY88ZlY3LrDeEgXVEWAcVIhBZj1q1YbxF5TIlNUfIIAV8J1T3bzsSYcYGgPIKMiAQRBLaL99EIRo48gq2HBDujzQJGX/9i9kEWYSCPLMI7N+aJv44kkT00fomo0rgFCBnjo8Ue+cMHuBGkpvOBsAKDDIBkD0afb2ykenfJ6cjCl0b+gFlJwk7d3lB22SkDsWS3rsbslLd9gga3v8FMkt3oTJQwgGGjULTSQ58wyG54niUauNgkygwJAvIyhxxS9FCvMxUnAUjMsZDZSinU2KwwFyDwWpp0yGxnYTWMIBGtegNgynCIeiS3/fWxUaTPZvDFRCYgCLmND+ANCOB9JtWh7zHqlDV4qLvBBHN/eNFJpEhA1pBj7EabvkP41TFaUkHWAGTCjdIMc1EOM8oLiPKFHxKIdLXpufDap++qZbQFZkWuSOc8iJNbRvnIaItkRfoU2QgCR/TUHkXktKwtglS+9tcTiCQjspymd8bIg6Z9YU4chUVSTkPMGtF62BjKgkyRxslpiodGcPxGG2OpAtfkNKQpSI48aFkPDKQwqY0neduJY9iHaxbMcvPhBUwW4y45PEKcPzFnNQNKZbHxjkM+EvZSpV2AJZny2BwoYpeszeCDggSTdPJYFg6JHGhsrxszHJCNyWOeDhIL4zbYVbjTkcdGHxOxAO4IdYsVfEyQ5SN1in/AaNmNH5sgskLZ6w/MiJUyA3INhEqOyBWCErVk+2ZJNi/6nAYa5AozMjSqKNxVSCeoBlPkCpY8HMcC7AN8oiDsIJS/DjRxbDNjY4H+zRLWyF9iJh4rYNhaZ1lipVDkL7QDjxiGrl8ti3mxRfLykbk2QPniqGa+O1CEWJ0hc3n5AkYP2MwoTgBkBCk/YHAkxsDfLGdM9koNTX7gd2HM0Np++otqezKUIUiBIuYTdRs9sDEPQskPIOPGUAGxlxzh1t7E8oNOQzIE9m6qrKIhQ1Z+8LlHRkGclqPUYNHkIytfbYEmU2zObHpbVzKV5CvOBJSOaOavmxUjtCEZq2upUg6OmYxoEpcbHzIWX9cS9MYsB2wKgxsqGUtR6ZIwyNxHxAQRRLpkLElAzKDDeZwHKctoJWNZzmE+AZhNAecTjmG5Cu1Okyu4Hn63Yi37SOVTWVg5qgAap1TazCAOF8g+L+SouBqdf01mG/KSJDGsHBWFjc2W0vlQwZZXpQE5StSszZgtMxc4Rh/GKMhSS2A8dVDNaeDsScEFU5ba0vK8w2KufFNijCwFgciN0aWWS0hoUoV2QU6CwPe5BcYMYIsCLyWUyEl3AkInUM6Ke2PuEujJS2pmQCmaM2TWafIsIiclAhD9U5xtlMnaSC/kpMzTUSFvZiOPSbJN8uQkPX3ivH2ZC/NSuBhTJCsNWIpDJm02TIPV5SQrKbmJ04bHoVXLVHB9WZ9r5CFTR1IxIXKH0mcMaahcRVBU2mvMBTKcOCD1RK5eKKTThDmDxYhRpicmV+me6nBNziHUBMjNOSNXa7zV4SNipjMynREEgVz9gceOiwAzCxNxnpbkapAodrpzZhIXJhG/W/Fvg6jIQoR2xCSAtX68krHADhttp02eOj2WZDgoB2cE72hTpwqmSntkKF+6pES/tGnZ6WkLr7ymqgst6YY2ZWHhTg8r8h8vvTkDS9pURxg8JFBnI9MxWwGW2vSIFzyTYXBpBRha3614DjBKwQmYNiXEEwcpnOASsSscQ3NqDbDpeMJIlFJ2mpy+rQnCmvPPqgcL3fA2JyaEJ6iQs60lRHfaIB/NecdAI+kqcjYWZnA4MkCMBz01Jw9twEG4jM9XlkSZ5pxT0clYybX0GO86zWKWLLuhOYdoNaGMItwznBXWQFU0SwpSbbo2oJoTxRB9RIsC74zBxO22dd02Qc3JBBCxKDxi0QINUFlzmmCgRIZDQWGx+UqUmbe8KDRnopImlEPG34z9heHA+rxVWbb3+ERpzhIBtGChBc7Zh4hmggSjTh3Rm2Ut+nJ0DXOSHGxA1Zqedya8CB8xHdPXJYHebCxz44e0c9348GDmqTWJLKGA1csCdJb2fbVmCEvPySSDLsJlUMlkXGLQmqc+3pTxdR5L8q5fclqNZWWbIQr6jyt6WHTh05ooCjsFS3VPFHNATXKIVvNiBxslW3pe4jXKAwF8dp6bXJgEGRQusmg1DzjZAFDQp7Sw3K6WtBoL2+uqKQY1xEIXvPQjqQaBzvxwxc3pl/4lwKWGFksWJDUmjyCenBR0h3Cm0QwGkc5ccgQH8kGHEobbGbvGHOL1BsiBnskBzaESL0h7zsIVISZXJih4oy/pYCHK66Y3MGyiTVB9OUW78ZbpAlfELpih1Jc9Gtv8ST0TqIeNtSCsLft48SwToYtI0PTEA1BjhlDjAqJUNBGEboS+HOCZhvpOPY4Qv1kY7DYxDK7wVFbwytKWPiw92di+iU/kE0JdeWoFJ0cVBW0VH04KuhLK7k2dNv9lZ0kLQQ3vfiAGZ7jxtwXIqKMpvT/eBKkDASYP4veJhX3U5Wto3Yqzvmhi0aETiKT40Hyzk80Xh9QZnHmjQ9XAmjAVjNvp0qW7aMmztRiG9BuaVzpUBJsmLPPlpm5ZsgHMtF03hqJHLqnUoXePmrDGCH6axgQe+oFirBCJlrUENDurJbD/6bTUoX51NCEWAH76RiyvmPux0+Z8+ClFJR0apIAerHLF7xyyQIzA4MNht82HI3TFuo0nd/QbbJJpBChwIVgdCYdKWsYRBSZ2RocqidODVDLH48V4iCBRwmcZBFomoie5rSOIfNpSDh0aZVEj8eHG8YwJAuupAmX/AQEdGmjiQ4ejaMP0iaOi3ZhenvJQuZAIdR7fcfAkxGDQoYw89JExATiqHBfmHDMCo4CRZiNLqZPnjCxlX82SXMGnI+uhQ59IH3Hwx1GRdOgg7ppEkVjSmXAyyAn3rjVDrasNUurNxs05YLDIWSzvzN25JU9jJtShYLpoI188OOqbs/CpH9BLoAHWbhrxKJHpHraojW5S0J2CmqYp8siOQ+LmrRxbfk+DV4eS4dSCT1K5mAAWROtWnObAW5EDRjRmElPSQyHdiRbMDsYJAa3pGIUOnye9yW/NixDSp90EokF1MtIF75j+CkxGdxYZOV3S45mwTjvlGjz6snul9C7bQ6nEHulVaDVseNgBUKZjMVF6PDIJtJsXYlTHHb1xa9MOUTUnkih3gGxpWbfirgpMQQgwteUUxDkBXgggHfqta1iroZDCDmW1R/7lwZEiaU4PQfBcW6QJRSlV/2jLrO0cOwxvbYD3c6iUzjyjaMohhZZ1K9aybsVa1q348LsV7z8gIC3rVqx7WpUrW2/Bm2y6hExjgmlpQk5CDuqY1UfwEdzaTM55CAybxpRK1ISZczgo+E2XIzE4G0G41JhJZqBLaPQRZZB2HlZUNpVa0phSRDQhJxQHbXTT1yh92Vk4SfONCmBt2ShGE0JA5J+UbH3Nt8N8o4cabcm45nNSq5PYP7ae1ZwwuItHY04xaUJOQC46BNm1o15IF0L05Rw2mhCTiIs6SfggCW+7bQjMPChGTlvuK3oQDBb/3CFGBhXj15Hs1dkxuCbCo05B9GWQI00ohZSLVsDwUhj25scAYrrSK/WZAOipLgs3hDJn5p5mpCu3pHrQCJB/Mo2GmQLOP35MefDin1Pg+pojvlMsOoXbJGCjLRshNaEcFy4qgcI/GMDdUYI85kktQLoSioNGEqNzOGo0+5q+FFtOh4WOdbpAWz6KakI2KC66Q5ZB27T1OjSSsEiD2pLGB034AJKLFi74OcKBGc5mkKaUwgDOkaS/sOWdMxvxZjqEgppyr1EfOYvicPaQqkTVmdFCgyOjg/yzQYZPMwIxS1pPZzuYYTTl3Q99JIsKhyNDxFPp6NsXeMxhLpZJunJLpAeXLOGiUSlm0ACo78GIwIzjxJX5T5VIU1LlaSO7CodD9uA9KHAy/6mCoimtNeBYIJRBx1RPVUphbz8t/Y4tU1f2PepBOTN8NMjqF3SI+qsu6soJm3rwGoGPWgv8W5nQeaiJ2Raagacpq5JaMO4ChzMhDQIxsPCgohkSQx66R/C5pJjsB1zE9BtObuhKqEA9GITFR69y82e2wvzpedbG5M8MJhKtzSGHo6fLDLrXhsiiAgz5MvNnNaFFgmGmHA6kFBmr7S/8GW6nP6VdLpCBpnyxRCPJarkonUe0bsWdXTDDIOgoTSDgoZYpHi1B5RYwxKkbYYPUlHhfGknUJB9N8ebbTlztMl2aUq/QRyTv+OiWME2bHJ3KRdYRbAUu6pdiBk0hnkETI8ygEuq8BwBs5jl7hDoTNVNNeZXVR4DI8dEbV2TQPI8zKJOTbjN9Pa6cji68E8CdEaAhHproRYuawt535uFs8tEDLtzafISd/ACS0+WiQHvkxPKchEuULuWNVE92EdrIjig+CsWCbuLZhbqgtoThohpuvIo360ykCrAfYqvoycMB2siL56NJ+F4FIZd5xxwynYoILT156EIbWTvlo1dKf8XaTMXzTU8y2dRGdCofzUI3G/DzpW8BEYADy0WH9LdL+s5kKsx0RS139KSQQy1IBsxHH8VcGj12DHcABcPSuGgYMDUeyCPmQHuJQB56kkGfLiK6xkVDl7wLLQP5MchVX8TwqSf9OmjBqyN8tAuN63crVuGBzaGSF5FzmxltetJKFxwokHpcpKuSu7I5xdumnuwaEeAMdPTwuxXrSaCxUL5NvRtbiwrGVk+hxERPdqWJ0hF/d6jh2qGG67sV71DDdbVuxdfvVnwtrQBDy7oV4+GNmJW4cdGTG9Z8bpPej0+mzLjW1ZNEnaCjU76vyZAAfML0ZBKiaIkx/4LGvwBSFyYHDUFfpFEHw0aanMVW1hF5ZNFAlaH/SITOOZo06TSpctpEmy8HJet8rhQG3eeqR1YS+ken6TKn4QqU8tC8uvdrIMtefIDhNyXydJoxWw0nVoSLKgL5F2FJYWVELGdGsc8ZNfLkvxqL3UffoDbApwzY9dRrzHHUnpmTddQg0bWgbX17YM3CmjUT2Gp1mg139IXGBFx0zu25YBOaNEhQnlAEQach49QXRA/5aFGE59ohyVyeSuEPO/p0GrMSGu0pjY+CIZ/PRqHMQpt2KxrUvSdOwB47Q8x6ykYkqgbUvBJWihPEHav5IvIIGUbgxBCsKh6nTJLnjvWANT1aAdtR2qwmHidy6LljMZgJA3Qewzbk6TRMUjSFKxGPg6auQVYWBoWe3604bJ43bCBbi1pg6y5GtNtwH5yIEU1suA9gv8OvrUW97gfzkw32DaTABa5s722wr5Xth7hga1ENeO6jrVOsz320VTrDmJV4bcWHoxvuQ5h5A16ejFmJVwoQI76PT5jWQd+ecB7M4A32BdxSvgsAl06+a467HtS3SYXFRrwVV4UQWJL7qAEBNLw8FbMSr0YNBAS0w7h+VOS/Iw3CDr0azClMc6ciDAYAAxAQUFhYmMYQenmJ84UBpmTYvq2HeBoGnSIZ7toY230OlMxGcGMOTkdZAHffk5nwjjOilqEPGSWcJkxnVMveYq2YKRzZ2bDsYnOzt198YTqgabLW05guE6AI3wrqDIvao2RzNalkAR0ISyDs6pZAnrqk21w0ah7d4AFzIqg2hp1qCRd1AtlceUz+gcLC5pcCYYiSAORLInq7j49S+EeMCJl5PcAQSbD5BuXMAKI8FREiIsJg8wHWhcmo7am0WjnQnZwVae+9IhDhPR/IRDJJ5FtBnQVcyNl6PyTnB3fqiKnCqf2kzAmbiqG2uWMtj5+A3h9PjWGnWmYHKRi3HhQFvYCQDOFA/bX9Iq9yj0UvVZKchO62Xh6AmWtPA1mI59b2s6IVDiIuojliTg9aW7P3OjPMQaZsJhtgmIXqSOw9SqAuNAEvjRQt3wrqDB+JltncTS6Pb4gUclboEgUlyuZOJghHCV7hrJIhHWCzyAdm7NncrGqYiNd1E5AKTZIv2++AkLwjs0omGy8ARzE2H6GlHIZPniOkMplTKJsP0KoTlbCrpGqzYi3Ye9VOeQ8WKpJWHPSCHXk6V5K9rac9MDvpiJwLHOrZeolTuoMsHSUXlVvPCp3ugF/KVryqFgM2yP+W6MI+WHxtrlzeI6fWljUJrE5YuGzuhs9wkSnNzTumkFHCaXoRmDa770GnjEMO4xsfHoZTu+8JST/CUbWMA4ZvBXV27KJ3b6+SyHYQMNlhpBfsyCPXGVOxtxU+9K60OfISmjG6DFIB/rdEF+4RJXNzvVDDUEeBm1lAKdvs2H6Fgo+TeEs00cYDGN9sPx+AYc25Ss0jExzoTk5WmqHdfXg9OtIOC5gAwldpUGw+LB1yjackSq4fYYiSADpY4o+9Tbwha1GiVcYszI+dPTJonwdb7zBFJ5uvcuOYrL1V/NG/rmyRjRr00GfUTlwQwrD1ZnTJoVVIwzwYS7fflsSwkO/TDCQDGSWcph+1sdp9USI8dvnigR81hp1qCRO6s2T3FZnRBYDoYrKA0ec0BnuvAJOsdUKStIsThigJQO4rwrL3CmDoshgSkXe4/G+JLgzoJML2MzIRxiQwmHm4yYHu5PpRFp/dpwMxnHSHFBOEUxjoCZzdl5emI4lGwZTS69cMaDafV8WjlRtjrYahiq7EQWWIK7z32Bq7mBybBj2jpSXzrPG/JbpedNa4+7QQw4FgXi7BntzwcWT3IZjRA8iKl0xo+FZQZx8jUGDvzTk+Ej4gwjg3hp1qkVXwtdh6Tnz0EXwdwM6sCe89FEZ97MUQmg+JJejE2Xoy+shxmqK9uiHB5hsyGjZTgkwlCxRfFow3H5AZvYguR+XbJt8K6uxiB2TsPQ4CwkNCrtC8gSEdYLPwOY159h4bZhfzzNSQu4JGc8SC/y3RdSC5DnsvM7EP5TiRBjUG3wrq7HKS7t5TAg1z7YwkOXBCRgmnCcdQYLr3lEz0OfxEG+bZoiWb8PjfEh0dzK2nhECXA/OyBm/raYM8hlCKEE49A++9KmOnsgEn8o2HLypzexvlLPyYauAMGJUD3cmFF/dA7O2UGD0MiooGcgVNn9k+4X9LdOESiQK2nhHSTqJflTjasPX4tsJzpmS9C0+7twzuwqdwb8qUaCrlg9xbrgadApOSppHJRJexcIf/LdGF4WylbD0hSt0MCmBZ6ta70RgefVTDJTW59QbJ+pJdlhtz/MOQEDzQbD0f4P6g6spBFsTW46HWm/iUZeksnVX1XrN0ls6qeq8E1GRVvdcsnaWzqt5rls7SWTpLZ1W916yq95pV9V6zdFbVe83SWTqr6r1mVb1aWVXvNUtnVb3XrKr3mlX1XrOq3mtW1XvVWVXv1arqvVpVvVerqvdqVfVerareq1XVe7Wqeq9ZVe/Vquq9WlW91402tqp6r1ZV79Wq6r3aVbCqeq9WVe/Vquq9ZlW9V6uq92pV9V6tqt5rVtV7tap6r1ZV75VbVb3XrKr3alX1Xq2q3qtV1XvF6nqvWVXvteu9YnW916732vVeu12vVtd7rXvEctD1Xrvea9d7tap6tbKq3mvXe82qeq9d79Wq6r12vdesqveaVfVeu97rn2aWVFbVe7Wqeq9d7zWr6r1mVb3XrveaVfVeu95rVtV7tap6r1ZV77XqvWZVvVdTHCeyqnLVe82qeq9ZVe+16r1mVb1Xq6r3mlX1XtH+KKHqIaDqvWZVvVerqveq6CdnAah6r1lV7zWr6r1iVb3XrKr3alX1XrGq3mtW1XvFqnqvWVXv1arqvWZVvdeZBJlaFp2q92pV9V6zqt4rVtV7zap6r1ddr1ZW1XvdEeq0XHUhWFW9V25V9V73NdSq6r1edb3Xq673alX1Xp/+LK+6VFdd79Wq6r1edb3Xq673alX1Xq2q3qspDqsTj1dd79Wq6r1edb1Xq6r3etX1Xq+63quiX79DMMeq6r1edb1Xq6r3elX1Xq2q3iuJsTFCQ1dV7/Wq6r1aVb1XblX1Xq+q3utV1Xu1qnqvVlXvVecZocUCyd3eTlKRO+/8+eFz/bzz5/r5VxW1QXRR2rbPJLDo/Pnz58+fP3/+/DOAP9Gqed1SVODOnz9//rzz58+fHyp5/vz5886fd/58nXKIL4oImRGAGfD8+fPnz58/7/z97uRBbIFlQtjR6M3zMOUSBVsBGjB5vyc1/vnz5513/vz5P3/+XAvB886fP38YZU4RI+h4/vx558+fP+/8+fPnzw+fP78uef688+fPO3/+/Pnz5513/vx558+fP3/+/DlnEIR3zjnvvPPOO+/8OSeghvPOnz/vfIMg5c87f9758+fPnz9/zp8/7/w5f86fd9758+ede4by58+fP99zi/z5c/688+f8eeedP+/8+fPnz58v0eTPn/POn3PeeefPO3/+/Pnz58+f82vnvPPOn3c+eyHy58+fP+fPnz/nnXfOO3/e+fPnz58/3/oLIvcc0dp558877/z58+f8+fPOn3f+/Pnz58+fP++88+fPn/tB4M95550/f/78+dY+4bzzzp8/f/6cd9758+f8+XPeeefPnz9/vkmU4bzzzp8/f/6cd9452pg/f/78Oe+88+fPnz/fEeo477zz58+fP3++n/4477zz58+fP+edd/78+fPnpoCcd9758+fPnyvucd5558+fP3/OO+/8+fPnz0lc4NzqwNeDJ4FwDHT+vPPnz5+Drdfnz593/vz5885f8+edP3/e+fPnr/nzzp+/5s+fd/68a/78eefPX3NE61fz550/75o/f97589cc0fr8eefPO3/+/DV/3vnz5897GH/e+fPnz1/z550/f/688+edP39+1UOF0vPOn3f+/PkWVzTNc0Rr5887f/68886fd/78+fPnnT9/bvjdijt/3vnz58+5Hjrnzzt//vy5np7Ov/Pnz58/77zzFyeeP3/+vPPOn/Pnz5+b8NJ558+fP3+eAa/zzp8/f86fd9758+fPn0tw03nnz58/f379PvXovPPnz58/P/xuxZ13/vz5807n+vzwuxV/550/f/78eYfioPPOnz9//rzzzrsZiOfPnz/vvPPnz58/l5MRYuvncIbhwJ4srIHKKATX4gPILmtI4QXENDCBnWsBnNPl/ro+LzCKDhWzggv66cNR8TQ9P7xA5fUGr3rcDio61MMlJ+TkctMozc6fP3+OlYYFkusBFE9hKCVyOtwTOfrN5rKDCgj+ookFbN2Kr1teT4MAF+2mhQzUMW1ZNdb0rgO6e8JEzHRYMyRAv6mSnWpI0aP4Hl8OBQXtxsYSKlud8OWk1VtJHNBu0NTdAfR2oqQDb8YBinZTeAFPoF1WnzsasuixLDBkPrPsgP0Ih7Nk2iw4aTZuYupwwexfX73KWKXVNNHJGfTRlS4f9Aejp3qzjYU5Rgj0CkpClEmS1J1fiJgGcXY0dV7khhI1JxsIPFgCvWtY5wtwkdCdYy5OE5z2p1K4ocyp5qzBvQOGqYM/iD6FAVeas1L0jpKVvkjETY04DxpTPEe6Iq/7mFAkCtdTa46Z0AFPeQxuphQgMagto9TmyKg+VeHdi03x6kwvW6bZ1A96FI6li/oSNbMUQYZeRpSPGEYXrek1VGfQ7cP6mhB9+GpLPxNzGmj4qitjepwrOH2JoEhpI5pfGvy+hKQoWk0BFnb+lPY/LxQ/qluk1Xi3dlJQhuHAeufhEYsWOu95iVcGSEzHO89NLqyBqqjz5887f9758+ccjgwQz58fPudaeoyfc7tt3fPnnT9//vy/7Cwh1rEAYj8Qg593/vz58+fPnz/3uj7v/Pnz58+fH3634sPvVvxGY7ETEE/ZQmQANCVRGy4o4weHgxXQeVjUbGvOFNMAwxSH8xqeQ51pF/K1m/s4TWlKB2DcCB0FDkeNCNG6FXduQi5y5kLjSVDPGf8saoNo3YotkMnSS/Mg5zgjjmhKImz8SCAGDmcHmP6GzYv5DZsXR148cjiEY89n0CY8MyhYg/lzDwOidSu2qtK/Jfc5e3nh1ZUnPjmSNzX4Z1XO8+cz6Ay5AHOczEzsDp3++CdehufPy4zReLlZbo6xBqotT29wQjUd/BMPnOfPZdAuP2bQAowmagCZX/hAEjaDf6a+QLRuxfKU3QzKQMjhdyvuI8og/dYIyaFhhjCNKUWEE4reSdE15EkKI0KPMugWzxnURZtsigrhFhhoiI14aGdauAUGGj2bokIROkG46OeW/sEq9fWIeIabYG2NmSXHCUGHeOj4so8Ao19v60kYrKWnMaXgcEI3Tlx0KLKfcefCoF1D0qDhol5ZYdCuIf2MO4fmgou+jter8aBXLRH2qiVCPcmgjwsWQcJFuxv6miP+K+T4HD5hfNKWjZCc0MVjG7nIJ21Q2LlYCxMmM/WiL24h0ZN8pFwQQhE+2uVPWlCLw0IvQYlZPJRvM4Hd4aETvw5NxHgo32ammAZhUbOtDFG4aAXLjsZMnVdhCNqtUabashONE9KFclG++eu2UHpbGceueAGEnvR24IJtvvgoP+prrO5erklRx6KCpS0fzzghhzguumP7dDOeuhwnYLdSQ4ieFILJjQAF8tHHLK/izdq50HjqJuQi9eThAH5kyMpFRf/8CgNseo4toE5Fyx89eYjJjYgt8tErYF7Fm7V/Ud/0L+obPXk4gBvxKvJRv7qH47TrVpD6OpSg15OVYbiRMHf4qJMFf+HP8KPwtPWspqymfLGEI+nLwkV5XL5SAy2vpqKtiwiCoys1Q/kgZCIXZaP2VDr63oIWga4BylBXbon4IN+Xi6Kpeqc17KNlTfUTXbq6knEAHywkwkVJNR/E784mS6gXWl9TAhjzI3An+KjXwVOJcfO7ybXfGQjVlX1EfFCFEj4atOIxTAq90QEkHQkII00ZV4If8RPIR1mMPdoD7gvYm9CNvFVqSrwpjiTKiI+mmPNhXm4ewbeo++hR1ZT/x5EkAeKjaQMWiKohQSytAIM78kf+yPkj55zzMA9DhsOccx4O8zCk3hRRvSmifIcaLr5DDRffoYaLXznnnPOrEhhbXKhLCglIBPQapsafEG4kNeVTpqvXbNjDwtoTYBkRQUCL3oRz6kUuvGHIseH2QK8Z3Jq6kTuBuBOooZt6s8SNOxKk9DQSTBx47tGafwrx9FV2CUra4FHA0ptg5Ki4Ex4yh/UbgkNvSmqZKh6Non31dRrfUQ+oAbRmliXUPTq6VyDdoYNECxxrtGaOSrEUlK6WZ8T1C8lkbyepDMUgoqLqVGsCSFJHsvfVmcMmg1armftO1ezWYNBT7D/isHh7WB8k6swhf3e0Y/qBNEtAWJ5pNR682PGrojsRIaFp9JDoTDsvpmCY9DVyumI3NOhMJTU82b5OadVjqhPSmIVTTtnAdVS0S7dGFBozTDnns2M+HMQlPjb3HApFoCgQugJbaMwAWXeySOqORuHSwWGbxgSNUyfCl06y8ZlmgklfJhbikcE6FxTZQ65DXzIusVPhQg9R5HGGei4aE8WWTuDpGz2WOV5O2vIKl2nUVp/smjEksIO+nJKrg/dBX/f+dgEyI7pSDghTMVzNRMcqDWKjthQ6tANW9FVFbQ6XoHXtMwksOo25Pi8P3vRlHpXMze5X52UgoAz0JVastICAB4ucqwJQQley0HLaNeOxDsbGPtboSgZ6dij9dKczxKR1bNGWQ3Vz7KxozgAc6KxdvO3MSKhbV2IpUOpX5sdQYGAKsgl01TSlkyGmEtx079JdtdYMKW0pCiXn2qe11MTg0PBBU3aBM0dOodZDw6qnd9sEu2Zw+F+DQW0Z5yzOhyCfAfxSVGCtNReCPLMZHS9NuSJGaadReMGXBTYkFeg1YDw8JhsCzsKzPz15xg4dNQF9fKZMO9GCqCs/2JHjdRfWgYas/xHd0Jt5BrghNdP74CgJYVTqyzEhoi3CXYaHGeHIEkv05Y6pUEQTfTzoOdZxxVO/TboyxI44slrYT9qNuTRerbll5E2hje60NkSEnj+tJu8FHKU6/8EChDlGHZOenOszBytE/1CigxVLqjH7RvWY9bIgFyKAEaEzhbomxCTSn26MnyI0lHFqS09K6EBnB1q4kE+GPlfC9BocRxN6dHma2NgqHh1KBaQn/cyQY1bVq1ieqR24ehOIC88VpR1PJ3zCeqMruWzJA/R1EbiIVFiEZkkxhd9ijegMCCGFTkMGwBwOkb00aOvMBARt+TQOFVD5XVYkhB88aWpKoLo4WjO6DEQDnm4atRq7LRYwOxCvrsobcjpT0MwNGLAuecBqZFOIvgRT1J9ICMKiolWoiOo1a5Zs2sw9zGZJFMZEfalmjyZ8AKnhpNllAWUBctboNKgK5LQ96WBvonC9odSbXnhtojbfQRLXAwg4TZl3DRUS+lkSZVm1AGG3ux86TR4ScaC0n+UGRQ8zK02p2QAUUKxLGRNBMGSqM8UMMf3RNp3K1gZnOg1bqhy33QkMVYnIjNNrrLSdm1TP1ymntcRRwIwAzIBu5s6Td/L20ZiWBDwR5b4AZMfccqotsa7gzEueyMLSKSYdbamJpgevEfSbuAYdBZykd4NgqTXvNGAjdeFpgMpPo9Iq/MJBlk7DoUQcAnTfAc+eDaMHenJvh5p1UIuT7FHMAOpJ0AygCbp0KhRvZDil6jVGmNg8vdKTj4UtmToTbXArSddDxo6XgyGNuYvaRE5K4NMO2SihKzVsvWmyeOVCSFOWDdrSqUkfkbzTbqzwzsWg9i5CmbTmGLHO7ff97uTRotJqw45Gb5YoiJI6QsP7PanBYsViECMsnYaTLLTpx8uJa/RPUkZPZvDz6emhl27A81ahSWPqsWKDBLB3kda81NhI6Es3b23K7P4CE4elKXg0ZRkMb3YSkc3DJUJGjyck0ksFCixOSV2JpGsjOlW7GYPwMMqcapWGGdERI+gQg7p+JyGfhB7LMjTXJWBqPkAPqSlZCwEa0Xu5eRPWhFoGu46SA8KhDmseHAS7Hkxc0zWUbFLXjkWeut4Rp6drJI1NXSdyCHfd2IGwax09ul4fsVMa1i+Onl4jaku81jJBRteAazK8PgKn7bqFndAfaGp7fahmdw3mCV8znkm9PpKkfQ0oYs/rQy5R13apnF1/oRPwOgsS09eATERd14XJeu2FglBYn/mJep3la65rulEVXZs9SfG6y9eB112jAf3zmkuNw67LXrh4zSWKTNeSfZtdk93VeR0ZNqBrC41uOqyn4nzXFjRUvj4TYUHXUppzXpu5U+s6KhTDazPVa9eZc7Z0HWUl7BpTi6XrAz2QXl9quej6AJjda8sms3DYG70pryszoIbDPE1HvO5hbYIw9jA2d0pdd3KZ08M6v6ldc46J6WGdWlqvN+PMeK0ZqaaLIXJ4rQmEgIfpSLPltZoeX8J6I7qEAcL5cBhg0oZwWA44N921mw5rPQyHm7qu25zR08Nev+5kq/Oas09UcygVd33LwlhzIubRb7aZ8CUXudecRld452TS6CYKHgfTEoDUcEAECVxLHp8uyVXVnEMaeGphwzsnDyOeViAcLEskZhgJTeNbrXaak+ukTYghHGxRsUn4ObWCbMSAhifQeX3aV4jmfMGDjReFMBgWMYDh55z708mlq6EKxtN9rtGccmw6U3QIg2GxOoaf08SZzimuMJxc+Ht/3jRnlgNnHSdhsCu9hpQTMnbovsXGJcCPN/ktAvdRSwDSLqkbaLBkBjlEi+1jlkjMt2ph9Z8KXmQQYTKPi4pNPi0KndVUHxmEgwIaiQ+3RyxiAJ8OjxwZTJbdvkDpIw7+HrFYHZ8vCZyBjRvZbUeYFnyS+nil13iuFMTvVqz7Aq8TjSbBohwiwFVHmi39jAI4eiO4yCDQrADh/Ev9ACD3qhXZbVADJm34C18k+Q5mEtktgJ8ccG6/QsjZgDus/KHQAA43da/X1wUqrkr+MGeJY3DrnuV0Km+5QCN/6Hxv9KYgfrfiLuYUjSwZ50X+AATD03TEQ2UrZ6vZV/bgJtUmCOOT4ZAyp01myR3InGFzp/RxlV9zXQJFuQOKos5v6suAozLzzZNyBwaonVpar3WjewI5YFr4oJQ5eNhOxfnOxXGTwB8+eUMSEVKac55pyekbnRSyhlQNUaEYXn7BJ9ASgazhhYkoK+GP+ILlxEuArEHAlwM9kJ4FGC9UvgCR2y63B8DsdI+SMiLIRIW8dol05ieqOwJawLqVkNeuspg9SfED4LrwePBAVsuBWPbCxWPtNBU5LMpqVS3ZXZ3noNVGMo6QM4CPLDS6fdwWzrmzSRA5AwwnCxoqCyB+t2LdCzxyLdp5GS1D6Yujp17lzsWb5R35gqGDFnZCD8BKEMM/f/KFpEa7VM7f+hHhUihPPiOSpC5M1l8AMGNOnXr5LEwD3aiKd2NhBUAlQD47mulYENC9iNNucu5SHhMDhAcHwV7ovcIXtUceayC1I05P13PmZssUEFmMyRcdPboegZ0wszhHmSzm4A/gmgz/FfiHwNhJ3puAIvYgfrfiC6KNUUlt5C0lCZCJ6DGA0WE9FQ7IpD2EDBYijVtbu+NoubZw20NEOmzumE1kjHeTAaUHlt0hVQxs3UAGvkRJnLHUGWpB57VpnH4bKlxHTWjuTngGfzyLNEz4Nw2mfndjr81DZc4vxYypga/yc2e3CNmEmovE6EJRQvL1fLzo7N1AM5pV7+aOx5pOtiOEZ/hZKmY6DLz2jMSh9XPu8oGjRNGyYXCFsJLqgwNuFAE9Vih0K5U2i5CBhq3CZgH2dmjdio2En2wZ3EUYnHb6IZk5LdKwmMOAXFD0LowXfobh16JuCKj7ABMWRruNVkCT77UXDHFANXjtBKEqqQ9ExHjU4bNUZkRaydl1PrLozanqWchDtm+GbSBrhxiDuct4VqNtay+Ugb9bsYjSIV+9wrVk/a5UMm/kqTl8DszY7j4p0CIoXls2RLuhqHcrzF0Q6t0bYWlmQ3sv6LvlSh9X4llJk9EUgZnEtpFu7Zqbru6z2FqypgLfQhkFj1s6qtfVEMvDcxkU8WBBzidNPVr7OE9VgxsDtnw1thIT+TIkdEhE2vmgQAAXxPb2nlSW6fRTwOg8tG7F4O9WbHeH5LlDDMHfuN5Vy+L7bBUcvUeAb5FEReAi2LSDnjICVc0M4R8glEAmvwdL0rq5C8MCaR/TmduKE37BlAdqcPDZfkAW2ZCEBQUNs2gS+BdtCezM+QwARv2QPVZAIY89EIbIdlYRtYTjz1xBfUg3VgAfwHm8R4vQxguzMe22auCpY2OLTDz4MBvMynSLC5YtWxYWsX22yhIxRGYYfG9tfPq2E1lYDdOtvcA1FNhnj/hmAtkMq9mGJ+fuDEc685hO1g/jjGesQITv+pPF6NHIDtECPB5/RSrNDelhs0eMcGNgy86CEXgR8S5p0rC7UItwqHkMR0VXKp6NLXBnaG9nFS/plLTmysoadRmoumQHFo5FZrARMR61tnYb5nELa8mhw25MqLK54+2SPYwb/N2KE7MbaOlqL/S1F/5EQDMrWjNFuRS8X1ZBkYiZ07vnp8QN88lesZCmaGc5LVkyw7I5QBVCafywYbx1jQSxfB9jCdmP6xsoUOK0mjWRGsgdOr9BW5IUd850N0OUU4Qc2HeZYm7WdpZjCUNBymZxRIUMtXcHhxy/BOHa3PFYC5vA7aI0Ao1ODR3wx5ASMrBe7w2cOpafbbSB5rVkfbZzFxDCnivym6BQJ4jVjTRYpMI1YHOXfIC/WzGZ0UyHYgybOfIWLBECQL/LTxD4uxWLB3x4uD8JWhTI7xFK0NO7N2yAv1uxjRnPa4kE8PN87YUjWso2lAmiRas+/rNHaftZKB3GxnMXcckd4Nam3eAiYa7SkZg0FWH38Vlin56+6w4aQ66BjzFm50aJ1575aVvQYm8XO8sm9O4RCRIm+xrNIPA3Th+j2YfWrRhFaFUHNdvgVSdAKEtma9WI/Gj+FHg5g7Gye6UAcv1Y23xikXGGe2aQp6KPU686zH2+UomjNg6GvAoVYjOOxDMRL6YNXep+icvMpqB32QTgjRHpSwCbWB6QnULhADF9FsuZGoOfnZvcE2ESy4SHQnEjA46fesMiTwydR8ZCgbmLpAGGPv6Dh0PKd+gzJAn14bmkFiZrvFgMMKJ+KmA5ivEvMJnYPXaIDwqM7yrBplpkZxUlRPGY+bJ1Fje2SALjhHmcWnkASvtrDlaAv1txhSEkvg3efNk6Mkcfzo0dEACKjNivzdmFrY3ZXDYqsFVjbANiQqGtYZOQCwPZ+VThuX9s/OHw2cUOHcJnwr5MeHnOe6YgBZmytWZMXlZKtwQ2yGrW3R4xdoSH2Tc3EMzbiPEuml88ISZuNj1ZGZzmLgo04O9WzBhhHqeuSUJl3B2q9JEL2jSQqCjpguXxToip0nlsdc8JLKSz6TfoRF7ZfLoXd2jdpiaZ+jqQYGcNPSAA8cbAiN11yuO38zhTyqF1KwZC3NijGUDnzlqRgWVya8W4U6WGu4qODVREI5Krr2lA0Z187dmZF4Jy5sVsCjYmNgxNFHfk0veDQIWox2zuKddQ4J77MAD83YrHeTR3NsvomD0Eth3eHfB3K06BNtfhQEooq3O6rbxhMvrkLHhlg26ya2FwHlq3qY471qA2HbhO1WQjTah3ZbCBv1txqudnGSHokdJLzzAlgr12TI7j3O1xiYGLn9/SiQH+blNLRzs2j9cRTz4TAQP4uxULIT22qBP83Yrv1CH+Ca8wE55APoW4G97eLQIYQVTKV2jqSKReW9bUSKOP6/xxKv3sIVfWkCrPZ6RAgsAT+8IKBGYb5q6X89C6FduI29oLCG6gwdnaOzlgO0kU+YQLQB+j8xVG2qF1m9qPngB335UCfH6SzFM9Au1SAXsYH0h3SNp23mWHbxExjyfkEPzdpm4sFNJ3ma7hvFL5Kv7IQc3q8n5aY2CsvTaNboUaHF0zasnZXe8C+nFJ0MeT2qutRWsC5gOUZ1HBTONfH65D61aMN2dnViIIBvzdig+tW7FWcCONEW9xLtkyJ5PzV7ZcDStXGh8oiAjWlsPgRQYSLbMRJ0I3oFQ+BZ9TW9K7b2wf1jB5AVqsSqh7ywVWwD9p7dO07rONAz5IGCtoF2NMjO5EzgFXQhX4uxUTUPPkPdx1Mfu528MQ/N2Kqwg+UFEJ/d0CfO4dO1vK6cxnmMLn6MWlMk3nYyvwIZp87JAThYfxE84klGbYWUfAOxhJepUuYtiieWOFoPR5XIfIyAOWDARivBQoGjoYPtuIx4CQpGdj0wZmt9aMNAcAB5uLByj6xd1sI2UKw1hkU+DvVqw2Z+6CAAC3ZTyjJhDr0Zi4aVwZuOCo9QmwLjARd6QBWRLUTGwuFzd/Eh+LJFf48zT1ZGZnwVPA323q1w8Cd6CWdpdp5ZEDcy8DRowc8zjNkCA7Cp8rQgP4uxWDv1tx4Y6ttUDl0LoVe3npxhspROe7beHrQfdaMzFxoMxUPeLwsR35PKku2Z2pfRWWzANz2mEYIQN/t+LGG2ldG/zdig+tW7FT7+5R0Hoho8pjItgZ8HxRfcZ6rJ/NYrko5LViKZo4eTe3K3Xv8K6HuRkV6vHYohEBTjv4exIpc+dRxQKK3jWscsS092nzRgIPz/eioVWj9NsHhAxtoI12hwcBiRIb7Y1Qx5TXnl144iOChJ1j7cJrjyaw6eM+Mc4k2LsuzAbwd/Ozhnx6aJi6iUymBEiOns/yTwscJ3r/03hHZJ2vBGhwaN2KRTy58wC0lgyY+K7THExgfB9PCupJkmr3Yengxq/NcGQT6OlXOIGCZte7eVrCc/q4cwD4uxU7ejVQw7qi4MmupoyOim25PVjuHuiIBJPiBzFdfqoBfoqrshMeLp+bpIs2zUnvvnCCBjJs5eLgRoXEI8kY8ybotYk8FfkYsHsTB/aUfjZLW5gb9y0oDWAZ0cfJ3M2BFCXtgQhMioAQDmKkEfzdilmwvZYaz6XHXzA/+Fv1XX++0H0+BkQwGawewxa/Q+uKnc0yA2uktrFBSajAbaCjPEdsZJAn1WfDSD8Mt9ZsDwOCOG+NOgL+bsU7LDU3jR6ILUBd9DAVl3XusjFo8oR7ruUVMC7pflBigR4Aj1XyBH+3YvB3K07Ss7NQvk5sdheeovCKqOeOx1zMzGM0hkUq2L2MN6KAXLb2bMUSyll3Lw+tW3EdE1FHs2Hv0LoV9yP9i44YifPp3eyowN+tGMmP15ZVpYyZr2rMUPHFae5E3B5at2ILJ+B2lpGlAmkWNwc6UaQlMt/HBIwUGVw2jABbbRr4DSBRgL9bMROfsa0BNAT4uxWjofWuHuRRas9xwYlQjM9ecbFZ+nuZQ93HqNfuQz1VkrwJPzVdYxSPDWBjBmOL8nuPDcQYe/cKhS3na9EUHFq34k2oPt5jW4zQx3/GQOV91jALGqybXXeg6oUf0rzopoMLpiGdY9+Y+r5LTAcOY/kxjhw9nL12LQP4uxWLRegeQSQz9/jnLhDIagntY1M7Wbp/liWBpCD4LszAaDG1/RhUapoQb94vih8/Rj7+dCE5E7sOdOh/ljxY/D7uwxmCTNY2WuC2Ye7smca2+FlE+xIk+vaYfjbLWlDQ6GeptCjV+FnS46dmYF4wnbt8Fg41H6jJy5jdgb8ufgHA9NhqZZ642U8GHDDtiz39XdkOf8yLDKHDnb3ShnS6u/zgURSygYbqgL9bcWOOMUSglGT4NR0hwN9t6uWKz26pAn+3Yv7kFeK5fnaJ0beZj5g+rzXKLWExyVCUB3tE4BX4uxV/4UltCNsPbCrmrtqR3h8/M4m8Q/B3K/7qEXk8IxTCDsrWPBeMG57CxzpZGJKzs4pFwN+tWGnB7tIT/sLsZ88dj3/NPMYswTfk2SfkoRwzYOW1msIcwfIg9OIcGh3DJV4MrdemqYG/W/HSFhh7Qxc9eHpRn4dI5IxE7+p4qjNwZkYTNnqk+Fkqu7HqtVvOmog0vz0DPrRuxQDaHls9YqdJbxLDwAshXJ8HGmFL7zqO2Ku+Fm0qQt7aV/hDwPTns4gZihiQ6diAHVq3YhZgZx0Mm5A3o5vpzxUs0uR3/XFao83yK9Lm0KHT4TJ77Dhg8H5hYsDfOq9lu9CHmnwLLYt4FDbnJWP+gL9ey6ksOh/ewtOML04y3o9yTpgTQc8CqIxblN4WAMJuS9u4ZwN5JTIpe5+gPlmg+pgPlCyeDfZnxaN7ApZXjnp8loqHsAE43yKUCvib+WAKUjXv3VK1MNx9+akrIpIyiL4HqyY3c7fFGfD3HwhKhYQN35XJo2u89NgAl1o0Fl+sy5mfso0V4AS7gYIOgL9bMYXCPWaMJstnuYgBf7di8HebCuVxjiMh+yWwC6e2pa31mLscVPQxMnWjJXXg7zb1u04RPNaAGPB3KyaS29ihG5VaC5lhHoc+EPyaPpdNx6F1Kz60bsVjMnjfD0xlgDCpD4LqzRbOa9ES6LkJ/DwLZA6tW3ELQr7XG1qj2yObJ/U8Kavq3SNWDNiR9WxRjPWQfTYLmSnV147N9cnM/BKEYHRgupIgiS1M1Jj/UTHGBtENf6zNmNH0eTtIdJWRm1zBan4adpSQ0aF1K9bu3ruOdl08B69NWwCYVXwan9UNFMDws1MUNQSVbiewskPrVgz+bsVqXl7LtpaiRpj+pvJIBSl87DSS9bEdKlm7ogfqM6Nm68XPKZUAf7fiDmp29ChCu0BMefBcwycgoQmfvSKkSnPuwQUEFgXR55aJMnZ0fILI3xrfhYC4xzW5d4GHl6GEgJfqiyMAw+e7VVGRaxL2gYKsbHTuCiE1jPFAUKRiM868liSBKTbfx8CmB/5GPrYoCvzdil9CHAbvFYUjS+Q81uNVITBJjEPrVnxo3YoPrVtxGh+f5aLDjy0wTKrFlcHD3I3jc9r0WAOH1q340LoVW24gICIpEOI8dzw+tG7FcmjimZQQCmjX4DBvpCuH1q04bAli8P2UlNkrfe0FP3tLM5tMHQMiRPm+HwBiUPUb+wxb79YAECGx46iS0DXi4LVlbiu2ovMmYhinB/IUCnkVhoh+75Lr0LoVz1jRvN+bM0VstHetdCSUryXjI9gg72WEjxxat+LDM6YPg9PuA47XrilQsVWne1q9pGDRpsPRmmoEMERgjAHyiAxPLHn6ePxjEzTHr2DRY0bj1ewt1JHH6rOMU0E70J6EJGqHK32fdFqUwcjxpeZYWOGB2xnGC4cQEHnhuZplZl/mbo8bhyseyImHAT1fnk3IemjditEIzn80OhdUCfxdRUoI8rFFW0HyUyjymsD5HFq34kPrVsy97jQ8l8/noXUr1qz7bN8zg3WhSj22qcyhdSs+tG7FXxSwHIzMdLQsgXxrc9KWU9WRL8+3pUflYf8DMeOCjt7lfmjLs/utlTFkM3r3+9gjwWvNJgNLyDIsSB1at2IkAcheRobNGJL9y9wHSaiHgfB2aN2Ku3Olr8Wg49C6FTtuFaEQ4wPq7bjUqPIPVASFBw3y4fg0GdPlCXxo4WFHmieARUQq6mcZGXCb7AmP8DCWNCnkO4zpIYXAAw3YOxBBx69FKQoY811+qLCJYt8FV+DQuk19+RLGb21Jc2jdig+tW/GhdSvuY1LHzzoq9pER60RwpV18xDyWAIJD61a8J1Sjp01ooE3TvRuDSYwWFfqTP0oWTNJ0L3BVovp4fODQuhV/dnGpj8dYoO+Ter1EyHnJypMCXaa8XmLn7IBMweyAq/H1tOjNSijcSMzpD2ogZjIRMV4vMUkG1TLwSSPq9Q6dZjLGNfIc07/f6hpzF4kYCLhMYMT+VsyMTEeMlgtMrk9/vSZ95hFWQoyAUef1DPdkOTlSZC15dL/NsjR/OZKS8PpqovFbSByyFjdPL0KEjT2xsp4Unr8nAMU8FYcb2QinP6iBAIv64r3et8wsJzYUV6fx9ZyM+PJuWCFv+xZ/rylolr10ifzzeUDE701pyVu4rqbCMCg39MxBjo6/p0ZzFkrqA4ZLM1DyJQOd8fs9DYKzmJvkmAyTw997G6PHXAhPAsIYtOXJY3wMPp+PqJkIApkInADYFHk+b5Y85ssUBbawsScWDJCF9/dSSM1jb4JvnJq7h0YY7qrJ6xkhM5NA9CPxVOD1vm/CcSCOzGJDVvyei0KwJhkBXPjYgXb9Pqm7+Whtj2UeIZqBkq/ZaM+N76P6lHX8CbMcn4VBuaGHmwb++L22sVkMDAI0SEV7VPT3QtjgYkk0UxQgtxRs5QGeht+ndTAjYShScgtQB8v37V1lAWs6DBj5qCPg/YCkyJZiVZk7YoSNPbFhPC7d31PaMM9fKk0R5MOs34MiDdP4bCOZwMEj1YHvM1JnFlDACp5fFKXvI+yCfZBBQouHkTIohxykBZn3y0IoBzFCQecnDMoNPWE4fpBeTwjRbIYDNJzl6u+3UxTMYGLCM3pnZXlRXm+wQRg0Ls/89cbKb7MghRkvqc74YeFAV4Rhocd+35ZtRvpSYSLAgoS14fv4ehiAGBMBG8gtBVuwyCsy7wdEy2qc9FGKUxN34/2CYIG1cJzSTCplpAzKIQ9pIuO5DKTkJs0hINwwBm154dJxjd86KDNj7dgZ+9LcPTTmrnDnb7F0YTpgNWV2FmdA6Rjuyhj7vgRd85EdGU5+juS036fAKZyjrc+l0hIklNI9YGsmhJ/rgYNMJOrEph5MInjc53YQAsZ1srQpvsNIGZSjK11JX+8rYX7wGEIMjSPN3UOjLyEZ8Ho/ruYHSENhA69nBKozSSgwWzHIv1ckJqyHEETkZdQXUT3PB2TLXCRVpVIEGSIaRZ4PCIJwmE40lWskONAVoWwZTnw/ohthHoFomUrejoRknwtBhzxEsM6mkx4G5YYeMDhsOp9LiUWGihqCNRrGoC1PPjDWz510AoYjhCSnVQRGyqAcHYhK0e9lipmHvuakQZ2jGSj5moW2pb+Hie1BTDyk8TQKByJ6328LqhxEi5IeRcKg3NDTHXC1Xo8Hh7mpMk0OwobM+0H+Cft4raYfAkgopXvmJT8DXm9IYueq0AgW6jk/d9wJBogBzg8XjJRBOeYCQGavt8Sxc0lqkK1ZILgYFZZ9imz/XhWP3MeTQ+TpFc1AyVevftU83xA7chkiVCzAZB6nnu9HVweg5EmlBjc036f3I3BE/uG1ZvIDBhyUPjeCX9hr5s2m4UNCKd0TFlDV9lzNQTAcRi7ox9JDzknhwKd1xXMzT4SVABBxRijqGpz6LQMwsmlmERObmoGSL7lOnf7bLWzHSuAsU8EE/zOw14uGrH2flpnMQ3t+ZeHxBPh9CPS6kRM0lweucAaUjt0sBeXrdavyqBdR6JHG1/tR1s2SzoR/vGV57ok8sD80szVSINYkDnkuCRBhIIRKa5KqIKGU7ulfl5W/jSIoP248xB9hY0+s7ChE5beHhR1Mb1MuIo3Cz+iFubpTez4FfHKXdI6yAI4wKDf0yASyLPi+PqgewHuIOeGpkvDr/ZpQAHsxNEMD0bZxTbJq5Be690NSFcYMUtTkqnKgK8Kwj0vC54Z5hQeAFm72P5BbCrZd7sLh95RM5b4kKzqcCINyQ4/Md+TB7x0F6TOepGQCpABXOb4P8Q2YW5/ILP3xcsf3KQHsSBysMAUjOQNKx3CPJx7vJyYv/MMuUpMJGUgopXvkoDalv4c2oIv1SdSgJ8YcjZUC/mdgr1+3PJ7Phw2wLwOCWm2oDq/k0ilMAeb5bMhdS8eVSje+Etar1+MrIq9oI1XxwfP1ciDo2RpW+hEY7vt2aIWLJOBhkuCE3FKwDe94kOD9kvCEKc2QyATzhgNdEfaxBVe/t2IG2FOAS8U0jJRBOcB0GHjxe1mwPuYnApo+1CI+R76PQZIw4I7PSwxLcMip33cV14/KNi+9wDgDSscudoPI72ngwPdUl9CUkIPcUrAN/9m1eb4DDnoWlRPKICAAulKfr8hSeAyUyhudHOiKEEzqrsDr/W32FGAI2BS9nvbuyxv5pc8abvzegA9vDdiQNIEECaV0T3hG5ZLfAxDaN5sIbajIh0ti8fifgb0e5KLs9y7LuhAZJ5NKqJwBpWMHewL+rSFV2BFCjTONTRzoijCsB0nkb/m86VR6KCL9YPIPf2ritEWvt3ell+Ab7SW+tHg9GY7hFI6pWCdHfouALWzKGFbmTswZUDqG6fRp8tspFZ3CmCeaht4FXkaEEP8zEA6NGvN6eUn6WZxrD7zXkzEkPPriT3+gp+T1dET1JUcyIhv4hz81TJyJr6dd0SEAcS6u4vVo7OlOKrQ0gcFtvSFbZgdadr5Ytp6RAPOSFuf8oMzK1ntiZ07yFBQzl6o9SMWQRw/Mbb0fDeYyJotlfpS23uACGU4SI9nUcXRvH0iYu8YyMUzABgnd2wkX5FIrELrC6AU78shzZja3Ho41czabRkJMwdZTgkA2UeOsz+nl3iNSm6cONIhkM6Q9SMWQHxct7O0U7vzl3UF+gEkp3VtFAfKinhctmoT5sbNnHnoL3XuZSTNQYZY3i9wpfvZeAewsAzmTlKPmFXV7j0mBjGdDxxFYDzmCW++PyZxCfhJHB8fWczL3+AG8J5uh87H5gijN1UIuIfzoBTvyzEUatpvvh6T8RbyYppVD62nzIYiar+q+k34caA9SMWaxJUj23gasthN6AKgt7OqWQA5EfNx9VyPmIih2Lq+MAbxm7D6rEbkbWHkJYEsYoiQAMDRyOPbeirt5TIuAEz9jYyr2ngoLj0eGJKJhE9MYdqpFBnJFtP0CEJDRjP7JlLIX5sfOnhnpVLz7tBpkoTRcpbewq1sCONTw1ttTnEsU+Rsh4nHrGZqFU+zQATZHjZvNF3hmvja5USmDSXuQisHtcBnuvQ3bWezb44MesQtae09DZzjIsIHknUBIB9gs8pAWerYfLyEH4jHjVsMQJQGEVYNM7D5w4RxA7jrFSi/YkWcWEINs9xEx8riFCRQUaY1hp1rCMgr97D0lI/OMg0uJPNmRzN5jKgvvYSGMtGMEMko4jVwkheLmNrDKR6hGgkbCrm4JwggEydx+S8pky2tV3qF5Wrj9Ars8onkM0gy6E0REyu7bkTYf5YkzYhDJCpPdh8chTEDLhQkUAtIBNkuYEYSZvU0EM4Pd+bOF7ssK295ikRButIDlDIY5HOhOLuyJzWxz4cbkH5ZR1kD5FUll29y2PI+bp0826UQANfK5A1tD9oLQPB67sDQxj71cRGGI+60PV4s7ZDvvj1KfD4W7xJasowx/dogCOYLw2dszTFg5QvLcIcC8nvCd1YJq+P3SuUCPdmnZXNAoc5SrzaByxpGdnaUSBXW1u0y3GH63qb379mBr1QwNvyTCTnibWoBZ27DxRr/scOQxdG7sPCWdx2goCNjyZ3+4TJA19WVzyzx16DKL8hBLGzIbchDx3W46NxKG320qP5Wj2lw4GoAOQO2s4RsGPb0px1pfhTH9Ce/FI4UT24XW1PBpq4/yBYlMw7K54zEjG+9+YcXwpa8PYVFIce7iMFKI9dggLoVECp9CDBKGXWYNQI7hhj7+MwLryQzBj+RWdGvRErCYuxnUMJkgbzwsuCdWu8cS7X3htl52yAqp1K2XounJIfaxcTWWbJg1jEnNotJkW1jj2kZaVcCb7w+KIZQhD6Qk4BFua/dXhHjwq02azJBQ14cw6DoQzNxaS6gOgbYdd8KOIV/vYhGNi/PbelDg2ia53smPqlAOnU/rW9PjRLxN2ICDQdbtUbp+EMpdQzBEepE8KgzvjHdWC9sTICgbe6T9iPGnqwIRYOhdIQdpUJ+NLSJd/LOtMKcwUOlt69QdqhQvQiIqMGhrzfLgwRTccJcFsmoutt6dDEVi+0xCnTQJiU+V1qdRzzym8zXBAZ9NIZMLzsqeGVVEngBDxGwQu02R1M3VlBPgI87maq5AcWRqDt3r5KSzs2GxZoAohkIbi/Q59oJwX6sEGZra2StIT2B2150EQdeNV8kL3Qb8hxha2IC2lq3KFCtsn6ikM5cJtrmCRUVkLG4lDJG7Aw0AT6yEQ2Cp4JI1jyc9LWUg2XOkfSp0nLlNph4wi7MTvCFPnzsLViKjLWs+gor9U9mnWjRQc6Zvc8fjwrbPOuoKDoA+gqS3LMbcFSQR5+I7nU4waH42bCofWAwDFH7XmIxIgyx7BhKgJ+Hp9pMhZcthrbvtjTB86uM8X0+sW/Enm26zDST+eWKl+iyWMAoQbPdZHcAXY7Y27Vv43Yrn0baiR6EAzNqbudvmmeYGkU2HZgjRrc2G8QVvhJvPH4qytrDB3XrVMl16qDxWqQKWjuomQ5trkzUPfRGSwMGTzacpticjchZbUjT8CvUujywRFK9fIc0EN4vcScPKEPGBniqveQl+bEkSRhtbK1YVQgvqG5UpcsEz51mQEnnSu48NUoXObDgNhm0O5z81Lihj5rn9fggdkUvDR92pSKj887T9xH3yHO5sFvGcMrAdt5nB8LqxQ1u6WhIDe4spR4VyAxldeWJmAwE5gUu3Fw07cNjGHkUB8zwvIrj86HbYBg9428yuREuRTQ+R/YRYYIeeXcDJicGprSUzhQCh7y/HoicOV3ab1/fJCA8fA2/IYuE89rOV3rbQGaYlvTK/Ac+HFGVLZjhlYEyO7iyXq0gCgEUWmvbbG6S4xMYy6ZjyZAMFCJdpQdlXfkSGAY56GVEjGELMmRHIIEngYstAO1FEjXdzNYQA651dnINlCttdYikJuGHEMZLa1taynTB0A2Av0B4wwhzbTGPW7A1HQ4VE3ry2zLBrmcebGjIfpO45DF/mPyK/JSRHjkXYB9/RijI6Zk03EGRxguwrMtc5pyuzmiYfTGJ+7A1HdArw2dlEGVb08Nl3FezA1q34C0ylh80dj+NomQG7ohZVBNgviqT10frs4p2+uQso5WcNmi+xgcKTCa+90OOJdSs+4Uinm+bYEcViyFZzMJp3KTffHVEjcyL4e2iafI7I9pPz1KfzsQOOwHAptp+SKULGDuwZHzi0UNI9bMMYZvu4lI2VFyX23QZRQyvRZyHdjijY2jKsWo25K6IB6BIojwINHwC5D+NCJs+RIW/izI8uPECPdQIttG7Fc9GWOd8X5gEOk/m4uKL4tFV0qV5Y7F2/ATEi0JgN2+AZenigAwkqXM0P3KbASPQeU3tS6rZ2rI9LSpgPyzpwzWBh83n5OHQJ+wIaSLlEkSUg4dykvduYwK1O8ZE4O+iSDxsFGiFhnwX23qHbkz53cXh9CYC2/SqVsDqQKUNiznYHfZhgeGP7alNDGuvcKTnAurA1kB2oFnaW0XSPjnHnMTgSgLa7/CjpmtMVBZhqvDTbQZmOK6cbKOhHFeF+wCXCkx8K5hnXLQOWdlcfSyd6znYHuTVbKQUdjTpbi4b4pplgE8noGgg83Wwc8ISAE7GN0DShQeQ671jCAK7Jc04d8sIOjx1h6MopbMfWEDQUgwpEB7PpcWJE52Nk4gAvxtgi2rysPG4gACoM2+auETkgiqZ7BhCtoc7zCvbk0bJBcvvlmVNAXvIc0OhAM7azXEZPbWysATmw4yGVHCP0hIFIWkEs20BNSJd2toI9oDC1dGcZGxCo2l18vjwxkmOWsd1upprJoCLZUGdr15LYmcJgn7hzOndGbQaETMAyN9sPF40rpgT3DgePT6MQj4vSz1nLZiik0jwO5aMj9bVnM9i6FXM3NfxsriiDyjWim46AWCecOY2YpBJemMopIBipwc5OQWGGh83mYrHr69rSn9rAAVu3qV+EDnRsOTExehwrfoYzPqtodoZn7t44ZMuau2tvDlCQ22sGlAzj0rw2gwjDpccWWdKwoOPz+A5bYNXMW3T8FUmg3TJCfUywinsKboJM4egiSkCoMuCBjDIYYqJ99t2gbq1ZFrEdMxcRFhh0zN0508VCuQxujAjEBA+garNBaNvrMmemk4+FYmojKeJVbDGwdZs60834bj0LA8Zkfl8dP0PrVjwHCVr4PtOpTTxzewVdkWlSmD+hiZiW2bsuosBWD2TgsZGHFcAHFVB7AJ3Ut3JryWLwxXmbqYoEwLuDNBNqOE9GudC4zkxm1ddhSqgDIvP4WmMnYAfQsAQ8Qc/WN4yi/hR3XwE+Zw7fjpuCujVY9nKetM5Rxa1i8RDs1LtVXGxlRdh8Kq4MrVuxJgE4Lzpbj4yhoXUr/vKS/DJACrN3lg3tc+7O4IJhhNql9Mkzgoh3HuAQD0nWT6K78zoTIiRIxc5iMQIxpGoHWLICGLCx1U0otN1lmmQ7Zje4QlMFwQYyakAUI7QocGOFsijE5iCcYpDktpULBqdSHHEKFTAytpmgGj2pbXb5ZO9ya9GeOneVRRsamhBPJWbUcQMNQVFTCbr9vFHGUMzdKVdwd6bMeFQQOQXB2lzLDHBa+hIEtDsrDzqVOrfKGju7hYop58ZCHYFNgL/MLLh4qy1Gw++VDQTV9yQAhi5FFuLGjyvPzQMbWrdix7kHwN0wwkncGDBc0ue5LoTkDHUze45zuuyso1SbiJlsSsyBjQ2KvNOhzj4hxzn9GrJP7DgFZ7tbq5ZkaN2KefeL4rmpdQLGyP2HNBYs98xiIOwZEMTI/pBhex322TnQYrz2aA3jk3ksVgOs89qzEzUSUV97KAhA7epF/Ej10WNzwWCBy3ZWEY8MbudshCcxK+3dwBFg6zZ1+0WBEk4To+8igdsK1ei+g0M0pPNZxRKTcqgWqSNz9wUpBw2vXfNu+XzcLaym3LJav+1AyuKJ1uxFwx44x2OrJ5D8mDd44cgDG+tbOqNt6ZahxguMGAQ6FAcbUjTJer2tqY3FG6/t9nBRhjlDhn3QYvD27tyjC8fXpnG5q2zQpyB2Rb4HqjZtHUjpb1Wla6SZG8qAKRomn+USmaAJhn3hQx6atTG7jkmNiq0924AmYe5uS4zwHv5QYWIWUtkCFjynPx5rAMQbG+wTsUADf7epnaqAePPR2TPT0rs9QLtfOa8le0Epq+lzQMMKnq4jjQFEJg/EZOfhR9omIMVKYBUPTyONM44MAS+HafrV9VWZ1cf7FgJU+Ntasy8nOEe76dAgmcECb7ehy6hye+8HF1OBdc/taLPr41Iq2t98mBpIdJl5oR9UbljKfADCGFq34u55ivkpUu+QYQLwdi6WCFlx9twQHwy/W3EHCQrY/Jl1QV8ZvOfaaMr6lLEtUOHRWojTu03ObBmt8C2qVGjpWb7YBw7x+axioJQnhgB6iHkRK/o+zFL2gCeAhpZzty/qjEWMV7DljFTQg88QdiCj6m4eLNDRWInYflXqmDjD7Hu0j/Mo4zP44cRLRpgJlNbQ8fuYNBBIclMoMhQCemyRqAHZBdgozs5SueLAmue1EbnLxhJh5WFF5y2VIyw0NhBQ4lkXIFuBGx3D71aM/cLGx9CNjSWS43JDtsFQCVihTu0ywgUbDH38khwaGUr3EwUrWsOtRQMCNADIZ6UIDWl58CNumI5gw7aHEihYsYEAoO44c7eRi0PYbwN8YAlA+C4+jERCBbYIBIOG1q34vYAYeQl31b4yoO5UhtWJtbPh0DuXG/uk1KiYpxDst4GgMh+rVM8dj4327CyVRDMQ+pkjSxCGbzZ3Twcii4zP7TD0AsKNzqj3yWVjjbKAcJkxgXqdhhJdMgyIAA1n2w3BdelBmIqGCC2otjYtz14dxRn7OJlmA+OuRrp4bmegi9PXpj2SbqChD5ll5k43D0GYsxRDoyEx3e9rQ2CGKv0tGlMrdGSZN12gAamwsSZk9Xnh60UE1jBZoLM3rIBR5bRq381thoH2vQM2l1WgGT8CRBxxg51lnGJ2pXd9AMhi42+/MOHjw4+4nRq4X2im0uhB2XdUQgEqmvpsFS5i7v5RMVQjei2big8VVPxWLrBPKIQvYeQ6lWK3uMLlQoguRAmXPD46ZhdWJkZTjw0qM/YH93tyF/TkpU5XpocW7+X2ywMmKp4zWHigliHLjjKzWrvq3Q91B1579nUF6IGGIKRJ8lku3RyYMZ6GuNv3tLUXLg2/W/HsAdXttyumtszdHoVOymQRfh5Rv49tSiucj3yMQnCI7djeUkAz7l0eZKyoea0YaFaKhwcaIISiA5guyoNCGlQPXPwFX8i9exvD71ZcQaaSpHSh+7DgZ5y49y7d4oAsdjokMrdgW4vmNUQOm5/hpHdmBNTXOXYN9azhcDSIdC0yhTFKVlUAd9ll1IJTIJsPT4GbMFyf4kuW4YA+ziMiBxfgc/EgtEDwBc4Q4MCZtAtsueCglPZLG6wkQK3wFwo4jnGUtSR0/rnD+CWCmhj0LhA/VQifVWQRQ1JydiJfGX4r5dxEhf9pm5dGxM1bz1yeALGmn94REzV395iwMkx5sr2+AlsKz8GQ/6EM+8Lj0DCojzU1eIF6EBuGPnYAZtL8V8bmStr5Y2FnQBZ2FosiWAKVnRX0wSVbP+wHU9QT06u98PrjtbFIVo7M4zuG3634K4C3Sd4KzVkbZM/vtEXYEYgl006wAIHhdyuGFHDInzvWBLsBuh+80UHcWKOZSpCqv0u8cilZs8MmGMjBZmvPcDgV+ewh3GSMOU8OPBX6GneEbSSAK5gtwlBBCEipbbSpFJE4/be0Ni4P/2TCz4lKld1GhcI+nLuPT02Cyh5v6K3IPC61ehGJ9gwtfHGTX+Y5KCoNLb8LtUCGp/3mIYHhd5v6YC8+/8GLLjlLdvZxKJVyY5ea3vB8gidsICc4ht+t2DHzzOi547EBv829c6eatLOKXD6OG0vAwZytvSDYRXWzC+Nu7BhfwquPmRFxjYoHe7Nn0oQfVzqHIjDu9rUXbkwZsYGQwAy/W3H4wgzD514Rs+wk3XOVMWz8mRMjmyI7ks0l9SA0fvN9oDciSYTtuhpy3qU+gIkutM3OQkKBrbl6rj53ECDoBxKQVYjQRcVsyvJ6V/DB4lWc3RXT5WBxLNWfdezBRuG1bFIg5q7XyhkCsd9bAGVbJbchoDhjEa97eZg2srbfYgHcOgDT3xRsga1mvsuPVAY4sC21pyThy4f3mvcM2XpXjdfpCvw4EJk76l57xtWhj/ewyfzP/owdPO9pAFEas/ix/YDYyGxtmhsSdHMDpARkLebu946UMLnNCA6IKzPTgiRlYqW/N1ZlV2Ovj3kctKNiuPUSBAHvOfHYJBxsLM+8ij3IP0nC3m9ISDZx631azWE6dks0RAy/eK/d4bLT3hWyZCtji/WxlTEPBGDNSxWDZzElSw4yWS+w2oJDhLk0W4uhB5g3cxIQiG/CM2Gh1mDHZDeB/Rav+vgPniTWHI+HRsJUih2gDGXn3JoOXGnq346jA4KOxgylBFOoFdujoFK3SZTnVzQRQNi7fmQiSD6T10AHFvyVQtAZftd8NkuArJYhW28OCUwwibY+Sd5pLIrcG1UnJcEYo5qng9+0GHBJ4T9QsZH9mbtIwkuNgr9hjNYwsI/TdMko7RJuQNR86VN2YLnyCVrEKCUvqUuoxVMgCmAI57vGVfB3KzY8IfkRjET6KbGzi4PaKtHCc/tANuUJT8FwWH3bWAA/shzOYz2OkHw22DWHHxkbKyBGlVKAP9t6rg44zPKKdpWcyyN8aGwumqiGtQ+7KU0dMCTUw9iqU8Ud1XAx/NL5rCGMKjpY22yGmhHDrS07MzHoNOtZ2+NkiPpti1wmrby9YYu0LXoEE8RWzN3FvwCpY95tTOLKPNZD5ITYn/kOGg4EfmxsbqSfPi1RT9pSwrDyu04L2Mgzy3mENCz7bwCHFbGzWfQobKwAK19igl2gjNhASi0osWh47nisA2ztuS7WCF139goSsZONZSILkmBrzbLkxn2CLI4AD3DebUoBGjcY24boxoOafQx5rdmSRBcbaKnIhYmdBSj6t+XzWjQDovZsulA2cBGC77siiCPBh+fOSMGhSZ97Y7IZtrM9LKPK3yyoY17TnX9YQZJWpndd7AGe6XIQheCS9Nl54Hw2C6gADx3NBaTk3O1RYW2FTKpdAM4ik07pATH1WjU5f8wei9SkC0k3E+vz12enpVkgiCPLllHlE4ahtycWlbKd9a5aqpLpzC1AqVZfG6JKxMRryxhxUNlQTdzwGHNn06iry1qzL2j5dNTr49K+0h4LXi6AB6WjPsIC4BjO32d5gQx7tt+DOBA2g/yXARCSa0G7Tk3Hgq01uzCmN3el3DBA4e77IuQ48/BVayKQ/NijxB9184CsNPB3K77T+THepEgFibL7itDotEGdUoDgBBz/fEdBWktWgt107PDazQWqd20cyWKjj/eALTEgW4qZQLzuFANYNBopYoPHgs9KuDKGUL4FFAtEMG2tGo5TwPkKnqHimAcaCkJij+mFDKw5Q/ExtAneNJF+CitlPrE4HUsco5hhXm68AGzdimUZBBCfGwgEROqQP5Jxxk/vsvDzj2m+hYm9OU6fdVxLgaFEh4OFDfwVtj6g9AJ7uhZzZ1VzdwcYHFV6YlgMFzB9jOaxUu/M9msipcxHeJDMbwtbnsGCQim/qc+QBaW6xvm0NbwIjw3K8hVD6iHsxTlmrZlQR8TONhoGcLC7xo5fZ5g2hCnEsnmcegRs3YrDbLDxPne8RQLdXAaZFHaXHysVmLCB2Rob7G9HGyKU7cQI1+BtMwlWQsV91rBLZ52ZTymJrubWnpkB01vLxQKFna1hkEMUHE+F2oAFjtdAZM4YnbmbiADw7T0cfpCzgYIIB9mE5WjYMeDlu04ViBEI8wvIwizk7RCOIsBfQiICAGR31kofittYoq7fBjoqw1JE5bnjMZ+dzUJkUnS2/Ey8I7WxT2XoqAzOk01agAT2yKc7QA43f0aQO0Q7wldydDUh3VoLoJhfs1fpV+OJE/sPCCgOmeyW41IAjWh2EOrCuq+KGMCDG+iJtMeX15pBXvAzr+G2AVu3qZ0Ib+z7xoC3jDYWFEPHot/yjEApujcwDtBLnNHjYhguyth3Tn7ycme5MAAP4XxuFueemnD3ysKEVqB39zzQMCsyB0buIQrIbu54bEMAmM3d4zQaw7oOwh+MTjLsF1qRQD0+iwXQrGnuBjHsoqDz2gwFxjTV76nw8vmC+CXiZEnBmFkAKLvyl91cIiRr242hWwlS8lijtE2U93s1hMSJ6xmyDoDTeteDCCkdNo2gqhuirz0jBT/QUKSh1OzIBnfK9lktZgLRbK0ZJwmw5gdF/nBhSti1dIl7EF7yYFh7xBLMXUYgBbBm30fH/TzT5Fd0QhTksUNuT+wwP8admEM0Ch4G59GVqteKNX7oXRhtUCRx66F2Bx6R+liODTxDdorGB1u34rkKTJPn653y9MbTkV3B1q3YEQqMh7bJrV37RGApJ+4rM0LP+g8VWT6GXLv50YCAks1HgoyK1QMdeYLogtkBtAC5dOJ42M6iFBRBHsYAEyHCLL0Rl+bw1OCX0jSStWj3MbFbsZXta/KIUGPq3Syd5JSM4AwTmE+Vz2Z5KvDZK2BS7We3ZrB1m/rlg8k3bbTOW098Xc7dvgNbrH18mZdK+FiiWkYzHhsEQ2vDjBd7E4lgBIhHE9FCy5vRJHI7u9hWljrrddEiIRsr5EHzaHONJRzwAr6a5Qgw0qXNRVrHwQY6SsNlJYXRhY0NWgK2bsWQg1GOPHdsxmG8tUFWND1+9rANhq29YIaAC99oRpMm+H7MerSc8Zp02hIcEKkAxbkjwKkLILWLuGB5I2BjFz0mUtluEXQon8CydltaHdDcRUJFEXADVYMYKz+B1oMlZawejwKUHy6U7BmgTUtIG57DmAaHfRceKBYiBT8Lqo+FCyz9CwcxXa3wnmJXhyc5z0WUE2ZpaIDSzkpRO8qysUARwNat2NHvgg8sVhsoyKvLdMvGQl2VMthZxyB2o53B9w2PWXJDjSrdrR1b8gHm7Wf40VGat7XlknYA4DFPqLRRlUBwbxXnehsLEIYhNtCBAy/erHOWJ3hEsl5b1pXK1NgdqBKNjOj5EDdq8D5um0vHi1nl7jnvJ98QoZ4lBoDGa2e5kF6g6l0bLqjMbe4QFn1FObpUoFzkWILNHY/BBcTvF0aHXBieThppYejys4pNZnC+Fi0yDc7cbdER0zTYMKqsXaiK+r0pNmh6Wn4PSYwY7Awn5yY09tgiwzFMd9vO0AhMpHdPTEnIQOO9Fg9Arc3caofn4rVpCa5MPdBQENpnsUS92Or1RTx7f+fu4wkgjFtr1sWHl2Ze8CZriJVB6PCOeFP4Q1Cddly6XYwPJMjv8rPl4oCBnccnsnNRrvplO6eoeBVdQvXE7Xk/KDUsSHoNtgFdwyGvtTBH17t/GvwlAKEMYRcXC54FJeQXCSqexQy7DJlby8aiyJ35W8NEmgctns5NF8U5t+ceHe4sOcnYDlyQmJ6qRgcWAqwnazKluLiRXhSOIdtIam+05OljUywNRPTZcloN0jB2tpx8BDveW0kdc3zcdMsGUQpQtdl9dTw6kBH7pDQ71pT07oZOsHUr7ovaBf9CiNKINDB7m1QoROKzV7ZfVGuoQl4jnsTclgCajfcwmaJq7m4vs+GhPvb0IjP9/tUXGWp7LNGRLrkHjwVf75rA6VQcHYC/PcszCIv7LQGVCG1nrXgZdTc2SC7DBhKqUpaGZl+55U2q2VV9jweO/hBJbuwQEAEvn42yQcKecBbDKru32YG6BHhK7AtLdVhbm+aCNAOPjHNDAZzZ7oiHTTmbCMYSuLkLeAeNgJpH8PiASo0NdDSb/Z35Ks8JWnEaNncMEjDmd+lR4gGkDyDCCb4B922RKW44mU83PIG/ai4l7TY/dDEGBplo7CziYB4lIbsQQJ47BDIJyO7aA0KL5Tw+fSBUJWqTUODNsLNWyPR4ZPDcFAfuNNjYJ8coIvrVkxt47MIb7jRBqOWotI7J8MgsUtoEwqAAAAMAAADzFAAQ4EBALBaIAyOBVEiEfhSAFmhkUDQGFF76CGR4BgAEAFAFkEECACgAAOuZJGD7FBXPimOayH2nA7LIbBNlC2ft4z8/k+5qHMrkp1HdUipvFljOxSLzbF7AYXWmGbO26sTOmjlgiW1Q9exA2v5ZdAftQUxZnsuIh3+ee+2mLllJVGs6R3VTtcyAIvzS47lVw29L13FMLH7248BPmE155qePa+va11mHB1yjPknr5eVBTJWuT0JYugQOfXpJhq/3yb1QLvqU6Z3OudB5fx0JVYkF2KIlFk50jaiCdUSj8zl/O6SeNOWRc27L6rougGvsUg04K8yHZTE4p8+wLJ+yke2ZSzK9QeReqlgZk9i4xCAj91olYeRULpM8WTsZPdIzk6ywaMRlFF1snhLbq84wpeyPbw63PHPzn9Z3ilwtU62EpWwSpkOfYg9xRznJ3aJgQmZdrJou8eQ8kZdjVn1Jxz0xXvhPshK2F+yQkknHNDVjs9g1Z3lT5rPG5ikysNrKTVhyjt/qKEpPYsdTHnbju5undKDJcJurWf3FwJ4ZhdYEdudWyXi/VylRscv47isKzGcAvNOoIqgxFS9REmmcXNLksTVnYxI5H9dr+sWWeZcT1bCRGjBVy/ehCUXsh8I6y3qseT8R7eW/k4i+O8xEgtRIPBBJSpOYTZQlG9rDMI/ZncC6FZyS9Cylh1hW2dk8T+gcTMYQyciS4TZPRtr1KoOYdD1R6Wdbjc+gS6doxjyBpg9JeZl0Cycjo/h9s48OXmuJJ3UdLZm3yeJjvqZ3QuDK0MqhkpPRExmO/tzbbO3c8NX/64fOfhrD6E5J7jx9CPbTQxuRittFxM7Nodrk7jOs2BqNgVH7TS1zh2q3R6OZWFw1zJvK8ALerqgzhvfVQmsb+ew2OmzthyBRAea3YSVTjTsFkUybDOzCvp4xdQcWJGPRZK3tMtzJwzZhOE0oj6va7LP+TM68Z/1IJfKfezVn16v6FCZYC4kVQkKTfU+ln/ehaU5VPAV1slCJ494CozwvhTKEU2wm9VcdnbXM0ymPziKmZwpJetURrrlENK3cA+URbf4WcZJ7RAsuyT5EWkolZW8EHZUZqwm2NUn6cpq2RGc59gTRkboa9C1CEZ/b8GKjb9rgviFITveZWUm+j0P3XTbeYi9lWBMafYAfGzNrxNqsi6L0lUzs5AtE2TCkt51nHDgQaN/OM6Ed3q4NKpWt9/Ksuso8zIOtvwM7q5rMI8UVgZFEhfNxLqWHnmMaTz+HaCOnpHdIOpOnJkx0GiZZeh55GO5kO3MayNPnQ7g+01JM25SgTZrRLfz+HThYELuJsswjbM+QrIk5mMnZGfPlriuq3DJ4Cw/TSlk8VAcbrsdpkg5XiCN3JFq2sIuz0Ba8lUAZTyt/d115vtnZdAPmkcOsM3ap4huZTbf8VNekX8GZlU2zT4rEt8tnb4pcoAfseDMIrEmqdzukczJZHovtexr01J+z5LHmXbjZy4i34Siv7otg6maEXf69VwgemIkpAx8zdnLs+HE6RDFoT2pKK7fTD9hhf+pzT5NYNtxCG/MYYD4gOeNxRzsdQERGk4VxRjKTzWIdb2uAgVHVmuz6nhwb8S9CIuepFBjdY5IFnpxD1tUkTvgZpU2q4NChWJqSWKzpnYy1YztknU4hA3O4PhRs0qzF/Pcx9XfEZPZRtuZ1l0KeNP/Cfsmd2VArccLVFuig1ejWVUFSmo/zfDzbQQc3VdD8eENlOe0C3JsZoXulrPKZfg7FIzRrOf88yf7MoqzFKb7A7hXymBdYG3NI1aT6gsv6t9NKSq+vOa+S7Ha/8tL32uKYGU0sbYQn4QwFK5a969biZPHtHO76TNx7kYReejvXqDI/rmlFTj0jglkuWRGjgjVAxebL/h0P3jv3KqLqtMpxWU+FJjd/Jh8XPYuQcnE9Za6eiefi6bOYhnUNlmNnpDvVhy3q3hmpHZXN26nP+A+BpG+HaTPQj/TMGagOwdWNcu2w9ggeqxBZOfR1aw2ZoXF5FlZSNiRjj1LdjlLe8lNKa6gumqnNt0LvwEZZjY/ROsQN9/VAXgyuYwZmnacxu4pqcE3b3sl63A6MEyObNGwKyy4RZRy88qaAISB7HmNzqQTszVzmQmvPFQnzsHR8kky898VamlmOywqXK42/qiNlCHYL0bDKYW7rABmSV6inCQnd9hWmZSLE/U+G5TX6WuopSUJO6iQZgp1AtCJzCKeUNyKJ3lljySA6MYaBVrx6NqYORjDeZXmgfd6PebRheK2qqeV5BDbaFPzJlk2e6/U6vcMrY6zUtnsvwGrw3hojvL03m3qyM+LNYyRx6w236EdTy2YVI4m3iNOK5AynvTBeGoEM+amuCYuBgOpVmPMYIDK+JlbMhst0BMKt+67UtfcmR1Kxnd6NgpHrJrMgxrcvQEMvS9wkFiR52BwjdHpycGGnT22nh46CjGGn1Hwh1PIXHNrEonlHea7J9Tfk3xZLG+F2MLakRuaGLK1JkgiGmhOZhnTQsu8AOtea1psuZRm/1Zb0jv8biGhhF5WHICHWnmeXEJlN01bAyO04+94f3657X7gjdZ/shhd2T3rNTVamNunR4+dnoWTvvmeq2yfjmLKtpPTY6/1UBieOW007W0Zd2NrENefqCshamMMOGqrmmtud6FNaQOO1QWieTLU7LoiECovsPS9wZaRgmk1JRz6wkXxtM1FnCxf6j9O5bSp0b1Gp1RXhSJ8KsCXh3qIKa7CyPwXljEy8YFHrJk+2PyUer3AXu8DYAoNTGHL7NFNTZE2j8rU1pkKmCmxOCbCau2mrbeWNv7P9dW2KlJZjVSVtO4I2KkY3EuxMEXJNyJyWSFgBC4wkXJ4xkpQzUmwyZNwHRVvpWCUs0oRxlBonedpxQxoWGpnEOLVJNkuLKh6jOpWIqZYhPjcKynl/wqWWIGZe9rb0zfDpFxLJepjIPTIxnjndh1KKm42XBA0jB342zTLSRTahsHz8sgZFCHvfuUQyXH0Y4rZN1yGDI7aJKKlrrbbhTzXEMpix/xqavLCMonD9SkymtOXHO0a02Fwp0RQlYScZ8iPEdp6o4wMzB5GhK59u9QyuXNVqRqCczoHv9/yZb6sMz7hxk4gYyyVtWTt3ft3keOa5OSfk3hOIwAIMdzxQbftP+dFGK/eeCLQ1ZExirMfjMS9St8uIIU+3Xzt31khTCHtPDQsTPhl4cnoJQ8/48zdU7qk5Bxj2tM/Ld5pEGZl9Q7Adbm5FhG8hxgrBt5Mt2ZH2ySwuzLRBMVOIxFukKUOisUlvgfG6uk5cWXuSY21yY6flUkVGp/5hMkJPONe45PRDzZ5eUlYrS7ZPDnnqs1+8elS108dbj3SfyiitSeTBL/nglFAfdS9YyfZezioU+8s8rjJh0YrbVc5mestWR1knxMtrqp3MIwq93NG4OVFuFwoM8InMYDp2Rkntw5KNk4ia0I4P8uXwHha0ba7YkFL/U9Gf8chMG6W5Nkg8Jez3/OlmSw47Pkt7SZDcARcGVfqSgbGyhNwQNGY4zr3xaxzawnMw+IHt9jO7GnIp2NKnHWAYKis975dhf5X3BJ7jVt8qxtVPevljVtczl92ctagYseiPXc1KIN85jXS9tVCC5Z4IRD7fn53o59mn/1Sc+q8zFIii5VkGRJnxGHhI/4Rk6kjFu4wZhPkUzQLy4zSmd/GIOVxmDPr6qP7sFz9NaHcA+QZstNN3kWhiR61cIXbE2/6Ts80Fc+RLQWvO9JvMW3GMncnYFMCaDz+jdaL6KHfEB2yLne/BQJv3cA9h9tUSRjK6d5r5HrK5K5ptUrnJsE8wZzymMsJPvyZyMvsxS5DOHgbKUi2TPVh0PjjJcLgTrnd51PS5Rgj2fod9jge3PdDGZXjADiubHvI8RpX21S9SZGeNSHgIJKNdSZgLEBku924O4dFNJuf3IeZJIu9yq8EdTD7p1p3kOdhqbwhrC+fMHCGWflejrLGsfo9kPcaONb6DeTvPnBMBt2VwCgnYXGGiSMXGpI19gg2SiWdT8+pG0bPEBBu/Wwa5LSH1ZgvdNhi9CeY+GkjYyAKGRn7oQrehMfI+WGBbR4SN5uU48CaYKSty7bosBtJWObil5fOlzNtDpDAnWo9SeZCZTOLh9bar0DCcVr14/UJXB0XKjVjzzD78fEhMuG/n5JDz3IM4ej+0hBnwOE+7mdvBUeaw248D3RYc8CIHnJFsKEcZls33EmZi2NbNkHvNtNsla8J3o/q4BY4bMcX2/pFqmOc0EqfsyTKLwyd2uj1ERWY5q0f14QdCYmJBDJkh70inBRIw23Tfx2Cs63AHB+PycPRKvYa2LAqszueJL7uJ/JF4R4nItgafZBhtAmy6kYdZ4u3XMA0ejBk7O/IRKo/Hk2dEt1ZwFmLECzniBvIj4VQNubMrOgOkqNODJwRGvx+5TlGyO8Sj+lSbFueyHLNu6G55p39QXqCy2UTN8ZyZVVof0ugPNe69yyiPopN6wQ2MbY2OeSz385wH2Mcgql3XJ9rPKM1Uxi4bbbd3ebMMig0iIwQrVut9iJ7Nr8zN8LW6fjuhD7DV0UAbdYdXbstimCeC97o++SBHGT/VnSO+r64BhqtfeeTIsQvgCJQ6jbD3aHix7RtcQ0qxvzRxsV4GRmtrqtgPuXCQCNgpvCswGjslmV1T5rweXAPthdvxB8/NBGRsy5cWwG2G1ZzksJr8Lr05N4O7XJyo7X5DdfXJ1oyENy+csKqmDC0SjGqRsLxLaihiZzeDQOtgshZE4GTdUON5HLzipF6nBXtJKsSiJPE7GqVtAsw+C95sljxs83wYUmcilckeCrv8xXS2nUGxIneBdgCFTjt+xAp52+u8e6K0vG0dyccfz9hQFomrNwS7U2SFX2ytFZyCUvqk3z8C3/jM4g+GL3TuBGGHbbO5D8Zef9QhVBZq1gT0jQjuDSzxENFAFRlnVcq+ibLdyZwNMp/LuIkOtCRow/ri6cgF6HyJc09ftK8Jrj4syZuxObRQZvjZSL1vsaqsA34zbNBb+We6fYwaaqHKqZZslGA6kfQqPj0w7wjY21i+oEDD+Hj3Nja4S7m6MFFgg4Vgk0XU/sVqA59uKKKi+3yrNOBtB6FLJX69ol9r4o8tzQEvvp4FbkupwYHx3NKYV/vtcwTMjiDEXTJ2SdRk+5h7K9ib+ia3CH6KOyP8dJmMtjjCSMf9jAI2Sbs/fHYNnmtRwyIhzdlA5pvYJpc67T7yGqtY5AVhDNmIbqpN0/dE2xjTxiY4hKRAc0PnAcZW5knXRhQ14m1pydk2u80pzDfP6pYOh80yFEhMwKv6pLY5+917MpMY0y2Ihxbv2dnCxAAwQduOD1Yjw5aQOg+ijfhgyE6YzeizawkWjjDa5W8qixh2fH+VxoG2No0QFD3IjmTx7Sawh6Ku3ozkFIgav6hxN0TBdtybFnN1Vu5GIYABxoshhhvbTX+iWsXNLOQZgZMfyLn7+uWDctiS7BYpsHp01EkETH7EjQ8fkx554p453nBTU06zjSXrs+3u42Ob8cdsCrElktYlfDrTEeeHvfDQPdxGQgTMFGfvRlm+mzC3sGC4Xrni0XFoeV/5iYNFbz+JxOLQWMXSs/XakbWb6rdz5MxlmB94PvvI3JXa79fkPQr2C5j1EakRBA/Z+ML2mm6xhpkcE/8OnJwWrKy2FJ8EOAdOrx91WAOLbQMxiJ9S8gA+5s7EBo00TlkhSRbVmKxS19ZfJCEGdKrtAX01XWu7CqUmv1kv30k3cYKc59+o0j8HiitFJLeTgSpQaGWqdurVuig6fvsCSkhoM3sy7OCTr5EOednoIpWqeLPrFqm0Ttyjsifx6bdXmaMygOteZ1ak4yS7HSVMGYt+iQm/FvpvzTjDae3mDl8abKyiG6UtCeIXqDmB3nikU7iaROgpfkWCP2ug4QxVmpwJCflvmmWGMRl6MuEPWNxwbuY5zs2Ta3ynIlDMlmgrRHXHd0kHpVvSORsV7rRb59nAkzLswN5jW19me7MpTwCxvPFpbBciCBxRP4ShbkOr+SSiMi/YBXlleZ36MAS105BiOB7KC53dpSfeJyiiVqzqtsH6uBzJOYEV2IKwFYcRGpwx34/FMOUte9xsTiNHqm/+4xMPSsvFPVnPUynTBKsSpeYMp3v1RKsS07epZUehyocLYdAB4oEsZ4aG5uzENBmzEJ99qb/ooYZxZqOHr1xa7Eb0qIl6L7yofgRpnQfj+lFv1JMsH5Q6+y8/2WDsoGF2ixQ222SS3gTttN85Urf7GrciVn6X6S/JvOOArcF92Ej9HVhsEAS6rHXbhhlKakhmU0Y9tgYuy4vAZkuGG5Si27HgY5szbHRGBi4vruARfIx3NoZRepzDDxscMp1G6Ql3IErcfMAwigLfZGvJQrVv4eZIVHLoDC4QbINDRWqDoW7D8UjmztM6PdOIwtibc7lKo8avvOUWgb0hMpoTL7AosZ1WFbjDvMCsjWDhIeCchwFPeRSGV6xyOlFBdDVd2OejXf9sSajNkq6cYPDC1zQQq7bU2U1QXVPYgw2Z5oJ6hZ54tKActtA+Dqna0jrYoez2UY/7q92Vy76toMQQPfw2wMC1LC4HIZoy75fq2ZcSBrANCxHId/5RIf0wQR2mJ8QgcWuep4e2Lr+ThW1pZ2lCmcnSy/Pks/sk01DEnECGGr+nE4hvxtFzGIrxkca7OcZeqrEYIrt6AgZKROJx0RmGJTZ9xqi9Ss5CO0GYtlgLQda8uHPP3QHOaQBIjw2rZRxQ75RZ/wHP2cD0WIwBkdVDa0cLVrGH9lmwcafS4g+mVmSi3ZEukzYz8arNReFGPfx8QkwuY1q3d2iHdTP1cLMKMWjavfYi+2e3tiEc4+Img+xEd9jBAh5sZevMDdl33/cBxbJnXnpxthmZ2qEGffiYha7TBiS0UGSoQuxYZG92gHqkLvNz+PPkTLZLlDM0UDJJPjME6uHJApzip8+2ehigQU6zayzw/7KaJcZjcoefs2Y1D6yTwMQkrZNA8lHd8gJ/HAuPzQXVN8Fvy5Pt4wPB83NmH9WLShy8IIPrid4EUU3b4yl51XT32oS6sjsvjkv7IrJpDBNIyJra2XQszl6D6aRs+y06pC8qMFf7DYMCzBZm0F90DR94Q99fYFzDbD1B40I33AVQW0T/Zv6HKY6OzFPMKpyAEWgN6Yf4YKE1hVEWeEVff/cNowyytkz2t+XpFhQOmg/TJ7xj1cPQAML7nifiEVP7NntK0cGAQ950dMwp+m0EkPBVTsuqDLlahzaXMgxqUsaBhBy7v+2bqKvJY76tEMQEjF+0oY5dDBWxfewpCswe4esMBG/35ViME218Wz0gL3clFhHWz1rt6Xj4NX8IN1WOrWPm9lvqdmN53IVRwR6bvtd7d9H2wCEsqEz6x/iS6RAMtk7+jn2Rdjp9hoPEevStx0NvHsR7Kx5D9wWG/5F3ayODJRd1bd3TG4Sc3I0BeaJJg0Df6eq4/dvl2bl+/RqG1YIDcY5zKxI8u4lskajcTW6a/Q+5pUuaRIdEhjO2S59i9yh340m3+8nMbDTUQnoxdTSFgF2z636HmprGfEpezYtauScPOwYQhxPe9+cLds75A/1MuukW8C88D4Epz2uzBHNHZv1WPNFBfEBMBmvD8tQLAYMb8dsiyD6sl9bBfBnWfj3GIxvrYjzG7rwGby35jtsr4D43snWu1DSijNF+d8svOxePO++uqTtcY0HubCWs56voVcuicQFlct1+zr+LGIqU90fA0vLM8EDW3DkZnHc6hC7zJ7DRHRyxfaWfixeCTeulFZma9oxKyMKUFkZ4ffWullt08adVLLUYIwV2DDVm4cUagV1y5FlBvM5vCGzTj8lHNW/J4zPkb5u9IDwk/2CKt/1j6DJnK8vdeNIJgYk472yK5nYb0SczRGqApPFxZScccEAecxhgQ5yp7qSQ1cB4IUXlTfo2iqw13Ubg4c61w9jEmkkULGaq0on4G/Q+Smz+c9TkhosYNGnjO3wgy07BvPlCt55gsNTFtW0OYk71fPdBpNplecIDpI1JhGPm4n6HRn1B1Kfscx7adU/ccT+tVcpRlLvTsBvyW/gxbGaChi2c0t3yJV89td3+9E2mifISbp48m+lq6S7GXLkInyPNBBAZJI9N8GwZY5f+04rvgzsHNv6zDK62O9gmOPZXb/G+28p7tfHOuPAuwJmCFfcFb1TWNwhsGCa0zi9qdsSn6pXXHWVhHd6mgXLK7Oj8GruTZfd4Cp55M2CYl3ItoBgsazbGo9wkzHPwmfYzyuq4yfB4Bx54HiDYHtQ4i6/y3QcjQLECzInn2CSvEQpHH8TglPrh5IJy4J12Pl4IwzLAgWRs1GwAlLvcp8X/NrhuQ2D6ObJb+pnYGcYOFF4hNnvpLp6SqfAlMcd6uL5fXXv3X7WW8X0NTDuoxzp6p+PerfXuPfJg9Z1t7l8wOy0e2VfHMrOcETcwsSaL7gwL9QLc1AS9kN70hgzk4b7dNEdqs8474YWWMevfH6xh5DwawkC8/N7fgWff7hfIwNvb4MK772qKv3Tqw9l4Z5ytt/MIKlbfH2wawloA17p1N8beaTfiKXXxzu8D3MJK1xDE+v1g7YIEn5DGk/LvOjf/cjqPoxd7AZ57Jd/ObXMLA2yt5eb4yY9PYbPt8FPjMDquXfCObTk79/1bkP123SlX1ym3UnYf1Hmt7sZ/bdbG8DvNwD2Vx5e1CxVuJKFb7RBaVme6Ow541EPunFlzO5pqfN/BMNswNIDcBX+LQfad0s3zpRv5nDdycapJNnjuorM3UTPxPsHfUu848NT6W8e9lQr5Nbs1su+4dtC/WaDySzIlgOHLiGsL6rsuk7Huv6UpwJA7c0bcjkc8V4GEBfcqflFYw03+Dw8f8Rq/MQ5C71Oo5YrE/vynVzG33vOVgDQwfv3SrG8TxSZPaotvP/DMO95uvoaObIcC8awsCdPzlgPcFJ6DGhJ3rvF8ZoKcWRkw9i3yJQ8wx8aEfs7qg6EBg242rq3e15qZQOVFycCEmpd/WgJdd5BNkfP1tQ7mtTPYinMS6mQUdyxdlM08YTfeaX1gN+dOP3BPIR0swuV8I1p53FQTu9COfYVbjyCAD+ZaB6dp8GvE3c6WYZw5eePwHPbv05F2xqlxAW56/FnURtzsc/w2NJi73x8/Ml/M1rehXR4IIKnT2l1+jgFmp0yEK9KwdHGdB+10uPmc4snOYUt8FGXT1nr/oV1vYZP+ablNBPU/UsOGsM33tLaRkedwM1J0lV7UI8HN8LycybvP7jTW8adhbnVM/P0CYmRF5zF0TLb8sT8OwgI+2qzcZBQfaaeYyDcJrGtzqzlSG6PBAjVbvDCLr3Cn23njQN1sAri4DmmpnNLmeplZDE2hNQGvmSlkjrTDfgSfSgwFuVilTtfWkfaok3fgCDbkDfHYp/vkGdvUM3nvlHMammg2NoPodf3vVz1k3YU1LKL/eXFajAdajM2b6sR72cCdmFrUd95hwRl2/HvoGrYj7dLHvFZo4F50zsbaYU5cSZI325nr9nZyx07ox6TGArVNoKqNRq7Jq9M08Gv8/P2cwkH4hWxNOSe8sfbJKCeXXbQS5YqyPjvI3mYnO9oufXIDWlnnXce25wys2WkncnidhO2JZp6ddiGdJtb67A44zS0lk+ZLnd91ZQS2FLvT2U777bjD9FqavY4ku2qhiQGMbMOePNCyj2Ph2smu/OJUO9NdeEEGfltiR5kdt2Ek3ayss+xrC2kpNgLI0nKbq+kidkRUR8Kz3sFeH0ttHYAobirGtwMyWHgNXJRbwA52onfPmjTAS2Ea3R1XRvblleKUz7eOa8+tMya87Xg7O9vANbp6i1zVMXxs5/H1ND9HnhGs5ulIO+Ziu4naJ96txnIaq/f2lXvREYxHU8afXZ+9hM4zDLtaP46mZ+dyBvA/W5/hlDwfj2p43t+IZbUx3n3nPbr8b8ICaqb+58Wzmw2N7rS/9i9m2W/Hu4zhZ1QcQFO68L+k89FQM3bsP8+q445Nm5oVzJYB/8sxdnLOxEt2a51pEduGhab+IXpXHyY6s66suEU42p9wYTGrLu760NK2rQ0Y4wnvq1NsTJv0iuTt4k+r2u3vCqMaWuk38iYoPtVu6N/eeEWanjWYN9R/Mfba1LC+bioxU+/o8dBweuqNKnmTP1lH3yw/PN5hdq0TC+K2vDXN/VMaNcWfyMUnMLhtQq3R9/a4mI00T5bknS5wU1dfPPWeNV0xbWdHF+ClvqDrJjfjeWiizRDpuXXewU5vrZNttZP8BLigm2Yr0JeTnbuTzkdz2oDLd+ajBrDboDrcfDZMb7HHIWwMtM2hmMxNMYOkw+mku89kegKg93IXu/ZF/+gz+WHLNJxOPvosYde8iPu1mdgX2Pn/GnII97Ebcdki5+W9/GWEWhXtaGn7Wx0ernRuW6n51mtZnWwUnoSzYnPwinu8mcFbF4yULVyeVr9pZbCxQbID6Vy0z909R7oLruaCS8Xe0sbv0q3oPa/7ro5da02d3IPvgLaUjrfEbaC5we+8i7Ypql10yM1oGG/OY6u8gLMWmro1brCTOfcsXumPfgvh2DoGgUW8nYFrgMfKnrMjFjBirP8du98e6XLdkf6sQY7HvTlMezAinXei30YWtxGzVxzcbQIb7iJccOO0uouOGF3HbMBd+xj121cnvFcOfB7BGk6HH/imUBPQR92drSUIXUv300sc7tCmYDKH3At7/lsaRx1/zll10kFwUn+e7PXsKO9eoJepVcFZ6OzThjQf7WYv7XRcDbYvMLjGEDrB6LMEm1+e2wWzo450bpvMbZdYWcddQtek5ojWaJPHvMdlcg5vYmL8+cU0OuGWtASuaRz7t33OjIfzzq7Ha+rMo+HCvms8b7gZ7Wo6qmasyc1L37I65bq6wDfnYA47q57OY5ET0w44El0tztIwj2vXTnR4Dalbf2d9LVaYdpRfl3VjMcJYrn6TbnQbHBYyn67p0wtnmg2+Sg3Dhv4seXR3SeMSCrPqx7DcAsPfmJpVp5ojp8aqptR7rmXsivhXpmc/m86HZtFzPFyAeW1fl7PN1+4rCsf7ZRW5f4h9GlRnZypd8J6uTaNj7Sybs0blx9I/WryDwyBbUG+hh5pMxrEXtEU8NZxSi/jmxR3G/LOgi7QJBDPp5OvPJPcKuAebcKuZvaa6fB7GfoCoKWeRMwJqK+gOFkqziw67pwwnl37Hz0vbtNL66xKyC/Hk9ZU2BJLRZFFlIuFGztfYrGCp+163UmbhnHeSEYieezV4XXl9enm+XG+A5bRt/r1L8bO9jnw6wqK1jmjrlQ4XJ2opasPZ6ZFMJ5TZ2eLm8KJCuFOs2CN1cArKcrKebS4x546RdrysmeTtPoddLG/HZ1/gBWQRekDqZLdenI9xZrSegxqedWIBQ8Q6tWOmd4NsE2FklfvKeL2Ozrg/LvDNzo2K1IIdF43JBXKsPOO7Z46wa0zS9iMro6mOnjVRoJ1zc1RW4El9I5r/Q1tsGZO6nS+LLnv7lpaBzatUlswpsWJs9DXY1FfFvY+z/vPmmLvPGmaVtPvapGVZKIeVxcOImD1r5TS+6BPSSuyfIw6de6yNw4lzhVpF7zqoqN1UbtTbyIWc2TMnOpEMeEPG/rOoOs6ryl100kFzMjnfmjIHvQZfOabtcBOsTj1z9m7bjdDYDzqWMdi3ozPuYK89fts+defZ1G7207Vtc7yL0lqMQmYInWiwGyjWGy5H5x3Z+eSbM2/tpbPBarmg5XPUaWyJOh+7sug+GQvAZS+7/c/+7W6iu4yd2sfBzf/M/ETqb2anX8PW0vg5xfC0oDbYPUQsFkNE+7FpOahriNlRsY9r5/Nzw4mtoxPugJN0CO6QddIVdHS3qsmMhsakOe6YsqY1OvEI6rXtc2DtShhmkuPOs4+1c8wpZw1pi/DzuaEWzlHmjElpCFsYTmfyDOcWL+vjmSpW1RhYzdVvJ0iMVKftI7EG0nlj4nbMCvESbNo3eK08O84gdm/520owTqv/s3anw0WYPecewmbPs4DVzUsMU3ubMTtoILuo82tg7X43/oeaC9v5GbOcWEOj+Vu9TU5RV/V5av62n1FNwMZKXZw2b0kbcEnXOHAXi2r7yWt8OPr0MPZ3zww1wA+qF0rD9XYQaF6wFjqY5Cw4YSPUZekFsnzG1WVvQ+h4g+Aaso3uDOOvlyPTlLCcZ895m9o2fHTZQV03T/GE7FKfO3EGX3HQBnS6R+pbqelfnGPCYOyV4WgHGw4azla252dKGjHGgnAR1FDDG12QNrUr6saiV9SI3feT1184Toy6rzUWuheKFRkzh14xFtTmB6LF1RBprQQn7pajDAST8ZHEOWASf4HAxPEnh5YRpRWdM5tRtHs+56DRwBbsMKaLrFDHa9GMfPRvQYN3UJ2BUzEcsauhsSe3f+g1bln+xuBtoEwP4wVjDvadMdX+7mJa+yXVnOTS7CdZgVjvdHQLm6xM3rUsPUzF4mXURDn6pK9HtNGdNgb7Qhqz5X0Qu9L528U9lwqkUZ1eNr6xcgNGKW9N38SAOeGyNsDczny9V6nOzuAe1DZ87yjXyOmnew3ndoAxLS34pjDcXd6YcnbIuJzV7bQOZ55OJrMOfBsf5rBDTvWNYBOz5OimjT3KBMDpmLWCemdy8LbEeViuEfF7xpxtxlqgHVSYz42aLZzWy4lmo6Xf6jvJC/qIajg39js6u8pzqqNL5iQGmknoWshzxBHT5egbUyaN82G1TWYrNlcOzwFiYefNEfayJdo7Go4PJ/rRIy7uJpva2RAWNsmo0XLM7WMN287cK7DPoRomVv0AAoYi6bHGs5M/H4K2X+rwmmhnzGG2m+F4Ria3hW97Uz0kG4UjhHu+mGlfzynOjrafwVIAdrQtpkYng1fKqeZ9qZ1VDoR2fLT9NGh4BymbwJt4LWTNK/l4mbLfXFLS94J7DbhYXMp8bzOpuUKsX4qTmWSTx4YaiwOSbtxCJ21TWwUTwd1fQ3cP9n6rnGgSWjKvZVrzKQMxN5d5+Hzv/aI2VC06ivnxxYlehbOUi6wrt+1PRBbD5e92n1FphxxygVcwjqWzfCvGHTMxGush6RHLL3ELcvLXsXZiY7+5V7pzvsItoavFcobhaQEPapZpIz0k2ZtW2WS2bbu8bdr1BXGsTZi6sfQhOI3JeG+qA1Hzqq7qTIMa9lWI7DSz3eqqFsI5XRJakZb12vvVcdJdXYnA2mZ7/7541HawNxtm8maqt3+I4lsgZ+782lnbWegFjaEbk23ea2Bz1/JkV3uZjXCmbHP3GKmIraT5tOxP2fnbzAVXg+F9xeQXpyYuQU6Ooy3kSngHt6n4cm2w2ahnHUi8EWz+UhorsuI04gY24zETtJO4otgbR34S13KT47RrvEKys73X7LDdeU0kI3Yj8UqvkZrLmSR2iuFnARVAp2aZisaKo8OGVQGnyFHuREuIyfUuMe6YH6ffZaZEU9tRWZHnpSx5crQuTj0QbCbL5KXTpR2CYD310m2Sk6GhzY8jDx97t6DzmLpX9UFIvixgBmB/X4EcP3RzCB2iTDZeFq8Mde663LopocR1ceQxX9LvtWX4kVcz45SDwiazw3lYzh1+hmFB1Yh+ljN2I1QnXhcNq7U3TrY+LNHLdOHXUUc9XeNM5eg5MgmyjqinSmNtY7SQq/wReg+67jNCTjd/TCHXstqOwl5iDEeOjQtjeCPsxjjOVK6WJy8cLbz7Joc9xd/xJ17ju3CycYytJu9qa8luRHd+nD27bH9GVmUSV8uZccTpW48whGyZpr4ds6vpiIUeWQbzaTNGXINtRwOtS1y1ViJLG/9otkYXcLy8erP0pUPZWql+X0Fur9WNt9Cl1sxr61FKIcx61w4Lvv78WROz1Qyx9jxuAvOcLhFWgFtk5T/jfoqz2019FmyRcVsrrKCzgtb+qtA3nd/eLJrCnhAnH7GVyMYy3FxNNrJbWxX3smdLsJSP42YV/3wCBs9LerkU6uAt9q478lsOpx3SNUPLp3+mFncgNB0nb0myjKELbSca8vxzKhDDVDiyOVryVuC9xBTaAtjkNfLmOqEp12w4/AyuQAyq7VsG89zwK6DcesMxPovEjvT7yKgbDIdZnhVKU9vvETsBhlcncXlae/yWONwsMoybzh3/dfLk/VIodCztjoozbhALhDpupOwybkalv6q9wc669mKSMSKfnFHQEt5+MVmJshyO7LSuFPMVYk6c2cKv/Znyb0iccYRXQEtp2c/lkTxTySu3z/FPwAaVlh7jPB/tLi7reyp7u2oeb13vvLQfTj4BLBFGECuCDx+ZjHzq83yNdiI9B7+WasGtnehiZ8rVXQ7stMH31C9iOKwftOQbzuDBcLJarSV4SxwxPWzHC2bGM3KNHN4qvG4bmBtGZkRaC4eeo4W3Tc2IYtA3CauVi09ac2SyULLt2qVFph07xRnhftfzjH+AYe8blRwYYTsGGPOc9FXJt/GJ+U2dtr1ACOSltrnn5sI2ObV3Xl7j5AZzHu3spXxzMcIpMsdUjG1+thTDjiI66Hsy47aYsN2ZTYA2P7kpXuZrYxNJ2woiGFpMSVa9lmRB67aEjU0db2NdEzCTxK5m3DePXs+71Zb32pBgpxlwemdkzXRFTrOQP5+JcD3WuD1wlCzGyrgNznay1s54I7fBMW/aapyps/lENzSFM5ILZChlLVdVJyuuR1bahyXaJDjXPizbNe/VYAU0/uFayie9NA9OMRlsws6STvRibfePPSJA2pdG9swWTeZCOJqWeQmxCo40hmunMbUDjw83B1t8+ngYDt085grl3AaHdS1XmHvdVqF7pmjxb1VHTguQzr4GbfZQP7c3uwc+i1nDuI5fVNjcW4Sdg71Hhwt92Y/rfTHz2Md9M9vYs/v4bcMfE4Em7JReAqe6zCvcJC3JIsO2GudcU41d9da2KV5S74deq/t1rspyfgacYjqWog11jMmC6RSNNy56p9MbLfzIajcbexhXa42dsBqfe4yjXBDTgjEmgzHGRT4N+Sjf/Ru6RgW7eia667TI2KyUaZmVvI9WPcbY67iaXuxV28cOIUBNqZf3on+/GoFFlZM5vVjwNd5zi/9htwtaXGRuLfL4Aupxuc+XR661QE22vuk6Oytkb/uVx31v2rFXSm87NPlqkFPiuuDqEKRHv2mXey0pWMvIG9t5pbf4Df2BV/o2wBGO6OUwr0OWdo00iNWzs64a/WaO29rRgj0WF/E/SiaJmAset/dbEmaf+5rL45v+47rVb84OLGdVu3BhFwijfwvtNncCAfwyLhcCO7N62wYEMJGbW984Q7dmW46JW3Tv0OIKH3cwU3g/rYZsm3WAtu/2YZHLHcmsX/R26Hrim3gclhwXjJt+Kra+KeZiBbDpQT9RbLi+Ekvuzs79cb7Gob8fcSvauNO/bWXdjtcXkMf9fpzc+b4CmZ8xN+RbnhkvYLtP39uf8gPTZkf8RJo8Vt6cJXUbld2v+30FZNmdu9CxstjmijO9jVfwLYxn+tQMetOMzAoFm2oTbTE4Hgf6Pr4as9HnOivAdb7sbnXjfTlZI95Qd85VTONy6C14o426StCo9pwrmwBiFsgz4YrlvjdiI7PkdrIGvenjfquxbVlmM1Z4gC6RBmIn11xYaAtynHbNo3O/weTNzRX2fGzHocc6dCjWaK3Sw3GhXSPMtNqSKW/KiViKWryTcSDa/Fk58TFKsINyAZveqHOx5DoVDcWSK21CDeRSthHnzEPYfFzK8sZaO9HfgliHi4MdTMZx6Pkai8PeXL0LJ6pt7aQBYVOjcEI/6K6+yrlh/i1/jHl0jotwUre7YbT0KsqCNzI5+So/9uplRuIMGofW+MArvhFv5IFXb1zw9Jnezt/oGTxzsWC0pMtr2Dr78ypXzrqJa2T7Zp8XS7782mKWp2/a4lauW8y1UvK40GasI23uhiP0Jztt7rZqfLrWpj4w2ObpLgJDRK21uUdX72+2yXu8zZuoLTfZr7t5f+BNqktvXpvH3uSjp5QDyK0lF+CIYHDl/fk38V6Ak9ManGr5JpwU9E31jXlPzkL6XImzs3nAlTiJHJDTx2/IqYGxMTm/+Rk1ZcNy3vEsekBm1hkCw3I2oUnv7cxZ4RmcU/SPQ/WyqZg5N2B/Tnf6yGOczIkcrtDpbJdOIeVGnX50E3uqfqNOa+3KKLi0MhrTrJm/oGN1QrLqf7VOE37HTjU6jp0YytumIztlpxX65m3YMiu2wXyuh60t2+kDJu5UW9rXYAw12bb/TLBMvPz3QTxzJzB3J7q0XYCO3hmWcyw60CEI6RxY8zAGu/WfZvBELUO4sdrmjewMnjbo68WNyb/My1F6htp6xiXRPPgenkSMbTzt0ZvHwGJ1zupTkM26L+/HnIU8w26HcLfXTp7r1ou302CePOgsTrRYwQ1fPnILwY/nGS7L0M2STk9g5Cznuelmnum92eoOPjmnZ7wsnwvbqJ7LoFtg6Tso0tDPZn3BxSD0LqD52IE9J7zCeBzbs4W71QNPfFZnSDuB1xr2P552bXLP3qvyeT4bb2Fl200nXOTkni5Kq9HGQpTlregCnyPGRvg8uTkWOdeCQkhubfgRPlGWchwleGJn+ZzSZire5zNo7cBDb+V6r9VVtkMecqhPB7UUp8716eEWfMwJ6BtZiQxXSPx6n8HODaYw4ydefqt+kn3Ct+PZ5o2sYT/xYyoyhRf+/JvMTh4N/gmuLf+5gd4q90kSKZvBuB3qW1OnJ7AOARrFFqB+eSZQIW+t41igaDesZTa22MQh2lCKcVH484G6WyDKm3YE9dG/0owfFHT/JPpxQemMDuqlrA+q7Px62iMU2m0Dm1YJtZkdFLWrHn6eKlSJ2UJ/VwzVwJJRQ09WHKESrBtabeNQLYcP5U8jiKrQy+l3EMV7EFFOrLSS6PXbHnLYSvSI7eYSRY+bTS8muvdoop+2KlU7V+nY89c/LFbKj+KosqfWKyVhRP6SpdRaY5b6cE9aqiFdtfS3kUt12rz0ZvZSjecwPb9GMVWnLytGlbmt4DqmmcmZTEksZj5TtQEbiSCzo6mW1ZVpb1800sp99jc1JWFcU5eLm+qrBji9ek8dJZZS4/M+O3PRt9nJXeK0Xk1yetClhU656bvT6XleW4862Gn+e6hlYl2W++ioV/H7nRIahzy1y2roZpTklX5n1NO9u68AwnD+su4piHrs0x39eUqPFCK2nnj709tajpFXepLWWxYZUrbyjYBaX2dBPQHdAvq6/HFkH9T2brVHQ6Gu6ZtKAyLzM7obKpRYC+f69ej6MfWzCchnCyTe/PWnLCjZDZVuXRLVFr0pGCC8oOMMi0p1cyBzius/pOTNG5hZFdVyyy4qvNq5PTILKLZFDbrujLpGD6ocuKVGg3t5vRNSLQ9KdkbtxSu+nuVg8cjbHzMi8qjBUak8xEo4E6S2xM7u6lm4+i6LqNHbZYOF1RqPcVcmHBPbEKlY6FCdO08IPkpqEmmgVHJZwDb+VkdUfUVus8bFLuO1ViB+K0EBngOlttwhUOFfJuNaKrXdqzDqx82GSyW+tz8PmpvHq6WiXM2kvjoTJNEFU8PHdtJV/Jqp9DsSVva3/mT3qhn5RTdNRcb7nmcO0fJuPGvq1hWzeHoNoujtB1f7Li5kE6d+bBY9wze9jGBH506l23XXHFg81USbQVVNf/vqq7ed42WmE4gxVKf2X2FdRTUUu5Oq5+bOzH457BpMNcSNre+XS0TTTb90iM20GOtsquaGVJXrR1X1rJWE8tyXw71eqTGt6palVc+/1VU5uiCe5lelKfXcEvykf+IdVucTLB6eZZXrUKvn3blWOe6IojIk+/BcKqOtlhhw9e6SqwzTsKsT6ez9hVd/n8FX1WUHu/FcysFXG+2/evwKrLyLsF44CisJMhDr3Yh9I1b6qoqHx2LlyspkrKfyDjgZK2WrsSJm6/Unw7FyMypquh0r33ysasPIsUPxXmtk+eg6o7Ra7xW0xY2kYTIlLayXkq7gMyaThk8lU0R3dTZyX+myU96ECp4md1dnYpjpRAw121qz2BlmwtnhKflsxxnG77pz2UgdfWyZb99ljVLWo9K5ZIFflW63jOHU9O4yL6z1/alKB8Hso9QixzMuVV1X82TX6/mqQ2PA9pmlyM/o3ha3tHC6bYHfXthd7XxVJJ/Dy5sI3giTZAetDFdV82CfmYqqrYbftkvO0Qvbd9gZ2uDOCw+WZaaecgSbg95D4Ciks7nVavgZsuGnIaZtFqQj8WOsev2AEekm3C1tYol5XFLDD4arMasemjKtZm4qIhzrmMtOxXGQO6HFVM3hqlMO3zpG/x29kdAyOYEmq+UY29Nj2w18RIffX60/vBAa9E/no4fVu79XfyE0bMfapsqLp0x/HjSuyw6GRmK8zdAuIjdPjcysvI+HZohwjFLfHe3eD+18TaeNPNZNdkOi4ehmkjI0jXXRrnp+hRrDGUujfcZxcrTtbO6TRkaardLoNH6OKooMdvwklc6mm6cZeAx+CzVCy3i2GgNm6UnWKIbbeG2k1JiguvphGbaNfLNFHXnnHvVSAYCR2XDqOrOPgRF6fzaqmtuiLd4byj1q8ZvQtxfrJOKsbde4m74NuOCvUJ9wbBu3m4yfoIq0jBmqiWBDul1qbku3UWmM88a84Fu90Wh+jxJdMHeIerYFLkOKbdLFtm9Qo56hEr8jeaB6xuFTv90EPwfcmGh4MjigSIiV4bB+gS7+huGGY5z/rN8nmXDHKOuVw1eJW9seMWocN3esUukntIzcTKtWldvP9nykuvGO7DYG4s8h5tyk4DyltNxGc2CaMejc4zBi9rXq6Jqt7z7HlW6e34PuFXaT0O3BZrk6Do6b0d1RYMuiP96WdGDG0KxLh2bPZ6ixEfKcsF4CYHW6TcqNWqDPGKSOSYFhFy1D5ur2GXO7/1B1rAu4bd1NfC5j6YnZ5KXewznsZmDV5FOd345dB+WxgCXr2A3eydsJhm+WuHk+6ce0j4PvjO4oSzrbSNuZ+p2/nInO0CzmNqMNVWu73A1qYDixSdSFawe9nWiijPL01kxbaXmNZGtmPsU3P8hHbptwsWe+AGp+GTShKV9Ou2021HPaCrW/m5jqkiJvxhTwrIfOMqywfmHRYJuLSc0ucn+b7brONsRowhZjFuuM/IMaaMDobujMMw1rxxottvYas5cabuTR0A/OC6NjWVUYSUjNjnLINuQ2zmOI1LgL55Pozesk+AeDRzlZss3N/AE8yI4JhCN2Dz6vhW0XgTaGlsrAnqLkzcp56gwK+riQOnt3+2WbytlU8+PEGficKq9V3e1YUDZWit8wwmB4lXDnVusZ4c+UIi0sjpVHF1sQHlceemVpvZtt1+noi0soTC9PaRVvBdh0hgmhJWbanVv+Z/AuTPO66oMf0LUTdcwp7xlnYrYaWwwym5hiUt3ekvKl5aDnFN9uJpu4ltT6JBKiMWRgFw/bjBsfM2j0ymrR073iY0cJu7lCTGZzaJVhoQeTwkLaDWi/FSx+FqjVY5/XXOi4coyTuokNqlczqNnITLVs5NK6VUvrBymsHptg9ajkVcsRVG1GmGJtO3EsD8awHHJFaokLVMvvUyU3Y4301HUy41eT2MtWbjtL6YktkKuvbWfK5RwYa6MgKQgzDbzsRvCyS8GVHQteZjU4me0g+xq0p2akVZRmjpLcO0p+DWn5ZWRpd11JS2MokfpZBKp2EFSzdHjNosF9wGHLnZd6g9v1wzcbyBN/mUFSaP046NHDYadzB/+hZcMvTHuxW2Iurogp2A8XcjlUm81wI9bCWtsJY7wQTvQ2aNer4Gf2wPS2JpY3kAMC7bQLPs+ic5XdyDGWFzfYm11fU2FuLfnQOlATK1otq5/aVHt1R+3+IvRnK3FL3MKiuJgeRsWFtCvScma8VB+XxpodGyd6XYTVovjoLbFVNsMsmwovahjE7SS4fe9Zt4MpleFmmws7baUgZtiPWlxhbVkd7DW1lLfTBvGYw5+nJ/fkhZiU7fZQovFGcHK2Yzd33pQ9GQvLNvIWJ+7JLI7ekVZx946cwhg+CQt7OPIWFvJJLNrJI1VxPI+U4n4+mSJyFc7pkV9c0SdhYTZH2uJCPomFSTxROweNFchq3o/VPb+Ho/2KXOl5t8kvbnLPhYE9hSb0hRzM1XYP3+T6ncQtsPB9ezjKzSvKdcFEYv4SDBzkuNA8oVwUjgjMVeE04PwXrgDKV3D/r/VDgCs/NxAo14Urg7m2VlDFczOH8lGwjDBfhZOK8184yii3C8ca85dgwSHHBcuO8lGw+DBXhZYg538eUqXnZyPzl3BRIs8Fxyblo3CEYq4K9innvnC3Uq4L9izr2tQF6kHhZnRfdUHmvBuxvtF2BWbrpl4nfmHMFbvmWnHZJsuH81dXIXpaJasnVH8/704qdo+h4tLoyXhnTfkib7skVW2UBn7ekih2L4Py8tLH8m528kfe+kZUTWkGft4uJlIv2sIkXcVpDBIvjmgix+LiRnItHOlM/sVdT+gaAcXl3RD89sP+9lhbD7CD3l1j9dxaoyvrxI6rtphVFzmoptqsmmXL6kWNq77dV5e7befv3xFQ7V70xJUhj3HucVLE1saqm9Xcv5lM7d/F7PV5i+QfttS4iYpRMUi5f9uT8sT1IGV8r1d696Tlr1y7MP8KpormdjGudkSzPsY1Vd/iZi9NcpB3pNMjhz9q7HWDIGJaYyVUF02HCFq6e6KeFO7ISB4vj2Ix6DmSG21to1S7hkt5dcfknGumNNqxidNc2z0p3wCqxBtDmT7rF1KSczmV19VCObG35+OOubTpMN4pR4pYcFh1w425Euhew3knG23sasPXDDfez3ajjQvtzbYbzlXezGryL+ytIvfi/Cr5Ku6wkPLiLCsns5lSbQ4m3IuwEDMB8yoGX7O99Hbi5FTDuqE8bYOFa/VrP/VXTq+HSArcRqa11Zpf+6zWbZl1lwdZxjvFyuPxBZavObzan5Or0re0msvrKuDZUnURKypdsZ+a1VV++YMpRKX2YuuuTLeIf8NVomZcUs2w648GuO1S/oVX2e3Yzmuurb2Ub/BVOmNw8zXXZ18Qt0O4VUeuA7QYu0RTFQu18z9VC9Bz47V1bcKmfEO2bDv8UZ389Pok2OQN6a+EpKi1F7S0NZZqi6jc25kmd9Blbz3z1saV35Acs0LI7y3AiW/lqXE7WvTzXbW6pb0UMbrjlS/MZ7r4d0Pf1lRcnQO7ALA42QV2Vdz/4EC9rp+FJre4mk/rL8vuoFdrSZzquFeLnGdkwB5Vb0LYYXy7u/6GZlEj8xgNegzDyJOd9AWW5a1649a0IZKDW0jByWRXfgG+y83FsrO5+dm1ldzo12Ai3KCPyAkOfoB0l2ve5mzNnXL3yRta84TNgutBaa9t97EM72+GJ2zlTm/d3Gj6jZY6IMPWmx7F5VoHPvKNcqxjnJNdQdnQIa5pboPh9jpbUe747BbmVK34Q+BRjpXN0HrvfUMJxPY38wu11ikj29yWqNhnwJEb3+qEw5e9UcO01o2L0JOgwdpaZND4UpdysJrdOh+jNe78an8rmQLa96ZjDVjbOAOhJzvpMiT7W8eEtypd07NqvChaj8vdVq3kbYM24eKsQYvpwpbWzdrmvIA+YsqJUg3Nevsdx5Wytu1MuX0nWBPfzQlR8Ty3pJBRO9s5sYkJjsasrJVx5bhQGyBAUfhANxpqTdbbTTb+KVlTBiW3tcTtyFreUktDOLW5GWuM8yDk0W2NRN93tvJjDDnn4c4T10aTtgraWdlW74EGFZOT4O5g2X7R9YZWnA6e9SbiGFze+MZCaz0zmcV5vFwtJGlVO7F0vZtRDWpTA4Nc50CGhGx6h4p2gxtcu+9ixiPWe0ljWtAm0AtuzcOLixrKzsiabGW0rc9zgGyUYj2d1WkMrWTBHyvfuj6ZrZtq/gQ3Yy+briHwqoYGavteIj+W7VON/1a2Dcy8vB2wY5npFqjZM9pkcMahbCgR1UB3AEGe0aZjEQxue8Go9bv2McnD4ImMZgPawmiUwzrtMZqRypssbGx9baMcra/l6Qw8HDVYc9vNYPRd33HfoxnpUdO2hooZM4m/U0dAd3O+OkzfgrnX3uReyPdBNJK7TkMv4aJJyGN4lO6AiTsvbmrrLiszsns39czP2vUPDMv5/mInUlq993P8f+eRnPi+66aNutQ1bkMIOuJUTmAabNEdz2P/Jy7YQUemZvCChPGUHb1lYA/PGzM1aBcKjc7XjT3mi3e9n8k1OzxudPouXjJbtmNzW843cCmn7FECJEP3OSX6Qj6Lzzto/4hxNgccC7J1mywGZ7XNU7bwfdSF3HjxFjqFn/bewGvtgI7bF6PnmOf0iAxj3yYpEKLN4NuPcNegF/Jk9v/cnfGHDO563BYuHz56V8vUqCE/BKyAmMQTq7wn7iBGRqUqA7Z1o2nZxuOzf8ftHmNYY/gBs/HQTfX6SH7JJXHlHiJttYqT0pt2b2i9Bis30QzGBzWNGpE8gEtesAzd1QdETQuXWLxDiiTnlTWj9wyG3fDK7fbQOju7h3/KW4/ehCnNWzfE5nv41R0NNRlENGwGJ1xgz92RvwwGa6iy3MZTDYWaLkBy7g4bNLqEF1bNJu64LTvrd8/A7WRcPG6n6BlevDNFlu7bxXurQ3fqmtXcXWkr36m/nL004t/D7h3Eqkt440astjDNeBAYwHt52MbHCZGO3kfq9D18Jg7v0P0PjFsG8J3flbdqk3iHYG1OVGTxbu0zm7hrnibn7mCst2YGdzkINXHLJ8Egxj6FVNCYuzO89Gmn9RI+A4N3AP8LxLV7n4BrGKeeR+3hZn/4hu5M08wbeLlY+sBXtnvX+JXD4kVH79Ils5U7hr01ZM8FvvriHVJ227tD6Y0fbEag128MT7EeAI2E3rrPyu2LATHLnWZ+NHqvWgmEE7D0OIqWTe6HcY0cQ/eKZQBkUHqiKFvC49/Yur98QbXW74KD8TiQviXqDd2+ae52Pwq9eIvTkUfviLG792ZC0olKxnCUxe4NHErQYfoGPmi9eJMmNW3dEJoG8bmbXgUiFH397hK4mrsjPNspp/QYHiPjdwbvO4Q1fR8wGC/e9FuBtm7WMUxzd+Fy6uJdJUY6jfQIVkzcvdeox/C5GHZmcP+h2Ou3+Bx59E7ZGecm3ro3k3PO3RvucfpMawyH3es7g/OMeg/ghOfNuze6ZuO5GxMadx7Arb8TV+6gA1NDd+P0psU9H8MzvkbO4MFxowN44Yr59B2vZ3fu7o/bHrqLj4y27qrbgCcbpV3KQOvv3p1HjOGnyEhm8AdO+gB+k4dy+h4jRjp6n6nzk22NoduptoSjjMYeZAynXGCfwSMCE+UDeDfCCE7vDM4db7p7E660L97wen23bv5474mb0nymob2N4ZdcEmbwIULrAzghoWn6htJsOHrjCVrN3eQFTYdumjKW6ZVvUMWJ3XtN9Rg+F8/ODO4xjD2ASx8gTd/pW4NH78y45bm78MZumFSu3PunH5nOgJVjOGlBkxmcvat9AKf9t9y9AUeaLt6UtzAd3hM8dAOeUE/cRYaO4cuUWDP4FADjAXyAgGr63jh+6Zhfv8Vb0/TchiscureaZQ/j7l3y+xi+ZsyewR/w8Q3ga01d2rDWvnvL9+du3b1DtubukoPxceguLiImkAGc0fcx/Bof4ww+TE49gG+UVUtzPnpv3W6d46N3zdfE0B06ZGTrLvM1hr/AE87g65yxtJPcvH5L6A2cu3NFpo7exXKZcWRr6x5P88du3b0bU5Y9vErZQqHrZrM38Dd/++JN+9Vi+gYZND13ExbaFm84zb5bN3mB4Q3eygXbk8MbuFvbLg+lEItF8q0yv74eDUJdG79lRDdclV1zTU3FDcrYB5cvBkTtTCADlI3/RZwagONI5oKSxfGJIE5jZzHoH7A9MpSNMm5ACB7tBjf3F8U4Lq8ERDULoa1MdhsWviEYvQZETUxW5EO5FYwTIh0Ezinp28JcDJ4dYP8xifKsZP0bcpsAqxmWF8CeZR9IyoZctCZZcpTUCFBaZGRYqNsXhwwlTdyeAmg5mjAd8jqWgdKEQdvfkhOOsB2ZayHjOwD9OXpV8HRD0Thj6k3gADDqyyUSXAn2A4ze/jneii5BRmrjUmTRNVqngGa/+ZJQ92diHAjRNXUiwL5tBY8fii7dNGR0Fy1kgxEUg0CCi9M3Cln5weNlIOAAakw4gWg8FCBZBGlr+BRbQeEgouG2jmeBYAyCsxOQXeOBjQOwOrmXhH9w74mARFxzU2CguM4FbR6O+b6gJSbT3s3H9nRw+wDWE3bwse8euJUAT0TUhnBM1nQoYOy17wY0/y3nAoK3P2fhsbgHDkU76bEPGH0dZvVj+DPCBgcRcpB0OjihoO0D8zF4t4J9Fw3tWWofCmS/x3DYNMoZISjJ+lCQ0mo3HWT9TWwFYWNG5oKaNvRwvTFHy4VaOuAaCh6RCDxttMSGMEhcMqe0Phpg9+OuBJ4juIeCzos2bKixJjuF6nWKnVYa43qsWwnwBFvPCCSFiHuH+3RA99ViKAAYNN0KyMv6yXSfrHPQX7OM4W59WR6XZwTAQJOhgGSxfTSA03SWKdoKbjhN3h3Gwm8TauPQdVcz6HpLA43n5dmAn/E7AF6XBQfXs73YNnorQXIbrcH+njDkkBw2DjoRnFIyNtxiYMjdifxDs5aE0s/2gU3zbUXNxaDjSagR0uZNN3OHbSIIHuj0Y+3bbLglt4LQASObQPmS+TJQzGLwbVQxSjnHpviM50E5IIwSIpkLDijou8F8LJ6t4C8Y11xwYEgODgXj9oRgTihm7YpnuqJY+gKJDSFlWzoF8zMX+InM2g2Kz4y3gpSd4bkgY9zSaCioWNvT2cTc2N1SXk6sdUd+Q2C5G+Vmd/UcbMtPB8z/SCghJ4uBwWJHGWso2M1Y/nEtsSka2BsCS0fMsx6M3mXNTmKBW8t4niT9fYvBFkKbK4FkIchQYN+BPhH0fucKOZLY/o3whoC2h3A9yI+P3g1qdn07ZsGaXzYNBdzHVrYCQkJTeCUgpusIx26cUl5FrFGI9oZQ0nBaD9JvAO8GW4EsLQbONLwn9PehfHu0EnwbH3hasy4xnUEs1YTkhlBysTIdpC9YjwZRQxbmggCD6aGgRr1otY7Gex/wxFqUZfewxSvhDQF9i3A9yBsYtRuUFxldDJr95ltBzY/JlaByG6R/1k7ashhGvLYhjSuHZdXRbwhZOhfrQfgB0N3glJLZYoCxibsV+A/hqiaCnhoiFvb5OkP8D6fDXYh/2TRsXwN/Q8B4iFgPRgSb7gYki7bFAH6j71DAN9TrEwHlA9ucqTMjg9HYEcPqM8A3BLgtOevBD6D3bkB+1DQXoO012pWA2rYg62phu7BaNhEcHfd0c3S2vyLFaK+w9rb8hsDwh2I9CBgPHQ2K1823grgtOytBj8D2UNC8p/gMjlaAU2RX5jtNWKhenw3BJzh7PSg8MV4M0vXE3omHgq1kHFvBBqt7tjs5RV4h7HBM1oYgeET+6aBi0MNmf7A2EfC5APHc7uR9JajZABoKDh7Ys99BmsHBwUbeLQYE4aGhu0H50nwuiNuwMxT0D9neCornxpkLKj6vp7qlp1Ks+25bXT/vtS+8/MgxnFpi9PkzuHXk94/vyhAW2YIN2+mUg11udAXn0GQvqAh3mpuiY6/t7EZaE2uIM+/E9TkuxzfxoSHd3Ip4N+Ecksvb6PinuYWtiabETrQ3CSG3AKdxzRGnRbkClkyMM4yoOZbBWn70jr15RLVf3O2Kf7Uc9njLdHvaUOh60Qxt1Cy5efIKoxZv2mGegmaqFRa9h6P2kvKdGKMX/dA+Nj7N+W2NYyOut7S2sROHu9L7a2WMJU2XMd/vcVGt7ZVdKM0IXkebsc10m2a3nZGC/JQndbjK6GYIZd7a3Lu98jxiXxPMZfgWPJUTeXFTC9zN7Fnw1LYnbkdj6F/OYoHrGeG6yqz06eFshNQ8jkHpNti+8OKtwpN5sNDVHDJHtYOVhI5pw/VSp26q+b1xbZNVxrKNbPeyir1v7MLyaTGRgUOdaU4rSSTmrPLWV8xkhUL3qEWkm4jz1jDqX4FzBEtNmxrKarSG96ugA1NDVuMmnEV//meuLAeMBezCa3D2ndGWZzc1BXSNWucMjJcu64YWAg9u4s5mwvoLptzVqPUUi2glW2P4zeaHAHWKX7HGnXzzmgnFOIeqFzAXV+RoC+Ln+Excz1x3MESL1sLX3Ww3togmLGS5GnlOhRfdLMTWXT92MsNNf02JPJLWrWPJ3efocW0LAs7ru2Xxg65UfDU4bqfodYyMGIXarIh0+KigALcuVqDboZdJ7r0URJ5OqxTxZdc9Cv2MLcI8PCaOJD8wZmwqrDaN2nO7pHVwowVtdFrHYJ/s3ERa0yQZfVZCaKs1ZLI3Sn5km+xQ0P5rhP6v9N32ad3BpGj5bjNTZOXYwxoNYljhcPhjBW8a3XL1q7DhKnYnRzTclhazR2zWLUsj5zX9dh4bzdeGvnrutHyxlMLfF1KWXNNErYUkp5WxF7kN0uO6tLxcBTvnOebsuH6bQr2ZDoB7jTbzK7X+URZ0GT+Z+Db3oBfu5qPt5Cufu5oLxse+F9rLBUMM7V57yiutuemVG7kEDtTe8TKPThN0d7Vbj+LSV9bEaNaZrlnBJS+aVG34ti3RyfY/pP+9fv+Mo5XTOrqvo/2t2jGmaKsB6hm7brGrXb0+Mp+/RuDcwmxmwSxW5t2seNs4tmdkc3W1mEw0FVZSu8jto0YtJFZSO8jtozxq9uzCioi+KoiC+cMJE8OLPC7MXrLRSFt1Vz9aC6kvdgyEnJhsZPXnjQnTPRA7oZ6opeopKf1LUnl1MRCCDndk6n4uEG0Hd/5hT97Ip2ZM/2HwTVsJtKdjT+x5O76roPlORkkTwEJEqZG+EYDsBXmwupXs9HcZmg8fgbjTMnMDUaLbZl/qofLUOpS7dkcALXbbAYi+YOyobeO8ibK9RqiHBVla/ROPpvN4D0EJt+22ujQrqVag5BazZj19cPH8ua2KTEYOKrdV8boFmE3YN5+cYvh4t0q8dYL9t/bkE89CxgEze1/12CGR3vKTlU+bxmUW3ZluPknCKlhVeosCnHkctsNOLj1B/HXLwtb2bNVJEDALOF49loXYogkqPMGJXHnNo4kEgfJ7Tu7OFiTANAFlKjfjJKsau8yDefePC4BgEPN8BjF//hSvzWsb3Ed5ENS1msJuSyk0ENAqWpjjJLwSKGtzRZ18Fb8/eFrXAB4ivjAcPmWu5TIdOCakruwZLdLzlHHp2CGb3xDf6bic44kaFuxmv6znTovVaW2o3HiO2HXfQ1wbqof+UKzBtPcTOaKHzn712tnVUlSOucLA++Aqvu7nK3lv+1kHq+rdGTPLsLZ2h7iv973UBwvHme2A3u7r5uD0rVriw6Pttx0YC0k7w2ks1UbxiI8x/zT0EKx4lZ79luft6TvVn6wegAROKSt7LIkm8ASVZ4SyDzRaDvcfv0Nz5k7huobnRy7faXCp13hHm8/R9taWzTtBmy3yupZlPLF25+jPDYKu9tGAes7ft/+72f+JtavX9OBTuXRdduoOT2tkXM4duUHvz/jQkYlv9ML45FpmJ+RysMV6fGKkh6VJ2aLKTSOBvqO1UbXI+7OTJBZDLK44JiWJbmSg/CkAvmYk8hG8Ob9JtBLA/cWALGKoF+CQ/K4K9L82NdPI/owvFZnwhsyCPy5ZjDBpz+QXAeSMTEoUU8Pw/Q7LtLm2Es0JdwT4fvF0DGmLgSNg3MI4eD2i1C0MtCetz0XjBaUQvdIBMbGXJi9ldlp8iMikGbRl/MdermPjKq8mlf8KrYcQXt8m4oizFXNuwl7jh6LyWFJMvu5sX/zuHrMhtrkID2Yk+J6QhYfErZXTOlKoH/tumNrjibhIMNbHlRL3AcyXW4nlxrM7hKh3yfq2bCFVV8EfhxuLmxvg/NaRGRASpzWAYAIpooc9H4TSuzJr5GMQVDcxostHEXny1Sz2bWswK0/E+BqQyW/sXryS4g4A+XOzMMURGLtzVPWLPBPfJNoB4H6xkUQg9fwP1e9AhG6km5SJw0bpDqYe2wESwcdd/Y/X3dnBM9+4Z1SE8Lt6zRR55D8kBpNvYsao57ho3lg8/+K2fEzIAbbtN53JAy1nwy563Jk31M6rQoMn6x7WpIfMFTWqaNad5I1DfKM+JiWJdVOguMu4f7HJE0Ux+Nppv9Rf3MSxXU8eJ6phqBmErlHntkyUKGl4jRXPUaz2ePxgzqedXJ3toBVw58yT2MIRRO4Q1bTKHFLs18b+Thh4n1tU53bEoFYwwzaPa0cK0JhkvFpjsN8On2ys8cScxNhQ92LzyWdrgid764h72qQEEVk3WkJ6kMeAGdPKwJ+acwh4wRS9IcO6q/AZxMpYFCqGN8GK5QniBXpEDN1Vvnj8hJNC9+3trHIPLU4IxaKhzMs6QgMKmqYZDW4Cjbf93tOn3Gv9VD+3N7zZoHB6C7OgI+wEO4TZ7DMxUNiTrdW81SeLTAWFKVvpOY3leDpKMqQ6rcFOUEeH53ietQRlCTZzsDTNJgS/tJyzXlSSC0GlyLTrKI7bw07EF6jUDq4P1dbBkUwzcQ8o3G9Aj98YmSEHROrmzR7+Le+tLsbQbgao+saA0sYmNn9GbnwRNp/pnd8o3snhtjJbDi/s+k9rA15Zvns2Ious7OBvwZBbHjVqH+kQ0Xd/mnl2OI2X8XL0px7NXZJ1t0ZY/jQ0ZIW/kbpq98f1FmtGjRDTPxmdMxsDijMJ25Get4Z3nEZIAEOjMuk8V7Nyd1v5GeMsAZVXjbeBIrllK1D2qk+2cBRdoPEKxer45Rp/dQxH1wv3zQClk8T2VjLn9+BhrsyhdrM0453t8HoJLXGbPtFc4ovbQ9H8DFDSIOcY9cNOHHPdgw33jktmTkZuI1ZxK7W3rC3CM0O1b34BDgA117OLl/a648Oqbzd6Nxvjs+dqMQ5D8CWHdXM/YRLYfkacc1QP6/HMne82fM8Vy1GZh5EZEkPk3wDSNb5WfsL46Ney2umtB7l9uhvDbno9AknJbhDob+sx3Ozkb5/VBozjC6S+TZ9yQCz+uvlpP94v+6VeKKP7Mqs4MD43fWtx1/ZbdjxeY2fOXNl2HvN40qAPW3gTQdxg1qAq9okOfGL0VhuLPOP919ipHce2Eoyfnj8e6NSeb+/JZwvrWW2cKJCwBxehCna0XiIft2sidSX4ULBTvczcqInL9lyDJXsn4mOuZE5RDV5uMrq5tKKMDj0SkN3JzexGfXzpq7YHgyh76VcsHylx7tmIOdc9W3XHnSpxB/FCVg5auZ2365z2hPhMCTLeVXOHLYkYeWx0EG8E0YYvN5xKj3HQLIyKxREfqUE5u7G79RHXvE8CMTCPlcxe3P8VDWUZEwebAsNbMU19Yce2Rotmuwvh7nubyFn2Cr22wG5g27JtsvPrdohTsnV6Spqrnl2TyZSIi8W2mrav3AMPO1hnrHMfBq56X77qyDFDw5KzRCNziIIxUG5+84wTz3qs/RLUCoi7sFRXS+Pt3WRt3Fr7W0T1kl0Qj0y5kM7fUl+7PkfN+jAoUBsZ6OVNAlZX/engMrFb2Aq2qx7enM8tX86sJ75JRDVxndmD19SHyvyWt4XeVwYH0BErABcbN/5XuO4R1DEWUikrHd6jD6/j2ZpgECBc2P8eHdnxwb+LigGNTx2+llbIbof3qMl2FJTx0uEM8gyTQzswlcWGsskhWRNcVOzXjg60peGc4yjVrBa/yOG87aKLZ86agfwUvpmhZQ8Mh+8qe2gQw2y4f67VO+zp/Rzuwc130ImhhjHcM71N69fLaRW6CTOxUex6W6SpryoCbXUPXW0luGUxbwVt9Zq+kL4JO6QpXCbjLmure8v562OD2LPTxIUrQkdnf12u67m5TU6xQKHm0GRXqF11x0JPgWbBfbVlOVCwSahhKniuPV9BV/JfNFZh+OlyPTghKldaw8Pgm0M3h3LeKIVgWy/1yhdX36GkXfV2/0CYI/qY5Qmtq2WrL2Zo7mTsVG4H45cqeVWbImloXlpc6XWabEsoTbJSYaoDp4Zh20ZY/7bBuc8yTXxAwrd4GFSWWemtxEd8WZC/mL9DXgSbEPaciPDm3JzSQr7RiVeNu7aPbt6Rjde/SZGIEQiZEo/7hvm0A5rSijW2CdkmcCSPNzDL2tWXHvQWqoC3XZ8KzvliFAiK59scGFb/1zWRaITrbTkI/7kfK3c1Ki5gUNtuu1xoMNcPJrzilLUG7xkPp2W2VP7O4yEWEEZGMj3tgEG18bd2ODf+WShGUC2/4m/86FZQ/xCSMgpupgHujczKaSxn7yk3hSLAXGKVcyNUkjAUaOXIzqFbUaRnJNw5WiSeZV0Im15H8ohODDvG/TGuEuc+glEWNXRBo6VqSPfMgoDcezxMgv06F6FVAOJOyIgzsJIA40GU4Nqp9LhJwSNOR/dS94t104OowSC1r0I10ZH5LIRbExs1PpJxv9XQe3Dn/yFZU9iJNb92IAQFjDlsJT5d95KL6SCWyLzQqd1WMKwiZ4d/vi5Ev2ADCBIvdwg1rPHtwNZy+f4XR3/AUrsT0MnWEulZQWpvMazELdzNZy9FbYGhbxHozfrQD9suqlfc9MH9tgeckY5e1izPtNYgqFcfhx6hWj2AsWo92wxucg1cW/pdvIg3q9xjkHxljMEJajcOHdrB20HhLlfBZ5nF8ZsJ2T1cLJXjeR/B/u+g7P/6kvK03bQpS/qtotnOzC8+FEJB9vA9K7lWtxoXuivLN9D88DbMnYkD2xX0W/ZdbxUfs2XMywj/DpbCKZF51bzmFEjthVUVrNZlybyX6chT9FriaGp9A629dMLGLautszRVXDfayyQpAvuntHwgU2eh3/7rB/R3fPwf9c1/bvVd4DXoz2Z87jpjmosnw/hp39PXNHqL5nz3ln53qw8CnBDaa3/0/Fji/3ivfw+u2w3jPEqOQ5jwwcL5xcC5zUVvamyQALFjGIY2lyJvZGMc+JqNx/0V0M8Ocu9pAWTmxNS/+daORkCRpj07QsuTFMKw+eOBEcz/5CaKJwB5ytvcySe7FG2sJblzGQTyro5X/dXc0wfBcm1USYrznVfep3AsEj1CvfDbXM0t6h9bkCHV76U1YzRk2V9zV7LCbTidq/3aZtRAshP5ftuvYGZLMeKyltEi+6XtmF2scUIFDn+of/saeDsdiDkYaOUu+32s0e2udm7iy4rImL5Chr0/htg/OcZfiKaPMWJL9want3hkjNxY82LQw2KIffhp50XqpVtrZDu3YRfb3TC6Y7rqIqiVpaCXC4UJR3LO3STiLce9Yzt928l262i/7b7dGNtZ2yabNaP5bRbsxtiu1jYb2mIzVptka7Jovu1w3Rjb7dom2xGj/Tan7NbYbtom2ewbzbdduRtjM3RbyWbxaL/N6N0a25VrfUtikDuD80m4fuS+YPTOGeHWzSXBxJH3BcN13gjmaD4JN4f8Fy7MuUY4LPNJsCfkvmBGzhvBgMwloQ0h94Uzcg7Tfr3+Bj4m4Sl3Xsh/4eacM4JdmkvC1SL3BcN1nhFs13wSmi/wq8IaL5jmXLJkvujF9ba8GNSKFzDa74K1LXdx780uwLzWxfSerjB1pItrz3MxmGEuWDjJBWqMcdF+E1jgbfyK671Sebp5xWquXXG5nStAtHAF7GxbcV97U7B1aYqn/zo2hX+uS8GXu1IMZ2aKR7tAnbAxBRZMV4Fbe1sPTMGmW1XgML51KTiqbOJ9Kj4+QsXmZ6lAsgUqUH+NinnPT8HWESqmF/qGvfrFa3sKhWvlNLQxQhlDrP5rCB/jMDQgTaHBqMty5GT79HGbNNFWAiCadcVj9MQxK8612ybg27Yq7+dV0S+sUj9dY9ITfEdWIWMz050MmdZWuV6aXYWdRVbujbKCluEUMQOsuNRKf5td72TsiCs38Y4rvOaU+3RHOIlYzRTv7sXpV6xswCLtwCy+e7PIslWL3XotgtUd+DVAnnlbaDjSdjVpxycjDJBF7dx5BZdeu7jIPKKL7aYuEg3wgrti1neJVJd4odUMt57h/nIvIZqbxfu94LX3C/PM1eD0lE0BE9waMPuZxanR7c3kzG/ickAYvfPC3JCtmlmPzW7NGhocpuxH/eYusd/F4iurb5SYXpvLfWI7p4nJe4sdOo4x+0q8aYyH+8aUGD3mzhgyDCaUOWJIGZ7hZc7RPCYr2bXDzMOtZhRYW8zBi5ec8dvOM532nzk7Bw2jsWiOH5GGd1aaM1uA/UlobU3jcHsQJXaneSchZo5dXj+jdY8aEVb7pjmi3kYj9h2sxrvEcPQLaejOlqvp/zSKpSynsTpGrbk5Thz6ITW4j12zSb3KCdjRSFxusXVgV43uI9ic3qByU805toZxX8lG1nVh02+v0X0Ht5E5aWz64TW674AYYmMKBG4c0b+gDTfsU9xS2kudcYOt1NtTB99gTWEtZfwN1lJvT5mDgzWF2feu2vnzM/1xII6Ga5VMrOD2s1T2nX1kmY1A7/do//mf0goMoQ6eNN68cisQwLgBMzADMzADMzAD8wMJJGRISVlWEPQRlHAggQQSSCDmibxE5oKSDIkBF3GodNVxd3BYcGNwWHBPcGNwY3BPcFtwT3BZcFtwW3BZcGZwWXBycGZwZnBycHtwcnCJcHtwe3CJcJBwiXCYcJBwkHCYcJtwfnBccIJwgnBccGtwXHBEcGtwa3BEcFJwRHA+cFJwUnA+cEpwPnBDcEpwSnBDcFNwQ3BWcFNwU3BWcG5wVnB8cG5wbnB8cIVwfHCUcIVwhXCUcJVwc3BOcF5wXnBOcD1wTnA/cD1wPXA/cC1wP3A5cC1wLXA5cClwOXBAcClwKXBAcCxwQHBRcCxwLHBRcDpwUXB1cDpwOnB1cFVwdXCScFVwVXCScH9wi3B3cIxwjHB3cHlwd3BjcHlweXBjcGVwY3BbcGVwZXBbcF9wW3BmcF9wX3BmcGhwZnB7cGhwaHB7cH1we3CQcH1wfXCQcJNwkHCbcJNwk3CbcJxwiHB0cIZwhnB0cHFwdHBgcHFwcXBgcF1wYHBXcF1wXXBXcFRwV3BkcFRwVHBkcGFwZHB6cGFwYXB6cHhwenCPcHhweHCPcI5wj3CacI5wjnCacJlwjXB5cIpwinB5cHRweXBlcHRwdHBlcGBwZXBfcGBwYHBfcFdwX3BocFdwV3BocGRwaHB9cGRwZHB9cHpwfXCTcHpwenCTcI9wk3CccI9wj3CccJpwQnBtcGJwbXBvcGJwYnBvcJFwlHB8cJFwkXB8cGJwfHBWcGJwYnBWcEFwVnBDcEFwQXBDcDNwQ3A+cDNwM3A+cC9wPnBEcC9wL3BEcDZwRHBccDZwNnBccEVwXHB+cEVwRXB+cGxwTXA0cGpwanA0cEVwNHAjcEVwRXAjcDZwI3AccDZwNnAccC9wHHAfcC9wL3AfcDNwH3AqcDNwM3AqcEFwKnBCcEFwQXBCcGJwWnA9cExwTHA9cDdwPXAtcDdwN3AtcChwLXApcChwKHApcCRwKXAscCRwJHAscCZwLHA6cCZwJnA6cDVwOnBVcDVwNXBVcElwVXB/cElwSXB/cHZwTHA3cDhwOHA3cCFwN3AocCFwIXAocBdwKHAkcBdwF3AkcBJwJHAmcBJwEnAmcBVwJnA1cBVwFXA1cB1wNXBJcB1wHXBJcC5wSXB2cC5wLnB2cEhwPHAqcDJwMnAqcCJwKnAfcCJwInAfcBpwH3AccBpwGnAccBhwHHAjcBhwGHAjcB5wI3A0cB5wHnA0cCtwNHBNcCtwK3BNcEZwMnAicCVwJXAicBBwInAacBBwEHAacF6cBhwGnBfnxWHAdXEYcB5wXVwX5wE3xnnArcCNcWPcCtwG3ArcDtwG3AbcDhwMHA5cCFwMXAxcCFwEXAjchQs4Lu4CTgKOi+PiJOCwOAm4CjgsDourgMviKuA64LK4LK4DDozrgHOBA+PAOBc4CjgXOCQ4CjgKOCS4E7gHODEuAk6MA4GLgIuAA4GLgbOA2+Iy4DLgtrgvbovT4r64L06Ls+K0uCrOirPiqjgqbgIOAu7H/TgIOB4HAefF8Tge58U1wHlxXVwDXANcFxeG6+LGuDBcGG6Ms+LGuA04K86K24D74jbgYOC+uC8OBi4DDgEOjFuAW4AD43ocGEcB1+N6HAXcFUcBdwJ3xV1xJ3BhXAFcAlwDXAKcA1wDXAOcAxyPc4DbcTyOx+24H8fF+bgIuAg4H/cAVwAXhjOAM4ALwx3AheGsuAO4AzgrjopDgBOAy+IE4AbgsrgsbgAOixuAI4DD4rA4AjgFOCxOAY6LU4BjgOPiuDgGOB83BwcI5wRHCCcItwbnBdcDpwXHBqcGVwRXCFcJdwmnAscDJwQHATcBVwJnBLcDtwKHCKcIRwfXCMcIlweHAJfFgXEFcA1wYThLuEG4TLhMuEE4R7hBuDQ4RzhHuDQ4PLg0OCg4PDg8OCi4MDgouCO4MLgwuCM4KrgjuCU4KjgquCW4LrgluDO4LrguuDO4OLgzuEC4OLg4uEA4Qzgq/BReCj+Fe8JL4aVwTzgm3BO+CMeEY8IX4YHwRTgiPBAeCEeEu8ER4XdwN7gb/A4uB8+Fx8Jt4bFwV7gt3BbuCmeFu8JH4axwVvgoPBQ+CleEh8JD4YpwSbgi/A8uCZeE/8EL4X/wOnghvBBeBx+Ew3FeOBvnhZtxNs7GzbgZbsZr4Wa4GV4Lp4XXwlXhtHBauCo8Fa4KF4WnwlPhonBSuCj8Ek4KJ4VfwjvhYvAv+BT8C04Fn4JPwangUHAq+BUcCg4Fv4Jrwa/gZ3AtuBb8DP4GP4MDwt/gb3BAuCEcEF4JN4QbwivhmXBAHI7j4XCcjePheDgbZ8PZuBnOhrPhZjgZbobTwslwMpwWLgunhafCZeGy8FT4KjwVTgpfha/CSeGmcFEcFPfEQXFH3BP3xB1xQtwRp8MJcUKcDofD6XBdOBwOh+vC1XBduBiuhqvhYjguXAyHhePCceGw8Fk4JY6IO+KIOB7uiDvieDgdjoez4XQ4Hc6G68LZcDJcF64LJ8PFcDJcFi6Gi+GycFi4LHwVDguHha/CW+Gz8Fs4LvwWjsZx4bhwNK6Go3E3roar4W4cDnfjfDgcDofz4YQ4H46JE+KEOCbuiWPidNwT98TpuCkeC3+Fu8Jf4aVwV7grvBQ+Ci+FR8JH4aPwSLgiPBKeB1eEK8Lz4H/wPHgb/A/+B2+D18Hb4GvwOngdfA2uB7+Fk3E0TsbdcDSOxt1wN+6G2+Fu3I3b4Xy4HQ6J8+F8OCSOiUPichwTx8TlOCkOCSeE28EJ4WzY4F5wNjgWLLgUHAseBZeCS8Gj4E/wKHgV/An+BK+Cb8Gr4G7wLfgW3A0uB0fDzbgaV+NmnBdOxgHA3XAAcDncDXfD5XA7XA43xO1wO9wQh8QNcU0cEofENXFOPA0uBt+Ci8Gn4FvwLfgU/Ak+BYeCP8Gf4FBwKTgUXAsuBZeCa8G94FrwN7gX3Av+BreDv8EN4XZwO7ghHBJuCN+EQ8Ih4ZvwTzgYPAxOBQ+Dc8Gp4FRwLvgVnAuOBr+CX8HR4GdwNDgf/Ax+BueDA8L54I1wQDggvBE+CY+D48G54HhwODgXnAsOB0eDw8H94GhwNLgfnA/uB3+E88H54I9wRzgAuC9cDveF++FyuBzuhxvifrgkbogb4pK4JY4HP4TDwQ/hgnA4OBxcEO4HF4Rbwv3gfnBLOCXcEi4I14RrwgXhnHBBeCKcE84JT4SDwn3hergfrocr4n64H66IM+JVcDO4G9wNbgYPhJvB++CB8EB4HxwT3gePhGPCMeGR8FJ4FDwLXgWvgmfBzeBZ8DK4GdwMXgbvg5fB8+B98D54HjwSrgdfg8/B1+Bj8Dn4HHwMTgcfg5PB6eB0cDL4HpwMzgbfg+/B2eCEcCy4FTwKHgW3gmfBreBd8Cx4FrwLXgbvgrfBy+Bl8DZ4HpwNTgbHgmPByeBWcDL4GNwKbgUfg3fBx+Br8C54F3wN3gYXABfFgeGiuCcODAeGe+KmeBycC64GV4NzwcPgs3BYeCt8EM4IL4QPwuvgevBM+CbcEN4Jv4Qzwk3hrfBVOCq8FP4K74Sbwknhk/BKOCBcEH4IT4Rj4qQ4HQfFKXFH3BC3xDVxSJwTl+N+OCMuievhgrgiTgl/hPvBEXFAHA93hDfC+eBy8DT4FhwMTgX/gqPhuXAzngu3hZtxM24Lr4XbwlnhtfBaOCtcFc4KD4WrwlXhoXBReChcEi4KF4VLwi/hkvBC+CX8El4IZ4T3+AP8xx/gYfzHfzyMS8B7/Mer+I9f8Spexa/4jl/xLL7jO57FrXgW3+JW3IpvcSy+xb84FsfiX5yLf/EJOBfn4hNwCPgE/AIOAYeAX8Ar4F5ci1fAK+BaHAKuxXkcAg4B53EuzuNhOBfn4mE4Fg/DGeBYHIszwK04AzwBbsWteAJ8xxPgB/Ad3/EDeBU/gCPAq3gVR4D3OAdcA74B34BrwMe4BhwDPsbHOAZcjGPAM+BiXIxnwCPgGfAPeAQ8Av4Bp4B/wEHgFHAKOAjcAg4CL4FbwC3gJXAPeAm8Be4B94C3wEPgCnACeAO8AU4AN4ATwKe4AdwAPsUF4FP8iQvABeBPPIo/8SUexaP4Em/iS7yIN/EmXsSVeBEP4kpciQfxIx7Ef/gRP+I/fIgjwA/gUByKH8Cl+AE8QQJcxxPgDBjgA3AGeFgYXgAPw3keX4DzuFaLU3Et3u3iPs4EV4IvwZfgSnAiuBL8xg2cBn4DV4HTwGngKnAUuApchAh8BC4Cx4CPwEfgGHASOAZcA04CJ4FrwDngGHAReAZcBG4Cz4BnwE3gH3AT+Ar8A/4BX4GDwFfgMXAQOAg8Bl4Cj4G/wEvgJfAXeAu8AW4Ad4A7wA3gVNwALgCn4lRcAL4AF4BH8QX4AjyKF8CjeBMvgBfAm/gAvIkr8QH4AFyJ67gSP+I6ruNHXIof8SEuxaX4EIfiAfAcV4ArwHOcAJ7jTJwATgBn4lOciRPxKT7FifgTJ+I9/Ik/8R6+xHt4Dl/iSzyHF/EcjuNFvIjjeBDHcRsexIO4Df/hAXAwPMdzHAxP4mC4E0/iSdyJI3EbjuMxPIbj+AzH8Rw+w2d4Dq/xHN7Da7zGe/iN93AifuM3TsR3OBFn4jt8hzNxIM7EcxyIA/EcT+JEcBo4D5wGLgPngfPAZeA6cBl4DVwHrgOvgfvAa+A2cB+4D9wGPgQX4jzciBtxHu7DebgX7sN9uBf+hXvhNfwL/8JreBdew2V4F96Fy3AaLvOihdNwmhctL1tetLxeednysuX1ymuW1yuvVV6zvGZ5rfJqhRtxH47EkbgPT+I+/AtP4kn8CwfiX3gXDsSBeBe+w7twGr7DdzgNv3Galy38xm8vW3jtZctrFl7jtdcsfOY1y6sVPsNnXq3wGB4E74HrwHvgP3AduA78B84D/4EDwXngPHAguBGcCe4EV4I7wZvgSnAleBN8B94ET4LvwHfgSXAhuAr8Bu4Cv4HvwF3gLvAd+Ax8By4En4HPwIXgOXARuArcBK4Cd4GbwE3gLvAVuAt8Br4CX4HPwGPgM/AceAw8Bp4Dx4GTwE/gI/ATeAp8BD4CT4GjwFPgMnAUOApcBk7Di5TXKS9QXqC8TnmJ8jrlxcpLlJcoL1ZeprxYecnyMuVlykuWVyovWV65vFJ5pfLK5QXLKxdOe8HygoXTXrhwGr954fLChd/wGb/hOHzGZxyH27jsdQsH4HULn3EAOAB8xm1ch99wIS7EbzgPv+E0zsN5OI174bRXLtwL9/LKhde8cnnJwmt4zUsWLvOS5cUKl+EyL1ZetLxYeZ3youVFy+uU1yuvU16kvF55vfIi5bUKl4GnwGvgKXAYeA28Bg4Dt+FVyyuWFy6vWF6uvHB54fJy5QXLy5WXKi9YXrC8VHmhwpHgRfAh+BC8CO4DL4IHwX3gPvAguA4vVF6lvFJ5lfIa5ZXKK5XXKC9TXqO8QnmZ8jLlFcrrk9cnL09eorw8eXXyEuUlyquTFyj8BM4CT4GnwFngMLxuedXCZ3z2quWFC+eBG8GJ4EbwIzgRnAh+BF+C38CV4DvwMP4AB+NevItrcR93gFNxHPgLPAauw3H4DQ+Bd8A9eKHySuUFy+uTlygvU/gGfIxLwCXgY/zHx7gY//EfF+NXXIxHwK/4FY+AZ/EIOAU8i2dxCvgWp4BbwLf4FreAf3ELuAf8i39xD/gE3APeAZ+AT8A74Be8InlB8srkBcmrkVcmr0xejbwueTXyYuR1yeuSFyOvRV6UvCZ5bfKa5BXJa5PXJq9IXpm8KnlR8uLkxcmLktcmr0tei7wweS3ycuSFyQuTlyOvR16PvCR5YfKS5GXJC5MXJi9LXpru/y7e0Tt6F2+vu2jLur1uL1uWfcqWZXOyT9mnbE52JJuTPcmOZEeyJ9mE7En2IpuQTcheZPOxF9mFbD42H7uQLccuZPux5dhybD92GtuPPcdOY6ex59hk7Dl2IJuMTcYOZL+5c9z8XeOucfO3gJu/gbeAW8ANvG030M51226bnct+ZeeyYdmv7Fc2LLuTDctuZXeyO9mtbE12K9uVrcnWZLuyL9mubFb2JfuSzcqWZLOyS9mSbEl2KZuRXeqe2YxsRvfM3nRrdbN1c3VzdbNl72627KO9s3f20U5gH+2tncBOYG/tEfbWrmGPsEfYNewcdg1bip3DzmFLsd3YUmxFthvbja3ITmUrunV2KjvVrbsV3Lpbx63gVnDruL/cOm4295f7y83mBnTHbFM2KZuUbcquZJuyE9mV7Ep2InuPnciuY++x99h17DJ2HfuMXcYuY5+xrdhnbC22FduKrcWGYmuxqdhQbCg2FRuITcU2YgOxgdhGbBm2EduGLcOWYduwQ9g27Bt2CDuEfcMWYWdtCTYJm4QtwT5hS7Bp2CfsEzYNm4lNw+ZiM7GZ2FxsOjYX+5BNx6ZjH7I/2Ydu2f5kf7rlm3jLt/gm3sRbfLu4xbeY28Xt4hZz17nF3IzuOnedm9Fd6WZ0f7or3ZXuT/cpW2lPbd7m7amNtaf2BBtrY+0J9gV7gp3CvmBfsFPYQuwUNhZbiC3ExmLDsbHYiGw4NhwbkS3KRnTfbFG2qPt2T+/b3eKe3tO7xU3lbnHvuancVO49t6B7zz3pFnQLuifdl+w8Nh6bkk3JxmNDsvHYlmxINiTbkj3KtmTHskfZo+xYNwA71n28AdwA7uM94D7eJO4B94CbxG3jJnGTuW3cNm4yd5ybzH3ojnPHuQ/diu5DN6hb0a3oBnWLukHdr25Rt6j71S3r9tmzbt7Ns2fZpuxZNibblG3KxmQnsjHZg+xEdiJ7kF3HHmTbsevYdWw79hnbjr3GPmOfsdfYWuw1thhbi63FFmNTscXYXmwqNhXbi23E9mIrsY3YRmwltg1biR3FtmHbsKPYN+4Qt4D7v/9bwF28Bdy2u3gXb5st67bZr2xZtiz7lc3JfmV3sjnZnOxO9iS7k63JnmRPsjXZi2xN9iV7kb3IvmQXsi/ZkuxCdiFbku3HlmQzsv3YfmxG9hybkb3JnmPPsTfZgWxKNiRbla3KhmSDsiHZo2xQNih7lG3LHnUDsG3Ztm4Ad/AGcA+4g3fwHnD794Dbxu3f/m3jTnLbuOPcSe4kd5x7zh3nVnTPuefcim5Ht6Jb1O3odnSLukndom5ZN6mb1C3rpmWTsivZj+xHdiVbkF3J3mMLsgXZe2w19h67jK3GVmOXsavYZWwrdhW7im3FdmJbsaHYTmwnNhS7hw3FBmL3sHvYQGwYNhBbhg3DhmHLsD/YMuwQ9gf7gx3C1tohbBG21tbaIuwH9hb7i53HzmN/sfHYX2xANh4bjw3ItmQDskPZlmxLdig7lh3qvu1Ydqz7vo/3fWPv4328sTeJG3truUncJG4tN5lbyz3oJnOTuQfdh+5BN6f70H3o5nSDujndrW5QN6i71f3qxuc26KboNuiG6abopuiG6fbqhsme3V7dXtkz22fP7Nz22T47t3s7tynYvd3bFGwXNgWbiO3CdmETscfYROw/9hh7jP3HNmT/sVHZhmxDNqp7Z6O67Xt37277bnBHb6/bd/tuL3vW7WWfsmfZs+xTNib7lB3JxmRjsiPZg+xINiF7kD3IJmTbsQnZfGw7th2bj73G5mPLsdfYa2w5thhbjp3GFmOLsdPYXuw0Nhnbi+3FJmMrscnYb2wlthL7jR3l9uem6DbpNumm6Nbppuj26tbp1un2yq5vr2yfXdu17bMD2D67twPYAezetmD3tgvbgm3BdmEjsV3YY2wkNhJ7jM3GHmMbstnYbGxD9irb0L2zV9mr7t1NvXc3j5t6U28et5DbpZunW6mbp9utW6lbqdstW3e7ZS9tna2zl3YDe2lHsBvYDewINgo7gv3DRmGjsH/YYOwf9h0bjA3GvmNnsu/YnuxMdibbk33rNnJr7xx3jlt787f2bt78zd/NG3g3b/wG3sAbt3Pd+E2zc9m5bpoN66bZuGxYNiwbl93KxnXL7FZ2q1tmu7pl92y7sl3ds83qnm/aZmWzumm71E3fXXYpu9Tddc9sVTaou3bXbFB2LRuUbcuuZdeybd0429YdvHE37g7e0Dt4+zf0ht7+DeH27yQ3hBvCneR2cie559xObif3nPvOPed2dN+579yObki3o5vUDemGdJO6S92kblp3qbvUTeuuddfsWnd913atu2fXunF37+7duFt5427orbyVN/RGcENvCDeCG8EN4f5wQ7id3B/uD7eTe8rt5L5zT7mn3HfuPPedG9Kd585zQ7oj3ZDuUnekO9Jd6h51l7pr3aPuUXete9aN0U3SDdNN0q3UDdMN062UPbuVsnX2zJ7ZOju3dXYDO7dzu4FNwW5go7Ap2BRsFDYRG4UNxiZiE7HB2H9sMHYm+4/9x85ko7Iz2bdsVDYq+9Zt3ybdOt1a3VrdOt1s3TrZ9c3WzZZd20e7tgPYR/toB7C3dgDbgr21t7YFu4ZtwUZi17Br2EhsKTYSm40txZZis7EV2WzsVbYiW5G96tbZq27qrbt1N/XWcVNvIbeOW8ct5GZj8zbWztpZG2tLsLH2BVuCLcG+YNOwL9hCbBo2DVuIzcUWYsOxudhcbDj2IRuOLco+ZB+yRd2yLeqe3vIt39NbfE9vKrf4Ft9UbjE3lVvQLeYWcwu6Gd2C7ks3o5vRfen+ZJOwT9g8bB72CXuIfcJmYg+xh9hMbDM2E5uObcY2Y9OxG9l07E92I7uR/cmmZX+6iTYtm9ZNvAPcxNvFHeAOcLu4mdwu7jo3k5vJXef2c9e5K91+bj93pTvTXek+dWe6M92n7lT2zd7ZSltp7+ypvbMT2FN7aiewJ9gJ7BH2BHuCPcJOYY+wc9gp7BR2DhuLncN2Y2OxsdhubES2GzuVjchGZKe6b3aqW8F9u2+3grvFreD+cre4W9xf7j33lxvQvefecwO6H93Pm74n3BNu+nbe9D3fztt5z/fwnm/ZPbyHt+z+3TIb1/27fzau+8vGddPur/vrpt25m3bjd+7O3fgtvPG7eQtv4d28pXfz1t7SW3prbw639jZyc7g53EbuKDeX+8Ud5Y5yv7g53C/uBDeHm8Od4JbeCW7kLb2lN/IW3sjbeAtv4W28c7fxTt65O3cn7687eev31/116/fv1u8F9+/+3Qvu4b3gzt7De3hnb+edvZfcztt5L7kn3Mu7d1fv6t2787t3K+/8zm/lXeBW3gjuAneBG8F9vRHcH+7rfb0/3CruD/eUW8Wt4p5yW7mn3HluK7eVO8+N585zR7rx3HjuSHejO9I96m50N7pH3aHuUfesO9Qd6p51x7rD3DhuLjeXG8f94sZxP7hf3C/uB3eC+8ENdie4E9xgN/IGu5k38kbezNt4M28Ct/E23gTu5E3gtt7JO3lbb/223h1u/dbvDveCu8N9415wL7hv3Nn7xn3mzt7Z+8y95DZzB7nH3GPuIDeOO8gdvnHcOO7w/eAO3wfuB/eD+8ANdh+4DdxgN9ht4GbeBm4GN/Nm3gxuAjeD28NN4CZwe7itt4cbyG29rTeQu8MN5M5yd7g73FnuG3eWm899475x87nP3NU7v0vcJe78dnDnd4Hbwe3gLnDvd4H7eu/3fl9v8H29VdzgG3yruGHcKm4rN4wbxm3lvnJbufHcV+4rN57bzo3nbnTbue3cje5Fd6M71L3oXnSHuj3doW5Yt6fb0w3rdnWvuYncZm4zN5E7yE3ktnAHuYPcFu7wbeHu7/Advvv7wN3fYfeB+8Addhu4w+7ubeA2cHdvBnf3XnEzuBncK24P94oby+3h9nBjuYHcWG44N5AbyA3nznLDuQ3dWe4st6Gbj23CnmHHsGfYQewYdgw7iN3CDmL7sFvYLWwf9grbh73DXmGvsHfYKuwdtg5bha3C1mGzsHXYPWwWNgu7hw3DBmGbsD3YJuwYtgfbgx3D5mDHsFvYHGwOdgs7g93CXmFnsDPYK2wM9gpbhY3BxmCrsDXYKmwWtgZbg83C7mCzsGHYHewONgz7g/2zkXbRRtoDBthde4C9we7aXXuDjcPeYBexcdg47CL2khssO3a7Zcdsr9ut2y3by17aXvYBe2kv7QN2BPuAXcKOYEewS9g/7BL2FfuH/cO+Yt+xr9ht7Dv2HbuN7chWYHttsO21PXiwxbYHmwMHG4LNwc6QwR7bGWwM9tge2xjssI3B1mCH7bCtwf7aGuwO9tf+2h1srt3B/mBzba79wdbaMttme9k2u2h72V520T5gF+2ufcA+YHftEnbXxmGXsEvYOOwrNg57iX3FvmIvsdvYC+zfttq/XcG22la7gr3BrmC/sDfYG+wXdpHbplutm6qbqlste77Vsm17tmfbtom2bRttok20jTYB22gbsAnYBGwDtm8bsLW2b/u21n5ga20DNtc2YCOwuTbXRmB/bQQ2A/trf20GdthmYIfZYTtsh9ljO8yu2mN7bFdtCHbV3m0INgR7t8X2blNtsS22qTbYptoObLANth3YCmw0th47jK3HjmOHscPYcewsdhxbjZ3FzmKrsavYeuw+dhy7jy3IjmPHsQXZauwZ9hE7iH3EnmIHsYPYU2wf9hT7ie3D9mE/sXfYT+wm9g57h93E1mE3sZ3YOmwdthO7h33E7mJPsbvYYewp9hQ7jP3EDmNnsZ/YT+wsdhM7i13FbmI3savYTmz7VsvG3WrdcNk4G3fDZfNuuGyazbN5Ns0G2jSbtoE20KZtoU3bXbbQFtpd9tDusgHYQ3toA7CDNgC7ZgftoF2ze3bNlu2e3bNlG7/b3EpuN7ebW8mN5FZyj7iR3EjuEbeGe8T9vTXcGu7vvb2/d4V7e2/vCjf3rnDPuLk3955xi7hn3FJuEbeIW8pd5JZyv7mL3EXuN7eX+80d6PZye7kD3X3uQDemu8/d58Z0U7rB3D1uNDeau8d95O5xm7iP3EduE/eJ28R94T5xn7gv3BHuCzeKO8Id4UZxZ7hR3EPuDHeGe8jt4x5yl7l93D7uMneXu8z95+5yd7n/3HruP7ekW8+t55Z0J7ol3abuRHei29Td6XZzI7nX3GtuJDeRG8mt4SZyE7k13BZuDff2tnBbuLd3f29v7t3f/c29w27uLeIOu8NuEXf3FnEXubt39y5yr7iL3F7uFfeK28uN5fZy97mx3FjuPjecu89N6YZzw7kp3YbuLTeNG8wN5qZx97hp3CDuHnePG8Rt4gZxb7hN3CbuDfeFe8PN4r5wX7hZ3ChuFneTG8WN4m5yD7mb3GruIfeQW81d5lZzE7rL3GVuQvefm9Bt6f5z/7kt3ZJuSzeqW9It6UZ1m7qf3CnuLfeWO8VN405xU7hp3DRuCjeIm8KN4QZxg7gx3BtuDHeMe8O94Y5xs7hj3FBuFjeLG8rd5IZyy7mb3E1uObeaW85d6FZzq7kL3YTuQremm9BN6NZ0W7o13apuS7elW9WNyrbZt120b/vLLtpF+8v+3WnuI3ebu8195FZyH7lP3EpuJfeJe8R94o5wj7hH3BHu7x3hznB/7++d4a5wZ7h93BXuCrePe8bt4+5yz7hn3F1uKXeXW88t5ZZy67nf3HruRPeb+82d6A50J7o73YHuQHenG5NttG2bads2zmbaTBtnO22czbOdttPm2VCbZwNtqA21gbbUBtpCW2pLbaGt20J7aOu2bg/tqD20g3bUjtpB+2kH7Z79tJ92z87dO+7x/eP+cY/vFPf49t4p7hS396Zwe28JN4Wbwi3hxnBLuGXcGG4Mt4w7xi3jrnLHuGPcVW4od5Wbzg3lhnLTueXcdG5Et5xbzo3oLnQjujfdhe5C96Zb073pZnVrujXdrG5Vd4nbwb3j3nE7uMe3g3u/x/f43m/vvd/g23t7b/At4QbfMG4Jt4Qbxi3jhnFfuWXcMu4rd5X7ym3nrnJXue3cdG4796Kbzk3nXnQjuhfdnm5EN6Lb073p9nS7ujfdm25XNyubaSOwjbbRRmAbsBHYTJuBzbSdNgObge20w2ynDbXD7DAbaldtqC21q3bVltq7LbV1e7d3W7eptm5HbapNtaO2AztqP20HtgP7aTdtpJ20B9hJG8weYA+wwWwBN0u3RbdIt0U3QYJumm6Cbolumm6aboluoG6Jbo5uoG6gbo5upm6ObpBupm6mbpBuqW6QbpVuqW6pbpVuqG6VbpRuqG6obpRupG6Ubo9upG6kbo9un26Pbo1un26fbo1uiG61bptunG6bbpYs3SLdNN1G3SLdIt1G3TjdRt1w3TjdON1w3WrdFt323ATd9tzi3ATdBN3i3BLd4tzy3BLdEt3y3Bw5ujm6+blBuvm5BbpBukG6BbpVugW6FbpVulW6FbpRuhW6EbpRulG6Ebo9uhG6Abo9uj26Abo1ugG69bk1ujW69bnhuQ26Gbphuhm6HbphumG6HboxuvG5Kbrpuem5KbrduSm6/bndud25/bm9uY26abqxumm6gbqxurG6gbrJuoG6mbrJusm6mbrRupm6pbrRutG6pbrNuqW6obrNus26obrFuqG6kbrFusW6kbqtupG6fbqtuq26fbpluuG6jbJpt1E3VjbNpt1Y2fSN1U2WTdv0TZbddZN1o2V32V03WjaAG63bLBuADeA2y67dZt1i2TW7dotly7dYt1W2bMu3VTdRN0+3ULdbt1C3U7dbt1u3UzdYtyU3KLcrNyi3MLcrtyu3MDcttzC3MjctNy23MjcutzK3MzcuNy63M7cutzM3NLcuty43NLctNzQ3M7ctty03MzcsNzO3MTcsNyy3MTcqtzG3LzcqNyq3L7cmty+3LLcmtya3LLcpNzs3Nrc0tzQ3NjcvNza3MDcvNy+3MDcoNzE3MDcyNzC3LDcyNzK3LDc1tyy3Lzc1NzW3L7c2ty+3Mbc2tza3MTc5tzE3Mzc5Nzk3Mzc6NzM3NDc6Nzo3NLc5NzS3M7c5tzm3Mzc4tzO3Mjc4Nzi3Mjc2tz23Nbc4tzU3Mbc4tzg3MTcyNzW3PDcyNzK3PLc4tzY3Pzc1NzU3P7c8Nz+3NrdAtzY3ObdAt0A3ObdCNzk3OrdCt0I3OjdCNzq3OTdCN0K3OTdAtzk3ODdAN0A3OLc+Nzg3Nrc+tz43Njc7tzu3N7c6tzq3Nzc3NyE3ILcjNyA3HrcjtyM3HjcmNx63IDcmNya3ILcntyA3Ircntyc3IjcpNyI3IzcpNyk3IzcrNyM3JTcrNys3JbcqNyU3JLcqtyo3JLcoNyS3Ircotyi3IjcntyK3ITcnNye3IbcftxS3FTcXtxW3GjVuOG41bkNuOG44bkNuOm5DbkVuOm46bkVuPW5FbkhuPW49bkhuPm5IbkpuPm4+bkpuO25KbkZuO247bkZuOW5GbkRuOW45bkRuNm5EbkFuNm42bkFuMm5BbjxuMm4ybjxuN25TbkluTW5JbkduTW5NbkduVG5HbkxuVG5UbkxuWG5Mbk9uWG5Ybk9uW25PblJuW25bblJuXW5SblZuXW5dblZuXG5WblVuXG5cblVuWm5VblFuWm5ablFuV25Rbk5uV25Xbk5uS24ubjhuMG44bjpuMG4wbjpuM246bj1uM24zbj1uNG49bj583GLcfNx23GLcYtx23F7cdtxy5Li1uOW42bBxQ3GzcZNxQ3FDcZNxG3GLcTtxo3GjcTtxU3E7cevQ4fbh1uGGAcOtwg1869443Lq3DDcONw63DDcStww3EDcSNxI3EDcXNxC3DTcXNxe3DbcUNxQ3D7cWtxY3DzcRNw837U3ETcRNe4tw0962twi3CLftjXsLu+236m2/aW/VW/WmvY1v2puH2/g2vnm4hbh5uKG4hbiFuKG4jbiBbxxu4Vv4xuH24cbhZuL24fbhZuKm4mbiNuOm4qbiNuNG43bh1uFm4Wbh1uGm4dbhduLErcTtxC1GjNuLG4cbiZuJG4kbjJuJm4kbjNuMW4ubiNuL24ubiFuJm4hbhFuJW4lbhJuGW4Tb96bhpuH2vYlvE24abhBuEG4abuIbiFuGm/eW4dbfvDfvrb/xNwm3DzcKNwq3D7cKN+/Nv4G4gbj5tw23/Wa9aW/W23/T3rS3//bg1r1lbxlu2Rv2luGW4Ya9XW8Nbv6NevNv3hv1Rr15b7yN2/It1y2XLd9E2RvsAbbVHmALsK221RZgF7iNuMm4sbixuMm43bCvdgX7t3N2z8btpv20c7YC24HdtAvYC2zrDdGt0Q3Pzc4Nz63PLdPt0w3RTdRt1S3TLcyNza3Mrcbtx23IDcjtxo3HDcxtyi3L7cdtyc3JzcUNxo2E/cgWZPexHdme7Dt37ObZpu7n3XXT9/Ku797d4OZx7+4Qd41bgA3C9mB77S12EvuLjcYOY3exbzdX9s6O2TLb6w5zj7lx3GluNPeR+8n9405xk3S7dCt1S3ITcjtyu3DDcOtwP7on3XtuE24Wbhpu3Nv3FuEm4Ra+fbg9uG1v2tv11t8y3KnuVXemO9YN6w51C7tVbw5sHvYQO4mdxB5if7GH2GbsL/YX24wNyDZjN7IB2YDsRnYou5FNyw5lh7Jp3bdN6w5w3/d9B7ixd4CbyY29sTeTW8vN5PZza7m13H7uQbefO9M96B50Z7o53ZnuVTenm9O96m5lK2IjYothI2ILYothi2ELYmthC2L7YWtha2H7YethC7MxsHGwMbD5sHGwcbD5sL2w+bABsb2wvbABscGwAbEJscGwwbAJsQ2xGbEdsc2wHbEpsc2wzbApsdmwKbExsdmw2bAxsTmx9Tbe1sHG28JsHWwdbGE2DrYFtga2DLYGtt2WwZbBtts82Hab1ebB5sFmtf22qS2AzbcFsBGw+TbfRsAmthGwGbCJbWKbARsCGwRb11bA1rVdbQVsBWxXm9R2tVVtUpvUVrVRbWHb10bC9rVxbSRsJGxcWwgb14a1hbCFsGFtD2xTbFJsO2xSbE9sO2w7bE9sN2xPbE1sN2w3bE1sS2xQbFFsOmxRbFRsOmw6bFRsPGxUbFVsPGw8bFVsVmwJbAdsTdsB2wBb09a0DbAZbQNsYDajzWgDs+m2rE1rE2HT2rw2ETYRNq+thM1rA9tK2ErYwLax7Wlz2oQ2p41pE9qENqYtaGPakragLWhL2r5sSVuX7cv2ZeuyAbANbURb1Ea0HW1RW9R2tAmwHW1ImwCbABvStrTpbDtb0baz9WxFW9HWsyltPZvPprQpbT4b0GbbbhvPdtu8bDwbz+Zl+9m8bLjtZ/vZcBvOdsFmwabCZsFWwabCpsJWwYbCVsEmwYbChsImwRbBxsK2wobBtsJmwobBhsFmwra1mbCNsG1tW9sIGwhbDtsJWw9bD9sJWwvbAlsGGwIbAlsGm9gGwrbB5sC2wabB5sDmwKbBVsC2xJbEVsOWxIbEVsNWw4bEFsNmxDbDNsQ2xDbDBsOWtYmw/bbfJsLmwSbAtrQpsC1tuU2BTYEtt0FtU5tvg9qgNt+mwBa2kbBFsEWwkbChsE2wpbCNbWNbClsJ2xTbDpsVmxXbDhsP29AWtQFtQFvUprRBsemwObE5semw2bAlsDVtVBvV1rRJbU+b0KbbdJvQZrT1tg62B7YHtg62EDYWNgw2FzYXNgy2DzadrWjD2XC2ou1nu2BTYaNgU2FLYaNgo2BLYZtg+7IBsOVsAGw2W86Ws9lsN5tt49lutpuNZ8vZNNgg2ArYkNiK2GLYlthq2G7YQNgc2La2HDYcthM2HDYathO2EzYatg82GjYZtg+2DzYZNhc1PTVBtTs1QTVEtTu1OzVEtT81RLVHtT+1P7VHtUK1RzVKtUK1QjVKtUU1SrVNtUW1RbVNtUi1TTVOtUi1SDVONUv1ttbWDmptLa0d1A5qaT2spfWtHtbD+lbH6lstVR2rY7VUNU+1VDVINU81TzVINUM1SLU8NUM1Q7U8NTw1VLVLNUe1SzVGNUc1RzVGNT81RrVDh2psaodqderUztSQ1KrUmNSq1LhwqYWpcanBgVPbU4NTU6SoNqmmqEaKVA1WjVRd12DVYNV1vasJqkmqIapJqn2qIaohqn2qYap9qo2qYaphqo2qqaqNqtmyVdtqb2p6amhqemp37tTa1O7U/tTa1NrU/tTo1P7UCtXo1OjUCtX61ArVFtX61PrUFtUG1RbVIkWqJapVqWWpcallqampcalxqampwampqQWqwanBqQWqKaoFqmWqKaopqmWqkaplqt2qkaqRqt2q69qtulfXdV33amXdo/ZQj2sPtQMH9bR2UA/raT2thzVeD+tYjdd4Hau5qmM1TzVXNVc1T7VKNU81Q7VKtUo1QzVAtUQ1PrVBNT41O7VBtUE1O7U5NTs1N7U5tTk1NzUzNTc1MDUzNTM1MDUqNVi1TrVJtU41QrVJtUk1QrU9NUK1NLU9tT21NLUwtTS1KLUwtTC1KDUmtSi1HzUmNSa1H7UdtSy1MjU1tTK1PDU1NTW1PLVAtTw1SLVAtUA1SLVMNUi1VLVMtUy1VLVbtVT1rXardqu+1b36VkvrXt2rpXWCWpualxqaGpqal9qVmpfaktqV2pXaklqR2pIaDx41GjUeNRUqaiNqKmoZMtQo1DLUut3aX+vWqNTagRq1FiBAjVkLUDMaa7qasWbbNbpm07hqdI2mcdGvaFx0KvoV/YpORXeiU9GUKNGOaEo0IUK0H5oQXacOzYauQ48ZQ2+hx9BRotBJ6Ci0Dh10DVoHLUIEHYIWQY/HdAR6TD94QG/pB3RYGP3TYTQCBDRPI6ALFKB7ugBtwAB9pQ3QCRLQXjoBXa3SFugqnc3SJ+gsXaEC7YOuQKtQQUOhVdBBgtBh6CD0lSv0HPoKfeYMPYg+Q+vRQ0+i9dCLFtGl6EX0pk10LXoT3apVzUa3qtFotWCNVsvlanotV1Mqaw1qytqAATVtbUCN52sXanxNLK6dqIlrIEDUdNRA1GDAqCmpwagFCVLbUgtSe/Kkxqb2pCamxqbGpiam5qcmpian5qfmpyan5qjmpdamNqbWpkaHTm1NjU6tT5/anBqiGqbaoxqmGqjao9qjGqgapRqoWqkapRqlWqnaplqp2qnaptqm2qkap9qpGqsapxqnGqtaqHpa7/W4Htd7XaLe6wgR6iB1hHrEiBpLPaL24aMuU/uomzSp7dRNai9eakG1l/rNm/pR/abWo6e2VOupCRGqQ9WE6kaN6lJ1o3rSpBpVPam+dKluVV+qN22qX9Wb6k/1q/pV/amGVX+qQdWwalg1qNpVDaruVLuqXdWd6lV1p1qTpvpUramuVKkWVVeqI0WqPdWR6kWLakr1ojpQoJpRHajOk6f2U+ep06Sp59Rp6i5dajF1l1qJktpJraTWoaPeUeuoO3SoNdQd6m63ztbdesGC+kC9oH4+62X9rHm8Wlfz6lqtptW1WqyaVtNqsWqqarFqoGqqaqpqoGqY6r2e1sV6WuN1sS7WeC3XeM1VLddyzVVNVM1VrVJNVE1UrVKtUV2sA9R7vdcB6gh1gLpaR6gj1NV6RF2tw/WIekQdrn3U4fpD7aP2UX+om9Qf6hp1k7pJXaP2Uteoj9Reai/1kfpNfaTOUr+p39RZaj11lnpMrafWU4+pCdVjajc1oZpQ7aZuVLup79SN6kb1nXpSfafmU0+qJ9V86ks1n3pQfam+VA+qN9WD6kP1pnpTfaj+VB+qE9Wf6k91ohpUnahWVIOqQdWK6k61ohpR3anuVCOqNdWIakO1plpTbaiuVBuq/9SV6kr1nzpS/afeU0eqI9V76kX1nrpOvaheVNepA9V1ajV1oDpQrabOU6upv9R56jz1lzpN/aWmUqep09RU6i41lXpI3aXuUg+pldRDahe1klpJ7aLWUbuoM9Q6ah11hrpDnaH21h3qDrW37tbemkHdrbs1g3pBzaCO1gvqBXW0ftbR2lc/62ftq3m1r+6qeTWv7qprdVetVl2ra7VatVi1WrVStVi1WLVSNVC1UDVWtVU1VrVctVW1VbVctVe1XOPqYl2scXWAGlcn6wB1gDpZV+tkDVZX62oNVodrsDqsDtfhOqz+UIfV3PpD/aHm1jVqbl2hrlHXqCvUR+oKtYr6SH2kVlFnqVXUPOosdZaaRz2m5lEjqcfUY2oktZsaSW2ldlO7qa3Ud2orNZf6Tn2n5lLzqbnUZGo+NZ+aTD2oJlOjqQfVg2o09aEaTd2mPlQfqtvUieo2dZw6UZ2ojlMrquPUcmpFtaJaTo2ollPDqRHViGo4taEaTs2mNlQbqtnUf2o29Zn6T/2nPlPvqc/UYOo99Z4aTF2nBlNvqevUdeottZp6Sw2lVlOrqaHUX2ooNZH6S/2lJlJTqYnUOWoqNZU6Rz2kzlGHqIfUQ+oQtYs6RD2hdlG7qCfUGeoJNbbOUGeosbW3xtYKam/trRXUDGoFNbRmUDOooXW0htbBOlpH62Dtq4M1gNpX+2oAdVcNoIar7qq7arhqtWq4aqdqtWq1aqdqpWpcLddk1XJNVE1WTVZNVE1TDVYn61ydrOc6V+fquUarhqsGUMtVA6jtWq5artquZTVa9VxrVc81WbVWtVY1WTVTtVw1VjVcNVw1VrVTNVn1XONqXD3XyZqq2lbTalvtVdNqWu1V62qv2ljral1trJe1sR5QL+tlPaAuUAOog7VdB2tgbdd2DazvOqwGq4k1WJ2riTWxztV0HayhNbCG1nkNrIF1Xv9qbh1W63VYTaz1Wq+J9Vf9q/P6WOe1gfpYH2sDNbP+qoW1XgtrZK3Xeo2sEdTI2lkjqBHUzrqvnTWBuq/7mkANoSZQU2sINYSaWmOoqfVfY6gx1H/9oNatZahVqGWokahVqFWokah5qJGouah5qHmouailqLmo5ailqKWo5ajFqMmpialpqYmpJalpqWmpJakJqSWpzagJqQmpzai9qM2ohai9qL2ohah9qFFr3Rq21q1VqGFr2FqFWrhWoeahFq6Fax5qHGoeailqHGocailqJmpiak9qSWpPajhqSWpJajhqM2o4aiVqM2ozaiVqIWolahNqIWohahNqEmodaitqI2orai1qI2ojai1qNGotaj1qNGo0aj1qRWo9ak5qRWpFak5qUmq9RlBza26NoK5QI6j7ukJdoe5rFXVfQ6hV1CpqCDWPGkKNoeZR86gx1EhqDHWKGkmNpE5RW6lT1DdqK7WV+kbNpb5RA6m51FxqIDWZGkhtpCZTk6mN1GhqI/WSGk2Npl5St6mX1FHqNnWbOkodp45SV6nj1HHqKrWcukp9pZZTy6mv1HDqK/WUGk4Np55Ss6mn1E9qNjWb+kl9pn5SJ6nP1GfqJDWYOkldpAZTg6mL1FvqIvWPeku9pf5RQ6l/1DBqKDWUGkZNpIZRk6iJ1ERqEnWOmkRtoc5R56gt1CFqC/W3DlGHqL/1hPpb8/WEekLN19iarw3U2BpbG6gV1AbqvFZQK6jzGlp7UgtSw1ELUkNRw1HDUUNRK1FDUbNQK1ErUbNQm1CzULvWJtQm1K41CLUxNSs1LzUvNSu1JTUrNSK1JbUlNSI1HjUiNRs1HjUeNRs1FTUbNRI1FTUVNRK1DDVsLUGNWqPWEtQC1BLUnrUAtQC1Z81Ye9Z8NWPNWPPV7Jqv1lWza3ati8ZV66Jp0bhoXDQtOhVNiw5Fp6JT0aFoSnQoGhJNiaZEQ6IJ0ZBoQDQhmhANiK5DA6Lb0HXoOnQbegzdhu5Cj6HH0F3oKHQXegkdhY5CL6F10EtoGrQOWgdNgxZB06A70CJoEXQHekx3oMH0mB7TYPoBDaat9AP6AW2lw2grvYAOo8PoBTQCegFNgEZAI6AJ0AVoArQAugBdgBZAG6AF0ANoA7QBegCdgB5AH6AT0AnoA3SVPkA7oKt0lXZAZ2kHNJbO0lkaS1egsTQEugJdgYZAq6Ah0CRoFbQKmgQdhCZB96CD0EHoHvQVugc9hb5CX6Gn0GfoKXQZ+gx9hi5D66HL0HZoPbQe2g69iLZDG6IX0YtoQ/Qm2hB9id5Eb6Iv0a3oS7QquhXdilZVo9Gq6Fw1Wo1G56rl6Fw1vJar5Wp4TVnDa8easqasHWsDascaWG1AbUANrMbXwGphNb7G18Jq4lpYjVsT18Q1bg1EjVvDUANRA1HDUINRw1BDUYNRg1FDUQtSm1IbUtNRG1IDUtNR01EDUjtRA1KTUTtRO1GTUbtQk1ETUbtQu1ATUdtQM1HTUONQ01Ab1zjUONTGtW9tXAPXvrVvDVzba+BaX9tre62vEaj1NQQ1AjUCNQQ1Zw1BLa85a85aXiPWBNSqtQO1am1bO1A7UNvW/tq25q39tb/mrVGoeWsdahRqFGodaiNq4Zq1hq1ha9Zagpq1VqCWoJagVqD2rBWoNWvP2rPWrPlqzRqv5qv5arxaV41Xq9W6al21Gk2rVqNn0bRoWvQsOhQ9iwZFh6JD0aBoSDQoOhINiYZER6IB0ZFoQTQgGhAtiG5DC6Lh0G3oNjQcugsNhwZDd6G70GDoJTQY+gm9hF5CP6Fp0E9oHjQNmgbNg+5A86BL0B3oDnQJGkyXoCfQYBpMT6Ct9ARaS1tpK62lF9BaeqcX0AvonSZA73QDmgBNgG5AC6Ab0ApoAbQAWgE9gFZAM6AH0ANoBvQBmgFNpQ/QB2gq7YCm0j7tgHZA+zSW9ukvjaWx9JeGQH9pDDQEGgKNgSZBY6BZ0CRoEjQLugfNgh5C96B70EPoKfQQ2go9hZ5CW6HL0FZoM3QZugxthrZDm6Hv0HZoO/Qd2hB9hz5EG6IN0YfoS/Qh2hJ9ib5EW6JV0ZZoVLQqWhWNis5Fo6Jv0bnoXPStGk7fqt1qeA2v3WrH2q0mrB1rx5qwBlYT1qQ1sBpYTVoLq0lrC2phtbDaghq3tqCWrXFr3Fq2hqGWrVmoYahhqFmooahdqG2oaWsbahFq2pq2FqHWoBah5tca1BrU/JqDGofatxauhWvfmrX2re01a81a22sFanuNQK1ArUCNQK1ZI1Bz1pq1Zs1Z49WctV6NV+PVerVarVcDUKvVajUA9KwaANoWPYueRduiQdG26FM0KBoUfYqORJ+iK9GR6Eh0JVoQXYlGRAuiBdGIaDg0IhoPDYeGQ+OhwdB4aDQ0GBoMjYZ+QqOhtdBP6Ce0FpoHrYVmQvOgedBM6BI0E3oHXYIuQe+gJ9A76BT0BHoCnYLW0iloDrSW1tIc6J3mQEugd3qnJdANaAl0mG5AN6DDtAI6THNpBbQCmkszoLl0l2ZAM6C7NJXu0mKaSlNpMe3TYpoC7dM+TYH+0hRoEPSX/tIgaAw0CBoGjYHGQMOgWdAwaCE0C5oFLYQeQguhpdBD6CG0FNoKLYX+QluhrdBfaDP0F9oNbYY2Q7uh79Bu6D/0HfoO/Yc+RP+hG9GH6EN0I9oS3YjWRFuiLdGaaFS0JnoVjYpGRa+ib9GrajH6Fn2rFqvdarGaV+1Wu9W8asKaV21YE9aEtWFNWhvWojVpTVqL1hbUojUFtQW1BTUFtWxNQe1ay9aytWvNQk2ufdW8al+1Ys2r5lUr1oa1Yi1ZG9aGtWQtWkvWprVoLVqb1hTUpjUGNQU1BTUGtWuNQe1B7Vq71h7UINRs1IjUfNSI1JrUfNR81JrUjtSa1LDUjtSO1LDUoNTW1LrUxtTG1LrUrNS61JrUrNSs1JrUiNTm1MzU1tTW1MzUutTM1LDUutS61LDUmtTY1M7UttTO1MjUttS21MjUlNTI1KbUlNSU1KbUdNTe1NDUvtTQ1K7UvtS+1K7UpNRI1GzUXNRs1HzUXNRc1HzUctR81I7UctRy1I7UjNScNWKtVyPWgLVerVcD1gDUgLW7BqAGoHbTtmp3bUbbom3VZvSp2ox2RZ+iT9GuaFN1jJpJvaNmUmupd9Q7ai21k1pLHaZ2Ujupw9Ri6jA1nVpMLaamU/ep7WozXas207HoWnQtOhZdio5Fw6JL0aVoWPQkGhb9iZ5ET6I/0YPoT/QjehA9iH5EM6oL1XjqMjWeek1dpi5Tr6mx1GtqMzWWGkttpg5Sm6ml1EHqILWUWgjNqiajX9VktZp+Rb+q1TW6VtdwNbpG13A1XQ1XQ9Z0NV0NWYPWDNSWtWBtWfvVgrVg7Vez1X61Xc1Ws9V2dK2aRf2ijlK/qGXUUeootYy6Si2jtlFXqavUNuortY0aR32lvlLjqKfUOGoa9ZR6Sk2jnlFPqWfUT+oZdYv6Sf2kblEnqVvUK+okdZJ6RY2i5lCbqI3UJuoTtZHaSH2iXlKfqFnUS+olNYs6Sk1Xg9aYNWhNQI1ZY9YE1A7USWoUdZEaRS2iLlIXqUXUP2oR9Yb6R/2j3lDDqDfUEmoYNYxaQk2illCDaxI1iRpcX2sNag5qes1BzUBNr+k1A7UgTYZ+Q3+h39By6C/0F1oO7YaWQ/eh3dBu6D70H7oPnYj+Q/+hE9GN6EQ0JroR3YjGRIuiT9Gm6Eq0KdoTXYmuRHuiEdGeaEk0IhoRLYnGQ0uiC9F4aDx0IRoNXYjOQ6Oh0dB5aDo0F3oNvYVeQ++ht9Bb6D00G3oPzYdmQ7Oh+dB+aD60ItoP7YdWRDuiFdGZaEe0IzoTzanGUD+oU9QPanGdok5Ri+sbtbimUN+ob9QUaiA1hZpDDaQGUnOojdRBaiF1iVpI3aMuUZeoe9RjehDNiJ5DM6ID0XPoOXQgOgwdiI5Dh6HD0HHoNLVfX6iz9YUaRJ2tszWIWkMNoo5Ra6g11DHqHbQjmhPdieZEs6I70Z1oVvSrmkR9rS3U19paW6gt1Nb6W1vrBvW3/tYNar5uUAuo+ZqvBdQG6mVdoD5QF6j9+kB9oPbrbC1Gr6Jl0atoTbQsWhatiSZFh6HT0FDoNLQYGgoNhRZD+6DF0FRoH7QPmgqthMZBE6FB0EToIjQIGgRdhIZBF6Gb0DBoGHQTWgjdhMZCC6GF0FhoKTQWmgwthZZCk6G/0GhoOrQWmg6thtZCa6HV0ExoNbQXmgnNhPZC76C90FXoHfQOugqdgq5CI6FT0CloJLSR+lZXrHbVFeua1a5qV12zGlbXrItWw6phddHqV120Lln9qn7VJatz1a/qXHWrOleNq25Vt6px1ahqXHWtGlWNqq5Vz6J/0E7oGrQTOgtdg65BZ6GT0FloLnQSOgnNhd5SA6oh1X5qSDWm2k/tp8ZUM6ox1ZlqRjWjOlNNqc5Uk6op1ZRqUrWnmlSdqvZUe6pT1apqTrWkWlAtqXZUC6oF1Y5qO7WjulBtp7ZTF6rL0CvoFnSXbkG7oLt0l3ZBi2kX9AxaTIvpGTQFegaNg6ZAU6Bx0CDoG3QMOkzHoF/QYTpMv6C59At6Bc2lufQKukuPoGXQEWgZdA46Ah2BzkGHoHPQP+gQdAj6B12D9kEroU/QSugj9An6BH2EtkAfoW3QFmgLtA0aBZ2CNkJzoI3QQGgONAcaCC2BBkLfoCXQEugbdLgWU/ep59R9akD1nHpODaj2Q1ugUdBeGgVtgvbSXtoEfaVN0B7oK32lPdA97YHWQPd0T2ugM9AX6A30T2+gP9A//dMf6C39gR5Bb+ktPYKOUKOqZ9Wl6lm1rLpUXaqWVYeqZdWs6lB1qJpVbalmVZuqLdWWalP1qNpTraoWVauqY9WialF1rPpUHaumVZ+qT9W0alt0T2egeToDfYHmaZ6+QP/1qdpWvaq2Vd+qV9Wr6lu1q9pSPap+VI+qOdWP6kc1p1pQDU8tTy1OLU4tT61Mrax7dbNu1r06QQ1KDUuNSo1KDUvNTC1GLUftRu1GLUfNSK1G7UWNRY1F7UXtAy2rJtditVhNrnnRjWhRtCZaFD2K1kRrokfRpGqJapFqlmp4aoBqhmpzan1qg2qAao1qlWqaaqJqjWqWapxqoWpZbdd3fdfA+lfTda5Gq1bWu7quv2piTdc+1ELUJNTaOkEtrZmopajFqEmoTahBqO2o/ajVqBWpSaldqRmpHalBqZmqyappqr2q5apl9awGq97VzNpALaCGpMaktqP2UG9rB/WsNqsGqzarhqoGqwarhqrWqYaq5qjWqdap5qhGqOaoJqdGqEaoJqeWpianpqWWppampqUWpaalJqQWpRalJqT2oyak9qL2o/aj9qJWQ/4ig5GzyGBkNXIWOYusRqYjq5ELyXRkOnIh2ZFcSPYkO5IdyZ5kUbIneZYsShYlz5JtybPmLtmWbGvumgHMynk3F+fdfM/FuTjfc2++59rcm3tzbb7NNbnWfJtvcq05JteSV82xOSavkmPJq2RQciw5lgxKRiXrkH/ISOQfcpYsMhk5i0yHjsxHpiM7ciRPkh3JokTJqWRRsi1bcq5ZnmfzPc9kXPM93zKuuSbjkmHNtbkmw5JrybBkUnItuZZMSl4lk5I5yavkVTInGZTMSY4kg5JByZHkSrIkeZT8Sh4ls5Jfya9kVjMts5JpzfRMy7RmnkxrttlmnwxIRiQ3khHJneRGciO5k2xK7iTfkk3JpuRbs0y+Netm2SybdfNv1s3O+Tf/Zuecz84ZwZzP+YxgJiBjkk/Jm+RN8inZlXxKxiW7kl3JuObZDJzxOTjjc1fXXM9d8qy5nmt5ltxKniV7klvJrWRPsiXZk1yokLxHLiSrUSODkRHJkuROsiT5ldxJ7iS/km/Jr2ZbviXfmu1ZN9tzctbNujk5O+fkfGB2zs75wIxgPjD3M4IZwdzPVTmXrEpOJauSS8mp5FRyKTmTXErWJGeSM8maZEWyJvmRrEhWJD+SD8lk5CkyEhmJPEXGIU+RhwyRTchD5Bkz5AryDBkECPmBDEIej+UC8ljedzkp7/KAAbItD5CNsi3bspH2SjbKNtor2ivZRqMk22iwYNH+0GDRLl2iwaFdohUqRPtCK0SjQ4c2hUaHNoY2hTaFNoZmhDaGtmULDQhtCy1KFFoNWhTakSO0GLQjNCFCaC5oQmg/ftBU0H7QduygnaDtoOHAQTNBw0G7cYOGgnaDliMHjQUtB40HD9oLGg9akCC0GbQgtCJFaDpoRWhKlNCG0JTQqlShLaFVoYEBQ9NCA0Nz44Z2huaGpkcPzQ5NDw0SJNoiGiRaqFC0T7RQMo32ifZJpsmyTJN3sizL8k72yTs5z+WonMsLFsgN5AUylyuHZa6MAYPcQcYgp0ghw5BTyDt2yEDkHfKSJXIUeYmsRY4iR5G1yGJkLTIbWYwsRmYjz5HZyH7kOfIc2Y9MSPYjQ5IJyYRkSDIlGZL8SaYkU5I/yafkTzIs+ZR8SoYl45LByHDkPTIcuZG8R94jN5ItyY1kU7Il2ZJsSm4lm5plciu51Syb61k2/+Z6ruffHJx/cz4H5+Ccz02Zj9xGJiOTkdvIU+Q28hZ5ijxF3iIPkbfITOQh8hCZiTxDZiL3kGfIM+QeMgi5h7xCBiGDkFfIY3mFzEEey2OZg7zLHGSxvMu7LJYHyGKZKg+QB8hU2ShTZTDZKBtlMNkmg8lH2Sbb5CMNlnyUbxosGiz5pl2Sb5ot2iXaJZotWiGaLRonWiFaIRonGh0aJ9ojGh0aHdoj2hjaIxof2hjaGBof2hYaH5oc2hbaFpocWhSaHJoZWhRaFJoZ2hGaGZoX2hHaEZoXmhCaFxoWmhCaEBoW2g8aFhoV2g/aDxoV2g4aFRoU2g7aDhoUGg4aFFoTGg4aDloT2g1aExoT2g3aDRoTWg4aE5oTWg5aDpoTGg+aE5oUGg8aD5oUWhCaFJoVWhBaEJoVWhGaFRoXWhFaERoXmhIaF1oYmhKaEloYWhVaGFobWhVaFVobGhhaGxoeGhgaGBoemhsaHtohmhuaG9ohmh7aIVolmh6aHlolGiRaJdoqGiQaJNoqWijaKpmmhaKFkmmZJtNyT6bJNLkn7+Se7JR38k52yrnslBHIuZzLCOQFMgI5Ky+QF8hZmStnZQsyV+bKFmQMsgWZhIxBxiCTkFPIJGQbcgo5hWxD3iHbkIvIO+QdchF5iVxEpiIvkZfIVGQtMhW5jKxF1iKXkdnIZeQ7MhuZjXxH9iPfkQ3JfmQ/siEZkmxIviRDkiHJl+RP8iWZlPxJ/iSTkmHN2ZmfvzM/U+fv/J2p8z9TZwPzP/+zgXnBbGCOzgvmBXN0Bpujs3EGm8Fm44ycjXNuRs7IOTd/zQPm50ydn7N0ps7UWTobmKUzczYwG5iZc3RmzsI5Okdn4WychTNuNs7GGTfnZtxMm3NzbqbNXvM/T5i/83eeMG+YJ8wi5g3zhlnErGIWMc+YVcwq5hlzj3nGXGTuMfeYi8xN5iJzlbnJ3GSuMnOZq8xoZi4zlxnN3GZGM9+Z28xt5juzn/nOjGj2M/uZEc2QZkQzqBnSDGkGNZOaQc23ZlIzqfnWnGu+RXvNueZctBdt0160kLZpmxbSPVpIM+ke3aOZ9JBm0lF6SA/pKF2ko7ROF+kirdNEWqelNJEm0lIaSEvpJw2kgfST/qKfNJL+or9oJF2jkTSPrtE1mje7onl0PbuaXdH1fImuZ1bzpfnSzGo2NLOaJc2GZkOzpLnOLGkGNNeZ68yAZjEzoHnNLGYWM6+Zo8xrZi1zlDnKrGUWMmuZlcxCZiGzkhnGrGTWMcOYYcw65hCzjjnFHGIOMaeYI8wpZg1zhDnCrGH2Zw2zd/Znf/bOBWbv3GAuMBeYG8zLucGsz8t5Oeszb9Zn4sybeTNxpmfibM/0TM+2/GpeMGvnf/5n7Txh1s4V5gnzhLnCLGKuMJuYRcwiZhPzjNnEfGOeMc+Yb8xF5htzkrnIXGROMleZk8xZ5ipzlTnLjGbOMquZ0cxoZjXznVnNrGe+M9+Z9cyIZj2zoxnRjGh2NIOaHc2mZlAzqNnUfGs2RcvzrfkWLdNetEzvaC/ai97RQnpHG2khLaSNNJM20jnNpJl0TkfpnJ7SUTpKT2mdntIBaJ3W6QC0lA5Ag9FSWkqD0U8ajIbST/pJQ2kkDaWVNJJG0kqaRyvpH82jefSPrukfDYCu6ZoGMLOiAcyxZlYzqznWLGmONWOaJc2SZkwzoBnTPGgGNAOaB81r5kGznHnNvGaWM2uZ5cxfZi2zlvnLrGT+Mj+ZlcxK5iezjvnJ7GPWMeuYfcwpZh9ziznFnGJuMWuYW8wdZg2zhrnD7J07zOHZO3vn8NxgDs/73GBuMO+zPu+zgFmf9VnATJwFzMmZOBPn5GzPvNk3L2ffPJyX83IezgXm4QydC8wFZuicYNbOC+awecEMNofNYTPYHGAGm5FzgDnAjJyPc4VZO3dn7RwWNjuYw+YAs4PZwRxgns7dOcNcYa4wZ5hNzBlmFLOJ2cSMYr4xo5hxzDfmGzOOOcmMY0YyJ5mTzEjmLDOS+cqcZc4yX5nVzFfmNLOaWc2cZtYzp5nxzHpmPTOe2dGMZ040O5odzYlmU3Oi2dNsajY1e6Ll2dNci5Zpea5F7+Za9I3e0Tv6RhvpG+2jjbSR9tE57aOPdE7n9JGe0kd6SU/pKb2kA9BL2kkHoAPQThqMdtJNGowGo5s0lG7SSRpKQ+kkraSTdJBW0ko6SP/oII3TP/pH4zQAGqdjNAAaAB2bY9GxudQca441l5oxzaXmSDOmGdMcaR40R5oDzYPmQXOgWc4caIYzy5nlzHDmLzOc2cv8Zf4ye5mfzF5mJ/OT+cnsZPYxO5mBzD5mHzOQucUMZHYxt5hbzC7mDrOL2cPcYe4we5jDs4d5PIfn8Dye93k8W+d93mfrLGC2zgdmAbOA+cCcnKezgtnBrGC+zg5mB/N15s7XGTtzZ+6MnSnM2FnCTGGmMEuYScwS5g8ziZnE/GGmMX+YWcw0Zhozi1nGXGBOMPtzgpnB7M/+zGCOMDOYt3OEOcK8nUPM29nCHGIOMVuYL8wOZu7cnbszd84wc2cKc4Y5w0xhRjFTmEnMKGYUM4kZx0xipjHjmHHMNGYkM415yIxkRjIPma/MQ2Yp85X5yixlTjNLmcPMaeY0c5gZzxxmjjPjmfHMceZEc5z5z5xoTjT/mT3Nf2ZGs6fZ08xorjUzmjvNteZacyf6NneaZdE3+jbLon2zLHpG+2gfPaOP9Iy20Uf6SNvoJW2jcfSSXtI42knjaB3tpJ20jm7SOjpHN+kmnaOTdI6+6SSdpG86SN90Fx2kg3QXjdNdMy0ap/GZFh2bac2j6Bgdm0fNpeZRc6W51FxqrjRHmivNhOZIc6SZ0BxoJjTbmQPNgWY7M5zZznxmhjPDmc/MXuYzs5XZy+xltjI7ma3MR2Yns5P5yAxkPjLzmIHMQGYes4uZx7xidjG7mFfMHuYVM4fZw+xh5jCPZw6zeB7P41k8W2fx3M/W2Tr384G5Ovfzg7mfxfOD+cEsnsEziBnCvGGGMGfnDfOGOTt/Zybzj/nI/GOuMR+Zj8w1Zh5zjTnGzGPmMceYV8wx5hHzinnFPGLmMI+YMcwcZg4zhlksT5IHyXxkPvIguY08SLYjt5HbyHbkLbId2Yy8Rd4im5GZyGbkKjITmYlcRe4hV5GPyD3kHvIReYV8RM4hr5BXyDlkDnIOGYXMQeYgo5DFMgpZgyyWxbIGmSprkL8yVabKXxlM/sphMpgMJofJRzlMFiAf5aMsQL5lAbJSvuVbVtJsyUr5i2aLZkv+onGSv+SZxonGSZ5pj+SZxor2iPaIxorGh8aKponGh8aHpokmh6aJ5ogmhyaH5ohmhuaIFohmhmaGFojmhRaIlofmheaFloeGhZaHNoeGhYaFNodGhTaHxoZGhUaFxoYGhcaGloYGhQaFlobWhJaGVobWhNaEVobGhFaGRobGhMaERobmhEaGhobmhOaEhoYmhYaGtoYmhSaFtoZmhbaGFodmhWaFFofGhRaHVofGhcaFVocWhlaHtocWhhaGtofWhraHlojWhtaGloiGh5aINomGh4aHNol2iDaJVop2iHaIVopWiVaKhotWiVaJhou2ioZLvtFW0VbJN5mWb/JQpmVaHso9eShD5Z7ck6GyU4bKCmSn7JQVyAhkBTJWRiAjkLFyVsbKE+SsnJUnyBbkCXII2YJsQQ4hk5BDyDJkEjIJWYZsQ5YhB5FtyDbkIHIROYj8RC4iF5GfyFTkJzIXmYpMReYil5G5yG/kMnIZ+Y18R34j95HvyHfkPrIhuY/MSDYkG5IZyZdkRjIn+ZJ8SeYkk5K5yE/kK/ITOUkSWYqcRsYii5GxyE1kMbIYuYkcRW4iG5GjyFFkIzIQ2YhcQwYiA5FryCdkFHIOWYicQ4YiC5GFyFBkK7IU2Yt8RfYij5GvyFfkMTIaeYy8RkYjo5HXyHXkNTIeuY5cR8YjC5JTyZnkSfIkOZM8SM4kK5IHyYNkRbIdWZGsR7Yj25H1yGZkPbIb2YxsRnYjV5HdyF3kKnIVuYt8RO4iQ5GPyEdkKHIO+YkcRE4iB5F5yEnkJDIPmYisQUYh05BRyEJkGjINWYisRKYhl5A1yBrkEvJXLiFnkL/yV84gh8kZZK8cJofJXlmA7JWrsgBZgFyVlXJVNiArZaVsQP6SDchN+Uv+kpvyLDdloTzLsyyksZKFsheNFY2V7EXTJHvJMpommiZZRnMky2iuaI5ojmiuaIFormidaIFogWidaHlonWiWaHloeWiWaHNolmiRaHNoc2iRaGxokWiKaGxobGiKaGloimiGaGloaWiGaGVohmiDaGVoZWiDaGRog2iCaGRoZGiCaGhogmiEaGhoaGiEaGtohGiIaGtoa2iIaHFoiGiMaHFocWiMaHVojGiSaHVodWiSaHtokmibaHtoe2ibaIlom2ipaIloiWipaJNoqWi3aJNok2i3aKVot+QuWilaKbmLhkvuknU0XDRcsk6+yToZKd/km4yUhzJSnspDeShPZag8lRnIUBkqM5AVyAxkraxAViBrZayslSXIWBkrS5AnyBLkD/IEeYL8QQ4hf5BdyCHkELILWYbsQuYhy5BlyDzkIPIGuYWMQ24h65BxyDhkHTIS2YOsQv4gq5BfyB/kD/IL2YX8Qr4hu5BdyDdkHrIS2YdMQ6Yh+5BLyD7kGHIJuYQcQ2YhA5FPyDDkE7IIGYYMQxYhd5BFyBDkDnIHGYIcliHIVzksh+WrzMsJ5K5cQe7KFOQKcgWZgmxCpiBvkE3IJuQNMg65hMxCziCzkEfIGeQM8gjZK4+QL8he2StfkKvyBRksV+WqDJYNyGD5lw3IBuRftspXZDQyF5mLjEZ+I6OR68hv5DdyHbmPXEcOJPeR+8iBZEZyIDmSzEhmJEeSOcmK5EOyHvmQ/EfWI+uR/8hu5D9yHNmN7EaOI3eR48hn5C5yF/mMHEauIwuSA8mC5ERyIDmQnEiOJJ+SMcmUZEzyIpmSTEleJBOSF8l5ZEIyITmPLEcmJMuR58hy5DTyHHmOnEYWM4+Z6cyGZjpzn9nQbGjuM1+a+8yC5kvzpVnQ7GoWND+aXc2u5kczJ9kq97IB2YDcy025lw/ITbkpH5CF8gFZl4WyUNZlL1mXl7KX7CUvZaCMk5lyAZkpS+UCcgFZKj+QpXIC+YH8QE4gV5ipzGDmODOYmcwcZ44zk5n/zGTmN/Of+c/8ZmY0v5nzzIxmRnOeudOcZy40d5o7zYVmWXOhudEsa5Y1N5opzapmTXOuWdO8aM4155oXzaTmRbOimdRMalY0Q5oVzXtmSDOkec/sZ94zu5n9zH5mNzObWdS8ie6aN82W6C66a7Y005otzZNmWjOtedI8ap40H5pHzaPmQ3Ol+dDMZ640V5r5zIRmPvOcmdBMaJ4zm5EByDnaLTknB2m3aLfkoNwlB+Wi3CV3yUVZJxflp6yTdfJTRspPmYCMlJEyAXkqE5AdyFN5KjuQfXkq+zID2Ze3MgOZgbyVtfJWjiBrZa0cQZYgR5A9yBJkCbIH+YMclnm5gczLAeQGcgM5gByVA8hEOSpHZaLMm4nMU2Yx85R5yyxmFjNvmevMW+Yxc525zjxmNjQTms3MdmYzc5nZzmxnLjOfmcvMWOYz85kZy2xlxjIzma3MVmYm85HZz8xmbjOzmbvMbeY2c5eZy9xlhjJzmbnMUOYlspcMlGUyUP7JMlkm/2iu5J+M01zRXMk4rZOMyzVaJ1onuUazJNfkGM0SzZIco0WSYzRZtEi0SDRZtFg0VLRWNEa0VrRZNEY0RrRZNEm0WbRaNEk0SbRatE20WvKMtom2SZ7RUskzGQAtFS2VDIB2a6Yxy5iHzDLmHfOQeci8Y5Yy75iNzFJmKbOROcxsZKYyh5nDzFTmOHOJ2cYsZLYx55iFzELmHHOUOcdMZI4yR5mJzGLkmnZKlmmnaJlkWZZpmWifaJlojWifaJ9ojWiLaI1od2iLaItod2hqZi7zkrnJvGQOMjeZm8xB5h5zkPnF3GPuMb+YT9Aw0WjJNo0WLZdsyzYtl5yk5ZJxclJOyji5wBxivjDDmC/MJWYYM4y5xCxEjso82Sfz5Fr2yT65luW5x3xiVjGfmEHMKmYVM4h5A60L7Q3tD+0NrQ/tD+0PrQ+NEq0PzQ+NEo0SzQ8NEA0UzRNNEM0TbRRNEE0QbRSNEG0UjRSNEI0QjRQNEY0UDRUNEQ0RDRWNEU0VzRTNEM0UTRTNEM0QTRRtEE0UDRRtEG0QDRRNEG0RTQ3NDk0NTQzNDs0OTQztDE0M7QrtDO0M7QotCY0SDRDtFQ0QDRPtFe0VDZNs04jQntC+0J7QstC+0L7QstDg0LLQutDg0ODQutD+0CLRYtEU0WLRVNEU0RTRVNEM0bJ5Ft2bZ82v6B7dm1/R9vxqVkXbtD2rmnPNrmZOdG3mNH+ia3Rt/kR/zZ9mWPQX/TXDooEzrNkWDaSBs60Z15xpDkXb5lDzKdpG2+ZTNG4+NaeicTRuTkXr5lRzK1pH6+ZWdG5uNa+ic3RuXjWjop2hJaFpoSWhIaFpoWmhIaEtoSGh+aAtoS2h+aANofmg0aANoQ2h0aDJoHMzKvqeUc2i6Ju+Z1F01yxrpkTPZkpzJnpGz+ZMtI32hTaFRoQ2hWaERoRGhGaE1oM2gpaCVoOWgraCVoNWg7aCBoS2ggaDBoQGhAaDZoQGg2aDZoRmhGaD1oM2hCaDpoMmg9aCpoOmg9aCNoPWglaCNoM2g1aCRoLWgQaC5oIGghaC5oLmghaCFoMWgjaCFoMWgzaCVoOm0TRdpGl6pot0kZ7pIT3TMnpID2kZ3aPNoJGgvaCRoImgvaC9oImgsaCJoH2gsaCxoH2geaCBMy6aOOOiaTSRJtI0ukjjQMtAM0HLQNNAM0EzQdNAO0HTQNtAO0E7QdtAU0HbQOtAU0FTQetAc0FjQfNAQ0HzQONAQ0FDQeNAMyGjkkHJoeRQMii50uw10+Z5nmeaLEv+ImeRnchO5CzyD9mKDEUOI4eRochdZFlyLBmVnEu2NQOYv+bc7DUDmLtmfG7O+UxgPs7I+WuezgHm40xgRjBXZSlyEpmITETmId+QlchCZCtyJTmSnGgGzsG5Oe9meb5nfh4wU2fwLJ4xyI1kODKg+TkrZ+msnIuzdJbOxZk5F+fezJyZc28Wzr35Ngtn4XybcfNtjs24GTfHZtock2PNtJkmx5JlzeLM2MzgzODM2MzazNjM0MzazNrM0MzSzNDMyMzSzNLMyMzKzMjMuszKzMrMuszEzLrMtszEzMTMtsy+zLbMssy+zL7Mssy8zLLMsMy8zLzMsMzAzLDMtMzAzMDMtMzGzLTMuMzGzMbMuMzOzLjMwszOzM7MwszWzMLMzMzWzNbMzMzczMzM1MzczNzM1MzkzNTM3szkzOTM3szuzN7M5szuzO7M5sz2zObM7Mz2zPbM7Mz+zOzM9Mz+zP7M9MwMzfTM/MwMzQzN/MwQzfzMAs0QzRDNAs0UzQLNCM0UzRTNCM0WzQjNCs0WzRbNCs0SzQrNBs0SzRLNBs0OzQbNAM0OzQ7NAM0EzQDN+MwEzQTN+Mz6zPjM8Mz6zPrM8MzyzPDM6szyzPLM6szozOrM4szozOjM4szgzJbMksxyzJLMjsxyzHLMjsxqzI7MisxqzGrMisyGzGTMbMxgzGzMdsxgzGDMdsxozHbMhMxozGjMhMyIzIjMjMxuzIzMkMxuzG7MkMx0zJDMlMx0zHTMlMyYzCjMLMxIzCzMMMxIzEjMMMxQzDDMQMxQzFDMQMxKzLQz7mzDjDvzzjbMNsy8Mw8z7ww88zDzMAPPxDMrsyuzILMrsyqzILMgsyqzH7MqsymzH7MfsymzKLPw7DvrMPvOurMOsw6z7kzDrDvbzjTMNMy2s+ysxwzHLMYMx2zGLMYsxmzGzMVsxuzFzMXMxezFbMXswqzCbMSswmzCbMRsxGzCLMIMwkzCLMRMwozCLMQsxIzCjMRMxgzGrMUMxozFrMWsxYzFLMVMyozKDMiMyszKDMgMyMzKLMgswmw8+zAbz8KzD7MPs/Csw8zDTDwLMQsxE88gzJjMnMx8zJzMoMx8zHzMoMykzFLMWMxKzErMWMxQzH7Mosx4zKLMnsx4zHjMnsyazHLMeMyWzJbMeMyazLSzDDPsDDvLMHswyzDTMHswezDTMMvOasyGzGLMYsyGzHrMiMxuzGjMRsxOzC7MVsxUzFzMpMyAzHzMIsw+zEbMfMx0zJjMtLMNswyzFTMTMxUzEzMRMxUzFTMRsxMzETMOsxOzEzMOswszffacSWfS2XOWz56z5Syf5bPljDlbzo4z5ow5O86Qs+MMOEPOkDPgrDgDznyz4qw4882EM9+MNxPOhDPeLDjjzXaz4Cw4282Gs92sNxvOhrPezDjrzX4z48w4+82Us9+MOFPOlDPizDkjzpIz58w5S86gs+SsOYPOoLPmbDprzqKz6Ww6i84IzKIzsBmBGYEZ2AzBDGw2YIZghmA2YMZgNmB2YMZgxmB2YMbPDswWzPgZP1sws84WzBzMrDPrzMHsnzmYVWf/7J9VZ9dZdbbPrrPrbJ/5s31Gnfkzf0ad9TPqrMGsn/WzBrOwWYNZglnYLGyWYKZglmBWYKZgpmBWYGZgVmAmYGZgZmAmYBZgJmCmzwLMAsz0mVQGR5YmjQyPLI0sjgyPDI8sjiyQLI6sTRvZGVkb2RbZGdkZ2RZZFdkW2RJZFVkV2RIZEdkSmQ8fMhwyH7IZM2QwZDNkLVqUkKmQlZCtkKmQqZCtkN2QrZDlkN2Q3ZDlkA2R5ZAxkQ2RDZExkWmRMZGBkWmRaZGBkcmRgZHdkcmRyZHdkQWS3ZH16SMrJOsjqyMrJCskqyMbJKsjeyMbJBskeyPjI3sj8yLjI+Mj8yKbI/MiuyKbI5sjuyIbI7siSyIbIxsjSyLDIiskQ4RIBkmGSNZIBkkGSdZI1knWSLZI1knWSbZIFkq2SGZIFkoWSmZIlklmSJZHlkmWSZZHNkmWR7ZGNkk2SbZGBki2SfZJ9kr2SeZK9kr2SuZKNkvmSpZKNks2S5ZKpkqWSgZKpkqmSgZK5kkGSsZI5knmScYIlEyRDJSMk0yRTJGMk+yQjJNMkuyQ7JBMkkyPTJLsj0yPTI/sj8yNLI4sjKyNrI0sjGyLLIxsimyLbItsimyJbIqsiGyJbImsiMyHrIhMh8yHzIdMh2yGTIdMhmyGbIZMhqyFLJAMkoySDJKsk4ySjJKsk6yUrJMsVCgZK1koWSYZKxkrWSYZKlkm2SQZKhkq2SSZKNkkGSCZKJkoGSBZJJkK2Q1ZDNkNmRBZDFkMmRAZEJkQGRQZEBkQGRRZExkUWRlZE1kTWRmZGFkZWSCZGJkYWSAZGVkg2RkZGRkZ2RlZFRkp2SNZJdkjWSBZJVklWSCZJVkgGSaZJZklGSbZKhkm2SnZKtkq2SkZLNkpGSsZLBksGSsZKhkoWSoZJ1kq2SgZJxkn2SiZJNkomSOZJJkkmSPZH5kl2SqZKdkqGS2ZKZkpGS1ZLNkpGSbZJRkmWSDZJdklWSAZJdkqGSwZLRksmSwZLRktmSxZLVkJ2QnZCtkJ2QvZCtkK2QtZDtkLWQ9ZDlkOWQ8ZE1kPmRQZExkTmRQZGJkUmRoZGBkYmRrZHVkh2SAZIhki2SBZI9kgGR9ZI1kjGR/ZIhkf2RzZItki2RyZIdkc2RiZIZkh2RhZHtkYGRZZHlkeGRbZGtkXWRcZHBkcWRdZGlkXWRhZGlkaWRhZHNkdmRpZH1kfmRpZHZkaGRdZHVkdGRfZGxkX2RPZG9kb2ROZF9kTGRKZF5kXGRLZFRkSGQ/ZFdkVGQ9ZElkYWRfZFFkXmRPZFNkUmRNZEZkT2RFZEVkR2RGZDtkR2Q+ZDpkO2Q+ZDJkamRQZF5kUmREZFxkXmRHZE5kR2Q7ZE9kT2Q4ZEtkOGQ0ZEhkSGQ0ZD1kX2ReZE9kXmRWZE5kTmRXZEZkVmRLZEdkRmRLZD5kYGRlZFBkZWRVZFFkUWRUZEdkQmRYZFZkWGRsZFRkVGRsZGhkbWSAZGhkaWSBZGRkOWRAZERkRWRBZFFkQWRNZFFkUWROZGJkomSwZKhkqmSwZLNkN2RCZENkQGRWZEJkQGRUZFBkVGRoZFBkUGRpZGRkr2SlZKdkp2SVZKVkp2SUZJdkJWQrZC1kKWQ3ZC9kLWQ1ZD1kNmRFZD1kPmRGZFFksGSmZKRkpWSWZKZkpWSWZJdknmSaZK5km2SiZK5kr2ShZKhkMmQ0ZDhkOmQ1ZEJkNGRBZEFkQGRBZE1ktmSxZK5ksmShZK1krmShZJFkiGSMZIRkhGSOZIBkjmSKZIJkgmSKZH5ki2SGZH5kf2SEZHdkhmR4ZHRkdmR6ZGZkemRuZGZkZmRtZFpkWmRwZGxkbmRxZIFkKmQtZDZkL2Q5ZDVkN2Q6ZERkKGQsZDBkMGQuZDRkLWQyZDZkNWQwZEJkdGR7ZHtkeGR5ZIBkKmQkZC5kJmQoZCxkLmQpZDFktWSwZLZkmmSPZKJkLGQ3ZDlkk2SZZK9km2StZK1kr2StZLdkr2SxZLVkt2SxZLNksmSpZLFksmSoZKZkqmScZKRkpmSfZI5knWSLZI9kjWSJZIFkiGSFZIFkgGSHZHhkhmSDZHtkemSCZHZkgmR+ZHZkdmR8ZHJkfGR0ZHBkcGR3ZFxkdmRnZF9kXmRmZFZkZWRaZFZkVWRaZktgtGS02S0aTzbFZsVmyOVZLNstqsVqxWrJaLJesJqtjuWK5ZLVMJqtltEwmk8loWUxGy2RZTBaTyTFcMlk2i+GK4ZLNYrRks5itGK0YrZitGKyYrVisGKwYrFismKtYrBirmKuYqxirmKoYqxiqmKqYqhiq2KgYqpip2KjYqJipmKbYp1inmKhYpxinmKiYqBin2KYYpVikmKlYpBikmKmYqRikmKSYpNikmKnYpJilmKmYqZilGKbYmpib2JyYm5ic2JzYnJicWJ2YnBidWJ1YnRidmJ0YnNibGJrYm1ibGJoYmlibGJuYmRia2JkYmpia2JnYmZiaWJpYnZid2J2YnRie2J3YnRieWJ4YnpieWJ5Ynpie2J6Ynhif2J7YnhifWJ8Yn9ifWJ9Yn9ifmJ/Yn1igmJ+Yn1igGKBYoNigGKAYoNigmKDYoFihmKCYoFihGKFYodihGKEYodihmKHYoViimKGYoViiGKJYotiiGKIYotiimKLYolijmKKYolijGKNYo9ijGKMYo9ijmKPYo5inmKOYo5in2KWYp1iq2KXYpViq2KlYqlir2KnYqVir2KpYq5is2KrYqpis2KuYrNit2KvYq9it2KwYqNinWKhYqNinmKgYpZipWKVYpZipWKkYnBiaWJwYmtiaWJxYnNia2JwYppimmKkYm5iaGJpYpVipWKZYplip2KZYqRip2KbYphipmKgYNbbHBMT2WB8TEBMQ62MGYn3MjxmIGYj5sWsMQOwWE8ZusTsmjAljd8wYu2M4HvuKfcV0MWPMGNPFlDFd7BdTxpSxX6wYK8aSsWYsGXPGmrFmzBmDxpyxaAwag8aiMbAYN+aNMYh5Y+AYgxiDGDjmIAaOiWMOYg5i4lg45hWzY8SYHbPFiDFizBYLxmyxrlgwFox1xWqxAbFpTBqbxvI89ozlMWbsGXvGmDFkbBaTY72YHKPpGDBGx+oYMAaM1TEAMQKxaixArBoLiwWIBYiFxRDEvGLEGC5GjB1juBgudozlYs8YMraMIWPD2DK2jA1ju1gudoztYrvYMbaMOYiFYw1i4dg31iDWIPaNdWPd2Da2ILaNZWMLYgti2diDGDamjSWIaWNcboxBzEDsGksQSxC7xrCxWmyO+WJzjBbzxXwxWowXo8VkMV6MF5PFYjFoDCymx8BiBWJ6TI8ViCmICYjpMWqMGtNjCnqxXiwWm8UCxBDEpDFpDEFsQKwYa8aUMQAxYQwYWxBrEOvGHsQOxBbEfLFgrBZ7EPtjB2J/zBo7EDsQs8YIxKwxPkYgRiDGx6oMKr0iMKB6RyjkvgojQKfRDA4rIDtJ8ABHGBiYWTxnU9hdQkyEPNuwrkNevxZqwrSjDuiuS8K8aHB4GVoIi8UeGRgywwaUuoGQpcOBpUNkCnSFwwrEmnipE3Yhjs+LLAe5ZGnBgECHA1wCspgOtAgDsYUNChu8AzrGBouy3AgbkaSHTJM3zEKVRLGakrALaWZcGzjwQQMfBeYgxwbwlDRnwlwE6HQd48AHDFA2bkwHA8K+vFyhASsRFVxYDL6VB0i2wmYAOeKFB6wGloCAgyDxEQbjEtjLLyyG9QGnWTvCcJj4vQzHiM6E4UfCcg49txam/J64PcMI3LoTK4edHrEYjZHcCrOh4OOPAmG+lVhAMg3CsrkMpJnDYvWEDF8HsH5IvQQJM+XlCg1YDWhCIGE5MJXwcoUGLBhAEsiAhIGt+lAAlyuMQCxQXyKFXXgjKlaPPkzDT4KXe76TxtEIVcpQYRx8UhN5FjngQyiBlys0YMmBsiEWZgePg1ybnhq+Wgew5IDNRUSEURAh9nKFBqw7NUKwwnJUohX7IhB2YYzYhfLmgEotiJcrNGAxkHvkCctxq5KXKzRgJYg52hL2a3Lgw8afK9PBDCNUK0YyhLW4Y6JJcVDYCwI0jRRWPOIKUr7YHPi40IUInrAY/oxqF54RQCrJuGPKAYtgnwRRM+zFmlEP9uDxgWIO8pGOMBt4giroNNg0R4OYP2ExqrSelpCE2XBxgznQAIK4lY8Bjw8hspelBTw/boAAoWJW2AwUsRr8yVSH4TgE4suPIkz9soU9w4DQdFgB2iYA37AFdw4s9YQI431IpHgJ60U/Eb8Yhcl24Ta+sJgs+2XOkFJ36DQfwia4wbOgEpgw6agYOJDcCYsBa04JnolnECamKzlhF+L8vlzJE0agFVPEncmBpACUHO05oJjueAGD00o6CMuAgYeXFCTCYjwg86XUlzt1NikYEUEOHkZRXix95Ag74T3lQM8M0pcoDnI1YkRhhoNUOZQuqJ4wCUxMc1qE5QgFKBCOKiyHKTA9QmEXwPzYPPmEqYhVv1yhESuBlS90WJwPC8JS0HK02ZYISzEI1Zwy3zAUTWxXRg58vFgjw80jByzUCNEDykgYDktfalyY4KBaa0SXK5DyxGg0vnRy4KNLKceIsBj/jxlx0jjYEAMoZb4Q5sKFki8h8PiAUibCIT9PV5zoGh95YnJND0MqzEbYGi/McJ5YK1AwOLTBQyRXmi9XIoTFoDqzzMGjBItgSuhWmI0B9zKIK8wGmBpdjqry4H/ozOHRoMEpMnXyBgvSSPgiBo+PLm1e4GKB5wieXF8KcIjkZVXYBTS/B/qbMGJ3lkDOLAwswCIVYQW6YJRyhu0/MB14WIw/BY9CWFf/QUenSkshyxlLGUwhc8m0MW3M5fKR8tQSwRJsiWCZYAm2BFsmWDZYJljuWDZYNljuWFZh0ktQS0xLTEtQy07MHVNevmLKy0nLV8tXy0lLSEzb8tFyznLO8tGSz3LS0tAS0tLQ0s4S0hLS0s4SznLNMs7SytLKMs7Sw9LOUs4SzlLOEssSzhLOEstSzBLLcslSzFLMcslyCNNriWo5a4lqqWY5azlrqWaZZflgeV2WWF6XW5YlliWWW5ZkljuWU5ZVllOWVJZVllWWVJZhllSWmZZhlmGWmZa0lpeWgJaxlrGWgJZ+loCWY5Z+ln6WY5ZolmOWMJZolmiWMJYVlGHlVMlUMpVTJa1UKp1KXelUjlDqSl05QulCiVQeUBJQElAeUJZQElCWULZQtlCWUE5RXlCaUGJQmlDaUGJQYlDaUMpQRlHiUA5R4lD+yiHKIcpfGVb+SqsyrAwrrcqpcoQyhdKFMoWShdKF0oWShVKKUoTyhHKG8oQShnKGcoYShrKGEoaSh7KGsoaSh7KMkojSjbKN0o3ykbKNso3ykfKSkoWSjlKKko7yjlKKUoryjtKPkovyi7KM8ovyjLKMsozyjHKQ8owylHKQcpAylPLU8rsssHSwdLAssIQuCyy9ltAldOm1tJdey9rSXtrLmhLXssWSyRLEksnyuQSxBLF8LvPlc8lb5st8yVvSljylnyVtSVP6UZJSzlrSylrKWkt66Vtml8flbHlUtlrOljNlK+UqZStlHuUq5SplHmUUZSolKCUqJShlLCUqJSplrGVNGUtpa1lb1pS2lLiWD5b+8rr0l73ldXld9pb6sqeUtdSXulKW8pZSltKS8pbyltKSchLSDvINsg+yD/INcpETQDOX03bazVzNWc6Y0+eUnT4nmFN2yk4wJ9QJ5jzghDqhzgPOBk1CTVjOWBOWM+eMOWPOnNPndOCUOp1OqXPpdDqdzqWT6Fw6d06ik+jcNVk5d85bk1WTlfPWpNUk1bzVFNUU1bzV5NRk1aTVRNVE1aTVXITMgrSCBIMEg7SCDOOEOhs4DTgNOBs4s81RzVhNT81YTlzTU9OTE+cEOnFO3Ql0Ap26c+rUnQicU+fUicCpwmlstmquarZqRmquaq5qRmpSciabqZqgmqmajpqgmqCajpqCnFpnBSfWWcH5wIl1Yp0PnA6cBpzZrDPspOAE4ew6QTh/Z9fZdf7OaBNVc9Giph/n7uzgbOFs4ezgjNF01UTUzNNE1LzTzNPM07zThNMU1eTEqZnJacNpwpnCmcJpwinAGXZGcPrOCM4MTt/pOzM4uc4MTg9OrpPr9OAEOz04SzjBTrCzhJOEc+vE4ITghODE4PzhhOD88cMJBNkHuQgJCgkKuQhJqemjeaY5p3mm2ag5pzmn2ahJqNmo+ahJqEmo+agJy+nDOcSZwznEucKZw5nDucJJwbnCicJJwUnBicIJwqnC6cLJwunCWcPJwsnCWcMJw1nDGcUJwwnDGcUJpultWmlKaVppimlKaUppimnGaYpprmnGacZprmmOclpyJnI2cjZyJnLqcdbNSU1bTVvNSc1PzUlNPM1PzU9NPM0/TTxNJM0/zT9NJE00TTBNGE0RTRjNC00RTRHNC80KzStNHk0tTR7NI00tTS3NI80xTiBOIc4bTiHOKc4bzhvOKc4gzinOK84gziDOK84lzivOMc4lziXOMU4tTi9ONs4sTjbOLc4szizOLU4nTRXNKc0ezSlNLM0ezR5NLE0gTSxNL00gTSBNL80iTS/NMM0izSLNMM0xzipOMc48zjxOMU47zijONE4wzjTOOE4wTjDOOE44zjjOQk44TjjOQk5FTS7NJE0bzSRNGU0bTRtNGc0TTRnNEM0TzRPNEE0ITi5OOk4yTjrOOk4yTjLOOk4zTT/NPU07zT3NMk07TTvNMs0tzTLNGM0tzS3NGM0UzldPryeAp9cT9wTwBPDEPW3ND00MzXETQxNvjpvjJt60NXvNAE1gE9gM0Gw6Oz1jzlfP2JN2vnK+etJPL+cmZyunJ6cnZytnrefsXOUE5VzlHOUE5QTlHOVE5PTkrOU05TTlrOW05bTlvOU05bzlxOU05TTlxOVk5cTlpOVk5WTlpOUs5aTllOUs5SzllOX81ARrOmj2TQfNGc2+2TdnNFc0k81pU9gUNqfNAc1pU0NzQHNAU0NzQrNBU0Jz25TQZNLcNrdNJk0fTSbNLE0fTR/NLM0zzkLOSE5FzkhOTk5FTkVOTs5OTk5OUc5Ozk5OUc+Yc5KTkZOSk5KTkTNTU9zk0Aw3OTSzzXAz3Mw2g01q829im3+TRRPbxDZZNJE0WTShNJE0kTShNNEwSTUJNKtNAs0HzWqz2nzQ5JkUmH+YeZh5mH+Yj5h4mIWYdZh1mIWYaZRMJa3UKXVKWjknNSVnJXElZynDkriSuJRhSgXKMOUDpQKlAuUDJYlmkcmKKYjJijmIKYgpiDmIqYeZh/mI2YfZh/moOWOiYqZi8mGmYi5i8mHyYS5itlEWlXcyVTKV8k7CYmZhrmGGYYZhrmHCSZZKmkpGSkZKmkpCagKbzSbdpJvNpvJpe+aevCfvmXselXNSllKXlJXEpNQpdUlMSVFJTElLSVFJUUlLSU5JS0k+SU5JTkk+yUHP4zP55D2Tz+WT9+Q9l0/gc/mMPoFP4DP6JDL7NGdNAE0AzVnz1hw2ZeYt5q2mzITFjMPE1ZybMxNXs8aExKTFVMWk1fxiqmKqan4xazW/mjlmLWatZq65YwJimmKGYoZimmKuegafCZ4FngmeCp4FngWeCp4HngqeDZ4Hng2e/PPA88CTfzp48k//6eDp4Ok/d6YfZiemJmanpgGmJqampoEmtWmgeaBJbVKbB5p/M9j8NWXNH9NTU9aUMT0xIzE9MRsxIzEjMRsxFT3FT/Az+8w+wU/sE/z8PrFP7PP7vDbxJq1pa9KYs5q2po05i4mJOYsph4mJiYkph8nm6T8fPPfngyf3uT/3J/fZP7nP7rN/9s/uM/vsPsPP7DP7DD/FzCJTxyQydcwgk8gkMoPMJzMEU8nMmUqmzcyZOdNe5mLaS0TLXMtcS0TLL0tESzzLL8svSzxLMswr88iMMo9MIzPKjDKNTGYyQ/JEkkPyRNJIkkOSQ9JIMgoTx/wxFTB/zBZMBUwFzBZMF8wIzApMnlmBKWPyTJ4pW8ZiypaulrGWsZaulpeYDJgImFQmAqYEJpVJZUpglkhGk+HkjGQ4+SI5Izkj+SKJI/kiOSaJI4kjOSapiSmHqYbJhqmGWYPJhsmGWYOJYcmKWYDpgFmAiYLpgOmAiYLpgYmCuYPpgemBuYOpJYlMSpPOpDMpTfrMGkwLTAxMC0wwEwMTAxPMHDPBTCdzzBwzncwd08msmTvmjlkz5eSAZJ4kkMyTCZIEkgSSCZJX5hUmECYOJg4mEObPdMScxCTDnMR8wSTDJMN8wQzB1DJtMGEwYTBtMJskEyQdJK9JB8k9eU1ek3syQnJPfkhGSEZIfkimWDpY7svvcl9eWH6X3+WFpYflheWLpYelh+WLpZUljKWKZYWliqWEZYVlhaWEJYXlcvkvgct/6WIJXAKXLpZIli6WTpZIlkiWTpZZlJmWSeUY5ZhlcrlbJpfT5W65W06XxeV0GWNZXBaXMZY+ljGWOJY+lj6WOJZNlhKW/JLCkl82lxSWFJbN5YBlc8lcDlgOWDKXviVziS99S98SV9Za8lnmWc5Z5ll+WM5Zzll+WBJZflh2l0SWRJbdZXbZXS5YZpfZ5YLlcdliCWXJZAllqWfJZMlkqWdZZqlnWWtZZllmWWvJalmLeVuyWrJi3pgFmAOWjZallo2Wi5allqWWi5Z7llyWZ5Z0lmeWg5Z0lnSWg5adloOWjJadlp2WjJaYlk2Wm5ZslpuWq5ZslmyWq5aflmuWhJZ3loSYteWd5R1mjYlj1pg5Jo6JY+aYv+WPZZGllGWRZZSllKWUZZQll2WUZZcllyWXZZflmWSpZKvkq2QrZS75KvlKmVMqlTmlUKlUKpVCpTM5Kokq6SmJSnkg6SnpSXlACVRqUEJQZlBCUFZQZlBmUFZQilBWUIZQilCKUIZQnlBeUFpQmlBaUH6VJpQmlF/lBuVXCVZuUG5QgpUalGDlWKlBqUE5VkJQFpVcpVjJVUZQipViZQQlEWUEZRAlESURZRClGyUb5RXlHOUVZRHlHOUcZRFlDmURJQ1lDmUOJQ2ljCVw+Vsulz9lm+VyuVS2UV5S5lHCUUZRwlEuUUZRRlEuUeJYypSKlKWUipRZlKWUpZRZlFOUWZRVlFOUU5RVlC2Wi5Z1lnuWdZZGlnuWe5ZGliGWRpYbliGWIZYblhOWG5YClhOWE5YClLmWApZDZS5lruVwKVNmUo5RylHKUY5RrlGOUR5RrlGuUR5RKlC6Ur5SflK+WtLKT8pPS1rJSvlJ6UnpSulJ2UnpSulK2UmZStlJyUmZSplKyUkJShlKSUt5SklrKStPKU8t5SUC5RwlISUbJSHlLSUbJRvlLeUkp9VZwFl1FnAWnVVn1Vl0Gp1FJ+00Oo1OutnKuTsVOHOnAmcAZ+7MnQGcSWcAZ9CZdCadwWaq5ilnrfnKWXPamq+ar5y25iynzXk3ZzVnOW+n7VzgZDqjTqZT54w6o06ds+fUNXE5e85eE1fTVRNX01LTVdNV01ITkfOB8+p04Lw6eacDpwMn75Q6ATi7mrKcXc65Kaspyzk3STln56xJqknKOWveapZy4k6eE3cmcPKcPGcCpwBnAifVKcApwEl1pnAenT9n0/lrTnI2nc3mJGftbDoZOI9OBs6v8+g8Or/OrfPrvODcOrfOC04Mzt4Z5hzgDHMqnQOcA5xKJ9KpdNKcSCfSSWtectKampqXmpeampqYkFaQV5BhkFeQZpBhkGGQZpB2kGaQbZB2kHaQbZBvmpuaqpqKmqqatZqKmoqatZqnmrWcsuap5imnzFlrNmmaadJpmmlWatJp0mlWanZqVmqGanZqdmqGcn45Zzh1OE84dTitOE84TzitOJs4bTh7OGk4ezjROGk4aTjROMs0HTUHNQU1BzXVNAU1BTXVNME01TSVNME0wTSVNGE4JTgnOEc4JzjBzhHOEU6wk0QTR/NHc0XzR7NNc0VzRbNN00mzTVNP00nTSVNP001TT/NQ003TTfNQM1HzUJNRM1EzUZNRc5NTiROJ84jziBOJs4gTifOFs4iziPOF0+t84RQ7vU6vU+y0Or+cQufQKXQScA6dQycB59NJwDl2Pp1P59gZwjl2fnCGcIZwfnDOaL5p9mnKafZpmmrKacppmmqWappyejVLNUs5vZy4k4mTiHOHk4hThnOHc4dThtOCU4aTg9OC04KTg7N3jnCKcEpwinBucEpwSnBucGqdG5wanFqn1qnBWcGpxHnECcUJxXnEuce5xYnF6cSJxfnE6cTpxPnE6cP5xGnE6cPpw2nEOcRZxUnFmcRJxcnDmcSZxMnDGcPJw4nDGcMZw4nD2aKZqSmpWagpqQmoWahZqAmoyacJqFmnyafJp1mnyaVZp5mmyaXJpZmmmaQZqRmoSakZqNmlSalJqdmlyaZ5p7mkCae5pImiCacJp4mi+aGJokmi+aH5oUmiieE5c+ZyunLmcqJyunK6cqJyanKicpJyanJqcpJy/nGSch5y/nH+cR5yEmpeaT5p8mg+aQ5p8mjyaA5p0mgOaepo0mjSaOpotmjqaL5otmi2aL5oipsvmi6a4qa46aLJgWmryaC5Nxk0u829uTe7TW+z2zTR9Da9TRNNK80IzQ1ND80NTSJND00PTSJNMk0izS9NMk0yzS/NN80JTQ1NCk0KTQ3NGs5JTkjORU5ITj/ORc5FTj9OO04/zj5OO047zj7OPM5RzkdORM5HTkNORE5ETkPOPU5DTkDOPc49TkBOKE4rzjDOJs4wzjPOJs4mzjPOL84zzkDOL84vzkBOPc5ATkFOPU49TkHORk1MTUNNSE1DzShNSE1IzSjNKs0ozR3NKs0qzR3NGs0dzRzNGs0azRxNCs46zjtOM847zjdOM04zzjdOL843zjZOL04vzjZONs4xTjVOLU41TjdOLU4tTjdOLk43zjlOLk4uzjlOOs0bTSFNFU0hTSNNFU0VTSPNKU5CzkFOPs5Bzi5OPk4+zi5OJs4uTilOJk4mTilOIs1oU9rENaVNAU1cE9cU0Ow1BTQLNHvNXrNAM8Bz99Q976fuWXvez/tZe86etSftOXvOnjRnrmfziT9vT/xpP2/P29N+zk/72fWcn/Ozy7mqGaMJopmiCaKZoZmimaKZoRnWzNBcNsOaYc1ls9hcNonNYrPYJDJZOSU5ZzlhOWc9ZU5YTlhP2VN+yp71U37Kz/r5a2abCZrBZoKm3gw2g029+UM6QSZBZkEmQSJBZkFmQSJBWmFyatrMSk27iYBZiVmpiaDZoImgaW02aDZoWpsSnLKcsZyfnLGcqZyfnJ+cqZyZnKmcoZyZnJmcoZyUmg+a3ybf/DaDNPkm3wzSbNIM0qTSbNJs0qTSNOO05LzkdOS85DzldOR05Dzl3OQ85VTl3OTc5FTlbNW8NY9NAM1j028CaAJo+k1m029aaDKbzKaF5rVpodmheW1emx2aJZibmK+YkpivmlCmJKakJrQJ1oQ2FTTBmmBNBU0HTRXNEc0bzRHNa/NG80bz2izRHDaNzWfT2OQ2n81nk9uM0OQ2wc0IzQhNcHND09nMmwuaefNEc0FzQfNEE4ITjXONs4xzjROPs4yzjBOPU44Tj7OSU45TjrOSU5KzkhOTU5JTkhOTcxbzCnMMcw9zDFMUcw9zD1MUkxRTFLMVkxSTFLNVkwAzDtMN8w7TDZMK8w7zDpMKswmTCjMIswmzCTMIEwazBVMG0wVTBtMK0wXTBdMK0w/TChMR0w/TDxMRs9PSFrNrSYvZxewuaS1pMbvMBcwukwVzAXMBkwVzBJMFEwtzBHMEEwuTEBMLswuTEJMQswuTExMM0w7zCdMOMxPzCfMJMxMTEjMT8xQTEhMS8xSTFjMLkwvTDJML8wvTDNMM8wszDfMLUwwzDTMNUwyzDhMQcw7zEHMOEw3zEPMQEw0TDhMNswwTDhMOswwzDHMRkw6zDZMOcwuzDbMNcwtTRXJMEk9SUxJPslJSU1JTslJyVhJFMkYyRTJG8kkyRTJF8kmSS/JJUkuSS5JLUksSTFJLMlMSTBJMMlMSVjJTMlQSVhJWMlQy1RP6fD6Hz+Hz+RQ+n0/jU/gUPo3Pr6fx2Xt+Pb+evefuCX0On/pTfw6fyuaFprZZoaltdjUrNCs0u5q1ZlezbtaatWbdnJN8knqSg5J6knmSg5KDknmSfZJ5knGSfZJ9knGSfpJxknSSfpJ+knSSdZ6/Z/Hpexafzqfv6Xs6n8Gn80ngGXwGnwSeCZ4GngOe+XPAc/rMn/lz+mw+p0/ks/lsPpFP/Bl9Sp/Ep/QJ9iQ+iU+wJ/MJ9hTwZD6ZTwFP5VPAM8BT+VQ+Azz1Jq55N6PNm1mrGW1GmbWau6aw6Wsmmz6mq2aymWS6Yq5iumKOYq5irmKOYoZK1kneSQJK3kkKSgJKAkoKSkJKCkouSkJKQkouSkZi4mEGYiZiBmKCYiZiJmKCYsJigmKWYsJiwmKWYt56Vp9hTwbPsOeCJ4Mng+eCp4HngieCp4GngSeC54Cmsols0k1k06tJN+mmVzPW9GLmasaaMWYuJipmLmYsJiomKmYsZqrmgiav6WzymJ+azqaT+YnpiPmJeYnpiOmIeYk5KekpOSk5KjkpuSY5KjkquSaZJbkmaSWZJZklaSUZhWmIaYlJiWmJKYtJiUmJKYtpiymrqWPaYtpq6poMnt+n93l9ep/b5/V5fW6f/3P71D7/5//UPqlP7dP6pD6pT+uzyjQyfUwm08f8YjKZTOYXs8j8Yt7MIrPIvJk6Jg1mlilkZplNppApZDaZS+YWpg6mCqYOZgqmCqYKZgomB2YKZgMmByYHZgNmktmAaYCZZCaZBpgDmEHmkPlkDplS5pP5ZEqZDJhSZgAmAyYDZgAmAibNnDIPMKdMAswDzANMAsyfSYDpM3/mz/SZOJhaJpa5ZWKZO3PL3DJ35pW5M8GYV+aVCcY8MiUxGTE3MRkxPTA3MTcxPTC1MF8wSTBDMEkww8wQzBDMMFOJpIS0hASFtJTEIUEhQSVxSTyJSyqTeBJPKpPRpDJpTUaT0aQ1GWZ6MfElKibOnLBEtUTFnMCsMicwTTCrzCrTBJMC0wTTCZMCkwLTCfMPcxDzDVMP8w1TBFMPUw9TBDMCUwQzAzMCMwIzA7NCEpkkJvUkMXlM6kk9eUwOSB6TzOSA5IAkM5kzJTA1MEswNTA/MEswSzA/MGcwPzCNMGcwZzCNMM8wjTC9MM8wzzC9MA0xIzGHMJMwkzCHMGkwhzB5MGkwaTB5MLPJDEkMyRNJDMk+eSJ5Itknuck+aSDJTXKTBpJ+0kBSQNJP+kkBSSeTCPMIcwXzCBMJcwVzBRMJM4rRy3gbbaNtvI02IwBjl7E2AjDajF1Gm/E2dhm7jLfx9tN/AX7Tn4Kf1cEPwS/82/Ab/1r8IMj4Lfm9+MX4Kflx+NUI8dPwU/Hz8EPxg/KDY+XH5BfkV+SX5Qfk9+RH5Nfk9+MX5ffoB+nH6Sfm1+N35kfmh+YH6Hfmp+Yn6Ffmx+KX5ufmx+f35ifnR+f35pfmx+a358foZ+f36Ffnh+en6Dfnd+cXBtgDdgD+gDbgDQgAWAN6AWXgDOz6zfrhAsqANhAH4n63frKA9c/WD9QvDqtfrV+pn5nfqqFxmBwygS6Aa4AygCGAJIAagDKANIAngEyAYoBHgEWASoB2gFmAOYBWgD+AOvAI0AhEAr+ARKAXaByGGJ4YMgF+AGbBwAzAKnAHAoE9UALwBzoA6gBWgTuAPLAIMAKwAtA5NDK0MlwylDLsMdwCDAOfACMMfwz7DIkEecGu4C5IC9JBechlCGaIZbhl6GX4BcgJKAooaxhoSGjoZphmuGHIBvgJmCpoAw0Fo0BFQFxAS0EaUBUQExAU0AvwTZgyQDbDWcR7aAvoJlgD6QxtDXMNQQHpAPMAqQT9BA8Jb0FEQUfBWUEvQVlBM8FCwUXBLUE3QUxBOEE5QTtBTcFcQg9CWTgLvhF2CWUhgOCloKtgrCCnoKggpWCnIK1graCpoCWhH9wUXAIdBZvBZvAZDAsOCPaCYMEAQQJBZFAa5BEMENQCLwW/QWwwGLQGAQW9QURBDEERQStBPMEHQT/BPngN6giGgaeCGILg4IVgiaCLIDcoIwgjSCHYIpgj+AdvBL8EzwSnBKUEqwTFBJ8E96CUYJAgqyCRoI/gjyCHoXQYHA4YzoZQoS0hIuEhYSChJeEmYSzhoqFT2EgYRqhHWEbYR2hGGEjoSPhG2EgYSThEaGlYC6cMb2EVYRchDqETYSVhFWEZoRqhEWEW4VT4RcgUQoW8UIUQKYwhHApJCI3CZ5COEEwoFWaFAYQBhAuEOCGYUIGQgzCBkCrUIHwgxAoNCCsIMwiTwgtCC8IIwrAwjrDCD+wn4Ff98b/qbwGwBhAHEBXwBz4Adof3UDe8Co1CZfDVr/hb/pK/5G/5U/6WPwM/5U/5M/Aj8Bvwy3/RX/SX/6A/6S//PX/PX/5z/rA/7u/Bj/ub8Hvwe/Cb8BP/wH7VX9gv7Ff9UX/g3/gn4SfhN/5R+NH42fjN+M342fgN+VH5ofiZ+Jn4ofiV+PH4Efkd+R35Efkh+V35Hfot+h36Ifot+i36IQLevz+/SL9Jv0g/Sb9Jv0k/SUDar9LPy6/Lr8vPy48LsAf8AXlAHvD3uwScAXfAHDAH3AF1wOJv1c/Vz9Vv1Q8VkP7ZAsaAsZ+tXy6ggt+n36jfp1+n36jfqF+nH5jfmJ+nX6afJyCBX6ZfJiABoBQYBQIB2gDaAAIB3hgmGA4YIhgiGA4YHhjqQwLD6ZDA8DicDqfD43AI/AAcAQQBBAEcAdQCtAW0ApwCnAK0ApQihDV8MPSH/vDB8AcWABoB9gD2ABoB+gCqALIApgCyADaBKYApgE2g8kcLeAAIBgQDHgAGAIoAToEGgAaAU+ATKACYADgAmAD4AjgAOAD4ArgCaAJ4AMgAyAB4AIggeAczBG1BWzBDEAJwC7QAvAC8ALQAxDA0MlwyLDIsMlwyHA9/DIkMfQx9DIkMo8FfcBj0BYdBY9AX9AWNQWKQRnAXxIN4cBf0AkICwgLWAtYCwgLeCkKBoICagJqAoICZhmmGbIZqhmqGbIapgDWAqICdgJ2AqICegFiArICjgKOArICkgjMgIWAiYCIgIWAh4CrgIOAf4B/gIKAfIBggISAgICAgIWCgIA/cBKwErATcBKQ0REX0ItqINqIX8QZ0AlQEZARkBFQEbBSEEkwUFBRMFCQVFBQUFCQV/BTcBg0F+wQNCRkE+wT7CBkICQRRBM0EwQTBBM0E0whnwi4hTUgTdgn7IJXgpmCoYKjgpmCqYIogNdgg2CBIDTIIqgl+gx2CHYLfoIVgjKCMoI2gjaCMYI2gLKghSCKoIbhhQ3BPMA968BA0EfQQ/PAhqCXoB4kEjwSPBIkEmQy7w97wa/g17A1xwlvCLUI3QjfCLUIxQlTCL0I2QjbCL0IyQhXCGMIVwhXCGMI1QgHCE0IRQhHCE0IXwgbCCEKukCuMIOz+jj/kz/hD/pY/48/4W/6KP+gv/01/01/+03/5T/rTf/pP+kvwA/s5fwJ+zl+e/wb8Avz0H4Ifgp/+a/DTfwkS/BT8kD/mb/lj/pq/5W/5a/4M/Jq/Az8DPwO/A9lfg1/2t/8a/Br89p+D34BfgZ+AX4Hfgp+An4Dfgl/15/8I/LQ/Aj8DBn4MftZfiV/2V+KHAsXPww/7C/+4v/BvPP6Bfx5+3V/21/1df9lf9nf97T8Gv+1P+9v+vN7fiR//63/VX/+r8Kv+qr8KP+rvw0/8E/ET/yZM+GX4yfjB+K34rfjB+FX4wfhBgPCj/vrfhV+F34Ufhl+FX4Ufht+KH/j3/XF/31+EH/fH/UX4TfhF+Fn4TfhN+Fn4ZfhR+I1/Gn4afuNfh9/4t+HX4dfht+HH4Rfj9+J34nfi9+Kn/b34/T/tT/v7f/7vy0/Lz8tPy+/Gz8vPy+/Gj8uPxg/Iz8YPyI8IkR+Pn5afkN+Nn5Bfjhy/FD82vzQ/JT8lvzS/F780Pxa/F78XPxa//4fmR+a35LfkR+YH40fm5+IH4wfj5+LX4hfi1+GX4pfi1+F349fhV+N343fjV+PH5WflN+UX5hfmN+U35zflB+c35zfnB+en6afih+Kn46fjh+J35YfiR4XK79APz6/Ob81vza/OL8qvzs/JL8ovys/Jr8kvw2/ET8RvxI8Eid+On6Ofod+in6Hflt+i36Lflt+V35Yflt+V35Uflp+OX5FfkN+O345fkJ+IX5AfiJ+In4gfiN+H35pflF+VX5VflJ+Un5RflF+SX5JflN+QX5Tfjx+/GT81vzO/LL8svzO/IL8zvx6/IL8gvx4/ED8kPyI/Jj8mPyK/KT8ivye/Kb8pvyc/KD8ePxw/Gz8cPx8/Gz8bPx+/IT8fPyO/Ib8hPyO/JEDZD9eP04/TD9fv0Q/Xr9Hv0e/Rr9GP0c/Rb9Hv1u/WbxEQ/y0C3kAciANv4PeX6Jfn5+fn55fn1+cH6ffol+iX6Pfol+f36Gfnl+eX52fn1+Zn6UfpN+lH6UfoN+k36Ufo9+dH6Bco0E8P8AgUAn9A4Q8W8Af8/WD9Lv1g/TD9Lv0u/TD9Bv0s/Sb9Zv1m/SYB598kIA04A2cgDdjgp+o36gfoB+g36kfmN+oH5kfmR+YH5ufiR+rn6SfoJ+jn6Xfm5+k35nfmd+Y35icG2AWcgUAgEDgDq8AZ2ABYBVaBDYAOfl9+Xn6DfoN+Xn6Xfl5+lX6Xfpd+lYC8X59fnh+dH51fnt+bX55fm9+b35tfm5+bH6ufqZ+in6KfqV+dn6lfnF+dX51fnJ+Tn5zfm5+en57fm9+f35sfn9+f358fn18k4BH4A2oAagD+gCGAP2AHYAhgCGAHYBsgDogDnUAnEAdGAOLALzACMALwCwwDfcAlcAdcAn3gDrgD+kDd785vzq/Qr9Bvzk/Ub85Pk6bfph+q36rfnt+e36pfmt+qn5lfml+an5lfGeANaAN+Ab+ANqARaAMOh0Ai0AfcAb2AXsAdUAbugDOgDJSBs18sIALgAaANtIEHfriAB360frh+uH60fo1+uX62gACAAH62gLafLWANtAFtwBo4BNaAMpAG0kD5Zwso/2L9bP1s/WL9ZAEF/EoBE/xK/VYBEwAT/FYBi79NQOVPFFAJbP5E/UQBm8Ag8Amc/mr9agGnP1PA6S/Uz9TP1C/UDxQw+Ev1E/VL9Tv1E/UT9Tv1KwREAjQDBAI0A3QFBAIEAnQFvDFUMGwOCQwJDJvD47A5VCqHvuGB4YAhc8gcDhgahwOGwaFxaBwGhZKApYA/gK2AP4BHjgDFANcA5QBlAOUAoUAB0gAuAW4BGgFuAUYCGgEaAUYC+gCmAn4C2gHaAX4CFgF+AvIAFgEWAfIA7hgqGQ4ZEhkOGfJDIkMiQ34YHfJDAQKEroBpgCuAcYArgC9eAIkAQwEFATcBBQGHADcBNwGHACkNFQwJDBMMEwwJDAcMCQz14YDhgKE+lAJJAEMAqQCpAEMA6QBDANsA6QDpANsA3QCzAK0A+QD5AK0EZUArQFtBWVAGtBXUAEQEnAMcBJwDjAIcBBwEjAL0AywBRAEcAUQBvAIcARwBvALUArwC5MIFeAg4B1gFGAVYBdikCXADUBAwCXAIMAlQiBCgFqgCaAjIAmgIqEgR0MkwO7QwfDC0MAwyfDB8MAwy/IdOhk2GS4ZNhhyGS4ZLhhyG4yGHIQUKwwU/Ur9XP0+/V0Dmz9PPE5AJJABkAhcsAHoAMgEeAXoAegAeARIAHgHqQAJAAkAdKAV6gRCARiAEIBRoBBqBUCDyp+rX6jfq1wqY/I36jQImgQqASSCVCuQwVDIkMnQzdDMkMgw0JDLsMww0DDTsM5QFXAI0AuQA5AA0AlQANAIsAFQAVAAs8PsE9AREFawQrABEFQQAdAKEAWQBhAEcA1kAWQDHwCZwDMyBTWATmAODQzhDNkMmQyZDNsMQQzbDDcMQwxDDDcMuYKwgEMgqCAx2gayArIJdIClgDWAAIA5gAOCBA0ATQRFBDMFsMBvEAHQVxAA8BXQFdAU8BbwBRAIEAhQBFAEEApwCgQCjwClwCoz+QgFLAEcAMwAzAEcAucARwCyQC+QCs0Ar0AuUAoQAlAK0YgWYAwgGcoFdYBfIBf5ALtAK/IE/0ArsgQ+AP3AL3AJ/oAXgD5QAtAC0AJQAbAEsAsOACYBhwAnABMAEwAnAF8AJwBnAF8AXwBlAIkMnwyVDLEMswyVDLsMlQytDLkMuQyvDKcFqEEGQGkQQvAWpQWrwFmQAXAKvQB94BWKxwBjACsAIwA3ADcAIwCjACMAnwCjAKMAnQD9ADEALwBPAE0ALQBlAC8AWQBlAGcAWQBdDC0MkwyBDJMMkSYZUgDuwCtQCtcAqcAiwCtQBHAIcAtQBpDT0MtwypDKkMtwyDDLcMuwxDDIMMuwx/IFKgEWAMYAxgEWAPrAIkAf6QB/IA3XAHEAKQAhACkAxEAIQAlAMhAZ5wV3wD/7BXfBGcBekEbwRvBGkEawU/AXz4DCYB/XgMDgM6kFnEEFQF7wFdUEcDrhoSGgYaAhqCGoYaGhrGGgoa2hraGsoazgrqCIoIUgiKCH4FSQRJBH8CsqCX8E5KAvKgjOQD/AWEFZQDspAWEEaEBYwV5AWpAFzAXENwQy5DL8Mvwy5DLcMuQynDLcMtwynDKUAzQBpAV0BaQVrQFdAV8FaMAsUA5wFbAWcFYwBWwFbBWNBBcFrsA8qCCoI9sBWwR5oCtgK2ApoClgqSAdpQFlAWUEakFOQBrQE5ATkBLQEVBO0EPwG7aAd/AI/Bb/AS8BPwE/AS0AeQFVAUMFesAcEFQQDggpCg2BBsCA0CAQYCrgpGAwGgZuCVuCmIB+0Bq1BPtgl+Aw2g8KgMNgERgo2gY6AkYCRgI6APoCNgIqCyCASqCgYAKgoGA0GCAYIRoNSIo74RfQifhFxohfRi4gTb8QvIo+IE3nEHBEn4sQcUQZuAUoCRgJKAk4CRgJGAk4KCoM2YKDgDQwEJBS8gzeQUHAGRAQcBIQEhAQcBIQFHARcBYQFhAVcBcwFfAOsA/wCrAM8A/wC/AI8AwwDLAMcAyQDJAMcA/wCHAPsAvwC/ALsAvQyzDW0RZSJ8tAWER/aIt5EnIgTb+INaAIYBIgDGASIBogDiAOIBogKiAb4CogKiAr4KgiAiCN6EWkiTfQapiJ6DVENUw1TDVEN1QDXBL2AcoJewR1QDlBOcBfsAuYB0gEuAi4C0gnegHSCdfAWvAXrIANgLCAr4CHgISAroBYgKyAWoBagFiAWIAhgISAhIBsgGyAh4BggISAY4BjgGCAYYBfgG2AmYB1gJiAoYB1gHSAoICagKCAn4CPgIyAnYBwgJ6AaYBxgHKAaYBogJuAeYB3gHqAeYB1gHaAe4JkhnKGdIZuhneGpIZshm+GpYarhqeGqYaphquEqIh3sAvYBygH2AeIBygHKAeIBQgESAcIBxgHCAd4BxgHGAd4BPhLeQT3BP8E/QT3BOEKqMIHwJrwJEwT9CBME8wT9BP0E8wTxBGMFXQmTwmTQlbBC0JUQLKwgrCAEC8NCBUIw4S28hWBBPUKwIJ2gnqCeIJ1ghOCiYKHgq+CrYCGhMVhIKBQahUahUDgUQoXM4KzgLCEziEjIDAYKIgoiCgYKAgqmCZoJmgqaCpoJ0gqaCcoK0grSCsoSRoUAhLKwJ+wJZSEIoSz0IAQhBCH0IFQUbCScg4aChoSzkIFwFlaFDIQMhFXhWGgLu4KagpqEXUE5wq7gm6CcoJzgm6A4eCb4JXgpeCn4RSgHvwRxCWWhHMQVzBVsEoQTnBOcE4QTrBOsE4QTpBSkFIQT7BSEE8QU7BTsFMQUBBWsFaQlxAlxQVrCAEFawqgwgDCAMCqUBkUFOwVLBUsFOwVJBTsFQQVJBUkFQQU/BR8FIwUTBSMFRwUTBRMFRwVJBUcFTwVJBUkFTwVLBVMFNwkNCA0ENwkfBDcJfeED4QOhL2wSZBFcETQRXBFcEDQRNBFcENSDC4ICgnpQDwoIOoMXguBgWDAsCA42g+AgM9gMNoPM4DI4C+aCdzAXnAbv4B2cBjMEp8ERwQzBDMERwRlBAsEAQQ5BDsEAQR/BAEEeQR9BH0EewTbBAUGwoB/0g2BBIkGwIJAgkSCRIJBgkKCjIKJgmWCZIKJghSCioDdYIVgh6AV6CtYIygiWCJYIygiCgzKC3CA4CA5yg8ygnaCcoJWglaCcIIagnKA4iCGIISgOhoONgoaCaoJqgoaC36Ch4Db4DX6D26A2eCjoJ8gmyCboJ9gN+gk+CHaD3eADIKkggOCEYIXghGCIYIVghWCIYJlgNUgNUghSCFKDLYLUYIpgi2CLYIrgiyA2aA2iCKIIWoNmgtZgl6CZoJlgl6CXYJWglKCOoI6glGAflBLcg32wD+5AU0FgcBzsBsfBE8FusBs8EWQThBFsEYwRjBFsEZQRbBF8EZQRlBF8EXQRZBIkEuQU5BQkEnQVJBJkFXQVdBVkJQQHVQRJBLcEtwRJBAsFSQT3BAsFCwX3CIVBFkETwSnBKUETwS9BE0EtwS/BL0EtQVzBR8FEQTFBMcFEQSnBREEoQSlBKUEowSfBOEE9wRnBGUE9wQxBPcEIwQzBDMEIQQjD7PDBEDqEDh8IbQ0fCGEJbQltCWEJtQxPDEMMr8PrMMTwHoYYdg3v4T3sGtbBHMEbQSpBKsEbwU3BG8FKwU3BTcFKQUvBH0EfwSbBJkEfQThBH8E2QThBOME2QTfD4rA3XDBcMOwNx8PesDscD8fD7rCIkI5QkxCUEJRQk5CUkJRQ09A39Ak1DY9CTUPh8Dg8DoXD4TA5NApjCWMNjUJLQ6NQktCS0JJQkjCS0JGwkdCV0JWw0TAqbDR0DqPD6NA59CGEIwQkJCQkJAQkLCQsJAQkPCQ8JAQkDCQEJOQjDCQMJOQj7CNUIywjhCOEIywjBCQsI9QjBCQEJNQj5DOcCW0JUQlRCW0JvwhtCbUIvwi/CLUIswx1w1t4S3hreAu3DG/hFOEW4RbhFGE+LAplDXtCWcI6w96wJ6wzxAkRCQMJ7QjtCAMJ1wgDCc0I1wjXCM0IVwhlCfMI6wjzCPEI6wjrCPEIWwhdCE8IjQiNCE8IywhPCMEIywjLCMEIwwg3CS0JHwkfCS0JkwgtCYcIkwiTCIcICwh7QhDCEMIQQhDCEcIRQhDCN8I3QhDCRkIQQkXCRsJGQkXCRcIuwipCOkI6wipCTcIqwkpCTUJNwkpDoZCF8IYwhvCG0IowhjCG0IpwjdCKsI1wjXCNsI3QjvCRMIlQilCKMIkQilCMcIuQg5CDcIsQTLhFmAvBhGDCXPgUKoVGoQChAKFReEJoFJIQnhCeEJIQghFCESYRjoVjYRIhA2ESYQEhAyEDYQEhASELYQwhL+SFMYRMYQwhUsgUMoXIYCAhGeEXoQahBuEXYQLhF+FUmECYQDgN5hHaQi9hl9BL6EDYJewSOhD2QgfCX9gLe+Ev3AqzQq8wgNAr3IUBhAGEu3CBMIOwgrCFsIWwgrCOsIIwjrCOsI4wzhAnvCCMINwKt8IIwl4YQdhA2At7YQMhTZgVdoVeYVcYQegVeoURhBaEFoQThF7hBKFY6BV6hWLhLjwjvCJ8IrwiLCF8InwiLCH8CksIKQi/wq+QgvBKTEFUQRRC7ECMQQxBJEIsQuRBVEJ8QtRBVBKRxCaxSnxBNEBEQOSJEohhxApEAsQQxBNEDMQMRBFEC8QxMQIxSuwSw0QSxV4RWCQWc0VecSaaKuJEUMRQxE7EKURSRFXFGvEQURFRENEScVLxRuRDzEN8RZxFpEW8RJRFrESERexCzEK8Q/RCJETcQhxDNEOUQZREpEScQ9xD9ENMQ9RD7EO0M9wOwcMLQ+8QwjDAkMbwxVDM8MZQxZDGMMawxjDL8MOQxFDH0MTQxbDMcMQwxRDNEMiQx9AS0Sc6yDTENZQ0LDHENGw0rESUDRUNIQ1FDRcNIxHrYZdhmKGQ4Z/hoOEbInBoiEgkDolFok2sEbuITmKSuCTGhqWGoYi/IJrgmiAfYUxI10I86Cl4J5gpOEnoC2YKHoPG4DBoIEh0EAQRDBO8EuQSxBKUFOQyXDGkDWMExwSLRAlmCe4I9ggmKRoqIioyKgYqEir+KVIqVioqKmYpbim+GcqGNeEqYa0hUvhqCDbMhayEnISjhKKKgoqFinaEqYSqhKGKdIp5HBXhFO8U9xTlCBMJOwkFCQcJ/wxtY8w4K9YSohEaEo4pyirOOlWMVSwWj8WhEIbQhgyhjmKzqCRuKuZFJnGUEJcQyVAW1hBCEuYoSotOoqbis7gsgotgRQHFBsUFRQVFrpCLUI6QihCL8I4wSjFb1BYJFPtitfiiaC1ei1thDuEOYYdiuCiheKH4LT4odos3ijiKPoosiiCKKoozih2KMIRLhE4hlaKKIoqikiKWopbimiKR4pFikOKZIpliESIIogliAqIUIiMik+GeYZ3hneKiopliomKUYpUiE+IEIgwiCyILIgxiC2IqYpMmxADET8QlS4ha4htijhxEsOErogJiA2IDogJiT0xC3Iliopi4E3+iEaJP/BK/RJ+YJeZECBCIP4i3igCKd/EuAih6EXEQuxDFEMUQuxDJEF0Q2xDRENEQ2xDhEDERyxDZENkQyxDPCCcNqcN9SB1Wh/twH1aHV4a5IQYMQz3DT0MoUIYagsfgMFgMFoPDoHMIZGjJEnEAkUskEo1EI5FIFBJ1xA8fiCOGZIaqVBHBRA/EAsQpscCQFnFKnA5pDV0NCw1LDUkNSQ1LDU0J9SChoKIgoeCgoKKgouCgII7gKiFRGBQGhUThUYhBqNMFbwXJBFUFUQVVCcOCqIKohGHCA0VMxUfFSMVIxUdFSMUfRTDFMMUwRTBFMUUoxTJlinOErYSZhJ6EnoSZhJ+Kt4qtWhUvFScVUxVVFVUVUxVXFVkVNRVBFUEVNRU5FUkVM2UqbhLOEQIREhESEQIRBilGKMqQURRSFBczFDUUNRQzFDcUkRQ/fChChaWET4RHhE+EX+ER4RHhV6gtTikaKS4pLikaKSYhziDSIMIg0iDWIMIgwiDWILYg/iHKIfIhyiH6IPIh8iH6IOYhFiESIaYhpiESIe4hEiHiIe4h7iHiKcaINIg2iDWINog3bhBXEM8QyxCFEIUQyxBTEMsQSxBTEFMQSxAXED8QsxBHELMQu3Qh4iA+ISohziHOISohSiIqIT4iSiJKIj4q2kQTRBBEF0QXRBDENkQQRDXENsQ2RDXEWMQTxBDEFcQVxBDEGsQQxBjEGsQaxBjEFkRVRFLERsRGRFJEJ0RSRCREJ0QnRCREndiI6IR4hXiF6IRYhSiHOITogziEGCQIcUtkEp9EJfFJtBKVRCXRSkQSqxCdECsQKxCdEAkQnRB1IgEiAaI+5ERkEpVEKBFKVBJzopLYbBIhEJfEJHFL3BKTRB/EJHEH0QfRB3EHMQ+xJyog6iDqICogKiEqIB4hKiEqIR4hPiJGIVIhSiBKIFIhIiBSIQYgIiAiIAYYHiJqIF4gUiBeID4gUiBSID4g5sQHRAHEnJgTBRChRCqxABEDEQOxADEEsQDRAzEEMQTRA7FD8S8iKPZFBMVZsS/2xRkUIgkiCSIUYpcIhagldoldopZII6ogpiBuIG4gpiBaiSmICxYQkcQn8Uq0Eq9ELNFKtBKxxA3ECMQxUQZRBnFMHEMcE78QxxDHEL8QURFnEGEQRRBFEGEQLRBhECcQLRAtECcQg0QNRApEHkQeRApEIkQKxB9EIkQixB9EPEVeMVckUCRQzBWzxVwRW8wWs0VsMQeRCdEBUQrRAdH3iUaKDIoDiguKA4q74oLiguKuqIDohbiFmISYhLiFuBO3EA8Qd+JOPDBEVDwWi0VikVgsFnvFYlFX7BV7RR2xVnFA0VfcFX3Fry/iqqJXEUBxWBwWARSLRQDFYLFYLBaDRV0RQZEuzop0kUYjRioWKB4gzioeKNqIs4izijYirSKw2Cviirhij4ir2CPWIuIi4iLWIiYq4oi4irKijIiLmKuoF3/FZ/FHZFV8Fp9EVsVlcVrMi3JRLubEVMWcOIqYipiKOIrYhCiLCIt4i3iLCKsIgAirWBcBFAEU62KwKKAIVqwVa0UwIqkiGNETkRSRFNETEQnxFNEWMRTRVtFIDEUMVTQSOxV/RFdEVkRXRFFEVkRWRFFEN8UARWmxq9hVlBI/FaVETcRPxE9ETcQlxWixWcSLeLFJBFVsEjcRQRFBETcRwxBzEXERORE5EXERGRFxERMRGREZERMRmRCjELkQqRC5EBcRqRCpEBcRUxEXEVsRUxFTEVsVZSIiYiCiIaIhYiDiIKIi4iEiIiIi4iFiIOIhIiBiIGIgIiDiGmIfoh6iIKIgoh7iIaIeYiHiIeIhYiEiIGImoqXiXJyJloo5oqXirZgr5oq3Ipb4h8iHWIlYiciHCIvIh/iKCIsIi/iqWBMpESURVxFXESUVd0RJRbu4K+6KdlEB0Q9xDzESMRJxT3FG3FOMFWfFWTFWrBKtEMEQoRDBECERoRChECERPxEhEUsRPxE/EUsVu4hkiF2Idoh2iF2IeohdiHeIeoh6iHeIhYhmiGOIbohuiGOIrIhjiKiIrIisiKiKSyIQohZiD2IPohbiG6IWYhziG+IbYhwiHaIpIigiJiImIihiGSIoYhhiGWIZYhhiCeIpYigiISIhYijiFmIo4hTiFuIW4hTiAeIgYiAiHSIdYiDiG2Ig4hriG+Ib4hpiDqIRIhaiFCIWYh2iFKIUYh0iI2IdoiMiIyIjoiMiJyIcYhviJeIlYhviLGIbYiziLOIsYqxigSGPIZAhgyGDIZAhjCGMYdiQwTBs6GDIYMhg6GBIHBYY9kOwYT+0MQQbgg1tDPMhieGH4YXhheGH4Xb4YYgdbofbIXbIHXKH4eF2GB6Kh9vhdigegofc4YthePhiSGMYHoaHNIYqhmuGbYbeYZthjqF36B3mGEIYWof7UMhQyHAfdhnuwyvDLsMuwyvDVkMVwwnD8HDCMMIwPAwPIwzFwxtDGsMnwydDGkMyQxpDMUMyQzJDMUNVw36IY2hjiGO4Y2hjaGO4YyhnWGUYZahjqGMYZfhhGGWoYfhh+GGoYYgdVho2GqIZohk2Go4YNhp6GI4Yjhh6GHoNUQw7DN8M3ww7DP8MOwz1DP8M/wz1EI/DTENKwzLDMkNKQxNDSkMQQxNDE0MQwllDSENFwyzDLENFwxhDRUMWwxjDGEMWwxVDT8MzQ01DTcMzQyDDM8MjQyBDIMMjQxjDSMNFQzlDOcNFQxvDRcMZQxtDG8MZw5zYRawRZ8QZsTZ0RKwNEw0dDR0NEw3nEIVE4lDUUBSROFREJA4NDRUNFQ0NDVkQs0R/iGuIi+gPKRH9IaMhpSGlIaMhCCJPRECsiTURwXAREcHw0HDRcNHw0HAG8SfuRBlRRtyHjYj7ENGw0bDRENHQw/DOMNRwzzDUsNRwz3DPsNSw0HDQ8A8xRowN/xCTwz/EIzFJTBKPxB1DSUNMw0nDSUNMRLAhJqIBIhgRjGiA2INogPiC2IPYg/iCCGRYawiLGCVGh7CI4yEsIpg4Jo6JYOKXYZWhlmGUoZbho2GUYZTho+Gn4aPhqOGn4afhKOKOOBs6Gm4abho6Gl4ariHqhm2IOmJv2GbYhtgjAiCGiV2ik+gkdok1YpdII9aINSJtmGhYa8hqCGvIakhnCGsIa0hnSGZIZ2hmSGZIZmhm+GQYZthl6GfoZ9hlSGvYZdhqSGtIa9hq6IoIYIhn2GaIZxhn2GbYZhhnmGN4aehoKGgoaOhoWGfoaDhnWGdYZzhneIdYJA6JCYgJiEMiCOKQyIEIggiCyIGohpiBaIHIJXKJFohEogVikEgkEolBInBYaAhouGcIaMhnuGe4Z8hnWGfIZ5hnWGdYZ5hnKIiIg4iCOIKIgugljiCOIHqJPaKX6CP2iD2ijwiAWCUaIDIgMiAaGMYiGhhiGsYaxhpiGnYiUolSYgGilDgTCxALEOchLeI8vDWkNaQ1vDX0MzQ1LEW0ifawFHE4LEX8EYfEIfFH5DD0NNQ0fDV8NdREVDDURBxAVEBUQBxAPEIMIxIg7og7IoHhJyKBIafhp+GnIachlGCroKognyCfoKogmqCqIJkgmiCaIJngmGCYIJfgneCdIJdgpiCXoKRgpmCmoKTgJKFW+P0Kr0FGQUhBRUFIwq+goqAi4ZdQF34JBwwQfhAehURhB2EHIVGYQ0gU0hDmEOYQ0hDWEF6FQOFOCBTyeEKbsBbKhDVhTSgTxoSyoC1hTBgL2hLmhEXhT4gLceFPKBP+greEMqEseCtoS0gLY0Kb0CaMCXfCmDAn3Al3wpxQG/QUzBRcFVwVzCQkBjMJfUKikCj0CWkEj8Fk0BhMBpVBY9AYVAYLBIlBYzBB0BgsUCDoINgjuCMIIggiuCOYILgjeCCYIJggeCBoIMgoqCiYJJgkqCi4I6goiCO4I7gjiCN4QKhKmGoYYBhAmGroFaYaaofeoXeoHa4Z1hjGGH6H32GMIYBhjCFtCGAIYEgTMhm6GJoYVhhWGJoYxoYmhLOGsWFMOEvoZWgb3oby8DaUMJSH8lDCsMVQwlDGsMWwxVDGcExwTRBNMEswSxBNEEkQTbBIEEkQSbAIlqCRIJYgFy7BK8EoQSRBJ0EnQSRBI0EkQSFCgkOCV4JKgkaCSoJLgkaCRoJLgk6GKYYjhhmGGYYjhrvhiKHXcDfcDb2EfoqcipqKjIqMipqKhoqaioOKhoqGioOKV4qJiqeKi4qniqlSFScVCxUFFRUVFRUFFSkVBRUlSSp2GmYY7obL4XK4GwKLnYqfipSKn4qWipSKlIqWipWGKIYihh2GIobPYYdhh+FzmBs+h7+f0NTwOwQwxIf4EMBwFuIaysJcwlxDeVhiKA9bDEsMSwxbDDENWwzHDDENMQ3HDDsVMxUdFTcVHRUfPSpiGlYYxoa8IW8YG9LD2lA2JA6JQ9mQwVA2NDBkMGQwNDDkURRTBFO0U7RTBFMUVART9FMUVBRU9FOUVERUNFR8U3xTNFTMUjRUvFLMUsxSvFL0UGxTRFOUU5RTRFO8U0RTnFO8U7xTnFPsMywwBBsih8ghmPDVEEzISvhK+ErISkipOKnYqLio2KjIp7iouKjIp2imyKeYJk3xS1FN0U3xTNFNsU7xTPFMsU6RjPCTMJNQlFCUMJOQkzCT8JKQk5CT8JKQVhFS8VHxUPFQ8VGRTvFREU6RTpFOEU7RirCW8JWwlbCV8JUwk/CVkJIwkzCTkJLwUpFQMVARUBFQMVCxTjFQMU6cIpninuKd4p/in+KdYqDinWKfYqBioGKfYhzhKCEn4SrhKiGnoUzISUhrKBvKhLSGBopuiniKdYp4inqKdYp1inqKgIbWYYPhPmwgPDXch7vwlHCS8JQQEyZhGiEj4SChKaEp4aBhTjhoaA9zw9zQHmIwzowxI81IM8aMszFmlI2zcTbKRVtD4HAn7CTsNNwJBQ13Qj9CQUJBQj9CH0aacTbSRto4G2vFVcVUxVfFV8VURVnFVMVYRVlFWcVYxVzGmnE2yowy41y8ZZyLtmwVWw3pYUxoSGhoGBOOGcaEXoRjhGOEXoQSirCKtIquiq6KtIq3irSKuIq3ireKuIyy4qyirGKtYq2iLGOsKKuYyxgzxoq5jHIRVtFVkVWRVdFVUVPRVfFSUVNRU/FScVCxU5FU8VORVLFUqaKpoqmiqOKnoqhiqOKn4qdiqKKlIqaip+KmoqfiqOKm4qbiqGKp4qgiqmKpYqkiqqIpoq0ismgsIovJorFoLCaLYcIgQiBCHUIdQiDCF0IgQhTCF8IXQhTCFMVo0S82i34xRLFZbBZDFJXCHcIcwjTCNMIcwknCHEJIwknCSUJIQ2pxWjRQzIsGihOKeTEvTigyhTKEL4QzhDOEL4QwhC+EKYQwhDCEKYQ/hImEgoRzhHOEgoRAhIKEPoRAhECEPoQoigGKfFFa5IsmitKitGii6Cxei9ZiWDGsaC0ai9aisGgsGotCYichI+Ee4SDhHqEQ4SDhIKEQ4R+hDSEMIQ8hDyEMoRAhDOEPoRChEOEP4Z+iXnwWqUVq8VmMUHwWwcUIxQhFcFHG0DaUhXeEd4ayMMpQFiIRRhFGESIRIigWKKIoHiiiKKooHigeKKoogigyKC4oPig+KC4odosLitxit9gtcosWhvMQgFCOUM4QgJDKEICQiZCKkIqQiXBJkURxRLFBsUFxRBGsOKIILYIVwYpQoqciiKKD4oGig2KC4oHigWKCok14RvhEGEoYSvhEmEr4RFhKmEqYSlhqqC3iKN4ouii6KN4oTijeKI6LE4oTiuMis/gX+2KHYodiX4RR7IsvijCKMIovil6KEorh4ra4LYaL1mK4uBetRWtxLwqFe4RKhEKESoRFhEKEQoRFhDyKBooQihOKEIoYihOKE4oYii6KNooxijSKMYocijSKNIocihGKHIoUihGKEYoUitTihmKG4oXihWKGYriYoegthovhore4F7XFbLFCsUIxW9RRzBZzFHUUdRRzFMcUv8VuUVwUF7vFDMVu0UIxQzFD0ULRW7RRpFEMUgxSpFEkUqRRFFIkUiRSFFJ8UkxSNFL0UfRRNFK8UTRSrFG8UbxRrFEcF1kUVRR7FHsUVRShFFUUlRShFKEUlRTLFGcUYRR/FH8UYRTBFGEUvRTBFMEUvRT9BFsFYQVVBWEJm0FVQVXCpjBM2BRahWHCMKFVaKK4pZilSKVIpZilGKKYpeihGKIYouihqCxqKWIpOik6KWIpmihiKYoomiiaKIooOot+sUQxRLFEsUUxRDFEsUWRSjFPkU5xTXFNkU4RS5FO0UoRSxFL0UpRhJCLkIrwg/CDkIpQF1IROoW6UBc6g4SKfDFF0UQxRXFF0UTRRHFF0YkQjXCMsIewh3CMEINwjFCCEIMQg1CCUFdsU2RTRFNkU+RSRFNEU+RShFLkUpRShFKEUpRS7FFUUzxT7FLsUjxTRFI8UyxSRFJEUixS/FCsUoxSnFKcUoxSNFKMUhxSNFI0UhxSrCHEIowiNCE0IYwiDBNGESIQhgnDhAiEB4pHikSKTIpMikSKUYpEik+KUYpRik+KQ4oVijqKO4o7ijqKPIRF4VL4Ey6FEIQ/4U8IQYhBCEG4QYhBiEG4QdijyKOoo/il+KWoo2imqKM4pmimaKY4ppioSKJ4ojiieKIIpDiiOKIIpIikCKTYpIikiKTYpNhFiBU+EOIQ4hA+EFYRPhA2EVYRVhE2ETr5ovSl6etSDpdT5ma5ZY6Ya+Z6X7BywNwxJ835cghydi5BLkjuQ25IjknOTm5IDkquS65IzkVuQe5FDkcuLJcjJyenKjdHZ8sJ0t10sRwm3azH6wXo7XRhdFJ0VnRVdGl0VnRDdFB0RXoOeniv1zXRvdEt6Vl7117fg9D79sa6CTqdLoJOrNuii6D7ouug66I7okugW8KTxAvDw8Qzw0PEK8MjwqvBE8JDwUvCO8EDwZvD88DjeSF4VZ4FnpFHgSfjfdjd4nXgSXkeeE1ej7fkDXlB3nIHa2dn54rXtVvEu+1s7fzsbvHw3SfevVPFS7Bz9QXni87Xm69HX4u+An19+hr0ZegL1Venr1Zfk74wfSXKzTmvr1a5Zy76lSt3IjciFyaXJYcl10mH6750Xrqh7qjT6gDoZB0FnSyHS+dAp0AHpgPrBuh8ugq5S7lGuUS9WE/m4dEFdQJyrXKOcpVyiXKhcqZyYXQbdCR0DnQxdDJ02p14t2C3ZPdjB2cHYRdkN2TnaAdjN2RXYJdjJ2b36+DoPumI6PLo7uyAuwS7BTpEuwy7EjvgjsGO3907FrsYO+eOza7OLs8Xny88X3q+9Hzh+bLzJedr0Feerzxfg7765Gq5rhyDHINcV85BDpeb5Wg5Wm72VSs3+7L1Veur1petL0k6OsdGV+vqHJtcnByLHJzcjdyNHJzcm9wtHQbdT/fTYdBd4EXineJt4m3ineKh0kV1UJ1RB9UFCKBz5qLk5uQG5Qbl5uQI6ewcotyjHKLcldyj3KPclZyXXJZcp9ym3KZcpxwnnS2dFt0g3SCdFh0WHS6dGV0rXSudGd0ZHQ5dH90V3RVdH50eHQAdBV0GXQYdBZ2GnaAdiV2TXZMdiZ2IXYxdmR2OHY5dmd2ZHZiujk6QTpCujq4CrwXPAU8FTwXPAU/Bjgpv3v3Z/eHNPPpLzlecOF9uvtx8vfma8/Xmiw6drzpfdb4Mfc35MvQ16GvO15yvQV9yvhJ9Efri80XoCxCgLzxfgL7+fOH5wvP156vQl50vPF93vu584fkK9IXnq1Chr0dfir4ECfoK9CXoy89XoK9AX36+7nwp+lr05ejL0deiL1Nfub44fWH64vTVqNFXoq9GX4wYfRH6ivTV5yvTV5+vQYO+Pn3p+drzxedrz9ehLz5ffL4OfSX6OvSF6CvRV6IvRF+TvlB9jfrq9DXq69KlL01flL4ufVn6svR16StUzkCuQI5ArkBuOMx55YZfsnJeOa8vWV+tvmR9xYr1hepL09emr05fm75WfXX66vS16qvV16ovVl+tvlp9scrNOfnrVK7O1V+nvkx9nfoi9WXqy9QXqS9HX66+SpX6CvVV6suTpy9LuV3ulvPlbjmbLXfMIXNCYc6WE+aCwdzx69EXpK9FX5C+VH0t+lr0perL1Jeq3NeXqS9Tua9cnfvK5XJ1rs7lctVcLUfnunL0V61cV67rq9ZXpq9aX5K+Mn1l+pL0FSkn5+qcnbNzdS5Brs5Vq7kZX6O+RH1d+hL1lerr0telr1Rfob5Sfc36CvUV6mvW16uvWV+0vl59vfqilTN+ufp69QXrC9bXqxzw61XOaMz1OQ+5DrkMuQ65AAFy0VyAnEz2lSsny8W+cn3lysW+OH1N+qr0hemr0tetL0xfmL5ufeX6uvWF6yvXV64vXLlnbs7dOa/cnROQ88p55QTkCOQE5AbkCOQI5AbkOOSmOWcOLOfMZXNgObBcNjfOLXPNXJ7Lc83cNnfLAcjZcgByupwtZ8vpcr+cLsfL/XK/HC+XzPU5BTlgTkGumAPmgLlirpeb5pA5Zw6Z+/1yyZw018z5cs0cMefL+XLE3C5HIrchVyJXIrchhyQXImchByJnIdfNgciByHVzEnLPHDQXzUFzF3LRXDR3IZchdyGHIZchlyGHITclFyLHJGchxyQ3ZEjuQy5Ojg2bnJCcNKfnmjk9ByHXzDVzEHLbHIRcjRq5FrkaORs2cnFyMXIpcjJyKXJpcjJyMnJpcmtyWXIeclhyHnIZMuSm5BjkHOTCcmE5B7kcOQc5Hz5yenI3cipyLHIqctdrTkHumjtwIFfMncgZyI3IGcgRIJDj8PXpC9RXpi9QOfwr01emHJ7ryuE5P9eV68r5OQc5P/fnHOQc5P6cj5yEXLeb43MTcmBwbs+Bc99vTkIumWPmnDlmrkHOmXPmGuSyuQa5B7lsLpt7kDORm5F7kUuQe5FbkEuQS5BbkEOQI5GbkNuQm5ALh3MUdHMOkI7W0TlAOTY5QDk1OTY5Njk1OSG5D7kKOQu5CjlxzkLOQk6c6+bEOW2um+vmtDk+Byu3JvcqtyaXJvcq9yqXJkcqx+eouT1HzXFze27PcXPhHDfnzYVz4Zw3RyEXIzfOpciNc9lszkROSG5FrkVuRS5CrkWuRS5CbpuLkMPmtrltDpvLc2VyX3Jmcl9ylHJmcmZylHKadAhyp3QLdAtyp3KmcqdyZHKmcqZyZHJhcmRyY8bkTuQM5cSIyV3JiclRoZJzkjORQ5FLkUOR45JLkUuR45JLk+OSQ5NLk0uTQ5MjleOQE5EbkROR05IbkRuR05ILk9OSA5MLkwuTA5MLlZOTm5M7kzuTm5NDkpuTixIlVyJHJAckVyQHJPcjVyRXJPcjByUnJadESe5HTkkuSZIclFyZnJTcl5yUXJMmuSo5IDkeuR85HjkjuR+5HzkjuSY5I7kluSa5JrkluSo5IrkiOSc5J7kiuSu5IrkuuSu5K7kuOS85Ozk3uSE5N7knuSG5IbknuSA5F7kXuR25HbkXuTw5PTk+uRw5PrkeuRy5HLkeORw5CjkNuQ05DTkduQ25DTkdOSQ5HbkjOSQ5JLkjuTO6WUfrgDqgjtaNyM3I0ci9yNHI+cm9yL3I+cnlyfnReeXy5PLovHRfvZmnqSf3ZJ4mHh6eJp4ePTwgOVi5V7lYuVi5VzqsLoDu1zl1v45K1Ul1Md1Mx9QxdTPdmCeJh4k3iTeJh4mnSqdAF9WB6aI6o1GX66S6ps6pa+qQOqfOqUPqjDqkjqgz6ow6oi7noeKd4qXipeKd4qnineKJEsWbpFPqeLqljqeDoVvqljoYOhq6FDoWupuOhU4o1Nl4mXieeJh4mHieeKp4nnireKp4qnireKl0uE6s+9KJdRF0X7ovXQSdjoeFx4gRLxKPEQ8UKN4pHiheKN4p3ileKJ6oXJ+z5hTkrDkYOQU5BTkYORY5GDk6ORY5Fjk6OTg5Ork6OTg5OLk6Opzul6OVu5WjlVuUu5W7lVuUc5NblGuTc5Nzk2uTe9Kbe3JP2VP25N6B3JscnJygnKAcHN0tB0eH0910Nx1Ol0Iny+XK4crlyv3J4crhyv3J8cn9yfXpk+uh0+lyui9dLldI96X7yhXK5ckVyuHJ5cnlyeHJ7dAByBHSyTlCuTk6WSfn5uRU5arktuS+5LbkAuW+5L7kAuUo5QLlJOUo5SjlJOVm8RzxHvV2vEe8V71db8d71ePlLuVQ5RrlUOVEicpZ0tm6WQ6RbpbDlEOUQ5TDlDOUa5X7lKuU+5SDBCmXKAcpFylS7lLOUo5RrlGOUU5RrlGuUU5RLlFOUe5QLlEuUe5QzlFuSs5KDkvOSi5TDksOSy5TrlMuU85TrlOuU86TrqgjojugE6A7kLOlE6ATkLOVa5WzlatVK/dJp8xp0vFymnKUdDwdL0cpN0s3QNfT+XS9HCtWOVE5VjlQOVE5UTlQOUs5R7lJuUq5SblRuUq5SrlRuVa5UblVuVa5VrlVuqBumOOkO+Y45TrpjrpjrpOu2LP2+l6AXoBe39v1+h7e2/V2PZznaCfV3dLh0t3SldHh0uHSldGZ0ZXRkdGZ0ZnRkdFxdV90XXRjdGN0XXSTdJh0YXSBdGF0Vqzo0uik6IrorOiK6KDorOis6KDoqux+XSndJ10p3RPdJ90n3RMdEd0TnRMnugO6Nrojuji6I7olS3Rvet6e7/cO9PxeggQ9pQ6LTovuh+6HTosO3Iv1ZD25J+sV6Mk9uVegd6BXoPegd6B3oPegx+096GF73B63h+1pexB64961d+2Ne31v3Avr9b2+F9Zz0PP2uL1v79vj9sY9bk/bG/fGPW0vTEdDBwOGTo0uhm6GToZuhm7HDp0O3Q4dDx46Ezk7uTs5N7k7ulrOTc6Nrpa7pavpQORu5W7pQOgw6EDoQugw6DDoQugU6STpgADRjdAB0YkQoQPqNuhq6Ejoauh06NCZ0AV1U50A3VRnQSdAJ0BnQUdEZ0EXREdER0QXRAcnhyqXKicql0r3zInKidI9dT7dU3dC59P5dCd0FXQndChQ6ATp/Oh69NCNdT104bCOqeOjy6Hbo9ujy6Fjocuha9FCJ9Rt0XXRRdB10XXQRdBF0HXQTdBd0GHQ+dD50GHQIdJh0ClStEugy6PToLuj06CjoLuju6OjoEOjm6NLkkRXQZdEB0FXQVdBB0E3IKcntyfHJ7cnJyvHJ8cnJyuHKydLVyCHK4dLV0DnQFdAZ8CAbkMuVK5UzlSulI5AzlTOlI6AboGOgI4BA50Q3RmdGV0WXRadGR1WZ0bH5eZi6UzoSuhI6EroqjoSOhK6qs6BrqoL0znQOdCF6WS6K7obOhy6GzqvV0fVeXUNGuikOVI5V7lXOVe6Pfcq90q367C6XfdAh9VhdQ90WXS5TteB6XQdrwPTgel4HVjH675f3Q9dE90SnRCdEN0S3QLdEl0C3QLdAl0CHYLcLN1Ox9PtdFsdT8fTbXUwdFvdCx0MHQzdC50aXVGX1B11SV1Wd9QddVmdVpfVdbu6GDlVOppO1tF0vU7WybpeR0HX6yToKOgo6CTo0Ohq6GzodOhs6FzodOh06FzoZOhc6HydDJ0Mna/T6nydVafVaXVW3VBnSydGp0UnRvdBp0WnRfdBB9Z90HnQgXVgnQedgl14J0HCLsJOwm7ChJ2Vl9wl2gnaJdqtWLEjsVuxU7EjsSOxU7Hj7aDwZDskPNnu1q2dnx2DnXfH77y7CBF21h2Wnapdlp2qnStXOzs7WrsxY3ZidmN22+3u3213Wq2u1C68A++6u+4OvJPuzuzK7NLs0uzK7PLs2Oyk7OrspOy2bNm52WHZZdld2V3ZZdkN2GXYmdiV2JnYJUmy27JLsuPCZedmZ2lnxsxuyc7MjgmTnXgHZYdk92T3ZIdkd9S10cXRudG50cXRgdLp0fXRzdLN0vXZHXV9dtPp7omOj26PLpEukW7P7tb9uquOqrvqlOioOqpOiQ6HTonOkQ6HDofOka6PzpHuka6Pro/u0W66A9vlujq7XJdKV0dXR5dKN2cn3jXYLdg10LHaLdgt0LHSIdKx0h3SIdIh0h3S+dBh0gXSZdJl0gXa4XS1rktH67p0K3S0jtat0I3QrdAx0o3QjdAx0kXSMdI10kXSRdI12i11tu7WzXS3joNuppvpOOjGOg46QrqxbqwjpAOkI6QrpAOkA6QrtDug86MDpFOlU6UDtBugA7Q7cGB3RfdGJ0cXRydHx0kXRxdHx0kHSsdJN2qU7tQuyA7IbsgOyM6AgV2BnQGdpV2BXQGdJR0knSVdJR0kHSRdJR0NHSrdpUu6SbpLOkqUdGN0aXR/dIF0f3SrdIF0gXSrdjjdqp1t76o6SbpIOlI6UrpIO6cu0m653LHQbdFx0XXRcdEZ0nXRddEZ0k3SGdKF0k3STdKF0pnShdKJ0pnSmdKJ0mnSodKZ0p3SndKZ0oHSmdJp0oHSgdJp0rnRpdCp0LHQqdDh0bHQsdDh0e3R4dkB0O3R7dkB2N07ADubbcdAN0hHS2dLR2uHRO4g7JC78Xj3Y2fd9Tt+1+9yO37H73K7e5fbee3u3b3z0iXa+dkZ2SHZGdlV2CHZIdlV2B13FXbF3XF33BV1s3RodHZ0d3R2djfdHd2d3W0H3N12weAuww7HTsYuxk7Gbt93zt2+g+6cO+cOqiO1+7ObsqOym7KzsKOyo7KzsMt3FnbNpi7Vzs5Oyy7LTssOwy7LLssOw27ADsNOwG7AbsBOgE7VDs5Oww7CTsNutoOwg7Cb6WztZjuZzpbO1k6mE7Pz7r67CLvvjruLsIuw4+7AO+5OuQPvwDvlTrpT7pJJ3S1dK10uHS5drp1Rh0uHa2fcSXfGnb6T7qQ7fdflZeJh4iHiIeJh4pXhYeKFCcMzoYOj86T7pPO0I+o+6T7tiLt/R9z5u3/37/xdDh4O3pkzvEe8MzxIkHivdlJ2UXZbdlF2IXZbdlt2IXYldiF2v12JXYndbwfc/Xa+HXAH3Pl0eXRqdIt0kHSLdjsdJB2k3W5XYLfbEdgV2BXYEdjB2InYkdhVd9UdiR1uR2LH2+F2uB1Pl4m3iUeJF4lHiReHF4kXiReHt4UXh8eFC48GjwhPCK8IrwhPCG8IDwaPBw/eEB4PnhHeEN4QnhFeEV4HngceEB4QngceHp4H3hweHh4e3pxejKeC14PXgteDJ4TXgteCJ4RXg2eCd4JXhneCl4RXhleGl4RnhteD54MnhOeD94MnhCeE94M3hPeDx4I3hDeEx4LngseCt4LngueCt4LHgGeBR4FHg0eDR4G3hUeBd4W3hbeFd4WHhQeD54IXgheC54JX5bngMeBVeVUeg10tXg3eC14L3gvelteC14K35TngbXlUngOeAx6Vh+Ph4OXgeXleXg5ekoeCd4L3837eCR6P18W78QDwAPBuPCSP5s08I8/Im3kUeDNPzKPAo8AT867sbO1u8aQ86e4Wz8PuFu8DzwPPA+8DD8QO1s4VD8fD7VzxHOxc8RLwHPAc8BLwFPB4XpWn83RedZeLV93V2uXa5drV2tHage0C7PJdgJ2VXb7Ld1Z2VHZWeLQdlR0VHo0382g8mTfzZp7ME/OGvCVPyBPylrybt+T1eDfv5vV4OM8RrxHvEa8RTwfvEe8RTwcvB08H78nLwcvBe/KSvCfPyUvykjznLhGvyVvymDwmb8lD8pa8IA/JQ/KCPAA8mwfk3Xg3HpCH5AF5Sh6Sh+Qpecwdi12LXYxdi92XXYxdjN2XXZndl12cXZldmV2cXZ5dnJ2cXZ5dnp2cHRueCV4J3gleCd6Pd4J3gvfj8Xi/HR0ej8fb0dnB2dHZzdnB2cHZzdlp2LnZ3dnV2d3Z6dnV2dXZ6dnl2enZ7dnl2eXZ7dml2cHYEdkN2RHZAdoN2Q3ZAdo52gHaQdo52jnaQdrh2v3YvdnB2b3ZhdrB2cHZheLxdqF4Ox6Px+PteP8uxy7MTswuzE7TTsxOzE7TLtdOEy+2y7XLxYvx9F2TXaCdoF2g3aqdoJ2g3SpecreKd+QleUnekefdJdgp2C3YKdgV2S3YLdgV2S3ZFdlJ2i3ZLdlJ2lXaSdpN2lXaVdpN4tl4Nu+2w7XDxbvtHPFuu0U7RztHu0W7ILtNO068Gq+248TL7TjxiLwcL8cj8kb0YPnm3qteLl/UV/tmPVw+mQ/qA/NJfQF8S9/U1/TpPqYv6ct9Sh+wd8v38wnorfJJe5F6dXqSfF09Vb66Z6vXqkerR6n3qVepZ6qHqneqJ6onq0eqV6qnqUfKd8bHxmfGl8UHxofFZ8MnxFfDl8P3wofDF8PHw4fDl8HnwafBt8PXwqfDN8BHwFfAd8CH9CnwMfBRfQp8LHwJfCt8EnxMfGDf16f1gXl7ekyeG14h3iWeIV4lniKeJV4nHiveJ14r3iDep54XD06vq1fs/b1bD0Cv1rv16t6019W7ebV6OJ6t3pN3qyfs2T1kL8iD1SP2OvRC9ED0XPRK9ED01PTI9NL0rvSI9Kz0fvSc9Hz0ZPQo9Gz0evQm9WzsOuw47D7sNuxG7Dzs1Oyq7NbsdOxO7GbsXux27GbsaOxS7Grseuywuxu6TTo6uk46VzsHuk676y66y/ZmvC+8Wzw2vD68Nzw0vES8NDw6vDE8OzwxPC88MrwsPEI8LTwnvCc8KbwpPCu8Krw/vCU8QLw2PCQ8NzwmvDu8JrxFvCA8QzwbvCO8GzwIvBi8CTwZvBS8GTwsL8zL8nxeA96VN+ZZeRF4Xd4O3pW380jwet8bnxjfHB8dnxzfHN4Xr8bL+ez4iPjy+Db58PhC+Ub5PPlA/Wq/+Uf/br5aP9s360fz4fLl8tny4dpF2j3aHdoV2inaHfr1fl4/n2/n++r96UHqGepV8ZHxofF18ZXxpfEh8RXxBfF1fVp8W3wqfCl8KnwrfLzvga/qW+Br4APhI+Ez4ft70R6wB6OnoDegd6RH82jxcvUQ9QL1UvRI9Eb08PQc9Q71WPTAvXDvS+9JD0mvTU9Rb1FPSM9OT09Px67NDs1O1I7PTsguVW/Y0/HW+A75FPkq8RbwAvAI+FT5Vvkk+WT5RPlo/XS/+7fztfK5+sV2pnaeeD6eBB5314rHgadhl+oH/BF/vh4jn5cPgA+Az8t39zD5ij6jz+gr+sa9HL1BPUK9Qb5bj1CPkO/ms/W69C71LPUs9S71XPk2+Jz4mvic+Nz4mvia+Nz42vg6+GD4XPhc+GD4fviO+Cz4Lvgs+HS+C74LPp3P5wvhk+Ib4Rvhk+Kb4rvhm+CL4JvgE/oi+CL4hD4iLwqPFK8Uj1SPyivFK9Wj9hjw+PScvFi8WD1nr9mz9ZY9sB5Yb9nb9iz0VPRM9Ez0VPRO6Kjoiuii6KLoiuik9DL0qPSy9LL0qPQ89RL1ePSW9Jb0ePQW7Lp0sXaxXUwXS/fK58fHydfH18fHyafJ58inx3fHd8enx7fEl8lHyffIR8mHyPfI98iHyGfIV+pX/+Sf/Kt/OI+447QbtRu147Qz9OP9hL/hb/gT/oi8C7tSu1i7WLtSOyW+nU+C78snwQf2ffm+fGCf1rfAZ/M18Nl8N18DXwPfzXf03T4vX9aX9Xn5vD4vX9jn9Xl9YZ8RX5ev9i19S1/tm/pqX9Q39U19UV+YL4NPgy/35T4NPqVPg+/pU/qUvmcPVM9Wj1YPVw9Xj5ZP1qPVq+WT+WS9Wr1UPpyP5ivgo/livgK+Ar6Yb4Bv6HP6ir6iz+kb+5w+CL6xb+yD4MPgm/lkvVm9WT5Zz5VP1kvVc9Vz1UvVs+Rr+pi+2Tf7mL1XPmaPVe9V71WPVe+Ob4RPgC+ET4BP6gvhC+GT+sB8AXxTHwIfAt/UV/VNfWG+qq/qC/PxPgY+BT7dp/sU+Jg+BT6kj+lj+pA9Vj4KPqtvgm+Cz+oT+qy+oE/oE/qCvpoP6Pv5DPgM+H6+3/fz9b7f9/t6HwlfBR/XZ8Fnwcf16XxcX86n8+l8OR/ds9MT1dPTE9Uj1dPT09Mj1dPUc+Qj9g75iD5h71DvkE/oq/UU9XL1FvVy+ereot4iX91T5dP6cN+XD/fJvi/fl0/u/fHJPT+9P70/PT+9PT1EPl8vkM/n0/UC9QL5dD7al/Qpe6N6o3zKniefsgeq56nnqQeql8WnxcfFt8XHxTfIt8W3xTfI96UHq/eq96j3qPeqh6f3qnenh6eHp3enR6JnqAepx6jHqAfJ59WD5OP5vHxePp4v7IP6pD1UPVQ+ae+UT9pb1TvVO9Vb1evTi9ST1LvVu9WT5Pv1JPl6vp/v5+v5et/QV+x96n3yFXuVfMUepl6lXqUeph6TXqkeqV6rXqseqR6tHqmerB6tHq2erF4tXxmfIV8anyEfIl8aXxofIl+gXqZeqN6l3qVeqJ6rXqherJ6rnqterN6snqAep96g3qAeJ9+tx8ln+26+m8/2HX1kfG98aHxvfHN8aHxofHN8cnx0fHN8bHxsfHN8ZnxzfGJ8ZnxmfGJ8VXxyfGt8aHxrfGN8aHxofGN8XXxjfF58XXxdfF58VHxnfGZ8YHxgfGZ8WHxmfFV8WHxYfFV8M3x9fFN8fnxTfFJ8fnx+fFJ8VnxPfFB8TnxOfFB8bnxQfHB8bnxufHB8dXx7fHF8enx6fHF8S3xxfEp8S3xLfEp8Q3yBfGp8aXxqfGF8aXxpfGF8SHxhfEl8SHxIfEl8PXxBfEV8RHxEfEV8eXxFfHx8eXx5fHx8n3xZfFh8QnxCfFh8NXxYfDN8NXw1fDN8Yp8MHw0fDB8MHw3fDx8NHxDfD98PHxCfD18OHw6fD58PHw7fDx8OHw/fD98PHw+fC98Onw4fFR8Vnw5fF58O3xVfF18X3xUfGR+Y74MvhO+Dr4QvhC+Er4RPiq+EL4pPik+KL4rPio+EL4bPhC+GD4fPhM+ED4fvhY+Cb4Kvha+Fb4JPh2+C74ZPh0+H74bvis+Gr4YPgw+Dr4Zv7KvhE/vGvrFP7DP6vvhY+Lb4WPhW+Lb4tvhW+FT4Kvgs+Hr4evgs+JD4LPiO+JD4kPiO+Mr4ZPhg+FD4UPhg+ED4YPg6+ED4QPg6+Bb4nvic+Dz4PPic+DT4nPg2+DT4NPg2+J4+3nfA98B3wKfA98D3wKfAR/Wl8K3wEfAR8K3wFfCt8CXwFfAV8CXw4XxUH9b3wIf1+b4Hvgc+31f1+b7dV/VVfbsPge/oc+Br4HPg2/oa+Br4tj4Qvq1PhA+ED4RPhA+F7+sD+4b4hvjAviU+sI+Jb4lviY+J744v6/P6ur6uz+sr4vP6jPiK+Ir4jPj4+F74TvhM+E74OPhM+Ez4OPh+Hwff1ff7ft/VZ4BHh2eHV4tXi2enh+PZ6f16uB6u9+vd4HXifeL14fXhfeK94X3iDeK94b3hDeKB4bXhueHB4sHiuekReW56zB6xR+wxe0N6Ud6iHpC3iGeoB+wBeYZ4l3h/eIB4pnimeIB6xp4CXqveAF4r3qfegN4A3iceK14lnqWe3bN5lnpInqWe3kP2kD29N4M3qvfFI8Uj1fvqUXtfvWqP2qP2qr0JPQC9W89Az0Dv1lvQu/X+3oLegt7fW9Ib9nr0dL0ePRs9XU/Xs9Gj0BP2kD0OPQ49ZC9FD9mb0UvRS9Gb0UPUC/aIvQq9Cj1iT0iP2BvSE9IT0hvSU9QD92a9cG/Gu9UL98K8W71nj+4VebR6xd6NR4tHq3fr1Xo1niweLZ4s3iweLR4t3ixeLt4sHi5eLl4uHq4erZfsSXvL3rIn7W170l62t+1te9lehF6z5+x1e92es6ej5+zV6Ono6ejV6NnpJXvLHq1H6y15uXrLno2Xi5erZ+vRPAw8PzwwD8zzw+PD89PLeXx4fHp5z9nLe9Ces+fsQXs1eh96fM9Dz0OP7xl7fO/YM/aMvSPPVI9Ez6s3oufV6+qN6I3odfWmOjY6VzowOle6TjowOjC6Tjo6vbuH60noSejheix6uN6NHosei96NnqNehx6I3oXehR6IHoYeiF6JHoYehl6JHpDeh56HHpEekZ6HnpWehx6UnpWelR6UXpnek56LHpKeix6IHpIekh6IXghfrVeod6hXqEend6h3qEenx6JHp7eix6LHoreiJ6F3oYehZ6FnoYehp6KHoQekp6KnogekF4YXiCeIB4gnqOfjAeIB6vl6xp6vp6Fn7Bl7Gnoeehp6G3oeeh56G3pQeid6KnpSelJ6KnpYeip6YXpYelh6YXqbfHQPUC9QD1BPTi9QL1BPTi9FT04PRS9FL0UPRY+Djo0OjG6Nbo0OjI5Jj1KvUi9KL0qvUu9Ir1KPSe9I70iPSU8Bj1VPQG9AT0Bv7w3oDejtvSO9vVekd6R3pFekF0U3RFdEZ0RnRFdEx0RXREdFx0THREdFt0ZHR+dFB0bnRTdFB0YHRjdFx0Q3RYdEx0THRIdEZ4R3qdfrAXu9HoEesAfsEejB6BHovejB6MHoveg16UnpYelV6VXpYelB6mHpbepB6kHqbfLxegx61F6DXoMeteejR+1N6Pno+ehN6P3oTelp6VHpUelp6Xnqael16nnqeep16o3q4ei16PHo8ei16C3otegh6C3oLegh6BnoZepd6s3pzeld6n3pXep16X3pfel16YF7U3pUehF6EXpUetselV6G3ra37WXogfVM9U714vTi9E712vRO9fr02vTa9Pr0nvTU9NL03PTc9NL03vTG9M70xPTE9M703vTO9OD03vTe9OD03PTM9ND00vTS9ND03vTQ9Lj03vTe9Lj0xPS49Lb0xPTE9Lb0aPSu9Kz0yPTI9Kz00vSs9Mr00vTS9Mr0zPRC9Iz0kPSM9JT0kPSQ9JT02vSU9Nb02vTa9Nb04vSmPRG9ET0RvSS9Eb0RvSQ9PL0kvTw9PD08vTy9R70xPTE9Jz0nPTE9Hz0xPRo9Hz0fPRq9Bj1VvUa9Rb1GPTa9Rb1FPTY9IT02vSA9IT0hvSC9Cj0ZPRu9Or06PRs9ST0bvUk9ST1JvUm+Xu/ZE/fCPXEvRi/cC/di9L70YvTA9L70vvTA9Ob0cPR49Pb09vR49P70ePQS9f70/vQS+XY9Qb1BvSa9Jr1BPRi9Qb0cPRg9GL0cvWhPU49PT0+PT89LT09PT89LT0fPS29HT0dPR29Hr7vbsPOw47DjsPOw+7DzsEOx+7D7sEOx47HrsPuwS7FLsfuwq7H7sOOxq7GrseOxw7N7sZuxG7EbsZux87CbsTux87DzsDuxQ7HD7qi7Gzvq7sKFnY2dmt2a3aXdpd2aXavdGl69a7Vrxat5EnbXXXbnYudil90p2ZHaIdqV2pXaIdop2SHaHTmyc7GjsOuyy+6yuy47JbsuOy87JTslOy+7WLs2Ox07NDsduxkzdjt2NnZgdjd2YHaNdjd2N3aNdj12NHY1dlV2VXY1dmt2NXZ4dmt2a3Z4ePXOwe6p67R77mpdJ12nXa3btBvuKOy+dhR22ewuuhvuvnbCnXD3pau1w+4e7Ki7Bzudbte10+1kWRdrJ+9ouli6WDvajt7x2fnYCdn52IEAsXvuQOyYzF2te6WLpYOlg6WLpauli7WjdbV0tXb0TriL7vDd1w7fzbuv3ddu1tXazTpZulq6WjpZOli8KLwmPFK8Jrw7PFI8Urw7vFE8W7xbPEI8QrxbPC28W7wvPC08LbwvvAe9utfFS8RL1Ovipel18eDw0vDS8ODwRPDE8MjwFPEU8cjwLPHI8DjxLPEs8Tj19B6FXq6n6+V4rnq6no7nireG54qnRg2Pyi62q+26drVdb9e169r1dtRdb4dgR91Rdwh2F3hseG94VnhWeG94VXhveGB4VXhVeGB4XXhTeFV4T3hPeFV4UnhVeF14UnhSeF14cnhOeFJ4XnheeFJ4ZHhSeHJ4ZHhkeHJ4nHiFeIZ4R3hHeIZ4N3iGeEF4N3g3eEF4FXgyeDN4Y3hjeDN4dngzeId4dnh2eId6Px4aXhpeDF4MXhreBF4angjeBN4EnghekTfmReBR4VHhReCt4UXg1eGt4a3h1ekNeRx4gXgaeIF4gADxlvCY8JrwNvA28JrwDPCwvCzvAO8AL8sjwMvywsJ4C3gSeHt4XN4enhs3PCS8WLw8PD68PDwlPD48PjwlPDBPCe/75UF5Nng3eGFemHeDl+Xd4FXgZXlZXgVeGM/nXXkpeCl4V94M3pW3gzeDN4O3g3eIl4WnhUeCR4KnhdfztPAe8Hpez3uwe+U75GvjU+Rr43PjxlfHt8enx9fI18inxyfJp8fnyJFPlc+OL48Pjw+PL48vlC+P75MvlC+U75Mvlo+LT5BvkE+Qj5BvkG+Qj5Dv1A7MjtGu0Y4Rb7ZrtGvEm/EM8Ga8AjwDPAO8ArwNPAi8Cbycl/Mm8Hy8Cbwiz8fz8Yo7U746vkU+Rb5FPkY+RT5FPka+Sj5Gvku+Sr5Kvks+TD4rvj8+P74/PkA+Pz4/PkA+Tj5Avk4+Tj5Ovk4+Uj5UPlO+U75TPlO+QT5TvkK+Qb5BvkK+Lz5LPkg+Sj5KPkg+RD5IvkQ+RD5EvkS+QLwFvC4vAK/Lu/IC8ALwrrwGvAa8KS8Ab8oD4wXgBeCB8QjwwHgCeAR4BHgCeAd8rXyafK58mnycfK58rnycfKR+Xb/ah8qH6lf7TP1qXymfKZ8pXylfId8oHygfJh8mHyhfJR8oXyRfJV8lXyTfIZ8lHyWfJ58nHyUfKB8lXyYfKB8oXyZfJJ8q3yzfKt8sHy7fKt8qHy6fLZ8tHyvfKh8rXyrfKt8qXyqfJF8q3ySfJJ8k3yRfI98mXyifKJ8oXygfLV8oXywfLR8tX6yfjffFy/GsPCsvx4vAy/FG8CLwIvBG8Or8gD/f7/f7/Xw//Of7ef3wH/7z+sm7HTsyOzQ7Mrs+OzQ7NLs+O1G7PjtQO1E7UTtQPK9f1w/Ar/4B+OF+9a/+4X74D/f7+uE//Pf1+/1uP/t3/+6f/dv97F/ut/vtfrlfcGdqF2nnaRdpd2jnaedpd2inyEfK98rnyvfKB8vnyufKB+sX88H6yX6xX+wn+818sny0fLV8tXy0fraP1s/2s3/2z/bL8aLwoPCa8KDwEPCa8JrwEPAM8BDsMvEM8AzsMu0a7TLtMO0a7RrtMO16+HL5cP3m3+zD9aN9uH60H/2jfzTfrV2h3aEdoR2h3aGdod2h3aOdoZ2h3aPdqF/tR/9mv9mP/sV+tO/WL/aL+W75Wu027SjtOO047SjtDO0o7QbtDO0M7QbtCPGQ8LQ8Lk/LG8Dj8ri8AbtWvAE7VrtWu1Y7VrtLO0W7TjtPu067UztPO0+7Uzzf7hRPx/PxfDwdL+ftvJ7nxfPi9TtRvH73aidqJ2r3ateGt4SXgaeBl4EX5WngaeBFd6l40R2qXapdqh2qHZ8dqV0pHpQH3ZXigXeleBd4YB6Yd4GHYedgF7Z77sJ2TnbP3XPnZCdk52QnaydkJ2Qna5dqJ2s3a5dql2o3i8fhF/wJf7uf8Mf77X67H++n+wV/vZ/w1/v5fsKf8Of7EXeWdpV2n3afdpV4964Sz8a7eTfPxhN+nflK84XmK82Xmi80X2i+1Hyt+VLzxeZrzdeaLzZfbb6+fIX5GvMV5kvM15ivMV9ivsx8nflC82Xm68vXmC8wX2K+yHyZ+SLzVebLzJeZrzJfZ3CmcJ1wpXClcJ1wpHCdcJ5wpHCkcJ5wp3CecKBwp3CncKBwqHCgcKNwqHCocKNwq3CmcKlwn3CpcKpwn3CfcKpc4UThTOE+4TrhVOFY4ULhWOFa4ULhQuFa4UThMOES4S7hLuES4QrhEuHkyMG5wcnBZcmCm4LLgnuCm4KbgnuCU4J7gsOCU4JTgsOCk4LDgoODk4KTgoODW4ODgzuEW4NbgzuEI4QLhDuDA4QDhDuDc4I7g1uCc4JzgluC+4FbgjuC+4H7gTuCy4E7goOCy4HLgYOCA4KDgkuDA4IDgkuDi4JLgxuEi4KLghuEq4MbhLOEq4Org7OEk4Q7hIODW4RbhIODu4ODg8OCu4MLCvoH/bhX0Cvox/21H/cc+mt/7Tn0EXoOPYs+Qh+hZ9GH6Fn0O/oQfYh+R/+i39Ej6V/0L3okPZB+Qv/tu323//Z/z6Zv06Pp0fRt+jB9mx5OH6YP08Ppx/Rwejr9mH5MT6c/09Pp6/Rn+jN9nV5NX6eX06vp1fRy+jW9nP5Nv6Zf07/p0/R2ej59nD5Oz6fH02/pw/RV+ip9mF5LH6Yf02vptfRj+i/9mP5M/6X/0p/pxfRnejW9mF5Mr6Yn06vp1/RkejL9mt5Mv6ZP05vpzfRp+jL9gj5Bj+0T9H2P7bF934P7vvf24B7ce3sIPZo+TA+mB9OH6bf0MvoaPY+eR1+jD9LX6I/0Qfog/ZE+SQ+h9/YV+gq9t7/QV/sFvd/7/YIe2xPq8/R6+iI9lL5JH6i/08/pB/QMegW9jL5EX6On0evoifTTHqxH0BvoBfQNer2X9gf6vI/2BHpo/+wL9Et6Ib2UXkovpHfSC+lj9E56J32M3kgfox/RG+mN9CN6G/2InkJvo7fRU+hT9BT6b5+iT9F/ew/9t5/Qe+g99BN6E/2EfkNvojfRb+hB8Ij4RDwjnhGfiM/EJ+IXLeI58Yt4RzwnnhPviP/EO+In8Z/4T/wkvhQ/ia/El+JL8ZX4VHwlHhOfik/FY+Jb8Zj4TXwrvhW/iYfFP+Ib8aP4UXwjPhTfiFfEh+JD8Yr4Trwi/tAhXhN/iC9UiLfEF+IHDeIp8YP4QIF4SXwg/s8fHhJvigfFe+I98aB4STwonhQviZfEk+Ip8aR4VDwlnhKPirfEo+JX8ZZ4S/wqXhO/ipfFa+I18bL4Trws/hbfie/E3+JD8bf6GR+KD9XP+FE8Cj4Ff4I/wafgQfApeBU8CB4Er4IPwavgV/Ah+BD8Cl4Ev4JnwYvgRfAs+BE8C74FP4IfwbfgSfAteBc8CZ4E74IvwbvgX/Al+BL8C94En4PXwcfgY/A6eBm8Dn4HL4OXwe/gZ/A7eB78DH4Gz4OnwfPge/A0eBp8D74G34P3wdfga/A+eBu8Dx4Ib4O3wQPhb/BA+CD8Df4GH4THwW/iMfGGeEM8Jp4Qj4mvxBPiCfGVeEF8JX4SL4gXxE/iAfGTeEc8IB4Q74j3wzviF/F+eD/8Ip4Pv4hPxPPh+fCJ+Dx8Ih4Rn4fPwyPi7/BC+CH8D/4HP4TXwQ/hifA6eB08EX4HT4Qvwu/gd/BFeB58Ed4Iz4PnwRvhe/BG+CN8D74Hf4T3wR/hkfA+eB88Eh4Ij4RPwgPhgfBJ+CC8K/4Vb4o3xb/iQfGv+Fk8KB4UP4snxc/qZTwpnlQv41H1sr6LR8Wj6rv4VX1Xj/Or+FU9zsvq8Z7Hy+Jl9Tz+Vs/rgfwt/lYP7Gc8Lf4Ur4o/xYviVfGqeFF8Jl4Uf4nPxGfiL/GM+Ew8J14Vr4rnxLPiOfGfeFY8K/4TH4v/xJfiY/Gx+FI8Lr4Un4rHxePiU/U0n4pv1dM9zbfqb74VD6u/+5uH1ef4JTwTXgmvhGfCD+GZ8E34IfwQvglPhG/CO+GJ8ER4J3wR3gn/hC/CF+Gf8Eb4JzwU3ghvhIfCH+Gh8FH4I/wRPgqPhI/CS+GR8Eh4KXySPtkj+2bf7JH9skf2w37ZL/thf+yHva8/9sfe1wt7X//VC3th/9X3+q/e1vf6Xm/rcb2tp/W4HtfT+ltP62P9rb/1sb7ma/G0eFs8LV4Vb4u3xaviWfXNftkze2a/7JX9sj/2yl7ZH/tif+yFfbEv9sI+2Av7Xh/sg32v3/W9Htfv+l2P6716XH/rvXqv/tYD6G99rQfQA+hr/cxb4C/wYl7MX+DH/AU+Az/mx3wGHgKfgdfAQ+Ah8Br4CLwGfgMfgY/Ab+Al8Bt4DrwEXgLPgZ/Ac+A78BP4CXwHngLfgffAU+Ap8B74CvyXB/MV+Ao8mKfAg3kvT4GnwHv5CbyX7/IT+Al8l5fAd3kuL4GXwHP5CDyX3/IR+Aj8lofAb3ktD4GHwGv5Ma/lw/yYH/NhXtzHehqfi8/V0/hXPa238a/4V72Nn9Xb+i9+Fj+r/+pl/Vfv62W9rPf1Xb2vH/ZdfVc/7PF+2CN7vMd7ZM/rkX2y5/W8PtkD+5mv1QPga/G2egA9AN5WL/O2eFa93Ms8Kz4Wj6u3+Vh8rN7u5d7uvXq5l3uvHkDv1dv9rrd7Xb/rd72uD/a6/tcH+2D/64v9ryf2xb7YE3tlT+yNvbJX9saeySvgd57ndx7L8zzPY3ktj+WzvJbX8lk+zJ/gQfAf+A88CP4CD4IPwV/gL/Ah+Ax8CF4En4HPwIvgNfAi+BG8Bl4DP4LfwI/gSfAb+A08CZ4DT4IvwXPgOfAl+A58Cd4E34HvwJvgPfR0r+Nx8bh6XW/zH/gLPAYeA3+Bt9Drerr/9XR/97/+1989sb/7XE/siX2uN/IKeJ5fwPN8zy/gF/A9z4DveSvPgGfAW/kGvJX3+QZ8A97nw3ifv/JhfBh/5av8lX/AV/kq/4Cn8g/4n6fyVP7nHfBu+De8Fl4L/4avwr/h4/BV+Cp8HB4LH4enw2PhsfB0eC48Hd4Oz4Xnwtvhv/B2eDz8F/4Lj4cPw+Ph9/Bh+DD8Hr4Mv4fvw5fhy/B9+DS8Fx4M34YHw4vh2/BteDE8HF4MP4aHw8Phx/BmeC2/5Xme57d8z295Lt/zPc/lrTyX7/JW3sp3eZ/v8l7e533ey195Lw/mr/yVB/MPeDD/5R/wD/gv//Nb+DV8Fj4Lv4a/wq/hz/BX+Cv8Gd4Kf4Ynw1vhrfBkeCr8Gn4Lz4bfwnfh2fBs+C68F97IO/kn7+TBwHgBPBgfgBfAC+AD8An4KXwVfgm/hK/CM+Gr8Fh4JjwTHgvfhMfCc+Gb8E14LrwTngv/hXfCO+G/8E/4L3wY/gn/hA/DQ+HD8GV4KDwUvgwfhS/Dp+Gj8FH4NLwUXgA/gH/yT34An/MD+AJ8zud8AV7KF+AP8FJeyh/gp/wBHgE/5ac8Al7nEfAGeJ3XeQN8lDfAE+CjfJQnwEN5BfwCPgGfgF/AC+AX8Ax4AbwAngE/gGfAN+AH8AP4BnwBvgEfxhfgC/Bh/AE+jK/yB/gDfJVHwFd5Ko+AR8BTeQM8lXfAG+AN8A54AryRf/JH/snn/JE/8jmf5HNeyif5JC/ll7yUn/JLfslP+SY/5XW+yTd5nWfyOh/lmTyTj/JKPspDeSWv5KE8kv/DB+L18Hr4QPwbPhA/iH/Dv+EH8XH4QXwhPg4fhy/E0+EL8Yd4Ojwd/hBvhz/EK+Lt8HZ4RTweXhHfiMfD4+Eb8Xv4Rvwjfg+/h3/E9+HJ8Hn4OnwdPg9/hzfyR77IF/kj/+OPfJL/8T8+yQf5JL/kg3yQX/JDfsk3+SE/5Js8kW/yTJ7IE3kmL+SZvJIX8kJeyQN5JY/kgTyQR/I+ngx/hs/Dn+HX8Hn4PPwang+/hmfD8+H58Gx4Pzwbvg3vh/fDt+EB8W14ODwgHhAPhxfEw+Hl8IJ4QbwcnhAvh5/DE+IJ8XN4Q/yO5/FEnsfreCJP5HX8kNfxX/yQH/JfPM7bvBcP5L14HA/kgTyOF/I4PscLeSGf43c8HN4ML4c3w6Ph5fByeDS8Gn7I43yQx/mbD/JB/uZ//M3f+B//4288AN4TL4mPxEfiJfGQ+CL/43t8j//xAHgbb/M+3sfbPJD3wrfh2fBq+Dm8HD4Fj4KHwevgc/A/+CG8EF4J74rPxb/q677W3/gq/BReCy/kdzyRf8O74fXwMXgZPAweBi+DT8HL4GfwKfgU/AxeBT+Dp8Gr4FXwNPgVPA2+Br+CX8HX4FnwNXgbPAueBW+Db8Hb4G/wLfgW/A3eBX+Dx8G74F3wOPgXO559zy5nl7Pv2dPse3Y/e5o9ze5nX7P72QHta/Y1O6DdzQ5o77O72d3sfXY2e59dz85mZ7Pr2dXsevY7u5pdzX5nL7Pf2e3sZfYyu52dzK7dt3u/9/t2t+7bvbtbd+ve3f29u3N3f/d37s7v3D278zu/Z/d9z+7Yfd/3HbtXd+z+YK/u1f3BTt0f7P9O3an7v4fteXY+O5odzc5nb7Pz2QPtbfY2e6A9zh5oH7TH2ePsg3Y6+6C90E5np7MX2uvshXZCe529zk5on7MT2gXtc/Y5u6Adzi5o/7PD2eHsf/Y3O5q9zZ5lz7K32bvsbfY4e5e9yx5nB7PH2ensYHYwO51dzE5nr7OL2cXsdfYxe519zj5mH7PP2cPsc3Y4e5g9zA5n/7LD2c3sX/Yvu5ndy15hv7CLd/F+YYewX9gzZNgl7Bl2DRr2CLuGHQOGfbxj2C1Y2MO7hZ3CHt7DO4UdvFPYJ+zgHbxP2L97q33WrmpXtc/aXe2zeNruanfF03ZbPI2v7bZ2W3yNn/E1vouf8TO+i5/5Lr7mZ37ma17ma57mZV7m6f0WT++y9lv7rV3WHmufsFPYN+wbdgp7h53CbmHvsHfYLewgdgs7hh3EDmLHsIvYMewadhG7iF3DPmLXsGfYR+wj9gx7iD3DfmEPsYfYL+wf9gt7hf3D/mGvsHvYFe2M9jx7np3RzmdntE/a+ex89kl7oH3SXmkPtAfaK+2D9kr7pX3QPmi/tBfaL+2W9kJ7od3STmi3tFPaCe2Edkq7oJ3SbmgXtAvaDe1/djv7nR3Rjmi/syfa7+x69kR7ol3P3mjXs/fZG+2N9j47pL3PDmiHtEPaAe2SdkC7n13SLmn3s0fa/ex79kh7pH3P7mjfsx/aHe2O9kP7ot3FXmI/sZfYSewn9hM7ib3DTmLnsHfYO+wc9g37qZ3V3mpvtbPaZ+2sdlj7rH3WDoun7bB2XDyNp+24+NqOi5fxNb7Gy/guXrbn4rv4rj0XX++59lp8zdd7LZ7ea+20eJqnd1p8bG+wO9gL7AV2BzuB3cHOYCewE9gZ7AN2BvuCfcA+YF+wC9gX7Ap2AbuAXcEeYFewJ9gD7AH2BDvYnmBHsIPtYDuCfboj2PV9uk93fZfuBXYCe3SP7gR26E5gH7BDd+g+YM/3AbuAPd/zXcD+3AXsAfbn/twD7M49wA62O3fnDrY3d7B9ujf35j7dmft0l+7MnblL9+WOaE+0Y9ox7Yn2TXuivdG+ad+0N9o/7Y12SPun/dMOaR+1Q9ol7aP2Ubuk3dQuaY+0m9pN7ZF2Unuk3dFOaie1O9pB7Y72RTuoHdS+aO+0a9o57Yp2RTunndHOaRe1M9oZ7aL2SbuoHdU+aZ+0o9or7aj2VXulvdK+ar+0r9pT7Zf2S3uq3dKeai+1W9ot7aV2SnupPdNOaae0Z9of7f1u3RvsDXbr7mC37v7uYHew+zuD3d/5ncHOYOf3BTu/7/uCfcG+7wr2fa/uCnYFe3VPsFd36p5gT7BTdwQ7dQ/bEewI9rD9wK5qd7Vr2jXtrnZOu6vd1s5p57Tb2kXttvjZLmoXxc92VPyMn3dUOyp+3lfxMy/vq/ZVvLyn4uX91p5qT7Xf2kvtt/ZYe6m91B5rD7Vj2jftp/ZT+6ad1b5p/7Sz2lntn3ZY+6d91A5rh7WP2nHto3ZTO64d126Kl+2mdlK8jJftpPZcO6kd1J5rz7WD2mvtoPZXe6291v5qp7XrO4LdwG5gR7Af2JV7cg/uwT25A/fkjtyBO3BH7r8duR/33/7bj7tvP+7G3bf7duPe2407ce/tvZ2483biPtx5O28f7rt9uAv33b7bhbtuV7Iz2VvsLXYm+4udye5kf7G/2J3sMXYnO5Q9xh5jh7LP2KHsUfYZ+4w9yk5jj7I/2WnsNPYnu4z9yd5kl7HL2JvsMPYm+5Idxg5jX7K72GvsN3Yhu5D9xk5kv7Hn2InsRPYcu5E9x75jN7Ib2XfsPXYge5A9yR5k97En2ZPsPvYju4+dx35kP7Lz2HXswn24F/fiPtyZ+3An7syduRP35k7cjXtzb+7G3bkb9+Pu3J37cX/uxx25P/fnjtzzHbkn93zP9+QO3ZO7cofu0F25R3cje48dyd5j/7Ej2ZHsP3Yg+5Fdx15k17Hj2IvsRXYcu43dxX5ih7Gf2FPsMHYYe4pdxp5iX7HL2GXsK3Ya+4qdxU5jp7Gz2GfsLHYV+4x9xq5ij7Gr2FHsMfYYO4r9xY5iN7G/2F/sJvYW+9eO2wHsAHbc3rXjdnzv2rt2fK93fPfa673evXZ699rvnd7p/d7n/d7tfd7n3d7l3d5vu7zL+22n7be9ttN22l7bZ7uJHcXuYfewo9g/7Ch2FfuH/cOuYg+xq9hZ7CH2EDuLfcTOYl+xj9hH7Ct2EfuKPcUuYhexp9hB7Cn2EzuIHcR+Yu+w2/bbnttz+23f7bfd3nf7brd33m7v987befu99/Z799p7e2/32n27147vvt234/tvx3fc/tt/O24H7rj9awfuwP1rD+5Z9i67kl3J3mVnsnfZwexMdiY7mN3JDmYXszvZnexidii7mH3MDmWHso/Zo+xj9jB7lD3KHmZ/sofZv+xP9if7l73J/mWXsjfZm+xS9iU7gL1rl+2yvWuP7V17vcf22F5Xc+31TldzVXPtdBXXTu9zFVcV1z5Xb+3zLldvVW/tctXWLu+0qq2qrZ1WrbXT9lm1VrXWPqvS2qnsVnYyO5ndyl5mt7Jj2cvsZXYsu5ody75lV7Or2bfsbPYtO5edzc5m57K72bnsWnY3u5tdy75m17Jf2dfsa/Yre5r9yl5lT7On2avsZ3bZHqvKqsraY9VYe6yaqxqrGquaqwqrmquKqwqrCquKq/qqiqt6q/qq+qp6q+qqeqtqq+qq6qpqq9qqaqtaq9qq2qpaq8qqWqs6q8qqyqo6q6pqF7IT2ansVHYiu5WdyG5kt7Jb2Y3sWHYjO5Idy45lR7Jv2ZHsSfYt+5Y9yc5lT7If2bnsXPYju5b9yF5k17Jr2YvsV/Yi+5T9yn5ln7JX2W3sQ/Yie5F9yD6lSqpaqvqqWqpqqvqq+qpqqgqraqp6qgqrCqt6qoqqCquKqhqriqqaqhqrGquaqrqqCqoaqtqqGqoqqtqq2qoqquqqKqo6quqq6qo6qkqq2qrKqgqqCqrKqvqpyqqqqvqp+qmqquppf7WD2j3tnnZQe6cdyJ5kR1J1VSVVfbVf939/sKfZz+xy9je7mR3O/t29O3j3skvZv+x7djz7IT62y+Lp/dFuaKe0M/flXtxD7Zn2Uvtu1+25/bbb9lo1VnVVVVa1VpVWddZ+3R/s3t27P9jB+4Mdu4N38I7dwzt2z+7hPbxn9/Ge3bn7eB/v3D3Czt27e4Q9wt7dJezdfbtL2CXs2x3Cvt21O4Qdwq7dxVVHVUrVRdVFVUpVSdVJ1UpVRNVK1UtVRFVE1UvVRtVL1UzVRtVG1UzVTdUzVTZVMVUxVTbVL1U2VTrVL9UvVTpVMlU6VTxVMlUyVTzVNFU81T3VNNU01T3VN9U9VT7VN9U3VT7VOVU+1T7VOdU51T7VO1U41TnVONU41TlVOdU51TtVOVU51TvVOtU+VT7VQNVAVT5VQVU+1T1VQVVB1T1VQNU9VTxVQFVAVTxVP1U8VTpVP1U/VTrVPFU6VTbVPNU8VTZVO1U21TNVO1U71TPVNtVN1U7VR9VOVU7VR9VHVU5VSFVOVU1VSFVIVU1VTNU/1UFVPVU91UFVO9VBVUNVO1U7VUPVPFVD1UTVPNU81URVP9VEVUZVP1U/VUZVQFVGVUVVQFVAVUVVQVVF1UNVQVVB1UPVQFU01TdVNVU11TfVNdU31TnVNdU11TlVONUx1TTVMtUy1TRVM9U01TdVM1Uz1TdVNNU01TFVMtUx1TBVMlUy1TBVMNVI1UnVQtVJVUTVQtVCVURVQtUs1S1VLtUt1S9VLlUu1S/VLtUvVTLVLtUuVTJVL1VLVUdVTFVMVUdVSFU9VTtVN1U3VTvVNlUs1SxVLVUt1SxVLlVLVUpVR1UwVS9VMtVN1UfVRtUv1S1VMVVCVUTVP9U/VUTVQVVE1UbVQdVB1UZVQ9VG1UdVQ1VD1UfVRNVHVUjVRNVEVUhVRlVIVUdVRlVGVUdVRVVH1UVVRVVF1UXVQ9UlVSNVG1Uj1SFVG1Ub1SHVF9Uh1R/VF9UX1R/VHVUl1SBVJlUm1SBVIdUgVRxVIVUhVRzVHFUcVRjVHNUcVRhVGVUY1RNVGVUZ1RPVFNUTVRDVFNUUVRDVEFUQ1Q7VENUQ1Q5VD1Un1SJVJVUl1SLVINUiVR7VINUgVR5VHFUe1RlVHFUc1RlVGNUZVRZVGFUYVRbVE1UWVRLVE9UTVRJVEFUS1Q9VEFUQ1Q/VDlUfVSDVHFUgVSLVHNUcVSJVIVUiVSRVIVUhVSTVJNUn1SlVK1Ur1SnVK9Up1SdVJ1Un1SfVItUn1SPVItUi1SNVHtUj1R5VHlUe1R7VGdUeVRvVGdUZVRtVFlUb1RdVFlUW1RdVEtUX1RVVElUS1RXVD1UX1RjVFNUYVRrVFNUUVRpVGVUa1RpVGVUZ1RrVG9UQ1RbVFNUU1RZVF9UX1R3VFdUV1R1VHdUj1SjVHtUo1SbVHtUe1SbVJVUh1SRVJlUm1SRVKFUTVRTVEFUUVRXVENUQVRXVFlUP1RLVENUQ1RJVE9USVQ/VEdURVQ9VEVUf1RzVG9Ub1RxVGdUlVRvVHlUr1SrVJ9UqVSrVJ9UnVSrVI1UqVSnVI9UjVSnVKNUI1W81XP1Wu9VwNVztVrHVbtVaxVaxVWu1r1Kr2mpYVVttUA2rhlUbVPVqg2q0qlf1arRqrEaredVYNVbzqrOaVw9UnVVn9UB1QPVAda8OqA6o7tUE1b1arSaoJqhWqwaqDara6oOqtgquPqg+qIKr42qEargqoRquYqsSqhKq2Kq3iq3uVW/VW92rfnWvHqj6Vb96oKqgeqCaVxVUFVTzarRarB6ryCqyeqwqq8fqs6qsKqvP6rT6rA6oTqvT6oBqgeqAaoJqgWqBaoKqgWq02qCqoNqg+qCqoKqg+qDqVx9UxVW/6lfFVW9VXLVQ9Va9VQvVC9UH1XFVXB1XIVTFVXEVQnVClUO1QnVDtUIVQ3VDdUMVQ1VDFUNVQlVDVUNVQjVDNawaoEqtUqsBqgKqAarGqoCqgKqxClY1VqVVsCpYVVpdUJVWCVQXVBdUCVQRVMOqejVANUBVrxqrfPWvLqj+VQfVBdUFVQdVsOqvCqwGq8CqsBqsBqvCarEqrBKrxWqxSqweq8SqsXqsHqvG6rJqrDqry+qy6qwOqGaoSqheqF6oSqh6q9CqtNqsNqvSqrE6rTKryiqzmqwqq8pqsoqsglUdVAVUBVQdVKnVCFUJVQpVCVUMVQpVClUM1QrVY3VZfVaf1WV1QJWvLqgyqDKoLqgiqAKrw6qwOqwaq8KqsGqsEqvV6l7tq311r2Kr4uqEqoUqtEqgKq3+1WvVQfVazVYdVB1Us1VqNVvdVqlVanVb1Va3VW5VW9VWuVVwVVe1q7vqrmpX76pd7eqqAqjiVVsVV8VVbdVb1VatVW/VW7VWrasAql7Vu+pV7VXv6l3tVXlVu6r7quKqd5VX3VW9qr5qr2qr0tVa9at6q+aqueqtaldv1bpqV+1qXe2i5qrOqrFqrDqryqiwqKuorKirqKqorKisqKqoqKiyqLGotaixqLBgUVlRT1FTUU1RU1FduaK2orqi2rJFrUW1VZ1Ra1FrVWfUXNRaVFbUVlRW1FLUVtRW1FJUU9RSVFFUU1RTVFHUU9RcVFrUWtRaVFpUWdRRVFFUUlRR1FJUUlRS1FJUVlW5SqPeqtKotqi3qLeotqiuqKOopKioqKiopKisqKmor6iuqLaqtOqsOldlKq6qTL1FxUXFRb1FnUW9RXVFnUWdRXVFfUWFQo1CLUONQp1CLUMtQ51CNUPVQr1CDUO9QrVCDUMNQ7VCpUL9QvVCZUL1Qu3ShcqF+obqhpqG6obahpqGmobahsqGSoY6hsqEOoYqhsqEyoQqhgqGyoUqhcqEKoXqhMqEyoTqhLqEuoSahMqEmoR6hMqEyoR6hFqEaoSKhFqEioSqhFqEWoSqhMqEqoUahrqFuoUahpqFqoaahrqGuoaahsqGyoTahEqG2oT6hEqGSob6hAqFGoaahoqGioaahqqG+oaahgqHCoeahhqHaoRahEqESoRahDqECob6hcqECoVahkqGmoUahoqFioUahlqFGoaKhlqFWoWKhjqFioZ6hjqFOoV6hmqG6oEKghqECoI6ghqEGoQ6gnqCaqQiqR2oSGqS2oHagZqkqqAmqUuqCqoK6pKag7qkNqk5qDmoTaqTGoMKg+qDCoPqguqD6oPqgsqCuoLagiqE2oL6giqEKoT6gjqDOoBqgJpTDVAPUHNqTj1A7UE9QE1A7UHtQU1AZUB9UpnULpVJVVK71C5VST1Sw6hUag8qlepTe1B7UH2qlkqDCoQ6gzqDCoQqhGqDeoMKhHqDWoMKhAqEWoMqg0qAKoAagSqACkaNQI1ABaNOqQ6oDagaqA2oC6gaqBqoC6gKqEdqkdqlFqlDapfapQ6pWOqQ6kXFUrFUL+pN/VK3VBLULfUBlQSVBPUB9Ur1UsXUH1QxlQL1B/UHlQLVAnWm1lSeWlO7qDyVp3ZRf2oX9Ub9qT/1RrWpQ2qQ6kUNUn1UL6oX1UflUStQJVBxUCVQIVBxUHFQIVDHVJuKU7NUnPpFzVKz1C9qjhqC+oGqg/qByoGqg6qDyoG6gaqDyoMaghqCyoMqgsqD6oOagpqC6oPKgrqCKoSKgiqEGoSKgoqCGoR6gpqD6qTuoDqpOXUHdQc1p/agDqDm1ADUANScqlNzKpSqU3UqlCqlOqBqoFapVaoGak/VQCVB7ak9lQT1SvVBBUKNQY1BBUKVQX1Su9QotUuNQI1So9QI1ClVARUBVQNVAxUBNQIVAbUANQI1ArUAlQA1R91RwdQdtUcFU8HUHnUCtUf9USdQJ1B/VCDVSO1AJVKJ1A5UIbUDdQJVSBVSJ1CB1C+VBDVMJUHFQQ1Tw1Qc1DHVS/1B5VJ/UHtQuVQutQdVS/Wi8qg4Ko7Ko+qoN9VGtVJtVABUK9VKBUDdqQCoNepO3ak1Kk3dqTSVp/JUmjpTK1BxUC9QcVB1UC9QL1B1UDdQM1B/UDFQMVB/UC1QPVCDUDNQM1CDUH9QGVDDqD2oNKg2qECoYGqWmqPa1Cz1p1qpWOpNTUE1QeVBNUEtQeVB5UEtQRURlijsUJiksENhiMIkhUkKQxRWKcxUWKqwV2GpwlaFvQp7FbYqzFbYqrBWYbbCbIW1CsMV1ioMVhiuMFxhsKixMFhhs6gxaixsFnUWNiusFnVGnYXVosphtcJoUWWqHEaLSgujFRaLSqPSwmJRZWGxwlxRZVRZmKuwXGGuwliF5QrLFcYq7FYYqzBUYbfCboWhCpMVhiqsVJisMFlhpcJUhZUKCxWmKkxVWKiwTmGhwjiFdQrrFMYpDFIYp7BMYZDCIIVlCnMU9ijsU5imME1hn8JIhTUK2xT2KOxR2KawT2GOwjKFMQrLFHYpjFEYo7BLYYrCLoVNClMUpihsUhiisElhkcIQhSEKixRGKWxTWKMwTGGNwhaFYQrDFLYozFLYorBEYZbCLIUlCpMU9irsVJipMEphlcIQhXkKExUGKgxUmKiwUWGiwkyFjQobFWYqjFSYqbBTYaTCSIWdCtM0vTLVMk0z1TLlMk0zTTPlMm0z5TIVM20zbTMVM50zFTM1M50znTM1M60zNTNFM60zrTNFM+UzRTNlM+Uz5TNlM40zlTMFNI0zjTMFNOUzdTRtNO00bTRNNO007TRNNLU0TTQdNLU0tTQdNI00HTQVNI00jTQVNP0zlTO9MwU0BTS9MyU0vTPdMyU0JTTdM1003TPtM100XTTtM2U07TMNNGU0ZTQNNK00DTQtNK00rTQtNEU0tTKdMiUznTKNMiUzJTONMvUyjTJVMvUy9TJVMs0yVTJFMs0yzTJFMiUybTVdBQZgumpqCgwAGICpKbDY1NR0FFgMLDYdNbU1HTUNNbU1tTUNNd00rTRFNL00RTRVNL00vTRVNOU0VTSFNOU05TSFNJ005THNMX0yzTGNMX0yfTKNMU0yjTFtMU0yTTJtMS0ybTFdMS0yLTJdMf0wHU8lTFlMJUwnTFlMWUwnTGFMJ0wrTGFMYUwrTGVMK0wxTGVMZUwxTDNMi0w/TIVMP0w7TIVMhUw7THtMO0w5THtMe0w5TDVMPU0/TV9NP01FTV9NX01FTW9NRU1RTW9Nb01Rgc2mqKapwGZgs2mqKatpj6mGqY6phumFqY6pjumFKY3phamFKY0pjamF6YyphSmF6YzpjCmF6YsphWmE6Yvpi2mEqYpphCmEqYqpiimEqXjKnWanIKbZqXYKYgpiqp2KmGqn26mIqYjpdjpiup12pyOmI6bdKRgMB9OBRcF0YDuwKFgUbAcmBduB+cCkYFIwHxgYmA8sCAYGBgYWBBMAFgQTggkAEwAmBCuC9cByYDpYDswLTAfTwbzAoGBeYDcYFAwKdoPlYDfYDSwHy8FuYE2wG1gN1gRrgtVgTLAarAbGBGOC1cBksCEYECwAGBDsBxYALADYD2wK9gPrgU3BpmA9MB2MBjaDKcFmsC4wJZgSrAtsCdYFZgNbgi3BbGBOMBuYDeYEc4LZYE8wGwwHe4I9wXCw6DTS9M/00fTPNM/00fTRNM/00DTPFM/00PTQFM/U0BTPlM7U0NTQlM7UD5gAsCLYALAi2BFsANgAsCMYAbAjmBGMABgBMCNYATAj2BCsAFgBsCFYgGmQ6ZAplemQ6ZEplSmV6ZFplemRKZNplWmVKZNplymTqZNpl2mXqZPpl6mTqZTpl+mXqZTpmKmU6ZXpmOmY6ZVpmqmdaZjpm2mYKZjpm+mbKZipmymY6Zapm6mb6ZbpmemWqZXpmemZqZUpmamLaY2pkWmNqY2pkamRqY3pkqmN6Y7pkumS6Y5pk+mOaZBpk2mTaZAplWmmaazppummaayprWmsaaapqmmmKaapqqmqKabpqSmmqaTpqempqaQpqKmkqaMpqCmoqaNppymn6aQpqemkKaUpqSmpKaVpqSmlqaZpqWmpqaapq6mmqaepq6mrqafpq6mPKZYpkSmRKZZplqmMaYbpjWmG6YbpjemN6YYpjumGqYcpjimOqYfpj6mHaYjpj+mPaYgpkGmIqYkpkCmQqYmpiymPKZSpj6mPKZQplmmuKS4w4hTXlBYYEYw4pQXGm9KawgLjgfGmsMAATGVNZ4HhprOmtcBwYLhpLbCvaS0wGdgX2BeYDAwJJgOjgSHBkGA0MOV0xBQ8PTEFT8PTE9MT0/AUxTQ8HU9RTFFMx1MW0+80xVQ8FU9TTFWAzaaswOgpq6ksMBqMnsoCw4ExwWSwJJg8zQWWBEtOc4ERpymm32mJ6XfqnZaYlph6pySm3il3SmJKYsqdgpjymD6ZQpm6mBqZAgEDMIU1bTWlM4Uz9TOFM10z9TP1M10z1TNdM1Uz1TPVM1UztTNVMy0ztTO1My0zDaP30GXoN3QZegn9hn5DL6Gn0EvoGPQUegodg75Bx6B/9Q36Bv2rg/WvzutgHazzeq/zegG91/sgeg/9iN5Dv6Ef0Y/oN3Qc+g09hY5Dx6Gn0FXoKfQNugpdhb5B56Bv0ME6B52DDtbDOljv9bAe1nvdqjvRg+hW9CD6kSM6Ev2IjgOHnkPHoatQoa/QVegcOOgddA56WO+gd9DDunganSanYNPktFicLqfFaS435U1z07qe1qa1Dmtam9Z0WHorHZbeqZO+SVelz9Jb6bP0XHorvZWea0rTc03vKW1Km95T3fSe4nBT5hQ3NRqnR32ELkIvoYvQK+gl9BJ6BR2DXkHn6hh0DDpX/+pcvap/9a9e1Xm9qhPQeZ3XCegFdAL6Ui+gF9CXulNHoWfQL+gZ9K5+Qb+gd/Wt3tUd6Ft9qzvQF+gOdKm+QF+gS3WoLtWDOlSH6kH9pwf1Lv2n//Qundad+lL36Uu9p/t0n97TbXpPr3WbbtNrKS5cUlxSWtJUUlpSU9JU0lRSU1JOUlPSS1JOUk7SS9JH0ktSRdJH0kdSRVJCUkVSPlJCUkJSPlI8Uj7SOFI8UjzSOFI50jjSNFI5UjnSNFI20jRSMlI2UjZSMtI3UjLSMtI30jfSMtI70jJSN9I70jtSN1JAUjfSPVJAUkDSPdJF0j3SQ9JF0kXSQ1JM0kNSSlJMUkxSStJSUkpSUdJS0lJSUVJZUlHSV1JZUlnSV3pN+kqn6TW9ptP0nU7Tc/pO3+k5PanndKSe1JM6UhegI3UwXYAuQAfTdx1Mp+q7vutU3atT9a7u1b16V8+g19BR6Cd0FPoF/YR+Qr+gW9Av6Fvdgm5B3+pZfasv0LN6Vl+gJ9AX6FA9gZ5Ah+pPHar/9Kf+1H86U281pU1rU9q0N61Na9PelDftTZ1T3pQ3dU6XU+fUwHQ5XU4NTMGmBqYHpmBTsOmBaVQfotfQbeg19BO6Dd2GfkI3oZ/QLegmdBO6BZ2CbkHP6hR0CnpWf6Bn9QT6A/2BnkBHoCfQnzoCHYH+1AdMBUwLTBFMC0ytUwRTBFPr9Dq1TrHT6/Q6xU4fTLHT6vTB9MG0OlUwrU7zqYKpgmk+RU7z6dcUOUVOv6Ze+ljH6hV0rK7VK+gVdK3O1bV6mM7VuXqYXtXD9AB6Va/qAXQCegBdqRPQCehKfTklMNWnDab6VKmcQqfKqW8KnUKnvmlw6pvupsFpcLqbdk1303naNe2aztOZjkS/olvRrehX9DL6FR2NXkYvo6PR6+ho9Dt6Hb2OfkcvpN/RD+mF9EL6IZ2Sfki3pFPSKemWdFK6Jd2UTkonpZvSaemmdFs6LZ2Wbmvapdua2qZd066pbRqc2qbDaXAanA6n0OlwGmAKnUKnAaYNpgGm+7TBtMF0n/rTfYqd+lN/ip1a9Rx6Eh2JjkRPol/Rk+hZ9Cv6FT2LjkbPoqvR0ehodDX6HV2Nnke/o9/R8+iH9Dx6Iv2QfkhPpFvSE+mYdEu6JR2TbkrHpJ/STemm9FO6Lf2Ufku3pdvSb01t+q3pbWqb2qa36XB6mwqnw+lwKpwGmAqn02mAaYDpdLpPp9PqdJ/u0+oUq0fRh+hF9CG6Db2IXkS3odPQbegmdBo6Dd2ETkI3oVPQSegkdAq6BJ2C/kCXoEvQH+i//kBHoP/6ryPQD+hFdCp6FD2KTkX/olPRw+hf9C96GN2NHkaPo7vR3ehx9D56HP2P3kfvo//RGel/dEc6I52R7kjXpDvSOemadE06Jz2VzklfpafSU+mrdFz6qqlMx6Xjmsqm9lQ2xaf21J7i098Unxanv+lvWpwm9av+677u679+QF+h69Bz6Dl0HXoSXYe+RE+iJ9GX6Fn0JfoWPYueRd+iq9G36Gt0NboafY2eR1+j69Hz6Hl0PXoiXY+OSE+kJ9IR6Zh0RPolHZOOSb+kn9Iv6aX0U/opvZR+Sy+l19Jv6bf0WtObXmsKYHqb3qYApsIpgClwKpwKp8DpdAqc5tPpdDrNp9Wpg+lzypwyp8+pbvqc9qa6qW7am9KmXtOvaWz6NaWnsWlsSuusprQuS2els9Jl6Z50Wfoo3ZPuSR+lT9JH6ZX0SfokvZJOSK+kG9IJ6YR0Q7od3ZCOR7ej29Hx6GZ0PHoa3YxuRk+jY9HT6Fp0LDoWXYuuRNeiM9GV6Ep0JvoOnYnOQ9+h79B56C10HjoLvYXeQmehe9BZ6B10D7oHvYMu1jvoLPQV+gqdha5DZ6Hz0HXoOnQe+hKdh85EX6Iv0ZnoW3QmuhZ9i75F16Kv0bXoafQ1+ho9ja5HT6Pj0fXoenQ8OiIdj25IR6Qj0g3pl3RDeiX9kn5Jr6SX0ivpo/RSeil9lF5LH6XL0mvptXRZUwC6rCk9BTAFMKWnwCk9/ZoCp8Dp1zTXF+mZ9EZ6Jr2T3khvpHfSQemddFg6KB2UDkuPpcOa1nosPda0nsrTepqbylN5mpviugsdhP5B/6CD0DXoIPQIugZdgx5Bh6BH0H8dgg5B//WrDkp/pDfSG+mPdD/6Ix2Q7kf3owPS2+iAdDh6G72NDkf3osPRwehedC86GP2JDkaHoj/Rn+hQ9B86FB2I/kP/oQPRYehA9Bg6DB2GHkMHocfQQ+ggdBB6CD2CHkKXoEfQI+gS9F8f6xX0CfoEvYIuYtqbPqfO6XPKYOqcOqcMpgamDKb81MDUwJSfHpjy0wTTA9MD0wRTqR5LF6WD0kHpovRHuig9kv5If6RH0gHpkXRBOiAdkC5Ih6ML0uXocHQ4uhwdjC5HF6OD0cHoYnQouhh9ig5Fh6JP0YHoU3QhOhAdiC5Ej6EL0WfoMfQY+gw9hD5DJ6GH0EPoJHQJ0+fUwZTB1MH0nzKYMpj+U376T/spP+Wn/TTBtJ8OmCaYJpgOmDanBKYNptRpg6k/pU6pU38aNvWn1mnYNGxqnS7QQegudBi6C/2FDkOHob/Qf+gvdB/6D/2H7kM3MpV1V3osPZbuShelu9I/6aJ0UfonPZL+SYekR9Ij6ZB0QTokPZAuSBekB9Ll6IH0ObocXY4+Rxejz9HJ6GJ0MToZfYpORq+iT9Gn6FV0IXoVnYguRBeiE9Fn6ER0GvoMfYZOQyehU3UwfaqD6UZ9qk91o07UjfqtE3Wifus3/Zba0m/6TWpLGktqSxpKGksaSxpKikpv6kA9qgP1oR7Vo/pQL+pD3Usv6kXdS//SvfSZ/qV/6TN91mdSWPqsz1JYUlp6A12BzkBXoEd1BjoDParrelQv6rqu60X9qBf1L/2oH/UvXad/6bOu03X6rNdSWlJYUlNSWFJQUlNSU1JQ0ktSUNJJ0kvSS9JJUkXSSVJDUkVSRVJDUj5SQ9I6Uj5SPtI60jjSOlIz0jjSOFIz0jRSM9Iv0jTSNNIvUjLSL9ItUjJSMtIt0jLSLVIu0jLSMlIuUjdSLtIxUjdSN9Ix0j3SMdI50j3SPdI50kPSOdJA0kPSQ9JAUkrSQFJIUkpSSlJIUlFSSFJPUlFSUVJP0ldST1JW0lfSV1JWOk3KSpfpNJ2my/ScLtNxek7P6TgdqeN0o47UkbpRB9OxegNdqzfQGehaXasz0MN0Brquh+lhuq4H0HX9qAfQA+hHXakfdZ2u1JW6Tu/pQv2n83Se/tNpvatTdQc6VZ/qDnQH+lSX6lOdqEt1qU7UgzpRv+lBPajf9C79Jo2ld+ld0li6LJ0lvSWtJa0lvaUDkN7SbR2ADkC3dVy39aGO67g+1IFSR9JP0kjST9JQ0kjSSNJQUlLSUFJbUlJSUlJb0lxSW/otzSXNpd86TkpKakkaSRpJaknqR2pJWkjqR+pHWkiqRlpICkeqRqpGCkeKRQpH6kWKRYpF6kW6ROpFKkW6RLpEKkVaRCpFykRaRFpEykRKRMpEqkRKREpEqkSKRKpE6kSKRIpE6kT6ROpEWkX6RPpEWkWaRVpFKkaaRZpFKkbaRipGakfaRtpGakc6SGpHikg6SDpIikhaSYpImklaSVpJmkl6SppJukp6SnpKukp6S7pKj0lvSW/pMd3WY7qXbuu27qUP9aYe1XM916O6AmkuqSopKSkpqSqpJakqqSapJaklqSZpIakmaSJpIWkhaSIpHGkiqR4pHCkcqR6pF6keKRqpF6kXKRqpFCkaqRapFKkUqRYpE6kW6RQpEykT6RSpEukUaRSpEqkSaRSpE2kUqRWpE6kTqRVpFakVaRdpFWkVaRepGGkX6RqpGKkY6RqpHekaaR+pHakdaR8pImkfaSMpIikiaSNpJmkjaSdpJmkmaSfpKmknaSvpKukqaSs9Jm2lz/SYHtNnupdOQyeiF9GL6ER0KjoRvYpORaeiV9HD6FV0MnoYPYxORo+jk9Hn6HH0OPoc/Y8+Rw+k/9H/6IF0R3ogHZLuSHekQ9I56ZD0TzonnZP+SV+lf9Jd6av0VbqrqUx3NZWnsqlsKk9x6S3pLOkp6SzpKOkp6SnpKOkmfSZtJYUlhSVtJQUlbSXtJAUlBSXtJJ0k7SRtJJ0knSRtJDUkbSTtIzUkNSTtI60j7SNdI60jrSNdIzUjXSPtIjUjNSPtIv0i7SK1Iv0i/SK1It0itSKNIt0i3SKNIuUijSKdIuUi5SKdIh0jnSLVIh0jHSPVIp0j1SJFI50jnSNFIw0kRSPVIw0kDSTVI4Uk1SNNJIUkhSRNJPUkTSTVJPUk9STVJGUl1SRVJWUlZSVVpcukqqS5dJkuk+bScfoivZGuSG+k+9EV6Yp0Pzof3Y/eRuej89Hb6G/0QfoevZC+R6ejF9IL6XT0Ojod/YxeR6+jn9HL6Gf0MXoZvYw+Rreij9Gl6FZ0K7oU3Yn+Rm+js9HZ6G30Lnob3YveRe+ie9G56F70JzoXnYv+RG+iP9F/6E30JvoP3YgUivSKFIv0ihSMFIsUixSMVI0UjJSOVI1UjZSO1I+UjjSP1I/UjzSPNJI0j5SRNJI0kpSR1JE0jLSN9Iz0jLSN9I+0jXSQ9I/0j3SQVJB0kLSSVJBUkLSSVJK0kvSUVJJUkvSUdJM+SC+kS9IL6ZR0SboknZIeSqekk9JD6aF0UjoqnZROS0elo9Jp6a90WtMu/ZX+ato1nUmFSJFIh0iHSJFIk0iRSJ9Ik0iTSJ9Im0ifSLNIm0ibSLNIqUizSNtIqUipSNtIw0ihSLFIj0ixSJdIj0iPSJdIjUiXSItIjUiNSItIg0iLSIlIg0iDSIlIgUiRSIVIiUiFSH9IiUiJSH9IgeiyNJbUldSVNJYU1ZQ4RU69dLEe1q3T4hSf5qbR6YGpdEqcNqcDps2pdJpAX+pKvacbdZx+67Xe03W6rNN6l17rs5SWPkA/oCPQnboBvYBuQLfqvc7UB+hP6ScpKmkoXZXeSt+kZ9I36Z2mBaYLplZ9hF5Cl6ELdab+mx6nAqbMqYApgilzypwimDqYIphepw6mDqbX6T+9Th9M/+k/fTDtpw+mCqb9tJ8qmA6YKpgipwOmA6bIKVH6QkpC2kJKQipC2kLaQipCqkIqQgpCqkKqQgpCmkIKQvpBmkKaQvpBykL6QRpCykLKQhpC6kIaQjpC6kLqQjpCCkM6QlpCCkMKQ1pCOkNaQnpCOkM6Q3pCWkN6QopCWkNaQ4pCekOKQrpCekN6Q7pCmkO6QhpDmkOaQxpDukMaQ0pDukO6Q0pDykNKQ2pDykPKQ2pD2kNqQ4pD2kPaQ4pD6kPqQ4pDqkNKQvpCakJqQvpCKkPKQepBukG6QepB2kGqQYpBmkGaQYpBekGqlX6lTelXGkHalDalEaRLaQTpBOlSupROkFaQEpAukCalC6S8NClNSnkpU8pLfylTypT+0gfSAdIK0gPSA9IK0gTSClKsNIE0gRQrvUrD0rEUgnQsFUshSCFIxVIJUrEULJUglSAFS7lSB9IwKQNpmFSBlIGUgVSBFIFUgdSAFIEUgdSAtIDUgFSAtIC0gFSANIBUgFQqDSANIJVKdalUmkt1qS7NpVBpLj1KoVKo9ChVSo9SoFQpVUqB0qEUKMVJh9KhFCe9pTwpLv1JcalN+pP+pDapLbVJa1JbaktrUlqaQHqVNpBepb60gbSB1JdSpb7UKqVKqVKrdJdqpU3pA+kDaVPKlFaQDpAupQOkYNKldCkFkyKlYNKoFClFSqPSpxQpfUqJ0qfUKCVKiVKjdCc1SoPSnXQnDUq9pEFpT+ol9ZL2pDdpT5qT3qQ3aU7aJc1Jv6Rd0i7pl7SWfkl10lpaS3VSAFKd1CcFIAUg9Ulv6U/qlPKkPKlTKpQ6pVOpUCqUTqVF6VRKQFqUFqUEpEkpVlpBmpVWkFqQZqVZqQXpVmpBSkG6lW6lFKRcaVcalnqlXmlYCkFKQSpBypXeUp90KKWlNeks3aVWaVValVqlDqRWaS91IHUg7aVhUU7RUNFL0VBRU9FL0UtRU9FT0U/RVdFN0U3RVdFM0VXRRNFM0UzRRNFD0U9RUVFUUVFRUlFUUVRRUtFR0VXRVNFE0UTRVFFE0VTRUlFEUUTRUtFOUVzRWlFZUVnRWtFY0TTRNtE30TZROdE30TdROdE9UTlRPNE90T1RPFE/UUlRQlFHUUdRQtFFUUJRQNFF0UVRQNE70UXRO1FB0TvROFFBUUHRONE+0ThRN9E+0T5RN9E8UTfRNdE80TzRNdE60TVRNdE60TpRNVE6UTVRNlE6UTpRNlE7UTZROFE7UTtROFE9UTjROVE9UT3ROdE/0TlRPtE/0T9RPlFDUT7RQVFDUUPRQVFG0VzRWVFW0VlRV1FWUVZRV1FVUVfRVVFVUVXRVVFUUUNRRtFGUUbRR9FG0UbRR1FI0UdRSlFIUUhRStFJUUpRTNFJ0UlRTNFL0VNRVFFQUVBRVNFR0UzRQ9FK0UNRQtFK0UpRQlFJ0T1RP1FFUT/RQFFFUUXRQNFI0UDRQtFI0UjRQlFL0VvSWNRW1JY0FqUljUlnUVpRWtJZFJZ0JpWjsKKwpHL0lVSW0qKvoq+ktGgrKU0qi7aKtpLKormilqKFop2inaKFooiitaK4oreit6K4pLHomWiaKJoommia6Jvopyiq6Koopiin6KVoriiraKsoqKin6Kmop6im6Knoqaim6KWomSiZKJIomaiYKJIokqiY6JGomGiY6JHokWiYaJFomOiXaJFokeiXKJdoheg4eo2Oo+DoNXqNgqN8FBztRvkoH+1Gw6LdaDYaFg2LZqMIotmoH0UQRRD1oweiftQaPRA9ELVGwaLWKDUKFgWLUqMMogui0iiDKIOoNAoWjUab0V60GV1Ge9FedBndRZfRZHQX3UWT0TuajA6jd/SODqPAaIzoi2iH6IuoimiHaIeoimiGqIooiWiGaIYoieiEKInoiOiE6IToiOiHKB61obWidhQAtBa0VhQAlFUUQHSGsoKyis7QU9E5KkNPQU9F5SgtSovGoKegp6IxaKhoDEoLGgoaCkoLGglKCzoLGgkaCToLGit6I5ojKiKaIyokKiIqIiokiiIqJJokiiKKIpokuiKaJMokuiK6Isok+gR6CaoJKgiqCcoJKggqCMoJOgjKCdoJOgg6CNoJWgjaCSoKWghaCCoKWipaJMolCiTKJbolCiQKJLol+iO6JZol+iP6I5olqiOaJWolqiOqI2olWgVaCmoKighqCqoKigiKCKoKmggaCRoL6ggaC7oK6gjqCLoKugi6CpoKugi6CJoKqgiaCooKqgiqCIoKOiqqI1oliiNaJToliiOKIzolOiM6JQolOiM6IwolCiMKJeokCiMKI+ok2gSKCUoJ2gdKCSoJ2gfaByoJygcqCQoJygfKBwoJ+ihKIFogyowWiCaIMqPMaIJoHk0QdRDNo3nUQVRA1EG0GhUQFRCtRgdEq9E+OiA6INpHFUT76B9VEFUQ/aPaaC9qjEaj0agxOo0ao8foNDqNHqMBoseoMxogGiDqjBqIOqPSqIGogag0uiA6JAomaiQKJjomaiRqJDomuiQ6JlomuiS6JFomqiRaJmomqiSqJGomiiSqjD6jv+gzCo3+or8oNCqMQqN6VBgVRvUoMqpHCUSRUWSUQJQZVRDVRhtEtdFttEG0QXQb3aPbaDi6R/doOBoh6ot2RYFRYLQrekd1UV5UFuVFg1FZVBYNRutoMEqM1tE6Sox6RYnRYtQr6hUtRnHRYlQZxUVxUWX0F+2K+qJ01BfNRekoHc1BbUVzURxqC2orikNrRSVELUSxUQtRDlFsFBvlEP1GOUQ9RL/Rb9RDVBz1EA0RFUfF0RBRCtEQ0RNRClEK0RPRC9ET0RTRC9EL0RRRFtFa1AZ9FbVFb9BX0FfRGxRW9Bb9gsKCwop+QXFFv6I6KC4orqguKotOiH6IQoh+iGqIQohCiGqIeqMaohii3qg3iiHKjWKIVohyo9xohegVeguaC+oJmis6g3qCeorOoKSis2gNSgpKKlqDvoru0QjRB9EIUQnRB9EHUQlRbBRGtEm0RbRJlEi0RbRFlEjURJRI1EfURNRE1Ee0RNRHlEe0RLRElEfUBrQV1BW0EdQVVBa0EbQRVBbUElQW9BbUEtQS9BbUEzQRVBWUEVQVtBWUEZQRtBW0EVQRdBT0EHQUFBT0EPQQFBTUEBQU9BPUENQQ9BOUEPQTdBOUEJQQdBM0EHQTNBM0EDQQNBMUEDQTFBMUEBQQFBO0T7RE1EYURNRGNEYURBRENEa0Q3RDVEZURFREVEb0RvRClEV0Q3RDlEVUBpQP9BF0D/QRdBJ0D3QPdBLUD3QStBLUD9QPtBL0D7QS9BL0D/QP9BJUUDRK1EX0SfRJ1EV0RTRKlEbUBbQUFBG0UDRKVEqURlRKlEqURpRGlEq0RpRK9Eq0RrRG9Ep0R/RKFEt0R3RHFEu0RxRLVEu0R7RHVEs0SFRLtEs0SDRItEt0SLRL1Et0SHRI1EsUTD4pl5QryhXlkvJBuaQ8Uj4oH5RHygPlkfJHeaA8UP4o/5M/yh3lf/I/uaPcT+4oZ5T7yf3kjHI+OaN8Uc4n55MvyvtA9UDrQO1A7UDrQONA60DfQONA40DfQNVA30DPQNVA1UDPQMdAz0C9QMdAx0C9QLVAvUCpQLVAtUCpQKNAqUCXQKNAo0CXQI9A8UDnQPNA80DnQOtA50DbQOtA60DbQN9A20DNQN9A30DNQM9AzUC7QM9Az0C7QL1Au0CnQL1AvUCnQKlAp0CVQKlAqUCVQJfkgPI9uaBcUL4nb5TvyfXkjfJGuZ48Ua4nz5MnyhPleXJEeZ78To4oR5TfyQ/ld3I7+aH8UG4nN5TbyfHkhnJDOZ68EDQMdAu0CbQJdAu0CHQLVAq0CLQIVArUB1QKNAnUB9QHNAn0BjQJFAj0BvQGFAg0BhQINAc0BjQGNAd0BTQHdAZ0BXQFdAbUBFQONA3UDdQNNA10CzQNVAx0C3QLVAxUClQMNAtUClQKNAs0CTQLFAo0CTQJFAoUCBQKlAgUCBQIlAg0B5QItAc0BzQHtAd0BtQONA5UDlQONA40DTQOVA00DTQNVA1UDFQNdAxUDFQMdAw0C3QMVAs0CzQLVAsUClQLNAoUChQKNAqUCDQK9AiUCJQI9Ai0B5QL1Ap0DXQN1Aq0DNQK9Am0DLQM9An0C/QJVAj0C/QLVAi0ClQIlAe0CrQKlAeUCZQHtAaUCZQJtAY0CLQG9AU0CDQI9AV0B3QNtAyUDZQNtAwUDrQM9AsUDhQO9AsUDfQLtAoUDRQNtAoUDLQKlAkUDBQMlAn0CpQJNAj0CvQKNAjUCTQIdAfUCdQJdAd0CBQH9AfUCNQI9AfUCvQHVAfUCtQKVAf0CVQHlAb0CfQJlAZUCJQG1AVUCFQI1AWUB9QFNAWUB5QHNAW0BjQFtAS0BrQGtAT0RS4ob5RDyiHljfJOeaM8Ud4p75QnyjPliXJEeaY8U44ox5Qjyg/lmHJM+aH8Un4oN5Rfyi/lhnJLuaG8UG4pt5QXyivlo/JQuahcVB4ql5SHykHlknJJOag8Ug4q95RHyiPlnvJHuaecU/4of5Rzyh3lnPJNuaPcUb4pZ5RvyjXljHJGuaZ8Uf4p75S7yl3lnXJWeac8U84qZ5VnylXlmXJMuapcVY4pP5Vjyi/lp/JT+aXcVH4pt5Sbyk3llvJSuaW8Ul4qL5VXyknlsvJY+ah8VB4rD5XHymHlofJQOawcVA4rb5WDykHlrXJPeat8Ve4p95Svyjnlq/JUOaecU54q35SnylHlm/JNOapcU/4qZwWVoXLOCjrLWeWqoDPoLFcFjeWq8lPQGDSWn8pv5adyU/mt/FZuKq+Vm8pL5bXyWnmpnFZeKieV08pp5aTyWdAdlIbWoDUonceC0tA5j5XHgs45LOgMpeWwclhQWt4KSoPK8lZ5K6gsXwWV5bnyVfmqPFeeKs+V48pT5alyXDmqXFZuK4+Vx8ptQWv5k7xJbiW3kjfJueRN8iU5l5xLviTfki/Jk+Rb8i15kjxLniRHkmfJs+RI8is5klxJfiW/kivJseRKciY5lhxLziTXApWhM2gNraEz6Bd0Bo1Bv6Bf0BjUCxrLb0G9oF75Laid38prQW2ondeC2vJaOS2oDWrLaUEB5LTyWVAAUAD5LGhXXiYnk4fJw+Rkcio5mXxMTiWnko/JpeRj8i+5lFxK/iWHkn/Ju+RQcih5l9xJ3iX3kjvJneRe8ii5l1xMHiWPkovJp+Rhcip5lbxKTiUnklPJpeREciK5lFxILiWHkgvJheRQciA5lNxJDiQHkjvJg+RO8ih5kDxIHiUfkkfJp+RD8iH5lLxI/iPnkT/Jn+Q88iY5j1xH3iRvkuvIl+Q6chz5knxJjiNPkuPIc+RJ8iR5jhxJniPfkSPJkeQ7ciX5jtxHriRXkvvImeRxcjY5oBxQzibfk7PJ1+R78j35mlxPviZPk+vJ9eRp8jx5mtxMnifPk5vJ7+Rm8jP5nfxOfia3k5/J1eR2cju5mhxPrigflBPKCeWD8jn5oDxQPiefkwfK5eSB8j+5nFxO/ieHk//J/eRwcji5n9xN7ifnk7vJ3eR88jY5n7xP3iZvk/fJ3+RWci45mBxMziVnk3PJt+Rscjb5lnxNviXPkq/J1+RZ8jR5lvxKniZPk1/JzeRXciy5mdxMjiU/k2PJteRn8jO5llxNTiefk5fJy+RzcjL5nFxOTiYnk8vJx+Rycjj5mHxMDif/ksPJ3eRf8i+5m7xL7iZvk3fJu+Rtci95m/xN7iX3kr/JxUAfQH0oFUqF+tACUB/KQwtAC0B5qAAoDw2DCoAKgIZBwaBh0AZQMCgYtAFUhzaALoDqUB26ABqFLoAmgEahUWgC6DMHkXfIUeQo8g55i7xDriFvkbfINeQrcg15hnxFviLPkKfIM+Qb8hR5inxDriLfkHvIVeQqcg85i9xDLiJnkbPIReQuoAOgAaAGoAagAaBVaADoFFqFVqFTqAPoFCqFOoA6gEqhDKBSaA5lAGUAzaEKoDnUCVUAVQB1Qg9AnVAm9AD0AJQJJZCbyEnkHHIOOYl8Qk4iD5FPyCfkIfIIeYj8Qx4hj5B/yMf5h3xEPs7H+YhcQj4iL5FLyCXkJXILeYn8RG4ht5CfyDHkN3IauY3cRk4jJ5HTyGXkJHISuYw8RC4jh5GHyEPkMPIPOYw8Rv4h/5DHyEfkMfIZ+Yh8RD4jL5HPyGvkJfISeY38BFQJRUIHQAdAkdAAUCS0CA0ADQAtQqfQInQInUKn0CFUCh1CgVApVAoFQnMoEPqD5tAc+oM6oT+oD+qEOqE+KBNqAFqF9tAeWoV+oVWoA+gX+oU6gHKhDqAMoFwoF8oAmoUygCqAZqFZqALoFaoAegB6hV6hB6BW6AEoAagVaoUSgO5QKrQAFAEUAbQAdAktABUAXUKXUAHQJFQAFAyahCahYNAjFAyqQ4/QI1SHEqE6NAolQonQKFQIjUKfUCFUCH1CgzmKvEX+In+Rt8h55C3yFTmPnEe+IteRr8hT5DpyHXmKHEeeIleR48hx5CryHLmKnEWeI8+Rs8h35CxyF/mOfEfuIveRc8gn5BfyC/mEHJtPyCPk2BybR8j/PEI+zv/8z8e5n49zCbmf+7mE/EEuIbeQP8gf5BZybW4hx5Brc22OIe/mRnIi+Y38Rk4kp5ETyYXkNHIauZBcRi4kB5LLyGXkQHIYOZA8SA4jh5EHyWPkQfIheYw8Rj4kn5EPyYvkM/IZeZG8Rn7N+xxCDiHv83De59U8nIfzav7Nqzk1/+bfnJp7c2rO597cm/M5OOdzaw7Owbk1F+fWPJuLc3GezStAa+gXVAfVQb+gSOgX1AuKhCKhXtAi1AtqQ4vQItSGDqE21AYdQodQGxQItUEBQIFQIBQA9AcFAO2C/qA/aBfUB21Cl9AetAddQnnQJTQJ5UF50CQ0B01Cj9AcNAc9QnHQI5QIxUFxUCIUhxKhQigOxaFC6A0VQoPQG3pDg9Bbvs2xeYO8QY7NF+TY/M8X5AvyPzeQ/7mfG8gN5H5eIPfzB3mBvED+IFeQP8i1uYJcQa7NGeTavJszyBnk3TwM2oPyoDvoDsqD0lAeNAeloTQ0B52hOSgOOkNnKA5Kg+KgOJQGpUFxqAyKQ2+oDCqD3nku6A295bnyXNBbjiuHkIdzCjmFPJx3yMP5N++Qd8i/uYb8m3tzDbmG3JtnyL05OM+QZ8jB+YYcnIvzDfmGXJx7yMV5hdxD7iGvkIuAwoC2gOKA4oC2gP6AtoCigP6A/oCigOqAooCSgOqA6oCSgNKAkoCCgNKA0oCCgLqAgoBqgLqAuoBqgKaAaoBagKaApoBagJaAfoBugMKAwoBugLaAboBigLaAtoBigKKAYoBWgKKAooBWgJKAVoBGgJKAkoBGgIKARoCGoSCgIKBhqAZoGOqFaoBqgHqhFvI8R+Z6rufInECOzIs5gZxAXswD5MXcmAfIA+TGHCw35socLAfLlfmAXJlD8wH5gByaH8ih+TQ/kB/Ip7kDKBKoDKgNqA2oDGgIqAwoC2gIaAgoCygHKAvoCSgHKAfoCegF6AmoCOgF6AWoCCgFqAioBygFKAWoB6gEqAdoBqgEqARoBqg4b5AvyBPkCfIFuTNfkBvInbkzN5AvcwN5gXyZL/MCOTMvkCvImTkzV5A/cwU5g/yZP3MGuTRnkIfl0lyah+UCcj0nkCPIEeQE8j4nkAfI+7zPA+TVPEAOllfzag6WU3OwfEBOzan5gJzPB+QHcj7n8wO5NT+QO8ituTV3kGehTaBFoEigSKBFoDKgRaA+oDKgMqA+oCygPqA3oCygLKA3oCegN6AxoCegJ6AxoCKgMaAroCKgIqAroB6gK6AmoB6gHqAmoBnyX47neZ7neI7M8dyWI3NkbsuLuS2/5cW8mN9yY37LdbkxN+a6XJnr8mCuzJV5MIfmwTyZQ3NonsyneYLcmUfzaO7Md7kzX+a7fJcv8698mTPzr/wrZ+a5nJk/81yey585L3/m0pyX83JpTsyluYCcmBNzAXkTOgEKAfoA+gAKAepDIUDBUB/qQ8FQHgqGdqE8lId2oWHQLlQLDYOGQbXQBlAtFAttAG0AxUIXQLHQH7oAugD6QxNAx9AvtAO0A/QL3QD9QrnQDdANUC4UA5QLzUIxQDFAs9AK0Cz0Cq0ArQC9QiNAr1ArNAI0AtQKDUOt0B0ahoahO9QLHQENAZ0AnQANAYUADQHlAIUAhQDlAAVDOUAvQMFQMPQCtAu9AKUA7UK7UApQLZQCVAJUC9VCJUCxUAlQMRQLxULF0D+vc1oOIAeQ03I8pz1v5XiOP2/ltuetZ67cltueufLbM1cu57f8lsu5Lpdzr1yX63KvPJh75cA8mAdzYJ7Mh/kuv/M73+Vzvsu/8jmf869cln/luVyWy/JcPstzOS+f5bOcl9M5LyfmdE7nxByXE/NmjstxeTMX5nc+53Zu5/MTVz7nsieuJ65c9qyVy/LZs9azVj572spnOf209bSV03ksp3NcHstjOS7vynG5MO/Ku3Jh7strT1x5nddPXDntietZK6fltGet561nraet563nraetZ66nrTz2zPXMlcdyOY/lXbmcy3lX7pV35b7cK/fKfTkwh5R3yinllPJO+ScoHegc6B3oHegcKB6oG+gWKBkoGegWaBioEagVKBYoFqgVKJe8Sk4kP5IfyYnkRvIXOY+8R94j55H/yMHkbHI0OZqcTR4nJ5TPyevkdfI5OR2oDoqEGqFGKBKqhCKALqFQKBS6hDbzCzk25+bcHJtvcwR5n+/5nvf5FWoDGgKqAqoCGgI6IgeQ43kv7+V4/suj+S4/5sd8lw+hPfQL3UK30C90nE/KReWS8le5q5wVVA80D7RObiK3kZPIQeQU8g7QD9AO0A15LbefuKBsoHCgdKB0oHCgc6BwoGigc6BzoGigbaBooGCgbaBtoGCgZqBgoFegZqBmoFegXaBXoE6gXaBdoE6gU6BOoEOgU6BToEOgSp6Ann+eoZ6hnn+eoJ5/nn6eoJ6gnn6en55+nnyen56fnnyenZ58nnmenZ6dnnmemp55nniemp6anniemZ54nnaemZ6Znnael552nnSel56XnnSelZ50nnOelZ6VnnOelJ5znnWelJ6UnnWelp51nneelp6WnneemJ53nnqemJ6Ynnqem556nnuem56bnnuenJ57nn2enJ6cnn2enp59noGenp6enoGeop6BnoKeop6inoKeo56CnoSeo56jnoSepZ6EnoWepZ6lnoWepp6Fnoaepp6mnoaep56Gnoeep56nnoeeqJ6HnoieqJ6onoieqZ6InomeqZ6pnomeqp6Jnoqeqp6qnoqeq56Knoueq56rnouerJ6LnoyerJ6snoyerZ6Mno2erZ6tno2erp6Nno6erp6uno6er56Ono+er56vno+esJ6PnpCesJ6wnpCesZ6QnpGesZ6xnpGesp6RnpKesp6ynpKes56SnpOes56znpOetJ6AnqGeg56DnqGepJ5fnl6eYJ5gnl6eW55enl2eW55bnl2eXJ5ynnGeVJ5xnnCeVJ5UnnCeU55wnm+eU55Tnm+eUZ5vnm6eUZ5Rnm6eUJ5XnmSeWJ5knmOeWJ5YnmOeWZ5jnmKeWZ5ZnmKeYZ5unm2eT55tnmyeT55PnmyeTp5snmueTp5OnmueTZ5rnmqeTZ5NnmqeTJ5qnmmeTJ5MnmmeS55pnmieS55LnmieSp5gnlqeYZ5hnlqeWZ5JnkqeUp5SnkqeVp5ynlSeVZ5onmeeZp5gnlueWp5unk+eUJ5XnlaeZJ5WnkqeZJ5knkqeZZ5KnmieZZ5lnmieZp5EnkaeOZ45nkaeO55GnkieO547nkiePZ5InkeePZ49nkeePJ5HnkWePJ48nkWeOp5FnkOeOp46nkOeOJ5DnkKeOJ44nkKeNp5CnkGeNp42nkGeNJ5BnkCeNJ40nkCeM55Anj+eM54znj+eMp4/nj6eMp4ynj6eMZ4+njeeMZ4xnjeeMJ43njWeMJ4wnjWeL54oniqeG54bniqeHp4qniyeHp4eniyeIZ4sni6eIZ4hni6eI54uni2eI54jni2eIp4tniueIp4iniueH54rnimeH54fnimeHZ4pnieeHZ4dnieeGp4nniaeGp4aniaeGZ4mniWeGZ4ZniWeGJ4lniSeGJ4YniSeF54kniCeF54XniCeFp4gnhyeFp4WnhyeFZ4SnuMnhSeF5/g54Tl+QnhOeE54QnhGMBqNUuNvGV6OWLIwYo1Z43UpXDqXOGMGIwcjBSMPIxOjkCV2uV1iYMaWo5ailqqWmpaejrfR1lG5PMXUl4WOtSPt+DvWxlnH51LJ8soyzfHEMcgxwzHJccuRx7HEMcpRxnHG8ciRxbHG8cVxjBSAlIG0HR8ct8demUjpQ1lJyUgpSZnmaOqI6TjqmOfo53hHGWd5U45CFkIqQTJCTkE+QpJJeiFxJWfIW8kDyFnIT0hXySHSEVIPMhcSiCwikcgfqUSOQCZAPpHY5KFkraQa5SyJKNkoGSJ5I8kiSQHZKjkhuSLZJNk18kau0WskYixibGL8YVRipHKUj7ZxkpGUEZYxklGT8ZJxz5HGscNRyxHDUXyccLxwtHDcHVUcXRxXIGdHUUjicdVRE7IBEoysIoXIIEgSyAxKWfKSkmbEjV9GnBFn/DLqjEOj0Mg0Mo1CY9EoNAaNRWPRGDQel9QlhyV4yWE5YglegpcjlmGjASPUqBuhxqVRN+rGpbFpXBqRxqaxaUQamUakkWhkGplGonFofBqdxtzoNE6NuTE3To0EjAiMA4wGjAOMAYwGjAaMAYxQY5hxa6xgrGDcGi0Yp0YwIwEjmDGBkYCRgDGBkYExgVGBkYGRgVGBMcyowOjAGGYMMzowbo1Y49XoG33j1VjA+MBINe5GqnGBcTfuxgVGBMYFxgNGBEYExgPGAUYYxhDGEcYQRhDGEcYRRhDGB8YjxhRGGkYaxhRGFEYXxg9GEsYPxg5GEkYSxg5GD8YSRhPGFEYTxhPGFMYUxhNGFMYKRgtGDEYMRgvGC8sOyxtL7pK7vLFkYFxhvGGsYbxhzGKsYaxhzGLcYrxgFGHEYBRhjGHEYMRgjGGcYYxh7GGcYZxh7GHEYWRkRGSkZKRkRGR0ZJRkHGRUZBxkJGRUZFRkJGRkZCRkLGRkZGRkLGREZNRk3GMMZAxk3GMUsxzFnJekmPNS1pLUktRS1tLTUtay1dLT0tOy1VKVUYoxivGK8YoxinEKM7YUtYS1hLUUteRkXGWkY5xjpGNMY5xjnGNMY1xjTGM0Y1xjXGM0YzRinGLEYrxixGIEY7xivGIEYyxjBGMkYyxjLGMkYzxjNGQEZexj7GMEZRRlBHWMGUUZRR1jR9sxdgwebUfbMXjsLWssIyxtLCMslSxtLG0slSzTHGfGUcfb8WYcZURlHGXsZERlRGXsZIRklGTcZGxkbGTcZORk3GQ8ZeRk5GQ8ZQxlPGXEZQxlDGXEZXRlJGWMZPxk/GSMZPRjpGR0ZKxkrGR0ZLS0xLWMtBS0jLR0tBS0FLR0tOyzdLTUsuyz7LPUsuyw1LLsseyw7LDssbxhtGTEZKxkxGRUZaxkrGRUZXxlVGWUZXxlfGWUZaxllHWUGWsZax1lRwBH2ZE+AjgCONLHrmWK5Zull+WbJaWll6WXJaVloSWlZahloWWhZajlqWPv+OGo4fjhGOOo4ajhGOPYQokrESiHSgRKqnKoHCqpSqiSqvSVUCVU6SufxylHE8cQRxPHCMcQxxDHCEewcoHSqGSgNCqXSgZKBsql8nnEcJxwtHG0cZxw/HL8cWRy9HFkciRy9HH0cSRy7HEkckxy7HHscUxy5KG8KT8oJSg/KFEoJSglKFEoOShRKH8oOSg5KH8ogRybx+sRxPF6FHEEcQRxFHFMcZQenUcCR+cReiRwJHCEHgscoccDxwLHAscDR6syqeSVOpS88olSh1KH8onSx5HFkcRxxpHEkXuccZxx5B6/R+6xwfF7/B4bHA0cGxyJRwNHA0fiUXkkHoVH5VF5FB7vo4wjh2OJI4cjhGOJY4kjhGOFI4Tj9ljhWOG4PT44gh0THAMcExwXHAMcAxwXHMOOC44PjmHHsOODY3+0Hv9j9/gfJRy7x+5RwjHDUcKRwjHDMcORwvGEsoMSiTKGMoYSiTKJEonSjDKJMonSjBKPsodyglKIcoLyjVKIUojyjZKP8o0yjpKPko8yjnKUUo9yjxKSEpJyjzKSco/yjzKSMpLyjxLT0c/R07HUsdTR03EWUnncdFR13HRsdFR1VHVsdGSkBKKso9SirKMUpNSi1KIUpEyjFKQspEyjTKMspGR0JHMEdbR0BHVEdbR0tHREdXR1THOMdbx0jIXEj5eOl5A4krbkLhksu5ZdSwZLJFI/pjpSOqY6RjpSOlI6Rjo+OjY6KjoyOio6qjkyOjI6qjk+OVo5TjoaOk46djoaOho6djpCOnY6njpCOkI6nkLylFaW9zK2vJfEZWwZWxKXuSVxuV3mlrnldok9sjkmOko6Jjq+Oko6Sjq+QtqOr5A6pA1pQ+qQAo5cjoKORY5FjoKOhY6CjouOhY6FjouOlY6LjrmOlY6VjrmQwaOIY45jimOO45JjimOK45Ijm+OSI50jmyObI51jomV0+aWEtfxa1kpYSljLWqlqWSs3KVUpVSk3Kc0oNykNKc0ozSgNKfEcTRynHLMcsxynHAktlUvbMri0KU0tg8ug0pRSlNKUMpFSlFKUMpGy0pHGUcsRzBHMUctRzDHGUcexxVHHUc6xxbHFUc4xzVHOcc4xzTHNcc4x1jHSEdDx0RHQMczx0fHRMczxyDHM0cjxyPHI0ciRBZIKcg9SDXIPshJSDVINshLSD7IMMgoSCzIK0gkSCxIL0gkyC7ITEg6SDhIOMg2SDpIOMg2SC5JVkpesk7xkL1kn62Qv2YV0gzyETIU8lKQhUyFTJWlJGhkIyQcpCMkHSQspCCkISQt5CkkLeQt5CnkKeQs5CxkDCQi5CQkI6Qq5CbkJ6Qr5KblNyshYSRkpChkLGQspCvkIKQr5B/kI+Qj5B0km+YUshVyFLIXMhFyFXIXMhFyBnCGJSCPSiCQiFyBVIAcgmcgByCSSiWQik8ghEohEIpvIJhKJ1CJzyCMyAPKIfCIDIAMgn8gEyARILBIEEgQSi9wiySC/IKcgvyDDkFOQU5BhyC8yDKkA+UV+kQqQOlIBEgFSR+pIBMdUyAJIKhIDEgOSijSC/JEjkD+QP5AjkDeQXsguMgKyi5yBjICMgJyBXIHEkV9IGvILSQFJQ9KQFJAakBSQKZAakBqQKZAfkBiQRpBPkE+QRpBSkHiQXZA9kF2QVZA9kD2QVZA2kD+QN5BDkEOQN5CYkCmQNJAfkDSQd5AfkB+Qd5B6kHeQipB6kHqQipC5kEGkCaQYaQJZAylGipE1kDGQNZBEkDGQMZBEkICQqJCRkKqQqpCRkKGQkZAlkKGQoZAlkEeUvRIseUsJpsQlbyVvKXFJV0oHygHKBsoBypmygbKBcpZslHSSDJNckgyT7JJcklyS7JL0kWSSTJOckkyTbJOckpySbJN0kmyTZJN0knSSZJMMk3SVnJP8kvySnJO8kvyUpJQMlKSUDJIMlAyUDJL8kYSSBJIcJ4EkKyTHyXGyQnLL7JleJpTpZSKZUCaUiVziSr5JEkqiSRJKukiiSaJJukhuSLpIUkhuSG5IUkhOSHZJYkn6SGJJCkn6SPpICkmSSApJ3kiSSJJI3kiGSLZIFknySPJIFkkeSX5JXknCSMJIXkleSNJJD8kOSQ9JHckOyQ5JHUkVSR1JN0kVSRVJN0lESTdJRklESURJRslGyE/JYRJCEkJymFzAfMDcwAQygcwNTC5zA7MDk8vkMjswxcwOTCJMMVPMJMJcwezBrMIswizCrMKEkmSRHJEMkRyR/JMhkiGSfzJA8k9CkwGSAZLQ5I9ZhAmF+YP5gwmFySQJI3khiU1ikxeSYmSuZAzpKBlLLpGOkI6Sy+SdXCYfJO/knXyQbJB8kJSQbJBskJSQ7CYlJEEku8luEkRyBXMFMwozBzMKUwozBzMHUwqzB1MKcwqzB7MHcwqzSvJHkpoEJ6nJAklwEpwskDyQLJAMJg8kDySDyFnGL2POqDPmjDujzqgz7ow8487YM/KMPGPP+DP2jD7jz/gz+ozGpXCpXTqX2qWIpXPpXIpYpliKWAZZplimWAZZvjEGjUDj0Qg0Jo1H49GYND6NSaPS+DQ+jUqj02g0Ro1SY9QowCg1So0CjAWMAowNjAWMBYwNjL4RaxQbs0axkYUxa8waWRhXGFkYZRhXGFcYZRhvGCUYwUYIRrDxN0IwQjD+Rq/xN1qNXqPXaDXyRhBGrfGBUWusGh8YHxirRqoxg1GDkYNRg9GEkYORg9GEsYSxhxGJEYcRiTGMEYcRhzGMUYwxjLGNUYxRjLGNMZCRN/ZGrrE3do1cI9fYNY6NXePXODaOjV8jBePXOMFIwUjBOMGYYVldhi2jy7ClgmV0GV0qWH4ZOxg3GD0YNxgjGD0YPRgjGCUYIxjDRglGCcawEbxksVyxDC9XLFEsw8vwEsVSvESxNLEUL8VLE8vx0sRSw3K8HC81LK1LDcsMS+vSusywtGD8YdxhVGLcYcxhVGJUYsxhFGLMYdRhFGIUYtRh5GEkYrRhLGK0YXxhLGIsYnxhdGF8YVRhdGF0YVRh/GA0YxxiNGIcYgxiNGI0YgxihGEMYmxhhGGEYWxhDLGMLg8sq8sDS+uyuqwurUsLS+VSurQtpct+aVvalv3SwLJfepcGlgaW3iV16V1CWFKX1CWEJQdjJyMgIyQjIOMdIyQjJOMdIx5jI2MioyRjIuMhoySjJOMh4yAmktlb4mL2mLwlriUuJm8ZyWjI2MfIx8jH2Mf4hhljzpajmDMmbTlqOYpJY85GHkYgRiZGIMYoRiZGJsYoRinGMUYoxipGKEYnxirGKkYnRipGJ8YkRipGKsYkxh/LJ0tJyz9LSUtLyz/LP0tLy0BLS0tTy0DLQEtTS05LU8tUS05LTstUS1jGUkY5RjtGOUY4RjtGO0Y4xjhGOEY3xjjGOEY3xiZGN8YlxibGJsYlRiJLT0tNS0VLRUtNy0RGGkYfxiNGH0YrxiPGI0YrxidGK0YvxifGJ0YvxjdGL0Y1xjfGN0Y1Rj5GMkY2xjNGNsY8xjPGM8Y8Rj/GPEY9Rj9GP0Y9xk/GO8Y6RjzGOsYvRjxGPMYvRjTGL0YuRjRGNEYuxjFGLkYtxjHGMUYtRihH6lE/KjjqRwBHBUcFRwDHruPseDvOx/l4O+LH29HriB/xo9cRfKyNtIyzjLSMrYyzjLOMrYyrjK2MnoyrjKuMnox0jK6MuIyxjLGMuIy2jLiMuYy2jLaMuY7KJYbliSV2eWIJZoldYpdgljmWYJZmljmWOZZmlk+WZpZulk+WT5ZulpKONeOtI814y2jqSDvSjKaMpYymjIuMpYyljIuMcpaalpWWiZaVloeWiZaJloeWV5aHlm2WV5ZXlm2WaYxZjF2MW4xdjIKMW4xbjIKMf4yCjI+Mf4x/jI+Mk4yPjJmMk4yTjJmOspKnPCplpaw8KnHlUZkrcSWuzJUIlFaUTpRklE6UUiUZJRmlVPlC6Su1yqdSq8Qqn8qnEqtkkNyTtKXsStpSClB2KbuUApRJpQBlVZlUJpVVJZ98k1SUJJRUpPwlCSUJKX/KmvKnTKCsKWvKBEqpMoGyq5Qqpcqu8sVRylHJcctRyRHJcctxyxHJkYdyV16VWeVVGUaZVWaVYZQ7jlyORY5Ojk6ORY5BjkWOQo5BjkGOQo4ZlDeUK5QUlCuUHpQUlBSUHpS90oPSq+yVvdKrBDvKOEY54jjiOEY5PjlGOWI5Pjk+OWI5MjrWON44vjjeOI45vji+OI45WjmOOf45WjlaOf45TjoGj8Vj71g8Djj2jr3jgOMHoyZjKuMlY6qjznjJeOmoO+KOuiPwiDvijsDj7gg8Go+74+5oPF44Yjh6j+Kj9+jgKD6Kjw6Ov6OD4/D4O/6Ow2NN+UTZRelD2UVpR+lD6UNpR1nJSMrIygjLyOqYM8Iywjrmjl/H3HF5/Dp+HZfH5nF5zI/NY/OYH69HGkcUxw5HFEftscOxw1F79I/aY/boH/1j9vg8Zo8Cjs/j8yjgWB/BjtNjguP0iDwmOCY4Io/RI/KYPEaP0WPyKD0mj8yj9Cg9Mo9O5Q+lESUQpRHlFiUQJRDlFmWdo4IjgyP1yODIH6lH6pE/rjjyxxHHFccVxxFHFUoxSi9KKkovSixKKkoqSizKG0osSijKG8obSijKFUf56DvaR9/xeLSP9vF45B2PR+yRd+QdscfxEXvccBwfx8cNxxpIINJGFpE2kkYWkUUkjbwdIxzDR/AxfNyP4CP4uB/x44EjgqP1iOBYPVqP1mP1+CNzSADIGhIAUkbWkDWkfJSFpJEx5A0ZO95C3pC34y2k7HjrWAspQ8qOtZDysdaRFlJGykdaR1lKTMo/SkpKSso/SknKP8pASklKScpAyjRHVMj66ApZI6FHV0dXSChSghKSEpFSjxKREpBSj1KPEpBSjBKQso9SjFKMso/Sy1HPMdTR0THUsdXR0dHRsRXS69gKuUN6Ib2QO2QXmTziQg6PuI6skEPk8MjqyElJRtlIaUXZSOlIaUVpReloeSMPIKPIHjKKzJE9ZA+ZH0ch86Ot46jjqKOto6klcqlbdi11ykXLrmWXcpHykHKRUo3ykPKQUo0yjFKNkokyjDKMkolyx9HUkdQR05HUsc8R0xHTsc9RzLHPcc1RzFHMcc0RzLLGksQywpLEMsAywjLCMsCSwDLA0rgksCSwNC5vS+MSwPK2vC0BKEcdWR0zHTkdMx0DHTkdOR0DHREdAx3hHBEdER3hHPcc4RzfHPcc9xzfHMsc8xwHHf0cBx0PHf0c/RwPHT0dVx0/HTUdPx35HDUdNR35HAkd+RzrHAkdCR3rHLMcLxw9HC0cPRx3HC0cLRx3HGEcdxyvHGEcYRyvHMkcrxzbHMkcyRzbHEEpHSi3ygHKrbKJcoBygLKJUomyiRKNUolSiRKNEowSjVKTEowSjFLTEqfUtJyXuCVuOS+Fxx9HIEcmRyDHJkcmRybHJkcoxyZHKkcoRyhHKkcvRyrHKkcvRy/HKsc7xypHNMc7xztHNMc8xy3HLkcpxy7HPUcpRynHPccyyNkR1lHUEdbRzlHUUdTRzjHO0c7RzTHOMc7RzfHL0c3RzPHL8cvRzNHGUcVxyNHFccjxzNHF0cXxzFHP8cwRz1HPUc8RzzEUUhMSEnIQEhISEXIQchASERIPEhEyDxIPEg8yD7ILcou8gASBvIDEgQSBBIHEgdSBxIFcg9SB1IFcg3SDXINkg3SDdINkgzyUBEsmk89kEmkr+Uw+kbaQiZAwkGiQD5APkGiQVJBokHGQVJBUkHGQe5CBkHWQfJB1kGOQfJB8kGOQcpBjkFuQcpBykFuQZZBbkFqQZZBlkFqQUZK05C5JJ3fJZpJO0slm0kOyl/Qlu5K+JDDZlexKApOzJDCpS86Ss6Qu6ZWEJo3JX9KYlCV/yV9ShuyUlCFfITshOyFfIeEkvZI2ElfSTs5IXEhcyRmpKTkjayE1ITUhayEhISshPSH9ID0la0g/SD/JGpJTspYEgOSE5JQEgGSVBJC0IVkhWSVtSR5SClIM8glSDJIU8gnyCZIU8hKSFBIW8hLyEhIWshUSVlKIbIVslRQmJyQZJBUkb0kFSEnJW/KGlIRkhJSEbIRkhGSEbIQslBQnw5LYZBjSVBKbxCJNIWUhTSFHIWUhZSFHITEhRyENITEhMSENIYcga8guZA7ZhcQhc8gcEoc8Hk8hnUge0omcInlIHnKKFCKnSDCkEClEgiHBx1zIGxlE3kgfMogMIn1IE8gfyQCpRDJALpFKpBK5PG46ekLOx1nIGfk7zjrOQv6QBZA/pBRZAFkAKUVSkWmQXpBckF6QXiQXJBekF+kA6UX6SAdIB0gf2QDpIwkgGyAbIAkcVyFhIB8gOyA7IB8gJSAfIK9ICUgJyOvRFfIEsgKSA5IDsgKSR1ZAcpE8kkdykQeQXKQVeQB5AGlFRpFVkEyQNpBMkFmkDaQNZBa5AJlF7sgFyAXIHWlE5kBOQDZBNkFOQI6RE5A9cowcI3ukFtkjDSC1SC3SALKJPIIsgdyB3IEsgZSBLIHcgJSBlIHcgLQhTyA5IFsgWyA5ID0gCyGXIJUglyBRIJUglSBRIFUgUSAtIFUgVSAtIAcggyCBIEkggSB9IEkgSSB9IEUgfSB5IEUgRSB5ID0geSBfID0gPSBfIFsgwUgIyCoSAjIEsoqsIkMgw8gQSBbIMDKMZIHMgGSBdIHMgMyAdIEMgrSFnIRMhJyEJIRMhEyEJIScgySEhIKcg5yDhIJsgoSCFIJsgmyCFILMocwqfcpd6VPayl25K+3kJ6WdBJX8lPyUBJWkhJyBLIJcgSyCPINcgVyBPINcpeQpZWWtrJVy0pFygdKA0qg0oGwqjUqjsqkEoGwqg0oASgDKoJKmDCptSpqSprQpZcoYShXKDkoVygDKDsoOygDKnTKA0ku5U+6UXslcSq9krGSuZK5krOSp5CHlV7KW8kvZS9ZK1lL2lDdlT0lU3pQ3JVH5QdlDCUI5QQlCWUA5QTlBWUAZVRZQxpRRZVQZS7JSxpK0kqySrJK0ko+UuGSnpKtkp+SmpKukq+Sm5JzkkGShpKFkoSSppKGkoSSppKMkqeSqpKOko+QqZZ1ckNSQhJDUkCSShJCEkCSSpJEkkoSTpJGkkYST3JOEk0yU3JPck0yUtJVMk2SSPJM8k2SSNJNkksyRNJM0k8yRpKKUJVUlLyVVJSUlLyUvJSUl7SQlJeUk7STtJOUkoSTlJMkkoSShJMkkgSSVJKskvSSrJHMlvSS9JHMlTyW/kkVkqWQxaQFZClkqaSH5TVpIikh+k9+kiGSNpIhkmWSNZI1kmaSaZJnkn6SapJrkn+ShpJdkj6SSZI+kiaSSpJKkiSSDpIkkn2SQZJDkkwqYD5hAZhgzjAlk6kwgEwBTZ+pMAMtCySJJMckjSTFJVskjySNJVslHTCbMJcwfzCVMH8wfzB9MH8wTTB/MGMwTzBPMGEwQzBjMC0wQTBDMC8yeeYEJgdkzeyYEpjdZTSJJlkgiSSZJlkiWSCZJDkkmSW5JDkkOSW5JFkpSSeZISklKSeZINknmSNpINkk2SdpIdpNBkjuSP5I7kjKSP5I/kjKSVKSqZA6JKplLIkCiQqJKIkhWkwiS3mQ1WU16k0iSz+Q0CZacJoskwZJgySLJFskKSW1ym9Qms8ltcpvMJuXlquWt5aflLaaA5aflJ6YAZgKmAOaXmYCZgPllWplf5g2mlWll3mAqYd5gCmEqYSphCmGCWdJaZlraWq5Z3lnGWTZZsln6WKpZIllmWW5ZflmSUZJQrlEqUNpQ5lDKUPpR3lGSUpZR8lByWcqUpZS5nACaspq5nFHn71zgtDqrTm9zU1NRM5FzhvOEM0TTUzNOc5TThpOG04SThXPqVNF805TTJOMk5OTj/NM80izSHOOs4kziFNNc0ZzRxPG0PXHPnHOSc5GTkdOS05EzERMM8wlTCTML0wxzTbJU8lXSFNMQkxLzzHP3vJ9fyTpJQEk/z9/T95SZnJiVmISe1SeDJzWZIvkhiYI5YFmKmUwaSWZJRmFqmVumDaYi5hBmJOYV5h4mkCQyqSelyx9LKUsgTJp5YAlKWVSKlbcSqQQqDyhnKVktaeeXc9js5NydubODs3cOcFpoYmpCal5qDpvPpszEw0zELMSMw7zDxMUExDzENLUUsxyyTLIcsuSxTLJMsuSxPLLksdSxPLI8stSxFLL8sQSylLGUsQSyFLLUsaSxFLKksZyxFBJdcLredL3pctPlpqtNV5suNl1sutZ0relS06WmK01Xmi40XWi6znSd6TLTZaarTFeZLjJdZLrGdI3pEtMlpitMV5guMF1gur50feny0uWlq0tXly4uXVy6tnRt6dLSpaUrS1eWLixdWLqudF3pstJlpatKV5UuKl1UuqZ0TemS0iWlK0pXlC4oXVC6nnQ96XLS5aSrSVeTLiZdTLqWdC3pUtKlpCtJV5IuJF1Iuo50Heky0lWki0gXka4hXUO6hHQJ6QrSFaQLSBeQrh9dP7p8dPno6tHVo4tHF4+uHV07unR06ejK0ZWjC0cXjq4bXTe6bHTZ6KrRVaOLRheNrhldM7pkdMnoitEVowtGF4yuF10vulx0uehq0dWii0UXi64VXSu6VHSp6ErRlaILRReKrhNdJ7pMdJnoKtFVootEF4muEV0jukR0iegK0RWiC0QXiK4PXR+6PHR56OrQ1aGLQxeHrg1dG7o0dGnoytCVoQtDF4auC10Xuix0Weiq0FWhi0IXha4JXRO6JHRJ6IrQFaELQheErnHXuKsr3AXuAnd1ebu6Xd0ubhe3q0vble3KdmG7sF0Puh50XbuuXX/X3+V3+V3WLmtX39V3de1d1a5qF7WL2hXWFdbloMtBV4OuBl0Muhh0Leha0KWgS0FXgq4EXQi6EHQd6DrQZaDLQFeBrgJdBLoIdA3oGtAloEtAV4CuAF1gXWBd065pV5e0K9oV7YJ2Qbvyrrzr2fXscnY5u5pdzS5mF7OrS9mV7Ep2IbuQXceuY5exy9hV7Cp2EbuIXcOuYZewS9gV7Ap2AbuAXb+uX5evy9fV6+p18bp4XbuuXZeuS9fV9dWF68J14V14l1eXV9fddXd13bpsXbYuAF0Aurq6urq6al1dc5dMw0C7QLtAs0CzQKtAq0CjQKNAm0CbQJNAk0CLQItAg0CDQBvTxjQxTUwL08I0MA1M+9K+NC/NS+vSujTalkbL0rA0LO0B7QHtSrvSftpP82k+zUqz0noaT9tpO61Kq9JoYTQHNAe0BrQGNAY0BrQFtAU0BTQFtAS0BDQENAS0A7QDNAM0A7QCtAI0AjQCtAG0ATQBNAG0ALQANDAaGG1Km9J0mk6T0qS0KC1Kg9KgNJqT1qQ1aUwak0ZT0pK0JA1JQ9JoRlqRVqQRaUTakDakCWlCGg1I+9F+NB/NR+vRejQejUfb0XY0HU1Hy9FytC/aFw1Hw9FwGk7zonnRbtpNs2k27Ua70Ww0Gw0ADQCti9ZFq2k1rUar0WgaTZtpM02myTQajUab0WY0GU1Gi9Fis1yzXDNcM1yzW7NbM1szW7Nas1ozWjNas1mzWTNZM1mzWLNYM1gzWLNXs1czVzNXs1azVjNWM1azVbNVM1UzVbNUs1QzVDNUs1MzU7NSs1IzUjNSs1GzUTNRM1GzULNQM1AzULNPs08zTzNPs06zTjNOM06zTbNNM00zTbNMs0wzTDNMs0uzSzNLM0uzSrNKM0ozSrNJs0kzSTNJs0izSDNIM0izR7NHM0czR7NGs0YzRjPdLDfLzb5mXzPcDDfDZ/jMa+Y1u2f3zJ7Zs9vsNrPNbDMAMwCzrlnXrJ7Vs9qsNqNn9GyezTN5Js9oM9psNpvNZDPZLDaLyXLJcslwyXDJbsluyWzJSMhGyEbIRMhEyELIQshAyEDIPsg+yDzIPMg6yDrIOMg4yDbINsg0yDTIMsgyyDDIMMguyC7ILMgsyCrIKsgoyCjIJsgmyCTIJMgiyCLIIMggyMaysUwsE8vCsrAMLAPLvrKvzCvzyrqyrowr48q2sq1MK9PKsrKsDCt7ILvKrrJf9st8mS+zyqyyXtbLeBkv22W7rCqryqgyqixMFiZzIHMgayBrIGMgYyBbIFsgUyBTIEsgSyBDIEMgOyA7IDMgKyAjICMgGyAbIBMgEyALIAsgA5OByaayqUyX6TKpTCqLyqIyqAwqy2W57Cl7ypwyp6wpa8qYMqZsKVvKlDKlLClLypAypOwoO8qMMqOsKCvKiDKibCgbyoQyoSwoC8qAMqDsJ/vJfDKfrCfryXiynUwn08lyspzsS/Ylw8lwMlyGy7xkt8yW2bKb7CazyWwyADIAsq5YmRiZGJnYmNiYmJiYmFiYWJgYmBiY2JfYl5iXmJdYl1iXGJcYl9iW2JaYlpiWWJZYlhiWGJbYldiVmJWYlViVWJUYlRiV2JTYlJiUmJRYlFiUGJQYlNiT2JOYk5iTWJNYkxiTGJPYkpiSWJJYkhiSGJLYkdiRmJGYkViRWJEYkRiR2JDYkJiQmJBYkFiQGJAYkNiP2I+Yj5iPWI9YjxiPGI/YjtiOmI6YjliOWI4YjhiO2I3YjZiNmI1YjViNGI0YjdiM2IyYjJiMWIxYjBiMGIzYi9iLmIuYi1iLWIsYixiL2IrYipiKmIpYiliKGIoYitiJ2ImYiZiJWIlYiRiJGInYiNiImIiYiFiIWIgYiBiI2IfYh5iHmIdYh1iHGIcYh9iG2IaYhpiGWIZYhhiGGIbYhdiFmIWYhViFWIUYhRiF2ITYhJiEmIRYhFiEGIQYhNh4C2Br2+q2w21x22CL2y63OVgL1gIutf23M7YuwE6wEvCWLYPtia2H7YYtka2abYitla2ebZKtny2fLZItmS2rLZetne2s7Zatky2hbZhtlm0ibmzbhitv2WxzbUFtN3HDtrK2j7hIrgGuCi4g7iDuCa4iLhnuDy4nLiOuBy4h7pvvgK+drxPuF1cCNwQXAFfHBfFN8Z30zcUd1cXQ7cCtcq1wnXRnXQndQdxQ3SRd4rfI9wj4xuXTLcB9xQVzwXCNcKdwvXS9vonAQrCI7pLuKy+BLhJvr8umq6TbxJt3cd1nlwwXVRfYVXaD3FTdapfX9XXHdHPdLt0gXSrdE91K3RXdUF1M3lffEl8Y3jFf2feCV4x3izdW2BuuE96zDdtWtyu2xK2+vbf6NsD23t7bAFuvrW672wLY7ra/LYAtgO1ve9vm2+cWt31ufVvcFrf1bW1b37a3tW1t295Wt81tA2x5W942wNYH2wGfAp8AnwCfArsAnwoDALsAuwgDADPZArcLtsgtcrtgS90Ct8Htgm1wK9wu2C7YCrcJtsLtcJtgm2A73DbYXrcWttFtdGthO2BrYYthO2A7YIthS2D7b11s+22/dbHdty62L7b7dt++2PLbF1saW37Lb2lst9uw7YptgW2B7Yotha2HbYctg22HrYItgy2DrYLtcqtgi2C73C63CLb5lsAWw/bA9sAWw9bGVrtVsTWwNbBVsbVuo2yfbC9sL2yfbCtsQ2xBbK1sQWw/bK1srWw/bKFsP2wjbKFsoWwjbHtsN2zHWyLb8Va8JbIlshVvbWzF2+zWxtbGNrs9sP233e2MbXfr3c7Yzth6tzW23i14W2NbYwvePtmCtxO2T7ZPthO2FcK3MJEwHSYSdhGmw3TYBfhS2EV4AfgS+FJ4AXgRmAvYAHgL2AA4Ct4C3gKOgp3gE+ARYDvgEeAAYDtgO+AA4CLgAGAkuAi4CBgJ9gJTwWLAOlgHiwHn2F7YithG2YrYlthG2UbZltjG2XLYstii2LLYttii2KLYtti22ZLiKthS2lLiKtiq2obapuHO2zRbN9yZO2/dbPtwidtS3APbUttT3APcA9tTXAdbHdscWzrbHNsdWzpbOtsd2znbHVsg2znbOVsgWz5bINsjWz5bPtsj2yTbEtsb2zjbG9si2zjbONsi2zzbIlsk2zzbPFskW1ZbLttZ2zHbMdtZXBr33uLZ0tri2YbZ0trS2obZJtpK2b7ZYtm+4cq2WLZYuLItIK6MS28BbQFx6W2jLahtpy2bbaftlS2bLZvtle2J7ZXtlO2J7YntlK2HbZptqK2WrZZtqC0m8KLwAnAicKLwgrDXNslWydbPVsmWytbP1s+WyhbTlsq2yhbTFtO2ylbL1tS2y5bTtst2y5bTltN2y5YQV+bW3Bi35m7gxrgx7gbuF5wnLACsB6wnLCCMINwL/+Av4C/hHwxqq4m73IraiuIuuV4wmnATbAVsJdwMA7ebtrK2iraKtrK2rLgZtrG49DbWFhKX5tJbSNtG4EpgJGEvMBLwkrBX2Au8BJwIbCUMBD8BPwkDwbfAX8BZwj1wFrCTcC/cAzsBlwI7Ab8AlwKXAr8Aa7ncrSXuvbW0LcS9ufe20BbPFhF3tzXE3XFrW0NbQ9zaNhC3xu3aBtoG4nZtBXG7uPhW0FYQF98OAjMJAwBDAUMJAwgHv7ovk+/xe/wy+Vb6Gr9GvsQv8WvkO4S7hkuFG+aGuVS4PvcG1xEXBxcH1xHXEhcDFw1XB1cHFw23EFcHtxB3CHcItxAXFncDtwP3y+3ArcP9cr/cOtwv3wffPd+wb9h3z/fFN8K3wbfQt9C3wZfOt8HXwJfOl87XwFfF9wp4+KXxpQEefi9tT21XcR1sV3EBcB1wHXABcEFsPXFpXC8ujSuB68X14krgfnWj3TGXEpdSd8z9xG1yXXCZXBdcElwml8klwRVyIXUXcDNxM3UXdKF0md0v3E3cTd0vXStXyCXBHXKHXBLcEtwvbggukAvkhuB2uSG4frhdbpfrhwuBa4RLhAvmEuEi4IK5YC6CbS4uAu6Aba5tLu6ALSjuKC6pLgYuKW6pLoYuBm6pbgUuDO4E7iHuIe4EbhzuBC4DbhxuHC4DLoou3j3CVcVV1T3SjcAtxT3VrcA9xXXVrdCtwHXVRcFVwRVzAXHF3AZcQFxA3AZcEdwG3CBXBFcEN8jNwA1ycdwM3Axc3DYW1+dS4YJxwbhUuA+4n7rjrtyVu+Muna0tbs+dcXvuCO6MO+OO4Eq5I7g9uFKulNuDq3MTcKNwA3CjcHNwA3ADcHNwndwcXBdcJ9fJdcFtfqWAgd8gYOBX1TfIN8hX1VfDV9V3z1fDV8N3z/fBd8CX+rXzpX4/fO187Xw/fDd1e3BtdTtwbXFpdTt0O3BpcUdxo9wdXAFcAdwd3CZfGt9LXw5fDt9LX/H30jfLV/wVf7N8i9/f98fXw/fHd9LXw9fDd9I3BbcSlwPXDpcDlwLXDtcOlwK3B5cCtwC3B7cHtwBX/z4By18sYBmc+2L5YgHnvmDAObDuC+YLBqz7ivmWAl/4tvq2Al8A6wB/wV1fOV854K4vEXDXd9GXyJfId9G3AjdPt8mN1G12vdxI3EhdL1dW19sdwpXFldUd0u36fviS+G76kviu+G76bvqu+Mr6rvgW+cr6yvoWAd/ASbAUcBEsBTwEXAQXwUPANPAQMAswDUwDswDPwDMwi6+try0wC3CXu6lr5QbiBupau0huqC6Re4Z7pkvs3riXuhS4bbhtuhS683cUeMMXE3gDePjF9MUEHn6vcE9wX3AVcV9wi3AVcRVxi3BfcYtws3BfcV9xs3D5dGluEu4qbhIuEu4q7iouEq4lLhKuEK4lriWuEC6OrrJb5KLqFrmPuKi4qLiPuGC4j7iNuGC4YLiNuEa4dbh3uF+4d7o19wv3S7fmpurWXRs3FTdV19atdmfdWFdCN8YV1ZXQlcAV1aVyRXHHdKldKncMNxF3DFcMNxE3EVcMNwY3zGXBXcNlwa3CXcNdw63SvXGrcLt0b90btwv3DNcD1weXENcHFwqXEJcQF0oXyYXChdNFdpFcONxA3CpXA9cKVwM3BdcK1wo3BfcWNwX3CfcW9xb3SXfmPuFq6c7dmauF24b7gwuEy4kLhHuEy4nLiXuEy4p7hDuFy4rLijul68WlxE3TjXLTcK90o90o9wq3EvcKlwe3ErcSlweXgzeGt9uV1JXk7XYZdc149+4j7+590X3UfeR94ZW7n7wfupO8H7zX7qTuJO+1m8d79Rro5unm8Rroyuni8Srouum68SrowvLqvNVunG4cb7Xbqfupy8r7ocuq68r7wfuh68pLoivHa6AbphvGa6Bby8uim8pboZuqe8pbwVuhe6oLqpupW8cLwQuhW8fLd+t0wXh5L98F0+XUJeXddqN0o3i3XUfdOF0rXl3XSpeKV+fVdal0K3VddWl5SXRpeWVeEl4SXpk3hVfmjXlTeGPdXN4U3hTdXF4W3VxdXF4WXhZdXN1UXSTdKd5ed0p3i7fn7XW3eKfdLV1I3ql32oXkpdGF1N3kpeGl0d3krXkDeWleF15aN5LXhddFN5KXQDdSV5GXgJdAV1F3CbdW99vtdXvdb3cOlw/3T7cA9w8XUbdAtwAXUXcCF1EX153QndDFdcl0CXWH3SrdYVfYrdKt0hV2oXSFXV0XShdKV8fNxL3ExdSlwMXENdWl0KXANdUNwTXV5XVDdEN0ed0xXVoXQtfYNXYhdPl09S63C+xyu9susAvsbrvKbld3SPfX/XWHdN90e9053b/7d+d0AXWrXb4b7PJdcTfYDXbFXb0r7oa7elfvhrvcboBuspulm+wa6GbpZuka6LLpGuiGddl02XTDuki6zK6z+6Xr7EK7X7pfutCuoC60q6QrqCuoq8Sbd6N0Z3RJdWd0SXRJdUl1SXTpdEl0HXTpdOl0HXTlLoxuqW6Kbopuqa6dLpHurS6P7q2uqi6PLo+uqq6OronuqK6M7ijv3pXRleHdu2a6fbzhbhtv2Pvrtum28f66O7y/bqnuju6ObqkujK6Cbo4uli6Wbo4uqm6O7o8uqi6q7o9ure6PrpFurW6trpFumC6D7pqutrumW6mr7Wq7lbonvJa+VS+pb/VbwkvKS+pbwvvqa8Db6qvC28pb6qviq8Jb6vv95viC8M7yzvqC8Kb6gviGvam8qb5h76XvgK+Tr/Kr/Dr5yl8nXwlf+St/JXg/cXN1PXRrXQ9dNd1at9ZV07XQVdMd1bXQtdAd1TXRBdMt0eXULdHV0OXU5dTV0B3U1dB90B3UHdR90J11N3QNdT90P3QNdUV18e6xe6R77Ga7R7pHutmunm62m6Grp6unm6ELq5uhi6MLqwuri6Prxsvoy/Wi8aL5cr/zN/YFe8l4yXzB3lNeM15c3jNeXN+t94z3zHf7zX23Xybf3Df3ZfLVeZV4bXmTeJN4bXlleUt5QX2/XlBeMd/v9+sV443lJeNt8o15m3iLfGPfmLeIN5B3hVeUt4W3hVeU95b3z9f38vDy+PpeVt4kXlleH14fXlleVd5J3hpeVd4a3h1eVV5V3h1eH2FquEx4D+/hMmE33t/7xvv1vvF68n69X68nrwmvJ68orwmvCa8o7wovBi8mrwSvBC8mrxovDy8r7wbvBi8rLx8vkO/My8HL4Tvz+vHK3hdeo9fofeFt5B3gneNFeud4L3iRXqT3QneR94JXQHdRd5FXQDdRV5J35o3hnXl93hjeGF6fV43X50161XjVeJNeCWFvmBuuE+aGt+E64TrhbdhNeBvWht2E3YS14d1bxBvmDeQN8x7wBvIG8h7w0rxDbwkvmLeE95AXzAvmPeQV4T3k7eQV4RXh7eQdsf1tidvblri9t7ftbXtv7W1u+7UNsP3a4tsA2wBbfOu1NbCdbrXb6da51W61W+fW3zq3xq2/9bfGLW8b3UK31y10y9xet9ctc0vdMrfJLXVL3Sa3yG1xe9w22B63ym2DbYOtcutgq9w2tw62DrbNrYSthu2XbYbtl22MbYZthm2MLXYbY7tii91ityu21W1zK91K2Eq3YFsJWwlbsC2FLdhWwJbClsJWwLbA1rpVsX2wfbBVsYUBToKVYClgJRgMLAUsBQwG7gIGAwsAdwF3AQsAcwELABcAcwFzARcAG9hG2ELY9thC2Ia3PbY9tuEtjW14y93S2NLYcrfb7xbw11cS+Avs4SvpKwns4fsJ7AFc5Pvp+wlcBOwFdoJ5YCVgHhgHVgJWAsaBdYBx4BqsA6wDXH9bgbVgKFgLGAq+wVrAWsA3WAT4/nYCiwCL+Hb6JtpK2eLYvtni2KbYvtm+2abYrtmm2I7Yrtmu2Y7YwtiO2H63MLYwtt/tgy2XrZGtna2RrY+tna2drY+tmq2PrYmtmq2arYntBjCo8A+eBZ4V/sM0wFRwFSwGXAWrAIsBiwGrAHMCqwC3AHMCcwK3AN8CtwADAd8C3wIDAT/ZatiS2H7ZktgK2X7ZftkK2ZbZCtkO2ZbZltkO2Y7attjC2bbZwtnK2bbZttnK4cpbWNzrNhP3yuVtM20zcXnbSVwed95O2k7izts+WzJbM1tWWzPbM1tWW1bbM1tF2yzbJttE2ybbH9tE20TbH1s92x9bGVs9Wz1bGdsQWydbJltCWybbJVtCW0LbJds92yXbINs92z3bIFs62yBbHls6WzpbHlsdW1LbVFwF21RbXFwFXAVbXNx9i4v75O7cnfvkOuE+uVSuE64TLpVb3dravuL221dbVNye229RcQ1sUW0/cQ1wDWw/bR9th2y9bEdtvWzBbEdtR23BbFVtwWzRbFVtVW3RbCltYW1rca/bWlwb98q9cm1cC1wblwDXAtcClwB3C5cA9+du4W7h/tzsdtO2FTds22p7ixvGDdve4j7Y3uL2uA+4D7g9Lhg4D/hOWAD4DrhNWEBYALhNWApuAzYTloalYDPhINgM2Es4GA6CvYChgNGA1YSbYDVgOOFmuAmGE0YAhgPmE0YQRgDmA9az1bStxF1uK23vcJfc5fYO97a9s63DvXFv2zpbU9s6WzFbU1tTWzHbLttHW0dc5NbRlhEXyUVuGXHxLaPtIS7OxbeHtoO2nraRuLRtpO0fLo1L2/7Zjtki2i7i7raLtpK4O+5uK4lL3EraXuISucTtpW2pr/Eb/Br5Br+8r5GvkS/vi+TL+3p9kXyRfL2+ML5e3lpfGF8Y3lreV95ZX/ub42t/cd8c3xxf3HfIF/f9+g75Dvl+fYlcCFw/XBlcGVw/3EXcnPuBG4H7gauHG4EbgauHa4Krh5uIa4JrgpuIG8N76gv+4l/8C/424d7g2uA64trg0uA64jri0uAy4tLgzuAy4jLizuD+4JrpfnGXdL+4eLhLuEu4eLgXuHi4W7gXuBe4W7jZ7+/b+/749r4Avj++P74Avhe+ALyPvhe+F7yPvGO4GLhbLhrulqvlouGi4Wq5Tbha7gJuE24T7gKuAG7O/XE/cH/cHPcD9wM3x+Vyc1tXXC6Xu3W1tcTVcX1cEFwfd8oFwQXBnXJrcKdcK7cGtwbXyn3DtXIrcN9w33ArcD1wa3E1db9cTdxJ3W/3y53U7bmTuFy6fbfncuEu4nLhKuEu4i7iKuHK6NK4oLoQuKC4e7oQuhC4e7oIuHu4ZboIugi4ZbiHuGW4QbiHuIe4QbgwuAy4SS4KbpJb5KLgouAWuV5ukWtzvVwv196K+ib6ogELv2i+M8BCsPA741vpO+Pb4VvpW+nb4Xvk5uK26nrgtuL26XroeuD26YJx+3DndMG6YNw5XFjcOVwmXFhcWFwm3CHcBFyeG4XLc7HcKNwoXCyXDBfLHXPJcMlwx9wT3CgXyt3BhXKV3B3cHVwldwVXyT1yV3BXcI/cEtwj18gtwS3BNXKHXFfcWV0U3FlcXF0UXRRcXN0gXFxdAN0g3SBdAN3cV8o3DRj4TfNVBAaCgV9F4O5X0dcSuAvufi19bX3lfBuBv99G31DgL/j7DQXO8Q31fQXOAc7xfQXWv6W+nMAXvpy+cMAXwBe+cMANvnC+Y8ANwA2+Y765vmO+Pb65vrm+Pb4pvlu+WsBfXy3fGOAv8Nc3xlfTN8bX+tX01fS1fpt8rd/kt8m3yTf5xb9PvknA8jfJlwdYBstfHt9YXx7fE99Y31jfE99C3xNfDN9C30JfDN8I3yPfKeDbd8rXC/gGvn29gHdfL98v4B149/0C1n2/fM2AdWDd18xXzHcUOAbeAI6Bd/AG8AbwDsYC3sFXMBYwFvAVXAl8BX8AVwJXAn8AI+FC4grqLuAK4rrpLugu4LrpDuC64UrpDugO4ErhDuJK4bbgDuIO4rbgquDm4dLpNrl0uGq6zW6Tq6ZLc9VwsXTpLs3Fwk3CNcNl0/3isuFK6n51v7iSugG4kridugG6AbidukmuF26Yrhc3DFdO16vrxZXTzblyuIa6eTfnGupG4BrieupG6EbgeuKq6uLp7vEq6O7xFr0KvAq8Re8Jb9G79J7wnvAuvXy8S2/Wy8fLx5v1buj26VLyhruUvAC8YW/YC8BLxAvAu/MS8RLx7ryIuoy83S6aLhpv16t3m3TLePNumS4ib+7Nu4i83C6iricv18vtevJ26XLxArtivEBvsyumK8bb7P7xNr0Tun+6f7wTuoW8E7wVuoW6hbwVuqC8w+4sb4nurG4jbwlviW4jr7fbqHvI6/V6u4e6prqOvNuurK4s79Yro0ukW6R7q1uky6R7q3ury8Sb6zLpevHmvLmuF6/e9dI949W9evdMF40X6y3kfXoLeZl4n96nl4n3y8vES8P75f3y0vDWup281a6tri1v1dujy6UrxQvsSumK8AK9wK6ILqCuiG63C6gLqNvt/t1cd9nt0l12BXS7dLt0BXTtdAV0r107XTvdazeF99NXgteO185XwpcANxQ3VjcJN1bX7ibpJunaXSxduzvtYuli6U67Crq+LoHumC6BboPumO6YboNumm6DLrabppumi+1a6j67B7pkuge6LbpkumS6LbqXui26MbqXupe6MbwCujG6cLwCvAK6cLqJugy6Cbprugm6u+6a7prurvuku+ve3SfdJ92726N7d2XdHt0eXRnXVndFl0U3VJdF10U3VDdU10VXVNdF90VXVFdU90X3g/ePN9HX9ybyavr6X9+r6fvCq+lLf198X3zpb1j3ULdG11S3RldF11TXVFdFl09XRXdEl0+XT3dE1+hl5I305XojfW9f7pf7vX2BfG/fA18gXyDfA99F3wNfCN9F30VfCN8K3SVdH91XXR9dGt1X3VddGt03XRpdafdN901X2v11N3TBXUNdcNfvGuoa6vpdQl2/u3cJdQl19+7wW/xm8Zrymvpm+U7oYrsXupa6F7ocupa6lrocupi6HLogupi6mLoguiu8lryDvlXvIO+eb/Vb9e756t49XjBf/at7wXg7ecF4c3g7eTt5c3hHeM14l3hxeZd4LXhxeXF5LXj1eC14rV49Xj1eq7eH1+r18vbw9vB6dW15lXiPeG15j3iHeG15bXmHeG95h3iFeG95b3mFeFt4gXihfGdeKN4139l35l3zzb1rvIK++Tf3CvqGvYK8kr7hb9gryXvJu8UbxBvLG8T7wBvLG8v7wAvJ+8CbwAvJC8mbwCvDm8BLe2V4ZXjprqzwLZwLEwnnwsswkTCR8DI8JrwMBwiPCY8JBwirCQcI92E14T5sDasJqwlbw3vC1jA2vCe8J4wNe71YL9hbyAv2UvAW8hbyUvBO8lLwevBO8k7yevDWCFPDB8JlwgfCvnCZcJmwL1wl7AvzwlXCVcK8MI0wD5wrTCNMA5wLPMs7xuvkK/M68YL4yr4yLwhvIy8IrwNvI28jrwOv0bvzir2IvGKvBi8iLyKvhu/s1eAN8Z2/szeEF40Xg7eDF5O3g7eNF5MXk7fNl+lt48XzZX6ZXjzfCV483kzfCd8J3kxeU94B3gXeOd4F3hneOd453hneTd4Z3ijeTd5N3ihfAt4oXjpfAl8CXjpeO97fW8D7xlvAC/W+8b7xQr1fvFDvzfvF+8V780Lw3rqavBC8ELqaupnCWMJPwpPCT8IbwpPCk8IbwojCG8LgMKIwojA4DAXPAMcCmwLTCMvAn8ATwIrAj8AYwJLAosCRwmHhCeAm2A3YBHhTWEc4G66FT4TBgPeA/4QTfIFfJV8X3/8b54vnu3/vfB99o98qX0JfGd9V31tf7dfRN9C3xnfBd8k3xBfUt853wxfHd9Z3ELgHP/ieAoMAS/ia+pYB/8b2+MGYHysYlxjXGF/HMcY2xJnEksYIxvlYwFiEeNC4N8bHFcYYxkrGN8YrxmrGO8ZwxmLGEcZExkjGPsZ6xlfEh8RyxLPG4LGOcQ4xHzEpsZTxnXGlsSWxDLEf8SKxWPxFPEccFkMRxxknGRcZtxk3GcsYmxGPEEcRlxKfENsQSxGDEO8RqxHjYiRiDV0b3VXdVmNTY1bjVeNVY1FjT95V3wzfFuJdHEA8JLxKjECMIbxIXBOLCGMJTxIT8Cr6Yr8JwlPCtMQ4b57v9Nv1pvlCvwW8br739xrGFE4S1hS+JAYTDwg/Ct8RG8OHxEwxMswjbEXcFd4RRhUmFA4VZhTOAD4ADgOOAI4ADgPWBK4FbgS2AbYBbgR+gnkwGfAYPAaTAb8Ky2AU4EdgFOAQ4EfgR+AQ4AlgHmBcYBJgXGAwYBJgEmAwYAXgQ2Ee7AjsKMyHMYA3hbPgTOBM4Sy4FphUGAfYUhhH+Aq2BLYUvoIpha9hH0wJTCnsgxmBI4UngD2BPYUnhC2At2A64B9MB/wG/IN/8BuwFWwFvwGHgcPAb8BnwK3CIsCqwKrCIsIDwBPAXLAiMBeMBSsCKwJjwWXAWDADcBlwGTAD8BkwA7AD8BnwGbADcBhYARgMeAB4ABgMOAp4VNgDeFXYQ9gEeBV4VdgE2FbYRBgR2BbYVhhRGApmFPbBhsCGwn64CiYUbgAuBC4UbhCGAZ4TVgAGBAYUVhDmAI4EhhQOA0MCIwqHhcPAiMJVMCLwoHA1XAUPAhsKF8GswiPArMCBwiPCI8CBwgzAgcBywgzCDMBywJrAcsA3wJrAmsA3wBHANsA4wLXAOMBJwLXAtcBJwJnATbAX7AbsBcsAuwG7AcsAwwLLABMBwwLDAhMJDwATAR8JDwgPAB8BqwLPAP8AxwL/ADcBxwLHAjcJP8FNwHvCz/ATvCecIFwDpwqfAKcC1wmfCJ8A1wlHwXXAacLRcBScBvwKnAZ8BfwK/Ap8BTwGrwl/gaeEv8C4wFPAU8C4wDy+z6/zC+UL5ev8Rvk6v81vlG+Ub/NL5dv8Lr9Uvssv2JfKl8oX7NvlK+PL4rvqy+KL4rvqu+qL4ovni+I7/uL54vmOvz84+NXxZfTV8a3xZfRl9K3xXfIFfoVfJV/h1/tV8lXy9X4hfb3fDV9IX0jfDd9Z3zVg41fNVw3YCCZ+ZXxvfd9833xvgbPfPGDptw1YCl5+23zbgJdfNuAl2Phl82UDNn7XgAl8PYFNfD19YYFNgE18YYGbXzJg3zfMNwzYB6bBGMAJwJLACcBHsCSwJPARvAN8BM/gHeAd4Blc41vrSwvMBszmSwuc4UvriwicAZzhiwic/SL6/gFnwdnvn+8b8BiwDUwBbPuaAlMAU/iaAv++ZL59wL5vn28msA/s+2YCp/hmAgMApwCnAAMABxGrGgcQ3xoHGDcQ3xLfGjcQ4xo3GHsQ4xLjGnsYJ8e3sTy2jq1jeexgLItzjR2MHYhzjQ10/Xj7bqBuIG/vzTCujfsxb8wb9+Pu+Da2jm1j29g6/sdh467xP+4aAxj/438MYGwb22Pc+MEYN36OH4wfjJ9jE+MDYlJj3VgnJiV2NTaOEYyz4+wYwZjG2MK4OL4wLo4JjC+ML4wJjIWMaWMQYk5jEOOlmJOY03gpxiQGNW6KN4k3jZvj41jBuMbYH/vjGmMcY9p4NwYx3o3zMYgxiHE+FjF+jqFjE2PoWB+bGJsY62MUY6wY0lgmhiQ+NJaNZeJD4lniM+JW4kLiVuNZXEhcaDyLLY3ncQCxJbGlcQCxqvF1vI9jjPdxgnGMcYxxgnF3nGBMHHfH3TFxzBNTGg/FisSKxsNxcDxjfGCsYaxhfGA8FeMRrxInEq8aC8WJxInGQvGjsXDMFD8SPxozxZfERMS1xHTEdMS1xrR40/goNiQ2ND6KA42PYlriQOJAYlriO2MC4wJjIeMC4wpjIWMh4wpjJePr2MZ4w3jD2MZYiziNWJYYjRiNWJb4lPiOmJaYjZiNmJYY1fjGWM2Yx5jHWM14jdiNGJa4jRiWWJa4jbiNWJY4zTjCGMKYyBjCODwmMiYyDo9xjMPj7RjHGMd4O/bFf8STxGHEk8SRxGHEYcSRxD7GZ8YzxkbGRsYzxj3EbsRrxLDEa8RlxLDEsMRlxKnEZcRdxKnEqcRdxKHGGMYZxkrGGcYqxkrGSsYqxl/GKsYsxl/GX8YsxmLGLMYtxmLGYsYtxjvG2vGP8Xj8Y3xkPB6Px0fGIcZHxmrGIcYhxmrGK8aLxmfGdcZ1xmfGY8Z3xpbGf8Z/xpbGgMaWxp3GgMaAxp3Gg8RyxE/Es8RPxEbEs8SzxEbEYsRGxBLEYsRixBLEW8Q9xI3EN8Q3xI3EhMQqxDTEgsSCxDTEiMQ0xEnEiMSIxEnGQXEScZ5xcBwU5xErEuMR1xGvEtcROxGvEq8SOxF7EjsR1xB7EnsS1xDHEdcQzxDHEccRzxCHxbyYixgs5iI2IwaLwWIzYhxiM+JaYhxiHOJaYiJiKmItYq6YK9Yi9o6jjPGMpYyljPGM84x9jIOM9YyDjKeM9Yz1jKeM+YyjjKGM8YyhjJ+M8YzxjJ+M34yfjJOM34zfjJOM24x3jIeM4YyHjJeM4YzhjJeM44yXjJmM44zjjJmM84yZjJ2M84zzjJ2MpYiRiCGIvYghiDeIvYi9iDeICYk3iE2ICYkJiU2Ib4hhiAGJOYg5iAGJ+4hvcVZMQZwVnxBTEFMQnxBLGfMYrxlTGVMZrxlnGa8ZIxpnGWcZIxqHGSMaJxqHGYcZJxqTGU8ZYxnzGWMZbxnzGfMZbxk/Gm8Zoxk/Gj8aoxlHGjMacxmbGXMZVxmbGZsZVxk3ESvFQcRP8VMcRGxlrGrMakxqTGrMaoyqa6N7o7uqe6Oro7uqu6qro6tKbED8E4cQ/8RAcQhxCDFQzEIMFDfFLMQsxE1xkbGnMajxqjGocanxqvGqcamxKXEU8VQ8QTxBPBXXYg7iPuIF4gXiPmIUYq5YK6Yi1op/MRUxFfEvbiL+xbu4ibiJeBcPGZMajxqrGo8acxqrGqsacxpnGg8adxoXGhcadxp/GhcafxoTGhMafxoHGn8abxoHGgcabxr7GW8aaxr7GfsZaxr3Ge8ZMxofGjMahxofGh8ahxo3Gk8aixpDGosaLxpDGkMaLxor+u5fB987XwdfBd873ztfBd8WXwVeWt8W3xZeWt5V4hTioNiFOChOIHYhdiFOIBYkTiCOIBYkFiSOIFYhxsVEMRIxUVxAjESMRFxADCFsStwgbCdsR9wgLErcQGwNiwqLElvDssKexNJwKbFUfCFcKlxKfEFcFF8QBxEXxUVxELEyLEVsh8WExYjtsB+xU7xDvBTvEOsQL8VLsQ7xTKxDLEA8E8/EAsQyMS7WEMYVxiXWIK6KF4hRiHlinhiF+EuMQuxB/CX+EnsQ02IP4puYFtPiWxjO1+eF803gheON803wTeCN41XkRfUd4b3zHfHtvXe8d769l8239+bysvGy8ebyIhGPw5nEB8KZwpjEB8QHwpjCmsS8GCrmIoaGa4m5iLmEa4mv4VphV+Kr+Bp2JSYQdhW2JCYgJhC2FMYizob7iAWE+4QriQWIBYQriWVhTmID4UjhSGID4mP4UpiSGCxMKQxJDCYGC0MS52FI4UfiXJyHH4mNYTbiYdhQ2JB4KFYgrsO2xBPCtsKxxBPEE8KxxHY4VriQ2Bbb4UJhP2FV4SviOXwlDEg8i+cwIHGGMKDwInEGcYbwIrEIr5Rv7Z3infKtvzVvHq+c79Qrx3vjO/1OvTe8o7xIvLm8MLwwvLm8nMJywsQwjDAxfIdhhGGEb3Ch8DAcJGwL28JBwiDAjsIYwsgwMowh/CccDh/DgsKCwscwh/AxPIc5hDmEZzAg8BownvAXGE8YD3+Fv8J4+EYYD+vCN8I3wrowkrAuLAwjCSMJC8Oqwruwk/Av/As7CVMJE8Nywg/CD8Jywqe8N7wovKO8KLwRvKO8o7wRvI7CxfCI8DQ8DY8IDwonChcIgwkXCOdhMGEw4TxcC0cJO8Nbws5wiPCW8JZwiHCucBpxL4xG3BPvwmjCaMS7MArxLswnjCKMIswnTCIsQ3yHVYRViO9wKG/txeG1vbYXh1dH2E64S9hUuEtYSNhU2FRYSJhUN5A3QzdWN5Y3g9fmzeDN4rV5bd4sXmd4SPhWGEj4VrhTGEgYSLhTOBnuFA4SToaT4SDhYThQeEV4VnhFmEd4VnhWmIe4K9wjrAzHCSvDBMJxwnHCBMJ8wgTC3TCfMJ9wN0wiLAyXCKsKlwjXCKsKqwrXCF/xRvBqvY68Wq/vdeR15PW9Yby+V+kN4w3jVXqrhJOEc4Q1hXOEv2FNYU3hb/hP+Btmhv+E/4SZYWR4Gh4UHofH4UHhVOFwWFBYQlhCWFB4lJeBt4GXi5eLt4G3jreBl+qt463jpXo5ealeFV5OXk5eFV4YXqc3izeAN4A3i5dQuEKYUVhDmFEYVFhDWEMYVJhFWEjYRphU2EaYQphUmFSYQphKmELYQZhKmErYQfgXzhDuEA4V7hD+EA4VDhX+EFYB3oLDYDrgMFgDmA6YDlgD2BRYAxgG2BTYFBgGeAZ4FLhP2AO4D5hK2EPYA5hKuAZTARsJ1+EabCQsg42Ae4TlsAzuAUYB/gPuFE4A7hTuCicIJwh3haOEu8K4cJRwlDAu7AQ/wY3AOBgHNwLHALcCywqLAMsKG8MiwiLCxnCYsDGsh8OEw4T1cKCwHoYQDhQOFIYQXgHmwQvAZMALvq7AZMBkvq7AHb6uvqTAHcAdvqTAwS+p7xlwEBz8nvnqAAMA2+AgYBs8BQcBBwFPwZ/AU3AJ8CfwJ3AJMA3wAXAODgPOv6nAYcBhvqnA4m+q7yGwGCz+HgIzwaTAtMI4wLTCsTCOMI5wLNwjHAvTwj3CPcK0sBJ8COwnzIP9gH2E+TAP9gEWBfYBXgEWBRYFXgHGAKYBFhKWgYWABYVlYRlYUBgEWBAYUxhEGAQYU9gGJgSOE24AjgPmEG4QbgDmAA4F5gCGAA4FDgWGAB4DhgBGAB4DHgNGALaB54CrhBWAq4AthBWEFYAtgCeBLYArgCeBJ4ErgNmAK4B9MBswG7D/rfVd8B1+l3yH3913yXfJd/e9fnfeRd/r9+pd5HXzBfsG+Hb5BvgK+Hb5dvkK+Ab6Cvhmv4G+gb7Zr/b7fxl843wZfBF843zjfBF8oXwRfKVfKF8oX+n3+T30nQNmfud8fYCZYObXx/fR18d3x/fR99F3x3f/4vgK+c76Cvnq+c76zvrqAYO/er6iwGAw+CsKHOMr6osLHAMc44sLjH+1XwtfR18LXxFfR19HXxFg+iviawNMg+mvjW+Yb56vH7D06+cLCCwFS7+AwBK+gL6UwBLAEr6Uvqe+g76CwP1X0JcPuAf3Xz5g4pfP1w2YCCZ+3XzVgGewDFwDLPuyAtcA1/iyAj/4svpGAj8AP/hG+g76lvlyAf++XL43wD/w73vjS+h740vhS+hL6EvhG/2e+qICg/iiAtfAIMAgwDVwFHAN3ANHAUcB98ADviG+Jr6gvia+Vr6gvqC+VsAEvla+hsAEwAS+hr6exjXxq3EvfiVmNO7HvZjRmBYzEusZ02NarEdMZ2wc/8YIxr/xPUYwRjC+xZm6frp3vH33TleLt/f2XS1eYVdL94pX6BV2r3jvsYLxgHGJ8YCxc1xiXGLsHHsYO8fKsYexh7FynBTnEscaGxDHErMaGxgbELMaM8WsxKbGzDFTbEp8SQxKLGrcFIsS2xo3x02xrTEDsa1xbMxgzGAcG4eNY+PZOGwcNp6Nu8b6eMEYxXjBmDpGMUYxpo5zjKnj7zjHOMf4OwaPBYyrYxHj6rjDWMRYxLjD2Mq4w/jD2MrYyvjD+Mr4w5jE+Mr4ypjE2Id4kLjSuCeuJP407o174k9jXvxpXI/5MT+ux/ZYN46OD4yjY+n4wPjAWDqeiimJNY2HYk3jr/FwPBx/jS2Mv8bAsYWxhTFwXBTzETsSkxI7EncSkxKTEncSuxprx2DjH2OwsW/8Y/xj7Btzx75xbswdc8e5MXacG3uNsWPs2EsMyVt7Zy8O7+zt8uLw4vB2eW14u7y414bXhhf3Ghkvx0gxpjFSPEmMSYxJPEn8Zyxj7GJsZuxiTGFsZmxmTGFMY0xh7B3TGNMYe8fZMXgsHusYi8cTxjrGOsYTxkjGE8YSxkjGSMYSxhHGRcZAxm3GQMYwxm3GbcYwxl7EksRwxgjEcMRvxgjGCMRvxKXEb8RHxKXEpcRHxCPEXcRVxKHEVcRKxKHEocRKxIvESsQ/xIvEi8Q/xDLENsRMxFLETMRkxFLEUsRkxHzEZ8RXxK3EV8RCxK3ErcRCxHPEQsQlxHPEc8QlxOIxjPGLsZfxi/GJsZexl/GJsZbxiTGHsZaxljGH8YaxhvGI8YzxiHGK8YzxjHGKcY/xnrGcMaOxnLGbMaMxo7GbMRcxCDEJ8R4xCXEM8R7xHnEMMSpxDPEUMSoxKvEUMZvxnbGdcaWxnTGdcaVxpTGdcaIxnXGZcaJxonGZMRkxDHEOMSBxDnEWMSAxIHGWMS7OIrYzxse42I54kLiHGIi4kRiIGIu4kbiRGIt4lBiLGIx4lHiUGIz4lBiMeIz4lPiUeIwYjXiE2II4itiCeCuOIo4i3oqnYq9Yixgrxoq1iJeM0YzTjCON04zZjCONI43ZjDWN2YznjDWNNY3njPuIZYhbiP2IW4g7iP2I/Yg7iK2IO4griK2IrYgriJ9jI+Mu4zPjLmMw4zPjM2Mw4zHeVd5Q3wzeUF5D3wzfDF5D3wJeQ94+3wLfAt4+3jTimthLLELsJRaKRYhFiIViNWKh+CtWI1Yj/opBdK90nXjvrpOuEO/tvbtCuq26QrpAuq26rbpAuja8iryUvlgvJW+lL/aL9Vb6uvBW+tK+Lr4uvrQvUCwWh4m/iMPEPvEX8RexTzwW+8KtxGPxONwqnGlsanxqzGp8apxqzGrMapxqjEosQdwVbxF3xb14i3iLuBdbxb1YJ7aKrWJdWNZ40pjSWNSY0hjTWNRY1BjT2JO4KdbFRcS62IG4iLiI2IF4idiB2BcvES8R+2Ks2CmmineIqeIV4h3iHeIV4kjiFWIe4kjiSGIeYh9eVF5Y3xFeWF/bd8R3xNf2rfO1fflvnW+dL/8N8Y1+kd8qX6TX1bfKt4rX1bfrdeUF9O1+u15A3jzisPiBGIr4gZiBGIoYipiBGIOYgTgmxiDGII6FV43rjAWNF40FjQ2NF40XjQ2NFYkDiKPiIeKoOCkeIh4iTopfiJPinPiF+IU4J/4wzjS+NFY1vjSWNFY1VjWWNA41ljR2NA41DjV2NG4UvhOmIzaG6YTniI1iY3iOGBeeE/4ixolx4S/hKeE04TXiXnhNGJa4J+6FYYlThGGJZXEKcQqxLA6G2YTNiIdhM+Ef4qF4GP4RPhX+EY4RPhU+FY4RfhBeFd4kRhDeFG4jRiBGEG4THhVuEz4SHhUeFT4SlhAeEl4SvhVeEsYTvhW+FcYjrobxhD+Jq+Jq+FMYV5hT+JXYQPiVGIDYgNiAGID4F7YS5iLuCnMJkxF3ibvCZMTIMJnwGzFSjAy/CR8KhwinCOcKpwh7CecK5wp7Ed/CXsJnxDfxLXwmDEd8h7OIs+Es4TzirDgbzhPuE94R9hFGFfYRVhJGFUYVViI+hpWE9YiP4mNYTziSOCe2iT+IbWKa+IP4g5gmViCmhVmJFYgVhFmFDYVlhJuI73CTMBTxLb7DUMJZvGm8Zb5Qbxmvly/0C/V6+da8XrxUvrVvzUvFOyV8KKxIzAwrCjcSM8XMcCPxgHCjsCTxAPGAsKTwpbCnsCOxNOworEUsFUvDWsKpwlrCRsKpwqnCRsJjrxTvk2/tfeK98q2/tffKt8t7xYvl2/Xt8mL5+rxYvFq+vq/Pq8ULJ7wL22EnYRvsKuwk7ATsKmwB7AqMKmwhbAGMCuzJ68Zr5Xt7rXh/fO/v7f3hJeT94R17CXkJecfeAOBN4VlYR3gWBgvrCOsIg4UJhcHCBsKEwoTCBsI7wlPCRcK0wkXCLcK0wrTCLcKJwi3CF8KJwonCF8IFvErv0VvFe/QSvVW8VbxErw4v0Yvz6vDq8OK8dlhKmInYDjMJzxDbYjs8IwwqPCP8IgwqDCr8IszCi3t5XiNenjfoNeI14g16uXiDXqaXi5eLl+llEK4QjhBmFI4QFocZhRmFxeEMXU/eqLeLN+qVert4u3ilXj9eqReB14/XjxeBl4OWi7aKdom2ijaKdol2iTaKVog2ipYJE20RrRLtE20T7RPtFG0TbRPtFO0X7RRtFu0X7RdtFi0YbRPtFy0V7RdtFy0VLRVtFy0SbRftGS0SLRLtGe0W7RltHO0W7RZtHO0ebRwtI+0e7R4tI60lLSNtKK0lrSVtKO2o7byVta+28lamfaV9tZVpcWlBaE1oV2hNaG1oV2hXaG1ofWhtaJFofWh9aJFooWiRaLdooWihaLdoy2i3aN1oy2jLaN1o22jdaPdo22jbaPdoBWn3aC1Z0nLSWtKq0nLSctKq0rLSOtIq0vrRKtLa0frR+tHa0aLR2tF60aLRotF60UrRetEe0UrRStEe0erY0tvZlralbWdaV9uZVpMm7SStJi0lStpFWkraTp20l7SdtKlSaUtpN2g/aEtoP2hXrNDK0K7Q+vChNaL1oYUCRXtFC0VbpowWi7aMtk0bbR5tG20ibR5tHm0i7SRtIq0p7STtJK0prSutKW0urSutK22ubUx7S1tLe0pbSztLe0p7SjtLG0uLS3tL+0p7S3tK+0r7SntKS0p7SktJS0pLSktJq0lbSRtJa0gbSetHa0hrSOtHK0frR4tGK0crR4tGq0WLRitFq0WrRStFS0QrRatDS0RLRKtDO0RrSCtHy0crR6tFi/aNVovWjPaN9o3WjDaQ1ow2jzaQNpA2j3aSlpE2jraQNo72zBltH+0ZbZcuWjraLtovX7RrtF+0YcJo02h7rVd71V61Xu0ErVfrQTtBO0HrQatB60E7YoS2hXaElgYN7Q0tDW2SJNol2h5aHlohWh7aGlohWiHaGtob2hpaF9ob2htaF1oUWjHaMVoyWjLaMVo22jFaK1a0XrQztDi0NrQ4tDu0NrQ2tDu0QbQ7tECAaJVoc2hhaI1oYWhTaI1ojWhTaGVoU2hFaGVoZWhFaDNoF2gfaBtoG2gfaL3aB1oMWq/Wq8Wg9aDFoH2h9aD1oH2hVaF9oY2hVaFVoY2h/aH1oFWhHaEdoVWhpaFVof2hpaGlof2hTaJtoqWiDaKlokWiDaINokWitaHNozWjxaI1oyWixaLFoiWidaIloh2idaJ1oh2ivaIdos2hvaK9os2hNaJFoA3TLtAu0IZpH2jDtBC0D7QPtBC0GLQQtCe0GLQYtCe0L7SctIm0grSCtIm0bbSQtJK0hbSStJi0hbSFtJi0m7SgtI+0orSitI+0l7SPtIO0l7SXtIO0i7SDtIG0i7SLtIG0k7R/tIS0dLSEtIi0dLR0tIi0fbSItI20fbR9tI20kLRvtIG0fLSBtIO0fLR8tIO0j7QUtGKtBq1YG9Zq0GrQhrVg7QktBG0HLQTtVttB20G71V7QbrW/9oL2gvbXRtD+WgfaCNoIWgfartaBVoG2q+1qFWgZaEloQ2hbaENoOWhbaFtoOWgtaBVpD2ntaA9pAWntaO1oAWn1aPVo72jZaO9o52jZaNlo52jVaNNo4WjXaOFo62jXaNdo62jxaL/asTaDdqyVoM2gzaCVoC2hlaCtoC2hLaGtoN2gTaTlpDWl5aSFpTWlNaWFpZWlpaQ9pe2kPaWNpe2k7aSNpW2l/WozaLVarTaDFqudagdoBWgFaAdow7QDtFttmDZMu9VC0DLQUrVdLVW7a7varnbXWrW9ltd6tby2qvVqvdqqtsG21pLadm27tKS2NS2p7Wxb29a2sy2tfaUltZ23s5bUttbK0tLSmtLS0trSmtKa0trS5tIW0m7SMtJu0n7SMtIy0n7ShtIi0B7QhmkPaAtow7Rh2gJaAdoAWgJaB1oCWgNaB1oHWgPaBNpKWkPaTFpD2kfaTNpM2kdaT9qtdoD21w7Q6tpf+2t1rVT7a8G0DrQOtGDaANoZWhtaFloWWhtaE1oS2hZaFFoU2hbaG9o/WjpaPFo8WjraNdqrdoI2q81qJ2i52glaDVqulqvVoAVr9WjZaO1o7WjZaL1oKWg1aC1oLWg1aFtoU2k7aVdpV2k7aVtpVWktaVFpUWktaUdpl2iFaG9om2iDaJVoi2h7aIVoQWhXaD9oIWkLaftoH2kNafloM2hLaGVo92jdaLdopVow7a/FonWivaJ1tY1taVozWi1aIlow2jDaL1o1WjJaNtpIWkdaP1qr1td2taW0orSXtKS0mrYzLSstLC0nbQKtAq0DLSitJ+0j7VSrawdoxWi5aMdouWiXaMdox2iXaK1ol2iTaK1orWiTaL1ok2h/aL1ovWh/aI9of2hjaI9oj2hjaHVoY2hfaHVodWhfaIdoX2hPaIdoh2hPaHNoT2g7aHNoc2g7aGFoO2gvaGFoYWgvaFNoL2gjaFNoU2gjaEVoI2i7WhFaEdquNoO2q/W1GbQZtL4Wq821Tu2X1qldLrU/7VLLZGqT2qO2qP1pi1pc+9P+tLjWpsW1Mq1Na9PKtDStLPtKS9PSsq+ytrKvsqSytrK2sqSyqrKkspqyqrKqspqyqbKaso8eZUFlH2UJEcpayhLK4sGTXZTFk22TXZRdlG2T/ZNtk92T/ZP9k92TBaTFtV1amVam7crW0nZlc2VrZWtlc2VdZXNlZWVdZV1lZWVFZWVlUWVFZUVlUWUzZVFlP2UzZTNlP2UdZT9lK2UdZR1lK2UHZStl72QHZQdl72TdZO9krVjJOslayRLJOsk6yRLJ/shiyGrImshqyMKAkc2RhZEdks2RzZEdkl2SHZKdkl2SXZKdku2SnZI9cyYrJ3smO2dOFlF2TtaPn2yirJ8sHTrZQ1k6WTRosnyyaLJevGTjZL1kpUjJlslKyR7JlsmWyR7JaskeyQLJaslqyQLJPskCydaokd2RrZNlkw2UZZNVoyabJqsmOyabJpsmOyYbJjsmyyUbJhsmyyV7RavUNrVAbVP7fGqhWTHZNlks2TZZPHiycLJ4soQIZeNkCWUfZeNk42QfZflkH2U1Zflk+WQ1ZQ9lNWU5ZQ9lD2U5ZSdlOWVLZSdlJ2VLZTtlS2VdZTtlO2VdZTdlXWVFZTdlN2VFZTNpi9qhFtcOtUEtrsW1QW1P+9PatF9amxan/dJ+aXFaoBanRWqBWqAWqVVmGWUVZSFlIWUVZStlFWUDZStlK2UDZe9kA2XDZO9k72TDZK1kw2SpZK1krWSpZJtkO2U3ZSVlN2X1ZCVlJWX1ZOVk9WS3ZOVk5WS3ZLtkt2SjZLtku2SjZJNko2RtZJNkk2RtZF9kbWRDZF9kX2RDZEFofVqhFqcVaolanBanJWqNWqAWqv3SQrVR7Zf2SxvV5tlM2ULZTdlN2UJZPdlCWTJZPVk9WTLZLVkyWSPZLdktWSNZH1kj2RhZH1kf2RjZFllF2TzZQNlA2TzZOllGWUFZRVlB2T5ZRVlF2T7ZPNlMWUfZQllH2UHZQtlC2UFZN9lI2UXZRtlG2UVZQ9lF2T9ZQ1lD2T9ZQNkiWSZZLFkmWShZLFksWShZMVko2SpZMVkx2SrZLNkg2SLZJ9kiWSzZJ9knWSxZONk52TPZL9kz2SnZL9kv2SlZJdkp2SFZJVkl2SHZG9khWRjZG9kbWRhZEdkjWSlZJVkpWS9ZJVklWS/ZL1kvWTTZL9kvWTRZOtlwFkJ2nIWQ5ZAdZ8dZDtkTWQ5ZGdkT2RNZGdkSWRlZHNkS2RJZHFkhWRzZJVkhWSHZJdkk2SxZMFkxWTFZMFkz2TjZMlk42TJZLVk4WThZLdknWSdZMlk3WTdZMtlCWU/ZUVlL2VHZU1lLWUvZU1lQ2VNZVllQWVBZVllYWRnZHFkcWRzZHNklWU1ZUllOWVLZV1lOWU7ZV9lS2VfZWtlS2VLZWllX2VjZVllU2VbZVVlUWVTZVdlP2VVZU9lP2U9ZU9lKWVPZUNlK2UrZUFlMWTJZJ1kjWSdZHlkjWSNZHlkd2RVZFlkgWRZZF1kgWSBZF9kZ2UXZS1lLWUvZS1lP2RVZINkU2RRZINkbWSDZI9kb2RvZI1kl2UPZSdlE2UnZTtlE2UTZTllE2U5ZSVlEWURZSVk5WRRZG1kVWRVZG1kfWRvZKFkfWR/ZKNkt2RhZI1kaWRpZI1kdWlvrlZ2l9dICyM7KztIC0Ma0ALQ0bUwb09KytrQ8rU8LQOvT4rQAtAC0OC0tmyFbItsh2yFbIvsiWyIrJPsi+yIrJJskKyJLInsjeyNLIpsieyJbIrshWyJLIbshuyFLIRshKyPLIWsiyyE7IWsiayI7IWshqyHrIQsj6yH7IQsjCyP7IStC66XdaQFoAWh3Wl6WVhZXNlUWV3ZWNlU2VXZWVlV2ljaWVZVVpY1lbWUrZEtkL2QvZEtkM2hr2jkrSztrZ1lZWVnaWRaVdpa9lUWVRZW9lY2VxaWVs7O0spbOzsrO0tLaOhvOjrPe7Dh7IuvNerMnst1sN3siy82eyG7IcrPc7IbsN+snOydLJ0snOyf7JUskayWLJIskayXbJBsk+yTbI9sj+yS7IwspWylLKUspWymLSdvT6rRdWp02p+3Sdmlz2VzanPbO5srm0t7aW1ZWNpe2pq1lc2lv2RBZG9kR2RFZG1kU2QlZDlkJWQlZDlkIWVrZVFlYWVjZVFlQ2QhZcXZDVpwFZzdkN2TB2a/2qP1pk1qnlqldZsNkr2SpZLtkk2SXZANl02TDZCNlL2UXaW1amhan7dLi2p5Wlq2VfaU1apFaXPZHlkfWSdZHtkVWRXZGtkYWSDZHVkbWRBZEtkP2RdZCFkPWRLZClkK2hLbW2tlZWTPZNVkx2TXZN1kxWTHZN9k22TdZO9k22TZZO9k92WP2ic2VfWZzbC5srmyOvZWlZecsMTtn6ywxS8zWWTobyxKzclbOErM0NhR2E1YVdhNWE1YVVhVWE5YUVhMWE5YUlhQWE3YSFhL2E3YSdhL2E5YUNhb2VRaHfYVdlcVlcdhVWRu7Cosqa2dtLKpsDYsKeypby9awp7CjsKmwrLI5lhXWVTbP5lhXWFjYTFhO2EFYTlhQ2EHYQVhQWFFYQNhCWDvYQthDWDtYO9hDWEVYQFg7WD5YPlg7WD1YO9g5WD1YPdg5WDhYRdhGWDvYRthIWDtYO9hIWEnYP9g7WEvYO1g7WEtYS1g7WElYRlhD2EpYQ1hC2ErYSlhC2EVYQthA2EXYRdhA2ETYQNg+2ETYRNg+2D1YUdhS2EHYUthU2EHYQdhU2RxLB1sHCwdbB4sHCwcLB4sHqwcrBksG+wVLBmsG+wX7BWsGOwZrBnsGOwY7BnsGiwZLBVsFKwVbBYsFKwUrBYsFOwWLBZsFOwU7BZsFawWbBasFawVrBasFyyUbw+LKErNELK7sDosLayu7y+6wtrI4rC0srSwui8PSwsbKAsjasgSyBLK2bIGsLeuVLZAtkPXKIsh6ZfEsgiyCLJ5NkMWzumyCbIKsLssgq8v2sgyyDLK9rINsL+vLOsg6yPqyYVlfNpgNy4Zlg9k9G8wKs3t2zwqzfFaYNWb5LJ81Zv2sMYvM+lk/i8z+WWRWmf2zf1aZfZBVZpvZB9kH2WZWm21mnVltVpt1ZrdZZ5aZ3Wa3WWY2m2Vml9lsNptdZrHZZTaZxWax2WT2mk1mi9lr9potZq3ZYnaYtWat2WG2zw6zwGyf7bPAbDULzP6y1Ww1+8tSs78sL0vNUrO8bIMsL5vLNsg2yOayC7K57Fd2QXZB9iurIPuVvbMKsgqyd/ZA9s7esgeyB7K3rIHsLduVNZA1kO3KDsh2YWVlB2QHYGVlBWBlYVtlBWQFYFtlA2BbYU1lA2QDYE1lwbCmsJ6yYFkwrKfsFOsJ2yk7zU6xnbI6thOWUlbP6lhKWSmWEvZRVpqVYh9lo9hHWETZaDaKRZSFYhFhB2WhWSh2UDbP0rLErCxLzB6zsqwse8Tmytawo7Iz7ChsqOwsO8OGwqrCZsIOwlrCWsIOwv7BVsJewjLCMsJewjrCXsJ+wjrCOsJ+wkLCJsLuwQrC7sHmwQrCCsLmwfrB0sHCwcrBwsG2wcrBysG2wcbBtsGqwcbBxsGqwb7BjsGiwZbBosGuwZbBlsGuwabBrsGywabBpsGywarBssG6warBqsG6wb7BWsFywV7BcsF6wV7BXsF6wW7BesGCwW7BbsGCwXbBgsGGwXbBdsGGwYrBisF+wXbBwsLOyubYWdha2TybY2thb2FhYGNgV2BjYGdgV2BXYGdgaWBLYEVga2BFYENga2BrYENgP2BLYGtgT2BPYGtgU2BrYG9gU2BTYG9gZWBvYHdgZWBlYHdgc2B3YIFgc2BzYIFge2CBYItge2B7YItgf2CLYJdgf2B/YJdgh2CXYJtgh2CHYJtgj2CbYJ9gj2CPYJ9gk2CfYKNgk2CTYKNglWCjYKFglWCVYKFgkWChYJ1gkWCRYJ1giWCdYJlgiWCJYJlghWCZYI1ghWCFYI1gg2CFYINgfWCDYHlgfWB9YHlgdWB5YHFgdWB1YHFgbWBxYFtgbWBtYFtgTWBbYD1gTWBNYD1gO2A9YDlgO2A7YDlgN2A5YDVgN2A3YDVgM2A1YDFgM2AzYDFgL2AxYC1gL2AvYC1gK2AtYClgK2ArYClgJ2ApYCVgJ2AnYCVgI2AlYCFgI2AjYCFgx1gIWDF2jB1jxdgwVoz9YsPYMPaLBWO/2C4WjAVju1gvtovdYr1YL3aL5WK32CyWi+Vis1gtNot9gNVitdgHWCz2AfbHYrFY7I+9Yn8sj71ir1geS8Xu2B7bANtjrdgG2AZYK9bHMsA6wDbAOsCGYRtgG2DDsFXsC+wKrAusC+wKLAvsCCwNLAgsDWwNLAgsCGwN7AfsFUvF+lgfS8U2wKrArsDSwL7AwsCuwFaxO7YBlgG2AXYBdgSWBJYGlgQWBZYGlgYWBVbF1ctVyxXMFcxVy7XLVcvVyrXLtcvVyjXL1cr1yTXLNcv1yXXK9ckVyXXKdcoVybXJFcl1yLXJtcl1yNXIdcjVx9XI1cjVx1XIlcv1yzXL9ctVzDXLNctVzLXLVcx1zLXLtct1zJXMtXs1cKVeqVcDV/1q4Dq96lf9Or0er9Or9Hq8Hq/Sa/EqvQq4Fq/Fq4Ar9Crg2l+hV+i1vx649tcJ1wPXA9cJV/GVzDXMtcu1yzXMFcz1xJXElcWVxZXEFcWVxNXDFcUVxdXD1cTVw5XD1cTVxJXDVcSVw3XDVcRVxHXD9cN1w7XD9cP1w7XDNcS1wxXENcQ1xBXEtcQ1wzXC9cL1wjXClXuNcN1euVfudXsNu26vD65h17Drg2uB64Or91rgWuDqvTa4eq8Urg2uDa4UrtgrhauGK/aKvWq4VrjuuNa49rj2uNa48rjWuMq48rjyuMq42rjKuLa42rjauLa4zri2uK64zrjOuK64xriuuKa4xrjGuKa4vrimuKq4vri+uKq4urhKuVK5NrlSuV65Nrk2uV65TrleuW65TrlOuW65crlWuUa5YrliuUa5arlGuSa5arlquSa5WrkmuRK5WrlauRK5PrkSuQK5Prk+uQK5IrkCueq4Irkiueq4DrnquOK4DrkOueK4+rgGufK4MrkyufK4KrnyuNq4Krkqudq4FrnauM64FrkWuc64/rjOuMa4/rj+uMa45rjGuL645rjmuL643ri+uLq43rjeuLq40rhSr/oVwRXBVb/2rvr1eO1de9fj9b4er8Xrfb2vxavXtXiFXr2uXlfo1XeFXg9cfVff9cA1ej1wFV+j1+hVfL1eFVyfVwlXCdfnFXt9XoNX7BV7DV4bXIPX37XBtcH1dy1w/V2X1wLXAtflNey6vBK4hl3DrgSu3CuBa/jKvXKv4euFq4Nrguv0muC64Dq9Tq8LrtLrgiuDq/QqvTK4Vq/Vq38VcPWv36uAq4Dr99pfv9fxtb/21/EVwxXKVcm1yrXKVck1ylXJtcg1yjXKtcg1ybXI9cc1yTXJ9ceVyPXHNceVyJXINccVyDXH9cYVyBXI9cZVx/XGlcZVx1XHlcYVxzW/9q7MK/Pau+Kuvet9xV1x1/tqu95Xr6vtart6XW9Xr6vververr6r7uq7Rq+6q+4avTqv0ev16rw6r9frfzVe8WvymrziV+AVv3ZdgVfgteu6u3ZdAVx3190VwJV3BXDNXXlX3jV3FV5z1+ZVeBVem9cA1+bVeg1wDXC1XrVXKVcjVydXJ1cj1yVXI1ch1yXXJVch1yNXA9f9Or1Or/vVwdXCFXyFcAVfs1cIVwjX7NXAFewKvA64DrgCr88r8Lq7Pq/P6+4avO6uvGvwGrzyrr8r7yq8/q6/q/C6vAqvAa7L6/Ia4ErgGuCqvRK4Erhqr+EriGuHa4ZrhmuHa4Rrh+uGa4RrhOuG6/a64crhur1urxyuD64crh6uD64Prh6u3quHK4mr9+q9krhSuJK4jrhSuFK4jrhquCKvuCvxSrzirvYVd7Vd7at9tV1rV9v1dq1da9fbtb7errprfa2vuuvXVXd1Xr+uX1fnVXl1Xv+r8qq8/lf+OrzaV+PVeLWv+NW+1q74Fb/Wrl3X2rW+dl27rvUVwLW+fl0BXAFcv66569dVec1dc1fltXlVXvlr89q88lfrdb8auGav3SuEq4FrmWuYK5krlquWq5crl2uW65TrieuIK4nrjiuMa42rlGuTq5Frf8VwnXCtXgVcpVcF1wHX5xXKlclVyTXItceVxzW/Irj2rmDX5BV4rXCVcMVekVfmFXcdXolX+6rimuJa4lrimuIa4priuuIa4hriuuL64bri2uL64frh2uIq4triKuMq4iriKuNq4irjWuNq4mriWuOK4lrjCuOK4oriCuPK4kf0G/rp/HR+Q7+c39Af6Jfzy/kD/W3+QH+fv83f5u/zr/n7/Hr+Nf+aX8+P5tfz4/nR/Gh+PL+ZH89f5zfzm/nr/GX+Ov+cv8xf5p/zj/nh/Gz+O/+dn80v6Gfzq/kF/YJ+Nb+fX82f5vfz+/nT/Hv+NP+Zf8+/5z/z5/nP/GT+PH+en8xv5yfzi/nt/HZ+MX+cX8wP5o/zx/nB/G7+BT//7z//9//+73//Z//+1/7ZP/trf+9/4bfwj//xb+EX/xb+Cr/4F/8V/vBf4afwh//wT+EH/xT+CT/4B/8T/u8/4Zfwf//vL+Hv/hL+CH/37/4Rfu4f4Yfwc3/uD+Hf/nR+Of+b/80v5//yy/nb/F/+L3+bv8vf5l/zd/m7/Gv+Lf+aH82/5d/yo/mx/Gh+Mz+WH8tv5rfym/nL/FZ+K3+Zf8pf5h/zT/mn/GP+KD+hX9Av6Zf0C/oz/YJ+P3+mP9Pv55/0+/n3/JP+Sf+e39G/58/zO/od/Xn+RH+e386f6E/02/kL/Xb+OH+hv9Af5wf0x/nd/IB+QL+bn88P4Y/wZ/gz/BF+DX+EX8Kv4dfwS/g3/BL+Cf+Gf8M/4efwT/gp/Bx+Dj+Fv8NP4a/wd/g7/BV+D3+F38Lv4ffwW/g//BZ+DP+H/8OP4Qfxi/o//Yx+Rv+n39D/6b/0G/oN/Zf+QP+lP9If6A/0R/r7/JH+RX+fv8+/6NfzL/oP/Xp+Pf+hH89/6B/04/nx/IP+Ov+g/89f56/z//nn/Cl+FP+If8SP4v/wo/hP/B/+D/+J38N/4jfxe/g9/Cb+Dr+Jv8Tf4e/wl/g5/CV+Ej+Hn8NP4t/wk/hF/Bv+Db+IX8Mv4g/xa/g1/CH+DP+ff9Df6G/0D/oh/YP+Qz+kH9J/6Lf0H/oX/ZZ+S/+iH9S/6I/0g/pB/ZF+U3+k/9Jv6jf1X/pX/Zf+T/+qf9X/6Y/1f/pb/bH+WH+rn9Z1vspX+kpf5WvsKv+4rrFr7Mf13/px/bX+W/+tv9YP66/1s/ph/bB+Vr+qn9V/6lf1q/pP/aX+U3+ov9Rf6g/1e/pD/Zt+T7+nf9OP6Sr7c13n6/znusp/rt/WVb7Kv60f12/rf/Xj+nH9r/5a/6sf1V/rr/Wj+ln9qP5RP6uf1T/qP/WP+jX9p/5Tv6Y/1K/pr/SH+kP9lf5Nf6c/0y/rl/Vn+l39mf5Jv6vf1T/pT/VP+h39qf5Uv6Of1O/oT/ST+kn9iX5Of6K/0M/p5/QX+in9hX5AP6Wf0g/of/QD+vn8j/5HP59f0U/rOrvGrrMr7Rq7xq60K/1D/+g/4B/wR38Cf/SXSv8Cv/TX9d/Ar//T6X/gn/5gYH+CH+wPEOBX8Af4ESD4F/y3/ljX2DX2x/pp/QL+AH/+53+A3/kH+MHA/uYP9k+nP/Of/rr+L3/9l0p/5S/9o9Ef+Ud/KPRP/rJ+V/+sf9bv6s/1u/pT/bn+XH+q39af6if12/pt/aT+Vz+pn9P/6n/1c/pR/Zx+Sj+qH9VP6R/1U/of/aP+Uf+jX9P/6Ff0a/o1/Yr+Sj+Dv8Fv/a1/g9//G/wOHPz/7+APC/uvf9hPpf4Pfupfrf7Yv/rv+5/9Y/23/lX/rR/Wv+pf9cP6Tf2wflW/qd/Ur+oH9av6S/2gflB/qd/SX+r39Fv6Lf2efki/px/TD+mH9GP6G/0L/v1X8O9/9VfwK/irf4K/+lP/BH+Cn/of+Kl/2H/gP/CH/Qb+sN/Bb+A38Dv4C/wO/gZ/gb/A3+An8Df4GfwEfgI/g3/Ab/yLv+/3/cW/9xd/4t/7ez/x5/3Ef/jzft4//Hf/8Bf+u3/3C//cL/yBf+7P/cAf9wP/34/7cf/v//p/f/D/+r/+4K/7dfw5fiN/jh8Hjp/Ij+O/ceOv8Tv5m/w2fht/k3/G3+Rn8s/4Z/xM/hg/kz/JH+OP8Sf5XfxJ/iO/i9/Ff+Rv8R/5i/wt/hZ/kZ/FX+Qf8rP4WfxD/hX/kB/Iv+Jf8QP5VfzB//cn/+T/+5H/7wf+yB/5A3/lD/yFv/JX/sJ/+Qv/4b/8l//wZ/7Dn/gzf+ZP/Js/8S/+zb/5F3/nX/yfv/N3/s8//1/8O/4e/44fCpRfyg/lJ/NL+aX8ZP4zv44fyc/j5/Ej+X38SH4lv4/fx6/k//Er+Zf8P/4f/5JfyF/jp/EH+Wn8MmT8PX4ZP4y/x9/jh/G/+H1/78d//O/999/7ef/93z/vt3/ev/vt3/53v+3f/bnf9tv+3N/1537c3/V3/bi//nH/11//9f/1A/i/ft0P4Afw6/7bb+Of8af4U/wzfhT/jD/Gj+JH8cf4T/wxfhf/if/E7+I38bv4W/wmfhN/i7/E3+Jn8Zf4S/wsfhI/i3/FT+In8a/4RfwrfhW/iF/Er+IP8Xv991/7a//9z//92//8z7/9y7/92375l3/bL/ttf9cv+2V/l5/r7/prP5ef66//2F//AP7YH/sB/LMfwH/7Z//sv/20n/5nH5eP65/9W//8y/4t/9Yv+7V++Zf5tfxav8yf9cv8XP4sf5afy4/l5/pjfiw/1h/zZf2xf+bL8mX9M5/WP/tpPi2f1k/zbf1kfii/mB/K/+QX84v5n/xgfic/lb/J3+Sn8n/5qfxh/i//lz/M/+aX8p/5q/xn/jR/lb/Kn+a/8qf51fxX/iu/ml/Lr+Zn82v5tfxsfi4/mx/Oz+Xn8sP5vfi4/Fs+LB+Wf8tv5d/ya/mt/FZ+LX+VX8uf5a/yV/mz/FT+LD+Wn8pP5cfyUfmxfFk+Kh+VL8tX5cvyafmqfFU+LZ+VT8u35bPyWfm2fFc/kH/IH+WP8g/5p/xD/iL/lH/KX+S38hf5j/xWfiv/kR/Lf+RP8mP5sfxJ/i1/kp/Jv+Xf8jP5u/xM/iZ/l7/L3+T/8vf4pfxBfil/lT/IH+Sv8hP5q/xXfiI/kf/Kb+S/8mv5jfxGfi0/kl/Lz+VH8iP5ufxKfi5/ll/Jr+TP8i/xS/mn/Fb+Kf+V38pv5b/yYfmefFU+KB+Ur8oX5avyWfmifFE+K3+Uz8p35Y/yR/mufFP+Kp+U38pv5ZPyS/mk/FV+KH+Vn8oP5YfyU/mf/FQ+Kv+T/8lH5Xv6n3/xP/7Hv/gbfyj/jv/Jr+M38iP5a/xBfiK/oJ/Qf+e/8GP4LfwCfgR/gD/XVfbP+hH9jH5Df6a/0y/pF/W3+j/980//tR/EP+L/8N+/14//XH4vfxZfle/JR/WPf/Hv/b2/+M/+4j/8Z//sH/6xf/gH/9gf+4P/Bz/4//4P/gf/97/+37/7X//r3/3/v/tz////f+7v/9x/+/u//29/q2/AJ+BLfalPwI/6BHwBftSP+gL83BfgD/BzP/cH+FB/gF/Ah/pQv4Cv+wV8BL7u6z4Cf+oj8BP4U3/qJ/DB/AR+AB/MB/MD+E9f6kf9pJ/0oz7Sj/p57h/93IdCfaUP9XXdX/q6P536TH/qg/lMn+mD+U0fzH/6Tb/pP32nj8W34hvxjfhW/CK+FZ+KX8Qv4lPxhfhUfCm+EF+IL8UH4kvxofhAfCA+FP+HD8WP4v/wf/hR/CB+FH+KH8QP4k/xh/hT/Cr+EH+IX8Un4lN9B74B34DvwCfgO/AZ+AR8Aj4DX4DPwF/gC/AF+Av8Af4Cv4E/wB/gN/AL+A38ML+AX8AP8xH4YX7VR+Aj8Kt+Ar/q734CP4G/+wr8AH4C/4B/wE/gK/Af+Fef6lP9q+/Av/q+78B34Ps+A9/3e5+Bz8Dv/QV+71v9Bf4C3+o38K3+7zfwG/i/H+b/PtYP88N8rF/1sT7vV/2qz/u7j8Y/42PxsfhnfCv+Gb+Mb8W34pfxqfhl/DE+FZ+KP8aX4o/xw/hSfCl+GB+KH8YX40Pxofhi/Ci+GJ+MH8WP4pPxp/hk/Cv+FH+Kf8Wv4sPx2/hp/DR+G5+L38Zf43PxufhrfC3+Gl+Nr8XX4qvxs/hqfDZ+Fj+Lz8bf4rPx3fhb/C2+G7+L78aP43fxu/hx/C9+HL+O/8X/4tfxwfhh/+s/8B/4X//qf/2uf/Wvftf3/a6/9X3f97d+7299rt/7vc/1rT7X9/pW3+p7/d/3+mD/938f7GN9sK/1sT7W1/pZ34xPxn/jv/HJ+HZ8Mr4Y345vxxfjz/HF+GH8Of4cP4wvxw/jj/Hl+HL8MT4df4xfxqfj0/HL+Hf8Mv4Z/45/xz/j5/HP+Gj8PH4eH43fx+fka/I7+Z18Tf4mX5M/yd/kb/In+Zb8ST4j35JvyWfkR/IZ+Yj8SH4kH5HvyEfkK/Id+Y58Rf4jX5EPyX/kP/Ih+ZR8SP4ln5JPyb/kY/J/vs/Hfdz3+Tjf5wN9nI/zgf6XD/SD/pf/5Qf9nB/0hX7Oz/lCX+cL/aGv83X+0N/5Q5/o7/ydT/R5PtEv+jyf5xf9nl/Hj+M38hv5cfxCfhzfjV/IL+S78f/4bnw2/h//j8/G5+Oz8dX4fHw+vhpfj6/GX+Pr8fX4a/w9/hq/jb/H3+O38f34bXw4vh/fjw/HB+R38jf5mfxM/iZfkr/Jt+RL8iX5lvxDviU/kn/IP+RH8gf5kXxH/iB/kO/ID+Q78h/5gfxA/iNfkP/Ip+QL8gX5lHxDPiUfk2/IN+Rj8hf5uI/za37Nx/m1j/O//Nqv/S+/y//yc36X3+XnfAB+ztf5AHwAvs63+Tp/59t8m7/zb/7O5/k3/+bzfNvn+V6+7du+l3/7RZ/oG32jT/SbPtEf+k2/6Q99pj/0hT7TZ/pCf+kL/aC/9Jd+0Ff6QR/oK32lD/SPPtD3+Uf/6Pt8pO/zfz7SR/o/P+ln8iX5ffw+viQ/jy/JP+Tn8fP4h/w7/iF/kH/Hv+MP8un4g/xAPh2fjh/Il+MH8gX5cnw5viB/ji/IN+TP8ef4hnw7viEfj2/Ht+Pj8d/4jfxCPiefk1/I1+QX8v/4mnxN/h9/kv/H5+NP8if5fHxGPh9fj8/IZ+Tr8RH5evw9PiIfkb/HV+Tv8f34inxFvh8fku/HJ+RD8iH5hPxKVlzWXNZX1lfWXFZY1lx+zArLCsuPWWX5MV9mlWWV5cuss3yZP7POss7yZ1Za/synWWlZafk0ay2f5svWWtZavmy15cv+bLVlteXP1ls+DV+GD8IH4cvwN/gyfBj+Bn+DD8OX4MPwXfgSfAm+Cx+C78Jv4UPwIfgt/LHfwn/hj/2x/8KP4L/wY/gR/Ah+DB+DH8Mn4WPwMfgkfA9+za+tuKy4/Nqay6/9Lmsuay6/y4/5XT4AP+bHfAC+zAfg23yZL/Nt/sy3+Td/5s/8m0/zb77t03yab/uyb/u0L/uyT/uzf8FH4WvwNfgo/A4+Cl+F38Hv4KvwQ/gqfBZ+CD+Ez8If4VvwM/gn/Aw+B/+Ef8Ln4KfwOfgfPvgi/At+Bd+EX8Gn4JvwTfgU/BI+BX+CX8Iv4U/wLfgg/A1+2A/7G/yvv8GX4H/9ry/B7/oSfAh+1+/6EPytD8Ef+1t/6499rj/2I/hcn+tH8L1+BB+D7/W9PgYf7GPwPfhgH+x78MXWUlZSVlNWU1ZS1lZWUtZRo6ysrKOsokRZV1lFWUOFsqqyhrKCAmVNZQVl/fTJisr6yerJk/WU9ZUVlvWU9ZQVlhWVFZZVlhWVFZVVljWVVZZ1ljWVNZV1llWVdZaVllWVVZWVlnWVlZa1lnWVdZW1lpWVtZbVlpWVlZXVlrWV1ZY1lrWVtZU1ltWVP8OP4fvwffgx/CF+DP+FP8Qf4r/wg/gv/BZ+ED+I38L/4bfwXfg//B++Cx+I78KH4QPxgfgwfCE+DF+GL8QX4svwi/gyfBp+Eb+IT8M3YvVk/WStZK1k/WS1ZP1kBWW1ZLVkBWW9ZAVlDWW9ZL1kDWXFZA1lFWXFZMVkFWXNZBVlHWXNZM1kHWXdZB1lJWXdZN1kJWXlZCVlLVXK2snv4fPwnfhOfB5+E5+HnyOHr8TP4d+44SPxb/g2bPhHfBs+Dhx+Eh+Hr0OHv8TX4e/wl/hL/B0+E2snqyYrJ6smKyUrJysnKyXrJCsl6yLrJOsk6yKrImslqyUrIysjqyWrI6sl6yWrI6sj6yXrI+slKybrI+sjKyYrJCsmayYrJCskayZrJGsm6yZrJGsk6yarJOsmKyerJKskKyfrJJ+Fr8Lv4ffwVfg8fBU+Cp+Hz8NH4efwUfgm/Bx+Dt+Ef8M34Zfwb/g3/BK+Db+Ef8K34dvwT/g4/BN+Ch+Hj8NP4evwU/g1fB2+Dr+Gv8NqyBrJesh6yBrJisgaySrJisiKyCrJmsgqyTrJmsiayDrJqshqyFrICslayErICskKyUrI+shKyDrI+sj6yDrIKsgX4a/wU/gp/BV+DesjqyCrI6sgayCrI6sjayArIB+Pb8hP5CfyDfmLfAv+Cb+Ef8E34aOwRrIaskLyl/hM/Cd+03f6Rp+I78Mf4nPxvfhpfDP+FZ+Mn/V5H+vz/J7v5dv+7dM+JL+Sf8n34wPyCVltWW9ZY/liX+uDra2srqym/Bk+CT+G1ZEVkJWRlZK1kXWR78Xn4j/xn/hc/CU+F1+Lv8Rf4mvxk/ha/Cx+Ej+Jn8U/4mfxt/hH/CP+Fh+Jv8Xv4iPxkfhdfCV+F/+Lr8RX4n/xm/hffDB+E7+JD8Z3Yo1iVWKdYp1iVWJdYlViLWJdYl1iLWI9Yi1iJWI9Yj1iJWI1YiViRWI1YjViRWJNYkViZWJNYk1iZWJtYmVi5WJtYm1i5WL1YuViVWP1YvViVWNdYw1jbWIdYx1jbWJFY21i9WJFY0Vj9WJNY/ViXWNNY01jXWOVY91inWM1YzVjnWOtY51j3WOtY61j3WP1YyVjpWONY6Vj7WONY41j7WPlY9VizWJNYs1itWJNYk1itWI1YrVilWI1YjVilWKlYv1iBWNdYgVjFWNdYl1iFWMtY8VjfWO1Y7VjfWNtY31jhWJtY21jhWJ1Yr1jZWPNY81jZWN1Y2VjfWJ1Y3VjfWLFYrVjbWO9Y71jbWNlY21jdWJlY2VjdWJ9Yv1iXWLtYl1iPWLtYu1iPWK9Ys1jdWPlY+VjdWONY3VjxWKNY41jxWIlY4VifWPdYt1ifWOdY31jxWOdY51jxWPVY11iLWOdYp1iLWM9YzVipWI9YqVirWI9Yj1irWK9YtViTWINYw1jTWJtYtVj3WOdY6Vj/WPtYzVjrWOFYyVjxWKNYo1ixWJVYsVifWJVYlVifWItYn1idWItYi1idWIlYnVihWIlYiVihWJFYoVi3WJFYkVi3WJlYt1iNWNlYmViNWPlYjVjhWPlYuVihWNVY5VhZWHNYc1hZWG9YWVhLWG9Yb1hLWGdYS1hBWGdYZ1hBWFtYQVh5WBtYW1h5WBFYeVgxWBFYUVhxWAVYcVgrWAVYRVhrWD1YH1hpWFVYaVhrWFVYVVhrWGFYa1hxWGFYYVhxWHdYb1hnWHVYZ1htWHVYdVhtWH9YZVgnWDtWrvWCVatdYL1glVr1VovWL3WC9YNVq/Va91g/Vo3WD9Yv9av9YN1bP1gJWEdW8dWElYLVhLWDlYLVgvWDlYNVgrWCFYL1ghWCFYLVgtWCFaxNYf1hpWHlYf1htWH9YZVh9WH1YdVhxWIVYdViBWIFYhViHWIVYM1g9WC1YI1g5WC9YV1hNWF1YV1hDWFdYQ1hDWFNYU1hPWE1YJVbB1bxdawdWwdW8NWsHWGtYXVhtWGtYUVhrWFFYUVhhWGFYVVhRWFVYRVhVWFVYR1hFWE1YN1hHWE1YM1hDVr/Vq31q31a+Vav9axlWvlWsdWsPW3eq1X69XqtT6weq1f6wPrA+vXmrVqrb61a+1afSvWCsO6w2rDusPaw2rDasPaw/rDKsSqwxrEGsSqw/rD2sFKwmrCasJKwrrCarVqrb/1t2qtXqvV6lu11hdWFdYRVhnWGFYW1gpWDFYJVglWDNYJVgxWDtYJ1glWDtYLVg5WENYL1gtWENYNVhDWEtYN1g3WEtYP1hJWFtYP1g9WFlYSVhbWGFYSVhLWGNYVVpp1tsrW2YqzylbZirPiVpx1aMWtuHVoJVqHVqaVaCVamdamlWkFszatTSuYVbeCWQ1YdatuNWA9YDVgZWA9YD1gZWClWhlYq1aqlWqtWncrmLWA1YDVgLWAlYG1gLWBlYGVgbWBNcyKwKrAKrUqsCawSq1SawJrASsCq9Q6wCq1Dq0DrAOsQyvSOrTirEgr0oqz6qw462zVWXXW2Xqz6taktWltWpNWojVpzVmJVqI1Z8WtOSttxa24lbbKVrrHZZWtco/LKrPerLdVZ9VZb6vRelt/VqPVaP1ZgVal9WgNWo9WnjVoDVp51i/rzBqzArDGrF5WAFYAVi+r0OplLVqFVqG1aNWturVoTVqT1qI1Zy1avaw5a87qZaWtXtaYlbbS1lify9pbeetu3a28lWrlrQ6sVCvV6sC6wCq06lafVbfurD6rz7qz1tadtctaW2trl7Vmza1Q69IKtUatS+vSGrUGsDqtuVVnza1Lq86qsy6tSOvSGsCKtCKtAawCrF3WndVm3Vl7VpvVZu1ZbWttBWD1WX1WAFahFWidWo3WqfVpNVqN1qfVaQVgra0z68xaW2tWqnWB9YB1gZWA9YD1gJWAVbcWsCawNrA2sCawKrAOrVIr0yq1FrAyrUxrASuYlYE1zFrtc/W4rLS1Z91ZdavOarQ6rUirAOsAq8xKs8pWpTVo1a26NWjtWYPWL2vP2rN+We1+Va+qZ9Wr6k/1rHpW/aleVH+qN9WL6kX1pvpRva3+Vl+rv9XT6mv1tXpavat+U9+pF9V36kn1onpRPameVU+qb9Wz6ln1rfpZfafeU0+q99SX6kn1pPpSfat+VB+qF9WH6kH1onpRPah+Uw+q59Rv6jf1nHpNfar+Ve+qf9XD6l31rnpYva1+Vc+qj9Wz6mf1sfpY/axeVo+qL9V/6j/1pXpPvaveVl+rR9Wn6kv1qXpXfam+VO+qb9W76mn1rfpWPa1+Vk+rv9XP6mf1t3pZfaUeUh+ph9Qj6iP1kXpEfaK+UT+pZ9Qz6if1kvpJ/aVeUi+pv9Rb6hf1knpFvaJeUh+pl9Rb6iP1kXpLfaVeUr+oZ9RT6jP1mPpJfaPeUR+pT9Qr6iH1h3pE/aOeUu+od9RT6if1lHpM/aR+Uo+pv9QH6gf1d/pBvaH+Tn+nN9Tr6Q31hXo9vZ6+UE+oN9HP6D30HvoZfYp+Rv+jT9Gn6H/0NvofvZLeRm+jV9Ib6ZX0T3ojvZH+Se+kf9JT6Z30TnoqvZT+SF+jH9IP6Wv0MPoafYkeRg+jL9GL6Ev0F3oRvYj+Qi+hv9B7ewm9hN7bZ3tv3/fZPtv3fYO+7xP0DfoGfYLeQC+jb9GX6Fv0JPoSfYmeRH+hJ9F/6C/0F/oPfYW+SN+k19Hr6Jv0RPom/ZSeSE+kn9Iz6af0V3omPZP+Sh+lv9Jn6aP0UfosvZU+S9+lt9Jb6bv0WPouvZceS4+l99Jz6aF9gV7aS/sC/YG+QL/3B/oD/d7z/d5ze77ne24f7rl9hj7ch/sMvYY+Q6+i19Br6FX0K3oVfY5+Rb+iz9H36J19gP7ZP/sAfYE+QO+gL9AX6B30e++g1/Z7v/fanttrews9t+f2FvoMvYX+RJ+hz9Cf6FX0J/obvYpeRX+jz9HnPYHe2Tt7An2AnkBP7QP0AXpq76Cn9tveQe+g3/bafttj6LW9tsfQW+gx9Ch6C72FHkV/okfR4+hP9Cd6HP2Nftoj6KN9tEfQE+gR9NaeQE+gt/bU3tqLe2pP7cX9thf3Hfptv+079Bj6Dr2LHkOPoXfRo+hd9D56FD2K3kePo6/Sa+mh9FB6LX2TXkv/pW/SN+m/9FP6L72Yfko/pRfTX+nF9GT6K/2VnkyfpSfTm+mz9Fl6M32X3kxfpu/Sd+nL9F76N72cPk4fp5fT2+nl9HV6O72dvk6fp6/T0+nz9Hl6Or2enk4Pp9fT6+nh9Hd6OH2b/k5/p2/Tz+nb9Gz6Of2cnk3vptf7A72AXkB/oG/QH+j5vkHfoOf7bM/34T7bZ/twL6EP9xp6Cb2EXkMvotfQr+hF9CL6FT2MfkXfo4fRw+h79EN6JP2Ofkm/pN/RC+l39Cx6Ib2QnkUfo2fRc+hj9DF6Dv2InkM/7kf0I/pxT6Ef9w96Cj2F/kH/7R/0Yf23//Zh/d8H6uf0f/o//Zy+Tz+nd9P36fv0bvo9/YBeQQ/Wg/UKegS9gv7aI+gR9Nfe2l/7CL21t/YRenEfoQ/Ri3txH6Lv0IfoX/Qd+g79i95F/6IH0rvoXfRAeh89jZ5ID6IH0RPpTfREeia9id5Ez6Sf0TPpo/Qz+hl9lP5HH6W30v/of/RWeiW9lR5Lr6RX0mPpn/RYei79k/5Jz6Wn0hPqBfV5ekE9oD5Pn6cH1NvpAfV+eju9nd5Pz6cP6x/0DHoG/YM+g3WosikEARiOEwABAEwABEqIEDKkChgAQggEIA5FaZxFeYYYYhsSAOBEAIQEBQCACCIYJCQgAtAI7rkRkGs9fkwBeI84wniXes1lcEHP17hCGZC7ZaZeUTXDg5B00MLnYi4jgHGS3Rgj9+acLymf8cjiORU6021k3b2ySAZWDU2dpnns2k5Gv9uptyL15UBPM3A2f/SS68NbUm5af3sEv7rGrI7dFkZCUt8ZbYGHef7s0ub8L9amHZSdV5+HHq3U74azCelaSUtmnkbIgFVBl/dZb5MP6mtun5IUEm2yKr0HU0LlbBAvj5uz1wbtTDZeGN0Yea3u04702qBN95F5R/8FVJM8QroQ0jLZ9jHWF7up5b7/TJcVOaHfx47XsvvlfFsqZa9He0Gdyh+7v33m3Z6DbiP7DO21wGHajuZZDYquZ9YwGO5hYIdu+YakdzwIXsya9Yr9GWeyfoKbFh9NRWkxGp5Rj8D3OCtNl2ZuCcekoHs0YG22+bYrhI76dS10pX7Ohv+PsKZWGDhJLWwrJS03zUWz+9lN8Dx2mfrlxaP6wbN/ojxl8NfzlHRnCF3qVTm+XTTCMzZfmP001dP2rEsu1IeuwOnqXcjx07YST3j9o8HOF5uMnmFlGJmhqvSPQop23QgqMtWRphv4no41VGQ7l15sSZy1mwFb1mFdMEJAfNdPld+2FMlMeFY7LQqCGZCPiHLoSt+4HicvhoPLTezPmx4K73NteLfOlS+iJ92NRNJ6ug7iX53n3uRddvzYXGkteG4b9v5F3mvZls7376nKv1hw4VdHR9KJhG+LbNyKn3+f3XbeGG/t1lke6FCvz97o9mp35O4rpt2l4Nhi582jOnjDjVdVSZ9y23Y4epG/t1UQf9SGtJX5XzLV1FAaTjQb1qedVP788I3iFC/ertmfyPnd+ARu1zN2+STh2zDsq5yvwULVVUEx+umK3UD1Fxs9L2AaR9I1ap/7cQFZLVTB76NkCwvhcBuuf9ny0otpbbujpL30UfzxjhB+gWIIqh/I/+/Pe9BuVBbVc1Ssqgvn1aTWpVtsb8i+pwelXf4I9PLbrd+XFX+Xc2n3+65Hq217w926b/+Hey9rsYtpzPaA63qb3kRXNb+ru6rZBn0WrPvrsEeVjGLHUQ8Hw2B9RKBXLzyJSx6jpiVtLkqd7dsl6TIm0ehRoC+gofbsvhWp7/pMk/E8gv5QCWVWq+bHvcGzjsTdrmU7neoYyW0dEW41UB2TLULKa+Fdso25mIlgEHpalGZmZy5Lzb7DT5IFvMNa8lyqto3YeB1Xw9903He6rA68JpECWkk26gUIF+iD4tqf2mrsmEb79cpuPJmOeGBsLN2llJlgRyotlJpn/zIODxQ+R2z3ZMWTWuevHFdXr6u6C1v/ayoN1mf4tdmUfTvWjdisrtVbsAnC++O+5jua1hBrPaxugIoBfwp3E29AanGlZrXtqxsXflni9jTt5/ufV5KlYwkCWQCY/337We7k0Ek26t8lN0p/kZp/mbxz2ToJbiNYRd68vNtSw7Ktyl45YNSxRcvmTBui1cM2FHsBCQmu9tzZn0Ivxrob5M8vl7N7ug8Jsj38wfynkMGRpMY/L25bvrxa/XbN4VpZBusgQ0/n3Nz/uHp2y9OtxwdeD7s8v/Zu67qh29JtRhs0ZdiO+RF7RdW11Po3tMwR5FbQp9jzb7aPDl9Ox3aU2w8PdGvlUb4HZOqGWwBaifaGSIeT7gwL5DmgVR76q05fOff/5xVU+7eUu/w/T6kFvGPqwzpHooe2SGIc3n+jJNbejgkOy5QJuMH6idzbi/G1T/cIM45D6fsS3noOZhvTkTY3evQwjP7QrXkgq7VnyDJ088pIq7lW28qgpZ1ldXjYtHZ688qSO/B334+/T36BhVrIpLIVxvzDHi+5yLPsQ2WWGb63X6gZxYa0rdiuZckk35+MstFqNUpNi60vzxvjPzbA1NoaiPLQjFTZQhaw1MK7wu45CFPuNjeuuasdwBC+u9+0sRjeoZKM7WrV2LsT/glvMPzWXfJlYVS3wNsUFi0Pgu0n626dFQZv5IiwwajPB4PQbYZ/7sjl8Nu8P2BKGGJSVoJKJoUdYdgkwkRQCX0Fmc0Ei7G+HQFmgQIjwCBQyhymgeHGt+FgbK9aBMbcQuGxdxAoC2yBYGmi571gdqTZ/zVDZt/kTzcxQkvBauyPMpS/9DNEJ5XBX/bRNvVraD8s0/474Wt5gTXrTmp/usbNNDBvT9v7mdxzxCPZ+wlHdnXV149m8+0iMPErdwbuZdlWMlkQDdrKlp3EIWDsZjdt9S86Ykuw8vO1uLkjRSDYIWTNVkgAr3LVsNZz7ed6QfxfW2g80jNeY2IxxorIhtBf6usZZaMWzFS0Tot0V52RX7MGOkqrPyM9WetyB3mxxp2qh4JS9zARNDEFbyso2QIvxCKHgooXFAzUKrFn122eqnFF29JtaTZN67Mb/V6rb+j7s/cyMitfSOZl1eVIi70Y50TvrP7EeZghBTEpi1hatnoxxmXpp240zf+EDRPjSi92lR3SZXO7eGZn7dIy59Wfc1FpdmNtyATe4Czfsokfzjk9C04mcyJ78wMN5tp1Z2blV2IRlfNswToyq3tpe6mEfse8lCrkJve0kcq2uHVUmrA/uzOpvE6x/9uwiktWtzDgtQnKRqpwoZuozN/pydg6DqFq9ugcELoPHVdz1tvgxi48dn3Uy+VTNI8XshvUGTrEHKoK27NR925C+zGe4SVZjOUZPGTn1Ov0QBzI+Wc3QluxukW3LV1hcPVI/GlXgyXF8imCmwmAYBNoL1t34hrQ+UJnZoGOTKq2Q67oODdjPJ2MgdA+CJSMbpH7frT0gi14O8BzsdPRUunhOleqPrk4WYt295SnUzNpis4Uqiy0Is1t2zOF8yqwSVz20BdmzK5PYLYVbpJid4RzPvOrsRs/qzTbVAy8YrYPG7hk0TRu0nxntR5glXtcmaIZnnRv1JXMAw8s+oxgq+2iK+FK90bx+2/s0qhwr3CArVsQa3O36MK57AM/TircZt8pDOEcizKawPmOdHtQNbOkRmm2aZaFWT2LbGsSrMyqJl4UY8/Z0xTLLLKWJU3ErBnVt6OKW6byuKcJfetcGwJ1awIeU8X9EhwQ6OD////nb/Yw5KVMKaUkU0pSJg72B7D3sPBlHhOyEm4SN+6Na+PauDVujUvj0rgz7owr48q4MW6MC+PCuC/ui+viuri/+7vpTa/v+m6L2+KyuCzuirviqrgqboqb4qK4KO6Je+L2bu+iF73nPe+///rrb7/98svvvvua17z66ptvvvjiW97ykpe8995rr73jHa+Ja+KWuCUuiUvijrgjrogr4oa4IS6IC+J+uB+uh+vhdrgdLofL4W64G66Gq+FmuBkuhovhXrgXroVr4Va4FS6FS+FOuBOuhCvhRrgRLoQL4T64D66D6+A2uA0ug8vgLrgLroKr4IpXvHJX7ia4CW54w4vgIrgH7oHLu7y7u7tbb726q7sGroFb4Ba4BC6BO+AOuAKugBvgBrgALoAbd+MueEEbzoaz4Cw4+81+s96sN9vNdrPcLDe7zW6z2qw2m81ms9gsNnvNXrPWrDVbzVaz1Cw1O81Os9KsNBvNRrPQLDT7zD6zzqwz28w2s8wsM7vMLrPKrDKbzCazyCwye8wes8asMVvMFrPELDE7zA6zwqwwG8wGs8AsMPvL/rK+rC/by/ayvCwvu8vusrqsLpvL5rK4LC57y96ytqwtW8vWsrQsLTvLzrKyrCwby8aysCws+8q+sq6sK9vKtrKsLCu7yq6yqqwqm8qmsqgsKnvKnrKmrClbypaypCwpO8qOsqKsKBvKhrKgLCj7yX6ynqwn28l2spwsJ7vJbrKarCabyWaymCwme8lespasJVvJVrKULCU7yU6ykqwkG8lGspAsJPvIPrKOrCPbyDayjCwju8gusoqsIpvIJrKILCJ7yB6yhqwhW8gWsoQsITvIDrKCrCAbyAaygCwg+8f+sX6sH9vH9rF8LB+7x+6xeqwem8fmsXgsHnvH3rF2rB1bx9axdCwdO8fOsXKsHBvHxrFwLBz7xr6xbqwb28a2sWwsG7vGrrFqrBqbxqaxaCwae8aesWasGVvGlrFkLBk7xo6xYqwYG8aGsWAsGPvFfrFerBfbxXaxXCwXu8VusVqsFpvFZrFYLBZ7xV6xVqwVW8VWsVQsFTvFTrFSrBQbxUaxUCwU+8Q+sU6sE9vENrFMLBO7xC6xSqwSm8QmsUgsEnvEHrFGrBFbxBaxRCwRO8QOsUKsEBvEBrFALBD7w/6wPqwP28P2sDwsD7vD7rA6rA6bw+awc3bO4rA47A17w9qwNmwNW8PSsDTsDDvDyrAybAwbw8KwMOwL+8K6sC7sz/5salPrsz7bwrawLCwLu8KusCqsCpvCprAoLAp7wp6wPduzqEXtaU/77bfeetttt9xyu+22pjWtttpmmy222Ja2tKQl7bXXWmvtaEdrwpqwJWwJS8KSsCPsCCvCirAhbAgLwoKwH+wH68F6sB1sB8vBcrAb7AarwWqwGWwGi8FisBfsBWvBWrAVbAVLwVKwE+wEK8FKsBFsBAvBQrAP7APrwDqwDWwDy8AysAvsAqvAKrCiFa2clbMJbAIb2tAisAjsAXvA8izP7uzOVlutzuqsAWvAFrAFLAFLwA6wA6wAK8AGsAEsAAvAxtk4C1pwDDeGG8GN4MZv47fR2+ht7DZ2G7mN3MZt47ZR26htzDZmG7GN2MZr47XR2mhtrDZWG6mN1MZp47RR2ihtjDZGG6GN0MZn47PR2ehsbDY2G5mNzMZl47JR2ahsTDYmG5GNyMZj47HR2GhsLDYWG4mNxMZh47BR2ChsDDYGG4GNwMZf46/R1+hr7DX2GnmNvMZd465R16hrzDXmGnGNuMZb463R1mhrrDXWGmmNtMZZ46xR1ihrjDXGGmGNsMZX46vR1ehqbDW2GlmNrMZV46pR1ahqTDWmGlGNqMZT46nR1GhqLDWWGkmNpMZR46hR1ChqDDWGGkGNoMZP46fR0+hp7DR2GjmNnMZN46ZR06hpzDRmGjGNmMZL46XR0mhprDRWGimNlMZJ46RR0ihpjDRGGiGNkMZH46PR0ehobDQ2GhmNjMZF46JR0ahoTDQmGhGNiMZD46HR0GhoLDQWGgmNhMZB46BR0ChoDDQGGgGNgMY/45/Rz+hn7DP2GfmMfMY9455Rz6hnzDPmGfGMeMY7453RzmhnrDPWGemMdMY545xRzihnjDPGGeGMcMY345vRzehmbDO2GdmMbMY145pRzahmTDOmGdGMaMYz45nRzGhmLDOWGcmMZMYx45hRzChmDDOGGcGMYMYv45fRy+hl7DJ2GbmMXMYt45ZRy6hlzDJmGbGMWMYr45XRymhlrDJWGamMVMYp45RRyihljDJGGaGMUMYn45PRyehkbDI2GZmMTMYl45JRyahkTDImGZGMSMYj45HRyGhkLDIWGYmMRMYh45BRyChkDDIGGYGMQMYf44/Rx+hj7DH2GHmMPMYd445Rx6hjzDHmGOfGuRHHiGMcbYw1xhojjZHGOGOcMY4vxvE3pqNvbDG2GFmMLMYV44pRxahiTDGeGHsjOp7jOf7xj370Yx/7yEc+7nGP5miOetRjFguJhERC4iAxkAhI/CP6Ef2IfcQ+Ih+Rj7hH3CPqEfOIeEQ84h3xjmhHtCPWEeuIdEQ64hxxjihHlCPGEeOIcEQ44hvRjdhGbCOyEdmIa8Q1ohpRjZhGTCOiEdGIZ8QzohnRjFhGLCOSEcmIY0QxYhgxjAhGBCN+Eb+IXkQvYhexi8hF5CJuEbeIWkQtYhYxi4hFxCJeEa+IVkQrYhWRijhFnCJKEaWIUcQoIhQRivhEfCI6EZ2ITcQmIhORibhEXCIqEZWIScQkIhLxiGhENCIWEYuIREQi4hBxiChEFCIGEYOIQEQg4g/xh+hD9CH2EHuIPEQe4g5xh6hD1CHmEHOIc+KciEPEId4Qb4g2xBoiDZGGOEOcIcoQZYgxxBgiDBGG+EJ8IboQXYg/8SemYir6RJ/YQmwhshBZiCvEFaIKUYWYQkwhohBRiCfEE2JP7ImoiIqneIpf/KIXvdjFLnKRi1vcoimaoha1mMUsYhGLpUiKV7yiFa04iqNoQjQhlhBLiCREEuIIcYQoQhQhhhBDiCBEEOIH0YPYQewgchA5iBvEDaIGUYOYQcwgYhAxiBfEC6IF0YJYQawgUhApiBPECaIEUYIYQYQgPhAfiA5EB2IDsYHIQGQgLhAXiApEBaIoiqKcKCcmEBOIoRiKCEQE4gFxJ1axijrRgFhALCASEAmIA8QBogBRgBhAjBNBuXBy4OTAyX2T+ybnTc6bXDe5bnLc5LjJbZPbJqdNTptcNrlsctjksMldC2WFscJYIawQVvgqfBW6Cl2FrcJWIauQVbgqXBWqClWFqcJUIaoQVXgqPBWaCk2FpcJSIamQVDgqHBWKCkWFocJQIagQVPgp/BR6Cj2FncJOIaeQU7gp3BRqCjWFmcJMIaYQU3gpvBRaCimFk8JJoaRQUhgpjBRCCiGFj8JHoaPQUdgobBQyChmFi8JFoaJQUZgoTBQiChGFh8JDoaHQUFgoLBQSCgmFg8JBoaBQUBgoDBQCCgGFf8I/oZ/QT9gn7BPyCfmEe8I9oZ5QT5gnzBPiCfGEd8I7oZ3QTlgnrBPSCemEc8I5oZxQThgnjBPCCeGEb8I3oZvQTdgmbBOyCdmEa8I1oZpQTZgmTBOiCdGEZ8IzoZnQTFgmLBOSCcmEY8IxoZhQTBgmDBOCCcGEX8IvoZfQS9gl7BJyCbmEW8ItoZZQS5glzBJiCbGEV8IroZXQSlglrBJSCamEU8IpoZRQShgljBJCCaGET8InoZPQSdgkbBIyCZmES8IloZJQSZgkPBIaCY2ERcIiIZGQSDgkHBIKCYWEQcIgIZAQSPgj/BH6CH2EPcIeIY+QR7gj3BHqCHWEOcIc4Vw4F+IIcYQ3whthWCOkEdIIZ4QzwjBGCCOEEb4IX4QuQhfhL/yFaZiGvtAXtghbhCxCFuGKcEWoIlQRpghThChCFOGJ8ETYC3shGqLhGZ7hD3/oQx/2sIc85OEOd2iGZqhDHeYwhzjEYRmWIRmS4Q1vaEMbjuEYmghNhCXCEiGJkEQ4IhwRhiFCECGI8EP4IfQQegg7hB1CDiGHcEO4IdQQaggzhBlCDCGG8EJ4IbQQWggrhBVCCiGFcEI4IZQQSggjhBFCCCGE8EHoIGwQNggZhAzCBeGCMBRDuVAuDMMwPBDyQl64C3dhDWuoC3WhgdBAWCAsEBIICYQDwgGhgFBAGCAMEAIIAYRxYVwIhiCCcAjCIQCHAByCbwi+IfDG87zO6zzO47zN2zyTZ/I0T/MyL/MwD/NKXskjeSTv8i7P8ixv5I08EzwTPB4J3gjeCJ4IngheCF4IHggeCN4H3geeBx4H3gaeBl4GXgYeBh4G3gXeBZ4FngVeBV4FHgUeBd4E3gSeBJ4EXgReBB4EHgTeA94DngOeA14DXgMeAx4D3gLeAp4CngKeyBN5cjw5XgJeAl7IC3kIeDzejqfjGeAV4BHgEeAN4A3gCeAJ4AXgBeAB4AHgxfHieCAP3IXbhduB24Hbfdt923nbedt123Xbcdtx223bbdtp22nbZdtl22HbYdtd213bWdtZ21XbVdtR21HbTdtN20nbSdtF20XbQdtB2z3bPds52znbNds12zHbMdst2y3bKdsp2yXbJdsh2yHbHdsd2xnbGdsV2xXbEdsR2w3bDdsJ2wnbBdsF2wHbAdv92v3a+dr52vXa9drx2vHa7drt2una6drl2uXa4drh2t3a3drZ2tXa0drR2s3azdrJ2snaxdrF2sHawdq92r3audq52rXatdqx2rHardqt2qnaqdql2qXaodqh2p3andqZ2pnaldqV2pHakdqN2o3aidqJ2oXahdqB2oHafdp92nnaedp12nXacdpx2m3abdpp2mnaZdpl2mHaYdpd2l3aWdpZ2lXaVdpR2lHaTdpN2knaSdpF2kXaQdpB2j3aPdo52jnaNdo12jHaMdot2i3aKdop2iXaJdoh2iHaHdod2hnaGdoV2hXaEdoR2g3aDdoJ2gHa/dkZ2BXYFdjtBuwE7ATsAuwC7ADsAOzidnE7cAfWcDVcBVfB1W/1W/VWvdVutVvlVrnVbXVb1Va11Ww1W8VWsdVr9Vq1Vq3VarVapVap1Wl1WpVWpdVoNVqFVqHVZ/VZdVad1Wa1WWVWmdVldVlVVpXVZDVZRVaR1WP1WDVWjdVitVglVonVYXVYFVaF1WA1WAVWgdVf9Vf1VX3VXrVX5VV51V11V9VVddVcNVfFVXHVW/VWtVVt1Vq1VqVVadVZdVaVVWXVWDVWhVVh1Vf1VXVVXdVWtVVlVVnVVXVVVVVV1VQ1VUVVUdVT9VQ1VU3VUrVUJVVJ1VF1VBVVRdVQNVQFVUHVT/VT9VQ91U61U+VUOdVNdVPVVDXVTDVTxVQx1Uv1UrVULdVKtVKlVCnVSXVSlVQl1Ug1UoVUIdVH9VF1VB3VRrVRZVQZ1UV1UVVUFdVENVFFVBHVQ/VQNVQN1UK1UCVUCdVBdVAVVAXVQDVQBVQB1T/1T/VT/dQ+tU/lU/nUPXVP1VP11Dw1T8VT8dQ79U61U+3UOrVOpVPp1Dl1TpVT5dQ4NU6FU99UN9VNbVPbVDaVTV1T11Q1VU1NU9NUNBVNPVPPVDPVTC1Ty1QylUwdU8dUMVVMDVPDVDAVTP1Sv1Qv1UvtUrtULpVL3VK3VC1VS81Ss1QsFUu9Uq9UK9VKrVKrVCqVSp1Sp1QpVUqNUqNUKBVKfVKfVCfVSW1Sm1QmlUldUpdUJVVJTVKTVCQVST1Sj1Qj1UgtUotUIpVIHVKHVCFVSA1Sg1QgFUj9UX9UH9VH7VF7VB6VR91Rd1QdVUfNUXPUuTpXcVQc9Ua9UW1UG7VGrVFpVBp1Rp1RZVQZNUaNUWFUGPVFfVFdVBf1V381rWn1VV9tUVtUFpVFXVFX1Jqioqgo6ol6ovZqr6IVrWc966+/+uprr73yyuuuu5rVrLrqmmuuuOJa1rKSlay33mqrrdVELVFLVBKVRB1RR9QaooKoIOqH+qF6qB5qh9qhcqgc6oa6oWqoGmqGmqFiqBjqhXqhWqgWaoVaoVKoFOqEOqFKqBJqhVAf1AfVQXVQG9QGlUFlUBfUBVVBVVDFKla5KlcT1AQ1rGFFUBHUyqu7uqu11qqrumqgGqgFKoE6oA6oAqqAGqAGqAAqgBpX4ypYQV04XTgdOB043TfdN503nTddN103HTcdN9023TadNp02XTZdNh02HTbdNd01nTWdNV01XTUdNR013TTdNJ00nTRdNF00HTQdNN0z3TOdM50zXTNdMx0zHTPdMt0ynTKdMl0yXTIdMh0y3THdMZ0xnTFdMV0xHTEdMd0w3TCdMJ0wXTBdMB0wHTDdL90vnS+dL10vXS8dLx0v3S7dLp0unS5dLl0uHS4dLt0t3S2dLZ0tXS1dLR0tHS3dLN0snSydLF0sXSwdLB0s3SvdK50rnStdK10rHSsdK90q3SqdKp0qXSpdKh0qHSrdKd0pnSmdKV0pXSkdKR0p3SjdKJ0onShdKF0oHSgdKN0n3SedJ50nXSddJx0nHSfdJt0mnSadJl0mXSYdppf0JW1JW9KVdCVNSVPSk/QkLUlL0pF0JA1JQ9KP9CPtSDvSjXQjzUgz0ov0Iq1IK9KJdCKNSCPSh/QhbUgb0oV0IU1IE9KD9CAtSAvSgXQgDUgD0n/0H+1H+9F9dB/NR/PRe/QerUfr0Xl0Ho1H49F39B1tR9vRdXQdTUfT0XP0HC1Hy9FxdBwNR8PRb/Qb7Ua70W10G81Gs9Fr9BqtRqvRaXQajUaj0Wf0GW1Gm9FldBlNRpPRY/QYLUaL0WF0GA1Gg9Ff9BftRXvRXXQXzUVz0Vv0Fq1Fa9FZdBaNRWPRV/QVbUVb0VV0FU1FU9FT9BQtRUvRUXQUDUVD0U/0E+1EO9FNdBPNRDPRS/QSrUQr0Ul0Eo1EI9FH9BFtRBvRRXQRTUQT0UP0EC1EC9FBdBANRAPRP/QP7UP70D10D81D89A79A6tQ+vQOXQOPafnNA6NQ9/QN7QNbUPX0DU0DU1Dz9AztAwtQ8fQMTQMDUO/0C+0C+1C//RPpzrVPu3TLXQLzUKz0Cv0Cq1Cq9ApdAqNQqPQJ/QJ3dM9jWpUn/rUX3/ttdddd80111tvbWpTa6111lljjXWpS01qUl99tdVWj3rUJrQJXUKX0CQ0CT1Cj9AitAgdQofQIDQI/UF/0B60B91Bd9AcNAe9QW/QGrQGnUFn0Bg0Bn1BX9AWtAVdQVfQFDQFPUFP0BK0BB1BR9AQNAT9QD/QDrQD3UA30Aw0A71AL9AKtAItalHLaTmdQCfQoQ41Ao1AH9AHNE/z9E7vdNVV67ROG9AGdAFdQBPQBPQAPUAL0AJ0AB1AA9AAdJyO06AGc7gcLoPL4PK3/C17y95yt9wtc8vc8ra8LWvL2nK2nC1jy9jytXwtW8vWcrVcLVPL1PK0PC1Ly9JytBwtQ8vQ8rP8LDvLznKz3Cwzy8zysrwsK8vKcrKcLCPLyPKxfCwby8ZysVwsE8vE8rA8LAvLwnKwHCwDy8Dyr/wr+8q+cq/cK/PKvPKuvCvryrpyrpwr48q48q18K9vKtnKtXCvTyrTyrDwry8qycqwcK8PKsPKr/Cq7yq5yq9wqs8qs8qq8KqvKqnKqnCqjyqjyqXwqm8qmcqlcKpPKpPKoPCqLyqJyqBwqg8qg8qf8KXvKnnKn3Clzypzyprwpa8qacqacKWPKmPKlfClbypZypVwpU8qU8qQ8KUvKknKkHClDypDyo/woO8qOcqPcKDPKjPKivCgryopyopwoI8qI8qF8KBvKhnKhXCgTyoTyoDwoC8qCcqAcKAPKgPKf/Cf7yX5yn9wn88l88p68J+vJenKenCfjyXjynXwn28l2cp1cJ9PJdPKcPCfLyXJynBwnw8lw8pv8JrvJbnKb3CazyWzymrwmq8lqcpqcJqPJaPKZfCabyWZymVwmk8lk8pg8JovJYnKYHCaDyWDyl/wle8lecpfcJXPJXPKWvCVryVpylpwlY8lY8pV8JVvJVnKVXCVTyVTylDwlS8lScpQcJUPJUPKT/CQ7yU5yk9wkM8lM8pK8JCvJSnKSnCQjyUjykXwkG8lGcpFcJBPJRPKQPCQLyUJykBwkA8lA8o/8I/vIPnKP3CPzyDzyjrwj68g6co6cI8/luZxvZBvZRq6Ra2QamUaekWdkGVlGzjDyi/wiu8gu8i//cprT7Mu+3CK3yCwyi7wir8gqsoqcIqfIKDKKfCKfyL3cy2hG85nP/PPPPvvcc88887zzzmY2s84655wzzjiXucxkJvPNN9ts85jHbCKbyCVyiUwik8gj8ogsIovIIXKIDCKDyB/yh+whe8gdcofMIXPIG/KGrCFryBlyhowhY8gX8oVsIVvIFXKFTCFTyBPyhCwhS8gRcoQMIUPID/KD7CA7yA1yg8wgM8gL8oKsICvIYhazXJbLCXKCHOYwI8gI8oF8IPMyL+/yLtdcsy7rsoFsIBfIBTKBTCAPyAOygCwgB8gBMoAMIMfluAxmEIfD4TA4DA5/w9+wN+wNd8PdMDfMDW/D27A2rA1nw9kwNowNX8PXsDVsDVfD1TA1TA1Pw9OwNCwNR8PRMDQMDT/Dz7Az7Aw3w80wM8wML8PLsDKsDCfDyTAyjAwfw8ewMWwMF8PFMDFMDA/Dw7AwLAwHw8EwMAwM/8K/sC/sC/fCvTAvzAvvwruwLqwL58K5MC6MC9/Ct7AtbAvXwrUwLUwLz8KzsCwsC8fCsTAsDAu/wq+wK+wKt8KtMCvMCq/Cq7AqrAqnwqkwKowKn8KnsClsCpfCpTApTAqPwqOwKCwKh8KhMCgMCn/Cn7An7Al3wp0wJ8wJb8KbsCasCWfCmTAmjAlfwpewJWwJV8KVMCVMCU/Ck7AkLAlHwpEwJAwJP8KPsCPsCDfCjTAjzAgvwouwIqwIJ8KJMCKMCB/Ch7AhbAgXwoUwIUwID8KDsCAsCAfCgTAgDAj/wX+wH+wH98F9MB/MB+/Be7AerAfnwXkwHowH38F3sB1sB9fBdTAdTAfPwXOwHCwHx8FxMBwMB7/Bb7Ab7Aa3wW0wG8wGr8FrsBqsBqfBaTAajAafwWewGWwGl8FlMBlMBo/BY7AYLAaHwWEwGAwGf8FfsBfsBXfBXTAXzAVvwVuwFqwFZ8FZMBaMBV/BV7AVbAVXwVUwFUwFT8FTsBQsBUfBUTAUDAU/wU+wE+wEN8FNMBPMBC/BS7ASrAQnwUkwEowEH8FHsBFsBBfBRTARTAQPwUOwECwEB8FBMBAMBP/AP7AP7AP3wD0wD8wD78A7sA6sA+fAOfAcnsM4MA58A9/ANrANXAPXwDQwDTwDz8AysAwcA8fAMDAM/AK/wC6wC/zDP5ziFPuwD7fALTALzAKvwCuwCqwCp8ApMAqMAp/AJ3AP9zCKUXziE3/8scced9wxxxxvvLGJTayxxhlnjDHGJS4xiUl88cUWWzziEZvAJnAJXAKTwCTwCDwCi8AicAgcAoPAIPAH/AF7wB5wB9wBc8Ac8Aa8AWvAGnAGnAFjwBjwBXwBW8AWcAVcAVPAFPAEPAFLwBJwBBwBQ8AQ8AP8ADvADnAD3AAzwAzwArwAK8AKsIhFLIflcAKcAIc4xAgwAnwAH8A8zMM7vMMVV6zDOmwAG8AFcAFMABPAA/AALAALwAFwAAwAA8BxOA6DGCzDleFKcCW48lv5rfRWeiu7ld1KbiW3clu5rdRWaiuzldlKbCW28lp5rbRWWiurldVKaiW1clo5rZRWSiujldFKaCW08ln5rHRWOiublc1KZiWzclm5rFRWKiuTlclKZCWy8lh5rDRWGiuLlcVKYiWxclg5rBRWCiuDlcFKYCWw8lf5q/RV+ip7lb1KXiWvcle5q9RV6ipzlblKXCWu8lZ5q7RV2iprlbVKWiWtclY5q5RVyipjlbFKWCWs8lX5qnRVsipXlatKVSWq8lR5qjRVkipHlaNKUaWoMlQZqgRVgio/lZ9KT6WnslPZqeRUcio3lZtKTaWmMlOZqcRUYiovlZdKS6WlslJZqaRUUionlZNKSaWkMlIZqYRUQioflY9KR6WjslHZqGRUMioXlYtKRaWiMlGZqERUIioPlYdKQ6WhslBZqCRUEioHlYNKQaWgMlAZqARUAir/lH9KP6Wfsk/Zp+RT8in3lHtKPaWeMk+Zp8RT4invlHdKO6Wdsk5Zp6RT0innlHNKOaWcMk4Zp4RTwinflG9KN6Wbsk3ZpmRTsinXlGtKNaWaMk2ZpkRToinPlGdKM6WZskxZpiRTkinHlGNKMaWYMkwZpgRTgim/lF9KL6WXskvZpeRScim3lFtKLaWWMkuZpcRSYimvlFdKK6WVskpZpaRSUimnlFNKKaWUMkoZpYRSQimflE9KJ6WTsknZpGRSMimXlEtKJaWSMkmZpERSIimPlEdKI6WRskhZpCRSEimHlENKIaWQMkgZpARSAil/lD9KH6WPskfZo+RR8ih3lDtKHaWOMkeZo5wr50ocJY7yRnmjtFHaKGuUNUoaJY1yRjmjlFHKKGOUMUoYJYzyRfmidFG6KH/lr0zLtPSVvrJF2aJkUbIoV5QrShWlijJFmaJEUaIoT5Qnyl7ZK9ESLc/yLH/5S1/6spe95CUvd7lLszRLXeoyl7nEJS7LsizJkixveUtb2nIsx9JEaaIsUZYoSZQkyhHliFJEKaIMUYYoQZQgyg/lh9JD6aHsUHYoOZQcyg3lhlJDqaHMUGYoMZQYygvlhdJCaaGsUFYoKZQUygnlhFJCKaGMUEYoIZQQygflg9JB6aBsUDYoGZQMygXlglJBqaAUS7GUK+XKBGWCMizDEkGJoDxQHih5Ja/clbuylrXUlbrSQGmgLFAWKAmUBMoB5YBSQCmgDFAGKAGUAMq4Mq4ES5AMR4YjwZHgyG/kN9Ib6Y3sRnYjuZHcyG3kNlIbqY3MRmYjsZHYyGvkNdIaaY2sRlYjqZHUyGnkNFIaKY2MRkYjoZHQyGfkM9IZ6YxsRjYjmZHMyGXkMlIZqYxMRiYjkZHIyGPkMdIYaYwsRhYjiZHEyGHkMFIYKYwMRgYjgZHAyF/kL9IX6YvsRfYieZG8yF3kLlIXqYvMReYicZG4yFvkLdIWaYusRdYiaZG0yFnkLFIWKYuMRcYiYZGwyFfkK9IV6YpsRbYiWZGsyFXkKlIVqYpMRaYiUZGoyFPkKdIUaYosRZYiSZGkyFHkKFIUKYoMRYYiQZGgyE/kJ9IT6YnsRHYiOZGcyE3kJlITqYnMRGYiMZGYyEvkJdISaYmsRFYiKZGUyEnkJFISKYmMREYiIZGQyEfkI9IR6YhsRDYiGZGMyEXkIlIRqYhMRCYiEZGIyEPkIdIQaYgsRBYiCZGEyEHkIFIQKYgMRAYiAZGAyD/kH9IP6YfsQ/Yh+ZB8yD3kHlIPqYfMQ+Yh8ZB4yDvkHdIOaYesQ9Yh6ZB0yDnkHFIOKYeMQ8Yh4ZBwyDfkG9IN6YZsQ7Yh2ZBsyDXkGlINqYZMQ6Yh0ZBoyDPkGdIMaYYsQ5YhyZBkyDHkGFIMKYYMQ4YhwZBgyC/kF9IL6YXsQnYhuZBcyC3kFlILqYXMQmYhsZBYyCvkFdIKaYWsQlYhqZBUyCnkFFIKKYWMQkYhoZBQyCfkE9IJ6YRsQjYhmZBMyCXkElIJqYRMQiYhkZBIyCPkEdIIaYQsQhYhiZBEyCHkEFIIKYQMQgYhgZBAyB/kD9IH6YPsQfYgeZA8yB3kDlIHqYPMQeYg58g5EgeJg7xB3iDJGiQNkgY5g5xByiBlkDHIGCQMEgb5gnxBuiBdkD/yR6ZkSvpIH9mCbEGyIFmQK8gUJAoSBXmCRMmTPMlPftKTnuxkJznJyU1u0iRNUpOazGQmMYnJkixJkiTJS17SkpYcyZE0QZogS5AlSBIkCXIEOYIUQYogQ5AhSBAkCPID+YH0QHogO5AdSA4kB3IDuYHUQGogM5AZSAwkBvICeYG0QFogK5AVSAokBXICOYGUQEogI5ARSAgkBPIB+YB0QDogG5ANSAYkA3IBuYBUQCogRVIk5Ug5MgGZgAzJkERAIiAPkAdIHskjd+SOrGQldaSONEAaIAuQBUgCJAFyADmAFEAKIAOQAUgAJAAyjowjQRK84W64C+6Cu9/ut+vtervdbrfL7XK72+62q+1qu9lutovtYrvX7rVr7Vq71W61S+1Su9PutCvtSrvRbrQL7UK7z+6z6+w6u81us8vsMrvL7rKr7Cq7yW6yi+wiu8fusWvsGrvFbrFL7BK7w+6wK+wKu8FusAvsAru/7q/r6/q6vW6vy+vyurvurqvr6rq5bq6L6+K6t+6ta+vaurVurUvr0rqz7qwr68q6sW6sC+vCuq/uq+vqurqtbqvL6rK6q+6qq+qquqluqovqorqn7qlr6pq6pW6pS+qSuqPuqCvqirqhbqgL6oK6n+6n6+l6up1up8vpcrqb7qar6Wq6mW6mi+liupfupWvpWrqVbqVL6VK6k+6kK+lKupFupAvpQrqP7qPr6Dq6jW6jy+gyuovuoqvoKrqJbqKL6CK6h+6ha+gauoVuoUvoErqD7qAr6Aq6gW6gC+gCun/un+vn+rl9bp/L5/K5e+6eq+fquXlunovn4rl37p1r59q5dW6dS+fSuXPunCvnyrlxbpwL58K5b+6b6+a6uW1um8vmsrlr7pqr5qq5aW6ai+aiuWfumWvmmrllbplL5pK5Y+6YK+aKuWFumAvmgrlf7pfr5Xq5XW6Xy+VyuVvulqvlarlZbpaL5WK5V+6Va+VauVVulUvlUrlT7pQr5Uq5UW6UC+VCuU/uk+vkOrlNbpPL5DK5S+6Sq+QquUlukovkIrlH7pFr5Bq5RW6RS+QSuUPukCvkCrlBbpAL5AK5P+6P6+P6uD1uj8vj8rg77o6r4+q4OW6OO3fnLo6L4wZ/wV/wFXwFX/zil/tyP8FP8MMffgQfwT/wD3ze5/3d3/3669d93TfwDfwCv8An8An8AX/AF/AF/AA/wAfwAfy4H/fBD/pwPpwH58H5b/6b9+a9+W6+m+fmufltfpvX5rX5bD6bx+ax+Wv+mrfmrflqvpqn5qn5aX6al+al+Wg+mofmofln/pl35p35Zr6ZZ+aZ+WV+mVfmlflkPplH5pH5Y/6YN+aN+WK+mCfmiflhfpgX5oX5YD6YB+aB+V/+l/flfflevpfn5Xn5XX6X1+V1+Vw+l8flcflb/pa35W35Wr6Wp+Vp+Vl+lpflZflYPpaH5WH5V/6Vd+Vd+Va+lWflWflVfpVX5VX5VD6VR+VR+VP+lDflTflSvpQn5Un5UX6UF+VF+VA+lAflQflP/pP35D35Tr6T5+Q5+U1+k9fkNflMPpPH5DH5S/6St+Qt+Uq+kqfkKflJfpKX5CX5SD6Sh+Qh+Uf+kXfkHflGvpFn5Bn5RX6RV+QV+UQ+kUfkEflD/pA35A35Qr6QJ+QJ+UF+kBfkBflAPpAH5AH5P/6P9+P9+D6+j+fj+fg9fo/X4/X4PD6Px+Px+Dv+jrfj7fg6vo6n4+n4OX6Ol+Pl+Dg+jofj4fg3/o134934Nr6NZ+PZ+DV+jVfj1fg0Po1H49H4M/6MN+PN+DK+jCfjyfgxfowX48X4MD6MB+PB+C/+i/fivfguvovn4rn4LX6L1+K1+Cw+i8fisfgr/oq34q34Kr6Kp+Kp+Cl+ipfipfgoPoqH4qH4J/6Jd+Kd+Ca+iWfimfglfolX4pX4JD6JR+KR+CP+iDfijfgivogn4on4IX6IF+KF+CA+iAfigfgf/of34X34Hr6H5+F5+B1+h9fhdfgcPoef83Meh8fhb/gb3oa34Wv4Gp6Gp+Fn+BlehpfhY/gYHoaH4V/4F96Fd+F//udTn3qf9/kWvoVn4Vn4FX6FV+FV+BQ+hUfhUfgT/oTv+Z5HPepPf/rvv/fe++6755777bc3vem11z777LHHvvSlJz3pr7/eeutHP3oT3oQv4Ut4Ep6EH+FHeBFehA/hQ3gQHoT/4D94D96D7+A7eA6eg9/gN3gNXoPP4DN4DB6Dv+AveAvegq/gK3gKnoKf4Cd4CV6Cj+AjeAgegn/gH3gH3oFv4Bt4Bp6BX+AXeAVegRe96OW8nE/gE/jQhx6BR+AP+AOe53l+53e++up1XucNeAO+gC/gCXgCfoAf4AV4AT6AD+ABeAA+zsd50IM9XA/XwXVw/Vv/1r11b71b79a5dW59W9/WtXVtPVvP1rF1bP1av9atdWu9Wq/WqXVqfVqf1qV1aT1aj9ahdWj9WX/WnXVnvVlv1pl1Zn1ZX9aVdWU9WU/WkXVk/Vg/1o11Y71YL9aJdWJ9WB/WhXVhPVgP1oF1YP1X/9V9dV+9V+/VeXVefVff1XV1XT1Xz9VxdVz9Vr/VbXVbvVav1Wl1Wn1Wn9VldVk9Vo/VYXVY/VV/1V11V71Vb9VZdVZ9VV/VVXVVPVVP1VF1VP1UP9VNdVO9VC/VSXVSfVQf1UV1UT1UD9VBdVD9U//UPXVPvVPv1Dl1Tn1T39Q1dU09U8/UMXVM/VK/1C11S71Sr9QpdUp9Up/UJXVJPVKP1CF1SP1Rf9QddUe9UW/UGXVGfVFf1BV1RT1RT9QRdUT9UD/UDXVDvVAv1Al1Qn1QH9QFdUE9UA/UAXVA/U//0/10P71P79P5dD59T9/T9XQ9PU/P0/F0PP1Ov9PtdDu9Tq/T6XQ6fU6f0+V0OT1Oj9PhdDj9TX/T3XQ3vU1v09l0Nn1NX9PVdDU9TU/T0XQ0/Uw/0810M71ML9PJdDJ9TB/TxXQxPUwP08F0MP1L/9K9dC+9S+/SuXQufUvf0rV0LT1Lz9KxdCz9Sr/SrXQrvUqv0ql0Kn1Kn9KldCk9So/SoXQo/Ul/0p10J71Jb9KZdCZ9SV/SlXQlPUlP0pF0JP1IP9KNdCO9SC/SiXQifUgf0oV0IT1ID9KBdCD9R//RfXQfvUfv0Xl0Hn1H39F1dB09R8/R5/pcx9Fx9Bv9RrfRbfQavUan0Wn0GX1Gl9Fl9Bg9RofRYfQX/UV30V30X//1tKfd1329RW/RWXQWfUVf0VV0FT1FT9FRdBT9RD/Re73X0Y72s5/9999997333nnnfffdzW523XXPPXfccS972clO9ttvt932sY/dRDfRS/QSnUQn0Uf0EV1EF9FD9BAdRAfRP/QP3UP30Dv0Dp1D59A39A1dQ9fQM/QMHUPH0C/0C91Ct9Ar9AqdQqfQJ/QJXUKX0CP0CB1Ch9Af9AfdQXfQG/QGnUFn0Bf0BV1BV9DFLna5LtcT9AQ97GFH0BH0A/1A53Ve3/Vdr712Xdd1A91AL9ALdAKdQB/QB3QBXUAP0AN0AB1Aj+txHewgD8fDcXAcHP/Gv3Fv3Bvvxrtxbpwb38a3cW1cG8/Gs3FsHBu/xq9xa9war8arcWqcGp/Gp3FpXBqPxqNxaBwaf8afcWfcGW/Gm3FmnBlfxpdxZVwZT8aTcWQcGT/Gj3Fj3BgvxotxYpwYH8aHcWFcGA/Gg3FgHBj/xX9xX9wX78V7cV6cF9/Fd3FdXBfPxXNxXBwXv8VvcVvcFq/Fa3FanBafxWdxWVwWj8VjcVgcFn/FX3FX3BVvxVtxVpwVX8VXcVVcFU/FU3FUHBU/xU9xU9wUL8VLcVKcFB/FR3FRXBQPxUNxUBwU/8Q/cU/cE+/EO3FOnBPfxDdxTVwTz8QzcUwcE7/EL3FL3BKvxCtxSpwSn8QncUlcEo/EI3FIHBJ/xB9xR9wRb8QbcUacEV/EF3FFXBFPxBNxRBwRP8QPcUPcEC/EC3FCnBAfxAdxQVwQD8QDcUAcEP/D/3A/3A/vw/twPpwP38P3cD1cD8/D83A8HA+/w+9wO9wOr8PrcDqcDp/D53A5XA6Pw+NwOBwOf8PfcDfcDW/D23A2nA1fw9dwNVwNT8PTcDQcDT/Dz3Az3Awvw8twMpwMH8PHcDFcDA/Dw3AwHAz/wr9wL9wL78K7cC6cC9/Ct3AtXAvPwrNwLBwLv8KvcCvcCq/Cq3AqnAqfwqdwKVwKj8KjcCgcCn/Cn3An3AlvwptwJpwJX8KXcCVcCU/Ck3AkHAk/wo9wI9wIL8KLcCKcCB/Ch3AhXAgPwoNwIBwI/8F/cB/cB+/Be3AenAffwXdwHVwHz8Fz8Dk+x3FwHPwGv8FtcBu8Bq/BaXAafAafwWVwGTwGj8FhcBj8BX/BXXAX/Md/POUp93Efb8FbcBacBV/BV3AVXAVPwVNwFBwFP8FP8B7vcZSj/OQn//xzzz3vvHPOOd98c5ObXHPNM88cc8xLXnKSk/zyyy23fOQjN8FN8BK8BCfBSfARfAQXwUXwEDwEB8FB8A/8A/fAPfAOvAPnwDnwDXwD18A18Aw8A8fAMfAL/AK3wC3wCrwCp8Ap8Al8ApfAJfAIPAKHwCHwB/wBd8Ad8Aa8AWfAGfAFfAFXwBVwkYtcjsvxBDwBD3nIEXAE/AA/wHmcx3d8xyuvXMd13AA3wAvwApwAJ8AH8AFcABfAA/AAHAAHwON4HAc5uMPtcBvcBre/7W/b2/a2u+1um9vmtrftbVvb1raz7Wwb28a2r+1r29q2tqvtapvapran7Wlb2pa2o+1oG9qGtp/tZ9vZdrab7Wab2Wa2l+1lW9lWtpPtZBvZRraP7WPb2Da2i+1im9gmtoftYVvYFraD7WAb2Aa2f+1f29f2tXvtXpvX5rV37V1b19a1c+1cG9fGtW/tW9vWtrVr7Vqb1qa1Z+1ZW9aWtWPtWBvWhrVf7Vfb1Xa1W+1Wm9VmtVftVVvVVrVT7VQb1Ua1T+1T29Q2tUvtUpvUJrVH7VFb1Ba1Q+1QG9QGtT/tT9vT9rQ77U6b0+a0N+1NW9PWtDPtTBvTxrQv7Uvb0ra0K+1Km9KmtCftSVvSlrQj7Ugb0oa0H+1H29F2tBvtRpvRZrQX7UVb0Va0E+1EG9FGtA/tQ9vQNrQL7UKb0Ca0B+1BW9AWtAPtQBvQBrT/7D/bz/az++w+m8/ms/fsPVvP1rPz7Dwbz8az7+w72862s+vsOpvOprPn7Dlbzpaz4+w4G86Gs9/sN9vNdrPb7DabzWaz1+w1W81Ws9PsNBvNRrPP7DPbzDazy+wym8wms8fsMVvMFrPD7DAbzAazv+wv28v2srvsLpvL5rK37C1by9ays+wsG8vGsq/sK9vKtrKr7Cqbyqayp+wpW8qWsqPsKBvKhrKf7CfbyXaym+wmm8lmspfsJVvJVrKT7CQbyUayj+wj28g2sovsIpvIJrKH7CFbyBayg+wgG8gGsn/sH9vH9rF77B6bx+axd+wdW8fWsXPsHHtuz20cG8e+sW9sG9vGrrFrbBqbxp6xZ2wZW8aOsWNsGBvGfrFfbBfbxf7t3053un3bt1vsFpvFZrFX7BVbxVaxU+wUG8VGsU/sE7u3exvd6D73uf/+22+/++6bb7733tvc5tZb77zzxhvvcpeb3OS++2677R73uE1sE7vELrFJbBJ7xB6xRWwRO8QOsUFsEPvD/rA9bA+7w+6wOWwOe8PesDVsDTvDzrAxbAz7wr6wLWwLu8KusClsCnvCnrAlbAk7wo6wIWwI+8F+sB1sB7vBbrAZbAZ7wV6wFWwFW9zilttyO8FOsMMdbgQbwT6wD2ze5u3d3u2669Zt3TawDewCu8AmsAnsAXvAFrAF7AA7wAawAey4HbfBDZrhzHAmOBOc+c38ZnozvZndzG4mN5Obuc3cZmoztZnZzGwmNhObec28ZlozrZnVzGomNZOaOc2cZkozpZnRzGgmNBOa+cx8ZjoznZnNzGYmM5OZucxcZiozlZnJzGQmMhOZecw8ZhozjZnFzGImMZOYOcwcZgozhZnBzGAmMBOY+cv8ZfoyfZm9zF4mL5OXucvcZeoydZm5zFwmLhOXecu8ZdoybZm1zFomLZOWOcucZcoyZZmxzFgmLBOW+cp8ZboyXZmtzFYmK5OVucpcZaoyVZmpzFQmKhOVeco8ZZoyTZmlzFImKZOUOcocZYoyRZmhzFAmKBOU+cn8ZHoyPZmdzE4mJ5OTucncZGoyNZmZzEwmJhOTecm8ZFoyLZmVzEomJZOSOcmcZEoyJZmRzEgmJBOS+ch8ZDoyHZmNzEYmI5ORuchcZCoyFZmJzEQmIhORecg8ZBoyDZmFzEImIZOQOcgcZAoyBZmBzEAmIBOQ+cf8Y/ox/Zh9zD4mH5OPucfcY+ox9Zh5zDwmHhOPece8Y9ox7Zh1zDomHZOOOcecY8ox5ZhxzDgmHBOO+cZ8Y7ox3ZhtzDYmG5ONucZcY6ox1ZhpzDQmGhONecY8Y5oxzZhlzDImGZOMOcYcY4oxxZhhzDAmGBOM+cX8YnoxvZhdzC4mF5OLucXcYmoxtZhZzCwmFhOLecW8YloxrZhVzComFZOKOcWcYkoxpZhRzCgmFBOK+cR8YjoxnZhNzCYmE5OJucRcYioxlZhJzCQmEhOJecQ8YhoxjZhFzCImEZOIOcQcYgoxhZhBzCAmEBOI+cP8YfowfZg9zB4mD1OHmcPEYd4wa5g0TBlmDPOF6cJ0Yf5Mn9nCbGGyMFmYK8wVpgpThZnCTGGiMFGYJ8wTZs/smaiJmqd5mt/8pje92c1ucpOb29ymaZqmNrWZzWxiE5ulWZqkSZrXvKY1rTmao2nCNGGWMEuYJEwS5ghzhCnCFGGGMEOYIEwQ5gfzg+nB9GB2MDuYHEwO5gZzg6nB1GBmMDOYGEwM5gXzgmnBtGBWMCuYFEwK5gRzginBlGBGMCOYEEwI5gPzgenAdGA2MBuYDEwG5gJzganAVGCKpmjKmXJmAjOBGZqhicBEYB4wD5g8k2fuzJ1ZzWrqTJ1pwDRgFjALmARMAuYAc4ApwBRgBjADmABMAGacGWeCJqjD6XAanAanv+lv2pv2prvpbpqb5qa36W1am9ams+lsGpvGpq/pa9qatqar6Wqamqamp+lpWpqWpqPpaBqahqaf6WfamXamm+lmmplmppfpZVqZVqaT6WQamUamj+lj2pg2povpYpqYJqaH6WFamBamg+lgGpgGpn/pX9qX9qV76V6al+ald+ldWpfWpXPpXBqXxqVv6Vvalrala+lampampWfpWVqWlqVj6VgaloalX+lX2pV2pVvpVpqVZqVX6VValValU+lUGpVGpU/pU9qUNqVL6VKalCalR+lRWpQWpUPpUBqUBqU/6U/ak/akO+lOmpPmpDfpTVqT1qQz6Uwak8akA1aqUJkiJQqUJ06aMFmiJAmSI0aKEBkiJAiQHz568NihI8ccjhs2atCYISMGjBcufqmvBYsVKlKgONFDz+8736bOuCSvHU2UIDFCRAgQHzx04LBBQwYMFyxUoDBBQgQIDxw0YLBAgSiXIERwgLerOgMFCAwQEABAHAiCIDiCzogQI0RuIpSJkCXCkgg6IsiI4CLihggfAlwIUIiUgGCIM0SHEBFCJAChbQIIgvCVAQRBcEoAgiAYGQBBEIRAaLkgCILFBzBeuGjhoWOuAgh+MD9kVSDoAYoHJx5GdHCGixaqDh0sdQDUgQ8ZMUpmxOiQO5Q7MCAYAZMlSpIiRGBEQBsIKqAESQEjANxAMIGkBI4GEAPByqqa4qSpIqqEqqCKp5KpTmqNyjeAYG2g49UABHWmIoCgjtEDENTR0cHRmdGRWQCCOigmCOoyHhA0IIgPCBogkEGwgCxEhkKAYAEuWgpgKZAACQgSYAQABAkM4IGgAEXWQDCApTgEIAgAERUAZ5yqODtxRnogGLehAwiC4E4QBEWBlioIgoxKASAIRugEgrjkOIEgrRwBUIEgrDkTQNDVlVZGVD2ZA4KkfH1ygg0EPWFZAIKdiMSNAEFOeVOqTW0AZANBTHakgOCkDQP4gGAjNg5AkFGVZCC4yE1cB0FFNDwIKmIQBQQTIUoDgoksuAHBQ3VARSBoqNkoECQUYk8RHiC4RweCYBwIggRAcE8AEATjQBAkAIJ6voEgGAeCcQZAMM81EATjQDDOAAjieQaCYBwIAjAFgnZAgCAYB4IGUoFgGyIgCMaBICgKBNkQAkEwDgRBLSDIJgQIgnEgCPpAcA0xEATjQBD0geAaPiAIxoEgyAPBNXBAEIwDQQmrQPDJKRAE40AQFEHwSSUQBONAEAIIELzBBgTBOBB0EAkEfS8QBONAEPQAgt4SCIJxIAiOIOjNgCAYB4IBVoDgRkEQjANBALJAMEcBQTAOBAP4QJD0AIJgHAiCIwjebCAIxoEgggIguEEaCIJxIBjnCQQ1lCAIxoHggWUgyMAFCIJxIHjAGQgWCAKCYBwIgn5AkEApEATjQBAMB4IDTIEgGAeCoB8QHPABBME4EAzwAAQBJABBMA4E4+RAEAwHgmAcCILhQBAEw4WbO4HDGo5qcz00yRw6d6JG5v6cR4fM9TmOxpjbcybqYk7PZdScw3PlKWuOnLtnmDk7N55d5kzMlTirzJGYG3H2mBMxF+L8zYGY+3CSmPMw1+GkMMdhbsMZYU7DXAZzxxyGuQvm3JyFuQqmjTkKcxPMGXMS5iKYMOYgzD0w0zkHcw3KVnMM5haUqeYUzIllqTm5uQSkirlwDgHZmzswxxthzO3m6ohiTjdnQDQ0V2COgChobsCcAJE3F2AOgAhgLm4ODCvhCIcDXIgExzcc3ngdcHTDwY13AMc2HNp4FUc2HNh2gXBc+/Hf/u2f+TN/+qd/+Zd/+Id/5a/8kT/yd3/3Z3/2N/7Gn4mfiV+JX4kfiR+J34jfiJ+In4hfiF+IH4gfiN+H34efh5+HX4dfhx+HH4ffht+Gn4afhl+GX4Yfhh+G34XfhZ+Fn4VfhV+FH4Ufhd+E34SfhJ+EX4RfhB+EH4Tfg9+Dn4Ofg1+DX4Mfgx+D34Lfgp+Cn4Kf+BN/cj+5X4Jfgl/4C38Ifgh+B34Hfrwf77f77X71V3+6n+5n4GfgV+BX4EfgN+An4CfgF+AX4AfgB+AX94v7gT8wDZeGS8Gl4NJv6bfUW+ot7ZZ2S7ml3NJtqbY0W5otxZZiS6+l11JrqbW0WlotpZZSS6el01JpqbQ0WhothZZCS5+lz1JnabOUWcosXZYuS5WlytJkabIUWYosPZYeS42lxtJiabGUWDosFZYKS4OlwVJgKbD0V/or9ZX6SnulvVJeKa90V7or1ZXqSnOluVJcKa70VmorrZXWSmmltNJZ6axUViorjZXGSmGlsNJX6avUVeoqbZW2SlmlrNJV6apUVaoqTZWmSlGlp1JTqam0VFoqJZWSSkelo1JRqag0VBoqBZWCSj+ln1JPqae0U9op5ZRySjelm1JNqaY0U5opxZRiSi+ll1JLaaWUUkopnZROSiWlktJIaaQUUgopfZQ+Sh2ljtJGKaN0UbooVZQqShOliVJE6aHUUGooLZQWSgmlhNJB6aBUUCooDZQGSgGlgNI/6Z/UT+on7ZP2SfmkfNI96Z5UT6onzZPmSfGkeNI76Z3UTmonrZPWSemkc1I5qZw0ThonhZPCSd+kb1I3qZu0TdomZZOySdeka1I1qZo0TZomRZOiSc+kZtIyaZmUTEomHZOOScWkYtIwaZgUTAom/ZJ+Sb2kXtIuaZeUS8ol3ZJuSbWkWtIsaZYUS4olvZJeSa2kVtIqaZWUSkolnZJOSaWkUtIoaZQUSgolfZI+SZ2kTtImaZOUScokXZIuSZWkStIkaZIUSYokPZIaSYukRVIiKZF0SDokFZIKSYOkQVIgKZD0R/oj9ZH6SHukPVIeKY90R7oj1ZHqSHOkOdK5dC7FkeJIb6Q3UhupjbRGWiOlkdJIZ6QzUhmpjDRGGiOFkcJIX6QvUhepi/SX/tI0TVNf6ktbpC1SFimLdEW6IlWRpkhRpCjSE+mJtJf2UjRF0zM905/+1Kc+7WlPecrTne7UTM1UpznFKU7LtEzJlExvelOb2nRMx9REaiItkZZISaQk0hHpiFREKiINkYZIQaQg0g/ph9RD6iHtkHZIOaQc0g3phlRDqiHNkGZIMaQY0gvphdRCaiGtkFZIKaQU0gnphFRCKiGNkEZIIaQQ0gfpg9RB6iBtkDZIGaQM0gXpglRBqiAVUzGVS+XSBGmCNEzDFEGKID2QHkh5KS/dpbu0pjXVpbrUQGogLZAWSAmkBNIB6YBUQCogDZAGSAGkcSmYgr5wvnA+cD5wvm++bz5vPm++br5uPm4+br5tvm0+bT5tvmy+bD5sPmy+az5rvmq+aj5qPmq+ab5pPmk+ab5ovmg+aL5nPmc+Z75mvmY+Zj5mvmW+ZT5lvmQ+ZD5kvmO+Yz5jPmO+Yr5iPmI+Yr5hvmE+YT5hvmC+YD5gPmC+X75fPl8+X75ePl6+Xb5dPl0+Xb5cvlw+XD5cvlu+Wz5bPlu+Wr5aPlo+Wr5Zvlk+WT5Zvli+WD5YPli+V75XPle+Vj5WPla+Vb5VPlU+Vb5UvlQ+VD5UvlO+Uz5TPlO+Ur5SPlI+Ur5RvlE+UT5RvlC+UD5QPlC+T75PPk8+T75Ovk4+Tr5NPk0+Tb5Mvkw+TD5Mvku+Sz5LPku+Sr5KPko+Sr5JPkm+SL5IPkg+SL5Hvkc+R71kPWQ9ZL1jvWM9Yz1jvWK9Yj1iPWK9Yb1hPWE9Yb1gvWA9YD1gvV+9Xz1fPV+9Xr1ePV49Xr1dvV09XT1dvVy9XD1cPVy9W71bPVs9W71avVo9Wr1ZPVk9Wb1YvVg9WD1YvVe9Vz1XPVe9Vr1WPVY9Vr1VvVU9VT1VvVS9VD1UPVS9U71TPVM9U71SvVI9Uj1SvVG9UT1RPVG9UL1QPVA9UL1PvU89Tz1PvU69Tj1OPU69Tb1NPU2oK7QV2gplhbJCV6GrUFWoKjQVmgpFhaJCT6GnUFOoKbQUWgolhZJCR6GjUFGoKDQUGgoFhYJCP6GfUE+oJ7QT2gnlhHJCN6GbUE2oJjQTmgnFhGJCL6GXUEuoJbQSWgmlhFJCJ6GTUEmoJDQSGgmFhEJCH6GPUEeoI7QR2ghlhDJCF6GLUEWoIjQRmghFhCJCD6GHUEOoIbQQWgglhBJCB6GDUEGoIDQQGggFhAJC/6B/UD+oH7QP2gflg/JB96B7UD2oHjQPmgfFg+JB76B3UDuoHbQOWgelg9JB56BzUDmoHDQOGgeFg8JB36BvUDeoG7QN2gZlg7JB16BrUDWoGjQNmgZFg6JBz6BnUDOoGbQMWgYlg5JBx6BjUDGoGDQMGgYFg4JBv6BfUC+oF7QL2gXlgnJBt6BbUC2oFjQLmgXFgmJBr6BXUCuoFbQKWgWlglJBp6BTUCmoFDQKGgWFgkJBn6BPUCeoE7QJ2gRlgjJBl6BLUCUoEvQIWgQlggpBg6BA0B/oD9QH6gPtgfZAeaA80B3oDlQHqgPNgeZA59A5FAeKA72B3kBtoDbQGmgNlAZKA52BzkBloDDQF+gPTVEf2gJtgbJAWaAr0BWoClQFmgJNgaJAUaAn0BNoD+2hKIqiJ3qiH/2oRz3a0Y5ylKMb1WhGMVqiJUqiJHrRi1rUoiM6oiZQE2gJtARKAiWBjkBHoCJQEWgINAQKAgWBfkA/oB5QD2gHtAPKAeWAbkA3oBpQDWgGNAOKAcWAXkAvoBZQC2gFtAJKAaWATkAnoBJQCWgENAIKAYWAPkAfoA5QB2gDtAHKAGWALkAXoApQBaiIiqgcKocmQBOgIRqiCFAE6AH0AMpDeegO3aEVragO1aEGUANoAbQASgAlgA5AB6ACUAFoADQACgAFgMahcSiIgme4M9wJ7gR3fju/nd5Ob2e3s9vJ7eR2bju3ndpObWe2M9uJ7cR2XjuvndZOa2e1s9pJ7aR2TjunndJOaWe0M9oJ7YR2Pjufnc5OZ2ezs9nJ7GR2LjuXncpOZWeyM9mJ7ER2HjuPncZOY2exs9hJ7CR2DjuHncJOYWewM9gJ7AR2/jp/nb5OX2evs9fJ6+R17jp3nbpOXWeuM9eJ68R13jpvnbZOW2ets9ZJ66R1zjpjnbDOV6er09XZ6mx1sjpZnavOVaeqU9WZ6kx1ojpRnafOU6ep09RZ6ix1kjpJnaPOUaeoU9QZ6gx1gjpBnZ/OT6en09PZ6ex0cjo5nZvOTaemU9OZ6cx0YjoxnZfOS6el09JZ6ax0UjopnZPOSaekU9IZ6Yx0QjohnY9OR2ejs9HJ6GR0LjoXnYpORWeiM9GJ6ER0HjoPnYZOQ2ehs9BJ6CR0DjoHnYJOQWegM9AJ6AR0/jn/nH5OP2efs8/J5+Rz7jn3nHpOPWeeM8+J58Rz3jnvnHZOO2eds85J56RzzjnnnHJOOWecM84J54RzvjnfnG7ONiebk8255lxzqjnVnGnONCeaE8155jxzmjnNnGXOMieZk8w55hxzijnBnF/OL6eXk8u55dxyajm1nFnOLCeWE8t55bxyWjmpnFPOKaeUU8oZ5YRyPjmfnE5OJ2eTs8nJ5GRyLjmXnErOJCeSE8l55DxyGjmNnEXOIieRk8g55BxyCjmFnEHOICeQE8j54/xx+jh5nDvOHaeOM8c5d86dOE4c543zxmnjtHHWOGucNE4a54xzxinjlHHGOGOcME4Y54vzxeniTE/f2eJkcbI4V5wrThWnijPFmeJEcaI4T5wnzt7ZO9ETPc/zPP/5T3/6s5/83Oc+zdM89anPfOYTn/gsz/IkT/K85z3tac/xHE8Tp4mzxDniFHGGOEGcIM4P54fTw+nh7HB2ODmcHM4N54ZTw6nhzHBmODGcGM4L54XTwmnhrHBOOCWcEM4H54PTwengbHA2OBmcDM4F54JTwangFE/xlDvlzgRngjM8wxPBieA8cB44eSfv3J27s5711J2608Bp4CxwFjgJnATOAeeAU8Ap4AxwBjgBnADOuDPuBE/wh/vhPrgP7n/737637+13+90+t8/tb/vbvrav7Wf72T62j+1f+9e+tW/tV/vVPrVP7U/70760L+1H+9E+tA/tP/vPvrPv7Df7zT6zz+wv+8u+sq/sJ/vJPrKP7B/7x76xb+wX+8U+sU/sD/vDvrAv7Af7wT6wD+z/+r++r+/r9/q9Pq/P6+/6u76ur+vn+rk+ro/r3/q3vq1v69f6tT6tT+vP+rO+rC/rx/qxPqwP67/6r76r7+q3+q0+q8/qr/qrvqqv6qf6qT6qj+qf+qe+qW/ql/qlPqlP6o/6o76oL+qH+qE+qA/qf/qfvqfv6Xf6nT6nz+lv+pu+pq/pZ/qZPqaP6V/6l76lb+lX+pU+pU/pT/qTvqQv6Uf6kT6kD+k/+o++o+/oN/qNPqPP6C/6i76ir+gn+ok+oo/oH/qHvqFv6Bf6hT6hT+gP+oO+oC/oB/qBPqAP6P/5f76f7+f3+X0+n8/n7/l7vp6v5+f5eT6ej+ff+Xe+nW/n1/l1Pp1P58/5c76cL+fH+XE+nA/nv/lvvpvv5rf5bT6bz+av+Wu+mq/mp/lpPpqP5p/5Z76Zb+aX+WU+mU/mj/ljvpgv5of5YT6YD+Z/+V++l+/ld/ldPpfP5W/5W76Wr+Vn+Vk+lo/lX/lXvpVv5Vf5VT6VT+VP+VO+lC/lR/lRPpQP5T/5T76T7+Q3+U0+k8/kL/lLvpKv5Cf5ST6Sj+Qf+Ue+kW/kF/lFPpFP5A/5Q76QL+QH+UE+kA/k//g/vo/v4/f4PT6Pz+Pv+Du+jq/j5/g5/tyf+zg+jn/j3/g2vo1f49f4ND6NP+PP+DK+jB/jx/gwPoz/4r/4Lr6L//u/n/70+77vt/gtPovP4q/4K76Kr+Kn+Ck+io/in/gnfu/3PvrRf/7z//+///733z///O+/v/nNr7/++eePP/7lLz/5yX///fbbP/7xm/gmfolf4pP4JP6IP+KL+CJ+iB/ig/gg/of/4Xv4Hn6H3+Fz+Bz+hr/ha/gafoaf4WP4GP6Ff+Fb+BZ+hV/hU/gU/oQ/4Uv4En6EH+FD+BD+g//gO/gOfoPf4DP4DAKBG6hCCGoASENEREQEBIAAgUaFhmaGANAAESAYhQIC7AcQq3t7e3t7e3t7e3t7e3t7e3t7e3t7e3t7e3t7e3t7e3t7e3t7e/h4XXUOe3X70T59IEw5X+5KOo/8c/Qf5F8j6M0BOOWOoBmSniMbNviMP0SMvNGh+GiXGtOaCx2EvJuZHv7Cvr6Y3kj7a4ofiE/96kv6CIIdKWlv3yPOjstbVtTtyyTCWeDhxNceDvCB+VQm0n7kOMg38Q/b72xEBBtCnDrjKmBNpsZeBmzpkKl78O/qpETpParFY/ldHpe9wF2Ox8Az1FdhqAJ7L+TeMqyxPxLdhYfOEuglZ06KEaL7vi7gitvX2MvF0H8KtdmwdZ0PLfb6XxYLgPtIeaiNX/3zNH5v8/NxAnzmCL3fPZbq7T+JRseHrlr+8hegp7f7JelU02JjqravnVjZfzddrNLaQHBTt/5Puruy+iI9UNMSFam7fx+kaviDblTJU8lrrpU9////TgAAAP3///9aAAAAAQAAAAsjAACIggAAKLUv/WCIgQ0YAToHlT01EACwAfxtAABQUYV2cazuDeVR8TptPjD/v85R1aBwQpcklKmj7b4jtCkvuuIVN1PWEu753gH7A6kDngNX7Bx8hfGjiHsd4YiKVdw0hE3SuwFnuHmZ5CDHCTSiriHJNReJzwxPMMZCT0PEM1okI5WRVja3liwfcWSZKdceXW14UjlA5IkGL4XWqEdjJJepthL1TUs0lgpTlWpqR7M4xihwALFeCWo12qt10BuwnhiX4J4PsKHTFyX8KG3TplzpiZrFJEA9/Fmjgk08rrEAPIT5BMoD07GQhXlkgcDT2lLuEPTjDCEMp9JrywNMkNgDCTu4jB+cf0LGCxzGdAuHNnGBP822Yg1iOradpl22oZ91YgyfU7Fipta2zqPeomq2iBGdQAnaYYyTuGA+bcnFgYoV8IrixFssrKHxlweomI4QHbeJj2jsFjYiVsuKwnWG2nDabEyzdABi2WoQaPlRQ7LLiAIZk5Fle9kUIQgpYYdyebqSh1k2Z9dfjj6GdhI3ldvIdsOuzJE6pYWY3QIDm5Wrr53IxQ9tsxGSQ5q/dlGklNIrP9cln1dsVEi5ToW5A7dRwKRN2gCdd9kId3Nr4DV1MNeASXmGiJF3BW0KA6MJ8+XMhFPP0jZs1J4eeEzUGjCCymCtQZpxeWLgUU8tWH4LvAeJiIGPGhzfGQJXaoFBaCCljMAEfiLqFEAcT7iG2xyQKgUwERJM2diF6ywdxXKT2DQaGZVzkSKlkLB+3KLYDvZ65eYkdyAD3y2Ixp8bWcrOw+e6mHZIdykTFdoCn3s0DQUvKxr3ZtWyjZYa+1LwiCnp246xlKTQCa69+Iml2mVpp31hjWyUXVNfVDcSoApXSkArXwl3mKZK1t21SktJrklJtjzD5uoOWUxqkwpBj/aUen6SGaa5wKk90islOoMAriryZD1V0+o1a7/hELy3xmRQCY/Wu0akisgDn9j2tfATMOpVRR3LK8yjTaYlkiFwnFAmZhzL4AAW/6BUOYPHIL2iU3vgKmVa/N1e+93vxm7s9sJu7H5d93Vf92rFcwdjSlPzksJp5oWhZekr6V5kRhpp0iUbpxnr+7rW17W+rvV1ra9rfV3r61rfbX2317u93u2F3Z5Z0iQv7PbCbi/stcu94iGBfTgSS7qDBWLJQppkNYqhSCQHka2sArAeWjhVLUZBZ4MnJJtXa/0icBl1aE62rvJtu8XGxCWKcHmalsnSdi21uSTUY5aNOxyxlaFFIwYBhwBeg3Ck1doB59JGZFgWDoWO7SZqZqxBAEk4w3ZPKyB08xLKnmV27chwC8ftS0xhLAOMwwmrjUqy5hIMDswsmRKBuOjKXAwBcwy8RNKBVonvyeUpE5bslo8SMdYdXcynhwZUBBJtju2yRdoEWaktc/GBEICxe+ZEi8YFCqf5dALzEbNR5NnU/ciLu9bw9F7F5e6AAR5AFI+i6U80XZPTBeB0Tq17al3rcfzpn6BuxQcYANRBfXQUi2PxLl22+BYXI+aLf/EyZcb4GE+TxoybcTZsSr3U48Rp423cjp03/sb16JnjcxwV9Y7fcUGC9vgeP3Tos5/66efX3oe2YIGbu7mg4NWvTkiIdawjIs75nFuwcOd3vmGDnus5JKSf+3mHDoEe6B48OHAHHiLEoA/6iBGHfuglSkTwCH7ixASf4JGRi77oKVJU8AquQsUFv+AsWDi6o7twkcEz+OQkBsfgLVowOqOvWEHBKbikpKIrOgoUElyCmzBh6IZOggQEh+AiRDTwBg4CBANn4B8+/Pmfc+Cw53v++KjAFbgGDXRO542Nr7+emAjncF5Y2OZt/uBBmqc5IGCZlzkfXwEv4Hh4W77ldXVXfuVyclZu5XtP+ZS/vUm5lLOxQTmUq6k1eZOfnS35kpORJXmSi4kd+ZF/fRV5kXt5adfOxZU9+4ABWFjv71lZVa+6lhaRE3lXl5EbudWK5EgOBqbkSj42xuRMbsCAkzu5mdmTP/naWpRHOQIEVE7lCRJUeZW7rgAX4HFxBJyA29mFeZjn5R3wA97naPHe8d7G2jgxKyWOtDQRi8UwEZtQURbvGIBgMYgHajGWSqaQ2NFMM8b2aYIYJ4KlxVBqTmMGiEfxFuOaE8sxdcV7kDEumxAYb787IbGVpWd8GIU03u4Lj1vbLZlF2+0h8M22ksye7bVEnIVt3d+o9hrJNaZNsmUINuMSUCTlGzmHwG7DacRts1foRcEB+57AgQa7dKQRKyGP6Ttiy+grgiwItgSiDOyRN78cuqbeDfEaNsrkFewZFZAv44o+ixdCsXPOEoucNLyEVouCC2K8S3pUy1V69Yi07CwbvF7b0VdNhdLrFumk7dxXuE7t9RpLXj37SsL73e9+97vfjd3vxu53b/fd+917vy527429uq+L3a4L52KvbmcazCg3aWyGC+d6FjFFdY+yHL2ulk/J8I2cTPLCR5SvW9R0YitgEn5NEKJ83Rd244S4X4iNickbbwg9Vl73hR+pUOxAdk1N3s/7eMHs3a8Nuisbz5SYmmqEt0KKPO9+MZm2Ow2lECLGPy/hH4J3v7AZlJ2lSyAsEmDevVOmd79dHku3JhQDM23kvcoo2i+bbNwmIinnDdP5juWJefe7x8eATfnX+flSDeJ5YUJnhltRx4748EYd9tCudkVutKs3sjlhwXSYsHdRKZPrnzkrDi0msZepctjZSStrdWWortxlzQKs2VogEyiQCxjIXwaygbMsdpbP1PIBtazWltPacttbRvCW3zJcxtYxvfN17vydOR9nzs95823e/Js1r2bNr0HzZ9A8GtInQ/qkYR5MmA/T5bl0+S6jn2X0R0U/VPRFrXwVK28l/m38sed3er6n5gug+ZpRHkqUj9LkA2jyTTI/SeZnYr4RzMfMPpHsZ4f8jyE/BMjzAPJAAHgbADwAPZ5Gj++R42Xk+Bw3nvLG38DxL3A8jh0PY8fvqPwYlV9p+TMs3zLI1wjyQS5fx+VfHnkfR/6Ikhei5JUw+SJMnsmTR/Lkn0z5JVN+Cuc74XxO7UvRvvbzNz//E/Rh0AfF8lSwPJYtf2XLb/nyA3z5L2Ney5gfY+a9mHkzpS+m9EvdfBk370bOp5Hzcuw8GztvR8/D0fN6UJ8O6qMKejyCXpCh32PoDT0fPp79//zJOT8gQDrrHzSIKBM9IULVXP1A+T/Qp+bP/6mph/7Q9+lT6Av96amf9/N53vTuLo+Ozu7t5P6Vezn34dx3r4/g+le3R3Mz4PZgYGu/9gMGpH3aX12VfdlbWY392FNRFZhK8ZGRG06cwPAYvkSJxm/8ESMoPIUHASLxE9/RUcJLeAsWCicU+Kgo61vfyanru56Jaeu3fmlJ67VeSYlAk4ADj3UgK8vszdT+S+3V2p6s7dsS/FmCT7Cfbf/+t7c4LIefnPTwHt6Fiw//4Vmw6PAdfsUKyIf8FL+hbi4OT0Ednx7egwiFg4N/yEDwD19RkPAVn5HQ8BlfgyHia/gQiIuBEB584DtwAPiAv2BB3/f93uf5/fE9gX964nquh4Lyeq+Xkgr7sK+qEnuxF/AHvsEzeL8P8SJELP7ikyBR4Su8CRMX/sKjQJHhM7yk5OM/vgoVHJ7Dt/jJOnXkwIHjxt2o8TVqXM0ZR3PGz5BxUjJOBoyHAeNguLgXLs4li2vJ4llCXTTUQ694lSt+hYpvqTgV2Dthhzd9yqZvSnEoUphIcSVKnLgTN2JkiS9xIUKQOBL34eOIH3EcOC790m/cCOJBvEYNS7d0GTIqvdJjxODhPBwGDB2uw1+82OE7nJKyx4zT19qP+/miolRP/aOjQT7ok5IKeaFHQjLkht7IiJATeiIiQA7oq9U//ofPPx/nY/pu6qZ4PBAex0PH+9BxOp7H5XiPH07jh/8A4jaAOBAinoOIE8k6ANkhQzAdM9OLZHpmE0/SxJtECTlzoIHi6YV+IehuRMKCe1EUCXcdogvGu79XBwkKBCj1jx/UPnxOTffoyYPnjp06dObIiQPnjZs2bNaoKU2D5oyZMqRkxogJA+aLly5ctmgZzYJlANFQ0CtWqlWqn1TirRb27OTc1BRgipQoUJ44acIkgCWZSpIgwTxipEj2ksgQIUGAWP7wAUBlDx47dOTAccNGDRozZMSghPHCxWQLFiuqKqopJCNRnDBRgsQIESFAfPDQgQPk4wYNjhkwXGi0wFiBwqLihERECREODQsJIQw+EHTQIJAB4II/vz6+Pb28Kl5VwZ1dHd2cXNyLdfcV7i2BWxsCtjW1NLQzs7IDBsjGxAqEgX1Zvbq4tghoDcjCuhJgVUU1JRUF9eTUxLSklIRUPaoaFRHpav5DhgoRGiQoEKDUP35Q+/A5Nd2jJw+eO3bq0JkjJw6cN27asFmjpjQNmjNmypCSGSMmDJgvXrpw2aJlNAuWAURDQa9kK7nKJ5V4q4U9Ozk3NQWYIiUKlCdOmjAJYEmmkiRIMI8YKZK9JDJESBAglj98AFDZg8cOHTlw3LBRg8YMGTEoYbxwMdmCxQoVKSQjM4rCszVduKbX3PShm3a7aglXfcXqRKzGymlFOS1npynYaTsFmlGBVqCnG/W0Xp/G0Kf7/rTjn/7z0xn8tB+fvsCn+fK0hTydd6cr3Ok7Or1Ip+ni9IQ4HedqRFe7cDoCnIZr04Ztuk1NE6pptTI9WKbLxLSgmBbz0g28tNeVZnClr6z0AittRaXxqDSVlJ6T0lJQekNpKCedwEk7MWk2Js2kpNGUtBKSPoCkkYz0mJE2ItJhRJqoqq1VXX3N9fo1AQKHqof0gAGFqoV0VhahKiGtpaW3qoaqhlxvdXWBgRXpAkW66EgbONJHSdosSSct6bQlvdSkETTppif99qSfovQbpaOmdN2UnqrSe1W6SoAGFKAFYOlALI31pR186S8y/YBMk2kI+ixEiAsfPljIFhZzh8W8mJg1JObECJkxQo5AmCcQZkLBfCiYBRlkCAwyg7/s4C//7eUFe3kPL/PhKXhzM9bNrlyek8tydvnOLtvlZb28nNeX/fpyH2AOBMyADfKDBrnBYDYczIOFGbEwF0rIFSRkkKCYOShmRQrZA4VMoTGDaMyNGLIIDBnDhkxiQ94AmU1AZsjHfOIxPzrmEo7ZMY/IFzJeXaary3Vx+Y3LcTtfd94JsluCnIAtr7FlNrRshpbRyvJYWS4jy2BkmSwsc4VlhXnlKK/stZWftvLWgNw0IA+4yktX+aoqJ1Xlqql8NJWnpHKRVJaiykZUmcoqI1llK6yshJWZsDKWVo3AqMQRD8gJC0QDMAISkzYbhoVIEEWyzhvUCknBIIkBAEhOQAAgWI/QqVoDFI7e7MbjYTqCzf4jJjsIiLsct952rHv41JgfKbcHE6XBEJ7pSJebcYRXEOkPJgSsDbo8ADnaQgi+GQayKFb0AZybDQdwrAe9DIIx3EIEv4EjMCxW+gHA+GgimOUB0yJQLR8YgF9hYSEca3oIgvhoEpzFhMMwUJcfAMFbaGEGx8CXAKo+zAB4HWTzKKiXTQjAW7hwBnKExwBaPwwEWU1kGwxi2gUo9AMP4Ggs7CGA4/FEA1xNRKYvbbtzKUrOaEEU/N63CVD1Iw7A6yhZQ5DH5ZCgNzLEhnJZLQIYfyVUSWILOWgyd4YEoTy7FAVraKEKPSfTgKC5UxfA4YqqKNmjwhTIOltiApKUCl62kwchQy8th0eKJkcKT55KTg6CnL5UDh4Jjbw0nDwqmRwoeXopOTgSdPlSOPIoMvLQ5PSkZHBI6eWl4MhRyOVDydGTyMCTpmntSJUCL+ABi7I/PmqeiUt77BMTMXKBvJ4DMnKiIxQPJkZPIgNPmi5PCkYOVV4eGtFGTZ9Bzs4YqSs7F3T5UjjyKDLy0OT0pGTwgo4l97VR1zUsZkyZXD7KXB2FPL5pHT1JjPk6THWFO6T08lJw5Cjk8qHk6EnUmfbU8nhXbHOi8fek6OQk4OTT0uoNvKeex4OymUOVj79iNxcRv08mSZPAkKeWy4MioyOVhydFJycB07RjGnq7YGa3OND29VRycSbq9KVx5lVo5KPN61HJ4pjW00vFmaugy4+aq0eRiTddpycVM6dKLx9lro5CHt+0jp4kxnw1XV6UWR2qfLypOjqJuPlVOnkRM/XU8nimanSk8ear6OQizOtT5eKZ1NBLx82rHot6MMHlkvGa0sqLdtIPz1KC6SxRuiajiSwEdPlSOPIoEluKu93KSWBrrUX0NCocGk5ayKJUGPplIlsc8WYSev5tjYCib7mhjQjlINAf5ritsVMjgcfM84LC4gd1p3hCSL7IJ9O5k69aYMByzZi+w+QipFECtTp9LhOMFxKCgaH4AkXN8DUOD8nvI9li8Ws4yn+hW1iTCwaSSideXunNgHtOsm7SoMOXEj0tbAKfh0tTycWZqNOXxplXoZGPNq9HJYtjWk8vFbNCwdeTv5fIwHatS4TDnV9UyCR4s8aF1ofnjig8jx/fe6VJB21eXypHvLxDuwY7pJITACCm4TeSEwvdYd3PV3VKkxhQJJcPMq5EIh9trtlEpwy37kOqEsibP71QiErTJlc0xM0vokR7ZSF/x0oeNHh5El2c8uJDJYcatDrJFl948bCSIg1e7kSLl7xwVMlBGy03scUpXjz0pKBFl5PU4oU/HDpp0GDLTfRxwg8PlSxo0fokelzhRYuhHJNrNStsfTo09Nlxf5QMt5NyERvu6sEDh8lMAmFR82naU/PUjQPrMq9yuEksfiDZha7eGOoGf+HHzMCmN86TS4Mv7tkfx4Y8tO34MDmQfQ31w/Dgs7o5n6l73L8AzZp078D6GONMMWJExzZB3BKJs/CxndyPKT9RboUPl1XQIEOV0L/7eMrc9uH5rreLS7ApkNgHmkRaCXrjidUK8PshrbCMfpLXe1timoj7HUp7PRlE0CbEUsUE+xrAdkyvUMa28px/o+DuINGsDMyXab49pX0Js07XBa6M7AoZwaU1ILu0cYDtO1YNI1XK3dSZORIK9uq1Gc+YXWHduVghq0LZu7DbIn+k2YCQGjqdbWzc5Rkgf+pNWpprznQuIGfajmNNSVkbaG28XKE21pnkuwxnBypGeBiizMvuhFZKTNB9krEntS74QLi0AXddn5GOoVF0D4tq1b8hQaxgD4E5IBqA8ZmBArXSl4dZ+l05eG46xCBMMDLIbvRv8nQoxGjkX7LoSLAY0cIig//vY+8bxrLq5+IDENypxWK9FRhQ9HkOLLJD4QDIrtLHYlwJBCjoGDcwgiZC1EOzQZMb3z5wD4Wc3g57v45D22HZ/uKY3Aoe2J7ysL+8uu178celEiu60crruvRdGhjwnIuY/JaYuoKv7TOGy+J10+Cv9d/uO0dpAbDGci5tcZbOr94WYC+8LtbrG23YKs92kD0SD1FcYg58g4pZnjnXF3zr7W76sjimvbVm4sqko/uyzsvyjm/KOLImsobil3Z05hbEHdyOdHQ15nwv3rGlcGAQ3rGRZn4dyOkU9x/hGOaS6PDBm7xuY7PVmb5y5sT7nWtnYWu77bFWDXZ7ts+S0L7hn13P274DA256gRjbve1FZTX77fXrS9XBuc6N/L8Oi+yqoQWLxrfgeoUvsH8ILwv2zY+4BpfsbP4FLXFbYruuave+730zsbnFruyvM94/ajDXrnKcVdgmZ+MUB20LbFqGNyE339sIdHKNK7y6KLdYwxv8trexzW9Lnku5xqx+nHlhq03Q0T62AX90WXJvXvUFzfMOsL3zA35wRpliaiOf9/x1dQ/FmuBuGjUq3abPHRH19L0gN+DKKCdbBILJ/qfR4KfueTdc39hwdPTwrYzZiGMwl16GvX+yYxxF0Yn3gNwsv9smmXrTEOG2g8I9l0EHvNuj3TWutKgs0My2P9lqW7o3I5fq+kbwZR1a2gXVRaB+y8VdIcv7v+OyI2lzlK05gx3sdcH49m8Lz5/giud22c9MPoxYdid3CVubfvEsrVtl5XLbrHXDmk2tC2Z6q/WB98q2TFYG3C7eNl8BZMdQ05QlqE2DvnG7YCcO27buASyeaZ6+Bb6B9isYQ5QnubqKZLReKtihaqUFNGz5t8vH1Vq0t3X5l5KKjcdZjKPW1cou7eYvKl1Jc0syr1hf+wLHcorZJOVrv+OOLLXQ1bfctsOqYu+TvTcTj1is+7477y2j5vcclQ64hi92NxjqoXWZrT/ID7emI5wAU2y2YmuMwhZ1lpMz45w9M2pPtIbfautMd47RxnDrnV1nPPvW95y81eKwT5eFb2xT/8ybf7QO5sgpvDwyep0/LUhDxPZZk8eCG2P3Mtenz93LXffx1dC8Lqgzods+tgvaCYaAMVn+a5/6r33brXXMh33MRQaD6qaMyRHl9TyWeXgvm0jSjtcTpubEpazs+A7lsv5kdBZ0TKCu55xFtRoEW57iaEcop5l/JAxnNZNnlGObtNPu/iYOxCmn6VWjTKU5pGxIxH6CL3n8dp2VZR48ykwJ1ozYi/NczmG+8sSIHVtebpIOnL6Wsa42gU5rHLE7jGwXMBDbs47VZDYJBWMp/xhU5ExlxRHIPNfIOsMqVjxY82A80eZGNtXLNYzNTol2AZR+e11e3VjvSOViHYu1McZkNMj1KRtTMI4kjXB3nnZ+k0Nshs9NXgtuDONTZ44OcftrHeh7iaRp0jPejCrcoP2c/ACWhnRfLz3BeRqm8du7wcxCHlXNYPyiiCn1c22ONN2Cab57qNow80rTTPAnpjiC3+vH9DyeUi4t03Mf2BDTjOoo9j/HrQ1xXmdCltMKw8/WmEG2dup5jQjy5g29NkR3XYvuez1Cq3Oz2pj+aP7tXZpe465jS3U3oR/Yctqs5GBi8JEsZxb6GqcePBpGmqYusRHLeczNPH8hrzh8H0k+JsydhGlUM5WWmZtrSYvGGb8NO/mPCIuG3h2xcOqZEhaGnkGxeO8irXdTLCc9K7RvReNMvx0j1xqzIiq8uSL2bvs4b76oiuup/Q6zZ0NlWY1h/yUJ4EByT+uk9j9H6uS5rXTaBKEawSSWwTzPuUnrdN+b/iNxrrr3lkmisK5jn/jb4ncrdg85gU/6/DTEfcxnsdpEH4airGw5C9GC5hi9J6j+98kydxlX+e9oy24xL50FU/ucmzsE/Fhi6ERdXjX5SDhoOfaJMMtH9nHI3LZr0IbL/XKUfVy3Yezmt9dSiW79jFQWxDiXtmhhdtMd5SKxWA7oDEftZfY/QVCKMQ3t0HQsy7uJmTk4pu/w0dNFXWs010V/ivKxMCCixUw7vRIJEg7/b8sy3/Riq+qV30THYjMzI7Yq86bN+0qEKzjKa/zzN+/J5QLe53Zr7YPYLcZGMHsCOyr7U71+PiYRwCvbXewMXYQ9SdU+3cdYvILZxGH7nszz+U7m3MTOMB2Dxs6WJMIWZb4K7UYTUZzbQGMCReL/uKTHTFWzPWnfFu7DvEl2yfK5nxTIKwTzKUEm6Nr25GsPju2KrgqiMWBeesMsWtPaLjP8BPCFTSmz8cPLStA0dUpvFfOGNbDFItY+o7ujx/9STs5FmsPdsKAyzqI3r8dlzyneG7Ah3OLDaWu1ZLruzGxyN5HU8lYJTVlSz8w1Ahq7nAvF2vYhvNEIQD6hQRkbrkvdGDw4GnMvF0H9vmNI190CjRDNdZkxehi1G+dNIwljoY2G7aSS1G9+kbGhRkZLW/ui3hbJNOtNWbwAYGr3Ct89IlZZRu/AZfZuq604W7ybncU/UeeNHhgrwNGEobhfvGt2jhyIzo4eniX00VQr8bV4N3YM9SYajV4Q6thcnSslXLxs9oV6618avd1+FudC20e3eFTvK95vEjx6IZRiQ2Huw2DxitltyEeXDzR6KOT9I7KM4MUTbj+BLCLI6Kn1UBoBfIrZxZtqr9L7ab/F3AG1vNy3t6kY7iYG9pCzbnQmZNFzx5+Lm7TL6Uu2gOS+LXUVeXMXQ6jXCgp1aXtxTngXI+VBb+7+8PK65jD7gXXSh6d5LkQbau7CPNvWJTWH6BSnFm9iZqQvz91bB+FEAKSs7oCfLo5F2XqWOlJxeAH6JePWTW0PY8wMHfTm4kDWTfedAaxI6OzbpFfPyr0SxBmSrT4Lvjy8x2njhro5isU5+TeXrQE/OjRdD2fjvy1wpYVblVjSDgApluhZywPi0cFObt5+2Lp+YuPWA0UDsg77O2PUuY/jcWG0U+wuhSXDN+wYPnSSJtU5HWajxmXbNvYvxUXB73Nk4C0nl92e7douXnsz4nZGpuJx/lfzDP9tTjnMa9+hG+jw/xoZtLEAkk3ymaY5LyO+P9cbvhOW597shILO4DBoOpIswzqp04MzvVEcy/z2tGV2T6ZeuhSj8sgxE7U1DuNrGbe7auGg2y49RIyxhpZhaYdb43RYVZOS319ll+MmgvDEscfmnlhPsz+PftjjX2ziK2YMObXp7K6Ro4HpGtCy06E3Eo3Ay8ZoxZOxxXMh14LJ6ufaRPrjsOZK0PQbWNKPbO1uEIJTnIfSeOLPaQKCTRrvttPC4d99SgGbmscgU5QI3+/Lxuks14d5VkzERtZPGR/0172PW9ZnZNFCATdM1owv45BZrqoSrxbBAfV17g3zexAFiwIBZKggQmioBZgOc/EKwhMi2ngJ/kEpYtJbTOr09hYN8qrsq7EodnpNIwat9LkQvQKC+9uKYUb7YNoG99lSD3bHfl7JazWmZuI8elrv+Vhu2Nrt1FZ672lM0JVms3C86SflLnlphNhnHdb5gEiT897twpB3r1mbvxTWle1sxuO8zslOEe8r4ZskhJGTvplnT/ZcSYQ/0H630lzM27xUrq2zhmTsVrRZXb5YwRzDd5Hhtvxjn57Y0lZUav5YzMASXxiHbSl2A36d23MxnE3TWNjs7XzcZUObsFispTt18ZHvmgkLqy/GKt0LJzUKzufZsphPcm5r6gQamBxnttLcDcMSmPTqbyYzRiPWW7Ge9DVqpyfQARNhpWxjslyy0zKjzeUWfB8UC+GAnNO9/uv9pBnEpEnMva2krcTvlqib30AIXzPLerEffea0L5Jq7u0gtgDnqoQ2PUYl7sNaTpjZwSfLP1Y+NHf5EWLQRAIbmC77ihOQuTcUkXwgxsDjxOAZiJJfBRK7EK/7kmxVG8PaDvpEyg1lDLMi+UU5ARknrPIZ0a598zfM2LOECWiHkbp8TVqNr+8OclZ/4Wjf4HbNTGNuloqXtbUvtsnB9zAvyDKyp7Et8CwdgazF5+j14dSUgENo8ZtKmuYgOjgl56gvuyBrFOtogkIuKnBRuu1dN2Ousatr9ByJp93hiRtzGHAd6m19iPBmPpb+72pyo7bptoERluYQXOP23SvzNLdzf7LDbbXzveScfrpyjgLwPdBrLST/wTKAMTmxh0UcEbq3hVUsVcxJ2z3yPHGuPwiDUfkOxyWEF4uDMP4RZ148rF1ZJNUfK1r2bwykl+6t8/ET/dhScP0+vNGz/irzyW7xvy6Tp4ycd/ecGUnbn/7qgdmFvrF/j80MX2YeiOnkGSlmjLm/hnJt5P4u4F/n62b1B9kqA6Iuo0gxLuX/LuDf6H276gd51emw7hfYjKsf2dL+vT7fUj8Jfn000jk7yhuU4SPTLJuTZfjWF0je2i/XFXQ96PiWaynba1tn85D175MBUoh2fbMX2768qOpvXPrfhSOzrN/sytDkuqjiXyALnCAAlb2lro1vI90KiuFr7T6B82PsGfcrBFvZxgQkso7NZs1mePsqbs3cdtW1YRufYE1U6bQkqxpvf4H+gEu610aI/XThE3mNTuXfzeIs0Bolt0V5vMw/wednvSvIEEFi6eJBPDtHelMJ+ui+bvcimF/r7lhmcDa+Wft4sHDwfPWmIjbDb/vNc4D/0Jes5Isyju06JEdZfPT1fhhnjXv57l2avpq7+dfbWR0S9+jfO/S7FXfzqTeze2jW0bd3b/SXzuZXb2R3U/ij13vtbZ5vzf8tcRTV+XEuA6AgMP9aAAAAAQAAAJUcAAAYgQAAKLUv/WAYgF3kAHq5oCo7EBjOCQIj6Jw11GI7BDYgDpj4dNMUAyRiCi4SBppNBIOAAAGhzhxPYmqs/vS95BqbaZ3Z2CvX1CHV5HujAooCfQKjn7cc8Q4jPuIfTmLHDlAeD7URRNTzMH7Aa9zGcxz0L37D8zI879n5Fp3v3LyKzW8+8yLowsBOB3Ywr8d53Yvrb1zn0nqb1rWw7sU61vZ7+63V2axuRXU1qlNJPU3qUk8/e/qT9mXaa6FOBnWoqJtFPWrqaFOfqvqBqlddfe3qV1nvZj1r6/DWt7oed73r625f/+Iejnuu2OXELjb2ubGPve5hR0dGPET3ARoietBPtulNTM8S3WnpSdfrznneQ3SsENGLiI5EdKIrnSmOvV44Ns2hozT+oCQmjtyRix9NB2NUL0FiCHNysRGhZPynRYvJrsTEaqhScR5qkTi7xsXLuMnECyYSyoshiaBXRZks3g5mxrzXIzfzhyNrTLlUpHy5RZgzAXx+Mwc3o2+grPe9cSJvdkyUME+43H6/YYS+cXpszYgdrsyDrE/mnjU9V0Xxmem4hHMbmNHcZTUn3m2KZOrV8eu7oeAOxx9gCj85KGaBNKS0ad5AVaH1w9zTMlgE55ISxmwzIkgYjx1xYRJKLBUIeeGFOgMegeXyb+0oC84kfAm5IgEZrFUoJSyCyChemCdScSLhEDhm1OUdyogSpsxThduQrDtwpBAiMBYWUN5gD9gZg02VTim0wAI8SpUpgeHBTLKsHSdsYc0U7oNAmLDND+3qGjwBlJFLQSpsGBuJipAEbhw1s5V94MRCSKogUWDGs9Y4xsIkK4vjOPZ6s4jIykL9ljB5nFv9Uk6e+WzYI3VGw7KZTKLQgoakamrcmIY3N2aS8Q+3q12k3BCvhiVdyGwHoD01vjLwhBONP2TwBixbtO0MT6DTCXZBEdYw6oabYwZ8AchcGbcIppCGZYa8KWhqECwmowTs6IUEy3M4/1XMrzkc6TcN8bW2trL+1wt+d7c73eced7i7ve3ew++e7Wo/cLSfvexkF3vYwf71rnNd61nf/upVp7rUozI83sKFO74Rwh+ccPCDeHuHenJyWlpi0mqzUEhHSk8autGL/gN0oAdd6Fgen+/o61//GVKWZXlvWY773pf3nXz5bchuf3/vXSrP8t6lR1rQ2FveP4pkyqSHaFmhuj/RML5RvETs2L38V6wFFKRVTOi66w0CPGrIgOGCBccKFAKYAICECBAaHzhowMhgUTER8dCwcAHhoGCgAsA/7af7+BLs6eXhIbizq6Obk4uDe3Nri73w7rKtqR1IQzszKyMbEwvjarBz2CDAo4YMGC5YcKxAIYAJAEiIAKHxgYMGjAy+eMVExEPDwgWEg4KBCgD//Pr4Euzp5eEhuLudHDlTeupw4ETpqLtx86SfzoZNVmevRk2TbnoDDSzppZ85k6STXqbMkT766mqRLroYMUN66GDABOmge/Hyo3/OAAM9uudbtvhon3PhAqSB3qWLkBb6ly9Emuhhwhhpo48Zg6SRToaMkla6GTNMmulo0Dhpp6dJo9Xar1kDpaHepo2UlvqbN1Sa6nHiWGmrz5mDpbG0XkdLa3Hpc2kuL3310l5fGvulv7o0T5fu2tI7W3pLa52ls97aelbWrd6eDp0rfXU5ugoBBJR8Tz+kyI8sWZLEyulTqUA5fZQpTE7fxMmhPHmiwBPQomWBKqe/ovospKTyv6ampRdyVCnHcitITm/k9Kcn8jkyksTkpImb0DwIzcoDavxHjR49ZnzG5wv41JGC8yw4Y8RwcRcvTuMFDh6hNyDUh48DET2QECdOeUJSEhMS8/IeLn9peQIsB9Bc8RIrvuIpzilCBIqjeIif+I3RB9ywh72ry+te3261rvWqqqtfHQpq6lNvakJCyga5nY9P7nL386M73QEBAwPznvfBQb3rXVAQ73h3Sz/ZL72nJwmLLXrR0NB/oQtda6O/vr65BAniHnc7uzY4uP19GFa72tfWzn72tLSyl33sXFI2WZZLS/fee++9d7fbJWUr7e69997d3cWc97znPe95z3ve8573vOf5+/1+u1/T0A91Q+DOISdv9oVl3AELG29IscXLQLXSu7mqFWOIISEOIO/rLSWa482idY0dhH6Jj9C+sR/lYlynFRVTefrEYVRN4q6Nuzje2xvHO453HG+v98sjKjp3cAL4NYKGaQZg8hCB9myGSmWy96cPIVY26N57764sy3N3J4mCvPen1WoaFt+ge++99957793du9tlOxNiRQZVLEJqBAxltwtHaCd/XlHAKHUsPSEFCpEvILKLTBmckzlK0QRQ9MkD7ewqQhoWshRWNkVgCsianomYXUzlbWqQ2iYQufLwDWSWUcbTmzrk0iNXOLNy2AhCjvLFoVQ1UoLcRO7ZYhfIR5JA+GNlIwfBoBppA08WlTN4OIO82WK0Ua2qkI9uTi4O7s2tLfbCu8u2pnYgDe3MrIxsTCyMC/bl1cW1pZWFtb2yqqKakoqCetJmnZqYlpSSkI6MioiGhIKAfnx4sDtX/TAwLy4trKuqqainbNNS0lHRUNBPDxZ7vV7d206byiYN6f89//8ap3AaDz0An3HQN/jnZXzxMQ7jiH9xzwu2OOBZvPN95/yKI/jmVbzuKa55uaP4ib/dxDMfv8Qxv0/iI772y1s+7SJeebOHOIiPnfKT517ykfc65D986x7e4VhWUxfg7wHXSz7+sImn8+/sqij9/79STUlFQT1ps05NTEtKSUhHRkVEQ0JBQD8+PTzYnau+/vrWOqx05siJA+eNG91Gs1mjJk0DaM6YKUNmdYyYMGC+eOnCAJctWrIsoIrlipUqqVSmSImCCuWJEwWaJHDKZImSJAgg0Ue0kSJEhsxfU7mUVEiQA4D88NHDgAJ47NCRYxTHDRuiNWiEzgD9lBEDxgtPFy1Y6E7NuWJTRQpNFCdMZJbAJDHi0lJEZQgQlJOSkZAfPHQgYAAOeoNfFx/f1t5eVl7eVm81AgRWdnZUdHRScnJQcHBardVubk5xzOT1LrW1Nb29ZePiovTclK6r0ndVuupK42FpPS2doK/v70+BAjANpgUFCQkLCw8PExMXFxkZHTh48KBBAwYMFBUREQ0NFywYHAwMBAT0011q1KhJk8aMGTJkwoTxokWLFStYjb0UKVd9Par+Uf9EX/9PntR5nTdpQud0nkACcpYsgZMkiZu7ORIka77mRoyc+ZkXKSLmYj7PDHy/XGR5gS9wUlIsx5KaOsXHFCpAqFy5ovogqle9ECFbvuWlpV1MTcd8zIcMQUOECJuzadPmjZI3ceLMOZ3Dytp6BVrfeidOtNaHAmVH7zxKFB7N8ypVsmT58gXM6mqZMg1opQ0bPmTIMECFCo9/vAQJDBgoKiIiGhqC3tOzc8UKFZqaJkxgHtOy0vKVlSAO4pOTkY8scU5OFy42v/nPTxY2bOCIoUMHDx40DKAh+h6iF30BBezYEfrQ58gh4zI+OgrjMH7jRou3OOg7CQsLDw8b3/jExMVFRsYIEe7oiOEYrkEDBw4EePAAechLSlKGCCHiIj5iRGZmCU4eHiMfH6UrHQiI6Uw/OtJeeycnqSgqKiysLa6tg4F9/etkZGIXOxqa2c3OxnbgB+71dt/e4sevq3PbKzs3jNioRBIY2AaEJEQQtAATKCoIxTiS5oFnO6SKycAhxSEAWEKAAAOBCyLWA6YGCghABggCwGwu2C1ewok8NWH9s7kC5hHwIDw4FFKTpiLAABpScGQ7IUqCDaMpCBQQKyYk2QAaUnBgLkRV0iA6YqjYRluqggwgAw4O5aSkKRgAgwQV3KkqCzAAFhRewIy6dgELaMGRobkQIYEGPR67mjxLWZ+X0eSKcH4Vptdid1ipB+lbhV2KV1XoHP5ULG1PSA+Va1DfU1N19IaCH8IPinqUDqgWHMVPRjNj2RODSmrwlO6NAD+NX9XNHcVoxhvZw6v1cMqO+z43SnZr8qSAaZdJvuejJF6NPdLDxCmSyPMKiaayAOkxkfjI/057ZKkmPUqbtjzyexEe2dbQHVUmyo7A3lZH7iqjoyFd3p9AlU3Gtkni5NMnJIGPAJR3G6aLbLEkBrzTLV1LbIulkvmkzcBv5soAJgd2Ap9HvxH4I8AEBtl8kciHfEeitVur6L4voo6NbDtUe6srq8t7pPRpwGdw+lmUbUdBl4FDFyS9s5QyfiV94FENj1mtdDYzXpX6TckHk05D7YHeE8NoNGC0KskEUisiHeSLKE85dDpyiaw9EKAlcpjTyMJ2SjrN1zjTOwt7NFczee5xA1hvz1VmPjVQckTvP/h4Mw3TbspkfbRetyEbRUET/pOMyRp+q+7V3QzrTsoOw4F7rbkUqUUzYHGWV+/zUU8H4QM7BOyL4LDpjTm4r6vfjXbf4IiTWtyD01lpvvFl9Gv3vU2tGPCwz7AdAfjWtppIdzzkfxJ/G1G+jgjkKv6Iv9udw8N9ndB4llRbolj6OeizqVQbCJKLHOCon3pw1wx2TFk5oh8A2OCQ2gCu058cKIymy94k8u03nLG9HEq7kieVU/jK0lFwWJMdvgM+iD+/NN+UxXEhuXgnHzUbxuQMg8cZwL4Q+O/UAfOfA5ke5Avmr9h1X4vGwS1jfIWtD9670fVY9jw345sHh2awduTErO4cHZflwunAe1vCadyudEfR3T3nfHcJDcFzsvGIyawLOKjtmcJZI6fZuUHbdGi3/YIJrSXOGLxXKMw/D1/hbTx4+rq7U2P3kRGl85ZcOIYNY0szqYGVvjGr784zJrqEDBgtiqMZYHPJsb6hIJCJXITj7J9ZgHCQV8/b9rC7mHQLowA+f1o+wFl2Qr49GWdsmEXpBtPKFBljqR/HZ97N6QbyH+o+jXKSMyrvuGDOZJzzvEiMJvjv8ZI/i58PisCpYzfybObM7hBZmoiFxqE+/xwePMtMfScZedSdF0gYlumdFEOPJELnk/x4OLLpyhd/OSKumW2o0DYRyBzHKmbx4AZBKFMkMpjMOh/Jbc80J6uRURTu3jkfX2KG+J/G+GJnVnGhDp4+U7HUCN51aOcNuxwOhy2iNcnZkmNcv2LW5mxeFggv4y4vv7l/8Oq1485h7OjOS7jgxG0HrVpllTIswX27ba8XnHkJUHxkBWhnhDb1ebK2eDs4cGFOfckddp6VPUm8kIwup8id/EakTmDa9bi8puH54BjrzufvvPBkVTwaxKCZdOYJA/OH56YhmrSOcnREzMmo5p+3r3jC7Uv+cfx/qM0Kn8kcZPs0OHX/5voRpR9Z89MHCA97v6We5F49GQP+DmRaKZkeI8OEnD6erMwafAcj6tTL4IgOdw7ihUMwrQni3TDHaJkzdJN57alroswbF1tsOyfaZOJOl9J3xFqcd7iItcNUL1E76fIo9kYy2fx0F8D8JO3iwznQbCd2Mp9XwAWp2vauU/HbRAtpOBDL3+qUGGeqP9p1xus8hVl3Lh/bfeepLIVZZq4f2n3nrTzHXHeqH9t946ksxVh2rhfbfTOd+dQv81CX5rj2B6sczGd8jCNXKo/hodBGsW8EAmnuzTvQlplgfxqXFREcChURHEoVEQzLlQjMcD+IPTWuy8ln5S59svQMYtxNnrf3T4gD8pEhnIfh4nBMq8/J9X1yVMBw43vOQ3HZR/NA+QKsjLEAtEVBLAiu2/a6uduBtDtTfujwcgJZYKluq6/BrhqP2mg8TgwvrpZiah9CnIwq2cn6m7G2nQu28xEbELavHB45+R2SuyTi7KgQSKgxGWSD81J7k22nptYa2x6Z29YPotW1CXSLpm3Nhi1Wctt1oG/yFa3B0ARF4MEgNYZoEULJwnnxFrn6fz2MUwgdRvDDEIk+nLKrQ2hHVVuG7ZXd7XGb2+O8QpkU5S4HmVpa8KovVjEX5C02YXIc56hibByHaJDl98K8Rb/i3TRehxQtBiPGpWPWsSvKzKysUBWjIpy33RTcOdgWizRz8jRwyrRxZbg/n6/w9o7mATlXFL6yW4IAuhW+pmvm27C68advPQdkO9wtYbEEnrFOnVTr2Uf1mFTHzzaOh5wIkRx7mO9ssPFvXI+dT94sbDlBy9rTvbY0O0+YnW2pcZCn34+xNh9m5/G7W3ju7D9uTx92fHqW8U915h1356C+Le/nOBSEmTlMv+1EZxHtrDr0tnBuVX7PNbeINzZebKGZSYe+ORwfoe6DOU5eDX8C9DJPbrXOcZNWdXcOfZmaKRMpLTdYwVY9PrxqmRayVASQ8ux1OeGnXcQgo1Jl2IJv+97VKc8kVruH0zx1K88jDxVy4AlzllfnW0nSGe0dJ+XMWk1pn8F3ZmazzIWyDWwvTYsLZ8lvVW9JlvjvFR5wcxBp5/uCptjFEUuB5gJjWo0rR0i4ITzTNhDxtNuVzJz8hjtOnn8v1Pk7B+AQ0z5mTG4TkAdmxBmYZ/AQOjqUjc0R1BwgnY+WqXpOMGR5cYT36OOHnuLY8OIcuNxlMIp4B9MtQDxN7r9lAs0p0Z8G9lEDoi2id7aFqx90GECAc3nPKJDznn3S5sDXTr5oAxol24XbVuERluuyjKzD72SHzRHEDQJ6tJ+ngJKBhS6p7DP8rm/JXkZmIpAjd1l8z+Dzy9/pf6qW02kUS72BIrwXvhNsntQ1XRduJU3mm+0F8dQWX01lmG8ukpt/h1rjhR3FWOZkWI3QEuYTjTduJ2Z9VsO7CPnj1Cvg0jbz3UtdZsQdMPNyk27rICr2bgseTAu7hvwEethSuyXgHQbvuRFILGsHhtLTFiQPfnFZTfOczXHPhhBdHCZQ7u43ZuZ1ankwEsvUYzzeOUVuPvaqGI5vR7zPbZfxtDlXs6VhcAvsAolOkd4R7ljcYO58cdtAkdiyki5iF0XkLi4DBI6I/cy3E5pQSTfy5Q4Lg2jPxau5HW1bqeGdfVDLfPNmkZBKFITVFodGLhVFKM5pycgr+OweElZW0bfxkVlySr6tn8yQV3ptfRKWXMln55Oy5Qp+u5eUlVHy7XxkrKyyb+MnM+XAcM5ACcZ5olgNlB5bj4Qhq/DZeKRsmYLX5iVl5BW8eL0HPZGWQtupy0lhEh7HH5Kxnb9rmldbEftLKXS/UtSxFP4txY9L0boUdANTtMj8xDRyTY4EvVokHE/ChCsT4E5KzyqVg/oLEpkOZJkUFRjUfQvwe+N0AdO64ZObiNSy/iu2I2rYytjHuYo+6w372Le+cepPGue2FKg9q/6wVyn2gPIAvaaW+lwbemHwp9/N+17ZsReXJ/WxuvraX+gXxgr9cAc6Q38FsUAWQ1DobxHWy7zD3qDgcjt//ruY1nViFJwdbRc3xYXMdN/dbNixjdgMFu9v++c/76txeeAkH/AElHR/BIM32ypdsXBmfBVnFp5NUoIwILhQmVhc2GIOqj8xP9fCffzwNw/Z0uEkXGeHaGDYGup6DeVwOewKm3LvJXfVPeoBm2aEATn7SmkF6M9yH0Mu3Jfd60P6cCvu6dpZRDhNbTsUDqx5H/aM56ojnrZ0cq3jgl7Rl9laN19ncZd7C1Y7zE3lyeh/EPkiZmG50tJvxM2i8lZOKNecdEtQG5sMzSjs/xpDoMmVMQS4t9x45AtEnvaPbrKL/KQNQVyHy2263fym1BuMzoGecVZX8duO+kNFgh1m3I3pKr4R4eHa8/6jiZN+8MRVhMlUS3yCKbUtNyz/llFM5qzNF3NKFu0woW45DRq/uI5UOV6VKtbD3p0lBq0CIZ36H7MqZgd6LttICZFwAJYJKKgVF6ZgEC0JMiA5IekCFtCCA0MxqtKCHJEjxQbuKCIlwAIZUCygJlVcEA2iIcPG7kWkJBomR8+KOZllPMzDUh+ooIQGCA6QAGwB4AeGHQhKGGQh0IdDHQRLALAw4IMDHQZICLYQ8EPDDgUkDLAA+IPBDgQlAFqY6OGBCg4EQMEDAFDwAACzzvD0bzrpSDP1ey/SMXKLuCYK2xZ9sNX+kSoyoc48cF5V4EEPTjK/Cn1z5NeS6+wOUAOLVcqPCi9A3abBB5ZJQFgpiVgTTIO1TuQlbwrYBIawHtIhyp7tSG40a/Q/tDU4Wsze/NR2F2PnCyQtbq2+3nRqppeh658ibWTw89zMZLASbKoaE80yKlIzi8ifLd2/2XZG/1tk6Fdo/2TzG2slnjx7rF83Lpp2lmuTrNjfvjYZU5DRWKC8RfUAKWgAgAscCMCCAwNYwAAAFDAQgAUNAFCBgQFYcEAACx4IgAIGAKDggAAqMBAABQ8IYMGcFwRcNQhSuc4PQjefinWSFe83oIO1+uF+WsWmhTxtmaeQFWTYnCp7TiJpxvhgJ2+Y/AItjNVsa0BXVaQ77pn49oL7N8Ti18Nauxkwi0EoWz0PK6k7++DkNHEZiLNJ+PEawLsdrJcF5rLbX+rqNuLe9L40X9142q6DRXY9CRatOFvyy4rjdh/mWn4Q3qzxErsWfndG8gX7vv2ur9KNfWPggj88+3u+V+gX48M1EptjipKpCWm/MBv0MCzWMdwTKKrsRlLvE3GlwxpAx8rwkWvf+IXCRUe76pATYu/XyoTLha7qYBO07fTSBfOMqCR6W+UFhcOMdtU2E2Kfp5UJRwqt6k4TaJ/qtQsTjorqopHMNnBrhXuPotUFSOo9Ahc62AHIWJkCRLTX4KKDQfjoKdVNEGkWxOx8WSF90ZYCqDL1wCgjHGIISiUy9cAqKx3jGIiqMnXAKCMcYRiKojJ1yGgrLptjtrMHuVxgCPGM44vx2gHOQBhnBtGFq2hJNe58XKsRHoX0+Pe0LEk/3oralRMx1EBdiZiUniXIyfA/BYOXFIPDs3r8/3B5CFwBwxBayUEI4npYdW+E2d1MMUAfLlhDMYKOEi6M0RGd1PBlQ2aHANzn5VD0Iq56SZ1eiAcvBJKXi83LPVPrdWlotu9iw0DEAcrBqp07qB+rdWEf0C+qpoVAq92D87eLUKYwTGQyyztuB9st2QvcB+ZerVvNS48JN/aSndWwRKmLmCPFMBA5gOp1k/LjdIquP+2G1KU3cRNivlcvO08ZJhIVvxoRzB11BMp9F5gv1J2NK+CyNr2FVEdaAPQHNZs+nBWNnN284/Exbnm30kM7atPvZoWzDLwst9LZ6bF64RX2Yf6mP4J3DvIUzobbmxwOLN6V3QRD1pSxuTXS9CVaI6aZLVQr3Cqzayya2+FG6MMR8y3fXzfJdIBtnynjfy+Qxqzx19XjZE0iz+FIWifoZRgR0jBLbF/25n38s69/9vHP7Nt+GRb/hkME2thhO12Xfcwh686dLbIPJmKnzp5HCFtz4YWh8MJEvDCui07WOuQwa4yQ1hHqeVe56rfQ32Qmh8SJYKaR67ZRXETYAoSpTAC5+/KWBINDtToyEvawVgz2jH51RuT2Aa3CiFW7JWtf7zrDASOVhGwbWiRYEtLKmAjY97RimDTy1VUBebRvG+6B518N8ftkFzBG2n5Ln8VtRV99rY0ASCRygNUmXJjzIffYmOuak6jtmUAFnZ4XaE6RRtsRsGVuUbVCvok0HsLvr7jfTvZD98J1vtA7Dz0EnYwNAB0/yJhNzmDxvRmMYEQyROB4OKhbcHKhWq7gzgjOuzYn1/f0gv8Q36beof9Vkc0b29ljViRnvAgORNDHcFvIFutVb+FeqACw3w5SfL35UHR1GOMT2DKZkXNHzxq2rRHf8FbdYz5Wc/Znxd/ULOXg7yh3BTiM6RhhSFiojWULBKvr3hRYGlnYzMrJ/UAT+oB+S7r/lLnoGqZyOPMTzP4B////WgAAAAEAAACsswEAqJcDACi1L/2gqJcDALSxBt6biWglLRBYHAHc+ZJOzHaI5YdwCyklP5F8gUimkGniZthlE16rqLd9SikNDBLNU2LQOR8l4iVIJRDQIODDfUuHlnfnGwSuru9uPsej4IEmMV5ixxtVgOfBCvR8oOYIu1jIKk4kGMsc9LR49ro6NQvMhS3BzwM4sahdFtvEPXNF7dYrvSe08iSuuW0nsBfkYGjbAhn+eBIGj4BoPO81jHg5iMGJU0h6wmQw085CmjOXm1i9UtsCFHMCkVzIARA+cEQEW1hO5wfrgEDCrhLX+vV0TJQCHcDOz32zAPkTeFFTionNZfAw84J1f3aMTyN5kBGvPlCvYQOfoPt9sUVw2Ho4s0giA5WD5UHWWoIQi+p6qwwPc4JflinjrtBCToNJBi+YJsO+tbGTbxbTRhZFwXP4aLJFsJoDoUH1gbkj7B82WHMbNzy8oNefTeNAh9z3gQofOKxl90hdyXGEwnnBqBi7xk6GDxhhJfdqPb/40xzg2ZTvMGHoBXsM2DfkUPMevQG8oMqTraNX6hvhuQ212sP9EqKTSF1n8mS6pVLKvpQxkCxIr1/4QzU6tHmWsebCrPJy8w+PfCTeHZ9xRXfUWCLLVeyUYLVb8FfKmccyDOhIXKF8zTGHf9Zgh09lQL63WkDMrQDuekHI5h3NR3QBrEBR66x7VwBxKvWbRApVKvrhCHZjBDkiQVdA93U7qOlv/wJA0MJhl0H19TlYPJ7ohNhHM8b7fOB+RZY/OsAi1dmGlgYMS1a+oo0B5tW9q/Mu41u9okOuXEPDMic+0sRDxufzUBAw4yFl79G6unUTg/xU5oKflrOkIaouVwnyRLTrw8eEXWaUduahi0YSA3NxIHuH/MeNv2jXlIEEUXDeTUJbr2RebollDfmLYT2ecEmV0tmR4/ONqLl6BcNbaBSGJX2whRJ/h/x4J2oB/TBVVbOuyD0JN1TaZ3K8V9DrbyDAx98LE/vRgAR329Ont612ftpZS4MRyHzQ8qs+bMX1xR/Z8yNvgTSl80XGzSbAmhjVc27vbpi8o8+UrAcFWdqXkuglHbJQb0DI1E+7wbZhwAc9lIKLh4MReYOQw/to9Qk1p7b8hQkPqIQKfkzs7o/kn8NgBpNJJeIOCowytepVM8R30puRX5ZB4okwSn56uus3YwZePOTAKjFxnphGakfRrMBpbZgOzchyAFadULlsuAQFSY1KGHTbU15/1nXhzk1L+xIQA7i9subIOGRmDBJ/oR4pahYaEDlNHF1t46MFToGFigqJMXoEJSA8XxIJt9iGBD9BhyPmJ7R95QXNR8l9/4KE5rNFopAzYpvbOEX2kDGGt0HqmacEDMgZk+AS9RjhMZyU77gg89xVPc8WmW8To1jXsHPXSeDpc7B+/IAaQL/CAQV0sby6Tw9Wsljcp7r7CxBmmpfw0rHfepPgTCQ4ldIx5jeFK6FLmrgbCAhOfmXoi4kE/B2y5P0XXPkbQEGQA9mLZCdv3UQjv/RL9d38eNQtKc5x3JToewIcDjcTWNZUYe9QDI7utidTb+Ur/N8KXGBdyyOX/Owb1Q+47tfmA6MPOU7uArOfMTIOlyvWKzotW7OASjtVKNISlO+P35KAf7fi+sIeD91sxAuoq+177WQVFeHVVwq9ZBHIfqQfYkiymOghEjDwcDAqb8+zls8WwMkCoJ0cxweZJ9yNEuKSBwQc7kWBWmX1KjRfUJi3mgUyIPM/JVE2s41IPgAzyRPqBoWI7KWB46lA1SqiDkJbDKPlO2Z0UNJs/Z28x1kISHQbyW7+rEvvpq3t+nErZh3YAHLKIZdRWDngOIZJ0D5Cnw63g/bOMfDPHFFEtcChExVvsInw4vwyA8hapraxy5SF+Si5FncUAYYfg4CvFmWXw86Yqolc/BYNM4s/DnWYEnSsemTfKW6Br2SnHmlX3nUeSj9b6HCZ9Gb/2cDoc7CO/I2g5bcDQmQC716OabZ9mIvgPILsKTUpyn+0KkEcQfl9SDewWnLtBWZA3bqJVn5IRJCPxyRiTYZF9xozvXE+ef/YrsLz27RrsUi4255ifYGU5I8HfLcWO5WH/QXwhKskQqjhyIB79rBQqzyNia5kMKCvnoD1cDA2b0t99ddl/ejC0JdvDijUY17gP6ReaRufJDtN2bPEBCeEjzIb/wwsOdZowOT5WcfS2+GPUdnBOzbUlb4idayefq5SD8VQg4638+CmkiHy1YKwGeEo3u0tJktFhp/4J7ujr0cDTyCxIR8CYsjOxpE/JKFq9IbVe1dzf9bF4T537nw9sBxhQ506zQXD0iAlnwpOv5Xacw+DMWpPKzMehDZtSIg7X5EDxdYx2vBniFKYVSix4xT48lFyuHeRvr6voQePshWG+iUk1y0hcffTTb49LcmgjwHAbxdF4I8Wo0A9M8En77zDqvcyaTwYFdY1Q95uRFX7HKwo/9Lq9/9aPC1wUJUX4YGKBtrkG2WOTdb12K0ggPkdIzI+oM8Ogwxq+hOPngtgnA/GJuQz6TiwX5cMXvysG/Y5KkHeIveFyW3jr8Elq5oK02Ezfz0cDA83o6rm5wOFgcWUYOdqMrvbnmh4ok2kD9hrZiZAzz1/XKihorzAhWukHAr66hsoJ9xHfV0fLrPmkTuyHzAOWwLK/PRHkjQ+IIgXNYPgHPlnjlNcIVecCJiOOYjqTxeOTb1L4BZ+wRlD2oKGPIkEOXtLhdJXWhCFA9lwXrskNMah1cfB8bQO4Zx+dhSKxMfwq10ZSK6l1D3EDfo7ZMo7THbz69kuEamI1HcsT/jAFa424s7Kp2NtgOBEzUEbHPCEdCz98sQUJxKFkYaSYK4s1lirU6lpQNF445cR/tDgGrDzfHi8fczUfcO8Gg/LIAd1+/OENE78wkg/Cewg2oXXY2/CA72bFMn7h3grBqb6chiFd2if2c/pYQmkhVY++pc8odUZU1AmFn7shkk/KWBEFIGwcd6kh4DQV+9v6rCUtqJkp9UGb91EBh5AXvMRCSB2aVHQ92AtDwdD8w6MO//BsL0lsyq9UJTI8yWJcAugC/0YMMdqGcEEewJdze+cnn5ERskuGhr2MtzIEl2H+x4IKD7ioISuvCeXIVdZv81A/gHoCKWjePoAJjDgeiB+rhgoSsMbHYJlMW9f269QxA74JoqetePAFi39/GdPQpyFDHUkMkL+rGvDLQqY9BEVT0DtTMiTdT7YKl9s/0krVYpApw466+TvkCPvrQuDHxCsVSdmLr8d4VXH2I1/BynF7LXjeA+6jOGj5G5vGUUO/EVJRSod091sFckSFhNYr6ND6i9inWv6yI7+E3xpd9k48b300b4jRPRESrz75djo7+GoYUK2tk8xDfA5WE+3ENXK30Gzrrqr0VNKF7zgXPCj2hzQMXmt0372eTgYlHeca+VH1FTSYyTPZ4zJ8IOqUfTU3/k7m6j0EuC9siCynb84JeAHZSOZXt4Yf06DYZoJ5S5q5+W0d70ovnUTvXxKD+FnXBBj1eZDN98jbEgb+T/Q3SSdy6GvPQCyWTD9L8fERQzRCPmMtTg/qCp12oJG3N8hHaWXnHeIZrCN3BmgcL3bnmJ4GW/3GfEpqyJWee4slx80/TyWPegltgRRPd7RPQ0I8hIuY6GnCRH8GUdUWfmo0p9QyvBnXRluy9Umn5GoHtLS0lVuTKBUCfxTKl/m2c5avTT0rDQJ4BsSItYsPHx0ITYMNoEkCP8rx6cY1gqdcUAU29go+XNQA8KL41K3byTbd7RVXy0KrmNW725E48NHyc3e3976j14Einik0N/syvYIrsJvJ2bMSvmjr5Q2qZ/s3081wIK5zmjEnsUggs/BKrp1Xcx8yAYRjoAS6DFYLzBYa/A7jFqoAQCF0InUHtTIH8MPe7CCFvpBuodxCrl1E6NuYai3HxngCNnvEFKs7ran1rtJ8OaPROxCAlTTWWT6vCAQGjQbXu2nGj2lj7VGlDdlsOqoTZLvHSuwn5iES7gSxU5h7cfSkBUaPsXy9UdaYIKUVmJfUXLgz7rq7kRAIx+ybKq24UGmc/EIOuBl9NkEy94OwOgsArS8IJBPZXqmjeFgRTv8dtAfsVxsGiC4fmENi4rXPp0AjiQ+cEVszWpB5Y+Vn8y+O1rocrkIKl8E/Txfuk0lOnpLDVYvuBu2BCQ38K3SiOgiSyaIMtpu2JdYonyUHH6LWKn5k409dJqG9Nyk0rscp/sfDewkKQFhp4MM+hysnns/4PUpSwPrAGC9utcYpu0DI/bdxBRpKr1fvWj3zgeueK3T2CI/GYcycwcnJPuCFlW3biLRrUu49SvnznZwFOxus0dMKU2ObmJPFL8SKEOPEqU+InfFrVKByWdUSY5xQmhf+4S7255G7x+dl79yB+uOoq1+4dCB36A6w8YLkf++19m/Hqa7y2eG+8Ls2aekyU0+atMjg4Rg3dD1DxdhmKqM7nBKBZaQXWrvYHv2VwIL2cG81I0aKNGOFi5/mY8xPURMp6wKxkFHQMTlAYc01DpEI3w4OU0oOKZ0IhNmPrBH2KkERAZ/7AWOHoIMJ5qZF7w79Z3vzQNK/iUbiHolJUvfRSLBw8GQvIt4v76knu2um6Ru5ObqA1fAljUp0kOWWkQ1Z0/oSFWOPlBVwaUCOrhziOhmac3OBVx1i5Bi8DELa+uVKAf0Ow55tplH598Qg4GXD46uirTzhql8x1ImE1WYe1qZ2v2l8H6mWG/NcsJRp1xStDyB+xM5gxd3NehfaUA84JBffbg/fQu4hubNYdcdzvF8vxil+5myDuqWn5g9ZgQSf9Zld5fprviXElh5sGDd68rlJVsXIfetKenP9ABcsyjh1DOkWPQbVG9tF0AjH5Coip55pNV3AL16OBiXt4zthV9pZcNVD8IuVeHEnXgD/DVlZX78kNS/iiTxgEN9dGpnih+HSITuzUots4gCqJ8oVkmBk/ohd7Emtej0SiYubLgVgX+x6+5s8nhHsICIz8EKujEv5/5m8C2Q0BM6mMoMDzi0IU7RAO0jTlj09ILkLiEK89ZNXLpNxTB8ztfGILu5egIiJjzgi4xcCSC6R5ImUVSjrH2GAc4ttZX0Na9c/jnITtci6257EnGvwlD4HqZcgSOndL2pHH6Dqow6NETWDyTBYkaFAd7xMJ8s5e3y3CjkUL8HMk7gViR7BhcdSwOsatysM5nfw2jeb2wJvQfny4/Epn9pCJkZxYN+6SDN8yVRs4/oAvwOiHs0T+fcXtXCzEfJvbjbcAj5HkZIyQoA1VE8ffk7ZEs7EsrGl/wAxQYCcA8jQONzsJbuQCWg/wOOEiso83Q9Ik78BtUY9Iwgxi+Y90XvEpgs49i8oNPxHPo/sM6l74vjb0AOQONQoCl6YoaRfc3Ckls30Xw/8vL8zhFysx629poOdTeOC4/PqTnTWUBnvwvD77Yn2TtTh9T3VBpmcXVB31ux9RtUcZfw288vGEhF23BRJuq616v3ybD4DZQvqDOk9x9se6FtgJGKvq5F7XxZXUvHNBjcHi5/fM+UUhYxR3TMO9HzJYFQz+4NfsYImmYUCLzuG6fn4WBw2qugVT9TwnBdnUJPsePs75An7TDWyD9ZBIkmWmK1Y322beGifk+gMFDdcSdDa/I5WFT3AiK//7NsMjTJk71CEfzWTSS7LQgf+aBHoqIzSOiYJ0Z4viQPaCiPbp+RRQwNw8qXh6zIsN8wsPJnXYF27+bw/0AIq1fWu+vtbN1tTzduPwhdH3QUaHQBAv33sMrDwcC0A9GGfE0VMfSSYwbdtYkCf4cMWR/fLz5lrqZ53yC8b+jxXVLlNLoDN+R80M6dUS4SOubu4vmSUGBkwYO2dQwhCiNArWfu2OD5bFcaf8Ro2wLCojBWHO9aQhx9lJzujfMj4YPidGkIArP/6dUu4bRvd1zUjh9qOnOJYXFXABzqc7CqbiMitB/6tfYH4003TXX1enFgkU886BYf/kRrHJ3tOKht/qyrzxbFg/qdx0U01ALLHa7WyK2bWHZbISjwRYmIAInQ9FfGDP4O2bEO+sP8lV4g6F1UqswkARQdSDAKDwdj0uYBZvE3Tdy1jj97X1Hj3faU4+baAfqioE+AwJg7YDl0CcUQGvcBHZFfdBECIA1df+Uk9nfIl6h0j56/0tPQujEA0R1P0HTYFiz+bj9X/jXROuWvKC8GCXs5FNhHydnaMnwI+aGOUzTVgq2dwa6Mz8FisoWAfn3RWSu6asSAPeeRgT/rurM9EKnvKeRxhp6THuTDoYeDAVl7qeDxOZFS6dZOKOYVF749jsh+6ybWd4pNkT/62YS2Aq13DRg03G1PLG4ZLKhPOpRFXz2t2AUvjZh2OA1vGlC5T5piRFs9SaEDJzHi4f7IOB+E0q1mpqJDRBDtZhYVfJTcbvvZLb7o4lgNOsN+RhTA52AJ2Y6JBf6obG1jh+6e82SCP+uiqzcQV/1PNwA0qtql+YUQxj4HwfLWTWSyPRSA8Uk/J+wm8+6Du19SjDBi21ZBkF8KQIdWuUC8bzCC4G57ImGbBiX4pUNwN1L3dh0ZRH/WJYj6hMfT/5SgQp/CGCCaHIDJrqMX8GYsKEM8HRj6n3e+9KkmsGgyHcxOaESq5EO0gx1iKvaXPhW4YXu602l4Pkoutg59JfBHWT7pzpxCs8wHrJ2AEUEPFqA4RNWs7Q+dEaJJKYdGVwI37GcrvHwO1oC6VTXHJ/WJNOYSPjOAEFA7HSfBR8nZSCmjP9QeGE0psnc6GdRDzaaOyjygP5g+GE3hmbDT1bDcuolCNe2Jrl8axICWHL41z8D12MNysHmhvqjTKJ6Gf9R3A70ZBieajLS3/7Vy3m1PoHWN37pf+vlpxiMRzDO6f/uZjTSfg2XVBYLGzNFDdMmGJTvaFhOPYzpECgZEY+a26JICljthsOxpog2JWkdU2C8NjTXPvPrY5Xzw3TieQCEwSE+KsYkG37b7n+2Bu+2JN7UFzVgkShQITYr9z8fWvea6IsKQZgTOEwXyYrxzSCW9GazYnRI4A/6lrEtoxkMn0V8Wu1JiJoFfegMAjaiDN5pij7W28aUhhAS4VmpxubsNdlBWpfi7BSVRtyhGCZ4YXZ+8YA3+NIFo0GorZTY8xGgx0cbBvEDkDtQQrmBAYgld4BTpZ05RBc5Nn2CSM2QJpWZCwEM31sBgJoHCEC3IEt0nQIWTlWEDGDQBtiBrKjoGNFFfigZQkJiTXXdYvYzWDWKccUIgORvokdcAxKkZKOnJliwNrBpQWDZssS4JnIFOH9QMcvGl1xp4ls4nA50DZ2BdTytGFyo3FZxoCRgMIfhlZ1un5PBXAgk4HQi4pypUpqgejlyxdbnIIT6j9hVH1K3W4ipOIlWTQIz+U2fhKkD36qVL0c+iAfcRwkN9UwGGNQfJiUgNU7x7DAmgzmlCAsSb07+aNbrHdDGHyz8V6IFe9Z0c6qVBo+Cd8LluBNJ6FN6c8i7Qdh+KjHHIzMQjWxUw3uphS4Blw9F8I7kV7cvnXMx7Z0VBSeyKXLbfQAgJ3K6Hiu+0+4L7YoihhMgGDqSFkJ9iBoObiGHzifgK4EFCRWZuOS6swcJ3AUAA942ds6n0gRujBvkxaDpwSRrMBDJ6cNsPQD6tplJ0N7nNXfUVoYEN+OFCckL8K8QnQuA26zyZAEyC8SQClmgkGEpxHXsXagW5dIRNXNSsxREIjSn8mCOd9PGMFriO47ba1c6RsIjsl1EcpY9TjOE6lEyobZT5CIfE+DW5hbRxvojvOLDldkwTD/HEeZdabQMuvpSCHejuhK6g/2fXB008QxHnlQK2N+SpnibpsLYTdkj7RD2TNBEdB3DeQCa2DfVKeMb5P3GDvCtUt4ADyYJeTH6BqB96SC8P3sMSyL0GJOmP9/RDWbrQwbldeK/OV1UXHSyah/dGsLlN7Qb1MhD+qaUwOrilBO6bxabUpOeKxgtayNwj/kMW+d5z+tlQIsKPMj/2Esn5GLcaCCACfxVoLS1EiBD/LRRaC0ED227hQFqFfHlqdUrFy7fKdaSBN4nxIBgWl2rgYQiQaGA1ShyYMoqPoOe+hP78q71aGrgrGRcSA3MDyfW1sCL7qXRE/ghNQ+XCXN2VQAd50gMPVgHr90YlKAE5JtA/zbT/CskSHUTICHwIAiM+iVXXC4nnW8kxAQHVRFWywIXRBDpI6SM+XNjCE55dctu28LEU8NJBKhjjxKeCnkFy4x7gxoh/FVYEuNEDqt6VBCtdOojVEbwIbQyPVyvprrXuv+qxhgfHRnrBLZ1ng87H0rKH/3JURt0Lv3U0kBFOuBKfT89BwySaLvyvZtzQQBgf8SWtc54QCIG6uPjrY6FpFYmBwfM9Dm7maX6rSig0kJgAeJQiETxgC8+ygxb/agkYrkTIaBAF/cvZ+FkcdZ/BFcdE2I9f1WZD/0IOfRZjzyUFZVwBN+hfDaq/BYSPz4MpI7E4+KsSm1ggzXyGpswTYhl+ldBMC6oQj2HLsYWD3y81A0n/GK37NDIyfN0TkaWtFir3Le+E/wSDgvaNMfwDrNXwdA065IL48JtsfNqXR8PvGUrh584g3Lgx/yTWE7QPPfQX6eD4ORwkOJiIfKSiCLSP2uwj+c15OQ1PsJZ/6EEdzUPt6U89OXs5DLcOYBjfvRfeEqDArB7scKE7NzL5Y64IHKkQsKutOmHBwPJlkKzSQTK0fKUmDHazIbsAIh4/ANtkGoiNIJ9J0WZXi53AspbyZWxI+EszDnazy5fysX8aJZ/0LynlLxDFbIfCgUkPf/2aJwXo35zf/9QEZDfb1FK7sp/Gd8N3ymGx3xw2oiUbfRzcPtrXhe6P2nrabyJ/oCnZ+zhnH+Wghd4EwJnNAtvXkVOkfW3QvhQbEv1jULyLEfEF1CpoH0qA/CnNQl0Vh4oMdoRfAAxG2sfe+6d0TfX/p3r3cvMFTBX5U6yg+mZME75OEZ/nxyrto4HZpxqL0otCqNha/R+eLrpHAiWfyrdYL3pxHFiL4//chP2qGNIccemV8O/vB9WaNI/MDL8KjInHku0WEi8WoVimX4V2BFxgg+9ejHHR4B5AR83gSSx+7Atp4wBidUwDRj14hhWuChhPMpNCF0lWrWFozIBZP2MhT9x5SMGXJM/SRWrs9cthrGdbUYMJjvlv5lho4N6lOmgWxL7k5MwbgNrFi0ePyGR9fe63if8Tm8SfREXSRTwgqF32TW/nAoqes+J8HLUkWsgPVf0DhW8PkIvjzVYK8WMiopga059pFe46Pg2+TaqBoaVkPWU01wsy6cWj2JnSRdA4axfLO+/QV84w+FNAdKCLOFXWLhuqvAb7KjFG2sfJhaKF3EWofaySeDbaHCaqRP4NIWAQrlaNJalF6KTJV+G96eIlGmoXB2JekFeJ3gJD/HMifNFCZPCoBzy5+kFIlzxHkKufE8GYFvIbWPPg/tlGoMgNUgn4LI8u6OLNqNqF0oUeC3jB33mq4UuGc7zM6XrCJMd/UhHHz5mgSAdrbdYC6FJvw7VfDSfkvksJLLpYCLB20dHqNdxMemKL++MYceBTT/CDWUr2caqDn9PWRwe/LqkDfKXcrlRR8O6sD+OFSxOLIFC/BNL4Pzkid5wwjY/jBAo9ZIq1zuF84TfIqAjmTX0cITY9JCy0zuFiupM8kGpjZfkyBgLQxD6nNcxXkc+bar1HgGr4OJYv6CGqQPXNDQleB47mjGXwAwhxSRPxgFjHeNHQUxAtvSCyDTyKnJ6L34t/SyJ4Bz8B8W9AMNLCY561TUoP71T3uMkGP42BBTQRGN1aBs57ruJez+QF+msM8ehhvpcaQA3bNyDLurEp8m1sB2lhXp+aRkGhJ1QC8yWH635O4I8AumH7CNbN4BTXZ5mc4aInwv/NKcb1Cv6cHcmcywO3K00Cr277MAvqlzUj/g059g4movNvZHtrjsB4HQtu/myF8gOAXVHHPNF6LmMmA1e/hvNADUCFJj0EhwbX4eQ7wpNOgoEX/wVEDvYLTkLkdAOOC3qGuCz8R48SOglhMP6jx3DnUKlrBiMO9yURgE6C4Rj/5eC3A67qdNMW7qsGSidZI8aBFJbQQjwjOa/V+QmRAdmDA2lEoMMJaOcgOayfrQjjvpTFv3pAeO/kDZrXSg8nNqIEsaXE+JU8dFXO6QnB8CgEwyNuTjulhWcUqDgoPCKWdkqDzbykjdG05DhlI2r95wtsARcEHnBOOOdIe40QBUOBrcIaLfSM27tiJnnA8olxLaakNZcvwZgRGZ4A7Ns2Ekh4uELc9T4osGUX9KSFlxAbqEC2YDEJVKy41gMcCDeIsGdmhu2xGgKB8HKEJJEDW05ap15a8IR2TwCOqPwUip+fGdUOmM7Yf07S1jpatdbysKGD1ERUZVfyKS8YJ4QPpCajPsksBngFzpS/hmr9jCxp0Kpqo3MpQ9R5GFp4foFzMI8FU1AkgJSoCqBZmy4E/RlC0im3XSa8NI5cGl/qNZzYJcUXtRuU50yYDQ9qYDxA8vUATze2aEAItCatBEFGiwSCzPRwRn1/EgQZhVFAYhZcoNDWLGwowRJjjTsBQOHqQtuPGTqwxFjvEJwq+xrAj6scoSRMsCozsyozM3ZjecoBC+NIQ/QXJedvSOmJxsqC2z+ZUAWqjH8yoWTACz4l+byWYsAOSiIACrF5iQSIhMCDHUwPdjBhQjglMEBC7hkwrZTAkqNRBVupdBI6z0YwoZPwAQrWGKuGKMlnMHSxxljRaHo4x3jCnAjeNbgV4+xUsJV6AMJvK4VBrkEiXRcurnj/hkXYlF8KYVz+orW2GzYdnxY2oRp6AMqQkv6MDpTgAaC2XMCrsnqwWIw61KUMZUiXiw68141DlBiWrpLN8QKg95zAwZLBKlkdCwBt76T0FGylKpBFcjLSQ8FWaoMbOjdCBiUAKp5Jmew8yGUkVFKgYCv1zOv07EmjgoKtVO/97W9v13XtcbD0uvb+vj1SJFVV7WnvI/gE3h/dAHDfNw0C7YVOYEotMEeSDqrFYW9Dnh6cl7fD+ajsC4DyneevZ8dqQZJUQ1Xlvff3bRfmHmgG7IQJVOyCSC16D2ij/sbbYf/D7N35RC/omsJKOl7jZL8r0/c4EEH0HkorO4XWGztaotuOg6XvRJ8wewKloJ1O3aOIZNR1XRfphQqp67qu67quadqMG6QNN0hbXRulzEio67quhYKF1DVN0+a5syMM0y+H+PMtVG7AAcyJ4QpMP3y3B0+fAg4bOCOvI55KuvshBP1+M6dH/IXfFx7cJBZmk/tcnhUXS3BU0GAd0iggpfqhHHH9QsFCApEY65zFLWbCM4gWTvwID5poGAM9dj4GYJzFLV+sR1RQpXYPRGJ8C2Eg8M1uY3ply2snVLVxjmpxVYPaa3tQ6hfmIzgXa7whVLVxXmp0RDPM0cN8BHNA3sWVoIQu6NSwZ0DRIZNWiQLcCTQOaxiYg7uP4FDSTZxFyICiA05ZJQwWVKgfwaFU4YcJf5HCgPlKbZcAWwuE85gmEkUEWKTYjCGdVorGu8AAegmwtTSvALgrYvNNK0XjMcwkoEuNYbwM6O0bjpQgtDVJs+IxMQNQAg8nOYy+mxtwl27DkRLNwIxIXdYVwYbRdzOIyzCHIJutz16veMjOqmwCaxUjHW/+73txrdG2kk77gtr2PGRn3wkDLhPU8v7m/+7hffXTTVTQsyvCOxniVUsZAqnXzaxR2R8krFv/GIHtPk4cPRniFZ68q9ZNT+U9a9RbweX9AToo6h04Vs8WyIDenUzkaqERdDpTv2yWgGLi4oNOZ8Q4iNUqmHRLgmg3MiwJtkAG9G1ljL/V48VPOUmuh4go+D04VrgIKJmuZlKy3kxKNkBllBoKwAqO5IiI31pSYZ9yklz7qODoxLXwhDOkWEuIz5s75tSM+vJCGwzmCTUL1BYj2IU2GHZCwlkz2o4aLUJZvqoTzhSeLa0Y/xmytzuzw02P+I0FX913uD542ZRR2q+ufofrs8E4B47g0UUZEUN9d3LB7swOB73VDzC48V+qqABaAwu41viVpRbcB2qcPWe1ryy1TNAjgN84c5IlYcFedLf1pYr6XRppPpKEOm/juCILBY7k+JXKyKRKGJq3i4q/UaHq36Fd7A1A0Ng4rvhSwGjDuQt2u6j4aZHuB+0t+DaufPclicqzzkfB2bUOxppeTq/+Xztk4Mkt9r4hHvolicovNpuI8y3o3eX0al2HDA3f78HAUSQ/wFWLYdWOwG5tNh1QQ8JYZCRUiBekAPcjrAY7qbG0E0axoVWLYT/aCg9blYwwuyAFOB1It2+W+eBsZA/IcxjD6WCsaTbFSW99tgc1YzqKzxu6M8q3DDfEjeLzBs+RCJ0pN/aldHY/WEnjMIZDU+1w+QsAANFrwJq9nCBw8bqTQMeEKwvbrTEAxkY3dgeDdt7BoN2MrqGmsgumhVB9+Tlem7sGrLnmCu2hVZVQ7QViGAAxJiHdGdAZsEhDZAmTbxGSi4v3bW6+QAyDekgBYU1zCuqRXFz8gcjfGqaEWW2kmeQOQlsfmMxbYMAxk+lh/IG7J+bn98T89FCzuDqMywZHfGHCw7W41YPQ1rVtk+J6jqzu0mWAliCAFQgUY7QLJvRQcNj9coS8X45QpO1Ujz0KoelEXPCCuay3S5eB2kxJBTOvn6j3dwERPhF8AhnSChB6neiQNhamqAkTGyb72AmR1GhS4+AJkdT4m2QWarSzUSwHBT184AW4lJSUFL2ACJ+agYymvycAB17ztKeilZKScpiSwpIgJWXmKyUlzDQlJcgPRyWFJyUlBSolJcUsSzbUqRFf1UoFJi9NrLDRqEYgUxCjI2FJl/pk7eHFw7ixEjVRiO+pQsKO88kbtmxBd/pwQHSCQH4Ld2TJa4gIP8gaAWchhSP9YTZyB8qzOdZ6yc9D5FDf/WWJWp9Z8KnjemKY92Ig1AxWW78w9cx5LUE/xHYTBzleUFaHTWYksGYymmuMZcl3XDS4pp6ehVMYKTGj7GPLWHusVao+kqUbnyCxxyhljz0g043ARy2I2MlQkO0sB3vt1CTLZ+vBziIT9IKyMezkVSQ036+pk86NnUVFIUpLDZqvUMwJiMLtFHcAFYJwfcZEVYaS4PqUE4kTXZU5xjDoGZQ/OwpuDZtKhGvtJJtJGxc10ncvjm2mET0pIozQbn1PnmD0fqkkU3qzAc5bYTCCCETUj7QQfKCEFLfTgkszibNLNMdbWwlv5NQiW710hoanwMuectNR8guAxiNacsDhF8GxX0IpcOZdEIRxyMatYqOAj6taHUUFQ8EFD7ZPZa2CQ4VWYOCGNi5KrKO2SHPXHj+Pw2WKey3BrDsVVfMhJGD4clAOnkCQJjToAL2iFeAryl3WcQWK06y6v6IgoFUUreo4TXNO8JjOogfmc7CaPAMDr7jYi4VatAFePmmFef/o/cTtvAiaEArcCYYEesCXKrkQN90DR4acCIK3bqLt4xLk+JgP2mhUaF2n3U8IVMxyLqoA7zrOEI/20cAPS2eQhXntE6YBoYj7aeyqzoosqhtwvbElN7CduLHYmXFaF2jzYUGQ7Z0RoE7mfOiwFAXeYtwsTCv2S6NcPZUE4SpRgA6ER7nbnlp4v5/jY2cOoyYQa2QnNFj0YpqppmVK2MDNwqKMjABFPbWbtsQBVCfqNFpacBXDB/oAgI+FGL0skcMVU94pJFTiV72Tj8j3U2CpD0zTpYnP3uoGtAsCTCW4WZKQ8IKyN2riLbWa6sAuTeRg9n5SbKOBY3bqBrcvZpvZEHaUogb18RmU+knYTB/JytTGQIREWbpBH/VpPhWr2o4f9g/2E5pWRRIPnih/lshOHu3OOUZRikBvZI+mSDTE5UELcWHh/PRoG7YwHNVB0OcgWkgNwo/Tk/glg/S89GkgboIBO0RqSt6YKH28ArcEywQ7L8g4RCwrTcL36HhHgttFbFH3Y1FXFemJ4otY5zwEXRTcmJOPqFb5vtV5AzyXJyRzsiGGKiBM91Oqnrl3xYS6gREQ5RdYYrPvEgBPqXdlmA21iIS3iyEsCsfB2mqMA21c5Gg2gqAtL/+RWhKv4gXGPjso7diqOmJrYDnoJk7KQh+g2msDWlSLaulQK00nOlL304hT4HoU8crlF8eM42xqdct2qwBYhIUbUEcNP2nCNKR+nQGpUrNrRpYAFGXMaaMwomWLaRrXKq9NlVEHbLE30hQplHRljKOKrGueRDiJt5lNxhPrMHgYxqAL1Rr7KDkVXstqE++wocPnhkbdayrCkmyDZA+oIA7n0NMrWuNOp0L04RUEKeGMhwxASwjmsm9Kd28jErxQ5QYmjEn7PKYki4lJ7SJJHxay2lkq9TktlT58Y+KSOeR+kQOrEcu79dUDnlWW2fqw9MIL3apZtc5AGxch1lcUdOgHxABv3cQm/zYEBm+seUIV7fQzBiY8H9UHvDFEE9GWlPxDZlxroAzOl0Eyh8zedyqLiCbrGCe+cbxCdlEL2v5TRselCBITJfheGboaFGChnnqDIdE0VgceE98rBC6YR1CIMRVH4IvmHSNI3jvHijizYMcBb1IT9zTodv7JfdABLR9wWJMBACUu9AKXg96T/uBxi2mAgwOegxcKvDGURVRl934h/lcodGqsKr+9uKEvxCvnAx+U76e672zAB4AGjEP2rJedPSNqo55ZcptAismeSSSaTSBJJ4j5mnEC9rESUzyRkZ3ZnqA0YHStbYx4wQAdmf0EX6wMRm6YHxj1TRKRGivt9pWCOQcOu5V1KXjcUQZFWcobpsbQC8r6oIWYUKux7HYzEM3nvRKjBpD5V1Mt+DHTX8S1jB+MFwSie6/IkDKXYwlQMdBt2huR9XCdTW2jCEwzAYGrh6lqaHfQ0ky/bMPY4z9mmZ1sQc8jfKzQHon0nzwpT3ODAX7KN7p5Y+UzSXI8cMmF3yCOeLPVumHgTnhBFZXm1dtHjbVCcSuICj3zCSofGDjcLeDjFdVEM+Z5xQvKsrhhDNBsycYlYp0407+k5K5wCbiIMdvOBzdyI0LIeCDu4KJDiFjW+rBfyJit9R9MNQ6IGCe5tf4o4EXuEDrmo8BJjXDDxNUZFz2uLfngxxrgwEd4EOLJCJqTdYqwq5zC0+pCDTwKzSMcOVkCLG79AJpApYrfLAEezSJEEdRUqrJbvT2cdD9IId+2C4iTQLz7pGB6t9SA84K7Y1YVeGhj1hn5igIzJ3BA4B5KLUAm/cB/koVgKiTFli15u+27a6pVJ/qY50aiACyfARgHXoKGwacOQzvG0WJlDtRaB+2NhldkXQnXFIOJhRlXc/KB1ztQwGUy0ELV+wFJwUkAUfLJGsW+8GmHdt6iVxnYgRK2wFnsDHpBFZM3jBfOuUXGizYuOqyxDG9tDS5zX2VrNOyuKeaGLPurbtEQQI3GvEAF68uTfyo4neSTwilPKSAaCfJvKNgsMBmItzhQM3tCwS6kcWOLrIdWEYOxEZmCvcWEV9iDk27skaOid8ZWfL1ron2ia5WWDCLlsJtEfSjOetGCw2e15Sw8132xYiTHWaVpigpRgC3jRmmdALlGHSCSiLLFXCcIECZjR5J5MkKUAJOu+ZLkbxckJW7AiFeFvAW24xXQz2ehb3/lJBXtH0xd29Hj0HJnEW6RyNqSYmIzRXu0jZYiDJIo2DMsPrakGSu9YAmkDZyivJAwtY7CBHzx5fMlFn01Le8FVVDeLyhEnC2bOF0JcdXLD5h4AIK+uAvfz0yyOvtWGJPeUU/VO2cfzEGpBugcfXu3RPTMQBMC6x005DxmF6nJb8CZREDS7nblca2EgANaB+DqFhBLnUSJblcqWaG1nnTQcRik56jwzEGjCZc1u1CiGet2u7We6hUTjzFoxanXH40C40pdhfOkTtAUDAG6om2UBzOuxG9v5jwMGZIPYfEzEdQBhxXk0CjDLc9xm2KSkYdXMdFhEEDHzjxitCF2Sfu4hWgiU77axlCKzCU9mkhRz4cXah5gT4UPhKB3M114w7F4ERf0juqXxjVu3cQhT4GHAj5jSfcDvqaDHsLebU+iHsMPI3xGjKrOLCQ7l8WUHzSFqXkwhdBLJGD92qnIGw94CdYKhnkHcwdV2BlqfytHKt0pxbNnqK0wLypZq3dK+bY+EJm96cNA660T/WtGgX5ZpalbSUU3f/zRL5Qtvw5+8rO+KJ54Ct+TwaJes1Coj8aMWIoSFcTvrRDht0c6FonsndJheokM0r1EpqAdxuu1eMVnKKE7H7T8EDY0XfTk8w+nBhw6PwkWFi8oq+J2cdRwBiaxZWUBh/3BSK0SBhENjOJSB+BmXcn4+UFJzKyDhwjwWfGX7ompACadeUStSDGq5B+wMOP4JHFRY9EMGDLgmkp+M5hiYnEMyLAzKODT+nBxu/jk4S55StVvsjuFhddgtNJD3GROfwDVaz3lzuJh8ymEpCFzU3lWZwylxWG87UQMWZJWvSn0ysaeE7zX2EfaDeoPWOn8WReeh3mlxINV7yzJ4j4QlRUtaz14z4wp2rjIsKYifbQ/t1hqn8JAetiBndlCa1Pdg2s+YYYrRR2WIKnDaGqJCD3Ed1mcdog51B0tzPgouRU+iokHL65pkUmiMA+0ZKpjPXHLCoQSSGh+3m/hTkkaxAXsoYCCVfKXpPRbBkhnPAoqAYAU0DtbEfgcLCLvVQQIL9Kbq5m7lO9gbeFY9+C2VzuDB7xOwsnq1k188hBC8OHHS16boXE2KIAVGlXPBE2kMq6M3CMAfTpgAugMXnkJjLNLTR12Q323PZ3wc0da+DGwJ+eAFLlaktnRLgPvcBQUpoNF3ur3WmH3EcclTLiwmarnNn5pExmJtwvmxI9B8G0as3zDsAgxbKieY10EdWwIyW/OtCuPQHAuKGxSZlh5hQtvR1pl/BHJL2xBjm1egEAHtO1uS3N3jVjnzAZt4zMraDpCE+tI2NJcYZEDEP3wZPcRp33cOLXV2JZLFreOSXERco8OwE7gFigcAN06EkuigQqRXRXfhIcr29ircxMAAXLOJHUDMT08HIzMG/fCLR4FGcxxgFn/KTOferjFkcT1IeLoofdtcPJnXRp8S2KH32KhlsThmgMuKOAD1SrcBLwo4J234pChvImL2r2InAMH/hmw4UBc7oRD606RW8XjSsyOBdE/CRX4KLkYvkDNgA+z92KJZJcTxvQS0ECMf944QbDom0O1zvCCsuc75ccOpwM8ftJJy5UoNGACqgOvwJmEyVAFHuUt7hOz5nz/xgz7duknqGZ8DpaT9wxaf0xgi0svpTxGXTQB0RO3YbUbF/OpzxYPuXUTuTwaZPKXycKckczNvjPJTqo4BxeSBVT9/o4yGC6giOJCTIk3aj90GsWhd9vTC+8mQu3LlLphGr58BINrnnpRzpeQQ4SrrvQbSqtLdnxqfo5M+MuUoIHJuCBH5Tq9yhzEZYXdzMptOdiTFE5EVOGLXr20cVFhzXSjLTfgiXOkdASOuMAzaYiIzqPXdelvwdnHuVr+GmInlyQC88qhBUGqhDjrjSquYp+zbPKxQO3E69fImiaJ6FeUYOTDrtTZRZyQ2jj9afOPtGbvx4juFXYt6Q+E/WzxqH/TI7uYpqLP1HhDFEv8KaRWeYca9MYEez4F+O3vvLQ5JpGQA8nLdDDohxezybG1wG8gIsqKaKELOLn2IC+pfY28pXBzo6ssALkZ61GnODP0jXJE33gFVXjI+moBSB8lV8MnzYH4AzKQkCzwk3dGPf4YGMX3OgH3V3A9HGJFHcLyCW3eoXUpYFqH0FsbVsFDu+CQ0ealzo9aSIBz33FukloD5DREjQQUQN0pxkUbgAJNEhak7mQ6qpG0qpqT6LQZ8GadlkrYmweg/h4PMCYNuORwfFJJGIdwDxyMIOVgUD/RhasjGSlpMBMbzD4EZ+pIuNj6iZAMZh9dTMD0VzvHA/yQQqXDccyYGetAmPsgSVDhmgRXW2UAgMBhPiENjThIGZ5pR1pUfrRXlEQHFTHpMk7cWiCu9aACnBUoOXMt7GBZ6ae+g+nw1k1c4MtoHb8PnR8lCxPbZbBABQK89FmPGidWY9RtTW5dDp/MJy4rnAWB0YVpvNxtTzv8BA5g3+eX0u+2Y+rEaq8eLfqBXwzzh529usvYJ8bOh9mDksUHgUk5qdmPnrkMuAvkR1oF4X/BUqtpZYnzELb15hqxAQgzQNLQRKtZaDVMNq2RFjgAQOxlNvQRq1aHQDdG1XCK54HPV0ji931kpygjFLFpnrTULhKM0GsiTpz1+LXLkBBNlE/zmeDl2uqdbfMpCuMFLV2BC4G5KCeRhpHUaTMqZiYASaHCF1YeBWbiOw3jf1GGX3pE5YOVRV5YcBG6KQhMuMr99sCExI3AUXNmg3YJ6D9mIINwS79mRoG6FiT75lYBDSmXhH474sHKRT/SArnBlS3zkrB6W8rSbwqxt2cUCp8ndGWDJG1eGKjmBWW/XYxzBCfh6EckPOIPKYJ1SSWFS1VV4FVQlzthkrZAhofPAncMocaYfqdEhMWc/0IqDpui2DiSbrRPEyUNh1Yu5zUhoAcM9+JMrpbxmlbS0nITjVc+cIKGe8cLB7/BmkFLKEF+C4GmwFMKvEjLAARZOfTNCzOQVwT4R1K3iyA82LlmjcMDbysHUwjcDNR80U1uGAgLR2HoJrRDx8bhwVf+l100HIoJtUruY6spMUXeKtMgAOoazjuGiyWbbK9Y8OKj5Gh4An7/SkdCNKrwzbuMl15jbvFH2Rg1S1XdmQaMHjixZrFKZzjgNJtylyDVSVhfHGxtkL4B1Krr6JzyV2GYn4nGcpyRpB+f727dxDAPpgb2mwgoPULS5JBwHYRUguG/AR9tXERYA1kIxek8lOIYCcbC1g3eUrfyDsIVeqNg4LBRlgOYUNhVCH3vtqcaPs1D5286hfDYhBZHAULm5mfA2WaOhZuM1N4CW7NEx2l7CUNafhNm/Sgkz3d+ix9jXMDXhCDT4KKRP2CRPIFWAP+gg5fMBYofQaLDrhE1PHPtGWFDMUSXOcO9Ewje/hssYLMsPJ0pSKwvg+v/mawrwIjNe4WLbiSpHX/FwB1WQV9AWGLzz+ojFfiAp7uZz+Y4+cA0ydsmcBM3TlyVsn3yfbB4zLzOnvOInyao/uiGtsMeDoblnRMO+E7Gs4BRS6wQZcBmXZgnhziK8nCozfA4MBURMKMu3oLVTDp0ZoBj5sUVfag8INQSMigFGWgzq9pYcYicq4OOkCQo0po5qN1QJRqu3fIcN8dL5hQ4XJxsXd/QYHSjMcQcF5liTgFDSV0XoWaZyjXjOTyc+Zua5YazDsOW+SwGAx78I/cAQ8DHhQy4jDgmPDFbOWaSLo4xP7xWl6EzKlvngZnSw0R8zLJ1WjWUPnoYtrTOa3BlrnV5Zfkq5B4+DPDxMonfWnEJqH3JkcoM7A4ZZvC+b7sixdfiISnzRuBcyXUMAUqHWsOfCRq3RJeZts1eaiKkcRuf1BoMgcxLNbm0cTo6CJo/f9a1dxszgfCpeFUNhVvUgUA0Uez+mW1ZGc04R8RoFCfEAodpM86NI9tXyrpwFpJTr858a6EFksxRmrOssJA2QRmJmt9tnU59aOJRwxacmcbfE23bEu3nAvTwRG+ZtkUFjUHLvI6CnB9UnbJHCBDGUYn/kpyZf1qTlRdSv3PqANIGo2N1IhVpHcSCWVdI5OZiBLouKydiwZQ3ZXh0iY32mTXapVMaj97BR/1VGkgb5yzoujBofZScC//jeeBjLdFKFB6qFclo6JWkMrONEr9lBpN7tArliqKCs/ICTmIbJ0prxWRzJBME5l0YPrZ++NAyQ9KIoRilbKsXigIZvHoxGKvPwUryUMeaX2tCWbH4tyyFd1gEo6DFiOT0Blfx3zs8tln6jM8qMBQt8DyuF8HcomBwMN/gUVKvMILQ8u0xIbdKYXJIQgCuOHw0Wzqh7tIwYDHpF9ZTw5IbAHDsLLmNWzcRy3M9KPxbabKLIJbOODpEKn4QEAtlpmLX6Tg3QhtBqNXo04Q+Za3wynNBwMXUwPsqHoqYMszuNUt5d9vT9woEJP6t4JYON8mfcUooiu7gfOMoNUyJmL5jruOq7PF/OkckKAIiBwEFZXfTA86DU+wmGRZfyvtMBKESq8hktIbpZB465G/GrorjgK2lqaFCx+pTcUEn8JV4jSHwQslP3Q54QdlW24aZKu6jUL8BI4C7Fb0ggq3EpqCJzd37zAORz6ZodHgKsRrDnyp2nNRaJhzGYI+GNeBv4WjtEHOIS7KQMDR0Evu7eTijM8TXzPKsl7AIcCZ+Kqa9WAfobMg4KgVzPhWNFudgNjeg5WsDtsDilJc4MA29OuMG/ZHAfIMUmFKiBx27xoc5Q8vMg4N0rJPTmCuoYueEy8ZQPvD0hOIi7H4MnghyjgGRGsMIiJZ1MOZIxsIctCjaG0NDO1atyNLhlX3swIM0NdC1qrGDMh7NRoPAtw0e0IOZlLWygeXbpFKjSFd6xgXWOXqAeWkJGg4lCD2XAjYjEKmMy5hhaoFC24i8wWBGsPnpGCnEEzGaAekEG5xKyiFu9Dw1oekdMqJbrJJmqrafqQGX3rp0sAPnqpzJlkNl4Qjtw0YBAjavZiyb2LBTkCYivvWxY6ZseMjAjNVlR/8WSXshvmHeggQuSzgBhX6RUeAXiVNZgmCTLcodp30A87cZeSbSWVEbw0ILacBBx4wbZpoMCVVbCLMODDC0EAkVylQ2xWbarDYfASrsBVVI2jT+SODAghpoTm91SB8Mritqvxzam+eJaGGVVtSpTLP9x1eGCbRgPk0FFoZJUYahgbMH934pvqEIzRmuwrVZ54LRw0lCzXEVGs3+pvUMyMRsIULXMLLpVmzoow9gg/u+ZthL0XXGcmGbXTBLE0/Zlp0suDVz3dRtie1wLCN/ORJXFW+FPZnmUOU71hL4QLUPd4sp44fBMz66QbzV2YiEmHUwC4nwEq4NAmhi1sWtDykEzVxkQPXKjlatOAmbtJnEEB+xBhp2JpiGCwwWf7Ihr+1sUs5icGd5co2zB3GDCKEs7AfkLV9Yp7MulfBnXRhuIXpHPleL3p8kzxnTyoewDCKwRTBL3EZ9fxUvEuSDBXymERlLQsq5FolIsNtabNEP2Prp98/UgRZCNDmzEaXB+pjIO8AF+cwJxVf8RPlGBZ2dvEGhg3DdxY4Vlkef5COeUmgtmeDBMiz1y2ZvvjrjT4bQIk5sx0MGdkauINcFXjEN/IOtjNbLP5wHh5mvnV8sH4XXrEXO/MSIIl5QRaQdYy3EH8AiAwVMBue9qZoTpEe4FOQczTuEjpWsq3agmo8/hegXPNlygqI1URma5nj3xxhSme4tA60B0fxDK40G2bZMywWgyyBKB0jRNecugFHey1COyipizl2iA9y0laN2Nuw12rkvhww+MC3yXnlB+AEE+VE0lIHu2aQgm+eUA2M5ENAjYpa1NOwx5VEmoOBDIK4iLeQKZV69zFA+/FyhMzXBvBoXSwutMFHWAcB2GMKNNmqLMYO2cCkvBqKxzJ0wg5LCGc0JllnGWpQXEeFopUczJJ5RubFI3Faw36IZ8oEFWonSwlYwA5ly4xE+usCUec+CkzKk8ejWi0sY855VcQGsra0XF3whkRThYC423EABEzvKixRVSkZDLbjNZVKP5UnEAyJwSs1kUHihzoa3UoOpJhe7aCkgPWYltr5y5ensVmORB2alAJVSwZhbjaovKkUk0lTEPuXkm7J8+SBx6+y1sgwlTwXV8YitMxk2tTgdyKeXj5LL/U5hhX9AL5OQQQ5tRael6tRWxry028pp4SqbcMOzwoBgCwfCLqamjK5S5MDN8w18HskcUalMfg51YoefJy4gDgfKTAR9BSFH2QtILGdKANP63FeU7canKwkctDwzlMhUS8XZ+lLQwCWMRbEkuelHnRaRxSBX+Iasm+9H5ggS/4jGiAa6As6ICNpEdDrRVzih1rCXjHJmhwb1SjKNLDwEhLx1BI0X1GdtGE/JdHmlR34lSfcaYXMzcxEnthJ2xSr3fj1+6YA5HAD3+8OBgUAl1oWhF9InS6zvmnAVYwVYs4K5Sx3G5x4o3akTCmABaTEtGwCfPRKPqAWSsKBeCKWEjy+i7WAxVBObQ69rqEaKs4U3TCe5KlgdBkCkcdae4oF2SefoI0CiUkgqeFbkILbEBAeWRxbvI8/Nl5IgOobhyRnyMbiUpoQ+JCJtC2f2JzE64JKxz5vALJBWKMA6+RI6yDDGKZMn/xqFWGEVhj2QTOfU4CcixqFYmrNPBDo943IgfiQLxAIhpRWuKMhdV5O8IG7EfiGBtSzjSUQZli1xy+vIw5YUBpXyDaC5MgkTrVtklrdIZwvKJEIzyzeWHreQvISQga6VeyUMlkUDR7fS3MB6UGyWRSlclnsztG71aLqlaegtB/uqKF/emNmioNhKUyqifOlaWQ5WMmGLBtEGBQ9BysasY+VFfcEWXJMaKUe45UXPqbJxi7atlBULNX3lJbhpZb0Fp1sXZiloAa9tlvV+YpSX8LC1gJ1+XJihopwMdVZ2gEa8lTejTwvGLFLZgVRrOfnqiBaM0bm83UqzSo8g5Z+0pSEAstaqqnG5nIlE5YcCrdXIUA0/QOYWLq1y0OWBLUBNT63MnL1ykJ2EFq8XLUziKICdO8wvW4ZbUIQPbBE6qNPKmyFhC4pfhhe6WCuPzZhwQjLeeSWFgkY21okD3xzbu3MMBG4ChlRim3pUNLw8MMPQ7mytWCneMlRi1NpqNdySjTM1w7yo1Nr6MWwqYo4JRlIcAbl1SGfISi4nbinqZMUI/2VBqXE5tM9mmVCVHFzBrcMheZYjgt0tHFKzjKjPaiRA4FD4SBYKwRkywl5YSsdSiFQCzDLCCbJaO3RtIeoAqVlsTGB5CqqZX13gtowLX9f7bEbEGYJdg0uV2RJz1T2QeMh4AHZEEzxzTH35elT2a+jhfOYVNHJTfo3Nihyy4/qEDeZSfbHh8zph9UWhF47YHN4qF5bbV0fXJkGcCLFSM3ErMGC8nlIGb6gREzvmKmNOeSryKiuEZa+GS6xcjbqJgtpXXlTduwDl/0IGCBc1CD5kOwRJ9u5MpGUDHQP8F+u1d7vpGL4ZwpaBOb5zppvXh+S0WENUxCN/cq9KUJTKcS6InVSRHfYdgoV5gts293HT4g0jooTPLpZoADTfYjt7MX8x72B3tLYgLLpi1Q525S1FWchUE7KEd3isE5TlFpwnsoCskUim6YB1GkejFkdnlo4nYxbYJFgfQe3m0bFWSwcYNlJwsVaF3AjyyGkB+DlsgfqDJVizeWJnRFYLDWQAXnhglWpIXQDppHUD4nZ9e8MilTFUZumndQNclpViVQoLQU6HzrjTrBQMnmyOR2CtCPv0qSDICm3hQEAhhysXN15jMCSzMF0eDPDLxQITbDB7A0GL59gs6xKE2lWUoqsHBPa0fh6zDm0LV3NFM7BkVPyswy0MP3i7Vwx0JjFn17SGfsTcAtRZrSBBxHiTZVVYIRayIHVlQ1tndUATTmsIB02WhCE4SMMcLmE0qclqWiJcBEUGklciWcCCXZYP746RXa6VDOC5FSfqtIoOc30SkZC+5rKSHssmYA0Rbjq607MCJWStcgMconXE0jSEbio2hIEJOjQPYQmwJFiQZIeVGp4g1a6n00JCnAntpVAlqKavONiBFepkCQkvsapI69YUFCaBWkoqPKAGHFY5AkEh1qVhOZnuJeWxUVW+7EXVtaJaS4dWtzh6qAzbAK9avJJZ4XIHtJT2apJWefxptSrIkftTdk3hZkWDKSmm9XOuresekqLDrO4S7h6KMWAHo4mqKXLroijF2kAhe6YEq1dDk6tNkq4k0Ztzkxl29AqTZ+yCvO2BY4ZYFD8JcIsYgHUye/3ab1O4FSlQIJLJNUIHvaO9DCksJNVOZUtXCaoyRxDeUnD6FPFyJ1wHTT0QqDGSYsWGVTMmqq6VdVNBOpTripMFc0hMuIpQMqInZ8d1ZjEw7ijGFUWEnR2Mrj6+TFltqbOuLMyQaN3E7cTucDq0IBDAZg2oq4mFdxur4Vs38chv5ccfTAXO0OzR9QpHpYGQk+sPHimXMpOrVQwsBpgmXH97QNBquRrgOkVDSxHH1diTAXLuoKuTCFQivxauUNIyh7uiXIvOYFkqD6JeYWJ0HD+0rgJwVPCywHoFYMMSQ5XUNYWpCyuEZNirTYcpnPYz1vbHjP9BWC4yv6oO5xQ0ZHX3UIFfdZ74ihBukeIDEwssoJQerwNynzhBMKYA5OGhR1WCV58jRYxZdIpyrNTjDhqvQWU8GIRWoAimUXCVQ+z5OnRKDIbbiwIKyKzVVJKsVwLJPVlHJahia1y9rdaGsGHAK0secECo6nyFrXC9Jt0J61qTIFSnOpG6yqpekw4/vCpRA7F6YDU4DutV6YIjlhqRJRCrtwGOdi5vvC6lfbiSpNsEUaNmIunJpPF1qQWJmkUHLwg2JSWWh4lH0yVf2LMeFIKaOORCvkb4wLTJO8VMBG/B0KfEBS5WzY3DWImvWOA/y03KLFg1q0scmiu2uMMRR0ca1o3HkS0WHGmxSWzU4HCXwtLZmFD8wyP2SQW+tdRF2Aw7uK4LzbNKgL3c9QYDtk8TUQv2dgA+AwAK8JG52DgHUf5qLo+tKuEFXf3s2hdCziyWCJIAK2E5OADw+ZWCm2jqMFpLn2tufswrSSrPLiJ2yjEuNLCDCr5hmdsZJgKHGkFFYAt3u7BhGL2rPlGhAZFfhZpggQEo55jPD5uJwrCGR7y0cDBwnmX4gmxhmftgD1V41iw6bVkkeqjiOVwmbgyZxmaohFLF1HeW8UFC60JPEuxh8mrNcpOTpSKCyFmGCABPGCV5hJEKkrCIRm81Sw2PBwVHEXK1Fwvghmpw08UNIlD44ANYQmlBl2I5BBhRRoKUwV17MG36uM87PrhJfLv+AdqdrBcMzp+yRyz9HOBBYkhSRP7EGtKZeeo44EU7TKVLXsQqujGWYXLJ8mCoGh9IAYMNhVUTT1oLUBmkKJbRyI5jzxt8jxES6Vfg/GMiLMiPx5uUGgdzwljIATG5NoD3ngm8d9vTqUdgfPzBQskMYZfwpwtjEHbYxkrGkGu1s8knfdEy0wjxWwWguzXBuFSTXpUHja3EkXCJeAOn9cQPPQucCcAQoOthL/8mRL2giTq7VoAqTrVWawbgJDTW0vc3Tm3IV+BZ46Rp5AyCNKdxkA23gmGknZQQi2mAZwuJBdqvEabXosoNXzrxCaTai18ViSjbDQ7FZjqp1Sw4N7RabBXhMiKh3NFanZXqKmXt9vCrEptbHwBwiM3MEFmzpHBq8RDT4Vd5DE8YRYUIG3ZysZkeiOoVJXWfLbbudLy9wCOO/W1Z8wQjJfkQO8cHyg3ZTcKKcd0cFB6cCp2dFluYCCEk3xONeEEQSHYtWpAgpcal3cmOF+Nd/WB6KQw98PwHu3VNpMt7JgGlMAhEngJ48MP4gCsRpYnygxjPIZjmfaXOU0BNOiNQyGULFHnB0FO7NtAxH2LW8YF9FmwlJErxHhoALCXanK+UgDpMAv82C0MCVFKdW3WfYDitwX/MNtI2H4CctUb3OFxEPsvg0AtyQtq1p4K/R5Di2CEZfArHldZZKsOB2VKE78xn82OjzcqXD8mi9YGKQ7aRUSI9U8mth4PxeJdgUvq/cs64yVJ8yNei6wsj5/rHVHlHiDAfEmPsAxlb7eMedk5LuOQFHwPtF6e/f84Wrl9+hc5nod6jTA949RH60tKKBpZ7nhMOvmPzQwGuPc+p6NQBBx19RE77P5jrduQ2dFNG3J3pyYpPg6Sm9NG2MzVp9VC4erppZdin5PGBxomikiKIMh0XsRSk+Anrz1qxVVimuj94eqCjeH3xNf0+4E82Z3UUsMV3bh6P/cHTD/7Eg5mmXwa9+MiaN7sl1UVcQfmFCSCzcE/11yTSIFE5/oEvxK/mhB7kScab3YbQX5uWvh8AEAdUvOqwRU532/j427gwqGQys9vFoh6H81KHRX76lUq6bGhQ9zi203vtl06XBXzyNYk04lAo7LqsYNa99ju3x7HB4VDYFGgSYdNdm4zYkaAGf5CtHqTuuiMx5R4Kd05/ncE/5PkxKMecrmPE7+wl6q9jcXgWAIg+60HKm92u6jpOjf+ZD2zdPqbP4Kv1Zrco9Bl4bH+NNpRGPcr6a7JKOu29spRVhGLHEHOEQ0HS8TVpXXcMMXJLq7txOm0t+zVl4FCM5vQYZX+7WY3jb8PCyvLXu1mu252bZ6vHeADlW54z2MC41Gtv2/ahH0X/aaiOkWpzH+KF4aFw4fRaH16f8an3CaqBLkMElH2LMcoXaoIVOeNt30JE9TicjboMvcCPhCE1JAOm6/hRexuq6b+58rmU8nubqZB77ddM1+Eiw7+E0ruhC3Mo/e4/ril0aTYLUe9d+vqXPyhuoIboOlxYdh8grW8exhHLr7uPANtD4cbpOgTYfsQrP3OTQb0XKF/qzA/scU93/4bs8DIsiv57lbmP8dr8oVtHyUgo+9gurP4bxuJLNrIY4rGq+6LYqzIrP9SFHo1lvb1q0tLjcCrqvi4kf+MVKxQHYF1YBNiuo1v2w7SGAUOYdx0ahR4KF08XNvHiA4IICqNz9SMG/O6133qX0JV/ojEWSSixSqJpYfqXUF+4135p/QgEpC+JLEgkAWunGTDBQ+H+6U025X4GodsBrwm9Caigh8LlsNPsTH0HP0wzDBiytwSneCjcwr0FSON/y6FHfyDi8990c+hJakA9DmeH/WnA16/TeCRqGdmfcCY9DiejnoQAh59YhVrDfR35AdqOIGzAj2qQpPH4x46gS8Odm7eqI2Mg+43EQVFwOToyvbXkqWS5s4Uy+EREwJI3TOxsnLtLPn5mOvJZ35csIkUUJryz+JYmwUT5YrkKwUkXe5ILE4/DSbmzAHn6gpCkYrImdhcOBtC2fvwoHh8c11Z2NKoX99pv1e6iCPgdI2xFEZHdYdQ63EHnb6OlJA4Jsd8CFty5eSl2GAtGfiKQNLuCkV3Ir8zjcHruNDWe/LziOwiBxzsNDmSPw/m5C+nlH8LhkbwhNrsANx8eh5N0F7CG/C1Y+qAxd3x+C5H0DqHC8BKsApg9RsbSd9xqi6Kt22NkUZkEsJbYIdBN/Sgiu45yUHvOiaUsBlZ/7NYPAsHcs8qU3Ll5Lfac1iN/0BfDWG4VE4xSg/3jDMPda79a+5gjjG8LgVM0s7GPHeq41363dhwlj1+RjNBW8rZDHfEAhNn396w8RAgd3oE4ee/cvBw7VBERPwIIJHtRVnsSTIk7Nw/InsTC9uNc3NGSOfR+nOzsvsNBV/JCYGBn4Hj77f+omNXBdc1y/wwORyzx7XDYdxadvuJa3l3TtAM5Efaiqj+ZHRRCEmu7V9SNe+13bAdKHvIJU63I8pDsZvtOyZLm7xkpSxAb3JU0V9xrv2+7uaz1JTCA3CNyu4M1CVtKAiB3J9Id/oRwcmRmHzsRbo5TA3ZwO9iT/JNFGCSEbNmnVp3utd8M+9SIyS8XaEYzCpN9Ob/RJalKrP0XMPG2tLO173eMsy/BvO/poN1vXNPT1Rare4FUys9X0yohbsKOBbNAqUlLgB1rZfPLJRAi58WQypY+9n/FSCL4VYlLRmuJzpFirtZS6uD6clWXpMpYQQVJ0Z2TydkyLaA6VVc8WSdYTQcJJlo2P1euRFKYfA7LSNEZY8Cd4TGXFaPsdYCJcoguB0NMFiZnkoxW2bKyGIBIctE26+EA0xgnVoptpDT61EQBD0m3XArzIIX6mGKI7gojHTuU+CqkKFbhexOHEWjCIq0uQqBuJulD8QEHfgT0WCwCR6JaPQog1QxaO1CqJIIsDiGcIDE4nJe3SHWuwx7JKwuailebPhc2YLgmqXONAmUJiw7eKNYe692mwknpAdZLIBZLnZMRi/uNCQEEcGChcGCaLgTMbjwDqSc7yE52eBkwQGDlZXqCQKBSAmGoSmYLAJscaJOVVmTaYrYNDXojY+JwaMStmOilLXJhGI3WhYsJf8F40+fVkLBwSaJcmidgpvIM79sQy3dX3tX52tf+TyjtQpAHF/SM/CH1+NrXt1UI40CYDIEpS67MLr6+az84pLKE+FSJDsJBIypf37St2AKWkI8mz140jkD4pC5ivaqPqmQJn6igc/MBmvBb1fntC9VgK6SZaM1GoO8Fo6vYHA+8HDmATeaHyAQI/3KUGkrpHR4U+gHpQVrYpDfrQfd6wwMcG86dQtj9UKHfGOswd8BNH6Vh2VOp7Fwk0o1JfFVAEtViQlhCcaTOYxZHXH6Is+mLZiBC0JCb2A8lS0d+BoJfZ+w0OGgVokINsIXGQ3/KiHqCSjrB45VEeYAJ5lFijb3s+x4IWvYd4ylOT8sBgyYWeKfwwKeE9sEVUQWbjZm1HvE6NoLrzDluP7vwPuChEGt1O/sg/lx8NJmHPRsbgi4EcsEBatEIZtIy0HCdGHIjSHnT8AogLLJDtHLufxnuuAiWhMEmah2KVYN7bttukZYCF+AAXGCQ0PfFZ3Kuayy8xeppEk+oK8yjFVtjuarF2rAQ6QlJrdQCvNZYG5IAKeJ5whrA1RfYGmvFwV+OOU9ImqRmdMEPLkXmSTZQ1VeLLSYkvPCCejA4ZSy1FfDjOYYOYg+II5TAiEVdBSZpI6TCc2hNsCCBTF2lsxOATvF/eGOFqh01FRgFIl4fXoMwHKGCEbXUcRPWlAD/hzuokPXn+wRvK6fW6qi1YgVcOzzfCtCHHj01FJYBNR5OHi9CXQrSHnUTkrNC5Ar+LlM0FjSmbvLjgXjj02NwoWQFqWfNtGPp2HTC0yVBm3FjrlaSIYBfFnp5DC48V5ia+bgUBr24ovXRGlaoagH/dsNPH6LHUhf9LRCuj56Ci6qKE406qIjjK96XV4MRy+K96qAh0LNeq4+QFABGM7L+ObJUMbjk0xx71FBJ1gMei9TKDfoISJswm2iewc6RAAI86gAwgHVzxPmyCwp6WrDVObmjOILo8AdCBDgKIlrPjErhwbmZ7xLWS1LyWQPQuxuezb1vi1EABkcNg8N87MbkabGkqEWiukU4CF+SYoX3bVUFYhT9lRoNlom6TgFaUZkp4qnSKLdGEWknLgBZcmJ4pdzarigkmsivDA9jjwTJ4EBQCXqILNQMGYsngAUBjAQC+hfPs+ac7IFiCI8VQdI8jFBxmKw8gasQYCRyfQDRQ7MkRJrGK4W/I3njccqYoO3x0jF+JPME1foWuDU1IBE0DqUD0OTZq4wWT1AhSMMuAQbFwLuRY1Qu6dUVUYZYAN3GU2BuAphoEXyFBPJsb+SXQrYSyTcPvbw4GjX0p1jvkZHNezf3aq6tj+Y8ZEVClnB/2S67JT/oRRVYJiNEt2vUMd4NgzaUu39TkQC3iM++vDUEtJ4VACez1ZtUyVUvN5KOS0J+Qmu5RXT+yFuDvCM7t/xYPNBhTcRROfHdYUaJXxEs2svSSTHouh3sxnIok6N7FL+oWA1vMOIPgDqztM1KS5WDljtq1kPgTWhmwsNiJVN2DyU7BQYxm31FQFr9Pd1RKjAE3qQ2MC7Y4JqfufQYyVUJJVvGiphBFHRmSwGW/8pGsF2O0YPwO5pZgFtgQbKoj8d0CX8tyyPgWrBkA+kHYkkIo4DY6rlFgMWa4Rf1lRE+oQEbpAAYlgggtAPFI8Iop/kajwHCUA9nod0AVmVbrkgWhbAv5myLrWG14bmSp5dBpN2zCRXCV3SoOg0LM8FK3bMLJvi/AurVmYoyAxc1z8Wppla0im4FFBdY88/JWp5VvR/0thoI/lTw4kQndCoLunrdrfkPagauBDtgikgKnQlJMHBRg04JpKevUQcvS4EgimyD7kEFED6pKFzCBUyoPDEdNcNmHpE63K5EmVOrrj7ChZ7XJAHfo0HnlDSrr6DZgAF4Bd5Yw5gJwY5Oe8SJoUYVhzwB85c8neioeUPyiEzpPp4kxV0N4aDJR47oVvTg37I3J0pwEBeMiopw0JXw3G2CsrgJ1FYiNCY6MlIXG4gU+OqM3yHYATvMDWuEvxp855H/bHDaY/ZECHWO+IqrQh8SdfsOoh6DxE48d3d4h8Vs76FNUFYniueAac0JjtmHgKAmgP2A+zpu2fDR7kQ96MCOgfEfwj+/BhhIVzIArk0ww1CQowSwW01yw774gvlcm+m6rpeYWtR1TZv7jGAe386WRH77dEr/HssOHcRXXMJuxvPQVHcjD6fsfYG3Wjp+uBaInwKGG9yGVxaeZMVkAxudYzZ7APJkfMyanwvpXy2VLjG1cHTyomtDqLYyGTCnROPEd4Kt6WMgBkQTYy8F7Ayx0DjWcgjlzbYCUg4QcbKpPoiGCU8zPFnnzW2I0FLjZ9467yaIv8azzHtAIdFDyY15IF2yWm81WYKT25TortyGFR6J7oflSU0tuANhLEGlZzEeRNJrq8eydkGjU1+G4eFue9r1Skkw1Ht5lBJwDHqdoxgfJVd7C4+aa8ClzbDf4haGXNVx+qrDRggAxHrhsWL8uHUTt3zOsW49iEGWjEKWzwlCc+smanmsG0g12dhYPQhodNvBZw1VzHfZ7j6IbasmzKrJoqz5IDPdd9kQUJMRWyBEYOPtLSZKO5TkqO/ZrRB3Dl9Unx021Tk5WKLyy6v3NGkkOPlVogtV5L5W5Lp4vBNQMtMWS6q/62pqCbqLPTUEPgk3XFINOlF7Jw5edxK0wxoRSl0PWXEnQQLyTo91XbN4SwSQ6nsuDN06boLqwydm9J/xnQOIcA+Hq5puoANR5tLbn3AeppRAnbhKxBbG4WEYe2/dRCRvrzLVdouvRF3C/TvLd7veiK37BEERTA24XV28/uKW1QiG+h4HPYGrCiBKG094sBIzNRkPIcICMR5stJYppbHNE+iiqweNZJK9EPJjTSF8DpqTWvEn6zZs9DlaY7ZofavlUFwycRNHukglLlIXxgBp+c07VYYNMYixWgvoQaEAHE+VbOT2TXarG19YoJ5guH1j/Cob1hrKBoBGHUPPIGtQifGuhN8x/lErMu3el0h+KMvBXdurU3dwUn5KHXHXth4PHXBQPx1qMsKEerNVJCCgzFDV/kBu5Y0c5LRuVAEYNaTqRjaxH/h1UkfJfmiUMeN3auAsmYDp8gzGfOpbSnGm0p/9UHTpjaodoV5I7TkhpQt7YHd6lxUszpJE1VJkBxzNbreIGwU8KBbVbmyGY4TJ/rHrXN9KMgE9G3PUicJPTCxw3J5yfkpGlNVMoCASlYjdrUFvky+GajuzsTuU7578jK1Kg/UtqdutofAyPDVLplFOPQSr2VqKjdHx64iHQMB0qXaIBy9zVVU72khKLcD1Wkx8bhnIYXUk6ZAi7y2jhdHWi4d6aMKISBN4/khx73Wns4acRBIyy7pdge8jy7paiCmthvxw6cfsJvyu2FBLvqUSUdi8fxlh3LqJRX5McLAmuqol8e77PCOC4qhgraGRKmn2Vuwweva9UVOtvGogreEjKBlCEgNWS9YwJeKduY/YBt5tT6VeAoxcTcRaKNnrdSfv+JIjdtSNb6k+LJ7ckh1ik4sc1z6fL413u56twtfSkyUvdxMftVqydgLRCw03sg6YJR9cRZ5NL7km6iB5Brxlhxjws1KrCwXTjpQw3H1QEMg2oauPVAYLG2m8PUfC52AZ3bFWUOpKGzU2g0zu2BlOW8+xtmHrrOR99UxqDExBy2rKWKEausXblEOcj5Kj9UxwPHWNWE2p4tWb5T24dROp7hi2tLVlJ+IN1693mz1Sammg13cM0KBbN7HKmwVy1TdFapalWoa5JcoOu3zbnNG9A8NhfXmze8MqeffdcWCcvKy7yBwhHJXdO2rUu+0J1rft6dY3lsSXAyo9S5XhXZggto7s2wRQHroLn3TPUnZQA/hhjRR8uSedkC30WKzdNOmyVGpuC7Zxk1c1NdZxj1up1l174aXtLblOxF3dOZW725ycajkI1zuEdeKOwbtXtXiJtfWCj4shq29C4LicsvEWnpgtOeapd29vk9oyCuoNqt2duFVT35lofmmkijUGCJxNRw3utD+oTDe7blLxgSEDou9CIOMuxR1RZ1qSPgmQd5eicNI1Vko7GZIiczPGP5mYuSs7HWtMPLomTKZ35SGxf2o108hRzJh7tN5BbtSdAulBrbkWBaUu8E7hEnvrJn55BzhIaShcHTTdPvg4pwl32xPuvUJAYq1pYzDZivKWReIaV/VFJ8v8aeYgvjtTPByIodd9E7CAaFfuWwhQYbPmmnEvdgkFcB8YPey0YVADke59eph32KbWrRuR2sVwlNGFkH+hPHYz7qorefqQJF643V4I8S+YTmgkakUqf2L9BSDlJRdtSzdtMGytmeIMZcmBm9bFz1JhgC1/YVgBDQV3iWYKtFv0ioAVBdZaENRFDXHubTWFQJSrRl1TayzYSue/FjHvSCUyNWeNWVoHJow7EgeOr8cYtI66BzUnDkk/1RfjDqSgV2+OqMIxjHUHNkX6KQ54NA7ZnU0TSrzaYtHtiayk9mC6Q+c6U+thIHDt9syhqvYYhN5xeekhxOSta7pZ5VdWQxrwQaTt7a6CcKQr4pgmUjYAiSDKTeFrxtcNvR4b1MoqbvQXsNLuEFRI9YehELwYPO8QNpL+Ao1I8xqoPxgB+hopnfqWg+JjrmfqtAa5TmpSt9kpnwMwVTuRpbX5ehnEAfeB1Bk1pses8fLjPmC4JrOIgtblgQLTy8BtaryjCMyrPqwcEIVJ9y5C2jFFzqOTjVMPN5H4PJsDS0A6eLhJsFHWH5wEaV7F8k2iHlpChOrxeTseaN4oCh+AbO68JEagdozUa4k6iO6m++lIn15NkJpoKMRaJ9v9aSCLvgGZHonyvmo5FQ06IaLcRAo84M2i1ukgQ45n8cbxxfqDiqGeZFATYwnt/dMhFAdZGx1jxpJJNE8v1uTE52BB3XgQgOtOUCawdLve6oQJHyU3426gf6g/4DF5XXFx4w0Ze7GoAzSs3aTuJM26GzzyeKsUg7TrDa4Pe1OeDTLmTmzwW3vq7bFwMe7Eqxu3buIBz0ZJS8dupfD0W7lToXpsULFqRWE839W422bSJ7XqifZ9lFEsZvN4ibh329PtHfmCrPYs/hG7RMgdearkbnuS4fEag9CxMEh4GmHyNDEG/FnX35304kStiWSN9UfWnTT66GlmyjTr6wjNJYi3IYyZHLML9V0tWu0i2nTnPIEa2nBQuwji1Xc7VNyVT3+nl5spfN+gGx17rj15a3zfHxTTT9WOu3KBiNqzRVhsC8yb145bYXOtK4lpSRBn3itcSLxdOjQJFnyVxjRuxVHKlVQjdd8OK9qYNrtXIvUUQyzSxi99wUM3CV8re8ldWTPamG1tYC+ZOZMIotOzkWeMOEA42Rhh9RXps9Zs+Cg5FvdTYV7tmSfRmHgQfNkTjC6dwPrTOESmZeX9RLX7rLdAGrMAEk9ZqdvIju9KxYq6iVCphuS6DcQi8WVVL3Rm2eknkrN3651w6yZO3Q48YKhBXXBqrgndDrQWb91EKe8GnERr9tgAhaF624W7PQR4awSpP4ZaZLh7Ajzaj4z10KsighQ13maIyp915d0vdhhqD1cGKnks3C9TPt6miAZNqftYe9iy8ns8KW4LxYx1KAJMTRt2twVFEHfbk6vfCzLTmpPFoWGqN4JTpxq3uFoB1FMAyKa7BmwGQeyvA9whK+gCcDfePBGSxKQObLKsEYjABk4Gbtz5oWtECJx64v+KeJgEfGi5L4DorUMruGgSUbkvmNuWWky49X9LeLQmhpxQpzpPpKWmvldpymxcu8j6scEJGgQQlLusaXLljqodAID5tbRx6Z1VHAC0KZLYxwce7pWiyjLatYZh4UDo3z4Uo2xdDL/G/BGENDDD1qUR8+H4g4ZUkcIcUnA3mHFCTAdTU7h5LAn9YBM/BTcIgkEvYeuqKTDgcUPiDNm1C35dqDuEhuVy4LcAU26WW54aVPKGm6ywXasECRkgBg0bBFl4A+hmeRPitwg/7fbSV4NeuvgFkD73TtiEOrQFEbhBGXcAGkIWVObSb7JDQm2NvIVCtFs3kcB9xMSxFg2VYCGF7H3Ep+ctLGrRcEt21KKlmjdo0xrtb2aTbBl2U/UHJ3oUTG3tGC5Q3NDu0hOIKT9EYfR9QaDcbU+kt5SqaD06JIOOw+BySxn1+D4iZLSFEo2jRzS3BDMl28YGpPotht5D09O2EYYpYYIi3cMC6BuO15t1hKadmrJXR87VisJtdohWNdbVJFqRBIk68oLvbRWouqTfZR8oQ0dbmPX1KNOTD1w5Vip1RL6van4tusQGHWdf3j+ADNijj6B1Zm4HB16v9qgMhx9FN3SapWbmLodbctSAHYKHSo0Iddy5x2SHQCEkaZqA7lQwhThV4mYjwvVpANV0ppEsfGn7n6BiM8KEZqGilG7EBRrYoiMbGLcLy5MdFxn1TxOvk+CsN7sE2SlCv+rQH3SQTdcNNGUAucm0tqoNq3HmGG3kADaAyiw1jpoPq1w9G8VtsTkmAQ2UFiM0SKc3A7NjpHnVo0G0EBeeDaOOh9mYHh20WI8SmXm5uk7b10hLPbokp4d48Oze4hpyd5G0kJrlaJNMj6MEgR3JSKT2BMvpnkYGNiQwJQ6TnB5gg8VTLPAu2uFECCWNml68q1+somwhcCxFRFLqlx5S2gOd13CEzDbCY1qTbjBAD132uFF8GoZFhPUkTQWySxF2YewGFLJ99Jjw4ySOkn2cUkTDkkVaCIcdKSDQDadbwC4V1azv8EQRsEh26eAxXI4oWoTmkzvZvJtSdshmHM6tFY3eApv8bMYSFChZzKABU3wpJuXeTCw8NszO6q4SbEuonGwbRn1MOUhoJchbXTuRHxRawNRyDMNmAgShJs3LoocC7WwlyX+Jcgf0g0WmtJCIWFKznfs3ecxe+4Ch3gywgg7Qd9sUOnWArETROrTHmzx0N9Qp24oLJeowOsm3zGKvMOdBoUCie5MDw8YS/eDupxT7f+qbrkXWbjSu670BS5Qxf3bjrQ06mVZ6EnhrL2jrrqr9YQJ3s15AZdvuwbBNiPCryqWibcHoBTUBb4ay6aPkdPuLCLEWhTWnygKxDyRaenOUBOYQEcpEz1/+jC3PXguC16NIhswjbIzYFAbI+bMKEMyppZyjST5v17uITVXEuKb0Amga2z6b6ijXtQsATYMEoKY0AHpb2v2a1S/qxRJIuDpxmwGm2TLvlPZPDOvFE4U+51WI/QMHo/7sEWIGQXzDz4Xqt25iku33V6AmxTWPWPJtH6RInxO7ZTaNdPv8UbP5/oz93GgOswjHvVwX/3d3uNueQtiJAEbrUrNWM4lCKfuQiQr/x/XCPCKnRSlali3Eg0uKgNjaJgfsk7ItBISgD0z7cKfY1NY2vmNCSOBqm7UhCvudcncMrPtTDy0B2zDB3iw4TvRIRq6NRrzIDIrdLw6I+MAIFuwbN36dJGODy9d9v5yK4pjyqpNudLmUcW6ttqEPohDqBoZ4a84LG4fQgxcT5dqFppwUS8T+sIilZSGUZkWC1KBDE3vRHLYEhAKDJ9wbYB6R5fq36wkzuFBCoUlpdzhDrksVXDCTYHS9g0TZqI3o3tabPJKIyoXaYBkcmGtj3qMgU0LMoTrAmz4o3BgEwWy2E061n2sjTWeqZ9eyyGkGu+gld2tQPYM22xgBDIgLaLotGH4/yE2TQULtcGf9FCTJEr0R9myllw0DVfr4yFQK8+/GwQ3wB1TVVZwsgoFabbxXzAdGSHHj2B3TwTNXVV+Od46LlVgeB7XViQtApJJsWOISObpD6F880SqS9KbfYNiKUQzrCEa6nV+NtuLvEXoOlu5kaovApHVfnr7aOE09dYfbV7ol8oZ9gxh7mUrTLMdNHWj43ALy2nzghC9bBGNavZWZWwLyfq2iUK/48asrU5DMHpSe1Co67Hi9ajFv+o6oVAG0QyxK3TyvNj1Drq7Ll1FunhFidohVIXWZz2gGJSmdxB709NtvmQyJXD2K0+bpN2H6SDFhPYoTVx6r8aOWQbLiz3IfywoWEWtSsjZ/lntZy2hV1qRkceUyOBj0HtTndWA6ywnSlO4SvQ6MqD/r4qP1AXL1551jGawesjt/QX8CIKFVMLi6aXjceGUXdoFhp/rvkpKu8quzC1QAvPH8ME31w7f++3BU9zzKeToimfKC0MrSptvTEenUA3CYurTpQFlBoIIbiGh30wSA2ts3zjl67E3IJEBLw/T5RIu/Lf3TghVvN6ATdQlAh2rp1qMwpfSHYFtPH+n1UDPA6lEcCvSHWS/WUvZC99Toryi9eZsd5SH6P9riMoMDC0pFpLiDWKQuoaDVXHsxrosW/B/tktrIkqsuFXEuLyCQ5GvSrhE0pg4atK0QHsfUsiYFG6Ix8/vOdWJXGFZSU/BxREzxtSukMHDfN2DoQ18KQ0peZ7XHm93Kfc750aeFnZ8NbvoUdq4J676h4rTUKAo9efVDM4z1DkICqmwgNQXnFOwdhAQWnRk4V3NO6WWuDzGe8AkogRcP6lrJE7guXUFZVuA7djehjPNsXvgD2g5atafmEQcEH6jG5BaycWgSuW4XllK9ZJhiqWV0gid8cllm8AfF16WpYzRjceafj8p7TVW2VMQLzRjEhucgQ/AuE3NQ2mpMM+LZtxCVYw/nV3MmeKVZb4OoNnEeEaBbdUaJgBwXm1bUXr+sIHgC7cUAAogImNGmwyG8euSt0u7WRShic9yYF4rrz66XmjGRg5mSiq47ndzAtPsySyYbYVTMbwMiPm0tqV+3WYBpYFhqZ/E+GVCVpBsQxbbV4d55Wznq4UThGlCEOUmpF53Bi8SrZmR5K3iockFTLeyn59VKzEgKhQFVee5XTUz6zslfXblASgtI7F30wsIHTtCx9UIU11/BdCYtE3vuwQqjTkF6soycgIPRbbSpNdehsk6gpTmp9OKGbYHE3+115aKZ3gXYbkIuHPEcoCFt0pQc78oyI3oXRERB6+fxEIUoV4TSKv4IwKwm8VFyuZ7GyjrXLQmLCgnOe0KknoHSnC8cMSM94vy6gLD+rAvQ5/xuneF6dz6/ktxIgZdnRDS12JBBQ8EXOdOt93NAopztrupKU3x+xeOF/2NUcbYzHi01zPynCoSD6BU5UzCwxgkA8E6ypLEPuCSpx5Af81Y8ub2CwWaY9NRuUXTayCzQnungwIu4jC6CQfbmEmt77RImZVbSeWYvY7g26K4QMzdm7lOO4qmtGW97b8xcjTYAilQz3pahjCjz8gQfS6uwGzzh5z3fQSFpYcoZS4Rat+QsTCJz7BSMqbXHI+gjuE4vwzJ2ipTIFxge0Ed+8mCyNtx6gDR1YR+EOtAJoVnxw5X9AgNaihTHGuZIzwiyhnrQRgw9QducOFgHZde2VQ3iBWVz7dajGHUM0AbaOLbK1n1KXcSra2LxfklA2ak1lnhBWRp2LqQiDWTrR82brp2qAVR3C5H+HRyqORHBrtGHw0YdYtc2ph1o30comwpHhQ+ccHYrdSHSEhDLKgC5M290ej5bD40CdmlblbKpU+6NCUpoXjhfnNLVu2aU5aFt62xergmfkRnqAPqjbt8N+/MOCq8DLVp3ASttXLRYB7gt/onGRa9ztmc0rrjKAqe2r2xqpmSDeoClgVrgtxxxg8rSHh+LJ9xQ44wKIkGpoZStSsPMpgzRxJuLLUop9lDqzc1UY4L2slSgIAkEu5IxFAgbFD2rIUnakZtJxh46nqwVzOjxssFoV7JcAWlNplecnfhAurCBhLJWHs3UPnTnFTL+7BgZWpgOfdYAGjN7SJ5tUxwfI1AB3QNQC0AlnR1kBKsXlNW1JYdIqH/CXnbhqRuBY4xahY9yDQec56MuRK1CpQkCyQLmHm6XcMJ+tg0zB84OajVOYfKtrpDNSYfDxgJN+laEFc4kqE1k7DQRrLMeEr1xohHMTpS74QVlbe1hIDfoEzWmhvh07EQlJiJrf/QJsChDnrpNHLcfJtCsie5oaeMiRtqED0EbQJde01MTugCFOgarpzdTC1sfGMGIDcAoQs2ggmQBNVWbR9of5KFZzcPyqwNqsCHf9HjQ3dA6gwg8OZQ2IBAERfAhOnXLkcARC/kmzwGz3hCuoioraoAov8BB0OeMSZ2hLA7wLC1yF/rdeA0zVg1RrNK6ThVSm9x6sxWR+IqJqlFAxhxPInfrJirwckbEcJY20gdiNNGKi16U03JRGaqgIoVbL4oqPcREoxZUjCNwgc0+kmDNzjevPrKvQgtZbbsSqUfSkujQCiq0cZFifQRG+x/MwWByupy/gBAykii8m5wQMAKEqTYzjRUAbGsDWUGj8MZGDYSjokQkpk3Y4xZIDSR0iTYOQEJrd4EYMGPM09oMF6R3+njURggQNkUhpAWEydnlZagONxBEGuckAsjqTQw/8hdvXn5DYgqcpfaLFIfP3YdTw2+YrAffYmkbCW7BwCnaRiqI+Q7Biw6MJRJz4kYdQ3fRAx0c3UPMG4SFyo49m81pxUEDAW1g9brj3qkqeyDOqMvImO6SFNmIpHxeUNZETkTC7L+cXMtbLPg4B5PKYFCDJW9xA3D5SQBnIKPGORg2ylelkabEuA8HMKK0CwXTVwKcq9qDB95FYgIA10z7b6pHWJQIHUIBy9CFye9rpNFWQCZeZeRCFPf0bYHIPKHu0PclxoAT1XHWKk0g4FVDOfbgCnJexAnVZj0tDNCCjOZ1ipEV1XcjQSa1iTRRmyHv8MWN1SJMGHumtJmTYR0EA6m6257gWnrIramYeOKQ2W4AUjPE2Gbqm7rfM6azlyFhhIB5RY026edrbSAGTWaNz/RagJgZJ3C+Z4ALqpVy3YBEWYPjCrtuQisSo726w68dKFGq2ZYUikgOjDfaFbMRz+q0s+ENZLX2jN4QTkYK0EVSzH5J+LshP5C90nl12S5vRaa9Vot8DHVFay5yGdXAYb/5rCTBUcEr7ZqdnuH87V1OQHUaH+0GPxo3UxRWDYMi6h9PIW6Ug7aLX7EfNH3JXRCJQt8sHG12G08BsF2obVKySb2HzpaupfloYFbPTycH12E3bB46G2fOPIIXI77drJy+evAOoPbn4j/kTRtKI5mZK4aaJfMwwiyq7TULrIRJDZ14IFRpV3AzmPPj/OBaI+3oyJDBr145ehMdcsDcFUPAeAuu7oGHBIMMCj3kAyzHwA8bTDJ3shsDsfFDANBqfaBHBaEIKPb3U6TaG6VzZLgjG3HbXC5ooeAw8Skfhixx7tYIMFMLZSzZlnNePvCBqR70xEuj+Glcrm82pYzgoBVFNOtnrIFyCJqOyNQoJXFZNSzFMdWat9HRLCfRqL9Atww5ILgPbR36n1A76W8fUEQN++qqzgvKwuZRBJgBxeyFdWRds4OmbtZCfYIHyG1OivlJC6kA9Q7fA/S7f5mDarCyoY8VOehbkyekYUMI2P21mbaScyfJLvTb/aCAkrcdJawNYeHRIj4EeTVFyUdxs+3E4TQFT84D4eBbotFe7GM9rDXYzDfcG/PR2AZnsRhB/PjOCdZST8jZTIjpaCwULOcCsGO7InaQHYYQ7DTQxa8q2lhLbxB4JHQjYDY1FaaDw6AVO8RgY5YcHb1Cw42ztawascgR9yrFjNcg7cx2wFNj8lG341gngYXGxLH5qBsEPLXTGDcmchv7ZALn7aV4gB4RqXkck/+OhNiDgFAIKB7TnkUMILhRaQtILV0hEGzTRMmlECXStoeKabl1mTAByvqtsUJDKOpU2jZBelY+8H0gzWBRySTnuaSWIqt6LhrJAihIIl7ExJC5Tx93sQEQUX2+dVaUDos7bXUTZyMNViZmPQBiAmoMuGkkASQ+iK1TSgjp1cffrcBOqK3kHIIIIvHrcR5a+7gNAsCJUwhIfSpy3yVhbIHKWgtZmjh8Q/IsH/a4zj5qrSSBi7WatpsMwqMeSfoxWa+pgS2j0HVNAwraBqFqHBK32geWnQqPV5oHMonUG7GnAYawK4BQVm8pluhQRduYNwPMtcC0CF8ZD+zQPuZU2Ocd4JmH37AKjfzTrvwxEXDiwlGGzzw0c1uCCaqjF7b04o4eYcfE9W+HzJYKYzQnhg15bqSGso4QnwevgseZcMjk0kFnR6Mzrrc2/A5PY7UuYaXeAkNtk4WQ7iTnpjYiprBIA8J3BVbqNCKAx5hGEWIJIu802vmuwDVwIZaWMSAK8xkU/vygatVpCxoFbqgGtaVXW3WMJF5ho1mey0Iz55xg+HFEGYL/6skZscT8HClwOecEP9yIhe1XD0INu9pCdwGLkOeuEDojglj5PJmwrqpDZ0ZaAbmywrB5cmwmUw0iAYzOkpVn7kGDCmvM5kr78oEPMPWkUxbazpLMAu7+qVXXIQB1FxWteaYQ8W/CoQ7vMbpj9mHzmwSmZArN4uZerB6iu/eKPsGdAA4KtVJpV+Ovmu0ETQCjjJkGLjC1wQmsnWWeU4oEpdtET5S5kdqDfDvuTEHa0vZWLbdDXpNpV1k3AUezQ3MENckr5zRrPF/xHD9naAkcbx2VJ65sf+ol4B7HYkIbBabW2wxFGv/AAsNhjfMmWJJr1ngO0mGEB8FUnstAFucRM/t5DoAKxb3aU0acSkrG6AgykGVKgNwQTBHAcCKktikeXmwkkgvxjYj86sXrkDXkEtPlkV0vhBAl4LlCCly4+XEf90GBwdLWTC5mH1PNddrsX8sSDDMlE3DVH3L+BIMRNhMvRL6JAVSWM7ZCedLxAI+xYxu21DWfKiNuTnfOIu5HcEgcQRapWDnieQYtwgpnMYpDAkF6FQMY9rQaqHUTWQ0kD2sdAXj3xfWchxUHrnLimi6YvuWIPLDEYJiRP/xTpmna7nyxWcechg12prQFIYAwMKdBn/9YE5QvYPBBJY9LnufD+YA0Cd5KxG40ZS1/kGqTt3OEj7bstgbf5XD4E09o1SCHc3XBReCt9BPjI7iIV0PfcudiSXGm3tUEsNVNWo6QKivunyW1jrriikbS5eEnCmHejZuQKpGQdQDbrscg287ZkWOiEYKuCq1l4FNsNwBgwYAMIZqP8JLt0QStYshRbzkxaF6hc79VVZJ/uXY2YxHonAt7tnOgNJ+BWOJfZsb8nS4dZ90YEzbvDSGPZaK0rb8dZEJJz+6awnj12J1PYHN5Z3qUySsvLfJeHcuTknfrAUvAkmBg9RK+zKbeW7rnlsys0ZMelOkA80DFlx0ClFHABwdQJEDnsjWXweQna/ZfxzIRAFaVziIAF1UG2+ptQNVYp1HCTEcRYfodEyDrLTXKUGF0cLppl4qYMXHqHjJ9UsKw3pJ7BkGcf6s22Byf9ZkEHG0uJOyPs1a2JOXiVhUvKOtChzHQot7d8Vag0pZuuQJwhsD2F0tItHVSwwvwVeHgRchtncZ+sZrcx8ErK8CXe1bFCcDA2d46gqMUCBXXPj55lEAebCbcyQMZZuiuQkO3zSC3MBvLhBJ9tU9lHiVk5B3jlDviBQh6l9Syg5hxTiuJWWNh8tfwTor5vOQ1FnzQSi7iYj56NbyKtYn8gA98gKg7/Qiab9wYQzvKvI0JBC9xFqvubj527YNHmWHF7fcyw8UJqG6BWiDpxPcD0CXR8ng+m3HUWqW06i2P9AwZ5LdKoQm/8OEfSzBWRbahAkkMa130YhZc3wUndt5ChaRRE7rEtz3kYfo1iCVggj6saPB0lDXgA9hhhtMBjciPtIhWoCXB6YQ+gB1OteSGH077E7NqmyVvW+1ofOsEo9E8gikSLYiAfOsQSW6oAEdUMeTD1Fnm+WCULUi+DzMnjOgC9hNWvmDhEXom8dekSgCVzsILolCm71cFqEFCl8X9+dm3FxDNaxipb2kX1k1UhL/+BOmbYli4Y6K8rKoAbJAmbik5+FkkfXPYAQbKEJB9Fscnlp5/d4GqLn3X9Y3uDdEX6cngH3ZBvVwoyitMpbA+lcBFfzRI7gTNWZVO+EHTlrxC1zGebHkraozgPsGU7F+s1DFYNS4h0PiYHzBfhnZzPsERI1ilcBOwC5KYBecjRgTyUQLiSRIIMEH782P3CSu1Os5OVmSnQJH0FRdm5xazP+V5duIGSCPrrYOO5p/Dzt/gdMhdaOJBfc+6qt25eTR2tB56dQwRIZhDvDki5pEpKgv+BWQO0zm5qWkyoqYIfHhr6fuYbeEXU9UERzRs26RjzaZdBmTHy8Sj0xo3sIDUjdxefOCKPf/0gYU8jMJ7Myip3Z2QQy4yffI04bU7insvNPkneFh5Qdla3aXuRp45w+IHTV3yTBgCeI0mQPSSQjK8BpJeHcnKw88fCHExU7FBjyYpG2uacrUvUSzrptH4eq/9StjdbECpZSCYMS2V0JJ5a0+fVmXVJECGLXUkKhI+UPXIWcaQ3legCQbbRFTuhjDlE0OBlw4WY7XEkHTvqmZI2vET9rm5wVqmTRRzU8g/QpdCVyGrwpEcFUR9sNNVxgr8I5AofpSHFiTSA/XoCBw6GDCl+Xz/OEzNT4zr19LT5DMhAEBnieHk3Ptz4Cn1MPalrsntkZPCnPCDfrr5BxEvcp6s2WQaTPCxGRFPNeY8mcYvj9bZf6p5GqOhu3W4wnbsuNEqnsRSEi7Rj3Ko/SeroK9gKfOBsY3bsfAlKvYFTZyZkimLm4v6IvnBurZclNcI/knV5AMf7OlPdoGxK1h0/gYtguSioaJ+cE4rH2VSlYv6qfCDcY05aS2y3dN31suho4daHAEhdOY+RFq6Si+Gu5NEnsfhhNwPwA3RRSqAaf4ayY1sdZUjGN+mp4UPTKPUn/KuzlE+Grgq2bMtLqx2Ke0BsgYk3FQuilvlB9Ec5Km2anmTAxKqtjR8pid/eIacLq/a4m1yIAGeIRf+TE/s6pyyKT2Baw4zExeipQ0oA4NlIScdd5W3OIA4Vx3S4gfH5vLPBsP/SsPqU1nemQLsb6AHmE/V0sijhPD3CORaCElcaONSl00TsjkWCaIoQZxHKowfFEznlw2oPLuY8cxJdwV+sHyYn8jDgft6sqCP9ArhSn60ciTGNmWvbD9pTslx90leBkvCC+6W5UiK1OKON24kyTHJS5GG/KCVbt4alAD3taGCPnKiB84kJcQNS8RjLoElfcxGyplkepdbeM4cDaFdPG7InCvOy55Ym4Di3B8EiyUREop2Oyho9LFQkU0orbkZCjNyCbAVFx5wCMPS7JKMfI7yrHgHJ+5ppKZoQUpejMPEnOfYLyp78WxSQE8wbAH1008qP70L/WCPXx67K4kDGZyijeB+wKNAOKtbRLHt3ZIwx9ggmESUn+6ifjAAjPzchBEHYhxDGxEx5KeEyf1TIRinC0TnGPvbW5eeYIjMuckTyy+XF8fSWGLAV9xSEgTniNWp0sxT5KiAw36wxs6/IwY8CKQebURD0Vcp0svtcIYcAWwrEpHiBzlC+sfidJwVln91iQInb3rWUYlGp+WGZmDBN2K4CcxykGtfHhxzaUjBwQ86QcOEaa99RMfs4YKJFoXVYGlEMff7so+lYuQvcLS8IJO1XJSV5r6D6aoCm6Rj8OTgxG3JbQVE8IJIeuSiMRzkhzudXlB2Nyd2qrXNfA8wXQTpAhLQOgDC5oi5UUQi3/JI4c/ey0h8B7E2AIRS3gu5Eqkk8g8IFbKnaGJ3dolAIaICzVcWKKkgKifRy+oFhfTmLH44ceHOD/SxAr/fklyWf9ghxkGHhOMS2NQJcpLjaGP9QKD26wwownGpXnJJIh6YpfZWbFGYwO0ELYP09sAkJ6dMVZIDIVKZl/gt9IK9eN4iMQ8fblRBHw8Y8l1QEMhzV2ZIWxv8Yz+uAixp+M6wgsmsHASOvxmMbHgvTQxt7OLBp/kh1YlqzPI0OvhhAkDtTuFcdZcsd+FAFSc2J6CNaSn/SyWQ/+Qw2Qc+kNObNJfgQTALzLow5J84lTmvhxP5aGhsngMM+JtBIU4gCHvOg0si12WqJwhk8s9QzH45AyvOevXNfemCBIW1EfStq+gHFyw5qg4hLyibI68xJCRPtcGgC0lcU2kh4IuRwrwFu+NEmLcmeeYwAmjmNRFENLVU4VFEZAwGndw/t0c1glv0aVSHTWPaG3Rr6l77vdrtVljoGRBOO7ka6EKFp+UTTf6X0i9djiH5UJYX044h7kV/LYBacpMCQS3pcGC7Xo0/ekaiCjcOd+2RF10fJ+UCZs28dy32kNgrbLI83F+X7juDhSZ0lcE8ApcLlxl6QT+VHDUFKB8+QMMLZviRo2Z++LJiA8D81s49akDF6VTQwfh+v+wIFT8OJ/TsIwGUrhelgt+w6oIq6QdtC0WadNdGJfTVi5hJF7P6z6o9gYHb7wpNchx9oPfR2KJGlrreXxFsYImx0KlL4jrjPnMunSlphgrcroksGWJg7oWgKUl0Ap5HM0nWlaL3yQjjPjaZf/BCZexPgxqcyMXcJ6MaS8BQafDCWX4kN4cXJDuRp8L43WtGesZYmKBHcKl6XprQB8A1GSx78W9CGqHAQnILUBh94AM13ci0Do9kcmgCSi5XQthIBCsumQM0QeOGnAbQUEeg+4obJSXBQd3QEdCIo1FN/XBOPUZuTm4/sR53bh7rXgHoAU1CacdnXJGtZPDRm92C2G/omtCJVlYfWALkeyRoFFX+4ZpXamALVvUAo0eTtBh+uUWNwtavhnBOzjzhYwY74lOpcCPi8Mtb8aJJlIDx6VuYK7qiElnNwE3xxwNe9xfaxPJ1eDknHl4JAsm6OwjgXHIyAsfuR/xLk1Ds8Bl763yLQr9wsPwFfxOZgNmTJ04AUdKjbXOX5mCn7pIs6AN1OMhVjzD1mwtDPlDVSB46TP8rDUcvjr7snVUYrzlw85BiyhlV+VZPnNdlMd7g0q3CZaXuZcm2VdXjV6jcG7A6yC2/MoPqMnEUhwG4iITQAdgS+kBV41x1sOpHiTagg2ss4rwwoHQZJoU+UPU4Z725zDebdCCuNPzcBcBnaHILCet5KNwLu5YsHN0By8hnIhQdwGugD0RNkrNa5uqYK1I8H5IhqDNesvQaHTEfKMmUo1ggQs/EIZabFsj1gQ/C9AF4Km47+EtzrchDABHx2IDCZ9gfvhlG7qYijPI4nJG7Akc1mpEGBnVtykXYsPIkQILTWBFbrhCjZ+52wGkpsN94JByr1Bak32BV+kA+CrlrJhO8iwOanrn7FgsVM9p4VJu/aUHginXBEZvqNbASOhdskrctqr8G1onY9PqHdT59D0GNMxLSH6gJpe8dePlEsCp/IOZ9TlLkQ8fxNHygHIn89URiDgsIJGdJFPzXAqpVMZ6eM1bDB0bozGO3bNfFI292W2LHAT5Be4Ug63y9DwjQdzgnldBHQD2n2IcPZJCcn5NEcxWylzcIwnDi15UpXVLXCW30gV8gcpxDCF1HiAsf2BWX/xcBeS1Zmg9Mg9RpUsVwJUckodi6akXSD7AexsxoaXwWwvQAH0z4wKyuPA8iqAegEeMDqyJzXQOXXcbRE8RWyIxkh5Tlg9usCOm99tu184Wl0o1rEURjGHMaXmw+8EGVLuME+lVwbJrEeuS7Wgxg8Jz8FqW/JJMkv7GpvwCh+S4qZSUIBvSdB0A+UEk1V6Hi1m2wvkVbqS/BLLfzcES+aAtog8nhnYdRJJjN5rxCaPWWWCZ9B8ehDwS6yVc4MXA/GLCDiQV1xc4hLJhubKC/sOo7UZL4wAAC8hYBXnMnB6B5YGW8isXM4VBLzzsQ56RZ/hwIrarAhHQBe8gesEmHHMbe/j096zIXA8+SOrZ0IMl/tEn6QKEjegwSRD1Tsfh/ItF+Rh1458kIiLqAzEsPiCQol0GDZA/hUeyhcP32cmoWnUCIJVTpWC970bwzs8VPOwGllW1B3qkpW/YX8Na2urQTK/IgNqM+cIVHn4l50QVEwPSAvOe8Bou0G3R1idZfL4n9XRMd9kUo6tXW381yJ8PjcHLuDEyUoMNEUYiqfekCZh54wNqjfEdnmC5gpYEHbKGa88o90Hdw4HrAFWs5j1rkXPV39+q0D7ed7cAgLlK/MjWQqxIJ8hnApdjequTDZo8e0Las25xg1WFd6Pk7PRePs7H6KxuLxE5R+tkYcOZyjm0zFKjvCZuL49UYgnWBIFZrdK2yEUbe1iHGHSMyTtfGq+FU1+866ORtIXa+BlOd7hDHnVNFdufm5e5xjT+0mCqKqtu82MGvBzQRq+P4+Rr1ZYeH+xvTgWMbzRSsfEhl0AOYgPKAHjDkRG465LOdoVKHXLjvY6SYX6MuJeg0W4L3i2Vo9B3VyXGWEjFX7OAsPEAZlYB1TBXIOBkifMYk3hajAzcQ38+99qu2++WW6TEFlqMnlnIlTmEeEE9U30m5oeskufCAGXryJnpgNxECFEhL/Jr2wB9z9Bj9RzPv8l0RaB7wpUdvykEBX8Kp5SVMqDfponrAF55897N9r99XfEkJErnjpOqFmg74ZJQfvpgD+oWaPUdKq88XMzUZhTRvYmLTA4qB6Tw3WDmgTzwgmZS+YtOwN+kd5mQVtMqGTVGxxnxIzs4RCQr/JY+zZgFEPwLRZMgRy6/ztJdArC9blAoL98+bHmBU1oa6ytEQD5hz1nvOx7BwNF/2BY1fSSM5cxLwzZvwzgUl4fs4ZyyVPD3oyGLexHfrX0WxwslXdJUgxz4JqnDuUA/4MkCf4eGpC1gx6AFffHSX47v/hMKG9iGb8n8c3+zUJ4ZnUZj0yh4Gwx2dxQKd51AETP9x0JKbOdq4bNSB++DMDjFM+iUjUW6GQ/R3eGHEuaha1DWaLniz29Zdp5HMDAdro9al32T+eg7CqfqNZZIOfAQMpzQg+znTZMRuzTDjmb2hHu7vSwc2EiWW6+oDZxqqHqcjLTe1gPXxVKtEnB1zUwuWcToQ4CLOwHiqRjb+gvLOzfuxz1Fp0SxGKyQo6TCQi56Da58eVHjrAOaEeA6Sa/pQygn7Rc3nvfZ7t2/gVECzND7mkNNpVlU8B8M9XejAsU6DpnsOfTD0Id1Tr1DER56v2Pl1nYksiCDn+SxYhSKgOItiqbpOL1sGFCdLuUCl+2ArKs3yNkeak+VULYpe9RbxGWMjlIJ2+mtegbxq6MinDDyjKcfIG8mSKnnxcEBOUkVBH3rljq+8ke33KwbigDkCG2Z491C4gzstq2mmI140JrHrDKDzZ1s2UJ8Y3+ioish3FXlMaJCE9+isgoORQZ9g1pfvUg75cLWlPU5b//Fbqw6swcYZ1ASBz9kiqwP7GfhGsHo/ZwvUOZRW3HVKEMFfbaP/eUgk1vPYwPW2XG92S2LXKfEi9ut/Hrawe2gXeBxO0R1NptJ8gfVMyrQhL7ac4DdM1uoObHLgSz6P175G6A5iTPPiEJx/jYsHX5KiMk/lOzKJp+Gd9QlExz99Eg/MU/suP6LjXaftZTO1OHLn5vXudEdHZgxFFFcw2C4imJpzQ6slKY4F8bHUerKMSE9RRC03fCv+k2NxY0qE2FesRvfa74X9r9PMbJdKlx5O6SvBCxYsuX6YIYQPeD71BQRUrBw5+w9unGCSfO10HqKPUtuljaiwy0aAS0d8XnfC/MVsF0TFThv34cK1c3/U5471yjCMHym+8lC4fDttbBY75qU16sOj2xTFgIX6/QAeWhfYS3SwTRJ+wyStbuPE5C/AEhEAhAQ9solH/qJm6BtWDcLaOMhf1ExGNunisDaxhlV9+dqUY5AwH1znD8hmrUIPAmZhTfT2b9KcOrRJ+5kMJ59joAaNy4be04SJx1P5Q7/FX7AvuseA6jdMutB7oAj5Xykoh4Sw5D4L/K7DJnk21cn7n1JEuw7bije7Nc19apz/Z9Ti2dTUVM9CNXA0Ace3P4BoSlWiH1XQ4DdMvtCzSol+k4kRtiaeDhU24zdM2upQBzp8q+E02obq+VsBD9nR7rDPYsTyk5pFiD0wLPlleFI9DqfmjnYLiCWTsUJqRpWnMrDTW30Y44qFipEiTuitPQz9nT4jT51r8SNTIRUvk+iOTA3y4JzzDxzOgdcgS5AHB6hyZILCa5RtBg5f7nQUKNy5eTN+ziyPX+qEGIsAifkPyKO9c/NudzoKR7FlvV+lTmr7XwwnN9sTC0wqNna8Gf5ygLjXfh/8oJsjv3TEXOzX5Ns3Qqq8134d7H855GIVGJqWjvBKq7S7+WjgCf1XTgee5lT8M5Nt/deCz0dhTX/mE7w0wfJXIlAr8ci5sBM+IY1V4FrOD+B5D4Vbt9OQOWfUGSuis4074RNfpSkhUp8oSIVfOksX+2UWZacf1zwULl2O4Afsi64gcg4B56izQE0unuPwIk5QfD9UT30RVtbz2QLqLFcMvp/pJm4c85PjItvoJzwsbqpj+I+cKfQTXkSOi2zjP3LipjtMHik0ueeEguED+Gg82872HNCqPBKO93uyERiwAkg+wVZ1P5Pxdk7dEWoCZT+L8cHjcD7mFByJ/NEmbOdUES70nB9Oh0Bov8tfEZ7opX7Y+ySnSIuP54GDiyJvvjckdp/rFT2nLln7pDVQ7HM+Vty5eXjOpw/4pDUEnEVI5uomdo7zJUUa/EagJ7NovvmSIr3+Trehm9gJgs82EGsEOpLrghrRe2lAwR+/IGaCA3ovrpWH+/PKdXO2jwmW84i7qxPoKSEIwcLXUewg1/tDF1zw6/lsN+gElJC+HI4dOpbm/NCywr32a2D/azDgLCJQs7RBg/0Pbele+/U5YsvNL0VLcR6xY5ijmJFnzmTFf4TQhBq/6FA0jvmMrD4RkQK2C3g6Xw8Jz2f7p0P5MPtsboJETj52M+aCPEWBGD+0WAaQ1moug4DKjmNHik+o4+rkgbLjXDj2ZrejuQwMTL9TANEEfcGn0/dPuLfDRPv4+SLd5JcugDyPALqRK7ooXDoBocROyBdzFkFaUwoYo9MDEtQNhX2nMSYHtJNeB0Tn+Ww56PRP73ewleikgIMugi3JzQDcv3iV6Eu2qd/0wPo7vYYugo0F7lvWZPFqTWerIAHsxe0nkwORFQyog83g83y2gjrbBLKfRSxJ9gakoxGZ83y2gzoasO83oAQGbQtj/waMwOQwzEN2M1g/PCiA0miS727mKiSHMcr5R5FOg+Di9BVOLR6NuDgJvN5vKdSo82jMPdxfAn2FE8W3FBIkkeEw70VM2uVMnMCDgBAZTf7b5Ugg37l5J/JeJJl/FEotlOVhaUPrghxXuUCsF7FQPE0iw5NNzBz6ItBPjxD4O52GXhRDxz/0MQJPxq/0Fzksb3Z7utu8SIBTBrZ4ODPabWqTvNktqv7CgfF7YBCEstImN2Yzu9d+rfYNNIy4EBswqaDevgHAam6Mg8UnDbwSOqGrs9CB2Ms2O3gFvAWgoVN7eWaIh8K1oLN8uPugn2AVWiTIlXwdWdIyatoHkfBwISrWT4r2sg8aPS4FD8bkSmbZPmnfDaFOLT0H5t7PceGfRNyJoXdE/zm+kQPzDY+xV2ESEYBuJWRltG7214AIMVjmQB+NG+Dv9FvdakntH0Qgo6bVSQ+QQsDOICUMf0Oy+aG5hPsCKDk8DueiHmB4+IfiWr5xMKEjsIPimXX1gQZD/XaadM+pJP5Oj6EjGOT8fjOmQJA++tGTjt1CLQYcLi2CaKqC3UIL/M7Na9WP6O6+KCobHAk7PenH307TagJnHeP9mzuRO01rqTe7NaEn/Q74mzuGOCtZol7DiIOqHDYfcsMvPkxDiV6lY8rD/YnpNYz44MO6dJAbvv6Epe9ZRwjxS9o3T1yXPcuIjIfCtdOfFBh+z1vZyx1CdAcSFDUZlT4TjyN2Pz665qEM3cEFlm+H08k0nECPanWx+7EMwS3EmI0u1bufSsy99oulRyEp/aNJYxbYUvU4WB9KNa6PVfv5FqFWp4wA6O90XD3ud/hvDpZgxTjaA2l0lH7Nq7oVV+8XhVLBglSpXpVst3TJ+rUH3rjgFoKI/mgBXr3xf/m1hX4IRK66gl50PzlNf6fr6o2xTL+riA6CkDfdAOXWXkZajGMCMfEZJVc/HGHD3+k39MMQdr/shgh6RyDjl+V67mWjYx6HU1I3QKLmfyZDYjaZoItNnc1ITfouYWiMUILoM04/PdwfAl3MjH/GJ1suDLKQEA/ZP4ApHv0AbtPHfNvTtRCnH8Dl3AFM0eC6Fm5gvtHpaTbM9jenVTyThAzQGlL7W1PvnZsnq6chwfmgucCZKzj1BpA3Hgp3w34FRgN3VVP7HxTb9iswWQ+Fq0FvAHnjf1DEXSfA6G06cl+oIPB3uqIo8rzqL85hHu7PgN5W5MVX1NkxQ9LhjNn2Pa1jXNNoKJQBiX0vS+Ve+/3SLeSI/dAFb5paTZhUZuTp+CWGRb2O0mepV7Nm/6PagGcmu/3Qqs39TwqQqayWqded0P2hGEBoMljV74CZ7GKkgvjrP/2dq/kuRorB43B+0O+E7Pidq6uvOdoOc7fQ36Aq/MobP2KDTH+LouHNbll3mBsUP7Ibo/JO1f1WIM/eH76RrGFhLbI+u3XrfjdgfyGLRKMZnjpikhY7mw5bHLb1expG2dl0vN65eTZ0RCVe39PQCCyKBDvVDZUe+ITkb7LIxIHVqwdCIXooXMKd6gYJx5HVYJOFo66YROYnaf0pFSc2PFnqX6jXw/1x6YpRIPwNRqNTt6d6Id3pzvKb9mVw90gQkTuLb6w3uxWhF2bw+pGlNGRu9NAjE1zteCMG4LEH2DyfjNjxRrDca79remSC8/d8AhqLoEanlOpCYafg3wha2C0poaO4MMDD/R3QKatgvh0S/A7z28FYQvVI2CGfU9gTz4FDhR4ZW/Y4nKM7GEslniMHp7ClTkLp1gOTBv+tZuypUffwRNXD/YXpJIyC/1jV01uMhb1PUovJyMeMTilb/p65rrE6UDqlCtWltj2yvU9yDI+dMvI9g7zopWeCeqkC83/Al+E/wEvaocKW6JWOFD5mpCiO7ParVz6GeSjcwB0qrAWODIcBM1KDLnn7u6cYwX0fMtVGz7o9ZciEN7st1SV5r34j5wMftQW7mg4fuidl1/cAe6QDSqTuSfnhzs373dV0zMB1JK94gPXBQoG5/wtuOXTU0NL/YUp0R2qVjiq6cq/94u0X3F7gO1JDfJjK3LtoU+ilmmE/s4Qd7uRLRi/dPPM4nKB7F60g7gQsM7OEl+4Ju8pE5ekzhX0pNtn6EiY3vNmtqO7ZosdXRAqnXqgkMAEwchEY5MIBhAgIMmoFCABz5gEABaI0EcQkpHQHFIA4nxIEAEAAwV1AEQkwDgiMAQAAgQQAk3AAy8Q/ZT3RaiHzFGBbrsN4sdTD1V+wfgOLs9Ws6Tc/INuL7+WVO0s6xDJvS+6yaMKuRm2Xcz+gJWFmy2S3boRpYnaj+cLuel0Z5d0EFIZHelgwXB7WS/xstq4wjGAk0uHzzocrXLQxLlsW7T/9CVhtB9OeaOhvnyzY4FMX56mvOfxd8PoiNlsmtqC/deQ+u5RM2WnWgJwL+yr8+ku5rsdo+CaM4JQRsxY6vweLHojG8u8VzzXUVNgexDeT4fzJbxJaO+rJoijF2yngNtwAZ2+y5bSETDIogO54Lo4RDu5RyW0jtzb9kWRrI225rtRdZH+cZMIAe1Yj2Mh+hkUrEkseMb6NQNhqEgzc2I+9xYL0pncHU/jTgJDvJiPbg8+eZ8dj2MS4+y2s5wUw3tr81vU8tkCFtqW6GrgWqDCyJO0wW96X5NXbDVQbK+F3wqhy/uMbJGp8kl35MtUIeE8DbvGfJT68OXOcJ73TRN+XXGK5I9GFdJIZpkyakGCbxOC4irnKccftJCqOsDXGPh6R0MdcgZchO2x4w7uwwQCv13YRrPUl3VblFrtGUMY7ObKRYW6c/fLhmAZ+v7Fb7vzKQV22HdEsRPb6lsas04n2lVtV3R38BSpOw2IjnaogFmVtOm7YWTHWbFIc68ZWlSwCFsfiBU46jf8Co+P6v2+SnJdV65/CeMCE+SjcG9o7JvvbJH37CtKjklK1IEwWqNFqC6oRC0DbcDNzWxY2NrCRJt9SNBSwIasSDfbh4xQrTav5HUigsSsWA7QLbIrBrV66l/oCxkdFO1sBOfOfOZuXuX1UOZe41lwLQs+WN8qtxLVZVrDVjoPkHObzLCgva0Aapnz73nMBcLhhOrFhxOMlqnScoQ5fsNOyFfH2WWeZHYvjPXxiB+OFtBl6l1397KgNcmsT9WeRfgMCNzEt2RaXgSPY6vSn/HbrawGNIseN6FNU9txwJvw+zio8xktx2toMx5TstsP4/sTHhm91IocD4ZVlw4UcP1qKAIhckgMbFWmHMZbP0xBxpNcYFrXt2CeHwRJ3ApQah/9SrZ9bbxmA5gYxkcsCjgjMJt1YFDlV0XoZUpAbkwsu8tp/fdLv2XmI05GJzSxob27abYdkmoB24Nr8kX1A57Z33skcHY8dHrNdrmkTq5QRa9Cr/Wu6SZrURhu7CSw4fDgwLZl4GMQtvknz7YmY4HqGCKJZVFjzOI33E+5wD9k2js7B6bgugFP3tCmG1CuRwXO/g7nAOOQLEjI7QH6NIHIJp+tOdzGHgx13hONizRaMPk9G8XZImqpcMijVVC2UAwu6JfIZCtrwWrqV2XU+yyxMSHD5PS/oH6aaZImhXNyJMDH1DuOJ0lZ6sfnJ6/8mRo3BH+pqtmOtY8zLMPUPvfkm9fIGOo2l6JSJl3E3fDI/u3MjvScm7upF8PCTLe454VHnpMZdzRPfMcp85CbTot0jhC2E6C52T3AQOKyGQRobOmaHgLi0D6vP7hvjLrbxy0Ej3jyZTIY4UKuxz7+7Y4TVfENu8naXYb6wHWq3PhrMtlYaeeGc77AxXssnVQPGk3O2bL1RiLap1J3XCb9lSlqzHGpLY54jHD+HO0RMDByL+JAOPok64vjgNu59dFgzjZ3mvXHi7gQaFW3tRExli6ArtaHkLabJkI1oTqeqFTzfOpoy1zl02i6H4qCIAmuJPTEez8m0lNRREKBvu5XGIsnZnNOUAQauTntBVoMn3QXv9i0L1jUrb3CjfydhNi7bDOiQsoHd32rfVzkcWYLv4PuHw0w+GOJqZK19bDWs+GHXIuqh676DIjJvGrxBF40cB+bU8zAHea7D8tWGWO1m6NplcWPnXUXp/NdeNZt9TkTz5QvvY+i0ndH5T5iVTSaw2sToTAza820Ko2+JWcBhNKCPXdwicOhIyDPLRLoVA8yaJGvyog+7yz6TYvRNXCuo3sD28h9DtEgiXrfoDNMN94yVZl5DV7jXoye3wL88Ld7bTTzkkIXioMKxZHi/X6FrYrlC18TcDkThcbjhtGsVOm2nQnd2eiLsjjOvAa8JK6Gx/4Xa+j3mztZOuPGb9yj8kAunONJ5y0UXQxxdTAxQtFtnqm3aneg1lkazCItxCxNvTWi/XztUTGOWZje0vVxr0ChmdcYl1CazarFHWPMphXOTrHY2uppTEiMtCGOItDfDMNc01Z/TdCzq85fIHI7QZWIyQoeNRWiOiwiwnO1H8rBa0tDVtAwmR322K0sXGHJxFIsai7D3oJqU7rpMmt0MjXEvZZpWICzGWbM4TPjvfM7mXjpO5kSGLtPagy4zHLu+Mncyu7F9C+06ZrRiDMlc2NAxVh0k+lLRlQHaMxxXVoyFR3VemdTQ6H7NnMNI7H2BI3J0t1454pKG7qMNuqttLOtvjYyeKO4iO41ddNtLGgDHckJaoXfRuFxm0MKszIHosi/IveE/FBaHybKygkj7ysSiRRfrbC172u2Frra60JfdLfzOh+CtqNf1FVvi9Db2/dehgOY0UAFj+eqN3bRkmOUmx9u/u+qiPVbFwy7VTMGBSzCndzw33OuwuLR0zDNqEX+1dYF22Dx7pafKtYd+8MaP3fnv3Zs3bFwRYFvWk46i2gsWtjVHTBR5mC63bGtt3u93jUWnWqHQ5X4pe2jJhwOZ3rlfuWVCxqyYlaivX+cM0aA7U5SteTv9I8FOLEa8CH27Ll35+BvpmJmTqmOK92cvOmDf3+v/IOPCQC2PXSH1LKy0WJOQGK0/b1HMEXast9s+7N8PWHXsx+/FgWl5vSL5GJW8fSsOyGh14ZnYvIjuvOAYTW5Q+LjnD5ZpRu6qR8VH3FeWSIpMu4JgSrc8UIu/IcDAr8yPc/mrNdL3XfCq19eqD9sUXHS/Dex5v6ql32zkXr3zkgXIiip4whfDM+44LRxhRH/sWX8YJjAd0+RMPbna576A1arsuymtlI/0KwvQ9T4rZQVr3R0SDkHCz85u+kUnVGN2jdQQ02MBzSLeK1hCrW6ru346RxOb0TRCY2IHbarfnQAa2TR0pdGue7EJhIs3hS6cOP537cbdGDy7qFsGNvslcCUftjU9rF2ocTa/7KXOnpe1ccisKn7xzWEfojoheeukLR8PI0ltn7me0xWc14ucTU/Lai3At0wTAGleqfZanW8yYMIpj082LdLp3k0T5p5quIuXRza1oI+POGyr74Dn7hbr0fULQjeDgOHAmYwlbQaOCmoSX4tXFj+wa8xMtSY5ETRWpMBzLRd0O2qmiKnvfiZaCfdXXohWeJcdibBZYvfr4PZmeXEvRbzGEzGOHqAticSeiymUFlMZpupj4mAfZRgXXkxghNZzJFZz0hGaHxni5jUCaRk69rn2nA6dpf6IvVyF8rMpr1Gg2zGe2+52hf03vY58mhlVwtJ49v60Ayo7UhsHhnfJ7TbL1BV46yXSoXDyVBaU6Lx5snJWFnaNC5udi4Exl39ZWjldnrY8WMBVq7pGW+3GYj09LL1L1rr8Tsr/Fa2IvZTvsoGf0p9U0uYx9jTMZLMvXx8vZWmbeYNvia0ynkSWWLtZ1XptD8j/S8b7nmmKsWo1IBZmoakBce13bE5V40frBA6xAnO8haiZgzhgLUKUd4Fr05C3dfxiZtSBlEyDVCyC/ZRDGPH+mby8Cq9N6JGX70bdVlcwaNzg1aCBz5ThilkjIQvGW7eLPwjWGTTwPFb0cqbA95TBynUi4HeMmEeJHoobMbo6RNBjwVDN/lDI5aEt20UtDw7+DBem3xkqZrUIe1j49clCURhawZ67V+ByahfZY4UGVx0rd21sqYgtjEu/RcwUTGcojcNGYfAXt+FlH+UPmF/Z60R+cX1v+BGNNhO7BDqs5xY2SnTyviski8R8lzl2ZfjAHFEH38Z3W0TO8K3pEIG//B7eVwhK/3snEOq+s+wAHEccFV6oWpVFbbX/8QA6VrVG7jxrztWX+ML5RbtmB4FZrfwut22EcdFdbVgx+rYpsspFWKI6ml7XhwYKy2KVO+LHcF7IUr52F6AcAq8uH9dTq3DYTJ6RBbcC9GXivAMVVyt9bzjb63CHdd1ElUNVZzH0nq7v10U6PqD5+8P3lC7yxxBgSmHdbaqGjSTXBTdPyzrvOdWg+bO3kxQInkN+PJaQ9YpGNxBBblIyiWMZgvBYjcaizsHFo/HhmICoOXxXpm3nYcTf7xj/wZwQ8Co14eXCrBFod+2/2TF7Hervn6NWblmJaetcZ2/RBrFWmI7AWkICciVyMZgUjyaCAsZc1QKZtmMFdcfQ8luyJi2WSGnaAbRZ2zoR4iLn7XIJbMrogcCAYHM1sVV4KcrngJ379pxXCH+7yZ3maeYzl/oUe3PMNc9GMySe7T4QJw4HzQdeV+/v0XfuG8dtsnC2ttNxI1CDjAUxjq2Vh37Ks/uqoOhhbiZN/FNk98kRzxHYwZe4Z9FZD9CACSldsVnqHhBeOHPB7KfdQHxF+kpw97NMSjtqGRBFZOPb52sslhkE2gNPAccl7jtkDQg9CnLTbH9Nj8zv/yQFOtn9XP1/UXNnPnDZgY8iaExE6a2jPjaYvV33HEALtjxrqBXvs3nuaZh0/NAhn9ImebaPerAhJvF/wktj9/gPdgmtnBc6q8cl3OZs8OcrZ7vHG0eukW/DvAcsYoYXgTPALw4/JneH/AyUDY6b3GpxQ0tubVbBdyL5DTz29Q6GM2bNDe3dX33AWS2ezcD26F+rdaa0XIfvikscN7X4LgtZO9o8MtrjUb8FjWOtP2nfV7NqHbPHqLU4Wgm9tw+Wugy1YhMmbA3MdQeQyAIoffviaPVXvXeoLZ3UD1wfpj1ho97KOZPSkKFywvy03Bm42a+ulZV2CmsX6s9t3qBVZs0eVTVDWB2gPk1vhUa39XNzlaHRin3pbVk/dFNduyar7whWL8iehzPhk9m6sajCTLB+IPIwjR20iFRugZVWAIr792V5Fd48U6Y24ciKPG+6DCu1SbM9JnltmO71Nm03F11MEbe620peO053Z+HfIPE0xSeNQHn+ha0ew97Gl17AxjatS2DXBs9J45APJ2zwOHRnHziorB28LFx7GEYT01hzyur2eiHo9pgtzz+bT9CcbkapayaBiU4htsNlZ4DD/BaEhp+VIECf4zjhuV90DVsk2BX76j6xMrZE1bO+Xvx55MmaqKbAZKXz53vIBpKH+5PhSQBSNltMz830hDEd/214UxGF4Gkl1MzxyG88/lYOi9DoXyqeQIote3a33iF6tpdz99y347l7np7XeccZelG0iQcaU7xmdF5c+liWeemIJmaxtsuluVxxt17r3hw5tgxf1paCUpOaHg3iBNMxlGiTFaLN49mGkDR8QxMYslsyQgabY5HG2yyLjaHDl9zp8yjBwjmLNiqtxPGWLdKr6YSNZBZg5KHuuonX7zDd+fF3Xy338BJtt+YaGPx832daQ4HHbu0aMFKXRNFJEbntu46MVWt3Mztsjx6/6r4M3E2+rM02Vt/Z+83kZyAnw6sz2qG5s0MiizDspC9p8dEcZaVymcX1O0Rr+J2Xrm4a6vK3SKvL+6h3nPObT9yLl9cRnOvQ8TrFQbel086kWmO8O4DYWIiBJwz0Nu0IaAcbokwBSINntCiWYvvaq+0FIPG/Q963W7j59DVzrmKpcEOaOyg2tulHgSi+RnH1EFSTZ0famBZTGIQfwP4A26vGcamPDRjB68deSTCuLJhJot2d+do4d03cxrMU62pkyXvjglMedeF8NZbnbURB16FpNgA2Ie62LQKYui2PjFk7WXw7dlm7G++hvdzfBg2nezti/bebB5zxEWs9jl4z541/SGEaNEaD1uawckVxd5Bxa3PdsXLlzVbzT7EL1sJtymrpR6z/dLua04rAerg6vBhzTj3D8QCarJYP7+N2nwZsVCn+kjOLQ3+XB8M2BylaG860KnR9Q9D/eqDKuSDxQ8EYJ4JaHgeYvUeVTAdpnBFmR4yKWRVicX/QjjyKdIJIw6Axy5uGfmuJSbRRrbsKKnabgo6sN/8bvdPQLa1AeA87rttzIn6xqX1s2YWphN/zCJWLR0YtGGlYGH4xKfC7G6BmLmjIFLDWWz5fNvumxjgMre9VHtoY39d3P6v9614ex6Us+438L+u4U0axx+dwKC1ijhrIs1/N9m07j+N8pt2CnsdZ3UlbG4PTu5UHO0Ss+LdsfP289MOzBpi6G1TUqpDWCWLXwwW+Rg9Vrx8ZH0nWtpP8yuqijxnH+p7TMatOWdaer49I+NqdXDVGBW6SWvuutYs7GP+bmCpHs4Rez2Kc2nppjsPHmufqGJhQ82BapsVbTp3Wrdpd4bviqrbS5ygWfIceZn2YUmt57cTnvOnK3phQA2Na98BbzH3ynvJQs9pVfGdL8z62S1MY/6uX6peujlmu1jBAfW1r8m9TYs2aVLjZJ83rzS9NNPwNL6KbXCpyS6l9FdnFrYPfgwaUU0ZCLxJp2BZ+sSHwezQAzVzQkR1grAd+vkz4Sa91HNrpozzDMba+z35l+9dlvQ5TWnYj+l/3cqUsZY1v5FQay5wpv5c3bTXr4IKu+o6miHG9VxNbH+Z2O0c3Wgzzeyz3Tl7xOLLlXzHqCWrgz+3kt/8+gOCVwIrngrL3hFnfFvyzRahir2j8fHGWBaNXZg172PqvHPqMHqSfPipqeClzjem1Wcaem4+r40/H7FFh2r56uYPBa8Qj5dIYcUNozavsbCaunjALB3gN1oIROOzbb5YmX34uvaJbdxM76pZhy93VFVeP2Za1g21G77SzLLT3VUC3yvp9m52t5s2Flu47bS+nWt8nXWvDHGxvdbnFe7wlZb8NzDgepAkXofIqTh0Ppg65iEXfyML8C2nOpTbQjuLro4tuwC2iAkZdxX7kfKk5l44dOJfHZHpu1KAfwwM9vNe4vc/aUI+nu4DMcR0g0u4L9mBokLhuDVjqncKfDhY693WDGgTbOHTumwiRehYxz7uJDsT6gKLyhe4sTJrBRfYJmWCg1LuMyhS81GAp9xrx+xE+2UDpVhtx2aua5/EQ3m46E3O7QSFd6B9uXJ1pqBQTjFshk5Gbzyvm8YAiSMp00kOziHm0dwgyZbre4f3CPJ4kBA77Al7u6aFUrgNUvvMzfLp/6DKvpNP67Nt4Lo3h/pqvqV+bC25bXsM2m/WhSR+jEKlnmUQsJGWeKXJhl7B3OmDlaS+wYzLIG9GTPGlFdpnMv+V41vPNyJbJgt47q7w+yIw475Cc9F67tCl4AMk5cUB4qShxUqJ+FiJoCshxv4s+QzldX1VsR1S3wMXl83ZkHd7tKcu42CaKukb481t8hE0aSsTTGcKA7T41VebgqjNhNWvC5wBfyGCzesKsugPgNClIcFUwbaOiagBb4B6K+8wCN3T8nV4xHKeBedXW8K1lfz038V8MNzpEzwt7oENjeEzvhobhFwH0TY5SGmcDfoNrEr0a5hlqukQGx+TuZTieBfrqYbFycZ+cnyV2hzvux7SSeFOJJKY7Zl8AI+GTfBr3ExvXTuGSeYY7McTOFwZiRqJfB4OF6QO6zP5o4DjcgV1aDLt954RuCKy20LYbSss+sWJpkOFV+ADjkzCrurvsSbZVdAtAtlPI4XKjuCm5cWPN8n4r1/iVm30VpPaNUP09IV4aEDZ2LugB74fqkQ2ibMMhGEQd2tghNMDjExd24iqD52gwzhpGZjJoy59AO2HWkw77FdQ8Ja8ji3MTtYWSmbU5FLiP7vrQ4B1t140VCsy+BWNB2OQ+qbq2zX76KQ8L1r1l7JWOnUYM3S2/VuO9CG5NbJtc9mUUTV72kXJr/5i8jNglQl+E35JmNWKnn7Nf67Dag2f1bzrn647ie0nfCc9yE+f+jqjhEhZBV201VrshI4Zw47NXE8L44090HoI2E+EsDd2lchwutkzaMl/EUXD5GroA5kBftNM7QE+ms8GeO6ZYeyZu1ta2tpC2beK+3sMhwUf/iJog+njqTqZdSFhJzjZ/mYZjR01bgc1Yebrzifp0KbY2u0MoRI4w1gnO7UOe7A42bV44HIeiO/qqZQUeuzYKLMOCYLPZxe/SDn6eJ2PUmgocpWlyFOZSrnj8pfuqH4eL75Nq2/H4gYubQ3N2OvAHt/gUAR6W9fgKDqSmw7fkpjnOT9EVxmyRj/LExu5NYYXykizWa1Zc5rPmKXeLpVBOiytdw9onnrsys7O7OISs59UUCVvMpF0TQtJPvmXhwhivHucUehJdhEL0BKq9osMWfexG8wq7TUM+5/ShNWxmDYQNnC9WcPWYGCb3lwfVzEko0hZJ88Jwnaceg2mZTBEGhm0m9TktgPFpH3rCw3+TM+MCM6noeRi7jNOmmLhbuSv8vnwmSff2I4L4UWa7/e7V9allpun3XTbLwGZHKDD55t8U2GUwO3PDu6EvMGH9HfPa5vs3393az6LXK1YWvS8QSS69OdUWPY7VwXH1JtCrS+6OtpEy7zXqghV0UrfSqdR4nLO/KTs9crioehPvn8frooU6MPW4OZNWOsfB2JkfQWcRURTcuZF1i2K4+5K25G12Jhj7fmGbc0JOc2mDY/fVR7TVD3S8EAzWvXAZUp9xGF+3OWedcrG0z/Zc+7460qg1ccKrTrrXb4qVtNKwMxf2I4IGXeca7FoCXWyPA4e8HvPzOiYSBR+6uDuF2RTLyfXbj9epji6Lk4yWkplxTkOOWmY7rB/ruNqhBeG9c1waBlgO29VG0NsCO/OxL0eR2RBHju31cyUcUyCg5320xHxI0e6Z3/jvZ0NNNlOYMq49oTJeJNwhV9sbOVGK+duybTeOlTLcMoETCR0hb3TX+4MTJ6+DtKlm1fXBKZazQUI3rRYahhCMB33pFselT30HT+MZ4ZAdydgMGVPsxdn5eKiai/hF/A2hM9rsHL1m6xChd5b5tRMzODRV7tyY3NYxZyFj8GySaBA/YEAlDcZWMYxSnE3qXXu6uhzJY2DAgQEPU5gTO0CDlQGYaMf7wG4NwaQzHuGJVVwflkFjQpz6LJODeKyet4vxlrt4RdakuZwy9ecIf1+u+E27RwCZ8dCthdD1UPZMTuNC5rG2Jo7pdpKp7/v8qfvk3Fo5+4onj3z67lisdKlr1zwVbmZX7xLfegJbHnY+Yi/8MVqqbjd8147GXf1i0A9cAWr4ZvgOpooulOCzB04UDpWhSF3fRZa9pSVvE9fB3m+pNL4qLnG/PZ0Fixllyg1+wzwo+IqNBpUuiRFuz+HTh6L3X51cbdqeVo8wDP6fIwc3PNrJreSaLjY2lIelNKMQ1ryArWK36THH/EnP2JQlt4589kHxoGO/85+s6fQtSiYmYWAFppXGlc7Le9cNdTgx1ebEdXlZmvAGoefTlFhH19FqcxGx2VvQY29sWDM96B1nWNxTiWph0zRXvt/5I/ivQv1EbsvcefhpjZMXm9JAgoxRcGWGzuA03uA8kLmjWzuzLPOyYdoS7jZp7CYDe+GWZ3RqgibrrCINb862XJAu4hrH5L939Msq/DIhVdM0dRsO2L5ZTuUptmQNMxVGkIM90k1nNCqZgpBtQTbzWdmY0u3IXr0YOy0j5L1wITeqdkvJpRi2TrH5nE+j++VRmerjW5YkiRezZtAIxYspvB+SKGPgQg+cCKAF6xB09I9QDGHmkHC46xZoyTLFes2ztGwf8xjnrvaN7aybcEKZp8DR8Lmd/LyXLusCiyZOAJi1NpYtw8mQTqsnJ0h4GEptE4oMntb5UGumNPN1pMHwGAGGXhUWEAuj06lBoDYfGYX+4HU8IsFQbCamHvQa8enZ/8Asvs6/TtA/H4H2UM9tTwe6yJi7yYPY1LcWSu56uHJSfF4KF0hPs2CDR25093tfOPuQMC4qOJzGjGQ6nuhUTvcpbgeE3P2f1pLGjt3HjuxMs6VJcV49vqTq4iF6LMNLz3yAFmgMbcsdjD5smapDUy33k/rz7ogbFSHsA5c49g5vxrVnV9ATddMDHx+YSAcE3SmdB511OM8FPKyeHpf6fGYmJyduej401W4/YDsaHWvuN6kh4EXwXFE729khr35Nr9f0WmOOLQBSi8oazggd+VXzexG8qeYamVlwWA4dxGw8xrNd3b0otpew8ARiUtkHqw0P3PbViCk2Ok+4ezHWpWyGfdv8nONcnouc4YMz+kGip1173vJGqLlEgx7L1FXH1D+WZe+QXFPw5xGiI56N75Wdy8wxe3RSu332KtK8QN0tGK+DCxN4BvtE4hNsgd5h592knLwyERY9TKSTxSGXgXQM2d1ePJu1/4XN258CBLoh23FzdMKOt0Smd+Au63Em3sLtsgysGNsrG1Rm1dTANydsu3PaFDy4N3kPt1WNy1ebrUubR5ExL0AM1/z+xXlGVAGN7juCh09mYZX8Vzd2A9tGRM8RNOs6hI154fzw8DVnfGZ8EarFa/vVdy94CKCOPdwm0wQ6COZtxTIwZTHCri30mhIxjRk14la+gpFBKzG7YNQ/32M6lfVZfN2SYe+zZX+V17wmZafxLv7+22smwvpyXDs2JqEacCpDg5hKnCbB/Nzm1zCvyGlY6zI4691A0vPYoXOqxc3zc7KmJYxn1Hih7uCfztntjuilrnBc9wvQYt8+5kxBrcPMUmsXcSfue4tv2hNTj8wFcC14EM+RSlmf2cUrY2yS3DM/Gk36pkQEgTOBh8xC8Lq5J0Qs31ltty9aGLmZsqVRmg6Er3cUSM2oYUiyaz52i2sX0eFBhw9zRhrZWOPL1cc6wQG9N8vl5+3CLl8T8C1Fva82W1hphyPHxRWgEOoNAbVHrQwfuD9w59SJigRjuZkDk32NmsNTZpbhCWno/ChGqKl9IEfiAFOQjaY0o4t0msPBixbjImAiJVsTm3C8W3YZTON9C55Zu+25ucz2luwWlVWvJdqemX7ppdkzEa5MllyOC9TmjzdfULC2lkw0VwdtsgHGru+EHWywAF3o/eBk8rMTEFsMlByK3gpRW4Q/idyj9M4x9FI6WV12ZcixXNaZKAsuIzdthi0shFFs4kBLcLsyl9KtOD32jNXr/Pm0ZWSpYXKQHF37OrOtRv8FVnBVOdx7DrY228+ylvtDwJvGcZ5R6NzIBbGPx37kM7MTpS1b64ge/USERwPFOZ50KW2/RXA0MaJGtDb4VrglulOMWdoj8cnMHB6KsE4bvK9FGatqXMwHhnunNgf034SU6mypEzhyjAWNLfKkidE1rwvIUKv3CvhCs7WLRJznxT4W74iy7Wwzyyl4FImxMt1bEM/dgvRlxEeps+fJeziSbs4kjRY3TQMmC8Ti0DyyeRGoEQVRsg9V1zVs9l/P2fYbHblEeZE9DZCF+yPrh8JndwGHH8FD6nlsi4TXSuZQd98Ir4XheJCJw4izFr7Js1pYrNZj4xI01Ixh19JZg542YlvaswQYTCg7PDu/9YWnvI06GTccdL/SbGNVMUGY09jIsoa+KHXYnkt12QtI5EFnkebtq0wEn71u/kyOqIOiY4u5rXbkBoIdYC6QaxRaINvLocr/vV82zSJwtKzIDY1g4XwDozVR9ClvkZx53sPh7FS0wyvg0kIOh7G1CarZgthj1sm8WJ6/68FpEsfrEB+6VLvWR9CD/ZqGnMQwtEHX1rWsjFluctl5vPFaS1N4tTckQ4dS9myNEdXJoXtuWmlK3vItM+pEpUi2X15sijBlVn5EjYix/PRWyCbMeI1sLaEbLsFET30lMMd+sZllOOb+2Q6Q/MPFHVsFNFJCIy4k7WWFTE3bdo/GNIHIzW0CPM7OFW6mpiHjbB9CXqE/v5hwl7rxUnCCrlP0AJUFIMFSSySWNs2WWzGEHr8EoLOe/mexMCsXDkjG8Evagi53YBoTdPYzWvSWFpzk5+oyi9Os0bU6jdNeuFYEYsHDns2K2EqB2NIFyLoBHaVc0wof8LWL19+RbpGpf2t8W5KQC0fUSVOaRkAWbEHKPgdBXo1nk/algAhs8sVObW3RUnbHtmihD3TITrjPiyDy8uIZ6TmruvobontTS2NxZFoCJJjmbSQYNirqoW68DhNiSQVxMrd3+8BbytOLKGqGX5OwNVLTNpLLi6u3xvxh3NfHRPb5lYl79JXRz+K2vNGA2uzM8sjNAYWcCERmwwC/Kv1Q1ur2ypuAfsy3L2gFXaBgqt2cWxMwXxUtzVI2CvLmNv9rBFobzAimruVaz4YMrwThvLiJCV/Cs7djk5MvEzVeht3W35D/ZIF3I6WLAljO7TZH0V7kzWVtRtRuxq1c+izm2NF43+lp1vPVvMKguf3fQaq3hft+m1c25+3DWZTMCZqy8vb4zpz7gsuH1WxPNhSrHt5xT/Xd1reKbXXOsHjWuwHTOm+Yb6Z2T4/F6a093zi+YvANvi8jxIjKIatjVuPaaKMbYm5r2GFjtzbGbvQbFoDzoB4fkKQaEskc1yYTUxprYlPLbEfvW3Avq5+NaF2awdw4HhUYsNN7BMwrumQYXQNn0EFrNo4PyRg1xy+KX4cwsdKnvWLSUu8rDHyhhiNtShAJ99XnLOKevQg42nY0MyO3tp8Fwzn4UQk7rop7kFF4R9auGNY75BhBcfhZW3MOaucy6qiLlG/pn0NuNdkm57r6s7Rzwtg4sMaxaDKbfL7/H0JyhpcVveq4t2CZ+73ouQgda7F8gHIEEPt4FYovWwAdtkJkaAabPHKzeIMCGXxZ4Vx3NpfX8LMer3GI+v3iFd1Bnqu/KbITTIj7yhZ90y+1LWATjqc6gC2YMTIclgy7tpbrWdFcuuR6bhr3WA21YNNm4zu/C5RPb0gUlr572Y9zkGrTZMfqn7AqxcjBa4DumZpCb7dKJzuaq1tB3VeYMNkOLrdEa8bwxjQiUaxZdXDscivOHGp9pKBjq2EN/Z117v4+vDhr+DdzDnc5Z7yW1N/75n1svnnYFnrBlBN8e5a+qZ3P/PMrKM0tGHe9EgDbat6czc7Bu+Y3OmDqcWMmaij1CdSmyPxHJdgmj+f5Zhay3mHcZ/nZlfoWgj41TGkj9f7BzT8T6HebIVsKx0pAzmAHyhzK7PKBQVM2ev4O7exG5tK/5vHCVzHRd2lcO3bOV5PdTfrDy5uewNcHOXuKuU0ygLKt/b0HDu5W/jW1Ka0LBW/hRrP7t3KwHeAbE4cF/2ar3VkOkweNdsu17c5yjfBhecWbnpkQuGM52DyEnefvwtu7Ut+1Ft/YwYZ9ZGMUlp896GvGbfQfAt8bvnDf7KVOiQo8Z2oFms2BjkcrDWa6kYRRjVZEfU3pTF23NIcX3H07/7jn0H8qY/jHvo9qjWuoaL5H9SKRl56qbe9j2BmzoOuyB4adj0zEJtbLHbJ4LPvfaKp9gYlTzB4D3bzTc4zLRhf9yIjafeW4T33zKfYWZudivm9b+E99GOOxB3hv9cQMS+y/iXeKfvuI3bzsfmIj9Q4s/7QwJmPEbufMZrHX9N9lZlHQbkqp5uDeNM134+DmQcp+dHGtV79TUt8mVvdoL+t7oaPL6txMdWWgalz03NQMXkpXLgLVJ4ClzfNiZF+9qdRtrz0pvAfst8UifSg4dY6zSBPlcigVWiwTpzPBjIy8Z7oOa5V5p70wiTfUxA2rYjN+cjcSHMpRN1nn9opv9O60vi46j/WQp96Cfc7Edh2kvh/OZOulMA2/8AUQfYq6b6KVM3ZrSXyMmc97RuKqcCsOu0lrh+3yLhh/njwEfg2Hv7YtcGcmHc4RggDLijMmL69TeOkE0vqFqQXmNjcjVa5tdvLNcu2yBiJ8pRMlNDnKWqo1tW4Uc0Fh1ytwOm1R6A2/zxhWsBcdGFiNHXHOCJ2z7WTuStONhDuomiOVlYo4/9P1pw1Ige3uMGixxZFjas753LEwse0+Yui0b1RowSg1a7Vuvk7ImqnjdpHYiFnqcOWa7Zqw1cIxJwXMvYp6F9imE3/r8sWKtsIeN1DhQJWGSdHTllbgfnKyJokzhc0BZHgc2N536wu7o8n5trHY9ok8gv7wsQBzbRCob9dWcR3Ufdwf6g0bXKCGlfC9O31Y3Ara2nIZV7b6PQmho1jvC+HN6qPXcQG76OpFgMIWeHUF9LQ/1m5+zdr0vXO8zjupVUF4T0XasFzTaf1o192KPlfq+ziXOguLDmL0KcJ5BCtvR/rq8ffOYenoN6pxWoVHDWBOmYc8rnCCh+MZvOnB93kJe3tfFd9+As+pcV2HN07A0kdOjcVu8h+rVxahdT4KtcnkJOLF2HDKz/dQMLLc1utEppMywee7ZGUulAY+973DctKn1y1zSxuc3PchT/HIKslmxCtI3bXugTJtaqAD1mUoM32zE7vfqk9Nsck14n8+/oJllkoDm/v+Uf7uQ9atTe4Qsw8a+U0307RMapMmuX1MYp8rNrnXQ5Z+t2Xq5tA1SLQIs0OjYNwPW6lvF3PLBe5ze3DDO8jYesOOllZiVKz9YsdHB+g6PSx31gb1U3S9AaRafrdV96NItqXZUyyAUU4QWEbL2uT084I9joh4Y+n9en+Hbqfgn0H6ZnQZr9knWyvhZ6t4LtYJu4HYdMQM6zYgREZjxKHWdR9XLtPdQdB7hLoO997kvcyc+iizDXnZNbnZll3hfkifFi11JptP8Y012DNIr7fdBLXGIY2Q1+1kn/nBCeP7LswtkAIxfDWxKzXqeduvfvKedGBnSCfU3TQTo4eu0Vwlofrc03TTbjYLzopmRwzhzLQajqa1D+9g1LtUfoO2cRbRQYDqO/7PsK0yK98fH2qZqfQN0J+oX2zkK+yZ1pRMItvtqHF+O6RsE2qSCNt71PwpQ1/QnD88f4uocsK9osAMODvWmMy2KYxbQg54V3giAZyrNjkB+CsiMQHfXW8Fvaq/TpcAnDEHvGdKybDZZZmM2IbS+9QMBQbeEyTK9o4LRpIHgLtakwLAu0YTIsC/IhITgL3K7C6xTGeYfeH3j1dW2TDJwtnmPbNWG6YlqUno5W16XWGD1Bs3Ze+yBcsN1DZUvSsQsLffp8Iar4L7XAL54SPca/M64NBbkxNyjC1yMQnfBgGgkdDLBsOxLoe5WhHttyiKFp0s3Lq4NDbdadGWdld9p1fXra9F0Dli3GBrML2e+iejm5yMzIl14cuqywfVs06pvbqR+r98gnrJbOiJMvZNcuvzozz2Rui3u9z2Am8ZI6xNWbOOo/86T4xsmTGYtHsP2o5OtTYuiW++7esp6fKO2Gsajir8iI2g1Ujhidgl2o4UP9iiCyLTvu5jiqyIa6O0r0xOAP6aSU5AXaMofwW8EuUAE7gjd1Qlm0/HPJn2L0yLgNOoactSnnSB+DTEr29e8xp0y/ROi3rtSVpckbT5F0mUvzzp8kMQmdi3INPMQQW5CM02Ct3qLsQ5uLHa3WQgKrMydfJzWW6bY11jxo7ryy7U42dd8epso96Fk1cx8QOmfBdLKSfKxC6TRQ+dO0I2FxnhyTGBS6OXN8a0TjT5tblfy+7iV2YJhsFgMqR8lJhHE6AbwM1ZuuY6oT0IIpvUjklzR/S7tbgxdnRSaL4txeDsUmo9iNaquoB7DubjzSoXlQ82x8R01Z48Nfy2aXN+EBAsnELGoqnsYnngbezw2/sH8tqptv2dz+ofLfEmzQnxE+yK74Sg3bzT1STZbBNe2OkzZquBrNHGeSzWN6p2pyLIScxs5xqU3bOqALuYbkpiKL1FrmoFmjhb5bVohY80J/keuPc+5jdbPcF822hvi262LkLSHc/Yf3cy2FlW8ZIzngwD8xVsAtiwJjeYW871M9M8W1ecfGZpRIv/bCXvNAY+KZDfVdDVZp2fTy7qwvCznZtwZfLm1+2WLKE02na7U6PE0bXBzszzpZNUnhtsdHm/O7Oyr6iJ49Qs3SfWZKgJTYnvQBBuxOjaUp/fhJf10w+czYF5y4MjWCgvVexO2DU7JzGaNhezZF49RDNFxQylt8hVrUCT+T6tZam5VU1pH8NGjOvOqrbFubbB7tRNtasZxG7vPMz77yGiZC3Hq9bk6Qmm9Hcs8F8btqr492+2i0xOvOwD1g0FmWihyKlkd37HnJiEUZSxjHWTTmhPCitm+N4mm2plTJ7d2l5qFUekJ+NucvQ++jbSvmFyeyBuu26kV4CKRsJlfNVsDEelz3vFYFKmSK/Z1/7QBzwzg2enWYvjbaHFLf6zlbwTjpv9ScGmzcXsmlcP0cJQMUPpLXJVK9Bkvs5r8UYjzZHtifeyMTGEGiGfZ7TtdJGbp+w7g7puXwiTB78WmaHSpIoJCMV3QtBu+H8dcZffLNebL+Ez4WW/6wfRUogpYXfqoJiICQ/55zuz0Brf9TNoKL8l1rQCl2aKvBdAGbxpy558L3lMb5hmolWp8dDUyxwwozQz7/UVAL0h5xFTP0jQ05iX3+ukV7U1x4U9was78GB37pC3qwPU68h8H8BHaCdgc5XMtgTrC4BaGZrHT/J0WjaDAGY7E8w0H8vm+aRgEuHCNgasNskVM4/nyTum7TNLRuHNdnxk/ztDFnvLCF7yRpMGcqNUUPiE76rSbhsULzZfPLnKJ3mMy4SFCKSbtDjXQebJdgY+lA0z2VTv+m7mdTOfAGEumOn6zDxPkbmlPndmdObmdFVGnejOpVHUHOHinj+M++Bdb2bN1iAyq8di4s4zvfqtOaKNrxHzBXXnGuDNkMPc+0j57u4Haie1eVJh9rYFmzYW1sCOQxt8zI1ks55Ts6meQB5Hexlqdl83Q8tv0lYFB0e2ajYEHzzza9jPxRmhryZhENWgcSHtnCsTkJgjnuGa9n7tfJ2R4GYvcEZyxzLhivtEZm7A5mgbeb2sZRSldTOlm9FaboL5yDFPJzPyES+GUnuzAS4z83Q1o2f6vjNgNM58PmPub6/mnTHVg0hdj9lk363YwG5O6kweiHnYvAuv3WXckLxnwurIbavAmOjOH5lJ2xacoFjZcWVyr91xF5LNak5NpmoCeTytZWjJed30LL9JW1EQFiE164EfdrPzTftfmH71xSROSNWnatMwE6jtgl7LQVsVE7CRuekbNFc9GZtruzfN3VJc4k0m3xkPuiaDaWYyzsx1djtFk7nhd1DOwco8Oz7VC0sszrTPnmQvG/NxT2PBardjFbppLmi5kp122SfLftz4pnaQZJuEkQMm2ss4LW2ZtxPLobj2pti0OfTMoOvUTSfvFhH2LbQDAXMilWnQPdybTW90Bo6ZoexWXsEKzJkn519YYnCmffZUe9mYjXUaCbe7HavSDW4NznqAZQO2KA8xZG2kMGE2lakYkuowOuZZZ/gxujjUPnSq2HwCt8tVCuswtu5TxohMo5n4v2ak0wx5MksAiDkZcGdzgDXUTIsJ5xx+zObC5jCUslZ0AC+OmXparSRgD9OYOOZHMz3hatvA0Dt1NOtqhrDS84TbD//AwU3TYjCcNqMXsSPFirvmvO2aWq9B7PEfKWreJE5GMhY2ez3MiWWeTP62INsGuZrg/DdJvPBC7sP5nWt2JzP6rDHC6tcdzJrH1JMESacw68Pd7nzW/nf2MO4sKsybUL7L4ZmQHTPqZC2NdzolBknz5tF8JwuLjpW+W0a5P7F8Hl/udgbzFsnJ8uddsM08lNNwbi7oZKZpAYszSknWLZmxu5EyvpvTvOtWet3+dmZsX3GHiPaW+0hvotkE8F13kAFrecKpr1TJzbCBufbsUOjdidB3yyp9Au+EiDiRGngWNEemUoozJmRmyN2SCdEcc+t4C2YT1sHTHkfHGbNcq5Tk27+WnS5yp3KXSTziWf5gi/+0J0+PklMmfYSgEsGCnXqJe+00ZS56ZAa12VKYJxMz5tlybmOwhs7PjFn8c/eAn0Q6zV0CmxS0L1StAnbZAKULdgeREd20+j4DVNI7OqSt/fyvmzcs2aDDTtWkod2oC/ibM9ZQ05tzg7nCZg+mB/ghu1s3C494MrnmHIuJLczysnxA0ZU+xgNwXJw0N3dn3MbcVIoAheOmJA+IG9+E10bWpAiNbMdN9n82IPFgATRiTprfZZd/VAUZXwyuK6g7N0gUMlfTfxCQwBTol6UItZu8MK9BpnZLRjzuxpmw3OMMP3Mv4xP55ApzQWc/nI9OhzNYGW9z6ruZhorw/f/04DpkqaWUFWo1T9DoL8/CD2whhUgiI9LqX1SQgGDH3AVImZHS/t+gqHKsmepHemfscf6aWG4TlSkmf8Uqti6zirEXe0rsvQrqkO3mqZx34dwRdeNwUaqVG+SJ6LH8m5mCi7k9dLiloAdDw3V4Yp26cbAuIOHzZcYk6t9GBJnI4oupyj28m8Scqrn668PK3e0I7MBDTdxYiBNq07pmBeAaw1WrlmHENLIC2Di/N1xUDAEzyJpRXXdnAZ3tUNjq1VUL98iqDLb0i/c+71BKZvjnFTodHu8EINiZtXrjp3b/vnUrcXGQYtYxwhRYLXlLuzyPA8aUuc/WejguK/8+Hxzfl8U7S82a8adz7t93Baf0XtGPD4SdgbEYzA+igWlDs12ZbheB3aMq06KHRTMfFvihYG4BjS0a7oL3oKiOIf6sQbabGBZQx7+S36DtY1a8/P9zKLp+nK4Z9h5dma2k6uox+9Lw+N0TnxU4A8G+sFs+Fn0w2wowHJsHayK9Dq5BRD42QoTb4Ve4587L+SWcc35kwKaH9IiIPg3fA/mICW+J3DzMY9m8xEaK25IaCmFcnp0ZmXY/0a2MympQfAxH7rLNFoRZGHqWD7blptEfKiCPlRDgif3z4j6mEmdRPcWfY0q/+1ZttqHd3eM4lJto1ntAlTeR3AU8gRcw5k564425YWd1752NCSPz4bILgNE/rNOmh1ayLDRzzMYLOXpEWjwQHWobuujO2XEJNx3wrfasMe32epO3FD1iUWTn9KbENp2v3VXfAscs6t0ils/bmTwp/i1GuKDPJnRbD6+m4L6y7qbHIr71vtxn2U09NT3bNLjdjzSZbiV1vbdk7N18Sen+8h/bJDY4cLjcv783BWxqIEwHdBVviwnd4t+Rp33CVL928skkuCJ9viMv+tSR/s/wb9u0EeR9iHYT/gKSl4sjaGX5R7/l6t/EIQE7bK/o2KLha0jKeMVXEuPqqbv82+827ZkJ5Jb75eaNGjaXmiyUffK0GVq94bpPLM4BOidms+srpjBM1F5G/wKkJnKMsDSNdrOWGSu1SS/bM4ujMWqDp+8xMZnjWmOTk+9ArWUgvmoU+i7KxSo/Qr9vSFPAamdl/Gub7ofdNpDfchQhLaJdGc0ktfUQnS2x3aT7PjdfC2hwzvBXJIyjmuvudDLkRLgpohl/+6Yu366ns19GOZWn5xbQ2U0P8z1Wl/jCXZsiQzGQuI9olvTBLA3aVC74IqXpGt+i2RkpDMOw3HqmUwi77hrB90v39TXltncZU2YelGDzp140ZgsOf5TJ7qahHcQyu+oZ5RJGOEsxBZtLBl5AmGtLSg6oQVYyZkdK6TKitBCZleBWPi+rpNEbHC426u9LaGjZT/7cF0+sxOhGDynrrB+aiCGxnoTNDa5EQyvnHBg4N/i1LxkGomMT065U1KjtUarN7bDHF5a5J7kYOGk6jP9PkvSeB5MKtLt46h73vcxX1LnN/k2SvO1jKJ/bSpIj6j0W1paGeilsNb7H//nTBH4p0Y7YHAIH922JnjES3B7ujhTB6rXBTP3FLp9mvJDpw+vDiIua33oUvBaNzE7pSWUjEBjx7lJtGc6D7+/X2KeWYcQ49SVxdIexkOYP9DatEQ76dd1eetqhMsayT9PWhGTvPoHjrHbAC7D4u+29a8YFLu0wHLjSbNMI61/bbqox+J1PKzJ8zNuDe/rOM3gBvOF/swS3Wq0QNFe+wF4Xk0Crf/iS3+ffpAbtMAesRtwmt2ncB7GNEMRMvjiKYDd72/PzaRf53izHfoUCq+3hfZvgw95v3T7g4rvI3sibPL6PdetLMgTxvu4E/ZkTjUVa5gTxshuxgQhYPvg5p1NPSoieyzBx4FqwUfzMa1x0548g9pCyjA8oqzRN3GziCgPSNeQKWZCWJ5ywviE61GP0ZUCVLc79VGdLYdySeR+z44aDTH/8ikdn4j18qtw0TtPmDUsmscf2IZ/wiGkuw6899MmelrHr6qHAa2qsKQTfo4jfO+jm0jLQTaQdOtJ8T3ul0gB+XwD8voD4fQmYCd99rcd4c5BqFkxjcGKYCtfyEeJ5MF9isvc2fPhJXxn2NoqWbZ7mquf8L6sinQmI5bFqOuYSYEG5vF1P8Fncn6xhpbvZHdri3t7PKfBm5e/O2HmwnDl9GbJF1Uqhhtq4YRq4LDqFc3SraltqRSam5doYLOcC7P0kqpw+o4ZB50PjVd3ulRlrO3veweTxEXfKxtZSui4aIbMu53/aLT7ssVMzYmX2DroPnqTRp6vZnT1enYEF2d6oe1JSxcy2R/+qfpflfnZn9zv0tjuSsvfVXLrrtzK/UTm8sPf9CZm1A6PhPOWYCdis1vti8zkJcO57djDLKHvWTcW3GiNa1M4ad7aAaWT0rRbvc6asmRGNm0rQdI7T4eSkldmyOmu4bYSTdPS8DlffQsuOSOWJmhlrNsLuV/J/CrYybG3eny13NmiEqmfLxcKc+TVrRPu+DA8h2HC3kLNNbZhshrizwexiRIQuVsN7kWflkgJ4q/s9O2AxYPXQJt1Pvlk9S4oaF2KFHqnZTHNXKhnGHZrtslm83xzUWT7OwsDutNnKMWpJIb4y2U2U8IQ8jVtTv9JuS9WYVe404c4I1bGFGaFcO3W05+7QCWAyaPbO0vnuoI7lw2yux56130ZzrEkCNaTpdA7S2G5fBYkO+jD+H20BPrP7495hV1Ib2dTGPJDgw0iSq90XHSfet/C5+tqshUani5zqKzkWj138hZ5IYrU9Z6qMZZ3IBvl1E5ktSDuLNQbj6pzNJcT6d94MmHaWoL+fEmm1BTyJZcRoEwBqHmdhbwOv7AH+/2KjYYzVYn6dSHxE391gSYttwbbNLGi8VcyV8fIwBevKQKAOZdjX7nliPxfR3a/UNYs+fRWpTpLljohHG7OqC7UKh/Walg3l23q7tO6ap24wVYtloW9HHGP1aLYC3y+mJu0BD4XpC74zw/Df9d5kR2GbNaL8OfqPfMeY1z09NrMhuJ9FxJLbnqkf49E13P1t3spnlceCyXwFvA+b2jQHDJjmjv+HLZuNwpsY4rkz89SsTGVn5gnOvf195B/T31jY8Tsagu35FXYZX+yZOnQ86Ca0+7C3bns7ezueTu4lvCzZDgS5VtB+i2cb41GfIO6/yE+jOLOuCSNo58IxBx879175kdaHde5lNjxILOiPEWRaUQKwBdwnd3Z0O1Y0PqPejTf9As96DcvOZps6kz1PxXk0PRufukEhlohpWfv2XXwvpLwc3h9cqmlB0NGCBkkramKYP3p7Fi9nLZsaMRblcoAdEPLauSOxbYBpgt+X0Nmsi9UIkrAUzsneve1um0LkUeD8xGIznSeIedZ4N0F2EPHuvlWKMZkNjXXJFZFY/W69/pTUagAYQ90eD3HynkLkqewGK8Vm+Xq8O2qFskmY5XdEfnQVXIIOdm58Zi1aoVuTd5A9dXU7PVyE7JZH16ybd5TpHPytxDnsRDtwux1ux37yURiSx6LIUpvqrGciE04wzvnov1sv7piSuGXyuUelNgkFZY8etZst1mDC8hShbdrsXM9+sxPNex/G81eKliSuQSOMRhMtDlCsq+U3i8/Je9NdjIbzFGOEw1lPu/1bnYKqFFiB97wyR+5c4+FUHHZzuo8dhZsbpGO1z2p8QU90zO+1MUbwARM9o1dYf6hnFtgJAjTHs7cAmO6tPRocxwXZ3O9Ynd3WalRI+wmwgwglNSaIO36zWqAOBODkfvo1PMX7vAfUttNdCLvaNXfKnaDlfX92eiaqWo1zfp97JL6sA5W8FxsGQySZf1aF69pT7SfODgKMIk3AvxQUuf9WFI4LwNw+/zVpxJ2qB862Yy8Isdo1PHzh0X1oH1jI98Rh2+KY3WeHwazMwP/XYrNjOGFhQtl8WO+0ly7Mn3896wauogyALiUQ6NIBAAAKIQ8g2gMO35usEvUge0spZUopSbllSiklKffeUu4dbDJeKx8sgDKeDEj7Mp6MR/syNO3TGTK0DE1n0Ah0Bm1EI9AItBFNQxvRRzQNTUMf0T8yrYwr68q4NJl1ZV2a1D9N6gX6p396gY6gF+gbOoKOoG9oHvqGBqN5aB4ajA6jwehIOowOoyNpRjqSXqUZaUZ6lfakV2lq2pP2pKnpWJra5jqWjrW5rmVuMbuYXswuJhjTi+nFBGN+MeFMKuYWk4o5ZYoZZxoxi5g7zCImESKmEHOGGcPkYcYwd5g8TB7mDtOHecOkYdowbZg0zBpmC/OFucN8YcKAYcoweZg9zBlmDxOIOcOcYQIxcZhAzCEmDhOHOcTUYQ4xkZg6TB0mEvOHicRUYv4wf5hKzCOmEnOJecQ8Yi4xk5hLzCZmEjOJ2cRkYjYxn5hMTCbmE9OJ+cSMYjoxnZhRTChmDNOFucN0YbIwd5g7TBZmC3OFqcJkYaowU5gsTBZmChOFGcgcZOYxB5mFzDxmHrOQyccsZB4y+Zh8zEPmH/OQacj8Y/4xDZmATEMmIROQCcgkZPYxCZmCzD5mH1OQuccUZPox95h7TD/mHdOPice8Y94x8ZhyTDymHVOOKce0Y8Ix7Zh0TDgmHJOO+cakY7ox35hvTDfmGtONqcZcY64x1ZhnTDWmGfOMecY0Y44xzZhizDHmGFOMycUUY0oxuZhcTClmFPOLCcYMY4Ixy5hhzDBmGZOMWcZMY5IxyZhpTDRmGrONicZEY7Yx2ZhtzDkmG5ONOceMY84x9ZhxzDimHrOOqccMZNYx65iBzDxmFdOKOcW0YmIxp5hTTCxmnOnD3GEGMYOYO0wh5g5ThpnDlGHSMHOYOUwa5g1zi+nF1GJKMaGYUUwX5gqThYnCPGGyMLWYWcwtZhbzirnF3GJeMeHMa45maZbmWFYrnZXRSmZltHJayaxkVk4rn5XTSmrls/JZSc3cmbwSmrkzdyW08pkJNFHzNFEzNU/zNFOTl8NKYmWxklh57FiJzMRmNk0zm9rU5ja76c1velM1v/lN1VxLYGWwslgZrBRWFiuLlcLKYaZpjiY2sTmat5RWQiuhmbwyWbmsNFYuK5s1K5WVzUpnpbJSWemsZGZ+8zS72c3T5GWxEllprDRWIiuTmadpmkATaJrmLn2Vv8pe5a8SWNmr7FUCK4uZpNkrpZk901dKK6WZvrKa6TN/ZbWymvkzyzJUKar0VIoqQZWeSk8lqPJTOVdWKuXKSiWlUq6UKymVk0pP5adyU/mp7FRuKjeVnUpOpVxZV86Vc2VdSVduKjlxKjWVmkpMZaYSU3mpzFRmKi+VdeWl0lJZV9aVlkq6MkwZV4opxZRxJZcySwlXdinhSidll7JL6aTUUi4pm5Q/yiYlFChlkBJKOaUMUgYpp5RUyiGlkHJHKaQsUqTsURYpkZQ9yh4lklJJGaYEU8aVcSWYMkoJpvRSRimjlF6qlEDKKqWUEkgJpJRSPim1lE5KK6WTMkhppbRSBimplD1KJeWP8keppFxSAimflD7KJyWT0kfpo2RCpNxR7iiJlENKH2WSkkeZpDxS8ih5lEdKIuWW0kgZpcxSdim/lFtKLKWREkt5pTRSGimvlFVKEuWJckQ5ojxRmihVlCnKEmWJMkVJokxRoihJlCRKFOUJMgTpgRxBeiA/kCPIEeQHkgT5gQRBkiBJkCBIEyQIUgRpgjRBiiBRkCLIEiQKEgVZglRBliBPkCpIFeQJkgV5gkxBsiBZkCnIF2QKcgX5gnxBriBjkCvIFmQMMgbZgqxBtiBdkDXIGqQLMgfpgoRB5iBzkDBIICQMcgYJhARCziCFkDNIG6QQUghpgyRC2iBxkERIIiQO0giJg9xBGiGNkDtIJOQO0geJhERC+iCTkD7IH2QSMgn5gzxC/iB7kEfII2QPsgjZg9RBFiGLkDrIIaQO8gY5hBxC3iCDkDdIGmQQMghJg+RB8iBpkDLGYSRv9DX6InmkSfLITZqkSW4SJTd5kiiJkifJyQtkkXQj3cgimYAskplMQCYgM1mSAUghGSSDpJBUSSHpSZVUSU8CST8eI4EkcDw2MiMv6UlOctKT6JhrVDbSGmmNykZno7JR2uhsdDZKI3ejtHEauSN34zTSRwYgO2mA7CM00gBpYIRG/hHaWI385B+rke1YjSTJlmxJklwjSZICuUaukRTICCQF8gEZgYxAPiAbjM9Ik/SRPtIkdyRvHEaO47DxGDmS43iMvGOzMdmIbEQ2JhuFjcnGWaOwUdg4a6RFbiAzkBhIDGQGsgKZgaRAViArkBRIASQFkiQFkAJIkvyNv0ZgY7AR2EhsDDYGG4mNxUZiI6+x2Fhs5DXKGnmNuHCNsUZc460x1hhrvDXaGm+Nv0Zbo63x17hr/DUGG3eNu8ZgYy/SATmBlEBKICeQAMgJZI8EQAIgeyO1UdmYa1w25hp9jcvGZaOv8RnZgHxALiAfkAbIBeQC0gD5SQHkjyRA/khMEiAJkJhEQE4gHZAQSAckAxICCYFkQB4gGZAreYA8QK5jNHIl2THaGI1kR2okcGRGpiOzERqZkukIjexkkbxAaiAvkBZIDaQG0gI5gbRADiAnkBPIAWSPHEAWIHtkjyxAlqOwkdZobKQ1OhuNjcZGZ2OzEdYYa6w11hpjjbbGWWOyUdYoa0w2FiPveIz05JDkQLKNz0ZfpDnqGneNvUgOZAZyw0iNZEkAZEkWIBOMzsZkYzPSACkkA5AbSAQkBxIBiUkOJAcSk2wkJjXJRrKRmmwjNZnJNrKNzKQCMpNFUgGpgCySb2SR7EC+kW9kB5JIdiA5kESSSHIgh2Oq0dX4anQ1shpfja9GVmOrkdW4amw1thpXjarGVaOpUdWoajQ1yo2mxlOj3Cg3nhotjafGVKOl0dKYatQ0KhoLjYnGQiOhMdGYaCQ0BhoJjWfOjFXGM6McOaOVUc6IZ7QyWhnxjFhGPGOjEcuIZWw0DhpJjapGVCOqUdU4alQ1yo2jxlGj3AhpdDRKGiONkUZJ46RR0jg3ThonjXPjonFuJDMuGheNZMYsY9yIZmQzohnXjGxGNuOa0c24ZmwzuhndjG1GO2ObsUuXUcrYZdwyShmljFvGJ+OWMW58Mj4Z40YnY9zIZnQyOhnZjFrGLyOd0c5IZ8wz2hntjHnGPmOecc/YZ+wz7hkFjXvGMaOgUdA4ZoQbx4xiRrgRbhQzUhnFjF9GKiOV8csoZQQz1hnvjHfGOiOf0csIZ6wzwhnVqBnfjGrGNOOb8c2YZmQzZhovjZjGSyPdiGnENNKNcyPd+GicG+fGRyOZ8dFIaSQzkhkpjXFGSmOlMc4YZ6w0AhorjZ1GQCOgsdNYNxoaBY1/xj+joNHMKGiEG82MZka48croaRQ1ghpBjaLGUKOosdQYagw1lho5jaVGSCOnkdMIaWQ0lhmnjGHGKWOUMcwYZowyghkTjY1GRaOisdGIZ+Q0Mho3jYxGQOOmcdMIaKwbS42fRkgjpPHTOGocNDYaHY2OxkajpFHVSGosNZYaSY2fRjBjlLHOWGeMMnoZo4xQRi+jlxHKyGWEMjoZuYxcRiejlhHT2GnMNGYaO42VRizjoTHLmGU8NC4a68ZOo6fR09hpFDVqGlONr0YtI5sxzShl/DLaGQ2NiEZB45VxzmhmxDIOGg+NU8YyY5WxylhmDDSWGf2MgcZAo5+Rz+hn1DPyGfmMesY7o4rxxohivDHSGFGMKEYao4mRxhhjNDGaGGOMJMYYo4uRxEhidDGKGF2MLEYRo4iRxThiZDG2GEeMI8YWY4mxxQhjLDGWGGGMJ0YY44zxxHhinDGmGGeMNcYUY4qxxrhirDHiGFeMK0Yco4wRx7hjlDHKGHeMNsYdY4/Rxmhj7DHqGHuMPkYdo47Rx8hj9DECGXmMPEYg448RyChk/DH+GIWMQUYhI5ExyBhkJDIOGYmMRsYh45DRyFhkNDImGYuMRcYk45ExybhkPDIeGZeMSMYlI5MRyYhkZDIqGZWMTMYm441RxZhjzDGqGF+MEUYNY4VRw/g2VhgrjG8jhvFt9DBiGDGMHsbh6GEEMQ7H4QhiJI4gxhAjcSSOIcYOY4jxw9hh7DB+GIvjh5HDWByLI4fRbeQwbhjdRrdxw5hh3DBeGDOMGcYLo4XxwjhhtDBaGCeMEsYJ44NRwihhfDA2GB+MC8YGY4Nxwdg2LhgTjG1j25hgRDAmGAuMCEYEY4GRwFhgDDASGAmMAUYAY4AxOAIYAYzBsR2Dozq2Yzuq4x/VkY9//CMf05GP55iO6XiOejxHPOpRj3g0Rzz+RnP8jbvRHM1xN/bGHU/a2Bt7PGkjjyeN12zkjTxeM940XjPeMt403jTeMh403jKeMh40HjSeMp4znjIeM54znjMeM140HjPeM140XjTeMx413jNeNR41HjVetXHkVRvJkRx9IzmWo2/0jeV4x3LM4x3vmMc95hE47nGPwBEdgWMf0REd++jHPq6jH/24juy4jsKRHdlROK6NwlHAuDaujQLGAaOA0cA4YBwwGhgPjAZGtvHAeGBkGxWMbCODUcGoYGQwOhgZjBBGB6ODEcIYYYQwUhgjjBFGCqMGHi2eLB4pniweLFg8V7xWvFe8U7xXvFixeLN4qnioeK54qHimeK54rnimeKR4s3i1eKd4tXi3bvFy8XLxdvFO8XbxevXi/eKJ4oHi2eKB4oXi2eLZ4oXijeIV4x3jneId4yVLxkPGG8UrxTPGK8U7xTPGM8Y7xUPG+8ULxjvFC8YbxjvFO8UbxivG08XDhYtni2eMR4w3ikeMJ0wYDxhPFM8WjxSPFM8WjxavFe8UbxVvFe8ULxVPFc8VjxUPGM8XbxTPF48XbxRvFI8XTxfPE48T7xPvE48TrxPvEi8TDxMvE28TDxMPE28TTxNvjlfHo+PR8ep4lniUeJJ4k3iUeJN4cjw53iReJR4kniNeJF4kniPeI54i3iJeIt4iXiNeIl4iXiMeI94hXiEeIh4iXiGeIV4gHiCeIB4g3iCeIJ4g3iAeIZ4f3h8eHx4f3h9eH54eHh7eHt4eHh5eHt4cHh1eHd4cXh2eHZ4dXh3eHV4c3hueHJ4c3hseHN4anhoeG54aXhseGx4bXhueGx4aXhqeGZ4ZXhreGR4ZnhheGV4ZnhjeGJ4XHhheFx4YXhheF14XXhjeF94WXhyPC48LL46nhWeFB8fDwoPjXeFh4WHhXeFl4VHhVeFJ4UnhVeFN4UHhOeFF4UXhOeE94SnhLeEl4S3hNeEl4SXhNeEx4R3hFeEh4SHhFeEZ4QXhAeEJ4QHhDeEJ4QnhDeER4fng/eDx4PHg/eD14Ong4eDt4O3g4eDl4N3g1eDZ4Nng1eDR4M3gxeDJ4MngxeDB4LXgveCx4LHgveC54K3gqeCl4KXgqeCh4JngkeCd4J3gkeCV4I3gieCF4InggeCF4IXggeB94HXgFXkeeB54RR4H3huPyBvy3nhDnhvPjTfkbeBp4GXgYeBh4GXgXeBV4E3gWeBZ4E3gUeA54D3gSeA54EngQeBB4EngReA14C3gMeAx4C3gtfHYeAp4CXgKeAh4CXgJeAh4B3gGeAV4BHgEeAV4A3gCeAB4AXgBeAB4azyWt/Ja3soL8lpeywvyhLzP6zyVp/I6z/NOHpCH8k4eykt5KQ/lcZ7mbR7mYd7mZd7llTyTZ/JK3o/H4408H4/H8/FIHsnz8Xq83Y7artqu2o7abtou2k7aDtpO2u7ZDtoO2u7Zztmu2Y7Zbtlu2Y7ZTtku2e7YDtkO2e7Yztgu2G7YTthu2K7YTthO2K7YjtgO2M7X7tfu187Xrtdu147XTtdu107XLtcu107XDtfu1s7Wrtau1s7WjtZu1i7WTtZO1i7WDtZu1c7VjtXO1e7VjtWO1e7VrtVO1Q7VLtUu1Q7V7tSO1M7UrtSO1K7UbtRu1K7UTtQu1A7U7tPu0w7UztOu027TjtOO027TTtMO065uZ2mHaWdpl2mXaWdpd2lHt5Pbze3mdnK7SjtIu0k7SjtIO0q7SLtIO0o7SbtHO0e7RrtGO0c7RjtFO0S7RbtFO0S7RDtDu0O7QrtDO0K7QrtCO0K7QTtBO0C7QLtAO0C7Pzs/uz47Pjs/Oz67Pbs9Oz47Pbs8Ozy7O7s7Ozw7Ozs6Ozm7Ors6Ozm7OTs4uzi7N7s4Oze7N7s3Oze7Njs2OzW7Nbs1OzW7NDs0uzM7Mzs0OzO7MrsyOzM7MrsxOzG7MLswOzE7MDsvOy67L7svOy67Ljssuyy7LTssuy27uF3cbstOy+7KDm5nZWdlB7erspuyo7KTsqOyi7KTspOyi7KDsnuyc7Jrsmuyc7JjsluyS7JTslOyS7JDsiOyG7IzshuyK7IzsjOyK7I7sguy+7ETshOy+7EDstux67HTseux87HTsdOx87HjscOxy7GzsbOxy7G7sauxm7GjsaOxm7GTsWuxe7GLsWuxi7FzsXOxi7GDsVuxS7FjsWOxS7FTsTOxI7ErsTOxK7FDsUOxK7E7sROxG7EDsQOxG7ELsfOw47D7sPuw47DrsBvuiLu33duOuCvuNuwy7Nx2brsMOw27C7sKOww7DLsKOwu7CTsKuwi7CDsKOwk7CDsHuwe7BzsHuwY7BTu2XduObbdg17Zr2y3YMdgh2BnYJdgl2BnYHdgJ2A3YBdgN2BXYBdgF2BXYEdit7QDsgrvgDsBOuGt3647dsbt1p+74Lt31Xbrzu77rO7/7O+Bu79Adutu7c2fu7g7vzB3e5V3e4Z3e/Xblrrfr7cqdb0fueLtxN+54tDwtotV2A+7Dk++q7QbclCffFY62G3BPvqtqbTfgnDz5rtS2G3BPvitYbTfgGCAxBezJdxWn7QYco1NtN+DabsD9nnxXetpuwLXdgNvUdgOu7QYcgQptN+DabsABd9sNuLYbcEaefFeR2m7Atd2Ae/Jd6Wi7AWcik5cZ39WT7wrEDbi2G3AvMM0Rtt2Aa7sB9+S7AtV2A67tBpyEJ98VmLYbcG034JY9+a7QthtwbTfgEF168l0Za7sB13YD7oieJ9/VmLYbcLXabsA9qYu7NXRWKEecJmG3BNXFaXpzQCtTXZzbG54YpuL2mrdE1CBhaTIKfXHjCrJKAPy0soJWIDEgGtw0MCXgxMFNY1PijZoqCdocIRFsCrBAcSbgQOF5omOrwBNaOerQ8WFigM4Ir1tS4xGfujomBoiLinypS1KAaAlYryuyjFiK1Qcg0G7oUmal7kcr4i8nY+p2wBGf0S2o2wFHfDaHJocvEo9BprobVIrkJ2DFLeFMHYs+RT+jLsURdhObEkVGiSphZAcgrYBwg8iANFtuJU49AFMFQwxAEwy1qZMQI8MeZg+qWBH2oEoptxh4FFSTxMGEhASpfnlw0EAoSssJArRaQZRQXIKComj2AooZIIs+t4AtNAwBdC4QDDTGAb0ggW4Ec9EZG9RDmSm6VzzihnhKQMeqFA0iPQTQvepRZUinYHSj9poRNovo5DIlaWaFTtCHtkknXXR8FOycoJJBh2ZWl2p0Ya6UYnLo0NDSE0XVKjouSo5MOQOKToarWXApTNBhGNTCyisRdAJ2Hq7sMkDHC3WGCB1v1DQsxWDMoQKVIUufZHOj5npZHFXRYCpCnJwYuVRY4oApGBKIMkfaqSGwt1EV3lxAADBo0BBYm4K4XRrevqRgFBelfGPWBiHLgVtEssYuLLjqECkAUHVl6yG6/RFUJLYgUQBOjiKiW5/RCqEdRCOlfFUcZCKm6ZmIUgoHUc0tR1HGJCESkptrQmOOWOiTnSZtPqIjMb2WoJlEJFQpSRMazoicDlhCspsQXSkjNuTWDGKtZxWEVFiV7AuIN8RnCBTt+LNCGgBnOkr5KpqWotAocoyYzAvZI4Kw4hkrDoaSVkXPpQSLL0uKwgqsTrxhVQyw6gUJTZWKAmgtGnHsUFFY4cMJOCOKBhyBMBVp6ObmNqRULBaLxeIGW8AeMANVZKAn1RsyHEUGCI4Qe8ApEnuwMUCwq1jclKYNzoLiCDhwBrC4URzQ6ceIC3XFAR4kjNizrEjilK0AmhwVhQf8nODzoMjiQTIfLUnR02LxAa4YA4iTfURO8cqZYQtN8a5FGhR4RRoB7oVZxRo+8JQUQBV3CKEBrSQSoZ2JwYn4jNNacQcVNEUeUYjMJqwqFjn12t4EKg7oZGzEhRREYm8+5AgrCukRbVmaQrSlpigESKxYw0expJChWMQYsVQwBcROYIpHMBkrHgFG5DTKAhEamuIODkeKSHgRMW1cbHISDe2wRTTkJVGTUg/RUBNvodikFFHQ6oWYp8gTEUyKSHgRMeVWxShQiGuUACKuSeEqShUnRENgfJOSR3HKNDHELAfWEJHEqcLpilXWUB0ZpqxYZZMVHlx68QqPWCHCJlKow6+YJ5GCiRuAileQNFpQhq1YZROPuDtEVk0RywE1xSwA3pz5Xrwx61XMQqAakUKK4pXspRgXfCskQ8cbGEfFOCe/GNfEDhhiPIpxfN5sTIlSjJM2JABqDwssipO2aWgS46bJ8XmzkQSSnBppguKWyQ3NJXHTKM1tMNXEye2YIyUsTRZFe+gExLhy6xNdgTi6K5fQ0A1LtFnhc4euwJU8Vy4hopuBohLciJQuDKwHUlAJo+PDRZSTTAr8wG1wokQGnSIxEJikqEHnh8ojJ0rk0M0xqJMEVyY6V34GkU9HZ4xR2gNZH7pkK1wPFW501AZ00vHGhS6ZinuowNMrJMWGsT8onVEvijTSBJNc1EpRtwagaCLXqToATYolZFmoK1Asiuj9qQPApFhCliS2A3Idet2xokLahwMnqhQAcMSNlboj04iclrRFEnhJxYQaEGhldCWbZMWFnIdWa3UmShTXdo2pAyGmeCAXqCvygJhKRQ43WyIc6KpiAgalNVZm6hSA4kBFzoa4W6qcoelRjNtDFO1cRSxOUBFIilaAc0g4UFCcEgxFHIczxWERCs8CnVx1xSU2PjzCM6Q4LBZZlqUUq0DFH6wO/JriYFjMUT7gtXUoxhjTYFcIMCymQCKJzTSlCCJQaYBXraLbCVIPvMwoDosSYPjJwEdIMQEqIB4ewA2LQlJRTgzIUURNjHkhpUJxWOwNgXWjTUM0xsCLDxUJkdWqL0R2LCoOiXKXWCRpRovIB4EeJ6gqEYfEMPsnpRiQKINUES6FLKKAe0VXJqLb26g+M7I4EvW2Id+Kk8NBdJMjcAoBqbhpcsJdrGJfUpFoERdljtlaFgSpgTlmZcq8bai7gukoDHGjwJbjyq5AZ4STiCoPRjAwUowtyhg6NbdU+UISRcwSukKY6posoKGArpAoMXOcFKRIdN05iFOAYxFA2MrOajmTIsQCSffMwJ9QeuieXYBFowcbc5QjTEIaRHh5LYJYgImDxZQ3E21EMQG3OAm4FWJEsTsLIhkjZupE1ERmQSTVggnJAi8CXaU+DBa94XLFoBKiN1i/jgECYo8hEUgJBgWKfOgyC0GHTSPCyBrgA9EINxsGvDgx4EOkEXrkfKwrLEKE8s+g1aHAXph1dQwqvcHKMgRNy1h27jNChhoCI8aUGsDDA40ACm4G4W2l0ZAQok7HDLppm5DVZT11Mtiw0T27hGxHFUl1O4LQQTPz0PVCACRJBx001mmZGAnxFW3JJaGz5caUkLNuyAoIsXqIoTN12ijyC0DdkV90nE7x6DgNmnTkWBY6U5hBEWB5yRvuaIgEOkPDJr5OXRMgnSEbNugEyWiiSc0SNykcHSHxBNehOn3uRHmyhW5NFGh0a1rQiUJFF12XOj2mBFlGd2RJlQMu6qoAoDuy66TrcqfQlCCB6FBkglNlA87UnxS6zhVejgoSct2VTzeByQs6CoaulCPq4ErRpRD6qMsCYM7Zj5tjhkpSlgIr5kpN+bTmSrnJgkjLXBkTLOKIFOe+kOIR9wRa3ByYT57q4jDNRRB2qS6O0xyDOF/q4jDNRUAmVxcnTY5AMjtyBiD4iJNm6W3DiVxxcg/eihxgZukNTIBXcU9avBUhn8W9ofVGigcjSyM7RAE6rtw6QjQxCQUcMVzEGSHgRlQh2gAlAE7VQ7TBagfcV0YME6OUsqsCkc8XJ5gCEQO9HWiyjAWREjI2JS8oEOfYfCXJFUek5OwrcYGJrVLAEflAjMgLnQakkY9ojBCSHsoOFXnASO0p9g65sVEMR5EHjBeON26KKBldL0wMi2tCMiZ2JSgaCLoKwaJH0QB7JYQLGEU2tioddnkoMphSR1yhNCs+GNKg6EKUrWLaoUrR/FWsMqoFcQczJJQmFYF4YlR0k7Wr6MDUELlHee4M95TT1r7YKr5QMJQTdWDXkE+RGYBHAYocjx+5M5Z+wztOdnv7FIuAkEZE1QSS3K0vfYZ9gjfAmE8kRoJDoagEWlusUhdG7hgUPuwzx5YAHw0ir1gN5HZEoDGUE+KKH9mKcbgCsMl61kSumQ8twz5yKAX4pRIlOcIgN2ENqOEauBp7yCMi0c1ctCKUZWCKbh2CFR2YYjKnpVSaoR4ulGaNcVLkCA4VW5AaNFcCHTG0U0yLKzp1ii7gziIqZ82cGk9GhnsmUap1wU+RiJc2RFRNOs3lOSZqyIdNKFs+AhHfcDKGjqoyHPM3+IiXiLzWQMwFMIFgGKcTpVNXahSpHCND1JErxVwhoophH07pFg9TjAOmbMhw6ZhL9KTCsM+BRbc0wCFKEp6Sm2YCwHANT5InA5aIT8pfpJLoTHFOg6khEYqxJJWEjZI1zMKiRTMJgIhvTtyQGwWE0VBMnzSU5OIIKKYbEsz9EZ4Y1kGWQoKcLsUNXsFcKjOvhnni4iz0GVZskSDX3DBPA4Z6HGnBQKoqDtm+iKiawKIjZ8QY7jETh+GZKaKuQSbmtkQjMoSDigYDTEiKU3gYIerIFYRO42kz5JMFZCBDFrFAYdmCDStGh/Jcwz2/OmSQoYFIhJSMnVtBrcBQzarpAPuIKKJanqKVAG6IUBK4kAuEjMAQC5YmiIqJIJJQZaASJgV4hkP+AJh0S8EvohsbcwoGURmG6SQM6iFTBMZyNLcrh6UhHSuVpIwQUczgohI/tmN4p1osK7kEFFc4mEPQVmqYR4IyLKECEHFtMTPniM2F4ZshbJRA0FEEUksX3YUobYZ6SmFxA9yKUfAyug81QAz1fLkR54sC8ZGGC3NqqHQaoplz8APNNKITO6nuLxVDK7qkAJV4IJJ4oERuTKMjQyG7bp4ZSYpWgM3YbtEoRUcCQaahniYK4l4BiQ3iDKoESBaGIYw5VZNI0TEiNlABqXhlBqxKvnA5G8LwMwJNc4rIRlkRIyrahmC0fJGRRAWxAVsvuRgnPAxh2PjSpdK0XjrKsHhmLzyJqqGcMjzuqKWIDS4HOSSIhkMYBoax8eGheGGnww1Pj6GdnpweQoSItQJBmOOFxsSwjRgcZ9gbUUSwUHK4EngZBmHCZfyToohijaEiKqcOnYtb1IZ3JlTbc6sYkYkLVUU4CIZVwIjgFabYY9oqIqomruiINDMyxPMjwadSFyIjY7MkSVk0NJMMV1qTABebKPNBVwWJliEeLgj6uKHFKbx2sPlKFoEu7sw5xCOlTwI6ROKaoJo3b/LQi6lTYjZ9IpKfCbGUQcfFFSYuSBYNk409QxecXFEydhohlivEVLoTaQ6xp0lWJS04eEMKKIJNQjSCFjFEhgHgkxn+INHHAoNRxAV0ksmt6jUbunhiqxKpABaxbItFLJeoVPKVZAMxyQlhUPCkGkoJ0giLXLFiHlVFAh8/QzgG6NDFWYmyBNjIrpgM11TQIukFoiKFAat+0OkxnIPGGCZiH4olZAiji0tlYUhH0hJNQ4ARf726BjkjUREASnO1ONEZkqHEFQWTFHUgwUJ3RoWkYR0xQDYt2UXszVBxIVU1nCCJKKUQImLbDP6r1mbIgpKnBD4oENv+n+KVGavmylpahiwKuWGTU62opIAJujgmIgztjCg4YUBENKYcPIria8hFUqI/xnIRf0h4yG359YToIQ00EmvchjyWHBgSgFbxibQpbJFuHbo6PDrDOrNObLolgfjbgeQMGb4RFQAxBfiia7jChLIPlwARSS7jGy5BhhLi7AJVRPJWSkdLLGIGmhsePoZOuvQ5wnC9oTI0odIJQ8+G6hcHk9ioCEJkszDXQAeDoQoEl2CMsENsNSyJAWLKhmiWjK4YUCteA0NYuGkZtglRrZaXIkRDmLaQbeVQjHcjFaYsQoCk68uQEUM4evZU0lUHDbH3iZZcqkjRQmih8+bYr2EcTU54yXhCLGKZ9GTF3BDHrgZmKjwh9uKUcrHMcOIIYodcKUaihhCEVdJuR95OUcOBPoExVE0dK3qcog0IJej+/Ck0lKOmUi8zmGhmVTKnKpKUoRYNyzDZuTnwj2GxyJwMdItqpBjOMSv56hCGSEILU8RySYvcsGpvlsjYbMVBvegeOYoznAMghK8cA4hB2jKHiv1hElwCHHmxQzywZkaLIIOhiWq3tLgiRjxQRZILD8uGJnb52uIGxJupQr+SDFkMv5pikKc5IgkAUtlG3OmR0ZOjZ+hAkp+wa3wjurXCgsbOiiGNQ678JLnxRkzlfW5apgzLaADULMeB4u90poTBkWEaZZWqadpFFHRrhNqTMfxCCnsx7G2PIC5rJkq3YzBWGGHTiMiDxdY6MfVGqpEuP54MDXsiR8GcACASyISmeGWGqLklGygNRwBK00bLiiIDTYXkvDkwbDP0jaIuUQwyXzIUSYZwh05aihgVO6QACmlpM3RTAwT5iQmRgJIpUQLMGY4ghXF+PIi8/MpAM1cxSOSak0IcvhkQqAe35m2ahD4AFqfhAmiqamRMb3sMBKg0KxEiN2NmKiTYgSLuUEaEkzFCQyJgZpBSU1cEYqNHB8pVmeGbNz1cQ4gCmF0ueMYwxIkderZAeBPVBkElhDdMVyVSHSArFmGWFYwEBtGVUuVg+CZJj24NEUMeNH0A6OELUTPk2AC86RFQ5AIW41bMDIoRmnmb1uAMhwv9zVkOVcM0joZskYJkKcP2Ju3HHAgVmIgASOkw84APPXTBYShUGaIfOBcKnKwabhEjrTepjjiqDRUXY6INw7wRg4UtefNki45ctWGtIVDMhQrU3vDYEXRFFwc3YZ8UyNGNIn7hscCUE2UIJQAnaAXK4qjGx5dIKYZmIhwD+tH1Bg3EryKWS2jmUvQhVmQz8aQQjBrDND5IcGA4iDYAFKvVI9nQR5NKvnw9ikOTUxGVQ4bOEhtbQzVUUv+b9mbnjtweJ4Dcfp2iZMwTlOKKSX1UzSkZrtlA9KOQESewuhCJbcpQhYcaqWTYemuGpXfDlY03ZJ+GzSj0Z2jAGHENn1hvm/SbP0fVUIcaFCORGWKQSQ06UDgMiVxA0GHpUdQhZEMuTY+Gawzx7+ENsV204s6QBcM3LSumtk/FH7JSKcDFptH9ysGHayoF+zEKvdE58EIuE6xbbrwI8HSnAAMlDd+SgaCR5BinN0t5JjEQuhrePJageKFFzLPGbYMPPEMrLXrxWp2IW4B4Wg0kGyI5NQELMYmdmIwgsmzAsEuYtlKdt2M3TkqsBW/ComRywgDBUACgQn3euCC+oFOrGYMHwxuFeux4tCGqZW4Vr8zANCcohaGhhlFspfhMI06LMbZRxmIYploAZbje4lRgIbcrzgK3W3K0GKRIQHQQtwOUIOGQhDrpF61iscCJXEUHpprQzbFZNCzDQijQZg/xB/8gaoM1xHCqEatYPYoXjiRa5WMMzSAwQGrO21slOio4EJgb/n42xrxAUiwBJg0GZM/QDK7yACFNRF9GWBRq0PDCHESxTvB6a1OKJFHAcZMViACIHqu34gxMX6T54gzPsICCgMGqt1+tQIhhY+BtlxAuX6ANh8Fa1B75nLyt45sVlpy5KWGb4acGrDdfXn5kTNHIAdTBFoYBszqe8G14JgI0BOQlIpyPEIJhlCGQUT9WEsO3NMoIdSU13FjdgoWjgSUiCia+XJMwhDE0oF8se9tV5SxiucRmLs2MLEQ6bYFOaKozdGKKyYAyzd4g7abAiNMOR7JYHGbUiGx5drPQtBl2aFGgWp86b96PpUrCqllxM5Lk1oZZwYiWEE3LkmgPs7BNUJCJRHR/oiOChxLGoAC2CRZRmaUlxRakFtHtsbRp2CXIzsEl8u1WMERvVIh6m7WnCBsqzoafz4FNtYa8lRF0xAABCm6moEh48uftDYUiA0OZTW4/Wu3U2IlVXBNlqBQHVUMwP04JkMq3RKxuEDFCyS3aBkBrccUIb9N8JYM0DDOkCIWzBVHPRfHUqQwdwAHDjFWxogdGl3aGfgzFABhCgVq0N1kHMN1pBIzFE083k4+hGDFrBTPoG5hhUybMSOb2SYiAL22j3rAXYVLYDW42oCjDlCIhErDwrJiqSkMNy5LhFJmIIPDc4R3MIQoFKys2RFzmyhypNSjDBaQ+VKIGHFGMweYQGyhHJOo2grmhGLgtFeLaiEyiDJswi8gQBwvGgKJZb69G6NqT58jwbRWbHjxnKA2BxuJYBWUQ3YD4gaONgmGRNt5BJAJvg9ZyWYEjwe1YITiN5LgQJ7GgM8bVjCEUKxZSsSKWjjQUr8yoNKdqV4AhGxRmJI/d23hLipwcW3bcVPRgj2W48rZFE5cOe5DbJTk13xkxGJAUidgHwyug0CFvSwI4JCgMi+ooOrZoRBtuCVGMQwk7b6LMHYQI8BreUS52KfK9lYrG5BASaG97bCEAA82UW68ceyydAuVG7KlBZ5kYMTSAZjWZ7GEyDTccBdPjViR15wRU641KEj4rEpRym1SFDhthxOCKUUUrvyDdzhCF4QRz9TqeFdu0tKGTtiDLkAsHHx3oDryRYvuSSM4V4rBCl7ViH4YfoCwokEta0Y3DoFwCxpBLsSceMJEhCmHwpTgsxdAFJBRCHQRFElbuH/Bh2EVG/3BjgtsbKBV0ilgu6Zlr1CfHcJakJ6QggXJ7cOtJgWWViGeE9ZAgMjXccQfLBhwYiimGkGJzq0anjgXVh11IyH3wQOUNCRxjONr8cVPU54qfOeuGNzptNdJQ6uAma0ayUS50WYBDTUMpSs8uLCC5lGOGXBCDxsQkFrkuQOpUAMenC8N8dEmz59cFaieuzLERwjAO+ePqUKoLv1ZgmYt0YVYJjLTDM7wgqBc0R0Qu+ODlatWf3oUBJXaQOrRZeLLp6xgVrOCiUZdHVXJRYPJl/UE1p9GcBmyIVh5RQLWl0VAaIUcSLtWBY3HrEbFHo6NBmgQ4elJDgIohshxpaQPGQZYySMQKQHqgGCF1KTDskSwRaB5d2gEcYIBURxMYAxrAQEpV0apRLQskP3ueGSFDQlqCkvmChxekP1IAUFnCBsmLhEaQxgSbQOm2MhZn4Q3TikcK0AzJ4SRlbyS8ceIMJBESQVzkg0abXziGRk65D+ivVCGQJT9wEIl5kxZnLlicbyikFCMF4IZ4q8WQSrfWDJ2MlUoowjXchAbDrmAg3ISbAFlYkYvIl4m4I7VhmxlZAKi1vfEwhxVpEcUtUBERAWpECsMtbMFkww0HpDiAkuFtTbSgnPKPmyk9dV5hkHtr1gPNnDFmfIasmEZeUPpGV/fJEgZPlYbpeRDnp4jWSGKskoHhlC+MVJDoVCxQFFOasDGsEmS4whWSt0jV9tTlieLmzIsdHo814g0KZ1DkIDMkYYjEBmpW3iqlSZIpxh0SMiYHTcYot99cnRBN6N5cjGoVRcYWtzsyIhWoUqTwZoCIqkmruh8FxBDOEYtinYpFXm+IOnLtqBvQOzC0QuVYizZliGEU8LnigzOEwUyGCCf/rViEB3PPWijDrsRRqyXK2xgcP48sQG6aQEDR5YRIEcSdH2xMpvCqM4BsydBK8VkLIp+YFeBCh/HhADHC2BCsDdEwMOObxTfYEtHkRbAKURCxGHfiZAx1+NKwApKSt2BtcYpXZkSak5bjxTAF9hFeKt9AAAOiZcUDNzbGCNW50XJgQEh6O0SA1acsedx+hYJioiLeFFkBNSqIAGLbJLoImO4wAhGDlidEVm7seDoHDYVYcZOxCcQbogChSgnZNNzRo4/uJWWDog5rOigceMsFTBRvUqihrrNCgDT+pmWFjUAXdrhFOlGNGDRSbxeG0PmiRoWbGLZGpySuiCvWWKLB4M6QuGMUIpWW4qVCZLfAy/AIJWg3Bhl5u4XuxmYthrgOEoEscd4GcfBSxHLpz1wqdFjQy4EiKidNHXr2GibpYiiHC2hDAcpO8QlUNlyBoEMIm1bFBYygCDgQa6gEky8dV54Q456hX0xIGJboQ6WFsWFveyZlQoVpiBssGmunjA7E0dg0FoiP4fpbAOETAAU+IM2Gb35iUZhjxUrVG1sMlAwRRG5VKlUi9SdH8cKlEnULfOQaLsmidyxg9Zbk0Zw5RMAYboM01TnbdKvoRnzEBg2IqLoHbIAMl7jZtWPYgJinGRNAcmYMX2xpN+gYucnJ0fUlOdvgoxBAYuARUUAjOg2zFAwRjOIgTdjb6sgFmlZvbj7CxFmlgdKbHbZcc7OIWN5QDVNTGrAhz40HBch2EEPtoUt1hxza0KDrxwUKb29IqYr1I5cbqA2eAdyGWBnsrEWyaHBQBoASULPeStWQgT8Bt2qKTCy4oeLNRqrA0Y5PbnUwZdrl+jCH4kJQjGP1JueRhVp9PvHDijk/VHQZTqgjWewyc+saAn8EDajzpmxPKUAIhOHOBjDkQlYcG+Aq12ga7pgQgYgPXG/lHiFsUtW5mZiTIFbbokoBijRYiUImUYmmSUmYXHPr26pKAZK1lZSAiTapyqs9Rd5Csz3YhjxwzTGCoCUyiRXAjII8fFu0AkcoFEUCfcQokNFg6AM9smPUW4hGQyglkOF2xkSwNw1VpVTJXMx9t2CU2IgFKh2xYWLub2hQSZWHsdKRGVEosWEBRvwP6DwQUTYMunpTApeotzFJVuWqwcJtUhlfK4bAGyY63znH51bMGDIIo5oUHZyHKmxoMvSBCQlrYkgMRx84NrS4TfghsqUE2ZsZtVavumVvlxzsildmJKI7d/3ciK1IFSHHIiIcL88SOUgyFHGmNyRoqihBBTS2FMVo1WUIxGrow4vckVc65BgMwZL6iEApDIlYQUAAmkt9HGBAZEClICDahClh420MENivM4LmMt0nI3JVKuEoQmvSmEzOyNyyTLeH0qSeiqPInjdcdAogGPY2HPm4FZOsxAtNoiTBRGCYgJi0Gn/c3iJYehWFrprb56q5Zm6f2+eauXuumRvm7rl7bph754a5Xe6de+d2uXRul5vm0rl0bpo7B0fBQbAULAUHwUJwELwCC8FC8ArcAq/AF3AL3AJfwBrwBeyxBqwBewwA+7sMA8AA7rIL7S67oy60C+2OuqvuqCt3V91VV+5qunKX0NV0NV1CF9IldONcSBfSjXMB3TgXzAV0AV0w980Fc6vcN/fNrXK/3CoXyf1yv1wk98pFcnvcK/fK7XGb3B53xm1ym9wZd8idcVPcIXfITXF13BS3xNVxddwSl8YtcUNcGpfGDXFh3BD3w4VxYdwPt8X9cDncFrfF5XBVXA6XeFVcFZd4UeCOP+7hj1e84o1XHMQbbxzEArAVjARfwVcwEuwEI8E3sBPsBN/AQPANzAIDwUAwCywDs8BuWAaWgd3wCOyGCeAReAQmgCdgAjcanoAn3Gg432g3Gc4432SYd5PdX5iHeffXZXZ/XVmX2WV2Zd1iV9ZNdYvdYjfV7XVTXVC31+11Qd1ZF9TFdGfdWRfTVXUxXUpX1VV1Kd1Sl9JddEvdUnfR7XQX3UK30+10C926W+j2uXW37va5lW6fu+dWupXunhvp7rl3bqQb6d65j+6dS+c+uo8unavo0rlzrqKr6M65h7AULARPwVOwEDwEC8EtWuAXuAXWoAETsQYMAAA+gAFcaBcaHi+0u+quurbuqqvparqnrqYLCdK1dCFdQIBuowvovnlz/dw398uXC+d+uVeu3DP3ym3S5Ga5Te6QIVfKHXJ16LhLro5Lg8YlcmlcGDCukAvjtmhxf9wWV4WKy+OquChQXByXyX1yedwnF8rlcXlcKPfHhXKn3B/3x51yhdwpF+4KuUIu3CVy4a6WS+QSuVrukqvlkrlL7pJL5kq5ZC6bK+VKuWxulsvm1rlZbpZb5565da6ge+aeuYIunCvoOrpwLpzr6Pq5ji7d9XP9XLrb6NJdUbfRbXRFXUtX1H11LV1L99U9dV9dYPfUPXWBXVsXGL7X1rWFLx7xxQzwiEfMAB/ADPAHfAAfwB8wEX/AMDAREzEM/ALDwETwC/wCE8FDMBFMBQ/BQzAVPAW7wMUixoAx4Ah4AI6AHeABeAB2gBXgK9gJxoKxYCe4CnaCgeAquAoGgo1gIFgGNoKNYBm4B5aBR+AeuAcegWPgEXgCjoFj4Ak4BJ6AMw6BQ+CM23DGPNyG2zAPt5h3meEWt5cZ3pfZLYY33rcY7t1itxfu4d7tdZ/dXnfWfXaf3VlX2Z11VV1lV9lVdYddVbfUHXaH3VJX1y11O11dV9ftdGPdTrfuxrqxbt1ldetupcvqsrqVLqpb6Ua6qC6qG+mSupHuo0vqkrqPbqj76Cq6oW6oq+h+uorupfvpfrqX7iYMBfvAUXAU7AMHwT5wChwEB8Ep8AqcAlfAK/AKXAFfwBUwEF/AFzAQewy8x7DH/h67y+6xy+kuu8supzvqcrqM7qg76jK6cpfRxXPlrtzFcwldPBfNJXQJXTQ3zkVzrdw4N861csFcK9fIBXPBXCO3yjVyc9wqt8rNcZHcHNfFRXKRXBe3x3VxTdwet8c1cWdcE7fDnXFn3A43xe1wN9wUN8XdcEvcDTfDLXFL3Aw3xM1wLdwQN8S1cD9cC5fC/XA/XAqXw6Vw3y6Hy+G+XSJ+gnlgKBgK5oF9YB74BPaBfeATOAU+gSXgFDgFloArYAn4xBVwBXxiID4vMQzEwEvsHrvE7tw9do/ducvpzt1Bl9PldAddRnfQbXMZXUa3zcVz21wsF8/Fc7FcNBfLVXLRXDRXybVyldwd18q1cndcI3fHZXGNXCOXxc1xWdwRN8fNcUdcF3fEHV4X18UdXhN3eCtcE9fErXA73Aq3we1wO9wGd8NtcBncDXfDZXAzXAZ3wc1wM9wF18JdcNmuhWvhsl0Kl+0euBQuhXvgRsBN8A78BD/BOzAPvAOTwDwwD0wCn8Ak8AN8Ap/AD7AE/ABjLAFLwBifGN9g+MTnDXaJ3WBX0iV2iV1Jd+5Kunru3J27eu6gq+eWuYPuoFvmtrllbpTb5ra5US6WG+UGuVgulhvkKrlB7our5Cq5L+6O++KKuDvujivisrgirobL4rK4Gu6Iq+E+uCPuiPvgDu+Dq+AO7/AquBWugkvgVrgVLoHb4BK4Am6D2+AKuAyugLt2GVwGd+0uuGu3vQvugttettveAZftst0B9wCmgolgOAyHieAimAiGgYvgIhgGnoFh4A94Bp6BP2AT+ANmgE1gE5gBtoAZ4IstYAv44hTfCwynOL3ALrIL7L66yC6y++ryuq+uqMvr8rqibqsr6tLdVrfVpbumLt11dE1dU9fRzXQdXUE30810Bd1JV9CtcyfdSbfORXTrXDYX0UV02dxAl80lcwPdQJfMtXPJXC3XzrVztVw3V8uFu26umwt31Vy4O+WquWrulGvmTrlQrplr5kK5YS6U++SGuWHuk9vlPrlMbpfb5TK5WzATnAM3wU1wDrwD58Ai8A68A4vAJLAIvACTwCTwAvwAL8A//AA/wD+M8e/uwhjju+sGu7tuohvsBruJrqSb6Mq5kq6kK+fquXJu3NVz9dy4W+bG3SO3zC1zj9wo98i1caPcKNfGDXJt3BM3yA1yT9wX98R1uy/ui+t2RVy36+CKuCKug6vhOrgJroar4Sa4D26CC+A+uA8ugKvgArj/KrgK7r8E7r/+ErgErr8Crr/pFXAF3PSu3fSid+2uXfS22AUegI/gI3gAboYHYBQ3w80winFhFJsYF8aFTawDm5ca1oF1XGqYw6V2m2EOmMNthiHcZtcYhoAhXGNYeI1dYViIhVcY1lfY9YU11tcXLq+vmwuXuLy5MHlz3VuYxOS9daXdW5fWpXWd4SXYBsaBbWAPGAfGgT1gENgDToBBYBA4AWbDCfAOs2E2vMM+vLu1sA/7bq2L69a6fy6ui+v+uYbunzvmGrqG7pi75o65Tu6au+Y6uVSuk3vjUrlU7o0L5N64JC6QC+SSuCsuiYvhrrgrLoZbvBhu2y3e4m27EG7bFV4IF8IVXgRXePlFcBFcfoOX33yDN3jz7Tff3u23397dt3fHO159R7Pa1Veb1S42q5nTLr7YnHZNc5oJ7ZrXNKFdH16ClWAbWAmugW1gG7gG9oBr4A7YA/aAO+AEuAM2gBPgBNgA3mEDtxre4d2tdmvdahfWrXVrXVjXFV6CcWAmmAnGgXNgHBgEzoFzYBBYBAaB2bAILAKz4QWYDfvwArwA+/AP+y4u/MO/i+vuuriuobvr7rqGbqJr6K65iW6iu+bKuWsulSvnyrlUbtylcoHcuBt3gdwjF8hdcY/cI3fFtXFX3OK1cW3c4j1xixfCPXFPXAjX7UK4CK7bdbsIroOL4Aavg+vgBm+CG7z9JrgJbr8Abr/7ArgA7r7//vuvvv7qi6+//uKbXnzNm970mhe95gVe9KIXeNsLvOxtb3vZOwBjwVVwFpwFV8FccBVsBHPBXLARXAYbwT1wGVwG98CJcA8cAyfCiXAMzAjHwCEwI8wIh8COcAjchh1hR7gN08BtuMU0MA3cYhS4xRujwCjwxhvwxhnwBrwBZ8BvOAvmguNwHOaCyWAuuEwZ3AiXwYkSYU84EWbECOfCjLAjR5gZdoRp0MgrpoFRYBRZiFHgDXhDbvEGXAwXyz8ny7DyqwwrBwoEKxfKhTKs7CoTym1ynpwnt8lvNC8b06Uus7GsLCvLyLKy3Cq3yqdyq1ynTo6TjWle9pV9aV5uln1lV9lYdpVhZWPZWIaVk+U6uVXmk/nkVvlVbpWV5Vf5VVaWk2VleudkOZneusyFsquMKCPKrjKr7Cr78pVvZV+5WbM8LM/KpvKtbCpvyrfyrbwps8qbsqDMKrPKgjKirHGzzJbZcLNMAzfDuDCuDAPjwjqwjswC68AcMIdcAnPAEDCEHAFDwEIszAOwEGusMTSscYlLvAuXmMQk3oLJK+1Kwypyi5wiRRbmFJlEFmZhJpHXTCIHyGtecwDMLAfAxzAzzAwfw7nwMWwL58K5sC3sCdvClLAn7AlTwo0wJRwHN8KNcBxMBsfBWjAZTAZrwXF5SJaRUWQUWQYeYi9YEf6Cv2BFeBFWhGnhRXgRpoVrYVo4GK6Fa+FgOBkOltdwMpwsr+UCeS2byAVygWwix8gmspQcI8fIUnKaLCWjyWlymowm08locptMJ9PJbXKi3CYTyolyokwoK8rP8rK8Ky/LsfKuvCvHyqNyrHwmj8qj8pkcJp/JKnKYHCaryCeyigwgn8gnMoAczADwrxzMQfwL+8K/8CTsC/vCk7AkPAmbwZKwJGwGj8lWMlyekqdkuNwiw+UjR3KKfCTnyClyipwjk8g5soNMIpPIDnKA7CD7HCAHyB4fyx73wsfwMdwL28K9cCdsC9vCnTAl3AkjwpQwJYwIx8GIcBccB8fBXbAWrCLbwFuyjdwDb8Fbcg+8K/fIQvAuvCsLwdCykOwEQ8PQspM8IDvJYPKAPCCDyREymDwmR8gR8phcIo/JZXKJXCKXySxymWwms8gsspkMI5vJZDKMDCOTyTQymyXkNkvIK3Kb27wit8gr8ovcIrfIL/KUbCPHyT1ynFwn98g9cp0sJNfJfLKQLCTzyU4ynxwoO8lOcqAMJgfKhTKYDCYXymNyoYwoj8ljMqJcJiPKgnKZXCYLymayoNwnm8lmcp9MJhfLz3Kw/Czv2pVl5V151Kg8KY/KYcLkKDlMPnEif8gncjCY1RzEvrAvzAv7wpKwJBwJS8JjxmAxOAyGhMVgMRgSjoQhYV04Eo6EdWFeWFfumBfmlXtWc88VsprVXCF/yBWykfwhf8hGcpRsJA/KUXKUPChPyoOypjwpT8qasqysKdfKsrKsXCsHy7WysBwsB8vCcjEMBj/CYXAY/AhDwo/wLQwJQ8K3sC58K/OwLqwr83LPvLwg99zzglwhL8g7coVcIe/IRvKOLCcbyUaynDwoy8mL8qA8KC/KmvKinClryppyplwrZ8qfcq1cK3/KtvKb3CZbyVZymwyX22Q0GS7DZTT5SEaTpeQj+UiWknNkKdlEzpFzZBPZQTaR17KD7CCvZZ/XcLDss8fBcC8cDNPCvXAvTAt3wrSwItwJd8KKMCKsCHvBiDAi7AV3wV/wIgwGg8GL8CO8CNfCj/AjXAvfwrVwMnwL38LJMg8nywUyL/NygbwgF8gx8oK8IMfIO3KMnCbvyDtymiwnp8l0spwsJ9PJizKdnCgvyotyopwpJ8qKcqacKSvKn7KpTClvypSyn7wpb8p+cp/sJ9/JfXKffCeTyXeymEwmk8liMo0sJs/INDKNPCOz7Rc7xl7bMTaAvbbXNgB9awPQuvQtfUvr0o30Hz1Kq9KjtDRpm9XSNopuENqLbqQh6UZal4akIWldOpfWtYU6l861hXvdwr1hr3vdGzbbRrFf7Ha/2Gu73e1e07b2mr6lbWlb+pZWpG/pRlqRVqQb6Sy6kfais+gs2ouesUFsFJvdKHa72c3uVqvarbalVWlV2pYWpG1pRVqQFqQVaSxakc6SRbvQWfSMGbpNR9FTNBA9RQvRQDQQLUST0Eh0FG1DR9FAtA1tQwPRHDQQfUFz0Bz0Bf0gF8vU8rNMTeP8LD/TOC/TAXSrAWgAutVYt7larpaX5Wo5V16Wl+VcOVbOldfkWDlWXpPP5DXZRT6Tz2QXWUV2kQVkFVlFFpABZAEYWAaQAWBg+BcGhivhX/gXroQn4Ur4DJ6EJ+Ez2EymplGNNapVjTXWqgaguYagt4ag2fTWW7PpUrNpVpe61KzmaVZnzdM8nXMznfOx3Cw3y8fysOvsTrvS7jQ8vNKuNDzEKvAwy8AqsIosI9vIMjKcbCPbyHBynAwng8pxcpwMKp/KoDKxfCqfysQyskxMpxlZRqZTzXWqKWiuuaagIeidFqDbtABNQLfpNk1Au9AE9ArtQrvQKzQWvUJD0Vg0Fg1Ff9ExNBJdQiPRNnQJXULb0G7ahuag3bSb5qALaA6agS6gC2gGuusNWoIOoANoCbrVEvTVrW71zdX0zcBytVwtA8u5MrDsJufKubKbvCa7yTXymrwm18guco1MILvILjKBLCATwMKygCwAC8PAsDAsh4FhYFgOV8JyGA2uhCthNPgMToPn8Bq8Bs9hS3gOD8OWsCU8DCPDw7IBjAwjywZygmwg38gJcoJ8I/PIN/KczCPzyHOynjwnM8t6sp7MLEfLzPSao+VoetUJ9Ko/6AQ6gf6ga+gPGoauoWtoGLqHZqPn6Ef6kZ6j6fQcbceOpqTtaDVqtB+tRl+5orvoK3rHDh1E79AaNOgJWoPWWpta51/5V+6Vf2VL2VKey5YyGzZZjUahP+gNeoP+oCXoD3rVErQEveqr18xMX30zswwsM8tzMrAMLM/JbvKcfCO7yW7yjVwj38gGco1cIxvIBLIBPCwTyATwMCwMD8NzWBgWhuewHJ7DabAclsNpMBpNQcfQEHQMXUJD0BB0Cc2mS2g3zabZtJtmtZsuoFnN6gI66wK666yz7nrUS7QQPUcL0VP0HD1HT9F29BQdRdvRdnQUrUZH0Ui0Gq1GI9FXNBIdQ1/RV3QMvUPH0BT0Dr1DU9AaNAWdag1ag0611mkmprXWmVj+lYllUPlX/pVBZUsZVIaTLWVLGU5mk+FkGZlNZpNlZDUZUqaV5zKtrCvP5bmsK/fKuvQv98q99E+b+qcjaFObOoKeoCNoHnqCnqB56CCahw6jg+ggOozuosNoRrqL7qIZaT+akfak/Wg/2pOmpD3pWJqSpqRjaTodS9fSdJpO19KPMi6906Te6TZNalK36QW6Tc/QC/QCPUPf0DO0F31D39BeNBjtRUPSYDQYDUlH0pB0Lh1JR9K59Cqda696lV61V01tr5tNU9PUNtvmeA22hNvgNtgSvoQtYWTIsDKMLCfICbKCnCDzyDyyj8wj69GT/2Q9OVo03cvRdAKdQGPQCXSNGrqIrqF9+NBKNoT9YS/ZX3aJfWE72U+2n01mz9grtoxtY5fZk3ao/Ug/07922/4alvalielqe9TF9k5P08q2uX062f7tUvPSzLQz3Usv08i0Kx1MC9Ov9DANTJPSsvQu3UmL0p90KT1Ln9LHNCbdSlfSmbQmLac3aUtajwak+ehCepIepAlpSbpOh9J9tCFNRcdpM7qMhqPXaDLajX6jHek2eo+uorUk0Ud0Dd1D+zhRnDNOINvYqc/0VE/fGeD8J9sJ4Ixybjmb6Gg777uD7BQby7awi2wQG8PWsFnsCvvE9rCJbLhtZsfZcdvMxtqYBnUqOD+cF84L54ezeDI5pZxLziWnlFPIieIEct44b5xATh172vnb0Da087eFbaCGts99amh7bwEbwSawCWwEW8MusIs7uIO7uNXdd449YA/YObaB7WKH2DB2iC1CxB6xgew128f2sddsHvvInrPH7DF7zk6zK21UG9KGtFHtRJqG/qFlaBn6h8Zx0jhjnC5OF2eMM8Umd7oD7HQj2AF2gI1gC9gVtodNYVPYHvaE7WFn2BP2hJ1hO9gYtoStYUvYESJsAvrX9rtt+50ixQ6ye2w6+8f+selsIdvJ9rOb7Cbbz2ayR2wSG8Ymsd/eNov9tofDjWFX2G77xHbbHDhsF5vD7tBhh9gJNoN9YzPYNPaNfWPT2HGbxiay43bcJrLN7En70Va0Fe1HG83esvnw2XY2nx0p0j60I21NmvaiHWRjwbLj7E1bzma05ewsm9FmtLPsNjvLVrHb7DZbxR6yVey/h+wh++8F+2tfe8FeoH3pZtvvBDvFTrBv7BQ7xb6xsewbO25j2Vh23I6z2ew4cfahHWeb2Yf2oW1m29lmNty2s+1suN1ld9p1u9Cu2252oV1ou9lhtpudY4fZYXaOTdw5dt/ETdx993awvWnv2ps2o81of9qMdps229Bus4cM2WL2kL1gwS7uBbqZbrbVrWl32ot2p11oL9qLdqHNZhfaYTabzWaH2UF2mE3cQXaQTdxtm7h7u2237Z5+tpFsNBvORrMfbTgbzn6UbL/ar3ayjWwnO4Eb2UZ2Ak/ePrWNGdvJtrEz3cl2sjM9gefv1FvYqbcxY/vUSTw9nG1n2+nhjHB6OEWcEc4Ip4jTwiniNHFaOC2cJs4Np4mTxLnh3HCSODOcJE4OZ4Yzw8nhfHByOBecD84H54KzPRec/WzP9uy72tm3r11tV9u+Nq7ta2PauDaujWk32pg2md1oN9pk9pdNZq/YX/aXvWKX2Mf2rD1r09qztqVNa9PalrakU8FJ4fxwUjgxYDhHnBhON7fzxOl2atBwljg1nBAgnB1OCKdQeDI4hedud/pzt3PtXPvXzrUdbUc703a0wYDZZTaYbcLElnEyObOcUs4sZ5cuZ5WzyxkmzBl3hjm/fDmtnF/OJ0/OIeeTEwaMU8UJ45Qg4WxwSjjvPcnzblgb1l61YW1AgHafDWhDgbKV7Cg70H6yn+xA288OtGNtP9vPjrVZ7VinuVltVqd59k7znHD2zt454XRwTjhfnA5OB+eLc8X54oRyrjhXnFBOIieU08tJ5CRyejmvnF5OMOeV88oJ5tRygjm5nFpOLSeXE+7kcmI54U64E8s55cRyOjmnnFNOJ2eQPWy72q72rO1qz+1Ze9ae25a2lC1oR9lRtqAdaAvatXagHWjX2rF2rXPvWDvWuU/z3GeFs8I54axwyjgnnBNOGeeLU8ZJ5XxxvjipnFBOKueYE8oJ5RxzejnHnGROL6eXk8wJ5iRzijnBnGBOMSeXU8y55eRycjm3nFjOLWeUE8uJ5YxyOtlQNqAtZUvZgLagDWjD2oK2oA1r19qwzrtr7VrnPfd5TwnnPvcp4axwSjhhnBXOCieMU8YJ43xyyjhlnE9OKueT88tJ5aRyfjnHnF/OMOeYc8wZ5iRzhjm7nGROMmeXU8zZ5cxyijnFnFnOLWeWk8m55dxyMjmbnG1nhJPtZDsjnADOCKeFE8AJ4LRwCjgtnBtOAaeAc8Np4NxwZjgNnAbODCeBM8P54CRwEjgfnOv54GzP9VzP9sRnu6ud+MS72ia2q21cm9gmtnHtURvXbrRH7VG70R60G+0ve9AetL/sJPvLvrCT7CT7wn5wqmeAU8Gp4AxwUjgDnANOCieFc8CJ4RxwHjgxnBjOA6fbeeAscLqdbmeBU8NZ4GRPDaeGkz0hnOyZTwgnhDOfwjPvYqfwFO5i524X26TO3bnbpHauTWoT2rl2rk1oO9qE9pLtaDvaSzaYvWR/2GA2mP1hm9i8tqiNaovaoDaqjWqD2olOGuePM8b54yxS5KxxFjmTJDl3nEnOI0dOHOeRs0ePk8XZ4wQB4hyeIE4ECM7giWBH29G2sx1tl9qlNqddatOhs9VsOrtHj71j89qoUG1XG9WutF1tV7vSntvKtqqtam/aqjaivWlv2oi2nL1s09q0tqpNa0vaqraqLWkj2kB2nb1m19mm9pq9ZpvanrapLW172p62tP1sSzsT7Gf72ZngXDsTnCHOtXPtDHG+nSFOH+fb+Xb6OFucPk4kZ4uzxYnkzHEiOZWcOc4cp5KTx6nkNHLyOHmcRk4bp5ETyGnjtHECOWfsA1vHLrALbB27uHXsN7u4i/vNFrPf7EtbzBazL21D+9K+tQ1tQ/vW/rRv7Wb70/60m+1du9k57l171znuYOd4ojvYDnaiW9mJnnwr28pOvped/Dz3sr3sPPex8zzLfWwfO8s97Cw3tT1sD9vUNq/NZPvZQDaQ7WfX2X42q11n19mstqnN6uxtU9vU2dvSzt7pYEvb0k4HZ4LTwbniTHAmOFecIc4VJ5EzxBniJHL6OImcV04fp4/zyonkvHJqOZGcSE4tp5JTywl3KjmVnHCnkRPunHIaOY2cU04g55QzyAnkBHIGOXVsIZvOVrKVbDq7z6azS+0+u88utVftUjvaXrVX7WgnuaOdCE7yJE8EZ4MTwQnibHA2OEGcKk4QZ49Txani7HEOOXucR84h55DzyGnlPHImOa2cVs4kZ9yZ5Cxyxp1xZ5Gzylnk/HFWOaucP04p54+TxinllHLSOIXsV5vSbrUp7Ue71W61H+1T+9EOtU/tUzvUFrZD7V5b2Ba2e21oG8mGA2fj2XA2pY1n49mUttymtF9tuS23X21Z+9VGtmVtWRvZBraRnbwNbAM7eZvZnrLx4Nl6Np4tJ7fpttyWJWun2rI2MGBb1wa2mTHbtja1szx9p+8szwBneZ5ngDPAeZ4DzvPk54BzwMnPAyc/0fPAeeBEzwIneo5ngbPAOZ7sOe5mJ3uyu9mZd7N968xn3rd2sX1rX9rFdrF9aZPal/abTWqT2m82of1m69iENqGtYy/ZOvaBvWQv2Qc2hM1jr9k2to29ZpfZa7anXWaX2Z52pu1pP9uZdqb9bP/az861/Wv/OtdOf66db6c//fl2MjjfzhYng5PB2eLscLY4c5wdzg5njrPEmePkcZY4S5w8zhMnj9PGeeI8cdo4R5w2zhnniHPEOeP8cM44UZwfzg8nirO463anTlvX7rQ1bV1b19a0U21NO9JOtVPtSJtuR9p8Nt2m23y2ns1nb9l6tp69ZVc5/wlgT9vTTgDn7wRwCjh/5+8UcOpTwGngNHCmp4GTwJme6UngBJ4EzvUEnsBzPXnneuKTd/JOvJmdeBPbzDazTWzb2sT2qG1r29qjdt0etQftul23B203e9BOst1sNzvJzrGT7Ac7x86xH2wDe8Yms3fsHZvMVrPJbExbzVazMW1OG9P2tTltTtvXdrZ9nX07287OfgbPfi44g2fwXHAOzwUnh3N4Dk8OJ4uTw0niZHGyOEmcOE4Sp4kTx4njNHHuOE2cIs4d545TxFnjFHF6OGucNU4PZ4zTw0k8Y5wxTuKZIu/JeDKnzCnjydCwGswG02E2uA7TYTpch4nhOmwME8PEsLF8ABvLCPKBfCAjyDgygqwj48g4so5sJ+vIeLKdbCfjyXv0L81qe81KG9t+e21sJ9DGNt4JdoKNNwMNa3/dSrfaXx/bf6vYKraCrWJn2Vk2jp1ly5GztWw5GxGifWYj2pIk7Ttb0rZkaf/Zlvbc3N6z53alSjvPrrQhQdpzNqSdKNFOs8nN2+nmaVwal6alcelUOpVGtY9sKnvOprKt7Dl7zray82wrm8vOs/NsLnvP5rK97D17z/ay/2wv+8r+s//sK/vOvrKN7Dv7zjayz2wju8Y+s8/sGlvLrrEbbC1by26wcewGW28cG8fWW8HWOtRWsBXoUPqYDqUN6WP6mDakMWk2+pE+pA/pRxqUfqRr1dpY19p844033ww232ybwWaw2TaNzbY3bBqbxt6wiewNu8UmsonsFhtut9gxNtyG2zF2lx1jv9hddpf9Ym/ZLzaKvWVv2Sh2lY1ig9hVdpUNYk/ZIHaRPWVP2UU2Es1KX9LG9CU9p41pY3pOg9JzOpEGpUHpRPqQ7qND6T16jw6lHelQW2tH2tHWmtbWu4GmpWntBjvdDXaNne5019gIdo1tZCPYCLaRrWEb2Ve2hq1hX9ks9pXtZbPYLLaXDWN72Vw2jA1jc9kuNpdtZbvYLraVfWJb2VT2iX1iU9keNpV9ZHvYHvaRnUGf0W00It1GO9KINCLtSC/SjjQtvUgv0rQ0qr01tF3uUkPTyTQ0fUcn08n0HU1H39EqNB1NR6vQJrSKvEqb0Cbyqowqr8peMqqMKnvJXLKXPCJzyVzyiAwij8hpBpFB5DQDc4plZWAGYln4FZaFDeFX+BU2hAttUyvbd1+tTEfTynQdHU1H03U0Hl1Hn9B4NB59QqfQJ3IqnUKnyKmyqpwqd8mqsqrcJX/JXXKI/CV/ySGyiBwio1lEFpHRzDOKYWWeOYaFY2FYmBCOhWNhQviQXqZ76Wl6mu6li+leOo0upovpNFqOTqNDaDlajg6hR+gQWZQeoUdkUblUFpXjcqlcKsflLTkuc8hb8pbMIXvIHHLOHrKHnPOZM2aVz3xiVtgVZoUDYVfYFQ6EB+2fTqaTaWI6maajiWlimo6Oo+loEzqOjqNNaBHaREalRWgRGVUmlVFlLplUJpW5ZC2ZSwaRtWQtGUTukEFkYO6QO2Rg3hmIX+WdN36FW+FXuBBuhVvhQljQ3uli27d9uphWpotpOVqZVqbl6Dpajh6h6+g6eoQ+oUfkUvqEPpFL5VS5VN6SU+VUeUvukrdkD7lL7pI95BDZQz5ziBwinxnNJ3aV0YxiVxgWdoUHYVgYFh6ECe2so23gBupoGpqOpvFoaBqaxqPvaDw6hb6j7+gUWoVOkVVpFVpFVpVXZVX5S16VV+Uv2Uv+kkVkL9lLFpFHZBGZ5xF5ROY5zRzHymlOcSwsC8fCh7AsLAsfwoa0KN1Jn9KndCddSnfSVnQpXUpb0Vy0FW1Bc9FctAX9pi3kOv2m33JdxpTrMpSMKWPKUHKVDCVvyFVylbwhD/OG7MvDPMy+XGYfNpXLXGJTGBU2hfdgVBgV3oP56GDald6ld2lXmpR2pcVoUpqUFqO3aDGaqLfoLZqoh5qYO+mhHuZO+VLulK/kS/lSvpKp5Cv5LVPJVPJbdstv2cxu2S2b+ZdNnCr/8g+nwqdwKuwHn8KnsB/cRw/TrzQyjUy/0r30Kz1G99K99BidRo/RRZ1Gp9FFHUIXsycdQofInrKo7CljyaKyqIwlx2UsmZjjclwmZg6ZmG/mkDnkm3O+WFXOOWNVmBVWhQFhVpgVBoQDaWaalxamhWle2pXmpdFoV9qVRqPFaDQahBajxWgQmqhB5FCaqIk5VO6UQ+UsuVPulLPkKzlLLuYr+Uou5rdczDi/5beMs5kxXpXNbOJVOBVehf/gVDgV/oP96Fm6lAamgelS+pUupbnoV/qV5qLHaC76TY/RY/SbLuq3jEkXdTFjyp4yplwle8qecpWMJVfJw4wlY8nDTMzDXGZiJuYy31xiVPnmi1FhVRgV5oNVYVWYDwakq2li2pl2polpXpqYjqN5aV46jkaj42gRGo1Go0VoEFpEJqVBaBCZVA6VSWUtOVQOlbXkLFlL7pCz5Cy5Qy7mDnnnYi7mnXHeuFXGGeNWeBVuhQXhVXgVFoT/ZE4ZWnaWnWVoWVqGphFkaVmaRqDXdJymopVoJZqKLqKp6A66iC6iO2gMuoM+NQaNQZ+6p89sSPd0LxvKf7KhDCT/yX8ykOwjA8kMso/sIzPICjID7CwryAqwM6wMO8OZsDKsDGfCl3Am/AZfwpfwG9xGJ9FG9BP9RBvRVbQRnUFX0VV0Bu1BZ9A+7UF70D4N1L4MSAM1MAPKhzKg/CMfyofyjxwk/8htOUgOkttyg9yGl+UGuQFehp/hZRgTfoafYUxYE8aE3WBNWBN2g+HoQDqPfqPf6DyajM6jc2gymozOoVnoHDqoWWgWOqi9DmZH2mufHWVG2VFGkhllRhlJJpKR5AmZSCaSJ+QHeQKelh/kB3gajoan4U84Go6GP+FN+BOugzfhTbgOnqO16Cp6jV6jq+gyuor2oMvoMtqDbqE9aKBuoVtooP4amA/pr38+lBvlQzlIbpQb5SC5SA6SG+QiuUhukCHkBvhZhpAh4GdYGn6GNWFpWBrWhDlhTRgO5oQ5YThYjnajyWgz2owmo6loMpqFpqKpaBa6g2ahve6gO2ivT+0zI33qMzPKhjKjTCQbyoYykQwkE8kPMpAMJD/IDPIDHC0zyAxwNOwMR8ObsDPsDG/CmfAmPAdnwpnwHPxGZ9KVdJ2u05U0IV1JM9GENCHNRA/RTHQDPUQP0Q20Ad0gV9IGtIFcKUfKlTKTHClHykyykswkY8hKspKMIVvIGPKYLWQLecTV8ohH4Wq4Gh6FQ+FRGA8OhUNhPNiOnqQLaUvaki6k5XQhTUTLaTlNRDfRRPQB3UQ30Qe0A30gS9IOtIMsKctlSXlJlstyeUlukpfkC7lJbpIv5Az5Qt7lDDlD3mUy77CoTGYSi8KksCh8B5PCpPAdnEfD0WU0H81Hl9F6dBndQuvRenQLrUO30F/r0Dr010L9cyMt1MLcKD/KjXKR/Cg/ykVyklwkQ8hJcpIMIVPIELC0TCFTwNIwNSwNc8LUMDXMCYPCnLAcDAqDwnIwHQ1I69GD9CCtRxfSerQOXUgX0jo0Ea1DCzURTUQL9QEtzI/0AX0gP8qS8qOcJEvKknKSvCQnyRTykrwkU8gXMgVMLV/IFzC1vMPUMChQWBQGhelgUVgUpoPvaEmakA6kA2lCOo8mpIfoPDqPHqJz6CHagM6hc2gDOqgN5Eg6qIM5UnaUI2Ul2VF2lJVkJFlJtpCRZCTZQp6QLeBqeUKegKvhabgaDoWn4Wk4FP6EQ2E7+BP+hO3gOlqWJqVNaVOalOakSektmpPmpLdoOL1FDzWchtNDXUEP8yVdQVfIlzJdvpSpZLpMl6nkJ5lKdstP8pPsljVkt/zLGrKG/Mu9/MOnci/38ClcCp/CfXApXAr3wXr0Ji2nP+lPWk530nK6ie6kO+km2opuoh1oK9qKdqAtaAdZTlvQFrJcrstyuUmuy3W5SYaSm+QMGUqGkjPkDTlDJvOGvCGT2ZdJTCr7sg+TwqYwKZwHm8KmcB68R5vSnLQmrUlz0pU0Jw2nK+lKGk4z0XC6gmaimegKuoGukOl0A90g0+VKmS4/yZVypfwkM8lPsobMJDPJGjKGrCH3MoaMIffymHu4VB7ziEvhUbgU1oNH4VFYD8ajZegXmoZ+oRUo0Ai0Aj1ggF7DbjAmzAazwZhwHcaEl+E6XIeXYWN4WW7DxrCx3JYR5Lb8IyPICPKPrCP/yICyjqwjB6F8KV/Fu/Fj/Bjvxp/pH7qXzqFz6F66Fv6HC+KSuCBuiUvikrglHopb4qd4KB6Kn+K3+CkejN/it3gw/owH6zv+jD/ru65yWh3zWB33ksfisXrJXfWy+7gr7qr7OKzupX/40FFwOLwSf8QrcVz8EX/EcXFaHFfnnBan1XnH/4ZH5oV5ZN6QN+T9eEOeCBE/wxPxLlx4FrxW//Xcf73Yix1EL/YnTzqU/uvEXuzEDteLvdjhepOP5Kf//tTD8rD8Jw/L6/F6vBuvx9ep4898Ib/no/2ep/N0HpKn81+++CX+i0eCxB/xIjwIj8KD8HA8Co/Cw/FzPBxPy8/xczwtn+tL+Qe++g/4Zr6Z/+Wb+Tpf5xP13Rd0CX1BnzChU+ga+oVeoVfoF7qEfqH/LqFL6L/vzqJH6DF6jB6hW+gReoAAvUAP0Hu97nuPN+PNOsqb8Wg8Wg/yaH0ce4I+dqGwl+Cf+Cxui8/izrgtbos749W4sw6AV+PVOoBOoAPob51AJ9Df+gquit/isrgsfosv47f4M76ML+PPuubPutp1113tZ2/Qzx6hn13tEXqErvYAXe27HqAH6Lve6zterPd6jxfjzXgxvos34834Lh6N7+K/eDQejf/qI//FkfWxjxxZF3beUXTcUfQPHXfcP/Syf+gcetnLzqH7OLW+ubO+++fOuLP+O4D++4UOoAPoF/pbv9A19Lf+1jX0EH6VT+Nn+TT+jZ/lZ/k3Xpd/4+l4XV6Xp+OHeTr+jx/mh/k//pj/4wv5Y/6YL+Sh+UL+kYfmoflHn/R1HpFP5BF5QoQ8ni6l37jRE/Qb3a0n6Am6Ww92t/6gB3uwP+hof9AP9APd9wOdQWfQC3QGfdgL9AJ92C30Ya/RLXQLvUaP0et6pa6mV+qTJnVI/VQn00V1UZ1M/9RB9U5dTe/UOXHqdR1IV9T9dEU9WvfT/fRoPRnnw+U4Ji7Hc3FMHBPPxYfxXL3zYXxY753tvafobGd7ig6jp+hkOowOo5PpazqZfqqv6Wv6qQ6rn+gt+oreorvoK/qK7qLr4J34Jw6Kf+K2OCgOitviwLgtXo0D48B4tU7yap1AJzvZCfS2TqCv6G29ra/oPfqKrqP36D26ji6Er+F8eCHOh2PihXghjomP4pj4MD6Kj+LD+DE+rLP8GD/W2T6gsx1GH9AHdBg9R4fR1/QcPUdf0+f0NR1Wn9PndFhdFi/D7fA23A4HxNvwNhwQH8QB8To+iA/idXwTr+Ot+Ca+ibfiungrzozr4ro4sw7kzLqBDuzAbqCP6Aa6jz6ij+g+Opjuo/PpYDqYzqe/6nw6pv6qv+qYOi3+hq/hePgaXojj4Xh4IU6JF+KjOCVOiY/irPgofoyz4qz4MT6NH+sD+DQ+rQ/oCvqAnqMr6Ap6jh6k5+hzepAepM/pf/qcPqv/6X/6rJ6r1+jDvqPv6MOuog87AwbdQ2fQDxzoJPqB/uBBn9EfdDe3bqS79Rs3epp+o0uR0uf4HP6G9+FvOB7eh/fheLghjodT4oa4IU6JZ+KUOCueiWfirDgvzopP47w4Lz6tm3xaV9AVdAxdQQ/SMXQMPUhX0oP0P11JV9L/9ET9TzfWE/VE3VhX5t180RPwRa9Fi2/r03wDr8A38GXKeDC+jD91ypPyp/4JT8qT+ic8qH/il/CgPKhfwnf6Jfwm38l38ps8Fb/Jw3kqnoqH8z26gA6k4+hAup+Oo+Pofrqc7qcn63K6nJ6sA+N5uCIeiSvioHgkHomD4qY4KA6Mm+KmODBOjAPrJCfGiXWyp53sbT3taW/rHXpb79E79A69R6/Se/QhvUqv0of0LR6Gp+DjPAUvwcf5OC/Bg/ESvAEPxoPxBrwCXokL47i4sL5yXBxXXzvva3/Reef9RUfRX3Q1HUVH0dX0MV1NP3SoC+pnupv+pbvpduz0Pl1QD9TH9EAdUB/Tx3RA3UsH1Ol0L91Lp9PbdEfdUkfUEXVL/Uu31C9d6pn4Hz6HC+JzeB8uiAvifXgj3ocb4o14I26Iz3FDPBOf43M8E0fFM3FeHBVHxXlxZJxXNzkyjqybXdjNjqELu7Bj6CU6hq6kl+glupIupSvpibqULqUn6nM9UVemrD/rzzq0PtehdVZ9rs91Vj1NZ9Xz9DQ9Tc/TjfQ8HUs30o10LH1Gx9KR9Bl9RkfSSXQk/Ucn0Un0H91D/9F5dA/dQ+fRVXQenUhX0VV0In2HR7uv7qvn6b66pJ6n5+mSOpYuqcfpWDqWHqcj6XG6mI6kI+li+o8uplPpP/qPTqXz6FS6lc6j8+hWOhGfxl/wb/wF/8G/8W/8B0/Hf/ApPB1Px6fwf3wKT8P/8X88DV/I0/BDfCFfyA/xj7wPb8QPvRH/xA/90D/xMrgcr8Vz8Vo981w8V8+999xBdBA9RQfRv/QUPUX/0sn0Lz1TJ9PJ9Ez9U4fSs3QQPUvv0kF0EL1L/9K79DD9S//Sw/QzPBDXw/9wPZwN/8P/cDZ8DmfDyfA5fA4nw99wMhwMf8PfcDB8DQfDxfA1fA0Xw/lwMbwO58P58DpcjtfhkLgcl+OQeC0OicPitXgtDqv/OKzu67/+675O7L7OoRM7sXPoXDqHrqVz6Vy6lm6ma+leuplupnvpbbqv7qxL6s66qi6pS+qqepyuqj/qcXqc/qiL6Y+6ni6mi+l6OpWup9fpVDqVXqdb4XZ4Hg6I5+GROCAOiEfidTwSN8XreB03xVtxU5wYb8VbcWKcGSfWU86MM+tpN9DT3qEb6AZ6h+6jd+hVuo/uo1fpfHqVvqXz6Xz6lk7Ii/AbPAi/wVeo4CN4Af6AJ+AP+AWegCfgF3i3r8Kz8qg8K6/Gq/FmvBqPAYN34DF4NjaPwH8vwK9egCfgV796Ap71BHybZz3r2/waj8K78DG8C6fDx/AxnA73w+lwR9wP98MdcTruiJPidJyOk+K+OCkOjfvivji03nJo3UFve9sddBndQT/SZXQZ/UiH04/0Rh1Oh9Mb9WG9Ua/Wh/VhvZp/69W8B//m37wHH8Lf8D680PvwQy/0Qj/s1PzQq51ap+bVjswD8G0egUfg27wD3+bDeAfegQ/jzfgwvpQ34834Uh6VL/VReFQe1UfxVXwUn+6r+Co+3bfEUfAWHAZvwXFwGBwGx8GFcBxcCRfChXAlHI4r4V84HIfjX7ga/oXf4Wq4Gn6HT+J3uCY+iU/imngvrokn4714L56sr/FkHUFf62sdQbfREfQi3Ua30Yt0PL1Ij9TxdDw9Um/WI/myN+vNfOlX+NIH8Sv8Ch/E5/FBvCKfx+fxijwwr8gT88A8ME/MG/MPPAYfwUfwGDwIj8Gr8SA8CK/Gw/FqPCsPx8PxrDwtz+qr8LQ8ra/iz/gqvqU/48/4ln4mb8Bjr8Bjf70Cr8DfPo374FE4EU6ER+FXeBQ+hl/hV/gY7oaP4X64G+6G++GHuB9Oxw/xQ5yOp+J03BdPxVNxX53HffW28zqvt31Db7uMvqFv6DL6lS6jw+lX+pUOp6fqcPqwnqqn6sN8sA/zbz7og/7NO/FvPoR34p34EH6KF+FReBKehEfhZ3gUfo6f4Wf4Od6Pn+NzeT/ej8/lhflcf4YX5oX9Gf/Gn/Ez/Rv/xs/0Nfmi7+C1+A4ezmvxWjyc5+Th/CbPyXPymz4Jv+mX+CQ+iV/iU/ol/olP6VP6J34lr8MT8Uf8EU/EL/FEvCG/xC/xhjwkb8gj85A8JI/MR/PI/g0fzUf7N76Qf+Nr+kK+kK/pc/LAXs3//K9X86SX4r/4Kr6K/+Ld+C+ezrvxbjyd/+Tpfs9/8p9+79/f+0L+/fcL+Ui+kM/pI/lIPqfvyV/owPyHDqwn8x/8h57Mp+jJejSfwqfo0TyNHs33PA1Pw/f8EG6Co+AvOAoOAwbfwWFwIUI4Ey6Ew8HxMByOq1HDCXE1fNIkvopP4r169ct79bW+1k30tW7DRkfTbXQ8eHqvjqc3a+Y19GZ+xQrfxq/wefL4Vz6PBwbsrx6YX+aX/eCv+yn+pZ/i0/iX/qVP42P6NL6Nj+lj+jb+pm/jB/mb/qYf5HfiKngK7oKn4Cu4C+6Cr+A1+Ap+g9fgNfgNHoTf4EZ4EB6EG+FUuBEex6lwKjyOy+FxfA+Xw+XwPfwS38NF8Uv8EhfFjXFRXBo3xo1xaZ2NS+sZOltn6xn6kp6hT+lL+pI+pdP1KX1Vp+t0fZVP+yo/wKc+9QO8Ej/Ae/FKvBLvxc95L96Tn/Nz3tM3vaePfvQf+eiPEeMz4TO4D46D++BEOA6OgxPhSjgRfoUr4Ur4Ff6FX+Fu+Bf+hbvhd7gbfojf4Xf4Ia6JH+KpuCauiafiyXiqzuPJeLLO6wg6r2/oCDqCvqEX6Rv6lV6kF+lXeqR+pafqkXqknsqXPZUP+tKXPuiD+KB34oP4IN6JV+SdeEZekVfkGXlH3VVH1Xd1VN2Uqa6mm+qjRvVQPoM3za7Km71YV9VV9WL9US/WW/VH/VFv1fX0Vt1T19P1dE+9Tofmd52V33leZ9VZeZ5HfQZP9KYneqE3vemFvZgXdmq9WC/WqfVWnVpH1lv1Vh1Z98SRcCk8CpfCt/AoPArfwrvwLbwN78K78DacDm/DB3E6nA4fxB3xQXwTd8Qd8U2cFN/EdXFSnBTXxaFxXR3IoXFoHdgddGAf0R10B31EP9JHdDD9SD/SwfRGHUx/1Rv1Rv1Vr9ZfdVu9Wq/WbXnS1/F6PB6Px+vxibweD8sn8ok8LP/Lw/qp/+V//fSrP/1IPpIv5SP5nr6UL+V7+qC4sC6gr11Ax9HXvnYc/UXH0eX0F/1Fl9PVdDkdWFfT1XRgfVcH5i/4C76Bv+DT+DS+jE/jV/kyvoxf5U/5VT+FP+VP/RT/xE/x6/6Jf+LX/bn/5Mv5R76cX+gf+Ud+of/Io953X977AN1X9+UDdGc+gC/QnXVnvoDPwFlwFTwGV8Fd8Bg8BnfBbXAXvAa3wW3wGvwHr8GD8B/8Bw/CofAgnAqHwqFwKhwOp8LlcDgcDpfDK3E5/BKvxCvxS1wYv8SNcWFcGDfWBXBjna0L6AI6WwfS2fqSDqQD6Uu6or6k03VFXVGn871O51Pf8z2f+iE+9Ur8ED/EK/GPvBI/5x/5R37uk37um9/8Qb75j/wgP8g/8jv9I3/S7/Q7/Un/0w9+AH/9AD76179+1L/6qPfkX/lX3pNv4z15L76Nb+O9eA3eix/gNXgNfkDv5Qf0Vb1X79VXdTR9VZ/S0XQ0fUo30af0DN1EN9Ez9NszcGlcGl/FpXFRfBVfxUVxQlwU38MJcUJ8Dw/D9/A4HoaH4XGcCY/jRjgTzoQb4Tu4EX6D7+A7+A3+gt/gK/gL/oKv4CbUJqoSlYmqRIUBQ6WhwlCLKg2VhlpUO6hFFYHaQe2gIlDZVATqVdlUNvWqp3o/MvVUz4/sM/vIPqTP7DP7kD6tD+nv+bQ+rb/nB/p7Ppof6Af6aP6bj+Zf+W/+m3/lf/lX/pIlv8oH8d/+mI/g9y/0mjwfH8jb8pa8K9WGKkR9oR5QL6hC1YLapmJ1gLqqvE6js+gx1DPqHNWMSqrtn/ZV/VUqrzvpbHoSlU7FpI5SF6mSVEufz5/18XxSv9T/40f40/Nv6p/6jL6O7+PL+Gk+l//HB/PUvLIv9NL+6Zn5aZ/1prwvv+v3+MNf/AL+22/gqX0BX/suXoZ/oipRW6gw1CPqFFWHWkZtojJR36hXVCy/mqqq7Aemjj+ZSkq9pM59XF+XSv5R385n8x39Rf/Q3/J7fCI/yq/yl/wW3+2L+CK+26fwGXwIP8PP8CF8DV6OT+Lj+Dg+ie+iMlAVqAnUBKoClYC6Va1+Vatr6le/uqYGVS+qGDWLmkUVoyJRv6haVC4qF1WLGrdTdypQ5d+VKvytfitVqKZf2Qf2U/1UH9hH9Q/9O1/P1/PvfDofzo/zAX1AP84XpCJTd6nJ1GTqLlWZ2kuNpd5Sb6mx1Ge+ln/2d76Wr/V3//wZvoZP/MSv4Zv4a39//ffHH3tqH3tn3plX9hl8BR/CV/AJfAgfwifw1z6B3/61v/bbvz+WP+E7+BM+5//3ufflfflU3pc3ZcqL8n38Ib/GH/KS/Bq/xkvylzwiX+cj+Ui+zlf6wx/gG/gBPo/3y8/zsrwsj8vL8pP8JI/JT/J79vhGfo9Hg8YD8mh8lizejs/io0Txd3wUjwWLF+Sx+DVr/CV/ybvygrwrb8kL8oK8JX/HW/KU/B1/x1PydjwlL+fteDtezgPycj6TB+QB+Uy+kc/kW/lGvpFv5TH5Vj6Zx+Qx+WQel0/2s8flcf38y58/2y9/+dm+gc/2i9/AN/CLf+jl+D4+ie/j16zxO/wajwWLj+Gx+ChRvA0fxWfJ4oX4LB4NGt/Eo/F79ng2fo+fNMkv8pO8LFlelZf1eZ/np33eD/ADfPYH+MPPfvYPfwWViMpDnaHyUGuoM9QZag01hVpDVaFCRaEyUDOoRDWDumGDekJtoWJQNagY1AoVeqhB1CBqD1WGykMlohZRi6hE1CgqChWEmkIFob6pKdQU6ps6VN9UCupQHaoUVAcqBfWB6kB1oD5Q19QHKgB1TV1TAahBtYgaRV2iLlGjqFJUCyrGaqriz+qz+q3UIKoM9YJ6QZWhClUZ6ooVaqquUEeoqZqqI1QOqqo2UCOoDVQRIlQTqgjVhw8ViOpDxYJFvaJeUX+oQNQfagkViApELaGaUEuoElQTqglVghpBlaCyagQ1gsqq6hf2oanCD00VoApVoSpAPaDyUe+oetQ7Kh1Vj6pHpaPi+am+qq/sq1J5PHXtSTqN7qTT6DG6k+6kx+g11FXNX5ma1fEr+8rU8QNTaahPVCYqE/WJWkZ9oqZJo/ZR06h//qiQVDnVkDpINaS6UQepg1Q3qhrVjWpFVaOqUa2oTlQrKg7ViepExaHGUHGoHtQYagzVg0pUPagKVKJKVBWoDFQ66hoVjbpGHaOiUdGoY9Qu6hgVjNpF7aKCUaOoYNQqahQ1ilpFlfKJ/WI/2i/2n/1oP9p/pvb+M1WrPbWnanWrDVRVVXeq+qtV+77UASqPp2KV91epWMV/1Wel/lCvXFHbqFfUN2obtY36RiWk3lHrqHTUOmoclY5KR42jrlFRqZpUTionVZMaqbPpTvqb/qY76VG6k16jR+lReo2+oxvqbLqmzqa/6Zq6pv6m3+lvepR+p9/pUXpcj9J39Lge13d0ImopNZQ6Sh2lhlLp1FBqo0aqIpWQakitpBpS5dRKaiVVTvWkHlGRqFNUJKoYdYo6RRWjwlHFqIBUOCocFZCaSAWkzqmJ1ETqnHpJlaPaUQWpdtRGqiBVkNpIrVMbqaHUOrVODaWqUl2pntRPqidVTk6dpMqpgwapftRBqho1KhlVjerEiZpEdaLGiKGyUGOoRKJ6Qv2jRlIhqZFUTZrUTKomFZWaSc2kolJFfUc/2Pf1g/1ly9TdX/apqTt196mpPxWoElC5SkBVoCpQG6gKVA9qA7WB6kEVoXpQcagiVBEqDtWHikO1ovpQfahWVCyqFdWNikXForpR36huVEPqG/WNakglpGZSGamQVEbqIRWSCkk9pPZRD6l71D5qH3WPWkbdo4ZRy6hl1DBqk36sa+qkuqZ+p5PqpPqdPqjf6XF9UB/U43qZHteJ9DK9TCfSraiK1EUqnbpItaTSqXSqJRXTF6YK/61/SxX+WKrwu/qxfqzv6r9S7aiF1EZqIRWR2khtpCJSFX1AX9A39A19QV/SH/VJfTuf1P/z53NRb6gd1A9qB5VN/aB+UNnUBSqbeqoL1AXqqaLq+Zl9Zt/ZZ/ZpfWff2af1c31aP9DP9XP9QD/RD/Tf/EQ/0X/z7/w3/8u/8+/8L5/OT/P//PmM/p9fqtQ35af5UV6VH+UHeVVelR/kF/lBnoxf5Bd5Mp6NJ+OBeDaejQfim3ggvoRv4pv4El6IL+EteCFeiLfgbXgLnoG34W14Bj6GZ+Ah+Bg+hofgd3gInoPf4Xd4Dj6J5+Bl+CQ+iZfhu6iXVFJqKjWVSkqdpYpSUammVFMqKlWWWko9pYZST6mv1FBqKPWVqkp9pcJSVamqVFhqLfWMKkedo8pRBalz1DmqINWRKkitUx2pjtQ6FZRap6pSQamgVFVqLFWVWkuNpcZSa6m2VDi1TRs1kNpGJURIpaQSUitVUjuplVRPnlRWqifVlStVl7pKxaXSUnGpwFRaKi0VmPpL9aKaUcWoZtQ5qhhVjDpHBaTOUR2pgFRAqiN1TnWkglLn1DkVlEpKBaXGUkmppNRY6iw1ltqrl+rrJ/u/PrD/69f6wD6wX+uj+rU+o4/qo/qM/qlP7PP6xT6vb+sX+8W+rS/p2/qRvqQv6Uf6hlRfqjB1lipMzaXOUmepudRUKid1lYpKXaXSUlGpqFRaqiyVlvpLlaXKUn+pvP6vL+vX+rK+ol/r1/qKPqOv6Pv5jD6j7+fPUamoN9Qc6g31g5pDzaF+UEOoH9QFagg1hLpAhaAuUFEVggpBRVWvot+Z6lX/nX1p39nP9aV9aT/X3/Vz/UR/19/1E/1FP9G/8xf9Rf/OP6SeUF+oLNQXqhCVhcpCFaImUYWoW9QkahJ1i0pG3aLmUcmoZNQ8qh81j/pI9aP6UR+pk9RH6iZ1kjpJ3aR+UjeprdRP6ie1lepKbaXuUl2prtRdqi51l4oMmXpMZaNSUeFUKmoOFU6FU3OoP9Qcagj1h/pDDaGWUEOoENQSagkVgipBhaB6VYIqQfUqq/ovTWVV9kv71b60v+tX+9X+ru/r7/qLvq/v6y/6jtRjqjFVl2pMxaXqUnWpuFRWKi51lcpKZaWuUjupq1ROaie1k8pJpaRyUiOplFRKaiQ1kBpJ/aMGUgOpf1Q26h81jcpGZaOmUamoadQnKhWVivpEvaE+UWmoN9QbKg21gypMJabmUompxdRcai61mLpMNaYOU3Gpw9RgKi4VlxpMBabaUHWoQlQd6hRViCpEnaJuUaeocNQt6hYVjppHhaMmUvOoedRE6iM1kXpJfaQ+Ui+pm9RLaip1k7pJTaW2UlOpudRWais1l7pLzaUuU3epu9RlqrJP/Cb+iD/im/grvon/46/4K/6PX6Mb6po6pU6pa+rEuqZ+rBPrxPoxvz0zz8tP87y8Jj/NT/Oa/CivyQfyo/woH8gP8oH8Fj/ID/JbPBm/xefwZDwZn8MD8Tn8BA/EA/ETfAk/wXdfwpfw3Vvw3WdvwVvw2TPw2fs8A8/A+zwE7/PaQ/AQvPYcvPaq5+A5eNXL8LZ8L2/J9/K1vCVvydfylHwtH8tT8pR8LC/nY/lb/pbP5G/5Yj6Tz+SL+Va+2B99K9/qjz7ZH7/3yXyy73/+/i/4+ee/4LP9Bb/DZ/tsv8Mv/g6fyC/+4ifye/wEn8Jv+xS+22/7bd/tR/hu38OP8CN8D//C9/Bh/Av/wofxP3wYv8j/8D/8Ij/HL/Kz/Bw/x8/yqfws382n8ql8N//Md/MJ/TP/zCf0B31Cv9cf9Af9Xl/X76X6vq6vS/WppOpTA6gB1PaD+XB/yof7Tv6UP+U7+T++k7/j//g//o5fw3O/+zHPPe/HOrN+rJPqzDqzTqrH6qT6oB6rx+qD+qI+qJfpi/qiXqbv6WW6lb6n7+lWeh1fydd5UV6Ur/OpfJ1v5lP5VL7Z//lm/8D//d8/8B38A1/Kd/AdfCkfy5fyQX0sH8sH9UP9Kt/M//LN/DX/y//y13w638eP8mX8KH/Jl/Fl/CUfyF/yr3wgH8i/8pv8Kx/Nb/KbfDQ/zEfz9/wwP8zf8+v8PR/Sr/PrfEi/0Yf0kf1Gv9FH9o19ZOr9xr4x9aqlelUEaqmWKgK1gIpALaoF1AJqUdWgFlUYqgZVgwpDbfER/AS//wS/7bf9/9t+hB/hD/gR/oUL/8G/8D98+Bv+h58jx2fxc3wqVL6ST+WfOfPJ/DN/0KDf5w/6unR9XJ/Lt/LtfCs/ybfz7fwkn81P8nnw+C4+iD9mzGfzx3xRn81n80X9UZ6LZ+KheCbehIfioXgTvoU34VvfwrfwrU/g2y7NJ/AJujQ/dmkdV8fVl3VcvVRf1pf1Ul1YL9U3dWFdWN/Uf/VN3VP/1X91Tx3Zn/aPqeQ/9mf9WR/Xn/X5fFwf1+fz+3w+X8zv8/t8MZ/MF/ONfDKfzDfylXwjP8RX8pX8EJ/FD/ElfBafxZfwN3wJv8Df8Df8Av/BL/CB/8F/8IF/wAd+3x/wB3zf/9/nq/3/v6/2u6/mpf3+u5f2hZ6P5+IDeS4eig/kA3kofouH4lv4LX6Lb+Fz+BY+gc/hc/gEfoJP4Ec/wU/wo+9+7Mt8970v87kv68J89rkL874urP/yPu/rv7zuvzoyr73uyLzqmfgR3oQf4bk34U147lvPOzPf+rYz69I6sx6rS+vSeqyOq8fqizqujqsv6qX6or6nl+ql+p6+qe/pdfqmvqnX6Z4+nN/mx/ltfpkf58f5ZT6YX+Z3+WA+mN/lw6lfVDyqFhWPSkfVompR6ahQVDoqGhWKCkVFoxpR0ahdVCOqEbWLukPtokZRd6g71CiqCzWKSkR1obpQiagkVCLqDJWESkKdobqpM9QUqpvqpqZQJ6gp1KE6QZ2gDlUD6lB1oBpQDagO1K46UNfUrnZ1TTXVNVWrpmqq+jdT9X/2m/1m/9kf9p/9Yn/YH/aLfVi/2Jf0YX1YX9JH9CV9QR/RR/QF/Txf0I/z8/w8P85X8+N8MF/NV/PBfC0fzJ/ytXwtf8qH8qf8Hx/Kh/J//CH/xzfxh/wh38R/8U18Df/Ff/E1fA5fw4fwOXwOH8K38CH8tW/hW/hrv8Ff+/o3+A2+/gJ+hT/8GD6GP/w4/vD3+Dg+jt/jx/0ef8uP+3F/y/fy8Xwvn8/38rd8Pp/P3/LF/C2fyBfzxXwi38gn8jt8I9/I7/BD/A5/wQ/xQ/wFX8Jf8P2X8CV8/wt8/8df4Bf44wf+0Rf7wA/0xb7PF/O3vu/7/C1fzd/ysXw1X83H8tJ8LF/LS/PSfK1//hZfx3f7Or6M7/bdvozv4cv4QL6H7+ED+TA+kN/kw/gwfpNf5Df5YX6RX+SH+Vl+mF/nZ/lZfp3v5tf5jb6b7+Y3+oR+o2/sE/qEvrHf6xtTy9/r91JL1aeWagHVp/rUAmoAtYCqQQ2gBlA1qK06RI1Te6hxqha1h9pD1aLKULWoUFQZqgwVirpChaIaUVeoK1Qj6gjViLpDHaGOUHeoHNQdqguVg8pBdaFaUF2oJFQLqgWVhNqmklDd1Da1TXVTB6hu6gR1gDpAnaCu6gTVgLqqq2pAzaoBtatdHdWumuqojqr5k6nmb/aT/WS/2f/1m/1h/9f/9Yd9WX/Yh/VlfVkf1lf0YX1EX9FX9BF9Px/Rz/P9fD8/z5/z83w1f86f89X8NF/N1/LT/DRfy+fytXwon8vn8qF8Kx/KH/KtfCt/yE/yh/wXP8lP8l98Hv/F5/B5fB6fw3fxOXwL38V38S18EN/Cb/BBfBC/wX/zu7wvH8wH8748Ne/rc0/NU/v8C/j8T/gCvoA/4b/9CR/Lf/tvH8sf87H8UH/MH/NDfVF9Wg/mG/RgXZdv4Bt0XX1X19Vv9V19V7/Va3ECHAAnOQC+tvY5yT/vnXPu4zxOcl5KLaWWRuOco5zkKD9Prnnmm29ugG8OBPI0dZY+S5Wlz1Jp0tJpabKUWaosZZY2a5Y6S6Gly/guXZYq48rSammx9FiqLD2WIkOWJuOXG+AmN7kB/uMGeAL+4z+egLNxBRwBJzkCfuAAL5BC47s0Gt/xMY2WRuMjJ1NgqbBUWSosHTYsLcZX3nKVt9wAV7nKDXCf2kpvpcrSW2muXL5SZamv9NevFFjqKn2VKktfpbJkpbRSYqmq1FhqLFWVKktVpaxSZamylFXqKiWWBktTpcHSXmmqNFXaK22V9kpr1UpnpbPSWGmrtFUaK4XFFXCSs3GS9zgbZ+M9/uMtF3ID3AAX8gFcyAPwAXwAD8AFpLXSXimuFFfaK9WVpkpPpcTSUymqlFhKLEWVqkqnpdVSZTzIWU7yApwAJ9NdKa9UGU+55wZSWqmtVFnaKl2VpuKaY05yzEtecl+6Je2SwqVd0jApXAqXhknHpExSJemRVEmaJEk6JE2SIkmHpENSJKmRtEo6JV2STkmjpEvSJWmUFEpqJC2S+kiLpERSH6mPlEgqJM2R4khjpDjSG2mMNEZ6I62R2knnpF/SOamc9Ev6JZWTxknvpHnSMmmedE9aJi2T7kn7pH9SPimZlE+qJyWTkkn1pHjSNimcNEsKJ6VDJwWT0knrpGBSMGmd9E76I+2R6kh7pDx4pDZSHumO1EZqI92R5khhpC9SFOmL1EWKIkWRukhZpIjSQ6mb9FBqKHWTukkNpYXSQSmh9E1KKE2UvknfpIlSRemJ1EQaIjWRlkhDpCHSEimItEQ6IgWRgkhHpCLSuHRLKiWVkm5J4VI2KZoUS4omPXMmpZLCpWPSLOmY1EyaJc2SmknXpEtSKOmRFErqJD2SHkmdpE3SL2mcFEuKJY2Tskm1pFfSJ+mV1Er6JH2SWkmrpIXSQGmaNFAKKE2TpkkBpX9SH6mQVEcqJA2S6kh1pEFSIKmfVFCqJhWUDhqUvknLpH1SNamatE/qJ/2SkkntpHZSMimeFEaKIpWRokhbpDJSGWmLdEYaI62RtkhrpDTSFmmLlEY6I3WTvkkRpYjSN6miFEXKIiWRskhXpCRSEumKVEV6Ig2RpkhDpCTSFGmKlESqIj2TikmppE9SKqmWtEnKJD2SrknbpFlSI6mPdEhaJV2SPkn/pGTSNCmQ9EeqI02TukkLpTnSGKmN9E5aJgWTikm9pFRSLymXlEpKJeWSakHl0Dl0EjqH0tGhllA6tK4OvYRmQjWhllBN6CbUEmoJ3YR2QjehnDihnlBEaCK0EJoIVaQIZYQqQhctQhuhhFBDaCHUEHoILYQWQg+hiFBVKCt0FcoKbdUKdYW6Ql+hq9BXKCx0FboKhYXGQlWhq9BU6CqUFJoKTYWSQlGho9BSKCm0FGoKJYWSQk2hp9A+6B/UD/oHBYT6Qf2ggNBAKCG0EDoILYT6QQehg1A/qCD0DooHrYPiQfPkQfWgcNA4qBs0DipHDjoH1YXuQnOhu9BevVBfqC/0F5oLzYX+QnmhcFA36BvUDSoGfYO+QcWgbdBZKC1UFkoLrVULtYWmQdWgYlA16BpUDCoGXYOyQcmgZdAwaBnUDBoGDYOaQc+gj1BIKCMUEhoJZYQyQiOhk9BMqCUUE4oJtYReQh+hjFBHqCOUEdoI1YPuQeuge1A+aB20DsoH9YOCQkOhndBQqCi0E9oJFYWSQkGhndBP6Ce0E+oJnYPSQd2gdFA7qBvUDWoHrYPaQm+hstBbKC5UFioLxYXmQtOgYlA0qBg0DIoGRYOGQc+gY1AyKBgUDEoGDYPOQmWhsdBYqCx0FXoKRYWSQgOhglA/KBu0DSoGjYRKQiehfNA+qB9UFDoKJYXaQe+gdVBcqC40FyoJpYROQimhldBJ6CS0EiqHfkA7oEW0A+qGFtEi6oa+oW4oBvQNfUMxoBpQDCgFVAOqAaWAVkApoBDQCmgFFAIqAYWAMkAloBJQBmgDlAHKhjZAG6BsaBvKhhpA29A21ACKADWACkARoAhQAWgBVAAqRAugBVAhGgAVoh8NgAZAPxpEPwpEg2gQBaIqCkQ1qqIqqtGOahSjHe0oRlEUoyZqoidqohc90RO9aIpeNKMpmqIZ5WhGN8pRjm50RTfq0RVdUY+2qEdZtEVblEUBoCy6hgJA19ABKAAUADoAJYAOQBOgBFACaAL0AJoAXYAeQA+gC1AF6AL0AaoAVYA+QB2gD9AJqAPUAToBjYBOQC+gEdAI6AXUAnoB3YBaQC2gG9AM6AaUiGZAM6BEdIgSUQ/oEB2iHlAOqAdUBMoB5YCKQEGgIlAUKAgUBIoCHYGiQF2gI9ARqAvUBOoCjYGaQE2gMVAVaAx0BqoCVYHOQFmgM9AaKAuUBVoDfYHWQGmgL9AXKA20BUoDlYG2QFugMtAVqAwUBroCXYHCQE+gMNAU6An0BJoCJYGmQEugJFASaAn0A1oCDYF+QD+gIdAOG90WNgg8CxfDG7Zwt9gbsBKcBNfAFHAGvOeyxkdwszwkq8kyNBBNQl/QHzQKDUNz0A80g5vv75I3wn27FO6he+kqumlul7slC8qbcp88K9/Kw/LPbG7NaSYzE5oJzWRmLrujGc2sZkYzn5nVzGrmM3PazZe85OVd4DWveX1XeNtugBvgtt0CF8MlcS/cC5fE9XBvXCe3xq1xndwid8z9c8VcMffPzZOF5VqZV+aVa2VB+o8WpLHoP/qPxqK/aDZaip6jpWgnTvSSfEznPC1P01mP5jPTmTnNdGY2M6eZ08xmJrPLu7vbuzuT2u3dnkntjiY1U9od72hKM6PdAHe9wrte9Qqv8KqXX/Wel19+z5vvecubb77l/d0Ld8LFcCdcCRfDxXAl3LYr4Rq4bbftGrgFLpPL4/q4Pi6Pi+PWuDLujSvjxrg37o0b45K4MS6IS+KSuCCuhyvmerljrpfL5Y65Yy6X6+RyuUmuk+vkJrlF8ICrDKNX2R2GUYzeYdi8w64ubGLz6rrUrq4b61K71G6s2+zGuqxus9vssrrGLquL6hq7xi6qK+yiuqSusCvskrq+Lqkb6vq6vm6om+uGup9urpvrfrq37qe76d66t+6mS+vmuX8un8vn/rme7p9b63q6nm6t6wq/4RJ4Ay6Bf/zAs3aM3WID2C22cAPYALZQ67rK8IABWAFWgAvcZ7gADoAD4B4OgNfWMItZrOIeVjHnuGMBGAHeGAFu0ABTwHC4CLaCreAiGAkugmdgJBgJnoFv4BnYBL6Bb2ATmAU2gS1gFpgFtoDdsAWcYjfshlNMAKcXGSaACVxkN9pFdnndaDfa5XWTXV631U12k91W99dtdU3dX/fXNXVlXVM305V1Zd1MN9XNdCfdVDfVnXRB3UkX0QV1QV1EF9NFdANdTBfTDXQp3UDXzqV0KV07d9G1c93cRXfRdXMLXTdXzS10AyNEhADxwUMHDkXi29Btg4YMGC5YqEBhgoQIEB44aMBgQZsCtgQIDhgoQGCAgAAA1oTBll3V7ztPUeC5dcbXLH++HjnyyF01atOkRYP2zFkzZsuUJUN2zFgxYsOEBQP2y1cvXrt05cJ1y1YtWrNkxYL1ylUrVqtUpUJ1ylQpUqNEhQL1yVMnTps0ZcJ0yVId3ZxcJUqTJEWC9MhRI0aLFCVCdMhQIUKDBAUC9MdPHz579OTBc8dOHTpz5MSB88ZNGzZr1KRBc8ZMGTJjxIQB88VLFy5btMRlwXLFClwVKlOkRIHyxEkTJkuUJEFyxEgRIkOEBAHyw0cPHjt05MBxw0YNGjNkxIDxwkULFitUpEBxwkQJEiNEhADxwUMHDkXi29Btg4YMGC5YqEBhgoQIEB44aMBgQZsCtgQIDhgoQGCAgAAA1oTBll3V7ztPUeC5dcbXLH++Hjnyxl01atOkRYP2zFkzZsuUJUN2zFgxYsOEBQP2y1cvXrt05cJ1y1YtWrNkxYL1ylUrVqtUpUJ1ylQpUqNEhQL1yVMnTps0ZcJ0yVId3ZxcJUqTJEWC9MhRI0aLFCVCdMhQIUKDBAUC9MdPHz579OTBc8dOHTpz5MSB88ZNGzZr1KRBc8ZMGTJjxIQB88VLFy5btMRlwXLFClwVKlOkRIHyxEkTJkuUJEFyxEgRIkOEBAHyw0cPHjt05MBxw0YNGjNkxIDxwkULFitUpEBxwkQJEiNEhADxwUMHDkXi29Btg4YMGC5YqEBhgoQIEB44aMBgQZsCtgQIDhgoQGCAgAAA1oTBll3V7ztPUeC5dcbXLH++HjnyeLtq1KZJiwbtmbNmzJYpS4bsmLFixIYJCwbsl69evHbpyoXrlq1atGbJigXrlatWrFapSoXqlKlSpEaJCgXqk6dOnDZpyoTpkqU6ujm5SpQmSYoE6ZGjRowWKUqE6JChQoQGCQoE6I+fPnz26MmD546dOnTmyIkD542bNmzWqEmD5oyZMmTGiAkD5ouXLly2aInLguWKFbgqVKZIiQLliZMmTJYoSYLkiJEiRIYICQLkh48ePHboyIHjho0aNGbIiAHjhYsWLFaoSIHihIkSJEaICAHig4cOHIrEt6HbBg0ZMFywUIHCBAkRIDxw0IDBgjYFbAkQHDBQgMAAAQEArAmDLbuq33eeosBz64yvWf58PTJj7AtjTAnv8O7iuHfNNH3xMk2i6UtgJaTywG5HZ7f7kfkh8e18gny9njRaPUt6elp6G3oDeiYpDZozEpOl3S6425GA/JB26JBwlCAx4oEDOST9KAyTHCUjCA/E4YYMFyZEeDCO4ziOAYKs6vk4juM4jtSkQXPGTBkyY8KA+eKFyxYtWbBcsVJlipQoUJw0YbJEJ0dJEiRHjBQhMkRIECA/fPTYoSMHDhs1aMyQEQPGi5YsV6hIgeKEiRIkRogA8cFDhw0aMmC4YKECBQkRIDgQhxsyXKgwIUKDBQoOFBgQYC3Iqh49Nc/89Ubejpo0aM6UITNGDJgvXrpw2aIlyxUrVahIiQLliZMmTJbo5ChJguSIkSJEhggJAuRHDx47cuC4YaMGjRkyYrxw0ZIFjooUKE6YKEFCRAgQHzpw2KAhA4YLFipQmCAhAoQHDsThhgwVJkR4sEBBggMFBgRYY1XPT43NX2/Ha7DbkaAyAogIXjue3+1CoNrt2Ha7EIVAGPkgzMOt3YrudgxOLSi143XY7drQKCDC5mS3pmq3w3h2PAO73bWy253Z7Uxiu92F3c6UZPLdztyVin4eell2u54MksduR2W3G33hepUKlKZKjwwB0hNnjRguV54kAaKDxooSHDZUeKCgwJo67rGk5gzZr1ywVJHaVAdJEaE9ddiYAYNlihIiPmq8MAGCaAFCggHBlJd5ozRmw3rRcoXqUyZKjhD9yQNHDZktVpwgEcLDBgwVJIoaIiw4IPyat9vt1qKwKdagrD1hK6w5WWvC+taYrC3hJdaUrCVJTa0hWTuSNlozslYk/bBGZG0IKmxNyFoQtFwDsvYD+GHNx1oPoLnGY22HaWJNx1oOE8EajrUbJa81G2s1ylJrNNZmlJLWZKzFKOeswVh7UepYc7HWoryxxmJtRRljTcVaitLFGoq1E6WENRNrJcoHayTWRpTqmoi1EGVfA7H2oUTXPKx1+JVZ47BW/IlZI669/bysDdfcflvWNqxp+GVZy7CG4Wdl7cKahR+VtQprFH5Q1iasSfg1WYuwBuGnZO3BmoPfkbUGawx+RNYWrLX9gqwpWGP79VhLsIbgp2PtwJqB3421AmsEfjTWBqwJ+MFYC7AG4NdibW1N+FOxFlxrfyfW2LX1R2JNXfu/EGt+rf88rPG19FdcQ9eAP7e1c23/MqzptfyzsIbX7m/CmrlW/h6s/dZ8PwZrvTXyp2BtXOP9EKzthNV+BYTUhNN+AoTShNF+a0Jowme/VuhM2Oz3hcyEy35cqEyY7AcUIhMe+2mhMWGxnykkJhz28wmFCYP9RiEw4S9fNaEvYS+fNCEv4S7fM6EuYS4fMyEu4S1fMqEtYS1fMSEt4SyfMKEsYSzfLyEs4SsfL6ErYSsfLiEr4SpfLaEqYSqfLCEq4SnfK6EpYSkfKyEp4ShfKqEoYSifKSEo4SffKKEnYScfKCEn4SZfJ6EmYSafJiEm4SXfJaElYZ2PTkgnnPNVEsoJK/kkCSkJJ/keCSUJI/kYCSEJH/kSCR0JG/kMCRkJF/kGCRUJE/n+CBEJD/n4CA0JC/nyCAkJB/nsCAUJA/nkCAEJ//jeCP0I+/jYCPkI9/jSCPUI8/jMCPEI7/jGCO0I6/jACOkI5/i6COUI4/jihHCEb3xXhG6EbXxVhGyEa3xRhGqEaXxOhGiEZ3xLhGaEZXxIhGSEY3xFhGKEYXxChGCEX3w/hF6EXXw8hFyEW3w5hFqEcb4awixCLD4ZwitCK74XQjhhFR8LIRXhFB8KoRRhFF8JIRThE58IoRNhE98HIRPhEh8HoRJhEt+bEInwiG+D0IiwiA+DkIhwiI+CUIgwiC+CEIjwh8+B0Iewh69NyEO4w5dAqEOYw2dAiEN4wzdAaENYwwdASEM4wxcUyhDG8K1CGMIXPi90IWzhS4UshCt8W6hCmMKHhSiEJ3yl0ISwhI8UkhCO8O2EIoQhetOEIIQfetCEHoQdes2EHITFnjIhUfjWOyYcCt16xIQbhBp6wYQZhBh6vYQXhBZ6uoQVhBR6t4QThBJ6s4QRhBB6sIQPhA56rYQNhAx6qoQLhG29U0IFQrYeKWECIYJeKOEBoYGeJ2EBIYHeJuEAoYDeJWEAIYAenXBNKOxVEgaFbU+SkBWuPUdCVfh7i4Re2HuIhFyY9goJUSGwJ6j3p8enl0doCsteHeFP6OvJEfaEZO+NcBTyemyEu2C1HpogteC0XpmgtGC0npggtOCz3pegs2CzHpcgs+CyXlxQWTBZ70oQWfBYr0rQWLBYT0qQWHBY70lQWDBYj0kQWPBXL0nQV7BXz0iQV3BXb0hQVzBXD0gQV/BWr0fQVrBWT0eQVnBW70ZQVjBWj0YQVvBVL0bQVbBVz0WQVXBVb0VQVTBV70QQVfBUj0TQVLBUL0SQVHBUr0NQVDBUjxgEFfzUcwt6CnbqZQhyCm7qWQhqCmbqTQhiCl7qQQhaCtb1GgTpgnO9tqBcsFIPQZBScFKvQFBSMFJPQBBS8FFvLego2KjHBhkFF/V+UFEwUY8HEQUP9YBBQ8FCPR0kFBzUu0FBwUC9XxBQ8E+PDPoJ9iGrBfkE95DSgnqCechnQTzBOySzoJ1gHRJZkE5wDlksKCcYhxQWhBN8Q/4Kugm2IXkF2QTXkLmCaoJpSFtBNMEz5KygmWAZElaQTHAM2SooJhiGVBUEE/xCngp6CXYhSQW5BLeQoYJagnGkp2CWIBZyU/BK0AqJKQgXrELWBakEp5ByQSnBKOSkIJTgE/JR0EmwCckoyCS4hEwUVBJMQhoKIgkeIQUFjQSLkH+CRIJDSD5BIcEgZJ4gkOAP0k7QR7AHOSfII7iDhBPUEcxBtgniCN4g0wRtBGuQZoI0gjPIMUEZwRgkmCCM4AuSS9BFsAUZF2QRXEFeCaoIpiCrBFEET5BSgiaCJcgnQRLBESSToIi2S8ul5dJuabe0WlotbVwb12Zps7RYWiztlfZKa6W10sK1cG2VtkpLpaXSTmmntFJaKW2UNkoLpYXSPmmftE5aJ22TtknLpGXSLmmXtEpYVWwqNhWLikXFnmJPsaZYU2wpthRLiiXFjmJHsaJYUWwoNhQLigXFfmI/sZ5YT2wnthPLieXEbmI3sZpYTWwmNhOLicXEXmIvsZZYS2wdW8fSsXTsHDvHyrFybCUWBXuCNcGWYEuwJFgS7Ah2BCuCFcGGYEOwIFgQ7Af2A+uB9cB2YDuwHFgObJEtskSWyL6xb+yQHbJurBu7gd3AamA1sBnYDCwGFgN7gb3AWmApsBPYHkuugVZAK6D1z/pn9bP6WfusfVY+K591z7pn1bPqWfOseVY8653VzmpnrbPWWemsdNY565xVzipnjbPGWeGscNY365vVzepmbbO2WdmsbNY165pVzapmTbOmWdGsaNYz65nVzGpmLbOWWcmsZNYx65hVzCpmDbOGWcGsYNYv65fVy+pl7bJ2WbmsXNYt65ZVy6pljVvj1ixrlhXLimW9sl5ZraxWVrgVbq2yVlmprFTWKeuUVcoqZY2yRlmhrFDWJ+uT1cnqZG2yNlmZrEzWJeuSVcmqZE2yJlmRrEjWI+uR1chqZC2yFlmJrETWIeuQVcgqZA2yBlmBrEDWH+uP1cfqY+2x9lh5rDzWHeuOVceqY82x5lhxrDjWG+uN1cZqY62x1lhprDTWGeuMVcYqY42xxlhhrDDWF+uL1cXqYm2xtlhZrCzWFeuKVcWqYk2xplhRrCjWE+uJ1cRqYi2xklhHrCNWEauINcQaYgWxglg/rB9WD6uHtcPaYeWwcliLa3ElrsT1bX1bh+twdVvd1g3rhlXDqmHNsGZYMawY1gvrhdXCamGtsFZYKawU1gnrhFXCKmGNsEZYIawQ1gfrg9XB6mBtsDZYGawM1gXrgrVtbVsVrApWtpVtTbAmWBGsCNYD64HVwGpgLbAWWAmsBNYB64BVwCpgDbAGWAGsANa1dW0VrsI1uAZXdmXX1a985ate9bri9a53NVdzLddy9a2+tbf2VnIl13EdV97KW6up1VRqKjV1mjpNlaZKU6Op0VRoKjT1mfpMdaY6U5upzVRmnAQfwUdwEVwED8FDcBAcBP/AP3AP3APvwDtwDpwDL/IiJ3Iif+NvfMiH3I278Q18A9fANfAMPAPHwDHwC/wCt8At8Aq8AqfAKfAJfAKXwCXwCDwCh8Ah8Af8AXfAHfAGvAFnwBnwBXwBb0tLpaTSUamoVFQaKg2VgkpBpZ/ST6mn1FPaKe2Ucko5pZvSTammVFOaKc2UYkoxpZfSS6ml1FJal9aldCldOpfOpXKpXFoprZRSSimlk9JJqaRUUhopjZRCSiGlj9JHqaOUUboo9ZB2SDmkxbSYElNi+pa+pcN0mLqlbumGdEOqIdWQZkgzpBhSDOmF9EJqIbWQVkgrpBRSCumEdEIqIZWQRkgjpBBSCOmD9EHqIHWQNkgbpAxSBumCdEHalralClIFKVvKliZIE6QIUgTpgfRAaiA1kBZIC6QEUgLpgHRAKiAVkAZIA6QAUgDpWrqWClNhGkyDKZuy6Zqu6U9/ylOepjpNcXrTm5qpmZZpmf7SX+pLfWkv7aXpmO7SHVoNrYZSQ6mh09BpqDRUGhoNjYZCQ6Ghz9BnqDPUGdoMbYYyQ5mhy9BlqDJUGZoMTYYiQ5Ghx9BjqDHUGFoMLYYSQ4mhw9BgKDD0C+oF9YJ2QbugXFAu6BZ0C6oF1YLGoXFoFjQLigXFgl5Br6BWUCsoHAqHVkGroFRQKugUdAoqBZWCRkGjoFBQKOgT9AnqBHWCNkGboEzQJagSVAmaBE2CIkGRoEfQI6gR1AhaBC2CEkGJoEPQIagQVAgaBA2CAkGBoD/QH6gP1AfaA+2B8kB5oDvQHagOVAeaA82B4kBxoDfQG6gN9If6UB/aQ3soD+UBqwGrAakBqQGnAacBpQGlAaMBowGhAaEBnwGfAZ0BnQGbAZsBmQGZAZcBlwGVAZUBkwGTAZEBkQGPAY8BjQGNAYsBiwGJAYkBhwGHAYUBgwGBAYEBfwF/AX0BfQF7AXsBeQF5AXcBdwF1AXUBcwFzAXEBcQFvAW8BbQFtAWsBawFpAWkBZwFnAWUBZQFjAWMBYQFhAV8BXwFdAV0BWwFbAVkBWQFXAVcBVQFVAVMBUwFRAVEBTwFPAU0BTQFLAUsBSQFJAUcBRwFFAUUBQwFDAUEBQQE/AT8BPQE9ATsBOwE5ATkBNwE3ATUBNQEzATMBMQExAS8BLwEtAS0B64B1QDogHXAOOAeUA8oBKwErASkBKQEnAScBJQElASMBIwEhASEBHwEfAR0BHQEbARsBGQEZARcBFwEVARUBEwETAREBEQEPAQ8BDQENAQsBCwEJAQkBBwEHAQUBBQEDAQMBAQEBAf8A/wD9AP0A+wD7APkA9wD1APUA8wDzAPEA8QDvAO8A7QDtAOsA6wDpAOkA5wDnAOUA5QDjAOMA4QDhAN8A3wDdAN0A2wDbANkA2QDXANcA1QDVANMA0wDRANEAzwDPAM0AzQDLAMsAyQDJAMcAxwDFAMUAwwDDAMEAwQC/AL8AvQC9ALsAuwC5ALkAtwC3ALUAtQDjgHHALMAsQCxALMArwCtAK0ArQDggHLAKsAqQCpAKcApwClAKUAowCjAKEAoQCvAJ8AnQCdAJsAmwCZAJkAlwCXAJUAlQCTAJMAkQCRAJ8AjwCNAI0AiwCLAIkAiQCHAIcAhQCFAIMAgwCBAIEAjwB/AH0AfQB7AHsAeQB5AHcAdwB1AHUAcwBzAHEAcQB/AG8AbQBtAGsAawBpAGkAZwBnAGUAZQBjAGMAYQBvAF0AXQBbAFsAWQBZAFcAVwBVAFUAUwBTAFEAUQBfAE8ATQBNAEsASwBJAEkARwBHAEUARQBDAEMAQQBNADsAOwA5ADkAOwCCwCiUAi8A34BhwCh0A3oBtwA3ADUANQAzADMAMQAxAD8ALwAtAC0AKwArACkAKQAnACcAJQAlACMAIwAhACEALwAfAB0AHQAbABsAGQAZABcAFwAbAN2AZUAFQAZAOyARMAEwARABEADwAPAA0ADQALAAsACQAJAAcABwAFAAUAAwADAAEAAQDXgGtAIVAIDAKDwBbYAlkgC1yBK1AFqkCgB3IgB6bAFIgCUSBQA4El8Af8AXvAHhA4AnlAHnAH3J3VzmontZPaOe2cdko7pZ3RzmgntBPa+ex8djo7nZ3NzmYns5PZuexcdio7lZ3JzmQnshPZeew8dho7jZ3FzmInsZPYOewcdgo7hZ3BzmAnsBPY+ev8dfo6fZ29zl4nr5PXuevcdeo6dZ25zlwnrhPXeeu8ddo6bZ21zlonrXPWKeuUdcY6Y52wTljnq/PV6ep0dbY6W52sTlbnqnPVqepUdaY6U52oTlTnqfPUaeo0dZY6S52kTlLnqHPUKeoUdYY6Q52gTlDnp/PT6en0dHY6O52cTk7npnPTqenUdGY6M52YTkznpfPSaem0dNaddSfdSXfOnXOn3Cl3VjornZROSuekc9Ip6ZR0RjojnZBOSOej89Hp6HR0NjobnYxORueic9Gp6FR0JjoTnYhOROeh89Bp6DR0FjoLnYROQuegc9Ap6BR0BjoDnYBOQOef88/p5/Rz9jn7nHxOPueec8+p59Rz5jnznHhOPOed885p57Rz1jnrnHROOuecc84p55RzxjnjnHBOOOeb883p5nRztjnbnGxONueac82p5lRzpjnTnGhONOeZ88xp5jRzljGVmcnMZCYyE5l5zDxmGjOLmcRMYuYwc5gpzBRmBjODmcBMYOYv85fpy/Rl9jJ7mbxMXuYuc5epy9Rl5jJzmbhMXOYt85Zpy6xl0jJpmbPMWaYsU5YZy4xlwjJhma/MV6Yr05XZymxlsjJZmavMVaYqU5WZykxlojJRmafMU6Yps5RJyiRljjJHmaJMUWYoM5QJygRlfjI/mZ5MT2Yns5PJyeRkbjI3mZpMTWYmM5OJycRkXjIvmZZMS2adSWfOmXOmnClnVjIrmZRMSuYkc5IpyZRkRjIjmZBMSOYj85HpyHRkNjIbmYxMRuYic5GpyFRkJjITmYjMEiYJk4Q5whxhijBFmCHMECYIE4T5wfxgejA9mB3MDiYHk4NZNIsm0SSab+abOTSHppvpZm4wN5gaTA1mBjODicHEYF4wL5gWTAtmBbOCScGkYE4wJ5gSTAlmBDOCCcGEYD4wH5gOTAdmA7OBycBkYC4wF5htZpupwFRgsplsZgLzgGnANGAWMAuYBEwC5gBzgCnAFGAGMAOYAEwA5pq5ZgpNoRk0g2ZrtiZb7ip1lblKXCWu8lZ5q7RV2iprlbVKWiWtclY5q5RVyipjlbFKWCWs8lX5qnRVuipblazKVeWqUlWpqkxVpipRlajKU+Wp0lRJqhxVRiohlY9KR6WjslHZqGRUMioXlYtKRaWiMlGZqERUIioPlYdKQ6WhslBZqCRUEioHlYNKQaWgMlAZqARUAir/lH9KP6Wfsk/Zp+RT8in3lHtKPaWeMk+Zp8RT4invlHdKO6Wdsk5Zp6RTyinjlHDKN+Wb0k3ppmxTtinZlGzKNeWaUk2ppkxTpinRlGjKM+WZ0kxppixTlinJlGTKMWWOEkdpo6xR1ihplDTKGeWMUkYJo3xRtihZlCzKFaWIMkQZogRRgig/lB9KD6WHskPZoeRQciiLZbEklsTyrXwrh+WwdCvdyg3lhlJDqaHMUGYoMZQYygvlhdJCaaGsUFYoKZQUygllhBJC6aBsUDIoF5QLyrayrVRQKijZSrYyQZmgRFAiKA+UB0oDpYGyQFmgJFASKAeUA0oBpYAyQBmgBFACKNfKtVJYCstgGSzbsi3Zki3XkpdpCSzPcpdlLstb/spf6St9Za/slWRJlmM5lrySV+7K3a/ar9qP2o/ab9pv2k/aT9ov2i/aD9oP2u/Zz9mv2a/Zj9mP2W/Zb9lP2U/ZL9kv2Q/ZD9nv2O/Yz9jP2K/Yr9iP2I/Yb9hv2E/YT9gv2C/YD9gP2O/X79fP18/Xr9ev14/Xj9dv12/XT9cv1w/XD9fv1u/Wz9bP1q/Wr9aP1o/Wb9Zv1k/WT9Yv1i/WD9YP1u/V79XP1c/Vr9Wv1Y/Vj9Vv1W/VT9VP1S/VL9UP1Q/V79Tv1M/Uz9Sv1K/Uj9Rv1E/UT9Qv1C/UD9QP1O/T79PP08/Tr9Ov04/Tj9Nv02/TT9NP0y/TL9MP0w/T79Lv0s/Sz9Kv7lf3o/vR/eZ+cz+5n9yv0q/Sj9KP0m/Sb9JP0i/SD9IP0u/R79HP0c/Rr9Gv0Y/Rj9Fv0W/RT9FP0S/RL9EP0Q/R79Dv0M/Qz9Cv0K/Qj9CP0G/Qb9BP0E/QL9Av0A/QD9Dvz+/Pz8/Pz6/Pr8+Pz2/PT89Pzy/PL88Pzw/P787vzs/Oz86vzq/Oj86Pzm/Ob85Pzk/OL84vzg/OD87vze/Nz83Pza/Nr82PzY/Nb81vzU/NT80vzS/ND80Pze/M78zPzI/Mb8wvzA/MD8zvy6/Lj8tPyy/uh+V35Qf3q/Kb8pPyk/KL8nvyc/Jj8lvyS/JD8jPyK/Ib8hPyA/L78fvx8/Hj8dvxy/HD8bPxq/Gb8ZPxk/GL8Xvxc/Fj8VvxS/FD8TPxK/Eb8RPxA/H78Ovw4/Aj/t5+b7/hb8NPww/D78Kvwo/CT8Ivwi/CD8LPwa/Bb8Gv7cf2S/A78DPwI/Ab8AvwA/AT/oI/9rf+1p/6S3/o7/ztX/79yt/v1/uRP95v56Pmm+aL5oPmc+Zr5lvmU+ZD5jvmO+Yz5iPmG+YL5gPm8+Xr5dvl0+XT5cvlu+Wz5aPlm+WL5YPlc+Vr5VvlU+VD5TvlK+Uj5RPlC+X75PPk4+Tb5Mvkw+Sz5KvzzfnkfJR8k3yRfJB8jnyNfIt8inyIfId8hXyEfIJ8gXyBfIB8fnx9fHt8enx4fHd8dXx0fHR8c3xxfHB8bnxtfGt8anxofGd8ZXxkfGJ8YXxffF58XHxbfFt8WnxZfFh8VnxwPiq+Kb4pPik+KL4nviY+Jj4lviS+Iz4jPiK+Ib4gPiA+H74evh0+HT4cvhu+Gz4bPhq+Gb4YPhg+F74WvhU+FT4VvhS+Ez4TPhK+Eb4QPhA+D74OvqKP6Bv63HwafBl8F3wWfBZ8FXwTfBJ8EHwPfA18DHwMfAt8CnxsPgS+A74CPgI+Ab4AvjWf0Nf6WJ/q+77u4z7UB/QBfadP+7Lv+kzfz9fzjT5er1qPWk9aL1rvWc9Zj1lvWS9ZD1nPWK9Yb1hPWA9Y71fvV89Xj1dvVy9XD1fPVq9Wr1aPVk9WL1bvVc9Vj1VvVS9VD1XPVK9Ub1RPVA9U71OvU49TT1MvUy9TD1PPUq+uN9eT61HqTepF6kHqQeo96jXqMeop6iXqHeoZ6hHqDeoF6gHq+en16e3p6enh6d3p3enZ6dHpzenF6cHpuem16a3pqemp6aXpnemZ6ZHpjemF6YHpeel16W3paell6WHpWenB9aj0pvSi9KD0nPSa9Jb0lPSQ9I70ivSI9IT0gvR+9Hz0ePR29HL0cPRs9Gr0ZvRk9GD0XvRa9Fj0VPRS9FL0UPRM9Er0RvRE9ED0PvQ+9Dz0OPSKvbfesLehp6GHoXehV6FHoSehF6H3oOegx6C3oKegx9Zj6yXoHegZ6BHoDegF6AHoCXvBXrDX9tae2vO93kt7aO/s7Z7ZK3u+Xq/H6+1IauQ0MhoJjXRGNiOXkcpIZWQy8hhpjCRGDiODkcBIX2Qvchepi8RF3iJrkbRIWWQs8hXpimRFriJTkahIU2QpchQpigRFfiI7kZxITWQm8hJpiaQj58hKJCVSEhmJjERCIh2RjchFpCISEXmILEQSIgmRg8hAJCDSD9mH3EPqIfGQd8g6JB1SDhmHfEO6IdmQa8g1pBoSDXmGLEOSIcWQYcgvpBfSC9mF3EJqIbOQWEgrJBxJhZxCRiGhkE7IJuQSUknwB3tQDfZgG1SDarANrsEPQQ/BDkEPQQ7BDsEOQQ7BYnAtKAy2QWEwGGyDbTAYZINmsAz+gmXQF/wFf0FfsBcEBs+g3sEchBB8EHQQfBBs0CDIIDgGeS21IC+4a6m11IK7tlqQQXBB0EFwQbAt6CDoINgWTBBsCyoIJggmCCoIsrXK2mStsTZZiwxZe6xV1hprl7XG2mbtsnZZ26xl1kZrobXNWmjts7ZZ26x91joLGggWCA4IFggSIBAU0B5ri7XG2mItsdZYa6wl1vpqibXDWl+tr3ZYKyz4FhwGNwSHQbfghuCGoFtQQ/BC0EKQQtBCsEKQQpBCsEJwQhBC0EEwQtBBkEIwQjBCkEJQQsur3dXeane1utpb7a1WV5urvdXmam21ttpcLa4gMKiDaFAHe7AH02CI4IcgiCCI4Idgh6CAYIDggGCAIIDggOCAIIBgG9RBHLzBG/wFx5ZakGypBX/BX7DXRmubtdLaZi21VlorraXWTgsaCA4IHggOCCYIHggeCCYIIghiCG4IZghmCG4Iagi+BTcEicENwQ5BYpAY7BAstsBaX22wNljrqxXW9mp9tb/aX62vFljwQpBCEEMQQ5BCcEPLq73V9mp7tbdaX0E2uAbbIIJggiBb66xl1jYLTghKCFIIAgiuBdvgDZrBX1utndZSC/6gD/agD/IgD6atpNZR+6h11CpqH7WPWkXtolZRa6hd1C5qDbWHWkOtoPZQe6gV1A5qBbV92kHtoLZP+6ft0+Zp/7R/2jwtnzZPS6fl0/Jp6bRvWk3tp/ZS+6kl1V5qL7Wk2k0tqXZVu6nd1K5qPbWr2latp9ZT26oV1bZqX7WiWlHtqzZWy6d90+Jp37RoWjwtnhZNW6dF05pp67R1WjNtnNZMS6aN08ZpybRi2jitmNZNK6YF07pp3bRgWjYtmNZLy6Zl03pp1bRe2i+tmlZN+6Vd035pw7Rr2jVtmLZNG6Yd07Zp27RjWjjtmLZMC6eF05Zpz7SAWkJtoZZQm6gt1BZqE7WI2kRtoxZRi6ht1DJqG7WRWkYtozZSC6mN1FZqIbWQ2kotpbZSa6ml1FJqLbV0raVWU0vX0rWa2kstnPZMO6c906Zp57Rz2jStnTZNK6e109pp5bR6WjntnVZPq6e90/pp77R7Wj+tn3ZPG6jd0wJqA7WBWkBtoVZUG6st1cZqZ7Wl2lLtrPZUO6ut1Z5qT7W12lRtrZZWm6pN1dJqUbW0WlktqhZVK6s11cpqYbWmWlMtrHZUC6t11Y5qXbWs2lHtqJZVC6pl1apqQbWgWlVtp1ZVG6rt1HZqQ7WZ2lAtpzZTm6nl1Na1nFpMbV1b12Jq5VpM7Vwr18q1c62kdq6d1EpqJbWTWkctknZIe6Qd0gZpj7RH2iCtkTZI+6M10hppf7RE2h9tj5ZIS6Tt0Qppe7Q7WiGtkHZHC6Td0eZogbRA2hytjzZHa6P10fpobbQ8WhutjJZHy6OV0epoZbQqWh2tjlZFi6NV0aZocbQ42hRtjTZFe6Kt0dZoT7Qz2hNtiXZGO6Mt0cJoS7QjWhgtjHZE66Id0YZoXbQu2hAtizZE+6Fl0bJoP7Qr2g+th3ZFu6L10LZoPbQg2hZtixZE+6IF0YpoX7QvWhFtjFZES6KN0cZoSbQ0WhKtiZZGS6M10d5ob7QmWhTtkBZJW6Qt0iJpk7QE2gLtWlugPdCutWvtgTZBO6BtWwRt2xpoEbQIWgOtgpZCC6E10EJoH7QGWgPtg3ZB69vfou1v1VZt2ba3vNUtb4EtsN0tgXatDdCutWgboA3Qoq2wHbZvbYP2rSW2DdoGLbHt0P5aX8trfe3Yju2uvW1uyTa359mmbbF1axm0bu2GlkHLoN3QZmCbscxYZSwzdhmrjFXGLmOTtRRaA22F1kDLoK3QVmgZtBfYaaw0FhorjY3GQmOhsdHYZ+2wbdBqaBu0bK2GVkPL1mJoI7QSWrZWQjuhZWvZ2gmtBfYYa4wlxhpji7HEWGJsMXYYG4wFxvZigbG/2F5sL/YX64vtxfJidbG6WF7srra3ul1b3bbt2q5t2wZbB+1a29a2tWttgvbX8lrc8lrd6na3vkXbtE1btCXZaSw0lhoLreWx1FhqLa/dtb22ZKux1dqyJduyNVuzvW2xZdByaBm0DVoOLYe2QduBbcYqY52xylhorDPWGQuNfdZGaNlaB62Dlq1dY4+xxFhkLDFWGYuMRcYqY5OxwdherDC2F0uMFcYKY4mxw9oFrYLWQMu2whZtM7QXWgathRZDy8b6YnmxvdoBrYC2bQW0AFoAbZC1xdJiX7G02FmzWFbsLDYWy4plxcZiYbGy2FvsK/YVe4u1xbZiWbGuWFcsKxYW24pdxbJia7G5WFlsLhYXK4uVxeJib7Fj2DIsGLYMa4YFw4JhzbBn2CysFtYJq4XlwjphnbBcWC8sHjYPK4fNw+7Zw9ph97B8WDusHZYP24eFw8Zh27Bx2DlsG7YNO4elw3Zht7BJ2C1sHJuETcLGsVjYNSwblgzLhnXjhk3DumHfsGnYNOwbFg5riEXEDmIRsYnYQewgNhGriD3CFmFdsEXYIawL1gU7hA3C9mH9sHpYPywgVg+rhwXEBmJ9sELYF6wQlgj7gn3BEmGNsFFYKGwOFgq7ZAkLg13CKmFhsDBYJewRFgnLhI3BMmGbsDHYGGwT9gmrg8XBsmBxsDRosCpYGqwMVgWrgpXBzmBnsDXYFWwN1ga7gl3B2mBvsIzYRuwhthHryBG7iD3DomHJsGhYNSwZlgyrhl3DSmGrsEDYKiwcHOuEDcOKYa+wYtgxY1gw7Be2CzuFncJ2YZOwTlgv7BX2CuuFDcPSYeuwctg67B1WDiuHvcPiYWOwT1ggLBD2CSuFFcQSYv+whNhChdhBbBIWC5uDxcJaYXOwOVgrLBV2EKuIPcQeYhWxjFgebA+2BduD9eGDfcHGYF+wSFgk7AvWCOuCDcKyYIOwP1gWLAv2B7uDXcHeYFuwLdgbLA9WDxuI/cP+YQOxglhHLCR2EUuGBcOeYeHYLKwTtg+rh7XDymHbsHRYOGwbNg1biDXEDmKpsFHYHOwR1gULg53BrmBVsDtYHSwLFhIbiV3ERmIlsYvYRawk9hEriZ3EPmIfsZNYSqxmS/ZkS9ZkTRZlTfayKIuyl+XsZTPLWc5m1rOZ3exmVXazQBbItiyQTdmWbdmUBcCmbGcBsADYziJgO/tZBCwC9rMJ2M+ubAI2AbuyCtiVDbIKWAVskF3ABtk1dgG7gF1jG7BrrAC2AduAFcA+YAWwBNgH7AOWABuBJcAaYCOwEVgDrATWAHuAlcBKYA+wENgDbAEWAguBLcA6YAuwA1gHrAN2AMuAHcAGYBmwDNgAbBsbgBWybWwbK2TZWDZWyLJsyWr2x/5YzeJV14prtbXiWmuttlZbay1f667V1wps3bXuWoGZWkutptZTa6m11HpqVbWKWkOtn9ZQK6j10/ppBbVuWkGtntZN66bV08ppbbWyWlOtrNZVa6o11bpqRbViWjOtl9ZMq6b10npp1bR2WpGty1Zj67LV2WpsNbY6W6GxO3Zcm7Ejy1ubrc1Y3lptpbZOW5Wt01Zpq7JV2SptfbbKrXNrpXVupVsrrZVWurVuTbYeW4Wtx1Ziq7BV2EpsDbbqWm2tvVZbq7C119prFbb+WiGtkdZHa6RV0vpofbRKWietitZFa6J10cpoTbQmWhmtjdZWa6oV1ppqtbXCWmGttlZaK69115pr3bW+WnOtudZX66011vpqdbW+WkutrlZXa6lV1YpsNbYWW42tu9Zia7F11zpsJbWWWketpdZL66h11Hpp7bSKWj+tqFZU66c11ZpsFbYyW4WtylZmK7NV2fpsxbReWi2tl9ZKq6XV0lpprWN3a7M12tpsNbZGW6OtxlZoK7VV2VptrbYqW5utcmulldJaaX20UloprY/WSSuk9dHqaH20JlodrY7WRGuj1dB6aC20HloRISK0FloLrYRWQ2uw9dcqbEW0KloTrYLWQSuhNdYqa321ylpnra/WV+us9ZY35pd5YD6Xp/VnfEpf7pPwpXyoj4Jv4WV4G66Id+KgOrFz6XBejGfknfQFHUKf0Fn0Bj1Cl9Ap9Ap9TpfVZ/VQHVRX0x11uW6p9+hC+pDepyPqX7wMr/rhn/uV/gkP9B56ta7I93q0z+Q/+Uc6rW6rv/qP/qR/pNfqrvoujoRH4T44J96Iz/0YH/0APAk/w7PwSPwXL8U78sS8on6ir+hvns1j8A/8mm/zAD75g3hoP8i38W34YzwHL8JpcBq8CNfBJfFQ3BMPxW9xT9wTv8VVcWrcGVfGlXFnfJZX4eH8CX/Cw/kOvof/8cMX6U96sTPpTHqxN/EwfJy34uM8KFC+Uz/R37qILqK/9RDdWP/TeXVe/U/P1TF1Pr1QL9T5dEL9UFfTGXVGXU2H5G94oX/hX3ihJ3ITfAU/wU/wFTwFz8Fp0OAs+AyOg8vgMjgO3sIf+za+jU+Dw+Fp0nAnPA0/w51wJ/wMf8LPcDT8CX/C0fAqHA2Pw6vwKjwO18Lj8DpcC9fC63Axftin8Wn4WZ/GT/FT+FWcDefCvXAuPEsWPoVn4UmS8CI8Ce/Rg+vgPzgQIJwHB8KPcB6cBz/Ch/AjvAkfwofwJnwJb8Kt8CV8CbfCsXArHAzHwrFwMJwMh8KdOOFAuBP+hAPhQPgTfoQ/4VX4EX6EV+FNeBWuhTfhTbgWboVr4WK4FW6Fi+FgvBbPyYfynD4JH8qH+iQ+ik/iy30UH8WX+3TcBufBg+fgPPgQnoPn4EN4ET6EL+FFeBG+hE/hSzgWPoVP4Vi4F46Fk+FeuBdOhrPhnngiLokn4oEC8T+cC2fDzXAznA3Xw+HwRzwNf8QZ8TQ8DWfEz3BGHBE/w89wRBwNR8QXcTQcDV/E4/BFHBKPw+NwSLwOF8QbcUu8EefELXFLnBM/xR9xWpwRp8VjcUacEY/FEfFY3BVHxBFxV3wRd8Vh8UV8EYfFIXkXnojH4XF4Il6HV+FreDhfw/PwcB7O8/A9PCgf5+M8GC/GO/FX/BXvxE/hwfgp/oqf4pz4K/6Kc+KlOCc+x0vxUnyOo/KdPBVvxVPxRbwVb8UX8TD6jgfjxXgw/ooX48X4K76Lv+Kl+C6+i5fiv3gpjor/4r84Ko7Mt3ktPozX4kP5MD6MD5J4qLQJMtFjAoieAwAAIgAEwYgIEStTtgEIDoVE8izJoSjStAcUABOEEg4AAA4g5xgBDABAgMAgAAwCAhDCgt0YAETE/DFxMX9MXMwfExfzx8TF/DFxMX9MXMwfExfzx8TF/DFxMX9MXMwfExexMIewtngH6CX8hWpLb8Ne8h+glvAHqCX8AWoJf4Bawh+glvAHqCX8AWoJf4Bawh+glvAHqCX8AWoJf4Bawh+glvAHqCX8AWoJf4Bawh+glvAHqCX8AWoJf4Bawh+glvAHqCX8AWoJf4Bawh+glvAHqCX8AWoJf4Bawh+glvAHqCX8AWoJf4Bawh+glvAHqCX8AWoJf4Bawh+glvAHqCX8AawPjC/OswG782zA7jwbsDvPBuzOswG782zA7jwbsDvPBuzOswG782zA7jwbsDvPBuzOswG782zA7jwbsDvPBuzOswG782zA7jwbsDvPBuzOswG782zA7jwbsDvPBuzOswG782zA7jwbsDvPBuzOswG782zA7jwbsDvPBuzOswG782zA7jwbsDvPBuzOswG782zA7jwbsDvPBuzOswG782zAxgKQY/xiPhi/mA/GL+aD8Yv5YPxiPhi/mA/GL+aD8Yv5YPxiPhi/mA/GL+aD8Yv5YPxiPhi/mA/GL+aD8Yv5YPxiPhi/mA/GL+aD8Yv5YPxiPhi/mA/GL+aD8Yv5YPxiPhi/mA/GL+aD8Yv5YPxiPhi/mA/GL+aD8Yv5YPxiPhi/mA/GL+aD8Yv5YPxiPhi/mA/GL+aD8Yv5YPxiPhi/mPLa67dqWk2HUGik8x383sZ9XqWudFid98JzlmEt7zicnn+Tpq8g3Q101Z1vtd3jPRH15r1oXWnW7AKsUQrb/ClKwj6foDyyGJ8ifscSz4Mc4hviK6leSdsnTtgixzXPbqEdjmuKTX+cedUrXckQLZt1DTOr2fMcF4Jn33g5iDdgYjRRb2aGSo+jNTCd60GxMJD0A9LksYWByyfsQ+j/OdjJIHkDrSXdf5NMcIx89pj78AQ/zmfP54e7J0/088wsnx4/w6fHz8DPj6nNl+f4EcbY3PTlzskl34/bgZ8fU5svz/EjjLG56cudk5u+3Dm56cvdk0u+H7fDk3wmd34Vb2rZLz4acK3CaMHUia1pHqePOydP5CdsR7xQ+vwumz+7y+bPvpcp+UzuvJzy/bhZ+ekz7GVS/5itlU8/Y1+W9OexHTw9fAZPD5+Rnz7rGi71j9la+fQzssnEX675Yz6bZ9hfh0zDSJz1Su6BcrodwM3g1gfwj4HpE0vV/Ss8GOttN7eXqw8dAjIxHdgX6N7ancFHHCkadev8lFeJsv+HydbEVgYwmjyy5rzLDde4388OrpzfmbBl+2zKxRsKMX/E+7JjiD8d3hi7z4cdse7t8CHEdz97iHGTwb6pCRsokIjBl410etgVg2d6YXw45LYFZy4ePmrgJV4xd9l/V+g69VM82nBr5t6WApsPdFL9HTJpdfwcdBzxknNTgOxs03rWv38iOctG8g6Nw0MJ2P1Xc6BI+QjyAP4qeKn4kuAwttvtQ0mPAk1wEs8jUeXgk0j6L2sagONGL3wKsAU9i0AVFFV6omfqm0nJytgiuSctNHLCFUE2/4rrBUEBUND+zSQayCOZMAxXKJCK+6xuZ+mtyvgwP2AD6lxDd3oJDZLfDutyzpsZf4rRV4CK4DGA+qeXadBNvU+dG4s/8y+9l5JncJiEBQJkoD/XVYqCdCvRKsVDL9GO4hMJbJibbaL1IQsoVoKxGHwAhr1QrOTH1+4g1muUT7idiN18bmX/uZU/c+hlXx8WLHZpoJXUvlcOMv5Ad463/k2Eg7kXhv3ti+xej9FfsG6vk4O7zESNp5aOXuiJ7E+5bJKQ9YTKREl/t7ms8tTj626IxMxqggalDp0yc9R072aHm125avOzk7xtjwsQY7ythsdY41tYCprnRd/mwniYt/FALjqNNyaL4iJ7AR3G/T/mY5t6WeFs6rTpHQ3aXqNoM1MD7HE05K2gQGdwSv2XRqhPFORKybdcP1tbwe6lCi8SGXl8iA6D/hG7tMA9Ioccc/t1z8Z9aveRK5nt7KsUVnJ0TxL0y+3Fn97jr6B80TBv0OIkv2d99NTvN33x0f8Hff7OR++af3/57pTfHvnjji+++OCIrzvqC59O71s0RlXC3sxiU/dlwuyvnkPf92fwhfLfQNjYnAIUVbLQWxj9rM1amvr5Ss/pUZxS/t9letFYoPydlCNKA89nVOPC6XBVGO/l6FL+GpnWoXVBFoFqr7q/mDgjkhv+OuBv63023X+7fTHaD4v9fXP9cODGUCYioP578/Eup20N0ngE0nJw5PjVOxXkblLXrYxLd6qpRW6OdHJuXfeosfzqWOA/Gl46N2mYiJVxWJuFfUHYl4J9GYEdt8ZUqUdsK5mZvnDT3EUnEJPqX8SgWN7vlgf7MOQn8R8Db/9kIJeKorBeCW/YXpC9hEZsDakxQeEhg24fWzH+afpQY7+DtILx2llW83L1Ml2mrktCzBTsiviDAqrN2D0Evc9jHbzKORj3FdONckQ5lEbQTb3G9x0Zn7M12NdonXjNCvQPBJ1FW8sa12MBcRdXjw1XY5koNFHcik0a+XkCfZ6Yl5rX0wOfvZqV7qgbUFF3JEGfNSjduLhVnursWuttiaSDreqtu/uufAQr6vn3Ua9VGmNtaqRXfbOS2NqZXaMM9QOtfXuASz2It8EXf2o1Vkk6+yZRmaxrurHmSYedAnrac1Tn701fmlljsnrLjqSCVA3SOGrsEov9fngwt+4UAICLTqP2PA2CXP+x224xudbhrhSVfXfelz0NVAJOHAgqPXwNuNHrt4yr7i2wYXCiGPKV8NItAW4IEbrCWU7A9u7/+7jFWCYCZ0emnAYe+s+WryHfK25NeNwJHYnXQoaekusR1tDGRx2pD0n02as4s6VspHTrKXXPLxbRen/l+z67V0bbm6bxf41E72bWvbZ35tdAPLUkjyaX7mxwX1ap7I7MsBJMr4d7vgmLvTqu0+X+Fk0PNOd4C+0URZv1kthLT6bct9ZWsBR7MoJlUm725GNM3pfkZq/MyC1tbF5jTXMai6M5xNoWhzIQcwDcTr9U0fPMndPQua/EOem4+Zc1txI0b/FxkB33wfGeGv+RcS0v/sLiYknxFxMHYpERDzeG98YNgCbKOxpKi30+1xdb/T7U9yt9ehN97fv8Ns4HyzxAa9Ye0BaHn0c417tluAzC91qKU353rOnDCJUOTeajj/lq2V1wZ/NStlwMOV/xbMLdTuZI1kIimjL415hJciRbeaeB3ItyLOzeJ1Pf87tCGx9VKyXO6mzKrNTYd3pZCnGRfx8UEvlS57WSlEtjNWq9n+iS9OHUgL3wArnm1F3zLRClP8vRB29Pbc/DP7Zn1VmGlnUOhr4jtZbxvgBnKfz2WDc3YPqN7ahGb0ZOnqb9ph5tBYh6trrA6Wl0omLt6oJ7XQbxreuU+6xxYwhIfpH7p5wkHUk0my7HtqGJ9VzvZtg5vRp4L/S2G1/o1cR9EWffPscUv8V7Tt/cfZEz3YXXLeoX9GZUv5CvWf4itlnmL+Q1zl/0ZiUB1bGrEEpuLsHtHZvFTe82mmDpYTeB1rHApnEE0eABBZcY2wfsP1TSLiMIDJiynXsoQRq61zaFoJmS6ylJSsVcPMuC66ZL8woW4ny6GVkQTp7m2EqCtaI9PTvKZUHVEl5sK9A7jiA6G1BwjyYVaJpkhKaoJ0NvARYL92FHOcsLusmye2ujO5Gxp+DW2d5ibeIuLFjx6RJiRoFOqAYaVM84nhIYacnFvyy4nU3xbjRYqZbQbWqUxcPlBfSxdkW3ndUWg7v20lj3GrjjwQW9xygD6j/TYLaR8zgVui70S7NaMIcLyltzoE0LrC1b0c3BjQarTvvYd5brgmq7hJpmoBOu0QexdjwNRLdvlusPeqR7LYC+HeVtPehGy66tze4gw5qDW1d7i2XDI2d4OXLKwZ2beOCgjD54LAbteErUpWIXz2bEHW0qbxvCMi2ht20gB48XH9C67WL3Ua9N1Rf1bifC2qEH+mwMQnQ0D+H6daqzBTRkidiUCTIhIer1fmj4UQ9JuIFWr1RU230bwt23t8/Vclqz5BYl3N4kOzNhBW4qgo640zxFywnaULKQF3O+tyDevQk6ZYG1Qg3PsAlWJKyHPXysKo31I3+TAq1vR2M5wq0ZkuA0OUV5jabE3SzNIAW6bVExKhlrq8LKqlkCxabdm7D27OGzqiRWj4z1CrS3k09XuIGfn+C+duiunU7czNKerkC3LCqjkhuKwLsVfKxVw6rLdrRM4dbZW3lVhFyt1zsX7n6T7s5SWDxUQf9y6qY7GsGbWR0jF/TGAmsEmbU78MKFA7JiwOq2gzYs9Jp9l66Ilmv8bhHDJ54asECPJi2s551HwiZuu74Y0aMnC+9oU/lzGJbJErptO7l4sHaB1t2uYjbuO4MXkmsX+swQBgo1jWHdYUGDjtuyifdmMeLgtQWNaFm8wxlcykJqS80zkGEXw33U3mjYmAgAvBy5i+FOJjM4qCMa+q1ubaDRHdAu7K35sB+5KVc/scFp7NA6rOGPNL3hxh7KzmwWmC3XkRvO/asZ1v3tQXxLHjxDl93tDD3ZuAZaO7dhae3IWcoYuJkdOcZBbyywRygzRAKXOFxXAxycrSR6sizD1gb3YCcfK6W0KuH6jXFYetkiHu/gvcMZjMsAQlyykBdzvrcg3v0OOmWBtUINz7AJVjmshz18rCqN9SN/4wOtb0djicOtGeYAMNmQn+IJ2acF5Bbumh1rLH3oKZbdLRXPQIb9Dvex9kazzQLQcshd/XDrZzs4umkPvWbsA7S0Yxawyzsn/7AcefOvvmOtQRA9xbJzRdGTsQyWPrhHO/lYKes2csZlEA/odgbTHm7d0gegsBNs9pd9WvR5UTLmQm3Z2rshXLqF9IqqJ2sZrIFwz3byuVLCLeSMGyIe0O2MFkDcmkEQQGknWOwu+7To46LkzYXasjUXRrhUC+kVJU/WMs7dEE7fTjhW4jhhzLpC4h5u6uetEIunQ+g/tL6P3kPj1hF5ePtfOe5Yfq5jpHw51maPG+Zjg2eNprJt0NjjxKYMDbpnxPhA3OeL+nD/9Ch+yHm12OWde4We5rhUfKGujaL85VlinagUhiVPdgkb1hsazeDYOTpHxGUVgXqI0GRogkDJPH48PuR4vbPPDpRN3NizLCqV4NrQtzmtq50B+C6C9S4MUf1bZi6Ncf78s18V6O9Npz0hQrt/R5Rf988I/4jzgFAXxulgwc1Sw9Fgraz0XIBIFhoOlUSgVoJGZc0+MMChLwPiun0T+EeE14BybkfUDsAr6pwJ7Wa5zn9MJQ1/D2qRTye/Ni+NfXitnfkPuGwXVA591z0hurXUrm8k5Itej+9bHrufWFnxgGQqEvv9FNeugMqn7WynAWeDXYevpjqUhkf6gWWZmefE4Wb2Ez/kSkztjsAsPC5xrbxJqQ0eBmPn9Y1PRd3dRmiUXNzNhWbhEz+cD20dvp7YWFoe11dwPqs9bPMxg/ocz6a0D7ra8xRE8wVND+7bWY0fVzOutuzla1xeyuYobCM3Eaj1TkQwPo31eD6K4TTBeYjyGqPjTD6uRVxEY/zGsu/shVewQ50iKLZ2qcDXzhXi98LF1IZt+4vrqvXqfOCe/cKbODx0Umc5C0bpGqrbr0RncohiKf3ScCAlp119Zoa5tU6o4wxlGg2Orouxjge3t9cOJYxRCcyNt8MhMP5kpbkrRrlN63p1aB5IuNgms93EQV/rI0atEppsDDh7rUBNmLV0eIywwes/zTT7ZbRmdfIGIaOnXvBbv8xhfeT9C3YhbFtAj/va8ejoEmq4ED0fxkKdXXB9yhe+7NV9M848vjIEyu2eeCWk+e3PlZjGRd891ssvExHKpwlbb4qqaZ1XP2xiFBdJNJgSfecd9NEWT1WPCGNmheCG4Qr/+G4/L2JOjU9fWDpstwQTUztcvy7LGpxoPmEisWhKzBHSPf6Pr0Bgy51jPLxnFSjDAndn54a0KpTn2pwLk6IRRuZMvid1eFuotjG5cCZFkk0h58nPkrxuUw8+l5mPsJjaIdqZIsCuAQzZgb6en22tXpZLCwReGTVSbonyE4KMZdgepKTvoJb57DW8Wh/spvKiipcWgD7pu2K3+4HJhwnRNYZAvfmu2wH9rTGMZPdqNXsF9GBnG8sCVtzxIdokFg8OMa7B5hKWYeY8I2c2gEXAwYsrO1ZOXHav5VnrdiEjN1/axAnvrSultmBIBAynNMlBp8dNaMatTUAUfAKGqGGIgPEUGFHDiIC44s4S3jGxdA/5KRP6z1fRpNNuTVYhXjNxPUqt76UqG16kJrlBE7qBauAtEnGeoz7eKHEqu9Tw+S0q6S4J8p6jys2RWPQQdUvtzTVCA+JidGctTSDxyhogt7U1D7+G1VpKT6oxWmFn7SutS2pmHkfWMszCdQyod1VbWONnWwx303jNLabd2SXLRrj6mi6z22rOGKE4kaYts+PoXMaek62q1dUuB3pnD8vtzq7lGtpmy/JmTL2r3cg0grZ8Muxt5FDwnbE2o57jXsA6fCbLu4+8oW7ymmi+cMixJe4Rrj2RNaCuIvLMnMniJRp54Nz0+Esyna72R6v6u+b6rzS+A4YSDluaGk0vq3jLjN3KZgwT0tJc2lEfp2zfL8OjDr3tkBDvUqmttLGQB8vE/2TgqTJBa3kljZt3ZKFeJuTZcbbmySSvdC77aPvn7HaVvJWxTXqiEG1GcfUymuxhzP4S2a7NRrCdLEL3OkJm0aP/5CR+eiyz71AdHc9FF4XyhS/gvjdYwPDQOEEdZtMIIcfOfbE+tyUco8isGEUMXj4otheOKTEpR0bE2gpmclA00dth9xJfDZPwnw7jlLJoKRxC6o2wIThvDOIC+zSYlS+jYG31zIFRmz0Edi7hE2ASPu2oYCtDuPwNJrWbXxPuoLWvXdfqe+e79cjkC9+Zr1pl2zvr8QS6JgSbGya9yd13QTl8ZkKL69syLWSnLfmz29mG92bDwV1vgGuHTMvZyaP97HaKc93bEsjtPq5sbf2VbmdCmPg+P30aOspqn1i6N8vMZ2WDXMcS9vpSyDEotFzT1HuoOSsus9h7bQ8POwskrNcINmdpMPdhg2+Frkd7rAYMrJesURnI/nLlTCS7gwKpN4Umz6rSDF7qshY8qItr+I5erflEt4HMea+NUKdMNi6LrcLvnavYOsPJAmZxiHJW+MWut1JoqhMq6k3eFFGPxsSLSScWyFh1UHDaBxfhDoCa7JqQ64rn/Tlof36ES1FvSuCmQKiQlpcYht4r3Ql5mk7tiKSXwcHbtaGAI4IUkV37sP2p4brblpicCFsQmqJtJUah12nrWVRsPhCczNieXRqpXGDbQfE+Wnve6WRCJy8IRiPZ4eAwsE998jNCC3uXczWgUTMRP+sto3E3KpL3wilXeB4pevcgG5bNf+G4QAnIZM+1FJRnqZ4k4XaJ283aJph5yRQvkdmiOW8WBKYNewtbBxIOl/uMF51MtHzRMqtT0G4KQYKnGLcMDSQvOFTlHFPU9bQIwB7a9ZMvN792VIXnQDDXI/YwuGhWsB8GBWAFK3MOVTa8+r4mQNKSPgMN1zLmgwJlRahDU3iHG4Fk7n/x/s1joWFBKzsUbT2IWMzCRgi5zPZNpg94JTsib0B8sYNl86UG+1hmxSd5XoO6YQj4hVYAHmyxn3oyi9odv7hoMP7Tc8uC7NsDue18Ht9h7XFYGvkER74cPnVNxHwpbYpbUzfrh1GWoQTf06bkiIloeMudbqDkragU+UuvmfyXtiURm7942h3S9UXbtGl6ntaGwVjyuIlIZ0sTtmR96Bx82s4t7cADARO7sMEcxHwFxhKk8e7ZF5ITihQruuSQbSGiW4KdgWljabC/N9uenGytbhvDj+Xtwcr8m66eUdZNwC/pyjh0WJ2+citiQZvTz2zK1M74XfohtFBo61MJZ4lrjl+rtbqXEa4yqOnXswU9kh67obyNG1Ys3Yb+tC35mLkRvBJfXbQ163Med5MGDNw00RUb20zEo1h8/HuN8sO5NRbVcq11Lh5n10YNj30BqhiNZx61cZz016Sq6Xjmoo2FyYWiSqbjOZZrrD11PnuF3Hq8uMGaAN+Y1ZjYX48Xs1MTgPf++jv59Xi8eRrs8+jXM5JZj+fEaHxAXhJf189NE7bQluWIYoYzJAy7AHtubG9kss4SJxUaJGIp47RJdFTW7BAJOPQForhq3x7iN8KrQ7/Sqe9w7BBtGrzAQYKloakfCBYfIRbjzf47y4YQQlsXEvKm+aGWgtAgm3gu+xeF/p/FDw/NXTeAGxI+f3qdO7/Gq9/kUL0LMB8Ppr6p11juDeXZjsv2mhwUgAIrsPFX8nxpJyhP3szQ7IkW8PPAR+3gG0M30fZptaJP9JPA1L6cmr8ulNtxw7IEpKc3tW46LXQVCU6rlbwGdv2HRBbs/pxIrctkeXsd6kWh5XcQOEO/b4SzmYYHJlowfUv4XLSP++zfxLO+XW1VBoM+y75a8YQQU3urMJtW3ziry4jPzxTsyTIdD3pa+w+dREtsNXwcXQ7qOUOtUXs9mVcKKku91ldN6kavkgce8zaaMEMSzad581gYciqYeFnvjjqlu70miTIwxAp18I4ECVjayhnPttTisjUoqRUyTogpMdVC0BacD5rhi66eH6ZDT7w6E0pVyTwwm3zeLhMvGphs0YIde5wvIQXbbSA7q50pY9AaFbBwoj0M9CgPu2RI2WaXxSrQrY2JqS0y+ZvMaK5Sj7pBrcJzUzsejgbyUkSrBiLQl7T/lMvNJ6PsORrBVl7JKOclc5zptcK5ncGte41sKW1SYw6jmW7fyqrzSjaFBjHqG8Hs5o2ruo5aTXjCUp7xSm69U6XPQhWkFyf0n5hkXQtSekxGRbr2GCfDjtyeZb7X9pLEGwvhMqTIjqlkOO8eVXi4cE6ThW2YI47z2jAElgTt3grsvo0/sxzyBM9g1wW7uzS9r3PzZL5sDWHEYueC9YUbWuzWuL8957Z2JcJdi2TFPPxGJl7Qvum+7V2GsK0wumRnhdZJ1cQOGEo05iDyi4bGatwRTZOlcC3MAYF98DX+bmeTVjrPbDLRXNoFioHlnlO5b+0hirp7Yc7QxYn5AvqHa4a9P8jX1PSNPTGRlyRMWYl+Ogtwt5lTk6cd1Fj0OtjyamYXhtRnXOF3QdvZxGacWyPTbHBV2OxxfL+X88DVtK2oM1MDaQ7OAmfEtOce9qtWkUVu7Jgx2nHEqgP9c2DaHjII3ybCK/ZRaF1hScfi+y3vPoxtSLrVrRqaDNu0ZTsvyD3PFedbXnE2F6jXmSLIzCnAyV8Gf4aa+Lwgbc//Npe3WSXJPnYb6/fSGdyizfmyd3rUgyHa2gwxY3UErtfLgjBp8vXmiZO2U9JxUC04E6vuGmyzSvRsm4/324W19+KKQRjgZ2HgYiXO+OkYv1B0PS6H76kZkCV2Yy9cib3bJqxqr8HBY+ldgSGXcN5pffMGu5wm1hcylgrnQGq0TJ3bP1HmQssk80+LRsMk2C4WvyK84Kn3zuZEjfl2tWli3Zu5JHu+gz6/3FnANPsgmrZNqU9MWKHmpc6iZ77vo3WhdivZWfKrUbsKJ2AlzUWVttJ27nQdIyI4dUtezUk7Mn1Hdqw04NoDanWQN9Rz3JT0GPl6oV3ziQyAg9OBrLxjjR6NtFqyDPQQG9JvC73wTVjQAbPkh0MZso0lwpzLOINSxHGoQZpPhYjGmrvPJY2URoaJ39F35TodDnrYoR2L71Wt/6kNpDeNOCPD7G7OjkGW7WpBgOyfpo3YUtoZ3/kC12yRljfC/0h3OLXRprYwwAHFZlwGvQOQgxEG8mx8u93d7tlBoCkWnmlCdI8rW+WqYP+Fsbgp7fLYW5a4l8TUoIS2QA+YvCF8PptojE/P5ZS8y1nZvHYa0VOyyEJjyi2/ye6rXg4zYcdxStuLRg4yyvGLWmIuVVdljHUXdkUgVtSAq4Fb6zpR7q0IILuBI/EoHdc07ifxNcbeqY8l/gS165NZlM+M1vchdJJh0j6dbnr6a8rFuubtXVYjMvv91tCs4oW79ab0NYQ3sxzD9zzZCOIUDmYk7LLJkRbUrhsB5bl6aOvdtz399biF7jQX24qbiyKVLbq8Olozp9rhoAMH2r6JSb/PxNfIPEeBWXO7LPxZM2JdwGGYcjoMonyRt41l55BQMkiqFYMysr+5+oSjO4TLBcIVE+w+q/2QACYWTP0fazQPtwGsmfzzZcPY+InLYWTBXcrvl0UfepbjYpak2Ub3h4pxq2FLjcVvvVvpdQTfLUOhYXDifWnOvbjd1BdJGwTHxN4JR5p/aiQ85ZwIMh1h5gnlR5T4rP0NBQxWMStbn+r8mwVaByVMxiEUtJatPYH46S/8BywYKRA9ivVtOu88I3Mq3IbXOAGMD/uguaOHsHRd2FVAEMtpioPwkNk6wLIFKbJs/iPLFzscGL8TwZ8k54xxJ7goz7k4KRCdoG6js21OubUBVikW8mp9gGm+A3TLOc05UzhbFTHtFSxTfUgz+UxB81nQHWpPsnle3KbwDAhRZguoD4svCmD8l/bO5xh0uDb/iMjNZFexuy3eraW0OQYYwVD8oV/xPmuiDQLDFq2RySJdh32jyxjQavOEfSTT9MQfdc6ki7Ag1ixphe4i9aqFc8KpKyY94KNQXDM7JLytrGZTxpg2xiL4Z8Ef79C/rB+DerP81xDA//QPGmY6Q36PbZ+PZLnarP3Z7HTiGUZ2DAlPtyDvMj2ZMWmNL5zb3DAs5CBOgHyvrU2pZ17EvV9+4vLFa08AOE2VxYTZfazN6oIxfYZjHB7dJf68efDyllWyXSCjs1+bt3MjkMkEyfSiNX+R8lu62NXz3cHCYL78INRsXZ0M2/5QxjYKFEdJkEYS2kQgcAWty3nUhUTfUW6fC2xndVuUktO0er+9XD6nfHPofZv5KF83QnseJ6G47Gq7/7Y1RiECW/yLt0yVLUtRKQMJmZ2DYfoRCfWNjk1Al5W+wKbk4MZJpjWp+Q4DMxb/IfDp2oxT5nMtDEUirYmKiSPfi1tc7e9O3Pkz2WQWhNsJR4x/u7JH8zG5B6djSOxz2da51mWVTYNpdF2Jtl7dTdjSSuaso7MMAJPudbWtZGW4DiVfTrehKGWGBcSYbr6VZhgWiGJQ5E6cW/XMJ3q6PC7lqHV6qEkS2EQGR5uxNrRqSVIa7flytYQBf4/wbUhZNsDtEC3tdwe0hwI6wW6I7KLM6S1nVodnV+GabwQO9rYduGxOwI4+OASKGPvs+JEINidUXhrDcOcwTTHByIkDwyHdSPAegRj+iwybQpsVxeooRHa3b7Dqn6R2rXVPgdeq/TFizsIiWKYKpipckk5YZQ6H8WqFfOhIpUabzeoSHQtVWYhMVdMcnqd0X9sWKsOcrWBtU1/ND0RwWAaRCzZIgPOedGzgKdgRHwfMbCDgBxs34H8QRMqjl+aKz8KwZ10Gwk4+/Ljsm51pSmThlzn4TKOw1uRHmn3Dd+S3l/gz72S3YYrkVz9BR4k/djlfKhZbF4O5udaCgbUF1mDfRXelwwO39UqdnAycrMM5BUlm8bg8WDMX5xNrr3Wcg88UuQwh2J/bv8Eb9ne1v3XXm9sqRuv27HeA/jdbG4Vnni1gCyG4/2/NeaxGQdqo9iSrT29bVLDz4w/yve0wKXc1NPxxWmd5ApfZ0L8tB107OGJqJaA0UKlB6tE0Hv5a4pO/fgIgrKVyr881wz8d7TSuQvyXEa2DjSRWH/hHgnVhzFnqwnkjCSuuch5TEPdotdeagjCK5tPXWPEf9OExgqnXkvZ4vkK5jAXX7Cybq2huaogvs7uRZrE/2XaFQRTWNIwsi6ottY12tu0BGDvF6JN3vjA7wa2DyHYJMobb3XjLrFiijEcB3tGfdoOTinAzXfa2ELkbT2NAN8ChQ+P1mptacSL2sXOGuRPfyhmZljpkDGzwHdnDnFUXkT1pTmhccFvbzlvSskXQd3cqclg3x03zsKx9bUxaAAAAAQAAAPUOAADQPgAAKLUv/WDQPV13ABqAuB07ECDrAQAffyKjL4eJPynKjlQHIf/bFFpAOitQ1BSBgWccX9ABZL4ipkms3qMsiqdir9Brbr6C83MPwnfvAcUBogGzOTIU1tuF9CDtAxIQbwRYhpnpdC1Ton29PwQrW/kOv3gtveRlAPiAZEyxsHf0sdMvBjTk9K7J9lDlyeYcKtS+uo9NhGCUvna8UuYqGo05VAusF6AwhRRsgW1LI7PVj2cGA35mWy6tmFArBiwoGpq7WFqJB7FyWOjKRo4QDs1BbkvDeypu478lhODJW8Z8q2YW99nGhVdkqSBL1cjLpxyWwqAYBGMSXsDgHrFd3nIUK6KLRZhU70R+UmKbV03IhaucqsV1pAyAWc1MZCw/knNXUmEuV4lZCY4yN/m+9siciDew0YJpr05zLVgHtVynGMj7JMTmmWFjXEUpvcVgsmEyO5jZiicTLyiXMdWpZ95pEpOllEhRg8fJiDiOnbp8ajGzHs9iGbM2cVc3zG08I07RAg8tx5gy8/MBIXkxFylRbvwDcS9IfEmjTFMKNx7VUvWJRyepQMY4xHS8xiYxw6NR6FbDnkYqwztmBIaHVEtrsJkaURLTln9IMnhaxMr6orhwqZeZkBElGUPLsQtMLxYS1q/gURzeiaC8pBUSVWhHFvJBAW8n0th3rxEUUZFLbk3cC3LJmovUAsnpYAKW3CzLSkT0APeIMJdTa56+Touj3zGjQfAmTouMpNFJ9433d7f+mAcM+kE9GnJzc8H8Twubf7H5TRyPxHEcnI/BeU7PU3reE/Q0QA+q4zV0XMfnMT//2fnLznfm+AM5nuPGZdz4DRuftHEbmXcg8w1kPtPyj5a3vONnPGzCJ1D4GIVT4HoZ17m2jmHrWxVOVuEVtC6mda2rg139qureqldJ3UvqUlC3AHWopktoelPSqZKeZHQAjG70c6ef/+h8Sec6OUfKec7Nh25+U3OhmtfM3MHMZ2TeQOYy/Z5+/zwxZxDzmO59uu/SPIjmNDYnsrkNzo9wjrPzBzvfAfoT0IGKDqHoRUqPoHQlpmcxnSnqXVGPmvrX1Kes/rW6FdYvYB3rYZ/wjVEsNSGelcJ2TTGqhFoKgE1vyZOuwzMHKWy5LIB9AjmCEXlHsbZQI630RlMlgWJUgn4xLZI+tU1Y31aZjBRY+DAzfAsXmOJhVCj3ISAHwxV3ApOPb+CWFoteqPy3BdsA5t0LFn7fBJaAbg6u5cDSQkWZvyN3WV8QZbhDPrNkFIVkgk80YqyGvnEi4GL7PPMhLWTcDBWjNrAvWuALsJcQGzILpjcKRldZGqa+FTgZbSaH8mLOnxfObFxmhOy7lGHPBwhnfoxE+4piDbr9ffnaaGJmI8Sdk9PlXXpnp3V+q3PbODhbvqVtbJrmWZ6labp7CFgfhPWsqy9d/eqRx0d+BPUZ9agfvY+Lmr6H6U1T/yP1qaoHq4ZVk5w0yZO0HkjrWy/kRT5l9rOP8ioPg3vcW3AqR/L6Ja9/hX0EsIf9BI/tmF/pbnd/5Vk+BcopgHIoTy7Bkz9xciZOlDhp8tMmb3IIzvpW1xdxveuR/PW2PTOj5Vq65lzOw8d9oN4IkfMgciLfIRr60A85kdpfuehNP+RTDuVRHua0t6Bjap9b+1rZg5G9bJV/qfIqx/LZz5C8o+QlXXwBF3fBeBaMZ0x8isQnrjiKFV9heEHDGxL+j/CEgE8A8IB93+t7H9/1+M434h9GfASIGwDiIO4ud/e7um+oe93c1+Y+F/cB4h739rS3v7VdgLa3cXgAHM6hw806vIPbz9zuBnc0uMN5eAYP90B3NbrT2V2D3e3wzoZ3vBAnIMRDkHgBJE6ixA8o8RJ+z/O7X+BFBD6w8AgUvvDwJg5/iPgTiEdU/KDiFRuvQOMbIa8C8pAw3gLGYVR+sfKVmmdA85oBuHqOZl2zX0aK5+g95tquj1FKQjoyKiIaEgoC+nHg04BBD8+OTg7OjU0NzUxXpnPDgMH94qXLLZctWrJgsb1yQS3trKwFVrpKU5lSgZQoFECJnQD2iQQROHlt4spkSSurktUkSFSPpKKeGjEtQmQIBEKCACkljcMZPPrDRw8eojtCdTRof3p2cubAcWPThmYmZo1LSxoPVFLOkBFjEoZkpAOQLxpw8ciAYyNjL/YCioktWCCuUJHi0FABFIWEg4KBgCf+/PpMJFCCD4E9EiNE6IUAkdd4GDB4M2QI67Cy5lDWVnbWBJz1GVrHoXlQyuqnrAgRtFprq7G2KsCZ9ZuZ27erL3R1F1db4KLQwKkdOAEBRXUUhBZqIghNJCWhmSQkJVV11VQfddFUFwVB9Q+Uj09TNy01g+ZZah46tS5ATU5OgBag4dqspa76iqvBvvqrvXrrgAM03N2xNdtaf2i7tbaDQNVGVE1l1UhWbdVKndVoaT2X1mltQGtourquW+ugoR6a6gY93bPUYO1tr5ZqCT2h6VqtB+ighmoAukE79YN2I+sOZE0m1hvEWuzbAXz722N94RPEvoLYx0q5FSmXQuUXUPFy3Ifpn/a03d0yt5Xpmxsu5xKGu6hziQJWGrhaQCAoKIOoIwZCjKHIcB8DxUEEKBgKgMEdSEjuP7pq92itLh30Pa/f7u9Y4WWo8+T35H/ze/N7sr/5P/k/2T0ydFhoMxE2Du9uc03ztvum+6a51l3Hx7fNNe3b7trumuZt9033TXOt+7b5trmmfdtd213TvO2+pSuDpGV1+9H70drp/Wr9au3ofvV29XZ0y+z2o/ejtdP71frV2tH96u3q7Wh99X5dQDWpjtfN26OiO93NN5OBNSm/Rncx16hdUh1fNtQwc03WYXIO7KRsMNSdJ0GoAyMpeQVDqZzjYUhKNTVeXWPbMSRwORgEmVytsnE8qZN4l+5end5WrnHFyDFCO3KjhBNfbHJqt8mvZOl5WQ+7bS5DywQFjMMha2KpNv/wCiuRC4XLIKjhHBBwgoqzR6HyiRAaYClpTVnWfimnDdvhBg5RvOX5/HSPa7Hp7HtY0P1d0Guv7nkaCoNI1zDs3e6i6vgoKBc2GoFB/3g037ASFtrOGxLh38c1ik/0OthoBA838frdbZoOnocF3d/ltKFyeLjtdY4OnwWF392zqeB5ONj1XU4PK4WH22+n6PA5WOjdPU8LmoeDb1/l9HBZaLj9PosKn4PDXt3zdLBpOPj+VkoPl8OG2u9ztNA5OPzWNU8H12DQ8+eE0KNjPBEwDAQ+PgqJwYXAQOP5EBE4BA48OobJAcNAwPmjkBgoDoyEMHwFkpfb73O00Dk4/NY1TwfPhoLv77LUcFnj8TjMpCfyTyVjIcEMI2kPj82gx/pVjZ5767yN2+aCmRsr8y4dDZGnzbkaGfeeeJuL50ooNw7mTThaA88RuGb7vpN/tvTbgV9a7trTtA/XbW/ghjZuIhELqLZj57T3wsnb2YH7WbhaCfdceFuPzTExtyrmqTlaHk/jc7U/7gnytkLPIVJui8xzdHP+b4vkOhM1Zplljb2P8MP2kk+u2dIeB1anXb3Oqdtyes/jkz00nz6zlTvOmqcFWx0rt0XyHqKn/TG3OWZTc1wYT8Ny3RNtM+I9IE8bYj4jZpbkOCae9uTeTcr+qvwalvO2HM2OpxW6miP3OnmbqedqKTdi5mU7mjjPlbsydO6t8zZ3z8UzN3rKu3c0fR4da2ik9oZpaI8mN/hpd4dbU29ihpsyaUSf2zlkLPbrMLQIk0P4oPE3c/Bv9p2945v6mQZ/5vLPtP/zBPTawvMobu3i+kA+2cjhXuytxnA7Js1n54huCOeL31GW4rInFRvCGg3vtuIxEeQ2wbwDx+a/eey3Nn591J+GfGi89gZruFCTVvk5xpXvBg/N0H6JhuzR5CQ/DfNwnvamqnCtJs32c7yH9mtvy4bmbHLXn6Y9vPW6qfoGgzBuHO1e3+Lf/VT3/3GYXgn1rdA+F19/N0bXQ/OG7PTGOyn3Qv7skTRPh1S8kGN+9DxOj4Z+W5+LqduovIpabM8eSee5mPdruXcovjdzfC33+lCob6b2tfz6s7muT4R9ObVv5nkixLLxcXhfzqWbKb+f4ss5ngXN4zmnt5Vnc90eBC08C9PLIPePw/A+eLkT4b4Su2seil27ZwHZitF1r0auPRzp2/F61/nI2yOSt3ckfr2n5DId1Ms8q/eGDK+HLj8g7huyvB5ypyR6RmxzX/6AWI9oH2/IVq+nx3T5MyI9n9l3Sca++phogYezpydl6zsyPufHFJ7M9rzMVo9lnbeY+EzkD8v3pIzeyHhVxN0T6Y0Mnon+WATvReThbL2vsu97rvX7+hc/1hGZ6LOPsH6V7DAtJBU6xVDxtaaFVKPVdrChmtTDbNNCmhrIZYGKc++rGDu6Tb69mivUvOE2t232PVumHC6Kj9da8Vt4b6sZSG1HblOmsHJnUtrXRljftJtPJMdXHj4BEPrQzwyrMn+0PnShiYTtJGzzCCAsYH+0yFg4Zs2Tj0K2MDQW8M2NJeiA5QAUmxfb5VoJjArnGaAUtIm7AER90PcMjpK3E3PfmYxAYl2TSdQ+jqJVBiOA2swDhtRkLzoUD3xIVNydCh5LzH1nMgIR395lNmidNF9/e759WFpgzVhGT5ts0YWi+0KWw3hksnIGIr3NElEQYqRhVCa+HdXkzEGyABzn1maOtE+cm7izWNnCtxcvErqZO8lIzXRiH+SZEWn5ZXdrOFfzLLcblT/xKZW9Ny1wjFCLaGQNCHIXTbN7V7n64ssucvGFL64rLUOHm19eDFRoHIX8yfVln3MhFFzrWbg7TaPsJKWcalzJtIjvNKprk5nVvtcaqkc7d9CMfvhqFutiQR/wb/17msCMWBQiAmchZM6uhfHMUywNvsggJqZdarcnRe0Pxp3sqZMFw/3Thk4xWQCvsRbnNWwfb2cHVumZCVh2H70X/yBsV/NGBDiT+LaZpuxjPSrLyclFzrSUvb/PRgo80ipMgSvCj2CpFTYxBO9aBsjqUIPpMtL97c6fzXTw+NPRCs3VRnKlKeBf2tkGX1hlXtvWZsadeVBUJMf9fSFiksgpPtdxLLUhFpRSYvK56Wl/Nc1pmvBrfEbLlcZ1ZAjNg7G8qcSmG////1oAAAABAAAAmX8AAMSFAQAotS/9oMSFAQBt/AM6xs/nNRCIrAEAChn51Ve1+s9l2qf4vH3trtCE1bDALbLeR+ACCdQAMm2zZDjyP1akdiAlZdotqxAZTA7PDd8Oa/lPIemhlP8Ztgf5/4mrkv+UJv0kf1eDAPwb/OHDiP8DOekP/wexZ9md/4IpYNf8888/f/yv4OHF+eN/O+Y5ufsArck///zzzz/qge3uU2GJP/43Y12XpPwpOFFx89mlyT///PPPH3/877Qpw3tPhYr8888///yx/IB43XmL3sYlJlL544//DaVWcAd5i5N//vnnnz/++N+R3ct9t5el0YfUgPzzzz9/LMtLBHfdCq3888cf/xvTz9I9d+jzz7/RmqVR/vnnnz/++N9YiqR/x/npyz///KfSyrU7xxSJ/PPHH//7jk6oyx/Ao0F3DQSE8s8///zzxx//+0kFlVuGCiuO8s8//6kUJ4PbjO5O/vnjjz/+NxYihXvsTlP++eefP/7443/fKShh5D/l4iLgDlNazN+r8NG9YYtm/vnnj38iHi788b/BsvjuP5R32/FRk3/++eePP/7439eflrAKu7fixPxVvCPuKh9a+ecfOBZ1J1khI3/88cf/vv70zPZxQ6WZzD9//PHH/8b/+moM8G6nx35bYRPNP38bN5pY3fSWH/7443/jf33833okupG0OLmvYGP4448//o34Xx9//OWiio2dIzbxn/00vgFUCH/8G/G/Pv7432Ug0/D3cqeRCwZO/PFvxP/6+OOP/xRPTFTjoh7M+xLEHvxx6t2jxiIypODURpx6peLUKxWn6jkqbHRLguLURpx6peLUKxWnXqmSVJ03Hssbp075LMRozKBEDKdSqTUGiMsacWqnXqlX6pV6pd6aUpKu1D43SBi7xIlw7WK8dvWua1fvunZdu2oMjLUMPXCOPFExnfpRReKlObzjpzBqBBk/KiubL6k+zzIrixiI6Z1TP7MjETzR8CjOUlVUJzHDsrI/m1xrUVIbAGy5uoSikoU0NRkgB9TNsQ+HYeSoUXVTYGK8x9o72soMF9W5iUq6wOFB9AOjWo0NI8OKw8QWVb2TQJKoqzGxB62Wzjxxhx/MaD3Ci3Jac2drqFI2ZajIpd0gDxb8rguhU5cpNxOy/gSbwx9ekZw+qlELkNquNiQ6M/WjIpn6WQC8EtF1eRWY5qxz6jfA0VUgmjCqSD0JVFYhBap5gwTYdG6Nk4iYnPXOpQn/JcatuxrBTH4aEOyakjBj1U4S096BJjmJaMeYzum59XOeZtRpAJWZNATgTd88pKyyUV7aZ2FQTCI6kNk5jxgm8OusSlWY8wcIhElDn2qonUuqG5rE/ih6MnmIB4orMFP+pn1tTEz7zCxdkXnDu/t8KXMlyJhktX9GsYH4sWJ95eicNwTBYDHReWIx1fGY9mVpoYok4kVl/aLW7+Ki/QPNGI8ACvqfPgRNUG+mfQzY/JcVWuoLPgStb4LU7sdCjr4CmFhOV4Rwlk5qpBxk/qidsO4ApARNkkVVFYciNKMUrXB+hl6UWFPl/BLwh2nMusPI5tPeXT2kI0JTUaI17sZblXIRhN0lySIuEJa+GTcCK0PboinfhSpTvgUbsDq0P+49nB4Y69jw+qv47LlDmjGwrGu6aWGRKSprmu5tkcIiS2RJFbnkpZpc5KjuAIbSnmvisiUGka7JrgHg6E5tAYgMGWZM5yP5wa1KqfbqccEPHhnWLR+4GKKZ1WdYMImk+9P7QEk0DTSzzTRlbIH+6H76yKqG1HTYB+JcSlJ19sw4RC7IG3WAQ2yZgRJZJYVkwNKBSWS6hyRhqlenBtYONACucYBf1mkelSpYRdpyTPPylLwa49RbkCusg+aOdD3VEVSRU9aoJh+r1EHwPO0dHDatn4PSdD49EOShEMQabBKsxgHzVldiKGAllCOr74niUYfig41DztP6mQZJ55MiQoG6DXUDt+qeQpnWQiWutoohWWoaVSl83Dbr51sWCpvQOkOiJJg2zqyF2NhpXLoW3nGuZOy4LhP1kCfMNbGOlIgMS9ESaYpXhzrFI1IDqwoOiYWl861TvPgMFhZORBMgGKm2DQFSp1KsOwl+oIrEXVBNthmpDwUjbR003AKT1I7n802U8LMOsyEPgQhnuh0qNMB4qAtjcMDzZq8XOFQE9iiAPaAOj0AknQ0oMLDVReCY8Nz56AVqbNY6pl47C4WEAvDc7wB6gXX91DK1Q5Rnagc3BOuLj6X7DAMWjT7kvlrys7ZvQMaI8Nek16FxwwYbNo5TOkcQWG0OLZrSweEBTrfUVnEGtb4gexwZWVSRcNBQTVo1qr8AGmCz4bWgwCZKnzP3CaTDF9blECkor8K6i44wrURgXY59Vl+79NloShsoTJroc8xoAKBjp85h5RJe7FtQ4CsRLm2xuAOFOLQ+Z6YR6KDOluAoztYjIP1ybg/WH0DBqVwb4LTH0yaWoAVjg9ZMeXB9YhVSc6V+UAZBFRFI1xqmOX0EViHVlj9cVJGfTWy0JW+1HjcqbgDI9RJSWhqtiWn3NWyEjUaVV2NaqNHG8EE34cXOWmmlvmChyRo+UjoJpLl6zggxdgsWVCVguN6GEOulYAqHQUzSkhK1kMUXbKZEOwkvWWCci+oxDizbHHJ1sS2DIPgBUycmUdSmwJ4uNtVzE2MydeEEeRFmKp9pTnE0VqczjB1THAI666jXsWp1EquEU+00uNZsSBCcKhkZQrWlSh+VJIFE2ywLHPvMla3bKKL2OCahFoMBWObQsdeQUqwPdRLaKCBB2Ggr62egVNZO8sTZ8CSRGo/wupmzFrWeDCvsr0FUGwSS9DMmOPsJNnYDA3xsPqrdzBkYd5QCkHvRgp2dQtGOHaXUIoNHR+/hiILT19tUTUaiaZoOMlMDGLakpmkKNKdpC+apgS8ugr8qVTR5SHjJM/Q7KC6qLTe4qCSrYuwTcybYShcuwey16XiMyKAk5UzPSOwxFuhTqykm+hIkr98dRuMrGztMisbTTNTBsKFwgSHRtEHfhUYbcra7ARMvwVKnvDClXjTjjv1QV/AkqXQwUX72U5K6Ws3XBcooLToeDB33FMIcm+kKIySmVXXUTFN0FVMyx66phDQQ1T1jbNRNNhT8HUHSt6ipvK0UqXcSFwjsEGCG9gEOf1e/FB0w6gzVFi09KskZb2wQBrZsBHAqew/HHlgIYitRwVQMEU9iAjA1EE+yyb+2A061lu6UxICpaYU5KyPeolMLFcg4dcqxNWBhEyikqncXOxTdLdZcLmBZu+R0QCpSqoDWTD98WJFPv7I0mXZQWppiAJsQdz62Vh2fwLGo3g3QA9Ysaz4huKxOznRAQ4FVQ49uanrxkskNxH4XKKSSXPRIJXkE0cbAQ9CGULnHsQmh3sRQiz13/6mhYGj4HZoyHfHJ2m1HIshtoscX22qH1K5iFSYK1Bt93HHC1lf7KRXelY464RyASlJMa1OAFsLvAFl0RUYzGvCoYXelKWpCJLM7BiHQmbZZp8mKgOUGmU7IJNJec2JVDypZ8bsyVT2RQ4QBV3XsqqexJiZgdEcvFjWiFJd2kpIShJyFOhYzgDXdkxUba0Qlfld4d0U+UftDEMn6DodO/M4LoZ6Ih6sGlGdpL2gEht8xvl0x8cuWkFbBfiM8we+sXLoiF43/////////////////////z+v60zr+P0/CP/r/PzB9CZj/n4DxGZle7fD/24q82+Q7cPT/ZnovdyfiwZP//0b7FRPfhoP/+MwvZXlCD/6pf/O93B3qkCfqA6KpUmu+ihb1SWSgvhi9d5NBrStE/TIEXhyiuBq7nkfO9XFWsn5SQ+NvNj156+/QYuXS461vhYDhrW99OiVWKxLe+h2Aie/fo6ZvhU2fcvj9+w+979+/30jx/XtvlPLfvxvI/P69tfHffylNEHEprSMuCRqmUNMT0chREXT7QhpchHP8+hU38xJNG0Lq1H6JZotlxOMn2fODEhh0LWyPkZufD6gmxZ+BzL5lapkl4v8QqBCSqEWfpMPirpXfm+KEl8l2Lodrdo1SuhenvgF83o6R88saAg9kw17cGF8PQ9ZFBoTZs/2JWbuRoldC2FFV/bW2TTQEXXoZHHIsawuvAg6UEp0PehoQbikkfJhcHfZDr6thMXOyeQ9ZjLwSROltimhO6XkKYguyphx2OFSCWGHzWVau6Lh6nD9DgKB81FRGwMbpdJ6VSnknpU8nACZ6HRnPDoour9TjpRIU9Ds9BjfEoX6WmBJkRULP4yMCnRKqoNuJ5iJi1zN/hpFBPUP78EI17ZguljwFUCGlrJAQMHTMQHFvptTDCDuWaFXpfUZs3dBBjVOb3bj06JltFnZoobqRWQIDcKln5nqCZdQGflaqkxIT3Q9ki6auQl5PCmlo7H7+HPFa7IJSuKdLr9Gza5aQxllxhOQzdMMjl/xw9UfxfeuaVShNrsbJK1KKOERtlk0W8kIwxWVB9+P3fuoKWak+8dxkWN3AELqJ0euZcDd6cA7omS5WZJLIYP0hg8IhLKTzgZOGTxUtq+KeJkipNR3TMwImINoKOeXBjB+1vmcM4Z4hT1Y1SgHyyN2xCqoyKejm63no8KyfLxB7Hg1y8BiCYU3k5jMJEE6346OJ0IPOlIeJ01KWXgcWrBOf6U5MI6AwWPscEE+XNhx0B5qB4Cgm9ixFyqxGu8O55Wgtauhw6iS8sWs7F4spHCQlOxsOCdY8eNJBrCEKk7vralKIUGOm18OAwJXBgOyWezDPcOjqLd4OKx046ms08DW3yV5p9VjjSkgn47hizIEGva0I5o++yU6p5Kl22O08sLFjZOpemph4ScDY7bRM9wY3Ox5AqZeF6X2HZGyRgNn/CKj5OzDtW6ZdAqMy9Mgqe4+G7m7EAwglM8j6bcdrieaj3mgX2JgnoS/phGN0xNmZDOkChRrYp1haItI6OiJdwq5j8bs0fLrin6gupYIFNmlmpVFTLEt7YUJinRawLCsWe2yQaBSWWakUioTUsm9S0szKbMzStBIBdsCApjwsJmbmHlaPnjt27OBh8zhxYqjIIgoQ4OSH/fNnU7OK7VPFh93DKqBkEVAaYAmwcG/smw4SJNhKsCfYBlKsFAS2cgw7JgybZEmXJWyXJkxYJkpYCiylhQtVc+qwdNiqSziUBwqwVdgpXqwth43zxCb4wHbwwQIJwYaxgywO1kYha8hGYdOwa9SwaNiqK7uExWIlEGGFuCwLgF1iYgOwlCwbDZYGO4NV+7f/7bfffvvtt99+++2333777bfffgdirsD2/9tvv/3222+//fZ//25//fXXX3/99ddff/31119TayqV2rts27btyS6q/f///1IAqMCihjDBdW2//fa//bb9tm3buG3ntv09t+3ctm3btm27ruu6rutrXVOr1akGIUJEaVQnp8PbqwVKrGvkYJocCCIrIHFk8h+MevD4TQdeAc6TfE4PmrzHIB48Bp09nI/CojwuzIbcjUcO/IkFOTxL5owcxxUCeY00K5xM1yBuZ6rN0xD5nN14xAc92XRFtMhXfBExlqgkT5IicepRIB+B4Oph6ilf4EQK4YaVHAMZEPmF2Cmfas5N/tv/9tv/9dtf/39tv/3222//22+//W9/TbX/7X/73/63/+1/+9/+t//tf/vf/rf/7X/73/63/+233+5vv/12/fXXX//X9df11/XX9df11/XX9df11/XXNbWuqXWVWq1Sq13VrgZhKKC9ESFIKcEmaQMQLb31BuyKJOirkSOGSUgQbq52aMDkW2BpFZ7gdEadjnKts7+rlxiLFMmsfCoCIX1olGc9vfXxDEJPZGfQdM4JZ7DAxKEj3aontoMhSpP8CsindEG0FzKDxwpCHdwFl0BBeWn6EyE3HAjbVU4lB82K++ydXqj5lFsl/gc2QjOIgN7hSZyTARHyBgS6sHCR1DHP7C2YYYhXAUy6EyXa2xil+JZ7LkeANnaHIa5fInXlBAL8wcXouGIjKO5C+nhpc0YpD6DjyRENnf2M22ChPElPDZ5nsivMkK3+BIUD3FPLzeEStOKALT2vdxDKWzgsrmhC5F9Ub6Sr+v+ndnX9/1P///////////v///////9TqVRqVBE1wy7D+MycBomYWCezrIDSssLsiOQcHlLiZdV7wGl1fPv+CecCoSQ6rHZkDIEKOtADXTp1QgHsB2rIwEISoGty5vHJ83QNaV1lahj0PE9l6LyKnc0MhropxP7mR1OaPM7eh2jACJ0kvbKBhi9laJ1wjNlhDDa9Q9CipKtbodJH7fr///z/////qY9T879SP8+/mot5yoHgifO6BgQjn7ujktd/U25yOEA78tqKpCq/kZUorzNdyOUyWizJbTgwKi/jc8vtpyqIHKwMVW5f+X3m1A2GuW2PIJRXHbDM7bA0vpxAjg65vcJKmNx1m3F7BvQMToeJFW63jRnAbzPc3sEHid8NHsJtH4A48Ach0HAzRFdATkNXm67z0XORE6t2IwY2XSQiG0hdrQLS41AvFbFj/+BRRa7EXY1ix52NPHA2j0dQb1pO6iWHWBDpQLaOMbUagFDUYbIoUvPYxl7zoztT8lUPgnbVjPQ67RaOWGMbpthJTJACABKyxTDrdBDgZUMROiFlJNL+slFYgFpkZ+n5w4MUEMz//////z///N8w//wPiUzIinKj17rXef/8888///zz/vnnn3/++eefP/74449Tr1TEpAlZUXjRK45qP5TFSSSRFYvF1UNwA2VlbHKla+bhoVAPSfCHSYf3NkoIay+Mji1lgkxlp/R7qqslC1WpoyekRzAMZFPTZgpeN0EmzE0GMoyQuhzU3Jyv6xGyDlh1RezGfxCC7FBott4YSEjtktIIOn0+LzJEcMP1mC2qVQR4fh4Vb456i6ezghGCADrvxgbViBEz3syTH2+Sf+/FlRPSSPAfszBqEsPzFcs8VqHh9krWAEkCMvF7WDhQtpn6Gn9WLB1B+A2LdOCg+PEKomZfp9KMusk+6gGxgXqkT03FRCOAyn46dfEhoWDSCsDkpJW3sPNZELnnzAYrCidWdYY7+p4nG8+HTisXKiFWNw4W9DsG4FyecdRjKgUE6JHS5TAIwgbNsmfFj9Q+dV0NBi2VUdJeFmcMjC/ELqYPKidg139wafHE8PTOhOjoQkAPrHA1qIKuMwoKgAdH7ocDVnQoHf5Qu/K7juxOfo8Z4ZJ/nn/+ef6f57cVk6+/PP/PH88/zz9//O/oFpx7yh6KHP8OUkM3Bg2D910FVHl/+ADjHmFj77YwoZDCnf+9lTh1iyHKycm0qLglqCXdVXSk7hSTD/C/3vjfLjbcuBsM+YH/DRUp4T4LO5G/2n2ntZHdBmrM/G8nDXlutRlk9zUsrdFaOCfH8bex5XgrISHz95zGeONAwHTf+eN/u5W5ud05gGz1b7gLcDn+Ke787x4M9jQKciDV6APKzG2GSTP/xj98a1j5438D6fCNl0M65G0Irbnp2tAMG/HPP//brsda45e7+fpZ4rZDtHnHwRzTuPQYI7/+4Z3/jedHprGKFQaev6IZBjfeHE88fzx/PMdVADYOGnjCi9zIcOfhhanSiFNx6q3HzYwz2lHlHM//1sNzoHFHGxV5/o06MMeuchy/Uhvvmw8KSmMHqJDGG6fi1Pzz/HP8Su3406NGJy0ATQpm3H1QPa7gHWiU337cIOWvpDH//PNrV18aCYxk5voYwVBJcvet8cyvXXnHO854337VJkYRXyo2NMJz+/2hRSUQtoM8AvCKqEkhYcePA84UfKTAUBFFfBWROOgDV0vJ8UPQYSERTByUudIpha7LJ+OhEooF+pRx8Ei5hLOAlZS7TbA79aGDuhAX/mSQpexpHbaTVl1FFGFGrgaNKg1souiS0tfXpUjjUbdfDARVPPPCKNIp2ES5/cwCnRrgmVlUajGVf/75Z4hxVdO4vzr5k7cfLnLy/8nbD8CWq8BKRHdfHLKrLnMoF5WQgMk///+qtWp96x4W0xzh3XeVByvA0tmt5zEs/0WlQnfyz//mo8ZhZXhy9l+1Vq1Vq5ZBWGSEyO49pBFYbgECLC7xkPPP//OvrbecMMn8q3uqeqxVayITLEDb6s7TY4RVZG3BItOCyfzzv/HELMBa3BPNP/9e97pX+4334lhYMg9vM11C8rcDowOLi4bPRaY/FPLP/7/uda92KnZYbM443XRKaFhvBpktApDjJP/876tYlvxvOSUKWJ0oJvPPv9e97tV+85jghVWoMsX95iPGFOnxczGAJmf+/1/3ulf7jUPRcyrfN5pETektJveUHZ75LzYdOJT/rbYAwtRJC4j8e/49/173ulf7nUZAz9QArnafVaemUGjsOwkZjPwXB9Royz///PPved3rXvcVQphMIcQh3ipYQNMqHm0WneRk5l9i6jbdShKRf8+/59/rXve6k1BKnFaIo3DX1QDyB8tim/4hKYsFZJTJ/z//OrPSsScKWqydzCHsiSqqdYE8bx0xC93XlSfTrytcbi/ENdMNueV9Qg5j/osH5Bn5c3UZNA1juvPPH/84UZC1obcjhFQUdSx2JwSz4loxDhRhAjL9xjOmRGRQHUXEBZO7sH5jyRXiBExJKJG5sRL5TMfyaFhEMEZQ/vnnf1tR0cv/xRCptFt4CnALYreG0djLRFBjeVIEtADWJw/3bghxeNMVQq64+6SqjrBH4E+x9y2aUp1rpmZ3SvcTCwVTGWbSxQRPfuSfP/74QypIYMMd4vCqvnTKsAgGcA7TtAIvD6UY9ZbC9y5Lmf6lyYJAr1VrUYq5m5LpXuIk3VEJMvK/ATzyM62BINHigj45f/zxx182o5viWGQy7FPGThIEg62AVTcTNxlnS7KmVtFooOjqlYKWXNSHdZcxPzUyyL3MtYN9S8sgTnNAINNolTIIf0VxmmncpqJFBnpA8Mcf/0KVTVMeE2TgH7jojB3gEYk4bWeTS+UYLtRefn7Eh0d9TYQlG+SqahIHkvQ1jwhgZpaZzh0CsdhgkAr++OPPxoyaKR0VQ/wR5QTUHfIhWir4ehw6XG4PbhNgu7Pl6KdfLmirqkOhtsQQtrXkdjkpmFheak3rVkwbfbiH8G+MnLRO7/RoLEphEYH/Y8l0McV70byfI706hLXFOyW+9Tp9/vAv0eXYCLboJyAmst8JLMSXggiq2aBReQJ1UrcDRg4ULjTTIG2bjUtF2vBffHDphFNxaiNgnTnNS6yCU68u3FSoSbzxQh3E5K3rUfGEU6+ZChxrOIZUQn9H+p6qHpyKUZCtQGxAIbYNHZPe4jdnNc1DZJa2ANF0DwWIxSp6Ck4lG3RmuvcIpV4hRD6qTyRRgLST1Pm44cOpjBWm6stCd5FIAPQ+PQ1OfWQZ21BcikhWrXrmnxtGu+kVTm2koGRsykenYNGKAxOc2sg0B2Dad6UEp+b5MqVGsWKL+ubYovsZQ6Je1xLUdZ2xRyrcIpOuWZuhVpEKY0fRuaHG8W31TQEG7MYohyXTvhQ5rgSRYrpSGR1/RE77/HguXuXNXbsYA8lgTv0AVF67Ogy7Sk2GV6jR9cklpmu6GXPtSoOhoGs6AavtUFaSdRnC8uubXQhcu64R8MbYDYZ8auk6tFTY/yBhXJA4YerXYdHiNIwbRKw4O8phiDk/cl1FHrzsobpsS1LKC58QBzEKJU256FDhsMqXVINigakxXH3KXDHANZ3vfKqCi1EG0kSpFCmPUKBYkVqRNpEukeKIUkQpJGQUaRRpFWkhDEe9DKSkUlJZSi8uXhOlj9I2jlJHqaW00Q0WqRupFukC6RMrfYo2YpPqkHZpHOkbaQ/pm7RNykZqR3pHmsGEVIS0hbRMmrZCakRqKHUi5SANIeWS8kkBpT+kGKQXpFTSLQPSJimWNIIUypVGSaeksfQqPSOlIpUhPTtjk7JJX0hXCAoW+YsGBhrpi+7t5d1FgwTRA4wSISIk2hfFi9rZ0T1GIyMhG6NYsGSJPlqxQsUwioiouBhNTDzUEnV0vKOM0SnRKlWuRBujg9EkSZb4iAIBUhe9Y8JESRRJlDDqxEmhlCgUKE+iTeDg3uKiPHjIRX1Ef0Tn5npEd0SjRA35on5+R6JHokOif5qaaNBYXr1WVtWqCRNpaXJyf3+GhpCQYcJcXv758yJC9Dpy9CZ6EyU6xMkpR04ZMWIeH6VIIUJkbg4N7cQJDHUtoaoqQYKmJjmO2UePPj///MGDBw4cM2a8eJGUZGQ0NFSi5O8vL09OTocONbUWLcbGQIDAALUQGNikSWMjFS5crmy4wDyAmbEwc8PhpoenR8iEMMudhQwlmT109rx06Ah4GdH0gAEHDjQ1JSW5jRrVqQMGTOPbhBChQIsWvdBELxRK07PTOwBKCMqI0YsEXYSExCRIUKBAgBIlel1Er+u2s5f3y5cwatS8bi5fN+8cKIX66w8dPpgQM8FiBQu0NLS2HG095noE0QsCWASQCSGTQ8TDxrtxy+SWL5RfzlieiSMnTh49eTg7OQ0dMsRCD7EvK7dpI2fMGDFdzrxp0lRubr6KMN1XkRt1o3HU6S1zJ/POoTfz0HuonVupkhRJRjIUld9HhvC8j14/eMysMTOJTyIqIho5YgQIHRC1NTUUZShsL/sqQIAmJaUYXgRNgtIEaCcopwUTJmjw8lJRVmZjbc2Ojk7JkSNTFBVzHI+zZg0gP36W3kdLsgxASYlpnqPs6xllPTMz4bCh4OHV8vB6YPFqYPGywPGqwPHiwHtt4L14TF47Ji+T+1VyvzflO4XypXzznM5Lh9Eb5wXEiH4B0VF6QDQ6IDrgQHTpQPRAUxRAU7QpKcoUfZMaRd9Gb6PX07POW+eFAwfMC+bl8jZKkIAFBcWAAIECSUkv0wsAwNKBAwoUSFl5JSW1vFreM29lkL03SJC2thUrOnTY2nLQoIGB18CSHj1/+PBB1PkGenpKgGDsxYABCyuLQdcLAULVVJ83Tx5OO68cN27grFljBmoGWgZaSYCAgKiAKAy/i6LQKPRd9O55H1BVqSJAtb76HTx0ECshtsJsRdqMtBxuOeZ8zOnx6RUxUoSwCSFiIuKN5Z60TlKCobREYynnUo6ePXo6PTsPIToERfS2hQo5+vxMNOgVBM2q2lUPYB5KnChh5sJsxtoMNzg3H0B88PXxGRE00uRJk0TFRCyOWKzdCiYMGDRp0FzOudyDuccTkCeiPL+OGSOGzATbywYLAXYCxQkXZy7WaqzBxcEBoQPS59cnOCj4pPCJ4qKiYxbHfu1hoFeomDBp1KSZQ2cOZiYmIC5cvOC4JFQSGlkFqkVLFmgWKCT0WqBAgGiAqAIFT9GnKAMGCaKiUH0y/Whq/uHDBw8UD/QO1E40QRQKCsGCqAGoGCgbNmqgaqBt2tCB0oHWgfZZskRJkiR/SG68MmSgwYBxosQrQkzMxNlZ2pv2xsgw9o69ZGQz3hkvDRo/3h9vXV2Rt8g7OJj4Jr6Li9bX+l7fMkeODEIHoU6cFEKBUvnKQJaCjAYbjbq7usEkg4tUFq9WrDBOmWIINYRKgUZ5qSx5l7xJkgR5g7x3d21v28vGtuJd8aZI0eHt8H59bb1bb9bbAFoIpUJlEboIrQLN8uJFi7fFq0PHWxzcmyOH2+v2unBh9pq9JEiAvWBviJfrdfBasFDhrfCCAPHh/fCOeFtAb0B37Iirq6O7w4Pa2cn9oIMKEeIH9YMSgQ7+110XXiq1+lZN7O3l4dmA0qChBlWDypDxggS0rAwFFAUUBowz6Bk0RowabIFvlChN3iavlVcLDhw6bEDVCgsNq1SBxOL4MjI+Hh5KcULmjYzM8mZ5r1whhPIChoWFIAFF0aOHXF7e3/v3CuF7ffiYe+feHYBvX58e3OtGRjY2YgQIEVAO0BBQrw1fFb66oBeoGKgZhgwhwudI+kqhj9749bLl3fKGeSFfx/729/EV83L2efu8iV5B79X0nb5e7wRol0poJdQL1MzriNBL6EX0BoJuDoIOgv55A4VjBwoHiufl8crVeOXeNOgVKOMjlBEq+dbvCQ7viVcE9A2qgwdUB1QOmgf9GwL9gwa+T15Dwdfw/YOqgKZoAU0BHYNm0ABCAxQElMMrv/OA12nBC/VKeAu8DV4GUTfqFA3w3njR3jloHLQG9MZL+AK+eq+At+lF8Ea9Cd6q980r57Xzznn/vJev1RvhrUYRRA1EBUCjQJVADd+w18S74UXyEnmlvG+v37sH3YJWgHpRgNZQLqgFKAaoI2ijRo+gj6CKFH1CP6GFoIMSE69YaadMISQ0kqTdu3LlkQqVKVCgFA4OCvLx7f34oWOGiwOHDh1uP34A4ePrGxw8AgVKFCom3BUrTpiZra3ReHuDo6OrEyIEifs3NkaCRIwYcHA9/PwMDRU7Z7u5OSgzk8+cOXEoKcVo0bJFipRFwcFWiRIqVBgZcUdtoUKDBvHhEyeOHDFizGzZcl1sb0WMpK2i92ViOnDAgQMsrAsXvr5EiCgrOztjY9uxo84d0m5m1smcQ2YOpSOllidapABKEbwT1GvZTEJOIkZBLDKkiNwOuRkxZpBoY8D1wfkV+hlKGnY0XY1nIEWIFL0tItd9mZSYDhQ44KCBA6wrrAsWLnxl+BIRQkQZWdnZizO2Gmw74Ha4cG5de6eOZR0ykWQcnTg+EfIE8AfgHRvbGcgskFGaRBnSN2RHmDBZHh+btE362jaWVstIKJFO+JwIEdLy4PGj/dGurbGV4bl2dnc9evBwebhtbTZuwHDT1Nw0d0ZbKDlGsh3TlnFtxHDRXBkxXBmuCj17PDs9ERlC5LaGlGilAk4FGjBocCXhykIFCxm8MoQAEYIMBdkLFy9q0KgBd1il0dqY9y5t71/aL62a1g0gYJEihISKilmy4DgZt1KOHDNmrq0XF9ANDCyiRMmSLrk7mT8+anG1uFOmLLqLbmHhE/eJKyhoxDXi7u3puXpB1qxJ86aFIyfnw/XhzrlBiBBx8Ya4eO6dW4QwkVDRUTHLNQs+BifjOnENDZm4TFxExEQ30b1vR9fR7f3qXl0x7hjX0D08RLRihdHFgodnlyOHDRxWKIeHgYFzc2lpYmJSVEtNhdqmRYv69KlTh5AiJQECBECA8G0IsBBcFbgcRDlQSlIi1CYhDSKExw6eOZdz8tzJU0hQoSUkQS29JNVAygIFCyJAiIBxBiPuLY4IHxEoMl6AjQCr0FUhaioqiSlpUMuElGiQHaRESJh2Lulc3tlzRxAiQTQSohYA3eBBAwoXKIAIA3GGdvbG442v5bHWrrVoaGFhFy48eNACAADgESJEe/bQoYOJ6YSUiIlpaqqra8QIGTJ6sGhp0Jjh5iZHp9ga+fNh50PNhloJshL2BjvCNIITAic2ymq2USRAmno49fgJ5OeRFOkR0qMBBwZUYVXVGmoTZSbWXC/uly9cXC6SLhY3MrJxyxYrpQumRo00MzMxFG0GF9FtbLzd27Vau9tdMHkXt4tb6ZZpD9slSwKPtLVAgNy1d21emks6dPr0ESQokdu2iaDQpCQCBKCgqqq0tOr6w4cTS26AAElNTQRcAq6BBAjcJwQuAgCuAAAuAKkru7DUhdtHLo0Wbosx18WYOwbmogBzwTC4IDC4GCi4XhRcChHcChHcCAtcCQvcBQNcBgPcAbPrNLtz69IuUnvIRTrUHmoNGQLUAmo7OzFbzFZPe9lC+Pa/PHjQcOJEWVvWrmhbpEhB9uHDhnZD22FR26iRyyZyWRbqQt2oG7czWLQsWhLtGAYM1bbaWllRtVQtFFRTAT+tpmafP38EEcpqJ0yYLliAoEXQJgjQPj0dUACntWOHDp4D7dUVlla7RaVqVau1W7u2CffECTFXbAQJEmFumMuBg4YN7nt68nHd9kVS9LYGkBS1BgwIaAW0DBhAaCG0ElovWY7GMSAkQC1SDFeFihRuCreEGzbP0lbaBmgPTE1BUVFVWb3LxdXldrkTJkzdqQsBgtQDN4EhQ5yfn4EYITVqoYvadhHSIqTOzj5IfZD+/KmTibTpxuVwc7g6XBytFy4tl/ba3u5fEjdJE9cvz81z9dwgbWBbVzfXzrU62rS27UZ7o2VrW7hSqrhVXCrulZYJkhZJK9jqtUH22r3WrjXSOmoZPWoZuVJ3KXZjN8mFtipctC5astZGu+iz/WwTtYJaDlvtVquhxWqzqC21nbYbPnRwP7h1K0UK1MItjBQIqZEbpcBV4EK5BJA4DyEdQgKE5MjdynKzXC23ym0ipZVrB9sirViboa26HtwR7oe2qYUiLXKl3AQuAqQ6SJtIfFosrZVWsZVsy7Ro2sc2TDvGXWHWZmkrWzAtnJZOm8aFdB/dSTfSlfziUrpb3DCuGLe3hVrOdlDrp+3T4mnztHfaOq4G992ulkAbbRG4LFwYMMxcM1dNbc1dc93c3tw3FwgQOpfO7esT4gpxjxxB4iJxo7hNYMCQcca6cGG2gk2RgmyMNWFCbAQrQgSIDRu+2NgbN3JgYDNk0ACErau7g2N58JiLY93c2vzYIUP+6NgfP+TyWD29MD7WL8xIIMuB9eABLG4Hu6NHjRprJ1gUKMpUsCxYtGBfsGksGloM9gwKKioJe+SIYAOWAYMFDtipqQdcWC9evmxhe8dZLhEiUGlhISEl2S1t2ryJw7pxw8bSskwla8bMGTKsGDFgrqzVOtmEffIEihIkLBK2qsqKkb1vR1YLIaEiqziFChUrLCMbyT4+ZpHCHh4msossFrax8coWW6ECFwVWSysrCIuHZ8fSsVfsdDqB3WK72P/BmsVACVikWqUKYfv6Amz0zQ/7shiSBozPix7Lug+liV8AHlDicEI5oe4U2Dlk2QRdhCyLoPAJyx5AQjLCsgVwWGHZAV/IsGyTInamEytAYtkWZ2kKW1pZE6ZYVxKsIlRRQXgwJeWgQRQDqAUKEjwhOGCgAAGnAU0CAgBgWlJKomc5hqXRF+q2SDRLs48cNWK0SFEiRIcMfRYiNEhQoBnQDOPshYsWZixWqEhRRoZi7ISJEmIkRoSJCAEC7IOHDhw2aPjK4IXBrqtP7brAZaEChS2trAlTrCsJVhGqqCA8mJJy0CCKAdQCBQnmJxnwj8gQIX59fHt6eUHw7uzq6ID88DEn14PHjji4NzcdOdpw3LDBVoPGmtqMNDQZMWCcvXDRwozFChUpyshQjJ0wUUKMxIgwESFAgMkf4hy/duvkFslIyEctWRyx3I2MV6xUoTJlUTER8dBQShQohU+cNCFkskRJEiRHBgWNFAkE/CMyRIhfH9+eXl4QvDu7OjogP3zMycU9YM9Ozj+bmn4y+/DB3KMnD547durQmXMpJw6cN27asFmjJg0ayzNmylSSGSMmDBjKL166cMnxa7dObpGMhHzUksURy93IeMUKXAV20CCKAdQCBQmeEBwwUICA04AmAQEAMC0pJdGzHMPS6At1WySYhdlHjhoxWqQoEaJDhj4LERokKBAgz07OP5uafjL78MHcoyePFE90kaJEiA4Z+ixEaJCgQIA8Ozn/bGr6yezDB3OPnjx47tipQ2fOpZw4cN64acNmjZo0aCzPmClTSWaMmDBgKL946cIlx6/dOrklKhl105GjDccNG2w1aKypzUhDkxEDxtkLFy3MWKxQkaKMDMXYCRMlxEiMCBMRAgTYBw8dOGzQ8JXBC4NdV5/adYHLQgUKW1pZE6ZYVxKsIlRRQXgwJeUg2gA6xbqSYBWhigoC9AF0SspBgygGUAsUQBNAnxAcMFCAgNOAJgEBADAtKSXRsxzD0ugLdVskKAtlHzlqxGiRokSIDhn6LERokKBAgDw7Of9savrJ7MMHc4+ePHju2KlDZ86lnDhw3rhpw2aNmjRoLM+4ZpDkxIHzxk0bNmvUpEFjecZMmUoyY8SEAUP5xUsXLjl+7dbJLZKRkI9asjhiuRsZr1ipQmXKomIi4qGhlChQCp84aULIZImSJEiODAoaKRII+EdkiBC/Pr49vbwgeHd2dXRAfviYk+vBY0cc3JubjhxtOG7YYKtBY01tRhqaDKQYSDDOXrhoYcZihYoUZWQoxk6YKCFGYkSYiBAgwD546MBhg4avDF4Y7Lr61K4LXBYqUNjSypowxbqSYBWhigrCgykpBw2iGEAtUJDgCcEBAwUIOA1oEhAAANOSUhI9yzEsjb5Qt0VCYpHYR44aMVqkKBGiQ4Y+CxEaJCgQIM9OljMKlEM6yiF9uEgjLtKLVugpVmgrN33lpm8tNBYttBZJ+lGSluz0lk73nMZzOr/SXa70dZLmMklPQtJWSBrSkY50pB0Z6SyMNCMVupEKTSWRrpJIJ0qhFaXQUgppw0K6kJB+QkgTJqGZJKGTCNJIBGlBQNoIIA0ohP4TQgvZo/326D08Wg+PxqOj7+houjkayBw9t4OW20HvcKPj3Gg3HLQOHDSOGvSNGnSNGTSNGfSMGHRaDDqGCxqGC9rFCrrFCnoFGa2CjCYzQaMwQZsgQZcgQZMIQYsIQYfwQH/wQHvQQG/QQGvwojF40V413VXTNZXmotLUpys8/TZtwabtL/rCF/3Fga5yoDmA0RnAaLAwukMYHSZGgxCjxcboEWP0WAr6RAo6hRldZkabndEszugzNPoFGo1Gy5CxRq/Ramo2aBs0G1sOOgfd1gZHw9Fvbz3oHjQPHj/oH7QPH3a0HV1Xl0fn0UGC9NF9NB8fEZoIPWRIEboIHRh4hD5CDw4uoZfQSpQ4oZ3QTWgoS6QkzksS50QqsxMqMxXGOQrjzOg4IzrOjpDzFMgZcnK+MjlP5jOWfM6/zI9f5i9i5i1iZjFm5m5mNqNm5qJmVvNmpnwzv8Ezj8Ez49Ezl9Ez68Gc0WDOmH3mNX3mPn5mN35mP5tznM15k3Oewzlzes51PGfPzvlO59z5Z7bzZ/6jOdPRnDUzZzmZcyafGQ6fmc+emc2eeU+eOU2eOc/lfOZyvmwzk2kzt7Gcw1jOlpWzl8q5EsyMg5nBdJmtXeYu1znyOl8l5yySs6SWuVHLrOWeq9zzbWVWtDJbWZwNF+fFw7nwcD6EMhNCmaE0mZM0mZsomY0omZUcmf+OzEeKzH5F5iJE5jwiM5G+ua5v7tOb5/Rmvbs5x918RzfjoJvpZhs2fMw+5ho1esw95rW1uDlunjHjbX6b0dB0zDrmGDHcZrdZhgy4GW5OS+Mx85jV1ORmuZkGDSAzkJmNzW62m2/cCDIHmdva+Ga+eccOIbOQ+ccPwBlwxsMTnAXnvT0kM5J5yBAmM5M5MPDJ/GQenKUQGuQpE/KUPTdlQJvyZh/5Tx+5jx45U4+sx468x45s51K+cylfvpHnvJHfrJHhrJHXWMpsLGXLShlNpVwZRi4TRg7jRRbjRfaCy19wGZ+U80l5ElK2QsqQjnKko+zYKGdplBuryIxV5CqKMhVFWdFQTjSUDQtlKYVyIaH8hFAmTCIzSSInGZSRDMqDRuQiRmQjR+TAI/KRJbLgEnmJE1mJE9lJFLlJFDkKogwFUUacIh9OkadckRevyFewyFawyFi0yLcWWYuk/CgpS3Z5S5c7F/nKReZCKXehlCnHyGDGyGPMyGTMyGbSyGfSyGnayGrayG3iyG7iyHHoyHLoyHTwyHXwyHgw5TyYMqYfmY8f2Q+nrMkpcwaSOwPJgQrJggrJhRDJn4hkRIzkRHIjRqzciJ3ZuW2j0XmWleYlpVkpwNwUYA4wYC4wYB7gNB9wmp0EzAgEzAKYZgNMM1PSTCBpTopnADQNwzMUydEMdSQ7UiQ/UiQrMiQvMiQbkg/JgxYtUhQrih89kt3YUeyold1WbqOyVJZnJXlJSVYCIAsAIAMYIBMYIA8wICMwIBtIIEMlkBMwkB0wkBlIyVRSshQEWQIEGYKVPMFKtprKFabyVEuuaslaFmQvC7KFLvmrS+56ecPLb8sdbNmuZQ+1XFNlDlSZKmvQwCVzUaBDJ0+cx04Mx05s5zJecxlfvonNvInfsInFsInZpInBpInTnIm/nInPVMZdKuNKMjEXMjGZMrGXMnEZy5jSMrZUE4dRE6tpE49pE7eJE6OJE8eZE7uZE8+5E8u5E9/ZE9fZE+/JjPVkxpmbcZ/NeNMz/uMZew6KAQ2KBxmKCRmKDcWHYkVyBgoyBgoyhSz5QpacdSVvXclXEWSsCHKEB3LVA/lBA3mqgdxggRy1QF7wJCt4kp8KyAcKyAWaZKcmuYlJDsAkM9FyEi3TchzDMiy/L1SGykhIcSO5USNGMSNEcSJEMaLPuNBn/CkoDiQoFtQZc3bGnZqxH81Yk0+MySfmE+OJ6bRokSJOwSKGwSJm8SJOexG/QIvZ0GI0tViHWqxWI36rEde4EcfdiG/kiHnkiHO0xTva4jYbMZyN2AaN2I1GTGNGjGNGPENGvCYjlnEWxziLz8xiF2axWVm8oiwuOxGTnYhPlIhNlIhLiIhHiIhFgMUgwGIwDnEHDjGHDPFXhjhDHdt1XHfF1K64q0JsoUJcISvWyoqzrmKsq/iqKo5QFVdNxQ+m4qmouEFUHJUgXpAgTnAgRnAgPjAgJjAgHhAgBhAnJQWIA8RxrBQrxe8rx3KMhBSNo/CiRW7swp+fMKG4EUyoEdxIESxIEazoEAzoEHzIEBzIEGwoETwoEZyIEVyIEczoEYwIdvSohR21cRtDodJYGsPwHM8xTS/FSzETk4BYQNzU5BQ7xQUKGIgNxE9PCmIFMRQUg5hB7MCBVCwVQ4BAFVPFVlYSYgnxdDohnhBvbVGIKcRcXBfiC/F/Na7GGDB4xV6xBg0b4g2xBw8f4g9xiBBhcVhMgoRYLBajQDEWj8Uq4haBQgDhQEAYUBA+IggLJoGXJIGTEMJOCGHCQjhKIVxoCCsawoaI8BREGDERppIIJx7Ci4fwIRRYChQYShP4SRO4iRKYiRJYySCMZBAeLAIbKQIXIQL/EYGJ9MF+fXBfHqyXB+fZwXd2sN0PGMgP+EcPWK4H3AMOjoOD4XLAOnLAOWzAN2zANtZgGmvwGhqchgajncEwzuAzM7iFGWyWAlaRAk4xBqMYg8fE4BJisJgIOEwELOIDDPYB/rAB5rAB3uAFZ/CCvR6uH34uuIsL5tqCK2zBW1M4awpPreArK9jqARzhAfxACoYgBUtNwVVT8BQVLIEKpsKCJ2DBWFowBS1YywJ8wQJsgQpXqTDVhjHYsA1r0PAFf8EePHSAO8AhQoCAQcAkSIyAR8AnTpiATcBlZWQwGcyCxQp4BfzihQvYBSxDRgw4BqymNgOeAbOx1YBrwG1tOGAc8NubG+wG8+CxA94B+/AxB8/BdXV0MB0cJAgejAfz8e3Be/AQWAgMGDFi5JjRJr1xowcNGjrUupQLlzhdbKxJ13KUKYMGzR01OKRubnRxbKRr1thJ4yX9+jrRoUMZWJj0wwcPHkxoECEdMaKFWJ60r0/JkCFO/o5IBQWLFHlCxIh0cNAQSQZptRqC6idEKuRJkCCAdgKkAQJYMdHSpKSlpQgAmqROTlgFHKVZsrSRlHwzyUqRkBZAvUjzXI7VCmeLlkhpJJy2hZJCRR89ijpCEHXUiFGUEQJFRXzKFEtGLNL7PnPFC6VUjnQOZRgxdch8+XIpvZSCkYqRhhkjnSOlM6aSRQ0XcjikclIbcHB1b5VmpGakdH5I5+b4dkjrpHRSHjz2fHjV0hO1tH4VKtJQoDAr0UI6NoYmRZOmkLKQmpFJyaQkpGESJGDIytpQQWrh6sququqCwCWlQIHDBKnNhEkVQivSJYdHkuhJk0j9pF3SBg20ErwFqQUpCOkGBQq2HDi48CBPqkQJnhTvTnoHRApEGijdGzBAgJVUSWlq1ppKp9IDUgLRr0moxI5WSBXMoGkgIAEBCgBTdiMGhjAMhYGUWwP07KpyIGkGgJEFBAAEiQAvSEUvAAAtAHRIXa1zcPnAgZTu1q0RoCYupnRk9KF5CsiJkJTZ79rAaWzk69cQ6DUtd49olvtHLtbBXEEPucTPehCuw6Y8twe+5BtwXY8MduIHTvG3WoS9ngv61A/okm3icX3iTfwBq3WMJ/NYDspzv2CDvsBH/Qg34SfGCF3zpRiGw/rVP+iCT/BVfcJN+IErdN2GcxoPybd7pkE/AFddr2gzX9BIP/OhHIZL8m2PacEv8ZZ8xwJ8ySN9XIdzGg3qkz9kGPQLvG3fsZAfwEp/0yWcxovyZJ9owy7gtD3nCn6ErfZeg/nWwIJ+2wee8Iu4pN+wAz9gqp1/L+KxXNCv9sGGfZGP+BcsRHvMqfJWm3EcJtW5XZJBX+Cr+kWL+ZFH+JsMxvWYFK/2SYcsFuCqXsMi/KDRfu5DuA0G5btdkkXbxGN6TYvxEkb6mS/FNhrWZ3/AG2YM+Kofo2zmBx5ZfuZDuYwX5csd86If4K2g37iBL3ilnukybMMFuXbHPOGHcNu+YyE/gJWm77qE03hRnuwTbdgFnLbnXMGPsNXeazCPgUX9sg884RdxSb9hB37AVDvvSTwOm+rdDvmAWeQt/cIV/BFLws54Eq7Bgj6zT7Zsg3xEvnIHfuAUf6tFuA4b8sUu2bBP8DH9ps14yCPkrTfhGk7oV3ugvewLfNSPcBN+4shM0DflOfhS2YOF+mMLhXPLi4fXyw4u1I5fKJwtVzxcX36wsHZsceFsWdHhevnDhdpjC8VnywqH1ssPL9aOXSicX1Y4WFd+uLh+bGHhbPnCwVq5w8X64wuFZ8uKD9bKDi3Wj18snF1WOLxWdrCofnxx8WwZ7RztrGSrzM/cbJlxmZMtmT6zsyfjZUSeowmaKrAjdw5PdhaU5hQ8yS2InHM4ufMgWqdg5G5BZM7Cyc4H05wGI7kPInMKR3YenO4ULMktOJlTGJnzYHrnYKRuQeSdwkjOBdOdBye5DSJzHkZyFozuHDzZLSiZU3iSsyA65+Dk7kHk1SdIr2EdrfpqrsMVW411WOWrvB4rbYXXYcWtcn2uGLlyDbq/WAnYVHPUeVdllGcq5E/UKMep0k8rp5xVITutRjmmin6qPPVMJdmJesoxFbpT5dTnKmRP1KiPqdBOKaeeVyU7qUY5XoV2ohz1XDX5iVrKMdW0E2VU56rkT9Uoj6nQnyijnFMlP61OOVaHOVVsT52oSAQ1p+czHmIZA9wGJzoOI3ccSHMmkOh+ccIw54GHisDTlSHoQuQwBCYEkHkExKh+NXtXObEMNc47VyA4V044qE5+WIF+vCLhjHLigVryQ8W044qJZ8oQ81YN3bqKSAQ/UeHkCALoyAUI0YUTI4iTRxSgQS5IQCuciFiMHLEgDRlBIpqwRETxZIiC6VhMQSDdWUCie/AEx/DkDgHozgMI3YMTO8Rpa0Wp1JgHXxEEy1XOV5SdrKkeW+k9WjEtWJHcBpE5DyM5C0Z3Dp7sFpTMKTzJWRCdc3By9yCyTmHkzoJozoKT3QeTOQ0jOR9EcwqO7B6c3CksyVlwmlMwMvdg8u7vslzGz4iMOpblvrub4XyxpbNBZM7DSM6C0b0D3uXcYRm+3hN+ydu90y96mnf4hVf3Zv/wbJ7sF57Om/7T03pC8ujvmCLEkBumIx9OQjtEhnyMhGwYHXl4MtpQMqTxJGRDdMjDydGHyCKNkSMboiEbTkY/TIZ0jIT8EA1pODL6cHKksSRkw2lIw8jQh8kjj5EiG6JHGkZCN0yOfJyE7BAN+TAS2jDyxh2/qrk3228z+3b7b2fvbP7N7K3t3969uXnbszc2TSuyMZ3UzTCcN4OCDtX75S0yr5xbfeOhhvW3ZXhEHY8JdmY3InMQVlwhqYwM0yDM3oCheqWOgSuCOyI2+QM3MYPNyokJSbAfGd1qoTjTCmx1OIHuxCLJJVhNeYcz6GWGuvxb/OFWcuapDMz5KinNPZPD5MKcOcm68Oh9SeFK4vw5YrA9RKk85v4pfxrnqcMdRR361QKjWLfT2G/C3/qym8VmNBAsr1UzhaneEP8rA70p5L1HO0/ySm2+5XGIxmzU4a/Taefc1/e8JoGIf1Wx+MO+nCTzkxaSFp2hn4KknPf43dE6ceu40pkVnqICdwuqD7+2xlLZa02YGoz6aJo3/CtPirpaTHYrWjrIX0ui4y+qyv00Z2319dKmDT0ztvXrNjPMgyh/hKD05sfE/yKKB0mpiBz5gYCFsObAVcb10CRox6j9D6pKt8s/N1Faeekd9hFRwSZzIU6uH/JX7tzdSr05Go+T/vb1Hki+preiwFm9kPqUvrQrU7tmCauyDJMYyoM9J+SxxC3qgIh8L5pU9Z2aiEp6e42Uyy2JgTx9bFeKbQZrBC02EVJS3BW+FW14nhsHOVr4kisVaw7Wq3OSbiE9sfsKCH+5hzk6mqW8fp5Yfud1K4/z3O1r1TV8GYpS/qVSXmfVA6unLLp+U70mf0Rh3quD/qUGecdVJCr4NbbapfdfYuQ+UdN/ZE6NWHClsXwPyaSOrUCCwZXGGFtRHPzKYb62Xrsgm3UdqAxwQqfAls5KHF/aI5HdegJjhEqLNRuVZtScRi8h3WASWh/G4zmWTaN7MEsoqRgTIlEPzWPuE0Y6OAnL4RisAzMYewrgBpU+kHSjEYbIazggbqPdaWoPnIgpmg+LJ1NfieT82/6uV869V++t09+tp5jJQGC02HvKMQPpxrikgVty7moH5g4wLS72o2JEFrEswAVbv3lY97q61DOdLWQ7CWpoNVCJJr6R4qRG84+2yR0chRreseD5GzHY857ANmfsiiauvMCA1M2bzpH5basPnuHdiNnTjsnXy9LbFuKvGYOnm3OvHYenP0SnO2d/P0RuOwuONpn/tqnKzZERH1dZVZNB2mXCnR+9WI5nq2WlfqQJ8M6Oxl27S/PgdNXNKmeR17fn4l1nS01h1e339hNcuX0fwv7H4zS4pLWlWT73uVl3gwFXzs7rzFxd8+NxRrMMOx7NrSJe5cSuy9v2NKt0+l00UU+RLkPcN0P0dHPutaPw9oTwdqX874Y8r0bRqjmfRg5ekJbiJmBWFDoSNRwIdWTuilyaXjeGdOakPOlMidyxOvk54VSdWEw7pkB0rpz5xBcFTxWsLIt2n43Hfrp6UlZvyumqapSIfaEEs3ooonW9f0aTlOUCV4TuibHGHgQiXonG8+P5kidavesgdzNhhiYl+uYThRgDuOZ/AFEPbMzXfK0pZmouwrhc8Xwymhzs+kADsugYwJKwFQsv7umSu/acTi1Kz7EwBRk6gr8ZwreTcq8dRac/Rrc7JX8/RI42G+8mmZ9+Gu5tmF1NmH5dPv157L4FLAyWC+pY087cb9ApU8//2xLjvxXjp5PzrxGJZz8OZzfJ3y6OzyYXzjaV/l4aL02YX02cvo3inM9VF8pA2XJpc7vFeTP+k/ZbzkMifpyk/k/ZNn7b7zuPr+VqVzLGTj1J/mXzj9519sbhws9hOoNbnuvd0/AalnO3dIYc5bAY0ul3+dYQp1NC2kUxBQSR/aMp0/9RJsc0dgdk+jYqqUqyJaO69MhE+1TQjwfu9RaXvvgvtxOJbUvgLCaOdBcdwaY913291tKar5Il+qfX5/No72bptO8GD7ZccMtl3qfveQ+xsSlemDkvREWzkezUh/nuKqVOV1xF1XgKej/D6utS1zxz07ejTfquuKVf0z4bFcmVaf7k/rRWBdpl18ibWAJFqrW+6iVP4c7QmwmA6EIow54e7CeEUDnYYueKnkuo9dxs/2z3MlLDrSW45t9Y9z2b8wXM/OOcZH3NdszLJG7avhCubgDltenLOqo+jO0hj8UnpFv7cBVyQQ28sql1eI7r+9eWzLUVc8TxRk9s3nPc9KY33vwGN5o3ei1wbTe48YY33PDm75KpLzqmAgcro7Y/BWtcvLf5yXka44Oa8yP6SUjYbTHyCJYV+U1gingWNytjpW0LWDa4LRreXPIpGjCX4t/C3e5UYGj/drKP2PRzknVszbQSMWgq28cpihSlrZ8YELazAup0EP4tnGSfBP++w0Ok3nOIfHOohCggU6aGjyGwU7Z7jh1nIpHo3hBXS/6s8JIcjF3mu1orLw8/RKUuVem8jKqXWOoKzZlb2pVRoZ1YOuy+3G8UFydWa8PZVHbh+zarrA5z+Pel/RmmfdxdEmPuj9rkNj7zevTA6Wm8R3c+Rnf+RvfiWMRodAZR1vbdtnfTNk/GcNoxapkmiKrbWo9+Wz3RSk+pJpEJtsOn8knj1KftZGza5dnb61k14zt18zP2kzd2p7Nu14fzm3evCVpPz9wuz94u79ZyNPXFC/tL188+Rkbpul6r5Wcv1uG7Jz5Z5xyqz00XoMQYL948lbvqx4r2+KbILxjIuDZztDsXk2UNAM8ZotHji4KO2/zQik2vsFuxT3sHWd3sAmWML+YuIk8LeGq3Ah2o6l/GfuWXOdu8md5r775D53hYVbiPO20Xm06vmsIsTRLkfvTod45W3Vm1WAok7INk3zfJ3SwmY/dMMTAB1w5SSdUeHbf+gvadiGEFyMiRaRvR0tPq96uDU1s6VERPdIhieG4zo4Lzxk+pZ6K/8nMSx1F61H9p1HfrdE7fMHNcG0EuVVIna9jFf5ESEUeArAMOU4q8oPjucYD34H3XJDOfonffcWY4YlPmvkCUN+dx7IrCtn+2Uh+yGL4y7mgyCHJ377OdY/thzZJ22ep5Gva53YWzMf6hMZ1xI6E1NNszt8u39NYjZ3aJqTnu0abz20/itYnzs0EQlVPkzfNfWxhd3UzKz0qMvG1lMP59zthYTjTO+szt1UiI0675W8f72Jr9d6tg31sl8zePimLyQO1licfj41aVXGdhJg9aGNNlQ1hib0S1VZW3L/buMGd7ypL5uBqOFQDJeN4dKAw6fVZ0ZFOZ2ZeHJOTVkEBUS5olSb+HrbFANTOV9uTWtuluZ3aTmBGepqtyDL7FJoWAw9VG1I2IBKSN4e0NeNbvo/9w1JsYPNuBsej9gDrd5LdZVxOvyguM5KWkEV3sMJS7U1Whda1G32ENr2cQ5WyncGD3tC7XjCxN2Sep5btDc0dizy7IL53jPnh7CHDouOfqOKiJwm47qGqPxyNHBIqfzNsFRiDEAB9tKgDTyBoizjtTJD5XRnCoTnZQk/lXbE+9Rgfq6Hkk3UDm+vP5tUqz3USGZZh2s3FpMYvrdE3NP4i215jv5UxJ5VS4srwgy44nbwlcCTXtWwz1av/nD6lb9bimuSMR8CRXLf1hg/INULdk710GkMa9kELpLbrfj6D81BoVyY0uSY2mWn6kmk3/DY0LeW8rqqJMlsCtNutvLub+jgIocpm7pbSaDupuKyCqexVOPrMyguXe+ETvdLBV3HrUQ0/0Ym+fbnrjG95pIkiqud961qvpzWTO/cn6a5iIq7zO63lNLOyuJ4juhCgrkXpUPcSmRWqXLoSqiq9mriDU6U2lKypPyC6IyEzD+j2tOmVK45GqaR4iGP2dwx6SD4FNMZ1E7f8bpmjoLoataDyMqZO+PgPDCpw6gU27ZIJOwLqpClZSkKUHcXU+26mmGJM4yIPXSVRfrKu595BViqVXkve81Mvj6suS3Ds4x2oz3HNUuOKn8Wgqly1llVNP90K9sv+vp7t/hxV1rnve00EjKp/1ECaQoxNOeXOIFnF42DK8JL594fbxeB2HpONU7WiKH1DVVfbrLY5KSThDAUCKA7oWATPahTsJIBW10361pT5xnCYkmVzgoE++A7A6o7Y4wIepY4wgwaEqWrSHaNf0uXmVxTdKiBZebNGTF5kYAfbADiIxyq0oh9IjA0SvzI66eiJH/LCjSePP8Tqmau6xylfOYmM0tmamGizWoGbt7zL4nwwym7uEQUjwj4CB66LwdZvvRrsyb059E/IatAEeLUUMjRa7T3q46qpOGM+YPKabPikc9t50/w6fegyQJamAcdJXDAxXzfTYsGTmUeSMgsWTz+ADWrbddRx5E7N66T3zjI/9h1zRfCysGPgPWQmx0OUeFCOX3XYdKBZGLDbVO+awZ7s5D/iUIhtuM8c9ZF2MVyy8s99zjOO448KPRLvEO0s7IJRrBOafsr2VADLsSatMPSv7hp2A5ap0berhwlFBu/md/eL+ViPSmP1S5bq5i4pPqs1KX4Oe94RDDWsG3FnjDTtBIgkd42ByAM8m+wws6A87gEHEntGw+IDnkpsMVvaGnZAgaeniZkT0JsXZ4m/lDzshlHbb2W60Nf7BJ9mqyXJNDnKip7BA9HGzGEb6ND9NQW6vPLpsgTuHtRbw6nCW0+vYS8/SiOFi1lGqJDH6WeQHhIMHswKucSti72WtNzB234P37R3jk+ltVSXHSHUmZ0RBB/jJUHFFPhtYX4wTtWoHf9vpYB3IQJ/BxmPqp3fw550O7x2b270K13jbToT3zpy7UBUW9+YdCu8dn2Nrevp5y6OKLK238Bw8dvLcAqjicvx5J0JjZ45pUkXL7C08HRo7NifQq7i03shz8NjJcwugggX6O4+Gxg6P5WEVRuhPPRoaO3yOIz164opMRG/todDS8bl2oOLq+1NPhJfOHKZqD6PIRPR3HgrNHJ8L1/GY3oW6QzG6M7xxuGFVc5BGFeOFSwfIqnweOwuugTtp6Ndws4RsB22Q8CxgpwjK7dMIAl/9zGfm3nK4TJaJkyF5kDPNvrYG5pNPc+2NOqeeg695iBNrQnj/+M37QM/etQzM4Jk2gTN1ZQ2oIxd3gGH+9wLCh//ZznjCq9UpoyJ7Mbhn0FaduNF1QButAxgqr117+8y/yD2LrbdA10jCis0jTNvXs/3R5YvJW92kHwuyNdS99dkpmZzKheDVHt/aDt/Hisf2lO0K5mPIAl7gq0Q0FOP0aJiMAT1ZSwLxTWo6PW/jZGdPfnDkzWcTtwb521Oh+iMHq+ZYZDKGXNtLjPscHGd6nV52RDx2y8vyWuD9vA5vz9uR1/Kos7uST9XwEt6evE742kiMa7ag6QAzmJl70ibMl3u2FDPbDJfkt3y5SPKMcW3uTfYjM40GQHAl3NPtcQvQsdwE44AfTzuJfW+bOiPnk3W64dLYWCrjHKdjdSBO0VZG+ba0ZyqRVfks8TFJN2RRf8tUOxsVZFsItufiJwysQvHR885dYbFxOilprHicYYv8O44vho79JGLBZV4QeXr28SGx27YRUx1qDvgVC8/eWu+BFPZrc3Khws4nA3jOqdeOy3u4JGzPJ0YMbWdFgxJ/nMmfPXIQk3xLOM1KE1x4tKCgWxNPDPMWvETJzpN+Zt7XeTLGrk/+yMMWboDCzk2GkLej/0Y0EkcMTio7VjZCLzP78aPwfpz5nzFm0HPrSzLXzMSSFaQlMC3/zYjOyoqoOB16kgNOzt7AY4YfvFu4x3WRxPR92xkxl2jn8MpT/4crIbypBFXT3khlnJlhP/hn0KNuEtSUVpJPESX1KaaWjDUW58AaMMlsweX5kucTd3vSI3Gt9tnN50UVeta11fh2mx49Uq7XUA4VxYDeWWuh27FMqZxmfApD5ssoGyWnsPdHaO5zs5wwEOJ3ut8x54sWxnsecWkX+C27d6K5TKSyz1ntjV9IbZ5BHrNIZGIITnFO0vymezcSetCynZfwSUoZdGP5Izuq5eW8CO+Ls7YvV0/oHiQ7bxoal4Mls5E/9VCDKMB+4eNAbaeHJJ136z3TfEY+2xZVNnvFE5IPOwseYUTc/1dN7Jt2Xf5q0tNf881ysh3XIOdd8ExxlFvjEWC2+jmfGXuL4TIvEydD5UDONHttDcwlm+bbG3Weeg6+5hDgMoreaIJn3vhO9ymapXsZ0kEyNiEzRXUNoiMUdyDxnK8F7A3t3757wuvVqaMiezG4ZtCtPWGjy7w2rgMcM69d++vNv8hlLltvgYyTxIpNU0zf17P90eXLyVu1STcWZGuovfXdKZ2cyoXgBRazzbvGHCsRs8y8D+xDokt7q/Os5WhLhPWkuWfkke/p3Bv25GphjObU/HUppdHmrvvjH7yeZS4ZfMpPFSyPQNM2F27ZGn4wb0Z/wucaPSp2z6TJMIM+Kxe22o6GPF0eGk707qVwn53Gk28LJ+nx4TfXlrOg5p3QxqjPnoTAk0r4AG7oFLTDQprGYLG1UfPaSM8Id2i3iIdlXPLXVqsu2VQafyXPihzz2+78h1OcuO6EvMRg5YIFRA2WU+JHZFSu7A3i+GXnTuL0qiAP5bKgm8HlhGXU9nxyuQYyrjwsMiBKg8WIkI4G2ORaxqfrpME9q85bYimhmhCxWgEHKiSTqnIfQ3eVJcEWR2MmgQWeKYmlGHAQQnmpavcZeJdMEqwYKjYLRGDMK3lz3DYEEhZY4DIQaBqhhwKck6hmnwJWpagAbXhkn8oMf+xxw8Zd9lzC9OjsER5m0ryECIFWZUjGROXiYozvnpsMjy80Y7Qwvf2c6S7Ui6HZfIfPb5V3V2rbvkZ3/feppct0jVwvy2yCfo1vZlUFfu3QQrIAwqpzcmf7AmY169c0bmra++BYyjVj6+26Eftct8cR6ZLDdtkOF+3tFsldbRHxrEh5O3iz7/6HmWXqUPBox82q3lqxJjPgf3c07FiIW2YVmN3SB60EvRRjawZ3zi4U2eFiOaE0rUO0LQfiDQfzMzvzpDCZhvgjlVEhW9neHbK0j09sN1Z6iwDFLKf4JLc1MbBusJwKT0LXlEOgsC4zsqfbTc8iTMQC/TqJujb3DzzuDHevnhM63t3NsC7v2Y8/lpPeJH7NaTMqWMnSM6PXVo1BrJj1iGi3SLItPTJFgyAVNglmJezGvLpTtYLNUFyiySy2yv0G96b7ld4/KenWaLOQbIc8CHkWqKYgyy3TCDZf2c7f595yuMzLhJMBWeCx/xQzlTUHurGnhe8bJbNRk0Hn6LEO+fdNMLw2jsw+YbP4LxM8iNUmoVNIrhHICPYdgpk/WUCI4avbmU14vjp5VN9eTKAZtJEnbHRd1cZ1gDPmvWvPaPMvco1jqy3QNZJYsXmE6ft6tj9y+WLyVjbpx4J8Db23vjslk1OxEGy1x7Y2w/e54pzCTvvhLAG6gEy070rmokTYDZU1oD75kh6+SdFo0dTbtvvWkfv+gx9QL4+5MUuv04aPBt37pw6ljjQsmfNf44dZjpElT4wsvsbmrQ+3hUm0WcW47zsyaWgsPJyULkvZJ5uGF98WzFfLQ74/p9arUQCjbflZBPvG/HlJ857knnQ64Bp2i101y7Agc2Fc6WFbu+clH2e+QVYXXjUc8007/3MNbpXFrKPZXiZDm6XdultffyPosK4yL6mB08UBMTnLvIEWjWCvJ37CiG1H7yZjWvYBw26bwSaSixor8N0hoGoBMuDebQPZfn5UNK5139C2yxUxbJBlDU34BQBXxhZLB5z7EW3CtqMN/sbDEsXuNHtAGy4Dh+/Lhadi24wLHbRgDTi5Sb3tgPyT3s5J2oZvbGu3R1CaPhcWu1jWDQ/99GdAGRfOGWAicGpZytGmijbgYB8ywxv5cHWlQ7bcXC/uvDkmtgJ0mc8v+20Pebk0XRDDZm/qD+QUn7o8WPUArUi3WyST5hnRFfj2nrSM9zyoy4FYLPqSGVazAGNsz12uAQ+43J8oZrtlzeQDwLoevjznOuxydY14Vsq7iweoOT1x+Yxz8OXk8CqbEDgEI732k/yCnvnCBf4OJ+gWwDCYZyzTiyQb5xgL18CRU1dOFjL88Xi/HPpWGyeU2JbRsEmUt/8XHqw3xeGYwafLfIfm/3jaGhFbNNi7F8y5tUN+05CwvrPm/DTv0BGTttfqxlDCmaH3hvMtG5uL0mPLSLoM4fqZg2DNdcDqdQ3/m8Kgar6YpIv6t9+inGSy0FkrqrteDeg/U+dWy9n8ZNadn6Zl57XcyMNPW6TGtXXDPCPxkaOUtm/BcbaQbZpAZk0wfk1blIvns0PbgtUmnW6ZtcHIN1meineN1ZEo7LB4ntkCc4Zibn9j8nk1g2ND9ko6yRtNRUx+yo3jG3f/OuxRT7VrZMWOtAjTbKdtGbtTR1fgGOZQ99GXSJll7em5Z7Mzji3Wimf5bMd3kDMXPE1xpK3BCDCyes9n3r11uCyXSSYDXzBjj9kzhXUH4lFMy8oJA2VGMavniPEOya+YoPhuHFw3W6o8mLA9hc8yMuRvLsayavh2d6Bkwn+NH5W0NeY0A1kZu0b7fq1XCnBZ2J/lgHoHxpHJf7p15MpzkLiu6G6NX3gT7WzUNa3LNOwUGHe3hbt99G2z57z16rOOIffGM2WzzN0LZEEMr4YuwJ0fhJRsGUvaL5w2EUO9FfHuaLgI69m63WYU2H/+CWNO92wyNtNxXjWrZocivO3mrcxCZuGpuw6uZzsXkRYejbDfikADkl1m5OGube3fFmhD2RFS3hbKTPm7As1ody8Cs7heliw7rXT8nOBb1b7tZVfwerFIq44Gfd2uxzw6U01FZ1xi1QjQxtttAzI8e3VG5BPLxwRWdbux7Vx29PPedrJjQp8Dnlk1WO9y7O6IJa9kF6vOrrSeSWXMfzPa/e86lqnwquRrvNjfdl3SAM6qz25rXQ3kMdPu3WnGlxfbZnlh+Drxl1x0V+0N6UHmwrIrxp1x8H1NB+ycydvCr921IcR3jq7HExOr8lvxOaCN7WEvC/Q9X8yYej24eRcr5dLZgInGdE/ubruNI8ACbq4ibCijnb2pdijN0nWcr2WWDLraTpMZauk9Qtc6fLMcd991SSjPRHSn7c80CLjfiuRD0mYTzDjoel/34ARvgzvGlP5NLYD2W1n8G/48zTMwb0YAowi844y646BF1Vnj5ZtBTLdKdljLjR1za2v32LAHg7K2IcMV/g9dI+i0xxy352umguFjHjT0LdPUe2NrxKiEczT/edhw8dnEokxjtewxO49vy+znub3Wbc9eJv4AC9MnLLkFG8SfNoUM0QiI2/P7yYb79Scboh6b3THT8R44sD+N2doozZA5rvkh5cwT0LWM96xmAfkHH6yntJaMxN3NzU1s3/MQOvZE+GVrBDDW87jpfiMz8ZNauZ02FDpq7NE63isB9GZhnN6BkXTy7y0+LZXMHsu33h7OMwLz1BqM0Fm89BORmLZCujVa570eSH9G5qk9GaGG9dItTGKeGnF7896XTfC+tUOpnZaRBT7l/VboluKgObDPelvqRc80TUwh09N0YJtqpotMW3ZGJhky/TgxBTItZGM05XS3hNyAUpeulOE1VR+TueTpGvN8S+hzyWS6ZDUe31L6XDKZRLIOx7YEfY7ImOWQroDjk0jHKjc4mYjHbDdIrCp1Q6L4whmz3EqWC3o/fMwsz3YznF1ePcf5P+gYRk/+bd/MgbBhG5ux9Mso+tao2mYAu+Z0zCte8pyD6HLSwvwnIUNm9UFOtaTQO0hlRtHFJumWS7AxTl5ScOcPwD2ECydJU6V00s63pLirxyLc0eVNQrbJ6oFOvaRQx47KjYTbdmMEwBk2GrPwGyfYHlGVZkjro/RAf3/Gc06by0kL85+EzI3VV2RRuwW9aFRmFF1skm5fBBvj5IkEd8gA3EO4cJI0KEqntuWNEO5+sQh3dHmTkAWxeooWPbaqs0UBrcXojeCeDFCK4xaOSrhWWCT9bt10shGoXKKdGi96pKweqJ7w/SgA4RiFPBJpm1RwHqVf6lYAKsWrwWObJ4mrE6aOQWe/7CG77owlkst3sZRmaDv/Cpynrb4AMkBKPhXfvOL6JmnVkTvdBZbdkQfzey7+alM348CfwgJobkTRcWaLuL9J7zalTrkAvzLCyt+epahJvNYPNcbKlobHhdtNkvt8E7vCopZ+ywyVjzdZ4sYP1ZoQi6XQ+Pp8h1u/u33sCBTipu3w+eUYx4x+kLwpzE4RPILPCEHnX8xnaMj58LSTPCe/aYQ01tPFdH2XUhyYekmEaQPOmNso3w32nwM+IKshu9cfMUH4tO/jbtwVOqvj6FMHbxd3NkV1DrwjmFt1eW58aOdDvlfSmOQ48aYR4F6PnF7Hv5MTWOQY+N6eBvo/6mFqDrbpEH/8BKKlcahcszvuQaF9U6fTI4ybzj+/d8PXtjNqDoyj70Y8hsYUsCAslvK5P0vhUnwNA9lYdr375xiuJ2x2lm65fAedXm81pZccuTyO+jzPPk2GlibsyoRvRcpH5VvYM0M/WH2w/VTWaLpkS3p8w5pOT53zsb9DaxHD/DMxc2lp2Csm3BNRRfYy5diRPCyVXS5t76akcZoY4IHlbSoX95PHsBYW1uftMR1LlBv0/64EyuYEnk20tZxFubKD6Eja7cDO8C//Q6saR/uIWZTfL6frSWhlZJnO5hX1VCjnGIRZppQPicy6PCxNqiw1tKH2IAF8CQpfB/lORP4MyYrlhIzhmhZvPhuUW8GWQbe6x6YCY3saXVYnEQZwz1Xu325NWC/WWjb8wy/LQl/e1MB76U1Q562jbAtr9KxgS+UilohvYcfZh3E6Doq0gsIRxCP7JxVqnB4GkMVN62yaGxzq4o8bN93z8m1611tvdGKRxjps2/q+ljMTcCM6iNYzxhUsbXcJsCVu9TnoTZAWOoSbBpSdj0ab9TJoI93oZN+bQFnrrvMVz/Rn8RuVN1YDZA6wEQz3u4Dk0JdAG/VWpwPgBJUb4IF80Wsdwa/+cm98Z9NtD0xeD/yKyZFQwrb6W0mw61A9TmF8F3E7Dw4gxj7Wu83wIGZWRwCPs7VQBxdm8v0K/KJ1fzLeBJDV90Nr0aFAtpRF0cwjqwMycilNBGKVWyK2+G5gWmNjlObD0AEZs5TmArGKaRFZfHI01rQhSCstCdBCV0def73V3lMsxStleIGMIDIpFPjuDAMWm2TKutiB0KmElwXWtTBkX0+RNjqIvVI3fGeX7nHmP04WWBscFiSWyQz2FeKCdK6c1Ddb4A/8PGk3KzxywGz+XSSWL40SiWfr5eXtkI85i44U8I3i8mXMLHwcKAJ/L5k/lyRd1uy3XQ2b3T1vRv7aK47/B8/i6wWjijySrbRvXvJrafndxWnniw0aO+cF6/5ZwDBojHiax1t6DEe4x/tCYWk2tHwe+J0yNorna0se89g1W2TpZb2pM+OGXkxNUDMVcTw/t+IxjuWdIzvaLzpHVIsJ86mM29zqYDK0Ki03j/v3A86y2iIDLbuLyWtrLXJPwpXxG5fqHPSVFyocOstl9S+Xryx6/y7Q6Eq2x8p+Bn/7/zEntBjs4rw0yQ7wH2NPpvM75Bq4HHslzGdexxh+3n4Dj56Im3/H4eWLxTjxbCs+jCPMC3MEkZG5wHdeXrCcpnOQjdLHNHNerUWMTNkKv0Zsg4sBXMZ8+nbM6Sfrd+SR5bz4ZzNfvhjPmxfnszmtPpGxn3dgS2rEB+GfTyELMoI013yu8eFv/snmUmOxccx8bg8E/U97mhqFaWqON24I2fKEZO7x/JTZIb9Bh1VTrSMj+Cv7uUnb9zSEjDURftkeAY71PD5ds5goNpRN23gfIaPGnqV3toZLbwTG6e3wnpO9K6Df0uOqsazTvZ/5ychOVktnDedabQ/nm2+uXiCryQgP3Q6ky1OkvtfgUA8CuLeJKWoWbdLNj901hU07qdsLeGiL29e2MgActB+9LGoO7RYUe9MZufv1mn04INDU25DR3c/ILMMlDUpvx525GhOmfTKQb4uojcpWpG2GYCuCbOPMRSJtMDt1puFN/0YONVL1IWuR6j42VGRQD3RA9GG67hb67MfeM7Fu8ZhXIr4ddPT0Am2menDUYOfOtJkQm8zhRHUzgZKALmYrcuC4KTJPCD3H9KIjmmyBnHhSz8R/BCP3TFdzN65MlGejnipGBst4O0ID1t31l2z1U+evUctGXh2h8M7LMzO3HPbTuiw2ad4JaXPMzYUI2YwctuEiA36vv3qnyx19Voy2NOuAm4vPcNs51M+9VmmijIvMkHHWQwzeWXisrS0H+TSpik+RZ0bZGGFjJcE8H8M+MvRw7wVU7+TR4bOKsUnTBrKZeMaLjQN9zJbK0waukoWMSu0R+M7BXRxWDvF8UxSbMGZKrDnuciy4PBu4ETIyWLQCymsKs/myGDle+JDPbQY8nEPL6Q6TieE4h8h4WmP5maGruyTN4/lsbf2aXebu/R+uxvS+P/oUg+PfW4zD6XHI8py5u2vCgPS26Yh6Weyna/rixldktiSCaxne9d5g/pnmUhaxkax41+2XJjT3hD2oRYB+o5yj57ONTvS4X5UgpWQNhN89MQC96/Mw6qxIqC/6mD5wc6BlSNw2Ee1WMrETud4Woum9DXNfsO8PU8KOehIFy4KImUaEXX9fCNegWmy5rQ1RcNeB74RpVSwLOCg7wwigreF2WhiDT8b7Gfb5YW7wHhGcd/7oarTOoCkBJabW3hxk8t1xkXP5MmkcItz83z3BRWPsP67bXRslQ0ENEXIauD0DqhO36oD8IPMCsNLZb/7+IYzxe6H49+g5iIlOPciKZeF1z3T89RDI/QNEKsV8CA4PMk8NPzrZoIipGAmXhwZKve1bR6SZ2AXlv07/I0c7/XDh0mNheNgjM3jwsf79eHe0wxG/r+4PdocQOCUs1e1ETi7xjWCrxxteegf20P4r/fd7rRzn15fNWt5RIE/HXnVi/vvdF63nGuO69zyeO0791rNqDnhnF3AOJzFyQCjiv0F1YFKc3+UjaWbLf+x664/lTvKdHKJpIPSRrdHRCmA5omG0pYcewKvfLMQMTkfb6cW8Oow92iq8oIXb9sptAwbwwT2w1Y2ifhLf5mO6axd/Np/yfAhNzPMzWLi5eXLeyzbZSPU1/JHHuabEt5NND96qXw7+BfQPMw7cLeT+gFi+e362O3TTn5Hz5l7PXd0t+JeRJ//+agv15inztTQOMLbzKde1PYun/skN09qrspsfLpTDvnVwztqynTv14jC/VMyTmSqtWvt5n7H1soRSD9r2IyiWG37szKqHxUbxnjj0+mPWHuQp02Jvd77esAuGw5VyhlPt0j5SIyHrJV8cNIS9SHMjukmGCP05wnT3HeWGd1+RbMHYmFlAqVZl64isDnjiozz+ytF+v/xg1P4QDxt6B49J4oiUuTo9Xx7JPa9pWos4zlvvljn07mJXb08e2da9HfTG6Omg1xsDL/qsM7/6fRTFGipLONVo3AiV7WPFX4yUY8n9E838Fpb6xVxsH4zB2e7z+SdElXh3kzeHX9muxNE//hJee791xe/jfO7rbsCWxW1+PRyrOzgP0DLg/lT4ofk3XmJ32PZg26uTuf8i/hKxycmPQReM9/fVmQT55vtrvDksZX/XwU/8rDnkzNL4JWl3ePXxENuLjto+ePeR1qpkH2V0hFM/9aQ/Tu5eYEI+ZO3whzOysbyxbIyKMY3xxWDyu/3O1VVmnkc6zcQ3gjVD9WNVGe/envuKSLZ8gH9mBzCtsT6W/5JZ7ppe7F0bja3y7dppzizP+YxCdzd0scoysx9wuwtR8kan7NjWRzXd4WLFHcdySBOduRyHC7et9X6p862YzO1rZFdfdWBeLfUG7QVHHqsX28ohtREz8xgZNpb5H2A/ljIjXbiulm5xVmsWlXMWTMHpLSfwrwynATB1z60D4NIeD+nxM/St9nP7kTDLu4j6ztm2m7k9WgcNNQqBb2Qk+WXh/sdewzYp6HXoK/GdlOR4bSZq4dg+ufgee1qKWMDwIY6sDNZfgKtiNkOPW/7EtpRt5vuXZFY31P0lTsU7SW2SUXTAY0+wNox/55U14N4Oc9mjQEi53U3QC4n9nwWntGUD9w/PHm+leS7ejWN+K7eR6ySa7Iqg7jWlSzRlH9EEjraxdPv0FTB2xHFTLR2tcxewq0i1L3UFaKbkNkXuIdXFEWgb2d+SjA2s/rOZu9H4cC3s3vM//tKBYBm4rSMyTrJ3Mm0JhkX3N92mr3IvZ5JyUSv8U9wy36w9ECLg89wbF0TzlR6f5lieD4YPfnH8l1OWirbDfK55lq4lmaNqsBYHfK2HQ/p0coriSXCshqn3axXZ0/RsvsMdxs2aJ4MTJfNj/dXEeh06TOk8mTmZ5eZAdTsjg58RzaU7J78vUTU08ta0KxV2lGcl/KofWvAb8/9H5XBRJ1nTa0f4m/1Z+db4peBb2vPVoYPqXXRu0nVNc7O9DQXtvpaQ/g5tRlyuuZ2bLjVmb8OfjSnUueM4mcfHsAiFpRYovqV+LRu0eHS0oNIrrklXh3Y6s3txC7ixpe3d+kbmAfNRTs4zwGP1YY5xTe1sa8vchf9blIuKq4KXkE7isRL85Pw/h8xvOOnAsgPjZHqX3oh0meTch7RNo5nnpojnTnUwD2sdJ/yIaCF6fXec3tG1Ps54ntOd3UsYqq+7x18iz3N+3HHxS1puBx4H0mjp/YeWze59MO30j/2eGRObj2ZsfVnxfPZH+Iy4wgTvMpvx2eFlJ8EXo+bCn7rf9LmUQ+cdPSc8i2EMIQ4tka06JxZ9Tqt43/2vey6ea+YnmENe+rJcmBFXVcZ2pP10wM9BWBcnLdx8bfhqQzYsCDxOoPTSo82iu+sweP7Lup/85Dqw0iTPB3eADkwBP3NhlD7sXhNxGg38MzVznPHf3IEvtmyFl3E+Zrppjm6eekSnmG5vAicmbrTCfxnQ4cI9ERTNfloJIvEgY3gefDzFuDtiPd/4noR7s3nBc/vx+ryN2a7NVkdOuqFLy8XjgEZ6yvpP6cXgKuuKj9PdQH6HszaEsI1PXxLSapS0WAz/Bt1GbKkmeYe5W3nEnH2d8Ry047ycNKNY9hN63xPWBsWTwvG9Ot9YjQwaCf3skII7PnyZqy3W6D6jU/BE+F69DgX9MTgXff/xXoTYzWJumF3828hdZwctu1SjrET1JGKWu0JAmmfsIrEkNrSjhPI7oC1o4OeIjJ7YCKrpYXAu6p96XxBgerPTR/QtDHT25zFwyLlZPLpzZzg7PosbnhOECfEU5LhC6AHmmRtM3ETrhqCbKhbcbkeB2+O4oTJaetCgy4Zwr6A1Ghwcmc2c1XcjRlcixZLwHP9dFWI+DAtPEfddQ7/5mODmC85tX9y7SeqLzhS97nprluSs4O79AhICWgDOGPI5b8g37nb+0xLCWw5Z86e5U5Pb/KPGQuzXO6Qe3fjQl9FtOhfjE/MG75yVN+EebxdM5taK7wyFcM8L42Z3nS13R3TNMhjJJtZhgfI09jkLVOrzTO79YOxlX+OT2bmOCjojyMiWITOdxgqnBa+2r7tBlBt25vlrn0eIublAi93K8/a/H8yStSMoQZT9TPtA5BMwaV2yCKs5pDQZHCWNQU4t5d1yPscT2xoQ5Zk508bdD83krKEo0Ftq/k/zUNsTiKR83jT9QAUnWaC1TYfv2CcK0rMRBbrxV52BpRnyTQJ6DArYjHd9cW92EpKlnD/vYPZWYcn8uyB0CrrlCo2HlQkP5aA7M/AvNa6DHbyQVpvIdGx2H0lHxV0Gim+4db31p8W38cPDynieI/bsbJi/px1TyQrwHs9O4e4p2TNPomIaVj2/krhata32VVJnDjpmDSXx6dFtca1jh29bG1C9rh4RoD2LeLt9cAd3kvtgBGly0hausxY3dfwuWzELilO68B4xPrGOi9GCpkQcrBKnvs37GMLduR/bxPy/DP8W3TyJNv7NRf422vJvKZdzNVhW1nsaFpnl6RS4q2F2e8PB42w74DMXOx+6jTS7IGIcK5w6ItwaY6FuU+8irHzNeSy4dyc6HHJhofBkKNj2Zymgc8XjGRR5B5wDObKcrgD4ZOrO9BgTLv+Z9F94IOa3pjGQ3Cg+VMzhNvEhuOI/AfoL40OI72ub65k6wBzmHjlvIPPPm72UqQ2bs6AhJs00oulj5h3X0Blzbm0UA+bvbrLpat/RWvZ45VyEp+psqDLX6mOiEhP2PE7BaTs6S/G6/RmkRGkKQasfNkLuIIQ5H2IlVB6eOBQSMZn9GbuzIV3MrLwtxQb6joyf0z7NDk6jQETmpOdIvkPUywmbLFXj4zELtscs5rLJNHg4bgGdKvYcoRm9WswF72Hjw7wj2eYkx062NCq0nywySRP6M94HdnN1nH8+S/5sNekZO20FsLzmgMjvlMBxsTgU3jYI5H6qkDyPFwTfq4fjNXxA/haTyfWkYji5sxx3A43keaOhfO87jtfEA/G39Qyu9x3LyaDz3M8xAs8rDOFrRnG8txLA/wgyubZiGE7Gi+N+g5A8bw2UL/OB59ZAEPhc/ud7t4P0hto4am81jg5sQrm211K2y87H1rGqOoaO6ys9ucJ3dy/0824e/fVLeXdHS9hL02EDZ8Ie09eoT3MXurpgyo59C7r2nrXN1461W3M7S/iOdHKGIlvH5eP3sH8p0tBrGFsThHnMzlirWNlvCQv2opYHdyRru+xe5ZbCrSv3feTjFswQ9uI5koWPKVwQBvM44EM7s6L7OdpyDo7v5Tu+g+2kPQg7jHLEDHomNm/6nCT7mbjBW0+/ov6TSAWxtxSUAuQIbF2FL9auApIO6dNJmDIt5/s3iNk7eeiqJyLetuXHlrb1ddJHqxt8dxqt20t8fNwLNL/YPNze8s5TGrM52fZ6b+2z47puvh4WsqXei+tt7me3+z60dMMq4N5hzFlJLPQ1Frw7y42/cvP+43z4X+NArwVQO7+kv7aNwGPLT2+s9FLZlcrM1VPdLDO/SPdoqAPeRqdttAmHi3sQGJon6uMBs97esVttf1b7fPo5v3ZrvHO1rXSBNRfxbW6ztO8xApZMOuM+DfdywANfoUo57ISPKVgBbbs5BBpz8A883ewU4Epjk+MsGqMl5idUw8g/Xk+KMvjJ8b+GQh/I6hQjsfyUr4/Lm/rq+I2AediJPtaM48nW+xFlaVYF1577NaB5+MvMZImx/zc59QPV8eE0EK2MOZC4DXlZXP7nYHjngfh5f/f6x6MXJXbyDAT3DVc8N0L1+0bYtB1gNDokCXgHgCmB5iQngxFzNQ1m19UeWQHGe8HQ7Msn8aGFl6MA7BEB8HyNi5R/GRrJCufWsFbOWRGJX0dE5v6Txb2weBA43v+X15HYWf/DoTY2CzEG73bIXweugdXzeQhb7qZAXIrpu839rHBeBU5H5ppI4jUc8r9Bk+cu4LgFZKjZR2DBQ5F9Y7BuJ4uAKM4QQJ2AzXNC2ikzodwKvhSEjuxpEFZ6CExPgEk74w/ZfUHr+9Sf73z0GRSJOtd7v/gIrL/1Pv/VnkfpjDN1zBLnrEn/NSbTnSvPmejktr3t7TuelWyEeWAy7tpobOn2o6UEI7pIA7smHs1sxzIwqouTwey05gi8Teh2n9kpDib5LBWIy1lgx3GcDON6innEsBaPTo6f2QWHu31G7652168e6RrA1tOahTncTJzs3F1r6JtW2b9vhW/bgO9wWHstxGqX1k8KJDpHxBXxD8bTFJSOiAXHjaZfQC8V95XlaV9HteYuMX8SWasVYh9IfjnDfpclv9NuJHDWcvcoAyCoBwTVS3Q340DEHBNq/pbkGjrvQ/j/dATcxn7rQEMRip0dqHfuAmy7v3gE764BEeQbn4leltdi57X0uMuGTJ+4esxk5j3VY8vVArNRx9BQmlpfvZ1eP4oWRkxvaH5muEZWcDl7g+B3YuNbWCJLv4b+VwakaozGI1pPg+dGbm96wNuRolkm1Wpwsg7uwy7G2VMeyfNMkDzkNGZu0FLcnt2B2Nfok0m/N2eCH/3yjGnYdKICkuvtAgaAjhc7ezf1H8BLchV0OqqT+Z7L8WZUL5zbwCcV8RoTZY7cqeMskY3hiTS8AwNhWtMeuI8IZW6matxYB4wMY/GFQxtBaAd7aQWYk81e1grnPAx+FUUWvRFm3u9p9Hom597uO6ew8KsvePsIgmy0I/vAJH9SLcZ9+X4W9TMxVSNbqex79onHng5kRE/asf0wq3gNLM2NG0z6rTHKMZcedKvWeTPk5LPyDtpy7/WvklsyrsrLQvPZYB25u7qFzvzGQocuNmoOaPo79AYwJ/PXGvAqzk35qiPXch2P7+OZcBBscrepQGMuFpBdLIhCv8Zr8pROwcXz9aUPDgt5AlmG+7LvP3SMsvP2l6ozcXfzFe8UG8fGWr5Mx/XSLwjPm/3O4i7xM5ocgOTva7aHh5+lQk0VNpRioR+jHXuj05i5N3Qj0fdI3PYQGH/hoc3CPd5aAl5b+DhnRrnUcqEWnd1PP3ASWA6Xl5Of2Mp/+6Usuy0rcWxGtvD4T69EdDnWI3B3tIjuucEETnKv2VbDj5OS7oa3WdDFuVeGgfB5fYHt4eD3KYaXzvzLDuWs+2bBU/O6hcd3cknc9huqwtH6uxe1PPmsgmOZ2frHPZnIkvsdheb4Pn68A2rvb74WBsrg45zp5bLxejeirxF+0zPi6+7eXYwcO+W08o0WgDBlGrdxLsFuE39p7PD8EQrRVGkzIZP6YtyhNzhNEfTyosH5uZ8/csqxPJa3jU1spb7typKNLysgMgNbfZwnQha0HJFkHe8OaVyaPpZZvg038en75ewr+b5+rj+0S6LGzp1t/F86xM/38EpJmNg4l7X5pr7u+7D4HWLMltf7/6HTnJ0++9fHB+B02KE3PINgvf2dAuu7+/6oo85C799P+IZ8MbSjN3A2YA77YxnuC/v8gQPVrtuPQ+G+9crus+eFRf0r+S7bS9R/wqH52Ze9+adyWrZbp2saGAqP1QtsllIpsdnsV/caXu77evezQdWIdrvdKfnstGz/ui2uecssn8PP+/+Y42EbXV40PBTmj3F4vNzBfkipO659ftRRb+GNvzYGolfyW1c5TG1cXzcoa/C/9HDwXKMbb/JnNNhrzSX1W7HHpyLe4PvO8B/7mb2Fx/s+1v3yZLElciW/cUHH3JclCJ6xt3h850X6leU+gWl577YIp7Nj0750tGqnzxaeNp9v8fjOLPnbbELUOWz/P3i4tZvPntsibtgnXlo1rb91yfEmN0PBufb7UUfdrjh+1VxDaoyqDUnJjrw5e9LY8CIWtEFuRmz9MQ+3ctt4pqc73H4//PhaRsdfj4Gslfze1ZgV7esgTObf8nEdXQnKfkNROGUHKBSJT9ynmXZuwpe+Dy9+xalaLkLclf6KLNaiRSP5AU5yrWJTrrPAy6bNssv6n+8byi+7rnaIxnMRuhJpZb515ch1+zohCpNu/RhOH5ltCEbf6t0SdpZkMy7mmVxJHeqKsW1nxRpe8iJ5K+YEQIbNl/3/rs7ybnOeX2aMby6a13od8XUDurt4BjTPqg1kqrykN6FHcnKE70f/I7v6V/It35fEj3dBLUctnhRK29ymvu6QaPgmcPV+fGaRbz02X2Wf66a1ASQPb/F4jxB52ngKqXLUPn/4FGspHz+3JW67mPq1fWfugp3hDiFY2XdfoxjarDZEZNQWHvuUKCmbTXSaw+3BVUxZ7KX1WXgZ//N9A/E/vYek3MN8ts8fiD4D64uMAPnFPj/+jLD/xEn1EEr7Qh8ztv6xTgNp4iGdKDulfX7cGW//A6vqIZT2hT5mbP1jnQbSxHv1c9VsZd9z6fPmZly9Si6h3JLKKYmXphx3LPRtNmrQb1aOfcsEFUyYrMrlMis70rKDhQW1U1zU4ZBpnuSxrVcJVuoYQc+lONYGCSo0PSZrGhpkceigDg2n/75w4y3Qm1lRx7Im8jE+YY2I8IHtkD85GbZq7S+zFJpZA6Gi583mUWACPQcYuq4Af+wZrPEHH9j8ZnnA4HeeeOLCL9mG/cGLFfakhwln/FkTFZDp3mUZ7a//Vu94E3ib6HvXZd6HEYC9xoMGO5xtOb9VWe2yq6u9NrYpammaNlYONgrotG5/8XhR+35XNRnSGi5ykP30vSE/nk0O/rXc+WKQkWy9yzHaxn23ieZJlMO1A13C0N+p0QCeu2Wz3cMHWwOZu9DfHq9cct9+/LgRVxCbpp+jKfuuTQt2bjVc7T/eqy56M2U2IANlvzpK3/0tOqSeoFmP5Xl3bU74f2eaEch50aasin9/TE6nZyTLMR1fXYsR7D8U56t9yBJdBmf8GihwphE4dDnNBgH421tM7o/6bOeTSEwv38ZOI3/brGahmdU3tFn8QrOrL+y7+AVmK/hXaf7qnWS69RppZ7Txe03V/yrKr0FXBTZXdo6H2P3EaJuwafGYhWabFY0uw7P/OJyv9iGYdgRkJ6L9XokQfTjANBQ1dvVWaK/ORXouJViLMWhoNDZrGgOyG/qr0/Hyr8cbb+G+GZD9y4bEY/zGmhEwwZLMW47JVq0NMnuy6ZqUjZ6Xmfl6WBq7bks99lzWvIAVLAyzPGA+AeLOKDcAL6bsqQErHBxmTRSkDsrsuPnL48ebzNv47LvuTz2MkA1gsEJYyiF6ldUou0VZanNEUUuHaZF6sLGCjlL1d8e75O93vck04eEiAFkn1RuS44Fy6t8onq8EmanqXdajpWp3m2Eeqz1cQ9C9kv2dG01WuNs2W61ksDWQ4Qr97fF2Jfftx88XcQWxYPo5GrHv2rRj51ZT1v7jNevyzAbIoO1fZ62nv2yG0eMmO1xY+xbmX7lnDXLotl227v/N1HOX7TF6r6/dC9CfPnPFGl0/5/kNLJCmGXy0XsLm6uMbQwaqScyebg14zzyao4ZRc3QSn/MzWGYawMleu9ftXrzw/8o1SY0bM9SmeeemrHR5xJLcw7XvslfhfjN1vFqnLJFd8uO3SOnSBCVzzvKE2YMz7D81h63npXmyKj25MSEnb4jk1vXo5cJilImH4lHc2vsQarJTrr/FbnXBCrF99bar40rEahED7hUhwIiGpVKoHO4rsFHjH9YJo+guYXvzL9LZcmLuW8Rg3wi9QsNE96e0yPJsBJvBzWkoToxcmy3nCkY7A8+0MJNrtqVBds1dld1gYsM90UY7/5ZEMMyGHLsusx5s2qTRbqiIjJUFdyKKM75boTzcSmyy2Yf3NpLLUCRNrLMJLfetgjVQ9CZ6d0Dx/AKc7Zqe7ZMcV9ZZvaMwSGHvTuylLh00S2wb17ewZd1ExsS6u3Zy7cVa9KCZOdyyU04LX3G0YZq43y6vlTmWe1HNAWy25KG1mrYtzZ2qWN6+ULIxse42nTw2u6uM0ZiBPVp47CUOts4TxAmtLO76R3ASdxfxvmC3OFJysjWRfmUVHGZf5O0vC2Qm4ZuKT1+ZZk2jUAEeVnD/gjLB3s4HHqvpk5qevZCcJtZZiqjGG5EuYh39NwndRST4yjSLGAFuIe5h0kGsoB9m/8k8ls92neHNJ1IT66wdsd+ZPNeFEX8SsK0l8MqAVUOd95zLcUlf5IZih7Je5nkGdht5TayzWAT9VqS1rIT4E8A+lpArA5YJxbzJVA1r+ALsgBJkAf6eDt2e7JsYbbVw597ZbrJUq80b2Vxl3as0MX3XITIXFXHdglzGCsOeguw7OyemtwzMdTPD0ay1MNlO2YLjnqO7fZnYgv9gtbG0e1uc3DLu6wXY4tYoe/tAl/n1ruyIGPTZtSxsEilzIxNQp9i28thymMwVGHBn3aoJe+bODPD5NRKaTAoMENXNyI+Iuj2Ut25VExl2f6JkALVukHNQ6+iOowM9Mohat3c5oFY3kzB0VDfNHxCibg6PvXV60N66zR5662QaQzx6LrtHWhNYHEsa0628bpABmqElv5QrYP4M3lp3wAxt3acJ472dL1W4hGhb1Ke9YkXEO1Z4TBUdp59Dk29VmCi7jylADiMPqZuosTd6KE0G+HRNGJLT1pVeS56TVp9VtIlXyw2B/ogU3owcyF+0hmUB////WgAAAAEAAADDBQAAjCQAACi1L/1gjCPNLQCGt7otEKgsCf8MAACieJn1ahAhiEGYHgZkrwUE81XMIc4EejVA3g2/JBESKUKadvo+sgCbAJcAioknzvjihYQTPmEJRwg88MEFh/D3334D/oBvvvfu2wLgtddcd32FNdZZa101lTp9enWro9KlT021FHTorfu67uu+2OtdZqOeK+i67uennNd139fqWq2u67puCynaK1en+LpGniB6KSP16mCxWE2em4Kfn3Ztxty41msn9nrFw75WPlQXT/N6xTrhQx17vVIxWXZq/mJ6br4uGU6sJU5j1LYwB3d8u6XV/vVWmM1mRf2DAUs5yjzesY5zfGMb03jGMYaxi1vM4hWnGMUmzpzEmIv48hCD2MOVc3jDGcbwhS3s4LzvbvB1u+lm8ILljjvBb7vd9oENvHbaaFs3u2wCD3jssAUc4K89z3xmNHcOhXPOn+xkJk1uspKXfCTJSTYykosQmchDFjIQH/s4yD+elIyMhBzS8UbHHR+v8Pjjk0vOuHh4iDii4RQMN1wxrVQLfUrbtt/j7KPeXNShxjGoP11jT3daxpze9Is1nWnNMX1pFVu60iem9KRLLOlIjxjSj7bc0Y3+MKMX3WFFJ1rDiD405YYutN6EHjTegg60O6D/XLef+zw3n/esYD3nGW483xnBdq4z23Ses9py/vzsOMO5wG92M9ltZrPYa1Yz2Gku8zuZxxxmMHu5y1vWMpavXGUqASNEXFqGAPHBQ2UHDhs0ZMBAecHCpGQk5GMFx0bGRcVExENDChMKJRAORhAMBPzzg9DHt/dAz0Ee3l0D92pXR8dgboGcgrgEcG9uCNoOsBlYU0tDO7OaFSgjQDZgTCxMAFiAL68uAFxbWllYV1Ur6rSKSjoVlYK2CwL69e3p5d25dnRzcnFwbm1sa2lnZmVkY2FgX11cWlhVapU0GoVuA8aKzMtKQzB3Do7tTMxrWl36n822Wptps1qsse1VW11Ma9VS/9JO26q5tFSt9CztVBvdSoIEqKLbYYCA0CDoH3KMgDDmnBs60hgAICEAoAQQAwDNAAcAJRDABAAAgIChAgdqNX/MWW0scxY/xZ7FTrEn9UntSXxSO1aP1Y7UYzVn2VnNWHYWe4qfxZziJ7WT+knspD5WG2sbdShm2dBseTYkW55FTbNnQdPsHezsgfJWR3tIG599w8lyB1Z8BBnuAulXDs00N2jcyB028aYI1aFyGEEGMivIE7IDHBxmcXzwiUONITt0H/Cw+IT4EEQzrL9wHh8Nv385NAFfXg5BB2kLpzWHrmlN1MFqU9c2q0YvSydjXEfFgjYfsLLa7GVrJ9TcmpzcJkd39KWcT+9C1t3CH7hmZxGtk+hg6TXDZe/XMvmOafX0wdX2L6j5V1vhNQK+zdmLvs5p3aCHFRt80/87HXifI8sC7oRtsIUl2mHlZNFOjmQ3iXepmKtAPFkyNgDm/jYdjhdmBPZtjrYNfsWzhVGbaMNMrOchXkQUxYhbMh9huMY4waTtwLbnl1Jz3loTfSbq1l9l85pT0bAY2jPr6QBKOs2cuFSfCHpdmEO1cPdiGhyLnl5MmxS2D8mNj8CRCdvet3F+L5/mnnAXeB9mFhzD+sECr0nQv5rhbhTYTeMopALVMeJMvM23dfPsPol0ZIQlfGO6Y3m3a+PL5YzaFEgbIgqHQLwsErv3EA5hJLmpKGGuL5+XJpjVBWpP/qKXlEm2qnKDjiTo0RoYQao0GgCW2nhSrl8cCCOy6hYb9UqTQ7DP+W8gYLStsd/jrH5CI0NOuLpvfYm7Jt2/ZlvdtFxgQCfyrOSExgBCBNo/h+ohgZIaOeMHR4S2vb6MhznuPLiAhWsdbsn7icJxoqBO5mG4g+b0u+3uYNR/3DP6hNiDljn3C+Ke3/YJqEeMxkwK4WzCosn4Cz428ESRYJ/ye9NANXu6F3eAIfCkDTHC6+r+eauVdMrFB37xgEcr/1oAAAABAAAAVk0AAMAAAQAotS/9YMD/ZWoCyl2qkDEQiA4AnyVlPuJhy8ycdRsn9SAAANQI0IgHAphwIzdR8v6vql9h9VW/aW8k33/fu+89DwnfCOcIgapaU9TszMfiApUBVb/odkArR85tbhDEqda2njEEZBVLSw1gtnRiwmzNgUySv4pZmJQnfwsmFMDWHMLRx6SihrHZyC1za8bTNPuObpnFInDZrFZWKzsXJkZLy1k5NghirQFfMRskfwJiGsRfLoRl/OM0EbPyl9sBJv4D4LLiD7elLiv/uB8T4g/XIC/+8uaLrPzlS8r4x4p54q9FoCIr/88HFX//oC/+AgDwZeXflifHn+2CYfzXBozIxh+tSlT8z+T4yMbfzPMt/mM63GwsVocuFmv6E3t1FdoAnIhdgy+0WR6kYq2vMHEW5Rst7ZSWPO0UaJeWSirGlvzVflA+kX+aG4TD+J8dYpG/mpiF+KNZzon/2QArWfmjoa6J/1miWPzNsvCy8jdb5RD/Mi4Y4k9GwDArf7I3zfiPLfmJf9gVGVn5g1Vm4/+1XRF/LxYmsvIPMBuIP5cZIfHfUlSRjb9W1Fb8s+aSZOOPteBA/KlOi7Lxp6q7i//UoNaK/1MIGdrvZGcl/k6dhlran0TJFX+lHpPxV2qjo6UlwsKgJXqApiWKgeNGlKm3rFJY3KOUFycy3BxQzOIwO5s9lfkwi8M8xRseToI4cVioeupkqa/rTRGVr3mkCek5bmNcuJLk5eUfN8dU7sn7mkKGyBmIiFvWSQdIpRC8IxcRSGNYfaOQH1qKwcjIN5FSgISvybBOeoTFHdq44ONywQj/J8ycG2VOhlZs8JBXMoaSpPhHpcpTN3FdfCkpiEMYf2ucXF4pCkF28Y4leFQ6CfSlco6X9dJvyVwC1HyLPHP5Ik4Qq/9EM+YQEMeCwyKzsxdDIA8J+oFPDAvbAaEAMKsaeD1BmA7BOokc7sGVb47UeU9DrS1hoeUcQGvidzmwvxJC75CO8fo1mkI/p2Y3zEDd9higdb6MPJ0OYHJEqHk5lTe2m1bgfL3dfKT2QGeRMP8mTBCsPK/t3YAGp6Uu/Bi+uN8oBYcPjbf8GiMfZ2nPb6JIaoWi6rfcOWEKY3ownm5ooNK2RuCcwfOk5S3hhP7GVgm+z+70aNiw2hFd49uU3Ymz4Ws+OjKX7qnxXiQ5P5UYUvyephjeTB4ihH9lo4JwYlu/DEjZW5PmJ2uRJ7Zz8MUe9z6YFoV3E+J3ZU3buuxRQ8LwsylE/Cu60rI5esK0l1/qyZ3fBKVGgFjwJ+mFwTrVMuVCypDnlUsqVpAu0pIuvPFZBKTB5MPytZk6mkIMeNMnT4Y+yfgtHfbmhD3wfJ6orofdR66G2IeI/stnzBnV5e1AbUh9x7wZKfnzgJe/dCPn/Rx6TwnIoBHHqSzLchxvNTBzJkOcGrOKH3S2crjcmcMTPLMVEnguwDXFdmKUS87q5zKK16CgpcV/XwuK4LcaA6TMAuGPWkIH1vY/kwnGraImvwhIaJUYJx84VGiioIGmIOJb3RIcPR7xago0khao8qIqKrGWcnzlU5orRc5jXrpeFebjObNJZFmONcip8gUmwRuyhbvNxUdPGcQuYPqpVqhuAWUJmEZkWZZNHH3NKXQ8QZrLlCVQNskrmuyQfKwce2S7jxUBS4PLCJhyHw2/WNsiCyzSVDPUFMjlFRR9Fdy2V3KM8YDS+Nj2ET2bMTDKQYGW3DUqzUkhHPVL5fXFwywn6dBTpEqYJJxXNOEBrirOKXaU2T4+Ms59NFZsJST+Kw+RmL8qC4uUL3Unz2drxW5aSXopUioOURxUVMz0I8t5CljKQ4ybHsaZ0twX6Xa1iaC8E8H84F4CJD8WM9P2MF6DJ+hPiFD8RV9aprrEYsgqKA/Ig2vxE01Zin2pxXeALH0fY+WUH5Q3ObbGjT+Ume/zY2v82NYCcxolqjZoa9CLEA2s8q+UQrB49Uk/ogmJY938xEgSastUmeII1jGbmf1tmZqc/IhtYj/QYsyLl+2fhH2f4QbuqCNSdbRsPovTzkeYSFulS8YkrrwZq8Tp1glkH08i0e8KEErnKazQLSTaBg/44uzrH5ooQIjOX1aF826yuF1tZONZBCoAdOO38omc9Q0j34JQB+ocoq3cGmRI1lZW3TbGWHWFjhhTUnZiyAIbS7I1bkKjcXJMkjT+mZ5mCybESV4urFG5MZWJsmnyL/oLjIX+5KSdwUYq7UMyazE2xZL8jeJWx9SwbX/2VOz9s8Vr4+QM6pZVVgf5GxGSKJWnsua2kGdaJj2/neSQY7UGjHljQbCtyvTzu4AYeLj6zETZOFhqXM1TeHnbqiC/775lmeri9XUODFc66TwV5k8qqI1vhbFGGvsOjfMYJh8oJKxfnYPWIW/H6oICg1Z3SBb+sKCyeLQHBqDndvITfX2SGKUawsPqyyMi6DqnyA6LYcwIEXVlEIwgoPpiqvWZWT3z+RQ/I7PP7U4BUXWo+dqGkROjRFrhCA7aeUTF0wPDyGIpidJDHGZn8md6o5M/khideKgPkP4qwvevEQ54gX7+HYckACqUBxQUQp7Vemn28ntRziSsB0Tl79TgVJblnZQ0VwCg4Cpzjf+M1MpXYtzEUzDo7PEAKpt954w3ezx7cbPPQ0Bp9nkg42bveR2a/efhHTNKS1lwisJSjbcPdaUViW3Nf6rk40LrKNfEWYAoWfApx5Kh/KF2FMmIASqjmPtMyuzxoR782U4pjZL9hJAhzZX4T408KliB4wmNTH6nvaz8pc4+yL8JbIz8rVw68Udyi5Q/lga+oMcvWWhHzoT8+C6rpfyflG7IfynNFvlLLUCMv9FWjfypHmCWra55VD9VtEFopPKvurKOWDMlshPVyxgJyc9bOBHbzOD7FCnZ6+NlK8XIFzEAQV61s4fXBxr+jo5AIDXDjI1S40tEH+8HDaSWHTpeUy+EbDWjcE5DOuI6zOP1vEFRGYHi3xzJmxNkOzvYiFijA7wdMJoxB7ox84ceZFNG9Hg5kCssWUujXNR9JFYm/g0dHoe1DPMHH3EFPpKBq3/jOOvZT0eVJj9vfjPvLHEN5XyBScaPckFA0V/6oAL5Zchs4S7zM1HxlOI3rbggQKJhBrEVJNUB5OX0qW0bqeS2ZCJTZwmYkP8IO/eLphh9HSR2WgFWEK37A62TFrXG2iFt3eSmtWYQPDQObWhIQ9PQhYUyCFuoGFRhQg+aEDShAwMBV+zQM2bo0Dpy6D7t51dCl9B/fyf0CRQaRQqdQpPQgDC0DJ1Dv9As9A1twwYMDUPXqNFCt9AxtIsMGTTo6b29CxpDhw4eRFjQelqErqAt6A2awwfNxzdCj9AgdAgKFLQEB1pCBA1hAp528EA/0BB03t2dNvC1cXQ6Ls5O22k5OQQagZ6bU6AV6AIFGGgGuq6uwQEBXifw2usF+sOtybqNTbPB6TvdQBvQdG+awJt+i/WAWMe6TbuNjaGRkaVpMY2mz3SamlbTZdrs64tLcwXQAbp0lwbTYfrLS3vpLZ3VTJqKykk7aSsrKA2lsbCktJTW0orSUTor60k/6asrABqArqpa0kt6aipJJ+mmpiN9pJWUinSRRkIa0kPayChIB2E1VhNpoQ13fdXvu/XWXLtKl4uDe/4ZFBpVn61LLY5hYCWgVJClV2T64gWgzQKhYaQS4qcKpGQLY7DkYyUmWfR5sJ68ZC4v2ezLqBcaqCbviCYLEoq86CWBFnRCmOYAR4gognDD55EkBENKZynrQ90xsHww9q+o7JjCFMD88pFUmhSqR9HLEVH4hU9SE1mW5TiO3HI1OdKQkTdlHPIPSyFAjj+Xhq9YLv5OfTja5u02iotJbylz5AwmuJ23f3McOKXtvEVMmvvhdt7SQW5nfyfv+zRHLjVNVTffeARFltZRAsSjAnQq8EsFY/WhYMwMglpQc/bkyZNDoRVT5kOPxg2X+7fm0Kf58ZT9RDNgPvRqzoRtkQqPZp9GEc/s1XxQi0QSMmP2a44wiURS/DL7yTATW6E3PLOf5MSzFYpgZCv0osvs2SB52PYxBrNvc4DOtt9lzr7Nat225xibvZuoL7O/RH3a+lXNNrPHRGJi61m93ewzE1m3nvXNg9mPmoWZPZ2nAbP3xPE1+1Eoe/Z0GufZ13kyz54Ug5jZ62Eim72e0D9ZlmV5K8uyLM/zPM9cUKQozj4NhsLZq7ka2xbxUZ39pBUXWzjqafZssMgtbd84O/s3bY5b3yonZfaYZ9fZpyYoMvs5WhJnH2pZN/s9nE6zv5MXb+V5nud5nud5nqGkejQ/GGefJoxx9mlAANoi0cjcFoFqZ78GdGwr1JZj9pN8hts3jXLbsVJn3wZJwezfLGnNfpWLkNlfSsbNPpVtdPZzVCDOflRIxuzn4Jma/Z4ymLP31PNhJAnVQUqO5ZgPZ/OxivoL+XNRdYnjL7XVJ/+vsTdyHIglzmcK8iJOkr+YFRFZ5moKZbPWrXYQtMIZkckqshkFxj8WuKYNxEXyFwHR2lGzPXWkcidPk9UiZzjZIsex+VYfdhaGGBmIyzwmtbedGzOjjdC9aJuX15bFbSAWTQECyvg7UQmyguy2TDYIkRod3UK2Sftr2oiHc0BGImG3zUwLIAfJVdjy4ZRlaV54NV5WSOds59fMJichjJlIA+JXmQheDDy4NWQzQ336yWYN/byV2lhhwVxVQQsSJZjZjMKi1kWKIF1GkIER2ecuNXc+SFCawSgIlsYcUftpB/doOfjHp6y4t8azmagP2c+E0PlMEE2q/Lk0eMn/C4cM+YelcJO/1iYX+Ze5k/JWtfOtEgyQ9UwRv1kEw/hPiRWRf5oRgNiRtes79RmaySTyPPw0OnHivzSHyn+tiJo4zdLxH8EQtEKbn2dcepYRIru0Ogr423JRDkwV2qZZUqG7++BVH7A44UZia5ilZw4r6f3gUSD/Nco1P2yNrSNrAAKwBf9Jg2lDgA9bTjlP3JgAvk7QKYXCHvNWrQNXx8JnloFiR7c2Rx1wit9ELHFWqjPXnQF/rY5Pc0Qz7M9z1qYpYRMF9GEMZLGKRJjnCsOooU7wkoBarpHyHGExrIwLmteipwNVc5n1TKOMSYJ5LFWYsnA+mEdokdJ1SME71vEn+2wmkdeBq4wH3+gE8DMhzoFPkqz+zPCLZD1acNqJv6QozoIgLFhldfCKYSS1KSRf+XtFeZH/FxFG+WcJ1MlfLI9V/lqldeTvxU3lX7Z0Qf5Zs0T5i8V88i/75JN/FR9J+XdJAsZ/ak1K/lqnhPIPG1WMf1UcJvIvWzMo/667NvJH+5Ih/lBdPOJftYhH/mWBbOQfhkJR/lpEvOSfZjUl/lBTAuSPdmgk/lV6e/In+2MofzQ7DvF/OnWM/5IZsfgvJbHKX60NYPyfulSQ/1nkV/yXgqDIX+1xgfzXdkyQvxqEp/griYrGX6nMpPzTvuTJn40pR/yJwDjGn2gWlP9a6RCtEJ038l8D4kf7iaxctURJzMhfbVWA/NlcpBV48srSnfb5bHqon00Pylm6IYB/bYMJOTvHKrfw3IqMRKJL4/U3G8kt3WIMH2jTzJbOEIcPlCctkk4sjw8U6Cpy7gfZ10tqQHzwpHBmJ/zeGjqNzokJ8H4qK7dzdgQ8KYM6WwKiRZ40ht2WgAQ7T9oGh5wECL6TaWgr93f4zjDIAZwTfKcJM9sBDqx8Jx8SG7zGtpxtZuIuQz0dVFM4GHpes3BxC8cB0Gsq6pHhlsb4OEMY5K3lG44XPg6UEHZ1ZOYouirx1qJnE8g3a0NHPWVmkVn7Rs+z2ZmzlnCJZ3PCadYeLfGVZ5puVbB4MmSJsxkhDTcjezyZCm9uED54MpwEwlRszdqxK1srkw9j1mZuiuHU9lnGl5lrSME5Mx9I24z99sqZ/ISZNtOdgaWZSeK3nhDko9TO2TsxkaZj0M+DbuT9Q2vukiMmzazKS5pwI1+9FJgjJDKWjanhtcQfyGRc8ZA7IKgybecIfwfIAIN4yDJjs10bHWRymT6LiELLtgdfxk4deC0rlrwkaXhHOhskwQzMHU5RvR7JfBUp0yyqVPOIK29djFS849akBBgrvHRA8VXS6DXR42WWi2LnhXfnrXxeaiWSesat3AtUp5kEDR5aTIx4xtXCWQOgnJYNPH7Ko2pMoULfjKBICa29ML6RTouu+GdBmQMP+axKB/hFORPxi4g4s6CaAMUr/qMvMXc6m1OAYlLl/XnF3A8vU2aUj/IzZ0p5KU+TxnSykpJTmnLLSl7JUzkqv+ShoLyVr/I+nA8fo240xPcM9aGe1JV4GC/ciyQHI8kl+Rc+b9ny2IVLJI/cUqHSOIVPycIhsXAsVzgXroU3csctr7LlW26FP3IpjJxxkSsm8kS+uIjIETkUHsXQsBAHjhw9ePjgPviOHUJ0uJDBYciIEYPGDBq8Ro0bNoTwHz+IcCJKBAVbsGDxYhBIED4kyJEjRpac4ClSBK7gLbgR3qRJkieBJ/gJE06cIGFCyAv5DQ6EB+E5uAsug7/ghxwJT8KZcCW8CCAnwUsAchOAHJCr4CgQbGU5ggQLEihYW9NjY9vje7yt7QK/wAUIwMAx8P81yGOcjCyvrAwCh8DNzCLwCPzsTAKXwNHQKHAKPC3NArfA1bgehzcNHgZwsLP7O3DAj/vxuro+3sfp6ERwEXxuDkScNv4Qw319NQADw+N4PCzMAXfAxcQe8Ad8jOdxD1xOjo/zcQIEQvAQvECBEXwEN8D/ONcCvoAHCMCAM+BdXXf8jnvxBhMq8Axw/AMHwd0891peQcu1fAPvwKP4UlKQURC/qvKramuZM2TIqBkzJo0YMWjCuGa43ny7qalCXMg15S7pKp/VP+6ZNWrUVKZJwwYNGkoz7iRPGuJDPCgIkAvolPNTVdXRUkvMyspLNmzgUFK+mXTdSF0tAVgyKjK6vtdWFzPO5aUdOHDmvHmz6SbS7fLFCxcvklok5yzzlsmKMzFNHR01wTARJ3JZsbSmpqqamp6IiJS6VhbP4lVVUlyKPz0B4AC4klIRL+JY/rpfwHjxQsYl40pKjnHHuPMsxhXjbt0wbhw8duyEzpmjZ3PTU9OxChUqWBobr0yZ8sjoxwXNU+ezDp1OOnLuyMl0q0BiwdLlyhX3kYsW99G1osW14mZxjSxRsoTJEyZQFKFIUXSkkkilEbFxSpQpjIeK7uFhopvoOnGC6CK6TdworqgbykNDU91UU1ePqWtK6nqSuqQup8snyZNDJIdOjjhpwocCAQIEenr66X52uqOdbqe7x73jHhHiChniIhniDiHiJiHiEnGVuEXcNW3cNm6la+lCbnG3uF3cSCYnKH5Fxan4Eo9y8fRx+7ihrqgbCNVFdUFdP+6iK8VVdMu4YFwyHItb8SkhJCYuxMSZuOse8SN3ddX9w2EOu39c1j8QHkR44PCBQ4YVJ/5K/InoE/GBBAwVI1QA8gH6RbBQAUIFCnkUJjiQEAEvAoQGEPIuhOiw12GD3gYNrgUMLoYLboUL7oU9l8Keu+dOcPUQ3LkIEDCws1twwEeOwkIaMmQEtrh74D5w4DJw4DrAcxfguXiuArdBjR5ujRqGgoIzUswZkJOrGzCAjgAMHC6OGq6KGm4NFxBQ0BV0/dwUbo4X7guXBo0V7go3MLCEW8JF4fa5BhK4Cdy6OgQuApeOzs61cwu4B9weQAwNd8yYYYMFnCvPyb3JDYgbQECHj8IbhTIGZbTg8UMHoY4bMW4MejhZK7/Fb3EukCBuEB7uDh4uD0LXBqFL6LpwY7R97+a1ArSxK2DNXVNz3dRctTS3Lc1Nc9lcNDeECdeE26EDCZeEu2HDCHeEq8Hlg3kP6q/Qex3CwkRwkFGQa+QKIRUNHQ0RJREZbVVSVlbTQIFQNyqgP6utp6379FS7eqe6G7R0g4L+2X92aOjpPt1+duom1WNq2gcVVRSQHjp9+twRFe0c3XuwqqiuqKaspqQ4PzcnJ+gG3Z6eoTvUj1sVRUUFNTX1JBXVBAUF4OlpyalJyVVCcgEguUju0tKRe+QyuUliX15hXl1gXQEy53Bucnrm8dx5Nh9LN5mXmZt1NvO4YGQuWZkbVuaWmbliZq6ZO+aetZncbdpUYmLCsTNJuSktd6XltrzccC735Zaz62w6b+7c0ezsjLPnDZvNZmtqttltdpw4mBtz49l2trKwslhXWldW7heXy7Xlem25W1m3K+tm3QCulstVt6rbO+tmdd/Xve5AO5B7dd0qVaZgwfK4H7XsLVq2QY5sI0eUKHGynUDZS6A8YbKTJGlSpAiSjWQLETKkR5gum0yXMmW8bC8bDRowatKs2WvAWLHSuBulbCpSFtN82V8k9xlJM4eJO1GKIiKUGzd2FBYC2UC2oSERHzh+bMIfNmzw2Dx07Bo6ZsiIsWPo2E2YbCY7yj6MHCO5d9DYNHaOLWNPcdyOW3EzZtmRO8zusrXsIPvIJrJx7B97yBaz5znLznJlc7myr2zIbSVFig67w4Z9YsPewGEDctgcPGwTHrYHvo2Cb/OF2CpC7BAidqCILWLEFhyxR/RtFn27z2+38Nt+f3vwb/+R2C5IbBIldon9YsPYKVbsFfvDBrFgAYPNAME+gGAjqNt0dbuOwB5AYBOA2zHchtNuAdqtddtpbtuNbZuxbTa0XYa20dY22dpea9tnbbvtb7W//d9/y/LbfovbcnE7bm4XmNtzBradgW0gwVaQYCe42w7u9t2DDeHBfiBhW5CwJVDYFyhsCns7w97eq7A1VNgVJmwME/aEvK2Xt/Ma7AgNdoONtxdsKau9ZLWttDaT1tbKbgDZnd1NTVt7azs5cW2u/fQUYAfYUFBe22tPTYFtsF1VJbbFNhbW2B7bWVlhO2xfXX3tr67dtal2VJKREtJO2kcbCaloF22iPRQaiurHz+cezYdV8+nw3td91aurfHNdWqpJt7tdTUraqlv16KiqVtWioqf6VIOCmmpT3UejBgWl6tQtpANpP1qP/tzwxmL77jsoSAPa7341IP2nTpxNzk05WjPTjba0bDOHDh1PO/qOrtRs2FDqSU9OzYnHjafu1Hk0pr68rKPraDj6jRgxX8xoNGjSnDlTRpOZZy+QWosWLjpSQ2bRWbboNVqNpN6C0WHCdNFd9BhtJkkSJYeHTJ5UcWS0oh8fp1zxoX/8ICJEiJEhU6xoK5pRV9FOmugm+siRJUF6ANFAlmgmOkoUKBpKovbRQ/fQRHQRjUQr0Ub0FY1FU9GIWoqURJ2oFxcVtaJu1I4zZuDYoQNAfvjowWOHjhw4DAsJb9ioQWOGjBgwXrgYbMFCMHCFihQoTpgALEHiz69vhIgQIPg+eOjAYYOGDBgu7OlZqEBhgoQIEPIeOMBrcMdggYIECOwOGKgrQDdHQG5AHNybHGu/F+DWxramloZ2ZkY2JhYG9uXVFYBrK6uVhXVlVUU1JRUF9eTUBIBpSSkJ6cioiGhIKAi+vp27W1+tnZX1sK9PzwVDgvzosSMH4RVf56ABw97bVdWUG8WVFnzBbiGUcW2RYOrMLaukfKwSZGrFHgUJUW/xta0p66pqKqo3MZnKiRPmS9VhkyNFkAhtwHji84BhD8LdggTYubCvKCTX6IrtVTmStvDYBPFIRkerRYaciERHxPqIKgTReoiM0J3tV+IKRm8qWr9LnFp3MjzNJlpztwR7lDD3VBTQ2jWLC/1AI4NWGakcPEITG8DeTrCVNPYA/AZrAFsHV2ILYOngSewclgCMBiuHHQBHwcZh4eBA7BtWhlNgY6wWNoH9WA+TwArAusF92DYsGxwCu4ZVg/OwaVg0uAH2DGsGL8CWYclgBNgxrBjshQ3DgsFc2C+sF6yF7cIGuJLAcmG3rnvYLFbraobNwmJdxbBXWKvrFLYKS3WFwk5hpa5YbBQW6vpin7BOVxfbhAXwBsIyYZfeVawSNulFxSJhj94/WCNs0QsHS4QdeslghbBBbxgsFgu/VrBX7PtSeRX3qwSr4UDvEbgVZn0J4VVY9Y0Bp8KAXhcwKnz6noBN4T9vCbgUJn394FHYz0sBFoVD3wMwKNznLQDzgfe8A+BPWM8rw55wZx48nHfs1KEzR85mHM1MzEsYDuzGEm4Ds4Ep4TVq4DTwGdgMXIbMGDFhwHzxIjlvI7tw2aIlCySWK49WqjhSaZzCuKgoJRFGhKHAT+BDJ02YLFGSBMkRI0WIDBESBMgPHz147NCRA4dhIeENGzVozJARA8YLF4MtWMCC8ApYBYwCPgEDwiXgP9gPHgGLgEHwwR9gDx04bNCQAcOFPT0LFShMkBABhgA/cADjwXcwA1gBnAC2gw/ABuoK0M0RkBsQB/cmx9rvBbi1sa2ppaGdmZWRjYmFgcFfcBccAN6Cs3AWjAVfWVVRwVOwVBTUk1MTAKYlpSSkI6MioiGhIOz17dzdgVpZV1VTAaGemv4pvZJeR/2Ihl5Br3347PnU49mZBw/nHTt16MyRsxlHMxPzEs6bq5urZZvKK5sr5eSaq5prGjRnzJQhM0ZMGDBfvEjO28guXLZoyQKJ5cr18WqliiOVximMi4pSEhGjQLk+uR46acJkiZIkSI4YKUJkiJAgQH746MFjh44cOK6G10LCGzZq0JghIwaMFy4GW7AQDFyhIgWKEyYAryWuf1e/a98IESFA8H3w0IHDBg0ZMFwvXPWuFq4VKEyQEAFC3gMHeA3uGCy4KrgmQGB3wEBdAbo5AnID4uCub1c51n4vwK2NbU0tDe16di0ju45dw65g1y+vrgBcW1mtLKwrq6or1VXqGnV9cmq6ArgyLSklIR0ZFRENCV2DrvD1qt/Wl/VVTX0Bvaev6VtKOupHNBS0D589n3o8O/O8eF7OO3bq0JkjZzOOZibme/m+ed28lm0q2VBOrlGTBs0ZM2+Zd8wr5gXzxYvkvI3swmWLliyQWK68j2+V1/FtnML4Lr5S3sQXMQqUJ4dOmjB5l7xJXiSvkSJE3iGvkCBAfvjowWOHjhw4DN/C98Zr461BY8Yr44XxvngHW7AQfAPfFSpSvCheEy/gS+L9e/tGiAjxgnj5PnjowGGDhgwYLuzpWXgrvBNeCW8ECHkPHOA1uGOwQEECBK/da+Cte+nmCLxybxzc+/bG2vevrbGpoZWhvWWvWVrb6+Z29p69Al4/ZFRERVX1VkG9T1AvlNPb5PQ6AXiZALwAll6lpXcp6T1KepOQXqJ36EV6o14pqal36r26snqt3mwW68V6wcC23q1XTKzr7XrJyL7er3dszOv1esPCuF6uN0CArDfr1Xqp3he1o74wnNpT36Ag1a76CgkB6oBeLPa0n77X65/+5+2dtJO+rjvaR9+9/XQ/oq8W7aI9UKDQHtpbW0E7aJ/ep7P21fftpm837aVgwLBJ0yv7p2enZx43bjTbtLmkLIOmo7nExNyE0zU7GTFdTE/Twdy5g6dOHTtzyvQxYyzDhJn8EkdOl2Nnntd46Wz6ZmbP7HR6HC5czkT2NX2yS0qq2XbpWrSY2dLPdDycnbN79jy9TLfsb3qXbqar6Z16up6+p/N5fLRChUqjYmJPROyKUrqURcY+pVfpjlk6JCRjZ+xY+pUe5bAfLulLmHQmHQqUJr1Jf9KdJJAQ4UCEvAJ5DuYcNBBM0QUFTwQGmlixAlCF3gQIEBA8eGCHh1d31+ls1IBBA8aLGS9cyHAxiOOGDUMbNAppzCCcIaO7CWBjg0tLk8vK/hmBAXFxa29vaN6TaYX88OHDkIdh4Y5Cwp4DR8fRdfQfQYwcGXIECREkSYokUYKAQJxd3Fu3e+tvvtf57jtd13YBcnBwCWT5QD/Q/y/QC/S4z/UiQrqQToSIj+6jDxnSo/foQYLw6Dw6kL6jD2hbWwNDQ+MiI8sy43Bhw4Y9DRosZMhQAcMFva7X9/YgdAjdgoUH/UGvUAGv43UK/e7LjW2LLQ0rrUyr7Kyq60vqa6tpC+sJS+tPRP/7A+Hnx9fX92GEmBcYGBUXV1RWllM2BYoTJ/5MmPDrfh0QsK/39RJ9xNRVFYAqqSWpJqamJyqrqagpAD0KQAew1J2W+lKH6kxdRAgQIDbw8WnoGvqHDxl6hu6hY+hyBrqBnqAv6BMYdAYdQVcg2IJFb1Prah2si/WusB7Wv/pYD9Ghd+gbOoceoHt1qk6io+h/vUaMHqPDgCHYBfuLF4E9sLtwsaKv6INdBagby1XLVB6Ha2q6mZm7b46JyeF03TWHAycQD8TfvGFtc4fbsYOtUwfuMKdD59qvfM6ct79cjpzeO9/c5J3zON3lnryzsyhPHqJOxPHgEepCnJMzqAfxOx3LWVU5G1WuCoivAcQBnXI1p/yUo0Hzh//hZsyQclJOhoyomD1JPYl/fiJ1JK5Hz1E/4p69iIvyMWP8BJrVqEQOlhBVD6hUGCAhAEgA83YqCAVJFqZZzdABtItIxKDJAAAvzgAAgGUAFwOAQQADAAmAAAwA0rEAMnAGaECN26CDNAZvcq6YDJhiEizBZuRWzLEXH2sogjOYDsoYG3dEQ+oHdwcLkRlCwhVsgX3JnLjjtUJEfMIJcB3ZAae0ZIf4b6AEvg/YQ1qDN7hXRASMOAXWYDPyK/bsy4ctFsERTEZlxIyWXIKOALGCe/E7MCT2fUs+wS4B0qti5J/DvMRmTacufHmohYiHXX2InQiPfdvDdJ2Fd3bfMnKPEqttb19tTNuT6JlTz47EP8VaBttfmW1VA8drAizgP98c/fcKFOQtiP4M0d4S3NJ+xOImjmM+Xg9IYtRu1Jn0Nt5q/gkTd2BbLmz0l7Vp4PvfXyiirvxUPKEDD2Rv5T2Qip949rSmEYHnkT1XTwpeab0URe5RvFDcjzum3sR++5c3OLwOwb84rnytV43wSI++q8Ul5ZipC3OH6HS2I4Ev/Ok+M+eboxt48NeTwkQF+ieP8fj8twN61OV5TBpvRy7hvwG+r0mdHvRfDyygPzj35YIXcmgMguXY0ylcsN/SB3uzA5/rhzAw7kOzFIG6MBHl7FFcPUHZE2C2LQOyj+B5kt0nO6hFU+xxD30aJ4CfhPka068muIcCp8NkPtFZedMZjYXCMEf4KcnfkdmnIO1DWrwIqxGeejBYgfEkvNYYwyNBfALwS5bsB8H5BphsgAEZMEJrBofyemP+FETmewHMEIA5yaEBjPUgwFZqdvfPCvQVmG4UwByAWXAIVhMMNF+0jttAaI0wpI9BAp6jCxujAfYQjG8HDM5jwh9Br9MbrKHmMbqQPyvzNyBnVhcQ5PiUNgxi7dPgPlxywvN0QZe1rXW813mnPLqdI8/foJZChXjVC2Bq8lAtBtvGrPkS2Yj7kT8T+lvWBgvky65goRyt1sAgce3QwtSM7d1dQs/SaOksLf0+4azQDvVlQ32JBxLVcEWiKhDGeEaKRv1WUakX7WD0j08T+Dejz05Q8QYvVRbwBtiTjYMLnWVo0+cK1Fh924vyCA1/2yzLtMgNnfiqg/WMCDN7OYj9egLUnpMn7hrnhllZpPGvN4PhswUF2zUd8aCjoGzhKeTyqyXyK+EszlRAEPqqYaO/Qe/p8lKzcxMKOpcNEehWMYbMqd5sw+NnUaRoglYO+7wGSj9CJU37Fr2ThilOcmThZ/Plg+3JTfQ2g7gf51zEQjSjVjAqhuLPscXJUL6dOgFr/BdrA0+CXO8dtNSEEnho51AYv23G4BnT7ztD7tM2Un6ILcdg3qWt2SuVJowbrZo2Kalfp9xGjp0Lgm6elOwnrl43WN63g+G3YDwN1/fIrwbvfThSnAR558WAuA5mhkdXDBZ7jsvWp+0NQlguGr1YM6BcGLkNFIMO+OBcizhd712EYuv1OiFuZyrjCu83j9xGZK24/z1QSD0A8wsK8x/3ysXdAFHJgizFHrt66B/qZss4Q/3QZ2Yy7r8vz/ZEgdiA+LpEbDWzooFoIePOciMBe5WlYtk6hgIx1H1DxxHY0CvAJxl28ABmNKtX3x/Bfg2r4a4VHmhAOMS4wra0sYIIxgp0F4ASo08wszIMQj+/mbHFzH/yKxdt1s3rq5j7IZKSxbQoajO/KT19ilxtYTq5T3uDtGXt1p9zmrjPXrdZMVk0ChT8J5fqFF/p5/SBwJG4jsEQzjJvE7djkuVnS3Nhma/8Nth/+lYsCyksj7URmnJa4LecXcZZDNqzfMYao/7OLhK7UBSsDGBuka6dUB2XhaDLhmn44fqQe7yCmHTloGyiqYoIaAHnmhrh5nwslizuF63SWHj3v2pGsM9cd24Z8j9SSQ7U2uDsHGt9hZT+chlL57xuRuNnQY/XkJQo62n6jPfuWNp5Z4vF8TYEM7WTv/UVNGDmtaynmeM11T8ZXo0D3X1pRos7T9DSFYMWbMsQNPbUzPcsBHR2eFTFoI6z7NR2RxvraP4tguHikaqkLmB0nC8Sn2uOiHPCvBu9tMwOryUQJlB1UAgss+fAdUkXhSJ5v5aRLSSvTqcfoxzbheNkuPVYHjpj6mrT439gcwICdzdvEvz9MgbMmeF3frp9gYIdsza1uhXG3xoVVrctMwDEeMMR+LW2tsowxDAfdEwxpFGafPLdF/hl9YM8ehe9ePXN0To7U5qFqXKz7gTVPBlLSQhrQwRFtC7ZrInb8HVGH/8/UNhn7s/QWMfHwDsFU+3DmXRyfy/T9x4EiYL+O8RW7BW7LFxnTt9+SONXVr9Dcm0jHi+fKU+D9HFrQv1lMTnWP6i92leHsfa4sZ5fmQ93kcN/GwhZuJmpZpff+Kh4usafzsUs4+zFAQWl+rhNTUjNap91Aw3ovB81sPy3dwcSdOwLRtjvT+4XjGr9pH72Lh+IdJmY/B9OLi+gmjasoJ3Wj/RJD5JbeTK4T9Mk57wLWW5YYuuAWLcsnBC/tMF1eW7Trgri5tqcjXMxvewnJzJzNoJQf1lMfvrBaw2GS6zG2WaLj2JpnFeyGHSTi8n+F0fchEDztqfl5+W0xFi3wc4B9WadHl8kP6sVjr2p8yiFid/66uDcB0xLW9G2mlp6BYTvlzAe1TIXnf/lUgHx2P6pS563CedfIBmsgGgq2Zm/RNn6NlSTBj2jt22xNTO+FquvsuzanQtH82bIktzxq9Ht58iMF/SFE4h+vzitnwTNLaHix5+gKrPjTc9/mTjwIVtidXgX+3cZhWHWD5HlvL2dnwBiElhpzc23r2Ziz0bHLUmd4Wtw6pJSY/EhhkmL/NpwgO/MwxkRcbfccYkLFi2V4yL1YTaoVbtmscf8i6itbbSB2ufhAeUC4t4zy9iCCG0vVJsuQtViXD0MosDia01cM2azPx+iTHy8qTrmHmZOkgRTRG/PNNZbcLBw53QXjsZfZlE3dNBVb4jBx/rK4YKX1d/oLptZjqWMom7RJizv4qeC9DysuHEOn0jgNjxBZEkzBF4gCWOsExRUZOb0ly+gpa5AIKU1o68cgY27qlU0nVNfEIU01QUotDRm9ZEs0EovYNDRm9dRpqASrVg6BoyXNuHE+1cIJVASW/UKI9aPYoigqGzTJ7x4jyohHXAae/VI4SHeosPo6GnshBpDb340Np6sONK+mOvBGHQM+u/zjxJx+CepJW6YgqGmLpn2QTRJfRs2KZ9pb8OhvIdMiopzYcz59Fzx00dlJfsZBTN3GsMT7ISCU15ofiRgbFaC9qt6pFK7fAJS5Uus9hoHPA7dVpqLXl17b4Nu2zAOkxJshtzNZfHQ91VqSDM++yrws3fiqeMupajMyzGbxQTu7ktP41dseBCw9rw7ThEHjERCnxWjjwsyVxXLQZF/VcDBO99l0SDjWn1O7sepYIRJiz3Bqc8GyqDCRdmdib3qS8OI6GidF3XDmWRBWkfCDtYYMyerJURlz2nO/jOUIZ9cW228bMah+s0KzHeyGMrxP8yiGOcHYFcDautFDhEJd5cwxha7Zizc8WRlbWNF5DdWQsazB74b0wzEgrbiEgA2N+rpBxzNooZocs1KQ0t9IHXN9lm7uGrXrqVeBwW+c0ZDP7YtSu/mRenVwqhetx8/U+PfxyRX++BGhfAbKEXvLpXS/nuowGsMFb26iqp9EynrbVJB/SyoOZigte+4nsbgdLQZBjpxvEPnoD8eoY3JFdn1mdNvlkvRNSenbl+aLRB6K1Xo3Z5Fb82QQm+fep3AEPxb2NKjg7exP5M5fRg/NK5br7c2h29oT9rMFB82w6FeLXHbT9GG3omcWxN+9nrvC/hsKEhf/MlkgDd7r3HxTJvtcYGmDv4jsbnz9IyhcM5kVTbeDU3+9bmn3kaIVZxHyHVMJWi61hK0b/rikRQ1dAyFxo0Fr68kqwiveXhZWzdhPka/U4z+Tbj+HDgs9WrhuGnWORwTG3yBcfly/cxTZH/RyDY90PvskqfZOWpGo87NubY5QEPuaAjmCT9jQvR4cRwHnS2+Z0EHi/lBmKniNwUwUuyOAJ8nnnOPYRp3yGtJ63wSY4wSj/0zNDfzHWDuqeGjVqwWczzHsRreA8UNnoPYEY854ojnCHaMx/5wwHP4OuI5OBziMXbdsLd5QRPDYWXdSsZsT7hil4TrzkT6AaFMJ7tzcNksQq6lwBFw359M8h/7ap85cTxQHmOa/jCKyOsccvyQa28CzI7x3ObscHfwRn7qYDTy2z7PBx0KZ0xWDWNp15PbpmPSfYZprU43BHWuN2i6hh02ndsOY53LD4PO/YdB5yjEAN1ch+h6DUR4BVYjjCL3Ip7mUQjhmxo92mJsHV/RZaMhummshS8YA6HVYii8VKyg2yx3suAsgJhF7LQab+9ISjo8YcTUtWN8blZS5t6ipawEfksxa7oeiNGLSd0fiTb6O531xrYZZDGILXMq1frmMKLLDW7XfPESN364zBi3P1nAJLfuCHmVN5gdbd5e+GAL+ZFiE6jOok1y/lpZmfSQDF8qSBtd/Mf80CAU8JUc+vzH+bW/eI1Da2LuY2nn98IGluiBjU1jy9PgGMgCj/Jqm4PvRh53yOC4CarOZA7jql+zhfnBs72p6O7IhHN+JndIa66hfIJmOHM82rOd53ZuF3Qc6GXGyY01zNbFK3AQYz66iXnmuEyzWFgtHsQyNjPpdI9jt3DsYwc4JrKD4djGShYHN24OZZq095IblDBXZoc9FuVNnPKddClN7znEGktfpryDfF3i+U0Rb4OLbYTI61vgV4vDJ43unpNPDPDsjlVlhjOf2ewYNzTQn22aomHO6KgmRrqZc2DvdBGGKB3sfJmQix83M97zn4XVPShpyPeYqjnqoTuyGzv/M/A5Gr7aJjmNfYuPMIZ/M8/q9r+aD7S5ubrATje1LqXdcPcAbcSbgs1haowwP2k3+/lgHJnHM65tbqBFN+xuyFubvuUl/Oc8m21L0ycEXonG8Z77iDM7apnPBnM3KfjU+zV2G6m8Q0RzzAWKYch7+8TJktXhHk17G858Lr05OQmGoVoIx1AYDOdw7oc1uLfEO5ynxQMcS+MRztXxCMcRsg/bxyZ5wGOffMDnuXINhm8P9OJOeEHtc7FxRHXnDsWKe74hD+WcG+Mb4SFqtjb/CQ3scXPHOxnpec6CXPHTGZS995tN1VkDKDoiNwugfc55BOhoGHPgt2Ei9my3cYSyx9t11uf2MSJTmsnQpXz2dBSfIrJ/mQyZuidPhu05IhuW2eiiW5t0nBb9vUM7BExOaDaiqyyc6pbEZH0EAHee/DmUxplow8YDo/NvzLvUExA9Ob6MnbOvLj53x06tqTrySnreH2RM4WxCuQmQ11g8XnOHaM5KL+DCwZPt7Z46rW7cyO3e9s4LLB13uHhjGJPIddA9du8imflftOGwx8kENIfKHTqL5Qqt6bKB1w2zg+CY2UJk1fxhsm3GYV44Q1DvnGMoD54zOJbPrt+2F3nvnx1OaDF4Lmc81cJ5bLbPpNn4oL4ZU+9TgKdLxyM1HqWZiXYAV0lBu7eN1Ny6eU+KE7eN1By3eSXFEduG1ByueSeFmdpmauzSvJLCRdpGau7PvJPC5mwzNSzMvJPipGwjNcdk3knxemwjNeZi3klxH6Z7VnDH+tBOSIZ5qHvIg3hQgibcAx7ggRZOMtxIag5KIX7/ydTb9F3+j6QuOn/+d4vfhs8rPJp87DNzVHX5hsl0023J7Dunz8ma3qIyNKzbNmUuPxloO91G4OCIXoMf4tzVqSfXMHrkD2fC7byrPxIw7MqdMk+6WVxTcCfA+XfZHejM2++6lqbdmEhDbkio8XZciJ12ZXd4t9V05vSFELvb9MdKGHffIV8aOOC8DPqu0mZc3LD9SCdPlnpWn5gt/eU5uZmyUK2lst0+0uYYGKtgpavva3njC3ofpdfttFnVqO3BHDrhEPrBBJbh+FMD9Xzvg7wBU9hCRszfESNzdyeFcGJW5Ks5sMpCGyJ6RKQ/HQQ3m0O11ZjEKRuys8Zf3XpnrnLF+9iMRQ8mAO6wQ6S40VDuHMFabLgvkvebAEMU7Ikn+qlbIsjNjIkrdA5I+NCJNRbOuN3wjTkPYyel3kGXBGlDb2pxUlAXxvOyTlMUH1ZTo6Rsmz3WnRoeFHRLe83AnwZMXq3rZBp/CLD5dFFHax78edVY0aGqVn2S/uUco5IZH615LeepuZNDq17ISfr3eWRalrajGmReds784YIhwT2JJsDJ2DouJ9OfZa6xsUfdjRtmdj3dSzuXwLGdTeiZnY9O6/rFLsDDYHdWz2SvGXk5pBfzPHo/R3HIZTbv10m8lqPhMbSQ68HED+OOQCfxplplCS+wsX6n2dq92xtwXDOn7zuwTRdpTbt3R0Y2p/tlu4K2Itx5n/7Nqo9+vedL/y/5jC8yClj9tNvzNcwhwOT1OE+if5bHVDLIozUP/vxqjPAQ1SM/qeu8j8ZRCNS+ztqT5Rzh7XiNTdayX3+mmsuVXSDiMIJT2RHO9tKH3Db5niexWyAe+1eQm/PdxwG1PGpyc97n2tA27Z0b3WuIQX7hU66eLzfD6jyug9XvSr9lzrdrFzMPPX+f7NPwd5HHJv9sY/N8TGy+RrSDFiDvNVHRnJXR58TecONYmdHH0N7A0thbw3Nc5jXuKs5RNtfch/3DT/WeWKWRriv7uj9IIfzhP5u5y4UgOznzSeBsuu36zJ3O8yk01eNAPYH5e36vcBtyuxCKCLdAzcqxdGE9RI+Ztc+7unP1H6zB1YTbFuUshUXhjF7NtuINFzttjwPbunC1ghe3RccX91Voc8ftaqdGfyE4LFfbhqc3RqPdmoj9j2Uca25ylHOWP9wxlxGDyWyJN0GvRPnedef1EljhwtDpT19bMtzKmn+P0Flig3mXQN7rnx6AATBryBLYs3QSDLO8DUZ4oxoJady09F6S81Y68khdbPRsaoJFtJMaIYCKJ93naJ+hj2ATFQivPzIrvEE26sWeTnMZ8zapNhWXT7SH/Ke57m6DbnForHguct0ZVWP3+jaRwXYKm6cbBpWh2nDx02fJ5IuLm8D2BOlcQ2BuCTmeu7Nce2qmzKDs2ozw8rspuR3B2RxxDzk7c3OzmjdVjS9NyNdgjlxzjjUvNxnUsKBqt48DNR66vVZ53AaTuyorkz2SUzMlMWvjgHA1Dp4or1suyctLilLOyOsLainW3eUWt/FSsa0WJbaNX3uaveZROgbzKh6G+iI9DhKMkL1uRxfyn3hQR8iZJhkVF+RhCythDWiID0tYhGXIA7xhrZOboWoNOTea53yuv9azon9ar1iFlbkt/qGp43udO7qH3A8SDlkdDL/OjVrHa4NC0Tal0XRj0pmnKLrkrKnkGoNLv1BRf9vJtwxTBe48xH97lEubz5FnKB7RynzdIoBxT7YIcEjAWZBwPAGsNUQHbkqbIDRhqsE/jWDinSesK0TgdloD/NpeWNECZ/xEKxT66rMDnlkm721+dYTD5jlBT/J0L7RLV/M5YD3Xit8flR/J2D7ZHGUdIcJu+2F8gr3Pt5r5h/t7FL/Q7eSzZsB9Pzshm4KxV3I473Tehiu0CNIwTRlvbGKDGqItua/vXM5C11rXS0c4dm9gCIiNrTFxYTxchGdN6OBgdxuzNabblxO0/8KuoH5TR5h9hN5sG/ac+mO0TaMrbLUL/xqQ2e1fbuBV94tqAbo1dcl1RmJG25dg0C+W/G6faVsWDcq5vq8Jlm85jzJ95y+8v3i2m4eOkJExJy6YW7dWjsRJ1KE777Mot5Ut6mJxMHfkv3AQvNN3as53Q3e5PIt3WZhbOdWzw7ChU3DieMEA/oX8PpnzAX7wTNkHpoNR1/XcKbNjLL3Ww6GNeBacucJLssdu0kBhPsl04vsNNXOnwFslLxxxAXkzys6XpxCEYRGPgK1ITn1lDUG81WzN+QN80dl/zJmmArt8+YsGsiT3X3zd8MJkXlRuJ8/7WE5gwxip1Joh6NsmcbNyEZoHyyyOZdHOHMgjmUaNfdFtxXPj/ExiI8OHxmNXGIvu9THNM1lY0yZBPGOpcTUUHulkKoyIEok6n9rLonk2Mn8V4jpnvltlIBqnQa3XnIy+pRCZFavRNBxm8TrWjK4+4THOuQUT5wAlJBZh4jrwY5JdmDwcLGAXtz3bQih30hu7AGVA5uXhRiAw0Z1XDQfuHcUzExTXqfad1H0ubgR0BbMS/8MBtiTOtWhH8MIing1RLufZ9aUszbggar12LL5TIjYrhmMaFLM4h0V7kiCLdDnFpuCn9MMe+Uxitj+PxHFT+yKbtzBsJgIzXPyXej0tHa3ApkppOtn+FzxqnY2Zt5tiv+YgJwanNSt4ZoXu3BLu4qrcGjBt3TUkFQaJoW5fkHYk7CDhyt0T01cZXxYP+RUWkIWO3/bNXhPjEpzV5FvhoECRgnrU4A21JprYwFg0PKHj9yCsu2WUegQWhHifc8l8bHPjjpSqPIDtYDgbzj5sxEIBD6NaDc10+XIrNu8RWW+YwC44NI7S4Ezm/gkcC5QA+bkh3PpiMhDn2QYHQoG01sSwDp26BWTkXVBDALosuE8fWeIcsGYDPBwEkgSjgDYl90CQeMPJQAGQngPCocMWBYPkEABKUs8ECR5Tt+zZRhLIHMChlKvgn32g6eGAn5De9ocqiBNjj5ZB97oCmJmHP4aAXXcPh6/dtvowddHG28CWGfCGpF7xrWLczFv+TjZZO+e01ZSARVP0LUAeNQw4pONdM5+7WaY9lJj8V1D2VquSaN2GH6HBJZo47f37jIChBxSV+/YbzlrknU6eQo+7nlLppS8ve5slG7UvqgculKGS9u8aIqAuegtbfrKpoXzmOA6c8Rrl2HGYZAhtwlzZrrDPFFBDZEjWjQD8nsnh+5WULZEnDwNelOPGt8pRaV33ULkrjVEfOTDaMnY0rcUrbpaLNj1k9+mQ8VuWyNp39V4z+yGu5mCnLPqfjGD/+bEN6q49kn066xbeLr6p6Y8cQy9tVo5DA2tPUQ1cTG0NwjbtMAX/upj2GPZeABWX3HX+B4YvKxqTV0rVKfmLfmx15oV5MGei0btu9NburnrUWAE/5E+vbnmQgxV71M1zerXD6W8JcJM4I1kU9na5LBQIa19kiPDVfuRpIEFbic2F640tnBQZO9d82d6mvuzI8PTaLpyxF0CDOYI2uFMowVqDCfcm/AAuwwR0H/R2pBMJ8N38/duzwA1NeaOUczzacoI4C5RJHOcey6xrP/Lgh8Bgpcc3X62lm/BB0WZmTvJWJ6FXWGEPaJzm5e9dG6sgrhv62gJzltvXr6BKp3V4d5Zum+bHuoXsQei3LAdF5lOMr6Fdwu+ipsKBn5ej8C24jtQUUzNr7xVPiyGAXfmd7t/S4LUpLYDE3xPzUxRXlPPJ39Rz0U1hC/xn06W07KLMR3gNrgGFcjv5540NNUYBKgv54YrMKslS2tx2rfZ58fTqfk/e9xgWzCEwYG+KBnvdwX90eQ8Yi68C/5/bpp0M0mt92dJoCPd7tPDo59BkdwK1s9qStx1epnbpGvJwHINFr19htXQ8krcBYwLzBg/jatonheJjt7MwJ85Vmly2KJbYTri6rf9AgX1YIFJx7ZrlmqfwDnNs5r2kNruvi+lHhid6Z67pafk2+PHUY+GFIIR6Gw6/ji2CGauygUdArIC8XLYHhNP5PpBGYAvusKllSqObfNtEAvBuZT32654OPzIqZV5h3xkxcihcfgW1LyLtd/H/0W0ju9/LF8TDqeN2NLqBOwKuTQGrWZYS7+sJ4rq1cu9OUu30AOEG2Slx3GNybTN70ZNx6I3hTI38OorvtB0kMhmFrgNmclExCwo+eYv4jupeaF2ynSpr3DznH3ZBJczAiZ6A99EPpHbdnVG/1VLw6GkLqgfZy2AJzPiRNNtWc986Kua6hfg/2dmqAjcSeBJ2843MNLoKs3J93Rmx7DuEbr8ptde0ULdz6D+QiVg2cIrH2zCCfGS2AAK4IK2P3QR2tMujf9Vw6nEaP39OVqD0AcsDTmavfw6nMpuMCzUtxfx/22A3px4qTEkr/k5kbdUq2DQvmk/97kbGj9TKIWcNq50X9U0WduxU+ZIBZl6KBSrWJJwddS//1c0tA4qNQL08q8SqZuwPhvuMbWTSmzhZ91zEHieEmTSLNGlNuO9byaYkMMnrlsgFkEENX12vikoT1FpW+jDMMxxZLX9b5TeetqWEcODKStsP9xsioL3Bm3IHTF8qVkLfJH3JxYNE4tAAsM7T8FGbduJ4rhDVLP6anr3B9eE9CTtPUHmxGLHKAGY6xQtfcQdhTgn/bV3z0nFOxzdLLxRO6zyYH6TM+xzl4fVA2Mc5osGH9pvwfHras7Yg4zk9EWlDTnjR/3QBeyfqfMKDb3iVsp51GwZNBkuZoHc7qeDhj7WGT2mxofrODVGLDn+HnS8TAhkrqxk2dpxYTpVyLp8sCtvSfJQvtRS+DkaYO4lOppq9PKut/CSTHH6kfETWpHgnU2UnJKMs/4H8Gq0PiGj7gpjMjrIDvxd5BTaWNGcrrq+00QOx3MnVr/xUUjGWtjdyh0U0ui2Mu+TC+qpSxLwXJ+ajqDsL2RRQAoxWdoB6TM6YCIZW75DrLVzcF4lMemlWgBxhZ9nh0CHcZQocID1ErIRgdH8+dNWl+YSF4HR3zEqH8cwouCOUgDhUgX35mcgUiEcXmANX3dnIHsq9yYWJURrlhgKPBcsRsb8Pkpp5rN25qTDyPSWvANfVM6J6xuH4sWjpLJD8jmfiMphvxvm2RsSICGNHBoUHiy/2cwX3HnK9/c0Dx2KUrWfF/pue6m51/CXXwHnp1iMdVjY8X648K+bjP2R0QYgvNtH/hQlYyU2QKZEEZqtix3z5JzOk+eMxbOTht2/eqXHbUYH8OGhvqK09zROwX4JblevC6wPhAadDb+/x2ivByYbGE9QKJ+JUhQeJ74rpmVTduzw8TpPvNWEYgRZ0x1d+OOXtZKo0diB3+b68ecKDWtRXOiJ0tp0Hjb14qmJuJm70iT3zh96UeSPSPvYv/PcAW0kyc9u7kjy0Y2FKvSzdvyG+wedJ0fR4rhGvrJzYETBL92Diry9UGlqcvqnlfTEYdrRu5juY/7m9kqT21T+zmorG7spWrIleQ35TxfA6ejZ2WkeS+VRvPJluY6AnoHvsu5yfmXTo8g2hDiRnEUNGyTS3smzxyzz1fc1sdv3uYedA3gHdX3qgnVoztvgZT2dJNaygvE/M7nT/SqZineiQPJmXoeK6kBpEtt8UN2jNlSEfhmpnmH2UEDdB26buoxuQ+U8W01bArRYyJ/rbpi5HXZX5H2+oXTCj3bJSzHtRm4JRuJ3DI2TV3yFcsnJ6q6jGf3nWqZUPeFvqhxlTUOJc902dnnELz6dk1atj3HDn4FaxbFt5oHuCb/GM5CezuByWK9TPpQ1Po/EDGAHZVS0bdp/4EVmGdrXUqz3drHmHpcfuVctQw0Enh8wfU7JGb5lc67qrmczRC2BsGJPDnR7zOkXVpUHhtsv+f26jomsahIHnmuQ0lROLeEsf0yivatgD6jEKoViZ5rO9tc9YkmEF5M65mh4+Ohq/T7nVi96+I4kRb/oUdbGPDAH1P93FU1trmEQrkyzf7Ez8vJHPAfU/3f2l8vbVSIx402cRumh3HCCteuc+/hN3lqX+5Zm5Du4fdQOgylhqnwmBgNMx7wT9NnHgYx41Fzv6BRco3/dQHve+Dogfn+a6dp4/PzkcCv/jb5yKnEbto5DQ8abPiuZaDFnafojLdRaRK9Z3OPPaEtRGLl4i3+iZ4kqH04/OweTByoNfM7w/DGtgw3A3P+Wj9fu6Jxc72BkH1H1698LmynwHzZVcF6b2r1oif6+zIqJrElZTbhOtTnunJ0PavrUD0VYnSntOI4l2ftgEK3eIalPetW4LKMVb47Yd4prDfh1ieZTGdeeXc7tZaZfCsuP5SpSzh8M15rpGwyKFtwZZvINrG0OuxLi9DuyF5h1hiWtOIDkGTl3GsRpUnn2fpZyfX2QdO+1qNgV4iBO3ebgXRx3DmeTKOhTqzOQjbm/IGJM7hmAPbzE2BgSWdXmXPcwoI4xQc6BqAVITUl7He1dlB8ZzfcRBMce3E9y08gEHmJd7igA5jYIwllrk6vaQrAWQ6Ft8PKVYJPuxhU5aptmfaOGZLJDfipOSuA3dLcMqB5BvYEM/VEMZnKEb6qEMxfANbCDbg/hrDRgLExbJZ926HLet51kNpvyQ23EabrMvvI2auBwxWLJcpupaz1zE4KhNxG7Pb/Tglnyyvc+CNfBGDihuNZzovtX8yDdKU1YS+z4ktkDuqBnSaaehzWq5AsWE9i6cObDNtoCD2a44eyqBuWi24B0GwplpQeJksjFluUV7isK3EQ/bZuvsDIyA7JaR4fB3ghULNAweZdrAK2Bn/rs5HB2EXClyhf9RXRN7nf89/iu2Pfi1hZS/mSwqVDz71jmiq8lMOB27FQzVxcQ8ehZ4JhwvJdMxDedlHQZeN+hzNIcmxsfxjPUMcshn6t1EpAvh5SKHrI2MZBjExCYz/BEZx44kgr8d/H5cwqMdkiEeMAinpOEIbMb/5iEXuVWk1RvCHDzOsWBfuomLi7ht6jbS+GbQuIBzPCSnXaTK7hlxepeCZtDPZiRlD8eEB8LwJJLdNnZ5dRVBAVcE8DDSstqeuG8qvnPnMeRCnr4Ci2wkacyxj86dkpbt1Rs0YAJxsJCkT+YLlhdOLCOXzZf/FTJ2eU6TNaEFwPxLddzI2xUwsc94qY5a7vCJMYS1BFVP01HLRdX4tS/7oJmqdV7UtpELtlu6afIdp2TO0SPnAnB+IXh+dnGwRvur372XYVs+VDCVhsbZjo8jgo3fH5YEmfl0gsbSw2V46idEzZGYfMhbG1VOj2y8oySToN2V3qVQ7ABVCawObDW5V04l4Kr3sZqnHcW25Ic4MfVfwgYTvtzh10k9M6WaZa/HNOkVql4nldY+I58Rmnd3wL2xBunRIL6doe3yJq76YWw5i+j72PRfye7O6ogX83UZC5ssgHF4QLnbCfMFu49G+g9f2GG7K3xRWLi8o3ELtxPziqx52gsOsXtuqHW9wgcjRVbbUztzWDxktHtq7hyDtoDu25kxyltpDok9P3RU4sw5e+4oy2ZmERWnAT6Gb91ugUefQF4F0xSXd/KmukHds89KqPky1HhhPcGmJO9g/4/L9TSGq/rKB5s0OzMuiz4LXLApsXvFdfa1Alc990CwFWatsUe/IybQk/gF+HGc2LNI1bItTXIkrWFKFL07OW9vbCZa9bWTOKI36jiTucg83E5V6ncvtqX5El9sbptLydn+fLmaZx6aRPNG0c3SDqPaPpCvtTnv4v5CieNUtBmbSccveoYYtDhTydLaf7aQZTDxuxj1W9wz88Bhdt5UlodOvjZKbCBh3eMibi+nPWi+P2PoqBd38Ww++loNJ2/GvUNnlw55In3gk0WxmBfqwxpmlWt7zm8jutmxtel+ap/AI1zZlAxwD5imakowWtWb+QOuamCwpXRkJGMzbkV77zfX6J3XkLAmdmfg8kxpwwasPENNXu0d2coBuwOwa+t8uTfnEi70nXi2Xi5I8go2+VnYvXIFGmOj9/FK3M23jY22CJtV84E6PktQe8EO5todt8dBtgPCeRRYDP3s+r8H7QRQUweG8e+rZ/9oMwy/M21T+brSAK9DgA8XJph67DRtYnV4Owi/8mX8k2tr5Foy5e5zv47v5ZtJHNmUvNDP5dcfA2QNXO/jy/OsW8+7mfr37naSa215NM84YR8eg7P7wiayMNSJZUzDGiZa3vH1mI8Y7UA0+uwkl8MoQwPJ+xrtlo7zxvVxmWtkOmWiEzBnphJk/3JoQ7gA6MBlVztcKWXjvONgDdxIc9FFdxjUG4YioeeBLr/8TezjLJkAlrUt35K95qG0QMwE4jOsdDBm6pa7jYEN2jSjRsAZPW1Bd54Les4NYg6RhR3KJTX3Xp84nIQbRymVMTfi9hbbKM0eOuxnNu2m6FqOT3dDYKbnvawT34Hz/pqZ++XuuZqJ//9OAAAA/f///1oAAAABAAAAKSkAAHytAAAotS/9YHys/UgBKiPlQjUQEHIBzk8IzMnM7VjjewTwj96BSmh5Veemq44dyhX2oz4IeWj7Y+/RSVyZVsolxFEZvXfPeQ0E9QMfBJWrdJWu0nVd1xUKnUKfWmu9995777333lpr/XzuvffeWmv9fGIj23vd6173qlcN1VAN1XHPyiSWYoCseEZ9XKECNeNCK80DgcnDcY7NEWR6CBanlULioPF2WRecf9JNTM9WWgCiY4q7GqwIVud7o63SoudBrBGLIRF/LcHUqrGcmgEVu7Xez7333nvvvZ/RvUKhcdN277211lo/27Zt25Zl2Wjbtm3bti3LstG99X5uvbfez7333nvvvffee++99dZ6a6211lo/nzoCnN8XJpwZUbpMtziaz7YtCWOUjZ4jNgGkZLt2o69NO6zBVvjRydJo0WlG58UWOaqndozDJMtEEQTraOev9cJgWqxMjSxbV4OV42dTW7XrtFBxKrCEdtBgJzkB3jN39POdxtq2bdu2bVmWja573ete97qhGqrXDdXr3nHPQigRUZaVsm27Mq4ws2TRpmHewILERE9MgpUKxmS7TnHZV5AkFJGrokZtLQcnTfJkSs0gAWdmCWYbompBYxfIQSaOUBwIHrSALuh0iTi6H2BncZP6MGpV6Ij0DBToq9UE6QwLsw2VN8EMMIcSsUWZ9tRaa6333lprrfVz77211vrZtm3LsiwbheMKlKCGx7Isy7Isy7Isy7JsVGut9bNlWZZl2aiES5lwiQBprbXWmmVZlmXZaJSNyr29SXWJRiZiMcmwop+b0hhOp1PBSyTQyE2A0+l0KpWu7ApdoSt0Xdd1Xdd1ha6Cj4mgkkoYQaFiiGxt6171qtd11St0ha5QR7gVK9Z1Xdd1XaFSeIGg0KmPwEZSqiimKQ4tfNImq9yUxZ9GqZ3JDNO+v0ADKwSnc4OcZI2RWC2W1OY8995777333lprrbXWz6/KS7EtB/RatCe29kGG6KWfxHZsao6dAwTXahGWYJcoSjSVplL08hGUl6JV74h1vfFmWUWIpnVd1xUKVbPqAR1z3HujOSXcMyb1WhsxtTEoZaTAYxqI9dJDNGhM8bIqr3YwkIAjsc/nFxcYo9Zaa62fWhS5KfpiBGNsNw0+MDyL+mIki6FJWaxm5Z+pnurpVE+1VE9hbL2RtsHzxlGKrU36rHzGPXb9AfEyi0J7nFAy+IAxCo0D6eRCsIuNwpsg8pKwaSj2tt8KdkPe2oqDYlfAMTZIYk6wa40vqy6ryq6EhmnSsiSE7Kq11lprrbXWWuvnk4xLmqkBoGglFVckPV3Y6S2GHo8A4sFGEI7l4V9gJ+YjN1kyrZywwUJ+0KyEEBmDjW4RWenKOji1QXzqU8TmVgiRnpYFIF5P/UTwZ5ap0oGvJES2FBU9Mi3+LA2ZE+2ihHE/XWZhZCFNLIPWtNC1IkRtKnddGHvGKJM/qIJzv4vuBm645zhT71do7u4hL4bys1A+JZnfQubJmHlHM2+mzHsp82Umv8vkRz7+mMd/BPOTYB7Mc3ktJEgEfqCKL6HiVbB4EyyehYs/4eJdxHgUMT6G4AMg+II4fgWOx0H4LQif0Me/8PE+fjyMH/+j8GcUfqHh0zB8QyJvg8gTKfI5inwRJD+I5JEc+R5H/oiR52HkjQz5HUN+iJDXIeSFBPkbQT4IkAfyNV7Gk/j7v0/xgB8+hPgQfr/n935976Hv+/gej+/59J6D3uvl/Ya8z+vwGTp8h7uvcPd3dq/t3k7DPzW8BgwPh+Ex0D0FuqebewlzP7e+2/pr3LPFfdx+CPs39NWgD5X7NbmXs/BtFt7ChY9w4S/Ufd1P+Lf/AOJBvIgfoar3r2vS5JYwuSVMjomSS6LklCI5o0geyZEb4MgdLfIBFvkiRC4AIkd0yAEd8kOE3A8hJzTI+wzyQYWcT6E/hQx5IENuKJELSuSJFDkBilzRIy/gkT+C5I0gOaRKPqmSV8rklzJ5Jj/ggH/f5Jv+Hz8mUFbm9V5c74DruRr8V4NvcPVaV39l9Qys3mrqE0z9FNRLQT3U0xd4+qfPf9+JwBsg8ASi/kDURyF4KgSPoOoXVH2Vgs9S8AqwHgzrsbaebOu3ut6s67vE/oHYi4092tiPfVpa2If92ZflmdPpdDyNGcc042bI+CUZJzPp00mfFONSMS5G0llJlxzj0TE+htJbSqcs45VlvMwZD+CMn0HjlmgcjRpvo8bVrPHMNb6Gjb9h42zc+KYbd6PpcTRdE47LgeNwOL0Op3P6HZ/jeTp9j+PBo8f1uB3vXFy0QoXKFJ+S6FESPdGJN3HiThBdCaIjInEjSBwJER9CxIkE8R9BPIgP5+HDfezwHDt8Bw6ngcNx2HAXNtzGDGcxw2fE8BUxPAYMBwCGw5DhKmS4DEFvIeiCN/zFDb8x6DUGdQwSeg9CJyx0IIVeaOhCDN2wiB8p4kUOPcmhHy5xJkt8yRO3wuiMWfxKFs/ixbF4cS+PvuXRH8N4YxgPE+ldIj0S0h0hHRKMcwHjYFyLf3EoT/yJFJfiVVzRAU2Y8HM/PifB53w+wvE8L4SHAHQ9QAdM4SBSeIpA7wv0QBT+AYWjOOEeTviJEt6hhJf487s//xPhG0S4iD3XsOd7HDwDB+dg5xfs3K7OLdR5HQaXw+AY6BxK53QVPM53hTnfrudc+/oWYQIDBhTc3CQ4BTOzszQIzsbFpeUNrhYoCAsbczI0tAdZV7511eVfrrb2XPNnGZy3+Zq/OZZn+ZU7cDExOIdzMPdyqiqv8gRu5QikXMqn/ICqvr9jfP26k1P27AUKEHACDgX15E8e5QbWdYWu0BW6xgVu2W0tq63ltbP84CyfkWUHZJksLIOF5bCuzNWVu7RyA62sxSBfMcgMrHICq2w1lQ9M5Smp/CSVpaCyE1SGMpCzgWwgKhOIylFUuQBVpqrKCKpy1YKsYEFekJWxsnJW3spfgwYRwoQEYQEEYUGBMKBAONAf7OcP/tMH8+mD++zBevbgPXkwnjw4zx1s5w6+04nrdOJOOlgOHUyHE8PhxJyb2M0m3szEAWTizDa4sg1uY4lZS2w5xWqmeLoGo1mD11ziNJf4EhNHMTHmG9y+wW/iYGkcHGcOnoPZYE08qBAuhAfABGjRkqVKFSpcEHGXL0sgsZLDRUTMiGUSEZcxcwYRk6F8RMRhECWRQOIkiFOkYClRsBFITETIEEhc5AhGghcVmShiJo2OYBwxGOwFi8GRV7CVLZhLE7xkDJ7EiHgKVsRPcCIkhgKJIbET3CQwMAVOAYhRAGJAE/iECWyCBC5BApMYgf9G4BEhsIgQOEQf9uvDfXwYBB/m28Mf9vCeB6znAXvAw3l4GI8D7sABc9CAN2jAGi7gDBfwhTlsYQ7PrThuxavGFDTWcFgCHIZ7w25v+O2J2574CcURoBgqhyfIYTk6vOkwXR2uUIfr7vAdxoDtcKAKrAIDgFfEiZP55g3mxbS8bCyvpfSukV5p9LbRGz1z0Zy5ZygvGcpLKXnFSF7JMBdMGC9hvlwtX+6Xxnul8TZmuVOy3CyLl8niXVS8iIpXUcpNIuVKiXKRRDEyveS8dHM53Vw3m9fO5t2Uc/vIuXLo3D90Lp07N9CdeyfPFZSHUJ49l4A9dw+fOwCfy0fPLaTn6sFzB+G5eOpcAercOnMuoDl3DpzrB86Fcztv5o3y5BJ5cp84uUWcXCdQ7hEoF0riPUy8iVWukiq3ipW7xMq1guU2wXKxcLlUuFxGLpeL493ieB0fb5fH+xh5ISNv5OQdM3knzdwyZq4ZNTeNmqum8rKVt3J6A5je6W1zNW9a211ru20SbgQJVwLcpQB34faN23evl269a4V7ocKtMHfr5u6c3M0gd+X0xaCvfl4Lz/uccKET7gS2+8Z22dSum9pVO7sQzu6Z2UUzu2Zk9wHZJRu7ZWN3LOw6CLthX1fs6351XbCu27V1vbbuVtblyrpZWFcL62ItuA0W3AUKLgMFV0HVrbpX1+qncB6O5ldqvqabZ928mzavps23sXw0lm+55s+s+TWXn+byLzE/ivmYmd9mfubmSzd/k/MD4HxOOc9Gzsuh82/oPJ3Oj9P5nXd+zp2/k+fr5Pk8fD6Qn/fT5wH1+T57/s+e36Pn+eh5PW/n8Txj44dp/MbHX9LkD5t8EyefxMk7gfJKoDyUxEdM/MQpz2TKT1H8J4qvuPhRFn8Ry0vB8li+PJUv/wXyq0A+pORbkXxJMX9FTG8UJkiI4NbGtgZBLQ3t7IFZGZmDMbEwsC+vLq4trawGWAwWXCmwqkpANYXggFQUlIECTwQyvu8yYKgutt8nPmphBnNUUOUiRAkAiHLMkT+0NbUyJ388SExKRUqUGncOxMC8uLQaXE0deHLCqhdI5H/Az6H7k56U1gl4+Tu4tOieSww6ZlFoiPs9kcldDfxBwB2qwSow0sicftOmDCfjvJk18+c3OfMOyW4y5lWR22Q2KqZ8mS1VQXlNDkC1kqdZqgrJlblVM2Q2R1W6rCanUQlkNPmMirOZXEb9TCZT/gF5Mo95TFlMlvxKOTKHeUkZMoN5Rfkxf/lB2UvOgeOGjRo0BGfIiAHjhYsWLFaoACAwBQrAE9mEmh1vwgdoyoTpkqVKlCZJigTpkaNGjBYpMqCARIgOYUPYMEghkB8+CHvw2DGoIweOGzZq0BCcISMGjBcuWmAWmG0Ngloa2tkDszIyB2NiYWBfXl1cW1pZuAHGYrDgSoFVVQKqKQQHpKKgDBR4IuCU8cWqY990gKZMmC5ZqkRpkqRIkB45asRokSIDCkiE6NA1dIVcwxukEMgPH4Q9eOwY1JEDxw0bNWgIzpARA8YLFy1Y3BUXgBt4U6AAPGGiBIm/ESJC+PWB4Puwp+chD68Dhzu7DVfDTUA1heCAVBSUgQJPBJwyvupvOkCTmkm9pFpSK1GaJCkSpEeOGjFapMiAAhIhOmSIgAEKEVIHqQKogVRAf/z04bNHTx48d+x01qEzRw5nHDibqqb6JtMNZhs2l5ZrAphKK1s2qiYNmjNmyqhkVMrJMWIkI8NAgnn84qWLYyOXLVqyYGG8oi6qimoVlcoUKYlRoDxx0oTJEkQlSQ6RHDFShIg6RDVUg6iFQH74IOzBY8egjhw4btioQUNQnaHKiAHjhYsWLFaoACAwBQrAEyZKkFD/1BEiQvj1geD7sKfnIQ+vA4c7uw0a1DoVg3pBtaBWUOfkVmjc1k+4NwoTJERwa2NT11QIamloZw/MysgcjImFgX15dXFtqVpqVgMsBguuFFhVJaCaQnBAKgrKQAH1SXVSs3pVddNr+kx/6S09pZ/0kSD9o3fUiNEvegO+gE+E6NAbegIGKPSEXtALkBGbZChNcpMouUqUHGVKxjIlT1HMWhSz4mLmspgXGbMjY2a0krtYyVao5EYqmUpi3pKYE5/kLE/yEyb5CpPMREmWoiQrOcxODvPhkbzkSD5SJCcpkosMyUiG5CGG2YhhNizMRApz4Y8s5Ef+QZiDEGZCHhkIj8xjMPsYzIM6so7cI+/IWV75yyt7ieUxsSxWls3KchlaTkPLaBAyG4QMIUKWECFHeMtwb/lt57id95rn1rxayBcsZAsZsoYMOcNd5nCX7/Kyh7ycp5f59LIeiDwCRAbhl0n4Zb8QuUSIHKIv//Xlvr0sYi/v4eUPeBnPLnewy3Z1eUNdxlCX6+hyBbpMJ5ehcllO56fOmkKeQCFTcMttAZC0qERQECCzCgMGQEAfE7YbBsVAFmlqmB1U7OdhUHEAAESoQoCCgTMAngUsBQBSZQQIHmhsJjKrpd1wUbm6la6ql/Xjdb26Xq6uV9fL1fXqerm6Xl0vV9er6+XqenW9nE00bmuvp+bB5gF/psKAz1XQL6cPbAn6ZroEbTzPPjHkTSqE0pmKtqJ0CWuSqv8fTg39mvN5mPlNxhP7sf12z04Hh9Dpx6f8hHyxZ4MQmvxGDA+r2HhYfzEDmlUi/L1NTEbZrKatSYwD4jml4DF8qmRUdwY7e/mWYTUn7K8+izmc7ZOlDPLRJ672QlHW76WEAOWUIWGm/KZMEiBMM5JEENJMKRCc6l9KCQHKKUNCCGPKJKdwnmYkiSCkmVIgiHIMHISEYZjabq0YZr1aa4xYb93Icg5jyiQBwjQjSQQhzZTSMKj6pbWYob36JKX4pl2aAaftx7IMW7qrlQsYSqJoPyMg6MO1+iG9+KS92KbIl51L1ZVl1xV11VrTJsKBUsqBcMKQckKYHScZE6IJSaYJaKIUaXblD6WUA+GEIeWEMC1Otj5Ul55cl9ysbtWbShd7aQ/jD/l4PyFMmGRMiCYkOX1T2Fft1na6XJool9PNR/uLbdLm43iutiW7NrmpVrWPhLPdH57Sk4p71zKFXafK2Xg+g4CB0OERDkLGTzgsvr8AwJHxEAZHRucYHLtfA0Do4QjiOTqr5WNpEBgNAOYnFCi8v2HwyHgUBQamcwQYut9jMPRwjASCpxMMwbd3NAC0PoCg8PoIgsf2WxQYtBwDYOh6HILhtzsSCL4cwCB4eUxHMWpoDqBB8f0NgwbGlyAwNF2DwNj9HoOAR1cgED5dwEH49o6HgOj7kd8Ly3kbJEvr3lsid3i29j/uWKh6vBor7Wjo7ZpWwh0rt5Zky707DiVlihyzw1BbRnprdji0wjYQr1Pnwv4277w3cUy5rGSo2CX3CR3kuyrhKq5c5c5MZqnd+50KWbIUZYmB0V6PRvFsEQLrcbscKgBZw0AZbA0B6Xh7DiqCWEJgGWYNg2i4fQ4lYq6TXy9M3ltF1w0DVjG8jrOnACLUOAT5mwFS4nGcntMkQfE0ckeFvhffDQt75NRosV2v0axjcZWUABTF71cgMGI4wsGo8SlvNPreGhpbAwAZbg2hMsYSAldBxhhEAZvncDpuLAYx9WgUzxYhsB63y6ECkDUMlMHWEJCOt+egIoglBJZh1jCIhtvnUCLYIkAVTovCcCQBhsNx+x0BAK+PIDC8OILh8d0dBSCtfcs4HL7fICh47s4pzc2ZzZ6HisDWAECGW8PAOsaWQ4tg1hBAgq3DaBrZGwRoFc5q6n1jCcetIaAMsYTBdZw9hxDA1iGQDFuEwHrcLocKQNYaqlCvJuCKch0bp0ZjBKSCm3NwHWMJgasgYwyigM1zOB23CIDVoPFqoar0Cs6ucneoG5WdZ6aMiHCIMk7CYvWNCgiujgQYRGm8MhBHguKZDA1uj32l7czWXpatJdsVHKwaiZCQOk7GpfmuoYzG05ExBlHA5jmcjluFDvC/JF73O5wIJlmBw+OajRoIUo4EWEg9JmPi2o4KDlLGBDhcHSNjNIsQSW/2oyQ/5CV/Cchah0AybBEC63G7HCoAWcNAGWwNAel4ew4qglhCsBxBNEMJg6shYhzihMuT0yA5pgiF9TldHhUUvO/q2f3oEFbxShEBcKQwBE8oILlc38AVIfEaIIhLK3BZRhnOOCxGp6SvV/jiWy4qUgIKAB4fI3q9eCqw2u9Vq1x9QTiEutPTaG0u/oXg2j1SSm61wKTEi4Z6Wr4cjMD+Znmk4b+1XqDazTByj1RGl3o09xltS+mleRHrz56l6Wsju3ptXuj20kzR7bXJpdtLo0231yambi+tTN1em8W69beMdevvONbpYTpeMxNZl/6sZJ22t8XzS3eiprNur61qvQ9jbWTvniwwt6ykz31szszS5Fm47cztW+amSLZgc2vWt+hf4NV4DUdgu2VkOI9bTkyDuvZ+voghqsZOXS3hlOcxw1muaD3wF+wAWkbUyXzeoXxBnN0XuIinC9hYHo9chYXtI5Yvxt6ZupfWtBTsXiuBe+OFi4IcCFFyy7BkoI5LG+wC7pc1QFx316JwzsB8XhiZ/V6XmX0F6Nmt3rOLFxeoGX9qyaVbjuLNAl82nylh3d5F/LzA8dSbSy7aZQ7/FwheeHDJFRts4Zu3j1tZrpYh+rUDfji1uz2pKC87PKmUr7u8KVSvu7wpVK+zb2iT7eCTMRJTa4x1sn5uAjcw5vwTeexxbwG4btrNHyH14hocGAu8Hc0TINbnHzxY4/1mxrcFptaC2wF5xO/h7xohb91yfuzvVSzjObcXohwhn/bK/g9rVQA6PUhYwwQUjJBdFxjKojEoHFwD8B1YwhTZboHjh/5wIHgNf10OvX+AnX9elhx6LJxtk1R/gWpB3hrBauDo8ILbZ4azO4Di6CA/gnH5TpE97906fO79Z2TySm2AbQ68NtPUmrn48m86UKGs2CyYDeF16ApafrEnxPf01/9mFlgrNOidzcd1ZEzWP41sUYkVz8P/nRt3HtfBn0FS36eoxgc1N5xOnjjbYwA9bLj+df32dPWs6GrXPuONiLEuej9GEzdAPR6bdJsPnidMjDEwKbMi6nVR0nfnU89B8JlAa/kdB8OQ8iVQ/xYlXWyDK117oI4PSZMNtUZh0nJckLSTpCwAC+xRd70588u8Wk7wX2YLLWipS1trzWte2NLWWOOKK1vbUkte4orWtsTaXLns1ftdTZC5kS4qWi1QQ3i83bmbw98N3/hudtrX370hEOihCAylHsREujXqpmzmnZ9WyNJvrAHw2SX7XfouHd3RxW358Di1oSPR/pjucC6HT8R93cKSa2+slIkZnqftNUy7BQtXjYbA09svLha3HE/7CwGCoXArrr25FQinau6KxiErcOLd5AiYUD/ht/kEdqDaGKW+CesNP5sjsDQ6+3WHXz1EWT5ZUFm6A6wAOLMw+QnhpgOb/5n63Y3ufVVcc6NXP+euZBPv2K1HziE7sqfo7FLplXNMvAJn+9bZov+ila1ltRPKxMNnTGekt0XzLrmMsc9vHmZ4zDLnxBZv20WW88Joi1PM+b5K4yIGR3ENV4c0GsfkCPohmDEevVrjteTFs3ccg/PSzLa9hvvADPYmEyZwUbVoc9hxqx0CW41Ic/ZFhV84jM52Apt+XmZO6dVt6yEL+C5o9in7YYwWlaNbKqOxokbK+znRW85xuc3UUVtLJXE7mdBeyHflbVQRXkUouT0sd4MzM13rcCrXj2Xvgru3MFPb4smti3brskchfuWQt9y1b78TmrRspcsBbZrAYPdrhrcz2h0rPo/FgnFaxWm7KPUmq5RXWli2+u+atH2UhaOb8uIklk8zk4aYSE2MOF4j/UAaltWqHGraPSjiWK10M2ncUSvlUIx1s+fTxPfjqMKLblrN3fXAzP1aYzniK+Os482TNwK7V++R4wumTwMGrAYm3+62FjHFF2LLerpPDfWi9waiC05g2d19ygy5mBFd1Kwz/uz1OMg81lT4SRU5XTZMP4sEAltacszvTDEy+gKvXrJEtcJoRwwEhGwKw7LLzJEL7mfOGX7SxYvoS4tqupLqcE1Ha2gi4kQUn9vnZmafEevV/Tnltpcit2J7m7lsOEcz9yY0hzmUe1vzZxMFe1m8EuaswXMHuP3uFyhbVr+daZPm6uM1l3tBdx4vFVwIv1FvK3bdtZWXuwTvPRYJXlpsEVpDKyZuof1+/vhgl7ttXuWm0Mg51wxtW2KHElpAnPT5bblVy6yWDzvKvWlhcy5AIye5hG6FDRO+4P5UywPbnNHaeDuTWhjUlr9Wf7dbb2npdjIlgcimthdnRSOyr++FieHIr+y4c18c+qxWl67JRTif+XWrkWjM5HTXrq0ZwvSEfozXbtb94InqxEA3wnbz4g4/PcmJEb4z3GcU/re40xFfdrmT0d82rQ/TdjeKq5ZZZ4pPDf+TcdrZyL+VNjNqV0MBd79bo5VqTbrp8jZWx6u3NK2FviGSb1c88N9ytDvQBRiE23Ydz0Vpgf313rfb8MyMLhhvWQA0BCzsls5iNetmsl1F791nC4DbjZHn8m+o3UWPIiIvSNy4ku7eWN7ucw1M4/yvsWS1jcuw2gT4ZtzbOwQWsrE3cAqOoSCC48BKp13gcJTLJBXnOZKGeHvtBE3euL8DA2vwTDMVeJTSCQs0R8D5ZDQdIuZoLONnMwfq8TwOt16eEu3iureHEpaUaJtSN1y+5ZgWlkkHc+F8bhzg1EkuO8v506VOYdQ/c4SxWo3bBBSNkh6YK8SxWtAgvazhS80e20Yveo1d+oAF566d8yOm9EGN33AC6r29Zcf/5cN8kWP6IfzicMYRFeE0Vn4uA5EVaw7KawK2iBNdJdRxNhJ/ltELMMgVoppiawFHuBPgfHiYox8aeJqxcBpRpTQfmLaQ6It7WHWrhSEOQOuZhYW+UplFbP4g+AmYOmGqEbhIOK9KDIf5jrMx22QX7YpD3r4fPMRDgp6Qj/HbzJ4zeImpI0buYx6b4XImJTHOZNYbnrcbC4VN2z23OMOv8KU30a4B+U5nuda82/RVLSc7EyJu8yHkV8ocZULf8m9DIT+Z4M7yoFaT4a7q7luqy3Ng9967HH1mOoleTcZ91+Ha+MZ5KBNWvizLKBmIOUW8pwQ2dizUTWNsuxSJjhNVi12aViZ72EsZI5G0eKCVJRJr9Q3btUG8mzPZUdBVxjMCcdjuA1zc5x0aU11Rk3cc7fOcTLUgYq0Y7GpoKnBmJA72Xdpw1TFx3mlmqRDsQYE2DVi9z49aqt5QU5M48AOcFF2iLewczA1qYJ7IR2SoKi98BkKUADMkIsBARkzI7eMDECWFM/vzD2H4JgFgj8TrIPOngFuOkArPF8IPd2UnsyvGJp0zJ8qB6aJpoP0oPbbdgLn8Q/iG9prwdSLI8d9xomdjZ2kezBw0b0o4hd0I+Yjb517zmB8GDctOdiZrevHDc4g+bOKsUqxiIQuvcskrWtMaS1zyyta2xhrXvLClllora+g66eC2iYuTBzWtyQr4qhPAf2vvelJRX+3ycjolMiv+QqcTlMRKtUvXT8qbSLAneMZ7PHveoCWnjB4xr/lvh9mf8MQ401nf2gvf79sHdvl7mfCbwZt0r+WsmbQj3cF4gWDB9Vu/bWxXYauy2I/20liMl4oJ0BMgSq/2x6+aNdigjabMGzGp+VPD/Jrw3Tj7WaUyJfA/PSJIts2HTs4zIavdKICHDwGOjfE/kdv8f6mpl6K78FBi296jnOJnd1wPo7tg+8ZhvuCJupRXtLQ11rjGBS1trTWvcUVbd9v8ynBhtgQ7K1ya3NWu2LUz+YLBnvjpkbshN1JsXBp0SiQ82nRKJOy99fz8zcp0U0KPyGO+NsPiTH5itMj0f2GWL5tbFZhN7kHPrR1N0b1zM2LTQmo+8VZgeLgV/+Qx+/iYL5bhGT+hZXpzEp3fO3PNB58xhdfI1c2jHS7gpJDH2cwq8pwhnlwxNmumSiivedLWOEnoh84Ql8X1EZf96LhxDm26Na6aMaQqwIqp6zpinCyDZdR19eKGRVRirWkFK69yjSta0lJrXvOKlrYky4pZxo9vCoKrbezF2zS/VG3t+o1LOznXDS9I7uKyZbwI4gr9lvn7mRXTlyv3E+9RWNYGNnOYNS1hhx8u1DG2O8Aq7zscdiG+T5VugVq7JJ7NOtZcs3PNggFsn7DKjR0qltPYtyXphTdcBE43HV6MczhUXn4f88YmedJ2J9wI9/Y78AJ3YfoBuUmmM3nr/Ck1XQ3WgbI95jNB/WZreXZ5iuRqsgq880bdC9cq2zZ/lRtPZbEY+B1stVq+KDeycXPS0N1m9W1GVt199C6y9cpO2uW3NYsip5vPGgud2yz+sON+++vtLIys64+Rmy5Xx9M7mpqw4uyUG5syMaB+wmT2uCFGb9OvPTxiHIW4ogFHww7pcSlr0maci5PD4EEsx1z4oZa2146ddAwLI1bsTB1pmW/u8qrnfaeAONSZdiReDl/1sb9/p2MjIzFnohsWNOZUaSeWJwMLr5+5A8aI1awdF9HPeA10bhBM0gHbQTnR0KfHvWGnLHRZTrYvCmfR7ggwMI3jT5EnhGd/6XnHcSezoKZG3HJk0P8JwKcemCbYKuA6ZmsEDg7bHOCEs+0Duyh7efgP3rzfaW7R/B2iomlzdU0Wptp6MJFzt3HTmMVDsTCqrdtcGQ4On6Nog47qJ7LrEJ9t3je3zhPRVb40LEWOTe1e/hN32dEpYZdOu6en/5MYWiG+EyLw7n1Re1u5QzGrr+1uMirK9CXLCRXj+jd2m9dYlZtRdQy7t7oyXwkmtA7U/wuy0rBAL7G6jhJ6MyKjtr1t0eolIVle5X2CSk9qSmcnU5jvUzv7lLEJatZODd65c3LaNztfKovslgmOZWD/WmDaCTeNrh62Cae42h2caWu+tm16+WYtk6vf1FVGhBqOg5hODvHZGcpaA+PvYIMXozVsQwXn+/LiHNIGLIDDpd16+Rp/ZFdrrSbdAhGHUWfojNPh7JNkjsJW73QZ5l7RuFfbNO7XJu6KjeXTPfMHwpVuTHx6TWqkbRzeK7bYdybunsFLges6k0n/J8Mpc2/mx2cbQrgqy5S6NnaW/fo58R2eLJ/wzdWrIXQMV275r3YHkSw26mGULYzXiLTbusHjGV8eVrKv4eCSTLcSTWwC2RPviIjSN26sMoE2TbcP2lHS9XdbDgY1jNs2bv/bMbf9GsDpb4nsbFjFbYqMlroca0tT6WdSTcTfc/Ol57zmG5fF1InOCtqRBxwmk1NqZip286ojZGuaoeX2H1/+MJmYkiCIQsevGmFb0xDK2G582YbHfZjU4f7DecIbHsHTyJ+MOF/9Du9G7UCwDbxc1Gj0nKK0huWEpqPxIIXj8hv5OzSzj+VY1ORCpRl7k9rtCcqR0musclNZ5MmPzAwhroF1/pPnve7HrJ1lrKHNCqVRcDSTq6/MgPOIxt43+PFtYj/eviaHHcTrMTBtrI0zOXqKPUf4FqL8jKIZY2f/AolhkhUcN/PkjdAeZpdX59u1a38ALgpfG7N9+5YHY7/38sGbL1ixFgnDVIhGTFTvd9vnTT7Mm+XlLKub7MUZvkCj3u25Y4rIuIifoGJz6tizsowSNdP/wQNnj+IWpOeskWOBcpnp5cccZTcxzs857lSa6nz8uuA7Cts2ZZtA5+UGhv12h20gEAlSks8sUu95pqGM18gAAzW/dEY713ph3KNg7G6fDmzeyjBYSQ7Olys+rQC2+Xxw8nhWuR7inbgGKwR+7THfhLESfruC9osPel+sosky/E1Iu+G2cuMUrsHj6708LHn7xhpQJ3EXBK9XlXv0a66ybbjC1G2NzyvatBuJn7E2M0aY6QDlndlg8kL74RohXV6OoNu4eumfTu7XXVC5M+L49ssBzRmXMqNkjUj7mJuHyMAE5MuF2LbiiFqd1NT8PdvKMyzGp8nNGxx23GErNXrjGWzpuBu5PKqtY/9jMvz+m6NW0OrLcNolxVHE3hWg7TQnZrM2IzqxM2J9vFY/3n5DzeqOSW5UOhHNb3C49kv5rbfNkOc8kjxVIHs+7CBzpnqWKmz1mAlbbowt9w7uk81isxdA1qXI1micz2Pk9c5luB5u3N++aTUfWBGT+aIto5A/eHcm8HWgrqlx/TBhd+zSKB7j2+6c2N/ZpmSNnKkROxg3tyw4h2XMW3/j+WzF25RRNl+ErdiY1Fs+5n23P6ibxs8gL7cQYHXSR8dpOmlolZHwO9LYb/VMbgXj/pjVQXsOD4npaQJLmXQdJCIkssHwTAdceWTZgdthW4Xet0+fjB1KgCnLiMbX/kmsKFeYew1ZbHzLRwTOZzZIwPA5Ut02FNzB2RAdd5+QfPzoqT/DrvnGkSdh/CGWzaHIbsl83b9R5/0Uv2MCA8ni3GLy814mHXU2jCEkzxKJwP7Fe1s3xYIsorM5jxt3PgIy09+hKTomCzwXnorbULT1IJrZG+kPIWMr+mRUJGnj9SePh7GaHprmxjA9ID3be5vzl7kL2655nyfPtmLulDKxzP0sM7k6JLQaIezxBtLzafclecuSLr/b22nWY2sGO039Zc2ITnP+h78+h9ZkyUeIrTKgZsYUueKdg/35tsQq/IdLOivyefAgngIK70VTywo1b/96WfXnQQ17dfVNqeXOtYR8xuXuCmieYEDjXmNZjSdDsIWTtzn92PWAVZ0CYozaoGSvnRx35f/kFAeaudD62QcJhKr+41Ddf86//zIPhhn6////TgAAAP3///9aAAAAAQAAADYZAABciAAAKLUv/WBch2XJAMrUmC8tEIgOAhCMA0QoBYAYM84IEEUqIpCmvbDPHRi2aumbxLuvEWb5SbNmqb/2vfceHAPUAqAC3IE9MGEGzsCFrAEDhjzOY8E71tOz49tjQcEKXMFvwgQ4CTw391b3d4Ev8OCgBbbQx3H89ibHcnQsCMiAPMh/XMd3bMd5jIcXyIFMgem4zY3dGAJH4HeN15iNtZz2gB/w2ZkZm7GaGhqjsQNuwAwW8AIuK1PACnhsjIzJOAEj4AJf/MUGDIAxGIuJhXEYH2AC3JXFWSxAgBZrsZfXFm/xAOZiJimW4qYmKqZiJ6cqruKnJyu2YiioK77iqCgsxuIpDsCc5Sx3H/ERuyMxEv8ncRK7LgAGwEVFSqzERrx0xuo0RIYSnBq0zihTeOnwDRsT8vrEaqdGqnKarax2dP7ysEqj4kqj/mghU4UUjBGmF9GWDHKuXtOpostQz8zxqqpRrUIa622rBPx0iyxkFjILuWmY/ZxjR8lTa9wX32qZMnq6zIh8YmgUTrGNiBxPtRVH6Gwtt5aEja5lgEyUAZLUQlKCsXEwLNGBAhwbnBk8tFuCb7RyA147wYOXtmuFIJs20i+Urc8lszX0UclWZk7M1u5zU1sllrcVU9Sg1XYf0kOabLSDhlNIkWyhbRNdbJJaMgPZ8/Il0hGLbS91km1rubXcHk6Vko6Bw3rLura8WS+L94lzNZbG0pu9QGcokZ4aob0QsG+gaqt7pqQM+PFqlQDikcpT+/RGreUgNxrWihB4uWBQjgSLvGOmTLJSeMMAgjNKIPV+ORSRVXD3mmqLmuvlooJBaZSrH8qXzNOaVzA23tMel7Eu6OuFBxjYBK8vGEW/N08KR6UGWajcZXhF0VjyGX2duH6+PSSlXO5Jo11CLatC2IZH5Qzq3zYCGdcWDMiZrJsXbxvRyg0WlEjvTMoZaUF8Uf2geDxERjqiB/GdvWlW37ZrR5pIjK2oL50hqrU/Eei2lGdE1jhO5vvGCE3tEpHZmjTK2CLGEEwE9fS6waB9Qhrd6gWSi80R+apSIdIWttiKFcGBTcHnTXW7UQgjjrTPX+grIRDvGtjFR04SpI2ZrLCVbxoNMLSW/LqGqr5mfuhII13iwzzWx9wnmP8Fs9vl1EwlgZnzAp3aqL2m0zSaNtNlekyL6TANpr20aXfhsqW1dJbG0tsmbStVqPSUlhIFSj/pJs2klXSSRnLESI82kR7SQoKIAgn90T6aR+9oHTlAcXzeaM+u0TR6howYMF646BbNole0ihScKDY1+0SbsGzLjoys7MqWlLzsy56cxGzMpuzMJuHYjp2Y2NiNrahYokv04uJjPzZjQ7YIxEbsED2iDz/0hwbRhs3BQ3voDd2hCwmbsDV0hv7ja74GBKzQFTowsK/7WlDQQlvowUG/9msMfaHt4jqu7+7kWq7x8OZ6rvPy6Jqu9fTquq73mkK/SWgJDdcTOoJbuzWEbuuXrdl6rbWt9qAfdFqjdQMH7aDN+qwXMGgGXdYKxMTIGoxAEzDQYB3WBfpAI0BA1mSdoMd6wFd/tQABXu3VXFxd3dVaWlu91QE6q6+wGqur2qqpCUArMTVTL3XTFJVTO0G1FFRDdVQ/NVJSJ7VRH7W77fZ/trPMibi5u/lQF3URH2JEHGuIDXGhQrAMy66ur/zKgwYRYkIciAUxoD28h/+0sh8/f/gP92E+rCcP52FlPHW4DrOy2mE7fIfplCmziobTyJGTGocNq6rOgQMnzpsv7MWLKRg2a3hNGh5zyqunfBqGv4hhUzEshkyqG27DcZgNz+FVRmU1asywGT7DZFjLFt7CXLgLZynlUr7CWNjKlrdchUk5ihSWwlOYCj+BwlC4CTsJDSXiIwgrUTKEhxgRFb0hJAeDgnp+HmEkSJYkycGeOlgHDz7CS5aM8mgR/sE3bvTgHjsYB+9gTybCTJgAYSCshIPwjBpcg2nQsME2OEYMGSyDYfALbuQWLVB0MmeKFC7YBbNg0cmdvOIEY2I2ciNXlmBHR8ZHhmTNTM683NyM5EhILsGMjCbYxCRrsgsVzMmd3Mgo+ARLMiXlJm+yJV+y4iIvciKT4BGIjMghWAQbgmAQ/IEPeQMH5hBTXoqj+CgPxSv/yTtxyW/yTBzyl7wSd/wkj8QX/8gb8cQf/SIu4on8ED98IR/EPbzoA/HBD/0fDvg+vofvPY/f4Xiv43M4hQd9HD73n3/DJ7zn2/C3r/E03O1nvAxn+xgPw9X+xbtwtG/xne7gWfwKX/AqPoWTPeejcAS/+Zpu4E98pnc95l+61lt+pU895U861Eu+CW/6yId0pX/8Eo70jt/o2Wf8Rf9XfBLOn/iIfehHvIiG/RAPol3/8A1b0H94D/3nOzyH7vMbXkPr+cLP0Hie8DF0nR98wZbzgQ/YcP7vL7Tq+72FZvN9X6HVPN/v9ZnX+7wm83h/16dv9xT6y9c9XZf+3Mv1lY/7Ce3kJTxcL/m3j9BFHsK7dY9ve23beLZf685/P+0f/NmbfYNn8Aq+7Mc+wR94sS/wBB7sv97rBTzXb71WVgCsv/qqp3qpj/qnd3qmX3oAn/RHb/RF775/eyJH5LFuyAv5qxPyQR7IAXmr+3E+vsf15GHF43e8jtNxOR7H4fgbV/U2zsZRXY2n8TNuxsn4GD/1MA7mixfTLs7FtXipY/ErviW1UsWpuBSP4k/ciTPxJZ7EkbgRH3UiPsSDuKiH+g/v4Txch+dwHP7pnm7DafgMj+Ew/IWLFp0sfIWncE7fdE0/kYl56ZZO6ZNuwiP90Ut4ozO6opNwRB/hIRyEG/oH7+AcfIOGwgyEjsEFPdD//IL7Weir4Hyu53l+53Ze53Qu53EuweE8gkPwNtf6mr+e5g/8zM28gTNwBV7mY57AD7iYF3ACHgb2NcDLBTiXb3mWB3CsK6sqp3Ipj/Ind3ImX3IAnuRHbuRF7rp7d6JG1LFtqAv1axPqQR2oAXVr+2k+vafzNGvfaTtNp+d0nF7tN+2m2wQV+Pb08vDu7CjU0c3JxU2QAPcWAYJbm5Zt7VVLe4B2ZuagAYMFCsrIxhIgOCBmoACBMLCvAV4Curi2tLICYF1ZVVFNSUVBPTk1MS0pAUhCOjLKFrnv3ZwI0aFYQ7CFXl0JDRIUCNCfVj99+OzRk4cVzx07dejMkRNnFc4bN6ptUtmgrlGTBs0ZM2XIjBFzGgbMFy+mXbhs0VKaBcuVLamVKlSmSIkC5YmTJkyWKEmC5IiR0SJEhggJIgok9IePHjx26MgBiuPzhqeNGjRmyIgB44WLFp0sVqhIwYliU/NEJualZSXlpKSJSMjHEo6NjIuKJBIRR4gIAeLQ8IOHDhw2aCjMQIhhUDAQ8O+Cn4W+Cnx7enl4d3YU6ujm5OImSIB7iwDBrU3LtvaqpT1AOzNz0IDBAgVlZGMJEBwQM1CAQBjY1wAvAV1cW1pZAbCurKqopqSioJ6cmpiWlAAkIR0ZZYvc92ZMS0rJyEdHRsXEDx02FBIOBv759fHp4dnVzUFoY3vT0MwaLChLCvvyOsKyopKCcmJSSjrKuu3NiAQBasVjh46c1TeqqahqwnwxvUJaZUqUJ02WJDkySkSIaKiPJM8aM45YqODcPIFpSSkZ+ejIqJg4IsThhw4bCgkHA//89PDs4iC0sWXRzMQKZGExucuPVoR/fHZxYkrZZ1hBffAEOHWCZAvGikUrwKY6T7OzmopGjCkjVCEf01F7LKFWPtAa2ReUIf6g4pqZv5iZXa5Xc7dcrUdzs9wA78DFcq9+gWvlVj2ZS+VOPQJXyo16Ay6U+/RhrpPb9ANcJnfpu1wlF8BbuUku0k+5R67RQ7lZt+ibXNf9V3IdyeVP9NlH9If+P/YNPT/sF/JD//quDvuEfpC7vqAP5IIe0P/xP9/6frzP93k+buf3vB6f83me1Vcfz99xN2/n63jq0/k5vublfBxH86sPx8v8m3fjYl712/iWT302nuVRf41PeTWfxqE8mj/jTd7Ml3ElT+bH+JEX86de5MM8GBfyX96LA3nT7+I+nstv8R2v5Usd9LM8Fr/xV37rNZ70rbiMr/JUXMUHiSuodLLXiEgDiDQAC6AFCtN4AQRmSRQENfQedOaFAIOBQIBA7gAABBg4QoPaBgR8JAAUQDCBBDBCbGaaTF89OEN1bXhaRdFUgcmhFmK6XnyAeUx2npTcbXloIpqIzJ8aibL68xLiMNY9WuCupdnVWO9byTAsmxvpNhwGFlE/LxTkun84hHrEap7YqU0zfIN7BPwemYDy9uEBYjP6N0ql1tWCD9kjYvbLZM7UjxOQgdn+UIFq148NpY6RWqsHN9VcfAweo/pbCCR1XzYIusjqPVnJWrXwMvQI2Ts9gfPt+AJgQ/TzhIam22IfySWk9pYOnNWXliHDue2TAmqpjzzIhiJbXw815te33RHawAwjdS7LsGHx3cVH0GAAdVcPErY6/MCnxLWzTSX8wFUi2z6EBJY3yRg/Trl+6BCyMK7O/9Qbmy0PLY9zh3Dy4ZQF2gwvO8lVmbsyhTxGOdil618leAaWD1sBp9Pw24SWjDrR4QknxTaQz66raLG7bKCvS+t3QDw90GtyeD5/whEsIMZRHkh87LJ0QsTPzjI+Dy4qh9Jeadh52B0/vk6XUHOTfh5n4s/jtm1fLFAsyMJaoVevR72bNHa1ktQTreKr1KceDNXw6uqot8ekJE6eo93TIvtW9iEG+TprQOLwt4C3Yvqvqe0wWSFKzKwNTDG0Xf2Os+GbVCz4Ab39ZaqBTGJrV5e4jF5cNF3/XQR3M6cE9Qx3ZlVonsMWeMhyDH1sDR4arpXB2pYNGZI1C+QJVcUXYtL9KFm2bDAqYp5baC1OLsxDW6Ae/3Bu3+A2t2RXJG4tzKjy4nZRRXhDH6v3t3DQKLRixSmsAruKif5nMh9EvDp6Lj7GYwWvs24DZOr7JBDUybdrXC1Hazk4miEb3HiucUGit/Dve8WRjUJ4C7yIZ6ma/h3qwKetK0ug/5XqSJfsw7Yxu4tbdPz6jO1UvkWWk7LFyNy6lEiVNFz/xvmKUt926yRv4zzuZS3qmO82i/FliLlKprZM0x1A57aeBnAmgiVe0RJ4swQal/+R0A/07i7p1u7Ooml9da/Y7XfrsmxHk9yygiGmALfSQPAHK6BZbGuveNJkhdVqIbHhaqft4mzzFWULhtCNWHPtGP9NWUwaN2S3b01ufv+21KEbQiuXTy/tnETP5o5LunvRmz6Ebv2a7y+UNxuYejPo3QRdumwb6cN5VGIXEhpSd0mCYMGM5NBby4TGYHo9rmg3Zkh5Gw7KYTlIG1j5YGMRsXXtLqpF+jC273C4tAbJTe4Uaexgb3sLh6yuv81vr1pgtprlELXMyG2rO2uuuTSLHXpaZtAR1VYvxXabxDbg2ogNhz0Ou0Gz7aVn8WsEgx+GHL54aPbvHLL5vpTx7yaqRfphAvgSTvvvJ7Lo9NkCtzcHHLpF0LkaBRTaLlicxoL+7YU493EgGxFR0Y646EwJp29NdL9j5aVNsf5mhZ62LCKrcXHl2v8qmRi+USROg8XMWhkRMg6JZhiKq0gZHU7v3dGBqa9a3DSIJBkDZG+EDk6lwWQbpJdmjNC+bbJQzRPNtVyiv/Fyp20ZZ7Vxuti2D22toRVrWkySryWDgQpn/SbyzJyJiW1wApNh57HVCrFebJOqu37ojmpPxYlJqwhraqzu7gS/OcsfS/qnfYTjzCOS69FgBUvrm12X3h/J0iebJQ3z6psMY8x+u2X2OrHzKFWUKX8WsBf6FxEZgww44d2PWcPRhKE7IL7FMkncLXlmWFcu23hTRhQ4AbarR6ecCt28xsK4YuEASI4rc1LhfF8dnMgLOEvmphoIdV9D9SBB25ocy21ii+O+mybQyqQiF/bOMgH3xSLF5SPnEAsjvu7p0S0l8PIZuJ6Wkzl2t5tclFO0rW68T4+mq5fCOo6qtrsLk+pM2CB570RAlI5F+lm0LeJgVQSlPm8q31YGDrVzvs5LfHgLcoKMiSf2NMZhbD6GLNP1zUarNOYK+1Cuhc3yrMtE9Hwb4f6xHTdZ8z2u3eTeYvFiK+pvaaG98wTPmdfwbfaZw8Tk5G7L8VGjSeTKmMBnWS82an2yJyV7Z8vLmjHjSt2lyxZFGxJyfpUDosDeLwbRFXHd0eknoBtxaiBQ77ULlgq6GMrUaZWauYTTbKFRlostt39C02iffnOifWalX3OP4SNuGzDcpqbstajbx7k5ZZZijMdCY37alW5xmjZvlErgZHGu4ZNNd7DaJK7uNSp2xr1GSzE+Oje41q9BP+2RuXXW62pbbSbvznI2gmW9rmNv25Fp188WhMFs3v4suQlzK/U4B3rnDvvTqil6VeZs2MPWwPcF6N3Q0V7vJdptgixm0LzPkDPR6E7QGijMlH4l2mFmBiyYp8NKj7YwKQIrI9ghMBq5dB/8qtVM/+xqTFcUSpelEyN+X5ifi/K45NmvSSNfnLo/TIadmcdtDW/qOXMTQi8IbqVgTWwnfpnSe7ZyOxIq5+DxGbk1QCeV5/Pg1tm58OS2vEryovfSuZujsKdbUn9rf7v3d5+crRESZ0dHFOu4th7FJnnnhddidlja39fCpAS+3sZkgmta077dRWw6Pc75y4wJgjP56titWFZ6yMwMdp8Jy/3OJw+zAuQJI2crZUS2n4yE1pewE1TE2SDVZFTeDW4sT5jx7rDdWqtbLDB5o+WuWzq3ke1J2GzrZ6nhVk0fmntiQdKYY9Pdw6ybftH4mCgTSCmm8YrzHHhAWekpCE53QRNytv+2PI5589K+LBV0QjyNggw3MPXnuQHr1DZFXWcd5hheO9zeMrbF8wRp38PA7JT7lKFfbcHciGNzW4x5qsg02Z1bwGe7CewKV/VukXNjSrLBCWqG3VNIQY8FS7wbQZFOCyuUrf2ZZPTi3Eox7AfZkDSq7HdXciepxpfPhLkwlY2+XgB5W0nCDCkMh9nXx4AzFS4ayXPsUgDw9vijDzWRwbJ7/0GhnKcwW4g8uORNjfGMQMbcSD38VSeLb+YRF1v9l9jTAQRj2b2949wRZFfO2bVvGfhZC5mvmW8wuZ91tg8WQ0zZNCPrad4+G8bCk4FijimVbAHtDXrDw1qnW0dcbALalX579xlLb5ZFwZ/dpg3cHTIMRD1fE8QOKp8ey7VS0KwHUnYU3QvHV85Q1/8ddS7/NRl8OkOuxVbJvnVQkJwgtmFPy2qS6DjzqJ5AdQNfu1jNS1u72yN3ptOwoGlVMXyjt/CZea2peuVqCyStG2d9Q8rXG3FX5jW/7tmwZeJ3ex1T5D1bu6zYtXMLrOoDo1W6rWWSauGe8fZSpjxvPJXbfumrJPdjbyWwn3wrgavv4Eo6O0FsSI+YjU1+wMk82Mo3K+sL3K0eQAg6BWGW2y7JjfXNWeOsauX6HelD3VXbO+W0bR5rXxgusm/v17zt7eK8JizrXd/fSWkqsWoMaNHKglEZxtB06sPubslZszdezLwZFVq8hsz+FuIWKGjUBkCBiGRc36SPZtKqPDQ0CB1NUl1Phtaom4EHy+zwCMa9Yv6xc+oWw0n2lacu6Hmzeqeo8y/Dbi0MYyQuvcGnLB06FTtzEc6ts4SUGfnq5r09Jj8BrlyGsmJBclr3iUywbhRIlvU2iItSXIxRB4PqWyIT6w2jZekX9g5L3IYRF4e07/fDmPJUjNv/Pll3YJZMsp5hv2jnai4U6/nkhTK6X88V5U3TA0vGDyeLJlODjLlf3spZ3+T2EjvijPTH2HwVGZ80LfXqglzquTF+L0MmfFudZF4uFnQsLa/tYIU8puZZLB6P78SuUVfS3JVMB9BjyYGreS8fmJ0kmeTe4q6Mep1qtZkw3wHUfcYQ0dFWWeXqYpk8bEJ7aQfg51lod2aIVBVmqZlJher4jOW8voqpaHrsfNZXMCOCaaHbf7iPP1AafbUWcSDZfw2zZ9q34+5XW4QGncvjazsYJc4qqXWABDlL++v7rTdlswwthXD0HDqNH7N4an0RXOPQdV+csO+Xj/dDn/H1csK2I2yZurschJad7cFq8mpuos3da3SUuclFPLvlvHExCY1D8C1MBFI21wae2RtEy5HDqGgGzkyGXTvavD7FA2DhhJuMq9s7aNeuluSSF5dhJ1i8a2YKLDUDGseyNX+7SrDEA/Z0wzf0YnTQf/d4pDbb6LETZvtn+w2rzqHeWYbdE9MyZynfu+Yaw2AT1H9aXW4blEyZ/1mUWRoC1cic+Mlfc8I6CB6AeAdg1uMa1w37LhxuLgKEEzr6rZbYLwziyILWoQDUvb6P6F0+coL6RA2wx1yDcOeMO3ou38czRgOYqg/smYAVYZMhHSh2W1jQuENAYNVaPeJ9clU3YQsqjbk7BS3vHJ/xYOm6ukmyC/IpGnlDRlRMtCQbBY7VABTXxL3Oz26e/HfImpQXQsK7p0BdF+X4a04FtfPI3JHteUVsDwgJyKgPdxmJQ1YWoJAPUI22XNX2M2p0Mrn217qq2Uqtkil8WC/gJC/t75Ak4ir5yloMH0zwP2tzN2NTrIzQJ3KrZ57Y9xWOyI3CFDmgcERuClMUWPW/xhwSiPn5WOHdFRSsE///TgAAAP3///9aAAAAAQAAAKw/AAC0rwAAKLUv/WC0rhX9AbpKqowxEHAcAHCu4+CBgw944Kjxtz8cekjOKwWNFCEhJquu3neVne5/95lB7N+qKx4y3/3vPr8I+QhHCOBRuiisKaLnzmtxAFwJpYUN56kowtvmBntcgSL2sc/W9G4cJDbCKWaoyErdAkMxxOFiheI9gwFboYHYV571cA4xvBk6qwAOBLgxJ0Sbuyh87wBKxWkBq6lFcGuFkQ3T0MOyv90X8F3ElQfqj/CaCkkx6hS7Swlap4FGWMXhG1uNULAJozEwfXpjaQECJOzI/lYlARO7F16ixe5o1M8OsIbhq0UhhWGTgMJciGxvoqzW5pkRZBdBIgEB1eSGUGNSA10VO4Fs3owqGe450UcVOAdstSqbU28ewkrW7LyWIIBlZc3CT3pI3VK0FsBbZG/trVCxty2dsBEZXLImf+BWt0IHTlXCNxZwaTNjCialIt9Md0LhWU+rA4w6dlwkFD4TAu9OQmUhQ4myC4CI4qQV9EYQ+zpElmuLkUrp8MRxNxBgtWKLnY1AqXDI6e2eHyuXHIlsnvvvL43i3Dk57Buo28aPsnBiA31J2EhqMMzI6vCYOdEwCUjAV2rVwrVl7O4xyx1gMEx9SRgwfcNTUDfPuA64B2NgmAvjj1sPhBgjXUCbrEeGfoMB+d4AdOqsRGfY3AhYPEQF7q4XX27IXO0DLYoOxHJvI1cjToA77J+7LrWUKO6dFJp4FyAU8iE6QW2hLRbsJSfDOb4Nt4yUSU+qgrVoUML5gXMnIFQFz7Y+sMGyAKaR0buH+JSwMm1bpnLBSEfTbQYCDI4OHLsKtAjmHYamwx2VeNjV0rGB0MioAWMt7ylLq9vrW/tQAjz2gM49m0nLIe1d9d6S33//vf/e++/9pz1d0/572nu6pr//vqa99+v133//PWtqTPoh22iO+Hvi9RJYfk8nurYaRVPW59ED/udC8PYf4yzwkY8rf7d6+f33v/6QLTx8xTJH8r6E+bolpVpDHeZXxBHjwOnV0x3Cff9rOiyjsewjMukQXcDl4RYr1LS9OOVHuAErvVHq3SIrvd+HoXgd/EG7CqwPdvg0KmG+Xt9EphaLitquJbMp/Bhqh5uTqvh6OWTjJL5eBeO///77W6g08MdFiAszPdeQkMXDD4cEZobWa1FZ4L//PvyjGOc+WSNsDxMGvgCOE985gqiszzcJ+XxxV/8Wn1RawvEEVPjvv//++xv/qSrIFCCm3ymDlpT4nZooDxyg4neEdnz//fcKWPzfw8aFFxUgdJojYv7TdlCOX4eq0+uBS39RIoNBZ5laTQQcYwbQaCeUjXRNfz9o6lU/se2hFiPR9leRBzbsGglt3RoYHXSNDF9q+vuanpBDVqM4kiBpBd259OJ7AjWJsE25sFb6kkQVuqb/YmJsbSHHt26FKE2XlUe31V/Kno8ZGqoE0/ePsyzqJDKHNh6mBDpn8cvr/Yc1vpZL6GYcegltfIBE/UqKqNSzEcXLt4Xg661nz9ipYX57TV91xCcV1i4rnDvyhoKUCWTroYExg1XyAwa9Swire2um1JCHiKxVBvw8JvNqa52RGK/bjbKawc7r28Ox7HFfuCmsdtFis/M8mpp2VOSG/5VF+64KBwy12iimG2bT/GDbIbEDX8WmfTUu3Iw7UJBBGbAXCLk9MXgGzlMyZdft1BUegcKeXsmeM0oDN6KpR/RI3hSSIII1NDGy5VDtMIkuFbbc1Q7wJSiLR9dDcKn9wnaT1BLhqEDY5injpkoGLnXEEPahOXQXogGDWWxQtBHIptX0YGmCMCz3TFOTAGx3EQZGyQpjecA9Y+0B++iKMtso5f47+0a4ONllkYThMygy7746qSVrTu0xG7d3S2DcN443PBcM8BZAoqjBJO+KQfCXLnQBzL7cdUUMwbSo3w77EFtjFnIrdbZWD9uNiPU26nLM2qLtzkAvKbXvXktB55CJ2lbexW7jFBmovQNLV99W7imbrWskhx2E4YyCJg2E7KawCFZcoNxeMN1/Jto2EdOP3TTJ6683EvIFqySIBPGCvPvCGtpRsSr8Za1AonbeimZ+7EYld4SZyWDpHX7SJhw+g1p499GV2kHJ3joHxtxnYnn3kxXYfVU73t7RGKVwTFa9J4zM8LXD0y7uPuPNhy2qOQtL8V1IRClLkPBY4DGkeER+6mwrnITNOzHCwQqp8kaDWMzspPqeJ6abGU5evjv4HyQ7dBhUpKMgSGjXMV26GxLpGx6CqGRDWvQHoZZTDrrChjevKFV0lwhX2mvA690iaSZG4E2jneL1fDJUM/hZzndUtqfX6DIYqygaBK7+kKSyvTsKgMlwBA8FTUL93dhfSl65XHgwXRAnQRwj7C0K/qpuA8588NWhadGuakFUQMIJMOrrZowxKHbU5RomOSPgHmZEi3AjW6noa8AYHWAqGmbwFqgRthDhjJ1AM/AaOdFvGtuSts6nEicbbKi899577z1N0zTt9e5dHendDFb5vN5Wo/jgsfMQR+/MpMBQQCbo3fTZdf5KLs8H+JIGL321YbuhYKLmpAS2766AmSD9sMdcubw5FsFgcvC4XK+tJYZnyhDW3mEDhujBld3kFWkv7b0lXYMI+b/+df2/UAKytH6Tj8/KIdbxR/bpheeyFPmNg1U+jCSzj8g549Pygf6/HNg/gLHowx2x/iwmTh8sKsW/18BBP0nE7b/3aDj5/skJAAh5X+qbyOGioFutuNpXQ4Kw/TYJmiNfhVh5xvjgwSB4X6DsekTSC2chWbLJtOC2MPQpLEoIk/hqDCP5Qe4HUpIaEPGFZSdc4aAKue+MXszRRu4eKbPuJvg2O7pQ16z3gTYoJw9GCvxaFI/fAmJmiIoaj7XmZIFThDeA90UFmJ1fYoLiGoWG/yniawH/PD+NwNNV6Shc0iAJJdE1wuykjIrQljeptJUUKbRVA0zvlhf1fkgNs+NK+qoGOZOwCgSVhK21uCDrkXC1dk8BWo0adlXtc2AwDMzHA0sHEZF297SzaU0aMAlu5819souaxBh6EAoOwokH1iIDxwbQQ3ZLxvYcZhUs5ipJPN/E3BBx/CMkjmcQPjweIBfHcYI7xJCecPJ1THtcKac8F5Egj22WLoVJHiE0rj5VKN9rq54H6wRS+9p/z+UD5Ee78hR7I9LTYT6/D7NpFfsLvnZMOZDE17Pn99/3Np06LAOolTGwX1oQIyxZe6WuISWJlzYQvrsG7akMtyvIxUpY1c7n8zLgMRgs/RQAs9rXfssD2+9kRjANphdvVaZa+3vuAvZpIYK2QIY+S0Lh97fPFsCPgCvcpgqs3yLc/P6LlLRbpyEoLERlW1cRWLy9LPRCLrC+76wQpkZtfSD30PJGtN0jH2jrMRiycI5IeiVUCrWv/c2V8vxFO2ECXJF5J9HKITZW/hWYAwGqUh6qM/y9U5uS/w0BoqcthJdy4PP92pQF3bPERCcsQPXSHGaALZ4+59UIiSOYtQi6Kj6xRF5AjA/f1/5KV5Z6yteiPeT25IFydNS+Z6jvByDjasSd4YdUXNa+a2XnN6XhHRWJ8kWBeN/jXX7oajkJw6oDUvvA+REljtJorjx6LcOhb1XpmXTZwhMYQMWii5laU0YTEpLbx3RSdE1/H0YTgLQWQqWhqYSp72aMNU3gymRtW1kKZerpcTZn1N5rQT75QEFUBVDZeAA3pg8cbbtKri78IFYdGyBqSuJFx0bRoL8fg4r9Sj5UpjCVfABOzhsuwtSMV26lNoDRVsRgfWlZjVZNQxMD1Qs5ukuYvpr+noa60FZTgXKBleaTpuWRaUGEaFfHs0udevP5qhyX1hbaTIEdaLdLXyl9Z4pLCDoMY0l3R4yltqOwg3WGS/c49PvSb3oq/k7fpNdWFRpNFRUBAqdqEZU8vABx6CEXjj5d01ZCLOtW2dTrhUsj2dAmmYXzKQtjgLibva+qGi0WnHSJ1S01vQYBqZYFJ9UKhNBL7ni+tJAjU3UXHCLY7adP/NX03Rlek6m6xSSI0k1SOdT0zw3YmvIsQr0ijl6RmOFCzxOOWLKma9pLlUNtiielrMEY+kUMegEEJV9Qxg1hOBvoyABeapqW8ySt7a8ADc0CWsaULUpwjGqfHJ3/85Wu1EGr6QFaQus47tUZBRD05dAKQNgU9RAaZ2tVN00D1gwzB+npkqitpmt6DyrFN490/tIiob3pzdfrWFMSHmHLA6Q3KE596Zp2EoL+Nlmys81UiKDL4jiej1n9ga3vbYeM5sBlQG+QHPFk5Y0lsGVNbfSag03GGb3mBkQ/FZ4JUpeaaBFXp4Tm/FDq5+Tgu/Phy9iepVeMZF9N0zeZmFot1sWGW21Av7ndeS+UC4FfTB8Oal133todBDVNZYSThyVGXy8D2LjmiyOhoNKOlvMxdUqqwb88zhh4s3ulYyiRekReApEOaK5eOBcxanqCV6pG7Gykk9JIzzUw/Xq99yzHle+ZNYAKGL3o3pMTBXWI92KDuDrjXYBjRW8WuCP9kQWKtzQNlu50U0AS7wW04mseuJ8FcyjoG0VUQCNjYFK32zJUWdXMzNmynq+BPsA/W+9eibipzEoY0PQQAOWYXVZp5PXeU825s1I1gA0sgOiqjWxL71RNaZwzE6QUFdlJZCvYPDiqck4YGoo8cbqBTFdaKoLvXCBXJ50XkAmDPQqGJBwlzF3PgyKb7XCw9n69f4q3dhB/gYyyy2qLJl6WPnFsvzWicUNMqH6+5thizNLCflDuVo+AkdpjbPqernwTdXxWsPQOngHIHARgysDQhk0FjIR7qYJOkBEedtypn2IUq1PMHFxfb6wQQlYzrFh7TVBpdUYZIIw5XN9Kwwyyn94HTgZZC79whGOzaKw22ay11Z4kUTPqYG/CMEK3xlM1tDIBg7w2rFxrUN/JF0zg1YFlIKWpCS4Aanw0zPeW4wCQRruetRWAIowZokZXm87V7uttAcVzqoGxS8lUjVXzTCScJ5hVHBIsNAidYJui3d5VwaEaIo0Iq4q4y63UxWE1itOQDcfFe7KDASuMVlsbjfSDmRR8PMlH1smzQpoFF5ivBwmD3A3TI4g5WHfYVgm/gqmAs2J72GcykDz51ruBIQECtZN9p9r6TaFwSZxSdoVkbrkK3/U7wggLtldQANoXWtYYrTpzq0GrrDcaGDN87RgvtvTe1qiKuL1ldf1y4UYDXK1i4oI9FzX7SGHU1FbAK1KFGaxsPpXacOCBob4xupCMU8bQWsGsFmsKwDIvnCkwJ48KTG4AsLLpCbTJ4AjBgl2qsGKZOt2MdQtWj8yA2XpQHXaMZu8j1aKvuCg2Ah2gMVTFwnI4tKFBsmyuwBU4hqNh109XRZ4sW8wWh+A3Zh0yQ9JOxN5qDsYuolp8KrQAjVGJCaeGtE5Yy3yN3oEkJKxm2QHDtpszEaSusRLJsq3OGIJh+MX9edWcFmhDxCzrDivlsUlgpA9swK5E1RkHp3yHN5gU+OG1BnI3hADYVLVP5BzAOPV0OEZIaAk/YV3xi2dgUFjafypGu+T0DSuMEY9puIvAEzWzUbAhms/w1YsKdxmYlqLDjkuySMVmJkykNcpogQS218eZRZ481tjCPJnN6o5RH7IQqXdRN4UkdWCjbfEcs/JlnR00irJ0AhchEYQVzReq8M8CL6EdsrteFsK9SfZW/AOyykUBCBvPMNJLczWcwzdoIwnZAncRW/MhOiScFtQllQGc+iHrj8gs7HXBk64UB0x1iLfDAEZ467ENWEwTpE3AwA8ckqMwj7sTrBxU2FtGbAwAUQwTpdH5cW2yuRq8nxFUNnwUA0A4yi/Lm0KgYs83sNg8WYrcQolewoSTamTfBFi00O6DYQwDGlG51XLgCbAywmwUfNx+N2DwR7DGnjNBqejBwx20FIJUzRVbbDIn8QbGXZfwQtkYwUbwxATrzY/wgwaTNlVhEvASLKQSalwJrzbIiWUEs6duDiSicAyfLWLaca3AVnheGWoAhCvJMDnVqQCPyay8eWS0hjlzaL2piWCwVIZL2BrhF2zOgNWsEGAvjdbIA6JvCpEdxgw37TpbIntUm2FK2KY4NivAimopTmhQDYMWIB3ARszG6YI9xHXdAoKKtPJxsMFCjfwGJ7CEQ4HwCJd2sfnSrxY2AAp0dpAZxJzbW2BF+BMHRlrQTnPcWWe+m/FmCbM8D5iJfmYjGYysRWYji5G9yFXmP6vNevPSPDVbzWkz2EwmN5GryFDmr9lrhpqdZqy5lqfIT2Qwgt2CPEJGlUW7YSdsUCfHkE9lVL2eh6Cz9btu1tP6Wj/rC7rvYZ1KbrEpf8qTsqdsQgaVKeVQ2VL+9NBDZQZyA3lCiD5CrpQl5Qi9Rj/tKXpkX+wRLPQKMtlaz+ya/ULX0C27h1lxxpwhzBdmx3lTRiHPkFfno1lqRpoPzARmpplq1prFZE4Zg7xCBpPHZDH5S+aSvawlZ8neLqDn5PT0HnnNGjlM53auHCYMGhmNnCXLF/mLDAt7Rb4iu7pCkaHIReQmt1wCt07cpaVYaQgvUuTIERuusfz1FczBvAlXsrUFpMXF7eoCAyMK43qvXKFChUcUJvzJkxv2y8v1Ek1NCTjAtQoTxokYMVP4FH6Go2lqkrky9+kph5vDjTLALVAACuqGe8Ptcp1UVUOs4sAheqMHb20d1aFDBCsaLJwNt8XCbdvw2toqalzwFy9kyABBg6dyA3B1dGbnmQu3BWfBAhX1EwU//TRxyg3AZ2d/uD9BXCTu0dEaI14GB0dm4jLxW26SFi1ItizhXYhk4VKAcFluBQi3wpFkCXEN8OIO4H6ZMQOFDIkUPMUQLhAXC6unSgDXysqH68O94mZxewBwAXCpuAY4FE5Lu4Qv4V54FyVKYCQJ8xw5RuzYQYKT4D74Dw6DGzFSQgjoB/7BBR/twXvwEjyIqWmHEydAOShXwVfUqBE6AwuXc27nX/gXbufi8E9OSurJPXkp78BDPXAPPAZvwcFwJxwJL8M14gbxWA7mPPgaJM7EBgfCby6FK8UVwM3haDgWPoXrxI25N3xEmNtclIvgqTwEB8Hb8CqcC3eHy8Mzho/hDg1xi3ganoZbxCXQoEHgHc/L2/vjfX18kFxSkhIDn5yMXOSNjY8ckpFRcQJPTLTAF+HgElTgFChIKOQRIiDyCXNzcofc0JCQO+B6HA/PjtdpanLo5Jycm4J8cPABL+SVXIOGS57JFXA6ugX8jm/gmJiWcfztrY2Nr60h4G48A8fgeIEz4H5+EDgEDsgF/+cCA8viWVxLi4pT8aoqA9wAL1AAikPxp6cm3sSXlpJ4Ej86IsAJcCKiAXwADwoC6hHAfXx++A8fGhLiQtzIqIgXcSUlJI7EnZyYOBOPiuryLp+akuJS/OrqAD/Au7qsuBWnaSyOxcXEtvgWJyPz4l7czCyMh3E0NM89V1Orec3T0r78y8/OvNzLy8q++Bcf41w8AIA4D7+5CcADcM5xOE5saytzOUbD4xhNLIaLEcMmZhPPzqqJ1cRgwJyJz5SJvcRcuJSJy8RdupCJycRfvpiJzcRhwqSJ08S0tGviNbfxmLg2vo1v49paLufOcZuZz7x3Ha7Dc3IEcAF8h/sICjrGjvHfH2PMGDNgMCGeEOflGcaGcV1dg7hBLCfnF/vFbm578V6clnYX38X/08V08febIE4Q0/Rb/BaHhSGIEcRfX2qxWtzVdRafxVtbZXFZnJU1Fo/FV1dkMVmMhWUWm8VaWmgxWszFtRavxV5ebXFbDAYWF8fFXq+CWEHs/YJ4QVzXeDFeLCbGF/PFbGyAMWAMB+cgdhDPzUGIIcR2dhXiCrGeXmPcGPf1PcaPcWAgZAwZDw5OxpNxYSGGGEN8eJghzhBLkGAZW8aJiZgxZqyomBlnxouLl/FlbMGChlhDTIFCZVwZIyJSxpRxhAgxIaFkLBk/eBAZR8aC8YW4Kj5wwEA3jooq4BMDAQktxU1NT3E3loqhoJwIxEVFQ0yxkhJSTCAmio2Mjnp8c5MTFP/89AiIAwTQiXFiAPHODk/sE8fcuMc48TzLMY+T4qWpmIpqQDwgtoqrvv/ef/997b+vfe1r+vtPf//999/XdO2/97X/9Pc1XdM1/X1N1/7772u69jVd++/pmvY1XdO1r+nvv/++pr90TXfp72vva9+l6a6v6Zr+0t9//32Xrn1N13TXf1/7J/pL1zRd093af//991+6pmv/9H33S9e+pr90TX//pb9/+r6mu7X/0t/X/uv9ep/or9f7fdd///X62nvv97V3qstRE/ea2r2jZSut+v57Pb0gZalPtf++9t9naXVZ/Wow+Uq2Tp8qwD4OB3ITw+FP2xMROjfF02lxJv0U1lHSFlc5zwz4NSdXpkGxXzDsJATRo78bsPO9TXrkWP+lKVvNZLDpycQMfV/7GBam/MUQsCKMdH2eZM73tf+BStbVNM3xfZdVVonqT1KSETR0xLt5aNwx0+KfzSoGsJ55uRi3IxKDalgXHnhSTX2a4hAnRMgPGKDR6MKSr7v8wdQ4oO5zG9NZEsaLoUj8vvbfX/ko+hVe2EdaPd7Oi2TtTdFkfzeTzeX33e+lKhF8AnOFPCwev2bpycoFSk3dZK9zbkUPX3bZKtfD9cecavtKi/wbZtthl0udJ/vqJjjr/RMnE35CfD5PsMDVWi/n9uL72oNalele1q/f154yDYKP2ORvEA3Jz53mfd/9ngC3r0bSp9m4xdc/aPbgRP9QZ5BPX4alymiatpoOnMXSRar/6gAlUwftp1npQP8geLVWIq08rnQrEa9qXyILlG93pxNKlObbINC1/77rAqfpEx5Jgugh6N9oVH3v6+9WDUQHjwsNafyXUl5r02nt1mU1BYgRHisW6BJGju/zfZ3xRMd7cKoYJSC6kVh4YRYNzj7XFM0bbJR+zJDH175H5YYfdxi4Wornzchwfc8E7Pb9NnzaqSh82lOU77/vq51S35xOinzpeStwLGsWHjm12aOtjy1VXyBxHPc4jmlXcEAKxKHX9XbC4nj2vP2MuWEmElyIZ8ayVRXVgSkDBaSioLpPTk1MS0pJSEcEjIqIBgwJBQH9+PTwCNgJAEAnB+dm7jKXy7Ect7m1ZbOmVk0aNGfMlCEzRgztbBgwX7x04bJFSxYsV6xUoSI7RUqUWCiwT16dNGGyxFVJEiRHjBQhMkRIECA/fPTg0bpDR447zGqDV1Vx3ODa4KbWoDFDRgwYL1y0YLFCBWoKFCdOTUtJTZQgMTpCRAhREKEfPIB+dvDs5OSwqbkhE/PSUkOGSgyUk5KRkBceHRsZFxUtVEikMEEC4iE3AheCYSHhAweDDQQDAf/8+hjw7enl4d3ZLaijm1MglyAO7s2tDQHbmloa2plZGdmY2K+/nkvHW7RkwXLFShUqslOkRImFAvvk1UkTJktclSRBcsRIESJDhAQB8sNHDx6tO3TkuMOsNjhejVVx3LCRWoPGDBkxYLxw0YLFChWoKVCcODUtJTVRgsToCBEhREGEfvAA+tnBs5OTw6ZmvOHykkOJEqQzZqQCATIkNhbKly9b1GDN/+vpPT52doaGenpOzhAoUHDg6AjJydnB1BSFquqqECE/Xil0DBgcu2PnwIGzc3ZSUtNu2lNTVbtqHzJESBfSoUB53dKvLC7Om5gfPj944ODBktGyMK/QrXabayotJq0ooSiiTiSTkcXIiolSJEoQWloradLY/vwMkJKy+p9MTq5OsMCW01aUUBQBHAI+tz7ybZfLyLVeasX0JKceJyGuEA6ajtNxbr/clrlSxgsUL1UcODCcnLz09AQNDe3Q2Vn5+DioN6u5unp58kQKESJGbDvswgWM0dERmj3zx48jVqzItl26bNsHDECystIiIzurOyLqRHNXAgAg7rGcRqbt6WHi4RGahWbO+9zJVCEje0S2CGsRsAEDUENDQJyr2bJF1oiR1hcvSi/lRwYM7AwNK1xeZoKCcnbooKGy8nBwFhPb2vJGRVURIMDk4xMkyzq1LGL0GJ0GDR1dR/fho7W39ifdFQ0aWy9eaKVIMWIkHIYBY0QLGTtk9GjSAxYM7Gyb2TU7a3SMdH7AwKCggIBkNbIaNWRkZVtbS9vi9OIKLxRyUMGhRo8aSKQg0XJGC5slSfqSJTl6DhstWpSQIWNGn9F79ADSgXRY2Nge22dnv/Qvfc2aWaer0Zm5ZsysGTOGCxWZSVtab2tjwAARMXJysvPzs/TECRo4cPjoPp7IC/Qm6F0IcUEFWEUPJz2kzEo5cyOfuXnrcXEOHECAhJTs0AEUBQrU1dUbP0L0FSte9BedlfXudz9yBElH0qtUodKp9DFjaDvtzPnM0227bY7XW1dVZTExdYOCinQgdDy6MbUxLC4spSclAD8A+o+c5sIFTc3RURcubAPdyGioD/WbG3m2887l2dkt8hbZiRMjshEZDH4hv5BDhLicgNchQJCUpAQF/YCKmuJGr+HDx6q8Kh858iq/yl269C6Tkcn03nf6TkdCaupNXUurq3etDQ0lVVVtnZ29BQYSSkpCampSbhianZyq5qq5rs/mszkvL3AOnBkZJWfJmQMHzVlz/vzcMG9wtLICm5pSUvLxAbq9re21WZYsUZKlW8nSs6TpXHqZMvPcp2DpWLqXjqarq6zMz6+xMUMGDBjwAuCcmQN0Nme0hNHiJIqTIElJ3a2ttzdCQkhIyhmx7+hLljTpTXqXLmA6mH57O/v0Nr3N7OOzM+/MSkpGs9HS3DWHhZXNZbOdnd/sN1eo0Dg3zpmZGeYMMycnhhnDrEGDhMP5rq0tQV2XZWV9dbtTRX0pKMAcFMSmswkzx2F6mC6mR+HDU3NT46K5nqSefjYj5815kQEDvwQJFJSVoX19hU11Kgp/iDNeBMEIFh5YSOxLBGwDZONiu0K6kmJlDYd37BgyJEmS2FguXbKXF/0/W4IEfYSEjhs2lIABwxYiK2lqakozC+i1aXptzyIzWaJjSZDUIDeLG0cKHDRMacg4lRGDC5cwsbFZkiSBHTLEdceOImGvn/YT5CUgZCTcQLoBRg4YQp4ImTLXCS4QfED3oG+tr+2rjWveo8BHoUFcAwVfBb6A715dhdH0GRubXV/foaPjZokSLexvWlxaXmEeo1zIKDOSyhxIZdIcco0cco4nMpInWmQwM1cTVJMAIAEzUK+du0EDgmI5nuUuRiYi37ihw4aNFSRkzp5mnmcAM4D55gapKMGCtAV0ZHRrXmtfYmJaWlFRRGhj85jcDIdgRjDbzWFxaHxpXrMvPX/nuBlohoJ6mp9mL6+sOWsmG2BgNjAXmL8ylihyFNmK/AMRcYKfX6ACBXZoaGxhhX/9rzvocV9f3puZvb39/SkqnnBzg+vrA0xMrGDZNcg6UkdTWXxgkaIzhWkH01PRU9Qu1Wn699/h4OS6XAcEFKzQLUxOVk6YoBgY+MDOLo+tI/j8BFFZiamo2PjgAWEejn7ihIquooMAIaKL6JiYG/qG3tj42B8NQUFdyC5kEyZUZVUeg4MR9vbu5ii7hEO+Pj43Q0MLFiRIgAAhMXFx0TI0UzRTgywqd9AQKXeQOyMh5U75A2QG+YM8mkFTHpVXaGKQT2DKIuRKTAoRKOzx7cEpgENzQxtbGxOTDS0IWpDgJwECIIREB4mLFRYtJy0/ZTrBOUG/Oj9APEAHgQ4qIFaYlJz0xMLyhoWVnZ3J2dkNHh5Sbsom+luno/v2bx8b8+peB7S0vNdrJpvJZWVv8pssJ/cn/8mDg4qyIqikpFzpQUQv0Leu+lYX632JGRItQy09dAmdkjJDz9A/fAjtoaeRjD0ycrNv9s5Oz+7ZS0tJdBKdRmfRTYh20V6iX8oIZDKyOXlOXlurk+tkNzc8GU9WoCBQDpT5+BBlRDkC3Z18JwvKD+Q2NVlNjpNruWtL3pJp+aofOOpHHasrlYKQSx8b5Ub5Um4QpBdpI9f2AGd49B99RQd31s7TdeQ2HUe3O5EbnUc36gH6zZZuBnGmLOo8E+YNnUl/7Vf6UqfqU0KaAOlmuhq1wblnzpl5ZgeTMqsMRA7LSmQesn04B5PxqOTq2wABKOKmBgACAgAUAHOHKgijMI7oYejeNK2mJsErAAAjCwgABNMAgmC26NeiACA3FqkFJ3f3wjw7YB8q/Cd2KM852E9zNzBIY27LwVZWoSzH5BiQegrqITVnphzCT3twmLikha0LE1t7Lr38gvURw70KhTmyqkDUoygNzBy4l51jOnRJPaxUV5zLrP4sEcm5gp4Xin8getDwQeIVDNsR0yEqe2msc9K1u1KGHxo4vZKhwsgHS4RqTPHOFWcb7tm1RudGVQpY/0DwRZ8qJj7i9UPjlNb5dD1qkCtXIFe3037vLYUDepOFgX2VBguQ/nfNprJTejEjJOfNM0IcTpKbDA5eEHtnIZ/Wk6fXE5uhr1exq14BT2tWB0kJJiqeXpmbVc7axiY9k+exRaPbsLXbw1h51CpsoYNNovrWNlfh2jvTjj4N8h76kSHkWS67Mu3dMbn2B2zO723l6K3CooDcaED00qnHpBDZKaJ1vRgiuZ3cORSWvmB/pVk8tJVWHid3Y6vEYzTps6XOKoZg0k731Co0tbXEV7NQr6UxcK2qo7Apu04NON1HpoalQ4SG5y2M2pY2KAXuA/Tf9M/u3/t4xCxpDFwakvqfLnmQqEtjMb38GzeHgMC9EDBcxqgWXnQGUF8dADX2bXr1OtXh6ozP6y54Rmz5Xtl6rLOy6FkqdYl2WX562Vx8HRFZ8k+Pqm8rswv6CuYUGebrLHD4mXzNTtoYkM84d4Y0J4vSHQzAUW8A/9pIwbHiTa8KdC7Rsdj6k7yx5ftyoWF9OaJAbuZ393kD6+J71Grn845DuXn1Q3j2vkEil5aTLxzZXXfAZ7Rrrwqgfb+ISdXPgdhMHD8Oh44T7rLinoGqamb3C6He/td12fcvk+IPtHbAJcCfhUSUuOVNzNj08FRXI+MaQgdwCSxvsAv7QUuGdNUP0Yxc2c/1Gsyld8xvCa/4jlza9+7/UtXGJXuGJuDD+Lg+lc8/bb1iFnSIfbQTkbyln/X6iPLefqRGMddGyX4bX6xxKxMBif8kus9jjmke8/bcYZB2k3s378NO2mPvLPsiePAXChToP03deZ5qXEd+TPlfILc8rK1qbWfVAHY+w5mGBz8mWCTPYvXTALY+oveb0VnWSW+RZqSVReur3UuB599KtV9IiWLaEC3wwGgtSuqzZbtoufg9dQt+ChfgUF1qQQNbVzImtwMSFO6uwKNE15Si7ASGmq3lTF3rk3LXjSSyD16ZBw7SjN6N9r/V9QUH8nbw8JmxLjHKB0fw/3Wy89c7n1+T3AbO9fNYqm/2/TMI7f5Noa+kKn34yRq1iMlsEoHUURYC+icJWLHc9tbAmiIP+j5i7vpGSbWeOK2lP8raj+6fwbRbk/d08kg2CIFtFwaVGD7HGYNPN27hfunEETrH64cCsT8M9/fcteII/GQ/nEDy3yV+brnpWRDUzQ2xzw+tHIrl3jDBEKLl4ZaI53nXmLCLycHOk5E9yMJ4TNRGPlAzBl/wn+F440DqjPeF40Epy8nzs0VHfSZV4UjsEHhPQjI6hsc+VLkrSO94c6I4bkzXHwaS9LkCN2CV9ln3GQVpd9Bg3ZhucGt0S8tej3TCbie5dmVqV+BDc2CZ4ehpDWH7iEqg98KdpMYd98aHuzZD6dS+/QaPcmREBxRavcfawl+EThzK2Iuq20H64ZuOtVjkMrNc8afOBaOTcrv+ep39n8agdfT+JmE9LfVZxCLx0wK5nMVnqvAVQL7G65g/nNVVL71p02EM97V/K1IfMsVe7MogHhmAVtW5cIlhjZNPrzIxtfDhdwIMKgSFtw08VhUcnLlHa9BSXIaVBPTfJNfapcfTc5xtrxvBtdSmmqRvItPUZd8tmOo6uJP6nYRw7F7iMCyOb1zVU9hWTfIAdTfFzATbiZT5qkdo5kcP0SGfrLvmKCfTq7HHcYU3lMy3rsCmNSHT8UCyMSN9rZm8QyhdXGTeukCGUm0fbieEIcgQIMJMka364S8JTXgaKfRZrx+71p24q/6DKOPd+7T6O5562wHdmvl64oHczJcvjHaArFuHcDvocjdwnkiYdePzhH9gb7y7lXktOpkrm26RLZYHaX+8zhTbo0hBWuV965uE9FTkIcp8BEsTWyLLoXRrbutjTYW0fz8O7aPe8EGxFER4Mb1ubQoVITJV6JNjQw+90ZNKPl79Z1B1ZVaiIWufP8EfMeqv9nhSJRbE1G1b/Q0eUZfvcfh67Tn3GwsOrz+XjX49j1xjg56JbOHdXzO/8fQ+YVyso02gZ5Cah4uLlx0iinVepPe9Pc+7+3iLGnt5zlR/yOvJZc7YRzi4TYh0x3zcfpavczif7fh+AXY2jEA9ouA4ISjFXNTj8l3jnbp38l5zLPnxgwZRK9bzbiv8na/w7Gbad8nBS4NwF7Q0R1+dJOPMabBszRAA7et2mf84rq6eaPNiDaK+GSib9O0wzwpWELnvFdPeINIwEA6H8u+embYBYrlKPAo3GhtM+paiQOYu66vcm3hw2eAQfrb3qU0jioCzo12Kg0EJ67n1IljWzqglvZc1tEQx/SH8Mi6pGuxwfe2x7jnx/oZINbqQksTAHbjXMW8+uvzkLFOCXlOzAy/43v7vRl4036D1Xs0xfPddtyNPvutIyLnnndJv9WxTHfS+nDoptriP8kSmuXf1nzDv8tOS5h1l8qn3ce4J4UlecQoqrmzoSNqAuafNJx9re0yuUUNUVVEnG6PSKKmsR2vOknhDyPdptrFUOQJEzfEgnFdDQ7VIVX2SD+Nc7ZwItCVxeDAGdEun6A8/kcq/E0rkQvGwt4JiDtzu7vtDPXUmKrxh3Q77bB+Nhqep8XVClX/EyBbNWm40PRhBKfA9EcerMSGnLIo9+U2S+BLhopWCHXsSzutxIFU5ynv4haT8JeEEkwqbeyDMS2MiTakVf+qL5PwFyQV/M7QA1K5V0mZu09WOT6062uZVCmyxxPiYYaK02w4JfbKLOH4Fcdcmf7mxNnYkNl3taEUW+IpGBfb6fqejS0y0jw670skZXIJLziHWl9Y+Tk7xewP3nEW5tvTtQB3tzwWcxzbJGmeLCWQh3ftgV3sieuRtE+uMfy/iqW8I9Om7zhS76rkAnXH01DyKIsUC817OEtqo0akXipPh2pruOZ8QuWAi05jjJUE2zWK65DxS9M5zjt80nZduw9Ey8INMvcfXPsxCLDkFa6mg6G4DJ4OsouUx2kSE6GVzIN/lPG/nGhYIx7yjP6YGvAnbEHTkLOPyiYZsAFskOJ/akN7FX1SLMr0SZ4Fq21vmTeYnRHae5/gG/Ly8xugcnNGwLKeYnZcbEJtiMgJnWuZTNpfntR5tlOSayLZ7boOmFT05d7JMvcmslzcvWDRLVvzMjy1kA+wkgunIIcvNM8sjSjHY6p11hyHdnhe31pUGyBl2a3Pf6kWJagoeAG9X753qcpUFFpN0IJxhvHf2YSeQINfY8kYTymLl32/9FH6DihujhNojiiF9azq+ppIjYz8KGUy4INzAmtfVgJeLkKEWvXcSOAF60l14zljsneqIFAXqKX4G9yW7S58B80/6tWUtN1rxEdr0QFjiaQ9ZjPyNpSxZUWp6UqF5BvkEKcP2nt963yXSY46S9Ur3a7eQbBO+du72/CojWXWk3sxSrPIUaTq/bHc3YKtCMuytDLRyLEbuuopUE4fOg9970UWXDuKW09E3xxqQjmbaa8qGL4sVs1mznegtdsqoqMyWEgbG3Lquh7dYhu7iQnjbfuxQ0zoXGy4OMgPttLsvKGm1aNHS8bA8CYULCXpmWMZZcma+m5nTw3nBnkpm9CBaeesXIuEit/aWfsHRgHE+Z1brrUBl+aiFKu5DClRtUJfZeu/Gu8MbQvF7bq3c07osoE79Y8AB3+Y3v/Jqny+8cYJBWF6ZtCxnPs/hi84Q8R2FUyz+08KgJOylj+1KYye/FCaccfO8Or9jV2873aTuPHQwNdg44EW1xDA2dh23hbDngAu2MAwoU6lYw/bimhfSRN/sYtPLkNVs0vqrAnwys3R+HbxEDPu8dDjDW99kxxyM0zKVKAZzaguDl7J6N5/CvZPnH6pOCcg0QOenA51oPdCVDQjOUALxTGLJs47dDOIVdlzRIxb7ixesbu9TyLhkRy913i2myYT6liOq8/i7i6uIW5Mzv7iA3QVoENoH1CszDlK2ZdqTTYe+rhk5tpXlxd9c6EQFaqDDO6Rucq7JQ7/sKGuXs8XYARJHatgtWGMIPfuR+cpN5Jff/DGtZbtgAWz/ytwlXXOo2U5erf5rhqjlJ+eSH3YfmxzTWDMLwvtTeZ+R0iw7EX+We23L6EHtGMR1kAF/f3AWGGMtPIROe7gAdAKgr10PcQrleamYMDvYwbGsSAc15/snjDuI2Z0cvIvT2nYNYetIfNwNjJkRFkrdjN5QK+rjfdH3N3WC5Yy/MM7Oi5vN3vrqoONRH6XidgB6GBbgt0njcaqz+OQB7GQQac3IO9ZWpKnB9L00ceRqnmec9Wm12e9jSPc8O0zVu+0TGGonhmH0yT6PAVljpPXWA3Bz6VAzXHvJZXCDMEu1vcsro02Nm48PjuGeT+9YC/RnINRyzuVzc/2DB7as1ffax6OI7YX+IAOMOCc+tP9HrUHMbBML602x3UxsMmsv+zNZM4oB8+3V0Y3CHbRvontWPz4/CBEml3B81HI8YBlMPLCmFzPaXQa75yYqq3FFm2HI851FYurJVHs+I4v12TmHmKMqIqs5diUX1Von3R3b9PKys5d9AXrHpmksc7CUxes0dRaaa4DbWa2Uxjajd1MQG1jCy53GE1tdg0pMowEdo5jSsbOGq7sw0YdJDDe28I5YMER+XCkum4+6gjE6OHbrye+c7qVS32lcz8g1yJXLrXGzOEF/uetmb1Q8unGvpPM1XzIwBIUahPwDN9MLeNNE15H7xgvrsTvg8lc7jhtEaHneWuT5OHDBg6+MLvE2yG0OW4MrWRVpZM5SfWneI4WYbNyqnh0RtsvEVtp4zY1Yg0DjEiU7diBkygo1s/X6C0FtvJqmK513QNllwyljDuQBBwXQ26y7WCFSxQjgrxUW3s4lTrMIqA5GlA3Lcmca4YmQx2L2vsPjRq4Zg/FyiWVKMIpt0PDa2FVjbyPARKq5aJm2BtrW6BFegxZ/cV7QeIf24JxZKJ6JRI9Tze6tzq6P5mdcUwwzSdSOmwW97MCare0QGVTz3Y6fbTZyjeiWGgIv+zieUQf4W9MTSxpGEOfArAD+oMvvuxe2WJdb6hc15dZwZdPyZILXkHD0bGk3ZcKGT/1uTfYnPvgOKHekZTk/xjVOAPJOGe22z1DHo9A13E2w4yQMmxJi5H0XBCqejf5nMRRgJdez7KKd3sNarH5q2YKyqW0RFoc+7ZrPPqj1dNeRNc+CbSBEkMPQjfkpLj9Vs/n0KUfGtvbi+6zRYhxE0EyrLj0PxXVrjnsDchK3HPJPOUK8gREfR/sCistPONTu2wzsm+ot6L6ft2HHPgg1Ov8qq97s4+6zivppPKGKyB2itj0Uy0E2WJwvm2ZxHNKQKUYE3MZiUzdB+w26FZgdwkvg/nNDJN5x4lfbwZrj3SZ5iyHe7vHpx0av3LIjTJj2C8o9DXs/rq0wISYa7LsVXv9tchLMVBu2HF02OwgLESIz/2MzJE4o13FEY7xZBjnKNKcfcrS32AJzdiOU4Xqsid4ng7h2bVZYiHBd3epnh9Cay0ZpAbewKGdgY6ueOke2/hyl1lZuAtq1lQ9Ali3I9AIRAffBS88ctKjvzeG39cniWZuFVytWcPPX3PikBWZpkT1FnIqF+x9WXqxHJL5IjZsoAa7FXk9YOBjp6ulU8/w1M8RO59s4K8xNtLvuUyAL5QRc0J44gWzIwUyzm1W+KT2s/lDtMouw4CWd4OYWeRAtAfvjHjB0t19+Cr2O3ISwCrMy+tMx1eORIwt45Tr8uuHTdarI++raEVyDmu+9ciUqjh0eR4yxLx0UdNz+ysypPmrBIstcfTPicnfBK23PbWM+PfC+1rBQV9/2zZmlcD8We1T/DRcSzG7IJPj8Qwe7RtS0XLNe2W68ZN7BrlTLhfYgssBMN1tYmbSNaRATmb3eR6WaKhR/pbWC3odWK9bh+hzY94fwwBfNwARkJsYvXBO0dvZ2/8Hh/aYWgUeu3pxXJ4zcftjY5Ek5pscUFyuBO+PkxIAr9/Ta6fh7Rgt2AXNNU4bCPJ1o6XacRvIsiEcHWRyZos86gvvMfJjOcNFv8sTlWLUu1pmIzIEIn9OajSFUzSjM9985AR6/BAzRvPyJCbAp41FibajPsvYHGci8Gpy6kn05kn0xL6V7rtoh9yXXM+HgAVfAqNLpNA2TMizV+nKdculQUrNL/Z45UqDLbGCCJK/jg0UdHFViiq1PDfPvvDBouwcMi+TVK/dknmJDrHQs1qwHi28xFGRdg6avK6FcFq1r6t0K8LnghAtcjPnFaOQIpc50MPKRHQH/gDw/UrL63RnJniwJHfGtn9MD9mQusiKTooBdFSbwyEwk74zi6exwX5bHRTtB8Jwhknjm6HRYQKcp+blRCNyZstwcK27oM1z/3FHROIo5kTlii5MTlBvjrNPZqZDB9ckUF2qEw+dwblznDsZlki+rYDw6gAz+WSI9X52+/zkCZA+Nb7MGvJ8yEX/EJJerZUE5VpMJ64T+3CX7D5vpYhgfhdyazbHBOaHqdtU1yVqLZieIthBgv+Xi1l+JZLjKXYtJRPZmCfu++fZuxJ56D/bCO+cOu8Cz5+eJM273iljvpOMVRjuJZyLL3XG4wbMsLg/CuXUKJ8wI8brzJ5zhs4XJVt7d2AzwzK71QMf1aQG4o4adOfKNQ24QE0JJAuOYcQaVF4Nrzam2yQhakvny0VB0lrWc5NzGlttJXPMY+3Ihx7hjuDVsA7Un08e8WzwQ/dDB8/ZNhshsvkwNmvd+0+T/WZNhWjbrxLghmPZtOnvi7F8rx937hs7B2zra5dyZMRfvadToaS92T3s2fSjy9VOPDSDu7Xr0tbdKbJb9LqAfm69bsWYqYiu+gaTO3jXt+1pOjypkFX0IfuqEF8r4U272xX13cPqbkjR78UdOb6nX8//eCNUwC6xTbsLXXeQYm3jRd+eml8iZvW3oilwmIJ/7Tw1OAsvi88LlJt1Jhcga/Ials3OVz0Iou4HC7dsBnevKxow98d7OpFR3mbWtD6UMZxfCG8Ls8yispzaSvnk1aVg7Grb9GYnOxKA0r0I8LPytPRGvKeHcqA+ADYf2xl7NcKB+45O5wZr5srjEZA+EK7bG6OJxUEWXvw2riTztXEq1sN3MVUE+LoG1k5zWA57fLeLAwdNMJ2/7yB8+O3YyS2T6O5ASOq3lX/etPsSKLz1hjd+R3v6mLYueuENuSCfAu8c7dgqBcwXA423jB0ykDAvXIUxjznXc5efQ5aMOMsMmVuG6CM6+YpB5wOATzaQgrg0i7yVjFvYhvNqCXPMS2pmG4nQYQoILNC++was9Mo6JOOFXGy8vzKfbjleRCTwYX/fbYii84ATspoEJ8TNf5cXsYz3NQmvHAmYLHp/Jzqqy7eu72R3VfqE257cl3X4YYoDMNzkmTctXcx13wqs7eD7WLlixhRFxbKxSLG5Cd1WgsTuHK8jgdfOSCj0sJFhpXVysqRFhX9xYgWVY0ToFUs2v+xPbBLhvQObljVteKEOqZSnu0S19nfGnHdz9jRdgT3cqSjZyNzX0wWwl0JOgLIujGxI0YMZLVXgW8YpB6Nhvex/udll0Ljz8wjEpUpbrPHssiJnaLXRLyuiuU26yDMzTKtgxh/of0wnZpv8zMid2QiiHpstdmqm2SsbRre80hfaoEVp+xxFiiX7b87juh/bJMBaNB2vcfh9ymsxNxAZJvdljt3aO/TvzkOZM0vYvR/f56KmE0xxLtfPno5BjT9n6jcyUl9vq9hvgmB3mv9P43lcj3KJycGoWgOv6FatFBwpB3ix1Pwk3T7CC3l3ISh6cGI9Fr6KO2zeOpXZbNim/xB0gw/GeZVTIPmxIat6ENVpnzQYZXrMWrw+d8bzTbqFkNPudLzYcCYps5mMxauzw0naWzzn4zwPHKZ9hlJm/FSTGgn0hCzJK2/DYLXnDNx0aGzSTaGDLptOjyOdxN+RHAYTxyUjAB/EumTfS1aHIUFS51I/+RS08uUSmZQLRnOMt/DeFqJgqRDWkJytsuSgBxk6ZulIdMGc+6GSngbiJc9YXd05gwIPMttbKNyUacXTnD3ZiJuFBgR/471wmYbxsEK8aceFBskjnTEwMcsTdDliA3DcBdw3RjVDKLPGzDGnDiUX8PpTMxNRAX1faz1CnjOKCLeq2upe5ZE84IrPmFlvV6TYZ4La9QUu7gT97rjUjDtLtmpMtjW1ibate7vmBswClzYqHYn9eQMiuWyOWMkPJxTQC1tsb3pvTUETsFLBvT/CypRfry9Jj/rcLLFn+kraSjD3uVl6g30tLGorc1OCzkjCqVjL/Ende2JjVfbyWFz1D2e77zp6K5LRlrgu1NrcaTvSAcbAvmyDkcrE6CYP0MIM0Sm2x4LoptDTCz5RuD7QA7X8Ab5vhh70cjYpB3Cyh97HTWpmZvL802XdBdIeOy7Sprai1uoy3sChvOK9nCG8ndvaV0P6U7NLuMPHsvR/0h04BZ275Vuj1lhyl9tvfxNF+uVvOwFwQcE6A15NIlqy3LhZh3N6eDNP9LODbqRGX5qxBsLcwU6pALkxO9pNTFQNlHUgI/xTDYI/pcRu6aIG529EHcC/GPvLRJlAhIff4sghL3C0Z5YkL4X3Fezn86JOYtYyUiJCe98FLlImjnzzoibBOmbSfxhpXnYbq6PmD9OEHi3ubWJlGKJMp86evfdIEMlc2iK7hXFsryBSc74G89NNmuFEST3PYKYakECegPsZvG7OMu0yDXox9nup2jzwsnwPVHeax7ExyXqTiqPaWSZheeo99/OMSBV6CAd6/THfXHx7mNugTrMxupj7Dc1wDQ+K+7njmifF5jysbeBMM7T4wnVu/f1ic4Eswursv0+76hOf0BvR6yZTU8wdphx8W9zaxMo9QMn3ISa5541XCvYTDvH+Zb7MvPM1zCLgJ3iTupRZ6H3grpUDn62zOApHLNJnBaplC81knwPUyjiOBoPDuarydIC3AUXxxIa9YTilmo9eQnGihWzbzyxbDHM9XX7dlnm1Oj5sJP7foPEfzPuj8tmx7bZYovNsuB/ZXnAxZlStu5iqlPKcbbRxh7rDIN4T9kP0Zz5mQYo4eb2pv5UlxQ35r3PaqIf46ue5vgbI9BYEvKvz4Smve/y0RG7NsxjKgYsmieePjwkMEPqxyxtAx97ic6OITsK+AGpvAAWUyUkT6OS/73TtdOofpxLMFdnYTJRQPAb784mjOoU7/2Ctgv5hYFo+lN+Flp3vmSnI4nez7mW+Vi3N1qoxLmxT4SuPMljjCp3e9nIrskzf27OhtnzWCyewryE2e9UM/IojIALDOTQxv19QcCUZdN0tNo7kvNjKkoZqyqU9en071iCVLg1FT3wnZSW26E2+wr1FHqhXQE7gve12CYE0WwdCFMz62hN0EdCVKyJZWV0wytESjpPBrBw/QCk9TnU8yBhuWM4ZkqUQNOljQjgfxfIN0UDhJjahfJphDh10awmrHc6IHOEDIzOc7tpHUqWs1t/eI9yD/93omBQKp8d05Gk4AAAD9////WgAAAAEAAAB4mAIAwN4HACi1L/2gwN4HADR8Bv7kSbslLxBgGwAw10VsjTBrgMe6+/n5N4rQk9wH/cmDvsh0tRyQD2t2/7l//ohAc/qS7UEB8SXPJRglNoLe7N2zJm8Edsj/Uej8RWCuVra0V3UAeCOppf/XhvmLhWmvqrbcjKZ9J2LqjVAq+L8hQ69IQ9jOQ6Pd9Dr6Rh5l/89WwCvS6BrBcXvTpvV/Jcy/SANUgKGE94Ph94y9Xj5U389AhW8UFKtxSfw+t6t3HFBLo0T4MRBH3/Hyy8iCj8FT946/xn9JHsai4T8icJLl9i+ELPhHDyGcvv7F3+0/jsjiCf4XTHb/GFdKQ/QuEMf+US/oXaQ4MDPTpmP+pJoS8o9zdFRony905PhHMwIzVy6fMRY9/OOHJhY4n0GkbP5xaXWmd8mnlJmod5zNqyFwPjvVCXlHGCSfEmcYWB7viOZg9xBqEIhppvkVcl7iWvKOCEbNAsLMHIOsFF/b88DrdkIf9RBjLIn9xzIon1LGhLyjEmOnULp3DFB8tkAW/EYDZQNiPf9RD/Fms+gdKRQJ4El9xbdgHCNVj4jj7SeIlL/xRInpLvMLcTjaGBJ/8AbWkNb4gnO/KCR1PzDXCEaUnw/MgQQcnsD17hZ7wFwFV28mbIdMWM7Va7fYA35j3yBcj+txYyq8yydjQ7oZT0p8SO0wTflJIXjh5RVDYKER4PAEH2MaYDFfBNNQXMbY8X4MCiMwlX1SihIv9GLlCRDgQk2D8KlNdR1lgaKxb5DVEURJOkil2mkYIqVlxpOSI3vnOkYsAhqGSi2RGFUuEOyZ4LYdKyGGbwDMleHj5ThfKw5E4CCCWdBT+IseirHGUP6m1tM42IDLTWia+wgcL8qmZ9sGnnfsukPllts9EHqqIsTlaOwpycFLpJ6RijVyMxVDdwyvYMPxdDHg9oSlpi8y0zS9oKENwnHODHAMOiLMM7WSNbxrHASVKDtYcIqZJkSVmUBabk8RrsvA5b6i2HJOds00fYUyOmtc6Q9LC7DmecdJapcScWYaw6YYPCZ8gHksb4rLzaBNQWWDmabPCoDeKG4GB+EGDkLFTCMiyIsJJm5TsRPMLTHTODW6DGHgA8q5F/SSmGeU1LTkpLBzb4s62p1qnrnEYdkBZ56xnCFADNLGxYHBQ1Ch+OI4HUpCug9uWQAdQStZOv2aIrsEC9BKhjafJpYJTYYb6CTHkz9jTGKG9gRaCQa5r1lyRHNWBJ1EStrP+EFBfbQSEFYvAAjDjOUMtBI4rhcgBrkCCZ3EFvdlDJlgTKGTzEJ5mRy/Go/oJEVifAACnoRQ6CRGBD8mTzACOslr4cN4EIMRBZ1kdu0B/HqI04BOwoviX5okQcuBThJl9l/ciDwogFZC8+JdGM0JYqCVDLF4F6RSmpgwtBKsI9/iorJWAlrJhdpvAYKducRBK0lRP8sOuFcS0kVlKjNj4nH2vBgdLCy8Sew6xg6lZwLi5JckbH0SXIo/ahL4RqpV3ogJxBvBXPimK7o3grnQiYLsjci7oqRQz3Q2BMgM41fiEXjmtX0jV5cbBumPVmVDER98koEmH1XhZosDXs3aZ/M9XtSpdA26zMLqIaZUWZ1FXZoa+QWmoS5CoISGMgN1EQ4uMldp6iIcXHjWHNZEUHGgj6XqIUuG/Wy2XgWk+XGFRI3KVCaqaKImtTKl3RJQn0lzalk/yl7zJaXTEJndMpx56QBKTBxvQDdTmdBnBsACDONngrOJ6tmePvDMAAywvFTpYbHzwb92nuh0GpsBeC26CFbxpFVNviXlaAYQmNvyYceNVs3Qb6iNOwVtClTrTO0LsMr9od9QWT9KAVa5NV9SaIjMZDjzAigxsQDD+JkwwPJSpSdXB4udD69FF8EqAIG53/Jhh1bNGVDv8Uarhk7Qwf31KmO+0arpvP/gbPNNpK75JlK3bjjCbaX2am5R+0NjHZCqhSShUKfg53aQQ4eZRfYTXXVpo+6AA+hKd9wTIsvMLIQz0FR0ZzVomoO5pdC7xNHNX3n8gIYaEaO+ZCJAToF91wUw/CpPkNBNFEprSU0oFS2+bhacWk+FyBKaiautfmTcinvivP/gGvyUpU80EoGWOlEmRzjoBtxp8cWcwegjDwxqRCBN4CiEuGm09T3xExO6KENPfdiBMcUf+TZcq/0oaaNoBCwr6sI4YxQgptw6frRovE99mJLpWOgupAW6RHz2oQCfWZBJuhQF4Q4u9Yz05Y1WTcvTEZDiLDNLbWa/m/BVjLFqSb9cYqrIQyjQekb68hfTal6x5jdROPdjCGF9HlWVJwHlwZfZot9vhIj/uyFCe/o+xPTHQJ9hqFY9jZ7i14AA/XOcwvPJzXyIq783pLl7Ck2Z76A7fpYICG9TUP0KNomXovvxh0acHss08dCI09vYYfU3it7+AJgkIwKljxGL8IdXSxZrrxpJP8JjdqnmbJN8yCtQNQ8bOd7Q9rPxlqpzkAoKeqgjhwAvJmhRy8i9ZdFT0wH5/SASx0RZEnWGB2o4FEio4Vozd2S5qKkYlHhEstmaZor5Aa8gQAnXQsFLX6NWsKyBd5Hs18jgb7wE+Rc5MTYnBL2NBDfICTIR/A3JEVlSLSn+UGeJzHr39YZPmntbPr+YRuPJuaTuD6+WFA5VoKQs4zisSSGE/eHVkk/jtcQ/LEoXSMX9G7o5TnEvf8NF03kBGOjfeAnyfTFdrV40PsbLEtlzRNrDGAD0eUmlAJmGGfZffFWWrRbo3xEdt15+5jDusEn1eQQHYwu0p7MM4ANb2jOR6NjvWf2crw7Pn1ZuGT+vkfDZZJTKaIFFS0hV7TVCh9WQ+XuRhv4QB+BTwBA+o3tbayfvV2X5HoD5ucfMy6uRyrKokfR9UUlgcBMfg00HMITOw5ACSqKHjF/RmkZomoMNqcqv2DAlxdmD1/tlqruafD3KYT0ThiDI2tAwMQAplFABYATeYwhj5TH2MFZPZK7SvB5iFyeJ09cL7D1iZPcwXFCZsAQDfa4A83oPiNKrQZ/nAlEJTeS/2JwLvUR6vJ+PqnADhBTJ25EBIIA1gUmR43eRNiUKxcPTqaHOzayZjzXRRrA0T7bV0DxdV78zBr7FJu1l1H+kBScViJ4FKAE9xK5vimRED/2GvksW7T+4ZfEPbll8VIWbIuhCtAAGbx9V4aZuLLLgfKSA4pTqitoNzOVcl6h4BtR7rOeC7moENpSnpzkYjeRTok4M4HS5E3kOitqtsXI6cKouxSg/SWIrS03tludm1tAubxNqstoCZ0ijJTXLsIRP0ymL5SgNKT5ZXCGsz6Q5Z9Ic8pESV2aLedQxdigFvW2ih35DgyjQUD50gQtek1IuQox2YppZPtdMmjDZKivq6UHxcEV/gOt1VVHuQ1fh5ptIXTSTzdmyiUW5nilYnYIL3weRS/30o/0b44bv6RBQNPggYLCfrgzybkl6fH8a+5maihdiVfhomRAP94HUDuskpI5fiFzfnxdgfdyMVL/aAepUUKhetAjkdybFb5vgd+/obO0ocPR+tOXsPSFxXgWItQgWDjtQIN6LmlH4UDuzX0PQ9KU70wn8wb5oPfShT/K+REzxVluv4xX80dDW5yzR4+XgBNxCB8q6HfHvj94mec4YmZd7LPBuv5q/BlU8Qobunu0T8kBIVzyQCJovwuxJB+Y+TT95IJoOHghf0Ie4Eu4fN5T2IcxF4PCi3IJLNx6I3IEXzYp8EIE9XwYs4eX2wn5uZu0t4MDgwx7FY3kglGoPJEf6I8zwRNunlJ8PBDPqgfjdfQQKdh8hwuoGwUAus6LHi/KM/g8Pnc+FGqRH8BLCgQyFXvRD4YeusP0GZSv4MzCd/AYceKjgCTrkeFHQue+fP37LbsGVJCdBBfqqAUz/bL9+ma+cJXOCS0ER8aJRZr53Qb7WnY00Uk7eW/0gHHT+NsX7BX+bPYkKAN/ihPJBZNH+RlLxfMMI/rWNUmLhUl5m3OJNIcA82u3x6xt2/MkgNAyb+QOdCy8ky+fTqmBvr7JW4RDaPryQsBuf9tHgbUYAQJq8zEfIl0pCeLTfi685R/CZcg/GS760hoxHAwJ/fa7a4ZPhFvboflRAgE+/qL6Z0EwA5oqDOaD7UQitDxpL/OYOVTBYspwDjrAnlRt8UJncf6+oDqBRBecA5fZJ+ag8+njy364xc2DldTVIXzUR8Dn7bD5rgBIyJ163O+JVI52e0wSFzwoAgj9WEdS3c/xKmQgix42+XCLrs2IiPJZelap5NAoasX8oFHzVco9Hl+nVixyWimDtdRJUfa8aAMmf+VXd2EFUUje0u30Rferqjfc03qsfF+8KV9z2FJd0rxrz4j0vkKgh81g0yOx1vCpeNXLIc5YQqyOpOhU0CSLXajPIZMAUhH73Zrw5pEAdmS6sldI/sLC8KVrVo90A1ItUOYh/FXtZlaw3lYDj0W4p6sUpyQFkvQyI+EslTTzaz6pWnFJ3U/Ew18tgir/0UPHRMjprxWHelyibPuY64kk1uR6tW6RWLPqFCQTROYRg8qRzbw96k1PvCAWzNOpgK2B/9IHRg7pW1TpuJjm/CTpYhtkfXYD7oLENah2aJg5shegQ2LReiIaZT/soqnMIgSKYAtwf2PS+kCydT6ty1jiEXEHiUuwM8oB8EF69v3ns+lAXg4K1BZ2st+KDcFD829RDbaNLBRYP1D6lAehFp6j4ziCqLlzRy3cWe4IOay+apvD9M0RNWCLCA9cQHYHLzIu+qX2oBBi14BDXCBAKO9AN4hcFQf7QvCn1DEW8XudowtBn9Jj14MTrpmKp+0CGm/wPUpg6BoHMHrT7NDLygWiaPpA9x5rF+arXjYCgNwtVwbZi4Bvzi+qBFNo9kNoEdV6HrvtEB5leR26o0WtJNFE5XbLddoKE6Am7mipHyViEPZp39kAoQzyQHJ/1EBMOPDTs00q6B4Jp4IH4OdZCtC8lCpiwTzFLgQDm1EJFbMSUZOAxaUZeFGfvf6Q4qgXkConQpciBbBy+qBnMh94h1S7mRAaOSjjSj96Lxmj60ABQysYeLESQMMSBaoiF8j2oXW5UJNkc4VuvkR+kycbfRjxl2d4TDtAcQonDDwJ2+WlLB+XXx35ggSKH0MYjnflYfo0S0AG8mOJjMTg+yBK1R1tJLYsi3RZxquIkrgy8ELnyn7WWyps5EIKgCOZrI1pfSOKK/0RNLfsQy3Wb7MDlgnz+KBuS7/wQVm70EVPEapOToBo+N7gsayq2nbnyut2bHw29n7OEY3kRgWg6tKYEx0tSP+mV3m/WiJZ1uMFEms0g/dy9r8Ymed2uCU4TIcqKdDOfyQKujNgFlq7ye6FTSQjtVMR6r0ob90uMOfxQjAlpJ8M4PYEBB/2FSV+VlsUvqdD5ByylbpxWuB5Bl6jzAGa9Ku3n51p2voEaHtKuPpq9Z0BxlzB8+qq0N/4Whu+JcInvHTQOHQwtstsImHpV2thn4vPhf7SgpHmsSLuBeX86iBNpr0rr4pMUIfqjRMp7iARS/3CjwL1L2OJVa5deVwj9BYzV0o5KQ+5eJgXdzDPsVWlbfBJJH380pPdWgkXsJoo73JE4Tl61VsHvAmD8HB8fbiaftt7Wy7cOD7KvWiv1uwlO/AAro2mzxAr3DkjH/sbjxKvSWj7tEOgnSYGQfjK9cseJKNLlzIevSgvlZVkhvBKi0x2Vo+5yVGhvBKQXXpW29HdXx74mlIM++VO9m/7udhAgvGot+ZHwHf2S1tot9XOi1/mIpTsf+avSKv4ukwY/s3bmhbn9GLEIZxl9W+jSSsqedwX0VWltPGzk5i/9YOK0HG3RSZyKpOsNPiygzC+l2/6UbomN0weh36F9vipt1LvmnPilEY/mp9c3O06Orsv93KvOhvgiEuBeKQeVOewWiW24g6unSGp8VdnhJzKBxCsxPZoRXU7t2hzHPQTm8KvKaj0r7JNHyiJh5pHHwQZmEtVBuFW9quyIZ42g5I9qxJpRfwg5jnFpB0MC8aqySV6V8MEXGUaanUSpwhMEbegfjORVaXMe9bTwD/ggYCbuxTxKUbdj8RDxqrQaHtUs8A/ISEhTkYPqvCG2fqiyRdrJk7qe4Cep/3CR3VWcP3BpnHYVztB7Jhd0CXhNujJwn+j17B5gtu0SWDjoBTQZsYzegFzovYMGo4Oh9XabmlVfw7v/aSDhFjp/9jLF0vv3rMNvDOPneZY0DznYG3h2uINA8Vnhxh/pqJJuNIK6dzsh+5kBDLlAEf4oya1t42EAh9D20oEgzL4qrdabSj4+UNbOrfRapZsgVnFHFjBqweJzMl/cS4iqvS1n7F78I22Sg+lzHExJj90U3ji8LDsKwLXbNbxXKnCafgoS4o7zsKTL2UG2Eji8Uo6zvROCjIOJ6Ok2M8emMTr/Yx/dUVk9Xc7E7Q01Vgy8VfoCrEiAHrGhun+YtvpdgHMSzLVfIsu8pX4Qe53PjXRnoCMa68+s1bCFboq4h8qdO3jH81VnhXwpgqnnqUtxS5Va6HYDvEB1tOmwYPABXhpvqVYjHXhvwMeIRcDKsVHMmsCDSNejpbn9JfRXmTVO63UIjOh5Vh7M3m74pVApthIsGDdBLHxHEvDwqrOST7oz+zmZT/aSnwfORky+GRNMedVZHj967OBzLEz44PNtJ4A00u0omCLhUfBLDHzNT2nbjsNwdzkbyBHT01fSAWpHucDjcrQ1t1GRpFeltfnRCotfgwSFGcQOXTtxOEJ/I0WC1UP7JCoCbKmfFLzOx0O6s3HvVWmzfvQq6mfWDFVp2X60APHHiEUwN1J12rusP/1sp8hY6Y9qac086Mw2cK2TDgIFlJHRBX+UeGxmBTbkOiM4ewXLIUSK5H5RgzGzk2FinsAAb3/hqCFdKP5AZaaZihwUn2oA3K0AQGm9hPJDlS1CQd2+VIR9wxTHuwLR+s+oAVaduAcCsMPeQbPjYGhIuk3N7iqLHP/Dt2yhXsPLIHXv3wh0qn6dz1PGs5VgFXATxEDuSJ03GpSfg4m2l07heJsFyluR5jMVDvRzmoztKBceuNws7W0EG4l6+zVIbG2pnxO8zmdDuvMxBSbsz6xx2lKtRrhdEJkl6IJHHUz6GLEITwcI+dcQlXJXILcAcYEplQTnNWIQ+5TJMNJSgHFK8hwQl8NOleQXpjIPI49xG0oYwrioWU8k0Ijye8U/xHAQ2ENG3+C1gQPUcjNIGSpRiJDvBEGWSkNwLFkNUnaNySvmGttAENubcKMm8DxzDJ1UUGLKaQ5U/Yhl7QqyngB2tStxWmoingwA6NpOfgjhHHZ9qFSGIHseodijYMdVnHB60cm1pBjgGBTgcn9uNwxyEvQNZBzImXZFiUXEkt1Yf6jhqtk8PF9FlecEyzNfALRpH3ctDmuWZa0OGaQVLOReElxjUMmVwXR6L5nc7VkCX8lIiAGNSM1S3ITE+CQ7MIQRiJnIkVrgXuJPEjj4xAhs2jh8dzxJKvM0YfQVgIMb13HTkTokZ6gq8DOGGfC8KD3Olexbm8WTNP9s2hc/oFj6ZDlmOGGv4bDiHpwgYIHUJLN+NslpdTCrBgIyfX6qlUCzQx0k8ag/ySqFq2REPSkvwwITPteXRAUaWfcX9j2gsF9MqBNe8OcZqOsGa4vD9mUy4wXIUiwkQ6wdmdPEdLezn2utg3gIANPEXD8vRz5TJ9XsCV+fXCuFCpbVJHI6hx4H8ISEfSkpFGWKlSwyEqJ3f1e3TYgcTmBUP4vUoLqBAZDXXKGSgYr8gseSZ2HDjovIATlHQ56NAMaTdcDWkBrcScPTxyCeCgVF7hkkOE4aRPgsMqP6oACsufFIqw3P5wlKsMK6gM3oWGu8IggZhsYL2wh0kBvgcgNtaeFkx76bzwBoNpxthBclsC6B2IWNELOBHPFQn5HHWjK8GaTNIQzx1PkgmwIWo53gSl8xfXVSZfFzCJvhEAK2No9TptyjZ2wuoCgT815czA0Un3CqQUuWANmvni02GxkGJ6wBnwO2kqyZCi9dVmSUiLYNdvcmpBA2EeedrSpmUxfmKlUzWyg6S2AxmfBku9PHVoL7hJx7DtW+qlvhBwoVQV/ysMiXPLyQ4EKwH8giKCshI7hM4qohpGl9Zp8gEX6uHpnKgKKC+XCmzITW58taDDGr+Yq4QwoCn3VPgEYAWbw/vy5YCNmZJ8mPmURHs8nMN0BbWDCSv5iCvGmhM/eEHaBBZQEA+qwRNZfJxXnsJPEM+zFcU5nhxK4V+tk7Qabx6sRpgINMxJ9GoyZZozUihwrgSF9+VQpf2p+oI4jwoAEDUzhBDDuvT6CdK2aPf4+e7OVb+lyBdmd4Cr0no4SevE2ddzj9MDvTQjIrD3C2nL6RbVaE1SsAANpnRUDAQCKfUYnNwpTTcCKsoMBw/STtSiTLzt2Ef1zCMHCccx4OkwkHpg4fKKbTZ4vjKDBIup6jwgdU0dk+wuMWdJj0AkRT6OEzB2ctp355asScmVmASMYPWehqBIjKT1Aqm6ZSDB8/gWCm2MHqcK81ITBsvHgWgCjnNUvWc9AADBcCnhfEZPoQAWDKwaxaMRCuzzQtX+0q30dKpqJsep4D7OjWcp49hkwFlKfX8zNSuGA4IR0p9EjMCHlm4T0tsuS7eRU0iEIE44wFhfN4AQEVACebUyZ5fEJ53cHkKaJzyAYGkM4g/Ip4kgbFvmVoSYwm5YzWY4C3oK3cn1KipIQocY5qAqM5A+lekdaEmFfrrGS2wIuairuZE5NYRpSzmaEauUrJDQAUd8oNG2chwDfBGphUFiz3qHwActYh4+QFal30KLAPxTFMzh6aDLmLTVb3MVJRbMp51iDgjHWt9xaGLJqSunieUIPc5AhfN8uEo1LMc7ZLK+faAnW0fvOcQJfoKhjqMx7Yy4wNPW4es2tUXCzPWzyHvXNT5X6qEqpCNuFshViTFmQGFYwkCZ/56Ie2Uup0XqrwqUSIsZe5yP5moA90lROBZzvAKqxCV51Cz5LfpOFEVwmC4KyCjEXmuUCfgrXwmoNraCte6TObFQqZCF4pqXbUoFnKcs5ZAigDLwzpNzqmvGaUKtqKFcjz2eyR1Bw67giHb5/J+YU+BrJ5ftCjsotwZGI/qMtwj+YxfiZuLPpKkSXnDDGgpJDlXY4GbB89uygUYJ+Z8OxzOKRYhl3PL5oS7Q6fVDoKMSAWY9izC6s+zMQDnFSWjTQuNRLOWpFptgTdKP3DkqgWHBbnvTJGsxeb1O2hCbFFNegM9pnClmId7AySRLQoWD3f5VA0C+HAex+5sdhCo+ZsBixn26Q+dqAdeC0dbs5ucmmcQJcxdij9cl5SZQptfeajXwMcjt3uExCzTIDnbcRF4TN9mIK+WOadvwrYt1NrZ1Qsg6hud2HKb2K22CreZ7MwFNxc2m0G+oDBKKTPESqJcnFQ4z6bZfGZnF8ZgAq7WjCDqLQ+qRvVQ+xnzqI4O5/erKRqCmBEj3QSxUp+U6jIRZFaF+HIJArPxfSuTWr5TNxYEWfbuzbpRcELLdsmDScfmqt7/UiMwtTE6kFdlK+ZYEGKGHJ9yKlIFJOlzN7VZfiahgxWTBV2CElBUZwrFvsBxJjXjFKFa1zqBxBlonBluzqEJKDXHFwDfbHEO6+oOe72ES9MT9zzsCSLjmUKe+kE7EyFj6/3QAmOjCRD29whenpH1dkIz3AHUHfhUYcFtE/O3W8zPxOxAuR2tcC5WGQOfeTkSEeRYMqUN8b57km6Z/juJBoxgb5CdOkqbrioFnE5nydr77M2so4VN2i7zUDHO4uEHQB1xrThaasLWsyFppRAayC0Aa1xBJhDCSpabMnUtp2wAbDRKKrYdojRVRpUaLknSLYOYSBoOwsQOlaohEshn2dj4AIdgJzLI5gqusfz3D1YKbqvxs5EQp1uwZbFxD8n6Ku1GF1FDh5V0abzZ4xh0By5o2gNgQ5qR5TPl8J2dgghxzpiuKLloODajR0K0X9Xd7zy2EbfGEbzDMCDZ9UodCOqDm4a7IemlJGyXNIfS6+qL31m3kvAmX0JxdbNhHPYl4Z2mQz86EqhSvoZ90+sQwmZu8+7XJJ31EtqP9u2nXWiIxB3VAK7mygxqyt1uO0IboE6FA7cOXh1LgrrsJ9pGfU6AhvlfqZFqtAReKFQcP5Nag0LGyrSoftAoelUDAbv8y6X5P0z4LOfbdvOuo9q733+Zbu7f4pe9HOSntA+NYfhHLw6RwXkrPczLaNeP9MiVeg+WKo6LmNJrWFhVom+/Yz7J9ZxXMG61eNPx/lxe199gd04S570c5Ke0I4jiXiff9nu7iu8KP1My6jXcWZM4gT/XAGa6DhwY70KqaxfDV4427ad9TPun1g/4/6J9fOtldobS4uJUZQafhU0c593uSQ/RixCPyfpCf0YsQj32Td9o59pbUV0K0OcO0YswpmWUe8+/7LdPdYJthixCD1GLMI5eHXusfSqzrRIFd6qBqdbAYBSzBjGZOBHV1DHo6CO54sRfzDhHHYMslI3ZCRPxccPIsgq/YaMBIOs1EPhFY7COuxGPT+Men58sQwKS8CZvUKLKjQ8qDyVySmixKxOw4NKhRZVHkrujKgEdt3GRWu3cdH6xW+qS5+ZvUOPmiUAla+CQm2oSIfOEoBK79Cj/uE8RgXn385Hk7AcIT0VQyREfGWd5QjJrk0C0PlokodyhDHqJfW2PWfdtuesL65QYwnFVk9SA75r0UCfipwPorHzXYsGmqQG/FBEh0AJmbsRCzQhFmj6YqS0paHd2wcHDR0Ap+ZD4YEE9ebYAXBq3j44aHgqFbiIjkDcRAcuEB248MRS0JRClfS1PQ+3qJMCb4U46WdJ8BZ1UmBtz8MHSz4VkLM77pWG52aPh/LCBQoH7vbc7BH3SuOpCPVAcAt0d5i7LqIG2AdDZlFltnYRNcA6zN1bcTL7U/RCSfbGUkn2xvKJg+QqdbhNW4lavM1wnw/FLOdpB+5thvtMW4lafGMmIhDYKN+XL0Z7WE+ED9ZhgQpGkR7WE+HyxehbQeLhZ8CnEmVQeonllPSh1FBPTnZLLKekSpRB6TemnELgheK+ETXcs3hhPzhwChWDwZ7FC3vfiBp+K523DxSaO8UFDl0nbvKD7XindPu6TtzkneICh7cS49NHtfdWNdMkiFl7K2A6fHY0uBPErKmaaT5YBM/UHIa7xRuCrqJrwjcxLLJK9O0quibcLd4Q/JXcXh2XsbRlCNMbrEX5gyU0Sl2Zu8FalNOWIUzfSgEpHxMflEwAES3hACX4YClZqbuiJRygBEomgIi+ihE+HyzV+4GQIDuh/3vTcgVootfthN4PhAT54w5NOME/PYWp1L0l+uKPw9pwmsDcW6IvegpTqf8VoOIKL0o3w9pwU1kp+mMbEWfJk5vKSpEZ1ob/DdDk6gvsDlLwDSbU+F8WxACrvcGEGneQgv/jH1kcV7Ae5JebnhJ0/iu8LTg/btNTgs49yC/3faXkWj3+pCvHlO5YWwfv67tlJWXgjrV1kK4cU/orlitwJBHTUq1vd1ldj/et9aqytLzL6nqkpVrf/oqJCDgzJpOehEZY6vHt8b6ti1VIZUs9vj2SnoRG+CtLjThwY10PS6+q673eoI3QcOxzhEoaj1ebYjxGsc9mX/Q5QiWSjY91go2FhYWlq4gw9rpbh1hpmF1FhDG7hRnp6QS06ystXomzrrt1iKXFpItwzLVrk1waRTjm/jGnLvpV84Z9vIvUO5zPAGweayn4iGxUlx9ADNAhJAVdSRHuEJKC+AHEAI0QkoL+WNAEGpbxqVsBgMKtAEA5luNDH4lJtQIApVsBgBKT+ldCjPoBxACNx2U6YsQiHCkYAMYhJAX1A4gB1Er81eCFDufzfbyLdGR1xF8xEDWKUsO5CMfcuzbJ5Spo5q5NcuEiHHMZa5Nc/thoCjqWBcPHiEW4W5iRchURxn770LETermKCGN3CzPSCb1vVdl0n82+YLxiWxcjFsGoboMenyNUcp/NvuiA9laGOLpbh1Y1ODwshIVdwWGHjrUL/hixCHNypHeI0VUjouB3VHGijoXkbTthK4oJ8I1HikRB+hpHgJ3oFfHQdL+YCx0IBvGKEVTncAjZZ23komMer0MJCg5GjT3DdwfpMcQjOvn2xojraZ9OtqsFzqZGuz8k5uqNEaeiVspttATnHZdgGLMx5QDqLlCVE/yNsT0KMJW8B0ow2QKDt5HjM2UlgGOZwj6YhfrCHMYEii/cPuIVoQ3sawwOd5YZN97BEg2EefgHD89UYKDgHoyNzORmfjCG0o4CVDiKBFNzrYhPo5z+KeIqbrjoDSF9GgBm0rkfqDjeWWTfDZQXZPFaHKejN0ZcN/NMdafBBlpVAjzla7kmB7RnAB4cM+T9Hn9T3Wxz8m7SygPlyfmRInrvxCRZHQUV1Vyt4vsY0zAnV+QOIeTYKOfqHVXo5tle/pQDEA6Y8rxihCq4Fpy2YMsiUg+JR0yaHcNB5QDkXKYYkf6GBbM+ZS/hWKESHsCo8oUyTlTujHAPVorM1Bb8IB+Fm0XLJleRg0fvx5MXfNL7QEKooQVFsLxgGooksA08h4zJv+2RFzQa/Z0FJy8zA74EhD/bw2eR1xtaOherjf1ZiF6kC6anXI+FBS8UxushdoldsMLzjN9mfb0cvqArhvDwPGIhempKr4eIgK6qjMuZBwPPdLze0NItrKOXg2Db1MEW93cWnDh1WvGP4mHSkOzlHH+EPdrgNgEKOQkU+Lc9stuiBjvSQIb0s3wJCH9SWuY6XrGTuZOw1fHJn4Xo7ehQ3rr/AEcspWVOSsucHgsx2dR/gCO2AzK+pWID/8kukzOVDQiegxAYtQqg96qNIqZ09i9s0UbYQepAtWY8ozdeAos4joBKsj+o1OF0DnwuJrxHHlToaTNKHpjp/RYQF/yFI+ljqGX/ZJcJupaR9g0u3L0m3vpZ4ZIfZsCH3koPeAYYKByBYPe0GR4/jMsC/QDF02+hKqJnwzobUtJDQXKLpsAjymsZq2BhYWGxYXAVPS6IlJfSMoceS3L2C5IUATDJwtLCyMJCg4OFZYiOhcVsl4WFExnQwsLDwsLCWVhYvgKIvPYOsTb7yAUNTiJABRtH8KgdWEjGPQje2ITBe3Yq3vMIxIQ2DLwnTvMawirNT0EVDsROrvdBYqz9C58DnucbwzkQLlsPLJQHHc/w2oWqTUcljRcRMrGBLIGYLZDRcrtLC7ZT5q15xNEYr/PV4kMegu0LUXj5VgACvEDOAvsBiwnc66aH/aMWbbeArnG1zSI7DVNnrkJlkJdQBX4FvQrdkvxXtNPXhsa3sVyXTZcVrMj2FhoMUKHGY+/ZgVEO+QpIZJgdOyz2vAQvX9qE85hRpi8HLKMH2/GKR3wpFonHpEnycreBRdD2EyTjmxUPwRWW1xbWwVRgxUO4Ofw64doigpf0uRE0vlSK1fdo5Xs5qQlGxd1tB+Sbwnh6y6C9VyFEaId2xXYTWzLetHTJV46VP45RrMvpQr78MehjiJV/2hfkJ3uePgUIBTYt6R4mieJPQW+8JAsVj8KPjOol1Lf8BLg1HXYVU5anxyY6CkTP02MTYXM/3EaCmuOR3ueCupNEiOBbfgIeidIS9xCDRGlpJ/EDt3Ai82MJSH7k8dqbCx0FFPEwRsM/YqPoJfUU/6l4drYPZEsW4XgICn//GoX2KcmUX+5dEpmzgLsxAr+rE4+3BIry5BAzh1AkOYorLt7Ij7a3lIHz5Jkcdk7lAn4Xgu2JMNDwPp5EH8v1BWQxxyOO8kPcyB6zJuuxNl9Pj03cI1B5ud0KB/aSotT9geuuUYbU1IYGreZOwlaOV+yESVP3WIrGXM48aNNVlTEmQngLDIzsSAMZuNuiBsufBE/OIAyCbdMW1tHruFP8ENKdNgEKedijDcm6Iv++ux/FA3fqtIJUC/wtpgZmZG+2E6MhNLoFNhNhKHPMFLdXfPnwZK2MNoL2Eay4Lx4C+kUxs9cgwZzGgMeG/ULwUlBH/CIb0GeQ0vjrhMs5nK84DAyRWiehnYrGKKb2YElERNE84eXVGc7FOciJQmBCwGnhBz6rdL2u1/VuI6q7PA3WAAtLP8AjyyHMIMLC0r1YjPEgHIgsLF2NaNhmvQHAwtLthgbYUpI1C0vPO/Y9r+bpsLDck1hButuWcNfrel2vzx3RtcuUtlhY+ogeF+zY0y0Wlu5lBoQHBXFjYelGYzd3YCCSheXejZLDz4hNsLDceiwsXEWtFBYWrtf1uh6n5R2n5V3X63r9HenkuB7X0+PPCXT5nECXzwl0+Y50cu9IJ3fgF0B/oAvDwpJ2JNC5bD7tSAD1Sv802RY2lsWjjxNvA+z9uWaTF9bpO/WqgEOvXjNGi7QjgbQjgee0vOO0vNNcrJpscoRHFFFLq50ejJ2XCIQoAEqS+QDHay5WVQGI0IOxk8+Z/WHibWm1M9nkyFem1htCRpJA4YRHFNGu56iXyAKQ7/Qe8IqnPwZTgJaaInkdO7c7zHU/+OTUkoDM1/hgQhSnwh8m3p/CZW8IGcn1+v06fkO7Uulm10Kc0mleQLiN4ALfM84G7xwlKfTMN5G6d2eGdo6SFHA4ju0ZZ4NpQ2BtI7jAGh70cpoXELTEVLlS6aYSHQzXQpzyv1dw9N77jdgFhtgFhtgF1ihDasq2OQvnvfcb6YLpaUfsArNb7AF3FpYOmbAdsQuMq+DqvVvsAbOw3GhFT31uBpPbzrWtyxEI7guioMeVKABh7Eivs3GQXpJxyCLJFzf5VUVK7yalMAEddH7wAczHYu7cqwI4BbR4ehpDw2akJcBdCACNAEjyCxagYcagpKx33bEICNLzM8pUzHFRFHQSXUdArMwH5jBh5pNJ9zpXRwG4ox/IgI8pqpRFUo9w0tFGaup1/6Ruphwf4sywpyHBit8H3xs1hoziOhwvuOTCbKREaQf6AZ4SJfQzisxkItT0BzI7U4AYf6AX3JBQTheRC2cMVX7Ayle7ycUPO4FYhi4nOmis5uEBM7wwzZANk9QjnCT/hN1ICQ5htSb8jLlKc+2r4T0KW3dkRd4HjklhYk3qPXy+sTvyHnCsVkw33bdO6EDyx+RlwPi1O5XsIARZZbPK/s9JL4wnBh1FTAhZGy7+73CI6UePMMkUR3YnItwH8DrTSi+DyE8PlKc79CXEp9vr/91SIwqFOoEvI+cp/P1GcwkNZ3otWoPWkN9HZYoShE0XIxKaRtr7vhFun52+Xa3SNs2j8ft2DJmCbyclRwxN6oghc/sE0bhxx/Z9Hfxs2dS7E4EAHIq+HyMDCcETg73GbxhRht/DUAs8Lz51KgJaiUV4/4JHl31kr0SvkAbcAYH8L4DKbN4GN3pZ65Mdv8DvInUswQDZMMkOHCbTSYU3jo+SOcmzd4Gkd9Z54aZ0cASPFOv5nqRUuvDsL1xKVlg2fQsLPHYtpZG+BCdjTxDs925gsFfzCnkL047OwETv9+Ks1i2ckP7ejqjd5CKU1yx16GAy1H5Xl6fm0/R6FqdsCZTICEhGAPLDzqzGHAsKegP4M//vr5G6QdKDX2EFyNW00Oy9AaN3Io0a/zt4rr1kdl/PAgPe1STMJg3tcA9POb4vFCN1hQoYPg/mjguNEXKWBC49iIbB+/6I1hcgKf8O09futULCBxCxdgVVNOzjLF0uQLZKb8LzwIXMWnlLAcwOtACKI1UJs6eIknsBRRf2Kl8N17GioFvVcLNvhEDCfya5uvk1Cu/65bVTy+7bCYZiu2kOlA9ReNIbBAZzDC5lNloJyR3rN8A+MKfHh2jk9gbGmFytaYYN43x042BQyeGEmNp8CfYOUwGA22V4M++aA9PHHkTwvOINn2DDCFCsGTiPAFgkMclmF8FFep5boQBdoQ+UIrVi0u94WHARMfmANITQKFDR73joOZ2CdTsM3DjOwwM2uIPRJLHHUc7Ohlj6v0G2PgRKehwLALKTm/8H4xjGL5IeR0kMCiJCZ6O5TQNZ/T4AOOasXgIKdLNRx8fgmTxd0NRLQP3YvzlM9LMYH0Ub1HcBanjax0BoEIx5/RYfZLwEC/UxEN0mqbeHCTLhk817FugbHEGGqf5AENd8E6nLAIFkR+KU5WCdQnrOhwIfpizcxEu9hInO27THwQXeWsPQk78jeu1t8VuHsSj8O6JYntfaAufv3xHZ+jZoqiuQ+f6OaEnvzVS9oa/o74hyeWVQqMeYavgCc9VcM4B/R/Rjl4ls3cFAhr8javKbZFYzaLn/jojzyIO6gwPYvyPydbFTk8l2/44INjVDPQWB6++InNgSqZskT/wd0ZW4uugI1d8V6ZhvInXNwjhDHa+Kcc+xR1eBVmi+idS1S5HIvYTiFoCvH30saZfIt6dzdT15Liv9Ce5fgNaEJ/zJQIyU84NB6dcOSF6wwSKnCygPWMhjSNz6fj5wcTKU78I1Ay+++RVHTNREUVT53QY8HZ1DbncWRcyRs8E86N0RrvagC80It0AEwA6PC94lBbDCzZOElLZMc3AhEDW8OjZwWoOZCgn2Ko0vMwPbrtVYTifLbjqtK0tAyJWC25nVNLkI/d9fI4MoLLmaFtq9mlf4v4NnGl5SeFeTMKExwveFYkRQy4ULjRF2NQl73x/RGSGC7dW8QjUttO/FWSWlsZtchNqZ1fyuLo+JYJ4nC8wuhC5+q8zfhtCa4V8ErhToJ+RKIWz1XHG6Pyio2AviueQc/GCKr8fO52oR9DRUxASqPheMA09DwvEvT43nQgx7QbbIYLHnaoR5wQazDSafC8iAnxEjypcn/VynPz9DTaaM5bl6+Qc2Seu10Xmu4hofqOrJG4HnHxh48YEsejCJ+QdOVx8Yt/TAgu4HkvG8GB2dbEpJV2O57ClodPUNCQB7kSNOjyC2ed8SGb3TmhTXnGK4mbxg9qKuDPeOMxIKuBDcR5qinWfvr+Ocjhni9h5Lte6DpAEPgb+zIOAFgRTp+A39GY5VDo04fSAZ0weSMT1gZOj/1SD9GExUvkWcmakd0uv4DW11YPM6auFeDQtfhybgLAzc63DTVRL15HUAzdyudnjETSWIXWDnJZkyP5gCdDdB2QuGQTlH2Zr7QDImmBoULyOyCAEdCP6PTEbRmtz7+dWgqczQ78eg8DzjSck/gLuBNoKleZ4nC84znpS8C4j6zBcgQj17VnN+EAij3lxx4VPTSWdGETWyW4rH2gNNVnluZg2pQt2jwg1tK2ttOWOWhHRHTRm7e6t7V0+6UmAyBbeetNHg24laSwYy1pJoopJoovWMJyX1jCclMAbjziJub1esrp0L0TcERbCcFZwJ636onLsRHxyUCM43PYQeMW2cfZsYmxpYPL8QaOt6LCy1GJAJuSnWcovOI/RHlTOPzhhouSlWdAMcjxaG7x/DMNwHSQMhiJ+8h7LFpwncf5ch88wpWcGUSJjz7P2ZbyJ1dbcOXQR5OdkUa2MVV2O5fN2tw9vQASVPQaPrdbcOZ45o8A0JAOe4zrkRFafL2E5rUrzC2L4lMupjjxc54jQav2Bgo50Oev2w05RIEqGxbWXc2Guxb1cRfWV4UVmNA0wGvKgxCWjPkEcQ2+yMIQWAE+oT9o+Ni9I+mhTTTH8eERRS4BZnE5E+hoA7y9QyXgPsHR/kWpwxOcvAmHFreiZKZFFzOmszcUnbsw09E/W+FcN24t1czXCLnbuj0grA8C0L3MNxTscAbUEWAVYAoHSkl02b8DXy0z1WnkYQFPVfgQm2DdRQW7Gq9uFts3+IPj0axthuNV60eWVejsj29YOyqQXEmISyfx182cAA1GbwuGxfuyIP+gTKu7DiVbc0zpixeWWiPIQItK0Qyn3oti8vqx21sFldRqjQFbPz7m6DeNofAiOBJ83nWFmy40TecqXg+82N5/twUwuI8ViB1/bVe/CdpX6+rqO6Bsb2hJCl7aPP9m/avOfLCa0DkOXN/dhhfxil/N6C+y2agNUvTSvsZKpsKsPU7zdb30LJk7rlrk1As2EyAc2GyZ8TUGLJyhGmIq0WtB/XownPU8pKr8VAklbLwvlf47dv0Qr8KnitME15ElpPx2nbH0ZGPNxhC273GZrmNZCUxl2U+d8lvd+iNfbjXluD06OiC+xPk+CEuyG57zcipjvt7vJ/MR98i9bITyGHyE38CLtjUJi593RG/7cR+Fu0Ij4KVx1cbYqKe9DKfP/p/P7v4Nq3aLXxKOqWlno/sGw+h0YGxLeKIxmGXoQSAjX2nY4MkWJGz+GLGQniEmJ43LfFLDcRG9r3PUb6Fq0n/oRdE+6FOuXOJfF2G0mKfN9inm/R+vYnRjSZvG8Z5QcfwsZg2H2h/HPlNyAqtYaFiX4EmNcu0yVCKd3nooThvci0qO4odzBKH62vL+leDHE84zW4qLFndRDpT0ZZ3Sd4is1a4adHOaK7gU8YW7cTz4yu7/LQa/tQcNerPIH70BRfa7/pESTiz0ZhNFEJcA/JGjv7DIm7NpjaXTcfIetGdiHspuPbzgfN+pGD46UcC1jGvlwD0Zwo2tW3avCOlJS32H9q9YL/bANh492CAmOZ5SHU8RW5h6t+6HxYsaxd+ktYxY8v7yRedYC7JVO8jPgHoQGE9JcizpoPw5HUebvkSth78oXfnnv0yCv1H2AB+7i7uJgefNajlK7blRLH0HP5Fi4xsMBy9kx8q0DuFY9OID/LR4wtbVNmvn0mKOHzXciph/dYl0bM0pcQuoj8UqXUiHvxxYvRY8UBMXIHgKE0+UtZn7I3FA4YLV7piA8lGe9D4/cFCpj1dN9TK2t4exXT0PFKNKoQp6Uy1O58D2Khj5uDbSqOVypxWyUNY0PU0fectexI94D0o/meqUwc6VQFQw++B4cxMdJBGA22jxGrqTSomiNPOV36GLFnS89KBYF8HirFqOUzKyCzGzqMP0bsg/ijFRtwAxonPkbsuyT8WN3Ypdx8+RixJ3EcwApzV4qNnQgfI/Z2GWqtQp1gOBd9jNirfWCBzMHjV/NWgBUrcqHwgOQqHBXkal5I8unLsFlqg85hEoG6l0kUyEKxGYaY0A2gorpXBzAEnxzmHjzSNrhM3Xvsl3aj0JwqxcIw0UHt62CSzpWEeZaqgaGDx9rXRIuKEGE8LIQdNn6oR8UuHDCQZrYp47yhpLYmDVAzisbBfAlBiQ1Q1rqUJrD7vFC1A8DAYcjJoy4dzmuwoogNlWOosHZFbZopiGYC0PaaUqiFoz61jePCIG0OtzBq8BrWpzKiOnCY5FEjHWZjQYa6kexpQMKb+Uu4iSEL0Nqx1gwVIWm75NYoHIFXP6YNdJ1fSLuL67AGia2aR08Am8amvQISi9BwsY6sYtDhBaVdyOk6eDxXS75MYMvVYC++8DAoOVRLqnDjIWqBhfBJut4Te6ADacDc51JG+BPqFpQoPIWkbCee18GnrdoFJJGNDBt2CwqxNMjGNQwTvlcdQtiSKboE3UDUMXB5L1gBYI8e4ZiRZLTui2IADUeV7UopPAOwp/aTgWohLCzSxWoGkMoaQpaSGtvSHBlCckYPjTrCXF6l4gL7QpkssEdKbSEsrMPg9diLIqYAp2DUGHyM8iGmxd5kDMUekqVDBhxZvcEr7EEvqD1sZfP3W1NzYOJCQyElfylK8pcIoCbr0IGBBZbIAukwv+6kthHC4G5xojWPir75EVXVOYVkrlacdCsSSGKrOEL4v4bm76sqUPd0XXIvU7GbuPKFfcsg8b5TbD5GmV0HjajkQ0yK/YBfkB3lTsj7CnU+jB69RpA4xGad1OxkuE1+02PB9xK4fBgKOtRGPWJtJxk1/cFxC/5T+/i7u2L/Yle3Rhoh6WgjNWU7CVLoXIYOP2JA5HeZoJ/P7FwL0Klig+nadnPrEjeqG/K8PCzPJ2FBTTPcbT4qPnq5RzEnQgLzvB0Gny8BVj3Du2xWuqEepXiCG+hh5XsFGH6LY6waQE4Be1bXrT/xPHGfXBjf+xT3LYiP6hefFj6zorQjgCLGcYYNfK9ngm/hOqBsZQoxB6rK6z1mLS7TJaJMfNzFh4JaewE5TB6zpMH7BhFJWf3iXlNObiaHUrar0ZX3lSJzKxrD1Yyv7sEpT/svR/B/B6NMPzuZmByERRYBmeQrLlK+3JnBTWDm3jH2ath7DTD8b2PeKDEktwOtkfZFYMRsC6Tlf4EFny+NrOzZZbkbLZX7LSaAnYbG8r+Ygj9Uh7nd5znNC3Rnxl188b9MDlgugeV4qE1pGdyA2c9G3P8WJ+Hh4oPrsbBk3YD+8LwJxfzfKzi+RetlGTGKii8O1FynjRuEnI/vfYrxLaJwfoneFhVIhNx6CNa+92boWxjTfgnJtbdbHrfi6M/zkgp5vpi0LxFkY8H19rXrfN4dGc9noepJFK/wYOHmtpJE9ndzqTzfGYgnQRlqwfip69C6/m7c3PMJRvg0Yg4Aem6q4eMfSvcH1h+hyttHn+5ZhdzbV+8CWe+I3sIBRYgnEfhi1oN+nFj+2RZjfw9RPtY6zIwn5YfBeLtX3wsB4oP7yOjRkOeaFctxN94eGnisEk33V8Epubg93FTSvBLazv1CkWXF6SRnfEKep7jmBekeDSPdLHutssE1QaRblNKFYJLEX0BoxIRQ1v2jxXKmwnNTRLaoGzca8ouDlLelUE+Yg+5LJXc0iMe+XCXI/VV4iVI17MYiWImiY3935+vvF8KUgSc3bE4SgsaQSrT2TSHbj0gxdB0hvM+49CQ7KDdK4eNNXUuA7V5i3DO3a2d7wFmrcSRAfZoDNV1jgALITxCYd0cxhdLGoTNF+PJVX9Ilub9BVdEb2Z/deEs8eKNALQmYeL9W2jHtBhL0WmzgFwjZGbPYQbygYE/mGgMUjPidso+M3s24O639KBsosJdUkQtEZK35jIRRGHvZOHDAOHSCcZiZ27/AxpqMR9OLjz2aIcDXzBzXKa2KYWOnLtcMejFpwIMM8LxA4lgj9RO7O18SQmSV2kuMe2q+qM61JW82kCAeJULvbFJBXBJReGzWI3OfaY+9oA9rPaOKbloBDvYRnpj6r8CEDQtY+IzLXV+gKn/VzOA6QnhdxoDna4AfkWKoc3qCCn+k1rUsBAR1EBHuXNWXI4D9YNM1kFY8Cm61DgBsbXA1IokZCeocrVaOOGsddL7GNWodwjEgE9Q5fMBQkdSJ5ha3XeMoq0G0Uie+ACplUh/iMEHis05cvDVCU99YhZ1BllIngjogUlrfmHkxRERtQ8FLkBS1Id2Q4KZYXeh42xeAQ125Ezf8V0/GMtn2qCVBLW8T68g+zCT/13JYJ94CWJJY8+AyEAMKaw1ZW+mcdWKVPL82unrHmhINW+3YpKqPiap2vBnzw4Krd5x7adSKLgyEMdWMrFPupmpGBKG8T1SnVgRmMvszpn7UiaBurm/7f2BR6sQfYKCAxWI9TwoMpYwUGlKdQ8VhGJL6UMgHxCYo9Q0FN6+E2tCViwZbXXgKmePJQV1oJKAG720bTQ2k6BXGCxb2eseH1Bgv2ENAnbjrQxCNq94x5YHfC746qRONXJR4QQd+tWIGBHsvqIuh1mGDy8IL1mSoFc9jcU+jJahGTH9p/YxeCbXiMB/xNGak1IhAbFA/IxJCvTj0mOFp7EDVOT7IGf0MPq968cpyRoqcetEqaetp6KTVOGA4KXgaBDbrwyC5SU8D5usbxIPEofWNBEGCii/qGry3CL5vd0TdQ+0e+j7XBLUldxV9UVc+kf68jKubelHBFxCjevJXCej/dnu9GHb3/ZCpJX+f/nZIqBflhrhGqCMN5/psSdQ8UCX/NryoF3Vf/W5Ca0gTI/5yxmrGMGAjxjWjlSlOKOrHF1fQaNSOLYL4BQaoG0Mn7yMg1njayymljNTNwiKog2iIjKMX5OOrj7gKuX7ty4gCrGN7WkR1vL6ME1M17KzQFgpYmCuBVITUr4pmoIDFYjxPCsxjvgi9jEvB+lXR7BGkTfkgMptHkDblexzofs4JEh8jFsEwBYlaSguxGlNc1L2xHgZ7hWsllTqCa3v1kUFy1+Ndr+tdQtaGPIw6G3OeBo7MlwpC1QWJkF4qCJUe13tNuS0WzjXltmxNuS0coZ24mnJbAG5embJd3e27Isbm1x7YyIhAu4EBkFiaun8dQPjOMvV8XVBP4onSzBzS7Qtj9fsN+vk+gHgSgFdoYrzcvDLPN2r6aWusOkOw7lbjxRgyBLwHoTgf3rb7h6gCvyKiryG3tKgA4a1YVQfaIH0vA2ha2VuQ5QYJxvUmVM36tM7M0zC9fS5I4G4FYLgfARXeNlBDZ/TRPBdk8BCgCcxK0ChS78L45tce3Nx0+BZKbH9ti6e7yHyLJldfQtfwpsV7vpzQV5ONW/NjEXFoxJFOruwSEIWUdIrgIyikpN1+5L4LONWRTk7Hb+gzuLJjzY9FyGLxQ3navo7fUBGHRkRR5H1TjQ0gVBheKRSr7BKwRscDthh+YAUbGAPs/2Pjehq1aJhe3yfJYahWfW2j9Dc0aO1ISJ+IxlY34eIPWO7801jyFmJ1np9g+i7g1GdwZYeIyufBJE2f9T6PISUJK2/DwgQUK/FrCEx9Ay3M3wokeweAU57rA90vqCH4JjApnwsy2I4zBaWA4V82OAns4nsyCE6gHOTqK21SbqLUw1YIXioI1YbnggxOp7bVuiWG7kUrtRIii6EsSmsiBIaEqDVlJPwQcFuz2smwyqlDxVyCVCCt+5Emvd6cHRUc4VsftpDle0F4ZK7+6uypF6ly1Du4iB9jJfpvae1TFqA+bCErOMI37fhXs+jYsDk7eq5UwfeCMNarzqHicHNGbaNMkyiBtSbkStEmwqYz64KOx6Z6hm0pompLDfigztEKVP81Yt02TRydTtRfnT04QjsdI/HqKpmiHqmFZSG1Qig1oCjPlg5D+hDVPmUBIss61Cw6NtSQEav/CkwI7HJRa0XyKJdoYmz8MHi5ysTHd7wNPnMQM9BccJ7BWQCDgOpZq9j2hQ3cOcWPVz7MAudAMqNz6defnqdQAxyPMlpgZbTAflSLTRU4HP/J9sGPwcznui9c9yVJDoq6CtoQSXGS+les6zngOM/NrKFxfp4DjjNkDIsntZLhVhD2YX0E0nvEnwE27sYE+wvEPC9GD0Y1+BY0JPUhwBp3qegmMlzHvsWkh4XUrPwT1O+uR280z5RP9W2BgOfaUO15dkB3q9acUbpJJqwzD1toghitfcRA92hSW36+yIQKUU9ekMVF15B+IOrGypsUvsKiWEXnJZkyK0JYnZdkypxXhLA6bnrtesdNr2jaKKA+RyHFnaaIxcISYtDEffv3w8ICBKSpR2AyZWFxACugF6lAY2GhjQIaQdZwKFf1MBZP4Ph5fRe1TRDjZPzeFRk5hIY8X4Rg9L2Zib43M9GAfW8lmpQ4X13BrPU6WTMWnlNnu6LTueKuqwn3YbhASE4ygbBrGJKlIXXpXqNoBjQ8ZNMora7Al5gcw9mHoJgg9IndVwBzPQhduVkhNUkc99bdcqK2GDpvJ7PMDZWamVxVPNh9whlBCH3MVPRb4rgjFyuldrkVRnDGRo9Z+veWiFVkJ4OsXS3YAqoHHY95ueEtH5mQk2D46mhSF+zdHCWPCengLSVhkGOftXudoQSBgT1mHZK3RKOSTQd4dS3ZQKUpz8dse3nLUCbkIA+i9KECvLxrrPAxqVreMpaLzAl6oBPIQfY1O/WYRDjeUokGMuaqi5s1j4WMkfeBBO4tqwSTI9c6b03X4za9qPchpO97wIiRHyXtbqetDHYccN6HCsvvcaRDVlztu19cYO5y3d7HCJzvkWCRvEMIC+YekuPHNGLkLMU2MnLxmKs3npTYArmYx66bFWFjoW0+puqQJ5UCSI5SJa0thtXuvBDlMT1rPKntC/KSLC+1Kms2apLiY15WPmlsDXKSCZUamFY5DWeAxxTs8aRnNjLrsAAv1mMehAXgMetMPGljD9k0KgQnx3SSQY3/hhRA4F1cSR5z6vNJx7TInLoZ7is4qnAPBuzHbPF90gR15MrTIaZKnETx3fuItfKkLjvIkaNucxowcLkIc+/D8MGPhs6QGQeMpSbhdhiM3ocKvx/dUSYv7nB2PdsoBoWNalPyIC0DvEtCE07i2AO3y9CEnLjLgf+THPxoDY38yn9mAPHoKbP6P0Mj/BnScfQ9J9Q96A3q73saEXnQqAFB/rPJ3J/r84Io/2ml7s8F7ob+k9D+/MPrec7YAg/aaZyeMyvt0wCqKPjNIwmf3hqtek0kIp+u+3TwmfXUp/88fNqRQN/MS9qRwPfNvDwn0CXkQ+Gk+CEHGj7IdMjxj1QUk31OFBRH/3PUY3Qv9mPUNJCaO9RRbrgXADrn4axW0oOgph3qATrBsj7+7UoXMap1gWRrzZjeUFLGuhXuQZDjxjrNNcFKhjIAEMbEVcjFBDYgSUJOckTgEYlcKqrXQYbMaSGHFEAMmYdvjB2EZMW0Nz3dJCfupn36NjH2XOvnAU/o1FTVYxu9qlvCyRaa9c8m9Q3dKryDzA1dZO3ok8MOusjcChmt6NcuUc8IPtCvRRbopkDHerJw4v6gY28qm0YN0LKRX5p9O+hZC5OZZEX07P0+ksSgaaOA7s3MPjxaNG0U0N0w54lMc48ntRLipyxzp3oQsV3RuTtX3D3mJ8yT2vY8C9szNeG+GxVD2GP6IPCksVHP4omNhiHZTkPq8piCv096lvo9KBVeo+gexKDmMesIn5TRye91vaiTNd9YeE+PuSrgSaVceBaFYHbnq9voKsBjrq4+KXHQs5DRq8CXuJNjOB/zQoMnrRv9PToxqKXeBaHvMaf6k47Vv0fjEfMMV+cxjRi5rwDmdg9CVx6zZcqTJjDxe50+rJCZncRx7/tAMvSkLnm/R5pATlRJl8PQ+T4MX/xoN/29WxezzG63oXJ0h83v5T7pQ0uEvUtCkw4yv1fjpXuVlnuQloFHpN+LcHWzSjZ1EsceAMT83mmhGjH5RrUpkSR5Fk8ybyc/zW6XockOwt/bZbQDLbqNYlIQV3kWMoy7HosIVaNiu5xAl1bA3tLJgN/7/PSBJMNbVpnye6SLU51vGTvh92gAYn6JvmXq4+/Vldo4/R49Mr9ne+lDRef3OBr6vVzXOqa3BBX6vS4FmDVm3tLH6O8xBfqQEvE9ePDvAS/2YPKWkASeRXBfj/CWO5w8C9Za1am3xNH1LGToFeF5Sxu4z8LN7L6TfLuJy8dDrbL3XOu/B7zIIkIVphEjqF5Cz2N2icfskqWNBKfHJgrLXPzdMOfdMOcqChd/truiGkPi0b0GWO3G3vMHKGoEpQcVDjYlS/z0ixOtA2Sfs0gVqZUMn3YksInCtxXqTq/FhJZRxfJzmn59JJVIKrppRwL8TYgGexEOCAtLevLDHM8zgBQVYwi3s8Kl2kvjdjNBN43eKw73N0FsNPC1OwNkUTiYTNsR0SJ8xC8RmypSPAyAhrvq5Qm3ewFB4AMmB4MxUsR6CvOG43meLDAqG2tgLWI9JaoBA2bGBvDX4G8W3B5Q1PHCi/YCJBQL8QiZX5o8v4YAp4EDJswuH5yeBtIFDru/MmTndUR1zC2Eil9DgPOP2ax+QOrZa5QXIKGYparA3yy4fZ4nC2oJ0TvmBf+op3gECl3gFsE/6i1ibqJ/XIr/Uc+GIinawFr6H/UG0YzQQhTuf9QLNKYwhR4Ki/tHPUApsGgErzn/qEd3xAxNtJn2j3ooUAChjU4QTtmAauIrhB3KwuICCHv1SYlZjd3kInSUlAvJaMEBy6tMDIJ45V27KYh5EvAPWG13K7iaVqwkWwvuJiIweEIQSE5HWu5r4XYgdmnRbHC8PGFTDmWe90tlnplp+8mZwCdMhb7rHeH3lVV4R6o0F/Lq5V3GX+8KN+D75ETfEQjI6tEwVwvb8K6/YR9jR8I7+hawPcGSOJur77++6DyM1rB/HHBmsMvLj0ydvOsBGu8nx/WNTTa8a4mZC6W9eFed2vfDYT8jMZrdlEPF7UbI/Gtb7L/ws//RrDzly/Fylv4VBtm/0KLyjykCs5w1XJEpZpgWgG+J7nzbC7y+V+h1W8WgWbRlmDNRgPnKXLvHdWFaZ9oydqbznlm0Zwa3eQa/UpHvcV2E1phDFHQ5prVPLW2y6Y6qvCVi+m3tnBptJdkJUFlgPguW4BYkIH5lhuLH7bNrH7dw/YxyiBmJHMLmhXrxlhOqvC3UaN3pC+UWTeJmwbMGXmLK0VNu2jzu4ZT6UoXlXd4CYR4qq+B1MK48pY3t43IyqHtMWva84+PPH0mOs9iyyt4SVKtIXs8brvskxHz6HTy+b3mG6ywwZB1poO00UMKvb7EwNjPAocmRqoB+ZeqSt1UCUWv2lnY7ADLI97/aVLw43nJSWPhHr0tNJJOmwthZN4C3lJxLEqLLLWkq+1zu2W2ZNt7yRisogAlZYBbuzqlb0c6j5M9s7pTAKcyFfaVRzNsutdaYKTb0NlHUsh6gmp3JZvOWKUbPQlJd7YOGcg0bylYV3nzLs8vPp+tos4Flx2FgO7eEhLeEsOnpAkfnAPNSvs20eMwT1FsasOqcwHSbbpWaC7yF8RJVUp6yrMTbTiHWl5rA3atHhXIRJQd4EIgHX2mbZMiIzuD3qxx7isiPhNxfGWRns0LhvYDXyjNWsfG6Dlo/OWjibRkgqHt8ZujPaFquPUvzpwFLX+nYQvNUrT8ZCFK+naz5H9p8ZZpm5g83rAVqOJuaPsY9yAuzrESMl3uFcn7lAQTCMN2H75ZrRT/5hFWor7xxwwRyfAOjtpZLs6JwMxQhnvJv00cYhBvVhIayJpUYrtYE5ym1qNwa3TRsk8oyjhVwOHPZT7JeSpHddzEOlOswp7hcALefhFwwfL4ZQMgtQwhe43UTFPykWq3rWFpX6CZPeZHkeB04/OTPDKWUp5UPW9UEAzAqV1hWXiV9LxkBpWDu70Lp7lU9LhGvCiAe98nFZAvo24LxSTJCPu0sqJlanbnXdUZ93ww/6swDbJyE71vBpcakTaNMe9//qjFtHR5P3pdMV2MiiZBx975FUmofZi0jft93AGl9KVoDosj72hSpLyPNFSLfV2auvqSbYHXhfVk468urLUsEHL7XGEZ9yZJDZcL3QvFQ91Ala8373iZadQ8apWkL3/sLou7RZ2OFZQMFN6yEDpUfMr+XV9IRlvVpZ9F1D7ekRiVqP6ugXPfA1WUcLvJICt/qywuHi0aPD/smV2MSHysWFv8r3mqtyeHDDjXUNxK3pO6k0NerfgiNB3W6zawjkOuHcAb13eEScarsV2+f1EKQ/Iy3PnVUrFa9AsWxhOxTdfSoVVcdjP786eVhDdviyRmmxE1E7Dhj/LNyWJ0D4JRdpYPn3fRLomuY3bGnLDhyk+gz6hg8WNpRyH/TsCLTvZBksHtrK/eqjZ5eE9C1j7xA9hkQrd1KqYQ95Mmz6xDadijfJ9vU2K8LeS12G0hLm1HQR2/QhEmXwdDBRiyhoncpGb6Ja9SwAZ+UdQwfhm5MVyc2Bb21rqZVdWNWJrEpgDF1tQgh7q8uDuYnkaldLgiRW8cKn1nylq3bkXBJJzHBw6x3XKDfRfGNbHVhYWKDMFYbZFuxPbxf5Gw5yOC1q3RAu5ugAGWwc7GJJSvcK2o4eQkJYfcard6sMDu8VJzavKdTd+uNqKrSF7u1A/YdBX5QqABsU9e0LkTHJcPghI2o4bd3BUMFoBVg57DF7F4SeG5MtwM2BQEAuhqHIvcMrB87ycWK/raTeu/guZgn41K7nZmnWc3d5CJUC+1ezStsEtaFxgjHCHtXk7C8wq6mheYitNuZ1XA9uzK3u0nUyT8Gz/hWGVX0D1wnOiQStxia5R97azzrFRhoUTMktZ+9VwmL/hHR7FnlBtGmOSTTFhi5YTnI/mOh0LOWgII+nUryiBbhWQu4QKemqlYYjOsFigj5x/ruV3GsoVn5Ert2lbqQGfkfnXr8atsBdCuLEwygFOhHoI//KJT6q1uF6CF6Nq6gfjpV7O0/9hi+KioxusgGK0a1H3oDy6B/HEDzqnVHuxpWEBJxoXfhRvnHArWv+lKDfo0y4jy6vJ0CqoB/BJLxqain6FfRAsChrt0s7sM/Wu09KqsDdOwILNwpjx1tyoB/NIM9quMdOnYSclXGUlezRfwjhdhHfQCKRuIgawfvcAg8/7Euwp+KHaNlTxkH8eg6HJLqP9ah/anYHFoWNc9uUnvsdmf/j5sQ3pRDD/TsDDLhsR8djyrvH1NJfCkUW/RsEhgzp+1wxzOG+kckQF/qiQNNa2PIOdfremhQtTz0D91GtKliEHQrICr6lYGNRiKCED3rWWOH5v8Ns6EvyGIacVzwf7mx6LA/Ir3n/2wkosua6IysXv1fiTU0iCF5LzHvp1qILpFjtXP0fodt6DXcHwswvi/XCRrFBcK4r++DA4CGw63yw+9jEEah61qiuPoi+RgF0Gg7G1WvWUgeRtQhOq9ur631X/hxQOsN8NND7HpowL6324nRgZuJcNR9BAtu54b9WjJQZ3CCvlPRWDoMDFE/8FmlE4XA7OXVmV4BRrUvNcp9Z6D4B9qkSYTtoJVy0DxFK8ccM+XtFV8+1PzFKf/k0JdKc8z1pCSbkl1AFQmgukuxXzzk84tiZnXYDbQ8niAdhIPzUlDdfpENqM7g5HwL79y4gxH5vScV5J6bHHAvaRHefJafN2BgoTlmyolaUdiH5K3jCuiLhyrUhfXfgztRqb8U1LN/FETXNfgmbxEimG7JPBq6G4a3g9bIC1/fpGlEgcRjXgFGNTaJLzXK3bkgTE/Rajky15yBogwMmK+7lJjHl8xBA1gEfQYpjWYY9QHOP8n4UikOrTM1npRk9K4T/rGXtAhVXMKw5yYHxNGq2ntSQUBcuLSDEfkHJz228M4NM4x6iIex4HABVSSoGMK0+Sw/4ZRQsAEDa0C6mPL1p1ku0tZxFfTFQxL+MfHHaxG2oviCYCcqdb4UVBP/KAj6Wk7Sv064bmeNtmQezVyboS1CBBMn91mugOmuX+zK3fWLz7y7RvGhyKxozKDnTWn+kAfHj3l1riUVWN2125nHTrDjFb/9EDe9x6SZUkvu+LyNxnS5TL4vApr4PXbc1DxcsCE46m6KF961qfQtg5rUjzGAbSFDlX2tgYN/nYH5SqrH2lEDH0wCJZ0Do/mPFJG9ZJXGeoeRKBsXIz0sEv1HDNFecoWGOpHtRq8PIxH0WkaAHrUkEbl+7IRQJ8roUNcg0HjXIyT0+gXv3eJPj03UbmlUJ45HTCwEuYPbCSfaOggbOQoSXTg/uFujArvXAgJ+pqOt5pCHMT4pMJzFK9h1ruAGjr36q7OnrENDXS11eVaePOa1zmFmufTRtywsyOppJfzY0diMbN2iHk8FYUV62gwp+/VFyvMAB7POluhnf5YA4CmkZLOz6Qhhf55o0kklkrWnSEO1bXy1dCZBA/c4uVu7z8ylc9Z0sMep+LT71Lg6b0XaLjcGY8uVEejUEGWh2wXt2VKqHTjZPETpeFFezZ5nsZxqg3UdL4qj2TMFkE2cT3PP8ww128JlVahHTT0vePd7tCZx0sjB2/HSj+lTJZycXLiaPe+HSnqyLZhzhgW0jpcukT4dltAJ+MPX6TrRN4UnTDoLlQB0Op7j1gB71ekb1djhQnHvwBE3OnebrHS4vnkHtn16Dpjh2908HLklD6U8n2SQdbUHRfdqCD5PK2EbHY2t6NYtMnAq9jfgzAcpNl1qftoY9n8WhwbdPg2G+zxXun6Dn0aK+Z20gzYpD9pi5nECzyGkHrQBhq/hEVDW40GN0C+DasTsxINWJX1LcFYIAg/K4PFbENyQu3tQzptaCoS3QMNPP4Ia+BZV8cWnG+2a96gBtwsiu6Vajdjo3FzOZsTAyuwD0MrxpfIvDnpxANVWJlV3AUTWUY4PdW8v1FA4BSCedW/rGhOeJzUTXQq5Ux9q20ypsL06tgnbki3SOjaRgS1NipoIEw9JWHHrVntJLRK4etUJPUshrz6dayDbGqU+7Qn6ITPG2MCnuvSC2I7h/wAOwspoUZcOEH4FtapJo+A+pf1OpuXOjzIQ8C10kLPHP7oh/Szo3t0mr8PABeUbEaCkNpUwF/lGWEprUzC9ux+VLVIXx332+CEvNNSpQWhP6tdTP2EMlp38Vh4F9apl1KzYk8pu1sB6brKRz4olpG4tLwZ5U06kzq0yAvqqRJq1K53Pkjdd/KyXkP3O4n7qX14Ne1f89agtTfWskdQxyq+5ESIU5QPIUUlj8C1KQqCRKGpirA/pr6XaSQuHD6a1rSbrib+NV9Sziblc75OKASKfZZvVnnd8BSuvscmzMMDS84hBsRDcIKmv3H32vCsxVyyKAj87j4B63vExy5UrBc2rm1uCWVgs0Vz0RNnvjkeRdDsfl7bgCw4zkAJ+PYWFIV2tc8e25XVh9zxBdrNDBN2riWbKMYLd5lPYnzb4dSECnxRW4Nl9Uj495sbfnQrXNUVo25hBcmuu+W7q2InpxLtM4+g+WmrySXiFwWqEKWQVjiCqrveNpVr1bJ+OnvdEywbK4WW20ACp2/kAspduhJlBPIJ1uyAfNuWVEDMTu93eNqZl/8BhY7cEEnW1IJJ8ZzjIfiBG3L2U0HgBXiUbAmOD3kUmymu32qar7etFl4Cco0LZehs4e5BwMPcCsMR+oQCu2xQPcQ83WmzCKK53qoYzT8vRbRyRcTeNwAC8bYeRvYPD730kIfbH58ttV0ZlKvv0bWJM3iPQ9unbxLhcookxVtVj1pgoJxpoKRXk8ZdVNMs7SKBY2/GWbR3Kkk8gTGEgviVQjTIlmdss1myN+5QuxOWz2Fb66SX1kJRNmThPnaR+JC9leVXKInmPQFu5RBNj3iDLlh+ozLmDTGM/c3GMcyJjThTbeF+4svSaTD3eyVJZ7XoogX+IHbyoB9/dNkX4mm82HpjtrR7ClsctvJT5DaPZHQV29ZpHAR4YnVa3jmjCyaZR/Mjwxk13rvCaKwg8cBdf3Xp4goNlpfKaz3Ar6KXwmtzpgcd8atUlU04OkYAbHd3eLpYkeM0fTt/kcUCd6qQHz5Bhj8OY9t5HnkJeMwLSAzNdqFHrpDjWjSrcKCr1nuGEfk0nat9EgVF96lWCZ+Xa4AieELkHbcz85s3v/6JGqEtlcnApIqm8yDjIPYk34Tf3St/3Jq1Fg2fwrLMTfCjF6L1jrOs3Q0S9b+xuLXoikqvlcLVNJ5vSMyYsvWbhk/8FvqpDZTvwMCVDDsAEjdurr8RrOhn73wYt6h9/O/jaDg72j0dLj3CQ9pqKDv5X9EHd01Q5VIQ9XmQA7QZVMeE3Z/m+17a2Dj0q4k5LS3hRl4JbVEaQ36yy43sJG9Qd6FQzUIio/qRNwY9swPGhrwO37oaq5zT98buNdrUniyX8SheMF0BbvYUkPj7nHdbvpnLVnWRq3EjKiQvNEd1N+vpz+q797oWgutMEJb/wJspZWtE3i6AUzykj4XkRzKg3qTjwtEJIe3WBW/r2VOs3fWw+b4zTGjNWmL8RKbMXlSLLW3w9tQ+/UP6z4JLz4OZ2GiRAvrMI0zOxOqx91ObyHi8lzsNgrttELn5nb5LPvUJV+5hwgfNUEMF3xjD7AMsT78kz43NtANWXWjx8R8IPJyAK2HcyLL7nFurnVh2pe9QRc58mwzyn9a8P4LN8TyjDzy071j2YdnCrPUU+k7bh7mUK8J2fLD63Q4G6Mg0AfwMiw150ofY5oYXtc5JdvS4Jcx2pU4V/xe7aUepU3DtI9O90cOJzbyzVkzW2/E3IFXvRTTbrwVrxc66g8kyKx2oeA3JwEa9V7NUZQu4DO5TP6UTuc3dlax5wZTyAXSmPiWCgJ+ic/E8Nk39LSldLSrbwt1OyvbjhBXm0xpTV+vHrBmcZcGZbMXGgWynR8Z+9Jd4W8K55+D6wh2fLtvBbTTdPGvgzBNFXIuSyhkwtwHt+1+wqLnLdKADPf7po8baEWDUkYNn2/ZFg4/oI7g0Gb//MefxJkASpH+1Y8CoMLzaUwyc95izAfxJweltGELWj5xR7SWKgPWtq7hCssPxZipFPQmZZPwoo4hbspNhLCnXu+8rse+ow8rajXzPWQ2xUKTv2D0unHsZbfvRt5GmHQNaNlDg8xAYptils6f1VyvmeXWdvaxyl3kEHZy+RSrWFoBjtFXiOHi0D5mlR6+pGAQZsQyYY7ESrrT4iqdKGdBFlM3Iw6meaCB50RlBloC14QtA2NGPqJO6u8BNKAtiTr0TprEsM72mg6W+zSNSIsxTszhYeG5KLq5dRefGgJjyh+Btpsb0oIoZsGEXvPXeK/pbrrUbkosJ7ltL2qtJVp8IJ+vNwgqf9lKwXF+jyt9EM9mKbaVZwWpH3vCJ6WyWxdY4OfTaHplz769W1pwjUsReQmtlRllZdBSALWzCrhy0C86WzId74NOXmIxkAVy92NeBUJvDs1pyhzoNz5c95IJ528653hCBiD5WgtG94onQ6Ek9mYRFF5lbcnW4nK4RlOYjk92oI9zziv99UdHwjnr49L9bUDHmLmltM8O14h25mKSFIZgOFQHre4B4WC1Wvf1lh2+tFrEesBEI5nT+TB3pTvWiVxSukINuocVP3LIq7Pwuo8bT9qUaMLbJvVfTaMXbo+hiCCZ+O+frYJcO14sywWViCrLkoyKbjsbR8Hz3yr4JC6sWZWhuIconZAlhbt7ssUStaeeNoWBLsTn5x712g/c9Ov6c98vXhsQzn6YFlH/6tdV7FxoOu+X5s6FOdOEGCLWjDzUCGEHuKClzfgYL/dYNhrRiGg7f58LErZy2kOx09/xNGjKelklrbYECBv5WW7UU0tvLL8/5nHuDXynjVhmWr9o9iJXZLaoH+od7xasunahttRxJKutEIzUdPmfvYyN8acQ6AfZvla/eAANDNWjz9HVflX4lE1DvIw5xCq5xNWaXlJuY0Hv3i5WMPS9SHTWxeAAbPfnDiuPfUOn4o8rcgwfaiXJKnKQIcfy5TvSwSuZrQz5aftQhhW/IXN6JN9eipq481NFLbqPnlUz087TYkqv4kofPTJY7ftTSnzuH6ydmkkO3Is9otgEzy0S8ZPlaRp66xtanZaxy1qPxt9IW9yIZIvn2z/TOU4o+lhFAPJvpwCjjIdp9Wao8xcT8olQbvurihPuwQhHtoFLIJq9jeCWobZGV+5rVp2/iRvDNzYR+0Eci78o2oDQOXcLZzmZ34g+Uu/xg/KIoQ75ritiZEnXEbpTV4UBNF7/p2WhO6aZKJq3jUgkTwzFmSOfyRDPAnLMlXpeX6XggVPkEeA/NSiSO8iY5z8ynfq9J6/a7h1T9tkpoR0PFyoxGOvAFr2qvSSnhdVqaPkto0P9AR4l66NDjQDds3lMcnKXE0FyC05D4iJPmEOqlXpa3wTB7vXoEtj3nCFRFv+1+3yEdyMmKOKV/xGZebb+DJ8Kq0YJ+rc36qBGdzy45EDkDtCefwBMOr0l54XMKmp+K88UXW6uxYLFE+4rPwFmfvr+bg3vKOia1Jh4G3rSB8VVqyV0KA+LNmQnwhDVg7x+IdR2Fpvypt2dcO8XtyzJOZA2kI7gH21DbmM/CmdqwP3BTkEdxoeag9K7tsZuR1nVBwl1/uDPBPGjrYZJwdXifk6VVpQ7ysid4vn5+YPVQW4GZASG1fKl1fCmHrgR3x/kBMjBlt0ZingfLZRcIYf/QB4TtpC/2gNLf6aK2G2QtFE8/rgfmqtCUe1pj0axj3p29wTPnB8M3zjqeY10I88hN2g3YlgNoXHc384DXD9+lyYT6hJMNTkFvsQr8eD+SR6oNr077A7Jz5rdSLxxmBYrcga/ofP8j+Sdbl6zg5Yo5LEMvpoPZsC01oH3pm/Sc7GvyAJz3McZkvnE7Tiu0AyNKH+l39k0wBP0CEqXlOSQ2/e6Vg7nU7/W4o+sI6PS+grMRMZxOB47msmmth6u+AlS/MU/k1vOUovE51+JWI7+ymNCu3I7t6pAFL9lKqHLez66lvWSmz6PArxyOCZa4zE+R5X8FmBI4w35doX9iGfZkMC+oZZHlmQhNIeN4FAOUkOXrP5NIBz8vt5XnFGLLMjKyWYZD28rxj4nNVDkjQq1cXnkeFl//TE4s5yQQcX8pgxRcUpvLiGnio2ojZAeoeh9BkAx9KOhF0+koT4vgfwZ0w61AV8R3DR25hC+sI5ktZWDPXkRjieRvI0jwC7O9JmC/MMR8A3gH+VTxFb8U01T7ujcE71OjMFRL5VRMKmOlWUzleqHBah1KT72R9L5wgxbukETF7AAriIHJn2E4gKHCCOvkHvi7YZjopTI6XZJgucuf3PY/whYMWv8Xmh1lFDB+8DkaSu4qn7EO7pvyT1NLa+MTbQyZJtCN7rnA3wibbIs3P+lPjn1XrwtxmbIOjIBaybViRPuFs+gLGNmYUKZq4irytG++P63/4of6TCURq4UMnMwqgMq5CacK9ogna/5js8E+0OtTCNVP2EwjGYDZhxIu78R7ejUcIvOgX3Qcfvta9g4TmuB4hnI5ADBuMgRPhsRefEyNjnnCFgH8xLXUdAWy/bpI1a82e2YIOEsdg09hvjHj4VGHe/12NqltTTc0hWCU5Cd4S9+pN7AvJvd9JoVhtyzlnPiMM5CMqbW9Y4dMfpcx6JxAE1EkSr5glIEXgFnTM+k4NJ78XNtSrJUaYybzi+IcOMncUFx1feuXzgTuwqGPLAnyRbRs3OyjG5V2kYV0Ip9NXkrM+DcY108k08TsqHsxKjnoid7+m99VcV8OX57XYclKLEeHYTMrLCa+aUaNbFW3gS1H/iBBlVnCAjVOR2ehXGOhelfbB85KYqUNRR5jpUq84XroqncjDCRDhdyGBwczjeIT/zN3oEio/vCrthGdy2lp3ov6aU9RccbkArHfcADWbqB5u0cL8VuWGx035ufci5Ar37NZPWGuzDWUOHwBn2i8wMb0qrYXPNXJWb3bhfBTCX5tK1Vn3EAzzqrQYfkkScn35pGhGQ2DmaS+j9yve2Au9OkmvmfnM6I+PeFlxIzGVEiziuE4Cc+VTs7pN5EZEJ/GBwavSbnhbHlv15C7tn0UMsEMxMOgmoIhelZbDKzmb1ZJDZmYLQGL8wgy1jiMDEDiMQN1KJ+HnZNjYLF4Puwo5qFelBfG0bwpqxzSd2avKAU6hS7T3DLjQZHOyVh0c8CJ0dew3Y7cuF5n4qrRmPytcVDtuUFBLYWpgx1DB6HelS16VdsQjCZqpGX9i6xBPTcwuyhj0vLezV6VV+yNouPVio6o5Ss/MpYAwdazcCEck1KFYi2YnUUgOtZvXyzrQeg1l617j9OkbbFN+MCyh5x1PeVVaE/8KelUvUuUw1yAF4ALOcnpY7g1dGOFas8uBmaU4ibvgnHUyDhqYtDjWPrJ4v4pDp50FQUqvUx1+UEzhWpxX6sFmN6Vg7HZlYQ+6RMnPDp3VjJoi6htRiFkUs0fHK8LyaeICjwQJqF48vXkhUchs0jwNvUSPxVtPHvVkFVDt91VqDtQq63kelvytocLHpjhRL8oN1VrFhOYHswh6ng/IvzlX/4jtcL14FqVMCij1qyd8e57v0HcEc3+Ez9aLEx7PKsJyQekoWOl5xRjqxXLXGS1BGXREml3Pm3LiuzGNh5USrhfJsVmHOCbKl1Qse97xk+99Ih4W0UO9iNV1drqzAoXi4aTnVWHwHRbKw3q1qBez0q8I1cBeBBPqb+lfJaY5NSSPA78hRhNb7IBsp1OyQpvLo25EAvpFtmx20RVlt/thNSuHVTPKPX1SMRD7WcYZ5HnHV7DyGoGfhQEWnkcMioUgR66+UveE512JuWJhBPbZSUACzzs+fgMCaC+6MCNPIHJixV50u/XkGkJwWtuLG+Q+R6f0kFKxF0MIf9ro/B0tsxfbBj2LlQQT+WAvKkGet/ouTyQZYk/CvpizgBB4TwNOf5uV9uYgIriI10F7VZCIfcAH/ZxO6D53N/azVNTytEKzvaqlar4dcvibPjifNwbpUzmowd+EhNmLcKpVgUpjITYA2qZHWNhfqgLesyvE2xpD+Ye7wL9iKdhR7LzsHSUUv9MBis+9kfRYTjr4hbclzjLEy2Yx5PScMhSeFwHgT/nccisWtXwmjdHuTaD5nZ98n9tB562uyOBvpVn2Ilre2eVG4AOsgue0tvEBfAveE6rG55Yd30rolPOoSvKdIDw4zn33njVun+tjx1el6MF3IAjgBIJo4DtivO/J4OZzq/K+StgK79nr5TxWwNyGrv7O3hCfeyX4q25sbsGug72k0IbdWZC8p47Xtx2tv95x5D8LZjlPEkNOoyTsO4toPROrnKcabcFN1DSxe4kzs1gHH6+pWPy/QCz/icUIl/Fh5gH6OPAlIDj+077xt1dkPBbU87bLJXblrKy5s4fLf8Loe1oqqL9gRi6/YgLIC4R4W4ji1HPelX831cFLARjjRn2CXEiShv07YO45lyD4XRGwr6CWiB/pcOJDFDhtXQoxntP0we86gr0CFIC86sKWDQWHzWPOdv+TQNTbMoJ48isBrgbJbVM/RjNg69hr1sj53yk978QTgLP8INlWTCzgVkhG/Gcv09sCpn6WPcd7foPtKi5p3Cim8T9dsHhbQqzP8r2zoQS7sIX1Prl5goU/P2jxSkYvP4tIDtuJklm7t9zEteqq/txH+EqunDzZHIC/BQG2F+WuslYH8IQlGXMAbA1sLxlrr+nEw/82WPFNv1oc7QrX7mRfey+D0H92/j3tkfo51Yy9RFGAPRuLyCEU7/xZiuMn6ZDiyZGE3AnslRdJQdqiEAT8ZpUH30vo+09JWRxqiIsX3UTZaQgFflMJlO99NX6nzT9b9YeB/UPJAR5mY8Gj0QOelgjTl9lueZbZJB+Cw2DvIHv8zRBT7xub+wmM314yFcUWggIKr1Cg9NEyXJ4Wte7LlH+8AgpFGzVOhD0LF+PPAgyftju9WYgVm7RDmX2W4cU3BBZ59K+Op2U78eUdPLiUqyQvKlZiT87Z+M29u/ftaZ8ADWcbMnFgJ1rZfETS5YNiDosC2pAummxGDkb8TJPoQWcEya7yHiZurypF4FQ3kX8eXnraz8ivaSRxqrXbbs0x4jwDbv+ch/a0m/d/3qMt+CbANmzxx0nIRT3oEqSfRTDiy0fS7EAgSbsGDAFcLSnDgwJr+FkBLV+m5XZnC40NycWAl1Hpe1ATnmUpeTwL15gjGF6yB2tE+M0b1/9FpfFLlXz8bRSGvch24/M2mApLQBI3okq1aeSieE0rpd+khveVdOV4BhNUOEwtt4lCZ1+Ty8MDN5DySXe+9oYRZPbX1x1P0SPDp6f4PBKkKV9bYORsUl7syDMOWwAItUe/aPhYRZ7fypGyFyQZs6eabK7iRJK/v2I+li/I13GUtiB51xaB+cnZED18mjLzkQyA+1qGFE5Gw+RGSa22i1my1/xh/iaPMJ+EtcsnnFt4zhMTOytW6DWdkjzwJd0fVU4xC5uoMb+KDnE70rDvPlD+yAUhX/dp8gl6BHhOX6mdVUHrNZkoPDDo4R/NQfKzPSu2JSe0ERfUPXoq62MNjfwCSkMsS8IFv1cjmOcR/32oz4eHXaL8uoabfTtHwI6xQ8rHDkT5dAyFj10y/P+UyMtRIPjRAjx7DnDxNfWWHjiC5B+lBTDn6ERmvPsKxwt18V3w/LCHTb4uXDUDgdA049y4PI8H2/cksw/Llfp1oQAsFnfgv7A44nlWcD/0ie9fn/x+XSjKv82GF0Ei2W08T17TLe6B3XTe6NgBFtPtT2dPjAqcAqsSm5IKE5tYS/HRL2A+9rDE8xqY8/T4tA//HjmvkvSga7wfG+r05hoofIoW13YkociN0gofPcXuYyObvFmKDbczCPIiHxmbzIvoNe30Aws7fVGNbhb+mjUXHbDB745/KZWYLYDt4HaXJjDYi3BCPomrOm/kzEAQcOApKhDg8cTe8aHSNkpjUFxrt6Qi4Go9pM5MdmJorV0eOt+WdeweEK7cbA+J1wTbxs8IO3PXQIOsWn6gUscOMg3+zMWxD36h90HpENxDY5BNWAXXTi1iKgBzZz9wk+FePmuHi3aflhqPYQu1LLbbjmr+NIHG6aCtp8GTBw3f9s283ETE3wp1d4Yp8bNyWKCiQ2/kwYBHMUGNTMHrkqDwWUt5K4o8k+IhnxUpyimq80yshjw5xpGdoL/l2nsbp8zTCvJtbx28zUJwcwb6eU0/PNWvp2Zpkf8dev0o0dnPvL+vlfl6LZcnZ/LWy9J2/VaJE2coxh9LufVbt41Xr07EVzgXZMzCHniYi6Rq+N3x5ffR138VDPJ1JaQNBLjDbEFKltv5uPzO6OFf+Xa/zqTlb0Iy2ItwP8iEVxUe9IODd2WzewamGmxBALFmID1VPIUFxO9AwP+6wfA/wClvU+Szd4zF2kdLTR7UBNG7vp3+1hyo/eO1gd3CCYSrde78vWn5r1cg/h8gcTbNWjsxXWeXC5E8KAoR75piyW9JEGLb9l7aPVBt3OyG6t9xU/6VKMR/jR38bOrJtjFTw9Zsg3rQRtF35RvxC3pxcA80dG3CJ91Ohet6UMzjd+1r+gUt5vgOMA/7AYYW7tVE82kli+/qxOfNX6Ocgl6u3acAk8ccznhQKlzvusjh+R4ln2r0s9t6CPmT2IhPr7m8aymBtx9kcp45aut1CeBCBD4/LfX2rpp0b4tK/SC/3Fy8LbeAolfcM9KmDk4881Ys6VV5Q01q4QABG6PskRYUE0xlghbc/AIRIrPAN1Xl8NLtg4NMH7sw+zBFLBQoOAgUPmz1mANlO55ROKb2ZT9ekDCOehOBQ+qoqZCDph9mlAQN8hAxgf02Odcxgues+eBmldzeBBzlcoGOZimyTjheUVNaiqwT3taBfG8CjvYg0HPWfABJ61zHiOCpblbJ4XASdLlAR/Lu8C1Zt4obmZYYhjzLAY58isVJNkXkQL7cpCRb6lEg01iCoKsFM0D1gOQzZ1H83T4hn3XlcIGRK0RhYgKnxt5YBGHriMtwYAVsnawOhRMBakskcQBa+JIJoniDY4wMG56QOBKzsGBxqopdL2QZAFKhoK0/2N4WupZ/rOEDhQDqBG65twLOpQxs1PWTSk1kBVmo6+tu6kHV7T5c6ADqU8CTzCtDwO2k+aDbhUmdQX0KHJJ5Y5jdWIcpel0slJ0MZF4zpLtzDrSzHc8w8km21XtyrxYSdrUHEwbt+dxArh1QdrP+gNBJGJs7h8m0Swi7zJuIvgGHFCcXCS13oQ94vYt3hQ7QHh8bZFPb0j4EhdW7IOTNkU3vWHSsAHx9qsohLBk0R5De9aujC5HlrZItdTToXqZOPYgn4UCudOLayWSP9BYUEyyQdUjN6GoNjO/Vtgq2FEALWGGSZbig6WpVCm9UJNknRfJfCwtdhWfevWJJzy4Fea3IUrc7S72bOrhptoDuDPghf01e6HZ3gLsIFg2mkVxBgAqykA4vcG6A47HbnVluo/orMwx0J4bo/AXAr9uVSbibSME0XUB3Bug4f03+dhWWe/cKOJdzFdCdO/N5gxtgVxtucqNO2E3CCFoAaud81iKuq33qvUq4ZjsBtMDVgTMajIdOBtvbW+haMqs8AS2AtjuvlYV1r9EpPWjrrPlEA8pDbjun4Fd6Vy9qF/LwGnUAlMe2PacwZOpYARb7VBU7TTEloDyWr+c6w9G76VBJtwOhAJMM1IdnwzmGC+/thMjV7TI4+UCD+vDU5xgtU26sFbC9TlZnU/IJqE+BljMM4tc+dGTYuyzg3KgE7Skge17BstuFMgT1ric2NHEkgvb4HJ9X/Dy5Oymc6G0BastuoD2uxGcXxlHu1RKOXc1B6dAwaM8ZxdnFAd6btXBJV3tx3BT6A+35FHB2sdO7DIjivsExhmZqC9CeEcLnvcADrxgGVfcM6RC7wBzZEExWIumBo+58KWxHKSNVx4hFiLULPr8QaEP/wHBKjkFjkwE06ZLvJTg8b1KnfBoxkpXoLRkjFUH2bWJM8wYMTDziM9Uy+Bz8JoQONvtw3iFjcY594cQ82zlsRD7bGCKch3T2OOIkIB5A5Qxi9cSTqrMd+gDZt4kxKEua8uwiiC3ky4dz7AsnL5Z4lGlfdJ9b7Tn4TQi9iUQWXQh2RfMG/AM9VUSVwzzbyRrYQWuSOKLH/CjRtSPKaEghXVCa3D70XHmxib2JdmTygaaiwwCd2IYkI+MA3edWC/oyp4ouBLtCDz+hoT+NGEF9mD6gefwI6+hgKrZl1VkH5ypAcWi9oAvCOnDLt02TGhgM0HYTNHtqCaDhDo2jkN/Kl3ULinUIlR9zaKoIZpYTW1hhGbFI2dR3fuUQpRi6g3YhoOq5KeOMSdNzY8kmOuhOMvpqebaR5vMNQ5dzsEBxisllxC4wtKuUC2c/vk9QAj0tZRw2j4MCFNEbVGPsUNoZkFomXHGjgGhRua/nbACJ8tzMGppwDBWt4vEM2mPbWxZbQ6NrsPWg9RC7ylh6VaA+TB/OMXYo1QHIu7tq3tYYKN5CiDBYKNFxZHyYBXg9qfrh61ZOporSojAQ4PUEjYDTCs3WAEdNjTC6J1UVDdfiloY3A5rH9QE6jsJM2zn36gyth9g1M4DqDKy5Aa33ggGNACa0DSgQdJ0Y2S4quoYOAdouiYhTjrPxEg20nlSdVey5So8GtF5PmYhZ9ItTFTrvB/MOZdkzu1efkKBBoMbo6LUXUm57lQkX5hofq+9nwALaLVSto+FAbzDoH7DS0HSeVB1thzjH1t1EDKLxzEkIOh3pAo7W2xnR0XpYmnUdL28YrQcnRQxEz/utQuvh2LqjhLlnSoPPptxNYijaUGXuzAcuukrvVbG7LxcQXYfIR+nQhb4cPCUa9j8A7OGxd/U+GYYM0EEooSjr0NUg3L2oUe1xTso6pLodCAF2H5HFZ8v+ADC2c8UBnMDEwGKL39yHnQ/4ocgHADlLssl/9D4UnfIDigomDNnlPrWMKY96LqUGz4rBYISXIwVr13iWkKWZlydvZgRyrz7dnzI1LqH4rKqYc0DsIWDLx5hUXam7uAerJsYy+AdOY8NW8zCzTB8BvETjTS4lP/FLfAwX7wN/ww0KlIXjcD2kvJjjKlogzCZxuhnD3G64tLTAGC/RuIO/3R6H/eRxuhAKuN1w6S1lN6LXNUaa5zZs3lI/wL3up8bcOcLD/eSCtccFELTLZKy4lVyxugkoUuxII8o76eruJSIt2Ju8M24DQuw+1sZqVykwdO+IuO1gaVrcJobypjkC1BvILvEDTnDSTn5Re4ICRvhLYZIGBqvsS8M93H7pSf/oweoytxF4BuPRNI8WAm7gX1gOos0sTVjj9CYi+YOn1SCywdz5mOKOcuGhy83S2kawkWktug13jCVBHrchnX56Fbvj5DRwua+7l07hepsFSluR5vNWglXQTRADsSN13kAZa7K0LtsUjlchCIvvB1dWmpEK17uFek0vg9S1fyPQ3Ttodh0MDQm3qdm9b5jielcgGv8ZNZB2MkzcExjg5S8clWYFNuw6Izh5BcshaR505hu41gkHgQIq3UjVee+y/vCznaI0iB26d+JwBP5GipR+Stt3HIaby9lAQIPP950A0gi3o2B6Zo3TAtUhMILnWXnQmWOj6DmBBxGuZ0uVWuB2A7xeR5uOLfWDyOt8bpg7Ax3/iA2V/cO0xe8CnO2orB4uZ+LWhhorNj8FCWHHeVjC5ewg89hNoY3Dy5KjAFyzlxBVeVvOmL34R2orvVbhJohV2JEFjMyNRlD2bickPzOAwcxDDtYGnh3mIFB82kLnT16mWGr/nnWwd9BgcDC0Xm5Ts2oPMNtyCSwc8AKajGZX4Qy8Z3IBl4DXZHbypI4n+EniP1yEWwGA8jAlGM3mBDN4XicTW0FMDT5HA9IeAIzCjlob5XKeNWwlDlLMN+cZ24usjNOdTjEP0HFrT6hZ5XSPVGwmKHL8BPGUXfgHaYYLoWZXSun8xANe20iNiI/w0WWbHok122AbtY8c6OIjvBDtA6U43Kwvh61kEoo58rbtYEkL/EOUIDtHBxmnEBfDCfRmmo1Q0XAeNiY+oW3ItrFixbssPHIDBoCYlTye8QNampwrxaf5GC8Itzrggk/pvHwQOSa75oEKfufn5IMYoflX0Kq61C9M6keN1/lYMHdGMvhQH3Jf6oL1XxwQ2lGnBfjcJ7ENJH1+aOSUL80x5FuaNthRa4ZczvPLVgIx4kMdqb5UkvdZzrbmm08e22ssAKdDrfn78cC/gmLVphtqbKYcuvxEHY19g1P3Q99m3nQLQF08U8RWgrXkJorh7EgctA8ts/CmdANqKTAJbCO1D3yEj0XbFFbBh159vukwYf2kkYp9QOyIg2giZi+xSvtQnrQ/xXChBmZaMhfVRNohQs34XIO8Rwfj+FdQcm3qw9T8RNrCjjuzwOXMRR6UBvRf2fbqUxdcewfNzMHQ9LiNALfvmBweVe9JzUT2iZ2TgJRPIILEdWAFfLdB4VFZq2rcKBNsmyqmvMvCDTcAJPh9bsanNhmol4hlMJdVsdo6ak2OIofDg9LZvKvRW41KRsJsA8UG+wiSED6iy+bTUINfJMBLvepDgM2CAJVbRTJyqRWefx8Tv2phYT1LBYnZifALnuAnl/8w0d+ZoL9KJ1gjyZkyO0JRtX0jFOFmap2fXmt8IhOmatZXKzMPFn02cK8mB9FW/GkVhk/Eya1uNYoxK3lMwQ9ohXKuFD3+PqH1rA3Mali7N7siAMF7eEhwCU4g/+YMnvV1t3bNMZZC0dEuvL2iE6W0KcwswRvsM8NeGtlvQmuQO59p7pHnVZa24UGDU12mBRWW5XuFiqo06v0mtNZZdGp6Bx5HpFCh0j/YjjpZfYwJCwwTlc6BsTS1BupqoXQGhHa6BBJOggKpdC8/sUvb1X7ia9NS/Q33qJD0Rk/h2F3keOtxV0xI1fVyJK6UjNeeVULEF4+lTjc4ufUiRa/LUFhOfO1RL3UE1IRn5xr90InAzBKYCPUfFUaQzPqA0EwMK8j6TQ8Wo6HSA4RSiFJg9/LkzZKwXF8Q5grhhGA/wO8uHJX7ACBnBRA1e4Xz20uB0D6Gi8cSBbd3QEoAgnfsDjbC29MaKLhvHjdod8MUUwxy099uj2PEdrvh0o4Bzs6OckHQpiFhtmtIgsGe0sCGTcJrpnvd3rB7HbywV9dUO4dAXbtKmQ+76Z7p5CYx9utlBV7jVmqVBGkPcXrlOoVFHUqYyz51AeVCCwx0G6c0m/FlA3dwhtplOFzZiG9ZvEvW8ib+BGEHxtRwDGBVN2aOU5uCfYKrVQC9FzXM2jWcFGcjx91f5xizcBMTLgfKe+8kYTBP5gByuxEA0nwNgMw/tkt4HleaksIdhiZgvMv+4OuEzUTpx1Yipeg1C2T32gHsVUDXMBUlbCl3I+w+LVQo1yu26a0OF1KDYQI9YIteUcCPLndwoPFnVzHrdlMc1ZiqB9vKagMbppS4A6aXfXzlqhaGkiAjRcVGZCCEdx3b3r50BuwXw0v4ht4eN2ZrrE2BTgZX29K74wRr+2YMh8Pp8t47ngrMk5/G3K6slvJBkB1NTFxDeVeTMC40RsjVtNDs1bxCbmdW0yDniB8d4vyj0IdfZaD1Z8+hLt5LLvRB6x+djn61bebPc6BXTT441SzYP/bEeFXUrUdDHVcgVMILDGH9x9rnV3F0+HN5RlHhMHeQHvrHATKvKsX0aFIeQmgXeBeTFv+4o+RVXwwfnbvL8xvFKZAC/6OB9KemdnhQGsFSG5aCkK69OuikyewPboYp9o9XL4+Kivigmyy4VWo5WvHWP5onPKrjiQcVnWIjAVerp/xjhQiP+sDqQXeb5LraHniCwbMNHI7p9h/vdv5UA9unuaDYfGgOXEWQlX98keJPiX4+TcbAbDeVYtpNM6hwOxA5/nGzwJtyEP20XYuwFR3Hq8r5x9QeXwrl6dN/JsxiNJB4HmPdP/rGfuka+tOLQP/5h1cI96xrJN4zdwqi6bPOGXjP0Mver2e1EvmddYbH4NZvlel9TiIhbiJizvXOMCVARYdWWC6O2bASOswY76gQNaWB6oJ5cAJfz8vAgBxlpNeRijAPWv3oeRnovjFJ8c9GwX3VsKP5FLhEx0vXfeOK1Jf9E/sqXAdlnlLpzjbbxNZHoctFCfCLmSL+SAkUTyU7lpvaxQZtZLoGCiwUW3/7mxLZVyxE8q94hz/1CGZ/ciadDbL3d0i58a4kZF6q2IETE9z+pukZHeqsgi2l3Nk/oPjxiWQNnsji10eNIZAQZLX/NG7RFekaKjR5HYIefsjWkn+6gejTJqJPmCx6xNYhzxrF7JucyEgyQvIQlC/37dKFqSjGjsXK8zlSCL/qYewrQRFSnw12KLUhj+PK06eqFn2S02ycD37DULXCIXz+6ENLph6HA7NHlZHzRiNg5Plgpid7fzRjNbO6iymHCRXwLlPNq0kIzcUteB2gmCQjJFweni14NKUJ2JmTAGfzMGWQqYznZTA885Rh8/b2STJCysgM8g20nHcvXAMFPq+jBVyogMuTbg2vaXPV/DjUGQacwCb8Ti5Ne98h/dVw43FMBxRLpfC3W6gqMc0smEiuRkaOEdKEiz2m0sitcQ1fcwaOlJjwBieA1Gg1HErNwhvvcicfSB82Oe0oXTvAqBhwAgdMkOUQcxdTDissK8mMvtdWFJYVBAygbSCD5K2baOQtc7S8L1LLUxUv6GbHOHaPhK9byYTDt0Ss8b5J6acKLu1sMzVslhpMbh8+mG8JCfi+Uuin+hGjy0FBMl/yLbg7UJ695WbN+y4ofKoVj71BlE17inyhC214e0u72vclsOGrup70BUGpNhXr3Y2GGN9STup9cfq+KgNWr6uCZY4BynQnHRu+JeeQ9+WC8lQi7voUGQzbqoRZlxpOessRb+874/NVbwasiq0wq1hezDuWTOynWnOP0Gq/JVeD761y4asiye5OEJJ2i43WvsZq4iuPXb/XN8pXBf/cmDe5Zit9w92Eb/krq3R9r+/gVz1hvZeKXJhdwBLodVLOvjIN9r24pW81QMH9cibFrAECWL9zEfyVl0y+d8nbW/FEWZVWENtUwNfabUWzGLtsHKbj/lTp9pY+va9rW/VUjAy6zRusHePX08E0Lb+Sc8DrMjH6KglB7rMfm5l1tUJfo1L8lQ9QX5d48quE4PQ3EcLmzlrx1oF04y0RiV73SuZLCU/dCp7AmMtk13odkB9PCQv4uzoG3kpGs+MB0TAbmExM/159vmXn7+8KsbwUzpnVCbAcmjyKcCltTPjdpLcqn3NqveWpFHRYlau2nnpJzkw/6syiiF3dvqn6SkUej8ui+KlKQOl2ngazaIuWzrQV/JW5iY+75/JTS3p0nRYeM1pHR7fARfmVGoIe14WKp1pC1i2MQjGffTDoBCQwviUR3+O6SPypCVX9gw3DHKlW4h6+cPqWGKgeV0bmS00CuUWdaphpEA3pJaS4PuWmgsc1/K+ywdrXJo2YZ3jd3X017i3tfB/X0MpLuTzpcFJGmD+MULv9EkB4SxwdHtex6BVkSHGXuaDMQ5LBvQ5G31PeAHhcTBtfdeW154GAebsbi2m/mPotz1iPO6r0USwaet6x7eeumImylKQ0FaxjFyZqU13H4nGH4LxVUBDVAV4vzBwBRCZFRD2uYNLVnbFb56Fk1lagpLmBVIOO1MTpK1V/3hZp9Kc8JOlnnohmpMcA9+5x1ltScHrbJ6tXUEvgNrXQay7g5LOXkNrxlGU03lZK5qvoiLqcFNSrEvi953icviXi7Nu+4EeRYe4FUiw8443udWSDPzkI4221bHwV8fHnmiUcVq2CHFdcvK0FH7RM6re4KekXLuEt0aBv++X6TzSm9Lxj1c9CIqv6wBETWEG43POHgw1PmHd5lutA/xsiByjKsz8uvWwIgM60/Mo2ozP1oqCSVS7yVqUfacZ4octIDse6V+ilBCXl2KcofUIQQx3fsmdua4/ZgdI7WhalstrNSjwBvrLj75H7d40ub0DZBxDMrsZLZirTQSG4M7l40LjlKv9FJelw5qopxuW5Bx66HEv5pcyjdnu7FbagyztReHcbkoJP2QNEWD0I1CQfk762r/itgoJuBmJS5Qdzjb1OggjSYDIQzcGbbDSF6JFc/GG443WQ4PVpI0ov6KERJkE4hXjqZRl6btGSqOrAQ4Qvh7in0tHaVeD0CgybdGkcvQIgIdxWoIdqJFxiZPChDiTZXmjyT2mLSi4k/dOBOuCzsn9xoATYC8OzwG7umKuJbbCa7PXVUY43f/vy6t9gBb6DhzUTJjx8XULrJWO/vCG26lkao91U0RrJjBDdra/ayGxcBSl1KxJUbhBOzQr5dluDSI3apmMrYa0+VcpUwhJTl9JqoKqtSZcsoK3BUJMC9w0OP4ylMKqPEf/C1YLk7LQunRxFLcL2LHdPR0xn69OmT9hIzxqVfIPOppYSW04V1KyjXBEy7q1ZHdOMjCLWrUpUqn9f/zZxwvusmczWWE2iU+OioCQCA6x29QwxBIJSjeQl6xJKPUtj1J8wn5RTFH/1vwnwlSUQOInrUQ1+yyl+c3rZ8MZXunU9LZLfn7pl0nlduewGQbcz9c58ZSbx0yIB/ikOsp2BE9UymwysfvQD8ytFa58WSZSfcuLRg8odym1L/LqXqtlXDg0/rSyApxojd58MSWW2JBJ9Qlr1K2/ynlZ25qne8jqHGRnlDFJm9Bgk3LcE6vC0sgheCirFDcxroZwhr0E3K1H5lH/CTys79VVMov1Mh5e5/jLcvyRe39KB6NPKVr2CzAY36mG6rMVDoKst4XrKLaGnlT37qjO63oa6o4yAL8Cd2eDBW75pPq1si48Sbb0HYRaUfRKMdjisKz/J2uBpZS2/CvTmvhMWLQcwde1yLJw/CZn5tLKlX4VksMuNziAzoUB6u/1ZeUsdPJ5WlshDxSJ2Od8gZNwFbXfbkY+31BHlaWVdH8qI383ARyQZ9q5Ir4MQ9JNqv0872/JVvLi9LrWKrBlYdWeRIr2l4+XTztI8FNoAvqmqTuGrrrzoeVBwZA1JEgG1AaTxLT99n3Y28p9ygnsqwHW+eeB6S1Atp94nm5gMflSx1nVHv1VQUCd6lpfcy2F3VvfIO9G+bo76sjAPTmDrX2UlyWwco7gnqHKhRPGlzn9Aqgz0F2BhK3OvYEUAAqi7/UGKB6eFPyW5ZF4BpPK+pNCIZEjuowyYIb2A6B+qanQCP1UKX5i+e1udrWzJfwJNk8pj7W5NNyaRnuo4t+cdX/HsrOEjF2t+ioB9JxfXrKHvdExGGj18VZfgJpO5Qps8QUevGw1AWfRUVe6ed3zl0ydCaJlF6/SI2YdvAvugVTbfxhJulqAeKkOTFiD0DWnuI/H6Ty7nuQc6OhEKIMClH6V3gU/n9XYC0SN3v4mz08AJ0M1TbkB6X8FZjgFLWsjoylUqc5/AhzdG3XQMlLmIqC9lJMwZQEKLrdjkrL/NCsH9FGeMSxwkOloQwRYcXgpytFPqq5uQMCKO9qWa8OC0oYJle5Y1dbYiaXqPL0Vae8rxAMtqFQV+6XklvM6ftb1tfCgmfvBMhJ5AJrduoQFYYS2/JMKWgeHqxr2JMaw/wemlp4nRGFkd9nzbvtJODc4LfF3HQC0DB98UG2m78mDRncxAEHkx8E48uh3sZNO1Rj+HpKr+kwYrLU5P3cIJCpA1/qkVCMZKg77hamdQ9qFwSDmXPjF5DBIBXewwQ40ODxWDgLOpSJPT3MV0DRT21P6pR5ROEi8CsPAGNXt5v8hyaMqejltmgmIHvjfa/XojMHe3+NxctD8CHrKJBHcL4YWg1vVIVFp5fUzex2B2VyY/iQlV2FeUzLCv4VaO+0SNMDJNyr3AjbJVyrVXOuzx43vUl5iSrIoo8ktTQZBmQPaqJWCrWEO/hKOlKZ3U68UeIddfIrLFyUBFKXc6QtQfdotKwy8h3iat+WZNkTT+c3shEBt0WnfTtKFBqrW4PzTCNTDNwa2hCIoFwD9gJnvdwXnvsNJ2Yz4CnydOCsWnvFaj0aHOKPB8EhkCjRvkzXqpyhU8Ati4PptZMhTVlCrh7xuIYlb0SfcwiEVU2vuJSEBeecjpMqedfg+eKJesQQLIrnMkBwbki8pKEeq4uo+igSrULxph4FNsw02WK5E0zxff09XC6WHpj0s4Bew/OWxgAPsi8hQk1d0041AO6i/m++AQ75D1vYcW2ECdQPM+lTLBveheOxIiku1/JlwB8qq8bYyiMJD2P0gyrYzF7swAapU/b4BLGEpclpALnb/0E+hSIiEw7ja1j1g4fAOK7/kLAEjWy4tLCPMPsGTifGOV5B82P+8oXYUvyQhJNvPkPjInlFP1BpLgmBLglHYg6eAG4ucAzUCzUdxK/GqUOrHxQCyTlKCa6S7kBbjpc+jOnHJMWvAQnDFuWys0XF7ewLAH3sJA5sZZcWNq033OrFYSkKybTMSkEfcJSLFgoMbh3iCcIWrvCbxJjiYOY8VUGPb88DONfp5ANFRepabVQhq9TPDtmCSHG0XthtSoJxCpmnVAB3TOxcWTED9TKmKty8S9x4QABtATYDVUrEGf1KgXGPgZJpqhrMdYPJIESWYpCIJ+HcA+4H5obhg2U2gAnsCSHd0OwC058/ayqW6jqMidUujsLNKlySXpKlLQvhJPA8PDGYPIDB5HiXvDaFKmduQJzP7ocrtnZNxKQ7uNzAmnH9gul7Opve+OrLwkI2QbamIZqEWPndkgwgnAIJ2i6bTXIe8Cw8hbjDSJLCC+hk9zILirfaAtJ+jbYasGw+lqla2Ce9i5C37YWEbIvgZho+mUunfxINk5zPyVGxS78BikXa8d4DSMR7O3q6epgut5x1Y8X+2UzjbCGpBMKFL/2JFjY8oIzw8wYJw2aayvOHHrXj16uQIiEx70YciTyvIXj1N+1OlszA23OWcIhikEFe9S5tG/UacMNiaCP+EMny1tpm/gYFGD9zQOiPS8YyqfWoJuZ3OGnlifvhrIv5lnnsq2leAXkqTg+t5a0J8MFJctwNjwv0H8S9zTgxAjqH3ANXESb4oNwmnH8rGQnqf5+uQwcI5mMQU7SgcJvEsBID2oTFaGsAnDvVRDdE2WuWwM8gmkNma+Akbsy6RiJDC9NdpF7w/jjE9RYLRXXHIthLMAXF56Ek1CopCn2SBjSz01MX+N3p364FFLKUJyA58al52IUHAzFD24k1Og+c+nk0LJ+5YoepyGUpc8r4coTYmnCWTE01AwvVFjDJd/hCBxNSa+Ply30y8X1wNe/Ws5xEz6BIW/DNmKxdWpPc9ani5Cqzxpvq6krvKoeY8IT+bymFFbBDkNIKCOskHW7CK3tp0CZL3OAK2BnAm4B2EWkJtYKXE4rGMfwUmeRUunRg6jatOvYt4FpIm5sWmYtI7Ct8zG3nctjshDgpS4XADTzsVhKM8W4CNFMN9qVCcRbgaMD8iPM1J5HYRWm4Vukie4KceO4tWcD0TTunyRLEEVCscjs4VKQPMZoAHupYSalnKAfXTWxMzj5kzVka13v9CfVoymnzlBkFZjeT3LqOOShNuPuZyvFUzrnpqCsyj2sH0irJpuwKqhxJClYVTrLBAUIhRKbaTt0Cz1hdnTD20n9FtIq3TGRDlTCTiV4kS0tbgeC0uVCqfSl2SENAe5MMMO8iMuYtvUpjxDNg/gKX/wQERsj9taM4040Q7UNuJ0gAo3o9YV8MPOAU413/bIsKojoJYt/dDrUqvMxsOydoBGq7ecpPnWrsOaSJEAjiKKqXmURdLoaty3fPZgQHvFnlKK+GpT12kkFBxJOMduMCejtH+oh40wseVe2IZKJIkkeVGPopNsJnPnH1yKYnOE1phFUjsBfBBiHpywgOdlaDALdaTu0YMAv7txNKvyIhiNpPoWTCAZhH322K+eqosXNRIdIsA++mw4AFSnRcTq3I7mbNyTwfF6IJpZn8Qoa4FvQQf3NtRFG4WKs71n48Vbztk+aytp3dpzyLfiTNgifkqpF4162AuHXY8QnGio2LWITX0uksS+EkCAn4gSFhvIWPu4ewBhaNlLJhwTwZOsg3wtKILrw26kASNViov6CAYUnIONJXvFCERS3XMt7ErIf4gfbR01oacO/GrcHDhsQpsi/FldHwvrz5u6c5iZYXMqSLWDDHe9JQIgz4qBuF5lybLfdZfPPemLhXFZ+0igpJOFgQ/btsHhdTJAxM64q30ICbY7lfxyAoksRJis1ECseniJIjvbb+oBKaNxLczXgVeZwLE/qwpNY5vqJfeQ/WjiOQazlatelLoTkAOXsRSyjVRwkirXWL+qdujf6GP70gTaVwoQfSUPsV/dPdepTlKcPZjcuJzNrH2HpPOSjJA2LB0VbxpSHsLLVYfaeMBR6P7YM85uSPUG1MIcjtiZMDQcTQKb64immvNFzenj9pPDyVWxBS0QkwZKqYXjxrhXaxK7VcGb3sHVS1pgETS92MWpBVJ92mrXxboeVP7AZzop8J0kJr7SqPBXC1vq09EVnFJeLdiKTcL42+yBV7q4WvMj2MJYMLiWUeAQzL26l4XtTx9T+BqrqatYXr1J5QcHpkA7SfAVU/uwvtVD5RwWWmKflwxztrAqrmgPas6vBlU1DXiNKzEqaUxtxDHw3hXO4wZWJXClDUieUi/0Vy201KaGRFwcfPIKoalD/ozrO8IKMwlK9q5XqKnQg/r2ze5BGC2uJRnLedR6oAaS6yLFVJxdawk/+yFj85quUDqqb7tk7kGYLZ7Ex8KrXOx+snX0VxEEqEtLxzh/7CjyD5ubdpQuxgBEFrgGvZghczt1OpWQM/eewQMcF/MNS4LmbOp0kQ5pXc7IISzJwYNiaKC6NdZFckzgxPX14TR3LFwDhRdD6hL13fWW1uWL3OmMg5c9a3/SgM6vxtioSzmA4EzNkcm9oBK5UIBI1ECWuogTIJxHysz8CRaL178xVoGG6tKbkZPIMS6v1WRwqDOwVCE9tepVKsvhqlUMuLWOJ9jBnEAHkXk0lazXVflgjtG2aSvVxOgndHSZhbEU2IzGVJ1txoLNEqZo+0Ba7RdcxNhMUzV8RvYEgRounaJIZF4u37rTJrFPlRnZVjIauJQU2O4kRmtXJaY5VhG9LlTkii2V4AhvsEjTAwQRYie5VeFhLWx37xAM9k8EJ/zDl/a8Y+AzS83XuVMub9eqq/Zc+7oxfSTNVap0bsI3SMczwGU2wOLI/FtY+Zadu79bVFp39p3eZbbdXPl7XI429F6KImJ28cfK66SksEr9nd2sWjLub2hWZk7aHVuHOestEX1+F0BgvSmEpo/lxJqPOxdwlr4Tbzki83WdbNaaLG2er+eDlQMK8aYLGXGcPunS3DknNfq3secd636yZhg6zy6wxHUFqkFL8PQsRRD2DZFR/pQJ5S19Yl9XF6nGNHvteWUY/u73zH6lSW95nnpcU80azaOlwwVHmj/EmG2/sAhviQPC4/IwrT2poN5nGcNm1gkm+JqV/8oHPl7Xyoz68oDWrUCKqLkMjPM6IFSeEnbtd32C6x6GxJ10UEpc9TjQon+4ejRHAhi2h+EWvCWGnccVbKs5vyp0PRaWTsmguc+k0RWKqPWd5EbPOx7+5Gkhn3e4BchgWt/CgD0vn5CodK8hAeNDcUlWxYI0AIBBBwDGADMYAABIjGR5HMYhZPgUABJSRB5OCB4m2CaaQsZ6hCwBSAMgAIgAgCUA++GnEuNyuO8IdSQ2Boa2Q2UbfS/yRmI8nHQgE+yHD7+Iy+GOjJw2tG7mOG2T7kN72jO/HPO0ZbsbyLTjnpsPe89pV2cPZadN7SKq9rwApl33e9Rz2tRdtvy0BcndJqcdpk2Opm0du/O+2LSXsG2ATVskbMSDmpm2lxZmNO0pXsZu2mLajWja0bEDpN20y2WEl6kZpW7CmmgwG9blrnX8qAFxf+aalm492R++9lJNV/tT2LF0u+H+LLZSZu5oEvvYLtoKoBeTjDmx6eOoWYsApG8HN8TkjAqfPDNnxCQbS8+PGmEg2sWYpK2tQ+v+QHRU3oi+pZqJdr1bje69t+8DokXD0bRenus16Wi1KX17VonWY3jXp2l2gHolrWoOCLDYcnUsRqTrMRw3ak27fZ31uKRauo70tIN99ePYTjSLGl3wL3zDmf7ar1O9i6ZSfORzE/hN7KC1acky9tK1KaZx7LKxCdg+dtjatHAie+neFH0cu+ycGPCb2AGdJaewVSbckrI74PZ15NeNk6571/KLRgWyjsxsL+G2b7a9cbbXVLjtpXYfRfbGOC9W+9xLdu7Tc28chpcd/rYXv9uC7IU7d/fca+p8SiM896ZnW+C9oLCnBILtDeFl7PbCaHYS0d602E3mxfZOeA/t9mK0TaO9ILCbBI3tjYZNq7k+94IKtP1nZzIB/fpXoH//FnR1j0L/7mnoVclaBbWBaDcYiy4d89HfsSldO8elr2NuetVyQQPUy0/7qrdxFKDYe9Pvp6X8F/6594j8D2Tq/yLs77e4+j/O8382sP9r5//vgG8Npdt3/lfaO0ItQe19/VBRxdAyc++gMglhQpEllQT6edFU5svAblmnU/E4Yg69ksZYlrnrvD5RJMfr0bnFO6zMj63V4uI9l63dRXfbDGeCJui5ZcWTSe2RC4e2EJz3RXegKWUaK1b3nE8P7v2+ovrsUdhFVJaI0fPwfJd+q71V+Xv8z3mFIfzma01gP0WN8YODkMXZ38wm0oN7jqNz6krvU+6fPj+2KVIPIb/Bd5r29X6LwzeZxZZfz2BMHdDI953OSHqyxNjscT0j7nA34+1uPaPtZTcju/pw4cyGx5IzhZOuB72tsew1ZfoUM+a92XdI8Cx/kjlWMaL2OAGJtziQxg03Z/vX5mHJoq0NiINDflzQcv85/o1zsTlkt1O/+i2r4x2mnZGbi5oXFlgTbtsKnfFXh21hB09jKWK3rcpesbqt6e5lWZQpZVGi/XFGU8QR4cp6FOP4OEx3khHXeMAuKK4o+JHsbEMz5MwiaONtOcaz7sM9rNgcsqC3Cq8m/sS4W+Ae/hDQ/YX/CbjYiQ6HK0CLq2PYpKQ35N5NeqHzg3wTl4TPW437Fym2V0EuMJc2bw9xtbgpt/HraKgBlbVKiA0ZF5us2SoWlcrkO7R4jng9oGuPMCmmQAjwtLN69c4zL3cBHsHe9W3Sjnv16GkG0ApiibQ5K7FrR/sS6a62OUa6NruAzZZ1M6TTAWuxP5juMF7n8vrouhDpOWCx05nD7Oigc7S6mqOzWNM5+buak23nUNWa6Jci/Do71BADf6PEc13dWjfUdbhyJW45RCFuq+12UVOohN9W2zU8DCLR+4u5t5dOD8zOPnpG1rr9EKf1uvUW22Rf8L5ZLFPwCHZUK3ht5tCRs+sNUnYqoccNyTaPwfougLSKleLii19FTXQN7JwK5TDKDFmnIU+dH061Zfji1D3U4gLZg32KHLI76LDFrlKNO6zFEdIqTXy48JYabrLbjW7Ii/tctu2DL1AMy18HWD3KzGHcw36hUkCuijkil75g2sOz6glY6FceE8RNMfQQ9t3od9djr+yD9tBjkpmLm60H8j0y6rHpWQO9rcf8Zwbu//azdh+ztH0LxD0LI0Y9Q27jjkYfBpfN7qPORi28/gRaXyH4FQsNQKa+LKx4RPghyx5EAM954iSk1O4A0P0OWmLLS/YgLFZ2EjIttuxwFWJvFp03DJm3a3A5FUFoDy137OIIcEN7orjl+DmPGNRy6YeQa5lXoOM8o6uZ6M+voV4RnOuJ+mi/AXwN+Od0xlc85pOBHTult+e3XC+R9rHlJaXj69FkM+lj3cEJttFX/abO+ycmVnrT/RWIttiDOVZtidTBTepjl73gUrchzjSTOkUNaOtsl3Eyv2C6+ivsXYml3TC0/SV3EyzELrJroKad0vsaZQABfZf1aF3TDDSRtxloWgE9fabx2AWax3hclHapBaOcEo3Sx3PlsZ8TXhP6KUi0osd8AZyesX4N6aATwXhtQLOlQ4n772dCb2zvgN41R+9iDY3m2Dvr4H/gLzZ8PlsPKzu6PPLabIxn8dyD509eV4B7en7mzD2y2s70MROqxYYLZW1t1YLd01nIqZ1tKTppCRZxS8rkhMNnweqE4wvt8GT+bRD21fmJBIs/Qsn8toTHrbFDsfTixbwAdF5iqCUfpHD0XP5npmXKARRMPSt+sWLMMg5YSpjJ+6SlpN3ctvBcuTuX4dsw7aXbJGEdo2UZStSxKfiSbCX4rNRcYvL37BXgqsWBnIu7mMj3E4sRripsmYnbgI2p6khh5NkLl4DvHnnU6utJucZwX6ffaL7NcC1A8HswRji+dmC0DdEX4ByCiciKnlnNJpLLmTmNtSWfvrdjM8jW0baq1GFfOdr3lDqUoaNtValDHjfavafU5aIUjVWl5TBxkNxTovvg0/9+K7zt35D3nL7L0bMr1Pd/7WALorvdNeNwf+pWuSxumILjZak9a5lrrSTUnSw6B1nHxt14QJpln4R5F7fMmtvXXE73B2LN4Wz+eiTC4/2ZoaxkEPDfwMC2tSvOzbxjRyr70pnNCZEdzvwswAWI6wVR+KLHYZhz0lVfZpnzrxbeJ8f52IaN1l+9gfP5DzDdDEtxmjMHl35UerFbW1xdFP+jBqdl9eDpO4jnblVBziOLV7yzUOneP/NhwmWCixmfAx/ncUT2WVxNOqTlbk/3p/+krcw8bwvNwkjPEGNdurUlncWJFUZcwuZrQpakVzgI21mHYRl3wQmgn2IFyFNsAdjNInNrF+NPi7A9PUyoeePt67qQDTI148YCY7wOnbFNYNUmN3EqGqHXtTearjGsw4fgNXilh9mBXRbbAsi9xm74sJlT/JtQ7yi68M+dB3lJh8AlNpIhXTy5ui+2tiuxpRVL5knlD7ybmqHvbM26XHa9UhNG7lkSmuskIzM6jnED57EPxvkha9xr+GymO0VYQPhtmU+hcDb4k+1Z1zLOIhigddZqHInGhal99PmK+euft6B4IlV35sxMLGXFkumYpRdCYZZtzD368uR3YxaXaYwqrT5cxQ/MsPEOiuPNUmMuxsEei70V9ui6LLHMQzFObJXIf8Ccp+XJViDkUXpvt323UK+xKxumIJgUg7Eo5SqJ357gHqAE7HbS742DqX5Z4cXdb0Wd0g7aDxK5q/uQXfFhICPG/2SufR1p6Ul5LC3o6gwh6jcdJtuvO1a2X/ewbcKQJLW29JQLdT7ltgb4I4Qmz0/Tfgqdp56iCWBiF12EtW033n4I6ZrRdnN/Lz/8b2/qX/N6fI8x/7pbDJeW9zjM+F5zbMo5lvdqc1MWcHav5gyh/Rm6vHe5cTmVIZ9wc52kzb3JnhXZDO6Fw8R8gsoOp/aqf31ML/7EFvadvU4PzVuO7HWps4U9rfhZXEvY1sPF6Q2OsFU9e68a4LCe1GP0P3t6Yp6hAbL9t8KMHiwscc+tKDaMqszbWJjkv72b9yKWiIY59zYEoTfY5H1W8pTiw/DC7D6eX7DHzCo0RiYidJt4nSOz8/ZYHQXoI30DaFOwg03SGH2+ni1zxwviM/pZnTDrWgF3bLmAlZBfMSYP+S4XDfZdB8XAIa0bn8ows/qwdJT3gisbhYUWatVPVrush+NgfcU5bOWWOfd8JmO0WNCtzdQ7VTFT34mNN4oD9mJBPhYtThZB3GSyDdytk5uk5gkN8bszId/lcuu5pikJrFhJe2YSvlOjlplNnsThBo4E4iZPnqt/z2u3A+aHAeIC4ZURPL5N0sxpODmqt1bGDEYc6G1efOPVWzV5IWSXKqtfm9zsS9QZFDiJzu14gWYorKdtxsgVIcjoYW3nfz9Czk27zFz3/TK3sPIxIqiyEbHhgWVR+oue8NvRoX09xftu0LnT7Ic5erkL3bxzsLDzHRuKoM1OmZgnwRnJDCT+mMO5MgNT4uYt88l4+6qQHaUFSGa2YieQoVENdJAcGFNwwzSXBBeXSsblz53Tg2B/7oe3wPK7lu7aRd322xRU5iiUhUonoNSi0FrnNXaQK1oH1Sdo704QhCEAbrNSZ+nQIu9OrMb+xWmH95KGOYgDnbkOnLvg33iUBlm39MLfMswTuDcMnbvgXHeVBhm78qLWD5xzRm3nOREmiUyAjq0+fT1HNKqcM+LBWoBfYiZXnxb5apSLeIt5wis9fOohWGEebxeLmwbmGNzoRrvbAeVXnTPXiqa3ZGPUB8V2euRrjr4jdcUQZ1sLBaWxk/LxhjpNX96sDJMCvRDwsM/OatnTwnsIW39jpPy8A9ZgLAcMW4sFnLDTE/USTWPHQNHKauvzMExGU5g5ErBxINam4p4tbiGcCFYeaboNqwIFFPdzuJt1kRwRKWYL8YE915jog1Rfo/NRVwuUPSKn0jBCsXfkKg0hnI2/mLYXhFvbPhBGxVEd1lq1Mj6mpC0OBB6jRjfdOWGTOpTkXeF6Zjng3T7hCsVsRaH/0MygqkqbSCfqTb+nJN+U9d6BIZ3ZX4HQId3n5N+MU5h5TQAS3BoTuf9yBB0/AAcch0RY5iE2ueK/GMQOw9L7HGE9Wy+UWge1Lq9lURaXX6xjVGW1JMfSwodFfAOv503duFlwthF3M6c3QD0ZZw12Scp6hDu+QYHEpl0Oe4b2p1k64EINxeDvvHrfR6PTu4bHlDaAy8l5q41HNCtN6Rh4TTf6oOaA4/ob9jUtWKk3qa1R2TapA2PbXSHWtrtGrNm6gJLh+TCzshhrb6XWq5H91msjRM+hIBBmgc1NSEhkXsJB5nMfr7f84aKrMwKLtVGnVX3mO94q0GaYo4vh2ln3Ww/hFUwtUFwmnfaDgqa3yUxBmKKxTPnOqo9N9ozBBdRRTdeD7Ru7mD6i+Ro8GGHHJQJwx18tnhkKE+IutrkXgrRrtF7lZ2s3bVNOmsPN1LbWwiNNbtemmJ/l2k1rxy3T7eHcWbSTsO9nn2Mh/NoCamFlatbfM7T8HX63OubWrRi4sgHdHq+a8Ph42nzUhnOitMPh4m/80+WfaUspbn/4HhZttS08OzIYbPDslCZP8Ndzrm1BJszfm72XkbFo37ofsu1Sl/jsY1wm/ASYYzg8nr5n74mbNf00x78EY/bvvgZmMYbVguN3eBZxuOf6JbWgO8GYo0U/dx7yz9nxvj+0ZLOfZcz2uVZHRHOzb+Ky/ri49GPfdzqgOaq7G5cveYcqr4l/y7xYIedX9yawv0VhmvsEHGHbXe4XIr87GjXb02PhohEeWjo/F+9Rm7y+T33FOgaSaYM876mvGK6FtqIJPJk3Hb3TuhIPmcfYr+uHVfb2W/LeD7wsxORv3eVx5Mx2UnZJXqAIrnHnesNd8+48NXM4NLGiC408tGWybYWVFdps4bngiIXnGGz/ZP5vQZyAn2S52rcdyFnRliUHEGJK5doEDTtQ13itOrI/rzdN17Ice7dpMphl2mQqK4I0+cpACtHI1EZKFHcy5r5hochAih6ZFreR4kOj3GdSduzdONJ2h+jYiHXz7bfbN9U3Wod+F7l0b/7oFclQ9p3nbZB1SCNX8K7gwaG41kYqC33zOKs7nDxl7eoybIKsRqqQ2UPktDFPocW0fIvjvqKjFrclGbNPQpt9vWTjuqHsLH3+0SttV2l9KzAmR7rkI4ySufV+R3B+5OqyG1IAral3AMI18mf2Za8o/u7SnxYsLU6+X2bJ14kr9lvftz9TEPnJ26iIZwLKtMia2nnEWGgP2qnF2LcL8lEs4OxztYAObNHABdZvrFi3dXuFUT1FZbIQz8zYmb7brHsF4d1/G6Tf+avLIboop8hu6zHujkFx+z80xfZr7mszX/sxytJe67ry4H7Ow7uBdDdzMdgr63QiUJksbMW4W8XNAuTZAolctWaO0IXF1ggAtbqgKpGQe0BgtQANCKpOfikhd4NmXZXpRM0CrWQiODdWAuXGboChCzopnIyXBHVvWZui2ZnpVg3mFGYExciLAV9tflnULXY2BZz7VPXCwsMQRMaegnPovQfPaQYWX/q7TSjUaY19rIeaRORQ0FR7MhEhMD73Y+LXSrBkMBM86eitr7x36e1hqyy3jhJsWcMsWBa4aNEHiwO75sB0s3i0Zdwsd19DXHDj7OljRXgNPKMbXyQ2++G17hUct/u0ZwjXcpiOejkrUZDkm8xZ4+CJG+6fTN03haXgKWEh39tDQr63h4V8bw9JrPMsJNf2fwbf8BMoU8IEChP8Lh+Y8f3hMObyIMxLWB+57ycdJ+ddsx//sJwA8xBzCIwHmItg2o8CDP2JK/52QWw6DXi1P5+MowwXMz5F+g9sznTfWMxiaYM2rM6aboLkkcZnzU8aHiU/kPCojOidDvxMysW7jMCsJw2k6HdhCWaO6yiqujXr1mcXZZ5rdYQv2Rp3dsmsbaFc8hobnRu8B7XL+wSKmd7hW74prWKBKfscypQW30XRYdubhIuCnEbRxe3tPOOwOJCSiaur7a2jELoJdty5yfVjb+PdLsoFGr14aaXVKAoZtY63q5htDiWOpyHAOW6c7U7cVeOPp8F4CHb70ezm9A85/7rMTk6qzcEYbjzNm/NSzktXSj0tln3+VCYSTMqUC9VFtCNKJq4lsXxvqx04avtm+WO8qzNVbAxTFp6x0wktqZUr354GHcP5ZwYP81QVqf7ACUqDHc02g84csY3X7X4peu8wUSYMGbKjNXmKHLfcTHPg8L56/ISHjHDOjsx+KaA5Re0SymgmK8A7R6+njWZ2RzN6pfgI2wfsm3vaYeGyObIdpq7LXZiAaRDkrMy4skpYnCcOsOZlDmLU+IxZjJKfYRzjlK1GEtY2eB+Df+t6n8hYJ7ttI1hvxT5GxHbglomMqOY+JwOhfYyyDmcBJjJ6rW2HPhWfb0Muf/btcAm3kF3O/PY1bdtH3ABOnlsOC4j1uHEfYx96sx8w+Y29VaL3pD8maQl9NdihbzCTlmc4XJQRmKwDNEAbHu9Mn/+zqRmvtzA44NxbU9MjvXJwft2ysz01KeOvVTEf33T8s2GBLUZqr01t8wfJYhlv7zamfq+8XS/UBIS7BySr65v51gwbNPl8lah5ltkB32xYg5dThWjqxiztdyGqBZItuDHc8HsHAfp3SWt4kdnkuAqzu+t4LY/3xx4f0yHLSMi8hfDSktjkS8Hd1mjr3QSQezX8Bg3kPx1nUOL22Vrit1WHwFmtoTeaMmfVcIdlRdsZ97BQ790sudnG1m6JPpt/H3ey/H2H+JudHjZ0/eAX3w7lcugUdOiYL9GwAua2lHyNcZzz+SrWZIKbRkSht84np97d1Tyzf7ECNmv9KMk7ot6PgJX/dtWt7Nkxh763aSXSPrxvpCr5Bu8bcObLMk6m/q63+3j7tSjqfdEO6Xeqma11Luvws+RjEZiQm4O3AraF9pfj3Rqw9LPbg/G6XdjNOGn6wWC8scjFYFPaFczVo2tx8eCmqXhXn2sqg5PgVtRz52PpPlSzK5ir67fh0rmVlaKDhuGWvA0vuxepeTiXldnwg3PuQq2Lzl6Nlahz76lZfGsJ7O7Oex99e8B1yqjmV8HX3fcY5fyz3L/8n96jmGybNPzmKfd/3v72EpA9yvJxgoFW++t5zpBdG1+2YMoNr1acuanvaIgmtPDZtTM5GaV357MDt3UmkuOPsMDQmC3seA7P5tMtzTfGKZ7kLXHtrUjokE8Y7E0wL7P+tkUXK3kcbat6kX21xuMT2P4CvtE1DheajF09xGZZO+qlMgdstD20dzHVZbB8ZXc1eSbp/IKyxKBXRpawwv7IjmrSgEuXvbNuo2DnR68D3eQeQxEIdrzsuS2sjwtEnD6HBZuRHh/7kR4WzRbHUbQQyBlkZ8Nuiww5+IP7qFPZqawM3eVSVyxOxPVrhG/yotsHtt0VYmy7q6DFmrqK0LE4yr5xyOaazfnpBze7kdL2nnvwPZZe2kOPfO+lP9uaKmXh720uxYKFYfduambL1nekh/AxXbwgJVuUE/Ity8N8EbkZkQomqWZqf3qQCXxHD0Hi7nHH14RJRr+s37jZqKWaZ02slyvfGBdN2X4hDi3x4054l+t9hrsZsfSsTzeoqyQvyBFOhz8ck5JuT/DHSXkQB+ouOPaADKg7aOzCPKz70Nh5uJvAgJoPnGG4ugQna4hfhud1MYH+U01/m/4Xoj33+NvmbPPKHtmjFTYxstZWd6nfp7jDu0EiyRCB07jNOmTlrDU6g8yzMv3xSRp2QTge25V6y2mH3ZXtkoM3Msmre8royc4NawHFTEqSJ++lcQviUYDVM5yJwoBsDoftrJmM+vIZEUy2ZGplaDDhbzldb+Kgg9xvGURH25M/mcducv0npNhzADctxuJ8ko0VJ+qDpkmXlZkB/pgkfT7Sp5R1l1a8tVZcqEUzpYEctcSZZWNgrMx2SzX7wgXVqwdCsulNEbuF9TjO9bf7FZVxbQMHEedQcaCVxU7WquFy77WrLX8R/blt+6eyT2O+upYsOt4fvImUSXgc1WGbDX1L6VobDx/lHmsIH9wO/mTOJr7PqrjFhj/lZKWNgxxL2vZ5wex00HM0Kj/Z9iksT17h/oW8y77lV7nsVqjT0cH5ebKqaZaVDfht4zbhUhPqbt+EL48xtnIFfqLFafE4ksq9f96C0ybnUewrmEC/XULcm9SbXzELxad2jScEOeuoBcfmLXg4czqp7HZ/aHu2JNcgePtTEpzViyXPTY8jkp1wyQjq8BOqf6AebI7jY0z2LW1S1I18ZmO0ZbOiT9GsS7/NaIFitXTXGXQyJcaFMVzCoFbi1kgp3xSofa1mOcstQ2+bBmRvJ5cTcsm1BVSjORLE/8LpYxKnuBBfwCoRS7BI85RPQLL4VndeUOPs1MX3dPtGHKe4Lj5URvI8+gJd7KqRE36i0Kd4HXQ4vcAHWFB38r0VboV3w61OyxMxd+8AeQ85Azaw0fbn813ZG22bd31Q7IA6BkCsPxtacxut0fy2krdhefTouC61gNmY4fZYl0RJBuZ6RuNLrOK6fJqp53tgPqe/K5Hv+2JvYD55rFN+aik9mBXzpCY5oiqG28O6/C3Dwk7onHFkJ3M7eK2mABuvtg8Lu+K1qjI8ugfCjF2NNTupGNlNrnG7N/u1u0EMTHb/4leC0U5YJm9a+MNzUwOEHY794aaLPhtV2xVbj/n4mvlZ541XHug5eDjxFgcKKXCjsFS0//FM0XYjAp8pYDUQMRbu+nU0L8rBgruJplu2oQrTNuQeftIm8qo1Amznhu2M2qp09vanYRoziu3a8Bq2o8NormwSkKM2dF7fcKGjNjSFJ7mprvVHINM2mT7hKaBs3HQu3/VQvPf/c2ZuWeUCgN+/gHPnu0HjNs0IsE6PunFcKY0C/MjhrbnZlW/PMD0/VWWE9uefjTvUAYMvxiDFBRMB4e4/yB0NMBGKX7A/LnAC1PPjh8ce4f44hhOg0I8f7DABPsDxMQDFB8Y+4GDdh8d+gf3zAhOoiB8fvMEEOAPj5wDsj2nnNa+0996F8O0Uv3nZDfe43Oh2DmUOzIBvWAYOqHMzB6zDGINOGOrKrAFr0ZPjDE/mX0yer1dgUPfcK70HfmXHD/R3axmLYZI5VLYs0WJy1T4D4cUQggkgio4WaZtEF51qLrV6ec3QxQKg/03X6pS3FWabtw3BbLc62VXOkj+sOZlQsxslvAyPMsPmBdwo8rCQIYxKj9tgFPBH6jYcYDwq6prSHFTmpe/GctQ5oYeL05njvezI9aLH2MXFzIkTamaLih8Wl87MTQ8uujDFpxzLMC5C3qUO/zAdH5EgO7JFGra7FiDXu7FHoK0JG28T4/yKRr8F1h98kPu+PfsPAFr+j9m++Tt7f/mfgrT5ZzNi+ff05+ZfBcHyv8mYzR/8IaerbRx8kvvLnv0FAl7+Df22+T/5EivN/hiBXP49/bn5V0GY/a/dkzfrxHK2QsXeAfJGp8qTR+CfheHH2wXIk8TqZzX/qHmbPDpOiq2+xXRL9953+ekY8y2ZHZbTUJFgEm7ZYD1ny1iHUjHdW+XoLiQw3yIM1Z+JUnC7WbSS3h/7GmLLuCzgySTwsfHtYNEm2n87qqloRIbQBvXZVawgYctwC1hxXY1EAOXcgsTwBfJf3fyGkmBvD8uvdSCk22gJnJ7hRfpRzUpP0PLBEaAza18HWO0Qk58MGmdyo/U1+BAIL+MgaFs2nuW4NzNvsB2w+hKxBjWFr/oCDHg7uTZgJu8l3z4Aca1QnEA3JIuXyriIIZDQ0fVGK3VjSNcgWLfHtgxD9k7evA817m6LdFQvjJ6NbtPC2mQ+r7qX7puQI6DKyrjPSIQfBui/VnqhRajS4mJZjweisUPtlttl+KPbcqfITrviiRTgxHzHCnP8cWz0r/kv/UZAvFdqsMTqNnn4E+OWe4tBnDUbtdL0xuCyv74p364+/vXNO8pKWgY4u+iBljgcbvXQ9ziIDnFWOY2LSSImPMiVrGvjBnndGGLn0nUu3tmso7ZGMrQuYdvDOqBsgb51o7SHWYfLzcG6LsHbmHVArO1L68C2G6wzkg3L62j1W+aLbx5vLXDj4grQ9IcnjZ4v3+61xIcDtysTQJhxAvYVHFlxFNw2L3icC8zO2Z4iqVk8nb+HhZM83leWk6hlLpBzLoXPoqdhf8DjsgDlldqAFbJHo5WK28n11F1hltkBFy6FreFGl3FKsR20yGyBc2cLIXm2xO03OXzGzcq2xK95KB7EMti7aVTCP+P9GZbRJFdsNyvPaq3bb0HGbHeeAy1BgW5EsNMLvoBrkdKFYqfLcGTldJiK1LqVvKkIl946lmUWj/FVmtjnpKw2FaW8Csk9y6pz25TATqGRspKtaaVw6zssuZrBe+mJBWazD4AWYM7sgZtl/DbFKEAVuw/AoQ3IoIEsgBbG2RXFw8tdm+29Mh8IVxd4cremj13QG2Un0WqS9ybgqEwGYA0bRJicQM8Phc2HQQ5PUKoO4n9rk5KdJ+Qq0w1N3RqtatJ7Ml+tCLnjkHATv8wJv2xa6OgHhrUiLA1RMnhc986XnvK+9G8UYzoK4LEdk4fs9PKDHmqY8/ew2DiOTsbWIPs5rl11rlLc2bPssIzjtIe7b6qNM/BN6E1ZwLUHBDtBs44AyAWxkGYzO2htEabUqVGcBSW2Ge4reoB3AVjo2VGyqOXDqK1omcGil6KAVpJpvMqsJO9L83lDGBFP6YrMZ94WfVSsBh4h1dVu5vKlXKOpCp469k42YFx8FO+0dnlTJxhidpPHmQb/teK2qrDayBZ8Ypuw+e71bqIH7AqIDs1WFbzfJq03bPW8OwTc/swSo13KPLt1Qls737tU68Kc9uNy4Pk1tpXPLBt+yeKP4Xxf+bKYHePCzn8FWwu/Xmvm+uY4IldzBBSdrvXM4mpgPr+DbduW6YrcNNjdxDLdMpeEy5fJw3wykUI8OD8f5RNpUO8sYpiywD1rV2OfrM6HegdVbZoemz9UQ3eSOVVSb/K4Uh07j1OguGw6A4d9ae5Knik7PQxHy80keYxTvGLaaNZxn1XqbKm3VFrHcyTmUVBNHjVtJxYKAYXHq9kW306XTkdaGeQleqKRHvpFas2+5DooXNBwghJ+26ZIO3QJn1pd03T7S44lnTWN2ncIozK0zBI/SlJpBe72HLmgvXrqdSCX+QbICW6wLy+9vlNxFE4G14j67hchMmJ34jKqB6MzqkZHNzS2jYjIdLVw2LkJYWV7OL5QNpi7PLbRSGSAG89B/CY9vBGdwV3snLrVdXe31JiRS9IVp95K7sEOmxE7c/u6/QDQ4dnZmuISti1Dk5dWk12v3JllxwBV9xqbR+QsbiXO26s7t6xdP8OWVnXbsMwdldh+UD1v29iQVqtxzCN9BlrKjmbADTlp9G0WKAvKfR7VJoWPGtTbqmFs4UytVtcgvZqpeAaetYZZwVPMbS0koyjD1XU10XBXYugvSGHdKX3dhpTA5rNz5tsZzOS1zC/zrPDS09BWljdSj38OsOW2+x3Komax6S0oIeLD367DzQqA6/Dgg33jb5a55SyNQuNyod+uHfKwk2DKzIK2q5mA8tD4r21R7z+hT47f3OjlNDjSvYWMbW7z+5vt5Mm/2XTV74E33Kpoa+hXipRdk2HKQxA5g7lfY39mJ88YTvEyqrwToJ6bbsxamibUWM4+BJnZdlhkH7qAac+Fw7VUaNgrnu3YUlQFY9sliBM6J7bLwnEqaZu1oTz0zA0m5fCyJRhjzit2rnVizo0vuY7SQ3cQox/LHyQy5tCOUl/ZOL667naXYFFT2DrF2pEeUcsKhEWaxLP9x6PsIbrvQx5uky1CwvCBhwxFIPYhYl40Pr/BhGdDGvfHTZu1oRQ6O3ywKuwXHb+pNiunYOcaw1fMzBvZd/34ZIkJzuQ9vhC0VpncBgyGt2u24WNMbHe12tfLpy5vyf5EJFuFOB1n7huORj89DbC4W8HneJuEXrO+3uCG+Vgw0MzGPhmyIPTYdskgfcjPHjXNzPqiLVMPJyhpKE9UjH7lybU72PLmUyVT8E024W6JNQE/qGEir+vbjvgZwYUgY9y1F4ndLmXiPulsNlHfuthOZcOlyhHBa6f/soENR5X2trsE2qTPar/OzzPnmfPMeWaeKc+cZ84z55kjueoibDPZmGB559lCdwaTglICMSzPp+UWCk1oAT/fIudA7/ydHkLXuoQGTiCBVta5fKUwC/TgsjatXG7qylsQPs79vall8HVReDlrKNNwVMQDJ/zBzqu+LXSB6uXB1E+/H5dji8G8fFYYVnwA07QvwdH6LZa+N7NyP7whjwPQy4o4K4i3QfKBMQIx2IAiOXy4A8fz+NttS4W97Z3mLXnowr6Pgdi62p5t4Tq9afQiF7M5jKauM7o8OVnXKN4yE+hg89V/s4hXfBbUv3naz4dap/7tNBqO5UrF0iG4ziRtEQyLupKdw6B7tukaBcUgRgkzPmYF2kke++9V3vYqLw6Xv8c2XfTh7h9bFZ3w25ff+2jBNd0EaIJn+6QZhZSKyZ4avk9TwvR4N3bs5HepeJ3lr0HzlZ5NgKru0g55FuadgXvuCm+Mi2VxdjDv3ugrVWZBvrCcwohPC9W6g9WARwsil18hN+y8uA9rR0RJeDAh0JjjGI1fQBMQoPELaJcL9pTsuq1NG/H5OgYPiHy4jtLt9tS7mbAr2enQzXJtJWVtkc60H4vld0WYZVzY/snaVQph17NIzl0bUTlGhbO0WT7HkPZvbrDjiz/LZI0zQ8J26wHoQHRe4VeTF+MsmM5qWj9CrK9+2R6AswwheQTBf/j6lb4AMRubW1tVQAuEmnZmt9SamI5DfNmbH6Z6O2WTB8GrUaospDG74MG9A+qn3ocrfPfL2jylfOkfl5t+wuiH7JPX7JcrZ3yoi3XRW813TTxU9WL7gEI6cKjfJjv8A6ZEmnBoQv2sUT4GFG9paNM342aaAl6H+J0TdINSczL8OquPREKdnMmGYjRGr931P//Lm3PqTwmuEvY5AFMCkSMvkfNChjCSdyjzq2cXOslKE3942hHSSI814MiuQ1Gcc+pJmBNTaxLqaENWw/nxeMsykXb2cBdrAuYPlaVOsHdj6eCulMts/vYUhrt4aJEROmRO6/6tF3JCCcBmfwQeBYdR7N2aTcUTc9gke+yB6DD2yQ5Nb+nb5eSZ+f+ISkvvYvpdaz05YXpWGWzQ0lkNtMNHsRsy8S+Q/JvLJX25W+p3b4dTuxaJV+/+eJvbjjZYOJr55DScemDoilmBPEmb8HKuSfnpZvnNuR3Yt6B32uuX4TlhOfNzJG27DsxF25xbOJvMylQdgVQXwICtLbSsh7FuXxP8t05bQRZP0lswDbTwn9JgbTZOFqBOGVZHkX0fOCoWl+dRQMQOLdWooey5jUKydmyRRhF53zAqKNv5dY6y9qp71FILezoqHvnEaowiGXYywkblMWUb0/iwXA5PoNEgZxE6xsS8rNG5hJxrPNE8WxFoi2bMNwUyLaBWkSQG1/MJDz8wc7Z3VQjD78Ft3Yd0TXNMI1Lj3c4Q02okcR/OHst2JHNhQESy/82zeMiCeHUJZwIcysGeGzBpmDRMGqSh2xZhPFs5YpO2SdmkbFJiZatWyjRCM2u1gOb+f/Pjbpiak/s+Kkzzz5mGzjvkCA7kv3mZw2qtKbjbUbqqfdlCgbstGi65CkulWyzNfUl4Ck4NTbdkTAnzQ9dn075qS/EiOjjICxPwOGeMq841bSiGjzG0g202v4G7tkTSHZrN+XNphDTl92nMlGXcUbMtmK9RG+z3Io4mePYbkXm2QtnqYiRWxxRjOxLr8ybuiSUT3KSzddISIHdbs9H/SYQ89pqTwzaXJ853lihzqT45XEo79pw1KGZFDft6ms07rh2clMqRtprf3rzUU1Wg0yzIedSG3dvj3Zn73Hlgn9l/X/PSLnJxgpHgxof1I4fOr4fYbuvOv/dx3MrWRtQlZYz9Fni6mHDT2rv8Tzy3qRkusTt1Q6a6fpspG+aZMv+2LaVmOViQlsiyi6BjchuPDd4lAWQAeP1YNoFGmHoc5+b+v+vXaDd1k0Xi8HLxCgT8tkvsn6/2bQPX7FzAzueYaQYrTsLDyxlqjF7KLOobbzcc53ITs7KgjYy4kirDhjoWIFZm+Jk34qNL1460xRa4nRfd3JFAo50jtDnQcRZcBLGVOW0pyxMcpj1hJ80EiNTs1JkFbopfOGoYw83xPu7vL4bJzdULG7YpfLJ7pBYjbDeRafCEPlxDo7gCvqtBt4jjD+c+WLbyYOvyJzApdm4CbyQR26rfGrdFmTYR4VxPO0ep59iLgC7IC69OXH5AdBceAG44OI867hwmQHy8PF9fg9MhYs1TrNHKIAXjopJDXsxwFflpDnXByubrjpFdtMs0x67O0V4wshHS1cFXUp3hBO5U/r+BCny5HNvtyDdbwKz1xKUUB+IV7FojCJeWRmy/jRdOXh25u9/OZMs/j3ZfLQcqvrBHAOMGKSMqbuSbVkWp4c/d1N5sln5i7YFSgjKrLFOzhYry719AKRjO5vx/VfN4Js/ezYZqzsYPdZ48oQXfwjFM3nHYDREJw6or+Nx0JTNqHnoQYsGMxleJT5GPbWLLex/bBXmk7E091X4ABstRA84yxss+sHKA3C8PMIHr4EYeRldhyS3Wb17VP/fP90BKHPVl3FrvS8BvNs3e7EgJtSCoGQbQPcgA1Cd1mFHB/SMzT/AZ7jAqhrcdnPsZxEnSOGkjBtm7xyiz6wOVqSyDp4o1g3ZK3CBI5ZP/5D5wnyh2rIQPAj5GboVc2RAaXIHIjli5GOGbrfqyTdjzlzEdT0SxTYLalv1dWd2Glc5eIrjDhEOi02CI2lxkOAFWsQ2y8bMC+NAciV4zmvxrHxyZkZkb8u7iQL0Rc/s2PM8Zc2l+JgOXvs49rg7S1z5cbdWr8OpVzRSwq2/6qXJXj3oPV2OwW1xgh1lNxXPGrF6zO3iudqodtlfrav25GiWYsm41Je1jVkdwO7+uNuJdMatNr3cUXMbus7MjhBtuuhQzW6edos68Mis+7sBzj/vGLDqJATrNxGXe3EwcPdX/dvLPwrYzyqu6GeeQ45UO073Y/bPLfP0rhmiSx+sUcZ4EgIzzrxk2N88SaCkstl8zLG1CWEzuwYvpNLxDADw/zi2zLnJXnk9vbo9+uzwJj6uFfsdTFW6hXRNC0PI7bTbPLCdZDqXjV0/zQiJOY7phKmPzrN3YVuD6oOs5XOj3bVZyU4pq63z8nBw581Ep24rQ4RvcqZv63WFr8roQTWJn31G97d39iGvN3nmcf7LJuMTw0TUrclM8dlbli/hD9GjhULMWR1OZPHbh/dIcZFoqLVuv6lucdbX6YOSlPbOfUYfS06Yz+kSuw1smBWQyW9zQFg7nSWq1k6zLtJUIcafLLNzWVvL0caSTya9TMNUXUGIlxnUXryEO0nwDXgjhyOnqodqHBqK9oSEeiUyxDSWF7BXZ92j+TcifhAd2Lgauh1kWDIVMh4mni5ffDnjIuoUDr4eiBbVXln0A3y2IGYoDbeK5Y+0/PV676r8kjl9LkKlH7t5fp5+at3udl2XskIgrSyvHFJtuwuBdSGnEMo14nxv+5LT5C9oVJ7h5lQE7r+Iz+DpeO+rAcVwG/V2SjdMQrpb+31Rb2zjit4KtClv3O8MfAGU+rMnbktamyG01YYaYFZx2miWFDXm1qhRd9u0VUOyXwDb3E2srErcDD3iaRlBBw91ncpafdMxF1N56LeoRqZ8UHXbRASPE/5VI+bqUNnW1mhBL4w9orWsGWcp+MF24lakLxE7WcRlXQROgTiNeUs5UsQW+P9gz3dwcprB+YQ7yjh54BUwAYLJacvz4HvE2TjDyP7sU1m92IGcfVbO7GhDYbgOr63VqAprZ2av7B66NzDFj+H2hCmZJnbHJiJVy/hbfN8BgriSl7WaB2XeeM8JlaL+Hlsm6qkKaDMPPwQSohqwJFsxrpheL5bhU0uGF7qcmaIOzoDSjY7KMQXfE1AF6WZp103aVuoNIhe2LOfKnXlbA6CxBJrXzSGaDhbRbEOx0PUi1JLu2UKcux58JnLR06gle1GSQr7ScwXEJWAcF6vAFomCbuicDx24324r3/a9G6IHu5q5eVmEBc3teNI2J0ivLLRTXYxSITd6RzNWtzmf/qfJVmYvfkm+nx2wUXdeWxgJ0EGE8o6+7d9CSxq3cdcMb14mh6qLg9xcV42DTxiutzi/S2ihWjPfhy5k3qhv17C0yMTvna5MmkGbOHl2W3Th0nuNKGdxwHuqGiPDLjEO0qPOiJLfdeq2ZNj4UKHHOJ83eV5h71LkVgb9tNCgDZxwV6w56+ZLE5p3q531zthwK5i6lOMuEHZbOM/d1/1myMIeWe8cImS+LIjKWwBG4dy8Vu0Rm165EXJMbozu0YFwv5sY+zUxmE2KCm1rBToshMvx0wzmZfs88laQZQUHdJdbQatOdFL6duYX8nYfqfdOr0yy+t+c7BIS8YkqH6u0zvDF6+k8MuJ3qZGyRLB3uurV0nCTZhEzdxISVxfhHWFnX53Nk4t0GXBwDvifFknNaRyfF8fD2B3Ef3cC5DTZdhzjwicxIR6DuZtdVZP/yrI4CsaTXjro7jhgsKKWG7WV2pgFHopaDVke4N9wOAsNnMk+ziwqcGH4bUljPmqxLl8CCGqEb7akdZfAXPHtKdq1bsFic4fLW8dFVHaSvOo36UAOIU9Bu33oJN4D96bsTXLV1Jtue3gyfgxlvRT5Ezlvls5p4uX+OFyNQLFPFMchcZ3NM98GdI/nxnNh1kHD1Es2nCXNcpqtOwvDl/51B01tu+s987HOqVBNW/0KjcbTf5y/fkVSTujpD6G4GyjDMnz/+OkEJdG43s1CitH8HH+KtWYh6DZsemPPCrMw2us4R2dJ6zkohlK2hBgsBvAlzKCnUkLdbV9hzT6PlxgUQjS37raz29ag9b+vb+fMXVCBmhQcXjh9b0UZide9sCFaKBQoiW4XRfooazbYAux6shdAcbKt3TssoF1726U2MuCR6Eb1cidv2p5DcFyLvsfjwzmKj16M9a6fNHbSdg0/Z5owrDJpZvWANciBtzZLHZNms6ZTtVnugBu6+Y59E26XT+zFiGQrAuCRriHqonh+X3P4cyX0Ky9Nni7Sab85w8yCaAsOySFCbvUK0I8rz49Onb4J6Hjm189XhquFKJYTtyl7KvVra5HBVfbafmbpu3tvpOp1pgMgo3cDpW3T/h2ULsevP0WAHdvcO6lqgk3QdxHlmLh7OnFJzPQy1cjeyXPh9tvW57xx87cN1hP9duPjt6GdSSgPZUs0Herc416v1Ue92ujU+J4DEVUaUnZ0Ah4uAvgVu3FYEvjvrOIeINedAwZFv87aQHWQWLkI6pwh1oEQj7C+O2RlBfC7WwetiNpcYeNJ6fISe3aG1YcVj6aJ30nvNQvbNLUzmaqlX9g/znV3Q5du6CRsb653tbiLA2uF+f4nY3EJFn+GuANKbfWrrgPq0VzSmu9IChX+awDAWROSNf8YmjxIOjvxrx2IZFibmNHh5oV4Lg7dCQ5q0DMv1/dQ4XTfHr7XM+ppOqrt6G+lPaQzddPAdNw+uTYCrP7Lolxv58x6yw/XS8SPH/jFuQluNCXhg9TXK+GHYka9GBpdh4UvG1BcY1LfSzom7fLTWOEPvZ+beVsTljGATS5yb13MwY2P+uQPNuOezjXU/uGPuUqxNLeabtdO7i1g34U+yRVRCCGDixsN95ATSko3BFZgvR/UEk4p5fe2LQNAhMBQLLxzdnlyBrbDYAj3MnB+ypyLM/zdBJmA6Lh7zHBuq9+y0VhOg8ZlJT6f5vfny2Z4OK5FZPGu0YG0X532dIQuarGQ3DnxTRWQnr9Jbopw52yb3zE32Zh1J7drDyrNfu5MX/O3eGjYJ1w8DZr0pNLP+6E0iPpXgsoV/TkjnUjsF37tcUTsSDi+7/+U8HTbWdhYKt9hR29ks3GJHbWezaGSLjpvLt7cJe95jMWvRfl6D5a1NW3lNYHmf+t4lsIYBcWuG+1o31C3gcvNJYZb3C54FJaqti3g8lKuW7uN9UL7augWvCMXV1l3YFQlz950AhHeH8q3jG5uhUYjMYn+oeuvimEklHKYoHVt0a/DxAFm94HUBXzAdVqzJeTwufq3qa9PxAq4uydiK3LXvsc+JzqD5u9CXZQ9y7qoSvQZ/ojvC1f81lMVyMbeg65tbJn4EZb3nVRc3oVhMLG4GvVzotGNk+8mJ8Ec7DKZf8zhlw5dByz1zViMEQkcox9LKz2CsCdlmsNdeNDTQAlz/4KidwFtrhSA5sz/Y3kkS+g5xOXsCblpbTi1TX1nArjkb2oQunwlHVytziptivBk//vixSBAy0/rgTadZFtbL4tnhG21653ERv0yf/TzbJrMsVoXcQu1nBe+gCOMFBiECFpmZDQJIGzPxNdSkF9l2MudwCF9Gzf7AndJxrDOqcZs2N3Qb/vkDNG8DivrKti0QWBwALEzTGgLlYbyX3P33ah1GjuRXPLQIaV/KjWvErVVX979cLQ8ZtlRvPrVoC0ALTgs1Lk8Kj7tF6HEha7zPnfP1dSuFF9/qFutblQj7I25n7/qAy9elHIp96aSsB4J0wQPZBfSmPXJ8fTd49PfejscnoHl/ZrHx5yppNaeAFs9p1+N9J1Ktv1+zDHjPnhu+vnQT85qwLv6Sl9J7zBxAbKzgexIpJ6UbGdZ5JLJYBVyuMCLtqipFn1aS+DJHn2m5ORywebM3fwuBfjNRmv24ZQixENp8Sk1OLvUx2o1HcYmPQ78XCisKLQb68RErsaRsrje8oAMR1248h1fstPvd/A6fpPT04yxK4kGuSbpYBVy+yyd2AYpNr3LGmuuCmr/BPpFPXfV6lQjn3Dnf/0OGCxQ00qvUeMGFrLlB5woj/g2rhZWaBHoVVSXcLcJv9oahPkMF9yq8HpcnRQ4W1pagfurFUGxdH3DlRmAtEDYh6VOIio+4nW/QrqpSXwEfg5/kElyb7lz1KWc9rUqEP9OH0ToK12efQvjZ6hb7OTCmGBBiqU+hdG2l8HLjtJJETqNpSjGWM+2Rk+twAR5GugGyC/hXVlb6cBkREKQLHwIpiuG+0knZT/S6O9woWsqhmPLLHOUJ6iewsLYeTKLEuUpaTtiEpDYCa6EHIxqeWWxy050rBXwMevDnKD4BLY/C9cn0YbQHF/m793b+gBBLHBhT9OBa47vBIyX9mZZ7PnXVe4N96r1YAHTUMPkFKDa7fGK9l03Gs+dGHiho5IcM13v9ijuRavNKTQIbVgt7LyMETrue/AwVbPaGofdO6nAKaKGkczhgO3cg4qo3vKA7oV2hCetyLvUxWk+pybsTKFiZOcbymShNC4F+3QkVGMwcQHIKLQa8UFj13QBALnkp8ycpPW5+h303psmlm9iParlsYwXfk8jIJJfgyLDOI5FyUrrEK4qByeDoHLRnns7s+VDTxCuKPX1JhVUDk8HVNG5NjKdhczdPt9ogebq0QqWnbeFhT4NCKeegPfN0Zs8HT19SYX2zN3tzX0oj7UtCul2pFEpXylCjJ2Hadp83E/4ISLLfAKhSUyn2HQECqXqPNYHwE+SrXa+c2e+xJvhih29Uiv1XgmX7R0CSQuy4ND3Q0JZmPV6zDNCZA8pYXbFoy0IbrkbA6MvX3CMwQWgcM1yuMmaZtZ/8mWP78ahwddy67j4trEEb3kQJ4WH4dmVoHbcowR2ktYwuXMLqB6D2yyUI6rg4fvcQMzu6sFESFdHpp5Gp+i2u653K6UIT5l817RPtH7Ejot++Ct+qU6A0od+EGxEtvwo3sN+aud2rQDl0C06pHDi+PzUX2m9BkN6rYzHoFoWgVcaT/yZDV7e13HGzRhGmAVF7r1Jx/JoGrN32j+tulRNCA0rRbNjLUTk46ExOq9xHdGlovysecBEi5C4sZTuTrga366knvaLvgt2Ybi4UOttrj7DerwpE0Ht8jbVBL95s6qBGkFckuvA39RMDTWjquDoEhG4B+tsK00IDyoa6Mrik/dCSoDDpvcCePEWeb3616/3m/39Pkkvw/z8Hzj/R6+6HQIri5zpcgHMaTfMnuQRLJrkEE73u1jSaJo2m6Yled5NcgGsdEEhR1DpcgJNcgGvfY2PDBo+/+OTUup1iHgfwg9BHmTDs/+hZ2v8/l9QyPe3nupy6nHNdzrku51yXc67Lqcth4KU7wOdGAZtl1n6beICafcx3YXMvaYDP1QHVdfexSGTgpYujet2FYqFD9w/JuxuGkx1RwGZFHii4Gy1jX4RB3CAEL2/HqqwXn5z7bSf41u0UuxstY6NMGL5hONkB4Afh3ccicYXmLhQL9d77mmfQgtHP////LgQD8t7X3ktqmZ76uxAM6C4EA7oLwYDuQjCguxAM6N+FYEAHWAj/LBn1zN7tL28dnxOvHPw8Ld7VKEy/hAAMQFZ8NVGhyATfTgfpa8y3M5Cp1uTLaSLmRrI4vp0BulGcwVcb3XFg8OlnxXjxg8r3gAyrNyjzmcmkfT4+w2Ji0LNhLyTlBAj0cxBICzYSaN0uMPUZhwu0vOaPwo6/Mhs0XwKswZgv+k7IVI2xlwylTqqWy5NX5fJkBZ/D9VRG9ja5X0pF8wdPis6EvEaNZbs3Dk5OB0IiOaeqqp2jyP4+PpEehrmuo5FNI0Q7VwxKj2q57KNaLudVpMByO9VnUkbxPcAr3aHG+dCBKEc8tDtHxvH8oc821+ElKv2ysx+Pf3JHtApfwIWn+2ayfwxPeIHR+BX8/RwfFm1eOravoweXQwkNcaOKiztmyusXkFHN+XBQZ4QAviWUtrJIoMtJe3iA1AiwbwypzU2pNH0iWBQ4DC9biC2P/IdsfGYgggWGX9ftJGSuRs2L8SHojH6iGik4g9JsXwoMfu9T/TEynZRVyreMKORfOuzJKaN0aPT6ewdJN8cwBO/byMkCsbtsTc7XXDfL8mtAAnNOsrKJGAWacimdQd9cgUS5aSM1tZAfjz9hyfV3nxVOSAs28FPdt4KA921SO1S2yO+ZxAo6VVxyeFpwKP1bwZ55D6MLNQ743DxkO7cT5Pp+iKHphbL9edSXU3mj/F8tDs+EavZq4ym+qHmcB7nRtfYE2ogHGqyl5TFCDFNf3F0UxD9rI5EX4dBTo9Pn5imydG4KYOdDjKa0kmCxG6kc5Ih2U77YXqbpZKdt61b5GJYU5UdnQzJU/LjJe1N2VMvlXCiP7p6CbU3kdHB3xZpzxyK/v82uNE1iwj4bzpxbGM98CGIRWm24sG0EfpmhAeZXN6KbNu7agE+OGrd69zbWKQJAcXf9Qjh78lb4VJQLWo1M2pZcsj+uZionY0p8FBNx12Me/s0WLr7kBbi44MLtFUDFmQgTv08CSILW4drWnDrwq5iQ4iamnjAO0bq9bNjOS3QEv4ogf0dkjmzOGBE/bSkF/kenJyMGwe0lYcVHtVyWVC2Xvx3XB9zFgAYyzvXt9XOXT1iBox/Hzr4g/r3lBvjlp7R4ZEYARmI8Fd9xQ0xDEiKTcPg8IfsOFh+QdW0qRivCG+4s1tuF5eU+NDG5AileL05i41aMIGesk8OpoCPzcQjSi12bbkVg3i9V1qNW0MjSWNxyv43O+bSlxbz0awIZSYHjXpyD8140144F+JH/kh3UL1VLvZixx824NnSbHav+iB7MmgiUhqNRv9+shH1VrZO/wM6wFnr57MUivu5GSbzpdfgDUS2poUhM9mJvvmW0Dd9mx6ovF/xb907EUYmH+22AWXLGgpG/yXL9UFHyajIqhZ1YitXtuEY7s9n1N9ygrNuYvjrxas3tyLt0mx2rMGOAalSzxk82SVev+KXrxCme7kebgthOlI/iQYiaDwWHPnzsAG+nsNbxYOifPSLWLFIxdOJyEGBpHVrA/M9WiGsWxrSduCtILWTO/SmIbNV7ZpN9eLb2fvz1cd/VUahZKld8uMSlWs9H9eEfVffjL5DbzpeGDDe1+OXAamozlWQflmF1P/6K3nZvFzDTEm2Kl9AaKm15OQ0uVpCY0YuLAHARalr8qbVoV+PDQAXzY2AKvdjFmqMOjeIRtJBBPosgSC5NISbmoox8qo+BKYSBCnbizB841hQQv4VhNr7VK0jMkNPgohMzANL8EDdMy2IW5eWkdH1Y5xHvV1ZW6hV8T5DqPdLgL7dHVlORjfpii5tHC4B8pV1eELOYH8CNkbgDQ/JBprA83yscsy3Iz7W2qE/01dQzZpV8iiOkEE4TauAQR2DOU7yXTFsfPUtzwrTxFYhs+uhZGhSeKXtHpJTZscrYhwJ71YflJUeCPeUHi5iuEzeDEsM0nEXuJTMcUbruLh9VeIGZwFtFGeb+lW1yXwqwIAMTe7fYpbLiwvGW/FCGYfB4Mz626QLG6QLG6QLG/QC/GG7Yva8FWcd3qCiT1sWrmiR1N2njJG4gyuSNakr5zUedNxsCT1GEgTToT8BIh0Wi+tPhDk1/onCzmqT7UqxDID66F3HkXNdr4xk3XnotOXRoyNNrDTBsUDqZSusGzU7GpA95pjr5DW5YuJOXGIOQdXKNjmGMvN53B0sU9q5kxtCIs/dVxyzX3ldryPYWLLq9i+LYJ3rPVIIiRe9xFQSFQPTuc97cTjf5xCGk04M/eCE6vQOkitydKPOCAHQnCqaBLa29ycWR4NTetIBISVlnSjMEXCLZl6BEYHLYl4xkAX9/V/pRB8KA6EoT0LqQBi7WnqSA0ZO/ddTL2pPMPCb9ctQsTIqf1AIn05Lkf8Aa8iFW6scQsbQdOck/SQToOT82PYcKpuf82PQcUhZdwoGwLqGCYk9HfJnQvT1jqCMe+O0eDeypI9ZQ6PXvhKuOaJPba0U0s45IQEWvJ/Rw64gtK53cKorXD3GRdHIazqIfFhnt5AQxVvTDTQ+982DV64eIFnpX4XWiH57h9d70I0Q/JDd1+pjRqh/KWHb6lSypG8LmneaMDeqGlkc6PYlo+Hag0zGGKGXeQeiDSb+djlEEQExvYRug032eSm9Bo6XTb4SxvcVWXadpvN9bIDDt9IDYyC6o6qM7aaoJdkFFte5EFqvXBUNg9qbcNbkuaIGnN9Vd7nXBGboz/dqDPbCJhs5UgvJGD3Ql96XYBKQ90IdMX+p5C20P9CHalTyZWnrgD8muBLOgQA9kFe5JgmaBuJEdiYpgF4IU6hJC2HYJIWyVMu98fyoF9h2KQ1Tdnxws+Q4FaaDu3sNthzpLerPnXJTnXJTnXJTnuZfMSPeSGeleMiPdS2ake8mMdC+ZkSTvJTOSXzIjeRsOOTwAT/E3UL8aWDb4CzQYeyJ8X5WEZgOuUbHkrFr4MlQdXjfQOlccW2OU4NOYVifbaiGtUDMlP1fBXJcgrLa5XburW7ydmA7WI8kfLzFv0zjtklyZ4uftzDoTkTcINKjt72BT8sInsLdhwPZKxhiZvX2oYStSwCeqbSKTRZJ2kiKA3n50YOxtHKQpvJ1oBKG28S86bxPaWKxtVFjKGomvPZEtlkzasSuX3i5EYMPbMg7fvN1HtVnbl8Ce3s5TjKntT+fYQpZuvH0WnONtMxAFb2etIqltwyBLb1M5+KrtGi86dqaOE96u6Ue8zUL66W0KnVB+x5MixrW9QUZqbbc18GHzCbn0O37ymnzoaE0Hv2PFFRUfOiLns97xp+hqe+XPxTdpVkH1TUQk1PqmPQ5R9gLbKt9UC1qhbrKxZJScsWDkndqKcdROXHt8gSV8vkLsXR+H0PMyRhK9EFzZ35RteRYGZv5BzeYnCOGso8A2+QSYMTXqilSfoAqaT3qxVS+aiPINLE09uTWqdvoiEuircIVrISXuGkrYT72UKjRcC6kA4HE6cHoMhhHqCCIWPY6LBh7DlEj/wYRQ/RlZ16uxQ7UTVA4Vn1Yhqv67dFE3NnGFzimQ4t90QWupSd5ajOhH7cQjh+nttPbIuYtJyMc9lPxclcs/V+Wyk4EHmkGcTT1cMz28PciC1Nt8ioz+jtLs7bsRVt6ewmDC2xmiBPq4Syl+h+5mFb9Ds0vHmyBq4EOlYtj5JjsxWA8ixPdNuGom/NQhEwK6vw+6lOqe/ejrREGBLnW6ZEO+6LB6dilKTfvSAauTXt4uZcOJnVmjT3eGR5calrMVE9C7bS9dahDWtr/OmuQu6VLGuvaLIU52B4e61F+i/aGI5N7S9akhHftQLW7XVbJL1ZHZQf7KcoXI6FNFlLYhlaZdJkO6FJ23iehAYicpAujpDG/9TSMBxt8DYrR4f+Psit44u6I3zq7ojbMreuPsit44u6I3zq7ojbMr6r333net0FwwV7p9Iejy3ozNMH1ViZqlgO4wiaNLo0N3/R03GQSjQQCVOeE1oqVaSG9j6bAHMrmuRHSYFBSjLDoKSOvPCN2U9rILJJQ2CtaZZaWFLM9q0wUZaikTvj9AZuN7PmF/UElZK2A2f7OQzxMybxfGl/vQj+cKpH9+DgZJ/pYr4LxHpThIQtvuBGEIh2lLjHmp1+sZSY0bfsC3rUs62fkQtgbyXAuA+QqWmq+arf8CPSq5EAKis4I8vC6JU8T7JWBfx9gnb4o79TdTAn7Uik9ONqXPF/gd/FZLafkalO7ZQeKNLvnyUqOCwD8Z5Tlf0cubszCmrXU88PDPHgVzFqlSnbgcVHfOb3wJe6QvY5CPy8oNKM1yLcaT+VE8+JDzocjqw8cPbs75ntmNnVqbPikgB10gRN4h32DznLKWHrnktGapRPtwiUy5nofaqXXQJaWskeGoFL8cWIJ8p5ZAl8RdpWtc1DqkHGEuQRSoRyKp6wyGDHRIuuL+IEZRh6wj7jgJNDvknYmgCHrlSgOw5R5hDqZD4tHkBAR6d+REQl5QKNcdV4fUD2R8dkffDzUOMIP+OMCyliBGpD8+uKp1bKz+2JMUxMAYR6UgcZkMoYeIznhToM4p9uqMX7M1D48TnRFRqv5JIqAz/tw6KIJrZ1TSUguJONIZgRGDWM5WKnM28hCPhQ4DyVFdYRasKxpdqI+W8LqinlGdNJyjK44q+aXhpK7oO+abFgjoMWKIAMl+4aiUclYmH59hn/wIe+IMXr3oO+GCI2RPtGNQ6zoakSrT7ImzTp7KEu8vipZ4DVlk/YUaBG/ld/uLQa0axJhuRyzfqGv+KHjRdOiHrEQ+LEVxRwQyBGjSZcWygBMOPxZE7i5+bngyEhK6C7U3H8JBWXfhQoC3kZOVc3Pqh1t0dVxPYzdsBfJzK5T6Ic5Xv3HudcMqMhBWlBXLCHplT6fBtyPCTPF0NllHNNrgAWt4dcNDXw+4aqIbGpvWgCN+dMOZIR5QCoB+yAGvAXk89EIVZD6QwHA/VMEyAdFuxVKCjuSMBSMbZySwIgiXQeJefG1hbSgEZwCCr8xRS6JrB866EGxzrNAnuQT7sM4jfmVlpV7B9+R/s2UR8WVN0wUfAzrkKQ9MHDMwMbRMsQj3R9DQy5qmKzPdG5FgWRYRjzGS+6LZ3427KAXViq6oRxUpe9rXILbDwMp70WQJ5CkPR06eDgMr71sF6I+goZU/566oR2ULLumNSLA4jZX0RbM/pZ/iCKmGOVP5XjJsTpgKfgWiHDgEax89S8tP9B3omG1Pvh5kEuujZ2lQXmxx0x8tKPVKu5Kxmj0HCC7PnuOumUnLo4ilY67gBqG565WJgUQaIOmSNnaLOHnrkCiCa+zM9EPgQlWztO6YgTZHD9juQhCHqaZkXxwR+L2ADsOm05v754NNnkELRiUOQJn1aLYtaZ14IWxb0upZOLnaER59gwjfPjU3VuIAlFmPZr+QY1YsbUmHyuLwxIegZ+HkHSqLQ98gwrdfyDHbp+bG/DcHvq3RiCxsZscqGoboIR1jDOaL0KKxQBfkUz5pGKKH5yC8NCIL252LSdP0lQPf1syOVTvcmDgZt0q+wHNygqRBmoexG5AwbMmiKAcc0U04qZttak5OkDSoZKJC6xzJwEQM4GTcKokDQqdp+sr+m7/5m7+Zx9Ypj61THlunPLZOeWyd3jy2Tm8eW6c3j61Tb5Z86uADjwoI8meEq29XtqMWivuhRhcuWf1yNkt1XzD+06j4atQxKNwjdyqnDE2Yc/0RRkFqWpYXv4rYyd9suIpAt+Cc+lOBBHzO2PC/eSryGlpwWN43a5ReGhA1yq+ZgeCvXHPkqEAufNqW1imV+4huAdrvKs9d7Al7uB4JuZAfEW9XRuCIEUXcI9M7yCtSE8A79RPD7RnOvToExDbT8G6FaWGiCuV2ZXBpA0DQlr/iuF+hMG0ACNq82Zu9uSYe5PLEkrLeEx+H+vs1y4APGsjkFi8KN5YqU9/ZafVgtmULyJ4u0wa55QPiDar2oO802YhoreLpXlggt3xQu0FTKOg7Thtkc8zwI3jUklsucLjt25++Y+SmTsLDwo+YhCK3XAC67SY0+g5rUgQaBDzVjg5yi86TOweg23lSV3NeFPopsV1yi06/c5uZzsNKU1Uo4SMchpFZhDdvURgAug8Om1Ujo39AQYrM4utvUVbg7uMz3KkK1gH4kJBZvi5vUhnAHtRDgG4RqxZBmElmmatw95hE0IFI+BGbDGrZKZFkFlzDPYr3+w9mqYkkeXUpgCVkFs2ve/R2RZ8Ac9WX1Gz0IWAo3TcydQxa+TdbFpUti8qWRWXLorJlUTnSe8uico9lUfmbfdnHjWcvg8fQ40BKptTrJNF2kjXJGm1qYRwQUtDIrB3rXl/26QsSPPK1k9I74KKapfySl+h7ToOJ6iRraj2g9QZQD8do87kDYiREBeSsRj2Kf9nH7crG8K/hGrPApuMzAXp1kjV/W59w7QkqopQsjOMOzyfIWdiShF9L7gmqMwNE9pd9+rQeBH8DqG+CHX7tZNObfblnmIlGMvb3zAD0F5DifDknwVKwXYrfNAfri940MBHYoPil+Hi9BBvFTL2yAD5PJpDHsBLl44aTXiHBHpOsYdYP4gzzNRDS3knWXAoGAuKDwNXyAA6wLG0at36y3nId7PaBKbPR6Gewxb3OmXlU6qf/yEIyLXLW/CxfMn9AJkXvJGt+yg5F/hSYcbUMKDc+ZxvFfopWlrrxVwoT1ReUT7bIoRbO8fgDwXoEUOLPJdwf/673QM3yuWTpZwXGb2ssUXtm0FFIM+LjSVElg3qOKqXIS/FTdELWMky1VuR0BTSmkACcY39eYtI5zUiEzywNGP5dpYCcQM6rjr4Bj/9O16ZuQcHaldNnDuDQgUZgwsfDkUGW8iNA7yRrfvYuGf+5t9g8TvTC514V52+jnc05i5iVKvVwfwkaKvmq62USSwajn4c4fFYbiusAslCZaOyg/HKLKn+GqIvpBSmEP2Oa45d7hpkQzAX/q2DRn8A2TwcaDNPHw6FxlkLq2zvJmku+Hfo3GiH5lxY7l35BSH4LUzSfSROFjiyYqj83RpbPNehaQIEGtqlc8jn++W2NcLlnBvIS6tjMJ4FaIzfyKyW/nKFpHZmajpa4+DNFWvxyTgLaE6aMaTHH7c/yffsHZD4wPQ7r/is3Bb/G8QSPBLF0qoNMJiGFOr6FFzWfyWzNq5cWXQLCJGs44Adxyv0aCGbvJGu2vaSCakX5aVTUID8XECqBT5ivIdV4KYDfr4sdsWT2+e1s4Z2/B31v0MkvciLlBfTjFFFJzebGjVPEHNR5qunP8F1Ox7VlRZcPCZkN7T9o0OTDTyzHPGmkCplRQkrox0GirLrQ9otWgptusezWmuYaIA61gn4NRF4gJGV+LwODMKBmP40KjSA9mN8N1gzSV8e3y4/0cPp4UHTtNRmdQr/CPYAN/oWpOxxxVOy3dRmodbBV4jh0OT/dASS1iUtPXHQB+ePRW2QnKX7wIh+e/Lxc1nsJbQIHrNVBW+C6/HlRVOA2mETIWV7Z/p2SM75kSsC/WwGax5iJ4rtDaP9c0G1OJ0ML/5Tty01s8Pl0No24EAw+ctCzsM/GK4kLU0Hx15hi8k/bceIeWr+MCkT+ZBcUdzWuzGubmv5ZB2K8iYvxP4Cb+FlcOfBiT5jfoYbpV+CEBR+uE/xeBc8HOsPiULzCvgQFWl+qCJTEJwP/xMpnnaOJCxzHrYJPZ0CsNuGjCP6fWj9egkqysHAVXDCm72bCsvl5UTjgRbik/LxcInftkRlug8mFnAUJhX+nBBSfTSD18dK6zrGIx3iobI087pfxz5EB4ruoun8uCCeno8TxX1rX76ZTnEvu4eBCMrjloGiKn42XCScmBfxlUXc5lJYneKwdiby3Z/KHqMIAbxIA5h/AzT+LywZeTHz0t4KYfRoHEfBhuuHv3V58oB9lOLAeiz+UW/4dsqfO4CXp6k+7saaPxEKoN5ASOasHLQSSqdSbkLs4ItKAP7Q39skL6vBAFRB+VA6I72MkDjenBvhb5yif5sMxrqia+GuCpvwrHZ54I9Fo/gt680N8HcFL9D5+M0jZ/HbpDZdhROd27vFnozrCO8CA8lE08MsvWQLxxpXTXK8R9Ms5auEWJOh+usmXvKyEL64IVpi7FP/+O1NRvIBh2cfzMeNcOlgFP+wtxVUYb/08Xl3cMIqrE5TfID9PGPKGBa3x83p1dEolqnuQVsK/W/DrBkXMtwFBny+ng1r3FTJosiFTf7Wh4doHIRk3HIT8FnCpPtMLLx54R+RHLUD9PknScMUihb8mwv2vzpp43TD5eykQ8WFmtOGMg0l/pUz7w9448RLDRL6ZI4f8tqoQl2FUlNur+GfbIIZXXU75bqy4OSRwxxsBc+SHVFsfbs0Xt5Bz+Okms/IyMx244teF3CWP+3dBbhzB4/nj1bGck8wIwV2ozZwrDIHx80Kp4IcUKu3gH5o/TzjGDWt59fN6FTtlb+kNY4GRfwejtpa5CXIbwNr8chFA6z5J4qavV6uv1nnXPVyg1J8kAvgYIha/ddTrk1rgfDlq1n/AGvLbGrjln/ZoXRBensFLfhXFgnnVC5OjnkP61yYFR86JM3minsk3IQd/nIAR+aCFv6/iNCffQEoELxwAuwNzttDnRWHBKf98cpfdG/6utA/HMWHyuQW3n+NQiKf+8M1DWW3PJrkEn2VQI+8lxPIhaB9xJxbqj+BL1mPlSsGDU+z+oQKfnjyiDyc2kvJ9r64HWqrxYtoCf6vJxdMEl8CJWYZ+WYzNmhdfwn/XovwTPnRrTCpgXPcx9c9tnWs5mBA47KnoxyuMQSbiQxJHjRX+eboq6MJyHw7K4fLfMbHmNZtG8BsbyP5cLmvOZkIKH6wk/G0OLPNPHWd4oRP920xt884asG6/kvZATdWelMEPLyQAs0OT8MnnRWHBKf8o5C67q/6udA/HYQzzt6Uhfk4QAp5qCpmHJnn1bJE3eBIiyXy3+M+XFfnCnRwh+AjGoDyW7S0OTIL2T7D8809scTjxke73Udg8UNEUvNjW/llSb/7AkFmceAXvlzV2qHk5aRxYq+u38Z3Vnjm8uK6MHH/ug1IdBwUUlxVA5ONJNZFvZ31xVCRxP083jx60EcN3gED6d5N+uYC4NfxGFcyfwyXN2e4Y4IZTJ/6JekK+OcMJTjjshRMOezF5GvP4ais58h8h3nZYIQD9a251/sOE7DCe+/1stjp5KIAg2wqs/E9QueSbkjZ2jiqY75ZERA45+3XfyFV+uZaW3M8seu8gOX05rNB8hQXGm/Em69+txcgNeCq5aeOK/LwnNDioBhYcARuLj2eTkYPUgOFG5q1P9ztrMsgp+NVZzz9RW1RjFsXhaUsyvpmR1dpWzYybA2t/uQKnn7m8wwNpPH9UCQbeJ28UP7z1/pCAIZ7sh4TDgPX9NX2P/gouDWd8aZH/tnD6EIIscMZRGvkdOsCzRbjxRRvLfO6CAD93VYy/YEGYv2w28He3I04YXKPJzBXj86IECLXsRPDVZiXz0QpF9w2h75cDMJX7yZXdg52Q347GZ96zuOSmNQz7eU884DpmzTjNq4ifN2CYvGlmhRuxYP10+YCa7DviGpRwfrclODVk5R+eVrN9M1Xh2raOFze7FP4PBOq8TIglPNBA0Y86K/Q+fEvww5WyTzTjiad5ZHAYsbO/xgzAX9GRwBdvj+TCfEM8WQxJnHG0Mb89qTxbDh2+aIFDfheA18+5BMBfsPjKXyyD/d0NBCeMQoRptTXQ50UJAHruUFs2doQORUUAL9Gh6GJRzg61E6SURQ9/5quvUPJKs7zCYFWQZEeIan/iJcX7U24TGfQ5bG1BK+Ie39JYSPrq4omcHlUFNNQqQdMYFpKkE0bB0jPyJT1mVOktSPdoGsNF6ITQo0XIYGgKR/pbGDkiCImkFQGPIXRCVgN0DSO8k7zZDQnh6M1fOx5bpz9QlP0olFE4wrXniG7rER4mz1XFfmiF062rmz1mGPfBE0T0kVgjwlahUqaVxEAtIAUwXrysQD/Oqd/qnaFSkT+apCg8+wsJTnaUXz5pgvphErUYd0ygHwdGD9mOICRmhHpfWG0vsRjoWdS7OoyAjmha26VuPMmbDDwjwND9Yov73xCkPyPYVyjp7Gq9AO4r3P2qaOhqVWx3TZmSjaPVNYPTFY9LGjYtdQrjhQCvyqAiWkfsjxcvKxxYHZhu8GKY/dEI7V/HwHmTgYcKQmPYItr19dY4kqFo5dpXGBAhRmP5yRx+TjUhOhWASSQhVgRQrAigAt+nITGgXcuQwgo01k9eEio8eFJFqBH1ykGVqupKTHo6gpcosgGA6ODAE5evuXjVX+/aEcPREenTN0on0/0b8oZ4H5XdnC1wPnlJuGjxkJAkA/MuqrelUdGw0dvxJ0Sfq0mcnJBs4qq5Q37RKHs2u1wj06EDE5M0ENhLGpzZU6iMYPoxwWuCl+nHBG8WX88UQtd0fp25NYhy+q9eikbbtCPK9UYCpYDBBRAkHOoO2hAP+ieoaseH+EGeinoJZdIdxlR58KIAIYj5eU+5X3VTH4l+h/yigUpgtRTrXVgJzDX+Jj+LXlpFrBtpAgBRg/SL2LKF7HJu7fTMIJ2db452M0bIpKCD3rn35hgASHJHWe9s7YKxQ2iu8ffJSyJRhZIZjkd4fAARvuyaRXDOzbxHi2eNOlc9G2yJKpSIrjLKoI37Irb6WRJBjzpcRZ63SCkjhjwSdkjbxF45BbdT1c71RVfXyxnmRODq1kgG4ClDP2vrOi2Or461+319c2gQvcTBJ2j6sBTX3jqkjlmr7YGuPHrkqGkPcKb7pNmRAAcrmybNRZdMlJ3JQ7RNiNF2G1BIZBdbQ5ky+V4gGdQVb/jZMAyNEAJz4GSi8nqmY2nWoy+ZkV4KMGEBxAoyhK2SG/zXzhTEseNtIxEeDSdcpWJldGBCtc0sQ9D68jMlRSI8aohkmJYOAjRG3ybx5J6IkYsCp8t43eD1cdDgLpW9+VoyI7UE9962QVG9wV1KbhHWvG2BcPo2icfSrMddawK4D/0ZF+ZCKESRqu4wevGyop9EsVixy6GZIcrmMEszQ1SXSbJl6YGj+7nB7TaHWQNcbD2JYhEESIyl58XLCo7OLp4xAkeHFMWLFtUqgmEVYuudKbkArKBGG543IbjpgAFlkM9GwtFBxSzVHACkUqB5zRhvsriVWX9/AMJkL9mtsCZEa67YefGyolwT6ki9KxL/aGZ9hzTK6i5aUzhseB0GKhgnExUzwkA6BpCtITLjjeotswSnD6Yp2AHHgmSIYEMtG9UX604X7aLOaISFzmOoqVZshkScBzBDSEh23A0SFCvwfVrBRdNoSWkXzxixNTcg2npnSYBIr/bOEQIhpjJVE801jmTccqbS9aOCGQF4bMkZsb5UKaW81kHRYHSmP/JLhW4n9ehOdwaGglxVeXnqtlIEOpLNpYzVQdGa0JRYVVCFzd2z0gdteaA2bcIz4qNAZb7hSHdCSle6obeX1lSgeFc3pUJr2ivI4za6TSwQ60tmpD8ROr5mAq1yJyR9t+q62fHlFm1SByxc9M0fwwjKX1N4/NH0PuSfRKm/bvHr1xwy+FcqlvzEfAwoVJS4+WiAvJ/A2l/je/nx4/9oSEVB4Nc84nZcDr+uMUmoDPLbiUh0W5EnKW7y25Si8k8Q34tQWnSiBJfcIsR7Y/iSpVU9BPsyriMoSsXklhuyO+rOB50aB+nNGoNv1WSQW6I+7yo5DTSRzxV/VoCPyYwf5BYNRrdVzwK6iJAMTxaXGaVIhsxiLHrXh230EEwdP5bgdgoFFzIL7uPdb7VoISSE/BnuDiVJPeSWrpgb6wMUvRoz58+KS3GlyC1eUjdW7Q29GgHMj5gxM84gt3zZ3VtfmfSqUa8Hw1trQTBEZjlf3k2zQ+hTB7NfubIuoRvILDaYbqZjRhrI6IJPYKvSd0gyZNVr6HoCgUgEr2QjOdIw64EqUT0r+BzIpKkyYE7rY343fACj4QWAENFVmenPVGsocaF1SRcBzuDPZLwtQbPzZjY8bznAehFTnnJvGdTECnDXfNmMwyc8VrF06m37EB10ANt81rIGcuTO+bEabMRFL0Z82GMnj6IH4ZiiReQR2rTLx3utaMEQKfsPbsQxqgSwaB83Br6Br0AIgu87D/9YZd93c3AFZhsib/x0nZPklg+KN2jaJl0EuGzhy1m1kVu0mO7Ql0K6yNmmln1h+kcAQSS3XNi6bdsLNJEz2a3gD7uLyC1Ma/f9G4EmkmA1Z0/vT7FdILfobLjzBEbo1DvHCo+fNKCH3CIjd/8OnkadE7YaZPsPvCyZxXfrFmWNoYXgroZ5lvNjYw5kllTam4cSHHQQBp4mVoPz0qRWMosm3T1q60qbdvnITa3lK8w6ZJYVLHePOxq6VKjJnRC+PIAxmczy1XqTykzRPm5ocsy58j8ByyRvLEDVo0b9vivVjk9igGCsjLCP5jL1/YOWPJyCB8LBxWnE0/B43TIn8BYsWZk8yPmWpz4wEQVqYgfAlBx8Bl0hOmPlOvVJjd4g32EWMMiq5yLxRmCr0n/lKrnsCOHBDD1ZgIX8WM3flKAfnqyOShQInr5MCwIUqTcv4kvLSVeMN5uxYazLn8HQTER765swjA1pr/bhRml09me5Vkaq/ow45klYbcQECV4YfsSM6eIbueVL7976Auw7DIbrWzPHPkPV1v40u1ojkYJEQ6Tpwk6s94vEvw4Faa5/7CiYOe3AvYd3o0xaj/LRWpMKKFTDW9CBUUvcjY4VehSTAyOOiGj9mapYogkHfadpgT9DlVHiSOvNbFB5YOHNIG9uuyR4IEs933noyypd8BoT+Q6zIBQIQeDLHg2fTMAht+jQd25T03lYlbwWZRUDfgx3ynCSpx+D3CFGsgzuPh6D/3BCLma1lkUP6iHgu6Q2BQwXebA0Bi1Ijx5EI4BC07s+AQarJlZgOFbZV0+OGOHdHFw1benB1Dsvb98O16kvf5qUJghQDr4GIE5VG3g/zoREsTzVUog3HxL0/Lrm/uUjwA3moGtFydIgNtIxaOWdYXTfsBdHKeKpS9028ea7E7W2mx2hkgSr2H6zR/CT+bMo+I0S0fxqOVVdVA7x7Si4dCVNJT9vCq8T19CGn3dc7Jt7+9X4fHNvvW/urW/ubc+X6Mo3/7kCYPXdzN1XCyOVu2/uLR33xBN9ANB9c2+tVCj6B12D3Tf3tsZqFRD2QYlfoXFn4vOmLh2t7b65t3ISNuu+GDH6lAZQ7gkIzrqTHtJc0VBdJ2BHp+Jb4xa6culLXalxYh5qQRzUTmymvHsiE/ROCTfXg7ZGsSOsG68A3hSGVPSkP0AYSWpDP7gu5cnwvQOlodc+8OCsfNSIejhdSgUVtw7WUPeBtCrQMNRbvyPIK1ZSbiMNWL2Crt4bGUC9SOK2Bx/+3REG4PQocptRgTrD2yd5xbXKjWQppQ/VFtUdg1Zer9afRKl1lr6m8PiIiscwgnKwz6PpfSDToPq6xa+6zamm/pzKQWaxoeFuYrHrE7IUjGgZrGlL5cgsP+Zu4g3rP46bV3RrvsbFDpkF98jda1u7D94MKBc5/sevkMxy/HTXigZ6z6stj9Cbx7B2Sm65Abqj+EY7D7HXP5AiiM+yFCK3ED3dGHiwdh66GCRvPDwaCyJyS1TxXZWCrO+wGvPQUebVhl2QW6o6bw3ERX0HkkFvMurrGheQW7oY3Fjl4b4zlJhT6ET0dgGjbqiU+GFc1VBMh8AsACggKOMXABBgcTASZEmQoyCQ6QcUABMZDAgnCEEMb4cihQRZAK8AYAkAAhBAADBQJoIAVnzKMG+0JtY2Azb4D+6kaxvr22WCJM0f4RnlYCb6MZt8Oos7+XrH/p31vr++JdK4P2XOBvTytYAqjwQM6TxAEa8C9MAYwABmAAKw/q8+o//0NPcvvSv/2Nz3p4uz/kQ26O+DU/4gGPHH0cYKazdbjNzMOG+Ts0mbCks2F9ywqfBwk76sXQVosvG/ZUywqz8Rb/wUaNRnnuWeeDd7lhnmCXaPp5d3d0Ks7Kx4Vqen7ZxIN3ImWMQpYAXnvms3cezcrL9nk82MTSl3a7I2VHNhnybJp1PTAkGr5yBNJRf4e780b/gFxRs0tlPsOQmr3U2Pr6asvii2DQLetRD+HwwBgOUQQJgQAWBaBAQjJL2Y21lOb1qObQHXw2lboSltH/g8eUFg5ui/EdAf3dBzMemKrWI5PB2zwbkjmb17XVvZ/+DKJzDNh+36/eLySrpnh56xNpQ4I0OteFsoaieFdjgmlH+oHBoDQiXOCL3AklBCjAnd055QPIatXxUKyn9SqBmzQC1lB6jRuw6N7Z9xmP/54I4Qk5OJ+3wsN//T++s1QFJNi0HROrkbtB+w14NOE19hQyg9d4OquRhU1laCsngfaIc3gZLYrqBrafM9KWSQGi0UOO3TaaKYeBz7iX+E+fVOAi+2+mJQh1dQ+DsH4Rerq8c4H71nQmKLFDp3Aegv9lCMAIVAylz0voebMYhzz6NBlS0gt4JedCUoR/tAF7gM1NFrQP89AlTu7Z/fmPwJxtJPIRj4Scq0zx2u+8TMwE8ObfxscOangJd+vmPsJw6CY6pg5qfrRfL2T3DP/9S6BaAg7AANEcgUUAgOAqVkCugCR4BibPhnn/d+8rn0c9gDP72x61MI5nyCGPIZgwmfBDHJTG3T62Tq7k6fZMLor1b7oc4+SH21zE0E9XxXx4fZoBu5JiwXa+I7hoDGBC+LKc6yyaLyDD95vOetDDbfHemp0nFMMm4vMudzsh2azQNboxb3buGE9nyzaVLYGhx/suJ25AK/37pPTo/6nGVmEOSQTxAmfLawKJ/tCe5gT03f6QkXKL3Qs0HBKaPrBJG34vRY6nB7b6SrWy0KWBYVzcarMDM/mUVxrFEvzPXjftphQiW/EYXETZi2ZtolYF3lCRUdElhvgc3vi8RMaIh5p9HE8LNJT+ykjBztCT5+w/+HYaoRnRJmlGJ8o+52t9Nu7eyrTruyM3eD08f7OgmqK024YAvwmHCwrKUkJ3ZB55lzey4XlS7Ij06Qa4kC/omdcMXYnfh1eiL7RktOZ7BBIFZuXKjbN20N+nGdGRbOFfrbivZ1itogaYPZ7sfLscMQcyaFNGESYrxkx6MjyRqaSJg3dc7iXsrZbV6zbD+TI3P/CScH2F0pVz/XdJpjR2c5F8ApjXkAwHBOUuZzdr9l90s8wZ3eacojWuQt6zTDoE6ljOhU4nDOzOzl5NTkTE4Z7+WcvxMZy4m1yZycXs0J0R0th07plPGyzgeO7gQwwDNGcre2/j29c+7Fne7Y14nRlopGgO5w7+djzZ39a9enwIs+HbDiM5zxnnCc7VmiyLWe2dvs6f36mmGzJyGXe+5x8Sx9Kz77POeT/+s+4R34OXDuVTS1rfsMd9cn94d8epw35N+jCamrdY0gSdPjnE7zuYJmX/s2fnJw3Wf/dn3Ce9HnGAGSxhKepRLROsKOTvVsPYXxA8c/Fq8p2w7Dd7s7XWlxp4q2dn7U0oKnyzonwRmZU6B8hl6TLKvxy3SPtrYyV4GphjgDz5emkz5piCVua7BFlh3ardn4NEuArtScTfxQzVsSRR/s6PZjLfFZqWmOp7PR4y5LriQG661oSGZm+zF5OBuTnWFV2zLUB2NCSyEarFe51QxaaVtZ3/O++Qwro+EecPtGcrUo0xoncYV/UvOxtZ7TBe7cS/8HHvZz/Dm10uu5kZpxMc+Cyw1OucTsmssGL75kcPTlbAcRo2zAjMc2zJJKnoeZxiGPRmIK84jFTszIAjV1XXvMdLefE2Fm6SFt7fWwMo+rZ8U0N/3qzAq1cy5jWBTPgqf9XLhbfbQ1AW8TnyUlZ/rxDj51JhmqJq0bm8YGp2a1jyIamZV71HpSVnOX081jsrCsqPLYpfDUaMXIyIp5kd6BaE/wplADrLqT5UZXdcN+NrSKSMTU4tAqTR+NBTTcFrpp6IYRBdZM72gZ3LV2LxjBXLMxe1OXoTUgKzb/lxH64ba71ehLJe9NH9dduTQ07EGL3cW35NezmMztX/tGTBv0kasAlJOmvVRm+kdRnWEOlTqGUEltAhVTx09FavYU+QXJ2qlS7pzKbOEUT7dNwXTV1KP3TClJOmW0Ycr5anF9ldh2V3nB3CoQVlY1RDD1uK8K259dtYySw7WxPSOg10yGiK2xMIS1++KyYMMvn01BpWURNHOe9umxaFD87Kuc+9vexSVLyazuF2ZOgmv0TtXTFoiJhTQGNsHSZO7Yfp13Dsp4DuXDTcP9+1jOCUfqyy7xIbM54o0B1ORtwwlwdrGabFnybDhGZiLQ8kE/trsL3Y5D3+pzPNgUlBtvLrtZh5BcHrXPh9S7YJ5/8L7mH59Ez7yGfy1mvd57nI2WfK6zbOYuS2kvsvTCLZYgrLAMYX8lCJZXUvI2V37w2koG7qxs/8JKHPqmGnBz+sDIJlgmjJuEqXe4JZ8ZmHfGWqI5/dLEQEsl514mGGXJ/MRLhiGWCSdYMj7oMgyThj75Uitxx4ynzfFnVTqvSbPa9u0D8y94Uv/D0rMRy+WF5xmbhkYclDH2FnrdZK7TCrHi1MIQJ+9J7h2XWro3U8WlmS/dmOnSdZmc35UZwKJMBaxOCjo8PHMV/sww3Msx5d6MSf5UzGuMxCTHMEwrjsHE2gbMHu6+JD4TfgWradFVT/qeZ+yF3nvYbZnNUOF3YE+3Br79Wns6gyuPNbWSWSMrrWhepavDKn86o1LGAyo9BkIxmrLIkqZT4rN+PLcOZUZBDKYcN1GMsJOu7gj8bRdZuCMrZbyz8kEQUysBWFtZQErROIv8pibNelst+F8pZnKlRU6hiHuo6fUbZbY8wRKNZc+pr7BsvzT1OPWC/Vh30iOvZdRUH+eIx5MhlsE7/QHq2lRoppvdeXoe6Ina6Q7PMPAo0lhlbyzIvMr1XA+jul9y2hCQRlZCfqM3RGW12FOZOuY0b6Lsyzas0vLNXvga5HdHVjQ38tKSVkY6fGjk3lsjcXRS+GnJvEmLtjQCL/We8yS66bSnrae8lOPs35FdTZ5bVIstL02qPGFMZU0GVGpoOiXeJtdTNg/Whkrh5RvVnFEZeuns7XccKDLzv7npWccnGQaBHNjspEsmT+Ias5XDc3ukcebR7Wf8UYXotrdytUQzvfwt5jCZ1W0NXI8arOkUJ5l05PgIJf8yv1MjLu+ECuL+pmlnU3if2yjn3HCWGrv9Tm90cy3F4QENmLnN/p0UO3ebHs7/2MK8ibG5jSyrWIn5RZzjTb+PNMHNkgWzfXXtpsX3Oe54d00KeMukgyAnTEZQZsVk3qsmMTopQoi0FYPUTVJp6foq8MpaTaOcuRZNtQyNCVk9zfA3xH9qd/02oqLUT8xpRTmsnW6hpxU5tcCVuSWPd/DAa/5O3qt3HjB2B5GZOwBct6Nk1K4Sh+yQbcKOMRNX7H4YfnVHyIfsAkCaWvrYSSo/asehu3YgnbbrWup1O28YuIPOtB08ztkRZMVO9FhmcT2LUv51EOW81ymUcq9HUJprPX9SrnX45HzWyZPyrMZOyrOaOTnzkCew7OxqH+UUqm6/PbSrNasR3DgpEdJ7fZ0w9ttX3T1gZmmFduNTd1zus6DfE0TWKEhXmgOpohWQH9//qPHmR5iufRzYwkcHbnuMAGLeY00lj3wEXXGsKbOL1CZ2OcisnlTE9LeMlGzQ0qd6YPJuXRhasy+6kuWy4VGh9YzHpPgljxQGPHLQppbmT6oy47ODiRGPAGzj0HlMGXif28AWRlNGYS5lCEMpCfb81MIySq8X35MnATp2sv8zJ+EYOPmA+Oc6zPmNhWn5DidboKIYDSNHsa2btD/H/8UhlCpYl4fLCHaarGj48Bk5J1qAVZIeZMoZ7Fw79R6960snRfXbLyIWWyYNDZG6hRzvDjVuynj0ueW1L9f0VqNB6qVRDPB27VYwPnNz0lV3JBLaMlcLQ3Im3yZW83HYmXLUxXJJ105ZHiVOMq2PxHM1/CQcXLsm5fsAfOUVkxaoMWRyj6v5qCDg1PM41vsAPG+Ti1kSGOcT1QrBmS+nzfARE2k6/OdMSTKXAeXceskpQFCzMXO4Z45bNhPOXFhnl1zeGGtNmGy6+NsVkx7dMjmhjmqyKdf33nPFrjadcG4lM0buIaVV7rvoy1FQpcx6y7+pzPQb+Vx/KxI0qjpgw7s1UG0kdu0jdr/m5V7IEyyFrGQspMpsnfrjznovJJeYqeSlkF6BI4Dc9vkK/Z7A4iEcz/WxFmutY6c7bjz7cUZLM5daOnMoGtm7uEwAmWa5z1KPZYFb43iSHY45h7Hp4xRHT2u0zZJsXiupxSMlhX1EYZhkBNskIYpsytPZc/rHiJgI1Vwoqefehm2SNVvc3BfU13QCfkcr0Z2MLcZ0SnkTcj2CEn61LjI+fDIEkydBMHaS48QqrEgmDPHWnqT3HOfYLZMXTZjU+dnlkp4eLzlzU0saDnJd9djEERbEYAPHcJkdqRiNISOx7YvMf2KqkHvas++xdq+MjP06662RHtgXCeGyyIldZwRwWn9JHZfSOpjR/oVkexMzUPYoEyDx5FCPw+jF/qmw498xAop5uhNMT7gycQ+SDx4CWf8aMCrLfV2gtr2opmfFoIWdMSsSAgrLIptM2Bg2givkxgJrzb47WuzoEC8x77cRUnF6doC4wO3yHflrlkrD7ZpR05AxGr8/6547pF7geLhfzDs9Mo+z6yP1N0BSOVBtkJz+xAzJCNqn5+yOJBVwenlvo5f42PoBGmGHk84IXv9k3XWf5HAGp/Pze5dBNv/vXZeRmC6qtLpmBlZEd1CkbTMz+3yKNuKG1shAsnuNTiHkuTupygalMJeoRzfjjl/10M48qtduajOhUalvVfqai2yiVQ1vZtjxQZHybANmRYIwMRKGcZEgmBU5Bd8MyCmRNgErZDSP1zJ0BmUbQ3OXQt62Gtxwa2QLJ0bKeFzkn8LfPxzxEDvbg5JMKs/wwbwcbw1gZ5WT+FilRZA67mABMHFRvW88gfdNT/OYsm20iZSNHkeptKLpwvuNJcR38ptwqqQq8ySbWtWtkgRjjKQobJAEYX1kBEZHEqjGYmWkiZqG4/zilk3TDfJ31y0xEFIfuyDRWwSpqdn/aMBvOCMfzzXv8SzDHtVNL56jUvK5xwkqnZ/uCMre21xHPq4mSaZEer/6GyYJMCCWeZKxVITE7bhn5Zu52AAYx12TkZRK6/9Otw5Fmd8DiFPSJ28AVNpUQY3AlnsH2uIRZ/f3cygT909HMFvskSTOBkkrnh6J2uLIHm6N5Pm+SA5Npqo5aondnlx7QHPYcMgTTYbU0FhI/ok/VbAO0uvF+5JHQG947H+9Izx2Oz4g1rk47mlPc1vQuLOVOcix/1McYc7SqU3BHY7ts5w+8rWNBD+wmlmOTVfryxzBMNdRCDY8ghj5GINpkEQmq/JM3NdLic2rON3wsbw93UeONzTJPkeLpjjyOqWyqct1awe1lT2ZwIPhSMZ5rGK07wbG9BYvMlyPdutsq5GFlH3ck/bUrDRiMR3aqxU/JKfPNZy5Foi4970/8Q1R5O/sRIzWkZGJN5uXmLbZCxOVIjldvPnFZYk0+EXN2xK9el6iq2sTe745EQLjEyG4PzHABEUIzFGs5zRFPW9UTG/BoumbzWcleAMt6Bm3SOzyYNliiEMXIxjDSOBFL8MAh/rSK3d6c1uqoTspvnYyym43W2DatiTbl1bYXM7oJOMZWdrPuMMJjeSjTQtguzzp+xlXNsYznjWbkafKUiMHa5I81zee7SY9feFg5asYYQJWcyGjHtXXjYSTtOozziGkMkrThxCGPV9eU1gSLIXJfYwt5N7WcezlsVkB7mCNxaqZHnD3sdc2cVSxz138YPEiQSRTiVsXtX7iooX9mWyd2NCyCcwGTTRwuAQDl0rMfaCEH6MkgjFHAgAIF0lUMkpihxslcDZWgvtquxEHs61zJHv6E2xjQUDCPLbiieW60ntzKtSQzKwIfAafNEJQoXFw3vxZ59n/aph90phfHGMXmLF3NSc38kolp6GyQW9dOUEncuvEvNETIudOMDl0IvLECcZnTTgNmkg0YgKD+RI7h0vonSyRCn95hDU2R1jl2gjUdkb0dGEEwespC1b7N2VFM8vWHWriqn9bV208fd1xbmCNM98iqxtMgeduG4XnC+Tu4P+6p/7hd+Rfguf9xS2NVv3Xt9U/30o/3n1+Bi7zA77JT/A1fqcd/qAW+LGxvS/n6r6+e/sALO0zfmOfRfNJd/JBGJ3T7beG1ksa03PMdfbMHaIxMyPHwOmntitwEdyOV8DSf8b4NwYw7H9h0xh+Qdir4EUwlsNJDHHsOL95zPIT5CC/Iqf4EWyBn4fb+1m/ug/WvX3h3tin/7q+AezqE2ZRXwO39Infdlj4DgFTX/hc/oKBCfAK2QLrz2mwx+9ND3YHvsufAf+DoNnI7W4bau1t4NPrSS+uW8PKOvHsq+vzrDrC1tQZckSd45Bvp3swnx4IC+rQGFEHQJQp9W1cU88hXssTHRbL6t5mzHH1/kCdWJfouXXqI9xdp2SDvRJn2JFtjJ2dJ9n5ucouwAvtDrHTDgTy5NYczbIZP6tuOfJyuhQ321ud5d/ntMcdToIscGrk2CbCrGtyaFQzi0Oa0jye6Q6DmfCwkwnAPCZA7GESyACmhncvo7ZyyZkMS7SONctwLljCY7uSQJYqNXKjEmEWKTncoszFFUrJzrBFCY45ShhA2KWky4HKTUxbquTI2TTlu33JhtJB1pOaZDdJjYtJ3ruV5F8rSQy3jASIQSQA2EECYQEpCEeQSPTE30GyzuyPvlM/hs37CD7p49CMjwfrPWUqz/WouRGk7nUgfBaBCG0BQWT8R6DZH9/x5Z8uXyaAhMoOAQGIvghUBDsK1C7MLtASKNNA0Ebq2+tAypb4MVm8gW8Ax+8NHIZncARZwhGOpjqGQ2EAJ+TdGzfN3cBZueH3uI3BTxIJnIK6xmEWeBDG0x2Y/pmFvX0W44SPdOOtb6qgczgl/rGUAe2fIJk9CXXDhI25ErimSPy9OgJgYITRuyKGLIognRmJYmlEjDUSde+T4DldQoC6r0L5iSEz0cHWHoAG++XGJzC9ct6DDPK+w0C+hPkFwlhgUKARBsxmGXJxpYGN5hrEbb0B+dMCSga4kuLefGDffeqhTd+bzlKqpqs+F+5BF73rn4FGgB5zXzAwsc+3ocXhdg722oCEZrpmA+0ZvNHGP0ttb2v4tJ9plzl6UXfrohz7FtMtW5Q3aNHJ+45F1acsZsIOWuSwaZFT83WDtXU9fQNH0/53K+1NV9In+FDaP7bSAIBhLr2Q5HBFlBtbRrKrxWSLWjCzpaXVcljUAgi/jEYNiR32V4+Lc5wVY9Og+AOmxPw+IqZhPvyCw2H+nwzLcCx8gTNh+A2EATT5XfDEpilCLVLstEURwv2JSjcnHlubqHhw4seJ2Yk74xO33Z+IigOEjmz63h1r+kfBbSyGJe10GOt/p8Fsbg48AlbA8GP/Cw0T4BGKZAWsP7e9ntsHaYdwYOH/vu/I7tXGhE8z9DnKQNPyYkJtLvgxrIBxT/EHdxP4GErQ2CziQyMI+K0ekGHgcIHTBv1OGMCwXNhFupno3QwidePdb4HMnzXQU010BIT7FFW2Zoq62wAWW8TYtruYOb6IIfMo5g3YxdCfgYwaHsvMsNUM+xzRMMM1zQk+q8E/aLqaIcnsIQcanqyazYyCQbsuhnO2ZStOocab5jar3/7SPHO4VYYW5jHS8h5bgEl+sUadnhbqS0KsdsMFnQu1PBQ+eCuU9WKI0Ovhkv6zApoO18aG92bLZssy9hgjAiqMYVlZRW25kPI04Uhyy1Uucdw48olwi2UQApsALaZAF2Qzw3zH6Ni9cPnJhNDVTOPh0PJ2WiyY3HzOMCDaNxrxvjMXETX/f+xo5QSodzX+VT7t/y0jm2+rdfyVGWXdU9GYHNodjg029dwTmanPanrhrnvLv1bpbTts0Vsg/cs7SM3U2agW3Q7dPLoN7SHTSUetLRC1RvL+OUhMLm7X23Lrb+/bcVvqm037ZoY3wDaseavH3DVfA/g8QRh6Noix4v+hZ+dpnx96llFXZEPPug7tCx16JhY36dAzJ/L9FuouR7clrTw7I+3yrTyjMjtu7aLUblN4kQ2tmV/EXGedLRpI2AH5sjM0cYHPmeN9T2yd42X8etvZdCbsfjYPxS01tQdGMVtqobvTSqMtD713dYtr3O5zbGHd+xFnl6nxtuG8WZZzU02HodVvQ/63oRXTQXFbz4RWON3cZAwr09jXQyzQsjSwuymxC8Wic8/MqFft4TFiNReUeo800349Su+xJ/osutvretPe0bv2Vgad1Rc/ny0jEzVem4g2Fjk4sfFeRaH2J/aYrOi3PzGZyYpi9idaebIixP7EyicrctifiOA5NN+fKFAp4dCq0FLHyvVUEVsWUxP3Wr45kTOHe0xTpA1etTNR794fCk0tVEX7E52rgxP5EG91QcJtib4GiIkXpV3bR8976Frflgg1PVTXytpEGNsqsxVKg7aQmpc4O71SXL28hx9v+smD3fDxOfm00zSsXoglL4HsqE99I22BnPVnMIj5i8UyhG8i5Lfu4w3l32+IbrPCe8JhEcxN+TreEB+DyuF4Q3yN2YYfP6U0ew9xuv0c7j1kqZMPE7vD9OTDrm+BS8ZBXJ3QpRk7r7q9/hl7+Xd1auyFa3Vw7MXsavzYi60bgTxjF3QXqMYumuqSMDN2fHUDk2fsSHcpe/tdY8e8a6hG4KJareAI6NkF5kcgXPedjUCgsK8zAiFu39IIRJNe7pgR6JqOUyNA3TnbcsMqu7ctN8wysUV1uWFkXSMOsP1fkBPbty9GWcSy2ZDWkDt+xbn68pXvWsNiZsaq4jrCblIF3X69nGavePuE0SxQxi6U0wIAeAfCq32VHQjp3bdgB6LRDPY7EKHOQLYYUcMMmhGIz82gNBeHdu27wIkLEFD7Chcgtv2VzG8BOtzqNX4BuqrVygJ05FcXFqBPtHrAL0APtZqyDOnLJle5uiAOvHS0p80P+yIzhy4zLxlvZMbVxw7qBfr1Krnv2pzyHqiXUL9SREfin3YbG1J03qC/CwfPfgKsm1EW+Y8p47FtUP0vKatZY8r0rj1lJqVVZRaTBr/j2Oz3kwaxAO5hgz+7lhDavu6UUyQ7BW9D9tZTyM6PkEIdcVO6v9YQ13jDZtyfmWPQq9se+a4xz2T9p6Lh3jVmRMIf9waGyrRwRiiXjBe78Ly+XEzw2Fb2apX337gwKMNPHdAyMshutSZMBn6llXcCyq4Je+aqFh6T6z42AxiJrwlDX4NQcNY4jik/QjvSq8FMPwX929Ea2rsC08BiMvzug7PiIV1s+78GZHBmbnaKNj84k08Aiy43OGuuAGMdnGP//q8kvWWVV4AtkXwCGAcv3fc7/is8e4ZqdfZYbwG7cts4esulTYaJfypJW/tAvv9LgyFSzRXbbqoqKNHBw1sbizj7i25sW8DOch7Iqrf2CxSlZqz4+78Kw2lxGNXu6WFWPDhrbqeK3GxuAZu5gHail4KBgfT23Vq34c16O2/b26JuNuEtBx5ueZYLZdmKc+uGWdXM1sGvm3eI3JIXURXdIYeyDVm48VO1VKEXvbz36g29AH1OHxb9hl4saLlwU6dOWGPHPYycCsIW+RYWx5rLijf+q+7gqSVPQjtd3alTS5qE9q+61k4tOU7a0cpeOyVyJe1cZQ2eEvmS9l9lp06JjKYYDpvCx7537N4dvUR9p29o00/VvaFX6R29vPdawFYv88aYL6KZfVJCtCdK2b/j7vPS0Hqsq9uNFbQYy2CWlNGPn46l4JZagqMKKLTxBiiKZ6UWMGNqcb2+KhgPhf+kuUS3WMrEqDRnyR41mL/eAvuV1Fe+nqmADWsPMGPxgQcsGqhIYxrTSJvYsOgIMxYdYcCigTKxYdERZiw6woBFR8xY5IgBiwwkppE0sWHRI2YsOuKARUdsWECmBxZF7mIxliXtfLUdfHmpz1fh98uQbL5K/p0c9OardTB5hiPYQ+ThQqvVTr2eQ0hXH82BjNVe9e83b82ZYUtOTVp0PmZdu4TWT1bNN96mQ/lszxWRYVaOYpIQn40/RO6ognONTgdasKDPZD2QmHQ3kC3SpNTJ6nE5VrUnPruB6vZ7Vf/t8qZerUJfLSO9+ar4bCnSzVfN75eT8nwVr6Hp4WBc4t1A6IvXdKDaf7YzG6pT3oH0bd52ZWDFX2N9xVPmHJvUJfY05tc3Oy5zhMv8vE06xfQbubbDy2zkj67M5u/0TbRkMfgjfPRNL+OflSwBxhyZjrPd6AsLW0zNNjlX/dbllbrvZgnbq1beFFWWk8CNgCqt0bEFw62PRfLWG3G9l9bL37OWWLub986TIUcyXCVj5dtPGgfdXH99fV197EjbZAz30Yy+RS8dgXIOQuG8jcHdiRO4WSjeLkNBOfaF8iE287obBbnpKHjQX1W+wqZrdhtSJkWfld6AlKK9C+Y9vqah61FYvbJG6Ukpza5KkV9su+Wba+x1T0odQFelcLTSmD3rdWNSinkfWcM1uz0pFrRgQLbV8I5dol4jbq7EGlYTfIa4YfvkSTXn5kW03WZNYHNN6XYb9NOC3W6ztMcmBvh2G+S9GNpus9zg2clntN0GbRsLbrbb3Pe+faDLNOR2my5hydluc5lrB2C7jS7IFezbbWJsONPpMUyo7TYp0yrzQ2/K0KV16M1J3MtDbzLCq1iG3vRhl4po6M3lMYjGceiNnNoRDr1x3jWG3iDeghvTZ2EaerMarXpDbwoeTKTNGXoj1j3ffujNW1Asky2LGW8h2W7uDch4XYyzHNrtYsx9MgAn90ywTLxZamrmihC3dWT3gOBoK0LsFPVKTuhXd0G3zh29de7o17l+0QduEMJKl+jWu6Bd2xXNele017uh5ZKOljHXtR3DPf7zMSCpOpEanVGLK2QotWcxNV4j1s7jiEM24iiuJOERHFn2Q3S5/yJK+hC35I+Ysv/FluXvxTDieguW/S+qzJ+YZf7ElPsrpsyv+GX9kzSIZRabSdUWvdWChl/x2lsRdVFbLeij8a59HJH12cKhFgP4YOk+DoF7ufnAjfpjvGfjRnAe0dUb/JfpaX+NecfIloWHDO/TPXJbV8f0covgM14BvWD3gf4F3tzrW5tBKdbxNhrrnNGsdY12jTvatd3R0rqdOKGKKzkf3FvjFuUaF7Tru6JZ44r2eje0cf5lqC27q509XzEwfAos7oTtgnoFN/Rr4VZj0eG90kXQ7V7plNH5X+WAbkUHVKvBLaBoV7igXN0RxQpHlFc7oVjlEDXc0czwh3WemMtzvlwxl+e+n/mQz543PrAH4G+FOLdpD/dnAwdlbhc93O0NH8T5piLyN+X40tu0l4VP5OUO8A8OhzzM+Cc+MJ38DT/Er/Bz/Da1+DP+cpUDkZ9lgQl9opl5Uq47IFxdg8Sumg6ddsimGL9DGJJt4l0JHuBAfSUK7gVM0cuUvu+KiibP9Q3sx30SxazNFDTHYxKFoSifRAH5YIpDFphEQSvmZH0bj4ZwGO2cidHqaLnCrAloDQGx8dgLhp4IvUobkZHhEuVqCfbPUrF9Vjznt11XcX5HiEWzqc+F9MWQeitQLkbqrSx1C5DOVkr/BWi7JzN8/WAl+QHVwCu1D85GWGl+qBp5pbIP+2yAleQHarO7WuaO8gDu/38AbsiVqgO+0VZ6HsKNuVKpw2Yj9L//AG7GGuyQPJMccHGbw/vzj86Jt2UHTZwLm2JxwUycULVyom3F7ZsotV1xJbVaYmjI3BRqt/nXsKQFaAFh7YBTeNpKXO3rcvSIBTBl4kvHv4DM1QmthidkvD0ByeOk7xCrdj10LEfU+QybS3uTcu3TLrvJDFcrZDNuWC8xzW6Ik86ZaEEnzewLC517ta3I+IvCNx++LUy45RfFtidouNYW83tzr2dmcsV/XSZv+Udl4gI9+8oaEIHz8ZhHtL1wzMXFDjmbt0kX1WYhLo3BNHhhMKixHnNx+QCMaxcGwu6DPnhhwzOdZ1ycbb1hOfHG2gU00+ZwE5WOXGh9YUnuRLiVWQr+ZOGZC+RiCF5g39p/Pz9uA6JXISxwq0kWl9rXMVS6vjvX1tnf7bki7/4JPJcv2I/MXFFgn8TMpZ4npNpcfDmnJ+9kf/TOSrtnhX6L2aO3SzVJLUfaxeoNROIWrOtIMpTNuMvEgpE4kox8FsyieMHUjSQ3uun6qKuOJKNuf5wFi7VX2kIyvdPRHytWGdsVGB4o43YV2QdPexhZubaRV/Eq8mQPIwNeCX364gvjcGXMz0v04Q3/7UTzz+msO3qsySbDyCJ3tBmn94R03kbu5yryr/bisBeSIaSWIT+SPFq7ELyRZBP55UyOJJebO8ekL2kkGW6Pcc5aX//Wk9kKLXDzXO+O1i1dlF+wMFuhvMAzWxF3QW22Ik+MuOpsv3WNUMBsuUKT6GdbiE4Sm20xQ/OMzla0rrk9mC0Cmjg/W/Hp3LHZlik0zM9WpPWhYIvjYHvbe7AIAipGPV54988BHkpin0u5iPO2zRaOeb7bXof2nFqAG57wnB0r5q7vvVtXa/ilHoH4OKTVtgO9piNxc22ODxqtR1M9J9u/rrCLe/hGQ4Zb6Hlkd/dIrSJjMnB6D1nucFbbyJAMQM8j87sctYEcEWFuXnw9fQylPruN7IeVP4msiE80jGzZB3AGWSgccRXZVyw5fayqMTchCHPH8y6pzZUdRl6gJ51EvsmDMows8g+7hOwHlL+KrAhONICs9nTHfIB6EGy0jRwxRXAVWaihcRgZqnc5huy8n7KKrCtuKA2coPXjZd6a/qd0BxCl28ghqSuTyE7atMPIavj8S8hoz4J3zzKArOsm1mZW+kbMrU3zbyNbkgBNIhemAw4je2olLiHbOsJW7u4AslsnUowmXEi29II4jJxj+LWuRn/aaRxGnupoPoOMcLLdjAmxkKxd1zuhW+sNqvgXRR5LyPCu6YhOkLqJY+1cBaekzGc+ejwyHiJnR01ivf1nJFbXPxPHliNqrXBYNnaRk8ifWJCYJeTL8ZFkq8BJadMk8rfOrUaRS4S62LvfR5PIuVHuSBW0mAlraRKZXeSmIBEKjcaiJpG95rjTmRk3iuOzow8aD0yuGfdegT9dtuhxnZjNp1bWqGNku2wafWNqXn+Dpw3Zz3Q69Mv/zfhvQB9Ae6BhoAGhG9AG0B/oskVoJ+1c2Kewqfcxwdpz/j6FDSTDucFwGzPsDedmMbZ2sEZTQpRD3FUdbqMuCmYYemY4dwyPhvZcDui/mEPYbOVQXNOfy2EqF3PcxK0caEyMuRxoYjFHQtjKgRAWc6THVg5kCGzXy1wOHljMkb+3cqg64bkcmL2Y41JbOQJ4LoeHd8O5r4tdNCu3N+oBb21VguHinqrNF1s9Qa9+M4VbWFN72MniDmtrruSzWtxqcM2W6Mjmml/KO7NraEl2uFgIPkHMqrBU/M2tuzvjm7jAHFedlmXHmOiJi7ixmuPSzxNnVoWljy99w8LWWwEetp0OqBna1INudW378qifTkOy+d/78uHfhInJXw3A2G9ngHorm64g3WxvwV3fgb2wBoVDtIiqITzK6X+rrdgAxQGPbMMWXkXFeRopwkO8y0PfpqHCkfzdyt98mIa8WmGnK+jztVUac2KN3K28Dxu57NJM0qhovyiww41WFkHyYXCHDfsRdgWGLTWQLcYyAeNmRJRP2LmK3ovBPWlZsqGptCxwOQIa0CQjjrJSKVvPJCyQeUVyzGmck8BiAk5L5i7M6MBNm1iXQPclrzZMpK1MmiHa+cY+QrpxhxGfZe7BpUk+AHliKF2FAB3HhHAwlANSsLu2cGCbu7zI2MQUOEC4wii9F44yvh4SjjVM/4UjDqNBTCgCHsSRvb/dUFxggB1TUPBzhxV2pjBhjgYXFn8PATcXpP/CCYbPAiYcAcM38qSJxEPC2VbC3l96N0EWNirijGIpoXBYgbN3CUe8MrLoN3YJW2B5IhHeBhHCJa2wzCUOWd61QZKem04o8aEsKag05COLdbxdS7VzOoFu12LLSiJlfz6pOGIgXUPo9B+voRNON7I4orNsLtaxJixtm5nXFtz8jPsLUwzhnmLvIeEcw/RfuJuA3QQcZcw9gM/TMFurxBKWdmic0tsIx5rcNXZcBm8A1jWsIO21svvlwqKG0+IBwRmFb3QFdI+FxeHFJgkftZvA5zUtCWcLiwDHp2HhYCURYNE0DA6MLAIMmTbUaxkRCF0QnHtngb3YtMzKOOEMZcy3bEA1e8tG+y+/b9lwyeT+clsd52xQf1kfssHZlJHIZXU2Jal9RJKUB0fv2lyapd2KY8mRCLMecpzKwUG7vMK+3W5OEJjlluNXb64wcZe1rc8N6lY74Ui7cq6p23c8+NHKtfcb4Ts6+GHluhVHSDsY/GRXrvUtR8iOD364cu2cI8SsDB76U66J83cdRbCsW3WVkXK13BbZ1zCKvXIKw4ytTY8yXLl2nhHajqMSeOVuPc+4rXEU68opdxobL4pdls5MX30GsuybstPYaljFxHJj2Wd6rZiBIC40Ot602zbjaj9Yp+I8Y37DjFHTTcuSXrbo24wc3ji8zCe12OSrDwsvWRIWw4Ir7old9HmptT1haWSohs7tqu0rgalJ7fVg6LodVj3aVXZk0sMOaoLWOyttWvVnVdsDS2Fntviq/oI9DUur8pbtKa4wLMI6dnPpSpfHPvGnNfRmaQYeS6OqN3TUdo0WuR3MpJlnM7oYlaX00orstERdWukGfsLeJcrAVq3eyNCFZiqO1VXzQWXGVmGIaO696IOz1/j2y7ZDzGaVd42id4jMG0Bka7zZ/RRlgsuA7R7CsqJMvrVzFL+tQ8XdoaFqPOIHnziE6/nME7MRaBPG+A773DTE+l5p7p0RBfaUIahn8ghEzb1gCOLeatH4MCIv7HqkiHFn924RzS019rwm6ZRLV6Y5KW4BjqQdruIPrTyXwXz1r9+ZbxEjjtUFEhwKBH6bsOB/d8UGKhwFYLLlSW3zfzPHLJ36ozWLPAuDXKgLf3SR8Y7Nn672GvYFF8kiyjGfqzm57uZfaazGJS6ySB5lfmwC+fHF5J/9q3/gtIKhTZN/hJ1uHLAYZfm2Nyg6HoPDAdyOWR9d19gfHFjrCbeDeyy7wB6SeREOTd7N7p9sKfTEHED4w8fmq1JX75oYbfx/MBHvUbyD9zIRQrfBHJjeMcPirKUrS3fwWrZCbEXPLTtyP2eHsrodu6PMHvI0o4dwXrRTOvGdMQAX7TLyoGMKz59l7c7tDzkft2y/zYs9M7Pf1gcf7Mbi8mXkqYY4OwRn3jgAtCaehvu2wf82MvLaA3H5Zys+bzXWLse18BoMfp7l5/ee2XyXqfC7kzQSHozNoZP/X/tY0CBtmXnwsqtHTX1f8+CKq0ebB5/3dfDJ6rN58MabGLxlq1/dSPhn9Qc/XH25Fq4xPYMrfsp18v9gOA2Xu20Xvy1WnLdovMpR+KtHWPye9j2qcvXs4jf0jkcl8Opxvf497XNU7eqZA+CwS2PXSWbWrxYDTfdezIAr0EwIBnZ+JtNKMBCovHH+JDjc3qwbzGE3Nx6BtvTXh8EJ3ii/zPe02OSrJ4UvmREXw4IrLIld9LbUtT1haWGohv930vMVZ+GrexMwfGRXHWeLC877qtzIV3pW9phqBrK4t0aG8/a/9jzeeKtRbNXZk5zhC1817E6efRMr0YEwZ8x8FC261eLMb4xFmc6WiLxFVYdPy42zje/Z/t8i/AGyb4uWk7aRqrsLoo3VuWleMdaU4Red5r0cJzPs/dLfyHjWJ4/dO7JcOoBhChh732q1x+50vke/yAUfUBZmjTwkVda+U4d3IjshRbI6tR8SjzJRsP2PssZhtB9VeKwHOdu+3rNxMS1H3YKM3/4WjWupxwiYMMfeZe/Ho94s+3j6fMS5WG7MISmBN30Qxp8s39kufPhoEAxhth/FeMRHu1l6cWa8YqVRoz15Mwpla1E9yf36Rf+Z/VRrUdZczWdhWHB80ymhWSeYjuqXuPvk2MamUpCt3adM77OzGdXPaCyItuV8HCOTX+41ldEoLcs0hZ0hg49g+bMzP2nzCCPY0zM+f82AzVuWPvDa1naDutWsXlMd+ylr32seXNHYH69e31dmcIuxD5m8Vq5hcCU79kcfvr6s/OAWxz54+FoxMYMTfwps6c8L2DdYvi14zlpjvIMt+u9llP/YTxyynvZ9VMXYB7es1dc4ioXHPqy2rLU1GsU29oGL1srLYZdrZpqvGAPxZv6waL0IhI2sP9O4YgaCDj7t80Xr2Q65bsFR64DmrHE3p3289MBPfdF64I3yy/ykFu+92qrwkiVxMSxoxZjYRd+WWtsTl0aG1L2fNun5inPhq70JRsFiMmzI0AInma57tyof+cy0Pw9jnjUwYVcZuXWTH/yk1vMC+o2Zsej4PRW994euGnZXDDQZItcn3G2WVvyN9OBFT7z04m2MSos2fO8b2OJv3f//qKQc+6PmDI2zAx8HGdtcZLLr3+dFhakbCFYxCsLG8IxdqBhrrr2faVryothrbubvLxsTzv1knDO/MMwcvj1ufKyS6SUaeNF7NF5hJmkobszCxXTAJbN/P3gE6tGAMs2+m0mjWtiYL/bDte+VAA3rM2YdaxnHYBwgy1BpYncGy6RdLzO1BtB3dEZCzQiED3gHIPXuDJ7NzfKusCiYDCG3AEBwccbTqNFEsfu1mzcB3jLU/XIQQPBlzwQb/HoQYAgaBCDHN+btscNrz2jPSDtJZMAD0Y6dp/bQYWpJWycnXY1mH5NtoS1lc9Mclq3A7Kj59WYHfc8ZYpl0FvCrzkIr3PnPvEY60phGMtKRhjTSxqJUVDEF6dA80LG8BmkT5qQixRQkajEnZWlB6NmfGGpH/tmfG7f0QcKlCpB1vFitvRwTxgSOVauNdCM/W9/5sV54Rj4LxqIaYxsPdh4R4nkWb2tBCDxumXBHhCr8pfbYIDMXI0KSHepprTQ3c+63r5OiHF4+2wJC+uqzhd+1wAzfrWYzRH9rPyWLb2w/w+2PSwVWfW536/i8DfjYrFE0zH8B9jwR/I8zLG+K8aBiLN0dmzsexvQQZ0v/d26LpdUMthoeL/eFvtxz1IrLKXgwM6rQtAFwaTvDWOJc7AVRXHdfc2llhq5enWdf7AIJuWiCjbpn1ptlWDusVrO0TTnafrtKGDGMVrzT30reM9TIcLn6ZdMrIHavr8+xL393BdYB9jXw5dOr7PgXuL5Kt+17f8PFwmsN+3b2x0go2NEhOX1flWaBfzccAEGbHwTw+sjvkkw38tsKG3lUgKQjRt4I6faRFyzYyDsCsgEx8uw9qWOMvA71qnRfR17BqOBaHe+S/lR1/5XwgEZWWu4kmppxApj6SKKdEde/JKG1ZbFHCYYTLRtw8N2NWWWgvOMap5eOq+SypT0lwm4hqQKLSM43/SHXR5HUYHHuaSTtgcw2bx1JjZ8Mn0nSwupSEhzYS8K1gdKpg0Vn10NXAPKQf8zQ40dizg77LQSHA2vFrWiUJljmhL9mP3+Uzir/qDPRoTlAM+d/PkRWLlZc4oa/fFBT2BhvJm5oONDu93vkk6wJ2re8o85sVgqDxJz/4QqhXBhyiV59P879ZgIr0wBtuf/cCvFcjLf0ngQNTr3LOeqfs4I4w5yLw1VDwzHknL0SPUAn/BkMqcnJeMu5YeKjmG3uAUOal3q9c9Q8ZxjxQOacGQ4VAokh/+st8rk43tLdcLbRfsX71raAs9yft+KoNib7lDfqzMBWZZCY8z+cI5iL+y1dCXMbrVg8zm3E4RMJarwfccUtaj02LM+EM5cJdzUXjbIO4cxowoXtSamRDDkfWElZYQwuyP3+mJXPO0OuBmwrEt6H8J6I6BqHvP0K2Cc8xiEZZDmIHA9DxHiQukC/Zgr7QaquCOFJhq7GNSSkNOaEcLeUOEiLQlxPN3zKZvzWlxy2P+auoT132ge97Kic4xHtOo+HXR4WbPfQvNojtL1z4gcISUeCgClszwDF2+SZcCKWfjm9Z/hUadbFHzzs6k2xptWI63O/7pekDb+K27o5mBp+NhOJIBp+DLbP/dV7Cvo/zG2b1A7PzJnIFGJhq6o5kIK8uhiYWGsxUSezt/e0utTh52xZCOyr0PrE8uNCXPdq+y+8YIswUoQsyIB1Bw+Pzpg5q4jPzYDdHPeO1IjaEPPtavSl11YHaYfkHGe2knPZekOTI3IbzBdFMfG4jNPTbG7HrIy0p6/7pPsy0hNcDnJlhnvcVnXal7FpppUZOwA+5pJlEFZRDjLmkk3bJ9UVgq2UkN51GFJ650WbvFIFwootLXniFY/4N93F9u790bALEb60IyF4WKTGWfj8m5S3SjLm89AtkQmxxkJoj3C1sy53Vf4CHekws4IeTj+OQ7JzCr4PEeuqUPySuU865CtRz4/uh8IVuxKxVypHZ1b0kJbnFpTWorbCXSsBvSwfNOzHuyrcWNfuonyEhdyQIZ10FtQIRbImLbaGpbdUsRmHWnhXV6BQt0RC30BMrKvs7AbSO5KqyzJPq7LvU8Kb3y+wlTNTd7vAtnCsurgFNsgfoO0FtgYm6xoLbKtWq7XABt9gep2EvhcuAvKRE/8BcBhGRgES2qp2aPTgiLKlEnqjlLURSmLadRJ3PPhrI4T8sDOiauvhz6Iazx5xgkSqjnJ8hHhGZXCEOHXrQCfdGaGSZlkbcTNTlkSImnBphtR2UCmDI5RT+G6OsMG2bISDs3TqwRGONTySd+WRd9N1YK7TLFETju84zmay4EawFtUOZ19OYuMfLbvEfTPMZ+UM+nJAW4OaETET74IscKalHxexoiEIaR2G8zY17qw2Xm1szvlsuaFsMu27dYXeT76VbNtfabGlSc3ASrbJGvKPTfAM/iTHlgVwH3sBX7U0c+3w/wqyjL2i/24Z9rEJgx2n6JRZ6ZMFEOwkVtrE1l75RTJWNvbhV46/FhGi7Gtnj5J93K51Jp7wYNcOdpu9sToPdtV27F2bGX5B/jJl9G99Qb96wfSB6++kZ3upHthr99rYZthf2vM62z6si/OkDkzHdB+Y0fHnHYzxFEjIX6CtCA4jPlLGVYU2PbrlAPxa7JtQiA3jd8OFb1ri2pNvzb6WPCGRrE9nLGLOpGLYyhyL07mX+cTxcs/WWwdz5uHKQvJgx1muv1RdV07tdSdhsqgOJkrNkjU/tHHPdvkGrwiYBynknO/etd1cH32SWEu20tZUFDh+8UWjByckGgQtIGuJLPwQoqlByBYlDwvPlUX1M+fReDK7wdvbMQg3kLd0I0rEDW+j0p9amdlPRPfH+ZJT74S63NcwoUhm2MHJkHkK3Bt0nFBeWo5eqR9AmMHs3xa9ezXKFy9QXUWYmzzKSCxQPowwNzHKkNuhiMMIc1NHGdQh/23kfel2bdLM+tV6oHE6MU4i8mHRzOTkcyCqM42teB2IxxunMeR1uKVlBmG4K9YZj5ZKjZvWlmcQ9i6npB31OIM8no3RZhCxGxWvjZp4JudKbNnGy5QNfBkQusJ+Zy7n3cV8xtz5s/Rgxc6YnqP5ON+Q58eErMoWPpO8N9khjO+59g1GfPeVuHlJ+xncY94MDIsJ78qW/ehy82JHjZ1bPIH7lOmsLoawxuh9vWMS2WcHFqLBzIg5q3Lj7JNizX1RpQC71LlC5jx5BZZ3HFUQOzVOuZ/96Bw2Y7duy+wNm95/oJ1D5LGB1XljHMBF0c/cfIObu8p4F8wzH1OZ3vl1OTWWVdTiBrOutJi87Rraxm/0TMsY5MZKe7PfPtouAwiglk153l3diepw9ob3XQuchDTEwKW6MBPWkl+o+xrgVcPlBZ0+4JRTy7f4q3dwAUDc7diPzQ7KuzHFOf8vLIDQUGtAm7hMH9usjH1esEtRp/ihh07Hm+wMakUnjvHf8Qrgsrkld55iE7bY0nK69VpgJcHyeDFudTNgwMBWpMFPqTKeC1bvd/5cQWCxKDAOkYuBxzghWWxzjk8wi/FyRcfZHiJiY05sn9oFr6u9vLwyF1awl82lBSyMfneFP5tuC3Qceb6tFcSzYBYlY+Hu9lUEbGqe5POFCYyraLYjtNNt+xA1LKzJTZWKkzRaoc2rLMVANosogos5M3VuqkejKFRotp1dFGp0v2WLKDT9bFM0ioJTpPPqkg2gcC/DErHA9asm8+hOj4ZNqPy8nCWTaXa6Jty1HY+rJk2qHS3Pk5Fl897IZWoRpfmidrJpHzAJsI4yvUDtrcoBhBUHUlQtJ5PZ4v2BmIEURcvJZHZcPwgMpChNjL2++n2Jfw6kTEUvlvD/71ovLOxZfghuNUnsZdngJlNf3bu+RzNLE6E7YZcDH7RkGx87hFOGrhOv5jAIW4YXcaozPOVFYToTgeGPfBsnQSLFKghisQeCPK6CoA97IEikFJMgCOMqCIK4B4ISqyBRxR4IEpCQBkqgATVMgiCLVRDEYw8E+VgFQRD3QBDGJAgCsXmIZjHVsy/u03s9fjcDSzei6KundqRX0zmnZB6I/qDqTZtS7DRKVI70zM5nSIFrSrMI9pFZ5mVmByUXk4JwTt/+S88hao3ugv0wd2+KtvWJLKQkDKOTiI5ZsAAXaECrE4iOOhGW6x1Lkl7Pu+BYnV3NNmUU+wo5uZAhUXmGcUjpYy970jA2amMO6xVZ2TRHGSonGxkzJbHAQVe9UWOhL/0NrS5okzjZmShAwqrI8I2tdNMXdhL3qrOqJ+Ssa6x+2/7xwvlL9Z3WROaRUhgmngyAb6TL8zatcdhqnf7o8PZhvUOqO9CMSIaPQhB2wlmkR2WjfKzCxHYXO5OMRckZ5iNTte/ApzVi9V4rkRyf13V0ImvipXp2vqbNydyWZdJ1gW/tXptvvolGU/M7NZNMT4ULQ+5SlikO9QneA+oK3RHUV+V/1GcBYnXVzqeZAIMuqQ/2eNBwr1fm0ywOyE+aLJSsx+vpAzLKy6ixuG+3ZuzouF2UxpeGmGrfc3zgv6y8tDpvYTn+48wn1A1ZnGgZHoZ+F+s1fpvwAtK/TP609PaOHjMXmfl37Y8sIOwQByChTb3bYljhwIRAgtSmaCc4BMsyluelwFrAExwHpEshrRDaBEcLnM6qbehMcNhEXpmH681VBcZ/9ppf+lZydH7JHoFH0vMb9T+ImV/Ht7XMr16LmjMBt3hLJ0zRtSpLSXP7JOzoj628559TyskfWil3pN+IH4bZ9lZhzREVOpub4otZ5cSH42yTGn9yov3Gt7OXxX9bty0MJ+A+/O7bhM1/pRK3Q+sMmSpTgCfWMZtYr8am99Wdzft45BjaaVndwqF+Vt2OwriANPjic4gadURZOz3DEjhR3lC5J/qJ2PwAiS8H6A5Gm+bFlkwxc/q+Y4YxbFVlxW6qWXPZYuQFmgtfR9cO8IWIKxuHaWrcnM9CbPYh2jM3boGBe42RFXwwkJ/VqsrqcM24UPeL8fSYrw31VfCyzc7YbYh37Hg4bBbrX65occ7gjs6x8ENzgRg7uedU0P50r94mj8oNQ/QJ0mcdSOZiKQXWJuQKBB/hnNZnONu4cTwchkFYtP0JVMcBqpnEIT8AiltBAQA//xxLL739/4VMBj2kS8IBdcybeAKajJwr4XJzPVwKZ7Jda/1W2Fr0SVGJ7gDNte2EVO9WnKFNRnloAm4CyQFQ7JKbRjZLC+ZqcIXjYlblsnEiW6QR6YJXhCuT9WvxJDWZ1EMsqYfYTcEBGbV7RlEcC3lAJCOL+ETi1AaWceMIZUZDmDsnh9kFFXrYNC6VLN8bFDgcoRaf0mBgcAflUGQr/9jlOW7iwJMEaeLM1eSacZPKDNMo6nPnaLKxiFmajps3vgSQRpGfO0eT7bKAHrwmuINyUN4SLgo5GgFx94glcHHYJbZEvm6dMy1R6Ny5Ru/uG2iauimjB9ACryScnyZ6Xcq+2kACKruUeKRcAdZEsbwyeK9YZyjt8IDgQoU7pw1z2UA0NHDU7honqMsGoklNcmVeLyxW7GA5gQd1D3jhtDrVVJvewuhNVpverE41VqcaKA7uInuEuGJ6sSz0YlnIgmmbqza9IV4RIl4Rksk8IijFHskyPu6VB3SolnNpq8LoTT7qQVuATRMUT4s/ZODkYSHkiCTMc/Q4IhFLHsrWzQQzbuPfBW3a88fjiESrU80f05kXy8Ir5twVcwMu1kcOdKxr4khAp76c5haB6GAanUan08gOLpCi0zu1mOjnizRQGzoWTEui+yQKAiO/wS0n4xWUgoIqWsR9ErVoRWMHVFFNX6R/gIJ8kV6wITC8rIr3SvXmmTFdM1zvkx1kLp9k5ocwMsc+VOgiQKl2URU1jKxLB+VlF7MtFlAEnkVg9VjIA1wD5A8KBdKUG9VVmjVQpiIaNi6wrVUQdowWRXbpenjFfLRAgd0VswQYjSc8FFsKc4A3HpC4cKr8oMRBtM5VyLqDtlZQaQO0IlmcuxHZ+Ei42YbvqiHp9q2xAHIp69L9qMNWIMIGbnxu1Iwz97lVlifH6LKBbVIoscBzu7xTYThuFBqf51YZtC/xfllR3q7rFkbNuMLCMnuLAlm8DQNMZb35+SK1Jnogw8nYOu0oEuhyEQuW2LSJCNqOwMRwFZ+aIgHBVftY+TFgIxIQHIvNKJyY+2Ipk6WGkblxhLrs0rzs0rzs0mwd0EEJRoI/hYIiCwVFAnlTpVBQJJ+bsSsmn5uxOH1bVEBe9xwydOXT6EBrddnFrIoJSQEmCj5s4LRy3jLZOzJHPHP0QPO8sbuE+o5kpddmiz2HDEkQV8jKJ4iXGRh5iFeEkIViXOFCRKfRad0Gj0dVOZaJ0Bm5ySRHVTk2zjMybqqtIRVEjvq8bAXqw+GoKrcUiBAFKZutD1TLrQ9cdyhIKa1fU8XDLTF06h6pYWRjuDaYcToCxtrkmcMLEcm27KvNIzXsRpm9ORY2t5YCEXJqA5WoBu05ZAgq5jyLfELD52bsskuTjfMMy5IGJT0SWkbNuFbMCaQdaxmVqAYdVeUeteaeEPQgmdrFWRvtdMAW6oq6WHpLa00wQNca+VFjQhhVe4GrReuGSKptE8sMROjCiYAKaymlIWeM4Zkm1SolbhywC2tI1Blg91LJAkQwfrfOmZbFK6aLCYaDq+MpqeTPvaACyUXBRHfPGVebWUiDa+JPji4u2ovnjhm2qiBiMg8hYteQmcO4weYa0iJh190zxGoRa8fFZCzECmHloBdUVGC4BcyFEyVloK7x3nGi1eh3b5sVTyZBECDmPDskk3PR9E3QVlZaspGatFrAwYD2uVWW1EOsgTtp5MhgvFaOzNooWIZqH6slherQ1fnhBVhjPXbWY9s466xtfGMck6012WBrrTXYNNaaxlvTuMZbb11j9hqLzc4uNnSxZwwd+oxb7OIX3+8vrvrFXFddNdcs5hrGLGYxjK2GcddWW9211zjW+sY31jprq72++mqvBZjsHIMtwF9f/XWMr746xs9jLOPnz2UctoYxnOEMY/jCIZZ6xFJPPeIRT33iqVV84hOrGMUqphrFKKbaOdUrdu58xSVecYpLXOIUizjFJhaxiE0cNYY13LSGN9x00xt2esNPO+3001A/zWGooeZwhzkMwB3uMAB7GIA/7GEPf1jqqE1M4hCDWGoQB7DUUgewh5e2cIUtzHSFK8z0hJmm8IQnTGGlKSxhpZWWcNISjnDSSUcYwhCO8NFHRxjpfzDSDzYaaaSNPopOEX3Q+AABbdEP06KfRT8u0hg9rbVdrRF7+QGQ0ZGdFpJSi7VM1MAUIqzGPycxEUjvHDXGoAe6O0etmkOAgjtHfTJ58HTBxMRN70yl0tjmkQQtJKXYJdFAJZDq3zRuGtelzI0dE6EEHUnDRfeuiR62yjUoeWh075pUXqy9DCQNN7h4aIrcmwUVcm8WVp7X5L1wDneEuE6RuCHQOJGoiQrx5gwPnsBYHnxwLE/HcuDTpwfed+BX7rvvK0P5yk+GMpSfnGQfFzDbBRydbbaj0x29brrprlvwugkXXHDCEydc8cQTVxxxxbeMOOJbNvxtt+ee22293b5bb73vpn734NSpD3744NMPP3w64NP7BhzwvqXcN5SlLGUoqw3lJKutdpIJGO0gLznIbS95yW1Tue0pU5nKU+Z7ynjzzTfef+Od999/511lBIb7yHA7+chHdrKRnSzdyEaWXuQgA7ltIK/ddttrT3ltuac8ZbnxlttuvPG2O2+ze7x2j5W89tpKllvJccstd9x2C3nITB6ydCYzWbqVpe9tZSvvneW9C89ylgvXsnQn7+3kKO+9d5QVWMdp8zhtJfOYx0ru8QG7jWQku/22lrmc5bTjVvKQiywd7SUT2e+59S58bwU2e20gny1kJjsZ7igX8I+jl+1jtgl4x2rvuGy1y2ZbbbXZljLbdEtZynQDTrfggAMu+OGCJ3744YlTTxxx6tQR1xtxw/XW23C/BxjrsMPG+vkAjx2bMqhUHgYrYIAB0xfwcCiIoiAIgiiY7gcUgBEABwANBkoIoAqWDJTBAYAiAAC1AQAYAAg4AAAoDIPxGAAtp+BLmU12gqyr5qc0Hu41OsI6b5w1q32WT4stJc27Klp44dvmq32zL7Atvza1BTuuOdh0LcJ8WeLgoDXDyYLDXYqJ2Hcytl0LsqtGZHN8d+adhIBwlryRWvMXalDG5YZs6rZlq2/dhm0Dt0Zt3IB7DbeWazfn03ROSeu5wg3o8LW/a94ED6oV3salGa9ob443v0WeW5s+xdld5cnh2wbGFx800I0ES1sI4tu031qwbf2nMN0YZ6vZIAEtB+/aG07fStGFiaIyLZ77uJ5Lo0WMt1hsfPaMkK+IfaGsGok3bLxq2zjH5o3uZOGobsvHEho/4hYmu38cW2hTCbxZ5aZH7OrabLqc2abaNp6VzTxBoQXBS8/rriQEkQ5IJz/cLkndUFqY7piX3i+Zo049i1TXUara8qVwU1bMrVmbNmgFafq6cSPZ+8IlZYLr8La6fS7eZrxNW/JCtvDdr83v2Wa/sxsIOzUlVtw2ubR5MpYWyg23ZYZr9bx5cRnVa6Te19NpHHvaUwfGt7PeNuZHJptdA2TWCnszL7BkcP3zfcgc27VFtgK1+6U5u+yqt2+wv62PnSE2YLVp1MrbZRN+qR0SY3V2jGHLaTZwuGCQ++HhtqO228qab1dv2Y2p3Xfj3oMrak3CTzEyP/feAl39GaGP87hRe75xO3SoM0jf3mV3e55s1ZW3Ya9qxo5nwR1gT9t2eBu571l27mcvNNc233tJty6dRXzdjU7j3VvHq47fv/eTMrNv5/PgLeh3NaK/aW4/pWG+R0t/vdoEyLQbkG2OoEoWCVZbPAhs9CC4XVqTo3mEfwsJt4YUTFtdiD0NL8gCN79g1vaC54ctcLodhr+mGG6tMWw3yBDaJkOwWYbCtRJRMw6HLTkc34Qj2fEnIO7phgNTqLYjTEmnD2JjoPkIf9qR2BsbHRuocQngTFcmSA1NjLY1gWy8Aq+lC1pjF7v9rHAQz2gEw/6sYfjPe8PXmLehZrYyuJvLuHXWfJdAvzFWgIZNZ9C2ngFtdgPZOgdfqx1jDXegm/IAteZBbtBjtE0PiM96YNvr4LeOX98vwP24DoOg2wbpNg+yuhAScUK/NDMCbpyk0z7JShMliSmSisi4RBayXsI4AyYat2ESPqqfMTFAO2ZS957JPMZJKE6rJhZMlCBHM4FCsRUUHBlCwTXkwtpOzsDZz4H+0g42uaMeurpDqOEdWBM96F7p4WNpp7afdyJlmevRtdgTdM+BPGu3p7jpHr32f+I3AQSBCV8BMnTbFlDWmQOKtwiE0pkgVlMY49C8leVbDbq41uJkX+jdxNByt07wUaC449sa6pG5ofFGxGxzQ+ut3aGScdeHWJoeinwCtxmit762Z6eKHhsv+tJiO3rRihGqIaOyDhxt1bGjXAtIqWaRys0o7WxzKdLEU6KVp96WoPY3BpXtQTVImYTytQq1VtA2lKCGoTKXZ5ZZ12bQoJ0obVNR0daimrUitXzmpOIxqHjppbX5sNSWzEpeavLegtZ8ZwlZWII38EVpAWxwQ2Hod1ETYcdAlnsRYrJWAfrYWjNzb8rM+frEtXJuguLMspmvcTNX+2bD7aGhszfGvofGIkfDaP620dZaTovo2EnX1X47PB4PuA12vQ3lwnBoyQ3bmFtVe26bTbrlbdUtmHbAbfwt2tBfcgVuPKNtQhZahBM1CheMsbmwaTiZsg6HboMoWZuNuA7d+lxhKY4h2F1HKHtxuwStxh02GffDTm9aWYw7RCEjchvbkctpWQ7zjHLu9uUQTczhtjLHL0Nzc23NoZqbwzgy2Y1oDSR7Xy6lUctk63M3DdBZyAbdrM3QaYCW6GzfapwyU43RZcoqXbDOpoa1Tfdonm5BC3W5Nuvirdi1+2OxrqzeyRu+S5ntu/bm73ZbwIsOyjXPaBbPfvbxli8AIRldyZO8/bv243hAy+yGOg+DdWblSB31Myt8uIb4sPquh6cbfWI4LvXBzoJn+lZnygW/AC+VXUfUapl80YKZNtCsmY0162fcst+PjPvtte+XagkwrGOArboHuLflwEjrgokyWlj9bcPdw4ZRH2mSLUR4c4itFhGX7di+KrKaeGoC0dqa4mQOLULq1iLGtYTxkmp0Md1CI2gjjUSy0zixqUZ8rZFAjOedaMLxtRXHcHMtb754NOeoatEx06hjpV3HjfYeX6O0p8shbvIx02w/RtuExGCfIY6yDEnUOKRao5HpxiRB7UlyvOZFpm3J4BmZTGx5stco5WJjfqXisB/pyF6lusnK7G8qtspw5fKzFsy0XYpsaNC0WOzKCYahodOc7TVlSag1S1iDllgXYHRys5Z/bJ+SJdnW5U6blpEWLxONXva2e7nf9GWsVcxQw5gFLtqh8XLMmepFwizIBjOnS5j44iVqq5681kHH3pevmwlFtBTa24jofjuisaZEA97C5W2K8nFQNFgnRgOdJmzTg/UcRJz2TrebPE252j2+i7zt01/zp/ZmUadaRgU3qYptB07DFqvaOdYUuEZZ7RZZFzil5VtnfTfQeq6tetUCWA2dbawVra0VzmQrdJOzm+Jc3KZrcIOuwW2F8B0qQ9OpR6yJ15tWXl8tiaRy4+dgqWnxVbK51yAWMynLbv0VnH5VYOeIZ9tNg546yBIsaWOwKiqyC6Qa59vRtBMruMFYGryt2ktiqXKBjX/mYYU2J5s2i7LFF2BDcuyi51VYKRul2TaB69oK7nJEsbE7ilbbUQZyJdwVh9mhVAB7PRXczIIudyO60Zocf8+yLuB2tLIrbtAlI0rru46mdxdmka5g3GgSOmo6iaNDntnj/X3I98CuMTJqCOqslQMBt+7r6rPyp9V+A7+qTGO/1tLvPZXJX95WfyMnGFW05xik45pmJH+DwNA2gbFc2NA3gfPTODC/2QcO2kRwtty725n8dVZkK1j0c8HpYnDgmoaTezm7wYhNB/PaGR5veRjt+HG/P+y9V9IKcXCCuCBni9ixOeInqLVRLN5McbCNfOmuE4ut3W/cBWNoI8aAXiI7xuT9Yc2YuoPG6Laql7pMH6dcKba0diQ5pZX3aSSZU9+3Bkm3lvwxs8mnFpUXnd9+RHvL8YaXFfhmdT7ogT0gZdVlzFnUnnMlVFPP7naeFzH3TusAL9Fpu9BJTUOHt1tBv9pq61Eb0enNRKdaigY3N83NAlDJ6PSidqdTs1VxJFU2lbPXvoVqZdp9xfDpp6rDZza7kl5ZW65ON1uNdRsGyoS1XCvWAdyQtaMt673NWUd/pUJeuJQWrdPRTltzbN061/B1vO3rVvPXC/e1oXM069yrNIXtaAd7QfvbuSa4461wtxriXjZb3Omd4w6qPbljddv3fm5SG5+wIbvpDoC32wDfbRU82k74DHljVXpb4iwlTEfFQ42NY7oGoqyT49JWxwMbHi98k1Fu58d/LZC/GiFf2IG9wTI5h6ET5XbqhRwSn3WlPK6jPYX2Vjk6qqPlHNstf5RvDT5T3z3zrDt2WAOr5q6nzpsvtXAe1cg5siF0vrbQx95aDGsR/aZR9EMYlZkNTW5I6+g4DaTXq+ZffePqarOynmt9vdUq+3LD7JkG2wMtGstU5tyxLbojNerOwduSfGzpsu5+zrl7TGtYRJh/n/izA+8bnJuCP8d8g/AibcIDNxqPA0m78WaYtx6f4gbkFym4GbS3Ie+uY/L2Buen2pzHNDsP0fI8oy36uc3R41ukx2wW/kJ6A/XvulR/b3ze1V79eFvgu4MvArtqu/5yFIwE7dufmrj/NkDUD8aT0aExfGx7+NAt5DP3qEejG9SEd7jbrmRCn6gVfbUG9tNN7oMa4Sc3zj+69X5IA/7A7fnzGvnvl76d/7QZ/OeaA6BqOIB4dwikwcQ9DvbqZGLAu90B7A0QwMkSgfqyOghjTR04M8DOebDfPhU61V5/569PJYMFjtoskLViQN3egYpbrjz7hVqC2jcRcOg+grrZBWIfOOv/agPRdzYE/nZrDoymHHCbiuDfWoS2WQqaskyhbc4DaXdAdOsUCLvFEOEuit4nuyGkpkOgTahwtr2i1xoLWaMt6vZfQJuAUWT2Yghxo7A1kD0uWiuXw592Z0A4N2NrYkaB4zJ2DsrInJJh+WpNRh7cTRnLJ4NDdh6WG08SDSI75E7u4AifrYHv9o1RUzUw7d3IuE2jbONG/jEaFWdo+DhAw3rLhqKTCWNkvRtm8NC0jhEZVnIMGspB50SOMcs4LA3imGVsr+hC68jWWPxrKcBui/Ku5u0b8WdxhF1N5JBHhyWgtbpiiTeJ7D1LJMhBIvp3iIxZIOLGU4iL/hgVQuEwk78r5ImJOdveC5WZdLBcmU7DJ4e0G8oDKAiO5uC1lUPySo6p911ofaLPoTs/gILPNHqQjQE6JO7+W+hYLeAYstpl10bJog3Nt2xMo1t1Ah3wGLLRBGtZzfiE/OWrIdNC6unPqeHZE867MUT+Ho1gZmj8HaARaYOGvRka/knziXXSAdj9v5TALnne5uLauWfevIil9Rkza9tVGt1b1t48D9BQyGHzvWTsZ2gGtUka51bSKo19gzVWd2oMXKjR3zCNPMk9Gj8maVgP06Bsm8aEli7f+vQ7nuyd222PRotdF0m/zN6cpGGEvE1DwyXQJvxCcv82OX0fItEmR8vIYeQHhHWWEGqByMAwDW41o4kiB5BXivwy3CrStlAD/zgRVSba4WgP3TG3+prsth6jHu8eo2B7mZ5Rap/I6DKROfaJjEQ6YZq8MbJWQ7M+zZw4DjW+ndyb7Y8J752iXViDOGn/KdtqMew+I28vDhuRYQbv7uXRI4NmeT06OhUvI+8QJ+2/fdGc9GLeM4PqjcaG1GNwniEuDQFYGZVi1EdH0YicJHdzEv2yH0t8n5H0aK3Y0e8XG3FssNdF8iezbx1JvtJheiNJOUD+mSTLrKWlS0myrCmxuxiktjyZtQQYDmCC6mEKkhlQmiGqjSPUViBjRUtznmCNckuhvEikFc4fLdtSHOy3zEVMSDbCVDITRu9SmIHxn7Ewk+CR7YXBLk2uY/bnTIaRs5GZ+1iYnG0JZo7Zn7nlVG0nzn9mjoVBi9sL8xBdJq6lMApMhlkzVZ/lMZwJA986GDUruaGNKU/WkM0l01fTL9ac+s6EkeSYUukJMFnTGN9cagUrYJ7uhTlntHlD8M0v/eS5LEcRtirFxoIV9t03o26nDWtDacmNMLGmQFztHQVTUcGHCzpFirUyFXfK7F8oM8s2GXurZLDskaFoiczqBpkB62Pmm7tjatLiGLq2xiisjPFoX8zjsphoswXM4zUxOrvCgphZtsPgXw0DbS+M5KUwXzbCDFwHk3sXzGiLYPBugdG0AkbC/pfLy1+CbH7Zf+3LlJ0v3kyN4pjPgzHV4OV8PtEFmiQyIbl/2gvTcylMg7xc1Ga9FOZGgzuQUSY9KE5IK13w3DFvoQ1ywbvDZdMCFzkjXEze4aLACYmtniEmvPNbqjxu4UeZnmeRYJNnwckt6mgME+a2lJmdh8eO/qxdLfNWzGmjy9lz21bLETHnd3Vu3lbugpmeDyMTw6S2IGbgkrbqs0wbV7+l82KJw/eUFjMv1TK79SR5WHehbpAqj6S9lL3+OenFPKvHOQedFXWb0QOVwRbZzhQJFDkojeJQDHIgjcohlP2NeR0L05pxL2zVi+UdMaM9BBomKvNctUGNnFcjZViNpUk1WSypKbShZu90mgmjaexsl3E0a5to8ptCU7EX0MCc22c4589AvIBm8kjzNbEdehPespuVHTcS7rVJn2mTdIvNrhU2WdbW4Lmqhm1MjUIlFmzaoqFc8I7B/4bDMPweQvbPWaRjr1tPlSlzV07xnJz+fUXOaBqPQ7XwMnEtTqfBOPI342ifjSPJcpxJns1CB8hAt2KMGxw7xr/zFKuyY+wxGycGRZ7lkAyQ0XqXYFs+mRWHpH3HY1nyY1PxvgZF0PUgUbYbBAqLwaFoK9jUXwmGkn0g6dp8p4C9/Agwi8z/3ajh70cur8VRkLHPY5aZvxs18P2baX8aNOrdC3N+NmbIq9cn/AAT6uDw+JlgYrY/fabxeBd8PbbkzvA190KyHoZDZiYMvZ+myTBuXYqp629ZXRjGpyz0Q8HW3hP5zLptR++0ZkUOSa7H48BMORtnFc1anJJfF+LERLkKR/WaPTgkXZfgwITSBpzVGi5ZrmNwwNQozet7cFQYQxfuGv90fXaZITQzim8fB7bl2hTDjIL6tTg2KOfnvOfcg0XEpVt7+KzswVzWY+Ggnk87epIX9MQ3oudpR49Fyik9Xwb1iFwsrrPGGFMMrQcidgkyKD4z2Jxl6fP9T4OBcOVROl0N/8myAGh8VdCcS38WB/7gze4mAqWu+PF8vM/iZp+YS+AGYS7D5k3rnfwzcWXPj1k9Vwb10J8RxH1cDw/6lT3VhwUF29rzc27P1+Ie5Bzyybh1F+A/EEc61XALyP1BiDcHSdcuAIJ0cNDPzUGd9gfJ3wekfYuQJKOE0tcJRVi2uZb7JG8U0n+m0Ji9QsjH+0SbJjR5jtA/+4MmTvLBvTBI2rAgjEuC1ksX98Rkclg+f9jaufXkE7Pr/IKcr7TyLcuvs1hnIxB2zl+FYbcqOdNaNUjoYG+Mw7N16N3coSSLh+jaOjQ7cUiCZUPTBw092TE053yh5MlCdiZrPxzZTh/zQXIdpekUr44fO3Xr64ILNgodTxPqe5RQlC1C+icIaQw/p80DHZjQKnSOelLrVVtI9DwFHS4jUOymsVLOsIxXYt4NTpkZEMmUVl8OjFrW9qKY+UWJdhj93HbUeXIRrplFzMLdUKOMW4o2TygaWk50bvHooL1lu73o3sOL5tw6dDFu6MisofpjjrpPHOJlv3Wo+rwjyBYPPY4eeto9lJxzvkxZe80bM9EUzC1B7j+KHnw0TLvDCKDBRy5nH/E1AUl6pZHmW5Cm7EIKH4h0Ym3n2k+UfynS+rFIQyYj5d9PFG0akvwtSL5MQJJwGFHyzqNhw47yjjlaL909hPx+52Vvjr2am0FqLpOplleDUxj/y2DhZzC94nnUklOVrtYqJZmttH8K00QLlXSuUsIbdruWkk5P+r44aXBo0snFcwZtLtvmRffuVJpzGtLFFqQjK5Dqb1/qfRESL/s0pOprmCAbiPS4EenJTKTknPNV72svc5970VTDLSC3MiHexyTvLKbE5Up7TWSaGMpk91wmKKOWlE9nmmJG09GYppPXXnluUv5hTeu3NQ1Z2JTf3KRoS5rkT2fyMppJwh1JybOYhk1hSnf+0nrpTCRLlm76R3W8BM7OoGzvGBRlAzfm2Xqy06QQl7Umd4r1x6QX88/uTHEiDm6SIcAlXNr5rTsRuA5xjuZmRHe0GcbdwM7jrEJcmbXsxSBi3+u5ZxM0slEdzOOy2U4G2k+T6wxZe3wmQtuUbZ4MPsTBKl9i1mZSjmqcBmfeZ60FWba+4YLwEEpTf2nW3y2SzDTYlpn3S7TJZinWunSVGP3NvdNlZUaKDM00ZDjqJoMPZf0BDnTfPeyIYKw46ZNp2a3clHcwia9s6033zMly+cW6G3+deGIPaMH0WPi8BT1m23hyvrSUpQldCcSQroRiSFdCUYmvU54W2KIdMdLMArwFjTArUKP5VF8WVME7HlEVZUeV3QUD56RxIwCWX2axztMDYZbFtezHNcLKdcR/21tarXUXuJj5Fai/d8fsM+XdXXW79rVWfMMi7rRSIrjcSnHLFd51V4ev9l5lXoAVbQTW0SasM4vd9qxtGwxlyFSoC5OgEI6B+hr9lHDcUz844mk15zuRd6aTyzonDUOctuu7ycRumRa4RYvzoEIChGqDcC2YXeaec6H5Ey228JuxOHKQNWtmpufZ3sper8cSdXoFYyVj9grFZgXELoLA12PNCDurDoPKvAR4Tg6UXWqHNhvqeTyUf/uh5C4zJ0QtjGnB7ZLdNlZOK5uhcG7EYKjLG7LimRO1viRLHhuyrKZjYX1DvG6Gmp0RKmtWFqAmRG0cmI65qbGFk+RpWgz7XmX1I7DJaqtpqg2JzFSrd3vrlF5do1v9upH8W4m1kJlFgtSsLAqkyUgrM83D3hZU3LujyTSHvUyBiWvhIpUExiDiW7EGo5u3X+kbMzbWwDkf/jNfcb3uw8qwpQPKe/HCoDAx0eBBnPqf6aeBAOaoLKO0Nu/S4jtQC9LoLWe2aG3szxqI9Au2HBqZZbctS8+kLDWWPQ02sNySBSRdpDVnBNbA1Vfw9l6lWblF0/arOooRWBx3b+2fgjVxDZZOg7AUT5nvgNtRPNVoC4tJXBTGcHG3DNTSvoTr/DFcnVdxwTNfS30nlyRTua42c0Ve9sqGZSWP59J/P9eYCV3Ih2VFW8s1PJLrP6u4Ji7Gwr1+S9rcLYz7ttZLB2HFtKwArJxADJoXgXWIJ+0/Za8/J+l0OZdGdkCgjCNvhaifdQLIs94YeYcQnVF2nzEfPRgaq7g26ZycvSZxtWHnqB42C6K5CKwDMEh7IRprhuZFX0Pw2zyu7f/iUXSfMe8QJ+0/Za/eXe8lay8mCOtAlqYKmN0I8n4mCPNEyHTImwP9nFeW9rCyEyvA7Gwv/4quT/0KMPKr3ryvHYZ9yTXpi3HMlyQzvuaW0oAvNPyH6V6WR3s573nvN/WybuzqojE8K8ZSxot5eLPY1k6xggvFdk4Sy5whZufuMKe5YQpuci/EZ9lt/s6pTyE60RgIu39p8y3Lr7NYz0bgwe3Uv5Il9e7b57aT8MppabexC93Y3H3KvO2ZsDs1qAlX+u33l1HNLttjbdmknWU8F5ZJGVZm0piyLBvKCu0mOztm6gxvHvYMjX0JBFELy3qOLJMyr8zSpLKJTcyA/2qU2c9dZq2mmUneXLZ9i1kcI4rN5u6bDFe3x1Rcp647W+AUg3fPOnUyDzG8kD9tYdr+ctZZS5l2l8iQ4O3M+RWS5XMyzwTJWltbVnn8oO4HG8sVSv2myYKsuUjgk6Mu3rA0uTl5dzI9jdiH7JTeZe8oaNplrkgWnBUccabMuOPs0mrKWT50a85eJgadJd1tOpvIUC27Oru4nsM5lzFrEnWMN8L3GDl9hRWZmDGhUC5iQiEkFRC7CIKJIZUEtq0dSx08Mw1lNJh4dpICIaKI0Z41FJImra2O2LY2eeTal3lrA4et5Z60Ns2MNbzr1dQaxTMbkVSzROBi83awHSe+ZZzvJi4/bZpmfqTRhsce+bH3yKW3Hns8V9dotX/mqkUfqsb3SC4o49SUGoHhxI4HndrcKVgfXDYVzSyp8A4H00K3E5M2UYl/y1S+OJmiC7mFOrfFcokbZNe3yU9GejK0bc5xbckL2uTby4Y5kE2jO48mdrEdHsh2YjUsZbs/oq31lLYgViPtD9nUdjSrDZ9lbaXyy5JuntXWeVBbkB1tZzedgGZbW2XwAV9vncN2tILNn9lr4TvXOF61FmXD2vhotXkOVbvap4bPMjVK49SUTlSbqdgssslLYfE7LRP3i+GwG7eeTdmwdm8hWpatanTtU1Ndo6akZpPa6Aa00pB95AIUcnjroLyZiBCmiWyaITNN2tPWC2XKTEIrnoHWv3yGzBBL0JxNOPq4CbtxMckNGq5cTrndGRQZVgioTWv5IeTEaz2nBdfZWX4Lk+mC5Eg8mtWq2c3dshXfDL65zAj27i37Lo0PhOGRl8aNVJpcx9lupq68wszhyT1NWnucscbXZii5+p1Qk+xWS7crKtiGtfl71sZlc9I46KmRjVpqZFOqsWmFk9PmWZ02bBochrdT0c5v85PT5IUxC3XdSpaxLSIGJnRr2D4maYeaI3+7d9N5VxQelG09UqzzTKrDEIqCbWiWF6J13okWo33bY5MRaWTm8W73UcYetNkVkWLYaQ1sZgxa6zVbXbP/Bqc9njmSiwwzwCS8WcnEhOVKifuV/C1XwrhZidlOpVS7hUqp7kaH0F4WViGYl7vKZfbNUtOc1tYzTuABDaubXWCeqIzn/2CtJNOO4mu+MxnJ2ozHChmNaJg9boeOdMugDHbzuNxt33i3mpIT3vKueLO4383RZrfstW7BzHP7NcztwiQ3nDPcvAa4YTi9rW10W+KVbXXua3tY1ubF6dU1PbEgJRxAEmzZdfpcy+I5dLfOWZw752jxXB7sdTH5y+zla/boOYl5hQ39/PtkqtFEA3BnNbi1alPkTpXcpLfO8JW0PpYsZMaT677bdcquqOudxDjfnNu3MOt2ii9bzBrfbmVK0OLs2PRjVko4a6cL0qT6SewGBlPETEbmZcvSH3lW6s5dn+vBs5LcCy2TebgCNg0NXg+mqyA3wXVF3dPEMzGtl9PhWoM7jffebQeBxXY0W+0arLSbZ59d+jI7+DbZSa+x88kOu4kL7IK3150RVnd5fRtO2TDqsiNvk7AVt25KNBR31DSHLPeOvGkL8vBux3uxGo/CXrxpLxH2Rrw15tEdD6Ojbw9dyBI6zAfQLe6eS7R47vIJfeUctK1zzi8QFnro34etf3UW/3WIWf+XfwkgnPQxgJ9MApw4BjB4BuB8o/8y5/7pNe5PxqA/i0f8RSfOQwuy1G/OUX7JW/zkO7sPc2GfRtv6Jvb0Hd7QF890vvWtfOKZyGc1iA+TEXyV5u+Njt2bY+PesqNV+NIlpuqdb9NrPEMvnvV566Pz5Jmbp+Zjs/eJeSrby8q86EPzGu/Ri2e23tCpxjD42vl4Lavx8s7EO3Egnq9deNhz8CBbgfe0/+4A+Jdz8B2x2Xfoy+/oHH/nsALP5C141ebgRSxvs/ISl+XpNTRvZHSejXfnRZmhN75Eb55VelfD9PBZqEdpqp6km/UmrNgbnrP3z7q9iQP3cE/ek1a274lGO/iqJCbyeRl7DeUTeByf+ll88mzfQ1+6B9muvSn7rF6n0dS4X4Pj0uCWx70umCCX9LZCLs/xcWyD4zBPjau4Le5gVdz9GXG1TYeDsxgOU9WhcIzWRLjVnAVXdBDcnyPgNra/2bv6DWXpG4aNbx+nvS2NeqvnirdFtt9NlfuHyKkdyHaKoKIFgnjDAzMcG9hvV2D2lkA6lwM6bAa0PBKw2irACGMA858BuLj7D+/cP4tD/xyN+8u+6S/Yjr9fC/4uDPezsdED8bavwJvH/rv0tXfw7byTXnXnyZ67KfZhFL99lsFlJ8J5pK4HG8accomhaprdhSS5TimMiXIvYVxVXHoPZPhbl3gXYeRFhD22EHZOIKR7+aDT5kEL1g5G3Dn4tHAwz2GDbZMG8Y8ZpDhj0MEBgxcBiuytU8My+p2luvs+GRhKg3F6mPEo3vfiRWDWcmtTLGrv4d2lhwM2Hspfd/jMrkMJFx0mbzkctuIw737DTcsN5dxsaBygEcpAtgo8E0RNJpxN0Rx0jhbEbrB4roMr8srEsdywbeBZbE0MdX/GnS/q1eilFTCxECe46ULDjQxvi5gR7ok2G6tM1QMPd007bDzqkL4thyErDjHfb7i43DBxs+Gd1xo+7TTEv9AQ2jZDR6sML+wxjFjQBhgun14oz+jC+LmFkA0tnGm26NlzFNuadHC756BGtsA99gKsWy4+3cqmD4rstqjG8N7IFE6eUYH2S31eRq2zLBEtrfYRmwrW5iJuXgNhHdlmW2L4SYmtxyRCMiNx3YDEIdMRT2QxTbUSren0A6MxVuOInMYt2G7QyqMEDh5PNLIh6PZ0WxE3ppgiTVGqtjPmIkovRnQ3S+0zcx9N47FTrnRhDeZu0X37rHTfKpbFEOu4hel4PhwOu8NQKKTryDbHB/ZRJHRHuuyy6ZbJCyYjJ6RtU3hm3TEcsfZ0UzP7jPDClUcgLhkO4wLGbgSE+MnoxRoibiecwoArp0PzikVw4DYMWWy7ALGDdEPibfYpFV0uOBgWoCrBVYlbVgvwkMXMthXNvcl1inPPTnw2NdFdiY5XRHqBqYrFM2vxatyZxXXZue/+t45ReGsrYuvDecvwQ5VbYZpGR0X/zA1SfKPioPlU9HcdPmFiEZ9jFnsuMiPabFMN0wof94MNqTqv+07GjnllgFvvCnVsYOCXjYEKqOlkYxXcFfjXMP1RGgUDFuDbsOAFNWPh0nqFV0YrBK9U6HuQQpTtCfrHJkjZlWDpkIQsmxGiNRi6qu8+ivIOvxxmz+nLGbtvZqy3lnHDTka5FjIybmOUxCrGqz2MSZYw1rWBcXX9ohy7F9XssNzTkgyeJLMt+HoMS/QZj7wveQyR3/MoyKpHs22P+Cx8pBK79nGCzY/Tyx+f7H+cHDwEcpjQ8nioh8tpGuSzq6WQ8nshl0+GnM9qyPTtkHDT50N+WQ0p4VjIZAMhh+2CzDsHctP4RzmbHzXTMZjl9v6xIOn3RIML0DthqsEQGL4ddiZWLXncY9LjpNseeQ6BlLIF0oZSJXcOpE1FNy9MTYTOBIvt9Iy8pr8VkSZdlW43eubYfcCnMRt+9chJSsika9TU1aTJBbztZO+sb1RD1SYsgejlcT1bieLFFK7AE2Lz1JbfoZ4SvDdwyM1KWa0QzLm3/d5htz8z4h3N3S2KvCson2GTOT+SivWRUkRzBkie2JhW7LnMV1eZ7gC7t4vrij1tU9ul6UZn02UeTPdvKl3HSDq659Gp7O9zk0ZjO6OTJOF3JyEVwpuehEnLVz7cD1Cqi7BBKV+YvXOG0n0emFo3InVZh+TU3BzNI+ISRgOaJBrsdZH8pezlKx/3wxi17hQbG7eva7S/q5HzokZItjSur2gccj/jveWMWTYz0rWWUXUnoyLzwb3U6Wmjkz2mOUWOcvK0xSnjBKey8U35ZzcN2ZfWNl1Of4J76xPTyic+eeOeItA3Jz5hTW59Qo+fKZmPXW1805CZxLz8ivmE11YT9r2XMMpSQv0bCaWsI7S0izDLHMKKVhDu3T84Yfmg/P2D6tJvdgfiwRS7TKbnsrsm1zH7mZucWisFtQLzWwX/2SfYYreSLyX0s5dw4HbC3AsKp00pxHtQoaZZhRImFl4eWhhkfeH+JYZTthnat9ZQsVrMxuFbDtU2d8TeRnQnNw6Nbcw3sDHjtEZ+cxpRw2yZxPhmxulcZoZb2UYhKMtlptC+GUTJBxAVnD70Y+XQ9bIh+hYMQWwXwvxYocWBQomLhO7cIvRonWhEcUbMk+HZ2wZLml1W9zzmm/S4MuZx4IbH/Osds4521HWuI9ZQR4Wa4ENGJG1uiAVJF+cmqTc0ieK4JIWzkjIHJR2ckvRrPlK2yUjwjUVyL3Hfi1RpYzLSndz5SBAjkvIPkZdfO5I0u/xp1rKkkqOcFM5xyhzidHCC06/xTQMXproJ6XWW7+ZYSp5g+WVw5cCplbnnVY42rBLvpEpNIytlWh1fWLmnoBHKaCZK4ZbyXCaUkGnKwTY6gok0tR3L5i8tBADTAOsKpBU2cTjHr7JVmrL5X16seEzgWz/wMucFyp2SelMlC66V3DlYMnO5pOUr4yWzN0tCNlXyaaHkgWGSOfdIjhOfaXsQZXvYhgtg+wMSp9yuKyw1vWRaz66UCgWzRKgdkamRAWIWoEPRoskF0yblWjdZHHk3cHJh00AwfMI5GOHupFwgq933hrvR2e4ma4flEIsawUa5aWd9eTCV3z/gTK75Pj2x7JXbPlnO2XqIXQSBhU2Wy261Ws6y4l/XA669pA3gMW18dHva42e0v7KePedcduxlbGEbwca4eq3XwLWYRWtzj1cjdvebVnjQdla+D5mgv7Dypog4pTKXTWAl2/S0qs55lt3Mspbfa3PfuJ07U+4Nb7f7lzaTdydqj49wYLlYefUug2YzTnYWwAxeOKr5qhZgxDKZoynQum6QbijGCBMxBz0OoIRZOAYNwt1leY2AL2H+chnDV95Nfngxdrz0zMFLOdauvwRPCCvNIhyk1d8EyUkijEmptEP5jUz9MZL0aZjQeGLvuCS86DhGYJyyXm9R+39zs8NIHrR/9nnK5Oh57DVDs3HnxjBtlLPxwWAlJjEbPYY3rP7sxl1j6KWyRka2dmSlGDYn3tpiys3rhGhrVHY7eve0lzwhux1t93zZ47yMIdlPWPlT/LLYNT6vz4fa8O5s3N4ZLQxkFNqrOXyR3smWa0yA6iAIr25rN1qZNwLDRuzG2px8sogm6wuwWlrugsTALueRwPTur7RiYF+LTxMss6sb83rZk61PeuNwuKPp65wftSRLzo58ZKK4MoDU2Ysn2mKr/iQHNoPzDHuOJeRdrNSQT6OX3ftx+1GYtQ+q0jMqXbK2fURi8EAiC/nGawyUFZYVzPBLZ82OhKekad5qC5BfXwQbOJU794R516sqUZ0+wgwu7Vm2lWv22MnTr/efKkuW6GwW7DpduzHTAmiwnfDAmhXF6o5sHt7ZFxOcOUj5+zDav5wFxahObdrV2RdbXk7yDgzLL+dAMZJLeyZlhc1hnNo0iTsbxnBpzwyubB/AoZ3pm82iQOfutNjQHRaYuM9C4/ZeftaeRQbtDbOdYMF+NBuU2H7ZuqX9p/iktO0VsUg/uecqLUHbhHvHMjvLORnNjuouwG31qziIMiSuCdnKuRav6ZQO12KzOpdyeCil/vsoW9KbL3mnWYItzddO5ZmTDwE2UYT1mM33gjEDs0dYp+eLBRbUSy3BFnVd9luO31/5amrlwU3OtvZUSg+o1Hw35ZS5lMFnUcZvSFN4E6Un+yhnVtE+yvlDKT9ZTCnHWU7kAZXDllTmHVO5aU+l1BSmO4vGVC6YUTnXepFhH8eKsZYab8buOtbq2nSWE9Q6685ltlxl3/gMX80QZ0WCEMJ89OIKR2d+tbmLqteBmj0itn4CzeLezrhucn7RpCRbJq/2SybZLHlq99YJydhwtJMnK5dNmzPpfTfuea7W0mfDyyZJin5ruTgytq2R81dGflkWKeegSJVz+F3EoNokns/1n4KfADUsMxgmOlu3ifqWzLZE2oaNDv263TE3INaYGPqrK2PoxMoMivZXbQRlD05WxL34jhgyvF1OXoxIVcS5NUw6vMrFJ0xWewJzBKpUcU3E1ZaJx1rKN9AydZelRlssJyZYHp5dGc+plevDKuWZVGm1pBKLDO+VcdFoypkBly4uvYAY4XR7+btVOcwMzRuylS8GuZhn7XFO0ulYS412QKD+I2+FqJ91Asiz3hh5hxCdUXafMR89GBpbLDfpnJy9Vli2oQGnkqIrlOH7McryiWjzRbg2D+yMgpYfUIiT6cT+Gk38nrmEOTqUCG9h4u4jWPWRxQjHb0wHZj6yj9he7Ek4mVEYpAHFK5hOyKPxqZh2zSXYfSgx2ewj2ppsF2CruuPEWY08Z2/m9fbM+hZoRtDP0lxm3ap544BNR0s2s1dtxshjaRjLKHWRiHkYe3cnr9riTl5qQzt71ezr7FFb1tlb21PjqfWuTenkVRvUyfvaps6eWs/ass7eGs+1cZ2T5ypYGHUVWP225XaLWTtu28JOsGkMqLAhs9UM84ze48n3DM8wAzyV7+6cMrfz6NDOk+Vg2c7Smwd1Dph+ypSTRLrLUiMvPgZqBZA9hLNXbYtlvx2dX6Z0wh/UyXlTJ1R2yzdXyuwreN6eMdlwmys3ZldKuLwyfXxljnPaY6BFL7DJMgS/cUEwurNJ64x93qbafoz5DKLFIpVGrmP2c+Z26rnRE+8tnK07MWpNL+GDuzNT8p47Kbes7VprPjFZmx4s8YHl3Um3RYt2dif3HaN76wbPPdZ3Jo7udGbxqq9KLzh3vJspR4sxxTWdWVZHHLuMhEVr8agZn+Q5Qlomo7NquX1/66OdxnPVThyWrPSuRJR/d+fA/duVibmsU6O7NCeFjrK+a7chFD8zQistCdU9T0OZ3q340mJ5jBfhyVGz2x15Ojl6p7aFYp/6RjYj9rjWrBen6xn7SX/mZ/eBn/SWpa8Y9ZnDp6nz3reMMPMOhE8k7ZX17gl5s28Z7fre+/N3E6eVxPxd50nHEmaa0tlzROeU+Zz2JhNimcypCLOTeiDhzq4wonDKKE78ZxVCG8IpeQLnl/GbMeY8qw8n/MCEnTm9ywpz7DkAyfWaLNR2kpuMZ7Ntw5yeA5VdWhJ3PhhE0IEN1ZyZQaALS/GRhnUMsedPtpqx+WTP5sGk5WHuZyknGttNjI2TeG8NoLw8lj97c/21m9OM3EQ+bzPsqWa0l+XwdWbiuFYHeaaYbZWb2ISl1thvWrJxG/V2vls4ZtvVCOUn8NooYvwgIOT2i1r9ivUdIJ5F0uA7g6DetPbu+Pb4hXcz+WImMsvzvLss+2bo5o/7G3l4HblZMef8TmuKoHZuQoxK7PpKa9GsejN8qNM11Y4b2Yr52iMRZ+dmoluFIQMw02dgnrAxUyJCY8swxinWwfYKMuL9BWvpBf3vB+vwzAos+7aq9TWwgs6phpIX4BjYKdiHnsn+mqUZ8sLNpW2bda7aXNyziXfJpsUNm8pJnUzGnWebZJbOINeczOrApDHsyew1lzKN81/ZsiWTDZrcxR6OUNOaQ3Vv5Kxs+eaEfb8WW3zpPSFA8iRtEAkughITRikQyPD///////////+P4P//39PR0dHR0dHR0SWJICsSYpIyIcpMoE2ZAplELERRRr5qvNZpX7SvWq93mhX9it5Fv6Jh0bvoXTQsOhbdil5Fu6JX0btoV7QreheNi/5F96JT0b3oWnQqOhVdi0ZVC2uxOliL1WF1sA7WYfVfh9XZ+q//Olvz6mwNVvNqXg1W7+oCtYHaVxuoD9S+2lcfqIn1gRpBTayJNYK6WCOoFdTFulgrqI/1r5ZrYA2s5dpG+6ppWldN1zdaF62rvtG56ls907noXPVM36rnGqZv0bdqmLZVw3WNtkXbqmu0rLpWv7QsWlb91m7NrJ21gFpA7awD0LvoWDQvOhY9i+ZF86Jn0bRoXjQtuhfdi6ZF16J/0apqt3ZpVbSsGqzG1rs6QT2gXlD/6riW62rdq+9aV+P1jN5Fr6JZ0b/oVLSqGltf6119ra31rt7V1tqurXW0tmu7jtZ1Ha2NdV3XtbG21cZ6WNtqWz2sgbQpuhR9ij5Fl6JJ0W3oM/Qb+gwdiH5Dv6ED0XvoQPQleg+9h75EL6Iv0ZjoRfQiGhNticZEQ6It0ZZoSDQiGhKdh0ZEI6Lz0HPoPLQWeg49h9ZCY6G10EhoLDQWGgmdhG5Dv6Hv0G/oPfQd+g69h+5D76EX0X3oPvQi2g99iHZEB6Id0ZvoQHQgehN9id5Ec6Iv0ZdoTjQmmhOdicZEY6Iz0ZDoTDQgGhINiQZE56EB0WPoPHQeegythR5DK6G10FpoJTQSWhQdiuZEh6I70ZxoTnQnOhPdiWZEZ6Iz0YxoQDQjWg0NiAZEq6HH0GpoKPQYegwNhXZCK6It0Y/oR7QlmhJtiUZEU6Ip0YjoQjQieg5diC5Ez6Hp0HNoLDQdmg6Nhc5CY6GT0FnoLHQSegk9iCZEF6IJ0YboQnQh2hDdiKZCS6Hd0FJoNbQb2g2thhZEq6EZ0YJoQTQjuhLNiO5EV6Ir0Z3oT3QcGg29hl5Do6HT0GjoKXQaOg09hS5DT6Gr0GXoMnQV2go9iKZD/6H/0HRoPTQdOguth9ZDZ6HD0FnoJXQYOgy9hH5CT6HR0FHoKDQaOgyNhpZDh6HD0HJoO7QkehJNiZ5ER6Ip0ZToSPQjuhDdiKZEU6Ib0ZJoO3QdOgxdh4ZDh6HD0HBoPbQY2gtthfZCf6Gt0FboL3QZWgk9hmZCM6HH0E5oR7QmehOtifZEb6I30Z7oUfQZmg0diA5Es6EP0U1oMvQV+gpNhuZCk6HN0FxoLrQZGgxthmZDg6HB0GzoM3QiehGtiFZEL6It0WJoK3QXugtthd5Ci6I50aPoUTQnehP9ie5Eg6JB0Z3oUHQi2g+9iKZDD6IL0XFoOTQaWgoNhVZDh6Gf0FFoODQeWg+Nh+ZD66H10HzoP3QLGgU9hEZBm6CH0ENoE7QHmgZ9gyZC36Bx0ERoIjQOOgedg5ZBE6GJ0DJoGDQLOgYdhI5B16CD0EHoGvQO2gcNhA5CA6F/0EHoIPQPmge9g+5BB6GD0D1oH7QNugitg9ZBF6F50EVoITQPmgcthA5Cd6A/0CLoDzQIWgQtggZBh6BD0CNoEfQIugQtghZBl6BT0BroDPQQOgONgR5CD6Ex0CRoDzQHegjNgd5AD6GH0BtoDXQLegj9gh5CF6Ff0C/oIrQNmgUdhFZBB6FF0CpoFbQIOgW9giZCn6CJ0EPoE/QJeghNgjZCF6GP0EfoIvQQegXtgiZCu6Bn0ERoIvQMmgZNgG5AF6AL0A1oA3QD2gFtgDZAO6Ah0BHoB3QY/YBmQIfRYTQDWoy2QAugL9AXaAH0ABoBfYCmQFOgD9AS6AO0AVoCLYE2QEOgBdAW6DLaAl2BLqPL6Ao0GV2BnkCT0WT0BDpLT6Aj0Fk6S0egw+gxWgENgAZAK6AT0GI0A3qMHqMZ0AroBjQBegG9gCZAJ6AJ0AHoBHQCOgANgLbSV7pKX2kwukpXaTAaSxPpIV2khzSQLtJFGkgbaSj9pI/0k17SR/pIL2khvaSVtJAW0ko6STtpGy2lpbSNntI2GkdP6SmNo6l0Td/onL7RM53TOT3TOm2kgXSSTtJAWkgP6SANpIF0kObRQfpH82ge/aNx+kfnaJzG6Rxt0zn6pm3apm+apm8aR9M0TeNoGx2loTSSRtJQ+kjDdE/HdE/zdEzHNE/v6J2e6R29o2c6pmXaRjfpJm2jnfRP92ifrumc1tE7rdMz3dMw7dM+DdM/DdMy/dM/LdM+WqabtI/20U2aSbf0jHZpl57RL12jabdcNO3W65brluvW64aLbm+86NmN160XPaNnt140ja7dct100e3t143X7dfN143XjdfN123XrdaN1u3W7daN1s3WTdYN1m3WbdYN1i3WbdRN1Y3UTdVt1Y3UjdRt1a3UbdWN1a3UrdSN1c3UjdWt1c3UzdSt1e3UrdXN1e3U7dTN1S3VLdXN1e3VTdVt1A3VDdVt1E3UbdON0w3UDdSN0y3UjdNN0y3ULdRN0+3TTdMt0+3T7dMt083TLdMN083TzdMN063TrdLt0o3SjdLt0s3SbdJN0i3SLdJN0g3SrdHt0Y3RjdHt0c3RDdFN0S3RLdFN0W3RTdHN0G3RbdHN0O3QTc+Nzw3PDc+Nzy3Pjc/Nzy3PLc/Nz23Pzc8N0G3Pbc8N0K3PDdBt0K3Prc9t0O3PbdCN0O3P7c+N0C3QjdCt0C3QLdCt0E3QDc4tzo3OLc5Nzo3Ojc5Nzm3Orc3Nzc3Mzc3tzc3MzcztzQ3OTc1tzc3Mbc2Nzc3MzcyNza3Nbc7Nzo3Ojc7Nzu3ObcxNzK3MrcxNzI3MLc1Nzc3Mzc5tzq3ODc6Nzs3MbcwtzE3MTcwNzI3MDcztzI3MjcztzM3M7cwNzc3MzcwNzS3N7cuty83Lzcuty43LTcttyw3LDcttyy3Lrcrtyo3Kjcrtys3Kbcotyk3KTcotyg3K7cmNyW3JbcmNyU3JTcmNya3JrcmNyc3J7cgtyc3IzcgtyQ3JTciNyG3IbciNyK3IDcjNxy3ILcjNx+3HDcZtxk3GbcaNxk3GTcaNxk3HjcbNxk3HTcfNxg3HzcUtx+3F7cUtx23HLcdNxm3HbcdNxk3Hjcetx03HDcftxk3H7catxk3HrcYtxk3HTcctxo3HjcXNxK3FrcXNxE3FzcQtxU3FTcUtxW3FbcUtxQ3FDcUtxe3ELcRtxA3EDcRtxE3EbcSNxE3ETcSNxK3EzcOtw+3D7cOtw23DrcONw23DjcMtw23DbcMtw03D7cLNwg3DLcJNwo3CjcJNwq3CTcJtwq3CbcLtwa3CrcLtwQ3CLXpTcIPeoDcFt+dNwU3s9rw9b2K3sFvZjeym4EZ2G7spuCm4jd3EbgJuAG4NbgBuAW4Nbg1uAW4IbtNb8wZ2a96eN7Ab2O15y94W3AjcGtwI3AbcGtwa3AbcBNymN7Ab9QZ2w96oN+oNe6vesLfrrXqr3q43643BbcHNwc3BbcGtwU3BLXqT3qS36I15Q3BLcGtwC7tlb8/b8+a8QW8JbgduDW4HbgZuDW4NbgZuCm4GbgVuCm4KbgVuZTflDXlb3pY35C15+92GN9/NdxveerfjbXgr3oq34Y14O96Mt+HtdwPehjfgLXgb3oI34W14G96EN+Ltv/U3/+bf+hvvlrvht/yG3+5bfstv96223bLNstGyzbLFstGy0bLFsr2y9bLpsu2y6bLlsu2y7bLlstm64Tfc7b7hbvTtvt03+mbbYNlk2WrZZNlw2WrZatlw2XbZWNlW2VTZVtla2VTZVNla2Vzd8tvupt92N/6m3/Qbf9tv9o2+xTf6drvFt/h2u9Vut5vtVrvVbrbb7Ga7zbfZbXabb67tlo2WjZeN1o1m42XjdaPZfN1mN9f26+beWtsv269ba9t102+6W37Lb7pbzlbLpsoGywbLpsrmysbKpsr2yvbKpspG69baetl22WzZatl23eqbfMtv8g2+5bf8Bt9oN/j23mg32u21+bKZsp2yobKhsp2ypbJ9smGygbJhsmWygbKBsmWyhbJlsmmyhbKFsmmyibJpsm2yibKJsm2yjbJtsnGyjbKNsnGykbJxsnWykbKRsnWylbKVsnWyebJRslWyWbJZslWyXbJNskmyMbIxskmyLbJJskWyLbItskWyKbJFskGyKbIpskGyJbJBsj2yJbIlsj2yIbI9sjmyIbIhsjmyHbI5sjWyHbIdsjWyGbIJshWyAbIBshWy/bEFshGyCbIJshGyFbIFsg2yEbLxsfmxAbLpse2x5bHxsQGy9bH1sQGy7bEBsv2x7bHtsf2x5bGJsZGxfbF9sZGxgbGRsZ2xgbGBsZ2xhbGdsaWxhbGFsaWxjbGlsa2xjbGNsa2xlbGtsb2xlbGVsb2xmbG9scmxmbGZscmxobHJsc2xobGhsc2xqbHNsdGxqbGpsdGxsbHRsdWxsbGxsdWxtbHVsdmxtbG1sdmxubHZseGxubG5seGxxbHhsd2xxbHFsd2xwbFdsWGxRbFhsWXJYtNio2KrYotiq2KzYsV2xUbFFsU2xRbF1sU2xTbF1sXmxabFtsUWxbbFxsUWxRbFxsUmxXbDVsNmw1bDRsNmw2bDRsM2w4bENsRWxDbEFsRWxFbEFsQmxBbE9sMmxCbE9sMGxPbD5sMGxAbE5sPWw+bDxsPWw9bDxsOmw8bEtsT2xPbEtsQGxdbDpsO2w6bDlsO2w7bDlsOGw5bDdsOGw4bDdsNmw7bEpsQGxabElsQGxQbFlsTmxJbEdsTmxObEdsTWxHbEZsTWxNbEZsSGxGbERsSGxIbERsQ2xMbC1sJmwtbC5sKF7YXNhA2GTYZNhg2GLYathA2FzYTNxAsbDJsJWwnbCRsKWwqbCpsJmwrbCpsJmwnbChsLGwbbBlsI2wYbB1sIWwgbB9sH2wQbBZsHGwWbBZsHmwebBRsG2wVbBdsEWwWbBAm2CDYPtg62CbYONg22CbYJNg22DLYHNgi2BjYItgm2BrYGtgk2B7YINge2CbYQthE2DDYQNg82DLYMtgu2CbYRNhI2DDYSNhE2DDYMNhE2EDYFNgQ2BjYGNgS2BTYENgO2BbYFNgO2BDYDNgK2BLYENgK2AzYCNgG2A7YDNgG2AjYBtjJbAVsBW5ltgK3MhrUNsA2wYW0AbFib1QbABsBmtY3ZrDaqbcw2ZqPawmxU29QWZguzTW1Z29RWtWVtWVvVJmar2q42MZuY7Wojs11tYDYyG5kNzBbA1rQ5bUVb0ea0IW1OG9SGtCFtUFvSBrVJbUlb0ia1LW1SW9S2tC1tUZvSFrU9bUqb0va0HW1PG9N2tB1tTBvRxrQZbUQb0Wa0CW1G29AmtAltQxvQNrQFbUAb0Ba0+WxB28/ms/lsP9tv+9l6tt/223q23taz+bbe1tt8G8+2s+02nU1n2205G2/b2XTbzqaz6TbdprPlttb22m7ba6PRbLANtsW22xbbZtttu22zjbbJttp8y1azzeZb8y3bzObOuWZcs60Z16xL17zLVttwG22jbbjttsnzLZttvmXDbTabzYbbbrbWds+9bPdsa+4195ptzbts7vxrvjX/mn3Nt+Zbs6/Z1uxr5jXbmm3NvOZcttqGs+E2nM224TbcZttu86CZ0Pxn/jMTmvfMhOZChWY+c6HZkKG5z2xoPjT3mfvMh2Y/86EZ0exn9jMjmgHNiOZEM6AZ0JxoDjQnmhXNgeZAs6JZ0KxqZjWXmkvNrOZTM6vZ1XxqPjW7mlHNrmZYM6oZ1QxrTjXDmmXNqeZUs6x51SxrnjWvmlfNs+ZW86yZ1txqbjXTml/NtOZa86v51VxrjjUzmhvNi+ZFc6OZ0NxodjQTmgnNjuZCs6P50VxoLjQ/mg3Nj2ZIs6HZ0AxpPjRDmiPNh+ZDc6QZ0RxpljQjmhHNkuZEs6R50pxoTjRPmhXNcOY+M506c5/Zz1xnrjP7me3MfmZAs53ZzgxovjMDmgPNd+Y7c6AZzxxoFjTjmfHMguY8c6n51AxqBjWfmj3Np2ZUs6fZ04xq/jSjmlPNn+ZPc6o51JxqXjWHmkPNq2ZR86q51SxqFjW3mkfNreZX86h51PxqJjW/mmPNpGZSc6zZ1LxmVjPvmdXMeuY9855Zz/xnTjOzme/MbGY38535zuxmtjO7mePMdmY7c5xZzmxnljPXmeXMc+Y6c515zkxn7jPDmfnMcOY3M5+Zz/xmbjPzmdvMe+Y9c5t5zXxmRjPjmdHMaWY8M545zXxnpjRbmhnNjGZLc6PZ0nxpbjQ3mi/NjuZLM6bZ0exoxjQ/mjHNmeZH86M50wxpzjRrmiHNkGZNc6RZ07xpjjRHmjfNkuZNM6dZ0ixp5jRPms/MeWYzs5k5z1xmtjRTmivNhOZB86L5zIxnzjN7mjvNoOZOs6e50lxp9jRbmj3Nn2ZLs6X503xp/jSHmi/Nl+ZQM6Y51CxqxjRjmkXNmWZR86g505xpHjVrmkfNpGZNs6aZ1LxpJjWbmjfNm2ZTM6dZzBxmBjOHmb/MYGYw85eZy0xmFjOPmcfMYmYwM5V5ylxlnjJbmavMVWYr85X5ymxlxjJjma3MWWYu85fZy+xl7jJzmbvMW2YuM5d5y5xl3jJrmbPMWWYtM5ZZyhxldjI7maPMTeYoM5S5ydxkhjIzmaHMT2YmM5P5ybxkHjITmW3MRGYkSOYjs5AZyGxjBjL36DHzmH/MNmYfs4/Zxrxj5jHrmG3MOuYcOWYcM475xmxjvjErmW3MNmYlc5J5yGxjDjIHmW3MP+Yjs5HZxmxkLjLbmG3MRWYhc42ZxhxjjjHTmGHMNOYZM4wZxjxjdjHPmGXMLmYXs4yZxSxjfjGzmFnML+YV84u5xbxiXjG3mFXMG+YOM4e5w+xh5jBzmD3MH2YPM4j5w/xhBjGHmEHMIuYQc4hZxExiTjGfmFHMKOYTc4kZw5xhvjBfmDPMGuYM84ZZw6xh3jBzmEXMI2YS84nZxFxiNjGTmEvMJWYS84iZwlxhPjBXmC3MB+YDs4UZwcxgbjAPmBvMDuYB84DZwUxgdjA/mAnMBOYHM4Q5waxgDjAHmBXMAmYF84JZwCxgXjAzmCHMBWYCM4X5wGxgZjAPmAXMEOYIc4E5wixhLjAXmCXMBmYJ84TZwGxgnjBTmAHMZHPZXDaTzWMzdH7O2Pk5O51zc57O0hk7S+dodIbOzZk5Y2fmvJyxM3Zezso5O4PN2Blsvs7YGTtfZ+scNmdnsVlszs7YWTknZ+xsnaszdq7O1Bk7Y2fqPJ2Pc3FGzsi5OBtn4jycgTNwHs6/eTgL59/8m4WzbxbOwdk3++bg3JuJM3D+538Gzv68z7sZn/F5N+fm3czPuTk387Nu5ud+1s26uZ/1uZ95sz7rM2/OZ9x8z7f5Nt9zPd+zPddzPduzbbZnerbNtpme55me5Xme51me45k2v/Nsps2zGZ7heTbX5lb+JfuaW9nX7M6u7EvuJe+Secm55FwyL1mXXEumJeOSacmzZFwyLnmWvEqeJcOSV8mrZFjyK1mVvEouJa+SR8ml5FLyKJmUnEm2JIeSLcmI5FByKBmRDErmJHuSEcme5E8yIhmR/EkGJZuSU8ml5FJyKlmV/Ep2Ja+SXcmt5FXyKrmVzEpuJDuSLcmO5EiyJdmSHEmGJEOSH8mW5EcyI9mSbElmJCuS+8h+5DyyH/mPnEfOI/+RAcl65D1yHnmPzEfOI+eR+ch9ZD1yHpmOnEfGI9OR6ch45DuyHBmObEeGI9OR7ch2ZDryHdmQrEYmJBOS1ciCZDWyHVmQLEi2IweS2chvZDvyGzmObEe2I8eR5ciG5EOyGvmQPElWI6uRJ8mY5EkyJRmTjEmmJF+Sa8m4ZFuyLRmXfEuuJE+SE8mJ5EnyIRmWPEuOJceSZ8myZESyJbmQXEi2JCuSUcmp5FPyKTmVbEqWJHOSB8mDZE4yIrmRbEleJFuS88iL5EVyHhmQ3EamI7uR3ch0ZDjyJhmTrEnWJGOSL8lzZDryGnmNTEduI7OSR8mrZDpyHVmPbEdWI7ORScmjZFGyKHmUHEoeJXeSQ8mh5E5yJvmMbEZOI6eRzchoZC6yF/mL/EX2IoORs8hdZC2yFrmLvEUmI4uRx8hi5DDyGHmMHEYuI4eRwchl5DIyGLmLDEb2IneRu8he5C2yFZmKXEW2IleRr8hX5CoyFlmK/ESGIkuRochT5CkyFDmKvERmIhuRjchMZCQyE7mJjERGIjeRk8hNZCdyEjmJ7ERWIjuRj8hKZCXyEbmI/EP2IRORfcg9ZCIyEbmHPEQWIueQg8g5ZBxyEDmIjEMGIveQechDZB7yDnmIPETeIQuRd8g6ZCGyEFmHnEOOIcuQXcgyZBqyC9mFTEOeIb+QYcgsZBhyDJmFzEKOIbuQW8gv5BXyCvmFzEKmIdeQZ8g1ZBvyDHmGbEO+IZuQR8gn5BPyCLmEbEImIY+QS8go5BMyCjmFfEI+IaeQVcga5A2yBXmDzEG2IFuQOcgdZA6yB7mD3EH2IH+QNcgW5AyyBfmCnEHOIF+QMcgi5A7yB1mE/EEOIYeQP8gg5AMyBBmBjECGICeQIcgR5ARyAjmCLEFOIEuQFcgS5AmyAlmBPEFeIE+QKcgL5AUyBbmCDEE+ID+QH8gHZAfyArmCzEBmIFeQG8i7zJN5mZd5sk/myb7sk32yLw9lX/7JQ3ko/+Sl/JOL8lJeykU5KhdlpxyVo7JTtspOeSpbZas8lbPyVK7KWTkrV2Wx+FSMKmYVs4pRxbFiVHGqOFYcK04Vy4pTxapiWbGsWFU8K1YVr4pnxbPiVTGteFXcKqYV04pbxbXiVrGruFZcK3YV24pdxa9iW7Gt+FWcS6bJshzLsSzLuCzLNhmXcdkm62SbXMs6WSfXsi7X8i3rsi7fci/fck7u5V7OyT05J+dyT+7JuRyUc3knB+WgvJORMk7G5V3eZVzmybisk3kyT9bJvqyTddmXfVmXf7Iu9/JP/sm9XJR7uScX5aLck51yTw7KTtkpB+WpHJSR8lSeyki5KgeQC8gEZAJyAdmA/Ms+GSgDZZ9slH3yUDbKRnkoM+WhvJSZMlNeylJ5KUdlqSyVo/JVjspW+SpfZascJlvlrBwmh8lZGYCclcVkADIAWUweEMOKY8W34ltxrFhXHCuWFeuKdcWy4l2xrHhWvCveFc+KecWzYloxr5hXTCvuFdOKa8W94l5xrdhXXCu2FfuKfcW2ZDe2FeeSXdmNc8lvbCm+FHuKPcWX4k/xpRhT/Cn+FGOKQ8WY4kxxqDhUnCkWFWeKNcWiYlGxpnhUrCneFI+KR8WbYlLxpphTTComFXOKS8Wc4k5xqbhU3Ck2JReQBcgD5AGyABmALEAmkwHIAGQyeUwuIAeQBcgB5DJZgCxALpPJ5KNMlI0yURbKRtkoC2Vg3Ci+FFeKK8WXYksyU07KRtkoJ+VjnCh2FDeKG8WO4kuxo/hRfCm+FD+KMcWPYkgxphhTDCnOFEOKI8WZ4kxxpFhTHCmWFGuKNcWS4k2xpHhSvCneFE+KOcWTYkoxp5hTTCnuJAOQx+QweUwGk8PkMBlMxspUGSpLZaj8lKWyVH7KTPkpN2WmzJSbslKmylIZK0vlq4yVsfJVDosJxYXiRHGiuFDsKC4UG4odxY5iQ/Gj2FB8KH4UP4oPxZDiQzGiGFIMKUYUR4oRxYriSHGkWFEsKVYUL4olxZLiRfGkeFHMKJ4UT4oZxZTiW7GuGFeMK9Ylt7GueJfcym28S57Fu2Je8kyexbzkWswr7iXX5FrcS4bjXrEvGZbh2Jc8x75kV57lWXblm+zKr3yTb/Ir0/EvuZVpMk1uZVlu5Zksy7I8k23yTK7JNtkm1+RarsmwXMu1DMu3DMuzfMu3PMs5eZZvck7OyTc5l28yLedyLtPyLh4UC4oJxYRiQXGhWFAcKC4UF4oDxYbiQDGg2FBsKAYU/4n7xHziQzGfeE98KD4U74kRxXtiPTGiGFGsJ1YU64nzxIpiRXGe+E5sKPYTH4oPxX7iPjGd2E5cJ64T24kXxXZiPPGieFGMJ2YU24nnxHhiPPGcWI4cy7hsy7aMy7i4TrwovhPfiRfFimSlnJSZsZ/YUPwnphPPie3IPvmX+fhUDCpGFcOKWcWx4l8xLrmNPcWfYlAxqPhTjCr+FIeKUcWo4lBxqjhULCpOFaeKRcWqYlHxqFhVrCoeFa+KR8Wk4lXxqphU3ComFZeKW8Wt4lKxq7hUbCp2FbuKTcWv4jNxnBhNjCaOE6eJzcRw4jPxmRhOHCduE7uJy8Ru4jdxmbhM/CY2E7OJx8Rr4jXxmFhNbCZ+E8OJy8Rk4jYxmXhM3CZuE4+J2cRCYiDxkfhIDCS+EgOJfcRX4iuxj7hHrCR2EvOIncRQYh4xjxhKHCUOEuOIf8Q/YhyxjhhHbCPWEeuIbcQ5YhtxjDhHnCOOEbOItcRbYinxlphLLCWWEnOJp8RH4iuxl/hKbCX2EnuJrcRdYitxlbhL3CWuEnOJq8RUYi4xl5hKPCXGERuJecQ8YiOxklhL/CTOEmeJn8RY4idxkhhLjCVOEkeJj8ReYiSxl/hLjCRGEn+Jl8RfYjDxknhJDCZmEoOJw8RMYiZxmLhJ/CJ2EcOIYcQuYhuxi1hGbCO2EcuIY8Q04hrxirhGfCNeEa+Ib8Qs4hkxjVhFrCKmEa+IccRBYiMxkXhIvCPWEkuJn8RN4jCxmNhF3CKWEd+Ic8QsYh5xlJhITCSOEg+Jo8RJ4iHxkDhJXCTeEHeIR8QdYg/xiHhE7CEOEV+IM8Ql4gzxhrhEXCLeEI+ILcQT4hHxhFhCPCIeEUuII8QX4hJxhbhELCKuEFeIRcQUYhGxgphCTCFWEC+IQ8Qg4hExiPhDPCIeEX+IOcRlsYBYRCwgHhCLiEXEA2IDcYAYQEwgBhAjiAnEBGIEcYH4QewgBhA7iBvEAGIAcYOYQWwiPhGjiFHEJ+IU8Yj4RFwiLhGfiE3ECmIR8YH4QCwiNhAniBHEDGIGMYIYQFwWi4gBxABiEfGDmEQsIi4RR4ghxCNiDrGGeESsIcYQj4hHxBhiC3FYLBaPxWOxWEwWH+NknI2T8TLOxtl4GTdjXxyNe3EvjsZ/nIt18TPWxXr8jJ+xHu9iaRyNr3E0/sXX+Br/YmC8x8+Yj/n4GQfjZuyMs7EzZsbZOBszY2W8i3nxM+bFffyMn3Ef+/EtpuNnTMd1/IyfcR3fcR7j8TPGY1z8jJ8xLrZjY/yMkfEzzsbIGBlnY2V8jLNxMc7G2LgYF2NsPIyx8TUexsP4GgNjP4bGzxgaV+Nn/IyrMVgsja/xNL7G1ngaT2NrTI198S+Oxnucx8/Yjm/xM77jXPyMjTExfsbEWBg/42csjIMxHMtxHMuxLY7jOLbFczyL37gW1+I3psG+4F9xG7fwr9iFe8G7YF3wLjgXrAvWBeeCccG44FzwLfgWnAvmBd+CbcG4YFtwLRgXjAuuBdOCVcGrYFTwKpgVjApGBbOCS8GtYFdwLNgVDAuOBceCYcGv4FgwK7gV3ApmBa+CZ8GsYFmwLJgVHAs2BZ+CUcGn4FQwKhgVnApWBXuCQ8Gg4FDwKBgUDAoeBYuCQcGfYE/wKDgUTAr2BH+CO8Gd4E8wJxgTnAnWBGuCM8Gb4EswJXgSTAmOBE+CJ8GRYElwJBgSLAmWBEOCH8GX4EmwJdgSPAmuBC+CGcGN4EYwI9gR/Ac2BAuCDcGIYEGwIBgRPAhGBCuCB8GDYEVwIFgRnAgOBAeCE8GA4ETwIRgQDAg+BPuB/cCHYEKwIfgPXAguBP+B+8B54DswHjgPrAe+A+uB+cB34DswH3gPHAeWA9uB5cBzYDuwHXgOXAeOA9uB4cBzYDpwHVgN3AZeA6+B28Bs4DawG5gNzAZ2A8OB3cBvYDgwHPgNHAcmA5eBx8Bj4DKwGDgNbAYuA5OBz8Bl4DMwGrgMXAZGA6eBQcAfYA3wB7gDrAHWAHeAOcBA4ChwFzgK3ATuAneBm8BSYCgwFXgKTAW2Ak+Bp8BW4CywApgB7ABmAEOAHcAOYAhwBLgHPALGAeOAR8A24BEwCtgGbANGAa+AU8AiYCKwCNgETAQmApuAVcAZYAywBhgDXAHWAGuAK8ATYC6wFzgM7AUGA4eBw8Bg4C8wB3gDrAHeAF+ANcAa4AtwBvgC7AG2AFuAPcAUYA+wA5gCTAF2AEeAc8AzYB3wDFgGrAPWAcuAY8BkcAA4CweABcBZOAsLgMfgFbALuAbsAn4B14BrwC/gG/ALuAV8A74Bt4B5wDbgFTANmAa8Aq4Bk8FZuApnYTC4CldhMDgMrsJWmAwmg60wFj4C64B7wD1gHfAIWAmsA3YCO4F1wFNgHfASeAo8BV4CQ4F3wDpgJDASWAesBG4Bs4CZwCxgIjATmAlMBH4CB4GHwF3gIbAQuAvcBRYCA4Gd8BNewk8YCi/hJQyFpTAUjsJSWApH4Sl8AtYAw4A1wDpgGDAMWAccA34CE4GrwERgLHAVuAqMBb4CX4GxwFpgLHAYWAusBQ4Db4G5wGHgLHAWOAw8BR6DBcBlsAB4AFwGl8ED4ALwANgAXAAuABuAE8AG4ANwAjgBfABuAB+AEcAN4AYwAvgBjABeAD+AH8ALYAnwAlgDLAGWAGuAJ8BhsBhchcVgAHAVrsIA4CsMACYAX+ErTAB2APuAi8AqYBVwEZgIzANuARuBjcAtYCawFJ7CVHgKW2EqTIWtcBX2Af+Ak8A/4CBwEjgJHATuAjPhJqyEm/ASVsJKeAkj4RAwCFgDvAUOA3+BCcAKYAfwBtgDfAEmArOAU8A74BywDvgIvATWAS/hJuyEfcBJ4CIwEk7CSvgEXALWAJeAScAaYA0wCTgETISNcBEuwkb4CO9gHwbCPtyDgTAQ7sE+mId/MBAGwj84CP/gHA7CQTiHdVgI7+AhPIR3MBD2wT8MhH+4h4EwEO5hHu5hHszDPMyDdzgH37AO1sE3jMM4uIZt+AbbYBqmYRscwzZ4hmN4hmU4hmNYhuGaL7iFaXBb+wXTYFrtVw1XLVUNFezWUNVMwS7s1kzVTtVi1WTVTtVk1WbVTtVO1WbVaNVK1VTVTtVU1WDVTtVO1WDVYtVqwW6NVo0W7NZO1W7VcsG0Wq6aLpgG02q6artqrWquaqxqrmqvaqxqrGqvaqtqr2qwaqtqq2qwaqpqu+AXpsEvPINpMA2ewbXaqFqqGqkaqVoq2K35gmmwW6tVswW7NVy1WzCtZqvGC3ZrvGq9YBd2a71qvmqhapxqoGqcaptqoGqgaptqnmqbaplqnmqeaplqn2qfaplqmmqcaqFqnWqdaqFqomqUaphqlWqVaphql2qSapZqmGqUapNqmGqTapFqmGqYapFqkmqIaoFqiWqJaoFqimqHaoZqgWqGaoVqgWqBaoVqhGqOaoFqj2qPaoFqkGp/aoBqgmqCaoBqg2qAaoFqg2qDaoFqhGqIaodqgWqOao1qgWqNaoxqgWqMaotqgWqBaotqimp+an1qfGp+anxqe2p7anxqemp3anlqdmp2anlqeGphamJqb2piamNqb2pvamNqcGplamZqdGpmamdqdGp0amdqdWpdal5qa2peal9qa2pral9qbGpfamBqbWpgamFqbWptamFqbmpbalxqaWpcal1qaWppal1qampyamVqc2pzamVqdGpaaltqaGpoaltqaWpjanFqcGpfam1qbGpham9qbmpdamtqampjamRqcWpkamVqcWpxamVqcmpSalNqSGpTalRqSGpIalRqSWpKalhqS2pLalhqWWpOak9qRmpPalBqRmpGalBqR2pQalFqR2pHalFqUmpMak1qRGpEak1qRWpNak5qRWpFak5qRmpIakdqUmpUalVqSWpValZqSWpJalZqSmpWaldqSmpKaldqWGpAakFqQmpCakFqQ2otai5qL2ouaixqL2ovaixqKmoOag9qCWoPahBqCWoJahBqEWoLagxqCWoMag1qCWoJag1qDmo5ajhqMGo4ajdqMGowajdqJWozajRqMGo0ajVqMGowajVqNmoEagZqBWoFagZqB2oGaghqB2oHaghqCmoCagFqZLUANQA1shpZDUCtrOaj1qMGo9ajpqMGowajpqOWo7ajxqMGo8aj9qMGowaj9qPmoyahNqGGoTahVqGGoYahVqGmoVahZqGmoaahZqG2oWahlqG2obahlqHGoTZWE6sNqInVwmoDagNqYbVsLVsDqw2ogdWwtQG1ATVszVobUXtRQ1FDUXtRU1HDULtQk1CTULtQo1C7UEtQo1CjUEtQi1BbUEtQU1BTUEtQO1AzUYtRI1EjUYtRg1GLUZNRg1GDUZNRm1HzUOtQ41DjUOtQ21Abqw2okdXIagNqAmowaiVqI2ojaiVqL2onai9qImovaiBqImoiaiBqIWogah9qIWohah9qHmoGagRq1xqB2oDatXatDahZazZqO2owah5qH2odaidqKWovailqK2ovai9qK2otatLas0atUWvP2rT2rEFr0xq0Fq1Na9NatFat9bW/Jqz9NV9NWBPWfLVhbVlD1n41ZO1Y+9V+tWMNWDvWijVgDVgr1oi1Yc1XI9aINV8NWFPW/Fqy5td4tWQtWePVjLVl7Vfr1fqasBasKWvOml9z1po1v+bXmrVerVlj1nq1Xo1ZW9b2ml7ja3xNr+1qde2u6Wp3Da/paroaXsPVZrW5pqvNNbqmq+lqdK2u4Wp2TVfT1ezarRbX4JquBtdqNV1NV6vVaLVZTVfL1XI1XS2v3Wq2mq5mq8k1XU1Xk2sxzVetpf2qtbWX9ov2q/bWXNouWi+aLpouWi8aL9osGi1aLRot2i1aLVot2i2aLdotGi6aLZotGi5aLpor2isaLJorGixaLFosGiyaLFoq2ikaKRop2ilaKZopGioaKRoq2ioaKRop2ipaK9oomimaKJoomikaKVorGisaKRormioaKRopmipaKpolWiXaJ1ol2iTaJ9on2iSaJNojGiUaJBol2icaJBok2idaKFonmibaJ5omWibaJ9onWiaaJRol2iXaJ9on2iUaJponWifaJxooWijaJ5okWiTaJxom2ibaJ9omGifaJ9onGieaJ5og2iLaINoiGiPaINogGiNaIxoh2iCaI5oj2iBaI1ohWiDaIVogGiDaIdohGiCaIlohmiFaIJohGiJaIFogGiKaIBoiWiKaIJogWiLaIhoamhpaGZoa2hpaGVoZ2hpaG9ocmhwaGZocGhwaGRoZGhzaGBocmhvaGNoYmhsaG9obWhyaH1ocGh2aH5ofGh1aHVoa2hnaFdoZmhnaFdoVmhkaGpoY2hjaFdoYGhvaFdoVGhtaGtoXGhjaFRoYWhjaFdoVWhiaGBoXWhfaFVoXmhfaFdoVmhfaF5oW2hVaFloW2hUaFpofWhnaG9obWhlaGxof2h+aHpoe2h/aHdofmh/aHdodmh9aHVoeGh7aH9ofGh4aGRoemh0aGRoZmh3aHBoX2hXaFtoW2hWaFhoaWhnaFRofWh/aH1of2h7aH9of2h5aHpoRWhTaENoQWhSaEFoUmhSaEJoQmhRaFRoTWhNaEVoTmhNaEVoRmhPaE1oUmhEaFBoUmhHaE5oR2hHaE9oT2hFaEVoPGhIaEBoSWhIaEBoQWhJaEFoSmhJaEFoQmhLaEhoPmg9aFZoP2g9aFVoV2g+aEFoQ2hIaEdoSGhMaERoRGhNaERoV2hTaDtoO2hSaDtoOGg8aFRoPWhUaFRoVWhWaFdoLmgtaDpoLWgtaDloOWgsaC1oJWg6aCZoJWg4aCloOGgsaChoKGguaCtoImghaDpoIGglaDloOGgnaCVoMGgyaDJoMGgzaDBoMWg3aDNoMWg0aDRoOGgxaDloOGgzaC5oKWgoaCtoJ2gpaDloJ2ghaDhoO2g0aDNoNmg0aDBoMmg1aDdoHWgcaCFoHmgcaCBoImgdaCBoGWgbaBNoEWgYaBVoGmgYaBRoFmgZaBZoG2gZaBVoF2gaaBdoGGgeaBZoFGgfaBRoZrYwmgFZGA0ATQBNAA0AjQANAC0AjQCNAC0AbQAOjZWlitCwtjCZGE6OF0cZoVtqVJka70rA0MZoYDUsDoy2gKaA9oCmgJaA9oD2gJaA5oCWgIaA5oDmgIaAdoAmgidHIaGQ0MdoYDQKNAe0B7QGNAW0BjQENAq0BDQItAq0BrQEtAk0C7QBtAM0B7QDNAG0AzQCtAG0AbQCtAI0AjUqr0qQ0Ka1Km9KItCWtSFvSmLQirUhj0ow0Jq1JM9KMtCbtSGvSnLQj7Uhz0pA0J+1JQ9KQtCctSXvSoLQkLUmD0pQ0JQ1Ki9KGNCEtSAvShDQgzUf7aT/aj/bTerSZFtNaWjzzRWtp7czXTNfM18zVTNdM18zVjNWM1mwW7TabNYNFu9FuM1izV7NatNvs1uwW7TbDRbvNfs1wzXDNfs120ehZLxo+60WraTgNp9U0HK2e/aLZs1+0G82m2bQbzafpaDzaTttpPNqOVtNsmo5m03Kajqaj5TR9FmvGayZrJmvGa8Zqxmtma8Zqxmpma6aLVqPBNBqNRoNpM1pLc2kzbaa5NBstR8NpPa2n4TTczBXtNms1a0W7zV7ReDQdjafxNB1Nn8masZqpmqmasZqtouloOFo9qzWjRbvRbrSb5s9czXzRbrNYs1wzXrQZDaa9tJcG01waTJNpLs2lyTTbzNTs1AzVDNXs1CzVjNOs0wzSrNPM0wzSDNLM02zSzNMs1GzSbNIs1GzUbNSM1KzSjNSs1KzSrNKs1IzSrNRM1IzSjNJM1AzUDNMs02zRLNNM02zRbNFM08zRTNNs08zRzNFs04zT7NEs0izRLNLM0izRLNHM0kzRzNLs0kzRTNHs0gzTLNEM0ezR7NEM0azRDNHs0KzRrNHs0IzRrNJs0mzUDNLM0YzTbNFM0QzTjNIM1EzSTNIM1OzTjNBs0MzQzNBs0KzQDM7szSzN7M3MzSzNLM3MzazNrM2MzSzNjM1szSzNLM1szczMrM+MzwzQjM9MzwzQDNBMz+zOLM9szwzQbM/MzwzQDNDMz6zPTNDszyzQLNDszwzQ7M8MzwzQDNAMzyzP7M7MzgzQzM6szgzQDNCszizNzMyszCzNrMzszCzNLM3szEzN7M8MzQzPrM6MzizNLM4MzizNjM5szizNbM5MzizNLM1MzizOTMlsywzJDMlsy8zIbMtMy8zIzMhMy4zKLMwMzEzMDMzsy0zMTMzsy8zLTMmMyYzLjMlMzIzLjMtMzKzLzMksymzILMqsyWzIbMisyUzIbMoMymzIDMrsyWzIbMjsyczJLMpMyqzJTMqsyqzJrMmsyuzK7MeMx8zHzMeMx6zHjMwszGzMbMwszEzMbMqMyIzKjMqMyMzILMkMy2zJDMtMzGzJbMlMzIzJTMisySzILMisyQzIrMmMxwzIDMiMx+zHzMosywzLbMpsyIzITMmMy2zLzMusy0zMLMnsyAzL7MisyAzLDMusyMzK7MYMxwzGDMcsxwzGDMYsx0zG7MYMxszGDMYsxszGzMYsxqzGLMZsxqzGrMZsxozGTMYsx0zHTMcsx2zHzMXsxYzFjMXsxazF7MSMxGzFbMWMxEzFjMTsw0zFTMXswyzF7MPMwyzFLMXMwwzFzMOswwzFDMWsw8zErMOMw8zEzMSMw6zEjMNsw6zErMRsw2zEbMMsw2zEbMQswyzELMMMwyzELMQMwwzEDMNMwwzEDMRMw0zE7MLMwqzCrMLMwozCrMBswAzAbMBMwAzADMBMwIzADMDswCzALMDswCzBrMGMwczBzMGMwSzCjMFswizCLMJswkzCrMAMwMzADMCMwczAzMCMwQzB7MAMwOzB7MEMwIzALMIMwszBrMFswYzBbMFMwYzBjMFMwQzBjGwmNiublc3EZmOz5Aw5U86Qs+tMOVPOrrPlzDlrzsBmzRkWO8vOojOwmXQGNgubSWfSWdhsOlvOrjPm7DrDzpgz5gw7a86uM+TMOkPOjjPrzDo7zqqz48w4q86qM+OMOqPOjLPiLDqDzsBm0NlzBjYDmz1nztlwRpwFZ8EZcSac/WbAWW/WmwFnvhk/48322T7jzfQZb9bP9Jk+62f5rJ/5s3zmz/5ZPstn/2w3y810s3t2z3QzfGab1TN4Vs/sGTyDZ/Zsntlm8EyeyTN4Fs9ss9usnt1m9Kye1TN6hnshvZFeR2+kd9WqWe1d9baa1Wa1t9VL6w31Pno5vZzeR++l99HL6L30XnoZvYVeMe+YN8wb5h3zennHvGBeL6+XF8zb5QXzcnm7vF1eLu+Wl8t75d3ybnmvvFLeRK+i19Gr6G30OnodvY1eSG+md9Nr6d30dnotvZbeTq+mt9Pr6dX0ano9vZ9eTy+o99P76QX1inqlvFDeLC+U98mb5c3yPnmtvE9eJa+V18qr5F3yjnnPvGveNe+Zt8175kXztnnbvGheNy+aN83r5nXzpnnVvLzeXbP33fXqmr2z99X12nq/vHReM6+Zl84756Xz1nnnvHPeOq+d19RL6h31kno/vaPeUe+nV9QL65X1snplvbNeVi+rd9b76p314npfva9eXG+tF9esfWu9tWbtzH2nvE5eKq+Tl8lL5aXyMnlrvEzeI2+Nt8Z75C3yUnpLvaveUu+pd9W76j31pnr5vHteQe+eV88r6BX06nntvHrePK+d186b553zAnl3vELeHa+OV8gr5NXx+nh1vDleH6+PN8fb483x4nh7vD1eHC+P19B76HX0HnoRvY5eRy+iN9HL4l3xxnhXvC3eGG+Mt8Ur44XxvnhjvC9eF2+MN8br4mXxFnoJvZNeQu+gd9I76R30BnoHvYDeQG+gF9Dr5wX04nn9vH5ePO+dF88L573z3nnhvHFeOC+ZN84b5yXzlnnJvFHeMm+ZN8qr5c30WnoxvZbeRS+mF9O76K30Lnr/vJXeSu+fV9D75+3zCnoFvX1ePi+v2ez19fqazd5es9mM9vZ6e81ob64ZbVZ7c725ZrWX1svmffOqedW8b143r5G3yrvkXfJWea28tWbue2vmzt731ntr9r623hovnZfKS+Wl8355Yb2s3lgvqxfVG+uN9aJ6Xb2oXlOvq9fVa+od9RJ5gbxIXiQvkFfI++Zl88p52byGXjmvnNfQ6+gN8tZ4h7xD3hpvkRfGG+Ol8cZ4b7w0XhrvjdfG++PF8QZ5g7w43hqvjLfFW+Ot8bZ46bw/Xh4vjlfMe+Yd80Z6Kb2rXl6zdzZ7pbxZ3i2vljfK2+TF9f6ate+Ul8qL5U31qnpXvUbeJG+Vl8Y744XxFnonvZdeSq+kt9Qr6X30lnpLvY/eUK+Hd8Sr4dXwjng/vCNeEu+H98NL4jXxmnhTvCDeFK+KF8QL4lXxonhBvCjeDS+K98S74d3wnnhLvBveEu+Ft8Qr4r3wXnhFvCHeC2+I18Jr4Q3xcnhNvCDeDy+GN8Or4c3wdng1vBreDq+Hl8CL4AV7EbwJXrAX7E3wKngFvAHe6xvgHXuv7/Ude8leAO/1LXvL3utL9oq9BV7rW+Bd8Fpf67vgvb4LXgPv9b2+Bl4Bb4VXwkvhpfBKeCe8Et4G74R3wtvgjfAaeBe8B94D74IXwkvgBXsHvGDv9R3wDnivL4AX+2bf6pt9w97qW33DXusb9oq91lfBy+AFexm8Dl6wF+x18DZ4HbwP3gZvg/fBG+ENvsL3f4Xv8P3f/x2+xNf4Hl/+Pb7Il3/5F/kmX/3d3927v7x39+5e3tu/0Rf65i/0fb75m7/Pt/n2Xt/rv7739/qv//7e//29wPd//xf4Bl/jy7/Fl3//t/gW3/8lvru3f/3Xf/u39+Zv89W9urf5Ol/pG335l3+jb/4yX+o7fZOv8uVf5bt8+Zd/l6/0Xb7MV/pKX+Y7felXfm2v7ZXf+ZXf2Tu/8zt747d+7ff22u/93t7be7+4937xF/fiXvzNvfJLv7f39tJv/bav6/p63fd1fbm+3tf99b4vzf310t6a+8v99dbe2Vt74Xf2zl74jd1Zriz3kivLheVeci+5sNxWbioXlUvIReWecgm5hNxT7iD3lGvKHeQOck25glxTbilXkCvILeUGcvG4eVxAbh73kAvIBeQecg25iFxVbiFXlZvKLeQWclO5hNxAbin3j1vKJeX+cf+4pFw/Lil3k+vH9eNuci25l9xWLiW3lcvKpeRSclm5j1xW7ir3kfvIXeU6ciG5rtxIriv3lRvJjeS+cie5r9xY7iR3khvLreTOci+5ttxLLibXlmvLxeTicjG5nFxcLi6Xk9vJreTGcjO5sVxabiY3k0vL1eTScmu5mlxNbi3Xk1vLveV6cj25t9xP7i03l/vJ/eTmckG5u9xerii3l8vLFeWKcnm5oVxeri43lBvK1eV2cv24ltw+riVXktvH7eNKcvm4ktxGLh+Xj9vI3eM2chm5e9w9LiNXj8vITeTqcfW4idxDLig3lzvKzeXucke5o9xdrih3lavKdeTqcnG5ndxDbh5Xj4vIVeSqchW5i1xVrip3kevIZePKcc24ctw2rhnXjNvGPeO2cdW4Z9wzrhpXjKvGBeOKccW4YFwrLhhXimvFteJKcZO4UlwfbhI3ievDreH6cFe4Ndwa7goXhRvGXeNycde4ZlwuLhfXjPvFNeOecb+4X9wzbhf3jCvG7eJ2ccW4WlwxrhVXi6vFteI2ca24SdwmbhM3ifvDTeLWcH+4P9wa7guXjgvHfePCcdO4b9w3bhp3jJvGzeKOcce4WVwobhYXiAvFheICcW+4QFwV7g33hqvCPeGqcD+4J9wT7ge3g/vBreB2cDu4FVwK7hDXhdvDdeGmcHu4PdwUrgk3hbvBNeGacDe4GtwNbgRXg6vBjeA+cCO4BNwH7gOXgFvAJeCCuQXcAi6YG+aWccm4XlwyLhbXi+vFxeJGcbG4VdwobhS3ilvEnePacdu4dtw4bhu3jRvHVePGcdG4alw1LhoXjIvG3eKCccG4W1wp7hYXiSvFleIicX24SNwYrg/XhxvDXeHGcEu4K9wVbgl3hOvGLeOmccu4Xtw0bhrXi5vF9eIqcbO4WVwlLhBXiQvDBeICcWG4KlwYLghXhavCBeF+cEG4FtwP7gfXglvBteA6cCu4FVwHLgT3hWvD/eHacIm4P9wfLhG3iUvEfeI2cZu4T1wt7hOXiqvF1eJScbu4VNwrbhe3i3vF/eJecae4X9wv7hSXi+vFjeIqcaO4NFwlrhKXhgvDpeGScGG4MFwSLgiXhJvBBeGCcDO4FtwMbgPXgmvBbeA6cBu4B1wHrgP3gJvAPeAGcBO4CdwArgC3iNvDjeJGcXu4NNwergmXhkvDNeGScE24GlwSLglXg5vB1eA+cDO4GdwHbgP3gVvAbeA2cAu4B9wC7ph7wD3gjrlkLg53hsvDneHKcHm4PFwZbg63hSvCTeGKcD24KdwUrgd3g+vBleBucDe4EtwIrgTXgBvBjeAacAm4BtyrS8Al4F5dMFeEG8L14IZwMbgeXA8uBneCi8G94E5wJ7gXXAauDneHa8Td4QZxjbhG3CAuEzeIe8Rl4jJxj7hO3COuENeJ68QV4i5xy1wxV4Er5iJwFbgKXATuBBeBK8Gd4E5wJbgeXBuuDpeIq8M14hJxibhG3CeuEZeJ+8R94jJxqbhMXCcuFZeK68S94jpxl7hX3CvuEneKu8PF4QZxcbg83CBuEJeHe8Tl4eZwj7hH3ByuEFeCi8A14CJwsa4B14CLda0uA3eBq8Bd4AJwFbgKXABumSvmZl0ELgI362JdFO4Kd4T7wq3honA5uB1cCu4It4TLwYXgOnATuBTcCi4Ed4LLwFXgunBbuClcFq4Md4YLx3XjpnHXuGxcM64cd47bxq3j0nHfuHbcO24ct4g7xO3hHnDJ3ADuAneAC8At4Ia5Y64B1+pe3TtuHTeOW8d948Zx47hvXDTuG3eMi8ZF445xt7hjXCjuFneLC8VF4kJxb7hIXCTuDTeGe8M94cZwY7gn3BLuCbeDW8It4XZwObhTl+r2XKpbdXtuz626Uhfp7q7RNbq7W3R3V+gW3aIrdImu02W6PJfpDl2ey3OH7s7lub7rdJ2u70Jd3+25UBfq9lyp27u8u3SXLu8mXd7d3aSbdHcX6R7doat0le7QZbo+9+fm3Jz7c3XuzwW6OlfnAt3cBbpBN3dzN+jqbtAVurqru0J3d6duz/3dpdt0e7fpPt3e7d2n+7tPN+r+7u9G3akLt7pc13VbXS0uF3blVpcru7ZWV6vLtbW8XJt7a3m1vNxb28u9uXbbq+3l2m7r2u7ttm7r3u7MvV3cnbkzF3dpLu7iXJpLc3Hu6+Lc2n3d163bX27t0u2v9pdLt75c2p1bX60vd253ubMbt7vaXW7c5nJjt9bmanO5tfZW26b906pp1bR/Wj7tn/ZRy6fl0z5qG7WP2lBto7ZRG6r91IZqYbWf2k8trPZUC6sV1Z5qT7WiWlCtqBZSC6oF1UJqHbWQWkCto9ZRC6jd0wJq37R72j3tmxZNK6cd1MJp4bSD2j/toJZS+6f901JqH7WUWlPto/ZRa6oN1ZpqZbWh2lCtrBZWK6st1cJqYbWlWlFtqXZSK6oV1U5qIbWTWkItpBZSS6gF1BJq6bSAWkAtnfZNe6dN1Npp7bSJ2kNtopZTe6g91HJqL7Wc2lftpfZS+6pV1b5qbbWqWlWtrZZWa6t11dJqabWu2lWtq3ZTu6pd1W5qMbWbWkUtphZTq6hF1Cpq8bSIWkQtnlZPO6ct1N5p77SF2kRtoTZTm6hN1GZqObWZ2lYtp5ZT26p91bZqa7Wv2ldtrdZWW6tl1dpqbbWsWlctq1ZT66p11WpqN7WaWkPtpnZTa6hV1Bpq67SKWkVtnRZP66mN1FpqI7WLWkutpXZRG6hd1PZpA7WB2j5tmjZPe6iV08ppD7WD2kPtpXZQO6i91FJqL7WqWkotpVZVa6pV1dJqTbWmWlqtrJZWu6qV1cpqV7Wl2lUtprZUW6rF1E5qMbWI2kntpBZRS6hF1OppCbWEWj0tnbZTS6pF1ZJqY7WoWlRtrHZWG6sd1c5qZ7Wj2lTtqNZTm6pN1XpqLbVrWj+tm9ZN66cV1PppGbWCWkEto7ZSy6iV1FZqK7WS2k6tnfZQm6eF0/5p27SdWlRz2jhtmpZNG6h10wpq47RxWkFtoVZQW6kt1BZqK7WZ2kotqjZTm6lF1bZqUbWz2lZtq3ZWW6ud1aZqa7W12lQtqzZVa6ll1bJqLbWaWkttoFZTq6kN1BpqA7VsWkOtoZZNW6ft0H5oZbQf2hqtjFZGW6M90tZol7RH2iPtkpZLu6QN03JpubRhWjNtmPZMa6Y1055py7QmWhLtjZZES6O90d5oabRGWhotkdZIa6Ql0lppibRRWiutlTZKi6WN0lZpsbRY2iptk7ZKm6Rt0jZpk7Q92hStiTZHa6K90eZoc7Q3WiXtjdZIq6RV0hoJJXgqeCV4JHgqeCp4JHgpeCR4I3gpeCl4I3goeCB4H3gieCJ4H3gheBl4GHgbeBh4F3gbeBt4F3gWeBV4FHgNeBR4E3gNeA14E3gSeBx4GngdeBp4G3gdeB14G3geeBV4DXgWeBZ4DXgbeA54B3gNeA14B3gLeAd4CXgLeAt4CXgMeAl4CHgMeAx4CHgKeBt4GngZeBJ4EXgNeBF4EHgNeBB4D3gNeA14D3gOeAV4A3gGeAZ4A3gEeFbeGO/KG+OR8a68K4+Mh+WR8cp4WB6WV8YD45XxAPDAeGA8ALwsDwAvAC/Ly/IC8MR4YrwAPAG8MZ6VF8YL41l5VV6St+QdeUfekofkLXlNHpKH5DV5Sl6T9+QpeUrek8fkPXlSHpPH5El5Tp6UN+U5eU7elAflTXlUHpQH5VF5UZ6QN+QFeUHekEfkDXlFHpFH5BV5Rp6PB+T1eD0ekPfj8Xg9z+f5vJ7383Y8ncfzeJ7O23k6Hs7LeTkP5+V4OJ7Nu3k3z+bRPJtX82gezat5N56NJ/Nm3syTeTGPxoN5M96MB/NqvJb/xXt5L/+L5/K+eF58L74Xz4vfxd/icfG5+Fw8Ll4XH4tXxc/iVfGs+Fn8LJ4VX4tnxbvia/G1eFe8Ld4V/4q3xdviX/G0+Fd8K54WT4tvxcviW/GreFm8LH4VD4uHxa/iU/GfeE88Kh4V74k/xXviQfGn+FM8KD4UT4oPxY/iR/GheFE8Kb4UH4ovxZviQ/GheFP8Kd4Rz4l/xD/iOfGdeEn8JF4RP4mnxCviFfGU+EU8Jb4Sv4hfxFfiLfGNeE28I14Tv4l3xDviN/GceEh8JB4Rj4iPxCfiI/GS+ER8Il4Sr4i3xDPiF/GW+Es8I/4Sj4lnxDPiMfGNeEx8Jr4R34jPxGviD/GG+EJ8Id4QT4gXwgPhkfBAeCM8Eh4Jb4SHwhvhnfBQeCi8E/4K74Svwl/hr/BV+C58FZ4L34XvwnPhx/BceDH8GH4ML4ZXwyvhkfBL+CU8Ej4Kj4SHwkfho/BQeCw8FP4Kj4XHwl/hvfBX+C68F94L34Unw3fhx/BkeDL8GH4NP4ZXw6/h1/Bq+Dg8H74PT4fvw9fh6fB0+Dp8G74O74Zvw7fh3fBmeDf8Gd4Mb4Y/w4Phz/BheDA8GD4Mr4XPw+vh4/B6+Dl8HD4OP4dfw8/h2fBr+DU8G54Mz4Yvw5PhyfBleC98Gf4L74X3wn/hsfBf+Cw8Fh4Ln4WPwmfhp/BR+Cj8FF4K74f/w9fh//B2+Dp8Hd4O74a3w7/h3fBu+Df8Gf4Nn4Y/w5/h0/BoeD38Hn4Ov4enw8/h5/B0eDY8Hb4Nz4Znw7fhy/BteDN8Gb4Mb4b/wpvhwfBf+C88GD4LD4bXwmfhs/Ba+Cn8IB4PL4jHw9/hBfGC+Dt8IP4H34Mnwvfgi/BEeCJ8EZ4JX4RvwjPhmfBNeCp8E94KT4Wnwlvht/BA+B+8Ef4HT4Q3whvhifBOeCI8E94J74RnwlfhmfBU+Cp8FZ4Kz4Wnwm/hufBc+C28GL4H74Mvwvvgj/BF+CL8Eb4Jf4R/wjfhm/BPeCv8ED4JH4RPwh/hg/BB+CO8D14JL4RHwqfh3/Bw+D08H54Of4fHw8vh+/B++Do8ID4Qf4eXwi/ho/Bo+DD8GT4J/4Q/wv/hAfF2eED8Hd4Ob4e/w7/h7/By+Df8G14OD4d/wevgXfA6+By8C94Fn4PHwbvgcfAteBz8Db4F34K/wbPgb/A2eBY8C94GX4NnwdfgV/A1eBr8Cn4FT4OfwavgY/Ap+BR8DB4Gv4KfwavgZ/AyeBW8Cl4GH4PXwb/gd/A7+Bc8D14ED4IPwYPgNfAh+BC8Bp4DP4GvwIPgK/AXeBA8CP4Cr4EPwY/gT/AjeBL8Cf4ET4JHwT/gIfAgeAh8BB4ED4KPwEvgN/Af+A58B/4D74F/wIPgKfAg+A88BZ4C/4G3wIvgQ/Al+BJ8CP4EL4GfwIPgSfAmeBT8Bj4D/4HPwGPgP/AfeAy8Bd4Bz4A/wB/gGfAFeAa8Ar4AX4BXwA/gFfAI+AH8AB4BH4BHwCfgA/AB+AS8AD4Bv4AXwAvgF/AE+AV8A54AT4BvwBvgy3gA/Bg/xgPgyXgw/spn+StP5bN8lqfyWH7KV3kqX+WtPJWn8lYeyzt5Kt/kmzyVZ/JZXowH48F4MT6Mh/JU/sk/eSrv5KF8lKfyUV7KU3kqL+Wnu1Q7WDtVO1U7WLtYO1g7XLtYu1g7XLtcO1x8u8u1y8W3vMu3fMy7vMvHvMzHPI6XeZnH8TeP43n+5m+e53c8z//4Hb/jf3yP//FHvsf3+CNf5GO+5WG+3f3iYR7e/eJru187X3yNr+188TQe5ms+5mO+5nF8ze88jsfxO8/zOw/keZ7ngfyPB/JL/sf/+CV/3Knaxdqt2q3axdrN2sXa5drN2s3a5drp2uXi3Z2unS7e5V/e5WX+5V9e5mde5m9+5mf+5m3+5ne8zdv8jtf5Hd/jdV7ne7zP93gi7/M+T+SDvJAf8j0/5H++53v+53k8jb/xNb7G33iav/E6nuZpXsfnvI7/+ZzP+Z/38T9v5H28jzfySF7JA/kkn+SBvI8H8jvv4338zuf8ztd8zud8zdN8zcM8zdM8zNf4dodr92uHa3dr92v3a3dr52t3a2dr52vna2dr12tna1dr12vXa1drt2tXasdqZ2pnasdq12rHaidr12rXaidrV2sna0drV2tXa0drt2t3audqh2qHaudq92rnamdr92r3amdrd2tnatdqd2p3atdq52rXaldr52rnaldrZ2uHavdql2qXavdqB2v3andrB2sHa3drh2vXi6ftfPE8/ud1fJEn8j3+54e8kU/yPh7JK/klD9zt2vHa9drx4me7Xrte/Iyn8TPextN4Gm/jb7yNx/kbf+NxXsfjfI7X8To+x/N2i3aMdpd2l3aMdpl2jHaOdpl2mXaOdpt2jnaPdpt2m3aPdpx2j3aQdpx2nHaQdp12kHaRdp12nXaRdp52kXaSdp52nnaSdp92knaTdp92n3aTdqB2k3aUdqB2oHaUdqF2lHaWdqF2oXaWdqJ2lnaYdqJ2onaYdqN2mHaadqN2o3aadqR2inaLdo12i3aXdo12jXaXdpV2iXaIdod2h3aIdoZ2hXaEdoN2g3aEdoJ2gHaBdn52fnaBdn92c3ZydnR2cnZ7dnR2dHZ7dnV2eXZ7dnp2e3Z9dnp2enZ9dnx2dnZ1dnt2eXZ4dnt2eHZ3dnt2e3Z3dnZ2Z3Zkdmh2ZHZldmh2aHZldmp2ZXZmdmp2anZmdmt2ZnZpdmt2a3Zpdm12aXZsdm12bXZsdm92bHZudm92b3ZudnF2cXZudnB2X3Zddlh2XXZbdlh2WHZbdll2YnZfdmB2YHZfdlh2YXZYdmN2Y3ZYdl52WXZadlh2WnZcdlh2WHZcdl52UnZUdlN2U3ZUdlV2VHZXdlV2VXZXdlZ2UHZPdkJ2T3ZOdkJ2QnZOdkF2TnZNdkF2QXZNdkx2QXZMdkB2THZLdkB2QHZLdkp2P3ZAdkl2SXZAdkp2UXZQdkN2Q3ZQdkJ2RHY9dkV2RXY9dj52RHY8dj12SXZIdj92SHZHdj92P3ZHdj52R3ZGdj52PnZGdkV2N3Y5djZ2NnY5djh2OXY6djh2OHY6djt2MXYwdi12MHYvdi12LXYvdi52MXYtdjJ2MnYtdjN2K3Ytdix2LHYtdi52M3YtdjR2NHYtdjV2KXYqdid2J3Yqdih2JXYjdiZ2JnYjdiR2GHYcdhd2F3Ycdhp2HHYhdhp2GnYhdh52IXYidh52HnYidh92InYgdh92H3Ygdh12IHYbdh12HXYbdhl2G3YWdhl2GXYWdhV2FnYTdhV2FXYTdhR2E3YRdhR2FHYRdhJ2EXYPdhJ2EnYPdhB2D3YNdhB2EHYNdg52DXYKdg52DnYKdgx2CnYJdgx2DHYJdgt21p10N7Yb20l32Z10F91ld9lddIfdRXfPHXaH3T131N1zB91Rd9QddHfdQXfT3XV33U13YLvprroD24HtqjuxXXUXthPbie3CdmS7sF3ZjmxHtivbAdiV7QLsAOwA7ALsBOwC7AbsBOwE7AbsCOwG7ArsCOwI7ArsDOwK7BDsDOwM7BDsDuycu+aOuWPumjvlrrlb7pQ75W65Q+6Wu+QOuUPukjvjLrk77ow74+64I+6Ou+KOuCPuirvgrrgb7oK74G64+3fDHXD37/4dcMfbAXe+HW/H2/l2u51v1+92u92u3+m7ftfb6Tt919vtu97ut9t3++6343e/nXDH7/idcOfvvfZf+6591/5r57X/2rk7r53Xzt197dzdbPe1+9rNdu1utqvt2l27q+3eXW0n797du5N3tJ28s3e0HW1n7+Kdvbt38S7e3bt5d+90u3k373Q7eqfb5Tt6R+/yHW6X73I73A63y+1uu9wO3912tx2+s+3wXb2z7Wy7egfvl/ZK+6O90j5pf7Q/2iftjfZJe6S90d5oj7Qz2iPtknZGO6Nd0u5ol7Rb2h3tjnZLO6Td0o5ph7RD2jHtlHZMO6ed0k5p57Rn2jntoPZMe6Yd1N5pB7WL2jvtnXZR+6hd1G5qH7WP2k3tp3ZTu6r91H5qV7Wv2lXtrPZV+6qd1T5rZ7XD2mfts3ZYu60d1h5rt7Xb2mPtuPZYO60d145rp7Xr2mntsnZdu65d1p5rl7W/2nPtufZX+6391d5qv7Xf2lvttfZWe6q91l5rT7W72lPtpXZXu6u91I5qL7WH2lHtqPZQO6k91P5pJ7WT2j/tnvZP+6bd0+5p37Rr2jftl3ZNu6b90v5oR7Qr2hPtiXZF+6Ld0H5ov7Mf2gvtd/Y7e6Gd0C5nh7P/2eHscfY/+589zk5nv7PX2QftdfY5+6B90D5nD7Tr2fnseHY8O5/dzs5n97Pb2e3sfvY/e6B9zv5n/7PP2eXsfXZBO6Cdzm5n/7Pf2QfthnZCu6D9zt5n37ML2vfseXZBu6A9z35nb7O/2dfsb3Y3+5p9ze5mT7O72dnsafY0O5v9zM5mV7Of2c/savYyu5odzV5mL7Oj2cHsaHYzO5gdzG5m37Kb2cfsW/Yt+5g9yz5mD7Nn2bPsYXYse5j9y45lx7J/2a3sX/Yuu5Xdyt5lv7J32b3sV/Yru5ddy+5lF7Nr2bXsYnYuO5ddzE5m57H72HvsPnYge4+9xw5k/7ED2YXsP/Yfu5A9yC5kJ7IH2YPsRPYhO5HdyD5kH7Ib2YvsRvYle5G9yL5kP7Iv2Z/sR/Yj+5Ndyf5kl7Ir2ZXsUvYmu5Sdyt5kb7JT2Z3sVPYqu5PdyV5lZ7JX2afsTHYm+5Q9yT5lj7In2ZPsUXYkO5I9yg5lx7Hf2GPsMfYbNfYXe43dxv5if7Hb2F3sNvYcu4vdxZ5j17G72HXsLfYWu459x/5ih7HL2G/sNHYYO419xg5jh7HP2GXsFPYJu4R9wg4Bwk5gh7A/2AnsBPYHu4NdxZ5iZ7Gn2E3sLHYWu4mdxB5iH7FH2EfsJfYIe4S9xM5iL7Gf2FnsLPYTO4pdw55hl7Bn2C/sEnYJ+4Wdwr5h77BH2DvsHvYIe4Tdwx5iF7GD2FfsIPYP+4p9xf5h57AX2AnsBnYCO4LdwG5gR7Af2BvsDHYCO4N9wU5gJ7Av2BXsK3YWu4hdxM5iJ7FL2FfsGnYN+4qdw45gJ7An2BPsBHYFO4pdxc5in7BX2CHsG/YIO4Tdwd5gJ7BX2C3sEHYLO4Ydwg5hx7Bv2AfsYbuAXcAetgfYyXYAe9k+YAewh+1k+9gOYB/bxXYAO4BdbA/b793f933f/f3f/T24//u/B3fhHtyRu3AX7sg9uSP35p7ck3tzf+7NXbo/9+cu3am7dLfu1J26W3fsbt3BduyO3cH27H7dq3t2z+7VHbtXd+iO3bE7dKfu0F25U3fqrtyfu3In7s/9uRP35E7cfXtyT+6+Xbj79nwX7sI93/893/H93/8d33m6rr3We+m99np393rX7e7u7rp9tuv2fp/ts73f5R1st+7Tfbpb9+hu3aV7dI/u0p25S/fmztyZe3M37s0duRt3447cgTtyD+7AHbgH990e3P19t+92f7d3f793e7f3e7fpuXRe+i/9l85rt3VeO223d3un7budtt/23b7bbztwv+25HbgD99xu3HN7bzfuxr23M/fePtyZO3Mf7tF9uB/36B7dj/t0x/d8x+24Pd/hPd99O7zDu2+nd99O3Omd3om7vhN35a7v+q7cf7tyh+6//bdD9+IO3at7cS/u1X25V/frvtyX+3V36rp0W3tNt6XX2mt7Ta+l+9Jr6bJ0X7ovXZYOSz+ls9JT6al0VjovnZX+Suel89Jf7TT9lU5rp+00ndZ+02npuPbbftNx7Tkd197uuT23t3tvb/d47+29Pd6He7zP+3Af7vN+1GHprvRbuit9lX5Lv6Wv0mfpq3RU+ix9lo5KL6WT0lvpqvRWe6yr0lXt8d7u+/7v/M7v/87TPemfdFP6Jz2Ubko3pYfSVemhdFG6Kl2VLkonpavaW93U3uq4dFO6KR2XPkrHpdPSR+mjdFo6KJ2W/koHpYPSX+md9Fc6K72T3klnpWvSWemndE26Jv2UnknfpIPSMemYdFD6JR2U3km/pF/SO+mV9E76JL2SXkmfpEvSQemb9FH6Jp2TPkofpXPSPemadEp6J72TTkmfpD/SIemadEh6JF2TrkmPpFPSd+mz9Fh6LH2WXkp3pGvSLemWdE16Jt2XDku/tde6rr2me9JN6aP2WG+1z7u92/Rf+7vjdljnpefSU+mO9Ee6pv3dYX2XvmuH9Vk7vNP6LH3WTuu3dnrX9Vv6rV3Xfe36/tN96b72317bf3txr+21vbjXe3Ff7vVe78tdty93567bdbtz73VEeiLdj55IV6T70f3oivQ/OiG9kM5HL6Qb0vnofHRDeh/dkH5I76P30Q/piPRAuiBdj65HF6Tv0QXpg/Q9+h59kE5I96P30RHpgHRGeiOdj75HJ6Qr0hfpf/RFOiP9j/5HZ6QD0u3oePQ7+h0dj55Hr6PT0dPoaXQ6Ohqdjj5HR6Oj0efoZ/Q5uhz9jH5Gl6Ob0eXocXQzuhk9jl5Gj6PD0cvoZXQ4Ohkdjv5GJ6OT0d/oY/Q3uht9jD5Gd6OL0d3obHQxuhidjQ5GZ6Or0cHoYHQ1uhddjb5G96J70dfoX/Q1ehv9i/5Fb6OH0avoUnQuuhQdis5F56JD0Y/oUHQm+hH9iM5EV6Jb0bPoU/QpehZ9iz5EF6Ir0YXoRHQluhKdiF5E56J30a/oXXQs+hX9io5F16Iv0ZvoSPQmuhMdiY5Ed6JP0ZHoRvQl+hLdiJ5EN6IP0ZPoSfQhuhLdif5En6Jz0a/oVfQi+hFdif5Ej6JP0aPoVPQp+hSdim5F/6Hj0IPoQXQcug69h25D/6H/0G3oOHQbeg+dht5D36HT0GnoO/Qa+g6dh15Dr6Hz0G/oPHQf+g39hu5Dz6Hn0H3oQPQW+go9hr5CT6HH0GPoKXQVegs9hu5Cj6HP0F3oLvQZugxdhc5Cj6Gz0F/oMfQY+gsdhn5CL6Gj0FHoJXQTugh9hA5CH6GT0EHoIHQSegi9g/5B56Bz0D/oHvQNegZdg65Bz6Bj0BfoAHQFOgBdgK5AV6AL0BvoAvQBegO9gT5AJ6CT6WM6BX1MF9Mp6BR0MR1MB9OxOgWdgo7VJehY/apL0CXoVx2CftWtOgQdgm7Vs3oAnUy/oF/QyXQKegH9gU5AJ6A/0BvoBvQIegG9gB5Bf6Bb0CvoCfQEegUdgV5Bn6Aj0BHoE/QD+gQ9gn5AP6BH0A3oYboDPatndQc6BD1MZ6A70MP0Mp2BXqYD0BnoDHQA+gIdqSd1pZ7Ul7pSV+pLvakvdabe1Js6U4fqTN2pQ3Wo7tSfelE36kfdqCP1o37UkbpSF+pDnagP9aJO1Il6UT/qUh2qR/WoDtWfOlAX6kE9qAt1oh7Vp7pUn+pUXapLdape1W86rfc6reP0Xu91nP7rOP3Wf/3Xbz3Pe+W+9FruS2/1ml7TW92m63RY53VYj3Ve5/VYv+m5rus+Xdd3uk/36Tv9p+/0Xf/pP33Xc7mufJf+5rvyXvqrv3kvvabbeq37eq3Puq/7+qzzclx5rvxXnivXlf/Kf+W69Ff/6Tm9p+d0XO/pPR3X7fxWjivnlfPKceW/dJ/+67nO02dd1nud12+6r/d0W291V7fprj7TbbpNn+k6fabTdJ2u02k6nNPKbeWz8lm5rbxWHisflcvKZeWjclL5pRxTrirHlGfKVeWq8kz5qjxTrilfla/KNeWsck35ppxVzirflLfKN+Wc8lZ5q5xT7irnlHfKXeWu8k65p9xV7il/lXvKP+Wv8lf5pxxW/ikHlcPKYeWg8lD5qDxWLiqPlcPKReWiclh5qBxVbilPlVvKL+Wp8lT5pVxVjio/lU/KT+Wm8kn5pNxULik3lZfKJeWS8lJ5pHxSTilHlVPKK+WoclR5pdxSDil/lA/KH+WN8kH5oLxRvihflCPKDeWGckT5oTxQnigHlAPKE+WC8kS5olxQLihXlA/KFeWM8kH5oJxR7ih3lEPKB+WG8kL5orxQTihflC/KCeWDcjj5m9xM/iZ3k5vJzeRu8jP5nFxOLiaXk8fJxeRi8jg5mTxNziZXk6vJ2eRrcj15nlxLnifHk2vJteR48iw5nvxOniXPkt/JseRa8i25nnxL7iXXk+vJveRfcjt5nZxLXienk3PJueR08i75nFxMTicXk4fJ6eR08jB5l9xPDib/k//JweRj8j25nhxMDibXk3/J4eRm8ji5mbxMHiePk5fJyeRncjc5mhxN7iZPk7vJ2+Rp8jR5m5xNjiW/k3PJueR3cju5n7xPDibvk/PJweRgcj75nnxKTiWHklPJq+RQcih5ldxKbiRPkivJk+RMciW5kpxJviSfkkPJpeRScih5lHxJjiRXklvJr+RQ8iu5kxxKDiV3kj/JneRM8if5k5xJ3iRnkifJm+RN8iT5kTxHDiTXkQPJg+Q6ch15kHxHHiQXku/Id+RCch65kHxIziPnkQ/Je+RDciJ5j7xHTiT3kfvIieRFciB5jvxH/iPPkePIaeQ28hp5jdxGfiP3kHPISeQc8gw5iZxEniEfkWfIL+Qj8hH5hTxAbiI/kYPIT+QochA5iBxFLiNHkafIZeQy8hS5i9xEDiIvkZfIQeQkchB5h5xETiLvkHvIJ+QJcge5gzxBviAPkA/ILeQD8gK5hdxCXiBPkI/lAHKwHEAuIAfLwXIBuYHcQK4gB8sV5CBysBwsB5GH5TDyGHmFPEb+Iq+QV8hf5BDyFzmLHEIOIWeRr8g/5BryGfmMXEMuIteQZ3MRuYg8m4vlD3IKOYicQo4hB5GDyDHkG/Jo7syXuTNv5st8mTfzZw7NpTkzl+bUnJkzc2quIafm11xDriG/5tm8QY4gB5EjyMlyEDmInCwPyzXkH3IC+Yc8RE4gJ5CHyCXkMPIKeYu8Qh4hb5G3yCPkKvIIeYNcRa4ib5CDyCHkK3IGOYN8RS4ij+bLfJovc2w+zac5Nq/m1RybW3NsPpZbc2s+loPl0JyZP/NnzsyXeYDcQj4i35B3yEHkE3ILeYJcQf4gB5GL5WW5iLwsP5CLyEXkB3IGOTEv5r28lxdzX17Mjbkv9+XG/Jcb82P+y3/5MQfmxxyZA3NgjsyDOTJP5sE8mCdzYZ7MlbkwF+bKfJjrul05n/O6Xbmf5/I7t+V3bue23Jbb+S2v5TOdr3yWtzpfOl95q/uV2/md4/I7x3NcjsvxPNfx0unKazpdulx5La/pcuVuPud2Hudxbue03M7rnJbT8jp38zqnczd3czqv5bx8z3f5nuPyXb7LcXme/zkv7/M+5+W7PKfrlet0vXS7cl2u0+3K9dyWy3lO50vHK6/lc37L7VzO4TyXw/mb5/Jc/up66W7pZOls6WTpYuls6WzpYulq6WLpYOlq6WrpYOlo6WjpYOle6WTpbulm6Wbpbulw6VTpVulY6VTpWOla6VrpWOlc6UrpTOlA6UzpTulA6UDpTulQ6TzpPulS6T7pQIHSodJR0l3STdJd0mHSTdJN0mHSpdJh0nXqpPOkA6UbpSulK6UbpSOls6SrpEulq6STJEk3STdKB0onSidKB0oXSpdJZ0mXSsdJt0mXSrdJp0mXSpdKp0mXSQdJF0gXSRdJF0gnSJdIh0iHR4dId0iHR4dHd0h3R3dIZ0h3R3dHZ0hnR2dIV0hnR2dHV0hHSBdIB0kHSAdIB0n3R+dH50jXR+dI10jXR9dH10jHR9dIx0jHR8dHx0i3R8dIt0i3R7dHt0inR7dIp0inR6dHp0iXR6dIl0iXR5dHl0iHR1dHZ0c3SDdIZ0dHSOdH90fnSPdHB0nnSOdIB0n3SCdHR0c3R+dG90bHRsdG90bXRtdG90YXRxdH90YHR7dGp0aXRpdGp0aHRndGZ0ZHRkdGZ0ZXRsdF50XXRedF90XXRddF90UHRtdFN0YXRhdGN0YnRsdE10RHRNdE90RHREdE90RXRPdEB0VXRFdEB0UXRZdFZ0WHRYdFZ0VXRYdEJ0R3RHdEJ0RnRNdFp0XHRcdFp0W3RadFZ0W3RbdFZ0WXRVdEF0W3RBdFJ0W3RLdEJ0XnRMdER0SnREdEN0SnRKdEN0SXRDdEJ0SXRJdEJ0SHRAdGN0bXRSdFN0XnRDdFR0XnROdER0VXRUdFd0VXRVdFd0WHRTdDl0AHQwdDl0D3QpdAh0D3QvdCh0B3QMdBR0JnQEdCt0JnQGdAt0LHQmdAJ0B3QSdAB0B3QXdBB0BnQQdAV6azoLOgK9OJ6X7ogOhk6IDoguhk6GToguho6BTorLoFugU6q86Bzqqr6hzoHOiqOqzOgk5MJ0EnpgvTSdBJ0IXpIOgc6LC6BzqsDkz3QPdAB6aboDOh06E7oTuh06FDodOh26FDoUOh26HjoYuhc6HzoXOha6HzofOha6HroWuhS6HroeuhS6HjoTOgY6E7oDugY6F7ofOg66Croeugi6Croauhi6CboQOh+6ALoPug26ALoAug26Aj023QadCR6ch0GnRjOg26DLox3Zgugw6DToYuhu6H7ocuhs6HroBuhI6AboQuhI6AjoAuhG6ALoQOhG6AboAOhC6AzqpToLvqFOgY6K66q46BLkzHQNdAF6YL0zXQQdDV0NnQedDZ0N3QedB50N3QidDd0OHQidCJ0OHQldCN6TDosjoMugq6rC6rq6AD01XQUdCB6cB0FHQTdDN0EXQJdDx0KXQodBd0HHQGdCR0KnQrdDh0OXQldDl0OnQldCV0OnQmdEddUlfrkrqlrtbVuqUOp3vqoLpcB9X5dLku1/l0vM6ng+qGuqEOqpvqbB2uK+pwXU5X1BV1OR1Rl9PpOqKOqNN1Rp2u23VGnVG363a6no6p+3W/jqnzdTjdUnfrbt1Sp9MtdU2dTqfTNXVP3U/n1PV0PZ1Tx9Q5dT9dVPfTAXVRXVQH1AV1Qp1UF9QFdVJdVFfUHXW2ztYddbXOp+PpeF2u0+meOqGOqpPqmDqlztcpdUidr/N1SF2vQ+qMul7X64y6nY6me3Wt7tW5ulbX6tycL52su910Nh1N1+pmOllH6246N/cr50tn0806WDfrYh2sg3WxbqaLdTXdTDfT1XS03K4cr5yunK4cr1yv3KkcqlyoHKqcqlyoXKicqtyonKpcq9yo3KhcK1q5TzlaOVu5T7lPOVs5TzlbuVs5TzlPuVu5XLlROVc5UTlXuVk5UTlRuVm5T7lQOVC5U7lTOVA5UzlPuVy5TrlcOVy5TrlOOVy5TDlcuVq5TLlMuVo5TLlaOVmycrFysXKwcphymHKwcpdysHKvcpdyl3KvcqxyqXKXcqtyq3KXcqxymnKbcqRypnKgcqVypXKgcqRyoHKccqRypHKccppylXKWcpRyhnKHcndyh3KIcndyd3KIcnhyiHKJcnhyeHKJcnlyiXKKcnlyeXKKcn5yinKLcn5yfnKLcn9yi3KMcn9yf3KMcoJyjHKNcoJygnKNcoFyjXKPcoFygXKPcpFygXKRcoBykXKTcoBygHKTcn1yg3KEcnRydHKEcnVyhHKFcnVydXKFcnZyhXKGcnZydnKGcndyenJ7co5yjnJ7cpByk3KScn1ye3J8cpByfHJ9cpBykHJ9cpJyaXJncnNyZ3JlcnNyc3JlcmRyY3JmcnJyZnJocnJycnJocmpyVnJtclhybXJuclhyWHJucllyY3JwcmJyYnJwcl5ycHJvcl5yXnJvcltyb3JscltyW3JscldycXJccm5yXHJacm5ybnJacllyaXJzcmtyc3Jycmtya3JycmpyZHJhcnNyY3JycnByYXJgcnNyYHJfcnNyc3JfcnFyX3JdcnFycXJdclxyVHJVclByUHJVclJyVXJTclJyUnJTclFySXJKckdyR3JKckhyTXJJck5yTnJJck9yTXJMcklyTHJLcklySXJLckpyQXJEckJyQnJEckNyRHJFckNyQ3JFckZyQHI/cj5yPnI/cj1yO3I8cjlyOXI8cjpyNXI0cihyNHIzcihyKHIzcjJyLHIrcjhyK3IpcjhyOHIpcidyJHIjcjhyI3IicjhyOHIiciFyKnItcjZyLXIucjZyNnIuci9yKnI2cihyKHI2cjVyLHI4cjByOHI2cjByMHI2ci9yHnIxch9yH3IxciByKHIych5yHnIycjFyIXI3cjhyJ3ImcjhyJnIlcjhyOHIlciRyEXIQchpyEHIPchpyGnIPcg5yFHITchpyE3ISchpyGnISchFyDnINchpyDXIMchpyGnIMchlyF3IWchxyFnIVchxyHHIVchpyGXIdchpyFXIUchpyF3IcchhyGHIcchty0Fwy18wlc8RcM9fMEXN/jpqb5vzcNBfN+Tk/F83xuWjumeNzfO6ZY+acOWkuLCfNVXNhubBcNTeWq+asubHcWM6aI8tZc2A5shxZDiwXIAeWy+YC5ALksjkBuWxOLCcgJyAnliOQE8uV5QjkCOTKcgByA3IFcgByAHIFcgRyBnIJcgNyA3IJcgVy1Jyfu+b83DJ3zV1zyxw2t8w5c9gcNufMheX6HC9nzPFyu5wxZ8ztcsXcLrfnirlibs8Fc3tOzwVzwZyeA+b0nC4HzAFzupwvp8vlcr6cL5fL9XK5HJ7r5Xo5PPfL4Tlc7pf75XA5O9fM/Tll7s/1OWVOmetzxhwzh8zlOWTumMtzee6Yu3PH3DB35+7cMCfM/XJ2TpgT5uzcnVuQO5BDkGPm8hyfW5BTkDuQU5BLkDuQO5BLkDOQs+VquVuulqNzt9wtR+fqXJyDc7WcLTfnark5J+dquVpOzsW4KPwTPgr/hGPCR+GjcEz4JhwTTgjfhG/CCeGHcF34LDwXngufhePCZ+GxcFw4LjwWfguPhb/Cb+G38Fe4rZyL+8Jh4b5wXrxwV7lZ7sVl5d6ci8vCZeVcHBb+CJeEe8Il4ZNwT7gnfBLOCp+EU8JZ4axwSnglvBUuCoeFi8JH4bBwWPgovBQ+Ct+El8JL4ZvwTvgmfNEivBHeCH+Ed8If4Z7wTngn3BOOCveEp8JR4ajwVLkWT4XXqoX/wnvhtfBd+C68Fk4Lr4WzYoWrwlnhkSLhkHBIuCNcFa4Kd4Sfwh3hnPBT+CmcE64J54QrwjXhmnBFeCI8EC4It4QLwjHhlnBLOCb8Et4JR4WbwlHlaLgp3FSOlpvhs3BSeCycFB4Kj4XHwkPhr3BYeClcFl4KN4XLwmXhpnIzPBM+CDeEG8IH4YDwVLgnfBXuCWeFr8JX4azwWngivBCuCS+ED8I14ZrwQXgmfBG+CUeEI8I34YdwRzgjnBPOCWeEK8JP4bRwVXgtPBW+Cv+EX8Ix4ZXwSDgrvBf+C6+Fm8JL4Z1wUjgoPBSOCReEE8Jd4a1wWDiqXJuj4ZlwULgmHBROCteEa8JJ4adwUvgs/BR+Cp+F08Jn4bpwWjgtXBe+C9+D98Hh4H1wPzgcHA7uB4+D+8H/4HHwOPgf3A4+AaeAL8Ap4BnwBfgCPAPuAM+Aa8Ad4A5wDfgDXAP+AX+AP8A/4BfwD7gI/AJ+AReBc8BF4CVwDjgHvAQeAi+Bq8BD4CFwFfgJXAXOAj+Bn8BZ4DLwJzgVvApOBb+CV8Gr4FdwL/gVHAvuBfeCY8G74CbwETgIfATuAQeBg8A94BtwD3gHfAO+Ae+AY8C/4GNwNvgYnAzOBmeDk8HL4BVwCLgF3AIOAceAQ8Aj4BhwDHgEfAO+BEeCK8GR4EVwJbgSvAhuBC+CD8GN4EbwIbgQfAj+AxeCC8F/4D7wH3gO3AfuA8+B38Bz4DjwG/gNHAc+A8eBx8Bn4DPwGHgLPAbuAm+Bt8Bd4ClwIvgRvAd+BE+C98B74EnwJngPnAdOBCeC88CD4DzwHXgQPAi+AweC78Bt4EBwILgNvAauBGeCL8GX4ExwJzgTPAruBHeCR8Gh4FHwKTgUHAo+BZeCT8Gz4FJwKXgW3AqeBd+CW8Gt4FtwLfgWHAyuBdeCg8G54GBwMzgXnAtuBg+Dm8HR4GHwMDgaXAyOBn+Di8HF4G/wM/gbfA5+Bj+Dz8HV4HPwPLgaXA2eB1+D58H34GvwNfgeHA6eBm+D68Hb4G5wPbge3A3OB7eD/8Hv4HfwPzge/A/OB8eD48H54HXwE7gM/AUuA6eBv8Bf4DRwGDgNXAcOA4eB68Br4C3wFPgKPAWOAl+Br8BR4CRwFLgJnAROAjeBg8Cf4FXwJngTvAreA9eDs8HT4GlwNngZvAv+BfeCe8G/4GzwBTgDXALOAG+AS8Al4A3wCrgEfAK+AK+B68CB4A1wCHgF3A0uB+eDy8Hp4HxwPjgdvA6uAE+AR/EEOAI8ikdxBPgUR4AfwKf4FD+AS/EA+AD8iQ/AC+BP/IkXwKN4AdwAHsWjuAFcAT6Gi+FQXAzP4lAcimdxJ57FmbgTd+JMPIn78B+uw3X4D8/xH67jOZ7jOj7jOm7DZ3zGbbcv3Hb/un3dvu5fd637123rrnXXum3dqm5b96pb1a3qXnV3ulfdo+5Od6d71N3oHnVTuhvdjW5K95+b0g3p/nP/uSHdh3AmnsWreBbH4lW8imPx6+3pTnR/uj/die5Qd6I70h3qDnVHukXdlm5Bd6Y70y3o3nQLuhPdm+5Nd6Lb063r5nXHumPdvG5XN68b1u3qdnXDukndsG5TN6mb1G3qXnSbuiXdi+5Ft6R7zi3p7nPPuefcfe4ud587zd3l7nKnua/caW4x95X7yi3mxnKLucPcWG4sd5gbzB3mRnODucHcaG4yN5o7zk3mJnPHuengYHgYvsTDcDJ8iS9xMryJk+FleBNv4mV4ADzGZfzFX1y+eeHy3evmdfO6e92w7l73rBvWDeuedZu6Z92pblO3qTvVLelOdV+6Jd2S7kt3n/vSXejuc/e5C91p7kL3nTvNnea+c4u579xsbjG3mJvNHeZmc+O5w9xhbjx3G9yKg+FUHAxf4lScii9xJe7Dg/gPD+JL/If/8CUOxJd4EwfiQLyJC/Em/sSFuBB/4kT8iUdxIk7Eo7gRj+JT3Igb8SmOxKe4FEfiSFyKH3EpDoXiRRyKO514Ev/hQFzHgfiO67iO77gN3/EbbsNt+O3+hd9w9/51/8Ld2xbu3rduW7et+9a96r51t7pX3avuVveou9Vd6h51j7pL3ZTuUjemm9JN6cZ0Q7rx3GxuPbeem83952Zz37n/3H/uO3ej+85d6G50N7oL3Z3uQvelu9Pd6b50q7ov3aluVbeqO9Vd6051z7pr3bXuWbeve9bd6/Z1+7p74fPdC5fxGZ9xGc9xGc/hOZ7jOVx3l7n53IBuPrcmTTeoW9PNidPt6uZ0s7pd3a5uVncsHIgL8R0X4jt8x3d8h9/wHV7jN/yG17iL1/gMd3EXn9238NmN675137px3a1uXPeru9Xd6n51l7pf3bLuUnepW9aN6nZ0M7rf3IxuRPeb+82N6B5zI7oJ3WPuMTehe9Bd5gZ0Z7kB3V/uLHeW+8uN5P5yP7mR3EjuJ7eP+8l95PZx+7iP3D3uI3eRu8fd4y5yE7mL3ExuIjeRm8kd5WZyc7mj3FFuLream8tt51Zzq7nt3IluO7eiO9Gd6FZ0R7pd3aRuUDeom9Rt6CZ1L7oN3YbuRfeZe9E95z5zn7nn3FTuOXeXm8pN5e5yO7m73FduJ7eT+8oN5b5yY7mh3FBuLHeVG8sN5q5yV7nB3GTuRLegW80t6PZyq7nV3F7uKLeXO8kd5Y5yJ7mJ3EluHjeRm8jN4+5x87ht3D3uHreN28dt48Zx+7h93DhuJDeOO8iN5EZyB7mz3EHuIXeWO8s95LZyW7or3XnuSvekO8+d5550P8KNOBLvcST+4z3e4z+Ow3/8xnE4Dr/xGn7jMF7DaziMtzgRN+I8bsR7nMd5vMdtvMdxuI3bOA6n4Ti8htNwGl67c+E1vL1z3bnw9t6FC3EivsOJOI/v8B3O4zXO4zZe4zVu4zPcxmn4DJ/htBsXTrtz3bhuXHeu+9Wd66Z1v7pf3bRuWfeOe8mt5FZyL7m13EtuN7eWW8vt5jZzg7oN3YBuQLeh+8tt6D5zf7m/3GfuJ/eZm8r95H5yU7mP3FRuJ/eR+8jt5C5yO7mh3EXuIjeUm8kN5a5yM7mZ3FVuLneVm8zN5eZyk7nt3GTuQLed284d6FZ0W7rz3IJuQXee28ud555ye7m93FPuJPeUW8id5E5yC7l53ELuGjePm8dd47Zx17hl3DZuG7eMG8ct455x47hx3DPuIPeMO8Yd5A5yx7h/3G/uMXeTe8xt5G5yN7mN3DpuIzeNW8et46Zxw7hp3CpuGDeMW8XN4lZxn7hZ3CzuE3eKe89d55Zy17nl3FJuKbece8kt54ZzL7mX3HBuN/eg28+95fZz77m33FvuPbeU+9H95s5z57nf3FPuN3eTe8o95W5yC7mb3DpuIbeQW8dd49Zxw7hr3DVuGLeMG8bN4pZxy7hZ3DNuFveLe8Y9435xx8CHeA8v4j3cx4t4EffxI+7jP37Ej/iPI28Ut4p7xb3iVnG7uFXcNG4Xt4ubxg3kpnEbuYHcQG4j95bbyD3m3nJvucfcg24p95I7x73k3nHnuHPcO+4b95Zbyg3klnLnuIHcQO4ct4s7x33jdnG7uG/cLXAejuM3juM0fuM3TuMw3sN5uI/z8Bv3cR+/8f/GdJe6T92n7lI3qhvNHeZec6+5w9xt8CfexAPcZG46dyA8iCvx5f3odnS/uQ/deu4/t5W7zJ3lznXvumnduvD35nX/uIfcQfAhXsSTeIzncPluca+4Xdwp7hc3ixvFfeJWgR/ACeBSnAAuAJfiUlwADsUF4ABwKA7FAeBjt4RbwW3hVnAvuC3cFu4FN4N7wQ3gZnAzuAHcAm4At/UWcAu4rTeB23qH3QRuAnfYXeAOuwPcBe4Cd4A7wR3gHnAnuBPcA+4G94DbwN3gbnAbuB3cBm4It4PbwQ3hjnCT3QfusfvAbeAeu8duA3f21nCDuDHcIO4SN4Ybw13iJnFPb+od4Kbe1TvAHeCu3gPu6o29B9wDbuwNdiu4xe6yW+y+3mV32X29l3eHm8Dt4fZwE7gf3ATuAveD+8Fd4E5wl93L23kv7+HtvJ338CbeyVt5W2/lzbytt/Vm3s2bwy3g7nB3uAXcBO7m/bzD7ucNvcPusBt6S+/ibbydt/GO3s7beUfvsjt6A7jL7rIbwL3g5nBvuAXcAu4NN4N7w53hZnAzuDPcF27jfbyj9/FG3tE7eiPv5C3ixnCPuEfcGG4Sd9gtvQPcAW7pPb2zt4Eb7Aa7DdwD7gM3gtvAbeBGcEO4G9wT7gR3gnvC/eBO3tY7ekdv6w3gdnBTuBvcDW4K94T7wm3hZnBLuC3cFW4Fd9m94G7eYbf1BnGbuEvcxLt4O+/lLbyHd4Rbw+3g1nBjuB3cDm4MN4Ubwy3ipnBTuEXcE24Rd4h7wj3hDnE/uEPcH+4H94P7w+3h9u//5t3/3bt5N+/u3b7bd/9u3u3fvLu/effvBt7A+3cHb/qu7/uub/u+7/u2b9z93jPcr3t203C/cL9u2l275XvG/brn24b7hft12+7bvd/5jbtxd37r7t2t3/u93/qd43zdLu4X7tft3u99437d9E3jft23u3bDuF83fMe4X7hfd3zL9+7mbx3n625v99bduRt35278xt24G79vHC1cLdwrXC2cLdwr3CucLdwtXCycLNwrnCzcLNwr3CvcLBwtnC7cLtwr3C4cL9wr3CscL1wvnCscLNwr3CscLFwsnCtcKxws3C0cLtwrHC5cLtwr3CtcLpwu3CpcKhwrHCtcKpwqXCrcKZwqnCrcKRwq3CicJxwpnCdcKRwpHClcKZwpHCjcJ5wn3CicKJwnnChcKJwnnCdcKBwo3CUcIhwmHCYcIlwmXCGcIZwlnCHcIZwlnCXcIRwinCLcIhwn3CIcIxwnHCccI1wnHCXcJBwh3CScJBwhHCGcJNwgXCMcIJwjnCMcINwjHCBcINwj3CNcIJwgnCRcJJwgXCQcJJwgnCAcJNwjnCacItwm3CacIhwnHCVcIVwlXCVcIZwl3CWcJRwinCScINwgHCUcIVwhXCPcHxwgHCJcIlwmXCKcIlwmXCacIpwmHBtcG5weXBucG5wenB6cG9wenBvcG9we3B7cGxwcnBzcHlwcXBzcHhwcnB9cH1wdXB8cH1wdXB0cHxwdnBjcGBwe3BgcGRweHB4cGVwZHB0cH9wcHB/cHtwc3BzcHpwcHB5cGVweXBmcGVweXB6cGdwZnB5cHhwaHBpcHtwZXBicGNwd3B2cGBwe3BocG5wenB9cHZwdHBpcGpweXBqcGpwenB6cGtwanBccGFwXXBccGNwXHBbcFZwVnBXcFRwV3BVcFhwVHBVcFlwVXBacFlwVnBbcFlwVXBXcFhwXHBRcFJwUnBRcFNwUXBLcEpwSnBLcElwT3BIcE1wTHBPcE1wTXBPcE5wTHBFcEdwRHBHcEZwRnBHcERwSHBBcENwOXBDckCE4IbgeOB+4HTgfuB8/cEBwOXA7cDhwOXA6cDtwOnA8cDtwO3A8cD1wNHAycClwMnAxYuBg4F7gXOBS4FzgWuBS4FLgWuBY4FjgVuBS4FbgVOBS4FLgVOBQ4FDgTuBS4FLgTuBM4GjgUuBq4GrgUuBs4GDgXuBS4EzgSuBS4ErgZuBS4FLgZuBu4ETgPuBA4EDgPuA84ETgQuA+4ELgSOA+4D7gSOBG4DDgNOAy4DLgNOA24DTgOuA24DbgOuA44CLgJOAg4CDgJOAm4CTgKOAm4CbgKOAq4CjgLuAq4CrgLuAs4BzgGOAM4AzgGOAK4BjgBuAK4ArgBuAI4A7gEuAM4BLgFOAM4AzgFOAW4AbgGOAE4ATgGOAQ4B7gHOAa4BzgDOAa4BrgDOAW4ALgAODIcGQ4ADgwHABcGQ4MB4Yrw2FxZTgqDovD4qi4K06Kq+KiuCiuioPixnBTXBmuDDfFUXFWXBUnxYXhsjgxXBZnxYnhxHBW3BjOipPixnBjOCluimPimrgn7olr4py4JS6JK+KKuCQOiVvilLgkDok74oq4I86IK+KKOCOOiAvihjggDogb4oS4H86H4+F4OB9uh/Phergdbofr4XZcD5fD7bgdl8PpcDcux+FwOFyOs3E/Dsf1cD0cjsvhdFyOu3E+jsf1OB6n43pcj9NxP07H3bgf9+NuHI6LcTIOxsm4GQfjYNyMs+FqHI274WgcjLvhbjgYZ8PRcDPci3txM1zNhmXHsnnZvOxYti47li3L1mXrsmXZs2xXti27ld3KtmWzsnXZs+xc9iy7lp3LzmXXsnHZtWxaNi4bl03L3oVz7Vu4Ftfat+xf9i3blv3L/mXbsn3ZruxXti3bl23L7mX3sm3ZvGxb9iubl83LfmXDsj/ZnuxLtie7k33JvmR3si3ZnWxOtiXbks3J3mSDsivZpexSdiUbkl3JnmRDsiHZk2xC9iQ7kk3IJmRHsgPZkexGdiA7kN3I/mM3sgvZf+w/diG7j13INmT3sfvYhmw/tiH7kO3H9mMfshHZiOxEth/bj53IBmQnshfZgGxA9iKbkT3IFmQ/sgXZgOxH9iMbkO3IxmSHsi/Zl+xQ9if7lG3K1mRrsk3ZmWxTNik7k53JJmWPsjPZo2xM9ihblI3JxmSLskPZkGxKdim7lE3JRmUrsg/ZhuxNNiXbkj3IfmRLshnZjmxANiqbkp3KTmVTslXZlOxNtipblb3JXmXXse3Yeew8th1bj23HvmPrsfXYd+w99h77js3H5mPfsfHYbGw19hpbjZ3GXmOvsdPYaOw0thkbjY3GNmOfsc3YZewz9hm7jD3GlmPDsd/YcGw39hv7je3GbmO7sdnYbew2Nht7jf3FFmOHscXYZOwwdhibjD3GDmODsb/YX2wwthebjH3GHmPTsefYcuw5dhxbji3HjmPDsbHYWuwr9hVbi23FRmInsZnYSWwlNhObia3EXmI7sZ/YR+wnNhT7iH3EhmJHsafYWmwpthb7iC3FlmIfsaPYWOwsWewtdha7i73F3mJ3sbnYTuwjdhP7iI3EbmI3sZHYTOwpNhVbi03FrmJrsbXYVWwrtg37hv3DvmHjwGHnsIXYQ+wZ9hCbiD3DnmETsYvYQewZNhAbiD3D/mHPsGXIsF/YMWwa9g+bhl2jhm3DfmHDgGHHsHfYPHrYPuwithF7hh3EFmLPsHPYOuwftg6bh/3D/mHzsH3YUHtqI+2pXbWRNtKu2lmbt2ObZ/Ps2P7ZsT3bP/tnz3bQnu3bDtpB+7aL9m3v7KJdtHd20t7Zv520k/ZvK+3fJtpKW2kTbadNtI+203baR5tpI7AT2CDsBPYCG4QNwl5gO7AP2AZsAbYBe8AAG4DdwGZgC7AZ2ApsAbYAW4F9wL5gW7BT2BbsCXYKO4U9wY5g1zbOfm2cnbNf+7Vzdm7rbNx2bdy2bdd2bdumbdq+2a59s2vbtV27tl+7g73BTmFvsDPYKewUdgb7gu20mXbUZtpPO2pH7adNtZ+21KbaVFtqX22pbbWv9tW22mA2mY21wWwwG2tf7TBbzM7aWVvMRtoCbAB2ABuAPWYHsAPYYzaZDbWRdtNG2kK7aTdtob20hbbPXtpL22cbbZ/d20bbaPe2zQZhi9kIbAS2mF3ANmGXsCvYJWwSdgW7gk3CpmCTsEfYFGwK9ghbgj3CFmFLsCXYIuwHtgg7hP3AfmCHsB3YDWwBNgRbgJ3ChmBDsFPYEWwWtgqbg63CRmFzsDnYKGwNNgr7hK3B1mCfsDHYJ2wTNgYbg23CrmDL9tC22TZ7aBvtoS3bQFu2YRtoA23Y7tmwXbN7ds+u2b5ds2m2b/s2zd5tmj2zd3u3Z3Zut7A/2C5sF/YHe4X9we5gr7BX2B3sFLbOdm3ddu3Y1m3djm3eZmF7sFvYLWwP9gebzB6zsXYIG4TtwGZhc7A92DP7tXM7zC6zxewym4AtZovZBOwCda/al93abe2r/lXnqnHVumpc9a5aV62r3lXzqmXVs+pR9ayaVj2qHlXTqknVtOpaNamaVF2rLlWPqkXVsmpZtag6Vi2qDlXHqmPVoWpQdam6Vm2qrlXbqk3Vpmpb9anaVn2rPlWfqm/VqOpYNagaVg2q/lTDqmHVn+pX9afaU/2qflV7ql3VnupOtavaVd2pblV3qjnVrepWNaeaVc2q5lRvqlPVqmpNtaZaVb2pVlWvqjfVm+pVNav6T+2nBlT7qfvUgGpAdZ+6Tt2n5lPXqevUfGo9NaV6Uo2onlRLqhHViGpJdaQaU32pRlRfqi3ViGpEtaW6Uk2oHlQDqgfVgmpANaBaUP2nxlPfqevUd2o7dZ26Tm2nplM3qhnVj2pG9aL6Uf2oXlQrquXUceo1dZz6Tb2mXlO/qd3Ubuo29Zp6Td2mhlMTqgHVhWpANaK6UF2oRlQbqiHVj+pEdaL6Ua2oDlQjqvfUe2pENaBaTr2mnlOvqevUc+o5dZ2aTo2nrlPnqfPUdWo9NZsaUF2nrlRTqhHVmGpEdaa6Uf2odlQbqhHVh+pDNaI6UY2ojlQnqhPVkWpItYj6Qy2j/lB3qGXUMuoO9Ym6Qz2iPlGfqEfUNuoRdYzaRm2jjlELqWPUQGohtZAaSL2kBlInqZfUS+okNZUaS22lvlJbqaXUV+ortZS6SS2ldlI3qZvUTmoitZMaSU2kJlIjqY3USmomdZKaST2lTlInqafUVOooNZTaSQ2lflI7qZ3UT2okNY56R32i3lHrqE/UJ2odtYxaR02jllHLqGnUM+oa9Y06R32jPlLnqHPUR2of9ZE6Se2j9lEnqYHUQeofdY/6R42j7lH3qHHUJ2oQdY06RF2jzlGHqEPUOWoSdY7aR02iJlH7qFHUPmogNYoaRQ2kjlGnqdHUZ2o0tZn6TH2mNlOXqc3UZOoydZmaTD2mJlOHqcfUY+owdZc6TP2l7lJ3qb/UV+ov9Zb6Sn2l3lJrqU3UJeoXdYlaRP2iflGLqGHUTeoq9ZX6Sl2l7lJXqbnUXeouNZfaS+2iVlG3qFXUJuoWdYvaRL2i1lCDqC/UIOoQ9YX6Qh2izlCHqEnUGeoMNYmaQ02iRlFzqDnUKGoPNYo6Ru2h9lDHqEfUFmoPNYYaQ+2h3lB7qEfUG+oN9Yi6Qw2hflBfqB/UFeoL9YW6Qq2hhlBfqCPUEeoLtYT6Qp2hllBLqDPUE+oMNYd6Qj2h5lBTqDnUHmoKNYXaQ22h3lJ/qcHUYOovtZj6Sx2mFlOLqcPUZOohNZG6SF2kJlIbqU/UNuoedY/aRh2khlGLqGfUM2oRtYx6RW2iZlGzqE3UL+oxdZfaS62lxlJfqVPUJmoVtZo6TX2mTlIfqZXUUWontZR6R82j1lEHqW3UQ+ohtY2aSG2jFlITqYnUQuomtZB6Sd2kblIvqavUS2oqdZW6Sk2l5lJTqafUXGou9ZQ6S62gZlAfawZ1g/pYH+sGtbJuUDuolbWydlAvawf1gnpZL+sFdbJeUA+ok3WyHlAj6wE1gBpZI2sAtbAGUJfVwlpYl9VidbWm1gRqaj2tCdQE6mktoJ7W0lpALaCW1tB6r3O0rzpX42hftK8aV9O1r+7VBepeXa0L1AXqak2ghtbPWkD9rJu1gFpA3ayZdYDaWZPVZLWzHqt/tV/HtV/3dVzHdV/zta6e1Xmd17Oar2c1reZrvqbVcT2r8bqt2xqnA3Wac5pymnCab5ptmmyaa5pqmmqaaZppmmiaaJpnmmeaZppmmmWaZJpjmmOaYppimmGaYZpgmmCaX5pfml6aXJpbmlmaWJpWmlWaU5pSmlCaT5pNmkyaSppJmkeaRppEmkOaQZpAmj6aPZo7mjqaOJo3mjWaNJoymjGaL5oumiyaK5opmiiaJpolmiOaIpogmh+aHpodmh2aHJocmhuaG5oamhiaF5oVmhSaEpoRmg+aDpoMmguaCZoImgaaBZoDmgKaAJplzbGmWDPbBGtem9YmtTltRpvQprPZbC6byiayeWwWm8SmsBls/pq+5t/0m7wm39ybelPXzDXvJq5pN+tm3aSbdPPWvDVtTbkZN+FmrVlr0pq05qw5a77NlvmL6YvZi9mLyYvJi7mLuYupi6mLmYuZi4mLeYtpi2mLWYtZi0mLSYs5izmLKYspixmL+YrpismKuYqZiomKaYpZijmKKYoJivmJ6YnZidmJyYnJibmJuYmpiamJmYmZiYmJaYlZiTmJKYkJifmI2YjJiKmImYiJiHmIeYhpiGmIWYhZiEmISYg5iDmIKYgpiBmIGYgJiAmI+Yf5h+mH6YfZh9mHyYe5h6mHqYeZh5mHiYeJh3mHeYdph2mHWYdZh0mHSYc5hzmHKYcphxmHGYcJhwmH+YbZhsmGqYaZhnmGaYZJhjmGGYYJhumF2YW5hamFiYV5hWmFWYVZhUmFSYU5hTmFKYUphRmFGYUJhemE2YS5hKmEiYR5hGmEWYRZhEmESYQ5hDmEKYQphBmEGYQJhOmD2YO5g6mDiYN5g1mDSYMpgxmD+YLpgsmCuYKZgomCaYJZgjmCKYIJgvmB6YHZgdmByYHJgbmBuYGpgamBmYGZgYmBiYF5gXmBaYFpgVmBWYFJgUmBOYE5gSmBCYH5gNmAyYCpgJmAiYB5gHmAaYBpgFmAWYBJgEmAOYA5gCmAKYAZgBmACYAJgFnGLGOSMcmYY8wxphgzywRjYplX5pVpZVqZVWaVSWVSmVPmlCllSplRZpQJZUKZT+aT6WQ6mU1mk8lkKplJJpJ5ZB6ZRqaRWWQWmUQmkTlkDplCppAZZAaZQCaQ+WP+mD6mj9lj9pg/02f2zJ7JY/KYPJNn7pg75s7cmTpTZ+bMnKlj6pg5Zo6JM3HmzbyZOGbNpJk3po1pY87MmSkzZWbMjJkwE2bWmDUmjUljzpgz5st8mS7TZbZLX8tey11LXUtdy1zLXEtcS1zLW8tbS1tLW8tay1pLWktay1nLWUtZS1nLWMtYS1hLWMtXy1dLV0tXy1bLVktWS1XLVMtTS1NLUstRS1HLUMtQS1BLUMtPy09LT0tPy07LTktOS07LTctNS01LTMtLy0tLS0tKy0nLSEtIy0dLR0tHy0bLRktGS0bLRctFS0VLRMtDS0PLQstCS0JLQstBy0FLQUtBy0DLQEtAS0DLP8s+Sz5LPcs8yztLO0s7yzrLOUs5yzhLOEs4yzfLN0s3SzfLNss2SzZLNss1yzVLNUs1yzTLNEs0SzTLM8szSzNLM8syyzJLMksxyzDLL0svSy7LLcssSyxLK8sqSyrLKcspSylLKcsoyyhLKEsnyybLJUslSyTLI8siSyJLIsshyyBLIEsfyx7LHUsdSxzLG0sbyxrLGksaSxrLGcsZSxlLGcsYyxhLGEsXyxbLFUsVSxTLE8sSSxJLEcsQSxDLD8sPSw9LD8sOyw5LDksOyw3LDUsNSwzLC8sKSwpLCcsIywdLB8sGSwZLBssFywVLBUsFywTLBEsESwTLA8sCSwLLAUsBSwHLAMsASwBLAMuyZdmSbEm2HFuGLbNL7PK6tC6ry+qSuqQup8voErp0LpvL5VK5TC6RS+TyuDwujUvjsrgsLolL4TK4BC5/y9/St/Qte8t/6S/9Zb/sl7zlbrkv9WW+zJe6pW6ZW+aW+BJf3kt7WS9vS9tSXsbL2pK2fJeu8pfSl5KXcpcylxKX0paylnKWUpYSlvKVspWSlVKVMpXylNKUkpRylDKUEpTSk7KTspOSk3KTUpNSkzKTMpMSk9KSspJyklKSEpLykbKRkpFSkTKR8pDSkLKQkpCSkHKQcpBSkFKQMpAykBKQEpDyj/KP0o+Sj3KPMo8Sj9KOso6yjpKOUo4yjjKOEo7SjbKNso2SjZKNco0yjRKN0oyyjLKMkoySjHKMUowyjDKMEowSjPKL8ovSi9KLsouyi5KLkotyi3KLUosyixKLEovyivKK0orSirKKsoqSipKKcopyilKKMooSihKK8onyidKJ0omyibKJkomSiXKJcolSiVKJMokSifKI8ojSiNKIsoiyiJKIkohyiHKIUohSiDKIMogSiBKI8ofyh9KH0oeyh7KHkoeSh3KHcodSh1KHMocyhxKH8obShtKGsoayhpKGkoZyhnKGUoZShjKGMoYShtKFsoWShXKFcoVShVKFMoUyhRKFEoXyhPKE0oTShLKEsoSShJKEcoRyhFKEUoQyhDKEEoQShPKD8oPSg9KDsoOyg5KDkoNyg3KDUoNSgzKDMoMSgxKD8oLygtKCkoJygjKCEoISgvKBsoGSgVKBMoESgfKA8oDSgNKAsoCygJKAkoBygHKAUoBSgDKAskxJphRThinBlFilVVlVVpVUpVQZVT6VTqVT2VQ2lUwlU7lUJpVI5VFpVBqVRWVRSVQSlUPlUClUCpVBZVAJVAKVP+VP6VP6lD1lT/krf6Wv9JW9slfylDwlr+SVO+Wu1JW6MlfmSp0yp8SVuPJW3kqcslbSSlp5U9qUs3JWykpZGStjJayElTVlTUlT0pQz5Uz5Kl+lq3SVrbJN/kr+SvpK+kr2SvZK8krySu5K7krqSuJK3krWStJKykrGSr5KukqySq5KrkqqSqJKnkqWSpJKjkqKSopKhkqGSoJKgkp+Sn5Kekp6SnZKbkpqSmJKXkpaSlZKVkpSSlJKTkpOSkpKSkpGSkZKQkpCSj5KPko6SjpKNko2SjJKMkouSi5KKkoqSiZKJkoiSiJKHkoeShpKGkoWSg5KCkoGSgJKAkr+Sf5J+kn6SfZJ9knySfJJ7knuSepJ6knmSeZJ4kniSd5J3knaSdpJ1knWSdJJ0knOSc5JyknKScZJvkm6SbJJrkmmSaJJmkmWSY5JikmCSX5Jfkl6SXJJbklmSWJJWklWSU5JSklKSUZJPkk6STJJLkkmSSJJHkkaSRpJFkkWSRJJCkkGSQZJAkn+SPpI+kj2SPZI8kjqSOZI3kjaSNJIzkjGSMJIuki2SK5IqkiiSJ5IlkiSSIpIhkh+SHpIckhuSGZIYkhaSFZITkhKSEJIPkg2SDJIKkgmSB5IGkgSSA5IBkgCSJIlx5JhyWwSLIlNYpPX5DVpTVqT1WQ1SU1Sk9NkNAlNOpPN5DKpTCKTx+QxaUwak8XkMClMCpPBZDAJTAKTv2Qv+Sf/pJ/kJfnkntSTumQumUviSTx5J+1knayTdPKWtCVtyTk5J+WknIyTcRJOwslaspakJWnJWXKWfJNv0k26yTbZIn8hfSF7IXsheSF5IXchdyF1IXUhcyFzIXEhcSFvIW8hbSFtIWshayFpIWkhZyFnIWUhYyFhIWEhXyFfIV0hXSFbIVshWSFZIVchVyFVIVUhUyFTIVEhUSFPIU8hTSFNIUshSSFHIUchRSFFIUMhQyFBIUEhPyE/IT0hPSE7ITshOSE5ITchNyE1ITUhMyEzITEhLSErISchJSEhIR8hHSEbIRshGSEZIRchFyEVIREhDyELIQkhCSEHIQMhASH/IP0g/SD7IPsg+SD5IPcg9yD1IPUg8yDvIO0g6SDnIOMg4SDdINsg1yDVINMg0SDRIM8gzyDNIM0gyyDLIMkgySDHIMMgwSC9ILsguyC5ILUgsyCxIK8gryCtIK0gqyCrIKkgpSCjIJ8gnSCZIJcgkyCRII0giyCHIIUggSB/IH8gfSB5IHcgdSBzIHMgcSBxIG8gbyBtIG0gayBrIGkgaSBnIGcgZSBlIGMgYyBhIGEgXyBfIF0gXSBbIFsgWSBZIFcgVyBVIFUgUyBTIFEgUSBPIEsgSSBFIEMgPyA9IDkgNyA3IDUgMSAvICsgKSAlICMgHyAdIBkgFyATIBEgDSALIAcgBSABIMuQZMgx5BhSDCmGDEOGIbNILPKKrCKpSCkyinwinUgmcolMIpFII7KIHCKFSCDyh+whf2SP5CF3yB2ZI3VIHHkjbWSNvCFtSBkZI2tIGnKGfJEv0kW6yBbZHn8dfx19HX0dex15HXcddx11HXUdcx1zHXEdcR1vHW8dbR1pHWcdZR1jHWMdYR1hHV8dXx1dHVkdVx1THVEdTR1LHUcdRR1BHT8dOx05HTUdMx0vHS0dKR0nHSUdIx0jHSEdIR0fHR8dHR0ZHRcdEx0RHQ8dDR0NHQsdCx0JHQkdBx0DHQEd/Rz7HPcc9RzxHO8c6xzpHOUc4xzfHN0c2RzXHNMc0RzNHMscyxzJHMkcxxzHHMUcxRzDHMMcwRzBHL8cvxy9HL0cuxy7HLkcuRy3HLcctRy1HLMcrxytHKkcpxynHKUcpRyjHKMcoRyhHJ8cnxydHJ0cmxybHJkcmRyXHJcclRyVHJMckxyRHJEcjxyLHIkchRyDHH8cfRx5HHcccxxxHG0caxxnHGUcYxxhHGEcXxxfHF0cXRxbHFscWRxZHFccVxxVHFEcTxxNHEscSxxJHEkcRxxHHEUcRRxDHEMcQRxBHD8cPxw9HD0cOxw3HDUcMRwvHCscKRwlHCMcIxwhHCEcHxwfHB0cHRwbHBscGRwZHBccFxwVHBUcExwTHBEcERwPHA8cDRwNHAscBxwFHAUcAxwDHAEcARzLjmVHsiPZcew4dhQ7ih3DjmHH7DF7BDuCHbFH7PF6vB6tR+pxeoweoUfnsXlkHpfH5VF5VB6Tx+QReUQej8fj0XgkHofH4BF49B17R//YH/sj78g78kf+uDvujvtxP+pH/Zgf86PuqDvmjrkjfsSP9/E+4o71kT7ajvMxPsJH2nF2dI+t0Zexl3GXUZcRl/GW0ZaxlrGWkZaRlnGWcZZRllGWMZYxlhGWEZbxlfGV0ZXRlbGVsZWRlZGVcZVxlVGVUZUxlRGV8ZTxlNGU0ZSxlLGUkZSRlHGUcZRRlFGUMZTxk9GTkZNxkzGTEZPRkrGScZJRklGSMZIxkhGSEZLxkfGR0ZHRkbGRsZGRkZGRcZFxkVGRUZExkTGREZERkfGQ8ZDRkJGQcZAxkBGQ0Y+xj3GPUY8Rj/GOsY6RjlGOMY7xjdGNkY1xjTGNEY3RjLGMcYxRjBGM8Yuxi5GLUYsxi/GK0YqRinGKMYoRitGJsYlxiVGJEYnxiNGIsYixiJGIkYhxiHGIUYhRiDGIMYgRiBGI8Yexh5GHUYcxh/GG0YaRhnGGMYYRhtGFsYVxhVGFEYXxhNGEsYSxhJGEkYRxhHGEUYRRhDGEMYQRhBGE8YPxg9GD0YOxg7GDkYORg3GDcYNRgzGDEYMRg/GC8YLRgtGCsYKxgpGCkYJxgnGCUYJRgjGCMYIRghGC8YHxgdGB0YGxgZGBcYFxgVGBUYExgTGBEYERgfGA8YDRgNGAsYCxgJGAkYBxgHGAUYARgLHMOGYUM2aNYMar0WqkGqfGqBFqfBqdRqexaWwamUamcWlcGpVGpTFpTBqRRqTxaDwajUajsWgsGolGonFoHBqFRqDxZ/wZfUafsWfsGX/jb/SNvrE39kaekWfkjbxxZ9wZd+Nu1I26MTfmjLgRZ7SNtrE21kbaSBtvxpvRZrQZZ+NslI2yMTbGRthIM86MrrEt+ir2KvIq7iruKuoq6irmKuYq4iraKtYq0irOKs4qyirKKsYqxirCKroqtiqyKq4qriqqKqoqpiqmKqIqoiqeKp4qmiqaKpYqliqSKpIqjiqOKooqgip+KnYqcipqKmYqXipaKlYqUipSKk4qTipKKkoqRipGKkIqQio+KjYqMioqKiYqHioaKhIqDioGKgIq+in2Ke4p6iniKd4p1inSKc4pyinKKcYpxinCKcIpvim+Kbopuim2Ka4pqimiKZ4plimSKYophil+KXopciluKWYpYilaKVYpTilKKUIpPik6KTYpNikyKTIpLikuKSopKikmKSYpIikaKRYpDikKKQIp/ij2KPIo6ijmKN4o2ijSKM4oxijCKL4ouii6KLYotiiyKLIoriiuKKooqiimKKYooiiiKJ4oniiaKJooliiOKIoogih+KHYocihqKGYoXihaKFIoTihGKEIoOig2KC4oKigmKCIoIigeKB4oGigaKBYoFigSKBIoDigOKAooCigGKAYoAigCKJYVy4pkRbLiWHGsKFYUK4YVw4rZYrYIVgQrYovY4rV4LVqL1OK0GC1Ci85is8gsLovLorKoLCaLySKyiCwei8eisUgsDovCYrAYLAKLwOKv+Cv6ir5ir9gr/sW+yCvuintRL+bFvKgr6oq5Yq6IF/HiXbyLuGJdpIu3oq1oK87FuSgX5WJcjItwES7WirUirfgWXeIvoi8iL+IuYi4iLqItYi3iLKIsIiziK2IrIiviKqIqoipiKmIqIioiKuIp4imiKaIpYiliKSIpIiniKOIooigiKOInYiciJ6ImYibiJaIlIiXiJGIkIiSiI2IjIiPiIuIioiKiImIiYiIiIiIi4iHiIaIhoiFiIWIhIiEiIeIgYiAiIKIfYh/iHqIeIh7iHWIdIh2iHGIc4huiGyIb4hpiGiIa4hmiGaIZYhliGSIZIhniGOIYohiiGGIYYhgiGCIY4hfiF6IXohdiF+IWohYiFuIVYhUiFaIUYhQiFOIT4hOiE6ITYhNiEyITohJiEuIRohEiEeIQohBiEGIQIhAiEOIP4g+iDyIP4g5iDiIOog1iDeIMogwiDOILYgsiC6IKYgpiCiIKogliCSIJ4gjiCKIIoghiCCII4gfiB6IHogdiB2IHIgciB+IGYgYiBqIFYgXiBKIEYgQiBCIE4gPiA6IDogNiA2IDIgPiAqICogJiAmICIgKiAWIB4gCiAKIAYgBiGZGMKEYMI2aJYEQwIpaIJV6JV6KVSCVOiVJilBglQolQ4pP4JDqJTmKT2CQyiUpikngkGolE4pAYJAKJPmKP+BN9ok/siT2RR+QReSJP3BF3xJ24E3Wijpgj4sSbeBNxRBzRJtrEmngj2ogzUSbKxJgYE2EiTKwRZ8SX6BJbYjv8Nfw19DX0New17DXkNeQ13DXMNcQ1vDW0NbQ1rDWsNaQ1nDWUNZQ1jDWMNYQ1hDV8NXw1dDVkNVw1TDVENTw1NDU0NSw1LDUkNRQ1DDUENfw0/DT0NPQ07DTsNOQ05DTcNMw0xDS0NKw0rDSkNJQ0jDR8NHQ0bDRkNGQ0XDRcNFQ0TDRENEQ0PDQ8NDQ0NDQsNBw0FDQMNAQ0BDT8M/wz9DP0M+wz7DPkM+Qz3DPcM9Qz1DPMM8wzxDPEM7wzvDO0M7QzrDOcM5QzjDOEM4QzfDN8M3QzdDNsM2QzXDNcM1QzVDNMMzwzNDMkMxwzDDMEMwQz/DLsMuQy3DLUMtQyzDLMMsQyxDK8MrwytDKkMpwylDKMMowyhDKEMnwybDJkMlQyTDJEMjwyPDI0MjQyLDIsMiQyJDIcMgwyBDL0Mewx3DHUMcQxvDGsMaQxlDGMMXwxdDFkMVwxVDFMMUwxRDFEMTwxPDE0MSQxHDEUMQwxDDEEMQQx/DD8MPQw9DDsMOww5DDkMNww3DDUMNQwzDDMMMQwxDC8MLwwtDC0MKwwrDCkMJwwlDCUMIwwjDCEMIQwfDB8MHQwdDBsMFwwVDBEMDwwLDAkMCQwHDAcMBQwBDAsG5YNyYZiw7Bhdgg2BBtih9jhdXgdWofWYXVYHVKH1OF0OB1Kh9JhdBgdQofQ4XP4HDqHzmFz2Bwyh8uhcqgcJofJIXKIHB6Hx6FxWBwSh8ThcDgcCofCYXAYHAKHwOFv2Bv+Q3/YD/shb8gb8kN+uBvuhvtQH+bDfKgb6oa5YW6ID/HhPbyHuCFuaA/tYT2sh/SQHt6Gt6FtaBvOw3koD+VhPKwNacN36A7dYTtshb+EvYS8hLyEu4S7hLqEuIS3hLaEtYS1hLSEtISzhLOEsoSyhLGEsYSwhK6ErYSshKuEq4SqhKqEqYSphKiEqISnhKeEpoSmhKWEpYSkhKSEo4SjhKKEooShhKGEoISghJ+En4SehJ2EnISchJuEm4SahJqEmYSZhJiEmISXhJWElISShJGEkISPhI+EjoSOhI2EjYSMhIyEi4SLhIqEioSJhImEiISIhIeEh4SGhIaEhYSFhISEhISDhIOEgoSChIGEgYSAhICEf4R/hH6EfoR9hH2EfIR8hHuEe4R6hHqEeYR5hHiEeIR3hHeEdoR2hHWEdYR0hHSEc4RzhHKEcoRxhHGEcIRwhG+EbYRshGqEaYRohGeEZ4RmhGaEZYRlhGSEZIRjhGOEYoRihGGEYYRghGCEX4RfhF6EXoRdhF2EXIRchFuEW4RahFqEWYRZhFiEWIRXhFeEVoRWhFWEVYRUhFSEU4RThFKEUoRRhFGEUIRQhE+ET4ROhE6ETYRNhEyETIRLhEuESoRKhEmESYRIhEiER4RHhEaERYREhESEQ4RDhEKEQoRBhEGEQIRAhD+EP4Q+hD6EPYQ9hDyEPIQ7hDuEOoQ6hDmEOYQ4hDeENoQ2hDWENYQ0hDSEM4QzhDKEMoQxhDGEMIQvhC6ELoQthC2ELIQshCuEK4QqhCqEKYQphCiEKIQnhCeEJoQmhCWEJYQkhCSEI4QjhCKEIoQhhCGEIIQghB+EH4QehB6EHYQdhByEHIQbhBuEGoQahBmEGYQYhBiEF4QXhBaEFYQUhBSEE4QThBKEEoQRhBGEEIQQhA+ED4QOhA6EDYQNhAyEDIQLhAuECoQKhAmECYQIhAeEBoQGhAWEBYQEhASEA4QBhACEZUIyIZlwTDgmFBOKCcOEYcKsMCsEE4IJsUKs8Cq8Cq1Cq7AqrAqpQqpwKpwKpUKpMCqMCqFCqPApfAqdQqZwKUwKkcKj0Cg0CovCopAoJAqHwqFQKBQKg8KgECgECn/Cn9An9Al7wp7wF/ZCnnAn3IW5UCfEhbcQJ7SFtrAW1kJaSAtvwpvQJrQJZ+EslIWyMBbGQlgIC2tCmnAmnAlf4St0ha6wFbbBX8FfQV9BX8FewV5BXkFewV3BXUFdQV3BXMFcQVzBW0FbQVvBWsFaQVpBWsFZwVlBWUFZwVjBWEFYQVjBV0FXwVbBVkFWQVbBVcFVQVVBVcFUwVRBVEFUwVNBU8FSwVJBUkFSwVHBUUFRQVHBUMFQQVBBUMFPwU9BT0FPwU7BTkFOQU7BTcFNQU3BTEFMQUzBS8FLQUtBS8FKwUpBSkFKwUnBSUFJQUnBSMFIQUhBSMFHwUdBR0FHwUZBRsFFwUVBRUFFwUTBREFEQUTBQ8FDQUNBQ8FCwUJBQkFCwUHBQUFBwUBBQEFAwT/BP0E/QT/BPsE+QT5BPsE9wT1BPUE9wTzBO0E7wTpBOkE6wTnBOUE5QTnBOME4QThBOME3wTdBN0E3wTbBNkE2QTbBNcE1QTVBNcE0wTRBNEE0wTPBM0EzQTPBMsEyQTJBMcEwQTDBL8EvQS9BL8EuwS5BLkEtwSxBLMErwStBK0ErwSrBKkEqQSrBKcEpQSlBKcEowShBKEEowSfBJ0EnQSfBJsElQSXBJEEkQSTBI8EjQSNBI8EiwSJBIkEiwSHBIUEhQSHBIMEgQSBBIMEfwR9BH0EfwR7BHkEeQR7BHUEdwRzBHEEcQRzBG8EbQRtBG8EawRpBGkEawRnBGUEZQRjBF8EWQRbBFUEVQRXBFMEUQRRBFMETwRNBE0ETwRLBEkESwRFBEUERwRDBEEEQQRDBD8EPQQ9BDsENQQ3BDMEMQQxBDMELwQtBC0ELwQrBCkEKwQlBCUEJwQjBCEEIQQjBB0EEwQBBBcEAQQJBBUEFQQJBBkECwQJBBkEGwQLBA0GxYILgWDBBcEFwLDgWXBAsCy4INgiWBcuCDYICggeCBoIOggaCA4IOgg6CA4INgg2CA4ICgg6CDIIHggGCCIIAggCCCIJkQWwQLJgNZoNgwbDgMsgM/oLMoNMZlAavwWrwF6wGqdRgNCgNToO/4DRotQavwV7wDyqDf7Dvg7zgHsyDymAe1OmCuSAwGI0Gn8FoEBp8Bp9BaLAZ9IO+IB70BYdBPIgHh0Fi0Bg8BnPBYxAZzAVzQWQwGewFlcFf8BdUBpfBZ7AZDAabwWIwGAwGi0FhMBfEg8agMYgHiUE96Afv4B30g3gwGgQGf8FkUBnMBXlBPqgM8sFdUBlUBnfBHegL+CtoA/4KtkFb0BZsg7dgG3SDt+At6Abf4BucBengLEgL0kE6SAvWQVqwFqyDdbAWhIG8gL2CM7AX0FdwDs5AX0Fb8A3SwVsQDtrBOggH46AdjINy0A7aQTmIA9ICygKiAsoCwoIFdAWMBZwFPAWcBaxVC4gKWAtoyxYQF7AV8NUrYCygLuAuICrgLmAuICogKmAu4C0gKeAooCmgKeAo4CmgKiAqICsgKyAqoCtgKOAooCigKOAoICngLSAtICogLqAuICpgKWAq4CjgKGAq4ClgKuAq4CngKeAqYCugJ6Am4CbgJqAmoCWgJiAmoCWgJSAmYCUgJmAkYCVgJWAk4CRgJCAmoCQgJmAmoCSgJGAmICVgJiAnICUgJSAn4CUgJ+An4CXgJeAnYCdgJ+AnICjgHOAfoB2gHeAf4B7gHyAg4B7gHiAgYB8gIGAgYB9gH2AgoCDgICAhoB8gIaAiRUBGQEjAR0A/wEfARo2Ai4CLgImAfoCJgIiAfoB+gIiAh4BvgG6AbYBugGyAbYBtgGyAa4B5gHWAdIB0gHWAcoB6gHmAhYB5gHyAhYCFgHyAfoCFgH6AhoCGgH6Ah4CDgH6AgoCCgH6AfYCQgH6AjoCOgH6AjIBtgHCAb4BvgHCAcYBwgH+AcYBxgH+Ac4B6gHiAeYB4gHeAeYB5gHeAdYBlgGOAVoBjgGCAVoBWgGCAV4BVgFKAZYBSgE+AZYBlgE+AToA/gEGAYoBBgEOGAIsApwCjAKEAowCPAKEAoQCPAJMAvQC/AIsAvwDDhAGKAW4BcgEWAXIBdgEWARYBdgF6AWIBZgEWAWYBagEWARYBagFuARoBUgEWARYBUgFiAeoA7gCKAe4A+gCKAYoB+gD+AKIBmgHmAJoBlgHmAOYAlgE6ATYBMgHmADIBLgHmAOYALgEqAQIB9gCKAfYA8gCKAYoB8gDqAAIBigEKAYoBkgEKAQoBkgESAZIBngESARIBngGmAaIB5gCqAeYAEgGqAaoBEgGmAVoBVgGWAR4BIgEmAToBNgHmACoB4gDmABoBHgFSAR4BRgFSAVIBRgFOAd4A2gC+AL4A2gC6ANoA1gC6ALoA1gC2ANYA0gC2ALYA0gCyANIAzgCyALIAzgCuAM4AygCuAK4AygCqAMoAxgCqAKoAxgCmAMYAwgCmAKYAwgCiAGYAagBuAGoAcgBuAG4AcgCGAE4AUgBKAFIAWgBKAEoAWgBeAIIAhgCKAIoAhgCOAIYAlgCOAI4AlgCSAJYAmgCSAJIAmgCeAGYAbgBiAG4ASgBiAGIASgBeAHYAbgCGAE4ASgBWAIIAfgCGAH4AegCGAIYAegB2AEYAQgA+AD4AQgA6ADIALgAaABoALgAWAC4AKgAWABYAKgASACoAJgASABIAJgAOABoAHgAyAB4AIgAyADIAIgA2AAYACgCWAcuAAoAAgGTAMSAYEAw4BsQCx4BiQCwQCxQDXoFiwDDgFXgFhgGtwDBgFmgFWoFZYBUYBUqBU+AUKAVSgURgEbgELoFFIBNYBB6BTCATeAQ6gUdgEugEOoFJIBSYBCKBUCAUiAQ+gUigEfgEPoFGYBNoBA6BTWATOAQqgUDgDygECoE/YBDYA3lAH9AH5AF7QB6QB/aAPSAP/IE8cAf8gT9wB/SBOqAOzIE5UAfuP16/X8D49wvoAmNgDHSBNtAFvkAbaANfIA1YA86ANuAM2AJtQBuw/fkC1kAciAPigDgwB7yBM9AG2sAZGANxYA28gTewBs5AGWj79fr1Atp+voA24A1IA2tAGxAGwkAbkAa0AWkgDUgD0kD7N+sn66frJ+sX66frp+sX65frF+sH65frl+sH6/fqt+qn6mfrp+qX6mfrZ+uX6lfrR+s367frt+s366fr9+qH65frt+pn63fr9+rn6ofr5+rX6ofrh+vX6nfr1+rH6nfrd+vH6rfqZ+pX6ofqh+pX6nfqh+l36dfpd+ln6dfp1+ln6efpZ+lH6efp5+lH6Tfpl+kX6qfpF+o36qfpp+k36rfp5+k36QfqN+kH6QfqB+oH6ffoB+r36Cfq9+gX6SfqJ+oX6SfpJ+on6UfqR+on6Vfpt+k36sfp1+n36Yfp9+kX6ofph+kX6pfpt+iHCNEv0W/R79AP0c/Qr9BP0a/Rj9HP0S/Rz9CP0c/QT9GP0Y/RT9HP0W/Qj9Av0C/Qj9BP0A/Q78/Pz8/P78+vz2/PL8+Pz4/PL89Pz8/Or84Pzw/Pr87vzu/Mr8wPza/Mb8wPzQ/Nb8xvzU/Nr82vy6/N782bX5xfnN+cX5ffnB8dOj8vPzI/M78uPzO/NL8uvy6/ND81Pzm/MT86vzG/MD86Pzq/MD8vPzK/Lj8xvy6/Lz8xPzG/Lz8wPza/Nb8xPzk/OL8xPzg/N78xvzE/Nz82vyi/JL8nvyS/I78nvye/Iz8mvyO/Ij8mPya/Ij8lvyK/IT8lPyW/Ib8lvyE/Ir8lvyU/Ij8nPyI/Iz8nPyc/Iz8oPyM/JD8oPyg/JL8pPyS/Jr8pvym/Jr8qvyY/Kb8qvyo/Kb8rPyk/Kr8rvys/Kr8sPyo/K78svyw/K78tPys/LL8tvy0/LD8uPy4/LD8tvx6/Gr8fvxq/G78fvx+/G78gvxs/Hb8gvyA/HT8hPx2/HT8hPyG/HT8gvx2/HD8gPyC/HD8fvxw/Gz8fPx8/Gz8ePxs/Gj8ePx4/Gj8cPxo/GT8cPxw/Gb8ZPxk/GL8Zvxk/GL8YPxg/F78Yvxg/F78XPxc/Fr8Xvxc/Fr8WPxY/Fb8WvxY/Fb8VvxU/Fb8UvxI/E78PPxO/E78Pvw+/Ez8Qvwk/Cj8GPwq/Cj8GPwa/Cr8LvxC/CD8Pvwg/CD8PPw8/CL8Ovwy/Db8Hvw0/Dr8Hvwc/Dj8IPws/Cb8GvwY/Cb8FPwm/Cb8FvwW/CT8GPwa/Cz8Hvws/DD8HPwc/DL8MvxK/Dz8NPwg/Dr8Ovwc/B78MvxM/FD8QvxA/Eb8IPxG/Eb8Ivwi/ET8NvxE/Ej8NPw0/Er8SvwS/Az8FPwW/Az8EPwO/Ar8BvwG/Aj8BvwI/Aj8BPwI/AD8BPwE/AL8AP+dv+Yv+lj/lL/qL/pS/50/5M/6ev+fP+Gv+jD/hr/lr/oQ/5k/4+/2YP+bv90v+fj/fL/lL/nw/5M/36/2QP+Sv9zv+ej//d/wdf/6v+PN//a/4K/763/D3/4g//kf8AX/8j/8Bf7wf8Bf88X68X/DX/4K/4a//RX/Tn/M3/VF/zp/zR/1Bf9Tf9Qf9QX/Xn/R3/WF/0p/0h/1Vf9hf2K/6q/7CftZf2E/sZ/1Zf2I/sJ/Yj+wH9gP7kf2yP7Jf2S/7y/7KfmM/ne/Xb+f79Wt/u9/u1/72X/t7f/tv/70//ff+Zj/9p/9mv/w3+8G//Jf/4B/+g3/xD//hv/h3/+Lf/Lt/92/+2b/5J//sn/2Tf/VP/tV+9a/+1X70r/aj/egf/aP9bj/az/3dfref+7P5ePl6/XA/nK/XL+fr5fP1y/l8+X79cr+c79dP59Plw+Xb5dvlw+XL5bvlq+Wz5bPlq+Wj5YPli+WT5ZPli+Wb5fvkA+V75APlC+V75HvkC+WD5AvlI+WD5IPkI+Wb5CPlK+Wb5JvkK+Wr5CvlQ+Wr5KvkQ+Wz5EPlS+Wz5LPkS+XD5EvlY+XD5MPkY+XT5GPla+XT5NPka+Xj5Gvlc+Xj5OPkc+Xr5FPlO+W75LvkO+Wj5DvlM+Wj5KPkM+WT5DPlG+WT5JPkG+WL5BvlE+WL5IvkE+Vz5BPl++Rz5HPk++R75Ovkc+Xz5PPkc+V75bvky+RT5cvk2+RT5VPl2+Rb5UvkY+RT5FPkY+Rr5EvkQ+Rj5EPkO+Rj5GPkO+Rb5NPjU+Pj4+PjU+Pz41PjY+Pz4/PjY+MD5MvjQ+PT49PjQ+NT47PjI+Or46vjI+Mb48vjO+ND42Pjc+MD5HPjg+MD5APkg+MT5IPjk+MT5BPkk+Mb5JPjo+Mb5Bvko+Mz5KPjm+Mz5DPkm+Mr5Jvji+Mr5Cvki+Mj5Ivje+Mj5CPke+ML5Hvja+ML5Avka+P742vjW+P74/vjW+Pr41vjS+Pr4+vjS+Pb40vjM+Pb49vjM+PD4zPjK+PD48PjK+O74yvjI+O747vjI+Oz4+vi++Lj4vviC+Pj4uPiC+Pz4gvjE+Pz4vPiE+MD4+vi4+Lb4tvi4+LT4rPiu+LD4sPiu+LL4nvik+Kj4qPik+Kb4pPie+Jz4oPie+KL4nvio+KL4ovio+Kr4mPh8+Fr4fPh++Fr4Wvh++Fz4fvhA+Jz4XPhA+J74QPiC+J74XvhC+KD4QviE+KD4YPhE+KL4RPiG+KL4YvhG+KT4RviI+KT4ZPhI+Ir4pPhK+Kb4SviM+Kb4ZvhM+Kj4TPiO+Kj4aPhO+Kr4TviQ+Kr4avhQ+Kz4UPiS+Kz4bPhS+K74UviU+K74bvhU+LD4VPiW+LD4cPhW+LL4VviY+LL4cvhY+LT4WPia+LT4dPha+Lb4evh8+Hj4fPhY+Hj4ePhY+Fb4UPhO+FT4VPhO+FL4fvgA+F74APhCxHCJ8L3wOfA98H3wefA58HnwNfA58HnwdfA18HXwMfA18HXwcfAx8HHwLfAx8HHwbfAt8G3wKfAt8G3wafAp8GnwJfAp8GnwZfAl8GXwIfAl8GXwYfAh8GHwHfAh8GHwXfAd8F3wGfAd8F3wWfAZ8FnwFfAZ8FnwVfAR8AHwffAZ8JnwvfAV8IXwSfBF8AnwTfBF8AXwDfBJ8A3wUfBJ8AnwEfBN8BHwVfBN8A3wFfBR8BXwWfBR8AXwRfAB8AnwjfC98A3wkfC98D3wEfCV8Ln8/V8P1/PF/T9fD9f0Af08b6dz+jb+XTdl/t+n+8L+nxf7wv6gr7ex/MRfUMfzzf0CX08H88n9AV9OF/tM/pqH477jj7bt/tu3+3bfTnf7iv6cr6cr+jDfUUf0of7cB/Sd/TlPp3Oh/NlfWA+rA/Md736qr4xn5gP6xPzhfmwPqwvzJf1VX1Un9VH9U19Vp/VN/VJfVNf1Cf1SX1RH9TX9Dl9T5/TJ/U9fU+f1Af1EX08n9Fn9PF8vG/Mh/WR+ch8WF+ZL+lD+oq+nu/3BX1Vn9WH9TV9TJ/Tx/QtfU6f07f0FX1Ln9JX9BV9Sl/SF/tqPtpH+2o+m6/mo/lsPpuP5pt9sC/2yb7YR/tkn+yjfbeeL5/ra32tz/XNerp6vHj1evV09Xb1ePV6+d6eL9/b+9Xz1fPV++Vze7h6uXq2erZ6uXq3erN6tHqxerR6tXqxerF6tXqyeq16r3queq56r3qweo56j3qSeo96kCD1IvUw9TL1SvUy9TRp6m3qRepN6knqTepRotSr1AvVE9Uz1RPVGzWqR6rHqreqZ6q3qgeqZ6pnqgeqF6q3qMeoJ6nHqNeoUc9R71APUU9SD1EvUU9ST1IvUU9RL1BPUE9ST1BvUE9ST1JvUI9Qz1BPUq9Qr1BPUo9Qj1XPVE9VT1XPVA9VD1OvVO9Sr1RPUu9S71JPUs9Sr1TPU+9Uz1PvU+9U71TvUy9V71MPVC9VL1UPVG9VL1BPUg9QT1LvTw9QD1DvT89Pr1LPUk9Sz1DvUE9ST1FvUU9Sb1OPU69Uj1OvU69Ur1SvU89Tr09vT49Pj09vT09Pr07PTe9Oz00PTu9O704PTi9PD05PTi9PL09PTg9PT04vTg9PD08vTs9OL07vTc9Oz07vTY9Oj07vTa9Nz02vTo9Nj02vTm9OT03vTA9NT00PTW9Nb00PTS9Nr0xvTM9Mz0xvTI9MT0wvTA9MD0wvTO9Lb0uPS69Lr0uPS89LT0qvSY9Kr0nPSY9Kj0rPSc9Kz0nvSc9Kz0rvSe9K70kPSu9K70oPSg9LD0ovSg9LD0svSi9LL0pvSi9LL0tvSk9LT0tvSq9KD0mPSe9Ij0lvSe9I70hvSa9Ib0lPSa9Ir0hPSY9IT0kvSY9Ij0gvSU9IL0nPSE9IT0jPSC9Iz0hvSC9IL0hvSO9H70dvSA9Ij0evR89Hj0fPR29Hb0fPR09HL0fvRg9HD0fvRo9G70bPRo9Gj0bPRq9Gr0RvRO9Eb0RPRO9E70RPRC9FD0YvRo9DL0ZvRo9Dj0NvRs9Dj0OvQ49Er0PvQ49Ej0TvQy9ET0WPRY9Dj0XPRY9Dj0PPRQ9Gj0TPRI9Dz0QPRY9Dj0MPRU9FT0ZPRG9GT0QPRG9Gb0YPRM9Db0UvRU9ET0bvRU9E70WvRU9ET0SvRW9F70GvQQ9BD0GvQc9Ar0FPQc9Az0BPQW9AT0EvQW9Ab0AvQU9AL0FvQU9AT0BvQY9Ab0GPQY9Aj0CPQa9Aj0EPQq9Ar0APQu9AD0JPQu9A70BPQs9BT0KPQs9Bz0GPQi9Cj0LPQi9CL0LPQm9Cz0IPQ29Cb0IPQ69CD0NPQ69Cr0JPQ+9CT0NvQ+9C70JvQy9DD9lL9pQ9ZS/ZY/aSvWWP2WP2lj1nb9lr9pw9Z6/Zg/aavWcP2oP2nj1p79mL9qQ9aS/aq/aivWmv2qv2pr2w3rR37YX1wnrXHlnv2gPrkfXIemA9AD2wXrYHoAegl+0F6GV72F6AXoAetlfWw/asvbJeWc/aG+tZe9TeWG+sR+2J9Yg9Y6/YK/aMvWOv7/29XO/v+Xq5Xq7n6+U9Xw/Yy3t5D9gL9oI9YU/vCXvDnt7Te8Oerrf3+J7ds3t87+7xvb539+5e38v18B6vh+vherzerqf38l6wN+z9errer9fr6Xq6Xq+H93o9v4f38J7f4/VsvVtv7t16NN2r/18/r17ba39ef6+e3IN7c2/uwT3b/+vf9fPqyb24B/fiXq0H9+BerTfr1Xq03qw369F+Xz1a7/19/b5679+r9/bcv9ffq+f22j/QP+gv9Bf6B/2M/kH/oUO/o//QjwjR/+hH9Bsy9Df6Df2CBP2LfkH/nTt/ov/ODwfOT+hn9bv6af20fle/rd/VD+u39dv6Yf23fli/rP/Wf+uX9ev6Zf2xfl2/rj/Wn+uP9b/6c/25/lc/rv/V3+rH9eP6W/21/lb/qr/WX+tf9c/6If2SfkI/oV/Sn+iX9FP6E/2Jfkr/op/Sb+lf9C/6Lf2Nfks/pr/R3+jH9D/6Mf2X/kf/o//S7+i/9Ff6Hf2O/ko/o7/Sr+hn9DP6Ff2F/lV/q1/UL+pv9ZP6W/2vflI/qf/Vb+p/9cf6Tf2m/lg/qj/WL+tH9aP6Zf2pflk/rD/Vn+qH9Z/6Yf2u/lP/qd/VX+p39av6S/2lflX/qL/Ob+cf9Nv59fyD/kG/nv/Qr+ff8x/6D/17/j9/nx/Q7+f38wP6Ef2A/jw/oh/Rn+c39Of55/yGfkP/nF/QP+d38wv6Bf1u/ju/m5/Nf+e/87P54fyH/j8/oh/R/+f389P58/x4fjx/np/Pn+cH9PP5+fyA/j5/pl/TD+mH9Gv6Jf2afk+/pF/S7+mn9Hv6Qf2Ufko/qN/SD+oP9Vv6Lf2hfkx/qP/Tj+nH9H/6L/2f/k7/pf/S3+mv9Hf6N/2V/kr/pn/Sr+iv9Ef6I/2V/kl/np/OP+en88f55/xz/jj/m3/O/+Z387/52/xufjd/m3/NP+gP9Nf56/yBfjn/mp/N7+Yf9XP6S/2sflW/q3/T3+nn9HP6O/2l/k7/p7/UX+r/9J/6P/2h/lP/qT/Un+oP9YP6U/2pflA/qh/U7+lH9aP6Pf2mfk+/pt/Ub+rX9JP6Nf2ZflI/qT/TL+oX85f5zfxl/jO/md/Mf+ZH85v50fxp/jQ/ml/Nz+X38n/5v2j5t/xZ/iz/lp/Lv+Xv8nP5ufxdfi8/mD/M/+UP84/5v/xf/jG/mH/MT+YX84v5yfxlfis/lr/KX+XH8l/5n/xO/iC/k58Jk1/JX+Q/8gf5j/xJkvxLfiU/kj/Ij+Q3YuQn8lP5p/xS/il/kF/KL+UP8gv5ifxC/iA/lP/JH+Qv8gf5h/xL/iZ/kL/JH+UP8gf5o/xQfh//j1/Hr+P/8e/4efw7/h7/jv/H3+Pv8f/4gfwzfht/jt/Gf+PGX+Nn8bv4P/wufhj/h//DD+OP8Yf4SfwefhK/CRP/iX/EL+L38Iv4Qfwefg8/iD/Er+L/8J/4T/wffg//jD/HH+OP8ef4P/w1fhp/jp/GL+PP8ef4Zfw4fhn/ixd/i3/E7+Ev8Xv4cfwl/hI/jh/Fr+Jn8X/4W/wrfhz/ij/Fj+PH8af4UfwY/gy/hF/Cn+Gf8Gf4NfwT/gm/hp/Cr+Hf8FP4Kfwb/gr/hp/DX+Gv8HP4Lfwc/g6/hd/C3+G/8D/4F/xk/4JfgYIfwY/gP/CT/Qf+AgV+Af+An8BP9hP4DRj4E/wR/rIfwg/hL/vJ/rIfAIA/wO/gf/CT/QH+AT/Zn+Bn8JP9DP4GP9lP9jf4Hfxjv9gP9oP9Yj/2F/vDfuyP/cP+6x/2Z//rf/2zv/WP/tIf+jv/5v/8qX/1d/7U3/lP/+nv/KW/83/+0l/6P3/or/yRP/FH/kbjD/yNf7H4D3/if/yVv/I//sv/+Cf/5b/8kz/Tp+Xr8nP5uXxd/8zX5e/6Z//M3/XT/F0+r5/203xef83n5ff6a3/N7/XDfi//1w//sP/rj/1ff9v+tr/93d/22373p/1Xvit/lD/Kd+WX8l35rfxSfim/lW/Kb+Wz8k35pnxWPimflb/KJ+WT8lf5ovxVvipflC/KV+WH8lX5qPxQfigflQ/KR+Wf8kH5oPxT/if/lI/KT+Wn8lH5sXxUvio/lh/LV+XL8lX5q3xZvix/lT/LX+Wz8mf5s3xWfi2fld/Kr+XX8lv5tvxWvivflm/Ld+Xf8l35r/xb/i3/lY/Lt+Rf8j35nvxLPij/ko/JB+WD8jH5oXxM/iY/lB/K3+SL8jf5nXxRvii/k0/K7+Rz8kn5pHxOvimfk6/JN+Wb8jX5pXxNfia/lF/Kz+SP+v2f/+mf/vnf9vO/7rf9tl/3x7/ux/3xH/+4H/5xv/3DP/zbf+23//qv/bW//ml//d9+2k/7b//sv/3yP/tnv/y///zf/vu//9uP/7e//vEf/+t/99e//e/+3W///2//uP///x/3A3/cr/uBP/DX/cRf9/M/8Sf+/H/8+d//j//x9/+kD8gX5DfyBfmP/EZ+I/+Rf8l/5EfyL/mX/Eg+Jj+SP8nH5GPyJ/mb/Ek+JX+Tv8mn5HfyKfmS/E5+J1+Sz8mX5EPyOfmcfEi+Jh+S78jX5GvyHfmZ/Eb+Jb+SX8m/5Fv6e3////7+3/2///fv/uC/+/8/+Af//xf6hXxDfiTfkI/Ij+RH8hH5k3xEviJ/kj/JV+Qz8hn5i3xK/iI/kU/Jp+Qn8iX5ifxDviRfkn/IJ+RL8gn5kHxC/iAfkg/JH+QH+vUf//d///Gf9+P/7uf9vH/3936uf+b78n39s//9hf//D//h//9AP5L/yC/kF/If+YL++8f/3I//+p/7c7/+534g35EPyWfkU/In+bD8VH6s//bPv+x/8j35oP7e//t9Piw/lk/Lp+XH8nX5sXxZvi5fly/L3+XL8mf5u/xd/iyflz/Lr+Xz8nn5tfxefi3flt/L7+Xb8n/5tvxb/i//l3/rb/1bPq6//Vsf1+/6enw+fhyfj+/Hj+PH8f34cnw//h9fji/H/+P38ff4cPw+fh8fji/Hd+PD8fP4eXw4/h7fjo/Hf+Pj8fX4b/w3vh4/jk/Ht+O38dv4dvw3fh1/js/Gz+Pf8d34d/w6vhvfjV/HZ+Or8dH4a/w1Pho/jd/FD+Nz8bn4Yfwvfhi/jP/F/+KX8cf4Zfwz/hh/jH/GJ+Of8c34ZHwyvhlfjG/GB+OL8cX4YHwvPhh/i+/F9+Jv8bX4W3wsvhZfi4/Fz+Jj8a34WfwsvhX/im/Fp+Jf8a/4VPwqPhVfil/Fr+JL8af4Uvwn/hR/iv/Ej+I/8Z34UfwovhMfir/Dx+EL8YX4OHwfPg7fhu/D9+Hb8Hv4Nnwafg+/h0/Dz+HT8Gv4Ofwcfg2fh1/Dv+Hz8Hn4N/wf/g1fh//D/+Hr8IP4OnwgfhA/iA/EH+ID8Yn4Q/whPhG/iE/EN+IX8Yv4RvwjvhEfiX/EP+Ij8ZP4SHwlfhI/ia/EX+Ir8Zv4S/wlfhOfiT/Dl+HH8GP4MvwXvgwfhv/Cf+HD8Fv4MHwXfgu/he/CX+G78Fn4K/wVPgs/hc/CV+Gn8FP4KnwTvgofhW/CN+Gj8EP4KPwSfgg/hF/C9+CX8EX4HnwPvgifgy/C/+Bz8Dn4H3wN/gd/hK/B1+CP8Df4I3wS/gZ/g0/C7+CT8E/4HfwO/gkfhC/AJ+AD8AH4BPwAPgHfgB/AD+Ab8Af4BnwE/gB/gI/AL+Aj8BX4BfwCvgL/gK/Ab+Af8A/4DfwEfgN/gp/AT+BP8Bn4E3wLPgOfgW/Bf+Bb8DH4D/wHPgY/go/Bz+BH8CP4GXwKfgb/gk/Bp+Bf8CH4F/wKPgQfgl/Bd+BX8CX4DnwHvgR/gU/mi/llfpkv5o/5WJ/qZ32qb/Wzfta3+mG+1a/6YX6YX/XB/Kov9cF8MF/qX32pD/Wv/tWH+lMf6i/9qT/1l77TX/pH3+k7/aOv9I9+0Vf6Sr/oE/2iH/SJPtEP+kA/6Pd8oA/0e/7v93zf//3f9/3c933ez/3c533c5/3dx33c332cv/s5H+fj/Jxf+zlf92u/9nXf9nV/59u+7e/829/5vX/7t9/7Or/3fb7O1/k+n+f7fKHP83m+0P/5Qt/o//yfb/SHvtFH+kN/6CP9pI/0mX7ST/pMv+kz/aff9Jv+08f6Tz/qY32sH/WpPu3f/NZv/Vv/y7/5tv5X/8u39b58mz/3vnpf/tz38mdf7nv1vXy55+XLPtzz6nn5cK/Lh31ar6vX5dN6XD7Nf3tcPS7/7W35r+/2tnpbvtvX8l1/1tfqa/mz/pY/82v9rf6WX+tz+TU/7nP1ufy439Wv6lP1qPpU/akeVY+qP9WX6k/1pvpSfaneVE+q39R36jP1nfpPfaY+U/+pD9Vz6jP1nnpPfaYeVC+rp9XH6mP1tPpXPa2eVf+qf9Wz6lX1rPpVvapeVb+qR9WH6kf1ovpRfaleVC+qL9WT6jf1mXpNvaY+U8+pF9Vn6kP1rvpZPa2+Ve+qh9W76mn1sHpYPa1eVn+pj9Rb6iP1j3pLvaX+UV+pf9Q76iv1lXpHPaXeUd+op9RT6hv1kvpGPaNeUi+pZ9RD6iH1jPpFfaT+Uj+pn9Rf6jH1iHpDfaLeUH+oT9Qn6g/1inpCvaC+UF+oF9QP6gH1e/o//Z5eT/+n/9Pr6fv0eno8fZ++T4+n99P76fH0efo9PaCeT8+nB9QH6uf0d3o5vZz+Tg+nt9Pf6en0dPo7/ZweTn+nj9PH6e/0dfoyfZqeTE+mT9Of6dP0bvoz/ZneTb+md9O/6df0a/o3PZv+Td+mZ9Oz6dv0avo2PZpeTa+mR9Ob6dH0Y3ozvZl+TC+mH9OD6cX0YnowfZgeTO+lD9OH6b30X3ovPZf+S/+l59J36bn0WvoufZdeS7+l19Jf6bf0W/orfZb+Sm+lz9Jn6a30WPohPZBeSa+kB9If6YH0Pvoj/ZHeR1+k99Hz6Iv0RXoefZCeR9+jD9IH6Xv0RPoe/Y+eSE+k/9Eb6X/0QnojvZFeSJ+kF9Ij6ZP0SXok/ZIeSc+kX9Iv6Zn0TXomvZO+Sd+kd9I/6Z30UPon/ZMeSh+lh9JL6aP0UXop/ZReSl+ln9JP6av0VPodvY4+R5+j19Hf6HX0OPob/Y0eR1+jx9Hb6Gv0NXob/YzeRk+jn9HP6Gn0MXoavYw+Rh+jl9G76GX0MHoXvYseRp+ih9G36FP0KfoWvYm+Rb+iN9Gb6Ff0JPoV/YmeRE+iP9GL6E/0KnoRvYheRT+iV9Gz6Ef0I3oWfYmeRf+iL9GX6F/0KHoFPYMeQY+gZ9An6Bn0DvoEfYLeQb+gd9BD6Bf0C3oIfYMeQi+hb9A36CX0D3oJfYX+Qf+gr9BH6Cv0G/oIfYR+Q0+h39B76Cn0FHoP/YXeQw+iv9Bf6EH0GXoQfYg+Q5+hD9Fz6EP0H3oOPYf+Q4+h/9B36DH0GPoOvYW+Q6+ht9Bb6DX0E3oCvYGerDfQH+jJerL+QB+gP9AX6AP0AfoCfVlfoBfQl/VlvYA+rBfQA+jD+rAeQI/tAfRjPbbH9mN9tR/rr321r/bXftpX+2kv7ad9s5f20r7ZO/tmn+ydvbNP9ss+2Q/7Zb/sh/2xH/a9/tgf+15f7Hs9ry/2xZ7XB3tev+uDfbDf9b9+1+v9r//1eu/3er/3fu/3e+/r957vfb2v53tgz/d9D+yBfd8T+77/e2JP7P9e2BN7YW/shT2yN/bGHtkre2TP7JW9smf2z57ZQ/tn/+yhfbQn68V6Aj2BXqwf0Iv1YP2AfkAP1md7aG/toz1YT+2zPbWP9tk+20d7a4/3uf7uc72uv/u71/V5f/d2j/d4b/e4Htfbfd3Xvd3T/a239XM/97Ze5vXqXR4vHq/e5f3q3R7m/eL96uF+1sN93M/6WR/3tD7uaz2tp/W1/u1rfdu//du3PF99y9vF88XzxdvF08XbxcPF08XTxcPFy8XDxbPFy8XLxbPFu8WzxaPFu8W7xaPFq8WjxZPFq8WrxZPFm8WTxXvFm8WbxXvFi8V7xXPFi8WLxXPFg8XbxMPEE8UTxcPE+8TDxLPE+8T7xLPE68SzxKPE68TrxKPEy8SjxKvEy8TLxKvE48SrxLvE48TjxLvE88S7xNPE88TzxNPEC8XTxAPFC8ULxQPFG8UDxSPFG8UbxSPFK8UjxTPFK8UrxTPFO8UzxUPFO8U7xUPFS8VDxVPFS8VLxVPFW8VTxWvFW8VbxWvFY8WbxJPEi8SLxJPEe8STxIPEe8R7xIPEa8SDxHPEa8RrxHPEW8RzxGPEW8RbxGPES8RjxFPES8RLxFPEM8RTxEPEM8QzxEPEC8RDxCvEC8QLxCvE68MrxBvE68PrwxvE48MbxPvD48Pjw/vD08P7wxPE08PTwxPE28MTxCPE28PbwyPE88MjxDvE88PzwzvEA8Rjw3PDk8OTw3PDq8Nzw4PDq8Orw4PDw8ODw6PDw8PDw6PDy8Ojw4vDy8PLw4vDu8OLw3vDu8O7w3vDs8N7w1vDs8Ozw1vDm8Nbw0vDm8Obw0vDa8NLwzvDa8NrwzvDU8M7wyvDU8NTwyvDQ8MrwxvDQ8NDwxvDM8MbwwvDM8MzwwvDI8MLwwPDI8MjwwPDE8OrwnvCY8J7wlvCY8JjwlvCS8JbwivCS8JLwivCM8IrwgvCM8IzwgvCG8ILwtvBG8IbwtvB88HbwavB88HzwavB68GrwYvB68HrwYvBy8GLwXvBy8HLwXvBu8F7wWvBu8G7wWvBm8FrwXPBm8GbwXPBs8FzwYPBs8GzwYPBw8GDwZPBw8HDwZPB48GTwaPB48HjwaPB08GDwtvCm8LbwuPCm8KbwuPCs8LjwvPCs8KzwvPC+8LjwdPB+8HTwQPC+8H7wQPCE8IDwiPCE8ITwiPCO8IjwkPCO8I7wkPCU8KzwvvCy8L7wuvCy8LLwuvCu8LrwtPCu8K7wtPCo8LTwsPCo8KjwsPCi8LDwqvCi8KLwqvCY8JDwnPCU8JzwpPCU8JTwpPCa8KTwtvCa8JrwtvCg8IzwTvBW8FbwTvBY8E7wSvBY8FjwQtasmC5YqUKlSlSokB54qQJkyVKkiA5YqQIkSFCggD54aMHjx06cuC4YaMGjRkyYsB44aIFixUqUqA4YaIEiREiQoD44KEDhw0aMmC4YKEChQkSIkB44KABgwUKEiA4YKAAgQECAgAoIxsTC8uCYa/WKnUqjUKfziZzqUwij8YicSgMAn++3u/3PH6367kuh984u6ZvtlmO4Rpt9rq29pevXrx26cqF65atWrRmyYoF65WrVqxWqUqF6pSpUqRGiQoF6pOnTpw2acqE6ZKlSpQmSYoE6ZGjRowWKUqE6JChQoQGCQoE6I+fPnz26MmD546dOnTmyIkD542bNmzWqEmD5oyZMmTGiAkD5ouXLly2aMmC5YqVKlSmSIkC5YmTJkyWKEmC5IiRIkSGCAkC5IePHjx26MiB44aNGjRmyIgB44WLFixWqEiB4oSJEiRGiAgB4oOHDhw2aMiA4YKFChQmSIgA4YGDBgwWKEiA4ICBAgQGCAgAoIxsTCwsC4a9WqvUqTQKfTqbzKUyiTwai8ShMAj8+Xq/3/P43a7nuhx+4+yavtlmOYZrtNnrzu0vX7147dKVC9ctW7VozZIVC9YrV61YrVKVCtUpU6VIjRIVCtQnT504bdKUCdMlS5UoTZIUCdIjR40YLVKUCNEhQ4UIDRIUCNAfP3347NGTB88dO3XozJETB84bN23YrFGTBs0ZM2XIjBETBswXL124bNGSBcsVK1WoTJESBcoTJ02YLFGSBMkRI0WIDBESBMgPHz147NCRA8cNGzVozJARA8YLFy1YrFCRAsUJEyVIjBARAsQHDx04bNCQAcMFCxUoTJAQAcIDBw0YLFCQAMEBAwUIDBAQAEAZ2ZhYWBYMe7VWqVNpFPp0NplLZRJ5NBaJQ2EQ+PP1fr/n8btdz3U5/MbZNX2zzXIM12iz15XbX7568dqlKxeuW7Zq0ZolKxasV65asVqlKhWqU6ZKkRolKhSoT546cdqkKROmS5YqUZokKRKkR44aMVqkKBGiQ4YKERokKBCgP3768NmjJw+eO3bq0JkjJw6cN27asFmjJg2aM2bKkBkjJgyYL166cNmiJQuWK1aqUJkiJQqUJ06aMFmiJAmSI0aKEBkiJAiQHz568NihIweOGzZq0JghIwaMFy5asFihIgWKEyZKkBghIgSIDx46cNigIQOGCxYqUJggIQKEBw4aMFigIAGCAwYKEBggIACAMrIxsbAsGPZqrVKn0ij06Wwyl8ok8mgsEofCIPDn6/1+z+N3u57rcviNs2v6ZpvlGK7RZq8bt7989eK1S1cuXLds1aI1S1YsWK9ctWK1SlUqVKdMlSI1SlQoUJ88deK0SVMmTJcsVaI0SVIkSI8cNWK0SFEiRIcMFSI0SFAgQH/89OGzR08ePHfs1KEzR04cOG/ctGGzRk0aNGfMlCEzRkwYMF+8dOGyRUsWLFesVKEyRUoUKE+cNGGyREkSJEeMFCEyREgQID989OCxQ0cOHDds1KAxQ0YMGC9ctGCxQkUKFCdMlCAxQkQIEB88dOCwQUMGDBcsVKAwQUIECA8cNGCwQEECBAcMFCAwQEAAAGVkY2JhWTDs1VqlTqVR6NPZZC6VSeTRWCQOhUHgz9f7/Z7H73Y91+XwG2fX9M02yzFco81eF25/+erFa5euXLhu2apFa5asWLBeuWrFapWqVKhOmSpFapSoUKA+eerEaZOmTJguWapEaZKkSJAeOWrEaJGiRIgOGSpEaJCgQID++OnDZ4+ePHju2KlDZ46cOHDeuGnDZo2aNGjOmClDZoyYMGC+eOnCZYuWLFiuWKlCZYqUKFCeOGnCZImSJEiOGClCZIiQIEB++OjBY4eOHDhu2KhBY4aMGDBeuGjBYoWKFChOmChBYoSIECA+eOjAYYOGDBguWKhAYYKECBAeOGjAYIGCBAgOGChAYICAAADKyMbEwrJg2Ku1Sp1Ko9Cns8lcKpPIo7FIHAqDwJ+v9/s9j9/teq7L4TfOrumbbZZjuEabvW6t/eWrF69dunLhumWrFq1ZsmLBeuWqFatVqlKhOmWqFKlRokKB+uSpE6dNmjJhumSpEqVJkiJBeuSoEaNFihIhOmSoEKFBggIB+uOnD589evLguWOnDp05cuLAeeOmDZs1atKgOWOmDJkxYsKA+eKlC5ctWrJguWKlCpUpUqJAeeKkCZMlSpIgOWKkCJEhQoIA+eGjB48dOnLguGGjBo0ZMmLAeOGiBYsVKlKgOGGiBIkRIkKA+OChA4cNGjJguGChAoUJEiJAeOCgAYMFChIgOGCgAIEBAgIAKCMbEwvLgmGv1ip1Ko1Cn84mc6lMIo/GInEoDAJ/vt7v9zx+t+u5LoffOLumb7ZZjuEabfa6tPaXr168dunKheuWrVq0ZsmKBeuVq1asVqlKheqUqVKkRokKBeqTp06cNmnKhOmSpUqUJkmKBOmRo0aMFilKhOiQoUKEBgkKBOiPnz589ujJg+eOnTp05siJA+eNmzZs1qhJg+aMmTJkxogJA+aLly5ctmjJguWKlSpUpkiJAuWJkyZMlihJguSIkSJEhggJAuSHjx48dujIgeOGjRo0ZsiIAeOFixYsVqhIgeKEiRIkRogIAeKDhw4cNmjIgOGChQoUJkiIAOGBgwYMFihIgOCAgQIEBggIAKCMbEwsLAuGvVqr1Kk0Cn06m8ylMok8GovEoTAI/Pl6v9/z+N2u57ocfuPsmr7ZZjmGa7TZ687aX7568dqlKxeuW7Zq0ZolKxasV65asVqlKhWqU6ZKkRolKhSoT546cdqkKROmS5YqUZokKRKkR44aMVqkKBGiQ4YKERokKBCgP3768NmjJw+eO3bq0JkjJw6cN27asFmjJg2aM2bKkBkjJgyYL166cNmiJQuWK1aqUJkiJQqUJ06aMFmiJAmSI0aKEBkiJAiQHz568NihIweOGzZq0JghIwaMFy5asFihIgWKEyZKkBghIgSIDx46cNigIQOGCxYqUJggIQKEBw4aMFigIAGCAwYKEBggIACAMrIxsbAsGPZqrVKn0ij06Wwyl8ok8mgsEofCIPDn6/1+z+N3u57rcviNs2v6ZpvlGK7RZq/7tr989eK1S1cuXLds1aI1S1YsWK9ctWK1SlUqVKdMlSI1SlQoUJ88deK0SVMmTJcsVaI0SVIkSI8cNWK0SFEiRIcMFSI0SFAgQH/89OGzR08ePHfs1KEzR04cOG/ctGGzRk0aNGfMlCEzRkwYMF+8dOGyRUsWLFesVKEyRUoUKE+cNGGyREkSJEeMFCEyREgQID989OCxQ0cOHDds1KAxQ0YMGC9ctGCxQkUKFCdMlCAxQkQIEB88dOCwQUMGDBcsVKAwQUIECA8cNGCwQEECBAcMFCAwQEAAAGVkY2JhWTDs1VqlTqVR6NPZZC6VSeTRWCQOhUHgz9f7/Z7H73Y91+XwG2fX9M02yzFco81e121/+erFa5euXLhu2apFa5asWLBeuWrFapWqVKhOmSpFapSoUKA+eerEaZOmTJguWapEaZKkSJAeOWrEaJGiRIgOGSpEaJCgQID++OnDZ4+ePHju2KlDZ46cOHDeuGnDZo2aNGjOmClDZoyYMGC+eOnCZYuWLFiuWKlCZYqUKFCeOGnCZImSJEiOGClCZIiQIEB++OjBY4eOHDhu2KhBY4aMGDBeuGjBYoWKFChOmChBYoSIECA+eOjAYYOGDBguWKhAYYKECBAeOGjAYIGCBAgOGChAYICAAADKyMbEwrJg2Ku1Sp1Ko9Cns8lcKpPIo7FIHAqDwJ+v9/s9j9/teq7L4TfOrumbbZZjuEabvW6LwycChA+BAV8Wa3X6mD6hL8/dPhmm+V5duGzRktUzRUoUqJ4mTJYc9fTgEQPGC5eeESJCejpw2KDBQUNPAAAysWwvz912zyb3YGTb/p448cHzy4HDRo0ZMmLAeOHCQ8evAYOFXwIEBwwAkIllsVaq9DcShcBf/mFXrHxVviafkW+Hjhw4vhUqUpz4SmRowGCBggIEBnwl0jf6v097/daXKVKMFMnRgsUKEB89ChMkegwWegcMFEihPd/vvkyREgUKkSE3bKjweOjAYYMGChMaMFigIAGCAwYKEBggIAAAmVgWa6VKoU4e0MezeTSv9cXz4llR4qMHjx06cuC4EQPGixQoTnghQHzw0IGD98BBAwYLPAIDBAQAIDMSeZq3ydKECZAfM2SY0JCxg7EjsYOww1qpvr/nd++upYXKFClRoDxx0oTJEiVJkHY7dOTAYaJkN0FCBAgPHHYIDhgoQGDAue97ruvCZUsVKlOkRFmiJAmSI0aKEBkihEcnI0aLEyY6EB88dBoyYLhgoULHoAMgE8vqtG7LVaEyRSrXhMkSJUmQHDFShMgQIUFq0JjJyeRYciC5WO7MmTlR5yvbtjpCOiQ6DzoIOgEAdEQh0PfraK+u9cVLFy5btHKycpQUITJESBAgP3xybtioQWMmx0QJEiNEhADxwUMHDhsyYKAw4YFDjoIECA4Y5BTksjkrVYnM+XJ/rvWFkxKF+8G9cNGCGyEiBIgPHjpw2KAhA4YLFjgHDTgGnAEu9OG9r1sVJkE3oNvMjePmoOFGYOCG3k7l3d87ThVOESJDhAQB8sNHjxcuWrBYoUJECA6cCxYocBhwYjiqFOdkKpFGohDoy+Fg2otrffHShcsWLVmwXLFShcoUKVGgPHGiJAmSI0aKEBkiJAiQHz568NihIweOGzZq0JghI0YLFhuKEyE2aMiA4YKFCg8cNGCwQEHMJgqBvr/n99yWYZr91rZoyYLlipUqVKZIiQKFyBAhQWrQQHFio/bAoTZAoDYShcD6rmlbLfviRbtipcoUKVoRIkOEBAGi8dihI8cNGzVozGjBYoWKFChEhADxwQOGC1oECA8YLFCQgMAAgCyWdjKVSCNRCPT9Pb/nudumbTTtpVtfvHThUoXKlChPmCzdIAGScxNzE0JDBrNtbwYIACATuzmZSuSNKLz1Nx6XLFaoEBkiJAgQHz14bGzUoLEZIWIjIQKEBw4aLFCQAIGBAgQGANjEbFaqFOpkKpFGohDo+3t+z3O3TdtsvnjpwiVLlSlSs6iZEyZAaKDMOGzQkKECBQkRFihIgOCAwQyALIudoU6mEmkkzsDZJ+OyRUuW7IqVKlSmSIkC5YkTJUmQHDFShMgQIUGA/PDRg8cOHTlwyMhYrDhhogSJESJCgPjgQUMGDBmFCRIiQHjgoAGDBbGsDPT9Pb/nOVmOYblipQqSHTpy4MRkxIDxEhshIgSIDx46cNjgEDtgoACBgZipRBqJQqDv7/k9z902bZNhWvzCtGTBcsVKFSpTpBjRAeOFixYsVqjAOmARIGAHDBQgAEAGW6kw0Pf3PEzbZJj2wq0vXrpcsVKFyhQpUaA8cdLkiJEiRIYICQLkp6YGjRkyYsB44aIFi7FtazJguGABwoMECA5qAgDUpFAnU4k0EoW126ZtMkyrvTRYrlipQmWKlChQnmiKEBkiJEgPHjt02KhBY4aMGDBctFBRgsQIER00ZNBcsFAhAgQFCRAcMFBAE8tKoTSkkdbztBxNhmk0X7xkwWKlCpUoTZhmgPzYgeOGDRozXLRQkQLFCBEhQHzw0IHDxswFCwgEBMwAzLIzK3XGz+zZO2tfW5owSXoZKfLz8nnBvFSkQHkdvAoItO0Ls3I9uWz6tnWluEqQuCZIiHAZKEBgwCXgQl3elXWJahXZMUNG2LatECA4bIDw8LdtK+Bu21YKddpt2wJtbdvub9u2OU1r21aEiDcisiJoIfKEeMKibUMMrbQtiCYgRoA4BkHAINoPqER98IPngxkwH0J8cH5AemDlgZIjRII88PGgw4O0g6oOVjpA6RCkA45DoD11OLzh8IADgA2aNhT6s6HNBgUbCLxoWw2VprStBgEamhp0nAZYQ5shx4wMDzIYAJDNQM1wY2CFYRSGSxgwYKhd+HVh0AUoFpwVfFXAJajCnAofKgSocKOQiwKpCa6ERRIK9ZBQbRWhTIQvEXIQIEEQAsEDhAoQHkC4Qih2qtLgQc0BCwcXHERwMAfK0SCapW0ZYGEARAcDLAMpA1uVJ0ySGBlaoIeOGzRiuCzAsaDDguACP8GoBG0SlEgQIEFYAtvFtu0BSweWFPlxIMeGA9cDvAO1gUgGChlQQ8aAFwsGbEMFfBCIRWAVgTQhCPAGyBpwY4AId1TbBvgRIEGAAQFcAHMAPAFAwwWAEh8AZCjLVdanDEGZADJRZHXIBpDpxl6NpdrUtmO2mBgRMRZiI8SCYZDCGoUF2hNWJ6xCqLbN0pDRttkXbBNYJTAZYC/AdGygOlgwWCpYJNgxbE2nba8ZrgRubWsF+9C2VE00Y9tC6bhy2z7ZPK88GTTb9vl76nw5zzgnNHBinVLn0Nk3eTUTNfU03XBp4mgiENCENpVMXaiYophmmD9m7Wj5ZNlAQdsqZ8leSVpJMEne8c6zbY1GIa6Iti0CiVaIAohgR9p2KMcJEiEehgYAZIfUIXJIEwriYweOGi9YpAiZCEUIIQgJVIVS4TAISI/ftsEvWZq0bZAOwqKAnPAArwAfAJe/S785vxi/JIK29YXySfL56PH+VP+l38sP5G/w4//Nr/Tozhf/iA+/hv/iVNv2SHohITD0D/prv9fijeIJ4m1507TtLmtfVKZtd6O+poySttV9PUfrcO4qPySHTX4lj5K3oNs2DxFs2xxA7szpoZNTkiMya9tckJyMtm3dtm1HtG0O17at27Yt37b4rbZt3bZtc22Ll2rb1m3bFtq2eJ22bd22bee2xdm0beu2bQu3LW6mbVu3bVsHbYtjaNvWbdtWrG3xv21bt21buG3xvW1bt21bTG17k7Vt67Zti2vb+9m2rdu2rVjb4ma1beu2bQu3La5V27Zu27bQtsX1advWbdt2blscnbZt3bZt4bbFuWnb1m3bFte2uC9t27pt285ti7PStq3btq2vbXE42rZ127adti2uQNu2btu2x7bF+dq2ddu23dG29pi2bd22bSO0rS2hbVu3bVsBbWvfbdu6bdvObWvHbdu6bdvybVu/atvWbds2QtvWXtq2ddu2hdu2xtK2rdu2LbFtaxpt27pt28JtW7to29Zt2xZu2xpF27Zu27ZQ2pbG1Lat27Yt3La0pLZt3bZtL7QtvaNtW7dtW7ht6Rpt27pt21JoWzrYtq3btm2Ntr2xadvWbdvW17Y3J23bum3bwm17Q9K2rdu2rbVtbxLatnXbtoXb9sagbVu3bVtr2972tm3dtm3htr3dbdu6bduWta0tUtu2btu2cNvaFrVt67ZtC7etrVDbtm7btnrb2uC0beu2bQu3rU1N27Zu27Z829qktG3rtq27qG3lQ23bum3bgrWt7KRtW7dt2w5tK0fbtnXbtgXRtnGktm3dtm3B2jbG0rat27Yto7aFGbVt67bti6FtaTTatnXbtjXRtjS7bVu3bdsFbTsb1Lat27ZuibZ9PbRt67atS6NtW1Vt27pt25po25ZI27Zu27Ya2rZVtm3rtm2rbNu2/fWrLBL2TxmkskdYPmWOyhph35QxKluEZVOmqCwR1ksZorJDWCplhsoKYaOUESobhE1SJqgsEBZHGaCyP9gaZX7K+mBblPEp24NVUaanLA/2RBmesjvYD2V2yupgOZTRKZuDzVAmpywO1kIZnLI3WAZlbsraYBOUsSlbgzVQpqYsDbasDE3ZGaxYmZmyMthkGZmyMdi+TExZGOyuDEzZF2xe5qWsCxYv41K2BUsr01KWBeuWYSm7cs1VZqWsytVWGZWyKddZZVLKolxHlUEpe3KdVOakrMkVUhmTsiXXRmVKypJcFZUhKTtynVNmpKzIFU4ZkbIh1zZlQsqCXNWUASn7cTVT5qOsx3VMGY+yHdclZTrKclxvlOEou3F9UWajrMaVRRmNshlXFGUyymJcS5TBKHtxDVHmoqzF1UMZi7IV1w1lKspSXDGUoSg7ca1QZqKsxDVAGYmyEddmmYiyEFdlGYiyD9djmYeyDtdhGYeyDVdgmYayDNdeGYayC1ddmYWyCte7jELZhGtdJqEswtVWBqHswTUuc1DW4EorY1C24OqWKShLYL1VhqDsgJVWmYGyAtZYZQTKBlhDlQkoC2CNVAagrMzqqIysbMzqpkysLMy6pixbBmZFU4Ytu1qvlFnLqlYqZdSyqTVKmbQsam1SBi17Wl+UOcuaVhZlzLKlNUWZsixpBVGGLDtaO5QZy4pWDWXEsqFVQZmwLGg9UAYs+1kJlPnKelZo2V/mW5tlfRnPqizjy3bWvmwv0622srxMV21VlivDq6rK7jJcdVOZXVZXGZXRZbdqojJb2Vz9UyaXxdU7ZXBZrUqnjFY2q5Ipe8vcKpWyluxX9QaZL7JeVRpkvMh2VWOQ6SLLVQ1BhovsVjUCmS2yWlUqGS2yWdUomSyyWFUnGSyyV9UlmSuyVtUgGSuyVdUdmSqyVNWcDBXZqSpOZoqsVNUmI0U2qnojE0UWqiqTgSL7VK2ReSLrVH3JOJFtov4i00SWicqLDBPZJWouMktklai2yCiRTaLOIpNEFokKiwwS2SNqKzJHZI2oqsgYkS2iniJTRJaISooMEdkhaigyQ2SFqJ7ICJENom4iE0QWiIqJDBDZH2ojMj9kfaiByPiQ7aHeIdNDlodKhwwP2R2qEzI7ZHWoS8jokM2hIiGTQxaHWoQMDtkbqhAyN2RtqD/I2JCtofIgU0OWhiqDDA3ZGeoLMjNkZaglyMiQjaGKIBNDFoaKgQwM2RdqBTIvZF2oEsi4kG2hPiDTQpaFyoAMC9kVagIyK2RVqFkyKmRTqFcyKWRRqFQyKGRPqFEyJ2RNqEYyJmRLqEMyJWRJqEAyJGRHqD0yI2RFqD0ZEbIhVBuZELIgU11kQMh+TDuR+SDrMW1ExoNsx7QPmQ6yHFMwZDjIbky7kNkgqzHdQUaDbMYUB5kMshjTFGQwyF5MTZC5IGsxHUHGgmzFlAKZCrIU0wFkKMhOTAGQmSArMR0jI0E2YpolE0EWYnolA0H2YUol80DWYRol40C2Yeok00CWYbokw0B2YYoks0BWYVoko0A2YSokk0AWYYqTQSB7MLXJHJA1mN7IGJAtmMpkCsgSSGmRISA7II1FZoCsgLQTGQGyAVJNZALIAkgvkQEgK5NSIiMjG5NGIhMjC5MeIsuSgUkJkWHJrtJAZFayqtQPGZVsKt1DJiWLSr2QQcme0iZkTrKmVAkZk2wpBUKmJEtKe5AhyY5SHWRGsqL0BhmRbChtQSYkC0pVkAHJftITZD6ynpQE2U/mS0OQ9WQ8qQcynmwn3UC2k+lSDGQ5mU5agSxHhksBkN1kOGmUzCarpUcymuwmJZLZyGbpTyaTxVIeGUxWk+5kNLKZVEf2krnSm6wd+yWtx3yN9ZK+Y7zGdkVpjekayxWNNYZr7FbU1ZitsVrRVWO0xmZFJY3JGosV9TMGa+xVdM+Yq7FWUTxjrMZWRd+MqRpLFWUzhmrsVDTNmKmxUlEzY6TGRkXHjIkaCxUFMwZq7FO0y5insU5RLWOcxjZFr4xpGssUpTKGaexSNMqYpbFKUSdjlMYmRX2MSRqLFN0xBmnsURTHmKOxRlHrGKOxRdA/Y4rGEkHrjCEaOwQdM2ZorBAUzBihsUHQLmOCxgJBtYwBGvsDVTLmZ6wP9MgYn7E9UCJjesbyQIOM4Rm7A/UxZmesDnTHGJ2xOVAcY3LG4kBrjMEZewOVMeZmrA00wxibsTVQC2NqxtJAJ4yhGTsDhTBmZqwMtMEYmbExUAVjYsbCQA+MgRn7AhUb8zLWBQo2xmVsC9Q6pmUsC3Q6hmXsChQ6ZmWsCjQ4RmVsCtQ3JmUsCtQfgzL2BMqPORlrAtXHmIwtgebGlIwlgeLGkIwdgdJjRsaKQOcxImNDoPCYkLEg0NkYkLEf0HbMx1iPJ68xHmM7nrTGdIzleLIawzF240lqzMZYjWeoMRpjM56exmSMxXhuGoMx9uKJaczFWIsnozEWYyueiMZUjKV4/hlDMXbiaWfMxFiJJ5kxEmMjnlPGRIyFeLIYAzH24ZlizMNYh+eGMQ5jG54YxjSMZXhWGMMwduEpYczCWIXngzEKYxOeDMYkjEV4JhiDMPbgaWDMwViD54AxBmMLngDGFIwleI6NIRg78MyOGRgr8LyOERgb8FyOCRgL8ESOARgrexbHyMbGnvGY2FjYczaWHQNzPhrDjl2dfsasY1WnlTHq2NSZZEw6FnXqGIOOPZ03xpxjTaeKMebY0vlgTDmWdIqNIceOTrAx41jRaR0jjg2d0zHhWNAJHQOO/ZzNMd9Yz6kc+8d853GsH+M59TF+bOfMje1juhM3lo/pnPRYbgx3zmP3GK7Za8weq5uuxuixW3PVmG1sbioak8fi5qExeKzWHDRGG5s1AY29Y26zz1gr9qupR8yXWK/mHTFeYruadMR0ieVqxhHDJXar6UbMllitZhcxWmKzmlrEZInFal4RgyX2qklFzJVYq2YUMVZiq5pOxFSJpWouEUMldqqJRMyUWKlmETFSYqOaQsREiYVq/hADJfapyUPMk1inZg4xTmKbmjbENIllas4QwyR2qQlDzJJYpWYLMUpik5oqxCSJRWqeEIMk9qhJQsyRWKNmCDFGYouaGcQUiSVqWhBDJHaoOUHMkFihJgQxQmKDmg3EBIkFaioQAyT2p3lAzI9YnyYBMT5ie5oBxPSI5WmSieERu9MME7MjVqeJFaMjNqdZFZMjFqcpFYMj9qb5FHMj1qbJFGMjtqaZFFMjlqZpFEMjdqY5FDMjVqYJFCMjNqbZExMjFqbZi4ER+9LciXkR69LMxbiIbWniYlrEsjRnMSxiV5qumBWxKkxYYlTEpjBbiUkRi8JUJQZF7AnzlJgTsSZMUmJMxJYwQ4kpEUvCvCSGROwIk5KYEbEizEhiRMSGMB2JCRELwlwkBkTsB9ONmA+xHsw1YjzEdjDRiOkQy8EsI4ZD7AZTjJgNsRrML2I0xGYwuYjJEIvBzCIGQ+wF84mYC7EWTCZiLMRWMJOIqRBLwfwhhkLsBJOHmAmxEswcYiTERjBtiIkQC8GcIQZC7AMThpgHsQ7MFmIcxDYwVYhpEMvAPCGGQewCk4SYBbEKzBBiFMQmMCOISRCLwHQgBkHsAXOBmAOxBswwMQZiC5hLMQViCZi2GAKxA8tfYgbECix5iREQG7BcJSZALMASlRgAsbJlKTEysbFlJjExsbBlJbGsGNhSkhhW7LpMJGYVqy79iFHFpss9YlKx6BKPGFTsuaQj5hRrLseIMcWWSzBiSrHksosYUuy41CJmFCsur4gRxYbLJ2JCseCSiRhQ7LdMIuYT6y2NiP1i/lKIWC/GW/4Q48V2Sx5iu5i+zCGWi+mWL8RyYviShdgthlumELPF6qUJMVrsthwhZhOblxnEZLF4aUEMFqstJ4jRxGZLCGKvmLs0INaG/VqKhfkK67UEC+MVtmspDdMVlmv5DMMVdmvJDLMVVms5DKMVNmvJh8kKi7XEhcEKe7Wkw1yFtVrOYazCVi3hMFVhqZazMFRhp5ZtmKmwUspeYaTCRil1hYkKC6W8FQYq7JOSVpinsE7KWGGcwjYpXYVpCsukXBWGKeySElWYpbBKylJhlMImKUWFSQqLpPwUBinskfJSmKOwRkpKYYzCFikjhSkKS6R0FIYo7JByUZihsEJKRGGEwgYp+4QJCguk1BMGKOyP8k6Yn7A+yjlhfML2KN+E6QnLo1QThifsjvJMmJ2wOsoXYXTC5igrhMkJi6OUEAYn7I3SQZibsDbKBWFswtYoAYSpCUujHAtDE3ZGmQ0zE1ZGeQ0jEzZGOQ0TExZGCQ0DE/ZFqQzzEtZFaYdxCduSzBWmJSxL0lYYlrAryVlhVsKqJGGFUQmbkmwVJiUsSjJVGJSwJ0lTYU7CmiQ5hTEJW5LMFKYkLEmSUBiSsCNJOGFGwook24QRCRuSVBMmJCxI8kwYkLAfSTJhPsJ6JMOE8QjbkewSpiMsR1JLGI6wG8krYTbCaiSphNEIm5GEEiYjLEaySRiMsBdJJWEuwlokh4SxCFuR3BGmIixFEkcYirATyRphJsJKJGWEkQgbkXwRJiIsRJJFGIiwD8kUYR7COiRNhHEI25AcEaYhLEMSRBiGsAvJDmEWwiokNYRRCJuQvBAmISxCkkIYhLAHyQhhDsIaJB2EMQhbkFwQpiAsQRJBGIKwA8kCYQbCCiQFhBEIG5AsCxMQFiApFgYgrCwpDSMLG0s+w8TCwpLMsGwYWDIZhg27Jolh1rBq0hdGDZsm+zBpWDS5C4OGPZN5mDOsmcSFMcOWyEthyrAkklIYMuyIjBRmDCsiE4URw4ZIQ2HCsCBSUBgw7IfEE+YL6yHrhP1hPlJOWB/GQ74J48N2SDZhe5iOFBOWh+mQX8JyYThyS9gdhkNOCbPDaiSUMDrshmwSZgubkUrC5LAYeSQMDqshiYTRwmbIIGFvmIvsEdZmfyFNZH1leyFHZHlldyFBZHVlcyE7ZHFlbyEzZG1layEtZGllZyEnZGVlYyEhZGFlXyEbZF1lWyEVZFllVyEPZFVlUyEJZFFlTyEDZE1lSyHBsqSyo5DWrKhsKOQ0Cyr7CQnNesp2QjaznLKbkMqspmwm5DGLKXsJScxaylZCBrOUspOQvqykbCSkn4WUfYTks46yjZB6llF2ETKXVZRNhMRlEWUPIemsoWwh5JwllB2EhLOCsoGOtbKAsn+OrbJ+sn2OqrJ8snuOp7J6snmOpLJ4sneOobJ2snWOnrJ0snOOm7JysnGOmLJwsm+OlbJusm2OjbJssmuOirJqsmmOgrJosmeOf7JmsmWOfLJksmOOebJismGOdrJgsl+Oc7Jesl2OcLJcsluObbJaslmOarJYsleOZ7JWslWOWLJUslOOVbJSslGORrJQsk+OQ7JOsk2OQLJMskuOPbJKskmOOrJIskeON7JGskWONLJEskOOKbJCskGOHLJAsj+OGbI+sj2OFrI8sjuOE7I6sjmOBLI4sjeO1ayNbI2jNEsjO+P4zMrIxjgWszCyL47CrItsi+MvyyK74vhnVWRTHO0siuyJ4y1rIlviKGdJZEcca1kR2RDHNwsi+8H4K+sh28HIK8shu8GYK6shm8EIKoshe8HYKWshW8GoKUshO8F4KSshG8FIKQsh+8BYKOsg28AoKMsgu8D4J6sgm8DIJ4sge8CYJ2sgW8BoJ0sgO8A4JysgG8AIJwsgW2ZskyXLjhnVZMWyYcYz2WwWzEgmi81ejWGy1mzV6CVLzU6NW7LSbNSIJQvNPo1Vss5s0ygly8wujU+yymzSyCSLzB6NSbLGbNHoI0vMDo07ssJs0IgjC8z+jDWyvmzPKCP7Z33ji2yf5RlZZPnszpgiu2d1Y4BsntUZybK5LG4My95ZnBGbtbO1sZqlszejNGvLzsZgVs7GRl0WztaMd5aWnRlr2TfrGt9sC/ar+AvMF1iv4i0wXmC7iq/AdIHlKoYCwwV2q+gJzBZYreImMFpgs4qYwGSBxSo6AoMF9qq4CMwVWKsiIjBWYKuKhcBUgaUqCgJDBXaq+AfMFFipIh8wUmCjinnARIGFKtoBAwX2qcgGzBNYp2IaME5gm4pmwDSBZSqOAcMEdqkIBswSWKViFzBKYJOKWsAkgUUqXgGDBPaoSAXMEVijYhQwRmCLikfAFIElKhIBQwR2qBgEzBBYoaIPMEJgg4o7wASBBSriAAME9qdYA8wPWJ+iDDA+YHuKJMD0gOUphgDDA3an6AHMDlid4gYwOmBzihjA5IDFKVYAgwP2pigBzA1Ym+IDMDZga4oMwNSApSlWwdCAnSlKwcyAlSk+wciAjSkWwcSAhSn6YGDAvhR5MC9gXYo2GBewLcUZmBawLMUWDAvYFWIvMCtgVYi6wKiATSHeApMCFoVICwwK2BNiLDAnYE2IrsCYgC0hhgJTApaE6AkMCdgR4iYwI2BFiJjAiIANIVYCEwIWhCgJDAjYD+IjMB9gPYiCwHiA7SD+AdMBloPIBwwH2A1iHjAbYDWIdsBogM0gzgGTARaDCAcMBtgLYhswF2AtiGrAWICtIHIBUwGWgpgFDAXYCaIVMBNgJYhTwEiAjSAuARMBFoKIBAwE2AdiETAPYB2IPcA4gG0g6gDTAJaBeAMMA9gFIg0wC2AViDHAKIBNILoAkwAWgbgCDALYA+IJMAdgDYgawBiALSBeAFMAloBIAQwB2AHiATADYAWIBMAIgA0gAgATABaAOAYGAKyMWAUjAxsjLsHEwMKISLAsGBixCIYFuxKFYFawKvEHRgWbEnMwKViUSINBwZ5EGpgTrDnUBcYEWw5bgSnBkkNVYEiw43AUmBGsONQERgQbDi+BCcGCw0lgQLDfEBKYD6w3JAT2g/lDOmA9GG+IBowH2w3LgO1g+lAMWA6mG3oBy4HhwypgNxhu6ATMBquHS8BosNtQCJgNbB7+AJPB4iEPMBisNswBRgObDW2AvWDucAZYi/01hIH1he01bIHlhd01LIHVhc01ZIDFhb01TIC1ha01NIClhZ01DICVhY01HMPCwr4a+rCusK2GMJYVdtVwhlWFTSX0hUWFPSXMhTWFLSV8hSWFHSW0hBWFDSWchAWF/SR0g/WE7SRcg+WE3SQUgNWEzSRsYjFhLwmVWEvYSkIfSwk7SchjJWEjCXUsJOwjYQ7rCNsoiAfLCLsoOAarCJsouAWLCHsoyARrCFsoGANLCDso6AIrCBso2AELCOsH2we7B6sHqwebB5sHiweLB3sHewdrB2sHWwdbB0sHSwc7BzsHKwcrBxsHGwcLB+sG2wa7BqsGqwabBpsGiwaLBnsGewZrBmsGWwZbBksGSwY7BjsGKwYrBhsGGwYLBgsG+wXbBcsFuwWrBasFmwWbBYsFiwV7BXsFawVrBVsFOwUrBQsF+wTrBNsE2wTLBMsEuwS7BKsEiwR7BGsEWwRbBEsESwQ7BDsEKwQrBBsECwT7A/sD6wPrA9sD2wPLA8sDuwO7A6sDqwObA3sDawNLAzsDKwMbAxsDCwMLA/sC+wLrAssCuwKbAosCawJbAksCOwI7AisCKwIbAhsCCwLrAdsBuwGrAYsBewFbAUsBOwErASsBGwEbAQsBCwH7APsA6wDrANsAuwCrAIsAewBbAEsAOwArACsAGwAbAAsAS4Ydw4Zhs1gwLBaLxV6xV6wVa8VWsVTsFDvFSrFSbBQbxUKxUOwT+8Q6sU5sE9vEMrFM7BK7xCqxSOwRa8QWsUUsEUvEDrFDrBArxAaxQSwQC8T+sD+sD+vD9rA97I/9sT6Wh+WxO1bH6rA57I3FYXFYG2tja2yNpbE09oa9YW1YG3bGzlgZK2NjbIyFsTC2hp1hX2x7/XX1de117XXldeV13XXdddV1xXW9da11pXWVdY11hXV9dX11dXV1dW11bXVldWV1XXVddVV1VXVNdU11RXVFdT11PXU1dTV1LXUtdSV1FXUNdQV1/XT9dPV09XTtdO105XTldN103XTVdNV0zXTNdMV0xXS9dL10tXS1dK10rXSldJV0jXR9dHV0ZXRddE10RXQ9dDV0NXQtdC10JXQldB10HXQVdBV0DXQNdAV0BXT9c/1z9XP1c+1z7XPlc+Vz3XPdc9Vz1XPNc81zxXPFc71zvXO1c7VzrXOtc6VzlXONc31zdXNlc11zTXNFc0VzPXMtcyVzFXMNcwVz/XL9cvVy9XLtcu1y5XLlct1y3XLVctVyzXLNcsVyxXK9cr1ytXK1cq1yrXKlcqVynXKdcpVylXKNco1yhXKFcn1yfXJ1cnVybXJtcmVyVXJNckVyPXI9cjVyNXItci1yJXIlch1yHXIVchVyDXINcgVyBXL9cf1x9XH1ce1x7XHlceVx3XHdcdVx1XHNcc1xxXG1ca1xrXGlcZ1xlXGVcY1xjXGFcXVxbXFdcVVxVXFNcT1xNXElcR1xHXEVcQVx/XDtcOVw1XDNcL1wtXClcJ1wlXCNcI1whXCFcH1wfXB1cHVwbXBtcGVwZXBdcF1wVXBVcE1wTXBFcEVwPXA9cDVwNXAtcC1wJXAlcB1wHXAVcAVwLbuSXceuY1exq9g17Bp2zV6zV7Ar2BV7xV6v1+vVerVeq9fqlXqlXqfX6VV6lV6j1+gVeoVen9fn1XllXpfX5BV5NV6L1+KVeBVeg9ff1Xf9r/61v/KuvCt/5a+76+66X/erftWv+TV3xa+4q32lr7frfJWv8LV2nV3fa2v9ZfVl7WXtZeVl5WXdZd1l1WXVZc1lzWXFZbVlrWWdZZVlhWV9ZXVlbWVtZWVlZWVdZV1lVWVVZU1lTWVFZUVlPWU9ZTVlNWUtZS1lJWUlZR1lHWUVZQVl/WT1ZO1k7WTlZOVk3WTdZNVk1WTNZM1kxWTFZL1kvWS1ZLVkrWStZKVkpWSdZJ1klWSFZH1kbWRlZF1kVWRVZE1kTWRFZEVkPWQ9ZDVkNWQtZC1kJWQlZB1kFWQNZA1kBWQFZP1j/WP1Y/Vj7WPtY+Vj5WPdY9VjzWPNY8VjxWO9Y71jtWO1Y61jrWOlY6VjnWOdY5VjlWONY41jhWOFY31jbWNlY1VjTWM9YzVjLWMlYyVjHWMdYxVjFWMNYw1jBWMFY/1i/WL1YvVi7WLtYuVi5WLdYt1i1WLVYs1izWLFYrVirWKdYpVihWJ9Yn1idWJlYl1iXWJVYk1iRWJFYj1iPWI1YjViLWItYiViJWIdYh1iFWIVYg1iDWIFYgVi/WH9YfVh9WHtYeVh3WHdYdVh1WHNYc1hxWHFYb1hvWG1YbVhrWGtYaVhpWGdYZ1hlWGVYY1hjWGFYXVhbWFdYVVhRWE9YTVhLWEtYSVhJWEdYR1hFWEVYQ1h/WD1YOVg3WDNYMVgxWC9YL1gtWC1YK1grWClYKVgnWCdYJVglWCNYI1ghWCFYH1gfWB1YHVgbWBtYGVgZWBdYE1gRWA1YC1gHWAVYBVgDWANYAVgBWAts5ZZyaxjVjGrmDXMGmbNWrNWMCuYFWvFWq/Wq9VqtVqr1qqVaqVap9apVWqVWqPWp9VpZVqX1qQVaT1ajVajtWgtWolWonVoHVqFVqE1aA1agVag9Wf9WX1Wn7Vn7Vl/62/1rTwrb91Zd+tu1a26NbfmVp1VZ81Zc1bciltv623FWXFW22pba2ttpa209WadrbI1tsJW2Fqz1qw0K806s86sr/W1ulbX2lrb6q/qr6qvqq9qr2qvKq8qr+quqq5qrmquKq4qruqt6q2qraqtaq1qrSqtKq3qrOqsqqyqrGqsaqwqrCqs6qvqq6qrKqvqqmqqKqrqqaqpqqlqqWqpKqkqqeqo6qiqqKqoaqhqqCqoKqjqp+qnqqeqp2qnaqcqp6qmaqYqpuql6qWqpaqlaqVqpSqlKqXqpOqkqqSqpGqkaqQqpCqk6qPqo6qjqqNqo+qiqqIqouqhqqFqoWqhKqEqoeqg6qCqoKqgaqBqoCqgqp9qnyqf6p7qnqqeqp5qnmqeKp6qnWqd6pyqnGqcKpwqnOqb6puqm6qbaptqmyqbKpvqmuqaqpqqmmqaapoqmiqa6pnqmaqZqplqmeqYqphqmCqYKpjql+qXqpeql2qXapcqlyqX6pbqlqqWqpZqlmqWKpYqluqV6pWqlaqVapXqlKqUapQqlCqU6pPqk6qTqpNqk2qTKpMqk+qS6pKqkqqSapJqkiqSKpLqkeqRqpGqkWqRKpHqkOqQqpCqkGqQapAqkCqQ6o/qj6qPqo9qj2qPKo8qj+qO6o6qjqqOao5qjiqOqo1qjeqMqowqjOqLqotqi2qLKosqi+qK6oqqiqqKaopqiiqKKorqieqJqomqiWqJaokqiSqJ6ojqiKqIKojqh6qHaodqhyqHKofqhuqGqoaqhmqGaoYqhiqG6oXqhaqFqoVqhWqFKoUqheqE6oSqhCqE6oOqg2qDaoMqgyqD6oLqgqqCqoJqgmqCKoIqguqB6oGqgaqBaoFqgSqBKoHqgOqAqoBqgCqAKoBqWbWsSlYlq45Vx6piVbFqWDWsmq1mq2BVsCq2iq1eq9eqtWqtVqvTqrQKrT6rzSqzqqwmq8jqsXqsGqvGarFarBKrxOqwOqwKq8Dqr+qr9qq96l/9q37Vr/bVvsqr8qp8da/qVV01V72ruGpdpau26lyNq3CVVp1V3WpL9UXtRd1F1UXFRb1FrUWlRZVFjUV9RXVFZUVdRU1FRUU1RS1FHUUVRQVF/UTtROVE1UTNRL1EtUStRKVEpUSdRJ1ElUSVRI1EjUSFRIVEfUR9RHVEZURdRFVETURNREVERUQ9RD1ENUQ1RC1ELUQlRCVEHUQdRBVEBUT9Q/VD7UPtQ+VD5UPdQ91D1UPVQ81DzUPFQ7VDrUOdQ5VDjUOFQ4VDfUN9Q3VDdUNtQ21DZUNlQ11DXUNVQ1VDTUNFQz1DPUM1QzVDLUMtQyVDJUMdQx1DFUMVQw1DDUMFQwVD/UL9QvVC9ULtQu1C5ULdQtVC1ULNQs1CxULFQr1CvUK1QrVCrUKtQqVCpUKdQp1ClUKVQo1CjUKFQoVCfUJtQmVCVUJNQj1CNUIlQh1CDUIFQvVB7UHdQdVBzUHFQcVBvUG9QbVBtUGtQa1BpUGlQZ1BjUGFQXVBbUFlQV1BXUFVQVVBTUFNQUVBRUE9QT1BNUElQR1BDUEFQf1A9UD1QO1A7UDlQOVA3UDdQNVA1UDNQL1AtUClQJ1AjUCFQHVAbUBdQFVARUA9QD1ANUA1QC1ALUAlQCVAHUAdQBVAFUANQA1ABUAFQC2jllHJqGTUMeoYVYwqRg2jglGxVCu1Sp1SpVQo9Ul1UpvUJpVJZVKX1CVVSVVSk9QkFUlFUo/UIpVIFVKD1B/VR/2pPpVH5ak76k7dqTpVp+bUnKqj6qg5ao6KU3HqTb2pOCqOalNtak2tqTSVpt6oM1WmxlSYClNr1BqVRqVRZ9QZ9aW+VJfqUltqO/01/TX1NfU17TXtNeU15TXdNc01xTW9NbU1tTWtNa01pTWlNZ01nTWVNZU1jTWNNYU1hTV9NX01dTV1NW01bTVlNWU1XTVVNU01TTVFNUU1PTU9NTU1NTUtNS01JTUlNR01HTUVNRU1DTUNNQU1BTX9NP009TTlNN001TTNNM00xTTFNL00vTS1NLU0rTStNKU0pTSdNJ00lTSVNI00jTSFNIU0fTR9NHU0ZTRdNFU0TTRNNEU0RTQ9ND00NTQ1NC00LTQlNCU0HTQdNBU0FTQNNA00BTQFNP0z/TP1M+Uz3TPVM80zzTPFM8UzvTO9M7UztTOtM60zpTOlM50znTOVM5UzjTONM4UzhTN9M30zdTNtM2UzZTNdM10zVTNVM00zTTNFM0UzPTM9MzUzNTMtMy0zJTMlMx0zHTMVMxUzDTP9MvUy5TLdMtUyzTLNMsUyxTK9Mr0ytTK1Mq0yrTKlMp0ylTKVMo0yjTKFMoUyfTJ9MnUydTJtMm0yZTJlMl0yXTJVMlUyTTJFMj0yPTI1MjUyLTItMiUyJTIdMh0yFTIVMg0yDTIFMgUy/TH9MfUx9THtMe0x5THVMc0xvTG1Ma0xpTGlMZ0xnTGVMZUxjTGNMYUxhTF9MX0xdTF1MW0xbTFlMWUxXTFdMVUxRTE9MS0xJTEVMQ0xBTH9MP0w9TD1MO0w7TDlMOUw3TDdMNUw1TDNMM0wxTDFML0wvTC1MLUwrTCdMJUwjTCFMIUwfTB9MHUwdTBtMG0wZTBlMF0wVTBNME0wRTBFMD0wPTA1MDUwLTAtMCUwFTANMC2bkk3FpmFTsCl2ap1Wp9OpdAqdPqfNKXOqnCanx6lxSpwOp8EpcPqb+qa+aW/am/7Tf+pP/Wk/7ae8KW/KT/npbrqb7tN9qk/1aT7Np7qpbpqb3lPctJ7SU9t0nsZTeApPa9PalDalTWfT2fSdvlN36k7baSv9Jf0l9SX1Je0l7SXlJeUl3SXdJdUl1SXNJc0lxSXFJb0lvSW1JbUlrSWdJZUlhSV9JX0ldSV1JW0lbSVlJWUlXSVdJVUlVSVNJU0lRSVFJT0lPSU1JTUlLSUtJSUlJSUdJR0lFSUVJQ0lDSUFJQUl/ST9JPUk5STdJM0kxSS1JK0knSSVJIUkfSR1JG0kbSRlJGUkXSRdJFUkVSRNJE0kRSQ1JC0kHSQVJAUk/SPtI+Uj1SPNI8UjvSO9I7UjtSOtI60jpSOlI50jnSOVI5UjjSONI4UjhSN9I30jdSN1I20jbSNlI10jVSNVI00jTSNFI0UjPSM9IzUjNSMtIy0jJSMlIx0jHSMVIxUjDSMNIwUjBSP9Iu0i5SLdItUi1SLNIs0ixSLFIr0ivSK1IrUirSKtIqUipSKdIp0ilSKVIo0ijSKFIoUifSJ9InUiZSJdIk0iRSI9IjUiNSItIi0iJSIlIh0iHSIVIhUiDSL9IfUh5SHdIc0hxSG1Ia0hpSGdIZ0hlSGVIY0hjSGFIYUhfSF9IXUhZSFdIU0hRSE1IS0hHSEVIQUh/SDtIOUg1SDNIL0gtSClIJ0glSCNII0ghSCFIH0gfSB1IHUgbSBtIGUgXSBVIFUgTSBNIEUgRSA9ID0gNSA1IC0gLSAlICUgHSAdIBUgFSANIC2TkknHpGJSMWmYNEyalWalYFKs9Cq9Sq1Sq7QqrUqpUqp0Kp1KpVKo9Cl1SpvSppQpZUqX0qVUKVVKk9KkFCk1SovSoVQoDUqBUqD0J/1JfVKftCf1pb2Ul+6kujSX5qS4FCe1pbT0Jr1JbVKbdJbOUlkqS2NpLIWlsLQmrUlpUpp0JnWlrbSN/or+ivqK+or2ivaK8oryiu6K7orqiuqK5ormiuKK4oreit6K2oraitaKzorKisKKvoq2irKKqoqmiqaKooqiip6KnoqaipqKloqWipKKkoqOio6KioqKioaKhoqCioKKfop+inqKeop2inaKcopyim6KbopqimqKZopmimKKYopeil6KWopailaKVopSilKKTopGikKKPoo6ijqKNoo2ijKKMoouii6KKooqiiaKJooiiiKKHooeihqKGooWihaKEooSig6KDooKigqKBooGigKKAor+ifaJ8onqieaJ3onaidaJ0onSic6JzonKicqJxonGicKJuom2ia6JqomiiZ6JlomSiYqJhol+iXqJcoluiWaJYolaiVaJTolKiUKJPok2iTKJLokqiSqJJokmiSKJIokeiR6JGokaiRaJFokSiRKJDokOiQqJCokGiQaJAokCif6I9ojyiOqI5ojeiNqI1ojSiNKIzojOiMqIyojGiMaIwojCiL6Iuoi2iLaIsoiyiK6IroiqiKqIpoimiKKIooieiJ6ImoiaiJaIloiSiJKIjoiOiIqIhoiCiIKIfoh+iHqIeoh2iHaIcohyiG6IbohqiGqIZohmiGKIYoheiF6IWohaiFaIVohSiFKITohOiEqISohGiEaIQohCiD6IPog6iDqINog2iDKIMoguiC6IKogqiCaIJogiiCKIHogeiBqIGogWiBaIEogSiA6IDogKiAqIBogGiAKIAoiWRcmiY9GxqFhULBoWDYtmo9koWBQsio1io9doNUqNTqPSqDQajUaj0Cg0+ow6o81oM8qMMqPL6DKqjCqjyWgyiowio8foMWqMGqPFaDFKjBKjw+gwKowKo8FoMAqMAqO/6C/qi/qivWgv+kf/qB/to7woL8pH+eguuovu0T2qR/VoHs2juqgumovmongUj97RO4qL4qJ21I7W0TpKR+noLXqL2qK26Bydo3JUjsbROApH4WgtWovSorToLDqLvtE36kbdaBttob+gv6C+oL6gvaC8oLugu6C6oLqguaC5oLiguKC3oLegtqC2oLWgtaC0oLSgs6CzoLKgsqCxoLGgsKCwoK+gr6CuoK6graCtoKygrKCroKugqqCqoKmgqaCooKigp6CnoKagpqCloKWgpKCkoKOgo6CioKKgoaChoKCgoKCfoJ+gnqCdoJygnKCboJugmqCaoJmgmaCYoJigl6CXoJaglqCVoJWglKCUoJOgk6CSoJKgkaCRoJCgkKCPoI+gjqCOoI2gjaCMoIygi6CLoIqgiqCJoImgiKCHoIaghqCFoIWghKCEoIOgg6CCoIKggaCBoICgfqB9oHyge6B7oHqgeqB5oHmgeKB4oHegd6B2oHSgc6ByoHGgcaBwoHCgb6BvoG6gbqBtoG2gbKBsoGuga6BqoGqgaaBpoGigaKBnoGegZqBmoGWgZaBkoGKgYaBfoF6gXKBboFmgWKBXoFagVqBVoFWgVKBUoFOgU6BSoFKgUaBRoFCgUKBPoE+gTqBOoE2gTaBMoEygS6BJoEigRqBFoEOgQqBAoD+gPaA8oDqgOaA3oDagNKAzoDGgMKAvoC6gLqAtoC2gLKAsoCugK6AqoCqgKaApoCigKKAnoCegJqAmoCWgJaAkoCSgI6AjoCKgIqAhoCGgIKAfoB6gHqAdoB2gHKAcoBugG6AaoBigF6AVoBSgEqARoA+gDqAMoAugCaAIoAagBaAEoAOgA6ACoAKgAaABoACgAKBl0DIoGZQMOgYNg2ahWOgVWoVSoVJoFPqEOqFOaBPahDKhTOgSuoQqoUpoEpqEIqFI6BF6hBqhRmgRWoQSoUToEDqECqFA6A/ag/7QHsqD7qA7NIfqoDj0htrQGnqD2qAyNIbWoDToC3Wfv56+nr6evZ67nrqeuZ64nriet563nraetp61nrOesp6xnrCesJ6vnq+erp6unq2eq56qnqmeqJ6onqeep56mnqaepZ6jnqKeoJ6fnp2enJ6anpmel56WnpWelJ6UnpOek56SnpKekZ6RnpCekJ6Pno+ejp6Ono2ei56KnoqeiZ6HnoaehZ6EnoSeg56DnoKegp6BnoGegJ5+nn2efJ57nnueep56nnmeeZ54nnied551nnSec55ynnKecZ5xnnCecJ5vnm+ebp5unm2ebZ5snmyea55rnmqeap5pnmmeaJ5onmeeZ55mnmaeZZ5jnmKeYZ5gnmCeX55fnl6eXp5dnl2eXJ5cnlueW55anlqeWZ5ZnlieWJ5XnleeVp5WnlWeVZ5UnlKeUZ5Qnk+eT55Onk6eTZ5NnkyeTJ5LnkueSp5KnkmeSZ5InkieR55HnkaeRp5FnkWeRJ5EnkOeQ55CnkKeQZ5BnkCeQJ4/nj+ePp49njyePJ47njueOp46njmeOZ44njieN543njaeNp41njWeNJ40njOeM54ynjKeMZ4xnjCeMJ4vni+eLp4uni2eK54qniieJ54mniWeJZ4kniSeI54jniKeIp4hniGeIJ4gnh+eH54enh6eHZ4dnhyeGp4ZnheeFp4UnhOeEZ4Qng6eDZ4LngqeCJ4HngWeBJ4CngGeZU+yp9gz7An2xD6tz+qT+pw+p0/pU/qMPqNP6BP6fD6fT+fT+Ww+m0/mU/lMPo9P45P4HD6HT+FT+Aw+g0/gE/j8PX9P37P3/J//03/6z/7ZP3lP3pN/8s/dc/fcn/tTf+rP/Jk/dU/dM/fMPfEn/ryf9xP3xD3tp/2sn/WTftLP2/P2tD1tz/k5P+Un/Kw9a0/a8326T/fZOn85fTl9OXs5ezl5OXk5dzl3OXU5dTlzOXM5cTlxOW85bzltOW05azlrOWk5aTlnOWc5ZTllOWM5YTlfOV85XTldOVs5WzlZOVk5VzlXOVU5VTlTOVM5UTlROU85TzlNOUs5STlJOUc5RzlFOUU5QzlDOUE5QTk/OT85PTk9OTs5Ozk5OTc5NTk1OTM5MzkxOTE5LzkvOS05LTkrOSs5KTkpOSc5JzklOSU5IzkjOSE5HTkbORk5FzkXORU5FTkTORM5ETkROQ85DzkNOQ05CzkLOQk5CTkHOQc5BTkFOQM5AzkBOQE5/zj7OPk4+Tj3OPc49Tj1OPM48zjxOPE47zjvOO047TjrOOs46TjpOOc45zjlOOU44zjjOOE44TjfON843TjdONs42zjZONk41zjXONU41TjTONM40TjROM84zzjNOMs4yTjJOMc4xzjFOMU4wzjDOME4wTi/OL84vTi9OLs4uzi5OLk4tzi3OLU4tTizOLM4sTixOK84qzipOKc4pTilOKM4ozihOKE4nzifOJ04nTibOJs4mTiZOJc4lziVOJE4jziNOIs4iziJOIk4hziHOIU4hTiDOIM4gTiBOH84fzh9OH04ezh7OHk4eTh3OHM4cThtOGs4azhpOGc4ZThlOGM4YzhhOGE4XzhfOF04XThbOFs4WThZOFc4UzhROFE4TzhNOEs4SzhJOEk4RzhHOEU4RThDOEM4QThBOD84Pzg9OD04Ozg7ODk4OTg3ODc4NTg1ODM4MzgxODE4LzgvOC04LTgrOCs4KTgpOCc4JzglOCU4IzgjOCE4HTgbOBs4GTgZOBc4FzgVOBU4EzgTOBE4DzgNOA04CzgLOAk4CTgHOAc4BTgFOAM4AzgBOAE4y5xlTjInmXPMGebMOrHOq7PqpDqlzqjz6XQ6mc6lM+lEOo3OopPoHDqHTqFT6Aw6g06gE+j8OX9On9Pn7Dl7zt/5O32n7+ydvZPn5Dl5J+/cOXfO3Zk7dU7ceTttZ+28OW1O2Rk7YWfNWXPSnDTnzDlzvs7X6TpdZ+tsm7+av5q+mryau5q6mrmauZq4mriat5q3mraatpq1mrSas5qzmrKaspqxmrGasJqwmq+arZqsmqqaqZqpmqiap5qmmqaapZqlmqSapJqjmqOaopqimqGaoZqgmqCan5qemp2anZqcmpyam5qbmpqampqZmpmamJqYmpeal5qWmpaalZqVmpSalJqTmpOakpqSmpGakZqQmo+ajpqOmo2ajZqMmoyai5qJmoiahpqFmoWahJqCmoGaf5p+mnyae5p5mniadpoBkRqoRKA1LoACEzchBAAAYAIAAIMcYhQ6xowDEhSAAQwGDAKy8R/TfMV9ar+C7e9vn7uf374v285fxfOb/739Nvt/3312f7773t9td/3/2e+y9tyu3XX72f369ru/t932/2e/ze/P/tf7m+2/7vufWo+72/8vfze/X/5v97e2//7ubff53fv+rPp+KV+9/dvvc3f7/+Xv5vfL/+3+1vbf373tuMf+lVef3Z/vvvd3213/f/a7/P3sf32/2f37s+3+zay32f/77rP78933/m676//Pfpe/n/2vZ+/PW1X3m/+9/Tb7f999dn+++97fbXf9/9nv2pz/qvX8v/nt+n7zv7ffZv/vu8/uz3ff+7vtzq7/hXudv5v9v28/u1/ffvf3ttv+/+y3+f3ZX3v8Tnh9+b/b73L/+9vn7ue37/vt7tb/n/2tjV/7gP3a6UG+wu7dtuy28suo9Y9zUUcQl1P/k5lwPzaGdwlXu0an5P35nI97ble75PfQoc2kWbZnbLbf6A5tNh5ycGwFsWAXClnNpHm0iO19Fu3gv3bjqfX199rJNZdxjKtd4SfO69e+2VU/gh2OoNcjROLjfmyFcKh4/HOn+pDXHHvoNy7veIXb4pq/gPB8ejfb7T3LH/Dg073ZzHuoeLxCNGJv+Xv/DrSMhs59cNrrrT/gB9ryeXtrR+Pt92fL8ea8Wfmvzfqoy/r3mvq7O8N3ffT7tanBr8+W9xn+235uJyK/WZb7j3mFzQ65//fph1IPFIXv93lf2RU2mc496erFxb7K+rfnbtbvnHB4M81k+ubQPXh288uPg/x39sq/OXQO4XSZi97v8cu+1/6utz6dAfsxkl7sxytUZ4zgfq5Zlp8t4RvY5P3GX/pL5ybKvyVa/xZfu6DfP8eFfFiDbv6HdMi3x6874ipToTXw7N/aw7TOz8bjw6TXOBd7j0s/Xvd6Eem7SD5bfh7Xx8MKH8aNTc/TPiDZF/Q9Du5SNqLK2sIvvoIwaJ8EyE0A3BL//Uz9sELiQj74uXH879eCt27/g8gJAL4Z/nC3ai958myXHCvK8fhSFG6ALQn/P1cbpxifvzbBsxe99gqOc4MuoLeJ6bRTLn7YNe5v/DG/3W+pZ55c3rB8UOG4i2W9/8DmXLsVH9os+37oPdGc/jnmNtqxXTY7Ze1wcnnSlQtNQ/zJQ/e6XzafRE55N727JLurZ3nh1ed6MLKFvkL6iv5LK5Mx5IXvnjx0mS+Sxroa2s8WWZZ6JsEiFqODOV5Bmi99A9GC/+rnvlr7NLleXerf33To3jlZIdazFGwcckQJndQD9zd63/FMV0zO2ld1/uFF53Z6sd8aPsxLrv22ts8K7L2NiuvtV94rxoKf5vCXXTYfR1eOdYJ4sELtDf3rKJQx5LPqnu4Uny354nMOVwjXbHjUFmmc3i/wx/79IWZ6rG8ftd9Bn+Y38d9XOPtYAg43G1oRvLVl/ELw4WZ9UdEoTwKO171PD2HAeGYh8/eP5z64VgTvmI854MEKmEcuftdm+2rDz43xQsrI2esxh3uCq127h93bfvoK/g1Y8OvRfn/jZfztJH7ahf/jvjfp3lu3Ae6fGzMZnTfybTn6Fp9v12UHulns6TluRbDbvE1xiPepXDT92fI7hO2fl7L8j3Z99Nva2bRyhW+gfx1NI+1bu7WjEEO4ARgONxNNF/80wS/mAw7t+yQtde6rjnZh/2GRgCN+isnuwwrd3u7a55BcwXtPhgmub9yFXb9hYEInH7psM2383BiYkwt7WMEF8aVt+HCFs+cna2ePv1cd913AsFM4KIDn5+2+SX/oOu7sJNeW8oWPuTQcA9iZdeNRpd1vHjxQJws8nYc2mf0+wARgBec2hg9qbmhXqt9f/BMrmM9+vYhn6/4Y3zpctniS9W9DekSwCrBBZ78G2J3frctae0IWJawNt+qonG0f+zn3AVg8FyubI4xg+/P/lSK858p+ucYPdNJVF/cjtQ8av/2J4rfs0E/b1T8XDWyGd7zI/p1foTmyZ2h8VAds+QX1jUJ49BwXf4L98vO9MDuLPzhw6u/CMTx79VH0TvpsyRue5t5h7+raTlKdcvbOUe2nmrm4sO5m+gdn1/f1t8LiNPqz2dfy+fzGPd8DCNdsfEbEy7+P/PCT+1hR3h2d/UEnmOj6+56JwcVXsh4NHOi4U9OeGOA8LwqeuPj32XvMXtNlux4OAv3h4v237jM6e5myOhvGjF7e3avyjonY9TCP/S8vDQl9dnYJH9DdpOjeCfm5t/2SI6/PcxQv/J8T9bPNvpYW3D/IkbdtfWU0wefAYuZO/Wq/SkfZZteLDf+Lb5GBL07/4O7/OfQt6/jTOIfAlXFTv9Kn7k36t2ypV9AJD4BxC9z/vecfmBcWbSYdcNXal9GbHc9+GSbPQTzpwl5kAOhPJR7nsGerviD5Q+H92/XxpIhrddJqtxiHcrsW8Df0cq+ySfBQ/ES5IHJiu5SiP0bIyDYWoMfnXeqIOmveds1ccrrqwestKvAvnr4wdvAd/YRK3MPinRNb1f9Tn1pxJi8WgE7UvOnGv9upvAhhsWvtm20m4ML7V8MLwRyH+4Um1R3lbRpLzdwzSCfd1LIRb/8s4Yt/v+x7x843HPkTdXbZyIs/rsoet3oSrmvjH0cxKffh6Dk+M48pk9C5DydZKrHF+pFursU//Tofr1jod6P0rXjtcIuN7rbmWrtKAdKBQNkKunN7tG7Knn9YK8gWPBxSoMO9ejkWV39E5CNc8ko0uMh5C1CCU/IS3ui6P0QXfx5d/s/Lu9+9T7Mt5WpqdZp0b/kQqlvrXhc5/sTu3AKLfcDf319mwQ+gR8MW3Qu7t5s3+iTOU3Kz/647KJen++1SR98Neeju8myUAqUPSnlWBwTPw9iKVez7cGx9TOyEvJX9CG+9wRj6tYlbMCs33w73foZesPLrdYo3/RsUMvTzmehlFfvYKjH99VMxvSLfd3/T3PBHZmIfayW9z67q5miYvt0Y+vzo3Tf9GxQy9OfGid65VSvPE6/cFGblQ7yVQ9tWZnqlqV860eNVbCEcG+ab0ftYT3+octObm9ETSWzlKvYVuD8PCaM3oXgr277d9JaEl2zik2gmelceVfP7eH8Bs3+P9Oi3Mza9LSWjt52rhL4qZKW3lYXzx2V7pj9lvpVJftrol6HNyuksUdI7Z6ncnKhN8HwJJnZXvPyTlNjo90zmfttN8gtVsVd4pWlm5ajF6/VXJTb5EiZ29qSk140V/xJYbyZn7Ech736O6qaXmJuV4V8u6RWl2ar6Wjh2gdk/9tnzFjs+VGnilzuW9Fp/Kqv5/ceQ1StOAAAA/f///1oAAAABAAAAdFQAANR0AQAotS/9oNR0AQBFowIqReaIMRCQDQMAnGqYfwi5tnOG/o0BMgcl3r4QCxIsAivftjqQ6VWdJjto0XdYSt77n1JKKQXyCDYIbgh4DS7jic+gwWpAQc3gz8tLLzgTg/HEXzS3eOIuVozFmJ44a4mv+OqJK7ngLTgOfpNmDYbjieV4Yk88iksxXByOm8Nyc3jOBKYzgU2gwCdQYBQpcF0KnGIFVrECr7jDdnf4rgVm0QK3wMMu8DBeHn6Rh/NiYBgxcAwZWE8GlrGHZ+zhPT5Mgw/z1cB9NXCNG9jGDXzDD+Pww35/OMcf/gvEgIE4UBDrEMSCPPAOHpjHIO4xiAcJsQ9CTAgE/wCCgQTBhUFwkENseIgPhWBEIVgIETyECCaiiBMVsWIRvFgEFzmCjRzBR5BgRiQYSRLcmAQnWYKVLMFLmmAmTXATJ9jRCXYCiR8hMaQkjpTEkk/w5BP8JAqGEgVHmYKlTMFTqmAqVXCVK9jKFXwFC6bEgrHgLFgLLmAAGziAmQjgAgQwgQF4aQAeoIQFKGGlJBwgCScBwEgAMAAjfGSEjTz+HnsXvy52q7it4irHnWOu8dZY44wxLjECkxiBR7jhNzfsxobb2DCbGl5Tw2oicJoILAIEDgECg/CAP3jAHjpgtA64Awd8xgFz0IA3aMAacIYMGDAGbGZ2AV/AFixUwBUwBQpluAyTkY3hMSwmFobDMBjYF/7CXl4T8ATc1SUBS8BcXFt4C2tpZeEsjIUVAUfAV1cQMAT84IED7ABbWTXADXBVFRWmwlNTUlgKR0VBYSjMgMETfsILFijACrCTUwKcACPATYjW9BHr46fzEKppm7BPuqorO7IuvESoTXCaJd6HsMpAK6+9TMQ7LgphhHlmapl8oxMk0J/FAJtbmOtFNSpO5RsG76Mdn1h9auH0RYplisJjVSOFJmdqZWVlZGVkZWWQPLgqXNlJVtmQNFRWVkZG5XakKUlVlXKcimRzpKmExZ4johNRIr2YIWVxdJkAtcIvu8dFdUnEyc9lFjU7snmAGbJ3NSRcguoxl4AAlZlIQiI7woqoCvkhu6T3BSIUm81AlvlECEw2AokLWTBBxWw2eznVw46RytCjpCGMozi7UjZ7GZUFJNsh6Icvg56yOCxsJHDURkNHRGss9MCClYhXdnuZh2mWn2RdnUPAnFQ5CZWNHYEQHTs6oGHMyG9q7AtmjfmxGGNuJtOYXmQ6lqtSYookl4ghOgogZogFALFCb6DECuUFEiMkwYqYoAqcjo6FvlyxQFsydGmjQxMzzSpWplWiVdpx07IK6QLnGqUo9Xqdw8TXGYouroBrNK87shGuhJNfVyF8pVdJwEgy0Uey1+zBJGFYYlZLUc8EKXsW0ywXLfsUIYR1hM+BRj7GJS86hI7Ju7pXrrCJUArFxseJ0HTH6kNNoej1gowrKYMrVjI/1lIzD50kQk0zZPOw86mzVMWVsrAIH0lttcTzmOo2V9kJpAo1QQKrGZJING+BVySQc/4kobRCMcPxGVpgihPDM3VFrpBo6mSxpw22xKxAeqjjokWLuihMhaVwE8KJkTFssEzmh9ACbogcYY6DdGF3BseEZSqRYQVDtsBauMft+jKhsobQgecqgXRPCjoLV0a952Q3kLwKKuVZJwByXQn1V+VYoRHXI2B01qwyH9fFP5hXwx+VXAC5rE56Fq9EzhStGTNLieGLJJBQSy75mizgkUTphmNjX5gsX2OwHnQOAfPMJBPF8JOsC/sJIwxbxksEtnGUBvaMjj9YNVVNk3E3sKF4yLCiMPiwWJTmsHXoLOTpU4PVgxoGy6dtDbZPD1GsHxhWWKyZjv2jz2C/tBDimYXCgkIBZCOgERt6B+kPF5vrY9ayCl6PAC3Rm8RkuzKB69bF65FTH5ZWFmhbTPPurG6DNv8clVASYIVVCpwbgZpSUOEQpI91E0lklq+361bKEwvkgUUSDmndqQtj1aExPYVGC/EL6hKgIDonREU6FH3Bu+q4MyNmqJ9NoWH5dzcwW3rgZr2RUq7sLrxaLRZYqMtIV9XiOTTWOtBzxjjA5vHELHEISxUanc7E5h/ExyMrT+6srCK4FMAeGFPVmaTvWkgnpsQMATZrc8vMGqc9PsYhMdrk4LQ9ouKQTU1NTU1NTUlh1ZSJIoVNU2qVwoIuuEZhyRgxesSCofsAic0eyQOJ3YJ3AlKKH2QiWQOb+Ec2CBoFeZSlFZk9w6VAJJ5Oy4qZGRPJ12Uy++lSRfrV7ayYv75IPzttspoarpE1yPyugW2ReYJdWcq1z0i6O5ZZSUCBIj10wbpsNKwT2fVWeImoAlFkk4Ull4KViJCGWinIrxUrrn9FoiC76BmRXQX/2NSqWIFUMSEG2dVwUA1sLfRxypYlsisTKEgMejXqjmmXXSsJu9gn0yN1NgGu7NrG0Qif0zuqR1SpKD1GWYW+z2uiNS5hKHTI+hUwpPrIMC1zg6vDCoAR4MkUlzRXNEwt9cBRZhfnEWvVBQFRAyZiGYWpLA2ZZXtN2LAWemAcZ/4ygPXQFAc8qjK/OlNsiVE2KsCQjHJUTcX1pZEDJfzB4bqYhsClYxUkU5AocoHLy2JNOQ/rOqkM+VTkwwzeVpnTTDJCQMW4xWmS2LteOSkf6WQnNaRofBOKyOTwUrDNBakgWVrYNIpMeELs/DAgWWKqgUXDxISaXoc9qRBEAq1YM2BifJFiWdG5RxaahgLraQDNUwsnNsDSIwqS2C9XjsR8YpXsSZ2VGjuspZUCeygFQGE2mnEiYbNYSAKmjbCsw40gwWMA9kkj0uSbzzBkpC2QlMEmEUSIiOeKLBAQB9+UjRUixMgfoixjoop2Dhqh2B1W4LhI3YJUEzMGEGPsXuahnaST5ZIRp780GrB5ErLunqh8Ldo3LN1g2R7czSjCIUMo6nEgxYapeTEIZMSlniYoKKL0wUJZAxvdpAGoWkJsZWKP5hpwEUGaRSXUq4OR66mNzDZo7Jwt2VGGYI/0WqaHDlvEBm2OrImhRENXSiWeS5pI8pqobLFD6Np4Ig0EG481RhGQyUXya5AOLTIclhij68OTBcSQaMSMue7QEkfMTB06MTwhdtk/EQ6wpWIOIVceUPCMcQ9ZzMaTPBhPG8Y5DcbVBRgnDcH4B0rKmMAWxlhELQfAsaKtaC/aibYhRBvRLrQPbUGouw/qRj3de073qenOY7pNAe07gDagQBtPoB0odetJ3amDNp9BexChTWj72X92HTvbzp6z6Ww1cDacOHtNnB1HzmYjZ8sR3W1Et+joDh3do6TbDekm3W926UaTZqfZZzboNiNmi+HcZDg35+bu3NybmnuM5tb8sj2/7C9g9ieYDWaX2WF2JubG3F52dne57ivXfcXuLNiNvdxbLvel5eZiuS2tW4t1Wyt35cayKXcVK9vKnrKp7CdQNpQdZUvZjY7bEXIrgdyQkpuJ5Jac3E0m92TkXhK5Ix93ksf9uJFsJ7vIkX1kG9mMW9FwGxZuIoW78McW8mP/INyIhJsQyB4CZAMJshOD7CB7cR9uH4E7MMfmkWPnwLEFcWwcN7aOG/uG397ht/3+do+//bcHNyAW1tJeSrAtJNgJFuwLC/YCBjsCg80AwhaDsCFs7bKtvTVhV5iwJ3htCl7bS2uTaW2tB7vrwX4Ata2gNpSCHQHDvoBhY9CwzTRsDRt2hg17w9nmcLbPOmwPHXYHtA0CbaN92CE+7A9yG09uy5nYMkxsEyk2jRQ7BYtdg8VmoWLvqdgq6rZe3a6b2zDm9tzbbvG239h2CbbNlrZHpO00EbtNxBahtkmobbW1Dbe219y2C7ftFrdfxO24E3vGiX1ixeZbsVfcbRt3+85u99ltOxQ7BoqNgm7n0W26MQRjT4VGdGFhpRad1UUKtWLhEB2JekeiDyaNWkkjIyMRTWRQCxnUg3/6x5/+89M9/LQfDs0Dh8aRQwPJoXMEasRAHWioDfts9NXQlZk6m6kzO3WYTt0ZqtWE6tA+Gk8f3YeQTtWLCGW9yHX//gb2AAPbgNYhqBMFtSChXiTUhEH0kSA6iKOGdNSOTrSkE+0kUkOJ1JFSdBQpWkoVPaWKrnJFU7mir2zRVrboLVw0Fi6ai1V3sWqrpb5aaktM7QVTY2rqTU2tyanFcGrOMZrMGD3GU5fx1J6fGvRTf57RaM7oM2s0mzV6DRzdBo6GI6rdiGpRHSfOdtKluvRKI7Ghk9jQNm7oJjf0jULdR0PXoKFp7Gm+Pb0nQ8+QoWXoaRh6Wi+GfhFDx8jTeHk6j06DoNN0JPQZCU2iTWNo021r2mxNr71pDW/6bYTuMEKPkNMe5LScCi1ChVZxp0/c6bsWGkUL3cKFXuFCu2Ch61hoFnbahJ22S6HTUugUcTpEnI4roTmU0CXY9AY2zaamL6hpNTedwU27wWk0OA03txXsp41gX22nbUA/0Vp0oW5k8uFxiT5copeM6jejenSOljNHz6mjSevoOnb0HTvajh7NR4/Ws0f/2aP3+NGA/Gg/pjqQqTZF1YNQNWohbaiQLqQTJUKkEemN9+67+1312x/t9mgfIW0jpI2UtAEk7SSlHUBpKwnYBQRsAQT2AQKbANNuYtpMUjtLaktNbQlTe6pqg1XtKgc7zMF20GB/NdgNqDYX1aaK2lhRO2q/r1a0+eaHtKJD+tCpFnSqT+noPHQ0HTM6jRlt5osG80V/wepLrMZS6iyUmvJRTz7qx0PN5FAfakA997786yMJX2NiY1qsS4Le0nK99kY6gFGSV5kOKyPTFQ4dEoRo0SKNNcY6S9BZ69RAOTUVVVBOpPnWWzMxKXjSCzKg1PwnNadm03x6546dTEczPekCTwRIRXMcUTiipBkPaSalM2dOriOloaSi9FR+oyaryWxymuyHKqNKeNJLS3qAHD3gikpHyGqrutqzHFe7AbKhQllQoVwoD8qE9Ojpsyfz0QsYaAb6SUs96ScFBrSTAW3ggE5wQB/QCHRTxuMn+8l5ch83bvJoaB5dk0PR5NDcpsoBVZajBWglfaQlaK6RNABtpCloC3osJ8qKMmoezaVZTn6TRTMbjaWvrHQDXaXLvDSYl/bi0hO4NBeVhkClqfQD7WDLFmu2Zi2dZbKYMBkMJSUWa87y+ZlZJm9mLFeylSv5SpVsveYrNlNiM/YyW17my2z2ks1ZzKyJOcYTNIOeyVy65C7Zmitzp2f2NJPJ5MyMmankKblKBlMmc5bJZfKXvJmlSOYoklmSSGbSJDdxzI2JiYaR+fHRiBMnjJkxQxI+yYM/8mEuHJJ9DAGSEYUIeRIkE2YjkTkyKyI5ko845iVMMpPGzIgkI8mTGUo+zETyk7wkK8lJ8hDHvOiYHXORfMSGDb8bGUfWwSPzyDtyDzy8F3Z1mUVdi+wiRYoYdTkPEJAv8+1lGnt5b0aWMSPP0Msw9O7sVuS6FXmFiaxjR1aRY2S9bCKjyCeyX42co0au0Zf/+nIfYA4EzIBZMO9QU8Mg4o0sw82VIMskyNoyhbw2Io+Iy29smS0tk6XlNBC5AogLID5ksw8WyMSyWKaQw9zc1uQyXf6Qy8rQMloeG/OQPYTIHTCsZRFZLWc4yxrO8lnekDnkJQFZAFIOgJSRfjb6+bf5bXO7c895L8p5EV50CCM6hA8VwoQK4UKCcCBBWNApNj3Fp34wHz/Yjx58Rw/WYwfPsYPt1MF06uA6eTCePDhPH7ynD+4DCP8BhAGlYtRUnGoIDzKEDeFEiRRhRTpjnXU182qu+uz67AHkIwAZgFJOUspKBPIAApnAgcx0IB9wygicshODvIBBZjCVo6bylFVuYJWtrvKDq3yllbO0shZX7uLKXF4ZzCt7TchfE/KErSxhK29FyFgRcgQHGYKD7IAqV1FlKqgsBZWhFOQnBVlBU07QlJsKZAMFcoG8lAV0dorBYHCmJ97kxGFwGE88hkypJyYVVeOJ27h544lD2QTuIbcQIXeQKygVNdApINfU9eP2cfns0ZMHzx3XjkvHneOWko6KyonjwnHduKFuGzZr1KRB44K6Zsq4ny4Zz84xYsK4YNwv7qarmYnpJXvpWrpX1+pWduGyRUsWF4t7xbXiVqEyRUoUKO4TVzLShXQfnTg2YbLEVeI2ukhcxiNGiiwquonuEFeIi3hoGKQQiPvD9eEOuj147BDUEegCujn8XBzuDRs1+vhouHuuDFfPjQEj7wWeC7eFe+fauStUpKhDccI14c65cm4cXAkSI95cN5fNXXPV0kSEAPHB9eB2cM9cDhs0ZMBg5l5wK7gU3DKyMbEwMPfLneB2uRK4trSysNwILgT3gevAqkEV1ZQr5UK5DNynBQqcEiBwm1wDLpNbgMDSAAFKbgAXyQXgHhl9/7qt27fOixS1idpDraG2EKFBglJR20AtoNa0/eOnD589eto87Z3WTluHzpxS0tFWtI3TwmnfuAltw2ZNq6ZF04K2Z8yU+STj2Xa2YtowLRjOL5uamS1mm20vW0vs1VrZpeXSammztFgor1ipQmWKlDZK+6SdbCNbyPbRiWMTJktaJW1ji6RlPGKkyKJim9gOaYW0iIeGQQqBtD9aH+1g24PHDkEdgS1gm6P1a2+0NtoafXw09mbI0GtjtHntixbPRQsWd3btijZFW9eiOGGCbk6ujWtLtCTaEW9ubWxrrVorog3RgvjgAa3DWcuh3aAhAwazC62FlkJb1pKNiYWBfbVebVcroeXa0srCitBetQ9aB61VgyqqKak2qmXQPrULFDglQNB0wEDL1BJol1oBrVKb1CK1AI6Mvn9bt7d869ziFi+qKqoiqh6qGipEaJCg1Cpq9bQKqGr6x08fPnuqeqp4qneqdap0qnNKSUdF5cSBU31TdRPahs0aNWnQgJ4xU+aTjGfnGDFhwHB+2dTMxPSSvbTEXq2VXbhs0ZIFC+UVK1WqVKpTpESB8mRSMhLy0YljEyZLlCRpRMJ4xEiRRcVEIkOEIB4aBikE8oPQx2APHjsEdVQDq4B/Ofxw3LBRo4+Pxt4MGXoxYOS9wHPRgsWd3QoVKepQnDBBNycXB1eCxIg3tza26lpVLU1ECBAfPKB1OOOwQUMGDGYXLFSgUEY2JhYG9uU1oUsC15ZWFlaEKwgPHFg1qKpSVaOqUFNVqKrUUwIGTEwCqgIGVA8MqA5YqiJYqi4VqDoVqBYwUFVgoGqgqdpUXVB9qjIRqBKoKlUDVAEkVZOqR1Wk6uurvvqrRv2QruqOCFGiRLzKuyJFvdqrfVFbxW21dfugQr1QJ9QNdVNAPQ+gDui06zntp4H6nkA9EGrng9pRU3uf1J4qqAvqfvqfXudOv9PtdDydjZwuR7S3Ee2ioz10tI+SdjeknbS0vyntpXM6nDl9To/T6XQ1a/qajqan6WdAO2gv082AAeOle8nsYjJ75mbv3OybXzqZL/2LZv/U7JqY3ROzY2Z7to/pYToYzs7ZL7tlt2I7tlf2a6eM0qNI6VikdClTepYpfQqVroVKp1Klb6nSq1jpXKx0K71Lv9InoXQoXbI/6YxNehMnvdFJdwLZlUB2yMi+JLJHPvYkj/3RsSNx7I79SGfSixjpRrpiXxwyxEf3MdgPB/sgYTck7IRAOiKQDiRID9KFdCJ9SGJP7D96Ye/Bo/PoO7pgp+HX/f5631//C+w2Anugjn5DR9cB2GsAdsAcnS9Hz9H3Oo4uY0af0WN0vV6nos+p6CrsOp1dt2PRTbDoLFz0Ey66C7yOAq/jvegpXvQXeX1FXs+D0WH0u96ix8l1uV6iw3USb/2tj+huPQSHzuGsizjrZx16WofeAa2roXU0D33NQ/fwobN96B96WwfRM2zoGzqGrqGs7Kt/gXUKYB0srFcI62Fi3YJYFxvrY/1CN+tlZJ2se/UJnaurd/WtLqE/kOpSUx3CVJ+i6ldUnaqqR6jqVQ06VoPewKpnWXWrrtUddAZRPao/dah+oKkLaOpNCPoABB1Bgr6UoCdw6gScupOCXkBBV7CgL+hM3UBHSuoAknpSD9CV/sfdxR3r3uqueX+rvdp9P+rfqBt1nmgRX8QRcUX8jyAuiBAHRIgTKsQDFeKFDnHUQ/yQIX5qiBsaxE0H8UHcD0/levhwPnwP72PHjhwuBw6vA4fDicPnxOFxRjmdUT5aykv5HZ6H28HD8XBRTspD3/A3vA13AwrqyT3JcDRkOJlPnuaTf5bhasrwMma4Gb6Gs+GgZ/gZ3snHgPnCyTl5GC6GWy255SbPzHJrlmcveZdLfumFc/HCvWDySkyOqck1+ZVjeZYtfAvHwrVMmSLJJSc5lUk++YRXecKfQOFWoHAoUXgUfoVT8ilSuBQeySG54yN/5E24E85IhBNJ5EgSeaIib1Tkios8ySJfLMKVFOFFjPAlRrgRzoQf4YhD+BB+yIUQEgpywR38xw6+gwcHwoPz6MELe/Aeg3yQB+GGnNAH98F18EA/HH/8j+fggHx8MriMGbzGDD5Dj9/Q43owuA0YHEYez+N9nAbn2+N7PAZ/wVm44C54C47H70xwE3N8xRyfk+Mp5LgcHEcBx+HieF0cj6PjKug4HbfjJ/iIErwEf+MkeNoa77DG19q4hzbe5sZBuHE3Nh6CjbOp8Q9qXE0EF8HR+BnPsIFv4Bo4B15GgXtR4BQq8K8KvIIFDmaBW7jAwy7wC2ZczIybYeAY+Bgn4xK6+FYX7+JcfAKHEIFPReARsnhVFs/S4lZaXAuLO8DiWFe8wRW/esAfcCouxZ+gOBRnwKP4gSYuoIk3IeADEHAECfhSAp7AiRNw4k4KeAEFXMECvoAzcQMcKQAPwJO4Es8ud1+uX/56vj33n/PPvxHvRtzoiFeP+BEPaEDPmCnzScazc4yYMGA4v2xqZmJ6yV5aYq/Wyi5ctmjJgoXyipUqVKZIiQLlyaRkJOSjE8cmTJYoSdKIhPGIkSKLiolEhghBPDQMUgjkB6GPwR48dgjqCAT8y+GH44aNGn18NPZmyNCLASPvBZ6LFizu7FaoSFGH4oQJujm5OLgSJEa8ubWxramliQgB4oMHtA5nHDZoyIDB7IKFChTKyMbEwsC+vCZ0SeDa0srCinAF4YEDqwZVVFNSUVAMnhYocEqAoOmAAaYCBJYGCFAKkIQE4Mjo+9dtq51vvUhRIkSHDBUiNEhQKmqgU0Cmf/z04bNHTx48d+zUoTOnlHRUVE4cOG/chLZhs0ZNGjSgZ8yU+STj2TlGTBgwnF82NTMxvWQvLbFXa2UXLlu0ZMFCecVKFSpTpESB8mRSMhLy0YljEyZLlCRpRMJ4xEiRRcVEIkOEIB4aBikE8oPQx2APHjsEdQQC/uXww3HDRo0+Php7M2ToxYCR9wLPRQsWd3YrVKSoQ3HCBN2cXBxcCRIj3tza2NbU0kSEAPHBA1qHMw4bNGTAYHbBQgUKZWRjYmFgX14TuiRwbWllYUW4gvDAgVWDKqopqSgoBk8LFDglQNB0wABTAQJLAwQoBUhCAnD0/eu21c63ztgJwQEmAgOUkgAYebfKtSJEhggJQj019cNHDx47dEpH5cBx02ZNGlAzn55jwnBuZnq5xFq7bMlCaYWKFCiTkY+OTJQ0MhpZTByCaFj4w0cPG30uWMjBhfiAJvbAyglBEoCuO0Y9NfVTyjnnm5mUVh4dFxN99LDRZ6ei7m1tQwYwrwdWTgcAGCk6NaUzCrqpt/BIRiOFP3LggPHiBN1aWgYzry6rKgQHAGyjjRWdmtIpXZMmDKe1ixQoShoRDXPgsPHCBZ1cWggzCxSwrhgsGKCkq5oT4qNHDhwzn5lerFCRAkVJI6KhDkCjGXoaBp0V/lYI1xbiwVSSRtQG1LNxUc/FBgtOSEyofi67UBr6qJMD40oC0M6JU4nlkDAFnJcWgCOXjhzrlSCDKOK+tpBejI2qpXC6UBr60IGVhlb1GSgilOYzzGNViQ3s27xgXF08w7ijjc7grguMd2PiDox1UsYYY/xPvfUD+qaey//z/fgsv8/n46/8PV+Pp/LzfDw+yr/z7fjJX+fT8ZB/zi/1jp/0j/olX/TL8Y0/zofjj/w3341f/KG/jSfy2fw1HvGr+Wl8kI/mg/of/8w34wd/mf/pd3wy39MH/s4/xuf4Yn4Yf+OD+Zy+73/5m37va/5Mr/cxvxef97P/0rv4lh/r7/71W72KX/m7eBSfy9/i6b6Wn8XHfSyf0pP4V74V7/arfCp+7U/5UryIH+VD8R/+kz/pO3zJH+k3fMj/6DF8J9/RW/hNPhNf9pd8JV7sJ/mN/usj+Yy+6x/5RvzWL/IXPdZX/Ikewifyh3irL+Qjeqp/+A191A/yC/3TB/J/eKdP+H34pj/4e3imz+Pv8Etf8OvwSj/wA3qk//dzeKPv93H499/4Nmr8Pr8/36fh8d/7M95EX8bXew39GB/GO+jn/Rcv6sf7Ll5Av8Vn8fr5d9/u3fNXfBUvnp/i1711Pop/4i39Jj7dK/rnvtwL58d9uDf0l/gk3jV/xH97Pb/bb3szP9tfe7t8tZ/2Uvkifog3ygfxP7yL38NHewt/h3/26vgc/oa372v4Gd4XH8M3e1v8C9/Ca/crfAqv3C/7ZO/aH/ti79kP+2Cvhv/1vd6wP+F3vVlfwud6qf7W13oT/KyP9Qr4Ef7V234I/8HLv4Nv5Rr6DX6V++dT/Sm3zpf6Ue6bD/UZuGf+01/gcn4F38nF/gQfgUv5m/4Bd/Ib+Exukl/gE3CJ/KU/wCX8Ar6S+/cD/CR3xkf6AFwW/+gbuXT/f++2uS5a1bXw++eul3avfv7YjfKLvCL3gE/kEblJ/pA35FZ9IU+oReQHeUHtqU/1qC0eH8iftnI8IG/apvF/vJ92jO/j+bRe/B6vp93i83g8LRR/x9tpJX0dT6dN4uf40paIJ/WjLaEX9XLaPx/Hw2lx+DfeTQvDh/o2rQrPxq9p4bwan6ZN82g8aFvBn/Fm2gm+jP9sIXgy3rOF8p1+TFvAi/Fh2gEejOdsA/gvfrNtvabPrCbymN5LNZDP+stqHm/psVU7/uorfRe/xWvxWDylt+Kr+Cleiofin3hJH+kfvRPfxDPxSnwSj8QzeiO+iFf0iX6IF+IPvaEv9EA8offhe3geXtDr8ID+z/t5HN6Gr+H5PA0/w8vwMTwM/8Lj+RaehbfzK3wKX+dPeBN+zst5OF/Cj/Bvvs2zeTWf5kN4EN6DR/NnnoPX4DN4M3/BV/AUPJkf82EezHv5CV6C5/JaPstH8Ff+gXfgG/gqP+WlPJRn4Bd4BT6BR+APeAO+gCfgB3gBPoBP8gD8kf/et75rn99Fr6IX0XvoLfQSegW9qW+g9/Q1ff+8fV4+r543z3vntfPSeee8pO/oK+eN87553bxtXjavmjfNiwb0jJkyny+Zt/Md84oJA4bzy+ar+WK+Xt7spSX2an0rXy7vlldLFiyUV6y8Vd4pr5QXyvvknZSMhHx04tjkZfIuUZKkEQnjESNvkVfxTXyJDBGCeGj4BnmBvD9eQh+DPXjseAXfwBfw/cvhh+OGjbfGy/fSePdmyNCLAePNe/FeFy+L9+5d8ap4U9ShOGGC7p174164twSJEW9ubS/bq/amvSJCgPjgAe3t8HJ4N7wZXgyv2QULFSiUkY29Yi/Y+/V6TeiSwLX1ar1Yb4T3CsIDB1YN3qp36pV6o6AYPC1Q8Dq9CN6m94ABpgIElt4Br9Ib4E1CAnBk9H317e9+9Ztf/OJFihIhCqAfqHTTi+gqExBkAgIIGoIAY/YaBsQwFEWBIPUchElLgYCAASCQUQ0AAISjAChiAiiAoAACCQAGYSfaOYitvWopajQAw/bECbNGME2EYhNg0W40eh0BhLD40YRMC0wjoDOE8DQXPV1BAmDY3ihBzgKjiFFMYjzKnU5RIUBwZi+SiLOA6ARUthiO7qZQKShgNNMTI+IY4BQhuk2ETzuoKBo0MMrow4gwNhCVmM4SxxNOFBodGYhk+TAEPAOULkazizEkBw1djQTEWD4IMcYErhPR2wIswoVOrSKCMBYPjoBlg9PE6YYQhuKmpipRIAzDDyHE28D0ghmGu1vXQtijdz7YsSPrwiqjiENx6FBUNDDMzo8IYSxwaqGSJeIg3BRUOg0Ib/OgBDg2NFVQY4kwaA4Vuo4Cjhu8EBG8GUop0lgEPISTjk6jAyMmHowY24SkiTQMMQbJrUPT0wAogw8ujDXCaCIKm4CFdtPQ6wQgxMKPFmJaMBqBjiHEo7n06AoJAGPzRgVxFgxFTGES81DuOoqKAIKbeZEinAVCJ1CxxTh0t4JKoQCjTZ6YCMeAowjpbCI+2qFC0dCAUSMfJoKxQajEOpY4j3BS0OhkQKTFhxHgGVAULgRGW4BKKh0FSiLndfknI/0xfD28tEY5hBuFDsaiNSX5WxmsHiJ9slOJplEAcAYvXAxnh1OEFBYxG+mooWkIYIiJHyfCtyFUAg1bmEV0aWgUGgDU2182nsdjo8yyHKEMP/ICdG5kFwyFmAUAzqF+bUqmm/TWCjjXozqz2yPtAaIdU96oA88tALbe8PGmCdifdBi/5qSCpqQATzT0peYa2HtJTdv4y2mm2BmtIsJFGgcKtEI8v2bkpgJJ2jwoYp4FXhdQGSJ4spOSzow5Fywphk2qJPE0KDoCEPxNH7yJJzRMkZuxevMg6b5JXRfcPdNb2wHTdxqjcyIcz5vvaVN3GHiLJjSfSxoA1O0HEwd+m3I5QIa/eggJTXAAmbMX4L2GDvWE2xEdUL1y1ZixW2bqa34Tkj03V7l1NPZyfJqq0vWXynZfshgItwLr1t7L6oji5MWaYthIaZhGX8W0+OOsrg2zcc689ihtHfLYZP1ky+m3bcH3ZBt4/1GCXV0TinX5A6ykqDnYTE2553MeIH2n4pDADUG7/Qb4VBiZR06yG2SpxXwBzPZEtfmnf/8J4OSlyHzw5HqHEZm/Ukq/gUsN/uprKdcOGl+tihGkEBYxqdziVPcMUYRHJF6WJqUzXHOGkUA8QqpyWKHBPC5xtxRlDRqacomQsZ6ircdZUy4RQhpCEnNI6TikMjWZ0c4jCr8zX8eMatAPWQN/djsWZw0bnnKNEdIYlhhbDC95OxZzDRvOco0I0xjKGFsMN3k7inMNDc9yxQjTCMsYW4Q3eR2Lc4UNz7LGCFMMy5gxrcfQ2qx0xnvOODKIZ1hVjms0eNYlRkxGLMacZHkDh2Qbf6NR0xUtJyxNFLaZMWNowUhyhhluEAHEA1ApDgU0PIgSI0AgLEDwjYsh7hZELAODoS4AQhoAERMXI9zFmDkLBSJMAChjCKQehEizIBnGgYieB1LCCAiIBQyRFkZI2RBiDulj3IJRYQjwMQC12jiXznLGDUSnnIUp7hlAiAcgzkMcNxBgPBhJDhHEAxD3IM4ZCDAehqSDCGEsRngPIOLAmDIRYQwGKA8jngcIcTBMTYgYBgOUxxAzDkg0gxliYZR7EOcMBBgPQ9JBhPAAwj2EcwMChocTMAYDlIcRzwOEOBimJkQMgwHKY4j3ACIcjFETIcYwIpbxJE1NYI1Y6SgzomMjAIUZd+Pi1v2uwQk6GKEqBOlMBdJYDGIqGijaPxR4Nk9GVQMeBEgYu85SUHwIMKAY6DARnya6Q2WgyQQOho8OAgQPCdtnnXQUSI8TGhgPCjogHnXjiP4YoNCwWOEROnU9q4KJpM7Gjw6B7t56rBiWqz1BjysKHEeksxLxUWIT81FhJ+RXZiE4tZ49as+JFo4DBS2AvyKrZ3do0Eo+mGBgp9JVh2ShsLK4tdigYaIRb7YmdwkmPU5Zdgel6PZYExeUtoCePhxgUEFndZEiwwubW9fUmNotkPAwYdExUoo9poeIyoaPjj5wXf32mJpGKTY/u3rhdfVWDGbbVJs/O3gALLRoDaN7JzVtTjYkPfOm6NeXpFi0uKRZdLhJ1sg31BTig+hewMtGUzdOUszzFVwUEyB+BFSYm7p7z5rcJZj0OGXZNViKPVSfEy0cBwpaAF8R6kheWKBQ2Fhg0JhutDNWg7sEkx6nLLsGC7u5vpFu5TxU2Ar8LYxFMyVBMfxZ1JhwIeBPzDEWezRMjFAEHAyQiFgMGIGmj6xIMOhgILCQQPA7dqFHw8QIRcDBAAkMu5ylrPocZFg13DXETotGGnlhwKPgYIJC8G8xRq7PESWIAwUFEDNkVil/BTZSHnU2E2cr4AJJ0udGD8eBhA7Ei44CgheBHoIHKVXAQX8uNkhYGPAoOJigEPhYYJCwMOBRcDBBIfCxwCBhYcCj4GCCQuBjgUHCwoBHwcEEhcDHAoOEhQGPK/mec8RWWrpYZh0lwtzXS8kzHNPHn+dpBKfblbivgZLWoUkx6nLIs+hwkmLoswBMBDy/zUKW7WUFi5OFrscFVWi4o/QsTaxFglh1ftAIVEwFEwsADwcDCAoGDwQGFgoAHg4GEBQMHggMLBQAPBwMICgYPBAYWCgAeDiYIFrrdNcsBfg84USNUHHgQcBgQQHA48AAgcLAg4DBggKAx4EBAoWBBwGDBQUAjwMDBAoDDwIGCwoAHgcGCBTczPsIRB266kYfrszp/PoGqPCwoOgxcEBR8HFAUGFhwGOUaUPP88SO/pXnYQOgw8QEosDBAESJxQBBgYkJRIGDAYgSiwGCAhMZgGbX5xFhpcURZ6PDJcSizyPCos5aYo+Q3SJmqcWGI7HgIs4hInKGyI7NF1X3z+h8yJ8yntPjC94gPKisaQRau002Yc8/+lcnMINZWQnaWnXvttrZ8rSlmo5fmzrEmohCx+lA7XkUgb+zNvttb9c1/5xiF6yYZ7MI/UX90+QnsIkA5w/nFeGcHveQmaCrFkGfnBC0MH/Ow7qVNZLNqcYW4hpIo+Umybn5KLIFbZ1nMSvYv8akQ1SxkRc0AoLmm0pcWN+g/LNHZ2OhXpMWsdLUeTQckx/IfNv+OudttuQwXQejfWEZlNonV4NdjwsSaJpJRBwsFRGzNeJb7M/JIZZ29WuI7HjFHWtHK4qKKtOm9qLGN91w1lvFjkacLsaV3EHOlmnc4oeme9OxuQFouzQjIl0bNWhayawIlSn9fFkOjkYdXkxQmRzKzTO225M0R8aFiKtnIt+U0RqJZ2K+L5fxJ2TgocRipx1xN6mpiBhqV/LleUaUQroyOZu4cmDdMjIPN0TC1y7zdOKcoUucED0YNRptkg4NujY+oi2S625Bczv5qjOo8F0ci5TC4SjnoMVN5KrPQcJVw13CRYuTwF2Hi4iThvuiRHqwsTs48WlasWNggWLgY4FgwsKAY8HBBMLAxwLBhIUBx4KDCYSBjwWCCQsDjgUHEwg3zr9ER6DafckMhOXKGeUL5d7W8JnzJeU9hemZ59NyF4pa2DNUznBqWtcvSNbXCqS6fmeWD5TDi9560XNixwrnThEGhRai2I+uiT0/JUMpDw0DSZ4qAxkeSoZSHhoGkjxVBjI8lAylPDQMJHmqDGR4KBlKeWgYSPJUGcjwUDKU8tAwkOSpMpDhoWQo5aFhIMlTZSDDQ8lQykPDQJKnykCGgyQIigMPAgYLCgAeBwYIFAYeBAwWFAA8jqCAwGDBgMHgwAGCY0MAgMGFgIOZO76ZFU6/ZBnnAj7UM4I0x5lBjvBHYUac5pAxnAt8UM8E0pwzBjnBHwUzE+Fqq/fN5pqVksWuvtE2etttjH6mW/Zb76FvwNm9DS96M25iLTl2N+ZyRXs+0Muks75VL72G3dxs23GpzLvstfBDTyPP0M/OV9/UGz2tPUYvgy/7Nn/oNfvs3vIXvfE3sfYf3TQBfClZAd03BFivLRA3mwOolCyC7m0UcCnZBdG7aYBKyTrovoHAem2EuNFMQKWyFLrfWGC99kLcbDKgUlkN3W84sH7bIW6aD6iULIju3YjgUrMjorcpgUrJmuheg4L1bYq42axApWRZdL9xwfr2RdxsYqBSszK6b2iwXlsj7s0NRGtxdKzRwa52R6w0PdBN66NLyQDhXhsk9Jsh6G6JNL0xwrHtkXDbKWi1/dK3dg3T2jsRa/IgV1upV9tQfLetgtbmQjFtsXY3x3jVIotbSw3RWnAd+6Zj+jruot/0Q/pNwr6bikxrQkZM0xK5PTy79Pbk+klhhBmpurlaK81YvVHzFm5zmi5fz2kRd0xLmd0WdFh5skSmcZ35jW7vNsZ7ZY10/rVvut+H067P2Pa+77Yd4JbKPuB67QZdrz2B3u0Mi97+oGPaJSJ3e8VdtWO4e/tGp7d70Fh7yHK1k+jV9pPo1q5y6fYWF9MO013tM3Tl9WahPeBoV8NOtNrgc++GIEfvgajT342I9i1IS79lSd9anCJaS9SNNVs5V3NWX23monfz19LmtSaO7WOObiLrMU1n1NWktlZNbfqGCyPpzwq3+tOcbxJZy+iAG9K5CGkkufuLnCwksTEibHbDzHXKXkh83LHAdTWjROQc4NsIYmsJ1U+A3Ja2jrPwCfYLaTzRkDGXsmbDWwptzPWY96uluewal82chcVGvVDFwJSlHZCdnafoZLhGzQVbr1X9TBMLFuj2TnUBc2RYxBGb1aV2lko0W1HrsIxjV5bnrVguOB1127iz/UoTzYVscSB+KYqTBcvel93e0+3oHi7SGo7iwVqmHZHt3vYsc948Gpiw++TaAKJPr9z7zOGOnokLJLu3abizKuPmmpvmy9SI6Gq9cYeBao7aJDZF2fHi7q9+sk2KTo+vdmIfLkH20HBbiBBn/VlcRMK9cTez58UHI5zsOOv13qJHS41iK2yXYxCtM7TLCGUTLC/zHXJbkYybWgFWo5Xkz6hgG21flBA3nSwuIsP9Mpqzb/EDM6YjCHXtLeI4c2But7U0D/G0OfEvK9f8TI7l4tvrzCIXBCenl3mntHwpLK/sUAo2iNoW2PkCHeLuyCwBt0Zdqd/yyUFKmQWh9kVY2LdPpbYR0LvuRTLL1B/sgmaX0vL4rUrOzWdhKSy/rVQSGHkGWYrLK7uVBAPOtkV9tliNONrmLGKi3uSXbT5lD1hvzS9+kEZd7qYMo0nWc/xmz40xlGc5xtdXbvgi2Bnyyjpo+/2n7vqpnKxB+1T8om8NM9UEMGfdmxRv4eSBL7LBkfuG0N/7s35SBrMc3t5GZpp8l6eNGg/mkWtvcUlwM8IdbESw02gL+CsQ1j2Bng2gNy1nsHVvLs7EZWAXJcTCxs0uiAZBnqZ5SRK7lNl1DO11WMQ3fn39sqh9qvvAbzIz3R0LevMItb735tPHUmKSpJnIxhg3ENAZOtPgN0CCUcinF50D2JhdQ9OaI6iQGz8nyvCseqeWGpRkZNyUsOb1HNFl2NZ8+E0q09MTDzh5NsT2rg/kb7B8GvZT/FHcHuHO4WZOOwTbQ8oEbCaEYvYGDzkLUF03fu5+4QZ7T6ZeX2ksze5Kz6RYXGkgydbKTaPTnD1DYm35luiM0sdSct2ch7oRyhbfiMjNDPMhX8sYDm0nx2TIFzLGQtpibSZ0hZmBUO7C0yjVenBbhCyxDPJ+cXsc0uX2lnizzSY2ePBanda3cacCu1tjofbi9rxNgq1diFMoLus2GdektNvr+x4s7c7eFN/iriPMW7swp1yZfUi8L4sTQsyONSkO5PDi3uIV9G47ki2sW43VCvaxF+r+LS0lfvlmbqS8edt0Qn67jrVpO+b1rWBjy4n9v/esdHmWJWuzeXbDcqz9Xa+iO7PvVpuaulWLQ9UndZ34uug3tGyTxkzM9Rq1GJe0Q1VmZbdAfQZF357FZH+6mofhx+pjAYa4gue80bIKGAtt81ZmHjrQsgp7eeOkR9mqAtxiQCNmhYHZ3mB/3WxhedncnZw2qd+V/P3YG7sxrMRfFWy931PUkO2S6pitb0OJGHg9EdyIaHFazTxnKIUpe2njpC+jUQK0iZBCbA0Bs71hB73Z4gKy2XPUvmpb6lI14NAyjXYN+KYNCra+i4Yw+pbBJc8VcxAr94vpolguYiFws3BrJdIsbDvFyCCp9pZuOnV1eEm33XyRjBH9vmqJhAbjiLZwIGoQ9bTCFOLXBcAdZ81YOdB8hfXZZRSXgRb5LUYM2q4wOejbXyIGXl5EuCb4xbkljJdxZot20Q0r/hzmqgpyil9Sp42sbCjTOd56atgQ9uzvpgl6RtGhVITs8oY0qcdon32Aud6Tig31k09noid2vGSM81FgpuQuGOjzH1+kgUM1OzZwxWQX4EHeRROwPbaMJUJaMWbfW9gvVwsuF9tnc9cJsFAy/khpkwxT+xCZu4DPD+NUGz1GtIEukYm5hq0xkahV3zg6wkGzCEqZQZTLtwO/d03eBYV2mp95XEXJ3qybbOesXWcLfyz6fduKLRdWlVmx4J4I+0WX9Haza616k8umXKKFordybPN8pcZV8veR2KP4MohLRDdx2eDdGs0x37TtZGz+aF/3la0H0faVf+q3LN2Rr03pzG9ryjW82FHu5CgT7Goop8/Utc5LWdpE2Ej22sM69Hc+u9C28LAI7e1pC/lW59AEG19itcxz13nncTDDwmJTGdvKRnKuKjbH2FM0xLqk3AQ/5mw3T/uzSe/yVlCDM7gS9tQw7qM+MpVlks1L4SbJw1JaI92k1MP04gNy4m6Iaa/73vHRwF5qbi72N4IaCtZ1kYkws4t2HGQsupkFppxg+yt3IOm6iJvj4RdYW5s8x85u7DwX1jPnsFUNnOtKP23+SHNqyB5gGOuErZL3rtUxqe3CHf+2ZVw1rNxTzoToOEEs0fljROWLsEHY+gCVXHZ3AvixOLGRbm06ZFa2YO7rgonWbY+n840v/oi4YQvivo/tGONkNegE28sA+FjKymmu0zRdxOtG4RSuwxYWsYnsr8AaenllO4jNlbGArq3mFtaA5hQ0AYZV/nviwd2NKURjySUBq2ECPoolEWjs0m22zDLoZcrCHeR4fYpcXT9GeNWW85uDiuGvCpw89iR1+2kYTHu9r4u1ZYua38x5DgGGdNjKCe2gf1wSBJwFrmxwxuw55yds4bDzMBPb1fcUGHsdqpj5P/QPfG43QNMOUmbUgBee2jRSe7TTC/DenxPQOUmpibDHiB3HN8OrWToGyBtEdHpyU2Dp6eqHz6ntxpb5oj84z6q0qc2guI7spsSxuT4ibobK+XA4UZxtwlgYbi9ojoscCDeD2zQ4M7UcBaeR1Ry4mitD4NpQnQCfJ0ozSBtcejbHtu7SyKAHCJmX5dRs2LaRqUkbzPcxqw7pZvQ4aZ32erRet5v0e8vnytRO9GrJ2RrHZGeZted4DqKtojqF+gGnS6dT3yxpNMW21MbCO402897wQj/wdnKhPW3TRpleWnTMMdlbdEWzaxxa9y24u8RWqfVT1TTsjHCN4mZOmYPVIfl1y8Q3AW0qTlMXGNzjYUq/+R6CkQNu3owcNnhOasoxGVifTjOmTtBvMXzf+oR06XaoN5vorcdR3rPgliKaQU6btnT/7E7DmcH2bs5iO/gWTyZN/cWI6KvOwRx3MTkZ4n/1um9MvZ0NbzUrzaUOB7XB4hFG2xQUc0Q0xdw0x7vAHBziby+XJnhmS59KiPS04kwxL0UH/+FUKT0yq82xTkPYVOLAxCZlaBr+xATJXX5l00X8lfZ7O1zdzGgRf66UXXv+tFESi9hltwwDh7aZu9rLvFYwkIa2kY0wSW7hQbI4xQlHuGSePRxy0+Ru9XNHTDK7P8nKUmo/XAMui62g+ofqNhfE+q8ENJdxYEALuAl8kEl9sU9V9tIy4hlTTlB5wGTjU5oucXbKRks/OKW50p6aaqhkjkxhogTzUhqnwfqYdDTvyQZPiXFlGu7zISPkvTkXiJkzXoYCs4VSE4FYQdk44OzfehYSy/sPwurm7ydcmbetFgCntpcmT66aOPb0PR9n/i9ZOfDiGwqmLV4PZdR4u3nHfPwrmZKhpm3LZ5sffBusvql/qrpGvkeqO7/NM9fwYpi5yVFkAs8QuEtE4C3y9LjWEUZXbBfB3MqLKIdWbAvhxIorSMdVfn+/Jq7ZcZdBP4LeJ7XeC+ya5Wm+8bM+hVxHt96FrF6EY2xBbgWorMAYAv72F9gC9eWxcyBszv3oc9vxTnu9reBg/qqSTuX2FDaSuaTQOXZD0UPM9USb4OYpdSvgmwtnuUv7gHskYZlmS8SwSW6DcKzxvj4EOzDvDtMF8ouDO06niz7RCbeoN/a2w9E6utXgYRe5F/wsolsKXrcQG8H/CsJ14E8zTNnc7LM5Seu8I9x5DAvcFn7j9rztFStsq45jr9pzpkv6JX9Wy9hxMFE68RhGgR53AHPonnUNQ8gPuogJOE85g/GTJro1Pd+yZveWWlhm+tUNi4y+iEnZzz2rMbOhxzLj/90nOmZ3zaURFpvmpfe3J6FtMgYpVl4/2T0AxQ8J0w+yk83Mib/MvfbtUidh6DONRh5tAw3mHW1OM4YdPY0ynXQ0mGO2SumXnB2zzKoc1swN5u8lXfqGk0FUaj0r7MazFgu7rQ5uJXD2y6wk0fazuUAGH6G0lQzr5vtAH+eNN8iYA6emVkPAdCT3BGifw8ffxFDZ7CdMWk26i7rJOWZiLYgy7nAoZNkLYPWTM2GM3lIg1BP9phjwROQi+15Qfbkmyo3U1KAYoeyIP3U+2EqmtoB2+K2raW59sDjIPEODGHVfxOtJzgrZ/LJARdJbcEFARDY/YX9wOffWeBJpxnZg3lgf5mnd/RfVxr+lM/I5fUstqpoxqrkdwXf8lMz+i8FUZ8qtjGD6OagxdNsTUvXYNp4K83wuWRjAr9f7ALhbNYFysfaAf6vWAdBKhQXsPoUdhGV6HxSbNDcA1igRMKETjDPJWf1wkK2mfLoRJJwHLw7ZyGTqP55JppmBq1d0z2qWlYoDmysCgmsEzTI7BcYHC64HC9v3CuCKehZoF2EwWwK9HRjHTnjJjZAaR+78YDbv4fSDvCe7TFkdCzLyNzNqjmMgbUhkmruJz1HxUe4cA2f/kAh1d/ChHeRmKPdxdLtTz9n/stRp8MOI1D21D0bK9iI95wTDkYZD4h1J24RgZdKNscprgk8TaOemGOPTE1OM2cllKc7gxGoUYWpqIIobmb8IRZlvbkH6DInTkOYnhKVIX2P9gkT3aZqSKoYRL9yY+75imNngouG1+WnD2YYHDh+9YGfp8LKxacNhU4YMg81eLnybvFb4/BRipjIfAdP4awI6s2/jBx98Zw809TZ4+JF36jDzu5GVDEHzJjsBDpvMmExKzpxjTM+mDb8nYEQjG1rj/3piCtxtAs3Zwp9m1D3a6n8UKwWJqcJ82adlEFHbJm3ya+BNAN8B4/i/QIjZ79sDBrOrqUzx2+s+YrUU0Pzgxogh9jpKJ6Rd7h9/i8aYI2yxP7FCcrh9jxBp2TwtbPqtgTViIHAHYoRZgI2G2/ZaYSWVBO7Duiu4JHsQZI/wZtwqRwFfZ5dZB/waXM5M4GtqufcC/0b+Zo7vw4EPG6q0ydaPVT7N43/LauoP+tr2PacxP29vva+/zPWSWvt8/zDIKxQW+Pvf5C5TvLH/r0d12n2rFZ3ysvXZnH7Taiens2Y/jFPdsdjD6S9A+pb0AK57RbaE6/hem8Rpszxs40B2JG9tWsvz/9mcpup+Pn8P6YwKi/r6MK3b1Df26bOx3VO6ui8/5ne6G22Hj4bPXuF2ih+Z1XbimuaXbuqzHbXRXtw/LFunnAm5vlopTNih9y2UTUYn9zQ9kEm4ow/fa3ZBMy7j1Qw63QKtbGKiLur2n+HB3b1ZCzcP0pJg7fmxWVURBpffmFUVYXP5tCzVEWeXL8oGkZDJ9O5SpVoGMJjFaDhKT05rIaLZzJouQzFNY5BooYqSWd00A7DxXJEbti/0Y2xR09wn1XDzUQFgJ8r1XVLGyu6UD87LRXLs/X3EMKSpW+Kc1Q/7fpcVppXauED2tdZf7JQyQmpYYMu3Ydohj63wT5Gn9mWtVVoTDC2WZcst7RbI1iX3foScRwR4rqxmNOZuJdQnwtlxktk+vzSR7AzsWHom/2/nGsG/EZhQ65y9FqKwE2BZFMvnb2oq0icgCpxRwL+LA3S/S1tdjAk5SPtf+GjdYAuSSOdEXtsG3xBeodyCphmWoX7qd9iqvbrj/mFpCwqsKRlKiOvK7yxOWd9CnPAmOZDy5hNgMvXIVuaYt+03gjWWJV7oySms4egZEe7IOODK/O1T+mE2uKGqDueqg7jp12rSjMkxB32pbdfeZn7C1pGJHCaEpgp+2NzaUDpx6+xJZML+ypWdI9R5qwH+Wiz13uEeLXVY4GWu1Nha6lfmzbu8xTLiXT0/2uNW5S1YQ7C8Qw+vZ4byGkfgQ9t77fauaIzLtlExPqt+rYv3gxK5K2LUTYv1r3WRYoCs8boxDIyL33DwVjVDa5pI7ALMevu0Amu4+FUpsfZCIJswuagVd6PYmel25YM7PWRHK8pQsb1v1yROj4Ydqk4jXWFvmh7KwxNhqDtpFn56GMdmYff3JHiUJS2OkKVJXNzQmI7NmEZbsS/4BdoOf2tnBXuipjg8KLASZqLEfFfNfWutAwjHZZSqOSEOlrpFAFvBp28w8akQtU1Loo4wmGrl84N6uuva/Ig1b3fHpbQAy21DvdFdXZG6YU+GmOmuTG23SHILm9Zyua2gTSWNNYoz4Z05rwjfaJAWin++9rGndbWzvCyUPalp24qqVgquarfn6x/WLjVHaQ0t0CnZAD4hw2Kmgui1WihxxMDUK5+vy9FEx+Yth/BlTeBdjp+tn532GlzohqmZ4QhWMskzByz12P28SsQOxewk4fm7Gb6iainmCudjJ8+QVcyQOz+5hj+MWPm2kZXjs9k8Qv8w7X6lqmLD20iSDdjgnyjOOrmphwYZpYk9AvqV8oc7md5VTcjaoCS8AG4VlNGBV/Ojd1XYbCU43GlUL6AwvyzsI0zUw122Fz33ujsML/eaXnh3jTv6YS+cWik5Da6HwvIJ/oSfq9LDvrHhGlodtL9qm9ilvE6Vuhe4ja2vO0mH4eLF/gojSULuOQBjFbtYlUqYdIdZZdkbLnGAjXNZEb7Xjc09L2ZqJotuWLATYGHSc5o7I9uEsJfKMNL3ipwGtIXY0tZQXBpv63BbgKhvD0Jv8s8KmE7WBK3JKJ7ZazBmCh0vA886yZ1LogXMDj8AWiFckm6pFaSbuT1U+f7ETsg0WKWvXVttYa10s+C8wTIF45scB06a0CZeErP54ltLM4eFvLTn7HMLfwu+a0jrVB47AiI7NoQ8f8G4lYPn4XAjLIOqOu8mrAD3Lv3WgAOo2YvTUdUW0ANVbe+nWF55+26OQjy4wnNLrWniynMs177dO73mBdx+S726GsLGzkNMeFHMdpdYVZDEAuSxeaS7xB8XAVNgfFdUjCYoW1pz+2xrk92Le5JHRC+jWw8O4KNbA0fP5tyV6zBk3Iry3V0EEyX1P2+ryuHBfyTWAYuGJ8Or1mbOlK9O2MAqQ4wlZFFST6ruMdyVmMRFSPzOattmySyFfW1+mfq98zcvZL5P27egV2qFQ/2UNNwFuVXh2Na6mxo2O4u5TwNs5S6lSysqHwqrE1wWkkAuAL8KaggEl8sjtnBlivrfWXqNWi3k2KEX2zi8BNxlp6jfydPYtupYBZA3qdLYtEBKWJ2L/mi4FVBzhV6uzC0apXpzZNZe7oXMRgVrDodLTvcHoz7ftxTzqqgTboH/ilZJZ8r++JpN1rOGmYxbwrRvWPcaiMYKS58xbox4qeQeItGAOxE9JoqYGge24gNOlTAFcqX1biOA0zoYi7ugsgcLi4g1CfO3UNIYbJzAGGVGVHgMfpulc8ferfpnIHeYbWH4SpVVQlCxFZ4vJ8pGGtDXhK07PukCVWLbel5BmHtVdgAwHNTTrEvi1zml+2EcIIdUysqro1An8LZMK5Ap0ZF61SXuTCiMa87PXvp2EtI5RYfwbsnMp3j/eBxGMue7aVHehdFOoPDsvRBbp5JCnXALOAHaevxZ0cjQFrozau9QgWo3aoQHbi3ZVLNSltXZbEtTWbXwmCWLh4YAkgDYEZ+m4Vy1VVvDG5Y94A6+0AiLjbJS78EN1hBuvcHeiEJnls1izetTJIkaYYdr22uriu1VaclO3swIbn37RCU9zDzqfhMP2PIoYwV/1VPwPSbZ6lDkEYNwrfdBm92EVMP6LdaTiKcxc6mzRAeyyWK0Q49bSdZDYq0TwOy7JOrMbeaVquEmq9WBvS25pedjG3/T6yglgFFNzlHJUopLGU9lMGGsrEdtSaLraCyQEzQaUxXao9TA7Zz99Psv33GFWG+otpzcml7Wic4iTo5wDP6LYfdeFMrMKovS3AAGPaPSOMd7jtP+c1LIdwBlOLniqCwejOV5z8kTz4EkMXwquQWYJNybBm4EMMYIstfs187+gG/lbQg3+oqeXO0+wWv64RHrbxmu3AY0D5+BfmjibRSFI4Ba4cYK4diOwq4GH69Ti2voLgc2+B8NrgG0NGNdW5GfEy0OxVPLPHbh5UbYmdEgiFHjr9hg0uWFUs2Kqe20SZFd42rylnssDQ6qWyjcENwUjdnyXi7tLsGaCTto2xQ/B1or3uV037g1pOOws/yxHtUDdc1WPoPFWqJlvCW7I9kK89NoFkN+zt2JYNgVv03RAIMGC1iZi7lI3y9sqTPAP61a51y2gtUgwlTzk5sJZ+8FceP2EIqsmG4gglGHtgC7d7+pieZJWI38fgO2AO/aa3BSC6UGIrvWqDlArtgbnOhm6fdPOUHWUZ0U2Tl3+8Bqe8S8mJaXTkS6yS5XYrwU7FAwXBdfFaOpxcuQYJ3LIIwNBDQjDDtIE2JNjaOxH/y7ErW3YG98Nstw6HYhWB41KNxx2XduMSnR1siu04wim1vJhqJVMTWf/rzIL72ZEbYFFAZXx5IyE/yp/fYpNbv8VgXvIoPF2B7uIITdigWVFpsAeCJYRzAnll3gNTK8Wcsp4dfwGdmh1qGQuuXmOtDQoo/DYAuYiWC4j2ATyiF69gHfINdEbOz8Gxjg4CosAl9T5I4AbDEfdpvhEWULAisj3jBhzxsd19bL0ds/D5aKsWIYnMJAmeOw43R3RUOBWjF+Zgd3iOSNxni5qAzNPuI820t/2m7Ma0XFdKyNlICdkR6cIUPBv1D4J4K9UzivCsPg1LBITwhvyHZzmGaxSzQ0ydjjji9T2t5ljnHLo+zKbB882qhpaGJrU4W1cYTZWVsx/vsIMsvpn5vxrsubA0+sLWqZUmRnZUy4dG1Qg+0g5qYfJrEJO5iXvLWaWkB+84vr1spPmLwnRhZEGFBNbp6fHCndEil+eZjq47rMEF8tbIsxsNCYaT75fBPBudlcWyZwYMUfFGDsDtYgc7Aeud+F6cEaC3YNgfvWd/HYI3uHX65zn6pED+fDr3JVi4MLWtIY4iy6ADdOsmHqnr10jpdLPVupmcfTQnZRLsUetbAMrI1MhD0yEXh0zLU0HiP5eEWWWyB1Shumzl00DEg4nUZyR1OPbeqXf8V8EH2p8rT3m7FHREttOIjby7kl9SjDKK8YZmiOq5htIwL17TacLYl4vCfupehJhQOhMEvIM4f05SJch3EUNIPDcsPnALCBUo5/eL7GyB2SqULxp+q0OfDdRzIEim332IMrtpmZIaDcKHuCboxHT54J0jQHes5hlYTUUu38uO46EyOamNv22EL6iZubil0gX9XZZ9++BXGazyXZuDExIfK8Lfy8sEPtWXvt7ORSt13+EYFDRS15bjt2cwzYN+/PTTZtH1b7BixZB0i7zbH7JA9RD1qJo/Tm24dm5WVGGK+W/PE+kyUiv90/XFnSdC5G3AW00eY3PM4HuAkdOFbbQFAz0NnLB5ul04zvstSe6C7uLbIMxL41NqB/msZ3GWhkjgXUIsDZofKWxUOgZKoTMGzMWEYbcfveFpnDCevkqU/gzBQNU5PgHHd5MIPkFt+fKnbpTS04SFGrA8dn7BXQwqgXeDcNtoZHVsbYbDCNIIG6OTv02WMwiRAzOxELweDUZz/raoDRwXlquA4ecJYShzunFT4uTPNj4cJTt8g6zgqOI2OEzfU7Y7fceQ7sDI2eYmrYkTn+MX+UIo71evrOyCka/l3Fs5fdyNQHTNIJ7sjEYozXQ6U1buEgyLUDA0xaMc8Zh/Bo0b0ZjX9Do7wJZQ/+TUeoteWd6X/G3A1b9dqMnjuCUtmRyrmw6zS3kdLOoGS48eLqwkT3kZgqlY6GX+xlHPiw51b4VwIZ5z6oh/HymH726+u4TFHYpD8LwQFly7mXlE7ljiO7Xe/IYtO64dO5f5Yglscu0w6uK1WNwssb6QdpXtdbpt4c0zU8RvkHAbIpdrdQDdWyMztX6/yMToIWkz9KDNV4+yTY85chTqSFOc7F5CGmoYA7Ea7t4VbqY24ZUkOFocjXRQ84V5ZswlAPezljuoLp6t5JWili4EG+zOuz8SnG+xpdWwY5txh+E7KfSIZvld8X84Kxjwf6cQB+/iw/byfsTYLPh278QwnjXC+2iJqDYC5Qh1zfepN8o5brqOPNhFHux/Et3ec43JhRhm3mAH4IwbdY5+qzrTJsf+8sdz0jNO+ASi/Jb2F/l+oTwjFeobtNsgToiqDvZ2RqOTLZt+45sU2IrQaxp5EXqsxRdk7GBP3IMHnLrg35g+zlwhU6QLpAUeMhBnlbCrEp7CYC4W7TL1L7i1btpdq8gEZeqBGxqWfxQ5hBT/iMLncXJvwkjXdlb9hmxScDsdN4+Nk80W13CxP7bOowWvMkea4mTKl4PaHtCDbEXBB+OqcpHbZqDYqvdcxqt4bOBnNPA/j5rsv6X+24wa8hPsv6H+uyqY+97gsWl/8j0qv3fi/hZDroQDSGd4vI2N5WkHt+HULO8GYaWe+fjawsyXDQV3js6MsuaGEQbzJZy8/haFibb4PFvViYYjlvvb2SYV+eod/tmdO1DkjWG8r9fZLEdPp6LvWZYYM51tE3uS1yt2+/BXSFhp0tm+N6zeYikOG674Ph7vvYm3o1+BlIRPnJHY21fv8TjBCybwGslwKeCYDBatiXdc2zhp5BdMKB0WaXlh9Z4aNiHxXDnR/ACtJ3iTIk+OzN4bni+cgPQomlp40DtZFsLwVL+2pSvVUdZhmuF44jacZq+ZkkfIpGtq50y4DfX8EHp/YRvnqt5Ox1OWU5Ofw2UXhp1Bqra5Pp0tUmnOlub7xUhrgJdA1t+xxHsErHvNsqISan2/Kn61lq7Nh9AuT6Rqml+cLONbt6uP1yUeLmSsOlRmK5GwgqsanZUR38vk3EdkOcPvLIrffmY08DAeJ0p/kQ9KHIorFYb0RsNBIbjUUKPntEeDOLtJjG1uupeLkJlWzBbQqC+RSGm0fw2+6GjG1O4IdxZoyB+h2kt/s6jbppAazxD5stVFlhHMHv+KteQJ69GbZD0QKtwbnQCJIvMB48dwfVW7gV6vzjORfAmDqMXYbGvmhBz05HwNo5Go9Avu3gu9/VApLDwjcsa7CttYrNm4JsC+XYgc7cJs1rUkfAX/UH5sypdpAtkR6YmyMc93Ql413WHRR29937ijGmcLvu0HTHyVuO6rKNjRlDnL2vMjCwKfpQLdeA8+IZ6glbAAtKtGgaMl2wHR2AY5PZy4SK0o6jBfBAdsy+FtjC3ysXwsKkPBuF0Y/5Ft+C+7xIOv6wXPHjl5A3fE7tj8IxKVf4gAXWnaPbtfE4jUkWny6FddVxa1sYjjOyAmZs4RebHF8Sj3VARtmN0WCHQky/IW+rtxVns0W/XFqr3Qq72Vqxxi70+grDbO26wK3ycoX1bC2uaEu0vMJ+tnYspfUhWuHOdi0a3RIXEJdn+vxca9MdY7qFOU0zYVWuIc69JOUJ+psVvFaAjXw3HdXj0fDJXEg8qDKQJqL4SHB+OwsShw6hMQVmGTkRef7CKme69IvBgq+bYDVsL/o/YforrqUG28f6Wu7KSPeRJgZbgg0B9XiaL2EWwGwarl+exsk0W8AtgJkbq3NtOW8BGNndF8jyDCQs3NT1VcPO/wvkUo4irdos6+hjnr8LtJUMIS/ZZOslBpz/F4iljK/XI5fr6NFOPwv0SgbXFiPzeomh5v8FcilHViuxoPaGxBYIEA27lvFbz4a/FgioM4prlOaZuhYtkXSRHoVklZCgC3QJk+G8zSnsvMAiVx9LoiJToAUacWkgD9aUAlpgjqtHkRCRFPACbV06hBc1pQYXWOPq419eSnQwuF8gXLgOCj8no10Aj4pGaKFRu6IL0GQ4h9vl6fcvEIiXR9WjhhESLpAq7Y4PPxnuQvCZw4BLvwUR1+EkW3eln7gCQxqLZqpgJ8i1iv9ErPBO4vUCVWuWy6q+xWOYDXoitcNPjhAI5tOEh0jtQoQExgS03+ODLQmTdg4W9RmdT5Mkiyh9GixFMPS1ZrCjFzJ1LQKMt9m0ZEQpE/SvCx+ErBkeorQnyLrDQzsNlrreC0MuoidWBv5TWCRlJFKLcSnjRXpB5ioDwNLIbJ1sheFwzFTuHLJcaQsDXghzJrT8R3j72oi1w0ON0fkX7sMU0n2lVTNaGmGYm3hJVkJKFcn/db0gKBoik7C72DUp1wlyXFzJQmgIQflpWQYYhXfBUudeQ2UqAQFcEg+/EARzFL5fxxpF8a645NwD6UllYhD34yj1Qk8F2ofWEAApnAiVDHecmtQCQubwQXaG0BI6RqpkDrlpcbgQk3KucBQQnAD0xyn6XFRyWtbofb2PrShKuWTPjMBAlx0uwqbqIy/NmaxaZL3EHoHAMajirsUzZPpYpUciYiyVKFaGx2gGWt9eelQI1ilw+XmXHktRQ0w3EOKsw5NBd9frGp4iKqUuV7ExzcDW6BUSNt4p1is0xah0XVwBEwZo/+3Jp2q908+dybLiTqv0DERMGrLjKi5iJ8Jmz7MS6o84uv9vpGt6Lv0mBk4AAAD9////WgAAAAEAAAApoAAA7HcBACi1L/2g7HcBAO0ABa4aRoMXNhB4bwaEW7MYDSZHlykTfaY47sQJa+UejqnFtPBqVkUOQyjNEH7Sj94dCh4dfsyTKbK7u3dKAWsXchfjFlBKPvLSSk31FXNEIMX0Ix8BDbVNfKrDNjLvAukUnIi/O/Nl7O4je/DQK754GpIUUEi8ZE2Eg9cJvJwatjXlx9cB3FKhEJJIoCB/Zhzw9TAhBx7Gk8rffuREXnHfzGHK148AgvxtUBIHh0qe4X0kFVCTKhMO5IXjHISPNEMDTO4MF7wSkk35SC1YXxiMCoXWLFjdYgrB+fkuODc1knlI1TPYUSS8EG0skg6pcIUaHOtGZUDhR8rV4YY0mOQnfmRFaqF481r2xGAbXvjFlITdR17ZNdCzzK9Bj5Fs5jeLql2f9HAwLqbmUTQfOeLwQ6SKwavmMiHNPP5ZB5UqPA0fAu1zh+JDjmHzBMtY7qEsFYmjvbnF5FdIuEJuzpPycKWMP/lSi/v6yK0SdhQI5AZGTEZq2Hlz4tgeEZj8wV1c5IMnQgbm7PA6El3Fz48cy375jDTJ4cRowI/IGJAX+ZBHeB4gmcKJ5CWZ9Yh8JFgUojJb36clWc5lsB7Sje3LZMSsUAASpAfun9PwCQCL81VScV6D+pAYloLQ4WAab0YH/IPMgzFdMnZF6q1KGZxvFO8Ij4dUsvY1rxDCIcFiQPmB5lk3HZCXkn82EpGNa4NDTU0eeT1kJQ+Q1BR5CMUHkIBHb47iGKJyAg5kyJEgkYd0cvf4Ey0PWYHCCsLV0k88h8z58uZGQfyKas1/+Uze8JAMymgzHnOpE5pjuLm7GTbyCUKQX+ubJ3/EwcHPSKXOkD2kouUEpwf43VMCyrWHlPIhfxG19StaBOIitExde4ShDymhBJbvjsicPA4IJn6ngceu4yFrER9nzQinAaAvb3GCR9cRULGHBEDjzZDax81weEgvDX+esYbnQq4eUufvzZQNEBeU/U4qhcbiQ15VgXNrxGVAxajUe8hrnlHc96rgsejtH6GsyUf4zb0ZJgnwLXYvuvh8Kh9SAY4/kwAzQMvzW1epOAKwiuch0Dxk1eqfJQzi4Rxb8DivjJzECjZdRsakQ2/urMLzwBsPGSDxzZ401rxWfAUIGp9YHnKLZStHAtcBHDqLdT2kU4w8P+zDvQEm8yUzdV18lmkPWcDrz08G8Nw695BMcNbgeSXfQwoQe3OPAh/4hhzcXMJXsavIoPkhi67e3IZChQREOAcqN2Y2QA+588CrE4VrkVkZwPeQRN8EZqVP5EDGOXT8j0nyL51aYz6Hd4VjGKJq7lLiH9fILszq8Ao9qWYz3X8swab4FvhHtmyiuP1jHtYQHcLJISK2JryjKhO2NFA4gzMXMxwa/4hiS1eoxIvKKcFF+EcbSi4UesGpvkoI+PnHFVyqnFLgP2K+eP4RhgOj0yzCw5wrDNS8Y6T3m9aTJafzUsaRMoTrwXe83NLamdE1Wop1xb7jmjRfvyFj3HEPSw7KKT5gUNG2vqMZkTHq38QRD5YH3pG080TSCPzHSVGAk3fMLLNBID1hCKY8G+/oZeeISRFCPCcgC0TesYLgWKAVnu3gJEvuHTm7WG3avZcMk2lV3vEK19eLSVhe94PuP71I8dnyjlNOCh5M6EoCqkdU9o4QLucq5PgqX49Hgu/oHULaMSX82ko9e/xGMeMxCSSPFCWOy4B3ZEAExff0LZ+seUu8I1WXCQ++DY1+AvSOv4QHzIvxRkx4e0cEqFd02hc5c2zB845aEsLCEALo4fWQ5hub4N+kHd7c7gjTi3iKPEr9xh8cbqOupjIwT1zfqEQpA+OnoamJ0vGNQJ6kAruebCWWkfxGI6FtUDp/7KpK14ZvzAu6t+xdqEbawjS+cQ+yLE2Zx5MiN9R9o574LnRw2wSHGopv3PlwVe77pCV3dxG+UUiqDS9S0ijvEWZAEK5qqJDbrWK5wHhbBtD8vgbI981KdrDAjB1RS797YRvL3LoTvCF14ndTADAU0XAV4plSaZDigooLC3WoRsvYLWvIBViGw4IDkDlAa1xgc1IWbaDIAFaDiwiDKB46/L6mDBZ2AVcMMAbwFPxe6kQ4jjGV2+kAylniJATELJE62DgAxvQJiMXfHWghYRBzYBUIDxAjfr+C8QJA+cpP7kDW72RAW0w2yFnEIwbu3x9QtllKKENpEsG7v4+RkR2gkfHw8Jkev0vIoLNUJoIMcmb1O4asGixkS50kRAa/i53xvFCuRdnUuP5ugYqw7VAvr8MCVHbUwQShva744Ehzb0qFCx9kla8biZrjCy3rd6BKC15PvKCgjo/cAxtodPX6EjkUbMbKYSY5BNjXxYtHMRSn8oICK3h43YweK8Er6/Qd+DLm9T9rWQWych9UjgWf1w/b3C0ElMm6caJQeT2KhiusozKOVUS5xte/RF+eDE55jDssXYeGWo6N16OODEKuCuUxLmzRfSwfz92k14uaGGH5MaXohcs7v3wGfyGkQO/BsHTeWXtdwJ8WiCOyFaVITK6VL7dhcAIHoN4tESJJ5/WhLMYYluUNRZZkin45TiLZNqd8qpbWpeb1H9pWAqPcRKf3ml7XfiJAqixPqa9qaa/rFBlduaa8+DXwPvhyDCIHnOAq5DCicL3BKgIxSb58R+gi1ax/Fa6alvmyjKYBNNJMtYFUwlwi8GUwJCVwfHWtIQ/nrIov04FJsLmhzDPgskz+5QokMGxN6U2Kbc5KP1+OyxXFoCjnQYI4xPwyB8YqI296Tg0WIerLb2ZdFVLlT0MeGDa+rLZkCkuFai43wkqPOydVbp9M6oEFHgjESX6y6OiXL+/QuQezBvBkv00BlYxeASXUxEHyZCRIa6U/9LW1qNAAT/7SeXWpWb5CS6Ice3LgKKECL6G5C6Bc75GkwdDBk+vIKoxy9QokHFfVngwaiZiFTRmxrfZB48mKAbxO/nSv1vnJfvIUL9syP/qWb4uGzydLiqcQRyDmcJFmOhIQXj+oPFmp7e0QTy8SKabIlCcj1UNHRF4vqzzJ+8eaTyEAO/W8tRWBV55MpEVoFIT3K8zdzubHjYITuAX0u1BASb8n85RWtTGVRfgFyYHlx5xXKQ859A5PQMr0eDJWDtziRFnUqwgD0Y9Dw2RHgOlRTVHnASt+zKbIw+QF/UmgowuvH9tQBBLb834gS+Fh/fhI9YGOQ53Imag8vR/DSDE1gqpMIzdjQPFjqy0GTjDqdtg8UfPHbTk/OpN3LUkYDFJzoQggOrYxyrloyY/DYlwHMOkNNiQRDf3xWZnXqJRBbgILlG6OtNL09oxxkKa8GjzJS2wx0jdzS3OR1DN6MbN2Bk6v7HBqlhJ6RlU0DmihetnFl5kLxzOaBoLlqepRepDNGSw8I+kdwKyEN0ap6NlBiWeUwcWJx6wDCTKCcX7Gz0qoNADKQixIOPuYPeNeV0oYMT3oeqWlyTMSashpGm96mjUrUM0zRkLyQKZ5b+TYODf1eEYEOnZsMm+PXDBOkV8UzZUsSOlMwsZmrcFnDDN98snLfqo6zpi/GIdTVetHlwsQRI3yGau+UOBI6U5cyPjEnnFI96J5MMzTxGt0VFIyfAJ+kUyJs9RP3fSxqM/0F8PgWaDN6KNvYQyj/KIWMy68UN/M0Mas+ZRzQ/HyVWLtUr/INsI0P/Ki6oXWqzNefnEc4SaBw3tkAE+h3i9W8GFaxUzHgbXALMDzF/s8lTp1ymIpJrv/RRNu/Azx9KychHmCzy/iqfBqB7f5BiLCfQvl8lJs6Rc9tBERMtB3C2NKGvyiFZtXxwbKHEMd094DhtGG7RVHt25hLxS+TzOHHa9YRmAGVKwLAQCiMvUXhTqPqGaUI81kmaFqvCKoERM6TQ+bkoKq+YpudLSea94oMdKYKXi9IhQIFNzg2HfAKC9pBq/Y5WaAGN63ckoudTxdUE210EtF41w6CXhFySs/VhbomQDcLsPAr0jIJ+rh1pe0CFOx84p5p1coRq94iA4nwytSXTHShk3PcON0iYhXVCFKhOVU7iTCauJ4RQtBCuukON6xhjGcbjW8FQg45WBFMXamHmMJBz5RNc3bFxjOGaCd2JtSrFkusPCJagxsqdClR6FBdRkgxivycA3RkamrrXkvc6s0cAp08D5KhSgCZc7nylf5CybSZRuUT7yk4EU0tysNarB0cP1EM0RYfm12Ik5ISwxZPvGL1lKNqN2Wi7QsofSJmme5zXSkk55msMQRZtNYwGuOG41A+YlfTapkAtHFOxEsCYWs+MGZRIcjcgX8iSm4pS8CvZnep8uqEJ/YhKlTBVhO06l3qY1Q5UX8AJVbxXizZ9GwVrpd+MQgQS8Npv1qBWKlCxCfqAOYg9xDl+FkgGWb4SO2McI9wFWOg6aBj+4RM52IKY3gxUKv2ck84h+dN7Eh71BMKu+OPtE6xHtHTs2jJjTtOF6uFFDhEfdBILXAnaiIViURuUc0A+VNm85eQx6oPGTziJseIM1E6JWeeqXn9hGlWKBBwk3HI4KDc+ERaZTB6zFyejZv0tKJ6RE3lG6BU/SCEUOJDT1iFRcsN3h4xbRQtVya8YhcKW/kplqe5EO0h1EyUu6o8ogW0IzWTncwFaOUQRyUeJEi13tI8Kq8UfiIQHHG5D9VQncFjZ+USrIeUYGDNkmC9NtQSeXg24vHDFFRMuJFU7VZyUn14sYWeVYVw/6UFYCyMO4Rleq+gLDaAYD9UF5iH9F65Es1pmPxO6QklXsxKAfzgt3LxkxYDNEXu0g6UeioB/F5UZkDfvE3BGmWhd5TwqeyakahV++NnO88ge1kk41zLzaEQWlnw4uq+q0ks/DiDLcXc+wxz6Fgt2dIwjCJJOrFSGzk3TZXvJNMPrx4SJXcyqLIHiYUZDLQyIvxGjuAMel8QXIeiGYsj1D0oE8xX6AXH40YR5iiqptmbMZ9OI2GMVx+R6AAO7lY5MVvGRg/2KCqXzROZn5YTOgkChS7EFucSc04LxYrUKTHqD7GDMAkmR8vXgqiMKRPT+LEitJW8eFSNmccUS/CMkUJhePDj28Is3ShyroReSAEz6sZYgZ+xrJxD8FiW+TKi7cgxmAm2D1IuZJUgvrhOEVQykZUWxFflFsZH2aDsiXLuGPogSgJyPlhNAm8QuYo4F1WePc1IQ+SYCQ+7JlDqWVsfx1jkuEUH64yAsoVBntSkglJSsP8LopZP62SKLml9MM1HL1mHx0QcYRkKteHMYzxXr7IwyGHnOwovlJ6dH2Yx7034ABVjh2EB2MPTr0cxEShM1HpmfzJ8WGkIyHnH1QABqiZnALzYDNSu2fnzkY+0vv5sIwnsVqaHa2njc/uwymIeCfj9ODgCZ/722U3UgrIh0eoFlLgsZ+w1Iqk2vLhDWycSEixOxDAxomSD5cVAUTs2T2YZiMTQH44AlUO06r9Ca0STPVhL6f3xpZFXEnW3A4np2Kw7sNVfjXQBql6msBI0qk+WMgYIgEw9wdgz0ivNx+eulJWI8Re1zib5PDh+gK+wwRRJ8RLI0GpPBhTQYw8vt2AD7rIChI+zA3ig7agSzWoXKP04D0hsC3K/ZplR34Q8+ArLuCa9Kh8YuxJbj08WAQPb6IQPbzGpJc97tNA7rT4sP34dTVRL8RrjGTh92C/790PEzucERhkgB4PjrOlNgCT6ic0aXwFy90Mrj6F1yYyR9OD26yktXBABYRiQCQS0Qcr4HEh5m9X89IGMmjMg82gegBr2ymk0SGP6B48hTIMkAE6mMYd6JYHv+k412SHfYqKHqQBoAdHsRCijZ5eBSOAGfCDs1C9FTLJeNVm5043AO3xCuXBlHJfFnKohNasiZPmwVbay0QHGi41hXSnGyvjaIrgwZKf+B4W1dBPjjn9Q9Uu3mPhwb6VsAOZIOnBL8i4ATQVdjmjGo5srB68M4G0g9MRsWOQYOUHM8CAJ32R7CaQ4HBEtR/85f6CB1J0BKZ9kGNlHmx/m+YmUAnoOYIMIfaHVaBwHsAH+5iVneMbPQbfoKAbVEU5XJA7Y3+oR5mSoLFboch6vJaA451xYemVcMCw23FlNlJh8+AnPcpLCXbbx8ZjzoYHa5X4I2Ie+xyqamOV+8FHsnwdCyz64qPnI1CWB9NdPkiXzt5mwdvoafbgHT5TVgLDvM6ayd3u86exQtWDi/CpBmnSs6BAeEQq/yGlgS6FVFRG3K++Pwxi4GvoUNvLmiA1fhp5cFuqFRBDqIy6VjwamPCHP1p4ETQoQCZBAt/tUuN2sYIHK0n9NDWf+9WcViMo5IMbdJFF6GCwwwC/2MOjD9bT/4DYmf2OIqSRC+CDfYLIGp5Mdzcabw9HefCMH22QUB3NyHMk4fiHcFJdpE+R+lj0RSMY6x9iISUvIFTdM+Rb9vCCB49Y7FqjsakrkFRsFJPjD5nkIMyOQSl7+mT3Oj44Ot/eg6GQEjbYcEiFlNNYxvMP2dyQl5jI7Vg02Q4efDDXljInHK99TkOXvufgwU4kCbVcOiokMb/GPaQ/BLFlDMdryJ4ToMN+ePrgrl6ZcsaOHUUirg+h8eAg23GUMzGdvIJoP5T6wylcZTAf214mtELXY/HgFquDq1PmdAd3I3YYTJNlGZgPxpIzqFrdXZS2dR3R8/tyXd7VuECbCX2rQuRuaPaHRArLe4tD9qusGN2H1IPFOkglwaJHhWQjOxn4hx2wvhwEy/Q4xg+7nJqYGBEPZoN0gOcKBhXSnYS98McfehjS0tuwl7gT7DIC5e3LMCg8uFxIuGr6BUmckSeLz3zY2mSis3K/LeTpOEYfXKQB3yK7oc/g0t3hrrx0HQkC4clhrQerkp2cIncMV5BdRSh1vtzi78FNAOAm3Ni6jB4O9hRkD11HMmh5MjjywW66RqdE+rjtg06D/sNQCjjZBane4kjQroYaocuIINeTv+UHjynVypFHhVT0o1x/uOZUqud44O5VQ0C7+OCAfrmN8RQXjVCpnyjTYkcbbdFlZIGTJw9+PdiLIBnJASVdgdiqThfok+cApdE7DBXYK2CtdBU5cz4ZSoEHZ/KwIS5THf0Zidv+oQpx+YqX395t6+vi43DiyyJSHxy2JDcg+ENvgNm2K8BK7CqC1UScmWNhTfWtysN9CoyPriJXnycn2fJgKNdA7lMdHV3QhYb+EAaf3lIbXTE0sGsvTOCXNwB4MI9ZjoGzTAe6QrfnVIjQxXci7cl6Ux5c15dnaJBB59mRum/NEHTxdUB7cp7Qg+UM8NCF6QnMfRi+LAb+Q8/R07WbaoBd2JeTP1SiZiqVT0w1QEWQchfgHy5Jk7tpj5Qf48x0xKC6a290f/LdkAcv6MzffOgoM0Io1AnbnHTtbVF68oy1B7+IHMbiaNmLwQ/9Sjugaw+K35Ph4B7cbcrrsCfKV69umY1lmq69vZ0nu2n5w9PU3MtkpAmVAKTOrr0eFp48wvIPObUawbheClhJ/ObpvyrCwJXRSbI1eMExx0gtCS/oRwZyC/SCbdj0nGQd1+h4KV54YxbNl6Jjbcei5KVoZtCtgP3gjxCyGKsf5IMcJwWosWhW9YQ8wBJLHP2XB05N8r9lh2IRQf5rpC8sduW/YCzBCih84dSSQ+7QF8owomma1mv4zNjjykoLP42+cIqDXQZN41ifGfhpWWlk35KfUij2iEXJc0IBeL80PfwNoYFHTyvPGUCzkQyP5yTs2kow4Qq+uppmF2P1nKUwur48fcFXkWwbw6R5zgeYumj9VLROZHCBAI+z9y1vOngqd3rk8fipnNnImopN+KqgFH2N0XNCMOMJbsTdVAgb67DxnUaiC0aYeUYOO77zbae8ZLML/iYLmTLt5jmDDhxdhfFSOTBdOCHiL9KBPRUgIrCmZPhpVud4iOinEBLo2uLxikmEnrNw0wIcPZwUTNm1teDJJ3Jy+Smir3VnAT9zXrLYlfpTArDRwjHhE7eXP0WAuUQcCngo+EUiCzO/6UBNBvgHrkWCuStLisUjRojzmx0CE+j8eHGPDa+5hJBHGxDumQMmlvR5zQhlQKIPL2n4TKxtX9gfLhlHK2wF9plKU/YOYCu6eOoHD4Nadl0pMPvDKqJ/Fo1DIxCQgKa1PzRN4Iimc454ajrIiKbpCwGoVLRAXz9zjuMksozhU4sKDRlfvoKACmbnkyNXDV+QK1m8uSEhpNxZZkYnkpYfB1l8c0a1rCR7LUXSqBtpCCMN9eoWDFjPtHGhZwUmhYrJ00t4qbTcSKDLoCDGcwJW53EvToaR6k3MBNHDuGbX2mM6igXFtnD9IzV9vP0ZiB+u+fn4ZjoufHOJ7S/X+vDfZMN8yxE4juObhHdfCSIDjuP4FAR6P7lCBo7jXxdrLzYtROTT+k1B7V435KnsEGIyLr7mV/icg8ZrCqkys0B9zS3by7T/zQJeyw45v9l2VLnh8DcPO0yaYPJTEvCA4vuv0CWVIBB+0YYWZ7joFf/8ppCC+UTQnilHmp+4w2QzxPURMcTQ9PPwYiF3mVtoHzYAal4y94Y9Li+x4r5wackyjvO/agUqx9onhKKlRKPmB7MIoWxi/MEA9aQDHi/Fqg1r6me/ArUkf25KWZn+NckiJf/bQ8Ilj6qwIMe50vztcIc52NFUzqTjxl+llbT8782FmPxvwx9VvgNFzskUxP2FAsnLNxSJ5tu//yNDSpb/Be14gPutQsmAd3khzteAcADWSyTzElym4JtaS4DZKtHcz8TkEe6nM+SJK8lT5HBxTYA6atJyF0FreI8hCYA9VlrkTF2rMM6kFmrjVV4u5HRFfYBEc4t5jLtLXGfFJmAR4FjOBCcv/SagDWi/gyXO7aycASSwJcsVbawBAKjU1iRvMqMry5vcLpjLVdQk5nVF2vLyGDOY6DpBUgGdbr68aa+HzpuajHnQ46IQyOXWLKjIXfwM6T0KiAB0crPKm/TSorypcsOqvkdKyds6xABkIrKal8hiQt8MewNcClIjbwo1esybyMyN6auojXkHMRpApAwr8g1CLvatFA2ARjkoc6fa7UPulLUG7kZ8hjmEMiBgkKppDjZ03pmAoAH8eevJnXQq1+ROPYYkdq2lPa/6ZAK8DZvyKAjcHV+gA5CbYs+diNB0cqciHVZ7BaKwPIgOxp8qWpB8Z+m8k+FOf6VDnnKnpFJsTjspnaHuIbSheBo11D8sK0LgXUwE7mtEV39TdhThTk1sNd64p/ABhn+blP7EYWNciZfGDveC/CeIwtTJb1MMF9vnSFxxstOpPx5DMPGqRg07nVHQ3wzUPiYnYe+01Bej533ACf37orC/zvdTwV9U6tqOTzM+J6Q2tbKTkROy3e4DYNnH+MdPc6xE2fMKQw+/Jhe8dichIwK604/e4T7H1qiTebY5oXpgQI+LJNrlRhzyUIMSXGLAhMrudIOG0Z24SSD3FHkE9C/QGpOTxjp970Swt3HgwDRlR7I3qULm6U2mdII9hM2pp9HgbTpQIHCnr0z2DoZ7E4O51b0JixgtexNnlmivcIRgD2ohbrrLobQbLYmwQ1C0a+rB9LM3CZbS2LUMANmrOJGaxGYR+98eHxZqCkKe40u4gM7yKV38t791QdAa50dfDYRAq+QUhrwXrNfch7Pxb4ORUDO2vpz7iOMvlMeQHJsBnJ8tkdFhw1W98NQcLMBDIbX4reqp4eKCzBxgrUSHURA/l22GZYjJ34BsvQ0qwMGihX4AzEiAI/3Dj8SZAdRBgxr3YxK/S0ubw3uAYxCSw0EdixwG0+mX5JvNhGBa05nL6b5IwJEeNAEkehH4o/tXrhzeU89IXrdXwRGK6s8Bro6AvQjstwlIxJucTa0rt0tlawSQ+mcnNatarkNHJEACWjsdq5wVI7WshO5Ebsf1Qj9j9ucBonVXGsuOWIo0uZ2l5meiUcAmFV0xMADpPpCjUpmYOR2ZTlmz881tYER99QZtJDQ1MVvKzZiHciKm9LgsIfZwHoeLkg8L30zOAZ2c1MFJPtGRbAgCk2Xmb5U8hnC9Oc2uqdIDhxwSKClHUag2RpD25q4ZJq5Q6WZLDYBMe236mU3PPMSKAowFUv+SUS8tLERHPePZRKZuKr+0UQiIpCHPmTCZZyAAt2gA7i+V5DDIoPeeQrNTFkshT+I552GWeopXOm/pAgZgEJwiBh0Y7E1vJKxm6ORZMrJjUb5SSgorGEd7lo2zU88hY15pIgngfdjH4Kw0b0qxBvEGlKfEPJH0M2QPm9ThVLRDKscAIzPvQQS9dPtJLT/+VD885TkXivYMR0nSEjFx1FDx04yX/KTipIRGBJcE/DOPB/YQLrR/WFzIMIEFEjc/BvWZ+MhHCpACpOwovl6AONgB0f5mnuDkhIWDRwJV+BNPoAAHmYQjYfsMIxB9SCY0apx79rh/OTUsPG4Mxk34H6/oODmtMIDDgCqCO8iZUOXMPy7I/3gY0XEpK3U73dg3xoUd98HsNhp4R0AOdVjm3jEJiCj/jvaHV9KVudt1CTktNUn9RvJnWctnoXZpdLP7+9pwYPU6Brd53JQir/1p2O1SadgZaVMWcQbGytTJqG/FbvcBrewjC4wlZnU/yJQ/G7N8sV4fQuSnybaGzssGHekDEsmnL6OaceBjaofBRDWHt6Nj4GMELfFlDj+cfvJc7HMkvuhkopjgLCi+PPbBCVUhj7i8I/rdBbjs6ZMf6+BGofQjeC+sMjz5qdGJi+RqT/HjUP8agZWNeCMM1MFcuiGCfgwETphH3/7mIzvuYeLDagmYnEQB1ffz2952VmbsYNUE+Uc/VyBzQvqMcJi4tCCwr5GRMuJRUVX7MtRDOa/CYI484wnPptI3dnsILhY9jQch2zBpAZJ0VQQXqJR+MYu36cCR0k7egbUgZj97OrGY48SL05CYkUCxcyNX1Bj8RbIvFlaXdh9PTjHopQKhLxd2Cj4kiqg+Ym3UxElv2SsUlfegF0PiNC4gvJb9iEtH/LFXnHDZdFcDaTc6EmeHMPZRtBCGkjrbc6+yxPGHR1RcdXKKIrhz9WTtU5BLiKQ9nyjjqEnwzOeu5fRkr6qilGj/mGDiLTOTLCcDf9NCmTHgz1Sjg8rO5+94FDa/eKcKIM8oAgzWZ4Z+evXEhY4GRxs0aZk61owowh/5L1qwsGbBUwfTZwrG7U4nkaTk+0PhE0HM1fFt6VuKMGjxgqbbhdj5crg+ogcvHYcYdCtSVp5mdvQdPz/fJWwvRpsiwqSqa5o1av6U0InQmPqO0fmwgyFMBqnolBI8UFpxvQn3rPAqxIOtpATFtnT9I8topuiCTvwKb5j4w7ooDGopGgcrx5tfAIG7P3MLk0OZtwQzqkXLa6bJjWX5SgRzUau/qcGJkY+fNPEU4sJPSapBSKCnxT9yGfCgjEIEN3ScQnNf7i4oFJsChPqLYJebEbI+kQ6EZgWyF5+BMgsgfVir8VyGjBlIjzdkQhs5fLMOHks4+hfK+cDRvWWbcaUYmP/SoZAr8pUO3iZtfD7hN4uUKz9Zp42MkhigxqOjlR+U4kQwwz8uAmncBIfKyX1jZZmepct1ju71zjsyGTc/WFgPGp49OVT88138IOMJ+yYQ/jH4RbPARCJT/nti6utm+ok/MojBmH6hCLNCEmBerGVMuMLkG+K4GvaAAEoFk+jLzCND5lwAy085zShRldcNm397kz5BU0roROo8TVmDdVSFwIkbWqA5KfhwVuFfpsS7AfWYSl6WunAioQoqPmaYAgmWj3mhCJTIY6IJVkn7cTgwwILFNwUeU+3IlLCbKMPH/LCmiupjbvA82/Gb8kR+8ctYxMZjIjiTMQVlik4duO4xsYAfaPzZzBMrWP5MSenlz41TNk9o+cQ9ronMn3M0ak//XNdmc+o7hvtzGliDKn8+MBqkzJur/GmGSPPiMWZzMd5sudUcemHghZY3T0V4c/3LK2bWcJjLdAL7cAIYbjP+EoUkpiYMsDF/OcEwTZO/tJ4tYfxrsfiWQNacF1P/MNCHNcxbGm2ezei3r0yClet+pQwqA/ZXCtCQRsRTThEzK2W+4QNdEsZT5p1eIrLIe0oBeGwOnjKbJAD+k3AMrn8/yaEtMusls+RZrvl84dBfEgYv+cNBpZpDOraXXKDGwehHRmaPfKSTKlbQj7Q2wZl8yNIolDmG/Ndoi1InK/LqIZ0MHSMf8oheUviPdUFy/GODrbs379ipJxkExxNueISDe0cTm27cdyzwJxngsu0bffyBGPpGOj4wv2e+dVD7HZxChJffCehB6njxg5tnEjqvYwFasfU6XBOkllvH5ctx+nDU+DIllR/kl5k4n4T4MhEXzc8npyD0PPJkMjbHFgh+sEZSLfrjyS+Qlg+2Xgf/wVwxkJYf21DSeMaSq8KPld5I/OCuEWY6HyzWJyLxGROvMbY8YwwkRqgPD25yRHX84EUoncwvmlma/PzFLUclvh+2mhFA94s535FWhjBhH7YQNd78MNtZiw6vGJgiL+sVYSCGr+yv+IOleMXy4dAvLQ9eTA/yCPjESb+dQ5QfZFH+8vGJeGdoLl4cYkzem09cSgxz5sWWWbqVF48xrXU8IpQcxKTFR7TxYo7G653b8oIvP9j3OZho5snkynEV6BMC8KwqfcbC7WJV3BOGMRCO0q8YNpIYpvZfIQS+nYiPOAVJPMf9wihmhadvXnyHgjVFvGFpWX4otn2wiU3yZ6WJJGvADnNtjZ3KICVfGadsDxLAxRzilg5GnxKyiCUQB5QCTsSh5kE85Mmy21/muCCqYQbfO8VcPkj7SRAHLm0USgI+TnnfqLTWjCNyJUMpkl89fzlqQ1KNWVOaJB6ES9EcZP3ILWmVmnDMDnzwSMU2kUAV0sxUcqknSEExb94BaKkiDpINbspaBA/LoWkW1HzIL0Qz5uHjm4rcMlTCjzoTj1bQN7N5gj9q0b4+vCWclrNWyzsSORON5pdLX99I/vzGIkS6LvHoTBW/rUXTiEsqo/xsQGs3sPWXUREidMXyKyE9ezb1z0svHtj51XZNLyLizz8JFvQoW/Y9nrWZr0thXXaR5GZVMzKLt0TV6kE7xPIqnvLYh6Sf3PvXRCZFfXNllGWh3RR9qocxyRMEP9lOkczBw1vq1elxgE85lACv8eCMN7e14RWJzJ+sGI4hlL3Zi4ql04wu6Fe+EWzq0EEP4iCHGejzGcH85HrgqY0cqbOPcYCQv2SsdCMLr3bmAyTL7G0uTpH7SgVxRDMs9X3LmssHBn4RxATKHTs6MXXyACuUQFE7S4xg2OWa6wDCWbMDx3QxYwuWDv4+MQ5pPnmnp6vWfeXWBGASzRB8peKCxs2f3FpjvfLEVe9uVJFcwyW6a3FkK4MuPCKkpqTZjzWdL9kFovMXhW8BM4hopeMpVwwIkKIL3jnlk40CrEgfDJduT3vQzz1ZJnoxIoELOt2ASBW4WPxJP6ltQAXHA9/oYgA7L+lE8XHxABcb//ihgJKv464UbiC5QPxhUCR8f/IcguMt8QrTlT8SxhRHC1vES3x8Ixs1KKLH4wzDwhxAP9InR5qYwi5lgFLwxoezbnHeEC7WA/9ug4HXrw33RgFhg/SPWNqqdgbxICKhX37+0U2FrmLNi6Ncqn7Asls1UPFodfFgTCHx4tXrQV/uOnnx6YerrdDvpREBQyF9R6itABiebDgjSJaPoLUD/Bf0jWS/8dfuEVugISKpgNpleSlFpZHC5YOXkDGaWPCJSvSeSBbjGQe0WfTKP9GNpoMnaV4xq4HhlZhF8mUBT3ARvt/hllwJcVCGgGUH/LfzuzZIeS9uab/S6nxwHkz4Z7mjwo5gwakedeTBiBKswM6UVeWmKOW+vBeo4hGjB9kpgr2sfpkM0mulYvf6kcWcefCpOWwI1T5VV5LryD7co0OqgBY9rRFIld+TgcagihjocUe2YQ6KP/5CwfMr709VXowftPnwHZMeZAGBvclD3oefmO5Kh6m6ErFP2DPnGetKIHlm9cA1EXK4PCMSnNj+2Qc8ttnxF38h2K+Y2YlonC16aHtxC8KgACP0SzgeQxi/aNUQgMWZ3lkJJjaF84qCaLaQath1nJgpkgE9YhaVLgaRcrcFt1TTHjHOz6q1RledoxN1enwiWoZde8PW13hN+C/xgE+EMkPUKsg3ixghfUJv+RpInfK+Vy5fOIa9pYBIK0qufMkUKLK8usnSGeT3PbOBS2WWL2+ZaqQU7eybiSGJqvMrlxBZBin5noIHK9c4/GXaqBsz2VdS608Gg6/kcrGaoem7T9g7RHzKNwfKDcaF9Am8MDn+8nFp8Ym3sCYPUept/pKLD+tvEy9Je56SEAkXyv44Ig5Y8n19pSmKP120gt8I3ioT995SUzFbQ+hLWOSyqshThgkIECfkRc9Iydq+kojWXjn9RlkBxSzG4imJQEAx1CncrulRbuk3c2jxWn6WcKBVOJSRC/5SyJpCa4C13PK69LXsoSKHOqCT5zniLfmWOjK+mW7inMvnL59qrLRSf2Ve/vqRgVHI/TGpJcebV/zlWMSAywDMs2yT+8oziyGkv7diZXU5Hj+ljxyFWC8ROSWlijkgDHAe5koggm/pxM0XcwWLHAJXWn6Ek9q4fEoXkUKaAuBsq2xOa09pmmlvavgmwYr0k/GTOuZumvtF0sMDFLKfpKEAL88yNcqjqhB2ub/ygdlTWWPepbOhkif7lj5rX71Llgtt2ZJTAKJ8ahwb3Yl5yiDzkdJPqsKdyz3w3csSTMJX/sVJQ4IC30v8pGxi4y/VNr98gUmFOT6TGwi8eQ9lxFfgUyjEVZ7IessXX76XNbTyC7SX3KfzzDIU8CfZDCmihRHfEMh1uQPFYgMuZnmRET4fDp4yxoFvmrgZ+WVP2Tc2icSRZuiYbKR78xeQA2qGciUYNMps+Moxz6OtsLyKM6qyKEFqFi43fNB7xtLNgKec4gb74A4/XcIi5fhKGmmiRMi3XHslBMq3JKMAVHbOI/xJUU6J3/ISO2CIUB4A7EE9+JUkdN4cdyqnlLwlVuVXspInNyMBmnMhHxkw/qSKDGI0+vIetB+WZs785BvU7yoDr3xyxAhArEvcyw4yShlCf6nFgkvAiNxHSc/yyN1T4g1ROiN7RFAbLpj8JIktnQhccC7mH0tOvac8/KKj5cy3x5oRZtXUlwQDXmLhEofgIchlGSc/mSUKDLkSb2JppMOZp5xAVcBtKcfCwVkesnjKIjsJCr88dGA5X0VfsgohAKyjPE+ySKl1+JZW9L6CKehyLJmC/KzJxGRWmr/8ALUjlyvcwYtCGfTnLqAnZTbvWZxBGcLrL3fafJElyLtwb6kq5Sm1hl+efXiTsgaTfVpv5kkRZ6tLLlUHRRnh+pZoenwso+BTeOgrLU/pZSK7dJNrYXhBsH+SBeX3RhimQh4gc5J8Kf5MIMEUGjP8NM7IZ8ZTCvH47kI25Gk8PrjqFh8QuJcMYy7j+cWHDPa4LNc/qfdYj6TkGuioTOJTf2lC0i/rBK5VumhmgOQnI9hBSLCExxnL0dDgJ2NIOnHJ8X/nDmZLo5c0rwDCiYmj8aSbtNEFiyibBHc0UaRH95NOrLAIuOFg1KRdvq35yR4e+v7I8Kc/SUIob7aSB2gw5lvn9wKsweFZhh0/5YYaUX1JMjnwNj5vuYRHFZMOvvzlCy8+ZsrKBbAxnDwx9JdiJ1xLjbo8C0XfZFnqX+pFmSJNwXO8CEDjJ6eufBPLSLkaWBE89DLHZZY1L1lW5nsuKueXZSR9TCD5wmHZkibgJe/Mbx6XFnq+RgYpiUv9JRoIFdbCOCkRNoGAL1lqhlLJBX863CFk8CUN1YwYCXHDPwiXot+fDIraAoPinGHbS0ign7QeMd0xwAPzuiSHCHhzH5ASe1LhzxuQyE44f27hhboS+UIQs/Q4vqQ3BYgUO87lzeXo2UueSfiOKQuCR3YBg4MyJuYh6DxIejn5S1MVbsaM4S8m5JlDZL0k39iHN00KgcIW/A348w0UQBxifD9UscCb8ZFMgnwJB41yE+Me+PmCI9OBj6wsizLEqZwPXLYJUYmz+AGEv/nxStK9bVEyQoM3CXAEK+olZ5TimpJceYYCu2TYmzdfieRhVOB6YM0T5CXfJKVkQuJBJtSYs/S85FAAXIlVL1faEkJy7cebv5LgY25p7mX5kmSLbzbCsrZphleKCQAAWHnqOHUcK1GXqfuDN1DyKg0ZGAqSChI6EqpzamtOjpnaDOpdo95bYAsWQIgQoWzCBDMOdoBTq13DgSNGDGadWHep26jR1m20Vq11Z4eAlYAVCSmBNYH1ynqh/gcPHEBi8cRC+oX0jZc3qmFUV8ms1mTIbK3bujTNFjZsQt24GVOPsV5D6zFjqHx+6pKShuHwk8DAJEyYCCFCJMeOHTLu7uJevEDh5iZCTW0DGlqFCxdwDLWX1a1NhIgPZmZjCxZYFShg1NQ0ICoqaWvrgZWrBpMAAcJYWdkHM7MQZ/UIK5dVgYInJitRLYFsbMzDhw8nQoSo39pcVKCAf+HeLq+B3ICUltQR1FEOWE7RgSKnDySsHz5osGqwjo2FWcOsVlZL1iWrkZGOVcc6YAAAKwBrUhKPlcf6ZCWyPiDb2oqKamoqUGDBAjMzESJQkKV58HDiRFubi3rOx8fOyakBxKkBAKh1Vuud7E9WGyaMqBkzZ9q0efMGDha7tW65HdZCSAhRBqFsgtcErMeqYlCVZSHLQQYHZNYMHCxYqMCAwZf1y/rfZe2yennl1twKAYKWVcsqQQKUFcraoQOYB+uG2uqGdlNfr6q0ao2l3wQIUNtdOLUNJ04cNaura+g1dV2zodmc1tlTVDepqqpv2piWmqbSYWgyZMzQZmg0dCkNJ40aNV/WrAHDho2Y01O6DCldhh5T9/DUQbUQz1DSkAAlAUVISEIECCTVSfXTk1Kt1ESAwJJRDWBATtVTXVUbqAHURkY6tU59dLRT7/zUULWUVIG6QJWo6OioFy9WrHx+YsGSJUtnZyZticQIIBRAsCAY8RGxfrxRBwGCRAkSKE2gCA4KHpo3abNZk9akKSnP9JmOjLykL+nJSU/ak65SpQvdhebk5EJz2cKESV/dFyVNGi9fvlihrdBgwHzSn7QYMVhoLDQp6RhaS23ESe2kBgQEgxERI2tQWksWOgt9he68u7Oxo+6Rl8djb2+IkjrIkCE6cOCIQbekSF0kr1ZS7+01qZvUf/Vg/aMGDx4zdOiwixEDbkXNRouO0qP0GdoL7VimyzQkpKTk42Ni4uIiI6Oui9tUwMHF2dn58MHH9/f35Ps1VFTc6Z1GRCSHxY26jsnIaKbN9OIiJU1JJyZG0pH04+MkPUlLSlahq9CQkJw0JxU6fEgf0oiIg4r0tx5SBwmCo8ZR36jp6ho0Zsyo7eRa1HY1XIsSNVzNVqJmq9NqR09Nzy+ZX7x0eglDPzmSJEkQJkz2/PyMAAIiUaJEb8gQHjRefaYW1bJ5ZXOyPFlIWOgEEEwDAhbShbSfHyFNSDNhIkgL0kmSBNKB9BPakJYSZXDwK4QuUmTJkr4mdBQaCiANSDuhldSEiXViXS5XqavUV66UqcvUoqKn9akVaw1AHwESJEiOvb0eRoz8QCIkjwgRHXxAaNA06Bw56Hr0mPHjh94dLUPGjro6GzBw3NChY84HbcfImLnvnXVnmHqvGxvJUKqg4+JW0Cta0C1oOjoXtIsXNbkejzVrzXqxzqwhayxYKutKMy3HgmZBz83ZnUBBo6Dh6Da6BO3mZoI2ccI65WP1sW6tPbWDrrqrflB/TZXXeY3XXhvEKnToUGtAuyAiw4b6jURNog5Rj0ABQkRto4YB40X9olahwq12q1OkUKvV6rUajUbN1lrrgQjWCFYw6wbrCBBWEFYxa5qVA5oVzVrBemZtM2E1Yf1gZbOulbCWsIawnqi31KGh5/pcU6GiWCvWuv6tv7WhoV/tVz95cqQ+UidJolfr1UKE4NV4dY4cdXVdLUMGi5qFibqHj9pHvWMHX81XE6n76CmVdCUNSTvW5np0lLPmrNHUWbhw+bRiRbKWrC8vw3W4FosD68BaSh2FzJSaTG1J9xGhidB/NB+9446+o/HoGlZsap1ai9Zn6Bsx6Bj0HC1Hu6V4o1nUqNZsbWq9YMVgTVAT1UJ1EE2FBqU56zX1Zz2mFqwP60eajo6jaVi51q71pwZTl9ZkrE7W21pUT6gp1BZqs5pDfVZrqDHUF6wCrFRWu77rbc2tleqmuqhGqpdqAjVTDVQfWdWsHqwdrG5WFFYRtCXdSGPSW+hQmku9pP6r9+hBWgp9WM/VNGo5mkyP6XJtoo6rUdSbNWithcZB59E66Bf0DNoGfYJOQcPVUjUWFoIaQZ0ggYJaQc1Vb21xQYhAR3hAd9H/+IIFXwq0aK0sOqe9FDSgGdBgYBBoCLQDOuznJ4inS9s2NydLb7faLs2lgXxoH5rHSmOx1yytpYlooSFayFrTVvqao0Pv7Nz0Tff0AKAB0AFon2+hI09qEg6FA1gEnpqAKxxwlw+uYufwyccfWxj9mQwpnj+C5W82TUKYxrAQfywB+edDOTx/DLv7c5bA548erPwZhhWeP4pFReI56D+WCV0JtMcUHhGwYCMRs/AIytnUH9oMCRa6cMcGpeXP/d4xSsefkQi1dkgWIh097phPufvc8QCFy88dFZC++NyRCi13vGrBYgqqxuggj9aXHS8CtRVdcbmUJFVAC5HwSLnwxp4XBLryRgCkPlx4I8/fn9UM6crfnP7sJYYrP3EF71pAqJpnyBt1gPzZw1BX3riz9Ocbpdp7SiGSBTzvjA1xZSUcMGQ28BCkEEmHXM51M5J/djIl4zqWB4+p9MCrJK5SzvUycn/OKpNxfYvmn0dHy7k+JoGVXA+F+vOXMddHdf4cQ8iP1KLCoxoXvEyCnNFzPS9jKvnzlcqKGmqhUc6d6hKuKzS6C+h5+ZLyzz6VZLzsxOfPqk/KeFkKmz87qtHzsiRVOS8jxpEo52Xd9M9mVLxwYpNBRC4Ki3YKeBOXhPUak17yuE+j5+RCsDdH7jXFIFAowCdQz8mCom/uvFLGyW5g/qx46znZj+zNauwyTq77+bOdnZ6Ti4z/PCRDz3kU/hnCD27EsXDI68bYWaEQGxb40Z91fOJrfLyUdhQ91/NxXumb2UD1fMwDwJvlmHh/IMqlvfhCIDdD7+WNU12Kno9nlPGxAil/JkvV8zGcjTczvloSYeFPGCE6PqZw4M9HBPR8DELMm0k56PmYivzmryh6PobCsKXnYyQrOANdhT52gWWccZMwH+80ebNeHB1nNLPZ03PGNy7e7GhXw0NpYU8BB17NNl3P9Zxx6fMvIxH1nLEozl9SMaLnjDog/tIMCu8QDkBCNLOFAJCU9HxRFcObe/LK+CJh2JudHOr4Yii+o+OLlkTe/Da6d+RZmDND7MXsYN7zPV9UUvGXUm/2fJGIi2fXLNyqhdDzxW7WX47B0HPFNZxQdFzRyoK/XMJIyGVFYTYFXBlX5Hvwl6tVdFxR8cNfZoJ6eUzm3sgrgXvOKKJFYQ3jcixGoLB+0qHjigkE/GWLbBlX9Bn/pR+KPVf0Jr0lHdueKzIZecscO/ZcMQATDHqeiHp+y0YsHU+8suEtR13oeCKi0V/6vFHSuL+oq6V4Yt6Mv1yQZAYb/LJJw+hFLJFiz/c8cUIYSscTuwi8pRQqZTwRCIQiFSfrFw1WjT1P9Dr8ykYuL4opVnueKFUlT9wB/co1K7DoyPAVM3fVccQylm8ZNEPHESVlvCUeRscRkQy+JduWuO4XjKIRb5/h4J7vOSJd5lNWSdRxxDKkrzxnPSJU2VeaTok5PfpiwQ7Zc8Q3Nk/ZhW/PETcQPmWpix1H3JLxlQC06Djij9FXTqXpuJj06CsxVHqlsFjQX0yWW1JKh+abWSXKJhLpa55b9epI8+75nosfffzkF0kdFxeOPeUhER0X01DylJ1d9lwcLsNBf3FZgadEpQFHiu376P2w42IkiD/55nTHxTCMnvJHQa3E4zvmcOMvvvD4lDouXnJ7Sgtk9A+XQnjKFfhVyvIr5mviRVuhZMd3XMy04yeBsO24GCnLS2qBMKXYZk/HP5xq5Sej4OIep5cM80LHw5fWn6yE/Oz7RpHx+GG+CT85Gt7x8KnfS5YGblM0+UI5kmDHw1TQ/OQWT8fDT1R/EklVx8Mu9J/kStM/zCDIT2rw9B5xz3a8BJPvkSO0HQ/rWHrJuSw7HibC+JGULHIAmPjyXULpeLhD9yXzCOx4GO/BR2Y+6XgYisZLRvHZ8TCKGR95RVJ/cJvrS0KuRiXaYJKTf3ss+LHj4bDsR47h7nh4Qt5HPtGOh4e6fGQcADySF743dCDoODiM9yV/5qYQawjZ8R0PV+UfGfZBf/BX7iWjKHc8XGD1IZ1ockD9xkAt2vHwXX9kWeSOh4dQHxJK6Y6DQc18JAm6HQfDkXpIwy06Dn5S9ZEwyKawAKXs+E/j3HeNyar+4BRqH/mjdMfBnmAPqW+oUPr9sAvuODjNzz+Cku44GDDtITHFOw7mov8jlzeEehQ7/cEpFB9yC5kDT1XAdnzHwZAo/nH0wVqnD5kGc8fBmGD+8UtQiFTq+zWKOZQE4uuFFWLHwUco/zFNmh0Hlz+YGYQUEmHHdxxsIvUf4QzYcTAT8j9KyNtxMPjEO0KR0h98JfaQtr7jYLm/fxyT0/9QNcZDDo3ZcXDf4ztGMULY1uHG/pdlvgJQLIFx8R3KjNofHDbhHztY7Q+20eUdCTf3BzP58Y633ddLi64/mAf7j2xC+4M7qHjHMOL+4B+Y7whASP9Dz7x/hCtBOC5T3P+GAcI2k0n2B0cJvuMYdX/wCv0dd7DsDx5S5BvdxtkgQi+AbfQ/LB3zjpEC9gfXqPzGtxj7gyPwvKNPIuHq1pl9rHcdLrp5x3OP/cEklnxjivM+BuvNNe0PForzjkNzWlAQKlod2cfgGX6/bwLQ/5CL6DsaZe4PxjG/cUWTb9KKE3v560Pzzs6TMG8Ijd51+IfkHZfM9jJ4L+x3q8B9DB4BB2bvAuf0+EYWX6ZoIFTxInAvg2/I/V7F+PXKkWYv72Mw156g3nXYCfaNcSX2Mtiv6fUgi3sZXGLsd6oBetdhEclvnLP3MbgrYcQ3zeqz62UmBleHfO5lcBC21/PSpEEZBHO6uJfBXni/H/jUx4ebpb9rAu06WFHzy6cC9jLYBYjXfVz50kEYsus7GaxD4fcoxkMia79nQn4Vy2x3HQxl6sumMPYyWKzxdR02dh1chfLLG9hwMEml7Wk6+dAz5/enMzVED2ybkHcdvMPsy2jUfHeMq3adcFUK366DJcW+XLZmL4OLyK/bqNLJh0eI/M5EuOtgN/iTd6+9DA6h+mXSIV++Hma7vutgKOUvV1ATYTsFwIcZvXwYKn7dbmvXwaRtnsx4uuvhJ7AnM53Yy+CqCV/24ogUoMXU13v5grKB+voFWdn1r4cCq/qukw8D6V5/sd11sIzGL4fp2HUwJvnJYBzfw1DsroeFtp6MtJMHHH54aGfXw2cXfuwDg14+THXy5U84+j7WMeLDaOYjJwKm8J7EfAmPiNj1vQyugPflt9p1MKDWkwMJ7DpY9cSTg1LoO9lH88Fvvr55XRx0yF0PS/DxYxxs+j6u0eLDYrZOPtzPX9bssuthPqtnPE39JkrJ2fXUoKlDnUW9DB4S8eUqJN82CFzoO+PdgQ9nfjDaMzE1yZd/9xwPdn3XwS2EPBnJ2K6HQV08I4kbux7GAfmMahbsephq68d1TrsO7ozxZJur7+M5qA9XMeo7edvhwVUyfLvo8PIV/CBh37+Si277rpcPuQR9uSlP3xnnOj+8b+niJ89ftPJg18PnEM/4gauXwbnQk3uo7nq4bfUZwxz5Xra4se/7vlij78Vm966Hu6k/fjN/y6Ye9r3QutvQ9/GJxw/fMXYd7Afkx24c9X2MmvPgvzYuAN4agYN9F7+Y/EUK3S+mCL4dAlfafoSTDkDK9F65vt83ZUF2XUwU9Yua2a8lDLZ9/2Z24Nl3fWd0E/qw32khVodzF3eGvqLk566HD/8Zx+5dUUjRi1HP+r4I48yLIfTpZbA27sl2PvuOeKXjFRs42fXwAxzPWEVs18Undvxig1svg91I/cr6WDT0wW+Puw7G4uXHHpD0fcwhu++Jh+ZH/J7Yd8Qvkp84J7fr4dXxLzYe7mJKplckJwkI6/EqwVnZd0UdRy8mk+s7I9rXh2UgYErCSCVAqYu+L6L4fDHVH9EZN+9TE9RdD/cAfEavLTviExeXLsaw5Rex4MpZQz+2kkUfV9F5cBacfU98YuQR+6zselhAiWd03Np3RE+5T3Rzo4MBCfw4wpiujx08PfjJoS7+VnhFQT2chcAvSgHUd0U5zBdT2XVGBxQ+jGHN6px3gaaBHZGnwysaoPrKYEYlxCZL3xc1LL4YgKCuhz8YeUaoGA5cLKESWoJjTxSC4BF7dHUxFdkvIi3Zd0THpU88A1AGv2E16uOquwenGNXBovszRtGFrlhesciuLu5R+opBpOjhQrFfDHK6K34A8uJDUJ3xAOKHk7yAOhB5P2AN0MVp8lfcOQOCbkMFBAGNHp5iesaeE/riL374C5Iy2HDnGYOA0PfEF91HdLvbdUQnYZ+YG9DFWc1fxDaWgERC9aOCjU9bjhduy6guHuGiiR62w/pFOQw640+BB5PR0xW/Fl+so0OAsCjeuicSyuDU8C+epuniSvEnpvHUF5OKfPjwg56owcgjPkCjhz2nXlEUUNcR62x84gAqN0ZhUPHovdnxVUS1o+PL4QlUv3i2t6N15+XBI0+ny5W3h6kPXZwg9BUzCOmKBCa8uEOtL1rLPixjgS5GYuITM63lsN/3FSk98EnJocoJ0qAnWjU94pEVXUcs2/CIbdBu6wovEiA8NqebN4kWUFm8BXrFqzC/M1NU3Lw1PTHOjxcf2AIlPEe1LYGlzbLkjdLCqix2G/GJgZvZG0m8hEmEynrireDFpUR6+RGhfjxiJpU1t/Mqek0tRqmjqnULZQhrVHSbmVUOft69whQ3mSW8kludlkR93tPEndIPD7yZZQ06iaZ4z3RIYaVviZeMlBMpVAvvlczbK5qAzpulDAFd10vEoaCHgl9YgKOnk4Ipl+i6/nqXzphgAmgasl7W/a7k5PlfTQZO7ieIwikHYsIgt/yU84tDGs2fQEzhfj9Tkvnm395fgtI63Ml3qeF/YEtceKTO05LZomdOIVLtHVUhMAk4tcptLwoZwDJyGUwxGB3zM88AeR0ZZ5mUBRkT4V5k/udBQGr+wuxTJ3FGkinLPZd3mGuSqxiAqEvREWy6WiiRbzhdytXGo7qX0XFTEBgr+d8YkqxcA9qI3SaRoqnAjG/+F8HOJ3cw1bQrAShqyioDlf/hulJuZULGnjWktAksTf5HJSNJPmDsxB6BsaipwggupDY5OdaKyX6mwLBJw5Id/gegrA/vNAzb2bT4NaH9SOJqxgGaPDz5wCX9lnAJZ2L7nKhhUweyMziR1CP/XVC62+0Uadqw5O/9JhC6kUnPgNjtwjhoGvvx2e2GHJVLVGHjZEqMI72HUXWPMSJNE4TKnZ3Oy0mfSpLWBC3Mhn5XQMweRyRN05cKysfSZG/RpEwHknstQWou0Rcdz+xuPvyavHB7+4nMR52SQgmmBqlx9DNosnsIE1ZNR5D17oE0S1eNPMEUZDzeeew47GMYkppyaCFMjz1Q7E9+pvsCuUymM1U6964jPfsBorO11oSD4ziO4/j/d61KYdS88SWXpRyifiMXDcE+04/0DgmavvnHOFspuYV3JE0iJQebb+zEStE8+31K6SDQzuuZioNGkJ7M5UtcVqdew5TMJ8hbKrUxxNHizXxsCo9W/OUUhe+HzLdMMUboV38luGrws8xTju6DOuKnNJKS4sX7yS+y54IXvF7SgxnOAob/+OXMkQ8PCJXKOej4jaZDq1K2NG8Ucpa6+D3NliEyukhNBFhXCKyqqLxTB6SioAwUeHJqYlpSIpCEdGQ0oEgA0ZBQENCPT4Aenh0dADm33eVutVns1VoHxRkj5tNzMjLsB8THz5ycCxYrQmDg+fLK4jJ0MhRAPyBWnjoTGb6mfgRcM7iJ4eAD8ZMso2tAUiTahAgPHFjBrph4sD9CDB6oBknWaDQNVALvCwHHF0dnP00J0Dx5kLbAZ8lMgETrXhKP9QjMDhKakKZ1zljh0PStpuajaXtDF7SuTlA/oHOMuFdyBuQUcRdzBOQQcQdzhnKEuA1ygnKAuFE5Pzk+3AE5AXJ6uEQ5PDk73KAcnRwAWzA5OV66WilbrZIcbU5W++OqnVHTaas02h3nhkNvuN/cqnSG2013SYlAEtKR0YAiAUTdIW4aNGfMlCEzhlTMKFeU+8m1wvWs0kmFc8qmJjeTq8hN5CKKw+BDw8Ivl5ArhSvIJTJESBC9PCA/uD64cCtUpHhza0PBPcG1UIGC2AQJESA8COM64IJxGXATYF0hsKqi8k4d4EpxobgGuEVcAdwhrhAXiPvD9QnQw7OjAyCHe2/bsDEtXaMmDZrtma2ZMmTGkIoZFd2G2YZuv2y7bLlsLy0rKSclIyEfHRt3vUweMy4qJiKKw+BDw8Iv4aAUwSiBUJ4A/vk56WvCZImSJEiOGCnCt0dkiJAgenlAfvjowWPHVodWUBtFGwjlCeCfn5O+Jky0S7RJtEi0PrQ9tDx26MiBA++GjRo0tHdaGVo77QoVKd7c2lCc0JrQVqAgNkFCBAgPwhxoG2jBGHwt8Mrx7+LSbmkVaGUlwLpCYFVFpfVqpw5IRUEZKPDk1KRl0i4pEUhCOjIaUCRAS5TNAorlyqcVzyqdVDinbGpmYp7Nl5aVlJOSkZCPjo27XiaPGRcVExHFYfChYeGXcFCKYJRAKE8A//yc9DVhskRJEiRHjBTh2yMyREgQvTwgP3z04LFDRw4ceDds1KBxN0OGXV0MOhjZuewLuTgXLVjArVCR4s2tDcUJEyXYSKypjRARAsSHNA8d0M44bDDTkKGMbAzDBQsVKIhNkBABwoMwBw3AGGS/sF8LvHL8u7i2FGhlJcC6QmBVReWdOiAVBWWgwJNTE9OSEoEkpCOjAUUCiIaEgrBA2B+fAD08OzoAcm67y91qs9irtcbSWHo1Dpw3qm5SUU/bsDEtXaMmDZozZsqQGUMqZlQ0DJjQL166cNmiJQsoliufVjyrdFLhnLKpmYl5Nl9aVlJOSkZCPjo27nqZPGa8Ll6pvFMHpKKgDBR4cmpiWroqXQkkIR0ZDSgSQDQkFAT04xOgh2dHB0DObXe5W20We7XWq3HgvFF1k4p62oaNaekaNWnQnDFThswYUjGjomHAhH6xerF24bJFSxZQLFc+rXhW6aRi5bRO2dTMxDybLy0rKSclIyEfHRt3vUweMy4qJiKKw+BDw8Iv4aAUwSiBUJ4A/vk56WvCZImSJEiOGCnCt0dkiJAgenlAfvjowWOHjhw48G7YqEHjboYMu7oYdDDmXsjFuWjBAm6FihTWN5qNxJraCBEhQNAfaA90B/qM5kCb0RroMpqMHsNwwUIFCmITaAl0AqwrBFZVVF56ij4gFQVloMCTE91EMy0pEUhCOjIaUEQLyMLFzpLl85MKlfOZkXHJEj29tp9gT7AfPEjjwOEFDhxGAAERwWB9PI58fLysvGDCNmGnpcWwY9gvXviwfdhGjAzagzYiIqQNaeu6pW1pR0Zm2pn25WWn3WlvOtr7Prm42GhoSMlonxsbzVOmYPHiZczoKBoyZEzPnEE9BRvehndhoZ8TJ319SpQgQZKXd+MGDhwzIstkcuHiIiJiOBwYaMRIkiRHlKSurh4wYMDB5mC/veGwcdhFigDagPbfH9gG24WFY3tsKyo+2o+2pF1529CBA4eQGzf0br07L6/IXeRGgiTKHeVWokTKLeXu6yO8CW8nd+H57EmFCujnZ2iWLKJdbNL7xw4fPnr04MEjR466uhJtJdhIsIXg1LQ5OatUCROGDZvUVK0dx2rN3gDsRpuScoo9xfb09GJ7sUFBR+1ROzSUjE3GFhU9Y5+xSR0xbUx7cpLT5rTN5ip2FRsLljB2GHvMGDY2GxsNmlQ71TY1jWPHsVFRrbfVhrPBAwcOZ2cpVKSwW2EnA07GHYs7GjVo7ACEcgMC/v0FBobDiIiLi2RyJGflXXlrak7ekzcmJuQNeZvNjrfjfXm53/vd2Ci+xXdiouAteCsqDt6D9+H9NWMGDBgxW7ZosbXYV2zNIwJCAYRsHlubo71ur/S9pW86TZk0X8R8scXYWu4lTW4/I3+BRQF4iHhyfnK22K2bG2u3cVOmtIyY28gNCJjkyde9tcVAgQKuq6vHwkqQQEtLSqooqYhoANFPzw+2xra56zZ2G3t1tdQuVSNFymKSJE9+/NDbYbfZgoF2oM2ECRIbiZ2XB8QGYuPhzc2xhQgxJkGCl9fLNDTUAwDANk5X9RYT5g5zi4qGhnrx0qWLFSuZmZubljdlYSFhXx8TIULy7Dy8m3GsqCiZmPh4P96Njef7fF9eVrmr3Gaz5+15Y2J+3p+3piboDXprucOwsaE4OxOBAUOECGBgDhxYsODiwwcedHRBgtzdqVDhFsBnwAADBho0YMGiRg0hdt9dpsuXLlauWMnMkrlJZXPKzal5a96dt5YjR2bYM2w/PyI2ETtKlCZ2E/v7FRf22X3239+evWcXKULDpmG/vZnZZjYDBla2lX119WQ/2Upd+yfAgKQBBhQYaIDWgIUcixo3agix8ewbN+bsOVtOLoQdwkZDk2BLsBUo8NpeOylpyB6yf34AcO1rjhx2Dxh2DxvIrebLlyujV7JwybKltFQ0TZpQNKH3mDFeSLnco2bOoJ65Ue9UMKZrbjCj9+jd5kZ98sTQNmSEAkWJrcR2omgTEoaZ2IJUWk5MTgKGBOgA6dw+d/cA1X3gANPNdCspDd1DNxIS0A10B90+V1dRCBAYmLqfPHhIkaJFCzcbto6kJCeoW8vNTYWKu7sgNt0BrAT31a1AAYIsK2/u7ZLQ9UDDAw0ZRIgoAwHi7MAdFaV0K90GDCAtFbitrI7uo9t7F4nR2WJiaraavbVVwa5g47gGW4P99bXB3mAjQBCmBbWEAAHS19cBHC+wtTUlJpZ/sC10T9t026zeq/Z920JCRVFRVF1dCyLYGFbZWLurVtsuKqKiWrAAg312Ow24B9wCBPTcPbeOTn3X932vvrHZzuwze2wMgg3B9vJKYCewmZgI2ATsnh4dW8februqtlW168YOAkJC2jlwQECBAkdTU055nmVBi93ZESCA5+iIyMmpKSsLy4ENlu2+yWZpm7Z5eIiIhGwhu6kpyo6ysbC67C4bzI5wA7Bv+965hTRoGGFmtoaGZkINxC1ChIpbxT1ixIp7xb22BnfD3SZMsDhxv7hT3CVKfLg/3GxsaXfaHeL24MLF2/12t2jRFkfibkNxt91uN55TyCWYSdBQViY2YQJYhAgMHNxfGTKENchwi4k1ANtwY+BANoGsrEMHCmi32T0hAoQIN4Tbwa0DyA3kFnIPscOKtqJdtiXvGnP33M3ifsFjiM1jrN/6LXlTupDB46aC5cZyZ7m33GXI3GTuLreXW5TNzeYWc5/eSXdTE9QNdUvdWiVKgCBBoswus0eMILPJ7LW1DifiVtgrOthwdradDcJ2gSLORmGLsMMy2BlsLpuCLVVlV9kP7L8feN1ed9j9NlCOnWPv2Np7rMJd4aZwL7g33BcuYLgx3BZuCN04AOxr901qN9Wmu6ddNqhdVNvadXPbuGfcOG7Fm/E+tJ/YevYSe7cP7UW7zoZho7iRbqM7yHazddh8NgIbytb6u8HN4Oa6weyuzbV/7hh09+D9vaHYVmwuducNvst34Z3kZnIfsdfYp/aZe8pteW/aiTbZVnI/3Uu3gbvqnroR3Pfdvbn2qv3GVrXT7Av2hLvDrXaj2UH2ko1kG9k+9tO9dWfdCrpwbKyd7Zp223RX7zi5W+5u0YLuprtduIBxw7jr6vBuvDtHjiB3kJsHDyI3kbtHj7177/bhg+/mu3/cS8yYKUOGDOmYUjVdNd01a9CkydLdskWLF1ExXTGkXS5dvGAB7YJ2s3S1dM90y3TRdEW7YcKMdke7oaFgumC6X7pdLC0vP690r1jpmrvnM+bm5ueUSsou5WQ3s6tZ2dnl7FKh8tn97FbpegLx0QUCRK+r1xUihEiXSJePz0jXSBcJEiVdJV0mTPq6fV0/P8AuYBcKlCjdKF0pUggPEbtgcGJhl7ALpKtDB48ujy4OHDe6N7o1atx177oyZNR167p0dHPdua6cnIuuiy4LFiu6K7opUrh13booUJggIdj9fsOGhovdxa5YrHf1rqLiY/exOx5HdiO7+y7Zlew2NkJ2IbvlsmPXscvISO6Su4jdxLwdPYb8yOsO6QYJUqRbpLu3l6SbpHvkSJNuk+6SJX/dv64TJ4HdwO6TJ4Pdwa5gN7wmwsQHEGsd0D50O3QzZODQ5dAlIzPrmnUxYNjQ3dAdGzvrnnXLytK6aV0NGroePITohuiOGMHWZeuqqZ3onuiWKPHWfeu2tcF14boqVMR147otWsDowui+eGHXtevGiEGjS6M7YwZeF69rw0aPbo9uju6OCBEmVOiKiUn4LheX1lcXDMxB90EXQjcsrAFWNytLQVcXx726X10G3QUL8u5PTUl5u1VVCLpYUVEHut5ugu7VlVWXqgvVLVDAianb1PTUNdCl0LVgYau71b3QrdDTs6PTBQCAJ6d7d4OEAgR1gYB4ujzdn66PVpuNE+cN942b01NULqpqN4vtYrvXLm1qyqYNF7Vrc9WUcku5a7hsuKrcVK4bLhzu6mq35sbhxqGtNFaLli1cwoDhggnlZgHlgmLhduF68bKFu4X7hRva2LhLciMjIfUzt0w+V3IruWMuI+almfvIdbTE5FpyKSnP3DN3kiuZJAmSI1wjRoo44fb1NXmyhLuEy8fdiwIlkMuEqwQwCheQ+/f3hPuE68d1IkOGXV0dXYwW3Lg4ubkeO7g7uDx44NBxR8PuBQwuDO4cl47LwgXXBbcFV64GFwc3BxcPrwa3BvfGjRncGVwbXBpmZmgcTHBLlEgjQcKD2oUx7hi3rEzDmQm2NBAiuCK4HLgeuBgycDNwybhoG7gauB+4IUJs4G7gjhjRgduBu8Zlw3Ev7gIFCrK0nsu1xe36nJtzs7hfXKcnboGkpCUCSEfcIyOuEpeJaYm7xG3iOm3jbOHA2b55s1Xl1lyaVt26cbNN3aZ2t6jcLDe7Rd2e2lvudnUbR2tztVwstsvtcq9c63ZzO2UK5+f2yhUsoFu2W7ZZtlo8Pa1sP7fm7flMZUtli9m5rYK5zcwE3YJuNbebWjfaOHFMrG5PaFdPbE+4BQgQ5+MzF7Rie99wW7htTo6LHR0WWwDbLgsV2+52qyLFdrvFpmjbYrfWNhQ0ii39Bo4WzrbEFsW2hPbNG63qlk2VjNaMmTM0aDxsPWjTpEnbpmlLS0NsQ2jZsBGxFaE9PV3brmlTU0lsSWjdbE2oaVG1qGxa0zbaNtsRWzUlJbulpbvt3bapicaWxtbJqcAIrakpiC0I7Zo1H7YftGrUaM9sO5yZ2h44gMOAARtbG9unpxrbGlsmphnbGVsCBGQkCdgOGADj6KhuW7dF2trFMJKxhbqxvbGNisLb4m2lpHJsc2yntji2MbZFRXRbuu3Q0AsgAVsYMIi2RNu5rdD2xfbnR24rt+XhabFtsdXZstCCaq9cEduKaT8/J2wnaK1Y0XZuIXRmbmo3tw8eTNFO2ULQUtEWasFgK0RErC2WNjExwTaBdjxWsFWgLZe3tltaXf/tax8f8S2ujYzMt7mWkvJr+6W1tGSwZaDFxHSwdaDV1NRybsM4z5nazG2D7YNtmLZKlQjbCFpPTwlbCVosWChsKWizZNFu2VbYMqoFA6ZsW6YNDSXbkmm7dLmwvaDVosXC1oIWdCu2raDlwgXDFoPWixftl+3Ylw7aMmXQtmjaMWM2bDdoxYgx25ppR7dl2zFtmDAZthm0oqIathq0pKQcthy0ZLZnWrKWkVFrcVGrqCjO2mZpw+Gr7ZX28FBruEVgiEBLSOjdDlJtqbTfb9W2Slu4tdJOVmortwsWXGovt2BgZq1520B77tI6ah23XV2QWsitl5ekVnK7QDvJpW3UNnZpyVst7a7dt1pbrrpnG7d1sb1us1m3rdtWq33bvm253BXbFVt7excpsjfkSBBtnlYPiBE9rRAhR7RHtES0fHFxLl7EqNPCsdCyaKGl08KA8UL7QjunlbtwYcPYGIcyNS0IECK0IrQdOqSZWcCg3aA9w0DmQQMHLVkGbQbtmTZNyzZCO+KDtgQJLQmtmlaEdk0bIsQH7QetBy0al6u1bW0OHDijqtlUrY+2p2cnR6ujo+Xh0QbYyYbJhhkFAEB7W61aLFar1W672u7txo3om6z2eh3Njmrr7KoaNWi0ZLdsyXbR7nTh4iXrJVQbQPvzow0KGtIKCWmBRLVAWp+sKGoWNStGzJjRbGoq6emXLJg1WVMzWTJxtHRWVLvVZrOjWTbZ0ixplktWi3YnWyZ75kybbJtsmuyawcE/wp7szo4ONqvVYnGzOdttgmz2urgYRsSKi4qGgLJBQQqIiLgECG1lt7I/P1pZraxPticpqWtAdms81smS2MdHx0YjWCdOmmCXFCiAMyllnZyeslHYJdgkSX4cwRaZmvI6kIXa29OBBKvE682rqhZY9fXx+UkJ5At8kiWL6CcntrPzyhUvWC9YUFA0W6pgqVDBMgUPiwMHCh6R2MnJS8s8bI8eKnbQwMqQoaGujgIMrFxpKfY0e5+2YVOkkLCCBJaNDcIJUuzoqCkY7JcsjY0TB/umCfsmTCg2tMvqKhYaWocOYR/ssHd3FWqMwZIhA+cMds3YGAY3rAkTEUpcwJKRMciQoQG2AdYMe/bihdicGjZEiAdpaQ48sMGqUYNNk7WmwZrBfg/Dh+IsUICsgmxWAADZrCwWgBzDRPAfGPuHLczS1+w129TNJrCzCbJaWEZsuIwNc2WRPouUVcJGQuqQe2UlJiXWMWsAKgvllSWwlF3KdmXxrFRUNiqbZz9IEDohWB1ZqqyXF4IsguyC7BWWiRKsEiyfFi6mXL5gq1jBWhHFXmLNZk/NItghQ2boYZ6xZywWbCaWDggWiA8s3g3sDSwKGlgNGmxgbeRo04Yny4Nl4/aGjfCGfYPDToDDwsVhXbSQ0IIFdowYNGKwaLBhsjyoWNRsE1YVaxcDGwNbASuGJcWampbBlslasWZSs0ZZI2wq1s0GsDIsiRHYEVgIEERgRWDDsCCwFyxgLWAZYMGwamvYNewDbIQsV/Yoi4TdxHJiPbFtWAnYE1lsFitbY+OwFLByWAdYDtgNWEWsjjXEUmIlsY4/sEWwQrBEsDqweVgV2BnYNdkbCwf7xQoKQsFCwUaJYgRrBAuIdRIixAkRIlKwLbkaMVKEj09IEB3XHz+A5OURGYLiSoKE29paCRBI9q57RK5IjlyPXJMkYdL3ZuJqIsWTJ36AgEqarLi2tcGhuLqRkX3IkEHtLNDJ1QmTDRtGmJmlYTg0vBpeo0QRvApe/66B4bAUMBhKofjwehiFjk5GjBg27hIVr4rX7xfxinglvIpnzKhhZ1c35+DKgEHZ19cF/Pov5Oo4WEiD4UJFCxXXFte3a5mDq4Mrh2vYFW7FdcX1xZUFDhw7dFyBZGVN0NKqwJV3Xbsq9OjhgwePHHgXrv8UthJcIyig8KAKKwLWNcI1AQSrB9cJV9erK4Qrgms+dtW7+rgKuS65FrkquQ5e/a5Qrh6uI64lrh2uJ65q18SrlOv3Knb9EHeVcYVxpXHdcbVxvXGtcc1x9bouWDB2HbuCgWm4arg2aIB2RbtKuIopTW2HrEND1qAgq5AQqbU2YwYVddSUyenoyMhowICoqCsrqywtrS8FChowuOueHh6eAENDPgIE5BQVNTVF1VG1AQNWtVVdVaVVa9UIagVXV1lZC76+IjRoMCGspmBNwyAmhgABEBBdq7HSceKkqdNYrVY2NRtrt2vlurmmSbNlC+b5rKhI+P36+R05oqd3Aw+Prq5uBQsWbCZMgACRIYOY2FbX1oE/MIVPeam8TmK6tIHTZqeGs2PbSFQkrBpGiIWJIVhCAKQDRAOgrQGo+qhUSteBUrBUfoUAFQCAAAAAExcqCuRIEmZJUkqqB/RtBKdFiQCAgSQAAQD1DZIgKCAhIQKCAgR5/S/Mgz/Cef0pzJN/Qnn8F87LH4K8/RfIy1/CvPwV5s0/gTz+F+bBP8G8/hXk5T9hHv4K5+UPYZ7+Q6Hz/EqGPukmX15/L4gTVq4KR38TGvcp/IkQfqio8JfZFu3WaEWvgvt3CHe8/lrsb0czP2//lpwaMHznkg99CsWqV9r+eHtjgAA8sE+Y5//kxr7w+V8AJ3RYgFp1scWHxS71ZlveRcNB1H4TUOktSf5X2k7QMVTrtThjd6qdjQmzOJFxUZDXf/gI4+/JnCOHUQBs6xfU8cOdVhATYDMZHAfMMB5FhnG9YnhWGlZfOhJwXL6gEr+jfOwP8WkOKBetiVdbuawPF8gO/FM7MUO0KdpDPHsRiKqs352YizXQ8C/BcQfx/QeYvDCvpLkcnzJS45+6crDFONZbEF4bXkh3eb+XCXl4R3rwnnGgecDXHR6SX87tZVkfnlHCP6xFKedQH/D6wriS5nJtAj6nsIP3DMcd4JcvovBLqB1lfXhGCf+wFiVNfIohHH0pxJLMrwnIxxZ285zyoI9w/kFYWpq4FeE0+IQK3ZIXJphPOczvKcVSm9OnyYiDd1Tin3MHNYDrHcLik0i9YfX8BE6+sRekGU57wO8Jx3CW070B+PA68OCPcTEPzecfxNCTaTXB/djAbp5TVwSRJyhTQKd7hIE3U6rLe7iJlMY/SVCC+KNdpPOXQDvK+tSMMH5BLd05B/qA1zfEhTWTaov5OYEdvGcqbhCfdJHOXwLtKOtTOpAHE1rRQndmGO6i8XVDMOWVcjo05NF03S4hC4cI5gCL24L7POQrflWIy8Q0Gdz9qV4pk3M2DZsUCZAA2syjpMkU3LBurjiBR544kw85TasjG8iBAeyj9F+ug8RkJEDi5BDl5akNgYmF24kuJKh6wQ9QK1bMymMJ482h511tiL/QGeKvC2MZE22Lbjm0avHQeGLnEJB+7lyWrZwHQ7mqVgMYTlCQ7e45cNW++m6hXj778Qb3sJGNN76ASGfBeejqrjLGBPvD/r4qUGu37nmqTLAeqPTSXtyaU3ZlTOR9sOuVXX6KJvLX7jLs69hPe2rOA79c3ADVIrpIbNjyc7auzre8j041ZFdL3VbgengCjYM97HDrt92ttcE29rjTJrAvzN2S1TaAHmik6CklEbxWkE/q2p461P3Nvl2XlnW/c5usUavPyK910eqSt0LxfqJT4m6M1bj7sKWqvmm80HYWJwiapYwNZrAB5p8ccT4Ww78GJFM+uEzqibeex59lMBqno2H1mqRck54z6G37EP9s8r9MtZDhax6Mh0lv2djW63ax6azusMUrZ7a3yiwwh4LfMJ3jZhw5EmN6Q1zxqxpAei1eIq+QJ05xfyLBqNRh3WF6ejAvIXH8tvomdbgSuRre8tJkgZjCCIwkjldeyGKf0gmC7b1fmaBEyRguwklXvt1xT9aLmCz9Y1XSaw+tyqVyzDWIvtRrCu7MmWUKfGASlO7ugh9XbULukIBsHXBAhQO1HnEhcbDUPOSOMEGPZMbfPzjjXAdSvKcBk/EuJhQ8imBgl3DP3wmY0Z3L3v28v9DtLVs+vA/iQmvWSpybvbhVKD3ciJEV5KW8TZ5DGenr9b2uo8uQrn9NMfMEu1kwZtJ2U4To0NgwmgmBIShXZAbO91bR+rt3uN35pWbfETV3vbruc08r6biDPbZ46z07hrY+zvdgowmDKV8freX+YkggU7DXtErTIIvs5iy3r8p3ie1tWD7YnnfCEhRl08Ae43XpnG7b39z7rXJZzkwB21L8K8Dwrn28j+ftdTmMe4DVEDy7qr1OxRsuggS9j/zbuFlrNAx25ooZGT2iHflfJsK+x+8GT5x9aj+HXT60mzoOl/0n2ZCyDFURqnr6WbRksiTT5dqg3AxJT8ZZmvhPMmwfNbkkeyj4lMI3RU74hOULItppZ3EDh8pQG0NBGgs5QGmnbnmqDKBM1BD9R7DGaSbSezYG6CxE0CXC8LwH3jkIfo69joYxnTB4v4erPCKbfNYlPqNxTYf3Y39U0YQnSgPEJRoN/s+WvqtqSyUqLhkBL1MBkXPrbRhMuu7/tyLFGoC/OcgyqaAUZQ8oM/g0Dx0AJRuLcsTHofvWsLA0Y7EoDcIIXyNNqNPexMDLZNnu3QY2vCv5Lx/5fCu2qXLc2Xt4aojrVu4eyHCla01xE5eE77Na53P4/F25zrajf1Op/eKFYVyy/LYT/9RnCjyf7+wNjzrn30IpeyZ6KzMfvAsVvXC+u0W4NURTHiy94c8ZxZKxP3PN/ANxDSyKKHDqDxdK//j97+3pSQYutyf0nV1fgZdqcGXp/x1s7oq0GDZim2K41lhgeUSp194BDrTyu1ndRUIwGFgixYNPZMy5nB7qEfF2ZsoVa2fHudB5MIvZmi88kSGUaXQxAWO5sMlL7h/IHzWXSzWyy2532JrzMHP4mw41SiUBtOWMCcwDwj/TTgfi7Lnin394y9NfgOfb7ruOAaCxumzNB9ppiX5mV48cRoZf3GIGF9xgF1ecBuuTp4Lr6V0i7LFPVTSX7RWxB2hw8TOJYawzv6wBkmrlaRMc0B6dfZX9dieGGMdkIXD8WlmcNNV4mVeFs+p2+QIDNhm7GsxZ40/JDdU2GntU7ick3QhofkgexiZIfM4b4FPu8NW34XkKxBqUtTuQQTLV7XhLG4bbpECmIBz8tdu6fK9cHuGgtDLY7cqncmxioWmYnlrcJmYsp4FcIUqtM2s2g7nXa4S31sucQNq+NzcLl+ZyAUiRCUF+k+GGakWhq2iW9qBhwzQNlosivlHpLCIktKMmbq975AvSdgVai6ZpBR62J3T4TarhjL7XHGXdPAjmtVRX1rh/+hqaRdEPRU6vO7c0A2rbOyY2EzBqIbxnuisO5WF95EvwFyctbsf2z4a15IOmAg/9z4hIAf7fOFhMPBLoWWW+BEYf43jvKINnsy3qQZYnLHYPwzMWdSpSEMsNlluGG0d4AgTaW1YETxUlsN3auN7tZ+HmqCSJ9NFok2jTaaWm7FpaRB7k5s7M1iI3yAHKn0tqbhSOeAyeT9tHlQdO2QVSQA2+QV2lWgS5kx1UKTtHqJrYxKucEBvSDQAd7LJzh9Aepdfpzs/fw28r3MoGc/AAo+k+/FFOEUggkqCRpJhMME0wSWOaYpIep+StUKuL0uMuHSgaaTqc8g7+oIPlHs8ShkOGyfJZQxQFmKaOA3gwIAAMCcMAgQgE2GBgEeS4a4K68ED5vHHS7LrxZ3eVB4pSjOWi8FZ8yJQMNiq99PGaAq4lT0TO/be1kmJMMJJRoOe8DUJIyCV8yPTVFgFrRndlseI4d/u1/tYwg28YwmZ+GcHyIfafoQ581sUBJ3uY3yZDuAkwlE5hdhEtBxyJq/i+BhDBFkLiDsHV2G3RWMnbXSq29ZzWNuv0Pdvh3/gpVd4/na/AcOjKwuPr3V5HahyfH1LSTExkxUecdbZa0PgjDwYmD0+u6SAg4jA9r9gzuZMdsw37zkAcsOlnD5PydX+YxILmfQtcK0w6SqeT5aoN0LAOXtC2SdTtiIAnZHp7QJ6XrZVz8ydlIi03nj3P0Pdgbz3M9M+2iIC0ke5j02TN8ivKjQ9mY1xlJ1byNeNbtm7AnnmendvGOvGLIJCU05NbSLebaVmFJBMiG7qD3yBY/s3ykM8RQz6JMI1H12T1aIbmX3ysg9i+GFaBY2D8rMrysFdte5e3fWx8wsffw1PTx1SOjJh/q0WQuvf0OjFzMK9GIp+RnssSw8bku+sdyMgF4gLWzyd6bTKY2IX5O6T7Vrwc40FMK9GcNyP9CivXiEXmCt5kGGa3tuC0pgcgpbykxyK8AaBlpGrlBdIMdwcru6tAJsKP3jIAlRCbedZBtZlSMsrwIDrTD26f5Moy2vXqyj4+jN0RWNVbLJCSvUYXojyiPrSnUkPQ207zvgYqWIgGMzxj1OB6tO1D3cpIDmQRdmG5hbOn+2c2hpTcofnsTWnbt7/pz1iec+Q06s+Vt1MQH2edj6aTbYH2M/3DWek3wsap7t0J221Vn0WyecgdedUH+ZsqGgK9j/Po5+OQHosg5ib/4yQf74yeFWsrt+Tj2rcsxNdEICdkTF7Y5wNhyxl0zQCH9IOby/lU46/rzEE3bODTPhZND5JlHygvviqnfv25MSys/3oaNC4HLPpZeEgXGhKI2DcFWJiOxeNQHekgReAJV1enxK7Lg0RzLAwWgOSeD+ifaEqCwlWherWKeOMXeM1igJDr+7l+JGsVHXFp88d6lkGinHaW25OR532yT6QkREPhQwav/rntZotTYfXczd52N82PdxwhIP/FDQSURxxMA/TCEa0LuwAi/P+DMyQB1X4w/SBpMGOAczQDpvsAbFlcgSJjHe5j24ODF+Jl1Jxb7qfIgVUaFcKjpLhWJGp9eQdMl8a1TaHIJEH0YPEuyIbDmEtQSxf9TuB+4fIpNKNqQ3eO/w6PrJhuPBU9QeQxnMtBuBq/vK/eKhxnRSDPEctlF+sL/MYxcM24yS9DUhQqFEWs4TtjGhACtrFzbx5bYyN8waeCmbd7nO2r6+ar+3FSv55lniQ7nRgTqakcODxx/oeuLQmLRJJPs6kkl2bL3cY+eKZDgQes4bvRJceEgNzb2bfbfrPfN5tGQ9v2GUWwJtARqPwn9oGjnn16QqoELjHooTakTcGyC3w9L+2ZZce0FKljiKfI2XS4MW9CZf1wIx/8h+Ilkgnji8Uzq57zlI31ul029t3fqb222D0+z343dMZY5klpzRiFaPi2tlL0dGwBJKca7GOWUyaXbAQKsIR6UDSKL5gzxvySA5+82/7FA1XpSld4/7ClOEFCKKG6sgBn08y2ZA3/FEDdXwNsA5dThtcdoWfcJAdFKJIGeRPhUx4UTBS3qB4dp+NwNpnH82A4jcf5eZTzNcCb8xLqWEYakdVpp7jTL6+DcQ9/zdqa+yl553eOOB0JKG/hD9m8TgS+Pd5Jtf3WAOtn1TC5NQykOP9U28a+qNAZDgxGYnVp/NfFoN+JMJfRCLQTh9SkP5JjX8ZeSR87E5YknPnzz2zduKMlaYFidMgPxxLWaCwuh/GzPh0JmuHolJ8Gw1nTe+rWkpRwRxLvOArSMXybg6Vh/HFhQiBbOng5eDv2roWYuMIMYitp3J5HrPW5Fim9cMpTYzg5MYLATU5PssLZCYGBXfd9kLIpMNr3aTgYj77WYIZJSNiGvghyPXGxN1hEQbhbPLX3oEEWe+Im1SJ6/pCYJGsqyxEBkLig/9Z5f3BbRV+Gah5e+VSZDGJgT8wpz2kjb//2NJqMhxHOjnj6DqjWTs5hxLkSLD0YRT9X/WV2L2eOscA+dvgAN3q8HW0YuGbi6WMY7o3M4hzyCnPk0zSHD2S7+Dr68jYNRTZVldE1FKTDobhCMk+rHQ4L/TMgTi4HSOKzPX5hh6CMBHQpXCIXAnKT4P0HzacDXDE3wKt+MFvgAbt+eY90Vxe7qoOeertRrY2Lw/TvP3JRMuIqm+G/SFDwoLpBGcl5QkB1t6CXIAjJMbJgQtmDd+DXTeHhkdQVOOHooBOhL6hs2ddumeKNgs+jN8a9oPoFC+AoBotNFslKlrIYkv0RxjWUO/j9jkOne9xzD2ekYKkrrafXj97WprEaUWeFYM3f59jrLoaDsVXllZMnyDgOfRIW2hUiNDM+uwcOwyW6lagZUdg6wuCxnEr1goCCmTnVBrn/Vu6CpKlkmN3B6WMK/ea1irBxXP2o4BAThsWkHQ8zR+sni9Z1m4h/GGGn9U8S/dfDx8MUleFgDLPMP1KOFox4B83WWkYgziEo/6Akh4TsKwyK5+cms0+5gvubooWutaJhvTVS66CscjmNa9BGmZcgPNDQoKAO7n4Xq8x/zPUseoI/BaU3wRa3cG7oxt6Sm2BVoHIwvMvyZtjrFb7E+pkyLXLOwJyo8D99iMzIasiZfylOgwqQDv+fkR5HRlqRLq+1X2qZ/+j2nDD/liI1fzvSnH/LG5mvBa/NG/rorfS09dl8m/v8/Jsf4fwtkGF+TQNqPu0C0HytDOj8WiLc/EKoHg69G7voztfeRZ8zlLWeYUL6+AuouPWNOFpNzkt+63RbLdDzDWuEXnLW6EjvGqRT6abHnvNGie7AHqRfchSiszy3c12k61srE63mpo7nIoRua3OWK5btpgQLMj0N0WPBlbesBYlaftkMROhPaC3kdcYiNCv5YhG9lOHiWKreyFxuZ/bkhAigD4SZiO4VOfFvr9sOup5ZVUSjGCK9Gp+DKPgJRE2opEgy/lCwOuVr20H7sF7XvhIVkDDy0OOD/m1Pykh8/pedRYxf/o4z6NqTVdoJq5d485KDJNukg+aX/Q5527rFnUjjgAMPM2CZoTYlU3C0Qfc0nkL6lu+zhD+SlQZ9MY3hw5bs9ViFMXDS2zbsWa75gg8sjPez3zUGjXE3llQutK6AwMyaX2hlN5X9xoLmWAJWbXsLBGd8ZqF5QQsWzLZYUVPmEfS7+JkgLxpJ0OjegdNhEWX7lM0uHp3UwoQCGjJrswnJ/NZnIUFzKnik2akE/VqakaVdSNBVbMLKWDaFRihO3vSs+YLPGvRwZXJ4skJcxrhBuD/oAQQXhA+L9qrRg15+0MsGLMgsQwe93aY+V0MDEwdlRPBNS1YDc4MGPWQdTPeLHQNNRv5WT+h+qfa6ZLHFEwQ0zGSdFYKebO9ty+5gE5JoFwa0X+BFz3TLwit/haBrlGusCTz+dKNg85/LEIEuJrMZjLQjEVwkQEFmfYUgrevStC1lWKCpp8R5y2teoHtLbNu64bwN+T7mts2B7mu2pdl889y2wFM/fmdAW8sMofLkhQHNm0zzEmRcvsvb9ViwWQAhZ6yXAeL81dY4gH6y36rEvtvoA+V5o1mAOn/zEwEUSnapf0N73SZAv8ZSNfFYwNq85ueJnsHJ5vxLfJrxu4PrpqM2mD/qB27hsd5qbLmy38sZcWwFHXf9dXl3X/SLNjHMwmeDX/gNraW7wGTjolvIxxrgDtFgXV3rL/kHu/u7ofv0vq53Cq2flVpdbG6AX4XM3+DTaAJ1jmE8Yw/wubnX5RXGUSzjmGJf6fbyXzAEsGi7rIcgVzSu50+eze31bi72Anmkq9xamXzRS/2MPfu7ydB7eRGPUiws6pEjwDCOPt7G8s40B/hiUrFv23b6hy9zZenOHYJUeLvZV/CcPzQzoLiJ1atgQCbOzttTOEM+7y8cdkE9EkN94U7dcov4SoIXVtZ5H3HMBbpwo5bF0mqQDkPVPv3yA5ADpuhOsBAWU+fqjrl4Y3YQdLtuNWQ0Qi/qWGz78KH1pgU6fAIXUSdG6FcaAumxg+824xyvVePj9iObYwzGuUGLaFuU+XPimnBMxbeTLoty17TS8y4asHxeDsn937vrmkC6YgB3Ybfh6yNxCv/xTny76BgLcd2ddXN9hmqc4Z1+sECArxh9/xevNt3iXc08UghHwi2+mcxra+51/mDufS90m3LX6t3HxFu0tXAqx3gCeYwQhoQZcTOY13bZa/7Rjvu3k9zXB2xlMZhvo+ba2t3LkimfPcc+M25Otov2ljtrgTWANw8N/pEnQ2yN42qz7bDF1v67j6y3k04+wRbfXBqp8xEkl7AHBRjmrME1pT9vW11iV0u3EcFYsWUinaOHGlazW0t9Jb2qWinb4jIeU1O7V8/uPBOB8tlPpD/uSSfwenpWubV3pulGuREofUSI6wCJ8uYy2r9/6dK5hC022S9HuAjlTSluomuVczNnKnP2eFnevzuCHl7abJxhznWr52//9mfLx50hi3j8UTaL/tk/DOdvicEfLnk5anYz862Vmf3VuD4uHkyOjeDCCXO8X7dT/jVe7467+Ly1WYbLjpirC08zGqNw9vxzcOEqOd6vWxz/Gq9HxPHyVv2Av5Yi2SBfWJouiAnJEzM05tYi2NVLjhBfvzj+G95vh7v4XBfBggtJMHlWLHjs789EfwgumQND8ut2xN/Lq90LizfsJVRqxnh4DHYs13hgPMxemLG1OuldQB48/qXvhoVqu2CqPxqstndpch/HvObuc5E9zuDppR/8inY54/oE2LrLfJxbipza8NKQMze/8v89t70lTqB/bHt3ivFfzf6mdXy/cJP79UfcsqjDI29Guw5n7g1vk1+5sd0RQsEUNyi5nF3sGXAvrmucy53Z1ieWue5hGgDNRjG72ih/ZXuL2lqcyi70pymmcjq+ZIH7QTsuXcj9lMcxpxXfshVVKYG57xEBPY9tBi5Ma5VZpzPbTaXDslXbLK1rObsweJ8u1/4UxfsJV19uDCvKJ9PdvTGU2ctZCnPurJWTbNK/RrAJaqHfahUrgLU/zYnbgi94PpPW6GSwEi0uI8k1+1Dk7iosf/tJLLSqauj6ibzYsdKzaIF+PSc7s6PItWkkl+Zu0ztTJzLvRLSRr1u57gHhlqHRmbofJuu0bjkRHkAge3tz0t81X41FVs9U/VlL81rYvzCFZ1XlsHS9c5wyhpH+sdwmVM1/NAXdV7qvVjXLzrXiXO3oMur7RuCMsl+hBZAVu0ilT8c3aaXQHtOJ0waZnWH5huS0uZd0zqBh0ycsTNeE+dPLsv7WZlOEOR7vkX2TTxhy3UT097/aeH4BucksNBqUba12m0fOP2hsu2RExGTBsZdZlaqjzneXq/c1w2eS0v2toeUw0mIZCmGu/WHmimvEaA8UvZfc+HFVdRhOkft1vBnV3jBXEQQD2iaieK2ZMTEG78jec06YuWbIeb8sn5fhXcQ63jNmaoJQ1hZwtDW4md3KGP1iHUJuYd/7AytGglHNDr3Uyp5PLtJWsukToe32sAVZP5akNroNsTSsU04NG2nM+WvNS1p2u69AVoQDS5sFJYS5drHo2b+YDWYZzJq57PpSGXUwqNxUuj6lpP0AoA8jbqh90ySwHwg/BmR2LU8al55Un1eHSNsxvd8y+CUbQ9hW5fJx/ctIm1UBfc6V4vfWHL7WwiOvFo7OR0d2uhy86i0MN9shbg3CTDImNOO/SQeSTcuaMSDPGW7t2OSvbgD/shyvK8g0fu7+UYSdjOVRITVzpK/bWWJB32JCKHA3xr5bpKVHwq+vnu20TQtBcS9SH0gBlvxLQ4Zy1TKRzSl9TKPQzzBQF39XJyzfW8Ke/sXQT/zOEXbuFi/EIeD40cbFoqvPsE8sz7ZZ1fb7h8kwMMLKCsOccPWQ0ucZINex+P/G8F5zUEdUD5O6jBM/QVxN3jxVsTUKMCfkMCaXmAdeL0wavCuU7++v9saVVns96Jl5A3jlTncWzunvxGyk01i8VWLNN95CyK//uA7aDRsDiriAMU32qD1v+CJKwBC75u6v7BvO8f5E9kFfxM8M88HdzSsWo71enh5iYSfs/Wl3C/d66f0qb/c0Tyh7qcETjltFp86gd1X0vE706XVjT4dkntd8YSd+Yca8mMMyGwzoeDSx4kpZRbk/kcPSr8/icrc7ecQaPmRrN1MfxNFoAnmWhGoP3B2+LW/F/01y+hPc3RLP3zNzE/pF0rnSDFkybYMg143aOASre5snSmdmBHK4QBrWyix5jPmA4G+AeFgZrIu8lwdk7ED51ZF0vj7qZd8STDrW19zlGNOCbWIAbtJmFtwnL2nWgtbttpB3n5FXFp8fHt/Q4sL30Gv6MfEw7sU6mxK+tOuZKYWPsiOz7JazTWfnXMe/QCXujdZBVyyBE+yYjpFtK0ezae+WZtd0bJDr+Q2uP1sfU2yjNpeZLOvOmkqj4w9tvS5Sc2Oh7x1DGQy/q2qRrYzLWE1XsrRjl9QsjYs/p00JOutOTPZvdWab1A1Y043Vzk/Hgq/ps27zuUt3D5M1m7ioe4yM0mT3pcApWIyq+UDLbWvRuDK8TrA93Gra78hQG9bStD+WfwteOoGfFGM1v+FkqvB+JStqk2uQ9qiSMopu2y8aSjmk6MqXd+Lq2OHl0rYKjSfRHLOO19iIt6LE0oATYYTv6VamEnMe9hPS9uro2bMhhjxzFhLIjn5irDDZJlMrbRKxTsjqSVJ6cCXErWYbZGg59QAOZzpsw2BFWx2NjhAo+KQUrkVg6Uz4H2Gq9mzVvjImI1uxLHyQnEBKiwoqEVtNz4oB+5wzoaUjZ3j3kCL7cCv/jnj3dR/KJcZqjkTvJ3ehRvMOh13XfXbi6eY48WxSKHE9v6XwuOKB2d3ckmlMX0t8Odptehpssh87U0k6YAZxjyTWk4t5t8C+2z2v48w/vpaOMoi2WS1l3aWiE1cTMT1R4MYb2Jo0Dbc6VFpxj2Wto56JUesY31qMFz77lTZCNGF++oodmzQ4jSudJS27p/EzdKB0tnuWrvis4zfWTN6ufxBZRHJqtvid1qLcj490pZsm4iFwjN2JGuYG8oK4UfB4JN6f0GVb4oAig96oeT5xz+7f9KbFkk9gN8uFdWvnIEMlBZcApwfdf8GB8ZSRicW3qKV6r5hV0tnHRHPqrnwfKz+BnJbDg9ZyzJVLO6jVeDadoNFwa/akoQXrHHn6Nuqk76Re+jDq4czfys4jdjOziuDc/+Debi2YZJW0ZnZix6DYZ4hZ1vVMWUs7wG9UVwqa83Vmn2xCWrd0cO2NHaliQrcdTbYN7MQXxLKcA9PW9aOAIWYZzCefYJvWgfTeyW/kuKufeIJp8/iheFRXOA0B2yqe1fii3qoV44/hsLtwOHC8+pbuoVlHA7j0UQ/pwNm7t8RhRafZjIg1d8MidkJfybty30++n6/KM27fJTeer+bZtO8nW85XZGDK/k5qNj/H2f+CrVP5Zk5dQ8O1q9KDuaGG9mp7W0rX8p52qD1Tq8slBzTTm99wdKuUmduZAg9ttOOJHWwwaAAjPzNlyQCOWMjhfLUbDlfXjssyLFFv7Eu60S1dwMjA7t7evlpmejNYvSzA+i73Ln80wI1LFxyeL4eNK+TTG/853eWYthgmRq2TtV2d5iwInC+nISsc35bbO4/dHHl8LKLP9hczwrug5a2UZKrlWQ9gsFMjPTMPbrPjQYphfmQx2CDa9hhEPaVtvichZiiQlaCDUuvL1eCPgsYBola7uL98AHAAQbi1slcjuR8EhAUT+zK//QPlsvg+WcDVCKAlzBwUHPrX5PfSfBj+YDp8PhvHjuA6ee93LHQyQlsqnWzzohvCepawcYXx2b92fYNNQnfW0NgLLzjgzBG2/Hjg3xUfmvZn39mj/rxsoDXO7WEBNyMw17J94EeTTzZYevrsgWMHGiX2K4fnVpUAhlcRKMV4pQC3vKfS8GxLffPdAbKSX6gieE0Zht2RRhCM0FtjGff2prOPRx/O77JJqeUfXVuBO3dX9oi4c3415FITzho3oylW2RAemD6BcyfHL++h2WuWosFbUz510eaM3I2tzvM2pYMoH7Ys6aBkeUf03iDvsantEhkMoXPSHt547RyF4N0GArpCDplMv1lSR0zDxep5EV81gsDF97sWszFd3/4HaTfDLMvQplf27ehufUlXC5HuLsVvO/vFZVlXltha/v+O+8qSrhaS7Ct92v0DT4BS/9qTGBIy2EKDGc8iwSmj7GVk75K2lQ+ZuXAGFog6iK3cze2Ic5lrd0JSr4UuIY6sjO2XGy5G4tfZCfVpMt3li0vTtlmyvfTg9921bV6JFiKMUPaE1ljNrmy3tWzqTuUfWOSxa0NeGLlAFXzOpV/3K2b+ICst3FpN9q4YkAD2+9eFt22z39ka9pRhC1BJ1xpI6E6nIvKkldoyz7yu7vdsmjk3uvN+B75/Kr2VI/RzQDwLqzOQso+4aIyod4xXsinQgfB6gifg2AL6BQGyA21DkjeiJgAyylZX2B+dsDEY6VnKVNzJ+KcUN7bbuZdXQ/ndgzWXji1Bps4un1KYhJOKHqEdg3IZmEpIpRmY7K4MqUd7w4jlqbn54eirelfWevC5x5AhycXpibfLUbkPdh13ku5HZprEwmnkthqcNOW2siVn/G7ESXQwyr1ZmW+mDElzYahI6Uz8rr+LffAWLZI2+/YWyKzwWmG87z9bXvJK/cFbjLXvCHebQ7IUXln7s5PDp5f/MOJbbSCYtth+q/0KS4hp1Nxh19OY5oWHZbeOoLQLY1UIN3Po6N5RY2MCXEv4Vg7M6A3h1ItMXg+msRZNe6p6d9IoecXLi7wz++d0Xx71YzPqFZ6I1zriH4lmAktzH6IMzaRycgD77PJoD/6g58gqNWSmJuTuTqSS3daGXYlcyd0cSGS3buTk3VPDtPNHsoaYBJP+2nuv5+jm/lQ6LruSTQnps8DjESFvsG+DbHlqDiy8o0YCbvMHHyy7ko1QJasKa3vLZkeOvsxvuknV0wCDrn1z5y9vaUVN/bL52R2e9uQ8jl51pm0vJvUzazu3QXZ201kWdqeqbV0mnVVd1Od7urJXryWdK9ZpzIYOHZuwUXotCNtZvnOv1eJY6IS9IG/tbal0V0DeyJI93OuMe9mkXSCD1tM5A1awFW6/KqHl70I3D3Z47U2onQxaeA5vT9bt0dJ1sClYsOvG+McWix3HpoHsMUO7/fLopeGsDte+Xw06YtgOq1a0E5sLvbvlbyuuuG/SZc9u72zOmZhFrUlKbDyKHoBMsHAvB+8N1DJt3i3I6OLwS+7VbRyMrN9QsnUavpVwXQN17TRNB3gort1LFiNszptDs6ZjCK/TrU9VbiLlB2QMK82XWWJcm8x1RihYY9YxocQ7TK+auQXmmRTqDEczV1dgVa69l7alYyw1cMOBA0FbGC2cpjveR0bPq7OpAa8V2H88ZRucCLYZf2W6qc6Xh/Sp4oWeIBifbBwW/gTthtrBXCGBkO/HbVnKqC2KuzJHDVw+SjBKu1T0Ke5gr9OEomCg2lSmP9uXjRLxlNOXytWz/3msvJSz+yeLYemlcjBuo3Qo26Uqc7doR9gVqnbh7PTXumFtPIrbmWG97bd1I5A5FvrY1YhuXNbtMOiuW/6OJZk8sZlLUVy0prMDRLxlkXMU+Z9xD1xGvl95bweC8nIF73h56llNW4TWWtX8DgqlncqOkZJF4x61Avk2pbwdDsqr1LwjedpZcxbCfnKJUmyH4y4b1Cwvj/r321V4yAro27HNdyeVdjixtjjN4Pjo+4ZiXRNWaDsi23llUmSK4zD70qzfR/3oa1dwj1cBfVNS2hRncmvSFE8g5oW067WardSvBWnCKSBKbUcEfwO9q7WBV/dgReh7UaPWUD63FFn3ECiXyjuGq6mq6VqHbG5nnNqFwvx9u9OQgTP3SAXPt6CAbcQqtwK1MFzbhIBp9zxF2pefvrYMnNt8IHjewv3kiWBZqzPDlGls5/FOhd8/Wn2TrM8HcyvMuIpxJyko9FVnHbY8R81yQ0gOuPyiEoIwo1fhGGV7LGgbDtkxWW8aczHRk6JYKDZDEZlbFmixae5pij/U7rYaazxofQMvso8NUC1j+4yNj25hepmx6nXDV1a7TSYMB7FeVEU/sd2JMLbDNPpAtTfDgwUG+hcUnrBtbu7FSZ17dZn4QNi/uPbe4vPVpDe2PcK9NSl1byyTP4T4aNleVwjdu0rzZyre2vaiQszOzs0cPbkcWl/N5oj785mZvcdDS9+fnQpPcvYVLIfGYab2sEJ2NoRHjtjBsqMUq6AiHuF0m+FMR0nbqVO5SrLsVMRaHkZXdDVkLMDWwsbufk1/lp1s7lMh2bHSd0gguxPakTO+twuWsepD84Lju3gwElpvsWmgV83z6SAXC5+Lb0UyHIgJtsrPg+etVoaWD8U2uJvOevNbxad23+ic4OFT/QL/17W1Ch4q79i2sTwDJ8GHxE03tfcLcmF6D5zaSGGjtvNEYyBqtsW5hLIEQufTtaMn7/CBp8faZ8BGmNninOD1SJcJDP8vloOI3XOJJg390Pimm/4203u9wVtbiMSiYcuI1TL6ERNtxvkg8ewCyaxnLTKoMwGZ+yCgph0ZQxG3PkZCrze1FhwyYqQyBresfNzkmmi+Q2TpMonjuUdOyyL/fU8YIaj3dmqY/9aFVGjZmyOGIYdCnr2dkClpJ7Oe4OR2pfZyJOvgQ7//HPQeMur8/GXR4QGF/mrrb0xWWpb973ixRmVWj+C1P00WvI38DBMBLv8ZocQacgddFZjADHd+Y65j2DbS/8CroZDTDWzUHqfEVqImtYd2rIPrEpZjrV5uZ7fSwCDTiBufrlB3Qg0o76XlgTE6hO9FHy+n5N9G1Kdwa1NDLfJj050Z9wX1S/Nj0Wkts9Tq9Eufiy2CH0YYKkmA3zH2iLZldCuqvUYXhX2WeDq9eT8qTH1+nDqX3qW/harZz4R1Xei4I6j3duhk4VJsAsIQyysbKjt46tudiGfSMzawYj4z05AWNHCUwQiOETt0yGxKQs5JNId8B5MRHxq92qzdBiB78Rdbw4rRBhMzcYeax+7FBu7rMPbZyPRzDaBGYWZZn1ezrQbKs/xpI+NlnTWxVxcRGSOQgYlyf78yU1FdXw/b6rHTy1VraC3eOibDe8WDFSDeO0ivybnHVAy7Z1HHwExsqblxV1RH2f2sJmSSNzFCB1gifEeDRdPwoqlYml09i09IfmtM0pB1CaUPTG4qknW7EBqJfH+O6c1DfL9ixGEIPWxGeRIi9pGPxiDxWKl60ct/AibmJ7Tb6B2m0DcMircYnO6JqH7kog6+JaFLbruPa04zTncyd1XAVByPHNCYuUfmi/XYes1YzAnWIsQIduUx8WK0aa/g2W1iW5gX26DHbchCIVp2OITqJCQ+hZx1sCTBEuSKyvlEewBCfZtYbTMWGv1dDo8+hNyJXLUm05SwpbxsD2TqAbtA1iI5h3KtQfoKON2BAOMTewHCmxPcdnNTn+5DEu89IcltC56XCc8KaYMMsd/VDudaRjp/pEHosKd+r97RiDPDE5mftv0LgokxtT8wf9HoAkTJR0hPZQeX+afYlbSGNymDmFXVJoGjm+V66hMcfZk8140DVP8+9cc20YyXHlZaSjAUR9hW0ormauYehO+LjQU3GrSysWcxsTtzNw/x0yFVWa8dYxDOA0a26UB4Q8yJWO84w6O5MbJVGK++iU5vE+G4ZaSq9G6N9jl+HfAwAba2/OwqOXhm19Sbzk94NsgnAw1aKcsuYdsNEbPTfEaG3CVsuCGmaTDfEruyrDYSrEE62RAHddo/u8O/11iAlWWsQYDO+lID5vnPTKNvWpaNhkch+dmId5m5s/B1+OcIGWUT1tuh2dMUvdkO1B0so80VelFwLOEiaPQXEa2PD0LG7u1ZHyw9mpZPFUEe0vJOIQEFcHFLmVu49TaLXFKDCD9/iCxhHlG9zL64sFeMCGNNTU1iKbomtj3vXaKNZlNgMqlXy+LxQPR9SVL7wggbIiS7tA2NLRcL+OJo2GPpRodJ1um7o55lJlscNbFNJlwZlVvax8WeOwRkU7zZ7oipbgsC03v17WDQUtPHwqGjjeB4sw7M1Dq7CBKqbgHGecvo/e+ldcLsk5nA2tQrB7LwbLqGfWDMpKdEG/PX8QEv4Xi62XSb68H4lU6Itsyvcj3ISVzeYUZpWeCy0e39GgFj23fzxva4n1YEVXP6MDSkM4Lu5zV71+Xs8SDEdzKKK/PoULaKs0HGsE3WBt5gr9m9Thcg2tx1OZ84CcXj1jbbrA3Er1nitAXr4v5k6Wg+VuOvJgMF5KX4T5OKrTkC274/kgEvDwstg3Mwb2RaZN2WG/baMen0KKNnxGXJepgM1WhQuHRMhE5vkbYMCKqsQWxOI7CSePgcx3vn83XYxteM033aNux1o+bUOAD1kMtrHV/u5k2KbNbae/dIebQMQNtmSa/TV7lnivIN2mQvmh43xgG45lZG6+zKEqaOK9/jQOMpiUTzdutZKdCGS40zDSczbLLLHvswxRFgZsICj+NAqeGl4TTmvXUZox4XNQLPSRrAcRgivWY0mMA0UC5r/HJ8FGhWe0/6cdBhKOLwVHT+mzVCsWsLPJ9eqz0Mp2doByaTZdmMUWIsNtA03N9h63rh8u4Au43JfMabVu/XZqx4jo0XdjONxYkgtFF4DgKN7xrH6jc7zaTXfXLrAJnzWx8o0fCstpFNa/3hme+a53JvBdM9Ls28yIRcgcxdY8HNyZua2H1xHZ6YJMrYQW1W2hYEd80P28zh8+FVdhx61o5hQzpgwZqajhy7ZKZg61pMMXdxbvwWr+no0WvAw91zp2z6BpvnO75+2jIDzFwsK3NroZlrY8nc2W/mYgKZWxvPXJs0cGf+mYuJArcmQnNtsuTOmOBUnAjstbTGgUbvCGRKtg9MbII3CMBuVkWOA9C93jvAIRYMLQCQXSziR/+zgG22sOTVz+6utvclGQm89JPdQ1tVHoOwBkCj9m/5jlqtNonZ8dnBGitbMwJYnXe0oDnP3OjHIc++bZQe2tfzP11iUoC3l5e7ERf8bXazrC1Ci+/Vz4geR8GdzpjFt4XO5r5g5l7I7v2UWORX+UNn1/Y4Q/sSfabtea9EM/w57XbV9S3pSODdnawsYnMrC5pjstgNUOzdhrYh+YmdgooML2tmvDXBzbQP6he6ZKK2o2t0p3ofJ/Y/llNv53dtD7nZaTIzLG/CQL8aWsqJW3Zv5EwdA4un+XcxK3RlIqfpImwOv3MMM4RNDMQMorktuHU3uuWLUUmb97187/lPhWbnsr34e+EyF0MzarQJ9FVrrnRrvF3wGLMmhArwHHDApiLj+vSy125NINzyb5WbvW1VNmxfAo2S+ESt5vj2OK2xJ0t9Nq6PF31r9MXZd+gD0WDLP7ubn2ymiQl4Pbe9TuLVWe0tay2L32OTgdtVwUh+iJ99G5gA7Rsr3pXbzkxLmGRhHBQvrMuHZEONE1KDlpeKL8d9Vlt6pnD06hzQWmzX6xBsR+IePaKc0uIikNgw3Ic6nNx/qWP1PAa/HZ+B2PZArMRRpr3J9PMnPvpKyf3TUvOht19nRNltrx3dvphxZ8JxhRktPOulteYKmGLHJbDTLHK3WQgPt5TIaTzs+44jP9YQanombaO9K96nxminWd2YYjftLrLavz9xsmyIsRZjlHd/4c6sbY7Fk2z8psG1x4Qy1vRm3R5ZEwqcVwwUM4ymUXjcU/t/rOZMbUY9otdLMGTrKZrS/ntWdWPMpSfR7P4IylcSiaResWMZyUcTA/UgquSWB4c1ClMygogfoV1Msgm4PfVtEJUKtAve5ELhjVOvrHFo0lg80S56I7Fqmky7tpyPOO1Bgs+nOgXWEsZZx7iuPhrCn83//yAXSM9VSGilL0EYjytmfFQz9dk5jlMy3fdVSt5KDoNBDzTF1JniZIqR0NH9q8aSlrPb34Gc29wr14/r8Fmjd397yiTUbVfSqKWKkr5LRydboR5ZR5tDRtOF+TH9nsQ1Mx3TMZyBcg4FfbuYb4L0MVgAinNY33uZVhg07efahly2ZXfNlt+phdrx4P9JSjMl5A3yu6ANshfeHbeHmQbI49edMa42emGYjmkjRXYwWFZX75fJvy03MDLtIx/O3KXTkze4wAJ04XQNjGi4DO+GGIojCY/GmyPr0ZgHS+JGqUk5mtC2vBO6MHewh90r7czYWUS+ec/QN0qLJYO8TtqIDUPtkhZWiy0CRu3m6woBsZgXlwfYQ/neHJJFdsYx67aFoXGcabaF0kvVnuhjkECWROcpAjYa2i4Q9q0QMHwTgPXDcZsCLVbLw/9GxoK29yzNlHLda60bfde8XIeseE0fNXq8XJpjxFS/0UNAX2jh5T0iI8ZRLZFgxO6QUYOoLk7ElBD3xdvrelklhuwomxraNp8sJ1YYSzZ6rLWRghdGwfa2BdLhy2NIdPPj+RbWmLztU9qMSERfD1T5UKVDMVF47ixSDBikXX7Ce4caB4E51liVcBOOeJfRbx/9w1DLjEbjmWe3vU2PnHEGIj5rJg319dx+3lFpnOWpo2aZ3Zyplw/KXoFEB4Zgjb1iEVz8OYpt49Js3ANZ0kaomULbWERjhoMonnMwn0zl/NiUXraXldOZCY4rfjsOPrrHmtrg9LLK7ykbTKaHNi2xPB6MXfQe0bDNb4b5zwJC/JgDX1AcMkyxYlijniYxV4Petg8TKQ7TOJw3gENd7+UaepCfyJAfCC7WImyi98/YW4rkZIp9N1o0uRwN6ggZdhzWGSkc28gLCgc6Q4BfL8A0ajkaz7PzF/21fCaeRh8l9HjLUWg0H/G2Z2fCpJQjgz89crCghfW3dl6JdTFaotFcISUddPe+kUwDbBZ07U20uEH0sKAm8vQfzcjHfOq2Bm+8CweXdtaZtGxP6tnYFEvwJz2y1xZlFis98o0/49ipw4W3bnEh5jaXozKYMfs+eh6e1Y6TCWzedo+0V+0grTTz8iL2mcECKNj2sxQ5LA25YdHci5/SRGo5iBJXVXu+gcYyxGYpSwDnB1napMp2BE/0MmZk2ml05yPttdNNwledFzvGPD8DqNsqKb4kv+DmnvzEOmgywgztmsCV7ewa8ugBoU4uPGnS253LG2sKZXUEG6P5bsVVl1tGWN9pf1t1jqDAj9pNc3P4sLVD0ugz5RaP8H+IGWwCN7qtUzt8CY65HwVmr17QvB3f1zD5M2+HZHVmg8MakW2vLaidRtaZNs4//SdzKNwUlZdvwxs10pIipfythRMBXNZZz6CV2Rg+WU4tceFkjwxiG0eu9Xay5b61bApzGKxoS8u4rjg7O5HyRPIo094Xvc9OhueHua0k6qshw3zhHFeq3hPMuwjyVryHp5RGX+PHHnfgBNDFwI6LW0Bp5vEeVbv+a2EsDE7OrWMZS8WXeIxLCAmVWJsbH0LLDIeXYaIVHQbSkg8E2sud4HGbGjKOsPpRmwZudZ0HsCEIm3fB2xhLYaHWXnAbsh3mbM2HY5HN15SIab4mLG13xJpZq+Hp+F6Q3rYLXKnOgWq5S+nB18x9AkZbz7MEOMLabpDAQup79b5mALSA/wqBZjumnSGwtx6gaDLmbugxVoLTQfYbmRviXOuWGSEwjbWdkQ5gi8h+EWOOnGPdMmUEh7C2e4444XkYY2bjj+TeSaPa4X2KibDWtc8gt/c3vHcLTt7/l5RdgIlX02kg924v2Cd5Sjx6woGV0eg0PeDeXSW24vu8g2XHki3T9LZxyIdMHu205s+ASbvRYhp731YGT55d4oktr8K/cNxGq+o/5fQev+xUU2Duvencg76GTcI2k2fj09/7UfPSltRIxrTc0XRmelo5P8+ZOk6DerNPrXetV/1ELNljGqxal0as3SMLreC3z4vYAzz7Ueyfsl180T2NlWat4xfDG3nW95lsL9j2jmXYZEd7MivbDkhysUC5nVuGUoczftM3coiRRTx1bAIzHzF4HaebtDuUWbLU9rbqnvH7tKKHa9T9puHpS/i92VBpUbpaD8lNrYY3Y7KzHzIVE37RT8LX7dzEEnzudX36VbLthCdeNZbSiNuYPcNtt93dkqEOtIKJoyzZi3qCPWm6hiyvzdhGVo1Lzara9FZBzagHI4sp5UXYVnp2mbYPooPh2ydNtb3jND5tdlqNDZlkzQd7vIyY3ylpV4aJ+/EAMbN1aHeUvZHty+Iw/KZIULUgHI1mwk5siwR3QUbr/o95NZ59cM3+seoT4/Y8Jcpix12tdANHptila3Knxm/sMmRXNOy+/czwfRsF6iYxZfTuvQifuNkha5bN92SJqA1U2uhr8xD/yGxcGoceTptAou+6FbMuF9x7lSgHDA3D2ZriLDCEtx/Le4gZB63a5Hf4l2p8XvdfbBEx/5aL5Sagmp/dbXnw9diHvNnqxuxe7jk+TrKSOZ4h0442doRmisO62Tv1riTDYXrbEdEpdsfD62aDK1mFzFiuB5jauJCSFO2G11dACIwM5iRf0HFSLr9f9RiDUg0QQ/RFfveatJuANVFGvS3wOw1ccOAigqAnsszQo4CJ/12xkyoTcUJnnb1A7nXnQnm34SMMXBwdXzrCG9EsMpgk71rn0O+8Bixb2Ht3i/9boiyzr4zBJtas65gOAVcXyg7K0gLngyL4flpU2shY0N8CDer+xyXRrUVeXC5vOMhttfosIHPDR3SO7v1RvrNGvv38xV+uxEvyZrP843K6GZZz1TmTmEsEWFiRzQ4RP4oZaXaylcinteWM3JChxW2IStId6yNp5yY6tVKg/cuNRS5IlFOXW1iWuzJG5oWFVQ8xFUcyj0xq6i76YG6Huy/jtpFbwWH3oCj3HTo679Lb2V81SYzOWsdDCG5KXC5ffBOIaA2Oo6ANFcqGUW7bGqJKYamc660ZIcz11BmC7HIAAYj1HNns3C6nqrLA0K7dbWJNTN9a3pXhN3bYLGzLbpDazi92Dw1KyDNJtICpN6mxDDfmRSIePsBkLTj1UDzib60HiTovVdBTvI1pETzIuoV0RWcm3KwLpLMRhk9mF5CbPRlPHRU6WyLfhsuwLoXt29X6MELaLHd/sxtFJvumlArMHk04AJHl/fFfozIaTJnU5cdmf7Kwl5O3JiR5k3iYVLxFrYR9g31f7bDIIItHo3CwLNqH4UYW7NwWkl3X4FHHGTFq+GeWejiq/vrHe1XashjRH+CMNN4ijSFCauyi+dD+kz5vNezx3ZXlnd8hnymOOIaGtPeQJYJupSXb9xmmyWZzvMD/A8q/+/4K1r0I5McNvufxCX05TwBsdpRBwLnX0hl8RobordjBp/HipbzYhvdLx/3OAp09v3rSqY8DlLNtOAX9Mp1loPveqsnd8a3t6KzO5Nw9y1Y7P+e8rrQQXpY0B5kZzbD035ZGf6C/VWNGl6H0GRLqFHObfJqs5TtSzTL1xyW+llPRjgLslltBGQetXLctWMy2UbzW9tqT9FMNp2LU8kaWyMW86gdh4irwnDuNYOHeu3T8i/C/mkPCus4ujQ11SvmGU84VMgjXBbH5HoSsExGhnyuXJnjOIxxNCaJJtiq30Jq5/pw1do1RlVQGCK3cwySR+9OMHAPkhdlutzq8vUU2qGX+RiHUzSJ0bqVQXu8QA/IUidyAcSXuQHYv9NQ4vJTpyi1/1qpvuwFx0Vie5DmIavSUxNv7GDRdlav91GB52H4hRs77j2gGQJ7zRJhGFvoeByBskLewELaqmzM53DVfHQxLy9OU39y87GsYuo6w9wrArjStiBtiiOiDFz4qMxdT9bw3gs8gJ4+pMsOsheDyqvOHj4GePflPKKbi/3lYmNcitaE+CdiHVxos03ZK0u55Sia85l5hAl5grO2tUK6p6fMeI2F8lvc3UfMeqONpp7qfyA9bNiqB8ipOZA7Z2SRUu9ZrRTDucyMMXmGbCyXQ4VKlE+CldZp06rXrJ/KwFpXmV6dYDDBLbEwGK2tljoRJboDZ72+XfKqLM7rULecSmROfiViUU4jmQbXaMdUf/Hwy9T85aJNWXmCszI5bb7wlhbTDr0hAQIx1HLO12cWpKOfltWhpIFCEuPz5h1q04C+udjszufjOsiOlANtD6chfnRLt1xP1ptDcyWAsMDQKvalGgiGBtQZaMDa4Lc5QKysw0/aYmUMJ5HrYry10p7B6OnUS6jJ2GYlZfSuaKaHFiAIKsEeSxxiNXhYuPdmJkWyxLfX00U+GkYA0DBcqxAsi34FuN3KkqndOPeWunwDDPRjhJm45b0Zas1YhyPanMi+pCSJjLOp3rDXstt3ADpuKMSCTGbddM38gi6krnR8DvGrqqh0jlGrFkm3zUCDl+NTCfmxhVcXc0FxzMqY20j7Zkl6qwSNLrWpB4qhTmLJacrC16KxSqN1VDwVMBqzbRdkqEpAedA5FffMnSG/ylrVw1YvwfmLbgQAYDjDW7azBkdZSW5NDeSeT5aznh91NJBoJQpbMw26BlnZ4rttS+g0ivJ3o64mg2sJytzs0cUOyveefrLYeEd5tpZ1WUIKRzSlKYquIUt/Wo7q301GyNl+U9tZ0FHLiSOn3rSJbjlnyW3dQF2F1Z0V7N0xjvYgUsW6bRV01Nvlz+ZK6hnl/QyrqDh7Z6/Od+PKK39+Cx69B5waHgx43+vh7ucyFEpd3HcPxOAwTdr4vjv1T+vJX1ER0dz5idld2Fw262gy3gNBeeceZaSl79y+2UezLna8D5aYIjTLXGlJzxmGz69tyhc5dODlQE7h5K/QJauO5s+TBNmIBAZkn1rCpfKLNCS3fEP3sJux4lznHsRg74ll++Aa/27X3Uy4eQZHx3pLZkdEX85vapGprT7ZzhSXRVDmcc+Ihr0/4rXGTn7iGY4CNhFLqfGfe7EufrbB4V2Bp7CwxrQvpF81v3rWmT5NNuYP7pSMuuMPGVNrevm5Eq3weZcp9b+aAeKnnCllqDvQs10//PX/cEPJqcbwQe8dZQswUb4S47rgV4i7ij5BzxmvCCovjFtqEGamWYOqLEJvHHVp+E3r8QMIJ35dawTDhLfXaKW0EnsQcDtwro7vQCZGz7KW6mdzZ9uuNwS6rIHOLsyPLtG7awnR84QqK9AqKSlukBHoBKo897oSmI9Yf6zeZGq1/YYjZ5OYo/5N5xPsHOngd3t8YHL7d4KWdC////04AAAD9////WgAAAAEAAACklwAAOGgBACi1L/2gOGgBAMW8BE6zBfEVNhB4bwZI4zLwHCxvIGKbiTHlFp84YASf58kiNh4f4+BwhIxvonXEbOWXI6PDw4s+kd29M6VMKdsVYxXIFWxDHxiQ7fSHvMy7xJsNx4egprua7oeJH3jz3BShKgj0REcJmUanb6biYdFDWhI+JKlol/MUUKTzzX4kBAN47Q9kPGI+mHszjyhAp1HdQGWPTAQj/uyTBRJDyw73RpdIrt4cBIPeCC9VABAYgAD5ZwZXemBg9qgRUDAzXHnzI9t3SqyFX4a54FHAuq8xih6avZmJWoMbAnbrkA/Mth9v/lK3gsmHqgAawJk+S3/uMNYV9Jva6d5i4DLigoTrox9HPll0kzrDY6Aq7nR3iZd3gzfrjjEQVewTfqIYud6seQC3tTzQGTucwMSbu+p6BQztdSMo4HSSH9go/ThMCK+MD1udSg2TB1mcCEA4jDxKl5AeELzgN40/hkR6sZlml9vg5hLr9ubNHbhb6tae4okWrofFq0tIBipecJs5P35csgZPIw/ZpdicxoxvNhP04RSyKigCEkLFP9NAZdPJgK9AYe0KgsjlBYsJ82PwoRwOsZ3NqMMlN/LNUkQNVFncbzeo8/XPR6n4FwnlPe1NHe5WltMV5OuIF5zFyI+bVC3GhRjFL0wZsrdg8WTpVuTNWALHhLbgaVqmLiBnUL0fJxqhebH7WJPbZYCqN6/Z8XLFq4NdaLiC9eeywgqARlVCaS6/ivwZMa4bhC1xv7vqgTdws5py+D9jyoIFBDsLMUjLExPeXEZBHoWIums1iIGHUQHsApIAiRcc1n9caCMEGBTdakUbND1/vlHC9IxrcYnsAmIF4AUbqvnxEVItBRJ2qjlbl0iEfzbSQVfTOFhSi84b/zBKv2A+ulVDaDDpHTDMzebelqWCZQrym1MZ87InbrtOmiceRMBA1483EV6wi74fB2IJMQfvoULu+tGhgxdMB/RjQCi8B4OGHWtCyqUBGH+eMLU4R7aHLw0Js+NBkVLppOjPdJUSfS9wBTpA//7Pa2JFFmEnQxLEkgXon4tyR6cs3kobp12CYHYv2Gvyx3uPlKIpdEcrzcsFZP4cozCH0+FGX9Sz9Ea2oegSJHXygrsk/JgGH450xm6vG/LAE8mftSG+VnaKeKVggjIvC7hTFz744d/OBw86CwBhqfelpWMFdXpzDUqy1x/THXpxwzUda8ClmJc/T3oVYCFUVZRFgYoufx6TmufZWs+GDAhvtdBGl6Cgj7fxtMqP5YbwoAz3/gbEVgnq4M8CrAKqxr4EQkufBP24RA8BLiBVAracLjOk/TnNFCsjRXCuIJg6CP9xVYtznTy8VeJc7Hl74Moroj8HEOzmmBf2vB9xvFEC3ErEvP5D0AuGStmu5bHkW/yzCjj8ioLJfqEIW2UUKn/OkiJlc3Bv4eBLJQLtrp3rekd3wA7O/JNw0ULNz/vZWSZJideDNAo5zdIhQwiwBMzw5yV9a7xcmoj2q80PVxj82cPVWSu1mzg8V2JJ+TNVqg5pBtTLA8MX3EP4nzboFXC1o2dN4LM8IvfnLaMmdClvZgolf4iv/zBdlMOa4G2LgGbXC7RB2UPCn5Ma7TtJ1VFQDsUF3yngRpbo19vDmCFK1T+Zhu+m077l4OMF6s9+WL7V7VHVUZdsiUTHdyIZPSZW2DFob1QqQP3zhCoGpEVvk3GFOSSvA5bxinB72u/Kqih9GJHl6S22qR41GgHw7zXn6Ebk4unOtYjVvwMMJu6W6JIDdDNx/kymIeTA3Y7gTVRl19mfVxzpAlZ52PXewHVhgBFXhMrvkEq8GuAc7icI+SgBe/7ctYTFnfIGQqVNmPM6j+/iCTsvXFaOZNn15Mw4dfHnqCVinPjoC65JqFLfWd3w7WLbpgxULdHS9ucDBO7CKLrIStn8Nf4OeeZNEfU7V6xF5df4z4aEXrATOnYMZngoAx//vCGMa1QNmv0OMu508M9VZGSqwCqkPhBzznynlhGuWaG3jc1LAOrrOepQ1HBdDmRQgWHld8hFcCW3CilNg0oy+TsZROhSrQHteqNAz6NGEwzkx1OOWXkH6GigT4JwqhTL/DPpEq7Opqodxb21n/6fv568TV91O5akGiWQ7J9j9EyquOI9Msuwxczre0cWRdBo81eAbrte5X72+OcBPpIKGC0eulXeVV830svgtdh1FdaKSPz9ce8yAhlG1/qqrKDznURZLrx1BelDalTC+PqLHd8NQrXf4e1n2D9PieCCRATaM4QRnaL5s5qGLjlamDvXihalEC5/Dot1c8CJ2/WyFvxgINihmKeUAsIGJZCqJCJHKi/M+U4LS0mJWhZnmLGJs/B6C3KC2u4SamPI9eT3RwWLZ5cPfrdK3fO0cI6x/iyE5J+4M/YTZya7Bgl/xrNMuYZUIfcE1i87aoI/10DQhVgto4+jGFAaCfpzmRamLp4ImFLwkAFPOXr3Y3rK3mKQbhL/M9NgA0M4VUo8tRm070QjEWTXYM/wM7VnuP+M5kEHgBcuMUyktHu/O/Z1RQVg0rewlZRISHznUxwmezFBg8YRUF4nw+REBDkPOBYFx4annNLJFceCdNcJWkLN8edIve9TlgQ6j4wRu4sYCQ4I+bMOjUUIQMA6ABqPu4sOSXQluj9r04z5Jpltu4nUPD0S8c8IFn0smVQpiT0VAn6nGuNYxScXESquJ93QNePUHVc71iiX3cz75xlWGIbI/V4JASjyp7QyxMV0Ik0fzz1BNfPnNFJ8ArzY7ZjKetKNP/egdmNUx3Y8sUt9ygyQJtZXohrp8kDZsuMdpelWn1DAm3VvaVUyiOWxY8Cw6ajmzxbktizYcRmx3QhM8ru4Z1GBi1A9TOew33HRv0fjzWK2BgPn9K0LcW3KvlNKxPhSRXbnmkbZy7h/dlRR99OnH7gpKbO+sk2QHYtFgw8hANxAxlNikZDtItrfegTqR0uDikFiA6qUZlAC0d85okqJhpvijW1U6/k9rMH0a1xpd6wtHuABf7YbkMgHY2/N3gbyO0V0qUFOlLH3pcPU72akrzkYO50Wws+g38xm0Y3Hlj7A8cvXyFfCYTGWUaeojyFk9zHBP58ZPxsHZXYzHy/60Jo/e2dwD/e+u5MGUHtKLt5FpppQZ9H3tdfRfTFz9WaylKwz3L2EYIZ/gfnnKxZZnmLn2pEtwv0ZMavrRm/udAe6dBpkWrgB/hKAZw2Hhr4FZWCnoP3OKK4LBcj0nx4R/qq8Jf2mIg7GvoIszhjHN4d+J7ekjcvEYWmscvWUYJS8ZxbljqCADsDozyPWfIkQiOo6ljTsLILycZ7Zm5s4kNtm0WUQEYHnLP1lUBdSH3OqlECQiZCjTFNiib1MTO3vov7MNEWncoY+SYhgidSfuYxNtdHUUaV0lrYv4PxOEEUWaSsQdCHiFLscFtHxU96beVQYkefYSdxaxl+UvLnLlQIcKq3Zrxk9pZAeVyGKPBvUN26Cb4lFozqP8tjl6uL0IgpaWBH+pWKeVqWScQnMtcHQpyyTD6Kl7VtCMvpWzJ8FxyM+/3Q6MkvgM1j+UoADHFFxutYMBHoS8XciCQFihLrDde4YEyDwZiEEuEkidqvCHi839ucIapS4IagePOUlGjxl6ZDuhL6gHY4RjQ4GDbM1eMzuXkGNbx9DrYHlyJ9ptK3Oldc3IIG17rfsAaNhHEOX3FOhV6f82fMFCglRqpKiNBVp8Z0YrCpoEdI9TCGBQRn/ckAWP03wvkYZYpxkvxlxqvsl5cZuYoeSfjnZpMPIY/J4emPk0xlB1cJoBh4Ta+ilkJHZtXbnL1H4Z7wxRRsW4HSz0ubuFgfMZPXAm5/E9JHwUpW0p6SnBX7nGBeqM56928SHqPnPBaxJeVlUPISgkVv8ShNXX2uGLfpnzrmXIEWS1GLmzUZSkZFb/sW2S633lkVjUQk8+oISi2/qvlMr1yZkSadkYSQMA/MxAVNjXBjdJygZGAcReLNmKpXmBr3rRikY0fuXUjMOddjsalwsJ/nMb6Yjq1lZ1A+vHiWQeMwtenNyyU7iJ1Byjtmbpzyp2DwPd7YhNT2Lim44is5nhpHwkzKlQ665vhron8FCHIuEqULqkkUNje/0klNgBG4cp8uhcdP8lgTcugSWjPa1CFd0NCMItXmfSUTGlYzdjj29MuZc/POZKJoaLl0cR6siwWMOMXEgSdoJvQ0Fp92DFrxINFlfDqI0tkLeOeQhSbYxfLOXQSAIe39QiGBST8ebeyA9KAJFD5RRDVcBeMywrzSswF0qzs046/hmM2GwXqH6T5i2Fop/qUXkexAw0LOq/IW/P5v5USBKNbrZ6If0llNZNTJsL8R00GcigcQCR0kVUs+Dj6H0nVVDSDUo1RazvB6mbym2XfQskLZjlZT3DUWLkWonvkyBgL4GSs2e1qQkUsyELxfqiGVI6o5kWIzHSH/uo9FAThY9SegKDV2PeQjYtbW+OwY0obvOjxHiIkle04iUqTBn4v5TAs1exvgGcszec7Y5M8UgQOpuxuVk74EKEze5e01KKjZZ4qqjvin/YPQ7CbBhYvWxh329SJoB8OYznrygyj0qRtJkXNabIz9E4Y31vLGu9sljlgkRn/Y95gQkcJiDv3wAwUAJAvstN+bGLbSMRAqdNDAxnAbrM5kIUp2NKHcxP7B96YzLsQzOb/Z1yzroiX8YeM0kZvQvpEu7hai2SC1MXwZnIphzoWNNGS/afyZvWMyBQmlv0jG5hxm5gCNhimprFHJ3kjLbGQDCWcP1nGFiVH+Tp7uCsNT96pk8Fo2fHCfGk8piH5OaAcnFx5erYUU3TA12HP/9wASnriF0QbyOu+KTBYxBNejRb5CwunvMRwR9R9j2JwM+Vqy82YUfAjD3gwWwufpfarARxoW2IzFR4wgB6DcFrV4SWHSyB8+wFLbPhPRWGVVvdIXANO5bfxlg8b0waNLBfErCPPjzhRdhR3Z261TdpAe/N4dpYY2ioId16oGpRD6miAZ7O5Nb2+5VBlTq4TkfbILlRPyXDWsprPwlFrQhOBOqBKQxsUTsO6tPDsbg7dXIMfENotdUlCoyzKwSIOXCeLDCn+cQ4ltmNXasBJJ7t9KyS8gfoffxB8mT7eI8Q3/nCjEgEvTNlzsnYLG8OwMvbSCp2F/26ROQrbtPBj5EcfrLEW6MiH7uTCZySQlo3ryVZK/j5OgZsrqs9GOWUWjpCNuDhA44cq35zSM7xuxFPVrsCajgeYnxnBgI1Sj87XSgHHKYNyOO15jY6VYwnqLY/RmHmNUb04d4HlpGf5kmx8csxOwG2K7sT1VpuoIogfM+3j6eTOPKDpOhM7bIMimh/Gck75p9yTqmLxHTC4MffKb5jHGugW6vlShEfcy6HgQ+J3QyHEzFceDXfCzd9C3LXrWhhuRM8eUCgN8eZ3tShco96stpskRVjd1chJHGVBB/iQbP2RyriKqWhNr4s6aJxadc9yHaAHZS+phY2oD9AKkaejOVifXnSje6NTAdTogakgkk30wicwiMXxcszgwrgces6oDKEu7XBFVOCH4TLKV03+bmnUB4wyOo4nO+pdG7aO5Fnt/ILANfHhQSxPfVE+cMadTxZiwrYmTq6FR3XZMK8D+b/VDNNfkYW4TAOT1mjsFcJyjNXjRibA8KctoFZJPH61j6fTIQH0MOwLomFDTisR2vGVqIqoSJLoMWEN4D/cwtVtbonYUndiA4WJCNW1+OUAMLnc7GnmOI+WakW2oq7Xew+AH+IfqYpxw8mKFRFRRCkQDcn21kCfIg1f2wNLdF4jEHUTy1SepLBJCQPKLy5iBmO0dU9C2WqPeG3+xE0WMUSj+w9RFS9ucgBLoYQQD7dgLoI6SF58QRNSJKlSqgUMtJ68+fXfgBgbrojvjiBNyg7jEptz0kn/QzPXCRRoVfNp/lCWzTvRYs01M3j7p+xKnidQyFe7KjkeGPIb3KKwWD9TPjJBjD9EYHQkp2ovGaaBoEcLPsypmOwSPKPpN7aKSJU/8CqAio5MtyQ7LMqTrhE8BIHHFvriDBhYG9KgBxWzS2/vxAAuHeAx2qStJKv9nJFSYJiuikNwohA3B+OSiLColU/XuXKiYl8JtlSsOYZj3Kjt+joJXnbBLoQA/rgwQOQMZB82U4C34AWHVn7IbgQM7PhAFEI5Fb5VNll1TQ5M9Qdk1io1/Euwz4ek0iwDxDgww6+e+KflkEqOsHhzev49fEk6doEdHL08eqceFTuN/kyQpLZnUm0z0STufNMF7kuMKgqscpcsyLP9ONGQQo6kKMRCHnDr98BM4PE2z0DopALMj9pp+aiDhQdMDGzMc0O7781WbnluwCVpmh0fCaCKp/Y5DoJoRyiBuznuyzhZkXQ08qCwOJxefNUm502mB0BfFQgOGUec0JEeSudOh9qXEe5WA8p5UkP96GVOlAyZkg8eZKNB1KbXQ7UCkiOU++ERRknKOKO6Mw8gLjmxuzvJDr6nxivNyUec4U5RzFVYi+R6asywgc6xL0ssTrWEPoOWkeRo5b/swkQjjzxW9SqYUqrtGLODhBmoEeEALvfBUDZQYQ/WZjp5KutyrsDqFKBW/ukN0ywlQHojMfO1O/nKIF9gGc7pIiLG/c3+SaMXGqUnVlYweZ2PRmC4s/XuAX40YknvH3ZCwwd1mG7pcrUXACldI4PJ0HLccjBckvaz1w96D8aRwwYjNPT2bk8nHi/OnZDSdA7ecUkiS/iwSj3yKQ6FWiJ12CSMq8jh0OPGeUCnHXYZV1Qhgk1uSbaTstsSspiZOx8ZvlFpNWsKoajMAjGwRfFi2qqrHY7qThV9hU6Deh4JVSZHTjpDh8TFTw5SGEbSTfupujXsRnbZ6s4dRcQKh7mj17dEDgyxQU2ST+6JoFabGd9ckwQnReOeuaZhY9Ron4MpaJM2VMdEPtgsSXfk8WbZziuNMV4yWlpOw5L+8uJq5d0k0BCZye04JcN0xVXJfK6IAuQR0WvI5csed8csKJNPdfHx2UCbo+sdHKFsg/n9HfSAF7dvWIYyzKjmaeETWVnKbxv1AcN3kU/CIYOhNA+RetTC+vWcoznDoU7Cu2kDEek1/x0UxOd/0lufcXNH0HFuGoTNdJAGK/KPQVGcHwF3mwZSGdcTRgPJEXrr94SOIRDc5/h4ZIOALAuzwofORj89+4RT1TLfzKYw3Hs9H/dhggznDlv0hwcFjDo+wvxKNUnvFNKlBTDO6EC1L4K+2/ZqqAp3SecQEfohZLvEmq0DPeYHMEggpcsxNGOIzHN+ER4EuEGS/jGe0Zr+iIS2jh4UEWjU8IvzELkT5HxhF5SrvwRUcv4x3gN+4M6NrK4WU0gPdgXMWmXhh80ESPJjO4PmxW58knBQfUUtS19XXo/WqhP3whaIGNCd6vINaL28JI2XADv/GmhfFD0IvHXEnDzuB5V88uBVIrvN+yH+/41s3i6fN+dxb/EcVgF7IgPmLy6dtW949DEgxKfSSbExpDOxxre9iFZVjkXbzB9JEdruwdwFJ01LcYuDUuSBeW1pl30ef0J59uGoGALJq+JWl6aUvTXECfmhY6ommaLHh+aWTxw1CKRYYdGAVEEWWK8Y2XUt+hN6SMAkovi/iY5JecbHGMqj1foS+NVkEmPL8kPH94KAnuPT8G+PHbg66b0WmOmyepfvxtw/NLSShh8PxSUfHBcESpTq+Iyc2djfgl0JkO957zcPy4hY0cN18y/jixzOKAQSY8txSN8GA3gzl+ftD0Yz4EOW4OTfNjJTfw3HJUwIPRDPDil1fwgxFMyHFz6dKPB0tz/DzUYwKbLB3Go747Szs331jEyncJrQZuCReH55ZWCjyYtIznlm6YUmugxS0XTFBd+b/TxHNLLt0HW7LAc0sz1wcH6cTyxgMjEk8ES68m3/gXuZh15gzPLb1qa17cEi7/RlGkLMjF0UwWnVfgf0BOPLfEPx/cyeTFLUP0ZHVj+CzJcTMbMP9nOLzrDOf+N8LmSIQNIxIXLZ8SvjEGnluC6Tx4TMSbW2448GAHMHL8XA3yX1aA55ZiSlDx3HIMxoPpSHHvubLsf8nZIgSpODyvRMLiwTuRLrySfPaNkR1y/BzA6n8z9575zP+NY3L83D393Hs+2/qfnEtyEbjIQ0jaGIHXMxjpI8GEMYlGETYVZvC8ktABFS9euaN+o6kFPK80RFLlzSsfwzz4AFB3KeuZn4vALKKQMMaYJIpZ2ZThG08Y8eaVTKw8mAYFb17JmGZl8cxrizevvN412SJZfOC0b8jxOmiCLrxSyegbC7O6OrB1ufd8tCnGm1diezx4sOp7YNTMOx7FuzoHxHk9Cg8vXlmEBYY3r9Q6PbjPe376vj4Gw4Q3i9oLWD6If4fyevNKIBBC2mTqMCppmLyB/UYQV968kovlwSo64F1nMEVerxLlzSt7vg+G8FUk7RHJqAQCB2Vd2Dd+8JJ7zwrqXhdjXRRxReTNKd36cu/5q+J1LD5y79ns7/Uvkrn37ILC61xodOGUc5vfCATQm1O6lR8MaKILp5Tb+kYoQN6c8m3vwTOEdOWUKTIfrOPBm1OaMD+YRFxXTonCx4NxIzWUSMn4gxqR5HfUsBSfi0JGpT3TMlGZxRPavMl8P291Ab945OPzEyiOGUqmbh0znSIsn5LHbipI7Aqj0gzr4pNv7DA3me9nqwf/SeJ7Oe8bA8fnqqQ6fLJTiuopdyq7WlCZ+TlqwWS+n4GYTOJ7mYubfHz2WvOUW3zynAaJnMl8N295sIgWk/luDnuwlmwy381CHsxVJB+f1Zp+8slzpISn1AHLx+e9OU/JDbKoYvyf792qj+XNqORgb0fq+kYRS98qVK3fYeUu1/uQtt9uHmzk7POdSvxgwRdjfF9y+0YhoUoDrFQJwjbTUp+oGhS6YVTa0UXnvpFEic/3qcoH7zUZ4zuB8TdGefD5LlX04BI5xvn+dObBPHyf71FelV0gbhzzvCKYD2UD3RlA31c+aS7Oqc19rvP4JiV6Uc0w6yR78ZUPtDb2LIxJQ7boKEC/UUWT/M9KJL6ygNLneh/5wYQ88HGngKWvBAMb4/qKzG9cUpr/uerpK6NIP9d1vHlwDyj4n7Fw+cquqvzPFKi+UqrL4/od9xu7QOV/PpzylVlnn+s3pnjmf54D/UqrAUlQHKgO3bQ6xZx85WHZ5zqMoAcfTX2u79U9uEIXXJkzIqX5N9lv1NtbXOHIqefPhn5wpjh/U6oHR6KgIk9VMiLteMst38h31f0CQ8rNcM7G+JsJv5GyTs+/9MaDlXQ+/lBCv/GNBD1/MqcPxuGmG0TFg1w3n4l6yxzu87/C5MFWaT5/LzoeHKJIrpvZiL2ll5ZvVQs63exLZ96CxJa/8MEE3xyqU66FziYjb4mHd+TiClWberGTgP6WMJ7k+vk+v2XYEv7nMkfeMq6Fnj+GGQ+OAqRb1X4yHnWXGHxjobhr222MR0AfBOQblTjI9TNTireEQIn/GSz1lmxVuX6OYOMtyfI/33F5S7QL+ZdpH6w54PEfoPaNWNzkL2HOg5f8Pf5Tdw8uAsufAY4Hw/jx+WtZWOsKCskXSxgC6flYT/wwtkfPx5NsYF0CW28YBWiNTaz4xk/Uro+ofPxI9OAxqY+PW5B5MNavwBwfYxGWIOOxMt8oRVTPx9/BBzvBfHzM5+XBXgf0fFx4GKbn4x9jD2aRZFGtSwQ9HxMw82EEcPl4yciHC9zlYyO8DxOpAOvByDiEZoaltSsfAwh8cKrh45OhlQ9e0PaNqirTv0hheYq+RkUYH8YgIh9flx4sOn580suQA/nkafnBhVAq9EBlFCo1A+PqwUMeFi1IutHzSR0hwvnkDcAPp0XmkzMMPzzhw6kXY1CEtiQCD+6ikk+2QPuw1eHjk1aPD04Rmk++rfkw1w2fdID24MN8ksOCB1vZsIhXqdBzSTd5Hy7kyyXXjH0YyHnFkiCMATR0NTI+eASMXNLM34dvqOWSWrh8GK6I3og8RgBXaCTtiB6sV0TPJZ/wfTiCFC7Z9/bgRs5c8kkA4ZKGVB4cJm4RCk5ZzyXbqj78hSuXDFH64St4Lpl24sNOpr5G9ZVequYjX8tSOfLxYqyXXHKs7cPhnRxoShl7loTCnHkwZeoOC18Yech7kVSmHkw255Le7of77h6PNNV7MJwjuOTT/uE1FrjkDpEPV2UXdTgT6HnkaPlLzyNDOV8c5SSPNMd4sdFTHvlQL64n88glPR8mhRoiZgrjNgyDSK7LDx8dEhFEwLh1VBGJ5eDDS0XwSL+yDzem4ZEanny4AhkeuWLIh2FMUKxyR9jzSLK7F+915pERCl98V0bPI7+OvPhEOI+8ql+MQSePPGJ68RUfk3MNxutuWfj4YbpIPLJO8OLsjqIfn4c9h9QEffEVFY9DXoI/fFjjkFy4Hx6d+9pDPnYhO6J8zOiVjHhxKYsc0tLvxVKyFt1sMd4kGuk2P9yjnENChr6Ys4WeQx6WvrgJop5D+lF4sZ+GRDWYVXsOCcHxHXMxOKQc1otJWOhC+hhirC5B+gT5sBUKOGSZkBdrcXgcsmr8Yu2PPYcEs3tHBdkccsHOO0Z97kro7xyhMI+WWF4M4EwO6fTmHQF0ySF1Fl+sxgluhu/F5gr4Y9nwxUZ6MnUMfd/oWPMoQ8uLG0B4/NGQ7cVxQVMXSr/2/NHF0DuSGbLnj3Q93tHLnRMl4q/pEN1S04sB78VMIj52K1GmfMHT4RmCf9z25Y8mpuSPZ0jveJk/dnXf0dAHfyzqfEcYG3BHUwjveLbgcUdz2DtO4VEhAvINw6UJIZZ3tGdc4YLz9RIGzTHGzzs20VRNX7J77uio4R/1C7lj4uY/ijFzx8Gqf2QimDveQPtHQQW449v5H/GGyNDJ+EoZUwPG8h0tMeCODqb+kUN4kWzM1g5hMkCOJESO49WNh7QQxh2PtP+YgIJXXJr/Iw/cmSNq39AzLtYce0cxVlSCPYF7LpbT5SGJ5OJTuIcUJMvFYbA8pI4uair4S7Y048H0Hz8o4U82PCReD8544iFDWMHFNbw8pIMAuJiD3kM2hb3iA2QPWaVzFPiO2dwIyxH6xyyeVGOE5vZc3GHtI3NE1qRt38gKLrK8eEgsZC7GAOcjbfBMLbkxzGnv0keOceBisb6P1POAi6l0fGQKMlzMzfGRaF48nGXuI78kYPcufJWY2Y0Yfci9Ch5m7H5kE1f3iU3fjodHt14ShwlvOO/6kVdsFhH0SwgIFKbw5SHF4OHzkZekgYff7iXzVuDhJFYvGUepU4X2/QEhD9OIH3lCCh7Oa3tJD6dUkTvo/QRaGXw/w+H9TzqYo+NhMqWXjPDTXfMe7XgIOT/JYwsPJ414SSsvWMz3JYl28DAaiJ/cAdUzSPS9wcXz8esj5zTBwxKM/KSNLh8mQt+9F2GwkcCXpBLj4aoIP+nizY6Ht9qfhDOCh4VEf7ykA6ei5ic7qOkKFsmCgw2vfjKCEw6GY/94qBGIBpxvm5owsIQvL6kG94LhPvxkgj/THQdD4VIIStN+P3j/tqL85ABRHEwI9ZOpOl4wChY/OWaN7gVnIf7klKshxh7fBkYugLELfrJJmcju+371ldFLfnJTTtdH1NGjE9zUUYWmgqdPnJLbHLK+os7ZWF8XfMx9tall9BWjUCAr5vjFI0ovriHwK4xQnG5lFstRTs9oBGT2weCbzBjEjyQqwTXxrJhpiPgmgVtCCZvgb+rU4MjkgUex6+RMs/iMKarwNiBv8C485C+f/85VwRXoMOJogDTrRPwiE0Ycc4j5LXh14HISNXiHRH7BU+FUsQQHeUUmJSZ/DBngc+Zw6LrUGsTniGlQWlZ4xbqp8ZnCJHyOX6LuxMUrthD9wzlBPFXH5PhK5Ss2auDuVes0Z55xIE/j6C7b5LhIuKYRAKMEEliFFLX1YsG9snbIeMWLy2VGvTEHtXesusD5BENb5R01n8gozJ7U/SPfhk0cOB4jPCSLJc0Yf5SfH1mDNPOsTw2Ul4z0wgxQRsbhx7aZZeQUFhr/a0oqLZAa2fF659uupe3LVpF/4Kf06tDj1HyZCCuOxPpKRC+vTfKc5jgAZX/5Mzb51XtOCisch4w9JtuopNvXkwdpPJq5+MxCKpFe+W+Sa6+Dw1IvpIIGr0lWEqMh+6+doRwGPMwCdI94JIclKoxHNHVTycXqE/FDyk7GT+Q73M3iT/QEoZP/XjHIbTwFzCsKOaJ1GoFFOR3TtSvYI06umyvDf5md45WjIkc+94JSj2FiS5eQKg28Zsyev9QO6j6wvGZyhb/cUnbPaTZY4uEcXHISe4D63JwwXUEmt3jNol1dfcme1yxlx1/ydP7hFe9ZksdfShCQ2x0owkMccT+uQpMuwcUu3jMi6l+K6eQfXrOpm78U4pD/bHHJJVAG6mcuTnQBUcz0mlE7/OWQ15vh4D3H0PvLriy92sL6l0upuQhCLZy0R5Qv42JN148AnN5zG5y/TIBCX0PjPU+w/MspNHne6CAnkDqlU3UBdv3gBOE9F9j6yyaubg9Nl5t5SK15mtH9Rmghpv4lkjCie6f71Xe2hPrLN6H5hKknHUaqefP8l4hJQ00sdBsYkTP54zF/rlY6xn7tp0oOp78UU0TKRVlHGyw7M/7LRxlgQDbfRYmmGYe/lGLlxluhR52ynZOY/KVmZnetCUkOl7hCB48pm9PIHrPKwlviAJ1RDBUzCbjHxGKiNipDP3xQhu7qMbd8BKXhdT/gNWrAeczB1AdCAuiBgvTf3mOGRaFSgeJjmMY5X0jxmDryNXmUHQ89L0UbyM3HvHDFGOdGt+XknI+MPGYdYm59mqKHgUkChvQxRWAB2kvstpnmsSDzmJ89uk9UWORsdkE6KRbKUvJnbtlRgZUJkZfLZJJYGwTSq0BtnVZ9pjfrwySzuwcjA4Gtz/RxlCHCDN1TK9N8n31mWJoXGEJdEkebWcnIZ5L99AyOdW90ETpz/T7zcompzY9O5EcMc1jbZ65RgaL8eSQLCkxh+kwml6lcaHS5MWbMcU0+s25fguhGbwoghfDtM3k40LHK6v6IMGbp9Jpmb6jG0CVyNAsYdnuHW16Lek0sPA2H170e/ZZNRHnNLUsJY850Nn0Ayndgr8kgToHfDv3KjoayDwavWfbCCGirS+47Hhu8Joke2cQPXUJARfOKMa85hVx6r9D9ZoDZkvaaMGgoDW4+5RaUOaz8muOyYuSbnpd/MOBHVlzRwU6YARx5zSKB2D0uXSUYtOa0Nr9ZPaUKhLKZVxAT2oeGFF1S/WZTjAiieXsQkNMZxG8e0Mtzc4ldB5VziprfTFCXSx1K0OOYOdPQ/aaDSsaaNE43cqy8hew3J4t+rHjpUdp+lAGE+E21NVoqjfTCMuUtMr+JpzPSOfy641MmTMnf3FILWrl1D1tH5bay3yxyJESg8q00pikLvvhNSk6qJiR/ec6CcI9Ck/uUPjlruBjEDJhzWgl0haXtUERvOIW2T97ZQY1T2iVfmstrpE9ea7y6vXsS7cnJdOTJRFpLX9qdp+vmXMDiyQeC5Ni1QL20TAunhvvJDiKf3PChR77p5MRL8uQ2pBxrevQWCcA4DTefrGMGzkVze1QPpJygf08Or51BkqAb2mmVCuPJUwbJ1P10pVhYUaXnOWm8qQs6U3Kq1Mx9q8oYGSzwyVC+auRSPmF2BWNIsgT8yVcyMIFl7FNjR3IGyieLGQTAonE/GpGG7BZ+spwzqHVXu72USN5D8pxHlYtiFgfzzc24K11Pul7ESPDan7PIkz3GnH7W80JeYn3Or7oXoGF0vr4pZM8az+n2Q44kFT1ba1F1PCcgBipFT90wXbI4kdI8pz4hkQ0nOU96IblDwObYbGE/p4wTRlUs7A0S115oeE4c5AAeMPetMVg3MJ8TCJ3bTG7sBcAsh0h5zm8ZJ0ssu6ZEO5AofnnKrMjjKUQORHRkt/C51wbKc2qBkKVAgZ3nScuRwHN+Vn+MNNkpmAlt0l7PSUaIIt2pbqUqFhV7TtQYJT5Y0HvIIdPGwJcJVObaRsgdDMprUyvnOd1k+DIJqQMgq0I+evsy2ThTR4/umx1kHM2XXdRAFcO2U2li2RSQ5cs/TopVuhjm2i2H/YyLSnNFjy9/fXiSom8PcGi3eTXjy1d2X5/AErmmCBH7km13DpHZnDRf/m7Jr5RMdjMjXM06qS876IIEqEzvUuPK5hiRL6PB4LBDqQORHLCZIsGX+VjIiVK2Q9ABogmj+2UMR1IAfehDqXKbf0BfjtSC9KGmqjpAarMx68tfZOBeSODYsVI1/Ty/fAJzcSdqAA7HTGZXA1Mk5sKXd/xVdpbuRF+uht8v+4mhCnLuaFRyaLBfBlIFfPOplyksVw75suSiG8uqu21JgvbN3euYJKB9zCsI6tiXDxEhaM7QjXS/YMn88hi0TRd8OtKaiDlIn6CUTPYtHjs0byZfrmTSKaLqSrmJJODNEoYWC7xtwLt4+O4jlPIyN8h9uQqARh2dHYlIWLPI8stdlmTpO9xBTGCQqably17++DiLdFM1qJpXeW/2mYOSYcqOQWuVyRbiy2uSaKk56oRFuWYFrDd/zfgS2PGCY2bp8thAgs7kfaH5Rr95xYvdScqea65lyrW9mQeTyA+8avsotwPHm5FcLeIyQvHzGO/uFmTM/OXNTJ9DxoRVbcNEatbgiTqC97MzWRszaSB5MwIMnHl0O9t3iZMYb4667dCY9TeVj0N+3vyBg16DZ+cwYIZo/uYFKgosnelKFHeIEbz5j4woY2wPS+PLYubNF64WyZzO8LCed4fzw4GJAMqbORguKKM/YdrwJHvzZtUOsrYqHvJpmCRvfnPnKH2r6llCnMLlzzUUPy8+dicuhGkevLmOsMld6P7m98VcEDq1UJtaSOiu75qHZw49p95u6yE6dWgIy8QUoEABJAQ1ahw4BgcLw2EmkZGL4zGl2dw5OtqlyxczNZqqDrfKrXmqVtSq1Y2b1NQ4ceTImVO/oW/0CQoaGlJS0my8/NBsfuqf2mpNqpPqnR2oGqouKqqqq+qsWkHdxYwWLWNIScFUqeKFC5cyZMic1qe1mHqNoyMjEiRC+PhiyMmdQEMrK4sQIeyqixYoWkg/SatMqcIlCxcyWMiIOcOFPnOmp+45ajqqm5oa1A3qChXcardagwYVtYr6wwe72q5mY9Or9WZE0Kq16q8vq9qq5uI6UB+oHThIUCeoJ0zAa7w2M3uwYbQ2m6HUUGpNzc/6s3biZEo9pZYiJUudpRYVxVJjucLG9uEDWA1Wa9CwVW/VFSp0627d1ES7qa/1lXbjBgoNhT5zRpPWpC/px+q91WqBslkAWOzP9erT0yOAiIhpaKhpQPXJzGzCBAcOuLi+jNRBguy9eAGiBlFz4NBVd9UYMGBJ1VHVo6KhoR0iIp4qT7Wnx1q1Vq9XN7WbKhabWqdWs9k4dZyqViunllO96zlh3qmq0FJ1qQoEBADAz4+PjwABTExNTVhhYRkskEGoIdRqtQk0tFqEhAtvF9Li0kLU1dUluhZ0t7pTVFNOUE5GBYyQopCSDCQpEVBaolfQ6ekJ5shhSBvSYjElTUmLirKh2dBgwFhr6w5tulPv1DRdVBdlubnN4eHZ8OHjByHhEkfHzU0pYcKsodeo4aoBWrNGjBo1nqSkkOUyeN+/kpLhzMzPT9AtW8igxkHTpk1pfc+Zk5paY7F1gDpAACQkbs0FqqunUU6/hH4pc6VMqZPSLt+Ffnq0SuCAAQNRUQUKQEFRUW1tdXU1cFB9QI9oO3FCz4WLHHQOOkgQMS2myWRRWpS2YgUMDYYmQ5umSbOlrlFp1JqmTasUGIAx0OLSqvJWXeVXCLwQJPhKoCDPIXi9YlxcYWBVCRgweGnwqkKAYFY1I6uSVcXELFQtVMMoVBkwGKuOldU+2Tpb03Xt58eDBg0YcY5IeCDhw+OTEyGHRoehNzej0FHoyspQOpS2tLxCX6GbNHFy2MHD29sJ+gRtZ+eCdkHjwBGEDkIrKpJpMo2JaYW2QuaEi7k5GXl5PVq0yEFX14gRA9CFix0yZPzoURf68HH3x1gLEYIICGi4Y0eRH0bqvb0j9ZG6r++wPlxS26hTpLhR39BRB6mBAHlRv6jv7jjUHGoWLDCcOdKEhEaM/P35FQbSgXSTJkXoIrSl5SK9SFdWNtKN9CbtSHuhdT2RTqQZGYkkoQFLpImok5Mhl6cjr8eQHki+SMIm1Eq0KFFHo04GDxk6jugYAh7ypTNgWFuDg0ORl9ejBxIk4Tnaho0YO3bwAQHCgwmTI/QR8JIlNJNBICg6jJgbcaKeq1GgyKvz6ra2FnWLekVNR4OO6TGNiYlII9KKikJoITQOHDNYsGBjC6EhBa1CBd7eng/aB22EJoQBA6/Gq99qEXWJEHWImkS9wYOHtrV6BS2G9vSMZEIvUVRsbAzX4drSMrKOrDExx/W41qzNtWIjJOT+9SbdggZNg+ajedAq6Lu7vRcv/mrQfpSUl5eZmXW5jHnez5ybnPVmTaZt7KB/0IM76EEaSE15WXfWnpeZoJllJ5iatIkWdAs6Bs1XO6nPZym1lJqTU5RcP2Fhh4P+YIImQc+ZoOfoGPWkXjPWiLpkjVgbSoprw7qIeJHItwm4ySOKuBlycHlRolDxrDtpFvTbG1sHGo1GQYcIAYIGQZvRGGg5em1NRAb6jNZAs22g2Wi0alF1J0B1p6pTS9UYGNQY6jH6jRxaDq2mBipToctlLDQWmpR0DD2GVkO/qW6DqkFVoKoQjUYLrYXuQo9ycko+eZJJZ9JTpnzSn1uqVlJVqWpT9al6IKuaVU1QVeC1oepVPauWVRs0uFC9UH1QzUBzqXtoODScuqfW0mW6s3Ond8k6BQu4+oymg0HDoAXpGzWOwXqwHlIT1ksS68Q6sCZCp3GgOdAi6LPaQD1VX9UR6rL6iz5DZ6EvqxPAql1VvOqgKqFaoRpGM6E9aUg6kpZCi6lz9Kgz1G01CnqP/qON1E/q0Fp0sS5SE6mT1OC6sGZS/6BX0G20Hp2CxqPd6sZ6ry3REKgF1Eg1lfpLbaWOqgHUWDWF2qt+UIvVFuqwGs6aql3lHlUHVIeqWNUF1S5dhTZDb6ntOqjWqUaoflW9ap96qabpM22mJWkn9CT9tCb9SCupldSCNY9aR82ivqvjahp1HU2EBqT76CZ0IX1YV9aTtV5HqUFrT3oE7YE+Uad5U7+pzZhpU7epx4xhU7OpwYBRU6upvXgprUvrMmVQa9T69LRardb1mrpa23T+RYNtbXlxaS2gFyigu2iv14v2onE6DwoSApClt1st96ax2GuW1tJAAegANICatm3rTV/pInqIiB6qq3RNW7k7dE+PDq1D+/jw0Dz0Dx0Ax3Hci+M409WLeyFN8FS7xo/neI7n3jyClkKO5eMnF8JBIbfyiUBnCJUbEOCVL0GlkStBQZJD6eTJAagoksPJA8urWV14Cg/gpF0U8SPMOFxsm+JQUQDxGka88C7hCbx7wM+LhR3yCnoIxAoTOS4XiMKJY2xH8IV6FXbm4dRRiQFW7VQ1WarAFd0DpV+PrwG7kxoPpkY3ehFxgH2Kmb1IBpoQABF6Wc4njOPmvkXcuu5tdTVeEx7oAkSfs0roMPUd/yZDd0T4yDkooIsoHjIQzRMuQP7x/ObJkJd/rBb45EDjHRsA8Rwy4cU2EDixovpw0mGFAHnuFOZZlDspuBzLncYi/DgVKPPmGn68uJPQ10TulLY9xK1Bj7mTmpMjXkXHT94BLQTetPgDJ9+wSObFS1Imv2Ag80uIssn1AJOaikbHOYQvdzoVEQ85ntcTAbMquNwJp9d0v9wrnzuCIcmXplZ3kErfrFAif3NiSRhEIUeexKbKmwLCOgUMcicdrSshopoJeRMaC3D7VNE57xLyQzgFR1LedOnztH/VOcmhCNcUVp9O8yYfYaT7hbKl3EePQ2GQ6Jy8SSxob19zu8LPoLkLofze4AQ0fzp3FDsI8cjKM4UKjibxIwH6KOx0gQXCFIY1+IAn8eRS212IKMV/JOEUViCd493mco0SelzY9bw46BJzBkRhBs0smg5MQd71eoD898u0EC3L4YtZYbbnmYESZg6Asrf40kSXgEZBDQmCTuJM5m53NkqYxstNhxWEeiIP4h535LiDhLe3XSHUoTQRK9wQxoyuBczkPmISjNIl346m1WS3rwYLL2xJpNg1pIkorDIbsUeQNNqPLrwVRgABtDPtGO0OqJwK8R/kXQGg6X7l9qIQLG5zxxpksScooWXdUJj2n41eXefSx7r++uu6HomDyYcCdtAhEZ08qGOd/pilzT8pM0N/DAr7JwOa6I4auhDQxUAQ3/NwrIepdrwTvArVquu6ruu6ruu6rut46uQObxKg8mCQLitmYOw0TS8wwSNgzqGHMRQ1lHJ2VPkNPkpSPc1/xEj0jXfJS4GzwVRtjZ4E5U7E2nvNCXHOLILQtZL8FIHWfvOAFjE8bOhkgXeKWBb8JpsoXHQ06W49HiwyKfNkyiVXBhzRX8Ax/bZNeE4XCkRJG+g5wEWMTzS+vFUkkzOAjsQGiSY8kLyZMEr3vCOyo/ry5IXfKLWpEAAUb6LGZsQ+KcETDvJZKPhEyZPJAS4XJy0AuH12FoGZYniwZwhzjgxMzl7cIss5WudjwD+KjSBbN4TLPtKKTjOA0E6Un7SqgskDhWT0/2tLJRwIK/53Dkx2LW0PaoGesfSVcwh+s8aDWuGKn+e/vGE3GV7yT0Q9LG6w/MweNiK/kv/EG/hF2vpNPsDHne4/364wEhU+J1sA8Ziz91wrbfJAfzOTk3DW3Tt5Cluy48+RbpLifHgqiNiJF1NmGSD5Rzg/n82PVLAh0e+DuH4Mp8jrZYYgDHhKLGNAA2i+5SeXJ0yEr5mW+Mnh7MlPQzzXxs85WnaCB74Zxdmb8/J3YvWcYk7fU0MheYGV/yRj0oQz/xOjEpZeeh7Up8V3++M0ZyjXXHhQsdTv61u+7HSMB42QxO7qKaNEfk/WgxK1KSoCvuXm+YW+PjKCiX9CNGCxUfuaOOoeYVD+54TTrx7Vky98iZ8wvWfZIONdiC9XyWHviXdyAE2TJKFvBsxqzEL05zRToT05fq+r8GlW4DkrH0A5kb/kBVAoR3Y/KeNLqNnDj8UKQmF0+eekErpg6HUsiqCmeL9rYQO6+PeUXkaAHrjfEkqSJ02o/JMF39cUYfopZnqymdVnigXPqeHI5wEiX94gxlPL55vhxp4/MPx5hgdPMa7vFDPuYLiB6AUTHz39/MhS8BUnv6L8x0Oxv658CUPmk83F7cmITsfPCQ952WIQDKVTcp1AKU5kqs60ceCYe+AS9sRkoWvtwRocjYkr5qPC3E2ODxM72OCXj0JOZCyBHO5Lxfz0REMJGVvJ5UgNpbhwGhH0nAbbHLLIk5LX1ZF5elpxJuxMlN9tmeGJYcGnxijBAdjIuuF0wq+7+4jJ87ZIJeDiHYQs8EQgcYL3asqZ3uQVAzFi6L1ZG2eYMecE1KehDW/L4QkprJRXZPOhnIX4KmRZeV4NAkuHLEw0rS3h3l1d6g3Y2J6AmDzFSGMlp8OLG+J0JJfr/EL4Y4b4lJ18g1NU1MFdxMItfnI4HjPOYaQu2eoIdVItf4W0kb4uJCbkI5B+OK1xgKnDwezL1cRMoVUos9s9IbTcBPnZVpJCDiV2gASMyS04AeMEisFGBQgg9qEfcJJcHMkhaOPk+RyHPaq0sVDQzYAnqjle+dZoqlPiBDAqOD77lpUwOZ2IPOoMW+FOzkuaUbRDsLs4xQjDokIYjnzISB/Q0NRu4cmOXJu9sp91LRVysZKjlTXIbS0Up6lSTTigP7ual7QuG7L2EQOM2OzKcFLSTMOa0sLZDOfuBoSvqRBtNBwjxg7XZwYOUQQOLl0xJMjMLvdZwrCHGyfGHLKdrsWSJAR44C6MruneXd14g7k6fGmHgx1P1IRh0Q4vVXq84YSdkV28bQYYd71Awjctuswe8biqiDvUMBwAtISmC79syF2hXdn1KqXoZb34Qbu93yd89zwtdoZOdJ0AYDDtLjqc//SpNDYKcyj4DAtr1rEwUmGvYwHGgJ5OQwMGwyckc4m6EEWwXU6LU2G4dBKuMUoHn9FM6DCiX76fualyd0sNNWza8VlIpelnbQIVHY2akt6G7HL3kAXLUElsAYYzXbtOENAfEgP2skYxhXCI6MR2pNmXNpAaCnmB43RgyM4gMNDwiQnirkDscb+SvGLI9VEl9MV/QjCw6/DxoT2nTk7n3okXzE7NyfdUUOUMmPmeN8TMMFa8JxQ25TfT/1Q65SzR5j9HfMlsov+JGKlZd+CfWL1hMt74J4l+lmHEPChUmPJN/qCKbKhGD2qaQmez9KFaUY9l8ENnGBibxz7UyehkkA0PZUAYvku6GXkocmiJ4LCnjBDji0LJO9Y2FAXNPz5DpQiEv37lLdHT7PcsVhJvRBJI9DJzioga95c7QBANNTwmPgYRw99nophzuzlvhene+FKR4vXI945DrF3cNr+kmVZ0IL6jig5TxFpfMfkWp4C8F88xnyFT4BtKV4Vzztc7mknqtILla4oZA4iJF+8QwQbxxdcMeArByT9+nTBDCfmeYi/x5tpI0t/NUSIlRv/RjUplFKhvHBSjZCEgL36Sutr4ThbeeUr+45m/ySoWY/0Ft9lZ5MNmHuu0A1/JSBdlKQ/+sY0GnHNE4TsCUcPJped3hJoSd+GMVgmmO4I+bHnGvZyiiP/4Y8aLk+eEXhyp4iYT8/1yETAfkHzIOVTcW8bzf9QxxotvrhF9cZkGJk5HjNc1T4QSP6yCiRH7QMl3SZFZg+ZDPrr4KunKMmJ1XG7WQD48grxIQWtDTnYjgnvLRyIf0sdK1YN2ynPyEsB/tKCH45xcku9o6YXjZHKXdyy74jjnEtB/XDD24psoTHy4tJCKq+0zzzfLMsLgOHls7MVfqKjOGGzkOadckoes+qKYBRCac/o5wPGyT5B/bAzEveU4Fh7Sh4o8Jzfp/iMEDzi++QTsxS+mLH6tPvNNAW9BxgoYuTMqwC19uCcNjnMGECGY55ugce/YQovjZRVqD3ml4sdbFKPO05wMJT5cz3lxTS6Vozokxl/Bux6aXT6SRY0857T7hzzQieNkA2ze8WdrSuz4mOeaU8q8mFwgz8nf9Y/eIow7tpMvYBeGOdTuI/uc4PgmBQMvXhLFcc4ui/8oqiXHyWjW/lHHMc/JoEz/GOXN880rFd7xhFTXvlAlz8tLRR/pdAbHN7/YFysGwXPy9oUSHC+f1x4yHCTPOfesPOQAsDzfLG16xwxYcpzz6/6RzVqea2LpejHlUZ5zEinykDxvvLjmBcwPf1nIYSULY09TklGyJBzXxNz8geObU1EvHkuQ52UDhx+ZxIWKezqWl2kw5rlmmPOLG79wvExEwkOG5sC95iN9H8mEC883fQJfXBeEBuISRp8qYjiUHizkDM813YB4cRCuA02yPnieKUr1Yqetn5/K74x9wFkq+5Jfn+flBZAfGUSI45qHUh9GrcvxshyDh0QjleNlMqSPvHFcU4GHD6+gsVjGcwKeaej14plgU9MugQUMcrwMCfmSTlJ4rpnD8MVMWS6inBgBpHDL9AY+uAUNHDef6PzIzCF4njllxouRMHFc80jnHMAtwlfOtHrukPeSj1E5XracfMmlIjzP1PJ9cQ8XxzMLT13guJlrzkdiWYPnmtbDDz/hxPNMNFE+zGZGjpefENHy4plQeQ9WJAL0hMx3hBdJF2c/WdUcIcqGEShUat8f3MArx809Nj4S1S7Hy2TcXnLbI0gN/35IGmODyYOZHcagEGSYRkA8WKsUxzN1CH0YjYt7z1GpL3lmoVgjARCeY+ppHx5UgueZLLR82EbpmBw3byn5yW4gjmf6MHgwlzSqwUcLudlBADzHvMT7MGAVx82mWl5yyyjuPV9I/MksKy+OiePvwSgo8RzTjZigHDd/7fykFBQ8xywb+DCNHd0JhJ/jZjU41KEvp1+w1F3xJykZ4DmmlzUfbvAF9tPEOOTmSRwiD67Zcty8f75km7UvD48OOGbQGJ5jiu4fdrPMR3gyEnXToIHwjakiiKqIvnkIUs0UPxn6l+NmC0JE4Pj5aEoljmPSFfrIcTOPDD/JJZLj5jcfP2nUleNmEoaSuPfMJ/7JJzxy3ByG6CfVcOA5ZgivB1PR4MUvy2h4sAK+HDfTlfjEc0yt+8MStDlujqR/MkUWnmOSaeMW6Qdb8PxyCIcPX4lz3Pyn/2ReH55jMmDw4S5YAJbE9ylq8FwG8cdpo7j3TMbmJ7nMefFLKnwPhrMQCbAQXFlVdammpA4YiCoA9eTURIBpwJJSEtKRkYAioiGhoAAAfnp4dnS4W20We71ta7WmIR0N/4Tw2qpsZWBUdxIKxiE2VgB9sOCFd22lkTo5l8majuHGKqPPoHUJM80HaAEHUitUqqM+5MQXUkeYEyJkVbGagGwfSyXCnx4DVHRd6zQmOVA8HWUpjeqqcWia6G6xc0iwunPDLChp1MEDOTXo6O2XtgpbUv2A5vrYbuH24P5tzVweXL+tltvH3YHd5Org5sBicnFwb2AruXxcG9dLbg3u3pWSS4M74/pcGdwYV0kuDO6LaxCuHjfvKsh1wcW7+uDecVtYv7h23DorzqXjsrBycee4K+gLXDmuCroBN26rZZtlW95ybsmbmpmYl5aVW8otIpMlSg4NCwmTINke2Q4aKUJkiJAgQH4IBm4Bt0tKSUhHRgKKiIa2Qtjt9bat1S09R04cbaoWzRkzZciMERNGC0Z7Npc5yZuamZiXWkutkCBAfggGAvrQ9tDW0bGYWyGnIi4FHIoTJt7cSrSRYBshIsQaiA8e1DqkoXHYcKYhAwazC2VkFsYqUJggIQKEB2IOGoQxANN+Zb+8ctzbxbWltSCrIJuVAAvBlVVVl2oqK5U9YCCqANSTUxMBpuyA7JJSEtKRkYAioqGsEHbKqJQoolBCQbFPsJ+eTjrP5jInlozVxGZiL7GWWErsjmWyRMmhYSFhEiRHBo0UITJESBAgPwQDAX30+OPh17dDRw4cN/hs1NijMUNGDBgv9PJcYPGuZ3OZk7ypmXnFvFpeK6/7Vb+Or5PXyCvk9dFRHAY3NmG8fq9Arj+ugVfAa4/r35WHX98OHTlw3LjyXVfIqYhLAYfihIk3txJtJNhGiAixBuKDB7UOaWgcNpxpyIDB7EIZmYWxChQmSIgA4YGYgwZhDMC+vHLc28W1pbVAQVaCK9YVwZVVVZdqSuqAgagCUE9OTQSYBiwpJSEdGQkoIhoSCgIKAODHp4dnR4e71Wax19u2Vus5cuKkwnnjpg3qKZs1pmrSlKI5Y6YMmTFiwoD54qULly1asmAhvWKlCpUpo1KiiEIJBb2fWM1lTvKmZiam9dJqWUm56z+elIy0QlqJDBESBMgPwUBAHz3+ePj17dCRA8cNPhs19mjMkBEDxgu9PBd4dy3s6uhYzK2QUxFnTWH1suZWr7XLumXVsi5QkJUAC8GVlbXKaiSgiGhIKAgoAIAfnx4e645Vh7vVZrHX27ZW6zly4qTCeeOmDeopmzWmatKUojljpgyZMWLCgPnipQuXLVqyYCG9YqUKlSmjUqKIQgkFffLp6aSzeq6ay5zkTc1MzEvLSspdr351PCkZCfnoKA6DG5swfhcVExGZLFFyaFhImATJkUEjRYgMERIEyA/BQEAfPf54+PXt0JEDxw0+GzX2aMyQEQPGC708F3h3Lezq6FjMrZBTEZcCDsUJE29uJdpIsI0QEWINxAcPah3S0Koc6DKajLYwVoHCBAkRIDwQox3QYTQDOisBFoIrq6ouTUVPSR0wEFUA6smpiSZAMw1YUkpCOjKiBXDggJZ2gosCxRocF4Sb24i3NxEmOqiltZHgkuCW4I7gatjA3cA946Jx17giuCfgUnDZ2EBwQXBDhPDA9cD9wFUrKyOjMIErgXvBjGuGgWuBOzaWgZuBW4FLoacniBvE1Wp/uD/cbHaHu8O1Wt+8uXKv2zZtqtzq9vR0u4ZLc+ntmjVxtnG2atTA2cLZlpamblO3adLM2c7ZmprW3HrLho3NtbeoqFguduvGjQ5Xh2crh4fLw71vAFwAXC5XiCvE9fERwBXABQJC4iJxi4oGcAdwk5KauE1cJqYC3ALcpycprhTXgIEqbhW328XiYnERIFDAVcBdsGCLu8Xt6sK5OPfrC4wLxhUTC+OGcSFAaMBtwI0QgQGXAffBAy+uF9eBAy/Xy81zLa4Wl4srATcBNyvrinvFtbKi4lJxp6YOcA9wo6KguFBcJycCXALcpSUlrhL36MiIa8QdGiLiEnEDcIPEiBnTZevFy5czWzRgtmHIbMuU4bLlsjWzPSMqGvpk6+nZuT1TwWIlSpTRLZUrU6psz6RbKVe2Trafn6Rb0i3oFoqjYxi8FYsfFbffb5MteNu4ZWRcHG8lJfftvoVM3Crqv/1t5HZSggQKDhxA2ELYNmjAYMtg+/WVb/Ot18u15dpqaSnYKtgmSIC1xdpWVVltrbYHDkxtp7ZPTwa2BrZNTVBMO7Y9ctzgcWNvy2Nvuydj2ydjK0NvW0Nvq4e3jYG3xavb5tVt61ZsW6zYrkix7eFju8PH1sffVsff9s9vi8Nv68e3tcG35ZuxpTFjO+PFFsaL7Yu7rYu77R3d1o5uSye3nZOLk9uaMAG3hdu+vZXYltiSIDFiO2IbIgSILYitBw8dth22aGgbthu2GjRg2GLYXrhAtiXbjm0phIU9EBObsJ2wjRDBwtbCtkIFs63ZtqzsbHu2zZAhbZu25cDhw/bDVk1NxFbEdm2tbdu2ZWM74QZVYDugwLaA1JaA1Faqu3XqbrtX26ir7VXWliprm7W1RbC13cK3C/Atvu3qAtuCbb22D7YstipUpNim2J7Yovj58eHZ7uz06ATYAuButwGAtkDbnm1QmzZpUN280b6Boz1NU8pGu2ZNGm0aralWzZYtXLRoyYLFCqmWNIv2ixetF20XLZfQ0M8oo1SuUNFe0VrRPgGN0ulE60Trqf3UjmqlSKmiraIVFZ2inaKFogWVlBw7ah8fIbWR2tfqunbfJ7WTWkpt5eGhEkPDQsIiWiNGBpGIwVqwNhxu0rgEUcmRJNokWiTaQu0QIloi2iLawUVtEy2j9vtd1C5qFRWZaJloE7WIfX07crTQ4uHpuXARIw/GC+2LGFq7O+2dtoVWr0YNGVoZWhpaGFodOLQ4tDn+/LR+Wh7aHdoZ2r29GtoaWhs2+LR82htaHImJSRgZv02y4moVy6qj3dlZ8JO9aq9YjY2Ii1lFIiItoSDt0JAA7VFkJOSjZPZ/Us9WEiCgpMSVpDXKjnfLnVJ7tIWE1LXUxKRlGlBVlVMZ0E5NeXWFZIEAofEjK1hY2ANJ1siSJYOGRbJHjgQSYslWqfKFCpUpUaxkSUnHZMlyugVKVlT0ipQdWT+/Ox9ZwM7OT08b2Rw52nbwyPb10ekwZ8lkJ5qaWUzLLGaWMlvmzOTczKJm16zJpknDl61R48OME1k4OBUusi1aSKhD1fb0vMm+0R7Ipp6C6UKCxAM3twhv2RNZLNkvX7RktXDJssm2aZN1A5R1g5fNy6sAo0wWDZps6Z0tJctasAA2xpYdMUJsLS6bIgUEFGbZDBnCzrIcQoRwICL7AA2twYasBq3ONmurzdJms0oOs4fZJNlALZ8AWGwCW1tnweFsGDIr6fh1zH6zYq1WkbZIy6U10gYB0ALQbmkX4AW0OP6kfdJ2aZsyKyezRbKBgUOyQ7I3bgTJBsneZQGlpLRRXm2UFirL44/Gn2BWCJEsjWwPItkeWSNaBFfaXOt1ZZVlkh1UzA5mEbNjslesjE4BDc3ayLa17WX3YmShPMk+yV7JfmbN5+w56yQ7hYJelgKFF9kXMrJ8OLI4sh+ydFk5WiysONk4cLJxKySsmGPBYoLdmR5tT9aMmWyYbJgwarJqsl6yXLJzsmppWQdp2TQO2Q4exDyAyJYhc0ome5oVw0BDgyxZFgzsQvZClkEWQ5YtKyZWIlsiCyFrIstGC5Q1zZpqgbR31qwsW5YNy4JpobROWm/2MruZzczOyaZqD2gTaLUGtF5aPEJWLouXrZCdkHWRlZCloPXR8vAo0CrQcrVa7BtsmzbY01PsGprGypGjBcuFi5cy2DFjsGHCYL9kudmdnWxPjzV739ifbIAAVuLEwc6Zk61RUd1g4aBBQyUNFWyVKmSudMFu2YLNkgVLmgXKAgDgc836+Gyz2yxPVidbDcoCYUmxVuqsdQ1WDRismFTsGyxYLVgyWW2W+wXbxRTLhgzWDJYKVg22tBR7JhuUDcKewZaJjBxLjnWsjp3EfpMmjY6Oj1hILCI2MTGMDWMVwVixInZxcYwdY79YRjExu7AerI8PGwAAbUFFWCKiEkJG2KMjNyWlATnWy4sFGFhdAy+2q2tOS0tuwRI2KekNKceyYIFjcS4sLBVZWSuwK7BbWK5r6vXNGw+oqB2wHa5s2KRh066mplc0WA5o3FzhwLnGUbvGucq5prmqUXNdg3Zdcz3FPpBwJ4HCfa9ds1gsNoR1ypUKlQukpFcsWK5arleuVqyYValyHcWWjV6dOLl6Vrh6jrmGCXPtcnbtIuZKhsy1zIZrmesZbJMJ7BMWygQKLBTWAIoUWAPYqRTYKR4siZ8AJQIAtXBQh81ysSG4WO4OdsQOdgdLAsuDpTABOyEC9i4CNgK2BRYC1vuFnfvCfjHAGg1hh7Bu2DZskQCsAGyJJSbsG/YEEwG5BAriqqzkrLByWARw3TjsFRWWCqsCm+LqBqum1uba5vSaBouGVnotxW64nrmOMXM1gz3DcqDpD/WcENdUrIfrnOscrAcsCOwaVqsVse3Rwepg2bAiPj/HsGPX0NCrKJZMdAr2wjXKNQr2ApbsCgrlCkXKtRNbocKT6xOshSvodcvVixcMX75cwWi4grmKyXDlcuVydr2CNbtmuWbBmmEzYAk4XbdgMVy1YBlg6bB2NnbtKgf7Aat2BcVawJZdxWA3YDVgpbAHDsBh4bBRUSewJ7AFsE5LljBJXLwuXhGvikeOIDE0PLwquQq5DhlCeCW8EklyLSRyLVIk8Zp4NXIdvLtrYXetq6ODcX3xQm8v75p3ZXGds0GjxtXFFW+GjeuMqwwZe9e9a4wrDFvPvrsTFHRsbPx04sQeQ4Zrj+Fut1BPTzkYmAQJbSVK5Onp+f39BREipEdg4Iy9PbsXL+ZcuIjr67sL73b4EGL78PH3R0j4/YLBmJCQmuNx2Uxn19UJBgY+Pk5OktYF2i3sH4GPRB4nm0zuNqXieJwICakEDDb8fpMQEvr9/eX58EEjiH3jfgITE+vQQYSIJJiYoaGlatSoqesfAACWlqysvnAcAxnZ2ZmaGt6Kt/vtFiGiQwcKYmIHnmrgsHHYSJDosHXYhXafnR3c3NyIuLgPd3cmaNx19oc2NjYRIk6cwMOLEcOGjRw5dthH7kEZt4ybBw8WN4ubj0/FreKeMQPFjeKGgxsxgsOHDxNMmEBzu9kiIyP/kTCxC++2CCdOyMm1uEHYZ3tzU9clFxeX2EtsRFsIhjUUXO6OAQMQIGjYcHuwm9hEBo3IMMJ3ackoZjyUPFxy77fiZA3AGnQp6C5IuACWY+/OkePF/eLWocPF7eImJOy7+27JGz9w4EACA4aPvNvPDZspaaZA8YQSbgwLgj65zLwUc4olbSaV/5GRoo52Z2VlOLw4ZIgNvc1MSEjFW/E2NAS8AW8bNlLcKe4St4TDRh5AePD14Lt73DPuFjfuG7ecHI4bx33iBIwbxt1259mYoZqaUsplK5077Bw5WMzNrVihQgUcXIgQGzagoV2wy27GRyRIEn34MOJ3B/HCBTQKaGaVTM4rnOf7MfKOvBMTD+/D24gRIDeQO8jdo0GZ3aCBBduCHRZWwa5gj41xsDnYaWkj7BG2mhoJm4TtwUMJu4QNAoTbmt6fkj8hR4QECgbmIJJDB1gH4ZhQ0s4xZ8/ZNmyssFfYMWKosFXYeHhwNpx94kQIO4QtQsQGe4PNxoZmo9kf7A6LhjZs3OYSa7DVIMxB2BjZWJpZmloGNQ8aPIA4A7HW5AgiJeKTX/MO345DlIiVNLlsQumE8nwfEbwFb0REIjeR+x+seVtq0JAhgwQzswhkZBAcOPBubVVxcXWtGNgUKEzAYJ/9cNHiXrwhIfXNm/PuNN/mW785bSR2jRpF9uwXtxPPy0tMsefn/XljYlbelbfjHbZ/ELGJ2DBsGXYRIDYQ+4Wtd1ezd9aOE+dqt7FtpQkTwCRI+IoQwQsChNzrvaqqKtDtPkn1APn4/PwkJRkwcODA1BQVlRaDLrvLBgNbYC+wv76y7CzbyyuBncDOcywby766irKj7AIFkGwk++npyIjMvbNzar2tdipW1hCVj06ZW2eM7YRJCagI6Hp05RHiyd41gPvGYpHsRie2E9vTs4xdxk6Txuf2GbLdDBn1zLHn3Fjsfd93bau5f26bXnPba9q0ARMnjhhTJ6amJqIBA4aWloSUlIICBMhisXCscNzYVzep1jZ2aBcpUr5YsRImSxf7ixpU+4sdBhXOGzhzqJyabCp7qmmAPWUfGLBkH7ANLCnZBuwkpQB2kv0TAGv/2D7Y63212kxFREQ7Q0M6QkLboCA7q41jZ+PAgYPGjZszZaxjbrrULrXXrPFie7HBgIliR7HFiKliV7HR2FqwYKEyalfaqTYVKqf2qS0qesY+Y3/aZHbsnZ2qjg5t0/Z2O8c6R46tlRMnTho0aLqcOWPdkuXKlte9tSUVFRW0FASga+HudgsUUKDgqwrBjUDDfcaAQQI8w9iDB1hdXVQ3lc594N7q3Ft7zI3h5sDBwe3gnjCB6+a60dAasD04YNt2tXpq03PmyJGTJk2XLlmyhJaWqvEcpTL6JcwXUzGmbMiwOTVzivoG1frGrm8IG8LCKtwVItwU7gcP0jLcJMCQsYIBY8YKkoBbwN10S91fV/fVrUAB0810FyhQdBfd3e7RAjBWMWK4hAlDSsUqeldNBZi6A9w7CaIIWBG4re6lO4FaCDU8q5UqVjBWLlWmWLlYSadYSa1Sbq6BMAMQrJ/WJ0+oWKlYQTutTpxE8bSO3kVi3DFuEfcKm5Rsk+1Je7dZpLBT2G72293I5GZy87gH7x/f+3sjuRlvcvku35T32W4zYZuQs60U2ApsLhu/jWw3t/bW2m5sOXYRABuAvWPz2EYEbAL2kw1l31yba/vYPTdOdpPdDO4za5k11jVWN9Y2Vi9arFqsZqxYbqGkO+k+up2sUTqtndZQ6/kGcXu4N9xJ7sm7xm3irrvd7Ae2mN3A1mJfsavcQ/eAO8uaxXrFCsUqapViJb2h7vwOu9NuEvebbbbHNuW946Zx391L7sK7z+5gX7DRbst7fIPv/c68FW/c2XS24F21Te04NgJby6a6iW7rHcAWYAPZR7YZ+40dxt5is7Gn2FZrqn29u7fWveDGur332F12h7i37ga32W3BOsa6xXrGVjxiH7ETE4fYQ2wlSgBtQNvQsIfdw06ShIfNw/bzs7Pt7Lw8FDYKmwaNODvOnmHLJSY2QTy0MmFiqNgIRiS0FhYmObQaWr+MVkbrorUJEiRHCK1JrEWMWI1YB61HFB+tjo5KrEqsYvES6xJr2Apua3M7YX17K4Fm3bAhwwfr2poIK5uVhHXEiBAXrBgwaOBgTUtTs36wgrB68NDBijZhQgQK1rExMusFCBAkWClYzaxlZRasFawPrA4chIFZGTBoYBWzmrCiQHFmPbPCWU8wMQ1YsiopJRWwQkE9TTlZnaxI1qOuFJW1yUrgQNd6wGrAwJR1yhplLVAbILq60tKysjpwIEECHH/wwCvJDCJEAgP7+vb2QIDo6sLC0m7ZEiaMmDNn1pjWcBiVaOq67sVL/fOTlAQFVVVFViBfwLSAaojKaetkxGM0QGjAk86TUpBSHVQT1XYcOk6tE6eAqBTL1uFCmDzkQjAEAAgACMMmKgrESJKmSVJS+AA0TQSHpoIBAAMEAAGAlQIJBIUAIAAREBAAlp1EtMDZiEudjGDBqUgXOYtkoRMRFjkZwZJTES5wFtFC5yIscjbAMYCfyC3UGdmXyBadimSh00gXOhVpibMV8Xbx5k6gCL8LnYi6VvqlhpHXimSvkIW3i0Ri2TmfVgBQdl6AAKAcFf9OGWmhExNpWnRKfDoVlgh6e7Eaid2ICNSMJTnmkC8oavy1obm6L4kPAdKxHgO3RinxxhCE+GsK3b2Fd4zABWm27G/sDg6yy821ngK2ru5XQHaOfGpmN0t8cah4/wLA48/+RnkTiTSpdB3fDN7uZvejr5uFrg7PO2MOZW4ZZEhHO3qyO6DHgg12NZPOOcKBzwAV/aCfC1En9YaYk4i1SjLDpcgD2iOaiYw5vDuqkoGpgaqBWrlZizgppYMdSVyA7QHdmWZOYNbIrmRs6kw1Z7FiO7eJuXfJQngwOWB5ALMStwK3wpI0cLJUthCjsHOXNJYqWQjPneUOYXYB7mXuhW6EJOloZSBiLN7u1iZGKoTowOoY6gHO1M4VcWYggk7ujiKO4qVuZGJtUgEHIh9sn+hOYq4KLAXN1sBOeZZ6gDmkc5UZgXlha1o6GUgZypvaucrFSKWRPUDmAOqRzkTWhNYEVdjQxUjUSa1kTKTjvVwoyC7EPsg+0A0k7oVujRgA/IU0dlgCWwK7cqkEaVJURBOREZZXdnUzMTRxeKE6qjmAeSx8m1wbXQkYwIvbK9oJmJq4GrgaFqqBmSW5BRyJfDl9KzqASYlLiEt4WRs5WDtUiIHcbsFmSY+3ypdSngwM0JXdTljMPsVHetxtKFXzYV72yrxfCg16FFudLzHma1HscDtJwfJ2nYJpun8bbSwnXMuDJnBhG7py3jVAyQbyBZTFJBJCp4zS116C1ub5SrwTuUXysln6TY/eavuCTr6YFgdgebcIzMtpYyAsV4MBvNwNAvJitRHIy9siYC6XFgD8FHpWdKdcekRAj6B1Q3ycS0rxVCCFIE1jmaaGNleNV9oHjEzQrbd4a3OURyd9Ces3xVPSQxJqOjVjiElThUgKhg4PiT65mN65q3fMrepbi20HAC9vi4G52G2wMvC7Si9cDn+Z1Jo+PcgjQj2dpBKgF70qajfsA3aIgMIIB3yAQA8SVBjAggcF7ECgBxiOQP/OzrmcdgTC8lDM7jlis/fU6n8FzlzeNgJjeebA3RK7LhWg8yioRzn8RwR4mHAFgVl2Ku/BllqjlXJW7R3T6S92ViscKk4WeJQgk7qsQs+PjNq+CYVZiwuNgZaqrSGvbpBsw2/dfPjqqmOMYJ5nZpVtGZggF6fn9Nk9w6mNRV+R4JIByYC+jkOG9aPWWlF74sOGCucnKlptHe7WHN9PuTcq0L+k6h4PwcuBsPbcmmIXtgT2+Cnb64Ik7t2zGvqZy99LZyHjOjTzkjo5m9LJnqv4V9SU4uzBpY4sCWmyZDYyF9TE2nRUhEj1EZ8r+pGz7q4EngqmvBn3Kjp7Kt884Ra5icfdGk981dOlinBPjDo16DFFGVD/wpe2+UP5E9LkycUxqTd9+JO8MmhTHHK4/B8DBoqU/vbG7PeZ5xZPh43r2EkDu+hfT4aa8Tjmp1qKTlMcKczB0mkU5D+NaPy9PzMIMPKXi3fwZsvz2ZbddeDLUzJKItBkqpTAB0q0UOdgCNx0KfWzPeRIKKilEcPLr4bAYMwC1G4DTGjJwHkNNOtey09/0eIV3ro9dEyVsNwPVoeomhMs7pwTwzuB/uY1g/2QHuvF/7/d/lYswxJmHbsaQfCnTQy6BuZFZZ8nuVh71/Z/TzuSGQ1RP5pR0LmYO5aC3t6KEfkPk45HUK257M7IMfuJH6kikPehBd/0pHSpBr37UMfi3BnMA4mhsp9b4TrNw5bpFaj6XZ3Pt03AzCIjUDYw/r6gqAgk4LEhBf/BpSUV5d63J0epflnN6cGc3FfR/w3j3nsdjJEpWl5XyHnE3B79PICRpLDdO6i0CdybeB2VM0aj+mIZ5mzjco0vitR3Zs3EDFXhRO9x+yH8mgdrs6Mf+ojK6bXcTeQ+9cl3ZEF3MYhA1Z/FIV0e48uSFaWbP/QRY797PK6huXKa2iKvzSjcGxG4HagGxQA/46eSl9JPsgzxyXSD36CN+wLfQj76V3JY6JaOQ/fodhVbAZF+r1//4IYJBFef29B93ms4f0IPeBPwsyizqSJEd1gWGtjt/iPW+/I30mI5jqFvnHoffaH8Cf+qcW7DjUHylzsZOzKDCXT/ZMcS7fbAzoimHtuNF9Tg9x3KqH7NoqDWu2D5Roi1pYCmvUwqe/4h3HzBRip9kEkVZ6M45LPEFNjuSUSMwIj78yjyIbvw2hGviBaF7N3Kt2a/op3iqbjRJRh2EerN7r0Ww8L4F736Py1Zgl4rDw8kj62/2QwuoW75gw7v1y7GyCXnS2BVal+2l7EV8mJ4/hX/2SJoPOp5cB39gqbVjh8T8FYIJOH90MKqqyGOtymf1h7RMmpXrsu4RCd3NP+Z16qRNvhuOAvAoBT9Hwal/VaC3/zV6lQzLTSJ0NKv4lj4MECO+3MsSr2plrZOzoqtQgpDvUxJDedLwDM8KF04wXId9spLZ+kepJvx093VC6w/4vmVS54Hi3AbC5SJioT6vR7L12uJpBsFBLuCkMwoBcCVKUeAdRuyxHCoLsQjpnXslCYTF06voRDJG6v7TO1h5fBb5b00nkXfQRTmJp4yMJD473UFltxpUqmfb/KcnjatBHKfJh+3q3z8uM8HId0kT9IhcAjIxrx7yDOksIo5gt63ApkpwU0i0iOUvOeZ/E6a+u5Bt0+bJrYSvksX5nGUhBDLagZTGmg4I36nbQ7ALAD5KAiCgpQCYk9FwHAw87/rZPiFganJX79Oq70F+GDpB/HJK1jeGuuSxyf775WvzwwYIQpbTxEcSd+HgdQgV2nE/fBh4GR9RRXYn9lI8S2YL3crS5kJi7fcicA6LH/bCjY7PzM7frft7Jt5yJJ+3OVf478WRWLhLStxDL5ed+egGm3vgKP92G/5iZIZkxHBC9Ps8k3FbPLNu2U5fV4sn7crwdI/GOaG2U/u9DIqceWiPOOpyD0AWMU/C4PlAod+KMAB2SQEKo74iwIfZ0xSiBgMZEs6rSsV3DqxKMoEzKXeZqnRZfK+39SPoyrXL2alrEdOx7Dg18n8e4xbW0qG0n5Y+VD6iSMrsidBTwPfITnhmnjCm9E3lUkDB42AVYP32gyOSibcOShNvV6v7oo7KU/2QH8X9NrMgNeK/z0bePeTuR+qmf6nmswpNlV+pSGDM4HPBskJiidfGLTLlY8PTMzZd3uR+DZWsy9LPfs1E/JfNyrBnxJh7p9JflHvwFXFLq/rIUvzCXw3tL61srpLMLVNrT49psQWk9/2cd7VpHAKB2zLMwbnQuZ/OwFtg9YFRj9VnHDnPGOrj4lanH0tLMESfPwwJv/OpYv5uzKgzWyU3wObtDK2g58LFD0bCkfgyW9qb6sWzDyvU75nimtzeFrQkM0qUxITmKF3SPmOFCssKZg3Jfrbyr26X99LdJLFNFiKxd6bzL1/tmP37RY2xsZQrWMM5ibp+MTwZ7eqLcvhFG+a6eWt/wPNcUEoiAkxaT4BI0yYkWIfBtHrqKA77RK39kh+6sTysMilhyIPhrSRHfmpM6GDD2x+KtChPl0uaLlxGRcXJ1FZQfHMfPUoPo6HsXEshObsNwZWOyw73575JwSUvdNA3z+e4zDyv1slt/f7tbPLfF4FngnO0IELwQMDABR6MosERrxAMvpfXJe77/aq10zARB3Axw8znS8qNeO9QH1S3145Jp2175lN5tfSPEplRY8Dkps9vNp/3ceY1IPePZGYEV4W2COwLXuE5+Mo89czURCspgitgeboCw0ZrY8DcqkuBcng8Vc5gWjwU+639XwhtBuCZPU/lslu2vTZ8tpxVLd/rvTMeZz6/yqrbfd7fza/Vfj9Bpo0jr2Lx2BEGXmxi+Q80DM9rh+CbiRCmfeknRCPU3rSRDTmm3K5vHkUcr8TZYvVBpaiYvKjXikZjE4y1kCePa96nXeWhepSfO7kzn9vA3ycBpDfiE0y8J9HQyVsfjb3x6FPr+7/W87A4ozhu3Uv4h30igIltuFddU4ycrE+lS7mT5W1C/3s9f9Yupg/lhDjH84gob3Ykwp1XfyIwJyEIwMFwXYcnj+Y4wRNXbrJ/Gm4lw6RX/pkz7E0G8nfZl1WiJ9YySPZZ+1NSdAnTwPI86wKyDiIsWow6YDyDked9VIA9VuTMf2Llc2hePpPyHrRsZI9wD/VmLPeYaapv+49t+1qrBzJbUVf7jdvmVCrkS343gx2uijTUgcpK6s798UNWCZ5V9NaBDXcOnfIgukC+Pwi/MDri/+XyT6/IOHzYOJuH8jzuYnUwwOSzG8lG0JThD/pNRREmWlXBdpKKbIoEOkbQZzHF5I8vrQj/G4AtvnC/1gX1Mnq/0vy810ikM+T9eK50RgOzfthiaE5eE//iSP7yglKINTrz7l5y1tTZQVcW8ZEf3O2g+kwDaDXvA8xMVefWvmcggEAj/zsTWNDXEssSSj8iR2l+9eYYGzuT+eXRg4DzgAJAZf4lNVpsVvCNPp/RUC0EiId1qSMhh5C58K4lA2FCUEaRIhTJksSNUlQ/RrXv15xdnZZXa95OFdRqqdU7BIAAJuL0ia5GWLhF6KU3hAagjkH9/0viwiIs+rDyQyTTPTkG9t3NppMg8NgnB2GlP28aU+UBTvyTc9krJgQ/47e7mft77gvfAl7XggKLXzPgbmYDzbi3zYcKZx4VXeN+eLNliMcZiwAnav06eQ5ead6pSHMPA5ak1gM6UD8dQjpZPHeV9DOYv1tX7G3slDjm8zAf41pJetU9Pn322weG2s5tmxYX9oGhpGz09uUA6HroqukX2aBXdFOakgpsP/+Q453tqTBE8O7myt9Ply+HvxBJr/VauXt7d3Q2t4jeLJd2vcGbMXG4HbDBvCS2oT3fal735Od5qA90lVvzPuUltCTTzNSyWhD2xgwQF54b91C9MM7f3cCCrdNh40ObvKpU8uHNbd27r4NK9UBwIYfrE6iwN3KtYgk1ogWBPk3ECWhgjyT5aYjeZCWYRNiyEivpUrPGqei3oCCMRMmUr7xKmAbQA+UpwC5IEX1k6ymFTEVDcPaONHvwho+hE4FyDQWlbbMk6aKEUEFl2aajckGGZj0M+qMn9N/Fep0hE4kOSbBMDj+vRHOumn61HpyM02Hj8fTg91qUPLkJIN3qV9AHMQIg/6Yq/G/5mUILEMUuG0GzD7u276TB/cr4ZX5uebn3/ynI82DYHxIIl5H6F++0nI+5tHFxA5v30oeOPPCfueqiCpAm9TWgNh0P74Tyd6nc30+HC9Pd9NNv7+ncwJnMj74ca/GPba7G4q76YB2+7qwDNDu8gpFCoRnJIxaRNruuQv4jUef7c2735cY7JnXl7rBxOLA9XmvBz9TNBrvbpfXQoN0r01aJ57XP/w3iHkPlrQdzRKf9nuipWkBqCY9Q2B+X/tJrvuKx3P1XCiri2pZW1dKTgXNs+78yqSiyW/vyeW75148CsbD/FUR8sBL9QQvsiV0FNvGsk/2rDAWMuwzuztUr7sBhfwwWTG7QGDQCl61kJ0ZftvcY7+JQyCVGwbltOVa2jYEQATbfgHkL/Ze9gv41IuDheaE3dKePC1BtL/2FPOf0np085WLont9Ol5hTuolp1TIdd7loM5v29Ad/ohnk4ytnoDX3byvzGa0bDEyrM+TmLuy5yco2vkbaf2lY4+rRB/EZ0YNlkeQf4UASLy7oeAF1+VnvHjjP9fNuDf8vRbkxF7dMZSK3muXpfNuBSR6Bz1PnHklS+jDPea5tHCtL1KpL6H4/RFHrvsBtk7Iz3vs6y9/dLcviw23DISWTHjeT0tZsWca/83iL/SNxGKGXOzLfu3gwucw9Lrik4HDKaE4nVoGLG8RZ4+ynxL1tn8GZoRgghSa0TleVYN0fDqFpsng/QtdcC8eQaD/DWO8ZHGeudpZJ8CmJZ/UMqD3NCzovYaJvL9hTd9rW1vvu04YNynXW/Tuyc9hvU8Pi2+3ZeR2R2/p1XDd77Vdk/dzRfUGvVos9vcbLeq+v5mF//fdWPjvtRPFeQtH3FHXOxJihOvYcYKF+8OTQt7tlANW4e1olU86Dz/vuJWzhhH39eoC1JoD7b9dCyKanmxnIDoeMNOeTC7QGNNvWTClmV32MGTXediHA5W9Jetedr/9Kko3wWAaW0QwCZ+tGP5PP9YHK454DS65Zha9yjvVGVQWljkbC7a9eaqZZcyqmnVg2RczB0VQO0Wz/UJtjvmNZuHiht97EG5d73un4Nr9ZgQcGVOdf4KT4VfOTD5yamP/YRGceTHiRIcPAwxfyUDHxjH0d/gnMvQm+GxiPieCrecSKWx/YjcXQUMa73SucSCT5gNjLqfvRfImVjRny4vv75Kmu335bLH9LG9yzy7u+A6g2TvYzM+eY9eV13Z9DOL0AAviuZJz/3Kev4Yc5+u5EZwLy+O0deNxsaqynzG443G2D5280H+dncW1az6XQxbE181Lt6su24UtXc1e7tZwtEJzuTre8ejPmIzsztox/Il1a34TqlNVdgTi7ozJvC6SnVzhqJWpsTm2KUKdRcH9hZFhXUhm78db1uQWNgdr0b4uL1E2Ly8auwUVtlTChNWG0eyFGklDdJyefByB+O4mh9rTkcN5+IzZCjE7aK7b7CJ1aMIZAfQnIVnSUUbrM1UJmI2ZlyUyr+6geluFbuh4mDUJFyqUmTqmpKBvlSecB+d3Uwu1nsOw4yKuUigb/HO/RvdxVszV6Mw7pHsRML65m5qp0VyTHRlxhsrpThwLsj7uSuvQ5BCEAlCG3ZFP53K0lumc9PZ6dNIlP1KzHm0g1oWFhZyGOWre3H98daXi0tBEhJrZpy1qrkxlG0uvPVyc5Kg0MeXQSOrMyNMmsfclYpmttp0iDmRUGpdybJF0dtJpnbd66Z0sJgKs4b6XHt+cZYToQUZWMSO7EXYT98c5Ywd8OFyXusha2zbikan3qkm/BfJ+2I1OyDGzus39uRNn2KERHTEaLfccTZMFE0HijFPIPF8aPdcbSuntUqPiaKMoNVwQlbeaoqbVsqN7oqEQnSyt7yqXOdhO5heg43vVM68+K2/n+M8gzFPZAcprysXq2sQYBy2tGRw2xw+f9Ul/GTZ8i7ifhWd5SAeB5CS3Se764a3sQdPYxA9rpvZ/7aZMHNAk3TGNSLRpxGT5lf2CqXvts/lS0YlsmbZLdKY7yWkSLWgzxYVycKjN88uEPnattCCi7T3ZY8nH09Jl9y02yZSzC6+yoLWPY+1Ob3h8IpgAm9kibIVPY9JbeiOE6RpRk/kPGk4074J+vTbo7ejbRX5NhXyndDJcm+49VOnBUJsrSSUlw1WPYrYNyNKOuPLOxcwszZxNdncfkh3XuONs4htbsrt7pYCOsJtKaTV6L1imWJOxVkF3JVzl6qqfxvAjLDCbvWMeKhRLq+CLV9+YoKPtDcIY+bCYOVcoTKviaf4ydTICVZhcGhZT3Jwm4V0mLXBbSWI7QueRI7zYQeynQ0krU8Ryk513rtW5UxYLwmDK6Fg0fFC3mKklmplfbTElLORKRzNGdXfMAg4D1CVhL7AhrLf0uodv7+kji4VT0N5RdBS1ptkTLV1oi2FhWOkciwZOsLwGs4YLj5U87elHU5U9e+h/7Uljg5VTfOjgg1vOhbkwnVH3zD6aOjafNYRxvB8cymPrgdk+SjPGLjt2Ma7Vgss0bDRgm4nS7LHLcC2M8xTg5Aq2aiermOaNXZaqY9wjB/debCLwnUVp6thlmhDGAX5wlMSWAd8kSqOM3aKLT86YRYvQGNDW5nfOEYcunoo3F1mP3vXRwWpsk6kAhq6/Q5yMdn5M82jCP7ae13Tf0LwVBe7gxtb+zlYvZy0GE52v6dge5bUotGHNFgWdoVDNnqXr1Wo0/cTff8cWPUpQaM6CjaHkLE1aP0W/1a3GRvtbyVlfrRhNyJiHCy3zydo0EXsta1fW9LJU9/7hjvarpQlXM+UudjLRCnD+gLZoOdOYD6oPg/KpXSxxdFjd3MJxnN4taHFmbV0dFR/hkweh2iIGQrq1KZizYAQ+hTn/2c/Yw1cr6OSrjjSZ8cSW/mP+xvk+T629lCE9suvvtgY7j6ldHin8kWf1DztLV500FqVq0qkdVfmvp2fp840tDSXGM76AF/81u7WvdpOFVhzJNoeJrvLDVh6zx+/38XWJRUZtEAXK1ydyIgztbp3vxX2ziQlTBbbdyStNrW1XjNLhfA5h3yW2lb5rMrifbZF5ag3P6YdG9r3O6/GL6GKi8ByzNBhneLernEvjeL0BS4ybzCCr3YreNSZr+/dQIoffXKXlCENDHq5Ubp9f2lmOTqTPvWcpMa4uZy5g20eIku1QSB5b2OqOI1Q1WT+wALXCNybUjuyYRbEeRsNxMzChd2HoIArlIn4uMPsHgRsLrkt02+/tICZ6+7SkF4yP+sYZZKVx4JaZptnSx5k1gxC1pU/NZbiA7mEO9a2S7Kv4e9g/DCM2XB7OJKffnid7Yv1+Lez5bLLhHZVnqptclvV4x7Epxrb8iIR5XKzr2Jzwwj4DcYKeaWN220RHfXrozV1nKARwB9373UGAHhbQmoyyFCyCcwzQb1g9u7c4qsX63pmWFTass4/91eE+wyyvErMbOFNtaGzbHVyj7PIbx57hw5UhZQUMmc8eycyZgtHLQFGlj/tlDe2LDBReLnu5S3C4LhKqXaS1sjOm0GWhS1HslI8NEXMJE8QQRvU8eau/nm6KQXbpdI98enboWiv5h3Dv/EEx/OYGqtCB03ffZcSt8cVFBptRgm3R/4DC3oTUmk7Fx918NM1sczIHkPz2bPlN09zgQtIAQoBdeGUM8DOEeklm/Vh2syxSYErzy/Qh0v5gTQB1ZvcIzSL9iEgN0KPH2uMYtoOcFXrZuOex0camwUP0LSBmRjPthY4mUkbf+fP+khgbAayzonkoVofbPtdeR8HQ9zrGn1c49yGm7RAYHSuhsmhxHWcVJ7N8kx03K4hNseM8Be8F9jpGwTu8bncn6PbWycoE+2a63JQg2zrXwxHc8+VoJoLCIjm4jNDOLN5/yNkQLUce/sug9s7y4UfkdNGTmh9Zq5CHLW0QohV4XB+P49rLyv7+2+eGSmp6h0MXyflkxWpt1P5Hx+IIsfGJBWZkmorbi0+jDgw4jHcB8U77atuZW6f21ON94FGzD/dGlucgSDNBmYb23BDRUsTltRFWI47uInFB4vdw1nnH9XZTCm6ARoam3OdpxUhky516fva0BTZscvsQr8D7gNA+7oCo6U+NJvKBosSW2rrCQOaugkkW7yCwo+chz+5pKTt9OAelpdYPhb0y3rp2/ONgbIzZBpc1cXXwjEVoU823s7Blq9tn/8ANOdHs0gatbp95u6XztOi+Hau2Z6Vm7YBTY8Gbr+p+5sqaCycTkdBqlf33ve9bblchdD7ZtxSiyKgSqpNmQoGXWFQCXAQvJxm7UekuySqmJHJLCQmvJSGadIYUXi8ifyRhla8o6a5tBBWm0gml6j2JILQgRKD4w1nluZ/wuvs2kDnHZEBfP5RZ3E5+OSmo2b14FHlQybMJ13Z36IivnDhyOAkPJhwsdZYNXi4rby1hYx1jJqWOLFbXDCI2SXqUuZPkeJK0YECryYYgNFnKcNHkolhtCsY8Ais5VowZbyMNzbsbha8HxT+MaIJPE4VYqlYRFkcxNBF1ymJjjiBnzao6zaDe7CFhn2QnCKZlanXj4NKSb3mA7PKYDkr6DLLJ2WxtqHlvIAotI4wMCy7o4E3NGUBaudgPC2S7IbVdgF5lxk8fuV3Ex4TcLcts94jMQYY/5/J/QPCltW4xv3iwUO9c4PrUufQyT5zSqK2jxdjS5QPP62b0oSOrRcY+kMNZmawcyTn0tMPH5jlS0/sGOdEqR2123LD4jMUY54I1DbpsNBjNvcGhy+w7a5T1c2pzvHnVsuZuGq0t96MbLV/ObRJIw3KnJ5t2ymhkMWVfQ6UV3mmXvqbfESNg+8lNjeM5HV7TXDjjzhe5CLPxDTO7MTttFz9zNE9oTgl4uFDaInM449Bi5MkMhYUOOPWeLNb2OZNxdkrC9oqNzM7XMbTeLp2fXjo0mj6KodfsMlMUjpMBwmhQ4BuFchaxFYxX40XvX+68iza7Toh4kWXzcgVc2cxjmblLdNzS6Z1LWUnZV4ZLNfMWEVYgxidzBCXNpEV0iDFLpEpnLBfd762xbIXgNLeTm11utxLLHFBHSXpM3X18QF+iJjPDFjdUoX5hfqKSqmrG8mVzsNqWnaWI8/sg5cnGtcHiL2KeywsjlA7icVDtDLpUeAsNu4cnLs2bC4OHQ66+N9G/Q6PzAoRTu2Ymt+z/twVGqtYlmu7HdyVEY16UxNwRBC8XeysKRoa2GGFNeF5lLef9CJ1fy5GLZyxPMA6HGNhg5OKM7/3Fmu5ORNtRNuOLE6vOQ7qQARGmvgq53IxnczFPMwbR0CirwcV3Kc+FsV09AInyUsCmH9LcAC9P2ll03IXPPcIJO/To/uxlYYHxdd9xx/LKvKIVLC/71GrTcefl9bCi6wvgnXIY6+z5L1qYTyqqU5tvHCt+uPGpsnGQEI8pNO6HjjXcYWYauWRnFEtV1hl3mHFtKE7daMwo4wZbiWMeUBxZaIjRmHM4UDSdCCrg+OK+5fXZRb46ZGY00ccuNbWIcQiIRxaCAsm2FQQ/hxKhpCYV3oFWEvEKX1J8U00kdGbSGlDoaT/2PqJezW5ikOQ4QjHyuUQHs6PLCMKR/F5JeN3p1QZuHOHI8j6LIPDUIOJqnikcNSGnBeBZ03I2MejWXJ6J8qZmHdMrUVOTRmjsCKIdgj5vO8VBF4k1CNgBGmT07ibLrNUsm3mXofHzOHIjenkvAu7DnudE3rmIrgSNb0PJIWwVzTsXNX+LscGPdnRNXW03L7qI/jrQW51u95Tqy3q7sI4ckBIkGw4TzEjJb0lG8DGTs/ckpa2fiVC/KGaT5pOPieJjQ4UO/aiY7uBFaDECd3CHun6/T1NqPctu3hpkv+4YQbnbI+3W6cY5753NnlNzgirjm6dvbfZW2sGz8D7bdtG9dubiufoBHjFTJwtUnVLdOWtnVrWL0pGz87joF845IRDzJqROrTbxQdDRZpd3Ew++ZnctJBVu7lT5yA7uChReY7gnIewC6drO36A5b03tSswx4fWdXevJsxYa2Vkeb8ZrYRdI0pnVad7A/i/zynwmkgbVNBpVZn/yi+PicFKeqEljDctqA3SKjbceCRJvff1+bmetlBE8eQeG+SZagHS4wbf7mSxtq+tjO38fw0wZLJ8c+NDWPbApL/hzbi8fYjrnCTINxrvfmN2SfBBzMpsqMie9xxBOvxmET8MTUtT9QZudA75lNJqA6VvnvPH156z1DJu0JdE1wN7x8YIw2WKJFe7vAGhh2nLZGBra9R8+IoTzFQRArPRktaFcMsQSls1Vir5a2vUUWG+b3AKUK5IJfNgHujxgx+AX73Zuaps3YdJVSXKd7kkWtBnnM1yPXEuvj4b1RlZbMeDsRDp2db2MiEkHOT78DvFX1Do/C93quR2PNbEJ0UZ44qfBtzN7UbZOuLnaISBf9W4ZwXU9552F0aLhnlGK+djFKJ0m9cy6c8mBYynbKBx+Zl98S7eLH3uCyd7TDSa7pzFc1bzd/NP5lUte4OhhI/y1t8Nb8jAPgq6gqXoKz5fx9/W4CSYf6ywDIJMcxgEsCMhKEkn0wlBASkydi1oc+V+M3hLkdBgT6cGAsGwYfUkpKpnHVM8K3lVJaroaFh9yUD0QL8zi1f9ro7lhe3B/IPlcntwgqPGdRPqxghYyjDmE4AKd54Bdl1yLECjDchoruv5fRxgc2HAmwTONLEVietkBVxjdZGRTaV8NHiJwOJ+MvV4WlEFR4GKAOaWQkp42Fc+GuZY1XqaliamzJX9lJDTl2cZxbvQWaY3OSwA/pldgZ526vgJz6LzB/GS8EEOMPVz6Em/LDDCD2lg+bmQPzxnpftqMYZcfvegcWcdnMI5YTGNZqlOGTruyqpgzbxrAju/gWbbeZzXWr7Mz0HCPSbdTD1fo+mnwC44hFjNHbEVW9DXbPYQ/D4WMBmu4ovZ4HMbZnbFa3tG0uVsjN6+TE6fURl3RTZqQyximCamNY4NDh/CsVImhFbBkpdqiOK0Lc+2OcYU0Ptbv7pv+ev8y42K6juvJlofMHsjGGEFeth4I6+CpodH9aXG/No6M47y7wWFSr2yadn2MM7ebKPu9blv8nizfaBpiSXYUXqFp5UFgG0vl/ZCDu77dyCXWYjDFYsR1lyEKvlcL+Q7WSqD2mLAse9J7GfS1lxkMufbspjEIOzprk3GpjrUD6nqO4MzZyU5Y0KW+4eeX720iXs7dwTVLC6Cx1/qCgcYFnHkQ3r3J667ReziG7ZVt8FyfOJAxgrxlHlwfXjTNugrWy/v5NsaalfEm+A2EI/aMCLc9MES7RM5U7evhPUbPyhgo4OcRETFpLoEUxW2VOVoKOTMgf73bczdWlNmE2/DWBsiuz/iccXZH/joD4LYm/e6N42Bk6/o3a98IRMapnqybvSCoY0SY/vj2XtyuyOG11CwRJDcN3v2sBiOFzpmdRr+Cj/VMiNx7Zo07vzB5oAPT4jfhkSe0st87CGdc3jWEw62Vvlsf5DCE+tRCiMrZU7iheSs29PnldxbOXE72wKL0LYHlGqu+9j3OHl5n6O5XG3dY3u9+1gkzamLZyy1PPK65E6M++fl663GNGVkZ93LwS5CL2FNxpa95fM0YRK/uSsqiTiYLdYvZjZVYQjqc2dE+4AeavwzuNKPMdu4ZZYg1GM0xAie9tzH1zBXvasA0dzRo7m3GBjPqNLA73ozmiUl7r3s3rtlQl8Fwz/m6dQjSHCaINR1PbH3yP/vmmbQMBmGgGU5BzBotXgyaN3b9O2u9YZNuSXgNcHd8vCAMt1h2hds7AFyYE7C0zb+h/YYq/RKMQKg7rbg+gPCKZ1YpbdqRZAAwX2030zFiFg17BpiAcBXYdZ/n1y8/Kk60NU3wLOcFZKrDQhmFSSG+/5iAr9sZIS/TgDCT8UynAx8s/Hvexnpz1vikw+fDNm9JugbD+UxfO4sxnPH2QsEmM3e2PfNYhuYrIjSTuXd/5oFMb5fKTWOc4683tm8T9fu7G9Uxz6FAT3EiuFAwDgS5p1kguv9LduNBIDrsO+5PAei3zhgBbFYiTRjsZc9/wxu+oJsscZOt0wH+asiCe2XDTVzTGPYjCxpgthLXQE4e16qlL2IxU5Uyy1e2K2zbCj1PqdqzxM0TNemLdo0COkkJuUATWoSWJuAZSpwhuaK/FoG93y1EoNOT6AMwyUVs4oFenMQedAkvErcb4MQkkMGVYNE5mqAsS+KsoTTWpGWLBplrJJdGSpp7O1omLErmA5jJSLhRkPoiPwGAbkSi7vlCkImm2pad4sV3ISL3VtEWxPFgarzr7l6U44/6BUPGItscJwcfWNviwsgDyQI4at0c+KBhpwkrFrgLXSvgnqOuwb7w1w44x00YCvsILLGcbMWqWw2ZYYFTMVAgxRslRne4lOgXUlu7bCcjPSE1tiTKQ62O1nTDSJ4DUGADId74ifHvOlIG31UGywysLkt3SNFqmS2WXQOkSGlTUNquBtAhBx9CaOFheldaRX+HtZFtLALVqSQoX0UK3W6aieLtguicIJW+qWGoHw0JaitB5Ra+A6vtIWSnHZ9ygxHDi+PxujuTKbey9rtgbJsAktXyjbCODK5qFiNzZ2gK80JQI9eV+av8SdnpVvV0UR+WxN6FyLarb+aNa7HzgYvw7IR3LXSX38t1v5Sx5qxmk0HvGh2UVvAYX1+uwhqsxfvlXRdOVQgbOAjvTVjDHYdYDJJhStR5uWI/GSVXxig4MyWKxHZRsAVP3MLpidzF09Wu28awtyblI4mivaUu74kJqlF1Y1mCdoSdts4PMpE1qdWhLgNf9ZrNbT+WBDAcGT4ETFi/VsPXsQj+EcFqPjowvb9nCEi7kOA9kvRFO1IA3YKEnCoBCMMtZ8VUsfy0s3EaZLcPI8vLGiq58zQ6jmq0hhJDy+XRVDjpNGw9Fb2tbDjlTCqmsIU16F21tkZcbDbPLrrYFRbdcohFG02zgXedjTbVLLN/rLGFW3CD7uojrtxs2Y3aw8vWVx7r62LfW5RZf7JNwgnaNtdCxDuGpBr7/tUpTpO5N3CqW+SqcdUO8Rhm9EdRQ+BWmq6lwPketxGIkrom7Y1A04BC/G0UEClj3UHmNQRojzKP/00e1ezA0lBqxOEOke6K+WGF6J1/7B+xbRWtw36T1T3pC8x1S/4Ji8urvjmuJmt0sq7SRMbp/rBb1ulLBbtrajmGeiLgYcBPVKFnbUd5QCzzgwq5KepbcKRCgp3fPVsGvqI2XAcMZjs8VFYA0TiTtaK1xp8m3Xn47O4ns0uzxVXvtB4hn5RrO9lBW8l2ylKWpZ0Z7x7SxYbqqfyAxZy+feMoMFmfeHfj6xrrbM6m99zDVYYDv6doSJfDjwM1UiNi1n6wAtZvwbluVT5AMaZszznycj4WOrZEpzSSi3ohb0ELlPiJJbxqRcuL8Y8c3Ca98s1ZqVG/e39eHMM4qf2+Y6dJ2Y52F2Tm6KLslhtYUzmq4bEns3fZZ+2WoGusJl4pX54PB5ZNFNTVZXh/31Zcw3WkO22Ret6iD2HqlRP7u2C3lpiG3Bag2y4Nv5zO2QY9mfmb7dcRYekdvfR3aTGj92E5TtCJBsSkzMkK2IcHA91FF976cLKf5+hk5b0nOpL2YkfjXxRx7D1k3XRbOuEcRDlrI27IQ0O17MxHzntp94agEdgtlx5IpYiP25AvFXxH5OdxI2pXJHQlHgrU6zEzFXs3/hQQD7/we3n+opm0VHL9NTWw2dqpuBqI3JZTSXTEZ6oN8dBRIqLaadePEGfqlCBzq97ZueKReWdF0tZLqXaB7wKi3XibtkPgLtxpV7F2QKL3LbEDl3ZKNUvns222RkGMnTrkuhPDV9mRS7vHGqWzx9uPCo3NU7wF+ojFa+cEddtRUdaxXFBbDWYI5wj5jgkZQoV3xQSqZqtdjvcpw+mVeBdsrUqJijXyKa4taMwuksta2whNG0tbFsfdqvfzFmRswDI5mKplSn34vBx2VgQZOUVrq3pCs4vlcJbD7mSlYiM9HSYGCTmHtmZU3HiIJN8Ga9TspHmprN4VP1K+kXCJfF04E6WosfELHGyT3B9/7awK0RdPXaKMCmYwfAMCmyjh08gLlzGJfrpbIm64cmls59C/uJhXm+84p4AQimuovGtPIJdc52a9NkEpmU6y72ujm0Gf2+M78025NqTILHvjYvL9sEZNLnWXwuoWv30IPgt5FYwIyMCKCNkf3HDr2gnR28jNZFeyyCZBgvot7XiNymL8G1tfnCFY4Eox2S0bze/+a5vCCMAQsxvgWkvPK5yY7XfZiDnxwVi5Pp3MTs1KMMqpKmp2r2szUauiWUw9oh4ZzJbmA6o3vWyeBSxjIlW6xmWsEGsAYMaOQQPmO11iYM10TbZ2lq/YVpbxqIHWDhZozy8PtK0ub8phlrJCI3YWdDcrQY/721Qztqe9MsRg6vFGsBA541WQgQkaHNaA5mabWEElXMxU1rXz2tfFPV4RxG8bWkoLO2c5yoPGsVFKPW0ZsvOHr+cwtNeaeHlMlL8y1aflD96XJcv+KRO+/7JTc7OJPrs1KWrWxuH2tWWUgPIflwLu2ovW7F3FdG7afRXyUWEvTsJJ41nK7FqFkRHN/valExmGIWu/h498A9QC+bpZpVXxk9QXOZStaWv26WXzVEnllgaoYDv7j2ImhffmdFif5yrNLUimSL1HvfcdW8WJ52p1vqAaoyxCY6lycXoC5gxEfyn6pnRkVtZqtM8w6fvlyHmxEY5H3tI387Hza/DKCrpsuimrXBebRAFqMuJGBY9Fg4N+wGHkYow2vwP6LkS8Uo05JwLmEMS7Qlt+BgGFAQfeXBzm87Cz5M2VmEDPhefWYM04uEwczV+Q4QllxD5rUVmtdkwfA+Udl1p1t+GAzE3XlaJKvNWolqtvbDnxnUGmNdc1Bp2OmVychGF7D+n0bOF0HvACnDThKSNs4j2MCJQMV5fyjGTuUMxe57IfykaAqzvRPDJRfXcV23RLm0nzVYNuJhR1O87kc8fnyj+nHNnMJJk+iIyH8aTp/gljCblq1m8n2W048zITlbttiEAS7FNkDEYJW6MpAxinZZzJ7ewyBXxKJHdcxt8lduEyS0kAW8dy+zajhkEqmctGiS2BXKMq0AVjVn2K9tp5mlBl88WA2aGagRtFq6oboYewfWBjda4EW+TUXPDgKXR34C5oI3cDSfkLbw5t9W5luQS2IZyRL24Lm8Pm5iavJWGVbCZX+xu/moyPtuEv9j77uc+CJ/88S9qOPcSY2TKjrf5aPjEO5GK8ZrH9uSy0MBwEjr0r8nTmv2z6YE9v/pLu0peXB7f75dnOljmzcLmPA1FN3lvohKOeHD6DE54xWyABua14tP7ohqvc7u6qC7zY6vROdjeFgKP6AL+jSNY182PCG1r4Fx31qxzf1l7OBn8wj7sDM9yxrtVsPFW+NxrOBSH7fFaBMYxoCoVhStdILvXRt9UwLxiXgxpFBWbv6IHZs/fBPO7W/jUDe65g3gsl5VsY8P2yPf7yXRFfQKNWc1iE9owt7gtGcSoS+ziH0f0986q+AYsyOCaHby2DNuwjP3DJjhi1Ysw6vo9T47bwZSftFz5zwV6GV8E9u0MMnbSCoIqVI1xEgxRru6gBjIs1+rgXbNLnh7bhBTPZfo858SVF0iwd3EIrxaJ88zD03SrBvjN+Z+6P96oV5snCQEgjS4tz/i05urBCQHWkIqh55hflGiLbTrSBUncJcifzx2DhAmyDDIlufMTGaA8KxO7OYkFbCByDdgOoWzvOe8NL0BQjdrpZbNmSM1ziNcJS/JSTjF83JN8O+36743ZlGYfM5oIEtCk3NjKUwnsHdc3xtTPXItdb7Jqd+gVZd2iI4Vy92yTvrQ6uOnMub6ln4TlzhQ3h3Rhiky04sjgiu3VbzDB9SZm38Fm6v16f/91PYt6YUc+WEJI43SMkucAPx7Nin2bc6dx5cYfKS0qEraFY9i6El3VG1RnaEmfrybiRzIsd9N//n/1GeV3ch+UdMbGMHEHS8N8OMstCsmDaZPvtDkp2Aq5PUUFH+uXmT+Xm/cZRw1i7ydkWzlz5dewMFdBBasJ8c2bKZrcjSckPUvRwfeuXOmQeJmcpwEP5MPvlHsHMN8uCUJuoD35NrbrVGZvcJXJDtd6PVqN/t2K6DZt6LlnF9o7Z1NcSBwEpoJTKIphfXwtn8+V+IgOGLpReXikdCT/u790ybt9k8wklCQ15l3lLai3zOTT5eSrja5Fa3zjXvD02UuQFTDbZsf2wO1NivcaYmxVqr9baYk69DEIsbi7Dy5UK24UqL8a0PGli0Rth73hO3jjEcVVzumuB6eP4On4vtEZTe0cFcj8zq7LN4yVwGM/Q2ZTb8ouUtYPqJNabXFWuCZIgb5nnHlVud8AzkIEtVPF3AmPvMrS8p+ZIHtw6DDufsEKG80IBv+p5y7COqXyw9A39nIJ1OnqgFjtqAeorqRt6bJyAu+5NTjWOn4LNfIGp7+HFi+6tSj3Tc8m6iu6/UQxabJH4rljQigzpSnIL+nZzCpJeFK/XqDb0u+Z2ME04k3VwfQZq/b6x8wuwM0263TtWQltqb//7QJOhu6ur5Q1vl9+eBGr+dOsFyEE7wsmLAjuQs8YWp9hB7n89gWLph0mcZoGog1aavXRKBEH1YTHxzDsPGYSYcPWkj5BPBO9JM5FNyQcxRhLztBYJ5SBMYOZdPAOghwCcFZWPC5EDPRYeDyNnkVndYCEgW9c2Up6nDQHK6e/RUsWzdpYC44OcCeeEsDI+e0FpoknE0s8jje68R/HwkDr0RoyUP19kve6TVm2D95cV8ng0DXux7XE6WJiAM0h+JsXvvlnx7hKoHWJ+i2fXfnKHVxdg8PYQV/51N9OL8mN24GpbpHTiwPscN9h7zho3kYNGfcWUUTDgiAElPF9stPsOF/Me9CcLUmZDKIxuLquiQeW2IHGny8z2vJConhRlFJYEgNANASi+Gx59F8OP/qHw0TsRXk6hZWCo3xAbVG0LipPCzo4w0qPkQ+lSwenvFRNHUGTKUOk2dAINRk+EsBvoobKHOK07aaTcVDqQnlAxkq2rpPDYKvSsrkZUphiNaKKJdBcbmMrrbYjwkfehGgV4UTPhaPMRcb5nQ2NueJK0+62SfZ/HS7/ruimTFdouoAMmJtII3p7aRNtZE5DOrqm4r7YjTObbOP7W24R1CU7GYRUehMmgx2Oz6X5Mb34knlsuwXFHAzDY4B337Tbc8t1X2Gn32hr6rp1UI9o23UflnadNuPGoCfbZIMt9y6KxzVhIdl34gpEFXhXbORUgJG88IQpvKUyhORWjf1Q99Eyrl7519dM3tr7o763f94a/vX7o7bAfvSn20T/Lfj4vV/A4s9SNvE79TEBbnQ/IIftihXOhjFDYKQNES2eIZwFd4A+lTfS1NYW1uZaRd9wa7tAbjdokPCA4Dzf4V+QN7ai8ox+YU6zDc4lsk67gfpkeGE3XEe8Be4W/ZzdjnbRTyKt2GXfYDoRMsGDhLtFtWwZRrNpk0zFb7LFhw61O13+nFmu0/1BttxukyU2P0GSLvVncaWbGdzIko/tnY/Ou8zC5eQCW9my98Fbb7bfTyRbfb3M1dz210s1mUbn38Alu6ZaZG5gny37OkGaTQZHYNCIu97AFhh33P2R3zK/Es9VsxGuMoryu1nRYVAMKhxFC+DH0aF02LO2nTI7mKMloLQ+AyrdFUGg3rOivBAv5CCBTOv80tk+bDONywX13qmA3SY2irC9xyNYKczqowYD5YOHdi77dLjSsXoRUsOXJsEcOTMmwRA5mVIcbrXHWfaA5r0EMu0Boqsm+onWivxN6vegtI7sKa9yxeF5+5pJXZAEBkx9/ShciU3OxZjZqay5cNrThlz61eQgyKREc8OcFaP4ljvwMAYsRTtGRNbhaazze2wr4MnQb3LleZq1zuyM6E4XeuAGR+jAj2zAwThLfNXdR1O38u/fkVh3BwSkXtGTkMxEWGAGw035y2YIC8m5keLPC1p4DCkX8CwYuh1yh83P1c/34S1lZ+nq2DKmyD5S/ihx8XXtPN4BGfBJVBboF/HY6mktDzrscgeFzhRS/R+20QQvtHrjMt8G8VGGmbzZMX/jPUEbW76Bsooinx/z8Pehm8cJv5OOeoPELq8ysCEYtOas+4tyt5KlLDSiO3LL0Sky11Wn7Wua784Ubwd8d6lIZahENH4vsUCaOGK2NHUBJy2jn2Y8n2wtUCc/tPKK2McS0qRz/hra6oa93u6JUjt2YrTzIE/m1OXnnszctaArmYNbZ4MQxx0SuwEFpQWi+7ZfIWJrMPHavH2z0RiniK9tFaU7ya/BiT/vo7UAO8o2yBX5Bc39+kHD2i8v9ZMoseT3P+hl4ltMF5+aMkhZtjmC9Nd7pmj370JEo+Y7IjKcqZsCvbFMieUJ1F44FDn27kJV2/XLXVhLiEGbQvG+HW11rcErEdJNv//+v864utuAJ7Y7Ypj6e2vY7X9PWetCFG+/vsDsKwkHmAu+WbZfj2gM8xddYQht/0MyA20VqTWBXNuR4RouncL/8uAS6xSE/ISvFQZldI83+hq6HPGiOlYZNO1DNuu4HNTzfdZ3ahF/z/o+9xrlH5l9lxsFcqk2T8C6N81SSY7aQyfvIvXGQN1rrfVQhX3tXJZaja3Im3pJaSfv+u6czB0v02sGT1XWXrt14936N2ZBg7Vv9mTbgUxUeNEqVwbMc1V0JQfo75M7Bh7Pva3JqlMnbRetDMHS0hyWLCbdByzo7t56elUiNHpBqb0E0RQQTg0huFsOSvzHZMQigjAalO1syPrKVM0vT4drYWZyDF2/OsbK1pbRI1F4Eg+V8wWLeVla+Uviwgq1Mm3mc/QB9Md+pJZfxghC+aNT4PhlK6mZ/NJ5bMXWXk7usX3sjFyjaThPY5tp1SFxiseAojHrIAph59LXl4KWSObgbyDR7h1O2yGnSm9v5b9Sd+C51z7lsC23SFtk/d+F2mQWpEveOmJ5zx21DrH7wHEHg363bL+7yeWJk6sUpR3yK+2N8VSb22bVpnG8LcXd3Y2dLZRCGVhj1AhA2uOiahQnD3ixyh2ENAnv2XrHZxfQeSDW0z/hSODfq7SY7R9rMXs/Wn/WYwVPBtb13d4QfOABf7l6v7Zzk4gp7bVorICNZkBWWLbC3k3lOfE1zGt+EgD8o3OF+rtk4LnsFF2oLQml9DkydcZ6WQrM/nWmgN1NYg+tPSa+vljM2+Jnsi2we9mwBlsppcpZzj9nlS2rZoompUuW8F/NQBmlQd3yGG5vGZzYNgOq53m4ylo93oxT3yrQ2UmUt2oY3zSkJtHHjWG7p7AJN2Ao45RTy5uQ8YzN/Gy+GdH/dI37Ad0W6UQLu+K6O8fogHLZH3awz9/KkRqlMxWB2xecJ66U0Q5K+Zc3ZXk3q1vhl4w/2+b6PYQq59Q98f03wCz9fF/48JPY4pjUe9urlyFedKttwebTza59tGPWUl7aw2pI5eazor03IbAkLI5/8DaKk8l78cy0xS1rqMc+Q+Nurh9S2iSsaNrALRNI/m4pokXm2b6pSQ1qvzO0i78Ng/KA4uf/ZNHotx3Og6Zb1Nna8qEpezbP4ezsyQZJ/qSIs+xlBmmydCpdjGb7cVddgnIrSb8s/X8FMvJvcO7SCXaTnKTbj5jUBnKDPBLoZbLl/4f+pL6XdT3N82msx2Q63FhZy+Pc6NJ1VrVkTRp0+jWOULn//5rdeH+mPd22dOwb7I8gWFcC+QA//Me6cTrloxaTPctm/6tPfGB+7g24S9/wtZUu8sj3LbnCrxTlmAl8rR9m5xgDRnEd6TaF+efQEZsmluibinb//Lng3IooLxTtw9of4uI+fPsb8yd7G4dL5WUM6tw///tm2wyOLl3OikKBG4AhmI6dnSGwvivKcdbrItQYGylfE2y7Eu23GqjOd4PtKUwpzlFpuhdpBjdu3OCvOpdpCttqmOGv/n2f6ah51TP5DQAeeHu0f5J+QfUHAJX5kn1cXtRw2lSYlJ3Xsn6d18ZP++x+eYNC41LD7Lwm0ngaoenaVI/8v4aGLlGgorTni45cpburn4V8I/mbiaL2FqtDF6dsnliz7e+DplGB/t36E2SsJdATp1c5HqlcAet3Pd4j78jXJzUxXWK2VUr9T+tDCK83but2T+rSKK1vXx2d3zI4s3tZ5k2MNMtq8v+BPHtgXlAzpFbMbqSHUsyWMo0Q3x2wnSxhi0mMFTTDPmWKPe79u8LM/3EXjYKTmGDQF7xWsMWHjSqD3Va08QTzxIT71F9l+Pup0zdMmCjw1NkudGvnO7AEBBt6/yBylfyJrjj5F9gr7H1n7+yWyZ1G3TAxy7FwJd7RjzEArnPp3lstllnLQxMzaXPZvjSAhtnXcdlOTRpMi0N1FiCPCojybQ8OF+32FN/ZesYRQeEMvVQtLWOHNnsoJZ84oOdvP6ne8Pp/fQigUDk4AAAD9////WgAAAAEAAACxngAAIHsBACi1L/2gIHsBAC31BE77xQAXNhB4bwbAEFhzAh7XQuJ0ZjbllgunTFnc1u/jyEmOUSamoPlorUBXtkzIqcWp7qifnSllll65A9gW8xaEFpSQlZlvFtMyhEKJXerpA2SY++Y2KB+OXC2eNY9dnLxZ9ZLEDi99lYgVSMC3N/vVWVmVcPBBP8UdzksCP1ob1Z+c+YHEO3vz2Q3R8MZqX5MxneqNEkgVaH++TgkEVbOnIHAUKWbBm/HoGo5yWj8+bkBuuPHnrUo/1KpdxFdZZBfPN++peaH3aQGhgTRS+ecyADv+MuwQJNFEUgnxZkUhONuAfbeCUBRZtgLGBSZjz/7IEPkI5s9bKYhdI1rwt0vD/cXnoJooRHTFDH+RTAr/jEu5STLZWTzpGqfieHMVnRU+ibpWhb3IIZB/buEDg5OV1pAQNxOBZtC0pO5rHRSM3eS9mcwJCm42tIbenIis8fbnwlX8wR2LvQIDGOPSbOZXxLVMDV6VgG3vlupjMkR/vrL7cvea4EGjNXYZDRDgOZLjfSsAxzhL2J8/jMCB3ux9TodSJ5r6M88XK6IkLSPGVQWafx4DwJuowKo3Zo2hZP88ZAq/XTzubXWSelD4z0w8vN1cSedCKjCeTPDnzZ4hnxBaSELYsXjqN3PAUCUM7RjiROk+YG6fRrb2AkUL9NvGn9WsfFewaPKKEEXb7Yzk3zpo10KK43fH/WZRDC8IKC07nRmUvQDgn634vroPGd7AVK797mui5xT4854R7wWd8o7CCZadAPjPYCW8Z2KOOmQLNQ/n+mfOsyrlrN7FAe1NZfzm9oHXOyS2Zyitsg8I+jOHHmPOs5bSudGLkN/MnzwueaGlhGXyywz4zQSJ38MucSJOvUw62r6ls+1ZUf5cY4NOIZydTsieJFmLP2e5AGvjdbNzuXTYr3b+LA5C5/TsKLykkKyg8+ccAhhhBQsvdgGlfx6NIgJ1SWvpjJ7+XfrNDVBg+4DjGM2cjl0DFBdJCz9/9iD3BTODycfRMbLX0Z9gUSmkdC9umV2q8TcDQBiXybbsW2QQJS/U/RmHhEfltLLPZVqB/QkR/EkTDf5ctIOos/lAi4ksy/40+Jsg0vyoAQe7W7cNWJEmKn6SDcSfBUyOjeTlu461R7IswZ8b8w6HnF1qMcVwssfI8ptqCV7Kkg572ZEnYH5knp9EofpnMcfxhcCsPuYAQ1LDgT+j6QL2AQzFvcru9A9Te3uLISLA/vTwpyRC+WYwj5GduQfd64Cb5AYGv1mlFl4iZS+ARDsZx/PnFAxwExIm6Gc35B4HFgr210HAU+4tvVkMBixFMhS0mFiokezg5DfT/PCxnKhuQUnCbsLAI1iRJ1hP6bf35jWQPLJPdq5VzeSchCs8TI+c/iCqxY7mIQ6sSFjhU/4BvjmO5L/Zp3YCD6xgfapYnhLo/rMGELmOUBodDEfcLdimYH5n0KdMsvNnoBVf2jA9Ehs2OePBn6sI5VRWhrqAzZ79C44OzK/Lx5+rvFByFXfbTRhYX4e2pzyS/DMemRWJWa2lKUGocn5TQ1XOlVWjM23Bdi2/E2B+ORSesonnnxGojR1Fb70LjNEkXo/fBOrWwAvUHwGvwPjCOHnKKBp/3ksAahDUWrqAOPkjxW8+EMsveJn81ezZvsNXBqyvLegpFb1/TvPKNYhpeDZRQPu2cAys74OFpwx//3yC8LrDpR+4EXjhKbMG/4z6k8mGTkspzw5b4De9euQp6r8fFALWG7OAgvGN2XxKSfvPSe5yFX5LD8gmqX/L5ADj00L6lJMA/jz4lKUlK6SlJFWgi+w3tQTkdI9jHkrxic5F1gTja2L4lOfRP1uZzOu29niLmOzbULDB+PZUn7ITy5/NfOVdnasWWkhNvpRWTPzmzwHBqv/+bCkSev23zVj4Ctt/E8GIS5v8N07LeBv9twCYRh4oj4hKwDEI/Ii695HH5xHvjCC3fI84QVEfg/ko2lOnP0zdVDR8CYngPVswfYXQ00m9NzDFku8J5mjmb0x3oIBEGdEKXdRKRmx6z6xeGFGtLqLb6aZlVA9dk80UX79TE5BLog39BSqWKk8C6Dk46NQoMtWzwEjh6PidP854im3penF6PqqM0EGTBpQ9BXwnWTnzjREdMIhTH3hO34RBxUymxHf6jEraYepNKA+XODGgW14520zaeyjmHY1ZrB62Eug8Q35y01WnEg+fKaQhQ4TXtNHoE1+2B6Eshr55iwklxIY/IxmAwq36zas5zkMBz9nhRx+xRTP4MKSn+Iv9iUPXTqhfZEDERtyDrz4wITxjmSr45X+PwmUW3/HJFZ/6EdXsKAV+fBUkR+XrR55x2pfkuRIC9pRXGhFFjL/kDPMN8PNkQFWwT/g1N1hJDFD55TY4LhXL7wmC3FkF6clDbMg3uN/ZRAlK6t1nUnGjmX94KJMMOE0Pv2z3VeZCfk7Dzs338ectPfqGkFk+M/z3hakWNL9YAUpinIMHg4lIFGryiSYkwY2Er7hnBh4x92EmRcA6pC+GvL+/9ouPVl8Ud8/4CPd1avGNh3SIoPc7Bg4ejp9+HAD0UEXjf9LqIRTh6z9bwyiWv/9QMLyBv6TPm2FW+CefuDyxcveUW090N75SBKR+qIcFifymkzS6vmhV4jm93Ok6Y2fqQ9F1x7wi33lGoeM6pH76UUjr8YMk77kmhh6pRuqjNNH/TvsoJ8h6l4b/BOv06vpTlI9SJQim7wF0/CcaU0krz/8kYxvrklht/ylW1SenzP8Zowrlktx/YgHQKZ0u/GcY3Os0KoUld2GDh2BRg0u4gORWZApy/CtNgWe0DBosAxXlYUtZedSOOzrRb1ztGoySZWXQRpl8EM6MSN5TNc7LELgY8YuMZ4Ojq5U5ByQxuXbQu+IfRSwZXEM/GNTiQRo06oED7zK3mJcQyjFjfzEWCYR0Ewb5CS6eeGcXFOdDgllBaHPdBJ2I1wi6+FmBA+ZveZwLqSEyLz5QRQhkoDCXGyqB+yiKcP3xjCPCINENT6tx5KBQx14s5DGQAn9f8+FNKkKk0RtlnAeuM/L09as/QiUvDaI0SdxRbbpivD1ci7kdFVLCJ78VjjhMd464/e7FCCEUZg6pXIVZ/mEkG6Qy5Nk9aGljXueHAsWHEYsQTiVh5TJoJNF59FDH2J/c+yOconspHgikchUrPpzFTYoImIXuotApf1GiAmWVKh9+M+iVywUV6T4EpBEpfSUDI0IpNSSkxNkx+YszqEk9olnfLQ1zFB8s5+heTEOVKz+RhU3vbCA2dPOWW57wSavKCplh/ovaMFJe4Kjqq24k8w+LaLx+cYGVUMlBl5wDkdyuNVyE0eQxRdwgRAorv0ELzI/afjGN3JS1lMiu1JeYP3jCFG3PaKCUMCgINA8rOu9ReWhiWD25cgzhDwbJKa6DOmc78o03kCmeEYd7F9SeD6gSlRlO/UYPOoTaOGlyqwfbHVeww9DuM1evhNkfRKaGCr3yvLF3rCCeMuKZsJMZNciHYtDxveMTI4Omd555D9R5L8On6MYv63wHy5wAnWJSEuc4wP845jHVtDvYR9Rf8DQk3Ew+JJPRYKdZBbwLm5O9hNEWjTGKg+QpGFEvNuBjAD5ybHVKiozC/vYjDP9KPZnX2Hzk18FgoZEiDti1scfNjYkgvJkH5mASLOcUkjn8x2SYKNlhrOXgZW2yxv9laIMzetjAB0ia7TGUhl6yw5vXPA622UCUyvHBazTm9T4+Hz/eH6pfIn+vrwYFqP55eb5VELCo/wwVYxDIzcvjcRX0z1ZQU05dK56q6yXJBkwxEe7Y7UIQ/o/IoLMS5UuOccE/rQg/ZeuCD6oofw6yEuQwWmX/sw6OKaPLLR3OhqfMaTJF9KbdYZiQ1MumoDB38XzKFDsQDOguHivNKK8svfkMI+pICGp/c+LYVA+GSj3I1Vce1k3pjJXub0Gc9K9QCbMJo7cEICCKChU6fZdSYEfRocPclTcnOJTCXlLZ34x0NYUtotJHL/8ybE0q9RJzH3F/6mnMuuXF0r9c8kFqDIV5t+Yk2T8k7jl6X55xRMoDjPL+5QlQUmCaONkfUxKGVBagqp1sqcA+1GJRczPKk4dCpX7oyNuVkEDYHzjapRi/Jo8kUn2mQvbXjIAl1Thk3buo8vYBn0yZYgafWYJOSvKQcPcuWEz6zCOywSVanDnjfkjgS05+oCkH2ZNvRHqyAHRNPsVTmIPuG0XRDJZ3KPNGOGi505xhPka4wVGq8Bk/gIFQJihPEmKkgnrHNbdBuAko8sXEC+Cg/Kftq6x9xzIZcp5xl7zMRpsW8RcRSQyOwiHNH0Gg4BAGk9dgzEUVQv/IJiUEBTY4G0nwIhSPf3QjZs2jUB6Cj8FjnDa/yKRk0IiGaC6eolNiSw3nAoe28viQNp6QJgzEIb2cOT9p5WyXYVSpvDgwr40PAp5Z5kTExUcC0PIWgQkHD4EgRsvykUyikphhk8fVXcY0gBd3cQnKidHm4gGCLFhQ4n1ZJjFV3I/BlhACcZ3h47oyF6NcuB0Bt1XAH38Sfpbdh8HUwfgMgUsos8XxHwUb1BsAhHmY/GInED8a5YZ1C6/TWQiRzPzAdau/OFB7eR2tn52JU/fE7O00QYZIv66EDGGQV0Od45Kr3707UW3ELuRhv75VzK8rwLe+Bb9bYSJ86qvCh2jnmPm4GC5KRF8yTjyi6DO3MyIk+aPww0vo6jr33pKKFUPyT/Y4SWUo8pmHm4gSTiGd5jJqcOk8NkiEGSP8JB+XDAmDetCGScifn2xyGqQlLpfRgDzpxPzh3QRd1Zc+BiAzfGXsKRPEeNskyl98ErDk/HApmRSRxQt5eA0T4VTaiFxOKNd9NJmJf3Z8ZZiMFkmiut5jjqbsV7otGAQUyuHABiurNFiU+vBYLo7xbo9SdMoxFsQ6kt7Sx5UQCoWen9iipHfmmmImgm/ZBYznooL8xI4klmM+vDhxwIgqIDoaLoGLO9y/RFJEf8NmRo4G5b0Us/WLWDGkvKyu5oveJkKlB5g5ByPEXdukvNgC8THV1DL8ELLvWKlZHNx5zMG+n841+YUTkJhZUH9x03TKqoYsZySwowH9Y3fKMmqwe7JfFMKgIaE8DEnGHuUjktGF4JPJK6LakMgZUJIzC59xxpwBMr4XwL2NTaCfKTdoQFNHXuBrDOGHb3RANMWjVpQ3bihAuLXayK0kSO04/o1NaLxmDlSU6uXO4Bk0oup4zQVxDewhedMqhBOA72ilN2XUIyJ3bEIi/zmH2S+47XD84n1NVHvQdAeQvCdA2F72xfmINfvyT4YMOxrkOwTKSFr+cWn7hrTHjib1yEXDl/NIp5okrzhk0pDBzrMgeBe47l6CCLLuxJdHLz0tS+wn8Lwgr2y+GcjIbUwGp6wCwtyl4yMNME5JkTHBIw9pEOKDehF2OFxGpCjQm+0iDBYujcABD8DY416sGAtheHOQqxZIJnC9yhtmwK4fmx2+TX7YX3yOGa/yvdlMZGqKSR/+GELQUQXAx6icmEen/NMwMDgjCA98QKeUPUaSh98FvBnOBhkSxvCgEVCwa68fPcGDVOt2GWN+epGKP2ch6zzNvJZ+AojQvB4OnYqajPLutFdE4d9uZ0Rui8Kfn/Ic37z5BzgKSwaptlNeHlPMoD0OyZ+pulYvI7GmLNlFI7+HB263qyJJhv2zExC7QcnXEBp5FzbFNEi524Xw8D+y0J2h5l5yXKXOcMl3TjmdhVr8ZJOe4J+Y6U8BQO91faqTVV5/Nhrzqqgl9rp6aXIt6s89XmToiNGPVr2rPn5yrAKGZ1iX4EZUy1Nq0KeIUoDZYayF6mViNsWQeEoVK4ZYePMWDFAsKlTqLiBD7C9ITKC8guLNm4ouSAvodgDmJhefEk0aCzg/vQ8Iu2fkK3F8k6RZssfVR5WRUt58o8WUjtiL/Q2Iov5VCjOjQPGWQmRvEYro4CCHJ3q85VIdRWWyjb6fVewozkbpPN88BqDNT1HPdNBpppLylodPZwCfO5tm1vLSxJufuiW0IvUut0+ZTORf5hykUim79hHbK3oaEEMgR/+S0KuvweTZQ+gxXl66fXnQQggLQXQ2jQeWkPhL8xepsbS0vRb7Mg4wB7HpXn9/yhSMHrMsjWe8tJfZOIPZ6PNlnrcLT8j7zwoXb3I85pUmqSw8QDsZ0u9Dc0Wan2dPPmqDQFq6J/FA0fwDe7KHJKkfNwJ3pb84+4NIAHBJr5m3O7Gg28cK88hIgMwLokTZp36sNLnATwZ1mpoqfLITIAO6HziqwsLCZzLRlGr8gdu7ppjsA0CfwIy4KPKZjgo+k+0I/krs/rAO7YVjHh7niMwLnv0hEd3LFeKFr64F6kbqPxRzsxMh8Yc7UsCuWTzw1TZXdj7rH8atjf9Ky/DVThmSfw3e8HPLJBLVN+zD0sswA1fVYETpmOINOdyVUJ684dFVV10PHmfNjskdMP7wzvpxuE3wNqtNlzlZ/gmmgc1/AgT85CJjcDhDXSrntP5ws2yABDQ8DZUXWWfpDeXW4OTQCX+IVpUm1oiHIcEjU/DDIw7Ii2DgAl4GVUsmYOAR2ahprjH4b1YLXaYBfAsZqcxS0P9KKevIMIdX4c4oJ8X9V1NC+TPuwT+ODKl8wzs1oJb52B7sBQISGGV4poJKs93kJ0KoccbS8opaMSdtWOC7irPz0tcrFnlZTEP3nQ+4xGWI8UTN1l+2AGGomfaYH/QOecQ9uYuKSIHDZ+aMfXN0fCZ58fuY4zV91OASVL7swExikJo304jhIWp+M5KHmEHPc76gIE6zVWCREMRDQb3BeObjO/+0cSnuPYMoaOxi4z/TCB0ZFT9KhCyPPXJeSgGnJcLvTDQCJvTLcFiyHA/l7m2MReOHQUxwHmp58T+db2zhfm8McP7xvNgsQYqcJP4DCiSUM9RfnAvTaXOVsTThwW3AGIWiqPSMJ9qEsoHhKUi7dO4OnhEOkieLF9+48yBTxgY3y0HT+Sf5jlBRzkBJxb06Sj8PfHhHIVUyZPhHNaOmJWbgUU1KfKKm+Ec2d2ZwWzVLFChGHnICHOpe6e0yxgymQO1MKlkJ7+FXHRiOyPhSGkz4sQgiLSL/k+Y4EQK9baU2wMC8enwU0Qj/PxDpvF4sBDOYlwImH2WI0utISsk0fxcPqu58/aEQBOvKIeGj4Hq/K4pYtVQxRuxbAHbgisV/otF5ycQan147P8lkNQ4UqhebIApmgAfIfyKp+snETNUqwOdDowXj+pr8TwxGTzn4iQbwK/fyN5dmvymqBrZFaPSfNeJXFkndP4Sp6Kcl3OhFHhjBthBseGz7TBdnhmGw3+eePFH68pY/jGwS3xhBLkrPkJd8MCVF8MxHbjXmgoKCg4KDS3Ic0cHeQ5LwKsHzSFDuH4rZQt1SGbSifAwgMLjBbM5nHMJ5DuaHeTGiBvNDUaaowRyR7m9QKv+OHQ1K5eAxH6nBPPEFg8F8L1Pz5xBHBqW+oKzlilXAsOgcK4iJTRRaPjxiq8EZ0EGsMrNcnMZmIUeSwaQnYzkjUBupDTOuDN72FLwxdMiDpJCgmQ1X/LF8KgWiS1BwJwTjkWQ3KQ9hzoJBeojwvmeRIAOv1EEMmmWpDWbzPsNqldoZQKCC9XcvJqQstNGyZNLT7cNMENzr0kgnSx//k0CZVQ8xxrzP7ZWVZy7fM0umlAO7UycBaS70tCx4+9yQLpVw1N7TiqLUghXknUUJN3qfB0ZPGF9/+WEI1HksUQqsht6+ItBMd3KkwbMB11+2yeLAwwWprCkLe4nBMPqWKWxnDMYnd4Hk81Ehasj2SUrJ78S+gdLMvi2gAEqMydf8WomipHVIcX+gdgdTSTvTES0nBB9vRluLOiOkbOfKnoIJWUL/WXSNtYABq7UWYLU6lVmtOl4+V+vQkdVqtRCTObomky+faUDtxqNq/fy80PVMLGCv+YPidcwF5DfvwPJmPO9jPgihk6seN3vivLo8+rb0spIpT56AxiPl1s2TEkIvg9U9uQoRtUYtHTYR3tw98ZhcPvXMpS9fzk7qmp+Wn9mh1A+qUYurRg03M0XXb7KLrmtijbwmgsjXyRCifLmMiS9/1kvsG3pdJY5HhBM4tbZSOdrCui6TLGS+zEbmyalEr2cy8PwygQGvuVr2mTNGE8OAaWVTsGUt8HQVwVR1XdMK7zXTtHIeeOkuJhBtpHrUwiJRTM2io0upp+QSilP3jQY1ml4P3TZ8TKafP7qcbpLSUMDqeoaiAf1R7Z6JUbiFTZwuGAQ+X5Rc6XIJsqPGKwpxIgn4ijnCtka84lwPP85XdGNiIkCX2GmQJFavmNYFgOIrsiFWSfKKNZi84K9oY8oRxCsWlvEUvuI+hIb2E4T4MJFnh6UPM4mZ2vlwimeb8OEfO6ECPnzJnQH64iMGhU8v1oJLm/FiQVoPxosxRQzF+cWoIEdIfjFA1d74F3tEiCTwi4VXHw6/6ObIWZFnxIfw7GdsM2L64xmzRGgj+oyhiCMIv1FEKg4T38gDjqwEYIubmcryjijqWrwjGyieKP6xBycZxjik8UM+lTogfcgaQkLUDznu4tfjIykYHVHxkR2IPAk/Ek5UFiUngJUAon5sin3a/8PAtP+aNRJw+B99YnudiI6Zz+uBDUIo+T3BrSZ2FOf3MkDSHl9SwyBa30vuFWZQ/UmrPQxdP6kggffBT56xel14yuzX0hiTTZ83T3mlSJf751RNNvkTjKK0K1y+8sllZomvBPOXeuTPlFhNl39etCuCfcs4CnlR3nIHD8vGDH+ekWjB7S+r0jzQ/xL/EAbhz2J4NO4/X221hn9Zrhw1fMxsFFeSN3+u+cD45nGTo/Yx1QzkiPCYkRgwz9hvZosBgspjqk6dIH1zUSLR3JNT0FnNnvyDyBIvXzZ9Ps3PZHqywPHLMVCsYX35A2QV0WcOkij3+H3mZWImGbDXLOVemPGaPOjusl6zw9CXJ4VfLkV0sMBnNAHJxSr2BbMgyduBDKBHSb5n7qIYrwz5RU/MNBuMvp5m4MIHnlGVyTRLkC8UK47FvsdvVGrTFHv8tlFSd0Zi6JLKi+8bEWaNM4p+cSztmyqmxpfyb9FKO9U4AA2MHQywhCYIxxq44rQDKUa+B8+IViCHDOi72GCVEsY7bn1lNYh9FcNynmzIsMPJ6S19BZUxvlEBmFE6cDYOi+OG0BcXNpnROYD78E021q3+Yh4SAIqM3i8DZpiR+UbMRy1458vki2Ya6jteFoJNaDBCWHYG3laFACW/eEMZ+EHNkxMIU5kfUKpiIywFv+NEldx6Rh1C4ASMcPIFUo7kUz5esIcqUkYbiLxRwmbSmN+xLAtIiiU4ixpMaXS+ca3LjgNfJTqj2AuHDLAESsHcyYVcPtYkyguFrIofHYJxdBHnxVVMoPgWuJBccgnpL+o9YK8LVHIIoxryJCACXVGtfKvH29gA7hsB3CCS1omTMDfeXfjGMm2Vmm3wTBNaxjFDnjExLdczzaEg3LCR4RvDsHE5BXz9Mq/Et2YRPyouYC6qHomjpcsROQMzJUelOM9Y5l1qAcBr6WNAz8Q7hq6CIijFF3XGI9Jv7OEGNhGmBBP4oZZfQJzKf1JowRGEtMl5xiHyMhuSUxoQ5FUL5hq/EL9RO/cl0sYD1kkN8OhD68NosIAZT6hpJLv4RdHMBjqCciMXWIxMj+8YYu3PSBLX0LTY9OYdW6xIXfXMr3SCN+QzgoLgmlLMj9bS5HB845U6oTGO3CisRwAHz2jad4GqAW4kzoVj35JftHO2CInhhZxMFFPfUefStizCy1hJY1TA9Y2HO0NOXnnXIhyAEM/Y4IrHSsg37wp4itQ/6oZQQDTyO86PEBS+kQwE3CB8CobDVa7z4nHMgGf06QRTfVGQcxALyeuvIZjhaf6TZMoIJOIdNUSRUX3eY5Uhmb/jlxGluVbKL58a+2Bt84xaOHpk0HiWRsvFK1fe0UpFrtOBQ16hzYzsjl908gQqbIA3vBf+0vvHubckYpH4GFnUZYF/vG5SVbnLsUpiwMHfMWyDGCFEcCRUYmQc3pFInFdRSxmHknucYb/4wJqeua4vD0A7MmrHiIEZOJkheI6OO794QJPBF7Nc28VVVHtHK595EOoWvvlk8YX+jop1lrEzF+NzhBPgF/8SNQBB5dk3nRPkf1xDoqVBEFcDNy4C4h01wW5UTgD/EL0pIGtqYgmTD4kxkGL0iyJ44KRpGOQDuDiW8fKLNuRIF3Tiemtea5T+kQkO3KQ9kIeogMXZjEPBYngJfI0OmocgAh58MsW5Bi+k8PKPRJpslYGAD2rIjUC9uA0DhLY6/E0LvjO5fwRRGaAHpHcJF8uZGXVuZDBQWQ9k3d2DFlVfGV2Uc0APeYOFURovuD6HhAnMPyIQNXBAFPci52TBkn8kMzHlx3cOcUd4BYmH5POSewiiATcFRFssYvGPpmZKBYHkHkCvoGp/UegI7KFNhzUyTnG87ApxkgT/CIZyN+eGrykbaOy+2MgkWKgGjrwEAR54F6yRvELeCdRFW/yPZThxMDIo8wqdax7TmP5incHJCy4eJdrGafUhq5aWjJDBEV+Izxj+UVMHP7Q8zJc4H6Fkesm/9iU45w1IcZqmf8zyQ4DE4VWhZkM04TbBQ/kX6prQNC8ehRzRwRHPIubVST9kXVntAiY4KA4kl47JCkakN0gZblDvIREBgKvGaHA4pGO8BVVetuASjCBRED8j/eVsZAxClkRfD0ekA+J8ZNcY+K4D5G19YTxzQg0NW1K80wGXpJeHdIFiSMD4a3a5FhbA+ZFkNvAhBkK4IRUVkIZipJ4wtXDAElg0wJATGBbBI+uwEAY+JBuTwxVCcAAt1mCRe0hLOHhm+EFeAssoJOrYi/kC15xs4pZr4HzkfaRPIo4mIiu3zjVBUu692OgzS8ztnYFDxJrTR0YgOyBycRgZqGPhMdHkHSKAMM17cY4BudWMIn52QNyDpT7j4eKQdUAfeSPlYXCRT+W8mLLkxQ3UFE7xkIfVOCDmzItRuH0VhCIAF+Vsfdi65JsK5pi/RYCAg/VETPHhwH0EGnr/HpJULDagBc6ECTeN6yHjgIvO1L5evDdbDIDFkMGvcRIAEn0kGiqbWB2uFcolvH94gZTczYEF/DDJoxiD/pGBjUYBur4EUO3GlP6YiAsW4CUTT0KqRgQ4zNEnR4YlriBv8fnmI+PWBowWej9kSOxu+UhSzxzNrQAuiCVEzKD0I42IUn05g43OVQ4cUYyeyuGKokEwA3wYxgkqUS/4XOMXdsBH3pD8hsYxk7OI64H3ccU8aKpxPXMtFsDjI4VUwQHzqTxFm/EYC+fFBJ6O7nS+TDmFZiqIYTZrXi5bINfIP7ZuaTWhybOpFqh8x4C3VaxvIDhxIjXETXo/RnBIJHBCLoLNlmrii5+mkNxogY8aHYz1MF8RcztWggkv8Ec3Ntvx4R+ntD6l3KqKgTGGTO7CGvIIJwSc3nhx/UZbRuFTawCODPmxD5q0B5G4DxCqYp8ZP9463GKRwItAEfRa+OMgeFdX3HCzejG8aeTHTFwkFNnE6+4WnCb58RX2q6mhR+7izBhu53QFjDSY9tVRm3Ig84kYfLEwwHit6cMPhHx1sGwwUhMmY1ETr5joJyRAz7VbW47pw3ahMlaMyEm8ARjvCfiwmi+MOEx4I6OA8EL7cRKlOM1DHAYXuTXnH3dmSCqzEVdbVAruoMLVprxyCju6xj/SPkxFMoEuI8+KwcaGjQ+DQYB9jFB5cSY/frzG9BVFJeRzGNa8EoSM8BFJEJd+jCrUVeKGKo6iiydM3Y/PUNonV5xrJMRbmh8jBvCq1hnB0bDu3IUULFj+sdp8ONSJzIYdnoHHmiaCH1tq6ZL9wLfWtihh8mPIL54PMfB/tfphLZ5e/EzYPxb8YacwQOi8QlSfilgI/Hdt+CJ+RuUwPplwCWjEuZoaI15NMFKciwskYH1ADP63Fj7sJQYXW0jEL9SZyU/sJsCKjOP+q4A+3CkFz534+KfC+zCnNx+x+s8j5sMbmuQCBeAPbFD5xPpnMxN2eve4IAjK+w/ryRNA4eFBSNJyqZu89U/k8+EYJfAcm/hvxKYBnmcG+YcK+nAiZY9PRE2xmxx2/zqR/AeKCkcQNpdPiOQB5of4dEGpkRFx0koRB94/aOcJrk8c7wE1ifi/5mYnMOHt8kBCBMt/Mg0W0OzhVnihg0L/IoicseE+om8ydv45rH2HnPnkMna08KM24q6uE5iXvbHn8b9l7Ut+0hdRwHiRiBKMjq9nfUBGQOBVsyK3afsfE9bmoIz7DD0gDHode71fiPE68YvRVfpHY4acgUijU0Xf6zTyMGzm4dfFWweCf9U9Ami6vFgEiIWY8t9mbSmKGTFuj9BNyut8X984ox55neGWt9OBEoIPBcD4/KiYxHkdzwKMNrL3vHkaaPl6ktPIGJNeowziUO/rPsTcyk+8k03ahGRfR+L1YPWmHUV4Xc8qgNSLWKbI4s3YVhCiV69BVkKG1/uWmDQ4QKTLAhTTun6/CvDFQWzmdoOlXg1N1ryAUMGSvIp/9e9dHzk2h4apRNCIfne7EsHBiwEozh7l72BjW0bAALUiQO2eFLl4G+wdmf7+pcYF0wSszCicncrfuYYyoLLxFigsY+L8OwItl2JeIs0DcX4/8Pi9iQzkdquXX1hsaT+inlTpNn4q+NLZwJEbiuHSKTtDkLoCac/D2uPhVxUOr5A3IDndyy6Dh05RIClqEl9O3hE0ivxupY5BxiJC5wSix0uONeoIdXp9echWsCgm9fUjNUaNTQ1Xtuy1Jpf6+vF7FSqIiGgScztHJZ8j5WAS4QOLtGtxhNZL1sCki3v8rzKXRLK8JAs3rya9MdfoqAjPS87oorDMfwAYDwf3JVtwjReAGPcAq0rh8ZIyWGiwizzTKXkt9CXlhJCGjj2ntuhEeUkYUT5jvPaJKgd6yRcwEI2O7PK6TjRvGWkvcaGS1ZaiTfInm3QseapltfhCgaLET2JZwgAS5ifhcCXWn/QhQuACzRiIlhXCoZ8UQMFt1PMZy7DJw3/yZzGSz/w+UsZdQPzkE2KGBoYv6CQwTusng2xw34zejAKEorifVArbyiJ8HklcCDd+sugNMZS7Y23jVHMZEtj0IDSsLVuyHE31Gi5+cgri3A8W/ScMTxjxJ520UVLiIesScedO8ydRKXR9kBpTSRWDXPCTnHVtNobo9mmFJfVPGpqAnLP8Di0AFU8H/CQmtgwL492gybiL+knwkvuv7gNF3FmV/uRXKYA0+p5SLHxg/EnGH1kY0FCZ9bGkJLmcGxD6gs3wJpunZFAn7SDLYqMGQhKgp6wLcgJPg95V4PHhnnLMgQEoEd6HANeUwaeMM1/oaqNLee4l4XzKCGccx5x9ECtcH6KnNOFigJ8JXWcI6IXjU2IAtd9EfBVPBg1APOWHPKT9RvfeU/waPmUn5xEVAN2jLA1LNl8ZtVNC9auTqMwLc+l6Si1ctj7HXyDLFMU3Z75ySJAsjZROATQEJZinBGPm6hxZxggG9RdHFxTYv3Jro/tkg541ZvHnfUpSstb01rUIrNhQPOWbMt2s5Yi8RRJW19t3rMjG6UEcEBXNfWUKsJF3sjtAkksxDOpXDgpIE/NB14H2ZXv2lXFFlnW3y2qFYmnVV5INCayNvRmAMAGWvrIxxYQAm7qLsrDwqImvpHMjhmt7KzuIoGV9JaEOLAs89AqmQi4ffCVeZd10QXdS/CTS9JV7Y2XyEGFvOhIaYl3ht6yhlI3pZqCCJDXiLU08DkHV3Q1aMVRib8mi8UHooQ5kL0mJwFv68HWBVPi5R82znbfMoKTqR5kO98ckzCb8lksOEoUsfeoekJCut1yQk+eoavWvPUwme8vuU3fMSU/uFimnU3IZYYLMqO+AOcR2e2+ZJ/aQpKYvaonfsm/Jl5R1qYQDAB6hXThR1BHlv6RLx6Ki6EuQbmSo3zKw64rCh/cxRXAPxlumIQxAgknXYWbset8yEROxgRK9Ry4vfEbyllc+5NcdnHoGMUgr5FtamgFqw+zKEAI1F/qXCXAfNgBdvEMQYSZBXaCoJOp+pEopMv9yAZAAQgUPCBe2wuAvc1BQ3dvRU+A5FCj4SzMWhUPOetMCKzwL/lLFie4LSKR8RBUMHQ2XUhBpobqZLZRXwb8cbHLhAQadyzZNbGr5l4fgnTcAukGMhK90eEydD14Jlnom5pW4Cpy/jETANGpCd3IEVSwO/UvOD2CdNZZdIjTCpWqPaSAn6kiOR+Qj85TmMZEo2+BAoNtgUOeA+8swpIQzcl2Lz4uGwse0lnWXGM/dHp2HeYYeYPtOl84eynaXOGgLO3vMMzbNlkUdiJET8RS7x3zb0jSAwetm17jGH4Haq54AxxQhz2P6ILQAR8h+SwlaNKLmMZ8MGPPxZc8R01z8QeYxxTByAv+jj5ppWZQD8piWejmR1YFOLlwsm3tMLEmii6l6kRtPVTcek40Vumiv+1VV8rfmyRmajhjA0sm6iBHDufFkoVGkFCR+885LXDZ8soEDOYVgumLv2OOUJ9sQ0x0yokjeQAtmd7qG8JJKRR/8w4BDwJPncsBWRc/uGMlYDCf8ZC16X7aADuJsxIzxyUUsDEWg+yxjiALozjBYFNuXLIQxkgU+GYlUl0sFiRwBz9wuFFbBuIDHk51E5lN7NPaaktHqypPHRHC25rqW5UWvic88AEJnjEL/onilI/Rk0LKVT10Hcx0tgnnz5DVuQu5wHUVP3+Lj1WcWZXFj1NPNVHyyGMLqM0NI8dEC92VCWOBB+Jneb1dInG1uILNoL+BFw8sLQJrZtXINREs+045Ij8I9HcaVNyenz9TzcoEw300O1uIaFJ8JSYol15WC5qM85jO7fM8UhnWlmC52LvhMMXdUpvo+xeTLBfxMHiCKUi/3IfoKIxvyZyLhzK85Vlela2S0UuQzx2yZd5ZuScW4CP5MLoHdqUmqOyBVdBunGBh9yL2mVginbUgd2+IyjclragV9obLW5YLC6IvMxeWxdL/k4Fw78Jo3ILs5Qv/yqDc3dgaS1ycEKPYEdGuNppavCWFzxhFZ3/E1wrrzmnIxVClY6tvCJIxVErymkhRGJKh2A9cfjWPMvKaZYRUyed0yPCQYFV28ZrlAfg8d7VBU7hpBkV4TRRzRCkn2m21HIyTma/oAE/9ooE/5+tFYxMNrhhU7TcndUi0TWsAvF3XCiXLpeUhn5HRec0tmGgGoOg+MpwoVvsz1sUko1j29iq+CvmwAR9fNdEH+A+Vsv8AGmhVGDULeE2LATmFMD8ct4tdczZBrhezYGQg6gip9ecdKjVSLTsSxrtEUwJcXfAg1m9KD6hSNnDa8UEZ9u6oLvJoMIJzsbNNVrXGh8clnfirkZNdakuBoKePLUlScW1j2IM0ijocHvjy2I9Er62IclHHMC/LlNyIN4By9CJkBjm9zXwZck6LATzcKUORI1vRlTrzFyTOtHKmjrtmXU9+6XWY4/E1p4I4W9cdmUmo/YyN9tGJ/+a9NooIAWllDNI5oFd68ZBbFwLSTzZUfOzO/XCj4abPZvS7vR0oYX7YUwhqDRSRxheKupEngETHuy2PCOiwQ6qcGHDwSOb8ZAI8uPUcXHMN7hJH15rAmSQToad1W0CLENwtByzKN03HPsd9+IscbRkI2/YlN7PFDjDe7SDSyhkGLCyDHo4LUNzfxwQnWtZMIBAM5JfDNSF0qsZI7Byg0SCj/Ziuwbw+5nYGLGzaQoEnQaWlwNBy9YsUMegYtQwYQGgi9Y0cRugjd19eEbkIzYdJIN9KMjGSaTGNidtKddGXlJr1JT06aaTOtqelJe9JRomihtdCgoF3oLnQVOjRMGDBZsliwXCmTFRUdzY6a2bJFSzZLFTFUsmPIcLGSrfIlGxpqJmsm6yXb5XzmzMxqapaz5s4onpSUlXp23zezm5/ZSclMKNlOy+zl5Wf2M4uZJR8iKmbDWTA4MZuY/X4NnxQSOjHMMmHSJBAwa8SIYJEiSfqU/CXJ+mULs4dZJ1nBbJMsYPYve+SIkqySLBIkg9nB7JIsoQ0bNWBk5+Ze5Mji4e3I7tARIwZdFobcXYvsDRwyXGTlaGRnzNCR1ZG1y9aRIKEGIvvhgwcUWTe3FNkUbSFCoGVBdBjBoS3Llk3LijjLdjiRNWGiLduWXcuW8NHhaWpaYso6OUElZY+Oioq2Q9mgnByrbneAVjYr66oqK0DAlFEWCUkpy7QFCspJzVFVXc1erdacODlxclIPHDCwVRPIav0IZX+yALJS2QABaKqsFZGtNdJmjbJ0FiubzWKzUdmnO7vN+mQLZLmydZab3dkhyhJle7I/pKRoRs3kmCmTkybHdDTnjGmOGjWlOaU5pzlrMjM1LXMuLzFzyGcom7q+Q5pzIs055pzxjy3LOWfJnMlJzhzOHMqcyiRJkAACGjlSJMfvz8gOHjoClwjy8fXl9OX45RTJywsCpIePHB9BcpTkIMkJzOmRsyPnR85eDhEifDl8OXp6Q3KG5AjJyQMDA8xzJQkKEMAS2FOgYAmOJ8EmwXq9SLBIsAgQGMEawR448If9w25t9WH7sAMG8GH5sFhYQ7BDsFZWegKYsE1NO6CgfGB9YKOifgT4gaWiCoINIgSrh52aysPmYaWkgGCBYJ+eemB7YJ2ceCwNYY2McBwd3WHvsEpKOrA6sEzYHWRkhRUqGGINsRYsPME+wU6Y0ATbBBshApMHPLBJSTmwObBISHhYPGxR0Q3sDSwRkY2gMWyDBoMOHBBiCbEQIDjBOsFK4GJ1dGBgYWB7emRgZWB9fOqwdVgAAGhgaWCFhGpga2CHsDgExZhglWAXLAjEBg56eR35wgJi/bAFChTBFsFydRnAGsAewRa5srm6ccOGZbvCgYMCiyLFVTUFNgXWal2BXYHFYuFysPU1zjU19foG6/aGyzU01AMYMB+wH65jxoTAhriWKSMCK+JqxswI7IgrGjQksCSuadKUwJa4np6ewJ64ssGyYW1ggYBmYGdgf37ssHZYHp4Y2BjYnR06LB32vl9gX2C3WxdYF1iaZoFlgc1m47Bx2Ov1Dft2XV1VgVVxjYN6bdOmDdt2XbPmqgZrQg0ctq5bYFtgtVo5rBzWtuewc1guFsb1y9WLl7MuXa5bsB22SLlOmVJGhUoGbIYrFiwbsBuuWrRwwHK4csF6uF7Jcs2CNcN20HCtcq2C1aDBytUK1ux65cIV9AqKvYDVgL1wjRIFAxbDVQq27Fp6JSW9nsGqnRHFpl1Hr6Nqa1fTq6mJMGFAYEFcv2DP0K6iV1EsGjYNC0LMVQwW7UoGywA7hh3EhmGXYAWxFLCFWCdXVGwb1u1ailXDrmGrsFdXQrBCsFlZRLBEsN3uHnYPq4Ul8OQJoaGhk8Prt0mTwivhoCCTJEmQBAYquSq5LrkOHjliBPCK5Ork+v0igvuuRYr4Xf2uf1cjV8TEa+JV8Rp2c0MRd2XBooWJ64kTbNe2FzDmriSuJUqkuKZwcTWxdlVxfZO7vni7rljh4uriCneN27Chw9UDBgxlVw0XPoC4nl05cLhwvXA1u2agohJgZVV11XR1cnqCgpKKEhDgGuAqdZ1aWmJquj4hISUpXZmuVdesLKwu0bWoyOhqdD26Jl2xtK5a1wFXAtf7attbbX2luT0+V57rzg73yr3qXG9U1Den1jVr2FjbWE/VWOFYU1PdWN1YVa1xECAA6wqzJkiAeztY0dDSRIg4YT1hVVNzs7pZS5RYYV1hZWOLs8ZZU6RoYW1hfXtjYWVhVaECzgpnbWtDYUVhXVszYTVhJUFiRIgdKwAAQ0JCSFYka1ERk5XJqqQEZYWyNjVNWaesUVFV1iqrAAFZ1izr1RUBKwGrlpYBqwHr1pbX6rV6Wb+sI6wgQHywfrCenXGwcrCamWWwZrBiwGDBasFKRibBKsEaIcID6wPr2JiYVcy6QIE1t4JZ8TBrmJUBAwdWB9YGDSZYJ1ghQKhgrWClQKHMWma9cGGDdYNVgwYPVg/WDta0Hx8iHp0fK491u72ttzUnp7bW1uuVttJWq1Vr1VqxWK6Va81me6w9VtsGsgJZd6xDVp8ga5CViMjIamQ9OkqyJlmXlpysTtanJymrlDVAACorldXKCsuKZe12B1gHWAsU4LJyWQ9Ywd5cmnk3RdVUqwC9fGi0lirAEPsWQKHyik0QpfM+FoJ5VXUn8g+FYCpZiT/8qosTIfDbSm2wuTOj26pZzkDRUWpaYoYe1aQEmTI2ulkOmlA2MD0FaRcsTXh0GzBGpchJ6j+gQJ5vbOl+bwzgOI7jOI7jOI7jOI7jp0WmUpD8oPISEjYNU8zrGz33oRNORhF34SYf8hkb3TiD71LI4I6NEPJGyU5ASLX8KdEQf/R8IYV2iet9OTKaSsEjbSxo5ij5VQA1jBY6jDuAyML64Q10QMkXueAAUseG/5hFXmBBCK9mnJZ8EckP707lBVbGiwHo6EXRYlFIOJf02/tFvjsI9oR8a8iPgzvf0pZQ4OM1AykXH7fy2sMvlstDPCbkA3wgdJuC8u6gFCPQhTzL2kZvkCRIpYk4DLkLwgB51VECPD/LPACVREYjZI5snhFzSurDB11vTEfupA2OnElKYN5YJkO8KiVPuhwt3fCNOjgY0dDU9y2mueMBMSmbPDkQHCD37h3lmrrk5DyEqrcTDDqZyAo5rsOpW5BjDYDBXv8Rbwt2awoOp8ad6ZeYvc5BQ7IpyISi+pCPCXgGrfAtYA6B3rrgUjyr4JFfu3KKAPtQEHeFix9ny/AkyxX4YlZNFBx3kqrjby/5EuF/RBPA7+T+JBbDA0whguMhSeDVV5hCLXh9s83Ii7tIbIC2SGG/oiKXBzziZS2ll/T6EESBd63yBvQc4kN7XyYrFGnhhLiyExBbUbaNhPFSPmK9pnmFlsjLh7YHtvvKHzK9LF4IXTwmsNCcovGWJaqAaZavolxuAPKZSTJTlF3BrCHkOsYkzZN58HjMTCYyj+OygClDxv7BlR4+F1D7Vp35mjzI9gIK2oSRPpwXWT5k9CE7x66V094VZNGAiNaedc28EqBFR5PMq0JioLv40+IJ/h4AdE5PgdMuBSLIkyKqDrgIYAqtOzGFsHgH7UmUbHYrZ3YjG2dDQGp6Oc4HiMWZLiUzbIuo2c6zZINOhpG830+8sF2mOhwY9d2tmyaQ8AWDffR2IGaBowUrLVUiZpKugpV2mIDz4j/k6hU1dy/+gGQfzmEDrLAFL0kA8ubf5OfDXqLe/MGYH3aL+4IxweXNwXD9K+wVwYHeXO+g48OFiCsI18BLUNJ4cX0B3iuWifTm+oa4Dxfp8eb6AxwffhL05nqZlA/LKPLmOhnlh8sOFb2AgplSRPiOKeX6wnc2H6/Y5+bN97izDw/pAIbvbn6v+OnNd7jLD9u4A8v3FEE+zE0Alu8rJD9cogNYvr9d+LAXawiGs9N3xQTUFyGKltsZyXXIN8BMDzLkkkAIfJgPwRiXPHL0in94uWReE9sYl/Tj8oqgqp9LBhl/+ITYOJfcq/wwT4LPJfVUP5xgTgQpH3hpTNx3T0eMLzcFV88f/yCAlUCt9HzySeGHw6RZY0xSsBJmjTE+2YnhFSHx9HwSUenDS8YenyRDecXTFp9PKnr48B2Jzyd3wA9fbX0+6fjBTd0jBUZqc4rY5fnS86+RT6GeU2JG+HCZy6E7ByPxaOo5ZVnBh6+YwCuvQV5xzaSeU3rq28cp1Zw/nFWo55RXHj+8d0HPKcX4+DCJFFY+UGAjsJSs7teVnut5ZZYfL/4y63llqPXFVlooqE2Bh0679LzSzIoX++CPW2YNfXhCGIYiIfBQDyo9r3TT5MOij1siTX34xhM9t9ye+fBj6qHZyppl+giq53puOZr1YsI0L8RFwEBlivTcUk3Qi/mG6Lnlqv3iGGpqhL/AP3iben7Zg/lis8PHLzHAfVjyjY5fRoV4MZVZxy+/WnyYjQ/FMDAPmrRu1xkcep7Fd0Os55eimb84ZUXPL023v1iEpeeYVrMXx4nUc8ygDy/GsmRERBOYy/Oj45hY2Rd/xx7HJJHhxRGYdBzTQeCL66iSPBkA23DYuih0Fvd8zzHBKO055pnwLy4OJnpBgbNMHPUcMw6GXzzCRM/JQn6/GONHx8kE8l+8sAg5BM5h+tRx8gUztsfJceAXnz7o/ux4dXOgAbLnOk7u1H9xRtxkpuNX1YWOx8mnFH7RApouZRLoV7WLaM/JnTrP+CK75+QrYqL2nHxm8RnLPvU8c3s/I9cQHc8U0OIZe5Z0PFOC5S+CsTePvPmqaXMGz4Sb8YuNDDrLXH1Lp4J09bg99rxLQDy555lPsL6RwZeOZ1JWPqOEssczy+Q9o9OIKlycfMtkP/c8s5HANx6A2/PM8/2NUHimqIFvrEtwEeN9v9hB0HHNnaZn/NLVcU2us2eMxDXRqJ5RyHOmfbmomXWHqHCy53uuGZf1jlCGOq6p5PuNXb0zSSp8pYjO6V7NzbRv3P7tueYMsXc0EuqSQiF+pWgI3XPNvTbvWD92szCh7LgmY+Q3ntHquKaWKd+4iZdtwW904i0fqPpGHE5ueMJ8Mwvhuj2w/NhzOFUgvpaUnnteltKSRMfL3ibv+IBzz8sFyPwjj5mOl9uQ3lHADN1bLpLhHWkw1sMV3zFflh0vS1jwjnHwHS+nMHvHMYs6Xu6T8I7mNoN1XzHXGB0vkye8oyEY3Vt2E/WOPYrQAJi+XzYsuvRb446XJ68eUkmAjpdHL/yjBdMdL3fqPKSQmI6bkyj/kctK95rJjP6RiMGOl0WnPKS2z0ftu0RB5Y6bd9D84ylu9kL7xyyhOm52m/pHShndsUrBHde9ZiRd/pGJTpoCXyJ0VDtuZvD1kQSSdtxctt05ffoG2fuy4+YL54+0Euu4mUabhywRN+R03CwG8pAY1nbcjKL8kU19utcs+uMhvWr4qIl98Zic2XGznt5H/nB33LxjfN1xMyXRQ6qK6WatYHccN7MZ8JBkWOy4eRDwIxW9SIj5ysDDonvPVxoe8tNqx82FZj8ua9px81npIwUB4LDyheNyuuNmyBY/JhPbcTOcGh+ph7jj5ikmfjxWRfeetfo+csam7j2vVX4kiu6Om1XxfvzFkxTna7ZqgEzpm4FTEfHBVueOm7/4/RhM6Y6fscA/vtqRVUbmZcd33Lx65sdaxOjec9qSHyc52HHzKZZ/O/OOnwPo/VjKrXvPf4o/5o7Y8TON9h9Dh8707Yo6gWVnybDjO37eoPZjspgDjN8BjxJ2/PyE/ZfDzz1QrxdZ0b1nID8/hpyw42cIRv8p4OjeMxnMjw2vdvzMZH596ARi0eTg7u38+xrFIdq9Zzq4fxIJdu8Z7PB1oKzde3byfF3x8bsFp0H3nhUh/zt0eFTwvYNk7d4ziaPXdRbs3jMBvdcTkXTvefTqn6xGRPxud6+NMIhsRD/s3vMel9ezqLv3TKbkdUQKu/d8teZ3Cmq698yJ5D/Ve/Zi/j7hb/eeX0h4vVDE10b9YUvTwTa3P/5PMRQhI14Oau7ecwfS3yXge+RZK8S+e8+FH14f7FEFE9HRTN8eeVZgoKx7z6Fxryd5+uIRovbfvWcb++8QNHwDMaDtf77qecm7HTrYZlLk60Vq7JFnEGtbdrDzourvDeKUKxFbaOlWWiC2kTj7wqVO7b//GWzLS+K57ZBnPAa/i77Rwc6kY7+Lfdj/3LTzk05a9j93oF8yx6kOtimg8vcFSnbI8yOQpO8QCau7vv9Z6/yTUHpnU4ekWVP2P9f4fEkeRTrkuXTMAv2sU/STOoMWf0iEBej+5wlTfnKKxxeRssSu7+Pz4s5L+ojUHzevWujnpPFPSkL5niESBfvwne1/lovxk1XhXTenWfKUG2o8OqsqVjH08fnMhZfMQwQXIKPt+hkB309eeint+q6fr09Peaa2/7nJ3U92O/XxZoDyS+pJvu1gGZ7K2HXzJv2UpnT7n0XA+UnziW/o6Oau7/pZKfIpRYAxkYnIoitT9T930ftJLh5gAVcs6Puum7VgeEo2h7tuDvR+pY6o/c964Z+Mou+VV03ezHkGfHSC85tatWHX9b1yB31z3lcfbx5F+cmvGbt+FrN8yhMndt2M2veUqmp23axo4St/RG3uyIrzwQO+0Pa262YVQEZ/NpP4SSw+9L1yC8Wbzfgsia1ZNMxiYFtVcdf1vfKyqRCMwEmevu9/dqHzlHEwdv3sVPWVW6ddN3NqfeUelF0313F5Syky+niTHvtJMLqZK8FbKjKBhWBc7bq+W2rueLNVV98rcwpx+l7JOeHPiAmesm4S7HWlInFG1mQUGFjswI6+7/rZQpevDHICZooDZNd3vWx63nVzmP6Wjou7bi4y9pZd1F03r+H6ysBSpbvILM3DOH237EzwZi8kYDURWfpeKWEBGn2vxBL15i9VYCosZ/uu/3kM4FPumNP3S83ylw8Zd71c6OEvoYTZdfMVzV9GUANH4HHdd/3POeC+8im862a0v7e0dAITyKHd9103SyZ5S9xH3y2xfHlzBhK7fpYC+8pEL2AMaKD7XuZgP+YZgaQJNbJW267AXhCS7PvrlWeJf57L9f3Sc8uXx3TgE22gdr38qPSXVbD6XlnmtAxYwljIvoMTHE7u+46pj33ZaGrfy9ggKsAPrnb7vuvmpKy/3EAFTiMTGeCqhRQIAQnJU1cH7Uf/8+TUVw6AsOtmHAbeUorSvmsuIXryiBO7Xl7r8JhqO/qfz+6vpDyi75ajWG+GoWXXzWimvCXZiX0nC36+Zoohr1e2Nfhz4nffNXO6J2tZ0/dLLl6+PIVo3zHJTr4cgGnfM+nQPvM7YdfLn+C/FAMAqZRP6yhx7vXK1MI/O1jbyz5uj0lm9cjutLukemPXzQlG/5LN3ndNsJshVZYgWkaXXvQ/C1HzlVKs+07+rnhNOsFdL8/Aesy4E7tuDs94yzHlfdeUEOHJZC7o+jkK8i1HVNH3S6vXm5us7nsm3tNnRm4wcsrqEjC903dMKmi+nJ+9btnz82c7VX2/VCPjy6ho9LIAuMdEHaKX2dT9JaplUZm567XLd02y3pPrXui6OUWAv5yh4MoWLSJVGftOnrzymkIi6H8++76lC1s3jzl7S1XQXXNEjQV6OfDMY+Yg40CIFi2iFR10/XII/OYsT/Y98y/HZ3Yi0HdM0sYvixjTMbmBb57q0csQgJ7sU9Z181PeYwJdh54Su2ZjK0K6T9cDUAFdcwybJ/OJ0HVzEs+/7FPU/6zk/cug38lYkLymolXtgVUryE2O1y+ztn8GArHrmjT+PlOoUi9vhh9zCZq+ZzoOfeaZOJ18V36Zh1bHnDp8s1mdrpsxoHlMLCq9HOfiyVgfOnN05wTT9DeDvvhLxQpAKmJ0ZXS56kbsaQFRuPVyD+iTGbk6GQ6H17Sy1fWyKuBjBlxbBQgM0OpmYV1ZVVEJCDAlFQX15NTEtKSUhHRkVEQkFAQA6Menh2dHh3vbW21NZ3OwV2sHTloniRLIJ05qGTJTpHzqhUF7Q7Ap3LBsG3LCGH/41AmZkSKoA5CDsbAFQFpZ2KsjoG3QqWkaUuzoWwwTZUN4VVB2qKbguFQEz2ptAsBk2tfh02oNyoF9Y7X+/LBBH2VoFVBQ01jTIW4ufcHiaCnsDz4KD8B2nEYpAM5Yulqt1xFWHQRZVJ0unQPZKToGdLiyfDpbOgWyLHQI6AzIrtDR0unmwNHJ0sHKcaNzpWOVA6pTpUOV86kjwIfOlI7UdYdOlA7UFU/nScfpqqbTpMN0FaGzpKN0HdJJ0kG6AtA50jG6ZnWKdIiuV50h7h6RIXpCguQB+eGjB48dOnLg3eG4YaMGjRl2dTJi0MGYe+FCrgWLOLgVbypSoHBrY+Oe2GrJguWKlSpUpoBKifLp2QmFc/NsLmtmkjEvLSspJyV3/ceRkI+OjYyL4rBiIviLeGj4pNBJEyaEg4JLApUkQQJ4xMhfEb8+vj0iQ/SEBMkD8sNHDx47dOTAu8Nxw0YNGjPs6mRsY2hlxKCDMffChVwLFnFwK960KrQpULi1sZ0wsVaChFraCBHaEFo0EB88nHXgsMFMQ4YyDBcsVCCjMEFCBAgPHDQYEwtjsEBBghz3gn15Ieg6YIBrqwCBAVrdLKwrqyoqAQGmpKKgnpyamJaUkpCOjIqIhoSCAAD9+PTw7Ohwb3urrelsDva6WsfJusm2ybJZc6rGtDQNGtLsmSxoVkr2x5GQj46NjItZcXYvSyQ7RE9IkDwgP3z0yPLIxmXhsm9ZFdkNZhoylGG4YKECWZZCdoKECBAeOGgwJhaWZZBdoCBBjnvBvrwQZLty3uSg5rTJYZMjSmaMmDBgvoR6yemSw2WLlixYrlipQiVnSo6UnCg5njmdOY+OjYyL4rBiYg4454t4aPik0EkTJoQ5gzk58O5w3LBRg8YMuzoZMehgzL1wIdeCRRzcijcVKVC4tbGdMLFWgoRa2ggRIdBAfPBw1oHDBjMNGcowXLBQgYzCBAkRIDxw0GBMLIzBAgUJctwL9uWFoOuAAa6tAgQGaHWzcrByrqyqqAQEmJKKgnpyamJaUkpCOjIqIhoSCgIA9OPTw7Ojw73trbamsznYa85qHNVUOG9Q3bRhs+ZUjWlpGjSk2DPYUTNlRMmMERMGzJdQL124bNGSBcsVK1WoTAGVEuXTsxMK5+bZXNbMJGNeWlZSTkru+o8jIR8dGxkXxWHFRPAXEXt4/fTshMK5eTaXr5rXTDLmpWUl5aTkdb/qP46EfHRsZFy8iq98e0SG6AkJkgfk+uPa48rjquOa43p3xXG9YaMGjRl2dTJiXOmuadcR1xBXtKuFCmQUJkiIAOHB1cG1wZhYGIMFChLkV/zqBfvyQtB1wADX1rXAVegadAW6/lxzrtir1bpqNS1Ng4b0zKiZMqJkxogJA+ZLqJcuXLZoyYLlipUqVKaASony6dkJhXPzbC5rZpIxLy0rKScld/3HkVZI66NjI+OiOKyYCLZ+rYiHhk8KnTRhQjhoFbQuCVSSBAngESN/RfysfVa+PSJD9IQEyQPyw+rD2oPHDh058O5w3LBhrWGlMcOuTkYMOhhzL1xY5Xh4dna2Ojp3Kpw3OkI6QUEAdADoAAH16PTo/NhbLPZqVeXGWb3q+PRwVbmp3Dhaba1T69B0jk4OtrRUVI0aM2vEhHJDubhxQ8pmC9eLly7cLtwvX8KQGTMqBrUNtw2XlGuGi4Yryg3DHcMFwxXDZcM9PT3DPcM1NS3DLcNNwx0FBZWCJQs3ixYqUbifWLhXrkzhTuFa4VYpl89QuJub5udGRjpSci0tMbmZXE0umXy5yG1sfBxzdV2SS8mt5E5O7txHRDT8chMTw9zFJ08OuV8uI1csVuSCuYXcJk0IBbmDg0y4Tric3M5OSC4k15ML5cgRJEq4gYFLkvz1cfv4uIBcI0aWcJdwi3D9bjR3mjQ5pTtcICAkAACaisi4ECA8cOAgjIEXN88TcBNwFSgYE0viEhEtcZe4Q0NGPxIacBuMcSVE4EbgTphQ4QLTEfeoycysTIMGChaeuEpKUEncpWzWp66FuBwwcDFUsO2g7bYHO0IEVwS3Q4cz7hk3A5eDmpqHtLQNIUiM4I7ocHWlhYXFRWDNBNcEFw2tBLcEFwSXxIABW91uFjeLW8UVoEYNzaVvU9Ob9Ca9z1AJyLqtPVZTTlJOXCkuE5dmc7Ph3ncbLtQT94lLxY3q6vry4iYYMyaVDJnVe/U2g2b0HuXm3KteLw4GhoCLgHvgep85E6eMmPuNaBw3XsK8CXO/ucXcX0LvUDd3KpgbzI16f+Eu4OLcMC4Z9wGXAvcDt4y7gcvDDeIacXe4SFwh7hrXAxftVuX6BOBqca24BbhfXC6uAe4WF8Fdep+earnae82aGw5Xh6tzw7lVAZHcgIBGjBQp0tfXowcNGjZuF1FGdlQUAQIhQuTIQYRIkiROnDhS2rouFkMWFj5ZYuu1rbjb2tzc5G65+8WLGneN+8aNH/eP++4uyB3kxsPTu/VuHTqG3ENuIjcS+2yZmblXVj7+JzIyMjlyRIcMGSXa2iR8bQG9cuWTChVzZye5XJ6MjDQMDATS13fDh01nO9pOwISAhDYgYN6QIXd4eC1YsBgxNrYFBTUkJGRvbXu7VbUtx/bY3vdFe9F+fDy0D+3EREFb0GbChM/ms3XomLPn7BIlHNgObAkSDtgH7K5NZabhNjP7sGEDWogQKlS8vcHBxcXV3Xa2mC32Fjs09Ip9xe7ShYpNxcaCpdPutKVIKdtl+/Iy0o60w+FAO9B+8qTP7rP1bB/3Drvb7tahQ8Yt48bDi3HHuO/u6G66+8YNGDeM+8WLFG5ubW0o7jXbCaANaCdJMsQeYhMhgmfj2TlysLBZ2CFCjNljNgECUDaUHRUlVAQa5fMz0860zeZKu9Imk99+e3KS0Wa0DQ2P2EdsIEBk2DLsGzfa4uwP99pNgkSJDw0gPHhQwUKFECJCqBih4i3tDU4NLo5FXN1Nv2HzpvRMaSiZ0C5fumDhgkUKFCmXkpdhyPCTu4SJ28SNdqe4gQjJy/Phg48vMFBQkJDQiRNGxt93zRuK6RkypGS+iH7hYoULFE0okpiSkKlsTNuYkp6SioIRtTLFiqanJuYmJqWTJLcTJ4A34E1IaOQ2cgsKFrmL3IGBfXffzcfX4+5x+/BB46Zx5+XlKLybNGGiRMnf/XcfabqNjI6OkoKCloaGnIqKqpCQmIiIdnay2VQ7tU2cNqdoTsF4ATNFyxTPKp6ckWLFR0WwIxjxi7hkcIkfE78/N2lWt25Ws9mjIy+vChVMmHDhgkaVLFq0ePGCBo0dJ06c6zV776xY0SFFCg0oUDSoqxPBgwecn9+MIPaOwkImT5zcTm7Dm9FeYdeokQKHLWRw8Pt1dHx8jIz8m5zXw8adDTn7Ts6WI2G3IGGTiGCPiGBHCGBvBbAD6NhDtq2zatur29Xt6TZNjBg0bBc23hUW1qGDBg0NGogQAQc3Y8YOGwYPHnV1KFCksIWAgpbN5srLy3Fmpi75eXt6UpbLk/fkXVkJeUPe43HinXjrerjxXtyGGXPmTOmbNzY31eZyfZycqri48gcPzECAOOFmv7CL5Nl59p9NaAux9/bsbDsbCZIf9g97cNCIbcRu0sQP0f7eXO4sWaDcUG4sWMg3+aZCxXIKqNl8yXmZec7E3LxS5d68tWjZ0uW2YoXz5rw77/NtdAQE9MNza23cpkAhzIMWa2NtICArE9NOUhKPklJQVpaUAgUGMGAQ22BnQEICUFTUo6OTY7XX3NY1qqpq3NhptmNES0u3qW6y21QfnyP7yK6q8rK97DyvYFewzcxM2CbsE7aLLeqa7RrbajXdmto7OzZPHJuHhw4K6pGSWjJgQEtMLINtwVTM1tR0NE4cm25j0/S1p+dnaelJS6tAggQMysognHVQYauww+w0e8MaBgxsChRwsDnYWVkL7AW2ktKVfWUnJQ2wB9hMTF7bawMBYTVZSGAnsMnssi2XLWTImFGjxs5hY+fk1ERESAIEWCFAAAYBwgU0Wy0pKUAAAwbCwsAYMFiwoEjn1rHa1tu2VW3Vu071sVd9bp9b6FbahobZhtmaMXNme2bLho1db99s39h1zbW5TjaSk+3EZVtx2Vw2GNgD+wEI+wIIG4StZrvdRDv3DvcGwL2527vnztmi3jmoNqq9Zo0Z24ytRs2YMnaYe+gOCrp/fm4tmC+jo2TatFGzVWNfrzl2jv3zQ2QT2U9PAmwBdoECCGwENgMbgi0m1A61R+1SKamnbvfr68DYWBgGDAxuBrcFCwvuBXeE+8Hd4E6QQAGO4R4bK3PgIIMECRw6mG24N4S4K9xmZmQXLNwYMIi4RdxlZSPuEXeGDGl32s2Bg9qZBxA3iPvDTeIqa8pqKooqCorrLlDg6r66CRCwuq3uATeVk5OAqioDB+6w+8BdVYV1Y91MSffSUoA7wC3gNqBAAYIuqe6tdXu7Xw6+xiZMuCV4HRTwArsL3AgQELgJ3Fv3gO0WL1svWzPbUDuI7eenxFaieLNgu9lutfvETYTHzePWce+w197sN5vNhnFLiXJHucu3p/01wZ5gt9kf7CYANgAbyNZu16DZotmabstsT+Fs4dj2VvUWy+/89t5a2y9dtl22ZLZcbDo7zr5xZ96Yt+R9dP/cQbfS/XT72AdsKtvIHmOHsbPY1i2qjd2ObsFsxdiK9te+c9x5994t5P6zPW1Oe9M+21HszPvwDt+L9+dNeVve9C1kr9pwbDe2qj1ld9lYdhq7jK3mpnBDuMnuCXeHW8Lt4dZwf7CF7Nvebkm3ols3d9MddUPdOO4ZM2zcNu65ORe3i7vFvaJMGTCj2jQRIsBNmBBXYWthwQIVCbb56SmaNm1U3bDRrllDaqotJSNjQWHD9uxMzoOHFyK2addr6qoWDgcOLTSQ2KqpuRixDTFlyhmLNsvaGgwSblsUKOhSbNukSJH81HZ68ULlyxhtaGgXsjYz86t5tC0qchraAsDEBF9eUmqfiOjJyGfb0xO0o7Pl4RH6Cdra9l1ns1wtge2AAQ+0dO3kZJFKrWWTJneDTrR3d4ZaQ8TExBzh8I5FbeOBAyDAorZQUFdLX9uuLjQDW669vRp62iABAiCg6m4LFICwtQWx47ExSZIbS3xoe/So49GnrVHjiPYIIBMmOAqFCJkxZAgNIqJaMGK0YLRUtmFjK8YchCkl3YLY4vibAgcSthK2Kxps4eDEtmLbty2DuDILWjZaUlJULao2VQtHqyaNNo0WjRbM9sKWBQsMWwwZth22LVp82H7YutiG2G4w25pt5bZxW2scbZw3Wi5aKlS0aLVk8fTco2jP2i1VrlzZ1G5qrWglt25bOroT2xPbuTkTWxMltGUtGGzWmrWS2s4tW9u2bQtjS6clW2oti2yPkq6SlLY+ALYAtkFbp63OVih1e2/pbc6Wa91ytaraHYoWivar5dx2s7ZZWwhbBFpdW6TIWDvW7tBCav9P+6eNjHRk1KHVoRWL8bR4WkUt4lZqiwBB07Zpi4XFtGVC2n55t2jerXerYptvCXBtudC0SIzQMOLnJWDr5VW1rdo+2FrZBamxjZraTm2vtl5aQkGt4A2tjzxtnp02x6H2UItD+0QL5If2h3aGts5G4N22xPbFNk2rRAuotaH109LQ8mnHaKtE0YJqz1ug7dNWSHtGa8ZMGG0YLRntGFqHvm8AAJaWBAjg4spzCBA0aAgRoq0NBowcOYgQGRwMh8eQkLukZJmS8sy5Rg2thjY1TZMGDJgsWbhw8eLFipUro1+sWNEzM8WSkl9LS3BjI2Bh4Y7Hx71EMT0eT+67Zrkc5XwGpUFpKPSUwMo6MNCIET4+Pz9ERChQxIhhs7iY+B+p65Q0JW1Jcw45DOwRaCSHET4dfH5I/BDHiFCqQBFjKqY2rdXUUgx1XYlY/Pf9EgGD+wABb+zYgWJvT66GjyA4cAyxs+tR96jn5nLUOWoYMHTUOuq8PCQ1kvrJk3E9rv+rgHEkrAnrJk2EFCmCN2PGCje3Mza2DipUfGjRQo2ubquX/BAixAYenosVK0CcnTXo0MHBhw8R1NQucOCAM2DQJWBYK1Hy90eDCBEZfX11N26UQIFCTm4EECB3SWrDzk4qNBV6c1MKLYU2mz/pT9rTEwuNhdaiRQwthu7ShcwXukxN56P2UbdogaPGUatQYVfb1Wxsc/Vc7eYGo4ZRz5iRV+fVRYo8qZ/UTZp8/WAuXDCA492ulBQSUk/dU29T622cOKWnp2bMWNlCX6Gt0F68iNKiNBcuWbKAAZMmjamp6ppU1dPTUlHRMFSolPd9MTJSkZKSsbNzsout1arSqnBqmkaFQ3qGNAyaMGNKx4hyGbUSxUrmOVOSU9LS07LR3FgYWvh45fGTLk1Fg+bNmTM0qpscGjWHpn20WqCgO06bOKd0G5rNqRmaDT1qhh6lt9SodSkb0jCkW+owdXkLZF2uFyEH68VacVCwVqwZBZ3UjPWkk/BluDJ0TR0aajZ7enJyns9RonDhUiaVfvMGS7vJyfHxAQJKqploGDnw8Ibo6RkJEuTvSI4hQwCNGPn7S0Iv6ezMQkm5WW/WkZGYNWa975q1Zk2FipZaSy0q6qX2Up+eonFTt0mRQoWcnJ0d3g88PR96QXoEESJIRHDwyRPw9/uYeGSP3qOD0EJevJCLEaNGDRs9eNA8aB8+bvxQNExMLPx+nTwZDNNhGgyGpCHpx0dJWpKOpClpwyX0ErqwUAmthHbiJJAOpAVpQHHlZK36pn5Tl9aoNIo1eo1WoeLtjY0tBK2hhsJycmpqurryesPCWJRpQAOBduLshAk1E2tvLDysecAAAQNXAS6qLaoqA1VYRFBOQ05NT01XWVfeAd4wBGEWMmTo0OHsA63W1jbHxuaCdkG/0SrqHzxqHrUNG28uXKzVazUIEBBqCHWDBgXqArUDB1v1Vh2hNlBbCZiaUqqV6qioo/qoLiraqXdqLrfW0alrAEK1UP3zs1Qv1UhIAeoAtVSPUW1U6+gQ1UQ1lztUD9VFRU/1Ux0VlVVn1VNTA6zqAzQFCRUqXLjw4EF+VoGuQIMAcYG+QJeVPaAf0BDonI5Tb7d3fdc/NQAtLlpLy0t7aS+vBnQDuqtLbMGBAl1dWF5eWVpaUwLopTquvrujQSOtTqtlyKirK1HCrM7pIVpIqIluopWUnugnOkAAKppqAG1VhYXFlJUVNTV1tJRkRBvRTExRUUdHAADctFaCBBFiYma1Wb2gzhUoGOuqvbwqJEhQdqJOo7U79k4Pt4eoJgr6CTL6+iLrqisgIRXx0Dp1XoOBZagz1GRkIeoQdYUKaDVaXVanWa31tqa39A+dY9NYmra5V269upqNQ2fjZFPrCRpqDbWIegRNZ1NTs3DoLJzsm7qGXq1X79VMyJeZNRZyTa6b1I6MYpqRkZAmpJkw4aP56L4+HbQOescOOpqOliHDjXajV6wYQY+g09LMaDN6w4YIdAR6wgQFtAKaAQMDtAEaAYIr+orudp1opyIkSPzu8ui8IvWXKfWUWq+l3N3RoMHiBo0DRx1dR9vRcnWXMfWYOktNxtEREfGQLlJfMVObqUPrNLUbODWc+rROJcPggYMHESRElIArEUdbcOAgQQIc36IH1EE8NU+tre36QU2Bwon6RA1Xx9ELvugvuos+UHMgUZOo1eo2ugqKhqKZ6KTaxIZ6Qx1WW6DJ0GVoNfVj/Vkn1mjqNvUauo0OQbPVB2oE9YC6W2vVAegUdAtajoZBz9F49Vv9ouZBC9FAPD7ZN1lV+lofqYPUQ2oh9ZKakJ4CSofSX+gu9WU9WYPWZ2rTukrNVAuolegwWgItRqvSq7WVtqIL0Fh1jDpFLUcD0T4+SrQSjYQUgA5AS0kRoAnQ3S4YDUYjQDBGj9EMGJDRZPSECRxoDnSqYag0S5dhMqBUcoWGBgAgAAAAQxciiMRAEqZR1ELqAKQN5sVloQxAEQKAAKDqhCAICAlISAAICAC0adNCq/batKdFCy1aatWqnXZaadFOu7ZatdBKi3batNaqvTZtTa09vRZtWtGipTZttGqtTWvatGijXXvt2qgWg95QQKYoD7viiL6O/I0qXpb466LLdrkuvvAOCFy+dS0xcViL45VjaYFn6WVxyZoqBHLEsXmKw/9nNtUEEMpzlAD6vDJgVJOeNtqV+U7DKt++UW1GdPGqkaYBAslbsn9V0ziWz6EkcDXQNOCz/HQR+AuE0ILIQRtX1xfb31ZKTVkVlAzPyDz/rCBOFD0r2Tzy+uX4Ot18EmulTfRtKRLaF4vbaoasqu9TELVnxQ2Um5EScu+c2xF7L2Zvj7S5rq1dwv9QdXvNmcX8/QpU37U3Q/xPzcy9cV45e+/F7G2Ot5E+K80+vglqq/oPQeSv8ySRrbuC9TZUTpy/JRF6V51NkfFW8ldEyXnXrCSqP4a2rUw1CoWUVLX6sHe6EOQ1fbqRZW2aboLuR6mtO0VBMZs2N6vKb8LZAfk9JNEFb86TCdK9aQD5+9KELE8VE0Sfy9zbJWm3a3OH+D+Unb5zZjL+vwLZc/fNIO+rM7Mv3F7UrkG5SaItxT5p7hCdhbPC/wZBzt13VVC1jG798ytkg/4foaz8HQWQd+ebQJZ3K2ZbqLwx/VRi6lZlm03CG+V/ASWB7DwU3LS5WAB7/1ZFIMtbaSNAfwukm6D7gWLraNGTxCbBvZat96VslP8gs2N2FMyavysAfVe9CWXxtuK2gdpdEu1wtX+bGkH6T+Qme34ZWDD/dwBx5+ud5Kv7rvgmqgrIU9opVE/c+CrnK/SoreyLHWiJUnb7WDCwP86J4PEk+uFrMG3ktrM5karvn2MFsHAjHaXqffn9UtdVJiyw9ru4JGncaycje77va/kY6oVm6Mq55zXwV8OVQARoUt6RvL0WyZfl2qvkWKFHakBLcIytg4WdwiLey0oOO/9fuzLLOJgwK0eIGYLE6nvpjkIBxhPQ2yq25E/vY7ms8p0FWHm4YuyHisqr+dQkov6Bh5qllsQqDWGIX9F2O5pz3qTc8hrjgxxMdTvzkVuZEb11luO1s/sQgswi+CgBoBkMWk+wDJ3g9Mv5wjoiSWfq+lG/5rmJpifJ/fghL9J0RiP9dxj9tY95mjV+WgvHXhPoCpWfp/jLpfqWaF5VCW+Skk7AMLY+kdjaOXHkJ9QjKdC9n79/UiXAM29hr2s0P1Ih4UBN0C78ds2iDGj8IpHsfjSr9EPV+Wq9s6kJWS69+n/2txvjjqBwxaNOtze3UuS6RTw9lW9xFm4bbZKvI8BiPOMlsDLnYfoOkixNFwP5RIarlwEGp9LXUFW0i357K2UnkWgqnDjI+AQXrLXZ9xkrtqVjh7cZRlThlaU8d5jN1EijOAbBRono7Dt86JwYiU67WwlvOkAAzs5fwl8hOCVVk1zAzoxvnZCiKiwHLQUS3Nv4SRV2VAPZd6whOpCRqyu8vbjLFF1CzM2b/UnuLLbljD4cNXQlvX7COQ53XFz8b8EfXaoX7yO4uMr7warREfZqnmndVnpJwGZAuM9hFBXN+Z/Tzdf4yXdGiwHhPodRVDTlqbDS+dWj6TMYa4gZcRqTqgJqz7r2Uct0nsty02yawVlVjO9/b/0LUhwqBJZe7mKJrSv1/1R/du1mq+t0vXbfbDRuKo+v0b952NFKmevT43am0cEn5zI3ptk/ZHRzYKTg+/9o3dgixe616aeUqvW6Xi/LRaler0snW4wmmNAbjsTi8DN3vSqU1XpVK9d/vgVOCCXFn/f0JbR1I4LVEY51FHxScB7ZVBhgY0TEvWBSSdCaxKFm6tOe0yf/bzCnF47Zpria8id1Q+NJ+GYrfHy4QwIpD8FHNQwQADNH6f92IPqOODNHxb94UnH+IJKFQ+bdVU3Y+mlIeiX/WXGWCvTbdjvXbzbaVc5jm9tKDCYHXwv5fqq5YMdqa0eKIyCiT+myHFyypLWjTntqlTI1gp0PymZHHjYFkeoQmnlGPEn3yfjv1JvPHSGS6XqhOF7s0vQcq6onN3vmGFxUspYdzFTABnUYAlzL9q7nrwSaqNCLdvIIIFMVkvpmc+jrdhJuWQO4lvRua4QtMAX79R0gWxyBY5YFQtzz59Dlt0Pl6HKmDD4RIZJ7yHOsIFbHnlrKWkHPrMPc4befhJ5hy8d4bNoF5+w9EucLH3D+H/MgDb0RvZQ9hbKcvGdv/bLgZR33cBrq7hTKfIqcaKdIp/rf6HbXox4rc6ztK6fLzEXdna4U4bmDS3zPo2HzLdpCsxwZk3Mm/d/L3P6rIKmrOtOnoZMv3Z/P/7++R5WGAoQpHT2gTSGt3nedPvQewYM+Yf9Yf59jL3ZFVmnwnjFOVYhEjdnpwU3Zns93miYV5/pjxomYQxrN1abYTlACtKaHCF+7hEydvAgNUiwnj3nwT8E93dXL6nyy4wEwiIYnxJ4q1nx5RBz/s3DLBidp3nB0+c6Ckw3ZWqTIatTM+pF8vswcjBEsRlfLQg7PMOfNnnIZr//hASPUw69Zi3KlKDPMZchgGHASuQU23WJUGWwi/rbi8tDT9zCJLakVD+Ga3i7WvrEG2xRK+rdxl44Ku+gfgu2uamoePepTMh/t9OBV3qWPu0M0SmtAwd75seXJ4M3mexqE5TlsJQ6iljn/WB+5IogXM4/GyWnly07Dq3FCEswil1UX21dZTUtlukuIQsrtJggySyLL5/Xa06fcacQ4Po3TDW3Eilc8X/Vht8QRu+oPuWf+GZfMfeR6ZhbXF396EVMU+6Sof3bc71opbOooN5gVH8jwVefDdiXYOlXV/+C9Ha4pfiMHOSuJfTeqcovhg16hCGGz9P7//eq/c6CEt3bOA+re7N2xWAYq9c+F22mTjH0dybKN4t5xtLBjbL4cH7sctdd49y25cJp4ySK9iijt2NTvslCW7aXrZ4RIZ1fPF/5rYn81hnh+e5V3nFZjrgQP0j+Ln9bbnmQAXvW0vylIe7/tfzKQAvjXUFGaWeOqjeXdCJl29Yu768plm/+K7GO29iDYCbv3SyxQ2rHh/Pw8tJu+ge+Hb5XyD4yMkCpzglRo9bd7BO4K6e0toZpN77tj8kiVXx2SMKqi+0yCF2ELcb16T/X3/l7qPEZh991GlEf26nAGW4bEMciVf+Uw9WnODDJXj/WDHAOWdjbhunZ52nX1mI/p79+S02IkGh/NbH6Qa/F1NjUZz4JXt7oI+NlQEMeuNrWZU6p/zQW/ZF3pVZB6N65D44q55SD9YfnXxNcPvINcXCO0TCyLyeF/u4pOfx3gmwEej+c+ev118U1m/vb0q1wYtSIUlP0nAia5ccBAJgtUhAYBhrApwCc9ArAEyL/S2vBHnk9+xrPYG1fMfPetvXGiLKSCfTZtiTPzpelA3V0BDFrbhztQvVKt9yjLpSe69UQG4j2RYy+ikAwTOQT9xXSxPVQLzHWuuIXe3vdPB6Pq5Miu78isDr9ziwnCVzi0pz/rM8oj6tIcxuzaBmwEOoM+mk+AOtTro/lZPToFyQLo4jzPTuNxbB5Os/k8HMbnqf4HlR2HXplD9UULnv11GNS1hBHM0rBq4SrxN/zRb3PT8ySKFz4/XJpV2olfFu59HxeoKQGWwShozemi/S+cU+C9hd4YmnW1QGHcdIjeKDiUHtWm2uPaz87Fm6tq77NEp6VCUgyCbQfT3AwKyyl1ctDv6L/fqKhQGs2jCIxt29vlivygfd8dF21mhzBk/UXzmchO54dF1zCFBDW2MM8LorwWC8lmfSo7xeHH0ybjGb8SFURuwBtoiFSWEVe2jfFmGD3gSrvMCcPfXB5GrFAfvv30VFCuqwIfIVMiNPYO0rbb+tZXgPMOMKSSDsP1cOjfjhOn42fEucfTs7j+zXPnqmBLNawNufn0SnDLnuhBQXsmpnnjk8vrhiJd/MIvWJKVYc0SbLTIfdBKDi1qKxumQsIg4+I1fv0L8DFYa9thGdBqxnLkuXnKVd4kfsoK6+RSE7H3mmWvHbv7CyTyb0OuUVXkk17zGILNS4qJ6UBBwPcvQQrk2iJgHSo/+rEIH+y260olIxE+OpKWi7A1nTEpl11oIg9w4n8CFGUnAD6o8mL3aeRSnbuQm/LWnnRVJRWFDVIkeGf0nw4e59Hz3rlX67U+X+Ybik1o1VU5KwEXgWgWwSK2HRjXixhmMrvINR3hHn8LqCmkqDp6YQ+H/LFewf7JEsGIXAyuHxzmLfO/gkkUuV3NyBsbaTvM+Kvb0ROZFfd9N0cFHQSLP9tJkXs2bzH0OreCE8V/0fFnvHGBYmKa5uPpNB6npslUs5oebf+ES3aey1KyLJ1mZpmfz0Gt3I8wO8nmZdJcz1S5RR+uR9SLZw7jByScrHrxfDS0BQZMC7ZuaQfvR0CLLve/lCN7M4+ouuLnA1M/hja6Fmqcr+J9QsB9YZohY0b+H5ENAR+l6pnsy/9d7PD6DMkx3WkzFmCCgGBsnMcV2XxpjLAfbFewdh2WqSJRxvTa7ysynxlhA+C2B/WNxMUKsLwKmt7kS+xuUld6dI50q5lBafdGnPl1cG5LU6sJImwDNvZDhSJBTHNf7utBS3CcMbGE4y4jTdhSv7ou3TxtKPfSkCDTmVqYzhXBZH4+NY/7pcn4Iwah8npuE4/84wvq49J+VvEpjmRyye1meyYu9l5o1JalO74uMNfz90U9tceWAYtYp02XQvldhgrgCDDaIYMwKevA8LzB15Oq7+L1CJzGfbtujut8+EZjnM19Nk3EDmsO3nZE1qVAbILUH3PLrA/BOFyX99fLjeO1CObX6KVkdaL3VnRSXZvQfRP5dFWWcN+K33R5ZcPKcnoWuP/Pa4MKZcwSPQqSMdmp+0pR+fMufxRZVjJS9czk1FJQQ8KAja85S6pfZs/U0Y/xjPynjtooQp7Z8vt2mfrZ6p62viVHV6qrezDjY8qz5NgE8mYBLkddqC/J9S/QzAiEyvNukFGq6YTjgxQnP0V/LFh4+sH/ovKPGSiwbhiCxnn14DC1SZJHQaImy1jrEy3Y5J8MOuiyfiP1mASefuoWcu8e/DXAVHOC9S+9c6SYspQsCA8JAzqB14RdKU0W/KZemz1JoSkWL0mHszg4OZ8AyJTOHLB3MaN/7OjFvLwMUiY/ebA+WkIRx2vJ7sizRRMG03st48OX2166XFO+JQNgL3QBsOsFKrxtUJ2emFKK8JAesGJqnsiXQnNCoiHoFB/CM+//JSp/brhy8DSxQ/rxkxD4axcawLg7qa+0651/+6l7s+1D9JPFX0QhNMjZbxNwEWh8TgGrl9ImFRZuRx6hVoX7bXyzcOFDg3OvSHddCHn1o2GGELhs3eh9e1OHyiwI4kAm5g89qswtNHBk68d6rmrQXNFyfKr9/9pXsD3FxP/tdWSYXghd/Y7PhapQKsEMiZ9emrU5FNDT2Ei99VcQ36+XVtpY/FYX8Y74DngJ16eRfvd5HQULHAAI0jBkEHgh+MAA1e+peTZu6Llw1ZcFXEx++W3qANqU78RxTqRR9NS2TEm9CBzpxEnC9rPZpFaFCgADEiv67AI1ddoiZuGbhoY64Ev5JcLIvyEuphMGoqUrs8Zk9YnINLlxOWndXm56BpnuBd9XpsNfSFOWRt3niKuWzpvt1dyNfb/vZMMH2HDyrIpqgNgjqovwvxPvT9cXpvBjNIXeUinUw1fcUYeDXAS2Rzo+zZA8BgIJzlHWXT6sPPIa8d5ngt803HeeVFK8po1ap1ft3fLgjSueKB+Z+EcIC+YXeDyaobwq8m1Undr9Teul8LFC7SKJN4fIU3H1+e6lhd5Ubw2vLODBtg01VEc+UmWZ/pCvQoXkn7icrDo2pB1hYPULz4e7lN6ZesnnQU17JUaqyGUZcMX3Q1M3ghEchYADfLzjdQRDrF90v4Es2vl/VnQoVr/wfBP5wSDZbcN15Wsm5uTbuq3L14COyrcN3ZK/faKWfxPFSL5WkFd+DSGdfC36u3wPLX3d9dPFv+mAL3+b39qmXfTSMMK/fNtG+JfvhMJPn73bxb2JgH/DiVq+oL1M/FsrV3WmEDVI7ND54hTRcZFvhFi2yY/paFhkuD2MUpNhq8PVxrDcG96vURs668ibGfZ72WdgqEMFW8990JKhvXvbOO7j+KWZ6VzUJjP39TPGELWyYS7rCaeK0VzK6EF9KJxYzD2s3R29YvkFPTtUs5WbLkDDeW03GpP5GHNlJXfXPIF0bIEaS6h8jMA6zHkbwxp7cRe2uhmUdtvZTgujnSvWBupGg1qB9XlRyIog339pYgDVaNCGhG4Oz7x+6sgbdl4r2w9KbfiHXReePrnYTlOvTu9G4gTE45GXdhZt0U4UczB46wCuunqzYqOnkPdcut+ypUKEb7gcMV7rc9nT0EmrsXqfB74ocHdbfZmwcREMWy29rdWiMdk4CdyIl6vHTRmI8HGWW5Zrp7m2bNrqE9dYUb5NO8sAyY8Ke78FOr131ZxtAsY5Ny/mynx4ze1iw76HLkdrboDC3W6HhZBfr6dYEc2xGO8bqFsyc7rsVpkrG73YS6NIHdfHbv/I12z05lydEMDUqk8zCTwE7AurMj/K2i/EDTvBHPPUgE7YtWd564hRxn7xtC+69UwmC0NShuw1WlNNpuZ9amyrYF23XWk0UVN7w6YzgallmOldtd0rwBhETxdoB+uA3TNb5vsR6E1jklcGfdt+WVySvDLi++SLwozklWFeli4Ct2Gi58Ab7AekJ7SrI8v1FHOYY4DJ6Sacg6+QQeVuE7zHX2cbrT7MzTJanSwGmnPKiGgERPO7/mWriw5nw0uhmfNTTC63D7td8ev2qasLlDTePx4XnjcNL1DGZv9pFW7z3d3eJxebaObmbu4w2xDmRZdzb0346iOGs90lsdNQ6lVWpmmD81SLu0hrX1ew0dZkt9h20HKm2ExKvy7IUey3y9T+klNaG4I5u7YtCfKMJJ4QajRNLtObKFuxaxwyiPd803dQ2mvAgob01sCNrC2Qxwaw7zKcgsAIG5QGCWAdpwLnW82w7XaB64wFGJg0gsZ5u5Be+wSlyw8QvgLfWEahHOdAjGKyFFA8V8Ma2XzQ47QjSQTWRAGrpDLQpii6hWgkaDykzgNLr160avFCcIUhDyaBOmjb84wBNb2oiOLKxttAGoctHgAOHa5zIl8pWKzNgufo7/LeXjCF8seA/a6eeEbLx7jxElA4v+OxGF223vdJW8DLvtWmpthodiRBFt0bORmZ/i1yCemOL4On6WgqhNuOZ/2Z70GzOPIMrvO9f+7Xr1R3NH7ujcZ6Y9wahe3bn+kbvfZmGo7aEz/q9mlIo8kMU8PCvq9h2CN291aLvEu0Mx+3eEc0/qPMrO+GFRbuYgnZyBO36XNp++xiW2j+8s7tkyM2dz1YdjAD5sp9x0eb89kd61vrrsi8qj7i68bW/oUdWyq2rSvg3n4l2xesu0+DLMVlZ1j+He5dbI50Seet9OZEZAdp1oDummO1PotORMa5nU8697GeWYmRy0Scci5HyV0SNzlkY8JkJbdqi5aO79n0Bnpf2Qqznh9B9bO4bifWxr6tITJew/mAtFFenysygrE7WyaHYZFH66reibELb992HtjVm9n1/aNg51nhUXHYkrtMy1FAnuDR8i5q47a0O8B43bZLevXs4QX1b7s9Ol4u93l2pxun6bdsxf9yt7Pb+dOdRNsoj/2ap0RO7QZ8mG+5GaZqOP2dXQTLB5RFC1n5Ws3lFnJ2arpavjs08RQSdDC2dZrNfuKZ+olk7IN3DOsoN97zyDMZJmlnLnebJfjN87VEu2u839W9RYk/MGXchc/bO8sD4hmdW/u0sWlqeNBLTX/b/4ZO5/GH1F/yDZ3wRnb5V2EbtKK6b7iutmY0dkUZWpn17uJwxedrozl3OvLmW5bd/vQ9c1N27XXQnOFi5gVP53L3vY4ekXlC9HysP4xroHfx1aGcRs6OtpMxSrshrBiLNbS9hEXuiVwEL1gOxC65VDkNY4yDIil/zUbUjuOif6p/3YKRcTxbttWO5aDo2GwnvOW23ND9tiL1RnHYQU+48/0acgv88pbb8tmruFM6GXLiZCg7ixyvgGHFBSfw2rltSYEZRRkahOwmYH37QL913uUVdEbxULOeP1A67hpMT1q1zNlcYqHivn1IUmOOI9w1l/lDHleAU4jDaHlAz2q9Esunmm5e5/whSLJGBbLZOzASaJgwqPc4HTiQGsxDhuevmznD8dGSgHLo5gvcp34wtbvhIbSzdNQu2Qzhx8t0vHAiAMQlQmdKsfO0U8iwhI8RwqYD2wTtDfgkYSVLiKfbkxyRDabXdgS63tNF8MnK3sR1U/Eripmp01U8NxjRgHYEjHrolUHiGnlK4KQxLQvSvth/R3A/u55glEXmpPRxasHnllJ8ySFA4lzYj85QZRKcF0uBXEtMBXcBLmO8DlDLOGwBSl74c4B7GWudndiEGV/Ms7hyKHzPh24ZinAh0TD8shVM+uT0zsKPvqvcHoPoTIMxH6CimPRT8kxhyZ95N58swxQ/+/Ztt4syyAtowa/Rx6SCOQVgjYdMu+eGHqJ34iAbl3nINssUT04DuMajtulBvs66MsRAjH8pOaGVHNIHAWVjwW3p1RzanA59o3fnm4o3fEuHWgRGddoo4JCOZqNHtdfEcACfasKW4t3j94VCbSBt4MByZ6Axq/wcIBtysMfwpi8UNS6yEdRYwl1rLdMlXHig5WONh2uo3qlF125Dd2POZB1fpNjsyq1aXE1jw45orOa8npysEe5D7sojRnQrw2o9kgEO15xxPmZe5SYqq/U8TlrFVUXFL8y3mup+2zihlZyXBwFlY8Ft0Vkb8XxACc2oTBm0cD4W9gszxDj6tZhIvsN5WSlx1OqsBEAvzNDvQUGeJlIRpmAxj8vKofBZGLLNuBuj4eKDTeTyVRmNpYuNQZhnBT5407KdcTBDxdIollmwKLsRET6vwUUWtwRiEG7XmdSePBicbcsYjtFg0NixdBS+Ie63gtnY3aQiNR5vAdGMsGOfdltgJHHUfKLCpFsf1jwV2PlErZjRHmZcwzbbAg7t6S6XYPnwsJvqHFqBVCtUINvKOsGALbFtMYgNlnRBn1jn81azNE9UvLzsqwK2VA8pJ+LpykriXRTiBl+/G1LLagujzLxExtCGiygSbcheiuJ/6JJWkF0fZZDzFrqbB6CxdI7zHdsSSmnKltIxDGgIZbBAr6NTWLV0ZQjyBstYI1w1LXTozYKlK2gpFstmzLga1I0fP2sxw0mTQw9jzWtiEcK3dkbsYyvlRh78MXMmy1GaD38Q94myosdYMp/1x5UyQx8yYMbkA7vlTh5oopyBu+RMwI92TB/+QAjTJ4FRKOXSCKsOHbMkOHRChLBNVslyHZiN7pC6FLDxcIrfmxl/8gbDY0lvvhxO5NnhlONvDWMgtOdXkzXPtNitt8X4wT9i0x4MxV+frOMZsII3GxIj8oa1MGnPvhxO8EBhAyy6QY8/Mys6uw/MVt1AbbgQItsG6x8o2jbWPJTUsu9V094DG86uKRvwK5Tj6Af0jo14tGvws/6Re5SDuC3V/Q2z4HOdw/ZOfF4Mw3YHXTEUAYHY9Jqdg0SvOY5KQ8PVrn213et5NqWO51/wJt4og0HWg5StcIM8+G1terHkBA10EHIXPy7wBqyEYY23om6c1SKXKCsZf+ZRpPl5z26z6o3e96uzkkEpDOMbZJSRMQ09Sdu8j2yW43oZWKA/15EwrSW8dxWzhKLKD2exNbzzelbT441pr/vzpSujDzyIBe5j69lmHvxQNu9dNLOVkEZPlWjogQuFjx7OZj1n+QImoAEyiDUn95PrwaoEzu3eyUeZahy1TrU1NWbf9FlBX7qKepSHr/mklYOiQDAjVRG6jewo9413Cis5YQkqoCvTtJ23bwYRmr7YssqTYZ2cvmCVmgXwfsdmBSrIgonGnHNLz6hboVFbmeaz/fOUj2JyqpryVSNXDlpzX4EKb0NugbGT01MNFptSzJQoRCtuK7MdlFg1qMWaxW7RwPREkilGGLOmQqn5/oMklttVHv5cQ53GtCmhMLnhkYed4oH2cVpfV3g9RILP3waZjH3grBSID45Fs+0jbYfZ2XkIFdyVZt5OGjZNjGC70NreOzgppqRFpeRPE9QwNqILzON0U9isOLVCtbh+zLMwKnWtH14Efy9fWjzm2iKVutbjD0dDfMNBXNF3GH626YqCSJthi5xNyw/U6SBBTR/5vwbYphgr+NwQ2fIlc0eXXqBBZtg+ojl2XbFus7T1XeqTASdjHrXFvKE6OyZMnxq4MCxy6xX8GnO0hYEzcyHvPHpLxfRPgLPWyqFgcV5ICnqsLWXuJ+yyGGlt46YhYEqz6tRjubY+2FQJi91vKdNnPO11QDvJUG//kK2B2mrS1YVXbbotoNFmqwIY2uZGCeDI5b5LyyC/XnQ5WczHjhFj6Gv95IY/9/JqirbtJg5UGmus4HzfzQyC8pqkvWraC0DjBqkfO6rVG6m5FzcuG5/QqvkSgmibs+kARdqgTdGKF4OZBqxBozBjetqsDozrnhAe0Vta9NC7DSv3+1l9w82+gzlEejUHc87TlJbRsIB6MDq7t/ET1U3d4Ow3loue6QwaARjj5pAeY5zbR3aAgd8KgdsoKnu0beEBb98f0vbsR7SZCXKpYKjBruYqEG0H+MKx7fT0CMNGNnaCD39lmXB+Jil63+Dwk9dPck8ZccQACWPjTUDF4hAr24ceTpldaBe7vrJVYdIDNqUbJfCbXf2JdBxw2Iwnc+KQbTEY6sB3AExqyF28xYlNljV2MVnfVJ3BSgAEbRzv6RLore3TtmLLZt/6QU1HdOckWtCO5oQJt+KPtmobI0PimNnLpcTwxhfKVIx6RcZc4BvF+y0mTTzzRzdtdsS8asm0Z7/vRwBnr/FzY0cr38SJmd5BjoAnTeaQxHhxe+JeuogrmfpvC/SY8NUMYVHX5uj2hxkv8VPvABMGL4ZHvl9sTRY8ugOGQ8OW6OdDq5ksde3csOQtFcSuYKKLeG4pQ+kYNvIm9wawm5cInr/m5UZX3MibW9Bo1ea4+2aQOSshfrTqtsMfp26dT8NWAdOOYoSGxu0sI5y0CscmN0xw1R69ajw5Y/fV1d4yxZQWRUfkxWaYgaJ2qNdWWQ3VxIUA1lGJGUOyHmt0BYTCwCR1Fe9NSBwXxK+bcTsm5m5kptGLgwzEjOZhBdhsMBIcS6BrIRIOLX2+tABDvD0KMPtewyUwj9jrz73zffcpvLSiNfd2c9x1iJzMkWZ6wFwad0Gj4VKxjkin3j9HtFHEa8JV97jBshwykpcTEPP44lqwzFhXf82K/u4Od/QpZun2WePONk8Bd71tMtA7H3iZ15U9GFbbPquAva3LKw3gkqct9lBLwdGuth4XpjtYrV4Ar3dqWxEH7F9d5oAN3wu52wzarsXu2g4NrrSWinEOi5pligJrvAkxwh3aW8Ob1JkCxvYe5MyCSE0rlYJR3QixpUDVK1oPsJy93Ss2M8GzWKdSZfA26kSaRIC2JawFOICaknevgrACs3grAIaOI8TtG0XBTevEPGWwaiOWBTpcmRyTdQJ2rGwSTxND5yhNRHiLoIomKD58eeIybM4X8MLIEtsWPRWrMp6lNSY1MYjz2xA5U9PhJDUXdAonYnRLxThUcC7ntQkqBkZAS+TwwwObfHCMjcdHnfZnq/EtRzuOW2vCk+lme89wsM30LzS6XcokhRnEUbJEmnjrwwh2d4i4Vyb6UmlcC4zget1UlYARbVI7n9W3w2Ohbvvmxo0QWt3Xp5EdaAjfXr0TiM6bvC3bHFK78NpLvRbO//BW7cmZvWjGZgyvnOlyaqktpuvqmjBUs79+sr8+semtVoOiDy60aEpXynIRN0uJ+lohPe3F7fFHty6SwzYOvE/+4qRnMQvDR98rKV2CWRqQxK3J4vNYRMpjuNkRFetgP0trEYTUgt8WIOxS+J6V6F0QtI0gsP+jXbYYBQfYW7NfXXDwtX4+MQeCcNvOM31cFNwC2y17nvfBE2qbfUXWkshaUEveWeukWxGmtiwn7L8Eu8qMM7UQaMBHWyIGKxN9+Uvt0bgb7WqBc63dsofNH2hpXeni43B8n2OcJ5kY8ms/1qVhk9uxa9ynJrOdt6k4wtUc64x8pd+Qx4FjzYnd1vJMq9U1qWXdmxfsVmPrjlLn740FSS2LX2VadYJln6t7UcdavKXd+NDuPU2fUHPKld0u+gsWy/lf+GiAWdDaNpsUZrK1lCpZJN2Q60hKUfA8sqaVUbHjjOFJZO22GMMe3r1nsGvbC3dZ13T16FMNeGl1e1mD2+iFEtDcjdrLuqW4cq9FPpM4bhKQlYnubXXr0qaBvzrbmpmEdV/fa8a2VKet76xME3q7gL4RrJZ+y70CVTV7piSl+PllnUCCfaFzCT1KiXW5sTeB2E4KaJUhSm0B5WXFu6uMD6aQ2akWc6xjUGuTzkws1o1UeF54GkOtbJH0vHyt42m8BTUpiV0CHpPYExbPKuodMtw7sX2vSYtoNEaJce+sL3IdMBhnQRavRILxNDNO2zhI34RsQcvY7kGozsIpSGNBZAnJDmrfguUxHgCaBsp4Ds+alq77g6sruJKxx9h83V1VknrjLwQjlvGhuYt2LbL7tkXHpguZ/kG7lnI1XIrSmNY019rs67jfxtqnzNa5OpXoW2vnqXFx2oPb2+Z52ZaEDJNWs3d8jr082VHSzbku+H4fQDkNPkMqk98ivwhOZeu7kU9DdqKNLt7fVWd32m/fRbjq9OzIydtpYpSb82xcouWSzDSlCeZsa6LtUsGOltPtk52JA/LVwbaz+O2FBrDX+jR6JahB0OJw8g+8lH/TWnY8kHh2xzTJa+Q0ii6yIm8BWIXNCcQpmo9H8ayanXKPVt/B+dNezMOsrZwhnN3cbtz4cwjQoiB3Zh7mT3SmjufoywupWU1mkWya+eDpn12udlm0gM72F979gw4f+ywF0+7UhMwiNW0MvP93BlfKiRj7FiE+UzZRjmg7PchHe3HcGN4WhS7tG+/IlZqf+KpqUwuUlZURyuCp+cmq3iK1QNFVGaGwqdT5ySoZ6ejI66NfHrnW2CXnPjv0XulHHFvtOBx3LfYjzt121D3Xb1zL3Mlzkz9wLLBDztWVd2fYcmMzZqsbwkjW5rB1dhfxtu1RzKrWLmaGNY1Z1RzITJtpxlLWNJpaGibz7cms5fO0l5etbmRHxexiApaOQzjg3U3Uly9mjNsWDxv9gPXZxc0No/W9z3HKUsUIJd/Snp8hObSJbmMSfqkaleGY/dSKPMreYC2SbmclRqICV9cSPPq2DRyAuiGGHgY31qzzypgNmHKkXSonW4DXOzXTVg2YY7tfKs6uAOY6fWodvTe0rbQhzSjc4T7HDqiJwSfSLkuXNRTeFKfMn5nBZk6z57TByUY/Z/zeG6LB0hBzm0iG2SOWGo4OsnNa9XNDlcFlsd3SeTgEdEiqyYBneBpo5VkEU9sH36rC1LdjJr1E2mi/QNhqFpkplqQ2wncRZ5adlI1qNcB+5uQYyVHoYcQTNH1MOnM3LeyOWSqerzbW5pSk25Y3hEMBzMa9ADoZtlAzeUsEs2XEmqpE2KFZIh4XK9ZGJCK4eaTJaBlbamdR/E5X2g9nagE4M7jRCs0DR7FG5SUewgJvAq++CVL6fYrfLBlUdsxSrsZrAuxvU2wZRnzXg3aNHTI6QqE1Tkaj8Zva3wVfqEEJcykNcOknJ/3uMUv6bNfd3nZNlZGImw1fchn4Axq5uJieNABxtmdx/iR1bJEV/t8ECL1fAmuoF3GVqkwP47KCV+/eyG9+vPjmkaLcsO7gB2USLP8nKtD2/Fx0UdKIxohyxz0yB6lFwPRUii13SnVP2UnSFR8a6vndz/4WvuYprFTnQHOjzASyV7u+D75E+SavJVOfxc6RQhxHXttPMB38DtWL+76T2aDMtWjMptl2IOi20LanX+SM2eig75ZY6MJA7UBvWyzUWN584WWG2lPzJhslHl2Q3OPNp8Z67O8cPMQJGqPxI9C1tvauW2NDvrtOUW2Z97RXNRfoyck41S7L94yFS3xtFzMEjySbim+Kl3hbzwuaUC/LhlGKEDR7tmCAYBZm3nnNbP9SAjWETlNuDj3XFNlePVf64NJQ2nM4Ck61ZA7OGsqbQcycuYzzcTdPp/bIE2/enYTvE8y4vEccd/p29VtAYs3i0ZkG0EeVTd8471X32oWHS9TgaHfso+iLtilVUusN0HVr7anxUsHIXWMCVpLGRkEi+wiQpzrWUO5k+yhqhRWddMlVh7T4MsMV78cKajPe9STRYQ0Zr50oFGZwBfVQ7boFIBnI4udOBS9GOykX9dBQu7TMO7yXHHa9JF5LUQGjiDqVNg4uRbZJPi63gDcCYJLfYyxo29s4dx2xt/TKkk81E5E8qFfJhtdJZidXmuJ6DI7vYW5CiIKp0BS15iunY1i+usj3QTfKt8kPadMfLT+S3XfJ3yeTarSsu6DH27zXLlAeKXrPgOPJ7eZNhz4LwPx2RKG3pEDvngoRHbyvUAL08X/Kd1WHxRd4zI/T0W40bgXXhPJshG2IG//VThI2sdWEGpwvIZWN5+Xijp9GG/JVrvJs7LFvGbN/7j/wQial77JdKb9nKTdyGqzt45hlSDlI+m2sq0843nzjF+n7kP0voODAUPI5OJiG6H742ungmw/stc8z3d2p0S3ul/xzF2SXovWPF+wttsm+G76bdNYyCpJTey+YbqiikTvIr+c2KWC3twvFWg/g2lcg8I/SuyxsnKvLmR9NpjiK1alOa39FdfmgtaU2w/boXUhsC35c5HjqyTtz+CMMjJPPQsG++LnYDj93QB/KTc3J5uILlCCgmmpMpCDEdYVbUm7PtginJ9+ngbAZHGtH/av4yA1o6qY+l0+P1bufrKOmmcwVT9Rwumx9nJ8HJlCrsFyUM6VwF0ZLju/4HxYShWWd3PUdjA8jQsrjDFGP4NZizhVXLDB8mXhL8+zZicGu85bER+Yhd4ECOmyVnT4sDH+T5zB3UgmuMUJb2RrXrf28e9xwhy0TG/r8WH0SkNdSljedRWbZa1p7ufp6AZHFdjbLVgssnPMsN5dGFGyJTpVoG13K8CQhWGhGyuaKz+vh4T9k+ijxqYRJnop+3e9A70p1GqIpm+TLbbG37f/1kP9VVQzx7c26hf44l6HQ2tsDN9x5BvAL4YcFujya/SwxPr1/N3598zk8P/LCE1uyObYqibdDNl8Pj0m1TMBtovf980jkV725X9zjAX64D9gJ9qcyDd7AySuFNdvBXWMA/2id/H3FZ5IrjMfaoIO7QXyHXQBgbXtieA4fIfCJd/N2l75dQZ8eWuuvecZtyS868G3k1BRQFmdQ8Fb30W9vUooygbrYeIVmE55lFexOnjmEb2enpUNfiWf+VPyTa1K0OrXLXMyvLfdN0Jet6yQSn9RSz1Ve5ss+iu5VJI609T1hzU8j+eYI4i70pjEK7Xj32TUgOwU6MgWzGfHOFuh2lTbWEzGNFU/shRP92n27E1mwVau5glrQTPWaZvYOhbPDgUhXO5hSQui3jDKamNCs0vcyXO/NlYd7lkne7mXxeE1l4vk4Af1pR5BCHfrbr3Jecu1FKF6sUJkpRSjItEK97+jhyCkS3llOZKgCVtCUdHW409MENm4b0MEnyqMX/OdpsUhSGNdbyIrgTitniEX+VSufwpF3kZ2qRkzvIssc5JZb8/WJC16KGHmW2rLge7G6GF3yzIpDm49qc2Eqjtet2NYRR1o16416O+CH+ialsB4abVp70spqAS2NW4vHNGQhg/Im74LZ8f37xoKOzqNg+I70PjZfOKz5M3PGy3ZYN5r0bP5ic7603UJYC2Ux5ESWHGYk7p8ckuZX5h1lCXr1N45AGK1BRrM29/fPFih+BKtpRcocoGtDBH137t2JLUwEhxY/1VhwSCw23xxVdXRQi3Tu9M2U+G3BQmTu2ENI5spF5PsMMuzrRBIo5EbKp2se+bA8xsvsFIKKVk2BWeabIxq3rdx36BcOrKZ06qg9A6SB7e1gQdIQPTRW1n4AeuSjumGB8bwETC2nQevwKtDfOnwLSkKDnJ/DBhQxAep7FnO6agcMMuMBUKQt6h3yxp11DyAmReC6db0B9FuuB8MwKC6tmvOAp4/pn1mvwkiDq5KRmM9K3DGGghttIibLxwFowCyk3nEl9yuupaD5n3ZaqC/f6XhWerNg8d4OKodZA9Y62JyXDTnohG+OYWmC4h3ma579xM3PcvIYZzN5jLOWPMfZSZ7jLiSvcbaRci89q0g7pr26w3lybuw8XI9ZqZ3tkJk+dmOhWT6BbDPwwDVll3fuHNIaDcUoWXPg/BEtQ0xQJ+Y5HwEgcH5ZUTUUFIdhUSyGhuAQJIpUtLAAjWKCzi2Kxb3Df62MKOJYc1DJbAH3DeYJ5EHZItVnzr5vj3ZR7TEtbzy/Rn/RyrT1aSa7oEFZhHJBaZGdD8a+NLJijg9XxxElBrXmj8aXQwBdNr2mUIreDkJIoy4gs//F5CTzoXkI2WSa8v/yW2RrLrVMzrkXeodwL6UHng0epo/k9NoXtbV+n0q7XN2SvKNz3FJ/bkP/j67LUoOtNmAB3c4y1is7D/OZBwEn60mHyW7MIeQ7/9D4D38dpckfYzj2n0wQYMg7dmndmHka7VurccudHUdqk86HnSllSwvzUxrcczJo5Jclx5bmMDccNBzmZL3J8GQeu820jJItNjNl/rTVkAWbFNaE68EU0MA8fxQY+jazpK5FQH8nduu0OYQrfe3wKZxN0Gnxku0xM4v1GJSQNupPwYyVoZ67/tQXP9tO4ws8rg/MomIEUOWqZdK4tc5v/0PdcdPqx/nCB/e+Am15WfqntMrnxifDfSfr/oQXf+x6BkvzTlQaiGY0DSlSniaU+cjjyWyk2WQ60mAyGWkqmY48kpR8aZpHOtY03MbI/WGkQbjWHdaHT/HtzbY20w3sugF24LzQ2pdRno0gssuYOV/TlGi7Dm/UlMrTB9522MiMmXmibCneLvGxbL2ab3t1gU1GH9PVUoCHD8BpX71m66y221Td6TKKXy9Rx4CnDfMjbBiAth7KwNFoJm9F4PqR20RHzabBZ1rH2i1wGhXaTp+AfBbK7Iw5Ck7eWTe0ERembmp/mf4oyJrSCtZPyI72YHeREU1MPR+hFrQYQvelPNtKM5/fx/raztOHyBzOjs5mWs1c2LEumcmsZ8y+EBklx9Kt7GYVfciGF4muqtd0y/jH5ghGekdEbrDrWwTLX9sRzvxxiOAEZjIODNW4QsAyv5Ro0AkCJtMDCQ7aH+SluovZeMYHN9nn8LXTgOWBW5YJKMSx9w1IP5vvNCweaqodl8b8PwrcFyz1ONZLjv02E6E3k7Ue7yaKTfIqy8ajQkaofxRDynJME0oZlqbHk0Ad1mWwLHeR3cZ77st+R9V9wtO4rHjsx2K6DXmMVWRejxhFr0Uczhb2fYeWXLvSAhrvUHh7/hZoWZ1K25t7zXDFk6US3uvYyFgWZ+s8HesE2NovyzkXOA85SjcBg3D8mYdZlmQH0TifUuKBCxfAfPphe7pp0QbvAVVtq0u+x5ZZim89KNqlZudH3pFgxvJJbcrhPWCXMKXhjbjZeWsOG9ak7Yxy4TS002izAFInOQbkvyExqv9mASlFaMxeM7J6R2y7BbV6hCqU4/TL4KX+ivKcY40mQHPsbcFS2zxZ5qttgdUE6FD7ju7Jm7st1Y+57lEli0B6rtiKbDldTIOTDIwEvDJ8yRgjGXep0hxG4ibbPt0IZnUqwY634ZFCeBLuf2wGI6KZSTIrL8GXnKwBuNm63Jygu5KNeJZ3X8DVnDO19Yibk18Td0iCwpgMvStL5rLb8n4Me+NacC45qU7qJGzNkTjfAdiMZpvIHSeuQwaFxnbbTdrD1XbE3tNFhBc51og7qDNt34yW112E0wxephxld9uuughPhhiHlzDBiLY6Q89FoBvOom+y0feCNU6OmEJfYKPsOLi9PDX2tuLrtbSAJZNp06qVfYNRHRw534aUSuCE8uiYzbjIBhOieCTjwuYxPsNJ/MB5DFkiDaBHYdM3/tJ17uqtyvvQJbYaGbdhxtQxaya9DZubMqkGzOCIlSO7cT9c9TVNlh5uK7UzZdRQDRgo6XaNo8TwMtPn6LE0iLUTRNu/tmjn0jU4VS/A9dSka3XNy2irKxwWbccyMSZgis3IAJaO6Shk3avRYJaNMjYUtWJMBA9/iPFZGG1FBYOg3TUwshy1CY+lgz3rawGW4TlypGV9F7gPzJFhXxNoJTgT7OpWZHCmjcWQNLbJ7YaF1Zq8Hv9mItINERSSlC6JqJOkdE8EnWRKqyLWpFLaFpEmmdLCiBWJlHZGAOKXZW2UEHb6m8OjMPNZHofBGQe2sj+VUbt5V6irs+e1RY7JhR1gTUlkkQCK9aFjdY32SLSk8hzm3LCJfZb/6+X/o6rpeFjjZI4GZ4FZmrmGC/kEObbgf5/Tl6wKtq5svW0XtXfWaL4T6e5yE8rWAhMt57PbwdzMSfid7JvJIa6l0thXVpFVGw3dyax1lc4gbf/pY+Yio+cYZ0i1Q6ebfR0/Ma26bFovhdesWlO9l7ARfru0SkxW/V/B16+ysFEsstMkSW2U7iLMEUPNCk2E7U9bhtnZhBkcaeI7Y0fZvFwKGxaNEpPyjZ6R0nkDMgtqN9wEuxgAnVciFm0fMIUtQxveQcilvgMbIPNXA8nwDdAmbwLSsRsAvno/bPP3yUJEdiAsk2swxGWk3ISSmPMyXAQ2DuhknggZBYYiSNTFUCo0Gu3wpqM7e9V6JIOJIKfmbxwFG2JaZ2ldaNuDHF+S0U2hYkzM7witt2wxP8OkGNvhwW/0n2zAsIx2qdiWAp/5+sSi44Vh+y6jP7wJ7cy0V9S+slF+cLSzqfFNDpjZAZuRBdK21eWhFDw+e0j7EwjI/ei9zRV6TX7HbhwbogumK36l5kjaw6UaJadCSbBLmqRPkx7gtrFO8VUHCrPnjTJymOhddKZmSz1W0iZ7RVOSpRqiDVRJSqfpAH2LpEQ2QQKFLs8nlrXxVHZk4jAPS3d71TFJZpHGns9IEgDDo5eRjjBA7xb+VWZwe1sO75uM20fTRMb+0juRf+CzHvw9u44eZHBOXUY6Kkd3X28IXon3Ab+OjmRMTu1GOv6jK683KKfE/Gi0jh04ypj5NY2M9DHtbDPV7UXcwnrJjq+E9ryDY4oxEO++Id1Hnsl8QFiCSFdzgXTD0E3P4uH93eihe3QDN7/wHw//us843uEa3g4Hnz32sr4lEvR9PoIfaxtyfPjZ8xQ4Kn8JiWJ0eVFPCcUFXbVO2Hku/jMmb8r+30tg5/ir/CXn3wska7/LTk1x0AcYnSwfRG7G9i5Nz/EhZ89rwOMHmGeCSPWWtXdtYo7fOHveLsffi3c5IoH6xr3p/FudqfeTHN5Gdj/6qwC2QOu9y5/V+kPCQYxn1PgWs4eNefyTIL2kN5sjdryI2Nv0mnJwvol6yZXEKglKHSnxQ3x0HtVMDdU83c+F+KOclU0cWKPsZ/Jl2BHTZ32Nuwi61fVJtSTp5W1iWN/JwH/Avmupx/J5zcoN7QtzOYoyy8qCxSqzu0PfK9tp7f/i4yX9kV5Ob9TyG4YW9Pe3JufbPjFL2lvTCzvxL6L1f69j6/2RZw51cuSv3jz//OgRUnsPjn8nElK3SLoxoglsmJel6M6zJj/urcqDJ69gauRJ7hrwPKYBsSPSSm55TxFaxe+R8DRWgYFF7sY8o962uLSiFpRa6t1tvGeXuw6K2m4x2zNRFyFxK16a2jqL7FoT4dTNHOieK+d33Ck/vwthzOLRGm/T622eLscGtBeb83M8BfzLGSVc+ma2Md0zcasmTC20APQTpWrYtnc5A1EdgpneL7Uoi8VGq24IjhMmRjzhfO+mbhetnK2aSTH2Y8sVQSPg0tV01Am75OLkl+QqB2Qux+7KW8Ja6yptpCJ4Ff305ul6izWHQ7/cvTgOUVJaW/+HvU5DK2vZGw2UQ64Y7s2nmS66hBvplzQrNU3SQz+Ok7PUTnFTPbkc3VHr2nLQndhxE65eotWceIwSPpboju9Sd37evEc0y4SQVoX93ho2U/TeI8FgHIZ2vdg7V54TrP5k4bIHNEegb+1lWVXf+qyus83TYPEXPBT7OGfsRi4SuvcMXGIvyJrhuP8ExGQa83+6JY43tD14KZbmeDwPgUdvuFGK5b82F7QdPmuiTI7SjphjY7ggkpkB3toxkFlWiu0ClH1Pi2S2FDCEAVw4PePeCO/AL8sCFHMMP5DJZCCcS9kHG4ga07TzAi7CwCZaD1GqaeEAUiPhH6dYm59N5cn49IB9wK5WKGIc8lDpORgunUYxa0Z0heWqEU8V0nxyUU1SPQSrT9R1735k1/nZSj4nlnDXyriEfMQ9d1Hbho3yssqZy+9sEr09QM1ri+1V7jRlMBPMAf/TqJsKWHZxJpTjOsV/OY1WbG6l6+liqFPU7biYopeFNY68BVu1iGo9KWOEsfZLiTsmI71GVX1OziebNESAYx+YMOqZURwXY2CMZ0U6LaBBcYwK25Tgc4I6IqYVQeb5uonmdasPxrCVuUS4HxfpXLvPxL1aFwYnjNC8qyupRSaQbhEGZIUvlPvLn5cNO7l5wTJ6XqPmisxmhOI3muOf2wstzFbR7mjLx1oA7fSdBVS3PaCrs7mT0hKIv6vBMIc8eXMbbOk5j11gwMxGsjbQD8L2acu9jZLEf860RkOwWnpNYL2lAM6vdB2PufF5KI9ez/bpxAq9ho18fXzm7Ihur9h7OGHTvgC2Q1+zXaPMQOI3X9Vs1GL1LpaDv0G2aKKbQ+HarfDM2d2v4De1xlQ2EhPunxTLWr/p0/yRrTkwfIB3vOwdhQWfM8dom5OBAV7ZcRdj7c4v8vQSZkMigwvCfoM0PQW2iSxQD2U7R9vkDTRjW9JsZIJZxx52FCvMnK0lLQwSNPIL6tTyj0E63Gibnx9JuOwg3zcvt0Kn3JZN914Xxc3Go4jDTCBr2LWRsiWKgEsqXPZvvyTNsg6dViK9ZKxlrTyrzzsoJDMTg3572JYmkrea2Jd4LrqIlp7L3hNF/Kbi2Mo/047nJwAh2k1pDxqCvDWtYgl8txdaz2cy+y0QDwlA9z1xMvGNuWOPfQA7Wurq3BHRtn1aDw4cV0Ku5tN06CPlUmZTMKACFevDbmRY5eQEDixkmRii53QJkcmwZe5OT7RN6coc8qCSCSB9jEd7XcyWnz08qKbEm/ABNpvbFqhcj5zkpqK/Q+V9xODKXLzUcE9lInN6NK0yWT9Nr0yGGmdjoWm9z8QlrIEohnAaYmCMQhfQObiJ8xHXw6fcTIZejB10NzPyciDA/TSOq1EIt3OmLoZA3U5YvB6PcDubfD2Y7zbF+zpS2W1e8TpE4Tbh+TIC6DYfT0+Shqe3XSdLhnysGLCZf1UOVOgw7QGTo0J5HsICdgJqzMenGZgN/jqotMfUUX4kHjrHZ+6iMhQzNWyByqSk9qbGrFCZkbb0gKTUPqSIJUF37MCFmY9X8nUg4x92eVTiiXmd8/BBLg9hfA+vCZV/53Kc6nG+Zkng8sZ28I9l0flU75lUjPR8kilz6M2rGnZ+jKmj98CrntZv2a61qQnMW0PT03TOuAzZVqlw2mcOgWsEYD3C0mR4CviO81mQnyIFJ7NMKPKSfYV+S9lqWc3RjlSy3oEcJfzBX+YErtfFIelY8z5BMO0tjgeL3vts4JW3tPuwjw/7piInXtpI/ONVzjufRvqwcMVYGcukTO76VYXVaII3H33QI9JIYWzKIpiUT6QAASuLZazMeCXHBazzmtiLmw9qzSaD8qrCLHO8AiIbqbAzYFqlXnfB3b9oWp1cEEMhFgw892MwQjXcb3UphwMv1jqIxZXSqmzJbC1+n3wFAY2Lqbs+A3FRdqtrtdJ0SWGAIffKLCucctdiDR3oEOrgGuuwXUkA1U34Bnx5Qu6oOSm2auPJyoh1qkBTz1V28/N5/d67n+tQDhsj1r55YSjECuK2EUo2msYNz3yFbnz3hjraA0YEsYcTnZSo+5UREwZz9dnnmutAn6bCw20180nkrFdD8AvhT8NhwHcxla4zyADYiteTUkGs8zxnAajBtgvTRYyVd/g8q11q8MdKoYeshYqb4m026v0llNzNusB2OoU/HVSK0q0lHHs5JNgWDdvr73AdQ9wAvZu8zO8qvBC6ugaRiI26HXxv1xscs9Z0NVAs6d52pm2xRS4MnssKZOzG50lhIMe/3/swyVg0oN0vIoakvz71EoiBrQAwfGAHlYt7sIXwcBpasWTc77MX/jDLrnYQpliuAFu8UjPqCDMDHvTfColnvBdlSNRp9KFC8knIpOX7s0tf5tT5cfXbgjc1/YGru5LwNcJFHk5AYUSFYtn2cGIGTwM5XWIT2w19GY8lFhrp2XcSuCHnrA+hu5d47eqfL14qMf2mcFf9C0G3KUvyQH0u7VP1EJFhKXka4WNhDLmfGT56dSHEgfwUTEvD2+U7QF0XKEe5b+oG7QpD8lkGClkqA07c0JBgaXkK4WNH48r9hPgSVFhFGFdSwd9+uUXPRuexXoCRxy4DBAAYgHBUbAy0kKD7UYYXoFd0Ar07pBdf8jZHR8dp////TgAAAP3///9aAAAAAQAAAKSbAADcfAEAKLUv/aDcfAEAxdwEDqiFuxU4EIhcAgHCQwAMYUUwcqx2zn/yIrvZcv5yoL5UTxMgpgTXqKBLIAX8x1jA4J+qUS1zrkz/yd5P2gGnFWoVIRXZGnjttCXnsNuR9VT49NcimSPbvAtNGpnO/WkUBdZ0DXg95HGKnjfEw+ZWPeifTG4NLL7hFS1MllmCKqqOXpR5w6M5ZgpGPBzIIUCA3hBK0YEJec8YRCcC7w2pEJrVQKJl0hNENyzxjSEI78qEyXnhO3rDoTqCTU7I2qYENO6lbyQRQ5t1Zed361jMxX61BJcyam/4M6gdEorzPoLwvEcPQy4FMsErCuhgirEvlFJCLukp/BmjuTe0rYSBvajCF+S52rF63yj1SOH8cdMJU95QyoSWB07+oUjwhTLEvA4wX3IdDM770omvrAS2ybxHme+punBRUfKFaC7Cxkck8TESjz3o0sTDiHLM2ZDsAjZ8mgHVygeDPAsynUT4Qhhxjy3gza+PhztR+tNbAnE7fqpzBBMCADDfw4m5vAMYzj2px6dBGAjE0BnWNsHF2aHgfaOKRyDgMvfKIrYbZX7axxwMa2E5AKyZXPzCFwHYJL1+QJsm2yBlX5hmmCcpjLBMhS126Atb7B6Mrh7A1BeLAl+oIk/uRUYpDDPrusXNvpAFluyeVo8WFFGCcvvVEb2nsg+S50rrxIuE1u+IOjichf2STDWB8buZT/t0w27MBqxD3kMNGrADSQLI0DbVoBQT+ka0CDXGYgNvSiD5/IzRlBCQ66ACVggW4tNaUNgAQeIcM+rcHH4/z8CCzDrRNqUpFcIo840pJMV/F8I4mIMghQ5sfKPV0tgLZ1fOJsesECzHkz2RJirvoWeFjOKGBis8fvcSj6vAcHyMpi3MH5lM4JCF7dEBDcrvUJtjQyJpuQctHYUM+j5NgsAYDqjqV4h/fRosph27K0CmO8zmPVgUgos+TaDRztiKD3DuRQeuMKzx03J8dIDoIpPYevG88IBhvcZRAp6gxP0+ZdQ04EVWgjF3BlW0ed1ND7YsX+SyPX1Oxe8H7jEW4rhvM0QXPb9TZehA54oc5nVs0eB3LrarGbsxHsMoAAx+v2rhpW8hN7GBG7j9roW1Y4KYlkkXUxDjG83KTFr8soA8SWuD8PqOQy1XFpxMh3uY8+iyMuwQ4dMAuhZ4WDB28i3xB/d6nA48PE3LtELSUEeFb7QwhiznCo4cR52yoYdJLXGNQbKAHE1nxK8Pkct+vX05XJQ8/RpjjKv5OoKgqwdDMosnMEqLrx8xG2uv3MAXSE8Yum2/sWgH2TJLhvxFiAOGICQ/XbWG6UcqKxBoOghXfR1rlfWB7+VwAcC6EhKR/vW6ndcVmAMXQ70xZEP8dJgQZHTUl9zs0Gx4NuHTEs4EebySX5O+DFkE+PTeijpkQCk88gM6miGKpk/LcBvAtZNVeK0gZ34ypZu3MUX6kdyPrTfD69X/QvBhXKmBTE56siVZluNSA+0ANjKHQWLf+DVhTQOhDhThbNuX5XVpN1wWR05xBsggns0nv2HiwKWrP/eQGfL4+lODFc6O/MeXpX0yHSdddxqQwcCBnnDxZM0qbQk3croGD4t5jj4HKNge7eaD9kGWPt1sjkue44XmIQynR6+pTZyzNknQqWL4ZARbSxLktJ5AthUfT67So0FzLreBbw9joHj05WICvyRkohR8BsHUPbmBmzRGkXYJa3mYXfvGpCJjT7rkal/KhzPMPHoTB+tUZCZE2yE6T75gK2mf8ARjYw6tDH76TAlrnFsrYDDMoSTjNw51uc6M5WVP4hy+yfk0UlqvhhgHn4k4xKP7NJajrBI2OfI3MRI6DkoUWz4QfnxG0o5uJKEt5yJSc/ijxacbKJLb4KXJ7xvokC7Mp9v2uDGZ6TW0NNlm/v248okSl6olQKs2WMb+mInbii62roYhytZyDI+sZGCJ3MaPXS8C1Yjt8OMkW69BN2QEYLiDfbp+bCUpA/qIXsZkZKtI/XEXLQJ8jFolRBBun8ac8yaayV85dhBo/nhLCt3t6i1fEYT4E/noLxK06mDoW1kio6z4MZpFNcwA3f7qL/anJDpUWgUiaL0E/dgDhTzKDvdKQoBYQerT4SsjHJ/yDEqNiAEwPLoOnGEHIdxLtQGRwdOn44AWbLHMs/IIQGxi/LTSJhAXQV5dgQTxSvDTFp5wYaFokx6cQKwy92kyXrQeCoQDPBov/H2cJNCdbN/kM5wahEERgyYjOnly6/kSBGREKFOPlpIjZZGjtUDoOljHxYvxkHVtECODqLINSPkx9QXOBTGlJ8lzztNIeMOejNOyHp0lU8+xTInz6MAKXBJV5DBW2Jy48uMjNS0top4Gn0ZEoueMSsiIf5CPNlvI/hVNydsYEOmAaUlmRC9e9ELGrxghI67R/LQRqVxo6kjvkeUkn8ApFOZE0IqMiEXMo9NLchxmYuS6IGJwEiOShOEJKpERz2T5dA8keh4dJCN2Szwak5KMxxEjI3Zh+3QHMHkDKTv6hW2f/InBX1he2QAZkZDEo/vE0PMUnWTERL1PO5HJ0+6Q6dYlWXgYDENgZMTGwE9/DDavJP1PCJQJCl58OOXoSUYLA2KOAGheLGd3woKUPmXEji8RLx73MdqgpdXhyZPUCBgU2oB1JG5JS5Qv3irQWmJHxsFjT0Tgi2F81V0MfUYKrC0eEC/uK7IFLwZ5U8TbhXnxjy+59MlHZ6BkzHaRzouXbLN0LkfkLhzPdDQfML2lD29KEV1p1Gqb61Ci7sOIV65cFJKNXFCxxO3DX5IE0z7oAN6Mt+e9D8e5kN1nRMjVjoh0SgBTuIY6Psylpimo0rnQYMAFE344O/6AbtMZ0Vhxsdj48N/egwcFdK4XMvdI54f1NARRmWrN7cXYVnHyYaxz1JKjnrco18LOh+mGDMRRQY7i4M6Wi9aHx0hwQqX6ixpTbpiID9cAk2VMod4EhHSPfbjEEJCLGFp03bZtGO4J8RTIUk4pkZ/dibNDIyB2KRQ9oaBZiLElOmcYEAfeJ8yCQHv9tuUixAz2ae2GwgomhhkedMwV+IGsJ6xiJbShFWUOB9fpn9DrTWb+lQlDp1T7kLT5hEqW8AK6dxKIiwf8hDw63FonWlUGBOEqGHxCAE4yJcXoRnQY4aIxPGGaHKdJK+Tx1hZXDeoJq9zsAb6Og6BynwA+4YQcWTps6FzDWdheNBbqsrEfbIjngiV5H2rAojum8cFh7vTBGK3sia8mhg+mocGB2Gm3Vsh2H5MerIWTpYKIrkezs/v98OApeYg6vC75YUu3idGDh4ClsfH0vTJXl23qwWtPLdQLDS1CEtwzCB5cfXSSFkQXwakir/DgChCOrjiSKYH4ANp7sIFc21RXJY/ARLo/HeETgsGDnbA6k8Bp6X0Yf6T814xHS6UTljvgCu0FTtzw5k3+d0wA/C3BHsXEyWuH4L9dci8ltV0Alac3yPmhnPrs2KM9Xhgp/vs1kNt6gHQ4XEtvhhv/1Wuj07mn5bhrmbz5b5PQJOeU/s3qolL7r44jR54k0G20XXU5F//r4ZuphqgF6URG9wr3v9cf2E0zuY7ftiv59t+tGNqiNBtyrji0/cvGWgmx/9qCWXT6jiAF0BfEkP9G6Wi9FMzJs8SOOwMkoS+PCe9doyKXujbuVnFhvhfGvBdPZJozRlplIJS9WZvvtREuuiPaldLsfL+kvNeSkc+N79EY3yUK7038cDh262ZLAt49Ld5LJSlO0EsXku7zSn547w0fOPQACJ36INOLhfxeMgs4tdSk8eAFkvReKSktFKSeN82psktI4wT+CnwvmeGXBAe0Loco8SJW+O4aNAMgHO0QjEyCt7q8d+z6Ji/iutkXiMnBUxreq2BNPiWztxcg+1JU9N4nAWe07v0HhIGvppH3Qr20E9zk5URVNuxlUZhgtNl3v7Rl7zg9DOLiV4zTd8HIWdtBRL8zgOL7jfPdwDltIid1Ibj9ewfiuz4UlNt40dJzxcC3xX8XBJMyh6vWHqYr3xje73LQarfcsPIfKsK9Q5Ir4YAZ3+37kVsd1/ayTg2ER2y+q6eY1w1i7BHs2AgBSPnuEUI4ZAv2rkIHYE6579owAdYSbUWLMgDw8FwxjeW9GvtRdA+YDed3zSg8geOiuwlPgdMOvlvFIQPlmh7liw84UOu5fDY0wlHqAtqswHVrnnvOoX0kQzidwrAdhQoyEJDvDmHIyqm3pkVHYFw9F4qmnEHEncQejPC1xnevSdozL5b4pZG+He3CjDCY1XP1kLDkbu5lSliEaxzP3ZTwVzm1VQUBJuzy3BZ46KwZe9hfEuGdveeeWQLop7c3obBAeEbsufqTIF3k6HgC3RCeXTxXSZmWgpgp3Dz3ZV/rMEYMAOq5eha6unL0vjktCLPb557oarOSehSAD4R3mM/FKrBIZWRnoVYUBkUJH1l8Uz03SRlva3ELiwMNIQ6+32pSEJ9Isot4VBP25C8GWRwl8twfGP4CyXYIe4KEOSkDIIfzXJ+74k0LQw0HHLDGh73tqxYj6nkuhgxHfITtU2oOwmvwPLdBm7Mj1P1ZbgpPVj13CHAuCt8KImO7ivw2SqTWA4HXu/GEPKYaP9fKqOhsTw9sQCI83vxtGTNKBON0qwoBwn2YWBzMbA7Py5C0x5BTFQblDi98bpQXXO3r8CZiIHe2vglhUESAkccFHDyXQAQdBp5sDfUdJrFR60CSZqfSJ4Tl9RFDFu/o8dxpGD624QZPIuWzpzDzFfYEEIs8hsrx3KIFDwLD9vqsGpYnYo0sXpv+1ssQrsYOxIsMsbGLABsMewJBTB43CT736iLHBsDEf/TZ2C+ApbuQx0lKfqvHCo/auaBrCYOE4anBQhZ/mPHbKmEsogi3irR5YT51fjuBKacycImrySXZFURdhjn5miKPhTp/W0n2441PzyKsCsPb20AWiyn91kWHOviIn8z9isiLMCc1GXn8w+O3kkwktNutAE3gxFp+aPINZsa4Vp/ebgVRJixvjYk8fs79FsuD3MOYB5xKjmmfyrmF5ZHgQBZzCvntXp4cBhXKpwkyoW/3hMLw2KTJ4jhAfss2Io+Bx+bDhHXRAdOAw/DI2CGL4Rj9Vq1MroOQzaPQkaVzOaEQhvcHSBaLSfwtgracR3XKJ7UtkTO/dRhek06y2IuI30alyLMOrOAtJKyZ+Gz3g50O8ryvL+/L+/pwPhzP+fIiJXgU4YsywtWV9+U++nK+3Erel/dB5QT68qi+nC+PyvnSN/ryqDwkYuR8Ujrxcj4TQCFyoDsZudQTFkwrmnuPuBTXd3MP8jmFE7irEIXnRNLguFSFOlkfdUWC6KPmahj1cTCfpTg8Sv1wdWl4SomAMkl2mUV1rWWyGgx8Ow80OVGWIaZIkahBtuNYUqmjjREybdFDqoRT3d6290HHouQB6U1Q6uyp3Vf0qdHLTEXxjGiQoooClfqwhGQHcXi52wcceIfySGUA8kbqawqFvSlKdZ8wtST1oK28X+E99x86S41lSLAjkNo5cxHi5eekpy5jmfkRkorO/AHKS7jEuAXE101E2VII+IPi4mUSQhMEFLlQw3J0iVScxIo/EDvkkZOADDXzdBxnCpng7ZZq37VDOlvZ/Y4FZjhBznexZDV7PJnxEIvhd+tAnUT4MdsXYh8N710TNN/cF0NtUfwI/xXCwUh24wnlnBfRAv9rSeEjXMEkl9euD/7iYM7gFz9gZqHFR5EvS5kJbBHmy5qUaRrX4Cr6OgXfwTOKI7NCSd4MF+WLmQy8CI3HrJc5f+Yq58FyB4fifdFG4frzGsMy2xlOBQiVLSH4PPouwOBR36cb4LoRIDzLHegg1dWnt+AekyTiTL780M5B8mdAC2UaNMB5HGVlKyvfXBXwps0DjqEPLvuk+vKEvj5RZp/XBH/NycRPPxKRpHpEO6xDwLAtVWycXrAvJmRgCIQ33PvSuWkmDlRzQqPo9+yNTrg35OceCZxiZGQYWNdAJV2ePPbTvOnIYhhP1L2gYJG4/OLJkUi/W6q9YSbhI/JJe0Axga/IVENLU41HdPNGy1nlH0qG0PLkyBsSNtEyueYLuXeBPz1+F0wLhADidW44UMeMJxO6ERzj/HATHUE4pCeUehLcZj7Y6oZgHLr/SlHITp15r9NYNi3Jd6tx2Sp8fjuHTlZN4g+KV+Q5bjp9xH7C67Vsv2zpYOC3GLgcjHvwWnOI7R3Ra2cYcvuCXivg3LVS/uyZjtfK3mdxjL94ET57xQJcd79gmS++z3W9uU2RlnHbGzaBAMyr+sUyw60bgzfMJJwR+bulWpIdT45Ekna+Nxyky6DJZ+FIK8EvhiMn0E3Ti8sv/iME/WupIvyWIUo/SDmGi+bit7yJeYfyvDZC0PeM0WcjKBGe7bygDijkyDfbF/7/P+3mjmMFI482weJxh+Gbs2Agd3i/XBmWgOAV84wBM/iIfNLysxCwf/SSLkyh95MANGl02CHWcOG5AAaNd2Q9FwuWZCwTfhJOBj2c9JNMvnva6CfxwsJz40vGYWN4/ntJvS2HuoWXzEACcQv0klAtSqxMn/oTNUe525MTV3S7/MgZaMoJyg+ZRqnCoAP8MkCRMlaNh3TMgWZ3A1ezIZHRiu4hm7QwN2U9JIUiHRUucTNXHYxxNvwjphIibwrwL3dWnJvuf8xjBj2g8B+vUJcMscQhfYzPdwfeMc2QKVDQcMYCLtJa5H/UANTYAMk77rmBxZAP36cUpZVGfGOgiS2dIrg3wO7I9veOTtQ8OinyjmBe8tAZb+Sh9oqDmfielQ2PZH6+seoC0qnLoyXNOELoguNNqXIUj/hzOqnLF0S8brwJWaLBn8UZIKHIefMeHZkpFLiPOo6PjXxvrnqAxq4G7iJuDrJLhGeMMiQSgJkv44VwU6fFy7QQQQ5yfZltl0M4hH+xQYscA/9iFG3kirZXhGKkjhkBvMkIQuQOyVfc+8gzSL/7eD5xJTVHup0nZxiDmhfMEGdcpPeBlFmTS2S6pg8CYyDDDzSMipIVRt/Ms4EslftAGm569O0D6bQ+gxkTOmdgEbIeAx841RSGCGlB7+wO6Xqkr4WLm/0O9wNnjBFj59jpnZ0qdjzi1xIkaDwnBZTeiYSPoQ1+LVhKhm26H4gkB4o0qc7Z5uYwicgDeolD7ILmAyvBVzqR9M0hU8QIew9oA1Pxy31BFVrIYsCRuuZNF+YgLQ45cUaQBzwyrML4ouOxzBKGC3rJiiLSPOBlmfIQw88ugYGKwnU6knjCwsDqyIsQELyWQkoGQmd0ORc0w8AcXCGXj6B84A9Isyce9DZnLMO+hlwgly/fvKBYFLOY5GulWy+WtNHR2D9hCq7cyIxbKLxgnnKcBzP6mA6UYQkAICGbb9B9Vkuhka6W3uUAlDAEDAzJZ68Orw0R4Ixmzm9JQsp7k6U3ZnAT5uWXRD5ndv4WaoKdxPaLrgXvqZOHzmFeC0CQ02RMfhCC2vOAUoLnk5r1fD69PZ9YCkHQp5GA5/NZFpHj7/YgSzL6onUgjw0lhR8XQXV0kRcf5pFC1xU50HhufmLXzXmmHgwkUienZQi9OMgjWU8Uy/ytWaSuoznJfLhPWN/LHp4Q6XpiI/m35Rq7fmaE8YRvAfTdxJbvUiOP7ITReoACzlDCixFX7GYmUx48FdrLkzmJ3ZxV+d86Gzsj2c97saDYd8bCKf89YrNQhMnWkZcHrqPfCuk6+oGPJ4SjYdfPNMoePMeBriuuyXzuED76vthGxndJeDDiCtEqQ4vA9+TFM5Rs6LG5ZQSlg4ccv20C62jy3YdXkNMIqD7MBlLXFdc8PBcbgqwnomn8rZ1+RpJ68BpY38sxoN8dY9DPdc5PWIKJri/iCPJcMX66uWviv5cg9nIczfc26WYMGv7b5qXvjC2ivJdOQZGSsJYanJkbdz5sh3DXGcn4vVcTUEe7uXhCSSxdX4SOeO6HBPo5iogHT+4RZeZpwZgM02Ltw5J6WZriuweAyNBW2CIyJEvUlPvtGZ9ORtMJf5jsAFlXDEL12y9l+rlB4oPJfvSyket37+zo6KgRT/hgquuLTdqeC3hBN49x+y86qzP+9PnuHqxORv9VeMLvVDfPKP83Qx+XFlpykQimElDQGeno3rtCX1xyfC4BHltBegq05g7TUNcPW8nRdTM0xXu/jAmJIGIrCM5PT/pbPhb6OS3jwVytTkAKWIRMZwsoi+Lhz2+7ZPoZBoQHX0nqZLQHLk8Y9UEvC2757gpEsr7I9fFcHFs/H3607vpgosGIecIoP0yaVG1hLzUksPNbOg30s/3//fvSGbnAfLexCZZojVbet8qO5QlbINDNeoX/rfrRGbcceW8YD5187mPiwUuG6LqZysV7s1L07jdbVwNiFuGkPPfISC9DWPDcyc2tW45Lq4qOnuM+oa1l5ZFry25zYjHS6LkUxMjnKEYebNXLkX/fVZDeomrKaWVBQpdVH6zFkHxGMP4vEBJajOjZonYplbfCz4071Bk/LH2XyospByVaWTD0FdCDa5jZMsG8JeXLROubI5sZS/w32oesM4L5GdN1M4foe+fUoDqutMIsOIAp818+YLaeXZZojbeEnNEX/ttGDXmqw9ZTx1SafU+nE2t1ygFRrkP3XeuDPHOAaDF+QYCi8b8mruDRltE6k+CezdD/JQujAWRq4WkCoGPAd90c05paWnbmwjAmQfFdObk4gia0uFQmMWfKeS8Z/QveQOuySCEjZ+N32fBx05ZEC0wQFopC783ydiaQglblEcAccO81cUFLjBqlFhss5qvK9woF+eV+eTfvy1PkfXhk3of75X04ij46v5zPL7fil0f15VJ9uVRfLmWFBJQ+NyQlcimz2lvfgC4QcqnLwTF8Q8z64Fa6a6A44AxLGlPSNBUC3qo0PiUUQYhhXWHUGTsE+JSAa58UhWyVqybZGQopJFUwpqTObqS8khoipcQMpZDqTl1J2JgyAvLml+e5X57nuV+e++V53ofnuF+O9+W4H57jfXiO+/V9/n7jnNxHzv10vlz3I5DreSI3++gpuT49KtdzxS2GP2uB7H15X4k/D8ggle95uUjUm92C+vzyXSrfc8a0I88YhuLykbR/vU3pQ2KgyIF3MC9A4gUV55fXiKW8kFF5kxwtajSMSMyLxoRmMYxfforpo5BFyw+W0N7BSBcpMUErcjteOZSC94xj/ItFO+iEY+woWGDgOzNXRw3pEKesqoB2eEUAZyk+DPrgZjkU+5qHKwYBcMA0IBj6I/LRtOKFdk1dz3b87QEajoMNG3S57g/NcOJmQUTsOdiWyGba345pjBpi4gMOZ7SFK10P09K8Nwx/TRnFucGfDpUlO4+uN52N7rdcKVIDwnDY9fZHAUIr3cThC4+EsdFyufdQY96HSGESo6FH2UymirIlDYX/boLsYwlu79Hjit8AKbclCvapKLxqh6PLov/UyNPYI69ntVnadtl3bB4ZGu6/RRQiZcWEmf3tzFOPUd5yDHpylOpt6sX+VgLJYRgHv+VjNjVlp7i3cVnSr2ymbUi9WIyWvzW/twEiykF87gRHKbMLOp0N7Yy+90Uf5C+mwFf4ZnFne7JM9NHguXJyU1Lo667GIoruZQuGnuL48LgGc4RjZwHmQdHecxX1pEhn6XFyWJ3Jkx/mGktdcre6jimN7imc3ChaifqujeMsi9MOLW/a8PGEf0b1iyH7CC3g1ZTvnhVNPcXJ7h3qEO3YO7fzU2ERgAZKdjMv28HCKWlji50sjO9GnHLMjEYP9gOAROa8YwgBhWDrvbcVqMv0PnaDQVkQ8b0v6iJc7tmfCJBha/FgKSdTArBMO84t2qvMOcx15H+3CRCI8bF7YbHA6/LfvMnUVBbA/WpbtofpiVMl4L2QaqaEJFTthHHW8WIDS7UcFy++wNNWfGcidOXbKXWeXtqRp3+8bMd4vgWTI0efocrR3h1cIhV5joaRl6OnuNw9L3l+RszMzyiy8i4LNnluVpMiN7dg4i1xmeeMX4DwLxAKOCMEInhZSo2DH4/gi3ng8MUGQnj46XDFIX14IuKO4zNuGC0RKzp4rgYdR+QEgyNuEcBx/A3rCv/3a9gXgosKv0t+6+eVd0ke89vyaaqS1xOQFbfG+4EOZn9oYs4fFwOtTlSGws2HR2df/FiJoJiIJHsW2Y+uAY+4mfZcs68quzF9Rg47dJPmhzuFkoTd7VP2K8pFeC6nGSfCGbofEu7Z7c8i3jxh3D5esnelLHqLdR58l0wMIjRUOmSZy6WJN6OpeXCUY5ocMHbs2oHPhbz30nCXWtjT8yxt+AfdJfLjOI7j3DJn3hELGPfy4PxH/XEcDAb0kH15cDx8XfpIElEfhj9ODiPgJQ94YICdkwRvHHBnjOOGhSBeUkEVnIwjCnp95Js9XfDsxIcLiOl6NmjKgzsI6Xr2ztV785Dour6lauO5eL76b+kU0b0Bdn37V+MHA7TpeldLymvLTNB1bxcen5XMdR3M5OwF7XhIAeEji8ZhFnF+0gsdQh56PwndAwZE8JIOnl8vbD6yh9dXSMhDom8LYw9pFNQ9ouMfW4i5kJHvOIYCLhKTFibLpu8Bk8zCM393spVFbngncHgzWhA3L9iyYHrgdfvsb0YC8WUBZfZSLo43sX5zmC5xsNTIchnTAFINUfrOZtbOD8quGH9+C2grkiyeJDNfCdw/k0XxaMHKnkO0gUF9RjejPG9YZBknoboo6mdEq9KHgGU73eiPY38GHyFDxWmfb3/fMkJ/TtR6TuLZMRYTN4/cl8HAgb55s2E0L9w2db68mEdqggVeQy3xxnB8c5gaH7Qw+F0HxOsG8c1b6qxpFa+HSlaTxjPuk1vGUmilezTAJpI8eoCFOFQAcKBwhrXun6FUBJnV/o3dpJGiZ8xpaPCSzSbYK1/I1FKESkvVilJi9OgGQNQ8VrJZAnDbzl82CipDVwYP4Oblm2ngz3TT7OAzT844Zs3o7e7FoNW6UhC+DBaSpeEBKb/a8iIP0/zL6z5j5mUWjU+ZALlXVfpbxecZgYDJobHDg1gZ4ITFm4kOZD3gg1N5FbqKV+98RqAnPMakOF2TGCGxN89tqENjgevAUeidCnrGPEQr6EStrQacGX40DiPZKU5OeXnPSpaCozmPAOcsfyKA5u3A4stRFNxxJ7JVxE9h4SrZuJxMDvWGMx+7oabo580eIMSo5IHbmVD8JtHz5jsMlLRp4mwOAMNLnlEp7x8B2MGVLivBPPD+LIeLgO/gp69IKmZN6OICmXMZQEOhecYinXrUBdqrlB3hWNejAcNZurarHKlSM8fgAdFIlTcTYlE9ksgXSHJ+7yCfMY8NBkCk8gKZgt4Fz3jUhwLJDcezQio6A1C2EuGKWFqvIYxnvKTL5lFMcjKxlNyoz1VT/OUlxKyZDM3NlybGnVdwR0m6r4KxN5+F87ge8RIZ4nTN6r7MhBMb1JjN41bg1gV+MYQe5HYIHr7s9Gq4n5GGlVOXN39gVQf79GYTdcSedOVMM7wa7nyZSnnwAh2cconPlzv5ZnMiVRJVXiCIDCM5z9iEyZ2SFtuGjZBuzKMh7cBwo+BaERvWnH05z5OTnVqu1XXzHVLjzTWavWwM3rRmBwANj6aAyEVGlzM1grFknxGqMsukDpsDeAi5GaUbIDR/DhD0dEIE50TvUFP1jIxSP2YGsneabdrg+UWpRDsLkuRTKpUhvN6swIkRByc5BTdZYCGDby6cpH7hwzOLGKnx4xnLouBOUaj8uA13bfMXpeBA+mqTG6XvvlGuZwRMyyYYi5B3wMzMsU22VYR+Mcq4DEYTrjdIBZ7i9Gd9ysKEorzoxo7Z5csEwgTRGeVMV2C3xDcnxTjKEZgreIIE6uLNL+Y06SnJAdjZcZf5jAlEfNmpzANMAvCKVX4Z8EQUH2U4WScdPCe+DMDpioYxvDJ8hGDxz1lj8DUr8vJrlSZfLl7evKcH+4cHR3NmzPsz48tf3s404MP78L64ny+7IdpndrmUhO5Xzpc3A6Ex1cNGTjUD5sXq+jK5MKvELk6+KFYJQEopxy/xgOH43uxodiVzlpdZeOuVPw/AGyhAzLFoU2j+y1iMlF7YXKirDMzh8c/UIBtK5OXWB5O39ItWKIuE+7RAV/In4qd/4rJUtADkNRuOfIRWAGETrj+vIGe16iL5GSBhDlWEcEHDLyqFh7L88C5CsGQB/PIHpM43dHKrMlIvErxZjQ4FMA1vkxkG6zD+jAQDlt0F3ywEg87yZbzTQZwlXkVs4srEo4+CvGA3DI9iYkjoF330lA1vorpwJ2PgdKVu/OIcrT03PTwfoiClxi/6yAoRw9IG5QALT6U/zdRCiojGa6H0wFWa+8Ur2slZdm7fo7KIRtqgSj7GpgD0wp+tPihSQ1bOcYbeh1esi3Apl0e/4iLWXww8MhuIyo1+6ACHQfFnFTqgDBZzENMDhEjCf26TIUeAjrxrag84s+jPYnFHEuDwRUki3Qw+fnESCYhNKXgnggvdMQm/yLTlgNAZfgliqa3vF8lNWcAxERzT/jxFk7lJy5/DH5B4EcMxYYxRwPBnNlXZNkJ/+fnslvmjDz9CfT5WfzGNQZaqDkSeIq0Dj4OD2pVyvqJd0VaXDvd7IzSs8ei1J3ZWdMgviKkgFGL05x5o/PIAwbMmtchWvCKmFQxYIPDMsh3dBIm/WGABIZkzuYAPiGhNfx4/PwpnFTdgGMavPPqyx5joV66g8kv4lvTnPMylWxD/yuXRTPGLFcZUU11er0IYpNErukn52m7AwYR1B0D5xQRTONQUeYkQJpa2/lyIxUSdhbuJW9oT5hWbVMrIskZLpAMIM1r49IorIjkesjActyFUfCLmEJAQRHgeHHOEYiofvaCLngRz+A86Pspe0cuP7Fc8h4MRiuYswiiGBbP+vEmZlTJn5moq+uBewmNcMohXpDoWIemQVXtLUkHMJzoimcEKk2/I0cJFFv78OGSDGTv4mHTfG8xXlJLFEr6RN6UBQ1jH7dE/anhTYxmeRRv+kOPR3jdGNmvyF4sMU/X+7EaDUwk8+JVLrhbLV9yvAI0ocaaiIdwp/opnQM/lDF9EhIssekUtC7J1LtDgiYuAeJc2shyNTxjL3KOrXF8Hgwh+lXcNm6k/zZWXFuQQn4xKwpXzilY1V+f76W6UjVz5RDFPNiSPeJ9dGo5B4tFAZOCcH1Lga0/uV9orQoCBmydd5B/uTIT30B5tJGODjhZao7yxFx4+bQUpmyhIhxdi7uVsTuIHSR79F7IEuuTlbCpO4HsUKD7sPhHHFYgiSLzs9+3re0WhO0Zb2rJlJe5smRJ8ogYcdwK3ICdAhyocRPvoDme62Tp/ABQYblI/eqsyyuwJjtclzAoAr6jl4UGQA/iW0Ayd1CsyHbAwV6U94noS24U/reUDwNoBF1QyFb5T9Gg+Z4KJX/wnaEes84mKRmSwNW9hlePQR09IagHDjI9dBN5w8Yk7sBxljrMPSNxtoUUesXPta4QhgGutEfMw82m2zq168N2MbCj8RDzKwcCDHHp4wJrh0WUr7fTCWo6u8QPKxoyXdRfoOfCJ2uc2bUt+lgOIgg9bzsIn8EGqNxaOnxiHJxs5xwX+h0YubwOEI+by8+gcQ9jI5AW0bAeIPTrvLkvgyjRvmzTEr3CCuQD4iGykqsC1yCPgMHKF5dEzxAXIQMCF8CDAnaL8xChYEbZXnAoKvwvjTzRyJolomz3AhMLgGyGPKPj4egCD8C1v4sRKtD6dgHCw2uXziDhRBOgTq9C4nxA4Z7MilqQ+2gfbGQzv2yLDbVD5iJcWCpzxoE1ik2G8YfPTl1zwry7pXIqLxXyKn4YOkZoJwRWIIbJT+ESkDHiUqmV+gjskTr89GsnlCTACcL0D3K09j4gpiXeleXzZ4YNt05pHnCJlB4dBCSGvQsNA3CWBxY2MmJNXkHAlPvzyaEAcVZ0qcLYlZeQ0fmLVsYIaELxOrwg3wIpH1FThzcwK+LGpiPaIV0pZ5rRKiVhjKNVP98FmjUTl4IhdAwQcZcgGQMGkIz3itQKXEv1cqLYgAjziEUDqizV8wNbpyNQj8nh8ryucuNci0fiv7tOLffI0FlhwOc0sLnTvEc8ws5dG1OBvXmf5GwntuA2SR5d3IChA/SwdVXY4h7C2ZnALZbLu4hFlXMGgx4W3qaHyiCoKZA0sUZG/nUGDxwDTsGP4h4VXss8uFe0S7laA7RuZnuBuQEtyty8FYzV+j5Z88V5CHfdSWo29+qePZLmJufC1bxw3ff4QEegLBvbaHI5bLC9/iElCXCQYh5DQSecfqrjEV5QD5CviABlbKnn0mUO8Gtkmr7aRGyeu+PSHIFok7wWcjCJtSUwNwTYt0JqU+cMPeCxajMBLoAEEM+UPy088g96ZZ7DEG4fhQYRr/ZDMtaaMIfE+PfW1udTwGstFWpQ/RHOloYwIn9DHRMb/sLGLVh8GOFUclkmQP/yyQoGQlLd6GRHp5g9HcEDM0bQD+hRAdn0jAzOEVW1fx5Zje5XxhxrWBAcJxbQD6mQhbz5+o5jeAM45QS3ZXw8rb7jnLcYI4VwjIBBa/1Drh7bmQQRfyoKV79jUoUOP7qRw7+UPeRj3IP2HY3DC0gAg419Qd8iUiN8oZbFB7vGmP6re2R96ZXKBocSplhvcFPxhmJGsl12KHI6OCf5zw8774A3v2mSXFHHCDY0U4krYKfkbYk7uNPv01QIKBIJ5UOpqmHnDHl1fdE9hjXOovJpv+KX7FYBweBgnWxJ++kyHC2VxkK8tIG8aflqAHBwZNPGrEh4t3xsuAT+g22ZujbGT33z4tJIx4T8Jr8GCjRnZ7DmwLksPDbvd7ZUrfFI+6ZEjQ6RDpDNmqJCqkMaIkUKaQmrDxpp0TVpXl0OaQ1pFemeoFczCIM3KciB1IJ2a+pJ+SZ+euqRdUigoL6mX9J9MSiYtUaKGtIaUBw8ogdJsbVh7vYl14mSGDBsQFclkMNjRUY2aes2a+vKyxsSs8UiJLFgIQUZWYsaMGHN43aBBWZmGESNUfNUOKqzIV6R9GgoGKEickXjL8VYErogRJEaaQPjwIUSIEjHquLi1eq324UOtVqtZsPBQexCrIdQRInyoP9QT6hD1ibpDhwtTtZXVU1bWFQIEWGBgCzBgMKGBQi1BwtjYg1qsXnAG4yxHWw44N7geNWrYcKNR06jb2lLUKWoYtQm6GXM1mbpNG0lLyzhx0qQ5c6ZOHalUKqeWI73rTWmYga2tAVVVAQgQCIqKGkJCqmKxc+o5UiUlPbUeqT2gJkDA6OnJ6eoKCgsrSkuL6wHURUVWI6MjJ6ckKCilqCgpLq4676rz2oFU2lnXqe10Pms7VKqUyegA1gEIOYQQUlICChRYoqJiaqoDxImjeedOzSn9qaUKHChA5UVVtSfNGTtn6lxrzVpTer3uqfdIqbWdGkGdlbWFpcVA6w846Krj1JaWd+DgCmoFdVhYgjpBDVYjGDDAGiDAVDqVBgUNDUmr0TfS6pv6TT1nTmQdWevRA6ZSTp46T82GDZoaTU1J+aX+Ui8uhqnD1GazmdpM3VhLJiX9AAFJhaTUIapNZN9HR9ifn7reE91TS6WaUc2aSuUT5bNZ25ucUT01gKvVCq2xeeronj2amnz4bG7qqRO1Y+dOnz7RzgG1EVJtVBfVSUC1Ui0AKKgWUC8FCdVLNZPQUM1UBxiqA9RE9aK5Hte6udbrRimVVKmBFlarSYqVIjVdSZGkUVcKpFFSAgoQSAlIqxAskFZJtxY8yPCgjA2dTDWZmGgw55yZEwdOnDx48kTx4IneYZAlzZJySQtE26R58+by0tKSkvLOnTd48FxGL6Nw4FhGLaNnzlCiQaNGDRs2lW6ia9hE10QrpQLqpPrKdKVGRpJxdBQTFRNNp8OgF6OJiY/Rx2hj45folygXLmaiZqKTk2WiZaJjomnMZkjISS/RMVJbquQkVZJSRRMbz41cylwmDQ2jhedytDC6l6N7VJcyYYFhScGkuZQKEikS6Zk0rvYbrAdrco1YM+71XntrcS3msD6sw3Wh1IqgVFCqJx2U/gFKAaV4Uiw1Erlaroare9QydtQ7aiF1XV0BrUarV9QtpIaF0kLpVqrXlZl1Zq2n7lM3GagN1FR1Va0hrA6rMdRgUc5qXa3t+n70Qqd+HFOPqc91OVpHTlRO9E20jdTAkfRIapUSRclIRiWjYKJdarw6So2lrlLv1UmkYalYqpVypbuUXBOop+qnGkxdplasGdQL6jPpj1SAtI7qUcVouT5CJ4UgDSEdIQ0iVSJ9UQPWU2qulIhUTXpCukMKQ9qi5lCb1TPqLjVh/SjdkzaR+kmzUq8UilSLlFAKrvnUnPWdOqu2qrfqNjWc2rL+qr3qA/W0vtZPaQbpljQsyhiljIaJIkYPo2dpklRKClZfeVI/qfn46Gq6mgqVuXqu1tOLq+NqJ0581D7qHz9Y1CxqFy5A1CBqNjYRtYj6RX2iRQsYakhRJianpyepqFQUCooqShWdmsKKYkWtrLaiW9GsLK+oV7Sra0F0QVSBgrBoWBQMrEG0QRTHI0QjRMXEKkhwQooiRZWUAkQDRI+OgqJB0aGhn+hPFAioGq1Gr9c6WkfvmxPKGZ1O+Tw3O6F7OqGdUE0on2iFDFEKGaIZNkQxbIhu+BDV8CH6QUS0g4ioCBRRECiiKFRESaiIqnARLeEi6oItmoItyhZlEYUBAcJYdMxB9IGDqIOP5h/9ryiDr+gXgmgCBFEEXNEDXFGuqJbWVfTKQLTKQNRAVLRAVDSqKUqgaUDSUnSpKSogmpRkFDWKFhURRYmiQkIAogCiWKw1ao1SqXbUjkaj0qgU2icKhfaBbkahm9DOKIQJ0QlRCxYuRC9EycjKomVRDhzMomZRDx5CRENER4w4i55FT5wwETURTUtDi6JF19ZWRFdEX0RhICIq/kGzZNEiCNVqt13o90vIhW7Zkg1DwWAvlJuYeCiGksk71BBaCNX1MTTMx+cH/evrsxIIBQTEAr0CrQKdMiUKFKienhQq0L0y1GwehA5CGaGLbz5w1KhBY8YMGW1y0B493G5AaUB/vEHfoHFxNoDAWIOuuYDKBYEGgbpBbcCIIQPKBn0BhQHVAd2xIwc0BxQODgcUB5QH1EeIEBxAaCiDlm2AihgB/QD14AHaoQMHKAeoGXRDVZUVF7Sr60CCL+iXggIFDECpoASgUVFYUKwE0Ckp6BU0ywuKIAuqpZUAmgC6BeWCPqFQaNSG3rf1BwgKBODZ58nJ+dOp+eTDRwqV/jz7QH+em9AaOr1CsVMolfoD/YFWobalZSWZMs8yZs4827R5rnmyeapR0+bZ5pnmicbQsJDR/DSfn4yJh/tTLz8XFxOfiU/FJ6IWLYFPwb6+Pz8+K08re88rTyxY/p5/zyxPwLi4HzqeOXLgKPIcMoTuSUcEDm7HU8cNHzaIPIU8ezx5vD1vzD3l5Ig8iTyDPIFgwGAhQwYyDRCeESKMSZAwgYKFC88LzwnPCg0a5A4cPBAje27YUMaBwTMs7J//xJ/5c+z54AnhWWb2NHt2eHqARp9YLNBVwDMpSemp9ERCOjIaegYFCQEI8CQiKhp6ClGl1p8n0LN+Qp/UZ9Hz6BngeT9t++f586xWrU/rc/qUSmrx+UNq1b9khvEXEoVgMJYEq3u9aQ+ZHIl55cdcfERehzz8e3AOq0dLzPeKu7ruOOngu0dzuq43Oun7rRIzXdf1BxIerEdHEgSe/5b1RMoh+W/1ucXBe8cOPF5aftfufpSa8twxQY5qXZ6rJd4bAa1+G/dEUkKJP7TZSPJ4e0MARpLdsi8sYpOU8+Z3APikgQev32CTKjB/jHlj0sqIF1OymWQT9WG+ETueZEeYlO+GGU9STbxuBQeXKr8nbAPSenByA2LSIgFp0cI4w4VE14A2gBMLd1WfrpNDxhN7eD8NYoeeJ0bY8GjyEh1PXDPx6aclep74If1oODsLqjXaou04cbHMp3MMaimEQaLnep5I+PforlvPEwsnPNoBED1PRCs++iyEDiww2qG/HF3iT19o1PNEMWEe/aMNGVdcqvx0kqKOK065PBpNpp4nzrnyaK3UXAEU2qDCA4pJInxa6qk9C7OnfTpMPddzxe/Zn79fPVfcP/x5kYieKzZm/bny9Vyx0sijpQnwDpDRYndQWaSA9WhGIWR8Mavy0Uyw6LiiHhaP3vKh44tEAx6dYkm7le/5YpYp7B8aKtqqiDv25qNDgO35Irfrz15H2glw1vR8MdHCny+06flimMk/wxCi44t4kPw5Dy6bKUQ7PaIy63v0lBcdLweo8ucyDzJeRvDmz3o+gLlJ2ujRtczV8Wc2tRYqvbXne1624/NmOMU9L+v5eHORN3teFiS/uUpXz8uMYm821NPxMhvtm9ug0XFGa5o/F535cCS7J4qD0p9jOJFxRq23Pz8ox4HK6tHigjHEkj+7CNN6LcDUFlUW2fM9Z3Qx4Rn3MnvOWOPOM6I795yxSNczWtpfwHIwds69WYwcPWf0E/KMnDh0nNGs9maor44zYuZ4s4UyHTcnEb25xg8yuJmsGjdq5hz85iiAWqocyz3fczOX3pfj2KVhgyBbhoKe+a7Lmy8c7bkZD/FlPXfapiNje242i/GMVyw7bqYR4hmnTui42UmLZ5QgpuPmxOszvngzJohnVJIik+1FFjJKBAEDnvGboY5UKOuIuOJqzTNa2bN0UjTu+Z6b19Rftpf23Fzn+2WhNDt+vuL4MlSYHT9fib8MhqfV2cQpu0M5u11f1hNGx88dILVXcAcdPwMR8uW3Ov3PW60vP7GDgrGzhCjqcyWUL4uhWUolFPZ8x88/BPwikt6On5FY+cWnpelYnGw27Qp9FfTlDD52/PzH5Re18HM66Rch7NDxcx4gv0jijI6jDUj9Yg4P2R3XHy0i+4t4be4tW7aKU5qu6Re5XzuOth69IlGRdRwjG4XIjt67+0UjbLJ04lzuODppxCsqae04+kDkK0752HE0CDKvqEDXcfTcBT3ZvyqCHQdik8zSgRPTNodXTGPRcTRh3Sum7fqj5VR5RTi3HUfncPKJT66gvTXZOT496aevV2RC3XF0kRufOOWi9SBAw46j+/R8IpATHUfr0frELkH0T2eR+MTLb1Zyy4YdR6dxfOIACURZCLNtRfakjX1iJ9WOo/mU+cSsAVklXN52XP/0Fp5PbKC54+hIA394RgG+j7vP314W0T+tRuATze52HG254w/XbDDq0CPbQYpllKhPZIGmfTBFDd+1JcwU4fs48JFDrSeLoUwkrUXOJ36O72QOMX77xbrj6D7oP4zThu9jK/dvr3TRP52C6hEBW+A7OUPmbxeVOADgZQsJaMuOp6XW/jBPC/3TT8Zp+D5uAvXbG0iCALILitKPLB4xDSTrQyvfcXwnUzjz2yzSHU976HrEOvv6WEj2tw0Ms1xBV7aSxsZPFX4wjWb22/Ww42nsjzcU3+E72QELrP7pOi+PKBTj9fEb4G9tKi1Xlcinwz20SrrTli1QwQpO4SO+GELgz8GW0gEnYxdnFnY8PWDqDfUl/dOKUx6xCfw7OUGe32qg/F1f6/PbP6VvW1bAFjHNR/ERsc52PA0WfcNDH6+TrcZ+m0T4u96C87d4b/RPZ838oQ1G7ZgRr9fJTUw/WElj/3QKFm/I6Gedc2RLQFfLGPP+Qa2A7Amw2v6/6yuI/DaHHP3TbiD8YdxZVtpG3loKIhOp+EEsEioQZp9CUpo0/CEemP3TS57eEPILDRfcRJPR+AT0h0ao7J+20hOjfXoRDUPzu45iy283nOmfRnd5Q8rB/dNha1+IhDFs34e8/fYu+7s+QvxbJxfZvSyeqxOPR/Swxun3DS3jHJ2ctga0LSAPGvnBIkT2T4ew+0I7tLB9F8L52zgx+6f/rG/otWMAOIZgIRCNxrff0A2b1/UOAH6wzVtWwoUvOzmoimDgkJcx8xt6+/RPVxq9IdiF/dNxJL7wzkrYvgux+q2KwDBdJxvwg4Jm2qFpGdlHEG64k9NYgYd4DcxsMbWoI2HuB23c0cMalTi8YYMO2qyoHntYmtvkC5uohe37nPS3YV20BQSBRIlqLKt7wwhA5L3Qr+23eXk7OY2XENxBVrbFZIio06H4QRhWPSwNh/ILncSF7XuQvN9aj5D3wis8fisEvZPTI7L8fgbGKSuYoNLIWZsvBLNBD2sskOEL9cQ7gzShHhNh+g4E+oOSDLJLgNzIetW4d528F2LZ8FsXWCx4BbFxjSYQfOGULtrajarv+zgdBO73EbueHrp6PYtBOrPL73oSGej7DxE/iMeF5D5uNbEowaEOp74bIu747XeOvBcCVv7WgWVgkqS6rSYcJPYe+w+aKLKP01799xBDOljjVYqrXU9DgXndSlGLpA3Ud8NFoN/6odnJ6Rxdr+uDYVq0eXd7v3d2GJKo5QgUdKOKHr/vuSPvhdnpb4EE9XF6jvV3D+OdnM4PXy8wzhpwE7Pr2csaYvq+6+l78cl3GvTd8Czkt0WsOzmtpcLr4ayxXjhI94NfyKphtpp+zCgA9oMkGnVxI1WR383Idh1NyeXHnYc7Oa224HWoo2ydZlrfD8lUpe16esrtyUYqV6BhTQZWNqJ48nvZHfJuCFn+LQosY73Q6/WDUaI6OZ1G7fVu066j3XT9mE+kvh9a5r+tBGq6QCfrmgbXeILu9ygaOzn9xPq6gKgmKTG2mhZ0Iez+oIoUWQI+nHZdHzcyEb6eJZONpLzU911Pkzl58pwYeTekxPFbLTvaqYTNXU9P735sh8+uow2zfqyiUt8P22wgm+XIt5g2qdAZP9gCSSenIylfJzrbdfSPzBd/kUsDI0uFVorGDnRez2Kp74iY6Oc+OGcJcMt2PZvIRIW+7+S0j+mTd6Qh64aWSD+oJ8Kup7Eu/PhyLVuHxrnraDJcPyaBZdfRdpQvjuzU90M6C36rl6SPG69eXr+O6TsiHhDP7VKz62gLK14cwYC+JwZ5fG4OcBqHrDwp5AuZr4tJyUphGdr17JcPUt/HuuGbnx/UW+jk9PfEk2esYIIeZmk3uIlhvV7bDZLhtgbkWbEY/cEeCHY9XeLAj83wZanSkOz6rqNH1C/Oxew6+gfNh7+X2TZVtV1PS1f8eAOVjg5cezHjmr4n0q056Tti554P+q6YVOG54in6fsjp4rdrF7KAWLLoO6KY39aAPzpSfnAuUyenMdk8mQVcNmvMhH3PUjFKsu+7fmbEg6nvin5Uvhs1sOvoAVYf1o7JKjkyppPTSzR/LElD3xWd2J6rRUfbKHqxlxx9T2xS4LkajHYdzUX6YnG962mvLD+GANX3xB+332ImlqHLasO2aUXnyWsLyDoilui3XnvZBAMa9z3LBMfRvi/p5qw4OwMDkk8+W6Of4Yg8IZ/Tvi8eMPpu2YmsWdwnm0NJ7Puun79YfjjqKUs3wsq+67uioNxz61DQeoKzbC09OISC9oN8OjndyObHifquoxUAfphPSjbu6sS+7+cq7hMy6bviVeNz7TCzFADTewQ4Z2jZKU17+74Ipvpu3122Q5cT+07WEZUg/CAfLruOhqLnxVJWsmhcfvY9S4OKc9/1PbHPyHOrXienXYh/7DWV3dJHatfTtZAXZ4nT90Sm628NKez6uQ77hFDwdnMknwdLyaPviwzE330gZy8zYHovtM+unzPJHzbCE6AURitAGpBGKeGPv3O7uU3Mg6HuvezNvjcFGX1XHHs9F4yP/fy1+IQBCHczFu+/gFZKgZZbSmXEAucfVFTcGbWe70WP2PdFwyDfxbvbd8Ypcf6rQCmMQ0uAXLoP24+bKO06+gzxw3c69F0Rd3ruizk6Ob13+WMCgLvZzJIHM7l3HX2O8uIhSH1PBP/4LR+/fS+PXX3XDtyun/sSPGEdmpz+MnxxHllP3Kry2zqkfbHC97tUlloF1mBtJb0ZRIzB5Qe99NnNPDAffCRjLxuueG8Hy92c9PTfKZj7zgh29l49zq6jA2B+uObbd0ZANP+10rPr5zKrJ5wO6rvi49lzuy30fTEIvA50cW1pZWFdWVVRGSgwJRVFAOrJqYlpwJIApSSkI6MARURCQUAAfrBX621XqVNpHVWi2kN47NCJYk6ztGE8Z4oc00PhJSk8ns/a6XDpgQxJPcsZGZiB6JAcOENhKL1wkSzSx2Ejvj0qRkWGzAWJxskoUVTha6poSDokeN7RwEka1Xw+B1iX4BAVRaM8n0E3qnhhArsAsPRTeUttaAq/Is9ndInMkUnrFvbFpLQH+kQJDdODkkHJntgJVzysBGwEqw/sGBaCFQ4rhn0w7cM6wDaAtsDmWBzKAPvYMCgSlgEWDBoAuwD7BR3CKsAmeO7BIsB6PS+xB7BdzzFYLuzWsxGrhc16krFY2KtnFawVtuopBUuFNfCEgi2AnXrmYaWubdisUZMGzRnLSjPXMlfDwl0nj8Vhwiv4WoXKFClR9KA8cXLNuza5MrH2sPKw7rDqsMJge7HmooUaixUq0tBSoDhhogSJsxEiQoD44KGDGYcNZRoykGG4YKEChQkSIoxBEHvgoEGOfxgDsAVfChIg8DrQxbWllYV1ZVVFZaDAlFQUAagnpyamAUsClJKQjowCFBENCQUBAbD+2FXqVFpH7WcnZ59NPpp79OTBc8dOHTqZmHPkxIFz+cZNGzZr1KRBc8ay0kwZMmPEhAFD+cVLFy6TkpGQj46NafTZXGWktmGzRk0aNGcsK82UITNGTBgwlF+8dOEyKRkJ+ejYmEafzYzlRcVExEPDwl0nj8VhQvDX2+VuB7dos4KBWgCzYPm74tfHZ2WvCpUpUqLoQXniJA+vCZMld0rskiA5YqSOSjetQycTc46cOHAu30zdTNPos5mxvKiYiDg9nPJNrUz3qlCZIiWKHpQnUyfTuB8+evCA26EjB463GzZqTN2mNGa0yYgBg+3FmosWaixWqEhDS4HihIkSJM5GiAgB4oOHDmYcNpRpyECG4YKFChQmSIgwBkHsgYMGOf5hDMAWfClIgGDqNT3QxbWllYV1ZVVFZaDAlFQUAagnpyamAUsClJKQjowCFBENCQUBAfjBXq23XaVOpXUUOu3k7LPJR3OPnjx47tipQycTc46cOHAu37hpw2aNmjRozlhWmilDZoyYMGAov3jpwmVSKimNhHx0bEyjz2bG8qJiohQxSh6Lw4Tgr7fL3Q5u0WYFA7UAZsHyd8Wvj8/KXhUqU6RE0YPyxEkeXhMmS+6U2CVBcsRIHV0RIkOEzEXlokGAxP3w0YMH3A4d0RxRHG83bNRwozGjTUY0BlRPHjx37NShk4k5R04cOJdv3LRhs0ZNGjRnLCvNlCEzRkwYMJRfvHThMikZCfno2JhGQ8/QJ07y8JowWXKnxA6aBIrkiJE6uiJEhgiBzkHVoCygK1SkoaVAccJECRLQM2gGMgwXLFSgMEECNAJ0DILYAwcNcvyhYVAw6AIo1JNTE9OAJQFK0CToEdQIWgQlggpBg556nnmeeO7YqUMnE3OOnDhPOM83TzdPMc8wTzCUX7x04TIpGQn5+HR8pp/o5/gpfoYJwV9vl7sd3KJ9Zp9UnlOeUZ56zydPJ0+8Z5MnkyV3SuySIDli5Fn3rOFGY0abjBgw2J4vnmsuWqixWKEiDS3FE8XzhIkSJM5GiAgB4vnhCbbgS0ECBF4Hup5czy2tLKwrqyoqAwWeU0+pKAJQT05NTAOeS9Mptq6x0OsVe9/YqlRKfXJeObFCQlggLBD2B4sVwgIgSko6IoB9emrCDqBDx44tZMVi9+y5zHON8+YNnKscIyMkrNKVT5/Lq5s+evA4OQ1BQQVFYQlc69y53rlmZua55rnOucbBMi1hl7BD2CJsACwRNgj7xEaxQtgBWAHYoKucK+a1DxZ67ezcvG5e+1w1uXCZ7NLFy5f01dExEtJ8RaMf04jXxMRzudzICIbSy1Xxeni4eF28Il7PV8nr5DXy+nhtvJqvYcBcwYy5jrmKuZK5aq+Cgt1r9woIiCXwms1uuQ56/a5sv9wr39WKlb3B67bPe/27ZsnivXqvWq6BdHRFglyBAIm7u9rZLbkuUTI3J3cN4oNIDyXXJNchVyE/rj6QXI8cUXJVcjVyrYsQoUYFDtcNG2xowK8PHswQu9bAxIQTJ45lGzfWN28q5ci5nGPNNDO78eEDDhBXEdY+1s1N6x7rnj139FjraGri4cPHymnlPLueOKEjxYhriBBvHlhc1dR2rF1ftGgBt+Kq4ssXxTDWMWDALFJSdrFCypDBI8aVTY0aLmmsZtCgmVxjdQMEVDQ0xHQ04Lq0ZJWEdFVSuhJwdQoKIgJwtpbLe9Y96+FhnSGiNTGxCqNu3XcjhY3Wx0dwZPRa11eqtdPaeaVS7+oVa8DAAqmpKbACBaquWoCARP7+hFiFWK8QWrtduq1V26ABjTwnEXZlcNW6cnFJuEq4enmVQHD9IqGAAR5e3JIjViRIfiSxKtnampB1xcpmh2xhYm3SBIgTrtXrLRLms/r5zWGxZpkyRS6KFYqbG4YrBrJrWYbrjQzXDNca1wtXGg6uDiBY89ix4rFjtWO9tGZa4dCx0rHesda5cuhw7XC1MeL69mbiagLF9UzEVcRVxxXHdPqEPq9Qa58rCrRrDrQrmoori7Rrmg6rGDLWRTJWMmauLtiubFe4tisPHjCuMK47ri+sZ6yTk2WsZcYECNAkdCWyNqarpM1WSKuj49f63bsSXa9X+1r0c/253lesVdGL1YsVbJW8dh24TjhwPXAlcU1wxf86469/LXH9sgpqrVorEe6gdXDIdcDT1erp+kTgGgV1BYO6QjlZ+agEoSLFSji20lnrxtY6K9l6xC7O7s4aaB0yRItVi3XOmsWaB8UKxRpnRLfq1iJWsVWKNUgQPaveE6uVPmufVc4q5EqFdcW6LrhOsDJRYlViBWL9YUW0VrEWWtlYuVgtrW6sldbJK9L16sp0Nbo2Xa2saOvZune1cKVAwe3qdh27QqBBI4ZbDhxWHG/WGTKsMtqsNaw2bMSwxrDesL7dUqhUqaLFipXAbDYsFi+Ox4y6bi4sPBveaLF4cMsWv74+KE+eICFCZMbaWocMGcK8vAgkJd1RLJ07SmfNmkgwYAy3mWxsNnaePGbgwIETJkybNnbs8OGDxkYjBw2ashcvhIqKf2SyksBAIVOm2NkZMTJkyNxckSJHjvy4u6OzYmWJoGAWXR+j0V++qFFjb24W3rrO3W7//vT0lCjRoUOEiAcPDBgAArqrUs27qtmnT5zKSsdwOM/PL06OiH3lSpTDQ8lHm8095K6ujsmRI02cOOHru8O78W4mTKo0aWLltnLz8WXv7L3lFiNROW8kzjt33Lx5M6ZMGXO322THjhZrax4scNpu3IgZM4bRbPY2aeKjRYsPHjyIRVBjf/lyxj5DxosXSzT25T0FcAOw+fApuotsO3Z+7h+7TRs7TK3HDmPD0XPbcG4otOluMhoyuoe8ku6k6C20Zs4aMDfSnVtqa955Y2vacd6UsePYjmW6tqOd191h59lxO9ZCrFnAYvvYfWw6dCrtSjsyMmyHbUNDP9vPztpIbkCtFi3gwEDCcFhxcVGSkXHSbOZyPnfx4v2CwYSEioqSkpOTXLh06VLm8W5sdCyXEQ8p3BIk4LgYAgQTwMDuqwxeTl5CthCeTjxzbgBKRUVUPz9Rdb10LxHZeojuW6qp6cvI6C7QpfXmjKUbSzNtzJBhQ2aMmDGRkJGJjomI9p4gu9O2ne4rW0yakdHr9eHjwwcxsQT2FYHqTcDu4+gICSlGDBs2bdq4cXMHzx3ql3LRySKXCTdxMNFMFDOSWk8McgYUSFCAEQSGXp8eeAxO20RwRIniYnBQBxMmPZw4AfL97pWTBtgDbCkpLVvLPnAgt3O7rIyETcJ2cwtiB7GTJOmz++ws9tgGAcGFCzMdOlj06MEGBEjb3l4dof1nndbRrJMpJzMNmjRg1IChrKS8Kzs19WjKmSMHDSYaNWvUVM7NQRmyeefJw4cOHcw495qbU8/d596jZw6fOZj35Zv7zQ3nxmPFWq9XqpVqtVrv3Hes9221bzu3nendx/p87rn3WKNRq5RP9eYao6JyEBXFYGnpABGRlZRUg68vs64uDRVuMhsLdHS0VKBA1b8DDhzOXryY8cOmu8fKHDhgwODAASurBg3MzDRoILtHKCCANQEL14CPiRjbIGODmhA1Hg+4FHRQMGHEBA0qNIjIIUKGEhm2EluIHUS0tNRUVbXlwIGEs7MVM2bA0dlL7hppLdJAnAABYQWEC2wXONDg8IHEhzIcz6q6oWwIXraXbWb2wH5gs2DRwe5gs7GNsEfYbW0qbBV2XV0OO4f9ZysRE9ugQoWcXIy4uLp7iE1U1NQktbV1wD5gS5BQZpfZK1a42W42HFwSO4m9xM4CBfUk4OoGA5tCcGfZNW6cOJHiwgWysLAGWVldTExQQzaS/ePtxQs0Dhwy/IMVKBB1dBTgfrOBhoYiQwYMYGAIoqKmAgQwsm/wsHnYKVKo2Wo2GdkGe4PdoMGYPWZ3deE2bkNBYdlYBGwbNFCgMIEBQwUECL6mpqiMjJR+aNSwa5ywTZywT1ywK1ywL4TZX2F2WJZNlWVnMdlKTABsofvq6Oko6Bp0X2+rHSLNTrPj7Bg2jhJ2CduFDaIHGw06Ohv3jh0t4GLcPHi4UKMTckPIXNscEBw4aLzdJM7OQnggIudELu5I3H3krrvFVKypIHJvsHBboCBDRo077e5xr1hx475xnzjR1mLEjYZW4i5xv7hhFCniIy9vyb3kjhJlyj3l3tvDkkW/x+Ptvb0HB//uv9vPT+/Wu6FAUXIruZEg0XHruGfMEHGLuDt0eHA/uMPCDNwGbgI30E3lyn3l1nIDbtliRSwWtAXtwkLd1u3GRrSNtrnYZOxNTBvTVmOfuQ3vwkLyTb653O7dvbHcgveQnefOY2falvbkpKKtaJ/PZJtsIyIG2oH2vk/R2lruxy/3l5vyDnN7Sd/p+3yjbSi2FClF7CI2FSpH7CN2lSp39p0NaFux0zLFtrOxYDFiG7H5+IbYQ+wnNt7deWta61vCvWABfuN3grsqz7cwYIhwR7hTpEBxo/BxK2HdWDfVzXVX+PvvrlvrHnAzMSHdSLeCe+u2S3InuWncRu4hd44cPG4et9utZj8ZsA3YDOwr20mALcCGspHuGLcLFyZuE3eIe4N9W22rfWRj7yd33+3krnJLufGs1Xvz5nNn3U/31G10B7gL3D9uIHfbneFeuyfcRG65W4UdZAPZS7aRfbV/bDn2pY3m3u/vjXh7b+0NtpHYcrafdXrXue3YYvYCO4FtZXPZCm4Wd5Dbh51kF9lSNpMtZA/Ze+w6dTrtTjtNmjn2HLtLFzA2GBvS3qJAcXjiBInqCGof6uYmVdMGVROw6sCBlqqWKgQI2Wq2GiGCtqqtSpCwrW6rFSpwLVAYrE4YHBvbUt0iWBUTrAoGVh8EVgOreZ4Fz1JlwABLFUsVDMyv6lf9+uqr9lURINjzuqpiYelpaVW7plCpdlUPULFSPVBNYIWvCtfe2dleokRhtbBqwgRiiirVrS0pVSnVrKwo1ShVK6sn1SfVqqq8al61QAG8KaZqU5MdFJSSqpIqAQJMqkyqUlJNqk2qBgw4qTqpUlFBqUKpXlX1qiMMq4ZVESL0ql4FAYLcwYVaVa1aLrOosqgmJq6orqgiVlW0aLGYlqZYVayiVQ+r3CoZ2bf6rWrQAK6Cq2Vl4qq4amY29kAOVzmEN4SrGTIQVgmrGDB4q97qhQvdardKoTpYDfGh+qG6V8cAAPwICgpSDVIVEpKrylWLioZUh1QDBCBSJVJFQqKr0lWTkoxUjVQFCDhSPVJlqtoREQkZGpqrzlWBgIBUgVR/fuKqcVUstke1R/W+edgDqktLSKpIqkpKddW66tFRkWqRqlFVCBT6JpXiqOKoUqk7qjuq1SpcFa5qtfqo+qheqz+qeNWoqCXVJdWnp7vqXdXJKUk1SXVAFQkVk0qHjow6dah48FD15MlDo0qDeufOjOoMqh071MxqjEw31DdvXlRfUOfMYauyUTGrMtaol9TL6toaHCqcKgwYcahxqjGocqh9qjZsVG9QO6md1Rs3cuSYUvW0Vduoe/a4Vd2ofPjUqNagcrqoLlbLVDfVF9W16rSqo8qj+qy+VWtUE1QVKOCr8lUXLLhSvVINC/ur/lX/AauA1QZVB0NDUgECWCVRm7y8vqtLQRYKqgoVK1iwcPFijdqihVpaGloKagkwrgQNEICZMHECBXWFDRs02trYYuRUBgzEFlBfBgwXEHAqBAhh1DBqA+qXAwcScqpYggQFqAWgqAqoVVUHpnTgoOKg1qjhRnWjyqDOgIO78UalgUXgQFxcDiBAeMzJUYME2eGDeoPKgypEyI8iP6hEiPQY8oAaIUKFCRM0XCijZsjAwYIFDBQ2kFHJNAAA8CRElaJCNVGbqFtUq6IiA0REUUEGlKhKVCwqExbrdL0u2SNCUENQRYgwo5pRPVA3UKkC7nuAtQT17IwECBAfOixRq1WkaPRoShXwfBpBqUfUNaoalY2qg5qDWoMqR91B7UEdo0qgYqA+oFagQqCOoJ6giqACUZ2oUdQSVBJUNOoP9Yk6gFpG5UD9YERFolJRr64SUBNQtahcefLo6cM57ZziuTO9Y2e6Z6qpuTndnPKZ9unShcuXL17AkCkzLXNm2jh9fHScOk4hISMlw0zTpBGDps2UcowXMpZippNTLtPIaeXUzJTMtM2UDRvKKeV0zZow0zBTNdM04TAhGNz9Gk4LC/fpPtX1MTnL9O+K39bbFRQM1IIFcAoYOBVPCafjKZbp3zTLlDsdHNxOt9MtW7RT7TQ7FUyS5IiQ6ZAhRYxM6eiIMJkuWZI3zcMLEkRuKmSq5G5ahzedmwLBazJtMkUytZOGv1ptlChtbWZmGzaAANGiBQzpirouSZ2kFiKkChAgUqBA6W7Zgt5u098vZDjMRUyUJnh4S5YMGXLjBg4cOnTw4BGkblEXXgmH+b5fKtut3pYtTqBA+QEEiAshQthk1C+kGFZIV0gdOOAg5SD9+qIgpSDt6hKTikm9vMakY1IyMhNSE9IaNZJIk0ihQMkizfKVBlLhweOsRIkK/1ZQUEBPTwCmpoqyspYKFJAK3VKhPCU+fLCxpaW5cIGGhgLF3JwTKZFanMXr1WqtWLlxdwMHExw68nTwIMIjiFSXbsVaPm2UIVHaVLSZpTDbsLYBRA4QLe5aSO+kOySonUhw4gJ+QcMEDR8ifOhgoYMIDyJesHgRpCYyJS+Py4RJ9u4u0M5Oi6CgbmjYmJhIRouEhCYJCa4S4ArwCQgmRFgQwcIDCx7KPEjLpCykcSPOzipUsLICAgIAQFokLSqSLt1QUg+plyjpq5fUeH1/WP6yCFqpBWs76SBYCpbq6enQ4eZGg4YMGW9vRoxM2fOrUoUsRQq423VEo9Wk02sgIS+5cMF0sx9yud2+vitLlhzp0WPGjRsx5ORsNGlStzeWbiFzpXD77PqWAFnSA67HjSI35J7INflr4vfkCV6RIkKkQqRwcDikOKRAgPyQ/pDa2dFJ6aRSpDCRMpFu2aJlLCWsN2s6dOrHRzZjxlCWy4uBgWMttS6dkifNkxox4kPqQ/r2xiZlk8qQkSZNk9Kg4ULqQurmhiZFk+rQgUKKQqqnNyedc1IDEnK5jwGroajUS1ehMkScXCGgAQAGAAAA80YiiMRQkKZhVELpA2SOpGZFmQhAIQKAAGDaAFkAJAkIQAQICAq0adNCm9a0aq9Fey20165Nay20166NVi1o11Kbdq1o1VaLtlporV0brdpM23m31tproV07rdrRrl0rrdrQqu3Q+lczXp9kIOj3UxFTR8O/qGt52X9VxcSvc8mYEu9h+IFxpdWai8r0AQb9O2KoWA6/rWHgpR1Io/E7PiGfui9fUAd/hyZCFmRNnnc/GGvXQndSfHAO58EKNuWlpyzbSBG3iwstvtebkl9z9v/D6w/k13UEX9Vy/eY/YPmZ1LM0QNmKt8YzU75aYOAzLn5oVKMd2s7LyyM/kNj056Nd2nEcDzdhu2iMC/o1/FPkLRbvZeyDwU8lquDR1AIbfhzzgT8F9nr5qwF3OPBiWBYWK3y0LT/ly7IhVhJp5fqRwjkcbigskwctXJ7aSbyCW7a818W8tDicg18ZlkLyG4825aiBT3sfyerhUwtyHDhlwpuF/uAsyeB3GZ/wWRYXs076fTTG+wL3jvQlq/heQ4+NprUTZfGFMy7ImrOOHuxZkK+nvyzYceCUSTU02MKzpYfTJThRe975ooyDc1FwkWUphf3weMIHXTr69dJJUnghajBwIh4UdAl0pxQ/FPGA3U6tOmnlKTJwi5UXBOEvp7yDfAno12qfBNkKChdFsoSkcRO+GPmAEXxt1Vcy+sPRE0XjCScPnWVMgkcMbDfpqyJfKfAIlNWFYRLc/qnyJGUBC2Y6lmpsiT3NCPzQTHQA7K/4aHsg5zAijK9ceiRQwgsOHolKxQNm4JXBT4rmCaa/tdon2KklYFiuSKaBtO8qPinIyq58PaTi9ICx7zOKvVrrlM8ZgX3sF9Hxv+QXDxMZK9FhQZ2dAq0BV1yPlAnUidYaKefnXuLrRgAoICHR3rqmLozh3URylqxSmZy+vUeYG7MRDfTTBZfxZrs79LYK20JUY6J66tW5ELrwDnBMs3x/w2k9ysp0HV6TR5CqKbzWG6gx37q2QqHtMt5klqlUDuacCL3ubYo8QEqWH01iqDypEuQau0r1abhjAo97rddaIkWA8iXanxhY406algWdtkPDv5IuplrvXvSjvjh4cJXEW+l3cxSzEYXeiK6Zf2cBeL/bt7oP5iK7H3XBeVw3btewseXwO2LiSxnHTyf5t7aBmVL4GW5wLZRflwvGo2LCYwD8g6+nxyITct+xfbA4OKy2GuoetntsB+u5nKmlLsNF8HW31pdFLBnLnVkL9LrQ5DfQ3iYQUOKrmY2Vt5HeXpIzUXesfVYz3zSApqp5zvib7fFPa79jGOIxGvp7oSzCR68/Dr3rpCV0Kjoc01+EgTou55bqLsVkQSJeD4T/Ahre1xapMRzD0DNuBlrC8hvf5bUdQ+BtcmA+etjOFWC3JGj2+rXG9Dfzbti4qwVYG5jc2WLwS1i8URELMl5CCImdTtxtFogEoZFwYnY2SlRMsy+I21OIBjwcVjw2R19/Aryer9pc27oILSzyGbt3eVHzdnr8iGmUJ4goAeQ9SMtStaCYJIZ4IM6LOM/I2SrC8Zj1bfeMgKu+jGLOtSzy2HcIxbo0FCcBmspilvotBA13S6E//gjFfEhHQbkSgERkgMEAwwbnCaIbkNdAFqXYBrRpvOFGqQzBmeALp0aL6wxQ9fiF7lFl7IPALaxquyfOV6ANX74bAG51OGTNpIZ3zLWwYEoz7aLZVS1kr9qHCZZvWqyD4b9NB2Hj/OpGKkZ6j2rNPc88Fw+0I7bW4txeNCrhPca4e0I8CUHRUbpNcCUfTrfUietq7iwQLqlzKbmeg59aQlAem53bDdJmOSKqHMu0xzmpL/GO6wJgLt5+mRdWX3X8AqgxOjvwEuKCc1KwBGVrXwWgTPI/8icjGWaniL4RlCadV3eBMWxFWFP1njdgqAjPPCa7+JA3OqM5GmbIwqupII9n7XvAtmQJSeCDaB65YinMcGr3cleEpOeFupiW1NWSXpT1JUdkqPyNgI5Rw4jf/G9DH29dw3duQGMiy0Gbbs8xr3o748nw2JBnA5RBkCLOs+8UCAjdtjk50zRNm0nmS164zSgJhfYPWL9yGJsm1ywNckytPGQFTKxbldFZ1hhpypC1nQpN7WTtSFo3omJ9IYfL5wofRkuToTZgS6MtKT2JEUqBedmaEuPRlPz/4Z2VfG6apPtBeP6b6aATfoBhokjyxklF5y2CCXW0/j0G5P8+InqpkDc9uIXL9/31fuW80R9lNTih9J59tGZvAYiGY4AW7VcQnpBNYMe0sCnp6B9NQbOitvBzVWocjqtnL8yqlpGiT9XTswOJzquX2xcc6ml2IuMNf8aD5zX4hhnJojUW03LzooqbF+3XOc+WvmD0vhx/+xwjwVT5tI8xDDfSlr1UMPq8foB0gWEG+A3TFXygdEFO76Yd0bgNCNV8FkaOlSg8iw2sy4tAV/a047DrMIifa6/zD8ST13TL9SAZHf3Ca3/51OaKV2OSTVfDC/BuHqD8q2CtY5pv4UkBE9/zgudx2UzEGJOXVeGNkk9TUHUhvDrxUcSByaJ4KTcQTQisADIBMMNoB9kC2o1Q+woewEp9iYPYgsQJqFcaZeBz1LidSrP28gWpzU9hYRzxE8x8m/IvXJMcn73Hf3Gq375nEEbmosk8aeTu6RU91qPi9p7JMDL3rLjSm/JHjrmm+QGD4wTA0cNNRv8vuvxxe8qkWXp0uiUE1j8roKTN9gFkc2qwPhVQnjJ4tLP0So033D3TIrYEJ5fdgLCRhIPRZROtRj+BrOgWjNFOlOTL2K817XRbYdrs2uDV0EE4YLAC6ATBBG5LRavA72ESTAYYBjxvgXbv8OZssNSe5IRiqaEDt3OQOwyqCnTnPxwNMwFuwJwWvUzteIxDeAHiGmh3DSeG8AqgU9IkIuIYe1+F4RTqjeBxZudm+6LVVUSiypp4uzrexWPjQNX9Th9Kg3BlkDvg840umi9Yyy4B2axGsIZJ5sXUcG7wf0bcm/GWd6Z0PQdksoH3yG68SjdMReBE5viAXPLFCiPgOfG65wm2omAloi2rBo3sWYbfoBvxdx6IpUhXZa3sFYPOjy2mJd0rqu6BnmNHIyMVzMovl5rr/smGcKJsmfz6wdGoLIFJFR4bPdwTTqQ46ljPe6lcFH2RsjQ6JFWpAf7y4dCkRUjoDuJ6+fjrv56gf6iWgMkJ4wUWV9z5jf/Dax4kQWhaMfeEgK0nvO6R4D+CwA0lbOyjQopbbY5nQtBu23g9wDZfZuyoLO6xCA7sb69K3fLGh0lnPo7OW/LJIghu4ze6uDoHeBwsJNDqEMj5WZSLEHEw1vRu4bm/w50HcGMED3vRzTL79y0kV+pMuWagR6wAiuWUf0Eg41+htOPCaG1oNq4Beudr+GGUv71anCuIRQfqeWqgCSrHgjaOOL8g/gDh2f7nsyUgxjyE/HOe+RgQWDBQivWX3xOgbAICXdnuiDYqLQ0EZD1jhfJLxV57X36x3YLb8Z4+gZwi6GUpwNCSQlsqReLZpuU2ADYpgReKCVCv28gOhmcr39E/x2quzmqUXoNJ1zqmlmVdUmptdyA2g4pFAL1/HmdH6TaPFHfS/ipBOEBYERaA9ndp9z44x96geAzjcGx4xE+VCaut/GtfXPx1I5f9lZvLlalnVSujfFFLmHRoRxyEU58t6eCXDXyC/4+9tvMKcBkhNOU797LfpZwTVwafbjWLUybvni2DHYbZoDpVApWR4yaskb6bTeX1ifF5/u0W3SPdJHilLpIWrPsHSzqgMIHCfTu+WPOyHQZAh12Eb/KLY8X77sMu2srDNbOcVV9THsOI+Av7lBiGVVpucvDtYshDUtcGV+kJmWN5kCMa2GsbIclgdX66G6R5Jgibo92nEO6gBRy9dw6opaWAFaCePlVGtXI7RxKI8L4acTx5gcVtELcH3l8GRj4LVGHzatzB3SrXakKmBK3NjrURguu88Hoy+F45kMLyGpyQHpHLth4RtZfD6t1m8AeuhYaYnYjlW4j8pNpQy7WqoKJtEfB02pGuCotQXOWd0ynDkSNidbjj6xDIyj1oh7CVm6BY2+8pq4tzZr1NZhW/YoFLmdP9BK3Olx9IInIJA6quiZiYMs+3A8XuSC+wBZFq5jBxZDuzZyGekeTZ9hiNM3wG/5uhPWMDQtZYmqTjabQBg2ONDuqrec6B6Kg+mvcQi89FnVtFLdbj+XfvMQzOaq/3TaOhof6a78CgMk1VLEA6vhdbFW1uNgLfyVJC1Y/aikzHc7lhbttoIyNoW3J3on9lKP/eMw1Gx+Ltv/jszlZU+p2yQBKue8+javEfxdzW0/oVQuWqNTGSvv003yLmM1m44eiXuu20fttoUSZKpIwvoOJBtK0sdVfmhu7rrVo2I2CToXTXOE9S0kdRj85QhG0usToyeaG7kAhqKV75ALo/qsTUU8/07oUMhCYARxN+ur/blWm8oZMGA543Wtdj+WSWF3deBzlq5SIclfGJs/2D3DUuZjoNhuM+YvpaWG7lTdCEUs0RT0GxYyW0BdwH2JwDGNcH3uEFuo2pgfg2J4CiLnasvHic5iOfSadaeDr64RFgiWDMQ52e/Ztsg6Ec/VUU5/UGq0SmKrshKZe9/xLuK/y3lMZvaGFTagiL5ayn3mI5d9MuBYNidGgStQIPZVElzUeSIn3YJ8xEvNL0a4MZsGskvxGVOkvyNB99fLKvvaXZ2WpYH5U0TINvN6dhqXrbzzC6rQMXskzB5er34iLBCM0q5FcZtqrHsQJ16xf0Fty/NjywAsME4QCQt5qWmWRXGlbqlVRLbHHE1oqEUY+rXu7Mlk8apuWkrgj7ANTp7hZ3z3/9GdnkG1TpOIhO/N6Z67fLeY5NZ/mqPKB9SWqCaqHlP5hwoAKzTYfhtLq6p4HKfGBdI30HvDZTcmKhDX7jUumeVAtClgBieIK9aACu+vd/2o7B9LKISEylnp273sO5pvJ98TwP4h8TlOqyRemlEAE75QCS4cEn/8CE6Jc5aPwjaGSVJpcteloaZVH6XbXt/36zmsBl6YxWheF3ecrJHv+MPFWWv49vs83H/orojsk5n0L8iPyUFQWNo5LlBmayDLqGQIFuAjr5x1jdBziOCcKHtAAClhJ+4r8wL6/mywNqOSYyb8ZMVIj+ScZITbJFXkeOKI/9zNTlOsmiEafUw8XjKLvQom9TfDw1suo6vqMUzOl8pw277XexomcREyg8hY90lvDsDikcwRjXOwmAadbLc/e1o4TUdBdZ5+QQgPOeMdhT5Q3ky3jG1R0V/4yh8MnMij/8XOduts3eCEQ/NuiQiVjAG/nyCxYNNH/Tc8s6EXioZAZ+CB+wgnBeeEJHLHyqL23QK2JGYH7T8NpPcSC25VPX1mw0Ybf3XJx+6kP9jlFmZLVzfuC1kMhNgVdnHP4RFJbH6HUxeDQ2f9TuUg+hsL/XD5vDuaY09EuiVyL6pdBdCh2l0I/N1w/UMu4JFWMp6B9Pv+4zT5QEm1O+goaM+La2gV/SsKQSAG7AWdmNazda9wWI8wPqsKq8V3LEakTUBBrXCvzLUmRhGlQuQMhCWkxZc0gIzOCTQpk/Lh4TDwhk8wTSKlwG4OKQcM6OF4LDg5DJDtIKm0REHr6h0LrZR4cy+krdj0cOBBUHe/ecRS/Q/Eg5FqysQwRd5ZlRZyN8Snm4v6Lm0JidTUDinoh/cd+hlENlX3q/plNCAM4+wTwiZjlnUtGufCFlSbg4F7P/bV5heOXjD97ENieEKSiB9qqdLCgAoXdkXfHLNQOKBfMjyHnK5M9YT+c6xPUSVxEHeCZmh8JhlIRruc0oaQ4mwebS2FkNz5yYwpNnYItQQpJUitoGjk1dfxBnOM69EzycLAuDgxnoeYudQmwOglGzJX8utvLL2IItzbPvBO77Ct9OMPpe+H68fqhIA7aCgF7EYCkPHpt5KY2XR00hKDmpE+Qcd0/3JRz6BMSdra8qkVlMd2hMdRbbE23xQQs8Qgug8V8I9UaLeElY9SWypX059O3PJjvOv9y8+et5E6p8kzxl97DdEcr7vWo64GTiCGcoxZQZ+vriesEdgWaVbx96WlV+fBtWJP6mPUXxaYigK/5QQG/Sodsx6Hq27Ubns/NhdaHDA1xhs+mG8ULezh10usVHs+HQPpCZwnmBrrul0NnFTQlYPD02kcKVmmGR652SeAPpeQq9ON9aRa93pFNnXeV7Ex2PSjXbJ/v5IOXv8rU+Det2X6OgyhxupL/oOolMUc4Olnybv9w6KXcoB4+UPckPC3OEUm3+Er+NhwsUlyfgA3yUrwtuflIM0/ju3sl1Bm1PFnv2NLfnfTk8Cb9l7YKOl+7zkYuO61L4sYsuTtPbFtKvfOniH/JJy5FwzVxUYXLJssA6CXnjIgSrAcuiR0n4gYsUnHcrKx4iwdctxvCdqyx/PCJOW2whcaWy5GAE37WYw9w4ZXmzR49avMKySVn0obLxtLN5fGMM2fJY897c6GE8u60hT22U8NxsrJkXNrp4Gh8UYT/DGl24XYtpHU6/p9GB19RY089oFPDvnGvwekYexpG9Rh7N6ByH7RPU2jG76suxhbHqTgnn1/7b0jb5nVH3WU6wPtG8vIzfnegeX1YvTrRPYKa3JmJod0lwy9s4c9HyaNBerSLpW9PfhL5kvB39iYudjuZa+7edVxP+IPkn81rOZdpaEUXeUp5NyCsk63h6two50/C6LuJv61bqUF8vVLC/jPIdpJgtbd4Lr0TSUZZnly3yAXF0AfG+w8udmZZ2IcbTa9Jhu/MjfE+cIary926rYxSsY9VOcEGXUcWWRtzTaP+dEV3UhWPlbjgkYNK+mq16vh201dXNIr3XzMcjLH1/X7yeifihfZ2MEz7f9YnmolMTN454RcI/wW2R2ShuotiB5hrNS9j5frlKLkmqaxVp+IdI8PBEnaqIw8X9BAT6NzzhdyoO2N2MxerEG6lYQmgq2pOT3ELFBwW3CK13i4fG795FuKF3osqi8rjb1Cr+lsQF6YBDXSIYM4K7TJIdTPMjP0ot34IlT0OP4m1/3n30bBicUHZN4O0tx6+kywmDvCfGC9qMwG019L22TF5paLGzfO4ztHlheV5m6PG2zd9k6OVVm7zG0NPdp9xh6PTik15gCKE0j1fwXF24wmn4kBfy5KFgwLHDCx82Dtqnrhv2u+waiAlcNOi38bVl8CrIhu2uHEDmMj3yfF186FbZW5Y7aK23kdWgPyYeh6y5iCXfAvWGzmXpbuKFs+/yg2tgGrkY7K0HbCMXg1vAnhvB9MYShNHNPWcSc5sId3T30Y0GC2Erm+G2oS7EFjeLXo2WNcvaSMybGjrKDk9Jr61NgUv5jiZ++4KGVqfxKxun7m8dzigCPbG59kx7LxO/HV22r9FxJHUms2SjkXwb6ezHb0l67Uz5rCa6ebPcxRR4R2s3NQ723eyew4gX175scVCz/up5ArPg2bnxiwsjoj2ludJ1tnk5xrZ2QX08oinsadLIxfkFUXlBc3CTv29bQsFXLeGmtzNXOZOPWSK9o4uHM9oaSdqwLP+uRYEWo3rWfhYJ7mV02RhHK/pYiJyrDHQPcD6IljIxUScqUVlkxymRLBudpSwzpelxO5EDmQWvXlOUBY2MRygUaw3k98K99MZzgR1FaRRDKF06X+q8UyuSr3hHq+cwTr7FZybG3wcm6UWHMLSdJt+VOD8lKq1gLli35yQHjpiGJAh76a4r5Ml0vIngRYrli4Yb9+WIhgvhm5GFr37VHV3fvEgCvBNp4zx44X0xDyngNOvaxcFGw1chC1tQbLNAReltpgasGP2c4rfsGYiDl8cDkItfTdX5UDsFRReMjz5glY1bU5E7YMC9a+gBrI2Jx5WttXu9vBLTSyp3pPn2V77FbzrcOIFfc0AVr76bi8wjDu1v+aA1uTX5CyckOtyAvf9Xa6u8O0Z3efBY45Z1cajrXrDcuIMX7YFGsDGnGVfX1NumfN3Lj0+aY4Rw3VE62ulRz+v9iFwY9e02yv2F/gfRWF4Yw8+4fJ9zkXff44rne0BKLhUPeVkvi/xWt8+WkjfOodcJO2WRH1ZEZA5sUrGs3V/t48XcvqRw7O08D0vuch29BcT1xPbyOPrU1aw/hiuoy4LjYN25SGwlIniOtZJY0MJ4qvAPG0esuzN9FkHt3skfCT/S8fwIdN45xK+g9xYGZ+eqwja7WVyb4O7DpGAmNjIPnwz6Kisv3ZYBL16uCoP3ZvDoeY+ET3t1SajoJ8vVC5O9C8+GyhRm6NxzyG4k1I3E3mD8v81FWbzzBfsBunGRn4hHhwM8DsOaS/d0yuu5u4vthA3CGHpanrcY/1tOyKrx3Dqez7+PR9nDp86lgdMuIR2a84vkpV84iNg2vsBmhh19TYz6JrsmoAX+H+C/Mj9M3/SywCcPOYbT7LMiOPzxfjV2NfXwTd3U7Giz7E0HRW7B8lQN3Fo4B19T7ODzxK0e9vC0p0T/dT7JEqeFOsby8yNa4wRug5LCCyrmKNP0uAObEMbR+Pd26mzDScv51ozFr6aMc/SJhTxn+2TccNm+rNDibi017WX5LeKaCAyWfUdBJq74pfSzV29Hu/Zqyn8OvpHxecfCF4q+ZF+sgehv28kJk8wxt89VCR5npxvn9s6X1fIs/NnF8DI30kNvnTcJyza58cMxXfyvbavj/nHfXgumEptaAkbJyO85xHb3CXrEfrm3zuiQdX5Ad7/L68Pc5lo/dG2dq7+zRjpbWEtX9sZ26VlVr6Y76PV5xBZ0I9oUahZWcl/0XZ9bK+iqkO1Ow5K8LlGp7DDLsNfu1JHRMrrWZbbkIZO/0he7jtCuvXGFNuG8dLG98t38F92CrAHb7SZfhuTIarknovLr5mgUvvHx3RCjXhKytpPyWPzgpBfbJcbnmepasWMS3rWGTqBNzbsnPtc2Vq+fR9TjK9rafEt5JMcWqPcCDxfe5LhbG071dvMTi08ADMjGQv/kWTHIe2KEH8+W8bn3S/VLx9Ewi7spfPvsGmY2ymKvJ9vKbMsu/dDKO9beeQkSf3pWxB4MtX0qgpdvRnDQV+RWl/qcDOQwTeNdqT33stiYQCugzEtz0b69yc7llB3eoOk9OYU/z8z41+tyNSd3ZfjkLTnM24rcYCkPxoBdnOkaiaq/TcLUwzNwex623s5L+awL+cpM+ynn+P0uSx8eVlvzuKF2vpT3TsgtutnGix/3/N/uC+TiWwCbjdnCAz/gZ3mWAdi4VxfAo33mFQX4jT2GQD3UZx9AQDeiOwbsPp/zsQJ+o7Q/AAzyea8KUNOMPPyiGoenWuChL8CjmJ+j4Y0xFMr7EreZY5keGeDEuVC8cW8xlMs69lQZ1XFW95ItrGB3jTUaSVxgUdNmd35OqPTddNZMDEOq5rWD5n8ma68droqypbqmyO2qViYDiyrultSKCkQj4uoU3EowvxlUucOt6UhxCdURkRlDgbelcDh1D0WexklaU9sqKm71sYQyFEjCMZTD9zyPc6AN3XzMoKk0bNNF0kmHScqJ0BRwdCSDlaVwOHXNRJ6GLmI9UkCPT5moNQxphDtEumSCDcLneJIQGeAulFSZ1sfU/xypUcZCM7XYrGyRqGVow+eIcrfxw6G/s64liDOihsDMkkidODgmWnY74+SCguYVWMwBDpuBTK9iwZdEerfg3TlgY8ohonIKFI/BQ7535Zj0FX8rKeSxlxEQq2eVYuPtgJCzTp5vp0AVLOcGGdeTvbSfS0Y1YK0CbVKi5t264nk6HLvPIJC5G8z7DeNO14vksvTLhIfOx6ThFHATtUsUBji5hrwGrSLs4phCHQI/229wYiE9Mxxi1jsscVDO37KnNLfPn9qJxQCnhNkzQ/BQRzSmT41VU7DBaSmRLPY4n3EKyC5olI3DM6JZZgLyrqlLpGYOIUdXTNd68xnIV+dqBll/YuYFLNqiBi1fHKatraBPh94iEGcvt5D0FoYWfjSkWVQTGHTW3Q2hepe13ipl6qIGgk05EFwMaa7oOHJB3UXJ3YOlqMuD2rDlni+GKiNPcxJf1szGBESnc8ZShNBWaHxFuCKxC7ycXHsMUthup2OZRiCBpiVOcougjoNc2MHEJktObkDCBns2I+TH1znJWmAQtC4oZyb37BqodvI2/aDfdh5bZcfAy1TErzhzc5JJ/nPjsxyJEbv68miP+1IjGuPCE9W4+PAW+LINkTYKjERKxWbzuRsNXnun9KVGMeqdoYdu76v8aQBi7UpvYxA0I5e02dJBo5nAaKcW0KMNMDDWGZIvoZUHss/TTcdZldzIQtcGEyVRhupRRgzkd74h2EreWaDlQNxYo2zbsFtFiUuNssjjEMM8sWLk5xRCw1Gg3aQwr+heyc8xBIHBhpR6TU0OGuTgojAw3pmFDW+nENyKTBuKV2qwQ8OSCWxMsbdC2Fb4AkztIGCPXbuGkolXsp44N1zXnvf4sqFY31QHlEWotw93VO6iwUpgcBbh3GWYe6NHvo/47fSA2mGnhuQbYUisZeOCSwelgZcVg90xyywgVibn2ZYC52rg0YFQB25DJEfVbxwi5EsTKFUyZ7ASaJkt+LVJAe5ClmuC4VSqbw00p2Us41gHlqM8W+iUSM4TgF2WOwJinYSJQclL5aplXGSeUCp5292Byffqd9og3MXaj/9e9cW9xqwhdduB8zZYvjMyn673vM57lkrAjkDzM9Iauu1PtUmtkFmBmth2X/D1+eLSa/M14MskRWcCCcKlVmPipQDx8dlwYG3i1fdWe35bPAwNJ2R2e9CIzeA/NCRxI8VNGOgLjeN/FOt3CEDokzwHfICP52LBlkJrLYdrmUf7eIb3oKPtlV48lHbMp4rA7tU0wEmtQQGhbvumkuzBfMUayyv972HraasSXcizqxKgEmb2LHASpX2E8w6faByc65mLGvd5OMjHVD7UStvGv7L23cpp8/YuwHkG3YS4/uu0BfYwuCFjFvgiLtLZLqovEceEDjSx12l9hltwTAfyq3gg0X7WFg9Kdwa3DOn4JBriJUK6pVtFkqP0VF9T46ihym/R9VyMecShu91WPNVIqrQAJ/F7JPSp3E85yaM3hGmgga3Kt+sKgPYV+pX4v2/LHwmu4gSRl+X5lpVcjC+TRrdi7sFPdy7acnPNEQPdigv17q33JW7dZcUns7Z5s+6iqeYdN6eHOl8LdIAVYrI4hh6HYj/IlN11J8bmAiQo3J9b81zflg+NqZ6FRcOgFrz0PXm2dMrJ2H6Ladgw5ujwzqo8LNijbfGJPoPVygbq/5xD7cU56tUQ2q7JwiwO2V1Fw9SjKFpcVSTNO+HOc5MKyKB8Z14gtrPWimNkWtz5t5IFXX1fkoonYjVky2jMafh9Fh7nU42MVky+JHtzn4QXd+YLI6SVJujtmgZ6tnxdFlGo4FheQZuNm0sSGhIhHJbBP0k+q9ZzM+R2Z35UHGtqILB0Zrdi22Z0EyZNPoYxlk33QGtXpXSkvtS50s4gz5bc+kqoL/S7jHQtUuYyScyhr93doDVa7L3CR+l6pyXustc2LgY9mx7fRiMmxbnKBgXY27Tbwk0h0wv5wRYQYj/VjrLSF85fz3vWLTFMoHfVbGIpZdgMA45W06jIzfNxAvMSbZwBmyxDmQbASGL/CirkyM+wTAZK5Rn3MGbABY6aYR43vRVWyw75mfTPiMeBG1n2fIoliDmTzhZF1lHyo9f11WaBXn1ClIWIz6dlr8fV9DEpsxmqIQfnSixAPDfVJrtRel1T10kM4yTswn2u4nucAVvdZ2vrH98Fj8qmN8sSn/KWnx4HTENkZrujBhwcGLuKsnMl8JH1RVGM2xc6rtziJRNQ0GrDHDkmzYPUQdDZ00JSNHiusZosnN+lv8ZA/uXJrSwPmwUHyRtjURF3RdHf2LZguQIf9z7mUI9ZzwLG0wwp8521NRS12mUQ2Wc61vZpgk7YDYwLrsZh8Hvpy64oqRRYAlFN5hTc0B1HaTI+5thoOVfP8u2RCnBkXewkyrM3CmCQ6ied8iwh2eFuFlvSsAQmFIAGwDujzV1O1BnD+kVugoGJgNjUZgRJLGyryGtHb6hc1Sxe0ov1r+HYOPqJeMbcGO66eCJtQHem6/ogvy8kLZLXv8LW++L3d3dXG9wsF+phRjZf6VYbnYqkeZebb0cs9rFUXlc2MbbA9DrX6gm4cQQjD5RobW7jgp/s6pXtfTmpFU4g3MclZKK6jQuIQS7Pr6jXdPYoGisZ98i4x0yUe44R0TkeYOBqFchsYq2OTdu2rKojoNXLQka6uHEOoS2ps52q2QQwZqFCwyQrOy+Y1BIljhmjsEFNvATnqeWlJ7uTGWyl42PdSUplQ7aA/04+cBlG1b4kdEwOAHtW4sLUeAc7S8mIlOELQ8iPxxi3I4kB8q1wwpNLu6R9cw3LWBTJ6mcm+kyVOZIGIhQCAwEftyFybZDVTrIHgl69oaGTyB5l7U2BS1a2czpkl7YnlvvSZuF4m7uDZHVn5tqBJLTAp7VJ+dW+OWl0snyj3paGYHamPXAjnxbW8QksTZBgztmdw3GHAFuhodxHFGev2qLW7osk35Su18nTRgnIt+Hv1XnTxJI7Ug7UcFkzFebx2ZeqGtKTNSxyuIJ3ePJ2xYVasNU29ecjNlhux0TU14ykG8d00MBezlrYBjGu59+31mYTx0F83Ax1TdnqkoxY6MrtAvu1WqE1L5WK/oFidT5Nu4UvUh2uw1foffX4sPyand+yUyNAXqV5ty3Hv23GJdF7uR7fxiv/nueiYgfy9njh1zHx4zAojvcsOGtYPzGKcc4hFD48MFM5yDTWP49MtMzpGuo6jOxtBL1+cIADN2gkDZqJG8fwtS38XqMtZ/CJsZzbHlb5EMPNYyKTie/0Sbal6Br8OnrmrcZ6+4ACByloGAEaDhqHLjWaboPYdeKA2A7I1KEmMzx8Ehk9H/pmrbj/p6/LyIFwO2seQ24Qu34cF8cYAnI+qClUP2LsEWwdRLDzNboFLTSDzHDjv4anwxlMaUFRmCxx7OYGgdlYybwgTQzgNLACH/diM4CgjAjZA5VeJHyQ352m5EYUk+mTVuz1b7g7ps+sO3Jjjt6Wfw/SlkP0xI4uHT2QNURfmitm9Jg9JXrHp7JQ4CDKMDvsT4nquatdHfBFuyLnjg1rontqKguGg8AxMlJak65DN+xNrXvaFv4nWPiE2KZNaQkrN+L2Ku4JCGaF5mVJEp+Vekw/n1ndD/sGwI0JXw+GLIvOy27UPvX4obV1y6Iflq3ALe99t0J+y9BXQvK5llfBfdMsa3Fflus8aE8e/MsmMDkuSuY1qPKhmLcUPGVEGW/ON7TwBRhwXEvMt0/7YDnKbLOviN3S5YjJNfeu+cRWu3TKThlviu6zp0X7ouA/X4VP+/pAUV63HhNbG7Zrmq/p7DP+uStD3zxcCf6m8ktI33JfQ3PTiu/jQts14rztsGRrtMJkVbnu2yvEcbmaFrfKzVLm08P/sD3XtnB39I9VZWFa9x6H/oZxpzqZ3pILJc+ks5NhOu9i1wbphM1U0QN/OVX5q6S7xP7Ne3Twycz/cX2Jrg1el+tBoKiu7/qR6ONe1+7aDn7eb3Ho7cTT1hyJYwKKO1fm0COR1i72tfAkVHl9aVkXx6BfzPs3hU96TZrEtYHXCnNHkVh/uJk3XJBGwzB8Owh+0BDQ9mk1jl98DLO6l9VXoeKLlJaCvqF33ogjsZBAbc57HYjswVv0tAsHLTsSix0sQuMxGLIFxHJv0SD9FSC/5g5bCL0/5EsQb3kBeLRhkeLmk5hv2y52XHsiG3DbmcONPx/e6V7468l2+CLIbeEegLhVhc9jkY7yPbO/0YKO+LOk1PCGFmZfyl9PhF2lNJTfLbtFFnTB38WkDrey8KmDtfj0n1+JtCuMlFFO+8x37m3LcJK3r1szm5B+dpHWIAWHsl8XQe0A6dDDWkAA3tb4LOzaPjoji/CI5+qRTzzq3gp4i8v9QpRXO/GNg6O5iM/t6rLXdSAcd0FG+cWyK19kaK5/oi762JLIslOyApg3WuvHuWf//WJHLyyjY9OpNuOEedDgAtzWKoHakWM23eeysZbIWIj3mts88vHK7XSVv4fE8Sm7B1NOecFKNqNwJEEN7tJk9IM44lTcjRFgUiIH2Krhv5y/+K+OLc03tRg5Ryj1AsmLeRKCb7uJX43weZty2g4A+7jFe7UdIIfKiwelbiHrPN5Snqm9tpEMIaZoMw+YuS1EKbpkGncaf55UH5l1aZVK/py2NLV39ee29m9gwO+Tl23qafYEB4tesYSMkccTQjUrt1TFQZzfNk+jhRFJGG7451PSykwNSqK4UzgDFPcOixtQcmWwb0lW72JdHazy5/EErMyFYYruwDV7+2S76a0DWblsmBqqvjrCfpjXwpqJAV1L4hPePS33XsG2UnibHcNx6LVs6n9cDmdPm2RGbRsuGHIm08Gt5e07m3HgL+Po8EhnNdFJObvY8sru13jua37JgqEkmyj/dZWp/pqduFvUENd5kZ0ppHOTF2ks9zZKM132IQLvoOB5F+i6p3aFEZZU7HP9hsplfl5Pucllu2lrnLuYZodDt1KMD+uuZBnm030gkylfRnx0bpOm5oDXUFoS1u9gGQ1wvoBgKEZue30WAGd16howPNnQAqR8rPjV9/HM8LFve6DxuuM6bb9oxx0FOuGFzzEuN/SGbKbqzhOAYxLZ+H1Gzs1eDcjha/DEnlo6Wlojq3Nlwbw51NQdnhPZ00lmHCgbq7PABVWXPZGLdgWSwuO3gHHtqeORZd8mZUi7ZCpPFxscu5Xwz31wGZfZjiA9WRKuoTiW9mkT1gLjLG08UanOuZrBvNjY+espvzwgOcklw2wec+lkw0q+bgs1k5HDWewc5urg6J/MDpj8/n9c3SdQPektAAOfw4ds7yLUJ+xXRNs44nX2uoVxzeDHNtV1kVgjJTdKYX7ONDpD5WRwOmlXD9lRNj/nuQAQUDXVtIIb9NKOsJcIzLET2+NT1dJ2lTFtmpZKt7nSkIkutJ2SCv22zMis+uEx0fCal9kv5npkHhbLIqzkwm2Sb5t0LuwxHRk4jaZ9yJgXT1UZBPqnnj/X1w+8chJb+MAaoOf7pmeRcjECjrpfJPHIJDs80vZK7LotPLzawLbWiZexe3bzJVSFWDizbFKGOBDQLdeKS7pzMnNohS5CmI4NmVsqm1fohFo24TQNJptGLpM87yHL7SPdoLC7Saq+M1dU5Z2bC/P+HPYdGOdZa+XU2X5Htt6qU9M7+u2W87/XtS0brGfHiWKnzXvE7OTT5M52b5S33+YJhM0FSbk2ElFsswQwcHDjIM9Tz7QO3nsFAjHW/g16597aG2ODA+TUA2HkRj5udbfxah7lbGvaOcvPC2d8ql3zo+/X3Z37X5iPCWz1t21v3HzX1QfEoxYw75HbDZvJ6Me9NHOi2+K+S7wqOaO8W25HgN4mw2Ex8jsp5MZaplF26LeqQpMTPPb8baLIhEvw0HvkmJReJhgTksmcK2hYl9ZU5TbsOLNh84YQzp6wQEpilHw/LqO5IKvmU+tkXBSvVEM7C2cfDjGIXF7OkFmgvZ1kpM2oq0ya1vxYlBuh2Tv/zKR/d+ZKw49VWv1xSvzD7J4yuLPUZya3xmkXFfVkVAF26GqaLW2rdP8ZMAE+leSiHY7ft8QCKpcB4KxPwLmH4cs6F9347RusLjcmIvSLOAZ5uPwVMN7f+sq7guL33IDlMQHjsjXuPmq7a7cFN+yTCfS5Of9r4a/OpI6ZwacZcxzE0d2/bXHlNoGdIyfiyI/mQnjIzZecv1N+32uR+KgvUthx1sox6J8A3gkG6Ot+eu436RI9nBzLx+eL/Ck7Xt524ZxHosR+ORcHS33vdgrR3Zcw3tUnp6Hjc9Z9FPWfyFL7m99EUyNSO379ACte71PTL6c9lsvBcvwD8+D4ON/xcaFpX+8F1490Waa31A7CxpFsGuWLu4LtluOwOxTPHvu6JrGl07tsj/aQLw68y5bxwGlhXeyXcOjSafHCSQZ63lhu3bV521iISd/oN68vQWg1yvEF7bULLN18P9ZwE9xGWOHlkmLxITLbUJzPeeP1BPmoTfHdAeqDl3ptph0dZVza+XcjcRf+z/pmlxHTtllu277qg/U2zbgr7PmdXk3FNZJmRiE63WU4O6Alh+kg7cmWUYYe8wx8Kwy6EeM9tbjysG9pne5sLuSLIjuLJRdGT/ob4ResnABy2i6YziHfsXj2/JTibE+xytV2zHdlo7sMKCLH4880nciDl/Qlf+NFN5eA0oMNJSaG35Z2xt8sqowjlscrg5Wf2cJOkMeSdRi4jb3zUREnVzYkhRNl1zgJzjb/v6VG+B0kxTLMYIr8fJTYh8d8gxW0XhC2VsLE3wyBZ90GCFRMrDnE42qFweHuwIGn5wZubarNbjnX1MejZ2UwIofjAj2OqLmePZlPq3C6JnB3OF0zmg4KioLspXAvkNKC4Hrm2P6qQW7I3aAz4fYVLO8FPHEyE3DFcht5eLOVIN/WASnUNQpAyVS7+HuktUQ6bQEI0mkCQGebXaG6ymZj/yiX/69ioYDojC0f8b38jOT/huXw2sPTvsw4KqUBtvkcGcit8Bez7+j42dcn15C8HPa5QNuPY3UPfpkX3vzid+92j2+2FlrYsb8T/sUVlBZCaVy2wZT/izcHD5syCcZoMwzmeZXHJfBPhvDYANk4HQMbtLKB6c+HygYoIpM8L35Hf57+cKwZ/UYjoJJ+Mp13F2flm7VwTtGiMq99b6ZsECS9oQoBzlbt/oXHH63CH8/V8MtD9ZjVfTo/eZYuszRFiyfn52IWw7P8xNhcynJmFrUnrct7vndf8u0X3zmfZ1qLBBNcVeSkpXoH5Wj7/JHec7BgBNMG2bAPzy4L4db9l7JZJge/ziD/ne4m5O19zjvk9nO4BcieTQPt5cUz2PDQd2lUk+umBvSNwaqAvjTJ6+H5OQ6DH1i7CUCelnoZmHyLjwOPc4wdikRX43vShmyRnmP/P1yM3bLWjOFZTqsYF3pIn/rUb2N1H8/v6Evl9R7vtvHy+4hHgccc5UND/vflknpo4GxzuoC6Jw+oQd7GVPjM0+yS/1Jrv7z49rMcieGvrsXpbIdk+vAtuZ1HG3N6PD/P5myB/p8ap99y3afpz3brdJ7P2PH5V+01/2u3/cbNe5p5Au/80nwUh09LQXoGFe/Ok93Rw+vD+Uh7u4FM46qk38JExiTx7GXfvG2xv1GOWQ9PB/duxXArQSdqXOsjlKhL3fYMZBmBZ2ZTS4uS+EvFigzQCGIPxrBGC5Gwq+v3oOf39tOP6MyKzz3tz+Ou++SUG857sm1oKU2zgE9IdZFRBL+tkItNJyzIl1H35NgZznvmhB9PmPG510r12TEyzfjoaF82LnZZTobgW+MfDrT240rvefW1rUY9PsWtzWeWR/Kugnrv5AMX8TY++L1MeuuqrM0XitB1YnS+LbsiLUl49+EDl/cOf/Hdua9eE/vuXfjHrl2sPvKRV7sx1bCClc+IfDQddqbRelkOFe7KPuj3yxC6F98E2rWL82V4Esj2OIDljpu3uCaiWrtYYvh0WTUa9uTVfHOVjVnlAzk+PkB0wPNsl+PkXV5ER+PlG4Efk6N1i4RC814JNRu0Fy+qAXxkQ5X4Bh7bZEsl3CXPqYTjFO/zC2q+z+MFH+p6rtPbXu01uvfI/yxbBERQJ0Pp5bfDL2vjYt+l+/QIYHj6PEng148+fB+s/vQLNXQAgnOR1TagdOUSRARiDJYLpLJMkORkuSQvuSt9uQddLi3x1JdhfPKmzAHp8mbGGnSAlr6KySfPuhJKM9k03hI7lytXT8SYP5LR72XTRuZukrnDYboTyWs9NVu4RMnC5vPfK6kN6tmavy8fO967dr0+taq3iHKW76e3rCzSN6xYMVlYbQXXpglijoVXUnfK6Ty3vjYRwyu5PVufMG7gnSc0/uLu2AWV23vitkVCg5hATPTJs/jHuOeNsTydcxGPb9Zrhbi6nzOcKFPltA/BLGNFX5XBTuWnGjcrVEJxZ2KW8jZyatVIWRHAkRISrf+evObpYI2+76p3dUfL61o9g56ntj56UutVO9G+e+Dozuy0PsWPwyfaKtmMAfNSzn4hqVUMbZPvNtkrV8Qjjc067X1vY0k3ZJbpYkvlzmrIQnFATroAOf/SU1fZ7ZfVtUrIhE5pjgV9vXupb5mssk013rB26/VtHTUYduP2vQLZI6QvawO/fhyp9kz1EMPuh1kfled4jqTMaJ6T+oH2JwL3zxHHZ0m0L/QDl9C3ZIs1d/rkN1x3M/LbIaXLZ/NYqHd6Q/LOXuQU1WUt6C2rROvuTeaasYXvzUpstsJChU+iGsI2y3IVy/S9IioGvofNXrPZ08qGotmjt6i9lsE+Ha7BY5wIs/21HPNC1L9Gpq7ZDiMMqAZHredeZxqbsGO/dV32XL1JPScqk+/RNh5iEom/vY4Wfs5NYrfg/bP80ScwTdjsB8qPcD/n2vYGp7aykWsIJe2zeY9lPOgdZMOWP42ZmljhQ+HMeZhAXjW+CTfup9vJck0+Hbfn4DdV7TPll/zd1eCrvr8EGafCUPaspcqqpBzjSninzrk1g0wyQexsMXELtSlydzRBstO+WFyWKWu49jl94XUhtGbRaXbOte0RuowU5Oe3btZY6xMc37cc+net9fySyXiCIvuBc/glr9k+joQ6gtJSelwnds+eUPogzRgGv30UPGbnm/1bzDlKnBeP57qlc52g7xEYP+L138ckPY+WlXZ0PONyjvmJFpZ12dtWZq/Y/HJZjX5Y2Prp11yOigndteCzf8FYydw91fhZxzssXCj1kDJnmvMJXLPZs9eqr/qRi8rpu11FZt5tTNl5cmqQZGw/+j9d1ESWG3s2gmaWlqT6/rE5KGlqkEUDkRt14/+wPdY49v2ctPaxKub5e04N+PByJZE1rYPWcAbmA38HNn23SceWoXUUsLJuwL7uuALJgwXeOoLLpm7szhvTzJ+cquNY9adg6vgzbMn5W3Ab7ezs1lRwTn2VC052VLjaQidP8Hjyd6bMuIuMl5Rt5pNGIX20w6Thc0LWtAa8Ts/IWBZ967l/u10/AW3mI6wyEOr6gTsIRmS0+fZ9dVaL8SNyqGQzfE/KucaaIy4ANGdMP6FNq34+Nx1s9mE1vvBzSzMqZhkOULUzKY3MDk+NNNLlTSGas6rE24rK1Vp0rKq4rbg5L7NqBDsduNpdlYOA4yYxYDs840C+45Dte5/UHfwcbJ+bdekLfZsoiW/ui5K+RZ2uuOPaHJDcHtIVqpC6WcgWb6klMsArtHACG+GbeUPGdAqjymONzYnqMdYIefHnoqGGKd8aOOqRa9eW6DSmGNKbgOY195lQ2HJhF2IcKaGVqmZ/YW51jiy10+A2gTQufPKon5PaC6aZNAZ3s98yutmbHPYzdsIoMqu+9VBe16Szjhw14yfPNdNXtHSHGvnpNBltitUclqmCN0rI5bIthGyzHKOEvlzUXfK5TV3b1WAO5+2t7IIfjplveICdv3mhO/MWz7go7yEQHOC69gTlvbwhEp1q8RwGjuSzPkLE0G3GxLetHN3AtUS1yGwf4K1/W3jLMuVjDaFk/M4LoyvYZPYwe0HqPbnkCptoI/fuLF+ZRxDrY5CSrWRaw1AtUp/bbNRuzPeMjJvw3IgDxKr3QyKXppudvEM36/TI+KHr/SR+9RHc+xlD1PtpwQwymgzsuWgrqwk593YB5wDltnWfeNax2lNjW2Vt9Cc/mS9rOwqT7oLTdc0IjT7LjV1Nkujzen5tVC9QgFWGLQLzrPE9l0lea8RZsHOasVv3PJc+Bz6Srkf8/XLbVZfN2foW4cZBnIxjG9nywm01wVp+tdNsbPGB2xAen/RDkeqTdSK0cU98UwdBMFyOb6abRhrnnmtxZruk/WQSw9KX6oJJVyoVeES/vihhstEDhWS8Jvh1nltpw3YsEf/Mt5q0uX+g81R9b+wJRemCl+dPTj53+Pd6LXgjqxduP2XSszcxacX+x4EblfMaHxopz0b2t39ErrLN2r3BbZvq23yiv5D/b6hOx7nIv/tkvY+wXFd+zRhL9uSawtZQc42UeiPF+fmH0Q+VHoDTpP0WsqPsFfEnyF+o8Xryn+1G/l59v95VrzU60/MMfL7Hho+vr9/Pj6cob/g4PDmjbmzXaeZy+cA33LR1+KjqAqI/p7o9z4cYV4t8wnfv4MevlzJ49rXR6wbDdX86JfgU8iO0N4k3t/5g4EPgwdNPpr/ReXy/uvJp/8PZCFzneePB3YLYnJTHCWicD9+3iOWTr2Oyou90LMBx44DPx51Y/ilxnpJyxWlQ065vpy757QWfk0Tad8r09Ovr/w/X+0Thm8j7Ua8xOmcyz6kFzynwI9dtYZH811PYP/uNnl97+MylVE6+KTf/xnudgWJPdCv3Ox9NG8/IWkXa/0vfjoejsQ+d5NtYbruHwPPpZyJIjgvM1o17SitvClEGbN8ncDIplDxDQU9xckZbpfGZt68GdIbrkwHT2DGUHdeEctW6WOJI0N/xrRKmMU3gspXEZUSElze06kkjbp5Zn6vlCjH1WPzglU73I7wluHlXh25GN6lhSJixtT1MPsPMZDjOiPgFkr8BdJd1mVn1Dw47b4Q2BaoHUhbyxMNks4FwnAV0xmjCS4CZLAZ1fN0uwR3gqMuppCsI11mGA1+MxKwJ6E6bJPlIroV9LibMdUl+8a/gEaG8SzG0WPsztII7QYyFoLM9wdPX9jQ8VY4TIhmN/IeD4+YtJmghzNmc6vx1fDpvk+OpC7vxwV6QXLqZRCwEZtYyWWkpbCbJMhcTvpEvriWXSoBp2DJ9eVdwrw+VbqWCdSATZGFJXEKsOUNVEGccYhm1jgKSzCNX5JyS5nXwBKs7/O9yZO0zZdnxYTX4Wp2eNSgOXxqKCbAL0F0qEUdsVfaaf8PdsxYE7YvqWH4gfjwdLs4rSE1ye6hYzd5m6SnYmTOMFSA3grF+jq3GY/ZSJU5KMIThOMwu3QwmF4/nEwCyWTBMet6GzkWGM/HCXyDJLiGtzcG+Bifrft7Yvj8FowWsLP3Lq4Iz1UfwkNyOwFPE8j9Pf+j6cPIa88ws7MWyZcGJco/QoSxe/VXE1APX2NDu8iEsoSxaQecdPk+esRdFLLxxhB1dH4xdsuz9sZc3UfiRPjS3Az8Ntt5rfDrTq55EDG+am2lHv5mt9gtbgPfc+IVm9Cng2rjXHMR1T8Op35WY2Pkixrjltshn4qyAjkzg+8e2XL98npSfN89LcvnafUDO71x349CFcyajvwUHvrPVZFqS799RmFu854CyhtDLr37wPPZBeXdvnI/7tLk5FzVNxe0fsnTZlkmsc1IrWTTY2agjg+96d2JaGc/rmjUfeHT/xqWRZ2ZygXckwrfnDtdbKab+eX+uOdlSH5yj2gTNeX7jcAF4nHuE/LzvkPOlcwpuB4HhGgM+4dAHj6+DZt8IeZAfOFUj6EfugXkbBT5sB0/WCPvo4DY66C1Kx/5HJrzNm5UO/ScTdJ7M0QOIIWMZufhY4icQrPK4jsvs/+0OxlOnFvzJCFpuLksLhgp0E5bXHvcEtxHZL4YFd07QBSdrcExDaQyoBMZHJZpCe8T89GyN1QYfXNlSETw2chVPu3XCotIcWxp8XlFjuDEbCL4ZP3FVDp29Z08+DF62JD+mzrwhnxcuXI/nWwi7/cdKuYvl7e55q3ZcZvxod7sp0rYop97Nn4wA8HaHkm2ZuLRZ2jHjCXfG1nxhNVgUs65rQKLF4YkxasbL/nGJXIMat9jK+gimobZM9A1xrbK+Ajg3doV+J/6+crGfN8tgUWsQ2ylx9iVzB5ysuwgJbX3o9FIQmbWv40y3P8M18jfjN/rZs35kOrqZxVPjo0/uPc4HgZBuCoAL6HQE4OXnv8cNf/cIB73rUACvGGaLYfL3LDG85d8ghtUfo7j8lXIZvttL8rIaEP10Du2BW9xr9UgPbLoykdKbfD9f0lo5h4t5p8yTJV4o/lhZ3p4806QrVQ4E9O7paR5cmBs1hu23vWuLL58w8WocHdOzgcYHjwufesfkSPmc82kuTdOhGFt+u43O5keIGckb5+iuDuPhX+8XW0U2h/TNUlyLo52StRAlbM/oyjLuvrQ8ya/wc5iUAeEOp1Vi3eK40DSQdUXLttpYg0u4jOb5uZjhYnmU6c82pDk7PVhXhgB6qpuYYICRBj+ux3k6zOy/h0nEYBEmGeeUbuAcZ6KHlKtLbRKLzQRdPGnmdJsivg95B8Zap4GeZrOVx/l5GWVs7TzvmE3hu3aYO0tp4W9tLYtVq+/1cJEPL4jOXBXCg7OYlpPLJEkkl0kobUEmc02o35aUdKXSrv3bm+LdIM1nJqa4fiDbaRqz/CgXf851+JBaD7t/YLeyNc5h1reEGRTS3t9SY5/HfBdQ/s8xBsIHIfy06BQEOiocgejPCefXsyHJcEP+8wvDYXf/sqjRBBwHCz0uMe8uczKemzDPjftY07Wfns3M477ykgdR8oQKNqX/mXLWanbd98cq+EJfv1h7HU5WMtN8XzJ9JA5Uj4GYM8twGZ5u5YNcNsaYaTKJ7Kp3F0MyEU/YLHJci3uP2TMrGDi4uOGUCY8LjT/dFry/Wm7S7oygSxDR/7fKLPl+36lrHAde8NNZ9j90i8H2sB9HBpon5FTVJpge0T1apXO2PZ4xv218W2B9Iw98157QfUIU/hrZJz6W7COaC3vdofPPYeaoWfOEo4gPHtxb8mMDpxEdc2BATbPdSo3zY6tk5/C7WdjWorBTji/E3O2RXNmh3TMtKwTqz3XtLP8LbMYxWJsv2lFhvlB+YZvw8qpsYrdIiOVBRears06jW2I+MLOrDYXt/ebEzLI5B6Y5uIW7shjkg0WSp8pxiDS4fq532H6E3X6dQLLsEP+2UnWOOSvpOgoA5jTlkgae8jozzaRjA8sImOwI7707Rl467WVgOqZ3BYtf9Oj4IW9DTij6uUzNk3PeFAurqZ+qiw3QYMvA+nJt+8fSYXZNS4rTWhvPjshBrOd2u8FmE+Fol3SUUFfXhtg19F8hhpfyD3Lasg8Fw8tcplrIgPBBGZCc0nD7YiThFrj78XYQ7uY6aJhMdOPkiqqylGzC7wmwH+yCqH9nOL70oyQFmrP5wBgNicdrQpA3VjHu5OYsnczMOMj9S6WYKvJYST5S6MfrK90hcPHhRodd6jbyOjKfRjFq3nLo3n4pr5Y2S6F159LnnSwIK6ZR3vI232eW8Zz12vr4By7qA65isAePQofl7EISk3eIOajti3+vZ9EZLM8mVqMHYyhkOCYfAWuDzzPcW61X7Cr6za9aGY2cBvQfusRJZ9/e1fvX6B63IvaGvRc41XOkwlaz9dOESq83ZQvsA04AAAD9////WgAAAAEAAACDewAA0GkCACi1L/2g0GkCAPT7Atqed8kjEAB6ABCi6gs2YCAcQN8+2EN41CK+JMMFmDCEeud7c7753gEWDtALHAx+q2pXrd/67art21gra2EtrJW1rFbWulpWy2pdbd662kibt3kbaRPt3o7aUjtqTW2pLbWmttWaWr9tta3Wb1/tltWyV1bLVqmyUtbJUlkoC2WpbJalslY2y2ZZKytm+yyfXbR89u5uAVgw62Xv1st26bJXtsty2St7Zbnslg21lBbSUtpEC2khbaJdtImWEKEdtKJWb12t3oJaV+tqQe2hBbXCPbSHVriaNtAK2kQraAttok20hdbQMtoA1tIGsIfW0lraQ4tpkayRjbJGtkiRJbKdltSGWlILa0NtqIW1rDbTbtpJu2k97aSdtJ6W03raT8tpOe2nHW6SXbJRdskq2SgbZZUskvWxUVbH6tgoa2OjLBEiO2TbLJ1ls2yWzqpZOptm1ayaTbNmdsyWWTNbZs+smTWzZ1bNxlk5a7dy9svard1+2eB+2Rgb3ODG2CkbY+l2yk5Zum2ydAsEbtzu2C/bY3vsl/2xXzbK/tgfG2V97JpFs3eLZsOEWTALt3L7YuV2bl/si51bGYtn7+zd3lk7drbOttk3S2ff7N3SWTp7t3WWz+Lt3eLtnj2rZ9fs3bpZN3u3bzZuW+yJbbEs9sSeWBarYlPsijWxK9bFmlgT62Lhdso2WSzbZKEslsWyUDbL1tpZG2tj7ayVtbPW1spaWWtraS3futpTe2pdLap1tX6LalGt3/ato220lbbRMtpKW2kZraVNskz2yB5ZJlu3TBbI1m3dAlkca7dYNs7GWSybZSetpM20mVbSXlpJ62gv7aV1tJX2ykbZu73bKPtlSy2n3du95bTD3bE19svWWBr7Zb8sjY2xJ/bGxm3c3tgme2NhbJNtsjBWyA7ZIGtjgyyPtbE2lsfOWB6bY2fsjM2xMjbSulpFq2hd7aHFs3ebZ/Ps3erZFGtiUayJPbEoFsWeWBULZwPtnJ2zgTbR8q2odbWDFtAuWkNLaBPtoQ1gEa3fmtpUm2gpbd5qWkx7aCFtpw21TvbJUtkkG2WZbI59sTJ2zJpZMgu3L9bEPtpFC8AC2j+7aP+sn120i9bP9tkRK2JLbIkVsSTWw35YEAtiP2yI3bAYtsN2WAzLYTHsheWwHPbCatgLa2E1rIa1sBm2wk5YCkthJ6yEnbARVsJK2Aj7thEWwr7t20LYBwthHeyDfbAOtsGKK2AP7IEVsAlWwBLYBJtgCeyCJbAFdsEu2ALLYAvsgGWwDHbAKtgBO66CVbDjIthx6yJYBFvXwPbSpctL15eX11eu769cub/Two82wr9gHZcUwr+gpkYjhH9BTJ+SCf+Cwr+gsIrCv2ABO2BufdEkClMeUn0YSPVhINWHgVQfBlJ9GEj1YSDVh4FUHwZRmPII/4KL1OQJ/4LCv+AlQSCEf0HhX3CRmjzhX5COAzzCv6DwLyj8Cwr/gnhvWYR/QeFfsFIGKvwLCv+CqZAgE/4FhX/BShmo8C8o/AsK/4JzxOwI/4LCv6DwLyj8Cwr/gsK/YCcTIPwLNplVR/gXnCNmR/gXFP4FF6nJ08Pz84EIEagseXNkTATR8wQRirw5MmuiCREhAqWHzJO7HS3IICtxB4gC0A+rDHKC+iKNYCKNYAJIYcgPqwx3gCjIUXkSowE0DgkYUTLISjSAxqFUqllyuKwcK5VqFlCGiTrhX/BuR4s+vFDAHqk+NIDGoQ8vlNwoIA3hX1D4F5wjZkf4FxT+BYV/QeFfsI5LCuFfUPgXdITGjPAvKPwLCv+C1fBiCP+CuHTZMcI14tJl12HCsU21agn/gsK/oPAvaAKamlO79rzVEjEsFC1SIHKRApFLVAFUw2Nr+AATFIJWANLw2JsNctJGCBL+BUVaSzQ1IhHXJlAGTGDoNtWqdUbUEhd3KEcQTGDmVlWqJ1wwszMKwVwTSIMYJcxyDRMwokqY5YprE+hCFVZyUSBQgdtbIUESCBN5gPwE8wD50eJiAhu4vRUPLlRhBSQiAqgmT4MgS5WUMMtVCUNQDsFcU8kRGhfM7GQCpdeXxxIjWSx2ATWdStFIDBE2S/jMCvYBw/TAsgcYXh0vaXDTkuRxtisECzSlrLnI42wXXpUdkkSOpkYjxGsb1+pDEx9e4uqItJbUYOLQEqVEOuogaVJyRPgXFP4FhwyIacOlyw6XLjvhX1D4F5ybo2u0YUIOIRWCwUrARJL6DJD048OkW1Os2LIyR1uenD8Sd34FNOA5gYKuzw4OR0NW0VH4kGdvj28NCQtzDvCQiOmzMvenmLS5Xp540RkgAofFLAR0KVKkaIJnwNw2kVSZNhHm7HxtsmLLipUei6jw4UmxceQJgQhLeLzh6AQHJPJCDjCHXDegDlYGgEDUxAH2mIFjqGPUHG15Q/cl54/EnV8BPTpba0SxyGsXXnLV+FSFkCc5EKDUmqOk90GBmFCUuA2QizHomSY2suQY9KGFCdEPuQiuElRCtUAOxR9ll1iT3IZM1+iEpDHBh+ATXw4eH/gofMgDDEAJMqAiK2sQ/SCzxQMeIJpKu7SAKQLEssTKCIwivMSkUjLgERqygDOgKAAK6fUJSMMBD2CPWdCANkbUAeZoM0VOGR8DvrpHbtWdAnKS/EgBbwhgJweADQeXBIEQJW2IHB9GVNSgFngs/oTK8wDPCEFOFSl6xUKAGk5JwwbPSh0aIYs3i9TkSToASC7IJwec7MbEaQOCQ1KWTXLABp4ywQrKMdNJZPzkOjRDdClHHDkRibZKFfjkGiwKVspA6TjAI1dHUYc4vLcswz21Sg2BfOmzp1oZPlmQbG6OzsKPNkR4neArALdLy12TPVPNGNClWTBq7waqU0A2H/KUGgCoRUwo4BUoyoBVAEgFnIKgBLBFmgxAE5peeWC1CNgFEnPakAV4RYaZTgsgAKVImOUp0CYgEzB3QhQLAjyShkksOENAD24eyRJAAagBzwELP9rkutPDJS0WkEKYJEtIHyABP65kgbgBHKPMuRXElRy2KdpibXIG/B+dYD3TAJxo8Gh9mpNjNuvHK2ZFgMztmigtcHJ9Hrn4tOiH3CS/XqGsYJHLg2kcOkIkV2eW8uSl5A7RlRiSsCFnB2wCJyl8cni84OLbs1YqwR4dXRkbyubo6OjogDH09ADpNCkBztCxBvhCSLCGsbgJXLYBE9SoBaTAbBSvO5UY4RpjFdGGaNQSWLlwEJJjYB0A8sfZKwGf+Mg60arXiz26nrAChKeqjIrhB0/DoZAyewZADFMhyzHkQ0ZUAhpDVDVshIJ7G5aaBMpUCwzABsNBexd48qmR1UtUiWjDY4l8ABP8+rE3wgEhPjVAnC0ZHkMTAZjgjwVgATtg9iZNosT3RUkzLSTktAHBsTciwgc+NUBWiRIAYnhsTR85aXJ29jKc2MOnRm+KqA8ihscM6ZCLZupOTxUCPgp5OMGYQ1OvBA2dQRka02MA1DVNQ2GPaCc0NoaxIikRcjkx1HVridyeKXUcSeozQNKPD1UiDSPRuaAlGDYyqIRB2gHnja0rji4Zq1O3hREsKpnmjCAkx2AqEwAwkSoJg8T0ARKycWSoiFogYCECT4aVlNgBDxkrBOmKAaChHNvqTMghhM8GgQrB4KgigjYogmTqC6i+KSFKxMkDxNIG1q1Gt45A2sFFzjY6QQCOTW1mfA2zRKJlbAys4R1cZ/6q+Q3pDJFcWyJqiKbSLmlYdAzv+orxdYI70kiAGTw/hj9eDKgETKSp0QggJ1lrgJSE3Qlh8Dfp1pQkXIhJGkHGihAIHE++zkw5kDqTnD+wGrF5helTsuGIM8BFrEjhVVlgoCMC5JESgYkadDLE4gQwECdunvzgARrC83uUQxRQEN+ES85yAQkFBQQhUcgRxxmdOxROlBFADp4ECKsIzCJhhptDOdKwwSMBqI8ENlMkFqQZoWavBNwhEbqQAT/0GQD04IwF0MORM8AOt0QAO4A5AeyQog7YYcIxYIdaBshhVVzcrkhADlQWATcMIwLcsCMQUEMkUjQKPZLrZALkWgBL/CjQKluDVaBo9XWCY+WGFStubVTBGSVLgaRUdAuAaJgm14oIXd2DMHKwXnETcpdMrpVfNCMTBMi9QgSHCB4Jcq4GKRvOQCXK8WlSQuNtldxelkxyajQ4IScKyMLGIwtyoVoYwoGJiNywi6MdBW7I6T171mMQIr0ms+rIHTAzrYPeFrwgXJBPDoafFhiT2zMimNwcMTtxqXAEG35yo2JMKT3V8GLI9fJVTM8RXQCGR0MvThWCYb4W6FnBY6MHp1q3Onp6UKV5bXmdEpESDjgx2iKkgASengtLQ18lIozqJcXCmG16fcSEWnXH5sSpFLQCiTWW6ZgOkgyV3Kn0y0rcMBAeIMNkLbQMAVkAFqqhYBh+EWFAR7UhnrQpoVgHsaGdpD7ZoCUY3gFyaRhtxJShp16pQj348GToCI0ZRwgO6UX6VIeujksKoChHCfqiZVBVRgVdGVid3KwRAld5OiVN1x2dE1I+Z61UAmCrZyl+zUFBBwclggk8dMBYbnoNkcnFkmv1wQmRCTL4DBCBkwoJMqANPXaqcDOx18sTr1IViABbrPIkps/K3p9i0vjqHmCHPwNrSFjYc4CHRFQHBzoYIoAOGCrOEKAj2cG3Ykob5msBnJ89ychEgdPVIwkTTrj4gOHRcLHsD1uzbG7iZAxHZWwo24NzN0AvX8VAeUJChxo2THGiog4bHNwJ4wWNQd6hHEJ4uHrFB2EQoQFW0QEOMrE3pNmCr2Ds1brWxWgtAv7JwgsNhrc9JNX6gt24BcSb0XxuFripVq3hLytxQACOTU62u452Z5ndSmi3AZBdBTcO8DbYXRy7GySd13kdqvUmz57btdpVB5sD5jgRtLNW1scaWA/rYk2sr/W2XtWt2lXzNane62kNrZc1tG7Wy3pZN+tj3awH6GN9rAdoZw2qPzWn5tSfelN/amFv6k0tbE0tbE+tqTW1p87UnrpTZ+pM3akx9aW21JJaUlvqSG2pK3WkjtSVGlJXakoNqSE1pX7UlHpSP+pHPakdNaNu1AF0AN2oF/WhRtSJOlEjakVdqAO1oTbUgVpQE2pAXagLNaAO1ICaUP/pP02oB3Wf1tN+2k/r6T3Np/N0n+7TeVpP52k+jafxNJ/GawD6TttpO32n63ScltNzek7LaTp9120aTsPpNu2m7ZpN3/Vds+k2zabtek2vabt+02m6TKtpNV2mzTSaJtNpOk2T6TJNptH0mB7TaPpMi2kwHabDNJj+0lu6S3NpLt2lvbSWztJW2kpn6SqdpbF0la7SWJpKY+krTaWp9JWe0lc62FN6SgdbSkdpKM2kmTSUXtJQ+kkv6SX9pJX0k3bSSlpJO+kk7aSbdJJO0k0aSc81jKZrGD2j6ZquZ3SMntE0OkbHaBoto2l0j5bRMrpH1+ge/aNrdI3+0Tb6RwNpG22jgfSNBtJC+kbfaCGdo4V0kM7ROTpI4+ggPaRxNI4e0jp6SBNpHa2jifSOJtJFekfv6CLNo4t0XfNoHl3XPrquj7SP9tFH2kin6BV9ok/0ikbRK5pFo2gUzaJVNIt20SpaRbvoFu2i4bpFw7Vct+gWLddxLdfAjuu4BvaLBjaMftEvGkbP9Yce0SB6RJNoEA2iSXSIJtElOkSH6BItokV0iTbRF3pDY+gNzaExNIbm0BmaQ3foDJ2hO7SG1tAd2kPXFltAiz22gBbQYw/osQn0gB7QBJpBE+gCzaAZdIF20AXaQDtoB22gH7SBRtAP+kEjaAiNoA80hIbQB/qtD3SCfuu3TtAROkEr6AgdoRW0hFbQC1pCS+gFPaEXdIOe0BO6QVPoBl2hKTSFrtAWZDfJTWqT3OQ2qU1qk9skNrlNZpPYJDaZTV5rsWt/f9f2rk3b25v2bNrds2d3y+7mZtmtuVd2k916JTc5TVaT1CQ1WU1ak89kNAlNQpPRpDTZTP5JZ9KZ/JMDyGRymVQmlcllkpk8JpHJYrKYRCaNSQGkMElMEpPC5DAZTAKTv+QvCUz6krokL7lL7pK8ZC+JS+aStqQtmUvekrXkLElL0pKzpJ+UJWNJWBKWjCVfSVeylWQlWclWcpVUJVHJPtknUclU0pQkJU/JU5KULCVFSU+ST/JJT3IoPclNciiHcpPUk5ukJqkn9aQm+UlqkpjkJ/lJYpJCiUlmkkIplJkkKJlJcpKgJCjJSeZJTrKTzJN5spMMJTvJPRlKhpJ7cpS0JCHJShKSdCQryUrSkaQkHclGkpKkJBvJSbKRZCQnyUmSkYwkGckAZCQZSQYgH8lHMgC5SEKSlqQkKUlakpckIqlIHpKHpCKZSBaSgqQhaUgKkoSkIAlIEpKEJCA5SAKSf+QgOUj+kYEkH+lH4kk86Uf2kQDIODKPjCPnyDwyj5wj98g5so7cI/fIOlKPrCPpSD1Sj6Qj8Ug6Uo7EI/FIOfKOvCPlSDgyjgRA3sk7CYC0I9/INbKNbCPXSDJyjVQjyUgyUo0UI9XIM1KMFCPPyDDyjDQjw8gw0oz8Is1INPKL/CLRSDASjUwjwUgwMo0cI9NINnKMHCPZyDKSjbSTZWQZaSfdyKC0IrvILtKK5CKtyCmSi+Qip8gscoqUIrPILFKKxCKlSCoSi8QiqUgtkoqsIrVILbKK3CKryCtyi9wir0gvcolkIovIIpKJNCKZyCbSiDQim8g62UQ6kXWyTjqRR6QT+UQekUfkE4lEPpFQJBKJREKRSSQUGUUmkUlkFKlECpFBJBFJRAaRQyQNaUPukDukDdlD2pA4ZA/ZQ+KQPyQOmUP+kD9kDglE5pA3JBAJRN6QPuQNWUP6kD5kDclD1pAzJA/JQ86QOqQLSSdZSDr5QrKQLOQLuUK+kEC5Qq6QQNlCAuWcbCFbyDkJJ+ckDAkn4SQMKSflJAwpQ9JJFzKGjCFdyDiZQp6QKqQKeUKikBpkCLlBhpAi5Aa5QYqQHKQIOUJykBzkCNlBjpAkZAfZQZKQHiQJWUJ6kB5kCflBfpAlpAkZQmqQICQIqUFmkBLkBMlAMpATZAM5QVKQDWQDSUE6kBRkBelAOpAV5ANZQVqQD+QDaUFCkBbkBQlBQpAX5Ju8IDHIN/kmMcgIMoFEIBfIBRKBVCBHSUC2bElAUklAFpBUUllAVllAHpBVVnlAivKANCBFKUoD8qUBOUC+fDlAuhwgBUiXLgXIKSVzkyyZuXE15sbauBpXY208jbUxNp7G0xgbQ2NsfI2hMTS+xs/4GmfjZ/yMs3E0zsbbOBpH420sjbdxN5bG0rgbU+NucpkaU5PL1jgX62JcrIt37WJe7IwH4GM8ADNjxsp4Gf/xMf7jZs3YGStjZHyMjzEyLsbJeBgbY2M8jIVxLbbFuNgW37rFuXgW12JaTItrMS5exsc4GSfjYzyMefEvxsW/GBjjYlwMjHsxMA7GvbgXB2NfHIwFYF/siwVgYSwAE2NhLIyJsTGWxanYj/04FcPiVHyKYTEsPsWu+BSXYlfsiksxKy7Fo5gVs+JR3MejmBT3cR+T4lVMik3xKl7FprgVm2JU3IpbMSp+xahYFb/iV6yKY/En3mNPvMeh2BN74lDciUPxkDtxJx7yJh5yHm/iTZzHnDiP9ZgTc2I9FrIei2IhC1kUg2JQLIr5WBNn4kk8iTMxJc7EmJgSU2JMXIkx8SWuxJX4ElviADgSJ+JIDIkTcSKGxIgYEjtiRIyIHbEhdsSM2BAbYkZ8iBlxIz7Eh7gRK+JG/IgVsSJ+xIt4ET9iSUyIBXEhLsSCeBADYj8ciAOxH/7De5gP4zEe8+E+DADnYTyMh/OwHpZjFwxkILvgDuyCKXAH7sAUuAJT4Lc3fsBvLCUvT+AIDIIjsAMGwSDYAV9gB2yBL/AFtsAueAf34DruwT9+cBC2wTfYBN9gHGyCTTAOrmMcnCMH6+AMrIErsAbewBW4Am9gDpyEpzASRsJT+AhP4SF8hI/wECbCdZgOy2E5TIfhMB22w3AYDtvhOByG1TAZJsNquAyr4TdchsvwGz7Db9iOz/AZtmM2LISBcBEGwj64CBdhH8yDD/ADLsAF+AEP4Ae8PIAH8C43vsJa6rgJN+E6LsJKOAon4SQchafwAU7ADzgBI+AH/IARsAHGwlX4CVdhKfyEn7AUdsJSOAo7YScchZXstc3GvNn47Y0X8Btb4AW8gC2wA+bCWdgKZ2EsbIWtMBZ+wiF4BNfxCCZBgk1sN37bbbuN3zYbr+AUXMcpGAUKLsEnWAXDsQpmwYJbMBgew0x4DJsxw2j22U5j3mlbbavtNTbABFgBE+BmBayAm51HFrDaWAAPGLDcOATXsQgWwXVcgiswB4ZjDuzBA39gOobBNBgGx2AaTINj8IyFts022jbbATbaRtsB1tgOsMyYbbJVtsv22C7bvz22x/ZvnXEGrsAYuAJDYAyMgSGwBN7CduyG7VgOu2E3LIfhMAN2wA24ATvgCDyH7fiO79iO33ARrmMhLITrOAiLYTechtOwG4bDU5gKD+EhTIWNMBW+wkbYCF/hJqyFu3Ad13EXZsJd+AszYSb8hcEwF7bCXtgKq2Ev7IXVcBimYxo8xzS4Bs/xHNdgE7yAK9elttA22krbaDxX2krjudZ4Ml1ra43pYmPKv9gWG/9q42dxta02FnnkF1yE4ziOizAPXsF13IJbcB3DcR0vYTiG4yUsY5MtsjW2yFbZGltjq2yPMe+xfbbP9tg6YzjuwBVYB+/gOpbjC+yCDbACfsA12Aab4A98guG2G0t+4zp8h+lwGg6yGA4yExbDYpgJQ2EmjIahMBRGw1sYDa/hLbyF17Adr+E2bMd23IbZLLEVYIttsRVgh22w/bXCVtj+WmC7a3str+W1vdbX3tpci2txba7VtalW1Qag/I/rcT/ux/U4nuvxO47neH7H8fgdp+N4HI/TcTtOx+3cjttxO5fjdr7G5bgcX+NwfI2ncTgOx9O4G0/jZ9yNu/EzzsbPOBpn42wcjbdxNK7G23gbV+N3rsbf+J3f+RuP4298jsfxOD7H6/gcB8DreB0HwPM4AM7H83ge5+N7nI8D8j2+xwF5HwfkhLyP93FCLsgJeSIX5II8kRvyRO7IDbkhd+SI3JFDckSOyCF5AA7JI3kAHoBHckYeyR85I2fkj3yRP/JGvsgXeSM/5I1ckR/yQ67IC7kiH+SFvJAP8kA+yP94IA/kf9yPU3EnPsWnuBOH4k5ciUNxKK7EmbgSP+JMnIkf8SR+xIV4Ek/iQtyIC/EebsSNeA8n4j18hxNxIr7DgfgOz+FAHIjncB+ew3W4D/fhOvyH63Ae/sN/OA8f4jw8iA/xIR7Ei3gQr/MiXsTrHInX+RJH4kh8iTfxJR7Fm3gTj+JPPIpX8Sf+xKu4FK/iV1yKS/ErHvQr7sWDHnQvrsW9+BjX4lp8jHPxMV7GuTgXL+NgvIybcTAOxs14GDfjZDyMh3Ey/sXJuBj/4l9cjG9xMd7Ft/gW7+JZvItj8SyexbG4FcfiVNyKW3EqPsVVuAtn4Szchce5C5fzOI9zOadzOX/hdE7nL5yGv/AYTsNpeAy34TF8httwGz7DcfgMl+E4HIfL8Bsuw+f8ht/wOa/hcw70Gl7DgQ7Dgd7CYTgMb+Fw3sJTOJzDeQpf4Sm8hK/wFV7CTXgJH+Em3ISPcBE+wkG4CBfhINyDg3AO7sE9OAe/4Bw8g1/wC57BJXgGr+ASXIJX8Dev4BT8zd+cgkNwCm7BITgEt+AR3IJr8AgewTX4BNfgG3yCT/ANjsE3+AfH4Bj8g3fwD07CO3gHJ+EhnISj8BAewlH4CUfhKvyEn3AVzsKZbnPpkm6j2eg2eo1mo9noNWqNXqPTqDVqjU6j0Og0Go1Co9BoNMqMRqPNKDPKjDajymgzOgBVRpXRAWgyOgB1RpPRZNQZXUadUWl0GV1GpdE/Ko1So3/0j1Kjzyg1io0+o88oNlqNYqPcaDVajXKj2ig32o1qo9poN1/azdvX19upt7+/i/4uwEUXXYAbcAFOwA24ASfgC5yAI/AFvsAReANH4Aq8gTdwBf7AFXgCf+APPIE78ARewB24Ay/gDLyAD3AGzsAH+AEf4NUP+AGvPnr16aOPPt19Oju7pMIoMFqL1qLA6CwKjPqis+gs6ovKor5oLyqLyqK9aCzai/6isWgs+ov60V80GPWjfjQYpUWDUQEoLUqLCkBtUQHoMGqL2qLD6C06jBKjt+gtSoziosRoMYqL4qLFaC5ajBqjuWguaozqosboMaqL6qLH6C56jCKju+guiozyop6okJaipaiQmqJC+omaoqboJ3qKfqKg6Cl6ioKiqCgomkdRUVQ0j6aieVSPpqKpqB5VRfVoKKqKqqKh6Coaiu7RVXQV3aOt6B4dRVvRVnQUfUVHUVL0FX1FSVFYlBTlo7AoLMpHXVE+Koq6oq6oKMqKiqJDyoqyokPaRzlRTbQT7UQ10U3UEsVEL9FLFBPNRClRSbQSrUQl0UkUEnVEI9FI1BF9RBnRRbQRbUQX0QBoInqIKqKK6CGKiBaig6ghaogOooRoIPqHCqKC6B8KiPaheNQP9UPxKB+qh+Khe+geiofmoXdoHQoABYDWoXZoHDqHyqFy6BxKh76ha6gdXUPZUDtqR9nQO8qGtqF39I62oXAoHNqGuqFnaBqKhqKhaagaOoaWoWQoGVqGmqFfKBgahoahYKgYuoV2oVwoF9qFeqFS6BRahVahU6gVOoVSoVaoFUqFXqFUaJBeoVdokGahQYqFZqFZKBaqhT6hTmgUGoU6oVDoEqqENqFNqBLKhCKhdTQJTULr6BE6hBKhRWgRSoQaoUHoDyqECqE/KBC6g/agPCgP2oP6oDfoDIqDzqA0KA6Kg9KgOSgNWoPmoDloDaqD6qA1qA2KgWagF2gGuoFeoBfoBqqBbqAdqAaqgXagHOgEWoFGoBFoBSqBVqAWqAQqgVqgFKgFioFSoBQoBnqBcqAdKAjKgYKgHqgHCoJ+oCDoCPqBfqAjaAg6gpKgIWgISoKKoCRoCyqCiqAtaAnagsLRErQEhaMmKByNoyaoCRpHT9A4CqQn6AkKpCkokMrRFDQFlaMoqBx9QVFQFPQFVUFf0Dmqgqqgc3QFnaN0dAVdQekoC0pHYVAWlAWFQV1QGFQGdUFdUBk0xqxGGcxllAE9MJfNZfTAjEYP0KU7uc1rM9uMNrNNadKms8ltbpvR5raJbUab0Sa2eW0em8kmsolsJpvGZrLJbBqbxiazqWwWmwLMZFOAGSzYBDZ3zV+z1/w1hQmbwyav6WsCm8Cmr5mMjpQARUAJUAMUAUVADdA3aoAqoG/0jSqgC6gAKtIDVKRPD9AD9GlPW5PW9Ju0ZqxYE9aENWXNV1PWnDVr1pquJqu5arKafXPVXDX7pqrZN1NNVVPVTDVNzVQT1TQ1TU1U89SENV9Nv/lqrpp+02+umq1oAfpGE9AE9I0uoCNFQCtFQCmttFJKndJpjTr1aY3OaW1Oo9Moz2nzGWXK89lsNpfNv1lt/k1qs9qsNqnRBpPahEYb0AYTGnUwe81hU9kcNolNZVPZJDaNUQcTGn0woVFJH9AHVFIIVAA9QAfQA/SNDqAD6BstMG1Nv3lr3pp+U9f0m76mrqlr+pq8Zq2Ja76aryau2Wvimrlmr9lr5pq7Zqlpap6iTZcemANMZjPZPDaLdaM8X01Xc9XMNrVNaVPb7DalTWmz20w2u81mM9lMNpvNAeaoOZx8czj1Jt/km3pzb+rNvLk392beFDVFzbwJag7nqBlqhpqjJqkpnJqmp6lpZpqepqeZaXaamSam2Wl2mpgmp8lpYpqXpqYpnJvmpimcn2alaWlOmpOmpUlpPpqQZqQZaUKakuaiqWg6mo6motloKpqJZqPZaCaajGaiiWgymowmohnAHDQFzUPz0BQ0DU1BM9A0NA3NQLPQDDQBzUKz0AQ0CU0/88/kM/nMP7PP1DPzTLyJN/PMPZPOnDPxTDxzzgRgzplyJgATgCln3plyZpx5Z96ZcaadGWfCmXamnQln1pls5pp5N+/mmmk310w1027aTTXzzVQz08w3881MM93MNBPNdDPdTDSzzSwzz0wyk8w8M81MMRPMHDPHTDAzzOQyvcwus8v0Mr9MLDPL1DK1zCxzywzOKvPKvDKrTCszypwypUwpc8qkMpvMJ9PJdDKfTCgzyVwylUwlc8lkMo9MIxPJRDKNzLopZBKZQ+aQSWQWmT4mkPlj/phAZpCpY/KYO+aOyWP2mDYmjnlj3pg4Zo45YpKYJiaJWWKamCZmiXlilpgo5ol5YqKYcRPFTDHjZtxMMYEzxVQxgRM4VcwXU8VkMV/MF5PFnJss5oo5N+fmikk3V8wWk27SzRYTxmwxXUwYE8Z0MWNMFxNuxpgxJtyUMeGm3JQxZUy5SWPKzRmTxqQxZ8waU8PMMC/MDBPDvDAvTAyzwsQwLcwKs8K0MClMEnPEFDFFzBEzxBwxQcwQM8QEMT9MENPD/DA/TA+zw/QwOcwOs8PkMDVMDnPD1DA1zA0zw5Qw3+aEOWG+zQjTwWwwIUwIs8F8MBPMBVPBVDAXTAZNrAXoay1AK+trfa2VdbU21sh6WSNrZsxaWvtqY82rebWx1tXGelnral29rIN1r97VwnpX52phLaxzNa3O1beaVtPqW+3Xz5rYFKfYxGY3sd7W2+bOAtNAJ5sG5oFO1snmgc42efrs6bPOOhHMOgUI+Ilg/qQTwUQw6ZyTTjlld+tWDatdNayOFatn9ay21a7aVdvqYG2rcXWwDta4Wle/alotq2U1rfbrvSbVo3pUk+pSTapNdaku1ab6VPd1qj7VqRoVqlbVqnpVn+pV7apP9al21aXaWUdrZR2tqbWyVtbUulpP62VtrZe1tLbW1lpaY2tpra2xNbbW1txa25zNrbnN2d0aWBdrX+2ri7Wx7tXC+lcL62H9q3/1sAbWyfpvFpgF+m8S6L8mNglMAk2sn3Vfn2pWfappNatm1bT6VYdqUa3Xopqv9Vqv+Xqvhx0qY6+R18hr3DXuGnWNusZc463R1lhrpDXSGmeNs0a/0W+UNcoaY42xRljjq9HV6GpsNbYaWY2sxlXjqrFv7BtVjajGU6OpsdRYaiQ1khpHjaNGvpFv3Bv3RlFjqHE4Dke9UW/MG/NGUCOo8dP4aRSOnUZO46ZR06hpzDRmGjGNmMZL46XR0mhprDROGiWNkMZHY6OR0bhoVDQiGg+NhUZCo6Ax0Aho/DP+Gf2MfsY+I964Z8wz4hnvjHZGOuOcMc4IZ7Qb34xtRjajmjHNeGY0M5IZx4xhRjCjl7HLuGXUMmIZr4xWxirjlFHKCGV8MjYZmYxKxiTjkbFuLDISGYWMQcYfo4+Rx7hjzDHiGG2MNcYZo4wRxkg3vhiBY9wIN7YYWYwqxhTjidHESGIcMYYYQYwexg7jhlHDiGG8MFYYKYwSxggjhPHB2GBkMCoYE4wIxgPjgdHAaGAsMBYYCYwExgHjgFHAKGAUR3GsYx1//JGOc+yxRznKkUced1yxm9hN5CZyE7eJ20RtojYxm5hNxCZiE6+J10RrIjVxmhhNhCY6E5uJfyIzUZmYTDwmGhOJicNEYWIwEZj4S/wl+hJ9ib3EXiIvkZe4S9wl6hJ1ibnEXCIuEZd4S7wl2hJtibXEWiItcZboJ/qJskRZYiwxlghLhCW+El+JrkRXYiuxlchKZCWuEleJfWKfqEpUJaYST4mmRFLiKHFPFCUORT0RlPhJ9CR2EjeJmkRM4iWxkkhJlCRGEh+JjkRGYgCiIjGReEg0JBISB4mBRECiH7GPiCfuEfOIeMQ7oh2RjjhHjCPCEe3EN2IbkY2oRkwjnhHNiGTEMWIYEYzoRewibhG1iFjEK6IVsYo4RZQiRhGhiFDEJ+IT0YnIRFwiJhGRiHWiEZGIOEQMIgIRfYg9xB2iDjGHiEPEId4Qb4g2RBtiDbGGSEOkIc4QY4gwRDpxTpwTX4gvRKAIFOVEOTFOjBPhRBdiC7GFyEJkIa4QV4gqRBViCjGFiEI0IZYQSYgjxBGiCFGEGEIMIYIQQYgfxA+iB7GDyEHkIG4QN4gaRA1iBjGDiEHEIF4QK4gUxAmiBFGCGEGMIL6JbyIEEYL4QHwgOhAZiAvEBCIC0YBYQBwgChBFsYouUrFFKW7tVrnVbXVb1Va11Ww1W8VWsdVr9Vq1VqnVaTVahVad1Wb1rzKrymqyeqwaq8TqsCqsBqu/qq/Kq+6qumqumqviqrjqrVqr0qp+VVaNVWFVWPVVfVVdVVZ1Ve2rqqqqmqqmqqgqqnqqlqqk6qjKV/nqXt2roqqoGqoOq17Vq3k1r4KqoOqn+qkKq7B6qpzqppqpYqqXqqVqqVaqlSqlSqlOqpOqpCqpRqqQ6qP6qDqqjmqjGkBdVBNVRPVQNVQN1UK1UCVUAdVAVVAVVAPVQdVP5VP/1D+VT+1T99Q8Fa/i1TxVTwWg2ql4Kp5qp96pcKqcalftqpx6V+VUOvWu3lU6NU6lU+vUODVOrVPn1DaVTX1T31Q21U1FU9NUNVVNTVPXVDLVTC1Ty1Qz9UwVU8HUMXVMBVPD1C/VS+1Su1QvlUvFUrPULXVLzVK11Cs1S8VSr1QsNViDFUu1UqtUKnVKnVKpVCmVSV1So9QltUmNUqPUJhVKbVKdVCgVSnVSn9QkVUk9Uo9UJRVJlVFj1Lkao8KAUelqXTVSfVQjdciQKqTKVTi4GleFVCDVRwVSe/SoOmqPuqPqqDrqjlqj7qg5ao1ao+aoOOqNOqPiqDjqjFqj2qg06o16o9KoM6qMOldtVBt1rtKoP2qQyqPyqEGqjxqkEqk+qo9KpBapRWpd9VHp6os6V19UYJ2rcxVY5aqJWqK2qC1qibqilqgi6oq6ooqoKaqIGqKmqClqiIqihqgjKoqKoo6oKuqISqKqqCoqicqikqgnKovKop6oLuqHCqJ2qB0qiOqhTqgVKoQKoVaob7VCvVDf6lu9UCPUCzVDjVAj1AxVQs1QNVQJVULVUClUDXVDpVAp1A3VQt1QOVQL1ULlUDHUB9VBbVAbVAeVQSVQBdStWwU8tyqgis/tuVXxtVWx1tf22mr9bLXW8bN9tjr+tjrWAb/tt9UB360OqAW+23erBSrXAtVA5crVQJXVQD1QD9SuByqC2rUrgjorgpqgzjprgkprgqqgKqheFdQF1avXBfVf2AvwA/wAL8A3ewF+2Df7Zj/snf2wJ/bO3tkT+2dP7Iv9s3/2xR7aF3tjD+2hvbGP9sYe2Uf7aI/spz2yV/bTftor+2qv7Jl9ta/2zP7aM/u/v/bX/u+x/d8ve2yP7Ze9tV/2yd7aW/tkT+2T/bGn9tT+2Et7XZ/rXb2rz/WtPtfb+lbf6m1939v6Wt/3fV/rVX2tv/WqXtXf+lV/63H9ql/1uJ7V4/pdz+pZ/a5/9bue17/6V8/rYT2v7/WwHtb3+ljf6319rI/1vl7W+/pfL+tl/a/3+18P7P3e74H9rAf2wX7Wz/pgT+st/aXXe72/9MO/9Jh++MPH9KEe02f6UB/qM72oz/SaXtSLek2/95p+0+/93m96vt/0nZ7v+b7Tk/pOL3xST+qFb+qFD+pNvakH9age1Oc9qkf1eZ/q8/7Tp/pU/+lP/af39Kf+1Hv6Uu/pOX2pL/WcftQ/ekY/6Ac9owf0jH7RA3pAv+j9/KJX9H7ezyv6Pq/oA/g+3+cD+D8fwDf6P//nG32gb/SOPtAHekcv6B09pBf0gh7SE3pIH+kJPaGP9IU+0kv6Ql/oJb2hl/ST3tAb+kl/6Cc9pT/0h57SI3pKX+kRPaKv9In+zKN5OS/n0fycR/Npfs7P+TRP59O8mqfzdF7N13k1v+brfJ1f83Z+zbN5O2/n2fydZ/Nu/s7feTeP59283eN5PG/3et7u4bye1/NwHu/hfJzHe7yP83w+zt89n+fzd7/n7/7N7/k9/+bz/Jtv83k+z7d5AN7JS/knL+Wp/JN/8lQeylN5Kw/lobyVj/JWXstH+Siv5ae8lvfyU37Ke/kq7+W/fJWv8l/+yn/5MH/lr3yYz/Jhfsxn+Sw/5rn8mC/zXJ7Ll/kuX+bNfJfv8mZ+y5t5Mr/ltzyZx/JkXsxjeSwv5oMffDEP5pN8kz/yTZ7JH/kjz+SNPJNf8kbeyC/5IL/klXyQD/JKvscreSTf43s8kufxSL7ueTyPr/sdX/dFfsfv+CKf44v8kM/xOX7I3/ghD+Rv/I0H8jUeyPv4Gl/jfbyN9/E/3sbb+B+P43+8kMfxOF7I63gdL+SJfIgv8SK+xJ94ES/iT/yIP/EpfsSP+BRP4lO8iyfxJN7Fm3gXD3wTb+KBj+KB/+JRPIp/8Sr+xdO9ilfxdN/i6T7Gt/gWH+PhPsbPeLiH+xkv9zOexsu93NP4uKfxMj7u417Gs3gZD+NZPIuH8St+xcP4uefwIF7Dg/gPr+E1/IfH8B/ew2N4DO/hJ7yH7/ATfsJ3eAjf4Tc8hIfwG/7Bb/gM/+AffIZv8Bnewjf4Bm/hGbyFr/AMnsFXeAVf4SW8glfwEh7BS/i3R/AI/u0T/NtH+ASf4CP8go/wFH7BL3gK7+AdPIW/4NU8m1vzbL7Nrbk13+bXfJt382t+zbs5Nu/207E5tp+u7edX1+bavjq3ry86N+f24vOLL+D5+QV8v4An8ATen8AbeH9/A/9v4A/8gad/4As8ffoFXn6BH/ADfn9/wI8Ozam5M6fm09yZO/NpPoBPc2k+gA/g0jyZS/NonsyTeTQv5tH8mRfzYv7Mifkzb+bEnJg382HezP98mA/zPxfmf77MhbkwX+bAfJkjc2AOzJG5L0fmxtyX+3Jj/suN+TH/5b/8mAfzY67Mg3kwV+YCuACuzJm5KVflp1yVr/JTfspXOSpf5a0claPyVp7KW7ksT+WpXJb3uSyv5X3e57WclddyW87KWbktf+W2HJe/8leOy2M5LtflsTyW6/JZrst5+Syf5byclvPyXk7LaXkv9/Nevsv93M93OSzf5bkclsPyXO7KXXkuv+V7XspDeSkn5aE8lJNyPSflo1zP9XyUe/JRzuee3JPzuSbnc1GuyTW5KM/konzomTyTDx2TDz3PMTkmz3NLnuef3JJb8k9OyT95J6fklLyTS/JOvskluSTf5JN8k3PyST7JOXkl5+RCr+SVXOiX/JILPZuCqCScANgJACUAAAAIQAAAAAADVwGAxIEsDnIckXIfFAASFAMQdgYIDlYECAzcEgAIqQgAgAUAkAEAACAAOEYU8QE89KNHjAd7bvOgoN5Al/xv13B78DmyfLk4AW09Q8Krr3z93ZQxZf0sVKG898zLvhf8Vwzh57rkT8oIfx99n9/ND/g+hUYE9x+TbvZJfWLvcYjLB6n8XqH+PoTP9vln+JM7fJ/JS+uVISHq9RGv+Wvn5e/9kB/byGzfqXoXIb/4hQ76lxGf7p9oqu/3G774BQr6NWzmT7Pm78CfHzsH5NfESn9TicUP1pi8ezh+075LEfk/eP6WhV7+8xPi91XB+n5LJ/a+d335p5z/UXL+nWdPs4fftnjwntEjYrvHQ5s+6rR+6NcAAsxsINSbQZS3hIDZGEKqPUTDJhEAtYrQaRjR3zYCfvMI/RYS/RpJwG8nITNTifbWEsBmMCHdZqJpmU3AbTkhP+OJ9vYTwGZCId2KomkZUsBtSyHfnKK2aQ40GfFIa8fTdKY8cFvzyM+gp71ND7CZ9Uhr2dPcuAdg+x5dM/Gpa+UDpaGPWNn6VDf3gdziR1Cjn552P2Bm+qOu9U/ZDIBAtwFSbgZUUJZA4BoqqWyrVDZzJR1OjZaVWywVOtMlcK2XVBow8Xo0aZrVnsniGTbjtm1uo97gOa21M4nMniZu+WS0XTRO0+j7raP1G0j1t5GCv8mUfqup/oZT8NtO6Tef6m9QBX+bKv1mVf0tq+A3rtJvX9WviRWYWVmpN7Qqm60V6OZWSmdx1bvRFfjZXak3vSpvfQWjPZZW86yKDbZyGDbb1tVmq0fHW9Dbb4ltwlXeigsmGXLdyjc7i21zfo2Mz6Xbn+UaNEobtEWaj5mmo7dOP95YXbO9WlWTtRAGGq4LbbXWI/O1HmaN2MVbsHUyUza4rdlkG7S1NXEj4dnuXdrRW++IOkOnqwFcSnv4XDRbyEebx/M2gqGuqZzRlvOn8tvSyTSkqyWLOqCN6rSa2VU0vIPU9k65NV4hjfPgsNXTd71XMwM+6G34xLfq62zkB8rM/rytANY2DWhvL4BNC4KSBgUwGxdQk5UB3oYGtU0PsG2JUNIwASeZKvS2VkA/g4X2NgvIzmyhuuUCpjNe6G2/gH4mDO2tGJBryNDZlgFVc4aGFg0IyqihbrsGrO0dWmbygLopRHNrCISNI3ppGYFHJhLtPZ3ALeuJ6jOgwNuwonbbCmzNK0paWOBsZFHVzgJDU4tCW1vgaXDR3+YCTVuMWpljIG2R0aWlBoqGG80NOhBq09HTrAP/lh39jTv4iN3EI0j7Dk4y9IBbBiDsbUAQZ6WNi7jNiHcjv8jaiiRUQxKGVicIyvCkru0J1jM/KW3PgnsmLY2tWhBt2NLTUga/FjT9jWjwt6OpmSkNPbANaoK3puEksxq4zW1o2+Zga8hTooEPM+hmPqHa+DCQsQ+49j4sm/wgbwHU2QgINdkBvbltDdS+KRA22QTVVWoZ9NwsaKHZB9VpIqQUrKHQ8FZCn2Qu9A58o6HZFkPYZDpU3XqIHIA2RIE2IOKRJRG9svZExBsTfTKrojfwbYtmGxZhk4VRdSMjzNsZFfrUCLFZG/XO4Ah7m6PyZkc4tTyqbnyEqv1RQ4MmhFoz9ZhZEz3wxk0xWjZxlYkT3FZOtJpNYW8z1SbjKXRITagit58idIZUuFqbU1FpS3Uuo6qN7aqi+W1dFadpFb9srOiBtbQKrpkVJ9lbwW1yxea94VXbVldIZH41VrgR1tEWWHtkitWuNRayGWRVt8mC3CyLUCstPA21as5Wix5Yi63gzbU4yW4Lbnsu2o2/sLUUK2lBxgy6HVmoRmQCUq5B2UtrsmUzK6tuboZ5i7NCjc442N30jIjszh4boC1ONmh1zdCwzBKtumEa5LZphJqq4dl4rb+NG/5mbv1N4fCD0hquaydIBhQiYFFtNHF8aaDUwTgCfZlJbhcQYQC7yExjB7OrG5k28DdWQsqcobeFcIy2brKPYUVkfbf5Rdt1WV1Go2EZWIzkV5quFGVSbuZixe2u/Q5vxNJsm6qFIzHG/lzSEarEUois5Jx3hpxhrSlcwyIKmC2UXo+VZ1ug2foo92IHYN+Qc3rQHYMwZtFdAz13AUZ1dOefzJOJO/quIc8u3ji90zf9hQvNY8HjLqj7CDycnWHcpBBUBllCWgz4NjBBZutR9DCNcdZ2jn/DjcMMVUc3I72zVjzwb3U6JkeujXcDB6x4uqM1829/LLYARmntPue83PvmDliTaTacnZczQxDc1GzaFXbEz8vR68KbLV4BzYY2tL3Wfyn8g/PVBrC2NDIPBoAQqMOyZe7XqS2N3Yd9/28t63nTo6wdOgOWHXObjoA5JEdjxyG4kWS93bjLck429M8qyz2ujABvPZpNJS583+HnkxvBpkN9LFmx3XForiOrvu0GddWIFlugGVZh33Uvz3ozlTVlmrhQebvrig7tIC254LEIijjUifGIeus/KvuhdTwABACOq/YzwDbRQTW0+zt7QZVct/BXDD77Gi1X2iSjrRE1uzsFQxcK4xwSxWyV4G0kGbdEmNSmGyA4s8oGGFcu0y8XZJtK2rxW0BaU3bOaDABuE/obSRSqPYK1izx4gLC5Ld3deNtPjMuqNsN4zSEsQzg34f8asGoHRF4AtrY/0K2d/D/PbkDY1pOrEvk9P1kyHbAMQmyCNGsQYweSXgC/3H69k9fTW0ANH+5+sV1u3SbXtZUAf9rIhJtDkrIPmclGUuPjxYHr2yxMIYePw32uy69v+mXtRYCmDdZqstBxzthvJEurE6Z0F3nuzYK4LbPh87aPwC6v25TxmhcMmja9ksaVp8JDxm5xudp4yfHKbRYJsjV8yqeaLVHHzrLQxEEPnDzGxFgwatCnl03fIWO5tazyK8tZNsvSrd2FfyN+FzGV5bnn5DvSfhh/DrIvPrMg7y+VFPT0X2qTXRMtptm87NJKUemOoJJVsIX2WvSt8tolLFkfxEuVxV1jwiLLIqSgHK1JL3PJ4XpVWs0Z765ArRW0nnYAym+VsOruasgSoYdF8y+4aJDJUsF485Yug70zXgqCG+boliq+tnvBmgPhW2WDQLBV2qZ6Lfrs6BoRNtgLxEvLRm4Lw0Hg2xYG21GUjTkA/qP472RAOg8e8S33hpqHPJqelhUmw2K6XWOa93q6pdsjfIXkOu9+xsh/Uu2d24k8rBZtRuk1sMEgyPcpEGojoJj5z+PDnzYnP6zHPlfb8mbX8qSlZ5yd+CNr6pqCSdbWnG0/xT8CjaCuQb02C733kv21DrgP/U8Cw8EtdrFZibZiFsrn4FrW8892e88KBp6zR51erjjDzzaToVv3vS12uU99jlx7JWLYkXbbP60ZD0MsuekY7Qi523pVpHXASs/og8y1NzkUJzC/o9cCE7aoTdhySHc3QcTdxpPYz+bMg3lLziPOtZBd1BgC6D00205f2lq/FzV0gPfWNdNJzlq4AqaObdra1hCTEYPWx28cLqX+TGVjqU6UUbKOXapLTxAcdYVU3eA09uY82jzPC0YsjPyWMSkeaUzUzUhgnUnUTrbMC4rptJZjJ8R27W1UMxxQExpsqoiozSXSLoaxcJwz3tuWjc3heu5a86QwS8pVjphq8Hr3YDb0OAshqHYumv027iXyASYS8pYM5kilTr650X0a0GshQdPD2rpWyc6UX/v8OoOl1HlgO8ASCpsF3dKmnBjLatGsutrq60MsJ7RRtdvP2sYCkzU7K7ho7RSXzK1VLQMmtcbN+9iBAY35uTV0o9nTwBZkZxxzctoGsWxB964Ehi9BzK2PGruq+c7Y2k1Y16hlqmLTDVm9aM+tPBis4i0/1uPvn0Xyyti582MX/va2P8R5eI54Y87odcdAmNlt5yy2Qcxu+0xqopVspx7nqmu8Z4epeoGlcaq+O2VyNwhv9oG0c4MSuwmoG9pdTlh3JMq+es4s3zOxm1ceRM/kS+1T2glPxqUsGu6ulsmmxtouklsjU3oxUz3rLRCYGm3Zz3v2RBQfEMWeDrleDI01FHq4D5qymgT2m8KyFL1ytLgtIu6fKst8toE7Qcp4Z7TW2ojF4Cjs1OiDedHsoRBZbWkxXDLb/13XSVqZI90PkR7sj8o8O1KxNjpekQfsRnRZtFwFKGIVDvdLJVWUQn88aJKHTROunzWN27IpEps3Tct+ymTLJkiXzOyYne6Ay8FSVLq25JkTQjrjJB96A9ED4WSzlCA5qVkR9m71onOC2hUiPCfcZkUYF6bj0weeiEdlD9KAoLplY0gcPCSFBMrJxtKwc6sXkbPl8JDAyeEObELYf2ZIHjDCAq+GU8EbXXdQuXRU3Qoq5ppZd3kMey/AJqxCINI8F555bWr8MX/LD8taV42C4JtBk5o4Qkzhat8gVc3+85h9H6a1iereeTgFrNlmGPYWW2f6BzitCbSFvUVGUOzJTjelWyeuT/nFGe2EvvXapjeQy/yE3cLzljflI9OhmLugFYPf8GlNaGU6iR1g2Ha1No2rPYsHJ/nUISzUVxgRcRlqupGjTpA+ZZYz2omePbCNE6drzFxLLFoW4JijxW2weoiKk+t+Tm0nMb+Ntv2HRR7BNXa8gwsL6fUYMWLgNN0CUSdIXzOrM5oKfeu1TW8aZG5qN5K89Rs0I0OmzKJceV/iOkenwzQmqkHmhN25njz1rV7tuu3UV1hgl61+U1KtO7hjA+oZ0rfWkWdCO+Cou9vAl8jia6sUnD12y2z8+mY9wDutmgkfFG3tFiu7wgnH2NyzusKqJe9ZcUG3sJ0rTHgtxYaxaGzrl7ah6S5kWoRw30L3nO0kCEB9s5GdJUqzRXF+Mbyi1CaypKVvaFLrbbpbIZmNryTyoeK0LCyjZDfZdI2CYecj8224Oh0Yni/1yUZ4reOK2dyWKs3haQ2jDFLX8OGd1Mo4mx1agPVZD62UV55jF9uF2xfo0q3dL/OrT1LnceRavoHnpe3cuSwGBJdlkzHm6R0ZHW2+H0Rwk7HEY7FtbMQId8I+NtmFzXBzmz5se823ePw1DWGOsvaixKazOz+38Eps27XGqou4tk8CM64K4UEaBIYV5zkbKSsxy+q8mdZusnqwYme6ztmtsVB7TgpTrIity2+fxYKV1qSMOfrEUrBmlRhmqBV8q8Xb2AEsGL3tb+GFFNn4mV+LQrPrZc7gjSV8udnv+bQWBbXZpa1frQF8ctvmVYaOPY7CW4tI2d3Ia8GYo33Hbe0nh/10NdeY2R6JbkjGnHpMOkrVPmMLgmrDk59GmGBaNje5yE9SM4tsZxlnnACLCsdDSvXYDMK0K6FtBjg/3RZAxWXWOSh/tEyPkg5PHMfLOtrxrY/FUhCbBp2dbYyivbNlf59RxkoDpA2N1J/OZGZL1nYRwHLCYAuwfSxRy/e84oHMzaawe3gCh55AVlyXJqBfYxUIZTSnzWOH8uDs2PVg8+EmTG02/m8PfD5HGCDuTc6aOITOVhfUrFh93kz4IiN5rgpnwlRWvAEB1zab5EpwqUXYKO4ASmlCMb7Jj0+b0eSuRyxH6NDlXvumleCNdIfdGWNmk7DElz7A91gYe8w9wVxyjzYEyfVCM8aq/ucSkZPmiPGWjBOnjT8WqfyjeHIRNH2F95C2U01o+WU8iwtms9W+ls2js1sTJcxjiwvVTFEyZEVruXVKtYbnW9IVbW5Z2tq6gW3ZprUxeF37LQNb0vUmbP+lKiFObmzS700KxNlulKxaf2EevEwieAvMIxsBJRNO7eOi8/ixH7/GAG8stnEitOyjQeB3WqHQmazmya67S0091uDZx5oAl5/sDT5udh6zTWkXM98q9BVccuOAbYJqNdx6d6x1oeu356wW4/25l7Q353QLY960FJcflwyQVQ1ZEiyOByIrZqRtTUkM+gzyMD/D7gGEPCWxWuB7Y8iTncRZUS4h1PWywZhvjXSqLLKDwCy8azviqka3R2kRnnGBlSlNYt05ed540mHa6WLUWTfkzHvy+hUNZITlmAx2GZ5kYI8z0yIQknZyZz3wr93i7amP7J9DTN3edBq79jT1JTXD+Uc30hRGn+W31SDQtSoJYLDq/k7F9jylyzG1A/aorSxRNGxQKNcnb9idVC9OspIx17ACA0/avTrlthpevOeCvzLiKEv/cln7DA+W0zTUCuUWz6j8aP8cgvvxZlP+aK7Iv2kgcoVvqqKMP3Rbrt44o9DxRJPyMmP1JiPGHcblBYam7YWK1UVme4vLpQUYk3DCXMoLZLq4PYid/iU4jrsxoFh/cc2Nzr74EMGqxRTaXrKjbWsO7jToVmVvN//Pt2CN5ljLVttlwZRpVhPLVxji0rBLfa1Ec3bZxOyysEquhIK72arac2kkKJZUPJHG8fUEzW7iBSd5JcW1hpJUtiyjwrq5mdAa2ubMHltAJrF9yre1TB5n17xM6MbZ1s0e2zWGWDTl5yR9LJQJ8yH4ZpGXyBAKbKfg1sfruk3kuEqyspKMEbEvhgXy+sA3xe26OHzYGvl2wpZF9z4uLLHPWxOvmbCp84KwdsG/fjWcdS+gQbt1sEw+Wca2gBhiDjQpy48kx9+z2/kwY+p/ZviqJ0zOS3/DO9OMv+I8FpuINNpyt+xKK9Q+q1nmCAux7+odJtenGEG+un47vFFYvrGCrcevTvqiJn7WLc/2Wcaa6DBqLl5rmUsPJoJ8G/12HheNJRyRjKHtjNpNX+p75eC0oXNRmwboz9qpuWBpasRcl70KoCfLTNqd8fuBWrW2qEXPEXIPqWV8kl7xMDUpJtwZRQwL0nZDaq0ZWZV2Z7x7NKqofbATTwQW1ERw6LX9+0bjrHLpaStjv4vIu6YeXoXWVqyLP+QmD7LZ8eCrh0S3boZCo130a2tT69vKnBA9WxvNvhodl0Wu1aC01ZY0AnKzXWzpBCyA95m9frZzTgV0pGJRJvMspSlom84ARohw5Njwyq327BDBXHR1QntF4oallg5syZjdb3rZ3kTtMnzveYa8BV4n0I8SxpfPTACbA+Maw3kYGVLbFtQwKRCv0IhdI7xE6q1cE4FijoBzkfj/KMEyPE1ke6BQs1FIZZ2oa5EodFvgPqLR840aOoGXleH3Henz6FKp27k40ly8n50wi8mbhxEX03w9ZptwXFfgEkizceSY0fJxEt7Ct7WR9sO/BvXaF7QctnOYk1n/S3luA9nq6lbYL0SLI85ebg3cxnXyDBoLNngW7SvbzkP77LlNv4u7160tyL5WtKUcIICaHelBd+0D4UYJ08A5upBRUnLivUJinoz71Ihvibh8sSfqm9MMiP4U4cUQw6l4E6TmUjgCAgoRDFtMsIVmmrslfVPD0R/k3ewClvkewRcyLY6O5eCd7Ya2Tvxk4buSwqz0kNiBHJvJU2z15WPcLoDRBXgX/dKpW/bO4C8039VZUJY6/QmO9CiXFHvU8giASJIgLhZxuv37Q9p6yHQxNsPAl6ASxB6tnEAFH88RqFZZpES0O6ivTJN8BTw4sjpNVbFSRC7d/eGAo63oh1r3E600giutqLHT6g4r4TFeQ11PdlUbWEFjkMveGkaFotl2Ss3oCXtN/zrpOyafUybV1kzjdkwN5ksT2dS+z89tkRJPkNYwPkK5P5qfIOWhOz8sjDK1CV0Gk7h9MdR7jG6FTFWAgbA5SiVCpynNQj1yYZyIbVgKTKO5ynaRoFzvDmfYuRt5NHJxW3JmLRwioLYI5BypU8zgi23Reb/9+z0WF4IiUueHzhHbliQpJ/H5qs3jbYoFscm/8xCcgAbXxPFy3MZWyyBzlLraae/gjrEw5l7pYLvrcCXOuH7b4WGzYHqt+hHTkCABRiVtW4bYeWKe8j5XCUaIpkzssEMhPDR2/5Fg0jytoQ4+cUliqr6ixhXWNhy4eS1Xk5pMhzKUFzC5/BbIzep0zUK7c95FCiK3LlPt5adWOxptTh27ew2vWmm2RzWmbbCLtoht2dI6Z3OxaLvdkyQhZ9gskKVt705CLxV2UX6MQp1/0D6KKLfbCuwz4PK1X76cAM7vp0hUBrZ30nxyFCgFh/mVIDSeCoj7awKMpnuzt+pNyHozyQSd4HxeZVr+hRnreUMcY44ZYd2dymV4UhtM+gUWiQGeXoaBPbAXTgQssJRzE1efzTpP8WLH76ne1dVJnh6vYMLd970HVgScoMBNqKzxnArXxwLVrgpzaPPoUrrLi5N083Ad8G6bEzHnOcForcFnq98Kne2l56m0E9oYV69u2dSqHZ4jndxoWrGG9NcEccsgYqtscM7Z/K/CMQvCbIzEEZDrbiZYzlwXQLdE0W6rClI+rPC3SQWx6fYJOp7vfhFhHOpJ+bOTXMY9qasZK8wiivL2T0itnza2IOb7iif+ZBzOPGehUTVPKMao1C0aL6jDmkY1y4UwjxfyYUcHssAMOofiytWpMuS9JxOwQNQyreJnT5d1tdROxAaJ/inhTLMtW9GbIp5yZYUE+wJaZTAHhkl165FZyr4ifJt+T1+S44TeENzKIHNChWUwwYQyp99PmbZiKdwCj6dWs49oOSVoPLU/pLGfsh6nreZRzr3xr2vSl9dARvIFC71O/EfHW/cjuHGzcIYdAwyk/GsrzNnF3/1Vlwkm+BBzHgdpkS3YOst9lqPM/jLRHMPdNKN+lJFml8HKUpTwp2522L2Ps3d8nD9duYBK3z4tOYPmO8jQBeQTU6j0TdTqLOqUfVT6VqpZRxN6HjjEnD58qypyF6J1cHHsqekz3TnKQOjNtarT7cOAJ7nh0nH8e/4aD3sq19ntM4eW8Vf9xLz7cNiD3nbAbsuTFxK65UANP7xDshN6ckXZ7WcxLHdwS2G/ojEXdfSuymtdk5hZyTju2P6NJ6vLrVeHnt/nP6Ek8Cl62OyBADuyGpjyJjrkXLMb7Wrs9mtM5RuO54ENl1RmycWNuR0z3vekoz7mJO+5Mklqacppt/S4oyh65+JsQr+caW7maLMpYT9DLqcfV7ToLTW5qOpjajGtqbuwf1XXIiAFxLfSV8g0H9F4lC54NZI4DnZVUvvUw2JkmWBSQprfvioz43h78txHuC0EmXqLieWdkc1dpq6Nimtwsjy6Jqj3GCLw7rvBkeT9FJNzzFMvRjxHLp8Otgsr+IBQKDEVZGpOxfUom4G2TbkhR+PEezKzj3denuuYYYnLibTvjMuF8cPIFL19y0+GY7tzPI9sx2l/IeIRwnE2tU/6lsm1OI9+SUjGQW1I9msMl5H2hLSTN4YFlTtFW5itTfV9bWrMzqdpfFIdp+NRtneSJkWYjzYRJ46EvBjYLmyNE4/GkMIGt7Lj8/SLwRa+cFtuN2qNE9iQ2cCXlxH3BNTA0rwtBbUqJIYF/Sl8y/2x5PO7jL/FwusjYrlIlqkT0ptvFvHexc1IK06J5YTCmLh1F1MnRfc1Om8LnFPT+jYHRPvycHTSXors57PilxHnMMmthb1eaew9djBHyeX0zed23UxosFB6RkodEDpoZ/KehL8kNeOEY7IpAWK+6rYUc0Dm4IaFBOMXs5YusIP2NJJdOdZxI9fvG7JxA1s2vgvGmIcEXjcaRzJrSnOfLhiCxw2ATb3ulTxB7KilDRlnarazRj9hSaBaU3o1rSdl2EvVbUGXUujOuGgfqGl0OmCHUj4h5w7vuevBC9YLH6G7dXayecUL+MTts293IKxkcvwcN2isx4oegB1sO7wt9oIZNgqj7SJZKuiZr8kKdtDcKXZj/IbEA2kK5hvyjKLnelQvUlVjBe2E/1vMOcxcMoQh8HdBLxQmMssuHeyXS3ZMsnOY4mncuAmIsY6BnGCZLbuytcuMZdFAGhpPwbaF84tacTlk1IBi+dLcriHxouH25kXXu4ZbBykMXmAWDQ22DMNau7DaucRqyJDJ0dxoHOi/IYOz97zFtxUD6/1C7QnDAjKgbdjy+qQlftUS4WTkGsIfYdcuLs7pcRvYffuLZVttRhDEwBH5dvzhJNa4TauecAFp/rCeKduAMv7ltCFa8iJ9Xh4PH2Bv2m6pzTyD5GFjh+DW7Kx2bJiXDio3DmM5YstrTG5fJc+sKXspcOCQ6x3754JdmBGbIDvHMe4adgi4wrpbZawGfafrrrv5sMaGFB+nuROYTeP3VmWh+1vZBQaJTs5Z+VYd5kr10rvDBcEnqhc45gKrbJzObZYSkNECd2Jv11n6Wb69th4YpPu1Y/HqHv0xQkufXCfH1pu9nZ/Y/GRo5WgL1BbZAxe1pJ9Gt+r3e9YZ42Sn2jQcuUzUoIHxzSc0jG1AJtg0y67fKbreRqt8XP7cLvoPz0Wn2X3GTZ5/k/I+SrZfUxTW1HPN5Fu8Mdmh29+4lYT0hIDNWKDe+e2ZMpWSAO5bJvjM4emPT87MMnK4eddmJzafG9LUTs3GpuMN5D6LFX0RtPEL0jrr0ePDp7Hx3al6Rx4GxuzWzQcobfG4CcYKYIu2yWj9rARIh/y8ZdYJNhC31/UZfesbKOn5qXbrVwZ690iCEfQdgR5K6Q38ZFDo9cI3uvTZNsHRqoI/iD1B7XConZ7R0HRvUe1Eu8tezFFluBii54e5GdEKWMyxKYXmCCbnpO7tUkzvnppMU5V9HdN3+7EM1OvKbcJ1s4kSNmnIJBrNYFxgbpnddBI+7Pwf7hmZfF0GQJPw/jbqtWFMPYXn2ypDvo7AkMJtXAGIBucAGQoDJEOdgPBT8zTpjN3vU1mvUGZ2TrIaOL2XtRb2MhQV8All2otX5l9qFaSjgDYYFxfLHu2mTqbRL072bpoPfZ8fwVdkTeU1CmplfTuGIY6+VbSteJpCV6osJPb8/8nKple9NkFhTmS6nUQOZ3wBkk5bDRyzcgF3e7/3oJHLig+iY6t2cm/gp7b/G8DXauO/+Jr591hoa+7J1rsUsXHCysbiVZ/J0GjimM9cFfqvTOWyWEuUNTWbJvF9/xvzRqbyTa4n/kR3/2Bsx2k1PNsv+zDmkpEpqkaLXx3BDjnj76vRz90t9uzHN6wEuY/DXCOQ+BTRhVDcGfmUHcQnVg3vGXAkzF/4+YZv9HakgzcHbh58Y/DGwE0Dbg7eGHzzwM2BG4NuGLw5cPPgTYM3Bm4auHnwxmDePczoIu0znzz08HzrzAgYWPw4wuos2KPlSrV9NTy3ccZIvp5K7lgWmMHElNEW/dnJpPu8Jt95uPDnuy6aPLBGfPL8nZ/M4cwsfur0NOs74jZW35Wv3mqKDSMf9WOfWwtyKIi3s2/d8e7q8bnBjYIL3fhnTUN3DL2aRL2OgwiJZ6KQBS8w9dEK6sg2epvCXWt4Guo7SN3vX0vd8yPR07encg5BH2um6TaOK+0MvG1EYT4vOs/QcNGeay9vLa2SavF+Fd9qcw8lc06UWzN4BK1d3inM4ce28cOcANAOnNCwAdKgXH9jzEjvst0xQzGK9U29Z+oC3sGzUbNrGfa+/kmYdI36rPOYN3loFxha9aa90nz5Mdb3jxhwBt1UANlMGD5y4mLDSTtz/obEj5QsyLkTJ6OYi6Ut5ZBieZiITxP17RxB2CZw/Udv1hVCX2Q1v+eEmna2L9oZPI2959fFxYaTBuf8DXMsmft2xBnnIMj39W4uOMfyVhx6Xa8dQrUPMtjNpKjGvlisCSSctHSAo+ddQ/EkOSiWep/6ZpOMN8ks5Hmz2FqB6uKQbWrurNimfZ8/CaEMiZqzzIOeJSEWxsnSHr3YVDXQFpNFfrPBpCWGMQ8ng4t5ZEjpNZEyeiRkcCnjGT5kRO37fF88btgNEyZlmXuhZGliJqdiheWYKepMvUw8Mnnt9xZAvx+Z3MfIarYP9f6h3a2s/5X09pL/Hs5Uvf844M7WtxVgUqtZjm1C29sz8zQ5BSHXUCsL3B1/zoO98G6XKWs9nvHb5MGR81Pc/GV7+CDiqcP+xX5odnn03+alzaPmnfrXXMFCYtOYgD0EX3E1UBgkqDbDWAC3xtzrbvDXizP5yVujVJuBWTdOUOs4DeKja9nWuQRcMqq7/hZI9i2J8Alodiy/LFAQOmquLY6FvdcidFGLQUTseif2RjjQOZ+sUba2nrvLG+FCbRQtH4ZDNdF52txElxWDT83a2fy/9bGTpYUKJzV9k4FtnzinR/Yp1AW8Jtl5Dt+iqZMxxnTVW1EKGTZjrerQHY7GcSx1LUCzM/CF7pElkHvIox3+ubSLIz53iLk1R8uVODd3g8u8n11s07wVebSf5Pb4Tp6GQQ4jnUxoMaMVXjQtlDPYeO8CVmkvNgVpB05k2ADpjqy/McYge/Hddn43mD+7WOvpdfHzbvk2DXiLuRaqq1baQdPGBHRbqk7XzsKp3fYYSQJSfB8yRiDtZO/56uTYTQtsa7zjo+Bpu2wg4ryWNtI2VtnKKHmQTFqBZQsOWydMX38Bd+uxqYuUS2KlZQUqO6Y4J4Q53s5PECUcjKIWU1uSQRFQGzuXFiOiu89G0zdNCXhNbDD7UiEGmQeAOI/O55wgHzTeQlQJt2XQpvh/IglHPFEd72dUjbZxd5+34swXYGPn4xxUsD+8UMCyB1rEsnoUV/a4zOoynqqtxIuhOlPAEPqhPt0q+leK7mYcsGPvfYydnjHP0RqSPQ4eSoytZnAlknZYDj9sKDEm8WV+SnZBwFO17JzmQzMY40lL8Ztz19LJH7CQ7Djn2DlHOUhG4Ra3iw83F4Y/c3qSqhDGch/y+SdnjnvQKW013Km0Sdv2s9E+dCXrfk1G2fzmNOFW8KDjmK3B68wR5s4o/trSs4d+mlW+1XdkKKdG3xf/RxB0sspTQGeVLbd1WyhL31pbNKtsuazLQrN0fjFfWVaxXoZdVl73MgV7ZJSVM5nsmJMzqMUMBxRPKLuA8WMSbtnc8kfiPwyxn9o2Hy5OYM+TsG+WVzqThImNJyfRXdZe4wnIHjKlEhKV+FFwTrmyL1ltsgMcJ3jkzrZ54w661bsM74Z56TXnvh95m3hT63s2XG6Uleb64Ya02vQWT3uyaEQ6W69Z3ZcUKY4mTDbfdv7aMzSLaDZ0wq1uZR//2j57mZN0jLNCOv1EqBa36RoTTHrLqf7hgJimSVsyHbu3ygyioAxM4MpPLsLarGK7kUU+Ji5z/t8t7YxqQdk5TLCnCO+4wTtLRsbeD+VIuM4JcO1vSn5e2M5MmKpmG/LMrPHOiNcasubQLsyFFcUI9YS02KrjWhFIBMemWQhpUIuvW/e/5kZpCToYfh317v1maDXaZ6ysK28beZfjcXai/WVDwkdWDOobOIwv8JEpT3TeeG3LE07bVDRm27k3u18+Mq2wmcV8Y5PhTTG2B72hm66AQyHahDXNk5TlX7qHGweJkyunlbuwShZ03x+82xnxFVdaZa/vW5nP9v+fUi5oeXzpuhuG26Hu1HbPp3PWGBjtwr7hPHxXfXt+Aw2IO8uJ46x3lp25XXxTSJaZRO3xboXdlPPshzWvhpcr91HVv+HtDCXga0536FvFx//NpjRbLSdiULKZlalnOYWR4mbiqzmgNJtaDfIUDgp5IiN4Lbt8K5d4HvGxMoyPcYSFJD8LZhvP7BqWfgRnHh/zZRv07wjkBm7neCpqbBvr7o13zdgwutpsPN0s7IP7WF2mMj/C4nwU79UZWWsEc0SpuDdjfffTX9i1al15ftl/ltkLrwoxriFLy4MUEtvLgO1ZDY6pNTca5GfUa0V6UkRXZCys8DPDzGGyMs6Wm42L4sVn5Ogr2tyrV4IoQyEsPpbbL4+gibAGiNo2CR8iDLI9mHkDSrP8fJD3bZLjTeWExjQBGlMrj24h9we1mgl4tN7uCn/fBF7ckGnQ5eet2EQV5P+EcZZN4JjNggdj58t8rOgkoJevKQrnxh/f6rzd9NeDMFc9g+V0QrBM5PnOL9IspvFJwVnsJbHYV2ReduA7qPix5FgrskWzNW8fPoj4pXR3x0iFOA+vhIOHlEuxvOhb1qalNYmmhWay9MGrUpaJxNBtGY76v91uV3vdMaZwnVwcwCax6o2Fau3LSTyz8aAoTFXS6zY2/1qyyVw9slL0l97+Mr3/yln/GGL4O/bLDmTOw4AHf+h2mAxJMhVaEnuDlGFardodOUQ7TDrfyjgvk5+SFRxg+MT3RJVgbO2VSFU5/TNspC1W8fakPhtN0YrRyj2YE9JGO7Epn6rdNptiakpyHxQBB/65dZsnAnYp5/1r0XdTOnP9wiGC71yk2Wdrku88KwuDN0VT2ozA85otWd633HG3Rr+nwnVCX9DyZn03MKK7kIhJdPrkJSHGAdLxrabHXo3e0i2t6M7gtH5URHpmXz8mYraVOLkPPopPxNmVCL/ynuUKOElKLunju6RbXdGNwan+qMD0YyLUr8Sb+/DEROheiUbug0Pwibi7Ev/sA5n5Mj899OePzuzYex+bRWMJc6RgB+MwTgRNCixekMcwoGcfZOE4LF7xrzEnwjlY/MXYVswQbS8GsB2lU+Zc5K8xNWy7Y/dhNHEA7HcqOmvtUzNwoSNMkRPh2x52XnUEVRPxnLlNaJLxVec+K1/EcrqRNm/3uz7UT/et951oPzcnYu9UZEZ8kSfnQBGTrslQJb67xOOkywkNJ3PNxTECp6bFEcvOVuz8tVvTjDuDa1dvS7sLZjaGC/0IHfuoxMSlkSOLoNrH/+w863i73jvAdY9aCnuLte+bqq/Zm+K3kPKmIWtMbQfZJ50Pg+T+bEwLC0qjRXVnz3AaxXX/a7FGnqtwM+xcu99ONDXD1RYM/xbxZlZxn92uKRB3GOZBEBJDK4LoDZVAbuheKBqTj8qXfmHrMoySkzXm8No/B948bFz55WmX1T/qO9dpC2vMityHwC+LMfiE4ccj3FwTaEUJeBeEHhJJXWZGN/24iCN0xYQVd7LZvmFu1g26TG7tB8w2dabNb5faJrB94xi4zUvoDhPaEhndvj6zznvbJ6axaIYc0moOG5jFLzpYMxg3LegLHINJ3MKJz0p2r/ppbpWjcyU4F+cdFyjYY6t720EY59LdKvctd+vW2i7bdtpfoU2GbRy/3DNSO2HHW6zP3kN+gcms8FiU5140g2uXj1bWR3rEAQhnEzHYrjputA08/bDG7KQn/7NVN+vNuqFnYSmjWfzqdhO0MmLoOejEptWtkSvifshcaeXPmhlkcNXvVhWMBLRwNFRRraifkN3xW1gliTWObyKFCQ95KozrCvuf72NEgrkzZ4F3eENbDCOo1lyhJ73Eg16L+0f1ghuQB0URrg/WjWdeJuDCk4GqkCpx1rdfGBbr5GAhSJ9Qo1VXX4bGNuUAEBHXZVr45ejT96K4ORzeKIK4fLmVBJbIBpeQ0s6vqLRknWsJw7MvXmTCFQ+RSrwP1e6htzNDQ61cUXn0hltFMOi8D+y+0wi3gd9EQ7sTgyku4bq90GL7W4svbgsbeIOpZI29y6szLeKlrQ5NslxvcROX/13659dR+csPtd8Aqs9tZyQQyAUAD6AAscTR6h18A5wte0jQJUOzKRLie++cc879v503+QHDBQQGLQYevIPj+QbP4Bj8zi24nVfwCl7ndU7BKTidS/AI/sAdOANf4Al8zg+4ASfgA1zOAzicv3l16u/u7OtHN3qbszkAV/NiR+tn7aybNbNm1st6WStrZZ2sj7WxLtbEmlgP62EtrIH1r/bVvbpX82pevat3ta7G1be6Vif2rJbVsPpVt2pWrapT9ak21aR6VIdqUP2pPbWnRmzE7tSd+rAPm1Nz6k29qTW1ps7UmRpTY2rDNuxLfaktdaWm1JR6Uk/qwi5sSS2pCZuwI3WkhtSQ+lE/akftqBt1ox7swWbUi1pRK2rBFuxEnagRNaI+1IfaUBvqQl2oCTWhHtSDOrADW1AL6kANqP/0n/bTfrpP92k+zacBG7D39J7W03o6T+dpPI2n7/SdttN2uk7T6Tk9p+W0nI7Tb9pNs+k1nabRtJku02NaTIdpMA2mv/SX/uu/9tJcektnaSxtpav0lJbSUPpJO2m/9usm3aSZtJJO0kfaSBPpIR2k+/pH+2gevaP5OkffaBtNo2e0jI7RL9pFs+gVnaJR9Ik20Sa6RJdoEk2iR3SIBtF6/aE/dF7ntYf20B0arzd0hsbQd22hK3Rd0/WEltAROkJDaAj9oBs0g17QClpBJ+gEPdcH2kAT6AEt1wEart+6Nu3Z39/e3t3bZB/b2MZ2a7du67QuMjR+xs2YGSvjZIyMj/ExNsbGuBgXY2IsjIMxMP7Fv9gX++Je3It5sS7OxbfYFtfiRE5kWkyLZ/EslsWw+BW74lbcilkxK17FqRgVn2JTbIpLcSkmxaI4FIPiT/yJPbEnRmRE7sSceBNnYkx8iS1xJabElHgST+JCLmRJHIkh8SN2xI64ETfiQV7EiliQE3EiRsSI+BAfYkNMiAdxIAtiQRyIAzEg9sN9mA8DMiDv4T2sh/MwHsbDd/gO22E6PIflcByOw3AYDr/hNsyG17AaVsNpOA2jYTR8hsswGR7DYlgMh+EwDIb/2At3YS7MhbfwFtbCWjgLX2ErTIWncBSGwk/YCTthP/bjJtyEmbASTsJI+AgfYSNshIvwEBbCQbiP+xgIA+Ef3IN58A7WwTqYj/k4B+dgHGyDa/AM3uMYDINdcAtewSoYBZ/gEkyCRXAI1uMP7IE7MB5v4AyMge/YAlfgOqbjCRyBIfADdsAOuAE3YAbMgBfwAlbACjgBI+ADXIAJ8AAWwAJYjuU4AAfgOI5jOIbjN65M+dm5mWQjuzEbr7Eap3Fxo220hbbQ9tk+W2frbJtts2W2yjbZHltjS2yHrbANtsEW2ALbX/trfa2v7bW9ltfq2lx7a21t4tJaWRtrX62rZbWrNtWiWlNbaketqAW1n9bTIi7idtpOe7iHy2k57abdtJoW0xqupa20k7ZwJS3hEm6kjbSQFtI+2kfraB1to2W0i1bRCq7gJtpEi2gNbaEltIN20AZu4ApaQRtoAy2gBbR/ts/y2T2rZ/Hsna2zdFbOxtk362bZ7JpNs2jWzJZZMjtmx6yYFbNhNsyCWTD7Zb/s33ZZLqtlsyyWvbJX1spa2SpbZakslZ2yU1bKRlkoC2Wf7JN1sk7Wb/22yTZZJqtkk2ySRbJI9sgWWSIrZINskO3bvgWyPrbH7lgdy7c5NsfiWBx7Y2+sjbWxNbbG0tgZu7d7K2NlbIyNsTAWxr7YF+tiWeyKTbEo1sSW2BErYkMsiAWxequ3H/bD5m3eelgP22E7LIflsHiLtxt2w2pYDZthMyyGvbB3e7cW1sLard1W2Apbt3VLYSks3dLthJ2wElbCRtgIC2Eh7INtsAxWwSZYBHtgCyyBHbACVsDKrdwG2AAbt3ELt3D7tm9bbrl169KlO3fu769vLy/vcY9rXOO6rdu2bduyLduu7dqqrdqmkdFIaOQz0hnpjGxGNiOZkczIZeQyUhmpjExGHiONkcTIYWQwEhjpi+xF7iJ1kbjIW2QtMpGcRcoiY5GwSFjkq5MYuWAOm8LIuRlsAiMNzF/TFzlg9pq8yABz19RFvs1cE9cx2bw1bR2NzVoz8Ths0pqzjsCmrBnr2GvCmq+Ouqar2ep4a7Kaq46JU9VMddQ0Uc1TR8NpapY6Vpqk5qhj4RQ1Qx0jTVDz09HR9DQRj4xmp3l4FJyc5qbjoalpZjoSmpim4VHQvDQtHf/MSpPSkc+cNAuPeqakSXi8MyNNSEc689F0dIwzG83Bo5vJaC46rpmKpuARzUw0ER3LzEPT0FHMLDQJHb/MQTPw2GUKmoGOWiag+ed4ZfqZfY5UJp8JeIwy90w9Ryczz8RzZDLvTDvHJLPOpHM0MudMOcchM86Ec+wx30w3Rx2zzWRzxDHXTDXHGjPNRHPcm2emmSOMWWaSObaYY6aY44gZZoI5Wphf5t9xbnqZXY5xk8vcciynlpnlOCeWeeXY08qsciQnlTnl6DalzCjHtQllPjmmTSfTz5hsNplMjMbmkqnEOGwmmUiMwOaRacTYaxaZRIy65pApxHhrBpl9xsQJZP4wypo+Zg/jq8lj7jCimjomn7HUzDFxGD3NG9OGEdOsMWkYB+eMuWdUNGXMGEY/E8Z8YQScLiaLuWKmmCimiVlijpgiJoipN/Omh8lh4k0NM8O8MO+m3awwKUy6KWFGmA+mg8lgLpgJ5tw8MA1MAnPAlJsBJtx8m3XS+dMnz53HaZxtk20CmGqz+NH+2Tt7Zr/skz2yN/bFftgLe2D/6319r+/1vJ7X7/pdr+t1fa7P9bge19/6W2/rbX2tr/WJn/i0ntbPelkf62M9rIf1r/7Vu3pX3+pbPatn9at+1at6VZ/qUz2qR/Wn/tSb+lJP6kn9qB/1ol7Uh/pQD+pB/af/9J7e0yM+4nf6Tn/4h8/pOf2m1/SZPtNjekxv+IZ/6S+9pbf0lb7SU3pKP+knfeEXvqSX9IRP+JEe0j/6R+/oHX2jb/SDP/iMntEv+kWv6BW94At+ok/0iB7RH/pDb+gLPaEn9IN+0Ad+4At6QR/oAz2gB/R//s/7eT/f5/s8n+fzgA/4e17P5/k8j+fx/J2/83beztf5Ok/n6fycn/NyXs7H+TgP5+H8m3/zbr7Ns3k2v+bXvJpX82k+zaN5NH/mz7yZN/NlvsyTeTI/5se8mBfzYR7Mf/kv//d/7+W9fJfv8lyey2/5La/ltXyWz/JYHstf+Stv5a18lafyU37KS3kpH+WjPJSH8k/+yTt5J+/3ft/kmzyTZ/JLfskreSWf5JH8kT/yRt7IF/kiT+SJ/JAf8kJeyAf5IN/3fQ/kgfyP//E+3sf3eB6/43e8jtfxfM/3OT7H43gcf+NvvI238TW+xtN4Gj/jZ/ze772Mj/EwHsa/+Bfv4l18i2/xLJ7Fr/gVr+JVfIpP8SgexZ/4E2/iTXyJJ/EjfsSLeBEf4kM8iAfxeq/3H/7D533ee3gP3+E7PIfn8HiP9xtew2f4DI/hMfyFv/B3f/cW3sLbvd1X+Apf93VP4Sk83dP9hJ/wEh7CP3gH3+AbPINn8At+wSt4BZ/gE/zczz2CR/AH/sAbeANf4As8gSfwA17uAzzcv319+v/+/PvHN37bsz2AV/uiR/Nn7syZ+TJP5sjcmBfzYS7Mgfkv7+W8XJfn8ltuyxOdlsvyWP7KXTkrX+WpHJWb8lJOykf5KBflojyUh3JQDso/+Sf35J4c0RG9k3fyQz90Ts7JN/km1+SZHJNjckM39Et+yS25Ja/klZySU/JJPskLvdAluSQndEKP5JEckj9yR+7IG3kjH/RBZ+SMfJEvckWuyAVd0BN5IkfkiPyQH3JDbsgLOSEf5IM80ANdkAvyQB7IATkg/+N/3I/78T7ex/k4Hwd0QN/je1yP4/E7XsfpuByP42/cjbPxNZ7G0bgZL+NjXIyD8S/+517ci3fxLs7FtXgWv+JWnIpP8SgOxZ24nzdxJs7El/gSV+JKPIkfcSNOxId4EO/zH+7DefgO1+F8zuc5PIfj8Btuw214Da/hNJyGz3AZHsNfuAtn4Ss8haNwE17CSfgIH+EiXISHcD3/4AFYpMig0PagDYAsNlZsjdjC3CgW2ersisU1aK3WDtf+6KHjZg2NGpm/LFPU/NTWisWiEiJtxWLxxwu5YrGogUFasViMFq08MVuUJsoSU0VJohwxT5QiyhCTRAmi1Jshyg9l3vxQeig7zA4lhxJvbig3lBomhjJDiWFaKC+Ud7OutFDazQllhbJuQigplHSzQTmhlDAVlBFKCBNB+aB0MAuUDUoGU0C5oFQw48oE5dwsSwTlgTlLA2WB2SWBcsAkSwGl3HQrA5Rxc62EK99mWlmW9aGVtJzfrPzSX1nZJf+xckvyiZXH0vjBSrey7SOUbOXaCygBlGofV6aVxS9rtArtZ31WnX3XZpXZk3VZVfZuNVlF9mv1WDX2abVYJebQ6rAqzJvVYBWYK6u/qi8/VntVXk6s7qq6PFjNVXG5r3qr2vJdtVZNdFyVVp3ltaqsGstnVVj1lcOqrmorb1VZ1VWuqqqqqfxURVVPeZ5qqpZyO5VUHeVzqqgayuFUUPWTt6meKqKrqZ3qoZ+pnOomJ1M11UwepmKqhr6lXqqWHEutVCl5lTqpFrqUKqkS+pMaqUJyJPVRdeRFaqM66EIqo7rIgVRFVdB71EQVke/VQ9WQw6iFKiFvUQfVQFdRBdVAfqICqn8cRPVT+3he5VMBnUPdU/W4hpqn4vEL9U614xNqnUrHIdQ5VY43qHEqHFdQ31Q3jqC2qWy8QF1T1biAmqai8bh6pprxspapZHzWMVWMdw1TwThZv9Q/d6teahdfq1zqFk+rWmqWhlax1CuNrFqpVTpYpVKndK4qpUZpWxVKfdK0qpPq17Fqk8qkXdUlVUmvqkkqkkZVj1QjXaoWqURaVB1ShTScGqT2dZsKpP5oNdVH7dFnKo+6o8lUHZWvu9QcFUdrqTeqjb5Sa1QaTaXOqHsdpcqoMXpJhVFfNJLqorboIpVFXdFCqoqaooFUFPVE96gmaonWUUnUEY2jiqghukYFUfV6r36oeQ2jeqgdukXlUPFaRd1QNbSImqFiaA71Qr1rDdVCtesLtUKta7tKodI1hTqhSmgHNUKF0Ajqg+qgC9QGlUELqAuqgo6rCepclxVBPdBcDdQCzVYJ1AGtVgVUOY5WA9Q4dlbh6hsvq2WtPKzSOnlX/eqMq3ZljlW3kqyqHquRR1W32saHla2usaYKoKqxYU2rRSak0Sg0ZkSfUWdciDajzPgPXUaVcR2ajCJjN/QYNcZmaDFKjL/QYVQYY6HBKDCuQn9RXyyF9qK8eAndRXUxEZqL4mIf9Ba1xTdoLZrINCgtOotlUFk0Fr+gsOgrZkFd0VacgrKiq9gEVUVT8QiKip5iENQULcV5lBQdxRyoKBqKNVBQ9BNfoJ4oItvRTvSQKVBOdBNLoJpoJp6jmKghG6CXqCUuaSVKiSedRAv5SCVRQm6jkSgkBkAfUUe7jDaig4uMMqKLthhVRAV3F01EES0ueoga2lq0ECW0s+ggGriwqCAaaFtRQPTPqqJ+aJ89RflQwCVF91A9G4rmoXg2E71D7ewlWofSWUp0DpWzgzQOhbOH6BvqZv3QNpTNAtI1VM3moWkomrVDz1AzO4eWoWQWDh1DxWwbGoaCWTX0C/3bM9QL7bJeKBe6ZbdQLTTLLqFY6JU1Qq3QKjuEUqFT9geVQqMsDwqFPtkW1An1WxW0CWWyJ+gSqmRJ0CQUyTqgR6iRXUCLUCI7R4dQIWuABqF9W6RA6A8SGfVBe5DFKA+6gxRGdVA+8hfNQXGQvOgNaoPMRWtQGqQtOoPukbSoDBqDVEVh0BfkJuqCtiAbURZ0BVmIqqApyECKgp4gAVETtATZh5KgI8g9VAQNQeKhIKgeWYd+oHmkG+qBdiDXUA4Uj0RDN1ANZBmagWIgxdAL9I78Qi1QO7ILrUDrSC2UAqUjr9AJVAJJhUagEMgo9AF1QDqhDSgDkgldQBWQSWgCOkcaoQjoAXIINUALkH2UAB1A+qACqBy5gwagcWQOCkffSBu0pJWcQSmdZAz61EkXtCmTK+hSkkRBj9RIlqButI0UQdnoGqlHAVA10gNNo0USb0ab0MgM89l0Rt7NZpMZWWEum8pIuplsIiMjzGPTGOlgFgtTpESB8sSJXxMmS5QkQXLESBEiQ4QE6QPyw0cPHjt08OXAccNGDRoz9mTEgPHCRQsWK1SkQHHCRAkSI0SEAKH3Ic9DBw54GzRkwHDhzoJdhToKdBMkRIDwwEEDBgsUJJhDcMBAAQIDBMgFiIN7Kyud781LHo1ubWxrANTS1orRoD1z1ozZMmXJkB0zVozYMGHBgP3y1YvXLl25cN2yVSuR1ixZsWC9ctWK1SpVqVCdMlWK1ChRoUB98oTY6ZDTJk2ZMBleslSJ0qRCSYSRID1y1GiQ0SJFgokQHTJUiNCgQEGBAP3x04cP4B49efDcsVOHzhw5ceC8cdOGzRo1adCcMVOGzBgxYcB8+fPShcsWLVmwXLFShcoUKVGgPHHi14TJEiVJkBwxUoTIECFB+oD88NGDxw4dfDlw3LBRg8aMPRkxYLxw0YLFChUpUJwwUYLECBEhQOh9yPPQgQPeBg0ZMFy4s2BXoY4C3QQJESA8cNCAwQIFCeYQHDBQgMAAAXIB4uDeykrne/OSR6NbG9saALU0AMVo0J45a8ZsmbJkyI4ZK0ZsmLBgwH756sVrl65cuG7ZqpVIa5asWLBeuWrFapWqVKhOmSpFapSoUKA+eULsdMhpk6ZMmAwvWapEaVKhJMJIkB45ajTIaJEiwUSIDhkqRGhQoKBAgP746cMHcI+ePHju2KlDZ46cOHDeuGnDZo2aNGjOmClDZoyYMGC+/HnpwmWLlixYrlipQmWKlChQnjjxa8JkiZIkSI4YKUJkiJAgfUB++OjBY4cOvhw4btioQWPGnowYMF64aMFihYoUKE6YKEFihIgQIPQ+5HnowAFvg4YMGC7cWbCrUEeBboKECBAeOGjAYIGCBHMIDhgoQGCAALkAcXBvZaXzvXnJo9GtjW0NgFqaWjEatGfOmjFbpiwZsmPGihEbJiwYsF++evHapSsXrlu2aiXSmiUrFqxXrlqxWqUqFapTpkqRGiUqFKhPnhA7HXLapCkTJsNLlipRmlQoiTASpEeOGg0yWqRIMBGiQ4YKERoUKCgQoD9++vAB3KMnD547durQmSMnDpw3btqwWaMmDZozZsqQGSMmDJgvf166cNmiJQuWK1aqUJkiJQqUJ078mjBZoiQJkiNGihAZIiRIH5AfPnrw2KGDLweOGzZq0JixJyMGjBcuWrBYoSIFihMmSpAYISIECL0PeR46cMDboCEDhgt3Fuwq1FGgmyAhAoQHDhowWKAgwRyCAwYKEBggQC5AHNxbWel8b17yaHRrY1sDoJaWVowG7ZmzZsyWKUuG7JixYsSGCQsG7JevXrx26cqF65atWom0ZsmKBeuVq1asVqlKheqUqVKkRokKBeqTJ8ROh5w2acqEyfCSpUqUJhVKIowE6ZGjRoOMFikSTITokKFChAYFCgoE6I+fPnwA9+jJg+eOnTp05siJA+eNmzZs1qhJg+aMmTJkxogJA+bLn5cuXLZoyYLlipUqVKZIiQLliRO/JkyWKEmC5IiRIkSGCAnSB+SHjx48dujgy4Hjho0aNGbsyYgB44WLFixWqEiB4oSJEiRGiAgBQu9DnocOHPA2aMiA4cKdBbsKdRToJkiIAOGBgwYMFihIMIfggIECBAYIkAsQB/dWVjrfm5c8Gt3a2NYAqKUV6ciB44aNGjRmyIgB89dlS5YrVaZEeeLHRAkSI0SE9P3oscPIN0KCsTJLRFxk5w/JXgcFbiQxYatSnSo1KtQnxMNNmQwtUSokhORocJEgIkOEAtlU+dGW4kSJESH08jrgabCro5MAwcGBAgPk4t7avK1tTa2tCM0ZMmPEhAHzZStxVqxXrValOlVqVKhPiIebMhUSDi4iFBjoTx9APXjs0OliJAYb3p1dHZ0ECGxzBwoMkItjm86ksW1Nja0IzRkzZciA+bKVOCvWq1anSn1CPNyUybCQcHCRICJDhPoA0pEDB40ZMH9ZrjzxY6JESN8Ovr0YK1KMyOuA4U4CBAVzcnFvdY00rqmtFZkpAyAMmC9eunDZSpwV61WrValOlRqVydDS4CJBQoGB/tCRA8eNGDB/XbZkuVJlSpQnRIT0/aCxB6DFCr28DngaMNzZ1dEBAFBgAliD5kwNmTFiuFqtSnWqFGEfQD147PypITGygw+HDRp7MV60CKF354CBnBqrkWnQnDFThswYMWFpvHThspU4K9arVqtSnSo1KtQnxMNNmQwtUSokhORocJEgIkOEAgP96QOoB48dOnLgZBHS96PHDj4cNmjkyRWLaQwUzB0oMEAu7q1OZ9LYtqaWVoTmjJkyZMaICQPmi5cuXLYSX7ValepUqVGhDC0NBgayowZNly1ZrlSZEuWJn5C+Hz128OGwQWMvxooUJ0LoacBAN3egwCSNamsrSujhxTmYG/DmccZlXyzC2YoFNyYIDzgOcBd6+dHxVnr6UnooVihIJWDqDCXBaC54w6ZYfACSUhSLDmVJESA6asBQQeLDBgsTXEDZbp7Wu2p1k2pPrakZtQi2k+MiM2OJOwoxk6GFo4bMX5YpfkiE9MCx12JPkKdCHZKGabRYPCqqc/SCRUoQGSxMXDgmIHCEe2a8ZYQCxAjjSbHoBksVKU+aKkVidEgQnztx1pRxy+GWoYKbAbcAxdow7QmHEKgj8L4Bon9oKAqjLYGGiCSAAhOAAADAACDAwj+wGOzZMmeoHWn2yJWrTZ49efbI2dPm2qxTtlyrdO3UrdO0TWVqV5160+aMmy9evWj1dJozJ8uaPWPtqnPHzhw7QXFvuoKF5nZyDPd2j16MJ6z5uXgb2zVyAkDY/vmIzLtc5BNJQTHwQvvJ/I+ZZRh+zrFovcX6ff+kjJpDt1IvRW9iG6rlBcQR+wUgq+UDCMseDueepbkN4zoOU/bdsFMceo+DcZzqb9XTpbl3S7oG9+ShpWN0AfOLQ+wgWp2TOaCo5Insqjlvp28O8r8ld2lu7kkHcJJX4YBXX6Y+R/hVzOs25tnhHiq0iR7w/B33EO0vOIqkTKHezdMZnW7JwzSYkrOKkorC8trMMZwPwRT1Nnc0WAx4lkRIbY+a7Y6W4IwzUhMDAOCnQ07emP25/NDmTABu18MFdkOqtaB5JT+7f65/z4W6Zfq/pg9t7VZaHE8TKNe2Vip7c+Vi80drxrt/l4vUL7qVT2nYzY+K7EfYhNxLLQJTlZ4F6PNMv2hsIYdwQEpsRyg6WVzNQCnuXupqPEKx7iwtUupbdTgOFjSjs7jWGFuKs4h/D/vDyeF0qOLwtgZJnzVi6Bq7DGttu6LDbzfsIdMfKKdgcAkiEvvZ2qmNb412mzP654WNI/1/fQMkIsA+CgAAFi4NsI8IAAB2XYB+xR0A7PMH/04AAAD9////WgAAAAEAAABLIQAA1IgAACi1L/1g1IcNCgGKGNVBMxAAzwEAsGU7qiuybw18GeSpMQWjgQOWFmdFBhqkKapIIQUKbPmTzxZY+lIa6mpieed7B1QEBATOA0ODed7KI6RmOGCuLOqsLS2nV7IDGKrCKy6pKBXvmVov4G0JOIAxXL4OqySYVPAu0CNjdePG5fmWQUs84EUiC/EKZ7PKLMLfEq2HTFgdl6dAhiBegyw9yrIsy7Isy7Lc7crdrix3u/LZmdwjVpa/8vcrf7/yV5ZnWZZluSsq81DaF3kBk56ravVkLcKyOY67lZP2nOa3rdFuHBWy815cpzvkaMp8uBYig6Rf1xVNYZdEFxOzI9TSDJmH2YUc8+lShXLNHEpXTHqR0oXBatseRDmLO9vMlLCXlHK44jXVv9jOK7IzpR6BDqNzsVKOGrs9RWbJzdINSn6+fEJjKIqYzoxzDhRVtPmqMrj8ykY+zhecAAlSKX63kCVqViIznlQdXWjW/GMkwMmuzNy2YXMtSXSWugrjZcudyYjmRlW0iE84XZ4qSY03oea85YhJAZAcchtXSmnIHCIRp3KarWBhJe7sa3MtjBMfnvgCGlcao1Das7XxZYwkjporZk3SGCKpSUw6w29VzJbY8QnoFYZqTCGEbWQThBi1BwbeqFV840Ro640f8d7hrZ+OsljGkYJYvjNxGYbYBQzWxDm4vGGDwxLTiF0DeiWGMnVFQNcj3kF65uNrNoYtQ4O8fMQ7jvTFMkjn5u4rVzYLZaucwS59a2Ide03iVSSmPV6XcFdUvhFSIS6mAfrIGlgkxjGImIPKC48ZepyeaKzEq6CGjG5WYhplPtiAIshlm+PCQQVrNmthUYYtjU9/EI1WSeMYcERnjPUoO2RdKqInJm4x5IhHuxiXoqaZxpGF7RTKUaZoYyw24ZXzGoYTNE4RZEXFiEjvgFFHDT2bMQmuEbIpdNzJVuX5A+i9G6xBpzM2/sBphwXWJbakVGO5wtarOanVZ7okVky1SmzC5n3BoArmmay4zsoaOi4WXleyzBNSX3FXjVNsI9Pro8moNAxMPKVGl6QGzWtiKctAqw/vEB91pzx8cYAt+HMI3y1bmJhHU4h3iBKSF5gZuFeehBQ50MBbCqqCCvfJ+5VqVTxN4mo+sEvxfeWiZt4Qrdv0gopBlRDEww1LYnxBotXbehv1VoDWO7loRHMJDC4gamqU6xwz1xlyZlKBvGwoeHD3PjTwsjCiyiRSBlkr5ewRlFmvkJkkhkuecL2QyIDQNVhPDz51nNK8llBivWKnScx4aIPMkLwweN24gDCjQxG2TofT7MFhw7KOeHmKZLthc1LEh793eAa0+yOMBLoisPju6WdmJGXriqqR9CqeJsUOOC/84WV9a+HMsLZC4WohVij4TZmJBMWgIonNmPTG0B6MzVcPp4UIDrBmRoKw5GBnmcCfCaEssG6yXi6i/Zzj/PY0JeO8Zzbuzmj4mf00sUyymfU2ijjKkVo0Z6hrEVgY6vX8QtllrMAzQ65YattBxeviS42t0SR+xkZycu7ABXaW4DYv9joT8q6GWHSxRXdNwr0ngfuOJHpPUnP3CQGoXqLEC3/hm5stvIWPGLHCV7gIESgchWdmmnATfnkJ6qAOAoSne/qHD53e6R48fPqnV1aGeqhbWoq6qGNipvAUHiIEC2fhmpou3IWTIGHqps7JmeqpfuLEqq/66Cirs3ppaau3+unpDb/hqqqu7uozZuTwHF6jhg7XscN3uA3HoaWF5eXFVTAG9vXFtYXBCwsRBQX/9vAczy1YqPM6p6Ob8zmnQCHO4/ztTYJL8LY2NmdzBw7WfM3V1Bb4Au92z/zMzczKvMzFxMI8zL98zC+wz/1cry/P9fwuz87vvIKdnFfwCXJwPsEjwLl5BIfg9sAheIMHDLyBpzFA8zSX0WKXnRs718mc0FDRMIMrumOGRXd0ycVGl/TJRkifdErISKf0DpGP3sE5PDI6B9/AmOgbXEMiYoIsLk/gVVVWbuUGDFA5lRMgIOVS3tQU5VG+tPTkT87EVMALuJPTAT/gUFAIHAHW4JRfOZZzeZeDuQbH4IjOB+iAHhhI6IR+wQ+RjowcKcmTfIArOZEXFQlwAT40FORBLiT04z8OBOTjPh4gAI/zeE/P9u07O9o17N8Vr5FtUUWmi8eujdXLDo8dm1YSpO4qEdz8lWVZlmVZluVuV5a78lkXywjt62J45Ek3NGRVWZa/sizLsgf3KyMFPPaLSMVphgzg+/3WABycEytjC+MIv0y+2r5gRMSYAaU8Hhkn81tgDJrwOs9BKXALDZqZwkxO6aiZgWeEsksTc5cgmVme5Vme5a/8/crfryzHynJ8JnflrtztyrIsy7Isy7IsZkU3g2nhAaUVN0OAANamlmZ2cgHjuDFbwAww52GFmd1W6MvEbcdc6IZiNizB5mtkD8H3U03V3NhXNjs68PIdEdv9VnnOM4cTXfPkEuaXiclcbFMkmJnSCd9MWVvXY4nqlTMcWTDMlPpHB1c2Z0tOULAzKpojt0Q3RHK7gawjuquADWZFwjkRTkK3FfKoC6YTxQwIxVIAp4BZ7sUUK6Qjc5oSjW4b2xnLg5u4J09zUZkWUBNfYhGBrCLKyOLPH6dQGmPKK4CTRB5jFFvwSmVPY0NNOyhZIW5xapSqeBbLgda+1QLFL+BMymhxGcdissYYX+PTI1YOXMRTe1hQkgfiVCAcNfqcxEB5O39QMao3AI0xptwvnmyqHFgTw5jNkMW5OHx4YlBJEpcaVqqyIeBWknFqhJAZj1YqweCG4F7ZqoHSFBKLdj0LIp1mqagdWJjqmJNTdMeNbFTpk6yWjYz4MhZsU4kIFgSdjjvV2fgxlgiIqDGwdAwJo8D4EPuN3XlCeb3W+IyKjMVtXR87xxXeus8eXIJwDLYVmgaX6dVwa0D2KsVNhQSsKP28HzDfqFlexi9nGlpbektzcX3pLw0GFqbDNBlZmS7T3W6sY42GdqbPdFoaV3O1LI/pMW1mpkAr6NJdWkx7aawsnaWt9NXUASk9VaWrNJVGoKGidJQuoA00NTFpJiW9pKSVBuikAXrAkUY60kdF2qhIFw1poiE9pAUIaQE6SDdpJwLaST/pH+0DpH10gA9gzu0cOH8L5+G4+TZu3s2bX/Pm38R5NnE+Tp0H4OXU+Zej3Xf0To/u0VvzPB2t9Qeg4S+j5bW8GDFVvsp/+QLloTwXLkpeyWPBguSRPC2tkTfyVKgQeSIvRYqQF/JOnAB5IN+kiY/38UuWfP/7TJjMP7+s7I//8VGiBPkgP2XKkB/yVqwU+SJ/5cqRP/JbtiT5JO/Fy5N/8mHCzP7skyGT5bO8rW2X7/JnzoB5MI8GzZgf82nS1H7tq3kzMWKgwvgXL1zoeFdXFTdm0HgarStWsCD90lJTEr+52Rn7PXrA7vjXV+/HenpyPglW1hqnn5/6qp+v+jI+cdh4HSg+xX9+nvgTH/omfsavtvjRV/E5fsd/PooXFeXxPL7Eg34d3uO9nZ3e6/3dXd/3vQULgA/4eXmDP/h8fIZv+H9/iq/4goKP//gXLnT4Do+I6OE9fIYMlV/5GjRYvuU3NmI+5m/YEOJDvKSk5ms+Bw4jfsRHRop4EQ8JmfmZz8h4+Ze/uAjiQTwGDB/+wx8eUj7lExJO/uQHBjq+4/v5JX7i733h1pbWa/3VFdZj/dRU1Vd9gQJSL/UECER91C8tOb3TIyEpvdITER390QcFDf3Q8/AAPdBr7fM+PmfOzu/4m39/4wC8A+BsBgxIYmJq+qaHgnr6pz9wwMAbeAQIqJ7qs7Ks3uq5uBJ8ggcD6/quHxtT8AqeyyV7sk9Liz/+Bg3kl7+tbcEvWPt3NmzqeB1Xo0aOy/E0aW791tesieNxvE0bOk7H3bjxd4cDZ//u8QB6vudh+Od/PkAAAS/ghYSM3uiLPunhPi5u7ddeTg7CQ/i5Obd3ezo6CS/hK1SI8BGeAgW2Z/sJExy8g397U3u1f/AA7dGeAYOzP/tut+zL3sws7MNeTMzrvf7rt75fWId1Hz687vUgQWI91okQmX12JEiAOBBnwmSID3EoUIy4EZ+dVeJKnAuXJt7EvXh54k8cDJgpPsXFiKniVZwMmSt+xWtrs3gWN2Nmi29xNGi0uBY/cwaLY3FbWytuxcuUoeJUfMyYKB7Fw4Rx4k78y5clvsS7dDniR5yWtogXcSlShLiQH/7DZT2Jf3t4D391Hk7DYcCQ4TKclDSGx3AVKlA9iokZMCAeGhZeIBwUDAT88+vj29PLw7NwZ1dHN1dBjkLcBLg3CRHc2tggPHCw1oCB2oI0NLl7FnPNysjGxMIUgH15dXFtaSXIwrqyQlBFNXVAykCBKKgnAk5NTEtKSQOQjoyKiIYECAUB/QTw6eHZ2bB+19yYlpUeNodISEckPz49vF03JxdHtACtGyNZuWmj1/jg/ML7nxI7o23LhPmyJQsSbUQIkBu6FWlUUKwrgcaqmtJSRkRbe46KalpCLsZiXUFTUF1neMbEM3Y8MUXd4TQ8dNILxieLP+jdvcvdfW/YWhtyP26s7bgbd9Vm3Br2gb24FXeBnbgz7KeNYSNupn24DXfSLtwX9tEm3IN7ZwvuwK034P6DA9h+uw+es/n2Hgxn6+08GICNty3Aa/bdtoPD7LpNB3vZc7sCvGXLbQowjx23J8A5Ntx+gx9sCTsCfLXddhtctdk2BPjAfrAdwFF7bTeACWwGWw1e2gt2Gvyz0bYM9+zuPoPhHW+ufrPNdpm2scn2mGbdYjtMr24FG0yj7q/tpU131+bSnHtrJ9hZ+8pqI9hUe2pLbQM7akNtAk67aS9tpT1gI22jXbSJhgQIBQH9BPDp2Tx7b9jhOjAdWE4c+BZ+A7uB28BsYDVwGhjNGTO2tWXIjIHFwGDgL3AXmAusBc4CY7lCa6XKLJUpUqLAUOAnTmSbMFmiJAmSI0aKEBkiJAiQHz7mb2wPLyz8Cu+AdcCuMA74ho3WGjRYZ8hYVY2RinoKw/RFqQvSFixGV6iAU8AoToiaKBEK+unZyblJYoSmiBCZmJeWICo/eIAp4Q6THCQjN0A+OjYyalhUTMyAAfHQsPAC4aAgHAgD/vn18e3p5eFZuLOro5urIEchbgLcm4QIbm1sMATYAbwGN2CgtiANTe6exVyzMrIxsTAFYF9eXVxbWgmyYCzYCkYAU8FTsJQBuAAMBT/BTk0wE6wEJ8EDkI6MioiGBAgFwUBwANgH5tmBN6zhhz2AOnTmyIlzq+FoNxoA3YbNGjVp0JwxY1ury2gyY8SEAfPFSxcuW7RkwXKF1kqVWSpTpESB8sSJbBPNRC9RkgTJESNFiAwREgTIDx/zN7aHF/aVxw4dOVxx6Bu6tYamoWdoGVo1hk7VpxqGfqFLtQvSFixGV6hIoVHoE6ImSoSCfnrqTr2pSWhA/fcXWFh4iGmpLbWkZKWu/GBoeEEPSkpuYHTUjpCamiMQJznoDppRLy4SJmoMWoTOzJS81CD09Pi0n/7TfX17edqChUJdqO80noZG7UETElJqykmdQStqDXpSC+pAjalDaEndqB8fETWijtQc9BydptN12i6ugpyOg9NwmoKeoCW86TftpiM8aGPTD9b0moagHegFalpNM9ANdAKtFYyxqJRxFFgAcXRHQQEBAC0z2RmG5ECMY5gjB9TroyEB5wEAbFCEAICBUAkYXAAKookAIAABBl93nLdzlY9eC2Ue5Eye+qVVQtmnnJ2hfml1KOsob+UpXq0SxjjK2zzlW6OGME5ZI0fx1Otw5lnGzFC8WiWMcZS3ecq3Rg1hnLJGjuKp1+HMs4yZoXi1ShjjKG/zlG+NGiKjPSc9izE4fEeje6fzIdpIBk+SRHRQ3q3zFTVNAMcwzIHTXhF3p5+hut6Km3KuJzvaP+0GaxfeJR2O2e/2HaRKlbGDGTGETDmrXt7MQ44he0trHGwpxz7rQCbAoSXgcqDhGMIb/znfgj9jsjNhP7bG3/6wr4mdwCcNk4X53o/9eQW+wQZgvzS30hMML0JmPeKHJ+jR4jp4lQ0nfvh4Kd9L9KQJ54823PgbhnyaWztlccum0HnBd0r4W5roqqg3TcGoFXwtjy4O+lJUKUrb54d7thSFxaCOTP7CgykN+kVPXNByv28plpbqnaLn8aT1QZZ0uHh58KxTCyH6uz5ckdOg2MHKF67Q8acG/aQnTXjbxryx8sNXo+hFrYepQ2DVP8LzKehXS9lz5ZeQMK9ZfZVihev/qmNiL3VxIoZ2Jo0R6fWvOO9/DvT9FuQFp7Q2RlecbPgBMi9Ekt3u9K0BRT/WRHaBC5Rr+/4I1wUuUFz7+0fcGCFitdGR8u3w8tNuOdpwgQuUV29H4+hlHp/38Aoi+GEVINEHqiAS6TKUb4BukU7VDUDEHiBFEfxACpy0w0ttwMenU8DpzFbPAaDft6z6jV8EUveorXzGa4DLfWUp3xo1BDt8udW19kVYgG/X8jBLDItVjMZAikA0iN7B1laEIJNw5K9su49vAZr8wIUp6+tvNjzt07kALLr40yuSPZOuBcJV3cmWHFmtUBWyfFVbaO4F7vwh0B6rZH3NLzjUe1ZRveFLxORepRffeAVxOb5YxdjrYq9M//h5y6zO9AVDflqdqr0ReLvGu0ZpCdichXRydaTyfFo7fFpdrSaXxj4oQWTnKUZxCrPurrujmDZc6OHnRMAqn+QEoul2zpqFT4tPtalZZdnZl+KeD+YBwHpNJes3fsFY3rNU6Q2vISb3Fb14ayuI7fDFVMPe7BsrSOZaO5XUXFNenqxOli636pFnM6NN4tH6pm38qHn0pPokLPslu6NljWLS6mkM0qj8wgX9Vw9Q6HY8NSKNrR7Z1CIUsxrTKwz5dWUr3myBGMSLdmMMxweSSRzqRqCUceLBxsaDtBPMlbQP7WyRGFoAocGAhR0bF5Yp8Ers/k0LXFi59vzhaPWyMHvUvNweV4GoMMVZ9ab4SQQeKK69eoosgG1lZyy5+Lo6CnDK5ZjsO/f1Frkek9vg98ZsPnPNXmjTLaul/V1sE2C6VpB3Szm9KrWxnGFij2UOMhsOpredujUf0W9cprd90b2JBf1GXb3tWr4bRqhee9v2cnLnemO1kmC17W39/WMt59sIt3qd6FlvQ7py0ZUWe+5tz6Fr5UF/wNcoo3lS9HSq7HxrJUqbzaVs4WznvOdd1maPfWc6we52UvOSg0CxgV1m7N37xT00g9B0ZmPmbsYtsHjNXSUVi+TnhlQUA049N7C5RsA6yUekJRk4uQh/EBB8+trEOyshK/M9u76BnyvToMzFm4jFmBOQt62b/wTvzjFey4XGXOSzKSSYNHFzsql7x4JeGQIFLxu0iPPClEHuUVom9S+TQoVEt2ZTa+R91kJFFVgkjK0CZXsfndpqgtUtaM3abbpn6K2CluduoVibuBmNWcsMdY1Ys7RjZnnkS3Nnpty59btd8KyJ21vnVxaEj2xnPVYDKPayf82Wwtk2oo6ug7vugtWlGlyE+WbbAnFDxK1gDd9/+ZbXujab97CvuXbYvvPxXxg9bXs2r0qpVm6S9xSXJe3nhnP/evQXvdv9miGDkraF86et6R0lz67M7bpxVmJ+yyyStAxEwnNy6xfukS6mEccx61vkPPYSDWK5PSfiEMU4WK0Iy56Va8Ue8bVJ3rq1NzsSczK3TF/zP7rv0JynzjpxezPXHDgbcZ/fdtO8iybb3S5LS83KIgy0CLHLvHmOtfArDB+Pr8u5uahhaunPOCMZWQs66W531gRNLWqwtl744BJfM8Kby0FmlzNbXsux22LHVwPcX7Tfwr3H+DZ2CgGYKvQ7F0kHC4TMFmg2Xl74J4xo2ZW6ZcB5zjR2u0bTLp42d2YhN47WhufXJmcO/53m6+b6sNqoKS8rhpKOF1q4Vl59pPBbc6tEjy2Ry7M+tJYxi8PolGGxXMQ4r2+/1SY1PMdmbl3tlpllOi+1aclU4HffmxZr0BAE5f3mQmtXWZf54kykEd93zLm/5sLmPWeu51hjP8qY3Xv4XnpFhuu6ty6G1nRotJFoyToYjTEditArvy8W+g/Ms0b0fmraPiOI1BaciObsMWKR+HOTVDa+GSAnen3OFNdVE7Md+LV6tpGa96oR3qabdJ6IVJOEG6uE4cN09tuUw+ZZh9PLrzbY/KGH2ozblKRNe7lNkjimrPlshokLuSd8W590WmLdxRxjkoNzk5S/Q7xV0s9S4mGSWPtt4j3ENk/c5x0MCW/SoVXGmH1ujXwtl4vjFm28+Hf5/bJsN0+Y7NqMF9ctzmYh51Th+ELrLb5hJjxBmiTecqW5jf1YWNc95dICzW1yxmgCl4n02TeRtl12BN1eZ2X10OvMkYSLxpVPmK8+VRTYQjG2w6TE7hEwFfdthtDXRBRaIg5ijLj5HunhtolIzvBOFQS0WbDRhLkRW4Yejpof+T6xYdqytakbMrptO7O+ka2c4So97XGnbmxzoT5GOmlD17pNZ2c7civ2u6rnFe/UzUUv1Md1T9rQ0rf3Gq36duXOUgkXqykPq65mTymQGYVMRlMF7iN/Nog+++0jzWPH9qwb2jNndPSM5RHYxKqp20qWMgy4FqBPM2xaRiulXBYPMYTV2znf++mhC22TJl9re3c0+AJr3n5/ViJ8hwi+MC3oVU23IdnhxszMTyKKySp+XvpMGgOF+eOuEgLNseUzK5KJyX8fG8J0dXNTtL1dhr9+z827ync2R67Bxdz8Rh7iDrE8isu7eIDexhaZOYSz8wSGJBz/8LqRyukchOZssW1g7p+NeUblM3MeNRubBDw57ZdrPjxvzEBwzdj5yWO56UBYLPAjdPlyB6J726G2pusUzQmGWN8rkoPUxixtgdmJsmRbpnsnbJ868ZWqekP1jBXbqvt3rt6LC7DF+sfKRmuW4cDD3gw0EeDNRM7cugHhK4ym7QKaj2bF+JCg8XVJ/SGQ1lOoFH7tm9QVufXskc20fM89sLlqOUNcU+PdPeO01qDbtSbqm0zLkc/Ilz3Wtv9n8tRkY/IUSZo3lsVgaXdPC5e9pCg1YlvkVQdXFesAB2cuj+nIMdUCSli+5OlGUoVPnJ55LkcuqbrRVprWmGolxlJolswJMDiK0/KdAxKcq+b/v6QQ6A8fa9psrPjnpbaL7ipNu0VcwthqPdk4LKTN4yFN4wOK2jcAm9F7BnFG8ROeBx6eTnFx9QTnBCtz6bGzM2SHpK2jyXYM5yLHYxHTaRUQIoHB2GpD0X8RrNuRSMuSsp7gbadhuOSeWoQnvOQxmMlV1YSRsPs0ACOxra7UxBOLYV1P3XaNSAw10QsJCsIk9H6FncAg/Yg6Ra5gmh10PdTpF1pQVQ4xN2lpXGniG2CpCz/4Mrb5BqT+it9DOSZYfZC1noiBEYBjeVGUFOea2uIwvtoLOMro3l9a5CrXGItdyb6Xq0C3gdgZyHKqViabrpgvfqdyx1zcLls6Y1vg+ipVWrIdcCVhunSKzDZYZkZpyN7OSeub3l0c14Z5T2e/Gc1OP6sMQ2BZKa23UOysf8UH1DKet5O/PVoN12JV35Fdt9jN2OzALswG74sIZqU5L4Fp14hrbmRDv9a+OC0J7wyIliw8cGSyrYJAhLTqDF2Ya88ZvZi3ZFm9cWnDm/uafV6vfTe3G0poHHgxoJTLaiuByDixScclnBURY1IYEWRGLvQd8JMte4V3UCQKjqFBkVrBM+8TX1zVI3LJETb3+/csePEqngNNWOlYsltskBRT/3rRlklvGDt1WR+xW4zzjrkHeDFpZmhql+iNY3Q7afbo4Mqs8kYStvmNhy1U46XdqVtVmOoaF7vWDw+zWWuTcbZmbNvADU68XGiteD+c+GuKpnvVRTirbZK9YaX4GRP58nFLbiHQ+1r2PEz5gS7pdrcJ1vopHkmAQXDMXEyuMaEBQPbaVH232JWpOMVGDNPd+Mtl4CCjcyNvkSlI95bBMeZrrE4ojSMk0EuC8uqBhRe9LowWg4OsON9ntwhhddmJL6xsovBUyduot3/MeRPGs+AgiFFXhiW4rL4RUnW8YAfwXAbocdyG0wDX7ENUBKKhLj+733CutbDiZO4W/GBmuFpdU83IeLx2q+Es9szjXdv98r3gp5P1pSgXgXHek5o2gjEtarcOUv1kssK9trugt0aVHL8HkiP3lh/CIpqJVMDdGTtzu8siuRShmPuxOR13vubGAjakt6LdFy5dmmf5LOXproh5OiussBEGEK2CbRfdSETANXkCNNTEbCAPzyg0H5EaLTycp7Ftdok8c3+12G7nVM0okpPiLpfc4QSl2A7Rak98YbkaXtlw4IUNN+fC8ckvPOoimeyZDL1eLlViLKUPeSSIS9GIPpZq2JN1P89mM/FZO9CRaxtZ84D2teE9/pe2Dud85EBOnQG+nB9bZxQ2dW4jlAM11Gtq+3KN2nAtRTjo8dQqwk1inmKWxsZo9JcVMrFxBr1hKtgXfXM6xvG1XUmCnYUuCxYWYYpu60XxlTP79p6qG6F5dckylsJg1g7ieD2ssVQmuRvlvagb2eFGvS5cdXXEZ6a4t4+ayeC89bzMrtUMuNifzMEaNCYDq7VsBNULQJFGt/OwGuJuvGu8sVDQluZOBhMCuzFxNVi2fOl1QaU22zZ2LcoeDlYuXW5LrMAnN+zd+6PbkelTVhPNKE22bo3YBTmtTAd3ei60sCPG4tR9rIKtKZdC3oeZFbmXxwvYfYVXx53TZaO6nuydWY3JXoumrqHvzH2MQtDhwdjunIYtw5uwcDCQuk/d/IOnJWxWvhFbVWXkgcvCI8LtTOZVeIpFLDbI1GoBPcw2NxOGnSaN5Z54y/OMMd/HMzFNfZONKywlQr7G4ewUWR6qmZvOhVlyM5E1X0xsulM3SWwEMayKyzg6qG0gL00ard0vsnjtClnZ8DIFHQWnZ5cKI9O4yVVcRxBJeCCMqP5M8Osz7FLkQ/HspSD1X41ua+3abt9WZ3txqr2dN4eD/RJ+4l1uy5NxTydQx2+f4byoGvbqW0Gvfij8N6fPIoSwqo9V7+Z2ceLTB1ltNTF2rFLaJPFiNDN43YE+iPky6YyyZBY+9f7/IefnYGPen/To9uwLYx7L3iYXgCWLf3Nnigg6dt2QTl1GvMsyEdbDVeK8+DQ8dkN896Yu8OCP8ouxi7qhFD+fOQ0voEMV3ubaTQWG22tfE7GpN7NzBQzgx8FpupmszChUNgrWU1CmeOVcnLHgsH+7TZ7ch7mO4HjtfS+fWlvkTvzC3EaJTh0N0LSSB2n5U0JcDIHdES0xYgSOwnMFPQYaRVcA0wIA9Yu3MVw1oycqSyxYmYmLbzRCZYkVa2awJcIJErDUx2mf0yw5Arcg5X9n+vxqqUT2Hv9OAAAA/f///1oAAAABAAAALb0AAGi3AgAotS/9oGi3AgAUEQNq1tKuNRAAbAsAOApviqXuSF10SUINdGknqx2FPaTjquq7CgBALgGEp4neWveJJy9PQii6qB9WDZACrwrfCgcLT67dpS2JlnyevUU3CmctBMkF6ZHP32XJ7HBQuTdiD8b6bRfmyaNJ6BZ9uI9npKyvUZG4VQg4qw2vgp68OUe7yO19vEelHgYV5QZip9akgR6eDDaA/vSF+jtccs+aAnZPab1SuyZxeDLQDC1DRNPfuQGBSeQyUsDKN+/f0Vh1Mahhj2nkq2mFep6yCQd6dETj3y3Q6kBik90HUgKXwRD4lGl69CmY5+38QJT5gqcEXQuTtwvrvQNozexJpT64zhcoP/mjlrbHHN9OwIrb9Y/cm7xQ4ArsBvzkYSytOsXk64g4uDMRHbsUFgwP2oH6kw0U0OccY1/n+eBWSrHax14mcAgOhODIa/q6LBNupRQ3ej26x4vAbF4ScpLurHhfB5fkFiCAqPNWQw4Bw5KXPCGE7lJkvo6trtPABCdZE++IpwBI4jcCwa0E8o1iADYUPSMbuef1GX+IOIv8YtsUSjTFX4zQBcnoK4pmpVB9RcDFSQMPXrGeeTx9RSBYSQwMXpFAkM4555w/ja0Df/6oF02C+wKWwM+RhhAfAK1gXqIoahYdErBl8B89nHd73tEQJ9f3He8cqEj7RinBRyvfWONJ9nHxjAvEXUB/cVYSTfIXmRgpo1ZfcYuOIekr8p3K2b6iG4POrVf8IZWEZHvFBeH7vnunyRIe3J1+AvKk0+ANT3pPPVJj1stbUVDdflB2692OAyC324qXA3q3zXdO3V7lVt2WVZzs3e6FWtHtLYc83Sxzade7WSbIYzcPgPrt5pjRq26G4Qnq3Q6g8O72FETebhN5Ede7Xc4a67Zn65Jup72A6XYZlVsvF7kxoqcCkUHWwz+SdlOovNM33IROc4lZdTprtKn3vxq297v33vszAY29AtrKQjQyFC3i2sxGShg3cU+qg8RNFWPC2CnKvNE0UOi5zF+F2GOUNOxS1xY2rV8McwAOvhyQ32tEVcJYXPatH3cLuw/6DUHDkfsG7L1/GG7dHwTfgN6fAwne+1f1/lI1pPp9/gNcrAHJ7L79cOHGqlicDFEoEP9iUPqjV46CU2iGLCrmUmKBD8hhgYd5vr7imsV94bENGZbwBVcXPgtdxZ5dzHwJr4uPJYyeNxSKIZ1E4CkW1YKCg3c0VL0I1Fin+obyt1PAEkhtNW0FIuDaHJwswuO3sbmKndhOYlIWHBzvfg2VYMQpxONXO1f+hyIXr7alKaZvo/+6gONFnDvf7MGSH0wA+XaQS6+VaEsDULPSTjdz/2GOwDexUcWU30TNl1eyRFAGk/F9KCHGB6pAwab7EXt4ErKYRUTMWKRD7OQKDnsVyxZx72CtWISZg9gy61TMCmVArPmXQZzK2ClOcnYU56248Qw6oSyNY20qgE00HNabeFZBiQ/A+ZlKBLXHLKABp1mmLE6sSApDl220GtSiEIPBNJXJk2v27gAn277MYpcBoCuuCpqSCkDRGR1ABhyaK+dLde2vmz+8PfGwrcubIvRDEjKvp1vKxBvDxUgGCfPSHtA+Eh3iU5IpBH+cvqAHWipVLJzzLEHyrQ5UenVQ3pDpi+dYivEuJ17wbKq8IRZUDkPik49xGG3bu/KKcDy4WM74iCtIRmARPqNsBiVfuLha2tyX7ZB5x5wlcSqw1DOOaMAk8facVIyGBz8eV3jFVSfgI29mfI6Q4nKsHLSI8D7SjdeCEbg4Hpmm4sT6STSZOquCLEcBY1UBt/Yp2zprIyMynA+RiROehCcHALIijMpYsgYv/wMDGzKQ+2TdvTGeqgH+dzjAgQ9/MpVf1c4ubPyPyqJO4tFXCtloFgHyv7oHARweTxbyxcQ7hItfdRAW9gds5XEF48QfWPixyAbzcT7unMow3gWAKR6Dpj+MATvbgljjfmdHL2MA9skqEIQIMcgFbHqR7PHwZTEFcLU04COukBghhviMVJ74Glm1BrJF03Jt8rMmsdSfIgJwOdZRLSXSj8z7waVZgO9tYubadT6lCM+wRVG+Z7Rr2wj0lBOi3JlwUSe+WqrQkPNPs7x1lpiJo4BhUKH3/JSBWuQHUHhdx/lRosJL0gnyvkoLdQGjegUMogcC6xsdH+BxYg9sEigecsqTMR7oF/53yOPAZ8eTf4NYZ3jhbTrWZiwF/eNrEhZxcH/WFJrhfzXsEzjw5Mm1CqZAynG0HTyRBCw8Y+OIAMhicLQaBY88wjNq8GAT9dwDkt63PatH5OQQ9vh8z+hsm2LoKcMzdrzU8K26KV6ZMG9YlKUBnQielYMj9mL6hUJEo8/D48S27Kuwj4SJ0uRhh4cpJcUGbpge0KZHkxYcLrUlgtjmzvT/RGcDKLPlaDQ6Hp8yn5ErwxQq50eDXjmSXnwd7ejObw6+ZSfkNaHqDaXimrSccSkts2KbEaX/RyqH1cKKB8WY0ZieWv8W42sMkI/DHKAR7iFC7cVAM9toqlqHluh7UZBSBjQX9ieP1f0nZ8D6PzbF9k+UstOfcKupf54Wsf5qE07v76BCfH9N3rr/iNDp/DhCisx/avRYkZWGTUiESGxlx2xtA2fF+zQtH6xDm8E95L1OqprLww77QymhuHWstU58EITfBXaxkSpAW4ksCy4nFVOH2n0o5wqKxSqkGusfXGi+5jom/swZtTXzjIzYMFdLYeyUijLEUkwibE1ATB0PYRaL/c5d7JzwVBdRAFxn04sWs9US88T8OWjkwq8oZcRPsATCgik6F/vg8AhmV/pJ6Byt2QO2Kw2Z7GMeSoNGID+QbQqVKpZu5CFJUebt64IcdJ2tzN5VZog3efOGsVhKjxzpbTLsIoZESTNg94zjLKkPEPsbAAo6eBh9yBRQd95mhJ7nAQpHRf3JzajzFsHV7qcjq4RCy5MHazovBEn9ZCHZ8/ROfSVRHYabHxhufkTo80DIIcCz/VxQXfvreFdRKHMC2KKqiqprf53MFFYyww87tRCuQ+KgtX9UafbHyl4biinNvWSEGaxDK14giweEabA/URFHMDHsepOylB4I7VDR0doJBJie1lkryYPSrpHGFKQ507Eg/ESKOLVZ6wJgQfjpQZozkFFK7FcHONI6a28nEGAewX5tKX8y9CZl7xFMDH2UMMNU2HLM1DEj+HAhPJgDp/aqluHD5yeRwJEjEwahjSYcSsbXx2iMOS6JIpkprI4Xc50UKnhXUWrCwV2vWLNeDCUcEPw/TGCZ/W4cinXqVLdqdA4yRTO+0K97G3TkfPSuK7tPKUs07Jauu9puIgoWwx00FLrWMmeX/jZ5tVilTNty4SF++l6SjCAvWtcAagxNT++r5WMleundIj06zUra1OnXHWWdpr2Z67QuLhjNa7vZw7R1XqdzlFDptFKE3mk6iYpoCxjcaR5ue1E1hgID4xRquNlWBl6wtesA4A7+FXqGMYLvA1npcoCIwNvcJB1HrTzgl1csKBAcBYKmNwaDD2iohbxlENAM8AnsCY8aLZB6Y/fp7rp0HCEIuBcbAU8ktS8Xqnq4RMbveFwCPuB7uDLEc7kAAu5XhdfLBIl/c2Ih8gkvVVsPNzJlccMO8uvG4rqCsky+IcuX0CqtL6fFxxEWK7iJJzIklxT5uKbDO6yy8z2jr7lGIg+3owjmgGDwB8qIQtNKPv/NBmsAXTAYzAkGy5iCwTRXwOCgLGDwDuJNADAPGAzOAoPBXQGRa1QkQGuTesqAXFCZGApwBrewpGEsfk4Hi1AACG27eIUXnqA2qK6BSneKeqL38arA1iGudvAptwzhK1sfXu4AgzFnjx1+RkWGJhKzeTjV2toILw4nIMUk3MEEjq9TWuviFb8c5gZebQuk4iln36REdwj8HVgBXW6I0SvBmvJhhxln1NAxzvfjy+vO9d9iNekcYrVjEjhVSwYFrweAEBmQz1pJwSvZptvzLRGWelnxJwK6nYxSP0ezI4rACsW5/HfcrwoaH5pNaM4sTTlS9sekvF18rvaJHhrEfDikJDzpl0ktBPFBqobeqccr9FLfCXbysC6nMO9OgI+z0PcqOqqleVSWPJXSg1oJ1FXQOm+g2iD89BT7dINmPajVhvMYSeEyDwY8ZVyaVJiCjberk+JeurH15ozOcoQGT15P8gruL7KWWk0AGIDZ8900goZ9sBrlSkPx53MjasD2SJLODwvj8tIf59sRAD1kAPxvsbZ1jxE+PMPT5uW5ystlICvsYeJrn4tRbJo8XI0iKgZZ6igiQKTeeHzxeD41ogEKE8f2jVnut2tlSMj+N9nDGrga/lRVFs7B4vNzS5buAHSvcKRJHr4THvGTQkJEDdEx93W4UHrj3XrKCisxiuXzBUAasbqinkHZV+aqpHq9src6id0MD+GBQhhycMXH7WhKDNzidRQAb6+SHq5EL2ghpgaOokxcU+UqKa4VPYovXVyErvXvjoXULzNE/+7HW9KL0F1EuA2PYu4OHX18Glxo+HANpCRIO+RUkXBSWmBGf67Er5uA0doGjRwjIKdej8rDnamXg1f4ee7AwfknhcJQYwxKfV2Kz9AnqKW1Ig0e/C4LSPhWbvHh0ibrWQ5H+AgppfBiFwIf19cGymNIJoez2VCjPqKIXBmvd2FBGHiQx4wylnGivvzdJtWCOCCeNacnJYuhy88V6YX+YQCNpNs+DkwIyTWQzaqL7PG6hEPNSlA17dfwEkdm4UU0FR8393fL3LLx2rGLG9GI8pJrM6k4rW1fx2UllGcKDx5CiQkuM2SojMBwyd91DgmdJGLLGayecQ1JJZrkpP1cA7HQDwPS+JSEO47UAChnj+rrupiEBhYoIWXGcPpzWEZCYchySX3sAfZ1slZgzzgSEA69imM5/s+RC1KUs0I/yy9ko5HEeQNOEmSSBUo91u2ZktjEw/utCM/OINYBZnILCTR5wttGMyA4CYzrdwHoE/0QO18IEfWAGNtx7BiHXuf6WJsQcqrHtFWP8YuaQO7dZ2fziAFkUQ7ZUjcCtSUi9X5f1pPDA5N1podRQrUqT8jE2NfeRs1CEkg92LTa4gicJDMkzrPoG63QzVmt1Z7vxefV+4hHNR1szatOAkJLXWN2lfYLQh1bOQIREcLz+RgRIjak1r3twVfdH0xxZIb5rnUylcD5VvjGMg49q5eu7k1Tq3ssMUpd8VN7kZ1DoSXlD+sW+9KkH79p+1H7JiiQ81eFE8hCAFGmxqMAWuQCbAx5jy3ZIBnnC/4CeollqUlrbL1l+XpGxMEORGIGV6ClkcNYiiAcAk4q0AINA81H7hC9fQV3edIVMc8xoqKLC8eHDiX38s5vKGuK5LuBO6hgPuR08XtqWQtAuPEmqZrBASVe8JL2dk2E4hOSsHEfOqQWG1b5zFrdG0/jL/roEWkmUjOweRGjOz7SCPeO9EnCw1c6udABXoHBA85E6nf4huP3AvDwGjYFfIx6QK8J2hva3UHIUICPlWgRfNV7QbSaW2ktBOcOUDmRkd2zDspQPtWkCYdAuKMJRmVte+I4azL1kFhqQUyRcCYd7zZG/kWm0QQGRvANJcT0Uli9Yfhr18Umz6rEanslfUWzap1ChRR+4P8s6PMfAXM8xHawQOEpc5WsXXlQOzBq4dXj9imrjnAw4wAe1hTblnjgFVEgET338ahCLGaDfO+45EBt4K1LzRoD5CW0+JNjhK0ltniH+4ZZDtQ7jiD7wIjIdWB3dB3eeMnFDLC3TpyEg7yyIqTvKDSFJHR0oQz4liAeJHK442NUFl02qB8pq2McYU5KXQQl9MKZhK+ccaGFXCwf66HiIh3wkSTGishoqHmcYrAwO/fkHiTKRAN3C9Li8lP6yAaXtVANFe4jwdSC3P2UuDw4lC3gFzLwWUiQ+5RSUj+EnlyhPGYBpzeuxNEaG6mISP5k6pEsrWSNBBXzRNn1l2W7gB/meB2PKVUokZ+MAzE2NIurf9Tw8VRV9ZZsAVy5aDkDetaJC4uvfDyrZc6qOAanMafe+mQmWbUCyM7VeAadJkU8OSzGkZIsOClB3FBn0mfCeL0Vb1StlCBtSPHIY3Z4UBfR/fK8LGxOfASefLP2uxnY6iBWpAyZQPrLscExFCUm/6EiOoQ14S3/7sYnYrzwrLTTISYmX9lDxNgQCYif6KwwtID1K622xpArZHAU5R5DNwWezGXKU4MQOOlnSscM9DOl1Mxlbr61Ut9ZJ631MQ+BqAqAAlu71qm+TlyQv4SkVN1wYIwDddh6Hb3WtzT9oio4JYdnzaa+TmCEr/xFoVoJJYivQSXQSbH4lXo9qi84bTjfFw8dxMavjLDk8/EQnCR09DEOsDymDC6qmB606qQ4oY/J2vvLL3XhIFTqIE1GHxOo4C9rVs+MZBb8RyzLx5T6viXT4dnGaBaO1dnhY5gI+Mq8oXMRHp7cRA4nH6PF9cm+jmcoPRb4XuvOyxAQfDJoKxjXNijpL0mMbXac1kZTALCdoeEtUzF8XoGofSRVucXz8ZU7nsB0L19wIAfuUoknT5EiWrTBrUjHuKtIT6b7alokvMQHcy4TzlOmJuEA2sfxem5yT0Q+ZdyRGBCc5ANiR+WGryT7zWoCrYe61PEo0fXkU5wzFSggtQ42u9UQxFP2EJWKhOI8cXYPRQ4/aaVHWxIkTlUgig8Rbz+JgQoRbczNrCD56NJfsvVzMiaWy2UN+dEByUsGiq6defZe/SSLGIJyZXUDzr/PLmwv+RsFVBNb312YgNYFvqRPIRzYFI6DqCNUR+VHakC8dJzlNKug6BKqh3RBWlpEg4P4nCKD8/Mhj8J9twg/4QYzY4f8j1AWJ+PASTeHiXELHlICFQump7qnl4biqc8/Ssbgm3D1qS4bY6CAd0xtETkTgduQyHT8IftG3w3mEXLcCYAcj3BN3+hFmWREC74l+AtJwvcZm2TdUaKMuBkkLOQujmfMHKTRCk6iSR37lHzGBFg2Y0yNgEoMM87RXwR8ckYuUMvYQDMiFu0VSc1CiYK4zAFRNRWMn4jlbIlmBo5kF8Da6fkTy5ZuLzuqeFUliLYrQR6R16amrsE7BGnyFibyiKNmHlJgpC1gsdEp+Q8/2Ee+qNQDUnHFSj8b3jCIjj8WLWoXTTfEEmg939DGkdXHbI2lSQCFCDifgozv1nJFC29waVnhFOYLXRfc/PLyCr+ytNWML0xT8BNlgV/RP8Q2PnyhEg8ksWCk2UddLlx+MKb3rLvhxTgLqZOvYn9BQhWNY6OaslTJl6YmH0hELJZHr2khjMUyZKkf2ERq04PDc9D8xDQaSh9QNMyBmM2RigiJbYpEPOAGMaZYKx51hUtc4EZ8QB7DoNjxkyFIMn1GvJ6I3BhRzsBIQmgijwz5vayiTDrA2nDKJwz7xef9oHU+NJs7wGXMWNYefLKUUrryeXzeEQehQkdgJRskurF37vXsqY6iMMZ9o1NirOXVMXcT2o0fESv6hXmFzaVP37BAMVyE2EnDLoH1HCA3qNleWCiOjJ4xlfj4RtXpU0LADIMudwC9l1IresTSqFk3hTh6Bw43AzogdBKZCWsmWM9YwGCEh2gooSW9mBTp2XWdxZ8KiDCC0HcFtiDG0I7lFEIKh5MsugjpkRWCRjhVfIGabYO533CNpLZI4KAxS6lIPeJ0IsguVBo9ajRrZBPATbyzX5Ajr45aNOAnWNEWoQX3/bnL2sR6Q2/SYPEcID3JbK/Ak0c6BwIvMlPYOotf7PlKEBPqH1oPmrButopH63a15alScFDSnbRnnFg+OD1oxmaqIe4bfSe5QclU4RJO++4INEFSqZTZaMPUmhA1eG/bHEpEUGD6k8oc5w20Nph7F9eIQgBfOsav0wcKOTdYEZEM4wd0opSTNBU+bicailCxuKQ7C5t0gsEB4makbjdVC30JUNCKP06JAPP8Yu+7ICZDKCj0IhiQHqSPm0QO+ZDMCY14pY2vzEetZKSKDMUwPBMrRUbSKjWjCXnt22pXcgPypVoFMDkg8ttM6g8CAPjGTNRLNla0ueEZFa60AQtfPSvKzYHKbsk7vKk3kGTQkxBUr6HykpnYSrlykELP3AjS8wgxazvWJXhSrKVZ6AE5XjslDxJlnUszoLJbnhXlphQxU6YBQLDG9FS7LgEiXy6poHV5JGxLoaZP7obLaVJwzpic1r42IHnvEVWJ7U/YiFyA25XcgK9922ThYJkPs8ct2duhzNh57ioC5DotDJ/gUi/JGsOmGHLcSkaqOF+ZD8nHwPLjK2PWEjEONPeCzEOWuiqjKQxjSKjTgzC4hBBPTWzLM17C4UVMJh3IC5Rn+WKgPNtQpjGlwlEzdPqBG2r8K7AApRFWuUsSM1xThUeP8eGBi+XNTf6mltG8mEgVKeW5Xdes+NoVzyThVhmFjSEVUujN3n9lFDheLonbEuVGC5SpOD7JLSd2xPN6VErGuig32kVSY2sftxKXGecjEULykUEZsoZFOcjsJUcmDLVXtb1TnHsrR4jtJur24SML7zKt0nNecXn/gyHh7KGMBoNvDB2JZZkDyZB+UDhiHrSi8XEl0FwYk/qqMU6Yf+Z6eLq+6hUQ72IuhTmDF2uDTA6UOQHMWFxUkhl+mC2wCXms7DUvvcJA4qA1hwtIOTrJYF5EYYPW1QyjZ6WU0ka0GNA3ow3dWSqFRvTCSs8oOQzXcJsN29BLUmNzvMqMSGbNhj0axELhz8+gBoePMMqOSwfecAJZ+avHyxdaeJUKwhrhBRfgpbIIgfiDhpI8qggOf3p6CjpAw7EqiXAZVzMPscTCEC1b+IkakzWlDhJeh6tXM9VY5HwZnMZ0hEX+p3rhPYFuX3Aq9RFb+f4xqn7KOK2/FOH6mVt+34YNgtecsPcqwGJ/WUc/ZWXNP+I9+cQkHQ/Y5+ADcTY/MA+P9kKK8YpFfOmYQj9LqSkqnP5Fr5NBO7PyEiBktoynaV2cmK0phMlGZC20dyA5A0y0e+OkbC00vhrWdM0+VQoGc+DMCK6gmoEq6YcaRDUzGUDbKmAuwpIyQ8giG7VqZ37QCdhLJzEzSQWafT40Bj1QM9MUQYp1zNKZfWDtbNoStH/ghgKxCiEQdpUlTmwZZiHsD2aeJyRs2Zu5aOW/CnB0JSspLanBkHahZiH86gGSjnFbpmUY6aNl8J6Kg3R8ln3LTtCgtCrtQncCbSnHSiuaKKUP9AbS4sKa1kPaCvskYfPAcUEFpo+sRNE/CxLFS65wiSwiq0QoxHrDbYy3PCCB6OmlfjMlQsPeQGa01qR3XUINQ8xQYqSjFW2SXi+L7RZQ1lDTXKAgCSXv846g/sJztSDNbibo0OMlwegxlU9q2qazczesV8PKL1ZA/Z3RVlLZFzKo3OQ9uDT1eSVmVOGCWmfR/AN1RHu7KipJTKSof6jcIpbePt4CFUmheVxHS2Iv4APID6ye0Zig5OtkFNnKi60pd1w+CmjwdlceQ4NyCCiZYogg1yb0eKUJpLJyeVArGSbPqZ3U4CHzjb/uR5IGFRS5Ayk/09e5r+P5FH+CKulYsibCwOPZsWCB5UnNFOIKXwCcv6v6IXPb1nmPKg4B628HGCJHwPSqQgj36XgErUK5VLL3bMkEozweVVASrCWPsIOLeqPk6WQk3T6fU3XnWw1Bz6i3g4kSxcHEgZIjkRO5rbGoHfF0Cg6cNVzZqKVmVpDghW9XlgH6SFa1pDMbS2toweHvskCY4AOXQyV9SY0Vezq6ohutC25thUur4Qmbp0u9isFb2aiEgxHLVQ3Qv8OCWWpkIkYFuVszodoO1gzj4VKkF6A9fm6tyGqXs5rGiry1o8WvG/GiPGym/WlriUeduoDc9cIbFKkpPg74OcsMqolEsXX9YJLGkqL2dms/n0ayPaBePVpoJShD/s6XhZIpgydJc207YTYn3u9bnFArpbgRY86tSnhGq7ITkB3lWIONMDSgvVwvXB3llgYDLlcpLmsLwLYg/Sqhevtz+z6hAPeNFBeHeaTjKOw8nQyXpCZScJTKvnWPhrLHu+Dj9qykOZRmZiPY6MvFzojKLiVlOZUhaPM9nwSZo8otVSDIkjqgDcxMeTy2+hxzxLG2Ifclw5TCr6PResWrwroOuloSXXu7NQxOXSeUZmTwpcFMNh9vSA2GCifJnVhjVKL0KKwAN03sKY3p6sg8tPyeE8x+Y9jDuUJrPc8xXm5GJhIjWhSSYJLNJ6iZnwd2owRHI4SSpQQrWJ/fz2OBI3TK5pX4rnJ8o6ILjYul75uiXaqx0UOJyiRsuLSA4+txltWnE5RoTFKgk9q5Kt9hOSFuNMtltwf7ckYu3OeqVM6BwSAN+TPg5Xoox1xhVnUFURz0jdvY290cXP/IMZxInyrQPcIYQBnrOKyn3IvO8lwlAAIfUIu4gQvZz62AG8vkgmsbb0mSYPB8Hc2fk5V5fOiJA2HywaPQtByDQnWpk2zHUm5G/45EkPvrigc+BURPD7z5cjNJ9VBUlPEOH9IPL0p/zwAUEDMfTqY3J0lAysdBBna4+qwurbUaJwaIsTIl8ny/K8a4XLN1zyCU1L25xxPhNkMHSoPJmVFqV4NHFIJPagQdJMddOIIn4wqFF6UEfJ5o2HiHEXJNA0MOmkDZ5NeZKDzzFbjiTHUQtHaAeDk0ybFVCwl8ABSnI8kAfm4FDNCg3hrGhFjKM8OUR9GAjgOJTYIK6FIidQeG+44THPMwVVI+w6uPo50coZHJ0/h4JhmUfRwG0gdvhPULnlNYq5q3g+Ajc1WrHhO4YnOa9XpftlwA+MI4yBNRatBO7/OlComQZDtqoHSrHAO2QVbao36sRNK0u/F3GPg6XF1WH+7wrONQeTzZhmwYDEfQ463GOD+Ws3AME3C3suD4OEfT0F0GaTpENDkM1wRaZsnt6Qj03oFJRDnbDwu/LhAeThRx7PfzgzPJDdEQdDy9HJqQLlZ0a6pbNxtke/b3VJzImgIG2ngno1yzGZArbKyp/HniEPDj6Z4Ynl/MheBnVqZ0Ke09nOqmkoxSHaOrRcqUkufju3Fr+VMvKh5K5UUp+DxLtNvwwQFeJ0MDoFKEhytj4ixSWiPxsiHQiIa3M2rQw2jY+odZuS69MvlkMRthnEfZvyOyYgyZO8cxRJijix6rPs7Rt65xcHAjx7dfQ92XSzJEtKeG5n2YhcTvcLAQMds7WkEIbrnNUvDB5rnW62Ajlfym93tJt1UlOtQ9gWUkzMzn+/I8j/aN+Vwum1eApIdDCh0QDP7IJ7yRT3jNuMbMuMZWhFG5hPuExE3VDDqLWrXTDDrTDDpD2yqgGXSmGXT2oteJ5oS9TB2ew0cYhAc+cN6Kig4J4LwV5bwVnSMNEbVqRzmYWF5K0xH26lAkEYNuOFKVSqYOT6Regki9BELhz8WvKM5bUdEhAZy3ootfUUuucMGkMltrPbvTsO40rDsN607DUntV06lT3QxzdDGXYkCYBhdzKTbDHOU6eeQ6eVSFyJqf0FTvNCwdJ8jmKxhCPraOzIf99K678irUoMuiOD9ZUWvJNOetqOIFMs3jJkKfhxdaY5yYVGaYMHaYVGaLX1G/+BW1+BW11np2uGOBOc/J9fLIhFwnj4pTwsWvKK24t2Fz8JFrcCFhFDDjENEy79B2sZSsg4Rhw6i2QPJVMozH0MayXQuUEWXxKypSL4FQ+JNcg3vqOojAt0wzqi0wt+CN8JYfZmlGNQY/g5JHfOo6qBl0hrZVQDPoTLGIr2bQ2YteJ5pBZ5WzJyZpcCUuls5IgGIq1X5AwakYDaq6mMnlIRdNHtpW6N5IXCytnD0xlWqLu5jJijq29BM8u/Zs6gdSWZOHNkopWn4xideKf2LD5Nsjz0ns2jMLmZL2JI2tyHOSUysXb8PkG84NAwnnhlvNNo+bHxCWIVPS5rwVXfFPKHtpf/FVyoowKoEyolzCfWKSeCNDkCRDkDTjGgvA+WnGNWbGNWbGNeZ492vGNWbGNWbGNebAczxZSObAc2zGNfahyIUZ19jSONaMa8yMayzJyUkB8YUHEQWpkMxFAfEF8ZaDGmZcY2ZcY4tZRMy4xkpRsXZt9sQlcjBpITB4eqdoITB4opjgEJfIyfxKwUScFEkBT8HjXKeXQFDaQFDauU4veAoev1IwiWKCY+5sZNdm7zu4BVCKivVoB2rEhm58WmBmGxWav7BrK05ycpLkBEAbFRoxpGGZ2NANsQ8OXTvK1A37tvCFfVvIGfmEV9IUxiXc56BNYa317F/I8KF53OgteUCTzZdhPIdacWLNoLNEDLod8L5vIsYJTn2yoHUMpSueYmgt6HfY3RhAqVdpvvfeex+PDpHyGtt+HLgfbyoKMZ7aQpJVrcj4ye+0XMDNjGvULrumVYrlJZbUQjShwWV8mBn4cMI1DDWYEk9xpJvTM+ecc76Tp8m3Xod4PPTyLQqIQGA0z6KC9bTKxKOu9irAmuBORgayeA85EIhVLSK1nMeJoYedWl6gLM1vQteYyhQmJWqK1LSnk3xns7WSix0UhjV1Ldm0VlXXrnMv7I661JInOLSFEdQ6vtT4znhrpRZLyFIEhGe2GD8wilzny9GpncqY5Chl4ZgWPx/IS3c9DDnqEzo+yLGuUkRmbF+wAe9rUV5q1xlnsqZQhSs3BS94w/S0ECpqAMhakCHxTk0fBHnBJnTvYqrlOpObZKegVMsjux9k/OpZSWw5UF0gmedB6mri6g+uzvTxXBS+xJQLpRxgr8MT5ty4lfTEOB+apuRjT/kRR5U3tLztQBrAPGvLFOXZjbJYZu0JpSjecqYneF6Ol4zdLDd+6H3DCTXuwi08HC+Bn6SvhjIjm+EbEgjRD5jf+BfhCMojxbLXZeUXVqXdrmgc+BoG2MnBJ2UUWyc+hZSDTkMDkoOo06TE2VEeM5L5QhMj6nr0Qn1KRslnUEDyCA3wuAhdF3cmoiOnsxUggIj3HTE90xEW+73E5dn5wuZuSXuq2/243kJscPraA8yYyxRdjNIMFKrWs2jM7Jji9K1QA0BkEHqW7k8DGxI6lhOiJ1jSHtV0YWw0oy8BLsjSpepAY1e0hPx0ntmwDzIU9JrcxBI1gzctKpE1Kwy3qxuvm43jPvt+2Rk1uCXtbBQB2NxQpV34RIy4lcgS/CZgnakE0EO0l9TiCAzahzslaHxFg9l5x2Zu5xthVwsgi3CG9YLqaxIKaxZ36j0YIkZP40KrRe9+70YKAnoW7GndS0a6fdBo6VRZZOsvVzRvJDpgOlAVH19gQ9VhQLM6DmohF9LK6TRpY7erCRk+QUmL7tMHduPgUMqfJqX6AiDCu/5hyGs8u05UpXMrddrgnIFSJ4KNcaZFWA256TtFrZsmdPXp9OLnhk5HhiDRaUrFL3dYyonnHU7ktbzDNTRJexgJFRo9zJtkRw//DvG7y7X98i6b0vC7yymGPPXyhRpHvXxgZ6+nytJYue20GZjbBuRS0G0tCUS6TS9idntJC6jbRF0nbntGb++2iza521bNPdJty59wtx83ibq9CKfhtmWfHrttRMKU295Ntex2K15nt2+Q7nRb9Su321mw3Lc5JoKLbk/Zhb3NBDx7t2unAPHs9pO4126uSYXRzTI9VG7zDWONbgbD8N5mH6adbnORm9LNOBPCutkGsMZt9lHA2s0zZ0K3OchVtZsFIAiFIQbsZgMO+ro55/VFN9N4KbvNClg5dPMA0b7b7IBPQFE301w5d/OBTd1ullEidJt3Bk27GUaR9jYDTei2Fx0I3SzDokS3rWTJvc02auNu97oRuc05WJ502wkAIrqdy0O220isxN42lgEGul0kxc1thrGdAKHbNchp3RbdddLtPnTb7U9On9v+UQXztpXUpEdiwG7/IXV1O+7P3G3E0Z5um7jSctuUVrhu+0Wn7V63wSoU9HJt3IJu67C66OVXJkC3rQRj16UUJ1R1qSpOJ267ikqO+3TAUmGnbXil6GGe1S+dtnUUdRpqRfimZQh57TTVipo7tbTK7KaLdLA6fTZy1GksEIA3zUna4qZvfnnvMj0GOtOYhSfOYStKp0ZmwNCgCOBQAhKOxCkUHA1pUWC0pdNlFv3+UoWpGxH+dpyaw09GmUCXA820KuhMp7vNZ6fRkXRPSeJ7ytUbNOnoC9oGFJovIjY71Me+YEKmhwBJMoRQRdfZ0kSTSRa6NcvqpkshcN2EJlh0GtZFd/AF6SV5lej7rUzf4PXQD7C56BmIfD03pdBIIPx2MlTFexVN7fYMDT9ZDYv2FORBy0BA2mnWnVtJOR83kSs7ss0pfW66B63G/ciUrvD3C/3aY+NuoSO2a2lmIuYw006A8N10DJ2wO8zZ5d6dvArMEaJb5fhu0y4VPY0OwiLRHE1ri6LjZZC8sXYcb6Y9rScLqaQzP5VoF62at09n1w3ic2yx94kerdpypldUCT2XtQT7k+GXD3xk9JIeUzcm8N13XobcyahCl0/9zrO+OF3sSVUICDVoWyDF8yBNz/1by79igmjXDkPn3wcUul1dKGaEk9bNJBKqQRMc2jQI2PkLfnQW+v15xrPEPehmYAuLJH3DOKCLhLXTUgLhuBMs3J9eq9AOtsD0Ei1u4xNDbm8vHfpoIhMlaNc+vbGPvss+NnXTDXahaFsvKE6jJBOdm74vnsqN2z0Io8GRjBd996AcP0ny1e1iwNBAcIG0rpENO0WmnS7oK+PcIbndr8Pfj64WmtdG7PTl6OaNVdQdC9GtuwHqviFzR7K8k1hYQL92to3LWy3uPK1COoDSD9pu4CVTRkDfOn3zQfqCBkCNiFasRaelF7IRPJC6HtmHBmM5QkuhoVeL1u7oaqJmq4hH6FpEGTsrbO8Qq1jMazf0qK6X1BlfZ4oee4+FOG4jHO7K1Bv0OcuEuvTLUYeLVbzX0ujbzasaCNrdd9YOhOeIzHSPJah6ixe4R3lpDF9gUNNEcuTWTgxQ9rRQHmHJ2jM9C9TpcCDpDBMjshrSIZ/FqPQ3AjwsgEhlACIQAAQAAANXAYDEkShJkigHsjwUABk+CBBGCAw8VgcEQoVAQCwgACgQADAGAAAAABHFrgHdqXabqsC2Vi1psLJMNqugNVvNzHLleuOVVu1Xa2TCgqsVa7Yhy9LZsqJrztrbouXHjFqq27WWm7YA2rq108BlfxtX/Gauf/2NXbxbukzke6tXvpq8dmT7At38tWyLmbHmskSp23Q22W5myhnQorehJSv3ksZ/Mxqiu6eh99+qxmiTGh66rVE3r3luYVNII9scblbBsndts9/Ulmjd3Eab3WBqedtqfFMlURPc1/Y3tQ1xVtrl4g3T3KjrnJOwa6PLt4HOIdYb67i21GnM31a7lJvsprTdQZ35bnELnqENenG26f1SvZc9Ls166HbfY9zE52grn6P+3PooGvp8pYuf3v7b/Yg2+vnR9Y/eXdoA6TYAeqNLoJst2gO5GgNdqaug9tbCEU2LwNshx5sijetEGb99cmgdKp22VepsrtyqxRL8jJbT2y3NCWq9/LHpUpNsmNZ7xoxflsbRZ8z0256pcjvnvEZOsLJ2LtbgKSu6zZ5vt3nKzfhpUftnoE2gO62g/vFzC02xIZSrLqLeN4oqaRcdbxoFbuto00ltpFQNpCDOUrqeLKh2G1HbVWpKXW5HNagMqkHbWk+qb3Fl29yKruyujE2vouNpgM2t9ZWTzLDeW2KV0Bg7M3ssaE2yy62yBjXYxtlmu8/Z1gW73GpvvN3bfgtnE+6+rLimb++NOsPv4rZfR5t/9TQLb28ThknG4XXtw0aaiIO3Eo9rKHaurVjNmYunW4xB5hVTzMg8jtmmZpJ2Zufq4Ky3Q/REKzSsdI7ee1+jNNEWaTg6TU9rnTZLTBv1kwZqcbNU29VYHbYRe24TtweydaNrs8Wbtrnb3dm9NTZ9R8fRAP6z9VtXMoOvN4zDq4V8R0Zy0+3kkbelL6gdPpbFvm6jfdh2+7lN905jyqqJNnNQb8RNHsbaOyhxhg+9bR/UahbR1dA4YiEtI3pkIiG9lcTlhhKhenAucaKtxJW0t5s4IhtNlKJrC7e0PvGgaN8hqww93ptJiG5Tka1KNBjpai2iSp2NtLccQRx++xGjjUf02BVJdUMSmVtpTnKnLYkaGZXcnV1JPVtal5zTtKSNbkzc0urShMKZiVittD7LiGgHXc1Vdhqw6N+Gpb9Ji/5WLf3bueg3dfmzRIOXrq1dVNnZS3vLF0Tht38xqvGLHl3BVDeEUd4W5qDmMD0ayMhvI/PfZMaffe5oLjai0aqDmuu9xOlvhiPoTnJOb5XDZFLbnKuGORJ3oXNdI53E/+XtdNZx1GZnUYOdCC2Nd9a236nThEetRc/hzXmKzq5HqGY+ny19tBr7rEDDp71PVuC2/bHV8IcDfCMgu3ZA2poCtWwZpLdZ0B2zD6puLiR5i6FDjYacbG869NluSCsZEF1vglTSCkm4dk/nLaHEN4w63jaqvJWW8A2+zluBiW8mdrz5WLlmZcKbm51rhiZThmmnN1trLVs2iY3djrZ909EU7vbZxPVqKCeyLObem9GJaGF3vM1d+VZ4wpvpnbfUE9+s77hp2bcW7miu64kSJMv4EU3W7SuapfOZZuKnA2RB/hLE6btFM1USvv6YXUwhlB+0a/UbW/8lfO7+mFv8kRpbhpcz+NROfQ3g3FgNSDYLOiI1iEFo+hh8rjH3JhaSITlbVm3VWhJdFP0aQ+rKQwaQR4AVSwxDh/Fi3TIOOWEJ+Qj215KJklkJkC3LI8oV6aPIWNBdJGYOWXACCb98RLB5fG/qWBs5Bpg38g8bEU8a044Ze1wmIGhJm0by3DFmtOmm6tpF0OEd7+3tL24Rd7iwUmSnb/vcUFuKdOdZ6xARbuEEhhVoeCNEZszkAu1u3yOzXZMkRGwChjRaOmvitjvi1QXx4e2w72oY8b3wzVJ4bSM8aB3Mvwt2tAh+twVun3rtwBLL98UqGO3qzXIR07TDRRnkLl3mxtvqpu52z3Vj3hor01DbaJfXBdtNo1tMX6yk742j12bRhXfQ/gtoR1fP9WPnFwbOq4I0EHF5DjJHqG7kniFUKNlXIfMFZQGWSYdvyRu2bMEy1/rWVOrmUjKSonWsU93XC4tZrU7UcjyMHU061y7Nwevjan4R3WB0z5pcBOGMocxx78xBwr4JztS6eajHNOQxrGmmXzmOhBa2HK00CZ1jVROIZZbtVZVH6kXAyNvcHid6f1E2q8F3lwur4yUAzAS/zA2oLI44tg9QAr8/QcK2L+0slrcFOjWAYusTySC3ru4eac/oTPVMw5dGLTYNyIKRuF2HUqnReAJNJYmBd2oy8aooqpzkvWf4zcT/LaKlybcVIo5JuUFQeIrDXueWPHzEGReU5Slr5hNouRfOsn435EGaxXO3tkux1t1wARTUHTxcStKgqSwbfufRi9yXkMP3O3mJc3L4tJb2W5TqJB9yxhtP/H+RGfSsAGdyuaPCkx2LKC2+61PGsFZyKsucBpuCae0Wd3tvT5uzn3Wzz+omemUTroL77M7Bdb84k4XeHLu3vsZ+brfEJ3z1FhtfWXZtdabtw85cC/ugG289Ix2pmeq4MAmt/YeBRMhkyFveuMbZm6Z06kb+hZTZZHDLYf899upRJ1S8WlUL7VHc26V6Y7ZsjmsWDNWCReSvDVvFkYRbZZe8PRmkOs7iKoF2qb5Epv7A5I5wy53gm3OIklMZW7iyUdVjTfJQ+2Dq2ZaFcQh7FngHKa3JSaX5enqBL8wAx4ruvTOxaFKbLJHxCWgWwLaJDosZp6tqsrR1nCcxTiM5T5b+88xbMiy1i+GcRG7e9eSPKerSuZ5OdboYQWdYRJk48T6ocobH4bx4YN2WcGuUVCG8F+Y9TIh95sBn7DtEH318LTgKXro0S+bAy3PPnp5LGJFBjFV+nTE129D41CSWj7lITsIGnqTDEblkiyfGXJydy0bkPiMXkrOxyD237UER1k2ToZZjlzDUZAA/36/GX1MvbqutZaqbCHdXJInBGeYV9SwHJDaThf6su8/+Of6NszShEZe/y0TbitNRsIBRkzx+2NuTWl7pgkOe7LxmubMraWoRN8XdK+Q8rQXNFrBppKPa+l2metNt3oMXmj9nyK1N7IxAbv7r8L+noxNqHrOzNBQtAStdeibee+67LYStqLc7ERx4urdQqHBcIHlTdmQEx3yt4TWTCAhwnneQ51xtH3yHzgvgb7eu1r6Hsmx/I4I0uvZvKe5Y7vBpiXwDp2KcqZOZmCm2sIlzjB4w6YtJXWSjy8FamnqdB03VV2r9Pot1mmL57/XoccTtZNpCb8zEuIzDKoi2HbZy/FTrRbRYjU15+4dP1EGjceo2J23+gkqON7VsNs9PLjciwgTVgv6BZB6aLV8OGDGfC5r0cq3BqNRUex/kWshUbEIfxqXNTi1mAaYwTjr/HJVcvLUP7jynrjPyD+d1dlhtfmfMdHHJkyONBtjdsPiYqLT/lX4MOohm3sQKE4L5w7lAJqyLiIInyzqhJRm27xaUNEjMC9dGY2DcdOl1RDKZsWF2zHrB13aALrOVS9x0mj5/kc5YWwDapJ/7cymNJiMDMtNFXLKLE1Cgk/Vklmqw2WF1y1/GKqmO27q/ac8aLcKwNW81BlzxLG+4EKRGyQdzVUxOPjDEG/dt4toyaPcHb/oXNPrDGfqhyu292d11p9fsaCeUcP7jsNycwcTv3KonazsJfBIybAC57wl/yRssgq2Rm9psLsj2dRjQ5Ooxcx5bQT4nqQ1Gm4mdB9oP366RxZZfev7mi1hqOkfhli610GSDxwFFm5l2cwF3dm5NKPnGS+K9uyJtgfd3As5IN1kYu1E+cMIeX7ut4gFIO6fZdfXWdluOjhEDdxHdCG90apljWKdlaJ9hOk0V4dESQW99EGB04MU2rg5yGrHgdVQPdOn4IFZvmxGbOhrsjEx0yyVJJ/tFLYZsy8zB3TKkWkRky+ICYBdZ0nZpPauf00+4nrgZL9+WV+Ck2jBHHHXbjQCrDb29hsNSo9olmRN3Y0eMT04wAI4vMLWYGu7UwkRdXqfYqiR1mWFdvKewRXQv9Uc64rjAW3XZN+aqwP67pwCNo5E0m+tZy8ON5Mzp18D7VVycrO+ch5k9DjI23rCogzJn21SnxvModhdM24lNwCJctONjw2Ae/7iKqzDwln2++fQAmNyNrfG9TrVpZaxlGbkF5AivBcTW+Mro15t8/2abJSNtB+A+bxua6H2Weexr/JEdfvxkpdV2NRGWz4+JRO0kH+eCthstGTRZ5VkKzNnaBGIZwXqNU/Mpsro2orrXkt0U50451EKZBMwyVTnBA84tgnKWeRbRTdbqIKvOs61lLo6d3yx87qZM4gxGdl4UAEJZ1wb5rMBtK0M2fvDZY6yYPVlmKWW+WhaLvbM5RE7ZEmQ+f0ZNsDte8VJWnNwX0y+L18JopEOwBbu38M7Xy4ZrGg22YeKG9yYm6N3Ls4vBOXdnpmQenpT51gVtyIrl4AwWn9jAwH5b6P2asS1dL0S0Xd9ybrC+VGUSYwV1XpXU1K8wI+rHJsGRIWDRNsp8mWez7+qtYqOwmvIdTstup2SkJSQSvq0zn960GWtcvRHucgPLdEUSzo0l/Dlfb5pqynt4bRXHiE628ZYmu01TngEz1SkG83VRzva1fBr7bjqolUrAQQruBYrBscnNuiR9SHJgOaK7E0FoG7KDBcIeAWuLNAuLeCuJAbsG33JB0Tah+gDhbWJw6IiAvxFwsAJov/O7zfhUhnqApnifpf3MkA4/lfPTiZiTTdkRrm91yA9nGG/NG85Er9z/AbglYV8Ju+1376biFYxsLVPOyYsedSefc38MuXMnXN3xFnu2NTjY2jfVxh9pNeZZ9GHWASZZZLi4S6yZ4Ica6uJtddWOGNgQG7vdbYvdzK3u4T4Xf5mrcZC77Qj3bns7bHWr29t6XNpGG9i+39UGndPyuM6q+au6IfEXPydm7I+KEMCumHRazDUqohwSfxsPabPhkKmw/kgYfhhkoBV83xrftjI+tCnm2RFjmA+v3QunmgkPrIN1FsGMt8BvV8Cr+9+AZr8u2IGh60D2rdZr1hM71rjmq5fV6oCxKv9M1eE6de0oNfUWdWB/qrM8Rbw2fbswXdmWBtyT+ixJHaxH2+9G67TWnlx09i6fiq/uSPy2Cg+wBIebfktYfKc18Z5u/j8w/Pef/EMY+7858y+fDY5WTGaL7EPmiSwurmCpq3sgHuPZRpsOqMBWCw7ibhP9WKPkQrU4E9ty1E+/6y9g2s+77teRKVEQHE/phtnmPMPn4XF+YAuMmTC2zCIX18974+36Z7WkzbE9Qtm8C6ExYXlhA1/F6vh4fMGn/euf61RlA6Z0y6EdbJF/MTGnMC8KJpleqlT89cuFCLRtTkUNb2cVqmEoXdsOC0zxadzVGCAuE1uBYVNFF859a+cscQLd6++iAsdSH21BdSaaVSNurT3kABtgkvV/lY2704LUxtvcORdq1H184+1gDL+EazD8ZTjZnmx/Z0a7MAMcllFNlgSq64EDbBw1SVNGs8k0izBm8jRDN3AUIu6bFU/LSa8tlTCDLizi1jCy1NRNkzcGDzFLXx+nD9uk803RES3Q04bn9WCJw+B0Te/ZF/ejVvYdjCabC3h3qz6J+G8myacSsIWE08OeRBbFzGvjBpKvQQReYOLSRXrRxSK0Y9/kcCouG6dnObRwxDK/vGkPax5l0FLeOuihQXJ63FJ7iUGwFN6yPX2TyDzopqV0CaEHwGLzg5Z0u0UzoFMmka2DHiyfY9aCuoDGkhGTVR40BnOSak9e7BhrseWb35SlpDPwIyYhRw+6d658D1r6LD9iFj5fs5ds+swj2rGU9hD6eC22esQSsNttBswXo3W4Hs9sbOoZYcB67jcJOucopgObwJfIm/DllwvdtJ/5op+8BVOgm33VdJj/h/m+lvh3L9MZDjiqWfqVO1MQPaLXndIHHNTzz+oxWJMRrtn6cAaxIBqm9E1s6cmh6CeuzLel1kBB6sOQE8BO46VF+tIwUujNVqRYuTL1gWZB7jK0J/JMXgmtWgxphr/G3muY69vVudkQLLsYW2Jw7L+tiF3mWHXpn4NlngZfGgRJOlUYYTQCLNJbvnbsQBrOgAugVOyHFoHYh5e37zDnKTPv3GMCHXKWXByBdP7Bg4WfLMBjNq3M07ff6QxCFwCLbYdPB/uKZtPJj2cAoQdkSABdw9JrN2N7u9tnLbZb0zddF9wdUOctG8BL3Ng+yNWQJC7OzEVunAvNuiYxToHhqNbiTv/ECfCyx19Os/KN2bqdD6Zt9dod5dIa91bmRb/YGJc3249mk+y+aMaHmx7pZ2sVzotw1pQLcbZr8bez8UNS81ZmtuTt5+QLpFYHqMLW5fpH5VWKbtTtx4nYKdbiHOE1ucH23FKcqdrm1XkUiwlq7pbSJc22kSkjOLBMbdI/64g0xeYrd0ygD5BJKbV10M/sLmiNm2H0tvX6HkPv12VPUwtXZEXsr12doGUzrneJvyobyEJVrqeWrCYwWxwWTsgVZxGH4bLb0TcczgO8i67LsZCtxuEYj7td5sAHXu5g/JBfvqet3bc06jjw7M2JO2Z0zh+YU/9mcNzPzMlN87XjVuToGLNfUfEnKvg2LD1wKOASWJ2AabzcMH8VGO3ljaAL+eGaK5byfLfSbuEfTPXTDfY3zWIO/CGmSVi2eICQmhmj/gV3jWA3+3TN9hM44GzpQ77c4JdLoJMJNryvxmvEW0Ejs5RYPu0QelvBZurUU3G6vSXg1qbsn3OweBvDOh7G3p/HruxkD9eycLNZj/ezdba0FaPawtUt/PAWY3iBG2aES7HDXZ3iph/hZm1vH7PM2B6T29leEizWapsfR2Qrbxuygt3H7rS1r08jL8a+0nYaGT6KDLB89DdvJDpsrLFebO8WA44T4aaIjm8P6w4MK9PChvtB/M0ghnng+0vAmgFgwNCPftaHccqXdrL3fqwXZJHHGeJRXN5Fn9qlbOsO29PxlnQINnRbvSa1Bi0h7RbnED0Bo/DxbAzrcGx+b7HFXO873WGdLGT8CZrHftabFcf483rdBG18gd0pKOPF+s2Jet0y/WCQLrdDh3CBvmaEfrFDDzZF963RNczSo92nX07UBw7Y+TfsDpP2bSP3qDv3Aft3z4UCcS5uUq4HYSwirUofQRpFlrbe4TCNlESGsW8mSZocA7+9JI28R73DSSK5HnLzSSryOe4jSpJlHHQXlLTkHPH3knRkMTTryO6ZcBYl0vxdNoPE9gvZ7pFsATtZnqmsSbiWLTSStd7GvjSJ3bmEvQxgC+9e/eauGjatac1XL5aqA7tU/gmqhcHp2mFp6unowK2oG4yYLaPDgZvmmo1ix2g2Xs2ucCKcU2HbxznhuKWnfeC5dNcZfs6ZOuE8fN/HbPWmSoIZeArHeauBMoOrdArrkTvm9A/RTaCOkfPdbmY5O7O2qe6NMD6fYxh/csLYtXph5/culDbYJFNaR7I/R29I54T6PJwnJsq+q4mbTT0EXCN/1bx5bxmz44NSqQvQEFMNbkqEQNurOw/8Fp5m2w7ZqoPVmANMMw5A/xuQFL8gQd92MMwyU1NZybFljjuFt2Yb894SAdac6mAS0VSydCTpO4+UPYzgJxHuHEM8AHVXAdpGmN/qsJan+bobbp8cm7hOLDOaYThjPe/6aTHyLdCBZa2DMtyj+COaRN2UMtr2d+QvLummylmfanckpHth9F+W4g7tP1aAJlPtOdAuOVjdcCxjZ89ce642nEEulIu6z9cYy12pm7dqEndrmzM2Eks27Ca8cfYNrIbVpc3I7R2QrZqOv4/GlJyL30OWaS1zj9QByy4WrNy6NiEP0niWcFGWbepNLVgsLOBuK1Lbz9HEhW3nHW8nvwP0lnrCZ2H2e9mzM7Zxo4nmXQui3Oa5zLnQiCBtA48o3p18rFpc9TqYLlNc9LOTDUMsdTTXhht2TZVcKPH+SsZMOZOeNJAKxN0M9ybfh/VWXzgN/W8ffvElLzUcvU6yuXPg6P4HBHL6umGuW4wy+c8xoUvd/LIj5I6VazBXnxTjRHHkG8tRjRthYyOcVsNjLMij8ZTM+ojmHdmYVyOymL4jalsX2pGYEDgPup5lPp86etlLbaW9j6MEMedxy9M4jgRv9PDIuLuPI56prLmVI/JYKOLrNkY2wqIN3373bvfynbwFCBpg26WHd3nvnHnL1eG35LdOUO4bpdeBVyJ5c9QkArcxv31Gco+0eCJQ7i3S1mk34RqusfQrzgR8aNV3feCTstZdREf3KKz6SRG+XidE5npaQSrtT4ZxGIHP6yzfDKA0/2iZFthKX2VsR2J25HHvNk+vlMso7Or6UXsZBV+L9+2G+O+/5jiHQUcCfesOXXZEft3jDu9YeayC6oI78aB/in3jyqMoGnqABQMM1X2HQ/fgkp7D8VIjnS4TVDYaxGi51AegRTjfWHbLhQqDDpsunV2nHMho+UMdAQ+bDGsjulyrSx0rMsvSm9yN4ZomzqeNGgv7BmXGNSB+z6ZObafxGpafOKhnbp3x+9Z0NJwOgtwAzLGjnAPaj8bDD/jzKaKj8g1NaPaB2U7HLEjLla4e/x/w51PR9tca+8/anMJkHNxQBmf2RbYrmU6w0gv28iHBXy3lHYQxR26LzaTyingmsDcbiwyjm3LEgDwh/bb3vl6//V6WE0e1mFG8WdNepbduq7f0yu3ole84HHgPrfGksosRCIN8/U9jiowNvx8Dx3xaTmN0ydTflXKW//nWMSLFEGCMcAcCDjKQkUjmA4v72BFwndPHBa3VtTVYc3Rwf/bykREemUG02gTbEfLKDbJ035OZTm+6McRRM6xs45gVLrOAzLMmKmhyHQ2+smbk+cNp3XrCpLUeExo5a3cQgRWWjrZ8ihaHzAS3FO7MaOWWi8oW5r7m8OgEt+mAZvX/g6MXJ+YRE7voOqSeb8qRcjh/bCFHueBFt0/+l5dke6STb6qvKtIM/Z6uviLjmOP28RthufruQd9+4XaTTZjYM2HRA+ERgU6A5G6t7P38r/Vki2O3w6W9dH14i4tvIHwd5ONP74c4qksarn9uJWdh1p2P9oUmSVY4dIuYvkUNteNw8Sb+w0H+bVU+8uIqTH20Gicua6+M4ubHpHv203W38f+u0b37Hyp7TS5XZdfAcLVzca+KOIpOgCM31aq1rfYnvemFnvRAT/RM7/SC3oKG6FVGNOxvbTQuS/lms4UCZfqrPky7OvJjBOs3f7x/dQKQkdePAvCO1Y3A2O5DYVYTmhdt+Eznosn4zJ4Ed9Ge/9NBjXMPtO0zvLJTP8UgZ/yn9EXnAFUY0fANsaM9xZ1nwGfNzcgZ/hkf80EoRwv/4+c7+ztcP4uAPU1memufGf+jdF3sO3r3w372tuvu0sZMrLFy7Weumuz/PZzQFgBq6xjWQAbaHLLt21CKNv/LT3fAp91eHSodLQV9bsv/Vjy5/yNnIisA5GxhXnGQzZ8JFTT7Uw6yCz/FL2f/z5p3M/m5T8YJkPu/dB9kAtC45YsXuGT8l9AIbf7A/a3AeGfnH5RPB1pvFmuNxOYLhXHkErVzgfaQG1YRy1d387+Y9ez/llp15+ezjbd3ZHUclJXs/5RPWlwhyAkWNAGo3GSX/4pPzv5PaUWn/hVR/Phf98d8nhkJWa+oPGDJ0bMrgIjBzkDZdQLwkN3P/t+m6/7/0Luf+nOcq6CVtTTYnJjtVuUImgYpphz/s6slE4AcvGjznzl39/+Mf8/UH84yRX87zKWU5RA+A1wBSBKxBx54JgBCC+nsH6jP7/9g9+nab1A7lPahu80zEiZ8ECsAaSvKIQThBICQop39A/87+38gqxPU5M7U7/T3hkuToPQnJ8I4iRyIrABywEXjP+a1OwHI2HsG/+dsTFx7nJ2fD92G0PrXCmqVCucKQDsfMv6jYEITAMxjd/NH3pzkts7e+d/yFnV1hrz1lTnCsIdlBSDCERz/gfjtBABwvLP5I2Q5kto7joLrHMAhux/5v03XCQCP1iKaNtfUdmhEwI/UVsg5RLP/8KKdDwCOdyYAGzIUar6zDuAoXMd/h8D9sI+O+3DLu42O6fOc+qnXOJqyYimAFruPUTwx8nOCcbrCiLXfWJCy56Nq6xF4o231Hzf0cAezfHqcAy85Yz6iVV3sf5GfBwZVD/Dgligzv/PmhuLFZZU3RJxJP+28nzbyp83+acb/tDkE7TQ0bSmUNhZDNxxnSLEgcGaVUnFCu41yCZbEAIqA4g64BmwVei7aIGAwPib5Paph25ZFDtvuXufmbCCxyAbnFZPTHtnc3t5mfgtsyV7nLMuZOyIYojgjMR/wTn3qsqe9a1Uh/KwNdY+IxE07x7xOOa61cOwxgg9lSMNAejMP5Upon0dosmrMd8Fb9hJ1522l3bK+OUtiWw/nnTHG7/5uWThtGI/UBK4Yz+GQ9jY/tu9XO5b0ahiUHy0G3lYbI85WcVHMxCj3Wzc9+6U5WFJ+f1TS2PboWc5alVSjtGWc4YzDXE9V4SpUilGtzEayNxzYwVExUcrMU0hFnYwzEiLaZbi4NUwVIf884uXeDddIuHZqMlVpFvYFGQiPaYwyPqzGiW+ktWdXUKHL59wNezjJMTu6WwxREFcgdXOrXCS71MhxKxOU4sqkeoa8Rc07nj77ZcZlOv+89vX+QrO61B13IYbjeMPeTuYZrW8Zo8exyz66dvrtL/f8alRQENeB48mkddNQDwfvDYYxZdHuRLfpAuu0Yki4GONxfLT7Wi4jpplYe+XgillcSBMjt9H7ev1tDnue3nUDRy1NxPbODJzjWIzo9EfozlaLZQFrdCjYzsH1iHo7fCMUHHn5WpzDezcVRn91GLmq3gnmbSbPSVw2E4ncrWNWDt85ljN0unjkCjNxp8toqi2AOYDkRaSewc3UWEsIzxOVbVvmlR2J3p4TluT5mpPRbqbi9zg6+9eZ0tyyOiqsu0mhHsenTL9hmP1Ymukok2B6zt7pMB9ClRjtfoGPtmuCUuWhWRqwpKRyPUCwMjN7Cj1mqHW2muFKyN98ZDwwVCmLPUESOhm+sNQCn1TUBcxD5dYoU6/NBpqVo4dJ0yyoyUCAtaTIZx8uW+tcQ41Mx0NGyeV42wuVe/HOV65lYp60Pr6MLMxgGiV6jZf6LIhMwhSKb4Bs5QRkdHAHu9v6Mr5d15kehxQS9E79ZtPFxPAZ3sssN8wMZvPVq0uQuUIEY8IyIsbEsPHilXGic6FxE2z/YBE/pNAGXWySEXfKYYZOdN+azrQo5ZD8ju2TtMKcJp5fVrLLP8DU1zbLorLG0mSu4imLe4mK7ZXMOJeZJtYDt9vXNXMX+9pR+/ZKZ+3RtEzGIY3puEtIbFvJW1F9+2aNpUGjcPOAhgUZ2Ven8xInCUu+a31PpQ7rg5ghPWQOgPek/dGny8FQFWwBoCQouxHQ6UmmHU01WG+0nQbT0+wSJHOnZFCNGT3Rdx5a/0+ZiF6G1HFTApdKzZixsFcql65nXBQ/a8pILCozZMoEwmGb9FHI+MbynjMlydruMvJ+1rzpbqZkPNmnjggMZv7UMNHHXOZry/TsiIwNc56W0gsW9gQm5pYDDqDnUKTRWcDNBdLBWie7sC8Gh+CILKL1oAG7E9B7lvUrtQTRJwBcZhqne30bOi1iNmw5ZidCWnH/rrwVHPQduX14EE7lgikiRJTQtd8uIr7Ursj41EdixHnRMwN3SWKZTxPOJnx7TajZ8p9539SEt/HoQcm/KfHWZBhgrHC+cGypmdsmohJNcEfZMXgmvO2iKafH5NzJNXst0XlVR6s6V+1Yfeeqzqs6rdZBnB3LAHerUUuX3uIhc6w+UsABfDtdEj2LIpjBNtDr+S035ftYNR8g+oXNh/G/5DbH5VnT3LxUx2bBvgqkXzz5UV467YZokx9F8Vkj8iTsvhDsYgJEakLjrJbTGL7HgVvRNWFXWjTRN42xOhV0xvI25I9IIwecrP9haqYw+lLYOJ3GQDT+DeGpmnCdbWQuVcr156jJyga5WO2W2Vs3h6tRtip3tffqiKu70R2Zm9V2zlUiGUqlJ1RlCY4E7r6K+dOqSDOknhMtnkoMa8TM9aWVRaOSXoaR6AQMoYBhwQj7fLgyZADS93CRnoDBUWOtJm75crUBCCa4NBPsatWKRM1kgxqG1t1EbUeNdbmtwK6b3u1gY42Kn+X4NJsR3Szr3t9p9k9FAKeRiGM3S/6mUbmOQg6S79h0m6m8jQXGPp5ZVHFoygUshbg8onnTMOhuptf+5/tWDXXWmileLGksjKQHxC6ctPAZRdfPo76v+LJa/lvWnEWUsC9zCA6aluhaoGmFRit6oR3QMoWgqZ0T/G0HWKaQZASsoWuJTgt6regc7iBw7OF/zViOTWbMbOORb17MIw8sJfP452pn62aK+qrit46GD7fPzgRMsowWELmdjVFQXbowZyA9gjjxpHz+QHc+re679Vxst/dYSP4Xn0+YsHONN+VlZgjzmFBZRWXGxVxsEOzMEE41YMG89W31l3yAkJPtDnpxmGoj2N/EDSlIGicLbWCqvUmy6DNjiB4fbUDlu80IulBosyjRaElxkhFwXVoHz8Awuysv3WnF2hDvF/5I0c1peuiHCbhJ7hpvUWue0DkQi4nQS+aIlaPOJYwvA7blxYGTV4Nhbcz2AZd7+PBo7XmJD4rYSzhawxjZksjDkFnRQJy9o5Qv+Q6ao6x1FjVnkuDnbuhG8ZIxCwv/162bkuJ773jwBy/IWhDner3EOcM9y8U9TMfZvLAz5v1i3wP6MDt4dqzyS6+GDIudKkABGZnYO5PXwSmTsjmmLU8gh0WyOjhKYtwl0adppOvk0GZqRfJMnsHPnKzrZtRm29mnhZeMPznB+sDhMXlnPtLSf7L3JSe/xOr/fLcv5gIQ8QcBX1mO01jUvJd8J9P6aplZTfly6K/Y0nC2tcvTfNz65DL4k1w27MMXpJO4TuZrsrdpTRZciuDD8ZDnKu+74u564gLWW2rr2BA2KhnwwAPnyYFOxuRFikSTfWUK+5XtVBe3f+pC+iaPxo4FY124tZtM5mGaByylNXLWXZmfqWeNa2wsCi0CPJt7gbRguLs3OydFEs+D+WzMZjPVfj2Mc5pHfHQLCy3B749Ep0b4JIu3i4+8MIz6UbnLbt/k1jMtyjVXXk/fEeaexWdr46P1J/2y285IvMbp4LAtppgRBhkMEy0trYrq3IWxPOAjrYBdbs8cbiOvRgcCPbR2zLoHQbUaajQoGq0qXiw8H7yaGEIimx6t2kmV3COvYnakQGW5BJPD0j9nmvVtPd04gfzB5Rk+TV5D50CJvY2/MY50DOMobsGeXZhBa9s+k05oc7FW02fbp25n7B2dNas4w8f19tgak6MDf3cQ+6cnAZQOEJfrBj+3xDCfgUlYtwepco6YyWEJlii5gIhucn5+wmrBGIrA60GbXDd6EuPb75+zKUzBQDeaMsCNJmznlMnc0nrkxoHb6phmoBa2F4OTLmaAPsiSjg5/cxlqQ1Xwe71XCbPjtJ/0fX5GHHmImYNz7CXNPimUOXC2yJFkI5SY3cIJbVPkuS29q20v0LiNYI9tovu39d70twkbFkxacHsQrnWe1+4a/KZ4ZLxTcE38kiIZaw71+Wb818v/VKys3u6eVDub91Hh0oTu+VFAgklfzu27QFiDGcHOF4YEB5CQ8z468hbBpBcXpPQcmJ11geI79ZS3uV9W4EPAResM1vIK8L3ekawCf7q97f9ftl279kVtsqWO+qZ7AP9uvUW6Z5+ZwNc+5Ttxl89ZXxd8zPte+3ePUOzjPVXQ3Er9gGG65fjW48HRla1Wz5Gb5HtX/ETptbfKfm5xi72Hcrvh/RKcAK2W6GbtX+J1pD+4ldxheRutcziSkLF92vfggqL3F6QhvemwPyUF2y2weZa/cd2xVZVhrcz761qcdlmZ/D48MnEROqu6nX3eEwHZ0bkVarv63i9TvJs3qm34fbTDnB+bGqAxab6gUvvhHbk3GdZ5b7lZ3Jj5uKjH48nRxZascp+tV9a6P49lIXEazKTyRwiv56Uo/hk0PuodeHdyNG1tk9FjErT1gwD5efYtn5sz2AVDxorI++x4FVluEbWgX2GRZJ46nT3DZx6Ebd2U7NTCZTjOPt6FiYVkre8jIaHZsx1hm8qnz/wouIy6yOdFy5t3kWrJmLhaYyZ9WHujiXOMnaw3o0DgyJ6eYK7Xg/Du5P45w/aWIruh2NMlGl22EI59mJsAlA6M3awpw2HEnqtWGkzrxEAWy8xB83BX8DgZB2uX0M68jFPo/cpcDVxukPrwO2Wy9uoB0Tg9bKojeWfl2bQgEb8wSg8pIc+PZdveOQgYLYm6Eu9IaJ7lXEfdIKwvipmHOxAPp+o3t/d1+ioussy/9JOKadU92Op7W9A4I+TWCY+3P0p5tVKzSxzMxwbv4R5L/8bbxzRD7zTSiuYwdHk3qOmL/G83JizUSzp0E7cZ+2YGgOe/Fc7V+P4Ba8lfPoAZmWCLteHzKJazqtGtXsn1+GPSbZHot5TCDzIa9/lYukPKgDu/n4sBFi6Yy1fd+xr+ShywkI/UE/H/aLb27e+DCqyDdcsw0ScFOiRsFhKYuFPWIxul9z5ZrwEBIm6WSQlYNqFT8AK3LVxzTNRHVJYorRe2AHFEOkh0+R0EpvcKs89YDWusQHWT7ZH0zOEglvid/0OHmYL1lyPoOMtqpqHb+BooZvGc4RgPzb18jBI3qx3vEjhaLX9FMkYML3vymyvv8qNNr7BbIVYJHp12czLhusdz6PN9UG5U5j/XvdkBeX+S2h83OLzd4uEcYcit1U7P/evQCS1Hhpy6MIwffqGZxhcfT3YH5zS5Kszj+AxOCvjvUwR5K8P0RNjG+6YBeHlDQGwW/LQ34StkZY7TtgceDTB/CaRt8wI73M5u4NE6HgPm+9Pp64EcjXkn2hOaC3qJGmShLsbMMDlvdAhPOkS8ONkHfgLHY8B8x3ML12XgtUe3Ya/1AE2HsxwEcMRSpQB+vQ+p2Pl3lWXsIb8FIO66K6vBreuB6ZVediv2dW5dd+wHae+j+AGb4+r4RONiLYY6/+e6vaf9X2JHnb+2/PDLnrazm+LIj/H0uze7oxMI9/5uDXkmMkypnhCWW64iT2hsuiokxrc6hTxHDXmiy+Dz/rq2qZS/BrMx/h5m+TXU0owfIIy8zv/OeHVJ3vEPyatgLbxAc+yhyAczxqsBuxtyZL2GlinHekfO3u8s0tV9um9jYLdNTkbKpZNCCjIfEie/17ZFspcnv7By73toYeSxsPqm1WPfq6mRU3v8qJ1yf/ylvvSPmiDJsQwys0KPFwGzuayRh7kLLjtPpw6tfYIfeMUTxTuQ/Y2l7tbxoEww08mBfPDXaXcjL3+g+jywd/eL2jy069XbtDD/UMmHO8C0jmktNg7VtJCexzLsPZnC7SyEd/ouRv7AT+N5hNax3wsPDeQG0H8OFysN57bfCew6kMlE1Q1ntlm8QPI6/7u8OvPXZil/96/aWvJA/XHbtZ5lCLYNfekdNp17IaV5UmTgFZCtD9hqnmsu6HrWbd+BxP55uNf8Hmx6uSi3zliGmcwADFguPgvX17uaTKyYZkpN5sHZOsce8m7lba8AmxVdft0v1jrrwlqEOPNyiwVHHpljEcxDiyxw8hZcwCj8NVTmWCVYcCMrrzblaVOuWajwAhdZJUZ2lKWYyF4LauNAt6dzwckie8E7GmUf5z7WwpeOvnPR4kBELu0iizHZM80ytbmXDlkQh+APAZ5vB4Zvox1YPbxTlEttOVNkrGUBI8bxNoz4TLaNYmXI2M/GO8wPnfmGL0Wx2pY1VfZaJghvsWDrhpdOjpOaY4p1syfoCum5CUN6vsrpXZpjijLMHGVh/QK23W5OA7PLPhienWxI5YQxzWpPK0vX6nXW7LpRUEeeSKFN2L5GzclIDbuNRG8w0vWPGr5w3ziTm5C3KWU/cjF2uB2PHphAtl9IuRwD+YWqzTgbbu0oY1024KLtr9FQ+7RimpdXA/QJ26Cq0fZLv9myn5OLnMYrnAsrmDLjSGZ7nce72U/2KuTB0j+pjrwGnBgzJfp4N71Rky+pk8+SIyAt4G49asiSWScoi955PZ1XWm3D2yWYhizydTI9mt43j7Vltqz5dQJ70SIlZ9r5ttJMo8RkyCOdJmJH0wxUu0TGPmKQk/pHSYjgLoHNmWBQbaIY0f1Victohn1UwI4iqxlzJ25pAWy2ktprX6zZbFzcpjcHvzLRJv12x+heqBDF9fj4CIG2x5hkxHIyRIkxTVNY3WSooZD7SirEX9ZpRUEg8GQz6YdQ+15qr6YF2x3N+I3Ms5lW7z0/RncpV1EnjomqrgcZPQwMbaMSk7gfT2vGlDE9131x7jnA6FrNIE48mLTUBp0xC35+33hy4TMcf2XOPWtFMj56/mcT3P+lIwOegWZPcCvdwb6X+tRr8/gK3Tk+83XpIdsN7RhkIQDbk7FyP9XXk6HrOn+zTUG9ZYRIPgV5w5zuQNLuK47L/8dKvJwTwWeUdf/OFTt/vbF0b8hdzwLu+pXMgmKRZXzVfFhsXz0n0pzNO2+0Pxe5ffbzuX4kmWm+Q2jh3xbfW5j58Trf5ccMEvhWQFY0rCN1EUj7W024C2JhrDmdU8wB/Es8gbjdMpOYQu9xdkHnTGtr21Wbi9syf1m3l8uHpkGa9+f9zjl4KWErtoTpWNnxAa9deHki8xZItBcWzNxO3IrV7tyc35BFFMGz2uL4Hts4+UIlIb6AF4/VuBtyN54XRG2u8cg+ca3bk+Pw1hc2mCc87xMzMT1qbC2M/zy7eLBkrjFz2TW1uJFXBxfPtAkyohqn7iR3x98xvTC9wpRmBZnJMxWJTPbKTYFXtsJk33Zxtb5XkU3eOPydBZKebqbNRRGhCwt4M5xdXzxqYoM1xoyPMkL88vHrHagwz4EysWimp1qJd3kpz1ESzyj42Eju5Xz4VvP92d3OHy9WqyznNjJu+y5AOl+sRZq9d0l5KBro/BheMqM5to/oHI76x6quLe7BjpOEsq4qX67owIV3y2vFGNY071v+rBvr15KX3uQs8YgRsRbHILuF9TM1es+pVQ11iHzXQLSeAsnKQ/yKz9ODgY6+AtJQYl2Om7lda7Xs8wnUF59lv8+encOMqPnbx7rLybut+IL5Tr1x9Pe8wPowzlDrqRQh/7RXZlsFIcwBQvr1/FIMo/b9P7lxlqZvEi78fTwpc2Rhtuqrr29uL4/8BHM7IPQoUc9R4Umm27RqgJNllVmNSebNThc9MTaYOG1lnC5bi6KQyWqGK12nbiZnba2tuXU3tfPVwi7kh6b+clZ4zo33orPvVKO9I89cBPP4w8EXtkBPvWIRqtALiYe6jTKtg+gublZWEpv35mXNOd3KdjHO/21AmzTKi0GFyCPGZ9FEq6fr3tlnS5zSyIEY8bEtsCMCNA/0EOQn3wSzu44i3Kau0cZ0U4oXXjDkfC+Dd3DZaN0C5rFhbmBI+Hfw6BSKlGvvyFXTdKYQt2L3B0hzVNBuMY/pZLzm4m7MhfDAojDOlfcO5orpoSC3W7YJ7tbBLSYmbjf9z1tm9ZpkOuzWVSWBXQ/xNkNrA/68tP8BGNV8B1gTbXEQ0Wp4kb3rcITsHPT0ek5A2xUVkWohT2m7n3Y+YcW/iDcEJC8K+EZZiEWmUsdRzWq0V9JpY90Bp4x/t/Q9ua49NJz4dkyYKxlzwxS/uMSjySrXVNUBsV/U/s7x9GLzoD9iF/0KNxz88wcvHsrmpCUje+LfdGpKuiSXUeUcILksuwN6NfqQcXOvdBjv2un/+vT/msTP2kCqyK4xzWd3fXM3lFH8jMnQ+905Rkc5xjKQMXZ9feo17W2ltt8QpXPFBQAo1dKOjNHESZOrhyyvjQuS8WPEfqPZE/1kNtEb0mrlwJj8TGZmi6T350bMfJlh1V3RuFHhQ1/R66dDZiradikxMu6em1Nl/L6zITFzCs3tGn5th/V6Owz5XajN1pHnY0nXQduczLuZjbkulhFjC3rFkCufPpEvj8aW/iOci+JuDxZ5Z9u55SCoe+iLM8WxUmoIplx3ebS9hrNNQ73ys2+Gsj9TKaojtRUM1Bclw085KfcpOhkTuDGdPevV0jzNVu9jsmZIm8yefWvReWsf8z+ohdtzfdepzJD5A724v2Ojr3SlQ82LjWxX20XWZFzBwnT711eaZjdbsJNJXHy5cp7erfULQerqT9ROnB4JdictXhjsH9keQqbmkvHWXpcbD8EMDNJTTJto8PGzsJ1lK/lk1P2HhOPmFbhZ3+kSzpPMVJSq/KOwl6UXABR4Cau+PsLJyjeWuPlo45j4xCcoZSsY0N35/2elCRUczujkYLkqmgA1vdrAYYZO7EiLKBCTD0JDlLW4nkIhlEG7d+aWoM5VO1btWK3D6j8PCycT8Lv9Zhf/etrPIwmCCoPZMgnF7ZJ8M7IefMvUHxBbidmIaAtbOGoNAYFfQStA6ZRfEwghUmZmX00k2R7Q2Tc4X7Iyc+Xq1zP61w/l1wKeDkZ9FSAQ4EIBwP//oyhui7nFbc/fd/qllFJKKaWUKaWUfEopBagUYRSFFX6ezu/5PU/n4zydL/NxPs6X+bwv81c+7/P+ymv5K+/ktbyWd/JV3skf+Spf5Y98lD/ydB/lozzdP3m6H/JP/skPeSo/5I08lafyRt7KG/klb+Wt/JK/+yUv5e/+7qU8GxwJV8KTNuFK2BPehDdhT9gU9oRRYVPYFEaFYWFUuBaGhWHhWtgXroWPYV/YFz6Gr+FjuBu+hq/hbq9xt++vX39/EaPBaXAb3AanwXJwGjwHy8Fy8BzMB8/BfTAfzAf3wYZwH3wIG8KG8CH8CB/CkPAj/AhDwpkwJMwJZ8KZMCdcCnPCp3ApXAqfwrFwHrwH6xmE92BCeBAehAnhRpgQdoQb4UbYEb6EHWFM+BK+hDHhUBgTHoVD4VB4FG6FR+FXuBVuhV/hXfgV7oV34V24F66G22A5OA6Og+XgPVgO5oP34D2YDyaE+WBDmBAmhA1hR9gQfoQdYUf4EcaEH+FMGBPGhDPhUTgTLoVH4VG4FH6FS+FY+BV+hWPhXrgQZoQX4UWYEa6EGWFLuBKuhC1hT9gSBoU9YU8YFEaFQeFVGBVGhVfhWngVvoVr4Vr4Fj6Gb2Fn+Bg+hp3hbtjZX9wNd/v7HQvCg3AhXAgPwozwINwIM8KMcCNsCTfCl7AlbAlfwqDwJRwKg8KgcCi8CofCrfAqvAq3wrdwK7wL38K38C7sDO/C1bAz7AxX+4s14U34E/6EN2FSeBM2ZQq7wqYwLFg4F4aFffnCz7AvfO3aW3zt9ev/Xr8o/vjh8x+fP/jjjw/+9+D/f//9v/3H296+xdvwM7wNG8PP8DNsDOfCxrAtnAvnwrawK2wLs8KusCvMCpPCrLAoTAqTwqLwp9+PH3wMfv7/jL39/2NveBv2hqfhbXgbnoaN4Wn4FzaGjeFf2Bb+hWdhW9gWnoVZ4VlYFWaFWWFVOBWegqngLDgLpoK3YCqYC96Ct2AueAzmgsngMXgMJoPXYDKYDV6D12A2uA5mg+3gOrgOtoP/YDsYEP6D/2BAOBEGhBXhRDgRVoQpYUUYEA6EA2FA+A4GhO3gO/gOtoPdYDuYDXaD3WA2OA+zwWRwHs7DZHAXTAZzwV1wF8wF12EumAquw3WYCmaCqeAlmAlmgpdgJTgL3oK1YC14CxaDt+AxY7AaPAavWYPp4DW4Th3sB9fBf/5gRPgPTpQIS8KJMCVKuBMOhO9gPBgPvoPf4DvYjRtcBrvBeXnYC87DXbrgKrgLrqvDTXAdZsIEy2EmWIkSfANDw82wNNwMJ8PSsDScDDPDyTAyzAwzw8iwMCwNM8PKMDNMDCvDyjAxPAznwDqwHNaBe2A5LId74Ca4B3aCm+Am2Amugp1gK7gKroKtYC/YCr7DXrAXfIfL4DtsBpfBZbAZ/AabwXDwG/wGw8F4MDUMDWfD0LA0nA1nw9JwNCwNK8PRcDSsDAfDyoJhYJgX1oat4W/YGs6Gv+FvOBvGhrPhaBgbxoaj4WU4Gg6Gl+FlOBjWhYNhXFgX1oVxYVpfMbfPmBv+9vkz/oa94W8YG/aGvWFseBrGhpfhaXgaXoZ/4WVYF/6Ff2FdeBbWhWnhWXgWpoVlYWKYGS6Gi2FmWBjmgX3gHtgHBoJ74B4YCHaCgeAn2Al2gp9gK/gJvoKtYCv4Cr7DV/AXfIfv8BdsBn/BZ7AZbAafwXCwD/wDA8E/MB0GgoFgOvwE02Eo+Al+gqHgKxgKtsNX8BVsh79gOwwGf8FfMBh8BgfBQjAdFoKPYDpMh49gKPgIjoKhYCg4CrbDUTAWbIftMBYMBhPBRnASbAQjwUlwEowES8FC8BB8BA/BRPARfAQTwUnwEZwER8FJsBQcBUfBUjAWHATT4Tk8h+nwD8wD98A78A7cA+vAObAcxoHl8A2MA+PAN7ANvAlrwpNwJRwJL8KscCosCs/CsrAqPAgLwnrwHpwHx8FpMJowWAtWhodhYDgY5oVxYSp4Cl7y+OvnB5//xkUwEmwEW8PUcDbMDWvD3/ApzAl3wp0wJywJc8KQsCQsCUPCiDAkfAgjwojwIewHH8J9sB/sB/fBdHAfPAfTwXTwHKwGz8FpsBqsBqfBYnAajIfFYDEYD4fBKLAKnAKrwCtW4Bl4BWbB4gWegV9gGDBwDFwCm8ApsAl8AqfAKfAJjALTwDXwDNwCu8AzcAwch2fgOCwDz8AzsAxMA2PAGnAFXAFrwBawBswBW8AWMAd8AXPAHvAFfAF7wBmwBwwCZ8AZMAi8AYPAIvAGvAGLwB2wCDwCd8Ad8Aj8AY/AJPAH/AGTwCEwiUUcYhF/OMQh/vDGIB7xADzissQoPoARYDiMACdIgCfgBFgBnoAnYAV4AXaAIWAKGAJ+gClgCvgBjnC34Y4t7jjEFlscYowrvlcbvvjxY327XW5X2+V2vV1tV9v1his2cYpPfOIU93CKC+Ae7uECOAAmcYhNbOIQpxjEAzDHA642zDG/2rDGAzABDIcJYAMYDsNhA/gAxjjEGWcc4o0dYAm4AW6AJWAGWAKegBlgBngCXoDt/Xa33W+32912t91uVxt2gClgCRjFAPAADAALwAPwACwAE7jPrrN77Tq7zZrdZbfZZcbsKrvSbrR77Ua70KDdZ7favXat3Ws327V2rd1sF9tVdpPdZXfZTXaR3WqX2r12qd1p99q9dqddaRfWdXVFXVe31RV1Rd1Wl9VFdU1dSdfULXUlXUm31IV0S11SF9KFdEndUbfWpXVXXVp31qx76s66se6pe+rGurDuqBvqMrqhLqjL6DK6oO6ne+lOuoXupEvpFrqFLqVb6d66ry6ui+u+urruqyvr6rq6rqy768q6ve6uu+v2urwuomvoOrqGbqHr6Dq6hW6jW+hWuo1uo1vpWrqbrqab6Gq6mTLdQzfTxXQP3UMX0710UV1JN9WVdD3dVDfV9XRV3V5X1v11ZV1b99f9dW1dYTfYPXaB3WPX2AV2gV1j19dVdT1dVpfV9XRF3Vf31l11V91bt9ZddDndRDfR5XQ3XUb30110P91Od9FddDtdThfRfXQVXUX30Y10jd1i19eFdUXdU3fUZXQhXUTX0X10L91C99C1dXNdYTfX9XWFXWHX1x12fd1id9gddotdYpfQHXQFXUF30A10u9y7u+XeXS13y91ytdwrV8utcq/cK7fKpXKr3CiXyqVyo9wlV809c+3cMzcv74a5TC6Ui3eh3Lq6i+VOuXjXyrVy8a7dxbtp0tw3982Nc+1unDvn2l27O+fSuWHul2vnfrlcuFy7i+VmuXg3y/Vy8S7e9XLHXDe3ze1z21w7t8/tc+1cQJfP9XPtXD/3z7Vz7dw/F9D1cfEuj8vj4l0dF+8+uTqujvvkNrky7ow7d2fcGnfuzt0aV8itcW9cIVfIvXHp7o2b49JdupvjGrk5ro5r5Bq5Om6S++P2uEpuj7vjKrlK7o6L5O64chfJRXLlLpErd3FcIpfIxXFt3CMX7wK5QC7e9XHd3D53ze1z99w1d83dc9HcPTfPRXPR3Dz3zkVz79wy986tc8vcMrfOFXP5XDtXz9Vz7Vw8t8iVcpfcJVfKpXJ/XCe3yC1ynVwpl8Ydcm1cG3fIJXKHXBo3yKVxZdwgN8iVceduk5vk6rg/rpLr5I65Zi7enXKfXLxL59q5dvfIZXLxbpur5tq5da6cK+bKuXCumCvmwrlgLpzL5oK5YC6b2+WyuWRul9vlkrl3l8WNcVvcFjfGjbsu7ovL4r64MC6Ly+LCuDHuipviqrgqboqL4pa4Jy6JS+KeuCZuiDvigrgg7ogr4mq4Ha6H6+F2uB9uhrvhargbLoer4Wq4HG6He+FiuBVuhYvhWrgSLoUb4Ua4FO6E++BCuA1ugwvhOrgJ7oKL4CK4Cy7cXXATXAaXwU1wFdwC98AlcAncA9fADXAHXAAXwB1wBdzeRW9604ve84J3vOYdL3nNa17ylpe84i1vecUbXn6/u+++3+03X33xxVffv/fWa79Zbnab9Wa3WW3Wm/VmtdluVpvNZrvZbjabxWaV2Wk2mU1mp1lfdpo9Zn1ZX/aY3WVJWVTWlEVlY1lT1pSNZVXZWNaWVWVVWVt2lbVlb9lVdpW9ZV3ZW5aXdWVdWV5WluVli1lZVpYtZmfZYhaWnWVnWVj2lZVmqdletpelZoFZahaZBWaBWWQ2mJ1mldlqVpllZqvZapaZvWaZ2WX2mr1ml1lrdplFZq1ZaxaZpWan2Wj2mD1mo1liNpp9ZolZYvaZ/WVZ2Va2lC1lW9lTtpWNZU/ZUzaWRWVTWVNWlfVlhdlkFpetZWnZYraZhWVh2WaWlqVlm1lctpl1ZnFZXNaZzWWdWWg2l81lodlhFpqVZofZYVaaNWal2V7WmDVme1ldNpQdZUFZUHaUFWU/2U7Wk/VkO1lOdpPNZDVZTTaTxWQt2UlWkpVkJ9lI9pKtZC3ZSpaStWQtWUp2koVkH9lGtpF9ZB1ZRlaRXWQXWUU2kUVkD9lCtpA9ZA1ZQZaQDWQDWUJ2kOVj/dg9do/1Y/tYP5aP/WP/WD4WkI1ir1goFoq9YsnYKzaLJWPJ2Cy2jM1iu9gytoztYtPYLvbOprFp7J1VY+/sFqvGqrFbrBdbZ8fYKraKHWOf2DHWzj6xT6ydlWLH2DqLZ+vsFItn8ewU+8VOsVTsF/vFUrFgLBVrxYKxYKwVK8ZasU6sGCvGOrFQLBeLxZ6xZywWm2exWDubZ/OsnR1j59g6Fo/FY+vYPLaOtWPz2DzWjtVj19g2Fo69s1rsFuvGqrFeLBkrxkKxVmwT68Q+sUxsFRvHzrFt7ByLx7axbSweC8fisXcsHAvH3rFv7B1Lx76xbywdy8bSsXIsG8vGyrForBzrxqKxaKwba8a6sV6sGWvGerFh7BKbxCqxSmwSi8QesUWsEWvEFrFELAqrwnqwKuyIEbaDzWA3WA92gxVhPVgPVoRFYV9YH7aFbWF92BvWh9Vhb9gbVofNYeVsD4vD9rA/LA6Lw/6wK2wJe8LOsCesDDvDzrAybA0KloJlYDFYBhaCxWAxWAg2gzVgR3vAHrCjTWBH27MJbALbswrsCKvCxlkVloaNs3GWhrVhJ9gGtoJtYBEgsBIsAjvASrAS7AD7wAaxQCwPC8S+sDwsD/vCwrAIbAA7wAawqB1gB1jUpha1pk1tak0r2tSKdoFdYEULZ0VbWjgLZ0tbwL4dLWhBO1rRjpa0ohUtaUsrxO6wc3bO7rA/7A7rwv6wP6wLu8IKsXR2h6WzQ+wOu8MOsTzsB8vBVrAcrAZbwVawGuwEi8PGWTkrZ+OsDUvAMrAOrAPLwEawDCwBK8ASsD0rwAqwPTvaGlaGzWFzWBn2hgVgGdjTnpaBFWC1DS233Ib2s9puG9ptuw1taLsVbRDLww6xHywIG8LGWRN2hJ1hU9gSFoO9YCnYClaCtWAzWA8Wg91hY1gX9oZlYVtYINaHfWENWNKOtlvQivZttqPlYD9YEpaE/WBT2A82hE1hU9gQtkRlVp3VXtVZfVZ71V71WYVWidVj9tZjtZu99tZuFtdiNVm1VZNVZdVWtVWV1VxVWV1Wc9VcdVllVqvVa3VYvVax1WF1WMVWjVVsVVs1Vo1VbZVb5Va9VWTVW/1WkVVk9ZuttVbFVV9VXFVXfVVfVV2VV4VVY9VUNVadNauyqrMqrcqqsqq0aq3aqqKqq+qqiqqqqqXqqUqqnqqoKqlKqqKqpiqq2qqaqqZqq+qq7qrR6q16q0arzSqv+qvKqr8qsCqryqrAqq26rVqrwqq1Sq0Kq8IqteqrmqquaqqaqrqqsCoyW+uxeszW2q1Cq9JqsCqtTqvBarA6rQ6zt26rxCqxuq0Kq6HqqCqqjqqlqqgqqpaqpGqw2qtCq8xqr5qryqqvKq9qqwKrxequmq1Gq9wqsmqs1qqvKqs6rE6r1equ6qtmq74qtZqtZqvUrK2Aqp6qqCqqeiqiqqfiqYgqooqnFqp4qp1aqBaqdqqgaqfSqYKqoEqn/ql0qpz6p/6pcmqfKqfGqX1qnxqn8qlx6pzKp/Kpc6qfOqfWqX6qn1qnBqp16p0aqAaqdyqheqfmqYQqoZqnGqp56p5qqBqqe2qiuqcOqolqojqoMqqD6qHKqDKqh6qjeqguqo6qo7qoPqqLaqP6qD6qjWqk2qhCqpFqpAqpTqqQqqQ6qU6qkmqlKqlSqpVqpUqpXqqUqqV6qV6qlqqmaqliqpqqpoqpcqqYaqbKqXKqmaqnmqluqp6qp7qpfqqbaqf6qX6qnSqoKqaOqWaqmTqmqqljKpmqpqqpZOqaSqbm1TV1Tc2rbGpeLVPZVDa1TG1Ty9QztU1tU89UN/VMTVPdVDc1TYVT01Q0FU6FU9HUN/VKtatb6pZqV7tUu4qldqldKpZ6V7HULPWu3tUs9UvNUrXUL/VL1VLBVC2VSwVTwVQuNUzlUr3UMDVM9VLxqpK6pEapUeqSKqUuqUyqlCqlMqlTKpPapE6pU2qTSqU2qU4qlUqlOql11Ul9UutqXX1Sq9QnFUqtUqtUKNVK9VF/VCFVSP1R6eqPCqTSVboKpBapQOpcLVKL1LlqpM7VINVINVKD1CM1SB1Sj9QjdUhFUodUIhVJRVKJ1CQVRo1Rb9QbNUbFUWPUuIqj4qhxNUeNqzJqjpqjyqhyVUadUeWqXJ1RddQZlUbVUXVUGnVHpVFr1B11R61RedQa1UblUXlUG7VHZVFR1BYVRU1RW9QWNUV1UVNUFdVFdVFV1Bf1RVVRV1QSFUQtUUHUELVELVFDVBM1RBVRTVQTVUQ9UU9UEXVE5VAx1A4VQ81QO9QONUP1UDNUDdVD9VA11A/1Q9VQN9QJtUGlUCnUBrVCbVAd1Aq1QnVQLVQH9UG1UC3UB/VCnVAZ1AY1QoVQF9QJVUJlUCXUCJVBZVAj1AVVQU1QDVQDNUEtUBNUBLVALVARVAIVQYWrBCqBClcHVLh6oA6oA+qBKqCe1awBaoBqVgDVrGUFUAHUsvZqWcnaq71K1rSSdaxpTetY0cprr7f2+tVbb/0qrl8FK664gjWsvNq666626mprrbrmyuuttuIa1q9fwyoG3Ad3wqFwKhwKr8KpcCq8CvfCq/AsWXgez8K5cOFduBT+hGvhT/iVK1wMv8Lv7vgZfsfx8DgajsfDhOF5HAPvwDXwDlyECO6Bi+AnTvAR/ARfsYKj4Cv4ixe8BX/BZfAWvAWXwWHwPB6Ge+FhuBXuhXvhVjgV/oQr4Ve4Eh6FX+FXeBR+x6PwOn7H73gdx+N13I7jcTxux8NwMHwL18K3cCxcC9fCsXApnARvwU1wE7wFT8FbcBg8BU/BYXAWvAUnwVFwEjwER8FR8BAcBEfBQfARHATnwEfwEZwD38DH8DI8j5fhangez+NqOBquhq/haDgavoaz4Ri4Bn6Ba+AU+AV+gVPgE/gGnoF74Bm4Be6Be+AWuAZugVfgGrgGXoFT4Gx4Gn6Gp+Fm+Bl+hpvhYrgZToaL4WI4GQ6Gx+AuuAqugrvgJfgXPoZ34V34GJ7HlXAjPAqvwXHwHDwI98GH8BocBpfBrfAw3I6D4Vq4GI6FT+FSeAf+gYvgG7gHPoKz4Wc4Gm6EB+FJeBA+hCfhSfgQzoQP4UQ4E86EE+FNOBFOx5vwJpyOL+F0XAhfwpdwIfwIF8KB8CP8CAfC5/jJ4TjKUQ7HUw7HEfCUpxwBX8AV8ATcAU/AD3AH3AE/wAtwkQfgIx95AE7yAHwAJznJB3ACXOQhD8AD8JD3uANegDfgDXgBvoDD8ZMb4Cc3uQFugJucADd5yQlwArzkJHfAIXAFHAKPwBVwBTwCZ8AjcAmcAWfAJfAHvAAXwBdwARwAX8AXcAA85R/vvHPNOwe55pqDfPPMMX/+vO5v+9vutr9tb7vb7ra9bW4b2862tW1tO9vetq/tatvatrarbWp72o62pW1pO9qGtp9tZ7vZbradbWb72E62jW1jO9lGtpNtZRvZRraV7WW72Ca2h+1hm9gWtnXtXDvWzrVv3dq2dqxta7/atvas/Wq/2rO2rF1r49qwNq4dbMPasHawDWzX2rA2rQ1rv9q0Nq39asvavXas7Wv72rH2r91r89qxNq+9a8fasfaurWuD2qM2pz1qk9qcNqdNanvapPapUxvVZrVLbVPb1C61O+1SW9TutDttUTvUBrU57U+b0+60P+1Pu9MOtV1tT7vVbrU97VUb1U61Pe1UW9X2tD1tVXvVxrQ17Uw709a0N+1Iu9E+tBttRow2oc1oJ9qENqGdaCPalPahbWlb2of2pU1oD9qH9qBdqNCGtBXtRdvQXrQdbUPb0Ha0K21Dm9BWtBVtQhvRrrQfbUOb0p60D+1JW9I+tA9tSTvS/rMDbUAb0A60BW0/m8/us/tsPnvPxrP17Dv7ztaz82w2G842s+HsOHG2nI1mq9lktprNZpPZZDabbWan2WX2mr1ml9ltdpn9ZrfZbfabTWej2WT2mU1ml9ln9pldZqfZZLaZPWab2W72mD1mu9l5W86es83sObvONrPN7Drbzgaz8XaYHWbjbTG7y77bXraXfbe/bC57y66yq+wtm8rGsrfsLDvL3rK1bCzbbm/ZUvaUTWXb7St7y76yrewte8u2sqlsK7tuU9lUdt2WspVsKPvIhrKjRNlJ9pMNZTvZTjaU3WQb2Uj2kX3EyC6ykWwle8mGspdsJhvKhrKZ7CabbgvZRDaRLWQP2UH23Naxdey5nWP72HP7x/6x5zaQ7WP32HP7xsaxc+wem8ee2zz2jj235/aOnWPv2HI7x86x5faNXWPP2Da2jT1j09gsdtxOseO2DBl7xY6x4zaMDWPH7RcbxVaxU+wUKPaJrWKz2C123G6xXey4Hbdd7BebxB6xTWwTe8QusUHsD1vEFrE/7BC7w/awN+wN28PmsC9sDDvDzrAxbA17wqawK+wKm8K2sCNsCfvBfrAlbAh7wYbbDDbcRrAZbAYbwW6wEewEu8FusBNsB9vBTrAVbAIbwC6wAewAu8AusANsAzvAFrANbANbwD6wD2wBe8A+97jRPW5yoxvd5E43ucud7nSXu7d7u9zm/ja4wx1ucItb77355nvvvvP+jTfev69epplpZ9qZZqajaWY6mY6mo+lk+plOppvpZ/qZbqahaWyam/amuelv2pv2pr9tq6/pbVqb1qa37aq3aWwam/amj2llOplOppXpZpqalqar6Wn6mYamkWlmepm2prvpbPqYNqaVaWq6msamselqmpuupp1pbpqbdqazaWc6ms6ms+lo2prepXHpWhqXvqVr6Vr6lqalb+lcmpampXNpXTqYFiZMD9O0NK9dupbupWtpYrqX7qWJ6WKaltaleWlf+pe2pX9pYNqWtqWB6WAalo6lZWlZOpaepV9pV7qVbqVdaVaalFalQ2lVetUqPUqn0qo0Ko1Kq9KnNCgtSofSoUDpT1qUJqVLaVW6lDalVWlV2pQ+pTnpTdqT9qQ36U4ak76kNWlN+pLOpCtpS3qSnqQtaUpako6kFWlFOpJGpB3pSPqRfqQjaUjakW6kI2lD+pBGpBtpRjqSZqQX6Ug6kl6kEelFOpFGpBHpRNqQJqTz6EF6kM6j9+g8Go/eo/doPFqPJqQB6Tw6jwak+ehAupDuo/voQvqPLqQH6T/6jx6k9+g4eo52o93oOfqNnqPh6Df6jYaj2+g3uo1mo9toNZqNZqPV6DWajq6j5eg72o72owlpQRqQhqPnaDlajp6j6eg5Oo+mo+noPNqOzqP5aDvajuaj/Wg0+owWo8XoMxpPn9F5Gk/j6Tz9RedpMvqL/qLJ6DtNRpfRd/pOl9FgdBltRoPRYLQZHUab0Wl0GB1Gp9FjtJ2uor1oL7qK5qKr6DrNRXPRdVqLrtNTtBatRU/RWPQUTUVj0Vg0FZ1FU9FWdBadRVvRW7QVfUVv0Vv0Fd1FL9FItBQtRSPRUDQSfURD0VD0Ee1EH9FFtBPtRBfRTHQRbUQz0Uy0Ed1EG9FJdBPdRCfRT3QSrUQ/0U+0Eh1F0+kh2of2oYdoHnqIntM8NA89p3XoOQ1E69A6NBAtp4HoIFpOy+kgeocOooXoHXqHFqJ7aCGaiO6he2gi+odmoVPoFrqFTqFh6BR6hYahYegVOk7b0Cs0Do1Dr9A59AsdQ6vQMfQNrUKr0De0DP1Cq9AutAqdQrvQLnQKzULb0DX0Cl1D09ArNA09Q6/QK/QMHadNaBS6hC6hUegTWoQmoUPoEJqEHqE7aA/6g/6gPWgQmoPeoDVoDXqDzqAlaAcagXagGTDQBjQDrUAb0Aa0Ap1AV9AI9AV9QSPQGLQBXUAj0AX0gQMagl6gG2g43UA/0HAaTj/QFjScNqAX6AXagE6gLegIGk5X0BQ0Ak1BT9AINAI9QUvQBLQAPUAP0AJ0AC3qUJOa1KHOOtQgqLsGNdddd8211l1vnfXWr7PO+jXWpiZJnbWoPx3qU6e6p3s61QB0qlENQAPQqDY1qkttalOXeszYMrcsLXPL3XK37C1Ty9fys3wtY8vP8rOMLUvL1XK0bC1by9Fythwta8vZcrasTddMLT/L0/KzHC1Py9NytFwtP8vSsrMsLW/LzrKzvC1Dy97ytywtf9M2S8vStNU3H8vLMrKMLC/LyfKwLCwry8JysKwsK8vBcq8cLAPLvXKvDCz7ysZyscwsF8vEMrPMLBPLzTKxPCw3y83ysKws28q6Mq/MK+vKvjKzvCwby8bysnws68q2Mq1sK9/KtDKtfCvXyrfyr1wr18q/8q6MK+fKunKu3Cvryrpyr+wrp8qf8ql8Kn/KpfKnzCmXyqUyp6wpb8qdsqfcKYPKnrKnDApURpVBZVcZVUaVXeVX2VWOlV/lVzlWhpVj5VkZVoaVZ2VZuVVWlVllVllVXpVV5U95VV6VP+VUuVTWlEllTdlTJpVJZU9ZVDaVR2VQeVQOlUFlUDlUFpUt5UsZU8aUL+VMWVKelCFlSHlSjpQnZUo5Uo6UKeVKmVAulPvkQtlQ7pP7ZEP5UH6UGWVHmVHmkx1lR5lPbpT7ZD95UPaT/+RBeVD+kwFlRXlPTpQT5T0ZUd6T+2REGVHukw/lPVlR5pMV5UWZT+aTF+VGeVAmlPvkQRlQFpQFZUA5UKaT6+Q5uU62k+fgyXCynPwmv8lycpwsJ9PJcXKcTCfPyXbynYwn38l5Mp6MJ+fJerKYDAZMDpPB5LscJofJd9lLbpPZZDeZTV6T3WQ3eU1Wk9fkNFlNVpPTZDQ5L+PlMhkvn8llcpl8JpvJZ7KabCabyWoymhwme8lf8pfsJXfJeZlMxstk8piMl/HymCwm1+Us2Uq2krNkLrlK1pKn5ClZS6aSteQsmUqmkrPkumwlc8lX8pXMJdtlLnlLtst2eUvGkqFkKflJfpKl5CjZSWaSm+QmmUlekpVkJDlJTpKR5CO5SBaSiWQheS4TyUTyXKbLcxlIpst0GUgOkoFkHzlIDpJ95B/ZR+aRf+QfmUfukXtkHnlHFpKL5CF5SC6SjeQcWUfGkXFkHVku18g3Mo1MI9/INvKMHJdlZBk5LsfIK/KH7CJ/yBuyi+wib8gYsovcIq/IK3KLnCK3yDByipwiw8gvMozMIr/ILzKLrCKzyCOyiqwij8gmsopsIqPIJnKJjCKjyCXyiVwii8gn8oksIofIYxYzgCzmMNQZQNb5M4AMIH/G+eac0Zzz3pn/t/eW0feWbUYzmm2++UQOkUnkENlDJpFJZA8ZRPaQO2QQGUTukDnkDllD5pA5ZA35QraQM+QL+ULOkDnkMQPIZQaQBeQyl1lAPnOA3MsD8oDcywJyL6dZQBaQ03xmNPNsZp6/bGYzf5nMCHKCrCAnyAuygqwgL8gM8oLsIDPIDLKD3CA7yBByg9wgQ8gPsoU8IVfIE7KEXCFXyBLyh/wgQ8gRMoQsIUfIEbKEPOG/ZTTXjGYAueaaAWScKWQMeUOWkDfkDxnMPQPIFnKFnCEPyARygEwgF8gBcoBcIBvIBTJcNpANZLh8IMPlBPlAPpATZASf63m9ruf1vl7X63pf3+t9PbDv9b0e2Ad7YC/sg32wF/bDXtgT+2E/7Il9sSf2xr7YF3tjr+xXvaqn9aoe1dN6Wo/qa/2rh/WmHtbHelNv6mM9qo/1sx7Vo/pZX+uR/bH/9cd+1//6X7/rh/2oL/WkvtSfelJP6k99qj/2nn7X73pPH+ppvaxf9ate1rd6WW/rW32rt/Wu3tbjelfv6nH9rcf1uf7W3/pcr+uX/bN39s8+2jt7Zx/toX20l/bQHtpL+2kv7an9tJ/21L7aU3tsX+2rPbbX9ts+22t7bZ/tq/2rN/Ws3tSTelbP6kl9qv/0oh7Ui/pRD+pB/agn9cs+2St7ZZ/si/225/bZvtj/+mG/7J19st/23Z7bd/trz+25/bW39te+2Vt7a9/smX2zP/bMntkfe2Sv6TM9pc/0kp7SU3pJr+gl/aFX9Ir+0Pv5Q4/n/byfx/N0Hs+reTpP59V8mVfzdl/my7zdX3m7Z/JX/sozeSfP5OfeyTv5uT/yc8/jj/yR5/F0z+NxPN3TPY4f8jj+xg/5IX/jjfyNl3sjb+TlfsnLvY9f8kvex0t5H1/kpbyUL/JZHtNXevSSXtI/+kP/6AP9oT/0gR7PB3o5j+fxvJxX83Key6t5Nc/l7Z7LN3m7t/smz+Sb/I9n8kz+x8/9j6/xcz/3NZ7H1/gXz+N5/IvH8S9exeN4HK/ib7yKT/E3/saneLlP8S1e7uW+xfv4Fi/jfbyPl/FFXsbr+CJf5HW8ku/zcz7Pz/kvn+fz/JfH+y+P5fEe77E8ksfyQR7JI/kgn+ODPI3P8Tmexrv4N7/m737NnznzVv7MjxnzVH7MixHzT17Me/HyUd7LgwHzYV7Px/k7f+fjPJyP83kP5+F83qf5vNfyaT7Na3kzr+WrvJk381WezFf5KE/myXyUD/ORvtEz+kZv6Bk9ozf0fN7Q13k+z+frPJqv81sezaP5LV/3Wz7J133dJ3khn+R3vJAX8jvexu/4FW/jbfyKZ/Er/sOzeBb/4Un8h7fwJJ7EW/gOb+ElfIfv8BKew0v4CM/hOXyEB/ERnsKDeBBP4U08hd/wJt7Eb/i43/AlPu7jvsT3+Ekf6R99pGf0j/7RM/pAz+j5fKAP9HxezvN5NC/n5Tya5/Jovu65PJev+yZf90K+yTd5If/jhbyN//E/3sbXeBvP4mt8jWfxL57Fk/gX/+JJvIon8R1exav4Dp/iOzyHT/EpnsO3eA4P4lt8iwfxMh7Em3gZL+NNvI438XGv43V83BP5Rr/oDf2i//OG3tD/+Tr/59t8na/zbX7Lt/kpv+W3/JRP8lMeyCf5JA/kdzyQj/E7fsfH+BUf40P8il/xIf7Dh/gK/+E/fIW38BXewVt4C+/gJbyDR/ASXsIj+AiP4A98hI/wB57CH/gFT+Ep/ILf8Av+wW/4Df/gS/yD1/AlvsRreBiP6Af9nx/0ef7P//k83+bzPN63+TaP91Me75H8lJ/ySB7II/kcD+SBfI6P8Tn+xMf4GH/iQ/yJv/AhPsRf+Ap/4Rt8ha/wDd7BN/gC7+AdfIFH8AVewCN4BC/gD7yAT//AH/j0F3z6A37BL/gB/+AHPNw/+AcP9xoe7iG8htfwEF7Es3kp3+W7vJTP8hP+xGN4DH/iR/yJz/EjfsTneBd/4if8hZ/wCf7CX/gE3+ATvIFv8A3ewAd4SH/pLf2l79TpN32DD/AFPsD3vsAX+N4L+N6fL+AF/Pnlm09++uSjn3766A949AH8gB/wAB7uATyBh3u4J/AK3s6/eTf/5u/ezbv5u2fzWb7IQ3koX+SVvJ4HBOj3PKAvVOgJfaFPlOgdfaKHBOktfZ/P84Je0Of5QQ/jNTyKR/EaXsT3+BI/42d8iYfxIh7Ce3gIz+A9vIdn8Bke7hU8hIfwCp7Bm59++eWnL+CJvJLX8T2eyMc9p+/0l37RI/o/n+kxvaSv9JP+0W96TW/pNT2lt/SWntI7ekqv6B29o1f0hF7R+3lCT+j9/J4PtUZaI61x1jhrlDXKGmONsUZYo6ux1chqXDWuGlWNqsZUI6rx1HhqNDWaGkuNpUZSI6lx1DhqFDWCGj+NnUZOo6Yx03hptDRSGieNkUZIo6Ox0bhoVDQiGg+NhUZCo6Ax0Aho/DP+Gf2MfsY+Y5+Rz8hn3DPuGfWMeMY7Y52RzihnjDO+Gd2MbUY2I5txzbhmVDOqGdOMaUY0I5rxzGhmLDOWGfPGvJHMKGbEG8OMYEYw45fxy3g33o1eRi9jl7HLyGXkMm4Zt4xaRi1jljHLiGW0G6+MV0Yro5WxylhlrBvrRiojlXHKOGWUMkoZo4xRRigjlPHJ+GR0MjoZm4xNRiYjk3HJuGRUMioZk4xJRiQjkvHIeGQ0MhoZi4x045AxyDg3/hh9jDzGHaPcmGPEMd4Yb4w2RhtjjbHGSGOkMc4YZ4wyRhlj3Bg3xhhjjDBGGOOL8cXoYnQxthhbjCxGFuOKUcWYYkwxohhRjCfGE6OJ0cRYYiwxkhhJjCPGEaOIUcQYYgwxghhBjB/GD6OH0cPYYewwchg5jBvGDaOGUcOYYcwwYhgxjBfGC6OFscJIYaQwThgnjBJGCWOEMcIIYYQwPhgfjA5GB2ODscHIYGQwLhgXjApGBWOCMcGIYEQwwo1w44HRwFhgLDASGAmMA8YBo4BRwBhgDDACGAGMvbE3pmM6oiM6nuM5mqM5lmM5kiM5jqM4hmM4fuM37nGPetRjHvOIRzze8Y52tGMdq/hN/CZ6E72J3cRuIjeRm7hN3CZqE7WJ2cRrojXRmlhNrCZSE6mJ08RpojRRmhhNjCZCE6GJz8RnojPRmdhMbCYyE5mJy8RlojIRmXhMLCYSE4WJwcRfoi+Rl7hLzCXiEm+JtkRbYi2xlkhLpCXOEmeJskRZYiwxlghLdCW2EleJqkRU4imxlEhKFCWGEj+JnkRO4iYxk4hJtCRWEieJkkRI4iOxkchIVCQmEhOJiERE4iHxkGhINCQWEguJhERC4iBxkChIFCQGEgOJgERA4h/xj+hH9CP2EfmIe8Q9oh5Rj5hHvCPaEeuIdEQ64hxxjihHlCPGEeOIcEQ44hvxjehGdCO2EduIbEQ24hpxjahGVCOmEdOIaEQ04hnxjGhGNCOWEcuIeWKeSEYkI44Rx4hiRDEinognhhHDiGBEMOIX8Yt4J96JXkQvYhexi8hF5CJuEbeIWkQtYhYxi4hFtBOviFdEK6IVsYpIRZwiRhGhiE7EJuISUYmYREQiIhGPiEdEI6IRsYhYRCQiEhHpRDpxiChEDCIGEefEORGICET8IfYQeYg7RB2iDlFOlBNziDlEHCIO8YZ4Q7Qh0hBniHFiDPGF6EJkIa4QU4goRBNiCXGEKEIEIX4QO4gcRA1iBvGCaEGkIE4QI4gQRAdiA3GBqEBEIMKJBsQC4gBRgAhA7ImoeIqlSIqiGIqfyMUtalGLWcziiy9iEYtXvGIVa/gt/BZ6C72F3cJuIbeQW7gt3BZqC7WF2cJsIbYQW3gtvBZaC6mF08JpobQQWvgsdBY2C5uFzEJm4bJwWagsRBYeC4uFxMJhobBQWBgsDBYCC32FvcJdoa4wV4grxBXeCm+FtkJbYa1wVigrhBW+CluFrEJVYarwVGgqJBWOCkOFoEJPYadwU6gpxBReCiuFlEJJYaTwUegoZBQuChWFicJEIaIQUXgoPBQaCgmFg8JAIaDwT+gn9BP2CfuEfEI9YZ4QT3gnvBPaCe2EdcI6IZ1QThgnfBO6CdmEa8I1oZoQTXgmNBOWCcuEeWFeSCYkE44Jx4RiQjEhXogXhgnDhGBCMOGX8Et4F96FXkIvYZewS8gl5BJuCbeEWkItYZYwS4glvBJaCetCKiGVcEoYJYQSOgmbhEtCJSGS8EhYJCQSDgmFhHMhkNBH2CPsEfIIdYRyIY7wRlgjpBHKCOPCuDBG+CJ0EbIIV4QpQhThidBEaCIsEZYISYQiwhDhh9BDyCHcEGoIM4QZQgwhhvBCWCGkEEoII4QPQgchg3BBuCBUECII4UIDYYFwQCggBBD2wl6YhmdohmQ4hmEIhl/IQx7uMIcf3tCC30BvYDeQG8gN3AZuA7WB2MBrYDWQGigNjAY+A52BzMBlYDIQGWgMLAYSA4eBw0BhoDAwGBgMBAYCA3+Bv0BfoC+wF9gL5AXyAneBu0BdoC4wF5gLxAXiAm+Bt0BboC2wFlgLpAXSAmeBs0BZoCwwFhgLhAW6AluBq0BVYCoQFYgKPAWeAk2BpUBSIClwFDgKFAWKAkOBoUBQICjwE/gJ9AR6AjuBnUBOICdwE7gJ1ARqAjOBmUBMICbwEngJtARaAiuBlUBKICVwEjgJlARKAiOBkUBIICTwEfgIdAQ6AhuBjUBGICNwEbgIVAQqAhOBiUBEICLwEHgINAQaAguBg0BBYCAQEAgI/AP+Af2AfsA+4B5QD5gHxAPiAe+Ad0A7IB1wDhgHhAO+Ad2AbsA2YBuQDcgGXAOuAdWAasA0YBoQDYgGPAOeAc2AZsAyYBkwD8wDyYBkwDHgGFAMKAbEA/HAMGAYEAwIBvwCfgHvwDvQC9gF5AJyAbeAW0AtoBYwC5gFxAJiAe1AO/AKeAW0AloBq4BVwDqwDqQCUgGngFNAKaAUMAoYBYQCQgGfgE9AJ6ATsAnYBGQCMgGXgEtAJaASMAmYBEQCGgGLgERAOpAOHAIOAYWAQsAgYBBwDpwDgYBAwB/gD9AH6APsAfYAeYA8wB3gDlAHqAOUA+XAHGAOEAeIA7wB3gBtgDbAGmANkAZIA5wBzgBlgDLAODAOjAG+AF2ALUAWIAtwBbgCVAGqAFOAKUAUIArwBHgCNAGWAEmAJMAR4AhQBCgCDAGGAEGAIMAP4AfQA8gB3ABmADGAF0ALoAWwAlgBpABSACeAE0AJoAQwAvgAdAA2ABmADMAF4AJQAagATAAmABGACEA40ABYACQADgAHgAJAAWAAMAAIAAQA9sAemIInaIIlSIIkOIIjKIIiGIIh+IEc3KAGM5hBDGLwghes37fP2+ft6/Z1+7h93L5t37ZP26fty/Zd+6x91L5pn7Qv2hftg/ZB+559zz5nn7Ov2dfsY/Yx+5Z9yr5kX7IP2YfsO/Yd+4x9xr5iX7GP2EfsG/YF+4B9vr5eH69v17fr0/Xp+nJ9tz5bX62P1kfrm/XN+mR9sL5Xn6uv1dfqY/Wx+lZ9qr5UX6oP1YfqO/WV+kh9or5QH6jv0/fp8/R5+jp9nL5N36ZP06fpy/Rd+ix9lL5Jn6Qv0hfpg/RB+h59jz5Hn6Ov0dfoY/Qx+hZ9iT5E36HP0GfoK/QV+gh9hL5BX6AP0Pfn8/P5+fp8fT4+H59vz5fnw/Pd+ex8dr46X52Pzkfnm/PJ+eJ8cT44H5zvzffmc/Ox+dZ8aT4035nPzGfmK/OV+fK+vI/MN+YT84n58D68L8wX5gPzgfm+fF++u+/u8/J5+bp8Wz4tH5bP7rvyWfmsfFW+Kl/dV/dR+Zx8T74m35Mvytfka/JF+aR8Tz4nH5QPyufkm/Ix+ZR8S74ln5IvyXfkQ/IV+Yp8SD4j35CPyCfkE/IR+ei+G1+Oz8Zn48vx4fhyfDo+HB+OT8cn9+n4eHxyn9zH49vx8fh+fDu+Hd+Pr8f345v7enw9vrnPxzf3Bfl8fD6+IB+Qb8YX99X4anxxH40v7oPx0fhofDA+GR+M78Un45PxvfhifC++Fl+ML8bX4nPxtfhWfC4+F9+Kj8W34kvxsfhYfCk+Fd+JD8VX4ivxofhMfCM+El+Ij8Qn4gvxhfhEfB8+ER+I78P34QPxdfhAfB6+Dl+Hz8O34fPwcfg2fBs+Dl+Gj8On4cvwZfg0fBe+C5+GD8Nn4aPwVfgqfBS+CR+ET8L34HvwSfgifAw+B9+Cb8Hn4GvwIfgUfHAf3KfgS/AV+A58BD4C34HPwDfgC/AJ+AR8AT4AH/iFn/3Cj/zsZz/ywx/5lR/+8Fd+6Dd+9zM/87vf+d3vv/M7v/963/iJX/3E7/vqV7+vf/u+b/dv/du3P/3pj3dvH/9699a9ff2z3/jV7379Az/76e6tf/vwh375yx/6pX1b79a1dW29W+fWsXVrvVq31qn1ar1ap9andWpdWp/Wp3VpPVqX1qH1aD1ah9afdWjdWX/Wn3VnvVlv1p11Zt1ax9av9WsdW8/WY/VZPVmf1Wn1ZD1Zp9VtdVz9VjfWb/Va3Vg31mt1WX1X19WJdV0dF65urBfrvDqxTqzz6rv6r16sA+vF+rEOrAPrx3qwfqwj68F6sI6sC+vI+rIurAvry/qwHqsn67B6sm6sw+qwurEuqyfrtrqyrqzb6rn6r+6rF+u+eq9erBfrvTqv/qmH6pV6qE6qV+qVOqluqZPqprqlbqmb6pe6qX6qX+qX+qmOqZ/qqTqmjqmn6qo6pF6qR+qReqkuqZfqo7qkLqmP6qI6pq6qZ+qq+qqeqWfqq7qmvqm36px6q+6qc+qcuqveqbvqr3qn3qm/6p66pC6qT+qiOqg+qU/qoDqlDqp/6pQ6pf6pV+qQOqpeqq/qrLqmzqq36pq6pt6qb+qOOqP+qD/qjHqjzqgv6o16o76oK+qHuqGeqCfqhjqiXqgP6oQ6oT6oC+p/eqDup/vpgTqg3qfz6Xv6ns6n6+l0up1ep9fpdvqdbqfn6Xf6nZ6n4+ly+pwOp8Ppc3qc3qa/6Ww6m/6mu+lp+pp+pq/pavqZfqar6XldTUfT83peR9PFdDTdTBfTxXQzHa+b6WU6XsfrZXqYXqaT6WF6mE6mg+lgOpk+pjvpT7qW/qRD6Vq6lg6lc+lQepQoXUpP0pV0LF1JX9KxdCx9SWfSrXQ7u+6l2/Us3Uv30rP0u56lb+l3/a5v6V+6k66lN+laOpbepDfpWDqTnqRf6Ug6kn6lH+lS+pTOpSfpWPqVPqVT6Vw6lV7XuXQuva536XW9Su/Su/Qq3UoP0MtOdrKXvfeygx3suIM9d9xxz5xbz3wb58a58W18Gt/Go/FpfBqPxpHxaLwYR8aR8WKcFy/Gd3FenBffxWV1AX1AD9AD9AG97AM62stedrSDHe1iBzvYxZ672L/nnvvzbf15Nr6Nb+PZeDSejT/j0Xg0/owX4884MV6MF+PE+K6uoC/oCQb0Bb1AH9AH9AId7QV6r6Md7b0u9l4fu9jFPvbvY7/9+/fLs/XLr/FsPBu/xp/xa5wZf8afcWacWN/QOXQNXUPn0Cd0Dp1Cn9AndAqdQafQHXQGnUF30A90Bx1BP9APdAQdQEfQ0w6gA+hpD3vavx72sH+99o9767VX7o1X67yf3exmP7uBfna4bqAb6HA9QofrEHqEHqFD6Bg6hF6hY+gYeoXuoVfoHbqH7qF36CZ6h16im+gmeoneopfoLHqL3qKz6DG6hj6hS+gS+oS+oE/oDPqCvqAz6AU6g36gF+gF+oHe6wc6gN7rvQ6gjx1AD/vYxx7228Ne++23V36tV16NX+PXeDXOrJvdQCfQCXQD/UE30CNE6Bl6hI4BQwfRMXQPHvqJ7qGbMNFddBO9RYteo7foMWJ0Gvxbt7wb79Ytx9Yt18axcWxcG5fGtXFqXBqXxqnxZZwaV8aX8WVcGQfGlXFfHBgHxn1xW9wXn8VtcVt8Fk/FZ/FMPBVPxTNxQ7wbx8atcWscG4fGsXFpHBqHxqXxZFwaX8aT8WR8GRfGl3FgXBgXxoFxXBwYt8VxcVzcFm/FbfFUvBVvxVPxRjwVN8Qb8UbcEB/EnXFovBlvxqHxYxwaT8aP8WM8GQ/Gk3FhPBgPxoVxXVwYx8V1cV0cF3/FcfFW/BV/xVvxTbwVb8Q38U28ET/EG/FB/BA/xAdxQn333nXXvXfbe8fddtsx19Yx58a1cW2cG6fGufFpnBqnxqdxZXwaR8aVcWUcGffFkXFe3Bf3xXnxWZwXl8Vn8VlcFs/UefQevUbv0W30Gr1Gt9FddBv9RXfRXfQX/UR/0VH0E/1ER9FBdBRdRAfRQXQRPUMX0S/0DD1Dv9Af9Au9QX/QH/QGnQBXxCVxRFwSjxSJQ+KROCZMHBXHxFet4rH4Kg4LFs/FYfFbt/gvfov36sWHcWP8GB/Gh/Fj/Bc/xoPxX/wXD8Zz8WBcF8/Fc3FdPBbXxV/xWDwWf8VR8Vd8E0fFUfFNHBLfxA9xSBwSP8QR8UOcEEfEEXFCvFAX0od0HDg6jp6jx/UcfUaP63F9Rl/RZ/QUfUVf0VP0D32uB+k3epCOo9/oNzqODqPj6HEdRofR47qKHtdXdBVdRV/RQ/QV/UMP0UP0D91C/9GBdBsdSL/RbXQb/UZ/0W90GP1Ff9FhdBQdRlfRUXQUXUUX0VX0EF1EF9FD9As9RLfQL/QL3UJvwC9xTzwS98Q78Ug8Eu/EMfFO/BPHxDHxT3wV/8RV8VV8FVfFYXFV3BWHxWFxV/wWd8Vp8Vv8FqfFa3FTnBQvxUlxULwUL8VBcU6cOCc+iYfikzglHoqH4pT4Ke6Ji+KduChuinfinbgpXop34qX4J16Kc+Kf+CfOiavinHgoroqr4qG4Kx6Kn+KuuCt+irPimrglXolb4o54JV6JO+KM+CiuiYPimnglDoqD4pX4JF6JM+KT+CTOiC/qRbpcJ9KJdLlO1+V6jk7X6XqOPqTn6HJ9RpfrMvqMPqPL6Cm6jC7XdXS5XqTr6Dp6kW6EK+KIeCKeiCPihXqNTqPz6Dw6jb6j/+g2uo/uo9voPXrvu5N9QBfQE/QFXUGXwKFxZ9waP8aN8Wbd8m9d81u8Fu/VS3QSnUXn0Df0EdwVZ8VpcVJ8FAfFJ/FFnBKXxC/xSNwSf8QddSEdRw/S5/qNDoR761/nnfevn/3raT/72dMO19OOoMN1uI6gQ+gIuoMOoUPoDnqF7qBT6BV6hU6hd+gUOofeoXfoHHqJzqGP6CV6iT6ik+CBOCA+hwPif/gcPof/4XL4H+6Hy+FyuB/eh/PhcXgf3ofH4XJ4Hg6H6+F6OBy+h8PhcfgevofH4Xy4IB6I0+F0eCA+h+Phb3genoe/4XC4G/6G3+F3+BuOh9/hdrgbbofX4W64G16Ht+FI+BFehBfhR/gcR8Kd8CPcCadChS/hVLgVK7wJt8Lt7DgTbsfr6ngSXsejROFGuA+eg//gOTgOHLwHx8Ft2OA7uA1OgwbXwWnwuDh+g8dxFy54DB6Dz+A3+Awux2/wG1yOA+FynAcHwoFwHnyOf+AluAhegrvgIrgI7oKf4C54HD/BT/A4voLHcRp8BV/BafAXnAa3wV/wF9wGl8FtcBxcBpfBcfAa/AYHwnVwIFwI18F1cCF8BxfC6fgOvoPT8R6cjhPhPXgPToT/4ET4EP6D/+BDApIiQXrkqBGjRYoSITpkqBChQYICAfrjpw+fPXry4Lljpw6dOXLiwHnjpg2bNWrSoDljpkwemTFi8MKA+XLnpQuXLVqyYLG7YqVKHZUpUqJAeeKkCZMlSpIgOWKkCBG6IUKCzAH54aMHjx065HLguGGjBo0ZMuJiwHjhogWLFSpSoDhhogSJESJCgPjgoQOHDRoyYLhgoQKFCRIiQHjgoAGDBQoSIIA7YKAAgQECAgDopehpluQohuDX+db58bVfv3nrxm2btmzYrlmrRm2atGjQnjlrxmyZsmTIjhkrRmyYsGDAfvnqxWuXrly4btmqRWuWrFiwXrlqxWqVqlSoTpkqRWqUqFCgPnnqxGmTpkyYLlmqRGmSpEiQHjlqxGiRokSIDhkqRGiQoECA/vjpw2ePnjx47tipQ2eOnDhw3rhpw2aNmjRozpgpk0dmjBi8MGC+3HnpwmWLlixY7K5YqVJHZYqUKFCeOGnCZImSJEiOGClChG6IkCBzQH746MFjhw65HDhu2KhBY4aMuBgwXrhowWKFihQoTpgoQWKEiBAgPnjowGGDhgwYLlioQGGChAgQHjhowGCBggQI4A4YKEBggIAAAHopepolOYoh+HW+dX58La7fvHXjtk1bNmzXrFWjNk1aNGjPnDVjtkxZMmTHjBUjNkxYMGC/fPXitUtXLly3bNWiNUtWLFivXLVitUpVKlSnTJUiNUpUKFCfPHXitElTJkyXLFWiNElSJEiPHDVitEhRIkSHDBUiNEhQIEB//PThs0dPHjx37NShM0dOHDhv3LRhs0ZNGjRnzJTJIzNGDF4YMF/uvHThskVLFix2V6xUqaMyRUoUKE+cNGGyREkSJEeMFCFCN0RIkDkgP3z04LFDh1wOHDds1KAxQ0ZcDBgvXLRgsUJFChQnTJQgMUJECBAfPHTgsEFDBgwXLFSgMEFCBAgPHDRgsEBBAgRwBwwUIDBAQAAAvRQ9zZIcxRD8Ot86P7721m/eunHbpi0btmvWqlGbJi0atGfOmjFbpiwZsmPGihEbJiwYsF++evHapSsXrlu2atGaJSsWrFeuWrFapSoVqlOmSpEaJSoUqE+eOnHapCkTpkuWKlGaJCkSpEeOGjFapCgRokOGChEaJCgQoD9++vDZoycPnjt26tCZIycOnDdu2rBZoyYNmjNmyuSRGSMGLwyYL3deunDZoiULFrsrVqrUUZkiJQqUJ06aMFmiJAmSI0aKEKEbIiTIHJAfPnrw2KFDLgeOGzZq0JghIy4GjBcuWrBYoSIFihMmSpAYISIEiA8eOnDYoCEDhgsWKlCYICEChAcOGjBYoCABArgDBgoQGCAgAIBeip5mSY5iCH6db50fX2vrN2/duG3Tlg3bNWvVqE2TFg3aM2fNmC1TlgzZMWPFiA0TFgzYL1+9eO3SlQvXLVu1aM2SFQvWK1etWK1SlQrVKVOlSI0SFQrUJ0+dOG3SlAnTJUuVKE2SFAnSI0eNGC1SlAjRIUOFCA0SFAjQHz99+OzRkwfPHTt16MyREwfOGzdt2KxRkwbNGTNl8siMEYMXBsyXOy9duGzRkgWL3RUrVeqoTJESBcoTJ02YLFGSBMkRI0WI0A0REmQOyA8fPXjs0CGXA8cNGzVozJARFwPGCxctWKxQkQLFCRMlSIwQEQLEBw8dOGzQkAHDBQsVKEyQEAHCAwcNGCxQkAAB3AEDBQgMEBAAQC9FT7MkRzEEv863zo+vrdSkQXPGjAPzxUsXLlu0ZMFyxYqRIkSGCAkC5IePHo7XRECtHEeCWnmGCxUmRHjQYEECOAMEBABIz3IMP67/8uqNmzZs1qhJg6aMmC9ctmjJguWKlSpUpkiJAuWJkyZMlihJguSIkSJEhggJAuSHjx06cuC4YaMGjZm8MXhg7rps2VbqpkR50mRJkiNF6ITM/eixQw6HDRoyYrxoseJDhwgGCIz77upNGjRnzJQhM0ZMGDBfvHThskVLlilSokB54qQJkyVKkiA5YqQIkSFCggD54aMHDxs1aMzkjcGzUjclypMmS5IcKUInZO5Hjx0vWqxIcaLEiBAfdAQDBAQASDXXf3X1xk0bNmvUkGVduGzRkgXLlShQnjhpwmSJkiRIjhgpQsRHDx00ZvLG4IG567Ili52VJUmOFKHLNNJa84c8hh/X+ZGBekFv5um+xYoUJ0qMCPETIjxosCABnAECAgCkfxKoFWOTBg1DUoTIEBaE6bBRg8HcddmSxc5K3ZQoT5osSXKkCJ2QuR8Yy9nAFXCEB3AGCOD0LDHXf3H1xk0bNmvUpEFzxoyYMGC6cF1YrlihMrWg1ktIkB8+evDYoSMHDhs1aMyMwQNzl8XOSt2TJkuSFKETMnd77JDDISPGixb3RIkRIT502JDhcn3fW4parSdOlpIky0gRIosnh+NCrXZBgtP+tZWaNGPEcNlShYoTJEeM/MBxw8ZMHpi7LHVToiypReiEjDRarBgRIkOEBw0MlN/lCJIN63Vr0ps0CJQQAaKjBgwEKlbUCvctG1wtuDNztcJZgFNQoEfC9QPdrh2IdqDVgTAVt6l1gLQBlqpVVKuAMAAmRob00HGDZkyALHUmONQa4Avwq0p9ygQAr4udjg0VAIAAco+YL1yyWJkC5YhPT00emN6W3oRUGzVnrdJ0U2qj1pRGhPSBoZxQNmbwutihJFAPH2o9v52mwMSo9fxwZjgbLGslolYTrlYzS92TJGaKER3MC7X6qrXEAapWEk7FKGoNc1Q8p1buibvhSeDUumnVmqHWTUgH07uqzbVmW6dCbapkCJAeOhnNmLssTLKRHCTzyC8ekiJCfsha/00aMl9eS1jr26kV13pVq64Vp6rWrPViqnVUrbZarWpqtVCsCnsgW61aJ9RaF+U5U+tZa8VSq4Ja644SAmyttUGttX771kNzLumd6Zk5kfTK9PLOIj0yvTHnkJ6YHt451wvTA3Pi6H3p3Z01el56XU4ZPS69LSeMnpZelrNFD0vP7lTRu9Kzcp7oVenVnSR6VHpTzhA9Kb0op4celN6TU0HPSa/JCddj0ltyFugp6SU5BfSQ9I6cvZ6RXpHz7BHp0Z1kb0hPyBn2gvTmzt4D0vth+ur56PUwWfV49HaYqXo6enKmqV6OHg5zVO9Gz4YJqlejR8Ps1JvRk2Fq6sX1YpiXejB6L0xKPRe9FmakHoveCtNRT0Uvhbmoh6J3wkTUM9ErYRbqkeiNMAX1RPRCmH96IHofTD49D70OZp4eh94G005PQy+DOaeHoXfBhNOz0KtgtulR6E0w1fQk9CKYZ3oQeg/MvJ6DXgNTTI9Bb4EJpqegl8D00kPQgzO39A70DJhYegV6BEwrvQE9ASaVXoAeAFNIr9dLTSA9tHeaPXpmrzR19MjeaOLoib3QrNEDe58po9d73ITR2z1ttujl3psqerh3zRM926smifRb6s0MkXZLuZke0m2pNnNDmi3FZmJIr6XWzApptZSaKSGdlkozH6TRUmgmg/RZ6sxMkDZLmZkH0mWpMpNAmixFZgZIj6XGzDQtlhIzzXRYKswc02ApMBNMf6W+TJ72SnmZOd2V6iq9pblSXOW29FZqq8SW1kppldXSWamsUloaK4VVPktfpa5KZmmrlFWZLF2VqiqNpalSVOWw9FRqqgSWlkpJlb3SUamoUlcaKgVV3ko/pZ5KWmmnlFPZKt2UaipVpZlSTOWp9FJqqSSVVkoplaHSSamk0lMaKYVUbkofpY5KTGmjlFFZKV2UKiolpYlSROWj9FBqqGSUFkoJlYnSQamg0lAaKAVUDkr/pH5KQGmflE/ZJ92T6in1pHlSPOWd9E5qp6ST1knplHHSOamc0k0aJ4VTrknfpG5KNGmblE0JJl2TqimlpGlSNKWQ9ExqpgSSlknzyhspmXRMSSMVk+KVcWmYFEz5Iv2S3pUsUi9plzJFyiXdUppItaRZyhEpltSuBJFeSa2UHdIqaV2pIaWSTikvpFLSKCWFFEr6pIyQOkmblA5SJumSckGqJE1SCkiRpEfKXmokLVKeKZGUriTTIamQMkyDpHNlT4GkP0qd+kh7lDjlke4oa6ojlSO7pTlSHKS29EZqg7yW1khpkNTSGakMMloal8YgnaUw0hfkstRF2oJElrJIV5DFUhVpClJYiiI9Qf5KTaQlSF4piXQEmSsVkYYgbaUg0g8kq9RD2oFMlXJIN5CmUg1pBnJUiiG9QIJKLaQVyE4phXQCKSmVkEYgH6UQ0gcko9RB2oBMlDJIF5CGUgVpAnJQiiCFIwGlB1IDZJ+0QEqA1JMOSAWQd9IAKQCSTtpLUzJOiqYn6SY105Jck5LpSKJJxTQkv6Rg+pFd0p5yUku6U03apTl9skqK00tOSW1aSSjoN9Qb2QTthnIje6DbUG2kDjQbio3EgV5DrZE10GooNZIFOg2VRqZAo6HQSBPoM9QZOQJthjIjQaDLUGVkBzQZiozUgB5DjZEX0GIoMZICOgwVRkZAg6HASADoL9QXiaK9UF5kie5CdZEimgvFRX7oLdQWudFaKK2xGzoLlTVqQ2OhsMZr6CvU1UgNbYWyGqOhq1BVozM0FYpqXIaeQk2NyNBSKKmxGDoKFTUKQ0OhoMZf6CfU08gL7YRyGnOhm1BN4ys0E4ppDIVeQi2NntBKKKVxEzoJlTRiQiOhkMZK6CPU0SgJbYQyGh+hi1BFIyM0EYpoTIQeQg2NhtBCKKFxEDoIFTTmQQOhgEY76B/UzzgH7YPyGeGge1A94xg0D4pnJILeQe2MQtA6KJ0RCDoHlTP2QOOgcEYd6BvUjYgNbYOyEZOha1A1ojE0DYpGHIaeQc2IwNAyaJ7YCyWDjhF1oWJQPPEVGgYFI7JCv6B3YirUC9pFNIVyQbeIo1AtaBYRFIoFtRM7oVdQK6ImtApaJ15CqaBTREqoFDSKGAmFgj4RHaFO0CbiIpQJukTEgypBk4h1KBL0iCgFNYIWEZ+gRFA6kQk6BBUi+kCDoHNiDRQI+kOUgfpAe4gwUB7oDrEFqgOVE1WgOVAc4gn0BmpDJIHWQGmIIdAZqAzRAxqHxhA3oDDQFyIG1AXaQqyAskBXiBJQFWgK8QGKAj0hMkBNoCXEBCgJdIR4ABWBhhAJoCDQD2IA1APaQUxRDugG0UQ1oBnEEcWAXhBB1AJaIayGUkAnhNFQCWiEMBkKAX0QGkMdoA3CXygDdEHIC1WAJghpoQhQuDAWegA1ELpCC6AEwlXoAFRAiAoNgAIIS6E9NA1FoSh6hp9QEy1DTiiJjmEmVETD0BIKol84Ce0oDyGhG9VhIzSjHxZCMXpDQahFa7jn/HZ6C+ec3U5uIZxz26ktbHNmO7GFac5rp7XQ7qx2UgurnNNOaaGUM9oJLXxyPjudhUzOZiezMMm57FQWGjmTnchCuvPYaSwMchY7iYU/zmGnsHDHGewEFuY4f52+Qhtnr5NXOOPcdeoKYZy5Tlxhi/PWaStUcdY6aYUjzlmnrBDEGeuEFXY4X52uQgtnq5NVOOFcdaoKIZypTlRhg/PUaSpMcJY6SYUHzlGnqJDAGeoEFQY4P52eQvTsdHIKy3PTqSkUz0wnplCfl05LIT4rnZTCek46JYHZzkgnJNDa+eh0BE47G52MQGjnolMR2OxMdCIClZ2HTkPgsbPQSQh8dQ46BYGszkAnIJDQ+ef0A/I5+5x8wDrnnlMPKOfMc+IBj5x3TjsgjLPOSQfscM455YAazjgnHBDC+eZ0Ax4425xsQPRcc6oB+5nmRPNhO8+cZr5qZ5kz7xN2kjnHfL9OMSfeh+sMc4L5Yp1fzrvP1Onl7PKNOrmcWz5Mp5Yzy1fpxHLafYrOK6eVT9BZ5az79JxUzilfm1PKGeVTc0I5n3xcTidnky/LyeRUciY5j5xGTiIn3SnkDHICOX+cPs4eZ4+Tx8nj3HHuOHWcOk65U+7Mcd44bZw0zhln3BnjfHG6OFmcK84UJ4rTxFniHHGKOEGcH84OJ4dzw6nh1HBmODOcGE4M54XzwmnhtHBWOCucFE4K54RzwinhlHBGOCOcEE4I54PzwengdHA2OBucDE4G54IzwYngPHAaOAmcA84AJ4AzPdHTPMtzPMUTPL+Tn/vUZz7z+eef97znN/Ob6c30ZnYzu5ncTG7mNnObqc3UZmYzsZnXzGumNdOaWc2sZlIzqZnTzGmmNFOaGc2MZkIzoZnPzGemM9OZ2cxsZjIzl5nKTGVmMjOZicxEZh4zj5nGTGNmMbOYScwkZg4zh5nCTGFmMDOYCcwEZv4ye5m8TF7mLnOXqcvUZeYyc5m4TFzmLfOWacu0ZdYya5m0TFrmLHOWKcuUZcYyY5mwTFjmK/OV6cp0ZbYyV5mqTFTmKbOUScoUZYYyP5meTE7mJjOTicm0ZFYyJ5mSTEjmI7ORychUZCYyD5mGTELmIDOQCcj0Y/Yx95h6TDzmHbOOSceUY8Yx35huTDbmGjONicY0Y5YxyZhjTDwzjPnFvDO7mFxMLWYW0868YlYx68wpphQzignFhGI+MZ+YTswmJhOTibnEXGIqMZOYSEwk5hHziGnELGISMYmYdCadOcQMYs6ZP0wfJg9zhyln5jBvmDZMGuYMM86MYb4wXZgszBVmChOFacIsYY4wRZggzA9mB5ODqcHMYF4wLZgUzAlmBBOC6cBsYC4wFZgITDjTgFnAHGAKMAGYPRM1T7M0SVM0Q/Mzu7lNbb6JzWta05rfym4lt1Jbma28VlorqZXTymgltNJZ2axcViorkZXHymIlsVJYGaz8VfoqeZW7ylwlrtJWWaucVcoqY5WwSljlq/JV6apkVa4qU5WoSlNlqXJUKaoEVX4qO5WcSk1lpvJSaamkVE4qI5WQSkdlo3JRqahEVB4qC5WESkFloPJP6afkU+4p85R4SjtlnXJOKaeEU74p25RsSjVlmvJMaaYsU+aVeSWZkkw5phxTiinFlHglXhmm/FLelV7KLmWXkkvJpdxSbim1lFrKLGWWEktpV14pr5RWSitllbJKWVfWlVRKKuWUMkoJpXxSOimdlE3KJiWTkkm5pFxSKimVlElKJOWR8khppDRSFimLlERKIiVdSVcOKYOUc+WP0kfZo+RR8ih3lDtKHaWOUq6UK3OUOUocpY2yRjmjlFHGKGGULsoW5YpSRYmiPFGWKEmUIsoQ5YfSQ8mh3FBmKDGUFsoK5YRSQgmhfFA2KBmUCsoEJYISroQrD5QHSgOlgbJAWaAkUBIoB5QBSgBlWqKlWZblWIolWH4lL3eZyy9vaclvpDeSG7mNzEZiI62R1chppDQSGvmMbEYyI5WRychjpDGSGDmMDEYCI32RvchdpC4SF3mLrEXSImeRskhZZCwyFgmLhEW+Il+RrkhXZCtyFamKREWeIkuRpEhRZCjyE+mJ5ERuIjWRmchMJCYSE3mJvERaIi2RlchKJCWSEjmJjERCIh2RjchFpCISEXmILEQSIgWRgcg/pB+SD7mHzEPiIe2Qdcg5pBwSDvmGbEOyIdWQacgzpBmyDJlH5pFkSDLkGHIMKYYUQ+KReGQYMgwJhrwjvZBcyC1kFhILeYW0QtaRVEgpZBTyCemEZEIuIZWQScgkJBISCXmEPEIaIY2QRcgiJBGSCElHDiGFkELIIGQQco6cI4GQQMgf5A/SB8mD3EHKkTnIG6QNkgY5g5RBxpFxZAwyBgmDhEG+IF+QLkgXZAtyBamCREGeIEuQJEgRZAjyA+mB5EBuIDOQGEgLZAVyAimBhEA+IB2QDcgGJAOSAbmAXEAqIBWQCcgEJAISjjxAHiANkAbIAmQBkgBJgBxADiAFkALIAGSPTMmTNEmSHMmQBMlOclKTmXwSk5i85CUtaclv47fR28ht3DZmG7GN1sZq47RR2ghtfDY2G5mNysZk47HR2EhsHDYGG4GNvsZe465R14hrvDXaGmuNAYf3qHNgzQJgBAlCgBACAACYNgDT7IBCSrEiAuAAE0DBRAACIMBiv/9/CASQvz/+/fL3x79f/v7498vfH/9+eWu/waYNrTbYtKHVBps2tNpg04ZWG2za0GqD/dYW6H7IaSPLDTltZLkhp40sN+S0keWGnDay3MAet4TcbLDVgpsNtlpws8FWC2422GrBzQZbLbiJfkHOJrqZaMtENxNtmehmoi0T3Uy0ZaKbibZMHL/duC5bBW/MOASb82OO2S/35ZA+ckGxjcuECcqhPr57KCHDhUMoV7mAN+Yd5/dqqWvdeqr5Wfv6TJOlEXYjK9CC/YhDw8DI2kuv1eLYnj/XZgemh7BfhoswVtLcg48VjNoJjmiclUkW4vlPrx0Z3kDLVng/7zQN4/HVteuB3t9pildjwo70ZNzEr+hN58w8vt2cXkicfdseKzqi2eJf7rK2fmz3UDLXLyNzPl2+S3O/meg7AN3kbriLl+CcEf378Jo8btPHoG3dYn9+LyYT/ZUhRmjHNy3xGTj5X+xgY2JyfJo0C2tOPyh/dfl1cnBBdCfUCP2p2fWFh8AFCivzEIeDi5tGhnjNi2QBb9nIvHZryncuK9Ao8NO/ws7UulgR/eXWJcX1uZpvoWKfSKz3mvCnISfQDYO/gcvkulp9+ZJ5LeUaQoFcNfawPreifqct4A6a3u1Vk4+pPwUI+yKVMzRWLOJ4nXHgAvSxVr2gWaNKpDWUPk3xz0AbZ99JOu9bQXGZ5xzwl4V9xPDU4AzQu2oumDK6r5hQ9Hb0uvVGv7nf9v9E5ynRkK2J2zlrOp+ivnx5uvRi8B2Odh4E/kfxzw4Knyif0OiVZ6lWxTt8kjnXJjk1kdcmMJKNkmNm8r2FSF/fviM4n1W5Z3Cws3A8nK9I/wXnNxBDg8uBc5alGnHIDmyhOVWinNEoYZ4cuIAaywXY0DGhC7iAxnUuoDuIZbmALrIXgZ/5/sALQfYDfSKSkh/QBY0+kCcHAHQBOkBo+QNd/AP9jIsf8Ltn1zx087+Zrjq0/DyGHosa/hatKs4N7bZ0Fls0W62aldbNPivz1TKrdwKR3fGyY3h2CWNnQi3dDuSybuQqGuKEO50TnRyy0JwQTTleUbnZ0ONJJShGiiKEAkShv8q8mFECfTErv7WEpqxCO/bQ21D4Qq5oThAqtUIfOZwfuvBv5BN9v/F3uRJvi/bCswiXoIs10f3MbC0ex7roMvrdRxfvQPqaadV0GlHx5n6ntIQ6WnrIxWuSftpu6fZ09ypnsbjeX5DJOse4Db3g2urib579M8UxqW8ZFuWfFqh0szG5F+tZBHbjKixmQbAVt6ATK1lO13bMWdumYnhSXimV65gQRzeaM5po1XhOaeakGVBqpuHNKMzmcgJ/GRK8mG/AtVhXdLBrEVgUrbBlQbAiuqD3K273WlDpVNRQCNVhoS489FARJjp7PCtdpNAUw6XM2++JxWg+Gv1XiL8/RF1vK9NiGGhQ+e1ktPjDZy0GUkcHhX9Uuv+M8H6yXDqSYEVPF9WQxVHB6eJ/1RKdMXVFTT8uuNF+93+NLVcX09JydYFOLhe/aXW5usbWmKsfZJC5+E2bzNU1Nstc/SDLzMVvGmeu/vF95uoCTzRXv8lKc/GPDTVXFzjvXP6mbefqGjvyXPygnefqMk09V/+YtefiBw0+V7/J5nPxj2efC3/gdNLwLeOF6vIH5yn/C6P///9aAAAAAQAAAF5LAAAIiwEAKLUv/aAIiwEAlVoCeqrBYi8QcNwAMMwoHAbzo3bYrypDPxE7rEtIphF/rCqAFGpQEaCUBA0oIgKAiFUo+L/3Ac8F7gVaBiE0p/6gPWgOelNrag0ag87UF7QFXUFb6kpNqSV1pH7UjnqCZtSKOlEfakNdSDgoKCFCIIQHgA7+Gmg/zacZ6AVaT+PpO12n6bScVqDh9Jt20wh0G9uaWhra2QEzcRlZWIO1mA7TX9pLG9BcektraSx9pas0lZbSUfpJO2kmvaSTNJImoI00kR7SQRpI++gezbMzQIBOjsbRN9pGA9A0Wuv/3z/zZZ7Mi/kw/+W9PJff8lkey/f+la/yVH7KS3ko/+Sb/PmZ/JLf1VWSBEnuESO4RYgMEfJB/sffvu3XPo+nfdnf8bD/+q7f+uPX8TlYcazesFGDxgwZMVRh/Itv8Sxexaf+6ad401IUJ0hHX/RB38SXeM8f8SI+xHP+h/fwHH7zNV/DY/jMv/AWvsJbfuVTvuRH/uM7/oRnfMVP/MM3fMIffAkf4SH8g3fwf+/3fc/g917v8/7u7Z7u517Bx/3bJ3gE3/Zpa7/2as/2Z2Zv9mh/4MVkT/ZlH/6wsR97sQd/l9d7/deD/VaBL/Bcb+Czrv7qtR5LSuqnnH6K6quint4J6qG+6q2eqembXumXBgzg6cn5HQGv8z45RERCL5T0SEmfVPRHBHp+PueLfoDeqOiHPqjogx7ocf4mwN+8zQP4XfP7aRyMmwkjpswY7WX06/8sWHxLFy9YnAsWLZ7Ff/3dzbx2LF7cCxj/4mUci/+a8TNm3IyTcTF+xYpbcV/vdd4pPsWrOBV/AsWheBSX4mcn7sTN3sR1d33XlzgTz03iSRyJK3EgsA5b9tuyl1u9ttVbx85j7GOy9yA72dVtXd311X+8+musC4n12B0+ZIfvkHUisi4760VmfZbWcWmd1ocb8eE+/IgHcRyszuo5XIfbqOE1fNVvuIwYHsNp+AxPNeEmSvhpCS9BwktJOAkRfkKEixjhKEb4CE839XTPT0f99E9QXwHqoKHOItRDRb2FqIuOuotRHyX1F6ROmsJhpPAUruoqvDOEh3BOB+EdPvgH5+AefMOmb7oG1/QMmZ7pGBzTLyt4Bb/gFtyy0iudglN64aEbHvoho6TkYmSkoismOmSiJ/rjI6IjeqMb+qSjO/qiT3BCQRf0QZfgEQI90CH4g709QAd0Pz8HfH8MnIE78D7Hu/M7z8tzPb0FvsD3vIGDwx72AwfInEzsYB8bO9DVdbXW5m1uZqbgwJmjoYmpYfnW1leBKreyyrp6S+AJHA4OgSNge3qKkpJqgnInObk5Ori6OgVeYA7mXT7mZy4mluZpbuZrX2H+5VyeVeVVU01vHudw7uZlZXZu52FhBtyAazmVLyV5kjO5kpEfGRkROZELCQ35kBcVEXACjuRH3hME1OM9QP6z4zs8PoDHedzHg1wAjuO4jk4AD+A5fuM0AByA17iN6+3b3d8pnHcmzekwxGDg39kY5ovyvpGzE15Vtcw784rp84RcBGxDTK9Ui2mkpubsYd828w6He8+2CI+x0jGizSZhgMJQvnTKxRFDhaI+SZ1MnUyddA+fjilflsvlsmur2LLJiuyLLpYyx52qSBCo4sQ+sbIbH2jLerNwAcIQi+li+PQYzhBTxYrFpBLKqXvEl9jV1RVVQAGucmUSFUtOFiZMTiC1KipDQEos4/3TSZGLs0SLwG4kAiV+jrluJhIC9AddKY9Of3FTIAyL+vaivMNjKC7Cqkhyw6uoNMI0vg5B8FFxQPNEnYzMzEFHqTp5e/vjMITgjz0sDRrxRDSSg7yRORlYYcIKaaGpQ3AMhcN/ejvGiVrq21a4S0yvt9BXV3WXlgaYGDIYefD42D6J5kcHJcykuN2ieNNjDJMcwUsySUQqRxSVINV1yzvDmMv3A9yVCVdGFadA1HIP/zSSTRd7eqYYcgBDAbi7K4svHRVIlEw39ScKN2FTRRWHe0MIOsqusNkEj8mGpkJtHRtl4dWmMuUoJtlLLIgwpk+i6aUTUl25f5uO+77A8y4UNvf7+2vG3eMCLsNneA0vw/qru8K6q5P9hbeAscJTWXiqq/AUjmrqqH7qoT7qgdNHOZ2zVAQKEqQjOp3URTtBgILo4KBuogMHN+GfHDb900tsbvAS7rlB0z09hKYGD+EfNPgHz+AXPBPT0i8r+KVbcEqnMDnBHSMIuqNDChY6pEsWHh4aeqShGxISSpAAwRl9EcIDX3TFB4Cu6ImADjzRER38OaIP/jXwQQ9s4IHu5wx8r8/3nM/1HG+Bndf5nct53JzHuQJP4G5w7uZvjsDZ2pzN11zN09A8zc/czMsOeJmLwWEwF/tyMQ/zLvfici834BTV5FRuZeXkTn519eRPjoUF5VCupSXlUlNe5VNTWZ5lJDTkQ07kRQ7ks+M7zuM9nnPjNwE8gAtwHK+xcRuncQDa39+171INHmpssI3aE76+WMApTN1NbSAhwSlsYe1q886kyM0By5aRa0tzcnf/RB/DbOLBOod79wASiIdOSmMvr4+vj6+PUADcoQC8Pnr5snzp5Uvxpbv48snFUVEtXEA5CkRfLKY6ovydPa2A/dNbd3fw05hyrptdy2MuB45jshxi47ryb3k8IevHdexhqNd1nMKMAmpqCxdjHTx6kq68RpXL4/ESZ1aqq6srlIcCXGPxuJQUUzwO1VXE4qjJUlMVaO4+5sQ6u7ub2nio4XRCA9TrI9icVRXVlFQU1JNTE9OSUhLSEQGjIqIhoSCgH58enp0BAnRycALc2NQAoNn6f8+YKUNmjJgwYL546cJli5YsWHx7r1ipQoV3ipQoUJ44aXI2M1myq6skCZLcI0ZwixAZIiQIkB+3Pmxre/CgnZXdEQv7WnZtJY915GDFsXrDRg0aM2TEUIXxwkULFitUpKKepjAtRXGCdFQ0FNTEZwlPEiNEdIbgBPHBQwcOmxs0NWTAkIl5wcJlBUsKlZSTkpGQj46NExgXFRMRDw0LCQcFJUQIhPAA0MFfA78+PgZ7C/Ty8O7s6ujm5BTEwb0lcEPQxramloZ2dsBMXEYWBo+JhYF9eXUZ4CqwpZWFdWVVRTUlFQX15NTEtKSUhHREwKiIaEgoCOjHp4dnZ4AAnRycADc2NQBotn5fSzszKwuPhX11cW1lXVVNRT01LSUdGREJ+QONCfOly5YsvleICAFya9uDVjb21ZWsg3W1xYrUU1MUpKKgn54jOjk/dGBURDQkFIwAwa1tLU0n7KuLayvrqmoq6qlpKenIiEgIyIdngA7OTQ2NptHbx3Tx5XUS9IMHBwwVwmhkYAWsoFwrDfExW45bLAxssKAOrsoJyX/oiQtqXNsWkc67e427+7agc+zLXUGvbstNQdfYlZtSy9iTW1LD2JEbUrfYj9tRq9iNe4I+3Yx7UZduxZ2oSTfiPtSh23AX6s9NuAc1iS24JejOHWEHahAbwn6gO2zA7UBv2H+7gc6w/Xafxtx8m4G+3Ht7gaaw9Xaentx4+05Dbrtdpxs33Z7Ti1tuK9CIO27D6b79thPove22Eei83bbZtN1e22p6bqdtNB23z/YBnWCbbbEe22WbTIPt8Abrrj22xXSBHbbBdNb+2l7aandtA3pqc+0CGmpvbS3dtLM2llbaV9tKH+2qTaWL9tSW0kI7akPpn/20nXSA3bSZdM1e2kp676SNpH0fbQJvZhvtoh+zifbQg9lCO+i7bKD981q2z+55382zd97KHrAFPO/W2TkfZePsAO9k32ybN++aDeCBbJq938fW+7/Hdv37s/qMNvOxuowm82U9Rot5sg6jwbwL/UV7+RW6i+byqHqL1vKhOovG8p/aV/c+CX1FW/lOXUVTeRCaV0/5DlqKjvIbNBT95DNoJ7rJY+qzNv+lZqKXPAW9q3V/UivRSR5SI9G536iPaCO/qHF1kUfURPSQL9RCdJAX1ED0jw/Ut9rHA2pbXfsNdA/N4/k0rZ79BVpW73g8Hathv06/6vLLaVfd+nCarMfvpnVoVo1D39A2NA09Q8fQqvqFdqFZ6BU6VaPqFNpUo9An9KgW1aDahC6hPfUILUIHiT84WPiFHyGChJfwDhw8+Aff19fgG/zeHoNn8Hd3eZ/3c3N1X/dvbwpewbe1JUBDQ/AIvqwsHBYTE7/4x8bA4LRPezKyszO3d3s2triPezg4uZd7Ojq7t3s8PL3X+wUL+J7v/fz+/u8BASE8hA8MFHzBJyQ0fMM/PFR8xWdkbPzGh4SM/MifnKz8yre0vPzLx8S8oEHpj44IDA39/AR90O/s9OTU1OwN4AH476+TeSdD5ssXMVt8fbW4Fq9SJUoUKk7FmzTZ3X3iT/zIEbObHRe3SBEiRIwYUeJKPDdXV/d8liKF13ndipUrWLBk4cKlCxgfE6ZMGfczWtM8zdvY4ODovM7z8AwAAkJiYnp6mpqK+qjPyjJgwMtr67ceDIzruT4s7OsL67G+q0tLS+qlnooKCurIBQd90AkJDQ0RERUVGRknNDY+PkI6pEdGSrqkT05SOqVXVlJwCm55aeFCJgbH4BkyaGpubnbo8OEDJ2dn54gRnp6fn6CgoqKkpCdQlHqpm5qenqI6qqemqnAVvmJFixYuXqiqxpAxw4YNGzf8hq+usubQQSa3urqWY2N3yNL2qPXa29sfQnyI6+3baWpubnBwcnQEDODx8fkBEiIq8iI3MiJwhORInpSk5Eq+tMTkTN7U9PQUFTU1RVVVZXWFlZWltVWAq6vLy7386yssbGwMHC4rE7vYzczOztLUXM3X1tja3Nze3uLi5OTo6Ors8PDy+Pj8/P7+AAEhQAj0QI/gEspQdbW2Y1tbKscSNBjzwJQzBmQMBBiIJgP4jbQUrKkTBVbVQaQMTmLbSwOnBElswBWMD0IrHVoWAQW4dIBqRx0qwlp1AGlxNrZp8mTcVds0PnxANv5EbByXkZbE4ypYYzoVHkpxr0zsgQPZnuPQaSwI3gBGyJqaNFO+FEmQsYVS1iOnwAE8w3glx8Dc0eVBQh6DHShiZsQsGTYfHxqQg6RugXViA4nQFI4kGGQzVaELQkootHWkWoKQeXOthHgCZkUBTWai4pUmQbK6sh6TE8LEIrMMZ6oWzFu3AvxKs8Ghvz9gyVIxWO0JHRjJwxX4wXdjTnAMju3m0Y5hUbQEC9Adg7fMDMF+f7pgDrMbDCNxALiICypisJkpBYJcL2AxCZeteaki+yvtrYBZw1srpdzGPE0dJi+hUJ4uhaeMjI+UCG0K4U7ookO/cMdfQ0I8Td0EQ2S5q5EzUsYMJGdNaUwtUGGkRvZsnAGMUXVIlG2xyJIl0Pj06JM1FZHL6whY7c+YNsxcrBeq0Rram5vu2BcNzxbFVLmvRi5Zh4bnkFk4Hp00ha+QZCfd3A0MOiB9eBzzIocP0NA1osUVycdGZRhC8p2GOiagDshl1KxUOFshJ7oF8HGFjAyGy5I3kZzZ2WsO3MKgZ23SZ0wOwSBsyeCZFlWDi4yd5NFbBEnMO8qggA0JpDIks7iRBBf3jAAJtncRwJBtUIEBpO9A1IcrZ4J85HI4AW2IUzItGVeQc+QeGFBbOQXltrT98JYhCymdUaOygoNNmi1idORcxS8rKNAgrl6ydnFB3k1iI0pWEZk2KimLgXyWrcI56JY7at5K5oUu+QlUBMwZvAUY5JGfaDlAxtcHwUXdaXDdNePX3xjhGnXY1MyQeeHSsnIy8rER8M+Pb08Pz05nzIl2j6AWOHoKs+WKlBanpGFAPjw5XeZLFlNRT87NTMtIRsMIf19bVU9JhYKBgA34yLa/mR/zYL7La3nft8IbxYl5N8mRIkJ+2PKQhXUds96gQdq3pxfo5eHd2dXRzckpiEvgppSEdETAqIhoSCgI6AcnwI1NjQYAxEeP2dgy+YUL1NMUbGpqB9IOnLGdPduvjYXDxMDgsi978YffC+zBeHyCgoigpn7qlZSYnv4JamcHqGdoqClK53FwAgAJyKn5rS0ANzRYWq9VQEnJ6I2KPuqHhpAeyempqr7qpaSs3gprwIAjnSwD3/Q1/69f/83v/3mfB+L5ow96Ap+UpMR05owZN/Puv2HKOBkyZ/yMj3ExWrQ4ly9Wqmzp4utXer3XfX2l8Dph4k38DASIDwniQ4x4ENwiS5Ao8R8eJMit37qtLREiQlzIkSVLcj3Xg7gRT+K6ukuUOC2PWp/d4bE0aNzA4aysNXK0jn1cA1YHedUGrK+qegyXoVrDW2EDq6SioJ+elpWTkY+NjHtERK+rEPUAvenMguA0nZ5lbGxW/fn41olzZRU9wgWS4bLN3bUYPUTDalc91qx6hUbVpvqEFtUmdKU21IM6gsbTdVoOVxfRW5qIBvLj1odtbQ8etLOyO3SsftVl3arJWofOoXHoVX3DRg0aM2TEUIXxwkULFaelpKGfJEaI6AzBCeKDhw4bNDVkwJCJecHCZQVLTUFT6kktGQn56Ng4gVEvungYMGKwWOHqOh636nhW1hs3cMz4Gqr/wkX5X208DRoyXvXzE3T0Q0NBgCjxJEhsvqZmBkxMDKSPAoVpaamG37CBw+mnpqJ+CgoVLlyAhKx8fPTQ+I6epKKdjL+4iPiIhn1/Dx4UOvgGe4ET+p4BhI8Q4e0NLsG75eXR2d3pvd0vkJsz+wMHztDIyMRla2ph8IPPXvxqz8bW9gjCqqjAqKYe7L+mpP7rvaSioqC+6w1APT05OTV9gd9qYvqt12Jaeq3PWlL6rMdSSvqwtxK7+qM3IvA6n1NE9DmPQzQ0JCQUFAT0Nl8D9PM1D+DHh8anp4fn92uendf/O///7gP813/HOBkqVoz4kSNKrmDB4lvLwyzGe3vBOBivUoWXl4tzcShQnjyR4lL8fG6yq6ubm4uLW6RID+/hQoTQOq0PGdLFzeYv/iWM2zoTJrd+60gcSBjv4lu2mN3sWXyK74iNlXXZspfHPoYBQ0XqaQrTUhQnSEdFQ0FNfJbwJDFCRGeID85h0zcxOCamBUVNzQwXGiUdElKD46XkpE9iUNywQYMzuqVX+uTjpV96pFMiHhoWEgoKSnAJEP7+/Pz4+Pb29PTw8Ozs6Ojk5OLi3t7c3Nra1jwNzUzMZQA8Jhb2taWVhXVlVUU1JRUF9eTUxLSklIR0RMCoiGhICOjHh0dHBwfnRvt+d9ddXkFcy7xQoSrj9cxHKuH4c4DbF3nEoRHV4KIMZdAqngq8DHh0m4hR4h6zzuaz+Ww+m8/ms/lspl1xNp/NZ/PZfDafzWfz2Xw2064IlUAElfSGxapoCQVisVhcpkJoR8ZlWXkuNapcVpaaQICHy3KSkRgEeaMxZA+Etw9IG3SLXvywcqCocIbyMiQMyscWePSBa/8iZzeZkEg2H2fS4oJpgJI5m89mD5y9o4CytnMJgKjBns1n89lsS8s7Du0wRxvGCmO252w+m8/ms/lsfq3SItYMAiNyrEliaQFtk3A5lYRvaLDi4yyaaIK1AvS5bLJPTMTPTobYkpwypGAOVRuImdKFCxiuKtqK/JzNZVcpuPBoWSamL+RalbP5bPai6aKpC8haJZkhloyOs3MmnR25hiZkn5WFGmbKc0xm89YiBbiwtIqDzdIl+1sj+7e7o0zb5I+UJILf2L8YFNz0XtvaLltFYGaBW3NLMdyGSLyiqU1MMhZz0ySckriLoXbIBCtolx5AuqtVcJu6IBadeAcuXxyLaCXRyDi8WAzb6IkyHsGZBv5dpeLjKdi7sRYW0PgM78HYARbecYZWm/CuX4SwEtm1cK6nZZhIkyfi8G2OxvIM8tktBivh2a8BYfKjjThMQ3QGWQipJYwUqiqGCBE1C8NJhKQMc1MD+dwikAIZsOcxIJt3e+0E7ID00mO5gpO8BHLHmJYlRABGyJNEyEkyO5tQOPm7M3XXLysKybg/cOGcClvkH2K95FmgIvI4drU8ozAVbBf0roGrBy5RWi2oFZJdfs5VsFQlC45pC/ApPj+hhMQiKxi1ExrsIQWbnBC5SP5S4kAr964sya+rBNMyWSlIwl2lVgCrLXpQZ/KNKh9mAyLiAGD48k7PyDc6oZlYX5yywtTMGIyn/EooPRwcG5VR1iqjHMfmSELmNwgDLHuoQayAQGtZSJJobNqkgYzNyQWwFSJMmHjCrErGzAneRvB9wosw7F0vKiYiHhrqQr8+PgZvYfCYWBjYl1eXAa4CW1pZWFdWVVRTUlFQT05NTDRbv3btv2fMlCEzRkwYMF+8dOGyRUsWLL69V6xUocI7RUoUKE+cNDmbl/xuECA/bn3Y1vbgQTsruyMW9rXs2koes1hx4TlwyPAZHgSIzd98EiQ+/IcHBe38zh8dHfEj/sSJz/98UlITb+JFRUt8iQ8NFfEi3tMzBKeH9/AdOmz4Da+piSHTQgUKT+EpKSVf8h8fHd/xFxcn/IRHREz8n3iopDQO6dICggoISAgIBAEFA/cZBgRJFodpUqttlAhpw8CBgQCA83gAAIQLQ3D6DPAIAY4ASAAAAmQDABAA2O5Dfu9zyBUR7RVNj4At7l36MLX2+yzkasdk1kP+K0dcmY1AVq7FLusDYgYXXJm1nxbvOw29uoLKte1eN8doB6QxQbVjBbHBGsaJv1KYQ1x3YsMwpGnk+oosVlkJs4dVkoGtUiWIzUdXznQjCZOI8eP+9qzFua3o3O8ZloxK6xHQ1pRQSf9Xx6bTl7qCIxXF4lm2t54eFxgmDJ3OLvAXO4iF1dDZvwU/e5iqD5R2QYl+UPATCklcocxmKH+HKhyipktUnOAo6hD5RJlXlIPcoipAflGT2OaXUbg30fnzjLKQf9zk3y8bo3wPjqBLNjiwUyr+leQLM41u2CVrV1Hj21QHL4FskGx78GwKdlBBu/pxWo8srxLAy6GETaQR5iQX+K3AlT0lsoMCW6XUcQNqpkslyLqjof2d1KMYqaU0OrM2XZ4+YadHxsaSo7zJ+8SkdM0UxX1NzZyhbkXSpNjpiv+VqwKrrFIoS21lDoiVj81qxzf+tr5kq2PVNsFZO+kSNtkk1vWgEipYmJaHslIR6qnZf/x5yuGcku5tW/uTtGBmrWAqxwCOp5jYCdU4ZY5OLl13mZoyZRWBTqairxQaGcua9ga1r4IoKn8JuRmdXJZDKG75rQ6qc0P/bMK4SMbNk2FXOLDOhBTZSTNhQmrA9DjxGNK+zqm3Evb48CHQ5i2pKT88YH+wI/YIzE9NiAkurP8f9ojjOuKaFBG41/sv/leIMfuru4y8auL/RqqAYbDu48tdwa7cSgkVzxX9+cWiezntph5dsLrT+/FnY9ZHbs9US7bqbE2KP0pU5L/p9OpEbDCCTm5HDNmG0EDADwUcBMzTFK24fVc0ofE7LqdqT/DEubAftFLWxzR9QvsyMclMd5gmY5ISZGi6CcrJ5ZHm4doFz73l8RRt5hPftYjxL21EPP4sAgSlLgNG6A7kZxbmmAKr7mHHH5Y3gKsOLLDvFaK0hq8rFAz/VrekOq1SOPxY3bjzroolqoL4qhCWKhO/VD4uVPUc652ae4vXlD+l/qXGoemUwm4BHil2jXVH4UPbL8remh9R+tLSC2XvlBfUb9EYoGCjbMInsiWtRy/XB10TMymoIxo4N0VFxZEl+6ahLmlxHHNLmjTeTEL/w4bK2ES5KSbEsnQgWnKLAZ4pyZ+iQOnRmaRJYw9mSVTBTuvD1fKeH/l/3bKnW96FW4VlW3MkW1sLtkSLtQCdaiEv0zJGpOVqoFVgnjW1adZqYZZgURY4SRZi5VimxFgODbGqmmGNmmAtEmCJE18BU3qF9OzK4OjKq8FVKbnV4NRqtVmJqp7Aag6sOFgITM20KjysQr+DUdWUjtOpzpWqk5QPYFayT9m16o5TM7VUAvLopCikhEKKvJraKK5KropqTYYeqsViK6GSE1IDxVB+9RMElNE9KaeG4gl1CbVOr8qucmqRGH1Tzc4bQbLrSjVNzHGwuSuTxbKA5AcVkzUaJpf6pULqpSktl3a6JeGyBNyshDJWEltHMiUFV1YnAdV2uLdSW6tg/MtW2msuf026aEG2tT3Nq3cL+5VGHnc7n1hbQHpEmUC3Mlra0OgeqpvcPdaKQ4ZJe9smvSHaL2mjdNxZLYk5Iyfli7imFTRC7dyTTvW0Z31sqI6A2WZN1qDYxussZoRphayJXa0YgO0dxF5am0x4rHYa7+gT38gbYglNUSyX3JkjrSOWRY8M2geluUU27/ZCDEpeW+7kye7+G9Nkfl6ywPHPZAOWLWsDfWHjjO3oN13RjZtFo7lVJp3k2FJm7eYmpye0gGLihxtvto+zO76eCuyMoktrPMbR3a54kot9ozrUEoNLxr/cNfsGZEt84l3jm0eZkWcw6JtfvYph58xNOsY55kITOODqOLJX7nw3hj8ycrj5CI9uCqiBZ1IkHKbotpAccbRjuUGCWBA8Bdg6Rk8pKaFRDOLc8H8h5TJYZNj7dXKjRnTjlNI5zOi2kEQklxjnMVrZYouEuDjIW0aIkyxxxWhONRPGpdzc1L+Z6NXofoX14bm/zXZKukgyyzvBsQh8jzTZSbULWiONqYI5e8p3zPZBFfa/qwnByRBklD8cQs17d5DcyYVF1u7O2re1GUa52yHgvL0a7K4YU66mGyo3iRkSQNvqJ9DypzQOuTWCsXxiSLu+hnxNR1BqEtsnAPWHL5ePM532bUXY4O8OVlNhC9yMiNj+crTZBoja0LmXyaRtqSzjv9GUiV6nYuj9A7BosM3TbdHG2nlWaGDnTPZnWlizTdfb7mnt96q27USd3H/rPpbtqulM6f3HQJPLyLTUOzxKw2LZ5mi2yj1Ew0rpE/Tukxqftoya107bjvQg7zWGpg53ID7yW8CKZq1tubQh4eqUSdjeV0f2UlknvdEC2oDLw9uN3/Rnf0BLJyCdfO91mSZ/3TZ2S/q3QU1Xk5F3yk0WdvNikxCTQnjz2KrGmhRZx3zLJmFtsHQMed9kZ8LnGrvjn3ewzUZa4DIocvtniuZqyAhPe1PzEEvfD6831pxU1ukeAd/1MGNfBMjVCHja74xFdMXoRsrc/5rG3rKjRQRvrhyCe2vI/h538jfPtzB1HM02/Ca5r4ApTt9H9pwzp8N+H4KzV+uE55kyxi/X6cx+j2I8iLCltqlgQu+RjOPvc7z7L0OMCS9OjhW1jpJDQE+9LcOc4zTtQ919n+uxiWQbK2WkhrJK2co1NVek5Gig9N1Uo+mS5K7nhRkQy/1v2AzzCL+aMWmFL7dTFdvF7XiztkjCTgnWmzqPTTRzEplhyLmYI5YewkYyweJ1/Biabe0dfAanBvtH7qM5Xk6dNYRpFkaPOrcGI0brEP6nbowCmwkGOq/OZhTpTLVgejIvJRZgYolUshm50nqvqXdEL7Njm3n/i9e4C2XSzW0LfF444xfM1dXab7r7pnkT+FqM35Gzz9HdJGL/zsEQrYvljUy6Cd/GKdxNOxIdfIuPjzkiiI3+cgiFcpLiETQ/c2qZd++/glMMHSPiKOda5XDQrbUReSxMivitHwgyzf0f/nEUhN4Ok23EayPQhsAWS/Xff6CxttVGGgxn7WAdWD6A21eknK3Qq2F/cEaJ5FIgM0IqWV8HXocMHrVF4I9HmBc6qhfmFUZby8WJvvyNVY0E196qwil14VnxY6NWPQo5aHzJU5BGWycrcL33ii2uIUe2HeEkUwYsTcFo/0WM/uh2wDaHFFFGspT+0RE41U6oFvceYmgXqCFOh8TmLMmDLCyHSINTmot4dnubl0eFGApFTxHs3mS0f0xz4kU/Lb1o6OB9MRLt1qu8bFlltC07jVphFW3qBpOR/iA3s0wvbC0bmBoxjWOZQDkm1Th7Hqbhx2lW3GcKBkuY6Gh/Zgltp+IBA9oakKF11XS7/CqNDV34D6+TyPhE7JoK3j/zChee2fS84s5NQNTcmDjfEKSnZxzZdgFrwTTjpGFtIEi/+/uyRj2dl9G27DRqhVU2rYadwnAi72v5XyMBbs6sxLf8RqmsG+Ei9ACPi/KaMffj25HwuRWakGF2cu0WV9Re229AW2doIPMbq1g2Agw8ytB9lG3OkYN9az1RogFh5ZcUjPbB/bJlc+i6cKtkJYIFYOCBUOREQu6rfZH/yMp2vlCZu2WUQ97aOdglfLNg1oSa0qPx0xdYF0TFowEvNNog3ck8ncptf9bPr0k9nQj2nU1GTQYV23NA9IFbiCFGngkHC9Fj2cKentOi7KCtQHtKTCves5QILyx++7BWdbK2bqQ870Bs85tGbW2SjXyPuc/XsaQNfdbqQ7RaMBDbXRpIdGYy8HgAPTIyx6lSIzEdn5A1mgkBgJNpBK9hzIJ2c9Kr0E5HbPdHizK4ChgteyuqjCNfRkebpp7Lpm+3yc6CfbS6xKRbcdiemlKN0bS2KfNqyIJisa955tFKZF7bbwcXFuuZzhj/N5GjiV2Z1tD3e8VGo7ZOLfvFJt5oqjGa7EgGgxTmUj8zebTrubAZGQgwsBdU5RbGjOt5zRqsUb1g5STuoief1CvUMjcgyK5q0nnCwlzTt2t9MVkyw8MfMGuXNmfK/iSvaPV+lXiObdpbb5aGbo8/LNN0Z4vH0WSLddf0q2nU8Q+syk++86yRd7VftmSOoQgsPAJ2Ab+kA6RKbiL+tuiwNnlMncOwdtDgd4HfbZ1ZgFXwMHHyo+6Ao0lEvHAnRkwY8E0dhHfUeffCl1dkgqFv8UZZBQY0oQiHHU8KBBgtZjSJMF5buCrs5eCfUn8ml/c72g3Br8EZQg3kPXKwHfytCsCxOSWMcCy5JZAEaA2d1iNBNBaTxpbFfFBCPvrpanUopLGUPWacBxXfRjBI6S26hR3BCcuXEQyvwGA3X4YgzsbrbAZnZv+9owKnLSfC5hCGaIBoR/l5EzY3jiVBlkkb7RAKrMXWGVXbbh++edR0U/bX++aEzEVa6RmhT5RAlTKSPwvO3X20P8UvQa/NUv78NBb7CjWYs9vIpcFU7hOlfE5bIE/qOhhBb/vL/iLwlzf5ZkOT7Bk5bjwEqGkzQBx6p2r3ePAlYwmkbKT/ydYoMpy7aEPwxwIH0n5P1roH5qroPgvS7nB1JOIAn30dyOE6n42dp0C589fbNqBE+KaUBwKuGXiLXU4ovo5gC6QDHA47f2ZB76NMbqr3kvsyn99xYBDfpHj7mO2gSvMOwBVHy4bRlS/MPZzjjy3UInGvw7JqWjTZsefr4oYrK87Je9qvNw7em7dy8zpVP0CzhZijyDaQ/EbvsktLX4ZvIlOctYhmBPVU+sZ1Tc8/lRe146z8Xo1ON5RjQspX1urkmwxHvtyrnk0HfPQ9uEGiQveJ8arNmQrWKp9A0qo90ZFutAeMPHvI5rTn7Bjeo1yRKyq8cj1mYp2Kv6jhsYxACtcF+MN4/k968QalS+vTbAU1rGK0RLkiVzBNefAUPz2S3gfmO/l8Guudlt6JzXmHH0C8VlHsffW3b27WwK30ki+Agx07+rM/NPS3jkJ40zqC+IypbwXeDQtGxLMv/eNN3wK8K1z3kZ45ynd4JWM4S0Kn9wCqX0y0FS4aHczdgKSi7PvpjzZ1LuN7YZ2N9HelP7TZW8DsBmu6NFrdctjcapuQh+7spAREO98Ac/kdejJAJ2dBIAKiyeMt8mA6k3w5LPpsPVsdnMhF/T3R3rqhB1DfVphsqet3u0Oh45goVnV1nWkNQKGZTiHcRudYkKKhS4AUJ0NGIBALjVfOMqa6V5nGcTG1blfottM4Tzxo84QqCqfaDRKXt5rLFD07yPvaToJVzvNC2ra2irfwo2mTeW5tu041l0I3bTlTYUkdR2xeEJWMNsn57MQEbW6Ihmm7/9yFEKCwaIrQ9US/0ipdIACFvyoarqPNu4voVtyddBiUNg6Z9EDHRFS0b66Brl1uQbhL7pmmFW6RQGdcmc46oE7paRL0wbWmubRnEiGLejaFr/SJhJZin8uhBUvPdp982Eqfk+eE+efY2mbu0L96ElN6tPE/9IUNIEkPk1gtBqKoREWA9M3JldanJq4Q8oqC/hrWSpv5jraDJgHOxts3tAUHd+E44386wq95GRzQSQfV7ulTdHzec7zcfnPbAT+YAwDOYwpG+ihnDyxDqSzGgqFBhewUWhbZ4qywmssMR+IN28iv1YO526N9+SIVb8RXyxoCTpljcLsmrHSn/bjxQXKEO3OEbvV5MUQcwp/nQug7nV4Ozrs2VEc9TvAamLRhTaWNVQ17R7GQBzXLgspzbhGCMOfkUFeaxaAdOKvKm9FekZELrf7EBpvXFXJ9Tb06y0WbanaQeZwdAPuaGZO4mB0C8CwDx5qBxDhqQ2rNojOh6iD6484pNpv9jGDfYHB+x1S+4f9HqCaDmMON7T10zGQ9aR0o7fhNM2aijGIk9NpBDRlh4RQn6LFt9uOzr6r/rIM9dzr46ZI2T4Xe8KYjYtfLzRzK3c4fOriYTZNKtiLZCHSlV2HmYO5DMuRrmc0nPDbZffy5ht3ZwB3OB8UskDI1vR3GCM/VmXmovY8P76W1ToqNOowA617MyF1izLwoyQ4DZAXEm4xjP8TjnHNZ9JXWbnP+uWZwzdPpNmnn8wG/aiGmJU9r682k37Kqb94f2FOy8yNZOg9+PcwZJv6ZcVJDtM2SnqDlIOn4bFOoZ71G2Bt8N589hWl4xUj0yZ1z37EMhs3NlE2UDMQee0xjYnpGmZqmymdIb1GqQzLLA+wE4NrgHQ+cl/SzYmOiMjh9QHimPOfCZORrIi6bFwbh9WHD/ONOjve+ejRu3dtzquf8+ZCU+11PqD3Yp/EM2yxu9r/EFYPuNxg+tWZ6TkeQR7dzHrK7koZk60Mx8VzikqN5mKvO9UJXoVP9NRwEbxb/uN/pmiHrRJ2zreW0X6MzRycx9ijd8Pci81eQ2wFvmE1ADy0DMFpnX8NlCA95s5eoE6SXQmP8xkYks7zWgTwocBelT30WsWvEwRaiz8+sYGUYsH8OE2D5U8bBzWdP+tqEQtzZ5m3kflv/j2GBVU+yfpXuefLclV7yTPtWa8PTDFqV9c6/YAXsdtJkVbrYyZaqLFudcJoKrXTiLaq4zxHHp3ZL5zIzVvTYZG7/tgaRy/8drNuMXeC0Jnz7zw6N1RALvHuTbwMufb26b6y6y60Deul3MXrri6puAdqeYF4B7qRgcz/OtiS4LJKR0bQ5s7VhtebT7Ji1821/brEQ3xAlsPV0kW6yqjxNT+1p2qh7Z5dR9q9Xa9YyrazAm5vIPr99oS+LHVTRze8F7VhzMZnIzqqNOF5AMIpt28AKyloRzz57f+8Ma+EPu/ut95T3OGBYtdjNYKLZm01YK1O0VG53nq7GJhkOqF9AITpCydwan9gsls0B2ad9CNJQhE/4LLbf+HM6G7PxG94PCpkxY2p+T+0jnsPuzEkvPDxUmzrUCbD5iePg+DMmxQrkoJ5DzF94zS74LwayF9mIgrixuMpWk1poOHD6yayCNlJcNw2fsFvACo0PYd88626jiEbmnCXPRORxUg6CNVkJZAEeOHtNWppv5WOHRDOcoLsGfDVFlwCLoEM1OlDYXeNJ5iCSm0CsJlxX4kQ3P/tYMvvJm1hYzfb1ddhNtMnce24Cu08UNgMP5QieGqFPjFgJLD+4CW/RB+RDBY3rgnNp+gogmW4YjTUUrOZvfrctTUtbnS35U+H+NUjmGeVE1xcGPa1R/MdBpxvd9OFHjrDmTepBls+4vpvctxryc+5Bzp+fvq6ATXPJcX2/9Aqy5NIJMqvBFU/BjTngUyTUJ3zg4OpqVBQIm7Q9i9lJcIfVV0NXs+y4W5KDpNmXNgixGsom1ajhOdtgPM2xdWwg5j1fkCi7x2nfL/bz9IZH8O9XLvNpuIQORqef3mm0yKZx/CYLi7RjwgZb0/1OMvI80P5qpZ/HStKIn/76sE8TG75YnNNv6dCC50z7ip6Ff6KU45APEu93KK6J0hYgc+8z1+5DpZZq2yFrIR8NxxzGZ9YIFhJvHgXBUK3m4A/UnEGda5DcRr05+tOnsgnBNiqYDybiNfh3tjB0JZscXsVa26rgRKErOHOFWRtt0ngPZ6/UsG590j1SNP5HTGoTnkuodijCltsopkdyovOvVu0mBzdwU22pLltJxWznZg1Neo0261e4v0vGDpU3UuJBZhVfg/fuYVu+QgVznZ+k/pcRTQe+5ZuT9hqDi7f92ss3TTQ3PV/xhblrDYWtAz2OwtZuG1qH/+yemD5C7sotyG+BhIOczsrx3fXgmlx331z/xm9mO35ExAdbYXraf9kUWlNDuFQ+GX7JZbg+AbhpuEeBbURwnnSfOc87YHTws2Y3LscWIa4NaN1mjNXTD5V3bD1P41PmsmNb/8a985NcF2AUMbLPNd9F+yqOcdW6YsBJWxiyKShQiERsdt1qhsBJwxny/WrfhS7uD1BKaJUShY101Fmo86J5G5QinJ5EEd++LRjRYAnvx76e2yzz72retfhtOJReDcXjDEtryY1jIaxRMDQE3TQQ6gKz06Tm1igoV/8W1cgIQ1hYWjwsCiWN33qdZDXZEBkcZpFPQ1WmGHlgRVGcXHg3LMfytoQEpGXM4BphIaMQGtDKwtOjY14yWnYFzts4Xhoqy/JYMabQMw5rvWeED5KYbBOaegR2Y9V4aPhM5BBX4liTwd5RcCDMM5htplGISCzGgCFKah7HcFx7fe55H1z8XAjFGul/Eogdh/3LRGHDyDHBILoPJxQ3UDAI+W3diR3hgcqXHgwvnFUlMmM/uT6gg4GEWVQOZpSD1Qc8GFI4ZEFw47ybX4h50EY74XGOgMFMf7PhjQO24Y/ghVN/v3vQ8fNY5C9yRNeWP+OvHOdX5VpIFd2dCWtUA2zEjoeGw5x5werkzj1wGaMPfpTzTgbInJvtRT8gwsBdB3+UQYZi0wfwiJj3rwtGJfACHebAz41WUNjk+l1G/fHrQCQBVWCc8e8vARIENnX6TjzoqPeKm6Z2/X7773xv5uXVXPNNV9Vk0BnphOKZ4CuyEOZMw5tQY7g/B1NIxhFwAi6UKiBxs5sOV8faU8eewWyx54WsCDHNnnRh1f7ZnrGPymckezrT4epYe67YM5gt9kSQFSGm2bMsrNo/21P0UfmMZM83HJj+tSfHnoV8Y89EVGQxZk9TUvFvbc/xUfk5ZE8wGhi9RbNWq0Wv2tTxe5AI2FJbnpUyWa7jmRA93d/eTCWkgC8zwmgBYwoCVB3deNKVWyXNxvqMLFLlMTIBqQMvPYnrnFNHlbxrVUdHcAPGaUsica6BBc7Gn/8TKUHI3B2ZZLwSn1vDzTwlIlxKvKC+V41oiQ9dIOPgKyT1Wui4uxlIaeG4R0/jeufW00ruOtXRlCf69cbFGkKGXj86XV1SuJY7YyUSv85w8vDKHtedzlfvtOsone9r29IBX8CFfGcDJyb8G8wA1Cnk4ZDnkGYbs5aag0mMP5s+0aND6KsAO3azIcdkyirYJfEoTT34nK5lF/NCz0rWflVAPdG+qff9o8vN0SpakoR+nrMmoxVmDkQdBmeOhvMumttbtYI8mIUafpEVloZNfjUFJ9JD3bolYqjEv2UpomhIE5erwMiWUieObY8oHCH8WGiBNdroHkYVqDYN1sTfEE+0fooW2qKBxmjkGu3sHEdT1A4dNC1wE7AnOonfNYk+oT6i7UOeaF2J1rjz1P0M06WF5kyu0PpdB2d66Q1a+4MWnNCgFxr5hsau2mHw1x56NETvLtGyKRq4rmjYJ6q/yh2O6PurtEj6T3TnRhRN+X13REd39akV+saWGR6niux9qogYWux/0EQWVX5/QaNbLyHDZRndbUBLVfhBGxZo05cO+HQhD2XTOo/+URkkuozRmTT2U36++oFGR2BaqfeACChxYJVzZNcT58IUndyLDZPsac+cHYGpLaITYoBTeUHJdbW2+1ofVtWVEzccmYvnEI32Km1zsERryax0T4Q0SJ7J6JjwwiENZme7gUr6rc8Kj7OA3xk6wYEyBzT3uxnu6IxGoAYtnm3Jv3N98zycFhtSCygu6MCcV8G77lTjSf3vBIihLWaWVrYkdcqnV81IG3Zwbm2qeOYrOwq0uny4lTO2qg3kMYVjx4oEp/ptBSzb+/vE4U3+TDX1YkX6QsXsm9NaWDYjW3XcXGNGIdPTgT7P5UzF+LJAbjnykoQRfRMJaTw5f+2ywx7nmI5UI+sGPUqcJVdshG+Vs+9k4NbMZXBWZrKrFwpjUxGXpADRO4F+mrQ3885o6KIfenvRw34PDtG75oQiGgPfyNT+qzNxy7CNvCW1/8gR6memkOf8oAEF0XQBTOui2YpoaqAbzBONAoy39NUhaVvA7XlhsRcGOHOB+X47g++mhldbG+BucBgG6c9dWJYnX3pn7sjZH730TyuEVzJB1LeHLUmByG2R3nSUXje/D7kZiLxfJwG8LAM1vTYK35spXm2p4BRWD9HvurFyaKSslvRmuHo3se1LjSHfoKtoPm7fvXfOZlAHg31H8hJ7m8nzTSUottHusvl10Ul3WPWe4lfvNZ5Sw4u522Fnk1lWvZb5btiAKUyMcw5qI0+B1MLQYZG6rRW2rZ7bRxuLvcBcutMNeltvvhtwsKIN59KZcdDrCnwM6fencJjGfO5x3XKzOlP3n8awMgS8x/suud/scgvkaPz42gXEikfBVurrYPcKguTdCGxNKTNh6/VS2D46Frbe9sJ2Nxm2lVbD5mo4bLG2w2i/zAfC33Q5H3JMox3hu5sSPvbZ/8NBQZ6kaVNsrmbFjmdpuP83zxvtAj8NyTzvVVozgdoc/O8/Cw4EYm4hj8YC0Sdf/R/jxjIWijxrRcv83zPO1ZaCZH5d3W1qYRzswtetlvMcq5tbB0GGgFnm1/sM/MSrCQw9ffbFbXnJ9kyTGxTLP517Z/XM4H/tPjQ38eDs56W1KrfD15tG5qZZ0cCWWSMXPeenzhNaLLeO01aTz8FIk3fs/4yvWa3o++CKCTUsAmSN62XZhpFtCWG6RGYWCExEh2D8O7J+eGjnbqFw9tq9LK5EtzfaJMgxAn1p9e1/ysKcsVVBNoHn0NdJnUC4rBU/006cc9lSuWcka+Uta7G8lbS1Xkl7rEHEwmcLM9v2ClErtX2kyG42F7PpmM1rWb6d5LJwTrdH1eoN3rHTQk1k0KC5SIut7RYa6mRXLvbO99lYC2iitV3RSre6oU6QwN7qA3WuPYfzWex5901jKiG9lH5NP3MBjZHF/6QDnKJmJ5nZ5tIC5yPIl3S6/gaYhWM9JLvAHCsFd7r3YtcgzP56uDk2Nn4LcLd1o259b6WvfH6NuQv3Fm23pBVprcL9b+/2srMLv0lt7bOWDeQ7vh8suAv91hvArmRk28fYq+r4dWZwthDmnPXbBr9lbVcqh+zxDsYVa7N8nrCtd/h+Jdil3o9XY45yXa4CVoj9bK3ZH9TNmtc8WDsPNWjlftRG+nBt7cr/mnSz4XLkzRO8GMfxzr7TWunZPmcIplPff525tt4l40Q9zGzJtwLlXyiCR+PQsieL53kvuxuDP7S2XkhG25I6IjT7f8K5XaP4KNnkvkuwRery6ob2P2OYf618cmETpO2IPm1pstlGSsDnDXCcb3dUQ68bMcnJ3ndZJmwaIIFx2tlduEZgn0dkeKFyrJRvSOSsCHJbk+06WKTL9MG0Yo889cQ70KTm8hqqd5KXPnbKOTtMfSeVTtZti8PjORnHmTI+pmycmiMZmpnT+SGmHVDMBO3nxKO9ibgTJvAMXo7DNeLy+CU982HGuTDw5DAt4HUTP481cU9JEe9v0iyBbXKHRfnOAhG7/9MJpK5Zvp8WtSmoIlkC8+BlE2STW/tLxGJPFjRPPabtmuQkNxxIa2svLPqcXB0xSEvZt+7hnKz3pXM72qX9hJBmHOH21ldccXxg+dJwJrl+mN3Y5yz0P/gS3K7MiK39KRS+yXj1SYVtwbmrt33vTpRueWN4OWInsa5UnEjeiLI+PH/NcfPa5/7d4k74MK/MQmoE9G2bv+q5/zetzpEvaaJ34pzNYtsw22SzsgzyHdXgpeF7ck/ny3szJvX+VMFcyYN4+uyyEV/qFrh8qsAShb1tXEhjn4t94NL9eTF1hWXdiPAWcozX+z+4ZYQdYcaH+ciWm4denURrrPc/+B+PIyd0bCKLw52j2/6mfTkaxfy+ubTDNvnm/nxNdGAIgeNEJwuz5Clx8/7o10SfzKE9SPRmaspr4v6tgpPWLsl7TXQ8Rx/HiROtOJb76PSd6CJUfJ/Q3VbmAqGj8SicJVrcn40fies1g5PUila3zBq2zptTzuUxbEJ+bcyZXBWAbKLwPOss+HWVvW/CLi4P5mthFSXe7mHv17OEobJt7Tuhy5GoP0v0P4HA40SnhVnykbj5pHoqV94HOJ61ui2L1n99XNEEz+q+gBpeEz1jbz4P47SSp8RJaB0kdDnf3Vdj5PHz1iH17w7XlWOktB1bpWt2G5V7U4v5auYCButTI8KuWz8LWz2k8+1eZQJ8vtKEK2/PSMFEjdYW3bDLrQR1mLaoqdPhqtXrowqwyFGqQTNjYW4PQ7HlNUfjZm2ceQwba8c0jIkVYa6RUFwRE2FJYZbAipibTK6dp+a8EPIsdmgY0r/Y8sjpd5hOd96zWJsFUU5h+08Cn2Ka5pcnYeb8PcXKWJHFWVx/nMFfnBuW9/xStLlxFp/uIN2+Jk7dOIKpD27/Dp9/80GnME/iykRlXBLjJM/PC0ewbP0rWpAyB/VywKbIZ6ejFMV8A/7Yrr8mOPXmQvEJK5TDmj8s9ZHtX9fz7QCcsJYuXDpbaTZDPbBxmrednO+q9sCG6hzLJ6xnr0DwwxJMHtWMNf52wnLvre5Uns1BH6z+Xub5dV3s+CfOVh9O9m+B0HfqqV8Ifm5BvB/v5U2SZC7icNPL1bL+t6JQ8ul+L7TZ8ugPJ8xj6r5P/U6i1A8UBgM74LcjJSCJdxw5QQbei8cPRZ46Ju8Y8T5icMIXQ0P+F/vhnM/ocNbP5WhIalNYM7f7P0us9LA0r28lWb4qmOJPuR1PSjcGLCRgW8NGDemGy7nDZeiO1VchWoRynhMwsWV1OPNts2kE/Ffx2JHAjPkOdz5A8/8ES0ObIb7RRDYVxDEB+zePcNSm+fZP0RkqFs6rwpyjVcU9QX/mR9wQJXpkW/Wk4HNZZD1eY2wBtQrp4N+9UznOZ0Q7T9WdvkUyUYY/v1/VSw9RAblTB+IbWqEXqkT7KwRnAbvNVFOw9WGcHouNsqPJ0L1hRNIqgNjMkEZmermc+8bvqVmPpzjfsNWoOk645J29vSWaqw8rSXv8iIV4uHfhgkKOTU68a3sO5KzX1hsXLL7SYKemuf6Y9ccxnXEULJtI8bDWvq46U2FU14k8HIL3qEXFBZS1p6zf5s/pSQULcxnFuMMWnpDB8I5tLLztEn1y6hzOFXGDwLIj7R8t1qdGyWO3e7fHKGyzf7It/Q0VVDavJwm6Z3aDZKO0DMvfXVvIxrmKC9PNecpSk2A9qSHcpLrCflTQq+ojMTXfzwh8KrxmVpYH/SXzvh9Zm+4s4B2jm8/qShpbZK76sK5YvnuTH5CHF1yrpuuMT4abjc8fXRxyrJW57eR5nxX32/bvjDo3z2PEE+3J0tBZwrtmsdVHS7Bkr5Kk6P8VySm+CpaVfZcUrfq0CFb8qtMMDyym9Vr0wy002INvKuAvU1eAN6qtIs9soYZepEKK/+ilhvwQLQX+Jeoy6ssUKuCbrsTgC99JoB+zFdBfWitAb6xWBb7Jlgw9SBUdf5F7BfpgWjL0SdXVyJdoRKg3XYihP74ScB9sqaDfmVKCvjGtiDyzKxl4UHU6/OA3FfDD1Cngm2pXkSdTqEFvspDGf3ShIX3IVoH/ErWE+mJKFfhOVyLwwutk8MfcCuiH1hLgN6utAl+iJYOeZEWPv8hOgXqwrQz9pGoV8kW0IuqdLkTIj1eJY/AZCKZQ0LdsIUNfrEZEH+y1BD4oPQ3enudN4oIdk5lDDdS7pFSkITGIv2o6UuG1P59CFf4NllD5XWNI6bvFDhsLnwKLXspzdvD6GIGmjY+li32RQrCtDP2kahXyRbQi6p0uRMgP3tQUNWp5U7lGvB1gzy2FtHlQRQ4bbcYbbIQ6ad0mAVfPKkbdoW1gtWKOwHhMo+QfySmoJtLddfXfwMhlazctyipbwiwCJIj2fjdwWKoJ0L+fwUSDmdtG1MHPqy5AAJtyTsk8ZeoAXQl/Olqn/Xqnq0dPvdjjytpcFGuDlfvrkBvBJa4YiMueV4J2pfIQ3DxLMUjiCigfG/jn9utdySiwRv/ipue9rsjI0J9eKkc2/od8PzaQy9bnGJcKdHVc1Aeh2OS06NJ7Tz323sPNBQMqQ9kaOqQrtcDwuMEu0wpGxwjqSi2wPDC8yzTn69bbb/o8YsIB+1SFs6UUElxucUA4gDGWFYOFdYmWWY4UwPUW3Xr77Tfd5tbbvST/ZrHlwuNmEznDJLrITTd0gzixR+VJ0a0Rb/a9f0i3nr8lX45sonl4GcSv65Hx3xNH9mNmoQnzU9vl0O5LQjHYjF8rI+F7axyu8Jtoasr1ZkFtWKVnwbyRaYWrKqv7lf6Ise0XzpyGpft6l+XWLCSLaa/oBTFt7QrRpuY63/26e6toEkRaGO/pVv7uIffSyW2L0DUvHT0Lo3qNzHM7IGCJOTW3/trgcgcGB8XJm6Oxn51Xf3nqz398zMr2R0tngl6vDTr0GaLRb4uwW1l2d2aRptco4XskFTF6mkApc4RzCQcKidMbpbE3U0/fpo0zgrXbl+3+1/aamWr8viEzeeI4FlYO6GESWdvxVXg+jIXeGOZ+CfNIYnOMaokZyainHMbcL7GpZFcYxAZTrUevpZQ6m+k+ynImbVau//yoMvQXlGsJpxWJ0+uqsTaw16v5YSDFrLaNlWJLecXpCnKXMOt1deXT5PaVbq/qfajft5WelXONSzN1c7TTp8WuFZ3upPeK/NCpB73Wnm88YuCHQ6CO+d4C/kpzwLsVYWkp8LeRXRDqNQ2Cm4bZ2anXRgjRB0KsQi953HQaC9vqe2FzNxm2WKthk32mBWsvr2iaD9xYfxoR26oFsbndlNhukN+X9RO5bQri1qy4k8xHl+50xUISNkGORTTG8C88bvbH1o0OG1J9UfPl3N1hLIwzzoDOO2e3bJnKdw0ek3ZX16TT5zT1NhJl+8fkJLgzi/ZcM2kP2pCnLnXM+c1+etNapaIcOpIDnnq/D+A/cVEncZDsnu4nPfpJUWOrx9aBLiL4d0qHbuBTm5XL6n17OJxI+qav0GiXN245jggJBj7iwmByXia8Dp1LbL/xPF42s7TZBViidi5fIWm29OXxedNqgxXUFd3xWRfgwzYrrnDGjissIWGDEA0uyJtqGI5r/e1EshRjRVxGujJUjIgwBj5iCwtscvgTXtbO5VsCE1GLedpMCC5MSmarIVCktkfOvEn5g/0+9ge2hlgXoDXbDr+qkkt3Jl0weL1LrZLRu3DI1/q3ja3wSQWdv3nWoPpWRtPIqbA/CYuESX1ZjThwqthIPk0bzwtAC+0ETSkYtxRXkcVsEqgbKa2JikPoTTc+fyZdy7e1g+4vv6czX8VKm7gAOCGvfaFDJxIzRTAnzGYu7cFSWBYyTdTzHnkhcljG7c/9I107ZIXwU3LLXg2cYpX7cCwnsGpJc5KjbOenkzuNWGvljjALfCsmS/VO4L/vxRzBwj1LuUv57WSmU0DbnF0gcyKZ5IirNBJ+8raOz/q7fvuNg56y6HflNAuAmWO87VyO+8xeL8ATx7JfvEnN5i0oaZZuXpddg2UajmmF7YgGSqMXZt5Whuv5qrldpu2g1dJm6YzVtbXZKNZkmlp1lFIYc8QaVugWLs/1S8HNIRPFQRM7Ns17rVQyOXuuYZqwV6MtyXlaJj/bHHJ7zuMMeBLa2t9YE/8oxsJ3an/L0/6S7ecdpOfbXHAdfhzbw/Y3rwLnX4rbQe4C2nvptjDzZVtDqkVuQq0tH89I/dlswXYw8bbM49z69u0KOLkdyzsoypyHVzKzaTShvvVLW8llO8FYTemRJUip0ZlLuUFWHG/yUKZbm4Zj96w3dmodZJZvnouWaWZSXW36V5u63lAT3dwXco7pe62MH6z1sT/HI6VpIltDXoMc+/2IU4SY7LATpsOsc1pbmiF4WskbAc0ccXeTH9qrZy/EBPc8mozfZIiKRmF3KLtGk0CPQj5q+1x5ZONYKpq9iUnJ/NRPA/Km9JQtoI/wdOKh5U7SguJv7ST0pnkzAZhv8I06+7VWNnHxHDfTy/Yq6N/i5q5GaNtxE1UTN8jUM9KZbBXdyiTU7HncgpO0wp2pi2wWa6Dbo2F3HXWjZC8bjCaMWMaqw/uQ8zj3ST8fn+it4eQu8+cS+3xquXqNZ1ugqVvyc/Gwm9he67gpmv1zuwnPTx/jhmt4/dhZAJgCNC15TnGcDN4fZcrvAwdbgRF/QzRkaVsr+InkkdmZlHsTW/RAKQn8K9DW+7DcDiuuwBPVY1ri8TBD7NiSnKn3ZFVnIV18ys+2UIxbfRz/Mjl3wZil5TjOnt2NfTWx4nr6EeSU1o+qYnlnZSmrFhwjihpflsOGN2pHN0zHgijMjrdzkHazwIiQX3Esg8zOuOBs8t4R8imBWdDa9utYvKWSkV4zDWAnvCw9iiAkKuZIly2xob+721xa2fw9FtbUiH2+dlP/lrufA+EvcA2veF4x5NB97OzW9HM15R+7BM4oOYaz2vhFPrL/Znt7apv3JJ1AeFHdXirZkWAoFtCmlvtFcxx2uehemxpL10GZVKJxWCRv7vfhRSmaYlgypzZGcxcwquHtwl3aNv8zmfB5no4nY85ZGukHN2P6BWht7WQT9PzKMJhXZAf3pOM3U0VndHNDxY93nuO5SVHDK7jbCLU+MYfEysRiEEPThgW90WzO0fPwNrxza9gUZGAugLNttBgEt49uLwnboo9umXsrWGSYC7n/wn1X5NwgYrf+nORgs6+iNIZ52wae8D3MVsrTJzRll/sSbEuwl4Kp3snYhpgVwRkB/3eJ2BhjI59Mtd2bkuHH53167WEFrWOXR5F74td4G1SgaICJMCkd8SH2ADs/HUP5VhN94T+LDyrFF1pNB8trLAOTMtBMiNuTzDOXhIx3oPgO9nIP9ImyJGmr1bz+2pjW0bx5U+1jxiDOkWUzpjsrmxP6btpOaGqGE7Ipx9eWzP3LFG6d2QzgO9rU+zejbGlT0HrwfyC9W5DG9DTcvDfJzfjL1v9VuNOS7pW+1Mk+zp6fBnGW9Zz7UABL3A2aa1wIIk2puMfzXNHehHayLJAvTu8cZEYiQ2J5/3/ZE4sNGx+TpxvLpEb2Xbwpz4QU+ZPGVQHFUjF9x0FkK/7h6elHXIbwxgerY0fjToc5yF149pQrhCsVNoJw3D3IVufryfoj+ZZYnqjOBKS5S7fb/3ZzmPnjiMeKumM/6C3cWsGVV8whyd2hopk0ynmfylJ8GACxMNW3pfsmTe4fC4NZKviY1Jmp65a4DH7mnnihsj5OSqqROXheyYZweS8jxX3r9vgdHJcLG+ZoEFEGLBnOGtGv44xXyOlfts4K7YvJF7kxu2xISflStZHq5/WJ/wFV0w0Bc4URI1yMQa5bdnuszBa7bRsvEnxjcxFuQM0htq3SXVacaAXYS+AoPJT+ssJaiVgPaRtGq61RzEE4HpkPyQhMh8tTqquLGkZvWSueaDpuZ8b0Av//WgAAAAEAAABkOgAAHPAAACi1L/1gHO/V0gFqrGVkMBCADgDBq6ZE6lVVkYTwCgUgL1pCyuHF/iAa8IKjeivi6D++aydWUi5bUI/eve+985YG9gUoBjCczWbjOI7jOI7jLKEnIRn2Fb3CU396wBj6cID9vXDXIpM0QndwFOYj3QEwbCviEb0gTthPGmUx1nMrx2EsVgJIGYrS+MrNkQ1XnGIn1dS5PSrxHvWiEvSTB/vxcfOBBiukBgJV1CtcR8EMjtsQBSZCnQBVB75aevEYwGN9N7AwjMXCWCyM4oOKrJkdpDAMtwhcjf9CEbHYOJuF/SDEwd7Abqh066LP7IFBAHCChbEwFoZhGM7GMRUWi4XhGP5qAcVSa7zAaVBeMRxCyprPPQNgPRt02UIbqbDfGZ6sq0QJPGOMh6whSuArF1wFGiBgqiYOOxmFwmt5VGC4D2iwkd6ZKloRXMciysSoGuybCRawVphUgfcKWfGJmcRSYsuwhFREYD/RMRiGYRiGYRiGYRgWPYNhGIbhwRufZIBHRddNpjjriEt8BaUlnsAUp+Z1JoY6KoyXGBXEbKaeqlNa4zq2U9DAqFhv67PJ41vp9nJpoXq70uy8XlRMDAkFNKIaukoZNZUcEnqNEmauMpX0CkVKDdxpqIdEnI2z8aFBkzKinMmO6RFr8njtfOTi+aaTACxqy85ZKeWrxMwa4frLxnEcx3H80mh787pIE/TmKLrykjBjfRUxl941MVwvDy2/9wWzfH30HRiA4UpEEJtHA1FXF42Mb+LYJw9BiVes7N5riHSXqJnHvnitvjN6YN3gIxtDEObz3UsiwCNvxo1lvnJuMuBN6eJMwabPe2FCpQfHLJyeJDZfLh94JgTacfYJY+EIkTEM9HoqGbcBmrpmisWBYoVdEUvlhGhVrxdCaBFWgXG+WkV/W82YISZWCWUHJDCJcZJqFjnWQvXMeygXv43ulZdwTtELJAzmK2QS9F0bsualxDN6IeM7mCsinZRdX2RgnfwaHcviEgEIFtnmlRBGr6IerBeHGdEOeA2nZWjcSwiAgCFjthOAEauXxWUaYArFzjEHZkw0/r1hq2ov2CKH96tMS5kqVKeUVx/4dHfWwRCkuuWEAtf1cs4RNMPD62kTJlGselyboCVmZui6LnnBAwtXJcJtXkcxnRQ6Pl2dYN+uM8yQKYIzRqrgLXCwbQzDFh054gh1MkIg3cRRZFnFjpXUIhFvOPlkSEnzk+ZKFaNBp18YO2OTgdg6z5hOzYTBaWJ5KnUCyMLZAylOFQzD8JuYxAQMwzCMfb0WFWCxWGwMCKNQ1m0USif3c82yKoHMjyw1W7gFdUlU5BUTzU48KHjpSfjIln24uXgG6zUpHhS7VclB6+KAE8Pnmww/CFmYdI6gEsbYL5CSi78W2ckwQCuAZmIVbpoTlHG2zaGsqpK8uM4DZVwVaVzkwI9TjKd4TcrTQtlcvCBLghZWRjwmBFOSAoQ+x/exAeQRElZv5A64IVZWvEBYwKBk3Xoh+yyFNEZ4fVgII8KV5/2Rh0C2yr2NUURINgF5G7FYPpgY38TQHz8wybw64MLFOnSvYZA7xqm5t3DK9BXU8QRHo5kcL0BfvzxW7x4aKEG9o0EmqW+JMq3vHByct8dLL7TG2wZm914wUQCuVSkux+FLhkfj5YozMttziEIZlpeBlQ4Jwt4Ch2YQzga8SocgjhD5nPqUdWqtHa05uruqtrnAgqGTaHNDYpRAV9I2Je9L5nViYYZwa3VwzZwCRWdzpmazVyYNXbvkKUxDYUbnEx7Wzc+zwSviIyAmXOBwTmlEc4zCcp10dGApJZWT0I1XTMWaLlcLeyFs1IHkVOtCx0mVIs0VBZ8vhJdQY6p/7pC16VJFR0ANpEo6RkLFihpfhTgv1d5I+Dg0rlI1RlwliJ5xFgidkgv0MYakSzAmfDIp0Lix01AqYottvkiuTYF7PP450jQF0WjQkswmdpCGG8wVkVgUmvvNJE18qzid9SwBL6cTv+whE7wneShHHKHX8u4zy0ezhUf0+XEVq+HjrXQjSipahN0ox8ToHb1DpLhYFcnBZqKBYmqY3hdIGcixJ0lY68sWB2Ii3x2IGNJY4+CoJ29mwuBeQzrIuUAleGtZM8Cq5f07kwdPDwVWzeSLND9pXjvHNL5KTKwRrr8VgHevGtkoYFEbds5KaaHj0wvGlCdIQwLZm04iEW7zNSAHL/JxIyPSTPYVvWLhKliwzgdPT8tTNMPD92m0DK7sTFPdimGHA5ZuqcYKPnGvAzDAB4NCCP7dIYtzIgxjGOj7ZAr2MeF/lWIELjIGopWcjx6uL/+Q9oxa/znqvyX6B5D136kk5Xeq8P9sAVBatIj5hJNHR1fbtAH1ks1opCQjI6653jsb0oWyoUK5kGoOpJpV8WQ+eDKePCfH0VlcugGX5vLSD7y0F5jWAtNgYXorTId9aQhf+qsr65GTw8jJcvZk1D15D6D8B1AGlAkR0p9ZMyuR7loAUQAtQCsFaNJKekCTHqAJZNAt2UwW3TImi+Y3Y9zkN5nUTZxVNqC5Tialc5pJs+lpNs138iGd5OokDSBb4cxyVsnZKrlKjmMqmcpmxrKZNztzls7c6ZnJZDB5NXPJXxboqlYX5VUdpZ00UxaTy2RQLTWlD0zpKc1AX2UpmTlKZs7MU7JmkiSSWTJIPhIkB4HMRSAzZGQmEpkjhWRKIVnIkFw5JA9BkpUgyUgsMxNLJ5ZN8mWT3AQzY+YnGUpOsiQvyZPZSPbhmH84Zsf8mIHkQMEsQzALEuYZhJmwRh6skWsUZhqFudAw2zDMhjnyjRw5B2LGgZgRE/NhYk5czDoW8yJjVmTMPHKPHjvyjtyYGXPfi/wi+/m1gOEhw8HF9eW/P7/slwFzjLo6Eiaynd2IDm/5zUSmA5FByK2t4allyGlpGlKcyCeyCxclcok7Nja37IECBT4LFc7yWebjY6Ei5+VdQKGX9/ZcrMgtcofc9pYi62UXeUPmgJYzZL6MIV/IePnDXJ7LInKIQll/Ie1e5aqqBAqygdfzqKh0/vT7PCBApV/6ggQ9oW/dcgCBiKgoF2UBAgLkAFlJKSkn5QEDlvJShoJ6yk95aioqRxnIVzlBgq28lcXEvLJXJiP7yl8ZhsNyWJ4wYSyPZTOza77msjIJWULGYiO8Leuz5v2lWa/mvDroVf/Q5/9BOTdoYJWtMgMGVJkqL1iAICMo8KuvqhroA/2fP3k+z6f+6fu583d+z+v5Pl9aiufx/Js3dt7Ou3FT5+t8mzZxPs6zYUP6pC8qKufl/OjonJ/zcOCgPuqbPp0cIYOBaWWt3NX1ID/IXFxYGStnZas/9IZ+0Pt5Pr/nTz/17+QDWUqqQC6QCRBwyk6ZiakpN+WjI6SMlI2MAGQAmfOee965/TWfJo2aV/NnzqB5NF+mjJk382PGkHkyDwaMmBcT5jOfCpUkVao8+Sff2an5mu/pyfmcH1/5LFmyn/3PTyyP5UFBtbyWDw3d8lu+Sxcuz8XL5iaSR3Lkpxz5I5QPhfKS8pkwIfJE3tJy8idfiZIhP+SXLCnyRd6JEyNv5DExK6V85mef8698kq/8zPfyXz7Mb1p5K9/ko/yNHxyk8TRehowZP+P9/GJ8jHfhAsbD+BUrWnyLz8vTe70/cQLv8d7O7u7vXoSIuq/7uTkQD+Lh4D78h3dz6/Adfm2N7dk+LU3t1f7CBQyP4cvKLLyFx2LN3uzfd8JPeDIyCk/hYfjsz75ChQyf4dHQNvyG16CBw3P4trZ/e/PwHl5OLu7jno4uxId4EiRG/Ig3YaLEl/gUKVA8ilehYu/3no+PxbP4vr4X/+IBAf/+7wUFAz/wa9QgfMI3NCz8wkdEzPE5fnFRx+t4Hjx2/I6HhOzxPT4yEsgDeSFCHv/xJSV//I8PEsTxHd+HD8Zn/MbGxE98RcXDP3wcOG78jbfxg1/1VFRXf/VWVg2+wTNgkPVZj4X19V//4EHYh72WltiLPRfX9a/v5TX2Y9/VJeEl/NYW2INF+AgP4R0gISV90ispLf3SMzE1fdMPGOD0Tk+AwNM/PRRU1Ee9lFSBL/BTUwbewB84gOARKHgFn+AXPJKAF/BHH+ABGL3RFxX170/0fLfub/368/9VcZFJp5EAL5xmg7YgB3fcHYJ5E1s0iWFfIJHtiAqvBdSyl66V7o3c0/QqMqkKqeJxBSMDpwyKlM4Hl2pNCF2vhAoosXFxwnmg43DtfNwbMYPtzapT9wLp4xxB2kmE+hcTdmIVatBJlubFFam1UEiLxRcvCiC3F6ti8Z1kIvTgifSNfCzzKmZAezu4aRBQupalAdF1xIwr1AQKOOkOFF43iTBGSdryaslJMKY1JtTSIEWOYRiGYTjOZuM4juMYC8MBVK4CN4GL4IABd8qVcqNcqCcCrpPb5DK5Sm6Si3QkIAAAoyKizrWb3T/UaqgQK6FBq4JU20Dtn9ZP24fPnlQ9bZ4WFc8dO6d16LSmrZy2tCWNA+fNaOumbdOyadeoSYPmjJkyLZl2jJgwYL60XloubWi7BVTLZxYsV+Ksp5VOzs0qVDSnZEqJAgXzSXvZOmnCxHKJkiRIKo8YoSxCZMikEMnIIJCPQH60PlrHHjwaGXcsKibqQDzMgcPwRqGNGjQIBwVnBLYyWsAYf359MF644GvBYoWKPb28FCjwTpgocWdHoh3Rimjp2hAg5uQ+xMG9eejg1ra1HNq1doOahrQMGNAunFmo0FJozSaUwViy9zomJqENa79ar5arjdBuaWVBeOCgAdYVA6u2ql3QKmgRHGgNtAVaqRbqqSXQDmhqmVqlNqk9agW0AIzaopa7rdsStX0TGrQHse5CrJt1t7Ya2oba/1bvQ/tQbnVuc9u2OxAg1a26V7egPYfOlkNn0zndpqf79M6uc2ffQd12UDeqno1Hz9azZ+fZs/f02al9dp8/+8/ms/28iVO6SzecTbpH3Ww3W3S32WXS7DRqthk1W82afWbNXrPRbDZhwIjZYjaZPQYUNLuzV7aWK/tKlr0ly87yubl87s8uu8v2sr9s0NAduuONZXt27s5tZXNuJlK2lMzdJHNnTtlOpuwpmvtScz/R3JpUNiaVTaXKhlJlV9lR9uYSJZZ7SZKdZCPZldsI5T5CuSl3kU1kDxGyhUTuycgduSV3kEfIH/vHBrJ97B6Nu3E7bh6Ghjg2jsOd43Af6tiIOrYOxZ2ouBV37B17cTNuw8JduG9sG5sG4a5BuAn34BbcMwJ3IOCWAbgB/3aMv/23/XbfhvFiv9guNt8JvY1is9gq9okSu8Td1rvbd3Y7z27bmdh7JrYJvL0Cb+PtFjtFiBBrIEBo2BowbDkMG8PZhjvbZxU2hwq7gtnOYLbN4H0BpgCT7Qlkm+y6y677KraxYlssbL9hO+xrj33tr64toWt3bW2wrb2Vtb2yuNB2XFzaTtuwP2zYG9j2HNtm67DpOuwOb7vubb952CQ8bA9te0Tbbtsi9tqGoLUdaG2tCPvBztoRtgW0rYa20bbbjkNC6rvvo6NW3boBANhGmtXIJdpErNsdpAcJ2luQFgRIHwKkAelChf7oP/s/kA60c95aq+oGV/vKamNZbSuqzYBqUyXYVQl2ggN7wYF9YGormEIwJbUNSG0pqF0AakMR2FEENgGm/cS0mZS06m7bVb26i4oIaUJbgICdpA1pQztp8+2ktAcobaXd1BRgB9hLG0mLlitbtmTRWUA1F1ANGqq9hOrQLhpMF93lixbzRX8Jo8mE0WHGaDNj9JgyGk2ZNGXOaNEz+swaDWeNXsNG12Gj2YxqPKN6lFTHntozq7FkdVZ/6itqUEm1HlJNWqpTS3XpHM1njp5zqv2c6lNT3cdUm8rRe+RoOXF0njg6jht9x41200bbaaPbaDr6jaYmpsaUoqtI0VKmaM4pekqmtpKpM6HoTigayqXevNSXTXQTTUVH0ZpP9BPtRDPRlkv0Eq1EJ6E8gkQj0UZ0pS4yRA+Z1EQm9aSkFiKpJYPoyCA6yKOGfNSPPzSQH/qHo/bhqB11jx48NA/d2LhD79CMetEQUYc+1DkKBbWgpkFjhp6hCQllaBm6Ro1AHahv3BjUgxoHDhvahlZUNNSGOlHr0CxauGCh+bQLHQNQA+q/Pz/tp/v6YGgY+oVuYReC7u6uhC5xQps4oU+g0HgoNIo8nSJP5+1pvT29p1doFVqEna6z0yPstJ0moe80Bg1ag5rOoKbVOOg1DppDnGaL03Fy+k1Oy4HQcCA0iDntYU7PfdBtH/SHDrqDm3bTG3TaBTQL2oI+0xW0hFe/sBaDNazHxsp0mSYjM9NmGouloCnoq56gr7QDBxHglCrQChRkYekG+VAeNCj7yX7qZDt2SPEk5dRU0zxW8pUrX8KE0QMmd+kSmrnoKm1lpamoFiDQCKagoBJoAwZ0gQJagS7SR0d6SS/pptwnCxKUW1uRmDRTlE7KplGlOU1Wo2ZNmXzmDJqcRhPQT08aKlBPBJwGNDEtKSUhHQkIAMCoiKhzt906H2o1VIiV0KBVQaqBAP3x04fPnlQ9eVDx3LFzWoeO6Rw5paRx4LwZdSPahs0aNWnQnDFThswYMWHAfPHShUvoFlAtn1mwXImznlY6OTerUNGckiklChTMJ5dOmjCxXKIkCZLKI0YoixAZMilEMjII5COQHz4ce/BoZNyxqJioA/EwBw7DG4U2atAgHBScESgDMMafXx+MFy74WrBYoWJPLy8FCrwTJkrc2ZEYUSeCLgSIObkPcXBvHjq4tbFxWNugpiEtAwa0C2cWKlAwm1AGY8ne65iYhDCwL68urghbWlkQHjhogHXFwKqKaoGCBAgOGJgqIBUF9UTAaUAT05JSEtKRgAAAjIqIOnfbrfPzVrcWIrSqCsgPn9Q8eOzUMZVDCmdUlM0WLVEwj1AGeWRcTCQUJOq7W2rjsEFDBrQzo3csqcGVFUdgYCcF+N8tID926pjKgSPKRo0XLla4Zibm5Q8eT4B/L1jo1b21mYElWSkwetJa65bQKh47cEZF1aARA2aLlvZKtoomx7xs8sPRSTCQ745E3NuREVa/nwOMWv711dGhcW1lPTktJQUg4rrlVwaMHkDeKsMlyxJmEhsz3jJMCPBV9MCK6t9IFw1aOuWlDDi/6Inyn6hPUnTLkh8pAivBJfXfCXSZgl0WVRr45zgm75BGFvGw8N+qUf5vJhP+dQolWT5bScqZPeX/D/D/3zU5oT6lZ3JBXUqPwgF1KB2T9+lP+iVP7U56E47amXRLbqcv6Uo4nZ6kI+FyemU/wuN0I52Sj/YinQhv04f0Sa6mC+mS/EyP7EE4mQ7ZH3mYDqT/4F66j+7IQ3uPzoNr6Y2dkWPpO/oiz3bFnsg7u46OyKv0w56DT+k4uiFX0m/0Qh7ZbfQavLHT6IT8sA92QU6jz+iBXLDL6ID8RY/R/3hc9+t93EOH0V/wtu6i8/G13qKz4Br6iq6CY+h7XY+X9byegnt1FB2PR+gnugneoJfodxxBt+skuIA+otfxtovodDz3EB2E29rnupzL2j/0OFdQh+tv7p/uoXdw+XS33ubW6Wydg8umr/UNbpqu1jW4ZXpaz+Bi6Rg6movZL/Qz10m30Cu4SzqFbuZW9gm9zHXscMe6fp2sv66Jfu1jLoku1iW4InpYB3Pf+lf3ctN6V+dyzXqEvuXCXatnuW+H0B+4ErqD3sCN0LH6ldugM+hWLoNe1ancBX1BV+AW6Ak6AndAP9ANuEt9qhdwd5fqUS2gDtWf2jmdQHdqRfuA3tR26Ux9qa3rSj2pZetI/agF6wJ6gLarA+hGLVUv6kRtgt47b6faNkq3Tt8u8UO8tUXihnihNgBn5YP4Klflgfgf7ofz4Xu4Hp6H4+F3+Cmvw035HF7KSTkc/oa74aKcDV/D03A03Awvw8dwMRwM/8K7cC58CwflnzwLv8Jj7smtcE6+yalwTZ7JpfAoUDCfXDppwsSSL+FJOBJeecQIZREiQyaFcEkehEPyRyA/fDj24Dw4I9/BFxUTdXBEnoPj4IY3Cm3wGpyQD/IZPJDLAIzx59fHYXAXnI+3YLFCBd/jenkpUOCdMFHijttxEiPqRNCFADEnxz9wOP7GO3A3zsY58A1cjafxDByNX+BnFipQMOMTOMyxnOy9jolJCAPjX7yLc/EtrsWzIDzgDjgWv+IMrKqoFijgCfgBboBPFZCKgnriBLjTgCamJaUkJH7EA3AA3KiIqO93D7mG3EIuoUHuqqsayAXk+nH7uHvcVFdPHlQ8d+y4py4d19SdI6eUNA4c94076kbUbeOucdW4aM64Zlwy7hhXTBgwX7x04RK6BVTLp5vFvRK7WdfTSifnZhUqmlMypURxobhP3Eu3CRPX0lWSxEXiHjHiUrpFiAyZFCLpRrpBIB+B/HB9uD14uI0u445FxUQdiIduDheH4Y1CGzVcGi7hoOCMQBmAMdw/tw+G+8J1wdeCxQpXhbunl5cCBZ57wi1x59q5I9w6l84N4YKYk/sQ58K5HtwOrlsbG4e1DWquBjeDi8FFu3BmoYJLwZ3glrlYl8y9jrlibpgL5n55dblc7par5WZBeOA6cLHcK9eqyg2Uk6g0km8wJZSIcwFBERAkBeNWGobkSI6lcRTUB9RoqCEhJAIAqBkVAgAGIwZwLWA8ACAAkAACAMQA3nqKM1aJQxRw3i5rUQrWuJNYtBZBmKb2cvP3FZGbilAtKXRTI4wjBn6UAOlUQhcdRVlS+EolGFMYuxAhpiOFbmqEsuTQi0mQRi3kIJMYSwpfqQhlS0MPEyJ6ksDJTFCWHHpREdoqRR4yiLMIwScToWxp6KJiVEuJnMQMxRAjHypCW6XQRUdRjhI8chGEqYxcVIxqSaGbGmEcMfCjBEinErroKMqSwlcqwZjC2IUIMR0pdFMjlCWHXkyCNGohB5nEWFL4SkUoWxp6mBDRkwROZoKy5NCLitBWKfKQQZxFCD6ZCGVLQ1cUx2WhLFV9jH0cWAsC/6UijCuMe6gYt0Eh8k0Ia3zSO32N3V0USL/YhupbRrbkHPKTbuutpKmDMpQPADZ+WL3Ewv9Gh86n6dBR1KVfLBF8R/PzPVq3s0fuzknKWYz8QeLQjU0fBFu11wlp5GyQ+tKO9K2fTX2gOj4S4rSUUXUmnVNcChcx6+Zh+SG+S7RolNhZEtYJEMSARzkgsGdPI5p5gBMVJnF2bPVAe/cDZmj/Rk52c12TgfNlAZ07WhnOpDloLKtIZ5akAxma7m4vxA3Bj5t7/2Dj5zs1fHrUe0BDlZoVIH87Cq0bh+Bh4tm6mr5X2WHFVhBrQHz31yANkLr3cMWGI+lSti00xmpAGbgbq1TAtAOuBX3eQ3UYl/qcnoxhthk1q7JDo9gj6TW2QNAaEHrCxQxeCx6LYBXxYBeXc0DJhXA0KORQUmRhiI8LiKEQPBnBahLDHoPEEDw7GPMoNXZibAqMg+J+VQglnydLWI8rkdLR46IZw76PzF5TBqW/jJWKpkL40zbApSdJruPhwodySkowkqWA0IpQqWDDDMCwD5QEOeKj4LQBIzlFmYqzHVcPNVkhoNdKshE1CKcJlRWiienaZMxo7kuJGrIC8DbVA+kteo/jOkbrHMMAmGVh2pMkJZwWQjlFZSDYEkidgHUVTQdoWUB4lrWEKxZDuSTheDIlFichIbLtGG4bWHsUlQK7g1APSRkItsZFnwiljKbCgJcJpUZRyoBhMNZblBZG0ZRQngSEkptlrBB7Kcp6WoOzrZ5GRCIDpTS0exMAESYYFfNACkJSGGopYtwzgXs0BfKa+hFC9qqcxsFqA1dOE08Ekg3JHbQF94xCYylHEKlGxfyDp2U4RAlajClEEc5AHnQKMvynhQY5jAaeCMSKESTkt6IOxuVY5bXIbfOkw8N5jJKU8bXpoIgjIhGjAA+BbkIMUX2AYsr6ExoBKogoOiYDWNbJmiHETQFHREFIhoAuDoVCkYJ8TPj284tNwUKQEhGdjgmACiEqBf1MCORRn6FP4TDk5BRpDYjwqFn59id4gKQipGAHfEEApK3hYeM4EJDgZ04RVwQiI4CLQqcUgiBLo6FiVCrnDx+aTFEsbDNRdy1bht4HF8vwHApZWPMGQdVX0q0wvAkgoopDYQhwAUAwCTWgYSAEEcrEtKAYoZhPKeGQe5eaiyuoq0PBUCCCRKFvAiBCiZRCJ2eJYAYsAERGABdFHIqGAAmgy3Gx6AJYlvtGgBBVFDoTABdCpLTEJROs7TGS4WcsO7bsJbdLw+RBFRpxtoaqnFEc9gGOuSWBGo6RbxsmlBCz4BDhglAxFwRBDOxWmMhCVUbRORkRJURNASeC4CQGgBImCnBZ1gi9k2vTS8RGPYJwvhGp90/qExWMVWi3aRczDgsq831ZlkFWTuN4VHetObZD9gl5cEeJl6NqtSU8NdkzxjKA1qt364Ap63mMp7l7wBh4PHL1aj91KQTzTJ77DRUCEroGBwrpdz+YZKtizrSRUuCK3w+lvmnNLurEkEyr5+H895yof+PjFxJICGLGEOSKeSAJIozYFHBkYqpiBHLpRSBiBBcNFeYwDJcmYVWhhvo7WRDbDFzgrrAVuRYA8XgpoP3cFW5wPKKFsLtXOESYZNRiuej9a8PJF/tmfBgUGuQAhJQiYgywKOJQMgyIYHQPAipZAOvWBCiAUogpIWYaHBEEIzMENPEUCkGWmCj8z56GA4GnbWDtAe4skIm1szgvzek8pKojjFPqg/DSuQydDLxE0ItCWZTqx8HWNwzcNH1IOV3djuetgOBkgUFBZaNxwaOQbr62vt2v3U2FG7LMBg19rQSdtbVYE7n8ragFFCTkw/NXEnZ8hts+yXabz3aGc1jdtHHQqkKZm7GeFS3FHAfI6k8MVSh8sxi1Ya6bage9RP4vjMTdapZ1mTSDOB2q0HDp5RBhBMpKkCQrMcMAoao+EUQUNstMBIjcCkBKNtoIDwEjJqwQJWNw3I+AttsegVbM2ehRHo11K7QtB6Zi3YD1SC8pDROgpNGZTQ8E1tpJ1YUAFYJ18NcXAETOAiEHCzVDgLLiEEMVCl82UtUhhhUCt22k6iGCqgRub4Sq3QKkiLMtVSwyUqFQZ1tWDDKsQqFnS6oaZLhCoN6WVB0kWJVA/ZZQtcjlJgICZw0gpY0yQgCtehCgahviXm0w7lqDxQcVGmpsdZVBGqTP2Yg7HKIEmpan3TCu3dhe05G01uPWDYjR25CKaUbm1pKIqzGJXtuTR59J6XCtSt3YsAx62RaBb17ibmHe1cj0fjtTtKZm1q2N6BqciLU5f2t2urvlqX7jM7TWSdbmK/TN2sc2dP3W9JWr9Zt+qyh0+xnrZvb1LW2PbWzrhvZ20GdyBb4djlsr/a6Guvfb7aLb81k3Abg+nFD3Nw3GzdbBQocQfczCsMHN31g47vaC9e0Ip7csaOVzg+XL0THuhupPWwa5vThiLrLyYVJcrGnNJVJgm/ycOljT22apLUq3xRB6mWMG10bze/ON3G067pt1Qy9MULYIbvvO7809clt/3GszGf3MQATXKrRbI9Fd7UTqm5NMa3XOqom6unarxDRyobtlgHY1INx+W4ROT+eIL8lvsujczRe3l+1Ci0V2Jj6MVf6uGTq8QaPfc1u1Mrrb3/l3DfF9k3Lk2YFTjbhgAjhswypjZcZWgZaQVavaIsNlwrNg4qOpsjjHNpeWubtzkaR1ZHN1neZRl45HvnIS71jDGHL3fidw8P2hoatZ3rEp42I3EbMPHDWRvJoskfRM0/pw6gI4vIL4wCyELNJZBDpw9VFW/JK2YkSpBo6+zJEOnLOUic2kD5lZqv2Kt8rx5P9De+4s2LH47ABHfphXfNjePGAtirLIbIS5cRqxKdd1LDEOmNxQfSnIHRKHZnn4ChanGd+fzCjA8j7mRN08aQjDtRUTbO5MeLcLFs5Y7KRtCbe6ZuaYGJyga1wz68eMswd0iU+XDkc77CMx58qHQ01BJ4LncRL4WdBX0vBhD5CsFm2V+KQFVr0RNl/3j+zKlouipi1ZE4yEE/Sy12y8TFmBNj40WMdq7z93hZbOaxHoje9sPpAfal4NSMb+V/M/g8FN02Fto7V/KkJ2g1ozJ4B+Cj8N8QxSyv8mmJIyvjLRZtf3P7gmjU4twGWOVAPkIdKz2GlP+g30BFoaGz/l2uebnaABqbd2JnMRxwMNtnWaeWBGGSA8x1BiJthoiJEgJ5gRHV+QpbPL3Y0Y2TcRC2cNOYR2ELlhAREQtg9BsnpQq/eOl11Lp7Hd2/NTjTlF6EyKuclxpj5XhJWuCzO5PRQfbEvYIo4n0ZRqhH9x0dHOH9sI+J65PKHrugJ91GqwXnUDTe4Wsn5Si3XvXp+tQhdPvvNusUzwOC4Th4uNusbMPgzu4LEMuC4w3ITB7YRrYOZq4B0Q3KuzAEWXPmxf8kaqq0fOtEmWAdqlQ5q545+nCG7YPYA9bQHWUq9XP3qGLh+bO4HNG4eup2dnN/vpzuSWrZJ1OC/Wke4PC32ewpN6Gmb4mO0n+XTGTWN0GVDBDCkxJ8zFKhbLd5Z+oiqLwzoO2R2AYpZGpwCqQZpeA2hM0dqxfiPEL5jQ7XqGq/CKHelRWyPM+Y871hxy7/+EYw/GOzyc7eDVYNc+Nc96Bd+00OjtbG4ZPvubAD9cg3HgDhSgF8AWYvfemXbySDrJdG/pHfjG+QZWGXPhEYusDhYc5yaQub1mGDyriSKq2XE7M5yaIBOMoB11nRVawrU1WLVpd3w4nmCmFdAHpwdvauSIkUFGHKfly1laqw5SaJ1dVZbXTm57LkNWaJNThCuAufEwAcChrbBFTYzu8nFcTdWz4lfs5J4x0b3EZiSZNTfefD22I+Rcw4Ck8HWv+bgVloobedycvu/9ZosiwX5ZtShiubhssdosoitkrBXXfXE7xW55aaGg3WTYJhnWnK4SxTuWPTJxIbHx+nc5Q1xXNAeIEO+SESZZF2WeNPeuqDQQ/rcgzLaD3xRobqndzHU6GQS0sYCEM4FYMhAQ8jQg+lGALZ8DGDwEPNEJgGgHajanBv8D23yeGgFxw5K/5+EhwPZHaF41Yhqje9Ggm35GDxmnt854ib4HMFkreC4iO9F+qPycHDJR74pEME7geGQyS3EznhgkcCpycimMUJuHB+f7Y8Odx8mf1QJ1rOTxoXNVy9sclr3S3MW4VJ3an4akhj/9BPq3iM7G0U4QEWeLLA+9DqIHUwgHhzgjBW0OHedKzA6U3iWTQKPe5vgwNYxOrZHBYZZ5zUuLd1gSouOkAHljPcLOQnaqeL4McbAUY4sDpTNbFNbbHy9/OssFrxXLBU6bhQ/CfbcyYgdmaB6l7c9w93NERjJFE/SIX4S2OgJ9O3J5ePQdzHuj+yBvjHoF5ua02NsI2ssUrOfHjYsnZkO0tGts1BJx26l/17Sb1ptX3JbQ8Z+ygnodnOyzjoLcy15bQI1N0wSY77zLLnAaMd38VKygVrBd4GD3uSNallSxBWdF80lzvCrliD1pQJZEEyaOU54x8Sk3n61MM4AEUInCGKIci0X2kEqK+NU/5INDlBixVnxLpnn5F8NSQ2xXz1PW5JhfmshqqLXe6+4n0tBdzmPRw1xS6GnJ7wudgCPIFtwUupjs19bXE+IdpgGVzeUnr+p2GtJmDy8A6FrIg1Vy6lls1a5aPxC04YijBYUaFtP0fCDYZOK/sN5S0k0DYt8TpbFkz59wdnNbYYKJ9b5ztdjanrvUcW3CD0MMqbROeO/HkbdZ8HAQfTQlD0fQV3Oj5LB5Q8CewHQOexOeLT1OuStt6gmMHknG0DFkG717nIbuG2/8lJEYu11EA2NFavBGMQxYJ44MztBF4kKwJLMFvGNu8YC785hSYG/0uHgsBTKr7UbTg4qxTsuU3LtoL0ruquIWFvP5dEVwODz3uU4m/vK3sRDbXDST7zV7A1nU1BLfQp33jTMgG+EuutXmF3wWsSTd1aCQNV2Ua9ofZaU1S9NDnLA/aZ5xU9Mee8EgvaAreLSVLOQTujdCorXPhuJMb6fw/tIyem4CNkHfGoHHkXeAMPuwwJmDxtsZpkquDjKyuDflOdHS+MP2jSObHK0zNu7vimQOWhTZIPkaZU3P8iIemFrDw7waVQ0r1sU9dda5V9aMwmouKW19T7FyVlU+jJLdvCIDpG2PQcZrhDwy5Br5ZZhnyTtD2ie/hnmovDOkufLbMO+Wd0MeML8M85J5b8hJ89swz5svExmpgxs8jau0eX5JpvHzJjR5cmzwXXPKaijrxoudM4FAK6blrTheSK6j+lQ5tV0g3yaczuH3CJqXCbiCyiZz+8vWUF4WtEOwTbwFIFl7bu+xY7iakYVSe2O2nUtHtrraaHLfui52+d51PF30m+72ncgoNeMv2zFHP/Z8mzbpGZxVdwMNOyli28kP815Mok933q+4b1t7D1dAz7vM/uuk717GWnI9NlEGXH8Nb7c12UFrgkscMVHaCfVlUllIdki7UB8elYVkabQb6qOickhXRDuhPhsqD2kntBvqw6CykCyBdkI9/SkLydZnJ9TGPeWQrHl2Q22+UxbSXmc31AY6pZijyn9NuRcoEtI5scGQUcMJw1Pj1otZ46lB660pfGNEf22uKTdsx127SSiz4w5beG340K1R/P7JCQGOTZHAwCSs2pIWwoQ0SC1H1kU7B+NGbTMi2/9s/LLPxX7M7U0eySJ7ZEuq6Yp0Bxp53xZHUCwLtT+xWeQ0YU2kYWdhUV4oSONWwezZoiEp3zayX/t8q3bE7vPTiJWuJdkGO5tMG/h+kjHakHLVum/PPovsTVGBNsA+PXGKWVs1HmXPfm/DdsJdtHCVXCewUq+AeUfyAzr7e0v4KwmSLix7wxDt+Y5hk4tAghd3Zunjyr7EXJYrQjZUW8JiPS3uqIATO+aKvygs5bNwGnoiiOBD3isBN8dyIztlY3qa3hF3SovMnPQKky88ijijoKyd1YhNYkm1bT2XFCC2mFFs068VDpUsl5T8DOSOS/bNjPq2Cu1Y3wsx8XFDzTtH94Jz358fEza79qG1JIjHuPHhFlWbTp2DMa35asXwOeNj00zSLjhyt/0NNMlLCzo21JullmszLfx9rk02C0bcS7DPK/MtyfwJGSb6ds19PCJQvJUuXnaG/hG7ufPDzX4377Kr0i0Mdm3xHdBtgmzxWdn+1oNYbmMxLU42ch9pBxkrK/Jxg0ODtaYBuRRchHw2Sko7hOjlOEfo/moZVUBWG2pWBn+jJazFUedtfiWtHSPis+lUvasfVtfB2BCcqvfGQncaAenEDnM69bKTnl2sbeLxdRx2QDCFrNTtkZ1Fqxh2GaiVt6QkGyIxx2yFluHqpeGuzNMgneHsKoQe3x2Ma3s+JPv0+L9e6NGM7mFCwx+NjC/nzoszuW0jw+rNMeu8e3YtMgRNFLlO54DQIfPhK9px3CWty9zP7Jgq8+3epTWvTv7/NvvBDsylhrGarQv57IF8WbxPWFSgXbGC6YRaPD//S07wT2IdHq+Ot5Ury1qVRVisFbrTyHfutMJTmjACNJITdT6TGjZuysHtWj0TjyPqjB3lXKIbklI4KAsJdRLao6K0zYX4cUC8JIALdKw5B2bt5x1FvpCtwnnO5uBLCpN9qQ/96EV2AUr15DTry3xeWPA+KCPaoidk4NnCptbpkY1FPtjiCHfSnqHQ9owrFvThvUkCMsxByjbKpDG5Zs8J5JcjkEQ7XH229OujSEWZApkZKUK/HDG0qcWd30nccAr5NqrGWBQ+oY3tuQNBzbyKl7D6ah/OPfrU7Kn+hwuPa33T4VTneVlzZ7h7XWCY6i1z2B6naOvkzQNfnSqj5+w35nnR+mY6falqYhO1O2zc5tnm9imn78DXzqR9rZtAtPZ1TdDE48432DXdlQLjoIbv99daEAKNjkVf67RkfvKYOQUSre6c/8e65CygSICR/EedxMN+aK40579tC/PlLf9pt8K0LPd7b5PhFO5m/8e6nRsTLc7Rpf90BUa62KYtrNhn2RvmWa1bbBm9qZMG+Emz1MoG+WxtY7Fzfimda3b8l+rdNC8dbofZ0O0Uk/OE808Wq1MMGbP1G2/L0HpmbL/ap4SAIzO3dwc5p8CN3Aol4/UCcZzXqTZcF58JMNJeu99El2zCUMCpl2nEYzpZ9raF2WCSDc+hPBkMAjkJEie8Xj3q/Hxzf7mNwwC7bMF50F9PmXIy5RKrSB9b3uaoYMmsTbQ4GP9HwXK5Z1tTfx1t2TaP1adJ9AcGN/J/dw58lXJe4C+wk4WKbK2HZgqF7D63obNpz+F80emt9STRIY9V5ESbX0Om/XwqzUrcHznDJ19T1Hxc8Jjt6ZwVj3t+r5YVaeHHomVzGrPNZchZwZAr74D6FUlWj/AinMrEDHtF1s3HNg/BX7sQV3sqCYexKSMi/lLis/sPV3rt3Fhhn7S1KzabftbOVf2UraOifYu5G1uDN1fd7uinAV4pPWyXr4j46DF4lbqCuibcDTF7cjev+HZJJ+TWrkd+AA/lmET85K9GUJu9XHj7UdrhYpbJeWncIl7FnL2cgSbwBZsfzo2V8Ruo4TRw8fslvgJMYBns5hWsXw4fwreWzxGXzRc7+XMYi9rZujH58F08+cJq1tN3HX9HYM3pb+TCx1Z0aI/Pv8xs+rrM5PkrT8/idCxXG16JhnnzXrayt1PbmQeBKI0V4QmXq6UMj60Y4wQojD7NFkkD0xMZ1WLjawINBTtigdFtyVzrNFb1C/ybcvhWy1OZ0mc4dG+P4yYKmB3FnrU7cdMqj6uxOcoSm7TDRG0FWsGQ6iLQOclY3OrAs89/y0dZIkrzkl8EurDfIYFL5u9ibFLdFsP1SEyDMqPnLYHREnexuaHyBMPRSG4BGtM59TiNNjqC/McEz3vgMw4PH7dV4Y550Jzrl2fUPW0I68HCrDOe/voCLOCBjYDzPqTDISOrTUWDpY+TQZF1wQej55hu5Wn85YX0HJjNyHEff0sST6AdjweHQJhdXGHILDEMy+DRQaPLa3Le22A9OiBe3Y+81rF2FROYvpXJ2ErvW2kX4Etzko9tYBvJVjp6Tg9ZNVmdAMYeCzliGb3R53TfwN3X0m6rKbz1R3gZP5xCeAOSOFlmc58liOeNgQMfz6N8MPsSMVwZwQCweB3Mqu7QyO6CQTR2lWYu0rS1k0PXslD59VRpZhaXVbKadvMeUKjGdLJ9vVlPbfW6Kq1k7a6nPjhEMlGCFtGTw5kK3k8+n6G/yDcnote/V1vWntdEYNJ6/xq5qEKsl5CR0Xs5ZovCCkeWsHO3D9T0WnmMYU0HabiJjifDE+W56n5m03w97B7FGx2ePqYAlJZcMDYOY5usiPEaaiKtfdOZq9YV3OC6bZWOiB05MBMEMiq/nBxG93OPQMWAGVOW2Py1mMqyALUx/mikRTuM27eB5u9gDc0CiMponiQzn49srdqVN34yzUEWGv0ExEwv8rHQHXdk5vxXgNhNsxFIdtl3m3H27B6BnvsncAYLIMOGJhZRE2d2yQDbXzo7cFumJIfvZqGFLKncsLfjdnG6cGnxf++ER14QS66/1+OsMTl1nF7IRN3Q5223cZEx5e7FsMclOmiJLpvOLXyHtrt+WGDjMoEu9Ue9eBydYq5y21bsmBYThH05mfkeTfCG7PAyyiFnwbZPYESzuxUT7y8d79db0WRU+3DhnZd9VgysVvE8u3a5frIuR5uOFob1QClEdVdL5p3xVAUTCKCLTnKrna5ZELtaFS6fR1pkn2P7wdmld6tVYLlQwxgg85s0Un2btKv6neOmJ7PUjVW6mxZPctLf09gcqV2qm6eNLaaP2z7GZYu/e6R3fLRRLE0hk+HgxFaJMVZrWut7xYnRts18W1eZw/qyMejuPPKtkxgciDMfTr4OSPPjY1fnnnZTIhSPuMzscdqtUL+/OpTWPs4/dto8JuSVR2hk0zY93cufsvxzoP1x1y17Mt3hJ9+z+w/duO1aNI4Z6bBsLXo+DDAcuBmxoIBzGXOkqwAT8CP7RiXOtTHBgqdWdvlyocEEJw9fJFtat98ErTak4TVYHhalc0+dHbbkV8yyaO9MCVDTGUucOJvJq6HYvVwm4Qhdk6lY6ArgG447PgbS8WdpPo5W2DaDD+SI3CCzW0Zc/v1Tmsw2vGztXwaVbz3LtPRTv7esi41zC9b+yb7S1gNEGPyxK3v8LXya9QMa/M5Dc3/3yCGN5I8c70jyyDWMvEcuzLPl3PrvGavVfxHopbbrlQJ8T2S7Et0VMlbjT6DzVbvrcZ0A2XgjZlAdkzEkhkish/LsID7SY5VNKx552a7R4ZRtkfj08Dd5/GeYGtOgrbBUnnZwFwQsTGLYrQiHEOh2/Vq8apfvwWd2ZREUHTM1eknHaUQ0X8unb0Zt+25wFLsPoGZLdfq+GMbnUmhqGEAsZZkZ62IGqfmqJpiaiVGErAG8Sd19hE23Ay3jsc+GyUCX0k508Dkw2S6rlUjY1aDtAt6JdgwB2mZSwiNMWl6cSxOdAnSQVmPakdLFyB/e7wb53/+R+5yzZjeiBY5u3sZ1bY2ahgA74rxJoImwewZxLzn58hxRsU3iN/d05bt3NeN0a6u+9K+bbF47mKWy96UWZ9+W1qtzk9HUeQPWD5oh+/3e/2VZ2HD3OOEjexhw62rVq2Db2sgaK2Drjc+SnLfm6UY2am4W93k373uavO8W7E+Qo4UXSa7c5UbeEIFcbH4tk3erogkyxgYJ35be0qHYB36ZvvHpzM8H05bGUsxObg2yhZOBRnDbHLxjY58eze13q/kGJ05gbKmzc3umnF/xYh5/zptZrnHttsDKFoqOu4dETc2YtrQt1Ze+d1DUViGXMadG81JgsTqH4Ds24hTKzrh4i22Esc/hVsAsubN1lLgOowkBMjUUUa6TvzpMvbayiexZ7DrtzSXXaGGxyCxB6eYwUm0JqENgAfoQLyNoIWE6QyRNykLmN4NzA6a70WH26KWfjgD1zF6nMRbfIaz/IGFtosWWMq2m2Xa+PDVb1vyj8ssbKU3jR9Zumr79Sy/uUu/THIU3mx+5TA4104Kbm9+yxv9/DvDaz49Z4IdwGlhEw9Wa54P3530j9bL0ff5nHtgHJ9AUw+NpwRF2od3CZh8q9nn/Dv5vedpB4MNfCWqk+emxMYLpLRfuwMKI7rDKO+XmhxRYvIKtUREq52ul9EtAzFZTee/vZr70Otbk+44/e6p2Mt2FzXjxK1NT8ojdu0hQay+8mOJuQM6T9/PrR1mjsSyieSECJPB2gRg9DV0HXLqWSmEhkHvr1qqCXh+FmRCVXEN5B+hZGq5sj1r9PY6diUaW/o9gb4Eha+RWM9ybuAPQaWIFoTUw1lG4NCRswi8xdg1bKzz+g4VPeYDO1/C5ZrJMeUCbEF8j/FDpmHYTBWdqV/YccJAYE6dV13QZ0V3ZBD4mVGdYHTXTB0mvMktdvQbwZi1zckzEUS4Oa1zDp2kc1TRVV1Ps7oJ1PUv0HMH/rdQCpG7Bv0Y03MHWStNdnDxAFhzbIftqIgkUrdC6GLn8lh4c0xjVdV3RK6J6+RtyA00gYVdgBay5OmFQQJ3ibvtJssh8DoPvEbsFm+XDt9Ve4GXmKN9OdEQIHZZ53rN/C6rdVZ6tppcFbKO9AI1BHTe1U4wP91J7OQpLL391+DYCkpWdZ3ehH94vrEajrLeqkITcdUa+jQoTwl8QvLOlvmqpPZF0mCNsFvkGe90ha67H1++tztgCR+Tr1ojuCiUmLWCIusZuafa8dr/gtczZsudnYw0G2yUaNYWmqBVkZWOnoCKl37BS92GIBv5lbJLzwt+nDuENZ8+8hYvhgzn+MkjPOa+khAag2rW3y4VqEHifTYDORRWXthnHQJ/NQx0IUqs7S40sqcKcMkw75i7KZBI9k5NHjU2Y/+OLogErN2GWA5st7Yt963+W/ZWOs1TUTgAAAP3///9aAAAAAQAAAEEjAABYrgAAKLUv/WBYrb0ZAdoskUQxEACwAbyrIt1WUp4rfofmVFW/PwqAqJq2czDkuZwzyVSJyVDCkkikziRmMhvLN+d7B6EE+QMHBIiIIQ77Qz+1l9eAHtBhTFVd1U1NUz3VAgRQNVUvtVVHNRSEftB2IYYWbL/m68Os3uq3TmsGLdUgOkQn9oSuqwNswKZrCN25c7sjNVLfG6ADNMZJndTfSpxGBkUTUVXNpBC7ymK1PLm47ChjCOy0jSBjq8bZKGnF7OzRlfXR5x3LOqu26cLYWWbYJCqZjzRPHsWwTVlPpuwC2yGbZzuMIJlJEZYHNUh7o8YqkU4gX2w2f1yVETBRmiQLtf1gZhPBAh8OsNpasNAlCntgrFhs6IicsMTiRtUa1xSIac8nojKSsOYPp5FBOWguWmdZ2ghrH1MwPFqeWCxc3DXuGne9Xq/Zz08deGvZxyJgcaBf/mRBfMFC4pKaDYyy9rXkLhthygqrkr/sWZiTHgTUrNSjIYetE5+A4s4wlmL5hLIHeY3Ue/v0oyxkEfejy+VbJxYL9ygDuq7IgFBUisY5QmZmSZVxXby6YgjqKA71wxqoP3rXvb/Gq58+1wOJeq5Y7PUa12dEtmwSjtWUgCyeJmibA29ZEJq4jxRONlJQx5iMOtkHPOzs0TjLQmUqyhPaJ+vhAd0n3+JSNnIEHNyCJdMsCzBf4n5Ikck68pHMdpxZQcq2NszHbNqGLOEeoU9HcLowtvV9TlnFk+2DwSDbZEWiYBEt+7a4Bxt3zWY/r4pGs1c4KUUYzrnC4myipUaTJOfn4odWwZxsrhDF0SrklMOD044BC20Xya7PU8wrJ5g8s6yp54bO7CJKFk8X0c4wzsVBK6F24pB2tlG2xMF4ESh7gs6PHLvJTrsuSbLYN4linXmkkZBXqZZyUSOJJkDtDdLRlsbgZRgUJu3lFhRCipi2L4ZY4j4CWskNMVoRjFPawUxUTsv72N5JeEe+Mq3bkkNWdV8YRV4xssI6VEp1YNGSKpVtDSNjWlKarSLYEShPikCZoQcKV9gmCmwrhnXjSRE/TSSMTnowAc6BtlCM5JxiXbUsBnGWythqVRSq4IcytMVmyUDaNNpK7ugsfdFSmnqJju61J/Bq3AFUbCHxfAoqotW2GNuiwydFi2JxxJMPu3ayROhnV0tZARAUl9F2slLG1IWoNoeXD1FjGtvJ0QVSTGq0OSCAOYQotW0BgYUqnJ62hVKWVa/CFqsCMUnzMQnBnzch0rLAIxTAMg+pUSEtYtYOVkQiIvGcmlZFmZ12TBDm03m1kmM8ZByNbeRljgBKGFpILx6SNge0kG1Qlgyp3NAoMFrVoFG1XJ8nRB21cKIVSpERU61LrOaq3JVyaTG14sWeOis2NIzsRpQWUknR802LvZxQpmmihczDg/aooWVR4IyCJHZaFV6rZpkP2sgvDp5nfkFayUXNHIQc3KQoer2JPmKwtmxIBC9dvNmgMcPKpfjjTXUAA0EsT1Y5fOI63QY5Ws3EGGTVmrCXKEOaldBNjbdFSoqIPWZsaaPFqpMAaBeXAaMvOt98eO6Rs8T22JKFFinQTnLKS5yEMWLEkkK0GUum4gvCuDCCqMCYMtt8RcdHZ8HVyW3Ollpf+zOufV37Q+0cRaOcVlLK2k/y6iBr3X6i+7J16M4anryrJHS3XlSobPEtLkVKFs/iUaJgcSw+ZYoW1+JVqnBxLn7FOx3Kpm/6E9f0TL+8XOJLHBOziTfxI0ecuBNHgoSJM3EjRpS4kiSexIs4Ebes9Eof4kJ48MDhOLxHj0mfdB8+cngO//GD0il1uA4H4kGcxw7f4Tfchs+Q4TK8htNw4QLSIR2LReEonAWLSI/0Fi1SeIoVvsJfeAx3AcNhuKSr8BMm3IQ/uqOPcETERV90ECAYndFDhCDhJDwxsdEbS3gJV3QRzkfohN7Xp8E1uJ9foRf6398G3+CAgIZu6IGBHJyDY8DgwT344OAH/+AZMhz6oQt6Bz0LF/Iq6Hnenu/5neO53QSf4BS8ziVE8AhO53P+wIE7cAgu53Gtt351OH9r4A3c6m6+puZq3uZsnobmaM7AF7iCBJ7Az9zMD5A5mSPwMhcL8zAfcwPu1eVdDuZffsXlXG5lteVbXlWl5VpORZXlWT41VcALuJQUlmN5lBPw4+fPKJ7G09nsnt7TihQt6kXd6LTz5FHV03x6tOvUiWOnSZtOz5lT2qUtR4xj7N+JOpG/e5+2qipqo3pSkme/XabJkPHSnx2n1ahB02caTr95M6bHdADtholJgJIvtWdzco72aHd2l9aSpbO0FClbpjSVbtOgoFbaSrNhc6Wv9Jo1WBpLA9BhGgyX5tKbm1paS0NpKS6gyZscCsrJnfzJB3SoaIt2mr7TdEzbtFW7Ty9qR44YNaNe7UeHDiHqbJcx02Z6tM+0oEAdqAu1oYYT2qE9ptO4kgcIkITkubF0mDBVugqVTiSmxfRmg+k2btpNW+kxTRqn6XRpq3aX0f5szx5tRK2osy2oB3UhT/IlV+ovvaWptJSO0lP8pnqndmoTInSn7zSgFm3NJt2kn7STVsKkmXRmL2kjSTpJFymCpJE0JuaRPtKXl0SaSA8ZUtmVbWkZpIO0ECFAGkj/aB/dg0fz6B2toylxNI7OkcNG2+jJyRpdo2/coNE0WoaMGT2jXbiI0TG6RQsYDaOx2Bf9olc0i45sFSpQNIpOkcJEm2hJScd2bEjIxm7sEydINAnGZuzHLtEPem7OrvnaQcfFybVcW61u7dZvbw26QW91Wwv239+FC3d913uFzYEDX/N1hw6HfdgeFJz1WUtJJegEHdZm/dZwcFrXjtAWmpBwTaoZtIJGQ1vQaU3YhYVSbUM1Vl9dvfVbE+isZnJqp66qeuqn5mqvFqHYir24mDiiQbSDlpOT0BOaAluztYVe6ww9OBjYgY2h/dqqq7t6aemrv7qvb0NvaA1teKAN9IFGYKAR9FYjaLWtVuu2NtBiZC3WY43VbwW0tPxaqyM0XleokNd5fdd6bYM1WLddFmF+yFteLy/kK2+XD/JALuf/eB9Xy/d4HvfK73gdV/MpP8c18pOP4wL5G2/j4vgaT+M+/oyXcRs/xsO4i//iXVzFb/HYC+JZ/Ip7+Co+xeXwkh95Cx/yUdzBP/EmruA/vuP9+xLfePmexDNevV/8ERfvRbzitfvED3HrHsQj3gj/4Q8v3Ht4Dm/4ha/hBz/DC37g/73f8/2F1/u8x/sKb/cUvu4lfISfe7l/8NeP+/at7/YNnu3XnsGnPdor+ARv9mV/4Mde7MMe7L2+67de6ws81l+91VP91Ec91A94p2d6Aa/0SY/0+X7jVewIN8KqeBFOhFPxIWwIE8KDcCCMiv9gP5gP3oP1YFNcivHgUXwH18F0sBwsiuNgODgA7AaDYjZYDU6Dz2AzuAwZAPAYLCYMmC9esp9dPHEn5uSyRUsWjAVbwVUwlSlSokDZxE+wE9wEM1miJDMJEnwEF8GY+JLIEEshlTgI/oF94B48duigzIEn8Q1sA9PAM3AMDAO7wC0wC7wCp8CSGBKjwCbwIy6BGzEJxsURIhQTQ4DAiPgQe8AdOBhuwIWYEA/iDBgEAwH//Pr48AWsh/MwHq6A7TAFXIcl4Ah4DsvhB/iK43CLrdgNN8BseA0zwGl4AZqCswRmGAE+gMmwGDaAwfAX7sJcWAtn4QJYBK6sqjAVlsJR+AkPwE2YCS9hJZwUACk/xhf3Xb2PHDVipLroKrqpF9E1dAvdQVfQRb2A7h8/ffjsOdVjmueWXtI7eu/YqUPnzrmiN/TGgfMmADdtQNmsuWoumnvmlrlk7pgr5oK5X272fl7P23m53C03y8Vyrdwql8oUKVGgbN4n18ltcpksUZKZBMk9cotczHtJZIilkMob5P64Pm4PHjt0UOa4k/fGtXFr0JghI8aFcV+4aIFlsUJFCskbeSFRnLgmruMtcUlcxjviiriJN8RFvB+uh9vhGt4NV8MlvBkuhht4Aa/f7bsX7t7NuxZuhXt3KdwJV8Klu3MXwpV74OB64257rffNrUHbZbsM0m7aXbtqF+3snt0FV8FNYHbNLoJbdg+M3bFLdsWuAbALdsPu1+3aulvX63LdAlgX62rdrDug6lZNXQFTdwrqKkFdKKcbwOk6NV2kptv0dJOe7pPUXZK6UlSXiepSXd2oq3t1rS6Bm+9f7IocuaNHvuiRP1p11VVfdUaM+rY3uu6JEDkiT/VDTlrqpY4HTx7P46amelyPn57u8T3Oh08f7+N+/PzxPw4IEKqjeqBAglyQDxpEyAl5ITfko3f8jtvxOk5HjsvxOS7qoXAcjsfxN+4G1EE9AG/jatJ4Gmfja/xMGS/jaNyMjxHjYpyMA+BfvLgXD+NgvIune3rWP90Kp3N6Jh4dSzSSYFwcIUIxMQQIxA+HHjpwMNxQqIFwMAMGwUDAP78+vgt7enkW8Crc2VGYUCeBLsIcBLkHDq5xcK31za1BG9uaGoO0BWgKzhKYISg7QDYmZiAM7Muri2tLK6sAFoErqyqqKakoqKcBTk1MApaUkgIg5cfXvVcfOWrESHWRokSpiA4ZKkRokKBAqID++OnDZ8+pHtM8pXhIR+/YqUNnjhzR0Dhw3gTgpg0omzVq0qA5Y6YMGQDGiAkD5ouX7GcXz05OLlu0ZMFyxUoVKlOkRIGy+UTTSRMmS5RkJkFyxEgRzEsiQyyFVAYB8sNHDx47dFDmmMRxw0YNGjNkxIDxwkULLIsVKlJIRkKiOGHi0bFEIwnGxREiFBNDgED8cOihAwfDDYUaCAczYBAMBPzz6+O7sKeXZwGvwp0dhQl1EugizEGQe+DgGgfXWt/cGrSxrakxSFuApuAsgRmCsgNkY2IGwsC+vLq4trSyCmARuLKqopqSioJ6GuDUxCRgSSkpAFJ+fL3V0tDOzMrIxMK+uraysK6qpqKenJiWkpD+3n7USFVR6qFCgwIB8sPn1LSU9E6dOaJx3rgB/SxLm5qYRNzdHRsZRyiGQDzsYJiHl0Q3F5WGdmZWRiYW9tW1lcX05MS0lORIqopSDxU6NRWN88YN6KfnlSpGMIlYVgLxwUNHDhdYx8bDDkyAfkt3UW9IamloZ2ZlZGJhX11bWVhXVVNRS/eTCAH37ugc5Lf8j65OSdk0MzEreeCQgY10zKPwYt/VKNVNmq0obCiiDgsF+fDq5Fo2tDKkMNxv1pQpw0SqREMMm3Mz7+6r7u7V1Uz4HfJgzvAbMoYs+IQ5MAM+hvyX/R4w92W+78sX8t7vZb2c9xayhYz3d7lCvvsJ2S5TeLo8Idc9hCwh072DHCHPPVyGkOX+LT/IDr4tX3Pcq2W43P6CbM1vf5bdcoNHkNsy25Pltaz2BjKDnPZfeUFGe66sIJ99Vk6QzZ5ARpDLviofyGQvlcey2D9lAznsmzJY/vql7JW7PkDmylv/WStnvecCGQs/ygTyFWaUrXIVVpSp8hRGlKVyFC6UofITFpQHZCcMKDdlJtwnC8hL+DQr5SScJwfISJg05/zYTsb54jnZc+PQX/1H+M07+ka4zTN6VbzmF70ijOYTfSq+8oj+ENZ8Q18IG3lCPwgDeUEfCON41AeEa/yf94NlfJ/ng1/8nj/F2NfzpljF5/lSHPl4nhSf+NG/gx3fztfBH57Oz8EaXs6L4r0P/TjYwsP5N/juA3g3eMK3eVBM92x+DYbwaj4NdvBo/gyGezNfBr89mQcAt/2YF4PVPsyDwWX/5b3gsc/+Jw77Lu+Jvb7zOfHWc/kteOq1fBYM9Vj+CnZ6K18FC3gqPwX7S/koN9FD+c176J+85iX0Tr7JDfRMfsnF80o+88r5JI/kpvkjb+Sa+SKPeQH4yydyA4waqBTSlXAKSEzEhYlAQEAAKLNYAYYFOZLEMCw7pEcjISElIQCCr8ogAIDQegAdMABcAAQOACABBDBlfC3aWR6u+N62Vxnc7C2JaL4/l5JwBt+bpSGJ5XenShMn+fmTNBJyfr9Ylcc0fD5bSWNO/g+l8pSg70MrWcLpvrFWDnL4f2gFSR7/O9a4wD6xh/+y02d4puYZpPG/mRcSeXqe1JKFLH03Wk0jD/7JXbKQ4L9zrSmj8bzZWwJTfn8uBWUWvjcLSyjL7060Uk7y82WxJOT8+lErj2nwPreSxoz+H0rlCUnvh1YylOl9Yy088PD/0EjCPP53pE5jkv6XiqaZ5d8M6lnIkj+ptCwz+O1YPclI/jOVknHK7x29ooHl/4ZKM+X5OYM3krJ8ntAsp/QIuR9bwUsOcjpOIJxHHt+bK00ot/iesrp/+ygWDDrjfrs76JgG61k8GXu29Z7PInP7lmKwTz3tT+uJU1IHD94p1v+lXoSK9Ck10sMv0abao/nPsPz+0603oi1McIa31rx8FuPjQBs50/dDK5kpTq4TKxQfvJ/GXwcIzt5ltmni+Y4Ovxjx4FbD93K99yXFMdcn6xvJX1A+c105k1orkur+1FGJTzQJgaL6MrqhugcCp4As5slvAaV/nLELRsJLaiqwBP90AF1SEiCcrsk1ead5/9EgWD5GXAt+KFjSx82QMs8/9dsXbr4Rc5zLvdvWN+A7qTJJz35NdrwWl/MUKA3v8z067iXui+wow/OuzPdCtSelFN+yc9t8zWB+RM7hm3vfpzNPi5wknndkflu6JePFo1yA04Vj35ato7SBw257RQYnCboIdWs5YK7sECW6i1KOFhjwqxXRBAXPSFLNg8Pp/64anYRflrw+wAgRGrsTnfiVYcJoLDzF/LvTZ7wr3x6GXxAmhpO/eZXDuIH2WIRMCgo7Z04nvhJI2IBVuMYC9GcnNOErocqZPkWS4Hf0xcTONXi/hGAs6MeuZF7wDDLdgydhhgnrH/sNW/OK+3ekybovWUHTBo836mFXEpFgb4IONpthx6G4OnGaQo6aMrFwUFA8n0fUSfAxu8J0npb5JDHfs6R+8gW8tmaQaDkKa4ic6obdCJPseyUkJMDP6E6EXTi66DOjoCBZyXWCvZMzPW0K9KuGJq+aYHzSOOrGY/D9MYOx0lWUhOBFnzwVYO3SI+bPY3aiE78yTJg0yu50eY7Z0IvFyNMkyGw7GoarEzTAwYqyJpS0mCd7FnDWghEiLCeEJ/hTlLEoybn1VKK5EPAmj8WYSk/DzSAaUC/4vaOOssILkOkcBdTzuD/IpvRVTWvGGTSuf3UGNHlW2Afq0bESsWcFU3S3WpvHNBNvwgT3jpyYKCepo8ULukbP1tk99U3flVs/ljaAZ5UNZL8Z1FJLyLIxVGl7eNaZRPZaxSs1jCxtG9WaeWS/hVRJI3nW2Un2m8orW0uWGkwtbTNpldlUv+W8cuPJUvt5VplQ9lpRLTekLLWlKjWnZ5VFZU+jetbZVfaaVi23riw1sLLKxl6/mWW5pb1yY8tye6uUng6+E3rbzj5tbz8Or3wzeL7T3VOIlB2m3hS/uCWvuIVXcctP4haBFnsjNDAgOf4vBmwmbLUaqLvJ4NBXr0qQ5kOZkAVxdxNDfxsd/dsqucwmiZ44PSXg5kmMt1BorJHi4v0N3m2wtVLiTZWLlc2iZ4LkXQ7aolnoMmfKnV3zD2cHfzuZPNdv9eiSDJ+ubxCd2ENJD5xdcSDNpZuYxaRvTar+NbLu27w68E2w5loHvGYLvo0ct90cE5mXogoy0yzqW2dU1GpzcWsuilp5VGz9ubA+XCK3H8tqg5ebo7iXiNfZV+Ty3eNtlnZvVK6PF2V9FvumrWYbmB7buowTt4tBytLsemPzxM1PlcuP5f3i0GyLc4tnJoJbOlZkQ3P62MXKfWUvSFtLCxd+W/NeuLCNsmcf195qCLaEA1zEaDLsuPVjnd8RvHLTbvBqqwVSqKpZ8Tqtk5iiWyM0lmeU7UWHxp1TI+eSuzsPjdZJucNymgTckPFs797f54a4ubCwEd8HMKb/dQ14D7qCzfZnSgIu3VR4s61BcRv19IWp0Xi5HA+31d0dhY/0utBXsMQSonaDFKvpVXjiHteW5bs9UviIrou2wqWUYrG12+RYncbvo1Rpp+hRjg/Ugle46gEe4wUVOOBCkPvFzx0yYZN2HyXXVjWeoofuQobHDH+fMzmULYmj1P1lnMAJZp2Fbh4v680mkVmyd9XB6axLImVitDam14NqtMPY0bfKjSCfG5ypa3CN4iRxMXZQ8hHIZMUs4A8T7iRezg1dcRDww06Auf2xVfbFnTevT4mY56trgsIkeaseDjd2XrdDQTMwz4TTm7QUqItSOgqiGuZ0n7RwwAmA2knewGT2fZbB55lTvylt3gfrsIeaSW8KY542ZpzMG3CLzTrdDTehOdp8MdeJ3GU60YzyOE+VznKuG+SiNsVQnFI8vHa8veHbsvs4dXkqm1kVRsyBpXseT6v8Q2dUTZgoc6r5ufPjKc/7Wbk3m4O5mKdSUUbyJM5jUWUYv2oSk5+QeQDdtIFrDB+9QDp3vWToFsXEpXk7GLcwZtYqmGM2YrbesT6pHK56DScrlI1VLJkpnmKgrDZjmjq1j0M0bm1NAfHYPsDlqfbcg5Fhwd8ZnvOlnRQcS7Iq5p0gdkB07IBuyL0zwEQ1F7qvXouR+yyZcWC2sH3wbmQKvmUNIDcBbxLDz3Bj4q0F9/2y5FEYZ87nOZ4PfNUhO007jhOCGXWh8YHmHMHZt4c82aCACX84ZeZ41zi9g4boT9XSLcW1CnBJ9Dxfd5iP7yRV5vd+jHpH9eYW3CS5ML30pT2I7o653bqhcakmxirjCgb//TkoUu6URNYRLSyY84kuJumxrJjKuheLZwATPU0j0srhdUxwpukh4MVvC46dUo7Zj9jqlleJ9vnFY3Sc1YwxdJi8eAnXLNyeK3oFTBorvM7GdakIPzZquEXcE4rGRg03S2KgMFtW02TWYqXbNWSukyputUY1gp0zUXqIvrcJU9DjO9WzOSpHVr3s9NTUlF1ke5GL+G7xdhvxmK2v4cAVsjQExyxgl63bbFfazS5rRg/AOXX6Rdgij42+/ZznXiZVhl7XZ+KXBMdlIZ/pNXdkhrYhLSG6LC8Ze22nsRs0ySNiX+ialoHFVEq1EUjT3KRkGBtgYkU2nXkHdNqwmhnOWXEym8CNZQFrHR9uGluYw7iCj3D43yYlR4DqIEh3XfACvfpDSW8XBvjZBqe61a9mQTHN64WpZVTlBLE4Z9kh0siQKIAJu+dI83HACbrQbI/ZqTOod22knbpcGHOesEUeRn+bXRW5b9xpZZ2kdJcCHLWySBfOkGOqEc55r5BMfO3rlOYw55w171wzWHfwI0Y3uudtVwNOVppfqoJloPp36y71VweHTNlDdJ6g69ouDnDDv/t81ddylElbWzA/0q1oKm/tTAxOfs18jUn+cjNl/UlXBVn1lIxtGrvp4+8yyyWmV2eOW1McumQSnK2TMDxxjXqWbTBzv0iYMmp4c9fpXdIATtjdmyGL9yij11bu3qBzeVY1egCwbAbfuTNparhyhI5g43Z37tEPS5tGq0mYNZEGCBAO7ihGkgasZUkdzM+yma1mLXflSCY6lWdfmxaAumdzam1pr1xRJbOfZnA5S4kazJZ/aa/CjT3l13VadxXmXFSWGNJ0FjxgXsLcT/IZqKsbW17dzL4/whJlscCGwNOOq3sSE87IocfO2Lu3qdw2WXK1cXVbmgjYxh133wL3ZuN407wjmcA1NcgmP0NZb+zw57G7g9x/B9dTe2c12j/duUpCBMoZZZjIVMbpJKQo1dXFrwhV17OzkcyoFUpv8cOHbV/7amSomvPNP9TJMymeOlE+Vk7k2rEghpOxHT7KrgasEtpeqGmdTE8HUSAmw0cw6Fyuid7kTtg73yQpeoa8XwMxZnQrUI+LcG3MoQSnR1RdqbOnWTTlGjcl+znZUxeHMhre2DgvMPMkLiqxPFQGc0u1PrXmgnTh0wtmTtX3RfrtxNYc+yg6nrCVG8NXGG5d48419hrdjXwXXBnqz70IJkZFWfiEqWPlcuuxxF09h+QJhtSW+rXtKzHEhijrzp8zDXdehGDw38ADkPZFTL/p7HPnOAPvL/CTyybL7LYdd7cbyqaZe7uxNQx86EHMb028e2/lGOPOEm8ocxK7NVkG2KK4R3UWK0GVOuGnLc4ch7HqOawRcFYPKYrB6736tPm5CGWsUDgDD5SWCvNu6hUT2HU6bLMZq6fIy0NR52bEg0bosQsfNyebuRGI8QBMj4vTdYSvTVj7ptKUoO8ask93025eqrl2TbaDpU+PhvYkYy6DJwHxZ7NtSHtWf9KxA04d7cYsV+YayTwVL7bs73RweRy1TWfWASnco9Ewkf1cBrsu21OBnAu2S4SEvr99+ruIMdFiEQ5uaeyBJclLP1u3EfldxfI1f2ZALthTI0s/VN3mcPLFkMFdanaq28aQeU3MyaABE+qWxGHM4rKqH3kcETDi+VE4QT316jSsj5XzyGXKEm7uXphPCK8B49Zb5C7wyyMvPRrerLFbG+lITZ4NL1ntRhufr3zLasB6IrlfVfeccg9Z88lrhnuxLY2ZH4td2ewnWfSYPjlTQk6KcSNpRt0Fz++2BJs5o2cqx/CYealKkuXnS3l1sxreu9R6NOkW5wPotqxHDSdUfES2u6Fu9POLfT0sW11+N5i8J1XTQd72iinQq0v3+YhofUP5Ve/fJNUnr23Px84WCabRQk5PtRwmdDga2Y3hN16qUj7epUICxE+bWsuyLICMMq+cVnDppBPcrH7it2CYfe26HNeHDOsi7XaHErUV18cZ+j+oVfbkrtwqKTgSyuNsViNOmsmNw2FjyGU7e/DNiZtEydbEPudyOM/EVm7tDUDgEH9WEN21ZhzizJE/XYmO+V329Xm4zLtryXUUuVGHVcD0vsxYpjtq1PQTcNh49klmm1qvRZ0Tpe4kPH4u1tOLTauEVR149OQH3lWYY4dmeTv8hzbaH1LeOfa15AJ6ejFPbOoTxkz3G6Vr7j618Qpmfukg+PsVaeOi11Qr2lzp98mloDP76tJ2uMr5pA6Lromo3r0yPlb9Yfova6pCmc13PUkmmGmjxN3X3l2r6IW/2kmJO1bOXZW3Lc4xL8Nz7Wdn/e/uAxNEB9+ffWfJqUXfe2TW1Yb61fOe324h4EJ0CahR6zydAELZmYswC7hAgY3b63IJ8pCkdJ8nw0S83ko7w1Do8AVUq+zzM8/iTl5Dlx2+KE9Tqu238wvZmoFF0p9DI31jJENJPE4Jv21Seha+bleg7fKTiw9gL0yyYyhILFZusb2uHwfGqcjbuDZoOxH9EpOdI7B/Ql6wEwIyJIMlO1OYsu0E8FbqNs+aZzQRJftyi54UzOkx3+l+5lnL0iOszY1zgZfSApuj+QeFfeYOXCzui6UDKvONt/qVgVQpu0ZMnED4r+s5r/3b9uramXNL2Uw2ZdnNOVH7Gcd2eWnFQqjZjv/+u19kcNPoOErsdJ8Vi6rRdxgwA0xg96zOiU7jHKDEdsKIyPICnE3ggnHQWH7J+0DvzsRr3zsuDeyqfbbHrSwk+1Ztvp4ki1gWDkrEOXKHEbfboojjJrDpHW3Hh/ELF8cH3IVQdcTo3Bmt3+/cPg9eu/DspkQVGRk/JV7tVnD5cDrKDmL6zrCJpxgEiWXMCxOif6yp4xy1COdeoq9p1qkbUx8vuBmxJcOljJqVXiZ850/m0/nd+4y1bZPeeaMnkU6qStZePE41V5+hwWHE7qweu8xupFvrwezZUEGYozQ+SdTdPkZg5w3WJfupR7qZQxX/cOZxR14d6IiM/Nw0a5sXeWFYDwlsL+b2UUcn4tp3YCjYKwuoucchKc1ylLsGzHR4wLppFQ7xa1ir5zoXM7RpER/mN37gSYipw/22ezRrl/jBhEg1shJ1p8uYqVcXwPbiGEV+5sT8ZhpWlp1yjkcdjs1iQjicbae3LPxDaDffeEUxV86Umxm3DaCvfAuPaGA59rD0dpXf1y1B31oVHL9m5C8TTWFQ6EW6GBaisH/lBOSn+lRdLVUr3HATcxc4UgAvecxLPMlXvCH+rgnxYtAM7H/d2qI2K2H/O////04AAAD9////WgAAAAEAAADGTQAAZK0AACi1L/1gZKzlbQJKKJvBMhBoXAGwOuAFM3fVgQ7xezIlqVE7gM8MAABEJGYRbpfL2ThPJFP6xSCAGq9UspaPTD+lJgw8DMsLFQTg4V7QSuerefExZRPYH24PyVcGv/cgkC27VMXTX8z1qaVw4X6QQSgl86VdI1SPIELYkWEyaxR54lcIegyOhfmUd1kETaCRv6ThmOwEYf99wZvZ5MH7PPv6sBDsALpCFGId4bOkzmgk6T9myPJGqBJHym1RNRL7hxPwcDewrsMVj9On2lW55cUoG18PI8Zxq9RO9DqNCfG9AfXwZWCQr3hL2O0hQ0dMHbXMzTH+BsDwxYmltC06gusX4kLpRMDB82ZgDtFhBLdnzzdTmi+ZNQQJY8DtBcIjCRdrv1GswZ1p4b5TxNYKDtePPIllIomyg2x6BFg5cO9hpiX+cfmIYhnu3AS6OmVa1KfMLWBDmaAbgQek9yx6gKyb7AiJhHOIp7uBmjsxpZXk12mv9it2eWBrkKFmwMkOn6MblTKjDZ/SA+RKsvYfm+Rw0thwY1ECmWG27y/6ZCLC4PoqMaFTdPuyLeQW4nF2O/YDUwOiutzpViaYXi5Cgr9wcCDUxeyuc/KyZ5PjH96ZVpBA6p8+jEjCbtk+R1EKtC7FhlVKEHfvF6Qw921A4xYzTmrZh6aXX9AGR4rqgXcItdN15XKcwYe5pc2/3/jVIKlJDQ73gQkqZoc7Sg0uWnN0H/G0hr4Uu3R/2JFhY0jM+4S5VE03zz6frf1KHxZgGWz+hhIlQU+d0fQh+bTAXVo5vBXp2r8B7ruD36Su4EvoX/QBa/+AJfEDEOBr5Wp2GObVlnIdt6CVvJVQmS2x7f1DAoQzCHbgSzEMbJtXsK/oeDnlg3trAFR7AKHtC0K+iLKpwjFckZAlIYdYD+7JjYjF58PR4tZ/Yq4qeMhMzK1/RietYBV1Im79I/ZlAU/RgcP1/wgkBhjxCBJ8/5EPysAgymniwNmjL5qXDL8wR8fmEfGH71cI1G4LDXCZHGH/nxUUZSYebiFWptg4TXB8wq8TZnBNYhFyXSQYuPDxwOQ5GKbgCHyEkhBg8EtYxt64KvCzGC+wFjDiE3AXrNHqiDcsOVGBvn46Xc8IiW53mOInAawZf+8Q50YXgZsHBBdSjkj9QA59PkZJcKAjXFKR3PxCwDGEK0/8K4qtbIOIKjdYrW3PUAG+HZIpIESq92vU1g3mqAQmX/79vhe7Q34g8B0KDW6wGlewiNy7L/igxdjuEjyLakn4K+g5KU5rTHKD5SraOQIGPwdK3PAfWqKuVjl12zvgG0w2BDiIluyX00EM+xEBo0vGut16lCZuMFgxuIzI9OkgXYRJhCjTacFk3PkslBtscBH8eHr48QiVwnxxjvtO0tSdmxfmBrvlwFmOMz4fXmZ4j4p2T3BhAl6DOeIGq5PAPWp2n4STz/BdDMcdrQcNr8JlUAacw+HvqDXzE89GhH/kIoJv6INJ+FPWAv1BKrlw+CuKOn3GN9LwL0ED+x/nEsP/0kqK/3dTGf6Edxi+JFJsOPw1afT9vJ6acPgDbnp+SlLTcPh3NnL5cg7C4a/HafUvhQ7x/2kF57/dSBH+dCTafmZWAvyLShX9NQt6ePh3yAL/zfBmGP+kZVO+GQo7/DPc4vxOvEoY/6Y15e81wwgP/wpTdd/TBYow/k9fu/ysGmbh77iH9hOVMvHwD3NT8kGdcoTD33L28wfuSAh/wxrDH3mgDP/inQQfHGoBD/8HhDx+KN6VcPh37k7+OABIePjnZYj7l0EmhPGfWkXhP5EdwcP/TkPyRTWYwP+oLNmvwGUgjH8TEBh8pR0hPPylrLz+6BcXPPzZjvZ+55Rd+P4mZOs/lFl7h79StPzRWF38o2ZJ+A5ssPurZvjxe6SQ8PDvIuP+0COcO1zUmH9Spbnw/6qbur+Ghpgd/lmy/KR2CsL4N9Eg8y85eA2Tv+ojku/DwvDwfyqx9kclr/QwzvjDJ5Uy078qIQ77yphTD8dwpfijWiyE768qavZ1xmD6N0Hlin3kBi9sc8FB44+GkPHDP7YgPqleg/2b8Hqzc4joCttNvlq+6P5TAXfsfI7Vv+qgblvpCRK2fXCQ+6G718PzleIf9TEW3r9Ywg3bVNd2D9svoER80A2M+0clMMWmxIIhbKvaen5P3AThPVXImF1Wqgzv31QxbBMqzu1hm4dt4g8FdQrbml1s/E62sP2T3gBgv42y7uHEEXh/E4O+/9GbXFvLssb+T0132I52bHvYFhFF/0wNQXvY/sTx9jupoNg/qI5V+wiCYdgWOz39lrrh8vd8NGB75VT3LxqGgJ1V51kO204/Fj5l3k/5cyp4AL4xVN7DNgceMT4mbB62c0Zw/kggDco/M28P7BjkSDkMXqJl9R13aJU/pxUuYCI06nIYXEri6y/mNWF7x4mHL8lFIAxWq2rxEeOYlMNWTlh0+YVehpTD4Ea0nq8YaGMDOig3SQAjeTZX9ZcUgIKNUaaycnqc2XN9fQuXfyUlEysrkjJLnXrl8N7gLyJ+yL18tBwwYljmygJXggwmtwyTBDvQF/bpceuapFHx77Fm9jhBLYcV+ij0C/IaJ1CZ1kTLHy1HY41jfpT7VAYFNIxz9LmuXn9d3J612SCc4ChLVYNWFl+wMky4Bo9D+Uw1DJDKVH7FSA+0spqwV0YJ4hQZ/0NlanjusaSsBk6g13o2vjnqDPNsOFAWy3witKvLdxhZZfsA8CwXnOSqNdB+26cdLqVyQ7ktQhOd2Ysx0YO/sxk34RoyDBhwi3w6C7NvLibgtE1s8x44/D7a4qhsFFAZrrzlw5VujZ2iHD+MtsBt9Mz5lEW9T0YDtxclKIdQsQNDk83x1dUBHItSmDJb49uvo+I4DhrUmxPCgqtAvPPy8PIjgKgtdRKiLMLLdUbFaezlhMdbiR94bedlLG3aR5M9YSfDAM+ckSaAqcN34PqGOw7wUb7Tgf8vWK5xBQ085bwQePigBihjICBiv4pFKB43wbI8IldN64SNcVsCF6yrPOW4LF3U+nSMtVKL9rSGcAqDkEd4mJ/Biib8JpuV+SCd7C+ZcYcouyLEtbjojvimBd3Xyt2wCAJPohzS9JH06PCbGJ4yCcfIJzCc4znRGH5ZajeVpSoGUwy/kIIiuF1+pTxiEsjfomKPNYQV3K1VMmU/XDOlzNixnRC7DaX34h6R1ObZ3wFSY6/LE95162KcVFX4mYYk3Aoy6JT/aHAeSOoZ4wkJ+8My9E8566R06x+gjWuMw02z/Lf7e1qhjEfM7v458UJWooY0nlKD8ufbB/ct2lrZL8IPE+iWcZ0NJl1tkUD571Pn25DRGOPpJZX/tMB6phQ9qi/TpgIGyd+EBzdlTOtYSvLJ5zEV67FzRsp+qSi+x10c1+mPfjQYdF2lFwyGgmwjDOZ+PjGUSRhlyTIBbixHmqEvKsnOoJXAlxXPhsWz7BAARZT5auiS1FyN4STMkI1wCJX/wOSfxwvPeESYND3YCHsGXAtB1aq9qseN8GYpj8hQumPcNs4wpelvlFGvEHY19Xhqc8F7QWIvgYF2XCAHyR4l2pOs2lK+cwqTv9zjM3KAct3Siv2zwBiHlIYNOSu4iyEYlelClKVeABpHWIIgDkvgzqq3jucfX+w/Vx0BSJTLJEiP5LbIGtPxQH2RGlcO0QTjlsk4zHTAA5TWvmOGUu4EDMROu4mbnfGiDNcGaSPiimMGUIZlPir5PhWr9P3usGkkAXWTFdublJjLZzTx2FZudbdLseU2Iyk23aTd+AAYkLUtLfYvlwpyz9shto8n5iy5WVZbU7PHeoDGOEW0FUYQlgGgaqhbRQKWUogU4DRLmQLUt6FIZXItrzPGSiAp7+xYyIFM/cAmbikQcsmW88C22JDAM147++FprCuL9c3YORKT5xBC1pXlQFmoDMn1j/UVfCEMjFCVp3KXHi6VPLgctK5K0gelsgPxD3CLJN6cLXULyztVTqoVrWgigVjZwMO1knMqO/nV2YjaaK2Dmp0mpcpWF/TuTAe4hpHA4MtMaC7bhWF3TAr3eMAjml1J5XGHAd7LIQRk2ph9NWM8SVcZbnXfZdHG8loHVPaY6pP9S9FhGYMPAvsCgK7xjhWwBUEF5Rna54CyV+AtZIE/iFTlL0tde4aJR07OUPngyF25KEqstQkGGGClcu5cfioQpFxFZMe9ZYQLjjNC6prlh5AAs8w8e/I86wDOc0ykDj0TwJrneSwrdn3fwYUbFq167BruO7h1zEolgDKIvuv7vu/7vu/7vu/7vu/7vu8PLrDhYTSJWzOU8DBMnDAVEPAtMauFCEW4rTNrB8bgFaCgrZFlcSnFNqcmK3A20iQNTzS4E9SKb5AD+FvWDyQMcniHwTcPqlj4UX4V5IWL03l9iKAzxAsIYKrbBID7SJXp1LR43hQQNqFGuJ6REXqtabiNkqqeLEHcAAojxQ2F35DrxwCMD3iPU9hvzHzyBwV4bw+4H4epG0IUuNHqiRI8Zh+x64ZRGFf8xqn+kC5s/h8EHPCIBz4v7jGDXvgXLAFhqehfNMCHf1ldcS8YqElK1T/CAeb9xagTd8J/YBjGbzR1xJ8OSN25pkEsyXr8uSBZgmNFbipbQm8rjZO4IAIddxQQu/iULSUfBZ8PyROKDyJtuZ80FmnwJcj95EYJ5uzf7/BFQoiHFzhhDKZ7SJstbh+Qs6tR+5JiYkFgP3FCH5D414u9gaD+2HQS/WwhvoU8+m4dN+y7BucmfuVJQcRlfko4BbiDOP2OUfPZKdbzLdRZqUFj6e7RgvNQRNcXLLLsoaPnrmECL9Euyve7m3YWaPhhFJkOd+EuIjREaBb5CbWgFvFDcpO5AGBUA/PzeBytUIF3L6nSGTgk9A8zVzDpk3KrAEP6KODn01GxuF04UsC15iLdWHi/5VeOEgo23CzKBPGtLlz3iRmbnw5w/xiUhyk5UHfpW1uk6JDvASsVL1HD8U7VazeRXN5Z8u47BE7+otat5QnpnelJT+72+G1OR6NRcBzxy/UOpSXEIfi9SFPR9jEDgIDc+95e6HTERaj8jWmWeBeYErfm2AftYvsh1BqBcbDhbhTTENUhsenGfbkKZjLJD0/0M7oLKYXw2W+KAxL+H8nObkcqE3CvntQySr2fKckFp+mM3IFEhnzMp81fNnYn1g7AFX1q4F+LRfehBTVRwLF/JeZ5iwiTA6/vAGBg8uVHAmmBIGN6j+WKDdqNP58SwAk6sTfX7a2hFoGPl1XgJgW80dqKADLOfMDJBmiv+n1L0ZT4UvnnsCYVkwy4+Z7ecC8fkLuDbQpNb/69It2gpCDdblZRfD+rf/AGgRuNEzdUAyBFwNXvIajDPcJKFx6GxeYVfvE1rcyEQMtvpM0gxieiv20zyW3BywhcRkGNChroL0kGwsUqh+63wn1UR+CnWr0zPKLii5RloR38rnudjasN/IcctO4auLiBYm8fgfq+mu+BzyjQusOSENgE7ftaMJAw9tjcEkDv7rFOFvjYltgsIBY+5w8So/3k1rIB7osEcuP4kUUuAflnBrTcV6FhcACRrGI01j4lk1nMi/sGNFXBFtvzFZ/AOA0j2D2FhNmZ8/r/+BQnSyC+70oNpE6wfhOWH6hZenvv62TMjB9WxPUFQ4QzxqBvpMpaPMAKSgha/H5lnZI7yMAT3hiAyxKJPLyswQb78/3OnJ6bsBTzR5GSonTd8bmcRKBw2kQMxvI6eIPC9zBoN2Vkg5gq7sivlOzXUeFoxJJx37ywt8zsxBhyrBFMUr6e4ZdCrRPx1CwHQsMcHw7TCq+hrHIDZTnxhIDhS6GqFel24rNdtG7G6u/Tbz6Rq9nbkMLPL5tR+40YpuBmT1I3T+EvpbH3kZI4UJIQFz3ZQczh8dN01ByePfmxR1GWdoF/lYnktnmwi9sEdjnA4fqWiC74QOyKkXz8xApV3wLeh2LhBt7I+QJHVYiYjZEHLrDwC+rlDLBcIP7gOuEth4c/+EN20zZVcLMvoFCSor+zhxN+4/X5dfeszzAaf8GcjHhEDRDiHJuvxSs+vpiV5o3ouvpdsPFcQnq/lZBZIxYkX7VzDj/Tdb9srhbTObgvhHX0lQgZw3Fqo6pdC/+STgOqFgNcxB547KZB0P2FSIT80hyld+KRtK1P0P8IpYOY8KwIVReEz3fsnPsPWnFHpSxfhBbXH9FFAndEWvsphnRxClxnSzk6vyeGKxxH7OXTqGECFIHRP2JwqxgjzM+8a4HZosd/mjRErUKEKTZUcOGT3dh/CaK6QSZTUK+EJx/FBH8WAq1votUQz4Gac6ol8TGT/FBvmE2J807E/bDJmV8iiSMYlK3rM4RTqDH7B2lqTZVkfZ4MXm7Gvfv76TBlilf8pSdZeE6LwO/oVAoKI/IHBSHbVCKG4I4XyL7tJgWv0PNI1CXue7JGgpd4xeGOaHe/rYjxbnT60iBP+5GvtTjxQRDUcobOyFzdP/VB9n9o5cJ1dD4ohU74mCZqZOYNotoQAisZOPihUhlD7WhxYIg9LLvCV3xwczcOoflcM0I05XI+gqgUeIWxE3bZ++VUyOvX4FmV9ryJG1ljhBVxvyIM27GMw5iMGorrvMF9BmwnQhe0/Z1BGnAqIydeYcOKHx+j7zmEie1lhw5cJxME0QXyxwwzekWjhjvau7ejEic/Zw3JZq3kA3UIFWNGAEWd1NEmfcj9pAdO8ApoNuNGN8bTorDvESPtW2+G+xGfkmTn5UtKAYHrxDC1/06jhLbR+DUJKKBiCIMjDmTUlGIT+4tMvDjGyCBzesk2ejlCLn2C4n6klLFRZH5tcrj8A0JlyTpW6vAKDaJymp58z1dG8AbNJ1wn9ubH6+VnHggi1swzRFUbLKOc0vSFWHHyDqoxvLGGos134PV+hA06kH/4k1WvDfJMxZyTp1+9yM/45BXXsXE7xiW9hHJI/P6VFqfAhAI5BN2pKZURdpYHb+LHKyKoSChYK4k+/48WJffjlTZwmC91m5peP8CPUG8aEd74VqWxzavHwO2oMmIAxIlcYpGywr9xBsMYBpg9XCeFVg4q6c+0gUHWHE3CKRiCkOGy+p57W1ZNmozdj7s6fLCA/skzIEK7QHDGXRzX0esjDzURh1IFsbUIcTyjcoIMyybCtBDLTiKpdD9yEed7j8DNzthf+1eyWBgEXAccOgMm+zFpEI2xbKD7sbaLToLRP7lVM4b41O3Rqs4EPKd1N+5KspYfwO+UTMWvAn525ugl1vJ35iIQk0qAPEWKIqMSiOwH0JVkarubQtx4Y+RDO/kb6zbkyBIgG8rgA5VFYDO5xe7HU6Kx58/fFNFl48b5KOvTxBeRvJr1Zek3nlelTjzt2JpA0x1cFGJMy8se2u03liCyqLioa0iSHcdGlrgfO0ABsIDgT9Y9npgj8By5CLq5eR/TCwC+mKCITudBik6EQcfLTEVtKFGBvzNMeT/WhWQZKrqbBBLYTqjI4Ti0U2RdEcoHvfKyf9zgIh4tA6C0B2CzcoStnSugrVDELK4IghEnY/TTG0yN/tIBub2jXpIP5Ni9HTkv50kJXxJSCNHmEFeU+iTPjtbiOGBTRPh/2alE6XLVT7zYNUkDgsy0a04Vn3BHIwjn0OcEy+JYU0a+YYE0FansIJNViY4MdMkkzZvIIHKW2gyfen+2jD4A4hQqQCwREcj9lVFluwkolrMo37uxz8iVceaPrNI3lvSprxUlkdb8sFUfj3xmWeGIpDFkdJjAbWalGLky+y31AwXceogbx51hkDQ/I2iUZ9bTkp3nRYmigV2kD4VOF4UOD6th0+Aa8TeVrtRwAdN5Sgd4Cs7aLOhilDCloauK0VYhMm2wcRME+YwGegy7PN2M3jYlZXw/0kD5kMkOfZW0DYxLiS7IY4JobG5vmm4VLXmB19QM5jjB4VeiQsif4OGHJWruxSM/8uRszseUssF21TAHCJBFZ7Az1onWwBaVXMGoA4t7UTa6wEn7mTf00B/vrVjF4QeSzocMwjLEg9Rp0C6xZFpbgkRCNHmVwC63femAoQIvjAX7Oj4OwNaLXFj+lBlYI+TueuVPgtANt/YigtRMSRVLnq/25E0De0xCARAuNV4YxHa65ynWhEA5ZMX+FfNA4DNAbHQISj6nzA97ksdND8DgRuT5m6Ez+h1tGZfEu0FiSdI+W/b+8hWnSnySiXAIt+LRqQwf08pvENdKR7Jj5DBMEzKskaYl5gp7E6iWAlEhLnNngvXBl7TV4oI60lEPbH3W0GLnmUgR8wWla7gQ1hScswlhl+hUbKDABSnQQTbk3oafuouwt9+ImOTZU7WURIMn5JcV9iiHyBZVMnCtcgZJwg3fUm4RD4SS03MLfwQWAKF3Mcujm5KA16gzOHHOfiS4cykIjo94cYjiDiX5S3QpZ8Xo+jjyrnO3zQ4F5i0zFwC0zGxLz/PubDvrDpjDDKAH0DRdu7q6jvc5z1lZUV3oMwwYJ+YT8+vrKg3QeXMzM7MR03MWFS0t5TxNnU1NR0ctZ8s5dAZFgeLTxJwKBEjZx445NrbHkNmIkdpaG0d+kGdnZcwyZiHzkNYcOso6eDw+OkLOkpKKlEtmJ06eNMHBhAmsEsG5sBARcXAx8bBECUPauUiRGUT65r8/vsBZcL6b8/LsZrtZTw9vT1U8i2fSmXNunWvUSBHjctbUnJwn587Zc95xY74xk+fVObJyrpwP58YZknFmHJyXJJmTzDhmGzPhDAjoN/vNJOYRMy2SGQnsXJadZecZc5CZxfw5o84v5n1OMU/OivPl3DfzzXiz6qxCBelMOq+YW3jwAFc3ixAxN8/NdHQd5La4uCJImMPCwmNjEMjsuapKSgrqaW5qQjAjmBUoGLCENeM405/tChW8KDjNUVENGnypvuaurgcPrLSI5qEhIKAfCzMaWprPzMPjnb2zAAFeJ8OEtja3pPnoSKZoJjIyikmQYAbJZqahAbCBTYOGMwwBamrom525p6cmcINn8HcGETfHzWxzh/nC2rx2tmCBAQaz0+w1l5VliVkwm83mCTOEmcP84YParDaHmN9mP+/kzDn0fEBoFppjYoLmoLmeC8xYM9NsNSfNMvOA2cA8MyvNYPPXnDXf89XV1Dw1O5i3un4iIBLit0yrvvVvGCUMeL/1r5jUCv4rAIjv39FCH9hPeILv4re3xa8HW8L/5yUHLGvqeuufUOkJGDLt6tZ/iagv8JCVFHz/i1HhKiGOovguTvthf/G4Pl+QB7DqiSW3/gPDXGCvIbhb/4U8h1aCT54CMwgQqw0ggO/4/kscoXV1BMXCdws5bL+IOkh2RMjAh1QD9N8nxsHqipIht/4DXwW06lW5oIYwtVV8WD8GwiR8/4UVKnMkWBX6DQZ9IvffOmtv/d+FUWLllDiF7/oNbioD/hB8iHofDTfXH7VbxFG2YV/EF3rfA04LMA0o6o5XDVmE8e0e4EH9qPsmBpHRofYDz7bYvf9APUXuR2LuUI2AOAGlZCuP7z+Turv1L4fhq5UJ2OWO67cV7O6J/wYFEd8LWaAQE4VmAKP4E/1ldPnW/52JJDkV7O2+365fp1s/xNYJ/QbfMaT+hZwt9/75oizlp2SuW/9woYSu+uvTjut3VRck8s8ws4fv4gE2xr6OEX4aklrVg6fGW/9xd0q5Hy3Zju+36xfy6t9QBfLWPxvoZG4AcEYybVVMQwXGXd3/XItY9/7tqvZ8B2eTOGgMwdc0PEZBTEhrly+L27WmUfUteNMdv/f/piVE/ilnqH+rSRf092LRChkEEjV3VghYLDPtZ0HB4vt+51hME/6a3dvX/wXEJznZELt7/yCsAvMrNwL327W1i9gfY7WTspr7paRNAgZL5XoqRO/4fu8fA5pZvvdQfS+bfqAK4aIED6nA8cF+OvY7B/Th9M9OWOH71z8ZWEcuqOu63/mABLo/wtfovX83oq8xgBU0+m89FYH2cdKk/d7ve/8UDGlzIVUua4jC+JpO+MzKGsyDDku//iUQacovtSztd875Af9gNTygnljy+N1k4oCmKDea0XPv+51jrdDwsU7dNKuqoI6uel294W/SQn8trwBBpZwdYGXiQY3PNFe5949WI3bsQ2/e+w/z/Myt4NnY769/rbARuYkDHfY7Z42Q/wegV/udh8BjfLCtrn/XHRHBd6Ir7/3ePxnahLGRYuO9j01B/E6q5ULxmMwrWADf++dS9Br7P9uv/9+KlZOp7P2OzGdUBhusirwv/pAWfL9zHVw4P76WZb9zxAIcPlQXF6jhz/prmjnXFBaVw+ni3PvX/5SXRQ7bNuDef4R9xriJxBOl6h3qTDZBB7T8BZJw7ve9/3AHynHN0Kj+8x3cxyey3dvv/eeXg1D+V0vkfudJUBX8qShIpzmw+HxJ1ciO8JhyPAl7X2cCm8p/kACq5BQ6ZZul51Dk+DqoTO79759q6W88YEF+7x9r58qYSlVL//nRZuovYK/tPx+1Uv4IdADt937nWHw0P5PaDVtPgLiWE9kcLc0j0fRlkeQniYFcMPfK33+Tk62xD6Xtvet27lTU9AXwMSW9cnH8dhrBIeC9zQNBMe/9W0Eoj8NQYff+xdT7UTKgplO1odl9bwe5/ecncAMfSJLKV3GGVlrLUoGqx9PV91FUbF2IbCSvHQvudx7GzMo/MjG7339HkkwdB72JdXA+pcLKp0HRY7///p32psZauK33vv+8RYe6P+BBmKveU+VIfkSIos4Mpa+mXNaMp4N8/2Pv584PguL1PJ9yEPjpWi1fyg8/lr54LqpiP3vsJ3wc9tveh6qKjIU0VUDw+fqaAFNUw1HJ6XjgOo5ST07LZfTvSZpc464ZHruds7ppfppb18utyiUKOJynsbFpcVXcuz7Om3Dg2FoODO5/PAMFxt/Jacv3HlrD8ZDUmuAr/r0cD8ni2fKxOypjXSaEYT4Ewc1+3/thk9WlQTMghy2u7BtB2PZxzqrE9mnG8N+HWGCOJWi40ck5grIINhNI27+P95vDGWMhqBq7PaYBxPsBlrxLrDTkN3NGzzai2pMv2MVZ0hV8+FLGDdlBwMZyocsonZznuN7aQHRz7OScxQooGwsGoP1/GfEWLLmuhVkVqXJmt8ARsP9vH+2SpRN2n1a7Oi7sE4yB+d6DQ23s5bVB1m0qYl05jTEfeY+5ahoDaSLZx2OaDGuf/mo62ZVKWpz9Wln6952cq8YUsJO4YLGE5AXeN9CKBvImFtdQISTfQCxUS1MOHcFlPrktSTS621+ZnwpfSW+p3YIBoWubJBDybgNlwDgCFjB5t70AkBkToNvUya4pmHx79RMFcn5Y4rIq58GCF1sxy9tOHs+U8LGtiFaRdTt2cM9RaVsaLBLfvUg90aiZqrkmrTs5F8VxsnvElOU724koX88ZxhM3iU235Ha862TXsCRDbNNvIHm3odj4Guu8WCXv3h4lYwgMxESyHr58TnnjAiarWFzmSzTl5Xu3uGgnwuBilZszs4/3FoG+Skhg2EcStlcVtZ2cU9q62S8KD3w96FZ+kSgTgGt9ANjhyq9Obt1ZAcG+ZPBhJ4/rLlh2LZIlSl1c37FAWri8JPBfhUeybrNY5coBPQSNPcn8Pung2CEDtXU23IUfYPmiQfA880EGxmxb03d7yCndmGYwLJzj9qv16r+VVTCO2bKvF+jQFyoMUwGqBzYAsiF538k62SrIdYCNeImp7zYu53icVV6w63khXRU7xQC6nbzruS4Zpq3Dh0jfbVgj3vEMZKzrVnmtExtvC6zr9uWRbA6ka2TX87ZYU9tzihFdB/9MQbQvnCHqu93EK8D4PjGBvOu7nVdt5VOuMnUdfEFIn42XeXTd7svZdZUBI7breRWxA/YYsMWu73reYCbPdkzyQdfBj5g/7KOzH/qu73bqvJvPLsDVdTArgFA7QBoLXbclJCFZ/QjQQN9tIAbAxlO4QnQdfOSCKHgJoI2u21FFOMBVoZ+6bsd0CAOz4GOi63YQkyWwISAKfd/13MuFbcArt13PaWf42Ki5K/Td1vxCk5OBLndd320ZW4HjBS6U7Pquuz762NhshTy7zTiCMPf81Pddz21c0bEvZVDR9VbvLo6ddelC120/DKg5oNQLfbdXZOKMi2Tddl3XrfSo/GwkGhu6bmvYfcvvtaldz1Mk6tmHp010HUxj4odNU1bVd323QzWAxz2IMroOTouhwUWCFNB1uwkzyJWIhZmugzGlbLBpkKOu2zy0dFZQY1P6ruvgGq9tYA5ngLoO5lIlDyyDq7jru55T1rzZcbMKfbcj17iMZ0Zr9H3X8w9EJG0vL5a7ru+24JMcuRUqAHZ91/Ok2zObqQeFvuu7zSFNMecxN7brrq5hR+ybSQ36bkdgCs1TXdzt+q63biFIBdcSodR3m0nRS07IhEvf9X3frSqZAAGLHjrZd3tA2ZO86s277+AkwzvwWSnfvoOn7GB1JR8IMd7a0zQIMRstEEJscqwAgrL1TlZIeS/UTOPznINFE55l6nmu/+xN0PNMn80xkF7OmMcYR+9VTGMM46JiImKJQ8NCwkHBQMA/PxJ9fHt6I/Lw7uzqRNDNycWFAPHBQwc4Dm8b3No0sGXAsKaWhnbBQoUYCjFnZmVkE8ZixGLCwL68JETogsD1YEsrC8vBVRi/vw22qqJqMCUVBfXkxKCJaYGC75JSElKCIyMERUQHhoQMBAHFFIj58SHQw7MTMyBGgE4Ozo1NTQAaADMyMd7a02F2dcF88dIllwvuFi1ZsFyxUoXKlFspUaDYPnHShMkSJUmQHKmlNVKEyBAhQWZlgfzw0SOWxw4dOXDcgLVRg8brDBkxYLwo7zp5nLt6W72sqy5asFihIgWKE6omUsWop6alpKOioaCfnt5O76ZX05uJeWlZSTkpGQn56NjIuKiYiFji0LCQcFAwEPDPj0Qf357eiDy8O7s6EXRzcnEhQHzw0AGOw9sGtzYNbBkwrKmloV2wUIHCmVkZ2YQxsTCwLy8JEbogcD3Y0srC8jrwhr249/422KqKqsGUVBTUkxODJqYFCr5LSklICbxH3iBvgQJeH58hLxGR18gIgbeoyHvgwI8XCMgrJOQdqnXH9ZcuuOM610sNpoiM1yFDZq/3Xq/XK0PTu7WuF4B3ZsYbE+OtefB4xbHj5eHxEiDg/fH2eAcM8AoQ4M2pfcjWPWRr2fq1DuIN4LWx8eLg5Hhvbrw13hovAF0vUhcxokQJk/rJkiVJbMd1lNvW2tU1lzKuoTipm9RcxrWWLFbGNZYtNe64ypXZ2bKQcv3iRYx6hncOU4cB4w1A46Wpx16ZurWmpR3X1khqMm1NS6Se8aM+UhuBUe91ER61Dtj6xo461mvAG4SjtlHX8Op4d6jUUp7UtlNqK/UYSF2uadSwsD/qH3WOOtbLGPuxR4Lk9jYJFy62sw/jYIEUjuNYWFqTmJihoaL16Y0T/sYNIViw6OLg/CSokzwY78XLTX3jq1TxtLSnpd3CgwcO3frnR4aISIACBQaiopDuGyoszN7aAvvo7O5qKVIkR4oUp5BXwvgwfnbW1tt6WFhW1hmoM374H7YBeIB2gL5B36ajJisGVlVMVVNLU1JKUrVSvcCf2P0OxQvxulC8Lou6RYsTKFCIU1NLTRP41Di112fXyW6RcpEUlSkgv7Lqry8HESLgNV53dWHVWLWEWqvW8Vq0eCn1TD3jpUj54r94JUq6+C5+yBAr3orfsSM1tbERz99VStaVlYyQkIaKioEkSOjh4cV9+OCWlrZWVmb2tVlnZjpe1om3t7hIkCwJO+O6uerbrvbgYU9O7u/uDgSItraxsTCCJzD4gZhYhbpCzcYmgo5CzYFDWB1Ws7Ft1Vu1WA3++6OkjPysPSEhITFrzNC6su4MrTtr0foT1BJ0NHLT83GEf3xcLC0NffGitRWIhw5+fn+Xl5qrq17WlQhjYc3IKGho2BeI47HU3trrsWBx4p34GzfKJobs8Du8ChWpPtVHRjb6Rq/n8bysX13t4Xv4Fi18eB+eBQsX3oXPzNwcHDyka7LEL/G5uVP8lNp7XI9bBwhQ13gunktdU8/1V11WFqGOUE+Y0FV31RdqCX7PkyDx6B/95CQKFHk+GyMGrIf1qqqsntVjes/art7b46v5akJCwBowsQ5DGBtDa1usLS0p67/6Q62mllanlZmZabAAgQwNDUR95+PmCAlLfH6KwoDxyiSJnzFDh9fhV/ixmxvcWq3Bz9WVKKEoKmrqTf3rqw1vw0fxVupCP0HBvj49D3IZMrxhqMk0aAixoe4gGEfISfhJ/oRhBAaTOq6Gg6ur6+oQIfLqvLpDPee1SMmRg8bpKShihw9/f4Je0GtqcnpO7+pK9mRPxBvxUpTQoAEKCvjEHzlS48ULsRf7Uv9YB9jx3qa2ifG5MXWMz1LXpIydee5R1DUAADm1kMeU9JJeVZXUk/oYPvcj8nyeX1wMRdHpJ31hp6Eli8zAzEG5QTq/2sK3sPSXlt4yMESgXGQfpQpK3avQve6HeCUeDE2BAlBKQrVQvbQ0xMRUxKA+8puJdol5NQKnAweMaqOaQE1Tt6hXV1GwsrpYkSI1BQokpJsCHky9E2RjEzM0oB5QFxX11D31UR10FcU1S8XP+itUCq5qC2A1WG1We9Ui6hEjBuvB+rBeJESsCes9DySID1LrW2t9rX/hj3gotYxMLcBv8VvoWoCB+qb+IaqJ6qSaqo6sHWtC/8TX8LP1XS1Xv9VINVRdoLZrp9rIy/CxHkn966f6Qd2gzqod1KeotYnatE6tS9SSNaNv4rP43HpCrVZf8J4e1bPWc7VfnVdzqOlqNj/qK33ZG3pG3+kdPaI/9Xxez0d6Er7QT7KoT/g7X+cVvQhv5w+9Bx/C+3kQ/oMXrFWo1qr1iROoNWotFpPWpHVpqWatWXNyTtaT9eOjYq1YN9Yk2NjW1tDQ4ODaRIjY8/NDTKQZPY9MliyysjrKZRcoZOksWZTMsxRaCpegWqnWcdLxqfIpwir6bn0ZdDGQApOiEqOyyez77L6icOWgzAE+hv+wL0FNwgXDQNrQ8BETU1RVlRUGDB6zdBMOHCi4uZX5Mq9Bw5gf8xkyhPkwj8GrRfF1lChLYnnQTZpQoUJrYUJr8TJtG+i2tru9vUJExMnL2CJ0FHpLEdpdWlsa2paGBufrGdz6mtvb3CdPsNTWBqmlnzwxcnuLZArkIiWlYmRkCUdHwkNVGhMz1NDQsrFxkgQtJ2dIG9J3d410I11IT4bDUAoU0Da0FV0rtK4uFhpL7g2dS+fWOHLSjo6RkZSUnZC0Zlpa19oamAfzbGxiXsy3tZFtgOAFBmctWPBUoMDUn/ISJFwws+At+KwsLs/ln/yUlZWSlpaTd/IRIlT5Kv/1hTXhgYeCAPZQPgm8QMCCAl0K0F2g0PQVWoAAA96AT/JQNNsaCBAhBOk6vA5wHWg4DW9ubnEfPtjNzenReiPm5j58cHPTsEWDhVWgUCFDWgYOGDh4oG09Dk4Vuorf2cGlcf3PDxgajBcS8gfoMHQYr5EXQAIAM0gzR/gvovFF/ksnCtKCtJ9fHV1Hi6Dh/A1QgAA9ut6GzuJ5eAgQyPE5HkECJI+EK1AQ5ZnoN7q4ODs7Pb0RNF8Pk+/pGfJD3sYPIPpHMUczRoz8+FGjxnjcokWpFN2gwR0OQ4gQwWyMPqMxXEhLK6NA4QsMTGuLiRAdOly4AH2spCtpUVETtAmalTUGHYPmQQuhb+irq6E4btA3aBgwVulVWpUOPXLEh4/X131v/UylU+nR0RSlXwULFti2AwcPSD1PT8UraD0qKnx1FYGOMFZW1vX1hUVj0VpaYBqs4P/7JqPJaAi0WWnpJr1Jj45m0pn0J81J31K0FP3pJxoFXS6roFXQsLAvevSQAtuD7kEroaXYdlNTUpKR0VAUDQV15ZSARvouaFpg+5oLzYVesmQIPYSmQb9AUISUhNT04wcQJHQSGogOCkJgwICRED1EW6GJEKGdeNoJDcWT+be3M3/m4TwFj+UrVNjyWx7Nd/kienfXx/vQW7wOEe2F9uKJfIGrBA5uI3/7K4+z4xl4qZ0fL+WpfoQ8lbeFDgQ1+SCfQ6egW7TI6Zwej23QNugaNBC6jVZTm0BPoMVoL7rTlDalNTVZ0CxoVFRX2pU+cWIGPYMmk3fICJKDzkHX0jvoAzQR0RF9RC8tKdFKNBMTA5qBFW3lgHZAU9EP6DIsDUvL0kr8AW/7m95CR/E6NBq9RnfwDbySD6ItaU9aTHPRF+guGgn9gzZCI6CN6CSakb6kEWlJ+pB2pK/QXbwA+gs9hb71Zt7LZ9Fy9Ab6zod9lFfgvY/xRHR0nl/yQL6HtkCH0RVonJZAX9FZdBWtRTegp+gwjYOepWHQCegiGole5KP5aEXFQXqQLlHij/6jCQnz6DwakO6LiSlAF/CZucxdusxfvsy6AgTM7PzQBAjUPFXmK1fmLHMWLLMVK1RyZ1zcXS0zlgEzlBmKrY4ODm1jQwcIQHu9tLelvW2UOcrtXGXKPEUKnXNDc0PT0DVzrpfZCxi6h/ahZ+gfuqYDlKCotCkZYAJgAHwxBRMAAEgAACP4KYiiSJTlSIrlA+StyIfRIwAA8EZQXQkJSEAWEBQB/e9P/7NnMhzb0K4IaU6H5TMeUSCwAC6d5SUdzHgUcMqfXVCgQAv1Z2Xs4WzOID3RcaLHvV6TCP7oPLd5DukLqhe9nheqR4XwRstZzHd2jrGc8e0Ph6nEN1jeY/6Bt17W5RgWt1rMYlmOzIhUAcr8N3Qshj+o5lbfMdWLyt7mPChnNezBPbczjoseVWNb8x7c9Tp/KNniVMzg1U/VvcIdOmZl3NM7g+KOT3274hH+QHUr8x+SGZ23ePvDEa94/IPz3uI8tfc6bgwdl3iKEqFubgZ2C38fFJdi9PM2H7Zr3wPI9wxL9d3fUYEcVFu6qDdgUcUeItCfS2Y+L9EythO+K9Y81/sHbcK+RO/PCY/BubI2vOq5R8LHwt3xHjSuc842cY/XJG/NE1W3RNGtHZ/j63tcWHwuFdhZU62u9xoWtTkQ/oPk9XTwR3eKORkqQ17w3EumEk2eq5cx6LfkWRO8f6ApnOq2q/r2h91IR0uAev6ICzYpw1C/2BPzwMPux+LXuymLf8vwUrMLXds0G9T1hdOZbttoyXtXrbQOf2aYy59bc8tnwSPcYAJtHbwHg3ThokUw+hf0hpfe6jMQ/A/UjUNRsjnu5CbHUnx2HoqskP9plKoW/BDGjXa+1irBKsSv1g/p+xOKhi353pXZuLwPNrvFzm8foWfV4sXBeJXA//NV3NiaAbjVhvX35JtOr02JSYaDa6Dbhme/eXDlJqzH6C6zDXJTdW/fH7dT7r1zowaCfnf73pPm4iyGLEp6cxs52nNMRyKAyXE4zrBTFhCLqRk5RWUUXoI+cGyzwFhw7Q3aj9ccXFpAd776+Oih4f2Cc0eKmy+/I+xJ9ptzZNY6g0SWGCCqlahuYsE9Mc+/adBti03wcx0lb/3m3DpmeARPDv0IH4darVDs5BXMBvDmbzbSMBI07w0jbpijZK9k4+YH3jEBtGx+PUP+NQNstuQB5yrW/YWHlC/pFnsUPw+kK6JU02PMPzR/ZxTuuiVxH7iICm1C7KO/MrSOELfCRzHFNFwUXazmFrxVwlR14xiWN0t7CUOQs+zUESptvJ9YhcBeEnAXRmsNwRS2Eol+wTIpaCx5BJgL5HLok+/tZ8i4pGyITeXBzPBQjMrKWQIo8nco9kG6/+nBp9SqehUSaiyxFGM4aFn/g/3QVXpv42sJTgx0w3+9D5ucZwfw9s96Dq83t/tktlYv3meA8C9+dIYm9/DB/TBx74olHMtQ4iz6cFnjl3QdUhdeO9aoFguSrQjAeEt5II/9pEw2u0dl/Ar7KU38g7BwQ6HoBY0w/rz90GD7bRXPxZajwXLzcpppTwdNmq4kGtSLkLIEWYCQXpGfmvlPg60YliNFZG8jj8mdQRZ560NkkFuDxrYVocc4W49xLvMU9msY5+EFgPqJ4W+6Pl6rHYW8hqm/vGL35uGL6r1teIl45toIYjLe+z2ar9F0ztXI2tNO/gvUNjy35icxRH4h2yg0IqxXjudyss4KFyuWv0LT5yVoiRy61bX8NbvjEsTSSoU+dmi9+90Z3lv4YK8oxi5J1Oe6MsvxgH53B3/f39d+P++VulZkIX8ekyU76upqFq7v77tixniPxpHEY+x6e533dV1npuPumVzstpXcg+NksMspcCxUrrk3uJdbQ9iM4yTTWxjd3O8nvA4Pt8vDtAUxXNGrQJp9CQV1fvCSJHRpw21TYx9OSJx624trMunJuht2h9xvSBwPaQj1XQh+RRP2042t0QrLIEj4xBYb+RA2kuVyl8lKv4gUkhHcvrsc6eOWif4k1dafTudWh6PRhXvwdljvsvx+ZoyHFlP/5HFhntpzM4UekQTAgbHQXtWhe0++H13VsDXrS54JEFWJMCFE6Ic4TOohAAT5rEGc7U1M4VJSBe6LVEhr4jge9mzzZrT5hjaxMp9+/zuZ+VbGm5cE5JfxzDDGUUfU4PpozdBbHQnrD64wIA3L/EXL5JFxkNuya6Xd2e6llkRZz3sNy7vlNe985Pop1E+DKdzsjgQ2sQZBBMCqNZRhaWF1E87iYBAprapbqndj+/02vkIMMblQThkpWxqRaZuNTaZXgGTThLC0AzJvHtSxOJRLEYW4zBXiXzCVRH1Wo6T6vu157Xxrf8BjlQzviA2RmOyFS+ILitL/J63g/H0yPCfaNAuJAAevUQTNKkKRZdj8ScLHvLykbhufuOFPyiTjck/LFMDwwAy6ED7m3HoBS3D/aS7fpdIGsz6TimTzNrrYlDwk3YnoC66mO7+4ET9nF2jHS9uIwvdx0FNZw/a3mnp4P9XnnIPpZjSDY3GjtwiivQOkKlsv90YoerXeYHCZj89BtE7WWHCFZf+jNn1WLNo9qedmSUWheU45gEuU9ET0lzmoZWklbM076f5ynj2YLQ3d6bI0R5svT7rI37zAlVmrxThKx27Sx7j32ccKuculsQwMdc25c/8ZbPWh2cYYvXXfA76KjkCRNXoRjjXsqMtWjH0Sy38IfRUZwRP2Lv6TBGrZ25JDsU9/ThT6HZGVc1m38Sl5/RP8yqlK69iQFBxKUykX6lxH/UZivDCufP33dO8JMxI/JxfGP1ru/8rqtbBwHXz5t8ovnm5F0lH7SDH9ZwTVv696OEugek+xTT0XqjuwmKX5cfWDl3d1Ty8/7L1vXFv7kAbltSp/0/zszWPp+/0Yk5TNF465tqfsoov11CcqgZvD8v6r3QlHyLrEKpgq0JQfH64w9RKL2BPYH2Tbjn9090U3X/JeJn6oUa0KbQUVwdycP22dbN1gT76CxUwU0kkJQxtb1vMr7VYLpBN7xyQW6RYcdH8oMyDovnbSPs3SidxjH7bfovvXnHdlXXJYZpmecyjHcMZe/4P6zZBGbVRd/R47D6ol/CvLZk59HZYEljH4aNPMoRu4ihBOCeoeuhHHhdbxqd6cO+dyR6Sp+XFcksBVBbuFTzjmLsy2O7vbpiIjbZ6fP+38IsDcvW9wN8QtIW+Yf1TqxYR0BqYvl4U0LHru1RlWENpyg96jiS8040/t/KdVLx1bXuR5U++mfq2bacKUwppGrSCY53X7luhv8Bl9xmUNb/jWTSFu4Jz6GvjG4aq1U2/pgG/Gzrjq3okU2NTkgVAZPnCu7ROTff7AKjz6AmrRVtlBCp3rawpFuK0hiIJtH0Sx7VkUk20ZWXSHQRlH/PQBso9cQCvJkbxRfe3yoZTfIUrH0Tv5JnKArCHn0wIKjxU2fM6xY7R3XMZnzot54EDXYjZq7E402TL2XoBOGCfJcnFB2CyAFzvlXW+e9BivEpzuGMHmfoYkskwPqNbiiEQbGpGsfcFhu31ZxFiuCaiuFd2fPe3+xbSz/VBKSjGOKIrNoiAMgygHZD0WJHgDwfw+DarlF0GdbQhQyE4AipvZr71Ze2q7ka+/23Z6u1XftN2+5JSgB5zIarcDyOb6GWSoH8/H2dlsk9/PU+zcfIHfT9vr2HRvnycz69pkXZ9no+rebE7fZxPq2rycj3NPQWv5SLaZD/KwfDafZOOZ7gfh3k/TOGXKE0oPCYQrCljDsrKlDDcJnTkF1bhFdfy2iaVRpVTX0wqJv65WdgN7Qy8As7GD0Zc2+ja28N17Gxm9bzS5jrS65eL7DC/fNTMhKdUNWwdhU475QBCDmAPa/+CwdfUUrHkH/OY7op01IcPKfqY7Ne3ejW904cMaVc5Z688nDGwuE6C6hkWkTCa2loErUm28isM2TMGtbQTme3GKEH1KgoraBSS1dahDu5Xl55D19X3PgUQbAjz1RBOFfXjR0Suj5pSOoss/iMwjL0gWD31bE7qtvafWahGqtUWsoG4Lnqbn9a6yG3yUGgQ+EMPf8/WenqmBv95HEeWEr1a84aceQqzWesBMAHUXuoDGt5hh/tpltAYYvG9LXM9rgIfK0uimKVwpAWfhFncmvGUwPLsbA399K6yVtQEe3z/FVf4MR/eLQrfKJ2TLHjs/HFaQy063pv0qzPajWLa1US/wm1hvL4HXLG7vi6MRfA8CGtryRlVx62o00JhVobcthFTMHPEA3kdpaKXVgrJY7xuwSH/9CBO2YuCiLiQcIvvJO3JZ3soaWMLEGmFUoSYaH9Kpz9frzRfKvONp1ezzqdh6Mj0KeUJNRt5RuVcJXpMienFYnBAV7Qou8mpmsWsKs4bVQdgIJr492r7eqmnyWoLKpctKix+46ipo1xoDj+YsV9uwYi0o5fHqCuJmK/otvFyNVcfj1Tts7FcKreKEdaUwK1Y9CBmyxNqjLetdNc1ZS6i0aFlr8VGrjoLvWmPhYdrSwa9pF/cLneClJzaZN2Ln9EGrej8r+tvQUbadwerNSNK22VG13HjW0W1sPdx2asvnt4J+n6vD1rvy3FgqMMNOYX78K+wGQk8fCNXw86GetjIo0C6iArNBamkGCwVu19C/mwD9bhDVjo6mwu+zA40W1uPZ8nqKjLIH4zs7yyabm3jBueX7ptvLGRYQ59BTVMy9X/GhWnz+VLvPp3wHp1/j8PpLPgzAkFl5MzCzVAbM1fxffzrudl9ayrln1b23Vx7caNk1eA46gIxNViLmm8dqtf3/YrUD/1eEGmi/0wn2eb22vpUM94CaVF+KlcS97FYeqxTbWFtABL9C/ZwJph8pwhC1jqN0aLzJy17QpIUtUAU0B03RsOPx5hrH/gQM/BHGshvVMegNJpKCrsBm5/8MagFNnM3+dhXxj5yzjdIUy25OCWPQaBj8WRJd7YYCD7l5zeC/wlR7J128Pt1YE7j1hh5BBpzxxOGG4xINM44SUiw5VwjMmENfQHuOOHQ86byJxlVHWSgPO1Yw0lMwtp0Di+xMOjuotORYb3EDTr2C7Tbj4HGucWmbV5pFpRhnrkDcJkPXQqaYMep4gXnBpuFFL5+s3FuuudEDCZVnlskA7izKRfURGZU/qXelT3Vd/kJtzL/4g5yZ3NsVYzO/7WPF8DwVBsbK9hzORbtRqj9Fw7RrVAx9pUJL1GqohshKm6sHMWioASt6K3zJnrsRu4etzta8zaGTCiOXbnDt5pSVlS18cEtdQJk5LNaaxi1qHvpeLvwunc9v5lMaOjNxEs3qfyyZ7WvrZuta36pbeM/wHFrZJb5atcd/KXa6X+Vm/0Ls91/KnOee6WLR8/d9stj1itLK+uQ/eMl3+1v7/sya/rMDUMs5u00EAtHmAoosraaDsd36jHCxBfae0GG724YfnqTs+eHrVF0VwmVngS22Zs+Q3WUIEV9abUHDdvc5xKZOA/76aiJQFgTNGlFEt0HdyCS1r4jN2X1oDra4N+iwRbUl3niVFJ+k7jEyZa0aG5GabSSW8Tr4DLVi2Oi7vnhS6rRjfHeffERLK9vX0N21AJCQRkDAZCJ+CA9F0+BzsXHT3W6Uw2zIlhezY+JCU6QFbF5AYaXZmTKOqanlr6P780Y+Qc+ZgWyR89Ai1WMBtks4oH8tk2/UC3mmXiNaqvDFXrnLR4rJ2q6tkfST7vOwWjdNo/w3OANOUA3w3Z0qv7zISFf+xWZCpOM2BeO/09tc4tC70hhkWQkN3F/QruxFjmPclSdb+xAufYF0Tuy2uc3ws8Gy5mSQgTR5B1E7wKXcWWcy7LC+u1k0jQ0Z05tLUKwP/S+gymYUxwvnEN7N727nIhbV1eUoKct3SASPENtSfmv3m2lxTLetEiK73FjM2FrBI3fB68pAajdssrU9S8C0guj5iYW36h2uMWDb6So/M8i5Cq2/Tdobk3Hanpwdusq3T4UwsfoIDVtZo7+5paiCbWKYoxSWPz/70/TuOYK9aVDZXTk7/6oP/uvy46QL5zSdk9impiX/mwla2y1Hbz+txW7pYWFFonQq0ZjvzShs1lVIUK/Pbx6D2h9NlahsQ5LNIyJ4bRV+CDvaJgwuPcfx7gvMvv5suoo8KVfoQzadWN5+Wj3igECMu1wYGJx1EOwxhAOL55slH0tPAZeaQwnERcIRhELDbbnWjysecQ1pRw7AiplmTLTeX+mju2z5547ENK+t/3stLy6zLixeYi/8nV0KPnEcknZbxW9HFjHuG4rmrLbhP6NevjqdoMAnVW4sG6tV3UvZWs9uesjUlQSj8cKtezSJ1JqxiJ47aG7Xs4iYm21+aR+1fcRgLOsR1DfWar01JOYFIyT5xs7uCk0eNN13LtI5MznMwEvLpWPfk0Uo8YO+OmfEdJkgO1ia5m2ZUJopEmiwWf73q2FCEzA/GsdtlVSJv1b2fJzyAKH1cTNuUOgU98i9cJgs/iIxSCYkdE/BC3c96k3BABJb49C8OyBphaDKbOwI3hFYEIbKlTGF/aGa01PifTkrfvT4AJrpvQB/NJoJHJhgE7RPKcGXAgTVt0D8SZeJoLGw0LXhF7V2DnRB5wqMY04e4kOgxROvvSn82z7CFdDOtiBIux1XaORzB8U9n3t+4a5SebRtPkaeZWMCROHlvNfMRkGyI9coYav/k4m7bbdiyxw8P91muiE4cfLW2MiBAeMTtU3g7i2dzYcX+tsss7wY+HqlB9fYR+cCjKiHa2W8Y3sxA1safr6Z044suasfw97MIbmNrc4+MET3wVTZ+EKMCT7Z0mGeBdRyvmxp7OTlweHftYGcrU4kF28PU8380JWHN9Quh8V7HE7iE9vfz5Uh9KUZnHj4nw7yjsWfaM0yZcmO2yXOTflpYujyXvqSzqaHdgEzVsuG2Lkvkp4B3qtbjItz3h9Ph3qUn4ZwO0GJibYxPgdcxspSja4aN8qQIe+I+j25LYf2Z35G21KRzwpVt/c7+zHNy9kO7UbgCeENkYY6Eef1dRYOjToXQ7uGZaq1/hbB63eyffOkWf2AtQfB/XsoeF/ored68nzHWnelukHYvM3BZt+0dZPQnFMWPOSx9Z65T1cvF0iON4s+KWu9bted3l/cu68NTsECg+1XRvvVmkHDtEuY8+7Tu3SC1sp2NuFi7W5sNG2wdJWmd8v8fNeqY3Fby8IA5STT0DqXtK+edZ4bqb4Z4jm0icNkTV9DvCN8SdzUsbtu59zSxHyNa5oWG1G7sp+J0gweiF0ST2Ng3aP4WxuRL4Oag10MoVcxJ0A0bziapzSUbO9CaZLPIcp6IN0Z0cbkN3jndBFluqAFEmXnwdMEij2foRBj28xjp56+ne1NKfQYZuxMpPU60uyZ8mRGzaO5nIZrKMahAc01eHZLcC/Ty/g4rEI9C+KQXwNKwO8gHDIReBt5/plvV9wiq3NiN4EL2xHWMHodXwWl7a8IGlr2Kr3o1GojzZiU27pjRAZ9lyr8amkRGaie15YvhVxFs0IzplraF3wgkzHrsko8hWhzXIiOctY6QejmHaNEHGUBlR2+3d4kwTuri6jwfm9JgGUszG3kBONN2+Qo6U9BX6DzlLgnkmscM9BWaB0SfCJzgWMeygLdIaKv5KZYwNsg2JzbHlNMLzFkGtaHQv7sh3GmM8vD3h0Wvn6gb5KFe/aYU7egjUlxa8yKYWY+NJLEf2f1lcFSnHnQVeQmhiB/wIVx9gWWQm6HNUNvV4vd8UjXTRGyy4uQEGidyRyXKTXp12ZEnJnsbsfuYT7MCudWtAWyida3g4IJCTLzcefIgFdrfNjwUxlHlCgfgVsN0Pya5VAShhbAjaiXsQCu95yWrwlZtHM53Nj3Ry3zG0E7EAy+XoViQjX18+WoiLzajpi5iRt3UmyBcK5vUNJk3N0CTZsya5pgP8X/BCArEFMwj3C5IEM2GuKUjtzncVLwkufWJXv7Bv8TXYD/Qxn8xIpvnjfL6pEvvpISp0nykzDevXQSwYCYLocnc7sc2AkrUu2FGeymdplxGcusJSnL5EEUpkWo9bs3aXLsboOdlISvigN0llzkUp5QbXdYnwxP22qR/BaLOGJuWVECgWpiXL4fP3S7hoZwlbMc4t54WP8es9wkCuY1a8zP/mEJtw6f4nb6dvn/hXat6AHM3X/JP01WqtE9LfdCP1cXHxJm05e75/SJOHeMsbd2IV+adhr3Nr/qHW1HHJSAnYjWKp+yY8q6guZV4pN6iTumRYtnFV7UuaTuqBPpKGbqKhWi0TzMu0megws5JpSdrlBnsN1jLUTkHUxn0yOPZfhEI8D+nBK4MHxXEc21dCqVpzVVtowsZOuqfqLvj2/63RWN7TAWvXgh99pQE0seJtFxvrFO8vl1FBjDnm4ISHdTBBy2iSiWzGygsLLsxd0Mta3fKIXNhTi7dGjRTMtLLr9lIbvRk7Jse5PRW25+a9qCZCNVH7oFfM6fx9w1x6x1pmWUApDbOC5QLBvAm7gsZZjMSMwM49s0XE8c1GzL1NOayXIJp3IhmcedYknmVxkR1Iipm68c+V8wol0Om1pnU3VbwHy7eCW2/L4Latewqz/3t7QfqxMOswsuU71VlLVy1LxMI98GihCabeZCgWAuOnAfLt2lBWPPukLXQuvK6TE3jPC2CFHfIbe0I9lfN2t5W+gE8bXA5BXqOOIjjH1P+G2/9TtIYxGEhuLdglsWx2lwuuFPa85fosjUFLZZWBeqhoKgYh/zE5wXxuvulFnn5fmkOehDCyF1DcK6iFVJJzHn536IV/u2zod7rDSsTEIsiS/88xAXajIjf3ys5l/3dwQm75ONSNA0HcD8B7+ygHHLDgWBU/0Zzi0S4FYg5ds9G80vQ1rxZr8NWnWSrKh1fmwENGEjy2C8LzxhJf7bSDtuIm6L9TWQCUeDgA7ntrmEHJfItIxZGwH5Bnvz/7k0958w/l9c6T9/M4VZsb3Dh54lF2KivFBDZUKMlhGyW1bIAbNCZ8wIMWku9MIZoQfPhBq/4Z6h3wJ14EWkF2wEYVbepWD+DAf3zoIy8NaEzzerXL+V5dZvDWEm+dOL7Ga6DVLMPG+PlG05Z5UZ8zeLeSetFtV9yxo+fe2akKla1w35snTYK5OPQJs/PNsOxL7NQix7HCJeXpVqzmhEPBuQJseMBPxelSXUxiSc8vNhaJGCr62QFATugP9waXlgowb+u8Q2cBapS/WwRfReukLgcQvfEn1fnj5T3pyDUdb+CgOwMySZ/7wMz3hYavo5Kc/FJ50g6pkRRXiDFjUdRed/NMIMbS5aL+eL8D5YW3UZ5F1g4Pv0cQ2Y1GUEmifC/DdvaPh1MM3DeOdoYVh3vPS+RR4WlcM/KWEHsu7Oq2/wimLOLpPdEGH1WY+nSTDh6A0tN4+nzxj8BM0F6T1PdW6NR0rS3xPxAiPuJAurTLZovkcZebIJbaiDDc5b79j9k/4cSbnK6OwmeGsBYeXOqTzvyzADxwuW3rPq2PVI2yxOr8lk70bkNZY7aJrDMZnx9QHGRCwYlTM5XEcDeS1KGRoTudiFhA30m4N2A1aor/RqYR+cQHHruiDQnZ+d/ZQzfw7AWMSmf+fGqV84pSnYtmzSlgtE2zEbjtk5Ch7gGzbcOXObkc0PdHcxBwTgrTr2X0n957Luk+DvGKq4J1UK2zUUPhzbbeh6ARNoPhku6+ojt1qOvQu0EPs0cY0z/Acd+A2SuUvE9u/QufPxyhmwIiJlxz7UqZeLDdVsVKTP90ZT9Zx7DtffH0cPSrzSrDsNyXc6soZuP1Pxg/Jfvmisn/tf5nynyRM9PDsBMxB21hVqTkMqKL830Oi1qxsffNqxalLiIoNCKnIB7Lf1hb6BhfGo7ZmLAFrXO42I2V5+4ulPHCpCksyNI9lZAmFcNyYnm9chnmUjK8SAhilr1rPlgj8JK66/Ite0FnwLITtbBaUn6DXRTW7VLe/JXGpy0j+F7VOpnNONOIsG7Pc7OPHud6bZ7/yizGnwBMT2+7G9lmEHMl5mBgIChpV3SuoIu6949YpZALrB1/zW6bNGqS2BPiMY9Dvp4+2JjrDmiEjCTGn37wwh876t3SjChlRNbnUserzkpCVsvgxObtubCsvh2NBu8YEcZEoMmkhT6OSJI9NRkqeA347auzlLhnpXe1RkKoJv1hB2X7nD6vgeQhD35PtZ//9aAAAAAQAAAABJAADkNAEAKLUv/aDkNAEApUcCip89YzIQAG0DAAADK2MwMJj23BMaVb1QMq+vaYb+Zr/7390bUFVN3E4vLxKbtx87C3bG10q+d0sGmQVrBjduc+M3OY6T4zk6PkDHdXacwI7v9DhPj/cUcJ8CXgDIf4AcKMgNBHmQkB8QcqEhRzDkQ0SegMiJFHiRAldg5AuM3AjJj5AcKcnDSZ6k5AyUXInJl5icqckbNHmTA3dy4A6g/AnKoSD4AwgOIcojRHmUBJeS4BKofIrKqcReJXaxldNWblX7uPb6yidc+VWWY2V51pZrbflWl3N1eZeXU/ByLzD/AnMwMQ8Tc7EKPlbBK5C5BTInM/MyMzdD8zM0R1PzNDVXY/M1Nmdz8zY3d4PzNziHk/M4OZej8zk6p6vzC3VeZ+cY7NzuzjPc+Z3juYZ9WJ7ae0xQrh8TlCdpH8QM3nHonsyKDnG0iymatKylLW0rFYCmsUMHjcMCHN0rggq9I4SYBp4wSAN3kqB/RRDSvlYsaN4RnnQuDDQ6Bgs/mrZxlX5ty61Tz2xQXAb5ZJA3xgyjsXpMUC4Hy15ZjLBpqVBFKAfn0KYhYSsEXvyT1FLucbM4wQOuH5dya1diecds4FKvl7raTTMT3QrlHGHInxqfM7MAdGIMy7lz9D4sXz3BSiJqK+MmAg0JLmyg64IuoqJMDkFUi7XkXGCMVCHMUbnV1jRFiiRZnjzMPS2VTZMyWGKoULtnyCemLIsm4eEH+6GDlSQcqLyVRRz9loluM9CTqSIUbblSQE2txLJMxfaT0chUGfEvhgRgDVavwSYWvxCVMdDiVE1+lj3ROXxsUR7jYuyawpeCi4ZAyC7lKbgeckZax0CgHu+GbstGZL2OMk0CWJSuFXYp6/QN6KTCpkDsjyt3i7zFCg8rH6aEFh8ekDGRe/wd5fgxAYbIKaR2RZ6tIUNMhXHujc/tvB0YII/iSeL8+ORxednN8IB8edpZ9JW7AbiVk5KQbOgaE8UZARFLpTlqgSwZw1sNxoKX9oIU15KUVfKaVg7GSyVWgaViZLbQzMInlmfypRIZ2sK3CB2MXNl0GzOT0KtUAeWTVi2LoF9hK9Bl8i99y6qEpuFYR+sCidI4MqDSu3ad9C6BR/oGHgzaxgZSWkZ9ps/BbLQsGwZW4KGzKZ/qiQmunYE3zJdLMbSOH7DKOih3F3W2rLqk/ij3Bpldmwkr1Ao1jCFZ5jVCAGtXtw+2EYYV1PKN0EgnKyo6D2MqVGXlGgdoHBjVs0CFQs8SL+XbvTZaQBehlQMXDQjJymQWXwFAaRD+8AQL763susRHjiE8dc5dLlqGLGXUMCBYIPURCb12Snvl0Sp/o1wsTpc0AAaCKH/GLGkKEhi77XAd8pDLmKPAkShwrcpZHiwu8Ss/ZqFNpIkirWpSaFizV/ay5YRxiJPy39ujYZzmEM+LRC155bYgio2nVy6HPnCoiipv1fCtVMJkpgFCRq+WsAzFp/Y5oQCcK49yAqEa1EWZA1xZYV8/yjgIjOCmiT2IApZgo4ecBXBQyN5dF6Bv0aIPOfjNTBzGzIxtxW89EwOLbKs33ulCgbfp9AsmCTk1jB+BmQWtbBJSO8ihGYKn9iJMzdJAVFE0phn8kkEIIRNrU3JmhHR1q8SkLzLmJhZ9YUZoOBwOh8PhcDgcDiORmtnILf/yoiKVf5GmIJV9mayQyrxJqhiVde22VJRlxMqQls1T7kjLsU2vNWkLSiakRl4kiJiMNVUsWUnycCLNgXpQeqZ7Y4FK86DgnOnenLjSDVa6zjQvz2kpogafM627O1e6CKHtTNMIYy1VpKB6pm1FAUsLUxHP9GyPHaV/flrOtGsBBaUYWJGcT//SStFEf8yjNrClWXu/Zk8atFKnCzjmS8vO0p8bXbSO5hGkXGiQjhrdS2kWfBqFUNIiM3oe8W3ikd7miLMiPwYaqpGWIKW8TRuTPcBRwLohJQ3SwxyTPfsAm3zCKbSolo7JpoNMQTl2R7F4cDW51qkBPYOFhISWVK7JP7RGmUwZUrrFQyI916hr0TsyF7O83CJm5509VqQgjVTqslWe8gDBsFXdIFCkPAjb/Lm+oFqXFYwvQXkAeP0wI7zg/Fv7wVGVo7bEJnGMzIM6S2GqBHB1YSZp+YvWFbxyhRbLjyjhMBs86sUFTGU5YFwMRWpHL3zmwnRULJqwYiBhQj0IwxXuqBvdy4O3mVYM1gzFcToqZ3wXutPgucfUIPD+84AsTJgwX9x9LCNAPz07OUWEALGpmfkB89LSQyXl5O6wp6K2U9SOgtpKUBuqaS9o2k1Lu2hpLyXtBEk76WgjONpHRnvIaBuFN1F4hxlsBQw2gwYbqcFu8LSZnvYThO0AwoYgtSNIbamqTVW1q8bbarzHWPsKa2Nx7S2uzfW1vb7219gWG9tjZZusbJelbbS0nda22dp2W9yGi9txdPsC3aaz2xnstl3e3svbgHk7r28P9u2+wI0YuAM57EYOm4PhfjTchok7MnEnLm7Jxb2ouCEVt+Lhdjzch4SbkXATCu5CwS34tzf87T+97ae39fA2H97Gu9sa7vZd3cZQt+vk9pzclnPbb27bTW2vqW01s31mts0qbAsVdgWwHQa2wbo2ha7dlbW1snZWvSfUu6a3mN701JYwtaf2g+20A4DZDubBcPkuXJ4LlteC5bFQ+SpUnkoALyWAD6DJP2nyTZL8kiSfpMgjKfJFgvyQIB8k+IEEfzDw9wB+YB2/Q8fr2P0cu7+b+zhyP3fG15jxM2o/Ru3Xlt+2/GXYP8M+7Isnv/gXrQ+j9VtdX9b1XV9/9vVfY98c+7G0f0v7tLgvA/dxabwNGk9D92/ovi7v9/I+r+//+r4vj/fB43n8eAB+/A8hT0TICzHyR4y8ESXPRMkrcfJQnLyTKD8lyke58lau/JUtn2XLb/nyXj7Mf/kv/2F+/8yOmdkzNpvGZtsM2DcD9gCfreOzfQzsHgPbwIH9c2AfENoFhLZQ0OYJ2kFAmwDQBtrZODt7J2cLyNk5NVumZtds3wG+Lu7p4j6u7eHavi3t2dI+jezRyJ5M7M3EXuzrK3z9F9iPgT1Y2JeFfZiFP7PwFtR+Te3V3P7N7d3kfk7u5S48hgt/Ae814D3e3vPt/Z7fA/q9n+APCr5g4RsWfiHiKyI+IuM7Mj4j5EtCPuTkV07+pOVjWr5l5m9mfibnh+B8TtD3BH3Q0CcR+qEn3sSJP1H6KUq/9PRXnP5pizdt8S1YX5X1WV18qot3sfosVn8V9VWgPirpoyB90tEXHf3REl/i80d8/qeI7xTxIjQfhOZrXv6Hy7+kfA+UTxn5HSI/svEfG78x8RcTP5HwDwmfcMNz2PAb/j7w7//0vk/v9e4+7+7v6j5D3de93dM5EP/hALgP7+HBHkSICyHiQ4g4ESNexIgbQeJHkDgSJZ5EiSth4kuYOBMn3sSJO4HiT6A4lCgeQBSPMsWlTPEpVZxKFa9yxa1c8StZHEsWz7LFtWzxLV2cSxfv8sW9fPEvDgbMu4fxMP8e8zvmYwK8TIAPQPMzNE9T8wJqvubmbW7+Judxcj5H5wfovM7OE9j5nZ7n6fmeAu9T4AsA/Q/QAwW9gaAPEvoDQi809AiGfojoExA9kYIvUvAKjH6B0Rsh/RHSIyV9OOmTlJ6B0isx/RLTMzV9g6ZvcvBODt4B1D9BPRSEfwDhIUR9hKiPkvBSEl4C1U9RPZX4q8Qvtnra6q3qH9dfX/2Eq7/Keqysz9p6ra3f6nquru96Cu/lkI7+6OiOjN7I6IyKvqjoioieiOiIhn5o6IaEXkjohIPOYdAHBX2DoAsCeiCgA/r5n5/7eZ/zuZ7n+Z5HSrrkpHeY9MlKp6z0Skv3YOmWmH6J6ZiZ/iHTMzddc9M3QziIEB6C00VwOqend3q6J6h/gjooCR9BwkmEeolQDzXhoibcxKifGPXRFI4ihacgdRWkTrrCS1f4ClNnYeqmqH6K6qiqnqrqqqveYtVXWd0Fq7O6equru776i1d/jXXYWI+VdRiyLkv2WbKTab1M67RnN5/9bOu1tm6L67e4jivDY8hwGTR8Bg2nYcNr2HAbup6r67o4/AYOx8Hru7zO2+s5er3X13X4uu+v7/j1Xwd2Hu7vH+M7xmMCuEwAD0DjMzROU+MCarwmVWgcp0yhoTP5Z9KswmaJWAocGE1DxEXu6TXCLOEornHOTLJqRKYBbpv1CpIrRpFDoPaHahaJI1n29OpTbOh5OWLL3qyp6xnVow8T4gdb0Pxa/2arFBwgrN1RVeRuidgpDhAWhesLKyEZa1VIWgNUnaUOPvHAzfkO3crhu7u5Nmzo5nqNGjNwZdA6mSwLDPzDffjggcPWeX/d17cc7ECAAOAi1l9fXU1NWX11VTWG7VnTcnMz8/Kyg0dGPjI6mvDQUBKfI0At3ZPTQ6RIMVrC0kUhXVKyUsUi4uGhoAMC/m3YwIEQkxLop4BPD88OAZ0BOTg3NjUCaGYCyMTsd+/r29vLy8PDu8tgh6HuAt2cXBzcm1sb21pa2tmZWRmZhQpjYmFgX14Uuri2tLKwriaMxzQtrqKakiAVFQHCA6gnB05NDZiWlBiEw0hHRkRET5Unwp7IAsjE7A/ePVDsSXnw1JP92ZtZCBsiJAgpqSkL1FPV1NUWrC5cW19fxMLKwiDPmsu0tLW1uTFi1Kihq8tjd9dHb++PHTuCdejokSMHsAP7Og634Tvjxu0trorIRqdslJR0dNywuHh4SEg4OLgnKNjHgcOfoWFgYmIhIyMk5OPkZAcPlpaXmJgfMjM1NzdBhAghgpOz09PzExR0BAkSJUJDRU2YOEFHJ6fB7+7suCiQkVV4q6+uagz1GprbhK4tz5KqEoupxsLCvvTQNNRnVm41GJiXdzExNS3VOIOwH93c5ER4AAUFwaOKioJcSGgICSnJlWhocAoUAOKR8b39bWKMiGxmjnzBjvc8uZNTA1+CkoUVi8VisVgsFovFVVWz5FmxWCwWi8VisVhcRVXXdV2P63E9rs3memxVVdfjsRVSDtQD2j4lLsbNokWtILRQbonMUDl2JCJ4OxsGFe6FN80geAwZHOM4/2WuDmmZc3O16BGQOmOQgcCMxMY+oxWZxEk1cTYgpE5MjcpZS+gIk3x2oEpZFaVEFlOdIcxwslgsFovFYrFYLBZXVVVReVFgKUnLOlGzI3vxoEjugsU0mzelcHb1FQh5S1EELOG/WSZtNnYO2KCitgEKrGWTTSIFDGBLumSL6LjWEZBM1DLgR0+wbxttucWeBGZymVja2vBBMQKLKigOrQNVPjKMGSCJaUyeBIX7i4WBfXltL1y0YLFCRUoAT5osSXKkyJAaNpwGDRlnXLcFwIUICcID130A8eDgHr6/wL5jR++urJPJtLe4XmuG9RcvWlVxfZX19TW27LOzMExRXeB6i1Rex4FD9/IT0ztFZPrmZghRTC8xwj89PUEtvbJykkXpKKanIFXhKFCcIIFpYjQSU1GxURLTIRkLCQkNHTFQEIRralrKvON5ngY9Pr4/0rq0w5eN5oWy8YgEI1K4KUHdEuMK3GXWB2WtkkMZTnRs6MC6kYmzC+S5m2EOx2GYbhpqjRgnXMsaZu8QO4jm4mXrFbWGorw155iDsaXcn5Vj2LXXydja716OAjJadVRw4FQ+dRCsASTGUGQZroha+mZUCG2XIZYxLeyNiB5/YapdCJizKEkfMGHx80hCR2rnVJNNLzmUTaxM6sjQ+AZIaIUHM3JFndMZRJ/g2AfaEk90VXFNpysuhJGUoDVx6KMXs2PHIh3zpBulCk0SJrFlmrAcuUIcDTT1tK6AsQSnQhTUzio06YMXULJSv8iavwxQiYi7HsqHVg7pHEjmxIZrWEgyYr9jelC6/xgUmW+cvRM58Hxmaewu88RjXmi57793/ymPoTFDRgzcW9vas5m2TJ6VhREL+/rCtZXVxWoL1VTUU1MWK0pJVaRAMXrChGhoCRIjQD89OzlFhAARsxmjmfkB89LSQyXlZAfJSMhHx0bGRcVExEPDQkIOgxsEAwH//Pr49vTyNODdZbDDUHeBbk4uDu7NLaYthm1NLQ3tzKyMzEKFMbEwsC8vCl1cW1pZWFcT6rEVLa6impIgFRUBwgOoJwdOTQ2YlpQYJIVjkGKOjBYoKCJKMIRA6ECQAaCfAj49PDsEdAbk4NzY1AigmQkgsz8MmC9eunDZoiULlitWqlCZsqXsKAFAeeKkCZMlSpIgOWKkCJEhQoIAAORHsI8ePIB/d/jq6M3Bu4vjhm6ujRo0ZsiIgXtrW3s205Y3ec/KwoiFfX3h2srqYrWFairqqSmLFaWkKlKgGD1hQjS0BIlvbm1sa2ppaGdmZWQWKoyJhYF9eVHo4trSysK6mlCPrWhxFdWUBKmoCBAeQD05cGpqwLSkxCApjHRktEBBEVGCIQRCB4KAfgr49PDsENAZkINzY1MjgGbm497a1tLOyiyMhWlh4UhFaLDEoMgHR4DM3mAOHCkiIMfujRi3tTBgXwhIPS3yQLmYaBP417dLdGoWBu6djRmQ8pinFu77kbV3RherUqjPQNpsmDBxbht0DW1zllXYm2FeG5Mra1eKobbkjtxKG3I/Ou7GPWAz7sV9sxV34hawEffhZ9mGu/CjbMLN4ZXswb3hj2zBHfhANuD+ex/bb/d97+bbe7+79Xbez9gaNt637rud4U233cbwJ3bdvvChm27P/Ygtt+H2WxrZtvC1tbUm1GOrTU9JkIqKAGE/cGpqwLSXNoOdtJH20TZaoKBoE+0EQwiEDgQZAPopwLNDYOvsnI2zbXZNAJmY/WG+eOnCZctrufJWqkwJ4KH8EydNmCB5I1/kiQwREiSYx+//7vDlfRy5Nmo8jZfxMR731rb2bKYtk2dlYcTCvr5412d9F7/aQjUVlQWpihQofvRNvOiX+HzPTk4RIUBsamZ+wLy09FBJOdlBMhLy0bGRcVHxEx/x0LCQkMPgBsFAwD+/Pr49vTwNeHcZ7DDUXaCDa3u5uLi1N7e0d3u2P0MrGyML+64uLq6usBe7mhBBaspBg09KCoeRkhYUET0CBEJCQUFAQD/uRIqUKlWwYOHC5cuX//8AAQQIuLnJydF5HnfiSJAcOZIkiRIlS5YwYdKkib/7lCkyL+NatNjs2DiY31LcSU/Pz8+tDlnZHj2KuBFf318cOHhptMa+vs6o4TVyc1VjpM46Le3ZlgXqih0+ZEiQILW3t2TZ09lZdzFDRwwesrNEgKQg9VLQEJ2czpmZqXlZogQJUdHQEydMjHqorKSkhIyEdGRcVExEPDQkdA4TJmRlaVndeVtbBjY2OjQysjE8vLw8Pr5ALa9rLiwsCltbXV1eXmVfX2me9uZibxYszJ2dra25ucXFyclduKLH46qpKqoNfz7453/hnh0fI6SeHp8BMXu7vyvwnp4DCBxBAt+ZwZHpiXBunGED83CZYFKEpOdeqexQaJSAETx87JYUkHCiSyZ1FsuCvvP5fD43DpXC1V6tWWqbuclabe7XSd2UjNooejVfkZSxiLm1ejAGRl2Px2MOLoSYKXOo9jnNmMmrY3U5RMxPFinR/F6cc9pGnLcMcc8Llsyaa3Nd13Vdj8fn8diKdnw+m+nz2WymPZ/P5rP5bD6fz2Pe0vPSKer5fFbyUes0rQGIKc32qUVT0ECFlnLk8qqjiziVTtJIq5hyk8IrrYDZAYNHxGEavKackiyJb9Rcq8aweFWhXmUeAIPQmV1XdAgOnnQnFjNobYHZGB6/QvKM2Q9C5PK6TGd7d9C6DcWSZZyUIAtJiRGdw2oKNrc0gCBqNhopOPRIfadomKLuRh0YWhdl5Esd4YhHTUfGNvACsaUe4s1qoySqA6i54VHCGAMbCWIIG4u6atU0Z5CEsdkSofpw8MLhFazxVxUTq3La14tNxBgV5FmxKG0rz6j1UTM+iWUMJqO1IULFrCMZoVY0TKA4VGgOAqtirjlYWTN3SNLGt4HLfDaDnTOHzVeWXlj4ouXc06OwHudtnZmEand0FJ7L8FooZb2dJwwwrZFy4c5ZBIAgm7CoyHTMpPQqnumaaM2W1c59cOcDCpqUqLE9C+p4A5ObmXUCxnb8WATjTPgZYzXAVAllZxHNeMfriBRId6jjkAmBiv6zAwW8coS+XDoTgSSYlrNyNWeXS2taaQQdwUWPhbmK8cBAi2C9C50gRYtTB1R5CID2PPsxoSuAZlC2G8atoj99/aCi0D6QUnhi2NKgS1mjfzq0R9J8MR2kP9UwnIgMIfbxZAL4r43uhFMVDTQVt940urDzQofIskLiKlF8WTR1OeCGzvTB0uklSFzhSJDZjRd0pRCnTVYv8Y0XRZ/cMRryBamloFzVCCZ0sUF0aEO0vEg1LFSmSohJYHxpDa6EhVHMZIkUnsKqhrCi12Q1734czlrOqtrQTNJcKA7RVh9nd083/5qQaAipwFinZmQ3GgAa9UQXHehykDODrCOFxoonAaCfqNS0C9ihgRwEAAGCoAFzdhuGoygMZXnaaj1EagsEYDkAABDeIAAwmIaA7gIwEMAAABIAYAEgAE58bapuRGbvhHSl4TGc4mlXRyuZ7WkllQXB/sAXy7q2JPdOSaMYDJPzHrYrtpPZMVdKmUDMjv21rNWAfM8MuUrBMTzuZU9lKwJ7dtfWNgD7Wb52qjQn2D5VvkIoGM/8sLWVVv/aTHsnvthXaUDY7nlyKxZ4C17/gd2yNmuTWFvEVO/9+wFCpQ3uysILmvzI1O15bcyRS7WwMD8XwjS7TSS7Kw5/ivLLLKiZi52Sct/aObJUU+jGPgkzdvRF1vtCiDnfUwxi6sI2JQhZhnvOJWsYqVxdQ4Mohg17FaRsaCKkacOv+lttQ8l/vfD88FBFBoq6/A5txOmi2L0Xh6lKyf2/hlHIWqB7nAxVVsHUd7PBJsUnE21GHjcWG9HIBUONSesuIZZm5ZjJfGOVgEpwMVmraEop0eBgQai16MJJqjG9S9RpV9ELLmC/y0EDct1PZQV4thI1nqPGYzeBx2SSPiSgHXQUKPNfQ2josaOrPVCiNajJ7NxJcFfxSZRu92BhwWfJtjaRJbyAqDW22IVtOnaKBkxHJhajTBksyvFUP6N1zUoxUINe0UaNzgzFE3TFyMJTjDVvjAXRSIgR16PFQGMrqaRPs2RIb95uDLkbacRwhU4kQ6bGuP2jYF8MLT26nxix1BmDwzsMVzSIjLKVGGMXgj0xvKGBMf6HEV9tw1jkvkfbNTTdOTXETj5olAZvzWCFI56M8QTijY8jcGHUD+G/UAWm7/PClpjPBYT0vFtEVDu3GIrxpgzDHBEOMNTTq+mFfiC4uVBOa+drCyt6LGweadYzvWWFK17/4CTwuQXySoEXThWFkBrd7HW1UKwMb9vUoISPL3oKVvtqsUiRWkUf5LRSejRX7xjjJrnYT9I9VHss4i/Zyml6hspCo3hbRHXQzLJgSH+rwtHIYpMktBeK5qUoFGU0tHtteqDTlI5qfMxvb3PiylfXvRG7mzYp+o/ZpXtbZG9OLZ7QK2yRAi43OxGib4C99LSFRfGGu3RNLOSnE91p/gyivvX6SFyqJC63r7jhf4pi70QXgkJ2tbFN66IhP0fdbJ/xqaPaznDSnLZ4rDZGR8JccTkdhBWuN3Ds9LmoTpTcL2KoSNfntKI3ympRnezNERgyusZjPmGkS4uRYFnr1Oj+WlxO/SUsmpOP/6s8jr57GsqzT0y+TzTMVZZmqlujoWQ/G4X52AbeUdoyuFaOgRKXBteL4bOS3bthb0SujbCAGzZIcvk0vkPtOyPOG/l4t0eMNzH4v4A55bvoC/zdQjp/7erNEL2qIOA+ltjBuXl0PjbvhhqOMD4a1/TipsG4q2WvYWuiQb0jUOnR1KkL82J6q+BPcKM6obPZxZtxizoDnTKZZ5BjcsLon4arGo8a/6GbWZfif6adFsfskus5yrjUFCVsUe8dYR1bDI9Exxh0VedIOo+yC8lgl663C/Y+zfbn6VFDH3t5POiaH6DkcDktjtWm9dTU8kiTfw01veGDayXrQOTq+sPy6vhKOS6owlei23rV24C7VxtObzNGr5aEXo1Zve25ezXp9LZq9G5Y6NXUtbcJbO9G8Xu3C+ptRKh346Le9oV6NUbq1TxRb4Ol3m0W9bZi6t2QUe+mTb2tG/Vu79SrlcC9Tcfu1Z5Ub5OCe9GqLHgxSSrFrTqwcGtEnzUSYFgcleJwrhcMJNK3AD9ixrib0Yj3mImgX0B3Odoh2gvFrhTQRWK2qc2HxWIANRCKXSmg5h6/DS0jS5Z9E9/gLVxDmjrcDoCR6y2wN+8kmrV2iBRXd9L2byxxwM1ndrwh+5X1uJ7ajXGbwMVAg26FBG+2pbg/im2zdNeQVT6bt7bDWLvxAtvODd52FvZQ02jYUwSf1EvGBQK78+nfCCXg1lFeeGhgbSTIzjKWs4W9e99jS2SXPhqm1/y5eLzJ11AML09Ef8443KdmYcQmbBCkxtXLFFxKRyA5vpX17F7bdV6EBlenO8a918pGVVsN+rL6jGHMhGN8xNLczVEcxyvVMkRmJdIa1K2QBzkTDrxozgXpIX9pKssDxqu9zNa1igaL/qB/U0XhI70H82xiDHOVEVtvHCPSmBINjm6bHOI+HTEBztW2QhZDyFzgb2KzGNVxRpZP5oIcgW/1x0hAIjpgou8xDtKYLABLZ4SxmVlmri7XTSTEjgFnIZm9BY8XKZ+6TVputhxpkJfKERO1MsiVrPhhcyulDy0LNWhf918oWRbVOisfjX4Tu42H9g/q2jLJtJE6No7UDM3Hh/Y+jEhqcGVKup77ODvKcMdWhlgTBv0+KDFhy6ZvFL+xAz1ijVpWsqVopFAPzlSEjjrRbP6L+aRnb5uluAne1LCxxS2+lLJXZ2ShAFocXcrbYezR20KQgFmNdSpvpci5u5oendPx5RXtzw3O9dTIjIdvy3plUq6nS/I8YEDSI7sx6Bk/F9/7K5E+Og7j5YPQz9mB6+n8RcfDt7fcu1U7GEwfYmn9BJsNIJuz/X6v6fx/WHTxAixXjMB1QC/9LBhFT9foNH6seb4O3mvOQP5acJ0JWdvLuZsiXY0gb+IWdAk1JRGrA8v65pKiDU17MDe9PzpH0dbElO+ry91UW2pEx204s3BLQR+dBo3lfA7cfhB/Aj3iFiom5rD4B/MsTHorIObjW576GPXdhfA4XNHwUFCM2lDPjsO0ORWczXd3glSwJZutYv6zbUC8p+RA7XKTvWq68HfBBNE40Igk5/3ERFMEfUR0PPsLH9lLv+3at3NuA2PLDd6QV63/jDg6/qvhSmvhbzimalLpeDm9Qx1++X4+NB7n7DAHwzk4raljSjshavvFYjTMTYdW5sRjycExkgsTBrt0PWjIJtj/3MQ2OROrg2dMxvWqs0EzYfvZSut1DK3LxN3arkCNjkWu2N3ODIbjI1YWnPVtyhNp620uaGuG08YlZKOX5Ehy94YKg7MdA1U8deCLd/Sk6n6ROFNjNnqNnpk9miDOqQHKQnQ7scvCcJLBWd55SeKlHWxfzEthVlC/Y2EQKOh7MyNzVFPSkOSSFA/K1T/xXV7cDcagPppSbN3OeHaGYyWK1oR4yh663Mjd7TEMAsAp5ZE0wcj6I0N79WQjQoAj09d2IsZqrs3Wuim2o7rA1Z+33X9iL9uWYJg92YTdTEbYQrYcdJo1T80XLTSmoGJTRb4USmeFQRsZU3eS9jCFM3F+78AXwtaMapHBOpvO0apiNPaWZ4W7W0zjo62dHUuRxK0t7uKIFSaqZoyi1sj19Qz1D/riiG5V4rh9iSi2dFauUrd2c0k4sqbQxep5lAZjMd3eflsQThbkwi7zIVCxvAsiVjai6xsnrIE1xX1uh0DZMhkUj3X9h0Dso9w73WWQny+CBvLmXNUAU4uNesBUiuOctc7d/ZqJBd70flkAsLe82eK+vjtM+ZJbzOmy7sJcb8bGVxgNvGCun7GxZS4DLzZ5M0o8ay95woj7OpK2WOMvRzxrra8Mk/ZdpNvJi56vXnf/w0fAPth+IiKobFfqWc78yz0G3dWFfTz/DVGwADxl6pe7UjZrt19CLqSAdyGkUe+Gapa5xuH71a41aEzZFrXDaeMOC0ITun87ZpMK2mJ5IgE+/CCYANKfueQSRTlxjAzTvrNNSgXz5OQudO2uHCFuYrS8qCa3MaSEI+XHmtjpTj/l1YvUq1ZLGOPOymOKe0OrFYvR2aeBZUfJkdLEhAt1zoyNW+UtUIrRoilNwWaQPvgI7qaYhUP8SvY5nXJDLIvWcM7/7rQ36YDHK2n2Y8AB0M4d0TXpxTAshoWKo9k3TcuUwN1+22jx5GKZkeAzAh3tMLX4Gkrdx46OtpOTuQbRfmOZkDLR5DaZX3y9xqNUR4S5Up/aNzGn8CBbW5fkNRAXnTBhxG1B8RQfGiuWphLVbnjqXs61g0DyyRW6ZeT4QZJYIDMSvhqR8iQPVW2g9+duL6q1zMQ2EetpCfRoOMGUhh8YaHN6DHNtrh4xzhaRlh1aTpybIgZuXo3XqQ/3wC3vISGO+wRKy9HVCzbh2E1yDHN7iD2zJhtUQyi6n4wSyoT6ELZS94OTnDVYPR1j9IKm15bdezJgleuz4spWsR7rrXoF1rkit1Ljk+hCP4qiFUUUQwcq0EPdqAHo8kQJylC+0QkOLYVuuhNBcYgm0mIQpVhEJ+6IQZ0Vc2JeJyJ2urtY6S6JEz+KrUnv7A79QqpX1rtON+Kou990v/36sm3g+nHAiesnro0DIRr1nX7mfAcA9XdsN4h26g8Q7Dk8Uv+o93R7ExxM34bwyo1dMenGtwtT85L5vlig9Kih7iEml9fbOhCIpqMGbBxoUk0wCMYgYnBUjKb1LDdzj/mTe/Yjc9hL8t+01xf59wsUZfgvIYtdBJ95dISUaKze/Ja5pzyVMxe6FKNPCAz0VFKFAV3+qqpO6o0TsRZ67gkEFaJxPVbmjzMpxkz5Urn0UAP34ExgVYvW9cxU7ZOvnpIm2LfZyOfeZyfsSb+G1RrFkRyN9VBIoJP+T6IyVA0AHqGQ3/UPLL5sJ5ltKKo+mvwX335Rrpf+y1jDReM/APqZ3xGwNYg9rVot4CLsR4xMOTiyXepTEhzihKETLaHjYKamck7XnzlP3+pjapwtPuNWP/fcsaGtB4yRh54gI23lGZT+iacCSe07AaZ/3IkEfsvY16u43KDlpgMJuQ066VS95kyL8VOODxF3nBBIbsRJpO4Fp8rIn28WqrvdhAHyw022MxKLdPI3mz2q3mvysPFYgz7Efoug9Z8ZC+vaaAIw+UATMt3WmYIiP80sUNcuE8DIjzJJzk8ydE79HGOCnFvMBWlmmGyt2eaaMH+OyAXZJ5o1h2FBIgxJ3c6XCYfVlBtftxcRZlFL+XLQuRF+U+vWIWIEs4tPmdtFlOOw2QI/J/0KeDQG7j+xWS9/sGsOzYvKRHwrNAozMFbgxZKHogNMh+jm1AlDItgEl2B81TAb1A5+BlPUxEg01pwTH+qEEz9jZI1NpIw4CZL4tEGgIGPgFV7ETJhamMSdySomwnVO6kB+DDlupJgJ/TMhMJ61FB1mEWP5Nui3Fw6nliYjwggyls+aGxsp8bAzDR4m/UXwYQwOQeNzu39TdxxaX4OE7XGpBciDGX5vP8tdH93V5/ToUNx7Ft4a7aXniomh3XiWmhW9deeANSGy6ywaEQ2LzuXbQd5yljMZuivOqaWgsN9kaX73LfcnZ1gxtLTLfceB4Jbxd43YXDLHiDXHCnB30PcjLuRO6NTWviINK2WIMe3klgtZHHN0XtuiYbcWxMtPsbKcHj/YvlLe/pCXFVoT6LGpoHwF2taUckNwe0eJegsiFpTCF+G6ncRiFGKtJqW7cHcviWAagi4lRdfhYiOJ+UCErmlDj4vGZ9RZgTOVy/IVwG9rBZB/L0Sji3gFNneNiRbXSo0+luPZBUYLhDpCWKeGCklEC0Ejsi4AtNESR9Ffk0qYADbEUxmgyzgk79R0MK3lA29kCh+k4vA40CLoeJkIIC16dWYyKQMLFK2tODNUcrmUYE6sFfT670JzQ8pYpQj9/BJ5X+v0Pp9JU+tDOCfOjfob1ocJ15JHjTod9sisaz3vo27DHm7KWcyzUcewhz03Vjp41HnYo5zYZc4cdR/2EFOwxkGaxwX+SPww3tgQCYMVhDRypETwv4aZKFx2jIjvuhs2kg9Q206Quh2EW3ZgbHG87U+hvDKnbgJZbln3dgqktiak28qJuyAt7Y5VF8FkVh/Tp64bo6eWraOPnv8ifo4mr4AKjMnyYse5146vibNwHfuYVHVLn75Vj2dKikftI+yoq4JcYMkUi4xLZgIMs8n8XDQZn0pixhJryfhUKBmfi2TOJWvJ2FkpOT+rxMwkY5HZuSgyN5XEzCVmk/O5KDI+l8ycZcaS8alQMn4WyYxJxpKzs9JkfhaJmUvWJvNTUWRuKok5S8wi41PRZHyukjlLjCXnc6Xk3CySGZOMTWZnocjcrBIzl5lNZqeiyfxcMjOWmEWzfcnrrMpmm9JvkS7MogUbbmtg+1GJE9Zo6wv63oPNl2slYO3wjefaDVYX61qDdx2R36m+WLfgbTlgap4mBcsO7TfHrlUqROeaudkoyRiVdusFdqcBJhs0o7B3wDaz7U5PiLpb83uMyC9OX1hdIDYYaDQ0E6GzblO1u8Tel+TnlsJtubgsoRpXnIh/exyUNqsaSbjhT+nt0QZjp2SkNyhrN3Ny1TU1Tb52pbFOdlKwRWvA3iLZeheUcoI5Oe1CWjlhffTlBDOl271DywHovTH9mlwq39SUFQIH004+JzmEtJVxsoPedeqiN487cFLIgQEaf8ZZ7akcbM4Gc39UY9PQR/1I4zY99k2waM6r/EJj1G6SY2n0118YrqYzsQBOFDWYKbg9fynZ0OIPovnT507rmUwROEDuzj1oDKOlquNaRaoZdNs9Fffkuk7NNGbymQtMM0+ZuM6yc6t/c7S3duYohVDBmbZx3B2rbphBn+BaxLgIzmxb4JA50BL8mA7LJnGcuVqSoHWZ0dAwpa9t5SXR9xAJpLz74NNrnvz/xpJTO4J2MPGIQ6E1Ei0iMEKTjxSsl340NaKjrO+PD5eIlIA9NP0+S1o/7Es/AkQDEKG4XuePx0ErYTePhDzanrKwMwee13/MLZ/9/aTPM3DMH65EaaRMIOL3gTeDaJ4enMlyhc6MOiDRXD20qz53PUe+zAvKWjDk2YBJpP0+DXsxeyoGEFh3YekRTfHHATgsWGksfCoZWQhLcePwg0+VrRH5AjX+8tJ1DX+KeazQYMR4R1sJBY6/5/EvvrfDMneazJLnPU6B+Yxsq5x+CpXlZJMeAGyazSl5RTuhpwk9uRApG+8ebTy9TkCX2nSvJNE+IVvyl8GxIm8TjH3c1sAuY9kBZxPPAphruLcP76y62mTB3b0AW9iWMlq12gjk7medzhK2XZ37pUV0wi34phVw830H6vIxa1OMtFZt2GGYWmBQbd9YVmfI95aDhVPsEswF1MZPb2x4CS7stY4DbqaMG7dSxAu2KsMLGy/CjW6knmEFNJ6jiPffKCvN7hNgS4ZlsFak2ARzH28NfMsYO2DZRLEAZg3P9vGdFVcbWXCyF+AW7lLmqxY3AtpdrNOxhNvV/X4sIh1wyy3NXO2usBvHxn7JDlaWC+bfs4lfPcLaqrKTMbbfgru9QNiCJjNi1RgO3N1viiwW11mygDbJ43galLakfq8Y+t1f+lvm+rfp9Lv29Wsn9L+Q69e21c8K0s/91N9S/9KZAAV7+ffDecLz0Y8johynZDYHBep2xFPnk2snU1Zu5BzsIt6CD0H791ZNFPAKUANE1oI8LAcxlv230Ldz2Q0l54AVtnN7O7wS3StGTUF742s4PF81yPiXK9SoMnDQajSbQOhS5ma5TYa6ySRGSjht6RI7jnvhdQ/+AzvfdT2WsvdQMoZo0mgpXMKBnYsuZlLaMRFrk7mWCjRt9BNnCd2LzZcJPRB3izc52ojlYC72W3fwthEMCMwzX4nbgRtx/Jqa5CcfG70bmbXnwEbLjdCNKDdmIy/0Lv2NoGmnx5vAlrON9G+zozVuf2kjwMMUYBfa9LIRUH9++oXtRG2EVDHxr0P5FmojSE7p7G4J03ZhMDarB8bga/as4K7c9UT/35LNuMg+puBgBi60a8mDRrHToMdUwieqvoHDxmzN5/ZTrvUC+o06jTmNzeXPjQooRvIcdVnqWeUV0GNqghOjpNmoMUPdtE9xaMdzTC+mbAwtHv3dcsJE6ZJIkMJs4Y1BZ5x4P3gdvzy/3G64Uzs+6RiQtVs9AQT+ellZAdiRVmx6WHc3Msybi+HwkjUcTSPit1PhS5kGdy49/lVg2GNb4E327/itdGBl/bmF0ivftVoczhtC7xdnoZ1j7LFn4ueJJkzHamQU0M+5YkoncB3arJVQmsIV0PNXTOlk10Cbl83a33oz4eHS7HxoNUM+1DQ7D63NjId0N7OIznbJ2JAP2ZG047C4PHQGhefv0Y9I0M2lNySr+lZibCHIIehEXCrcDljsjudcdthicSLsQo/CB7ALTqtLbIc4VDdjF3YvZlBm8II50c1qghLnmoUOq1OUgms+mllNLtUl4g8A+wVjlwapRIOrocG2YLBLaAZd9MoCBMx5AB8yIe6EKRDjEYdn10wG0Zo1T/GajXwNnPOdG5onPOGdM3oN/sTbXkQZHGq9BiZmSl/6QS3JnKbMhcRzlTw3k+ckwxxMmyub3Den6ya7dzDxgZyNYrbp2zsza3DNhBeAD5wd0wKbNeY8qRca6yqVV4OyrN6oqMowe6q+plRgWVG5UkC1qnaaJrPpVi6mxRJLY0gnZZgSqV/qKLAIo7SyiUpVDk0TJXQrR9DG6p85JH0STNXTr8ETcLfOiZ1zCybOglI3Nz5sEnRNk69yJrKUTFsVMUmlfrmVdDkku2bpLVhyE0mhVZ7PTMmLQnn6cZJzXfKQkyQfa+SZhUj2NcijzY/cKo8HHR15qzceIzWyYGU8LVjMFDSusBGB6amGrFh14vLu5gqQRKN68NhjWLz2IzqQ0fJ6jztetfL1XXtNdqVrDT3Zz3r64ilT62EvvdXgk2qxgWvvbJJW+q8BG8L/wLzjlcrC/AO79OxJdzWqpMYlSmtEo/r5ROdrdJ36SKHB8Oi0S+1pqpqa9sqaECwTN4Bf5AMn4sbRXj0e+xws+xE1Hesf3maWS/c1dGBD5/81Hanh7rFTgx7cTQchmqy/lrmOPGSmJCXT92V0oEztF8rSQILkgqBB6qfpucaKjpafmnRqzHC0xke0LNPux+VLytporj0qvZ5Pxxm7NSPJV1KYRkr3R6F9lLCOQp1RQhmF7qKEJwrVRAmKKPSGEtZQqBZK+KBQHZRQQaEOKEEBhfZPgvcJbZ+E5RPqehKqJ3TzJPyd0N5JWDuhp5OgdEJ1TsLjhG6chMIJfTcJ6ya0tkmwbMI8NQk7AZarWvcnbjjw8REd9zXzJ+w9qF8U99ilvcPVY9mJjg+5z6eEE3rDIT+eMRn9Z3Fj+WLQOxP+p1YGIs4IMo1vm1tHUcKwNwc+Jq0h8GwMTUDTc/X4df+zH9ANjl7N1HkFjZyRsXkRVTtslLKT5hVwzCYGzQiv/oDt1U+X62W0w+2FfhTDUMLmME8kaAjLcQQnMMwiNp5vkAGzWVNMGMyMMHYq3/wOI47DAXEOJzPjsBkLYBPITAbG8IFdTEmnvWPaAa9t7qhbRE+CLaKsu0IFx32oYFkOUd300hx44Sg+/PELCBRtAVR1hY32e1HTWVhw9InkbGGYhuAVaYv4eN8zBI6WF/uL2cw3+8BalrUndjIXHmshG3bi2+meO6z6M3qxk9az2UKNZqv7t7LFI2oVt7McJhPEl+KeDUSdduHOsTKHULeIXjaKe7yLSmAa8uU6COcwnW9gyGWB8ybcRzhy3LWDh7PeKfwP+q/hxZRrEA9GvFm8Z24sc+ChZZwDTux9jjCSE9lsSlZayd6uWW8ch4fypnjyWXX1smLNuA4VI/bl/Welt9eE1EYkpWxnFEym/3rOXrNrQLZZNDqi3grcKxyWP4lfXAuQ+W+hwlosV7K565myOFYaVBuJ4oIGNKyoI+IAvpn6YfBN+nWlArAIKjEKjUi1jDS4Q8DaNOrHobDWvYOdIy1ARybQEwUMC5AeQo1rPBW+TnTj24DcXe6YAIy19l3/vdBskTKrFII3t0RcyV/Xt2BH5kZjkTlYHPo55cio556em3AHPOio657HzbqjeRh1t+cBU85QXo667HncuXmcw6NO9zzExB7khFHHnsc2FSDwqYTpKpkjchvA7/hTdJxIFe2O3139PdPK3aE05dr5t0VXqEbH6/5ydaNz0iYQJEZ3YadA6qNDuq3cuKPT0i7thdG5/576dR1Z7C7kiXhswena1P4yBXI2L4bHtnOdHOdt69gPY9Iqce2pZ3ks9rVo/bMNPj+sx1Om/u12Ank2nxteA+rDCDjegh4mmbw2uCFbUauihibRvU4M7V1MCr+c8gdoRF2ZBh8g9ZoRtnaYEfbFuupkdoP8I3CHei3DO04jTle4a3hMWOOlI8EC90BZig7hrBa+LzBtmZCW3nGWRkVoZx3RvAYUXdJZ1Ixwr6+uByvsgR2qLdA3bgiTu0WdQYFJdkvWIxImxMJ6D+VhtsX7Mfp4P1fs0TIi7WtKgOj0GmZJdsskJTvWIA5je1F7qpEqLc+wvSjzUswF4qZt5VYLVVtKITe/NilmgyQle9YkCuNWSXNqoyqu9n1CHNfmgbYbr7ibHJgZoA4F71c8BsFOlwiJ9W1zI7rzqSxhjxvozaJmhw1um1WOno12t51OUVoW3NruGV9pWWxfu7tTlordNrUtVvE0m3lHO2K+j7FS3c5O92xT2eVettkqR8+GG9lepyqkmyq/i4WHbexXn3jsEla2gqGcNQZ6/HJhUtR52x5/r2a6yGfjnZfGdPaaI8Qew33Jxrocd0mvKvousu6LnwKt74GfNZ2zdLyhTNaAjj54pdsKI7MApx7e47jn2Cxquxu0cOyxaB6b7ELAUmrXkdjvzFCL3xxWaXBjblxDNwVLOdzXI6/wTXV2NnDlwes5NsYko4aFnP5jke+4JmszW7yw4LNkW5vIEh5q+J/hrmayhLo9DFhJ/EFsfkMNDSst3Uejv3BDd55RAyK0rOyZg5O+BLl4XkLq5UyACZntjXpyYAU6o03ehq4+eWHrTmMzQacf0uG8xcgYZgl9mxSTnrwpW/KDRdor2dTMjPRAh/4cV21y465cwTeGSzvEsYTi/TiKnEgYqhr5eKpsOHDrGpnYKdy5M8vaUfgIzLNy6jmSuAgwszJq+THYa3fzsqnYMNh/iXQsRT4EjFWdXNwE7sSZVW08fBT2eTn1jExsFJx5GaXsCPzFjVn5dFwI3Isa2Ri1fBhYC92p+aQ/R6jZcbhg2NOyhHmSmCBw83IEuRGwIzfz8sPYcPDHNbKxRLlwYIa1JPEDmDPnxnWjcAGwZ2XE82SxweDmZUSyY3DHbqZlB/EhMI/q5OMIgdSEbIgmLj541rx8OBYG9rGOfIxQNgS8oYZMF29MNyInIAs7Zlw/DhsMf15GNEsWFwxmWpYgPwJz5G5ebhAXAvaoRj6eKBsO3LhGJnYId+7MsHYUPgDzrJx4jiQuAMysjFh+DPbsNC8big2De1wjHUuQDwFjVCcXN4A7cWZUGw8fhP7ez8lH5ATlYccbakfDgmFPyhHnycSCwJjKEeTHwQ/dTfrxD7uCdXHRaKVkJ/SiMKDs5eQkcyBnrmzl46Ox4M+raWNkpXHAzSppReMhN87Mq+dC4SDeysim6cVhQdvLyaRmwedc20rHRuJBv5lW9HFyErmQY1a18fBR2Ofl1DOSwJhIN04mKBs63lAzFh4M91SOYEYmFgzeXJZYPg525NZcbjgWCvahnjSGSB4OnKGORGwIdu68sXY8PBj2rCxxjlwsEKypPEFmDPzYnancQCwM9Pub08cSy8XDDtmWxwXHQJ8t0I/ICMWBmyvQiYwB3ZybL86GhwO/lZEd0omHAbQtkRfMgJ07tiuNC4iBPSumH5MVjgM3K6IVjwO+OTVbmA+FAXovJzegEwkDZCsnL5wFP3dsKxsbjHOY+p9mT5SjOdmC/hty2U45EzpXQ3s8ey+6zmKW8u+gsxG+TS2tQ9QI5i6+MzcXUbJhtwVemXQr4McY2H+as14+CrCb53zbi3YOeskrFg7YdFdtG8pE11416DLX3TOAg1y0ZOphQ5t3eG2946Z41m5QrTHHYhhb5uqtQhnqWisFXew65rDsIz6EwTLyE9g3EWE8t8b82Zw7zA1mLjB7Kmt7LyMuq4E7B/cyfNi6FFATeCMzjMG6bpryriigLWLZlCB0ReqmCGG/4IlhtZyLrcF3E9XcCLcW1GSH0+KwuJDzocF5C+6+UHZlalacYQ94Pmgjejm5o68Do50ouCH5RgjBhG8veDe+YEGQn8WNiCAOlnaEvamcKcHPCGJEhPtzq4eQyaCoE7sRzmEM5gA3zd3+x8e1H96g1Uc0dXkKMeXbp63HzqxZN0XUnIkD94vDHyz8tVAg3hiRV6wPUTA3+kaNmMeE5lzGsMwQ9vWTcAKQoasYz5y1ZGfd14zBwdCI4TBVMF/DRvAX7IF544gxcajumDxOgGXD8UgycQPMvbkb78UbxGJUvR101YhQRWvimGbFq7QvQoSh8eMXB4edHvi3QUgcY0QWrhJXP0+6dafMpQZLIuPsaEhvNfQmsNiLuHHEUv4+626El8GVdYgzhdjF3yOuRfBl3m+BH4ZtBTw+6e7vwUhf3o4p2nyGlmvX2szFCx90JKe3hXMVWa2KwwyW7Rnc7tVaMqihq9gwYMtWvV4oU1Zrt6DbVWexAIxV0VaBDNTQ0UqE5zTu0+AQexnLT/g28W7cYQ3/s/4dvBj0LuD/lMt2cEcQq8c9b9kLwBC2lAmT5kaAjd51uk6sdpWCzKFqXvYNSWBnHk0wdHCGwz0OL/izH9Qb9BF/yo9mR0jhak4OXcOBME2eKsd40qzXjlVpnIC2ZBbs9QqDkzXCPmqmnlzm3KVxm/hD9GKNy/IMsYNMzbsL/NsyxC10THC1sq9HNWztp4/LfR8eueYgjMvRQS2sDKlyVoTdmtiq8yHC7YVp5FIQCJPB/1cDxp0PeOkdASoGxRgsi/+HdI2dxATG6gUbR9v+x1mXI8DwYLAG2EyVz8IAIyj78MS8fSiYGaoWQ6YTYDpwcSRtyDDmdkzi7aoMtCihUdMLrpsfP3Mc2t5Rz8mDZmwfuXL1gPqZ06zrZqrNmRLGfpkBg4XcTSwUmhsH+hBzwYQdNx76z7IQgxb8qWF3BOY2FwaGzsSEGT6qUadiSmTtTrK2cEB921ZBD1atGEV7Bu+/JYX3f8NiU1kvIL52s6jPxVpK51YJ+GQlHzVz/oAhNcQESDb+KZhNNAyG2SlnYKQ2ce7TDnWSCZxitDYmFJvfRQegYwXn6LIfkO+Xz2FuE1EQXAvc/zvjM38BqYjcisSWlVLbs1+bOwtrsI+AIaA74+jRENJm2U1oMEj7OMcUTbPMI7QMcjX/agrF8MHI4pMNm1scm3Ko8EyDibUD048Hpo0ycYzq3IFhc/KH/+GQ09JLnNAxbbLxfFvWMIsy4R8GndlyM7V+sAJGELP9xNzabzkM25B5bNItmodjGKatd07ixj8cco+68BN6KyY3nmG2+mfxO/1i0DtM/qeO3pGMMWp7DpkkAkPbKsswaefJszF0p5qau8Gao1U5LralOIxMdDc173xzNr5y7BgfsD84bn1htOWw0BbGhGVHrMcQm+JAJbYibx/j8FAos0Y/MBepsR02H2ejyUeEgqXHlApfI5vNz9+cB5uILA+GxTY70vbSDJ/Fe3ZGGZIv6A+jOmwZ4vJkmcu4GxRakObj2OY8tYxoeVDMtbEgzXew2XnQpDkfzmYZlgfH7S/PNVkQ4ozE5oTvyxOfzxN9Hi9QzSLcLFqGstrOikEwZiddLBGSNVL0bGXfzgqD4AzOe+0OaAFV3ER1c54sJhyOq1oZSDlFHKTl5ghuVTmfVtwUq7DSvkaIzam8UjAfaWVBiOVCYQrBzcG3z34+NMm9MDoNzAIemzNxENB80tJ10J3xVWP7zRnI/MR8zuK2QHzGVU17bQ6jsQPzkaVf/tCcY51w35xCoxiZD21e73xM/rhNvZtjptlV8zHH68UEHkx6vdXM5myqc0+PQNIDjnZnhzWzwA4au//f2M3CfpEVWx3VVw9THS/JzrRKG8sshhvnq8+WHHtUoehREyNGWAy8esXQzIPFVh7SoTJbgPpaedaWViXoxLoSBOi3qMw7akKToMGKZtrHXA+lMFAvriFaJJRzbQYqXdsvK3TuQneAbVI418ZpSngZW9jk3yb+rbusTUEPZELLyKYxHEpgjjBY8doWttkyFpaZr2BoKMEQYbhWuiRtv3AZ+2ChoSxM0AYr6G7gtq0tlznilWUrCuNKYcsTXpMNsllEk1HK05plJfubszBOKYB1nJtlf0hT2cq2Nj0ipWX0KxijswnsVsSdybKM8fepgTapdyRXznKt6p9Msxlb1WxLJ5rEXbOc1xPOR9nUShVWZdIN4J5NLkN59zk2f58qexIJ5y6mb7H+C6DGOTGIxZJkkuO2Y3V+Fok+wfrPH9iQUTVliaw7ZglpxxcXY/PrsfaGC9+KxzhOcHbNYQ64G7GDmRq8C+Oo4AfjxeCQRokt7wOLy9TeNnQPJiiUqf/OajQzn6hW3ko4/8H51reGLp4JVME+jJR5iemWRVsPhFmzDKbPlChEzm9G2GodTKXDIcCsASkwGlx8F+zBmWBhrgPxMQoAz4uPw47SA4NgZi0W4Em0yLPJRgCvLWbRDoKwT6SblYYWiLEGbLL4zR9fqqSNoSQmCrk08xqYsSp+JrtLgmxSM1Y7jIvub0lPhP2cZIVe3ERipnCOFy1P/wvtY2mzZhObgdrvCNqZhzGRRDacjbPfJoNpwt9IXJXx44CMhVG4OxJvsh+lUWFDMqxkMQ3S5OL4McvkWcd2yHFg5sitNsXP2Wc2AcDqtCYzjvUQbbIF0TL74A1+cB3SYsYJTtB22xewJpKfdxA9m9BnIRifp2xZsE90cszj/UjOnQVqdqhpC/yDfYammyFMIqA1yIMzKFwTHIMcDHU+MYAjrM6n5oURxGWGUSMP5PxHzh3zG8eRuWqrnu5YejfC73jcam9hzws8sB1IHJKa3L0wZRxsWBjExgKycw1ws0Am671NSvNa1PQ8zoPcwrBRbHSaQOGSgHHKzN1NuuWM9EP06Tekp05lTmrlIsXsTIL1eMnDuBLv26U0MpNiN0L6DL7kZduJJqWGysmMiP/F2LYGDeJuHSk5GqRgK3i5KcNSywZyXw0awOOtHzp5qeE7FoVCyCCsaR/FkgbGQgTVIxwG0glNfK6j0I3xQhZDKELdFNE9PlWwH4/Sg7c1KU9kjJw66hxNlWGbIdYx2sdEj/YHUnpAVkntDxmjVUU5I6kyVHaGdI32caqB/2BKD4K9aTsiYwRKQXc8qgzPipCu0T4WPZofR+mBWpq3I2SMqgx9RqTKkHaI0Xkf3wp5gzWDo1Q8IXpEgZo14xke1hJb65gHmR1rLPwMvQ9m7lqAFMcVyWvcOPsC37NgqRCQJQ0vmeB6on8aH0u1Ils2hgPuGEBpmmrCAi6/yG3DxYHADJZw+kUuGyx6GmvmwlVPEIoQXfVIp3oy2YsWhCnmRH1DorRjUes2VHrQuxDENlSTkS36Q9yImNahmgQXIkcBaBKheoLqyqAFUd6lTBQ9XJHtkt8hodMqG/R+V8rio3bHO1LF9R/fitfsoq1DdNeqFzQam2dWaByMUV8ch1OWg9EH8b4U4Sn0cl5H1rSPjBdx6tnym6yAByEjxe/yIhCI5NzXrp6MoTG98ChgDzyNVSlPyoBYWVIIAJM39/VWk4QkphcrDuVCT2OcxYFJGCuDEIPQBOc+glK8tnfo4cWAXOhpjKWcJ9sdZaABxA3Q3Ect488mnK14X4Hzw4PxSii24jKoZRXrfY8MbiginaFPbPRBHQ/fAWZ3Z2MnC2Zz8aZFwkWyKhLUo3mxhL1ZcaWARQv/c0YJqi6o/q48asXALKgOJEnSTJNUl6FB0IfUfBcu/ahbBGSD1jVpjTg8F0MQNKWCaannso5knhRSpOqQJiOj1kdxJzLRYTkLNUN0shS3lwBuTmhuy51wgQsGoHZC85fwUg/vvZA6kaqOLZFNQch7SkqLqNMnpXW6VmJ5fWTScD61Y5f+MnXWg6iN5SM7teouE3cdQXMg391vZ/cyfYbhlI9i6S4cZy2DOhoLfwhOV8uwswz4ZeCY48+4JND1ZVwPR4ENDumCKB/LRLoM6Ry5uevt6F6Gn3E8eNigN1LwepnQyGD9Me3ulrljmXDLiJgDzlgSkPVlVB+GYEcLdEOSr2USvY6UQ3lfB/1tChu/LGNbJpgvG0QKtFC/DM2CMQIuXepvmZnuM/x9fDRdxuXiGMtYRXi7DOZGMbAFL3NYpkyEjJqC2N2WabmThjARxnXLhLvwuBCUWC0jUf8G/5NuXkZy2I7IUN+6zC2aOtS9wRV1KAAMm6fsjiNJhHkrfYN40eGG6G+EDgLZyP4brhywjUC+sUIAvRGKb6AbuG4E/Y3iApCN4L8hyoHaCPl47fBjBH6wB2AYIR+pHX6MkB9yqIAh6+OfcgyiUXfuSadsyrmP/AAqN18LpWnW26TPKMdN+gIyMKts6jPE52Z0QRnMWpvoM27hprggDFOGffgMZtyMFQSNWX8T5QYuN4KkEnhgJnnCEh6iYVmipz00S9r0xloiQXOSJVrFP6XCxjRYwRA2w00F69i4f1oAAAABAAAAI0sAABQSAQAotS/9oBQSAQC9WAJq8hl3MhCIDgEi4A4AwQxSrrGafNQ+JUFJhRBAgtNGFACAAgqelUqfVJa3NFGxKdn33vuUUkoBcgdjBy8HdWNm6B1PI2YuUi/zDAR69NwAORpuFp2XhEEzIxIYo2skWaRlFH3Nn598ZjaeL71C84keKoxCe1AzBA0EHprpjIoDRybpMSceELyu6AWGeLITIapoI5vogxigqm2jJeY+l8BtSWGHlAIcaWugUiWnpX4kuUCYotnAiCNZ4WOaE+SExkgHWJJOUyZbO5Nk6lBiL7NEuj4JOZqLhvaQDI6K5Qoh2dAHYtWWEz/QlKAlixB3X1m/dTXrEiwQ002TDR+fDPuG/p8LcZgAAmT6rcmHATqzZOjGvp+mVkw3aaj4yIdG4FfP/nt0rMm0RGNlSUbE6jJgU/1VDFc0rSyQT7d4TRmr4isuVU4EbbnI+a9HmUHLqevb+XebeVZGhyblxiUhl1xW9IRanSEvoooA5ZTxn6hCZoLefSqTRlkLj7+QrZLCH+efw+SP0+4Jy5fhN75NGWrw8SlfhIJYA+i/ibrsfHMc1NP5MTGr/ljz/mdr5YzCoo/6xp48qPaImn6pESRE2hr8MH9g0P+fMoYhq/PrX9f1////X/+67jv8dV3XdY2VjazrGjuHVtefYKQ1lsqAuq49WTfUNVbPUF17MhH7de1Yw8zHBnLVtSdH8P+jUeH/jnGDv5NDhP8fv/T5/3PWof3/ISfp//8mka3/f+Qf/P9rzg19STI5/v+ZG678yQ/iUwZV+P9jNvX9n7WA4v+s5RfGbLa2yv4loNlsJZEgsjpZBFFD0jiYtfJRnqOMRASEhR9yDbYp782MbVtbxhKp9FOTGQNbuSgsVTadsvws8ChnUwnI8lFSEE30APFyzk3GctbJshBhdvYCEsMzNBOCDAaEvCZmRfsgWDwm8Zwcl7mc6QZgearhuZLlIzue0K0WwMw3ImRHyizyHtWgOZCEEEUqWdJCpiwXRkmbU5nUxQnkRzclspoyp3mSgZE5YeRIMME0jrIfstb1ZMixH2RojllZNsWTZ1mWZVrO5EEkQY4nUyMnkSaab7CZYGWy+I25tKtTaZkqdyXXLeoUMXJWghrDPV3kSbw8hzk8yJFknAhAkCHBxNT44GLXRp4kuxTVuuQKwcEL4aL8/2TwEsUqfyW3Lla05CwFuS4JVGVKN0wuko/yJBY3XCqgqpWWKZIlEQwpbbMiR8LYpTAdGVLRDamTUPnRD5KZGh9mpFHZLUmmMpaNyvEvO6pFUm6cssFsSV12dIIrM8rpMkvBlBX10iczKlg0q9pZURd+8mKNN2WnSLKhq3dkxSwbyoiIZUN9YOXENTnKpsiyoZ5OTiyyJFvUyoIiMZQR5U8yrCpZ0Kse+RCEnLG+wC9XfOQtYbzUJBjD1O0iEyJ5kSiHZJIxxDitsmOWp8RTSxm7JUJR1YPMuEUF45WXvFjEReMOPVlxxVqcNTnRBJpHNzAZsYeIyI4oH2aWSiZ2+ZBLlXJFp9KPQiMb4mk5XQ1vlGLdimDvoGCD1ME+BmI1zzgWgTpqfXDMU3XMJkpe0Wyq7dr2//8lSfz9////k4Z3/9f///pnhVbr/7P1z8ppZj+Or2w2W+mnVtfZbGgWFdMIpvUnBzPGwLbG4iiqsXB3dWjSaf0pgUH9KVYzcsrVWL+rGivlsgYFA6L+FOqqPf/cwZ4xUzc6famxeaRqz0Veg7a11Z5M6BzPHtSNfqq1ow2z2vPrtP40xas9d5TjF83/iET2sXLU7/xb8TvVpP4nlZRHOyr/UcySz5nG8Ttyqs+p4+xDVrj7nhcUfM6hDpAf6jveOfuRWIZ/Uwid36lh6m9CSUVWgviPrCa+5AGmrxk35nM6ePM1m75kmbA/yXXiR0aJ/swN9M+M5/4mJ6MMavEpM6z5mE2JkiT+/iWaClkLB35mXSIrp5m1BNNaKkL+ScO77F/y42dp/ZguArOVRB5kK3ek+VmhVaxbkQyWck1W5ygPU0bacfaJlibXYH7ZS/jKUhcZewdF3mNQhjYyDLTcQpOxQepkP44vLCvyN2ISS5NNkb58GiCSs3NKz4Rk7GPgkZAhTQRm4XKuUMZqnslW+qmpwSNTqsETqqJk9qLzFE2UKa9EvaXKjkWga1xiaC9EEhNShuyo9aGlj+o0L2TGvkM5J/LkBxGbzpnpAkzwVCMiT9bQ06shO+apHpGDottCMZlu+GTHbGLqkCx55YgvTfZPioRSkco1lt2ePDXmwBC/E9GILHnGRxNKpPxYNaMQ0G1O5Wuy+c7JjzY6J2jJkYOIasyczJNbWc44sxwZhrrpNyU/pnHy7G9mMEip8aIMaTYEysOGLCddmgzpyEPGM3GCNgpDaZnhT2YsVC168kUGZQ3BuiZna6v+pkYTocly6XgqM86ZG8pCOVu9SanCKlOK6KqgZtNXP3kyk9LkRg8raN7lyvxiigvQq1N5En77EUqFhh3oabLwkhvbVADEQcq85MubzyCJciRlnqAJ1jmPiNLNKbCMDeSSk0RuRixB5kmpRYYsAocy08qMZg8SJ6cN2TFusFZjVJ2//JHOnkOAyE6VQrKdpUPkxxuGLdeAr7blK9q2yK5tr3KR2yoxtW2rFlKk6AnCU7BggZkAAgb6wU6cPIH/+Pj6YL+9PbgJDAWOogReAu/BhHCVKnqwHmwFvoIDLsfamggRM0rAgFu0eAG/gFGgWHHizQZsowYJEilGjFDBpsIFHMIFCBcx4BjwB9gD/AbjgG/AKeAVsAka8AyYBSxDBg2YBtzWVgOuAbvBNpKSCCwtHXB6n+DAeeO+cVNT67h1XDquaoKnA1BQVW/VO2CA1Cv1Mr0C5MiZEycOmzas7p49fdw+rh49eO64dihQUCsr42BG9U5NLSjwVrmrqq5qnTcqwZvgNWCgC0HWa2UFRvUueDm8ZGQb3g3v2JgGCW+EP3745OHj5nFXM0TQ8GJdvVddECCgyXLam/bO7wQ0aM6YMRPGDeOWSeOioqpx477B4CAsQ9ib4RU7+8Lg5XXhvfA+eNF6H3pf/vLXdd3Wt9Vl3dqy0OC94AKC3UDwC79xfH2v794Bgl4hMGBKuXDxJHVDKyh4K1Tgernes5fBa0Hr1XrpF6tLF9EvrpejoyYiIiQAAV4hIaVX6S16jUZHM7e4opiYkZqak+6k2xnqgoJScnJKblpeupeSbp11s66j43e/C+lauo5uXT+6j26lG+nacee4eNS4pm/WC/ZWcMW4pW6Yd8Kr9qa5a9wzLhsX0Au7f9xQl9L1dFndPm/7Gr0EXiX30810J1//Dr1Ir4C36ZVyv7hjxnhxvbhkyJi6pu6pm8btc/38nEBxpUgRfOL+TXGp/LmAgFHcKG6gC2XGjLYXLgwYbDFcGTduuCJYsGiBwk2RQoW7woSJEy4KEiTcEq4L90UId4RLwqXhurmxuWxuDdcGTUsQC3PDILiz7MpiLplbNsGlQCGCG8Edc8lQoDjBgkULF1ttV1fW1xcXBBotDBgxXrxQsWKsnTBBbJ69ZL2WCZO/vb0nS8LaCBEeSJBAk7VoZchomzHXysnxwIEDroVr3dxqtDVaGm2MvLw+I0acKGlrbdh4uyHUYmE1tU3tggUH2gPtVpuFBIlfkSJ8RBq0DBhUKVBQIMFbmyMHXUvXxsXZ6fgRpA3CV1cHZK7lcXeH58NHEyEOwFowr7aqQdug1WodXLhQhoaGQQOQHm2P9kj7gwOHNDW1NoOFNsMZhbYChbFWrLW6aq8KtAJaK6ugqQ6tBw8b2NhaESFaEVCtNxDEB7ScE2gJtL6FKlGCxIgRH9aSmFom3gYoaova90Vqkdq4TTo6gpWU9pJT+/TUowC0RESuUQu3Ad7WBdAOtWHtg5arTdGSaFW0eu1f66Q1a8tauk3S+rVP2iFtX9uk3dHitXYtiDat/dCetRRaC22HdkOLoTXRnmhDtE5tb3cb1UpJXdtrS0Ul1Aq1CFqseZa/bLiquiWLaRWqBnLFDV46nmpoZUAunE/LiNIEU0jzXMzzPM/zPM/zPMu/xKaDwzQ/PtAzlwgG5pmLUOM8lzL6eS79Gp1J+1rneZ7neXTPPM+ifRjneQ49AzfPM6iWC/M8f5r4m7+o2tHnFh00TdM0TdM0TdM0TdM0/Wmapmuapmmanud5nud5lmWqugdWMzuBjYTsZeGv68LQNY8Vdr6RJKsEUAG1DhOHcp2E30aMz6+EjlDDCXqwIWfvW4HD8f9ZXt2GJciL08HvRdHsxwHUUqsoAhnkokYNYsQKDXgAagF1gFC0ltoCBE4JcqN11eDqFpZdg5VNKVUSmhSaFdiCtlkK2sEsoXn0uTkp1cmhz1OM3CibAKBltOgWHU4Af13XdV3XdV3XdV3XdV3X9a/rX9f1///////PZrN1XUW2A5RRtyLYmuo6h5uZbiNYI1bScat/dZzmDCXsCWWPCTSNeLUWTJzJxGKFivSJDjkOGNJXBWBqJTondFoTIRldhJ5a0PVFRF3XdV3X9f//Z+uysp2eUKvGaR6sNHTE6c20mMq6KDPouDxW3ua8ZigMMClzjNE0OKULKpHzGFYnegbP0Cc+AK4h0KSvWEWU5JbotCc5sghi6CkFggvmCzSEwNOzK1wK8PlsLcWgg5Swr21LY7QhDcK3LBaNmmEbZaoTVXsT2gQKNEwgaFSPzxdaLO8SJYXmxMI8s+LS0qzomDQr2pHOinTA5sVRFvOiiAfzoiiaubH9nBkjPM3YM9SZURLE3Ng1Nc+NkGVmSKfIORJQzDyJJTfPMqXlnSzLv8SmbEgml3Q6c3ZmZ07LOjNnEZx5MwTovCmBy6wJeDZnnukxZzayyplMcGRMDgDkyx5rMibUD9myMIVYYgjHyk0fsuVdE7AlNcwwysQQj1oIQB1OgVqjRRBMoNZJtkvQMEiX/CWEtXrSyAoRMaPQiUphk9M/cYosY6oMQ0oIMuUgWp8uSdkzSWgY+gGGdJZ7jNQ+NzpcgpMnAXxRfVPhO9nNGbqpPPRwZYdr7HNFgR7yacmRdoHmCNDzy1o3h18NogMYMmSbxo2N1c82WgXxKp4JUQlRCVEJUQlRCVHr/39NdYSLQV3XdV3XdV3XdV3XdV3/////2SwhAC4GNN1DL0qmcVUmp14WoANpGzqGDX3Dh67hQ//A1j2wdTYTPYSJbkJFH6Giq3DRT7joLmT0FTK6DLf+wq27vfUZb/0trteI63E6Og4dXUePLtej9wDSdwDpQPC6HV7HO9J/HOlH9vqQvb7XpBdp0pv0dSR9vc+vK/Hrfnx9CV/nY9KTMOlM9LoRva6X14nk9TwhPYiQLuSu+7jrdzx6HY/OY67TzfU5uJ4DrsPZ6DdsdBttnUZbb4PRY8DoMFj0Fiw6CxQ9BYqOgkQvQaKTWOsi1vpahw6iQ++g1jmodTW0ngGto1noZxa6BbJeRtbJJPQJEroEuc9yl8E6BLAO5tW/vLoXV2fA1bkUdC0FXQFWv8LqWAg6FYKOYKpHTfWpAr2pQC9AoDMR6AScupJTd4LqSVAdSqovSXWpA33AgX7Aqj9ZdausbiCrZy3oVQv6ggY9QYPewEHfctAdhPWusB5G9wd0p7uYGIVOoUeIYNbN+tjYhX6hV+hpSpTs5eUl4Un4kCFGuBHuwwcex+M8eACRY8FduJiDAWMH38FlyOjBe3A4uB/8B9ehQ4jdJs/MXLy8ROSIvLKykBdyR8cr/ApPTCTU0sf//vykSAHkgHxwMAqPwrFgocKp8MNDK4xA7riNO35Xx2PU8To6/oKO08XxFnE8DgdfgSMFDn7ixA1+g5co4cbd+IgRbbyNs7HNECGkCA9ShBc5wokc4Uf0OBI9rteEL2nCm/A+7jc6muXZSR46ySch+Sckh8TyTizH8k2+yAkFeRVBLgiFT4HCoTzhgU/4Ez7uhI/zcSZ8j8+gwUnQ4DRqcBM1eI03juKNv+XgKnLwHJwFn+NWsnDJLDyLIbc05IaKHFORKzZyzUbe+Mg5H7nnI3+M5KCRPJKSi1Jyys+3fP5rXlrzmpPyUY6AT019A1Tcyqre9WWIEE28acDgYJwqVVJ3Kp7PTyOgl/zqCnNj8gQJNvcmV6CAc3PyrS3STcq5uL7sL7yr68w+w7281Gw1/MEDOBsOBwObs+dwMTI+Nta6W7kECX/2Hx4hgp6th8+znW2Hh4XR2XQ4BAhtdhvuwAGbzYZ/fZluU96gwZg9hjNg4Lk9+YIFnbuTa2lpbk2elZW5MzkWluW25FVVlbuSI9ifD2Dia0ycKYl7SOJJSLwDEkcq4mpFvIiIayDiREEcLYgHXTmGK7/G3EKFCpwM5mS7da9ymu6z+/AJEziF7Wf7aTmFlrcuL3O5y83M+NlZ551fuDDEh3iGDAA4AJ6WZsSN+IYNR/yIc+CgxJX4hw9LfImD4E1u3AjKkTNlTyHcdQg34ZV958q+gmXvwbKxFG4+hbtwBwpkuA35+ybuRC4kpLgVeYAAjbuRPz1hN5YTIAC5IXlUVOSO5FJSlJuSHziQ3VlOtes9yQ0YkNySvECBx/3IoaActyN3cmLcjFyAgMW9yL1H3IiHfB/uww0IkJatZbOyZtlZrOwjGxQUyUayR0f1tt7esmXJXrK7dGmym2wvXvg23xYjxsl2ssmQebKfbDNmAnfgRoMGyoay12zBHYfKprLfvJGypWxU1Cg7yk6TBnAD7tPTv/23y5Tx2347TJi+3bfBgGGymWwuXPb23i4tVbKVbFHRJDvJDt1Gdp6NZ1vhYlyWVbcqp/dqjhxxcDzqdl2PLTe35+g2jv3GY+/YEbfjto5N16IFixVbhYoUbDtEiLUPHjYHEyZKkNgjRojYbB06yNgyNog9Y6PYJ2JsGDA67A77xXahpbUAa2dlJdgKdoOufSAqSgrBrqqyMrCnpqg2AqinAvtqYzltAhtqb20urqf9tBnsBmzYtHHjBs6bOPGcOXJSU+nUQVUTt4nXqElzxw6dMmVOTU3RmElzJj4Tr4nRiBEzhkx8GnuJv3wBE4OJw8RjYjx34jixnBhOfGc1Xo1V4zxSpAgKRqEyGBMSTrFipcoVvr7Yr8+Jkyd/TwBjwDgwhhJXibNkwaJFSbxkid7eHpMmR2IkSJLESWIlsV7cFzOJ+eLBeEocJcZSGBfGhvGhBw2xBw8d4g4xBw4b4g1xWlqGOEN84cJZfBabmZXFZTEFChPiCTFNz/Ech4VBiCHEDhx8xV9xgwYMYgbxggVasVaclYUVY8VVVQhiBPHUlIHYQFygAFQMFTs5NcVN8dKSUqwUIyEdxUdxgABEMVEsJBQUB8W985jHMAwHigMFAgQDgllZ/cB+4D179MB6YFVVPDAeuE4dOjAdWI6cOHAcODV1DjwHvnPHDmwHzpNnFV6F+/ThA/OBW1tjF/4D/4ldt43beO/4evWxjwEAGIqHYiOjorgoTkoSEAuIBwxgipliAgSe4qdYSioqjoqpqA7EB+KrK6vYKlagIEGcIObi2oq3Yi+vrrgrBgN7ED+IZVksFoslSIgQR4jJyMbisdiChQpxhRgNDUOMIVaLNZCSboFHxYgZE4YMDMYL/AXu0oUMTAbmApdSoTIYBQ5eXQ0YcG0t0FKQIAvryqoKAdWBKQNSUQWgCDw5NQ1gWlJKEoB0ZFQUgAjAkFDQ1Xe+Y/h1WwxdTE+cx3TEAOkwi0E4QDTU7qBV081EPx9KAgC94UI6Gvqp1MjUtjCgl86hGVKgAAqpwbb2ocMGDUoQ3gdxaDyjKEAguiBE8ukJHiNaAAKMtK0QnvuibYOi3hiOUk3Q+iZsOdlY224Xjd+Jto0fkCnxyhXySLlt63ppr2Jd9Bp2hbBvXMGuD7bb1cH1a0O4el27toNrgysDGM6V67oFY68Lrlrw4lXBNQGMeM26YsGF16urlYu9Vl0RuItXqusBt+46dTXg6rhKXaNcuWuBK5QLdyVwfXLXrk7XJtfCdYCH88ZNGzZrUNWkQXPGjD/1YxQmSIhAz7JYGAQw/8AnCUA6MioKQARgSCjIX/sYMWHAfPHShUsp6ZY+2kM7aE9EPDQs1JIFyxUrVTphH6QyRVBKFCiBgH9PupMuAOnIqCgAEYAhoaCr73zH8OsGAtT6h9VPHz579ORZVcVzx04dOqlz5MSB88ZNGzZrUNWkQXPGzKlpGTJjxIQB88VLF85l5xUhgjdESBAgP3zcbbttY9fYNHbb3qCmIS0DGoYLZxYqbLNdRjZGYYKECPQsi+2wDbYf7K/ttZsGMC0pJQlAOjIq2gE2EYAhoaCr73zH8H7b3QYC1PqH1U8fPntiPXEXLqWkW0ZFQ0E/PePOmHNTMxPz0rKy/lnKeDKWjIR8dMQ2Mi4qJsaIsZG8IkTwhggJAuSHjzu7HnU8duigm5OLywGH4+2GjRpuNNpmyIgB44WLFixWqEiB4oSJEiRGiGALsQYi/gC/gd3AbdisQVWTBs0ZM6emcBlYNBT007OTc1MzExO+hC0r65+lnJSMhHyEHeFGmBFWhBPhQ9gQ1gJngZMgOWIkrwgRvCFCgsBA4B8+7ux61PHYoYNuTg6Ogztw2KCmIS0DGoYLZxYqmJWRjVGYICECPctiYRDAHjj48upqwIBra4GWggRZWFdWVQioDkwZkIoqAEXgyalpANOSUpIApCOjogBEAIaEgq6+8x3DrxsIUOsfVj99+OzRk2dVFc+d185bh07qHDlx4Lxx04bNGlQ1adCcMXNqWobMGDFhwHzx0oVLKemWUdFQ0E/PTs5NzUzMS8vK+mcpJyUjIR8dsY2Mi4qJiIeGhVqyYLlipQrhIJUpglKiQAkE/HvixK+PrwmTvSV6SpIgOWLkzXuLEMEbIiQIkB8+7ux61PHYoYNuTi4uBxyOtxs2arjRaJshIwaMFy5asFihIgWKEyZKkBghgi3EGogPHt4ObqPL6Cq6iS7ioWGhlixYrlipQugOunxNmOwt0VOSBMkRI26eW4QI3hAhQYD88HFn5/Zwebg7XDp3zo1zc7g43DcXhPvB9dCBwwY1DWkZ0DBccM/cCq6ZC/bAwZdXVwMGXFsLtBQkyMK6sqpCQHVgyoBUVAEoAk9OTQOYlpSSBCAdGRUFIAIwJBR09Z3vGH7dQIBa/7D66cNnj548q6p47tipQyd1jpw4cN64acNmDaqaNGjOmDk1LUNmjJgwYL54abu0XEpJt4yKhoJ+enZybmpmYl5aVtY/SzkpGQn56IhtZFxUTEQ8NCzUkgXLFStVCAepTBGUEgVKYAsYKBC/ct/a6v9s/6eP77OnqMiIiCgAgKQrEpKAo6vRlemqpLR0XbomXQUEBfVrvwJi3der0FXoOnQNwK/e+/F8PKBrHHSFr2+Qd/3VvbZ28uixk0rHjuqqjyPHy5nj8fg7d+x4O76OpyNGzCYZMp2+05uaenpPX6YM5xgbPkcOITx4FPFFvA8fSDwSP2TIEiNPPBQogFOmSPFSvBUrg37QZ8ly5RDUa2pi/1f0ij4y0tAb+sZGLIh7Hg8viU+S54Hk+Twivo6IHJEgvkYQH+TO07jzdz38jB4xevgXL3R4Hb5Fizk/51esgFNxpdAzFvrCRP+Y6BMXfXYRc9F/fjp6Ry8qKukl/ZYtlKVNPJ/ekswwnH5N+Dxlpe9S6Ssv/ZdLf+nB+E2faem9WHrL2nOpSbF4LVoIPaGvUoWKpxJFhowdbW123s67uf3wP7wNLyRFChwsWMT5OO/CBZ2n8zD8jsnR2sO9eRTexNsNb8KfuOFPeByQoZP+iQf0fh7UYz2kF/SBgVF8FO/EyZ//80yY9Pk+r0TJnt/zRzze2hqID96Dhw4X/NmZhQpmnkxNTUOaR0PD4C+UlZHwJHwGX8Jz8BtGeBEiynyZZ/MhoqIKQEEReGJaUvr6YuAbNEjQ1VXlq7yX/2pyIuAPeCsrBB6Bx8LK0lrgt7YUMPAJvJQvMMAz+SavwGf5Bd6B5+Ki8lT+6sqAN+CnvJQdO3jo0OmpdXrqGzhu4hj2cOtf77be7YG8971zz/32MB8+fXofP3Pk1PFtDxSoFZCfP/1PZ+2teOL0N31O39P16OHT+fTV1Tw9T1ftd9KkIaPGTDc1LXPaz5hB01H7mjVkOpnOprfJzMS87JaWlZD98dER29gVs1nKyS4pGdkhPT0Z+2f37HX/nZ2Tc7Ev9s2uiSGdAKg0cbRoAUicCAoIAAQkozYahsNAkOeZFlJvBE0iZAIEUwAwiAIQAFwRGFQISgIAAAgAANAHwOyvj3OJ7gSUzeUYx2gdgbDfjXcQuQOYlfsxzii6grC8Ge8WtQMgq+sRnKO6AmF/Ne4icjdgNvct5IoOQLgbEQLg8sMxo17PRyojBIthJppm3UvWcQRRv8FoNnkN8Arxs/XgInaMdZf+QOzfedDWqSRUzNvRqPRTOkTyVrhwi7gzyEi0LWtMPwKQa+6pSAX8Md5eRv/7Fk3PVaAut0bsd8qjTWcjdo0pf9s+Un0FzLopKRiflaaAvuvmU81+IQZNrY8XtR0qN/JDGWx6nnhSHwUuXjquQINXMkh/bEzarPW4YIVtTbh+EUMEJkhu+PQp6eXnAM4LeOrG3r5RRYOP2v0l5mauqtbmfVe03BB//TFGcoVokhbbX7O66MWo29Il2q5sf830ohfjtkuPeLVeAwOGgtFHC3XguNERFFR8bPZQCD4ODnrfhoMDIywufbY0eTrBtkfJk5s+W0o+neDro9SJBZtyKj57LGpYAxsfJ1fEIaMXEh86H9B+vHGjFQNaFj62DraDByz/kCi1s7lC4c0TjF5IWthgreL1gy2PFic+bdi0+PrBxkeLk882XEocLVHjmIbg3jGnZnrxCvnbNXesxryt9W/l/GyZ3V4zz+v6tzJ/tsyvr1lnNextuX9T58fLzPcae17ev6n542X2fY07mSFm0751VaP7U8jdkF2177vs7LU5/m7OrdixrfZy2smunhdF60tliy/rftLpxMX2NtN3bc5Ok7i9el+FnS6x3U8mzW91r0J/t5CtJ1tlZ6zt8XdzbuZ7DEI4a9t8r63Cw5/t3REjN69dV7G9L0TeiY2WWv9aVTX9nGY3xmzKnN3y61fW2ws7v2XXvPr1nyriYGn3i5qnZh3h9Za73Tmhgl4hLgGV06W0UJgCKuH5qzy4Xu0B+YLTDVGUD1qAuvwRJjOooJzJ7dhyCdQ7RShUFDFk5Kw89nbhVtBTcr1NMkjMtf0IR4CaaZ5FcTvqntWPpDDdKx/0xtiZz+NBqLBwFCo7XXL4yb4ef5o6140YkCmjHe+51gvX0s7JDiznmymIIo4CoyPHxflQmhzZBLKG0oZxT6XFIvOqkfxu2m4ExjXFU2TnEwrD7Ohd4j86873cn9clSrNBnm9SM8A+RU3sZupB83IhDy+p7CigeTxpNN0xBrVlZK/EjziLxVNBywZINLy6CCStY4shwsWbCRA5b8Wb9YCaGdkn/vMm8UeiNIlhcE+hNfjzLVDT2I2tHjmCUS1iWBADcCbx31SSAzTKFtxNGMZAiUDmUv4eA5QD7snuFrKDkoiY6D0AdLkGIYujUSLhFM+vC5SXGRfTvZ1d/3qKyY+cSglrEo9lOccrCKxADmz7SdCOtCfa0QwhEV5QsouJ3lcjhndrb7IId/FUBj8EWPNDBCH7WHVjzEHESCIBVMRDj52ba2D0zVnH1Y1ClYVPF3DEmVnD6Y+mnFtnF6BEGNqAU4enjZ97N8jpGtsAVYGoB587N9DI7JtD14tbBasLnyDojDND08Nfjbm3ziBIjTDEUIdOj5s/92CU2zXGUIpCkQ8/d2CkmdmH045XNwtXFzBJ2BkH04anP5tzb4FJmBqBgRvZmo7+Ye0NV2O98HgofKdbnP18qOlx0QJ1S2Fs2k9lQaMB/+11IVYJZxQH9y8gtfQOVb6wNKyh/4SoWYyrXHzs3FwDo2/OOvfLwUD7IRM2DI96NSYlBwqBIAEzw2Krf2gBeXa2wdRjs7SyeXMGnsx2uwxUDTU1/u68w2W0mhmD6Y+mnVmZw1YPRhfewJHZsckmDE29qA8ZHRV33+6WizesOlK2SkBK7fy71+1uOgxOSpRdYJW1yk+xmQGuCj8qLh3OhCi3NwrYUi7nB+SQkNRY0/EcTiuDSSiNkZoyO+KAGcVcEzwqLFXcdGmfN1M3Z/DI2xkOq41DLwtHL6BtklE+ssigOYgEs77cIReXveKGyQUFP8ttHjingJJd7HSpj72ThKJmHVYbCVUWzxgcSJWINlme+2FFMMmEsRJTZUbI5wsMuSbrQEoiisnFnrnceTf3oD7eH7z0QZG5ufCuiqY23qaVjlIX3tA8mbPQXZ2UjMy6vFt4SpMOHxZS9wC6/IARwAUvkTqiHoEpFPWCMvsBkXe1IiC25haK0BZPZVDkoRVvY7U1O7IsTbqgaiNuC2X5w5PvB9wsSZdzDQXKziGp5O65VlDXggf0lRhX/jKuryde68he2RGeqCOirhRuhj2ayizoqEU8o1YHI1IsLO7gNx40KSibLoAgovdKJz1ZAeoC7H9ncBcL0UQ/LipmYXxfchufeaI1aOhqWYBo0Jtsudx1PXHB1uW8MNA1ArRtMrHBSx9sqZsQ5ytwQmE69REwBl2UQ0uUqTmfgiVMy/0ujQwNceOYTd7rpMpsXvlPBTpmYtIv1OFTWsyMf9QkVfCddkiJTd77vMhkXvhHRdN9TGtAxieV/Ut6oh5CKSJF1eKUUlfLki682o5T7zhs7YlyFWaR29W6vEuy2r8n5ZK7qTZUQHLziWiipom1kIbsQubyamf8/KPfH1GUVxnYIDv4oCXk2CYrqzVQHkC5jlKfguvSKXA89u4GUqP4/Yd2osVyuPSwiEP1AfndjojKZe1vG7CT3iFRn/O5rpmVDVaV5y0Iz4mc/ISGFr0jbDxxRp26dbCyypWjAQFFNVZh3t/5lCDv7fupRvBLu5vS0NeRZ+7Pydf3rGMdByB0linM6VroP9xtkswA0E5GIVeyx8ZAcLZo/9TTJZlFvYCS8hORShrjg7fIkR/vgY4YEUx4BTlqCDxv0jmNnM7a8PUFk86/037qlSVafksXoogUDxhnjsEah9fTHJZRZWjfdxh5jEoBbDxvWFeGrn9yKvEkZUX/KDs5FdB6KM2kIHFDsFxumWvmWN3Og6wt01H5rItprcoRL4vzv10+uEs11DpufmnQEJQhRlPg+Bkub2FLOEdgUHSvdyE55/NuByIRFbfvT4zUFxn61JAJ+0KNwgx6uD33vIGU1QD/WZ+bokXXUi6+FBlJWgXp6TFiFM3zITKT36AKlucnTaPkzSZDilh9xKg9xBsakd8HypuqAGm8R4uCypb3UaN9B63qGbIP2xyNsfJXW4vaa7ue2R50pXJcmmkcWRV44a/RDB0G/y17sF8/415BvJ42pe0UbCT7zSLA8x4SjQI6TTs0hEl+XA+Ady9e/y71aESU7sjZROJHbaylA5NVpTL53YWKeg84umCrPDh+a2bHnaJO2Zc8hVFIpKNNObnEEDhFpdCgIPfb1uj9zGvZfrvfd7/p7+6p321N1Iw3FgfzS7E3OtC91/WBrr3GZTr3lmU6+qdq3hVin7ytl2K7etPF3/mb7cUy/z2zO922yWYszxqjPDSmtsX9RR3Ul3b4EUC2rc3znE/zrmr/LMcC1ZxlcgJsO6vmt9evNXZtp5XWM+olPNxd7Hl9/NNdNZGvlhLbpK0sqsnj5K/IGDv7ZibpzJBpby9dXsmbxRZOJ1PRX6KJaHTZDZqS1uEUrddnYioutDtT0LKdosXiTNdyZR20LIwOzZrAttPFmpjJanXxcZmo7vkUXWZlerZ7UayA+ZRr1mTdtalC0w/vCebaI8LO8/ELb5C3HazBNFl1FiZUfDM5mGbGnNlmys84SLNpOuCsDKZ0usHvnTR8+/nxsXSVOucucxgKx3OZPPa9GekJxs1tRePJyzJdclxJx/vS4cI8MQKhK9MJGJo2dTLQarpgPSXxXMqhNhtSPJc52uQ5JmKZNPgcQT9AqFbDb8Pqe4/qQPtt4X9akznSzjam9leI3dn7bXNp8NN5tX+YE2B0z+F6CB1W7G2Dwsz5gg1Hd1Cijc0087pG0AQIM3Sa4rlOxCbPLoFeYM7xuUY8pKjG9bdN/tmgm9tGZyQ1/aFRI+cDe25oWG0SY2p9aLVmsS4H4G99Ex1jecCiYhbvQ927cGBcSB0TH80Qs8jYRH6iUrIdqjQdNjgo+o09z3pDN8mczlaO1H2Z0jRpcKipZwUB1sicyy6mrMcUJVyaklYbM7Qdkin2noBHZ83gXiP8GlPk4ey8G0p7cVS0hpw77N8hVO3lyul04kx8mHJd0jbcdAQbAoMVgqHs69B/ZAPPSTTP1B4+JNbyYUWiWHSk8tpEsAgnc4LfzhuDJ3I2koofzvoR/gOQjO8/3A6bG2gnomm1dlVLduxRxDbyG8BhSM9D5pyRG1gtaQypN6ga9wnTEkTT452Zn2jP0Q1o8RKtPwa1dydEzETtq5OsBBcfGox3bHKiYTa3mOWXbk3Urs3YiYeWi/RlaaJ+LQ8vO3Q+3pWZiV7zxERm/9RvWnOk9csSipZP+Lqkw52NsuDQdSq/TUtkBTDcCHZ4MP08Oxq/Y/shxDuF6WuN2KDYzg6m2rlg04Mwax7B4HLzNV5sYQGD1m/XfOSE+QtKP1x/1ztGkdIFW/87WQ+YOtY2u/f11ty7V5u+AtQgjX3VdjD7l18XsJk2h2xfv68dWL043dmxd0W+AHfpKnDIauMSc5L6umW/sfWuNU+zyKKlKq7h3TnFjMMKBxzic7oZ3NEG3vP/Et2Qt5rMtdLgafvMYFhmyNQmU1hrDLTLNUdM86UC2kyZOUF8dLFNA84ZYdPp5hwObrShx9KYa34bcQ017C6LiQZqS9A4U51QNsvAD0IaZMopqlMMtAZvhKneWzvHRa6deRmwmJ6CVKnZsIRttXVhnrHWaeiADRV+boU/xQ5m5PosN3eBwA4nTdNdYmahdK4z1xUcrWc1oFdzELzi2FTFnCu3MA5NN9KKI32zTD2rq1lvrH/fwMQ0sJrKfPpBerqZx+ebi9VUn+lG8fbS9Op6Q8zOv00zqbZswJE2SSI/40xj7Sy76G97wyHXZswx4zhmMxxC+83MbEINeAr6p4aKUZdYIMOcu1q9aMi1LAWbcOnrKI233yIssy2zwt5gC18GOdXWg8RHWugIiHm2GDIfZoXjU8NPFM84Y/sdacfMX9xvtqBVz7bUXS+cE0stmy19ecstBdaNK1NpYrBFrzfe0mHtsE+Obr3W+l6n3Z+pFimstVzS192rNkY23ijTojzV2pfbazNvvioH3mkaO3E51bpdtetC5d+cy3fpbGitVVmvuPy2GG+9o25F77TdGZttKzJNtXaRFTuH2fbaQsvT9G0WPUcmyQbLI32GvbfIM2w1iSt5CEdAUnkPE37PGIW24geNfTS/QRSZA3mtDRsGY05nDJi7aE6hwkOefrZzdy6Nrkld47ng7MHKAxIL1npgr73/JDKpaUz4guvW8b8ZkuhN0GAFAuMeLAPNmtkNGPS1mDHlyDbziEfbgOdltgGHvS3GmDSyjWnkaA1ofgcBtnh0wm/aWdm+0SUuG8fbNJDkNWOx7xhY+oIx+dsFkblaTM5eAactFYlro4DAZV7YxmUdnWkaThMHtje93k/kZb/cnNA1fLSTgRbwlm3Pr7TF/pDDQr/Pa/MDp+0v6zr5GtUgbuZSw88DVry5I7WRt7PXLp0bJpETk4zMJvQ+b3diB7X6ek1Dh5piW+B4zLUPeYb3bmRNm3m1XoFZXAaEZtdzAfb9FBCvePWkYgTbPGRBMOcp5NE81oAQ2g82ZGnIK6mYWYd5qrmltfGmtIj46RgofPtAzFJfCJabN3xeKHY70JvRbpAHWx7aMsMS79TpcLc546s7/WOZ9RhWyaHFqcFVr9CdJzsKJzKYWO7lS0EDq4y1w2TPmN2UR97YFtoY5wchRdk4oo1ZOrYkyxtMSZXZR3A12TpB7TEHTM/FaSJ7CSvSZhL4OxH8nHdQL85dbQpbsH7tbRepXAu1WYEa2ma7SbZGW8j8nTj8W/KgianGyN/4+C95s9KMAclcFrjIFOw2rXdT1rYx2XiXCfnnVmesSeCi1JSUy07Eb8s62aSRy5w6IteXWY+xmcXnmJakWU3WYxO2E2n/cKdOptaDvIuGzrxmMgD9zk3qrjzXEH+8hFWsLiVwGhhT2kfsQzaJag82OJA7IzdiNHIYRG4T9j0cYBdiFo19qf2T3eYC3KuJns9aUTvNQbVC+ZD4ZLHG3ZjbFThx9o0XkBtBUdRYGb8WtxHcO7PWIO9FDOETfjj/gx9MHGsSQzBhhIu2o0ZuKzRHVnhP4WYoNpj3kOp+xrMI2qp+1edxsBA5YTI1CL/NX997vizJk5krYUwYCWPRD0bj0eW3GefX/oNM2nmnmLLwjjB/a8+/YsUN73wHTEZyIcbi1swJegYuUnS/tN3JTlVVcZgURTPU1d0dQI2VGarPim+T3cHTGoKp5x2GI48WmM6tbL8M+a3uT0T26o3OlibnFxvjXJutQ1eSvAuOo2nRdZPQLYUpnlc0FgC0PwzXdfnsvbc5J9eumcd3lqVCLpxjL2+ZvT2v5Ml62r2rkyyE4chye4zM/EXVZfKoh2qgj8b/y2fAUM4l8TmrgkfNe4aJvdPUgV7WzTaXYlN72Z/5OzpAQ9D5gm5lFGXdzngfCCZgLBocy43Pp4SZjB+U5gZyJ5tKeZ+V+4s4HMvS0BbucFwJLu/LTds2kBNDkl6ZtkZuv0OruJsxl8uVgOmSrReMo3kTHXDTjJwdXucLljQe07Fa4LHonqpVNwPx77qHDTHNq41OuC8cYGd11uLUsjbs7Lkt628WnysoTxJMz1M2oZvYDsyvu8Cb3GSpMIL5HbyBYu7CptCefTtNPHbYmoO84jpF2Br6cZtNmFnIpQaxazAGeewE2tmcIP4yv2vwPe2Qj+GuLHSQuPPqgwMbc41wcxyS1zx9Gw2y3aSYV/XmhZjH4VivDgZh79BlxIfuG4xd2a1dY27HhH9jjXvky6WKzU/O1fKMm+vB0Q77pYnbciZDFVJo9vewg7guna/H3ApsOvZ3n46Udn7qC+TnZK/dhHFgYH2W7ttuOiErhVUfqSMnHaRVK22ngFtLQZuxR3zGF7eD2w5Fs4l3+2/YZTwSl1rbdYH2SUd7NFYgh2Ht+aDp6182PLuIVvqLg98SLDYWsHjTK/Zm2PPU+itGvsmfG/xtadaKu8BXLoEFOPcwjGc2JlvRBd77zFsmXrsJ12XLYlad0zIUw1mHWLS3awWOSpIuOphyK6c2U/aFbE56dwXq+VbW1H+25FjJrq7/M9kU3FH4iowwiJWlxi4/Ic8zct6BNij2qnDtuUPINlZgY8B4npnnUo0v8pbz2Z4lmymJc3Q2t8q6UZwhyGZuLWqgPMeQwdy69DplgtO1PIu0NpsDYztTua28M1f05Z7xtW0n37GZ9i7DN2NuglO+1tB1+LhDz5MrNRb4Gem3I8y2OrehcW/wDo4tLS1sbhulx2ddEePsOXYpNherRREXqo0JGxZbfBODFZ2WJLftZ92TbRnIHtWoISpv4my3Nb1tjPm1Yy1cqkHrk7qPnZ/bEVPXyoqpXXrXLoNbl0lqMC9kjKdlrZJLYj9m4wbX7WXM8ns4r0k4/rGQ0M0t//oMbwKyRio2RX1S7VZAhtq8hwQ2yl/2eXmG0NasuoXNeYqOysPFrB+NO9r/+l8Cv1vPof9hqpbPrYM9a/nZPbdxGtZFuDFJ+f552aCeWf50522pPEY9o4x4RJpvFIsLN27caGZE47Isor+lMbFiC5Q2qFJWQPrB284T5NvfmSyS0C5/03zZXPL6VG5q5T7sq84Uc+TKQPGtP2+bqTjs0N2p4D3VurHccBa0xzzcD0HxLRyhho9JmrW/krFjz45C7M3VZ3Og+m7H+ECetV5kqu/I+sSvO7EI+YbVW8uZQKwUclPCnro/7VLcjWwvv6zkYw7iUqekwMhgC4dtguEVGPwO/AdUB9/wwhDEb6j20M1RGz64JMz3rl13kC5XIMmu6rFLTEZqeYY84ujl+MwT0FlnbixCmtsF/JivuiYh202tGdymasi4ErzxufL0Ofb28Jf3jZfuHAYJTUOQFlPk7o383fneNC42/EwmNfjvdbqeaWiPAJrFJ6lsQSZbyePQfZ+0/oegwcrOyrLN2zPbfQ6GOhHwaGFkca/udSeD/cdpl9w085GPLlyeh503x4HBf6rXfbXYabrg2cf7N90bzWGz4Xr1EbjLhLc8B59I4aFqtrwhvHF25KTjn/VHspzwgXVLnncemLt4WZXJjpkdEuwf+iMPp9AUgTd7gx1UO1yXHdUHQLww51RvSiHbjrBmwGOOhubo/HR/7DPsCBuMHbnN8VmuP8dubK/y1sOncDSuKzFCSmjtvIW157AIWGSa4duY1S+3fGwd4FParY5MxHiP9Ixj644fFnyHzThnm9riPu3yh04OyIBdUDkFvhOWsCsPQXycnNgzb4vDZoV2Zmf7Rhj16OZf4sF0Wt6fnd/fPg0ORc2xV9uLS8tkF/XynCQNvKXWTfvszN0CDOJp1427biKLLs9lBJC9booG59IWfrh2K+5p3Xjcb3+bY7dm3QRPzehc9kD3m62AdaO/1oLLjwKe64ZmZKazdoagWGi5r5vWNmtXNc7x1k1hXi5vQQbz22OP1o2PJba4M0LNdRM0LFP+PjSwvnJZN427q1dyPLDrpmhSvsxbK72IRHT35Akbh3BfpTOX2GV12zZxtiQz+Wvq71HYUUVIDKcbcpqynVa0/Gp6LU2bvx7/vaWUp11upN64aKG7sazYRRHa5iKKz1lzX4zzshXUqUXun1w3TsPyyTjLh9/azlWmule/pQqbM6my800jCrVY1Vg1utNNq6B8BD8Uk+fPFufKsFjh1p9I+9svF7+8YeXmJlFm+doWtwi1s9GFe4u02NFI7Uc5+EZfcLGklH/3gzcuipZ/LvnfJ8dLvxPN/vF4XNOhzOo0qEFlRzGldfgRhUY+n+pYhnMf3GS2YY3lO+JMJkNZx3lQiwzLii22En+FgTjbX9W4Li+24jfXza215SPjnTUpZWGdiN4AMbIcVijac3ymQ3v9u/gQsstx7vK2enMDl6m0tv2bsLSzuTW2LGzHDpu2tXOBjVe1czvUPY2cTG9J+8ei3ND4mcbWM8jAKLRTr61myvJWthettJJZt4DuY4QVxMvYx/6hTYxZ3rqGRZvwdrBqjeQCBtsBvn0VCyRXL8jt86fEUTPadfNH6khpMfPH0cyYoSrsZqSdodzK/q1AMGjA/h61yzYt78tFtuXmXj7ENq7tnwm25s6eXF4rFzbgzbXNIZudWkROGLiRRcxRz82rTc4CcEy16s+OKuuWaR1W8JzOkHcBaY7RLLsISQPMZctbEHLIvrlBQ8bNJ1B5iHv8o0gQZ4+JlmFwObWIqWmu7RiZt0xb/14O7p0af59Z4123mOtYzxynQG0SoWtg2QhTun2prv7wsWU9M0PXlRyjINuVdRt/J9IWC/NFeqBdLhjslK8rwlRfeaCZRvqSMw25zbeXGmuV7zvZxHt8k+FGtZf4Hkuk+w7CRtND53y4T7jiU6EMCmaA5WnApeWZNRydy9ZYI2WvVVn8bZYgVeyUXmBrP05MjRS73upNOskaJnP9nuLaDGlSaq3kknewQO4DL40OXPavlQgpDA3lU2VD46KkM09Ou8AMbI5JsrO9yZ6hs3dWqG+QTU1uQm/71jgdW0bPlR87wvumwG2sqXOr13XIC31BKHf1Q6INfTXs5nR2YywED6kF/RtxI+zuZ8oJ62DzOw26b+zFmcYsHwe2BgGaRtnBfZS8gKU5mu1YhpyT7U9YjQ05/m10PsvWCTl4jLp8C3okswXleTXH5KE0SpfJY1qikbjRwHNdunz7Xpz05PaTw20yzU/+j2BEfIcmfDEajxF7umMHTXdNmXNHPK/NyaD7IDN3eQZJmyEnRKhVYaTmuvBTd7HJveg40ePIECVr7wMNffSZRcN6zVuFIwzomduWXuiNwclKhhp/Aevs3s8fZXMELxh59OYsl7sKqmS/z1/9JPtLeQLcr3MKNIGYtrf0paE7K8qKngT2E28s+IuygDKj2QTGvDiYINCIrUwu68t1tpNs4JfuQqLWcnz2M84GDCPuXrQR77BFewjEz7E1aZd4+UT7Fh7SNlRd5fxdrlyck3gn7Cm3Gkt5FQ3w0vaKW/039ypraV/cSMLr5tkuk7yoV7ZA/oo9ub/gy3yymeBrfGnnkRbklW0ermCjfWFZ6H2xuvLfzziyPRG4sSDLR0Mr2n9Fe9k01TX9RrBfYb/ifoX9ivYrfr+5rOw/Ig+f3m4to7bTgnfXM4gjt29aAOGfSowEcfiqCnsNSxu3JrCRQTTwbf+tZ+Cio05Z5A8jGpIS/tZysGzQKYv5g4gG3cbbOgMWjOZkG+C/Zzc8/xtxS69GjdqjLZ38czbQa3vgG6bEhk/TDPbGBh/Xo197VD2g4l1B79dU8X33eIaKhxfcBfRvTTo+7x6vT3F4xb+AHKxZxf/u8egUDS94F9CjmnT83j3amqLhBXcFuVCzjt+ziQBNTHFYwXsZJ/BdJh3fs0EALUvR8IL3MkJwWSYdv+fDBRqU0vAjmtyxgadit1U9GthoR0rBGL60UZSD4pCTrgxJMx+BiBktpvH/lwz+bh0HZ61Gl8CiUx3B3BHyfl0Rw1JjUZI09LCMlBcysCl6Sps2IrfdKNoW5kSDvQ9MJ2Kahvweg+lbn5tM/DYwrYhpEfJ7DKZvfY4w8dvAtCKmIcjvMZi+9bm6xM+GaWWs+48u5Syy+Z8TCga8M0uxiL2cgbOP5cjQR4m7ik3X0Fez9trDuRBbysfgD9kcUmy52Z11H4ZuOd0sLTrnPWuHDPli5PsJX8/NGO/Vwt+zvRj5cbCX4qm+xCPdWJ7nJWWYqzv6s8Anc34Z2bQJP8LQud/bY7MXRlc36XpkC9vyPeLx7n9bKgmMmhu5x+IWUm4waLrv923uRowW43AjJlvJXAdsJb27Dt4ndFGNZb5v6X8TUCtoXsPJfrQdDCxnugCbTWDbYWtE6Fy3fSrNn7vQmdt5CMZFjE/Js6y3sP97euoUDcPtbC3KeSvut+1vezZ0DJ47ZRgjeziXHMPENnm+sePmEydzKDwPgSJ2wkLqOP/g2VmwQe5rU8fefEaKO81NMz9m+GrpPUnY4/0Q7gUhO+HLO2zxZ05OlKGJMAJnmeScAp87OfzUOiN91P/pLSYhE7YHl0+y9ermr2ZzNoB7UN47hFy8t69BfuumDRK7cu/dhPG+TTJLqdMypEd1mH1lpb1pHXjIvLJ96O60wdkAwVymFL8WQ9uYEg31UX6ewufe97Mu+sX5b/GJmxBNJBbPXJoI8cF2zbLburnJOsrVD0JT3fThWSqjuH4t15PXfUeGLlJ9SJ52/Bt0mvk4FULqIBdWq/g6HucYuphmAfYrg5Fbe7ZtRDM/8CRiGqvjawrBnV1dVtjgqq5a73p1L4CdBXW1WlicYEajvqbOsMIp7SaVjHBihC1BAMeS2kEWig2l+NSuR3Y9qZLqshfBPhYKQ8B5NUw4DRs0Tp30PcsbE9LgMKPXqXBAeyP5dIyY/9FIHt65SDE5Q5F8NBOReUrjzPnZQyEfDGChy7tnjsmhQwneN0GcB41I5CkzxcRwIQRPliDON4ogZJr0cd0i5m2GV+izeb8yOL+GfSfIT2qNpxiTPQs243bwxIDi1PPpxsin0eZzy3PJDE2HkpgYTSQxNh6nLLMoA68/iG3aKqcIbZl8hO2EUeYvZht8OHWtmiabFyppbMkwRWYWjlE4sGCGgqYVdydlVHFx8s0p88SEDqmWCeHK3B8XylnS1oQNosopMDrHRoDynLW+lYdDdSI5Q81RY48CnuUkK3wfphy2eWrhu1CjhALnqSL/0eGzPSS13xf5Cf96xjbZcuUEjd/1EY2ZP9K09ym9yR/DB8u238cEId+BQnI7cBOmHowDIab7oCN09uPW72I0u7cbULymA0H2DcFjOCMAoyHMe5K+ozOH5XAeyPK/MNJ3asxgItOTtQuXxt63nGb2rEQG6tyd0xIWQqMMt8ucdOzlDcF3XeQEvN/Cxs+pFjl7TLLwwWN6JU1d2y+PbKtFmT/2Jh4Wlho8ETbqdXTXpZ+/XUVUd7PMvgM2YP4ILOOrBWZjdYE3CnhPk4Qf5WXZ5YpyGstgnWmMgRifjcKh8w1u4/hBLcYMMiNd4LBTjqnxueMjmKorI6c1a3PuIMdQsJmjyTvry0gub2/u48Sn1mddP8lvf0YqJmS8GsKMWiWxa60sZPRtGWfaQGo7657XkJ9U3dqyrM21m9GXspvG8VE6AUa2+qNxptmCgVmEt0EyvACLu/j2WIfiq91iaeRM3JDG4tKui24p8cmw6lBdEg72vHDDxE1neVo1GjQ+6b1bjbz1XeneMk4Nq2p4Fr7DRlAGgmhBUB+ZU7BoVQZG4PH5Ovm8V6ccVt92y730EH86n/OmloYl6UYhrltfiL/L6LaP8yKaY7DdRfxv4Omoylxx4o6r2PaG/LNg3byQB5/xUE5cBPPG12fEVs0/56X7LcLhHAz9bZLSzgtnbPif93FNN8Y8RgvR6aGN7BuC4xzkdJZHf9pUUF04h3IR9wcgAUtdnED6vNiaCfQ4SNqFQkP73PKuKYjzlsSbZVp4y38juqefH3feHmLhpifN8t7ms8DZOohY3ey1pM2bnGThh9VRRP73vMgzluF+TyD75tDH7yQLfEvnxf7u9tYKos8N/p2wt60cPSLo503b3z9C6mHaNvOvT1fLV07aZAthCCeHM/mwZnDOMAdf0khprqo+GGu3kf3n/eSV+m+Bas93W5eMyW88OazegPJfuWpzutsif1BMRqMmLam4ar0H563akJX470TVJb/X7nrG9JZp/DrtKcF8k5atNZrYczUcs5EwAu6FTC9/e/z906f98USvcExGkj829rOA/cRy/QeCbmN702mxtp9f62sv3cjzybdofPYhLbkJnbc4RF4E+t3N685C2XL+OS8fpKB13KfOEch3Ys58CJdoU4ejdfl0lfSyFV2eAeQ5QeoZJvw5+pd4GidcYrY9vkXn7Qt1ra/YHnNsNvwt8l+Brkd/sfPYfyfpJ8C41fDZBJmFbdYv2PUJtf0XqrsykEt5uhBmbB8vaL+/EzwBii/g/if7RKVPBt2WFxq/n7abGJSHOmcB/xNS8Aj6FZnnKnk1KsWNgK7C3LnMHlwJOfMVSYcDfHoxsG9P5yhstFvmZWJRHEVz3lyzBaP+FR6NU5VSDwIe+8Pf8VqC2R3g44My7XjZfizy0Uu3cCJHtrgNpzE6gMoux53KpOueEPAfFAl/Quk1As6zPPsQ879Je8hEcPtQ7yu4r7fUP9PS0EAwzz5PwNwUG+MWzmm0Sv4SrGcXMHpdlp6PZkrnNv5iVL57HMS4Bc3B/LhAfqGnVV2KebbMHfLHgr4IWnxdHPj/3Bi8K4P+RA3lrQ29YDzvr4L2KyhwW59t+PxSHvmHj8rm31C1wP5PY5+fNC7BMpjTTUEXE1FXckMyezo33w5B3Jaf0NNKGM/r7s76v1CDhWsqH2mE8k7z9LyVeI/9I25eTDuTLFeONGs+0IZSNMkuzwaOg4XYrauUUieXBsUWEpu73lKh798YSubyt4nm33w1zsxrT7NM23kwyCQLP6eYfGt3BAmvTM+/Y9ceLv6L68lpmu+m3AzpjUxw3XyxSySL0vMtWHpFeLf/IpfpyWbFrnEdc8XbgtrzV24LQUhNw7c+oc/HwdYxMO81l1tYRM/9BE1XYJNxg+Ls0h8MoEzdiiP2fuYsYe1Hho/KxABxpPbPdwthfIebXvv3L1gvwXoZrJdgvQbrNVivg/USrI4EOGM+zKS9tihoLoLb5upiCR3tBL2a6kTacnlsBXK31fstJ5bvKDa5vZIylR965Ow27096aAp0slFglHjmQoapmIJNd/4yLwkdHZ4XQq8JWGjvZOIzelx/sh8nMo9Fb1AJuKf4ymTkF9YNubxtmFBl1Wec/57Q7MglvcHgG5pTKesxRsB3250/LUY+fNqKzOSyEsnR3IfEFLRl3twE0deI0Q7KtoCYtoNrdaHsXdOlwTYCpynXuuVFYr/rmqCkixaWh/2We+SYK+p5f++zw0JYHid1FjdD5mu3GQXuPANOXHimm3trjyZ9Zcwl6d4ONd3ST3Rk49jGO+pxJHOujHm/qcEudzHqTvtDF3oY8yTTgxnjOsL6KiPZXXXMoSXjTWwcI8y6tc+qLdhjHtfEH9mxssOY55bGW9woThB8ejt628oMr1Husb3gh9rmgym1v9PRwAY7HGyz3dHG2x5yv3eB2tt1yHukF/1A06iPbNEOAWvF5Nv359DF8r2Lwp7NY2XNC+wEA8G4oGlt7aWUfpVDd+1qhFt0QPNp84xiMhGrJgTfXBzBhFDdjVc7DsGADDA+I8OuLImVe+/mtydfsVdl8ibSX7BPNmkrjtXL6pmZ3k4PNLKApmHiqMK7RwBB9qUvfnMvmtXlcu9RLLQdYImbth9T61eLIzf23ua8l3aGEjfqmjyvSx3Ju4zNzYvabaFsIQf0t0IaysR+PgXjZWAsiE1y42Jr4DRIO/SolRegXUC2zGmdV4J1Ot7NAmRZzCx8XwlBlN3udDN65xlWPHTnbWf5QMK3cEB8GjtCSzmgvZ2J3Jp+SO7rReXcNgQHeEqzzRndFQ+TGvKT2pb/SM35mWjRd9vAmIpOP+oG09r8ZgcLHp/RwgzoqnxOQO/iFuKf8Rs+3QGLUOi3VWF4nxMHQvcb8+D8pIdnPAH6rNfE243HqgChiwGUGHZjqM3IbXdMtC5wPpRnFs/DyjUNYghifIoe+bYNFtiHMBP/HEJ8h0PEg/cmbbs6mnempR7c52Bwk63jF9nVaFvypjk65mWjL//aQnaJbedYYeJs/2z6jmdx86dDurb+lumKP84XsEZuO89WNPAkjtY2VjreG8It1Qggmjd/yR91HS8cfxR6z73cYQU863tnBAxvKfJ4PLO3nXkjLmg+pIeFvXrhvO1PWtNA8l8fNsw3o/DRtOpBN2PlYTkGMIfLh/eqXxscwkodrd4Ly9l4rzoes3+ard6Tsgu9/Hxb9Snq399TOgbR4Ik54TGgMXWtTS2E4YyMWaF+A85PHblZu8BuCIEs1s14W54xDYX3Mk+bKBrvngClLPOkZRPOsTekDCk7/Be6cYFpW9/eRjWaarbJ1Ucc6xFkKFwXx9gDv2VOW71hFJRDl2UObN5Cy/nwmrDVbg1+LAznlsH12cTFNGINmC3489uoFqCq3LY43OTuau8op7Z4TQOeebtug5fpvogWlY9PtMGu4dciBIf4ALwGBJO2+KjoHkyawXXIAz4q4xddsOB+TXBwFB5sbDtN5T4X8A0VdfwppjphyISV0jLiRWwYC49lVnzC40TZjmXTB5kfpyOgzxasaLZm3ePWifpqyvbdFxQLO4xMVNjdqTQaIfQKV3JlZj6nVHH1MdUmvDL6ezensm05/TFnP3VxsADQe3ngfonc6YMdHUwTAf9OAAAA/f///1oAAAABAAAAFUkAABQSAQAotS/9oBQSAQBNSAJq8FF2MxAA0AFUK/on9bbVkywNDl+rfj1+KvB1DdjyABS/8q7+CxlH8VnkD4wA/Qp1Sr533nn98EMHPwclB4htELrn2umghh8eskUnomea/vk0p6g3u6eexD88mZ6S8kCihKn+eUaEVo01NEprnt/sE5noyNa7IB4tKYryoUWOKHpZdVAh/M6tgRfDx4UiY5ke+qINo1RjB93r40nJ9vpiCB55Ne7GlmVl6dsyQbY1fvxp1SS2DFGrL2aQapQy2kMdfFKIgunlMImCNbMq64wTFLWkvHyqr8Oa3Yn1xgdZj1lwPTRRhoKv/KoFQKwZ6ZHuKGVldvHAnnXHGuzZAbg/6lQycmR+T1Qf7BmKp/5Ihg6kZF33IqQ4uDfk+VR4w54pmeuQ2sk6Bwl8n9UE2LNtlN7vvHyJy+5FAgHsgS4n/B8rP+wZaFX3JOAGy+CY/pnpj//7//////////////fee+97H7QRmh2Ew8oO2mllB62MZgczm7KDrF+yhFyqWUIdHrKElaHZwgBh2UIfbdlCOH2yhibSGJJKZg9VgMgeqnrIIuKxyCZifWUTu6TIKvLQy2q32rJaOCCyWy5T8+IMsJkRTGxujAvnRjJSs6NhPD/a3ZkhVcx9zBTrq9Jgv1Zz5UWD9qG17BPYjKkB9khJ1D4p6P+cmKykX2r3Embl91CR6pEcW70IyNMn6eiMcS79HSYIKUu06KF7HD9cJhZf48Vm6GafXglWxifJSvg5/DxYJm320CSkNeIs8Vpy4Ai1sKNbnmq9V8v7bluEXD4O6KB9/rQg/fNgDs9Asex1zLsmHo6UwJ8CjzGTw14HpZCDSuraRQyYrvmkGMSCxmcboUJzFK53QZGqwY7oL81J+WRj1DeV5KDKBv60MExOs2z/LBE3Bvf5D/ytenbZ0TlV3ba2wB/MzApWCoua3vlESveE8MJ7/7333vv/vff/9/4R+P5/7z9xj/CKGQlm/k/s0///REHV/38iJtz/P1FO3P9fUUr0f0UPKv5X5FP9X7EN2t92Q++12CrvtX1cfsuvvN++/fltHTXvF20MLraa8J4R7433jVWe3jdC5nnvHUlE8f7xvdH942Bd95Bt3Xeh1TxKrBIPtd4/giVdZbJIg33d43AglgFrRkk0SWgwWwSW1n8WnVCWJPOXXBkIrtGsPMRRZ5M6E1htM3JmOaMJRuCoslpwNJvkJANWhoLXeQXaI/nWWO/QmPtCeEEpM2ZUJ01Mz57Mj1tdMz6dwyihYu1MnMgiiYGUxBCldzKRHkERxXK2hmgF0SdfwPjGWrYoDZfJLWnnDMM2xAVyRnCjSpbWTsmiD80Uzl733KlkytA53dyy/Avg3MIKC06sXwJI55Xs+0DPcsVX3zRj54dDlVmJ6OmmEMN+ycv8TLTOd9pCL628ffOqShwkcHNhiTJNyMCO+eAUslLLnIZVCROzRtessOCvJarOolFAZ00iQbBSkUN6ZiiRnqnByjLKEfD/////3//vv/f/9/+1cRe+9k5/7RWor8Wc+1+LZ+h/Jv9vaZz5fwvJ5f9FJMH/F2ck+Yuiej4jGZDP+Jj9jWB+v9H/fce0Su9IRod/pIEFGYTmvYcEDPM9rYD33vc0AHz3HTVA/957JZxXRri6vnYGXtfiOPraHHX9g132r62b8rVCvpYPKwuWTgqMNCBBX1tlUreJiNqC+yYY6Ncu9n2tJZodOtzM2TZ+Aha7pGji16I5M1cYmX1bjRI3o2u2bvjaOwPeLOcpEaB0Vu797REnpI8JWRl71U7sb7U+sPAznMlssTU7gH+rBkHwMHuig47K07auyQ2AKDCYvS4Ic3jVLeOG/rbGWZPck2yGKCxbQc/kIKEsi5e1YuAlR0y/vNsq3Yq2xXodc+4CtuzC9m/zVP+2G25FLf+iUtlfPBDjL9YoXKS78hdHlfzFUqnPeEbkM6LVfcZtD0ZP9RuzBn9jBDW/8a+wMZLtOxZ4+o5qeb4joHcsE8E/cp3wjzT0/KNngwwKwENiWOMhAas8pKldTyvgO5yl73JCvUd68l4JkO659OkfjK//MjpYiLi6snRa/9IWfZPDmV4VVgaW2SYGyR7Jw8dcx9LpCW1eyNAj7yBgUScFZOfIzkg6fembY116jWd7tMqQ3LrQN8VKeUyNmLlAwWxmaemSh4w73vTm7GjkJoGiLhlGxzCgl42DgptUE+qbQl5zVGJk3+5omYwT7Jp86uSYPWclYtJomtrpk2nQbsR9zVO6KDU9DTtllGFhALIsDSSIlDdQuyYih9RBlpXBISkZYXRNJnIwjhzMm5t5NOGe9Modx+JK4zym9Ynm2l2v3JBlo+lmVVhO6dHomg5IZzx/aLInPkipdOOka8JVJBLFZFGHumUUGwgDltlrFl5mYZFu+TZmSJBK1oMpEcspjT0zioomOKdshim4SzeuZ65dYLOTfUKTInOCVr+kGlAmYTRrtcAPE87cL4fMKWDkMUsm1eOSz6pjlm4ZzBWyYX2kG7Fj7lDT2bAvrCyDQTsslYcNHVMuQ8cc6qC5oBxozVVofUSn9RV7BNSktV4LYUrdUnfMGDYuGxcNmlP31F2zRo4rx33zJtVNdVFRV91Vt06dPG4e984dPi4fV4+e7fbZ736BgORXfuF36MQJE64JV4WKFQEwcBs0yPr62gJzc1u0cMGCBYoUFNyxsQhYrJdYEnfJEihKlDzRC3Oz2QcSJMxkK9wXL2LAgHPf3njcuIHDxeHKkDHDneG6uS7w8Jzk5fEhieHSoGGjRpCLhQXlQrlaWlaulcvAzTJiZO/uroldl8vFZUCBAqoENtwcOeLcOFeHDh9yP4K4QZr06AEEzuVBR0ekro6JEAcQXAheroEut8td4DpQUyuzYKFCBiBz7pxbxP2xYQMGDRrQLqS5Z2cTKLgRlBBQuUrugQNXAhzcDh3WQoQAISKAGw+4wk8uDE+5U27sBiBBYkRbm8vmwWVbcl8nGMjIBQJKcpPc111CQnKZmHZTlCslxQUMuURER67rChW5RUCuHnKHgP64Qm6Y+8DdcgFwR7go3CQuFJfPNXPL3Nk94u65T9whrhOXibvDJeL6cD+4GFwPbpo7wUVzObhrbgW3hGvCBeFGudzdrgC3qkp2ZbdAgSA3yL1ysfb2upw80VKkNOjj1J6eRzqd9NNTiagoADQAWkqCnmcHuq/vgX6gq1QJ02Hazy+CjqD//sg0mcaCJU2naUBADpqD3rLlg/6gBQVJaBJ6cPCEPsGCkbGGVktD09CKii/0C42IqEKr0IWFKDQKTUgoQovQgYEhdAjNhYsGrUFr0XJBX9BZsmA1Vl+5IqbFtBUrYBpMU6ECQUPQU6Z86S8dJYqX9tJQdJc2ojs7i+giWlPzTt/pzEwimoi2tAyig+jKyh/6h5aUnNNzOjKyh+6he4fTcBoS8k2/6UZdQ7fQiYlu2k1vtzK0DL24iEPj0I6OOXQO/fgop+W09zv0Dv0/nabTk5N1uk5TUgrRQvTl5RA9RGNi4mk8vbmZp/M0pz7S1sZkwkSTbtIpUkBpKL1ixZSe0jBgBNABdIwYVbpK37gxQA/QOnQU0AW0Dx9X+koDAYJAI9BJkmBpLK2np0Ar0EyYLNALdJMmW3pL8/FxaS79RDfQDLQTJ1paSy9ZkkAn0EqUZOksjQTJAX1A29kZ0AY0Dx5W2krHxRHQBLQNGwK0AD1jBpWmktJAOpt1tasnTIA1rClQ4Jrrs7Orvmo0tCAdpC1YINJEGgOGIl2kN2xA0ki6Q4cknaRBaCZdwkk76REjlvSSZmNT0krag4cjfaTX1oy0kc6QYUgP6QoVhLSQVlOTtazNzGId67KyrbceG3v1qyVorV3oALSUNtSHhyw0C52o53me53mesb5pxnYGc1qbAwNQEVoRsBToF2YWlLoyCzYhnQdlqHlQTnIedBM5E3rAmgm9aSHW/jDPffbzPM/zPM/zPM8zIVucuRC7ORseSc6Ga3TMh1zmGZHG6Zy4AHFOjOM1z/OsaGXDrBVxNc/zPM/zPM/YuRTIg6z33nvvvf////////9n9cavnYH3tTiOvrZuytfe6a/lw/r/azHnvhbNma/FM/T/VovJ/3+bp/q3kFz8VtTSe79Id8V7z0gGxHvvG7MGfSOYn/feMa3Se+8faWB57z0kYJj3vnfUAL33/sEuu4EqIhlET5PytlilO7Ylc2IWadDtKAIq1oyVZBJTULYIQqEQlj5/BXkBQgxBVhai3WUmZzmoLCM8oGR1oBRW1aC5j8QQQSoZZlQmc6ZmUvNjVxFNmQiILJEgNkIHfxQK8RpcnBqEDCM0ynTKsUdIWOQldKIlqFqY9eWBCw8q2qAZcuo+rkNNqrc/RDVtik5D8N5A5mlTOHhvtHn1jyCLLoEVE2kYNhZ9bm6/hBk7XnZV5cFphQV0bbQmEYt0cIXgMGijQRHCshxXuqQKoS65IkSfBOvrlEAZKImMKvlAdEo3pZdXeSol02BqcbLUwqCLbLn5htqFycxlnpbPoUfOSd65GuMz0PFzApAnmD1MuilPFnydq3Uyb2w7f2h9pyznNXtcec4jg57zisfPM6MunRf3KM2Mh27mRro/c6MLeHY0QGR+JBKdHdWsYSH/LmAft7jBQs6gxPqxCNhOAW5wVTVVg8b6phlYKV2yromY54PBC3fSKamABI7olYqtWmBNeqJYeSgjQBqGWASDBbFHXv74o590Lz8/MFWtXVIQRR9NGX1IW4wvWrT6pA8QfDaKnogK44sC1U7JgUjPF6aOBokML46LvfIpVIGVfjnmhRVpzXOkOi9oR70SjQ/VUzQvRRcXWuaoW0pRS+Ui81xVnKFuWvplCE45S3i8mXYT+s7pmEdvQPNYdExJOm5qrHoRn1lAn3R2zMzuEZkUdU9FEUjIsFWPZZNjcXpljyIufGO8oaNQ3zQRxQuc7PUgMRgK3umbLQI5MWF4KKqMh05OnbPKx+GWqXMGVqjkrPNXHpEO6UA7p5i+nrboBUVEHs4B651NqBA/V/RONDm0TjB4xRtWAUbiIkV62NntIPIjjgOy420ufnvzEfuI4+If8VtMRwcXw8V1sVx8GA/GiVfkxHvka/wkVhLzJclHMZa4Spwl/nFl3GMjcY8YL4aMHWPJ2Et8JhYT58VCYh6xZuwZg4lF4zKxaewkhgKlSdwkjhKlL+6Lp8RW3GzccOGiRczCjUaNFzNiGTLcYrc4RgwjfuO97XA7MeerfDWW5Tv8ThzHMazqWrGCuGXLlm85IaEjd+SJiZ57znjJNzczPz87eSf/8gWUg/IwYcCQwcPr1CmFA4eUk3I2bMbwMTxNGtEynysqPvLHRW64yBe1nIv2T3vI+w754SCHMsgHAzlfoJNAzoSJFq6FK1GChWPhenp+SMCMcjSjfNQMV2OGmznD35yhc4azsppyU65HTxvehre2nvaR7Lz7WLuxy1O5aqXkJD/lf/7I4XJiIKA5fI4dnooaa1SOyv34icOnCd/bA3zyRJAL8ihRCnkhl8IRuSgXIyaUh3IvXrrwLpxHjlRJkuQKv5KFL+FNsvAmHNDNnjjcjwo3wvOoTOF5vMgUXoRXWZPHDb/kmbyS4+GlfA335JqanJyTW1pickweGUnJKTkk5OefN3JFHz7mevAdO3jI0dXxujgO9wMIB8J58CBubjNexOAxZHAYLriLFzho8Bo1WvAW3Aa/AQIE2wfuwUMHC7xCBTW0M162tqYhA8eA4QK3YGZGgpPgabwE58A3jOBtbWbcjIvgIR48cMC/slkJ8xjHRuBiPCxsjI9xMA4hKIgLCXEex1yW+ZUbHcGt77s5DP/hWnMgIO7CfOA+ffzAf/bAe2A+HOacFdYD7+FDnIiIF8F54Dy8iBt1AQ1NTNxuMRstYUlJSpgShoT8j5+dno4dZuyLi17rJ2HFScTJSrgSPoQN4U+4C+wJd/jDjpowJhwJX15qwppwZiYnzAlvwp01asDNmPEm4wUMFz9+AKGjq/NBBBYiZEgQGAiMB9vZ3cF3MBF4CA8ecXDcDhpub/COHnAPeA6ug4sBv4BpwDrgHDl4wDxgHDjkYDn4BmwjRIgRIk4AAKOAQbDBbB/gNpgECbhEiRHwCNgEfAKmAJORlanBFixcMIPPMMAZzmA0tApwBTgNViMiKjIyQjpKgpeWlJiYmpyEguAieCjoCvXU9L7w3jIsw/wawzE8BMtaA7kwvPnsPn32Hz/7DwwER0HBSbASjARDTcFTsBQcwNGxa7WNu3EfHm73dgsKIm7ErUULoRUkW0/vypIlWXaW3aTJlr1lU6EyuAc3FiyGXFL3nDlm5MgZs8dsOHDC7DA7TRov28smQ6aLqOS2tJzc3Lzcl/vzU3Nr7i9fPLfnHh0NJSUM3FECdyDgZgK4Af+2kr/957eT+G2/KfvIlCJTNh6elC1l29k92U/2kCF7e28HCeJEiOEuLFTcijsxcXEvbkbGx/24ISH//ltyT+bJ42a72XjwsNls9uqq6Tbdduyg2Wh26jazu2xQUM7NuTs7M3fmxsSs3JWbkjJyR26/+3ayiRDh23z77g7KhrLz8vp23zZipMquspHsKzt0r1kDZoPZceKI2WI2KmqZXWbToXNmn9l16mxV1dJduu/cUbPVbFbWNrvN1qPndJ/u1tY3+83es/NstLN9ti1YqLArbDW1tJ22zczKdtmeMGFsj+15xm7sDgsD22DbgYOv/bW7urg219bSWrAX7KwsrI21DRi42lebAIEBe8CmogqwA+yoKKgNtZuamDbTTkpC2ki7qIhoE+2goOu+bs7hDW/Xff1soA30+vHT5+3z7tmj59Xz4sFz573z2rFT563zzpmD+qK+cOC8ed+8bdqwedm8pqalb+m7Zo2aV817eurmdfPKkRPnjfOmptJ56byrq6qv6psnD+vL+vLh0/q2bq3/vH/23rIc73gPDQltoX10ZLSN9tKS0lbaT09O22lPTUltqV1VJWAL2AUKWG2rjQDBgX1gK1CQYCfYW1sMNoPt5dVgN9gQIDzYD7aYWIQdYUuQkN3ZTUZGYVPYaPvshYfeofd6NXqNXiIipVfpTUpyep3epqapd+qFgqp6q94AAQq8Bd4BAxC8CN6rKwWvghcLa+vdehcs8Hq9Xi4uCC+E9+tL7BV7wcDG3rEXiy17y14JEtRetZeMTMOr4T072/BueCtU6PB2eC9c8PB6eDNk4PByeC1YWHvX3rQ0DC+G18wM7UV7J0yg8FJ4s9n5nd8IEcLesPfBAwevg7dBg66362XAQOvVehMkyHqz3gMHDLwGXisrAi+BV4AAqpfqlZKKeqPepyeml+ldWkJ6kd6jo6K36BUSCnqD3jjmL3/f1/3zuq/r/vnjx/Xjtrbucfe4rKx4XDyuqqod145Lh84cd44bJw4cF47bpo0b141raqrGVeOSkqZx07hixJhxzbiiomRcMu6XL6PuqOvFSxm3jAsGzBn3jBsmX14Nuri2GGgtUJAgCwvBAQNXBawIDKgSQBVgSioK6smJaUkpCenIqIhoSCjoKscc3q8LpFGcUPOiapI5jwHlxwYNGCyooZmRaTU9NS0luUd5TDu3VeyGBPnh0r142iAWA9Tx7wgciiatXwtBMmOMYLIzd+cRhFTAE0a6SpEEMgEMlclxcrkbC6pCG4V7Yh0Q5oTWso4WWsdFZFrDm0W03jMQGCCt3Rf6KiavuUa4hsmYV7ArhFjH9cHVAce7fl29OJFrg2sXf7tyXbc4iyuDqxZXcV1wVcABuCa4ZnGyK9YVAZ+6Hrga4FDXq2sB3nS1uhLgStcB1yq4xVXAlQpecQ1wnYI9XKWuUfCGK5SsRjaVL2VLmcsWQC1ZsPxdseJXRaYiT+mTEgXKE749J02YyEtkGjNkuMWA8cJFCxYByCvkCWMSsjNWLEIYGAT5QZwjxhEHsEJFChQAnDBRgsSINhEhQLB98NCBw4Y1DRkwXLBQQS0N7cysjIzChDEJ2RkrFiEMDMIDB19eDbq44q2YgdYCBQmysBAcMHBVILaKCQyoEkAVYEoqCurJKW6KmZaUkpCOjIqIhoSC4iu/43Z8CBfCdfAcPAC+gqfgKPgJboJT4BO4V4Muri0GWgsUJMjiWBzBAQNXBawIDKgSQMUDcCkexZ+4E2fiSzyJI8F47qyq2qmTSmcOqpw4MBz4zambNmzWqDEtTYMGPgOTmilDZsyomDCiYL7AXuBCwkHBQC5bALVkwQL/wVes+FWhMqVPShQoT2A+eM9JEyZLlOglQXLESBE4D2YBBwCrgFPAHWAO8BqsAZ4wJiE7Y8UihIFBgB/ADr68GnRxbTHQWqAgAZwFYyE4YOCqgBWBAVUCYKoN5EcdnY+5Hjx2yMXBvenIgeOGjRo0ZshwiwHjhYsWLAJYoSIFCgBOmChBYkSbiBAg2D546MBhw5qGDBj2hTcNmjOkZsqQGTMqJswr+oL54iUUtMunZyfn5qv5ZmJeWlZSTkpGfv/2F/LRsZFxcatVTER8D1/DQsJBwUAuWwC1ZHmxvH9XrPhVoTKlT0oUKO+Tl2/PSRMmS5ToJUFyxEiRPLw7OyJDhAQB8qOOzsdcDx475OLg3nTkwHHDRg0aM2S4xYDxwkULFgGsUJECBQAnTJQgMaJNRAgQbO8HNxS0y6dnJ+emZibmpWUl5aRk5Pcd8tGxkXFxq1VMRDw0LCQcFAzksgVQSxYsf1es+FWhMqVPihsFyE8fPq179ORhxXNnVdVOnVQ6c1DlxIHz5tRNGzZr1JiWpkFzhtRMGTJjRsWEEQXzxUsoaJdPz07OTc1MzEvLSspJycjvO+SjYyPj4larmIh4aFhIOCgYyGULoJYsWP6uWPGrQmVKn5QoQFCAnvDtOWnCZIkSvSRIjhgpkod3Z0dkiJAgQH7U0fmY68Fjh1wc3JuOHDhu2KhBY4YMtxgwXrhowSKAFSpSoADghIkSJEa0iQgBgu2Dhw4cNqxpyIDhgoUKamloZ2ZlZBQmjEnIzlixCGFgEB44APoC8mrQxbXFQGuBggRZWAgOGLgqYEVgQJUAqgBTUlFQT05NTEtKSUhHRkVEQ0JBVznm8H5doD9++vBp3aMnDyueO6uqduqk0pmDKicOnDenbtqwWaPGtDQNmjOkZsqQGTMqJowomC9eQkG76M+r0jUpCenoamRUBF/31q97BQKS/wgJBV3jmF9hrZ2uTlf5+nQlug41XZmYlq5KefLoWZXv3GmDR2b140eeAwdOnFS5Th07cmRUVDpy6ukbWVVeZSO7kU/lPXJraxu5jcxH7lOmjBkx8uio5hiZTGmpvAkGjCioHBqq6UX+8vnZRQbt9JTDyGIyZU65UyaVz5zRlDVlNHIa7zuk/PjoiCgfHhoWEsqBi4tbrayomCgjUlIOypUypdwoM07KkpKCsqAcKf8gQYQIAULETr67G5KXh1dEbofMY0ePHnM+5uhkOrlO/iHjyUeOGEGCQ9ahI8fbG1xcDdmGjRvyDRmHnEPeIcPJcrKdPEQGIhtJIieR9WQlFixgUFOrkEZWRuHECRMlSowgoUJOkQKFjEIGQDbRoYMH2cMHtLMK8gi5rS2EiA8gZBAymxwCg5lMJqPJHOQNGzrIHWQNGtbkNTmDfEGAAKoAAaaknJqYvr645K6uBA0ayF4GZC/5CypqSi4gHzhwJV/JWFhZC7RkBgwUcMkJ5CqZ6kl2kqFkBXKWrCU7kLe2rGQrGQGCAfIAmYBcFSbMmdFRNmYAYy5cthASGhaWksakbNCgOSVDxnTMYSwoOBgYmEULZMzI6Li4mIgYH+6dFMdLsszXrInTpMZp4tOtomFcihqjxmrU3HEjZ08MJ26zJ24Tp8pLSrISkosE1B/j3hvjxngba+M+QDKQbCQjxXHexG/uxHri1tYiP36O/sivn18VKlT4Yr5YipX47+8KYLwlZs0T55GJiPjEfGSjuI9QzBqzykIyUbwa48EzpEcuysz0pKTEjDHjyUlJTyeuUydIDopX5aHIyEpLy814M768BOV8Eu/tKVmyBE9Pzpx4jh35aie2IwvFqnIQnZiOrOM4TJgccSIaf/lSpksXMJ+gcWenmNC8GAkSIUniI0GCyA0ZwuMunPSoVHG18MA1HhQUEABQEADDZxkGxEASB5oYyw50DIQDI4RCGCyOQAAQcF1AuBAUAoAARASAPsBaqZkDa6VuDqyRqjmodoqmgFopm4NrpGgKqpWqKbB2uokIrp2iObBmquag2qlNg2qnNg2oldr8/LzyRvyEB2qko9ygucvUunT90h9QMQ33cVTYN4UElVsU8zNudMo3ossJGJa+ZGMKzdf9Mcw0Q15zHK1FsTABQg8YvkSOxO9tAtyWNnvADt4ILSrm/baiwwZieu0wFipcth4WbqFYW8JrRU3bavw9nttyFLI2YAi5Zwd7HbebzL5+I23GCkZgEsk/pb47c9t77bZ8uztbJzT753Prbzfbt85l/VipzY+zarfavzvvrV/vc8f5u3ryf2YxfTYq+6MwGzNjqi558vneddZiF7s/pd7Lb8Pm/VQ8+99nfs9wusuq3eJr40s3XvEn9a7rdzfvrV/vk+TN2ay+mt3sfpzb7tdF2ab68ktffJ51+/d6/T1rdbWfP/e2+vP+d1zfj0Tbds5S/l6rLV/vZt8U6+bXTOW5f+P3bWdz8n9mvXu2svuqbZ+6c7smLN+1/Wv97ri3npqL3zNT9bL/P7f+drN961zWj73GwuV/lF2ry9/fWm//ePs7qq/n5ub7zFS1Zf8v5teUbLq+b73vPPX1U3H1H2buVvL3795e/65uner7kFnbPWH1LvW/89bXv9b3Tvr6mahd/9mty/3drNf2j/W7pZ4+bqr+S1zd2vZ+3cvb39W9cX8/Fm+3o6zaLfbv1nr63uveaX2Oj/2Oaf88c7eSv3/39vp3detU34fM2u4Ji14mILkaSwyPTUAhuQghV5P/ndt++fN+M17vz8bl53QLo3ttzBF3rS3z32IMQAPXkXY89FIOY9F/zLNFboW93Z7Qp/kN5QohLiSKD8NcTC0ErT7YJ6yMu35HUO4e7UvsoDcGYqAh9qh3jgsLQjRQBYqN73RmLYSvtuxB8+VMHX6nj++dZGZvHHCB1tjX3zluRvYw1xuKvijUAjJ6RN1nFCSSs9rviqrWTPk9LUx2WwwaiKBy7imdPkW4Hvymo2SBV2xigpnMSVls6JJ+9FSQ6k+sekNhnsExDJSVDm1ELNfFzj1m8CLVQxCLzfD1melm7YOSgzSW7x6Ze3qnRMGW5GMJoIdy9rYJe3ugOw7jl4tesPUzJiKZCFQ9QQycrCSZgwearMc/qoEQihf2/IDnmAVSJD8YA7GtevCJGppvxqnijXCojLC7WASQ3ZVYrfF2R4+2e5B3nLK4OyVEPuijfT/jJ29eniEhFNskuvcujTpGarQz9TezGMFkI3hL8OWNxoNkGJsB2uQE5SCVSZYzeXfsDOqn5/RDnc9c1BFEz5rmPtYm4nqR7n/K050kl3X2YOQL11uob31leGfGznLUjlKUgZcbu81mFeQhNTtcqtRXDvViF4gtr51lipplM6aeQiddop1pufwFJxBzK8S9ITOi6jIBWp0msN8JQBc401uvTjVlgrt3cXf024+hteZwWR97eIpXdYfMlT3bvg1qdHhrcnWLp3mhvM5D1yRZZ6Lq9fY6UNBcr8KxXxoMhtkbcjq2wtFeyIX+2USoUww3MxKhLozY1WxXIiyP71lcO9+NywWvOD0auOoPRTDwp4a9YO/4IuQBrWjZs3CZUMYwSwvy1yUqtjeqoEDAfP7GeL9/tNV38ndychA7TDA6biALeluQbQte1Vpn3Xtsfrv1RubKDQ5vnlD6y1QdcT7pjqiVUahx/xeC0+iyQmQrjmPnEU1N0iX0a7HPwyg6Nnr3qUfDW4e0SK3d9N/4ZAsdRFyL+uyF1uXQ5R9bR7tG97M/EIoO86CdqT2kbkP2KiPNW0ekeDTZAI2HGVW6TFCj85kEioXs+3kiq7WwvdhEi7nVSOx7K8BwljS0hMvWx56D5mBz7dW0QE8mxQJ4iTxOotllb08MFyiqOXdokfyiLFUfnopd+6aA0xIo/7Wud7mapME0VBdOwVkDvov/2ZtW8XefvUYpyZmTjcdv6OQDpuYDX47ZhqFXKfinNEMojQ9DmnxzEq+Pm7gPSw7VWMZrvBry8napk/gs4vneGAS8kIKmQbJfmm61gTQPOgogCNCvdGUoPPBTC27DBGK7Cjh60FvQ7PkYBKjLX4Gaa/eMdKpm+8M4UdiTVaHbtfcwy4zowAkqA7e6LZG4s8mQzogXXUuvlyqYYm80yAYCJV8ATxmIhojTPYlo/tZugQq39k4hXBa4P7CPkC7XcceCzqp8mbsFJx7KviqVvwtCycvKXKG7PlmYnUyGD2nq84V2+bmeNBuOqLPyX8r88YbvYErzoVSXcHtQj24lYoZBgtGcqB22hFa/0Ddu6dbUPw/80a1tupJfz+uOa+n3rKbYlm7PNYo3+XZc41iXr8t1B7VzxZv8XaprvCXf47rFSn49rzuulBfPfsuoAc67G41Nv/GWXUfrim35dFzn2JJPT/WOm27Lt+M1x7V8O651vMiv5zrFuvR9rlu85N+jmsZL+j2pOa6l15O64lu6PdcqvuTXc63iVf4O1znYzxTr0ve5bvGSf49qGi/p96TmuJZeT+qKb+n2ZO2SFpu5GSA8sOr/U37NQa+6t8MnvA61iyvEo2pi/76wpEkpVHsf3igcQxeuycO3Vsr+Ef7M4pXRsNc6tH6pEndbbbTHwt2iFx6E6hhb8BNRWSj1aUz6asKtiLIPjwkuvML89/mBSLkVCr/vYb/QD/G9/pJ9fVYFtPzV20jHpWBvgm2Qr+vAZnnUkxqyz0z4SL80r87aQFXDTLxvL/ZzgPlVHXRP9Rtd4nCpr7HdDTp41ZQ6/5ljHI6FdRsGckkT8jkAP7qcewzHvRNZaqjWzYlIWrq0XL2WU2gC7aOx7fATdeuafoHfkWP8e+h9NQOwMDquMFXuJiy6iI9qh1OPxq/mZm/HMs7WdBBWRzH5BTWC3khJJ+xflR0QH+vujif5+lynWFFe8StKeOYdAhIbkE6t81GXr8t1jXXpe1zXWEto9wV945Zdx2uOb/n1ufqNtlGVr8t1ibXsu1SXeCGZXW7k+aR3pXHpb9zS62ndMS37ntUUX/Lvc/ca9eMmXZdrGm/J0czpbx8OPujS/6jK36V6xV2v5dtxreNFfj3XKdal7/MnSiXP4xZ4/ozrxt+S+uVrB4jkbwqI5Gs0iOQ3L0TztzBE8mVkiOJvtYjybdqokZ6mEle+1pJLfgaTK/62smv+zGVXfA1rl/xtayetgDhYw76YKxNeXmdfGm1yvSzma81sqsAdy2vqawHJjm4fqrsgHU5qbKdn49vVJMCk3EtDb07enbY0vgFNs1viPrhNLqa2O+noknCEF7bNdVv7HKxqldueljha0h4XG9rNlh31C4KBhu6uMzQY8j9cYSrfZwEsz3/ZRLKvuRHunJ8XmAwMZ7hOENTH9wmTxlRj+uDOSuzloJQxx0La7RIfFOhT/mPekCXn8hYa2e6OMrpsT3aq7OLVLpqRAYfazeHUE+rHxtkAZuVcB9PbU0+GI0ZgcxaCw/msE3S18cHhjOd0g2iGO+qh9wflT68Rx6z1Ce4YhX84c3pXmrG5dbcbej7GUiUDOe8fPtrNSqFP2GqFsHEzC+3ALKZt3jUIdJWgTcHdIwhGYC4R8LmyG9RgWGl9fZ1gsjvZRnkXN4Sz59Zy1rUAO1aNldEzF/xAcTTtYkdx6TkDYYjETLhT4w9xtsDWcmo9TSyxHgXo+iJAlxH4vThY73NWgri8joO+KW9i0xq4RiE72AgzFmzzjdru1fWulL06318zk1/4dd12tZVR/5O2XIKu0OWOD//MYmkGgZF3Lp8u6PmGAzgnzqegdjGgzUevKUHdOmZtI1GuIhG/VnZLi95mCsdldAhmbCNurCKXmyo64v4s0ka+tVGIKGYdY2Eik7W31o9Y3DbiKXPfNo9c30PuvlAsIp14QHSysM5C4uIecvc84ZiazXGNwUS/gZHkruIpkCtAYJNu94UksgTjb93ufKvfwDxyhG/wm7mAS0AQYPPIP1wj38RSXEIfchtxd2jY/4C7wsaeK7WIZBiJ4BYRwY0/0W20ljvYhV3Mn+pdY6RLpzF/nr/qMJfWMXeSxxJjXBrIiBleywe4vJEx07uc+aI1R2jitWluyblVrz5w6rWXXe4i2d9ONpPKH/lD/I/3ou0y6fGARM17dr/7/SAo5mchksUaGPbliInIszpLqK76eefAz0d0rwEzE+X13HMNSHedXicLyY3PmGO2aJe8afC0TyvS3lr05X65RbHh0bEhnz3rzbDfeYO8FnG9E4Nme2YHI/NaZxY4F+Fux46P9Pwh3PU8L57U2/XFRuGzxLnLsHgroFENrJW2kdscoK4i3opL7iGu2dYvIX6wNRuIM9Xi9cO70ILdw7n1/+Jxrc6xddzu5l857ouLcdbr8r8teZuYwwswf+8tNvR2aYnibAPLnZNwVwnEt8nlNsyCfXPKicuvKJ9cdT85ZPM1/QcWeOzoBfSo8gu6fmxHcWktibsKuQ0TC20kMfCqxnLNNh7gu5mcfwy50DLnS2/gVbrhI+JdRVfBF5XAln0O504iEX3rb7zkouKIeQL7l2EM/a6ruadvxCVUo+9F+83ad537buBM/Gwp0bCO7KDjAWnSZqwfEbnGLCWXjdi0HRAwVYt/a7B1Db4JMLABZ+kZyzh+f7D/CWM2dnwIUN4WGeAt2rO07Yo5lixle7Lb8CDTBW9ntK85qeBbKdvilfBiHJarzrizfIaF2V9Zg92wIlOYgKu2GAGL85d4wav3hm3fFt1LcxB2IvrVhw28USXrIDwVdwm3LZ/XmjNkCm3pjWHbIlpBTbSWOBVBZt/HvMegNBU7IMMfh1dzHs1rbwRwzqLcTtDdvP8Zk94RHgZdmNgUHoQ/b7htafKN4h/4wuSzqaEjNwuj/9Ie3/puvHsHOjlvU2xnlMmFEWI1o3uotE2iGc8bSNOF1YfORaeTWKbnbYJ1DPYcCyOd7G4Qrtld/jn+vHyZw2ieKN2vtXu1MbNl3gz74NaQoW0pdvbSAHJeshy86N+Br1WVPyxueuixbeA+eFbotr3X+KAdNoiGLX3G8XmSJ42zKm3GcGKjewS+IHJhT1npuaRKzK96l+E9Es9qQKCZpuMJdLQsHK10NDtLGae2+sytCvDMSognnp7Zt76WNC5zTW0SH+OUkGaNoJul9Nh1ixicR+C74Xd13b7P+mytKzW5ZiMU6/hYfZqfaN7/8YeMgQxu+LsKp+21buMqCxbV8thEPTlEL2YmuversQxxZpE68iRmzEbY0g8lhpTxmabU1xwpkH2E1n5pIIMfbQP21AqWVYjrwCAiITQkdjsEnw9+DtpBdN81jGI6xM6+RgyS8RFsHzrpZHk39Rymq2PQ3qFvu3rXXe5G0D+TPveHZw4tOIauYLrYVX3prlf6eZ/yCR4mMLrWSY1dQ4e7wsvdhS8C/bvousLDnEHT29I0x2v5or0F9CGP/N0ev8MHp8P9Qt8aR5YL+p5JlcFL17vms92N3/9hAgB3IFi7dFJ3/alCywjHRwq6/0ntnUv/u7qT3y0v+9VS8HkVRy79EQZWCf22Vdkj9KJkaXiSeUv7y2iZv9gGoeuqurFGp13VX90VF/49bznWGX77S5zrpy1g2PVf7da3/rZtmdfBU33Bo/08AYy7/qjd8srfhy3TOninD6Ev5wO0ukfjfY+xGXH9glmmr0E7e9dB9U73HhntaHeuATbUn2Kiaa7fyTjPt4fuy1LWbx5kuwMYsMMkN/BRrN/0/JofvXCByXaprmci20eA1QDNK3sNGC5L60/UjfoYv+vSm/ddstzqU4Bh9lO2z/RlN/kX1kZ+40xc9qN+cWTkK2Zh3nGzBTmcuRNnMnSh/lhqq26mfoXzQMndyLTbMnMU3b7O2e1IzhDvdphNOI2lu3FsI9dmwV0ANAjdAoBTyD9iTqDPHHcF8g3Jc2Bl4i3iOeNjGomYdB2JxGYylm0vwqGTefp63k4ixRFpo6zp60wtZ6XdcV/HtqEJVN1aXd3oiNGvj9hshv2Ke9QVWGVB9za1iEZqbWyn+QZrBbKRCZvVhmG2SXToITLHx295GJja0om+LZoxPyOiJr3YI8csxpA1WPwR5Mm2H8+YnAe8FFPvuzx8YMUBuv/ny2rcfD7WyHyHCC/0/5a5rmK3+wMjjrOMb9uxYh6lSFtK1AQOt9ykQTjyEX633nVyuo0/bre6rriJcjYHSk2nWW8Bmgv8UNKGyg7LIN0kH3PnDvMrtedeoFyyWlENW75XGB0IUS+sn3Y8x9o5xdTrFefhLEe1OXxw8Xnc34oJDK+q74al7hz6l2GYaf6J4aYd0vFj08w811icCVye4rqOQm6iYX/0aQ5FtcZtCGVkHFE3KZ/FsX35zYn4iEWNfX740N+EQlOXmsV6AddTtXOw8HHKJilmWf7CTzkPWziW5RzS2QXEl9fvGYBByjgyHjYMnbdXvjAO3iTrqisnnLMmJNgeu/XllOg1WAHTpqjVmLqmmL0HlHANj61R7rdlS3NGuOiGsflru8wOaC8Nl33FFMrpxNI72zyf6PCR52xdb7xIxlAhZiNLxuowU3bLWOjXmK2bgDtYKmgTDXNun0y8ehDyEEUaO0X4AuFKwseL3hjy1yaq2Tar+zs8zbRNdo+IX7Eql57XP6y+MUEDWVc3DLBHMnAmjHx5KRkNjjeZ0zGzrY5/sZIfobTgBvmhMFOyK8YJ+x3jev5ESEcQv7EqsyWLOs67OzY81kT28yrRix54Y5mi1yB7dRzR43ifDLE5znjO66cW3aCSemUgpiyjc8iWwHfEcdfq4WvF3TJUqK9Z9nP2L8vPkWTX1yqT/+sYxjaqvVu77qGP09gtqswgvXzpXMTrN91r5vva0QvhpHz4AHrg2ZqxA1Ra9wW5vuuYGturQ6Z98wI41CM4vvSm1twFgPpZpvAwPwcHgaMjDmmOkIY7Y6K+z1steyoTnU2+4MYz4HaG6IzXkREHJbPjMsFMuQI8r/q79wVZSwoYLz37HfVM67Zro/2FPNMuiyw1fX3X/DWhf4+mRvJtAEJee21PTyFeZviUn8dzjZ8LC84HoqteykGonWSf/9Q0NXy/griIblvGGdXhptNN5DbaFVXnmtg21Fd0Jvrc1jhbfM1yps4go4tMcR7jEd52uIt19fp4JeyuV2FxXBS2xm1hZX3FfXFKXFan4qb4KK6Jb2GpeBZGxClxO8PrKvXs42LIHSTO2to0SriyfdBP2Wx7ZYwY2ihLcJ2Yb6A6c5RUn0wXjhgy7/k0mHRUt+rH2LBTfNvDpetEUQ2cXzlJXiwgAuTz2PxiBSnqlX1ZWZ3bxgvy99j/LGj9RE86uc9AW0RENTuPg+lCs7Cj9tQfXSSK8WmZiHz/XbWlf+etfAgbskJHtY8bNMxm4ZQFOQgaseCn4PkKZgQcroDnqsnacFiMlf8TzEzNMcoMFPFmN02K7muD1E3Q6Ncgpt+hSLdAUdl2LsXVTF9X966RSzFldtuI4zLeL2X0NFtqUX+LqM8Ikb4hhN6yGcnRGotOslfjWX0wc3gWZjtA0vwL6QibXkMDFztIoLwDv6zX4alNs4+0b2G1DcvG4003ojXXCwTbaQFcyDxCW9vE9RWeHZpgPzFfzE4xgbd+dpi3aPB2Bhdj22vsVrQbD1fCZ4vAfQjOwl+GwBqMTQgdgbcG4VaVHdhN6i6Aj4wvS5OoWdb98TXczP3sRG7T2lgpIz7sI4MlJHwxKZ40LAONb0lGvGgWPfdk7tm+qSa7IS9bmJFAJ4piFKrj3C3mBET3ciw4q08MOv9+s/7PI48c5gLXrwhunbyubXrQR7rOubR6g+4/8xKHRPECwkLNAqTStW8eTn3mDviySyauS8eg4LHPd/uG3i/5xiy9f8exg9j7vK07npPLsXD2C285M1nmpsZfm6tH3cGG310AJLf6di1X2PnS7fYC0yzGCBN906n+BEfeBuZr0g7aKzSzJhhpilkbAbJGbFq5I8IU9s2VBdAYbnvrn2i79Dr+i9KZl0NIfft2YLP5B1OCZAuiMFbEyF04jobgztfG40RvEznSp4HIf1ESRWLNOeSQyQmeVDoCJsKyPXC3wLCvtZn9TiQyjdennC/mQ/4P1oLz6s6o91N1NCOACWDHDQ8CrbxrdBx2f2rHjSmsTEOkzAThKM514eg5b0tO7DhJugxpT77IxKjfoSUrnE85mcZfxsGYpj632PksdomRIR0oNhhyBUA/ewcHznKLKPjMKcusJ8lbR8c6Z2zYXQc3b9yiyNh3zYaPIpoj0T1/TZkpAK2YhRTrRMxvRR6Ntq6cjEA7FmO1YpbbSU9qywjXnih966ZupDxH/1w5Bz2HlUX0P8GBQovjoogsjOKy7EJzphFZrMYhR1TrByVlxzXYs0VAHMsxU8U4DQ5UtUmzaWrXaHCU5hF6naNpu7QhcFZ/OKHn2MrGwc4EcLZyHV0Gge7SpLTxYcsxxyKcZ5cI9brZmIGBSDMtoUs3vJOFOIbPZwXydVK9Q6XfAoYiw6/Ek/EMlqKINp5OXTeOHiUQOmfDbAVD19H774t+cTn2ZpxZ+GzedJQJZ7emqYnB/EUENpF0+PiQmOVMvB+1ZclFXjw32/A7azDqdgmJ1rsj0WYUUCS6QohIxtv3YbcT/4UVZ3sE+xCZxN2DxUgwsr0i/ieSKXaTpV/xaOpWtqWL+cGSqZs06ekYP3ziD+P+xd/bC4DOYKkvSdKeBDoQV4C5ssjzhvP4Y+RY1gyx614ic3KsD4SgMyQXotGxr7BBlKVtjT0RBghHhInRCWJ99EtcFtwSp8eOiIOCI+Lu6IKwI7oljg5+CfNhT+IGuxTWx484wD4Lo+OGuL5ui4nBEWFo/Qq745Swr06JdcAvYXG9ipviYnFQ9Cu2xkdhR/wWhkAnhJVxQxgRXYjD4Ya4r27F2e+VOJauhOHAL2FWnYoD4aM48v0Wg+q2MBZ4Ii6iW3HVeyV21ClxI/BLnECnwoL4KGx4X2F2Tom7gFvCcDoVRruHuHOHiXOgX2EvfIjbdixOdDfEpXRbmAAcCWN2KTa5j8JA+C0sP09xPTyJaXRSXOBuhMX4Fde+V+IiugqT24U4UY+Fke+HOIQ+YRY8iQPLT2EC3IjDzqnYoUth/F4Lc8qxsJ1LMeZ9CJv3KO7djTie/Ii1eRU28klYb26FnTkRdnERR+5SHMkuilt4ifPiJEzoQ9iWW3GZD+JE8yzGsFPCPvMrbmAXxXHut5g+jsVl7pW4eNwKs9xHYej6FjaZY3HfOiUMMrfCrPUornG3xTWzeEaYYu+ffuqIGT9R6QvI5Iu3lbEGrJaZ9e2AgXIW67T7dh/Vi7HqPr1hqFvTepcbV4kzFdyaCsrnY/xGTXEv1bfDqTKrKSOA94LOCyw1DvdvrCY61ukd/+9Kz1sWqd3K3SIMVWSFWqaIffQU45at7WY2BWMF16zrDOwIR8lfMNaZud3OrL/S9+pl/4enszAWKLIplLDMm1A8RNHGieFKWSn1/XE/VxOXZ323JSz7AQljS3K/NiNOKn1nTt3W1sKQGFkjcW3jxuycT8rA+wuNyWkIspwR64sQKjKNTe9GTLAbk8dS0WKEtpoh4m0oTrYglfrHdf7HSZl0Q72GjUG2xpVfR8iQsUOeho3hXBMhsAgbEXVLU1OAS3iY78D+YvFhjWp5tY77JdchFj5nsowLHgu39CivwW6n9L0jbOHaxTnZiOGA+Mb+eNd29/x+2J0ikBoXUxyIeVoOEMIekdbEfU2AIInjkLQ7OvtBbQv6+RBDJ9cDeW6w7IO1Xch7IYaTfMfLK6OzG8mQTuQ0EMKASmAe0sbGRWc/SMtCtwhC6KR1QNoUlH2QtgvSBIjBJO5PRPOUIOwQa6fjkDc/Bp90bpCZC4KwQ6Q1GYE88hF+wvnhNw0HLtcZ52fQtq26wDxzzEBq9sLieynmPIpqxmX1apUhss8E4gylaGn8vduq3nXV4GzrYHF2IeI0IjTUW//ikKFvo6A+HxE3PA4t8wj26cQ6mumuM6Jb4J91WGMFNzqSJpliD8onxa6y0TnnjUyAMrtgfi3Y6K7MGLeX7C4Zfws3uktmlMtPatfurcVGd4kZ19iS3tXNt2qju33GPvjku2xgrd7obp4RryuRXTf1Fm50V8wYO2/XnOLAmDm3OcWw3xZ+80bn7rxv3qeu+AltYaO7csa4n2S7dNgt2OhOYbXqTZZrMyHb6EJs+3EwW37V2bbnDhOtrgtMuJvb7y/DahOy1zf44nIJtyYcXtkoj33h4y6rxm3RxeYVkFsp9puuFC/X3Ce3yWoZeG3PJmhH2BpWC/A7lLZoFmisAtou2w2uvizje7Ev1WxB8EbfFTCsO/fft+tcfseiy+b7tlxrb1lxd96731g45HK1bcpN9qrg1/aeyGZRXwgzFrTFDtjgKpzO/h2MZscCmcuPh1JIn0ioNQ5N+Sy84EEkK1MQMZIFmAzbH2auzuLsFYlamtFuBGBe9zpk1x53kSBzS4Z2BQO0NFTjWJjZ4OdBS9IpLe7I8M+58venhodiQsiP40U7JuFIbQV1zah9jXHK0A7bkYYLBPN6243DnatrJ/r26o1fly5uI2LUXayTVwxiF9Ns1S0y7ZRtyznMjlZIlwjgPjA98JfBuYHZRGcpbw0fZMqONcWehcYIQWzrfCNXq+HV76DJ0i7m2DiaGWC4aqLCjLrC0YiyV6K9hWxy6Z8vz7E6TzsWyDTTinTpfc7YQczJmNgCgUxrWBENz0SCg4MZLShbgM64OyGMYXMGAGnqWZsKXZudhbdjL3NZyI+ju3VuwbKqdhm5l+WWf2zb6NGIIgc+z1kZa4VFVpaEujX/yKOryybfe7wa4yquJm9gFvoQpV5R7NbDFmtyK01C6VwaXb6GCdBKtLutcOsNPfUs/ukmQ6tjQKELECuv4+S5my+xW6GZDb0dK8NugJ2FC5fKnNdf/KUNoxtlYjobRgdvkcvpfJUZ9w9FB5NwD/ebqd9dttEusjuq4xLDkGvgt6Xvbhtht7D31W2pROlK+W3h125pv17SpSAL4jZrmkjwi8LUcqMFK+WMBkVaUrvL5QRAooqtl6TBdolBRdzjr9CYracjBUd63UlvY5yzeCp2u6CWY7nang6O5ScwZOmYr8Q0leolvzzez6cZpbROEzM5eq5onQcb6dhuckgz+Zlbjh0h8VkKmChZLybiMsp7Pp7eAis4c4ZtkCH0ceGKFIz10LwfT5NHqMZJ2V89CsoJEWftUk7buY4S79NwhLPPwvovu0FAO+ABAyeO1JtejYbE2LNm0g+lkcObN1qehoiL1ruMs/BVLnTdoE2xUMXvqk74ks2HZS2ouErBNApK0J27z68/W7j0/NkjszCpvtjCDl5h5zb6suq8EYbADY5PbPw6L/KtCL+YM//kzOwNsdm8nDmy/zd7yqpzHWa+B9lqoiUL3eSetsuxla70mfrY/4FJL/y0Fx2FwWMEsnGWXucWsug7vOXKxlhotmaJANsZp4Kshkdq7KWfq16qH+LbKJkcX3c1jttFP8kuMrdNvMUaMMEKY6j8++wUMJa3Y/XfxBuvrPHT6t0BjgKxUO2icquapn2FWyfNbi4w0WKZJRAr8el3IySfsU9h2F3hzoTu5TVBt3DlNw3ZGEvJ1rYDVGlNVyX70uOdm3DPALO12wSotOKr0iHr8W5Z2GPO2dpFA3CntruWP+o6+dfme/YMf/wPC2uKq0o6ATXmFkTOKHWn02YRebhp6LlVJrcPhYF4qjEPKU0q1ozcmlqPHu3G3qoF+mJP5zBsoEPpmttqnGjTHAWE83XMWT4Oq2kOIqLZSOkpKuRt3y1AqM30xxzIseEAj9K9Hm7LqM4rcWmTZQsVzaG897ogd5e724pKc9zm1dPpcjzlb2vhiu0xr0331YwtAGlHyWxiZarW9t6WkF7tcxHkTPcX7nxbLm2hAye32ksjFWlqlkLLeX9v5l7suI6/nTOB7w47ydwLwP0fN3692AVHcictZWLT1rbx2hptwdkIcR4cdFoOy7f/sytkYqgsxzWNtGEz2hci9tPg94d6FBP7qpydn7YCZoVEUYRzSF01400hfP+HPTm+Q2gabVIeJ7laq8ZxSlzc9P5fn9QD7oy4g2Kme2y/5cUss+hY90TvfMAKxa1Gkr/Q4IjbiVYwJrgavnaaWsnOepYh+oC8vxf+AU8jK9nZjIW0uBjiDjfMvy3V3Xp+EQubaLUboYWbtGfMhNxAEEtv0tzbqPluGDgpzqwUawEv7zC8XfDPdjmaLDMZs6t+hjiLurvEoWC9gUPuLdktgJQySkxoxHT9ZQ62W5dzTibgPQGsq1kj/pbA/pcnNh2n0sEykt0Us81XvGthcvbFK3HyU2vBbmUSse+AxzCg9s0cN4g49Rj2QQYwjNJW6fSFA7arZ1ED+nP0Fz7Q8XmL76FrC3AwcatDdCCkNuwa2rkQMAG4aUc8tTUz3edwVnfPvYkCnAlDe7XcstV8eUIAh6thNqJ8kzOOfxNirIYe6q9eARvlb40ykq7rvZji2aWO6cwi7XcserG925BH4lZoKHP+v6vbbYE24kEPquaH1I1SfqI8mbpkN3eGj/Xj7R9bS8KJb1lVl70cPO/ZcwDdsIYJQya1j2OOWZ5FNeM8aGfAdar5dOGRcqPl87JzLYeOhqKZHJxoOtobp5pZ+KzfIOSvSJlCGtg7I1j8Y2T+e0JNDgd9wvjJ0jCGHcv4geKZpn1rMPD4fv+0c838GKX+Xf4cwcMVbAg7L/4J5LA3xiWT2j+Lxiw1iM04Z8o44IqRbrog5qXRlg/9uaiZnENNPFommnCG4/zRb0hh/G4QtFuMwnArQWDfh6Jim8CvsAZ7VBdg3bn9yva9C1RZel39uonBcYcWLVnFOHadh9F865afeTs2brQglKUnPXu6vUP2Wv1rsjOUyvD/Zmvp+d+8DW4ERKkLvSmwumjpQSBr+1f3s2B4DvRp/SGLOqG3RD7jiXJ2vUeVg0RuClolsCPMaH7d5oVD7psEFyrnqP+b1E4rqW2UMMtS1caPFUG74SoMtl2cxRHblLpjaqGFOGgOfYB02bTZIPuFiZuhlbP2yQBZwc+LaV84rKXLeNIymk1caa0xY/ydOmCKBfZ00G/p0bJZFXMtvHOGCrAME33iOIdcO/mKbCGfTVcRwnMPc3VsoLno+t2IL1624dYJmO1biPa3ZRsMWjOdsx0LunMwx+fC4BC/20IT/K0Kjq/bE5uVvKTlIOiG5Smc9WYjpnZbz/0uRhke32p6cr7SbDS7z3QGXuZkDgw2GR8Ab41o0R07VP62v8Bptly2X+/uWX3Ms8u96ssil4pnCG4j/xzaddTiBu/6/BRw0WNf9bYA3+hYcdlX/338oSnL9tD6mTcRvbWGxdXbsd5asdBcX/Xb+7NpVscSL96hz1mwAIfpl/8MtgvYSDuIzDaSfLziaXMeZjJqfWR7T1dsXwOKo27CaB9WWgaN831I4ckoEzE+coWGAvFnMOYCc5xtRyOUP6uaDtx5wA4ISMgZSXpXdWMCsW8Qk4Ly7u2HJXpfVc4LovxhjgybnnbtuSzDnTN0agJLJpYZxN7YJKeyhp1eO4ArNL1Alrd3O5BkdWn5e8ljFZa6Cn5vNGKu22CcFnPXhrlmvOneLtqF3RDxFgluhdpLLvj3E+75g1ZtY/mU9MKma3LN9rZniR0PC79F74Uj5M4wbN0gVruntnTvLP8HP3mphyc4rxnR+3aZ2fsC787I6euWp5oDpazG5155by2K/8UEcvuHSNcK0s3444r3HUPY4wE6BVs4vr4/xhyRf+hm/jlEyxRycQuo5cbCL4ctIiMziIkn33WH4U/jHTpqnoYko9D/QZOivQc4LAJT4Vt4JA8rMOiAGrP9CXDDA5DLXwG6eStrmNqeD1lCIzOlnSeizysf5LAann/PeDfjlH4RDkG/zLWFJpLEFRT43t8OPbn8mCaFRiF6c0qvuym8WbupN/Yc+fzpmrfb9WkRPYdNsQc9FlcafZ8Xexb57SaGDLfSBnO4lu25bEGsTWyY86+zHeQPnFjI8CyHcAgZq/8asTccPtjSupH5S9o1/udbG1t6NcQWnMctTKAUEeu2AbvQ14M2jE/bGg29CBwxXsMQrvbVQdV3hpb/3NWKGT+hjINL3xwst5Pc3Pq4fQodnJRrw4frBHm44SbyvFPPOv7+S/OqG5lx4s5SD6sdZ35nRo498+sIdOHI+UgDYvFXEd6ZdViMzvCq+1bz54VvwQBrDiTyqC0WmW6V3UVFA9OmYXNiukjDZc4kfesC8KxM4UZbk4axzAhr/yE5krID/ZiinbbGDGPJCGtvJPmHKXaRNmYpMnBGbUfIYOtWD6xe2CbsplLFdqIYDZhBGUSEDJ8njy8Th748KxNcSq3JjG4OcKPMK7sb9doR2wo7qpxPMt2SroabbcskDbMZ/jLmhzi40FYyP3r7fkMc5fX8rp9m9lB94ONBlt2BDwvzpyAvbCEtYyHjwwQfcD+pS0VdmpwAJKKkAvKJsnoL3d34eIplVEPNwp+FxHUQrqRTsKk9wp0J8xlanUgPx5AwOZ//sS558EwmkL06UD7+tDmURklO1ZyEF+bOIVe5JzjTeNye6lmLtv1ag00XT+0yNuIRzjlh1LbDDAcm+Os/vuDDTCGpX3rDacytUCdW+V2v4xScX9Vi55tascgmPKv5hrUvtqnJ0F9otWJ8OpmIv3irFTNRlXqf7IZNsaqPwlC5wHm+rhgloO0aRzlcLOb8Y78bBfbzNwGCHg5ugtSy////TgAAAP3///9aAAAAAQAAABpKAAAUEgEAKLUv/aAUEgEAdVACOunFdDEQgA8Bhqy+N6kvk7ALUSpswhZet+h1B6NboP//CwQBKy8dN1pwJRr4wdrvk0/Jp+QDYQcWBxEHGxzrSw1mdaFblrowiZ1LrLz6cgBRXRce3tWFkmws3eSpLTUBa0MjzLo2zAphuXalri3P4mpDudS6NvyAlahCdOUfE5o+NFCDPtTxR1dGyKKcI9OHo1E0IgU4SiBmNI1oOITyFZykq6ITHZDSdKKXv0mXjZbMkkgrXthD04p6dGRpFTpyLgdNL+aYoxdpETQkIg0akgcqzahH04xu6Ec2PvrxQtD/dDo/feREO2ppcGwiQ/86jO7XZXboSw8Uehj9RiGjSHKQ2SQhF9TcfmMc2Bfz+i8hcGWlcKWZj/ru6ChH/uXY6Ke7+o6BiGNmWTVJoIVbHr9jmb0W1IUU1DcThVn4Fgh8S1c8n82a/9imQhAYKLIXkMJVAR8SCnDDm28p2NG2zMz+TZER6MW3nAIE6QLYj3zZXjV0ZCBFEXRQ+JEd5sWtFN/yS7TJ2tS8+cykcfAtYSpDUMkvCYVUxSzrsSxhXc0h342gk8q+5I8zigScfmVdCz47HDJqFSqJjSJ+5Vlblz85JcANhSvyotY/NBPlT77VScTq+5SjhpaxqVwmCZWe+pRBLkyB6JBFrOD2KYU+ZJWgSDEfhTIaYQEdEfM4m4naiBESwygf4LFFruAGnrF9VudORk+OwQXGkcwuM28w58fDFjkKqCkeilZ5Na3z9Mma/HeijDEyT27DmnQ2mCqD1nHKlnBIslGNb35bg1b8rDgH+VJb0cC0Xoky7nXCceEuvDbU3e3f4+tTrv0fBfo/Xeo3UfepNH+3+q0o/o/6QnpBzzPAnsvXzgxBOL9Y8StT60LTn6bpzCt2mmOCYE6YN+EUWZpZq/RgZXJRgCTSJeQJR7w7syQDJnvTNE3TNE3TNE3TNE3TNE3TdF/Z2lK95z4lWX2VTH5bqX6RnX9F0gBRtAlsgSa4BMbgGBaFWmmIYWOJaKIWlax+CG7qTbp29RsdUbmY+Y9tdvpYyfzIsDR+PkB8SdNCAGKfMo6K5lkfhNM6cgjRZYw9TKoimKF3mVSmNM9MN52IbK4hMUbQiDNJ75wRp7YcYlXJw5CyTUqelMuTzFsgRzq2kSFLRyGHirKPYXeOLkZkG2hmPX5BIh+ebXH+Ytnj1ggPmFg9mE76Mj2QTCOFmap4NGHQaX5a2YzQbu4pjllSM/uNHgkx0ybWDIxJIf+pwnP7QiC/qiL4cV2MhY+/z4qQ7Irhx0cDhEzuA/W6iMbO4r7j6oFl1iBvnmArWTWDnmIUl8QGWFlRXfId2k1CHaVMZ0odYgRCEW/8yKZUj4dmUTX4jGRS9zUs45PjbDCQQ11lECKm+X4iTqUQQcmdTJwQdlX9v+xlXaucfPnaOKgo4gMaOXrRUylDQhoYfCD1Ad/46ONgRGaMkSmo2eYHiulQWGWDTMijSjAN7AvmMP0WDmU+Eo2BdcL+oALBSEw3ucviUWAb5x887cKkpCFjSUUMbGr6hFw6eK55eY5xAyDf6i8kYaX4hExwCtHXJCRBU7X5nmJcGFvE+J19FBUB498JRTQx/vucr38OcYR9Tglqc9D+mBV3AEUd/2UUNUIhc3/zBFtgKoiPmWpj8Mrra4LNmIrCZjnsPiN/fYdSfkWVCKoG77YfE74kOki5VkbEHxYZwihQGzZCPwnpUtUoGeMlATF3YZbKaotht9oUWgy0nMKgwBDPhUzVGoKkaZUcqg5bUWA+dsKmtwamiVSavezyB2ohiy9FE3X1icU+Nxh3lHlNP0j1kevRPb4mrfY00p1Z8cNq+5lWnJF0aHyp33FD3a8PfMxWtEE6bP/RUBSyNUvr+phgWkG0+JFLZpzHx7wSjVPhS7rwYpT7l0kAHVsE3W39SS58iZxvybj3w8unpNRxuKPvV3bCfU8Omz4x+T0fDGB0dPueQYSLWGu/c9An2pn5nV+biFGJn9PK6x8T+gmoGPQvUdQVXiD9m6ydgYZLH3MPA+G+/Jp8BmfBTRc/k42aLGezdZ+q6pa+HZ10X5Iuuo9RjPZrUquzxNCdofcATNF7eGVovqguNB8VUbrPP9F+VbLoPiCOdF9pI+0H4or2o93Qfw1k0H9XL/0357WWDcVIyYd9kmTEPSojBpbKiTJgObHtj6xYAE5WJD2TF4dAs4thSrOMOCCzX8JaltGLhizNhGMMcIQh7bohS0NwEMY0lyWzcpcFvdoD6YARcMRhtgwLTPbzi+BvnDQy7739uExlcti/Ho1RJpiV/aRq/Y58K/7sK78LDy9r9x3dqLxa3vhvaTWyE6rKsmTysv5jEbQJcWNZMglSP6SHIdd3xR9EpeHZq3zIqSN8yCx9Nk9uZCeIOsl6Kh7+SCc5BuCsZwWjH8mmCOvRGd2P3PZK/EjC1lTTCnRUG1uWwgqnbGcaoy9pdyEKkWynjbw/OQLzzhYZvUWF2ZmAy5+E4ElHSQ89YZdmKRjWZTt5nU9pJIdTDsandLRTqkOVJrEJJkuBkyrLeSXzU1b+2cRgqCw6GEpnKbgxkh0T+vktnQj31tPX3r3F3kZte2OzRu1matp7nwUSJJDxsgcROAaeIctn/oB3kLkHmcv8AwfBD3ADBgpYLXECVVEcCuqpiYkrUVEFmOIAAEjxqKWlBDwBd+IK+AAuAAHHwlriS/yKH2Bl3cOHT6vb6vZxfXX9uH9et/tn881b7rqr7p49qq5qKt+oqHbq1MlzJxWPi8fV4+aZM+fUPXXpuHbcOG5pqalr6spxT/nLXVf31W3lvPPOYR6rUSNqxj1z5hKNm8aNG9dzc3PMpwsKWobT7ewk435mZrqabqhrxtLFdDPdNS4bNpfupdvGHQUsNOTj23PFAA4S9gm6gYGALqD75/pRoTJFijs3FwVKFSuulSeuE7or7hU3iotlxw4eN1wcOHK4OtbWXBU0aNSA4caIIcOd4cLFCxcGCxZuC9eGewOFu8Jl4fZw1dRSuClcH+4PCRIiQHAfPJi/XC+vLgZcrtbYmAMxFwysgfu1tVXBreCGuRZc2c1ScCdM2HK33DKXTEgoCAgI61/uDhgw5QYI4ERFleQmuQLcAT3GukeukhKSi+QyMTVBRblSUk9TrpM75AbB7ut298ltcqPcKhcAACPXyF1aInKJ3CJ3iJTUzWjbpg2b0LZMGdBPMi2nGjVp0LRnzphpQ1tPU89WTmvarmlFS9s4cTrbzhZO+0aLFry7uyx2dC1dlcFBwcDAP8DD1tCwsC1sCVvBvDy9Vi9MHZYs7V/r58fXF2av3WvFtHx4V1orbV0Lpv3yJa/Na7t08dJ6abm0W4QIIcIWpA0ypAWy1q6xHSnStrX9aH+0bq2RtrdxvLpXWyyWdbO2QUF79p4WCKj1elqvpXB/KeTjS9yJfwf+/behoeOi5dbUxOzsHLPH7DJlyGwyGw2aUFE+W1X1DSpqm91mm5qq2Wo2KamZNY/0PqQ3rbgHFbci4u5DzEMk3FsINyHgvgPcgH67zu+K37ZiRcwWs6lQ0dt6e8oUL1FC02w3aXYaNjsOm81mdNMZzTO6+/SBs+FsV1c5W872s0+3n3bv083hFt6pW8+OrHftuC0jd+Sm3JL7tHVdO9tO+754Np6279Wd2nJ+Z9+p07Z1/tBtLFj27Oz+9t/OkkVwC24tu3Cb2WfOfO7PDQrquT035+a6SJECZoPZVaqE2WE23d7bra/7tc72sqFA4bK5bCdO8DbefrK7lLbO2ZYbc1NuPvvNLt2cOzNzc2/uysrLfbkhISf35G5sfNyPm3EfmpmF0KABRAYL2wKFFClUnDiBwoSLzYJFixVbxY6xX7yAsWFsF7sFCRIitogRGzCA2CPSdtousVGEuLAr7A37w/bggcQmsTt0QNto+2xzSEpSUkJiatpOTktQUE9RWKAdBCQkNEQ0VLSLttE+2k8bAACpKb5h+O099nu3rbvdzfe7gXa8sbtpL22kLRVgB9hUWwBN0zRNf/rP8zzLszzP8zzPfZVM8+y3lTrPfpGd8zzPcz3P8zzPsizLiWiiZFmWPwQ32Wy9Sa3qIoWSPwIcCP+Rj66JhM71kBZ36CPFVgiYSnUQFH5rlV9oHTMuaSjzg1oND4SOUyl0nloPmr4gV9sIkySGqBf6M5ACPcdur2axBBEIRo5aRIkWHJQM1UpE7KbmvdqCGCWEtc3agBdVrTBwHTaBC03TdE3TdF3XWD+xruu6ruu6ruu6rmuapmmapmmapmmapun///8FqODMkOQMs0lxIqTIg/NRnw0jB6hZNVWOSEtAMxHYX9CXL3shmYE2dmD2SQrfNI8ykCesJkKwzHvPjjUVSL4z8canxUxGnULEzYQoeZGLiaWHQ4NDUl9aOFIXxu36MsBhXUhJpLbMjKzrKbXlWZ66NmQUU1cGWtX1IQ4oNSWd0LpGJDtS15TxXF0nhuHVk2+Cula0EElHmqbRdV3TizmuapqmGfXE6Ec2HPSnPyoAmnbUgq2abHH9X4dN/rr+YLJtdjTYNAC5Zfk7jQRUFMx/GcZZ199HqTzHwSvs8vQdQQflw7tP5K9x/qFa9y2o+Jat/4eknMUBlkI9QlZq+ReJMN94VSuM1R8GHqCM5h3LsUbv8wXOKT74QOPjW/YCH41A34xVUOaI70uyCX0mIFdmM6gvtJdf6eHBL5uXzFULukD5/Mk4rQ+atjh/SiIasmUaDLO/ruu6ruu6rmuapmmapmma/v/vL0NbXPMcVfbG1YQiRH62bS4oi/oYYCZCtmaf9XlI6w0hUiXkLc7PID/m5NlMY40CczPb0xoRLTXmH6t5arKmHCW0DQ82LzkLF+QfALI5xxNBRh9k843OSMPoS7683AOjS6J8pvUKHEt3biEpJevxwmZOEcIOrYDkjMVaIsSnZQbhBo5prWk2k1rTICLP7MSGRdkDM3OVAjwCTRZnsqghC2QMs9idqJjX1bygT4kklKJe41vjW+Nb41vjW+MbTdO/i5oHaupCHEsuAzT94x8/PkZCruKJ8fBJTXWtU0cPqmTc2OhY14qLnHFm5iYmJuVkLOnkVCAq6oCUh4r7xHv2xKpvrBq7xpaVcWVkvNr6NmZljVuxceuO/fgh8kRxH//6Ax4KyoA34J+erLyVZ/JLnWM0LzXjy9iyaskq/vMav2KLigb4AR4JiYAn4JN8U2Eh4eAgX8wXAxrGiIiHjPEXIGRUZeSr/FGAIAFAQFSeyg/5AWrUjIaGponTxGXKgHrGnDA85T3V56eZM2fWxGtiNGjesOmL9/bA5OVl+RLj+d09gAA+9lNeiXul+I+eHhcxcuLSUjukpKZu3sRt2pzC0RJ36XLFS8yFjs4JFixQ7vDiLVvm7Oye1FWxElt5IhcllpOTEkuJm8RVYrl4yhQmMZOYSuwklowdY8rYMD6MA/32RB5A3BeDifl8ky/gCcSJMWGsGJOJzcSdMV48F2eJOePNGDSOE+eJT2Mt8ZUYSiwaj8amsZzYTqwnFhP7+YWJw8R/f4FxYCwYGy5ZYhXHpD95UgAK3Rsb3WqgHhR0NjT0oX8Y0Rn0ra1UrqsOBQpWx+pSpCjoCvqUKVk9q1ux0qA36HR0Y32s19VN6BO6nZ2FbqFr0cKhc+hbtnjoHkjs7bXQ02PRWXQwYEx0E/3LFxFdROfCBUQH0fHwNHQNPUuWDD1Dv7uT0CV0LFge9Af9yhWtrtWrVFnQF3QqVBL0BD1KFAQdQZ+bO9APdCdODHQDvUm36m29rov0Ip2RUUgX0hcXgXQgHRHxR//RDw/VulonJNTRdfTBwRw9RwcEpNFp9L+/GX1G5+stelrPy0vRU/QwYVR0FV2MGBgdRu/ri9FjdD8/G91GDwy80W90QUEenUcvLOzRe3RDw7W+1hMT2TpbV1Qc0of0/4l0Ip3ubhs2+A4dsB0r1EMIdaGijlbUi4z6CaNulNRRJPUkpf5CqSs1dRlNvcmp73DqTlHdR1SPkupHpLpUgI4kQA/Q4eCoOlVXoqSqV3U5OQKdQGfSC/QBPS5OQBfQ396m+lRPkgRAB9CNGIHqUD1IkKf+1HHgYOpMvUaNpb7UXbhA6kh9xYqjfkQEq3YurlV4tXt57YH39K8vPjCfLibmCrt2Bw76DL/Cr7vPu++2Q3h7GdwpdAzd9zOgDhR3s7jHvV/gvQIZmdvdHiHCH/hPl2U/sJ+ezbbCrT0srA/cp4OBscKsvatLD6ynM4BTe4k+ohP1Lt2LFxKdRM/raVBQT1NTAahgAqiob943rx07c945b+qrOmBAlQABUgDgqNbWVVbWOnrePBo0fMiQwQMGuAIfPnj69Hn97Hn9BIAJEChgxQVvbX0pUJAFZ8EHDlzBV7ABuIqMjENZWQcLBWAsrAQI4AWkpGReMq+pqegr+sp531CgcCZBglkEWD49bRMnjhk4rxs4AbxgAQOYAaylFdY1JsOyWYMGWS74S0wMggMHG2b4wXsnz5unztuGzkvnLX3vwBt+X7j/gXuHsVkwGAyeAI8JCXkgIDfmrnDr+rq+r++qphszr+Y7Ogqp5k1DRBSUlIQEI8FKsNMb+jqmgaw937ou85Z5Hd/QpiampaWiI9jod9aLlu/iYuab+f53ExOTccwYmvPzBQVtPDP5UlIqXr6MiZWLr+LkO/kmvpKv6ovnnQNHwUywFHwB/gB3gPf7590DV4DPYA/wA5gDvAH2giHAYbAR7OEimL+usAsPwUEwDDvBTzDS+/k2vvR75kWD5vF9fNesiXwjXzYv6dvy11e+h+/Z48pduaoqH86H27Gzylf5nDl44Hjyz884PA4vU0YOl8PNmKHD6XA3bu7wO9zUNBWV59naCrBggdQr9SpQ8PQ+vVVVS+/SCwAAktMLvx4eGsK+WKH3SOgVMnqZjF4jpTdKieo1wPHU4Wvq8DqnPPSUn5Zy0FJe+oaTecPfjPLO0TGjXFOTDWfDMTHVcDXc0hINR8MpKc9UprLyPKyctQ/X04f38cNb+R8/Lv/jvu77vrADB1gv1oE37MB7wOptYPVaDXi9BrwDXgZvgBeJ6E0ieomC3qKgNyh+geI35m9/23fzM/zyMg1PwzMzRbko39xsw9twTk5STso9eZxX6TVgoOlterOyoF6oV0tr6p16ubgEvALerq7364vAS+AFAyvwFnjFxK7eq3dsDMGL4JXlBG+CN/s6CAwUREzkihzwj//58UFeWMgNDQk5IT/kiJwKr1LFih3PkkULHb+yheNd4Viw3PE7XsftokiZ4sMHG9sSIUreOJI3/saLFDFCZO4JlCFtPEgbECBua25J+I8kakngOBzvwXnwOR6FQ+Ft3AgfwoQv4Ud4XBwTzoTLyTnhTngT/qREiTROokULFyxe8BUpuAqOAsUL/oKf4CY4cDjLIHMN8gZuFiIEh2DBwoUymU+QKfAKAV5dDLi2tBZkKUiAAOvqgIECVgSqBgigCjAFQCoK6smpiWlJKQnpyKiIaEgoCAjr4w6/3G3hys9Mb8e1kPBVaZsR4wUHMbAvqimp/tahM8fUk3MT0ZAwi52LBckNJrQQ7ocappyIW5TsKEGWxfQ6ke1dNMZk7yFANHsHlXFn1PjcO6aLodWL6jixAVuJDvF6lQSk7rHgvMJimoC9XTEgjS12jI/AOsCK8TFsGBbMhYNtgP1yK7Fe2C43EcsAy+WGwW5htdwm2AXYLJcIVgE2gRsEiwCL5Z7AXmEPuGZYA9gCbgasFZaA22KrsANaP1gBWKrWDjYAdqqlgwWAlWrjsFFYqPYN+xQviVMC95YEyREjbm1FiAwREgQI29oPH2o9eOzQkQPHDRs1aMyQEQPGCxctWKxQkQLFCRMl0kiMQBMRAsQHDx3OOJht0JABwwULFShMKCOTEAHCg1nOjjkQCwNr8OXVxYBrS2tBloIECLCuDhiIC8RWBKoGCKAKMAVAKgrqyamJaUkpCenIqIhoSCgICOvjDr/cbf/4eXVt7cNnD6ueVdXUPHju2KmDSud0jhzT0jhw3pC6GW3DZo2omjRozpgJLQP6Scazk3PMpmYm5qVlJeWkZCTkY3eE8+C5Y6cOKp3TOXJMS+PAeUPqZrQNmzWiatKgOWMmtAzoJxnPTs4xm5qZmJeWlZSTkpGQj46NNf0ZFxUTEQ8NCwkHBQMB//z6+PbEhNHLA/PFSxcueFu0ZLmzq8Nyhc5KFSpTpESZg/LESROYCSy3JE4J3FsSJEeMuLUVITJESBAgbGs/fKj14LFDRw4cN2zUoDFDRgwYL1y0YLFCRQoUJ0yUSCMxAk1ECBjEi3hoWEg4KBgI+OfXx7cnJoxeHpgvXrpwwduiJcudXR2WK3RWqlCZIiXKHJQnTpowkVsSpwTuLQmSI6+R162tCJEhQoIAYVv74UOtB48dOnLguGGjBo0ZMmLAeOGiBYsVKlKgOGGiRBqJEWgiQoD44KHDGQezDRoyYLhgoQKFCWVkEiJAePDOfFIyEvLRsbGmPyNf5H18e2LC6OWB+eKlC+fCd+jIgeOGjRo0ZsiIwWFwNC6CO+BiPAyswZdXFwOuLa0FPIsnIR0ZFRENCQUBYbl337ikLqU76UpGQj46Ntb0Z1x0FV1E99DVc/NcMF+8dOGCt0VLljs7t85l4sq5S+KUwL0lQXLEiFubW8Qd4gpxgbhsrgm3hJtGYgSaiBAgPnjocOZycDe4GlwM7gV3QZaCBAiwrg4YKGDlEvjTvraubWsfPntY9ayqpubB095p67So7Wk7px2zqZmJeWlZSTkp2Ua2kI+OjTX9GRcVE1vElsoUKVHmoDxx0oSJXLukVdLCtUlaJK0PtR48dujIgeOGjRo0ZsiIAeOFixYsVqhIgeKEiRJpJEagiQgB4oOHDmcczDZoyIDhgoUKFCaUkUmIAKF90M5ydsyBWBhYgy+vrpZBy7WltSBLQQIEWFcHDLQFWisCVQMEUAWYAiAVBdU+tU5NTEtKSUhHRkVEQ63QbsJEbkmcEri3JEiObCPbra0IkSFCggBhW/uxfWy1Hjx26MiB44aNGjRmbBl7QhmZhAgQHsxydmw72GJhYA2+vLoYcG1p7QU7S0ECBFhXBwwUsCJQtQc4JTVhnZqwTUtYpiXs0hEW6Qh7NIQlGsIOYbFA2N5hLIx1Xe8H++r9vPpXPr4PH89n1etZ9at4fB48Hg+qr4PqUeX4OXK8HDg+DhwPZ9S7GfWjon6NqBc949Gc8WdAfRlQD9rpPTt9p6bf1PSalv7S0ltK+klJL+noHx294/f09z/RKyb6xEJvWOgLA71goA/s8359vu/PA/75v0FPOOgHDz3ioT9c9IyLfrH2jbWvIX0kpIek9JWUnhLTZ2J6zDGec4wfQ8Z/kvFkQr2ZUB+axqtJ49Ow8W3YeDak/g2pJy31pqW+9NTTOfWndvwdO95OqldN9amsfg+rZ/Wurq2+Fbs39vV//B/uuVCMFRIKwgZhjYyKsEVYJWxSChYvfIoX/sUM32KGn3HDy7jhb/DwNnh4Hj98jh/+RxDfI4gPUsSvFfFFjnghR/wRON8G5+HkPBI5L/fEK3nin0jxTKR4KXQeCp2ns/NT7LwdnreC5/HyfF2ezwvjs4TxYfY8lz2/x+e98Hk+MR6MGC9Gz3fR83pf/JYv/osWf6fFa8Hir2DxWKj4KlQ8lTkfZc7PNfFOmvgmcX5JnI9L4t+S+CRu3oibdxviiQzxQ9g8EDbPpuZ9qHk1HX6HDq+jhsdRw9eI4WnE8DFceBguvAsVfoUKr8KEP2HCmxjhSYzwI0D4ECA8iDPf4cyfafAbNHgNFvwFC95CmZ9Q5ssg+AgQPATZZ2Uvi/kwMS/WwHc18A0Y+CwGnsGWT7DltxZ4rAV+AZe/4vJcXh6Bl/cC8wrAPNiY1xrzY7P/mv3sHTiQ4CX4Bw8oeAqejAyDx+ArVDDzZj5DBg/eg+fAQYQX4T98SPNpHg0NhUfhS3gWc+bkoUOHzx3GOJzIqNSRtHiBRpoAAwKAIgGD9iEQCSNJoMiCyW5EzYIDgoRSGCyQAAAAFwTGCwFJAJAQkADQB8Bau76PQKVTAG0d7qJT6hBAQwd3kSk6B9PUzUVECh2DNHVyE51ChwCaurhFp9QpmIYO7iJTdQykpa7KvR3Lq/pWnoOMCyAwA1ybUmlMBzCM6RhhAMar0YP6dHvLhase2MQDMEWkJLXOgbR1cBGR8tl8pNllYIyacyiDaoen4FiWwJpS53HDxt+DYbAU0A959jG/m1pvDtArnXm2nKIP9JIxD9hEH/VxpLvsfms0DWotqQIpNnGrXfnjVIyKEUyE+Pq9GKbl33HH1a5RTUREYkYKgKIXHOsXIRAxrQZD9OSj8TB+GiFrEwSZtzwMgKemNS7BpDnWswcY5YrHwkC6ZESvoa8LAatricswSYw1+RAPuWIxEISh4K2le9L9QYOe7gNwWJmKgRl76NC+GJeMqbUAgucbDYbQk8jamwdHbsKsKqQuBijyl+UAcNpEx2WEJfN4fghDTpsciEl1jIiHaGuqyYcYaLeXGIEXj8pxmICEOtWXCYEjxiDrdA0EaPJWh2HkJJLUzohCbvtYiF5NShxM1VkGHjVRYThmDTmeH+KkUzYWQNI9I8MhWhLa8wMkSJ460wShhgDC65oVhhCTyNqbIMi87WkBXHWhYTkiDTGWHeCpeaRBMbB+SACSMEFJ0ZU+QIRTjtorseTKLYGNOQCURyY/CkflMhIYy1DPjEPCyvPEbPkkJA4luTIPCfxiEFHUWorDiZgLu9/Ic4HmGFoZ4sjxAgVA6iEAVsYEJcX7tqMMUZcBCuSIVsCcdoChXvFYGFi3joiHyUpqS08wYJq6rbFHcnUDbc0lIEInPJzHKA+MWIS4VmToeixRnXNBDFm2ELLALwYAwTnnxIG3PQAn+mRzZFijxgJI1GGgGShld3qxoLQqGAYUtO6yK8f+cNcjcYUYeGAelWpQxIimSUGogEFcKWmvhgw9e3IQgUJw1KhTJSaqlmVAAYHvpk2ZPjQU7QoAhAjQpaJSzShI2ZIPBw2YPzWNehGgtCgRJiBQ1yq6FOFHZk0euKwbgIPxbtePWJBKIgO0C1snyHNKUBENSj2gS51atXEQZSUeDjYwf3oa6iJAaKIgTIBQnXX0UkKPzjAxcGAQuirQqRETTYNSgWHgctKvpxkecmYigkIA6FFRp06kiG2EAgIP5pmaOn0Y0VoQCBEQpk+l2jpYoTIvBhoYPGcaVTXgRNBQJkCgwC5aKanHh5qdPGAQQf3hZmw5o1Uh2JEYT8qtka5cTIWId9VQJ37wMIN7pqUYfTi/R+wJd9r9aep8E80MrnBsWzD3HaP1njdsh76zs97BGOC+hTUGT0Wa367+I4q6+z/jsKb0fhRnZpN7AzbY+aQFy4OcEvpfUb3vfTWAFM/+QxMFhvWTOK/7qRs/U5LjX5vx1sv/kEiY7ZKR3KrqoFoQZ2vQNLXEzzUh0CaHdYIpMoscqJ6cozk17X3ybNVN6MTkIS+YkxBy3ay62Kdt75tWZUjcLyTDpw7ee+Xkui06djT3J2zPOdbruLZPJjjQMatCPP87uLbmsS+YFdqBTnGdcJQxrHqszGLJ7hweHcWmw83nR5i31zCGwS1N/ut0jDnWDep3gU/ZNjaxBkBN+gKkoeGop2Nl/HRJkC5CRPAZXENwT7EfqVrCnsIdUsFK3R4zpBR6BZQSo5hpewB2KP4iXXUlQCW9IqApYbwn2IHErFhHwWouXWI6mfnONfVHRMFOQlgAgC4q6lSIFbGNXHB6v8YCOg5f5ZwsCySnthjQejDuKLha+wPvihqjUdJW2Dg2TGbqUpTIWZeAmeW3VHwMFIMy1A1n+HjBGp6YlLr8nUMS6q2C7kqEkRtS2GlhlC9t4No57y4uv59cBmywTaZb3GUoZcie+77lWW4Zfm6nb/yXR6Ke6bmq0VKvVOApdfbP6tFD03O0iKcN2+UyFLzrz6koxjQ3vJr4WISR/EesPj8UlNb8UAH8Cr0+/7Nc8GPjDgID/Cqq+edtn42flN5bO5R66xqz7lCkkpGiMnlJvTPo8MZEMq7k8QvPngVNVE9gyixLFqqPS1f849gk/E2qW/xdpI2mQZquZwpZk/USuoRgKZXi7IZ/zs6a4XKmKIvwHkKSELsVoX8xmnoBjjyR/EZ7J9mCRQVkQOLUOCFXZIvzu5UfuwmK1BJ2fKZ7sm36FnmQdBvWm2MKPmFuoHSBHbswdnNIUC+qFhQHoWXMZK6pvyKC9MvPOgIDgsBRvU4NeIiQ/h6jR+KWoUo2VwYpC3BwgH+qopRj6vGAMMgLAgCD0HVRrk8fHuoGhf+hPFj/nrjLsY6USj8AQ/IXYcsgMEeaWdBd9aBNhf+tZrg85/XfTPRVh0YXsaPFH4dyJizrPuOvQSrpRl0hpXDWrBi/H92NNFu4KlvmEI2DNWuPOs2KZ6S+FmWGOQZ14AqLHJsZnqJ5FGFtbLwzCDop633tSFK9UG+8sM5j5FpyBN/WSYeU7Qn2V7DK9z9yvH+J8UK+DaFQusFpvF+OvQl2VgBJcG0NqqVMtBO/l1Kw9seOxQ9LzUpFY7bP/UKm/n0K/4Ws1Q/kRXR4e41TwYQOFpO/aw5ZQthdr88wfteo8WG8mulFj07pP/j+lTt5WGqN09fUfO1o/4ZmTU7xM0mbi8xxPALmDgUDFPgrj3Hk7K4vk563A7FmVz3/Oj5DmKQ7iM5Z3hgU2d0MSI/tqMi8LCn0Sk4eL1Xj9Sn76VityrotXJS4nWqb6l/hPtez+z3GjRoovboywkiZtozDNsfGajnTyoncizSs/WvX8oNSa4WmUe3jft+qfzjFyRXOE/7D7CcdCXr0oI59iAOSxGGP8THlFY8CueQeyGI2ak9flZDJqA6lgvKbZ6VE0DVHOscMGdX5jExG/BhIw+qfuzc/LjWq5INB8eDzUEoVejNWNtNSww/N9gsXzbb+7KukX/yXvPaRC7jLImNL34Bwc3jnV5O6Vwt/Yx5vXKokpZzfAhCoVwmTM+4ZOLGTPx5yF3MqjVVxAdl16Ceq/nBvouef7gJnx1qmroupYN3/AJELq0Pm3kt3Jdw8EJqbIG1lU2Y7RuTSrg07IOBkPYp1UKF6Oj00EgBxCnZHnYPQpnxICHBvyztDsgcN9sb7/WoHcN3iXiNR3SiB4Rwq112KXGC/R9PGiRYCulf9CifOt81U9CSxWRXgXWq9KA2JIRgqsKQ+4/hFrEDHwxIy6rD56PMjc0/Wasid4hQjX2XnntXSSzN2OB+yxvOXGYNeE0LZHt9YG1hiq72T8a0EZynCXNIf77C9otNMGKl4noJEahTqmDwilP9Gb31Fj2ELVRRpV3V4W0uV+w5GwMYauvhbf+jiN37RyZc1jQ6+Rje6+Jrn6OJr7KOLr02QLn6zIF387Yx08TVH0sXfIkknf7MInfzdW+ngb5ali98ySxf/CYCO/qmOzr6Bj3d8PyzDqRtaIdANMoPYkBZgqYqzsIgPj09UufDeqHBp4mlZrpLfA3uTTqsx6pOrb0ddoIdMT48B43hlTWJch6EPYt45tOIIf17xl35iOpxPFBLFui8/isbcI1Yp9xX8dzX1rSaalXfg/7iCOizRDLXMzOc1lgbnE7kYPPZFmD2vt/HuRPvwL7+RlsOJHBk0/8XZOW+3cWiiNQWgOI1KlhMtyF0Glg2bd7fVskRrN0BvEQVLUKzvFL+T1NVtPyVR7Aaoh1CrbaIROXeDpdPlvW24HVHtBijvnwxjohE5d4Pltsob22Isoo8GaM+envUgs/KOBguOkxfbvA7RHQ3QWjsB8+Evn0YDFNdIMg2D9V5wsAWdfgPhxBkNIs2Prktq/1l4NLi/bYqDQwa6Hg0c7o0rG9Dgc3s0oJg0idiZgYPz2JQubvvCQ2M0QHPJNKPGZ4agnZJEWhqXH6MB6gHT4ZIZkZYuBpcnRNqrcMNBMxc43C1XN6Dt6NZcQHEzRFkbRhvXuWChufL2NpiMaOYCFEZC1yW00iw1F1xYKWlW4VKEZi5wvAqu3gBnmZtzAcU4ibo2D0Su5oIFZsBp9MTrindGGKRrwy7kMhcssPvdbqPhhdZcgMIU6bIE56Alc8HloY/2Qj/ngot9T4A/3eRQ4T4CjmLwyrVMg2FylAmS9zfMXJutOjQorqS0m996IoJZjL1yJLG7pLoAk1hOIAc80oa5KYZ1YzOpkr3dsITrpaEVJtfpuE+yJeAjWn6R4unw9ufbJBdLozrkeNFhfxRXOiN/hyziiEoxUhjHcaEFjn39ce0HXlcoeGcELTWvYDwzLgsvTwa1SfaXs3Ybd0UOQ8UhFk+R9HoF0Blp4VUpQRbIaAxwRXavuwRbMujhMd2NxvsAQaxFa0yB9sYoIZMWcb9JPbbBM5hXCCw5nqi0Bpy8qHqtbQxEHrV05tTHukjn3ZZb4wPgq3Aquf2SQnfFfp3JSHDxA0OeCm8fUOicGH+PNYIQeNvNe+IbSvID8flBylaInRAH2xS8ZSqaiDTouRy7YmhcZpblUJpaPavbIBVhwYsE9TtHwDsYJrFvuk2T6U52x3C+d2b3d8IMQb6hv2tLNHsfHqR5MF291DXsi49yCBLQ6UEoVkGZu9QDMOJlHW12EHvPGLjH5WWizztmVCWYtAg5WovLG2C8YlM0vJ3taSbMpODpryilbHJxH9bANMpEZ/FznfyI1k5Yj53DGQ1+Nt8zR3flc95AzMmA3awtXC3zslYYOpa95fhZbA7NV7Jvyi3r+CdP95XhlLdgMshdjx4TyUzJ7CP0GPG+B6EdbJO4dMG7+bfl/EUj2A4Fh6+AkXa6g6xTIfO35utBVtsmITZZqlnjl2XPt38edRMinWW1Dxmw25IE8IsiHWfVM/YaBdzlbKg4vK+10wUUM1rupItxKk9urBS20jvYOJ6rKofddVrXgQ1k0kLnFCpR4EeYbmkN3eajzvmuxg/reNfqxgIM5mMuZHi0MbKBpXevk5rnswu6rYNN3Gk9NQXB1c9sblukVjxCWshfSGe/8zZwRFpUzLw3Qb7NQtKbF9MxpBhp37RnCMPJIZyXx+P9bfM3uE1furs473iw2zYp8x/pNd5Pzc+Fg2wduW219jsBad7s187LtX0K20f2PqusavKdrdW8yGyauGbhI2umfjjonY7A+7x+44TvC7vrxjiUZd2jhWX1GJv7eblerUHghfuce0/AtsfxdcYVn7DzYjRThCdV3PJU8zG3es+zRXSe1x8s/h673Y2GC7FtznPELjLvxENkszt4uXMfzfNctbblD5Pe7riJTVdb9I7+yIe1NDjhxhhPdXyaNcM1rDqb6VvGMcZe06i32zMLCBu9ZLCFJ7FQbZvzkRsQuTiDZDrw1gCRjAZnTOabpa5mmjO3wrohnj8rxePaOEu2xInPL4PalESrsYnC0Wh1bKxR4FwcrX3XMdpGyMi3XXTZbC/bi/n8hu9u+tv5ydeMA2EjwdgLs0B6pzCEGaYObMfC9zYtnImt49Cmxx1YdGEENE9Dqs//zkIcseDAopgvW3w5e8+heA8YasfHCXZW4/Y88rJbyx4cLpLrU57zOoR+ZWZv29OhUAI4Im39JEdueMf76IKaBiJc+F8NF7d76juStMnGC4L35TM1S+B3CG4nf+0yT4WoTWb094D5VJCRdYK5R/ysRY41F7YqXSeV00RMNGt70bLkPuC/HAau2sh0WFXMvGE3EpzLXaQQlti/zPnzXdQmpeKRs8tb215k0tgaIsVM7i/+0RPgojlM9w7BFVKBNmBCwcjguGigZH9s2r6fb74/NzdWJ13zSuNDYwXXCG/Hd2ayh334cHYMLbLTP21BrcCPiIKZfbIcdeiLOXXpa6fuxRfhahe5K+l1J7zXonz3Yu1cet2p31qM212sOUlHO/mxFvGjFz1y6Xinvmpt0XfnS93/b/Bif/Fi9yNdcl32Iq95V7VspWGdExaTAsYZxpTN9s+oHDwPWJ5CmK4eET7acT52rmBYcqjp5G6i36h1HJzNEt4Zg8x/wm+KaisijYA/A2rzAWtAZTg4/cLJx8aFj/1HnXNmPdWLgfRIrU8bDJPOKHmSkqo2CDykMa/gBGDYjXFs0vpZwZjHBqcZM6boAYONtNMpO7ejNTlMc0E/4YdSZSwTlXzKcU4dbuHD3gl0tI4PQXZwBszUacLz+vsZVifqMaXAM6qhTieMNZoV2KGc2NBp4wB6ukkT5ZnAn6F2MzZ2rmBv9zna/JkwNN0zckBcc+G84YcVGbxkLXp43XMa0YdXfaxOx9tufVVAuBfezkEsQhxi9RMco5zHJ+MsNE3YINimxoEkRvT7+T8z1mGKT+qxd4wq/2STZ5XP7ZHe0XF03V0C2Q0+6TZDqnqPgPFMsnOdOrxNuhp22Eh93+k20lovr03AYJeUQ3mWgXvg2aQTdo1lW/odcBFKLi5w2MDfnoHk6mM2zt5XdrUtDeAdaTb24/U6qse5e1fzuUiUsNMdLdqq2zY0vwUMqKEVcJe8zOwbtWfyVXlZNldk7WYfwbVt25rIZHZAFq6LG7aglr8zB1tKSmCtOJzajPfoIv7gvy9Y/mgeXMJclW0RZs6PeYNGLE8B5w38HT9QcP0roWw4E/jYSVfVVoDaBfzyloUpwhBOP2OKri0cDrv8f8lsaKy/Tyc4B9raeFL5MwwX4WnUc4FdxDEcWaP+U+drx4DnE1n5H7NRePyGzptLL7PMIiTFbqFFtgLtJRSy3R/AXddw1vK4zJvvNacO30AxxsiOTPICPc+b7xzWE2ZP97qAO7JU0DIjhQL3cRGYtP8uascSGQWLzWsMSHqC3bSi8BdfXnNkNmy3f17UIgQZdmk3Krj7XbOVpBpPyr+n3fkNQigaWenXHKC27QErrmzhzyY2uAIN2AH6oMeEdv37EMROnkiUw6dJunW/KOgKcu4K+SB3xn6A6YFfBOM4sBNQqrhugdy1/Fhnx1vD5HEjnAwCsZaHjLC2WlnxGJ7aVSwPvZOZjjv/4GDQe7kAeSU7vFur23E9QPsbnMdOHdo8bCueiH/O0OxHplb9/KR+0/Fbftx37LxufI7dtX95pm6OR2xTv5Er92j3ts/+qSLY0Z/jI8lZZBpg1fmuPvM+bRDXogMftu3Yf/gDny5Q9uIbi2811bD8hOkbvexvtbN3d4HbgRofyraDlvBJs25NFOSfN/Cjfg8IjpuYnJ2PEhX2xX3MxvI/YFj9Icq9NtRF1BntXDPibj9UHhApQR8qHDBRk7/5vbftWxwQGv463mRGwdHjMnyXuwfIskzWxgo+JaibB8AP8WVZu8puguazNjeCKMU73VIR/UJ9TIeJz2Yxmv8I4RRPhldo30pulXAs/CtXogVIv33hnE9qBjOfSSAOiN2Ih/lPUAvgKZ+0S8A+HeGD60Q/oHB2MgzvcZCt1ByGwcoQbtKyFtcSq9kXxmfkmWZ/alaA1g0+coosEzT1xmIWcjJU2O4gzwuLa6FPsd22kGkEfyZcz+fHA2GxBMMR9pRWnqyyZCrr2K8f3+JH5/WaDNRcT5M2bfBuibpRrAmECeYk47u5p0N2t/KLT1i0kkJ8HDm4McUsnLqCBRmUXeZfbypxE8W0EXDeBpPze9hB4OHvDreAJu8LvAI2+pgHgc10RnmJdlbf/myXU6Evqxcw+6UR6MVxY/CHAsCyv6kUzMbtKqYXvUV2mME6lus1UUu2fUX0v7jv/0G9jVm2dhTXrjaVgbSHNVxmQ3U1wQs6TdguIH1Ltx+gJhke2wFqBHYA3GFBeBwmxB7sZFotjA+psG00Ab3qdhxnz3pW0pLH4IgN0xT59SIjLbupzI2LNYYpW0FOGFZSHAv7lE+5ZQJnkGyT3ehdWOOcO+U7BPaNdoHtrJ3cPtyx89XjBbu6d7BXx5aOl+pm42ia7q8bLNLlXaMJul40WJ6rW4aRD6wo5g3e74fVsfwnLZHchInWrBmL7cABay9I0x22HUcLtirmmnI3Q32/6BMpd5xMh6P+tHfOna72myBa7roqOwUVXih/vJPsdB5jDuf6FlXZHbj20KiDTex0q+zAe7PCnfK04wL8dplXBh/T3ArNi3tQpYamR0cJbc1QRbDHJYGjeptTSFv9Tg8VDpZderO0MOOtN97vD50ycsgW+qJfsAePus0W3RAorYDlfjOH9MvTXRj9NyHtNbLdGQZi1oIW35alSLPCF3u4GuOXq8h8YIfP/E5Exzp5mLkw3VHYdiP42ZmqAUEOzQj9KUsCEnt/id6TVL0qs3qi/YXn5IStfSz6lWEmYns/MMXSTcuLUWwwjQBiaemOVS0aEmi5dfNC92GnXqLw9ufU4mpjZHAv/VxuKcVQ+EZ6ImEdfQy2i3ayWRTbutiyDghuxTeUlv2bovBlaKzMTX9j/rV3WubOPyr7wrMrla05DcHKWIf43hYoc7lmEdlKW1W77WKbEapVeViZ0Z1Zg8ubjVt4pjwNrM1SgqjbmehfE6XmvnCBc6u1q4FEs/CxLUDrV2x/9CtWv/oVexf9iqWDfsXGX791t1oe4eDZ2Rdak1i4xZVAmTABCscB4RLfAuYZ7xfToVyE5Far7kNr7QdEU2Bky4yZaJOGOGNJkbn12t0N46oZytNizB4b9uRQtWmWbY8+UTwfkB0QymdmOTLsXncbpLkXxMopstrW7AIZVlGNgY9EesM7MaDN3pBtber4845rqcgcqb0j+8JxWYcK/F3nto0DPc4xmndbLbYMegviUeO2QFbs1M3zvmtftYPLupF9hk3pXoda08k7ymqDrWEBjS/Qn7qt99s4oDqTVKvjHnfCh7EbMpy487q5s8QbpsPXuTnags/ZeDmfjVA0mlXYYO/X5QDhcduGXW/9WiNCNNAPS3LdSLAt2TSIbo3Fcd/Vb9ikgs0S4DYPuFkVYwNRcli0OUjOim4cWay6yrT25htjzbnr9+OCSTsiXxVi/y3zqTGQIpqUMmr5blx9rx+XX7nD9px5JgaXcCZ9OMpGGoXGFOGndo6I56AZfdnMtQNGoEaOLGL/jqnqbsKVF2M83hbbi0p6Q8G0QkdMlNtzdPwax8qaZYxgbOIbtaE/DbZ3eQfnlIguYAju7aHRKh/5P3hyHSiPHdpDcU6Ajh1KYCC8+7RBOjyK/6XbZcCMeWmebfFgFqnBCTyQNaCp11teHZehANiMpXWtQn6+4miobtDBhZzmvZUhnOwmVTSsfcSPJVX9zKB9amOeg93726n3Vy6z7pCZu+R05YtoYLVK3f2Q3w7nt7QBeCjpNBVDVnwPz/ElqV28ZhbYfcQmwGCMbcAF7Szvq/Ddk4ITO4FYsDskT2gy07g8SdvUcCm2oM4SKkz4fca9ze3gkz00YhfOPXUwmr7srJXTsH+iL24qAGkVrFW6Y4IRv+/eQao04uvt2sw6D8S2w3I0ZQ/k146Qc9e8mCiEs2ekwyvYXMcDq7JVpLxwqxt+wk3q18sMxWCbpWrLdWvYJ8JfXRwZ3Es3ly+lHArfSJtIWEcfg3fRTLaLEpPScgtyRtpXoKejy/53K5ov/8ehZ/M3CP3WPgvQeecbnm3hTU51a45FYGXORGzvA9NcumkpLj0K7ZLurbKCmiVqboddn8zr7V5c7W1lB46W77jEOdcaMd6U6SudMquD9kl8XL6ofUXprUzVQSbbGm8Kb3Q9j4DP9HYsDTC3XeICq++dpDj3fj3MJJcWW+jNHfFSiC04Y9F2W/YixYpdTXK7vh1clrAgGbyjMe0E65bHhN/Gk3OjWvqksXuveYLsq2dqSR7+3Mn2z2LGpGt0kHg77RSaFv4IpW3B/FFW4PAB9mOyZssd65xmjusc+Haq94saT7WONMx32KtnGBHaHR1pZZ+aZkXexBlEuQYyNW6HbIRqgeC82Pb7sObq+6T+3mukvPR6VtsI5vK6bq0EYNc7jrJFeBMfW/YUEFb8C2jbf4bnWf57M2+G5do4k/yOdOnQAnSsxO1jb5TVc3LE7lgdcfEN/4vteBPz73TLxGAVGoo1PZpmdkC67SVVg1XJRudlDExtNm7usLw/ZnYIgaSjQPoPpIJjLDs1RCKf+TbIJy8GHORWgPUrAX2yD4yKywCsbALwwRqw+KFd2y3NNbZSPV2O9dY49TZJAy7PWO2Qff655OqY5WqCseSeyVedBsrYpYetmMybE084F57duZgVawqtXXz2bFtZmsXHCkarQsx5wXsU2/7P97SAOhnlUjiC+x2gga+7vFMIZndYD9AdgjkPK5xTCNbwj/Pm5qZikF4jb5DNDtLO9UqEPhfWyDrIdPXg3eFlVVv8IJ/nFWwCRWusegwRztqREg4yW7W2ACF2l1hr5Bxk9ugnl1ZTt2G0LDJmY+8NayB79j7v+Cj5mxRMkTzjduDcHequPJbOCv4pFKGmBtphfd8/rofN+VhmTaYRKoVtYy6w/OvPdsP2ezO7JuH8ye2jH90Vs6Qa+KGnmUyyUmKtwpa+n/jxbbrQ553GB3rYRJnnmF0A370kbK3lOQTgUCBWvL32evPh+OfZE//KODG4DJeD8FnPP5ZYe35+wFndITofuOlg3h1QegdJq/FtV7ltsAvlO6813nbi83erS3tZtP1yNhPOkrNx1vfaH3CdjkeuibQxm8jL/nvqItoS+8W5p+jREon0rwveeSVbAfzCS/hU+5Tnfm+penaYj/n/lradkEdcpJ388/0778D+d7jtn1r0ecv5JqITm7G/TzTttHkbfM8+c2petbJgxxno6DGb3ltmijo2rOhOzs7yaQ9nITf341+yR2rtiuU+ZaOFCtkFNKHfItC4yFugZr2vQBmkun+Yari8unC+eXkLc+1zNXHn0E594enit6futhfJCuZv/Haafd3Lt+v4AXuzcOrNBL7xozU4X2Ozycfffx8IArfiCVRW0nHh++0s5MUbrMSp7WwQI3Md9jDnUlioroTKuzMDaGtx0yBPv6FQ85UwdOmTx+K5nd5w0hfHtK0xUS/84nUlokekngrPncY+ceQ77fIpyEJNcjnk599qIHz4U+aweSeY4fUno4zZHrO+U682XnUITFtzo/u3jWkXXAFr88/W/ma56CITYEE2nN34zPua2yy3pr8PwpvV0VbW53MMr1FdbtHmVWMsI5pzW/2OLrFTuaC7hS5O7vTtw2Q7ejjX8432QADpzVWchQyilbvNNIsstK39gytTS2x0xszaMQq7q3DQ3ElmuLjqFoujq3DHLN3O3dVcML3X9LbvOXcxK3KsCbix5xjRrDBPqy6EX48gvnIEDsH5zbt6vqzsMN5BP9eU9cNmgvbwm9qKe6/egCtB5cwrZAtPMSmgr9vDdrtuStIW3Ud8zYZ/+orNwbHT713ydhEkfbOmZ8X4fV9rZ/c3KM+nxGPkSsyv2rDlTrzkEUXOcjvXajIz2VPIM8ODlkrYZc0iRI4z61nFC+IqCMtENpXt4aH1VBBamYPuddwyKnqDRjdOVltNZk33Ctl86PRwqhMym7HN+ZB8Szf6KwYf+/BSMbN+Y57Bd12yqW9XjpG/KMW5tQX1obkC3Ym9/3Nsly05i80u9SRjdquSzAMnBYX4a88I2B7nr5cf8oIMAiec/SbPEl8yDq1aKP8G4cOUmcdXoTum9xaMKrfrQF+t1LpXFbBUuNlG2bfNdfJE7NJqW6TRaOn3y9s3hdBe4f6SHaRHlDat22OXsylTS7y4cKcWUZLhiga4Sm+yjOmxXYLz6jj9UrUXFzkcKO3W7hbmSaWQapfixJ6Zwi8pa8o5Ci1rQGuIjE2xW/qtp5/U96dPafhCzWgaPJkdpsFzhdq+NqTTNFOz7Ghd089U69dGfalmZ5bZdB3Qz9Q2NHipoOzGGauG8yX6U0hSmKVygCQcq5LiOn9kh10q6/YG/LqmsXoyQzBmbuzhP2rwiuPTfZXx5XXR5k/K2in9Drx6If1jaCp80ihgpCWd/K9reY/skG33LlY7bzkyLFpw9X6xrAblqN+2Om9q/OzwIJ2bZ6aVdlvvDQoHP59LcLGrylaP8JUmm/ZZTpcZn22ycm2yNW6IOyzHF5jPbi9KrO5hEDrNrJdZPRQauTm/QMZG8ol/hDGM9J621ScbpFWkjXOb7XOrW+bWDXJfG/xNUTAXB+QRDv3NdDW2+PfqincUs0QZDorD2/jIfUu9nfPw29POCc9EPfJvUwfndWJYq5PaWZyrsggIPb0oxmP4cqxiV826kMNvjW9TCHq3IQ9PoJN7OxZ3Z9bkQKycht0OGM9h1RCWNgFjx5ulVRk+syw+o2/77hPuencWwrFqfQJVdPyTatZcNxi/PiX/GZEYmzcYHKYzTX6ljGbpJ8crb+VRumPlZWBSkL0Jcyi2XAM1bq3agWwMXC4AEgP22X6fHF6rl5X27d5RcZheupMmYm28CkzNwrwgil9nJdg5C4P8nlzKEKliTec2KOinRPUOr912oGA1HL+XaLaUbdfFjShsHUlmF0SxiKnbgqusAJjW2XbVm1r83hbya6E/p+TUC+Qo/bVZGB1Se0WZwdH2xT0kpZZDMCFF3gzJeBS7FoLZKHMnpMEo50KYpqJgQ9mMRA4mlZ6HhYzUH4aFOsuchJv2nPw7X2v7F0mTKXi4ccrUrVNMBNZGp8OMykr5FgXyrfgzQPvOAVr+KsDNR2JZr1nmEpi+s7JpwJN/Q4wD22S4GjSE9l7sXYMtBW03sqadWIe47t0unsoiyEBhW3CNFUDbWOB4Rz8voxkVurvrP7WyxT49HZ2VERbE+gQO70DfV09DOn4WoazP0C9Rq2mZL669jbiVDTdfHIKhXa0BwN0dGks1ZEQVTh7N7KUuzNaEbbLCXri5mbBRJ6GDTm47z48VxOX267GAWKpqRAdSobfvaQxb17HNRnH9HQyfQ42BcnyzghFOPXz8r6YJqGDzQ2xzSZjatlEqyDQLy5d4i9+gM86G35R/cqFG1QWWKh1xFpeHJcmhwma5y3SghtJA8S/utBgW27Zx7+TtH548oekKM40PV/Dsj6KDXXkzha3xkftTzRWLchhScZO/hI855W4mn8wUWcuyA/GNU59bN+3JrolOLZpwcssEJysmOr1fwonlEp5slvjUWgkndkqw5ZU+WO6xdtZNyTs3ILjzrPMky7dvqH2gIWKXAZ42h7bQuWY+23EzJ4GFmtHt/KKirmaMKn6nxMtpSd+Gb7joyHpT2QXw3aaPLLb+aUXZalO5lT5cN7R9nsGxzJ0GIrbJrYJrPGrjozs8f+ZT+Nd+4qZj0qu/zs0is2Sz8yc8Lbpz5225+qZZr7Wi7//9aS/gZZHiTrmdHs+E1g5c4tu5aQdaqDwEfpt4U+DGzXPdRjgJKBV3oZyZGBtmipuwf0ofW1jrmAE2MNbGMys8kxySUpZ1HWSAcbvqasfITkQX57RrZZmGNApnCAQRsPuJn8z6l/MBDHDTiTMNJvWLwaeSf03v/lwI6EIGw1Mct5vRJ1sY4OQ05/N5heS2P48XiTefMtcgP/q8UyBaeMrcwomcQO5rxHz9ALK6dGrnVmmcY3YTiq97V/pzQO1Fd+dulYyVJ8t/MaqQRpR/jjtUHphobsS5OuHc3ot+aFiK+MTaiOLY1yU+313Yel4MolMTAX5rGVS9gZ0CnaeOvf1VRh5p7Mzm9XDdfYbrdmAmywsex6a21mciVnYD0Xunacml5ajkks/BzG1kCGRiixOOmxKNM6eEMCs4H8JB/2T0p5B8JL8UGubfWCofvtVUM3mHU8XoLqi6mUeEqwV1TQbtGtis6Lf9llXOOVJNjJFL7NZmXgH76Fbtk7y+cyMzbHW7xxyZST7rtk1qSSMlB1lr22C2J1TGO9Q9YVWxW2aOfc7VlqPefOOF03aIWndTL4O0otok/n6zhublt0PpTbBA1TVh+wA7kMfzwr0Xja29FMWVvRH1va1Ld+l3pWRb1264cj2fryqttinxU2NRv73VHKtxiobTzNsdnefnaRcIRnHqPbplGwHeine75/422frysJTqpjBwwBqwS/iO72Fj4ZuQYmsv/7YyN//d+1mbF7JM0kd6tzOXArLH1mGST8arfHTeY4Y2wwHV60PqLQ4oCzM0PaB91Z2f1ZFbNnxN1OtjuKPN6Zb1wNxzaYbaNsR3LKO8yTamlvxt0nuEMLIavw277VWjgfr7wti0snPqnXOnXldotln8vnk9KMwc2v/uBK6VZLShPD4H0xVoSPPxDIcdzHVjec7c14D4BGBMga27zaRiC0N/5+D3GtsQbXQcv21Sz4pt84umSYHjI/m7df7M8G/yl1OLZ9ksMzLckHY8Y59NCjHLGS78WpoO3YPxSWumi0akCMOKGTUX7pCPmH3fpHjyeFhNil+pnV3fUZU16P3oj5neFNta1kCm16jl8rChd8qgStMOGqNYD47TJTUz3z+GK4E9F+ANtbY78nRs0mfiHK99tm6irmUE3MTrc/aaDWIZopkbqPEDbYwA8jijlk2ts2hWK7OrzrV3UI6YXGNem8MSA8+R5+KZpkUTFq3no/Zx9TnrqgCploEFtSISJ3O1oBhj1g44gq3BYq5fKs1SjbUP0FsSnputmkGmeDqFlenI8jelHWONNQTle8F3Ey4y/zX6q593QAQswfzzA/yUZnXGgT3HouQbeCNb9TRaC/4yf6jYzF03K5nxPkhobOi+OC7Pk6ltyt81vzrzzjs8xUKY307bi6ym8wvsygWELMQIE2bTeSo6dMpOc27bAZBOflXDEZ4itMXGa7hjex9BTIFwPlsg3LCw9/Kk3nXDSC+6+CyHsGvuF6U6C9o1tX624Ph2dU0I2q1Mriu5MSH/nMuRU54WN6kpXL/o4FUzZOcJJg/b1i1DRpr0aFQ3QXLVrHpjpOVhDaL8skiTttZ3t5fzPoRcO3f51XeWi4w53aPdvKdw/XNXhfyfr9ky94ole3IaXZgCPxmDN2b/4pGFzzE1rIXJ1HzJYSuMqRDiB/k24QzL5x2L0p6KQvfJkz4c5p8OKbSxKsYdorSivj+cJWGZPkjcZmMHZWu/QIk70HZhC87kZLdmLBIrcyNye78ulaWNSrad1zvkioYy9n243SxsPAi330EsF3Cb4Qp68k9YyjwDdcO0ipFhR8g5YAq64Td4amLOfjb2+9ac9Qpv5S1OeOfsZBqF5zmN0DywHJvMwllOmLkz1cbqYK4bbHwXVxOL5jrJvxkyYN5+6ZBiG7OFf6wh82zkUDHmM40Xln9xYlhTHr/4VbBzWsavF8RvdyukSnx924pRGuHw/brWkhP7Jn77Pu7ScqBvOPz6/reQmbspcpn83LCE/fT1/O/Ahd/kFqLVCf//TgAAAP3///9aAAAAAQAAAFZKAAAUEgEAKLUv/aAUEgEAVVICeu09djAQiA4AisgMRDHIm2RP2vvXrzAIVAgAoAgtgFBRZRbXA/W9uAVFMJN2TY/fe/f1032HBz0HFQd9+LIYCPxDyjZ0L+cL5YypDTuwN0sDycM+Ar6jGKxAKzLsjCaEaXAccZBhY3BHR6IVH7ErxAulsDczExAaBBZeFl80rFYQaZj9xhlP4mAOYeMoq14/X9pgT4TAwqhGwkfMCrYVoMReuZAkNpV9RjRARn5asCBOizzVQWHVquoWH9l+Io0NbHywUW1S3Hkpm0CKzVLAJZEUyl+U8IbAkkYsGVWPBW8GbIS9UvjqK5oViQC2hV3wZ+RfgegA6mQTgdYna1sYVs25rVLHPtAiXbQKsDS9vfZGmGUd1WieKgm9j4XFybVYTdzJGd0ClNmKDUUTg8WGBgCExYJmtmKxoBp2YLGfYKpgsVgsFovFYrFY7Pu+7/u+7/9aR14N4h+HlNkKcShkI/3g2McZbI84PfASIysFTQDxDhOAdZdgYBouMmEn2AkxHRcQNOxEgfnobsAwWpJ4bgwRudIvsOigGVwHS1+cAoliTMRiRsw2Io6DkaMYgA8sV9i+GEMESwp1nbGBL6sMxrix2IUunwrMG03VOTdyhx8LQdam1uemU2msydrmZc2ENVzZxTjTg5mmGbY4Mw0yE4MQzTCsmRQaxJlin5pzc3EmF19mgMQ4s+gr1twqjTFZO8SYp3wy1xiJMTcnY0xCHmNKGYNjzDormGt84EytLTFmWGmMyQvAl6lGMKZj3+WgFnypFwdjZlAAX3qYAF9W6IIvQYtY3jkDW7pBhC85ZMGWPjbAljrUYEtLGpZGH2DL/gS2fIAKV+ZlwZVHGFReCajsoit3Apgyy2IlL4Mp7Ywop9jgSdQ3ShVg8OSTGfBkBzGTcQl4ctvBkopGJp3UYEkbqbDkVBVJFnuRpmdwpJ2MSLQiOBKxNAs5Wgg5qBipxWQhGbiQUGWykGl62ccjRI883GQf89YKYBVRO5SBBMs0WlgFMC7L8w9vKDElQfxNR9jsNvxYrPIQSJYPk2mN8hZil/7mYCia//CIv4IEy0RFLea6+4V7LbwU9Q/ztpQkpP41WZCHXqR+NtVq6YzjN2LihJ/qh2+EHSbu/WwdkxMRFglCYBYDin9o6eNrsrphla6MZuMDv9CyzvHUyD9sw6YITPYFG+Li0I/RdxQTAVFJ8zumwUEyJfN2G2uFd+x+tmi1bewA1hM5dCQ6+4hdUhphto+IBmGriXx1SHEhzmDzG2dsHbCxBWtExtHx7esbUo0iJlH9jV4nlvC4gm37sDCmwfERHckwirH7iKOUf1SJ3j0SeEt+nxHD5FVQn/fs1DUEEfcb/4AkGoDxGQlE+WlRe1Ol+IBlOFn8EvgT77ycXqB6GxsoGQ30F8W4JLqh+otcf77Ia6aprRH7FcmElG1A/IqIPb7iGRC5LiywvIyYRm3jG+apYvWDJ6+QTS+Gcs4+Iwk9KKOoLyEPWxYdk/R5A325mGA93PP6i1icgSXKXjtN6hSR0PmIXMv0T9PrOMmHmOPLT2Q1gV0rVH0xiwx5R/U+E2v8fcQ9aI1lkZZHplCiHk6KqYm8y/MImVq39eP2TRfSn6Vw+venzG800gcQB4i/mIbKKsJXFBur0+YYB2OZOsYxCvbFHpgoQ6xOm2AppCGPJ4OqIAq3wAiRcCCSqTpk8FbomYIQCYvBuDZBE6aBP94AJ0EBvVT/Lp/+jHRxrhFKQfqjYOdP9kAyVFTzQV3IMfzK+p9EeCEj2/ckVCqcUPU72Ygg5DT9nVE+CN8gfM411EE8Yn9zytXg3efXPLM3CAX1NbF+ZMr1BW7tb3mZBYRPv6USIIitX+mm+Tfn8VNiQfvTAfkn2/z481J/MoqO35TSL+nhyI/Ky4/80dbHxcyH9IPrs7r6j5VBSBSewZLJQ9MV+TkNRWxawfI5Ibjg9NzxNVXnNC9gf2cJu844ST8TCh0mad33hNPjeUb0Y0YZXnqo8j8t0FU2CvifrYUomTI/qJNSyRJyH1QQIySXCF1abCiHltKBEi83D4xNyDB7aF3aQLS8q6pMwkfJt2AS0lRyjhvJo6RIsT1IFW6ZRASvqK7xHWAZnZe4jd3IwSUq/1+QQAOeJ+BCWVxgEnVAwhDArasIske+HCGB/L/Eqr8qRvCgDDkcDyMbueo+YNJlNo0OMljQVGtjmjyLWEg/oBI95MeF/+yA09jqUaRa/IFcZaRcLXhVgxhGqi6liGSqfmCdVkHGon+YIuwQ7c0X1GxD6zz8xDHtm31ifUG/Pv9QhFYX1ResBway+IBrENHpG0LhGbaZfxDz6jTIJ+xU8QnfvGlavoCvqCp+M0S9PwgF9Q27TGoCgb00Ln0zKD7+4N3nL7TzlcWQCPuJePxmcFF/EI/YL1RAaEHPEr4jRU+xguEhlTTY0EbWNzPgfsI3CJ9wBuofhyCwo9zmv1DK5BNymv5BMh3Y4BCCUbEiE9Wovvi5hCUlDfwLR8Z+4YSqLwgHhx5rEjiz9fFfyCr7hYxsX1AJEoafEvxmaCOW+UVBmoJBlTD5ZYRd3/Ar6wf+zCNzDuAzg1r8Mq4w31BRzQdks4MlUXgGhksLz3yyKnv/8GP9vxqgrVdY2/K4tlW6a9vrV8rtk1TbtmsB2s7uTt/pHj2G6CEaCJAj+ogmQmSJXqKNGIGioWglSvJ0nm7S5Iq+oqNEwaKx6ClT9vSerlJFT+tpKVKsaCv6yRMqmopmwsSJdqKRIEmik+giRfA0nhYiJIgOon/88KF96B07dGgdOkcOHBqHtmGjhq6hZciIoWPoFy9caBeaBYsVeoVOkQJOw+kTJ0hoEnrECDftptvaQugQ2oOHDrqDVlNL02k6QwY0jabNzC7oC9qChQq6gsZiX/1qCRIi6Aj6wYMwHaYdOGigG+iurgV6gebiQqARaC2tA/qADhCAgCagrawG6AGaigpLY+mpqSydpauqCugC+upqS29pAQIUaAXagAEGmoFOkOBLf2kvLwgaggYDG9NjWkxsgp6g/yfTZJoChTN9psvKNGgNGgMGDpqD3qA/dKOjvt1OVKTzkB7S+qq977prrl1ISExJyU/LKHnKFClWrOhd2bzMl5+ZmWUoKTknseQqVfKoUHkChS978QImg8ldumTZw5Pz5Gnlw6eQKmj29FSjmcvkLVqyFr28SZpJc2enaeiZPDoaBzSryYXynj2EMqGsR8+gVDJhcpgsRsyX/CVzyVsy6p18Z1A2I5pFTeXICUSHDmsdJ1mJkiRIkAgpsiQ3acIkSpYC6E0GBGhOnpMFZdTM5jSfAnLj5g+cHKiwUBEQkDAT5r8/vzFp8po1fdrkP319gYKCh/kwDw42Ig7JQYL08OGDjscZNBlNXl0tzaXZT2aT+6TJabKdbObHDzsgjxmGKxkZ48XGnJgY6Ygj69AxY0e2kyFDBQ0aLG7U5Rw55GzYWFFjLsfFWAHXIsPBucguclyey3D5xYsUOUWGkVVkLDkvZ2FyJsfJq3lI7pGFZDy5NbNmJzlJfpLJ5MAsJtdluUyX+TKY7JezGTNHZhx5RmaRDbNijvNjrsycGUgmQuQu32U8PCPZSD6Sl2DAcMZhLa91yBk0ZA0ZzSxf4JDV1NAyWk7LG7y8GnTlBAkQKMgLuhhkB/nriytzZbAc1tTkpJSUk5Ay01JeUspSeeopQ0EByAByVJaSI2fOafvmDZw2zp077RpSUjRs2jZtTNO0atS0paUtGzNm2jOtm/a0TDvammlRWzp0RFvRtk5rZ3GxVVRsEyEh28jIxxaOW8k228Kto6NkK9k2toxKlCwx0h450iJB0iaBAqXtQYRIi4cHpA0SpBUipB3y40d7d9cC4cGj9dEWaY3YtTtaHi2TtkkTHa2O1kn7RIQIt7aWjS1EWrthgwY0DK2ZBw8d1loOHNTatLMzE62JNkN7ogXRfijRkiBx1p61I9q31gqrxdKac6irU7u01NQ2tUZGSUVXVW0VlfdHvSO5SEztZhpiAtACaPNVG6C1ao/apJZIqoVqldqnJ6lWqo2Komqp2qm2CoZhGIbjOI7jOI7jOI7jGIbh7CPeI94j3iPeI94jHgzDMBzD2Wwcx3Ecx3EcxzEMwzAMwzAMwzAMwzCcheEsnETyN/FAy/4oDdRgl/72smNqf03TKFPRHxZJDEO2KIyTF0xHWZsXKdbjMTLtNXdeHUkVltRdYVs/0j99Zrx7brAfFhlvKpUpp2ZW3kYGWcyO+pppStVkdXOc5FsrVP1Uj3jv+77v+/4HgG6EhMC+7/u+7/u+7/u+7/u+7/u+nGvv+77v//9vdfXxj8VdHNrQCQNCiwxBCz1oWKdT6WeV1s4/oFpbOAMVZlCw2YZOsy9Dpgm9GqBEvv4cI0DRAVLpetAC+76Wl9nXEjLP+1ZSCH3fSUPW//+XvBLyxwTdED8kkCliUGuSEhwF3RJFwRACdrm6I4rF+hZqrWS/uIR+LB+mIKEVM0YW7w1GGb6uMglUB224bGHqi1BO5Tt+2RCojFO2TZMYoYyJoWdKf5bWYL4E2jfiNx6NqqKewVR3dqBqlEDn+PR4kcFeWJqgCbr8xbtCdwD4gS+0c0A1ns8kLL5i62YOjVVYRGeYTyub8KA0+ElG1kKdowzJxjFzGN+sMRYostjCVRyckyioKau9np7S02lNZx9jp1FjZ4XMKVplcxUGJ4u8zdU9mpF8M8hhZo7UTa9Dk8mf5tWPJR9UpRagyby29/2SWe3/DxlX9P/K6pwYxVBOwXEcx3EcxzEMwzAMwzC8JHODWjaOM8fchPl3WF5kDkB6EzEVx5iD9uCY82LlcAl8xOZY1cPkFMxB+WaRcCV2/FEBG2OvxphSdHARfNPssdeP3yD2xAccBP6wVwVmMNeOYJ90WMGqTYEpwyLBZi34Gn2LY0wX6zJQSRxfrlnWeePYckdsuQnjSjw8ceWQXUyZA008OYcKDE92wMKSii9gWHJKEI6084NhSDMtDEMy2JDNPh6BkAWDfYL1Y2xd+HHZDx/Zf/ek6JAOyI/F8n5qZACsDzI2ZFrbNY7twRoDhiLkHxLJw6NqxOv1KZq3tSPHkxdL+ni4JfJn74DCKPAEaydVV0fpQwsMbI6YHbOf6aSO2bhb9szMy37ZNzc5P0F7aKinaO+EbOyM3bF7ds4O2tH0MmUqe2XX1Jzsk52yS2rRwmVvLwuWKnlUCgsJBwcDBRM7IuJhP+yGnZCPT0wXM0bvSpYe2AEB/f7G9PW+Tqb7cbHSq3S9HqaDAcPX+boXL1/6l96lbxEiJAiQfnf3I0fHgYPuho0+gwePHTq6nV1dz2HESI1+pBvpPnqPIh0Pj0an0Yn0ISFCkPjwYYQHDp1DGgsWcipUrIiD0V24eNGiy3UZfW4uRo/RYfQXKFCU6CVOgOgwop+A63A9RV9BYq2rdRD9rYsQgaKj6G5uJrqJ3tbZBgxQIkCAqTP1AgWaelPX0lrqSz2rYz0+flpainJRvrlJykk5KOgavoabgcNRUeXcuVOH1+F79uDhePjqKgfEhwMC0JOSCnnPyln/dP2H/+GECKkGKkXDQ9FwNKO8c5SPluGXZSLLePJGT+6pyRU1uSYmR8Q0xOSEhJSckgsKSnJJHhgY//Hhra1+uJ+esyAuqPfej/igo+7EB3Unp7a3HQpq992lpDhVtzJVw035GiSsJQ6nDW/DT7lp593KiqgT9QABjLpRF9CVOlK/uirqRb2q6tqvfapHHR5W8kqemJjJM/niIifn5Iz8k6vyPn3y8Dxcj55UnkrHzw/mMAcEhOSQfHBwkk/yQl7pRnW3X3nM+/qyPMvHjHHkjpwMhzuAp/7Uh7rL4XA5/LQD4IX6ELfD58yhw+nwN2/i8DicDRs33A1Pk6aUl/IzPFSLlix7HAsWPSj8yRMnTZhwJXl5VahwKVKicChLlnzhX/gUDoZf4Va88C5dlvAlnAvf0tbm5sb2NoKTICHChIkSJ9LUOAe1tbUOHjp84B84CB6Cl+BwcChSnHE0NAwZMmjYUMYvXDDjZvyMY+BqXANP4yO4CM7GUcTxOK6Cr2jQwEEXX7CAAffiDyBwAQgQJDDADxzY4lxaWgW4gSwCXAHvCsAH8Cz+xcHAsDgWD+MP+vTx8+ePCyiQC0gQqzvIbWUl5La6hQi5hXjrqvJx/birfPbklpAdO6l37ujBsyePm8dddfWgotJx6bh13FQXjhsnjhxXjjvHpcOHsivIZXUD8bz55pq7Lgb3wgU3ZWduhgyn+zQODx7f/WOWlkfu0cbEVHKVnFJTA3eg4I7jatAgZ8tx1dTobDouBw51dh3XgwfVrep++OCybUAbkMvGNuQOuW1truu6b29GrpE7YkSSm/TEggVWXFwAN4CbIoWUK+WiQNHkNrklSiy5Sy4JElf36ooQ4V3vurkV2oXcECEG7UEuCBB39h23Qwc72467toa6Ud20tDl7jrthA5wNx0VDe7PfuBi2G3fM3bFDgivBrauD4EJwc+QIc8PcGzccuA5cGza8XC93xgwFrgJXhowEbgIXBgwDrgH3xYsCbgFXzsVyoVw4uCq3ylWhwsq1clesyHKz3BYtCLgEXBcuttwtd26Oy+VyY8RY4C5wadBg4DJwa9T4cr9cOjowF8zFgUPMFXPt7CK4EVwd7ne7S0Q0iYREuSldJqbLfekCAKC5Nd2pqc296VJReW5Pd8CAz/3pammV2WXcri7RLeo2aHBmn3GxWNJN6k6YoGarcS1YWLPXuGRkbXYb18zMdJu6Z/t0s3HLykp3qVuhQpqdxqVAAc1G476vmW3GffBgdI+6CBCE7lD3wAHQDeoKENC5O92rK87N6UbtzC04uPEM7kHDvcdwGx5uPof7UHH7UdyKi/vP4l503KyO23G3tmZ31s35cT+6WkNuSLfvSfeocle6RUWSW9LlPHJHunvHO4bdFt7wJkSocTduQYIYN+MOFChxJ+4+fRA34l5dLdyFW48ewk248+xAN8p12pmuCffEiSf3yYVzocLCxLy8wDbYVqCgwW6wDxzo2l07K4vrqmgfHQVIShqwB+ylJa2ttamotvbWFiAgQQEY24WLNjk5EBvEXrGiw+6wR4xI22k7RIgMa39ToPBeuFBhV9hoaGW7bKupYdgY9ocPG9y4DGwoA9sAga1EYBPA2khYG8tqG1ltq6lNNOWnNudRO2rv7bSd9tBQ027abcuUE2wECBhsBnvBAgfbwf76erAfbAgQJGwJ++/3xo0UO8WuUQPFRrFnzCixS+wYMd7224ax23aGrUGD2TbbZ2dkm2xbsDBhT9hY7Nge2xG22GbaWgPYALbrPu2n3bvUltrXa9Wu2kU7wN6wT5zgsDlsFiw8bA+7RQu2zbZfvBCxRey5uS1DBolNYtOgYWKb2DZswG24TUcXt+N2jhwqtoqNY9/QqRoPnjyr2o+fP3r0HkA60B7Nh08f3Uer6tW1D3ptjU2zaRAg3vSbFiHChDahS5SI03EaBQo5LadVqIChYegWLWboGXpu7oa+oWnQqNN1mo6Oh+YRYF8OGngxWNClIAECrq0DBgpoEcgaIAArwJVVFdWUVBTUkxOAJqYlpSSkI6Mioqvv3N16KMM4zSS8MpQXxMWH1z3gKm2SwSA1MyQKD4mgCQyNuJQC40ABpYwE6NQ005BQENCPyp0LuRVxcCdKnF0YIotK8LTJ2jZpTFTuyBu1eEQvGyrXsCEXbcs35eJcC0oSNZWcxlFPh1teEqBHTD7L1zEu5irhGkEXuopdIehB1wfXsIziCnb9ymVXB9cG2erqdWXQ9rkuuHa1fK4KrgnaPFcEV6429Lp1PdBmuRq4Fmj1rlpXAm3eNes6oJ1yFXDFauuuAa5XLd3V6lrVrrhSXafaFFcp79dHZowYvjBgvnjpwmWLlix7WPSuWMmrQmWKlChQnjhpwmSJkiRIjhgpgkdkiJAgQO5++OjBY4cOu7ocHkefIiUKlCdOmjBZoiRJR9I3aMiAhuHM7EIZmYUKnUKfgH3/mIQIYhAehIH1r+6ggReDBV0KEiDg2jrQDXA+HoYnQXLESBE8IkOEBAHC7/gPHz147NBhV5cDB90NboPXoDFDRow5GC9ctJDjLDiZhQoUJmDfPyYhAhfjV1ZVVFNSUVBPTgB4E2daUkpCOjIqIrr6zrn75tSNaRs2pWvUpEFDesbMqGiZUNBPz07OTc1MzEvLSspJyUjIxxjOOjYyLiomIh4aFhIOCgYC/vn1kRkjhi8MmC9eunDZoiXLHha9K1byqlCZIiUKlCdOmjBZoiQJkiNGiuARGSIkCJC7Hz7cHhvwz6+PzBgxfGHAfPHShcsWLVn2sOhdsZJXhcoUKVGgPHHShMkSJUmQHDFSBI/IECFBgNz98NGDxw4ddrtOE9KtmlUL0nfs1KGDOkdOHDhvTrUbbdqGTekaNWnQkJ4xMypaJhT007OTc1MzE/PSspJyUjIS8jGGs46NjIuKiYiHhoWEg4KBgH9+fWTGiOELA+aLly5ctmjRWbRUFNSTE4AmpiWlJI2k20KEWgexCgoE6I+fPquqfPboyYMn9Y6dOnRQ58iJA+fNqRvTNmxK16hJg4b0jJlR0TKhoJ+enZybmpmYl5aVlJOSkZCPMZx1bGRcVExEPDQsJBwUDAT88+sjM0YMXxgwX7x04bJFS5a9ISxDeles5FWhMkVKFChPnDRhskRJEiRHjBTBIzJESBAgdz989OCxQ4ddXQ4cdDds1KAxQ0aMORgvXLSQY7FCRVwKOBQnTJQgMeJNhFsbWwgQHzx0WOOglrZBQwY0DGdmF8rILFSgMAH7/jEJEcQgDD0YCgP7ctDAi8GCLgUJEHBtHTBQQItA1gABWAGurKqopqSioJ6cADQxLSklIR0ZFRFdfefu1kP5RDaRS5AY8SbCrY0tBIgP2UMmyxZyBQoTsO8fkxBBDEJ+kLcOGCigRSBrgACsAPkqV2WqfGRURHT1nbtb56Gcc5vbQoRaB7EKCgToT+unXW1V2z2tnhZPm9qCtp+tZyfnpmYm5qVlJWU72SIeGhYSDgoGAv75tX0tmTFi+MKA+eKlC5ctrZZ2r8XSXmmttFVaKq2UNkqbo8XR3mhttDVozJARYw7GCxct5FoWrYo2roVrUbQXysgsVKAwAfv+MQlthFYMwoMwsC8HDbwYLGi7WgUJEHBtHTBQQItAVjsgqukaFQV1hbo+PTldna5MTEvXpSsS0tH16EpEdOV8aMgTuuZr9oQItfpWL0hQIB/I+/HTx/fxfPjs8Xs8HjypPtXXqUPH0/Fy5MTxcfzpqRvvxrNhU+pLfZo0aDwab8bMqB/1oaGgHtR3dnJ6Tp+ZiekxfWUlpaf0kZGQHtLDcNZnPSPjol/0iIiH/tATEg76QQ8I+Of/vKBgoA/0hoaFvtArKib6RO/o2Ogb/eNj7GM/OSnpJf3lpaW39Jubml7Tf356ek8vKlrGl/GkpGf8Gb9mjRqvxpuatvFtPBw4b/wbj4o6x8/xd+7Y8Xa8Hj15fB6/uqrqVT0gQH/8Hz9oEKtnvbbtdftCvtB1b33VV++NjIquRVclpaRr0hXAtUmChAhY7AQKRB4JSUmpCMCZt2CBrEKF/175qqqnqKgkqBc+Rgy6ubkbMJz81BQTFZVUgAm+rMzsggffoQNbWpqaV/MYMKB5NH/myVSooLFihQ0XZj5Dhg0aPIe9V/uqv149USfUCXki78rJ1YiLm5HiKHuj3AN5vsFz4PDBf/BrayJAkDDhTcxoayvhwbO9vcGNGCHjxFKTb0ry+cgfee+XtLSwDBgowFXCzbt5Fp6EAgVbCBBkHSDgBwywuvJPeDyeHqjjgeOH4LT2QQsWJPj68mAOPJgX64D66SA4pqrd1PRP/9NPOyAIEB6EhTFo4L3Y8DHtdOr0On3NmtSe2tn0PHfulOrR02ZPn+7HjxtBczoqqho7vbTLodPprOlq5vQ5PU2X4508ky/yY/6B//6Fp/M2vACP5aV8C1/D3/AoPA0vw4fwcF6E9/JbnoEn4K18lu/yCXwBL+YjeAe9T3fT23RBnZX1TX/TCxWK0+P41u/ISMjHxw7HHWZcVCQlFe2jo51mzASdJqj0EdXwgDUeDCYgAABII7cZBsRAkieyllF7BA2jJMIkMiAwhAAQAFwPGK8EpQQEZACAPkAscVjgs43FiscKjz0OdphsWCxws8BigcmGzTIOSywWGOxYWOCywGKBmQ2LBS4LbJYx2LFY4MCgb++IbDljfaGMhllGnqkQi2tmoITlAzJarOA/nZIB6JAeKIF71o0349cA11va9qs7DdROpIKB2E4cVhzWeBidoJshuX7XbpKKzh2w2Z+kOVmYPmY0+fUpJkZ/lRvQ97pB1ozvM6he0OVfFR3zQhauQu8Z8Wwyr0CQqZHrEYz0Tpl/rmzUGk4DkjtywMbcFQYwiwrf81hBEafyRMkxkpN7JFEoQDhU8wBB8A4aeMhjktA5gNG338XCFFwIiymv+2GlJijLPjDhQqSXURhwnxxkB0RIS/mEKQr1cBjwcbdFsIEJr7SPNgE2j48gOk494RYo9BzOgiCvIRqU38cQHMQFR8cpF9QyhY7B3BjkB0Th8vsQgYK+YGiY9YN6kJA9mJsgwSJD6TnsicFmSARuuktRWPgJloBdN1gGKPmHvaQAJUAXrB5Q7SVsSwg+wJ8iZgBfuIPHuEWoBsAfqj3ETGnBA/BZ1QzCaYiPxikXAKdnPoj27QYtQygOb4QXRB6Kj1JeH6YHxOFAj3SCAgvBMMzoAdRAMU3YSgEY4DgM4JhfUIIgAC7c2DCi8LGUycwTFCc02ND8LchA1sgCiztHNBwWPpl5QMHkBguKvycZDBnRYXHHhILPwiMSX5ZEQiPTlJ2HjUAP0GLKZ4LSO1AZ0s9QCOhlSqLMxGLclkRCEfPwYfYjoILuhEPwQ5zOMJwRXEnwjxIjPMQIB1FeN8hKjmgD/miQkPgjWMxG9+pBdgJjCEfyKTiy6kUL4GOVgygLkS6NeSD93FBSnFAPy1OgATp7tL8BuyLgGQj4jQx8A4GPCQDbhMBvAMAzMOCMArbmBA4TAo4BwM/IwDMI2JgDsCYA/EYCPCMAzuBga07AYNBx2AZtvMoJwFCt7AJ/DOoud65+HtEZOwCizo+b2N8HTzZTmEfs6xnly4zCYbTzDWjZF5TPXvAyWtotl8CWyuJzK5R7cNwh6v8TOxuHwKEMlDkDnSYlB5qgKeLKibpjpFAB/dHjU30ABLKCq0HUnjjFvR9gD+09TrWNmvCbq03bMec2zNDd69vTpuX6O9JsMqxSjbwsEzZyZW2avNYR3LB8b/YafaHgZXld+RMKQ5eUoqAix7+Bt8H505N/neyBuLxwUtMGq4iY5HTVqgtYq3MLpcUB3AxxOVgtcVkrEiobVlqzdW/hhd3FxQMLoHg3qO7PKuKK0qCcoG5zsHjqMeEiSAl2jGZGDnoVoR7//wWSHf9A4eeF2agUsS+sACQT2CKVPhHSqKhgxkJ54A/+DuBM0wg+IOkohvHO7i7QDj6Fjm4ZXRp57VdBALqAnyMIHQRz3Qj3QGbPfIIdr+V5PRjBSoz4ifY6PoDwUt+cNVPUf0Q53z+4iWynNcUjkqAr8Q8urA0BSlHFZrqu75GGt/OoVuCz9yFSQ7CWiuJXoLR0pCiy/fAnOz5KjFejIECh9xMHLcTSxm8cwLfcAWC43Mc/kjV7nyP4+eY5qGIzyVEOoH882XQViRTA32HU8YB2O0JEV6Az0ZXxj8WXwHykKGEheOYTMlR4wCNoPKKmP4E1O03ksEwbqRjT5kWvoKhHjltbehjYbkELYEwdRXxByDvgOK3/dyqExYMwSMsZnCZe959iRxgdBgLfADy9MH1sohrI24twAHRdLXWrXBxksVuAr2ZEoDa2V6HDaoARhC1oZRvvoycNds9vxr46LtJJil7PYiJgGvXTPcp2MBj7pYyyd+1YoOjM0AvrhZZXm9Nbg2vjVosXFlT8x+PZUD+I3FRFESR7sJZEU6imhzCjxrySgmEoNaZrXPSi/bOEZl3/gVU00JlAGB1rasrp3lERUTakZgjWeDjcmW3Y684Anhej6S83jNtxcnII5qjEE9jA0nrzSjGqMj6BgMvo2y31OXphBP2907IIJWKMVjhW+qVrDLgQwDcAsBefsQQyMCH+wFnBwhRkHzDuvaMuYhSRMEbaCZmnCpZBmTzvGqgVEBuog4v7wSmKsHAjVoBMro4e6IYnKLqhzv7RrIEaCiZ9Tpjl5jBAzjeWBJyNkThgLAzHBmLe2CTgNkbAAbNsymVIzhEGaXysknDcIDuX4SJO2Q0L/myWyokB4TljWl5ujBwgIzbZ8tklnIj1JMEYueNE40C5Sx3BC+WwqbsQQvaGLzO9gLgDyBhgWj33ah4awQKCBMrBAWtQEOzA5uC7SqZUBcvnnJeWLSpjrIx+xoQB1xh9FvNVWMn8oEKDAeTTYgSOoNmePtuDUzHAavPURbE2YNIrnAcHIQXBFi4O+haCBdRyz+WkQlkw0ysAdlAgrFng2wzAMC2AftQsFzOhByTYe9svDovoVzNG+ZQbSztBUcbi1q/YAWP2AfoGAm6jAYwZAGPGgDUn6BkIsA0CHCYCrzkA1gSgZyzgNgpgmAA8ZgQYM4O/gYBjIIBtIvCaAWBMDHpGAayxAYeJgGEG4DEz+BmEACI2a6Ystse4MDToa1FNxUMs5iWku0imL67+KA50T4abU4bgZkJJg5DZ+Pd+52aMGS4C3CbNy++irYeT3ryzOK2akeVbIeONQPxkooD1aXZbrV/A2UX3K4u4Ug1z5rrWBxHjeA6H39K2KaH6ThTMM1kuH3L8iRSvWxRYrcRZCjwK1fL/u+oISHfAyujo3sUH6uwJdaTqX94cAwHmnbDA02ZWbVE+/ejBtPfO5b2wnyBxaQikTe+2fIprk+PFkuYLeUJVZ3KUMpu6MqQ+YuIHpWjLMa6Rk3H27rrOi5UDAb7ZZXOmYqTGq6F5M29Vwss0nB3p4or3UNZOgKM9TYQdZ0rDYnf8FCiTAcCqrx8hMcczrHkkTlrDaqEPXaPludLgVYcw4E6WGvTFQeCuj8c7POrUrtAGYpYBsh6Ocid/lDLyMcLo8QMRJaDYcvxGeejSx2pYVhgEh4rhRrpol5c0hxM9Xtvr+YFtIVgqIzAYrE0E4P4XRvUXGUvDoHfw2o5wCPg6b2srVZxluVrQr0ZEGDe8S6K1asQhgL1oBRs/o6/B9qIaTLoIY/tSW23Xvzv3F0V5MxuJ148eYwl62mbSGJ4DzaBxEjmwMho0A2YbxUL7ndDfaC/oa7f/6TfB0+lv0EfT34Swo7/RYkd/u8WOvqaLHf22kL3+cpnD6DXPvO/HbqHZ1depZjfflV93X+af3fytRLv6TkS722VMt66JYJtkxng2P8gvidoT/kR0ljhVU4Yf7u70MpMaIjjoOB3gU1trb2WFByJWG5iPAnQQxK5nJ0N8JzGM8Rc1sewvPD1YFENDHvlJQDCHHqGgPowUVk/U4LgS74/JJJmzUGyqsvYkt4GbkvLCW8RQBkIUYh6wOSWfFK5zVvoiHnn2NAULiuexp6hbJlCowhiYaHI4z21pdl8bINp7qaovEPUfNei4F/WwnNXdOXJZxjpIYyZdUl5GHfuqbjn2daIC1wFoLZc8MgCiGEVl7UmuQSAYxeDNTBd0ABS4hR61p6HDDdiC5s3YKhDjgrZDlXZVzIFdT0Dn5scJNwCKWz7/z/OgIeaXX7Nja0wbAEsOnl7i5s5g+8HpLmd+ugFw5c7JD1BPG7Lbmc5y7k0/AK6YN9FvY2H/6x+aA6OTHRx4M/0JWTV/2OawXqY/dBdFlx1ddHf6Ezlm/rqdPX3TH6oTotsdmnB7+hPdMP/e9oy+pj+0NkOHO98sP/2hPl062Mn15k1/JSOh+LU5csTkvmZB0W1H8zD9ob8Kut/pq4rTn8hQ+f82tvI//aE5A1r8mC6mvyLrn0BNJLdAnGy23Y3tvNrP7HqHBo6+tNMabRR9VCNQG1p62PqL3hJZ7s7uQsG0NlgihO1kKvVq/cjxvYi52aXI0OhGxMTgOtQ4c5dxVlyEt/W2ZRkw74pzqIn9d4qyy8exeJvGxuu12jSzHf2oxQXYLqm237ToV8+6aDu9wNQLMUsiVmKAd4OPPyO0LdTDKo47K7PLE+zewiZwGikrS5HRvZ22wZrQUfclH2tubFxN+5olp3KCW2648Q11853dnBvR4LbccFMb6uY7sjk35rXlPmqRj9lFnun0GH98BAtvT8BU65zb2tjC8ow7+XS2XITMVsoOdJl62ye2A8mRx6SY9HHGUCXUYKxnuCqmowER0mLS2rDoDbWZ6IdxAJbgRmHm/Klho9wKsm0HgQiV39brKaIF9roDuFmxSS9srEowPJ04935vu3T54S9qZI6uBzffykrWkW2L8X4N5z1uGYAW0Mv2bYFnBYIDX0Xg5h27/73T5LyWrxs242TftaZzNN0Ws1K02tbkhZwtphP+SKmaJDNujPG8GDbDs+QlrXz5naF1btN7s7fg2xL3MvZPYWEf3/aHeJN3rGd5nyz090b2be6m5sAI9hzFc3dbfPZ+q5161PNcBhj4JW7AH5a0wU/7zM9p7UwDzNj1azisBRt/2kIY3YNho5A75qJ5VcLW7g2nff5rZw4Ad62N3ao23PWzFt64nkcPQfaAn9eTkjZ1vtmS6kKsit2cX7D783+/cjMRjGhlD8vg93wmMZcn8a/ByxEp+z2DnfCNxuF7GegcXBE71UZjbslMbjyOLnc+l6lVT9THvc80tln6gKVv9pSYI/t4kkK9dxzsQtpiZG/hX3fb2L+stdObwHVeJ1K60/2k9pz0+lR0Umukb+RNuNu8ic4N4z+yZvI7dSG6hQX4ScOUbe5nGg3vKxOlZDIDtq1yuHXVmjyHUv+iH7c/sI+7NbHHXahHpTNWhbIMqWuSw62h9aqkmJCyGc7hr0H+heFbiRt8eGxTOFcTFjKGard5/khWI5d2xvaC2Ok9aJs8dn7FlPfuLDXf+ThIvTQz0xqINgZVzW2tfdUjVDXVdmN+Cnvvevu8mkVaBQIgK5vqU+9usy13x2Yzwd/MpB0iJqrYuOZhWchzcoEJdHflsnFblFr7VlrZuKkF2g7Uf4I+O4/XspUJWdw+jUeKWcqLtqc05E3gYDxCHm8y10eQnO6gtI+m7cTsWqUukCxo+imS25CHvV2FMztTxeXeztYjf0vQOynfQ7r6jxl62W3CQ8btJdG2Gk03i8OI7j5diNS55lO6uLdczmuk0pqMlpjleUR3Hy2U1JXmE13eWC7nRFJp3YuWzP8aOvJckQiNM//oPjUu8imJqByL5mZ/NHR1T+FEbzLf6LwzrnoxWfQsRWMz6w+KNmsnmGLcejy51ra7yQVHmKplHg+myyS5KRM39OM0jStJvGL22Yx5pLzA0ZdZmNyA0H2q/GWy5KS/TeR9tO4A5R5nXlCdIbTBMh4HDLyqcn7VyTTWc1a0V8cGAV77IMeNThOyEVrW4V6fEtwEA8/wHLzTM2muObAq955goPp9HqPTsJktqjiyv7jjzWHG8gkTqnfB3ZoLa8ZXS+3s/gqxGPVbmb1lqicjvVPrPCoVyRNTHoUTNgaZcA9F7zq5rTKMS3Pkr9gosDB5AEWCGWcU1FkN7eiQjdaFucUTK2aOJhiDOuwxc6M7rWKsiZL50q3Zc6u9m84ssdM7Ymdq8naTdMdu5Ob82l0QFqUbN9WvYNp2D/7fidsRZGzRFmzaQzZ6bc7aXo2C2v0anSk5W7tOfe7cvcgxuFa7a2o7NbIzcS0shY+qSZo2krXVuv7EiXb3xsLpeAqloS0WBivDGjnvbqVNmFkx6vgBts6n2GxLV67JPljsfVu8mRLjZQsWjXh703xanhuyZo7eh0aMmIOmE3Pmy6OxcSDDtb3bLCfLv7selZ1bu7JjjUYvZs6dunfopNWJO4rHbVE9a4vqQVuqpyxSN2KP8vkKKnYm/LXtxkcHb3G/NsSZrtcI2cal74JHE+Se9jZiJ7OLEvPlfztzYYwMYbpafYQJzHsVbg2GGmxbFs1UiLO4Uh6pNd86Wd3tfHbJ36WzTxuk89ccYch6IjiOIMcV+wrVmxyXEU4+dsbH4wTQPjxmkU7T1pl1T2sPfTWw8dZFOq1FpKxijaOKFlmUc1pK+jBWP6SYlssRLvkY2E8nNAyj75YziEmRN7ND6m2sdC3xrtlwNVq30RcjGbpstejbnfnBiqPbx7xl9d7khTVGtkPDhXS6PYirPrxTZrHrC0VQE57U276pk49gKS8MXPFdXX8FzRNoajl3bjJpllNzJ4IjtVmKJnNpOfcQd/zMxLBvb1QmdD3rK7hqm5WVqXHRGe0LzryJsZmsjLU796GxhaVyMt253tg3l+BQ/obhnmVkm6xjHtlhcQP33AV+1OrOadhoL2gdiJwW3tNUz9F3vjX1sgIBzVrOzefBr+d+/7YmkFxtgBruCuegOzSVf/7vcGcHAtLYmzOvNSZoAr+myOsuN6nPfvnPHOS0hj9kaY0jp03+2dDe/FJpsIp3pDn550kPs01yYerxWf4LxuGFXnS8z2naZxbHXdbehc+LhsnHNG4tbjL941Mb+zlB7/WwhcUx8mziOsTamVWazdm9qsO1Z6HkHMhrOD5gdY6gHJmJDQPVPTHmtylCF2H1r1nIa0xPdx01SnhPN8Q+W6uEO6yvLZ3uLXLrdIOmd+Pv4Zove7VngmJ+KOlHyD4U45o5ntfU1nJlH6Y3NDtF3eTnnP5bZTJY4EEYMI21wVoAcw68cbt72vym3Rdg2avpW6CjXZgNI8U/ivRj8o0dJtxQnYG2/bPlr8o1aeNd6BGsh2XvOdDs7i5DdtfNSrAkdZ4i7MlEibbcR9FjciyzuHM/2fUIYU18xlv3TcRvyG5fs/VmK+UWygzIn+f4sOdOKdtOazduKypd/m833n9H8bdZt63ZajRWq5hkXaUsQ72FuHAzrnlokWPAWPZlzZMls15PnrOa+8xTeLrmMjc1/ffRbgQZBzWtuldHI0hY0EralGbgr1lN48MdTeLXmqbnm1W1WZqvIxq6mkh0bkad/xy76OIVJwer7+uNlvNy0VyLb9ocasraYaIy7ZzGadgCxiy/DhcGCdOkeIqJjzRHmGUKzLcd5tDayes9Ao0llj0blEPWJ3fI4lzPG53oMrcgObRKcGKD6LiO5KyGbN5B6Yy9Rdyx5cOUYHos0ZnFLMgG3oMMTFM7PB/VLhB2DrAdaAg4GcAEaCzMcbrRwqy2brVBcJQ8W46RdovLc26Oa0NmlLsJe5rLMbqxnllc6im5FzX7ZIv88Ene+fwaI6CyD3eA0xrIQh3R9jQ7H5R/KhsyulvL1cHbKcotHyxFZhPbGx9vOKfUOiUS7toSWcRkHaCxLsjYBRzSfkiT0j7RHIBu0Uk3BJB0+NmhhDXS/s81PeJZ/mN4zWWb/9PdLPQLTthTfyvvEBcqjPwClWkvGja3q88W5rfdbq9FTDb4NcrPkh9nbpGM3lRDskYRH5FWOXDzPg7AFMtrqAEtFYuW4IN4gFJOLSkVzihAncqxF/wYbrWtW0A+JYoKDU8eAAGC7jTTL4RowGnWQuSuAb+yT3q6R1k+O9ovm8rP9c41W0O9bEf0id5fsDTOi2+lnuX/K9wN8s4+7BSPtnSNEX7pCdjIuIhJdrYCDDsIYcJOVYRnRiBJsvPKcuxQ5DB2cgmRGSWrZueSXuCjbMedXwGPwfHSnwRkBXMpO+6YtOwm7liOZ+S1GzpQeuVwjhrrkgXEndLwrXYvccZSj+LAJWYXoexFbcAhSesE2exlbjdzBDYPrdvqmNqx3F3zY8RbaFMBtzv3l619spNqXCxjnbMTELfRLbHC0Osc7jnjssu5MgppySK3hDEF1Y1vE2ONbgcdfe2mAtS2Nx0VSlfMGDHxaASledYBRhFKwRHwZWHTwSLBgfRJKHLPjuNcUNt3/OhTabVhS0sed6ClgvuOOwsR1zMy7anyKx497jAurbDLUDCx7LinydU1By0bhLq3Fhy0g3/4wS5eYRwSJhvdGSC0eHmaQVv4o3nGUmR2QWuC0TPs8xZqoJP+QvfD4EI35n9rAvFuZNHb8D2qbit06/31G2aPJhX90d4KVAm+pNB9k5Gw4pmX8v4PW9rymbSdZBOUWrszlt45Aza+gKf7YLuPFnhVzDXNTg41yUJOFPQ4jFG9k8qWWcicIlcxTW17eKXUBtYpXr8Y5S1eO1W3bqXivq0oddmCtnZYszHFOxZnZ2kO+sJriJ5tzxMsV92O2+45zP6XLBh8b9g+BVvvHwnaLW7OajHa8H4rb7JmpfCoep/AabKMNwedmwwP+LdGftG0Hby/kywwzfbh9u3d5NXXebLdC750snQxw4SN9nM71+GLs7Br/il60XNfc7bA32ys0N0XbF/4UPzyxNCkiM35vZZdHPQd8a1gC7P1Sdhyn1G2epd4zX4+d2gBDhOk/jNaL5EZKZ6Ss033G6818DlDxjFq11H3roywfVU1jYRNEMcOoVkGu832AQ+aQzARxun01FAsS8WbcxHvt24xGtv7uv10TL+/ewZknWBGnIaiR2PysNlvMCnpdH7TsESK7d7n5e4n9zsy//mqTQ60NmFOTcnYNGMZbXabTYJaXAOkkrxDxHQ8XAsYgwDY7onUaqR3XHsbT5z2Ur+Egjc+crmOgnF49q6v56JZJOEMssh7w0VbJCxZ8fKScH6/4T2plv8bPVr8hrSbXwKtQbb90dyO48KBUXYWDM3O0G55ALHKZOrn719rYnAPF178mxdkiWk4icR9QdOdf9Q3GvhAltflgdv8+GSGvwnn5W/xk5oAE0vI3I3+Y8EKxFDqR7dbMML/Q+/qELTcQMTt5IGGW0iHm5/YbqcR+3F8S8WGhvYc+l4/CG5jUFvhIcMtvW1VjE/7RVy7e8yapfnMEed43+LfKtEXD5kdPbRiFKxlx1/N6JYV8W1YxLU56+9L7xb6HTr8XYEJDw7GhCD2/bG7uNmdXH5BmkV585ATh2BTi/pBMh0QjI/sWcHEXuYl3L9hlx03dtn2RDcx1Sxidl1AOlvIboX4Cubq3/+vN3F5Yv82Cs3N58LdiIV7dAQVMPUjnpERX+HP23w/F8E5rGealZodLuTZE9Z7cnq820fpMSvBdA57F/YK+Au0BdNN8lPAV3fw5Acaln5o7eGPD2ElHuv6TtOHD+ZqKymv4Na63Sr96bfreuw9u4QS0SFHzTgZn8oE5OteLhKB7uLw9QwrPjTm42tbYxrnl/xIvc4QeYruCLByjj2MHfLy4fHTUOagz/2hwW+XlYes18F2Rr0Z5+pssSl/Ws1dZdjBsVtD6dKcs62aiUGDQztjavzfbTdeLKwNg2XbmYDcKzPsSrsXr7mlrEZe4dWLO1ePDMtzybVb0tqqAOS85A6M/1M8IQ1sk37ThdoWmGPqy7KYZFjUR/CuUG8pXBUWkAy1ZjBauJj+cpKfdNs/xx65cCcalCz5NyYgOGeubUw7N+Lzx9SSUIHiehhae86o8lMtjdQHxhd+24Ms7uWAsG/9Ae0fb5+Oj9OuBzsKxhoPQD4X7Sc8Nwenn0U7aV8kT8rdtuizI25dGw1k7S2ibb2ZT9+XQB//V54N2xsgJluRthU4sNNDsW+ltwKz9XHWEbvpIawHV6kWGKbCHaOc9umD4h/gO+6iBY6mCYNQCcYrZB5yZEz3VkZPS9Y3v9AHJFFpKnX1RAIfMjucBIfjPI5eRrmZhXsc81/vsQcxph090CmgZR5hb3a+4ymSsY/jDX/h3LqjyQP3H9seOzP5hXasS/gHYvqJ4zWtvqpRP+RzuhfIzQ5NfMgWXjawEyhEP04gn+V9Pv72bsAGfeyg2ZvahHFESGKefnhOpUcYsuodO39C0OGjV6/p/zmm85EC42xuTN4vB5JGfteSRa+Lxpbur9G/5UBt9sz+d/PHBvKbiKijtcx3JZYGFINdavbbyPGflfXhB4eae9CXsvfBr84W9/Ybg65f6j/XYvo6ZfCcnoEZ37p1RcddQkh8L5GMmKia6Cg15CcBZKFNgqLUy9PymZS51MVvUVteEZxUTOxExLNZ8w2dc4ZyPBHG1edI5b2m+fal3XDvxq7J5rreEWbXyNxb5LjE6S1g62NfgS/O0P5tYkYvX5syfvPsyNi1ezhG75zDkSyYyXduy7H3reqZ13Z9YKcLNG0E24+KfFvwHdPP3oDKvlONNsueIDsUzmAcNc2Ih5sccUBCQZxTCPVulFzjo4ux+yaX/CykGON4byKWmWjSOOC2wpxZ6L7YHbebtOaAwbsDZZb8+AIsuedQ2/9t2Nw7daCpBWXjItt05hqrNHb5ez85mWUajvT5FFz7jgL8u5beNIZ9cx2IsjMzGfyomRiLSW/vvdw9ZOkns7TbNtfxlWY6N+ul44xu8g4YMOPe4eZ8a8mFMf3V22OXPfOsOhoouUsZ9pfOG4hPAAtv2/mcVTyF1n4we2hb8Zye0wrug7D1eT3GxXc7Mh99AT9549J9hGw7DAPl7pJTfMweOnzuDs45eyuWKbLXmI134i5oZpBaY2YQ1w7ozr+Ba5jXa4wP8lltYwfHZMAt5yDX593nbOFZI1ZyQ3IaZqJrkPmGHq0aG+8A0EWfNRIH2a9n1ew0QEiPdwiPWZ4q6HsNhujUZJ+bZ1OUnTHe5tgO23PZbD3QvKcgPOxrZYftoUyyHnaJPJI1C0coBAyq5wLng2Sz2zS9R+BrAOdL3i6/xj2a+RTYX5lrco2VsIfGsRT1JlqCe+m0tnPJQOgmjmXl7TL8hdzTa0VzlG2vQ3zFyxekmA82uSne4pnjX6pz4By0n7/eY8EyAuI9hH0Hyvx5+PjD4+PmB9WrpG3Xskbui/bwmI2XbiXA56kVD2oZ/KtjNOFeYJRt9ocfabK3TuiTu8Ae1qby9bL/HSeKLlG9t9Gp8eq6mH8Hvb+oaFph1MfGwj9V+CYyfQ6o7z1r+aW16e3Y9xq2gJhInTMVvR3FH6EM81OW95Md42nyxqFWVW2H3rQPbPnDYSlmoe1ZzbNoDXjPyagDRhCm6cFeRmjVFxD1cbCfzXR/QG7giEvvYLI5s8rN3DuMc7roFX5P2GKLuxlt4uch7PAgTWw7VufXLZrLdWFQ6SMDN7erudU/amROLw8//ajiyNYcjnhlTUZgn8catoAzt3NgMvxpbRWjQNvc59zihpDKTIiPS0JvZ9xb4zClu0M+UrzA+tzUdvTQ3GpkYnYvehy1FE03UqOWse654vm7wLNluwjv1OiW0TABrqAvUdj+ND0xy5O5CdkcZkG4VgfZsWNPMXHhj1DaFs3Xd4UarsfenZy2DMa6xkz9Equm+jOGdRMbLTJrJTa4CRTr/Fmsq1PdY5m5M03ES2OZY6kCJp/CC4Ax1lCH59JEMFMJzAg7KOAJwXUfIxMwXmimTYiAD4/X47AMi7k+9p9N3Ytdybh1TNwxKmDlhM+1OyeojVc5Cujhko62M3Sx5Vzy54DhAHYl8m5B+etlZ9mgtobQZLL592tARAscoA3E5NPO373bCD87Y8uhgNwx+Q90LfkTUF/d0H5UbLvkHP/OIlqnEwnXYR9ODkBI/JsfpZwkOpoW+p2qHzvIK9/yKe1pMVOwzoiyHUR0DPF46xI9icUtmntN6Zl81cNBJPNA3Gato7saAZDaz0jhMwaNgggbYAgr5oGi68YWFAUYE7Ykc7rHXwsFcIoTGK0DDnbMiukeXxEC/jmWn9aAByY9uWodSrisfGafB09Ropy2Mb0zltluYy18p46QZddnSeGn64meC/VPU3LhugoJCwY8sVU5NnnbtNHd2GHDO3rSxZYdutWMZXpq6b1J4UgTUWPGt01vbpm9p2ipCSKMH0RsaDIFijgCZXt+COCi4ZO7KUeUxLgwM2Js/ghwsfBd3QVHVWJf2BK5Lj8EsEjYfnC41QrliMEi5iQz2dcGj1jstUhcnXeY8H5U7AJ6XSSMjUfNTANWGuM4SSIzkOxXNk6izzojALinK2Y5u48AUC7MEhN9lBGMxB6tDj3s7D8y/Mz9jKuwZohZNnWES03xZh2S0vZEAN79BdzHuMseaNsQNeIYD9Y93ODfXEjiFm+jPFZYOnstcVZOmHWZEvLNAPUzYaOhfD4eZZJBKU6zRQavPVVjih54keWi/TtpoLHwaeYCRpkLzzEWM8TIEUInGDyML5U5u1zC4HLpqUXskLNBxGMn8MBctZO9Z3fmkn2ZNmzLCrOu17O7LGMzzl9hhNHaeojZ5+qxLZY3VCdnhZE3vprHqSXW0LmxLnsB8mORMOSZl9IEHfb7eDhp3NnRmJiD1Yy7U4YB50eO6UrP8dGOD/dzBZrUhpp6pBNNN8Vxmou6h7UZBtB4Q7sHaP2ha1PVvi1UGLQ1pUxZTYXDNaZosh6oZqN2ip2mwK9NblFC/RWKNa+AD07RsO+EJpOG4wRj7rM2Z5wGHwYsT72na4zgjvY935wrZFgbanLym8hjhB4nftpm8V1pGiR82lRTuFtOP8I6YTPzR7MFNZxaq9DJz4XOHAsYJv+ZeIxmB45mCHQabXcCR72Ly5N3YvOGaO4Ed2Uzxs1xVrw1aIO6O+UaXY+RTZtXrI/dEFJP6mbIPI7vUePpm2SFSaskaDjP8YYXCuhnSU51w24JdbZqDPc7ZjRhB1rtYMvT0vlhuw7tnvmWMHvPGUzeBMHc3/4W2e/dAaeByOMmPM52HOwb7APamhIzLTy5xYC3fjdalJyOnbobcqLCjIwhh9d7oiQRAg2LeM/aneTC7ClT4zsT3U02FnTHrm+TZ66tUg9c7u2nJZaxo0z7eg4z9qRDjLvWMeGyX/7j9lTZaNbKYGF6aqeq7aZH1OpF5+neNYbJ0vUneeNixn5dohPfNZi3m3/HDmom5yf0q/uyj40FkbWxDZiWaB0ln72LIZiWSllHJntgCzYmt4yaj+5kHJl4MehVM1KAGRYfcmpITy3u4+819dQRck2ReXIQjuG76X9iz1o7asshmfs4IJ/1/bc/SfYQI5Vt4T5euewpooya6UvKwq5ftKFAPDB9e05b4YY7C59Xo5oUibXP6easzvj27SZ7/KtP4MdWUUKPI2YLqLcsYmmQTzILEL4LE5NkHadW/23pGDOhMSRjOWXX27eMMRmKlTQsKZjs6XfDczum682kRoPwvZNutjLbfcC3EsdpHGZXrd1ZZMNeYKuBdG7hDB1MIe2uymeEs5XzMca4q4PDil9ui2OvZAPUXHqwAthhSTYe0mMdiP2562lbNrd5KZ0zMHX9XUgcqDKtcAiOg297bPMs6RzYdAc7E1oE6pMljRin8zPfmLaIzx6TBoA0L7JHoEHOO/l83FJm/nnBvkGfw6QEtpqMsyyMcLtbi0DeOTQecbIItIueLbLb77jH9HMC3o0c0HNe+aEXJnO7v7EOlerW9vNOSb8wDfsoQKf3nLb1JskK/EVkDv4EOgvDzSswuBX0se1vLczavIbk90dV1t5hW9G9ludj9xarrTUs0arBib+I+mHVWaFGJmP73txTtWpLGq0dFh0Ddok4Hd8CaLRsBUuC+we/lZlVK8UyYYLW4wN2GTulk9hEgf8a0SxQziXGjxFkFrAddAvOeaJCrky+JD+20/uDBWDKMDBajNMAlr0sVeZSsqiRwJD+/URMwJSqRX/hmI2yQTaITKQ83krByLmdCc4btTz1r1wrHHfwI0/OIcMdPnxe4GFbJhy3aPDCG7q687mdyXGQbPvEe6+Oiyp1m6xR1bVX8NHCluLVyurRZO6An53mXm6A/LHTCt90bgMfMk9YmFhooSOzYAFd80EeBULbxgK5M6FVOujYiP1yblPcc83ZWjdnfouewN3LhSZblWOBuELMEN6K+/xg6XCwSr7PvoDY5FcWUBC+NN3NkKXfujpud3o+EH6blaHcObopGfqCANlC8RVpuKv50kyQvLEt1CO5XA0WBvy8HOx0xCDrkTh4PDVnS0PGPGHWZUpyIDkQT170bsoFsbs+tqUTQgd/hncMA7X1N9XacdbJetmSv4Eix8tCm4wCt43OgbhAZfRW7mCFNrfqJtV1drrlWkzd7XBcC2SI/iCX5y5o/mC5A0tl4kIm93uOHF26a8RV3YV4PW+icc6/w7LRUjhbsBuxrhi7DsC+uF0Al0UXAdsUvgX4lOAVwEZE94/P2S1PGd5u7k+mocgWPj7yYiKDvSfqXWjWOdD4E/ZX/hOw1rzNixOCZOPV8dLVCiQTHrJdoO3TTLR12eA4M22eZin42meQVnYAp/h5IXiEiG15tru6YrDaTXvw3oqXG0v1mn3PKbNPy/RRlTQHJ4a04A+dcZ3Nyu5BUJ7i2LCskTIesKYdS0HdNJjePtr4a3bWjHrnCmAxFRTacTwtxRDkFWgHLZD92nhZ3b8J49be8Z0WtcAbNNxqJ7uUEcznIpj/n/JEdHbOc5zG445m8W+HugZZqRCmCNKwdnKLJbQAmg2wnZS5utoDUd2bRqIuRYpc3fgh6LpEJ1K2rznf47Xpz4L8B4WdnW6+z8k+Y7c2K+a5Zjk4Yhacw2YuVA+O+Gkzbl49AjL9rUg7R71AGdnYrR5n+asOpLOkaIvGy2fZ3a887MCCOKdh9KWWbnXgYXk/dLR4oeFtglnW1pLT3VBp18PdbhBdzMe28qKVfnQfzy8DMJt4NNcwS+3tKw3nMyP0lj60jJ2T9j60DQbKWaasNXY1CG3jFDZ7Rc2yX6pmlz1ICacUc+QZ5yN9GOFOCnPcHfFFUPYrKm0QgwBPFYGpvd3cleZX/oUeV7MohhOepy9Um0FFoOxrKAYmRPoUsiZhYOe09/Q16KJ/s2zKPbKD3nOYfdKNoe85GErtTaKDhuUrizJtwTgrMCfuW+Ns9QwqqCkQGvk8c2MZmoeJ0R8HMrNBYg3F+yZWUtegF+5ABHgB4IztVCFWR3p533upXwqk6c/G+LwYlaZFSSzq3e/OtcQCVFtgvLG2SXs12dVFGcN5ErevMPOH2iNgB6B1BmuQtmEHhMpwl7Wgr6gxtmo/4Wo9L6fENg2uNYELxLyTFbbwOUKrbTBMq/MOHtuZpxaCU5yW0A5E6G9vQ+zd6r7ROsoWmng27Lw1dqkjCsls4wI5OSVuRk2cnjy7741AMH0L0fqL86kCzH53VojSFptbOsRNGpdlXJjQvf4HoS0x2SicDYKibXI653cYvEbEmsxR7209v5sZv5TFWS8yBplgi/7l5bbQ/opFY+TEbvt8rXCNen9d/iH/IVdqO7c2xfN/8kIb2bgpm/+RF7Ep9IJJ+czP3b6GDPofme22pjJqX///TgAAAP3///9aAAAAAQAAABUpAAA03gAAKLUv/WA03V1IATpEvUkqEKBMAPzC90I1wFqDBmKYqzo2cpViNX+ftnRFGi8OOF4JlcrLWvLd9+57wARoBDQEnTp9Eq00yqTsiT9N4khciSnxJZbEogyJR3kTc+LUiTtxJtbEjxgxI3bEjTjRIl7EiFgRFzrEh5gQG2JAglgQB+JBzMcP++E+/Ifz7OE9jIf1cJ07fIfpsB2OE8qhLIfncJs3/IbdMBxWs4bXMCiz4c40nIY9+ZPNnOEzzMloWAwZJsNjuAx/AcNgeJPDMJctvIW9eOnCXTgzU5M1OQtrYStVuApjwXKFrzAmJhWmwlJ4Cj+55EuOEgUKQ2FLSyfshJlwE06yhJcwElbCRY7wEa5kI0xkCA9hSkogDISFcBD+0YN7sA8fOlgH8+AdnOMG32AcOGpwDZ5kG7zIMGCc4BMcIwYjM/LjIwpGwTJkpOAUHBmpglVAMiRLMg0WM1awoyS/kGRJduFiBa/gFtzIJUywCU5kxcFBQzYkwYSFXMiGPIJBfOAPLMghRDAikzjkQ0QWRGREBsGBfR24r8/vD5AB9/A4MJ4d19Vt4A2Mx3e814Hr9niP7ezyOI85cNBjPfbggY/5+I/7WI6O6XiONXBcBs7AcIyB3aY85Te+wGtt3MZsbIHT1FiNKXAFRpvAE/iMJXAYA2bAY2MLeEECMzMHERgCK+CvLwQHHJRxWYOxsQcMxgi82Iu7mIvDWExsjMeYjBtwAQNsgLV4i7GyOIsHMAHmrux8JYAFXLa6fLkyN4DnAFRcRcVULCU1xVNs+T3c0fyc/JxcfEFlSXn7wkavWx40cFaTqh59Hh06ETSliLEAAsUoKEpRLF+jRRZhgA6JMQVMwgVWeWan8S2Pjh3HTgJvFiThMjP0qW16efVJwLFza3NrM4OHLjmjnFxTxEBZejzoz0n/Q1OwJsgWOoKPUNHTkxdzNoS8mSWymRLDkFuZsEsoAcHYn5xQzypDJlD49Pz8/Pz0JLOUYWFqbBFORw5KcY91kQjD/IlTs6WeXhLQfTYSAQMYqhTw7EzfnQZ6U1juEhSYO7S7MF0bi4QkuwvDtiVWpkXDBMHAKQIriyCwcDPt8pNlyvVoYKr1RclUgJufUlG1AaLDM3VGZJ8kGwRaVGcI8wTppVx84UgCYxHuAxoKzRPOikieKjKbVUNG6WwJJBoE0n1YPpmSuLejB5I3Dg5GvOjA+JaE6wEOxyBveop4jl5W3nzQkbJxdvcWyKhIDEm2t8gtgiLlyrwpijISN+mWp4yBzzacmYlxONuUMJTDC8yCBubGy94VDFAiU6xRS0aLLNI5uTJ1YmVR3BULivNQp1JpQvcyWHqwNmNaAFKiRZ191gAYqcF5JmyKWo80oWgOD5zwRCS0FScDySNPQ2N/4hStkCq45BRnR1ZmR0YgTsGTrE9FK4ngDJFpfcpAcggOkZDl5oVMF56PnIZxkCU6MMfd7SBFuyQ5xYqAqFLaH07NzA9cNKP0lTEgA0CKrc2tzbitza3NI46dW5tLuqymVDrVWFYamVJhUeGJ5p8p5qU6KXOdpph5cJhsW6ZTdqhQkWgqBcucKJ6PTEZICboJRLMGMLTTSkCYKYrRTnCQgnJocmSxmIYQhdvajCK66OROH0tRX1T+UH1OTnmE4FBY44ohA61A0tEPHWy8Jbjzm+o1vr2xTaZ9TrKavJYyZb5vsCpv9TFzX22+5mpewSk4mkvwCA7BzdyBN3AyF/MwX+Bg/uUJHIF3OZcb8AKu5Vk+wAX4lVd5AAfgU3793XZ1dh4lqkP1p/bUnHpTZ+rSvtSWulJT6kktqSG1aDvqRr2oFTWiPtSFmlAL6kD9p/00n97TeRpP2+k6PadDO07DaTfdpkF7TX+2Z3c2mj7TZppMj+kwDaa/tJfm0ls6s7U0lr7SVZpKT2kp/eSyLztKQ2knlm3ZTZpJL1HSSjpJI+kilV3ZR9pIE6Fsyh7SQvqHj/bRQRpI79DROrpH8+gcOBpH3+jJriHZkm2jabSMGT2jITuyYzi2Yz82jG7R2I39ol00ixW9olV0ikbB2Ix9ohe7RGIntolWbA54jZfXHfI6T6/39FqPr/v4ms+v//zaD7A9ADZgYIcI7EDBHiHYgoR9SNiEhY1Y2IWDTWKwB0W0oYgW0SD6Q7tNe9rWFdq6ba0nrPWaWqOptRpbU2BrNgudZqEtXOi3C30hruHiOi5DY8jQGeZabq7nNDSdhtawoes29Ia267s2sNVbXH2Aq7m6GkFXd3l1Aq/2+moFX/0F1gvAGiysx8I6rEFDaNANHPSZg3Zg1hLM2qysI5R1WT94QNZkLdYM+k71VB01yratoUJ1dwUFyqsob2/m728pKQANoKmoAnSArqqyaqu+uhLQAhoLa0AP6KwsAk2gtbrApk2cND2CVCFJEhWNNOlRpfSI1FItLcVUMdVMnj7VT5VT7VQdMaqMGtVLj6qlWqlSaS2to1USIUKGFFVEiArpqXz4+KFT69TJc6fqqYoW1UWJKh071Q6eCqgKGlQD7al5AtU/fw7VQ7VP3QMKymZODQ2NIwdOheOmTJkxn2vqmpomTZva5k09YwZN5axy6hwxlUw1U8/Uzk40FU31rGqqE8tqWZ88uayXNUoUKBVKnTJFSpVSqVDBrJjVipUqtUrVogVLxVK/fNGsmhUMGC6VSw0TpkvtUjc3t9Qt1YuXzJpZs9QrFYiQKqTmyOGj+qg3bvCoPOrk5I66o+LA0aP2qDp0/Kg/apAgQ+qQSklJpBKplZVFapFqxMiReqQiQZKkJqlKlCypSyqT2qTSsFFtVMlao0JG1sgqo85wdHxhWBMTSZAoMaKGcHODa6wuXDzCqDFQoDhh4q5u2OCHQbASEvYdsmhRWzwGBlbBDnxqamu1LS/v7676vb1xsGCBrtLNVba5OhdX0+JqnNzZWQTGxbpoWBvr4+OKuiJFFTFYByseHmJFVKx7FQMGvapXL1QO1a7+/dXVugxVA17FO1FL1BAhDuth9VABq4Q6YQKECmgUKoW0qqHKVQhVRO1Q8SqLqqKeqH2VrwrWv2n9MK3TCgJEipqiFlbGalZWy+qD6qA2IKtkdayK1QVgFayGVQY1gVf1qgrqV0XAVblqVz1QtQrUAnWrGqhZA+qASqBi1SqralWvqoBKBaACqAHqVL1fv0pVW7l2dR4FikGxKA7FmCyxJd60qZRLuVKlS6SbOA7okt0x73PFbpjruQzuAr9zwa4Cp3O/bgKXc70uAn9zu+4BZ3O5rgFXc7duAU9ztS4B57xZd4CXuVhXgIu5V9fKN2/VDeBdLtUF4Jp36kp5lnvvu5Vrrzvm7Vs9yuUf5Zcv6kN5kwf1n1zJe/pOfuQ5/SavfE2fyYd86WNyIH/pLXmPJ/1KruMp/ajf+EkvyWt8pIfkM170HznkO/pGDuMZ/SJ38Yo+kbN4RH/IU7yhL+QnntAPcsUX9IEc8QH9Hzd8P9/HCZ/P73ERr+fzeODj+Tue93a+jt89nZ/jdR/6cnzu4zwcx/Bv3o1f+DbPxt0e9Nc426v5T097z0/jE77z0fjZc/4Zf/BmvoyXPZkf42Mv5sM4gwfzm67gv7wX9/ouz8UP/JbX9K3PfC1O4LM8Fsf6K2/Frb7KU3Gqx/wpLvVSPkqDeij/pDv95TtpTW/5TRrTM/klTfpKPkmPPpI/0pHeyBfpR1/5RJrRU/6QTvRCPkgbeiD/owe9j+/RgJ7H7+g+r+NztJ7H8Tf6zk++jabzNZ5Gy3nJn9FvPvJlNJuH/MdW8zEeRqd5x3/RnO/iW3SZb3wWLeZXvIre/BSPors8459ozV98E53lFb9EW/nER2zMP3zDH/GEP/giPsQH/ocH/L/ve77X+w7P4fHe7je8hqd7uc/wcQ/30397C9/2a6/2FZ7Co72Ej/AQ3uwdfIMne7EP+wUP9l+f4BF813O9gS/wWp/1A17AX71VVQAqAFNS13rzKFGhQH3y1InTJk2ZbKnFdMkSaSVKo5MkRYIkah9ZR40YLVKUCNEhQ4UIDbKCbCBAf/z04bNHTx48d+zYOnaODbVy4sB546YNG9A1aj49bRqLxnJaM7aMJTNGTBgwm1+8dOGyRdNmWi1ZsFyxUoUK5hQpUaDYJ/bSiWUTJkuUJEFyxEgRW2mJUA4REgTIDx89eOzQYXNYHDcmbdSgITkjUgbko41hYTi+cNGikcUKFSlQMNoT1oRVtIkW0ZKwhrbQElpBK8KCsIHWgwW0frbP7lk9m2c52DtrZ+usBjtn5SwGG2cv2Kl1sxYsm12zabaCnWDR7JmNYB9YM1tmG9gxK2YZ2AVWgf2yXhaBPWC57JYtYAnYLItlBVgrW2WpLAArZa+11m217KI8lH9yT87JN3kmL/VLbskrOSWf5JIckou6I2/ki1yRI/JDXsgJuSAP5H/cj/PxPZ7H8bgdr+NzPNTjOBx3420c1Nf4p3t6p6PxM27GyfgYD+Ng/It7cS6+xTNdi2PxK17FqfgUl+JQ/Ik7cUtn4ks8iSNxI17EiTilC/Eg/sN9OA/f4Tkch0+6Dafhkh7pMvzRY7ijv/AW3ugrXIWjcEZfdBNewhP90En4CC/0QRf0EA7CP7gHB/zz6+Pb0/MOzsHx3M43uAancznP4HEO51N/cwseBbQIZA3AEnBlVRWACsCU1H3rXbl5lKhQoD556sRpk6ZMpZguWSKtRGl0kqRIkEQfOWrEaJGiRIgOGSpEaJCgQID++OnDZ4+ePHju2KlDZ06onDhw3rhpwwZ0jZpPzzSdaDjPmClDZoyYMGA2v3jpwmWLZqaWLFiuWKlCBXOKlChQnlw6sWzCZImSJEiOGClSSYRyiJAgQH746MFjh44cOG5M2qhBQ3JGpAzIxxgwHF+4aNHIYoWKFCgYTyyaUCyRiHhIwnBEIeGgoIgQIAI/eAD88+vj29PrkMcB785uQ50Gujm5DBji4C5M39wstLGtqaVVoDABTcJZBAgPzByUNSAbEwtjsABMwVcCLwRdB7gMbBXQIpA1AEvAlVVVACoAU1L3rXcdJSoUqE+eOnHapClTKaZLlkgrURqdJCkSJNFHjhoxWqQoEaJDhgoRGiQoEKA/fvrw2aMnD547durQmRMqJw6cN27asAFdo+bTM00nGs4zZsqQGSMmDJjNL166cNmimaklC5YrVqpQwZwiJQqUJ5dOLJswWaIkCZIjRopUEqEcIiQIkB8+evDYoSMHjhuTNmrQkJwRKQPyMQYMxxcuWjSyWKEiBQrGE4smFEskIh6SMBxRSDgoKCIEiMAPHgD//Pr49vQ65HHAu7PbUKeBbk4uA4Y4uAvTNzcLbWxramkVKExAk3AWAcIDMwdlDcjGxMIYLABT8JXAC0HXAS4DWwW0CGQNwBJwZVUVgArAlNR9610ZyqUlEyVIjFRSCgHig4cOHJM1FvnawLinSCn54aOHExOICxFcchjgpm5ta2kU0M4gmJWRiTEA+/Lq4trSysK6qqKaura5sihQnjhpKr1ESmlSJFFHjBQhMkRIECA/fPTgsUMnNM6bNqBqPDs5zZARA+ZLly2ZWa5UwZQC5dKSiRIkRiophQCRjISM4eiicUUKxkXFxEPDwkERID4A+vHp5V3BTd3a1tIooJ1BMCsjE2MA9uXVxbWllYV1VUU1dW3bXkMzE/viyqq6nkopiV5Fln78VKCTbOHkQImxS6HIbkjayJhYCMIvrw6DW9oZd9napUmOEAniYycOaCeZL5lVoAiJzFo8vIN8dFVtoDSJ6VFSCURHDUgX0zW0eqsZXzdP4ra5bL7wgt41L3jV3M8HcT1vmvdwOy+a97uc98zvXTO3zOddMnfM310xN8zXXTB38+ful+vlMdwul8tfuFuu5rvdzKvl2W6Wi+XT7pVr5SfcKpfKn13MO+UfXCk3ypddKPfJj93L6+QZXMvb5BVcJnfJe10lN8kfuEjukd+6Rm6RJ3ArL5HHupR3iKVzhdwgtvMCuT/smevj9rCLl8fdYUtcHTeHPbw47g074k5eG3bw1rg0bIgreWfYDzfyyrB/F/I+Wr4b48KwHa7jfWHxrovbwm64jZeFpbsrrgqb4aa4KCzcZbwn7NtdvCZs21W8JazaTbyIlsI9vCSshGt4R1gIt/ASWgd38ApasivihrBhF8QNtGD3w/VgE1zA+2e7rt/tswYu392zWlfvdrADbt7lYK8u3r2zAa7d3WCnbt3VYP/S3TnbV+5m8FEXw41zUBfuXvBOd3rfXNN1uxYc0227bE56166aj960W8EjXQp3gj+6aFeCM7pnN4InuhDuAzd0za4DH3TLboOPTqi0kpfgyIISBQIyCDRAAPOnEQZGUZaIKTTvBClkIGHBAGGgTCEAAAQMC6CUGwBsgAACEYwAAhm5Nez/EF/ve96lzn17t+5LR1rHvG3st6/xnQtnTiV+sZZ6lthHL+s/Kb1al/hbWcvVdt8T21pnDeP0ot+Xw9dqjWfttbzS5v2jrO2uMI9S+vlj/KVtcdcy9yvduDf2Ve4W56hFuT/kt/qS3qpzud2N90Rd+y1xnVXU80R+el35bG3WW9p9Tyqr3j3G2co6bwivlz3eXtZ2tR33p7KVW+M+pWz3hfiU2sNfay+vtXmf2Ft5S8xjAzDLKwDiwIekE6eBNAnJzkHAUaqDUZlUhjLCfMBV8gpShpLEegQ8Qir0ikjNEiONA1zhVmFhMUKtA9EjTAGrclEsY8W4gChudCg2oZi5ELjMFGQUlboRVlkHqEJMB9okmjgPoEuoRkYjolrOhPUgKdQooA1OkncQcpQq0DWiFKOsNgcylYwKhOEEtw4Dj5EKjcpKcYRJ6wNRmVVAGoRw40PwCdOA66gLKVK/0o17Y1/lbnFOn1+uh3YVETfRvd7r3qovFgQa3K82fVaAdE4qlbsRngwSYh0APuEqeIUpZSkj3QNMIati4Vg3lAuGG1S1EFSixkjhmAc0RBx4iFRqVGV1NIKsi8GhTAWjEqE84aXRfwlso7uGeVvRzovxr7Kmu/JkJwJzPsAucQU5RaVimRPOAapyU6AyiSF4iCW/HmkiKnDGyK3i5ECxQcLdjgnn8rS5YOyic33a+0gVajXRR998iRR5H2FHqQ52nIa5y/fAOg0T4HvbNSCcsjBQvDYzG9aRuljJwI9U1tka3y4+IVVQyCSP+e4RdeXhjWLHbiFpY6sZMrUOlitUjTmhNo5cuVcOHQtKjhmtp9TULiWHpN5zZuRWImauEhMnt56jQ68BqWKXmCpLqxCaao9ZoWnHlFlqSg32ut5CavK9pGNpdKGD74HCpZtuCRcXVLpplnBxQaWbpkWoBpCGES4mAphBQFQINyghYiDALIJFiRCDEBJD/nqP0gYBYiHYlIQIBCGzCCwmAkxBSGAIN5MAYiAYh/xNDiSQYxpEtoBIYQhBgiHbgGQIgBTDCOZyEYyqHIXeIYEgDNjQgxjofBfA10qdAkZFCZ4VEgGlS2ZCTThzSSGNVHHRykLLIbUZSDN72O011GGAqP3M6ydwVEZh0AEREIejSIeRUrgS8/o5RpaC3m4VMzvkV6n7RCbCwol0qiSHe8J/FJ5FXQZ3Mwy+Q+ylK2OW+s2ZHuv7KDoxAjkGiNgBIQOHGIEcA0TsgFBfxMSBlRNE7EiUMWLiwMoJInYk6rnbYVV8Wi0EDXSE4O/tc57yXAAnF3vPL9TVu2ToTA3Vfh8+d2j3JvBrYzXtLAs2nBnT9ik0gkzFHxrvJNKqHcFKl5/TJiSBdg0LLzzSIIRhuVDAhuhDC35tuPU2QUwv5QRBGYbgRBA9lR5Rb6+ElEvwd+oUr9IEOZrVW6N/B9TT2+UahU4apV2uUeAwH/mtwxGgVlT9PTsz5V979nNxrpU9Y9Ip4XKBUieNEi4XKHXSKOEADiGKi0gQMVGMlBC4socDOKCJH3QAGkSaAAEcQESIF0xzA6Wh6zqlbA07CinUFYG0lEKVCtgD7AfYiL5QAm3bxAIc/ABgZ2E4fO/P42+qR5fIx0iZAlb0uLhEqYMG8RPet9UTLYrNQmLnrcQSLT53aPZB7J2GlkrItgqZNOMaYHrpdCY6PaF3j57gPOKyaHtBPk0G1JDV0PqGA3Nth3U1H+CELAi7GhGV+Y7QwE4JeLUmLNugKHpngnxl+y2L/hoXFMygChrNChWihoakZQS4QggmTQz1YzI6YK/dYX/To8TWh3IaINBpRhkyizry1+aK9AYmN+bumVnuG1MnHpvk2pK9aX2Ts75Wp4obnpDT9uRKdBdoBZqfStcdCml7TKIp94O0/NaoMst+c6NyNvYs7YPvU95DiCtqViq6GqqdtVWZ1lxdt8UKUY1WW9utVWq66td6hcKeeNSGRdxmbLstWY7uJ//t2aE3adNp1X5kk8P/tu30wo0L1/fnLd0w7DtApKl2ro9GLzfv7B686cZgL8BYUlu+8tkJjPpWcD8s9t35ps4awv1U9BvFUNkuNicII03bd6ZFLGNPNvLcOJPTx9j8guMG2jRekWvHZjL/3qu5fY5QVibWTLNG63JhbBa09j6ioY9N6pKxNqw0Xp1Ki2VQd6+bmn0soyWm4BrX0e1lbT5HzYpYK1u5DW3otrUNrbldVotb48Y4pLfH7aYl7F6Aa5J/9N3mvVH4+gaBVs3zEdOdnscQuB2FPN9UN/Td7HWb7SrfB39M43057XcInQlvdyu+sg15pbXloWvOG1qLvuzGvsba+0BH3XCB1p78hk7a23Xd9vbX47wR4Cq3A9x30UbmtAbQp0GgE7cJdNyZBVpbB41KONsHLrHGgTsY7AuslKOtoBNrKOiD9b3GLjrbDWhxo0EfN/X+Ena0UuVuQ9DvZgSaFytW6mrnbFtT3ViG6lN4WKnTsWJNimWQRmjOC5t7M1Z35R6EdWOdk5+yqGFLmjOefZqVTtBOplBszHUnAK7l9ZvA5JcljYzwEfCeXRReLuCc+R+HpSEJQMN1BdR5tl3aUtYs0P9+Ad+aMsKbULLwoMsEp4Bmhg5A25G0+8p+AZvQ0Ij7plOaI0y7Eui3iEZlMuM0j8ONM3sAwowFYEL9yfbBiV1D5JIDLZIZcHOto5tlD7F5to01VZ3mtCG1r+owDbnFklpiqGOa2JhMersts/J4y7JdcdZ9uVx2q03drgnPeez4DdkuaE6w296Mv1boswo78GB6gbravMxyI4tnHau9cxfBt4j6tYUVWoGM2V9Yln++m4/ztbVEu4E0H/Xrbyn+rlCM99lJy093k163RuicuB3TQxYLmhPs28PxhxXGrPIOG0xYwNzVNi8/bWTLrEOF7CL/L6JKt2ACryD+9hcYyxvO5hV+bTM9rB86nwjoHzUy1/3hR5+U1ijFU2RiYd/ggqoemD3HQGlMxjxY6wpcHSaURsKMMGIHpSAMkcb4NKpYrTYQuoYaOc+lZiyvX6dBh1tsza8VfIf1/dMTcBnz+N0MM09r8tzxrwX9bLPEymp2izl8i5pkSS7f/x22uDJp7Yrdkj3snlU+Z2FKkkNucQJm6oLGQ2OWbPA2DOJzRz17eW/Bwiusb390y72/udq1Q3NW72gaYr3AxoT8tsHGE63WZlve5wfZXqbibXlH/5eW8usdyOsemdvFSuBpPM2cyY3/hszbBNtw/o5v4FnpfK4NuvdejegmW2zm5xU8h4X98wloGfv42QydhzXUa5sIfpm6DHwz7CCwn50p4DBrrwGTbDMI3J3V5LWB/hzNDnAcEub/38mwjL3VbyzDnxfbh8+JwNBvVwIpvh0KXmBoImiA5zJwCLbWgJ55tAPhPVIU00p2BPMzGttbwCY0NJ3ebN54BLZP4SRvp7iczj+wgGHt4zF/2JLDrVVu6YdBUIbKon27uP1se8ukq0ueZGCrgS7F9MIyJ1sUfEOI6TxZGMaxu814ee1V9OzAAbt+VQg4c+jUdCnPEO8+CxP3WDpOEzMPorV3iygyEUd2lmMHGtaKweR62ghrm2fFO2NMA/VpTVwtDvHuHk0zd4ksCFtx0onJans3KGmTwbxwyIDizNm6PtG0p5W+qFhukqFAJuO7tHpjRYbl9yclKJHJ4DRaCqctuIC8ajrzN0ZqpSGvKNwuEyvw4zzWBbJLy/3cc6ZFJEZLDixP0cD6NjedEHNrMquF4NzWpbVWl/67f8Y6JMZZGlvoLYo8PjcXNcrmGRN+Yd1xnu1AuRovY1QYPrxVB3ujT0jkyJRNCrLts+ZtqU+sO9z29mr3OH7G7pOCQBJDr2fCAUFnk3DRvN9RiQ2JE9li2/TNBNuGr+akms67EeVufC4eFK03ZnL19pKW0Vg7L9ybqPi5TWdjjWDWxZHTmei6zG6ZeSQ9WZNzATuJrDlmVbU8HL9ssvAx6l0IpiNOKL5PGJdTLDNB2pnPIQxaNh4ZemV5OLHBWMD0KXXbMd9RlhPN0zOu45HVIeyC0f1qtpEFOAVpCnrRHi9PAXr+ClvBMxkm1/lccOHEmj2wZfnqMna1iDi8QAfVCHe2ByJtrnbauUC/4eSqvRho05dvSxCY2KtvjD0itTNhyH89LguL/teUbps+GxyrRTSnt9Pnlo9lEdprn9LcjPyENyFetyilwyyPyLr0LazmLLxHGNlnlUe4Kl/EmzxaIg6c3trO0IVBLjmNJ46Yhlm3fHQLQsdlc/uujXqKccuqnU3+YrQj4yntVM5eV1Ywfu9vw7i8gmLzPOjaDqs7R+4Lp61ZfU8D86TU23Owl+qPOcxkw2Mv3+f1GG20M/Fpb464n1uqhqKDnSHZPJ6M9AoqmU6OjSJZsHpkyraH5fTkZXUOoHm0oRu1O+CjmERpVqgQ5qyzjy22aR8VYfheiHGu9mJrotvb/OPZ+jvS3WdQ9I3qMCVYY9xtH3ZYgRyTZ09A4rpsbuIstweKFoxGUb2WdDryamgO7wtt2WiAuRf/FsWcaybbJvDOtIz2Xz+fubP5o8q70noOPhSKqeGXztvv/Br3rBZ1LyDW+jIcO/3w2oU+7e0w/4rQJGfEOcYPrzXDZ6dIt/N8YQ86nc1ptWmaerTn9Ubwk5wmekjhybA8moYzBy9DtToraZqHa/I5qGxE5yMMpbi6SEQnsXUrzJceO469kv5m9GV/7aeHA8fNCP2ftN7DUTKL7NWsjuM+0N3+OFHhZISwepOOlVmwvehAA5X5rm5E8oBA2fx/zRQGTex6Vh/LXmDMeWiWe7rO8TI91sYfL7VMOqU2mo24HvuRnbsxazMmixv4HI3ENAd4V0taNRPgRjdHPBp4Hm0nvL2J43mZnQmmYW7pQExy2ls6OiKWc94PlB/KvdzMTZIZ/ja3bUSg4a0n08OZnK+Wu3cFGhtECdVOj7rZ4BptG3J7+VHIseauXQjAizaTD/IGxJ0ZogBHE/JbzFv/b6B9NtuHbtv/7G41T8hYbk2cWYhFu9XnDXqTvTfmH62lsY5GjlOTYxgJNEvXfI1arffpzdIJoGhU555rzlISLFPaOC0EalwUFzMjdN1ZaOFR16lRvLd+WWgGLqBkbFjDTTqEw1VTqz/hnGzOlk+bAtzeOPPxCem1/e2xS/TjtzmSzXj0KOImFVt9xHJcKDtnHOKebZ/7yc0yzCPwabjfirYctazLJtUp0Ro3yhybKXIu5Qh79nmh99B/Fi1D7achf+0yPc64cSTXvgapxXAuzzUDNTXwzJuFHcaPV11Psp5UPPuoVm2ygZ+5L72bq1Gz41r0ZNxdCWJtDTu4INSPeek46W6o4m4Nq+yTcbsSs66BlRXEuVFp7zJVG8+3NUnpzpky9SncqhjrU67Dt2g4mHzIdu/N0VXHc66pMKi+au8nSn4Wi5dhnhxZa1DlJLwLqIy1Z/6vtTI+H+JpbkY2n7IeRch9PremuJ1h+3l0xAjIEy7DHRldsfcTf0HglgBHmFeeOqBxtMBmSwIeeR4jzg7DBiuW0ws6O4rpia15xqy5FUbyC0qhW/uPtA/tOs2taiQ1Ag9pioXKKv3Gd8+tbCE1Q6lBg7k9LTTa3eHObZHZhTZbfx2vnNitGXm12O+8vUesVogvgDDu7qosB4WwtRdrncmNqzCSXVDfLnJiFSP5as19ton5jGwXFbdkO7eokfokvXZ2z7BmObE1sRGz9X2sVVifW1Oq/9a3tekxAqCRinEGJyxIu05890bKcZ6dGHHgjBRWG2bYcNhwsFdHhI0ZtGNXGWT2QB+G6Z6T9O01Ko//Yp8lwwgwY8+QPwW7RSOvw5nUXhSHz1xdvxT0/uPVmaNYP77HlvKBfbU/a2PtWcC7dzJ7n2peQbDPDMz0yUwLmExNZQZG+nCkHUymVhkDI304kg6TqSt2sz+Gs8f0cNUY97rVfFxr0mCWGea+cLU4nD8E+hunNXQbL/utbf173ofhx2XjwswP59OErs3aflKpcbPV/dhCn6zy0u5oDjasFfomnzstGwgwvNtsYRvfZFJdwRTMKKlzMe12Xmv047zOHp/URqrNPn2Be7ruGx8Y3Wa6RJgdzO6Z44W1PKlozbnGtFio/WSH5ERb8B6Z5JZWXO+frgNnxMj0i/WY2ozsFjbdFoUju1XNqdNj7I8A2DJk7qSGkMEHWKWRzexSx7ed1Mtn7KZ7UGGu7vl3nu4ca7IcOp6Fsmx2W/a7XT7b1E7TwTaU5k/25tAcFmntTFYgaJ40SWfF4Kl0TVYPxueEDO2FeBPnJLqc35nVe59SnGwjjVeOc9zOcHP81q1GDUlcfvEp+KZR7bx4CJxF+M3Hv8L1cEMLLQksc2vsO41mUbkJKAumQN2s0iH6ccqfoBGarVsgtm2xDKyAYshlrCH6DDWzZmAZZIYnU6T7B/14HjA6yDf/0yXhmjDZYqXRLjOmkfXRFLRXMHGplkth5uQQeyujwvwz268nZEInjmV6YWZ5lt0vhxuvNOZLME5K1uZ1CrxcjX/gaWaOns+X71hXr0QSGmLZYsHpInkt+NdUgMKiX3PQ4OUCfMXaVGZ015wOPi7/Npl7qfeVbheJ3bLM8e4iAmIbj8e8vaSn8ck6+6gFhgV4SNSIrbVza01pwcjS+TMvWwQZFT3eanc3qCztNLu+sok9AvLPDrBwZm+7GRFQcFDBTu4fxq+cL+e23r3TS/WzZrZWkXk6uGWwtFZaDz8s/0JlKT8QvY37RB3OTRtCQLE0ZvOq82aHHfJFurSM+mSklOHX6aAcmji3X9h1gXEsuFlC7BCKZcxKuPUU9F/Fs37eStNc/nNVLUyG7RvL+RrsfrEY9Mpyo80Yb7C5m43f/0utcFucaLG5y9VnWkPzG7frHTEB9p17b03ZEHRYMKPKbMlkHn5inBa9zoGoS9vTSGOXu5b+/Qve4BmbJmc/cqMVMsvcCHi2gRG7xF2+5mfz/2KaxrVzwAvCiWeFuQC/a2Yv4EVwStrHWKCjCp4M7+fBRsvVuYiv3ZFlmTgZ+5w9Pk12kagnzj8ab2+5Kv+ivW+RcI2d1yVH8P95fG3BMwsg47w4P+v1Gl3TnWcYvx3Epxmat0j2JVLnWmjdnmd3tpAJhTINshj3uSYzgDMWkUZdMCtbKbyM/EPKtubHJr5TA1xwOfLk7yK6824KU6d1XXdBpU3v65kTCZ3U/DM9QKtFLyloh7clfmwO+J9ynmn+qtb6Z/LD/yRy1rZ8DtN+xtR9VsUdN6OhJLauYeOeWzXYkm7n7lyxt+ea4JcgLN/RLEDR6n+Ir5yurcMNSzu/iwOatoNGMBMNnq1+G15fuNizOyJjRdX/MukRXlS3MXsBDTOfj/vegR2IpTJUxVMmwjZHwj/lwVR1wmAD8zMmmmvN3HINC2i/k39EfIHMihqHpqq3FzdOP6FyuAuxkW1ijQoPcToRm+kZgX7OD0uTr1umC8nJmphO02wtGOJWqp/Uz4fbY+pqSXJxVv75Pn5uuWxaquMXVvR7u3VqBRrM1SK6Zt9ziKi07h/wnRU1vtlUjbTHTwXpcjwipDG9aq6xDL7CZMfqTBMOFTC2+kxJ88sRtXfo2ayXNCwLWsbKvFvXQVa5SCW/ty5TZEurDzEfoMR/9tWF/GFab6zE977///9OAAAA/f///1oAAAABAAAAcT8AABydAAAotS/9YBycPfsBOoBSmS0QYBwAhrtKiCmSmFa2AgJv/WvaBmhLYtADI0oAAAAAINL7P+ooAUZLEAjz3veVCaYJLAlIYuTYM5XgJ1zQLDADNq+ZwIEvMfcSbhFkvSV8ToQ8ZyCBLhkYTMceOIkTvfMQQKVcuZbids4POVtif2k0wBXwEk8xF2SKr/wha8XMK59xlNLpCvkGu6xAla350DGTOgnBfkGPHExuJzayXAouzm5W4SOLW46gyGZM7fhEkDPLuV+tkMwrSmlwQ34F20cQynC0WxXkTBSqf03Bri8EMXvbvfKwOQRH4beZHlB8NscXD1gCx13FAsUOUjbLaZKYkTMr935b2QrPZ1jgjumQmz/ZCCVntkH5bU+8zysgYz+4XHL/UBLnWj4kyZlFeN9t7svfBR3edJ2eP83o8q6bOv5oCrjuvdXMH3Yjgt8OCVk3Wznuv72e3oIzhZ9lQ8qtRqPkx2ES32Rlhb8u8fXuW//K2Nf+h5Ux/wqBDPv+XS5MP96wff8tNSpfjyyD/Rl9KD/Uz23/Ri3Z74RTd18Z8fx+Vhjs2+pzw/fj8Gg/4kI+EuigfUMNkPIDmfDsSNbGP/QXxBZMIXUXCJF/wQTCNxKQjj8odICMY/pxTMmSShf+jZbfHfT3+gevZN1ATSo/4YuU/yVdRfyXxrLkggF/LlJ638SO+INJyOUvSUb7Kpe3txwNgA5/sBIv37cLBqUvaNuGCxv63ytXXEEP3B8xY739ldrIHwh0e2Jv4ANqIN/4hwz84HEwWMQflyb9DMrK2wiOu9+3iHoPMZz9fK6iOOPwkM+7Btz47XWTfH+eGhA8kcIMb8JlF0cM9X4EDyoJt6tf384N9r5nBV8/XVeeD3o58KR/PvkXTCr2ookn7vz3CRnxnEOkd/7z5j/vIOw4tyvQ6SPhXO4DgJe3lWgPD4pE/pmGHD1m76gZIVLaqU/WyXPnXTdQ9xFpKKfVBzMKu9VcWG8dGkibkDI/a8FnO2HjtlGSmaD428cR7pgZgjlcizmzp1TvlYJO1oIEMQk+PJkxM9eDOrOhbCog83wEX1buKBtYgABHO8engmI6AkEt77PA4neh5XgpB3ahnJbtYkUUQBGZ/+kGM+/FkBvK3fzVUm90TGyn4NHKEXM+FrGaJ3DcotQ+3T29Q+Lyk57scOR5s0ONFMn9Qn6jRjsbgu2dQwZdSnUB+x05v8ZygTyyggmo7sLn6PVAG7W5ejSkBcH8H04czbYjydB2z/4PD9lOejLNGZB2KZHJeQAmXmw/WTkCO4R4GBh5k1FcySpumYzZDX+bRFcGgjE55eUXkJTDvwjoo8xjyVV0qGIeHnwZ3CmUVmZkqXiMwnK630J2USTpmVPSKHzSvYuqg7EWMHIkcb2LDrifcgwFY0lE+OEhe+UqN8qcMs8n95yUjYS6kXEp+ilBDWyUtOUNHA1hYKx6GbnOSVq7HOMwrfHI8rMkmPU0Q1IXPGHA5Y4G1Yh08EKmxIi0wIg3tvJooyHlfTEQOs625pEPSq9A4PE5BHxtx9RcUhOREXAG5/Ahr66Tga+xFRdpIQDeiMLGqY/FfFGqhjAIWy+UZjlC8+eKLsbAxEO8gCTFhnBR8DzIzt9ljZ/dahwkEsJzcXQJl1h8rFSS017WfPEAmO+gXw54M8WDKMc/kULBgXsec74lH3D4Ff7Ar2GcI577sHDXWIRf0VtrsOnrQ1ARtQOrzDuLJpSaVXwqoGMLi20+x8LwhdOS13rh1KnxmauxVFkhQsmnlWhMm5yR73CSbs768BhqtYAehfOyJB3YsTQPV0yLAwNR5XxKmHz2/HpP2hFZfrP5UpC3C4ZPfCZtT5QMizyBjxsQdrRvNGJmgA0t9woWyZjCPt40dYhf/GR2X8J5j2WigwuZq7XMhsFe5UPBUXkUANA8ga9Xnd/9aJVE/JpY/i4juGpDOj+OQ+xhjORPwJJ33Sj6eTY5GutAv1PQBysLQ9+PRF/kbY0/ZFguwDp/wbklq6R/s0UXBHj1CWliydElfybCRgMT9Qc7SD0R4H+tdq6sIP2BUbyPXnJ+xiDvEDscn8+FhsTUGL71CY5bTgzfThGCIIJWLxrHpDUGg+8WJyHPZ9c7EPBHGpr2yUAQcWtA6+0ClTbhOvwszCExDSc8mWWrMfjH03/F4I1SAN81bvhJVwpAtbj6HBcoaLMT/k/PDIHeNA9jRkFsSOzL5HLlSIZ5F7xxjMSfHw7yyDJF6Wn0VvzB8L6bJoRHa73QToy/nrKffUKCo0jWH+CMoezj8al0JFZo8vo0NEJPIsbeMwMFEGZpvtGWxm3h5sFPg3Ry2aLje/n2mX2m8E3ALABziT4Wk6lWExWfAwEOjYmP/2SBqsbGOv6AZO9I/ATc2JISjbGQkFFQ4eY/50MSH88eWEC4Dsz5Z2HRKpNailWkxw4Ek6xeyesPcTAi1rCSq62oX48jkhSIoJan+YxpM9LkVZCVbO8aHgnR7FCs03dgTC3he+a5VndgUiH0mpojMpxOecBZqnKe53ie57mezZG/Ris2+Cfjhx1mvTXKfToYpYtpAv4fph2jzfD53mojRVT9qAq0/RTkC55VaPD29Y0exaKUhH3DCkyIBn8A3hgjrCA/sccEzH+hciTA2ulPlBFUCafpowx4e1F08BFVgUw6FfG7LCBACQHhF+JqCo5sejwBHK9hzg/EyWJcosKf2hRpAQL066lYKsSz4CeM6PMiVGD4cjV08M3ZPjGYAiaV6JdzqfJknvRt27ZN/rKRohhuSjGcBqSz5SS1YDutIW4Gok2QGCrgCsIgOVHJt2MFXsM3I7hsVSsu47PxHrTTxXMhxYc78Xp2vemOEpQZGcx92DLz22orNpdy8Ui2sILwHmrAlocxxRqOHn+8VtJITMrPtmFIb4rIH/y0lUTC/peVFFum5WfU0XuQAe5brXjQdUP2L6DJ3Zj+Ep9nFVv9KWnOZGB8n8hKJDQEv9JYx/X1w9g3AWYkv+Xfis2xGs9kiioLDgC/EsfNxOHB5zK5AcYd/pM5dxDWen2rkw4zimx+5OgKSx2rPhQzQIkk2K9oQMOCHCp84lxp6BzvB1wSITHs09u41CNg/u1qmb4qHa9zY6DMquinkS55y03C8h2AY8k3xN9iwhmmpgCrFE8yA8XAp0pge1X8AGuwZuAEOPgfxdYUuHHEmkKj7WUs+jsptHx2tGANrXXpIpHxWRoxP0zoGFbTH5QfgJseSaOTk6EqWHNtD7CIZ//8LYcaHESbWBaSYHPyMS/iCRLsiWMsGsQiohDLXsIUGRnssHwMjzO3RNr3uQHJKzv5bJjTV3rWnuolSb+JmemdftB7TV/vLTU3c+fR6r2rBXjuUZCa+bugqzv3tgFw3/USm+M+Q5qnjzAWiOc+1WuAh+yxIsf9ZNqnFxH1lOeeE+qKF70NynP/AhDUa8kQvnN/Qq7Tz93id+4x5LheM9j0zv1p7+wba6TIfYShYi/akiHPPaxnmY9zFZDn/kItEK9Jc5nn3lQK7heJtOAZ3ruL6DjnpFB+tEkk9hRNzpvlc3LudvLPYkMkdZjvnCyzPXr0h5G7bhgAqvYSXVo9rKsPNmFvaW/1ruIRogP08NGIURPwWHAbDfh7lZ8/bDVHCTY0O1aOre2blQ+08Ju1Q+RV7fyvEE0tL57uKBpibFUr/lv/6100um/mfqxV4L2l8lRyd1MggWMOftaZZoApzdtLaoxttPe/YdrcOoYlbBw6S4CKdf9+1R19FLZpqNUe+G08JsT6em4bSd5AXfpnscagUnDB3uKJjLtl/LIKQcCgyLYBHYF4LFW+1wayjckZdoW/N7xvB1MNAN612eRY03Jn/lqO+ohf0U0uzDDGw8Ona02VFWDkBlKVGTPz+XM0eOF4U+2fGDp+M7qffDzYGTTebF+QZAZU/Lq7R9aYi6OzGTrgfH4+2ZsQGwKLrd0rJirhy4EgvrNQNe0eiCyGsiq+FYwJbVgwR1hhLnb4h981OUNA2aD9yoSiUEfMt+Iivd+AjLCj5D2HZ3X/CojyRwPC1J+PAAMq057dkV4UIFqMma+moByD4sXeU3QNsy37cWNZfsW4R0a9QfhWnT65brT/zGbseql2EKzBr8oFtPEhJu6wIDQtJ1M/r9Im7dHgNtoT1pos/HifOTks9o4UvQzBioz4bzxsO8cvihsvCsRWArqv59PrBv3s3ywkO/7dG+ORo17hEYCcLLAG06cavrzHam3sV7bexTEl3wC+AmlCE5sCoSJcgG9grci9l4Rr39aef7EIgg9FWwaj/Zj9J1s7cpGoXxsRgY8sLNNfB+ztRb5H8g683MPU/5+KUkAhCj6aDIJ6U574dHpmjMdrN9Mh6dU9/PkCm9gWBm3cabJ1Vxlu/D4+KkeWRFhGRQStDIGCvhMjkO2k+W0nVjKG/D2iGaip5DvQxhUOsu83u3ASArXz4PDGJKv/iJhpTQYUe1NvgyNw00cisyW7clizFWSCsNrK/HmmulCGGD2U/aMJDm7CoF47A5aGR03Mj0QJa0teQSKbYkVZJBD6j26O8DS9owdMmhC0Un08AMaYtqZRiWIdiZcpvtHmqP1k+3pDsahgQNXl/5nB2W05em+4BDsGgusPmNZEljLbag8bePvw+6y82IZ6Ue7EGagc8gd8EoQ8aQjArjR9fJKC+fkYr6LcUb869k8EKJCbeT/ozPiOEyFk/5kqkROY/KDMTLvKEwYy72OVjR/UgnYrppLZariYAikWP2g1xygzApKjzZunCWhfD5fVsjKRnIdb16iq94FYLTeLo4wQIXwy0i8fiM2QPIOT6Z66UnKko/YHVrGSicWKb7rKw6Ni8hckhyB7KmmzrxyZKvl/PlRtAC097kYcl0g5NL4gkQzkAHOPfTnVdFRI8/3MZqaCBCF/cNNQIO7jGNLedWcDyLY3IhccEPs4nKd+kDZwPs5XrtEQbX7EKWPvCKrl83Uguh1TLCH7aNFiwa6Oj8MB8bKEgK9kxOcjufjj/DCa6RVd+ZmNnZP/BontN3J7fFMFWQDkg/6CQlHIMyhyb7vMJqDfC39Qye5/kOy0j2kMAuUm+ICztGShJ1c3ZIAeoCX/D9bY8ZcQELEfCGIB5U7/70mxilbyxiW4YJT9F0TCoimsCUcTdnAgElB+n13r4A+SwuHG739ZnDu2IuNheYoiCXv/C+EoJFfPf4JiK6CUemApxGMlKj7ysP8LoNIEqJro61TUEQnAf9nTKx+QRLqpRgi54Y3yBTsMWSuCMfbxDRO7D3hKXJ7DYHzbgRHfxMD8gzJGZB2EINsPuBxxYMz+X05QmTGX636sQXqTH/iDrgY+cCKgO5IgXIljZPP78mCpwJqUHYgwVaDHwVfxbTS+inyh4IuDlu46GnLl0pevBYRKvsoIOPuS+FM2Nxvx2HjBF/c93Y9dKcquDWwkc3R8lc6fIwkbXHyYkaOu0QWRL3bVLCehqdwHOKi6HDnyAYUwllGfTG0rLwPE/l+ECzbBR/dcLaVLrIcfiGSz7CQjZzugtV/yovy+YjUCD3JuxuPb71J6+AUnJLE6QzriXLP5L6mEn++MVwr2CI+BAglJPOd/YYSL0UbLtY+mt/+dsCZn2oUvRUGMPObxR0C4OeDxLIsRHzr2uHgkSpaLOSH+FXUVgOjgj/BBRiA1AgF34ApjYQuPhMaUFtvbplLFieYDMpTlbSDWV/FSvt9scITJNZtSF6fYBfHfS9IEEPbfbz2OuPXD/6v9CvWccaQpBsJK6pCvFzbD0srtPmQ9Jpaj+YB+NVJ0Gr00fQ49nCczTVxNiYUjhSivK9rWIBa1nEEodpEWyesYy9GW5YhX7sA+gi56HMZlmU5/IEAY2V+x6NDv8GotlF3EO3vMQEr9ehwbIq14tGwmSJjOvh6fVplThA1pWQpM5vrxgPMsH8HuAjM0fqVq/L3UPEaUIUeXPaiCHdz/js2XQ6eOGw1AzBHGAZ+vtNzKK3X/KaEyUqz1+8hcwl2JTlL97O1sIytqeYaqJiKDHU97/Ko0gATOGQS2eGDRtyiXHcxVAMHbFw2TQHkXZnxlrDy46l0s49Koz5v09pFdwPEWYMZaOJ8n0vxBULOL7ADy365vt7wkdccuRKV5YGL4dMWcIHqKm+hDWA4hcf+OFAiEMRjjEYOjGLw0o38O8gYMEDC3lxQeuk64Pt5mE/5DlcFdNyOG7tzbzxvSFSQgpGyFaI3QbNCbeHQSwlhoIs6zSvGRfammLmo1BHMd/asO1wAsXHxE1ZfhECu+hCoJLhYYHAew1SHupSdBIkbusoUUMc+JJ0FzoSZVho1XV7Y1lftwTrObMwRtHi6atPhxlrY9xy5HhlZybyFxvxtOg/bHlNvH06l2gYkvh6oBX6KKe2PtdqClG/HnMtNafg7vtD+62VTyp9sBpXs6gQfoRv60knypL5pg5qnpEG2Evt4Z/8HFp+4JG7gnoCcM3yFAW4BXU3xGBCOBrER+Q6cHqzhWnFgsVZCz1GvY01FGmZMDaBkxyPM9KSoebnsUN9C+2iaq6ZFXISz406qscNvD9j75a7ZC8Nu/Nnl+Nh5l+e1NBOH8bSHY4ryeTKsoYOH1EPtQCUVjVV7gTIIo8vo2Pagdi/z2Jm4cv1sTCxc3ULip3iii93TDu2VAeDxPc9QM9TIzv7wAmAH04xlm9pmBgIYI9Mw9s4A5aK4JMAeYeWafKVOcUOlV+rFxN+5QoFzpV7qTXmW2wZnpOWZ2manmqjmqE/cm/ck8NA8YIDQLzUdHRrPRjDQXQEVNXV1V7aqdlbVEL9FfX127a0+RAkVH0VmwiO2xHcdzWtraXtttbWF0GF2GjBl9Rq9RI7fn6u7u8nbeniOHjq6j27Bxo9/oNGjgdtweI8Ztv+0vXrjoLvrsbIveopfLsl22r1ihoqvoJ07AdthuwkRrb+0kSIwQ0U9DnI4wLQ3RTbsGDR66h44BA4fOoVuwMNpHe4UKGXqGfuECaSftoqIdeoe+YQOIDqJ/6KkdR9+xQ7fr9t5eHp1H//GjR+/RiRAB0oH0398hfUgXFjbSjfQlS4A7cGfCJLgHdyVKkHQkPUmSIr1IP3IkSA/ShQjx7b7dR9/19GzsjX3ChMW+2Dk5E3ti39w87Ic9M7OwF3YIEAb7YL+8DOyB3dLyr/91Ssq+3tcbNNjre11Skq/zdQYM/Lpfn5wE7IC9slKwC3YHDgg7YX/wwLAbdkxMxI7YNTUVu2KPEIGxM3YJEhy7Y+/shOyQ/fNTQVewoC/oFHpo9wTtoP2xR5qZIegIOhraVb/qampYHauzsf3uZne7w8Fl9awuJ7fVtzodXVfv6nZ2X/2r4+GF9bCupwfWwXpenlf36nd3XJ2r19Vpda0+N3fHxZE7ub+9+e57W1uCnqCvrVl1q56WVtWr+tnZVJ/qZWVSXSqqR/WxLtbNyDpZp+oHAAwQ8PQEZaA7OTEZdSQkGaWjpJ60pKMTIKff3NTMva5bYLqLC0tRJ0CAZ2jIp/t0oQ7UizoPz9FOz+lGRDIdhijmpePYdBuaPvfeO1GnZfpRL9Cbukzv6T8/ADqAHtQFfMZ9xgn7eA6bKn7ej1bD1h//boOph0ITzSuTUJN2e9SgAmEK9qoVvL4YsAbc9iGsaD4ZkQtue9R655dxXeG3Nx2K8c3+YH77D6tO36zYQ357D7Og/4xRR9KSNRzU2wCHfoOFmr8lDAG3/Wjxkt9Vr8BtL/pZ9L1ejuS2vyD5+71+11BnmfiSoEwpkN++AhEH/4vCbH770CG3/8sYs68+QC3xJI7CDfD3aWe47T23YP/vOsRtL+F08ZOVhHPbR/grf3KSr9RJMqWagJcY6qiny02y8T/22ebfetZy22uSaPFtyyYb/2SDBHxabdadKbr5bSB/+S9DUvJlUEfyXwar6sNI8Nz5N6sR4r8ic2B6GKNWqFs1k3j+1JIUMgSmpj9FpdJ2sJf2qVIMSwCqUpJRMmvRvfqwJDq57SmNbX6V3U3G/9YAKr/l+5TbngEblF/lm2Pjf0sHnycjGM5tv8AF6yNommHnn0sxh7+yc2LnnwsYiKc6VbXz31Xl5g+gydiYRkFFJGBI6aPrM3EWwcleQQYTv+mArM1Y+/ebalTdSWhSwimbceVBzydYcCS3/WGLq+/EloKM/wQ/1U8d8bDxnwBXzj+R2XLbD/6OficWBez8Y4ll8EtNdLntAxmcfqcqnnb+sUI48UdgfHaOVSSIJ9JRprQTJRR16kWaZ+xgn8gTx8m+0HLwF9E42f6PEcgvckCDWkSapsRj4EN1evqn1CYy/qN67ZWAMuS219PK+kVHCm38RwnKeqIeltvergvrG00l2vmPcgHBB9GayG0/R7v3jfh67fxLyUD5nnKWko/s76kSoySCO46/T1mQnX+pKmIfAMEQ2fM9Ifk+HHTEMNag9IO5IMkH8EidUXCyryOuv08SJWQ8yVKCH/Khk9seznT0/xggQMaTaq28Twfj3PZsE1D/T54wOU8qHvU6XZy57dOKHfyfyl6gKPNpngbNPgUMfg3v2p0rJQHxNksHvrdLofpteqWdK23l+BkKqqc/gFCUgsZqhXJFTwSGiZM9HCGLb4NEf1yod8oDWSbJyX6txvw2XXUfF4Ji5HcOOOZkb+aj79vUDZJzATASfA0MLKWgCjVGvUcm/Z6UHb8lrSonezIt2G9DGIGcC/Cp4mU4vMBjfd1TzG8hQzx6UblBKQhSgA7VBE/AV4icCzA68zBzKR7r3XpFf8uXFVlcx6jNA+2E5rE+rTD3t3AxyeI6OmBepxZNCYi0EIkz08j7pcF4KqEdcllftsX3W7K+bK7TMulr3jRxWX9HQcdTOfCVy3oxU/q32H5IJZ6EKgEBwIl5lfRHZrrlPKdKsJdxIlLGYx4ZvYALBfCyjxOT9VN4dJbznChd/qXzuIzHkEN9D1trXvZrRUr9lM0QPjOnSfXwCELLIr4IrlbOY2bKHgcKh7zsz1r48FPMhCQFqEuh1CNz192kfFOoBrzs+4Iw8EVcCuRlX5a06qcsnZVzmF8uT6Orooz7Y14p/uhKJF72d66znsjcBDyHyYX1AHwUJZ0ljElZuj+OkkYeh9pwGffHPbJ+qPfnuJfrm/RDYEQlqaWAoZTDwMiSPgwewegdXvaIL7D+RpcRPPfGiVH8TwUrOe7d1rj8kDcBZdwruZ34KCsaHPeCLDa8jbElPPdXmlTxATZXlWrIQiRJuhpbfsrwLSaJc9yv1fb4ITYwOO6FocieiespCYKUYaWZww2+Ly54L6+iHPd8Pd587uIunvsrpZk+x3gXL3sGSmx8PqBcxn0PNBX+RiLEc5/Ey8YjJYkqvUzdJGUw5o2wRMKzNibluMcz4uZr4JZ6aEVSYmGCOKNYhIczzMM95BENX95dxHHPC6XNJ0iMgOc+GBTPE2ExwHGficDFk7C9u3LYIQnWc7XCYarvcOeV494O8NfX8HMRO1shaTgpgOwBYF9IxA/HvYyrQK/mYS7H/eLTqpfN+4B96CXhfjWVgpX9J+CFJF0jNJKICEkkUQHXO0ghiOc+mICgH6oFw3O/e1vAU0WowXH/4BHXj6gCguMedJXOb/iLw3HPIgmJB1wwhuP+NhSJL8N6zHF/eEfmY39jcb8hdsZ3MpnAcb/qVegrfSGeex5DMvgoGI457h0ALfGqPqbg3tNny5N+1uK4V2Fr8HuIFXLcExIn+di8AnjuYTDd8GAXnuCedI6Hl7DDA8e9iKE4L6mjE889jzUyb2AQLsd9JRmoF7EDJ8e9hCFgPsMVzABkYmBeXFpYanruXzSWbWWmiSZm4BAt1MTJRQUKe3QeS1TvHbZ3mtaYAKS9syyoNfT+o3ca31EF+pwj9BYaFgctMy0AWMZaZFpiWHoLTMtLXaTFpaWFpabnlmPjK1aKqxAPU5kiJQqUJ06aMFmiRDhJMDCSX5YjLEaKEBkiJAgLEJYfPnx79PLu8tihI4cujhs2cmvg0pghI8YtDNsXLmppZ1uw5Cx4WTaWxQoWFSwpUJyAfXU10cpagsSIVVURIVJRT01BfPBQ2oHDBg2koxlEMVywUCGUAuinZ+cECZwRNjUzMSE8YLlksWSpZKGcbMBAcoGCSMhHx0bGRcVExEPDQsJBwUDAP78+vj29PLw7uzq6Obk4uDe3NrY1tTS0M7MyFjIWMZYwFrAvry6uLa2s2yZ/j5XgygpBFdXUARYpligoA09OTUwFlpSSkI6MiogIDBgSIBTEAsTy49PDE2BHJwfnxqaGZgaATAzMi0tLXR/XxvUVK8VViIepTJESBcoTJ02YLFEinCQYGMnvkdpITaQeUgsJAuSHD98evby7PHboyKGL44aN3Bq4NGbIqGPUtzBsX7iopZ1tkeNl2VgWK1SkQHEC9tXVRN06YQJnvdmggWSJmpWVxGMdGTm5oGZw4YKohTo0FFRC3dn56aHu0GHDaK1BA4fFurHxkbTOkAFDbeH0FETtoS6tP3wwRa1DhFBNFVGLWNXUdIxQSwDN9Kwd1I+V9WM9WWM+YHxQM9aLtYIakkJdYURdonasIdSXl6A1aG1ZU9Z9NR+fX1zcXFkZmZjYx6qteHh8lpYSJBgbozOsCwv//Pzs5ubOyMjs/w04OQ0JCdnQ0PQrV5gIC/v63t6eONGhAyhoZiYECJeXmJidnaOjrKy1tcFHiqkAeHl58ek0EyZQihT53d31YcPtC+zrvrqrlqoKPDUFCQgCUAOguK6hj4uDlwT3CNJDRq4MFS1UgCABwsIGCxMuTNiksMkZyumJwVP0g2iqa6qsC9kaujWAFAFCF6GZkP0T1JOAAQJqbmrqm5tj+nhJPdNPlgQxEiQ3R24LGC1IrCCxIcSGC6UXKJBSCNUQisEDhg8jPriycHVBw4Xuri69Sxep38DCwK4SXC3ViYOCg3t6e21sbV5dXgioECglKf30/MzAzBjXMHQV4yZKmgjxIYT2Qeuo4cLGwuqxOkGtKBgoqJenx7bG1sXVRTVFlXSU1LPTA9MCU6VuoadUUfKrhP6lfdSIgYCBeXh5a2prXFpcU1JTR0RHOzk7LXTLlJqeQk+hodC/aGbkLDJUFNSAogE3OjdzPT+pa1rKEyNIjOTozQEDF8aK2RUhXkOUiiglNSXVcKrBw6qHESlGsKBlQcMGjd26Dq2+q9PQsuq0eisrqt6qD0QV1QdqoyKd2qgOoFPXAWqXWkrtQg9LQUIP00mQ9NJJ6B+9uPQPGgfuLI2Dtp19pW3p2FcRdCwNK8KUhqVbTU/pVtrE6SptgkaxmoJGQeMpaGmcjkFLx6Bt1IeAtWH9B4hX/9V2eGq1XX2mplWf1baWVG3XBqSIagP1EFFOPVTb5NC1Td3putNQZGTqGJordcwV4vwF/YK+veVB86B9fXlpXlpYGJgGpq/QTlRVWcvlWrp2R00DVAPVQkIEagK1kxNTzVT/2gpUAg0KmoHOQHfowIHmQJ84UYIuQd/See2DU+PULy80lZqlZrFCo9KsrBXoCvTo6Cf9SXd2atKaDygpIdAQLunJS/oSk26ASWPSlvQDBw4y6Uy6koZQF0Cqkeqlmqcu9Kv9asK6j9ZB26Bj0KB0BDqzlqvp6jF6xg76Bj1kxxF6CE3kCBWaCB2FCh2FtkJTeSdvYMjAgJsBNb3GeImxsIwMjRUrx0yYOBEiZAgOHDdon1hRYoXJDyZCbAjBUYuD9pXWxNx5wcKFDhw6jCAxIrYceyvjdsfuDiO/RqJMiUKz5OzkEBkRRU1FkbfIY2pjbXltdIJ0d4N3cH5wZ25nWl1aUldSR01HPEE8MDMwxcWz8Syso1MgQQGsMCyvOC81Fy5Q2NrC4MGDNzgYeHieAgi4gMECSUZJQztDN7qPTY5tbXZhq8OWBxIewcTBwy7z8DzM8vamiIfHl5aGdt//aYo2MurpeaEi5UgRRMRIRcVGPr49NLSy/4Znhpdmp91Q95OApyDaiN7Z6aF7aBeXmZiOoWNmYmIqM5UZCZIjOuYcAAAI0dDY0Dbz8fHsZJ6dOGkyZEiQG3MurYRUhZRALEHYXFhcYFzefGWWAqXI/GS2UmW2QsvQerTiH61II9IHqr6qxOrE5hLnAh0DBemsL7mvusW6RAWJjo+O9OOgn6Gf23yFrmsps5QXnxcgJqAkBElTh4eQkZEMaAZ0YyMjzUjv7dmVBcChcegWul4klJuTKPFV8qPGDxuzNmpda19NX0HMQHxxfWvkNWZbZ10/uJpiwCAqGiLEihWyNBbpBQsU0ApoSfoRd0aPGYNoqmiIFCFWxFhBo5fG7nw6o6KmzqkzChQp5hQzDBgx5hgzL28v8PxLK9FIRTQSrTO/wMVxc9a81UPr7GH+ME+wEGqBgwYOJFZJlGXLMmgyGgzMjDajvbdpmzZgAIqGogcMEFDDAi+Bs5ayevAJ0DLLzqurqrPqTEqaYc4wg4J+bs6a8+i8YYOIWQTsrOLEfGJGMaPOq7MGDaQz6UyBAugMOkeYN2kfukABJpqJxsJC4EVvzRJmTs7QOVTDXMFz9pw/Z02ayoq2oj0NNhchMhOZjwj7iHOj7ViG6Tw6kIV2oXdm3TnHrIMWpB3pwdz5xixjpjHv0ob0Iy0JPE+Zf+fduXfODTK3mGlnEwLomdmYnqFrZhCzifn1iv60mhd9RXfRZXQT/UQH0VM0AnqLXqPlaC4akC6kIX9ooXnDXDqXmCnMnHMEeokmQMCJdqKFhIboIdrG5oa+oed5bkJ3us9NmiyZl8xBZh+RkYqPc7OcXFxbmxrb5ZyZ2QDTbs7L8/Pb+1MwS0o6VlYusCSbv766vAznwMA+wMG5sFAQsc9wNpwJCQ/nw0VGxrkx0ZGuzs7MLC3tbD5zw8Obm+McOKCkhJwh58lZcYxsHhsrm8tmtRkNAoMZwvxg7rub72a+WQ8sTCwr67Yd58ZZwXw5N5gXzIOz4LzXNW/NWjPXDDaT5z/f89r89uY2u81wMx0NTYyM0lxURIBoZr65qckxMB84IDU1I+jGc13PLP2YJWj++dnZwdHp3crwk26lFz/pxcRNepQupUmX0qcwGZiZmJxmpwJNTUtLSXPSrCQ1I0BgdTW39OGWucVlxvKzn63mBFEBkdaodArZgAGwFNdtggABQAAAYzcrhqM4EiUhhdgDZC4GSJErAGCgACAAiKEQAoUEJAQEBIQRAPDDH5/44Yc//PCDr/hGfMv4jPAauamCJLWj/no4NPNAor2WufYuXpWXWJ4NsI/cvX4T4gWXz2SSEZ4ezoUPqB/dmABmEhJkgC8hCPyvjUj8STDJIo4mLQ6eJ41IvUkwSRnSghQO3Q+sSP1JMEgZUrQMql90EcsfSCZjpFK0PDofciHLn0kEUbRpdeB+6UXqT4JBSmC2YTWwTmlM7m+AACLmFi2O3jdcBepPgkHKkKJlKLNiMpRU6NMD+NimjirQANlZXp6GTr3Qws4tQg+IycnZqI0321wZU/KcQGA1XmCvppU68mklGe44+Ve1dZ7jl4MRlY/FHgXy8b4LXldftMGVBdXSEvAesbCzMXdyC7dJT1g5JEgWe1Sra4VnIVfGIiALa5F4CG2I+rm+STP2txPKka9X0Ni0DghKFJXP/9ddIzUoK3Zb/8riFHGdCuDzIyGuaIix4zhmUPLUlGKKfPgY7Qx816F9L+64Mu1AvZr3pJCvWXV+Z3Oe3vD8uGV7d4bl657V0QuHLx8cF9d5/qctPd+ekJ5NSNHbjzdeykf3OK6lfFh33RsTOgy32SxNa9Y9IWf6dfr+/v0P84nVnovo61z4ef7DoQE0vGjwuc4xT+NBHv84/tP45vkJhzuMbxw4cfjTzE3jH8d8v9wEs9InUXoExYs3j75qGxYmSiT1XFV6WZjfuHw/P/zz/AfjGccnDu4wvnnm5OEPg++P7ijXlH7+3kmRp4VwJlPkOHzi+OXZmww/HL9kfPnsDxg/XDKkjwjHmETs4f++syeqvnvHfzg/eT7H8Q7zCUZ0UnLunz5G1k8a3Xx28/yngxMMJx0+ppiYb+zTkM5tFmc3H09uOvn0sqFVMH4od0gOYZgnX5zeNLjZ/ObpT0M3GG8ynvHYt982C0Z9h9BANyAZvxsLjUcjGwOFsWBkM6AwFozsBhfGg5HNQNl4YCRumAQTgMgAkmABEHnAKrHmKtFVge8xT/zMhu2AI4AbHpsOoo0HBlyUGanyx5ibdT6hInpgntnPZhnTBo04Ax1iGtBAj2vJ9Mb/xmGsogNRwsdvGp48/eF4xjHvxSOxDRPINkcN7n3C25Z0swN57HDCrfn7p7r/IGGM8fjjwQ3H73/W5L8DqfkZTXKC/n/f+GcjV6z1a99m+ukLaHLiFliN5xwrO2+Vlxd7jpiyOaa8X75439omv+Fif362Os26eVmEsDX+3YrbxjUwZu7eObrXH9KL4pzdJurfh2AFXlXh3Dfkxcz04u1xnb7IrGpGfrSCrRzPOIPCOQkjNuM3CdtIdjznwZMSLVMVrZbtaroMVWCJKA2u7e+s7OSxJ+rbFjxrb3buD817+R1wbPA310IojfO4DA1VSAG+zE9C6SLyYn70a2N8f+fG9eL02G2C4+s7lThmNVmilM5uOD7avh2dPqaQy4R3jC1K3AMjOJBm5F2NQAVJwEuIv4b86nAa9yI5ywMxHD88JvETDLhT26fi9ps/kOP8hLnP6zd/8D5eBS74fQC2OU88ZLrCBCWuPc5evQtnNRIEurI/mWC8MWyOX/bd7rN/6IQML5P/ZM6F7ZTrVB/SX/e2otb9xlfq+3/hn+Y3HOOKhPs79/iCGAcxnJ9s9M407F5XArCv00sOj1ecdy+d1a8/P7uEcOjQ9g46vT1F8Z17/MPxSzRceDnJJ1ZmYcJt907qZI9eOH0uojz1Rf9TH3qYUUyBvRVH55/zluTECkqGPOl9BMqHFf21hvxcI71R5HG7BETgUn//D7ZUYs/O01qXg2e6KAOFobnbbjIuhJaoq/sCFKCNwPrlGe39h5N/wt3oFK08r/6N33/J/m0sk6rDIab3Ri5JehYF+rujP0I8cn7hwgcrcstlDOb9SNvBcfvseLfxwAm4XrFxS1s42+kHGc4X/n+Wpd3FzqWhSVwfA1yc27/2LrK071z4NdUVPmNVRQuDpOEnTgVlmkmcCHgfEoIsMryau6LEIb6QB8e3/6zMbc769vduc3+bg8k+sc5qm2BIPEzIKUof4dor24REZ58w5I0XExidPuUJldBsV4vAzuIpKny+ftmYQ1voy02sljtEDSX8oGXAUqSjCRxU6s0/cgAmDbDuyfiKXzvg4IZ3xU/oXV4nMy26Yh9CtUl0IioouNaG1YPOFApcaXoQTN7vH84AARLEKiDBDEioocTEnvkAYQ7o/G9kAhXVRAGFlayY5HilZS64yLWssMASFrSScejJX2uAMFJsJxiAABRcgAACmPCCAwwgBgtuMAEB0COJyhgDMpkZTalzDSl5yPkPPfYwTjvlmIOUwZrF4jbdUEMM13TzJPGH1wxHg6hDaz1SEwJXQQ2hwO2/AWoDQJN3/t0GdbLavBeNEsDiU63X7bG7/39jneZTAL7g5P5blCYCQp6t0BJoJHUv53KE7JCzjTT10ozgXppHv1djW3smfTaGxhT11hASmhspoIvDATI6BEm7oxFverSwTa0Pa5eOGSCeyA2CzTVDADiWCJFijDzR7JHoconckBsgPsXdkYEyNwA4K4OQMi4e0W2KeGFK3JEvCDfFcMiAshcAHDOBSLEOXtFHQXBpC5x9z06AfFgxNzAF0TM0VAIyMSiZGRd8kM8KgyytiUeL48ITbQx75tGeb7AzZlyOgq03BWC0TwFv9fvORBdYLPMTmEEOL+zwDvv8PkFa3fzVsQ0OYsvGeiibWQCkpQ3tIQMxtqfne7sPRzqZXN9k5hOr294Z3guP7e0CPL/DYwvcYzvCIQg7vHk2xQ+ONc5sKrL30GeQ+5yCe2yEBXCYCQLDQhyWgg3aZ7lH5By2k/TZbiBAhrljk2zKcHasFhGzp00QDjmgUNgctuzHBFLKaNBIZhkAW8x8I5eBDwHe7IJk23waB0GZAzy7sqwXJGvakmoal4jhObWFdz0715Z2w7YALVYB6YTZpADCLNVJn6jzYB+nhupv3pOsz7A9W6aqZQIHYIawlSzsrL2cx7Kmm9YEuMv6V+JscC+JY4Z/AY617gUc492TuutPaAXpXAAWS7FlK7jAWhUElGaHNI/xgYNHSjNFR5o1Ayhh07htrdk3+qEW+3swvdmJ8ampSZ+G2ol2ui1tr/ry+uxXWPb/FnopyDmvBgTmsuASmRtT5A3SY1a+62axsiY2zhvNJo+RYhltgNtTHsKwwsneYmE8o6w4sdQ+ZCYbSGG47YAvOAfSdsNlXW0hHnutSexLY6YBQrYYJ7cJJgEMK5TkGfVGtImGI+tmQ2fIiCT2SDFbKHSGHIDbFB7icMBkWQdBPFNPaDLyj+cWO+IwzrvAt/d9sagZXFY0BMcqlieW8IV94oIgzVddssMVHjLdj1m/eNbvWvsdCuimjyflyoHfvWZE8lwt0KIGihfaIQJCOTjss50XvKJsCdQZEIosY4JDum1hQed1HFND9LaHOz64SLaIPmHnaDFNADnGiiWV+YLaumZcZFs20Oi+eBYpgcsMIiQYRpJEdhJv4/1kkGxOwZa7sQwoVhcG8gaZabLtM45EE82dxjjDbbzJjJLGFuSxgmcsKrBSlpMCxULi9uYo6BJiQG7x+DkuG5gsC8YCFp6x4ophkjXYF+Ns8KehS1oDEd/oUjQkmYxQZ49tRw7MUbEjaZAblH4O4xJO9tAUprM1EVvMTY80QxNQwr60g74mOSjNR3muYxGQxzpUJJmDHNv2n0CmwYdezMJz39qcdLK5NhyKDOMCRrXZtOgD51CDLLPMXGYtZY3paX4pzC8jB3uLJNkDS5zU5hS4zf3kyLGWUJTaRgook4hFkzwsISi5Y0ib0DAibLKQ9MiMtQRWyZhNcrD3EwKpIeXOdVERMkwriTQbi24WorHlysDcTIPn3tIDtmT3Jg+kI9jiFrrt68JdMyavPfSly0Vp4Mpy27WAvOasMsmK5dw+XsUybla0xpUxVWFRr1VxvgYrKh1Xw2YVJ5tmK/BLY7mKoBiveNT3q5nRhIWUvGJ9CQ9Z4qzBuP4s1hKClzGNCDeObcg4+5iGxJnINhLOSqbRTiegQ6oVCF/qEDQg2IIQiOagfnaiRUhYLeAXsw0QbyjTRLj72EbGmcU0SNwatiHhRjANG2/72pQ4kxdNBb90bYS4gUsDwtm1euMmzpyl1+9ttRUrS2vzdeosPwF0ArDADwEg9S44xRoIDW3Dw8GCB3fzggglT8vEkDJuEEtimFZLJOq5U3hppBmDJQNqyxAg08Yi29iZMcyfRm3bTcQCWkmCJNOpi2ZMhQvz6o58cDkprbAc1EUG4BhrhJTh9oi2NABp2enZrPZgzr3sqR0CeAxCYrGV88xo0M9JN9AN6+O4PPbKBIBzBlJ8WcrjuxHFH9a0+76y98foMr8sMfxjmOWLtb6+L3cAk6dRb1F22iaEyW+yDf/JYhAyr81CxMdWVIEuxvPZegQ4DEjYloFjiWdmRuy3/JyNO8XOOjBra4q9uYT8ouaK8QUpmSQ7BfO+ndn9daBogW68MgHmSwo58c0856q1g2uGgBtTlndrS/uCmlEzObXsOzNF7GtnDQC0xnZaJs/mBX3t0Oqpg2IK76QfNWPCZPKokM5Fc562ZFcWY+dxsC3NmTlYkQqhVm6WbZlJn5AYqK3R6bAkK1bJOYVrkHVOD5NkIWt6mG0wKlpJq6Q4TTAl0yRx9CYSMhI/XUhopOaGgS9EnuzTm4fPRWk+4JdpNRg1etaaLdNwyGOb1oFPmcgFotVgn0La4dFk+EuPdoGIuQ243YZF4A12Xyewm3qqmH5n7FTzjhrVm6N0qGZc4h4Pe6hefBmHfaBfzJTgaMu5O1bdqx3b7QA18V6lt3fkaFvMuw+y/Bl3DGivqdZfC3xF9dxbIUP08FJ80I2osRpYGUc5MeO+q57v5+oGM7qChT+qkv0WnCKZ3GwSH1ybU+9gndKflTuJaastgY3iHpbXqoFlng2cUSNt4yjCafr8z25tczaMm7TRPvXKRs+3fZq4gL3OvsHYyoi8eNR796DNqPNsV6UvMs8Vcb72R53GSqZtMS8Ii3nEcDVRx5um4mhji6Sy/WpZWekdjBq6RaKX5XVbZ7UzGG7U4OyqjrFF5dFCw4KV4c+L79naKkZoJOqV0IYYLL75qBmzYi5iIbJVkcXm3w2DPdYaiOGouFnA/atqe2c1FxkE8oLTMK3+VFds3xoWt+ZqRr2Fxl2joIkDjyQd9z4rFPfrliZOuNun03KWNmpSQV7watalD9eihVqM56GpbqUnAThPrWhlxZ1I5QCjCMrdmaDLDfaqcZQdUUtgLCPSS3aJ7VjdUe041b5ykrYd/Sx8czNctZNpVMAZy4QMkI3X5VzbnoYvvTifsjqXgYWX55xCGteLTB4nFD2NnaTm+Nyg7NDGzvddGBNhKbsw6Mg7jQnZOOfvY9do/vTZXJIk3PLao+6w0azfzVbaofoyrTD5FgDqnPmy+4shvAZSV1sKjb12sOTOBXTCtGYUo5WkZ6vXqj5Z6mXIzYIglst/KJ+DgoWtgCmYDbXhwfJN6O1KpyZzDVi1bwsMTRVfqXIz6Dtlgorb2fkjZf7K847irK/2z2Tw1LrdL7cLiKlh8nvV2yQkxE2JM+ZINLsJyFY325mtk08nyui1ghQ1hm1KD3GeNZV/JZigFV8/Bod1pqQUDRdqGqtOtMfl1XLAO8K4/XruuOTyGO/CbmhLVXxwL3gzhVEKaZmoQ102UL1nLegCN+FZKWmGKxBLOzJyOKcxboOsbcHOrXalCdtG+IC0IO0JOuM0jl880VNqfGo+bcdjYkmnYStuRJTN7c0e41XCDs5O7mOJuECemqpetgwwNdGUcSgDTVuzlIjnny5MT4znxg/a/LyQbnCJa/kkoUZoPO1+bx3ScF3DB/ZpfnIeaF8GlqRq8BNHxdMVbRmyDel72BDMD4hsd3DZya+dfWS/UcFmteW/F1yyLqtdrDqE6Y/F2oWaqK2w7nSMU6aE2u4MoO1oUZH0fZDHGj4WguE4+ETZfsvpUQaOkZ58LX6QZIU4VHzzmNfAj9BmtU4Yyq3GUxgTAHtIVSrUFqDS6WnzmSfb/N2ceHXN/FyDADE48iFwub3vLlI/GOREv/PXUH7gjYv6Zwe9mr578T/wAU4Fa/XZuKasJ+PVw5b7OjTVqOMmY8/EVXPGFIJe49Ueexd8C8lZQrDFsIePN63ud88rlCvuBWohFS3civPGj4NXYbBivscyPEE16kQl6VzE5v70a6f75lmDzUr/NlhfAczdpg+4a748zBd6BjtvPt1b2809/tDFBKBbFUFJrWiDR5tadNKOXaYBUid89b3u9PV+zsbJ5N3aJ5GHpUF1a1XAIENCDdqJBqMJD3ow21fiLFuJXOwoVF/iMmuM/cckwflBGN1Ww7d5R8UQ78j9ow1H9PPIVHmQz5f9+YDPgiThXTMIo22SB2VhndIl97d5K9yEAhC3yI7IEPbqgQ1rpHgmTfapp81AjjcQ5RR4xZA63M95h35h0mzchCPTrheLRx6HR849TVvNLdCs4Dwwn99qvOja/Vk9beWG3TG+b5HHP8DEZntQ6isQ3jyuS1u39On2Rw+2sMW13NHLis12sLOslRdSw6LhzqBQOc+ayFnDxPP2myQ0vnGM5iKlZqgF0CV7gIxvy3UoPOcgy71nYfDVovNEZLn3tbc4TbMa8bdRHkL/2RaUzUOrO7J9GbiCnzfo9e5as1U1IGaly048UMYDaN9s1RvW1JO8rB0JPGsfzufGZEE/Vehg4V/ryJ1+Z+U5uw2WedV72THf470UNmvvRrS1HHQcBGjqq7gO8Fk4F6Y8ePkjlROEXoR+dq6fi15W305FKhnCYyTrUWru/guRNQBmeZEXYP5uTvNaPt7/7mmbf3RlZzRbvv3ZkQ/5t0kWIrbt67rUrLFqSbcxyZ7yY9v4b0bbKhfaGUv3Z17BexK4yv6MzpVMh5XE0QlesDQXxT4jYjTRnh3XPWq+u+yJ6M2wGXEc8Ytg7kPTMfa5g7WDSKzDlPJ1C+SEnP8pBHB2nGbIQTPufvGjk38MLWyHw+UGhdLvmUWUl5v7O3dVkRwLBv79upOtL8/NqYH6vPpexGkDHOnkigdGRcezE9eBZ1Y6878sy9dX2R1fn8Q8cgCxyhsIvE1D02c7y+jC6LJgbjUkIrf0YF98Yuv+sKNonhxYyKvLTxV0ZZ1fwT4hyE5x3ZPfBL0tBvZlYrt+QXjUBGvjvdjnIbivJgosNAHk/NBYZqhut2Eh7lrtLcHNavhM448vQUBvVHSL+CvRmBUA/oTgFs1SV0Mzrl63dLphBnWrp2A4x+00L/Q/Ti7Of02tylqVPcfFFtQv6q6o/5Rk7J8yYeBo//FT/Pfos+x4y0c0E4k3Uvc9fDlze2u4n7kv5/lqddXDdvoxNiK0TZ/LH7psB33ObKeR12ar/G3m7ydOnlaTwZO/oL/5/WRY04cjULhgrJ2cFuVY6JwJuB9vLq4shQ0nJBYbAyo4hCLXMbDNTIQybL07yTSAkGbodCaPwJmT6sg5FcxtIX2TQaqppFUarbju/l1wXd3/C7fPtAL+nkfq2iIysqnydY4bYcgyJLvQtZoK3zbL8Q7DLEcM2AqPPUklFYFqjjExxny32xKL5HYz7HP4aIMDyOwcvQ3QUFP3rK/cEn6nRzaB3t09ivAtaB2dDbRecokztwpdZ9EqdrYWd4emIvUaPdL7ES0svgM2PkOEfVzICywbltKeTsjMlxGg2WNj+3gUdA+vjPCx1eRLDDhZKYJ+exnutC0YC/Mle2EpQ1EFRwyhG+ekO2zO2103F+efNiTzUkb+UTLCZx6NU9vHuKlk2Mtsgi/xmw+aPyx8U5p8DRrJtrqLauLBLqW51wGxjGd9ddkoyK4Z5SxzIOtN19qPuEmyG+yaaw/FTZy8s7HF7vOtEcMW9AVPP7g7kydjWGrXgudAf2R4JmPvjI5YvjyRmSSzkN52/4NLM3nYnnBE1RsRz6TnPepBmj+GzqSv9ugRdV7BNJPRd+oXQ3+0PZPbXDhHJnI7Zib67UyeyOEMM9FsZx6xiwPRTHqeuSv4/OBAcnZfmpn0d+aXK/jDkwnVbuL0TAae/GvPfvBTRbg7csyklzO/UM0PvPDwtuk9E0bbujL+4x8ort3XMZNbL2xx7gc+JOp7HjPBN8E7oHfVa+8vairdLavWvWdRU4pncQZBCuRrGzS169Cr+h/UZNlGZ621p4KmS7bKdWpvqC7jPBi3pen2+EKREwrcosS2/uM5kXtbMtzJ86mP39wC18n/+XCJkS1ZT/5vD89waEueO+HP4c0btsBk8h7eOMCnLVl3Gl/GdXi28LRHL7Cny9mSocn9R97O2gLxVX7QP8qx5RNT/M/vQb0/JPuvui3+hExXtXlmpqNWiV+X85Lmzz10O1HzLRY6hxgmY2zLAnnbHCpjD0CGh+E+dzAyJE+caErqwBPBlDzjuOgWRfrIi2AKTCtrmMKFm0PQzsZ/cBVKN8D//U/p9bxsUZL/Bf///04AAAD9////WgAAAAEAAABfgAAA4DwBACi1L/2g4DwBAJ0CBM4sxaUTMxB4DwEwUxFJzBTgIzRXycEZA6KQDJ4raL3YKMHB8X1ozTw+/UaMfCICp2SG/pP0U0opBSwTeBNpE2t6nWrk161fnfS42Rp4sAuzrV27wtnnTdn51zd2F3qNCqPnftNhwyb7AeFIFULK5wWJ/WugV7dbw5KlQUxyl1jHDgnTa9Qhcgw7F1ENW3nVa9TQuF63UWPT61QmLr1OjYPUrd2QvjhkgKF+Y/d3rebI1F2r2XJ012leWXu95qlIr9dYWum1aBalXo96GdKtSduIOEz6qtk4RrhrThJOd80pJMldo9HC6DUaTTC97hz90evPp6C7ziz60a1B5ZgOt2BIrNPEFbhry9MJd31ZQPCuLxNj79pMEr1eY0J2e63Z4LJbb0L+1GdK4+4a0on2riE5EN01JBAodx1JNeKuJa82ez0J5O11pQEQtZkBd68tz8C5azBR2tw1GDaxdx1mSeFdi8HCPWxz4q0nDZi4azJSbXf95QpFryMfu70uk+bBXXcZYOSuu3CQcNdegs7qMlvGu358gKfXY/wc3PWXMKm9DsMEzF13AWXctSOSnrt2zIw7rMO4VvYaTJuUu+7y2b1+FMHlrrvmkrvuwkbkSbzArP4y+t41o33V68ez7l0zTjndNSOPuF530fK568YMQHfdHRy5a8e8vfoxzZtee+mwddeLBZ7c9WKINb2+l7zcNSNV2F13myTcdSOND4d9X2/9+Kil114UoLhrxThYen3DR3e9+CB7110YzV0zbu+7bhyzwL1ApAav4OYEZ1qh9EXo7beGbn4TkCwXaoyOP5VSbpXFzut5Bj2rm6N3OjTjBsChxLuu0JxB0tTrNRY9KwPJh7JrcNeioHAPCNL4D44ZX8Rrcu2VHCxx3wJL8BBkUJxO8/JFKPz4Vw1xn6QWd9Oc1fELV/44Elbh6w2G+VbSrm+SEdalc4AOZwB/8S0Mal4PhNCzvttDSYl5J1ZwfOkpCb/ATV/PBZ6HM0Pvp04I+EAdc3iSqiPHwAXg9Vbw+Cm6uq4YG5f8jHCOx5pOXm/05185cPmkD3MdwJUwzsS5xME479eT6zwcE4Y/NQNChxInyyUsVXKgOT9ej0Ceb83UfhPWCW4RIJuchWGRvSn65YvA7T3sG44vYOdIt9JBj28dyXEnBe/nRcbPqrX2T5983CNaLa42umRLjpp+kR+lD0tI5wtIWehOeDzysT8/G45emZN/5cKf1DTZvVLm5S2QvNmXXUG+SIHXh40D8wVUm9RJl0u4HEuEiyAB5fV8/t+EYX6CEQe6Ig5WnpTpgCsogPl5OLo8HBDcn1I6vX3qHvmWnTy71WpO8q2Ib55pTJaudKYH75mTuZle0ecdevk3ZU0+AedrZGLUY8eituEnIkx+Hmqad7Mn4auQSm8gCCa4018a7uNhyedd6PKsADb/icWGHpjnlZs4oWjfKly83pzPw66A+gKPnLe2QQDOFSCxJa/oz7v8+legsEeC5HIFC/BxtiohbD/S0i9SCMf2A8R87gAaUPlQmQNuYEmSx4tD5uHUdF6KL7F3EfvC6SRfuAQ0189LevFvxio8VSlYlxDwCq9RNsdmwsXvi3w1fmyKnh8AJuZ2oNTEC3hZ2Y0YTD/Pqcm3tph6pi/N+8GCPP7j4dTWpDPi8Twn/Com4DtNNnCU02LANhMGxdVMGK75VKMQb/VkkuukMwhvC1DDHqLd/CJV7nwsoombDiPlGIqibMJne70582G3LL+ADsI/i+NwHD9nbCFAel9EyNnHJt7gcjMQM+QH2Mpsv9OrzzMR+65gEDwSiCFdCwKZ3em5gad1bX0eWJZPdQp9K7ob3T8qZLztDsyWq/P0RTSkfayTA13uL9LArqMKab/ZA3q8uvfhAEjxUatJuh8RBlyNwda2G2TxelZefGzY1A+AArwHGC7ZdhRHuRQhlcfzS/Nv7KCnAhGnr+hhhdPo4MaOA3H5enDYfGyT7uUtQnGHfYpHaNvIE/J4kUbfKoDCLwkK3SSKFG00PlF2HRbUxwty96tD1LxTkZRbAWYZTvVpaMfpAPs8I27/Kvr3BZwYe98LQQ5DTmDXWKPg9bqHjx0yZ7KTcSRgg7aowcU+3zweo9mnSsFvVaV2n9V12bCnPvYGrSSfR6e+qwq8P7rEdLSzoM6Ggto5jazLzyPR4VFxPP2VaOg9X5bxMbcCtgxRMK9nhYTCC2ANc/MpFXaaJS9/1cx4PC7Xf2Ng+wgARdwlAjftMUc2bb4kGY/XIOxVJYU+KqpNb4O4x0ckRtkkJvdeb8TXx6JlirnnFUq8zAnXJvMqej0Hcx+Lge2xOxS4aDPpHnIb89fn2Up/KmbrsVoMuGvMuGInIbLDhewrejy9yWeNovpKrPRdgOvExqwjxLcqND4ed8OnHsH4KiQFbhuwGDvvSQ2u6Vv9eBoe/OqVlj+gQe8OcWSLv2x0NhTn4Oc5SPCvcWe+iIv2ZnMltfn8kHChmHl6PEjVb43l+yOuWpeQWGkTSk7yGHmNj/cp4U/N3D2WBSox1woxZHsJqfB5iywe9m7xAqbIuZ9KHXDutWQ3WAL6eaeGHzug9IfWFO8THRLYWWAgsJ9YaPu7NTXeDZsGP/XF7bbhpMcmAiOL/fqQHw/OetUdNx6Kwh8ikw+zx4Pb8awovLySjTpEPC+xh9Nm7ZtuEHeXGhTfKrPFlroc+zwwTh72TdKaJ3dO38fLAuNbCwnfQOaNG4JqnX0TbeFbJKy/y0z71Ld/gsrAm+2Oyg5MoMklUoQOmX/N1vmiLxT90m/STtwK4SE+aHm8sdM/9WT7K9I491dQ4t+pbr4q2NA/PdlyZ+CGvCgLbGcLDH2e3OnDHpL4IRkJbhCZP3yewoTb+tXj80osPWyZ0QswsXnfAKFk99DBZv+4+Ps7KWLejZMVL3XZ4AZRxZFnX7xyQ18k+DwWdh62LfSHZETdZcwkPt4ohned8uKJ3OS4kXq4NmKWBPci0fZ3Z+L+lFPOX1WAvNEOtNmAaCptLD0o/i5IhG/TSeKp2GS5OZiZ/Z1f1Lux8eWlokxvF1pQ7Eg+H65els/Pc5D2sFAKfkhG0s3GrWMTRlnlWrjC9nlMiP965ukFaA+7KUrgse0EhhwOqn68yxpfSsLNZx3hcbN1JbALlX5w7R9zPm8qz7++mRKnCyNOzFawGoTDzSk+HhkwX2qV+FmA2f6hEoNtlgaD2+DR9ngy4HwpjK3PYuO8wT5f2H6fz4VEiP7dDCl/GgnhrdzG7jajGbYMOKc2gQ6Hf1e29W0QRTyCUTpPgrQlfl5Pi3+Fk/BDkHmopOb387Zz/nVu8ofWsPTOTCk7BhIzbqKK2N+ZCn4pXNBnAdC7SZwl/t2EFt9GTusRXC3eKX5+bDoEi3bjlpC/g/r5Uyw/XwWk8V56dWPncDOF22O2fxdDzZf+oB/LheTdNsq1ScQ5YSMRSXg72MY/LXL4CXB8dfto1OHaQRHkO5xceDw0Gz96CuO1pB7vCqVddptkCj6gDsffbSF8aQ8uf5UkwymbP20T8lSKVDoMFDK4XmpwOY7TMo8HW/hROYWvlTW8V9CcNosOp3aXJ2De7m7wpTgWvFWTIp2Uy2THaFpwtEoNf/cG9KRAfJ/lt+ojxuNlIb4omRKvxcDxxqEliR1G5mcz9cW93ZHHL10Rf1WQBv1GpAPu1Qib56hQ93eUTl4UjdtrER25neRs2UqkqBzCDLe/g/M86ZLXY81JvV2ceN+OCOuXejD7BF6K+mkdDm7hLPO0KDx/VwH1RVnrz5Ky5Q57pdhaKvQ4URO4twP0e1IqJY/lZOOGopzAPX0D4xAY1d7OcvBHaQmftWW7WwDZ2V4ijOwvIN68HQgHT5pl9FdPC+4MMB7YAbA8cCJMKG8nY8KPFlh7rC3EO4ddDdvBBRj2gU0mb5c15UmxZrzV9g4iDhFq3k7qzZMmaPsqCU13CzqmNtSYn/2FUMnbURX40SfKv+La3jlUw9hZRvLYTgRuvB0s+qMJFN/KSIWhpZnZ19EZ8KNWRl/Voeacc84555xzzjnnnHPOOeecc845t23btm3btm3btrlcrmP3j4HRpyHgN+nz1RXiJogApU+DVMCx+xdgxoPyoH47ISsD+U2cyPgyn1I6EDk6Nw4KqE7G6rh9Ex9bvgzpEsfuR+rjPyewaWNU2Ik6Qf262P1nhh79bvJE88vAae1AGMzdbS/EvkmQpC8Tp9v9mjj4zkC/bvfb036nDiFdPkGks1jikOb9Zhx9JxAI/W4iZchD+uj1uwkW+CGpALvcBse7RqfcJK/CQ24F6Xa/CfVz9r4+1MJK5wth+x0Ye84wObrdb0rMcxaw63eTx72H9AHb7yZf1DzkHIfugzLBLUPJjyaBUQ9ZJKvb++QM/hkADDoTAAr9kVbqy7z/zICtfjfx9PCRQSS6vY/xwGsiLnYea2xutUS7CRcmH1nU1e19U8C8plpYt+qC0U3HoProSl9zRop+NynV/EgxvH43mfPgI7mk6W9Jbzca05Emmm8feT/p3n0tnh6TU7E7GPN0Z3cA6AO78Jihb7p3H5ndY6bJ6TdfATIvqaKq33xKHl4SCJReYwqKOwScpcmcvZe0U9G9+6IcvBkSXh3MSoy7CI2yD07xZlLMdW++19e/DNvRb74KMH6yhojuzVf69pZzVvSbzwPTT4rh0mFkcd4bUBThe3ryk3DZLgbKdkt5Ubp5vkcof/la9psPR9dT/hDrN18gga90IdVvvigfvpKKlJ4mpc4docPNR/biKedK+1mDxFuB6Qc+InVfyQWLPxSiGn+ouAr/A5tk+EMdcv4HMjH5M3nJ4j9VoYf/UiYR/6nMmv8U2BT+S2Y88KdKFOJP9aTOfiTDI/YjPTXaj+QkiH8Vgh/+VZdl/Kson9hvRHZpv9EYEfuLFLDhf7VlAP8rLBP4X8X62E9gjZ/9BNTs8c8ys8M/iyyA/UMeXvuHgrr2D5k54K9Ftclfa4oXf61EBfYDcbmyH2iLIfenW8V/y3GN/9aiB/5bkSa4OLg+Pwr4c+0Aw58L7s/esszkcUkjpJ5gDvjBF0APuxqCe2UHkD+pJ1h+P0hBzMPCMj0dIow/V/cMfy7XUv5cq4r21oIzDsfddBGZRvwgi8OHBSXAxLViofMdVdnukze+H5Rw4mHXfH58iGZrAWnlbxMqu7GdQ34QLfZhH2/8C/uCfxfSln9XgTN2VpodniOKUkdQF/eDJOIelnBFfSfWDFcK4h2HY7LYp0zDftCLwcM+4arvxAm1rZzY4TbIUPYbQ2Q/qOH0YcOG6jgVrNhWJky5DRU0OtwJux/M0PewErTUsYtV3MNDMI7jQ4P+9gLKDyL48LAWiNSxjI42Aiw0vlYjrRvy+AcXSP1rf1LDEWTlAmZYwWm4cO1O/IR+MMDov34JUsMpnG2pCGf4C8a2ruUO8wepnvyrjhy1mzoobKfNL3yFmg99MpH+wQIS/pVoqj7t1nH3DvO4WuiFLimaGP/rUYD6tAuSrcQGg5uoJ/Q3rFFeUE6Wd2XhWY8qabGT0E5wEot43ZXKiRd0nXpXCyNqUSOaOyRyBD/hRa23ernzgpSn76qBrBZFErIJfMpxMqGeG8Ac+YJlAnxriMTaswtzafQl4R4OULh/4lS8YKHmt5bAUnt24WEL+LCAi8Ud3UMwhl6QkcS30mI1GtFJG8BYGafg6uJW4v68IJMLz4phS63JhY8rhuSJYxi6cScRpnnBG0PPKmam1mwcYmeNYPDPcuSm+iLgBWe0+FU0NfWliUg7NvOFe8GN3ldoZC+YQupXlUDUlgLOuFSNavgfAt1WizBekLP+qtNcbVkkhbv6yckTdHnvB9HiBRPEr4oJWEOeWeK+ZC+/mgPkrgPfvGDWzKtyntaQnpfc1EwtfAor8+Z+li+IRORVfQypyzhq4XausfIjNHI3hqzSB6aC/RsZkrUYIaA/nHDJl5yA3Be+OHzgGAP/5gZWLYZAAS7kXIULMdBxj1Hp8YGOq+9GLaj+QlSA+yg3xLek9e2BQ90HPjn71NcNtZdHuRcyBeJA3MfbjAeYDwTS9alzIGsvYzy5iBJ8bDh1Bm8UUVsfiELx26Qx1t052UYVHejs2Mu8+8QF0A/kJvk2amV1Fw8h1wkFLrtNWYQbLcrnB3oYoaHuuhXg4nnONmTd0+1iBtMHFuj80y6WNeNil2OQUTT7MsjcrVbXfUDX/qdihtSMNwBuHAMy+0ok4y2DhNoDnnJ5Uy1v9eKQD+6KVhE2oSKNm+0AgQeMjPCmQS5qRS2jo+v7Y0PhRLxpLFDwgIdVb0rgq1YMAsPFalJp48AbvXMk+HvAOBvPRqxHrcUNh+5W4BRbLsjIjcPB5wOCSHs2Zm21ltYe3AQOSG0aIBTcOfLkHrAN7NlYqdVaKGN8mydPO6oOnTvux9UDVtn50SFNdRYWhV0XrHK2AjRYbjg7rQfsWf3RuwZ1lhirn9h2g+t61HbvcNp6wBfoRe/i1FhQd7wLVgtcwzu+m0cT1f91qvg1imo1Fh0mukaGRHHBtNm6d0wF/t8WE7+mC9ZY5Bzfu8f7/h+RUrkaSxZSlwoZLI8j9srNg/b7vxT2h7r5rLEs0PFKSLrxvvOW90UC8L4+BgLAb9HX+74dAv+kpcb/iU6Q/xNlX4SuxTmDcYMdBe83IstXZpp9E6Ie/yc5nlxHhN4HwAHiaEjqJfEpO/teiZOL+0thtP1LVqzYzxQEwH4mER74MyExwp9p8fFF1+pWjFI7Ct8PCMxTEkh8pD4XXEeGO31AjElHH04Uvi9O1E/ujXgDR1Bw3wAcVPuPJJjaf5R3w/4jSir2H+Epsx8JSVXuWlUUF+Gkqn2f5dlLKp59EVEsj4NF0ZWu/BrveGL5PjJeXvJuwhNtCXCfKEyK/UR1X+wnCuPCfiJYRPuLjmT7i7SalHatvsBFJlqI3+dkDNkHWMDI/QAyCrkfoAmp/QG8TNofQHSE/QHosOEQ+eBvSO4DozR8qJ+UerGjsX/IB4q3iWHrWEAzege8uDwHtaIKHbxNEUfHkvf6mN/YBybB+FBAu1ZMk+Q6isB0A7AxGuvG+vuOfPnIE4z/42HmKcoU9QMk7H6mqLHoQwtf1Fvs0DxOaUnfSpys04LoPGCeG59mTIB6MdPuf2K48goxZQdAQutWQvD6gJQbPlRKttayBXSua+EVKarWAfu+vArx+yhB4P7IOfIlO3VXDViKm8KUJsYPVURSZzH0wv1RYmaD0pl1+yAM3SrijHhAbuOHikGjyP2fw0Y7TUVhtwmt7nZrgZRWxMFO81Lh4XZzkeX/2HD40M2jGsuZhQj96im5RExHD7jF7UGppGrGPU7u/2QpwG9IYewU3hTpHHo+PGDi4IMuhakX4zNcB481PSjM4YIyrPT33XV+JHfwNAhN7v80guFoRDJ7WQzHrhkkwgPagT2oAbvm0hfzGFLoemdgo8aUhwRFZYLqW3ptD6B0gfKAOZTecwxc3eglxSUoWuke7ES5k+S+BwxhtFVvCeGAjyV1uAV8qVEA8pB0SjwuQYuuVaSAAyVJXr7Pbs5HPuC+vEqEH2ES9g05Cu8JtYUHLCLzoEhTai1hBniV4trNBaX7ev4eMgIijyP76lRSpLgzEREPeAHDd3bf1I4i8NiYqKC97sB6p8DA9H9itjzok5A6Cw88W46c+jZhJZbR6yF/aq4DyIse1FVV2/n8fd9e30eqwHuYBAR7A5CevhQk6caRZO//YmB50KyxOgtMgNtgctRNzNjsYTj8HvDPvvMQsWbkXGLfRRFyt8FIaGVfpnQKj9GD9O4NT0dIAa/f9yb3kfPhw2CE/ASHOV3OxGS33NTygEhM36lEr150G+SCKERz8ygE45ttfJlNUj7Gre6hN8auWAvB79PQ9pBWfDyM1cm/3jy7XoTI20iJ5/+V3sG1ItcNj2uK0bdq9AdCWiD5P9cjz3nmsu4z0sB0LUA/rx8Yjr4P0OkjBeu6jmApj0PB1RPoqDL3f2lgnxNttL6/PvCq1BL3Ozp1ldid+L4gKA/pYvBhJAi8iLFIR8Kl7f46TfB/g3jfSWSu5rJgkeuYUutGByDrSSi37zt8/UhMbi2HtIvXsOPrOGrHLmHV7P8sPTynBKO6G4pqz3Gj7xJgXrp3Evn5vIx4yC4rD/t42pAxzPqRG6C3CQtQ/q/D2nfSodVb1pzwGKwNeiODz64FJnimH5ljQy0nCKnttVqiz/F1udkQRL5fnC/facQGKy9BNdn5Inn0Mkl2/ydFw3MicKwd7+DYeBCY3DbO0rqgXsCeT03ox794ePCxw7+FrPC6k2x4fB8a10dOGdVystK4JK7wWweay+5qD7Hn+7HyZfK4/hu34Kln3SWo7YDA/i+Hnb36C1gn55qx6FhatdwCWnH8Hw4517qRhCmPe9r2LQcMHhhpUPR/N7L8JtCc+ouKVR5HJaJrPXHjFTpo5/vCdHhJtzE1nC8deFzahV6Vok29JDXmyksOiVDDyeDFreRmVOlFNHx835OWh1wjp46zxghns5PqQugsdq+7Jv+nZvWadN76EciNC+gy1h8139sLDOr/bfXn1Jp442tgop2Lj8/u3l+f3ks22KpVJzFtOnOE3GfxjW5rqT3f5pOHjBJXxwmswUcgnXUsS5G91wj8PzAWr6l5pu4yqWZ7cSDVx0w5uj9kp7xfqJLnnMnUi4BgeBwimv4kg+qfFFn9v6O5z9Sm1mTyuvA4yw29aRKNh++L3fpJvNi6lOuMk43duX9K9OhGdT3fB8TFR6Je1aoanPA4qG7fGhp8IEdi6f9gHY/5pqYuQ0eNnYen8JYBY0Uf8STi+XhkWdRxZKDxOASaXStLlgdMTvBk+cn7QU06hNSOipOjP9pFt1rX/H5BLjznllsvIijkNPjeepHCIt2qbev/tGePmZlaj+lghT8oG9A3tZ/3DwK5/wMK8JqL3PqWwoPH3WnRj2ywP9NU4v2+KHkzSJg1pRggfE1RQ7+Swkr3McyQ70uD5yftIDWbICG4jqrOXtRn9ku08vtpoQFTg1YB48IYk+TO4SOqr90HNjzkm5A6Dgc2/GrH2t1FCaGXSF3wfRRkfKThm/pNJwgeJ5XtWq+GD0zQqXk/Jmt/acVYm/E55HGtOXrSj6xfYsPxLUcA1pqUOnjc1FvXwhTyYMJZhfe7wPqVaqp1J1cPHuTa+5ssN1fvFwbPazpJrLtjHj+70tDLxH7ditx9vzVxHvMwrxaDgAGf0Y06Xw0lPalTzvtRCftLT856cokpL+NvbnopTK+A2vl9WAJf8rVNTQpagsu4ENkTW2l0VYnO3s+AkKeks1F/VjbZd2ww3WN04nQ70zbPN8fyI2ugqd+4dXIZcb4XSsDqPrFd72ciw1SdGRnFVoRhpc/B63KHBb7vx/b5mn1Qde+JeYMfBXosDd/wBwHvh0j1mD+o1GGS+jiIFWg6aJT9835DXPylYU8tSffBNgJadbO4UNcJjaKeb3DHR47t1W+2ojgWp5TbyklJNyLAxPe1gXjJLYM1KYUI3MyFkp4HRu02SqT4PjhOT0lBrf6EIW0Bo6Vdjoeoe8Rmlfcr0PqaflB1NwkX90Ap2OHUQDqeIIj3YzDgKzkda0xPOvwnLXv/YO3dTz+0vN8JNY/ZYqsG84ncH5sVbhlTGPQqa7A8HxidjwTLrN/IcbgC1Dr3dnFET53A5P00TPhLt7o6Mskrf2WQuS9YENIVEf2+L8GGlxSiph4dQ8m17pxuJxwf+pW7K45PCdRUe14gwLmQrN1Flmtivo8O41c6cVFjzmd2lSrImwBW5c2NgPV+AEKw1V+OvLGTmMlxjwiw1TW7YZ4Pc+0lWyDVoy2CcC3SjVtpzJybwBY07yd//iWIKTVkpAUeK6m7uUJlfc0i7PexkPGTa/Dqzik+7NfO501kl+fWACH2+6x4eMwPCuovVQN4lirDjaVDvuU78/sqd2jWZsTacPdipTvNB2w3rUx7vjatlxSBWo9ecbCf7EG4qbTQua0OoPm+KbF/OeGphtyqtPkqv9wa2vA7Hry/b0jpJ8Ow1p0PemzBxxg3F0CQ22gHnO87M/zKFXTqyzGu3DU+aLdVqdD9YAqe7xtz/Uvepi5jho2LeNh1l1Fl3kBSPJ8vi4OfbMxSo2F9wv1io/GGEGrgjkprej48Cb7SxID6sgYOzjnvnAfhCaq2YVuzJYMMtEqWydcCrKY+ycum0JD8BFnQUmbZxchZ5agXIyE6EAY67rYXHbptjio70ZojPiiX5LoPHGHutUHEPsSC7nxlkN1KwWE3NTvtb0iEN9qSkCpQ7iIUaWBokbk3pG3PGhjdCkoTiygJ8KBgAPA6/8mlRrwzeX6yihhPvp8M86F08PqCDKB8y5a0DoK3Ygbb/gCVUDjnS2zO/W2aCl4scK4VC6x8R9XcffLW90mWSnxsK+THmWJ4nE5b4ieZ/T72xF3HCXOGa7hhiLehjehAnCQNsRHKpXIEA5Amt2cogaul8eqSpnp/SGGJHJeG4BH34OR4/7wxvdApn5dGFWFkd1wqxjP+hiVuK0YrxyCifUO6Y2sesMMFfwhBAl86UOS+AEEoTA+0icpW14iQVyrBxhSxeXaspth9woKmo+uPpw0lc+umscBO14WbFrYCNSduuLpTzjnn3Obc5pzbNj/knHNu25xzzm1uc845t23ObdvmnHPb5pxz27Y55/bhD65t27bNtW3btg3ntUWbagyKRO6tIwamHcCElSdSiuQvuWzaXJvHE7pXBI3DJUIq4S9XpGC17R0bSLtSgjRxiYhe/aUSktTtJiGyZxj94lIeNtk0uOh6n5U29tzr9pZCWpFuFTEGdEwMW+y5pjxvCWGsTaeEKrpPdLbZdB0qvxLo60tvPWxxf5iTxaZ7uvGVTR95l1EqubNqAthzYEu+ElbLPaHLzH3UFmrPrcFf+bh2xOH0jvCKwJ7TfPvKEKmUdxWs0a0ACBF77jDyK+G4/NCaJaJTD97t1sGALfV5pMnXZRa9qFSeL0zartIZgDs7aX7NE7Fb7TSCLYThQN0c2Bc1AsJjwevYxOX1ri/+NYwbNJwhww1VdWBnq75odkJ3g6aSO0ORcUcE5tdkekoVhuAiSaDFDnDCr1HVgJj09Tb1ag8wg6JuRvyhcGK0WdM7EeXdXRK8D00R4H6hGst9NBysMxL7oZYsum9QAOlMVZx3d6EfylXZ50aPdO+4aHJ3JeJDKXjh0BqBKwWhqU7zwodOgeqxEch0jzgR2j3R+lAWLRIcAjrKHRmz60rxoXQ9EIm6Zm90NNgw1l9d0PZBv5C5Y7T5wu0gtlSH5fSge3r95wRZp7O/7g4o+E9IupvMjo9jZ5oVdTFAHzSNrx+B5dBnpL7Zeen5TzUpEIUeJGIh0dDFbEqtK0PmQbvweh63A51LaGv3qA/aM3cBc2Gdj0HpXQz/p4ElUOgKcGGOuGlgVNFROfKeUQg8ySLD44nhc9kAoEuE9MFfrgDj3jwA9b6faCVCivSXOzLsEC3sugEY0yWips5fXsFwvWVkgnghA4Z0km7eMwZHFBDnBgFE1wDUoEuEtfKGaPdxJnqvcbjpppg9pemIztQhTX+M7NopzvjOHGh3DbcbPU8usxOpU+Atl3zgvD2gtuk2+vWo85l6Tyyl74NJYNxqHOhOF+TuKV3t3LfbgS8dA9EVkVeht3QFokKFmo7ZQq1LzTUNveUX4os+qap0nygl6nRjWl8J5KL7QcHrVIBwOxBJvlNvwB0XZI3r6IEBnRmeR1NlK8IFmR4H7LDPKRh8S6FSx5urRGnncJ51abHf2XqkpTJ5iwUp9rk7o1/ZYOqer2L0uhU06jTjvtPRxhEDN7eEnr0+p+n4lSG6Ru4JUFPuo7nJPhcD6Cu9dHhyezHeuKfqpj4nZMJX/mkBPomjwux7jwRTt4tVJ3SVWBduFVQ1uqWc5FzU01vKsMGDA9rH/hic09p5M2I2uuRo2E0CkY1uRN5Xbkh9gjjBDCyywW10JmTOBpWvnPNFo7Cw+0qOoJvB+GjQVPQrFXM3VcBmd6PGc9rJYWDMiPtrgXYuzYqvVLLhyRcOOhzIcfuYVNHFSP7MJp0nVMjkQPPrXlCqc0fzX0KG2YFqyGVKJJtzsPmYJTJDWAnQkzA7JCp5NESYnasm0+XEQLQzI3pOMNRbh2cYLo8yE3Nb6H5zirG/ka650YZe0H3C+Eo3XrphaI4+yhhbBzv3nCVA3Ati1zoRuC51MmWOHTA4uWGnR3Nscj7ziQ9tGpLeWBWkrsaK59TLSjFH6V/oYucyDP1lBm6NMjndu5mU7kj0z8Dd9Rx0bm4TpWl0o/0ti8BwuODrTwk658IivBlRoF7GSM49hupKF8TDWzLAksDh8BaKszfXN+MtO7UY/ei4GZjgQkeTecu4MRuhRV0zaZzmJANf824cUcHuH3qc0pHR/RknHG1cDl2bA2huCNFnLvDQJXB+3URZ2zo5Rn7TAResNb6LSgioeyX7zaaqG41IZb+yhWxux96bcYGlU2ETcPtYJaljIvabZGG314bBPuWFGB1i3G9a2vW1GUzuDkdm1BlZ/qWErx5jq3pvMMNQFwXkL+s03ADEdnRTQxl1RgJ+k85BicHSLoTHG5084TVFcDsYLPkGkwPTMdp/iVbfEFTA3dmiec4y+5d56hONZv0PLJ5rZH1MMVo6WamFu6p1rK6w/swQcLqIufpWYAbAna8DIuExCwWJIpPcVH59dLXVXzqx0dES/N1fVlLqQlx4M1XYdC4RFu8mM8Wvm1B/Ztv9Iqr65duE7kOQz8xTpXcFSG4FPUV0dIK8Gcr75gHKdDiNduiCpjwmGhMhUSq31gAdmMrPvKIdIPR6HynRvZl5zKAYSeD4YzNgODLh7ksn3+oyQVYnvV70ivHFglcDe/58PegaKFNw/uwuO7zpaiXdlO57ar4f4EczGoMuK/acBJjqnDI/DQsUjJu/GeNLjiefGSuDLz4mlru5AJ9vBlGMm+5fPpE2V39JmdYBmdzhbXV7XS5WQJGak95UZAi3wWai+0Dg9UWQfD6WMAaS3od48xdzJnsNM1G0pHm9bh1joI+xQoKnoCGlt7jrer0hdR+L47Gu162egff8ZsnLlgh2MgU3Xs8r6GMvCEi8j7JUcApI6vSv1bjXeys/dsrvsdeuSKp3l406fKs36FJlYHxeGAwP6+YKRK9dfQzeFTpFeZISnP4j6eLz8FIfVkto7A1iSyDPoql2Qz1I+LwWEh62Tc9Nr1976pvFnRJ7U/Gu+2dk8vN4gYftOlDHCgk+fvyQk4NLTJQiZYoh/OQJopYsVLJgiYLlCgxkiJyc3Y8fdT580PXoMceDB5EdO4ToQIPVXLC1YKOxgsaMFDPW0tZeqHgBgwUMGbALmC1GjRNoaiTUWohoseJsRYoRKdJKpKkwoYIFnGQQCZK/I0f6jBjhK1KkiZ4ek7y8JXhD7uzskNTVHYGPwHR0RmAj8NxcEbgITISIHqwHCxGSB+fBQWA8MxQnyE6Q6EBCxJiIs7KzER9GlAhRwgQ86OTvj0pfXxQ+PihNmhzChzATJoVLlijZAGvwYBZmRnaBrAOGDmMZxsrEyj5w+BCCkDDQEC6EKWyAN8BgYBpgDXCECGFwGAwBwgX4AixBAgYYAzxhQgY4A1yhghgsBluAOcBXqsBV4CgwFDhQEBaE/WBA+G4P3oORwElgKrAV2AkMBI6D5WAzGATsAa4BB8PBbGxv8BtMg4Yb7AbPmJEDzgGvreGAccAvXrTBbTAMGDZgG7AM+Eb9Bdf1gwULuq6uEjw9ORUVEW23b56eN8/DDbj1Vr0AwYIrpaunoacieKgILoKz2dcOvIW3eX5+hOL4vSO/d944DLKssKyipKKMjoyCgILgFxZ+YV/YV867CtteDx4w6OrCgrHgBAmkYCnYyekIPoKJiIBgILin58UD43nlwE1TU1BQWgYMUAkJMcnyG0uAVqVfVVU6pl8c5vAD2IazqqyskqKiBBgZaWEtHBRU563DCsOssLCnq6Wvqamb182rqgrnhfMKVx1ISpoFCJjzzmmFta116qCyso6enq4hfX1j47yxsAyFtARDwQUKGBgAA+jsVPOmzm/awHObOXPYtLaKoqKGjo5+rlmDJs2b1Df1bdMGlA0bT1HRM6GhmZ+fZtCgsdwE5Xw5X09PzVfzPXMG88V8MzMv38vXjBnKl/K1tJx8J9/KVxKe4oK5FMAHAsAB4Bn2gQHAQrAB2AHsBTOAFTz8sJZWA7gBTEW1BW/BTEwIYAQwAQJKsBJM00Pw0EuHzusKZ+Hs6/raISQcLCx0Ynj3EiEyRIgQHz/6XiVKkiBBUsQI4puYCCVKFClTdLw5cuBoa6PBFlnmhXzJlBnzknnDjBHzhnkfxYAJBPSzwysSJIgcHd3cO/fW1eW9ea+e3pH3yJIsWa5s2aLl1fJy4aL4Kr6Li41Aerxy744ecO+O1w3u7XV7a7zdqEJFyovFymvlvfJWeXXweHm8ca+P18l7ePjkffIivlBeR8aX8e29+3bf++7ydnm9eHl8H98vLxg1tRUuXLB4WbwxYsB4YbwyZNR4a7w23hsvZtB4W6y9a++K98Xb9yZ5+V7Bd/ANfO/eIa/dq+PF8ca9ey8TJkveJW+TJn6v3/v3Ar5a74IFChgw8HpQ9VJRIZiaipJ6oQ4caGJiUlriLxiYhAkTLmCA3/eVX/mN4/md32yWfumesjIyM7MQZxbeChUoRIgA4YXwfn3Vb/3+N3gbcL0hXhIkRrwjXhMm0FR8eD2AKCGixIlXxIviRNqL4kVLe9HeFC9/ba6XE1RUAqurV+lNSjp6j14kJANiGl4NF14LLwUKGd4Mb1gYh5fD26HD2Dv2eng/vAWMXqO3qIjoJXoJEBDwCngHDAgw1LN9t69W+/P+vD4+AF4ALxBQ0Bv0BniFXq1XwZv18lfCa79Pb9Pr9Fa9CN4Er9hL9m54HbxdXVwv17u1dfVevVivFauH0r/M8AdGzlN6yDCi9UE1txhZ2/Ci2i9eHl4TSOFvHWJIcuH115z51VuKlhxB837sW+YeoYVXtRPV+5Hxpiag1NCdd2+cvCp3Ax0BSVQQ0NE9nvNI9LsMzGizPxS1So2FK4PhmD4D1tpPIo9m5F2xqSiBFQKtjeiyk0Q9vtgSZs/wwuqAvMUWB7sJbYyn0ZHB9ZEHhZuo8NidsmKybduWOnLz6tocigyD99Kx7FLbBrRLcEf5mdmSbgDP1v1yMCQdN9Rdo2GZwTjcLC1GD2I0pc/hYFCm7gMpDLujnEOVLp0RLamXcgob7NxGQ3R6CZ7BLbS3yTrrZLiFV9J7C5SiA3KbtlT8lsk83AM9Bb7LBE1uk4MLzyWJitskmee7V9hwmzL4vWLcyG1aIvqNaZDcphgjfrFNqt/9hrrb4ur2fnd7v7t3v7lOH5C+kiqJc504NHDlOtWjP/l6guuEBPWSPWC5B+AAPuSRMe6BRh9PBowB94APtQ9jhcKTLDk93ANgX/9YB49zm9vc5vaViCH8BmRXT/scYjcpQMPToDx7GqnY/sn+8QlIVW4mvx4uaGMdV9KKcFuQSuI20bDD7hTTc69wwoa7NCGEfWIF2e22p+Yw6i/qiV0a0N0jEMvUYJj8qZH/TASWDHIffKoOAb90w3OQwJFvk6THJwkyEcQketQnojdAZYNgnM+bLqDxRGAkBQdYPmmphx8i8CEQMPBFyVb8dEJ51nXeL4+Sx5wBCKXOf5rC1p9ubX9AJx6zX/iXkw2QQeR3mmVrNQfm/DHQfmahZx3ndfxR6j1ntk1dSuv94Qjym0YU6jeeSKK0dP5PlFj4P9Fd8n+So4Y/ExIn9jOJ4GH/k9Yif6bFMfynmJDhP6UBAf+pMmn2MwV1sF/KtM1+pzAA7F+yXyqGG/uP8KTZf0R5aT8SUqv9ThrM+Cc4bbT/KE8K/wR7cfyrlAZwfylMiP1RpZH8E0Al2n8E1oDHDZHoXGWkBt+UPhwWNIeL8KZLaPMxuEn1qmpS2E8F6MPjBNydC3F1zA/y+fg3Rxz52yBrF8Ox9/iEBuD86ombw6H16F+S2sEhh//maYr7BlbHeFyABZ1r1AXhbz6rVBX7i46E7KfyabOfCPaL/UVafvYThUHC/4pKF/+rsjz+Jpiji+V5IyS78ayGefhfmQbhcQR+aBnUMvKpCyjYT2QH87f6hGC/VQY47hOF2eFxQn6dazWU8A3Ct8rB9ldFCeRwUHadQokxQh9ovnVKkf0B6LyxP4BoDA6nd9jfD0/Qss2jFk3aP+QjZX8AL214HBGeznVCSJAx+6d7rvyzRDH5Z8klcT8AXxB/raUM/LPmAdwPIKPTfiwYEOy/+mKDxwUx9q45lrDQhpbDrXHpXDMTBF+QfekmIfd/DsFw/ycLEjeN+z+NYbj/I3fJ44zodK6kVLcXrKGeTZg0/ltGL/8tuBT8tfaI+G8tSv3/rAXZnxUbg7/dsdEvGIkj3ML5rp2C9mdVgOJwdXD9wR9kWRAeF1TUuwbwIGxE8a6vITgEFSv4VOOHKME7eZ7QBIGHXXFUJKjFN+BJEpWhS+AJDRiucbQGZjYcKmtRlUQunnCv82ELFNpkajr+og+I1GeToh8U8/Wwmhw4jhVqbLm9G1GWWHxPyEXvX28CUEUY7fAOfJXzADXAzT7JEmVYBekJw8T41xN0+G8JYeMEeJyRkM4FBSQQi9SLPkbZr8UGAn97IaKXOTkjdOzyrnae7Nfi8uFwoGv6AiQ6cG/Ciw6YeVyQg94VgAdhV/BfYSUOAWoOl9Iwp3snij3hh9aH5RI+7GOGF3kg5Bo+RHZBI6mecKjyYXUw+RcPHEebQ9hvYjR1lVBx84R3k/8KB8rDSFz2GCaeXM0MgO7qDzQ/eMcPGyXCv7GXHIeEV/uHtqwrRkn5hFX+/lVJlYexwnAektrP48DHMRLp7Qn7kn99UD8MRoS/pRnoZgsaEGrB866akzwu6LN3wXQIE3O8a5OmrxSF3Omnq9sT8J4wgpN/BcNZxwnswFHAcLJLpxj2or3IJ8zx+K85yEBwohwEuAW1JH3E1dUP2unwsLKWMd7mWcV+w4TRpcTg5gn51vyrU4EAdhguVTyFW4e+5uXNDyKqeNitKWo4DyYE3tNAUvdCoIknhNL1rmKK1HKCuPE3Nkg97EQVwsHDd22xxE/MaGN73l11E0w8ntBDz7tiGRFzPqWAI8Vvul2cvSdk0vGud9wOeVsWn/3iiJZutGn1hG5P3tVEngScgLYL/6JQohMyvfhBTs5/fTCkfrMFxHmA2XlAuBtdJCionpAI3bv2JHbxOKEJnUsOFMIgF77Vy5792AQIF2EY1quMFvnBIIv/yuIEK4czw9YdPBgk/IH6rVkMcBNFZ7YkF4RuRAHhE0otfSthYU06wQy/EaGB7YGORreQAQONby3j1qSfXc6lEcaHxFp0xR71g6p4vrUNjXp0TB3fYTnnj+DAul/A7HjCs6NvfcdqNkDmuIAgmS8AAKRrjtnwg4en7wqVZwWH60CgR/gCgrBM7VmjqLC7mBwXc0PtppeaP1gm964cwizwOKEyncvNGsKw0meNO8BtFNGxn5bqNjbFPGGQ6rPGjPUnnOUkUPCwFc8s6Fe4NP4g6uKzanCqPS3Q8R12t5HMRWYXjob5CZmM/GqWEfUn5QFeXwjjWQKefQ0m0A9aAX3WvC5Y/G1MnZ4h05HwiOhXUSjhQnkQuBSb1Tt+YuQHXXg96xgEdafXGluxNIt/Hfi7gaic/WBR3LOu9vjjcUNSnYsyAOGL+HAuYXAdemqOSWIf/ScK0g+igXw4CALrTMgfnO3Kl52kdtnxTPl+cIydhzPjxAAONwBBp1BHxqBmmldN4ygCxKItCCasWwIi/qBg48PJklljyozcAZcv+w185pYp3X6wxZ2H04qDjgNAAsmLetpuoyCOP9hU5VellMTYV9ga+dXmlTsqRegLSs79qoamFzxOQF/nisI6aMXqVYME31LR9AtVHwaHzP+GiQiPI0OkO9TJ7UpPNPzgXJl/g1ZaTypRwmkY4NxVD6ddcIOIH2wr/DeEQbXkHBkPIQPaQ8QMe2pcmR8Uw/o3aqZ88QVgwNiRewBuAmNQ/CCRjFc1alJDQnryrdUij6sE3VZUQl5Q0sSrVnD1sxOBuNwIVMb9oErsC+Lo8qowLqjgcQNIO1ceLNMPXlD61C5wHG4FkP5VpB3UGvpUrhlwbbLdE4sI+tWH1x/UUvxUtTL1GA6cy+iQygUs3NKtnK3+YFLRpwrqqMVMGXEPLkxtMsWgG76h9oKuFz71DJA6DJIm54o7YxuSYLqf9kRfUPHFu9kS1WBeAc+eKGN3iqG5uRgAX3BN7t10EW6xBy87cBhI060BrOkFDZB4N2V5sjyOCEnnUjMhmFn6qFdoPC4u6goGyJjwgpd/j3o05k3OUpevhuwPevR4wUo2jwp2WD/+pPIYaKlcoUwkvV+yveBi4aPWsKq7SDLgZEsi2AOmfLl/Lky9YB7aowau1ncURI6VqmjDVc65s/I0viBZhkeNTFJ3xyAOf0nZiTvY3GGIRS+ozfGoq3DqTouxmYBqsS0lhN4j0GQ/8IqXbyMU9MThHLV0ryEgwRdOvpQzh1vsWZdMGy0dbDXzBVsofmkdubqbBoy/ILPhaCXEs5fh8feCHLpv2sRrRzsoPM7IQee6+hT80POlaXScQ5IH3D9SOPcAAnBeEEr1TScoyPKqJSVntxcavQ80rXvTFjpqxhKu9pwsNewaDn7uD0ITPpCv+6ZELtSLgEFsPbJLu0mVfastePvACS7edBB2j8P5jeleXlgFYQ5PqmON5ziF68rpkz2DjzgfaAfLkyZhUzNuknK1Kq/uWiiRfslN8oGiqE9qBUW9mKMD1zBj++8Shtuo8fADtbw96SRTrciF+RRUDzdJYdz9dafvA9san/TUihWPM5Cjcw0pBZrR8aM11NirOz5tn0fT28RY4AdSlT6bWEqaLeQDmC0hgN/NVnX2gGZWn42BrhoO1wU7gym+wL0DLypgAcdhhkYnih97hwKIH3jX4kWZHOtF2ABf0Uqh+zlhQNdUZftAGo8vmoVYc2kChWPYmtGV06K7kxBEMHxRCKb1FhAW+JOPD8c7Njn3hA4LPjDu8aJmQ2otGOZsU9j05zjd3SnKNjxglr8XVRtydNa3YMUCw6BejY0wO8fRIbdvsc6NgwmJ90Xj0shLa2p01Sz1cQpgGDygHd6HKvY9l4kdNigKuNv3lMpXwH9M5p4rzCenUHrXAVyIwJU0mGH6UClAv3UmMMATd2vxhFbAhZ3mwEy3KYIqd3PR/a5sG09R5bQfyKBln+lR5QHxqH5oIdtvLYBwoWPJNeyxQMocHwr4r9VDMazM7lCkBZAPBXzwWjw0GT8Lk4o/F5AP/60gdPhzsVXar0WKhD/XFQD2a21VIXastFZHNW1szB4UwYfPkuEEtW/FrTZq9xofUImN/3Qjc+WvdSSQ/1YBRvuzYMPw34IDsz+LAgb+W4tLPK6stSMAo6Q7QAAWCt/Z3XwsH2hW+hYQLIw2gMA9oFDbo7kh56/YJPLPkgftx3oByD/rBxr7rx4H+WeJZuFxPOr0KL6rLlxl7P9CLTxnCsW/6lHkr7UExuOcAvsWhCGMe6Bs/6eH5DcNW3yVX5f9VmFr7K9KRMPfyvMMjwvy1qVSszgevrn6P7cqvwmF91Xylv9VmRj/KypE/K9MddhPte0I+taSKKPc/Ln9TJroEey4Yz/VHxz/BFAW+CfY++Kf4BSQf5USAB6nhbA79ULHuUcZ7/fo+maMFHyUhzn2R5U62S8Vw4X9UqZJ/KcytPKfYjKFx0WJdq04h4wvWoQx8JeHgA/1N4b/VBkSPM4MWW8S4OS4Y8oQGm95FvsHJuHsd8rQxX4nMEzsNmqw0ZghYy0GjBcu1FqwWKEiRRoaihMmSpAYIeIsBIgPHszKyMY6cBDboCFDGIYLFipQmAAmIQKEL25zv37g5aABgwUKuri2tLKwrqyqElAhmJKKgnpyOtDEtKSUhHRkwKhAERGBAQKGAggFAQH48dlqe+jsLMfwm+WKzxM7ujUYSQo6Jc/YglKgnSgx4gyEh7IxDhsyYPiy34dLS9aqZk6JAuWJYeFg4F9fkx89dsS9xTlOGFk4wtLSkco8YgyKYrRnJAk5x22YM8wxjfRi/jjaAi17XwNzaO9rNDWA651h3zeIC3ZVYOgHKMvJ4H0BDM553x/ELd2LK5t+3x4Hpi+dZMbBBAJ+X9jqzZPHx2gL6VPAp2g7xofIh8AWjM8AHwHbKT5DPgG2fT5CPkFbIR8gHwBbAD4/Pj5bmt7K8/aNtXd8YJ9XS2ebZ4tHG2d7Z2tH+7qts6WjZd3O2crRqm7jbGO1qVvY7atWdOu6bdWGblm3q9rNLZytqhZz+2brRmu3Td220c5tUbenWiFb022pVm7LZkuq7bEd3YpqdWzXbNVo37ah2zRaHFvQ7afWxtZz26mlsUWz5dSi2J7ZbmpLbDW3mVoRW8ytGS2I7eXWUmu2rdxS9tDYTm4le7TbyG2ZLZmtmG2Y7ZdHL13ubd92HRsZFxW5bNGSBcsVK1W2VLZStlG2iVAQnxwaOikkHBQMBPzb+m35tk22TJYoSYJk74iRInp5eHd227ot3RyRIUKCAJH74aMHjx06tnFbuDe3HDjabtiowUZjhoy1GDBeuFBrwWKFihRpaChOmChBYoSIsxAgPngwKyMb68BBbLthqyFDGIYLFipsKWwngEmIAOGL29yvH3g5aMBggYIuri2tLKwrq6oEVAimpKKgnpwONDEtKSUhHRnYGm0LFBERGCBgaBtgG7QF2v5sfXpmWJtHi0drR1tHO0crRxurhdW6alu1q1o42jdaN9o2WlTtqWkpG1LtqHaNVo02jRZU++nZiYZTe0arqc3UmtFeai0rKSclIyHLkBkjJgyYL49eutxd29U6NjIuKnLZoiULlitWqmipaKdIiZIIBfHJoaGTQsJBraA2EPDPr4+vCZMlSpIg2TtipIheHp72TlunpdMS0Q7RBtEC0f7Q+tDy0O7QxmnhtG7aHNo27Q1tDS2bdoZWhnYtBowXLtRasFihIkWaFk17QmtCS0I7QnumDaH9oPWgLdOSacc6cBDboCFDGIYLFipoKWgngEmIAOGL29yvH2i9tA4aMFigoItrSysL68pKW6VNQIVgSioK6snpQBPTklIS0pEBI20BbRERgQEChgJohbRBQAB+fLbaHjo7y7H2zYPnjp2eOj105siJEwv76trKugpHtedNj5vUNqinpqU9bHpIR0XXqAlNA/rp2Ymmh7PnzKZmJqaZS8tKyknJSMgyZMaICQPmy6OXLnfvOjYyLipy2aIlC5YrVqpQmSIlSiIUxCeHhk4KCQcFAwH//Pr4mvQw6VmiJAmSvSNGiujl4d3Z1dHNERkiJAgQuR8+evDYoSMO7s0tB462GzZq9LD1zOiR0bMWA8YLF2otWKxQkSINDcUJEyVIjBBxFgLEBw9mZWRjHTiIbdCQIQzDBQsVKEwAkxABwhe3uV8/8HLQgMECBV1cWz1aPVlYV1ZVCagQTElFQT05HWhiWlJKQjoyYFSgiIjAAAFDAYSCgAD8+PRse3p6aHnugek8PW/PS+eh8bi6vrLSqqpvYuPUoWFhW2lWGg69KoeeM+cOfYemQ9uh2dCbm6a0Kf35iUqj0p6eqXQq3dnphnZDo0HThm5Dc3Ke0qf0mTOldCkNCkpKk9KamqP0KC0qmkln0mvWYNKYtBo1ZmgzdGjoJX1Jp6EtaUa6TBlFWpH+8mULvYV+fMxCZ6G9eMFCY6G7dNFCa6HHjOFCc6HJkFmkF2kwYBrpRhoS0pF2pCMju3SXlpTsdKcnJ2/6psWIoaQp6TB0JSLiEnoJfXiYhE5CO3GChEZCFxYqoZXQhoZMaCb0kyd8NB8NBYof7UdHifJH/9FSpADSgPSUKYF0IE2FiiAtSFepMkgPEtKEtBX6Co2YSCfSTei+vLwf9A+6SBEgNBD6yJEgdBB6b0+OlqONGPFB+6D19HjQPGg8PB20DtrOLo6Oo+vq4Gg4mo7ujX6j5+bcaDeaCJEcdA4cNA56CC2Ezruj7+ge9A4vr39QRU9NcUlB0QgQWJnRIkRoKDGBtmAhQoYMFTYM0QMGRBEZ0UVFVAQICOBAh4WBXQhABwU9/cCAAeIFCjotrYMKGnSNGm0r6BQpytBmGoaV4hskbNgYwSbT2WzPGj1jxhkNmgSN1dXFgGZAK6Cfy+X1BAm0BDpChC/6i37aRkJKkJSkRWvRB2gouirLQdYWbUZGk1WgExigDRQwYUKMFqNDhMDwAYwDzYHGQI9pQEFroE9cMXHRRkf0EU1FX9EcAg2BBqMp0NslAACcgNbos7MYdAzagwcXtAu6A82CHhKihego2oleQZeVtaBbqCkp0U1NWlpLP9E+tAwaBD2CluklWomu6QYNHNAO6AX0VoMGWF5eD8DAKIyNlZUoMUKFirS2p2xVFRQWVtaDBzUFChbKyshGjDhLY8vasDE35+d35UpkJBs2r3Pm0Llz585pmzaWloyMhYV3eXlwcClWrBAhggMHsDt5YvO0grZyduHsQulisXOnDWobS0pLxkXGQieFeXp5cHFwK1qsEEFCBIcxDmCXl2rMmPkEA0Zyy1HWyckAFFRUVtZWXb8FCxfIyD48Po5pbKQixU42T546ra2pnJyV3bCsBg0bzMxAeAjMHh4OZsnCRcuiE0Inenh6cW9xLVi0IFGCxFjWxhzdnN+f3xUrVyIhI9mIspkTOycbawZMFTBbUqCdAHEiCyJrInuDbgjdX9+flSlWIL9AioKKxtqx41qnDpzUVDFnzqwJkx2jqalGzeen5BZCQUI8O7y3HG8sVLDIqsiWIENmMrPGECBD+pb0TUmc8qXLl2yXLOiLFz0IZI2MhAwYQIqKktra4vq3L1yo0AFClstlwEDBggZZBw68sl7Zry8JEeYsEFBWSCgAElKSlNQUF1eXbfMKWQgznqwsZ7N0stksHSDAUFKS0tQUgi4xWUzMNJujodnQSVRU0ixp1tXVTdZNFg6c0jSe2TVrTLOmb8TEOmQ7ZDOoZllZ6cDC4omzISwblpWQxZB9k319Xc2uZvFk5SRIcOBAU1OB7IAoVQSbCNoRscvRlkPFLKfOHGeOrQPPsfD7/vj4FBERMWWZsktLVAgCs4ODSbJJsnd3ddk6HUCA+IiRhZE18uMHkSyR7I4dbdm2rAwsWSiGgHuAR3wcCaJECV+RInJZHnPs/PrqM+fJbn2IBBAtKS0hmF/z3Mmzne9ktVsBQwKUsincsi7csm5ZHFkdWR5CsmtCskKyNLJsc52enx4A2Z9sEYBsUXbA7HrHzh3tbEeb1Q5lfSzJLsnu7SVmE7NQsl1WV+3QydJZPiZZJlkq2SdpKLJpWbUsneypavY0O5rVymJdZbGyVVkCWaGgrFAWaMYz05kDCwd2hjOrZrF0sx+yZ9kQWTHZyqxiljIrmV3syvIshGyF7ISsgqxVlip7lDWQNcrK2ayX7GSWS3ZGNkYWSLYzW5pFk3XKPmWhZjtz68w605lXZzjZy2yZMmayZrK939k76+gYJRsli4jYJNskiyRr5MoVLFasPJkP5ciZ3/l9aSgozkOEqLFjhxAheXlLlgwOIlJSYo4ZU6b3W4sWLlKkTCksBFSjxs3oKKqpqWprK51sNigqihtmTHdMz9K1RNEihVBKIZPCJnpNjjg5IUCgQMHXFwcOaGgrDA2dQIFSpQrj4mKXGYxWC1VDcTMeIkaIGVu2dOdulsQsUQajEM6DhDMhk3kJk5mJ3pynN+sVmT2UsFAiQ4MMP/VVBKqafpoK+BRQ4nLBZrCxCBEeiIl9+GAibT47O6FBwwUHDrSOjgLgwfOamspG9BDxDzEwSaCSOyV4cnhB4ILErcXRmHHYmGXYOHFixIULE+YJs5YW1Uw1Bwggv870TMuvr3DYyKSz4Ozn98fHtwc3v1gTIQIDBQwPZhRkG8jCJEjw2rChQws08+UlJmaZMvfNhcsUKjMjo+KsOH/54mX2Mk9ORs6R85kzmrPmrEaNmwNzV1eSl1c913OHDmaz2exijgEECF2PHj5y5HBjwUKtjMGMhSXFZi4tBQ0NzdzchJSUfPwyM84Q5q2tBFmdZmYzc2Zm5Vw5Q0KSmcnMjzOYoSEfn5+fmACB7dRUgwZcFkpD14Rucm5KTkp+kdOMio6appq2yqkyntasjCc7Z6Pmo6g5ijufrhFdw3mGc3JOFVUjemYmndmw8Zw9O4WEZiCiGUi+c3pqx40bV1RUVVWZDh06QUFICbhmIqKleWmW5e28lefMiedYjhOnB0DPgNnIXFeHhI7OzoePH25ub2p/MxIkSeYks53d3Xw3//ghN8vBAQBgYDbANHsgMZOYSyDNAADIeWY5Tx5YGVaOE4dVZpXnzHGVXWdZtiPbmYl2zEOGCJmFzERSbFAxt0Bg5TSHETOLmcfMlHObGRU1jSmaz/lzTjOPzjRgzDDmtVnEfMBoNpqTZu28gm1muzErFc1Fs888JK/GyrGyHfnODNg3981NdPCYeQCR37SR28hwSNfIa2Q2cqgMKn9+isqisqccOiPOiTOW2clMZZ5S1jh3Z0fu7GC+nC1nzDlz7pxB5wozg9nCrGO+ATe/gZhfzGpzkfnIrCeXym7k01nCHDZvmM/msVnDzDQjzU/zgtlr7prVzG9mN7IcuY6MOW0+MdeYbcwjZgFzzzxgrpvnZjpZjZxGHp2vZttGMCNQMD9QMCv4mil8zV8c5jIOMwe0mQXajNY252ib2+Ye8w05s1PuRCObQSOj4ZQtOWXOM3LlGfnMpjy5GbkplymjKWvKZMhgypiyGDGX8qUMBgzll0bZ0XFK77IXKomFeEWSFDlydzcoD8p0dIFzlHKXLpKypHzfkDKk3O2OkcfIjIxh5DCyouKj/ChjweJF9iJfySLz8W2Rt8h98qIVK020aHHCRQoUGYqsRMmhfCgnkQvlQFmIkD/5Tx4yxE/2k4kQAZQB5bo6QVlQtrMjlAkNZSlyE1mJ3ChPkZ3IifITmYqcJ+vpGcqGshEjiDKivLcXRY4iI0FSRa4iL1mSRc4iM5H53Nzaesg8eOiQ4eQbMg4cQXLsiJPj3nrskOV8/JB/yEFkILKNGnINmU2mIa/FkGPIM2QZsgs1WU2GIb8QIeJMBrFihQo0NBQsWsgp5LQTIWQTcokSIeQQMgl5RIYJYBs2hMkWKlTQcEHGIFPIIGeQNWjgIJOJyR9kD7KZmZgsJpeVbZA3yGNyh6urISenAEe1nJTkJXvJBgw0kBvIRkYL5AUyEVEXAVnA6yseWNg4cWRZjufMmeU5tmMnviP33Hk6IB+Q/5VkJSS5xyfO4yP7yDAMQAYgx3GQHCRnswPkATJNF8lFslZ7JB/JWyF5S0DXAyv5wYMqBy8/Pdmy/RXjcY1d4zp1WuPWmA4d1pg1liNnNV6NY2M4ChQscXEV0PqRgeQAMpY8JBeQGchLcpUsJGfJW7LUlzz1JX9FkBNEkCNIkKkkyBIgyAggyBC4HMVlLkNBcWWu3NRUy7XMJCfFqWtQUdOcnnqWlnaSkqJRo4YTFPTMZ2AsKIiICAXKFdXUODV+8wY1Ro3duDmNT+M2bUrj0tjUlDQmjdmwUROriUdHQWPQWDT+jLE4ZsmiRcuWLVy4KCouLn45BPwz/OMr5GMyyKQJYZM+J31+VZ4cUjk0nGJYKKVwMHGQMAqhkzhwCSDg3x8fHxMmTZr09fltmsnMjMTEhLy8LGNpSaaycgwlZZhJM5KRkY+QkF5iL3GZMl3iLjEZMnd8x2PG9LjHYcJ0424MJnaMJcXEYuLH+ItdEiRzSIwIMaIXRK8IkSJ7dHtKjihZkmYzTpMmM86MPT0xY8y4s/MyvozRoLGMLWNOzsq4Mj5zhjKmjDXjySFD7IAAmZP7wYOOxw4iO+B69BCiQ0eQOLu6uC7Oi+9iuLf4LSYSB4nnYh+xkDhNHBqvielivPhI3MgYM8aLi1ZiK7GiYpW4SsyFC5WYSrxly5R4SqxFi5RYSpwlS2KcGGOJo9g21/8C7lfcYIKFBxY0xGxqM2asrcGA4cLFixcxYqiIEMGLwpmYmZkEDhwUYMBgBQHCFOdRYGAIuuotLa0ET09KSUkCioq2AwbQBQr4GOjKAAYmgnMQECCEwIBhBAcOJczMTJxtZSVIIKWkhCRAgNB220PTWR8f7U8WAympKySkA0JCRj09AbJZAFrtEAGxOq5jCRK0Yq1YgYKn+Cm2skqKk+KpqaK4KI6KGhAPiBEgKFD1IG7QgItrwQIvrwoVxsbKGFyIL8RXVw5iB/GBA1gxVmxkBBVDxQECMMVMMQAAS/FSPDTUROQhLisji8nisbEOcYcN8YawOCyuEHuJUJECRIoYBAi0GC0OEQJFjCIeMSItTotLlFgRr4hNmGgRt4hPxGrxD1AMFPvEQfEDqpgqboqd4gwf4g+xiJiEjJhF/BVzxQ3io9hAXCCWgSPGEceIcSO+Eb94USOuEbtwQSOmEcOAYSO2Ea+ttcVt8YwZOeIcMVvsJkfOHDxwnjzx+8YwTAeuUwfWTpxYOPYVvgPjgeM4jmUYFoaN5XiGWVfhVdgVbnXjJpUT3tzMbAOfnqKaqllDukYU5vQE9fyEMWFNTTZnRGFS0lF4tBR+owqrwqgwHBgN3AmzgdXAoaGgMCicBv6kpJSEI8GACdMId7tdjJcxY8iUUYQXFx0Z4UaYDAwJOfkF9uLlEX68YUUuMBfYEd4CV8KXl13gLrAZ2HLHDXjHDh48evTwEZ6OqDSr2xChqEElIzMAIDAYCBgA8zYqiIIwEKVhJqbelO7lUXCgAAIgMg0Bw1MARQLQBEACMkAASEAA0hJhpyOSESgT1ET4zuP+dx73v/P5//zH/cc9/j/u8f/xn3+/e/zz3Oef5z7/fP+5/7nPec9/znv+c/73j/+ef7j3/cO97x/+f/dz7zs79l7mu5XUzcO/jov4z92ewfu5AbbCAyopVhFw/8d7+58/ziWk8psHbi/qtO5zjvE8jvU966AvvOs8L5JiMLdd8LsKuvO+iRvNBfdjgiBXPkDHK4Wdi8Up92ziUJAcJOq6nUBt9xFKFk1QLivpsh0ncnguBKQRsp44hWCk/w25hGmFefcfqKkIPLbbepw439+EIQEItaiRFeEQ4iyQcRozPb3vXglcA+EtxXJk4YHi58XyE9kDYunaojOLxgdok6groD5gWLDlZJanwUcWnA1wZlKTyNJLRS8WVkhekTjF5DHBR7IXiR6nk89Q0iROxE6y85Erpqm2ozDimZ53WsrRVH+V90y64gxdPX/WdI4L3x76XPhDhstaONq1iNJGhyydY9dB3AHrUeimU50q1GrzY6emH7JBw81xfvFxguM5IZlmtEYGeVDgcdn1Ype3CW02tScAH1ncNPtErCcTTyy8mXBEeDHlY4mfKRiTbe0Spwh8YPpc8iLRA2If2togRlgl48z2cYkHMB/BPkRrQyQjW05sWRO+ZNCZoHqEuNDytUmPJj7JcDLBiZRZL3g+DG7Oq4cP9+VQznOiiOwCB0W/5bhtEjvbT6GwtiU38ammMzXJJyyd1Eg/+TTetulIL/GETyed6SU8camm0uRYxVba4ckhB+mEJxy55CA5MTLGOlSMyt3EEku2xBCPUMKSh1hiZMzjsPWBLksMXpl1CWZ9oTZSlP+hN16h/ZbfZFasL36DW6owDJKyBts6lZmHQ70XNisL5MeGl+tKeMcbs2vX35TzX2B6DGD5ZuxP5OWIfXd9+GvpivH2fzgkuj82VBR4cm9VOA+kyatugxz3fd+wuEtHNCC2NOs9D7+nn2ZNa78RYPwc6zMsISICmDeB510R+DoYG+emM37ZmKDdLufHeFJbqrTi2q8O5aWGtCyazf2N3JI2NO80LVLaJM0kT8UNuBIPL/kU9iXIJeoh9z00INceqlmvvWR66iUj+zv7xzEVBV4j/SxxhnUcw3aJX15DoP0TZ/rbEMYBXFNKT5NOif406Ay4e7r1nyLGfeSvYUiBEQF0rcH9/xBisxDoPvKYVWtsETvx4ioF8/tt0avlWfexJ8wuL+lu3X/xpLzCOtcPYfChJkdwFqoe7pcZbrkShqhn5Wepy+nlG9an8/3/TZZdyws3FlXllBJfOUzxyqv9KYwoedaRSq6U+/rGbXCKOdg2wnmmOyGedNZgPFb3vGbrfcuVdfnbMrU13t66bzTWR3xNt63DbvuyKbdq/bhUNZr8azHz0Ckbd263fUu6r/dfNC3uzHKlstPJGT8gL8AtFHtE+9aStjFe1fhEdqixsg1+A+v1o3DtBpqjhj7PHbbZsrYa+h00N7/mvCM4tPfdWcXYcTxMardrgY08xBdvtq1eadMpO+VaSWuh0iHXAddC2qMS0tq5S28fG1NLpy1dBmWUKCDFN+xpJkwdgDoEJaiGjfOxyH82MR18J3tmSKnLbtAJAfcnZZySH0Olzt/ysr1CQodwXS0vQ94yH2Mp+mzKjCfl6oHzCHyhHcJja5l9FVUtmbOIgOEUDpOCbm+hWKzwpLNj0xf9ZjZxuQY7A1/TALVwVf6f6l/wq3vcMODPWLpoXaAdayVGcZdz+VoTH0c2nAyf1jeCrzEVDeIV6IVfDsmMP+JkZo195Kl4ZRdZVGWOR2u8mEV66+HbviZ29Qo1dcYlMaJwRrf04mOh4vY/LTc4GobL8Tg+omWHlwWxenIEr85V3qA1zm0zDuZgfMaK///7Qy7RtOiAs7BZ0kZURFiH68eSx7ANwN++B7hbyNLq1cfJgCX8vdT1fmuWvKXjj2eaYd5IVzDwjQi/jv7bbAQsTW2QG8wLnDvQdceO8D+p8p+B65fui0+VI64a6/GfLHF+HT8cfTCnEhsaPs7TLdtX+j+Yi2deq//UXMDxyifSka/aC2fgC1+Y//UgnUMfwWeiWmzesVtfNpNsRldw2HYymZm37XHOP59IwzSuH3l93GVZ5+JtG9uEn+zan/9WJZqWVFOxqpqrhtfYqE6fgjzX1x9qZenPp6naF2sexx51FM+e8HLMIVzOkVa5Il1abrSjE4yR+/KKgArPqWXat2ciStAEQ4kwYpv0aPguwye1I2wqb3HNVrZawEme3s017bdpnb7hZIhzey6TrsY7pRz31J/bawSmDSJrNYx30dq9vZC54JsNwLn/0U34fyJztOrRIdmkWCRSq3fdufZX6HdoX7BoOXTBkhV0huSy0mFv77azVAaW6re3QUQD3QPN5+ZLFMR+A1RY7/NvRqZVh3ExOXp4uSpa6c9r0HzhV7zEZvF81NfJnehsu9gQ/8HEeeHZfN6+ie7OTtuZ7/MF4VBwU1anUVw83xRoVzyXeGlrywpbmWiH2TXUfRyb3it76iWeTWa97roxeePAaVn2mp3Sjz6QkDfNzxGKv+Xx0kcF2N3ALL03si1WHnP+9y08MXzYRuW5aUxRyHu9Xds8bx5P1Lu5cXQ55B6ndOuPMGyWicFsHYADHt/GdhZGjWFP3FbowDr/fCAfWVJOhhzp2mK8d6mTG2gxHWNN6E/NXxxAXDY2UsXmsTO8zAgueO+GMY6y9nTxR2Tvj4w02ghRRxRV1JGNjrAFGmqppSba0KhVsSgfhvsyiLXS9WDD2L6ixMIO9SCNuh72+TeN7WqlyXn3w4IOgIXrCE8uOROHbXPORMKOg/itWG2vxJMmioHNAeXJLUjgptt6fIErPuJ1AUpndFx4J1WhsyvQeuN3LdIu6skNNOIbIQQcZwtLKydv041AH8oo/Slpd1qT8IXY/C4ap4YK9wXIvJ7LR+kvARQSxT/QD8Rf9Lk3aIVjXO7YxSo82bGV1YvKr7IxLYS72WL9fr7leELMTznPIy4HePFdAjW6RrxCwm0JOl7Z3jVr3re8Kw9Ga8GteCqi0jovmjm1sTpGaNb57ajCGjPsYoAlptgYPxZLqVKS7w5RvThteX1s4Xhh+gq+2JAT3+d9jAU/MDoc1e1ejhKCZKSQgzBZtl1fLnMJmuXVuMkcdxA/cE0Ii2DKWib2LMNcnIY1X9b9GxrrJ6hxM+ex+kybZN3av3iujom4BMVGsPZK5fkRhbAXbEUX2iH9KwLOQnHx+eoVUhmCT4ENsS6yT0lfw/GDMIjiYT5Ge0rk5B668BbBga2P2Jpr9Ht6X7Udw649FLsMn4B3d1/R6mqKZxN9NAR4jldhHWiRG/LdDTz42g812mY0EOxJeV9vOf48fsSFMkoX3xcDaHhgD7T4Hb7YTJLJcGrwmqfpzr2JauYygjlvd7W0PalRs3JyHvoPSYQ0oU0KH48uK2arGIIvWKKFOjXDQNBAw8LjxnCedjn/rOKluj5qPGw+q07qDmwfG+w/F72QE0Y9Sz9WD6tsTm2/B/8F7iIKDoYKwxrgBqYGYz30YXgQBvMyMtskbQoOFE8kj0LSjLhLfR8e5RfMcb53KV+VbrDJYAB7PNQj/qxF7/gZs9F13JdfEdzfsov4UZFABs1tSrLL8HLUaLty+GLHTzyBebt5gsaa5fsnAsC/QRdmA4wHVP7Wsk783yZRTPmLlhNG6nuIuTgdf8MALQJyqOiKk2EBg9sYheMAXQaHcWtlnkZ91qwtE4MYIdb9GaQdFt/RkT/y0qQ16nhpgTKvRM5a/KgY2z0eL+ImAFNCQn+T+sZuweGf7APvhyjILQVZOhHgCc8vcxZelZj8EIl47HhywUQY409uoGdEc+kaDVsbehUUj6fKdqsDenOFEBhm6YO4A6iEuEO8g6l3uJ+gvIrt3vrGQ31la2LbNm88IrRjotSDOkUDudu2vnioH2FP2bb2j4z1N4K8gCaWr+th7ebm0ebj5sf+8ca9f1XLx7jB9lkCCx7po+R7SRmn6pr2fLXv32gsX/H61HNTai1AMy4UjviD1Pt5xjF2CVpuTfl2Oq5m6jVvZFreaU3t6+6PzDUnWLbrYHktqEkZnTBJJ57gpCVkEfrERf7RYZoDvENTWm79XS1MK8B6SBrY9eTXYB4OuEK1+380Fa+4ThZf/m8uZFfAZuGcaVRd2ReufvmQ8W3d+lc4l+5kz5XJXQ0a8Dbg55DsX/AvB0o1uo3gOh9WNaxz98f6RIBHug26I5rmXIvyjIdkW3zNQeJweMMOXri591+U0sO4FXwkjdebkDV7CQ7tnQ9KEcquHEqEFVT8Z7FziniDlp9Tk5OHIxgk1+JVbSDOjqvm/ifKwdOK8PDtJkAmrR+7joeowKlBtAKgxj66H0z0SAVhD9cOKR5UD+6Xduww8RvSpeGAOUMLosO17nw6U59c4kkXFRMPE5mH6Fbd5789lOQJDBa6SDNFFcW3f5jC1u33oH/WzibA7l9CXcvO8zsk9LmhbAdqzD6vgWjN1J2BZaGzCJt750GX8nalj7jPiHDu39uTV4fTF0Q5KhVBNwrvdRWWKW9q4xeNqV3YtupojFXhz6st01JN4fI1iNlCEN/49wjdzCq0XJXjrxcWcgKCF+aE/yZcrlbpwn8VVoiCWYqHgPyizTSd08MUwbmJ6WJQrp8y9dGsl1OcvdTI3xIHnBj+F5NPpj6ocNkoo3B0Lqor3YK7r89qpTIfbcF/exTgNyUaaKESVtOR0b+Fzx57lPP2gu9AxVL0skVY9NZmtw2u5/7QgFvZS9ZrX3G7ATS9bAOlfZlBqn9LCOzPGE597aG59g0PdbkYausIWb+waRMNo+lpIaVeZg119VrO10vGU+ttUfsNoyp77UagnRYTazO11TUTWi+yF6paLqqgN2v/LUqFuq2G0Evmg6q/obEbZts3AdJvfVujepXR4es1jfGtRr3Su6QrsO/Z6dR0yMqsoJXmxUyZFDXZGiW7Y5cQwbUuBub8yNzTEDfnNCpfh//muMhE2hCEHQFPuNrzbuOT3T3+Z3bac8enDo4ydPz41Hgnjl8amWnc+HXzh88azuKQi5gpRPmlO7PgmKUrZRdlSp3TiHHKuQTvw5/GJqzEjslsZN6bvYQ8HZQjKNV6kNhFwe6Vnrl2hktOmjFm97cLQbfBpnZl9MgMixAx578ljw3fVjj8RNL9thnNvgzxGVOb7VlORLklq1g0d2xfvBBWLFsIv1jNmK+9azyZo1tco5Xngl+PzDYU/Gz+6UTg1pCfcUBEE2xngYuPms/8rdG8HfgI6DnI5VzNdXtFfvzaEwJi2JG+HnBKkcw1NkrLzExjCyu+B7mUgjek/NhGys+498N1lGY2OX0XRV1LHltE8ewkL26hTPPINSsosGHkrPs3OYbE9fKYDSDrc/Nsdg+mr72Vi8dFO7f31hHLhXG2eCxt23BurzqIo8cte87jz5LY2D0WtWEq1g+O1tteG8gVu/V0BonaYgi/hCx7qyRfVhrZMeQ++3RjD4nUMqhcRVa8SXqPJFyssac7yWk7NPxmEq0LIDGbrPX2yPeT+lq9mhXFaHtLHVJgdOl75pQpb9TTonKadWHfsguJaYVXi8zwc0s1Mwukr3h1cpmxffesLrO47NP8MjWbDtthpnXNyTVmrnc8xs/ZO5QfnBiK/1EUqcEcivw5hK4JmUClcMfPUqTBE3iH2wHL/BKEY4ERWBthCiZ3GEblU0w+bI2pQDjIuKdsMiEhp3KO/mXmoHScgRTfZ9aCDx3dNdFQ6c8yTJXWmPzQCFMBYXtxnlpdInEtLSR6A8uN8q4CUzSnrCesKB2gxhPw782kFt5CYqK0hOSIbiCUikePf7SVI4DbuEHfu2YcIR8xECKrxULBWMEpbZ0Id90iEvDvD/Zls0MS6MigULAtPKQuCaDeB4RCl1v4HQpIgLeviBZ7l/rrxjXlkAVPW1CogSuKr4w0AomL6URMA7ZKYT1dzDgzY6kWrTslaaNPxvtapzmkEGtZzmBax482t1VrLSsdmdQi1U9bZgW5fSs7f0bf9p+3Y9spbM5dTEzoC9o6JnAoEzqWSXQ4rnCIijK4yRAfbs61boqvfLFZeV0Nk25pfWzTSR7wUW5kbqKfeI3mKHjEZfycZns04P611/BxeWiOgym2Rah91CnSsYBxzL8K1jHgu69hjFAhnhmCXncGVlqMHcIznxtthjMQqtmki28Mu2F/loej9arZnMF3G2xtZLuY7DsD+FaQL4xZK71vWyjap9tVYWyZyvdk2k3GtiSSrSHphoC1AzzrYaIFnt0NwrcXvhjcrObrVjDby/OV4HUpf/vA8Y3cl4Fx6zhtAjetwbk5H3r7cfyPI37YkRnlx2N+wtEl9efxv/PYnvrzjk6qP+/ImPrzjg6ov+/4dPrzjs6l/c1GgW/yA3Fm+eHq5Y3OZJnfvT3On3fM8m3QpnjkxwK/CGV495Db20eslna0pht7rfbuSufpeHfmOKxyI6k9vnJqjniJ7702R7HBnw7Ooa0vfFp398TmHOvFfT47x9fWNklb2avLc0T31ZPlZf20P4dmUw+boMOypieG6Fjt6LMtOj4XtEn6dl7dpSO2mvcs1VHcy5+GzNZ08GA3O1nzdGN7MrAXLiyGOuE6Jofe6vbd+/vb6XT/ed3B5XluHBeNPWq4Fc9zCpZpAtsk0VnEq+cw4zNK9NmuDbihFXdg3Q3cPc9ID7bClrUJ71kpjVGTx6PH9j0+s33cQOTNaS/iR8lmm+N5dMhGmAnINMfvws922p7XtfmC+dqBl7UP1Owzqf5tZ/obsI3tE7bKmgB/Q9uPo/tPfTOaPqzDiXAe9667IeDw3s4o0iHKXMIYwDOLWIRM2wf1APjGoQ1CbBlcArK1wg9IM0mQClBHB+MQz7LAImBaELTOpxTUiQZZkC2eXSjdDuKbY2i0GoSbaSi+FwRdbWizFMS+6VC2EUQyBtG1DsSzE9FoFwg3FVFsEQg6CdFmC4h91qF8BYhssqFvu6YLCzUVxCjd0DpHXzwP0YxqJ+h08/hcBWV29p8fnCdRTc0UpiPzidK8DFc0LC8nTMr5zS6zhnzjbUU7DDvkHrZAjtvtv825w1ab+tpbz6gLo6Vvp93BN2o+6l6zrtY5F7Jdn0+4sy7Sb7y9+JbywRbiVjxNtbO173uhneyyp2F27pv+JtkZWXObYSdmx2mAna0FX7vrzNxSDNnPrQJfA8gGDt3ssF83DpotAExmDr22i99pg45Xo/yiobG9Yjpk0M1S1D5haAbaLtDiPUYfus8QJm5emrN24MmgXRpmxCZ5Gq4joiZrIryNOhVhneauukj3fZA6rdAhilB/i0ZPWKS5qozS/TfX6VyOrd9vx/w85vdRfh7/48gfjvx5zM+j/Dz+17E/HP1zPLLy6L/tdqNxw8P4WNgeboowg39jnL4BVC/e01tbdxKwzRDut+mUY0HSKxIJMIxHFkSxGfHwhLI6FSmQ9FrEBcgGIwlqGQSzkYcqGu7LkRrMiTuk1f/1aEn3PsVcrS890qEEbbwsE71bt+TjTN21PWaBedFbBqlky2hNkc+KJxqh3X4Dm690ua0Z/vtmlU/mbK2xxuq70xbNfLNQxQYy3Wa003RfZWOjPt2jrjn8LzGiQ9Q22PATntenWuNYuyvc7OTFoXXQ3tZCfOpsZYMZCdqXbcxxLavhhk+bItfJ35rI2OO4I7g2b1tQy25K9rVM/9iI4rCab25BQe/l1WtPREt5zxknio38fLoJ7Toets+EfRdPzjKxWsRnI0x8beHbySWoK3hlaYnx/dGzqKzC8jkNKazZfMMGk7Ot3cROEpc7YzaMrO+Fs91AmLbtVtaPi67ann0jFvbEadlY2iUTPmWwfcNNDBe3XK+zySJ+74bNUWJRi6V6juB4q+21OVyxUs+mhqjvg7Ajw7KWSfKSwMsmO7Me3GeNLitBjOY/bziFxqK402EzC18oyAPVbbNl076uUo9RPOwxyhxNl9j2kP83qNEEtuuL2Ljz3anmLNbiCj84eWtom7K3shAbOd/XxM6LlhXaw12bisxE0pqQZey3IzVWM/wWhL+DG3QmQv472zavBkrDWk57weCkBp+lfGNJC2ojr1zPIl7He+9mUezip1tZaIt4+IksrFt4YhaL9Qo+X8Pi1/7YjGCLtnyqwxdHN9+evevKa/c0c0XNzggbuJZl4SSmLV5tu7NR6z5X7drNYnxJ5GU70a1mnVp/05lgAO482nZTDsNzgb7dGh2q7jmmqomStLyKjdPRwbXSLNsPKJwPAtpc6mOKOi4gVUZIydKpNb+862bj4cKPFIxNRnSVVDO27HNj2ZkiLQu8D0R/TVRsWvu4UYgnQzXnlLUalh8i0nzAywT0RkRFxoNNDIybbbQ1SHPwrCVS/FTIUwVvI+2NFxKdtwszfFo3Z3PyewGdjMfBJtoOnLe5hD7MMXVClnm/31zkiyYY4qaZpr5yu0luEiPzDaQQ1Jt1KQ+33ovuyzX3SppuwEiXGVjwoiPehq8r12Lv7s1Yemk2xnfRvC2Z9nBgvj7ZmP1vxmZJApnanoseKoZN6n51n/Ld2aqkl0Yr4Wj76sa+HZoGn6n51nTNwFpHJ8imfb4+zTpKvw3q4nPKlyiIG/K0R01rgt6T1LHjIa1St8+GN0xdZDDYJHWYqUBL1LVGwhqgLjuvtDutfZj+1mRjk7J9acGOTZvS3Mi8jUhV7PmuGG+1g6ow1r2f3OjyYE9z5GeLXCTaEEfEu7+lEM9uXCoGt96NzS0J2OwGfV3eCuKPb2hE+9sL5QSHp2OFKx0d4sLQtzgnLCBcYy4qYCsRhdyS1ffR8c6TGQXdwZzhgUklOuxk78pFwkzyDvYU2KJmobJ9c3fBkCr4pSPLFsLQ5ACaKTXSVm6TTbWzKM0mV8Fz004oYhO0Jn6ogevnGVM2ndz1p2pZhTEL9newtNBmvNROQbnBlAKbvYmqtnbZoefmeULM1VpotiGwzMjJRPcRjxFt3wdbXJ/yoh30E+5uXrjghy0NJnp5jn20Ncj8eMAO05z2Tscg4G4/pxBjbDJDpVyzEzBIQ0bzihwnNDalAxzitGv5xv3RX+hzFtxEB2wNfEYsrO2pIm5ggeCgrfyNve849eGbnikLtly5AOWqdsr2AJtUD+zXnBdwAqzaQRNgxA6ZhExGsQgyT8iMcebGmRtnZtwy7tUo94fjy7an0HvGPCCR1TQzx+K81aB4ZDowHZgOTMdMh/Gagt37b8jKmWlDaITtM+sc7ELs+WaMSm6k05pTtBqfbxHaiGYyanRU2KCKvPduHL/tmNWMnEm2L4dq1E92WbcwMWa06GFl/mnUBhw553ZojZ6mdeellFbwUlsE/kaUC4YvQq85cRWJwlnEwhKmAFOQKcAUYAzEYnIFr6VSIx0832r4UG3FeXvf27byfCumo/4LZCeHu45QJ7vg6J9iV6sfBzP5do0Uiw1SCbF9YBfbauxi071dbEnZxQ7bd7TzvZc2nHnUVj8dWLVuJXLaZT3jZ+uWz32mGbilzwjK1W+0Z3lvH5VT5GwQahJuE6S9qhDHASyTMT8U92sm/tiQe1gYGktiqGmn2pYeDTnP2WmheerjCm551MKdN6+TfO74aaOeY2fkZqpfbj9fqvS9c9am3ZiDjXFzPrlvz1v0fi/FByJtF5e5Y7Zl6IeXOT32mynM45N2hwJsk7H9xABjuWmeuNHT5bY7Bgj9QHa4yw1Cxe6dRfH6xdi6zc/SAZT5pPKXiCext67JHun7whKyOWPW3Wokk6TtZgzfkTObnZ1ECtuGvdobfJiIPJlHgHMjHGfbaJa2emCnYPSRp2neLKCBnsr0WiZpLS86i/jON8t5PXr8wIRJ3w9reI7llCXMYs7eL6S91IKnoyZ4e0UfbZgnELql723RL8KcKVm6lkMy28qBAOOoPiP7ilgSuG4mMWMM7ap582vnB2tW1hW8lzmkk40jviwf71n8xg75YnJp23JsHw5Y82ct+QhyfBlHqv9WktznxWT1ZTeZ/t1Qyp6WlNj3zlJswj3X1CK4N7hQLowyV1PCLkMWHxb0NJseEJtisk3fGm7lx7db/PqIK7w35dJ6CVjufM38rx90igedFKqHxoR9bXsCudVWFI83EaYmWw/3Fa4E6K/z0pdouWCH7z1JiGYLTmiYlCD8FoB6kwFhmdVm4UGJTWB1arDwgVyWHplMl2sMBWQQU61WzDXTnLPJncIEtKt/j9mATAscbJa9UNjg2WgQX9qN7Eu2zEcNE4RYmL+uehMRiss2PbKZJFgwiLbY2Q60zOzXHwQW/JYIy6A2I2ztwFb3WT5DsFQQS5tCZBtURf6n2/5LQrvJt6CyKVi69jUmaErHTBsE54sQKESHetgyNNjg4RSwovWIkNydlHtPDBqAGc68wckfnLYv8CA2c1uZuBePqHiib6Rs2viSe5+1iE1BBAnH/92Vmx8L6tBpmnx5zzmtnYrE7QhqAu2aif4/89IUmF9amDWTgcsPNOqVPBxYw8u2lacmnP2SjHegVEde7ZYFpkxjge667QV+AnmaWP2BL0QCmGt4vZ1t2yNIHAikhmJwYLscFbVizPiW+7vZhMUDOJaK8dlUs1qoOcC+oRhb3PWwzTWTVR4dG6KqXpPbj+CtAPTdwPwnfKG+glZM/t4RtuUfMs/hX893ulNuf9QOmxoZZp59pO84/MQOvgDF0seYrLjzb1XI0mpPsgF64vC9X0SuG9jqjojD531ae5n08wPdGCaZhAdW1eyrjNkc7TVP+vdWd+YfbWPlsEtXbjJdae1x4mfo4NLOvs/TZGGiz1fO+1g5/ubKjraUn2VoHlAa4dcdBSfUaoG1/cla45c3ztj3dsFjJ+92+DkTEtBn6OAazz6802TBbe+5fv/LZmeCa0waCD5ulvbNUQ/ya1dxZrf59aamTpS2wCr/zndWLr98BdASbVTXQ5JiaQdq34QYVdrbUMOht6Ij3I65ZNvpQRP6xKt2kii1n5/yAtZ5Fcnemwza58lCreU6SdLNWr4NSveaceihb2mq6DZOC6YFfoIyzSdxPjZqWJtkzRQvyt+tWLaZNc3guif55eZi6LfF0HImdgBwuzCTkTGMxfu4MXqH7pp2153FP++VmUP3aQFg9ca3CVk0Uu/HLkeAtPt2iTe41lri9LN2ZY9x3UlufZj1bdNKtVDUq2Y71fvoGC96enxmGRS/3v/skVCOil9dVslaAr7TpnYz25Gm5kQZCHf6nG+YE0TWikvWEr9pGuwwYbt75X4Y/csj6NCCiRbO6PugWg7XO1pu9bAh41e40xCuRmeuEhNeMeeOHiC7yzP39c1O2GrLro3FGK/anJnL2rJTQZ2YvRsrvQDJ3kyrIM+6aduWNmTPGgGrN1Z6DXKBNRTeZ9oNjtgASAHtuuM65wydcFpl8w/dySywaPczYcNKAP4bkNRPxgTMmmnx40m3dNrT5s/5xmWQOmMu8MfjBoSjp90a2Zi8Z3zjnpXGWwrptLlv3TvgP6eA6N04qNmg10TuViiip3qq4GhQOzXlldIk99nxCCgebHQuQx6AtHEzSSb/5qIdAN/bLLA03PHgE4uywmoHS97WvmAbozCBI62ZMd48e7YcEAbHtMl7prtddl5xehqoW+3lPKc5zjJrsrVva+KaTc8s4BjdcJGzLqN1YuuCYY57V31G3QpXBZfr2gJgzm44bw5wT0iF/KOCnI38bx7fgtJnfv1c3q43sjS1j4+l6fdb6ehkMz3u1ftTKbQZ237tr17XvACmr2FtSmjWG0/1DvTjbANoAQgQYU9TpPcIoJpjScO9SRWzunRD2L8Hh8+xsZsljg1xFY5mMvgODjKjZ5RRJx6cyCrYkNbZIqXDfhmDbzg6YnQTQ6u1P+lHXUD33bPqxzbR/G0x1PBYvVykZ/Li9o/c/lOaK9sd3tG/peve2LPzz7drx7+nmv/MVcgNNGr9Xu9q8h/YsqxemyF0dfKp3s9Wzo0jAJ2YqKdezNr8c9PmfuYpyGPBbcogvSapir7HH/B3djMy9+xO/8eG0ekFn+Y2otTMxcnCdZMo+s7OG0avJ6Z7xwnyN+xLaMJnXPqPpRKLZLFhVho39KaU86tl6dMWQENnKcrwh+ZjKe/dD77608yVJ/P3r9vzEeKfQwolwGRRfIe6BDCrxeMU1W8pf7LS00aD0JqBvQZt8cjFlsKMlWt+36FxofFbSdhZAHnr5u8wHJ9TjondA3FDgbP9pTP4yLf9ZI8R7iU08b3nwqIyJig+Q+k47dK2UXCgDp9Trt5VnI8qkImp1Lih1plwo/upZ4UeZpgcT7GeRhU4p0jaI5xpJa9NgLvczS29xEsyVgypiTk7tK78NGsHlgI+sSH+zHIG0VpaWNGL2mNjz7XZoHU1xxU3M0ubQzq28LFF7BLt4eJjrxPTt5fzxLK+obFlF5bcW85vV4G13Gx10SIchpeJTS7IfNle6BGYX1x4AZ9NVZkGlFdbYDIFZoQBH3BrDL6AG2QiwNBevt/kceaULgYbDCwUVxpn78CdjBGefz5LYPySDR/NLLMvucxXK8fJk5i95ZOMs+yeGerPHriv3eYRTfrt8ArQ7JZh3QVkUGOh+T1O3Av+tSDwQR/ypxrrrCAOjuJjnLIvPEJ0/CR/nRt7XBy5I9ZX3CuzFfO16Me+acej/W6KyxKvsUxu5U1ek9joyTNBz1l2oT3O5ZQEGLrP8gzRY6XdUDjUw9y/m29PRtuNb/WRAvfgSV9t2q41mrTVcJbjpR9dwZ1dlp/I3TRU2MEMFm4ArFPZjFuqRqB8ZbRPk4fRJt9aNBo757elPzSLjr6WUbWbk3kcrbXaRxMXOdKJFN2+kgr3bKXUBXPp5V5joTLW5YJydnrQa0KlkxzBRk13rGbLZgpit647dnYB6tU32jnPvVwZS+9d0JQkty9gJ3XaxLRGs++Cyk4A/y1DPckIZtQ0bYMVHwvVyrq3+7RQa6xHHYyDh+BXQJMedXzjsFJtFK6s9MHo7xUXDNWtJotoxXDhbqsSPF/8f+Z1XzAWHyoBOwZviBjWjLNbBX8aNIzsBD9r3Nwq+HzcsGeYbNo3ID6XHFk54MqE161jBGDllO6iycviYWyr4wq7h5EtZacPOA38YC8vM9QbSMvqEkI8GyXe5oU5czJufGom4TYzi6fn2/w+PPg+4nzummNQ5g71cYisU7XqppMFG/5nC9obrLbTxNtWLb5FDNk3eqz3OnBVKTNMRfviuFHq4XlzXyriMrd+2UAys5RBTrda+DCS9y19s9FpNNo0KD5DAKJUjDlgMYXpK8ZC2DAZUCC0J31QKLdsiv5xnTXAwibr2xd4EnPDImOXDUfq4vjn5B83xNE3iBQH+LJhuFHaNxyRSXKb83PiED9PlMj1QV/EZHheKK2RZ0vlanPGNxcNDs4chQ4NtscjEe3HWh1rBCzE+l2R+nN0nB6JaLzdOdmJASATUkxsdD6vxR3xihznPrSQBmOL0IT8J+em+sSrHcxKqak49pFmnXd2bjnH3ep8R+HtxPZXDG5IkTP8iWcvtpb5oVc4mliQuRe4n1XI0dfzXlPA02/13VpwRlb20l7rmc1J8NaaDK6hjnmO/WKL42FGUUGG5v46SyrG9etqSz83BYkRR9+tKasd14AtkwvJ3x2gkgX0X1ulwjX0PV6oOkNpvRmm8jZUOjE9VXbWcXBlSibY4Hy5Ki2a/2xQKt9ldVN0wXuIfQw5+PFyPMw58AlTdBx1EKMmdNtySMOn87LcAJto8TnP4HZT4jq3UA2rnldwOn1QRHKJXA/Bjfu3Qd6d2sx9XSJ7nmbvPp0nx6ONQ9kswvk55xw1f/fZhjB8Fqcxhncc9U/xhTdx2fbYsx8X1/PqA1sZZYf5B7U7AvfJh7hHeu+jDjhSFh+DDd6QadBpvb5pN6T1Bs8aO8nLrmG9IMyDaWe9HQZ3Aw+xIz73Mw85K1bO6w7/1mg+QnULdhrtNx8bZFtjdxezOUMeXmXWkRK63+noZy30oLGw/E4VusMBn55trjviWLjGvPdYURhrOuyKKR8WCuWyAM5vLec26bxsMODoWPpOLDhjIbusLFSroactvXSaosVdZLJobn8TC7oghu7zCWEj/G5jCWmkLE5mFd6sSC5HFMroSODRhij+Gb+7VsPXP9cKGU9zbRqnDR6cr7G2eT4uP8RkIICd0eRy+d5NACZ0TZDUsTLZh4+dAb9ESoeDb/VMDEyfpuHvLVqkSlynmfk+mYTZzuQQAVarPJH3hwSqshaIIy+MCLSZOTgvuDP0n6eGDWEj1Pa2gPjsisx5IWGYNpkMWrrcr/5BxgerfYnd1v1+dz2j3JYCzmwWAhMDa9Mnm41l/FnoBADdpLPmZornkM5mW/7YneRVdRdLs3Ez9yT0XkvsvT0OJocwxqNN7wbe4qo5bgZ+9GzX+2eQF96Jump9SrMFp08MB8LivXfNvvUV5H10kshg0Ew9dr04aGE1KHibSuYsDLyZ0KQXekPZMS2V5VrZt/05sJHX2COXyTZkgHcaN3bTzBR7G/9jzpxVQT5ZOmZCM5rVEJxf0Ny0G29z6ZC6XbJsffL85oQVO/sYv0ijW/mvEEUYcBS8W9/mIo3c9hrTwYJSJnaFJNYFJge0eZZTIHV5kBmA5dJeJGnntvrdZraL8dne7pIOHJNHw2wMGtqIxXLXQsubI98WY7/BJ4V0jyZ5sXLlLhru2miI6H1yFJMXSPttDq982jjgt5jm6TArojMU7dlPR8CSJ3aM2vp1JsLxgBHypBatRL3P3sDZ8eUaB6H1ffPcY+ayAyz5tweov2O02VbiZfZqdsdoZ5FshoXqe6dtz2Vs7+6qXMuV4TK9bjdNTLMj01Vi5Z/dNatezrRp703XR5QHdoDs+uFzRqbHOFsG+brR4fn7nx5Mf5R9lTrz5PimJhmvt25ro7/808vwUFjltB/5YRb++0e3D98FdpcNv42P8Wi+ntvhj8vWj6nrYafVsRKuT9bCuu1KDzhibgXf7KyVBpo7+KvpI/BbwigPe+imZRt53ywkea9X22sTQQ4BhcY4DOjAeZ9fX1PtiqOAfhpksLHvpswMsx+wdUcmiGbUrStkmA4pe0t8E4qYvXsE1Za7zB6fw7M1L/4ScyhZ6PqotnNzSlq1kT+KXm3CMw1Z49ZaD7MoaY/d0LzmfNydUqP4jStiY7XvPexMQaN9e06u7TRm3acB2bLl30Y0NorbqrFOK9j2Fr6nzuSz8wgdctX4mzPhpBl3dsWd5xDcs8etVJcTMJvGfK+F5hqP2nf1CMT1WoorFshaMHYPmc+VFE0JaY+9TUwVMSNiWzdZKGTs2zPx3Lxj7IT1ejJWyQTviTSHj6YW6eaO22WcGtaWrj2JP9CTe3nVYqa1EhZDDc+id+Od5daeDBi/ZWNXGpyJNmCGTFjJ2m9zMxP+2DLa7W72mXUv03CSeWr/cR8LVdNfp9n8fViu1RDv97FoHv1FMimGT8ZOXnpZOdAapkBIyvFMSdjct/ssCGn4W4F+25SAON+JKFppWUG/jY684CRz2Fgumz7TnigRvLF/OTWHJvumESfYCmoGziTP1vkE6Tmukbn15ZIyz9/SEZ3tl1d2ZlzT5rGDTKB+0C7yb5tM8FazGp837Bxku+PnXibJv86kC27ZFnBPa1cPWUH+Q9No320+00OtbCWbcPvrEyPx42jJMqKNWczUwkztmx02s13IB9zOGp4C3e5asRoX6f/GrDhsUtwVjhy66xCGP/368jcayPhoMy6IWhnsffMBvtm2EwfujDvrBOC1Qq8sMdO/aagN2528hdsR1nVWRmXOjgFvBb60jGKULvdLNjjc1O466BsLmGdbqzm4nTZbNxU57Zc4Z0h2btMzhSq/t6C2yoYWu+GU5KEu6wDONfnLME9skM2z9dUMnFKeVoF5zs1oblBypUzMr65ZGa6Ao1O0b27CzJwMXBn8rCPi3XNWhON2hHqEuClxvfSSr3t95uL+WwKiN7Ll+4h630UU9XMuzC+o1zH1utHQy1YMvWTHp3edlahtfe9Nrl6fkyEPcd20N5lj/FvHG3gYewG2veuI94Z17GU9+qgj/2Hy+O+l4bIHDa+qowft9VltuAeWFo9i+vFdv6FF/9JOh6jjHTmbJdNmfz4tk46Df6S5zrLKnEBV+hONHCOol9yysLsl2K3Qm1sqq4fC0VrGNRy/G+Savk2+AE1nz4hwYUUD0r1U3W+YYiYhm7qLYRSWmmOaWwFydE+oxn8irNp6AsNx20KM/Ec/b8+p12Z/THXMrBZOMUya0uqv93RkwPxoLHfmup4u4dpry/7mGat9sMz+cDBL18FHTP6DjSBThG13b3xkeqka4xxb9Aror2ILoHS7LubQVZ+jMITK209Rxq0YRcy36N27tZNz+FX4TXz73wW5RzXz+x7jPRf6m7UaHYW/VI9FjPMYi0vtkT5IN7cDvQtT8v0qi2QyPybG2Lmgz4FWsKZxu6MIIs2VY6XdTTYm5lYRoGTBHeT8b+FcYPM/heOak4xXcC6p5qA0lz2BqJOvBoYaEWhjsInrILd4fMmZrgkW7YVkS2ImHQENFtxBrv/N7UKb/w0cxTQJvAXu0sU67LU/RQ5cpqaIpYO/sfxX4p4hVG7Cgt95dsSvEWaOzAOCeR17EiS3J65ShvWZa0zCAm1IIibbiruFxmNS2RyYZ1nM4zROkDGrB+0zx7ZlAmw1jpAHT/ar4YZHqARnjoBZbzsoiySVXaTpvG3DBVxaZ8ylZzQAuOwal7Qo7iSj/o1GaERHbYXpC6fZuGxpuIYv7vjNejbRKuwa2+T23XaGMzMORTtrHil4Zl8lCwmzvOjFbqx7rDXQawDuR5i3+j3Lx9tMcbtlUP86KQavEEEMQAP/WgAAAAEAAAAoRwAA2GsBACi1L/2g2GsBAOU4AgraZW42EADuAQBsx/RQ/0TXA9Hdcbmz+yLpnI5tk7QIXrBcr9+EKtxdd9cRu+9EW+u+Q+XvZPickvMdfgYEBxgHCxTsJNBBcMBATgEcAgNu+H40Z7ZooX3ShMmSWFgkrq1EWFWDfGccpDBcbLJQgUIT85KEpQgQHjpQSkZCZsDQuJiIaFg4SCEQ0K9vTw/Pjk4Ozo1NDc2MTAzMe1WF1LOAD9ihO2PbqhrFAgQlZCPgnh2c1ytrT1l6ulCBGULyggHDHj0cuh31vAVPwFnwFfwAV8FT7DYcBT+xyXBNnrnFcExuYn/hl7zE5sJJ8BFbC7fkAGwsXAQPsatwEPzDDoB74JU7Cu/AOWwonJJP7iZckm/YsjySa9ixHJI/7leegTtuV46BX9g1b+SMu5QvcsW9gydyCxsHR+SH2wY35BW2KC/khPuTD3LB7ckp8Ak7Bg/kErYLDsj/dgvuxyNsFbyP8+0TfI9D2Jhcj+ftEhyP321LbsfrdghOx+e2By7H4zYHDsfftiR3421bA2fjazsDV+Np+wJH42d7kZvxsm2Bk/GxbcjFeNgm5GBc3hS4l8dbAu8c3n78iz/YfNyLd209zsW39h3X4t1Nx7M41o7jV9xqu/EqTrXX+BSX2mg8ikPtMv7EnbYYb+JMW+ZLXGl3nsS5+wFH4kebixvxot3lRHxoX3EhHrSpOBB3sKP4D2+wnTgD7rOJeA/n2Qb4Aq5g4/AdrsMRcAM8hxfAITDgZvPfbPaarSYNmtszZsrsAvaYbbvDbDDby+6yt2wC9gA7y76yrWwqW4A9ZUvZtZt2P9lO9uxmspdsJTvJht1I9pFtZLfuIkSGsK6qCtlB9nfTe04Fgnr6w3T72D02j61j59g3Nuke3TV26AbdNPaM3bllbBj7xebcm5vFXrFTbBRbc2duE/tyk9gjNgBbxAaxP+zK3WFT7sm9YUduyP24HTeG3bgZt+JO3Ij7cFfYhXtwC+4JO3AD7r8dYfftvQ1h5228bbfr9tyW23D7bbdttq220/bZNttke2yHbbDt3fGG99f22l17a2vtrI21rXbVntpSG2o/7abNtJeUkrhIR0a7aA9toR0E5OCnAQOf3bN5FijYSaCDYB/YObvAJrAH7Bu+f38bNmteTZkyXgqoMuatjLnS5ct/CRNAmA9ggCxjsmDxgua9eEnzaR7M39raUhHzYV6ALb/lp3yXP/NmuLwXKl/lx/wAZF4LmSfzBDyXj0L7tC/la2VlkTyS12fy+q+wPwv7sEm+SZJPEvtOYj9WySv5Jw/lZZf8kj/yrm+kyBf51ifyQb5/+v1v/ab110L+h5AXovqoqq+6+kBWf5X1U1mfdcgP+fnpUh1f+js+h4730eN59Pger+NxPOnoj/6Nt/GioA/6NT70P2f8jKfxni9g/IuX8Z0wnnPzXWz+5sP4GM9Cxav4Fr/iT2i+5qd4FI95+Zef+SYAsHwAnsSXsPwQL0IEiAfxlj/iP1R+5Xv4Dk8p+ZLP4Sc/EvIhf8Nr2Nvjy8vTe73Hs/D4iY+Kio6Ldmxfx0ZH9/ZvPyf3fn5ufQ/hJUz4CS8oyPiMjwHDhb/wjt/4fn0P2Pd9g5+h8AsfQ4S/5/v7vxd8CW8B8VEO7t3gHu7fPu7t7v7u2V7vAwcfwre921MYfMLBH6zwhhW+wh8+4q+lfdqrPdqfmb3Zlz3Zj4V92Is9GBzLL39/79eDru96r+f67tZjbf3WZ73WT1F9FdVT/dVbRTV91Ds9U9NLQf0T1EN90y89Eve5n/RKDxT0C4I+SOh5hF5o6HuGfojofYieqOgZFDVoYPRGR3/0P+9AAYEEBgzw53/gwM3fPAIEA37A6+jgPE6BL/A7r+AN5HzO7/9+9uDKHxRPUq7b4eoMFXVXi4or7pQ8gS3FBAL+0CIlIYnckW0Xm5xCNRI/gqY4eWo4eWsmOH1qSkr5K1N+v5Q1ZU1ZU9aUss5RWN8bkHx5VKr14Y7G8hhBanFqq1NvDSDT7cacIHEjzBEUNwRHiIDt1OigAUEVFWGi7Ib1jr7hDrSmVJBjBotJUfhqs2KphkcDV2u4hRixGh5BKaKGJUF91HAFsB41zNekoIbpVOx8JsDKquG4Hw5Mh3Rw/fAhd9184gghu4xaQBHirZw2hStNTqub2cqxIXmVg1ps4kE69i5KLXkHDpD3rryC4YHpbTkEEIEakw11JLk+wfS4KoQgeDRlRx63qcDSXkfY4y0ABkbeICSWuyr3uxI+z1QCK0um/O9yWlz6jxiwjkcW61a0RA3bP99csP9HLa5NmzZr/t8ttNkXCSBCRsjSbBjmVK4UmfQZCCVAtihuoddQmaRCcZFoNHotNUeeaTVaBqlBMY7oNNouN25xAN829u88vDu7Oro5uTi4N7c2tjW1NLQzszKyMbEwMNkbd/jrgVcX15ZWNwvryqqKakoqCurJqYhoSGgH9WyeAwZyCuAQGLBv1KRBc3vGTJkCyIyxFRMGzBcvXbhsIUDLAJ/lyJHWIu/qikSAr1LlCpa3YoUKlHfiZPb78wwE9mNjl6Q+Tdeyr0RJkn+NEmXKC/ABvBQptQ/lmXyTJk+e9ok8K6tqqembnv74gfqpO3b0eB+kpDc+x5c+Dx46HscH+a+QX1018kZ+yBe5vMxE8ZqamJTfoYOHzw8NrWHjR0dFZTwMGC5OfIoUKzafBQsVj+LDh8oY39k54z8f9GnQ8HwZ3+I5OV98jC/xI0YA8CGew09OboD8yEjJp2RkXGx8DBgyPORr+MdHx78gwsSbeMsn8VSDP1j4VoVfaPhYhm+I+F3ER0z8rcRPVPwuxVe08F4W3sLhcx3+YYXXqvAVCD+L8AkF/0rwBSd81YSfIOGnJLyEv4/6+78I/xThI/B9E9/zQfglCA8h75PyPu/uke7+ru6N6r5u7onmfi7uheI+7u2B3v6t7X/avm3tGaz9Wtr3pH3a2S84+7Oy3yn7srHXGfuxsD8Q9mHy58gvx48Tf/wDBsAPP+cP/sH/f/3X792//82N971PgADYg32BAmIv9gYMkD3ZI0Bg9mafIAHao70CBWqv9jw8bM/2Pj5u7/YNGsA93DtwIPdyHxRE93Q/NGT3dl9UhPd4f3Sk93rP5e793isp9X3fMzH5vd87OQE+4ENBBX7gS0lReApP9YOqOVCO5NPAmvKZwM4tkUHaZN4S+4X6hELi6wwwUIakul7Jo20ConVAh9oUlUMS4EX5CKo5URokSbpZ0RdrbaD7l41P7Sxm0mbDGGvJ2fbUM6+1YITcNTOa4u4aKh11z6DFk+KS2XoQdydPdFPuEShHodwBYg3jLCgmeg9ALiebodwnnGNxVgLaruNIhdnXLFwiQz7GMurScUx4lP2i4fL4sCC+UnCjk3YtUdKYxnUh5BdXWRHso2kwLBlbbiXVi7qLxvCBBO2UO6eKGU+J1eihYIVGHAngFvFZiaOa7HVQqxhERpQhuSIBxlB8ZP0z0XN1hBWkKm5r7FRbQP8kQOQ9b1xbxEBecsQYJDSLm+6GOo0wdp58DZM46Kao05BiMjBjwcRLson98yqF529+HDS21IFACtC5CfFipTrR/jlk7rxtA4qDSNf0H5e90+sJg5hbZUIHvYGm80uEyFhIjtBL6cNOxBzCGEkSqodmkewUoERSLHSmsvPg6XZiRoWIj6jOeo0Kkp2xvyYeaiLVc2RG6QzFrI2LxjTpNrzkunP+8hgTzdLoN86kZCZeU+QlQ2JykyBYTkLkVnZiWul9HQOToSDg4XVdoUWmZUDDW+QVlmlhk7ysXLTItVtdYiFqqMi1at9GeZKTBf3nyUULSK7XBsjkWh28SA5q3ydLLN0vqn0WimVaDZEY7Oq+I+BEuy6WOqrXFhlKiy6HVFW+QUZtu9wM3RQxlp8UTvhbEvyOwQEii/Kr91DFIjcJs0IuwlrNMwURC8hf3yFPybNYP2E6jfUTEtzVErqOY4sVWRZrjurvR93vvlauVTrp65kca6ZSduCiW7uVZakKlftoly0yrCVmmzZCNV+PBVSFZXqNN0/vEVsCr6NtdaEFtqmgKD0UDaPXyNYYFk0o1I1zBaJOD3RQMRy8RPqgeMnehGoNMgiotCMd1OsmXr1gGdcwYq0nj8icZDP7Z+xkm58T60Eqe2Yqp7T1ZBavpjwt/TNVUFIxj6ay1h3s6TQmZ+NX57NLvSHzdomKhP55+9pYPyLp8o3g5SkINKwDCWXTEGG0zgBVKyGu6KCWNRaR4C+o9zDBTv8Rm9UDhFJt4buXhMN7qOGDWrBS6UvL4YYQ51f3weDoO0CVZh1IeItEitNFOYPo/ciocXYKGHpD0HloSKEzwK22e3M9Cpztow0u1QYI1kVdkqhJruvY8Uz6etVlnDOMtAi7jVkFqTY0GesuycI6i0OFeUUJuLjIiLHfYLKE31wh1VOKUxKbBPYVyRFXI61FiAxhXVUVEqT+0nMqENTTH6Y+Snvw2KEjB44bpDZGa4iGgn7SmOHZKSMGjBcuODdbsFihIgWKE5qZmCYuS5AYYQmAiBAgPnio7MCBclJyQ6QGyMcMjhguNDIuKiZaQDw0rFBIOChIYUKgBMA/vwh9fHsQ9PLw7uzq6Obk4uDe3NrY1tTS0M7MysjGxMLAZG/c4a8HXl1cW1rdLKwrqyqqKakoqCenJqYlpSQu0pFREdGQUBCQg58GDHx6eAJOZMkcDugkE5x4JcmE0Qw3XED1+5rg/OkEPOGuNEz/gZpp3yyaZmALWkyeJmDIcOWT4X97/d/0yDcUXmiyj0SQV2LZK8fxTMOLaDx/AlXG8yeLzHgGNRyL59DMAvFc4wYunke/MeKZlI7jGcdtmXjeYfiECk02nkt3OOPZ1IlPPKPSLeJ5RoWK5zoIZTxHScAaz6qu3XiuPa2K5yFIlsRz7Y5OPLfWPJ5peSzE85EVLuL5yRDBeIZta41nJ1Rr4jkWClA8z8IlxTRkrxzPn6evMZMMNX9WOXTlMIP2HYnn0CkKsyhaKehcQ4dfPNvo+xLPN96s4jmHhqF43lFLJp5LC+vi+YeR23w1o4JxZFSd59kF8VwTCYrnWrEvcVDfmVkV1TCeacEkiechnwLEM62aZjy3duiLZyh1D+L5iBmP5yc9XyPS+VXLVjw3CaETz7F+rfHMxFRMPC8R3Uk60koEipMlSmRfdrbu0Wpqmvo0jtZWEpmjk4+LlxgwLy85M/RKNEVCikQ9aYxkI0NTm/LR5AWhQiGkWc2g1ydJ8W2QUulakIImpq4aIDA4SVGANgDdfpOe+muv9dIZZDWVBDVL9tpDFEGXNrhSWbGdtkUVIe4UZ1eHcqFIiIgpl0oMXX/CmQxxZuBaYX1vcgaCSJOVa4fXmaBpFtVgwcXig+1LdKyMomRys8isepIWbUhOZbhdnBwdiRlLbggh3K6nmO5q1ZNk5gZXy8GCXgSNxBKjGJLW34zOyqaGqQAsR1ocVruQsk9PJ8grncaZPxlajgj6F7b1fFoTon+2mZGhFfaipz6Y64x6JOqfZ4I6u1WM+ulZUqcUATkdlIxpZzcPtftAFNFJhSbbRcG+nVmjPp3HKV9nFQqvXuPJUyeNNUuVoNOqCFa3YXrTeTWFAIeiPzKiPwlGklNDHDzlo1JQIdZU7nMRmjqT1EcmaL7yKrlykIMYVWMmGSqIzgSj3Gvb8OSgvjMyloxeq3QqB2lGaZShQNE6baieHASGU+aZ7VCg1LJQYwN5ysKU/oSmIA8ZkcpUs1J3UjdEHvICJ1fZvuizoVwykZRJ+UrBhy5rWkYu6tImYymg0JWMOCAf/SjKWGCaepIoLC8Snps3i3SnI+GM9XJvoPGOKelGBnDiVfKB83ZLW/QiPzi8S5VoGr3dNQU6K1YDpjQbOtFXFwKm01g7XWDrn6tdtBaPkv5lO62fuiTpoD92XyldeqpfWc332EFTT3w5UPXTyiK1apIequOrprT7CKJUUwFp6KJjBL9yRb1HUZhaD6+PTgLVlY9dx+de7SGyk75p1SfUOo4+B0w00BidWTWnhw4qcjLTQYtaZjpIDNdMC634mukhQDAzTRQnZaaL/ohm2qgE4EwfyR6YaW7V0QxlSCqdtGk400s+H2aaCQWTmdaqFJqD0E5BOGZa65B0pp9e5M20FtXnTEcNcWe6u4pkpqUuA2e6i1U401O2MmY6K0PZTFeNdZhprE0YM20VOWamrziXZjzHuQPOTAcx+Zzf4mZaKIyJmR4yFZxpIhgXZrroc4CZNjICwEwjEZCdfTA4orl2XmY66bSe6aUmNjPN9KJrprWKQsxBaKcfKjOtlfNjpp9MTJhdRcx0FM+a6a6E1JmWKiwyz17O9BTr6kxncemZrkJAZqax1DDMtFX3m+krObu5aYYXF99iV6PZFoUmr1BZKzPwgS2NLixnoZuX11UhZN3SeuMwWayGcpATWail8F7dJR1WppkFhQmcJzqFFmvd6sJ0d7A02ZhrlwUImG3RCl3Ww1RLqxUW6/mkz3w4aJlBg7fu5mi0vixbUmrATYMb6LTMALiwHMENGi1pNdEeXgccYa4Dil6LweaBmtJXFLZGIV8ywL52oMWg25YEe07oV2X9dBspkljy9guqqwDaTWfNy2b0QWbrEu0Whpq6Z8OOBjtV1XRBu7EppkKge6TFCmhAtYVMo92m4lLv6A7QYyGmgODl4KLbqHxT4UwhabI1kkA26zN022GM1DNMPNpsAhYgRc4WaTYlfKkwGx76bOZAxEgYpdl2pKRWKW3SaGlwpOqgVaHXniJTjaaeVuNyiVJ1mabZ+sHGi8qRFgF6X0lqtLyrcAbRLpC0LoVNl8/S6ybahQKViUh1j2K4js0UOkxG0/UmwnMTqNBiPzZ0QUyB3eBbmuzJqWsGFDbLxKLLSmzQMkEI9w19tJkVqC02OPjqKJZGY8LhmuKBuTDG0GlvUV1StjCPUy2txnfGC432a02tH73m5vRgcu6rCRvRka8jLb5Iq9bQbEUAO5Tn1yQBj3TbWm2cwuprKQ+VbhPdlA04eVBCRQe6Lcpkqp2cFQ12Ot+C0m1ZtKTWEaiiw9S4oXKhBEG3FfGRGpf0gB5LLANEjnGQbps8S1XzAUiTRakEooJNjW7bmUwNWyIjz6WVhTMV9dS0lIRkNEAI6IdBz4IdnQM5v3GYwCJxbWVVDfKdgZyalnagdMsiEmLQo5ODwweoAOVKLAzskWMzA9PRqnpKIsL55z9L/jeZChyYRj06zzVwKQ7JH/kTz8AdORPHwC9wI97IGfkQX+SKHIgncgu8AUfkh7yHG/IKXAEv5IRchw9yQW6AU+ATOAEeyCVwzgH5327D/XiErYb3cb59y/c4hF2G6/G8PYbj8bsdhtvxuu2F0/G5vYXL8bhthMPxt02Eu/G2vcrZ+NoOwtV42p45Gj/bqNyMl21TTsbHdg8uxsO2Dg7G5X2De3m8R3nn8A7lX/zBtuRevGvPcS6+tdm4Fu/uMp7FsXYYv+JW28urONWG+RSP4lDciTfxJa7Ek7hI/IgXcSIuxIO4A/7DGXAfzsMX8B2egCPgB3hOAY6TZqPZZ7aZXcAms223mA1mf9ldNpdNwNayB8iC5YqVKlQECGCKlCi1tFCeOGkyy0RWSWySDbtfkRzZrkM2a/3d9E7dQPbp/rF97NLNY+/YOTaOTbpt7BpbdIPuz01jhmenjBgwXrjg3GzBYoWKFChOaGZimrgsEQLEBw+VHThQTkpuiNQA+ZjBEcOFRsZFxUQLG3EfGlYoJBwUpDAhUALgn1+EPr49CHo7b22rgW15x7tvdXdXd3c3F5eWVlbW1VVVFdSG2lNTUVFPT01N3M3dS0tH+2gnJRXtoo2EJLSFtpEREVFQkAMHPj48PAkS6OgsWNDT8/Ozs3cYbAYbaA+RIbOfzNvafpgX82lu//bXrEHDRs3NvvkzaL5Nm/0/5sfs39vMl9l8czBe3st/+S6/RctreS5PABYsVb6KlbfyWX6Ax3LlrzyVF+ClRPkoH8BPqX3ytU/b5GefyRJYJb9E9mU/ycf+65E/8khYVV/1h/zqCwnyQb7+79Opn/rzA9HUTFH6pqanP96Hjx4yOr/T8/LyMUnEkFGjRmiI//ChcsfnyHFjw0tKUka6eBYsUMB4GjRAHx8SUoPoj456kr54Tk4ST+JVqLB8Sw/v4R0dO3yHRxw4UHWE+MhIAB6AEe9ixs/4/BMrOB0zOLbg8aWP+psP4z3/QuabMNHiWxB+hAiHf/h/fxMmKL4i4zN+hQqLv/iFhYmf+BQoID7iBwYavuH7+Q3+4Pf1AT7gQ4Cg93p/d4f3eF9XZ/d2PzdH93QfFyf3cv/2Bvdw39bm9m6/tsb2bJ+WpvZqf3aG9mhfVmb2Zj82RvZkYi/2YQ/2EfZ+7wlfAhSUktMzBQU50HouLi8G//ODBNT1W1vdrKE4hr++9yLvyzw8VwqifmqqaumbmnoW/IJHQtr5nU/6pZdSQjJ6oxd6ou95Bo/0Wa+FVfQPvqvB+/zVK1k994+s/uiL/gCCx/kCCHS+wOfofE4CAwM4gX3z+x+sQZAwjpw0fsSAPSGLzRs6fAt6aR++uM5qaJq/329dy7Vcy7W39tbeOq7p+lt/v3X9/db1t67ruq7r2hvXlF6vTAlaU1JxAFdgNKAYwAwNOagwLRNcGOVuhxU4z0iFRASNXzpsI72wXTmKVM1JSxg5LFYiy+3gyjyEpjt8RGS61SkJYYleLqdHXixOOeRALyTkxA7m1YHlyVujjKisqAHH4+GUlwLmAS9elRUZ8otKzEMBnTxZYJY2GlIjTyZ5+jph8JEjS5h+Nf1EyBfgPL+wPxbIhVtPN1g8yBAGjYz02shpTGZccU5y11RvTdArDylS4UNbkh+1SQUbo94iZKow3KF6R7QZbuB+eYG0eKgnuxTpRChg2fNedTK7ujkvf51NRKoEx64OQ5GqgULoczGGEGpY61hORsAuT/Q8SSaIWUu96ZHBFqyR3rfTVRSB2ofQbkRpAvY/GFLRRFewKuQIZ+6At7OMV8T0AUBKfPQWuwSxr0UqO3AYL2IKzKAd0OdDIiEbmFZo78wpZI+wGGkIgCnM6nOgCixbh0CYKvhWC+e44gLrA3c7A5d+SkLAnK1wQGhv+5sgaN5TGNjS6UQNxqN+BuMV7sINfEHqu8kd072wiGZPrMB6NJJKMKn1LSGkrkEPLlMq7LADRY+qwYMFYgzeesILVXD60edgExMtHBU5ZkigSGcAvxASsQMzCUEULPPVc1oM2allhZuscMJVVvhWymi/gTOCqaIgKgoWwVVkl4RxQoS/Mi0lhViAkTAOoA2lhdmS5IiAJYR/NNgkkkENDlwjQ9FEE57Bw6THFi9MOWcKKznJgWegxYAxTzvIcZ/E4QKGsHnIk1sLXSo11ydNC8BpNFhlDFk/viTknrokFzOwV2acQaikFWvwjBruKGBICEhQAJM3GoTjMJBkMa64GhTIo2EFBMFgYSU1AAAYJBTQgAAogIAAAgkAAFZaAJGNafxnCTEi8Kt8+LLppMU4OvoEJ8Iyy/Dhw920zPErGG9RfYrMLc9SInzs1d0G9rFnS+6MHQtuX0cv7HyzDehOXfE50sMYArdkWzCY7ryVuKiWmLJ3Ee4OX12Z/A3003/W4pBzQTrDPXP85392zbHbyZ/H5kGVnMk19DNts7287IKTrgUK5fgneOV40p308udRcdQN4SQFOUxZRAGIv8B/HIssti+uxETU0J9pm+0JF0Vw+0ka5DBlMQ0ggoAcTgM2B7AsXJhp4aJxLVzEuHAxCNeFkkEtUFkGdjB0iCEHhpBinn8hZsxvX7hqqyTF5oUvMe+7UErMsC7EjvuzgpSAqeqaHBdGjB++kWheeBRTehdKxIi74vkN9K0YlPt9FaN1/zfF9tziQzEP93xU2CFJJ6tNuLl0PilJAEWeKX+JgC/zowiBuibDDRXMEy6Uo0IyJ1yEYi27d2SmWOxuKFGiZJ4Lt7IgBqRY+ULo5TrjaxubbSy6GHwK63r+2/L6ht3UYGxhXG3nrQlnQ8W7HHtQWilt8U95vIUnga/jzlMr6QfXUsyQZ4znbyDdUEFOmc81xRIaOxRA4842dXWlKz+Pvp4HwIvXwwj5s78CfaKUC1njlo2DKixZN5sLHeutk3A5wL4OFxc+Dx0quf/ggmrc+O2oKrwr3G76ZFCKF2YD/L8vzHhKJo1a1o+eRuvY+KWZjibUlxq5D2TclEHMK40jC5gt9DXBqvTE+yBH02BmOz1VsCre+UvArYiNPFEYVc1d2cJz6apLsIOrB24NzECBRqrG8MD2acGWB27FaJKlbvGBG7Mz32XAMiGZnfsR3QL1EWgArwnEmcaRnMhUw+VH46e/u0s2lPNA2TZF1xJnojvwmt+V1ge3xKa67p69RXjFgq++5nf2IL7lgz4Wl5WYbw6tZwuLeXzgdSM/bxqk1y7gVYOk1zbUqLsbS9+0lHgbUpxbdzccum01cKPzEa/HmifoaZtC7AHDevmNnqozf1KrjZVbm9VNg203V3D1jcbL3vb7vQYhetor7DVfr5eDO7+bBvHNmukHAtysWWp6KtxwV7KQMtfHo8ulnMkd+HaiJ9t1yvk2StIQYH8MupwdqFzQ8vuBs+gmaIXGljtz1KSz79ZZRTOxM4PDsJawnMDHO9flfG+HJsVKbjV+aCE9IEIa82LuZtILFGxFhkz7oPA133axlfAtC52JIDgSKmfBfdL6bsJTWYhoojDH9MQ4X2wk8iCzfQlYOvzokoEzk6309vK/X2BcPMVCRBOFOZ3FKIithGmH5Z4Itp9+j522XEaryzO6jc1mprVqbDvt7Avt5bcZGF7ldNxjo9u8RLfNFTZ4jNeXuHcHlnUtzn67QbeWrlc2i/ua87KiYFPysSY47ggYFxTG7YTg1cTwXmK8lIbtuDH3gJ1GTlAzMD44NOdzYs802crGZjqXSxrPUa5yNBlruR5Nu4leYWI6uyGiBdHZ4dl6NqURIkfYtIlSdE3Y1mzOm6+f8KxRXFvIpo23yAusBy4Kzma5G6wGYeZzYd1A1j5qGuLm076W9v4PgJK4MqtvuyRbtCRBpMoqXbZsQZLEJcsuoFmW0+1eaYuzyFiX0Sx3b2CdO4LkyhmJ4+aCbVr6vmPq6nCxf0v13y/ShHs4RD6ts7A/lPLsGAlr44KPTPq+LcrVpDB/S/LfD0jAaDckxcWglEbDhbgb93w6kK0ut6H2+VuNkJtrI77YYsBo/8e7bVenm7ys93MY8JR9ww2xGYeES+4HGvP7uud0ctJdHl97a3DSuYltqybNe0WwPTZKzuWwv7d7jq5nXHyu93sY7UlWB0v18edY/6G9C94EQmsyLCDeGs4Jr8kp+HcLgNyH34YnH/lDprTV5Oe5MSsPS41ujEN8+ei2D3v4PPDrMvqRmvK+ADndkH2YJ7bXLrLxiX5E6WCLlj5MatXnazYygNn455ynXrCCAaSXTUkg9tVCOYD5+mc5u1+qxQBSDDtP9mqdyg2gX+GUYctFQhvAfbVZdrheod0AYkybM/3l8tQOoL11aslt1gY7gAWvzg6K7cKsD6B8y+V41W2zKhcH8AfU0DJjRlwSsgHcfcUe7yZmi+Z5N+jW75065gOXW9xfChBw5LWWgT16zRqfHXORHBbUSeawu3otEdax9zZDpzGDh6a18u2AdSOleuyapTjsomnefG8Z/NJhxegEyvZLcqpxuaIDBje7Z+L+jhFWEzvUvkjUPS4DEawbqSofRG7d9cqzRu52i32GlkWa5kpFsdfRaYsmeqaurBYU+/jzBWDCkUGs6J54XcPrmpniamwqarJzwdVjc8u6YZsQjCv/j51FYE2MOu7NdQp4mTnc3MkKpSThcPuTtRoVPE3FppxJtlOK/z4Q3sDcR5DK58M78Jl8vXlMpt5lbI2Y0la5G114RM2ti0MbE+SflGkZ+NvCbD1FSL0nGxfMs5rTcniQjXbEL+NJvX8ff38FdYc4CO4m4IZ5sYvPhztUyuJ1jf359fjMZWb+2735rHsgnTkkkB9jJaabeLavMfdhUePHPT21AuyBNgTjJCjJijeb7Jeids5MaCOFbVSkwfF7PxhlQc9rZsGSbw39tnatVe5kYy5HaMyZ5VK3c/tSYArONnBw3iAdD+4dcaG+LPV3jcvrW1V6WLLa6dDG40vIOiPn1aAgVjlpWC4QpzHCCgZHtaoY53kgkuPi0X9ggIEd7vsAlkKVr/DkZC+pNTVWJqR1J95KFRDjusz+q7s2M0dU0Zi91T5uRuMKPWK7h4sfDgohQMvcTuHdlV52fyPfuQl8BMP0Psr7hsick1OYQJOX/Mbmv2oOwXPfqFZgGEuyYsTIa3b4dzQB+uMG12bnugAyM1brFTOMmm0Sqaq5pBGH2huYBFcpLfvEBt6wxhFDQtJFMvSEDXyDxybgbMAJ7JKGNbaSmdhYCKwG2IABZsDozeqrFgs5HKn+gDbn4MZrwgPvA3kCKYkhZjtOBhE/xATac+ID4CWRwPhNePB9IGcw/pAddP9JCKb3ITMT3PqhlIIc1djkuPcKkhL4k9XtNfH4klFRZVyZiKuK2H2q3OJ7npN23YwTVa+SkVJfwfou5BiE2Rtwd2MX8L8En/WuzfeZyw67vj/5ayusw/Xm/+9k3OoJHGs4dgUzBzcO88DEtK+a9rRovlEmDFk3Z9h+IQ1Jn+2tE15r5XZcbqTwzfpvc8LB4CR/mqowQ6UjSOu7m6cwurjh8K0NOuGe2Kpj1LKYf1D0T8ZGNUymiQktkqEbIiPm/vyP2THvayPSA7w/xoYQzO2MEWNq/sPamPvBEX8251/MzsFfHpFmfByF/XHiJmj8WCG/OERkrv324uDO4moyWDgOx8lbxHa+WmmaT7b9woLsLWYjQtsdQb9nG2WfzlT2Xyryaqzci71ad5NVlHe5Wk9xK+/50Bdg3wx/MtOf6r33jDXHzB3hXnfTTH90ox5immLLn5z+aJ/w8Dna5X5o+qNisEMTdHf6lua5eassi+mPxhhHTL0H6PzC7u4yLci5QQ3nrGzcAo8L7uWzKVusY0q22P1oL6jzhlPSrdyLUysfvTMZ3r6ntI6+tzsKp8x6NGxhGIOe9gr6bsejG8KQLHgqW+jrdkfvHJ7lIsrZ62gbxTbcRTk3OkrT2HzrKL9djmogw7HIaW6k/J7JYVY4ipcy/P6mZCx9X97o7mXwztFqHJjjh/Oh9bZjyyo1n/LvguB0RJxnR9l4SiW2b01OtPXRDWpYJj7VpnqxvVk5cdmjdFlD3/TcHBV8iqPMQhfchgkZ/PTnVh6BPUZ9FaddJMKTMArZscnXtgMeeNEqAuFJGIU4y2HgK3D6c+o12akVzh6WOqm6Udm4brzdj85z4aqJzAk3C9prJpQJWOhAR6+ZxVhw4GPkjoGORmYeMwirTMpM7WGg09fMjAkJYPRzdT7QiRUnD8mhzHq2NrNnog0Z6PT1O9/JPZTAZMeqbKADVTHT8SsuOr4mSpyYusMg8I/uSiEvQPFY8VGx6Cu0BgKY9KghXUA5RmDTn1hx8oZGnUULB1CNT39unY11YoVR+WXd0N2PxsUORLPzM5X1PrkF0DAo/nGafd+jCouLse03kiho3PO+WiJr+qNrGCHnIMdAZ6v7cOfWaalT1DXW6Z1Vz5wdjneUGd6f4mq21yRvM4FDUv1heJrXrmajjCfvWHaqyH9mKoOe9yeBlPyTSacjpX4jUXw48TDYhvlw5D1o9XDjXjbD+FOnAd6c7aAvvyJq5Wb8WES5zUVkzNWQfRUxsD9Dnp0YLZciSzaHEDSNhvdPNOzuByKNwgQ5E4G+vD/V5Wr8SUyZ0esj7IpGTXkj7Zx/qe+cgeYifQg6INwR/An3ofE9EMNzMbNcCcZ6jzRIPJ/wU/Q5FL+OTJ70OSHmWSkv+xtuYbka803gg9VyGp2+6mFYTK0Q9j5GWpAwxyKg9X8Xc4T9/2RA6P8r5gj738iA0P9RzBH2f48Bof+XmCPsfxoDQv8XMUfY/ysGhP7/YY6w/0VM4P1xn0Pbls5BMlx1VKpd2U7I/cGScojv/NigDLLjmuc4451YgCX/r9LpYKk/WBQ+dVMBYgTJ9+Vr/gfv5J8hIX5+V0+RsJ7ShhoTfVzOlLbjltmvVfePmrZdFibMtwDK/K+Q0AMPHk6IQZ5VQKtZ92eQHJZ+Ko7dzk7Y+qYs3IcbfBW4tR1fkF3KsVjOpCtKrwcw56DEvR/CRoXLlznBVlAh17FBLv9OezYat+GP0S6Es4Ofok+h2aPIIIinrzav9TnlnPnNp05cl8xUwPh4SWYpgQXfgGPo9+A+YrsQxruzJizfJx/Oe21NSJjLs5Dz/7Wm0v/pLOT8T21HESae+NOjRUDG/Jpf/s+snP+dLZGrfwP3x4Ibe9IVjCj2H0D/HzzIQ4h2GjJ0DaGBbvGhWT+OtB+EkOmH9itkVBZCA93iQ5N9jNg+CJCGEO0rZOgshLbV9gMhdlBPeiissJPsw3crAcs/0KIcmby2ic8HBvQ/RKMCIXqB0L/6ZwjFDFpIidKAyiiL+yHGxSAILgL7W0e0fqyi/Tig0QcU7Ai0CCtLs36w1364suDis+LPnfL9R+H/JzH+1iwKUL27kBvbLSRoHPJa/HFjej/xlyQuLXDiKXLNEvJjnoRizh9tiz8F1DtdE/pX87Gx4eUjDj9Sy0HWDDco2kHEhsvTDL3yoLSDRjaACCIZgMwXaPSphx600+PRe5I5gPYsLgC5mWfYqWfOgk+PO+okowstW30LuXbQ2AfQ0sIEIFfmCcP3Wf6aueHHeioQDaPNuUDU+z68AoZuuUZrLLtPsXZSeERQnAcP95Dq/ljYVlUN/8+f38l2q1cwdnDsEMwMbvymgY/T5jrN0qJ1o0YYMtyc8P1eOuQ9W14nWK1VmXHcSO+fpd/mAINHk3Q5tWGGWUee1udsDnF0f4fKW8t0wj2xVcaoZbH/oOibDBvVmEwTE1okQz9Expj9+R+zY9zXRjzvwsicuZ0RNKbGR1yb8z844s3muI/ZOe/LM/AYH6ewP4ZugoyYK/Q/hojNNdxeLtghXM2AC8fhOGmLsJ2vK03zybZfWJC9xXxE6LYj6Pdso6zTmcr/S0VcGSt/sVfrbrKK+l1W6ylu5X1/qi3A7uHa4f+ZDLV3Is7MH2G97sYbdalxy/J9wuT3J2e5g4ZIDrb27HSc+2PO87fZ2iqVWEOM8eYO9QEOX9jdQZqPmNvQiu/Knmlcm25TxMeUxHtBoF/vcCz9Hcq99Nqembj7OMTroH43OaMY4tc4tvDj0bRXQNyX2Q0Btd9C+/9COgea55JpEeM9ijJvZdEuPOs0mjwUsnVwx4GAfCXkG+n1R1ZnYmyW0vyGkBwL1VTOXr6z5mpsW6ANZ4ghx3am+3wa3+6CHFpIjIh8d/SUpqT91kQ8BiW4N9V7ZxVFLqsclzVDCKE5A0UujXId2pcIEjl9k3VlybVfAaTcYKqZJ47DmRK/Pxb5yIAEo/oFbD0vZcE0zO2wXCp2fYxr8u+T51w0FfxL+ynrrmd/UTNimHs/qaznRc2IMe79pqLeh3UAXj6GL95Vigsod2cgkY8ORYkDqJ1VbBQEPj4XRciaKwBQzmKKEdkBBPv9sZgnVPAHnhfbyihq4rA4wF1Dy4Le38e9rCdG7DztmAl5e6QQm7tk/1Odp122CdYuMaTmLSnX89K+ZeyDvz+aDQkuDJOJJm7LT/CkmFpXxTqrUtuWHiXL30OoHJLuGd13yziqWQLoGfRTJcqYGYlsv73SGxAbJhYEHvtKN/7J8hXwMYREQR7ggXwcRXH3Ax+q/w+Duwt4qP4t5KhMtWkawUO/AdyeRh0H/wQ8ewj1+P73+XVZu0oL43d5RB3tHGEto2co3+CZoMeV3YKhB6qzcVbHT3jLYZlCbdA/hL6O1py0MP8NkLhfk+i8/SuQx1GYjE37P6AZer2LdeCLE5gFFb3EbpDUAywIm5zDJuj8/dfaPz6h3rR+HxdL4goWgo2Ov5l19QBt3vR6ZNEoeOLi+E66ldNdfuU/iQMnMR6lvKeHqBwynRndZ8u4VLME8jP450oKnhkh+9m+BRhuUwM1EShw/Mbyw4F3SqWEP38MJUauZ9sEsTmdib+kQyVyj/Cq9Ln5MhohxQ3CSVplUlF0eETtDgauLvcrq7FR3BrQxJ0rCPUDI25fwOvfro+77uEYFeibIko0QC7lnKdDwrsjio3wZ/IndDIeituBGZX38nsWdTBE7QVoecnikVN0RwL/RoBboGz5NG9zGPi7IC54LKbIxA42hmkLhArXYKSquLX/urz6zwOAXP64tkfI6Kub7+dMiZ17Ze3xhSTm36Gvdl4XT0M78Z2FX8fTaG+GaNvtdzS/s25Z9etEHg66ueevt43XKTcs+dxF9D/i1g2/d9F+z7e13vc7mt/htuz2dYz2e7Ktxb7f0fyOtWWrr2Oawfq6vj/iuxVWI+/8HZsjq/821Iw924S78WXGaNrQTmzRDR8LmVjD+vP+fu/mPVx7M7hEWb9/OXrKfesIuUBYImnbrfXpWD2NDs696dbuLH0mxmejZVk666aDgmNX2tGdi958+NhirUbHimkscO57NzJnOZnGn83KItSsaR07aAh3LlBbGGPLzWGNVbeIOfftKNYskV3A2cs0ztPleSPjwxL2RxE2QeFlhdjDISJvtihOzFFjXCSCbJQgyS5pAtNUvK0TPDlQ7GGjypmZCpZLxRDGiiTbKyFkspog064WAbYKYLu8AFxWz8OHfW+291tLz5lz2WhYt8q6waih7Aq3fOWiM2EuthjLVbFiGCyU+46dTlkO5/lls7BKJWvAGK/sEAc45MLZnSO2YG5frJSVZXI/xmXLYm6KLKZEHiwI7ofDcuxlxALPRPlfB3g0CslxC9VpBS3CEM74FlL3HBatRTB/o/D/dgEYT2M6rCNNGsiZuJFrnkmivRTlayzUTkWT+TdSXo26eWs484bWdvibwPP57mgX5JxZR8R5djQbmdJ2XtPoGpR5tCl/PStQrmURtlUsO/sYtnkOCCiPCWEUG2fRWDaagpFsPI8iHHACRTCEMSCCAEOLSiuZxQitsnScR/IzMO1vonHJH+aqOmrn+sQQDfLucaIk2kGiibEjXRe8hq3KuUei5HFsmPn6gziNpHNhQilIgcqWMNkkq2mQ32j2YezmHBAQHhPSWDaahZFsPAVGuXEeRTDgBIthCIZgGFrzAVNM6fC0wiyEUstgsiBPM4W+rF7dPeWatdBR5Ln5hrT0GYy/BVMe3FHgGIEwQjXUTDMxapiWxwQpUNlwVkyimu/Ong1TqPNTpN2c8oKN5v1ZfRBqF/iMt9huTseAL0HRLs2G32uVCflujxjcrosBb8JCs8FczyvXXeD1bpG1qcBKDyHjXQDT3c+qc/s4t8huV8duL0HjSeMm9zNl13i0T2RtYk7xEQxNLnavB6Hjrp65XhhohzcKkO563eoemXFvxwFu1+VQN8HYZ7Y+oncBr3SnjG1dCyDOLvBEt2jtR7UIAu8C7HO/12JLiyfUKNDi9YCtJ7QcYoYAzl0TyX456yd6vGjrNlVogxkAdIPrQ5dgOrFwxHHl+uGGeRweqMPcibvBWK5iO4wZA/t2RGt9DPsk2FqxgTOoYJctARE9fe2Ytlkr4BJavHVc2qYF4CENXToN1KA1UI33bRwCds0SmKKz1o5rM2UFXMI1W4en2bEA0Nn1TYB5jm5yD2fprszSzgDvhPvettDyrt7ALp7WWczYzgDPrrtdbcHiqWhpByfrLtA57WGduf3MtmBpV29FF0frpGVjezS3a3w8T7Bo4gb28Jbuym7mLJhv/utaOVG7wKayhfWZjGntt4ldIwt58LXa1S4Y3TU6jDcWz8SP6uVW7crt4Yg22KImIN4u+QyOYOTndAkU7dKs373W4pY2b/So0ejdeC0NaTtmhgxm+QjY+or2N9o4eo0nTWAnNLAeDnox5vvZBAtHgts7j5EZz+XROmyd3B6McTnHAZ7RWdogWuiz2Sfp1hab2YNquqsDCOjBTCf+ZnpO0zAgrmWvwrCiw/MgpjInKs308UxTQO9kE67ZZs53wUcyWV7EVPZqRLyKuZDNQK+/6/vDvVsFNfLm79g5svpvQ+3Ys004G182RqYNbWIX3f4WMr3703i/nPA9jD9mkB+un3k3enFj62ZfIFwigduN9SlaPY8Orr15a3cv/SbGd6N9WbrrZoOCuyvb0d1F/3z43mKvRteKeSxw7fsbmXs5m8bfzfoi1K5Z3R1sCHcX6FsYe8vPYa1Vv4i59n0Uay+xXcDd+zTuw/KUMeMDJPdHG5ig4m2FwMkQsQ9bVM7OUbBYJEYwSoTsLokh09Q81ok4Gyj4YqPa4UwVNksFJMaKEe6VMmyyQmESq0VIt8oO/AIkdsM3s71HxZn7j+s2r1ETli2/hglH8cs9Y4ONhp1+xfO0X6sklzE6jAGmdrtr4XOLBiv7RuM6rZuiL1NyjgUh7MO5ZnsJgzP5htZxLqMolVtwHytA7kMwzFuIDXPogxdxVkZRFrt4itNA39dhzgOBGBv5jWbSUpdSJsbyDJNJ6ldjn4cDHdvxGOdzXRaUIkf0DHaU7KZ0ytcEPwblHTdluGY19EAsC66V7teM7hzrerUn2Iv3mn032zv1XbZ3bl0+9uRdvMXbbAtekgViAQeJKVpCJ8mCvEWDzoLstK56CRkXFgm0zRVglPicVBdDNkjANh5qS7XB4WqUjxTTGXJw6NgBVmPA7Wlw9o+mizFdm33//wNBKA31NDYJZ+vbr79/AZ+CEtM2zQEB4TEhjHLjWRjLRlMwlo3mUQQDTqAIh2EYhpBFGCBMyRI1oYvkNk4h27jVJPpOq6pLiGVZf71Urz2MklQLG3JJ1RTjRjDnGlS0cu6IBjqJvsMuIi6jj4fAHv9o+Heum3GfJdld9zwI/zlHqnDocwkCMSuD6Vbo1TmWsg6qgAlqu7dv2mwCNrartx2s/U6d7LmsJnOQ4k6pukmri0AL1kS3wHUY4IIlbQKoipuYgxaB4B6iwPUu5IB1P2WEXekdIQNGqfcNUBiy3FtnMH7oThm3/94/SJYE8mTkyp0SwjB6R+CAcb1rPqDerTifqXTEps8pTWLnM5WO2PQ9pSeR5sfI7T4051JKgYmdYKVf9sKYHWxU9XaYupezYIfMVfVtN3iTQSOqB695TwLBEEKFqzTACSt3AoL0jkgA9b6JAuXeioNdoLtDEUYN7mEuGHK9D+dg/OtOGbeJHX8QlRBkyMia2ySFYeXOwoMxdHc+TB1cET5WKYhZn1CyxMLHKgUx6xtKlvgH2P3RSyN3jjGX0qnBlsyjGc8VsX8sLiLYH5/1SddWP1jI9A7X1dUvDjGEAZqycYpDHOOAIsyEArDLccFxbBnOcUFdRGp0G1P8ucbQLZqzxeLMMEZtKzyG1vG97v2tNmo8NoVFMeosmjvHErX423aj94BX5yEU6DYXWxXY1bgRg7fdrCFaaG29gQuIKjBXdEZ54dv7SBxqGRj8HEUBXz5UOPth7eYDzBs9iv43uHzMrNZbqpDtAOG47WpXYFatLyYx2Ogc0QmVIxNMR/TGmaaBtZ+f6KGq9Ds3xHZhA1RAqeLtp8jcjqaIbmQtvaAZYjLlI0DCZ7ftgRJqvq/QufiitF1YSYNhW/18XxwyQRpohy2W/QGECOMQo7QgZhRhkHFOAUyMIUgoJwzTCjHDiIOAI8pgZBQRwZximGbIGUAINBxSCothRAnmGOM0QMQYgqDiRDGsDCNMOAeAOQ1HFiAFYCLQEASIMgPPgwxJg5gpdBQBosTA8yBD0iBmCh1FgCgx8DzIkDSImWKgQ4GtQho583fEHKz+y6Ey9iwnjI0vGYPThjKRiy7PFvKPDKNC30NF1Az+l/VT70ePfN267RdIlkhiu2V9mlYPo4Nwb9raDUvPxDjeaCxL0brhoCDuCnZ0cdExH45bDKtRvGIYC8T7zkYmWg7T+HizWITCa1hxBxzCxQXiFgZuGXNYaNUsYuJ9GcVCS7ALiPeYRvy0PGlsfCDN/fERJuj4r5B4M0TuY4vO+xyNPBbJKYySod8lI8Y0vY91Mu8DJfxs1L+YqZNvqQSNsXKKe+XETdZwfMZqEYOtdgpZgJfN8NFt76N55u5h3ch91JZ5y5Ex4X5wudfKYMtip09xnujdKs15jDBjgJ9xd21qbtXEyp5hXEn9puzZlKBjQT7jcI5rL2lkJq/BOpLdKE75FuDDCrzjECzXFoplDt1gEam5UZzZLqLiNPyjdZjXQCjLRh5jJtH4Uq6xsUTDZL7i1diX4ZDLdlzGfBL7gtrwiGKDHX2jKZ3WNdGLQTnHplD2WY054GVB5Ddz8GJgjhDx2gnX5WrPWovJnno243ZuXb53Yl007vzOEnPwB1BA00LKDxoZpJ2z5sY8ABROs1g4rgMGi50L0ygRXP4QTfwAx31HmAYnEDdGEAhIh1VSQY4lyFOcPIGQoraP51HPuJM3QilSyYhmC/5TroYxHU7NkRZQdUJaRJVZqAJSU5kCXM2hBXedoAVWYIXF/9Ve0UhVzyFNmDZR8tZa5E7rWmRZeSSD363hj3payTZELpbceOuAwaDFCMLIWfjm4UYShxHhIAoGSKRd34PwiZnVD0RSoNIV35zoroOo62M5K28nWyhrjmADrpX7BLtpBXbs7Loe7Zt1atCo6u0wty+9YIRNVvXtvYtRc3D3cOOhPmSLoD90i6A4dIuiOGSLojh0i6DhcNctgsrDUbYoCg6H3KLoORz/FimsbbNfDVo+qDwcuUXRdDhsi6D4cLxF0BPFhh6ip/Rcj+gpPdcjekrP9YjeU3pb+UVFdBHB2VTNkXaXJqI2EyTwnIT3fHZCXZBgj0xN1DUJ7MlcQl2QaKwmE+6SRLYhwfmM6a+DBukpMm4wLDBRmsxd/LCdKl6TBOEpMm4wLDBRmsxd8tvVdqr4JlHQqJ8S44P5iyFSBaJ8c9g4zi/zgjSjwSdFw+8xHiO/qUnJmiqOO22ufbimyXNFhczQjRUhULHWV5ChsVuh7qLPHG6CfEHmBbFtdZJulkFc3YNob+/cCzAvIHxw99cj9vbw7hPj/3WOPc/VKpGts4kjDQdxfy7tptvHZaekcFtyZevXS7Nke7g3STqnbVN487roC7e3K5egdLk1lpevu7Z0ebThCPTH215x+7jslBZuS45sfX1plmwP92ZJ57RlCjdfF33h9nbtEpQutkb58nXXli6PNxyB7njrLW4fl53S4m3Jkamvl82S7eHeLO2ctgzh5vWiL9zert2C0sXGKC+/7trS5fGmI9Adbb3i7eOyU1q8Lzky1fXSXLI93Jul3dOWIdS8LvaFy4zQGLPEa53HMmwX1R22HJnaZc0Qqz+/0F3a3ZPnW5ugdl4zpdu36654eb62CVqXXbt0/bhui5fXG49Yc760F9eP265s/fJ6NIuY6mfGcrpk0qlso85rhHU05u4KStJJZ+Z5VmgHbc8m+u7dUKiXApDFMaSL+nbPNihJDCfCU+FGxV38K/tBxLEkedWygKuDRC/5XaK81nd0ddHQiZ9HtL+zPVubgynW1o5l8sz0tWgxEmmDDUWPE1EmOxOj6WVjs0P9O242zeKYD7vbZ3QQb1qWmT1kcGMctJgj8PfHxwM9oUgY14ZNAOUAc5hyGBhCjICLcW6GDkSjEFZGCBPKMYZphwCYI8RgIeNRk2zHHhroiI3nhhAPknQ7ckJwAz3Ei4wcxZzDgUwsboKSJAbLXH7CAY9AEkJaYNMN7KChYDrsCpOHwLyBgwDBDqAYQ1nTQZQZ4OhCB4BxHlOX8FLBkcDBoehz8IuO33F7Cb0kIqWwDBKLG6gJoWxDxCLPkALEyB0LDxkeKgfdSMAiN4EMQI5SgplRhAku7mAYp/sUDyOHAsMJhDkIIlgsHA4EIIEmAw0BvFOe36lG/FbM2DPwj7fx6TXzo7f09TR26rV36N3k6UZW//GGP71t/2LNf/TKAmy8ERC9diDpTYH2thJ6o14bgr0ckJ8f9cIer/hao8DdpNDN9mRuBtjqGm1L9TQv3GthWr/PTxs0/GqjMtfagL6pMXq7OWdsBUpNFtdBW7P6RvuTPU2QerXzT+naK60Q35A5avGv2vmmvnaF2aWNa5pE3zol+marDtqouDVTuJHsdgqk3C3V9OpkJWaV3u9mVtlqpbcfrwXj2OarY9+r6zU0ZdRrzbanoZNe25j01/bL9DDlsIZksYHtWXKfePtqVtV6UNTcFK7MCKzw+dnpsFH4CRQD1rhmT9+OfRYaN/+HyLN1chzPLtkXBpA0w4BQUQcJannKfWcij6ZGqdZ028ezUNLY6hz4zBaDfSwCxbFg2mPwJc+1ldwNKNkp9LIh48Oqhn0oQBvWZTHXcys/RvMyUbgtF+RwYxxnsyOt/pSmtHR/AcHGCDW6eGMODn31W24b3gK4Bahcl/iAu2Ftr2wBuFmOC2g9jpSr+Wyj+sGijlNrrUZGzc9xygxhh01sjIlgPRqJA2FdiSlW3NzMY9BJxRHPrbEVSpvyOkQs3/6oZyy8l0WWZv2rpRyJ0UxWO0t1PqLJLGu0anoinPz/YsLVDRMDF3HEs54jXwbZox2xpvAq850JWcarVVTmIw1kih15ILRCy6+3cuV8fGYlb6uQZdtw++3o7PB8jeNR11pUOyRz3UChLBlNsw8X/5sfk5qrFst88luVXO8HvxA7EdJ8JY8zG3MjA2zDTB07q1nva27AgAWnWfw/X36CG4sF6A7BxjgBnTWXLbQdnSvGrNxYaZbt7QVkvPHGK6jibAzvpPFZtx1tkaLng87evg+Z4k+SMbaTawwcJbNOW6XVeR625yeNN4YZhoyQOfyTWcxe+9FVx6TOWKk2xVaY8U5LFN/G+Bu+/dZk00aMw0yf/MOp8C0R5QtMD+OG7ptoYsrDiuILvMd2nT/7pcRsHEygSIZhtnsTiVNak8LkVnhhJs+0H5MdchxaC/T1D9p37F9Eac1cDKdvf4DOSxNRv+bOmJzGrlUrMxZo0DN0a8dIOhtlcQLz3Oao06S/w8Pxzill1vFBezxlHkfc4/wKHFpHE0f5ZchL2O5dx8Uyjq8WATFLyG2RPEhlVlw4RYDv/znCpsvC3G78ZhGTwbjwdakqTxhZbPkJbTpAa+94J34HLvQUbufNh22pmxiXOBo9fdISB1Oa50ItsKxucbK0v7W9DNumO7cXqP4UN/AbKXUunPYQ1c2EV8p4ROtUB3kMg8FlFo3WzHjT104Cjn9TSwpUeLVjS5wnvTzSI1imdUAAaPffv581VTsDe82RiQejLItTLfMw1VQc2IULFFSoQtZhg1m3bxXFNmfvrmwp7AX3ODbuSceFqbWX63BtS7CrEdGCTsqNhgMA/pgMsh29/J1NbLGTY/vz7rwzon8jaMMgHZZAAQQKlBOUDHOIHXDR0tPQtJfbL3hJXP12BujtHYj1zBvnBW9syczd9Ma3HriNkxlwRFTbgZl4slOyR7ntnA/hc78cgOMGduovRbmG3Muo78H7ayDAVkb/3xvaKHNKtoB0zWiKDmTuFZC6XVP6HJZotcrt1GeMnTR70K2JeYuNesTh3IP79u1MuuPzUbttPreJG8oEUwy6tpgG3S6mrJEim12XEX+caV4vDAENZ6LtlFu1Z/+As5+O2Nu+ASPjthYA4m/x2rus7RE1Fop1I6LiDvqusjmMRGcmsoV8hyy+tINOqr8kRQYPAHXNX/7HpFlqbr5/KrI5bLq29ELo2RpITezUH5a9WveFuYyBYD+TQduMpXkrXsxkzrLJjIDJkoHbv0zDjbe8dYdQM+ldTy57msPUyXrS4C/fTMBps4o9QzL7YfkhXo/p/VNFnRdbL+nlYJFYXOfoO6vdMIymfrNLc4ijmOfDfz0PYA3uNhLmqcXsJRhbwSUaV2poxvF2bYxTG2yYBfOXI/Ozv+LfDrbOMQ7cvJZNtrZLR3d951qlGFfnFY/szbMKa5vPN0JtCJAwQfndL+OLcdRNoUEmy2pn2Z3sU83KV2kK9hJwJ2qT+Xv7hYiRo89kV3k/K1xCk4Mwmyia+gaFoGyh5nYIPTdTsboX4YWRwYQT5z8uOjQPspNKVpCxnaLy3A8vORhi44QhOizvvSOQaXFwJUyYIEGShUXIUF3icdY69LIhD7M2dv9Pun9W8WdJf9b9XweJZONLypRBgECBCzRE+pAvwPyA8IH1RYVR7udrszngknc7aF9in8cp5B/aIf/RRMb0AloAAAABAAAAx3IAAAQNAQAotS/9oAQNAQDdlQMOGETMDy8QYBwB6ikiLEv/Yk1Qd288e6liEu9LjUIQ1VsPMACHKDIRtOIBEDo9+NefUkopBbAP3g99D7lGT3a15O7izwerPCzsPhEcaTHZPONu2VNaRd/R6EA9gfgYWkkCuDjVYSNlRfFy+BVW2nrYILHnYIn4keB7yUcIR/QAdxoImDqGIPgMFATMSP7qSVzMmlbY4E88kdzHb7d67oA+F2SjvsTjk159d4vvLi6RhYaWQt/BBI39gM2ra+EV3uVHCd7G6davulDxmlGGvPz075UsxwSH/AM0fPmKCT9LUQMp2H/iQoJAz+ZzCR+2yTR+Ak7YCmT2+F8aPDQmfSEaryRBHl+MiXFuFvs6tMJDcuQfs+GI2Plp/nR2CB18srgRVjr8m4gAGiWFf6zJKF1dBY+lw1j8QMMXW9AmV2OCj6KKKEyB8n/hSsEhUXpaPgpTcAj+rgiWbB0GfY7Y39sYtp/gRg1tx9GrRiH5oCD2fRAlYjQafemrpmsCLP9AjxxdoXKehKofqofgD9XDiBsR4jOzHk9FBH0k2J+qxDBveQhgtHDKF9pSBCrU+0jLV1Ac5+8EIYI0uOsZMRVJjGd+zR+mkBzjFaVcjDgy5IuLGOo8AOAR7Wo9c7h6YQ/yTJJgr3jq9dm6wOOuOPDvwha+kUZJVD/1tV+eWDzkeUkv2hRFFg8LglGKFiReg+CUjAcO/GptoJE8AB5EX00rbpo3/cLb5asfMXB8rG+j/7yxuWOz4llkOb0jk+BbiGvupgB9C6NSO6gG3jSCD12ICJ5Uk5MOE8yTgvbSGTZ5UhsN5Hpo/ecPJ3EkaPgSlXGaub4ECBxxjEJ8CVbarYGgD1FLJ+fWd8WHgPLodvbrN2vs2iSJPAjdpbX6ynOolFUTZvIcQgBpoPZkzXNwZUKTjPKWQfQzvSJfecLqbC7RV8IQn30t8ZVJxi4VeMgClGMYcjxkls4YhRseksHw2JGhf7QU/dpwxS8+1X1h+H4RF/FlSOYXG2zwsvvecBKVi0+FLxQTwnXHwBcyAPG5zqL4wh8/iwz3gfvPwql9YBXvz6LR8oFxSH6WbOUDW2fZi5Dh85RkPQhDn0cG6zEA+zwZ9WWKJ38Jz8il7vuX6Fhc9nb9JbQ+fP9WUwp4u6oNd+pPGtRRJRb1cUphVTSvjysrQHVF9nGqRRn22X90YzSDLNw/cnWxHG/5R6hkUmg7/BqLMEonCT6RD8motVivhgUWhQbq1fKyRH2JeTVZMUq6w0908ykf5H2imiNK0QKfSCx2wuA9WSAPJ8lOT4bZ5LQIxZfVFCIlu0QjRcxfwNbQ3vQ45Mca8IgMYuML8KCQulu+z3Bekooc/4WqJCmFi/9CsiPJRLAHU2PxyLX0d/p4Ht1O/J09ocdLqb9TV4bvR5dVvJchr6NPkJ8jphtAQ4PvYtIcMCPHd6VNGaDqwnfdGDdecv6bCa2NJsj+jYS5xiMM/g2h1R6UY9drud5YexBkCq/VIsfag3KMvRauJ9YeZEPOb91ZEoKg4hkhF/yZRM84A/fPWBjdsTzjnv1lrvTAQvoEj1g9sFE+QQrhHh1Fbh9KzpN/IYvvHyuKfkaq0D9OnOJ3BGF9AgtsF6h4+LftjNU9RweoT/BgbXXP0bHEJwARYHXPgR3htWYosF6wMnkziv9+rQjHmEDn14tpu02aldf6m2Lda2A7vdbjHOtes2PQa6XQsnvGSUo/HKmz7jWxSvxW0cx4ScUPzwcYTaT64fpmRGLAD4/vdhjZHJ6rRt8OEwTKc0l53WGIpPkuu1tvfI3heQFcaaS987w5uo44DTwvkAp9f+F68l1ChDgy2PO6g1T6fjOB4L+SFvX9diLov8wM9f2eguW/WjH1x8paHwWB7qPnmY+CNX6kreGjgBntNJmSF1tk0v3OfBJKIfo+20v82ApUff+zS6AfI7JHNvnhjyR66vtM88STgcnYI4Nlf6SRdpc0EOqPcFCw+ysPRvg0uQH67q9I2OHTFqtQxlp6IbgV9t/e26sJqtivTML4tCoZKJP8eSG7sRh6avysvYhhssYD2VXcdW9XDydEZNedGXs4LlvdkkuD3xH5uusWHXo4FkuWbrTfoaGAt8xgwe8woe9RVjB6OhSeG2AteBurL/S9yQ86fxeMZW9Cy8LjBenomFxAfA25E3sTK2EeT/IFZpsPX2OPCBMDopHaPb9AieoHWCY+1YGNESY0PODtI7PG1aNi0bSVF3hABnwfbON8KgXMTBspPrWDiSBMITwEWb5NIUH8ihyqQQ4Eewi9a3qQtUwf4c1x0wkMvyIIlg9Q21MQjCCCx9Kv4N1ig5TsjGDDl852wuaI9Ikz5EjUfflRCEewQW59YhIXEg0g/WhiJ+zvm1dMcEii09CPeiK+zj68Ix5fjdUG/hGNQ6iO6UuEFZ24i+BJEErWwNHCP+JZ7SceyJ5EYm6NKVP8owYGJzifeBKfkqsxCjwGGXjpkAFeM1Y2VSjHZ3AEsvtTW9RnOu67d7G66jEtS+yrPA48hhsESptU8ZpGfHa/moN5DLy7CgCfPkRttrvQweoxRczYXfQG8Jg2HORqjkV/K7ArZ0PS9LOqYOVnsr+/q0pT3var+3NYp9zMiO33mp2QqyES/a09qrxNV/LnrpNyudns1/fqUedxUV7fB6flcY1V32d4zMdssB/2sqNB/tX+Cv9WLoYH4oddWJK30Zr+/DQ3N2ut/V6ocx63tPg9by6mBemHzcF5HE7l90hkczqpuV8VXOdiU2A+mJQjALAk5mljCoZXPxmtmNMxYf0qXgW5gisA/hiWtbxOFOgfuJHT4Wz9KiVuMD6ocjceKV0bEn9ZZoVcwZO1P6YktwP+8KV4oOZbO1p8M9bh3E736EvhoJBv3XD8Zi9wu1mrLyWjN9+SceCbicDz4jo/1AswPO/Q8kNZoMkjxP40qyd4HgQgH0oCWf5A6KcZKMLz4mI+1N9Wnjf203aw8L0ZOp/JrnEV/OOvRdjB92LwfCb58cr3xF8LtMH3RFD+pV4a5zts/Upr/iqK3F87W2D1sn82BSrwvhlWn0CDFlR2nb8N0BPvg7HlEwDUQiUn/Nvw7PC+zdZP4C6GCk3rt3nF4H9AV34R6mzUH+J3GwKI/1mw+kSr+N/gjk+EamqA1MB/++Fh4ITPf7uJw//Yrnyi0zYDnFm+2y8EfIEuiC+A1wtf4ET+AqqMNtlyfjhIHPCJyP+hwoQvyFH6BUDhbaoN8OEOMTQB0fxwd0lMHtw+nCwGPFDAzefREcIDb94+T84NkpaZHycqAQf07fw8NDaScM6P64yB9Lv14y5YwQNRxP6c4CxGnWlfDosID9xi4uMohcADfX18nCQhfEBNjC93YRUPJJLj4wzY8QE0aF9uQhN8AMzTl4sTgqVJKYwlyKn6Z3JjYAlq+Pw0BnCCdJT8OQA5liCh36d56sMK0qn5cy5tWEAbFPw5nkmsIJzOLydFByvKv4R1wxI8MvZfpLB+z46RP9d24QvS8P0vUVy/Z4fzz41d/h6dJH8OCoEgLowvDjKrGmMKWa6o5YpO4Ys/p0ZDEZdxdccQpFwJpnmFIpKrN4SLBJlAfjsq12VWS65Yy5ujg+XPoSnw261aRQ2tBW84fVuK1O48zSvAuuXslP05BW6rv1Yrcr8lQDk8Cv7ckqyIhcjKmYJK8DTRb4kgqQiUx0q6BENwdMpr8UOrACCMNbTIR3DEmNfyd8VFh6lcUd5r5IL8udsGa+oPK3libo0aHg1/bvbgR+XHGsLqSpAxxmthQMsKY+8rp7DERk0PhS8HrIJ1FM0l95MhUCPg6MsVIUQk9NJtvIIEe1j43sITEx6U6TJFSgjWFPG9FAp5MIDliEY6zNDul/M75WthptM0VARa0eF7F1NzqHDmE4xEwBQJfjm6Wpisw5yPQQwMgR1fLivIIeuqXnQLGihEx+++ET4dcMoPuU6MzzZ8ORxaQ9wRelgwlMCsQC8FhHCEK1l0ryWpQKoUXooIKnoLcL3K10JgzxMvRfRSTakwN1QkvKcEf5wjUFlSgDyChrqbqsKPM9TL71jkei5T94/8cXSjFBpn9cJYREDARb8E0G+xwoR8Qo98prv7cB+WTMDAqTMm6gIG0dYOlkbQE2OBAHMWPZLbKXdxBXTBydwFV4A8EipLICXn8gmzkuzW9eHcPhvdhPNBAl8ynJIPVxYDobYotzPyQsYD8eEMyIDA9qSPqEny16LVD8l6kTPY4EHfDBP9f6RmfoiXknxOElbfkKT/P8s/PwRu6NMlQk6YAhf4R++7LeEizByhf0KO/xzYeSGuPyOWknLBKWbARDK+G63OgQZTLldlDHgK8LvptajvhXxQFIcv0YLvBlk3EAPWVXdg/GgPnoeQIn8mqOgwTrD2Ba95HrZBblfq9FENoX23s+dhBVMPZssZQEqgEsP0tyVtpRIW5n5NfqjsPr9NCKY0B0fu1lVHRYj82+pA+ogOO7bBd+TT47gAwsfYVL6gNu7JlBF/jQmPvwhs+uyhEZ/MjHclASFvd9d/9Gny1bd3HcWRlsJWb9Ur3YNS511b74p04cj9MBMwwXD515KIhPQkyPMCuDDpEPPXhAa8ylLI0Y5cYVJ689dsD7n+834Y8aooDHP95+XY8aouhuT6zzON8qo+EnuFJOV3QgprO7F8NCaa+u+BnfyucKx2qXFU13UpzOUuANWKHn602ltbJrC5mOtrrauGj9aq4/J1lcOxPZENNvHN7EjYOGX5GpQNEBvpm7kV0H2ppORcwTZABjh9M5xrBoGAnA1SsodY8pfZJOGcrsjRfHR0fNb8sU0/mwIV8rEjKh0qJP8Yh6+7yFmOxbiqw4ffH7NQFlRHm4MVYdUwlPlguFpCmlb5l5JRa4kQaD8+9HwLELJVBZEPhonBxgSC/MBf3gqE8INZyFwCZsxxyh+pWla/V10wASkx+ZV4g6qM/b3cOPhYEZI3nY5Qlbr6XglSnx7A5L4OhgwXnL/rq+oADRb5lAIHLfTKrzXFyQAhjbzALKHFDtKv1aSpwW6UepUP0Ptr8Qv3tXwsYp3x5k1psSpcsP4sP+e5g7mSH5MUUJJ+zgVFbvd4NfIjvScpgG1+jqs5WaGS90iOlg4I8PMlJ2ARcnMg383QC4jfC65xqSDMfapwQi8HfN8XRdWBN69Jwg3d3b5fCxDmxCUX4MNn4tLsX+X4TBuTkgPAkui5gedX8d0gO3PNaRxJPT0Z/Ko7ATiIH7lNxuTpQ/RXmdm58UjJYXxQcfYZ/akrk3ENVvN7MXezB+hLTelsCX5Ot/HYXMr5UlCWXcAe8N3hz825pi81lMs7HhA3fBeJ0OMzuP4D0dd/MkKr05WA2+coZMFxH9z4XwLWf4iS/U9ElnQieIL7GOktXkQDmvdfSvyHPhH/SYebDHMjy/aX5Z45WR6D2syyzpksy2gBDOgsMCEfeKuEZ1Yx+U+YFPAPraj/acWOfwDc8J9ygOEfpIT8pyFNSq26bs+Hw2sFOOz1dClWGmh8niEWK9MFHu9NrxQT2Ocj9XCx0tHA3/HBwMIU0z9SL4zVbau3MxXCL0Wx/KQdA1a4eN4O6xW/1Pn9SVSq+AZOl5+EBgDfkODrJ+0lwcdqUFE5IH2cDhxRUNQ8HGAdLnV38G8/nlJCQHybrluKDMC1n2gslzrA6tl6L7EyeAF/IkAavLKT9xNB2n0pL+/ZqvDK8dUnGvEqdTbBr7XSwDFQyn0iF1lwDEwnPpHrLk5ZxcgniqVtAmrzaSpcm6ZoeLSuvCYx2ZvlBuFNdb2+LLVACtEpMShttL5PCDesSbmZ73O6Nzno9GSoL1iSKnK/jw1x02GSHwPOgEvmRH4fWqCmxl0/pvgAj+Tw4ftEocEjoy6/j+8MDvnr9n2EFVMcjQn5sVgdrKM52YvVSR0FBvBhco0UkQqOPs6r/Y8ocPqvG1iQlrUfB4gR/KgxildAoxHr8UiPj5PkFz+qXOC9hCuxHrVwfJxcEfjR5an3YvTCctxNfJzgJtxxDsvPmYVwoVQaFEF4sR5Myv5BgC9ewX6EFTRYxHvR4aJ4JIH3ZYggwAqiYOu7iGa+45OuL3PkDysoUYbn4mmA5UiV+GWceKygxiG/hbaG1ZgZ5ctMicMKejTitYSoYjXiGH6Z3QlYjKazX8b3DItxEMuXAW4x+ncADb2CJUeuZO/VoNIv+q4YK6a5SErCrrOPRLT/RgJAr1ZE6ufpkaNfAUq/E2jFb/EgcnsEpCrk4bHxxZJ/H4nxO4JpXss1SkhEnipfmp/OrKbfEdT0CYTTvo7IVDXcmMGIWf/71srvCNrwCRax+kCBVU2cbj7hWKnA4YhqizDHC1VeXpmIvJhxMl0gZUOolrtayQZE14NaYBM4wCtoAMM0j8B0JcrlMYegH/5hOP6xo9sifpu9M+81g5QX/Lbqidr7WHPoh2ncXCF+d6EBNWzqemix/XpkFcCizbHuiB9ekccqYXK8K7C0gcvxWzeIgoaXsOI1STXOeOCHP+dYLWecdr5fUhs277W2DFFQZ8mawem18RP54cxQVk0YbDuFIVo2aUS8luMQ367LWmKFESORDn7YcpaCiBfWU5kZxhA4/PBknZ2tDKfSFYovj5F+7KnQ5oqnfudL5UWCqQ9jVVJaB9bkgNA28oOv1xUmkqGtSK9Nc3n58+DB7HTcUSax/tRIgTxie11bHVbYnhI7UAfaFzld/3WkWgTKL2tmkyhkATGvq09h1VLau3dpyr6g2XkFQhKAwORYaT/rIwcNXvfT9kZH3PVgUL2ACXqvuKEur6SPp3QebVB43QxcQTq0dgl+iC9ciL7ryAg9sCFdgG+do4oCXvdwq3CXUFcaosNxcOZFk+iUGE6kOmQ+fTrl0WacxuGQ1emkYj6tucOftXmRkllpOu0wTBk55pXEAbIKGdugDzkB9mnHR1+m5WUO84x1r8Wk7KZXwtRB70lQRvfpwQaeLIcfAuOB9RbYxiSBYJ9ky46e5VTvWmMyn8ZD9GM33nafCzb0ISldMgPtkwx50ukKX3e7J5afZkv0Y7fZnkC31b+W+EjKOPBJXtDqDj5R7IRfsp8uk/FilUV2O65a3U/xNBLFqU8iwsY+COJVN1ysjHRQwifJMNWEpMaSU2gMXWDhTA+nIcllBirdjYob8Ixg//b0E4qjowmKn2HpocwLoWFmnGjRZRsFgSXffNvtjRuPzvpBr0aGJj0+iOsDXSwK7L6ThQvMVunZTj1/uEjSbzoTM2Cl+iCTVHRFFll2LNJEYCYhv+ZCiQ6KLXraKXDlCQ8+CNugzmGNyR53+QYcM+XVgCvsX5eG7tizoHJJygdR2tRHMJh3QcYJv8B6Xu0Ckx0ulYAO4uoDBthaH2TsuQdqhtBBUTsxXIZ5IL1IMZJfTiQYvaQAj72e5Z1njCmnGgJSHFCZeBwxMi5iGOpoTzBSSmmfVyV6huTCitp3yqHGzt/YfwpAWeqwugyk9LXwd1aEdOjS+tQMFpgM/PwNCcE6otOK/QbyihQkEt4utmcHEKuqX7i9NCLA36Di0jtXnexVrFxRrPT6uiJWO9UsrpcoonWZ9+pvyF6HQSXf1VZxo8Cq+boi1aNULE6bUU+3fYreAamLPY3FCl0VhdClSwVvYwim/rqbt/MFNUZhgerpTmVDJMB0UpoyoDmlxqtWAs2akKGDybq3NB18Azy8XU9LAx325smGWB7ehs6mK8hRxlp7tKf5xReHxlXrNX552KoC8AySLlttCOtsoT5ApND1qbY7+gc5wV1mBw7bB0hesMZ3j7GCqGsyIoEgsrC5ShljL2CZamsg0wceceKwRZw4yMre/XrEHqU7FKKsz0hkyyy9ferZKqb+5KTlE0ZiKNibbvLotF0xdjEJCGzpRw9YKMYKLACEnkdQ+5FF94cetuA0VKxZ9m49H7+86ZRQ2NUN3RaIYSbbnk8dKtVxf0Tsc0pLjDQZ84Ausw+kPOqpJw5/bIbwFgRl4oJY6lVeAGQGbfGp9BDUMDi9cMdsxC6fVyF71qbhxgnDA1MbWQY9pJUvvbTHZhcLsPvRJecN71wpr5yc4FL0jo69eNAx2/0mctRPeYRHCKp6FYYcYHZT6FMgpNiYHOEh69rGOi2NkD2JyYGPYTZf4YIGKXGrLvNLJ4qK5z9p9QRrdZwYfYasgiHxGpyMyBdl2WnRFYKTg1Zfz7UJ6lnU/XrNF1I7gSpHdCM/XDuHd70KA2SRhbb6KYBWG0AX/OOPHjqWIr8ngI3h44aRp0DbqWLSVJ9kEEL0Ccd/BrroyQOgJ10wVd1x5TXMecgrdECiE7Dx9Z8tHJ5rkINfMdvmNanoLDwEupYJUTpJP/hSLE2torI+TCN5XX30j2ozXNjgdjQXWj5MLHoKg3NYekzQXy0cObFCgP98MfMw6UEH/SpSXUPiLWknnDXN+0vpaqeEWV86hDfvM9FEL5HJQ8+0s/Jbvol+xdqlB8FqQO/diduDSrwGQnpHKRWAsmJ14E+aE18zfIkYA2aVTOpTbixTo/TwlnpD8i8CAvQoJsR02sc/v+XE6U+RJHkQZz5kQEl3qtiz1ycP3nGT60AV1k5jmiIUy5UvUcFMnOq459RcqRv6vOXMmQtxuuw3iDP2MZ4JrzXg158mVvGZv2U8Ba72rh5QXsc0vCPgDtdO4O7T1xSa49CXSMv90draly59KtmQzxDjBX5LgN6TfMjtQEpHfFaTWn96QIfPZHEgck+Sr+wILj9TB9D5DJNBcD0jkzsVCtx9yWbT5425Px3n+czIXHyu2m8Ck02YYvtPzibPiKL9aQemCZX2/IhRkFWuvSyK6e3tBH6CBC2JCkV2uMbIuyMv+J6j7iZjyI4nitsXJIQ1BUma7CmGva/RiZcP8mOoKvtp9z96rM+xjlVWQ+OUGyH2vqBHvFFd3e3E7Z6FJfvdEU24xxidxGCKEyMi9ze4n7KpGz2IiyR5EnynHQC4kSwXn1rtnUdEjh+dsr1pg2s+IA8zN1KdyQ/4aeU2oYU1SXE5lQe+POe6AoP7XlFZwcDRjtz466xi6x5QDVxOFxLn8Oq6YQkIE9cTm+I5YCWWHBrLL2YK1uiebddtl/+jw1SBzGj67Xqtosp1WPXNouGJVZaEWN7nGNQXJMc65ccMvhYgdBoVBkxViju3U8wcbxTw7gievqc4dhfXQRd0tCH8uJHb2b6RKBTN4RzL3t529ROedG5XTPVRS5hSGwG5m5dZEBlheZmUAd0WiWAu9vpLPwDMcyRqN5EFOZZjDg/nnj/RaPLZZcubVgA3XcrlPwFCnXal5D2Tsbjcmt9IBdSSjAUzadNixTSXIX/MXDF/DspALcjb94+vM5IF8CQwbLS9EPkIRseO5E3mNBBwv1RvfhetWxeb6v+qjAAHq/ilYF30lA7Ad7UqcoX5L7BleJVHUu4TgTPBHeKLRZli2XmfTPRBXY6dz+SXZYB+hIeIa2HXC+Antd5mkm7lRnWkCHTVb9bpMmX05KOlXuWlHv6iClOYQMDhfR9uPQkz/hAN2F2vnjfV0ChAC381GaQlIn9/jcUIvg1Xfk+REQNDlXiAtwB8u0V/R66qoZzKDTDYIlDlwWcbvPpECTh/G6RfAiu/5pF0amsDlqNSpF/chz8TY/ZB6ot8am8TKFTut7le2XFE+25QRn43ev5t42rql3F1Q2ftp2LAt9mCVncpsPkU7s/hUv1u9Ixrkt82OuwXhOivADAiRYXLCitc1icFg/et0mNIqYBcSi6CwWXy25T03EYy/WvBNV9YB8+EiRcUTKyOIDKX76bML2m0gl+h5k+jPPOqzF/7e577ksB/WlFkXhqUlxUDS1rcoDuCnfh5TKD+x6ceKWbLkXx3R2d8NK22PF/yOvTLDBT16qUCXvIgYSkkpEyfjOs0z2WHVXwwKUo991FEM8cxMunDRf2/0CToeY3Jyr/183ZtbOXi1SQ0tAR+rQoi9PxFCcD/8XRdYDDiuh6yXKzm3/9owkcPof4Uq40cFzZ4LOGV0Z++P9VAC16XxednVKbluICgxw4agYPT86cXKnNwJr3HKwzcUJs3rWK7xBjTdTlIUKs89CReVAFlIlOD+d7TtCzfxRFiF6sKGaNSw3eYg5GLVLOP3bjGcn54DvQMH7YbdpxaxK4ORl4SNEClCRmuOBcfCRRTKjS4B2XpwtJcsDWC68BvEmRgAsuVzve/pN5wDY98wbIj9Y4e4GHyDPAUkxbRcMcwKJl6uX/AkqtBnDGHicwlwz8AQ5uFKwF2JRcjpF6APWAnIo5rifcnUc2mJyUe768OCmYRR1CJ4bJy9PvwukIREsCjwkpcbrV9H9wCnlRWM6r0YoC3SxuA40NSbfeoLUiKhAF4uBNrUlQssHaMVTPIdn4Aq8FSlGMsGT2sZABl/DaiFHixQPE4H/whnyf+TRML68/48dqncCX0jNDg26yspn4l/A1EcnylVos/rnv1Jg5vVMrhXzwF2LvEfZ26YN9WCakKSlq1H6hxPAgd3qf2YNhYvXo3JSpTWzqro89MpZI0P8yLI4IVlE0GL6sMVw5VUrSxrKAKiGQQJPJY7tJYZayO7lKUbzImLD2clGEN5IjdAANCMe73cxKeZPSkrzIDQ716gDM+DaZpHleOhVdeYAGbCHpSgsYNQF78kybHqC0ZOxThh1/fxPo7xxyvW9id1BlxHKK4s7K5N9XkZhF1830xJphA8Op9lrQdPGVPW8Wq9KKHbgFX7UNjkg/yqITxhpA9CRaWt0MJL6g3HkKyRDcBTJQ5OmU3qtulJPl4CDmOevcB+hI9hNuGzc8tf8OGHKBFsA47SaWmx1ASTN1E74ROPyvfuoKV9NFyF1KhI4ltlT8EHRq/UekBV7LQ85Ytw/PwLCwMPAPPwULmIkVua2uXzEtmJE5mKEqW0DU0jQ2AGBk6JmaGnqFp6Jo5yWzEiO1sO9P+mJ1nbe+bpmuanofpFxgaJoauXWgXeky/7NgRhAcPIrK6uXPuTIVKlDnKDGV2MmUKrpT5CRDYGQiQ2Dl2HjL/6O214jtf6aEDiA8csw8fNmYbc4/5Bi/vbpUZd/6dd2dgse5sZaYyC5lvZyJzjjnI7GPOQssyPc9aZi30TNswYKhwUTqbms4wYeLEKIq5dN9j0BAxhwgBosX84oVrDM55xAgS86enZ+csYv4wd+iAmZmpuTqLiuqhLWZX1xXzirl1niEjhYqZVXVWRZ1rzK9zjBl0LuFiZjGfzpszJ4fZw6zPq3NqqugsOsuYSeelJiUlA0lYVP/P/sBUhssNlRs0IMjKq3J8booyYABBgblKUnIyw4xha4vrZ2nluQI8bObiIru5wfnR+lKgwMxLqCcoiAeoJwAPj83Oy4yDQzPAqKhIaWhOmgUMmAfMPz9Fc9HsMw/NUExPTwScmJAIEAg6moFmPL/Zb87L+5v/Fsz2lnnGImOZZTmYTzBwL3DemwGHtcjDw/d80zOMPdvzeDy7zPKsZ5eXF4cnlpll5vuOmWNmen6Z++7u6gLMNgDGs81cM55rZpfcX98pvvIUmXe2k0uTc7Oii7uLK+/KUtje6Nbo5uReYGAsMhZZWN4yn7XNbbOZGdvMNpfNa7Ma2Uw2p6WNzWNh8u8V+Yrs6zssD8u8cpbZwqGhYWKFGdHW9sgTXSq4uE2kyEsWFxkTGyFnyJmR8cLsKEepIleRnzzJlXNlJ/KU2XGenHycHyFlKEqaNLldIhuZHww6cAChgSCDwEAHs4MZcG5w5EitEiS3t7NGgBSRi8ixsUPkIfIOWYhMRFaWlWdng8iwM4V5ggVDCYYVcuTQEQsr69DBQ+YhOw9GgABhAuEsYY6ymq1mBPPVHEk5U86TYF1z18xFkzPnzDhIRDPRHDQLzXR8M988N+/JWuq5nu9ZPAOYmWfm8Qwzx6XNaTPcjDZ/ic1is9l8JmOxIluRg+Xd+VBxVpwT50W5NomcRD6ChFamlWdlInOEwrlwnjBTkH30kHvIOuQfs+WMAWtOIGDWUZvd5jQ5iswEiPxDjp2hnual2WhWmjPMknPl/Oet2c8/883sI0ORqchN5CeyrexkZpwR5wvzg5nB7ECOlXPIO2YqqVlqPnDgaX6ap2YnGZDv7+/Oj8KgBAkOCgcbOHDwx0D2k19vtLaq6rKrqw0bNXDIN+Q+wcBAwgURDAkJKzxwlBEREyUYHlaocGECndzWdnZW5ignJjaumaWlhaF5fclfclcXGZeZWFiYFhhf3t3dmx1d3dycHlzcmrwmv72lyWmym4ympsY2J9M5ORkwcKBS7tDhQyeWlWwlez91FYWgqorKM7SzE1SEiRGfn5wktrBkLFlLy8teTiBfZWV9GYE8QpOT00MIPJdzLyamJrkJ6cMHTCQCR0eyURHR5AYNkBoqZc1MDx4ycLCUlCXlDBke5UcZg+wIFVX1VEUlPyXJSTIUlJKsJBeQl+RDxgsXJuVJWVGGlPVVGTJerIDRogXq6ZBQUJAPEKucmkpDhqzLM17lVxkVtVVulWPIqjJPgJ2dAUPykFxUFCQHyUQykI0NAAA4Mo6cIweQf3hkHtnHZ0fekXtkHRqaGpnQE6CgKEqkMCGbkElJP+VPEvIMjIxMDC3ft1g8lsfyiwwjpzA1ZeFCXq1re5ZpuXSFvEJGgaKF3EIelU9lQQgyBJlQjiA3LsqLcqKYAlmBrCVvyXlyspz8JsfJmCBkEPKHzEv5Us4gW8qMkXKkPClTykICZAGyj/wjw9jlXUaVZ8gsSGVSWYUsKlOQLXjKm3tyHaDcQP6Tacg1ZFZZgowoF8psMpk8JnfJuMwlz8lqMpzcJE/JUnKn3EEWIR/JTLKRPEAmIBfJMuRU+YVcI+PIN7KMTCPHyKXyCRmFbMtj2UWe5b0+uU/W0wuUA2U8eYEPIeTvO23mHane/bsJO7z+9OdPVFn6Sz+uwS9/H05KoH91At3ZPsc/K4YDthubP4vWwlkIst+14saZapXfNavKRij4syifzhiA+F2LpJNst2Y/K3fEmQ/Z30UlBRuCqp+lNnyGwOZ3ddWuAbP9rB0PcfjQ9262mbDe77LF4vj0vi/MjXux8r2TrlgT6w/DghMTO9Abh9j6/aSQmI3/sDEMuCvhVbG6oR+GSFm61uL++RDhUjPWDZ9r9woDsn+wHCrgHn38q1cmYZwrPlhjYCnct/CvKpFKw/ZufDArQpc6vch/QFO3LsOBf+DFYl1T0T9QdyLAP2CDs0tPyC9Li+pKzP1lh090UWL/AbAGXbnsL/Ph69Iw45d9yLtyWnyyIRzoRhiB5GJC4pNl0CmlS6v/VBMYHMmWUg5LAHCxuD8ZjmKcF6PlQ1EiyKuK/VAlsvB+1PhQgF95avOHWrGEVzn+UFwwOdiLjxYFKsfDf1qArXyJwUdToZk7KPLTCnji4WULcvvKR/sjxGupPpoPXno3pcJ/mhKJm2b9sxtR+AwAfaWoCnx1Nb6SF48c/3u9hF9ph8+Cz1dSE9xDseMnAfcgiCL+a8JjBMJDPpvSEwSxp39tt9mL8/GTgIytXow+mxceAlMCf00CTenebfmTSm0QYNjy14xSIOgT/mqxWr4fD79fxOknjPmLVHj5Wb74RZG3fz21v0gGo9/W5y9iMKJPl/cXndVFjVX5bo90UXNOvpsLGXj+o6pSv5tXVF/sd5MFigpa+21ZAKToy6T9RQYuo+j6t52oMcBk6reVdS4wAvZ/howu2Nzyf2xsAZQR/T9MpBaY1f+nRQzgkun/wRX+C5b6PyJ24DnThfrDLc7Ac6bBmw+XpQDPmTLQH26FFhbORJflv/HmpPjrLPJ/HvGYOkT4cD3smL5c/DdOmylq7L9pAQbGLf0c3N5AHhk/B4loIIa/n9MbAVBH3M8BMhQ4ikUVkFDLz3GNwcqNLol+nBQZWPk3grz8caMpAHfEP8fFkpFmzpcTQGNUIQ4Uz4066y93pcIo8MePq4NSGM0Ff7jQYEEuB3/GSQ1B+uvPIIEiKIHqz+Ay4Vg/sIXNn6EV9CDgz1B5EhjX+mdkc1AADuv4MzlosXKgScEvNyMWKwdyNPtyiR+wcqAMXV/OiidQYoEvBzUGpEHUEmgC3Y+bhYIC6IHTj6tQRFBTcc4twDDsBFBBF0sMUg5/BKqA8sVAYkYD0Th8seyjaq4jwfLL7UOquY6Ep0lVXP5yDlRzncInfy4V15mw+OV0eFVzncLUP5cWqSSMpEjp6XxCh4L4x6F25oI6GPyWSgq54FsNv4URxwNvJPBbQMDIBSk9+C2GlXhgg1u/JZQuFxxt9FsKbZgegjIR4REIoIff4kKVNa9Z8PnlANVY8xo9HF8uhSErXvMg9Mv9/LDmNXZ3X+42wSpeQ2ECD9a8Zg70yw0jMV0hoyw1TUNSs8jix/EJyQMTCPC7kb15IKMKv0sIBAe0oul3SWTlgS5qv5uXiwNu4vhd1gh5oOyn34WzKXXdm+x+JQHxXL9ba8Sajxcs+XGLNfR8XJf541oP4OMJgXx6Pm7b+XG8EPAx5OKHq33R8/GZjy93czvI4FdaOnhh/AHvwyna5AuIfL+ExS6+AMOLX0IrlAPyvPBLONTgC6aCPZPaNAcEq/JLLNyQGsHSJLrlwV8RO8+kAGIO6Lfmlwg66fncWPnhbBhWfM5c/G8xaPR8JlTy4bjW8Ll0/294uJ7PfW8fLkKLU1ENpaR3QObXpf8mbqLnc52GD4eZ6sfBxc++NfC71fOzRyT8ctvPXtbof0BpXkiWA6E6AJuQGMnpc8LBz+4o1f/GSr2Q2rA/wBsv5EYF3BeVyG9DoSL3ffydgfv2xv02Ny25L9zjdztA2ASFDbE0lEDUr4Hez7aFSe6LgPK77XHmvkYAvtsFJ3w0tc9BlYPP7fY4gGPsrZLwORB5+DgMexw1YEh0cHKKydz3+nh9jhtBOh8NIx7H5gK+2zaPg7GHjnsooUv+Gs4QPfdQ+p7+2hwiDkX3/mqttXruoRQ4+muaSTVUNqWeOewoV79fjYGmnnsoLod/zUasnvsnuflfW3K0heek497IzPzPenFwbySP65+Fwum5r53x+NGsYpW8rJSGSCM1suryz9Yc9dzXLoZ+tAgveu5rzzI/2ghaPfe1UTQ+mqoMK+597L18Mhfc+6D9J0MjogXFoxQzltAHLP3HUmnyHqSIn6yDU94DD8Eng8XU8x5LOp/MNyvv4WL7y2qGdNy/vpD9Lyq1cK85pZRgiq+HN/4XKKSOe9fNTkYd965WVh9scFjPfY0nMx8slGnPfY3Rqw/Go8Ge+xqMRD5YEx4ObCVLF2VRU5sAfa4fGzyVb8rnsrvDUan8fC5PLRx1MfVzFZmQoxJA8LticHIZSoR+F1TonsuIQfu7vOIYlbZKBX3d/AqdyZ8fbeq4P61U/Pke7k9f8H7u+aPj3pRD68+FfO65NzUQ+bbnXsWTET9rQJY99ypQ9Z+FwNYJw6JRaVuoFy2K+lY7ZHXcn7DM+lf3qo77E3Pqv/I6dNyHNpL+K0GwHQ/10ftXHXDkJmCf/lWLrNxECPpf2WDisARAKY5ki+cOjT/lY6Nj+RGGUv7UWAod951NqvypQ33Hfefd2J86YbvjnrMKiz8Fi2THPacI1D/lJHjPPecfiD8FDLu5hVd6xOMtT/bzqxiQ8FhI+dVb0jwvS7+ahYVnd+tZqTzkeReM/OpcqueVIvCqsiHycHjwqi/y6o5i/ClskDoHkv408JRu1tOvMCCT17GI86cBBsd5nRQkb8oj0C7HyJtmXtk9TXnTwg9xP3feBNwLuB9+3gRsZBzepwelkhnnicKDVm7GCSnzoF5EnHAU/6kFhVwARf9JZJbNzf+yicjyIUSYsdn68CGMftt4RnhN1CZtYKte8+6wrcGp1wSiansk4UHwEp452PWXUDJnppR+Q6jgGa4Vv8HoBFrRAK/hFCtHM9vzGszEaIODXsONZDJHg+zgLYlQEDMS4CUF4GJ0tD5ycoJYhxUeUouS2CsTD3khSiwXi4fkmc3HZpb4Rx1nY0Q5/lETs+twi1dUItR1asEnkq52JdHziIy/XjMJ/GGFEl4GmHgLImi8yAq9oa9b7lWH6Q0zEMkdD/0ghbB8RZ1/UMA3r93iG2CByaKxPIMlRGM8q8jJC2Ip1by5/tMOFoi7EP9pK0HW1QEvGOaLZ7pK/acAbGpoZmRiYF7GLuK7pme5ipKxDzSSkI4CfGhZrnn+Tg+nvlx0mJNcRHggaMu3ssyTCCBUFhORZZjYlw0znubyJ0WWxYkfZPmGMssy3SuPP8dW4xJjEmOqsed4hIuWceeY0yXLWMR4U+w5DjHWFPONQYwzP3jowAHzcoMGywyVGCgnJSMhHx0bGS8sKiYiHlowrEBhgoTCCBAIx4PjBw4aMBAMBBwvGP/59fHt6eXh3dnV0c3JxcG9ubWxramloZ2ZlZGNiYWBfSnw6uLaGmuNE2TlONb346sxgnHV+MB4aiwVZaAA1JNTE9OSUhISgSOjAUVEQ0JBQAJ+fHp4dnQC5ODcALCpoZmRiYF5cRHfdk3P4y0uwy7CLlhcgl2uAP/69vJa2a2im0tlCq6UKFCeOGnCZImSJEiO3NoaqS1CS2TIrJAgQGR/+OgRy2MHrI4cOG7YeHVxdanRSmPGrrOuqqaiyogB44WLFixWnJqqKE2BgtRl1EX0RKgJ0M8SJDxHdHKK2AyhCSLzg4cOHDAvN2hwsXTJUImBclIyEvLRsZHxwqJiIuKhBcMKFCZIKIwAgXDwgYMGDAQDARf8+fXx7enl4d3Z1dHNycXBvbm1sa2ppaGdmZWRjYmFgX0p8Ori2tJKkJXjWN9fWSGoojow5SLlEmWgANSTUxPTklISEoEjowFFRENCQUACfnx6eHZ0AuTg3ACwqaGZkYmBeRmLb7umXeQtWobFwuIsWIKvAP/69vJa2a2im0tlCq6UKFCeOGnCZImSJEiO3NoaqS1CS2TIrJAgQGR/+OgRy2MHrI4cOG7YeHWt0Upjxq6zrqqmosqIAeOFixYsVpyaqihNgYJ0VPREqAnQzxJiEuIRnWJOsYjNEJogMj946MAB83KDBssMlRgoJyUjIR8dGxkvLComIh5aMKxAYYKEwggQCAcfOGjAQDAQcMGfn7hPvKcnzgsL+5oTx8W9RYkLFHg6EiMhKZ2lidPWqqqcrIbEQUECgMRCQkQIxFRUU+IoODg5XPz/lRgBGpoandjODs9HzMOjk4t7sPyPF/+IgcDAxHJxggRbBMRGRkXiIbGXmItL64AUlJQYSmxAfNcj7tkRj5XViefEZ+IycRuT2EnMJnYbID4Se3GWGO8SKyATm4l7xE3ipaU6cZ04SUxgwAAfJycoLS2utzc4QMC/w8MKlau3DBl7aalpiBAiKCknCwsJ8fDsxkJLM0tDRIaglEBZqFeIZ4Y3ZjVWhYmZ+fgYeUfeESJIuCXceXl6t96NhmZ2m93eW91WBHToALLvNUxNV4gQsTk5CUlI+MBOyW1r6wQIkNkaNVxXrFCxuakJCen4oPFx8DHCXYS8szw0LDS/5JMCJOHcEG4HDgYFBevmmpyynLTatN4C3wATAQ8tDys7K0HcvXdurhMnUWZnh7i6tqpQkUJT84Nj2i0nt+bntwARUfHycsPnJ4kWLVjM2POz4IeoAfES9PLzxWeL1xYzfszgYWho4cIFDPitQEHW2lrb3XYvWBB4B96Kiol34r1hg+VteZMg0ckiirAs39zk5OCKaypUamtt4MDhAgaMEiUyaLgtRIkiZcgQIa2teooUpB8y3Bw4eHJauZEg+fHj9fXGixcxQO8SsnxLkSJFiBBdVyXttYeHfV1cxj8/Bgx0dbm59YHdX19eXlSDd2V3Z/8MiwlraWcpQB1grlLlru+63tnRYWJS+v+qrEysjo8tAdtW1JaUkBQQDND49x7fY99b7c7zBHeCu0CBqDvqHhoSuoVuGRmYG8YGtn9TpHjxQtdx4Pjxo7aWCZPc3C2yfHODhITgKi8QVGBoZkgm+Ja5ZexgG9jG5qYBsOWm2aLFFsa5yQmQU981FfF961KpNVKLIwcOGDFglLif4NxaxDY4AQAEuOlbd4qukSJGctzIEeN+ugUICLqD7pgYO8s9c8/YWexgG5v7igxvEt5bsc2VW8vN5EqS2CQ77htEoBBZ4rvECpMnWuwUL2C80HcdRw4cP2R/1BqpZdKESa5urmzr3rR8k3ODpIR0K91XdimMGDB2GnsOHTlkgcgasTXSxEkT3V1d2t69bTpHJ0dpBgAtnpkCZcoN5S4S64PJjeCemjoyuouCBKE9cgS3iexNSwt7w9K4de77thLFyhNbRQwZMWi00tABqwNIECC2t7ZOoDjZ5d21eXfcsbGpd+qtep/AxZUiZYkSO8lN47ZhA/VGPb0F3C8vMXeMjcXOAgNTI66hEcfQvIhdbFMZqDJaa7TC7oANIiTILZJbKFGg8Nqn9ooVqDaqnZpaw65hu7rusHfYPHgIsYXYs7NIbCRRevTwYfuwY2Nv2KC1iRAZYvu4h8V2sO8wFHuGvbqqquqihc1CPCOWkbl5d28rt69vljuLWHwH38A3FizisXgsrrlPRW8Xorfo7XmbuENH79G79JZxp5HdZPfareAm4rl5am4APXfPfXQX2Vum2FNsYZuKvaSIXcROYtOKaYTFLsK38P1799o3WG1W+9WeceNuubfcVW5g2wUKG4XNwiat0OB+0MBR8q4EcXd+uBnvEjforeE+cZPeHapuK7rb7p5w84XdY3fVvSNJAB73jxvJjXMTuJNuHjfrPcOuUt8obhY3q33EfmJHCRbb9+7Ne9/eFG4LN4Mbwj14L96Yd+P9eI+4PdyZN9gtdsfdB278zroH3E230y13791+d+6t5HZy97iB3La3jnv13u1hF/uKjeV+ucV3TY3L7XL7+PzcPzcUlIHbwM3F1XV33XBwbrfb/ffXd/fdFe4JNDS2TBZbRrjGouu1DRc5jOS4rXLL68L78vMioIAAA+OxmIdHSenqCgwszoYzNSXhwgWMHDl23N4i4eW1X37tlxcYAW9wCuC+qL4QGCFAykHSsXXEvbbYFvtycdkHFFAVURndGOXQOfau3ZukdwksbF3EhpFcI1XuukpdxaXH5Qfqp4BWga0nT4rURXLrOrfOvXfunqceqARQWmxabgQIHCAiKrKLbBubG/vGlmXapmtd3d16tz5yJEkP3BoYeEo9pQ5Q7yztPGU9JVhLwObH9ldrmestMzMAxjxNPEpf6UrsCmwOLM4mYA8NEQGBTrAwgY6PbixtjCuMa+trS+xMLO4urpBCoWQGSU5PzhUtVtR4rTGEyJAoUqJkGc5SUw/X2DW2jU0EChpicxMTU1JSUbGwUFAQD2+srMz7pCQcG2dmYpKSsrKt7CqfJqymT/bF6sTsOnvOBt0UsYnJAVNyUlJxUbFwQqEgA0G8PbyyszJvn3nb2zieZCcFsJ2wzLDI7sjsO7suFFQDpgYLihb4AvnS3NLCysK+yL7O2M7u/O4oIFLIsCGD56dnixctXm+8EqklIoWKlOGaynA9bJMqI1Q0FNMDpiKjYqCDQDc7t7K1MjI1MrY5Nj8GfoiLiBs6bPg08fkixosbOm7U2tZS0aVS69qyj9hU1lRRUlEPmR4YHxkdSHBg12e3JremBqc2tzfHAAKDRcfFDh86mDhhIgZqDB08dNgesdVlosSHrA/WGaykKUgzNTMfJx8lGEroE+yT05ODy4PbA9yDUAGCY6TjBxAfToyeQF1F5dGDx5H6x173qFd3FPVqPYoiRD1agwiBoQZRR2I4rCPrCocN6go1YIO/GrDO+1tQ59V6CwZrvVpwMLEWrA0TLWvDetJSRD1Za4pQUWvWKVTQqFPUM2gAqWfUskCa1LI1kybBNZP6SnBMkCA4cNRodVJHgWIli5U6S43FXspSy1rrW/N74Ddo42p8an0O+h4YPrBgn9l7e3w2n92ggQPbgV2hgmEjBFuChMPDREQTIjhFcOjAYZJycvHC4gQKExg0YGA3sPfsE5wjODt46ECJgfIC4wUKFSg0qGvUqqorTuVsOjq7BQsCAXMbDc3MNruDhJSsJesLFwoJ5Ww7uza7LWxzs77krC9rSXt0hOcID5keMFRiYGxkrGCL2qGhnran3dmZaWfaHz5U2pWNlZWNdWOE2qytbqvj4urqurqwfmA/2pCQkZaWlxoi1BMm4NV4b3YJ+/OThE1Cs36r6ejQajQwW9MOEQKEDcK+tDdkZXFpaY3VY7WCGqz2qru6EiTYymvcxjmyj2whe4AdNWVP2Qdsrpp2tp6ti9SwdZQh9ZDaSS2k5hxRj6hX1KV2YAQ7gk1oQ6hLdNadHOywLrvLHrOt6jixWqw2q73smKAgW4BtwC5gb/nWvfWSOkn9Y9B+YFuwDf9sP3vQ/mOzt2wt283OYDvajXaknWg/1lz1Vo3XWuy5Bq712rW2UT+pcesptWnNonZh69l5NpqdZnvZCmrKmgOHyrqyJkECtAatYcCQUcuod+yIrWNrJEiU1Erq318bpr5SX7Fh7Jgay9e+/h9BjaC+uqqqq2orq6l6qqaikqql6gMHCtQF6qgoqBqqNmCgqW6qn56YaqbayYlATaBeWjKqjeqkJKFaqB4wQEAtoCYi2vnZqXt6cuqcGgenpq6pAQCQqWXqmBiX2qV+ebFru67rLfQW4XoWpoXpLFmAaWA6ONgKbYXu7dWldendXSm0FJoKFSe0EzpKFCQ0EvrJkyJ0EXrJkiH0EPrIkVl6lra1BUIDoWtrZWlZ2oiRIHQQ+vZWCC2ETpKECE2EbtKElqaloUBRQiuhp0xhQjOhq1TBpXFpXt5cOpe+csWX9qWxYPmlf2tZHqaHtYxpLbSWejy+67uGgRHX4trGZqaeqW9uaGqamocnQB2g9vHRqXXqoSGgGqguKgqqg47qoxqpVkpMlKQl6cVFDDQG+vHxkr6kIyM50BzoDBk0aU3a0pKT5qQ9eCBBk6A/fDhBn6A3N1PQKejOzhX0CvrzUwYtgwYFnUHPoEdHW+lWGgUKV9qVNjW1QdugWbDAQeOgX7zQQeugY8TYQe+gVVVj6Vh6ddUH7YNmZf1B/6B1vQfdg05N5UHzoFFRYWlY2oWLHHQOukWLG/QNWoWKV/qVLi2tQdegRUVp0DRoEyZ2eqdLlIBBw6BHjDilT+kQIUhpUjozM5QOpTt08KQ96Q0bRNAi6MpKEDQIenISk8bUQGugHR0paUr6wgVIGpI+PGSkGWlDQ0QakaZAwQJtgS4snEBPoCNEkEBLoAcHIdAQ6AcPCGlCmgEDB7QDWlCwAd2AXrAgkA6k//4AaUC6j/ajEyvQFehGWtHOTqyuToEcG/325gUH9zWnRWNhGbi6YjpAT1FRNVlZReF3dDTdV4ECSFJ0k5panpbmyRLQXFwIwMD+2VYYHeaHhoIGDCA6SqKXloycaCQ+PrO9vTI9A1q0Fl1Fb62tZbHRXrQZHo1Hj9F3QEA/QnSQjw+PAPrHza2rjc7pHR1ah+6heeg4uotWQIBmohPQCOgoGo3Ooj+dRBvRREp0EZ1Hi9Fl9BQNBUWAJkA/0UVNmjxhwiTJkdkIHeCGvqFzcgDg0DZYsAShP6h0rJbgACJDGlVAQACAAAQA01UjhsNQFOVQmuj49I0IjNEpAGB4gCCAWxDjIACQARAQGBAA1lrbtddurbVda23WXvva1742rAfoqll7vvbYmrvWvpTFducarmvPd8/DMObWmY0LqV3o9M+E7lAEd+QuOEEhP1PT/SeNYMuAnl04XFnPiFnAHWVnMu691dAEz186NdP0v0bHeBm/ZUbQUl9FVSHvLkoETb4tFQi5uRQW8Pi/BQXQQP9/s2T8/s7W5P/7kZ3x/z+jJu/vrfXr3IgAfoytMRp/78bq2P/fKRO/v6cr8/9+TE/8/59Ymft7oUkMT29EK7Dby4CisNV7AV44N7ZBGt1ODDSk7rpI4wqbaxGu6HJkqCjKzbSyoJGXYU0pY6bCElzOLRUFuZlWVjByNlQhZd5VWGi8jC+2AFuXRUUh7y5KBE2+LRUIubmoBuCvibfNtkshZa5BEH5fRQkyv/lIjvD/HlGTZVYUiKHJiSABZnMRQASmxgIckcyIAjE0GxFgQCrSV+lMcWMuwhVdjgwVRbmZVhY08jKsKWXMVFiC49HIcvcz/50e3aiT7GshlguMl5SH7JriKRLc4Q1KAVX5/VxdOcMczceEuukASUNobdqhrb8nes+0hBWe6dNvid70D8th9wlHeziLPgmI+Hm+56Yq7WSo0id4M7qQQHwhznokwiX9OcA+JfaL2aGRyagt8wiy9DqV4doWEqj5Kcyr+SnaKxfWMUVNbLgljoKe1rQDkYfQh5n7ZKWbLyTr8ZBd/N7Vv8re/9XvrDXIbuowg+g52Q27NgPw0QcdY3+srGDyuElKLAgaOHM4mhKbJ2SMkbKubpbmveRG6Q8I9wH+WG79aC2LJw4aXuOrHm8pdk8j62sSlfmkENW9CPdoN8+jh3mXD8fhNudTF/rxdu6X0ATFp05xz2GruuvJxK4wrmDXXC1yHUcdMTnvGDEh5SC3Ywh/DmzOyr+etm4O+njTQMfBP7Z9O6NTtvi0pMmd7zPTiFYmKg9JXw+YIH2ZfeCj9SFpxhY+Gn/JGHLMO/QsvWrXo8u/V8kGgLz/EpuTtVVidjaaitUWuGRpQMZFcUV8yuEkqcF83lPS+I19jUNQqX/beIv7Fa3hV0ZWc0v1pdlt/Cxm0A4Ym80NvvGkmVBWyz/CEGG1myJAZ8gRvEGFv2AL1Pxtpy0nbEMFnF1v8NEuyVTp3gJlGoBswbpP+xPmtnZw2XAGVTaqVAQctqoGPyY5CCErMYgYC9sLalBJk01wThl702uK4ni059RC48I/1e08LbQvzuT9oAMP0r+J88hH7kVGQ2NMLnHoy8wAujdD9KVzdf/qqdLyZW6iFr0inE59Jb7v/1ZRZLA0wWq3LIgzi03q9pI56vnMvMrj70khnt6yZeF7V3fVw6CUDZ686OMQ/48vpdTt1bXS/XUpmHrrmlzTD50D/+x2ocBwPbHp8wrjWRmLHv5RyApHW/Acnm5LyTBgZseJexZasgPb563nr6uq/1TeW+7+v7smkeuTPJPUczA9/kvuas+/vH6x/v/uHYUCd0Bunve0wUTLq11oaq4y0EeIY+nqcDqEAImeD6JD6Oq/UVfwKtAJrHvVYVv9bhZOxaAbT2X6Zbf9l7wpv/iAkpGdd3d7XVk6z36/8qLDBQl+ExTrefLh4wejw6B92VbJeW0JfFfnyYK6qr9wrRL1sGW4m/soj1+ph7f4P4bqrODIgmXwg298AJtV8UnLn8/PQ3KPSYTLnkio3B9wOv0wH0zOrCZ6U6QMx7ySlQvtfAPp78w76OU5eunTEdWOVbrxZn8H7L32Dhvuv8MpjrevdByfr8fjrPjXCVptv3uc5zoF/SKa/o1u+o3BZxrTRictQ7y8xD6A+dFpZFVtv920iSXM/1Zpj6fiThQZnufUeOPUhLnfV4bBccS+Gz/kD27Ug2L87luFMDTFbOwl0WT2WS4GVS1TzeH/99W/ieF20ZZzOavrrnX9/artMhfGUb5gM03OL7Vazn93L/B2ViLz9tuS5Xgudqo2JB2LDLbIgs/3Ur5Tc5Ct+cPOldJ8AQE10+n56ZdfFIvHiJ+gFZIvNXCuUiB8B2eAUzyDX0akoDAiduGP5r8kGjosh+s//YnfzlMUuFdaMLevoTp0Na2VDNdQnM54eiZ3gkPxPuXwE2shW9Yu7z31GEIOU6O9+3upH9/+XrXmfcrhFNrxVc5TFN+nHa+gPE/xPVVzHip2XMhePLtXoKCzBxTGG1+gwOV3gD4YSeo+VWLf6jXr0ynybuGfLyMbGm5d1VK9AGex6hd8JcwN/lppe69bKupAyfu2JrWO7XKLYvX+9XSL7XFZnFadZtyWzvt9EB52ocJfi6dsdxpBgCmXv+ssi+V92uusyvPb3lMtzq8836p9z+I81fK+yncW3fe1SaAFZb6uwIvM66/2/y2doyreS3lOoXu+4h2K5jy651XK4SneUVXOpxxfpR1eUEzldD29/1Xl+S7/rdXXV95v1Z5vcb5i+X7tOwvl+Zb3Krbz6d41aUj09BKMR39wefeM1qMnuHh5A+vBB129PKDx4P1mb6+QvvjFbPMksk8Pm27ewnnz3dP2QMmtF14Y3rPPIpiIQal3Fy3fNY27cR5p1JHG2+jysA3QefgOcDNsCqjT2P7NfkgZ2uB0pnk9nCYEWMLlwIfMwJ48OTi298s7GEwMiu0czV11XegFNi3GvYcvTnf5Inivvckl9HX483VHRdJFOvcvqu9T/1/d3o+Hdetnw5nPxl8OX1eVTzsfgvKPY002Guq2Izsi7F1s0eGfl5Xkkt2Hwv5bO4ktmPebiHUoKGR8c3r510vl9eXTVm9wTk1iXojMdnsircuQT/j5Hwj40B+5lz4SYZGhHIwfRrXLobIT9AndfZicRxgvgt7XCJKfkffu2fPevehalZGKb7w9P6ej++XjDsjSSsu06cqLke5xmummRdZ3v14IFRs+9sYH0IfT4GB0RqPdzde2owtFt+V/A8euNxZe33v6oKjQ+vEfHSAZeNCPHmANZvDHHkSGB2B2PIKj9l40LeHFdjBBN34gPbwA4FUHgT+DGfzxA5GhBfjoA89gB+bowWx0gHrwwTdyAD2YoBs/kB5egI888Ax2YI4PzEYWqAMPfKMb2INNMvpeWW5t7Mmb0aJ5Rnz0wHe4QJyBFviCteTLHq46jCrJIRlyD4CLjnmePWcmSrzqnUS8oSpHHEQP/IQPeq+rn/kGE2vtsH/sjmcca7rwd2V4hRb/eg4k8/7TGwpC5Xg1+Jb3UMNw2lSyc66gILVrslrDwC1inUvBBP0wLnfBJWn376z/o81/ZDDqAU4qpztcfSzwTX4LiPnYq8UOBu9b1SQ3RqfaJHY05YPA/IkJqtzzhPEe1MBsmniAKHlaOrZtxkNgE1kuu/TUJMTZirv1CAlHztcYw9S84Cv2CS+a15Iv10JRwWmfRZldgSmQRNHw9OQf37R84/Ie/gFHssqRU57+Mf95hi0CJxpDBaq7xZOmc7e3TiWlYS00eeS+J0UniWnjlZuKytcJpPF8VZlh+CQPweXMEMPjMvtf/Uzjsrv2TZPENvbUVitTqQNjD1W6MOwxN8aqr8PkxVJAk6shoCYEn3uI2mf2NMyUAO3saiOyg8cxqy7xdfq+zsNP0p/As8tl0PQtMBoFwfHZPfdfIl7P5VrWCB5HMzJ6xKLoMt8WLPkJcYZ9QtsFiJCO3Iu0cZc93nssGhSeVU6DIs+5fLT8Op6Fs3+ft5ujA+eghGBYJcrebJrj2oFYajBXrax6WpKjBruWeE+OmmFjRyUhlxY2jzgh1n1iEb+Ugk+XzhNXZICX5zSihk1A7fXP/Odd9CAaxPRxBVlvbFXf4L9Bbl2y4Xc/WIAJY8z5JvrJlolGLrtJbx6YbwVnBnCQrk0ASVc7gdWs92FD+dxMkPFko4BkgCLj6UlXNWhlDo1lkY39tvRk5RMp3a652cCsLNRxHH4wHeQ8Xa09n/h4xn879iU7sBQX6ChN66XbQ8+e9Oh5lw7oXY/07jfnAeHr5GRQNdGYk6astUPIS0xaHVxpGYx6+amK3NXEgcYTLAq0D4qXxD93mXqgwrqMayst21iPTtbKXrvlZ3UADoIElKdLiTc05k59tKEAr4oqnmlT78Cl/gJo2AwcN0vmx4Mq6uWwOdzwnLq6P9C8DTTLiF0EdgCRX9zvjnHQC0vxNzfM8KDxZpywp/xsnbeKapZQl7bNpW4dtklG21qGOsn72xxDZMaJuy+I1V+zudrbL6gRuJukvePR6oL7rNXZIPpB3ROVW6ZdD7kId94Egz4fMAgf+FzknY3T5Uk1g95BDvFta8sYgwxIeNK/e+N7TcGuaKrk/W5tBLoxTW5PIbeDhGvzhurNbijMLukdeOHCH9NHUwBaQyZZYZy1nIDUs0oImpp39yk5tBslSvUtqYbib5i+gc8CcfHIVJ1Ajt1RCbHgVhskZ9zJECv4nT7gh7Q1+49Ue6MfVXPCwK0ve+KA9HrSk+kVzm9hrpRH7rTRXyFFUJLbtaDpaURHTzOf2y39dAu8aC/kP5MsptFE+/c+H8iGEHex1tdzuE65gjGaH78vYDcv5FFTt5JdunBxspKFYbul9p5V25qxTn+u1zup0Uq2eKtug52odL+W6ZPnQcoyskNPIc5PYl1kVyet+9jk2rkxX4GuS5LaQo8Ds55WnG9j9hadmZswP9nSlMLQg8fmhE/82JvzdL8/Oe2/YN/q/B/+4fknuj2hjczPE8QLlOXNCK3q7t6h+Dok6C1Voj83cc/10DRr24kpGZJlaexHtcUMSjZFJnvzSDI5gQ2uzhloh6fo9fbsS3d+cm5+gS5BH6GO93ZoPtkUJVi4Rm+hHKS0l5u0Of0sZRu7TCfej4xTRGX2KZupiboPzkq1PBuq8US3KsTIuXoW2ZRdrPWxh+qb530KlxGWzVLlH2s0sMcRutfJyW5PKY4VnJzB77k0n7F3YPqK7EpII3PyDMKKZHtjPFa5NiN08Zt+fKhGZClxz9ZY9qWRDFaFdas4wBZz7k8vrD0k2q1ezj4ym2iHbLmfV9SydFhx4CEcPGOKX0dnFJrA4xtmOtHQw2hCC7aHElV2TSTe+jGLcMHkGmLOho4gTpx9H04e0jqdOZjhcNTQ7UWaIUNVX8sFL/iYKtxZYp4w6WGSoB22A4Qqu44OXv0cGrjBdFwwz8YpQVu3RwS6Nj8KTAbC2TQWuJ3JF+E0QA2To4AOnon/B+XktLJKY6wAdMg5UTUH2Mq6RcDtg3mFXcCkq3WAPh4ptDOBhW4uBaQTrHAr/1wNPM/6C4J/3b8j8Mfrn/M2BV/I9EeuDKb1c3TgDcPdQWcvcneDUOtkhqDBeUWqLsx2KW2FZTfvBjnbjQ0pZ1+vxxw3lMpuyOoHACYtyXXsFK89uduObfn1yXlZJuHUjB12cE6HPT5//3GCtgmZo0kjNEongmCgnn5ippZImKyxhx2uc7W+jtjdgA/av76dtelkT9zcOG/dLSDT9/kPSzgLk2brHu523j9dxckRjuHZYGbw1b+mbxc5Rm92ELN2CcKavf3b1Zoi61LNjXORbgO6Rf/0MZ2b82fzr839wFuV/z+yJyOI7G6MjHExDgr1Mnz7+03YThS3X5r3q9X3oz3W3Vzbx1LE+UNL1kweKn2fOXjhY9rQ10XSOcPNG69owqAN24OFOru3CW/9mCG4YHp3MGXD0KBVt5sCVXhPCd7seTtwS6Vh3Atoy0KBcDVQ6dR8QIMmBH9B8NGRQYEELL8sKGYDE4OgnhcH9rA1QKjbX/yzDz3u68rWQwWcn3vEZWGLj0f9PPrQC/93H/3s//Sjr//XH3rh/wCkl/3dgPT0vxmIPrA4mhhkkfVEotNjCjMcVhXdukg7r6il7rcHcQ+rZyCV2Xz9EV+HjT484POtRy/7m3j06v9lh174P+joZ/93HH39P9/QJywODToaMVHcFozVjUwBg28LHWaNDoDse/K+IuTWQeAZwfcNdABJSyM9GuK8irjTCm8k4f+h4PEOcipBIWUW9xNuvYg4sKyN3FiCAPaWzzr/vBtkaISMM8AANpzM2rvuxhz0RRceB23ce2cfP6P7z5TRmSinz1nPvQg9bz/8rXi8WSn+jzd4Q5NHkEsUkYPlspOUcudyFaFHGur9ytvz9M11S5nN3rW0k5zA/BVkaR/73SVmgpWMImRJAw44qcVAO7gdvx7i+Iif5tiDj3hhQE9/k08mQTkJIyFWmMth1kekgeMhcOUh0buH44lbIp3JOXFoYEiMCW0/PPpqMHT/NHxjKuTFIjMGrtse/fJlBVpd9miXH+jcblRX7nLyrHe25Tgk2qtahZnFbP2vQcxdZrG6gKHtreaohYprizhkLfWIU45UJZ8f7hiF4MN57E70dL83KK2/kXlT0r/3jEL8wtuC+gGdeia+7J5DkjnjAMW5ybQDnWLOP55WWMTMKeixlpMuUJ1Ebr+7hNiEzxrgga4ZOV0nZ4qcDmWikek1Ng/moJ3iTYV+RqyFEyPjYU5fkXM/dDI4J862/aKYCpQD4/mP3xhBkk+OdGFWx3RYI+TnH3dIm5CbJDniMpkd7ES5/utW6ZJjsWQNMl2WQRgwtxuptTZMNzmnS1aQi2UZ4kS57dtNkk72FMmN8/aYr3VibMz2QXBtYDxZOidm6q51d0VE6qKzcjD0/JY9fidk+IrbcRJc5/2OtwTG3+UGb/Tzv816b+vzM2LWmxhZ88ohDnffss1MuNfRhK5zQAFHudjQh7jj1yc4HnGzG3uwwS3jFqfekY2/kPOakyvz8kmNxftqwTFtgevphpa761Bry5KKDNsUJpNW1mC3YplZrOuwJ6rjj4P0TjpFySzuze1glybt9zn55DEk2Y1MyBOEO5HtzYVY556BXFs9AG/B3X22Zzsumsh8gzKyxWbeH0wws5Z4ZmSt655RHjuuJ9vTKTTLuICwm50z6xC8YgCf9st+miWCsnWAfOG4JmxPF8Q842TANnMIrGGNvzOPMWczMuByBvuMZWaH6bm3l2PHLbWTjieZxT1kT7t+aNsHzcljvtiN7JKU4QRhm7k8dO4N4bZzOuxIOcJiZAUzGnQZ2BagJQujS7M56LYXycnjQCHruny+qGjUBRcMjHnTyu4QIJ67qskGOuBb3jay3yx6B9Mf5GxecqrkW5rYgjNL4bvH7Y3nrXuz7Le9ofavvK32b8+S+ytv4f23v/z+yrsI/oO/DnweHQvJKR8RSJvHxRCoRoe2d2Pklop7hGzqTvmCv1/wvXzXVLk77h0cYk3ycjXVVO5YK2ibzl+Hys/ae0Pi/+0s/2y4/gvOmwrL7/b8VRD9b/nGQPTfk3/3+2/+0Nc/eMvev+8f8TyCTHaQQQe6UohD3Pa31zaa7JGNM85trQXkpHb60ZLGInZAQ4m1m3XgPJe9P1nJpCTuY9hhTWRp2Fey7z+HMjshWxkp4rksC8xitvr3aOYk527GDno6K0Oc1LZ+u7BRZB3cOHFa3lpAh7iTHxY5FrGnOXSspa4r4Hvd77e2O5rsIx43zjWvHciyd/rxuMfCUNle+Zyd96e3PvLIquzip7rys/+0+y0LaFL5i41zWVEt3hzTtqeIoSQC72Tg2E+sJoAH4r1/BbqjSYw6+d0la57e0Mn3/WSqIT3+x1F/FUz7sA76bgTSgKwBgUfSsxu9RwZEI8+WLwzR4+A46GTrOaK1fqbWfp5yvsqvb5qD3tzFK5vBocORtK1yOemWi+qYt/zM2sMu8PiRZUYOGe2zD0vOHmPhV79m3z3OpXMluQXIFrfPNrDrgO73IHrzPBlYRlbSOYQdwfLG6fSf7rhAmp5U3+CPDoLPZnfWDA7R3hL5DmSUpZJsNLIFU24LzKaj+z396jKSqxtwO/xarN0wKGfjfOiB+ZjtmUlhZpCuh8AyBXw6Y/dpLlm07dk737PP5fsKzJlse7WUe9MtazZj+3oMiCWOeDLG5xnXOpaZm30Ne9e7/Dnt70mHP9ni+T+t3QRan3m6KFMACJXPQzw5u/si+9mC7z35nZxnagu6d953IsM1BXPd4P5KNbsaXfq7R2JtKor+3lKXRbHX+V592ClRfc1EfvXjg2KfPU0f/vKCGLiWcahLvoDsk8mPyIZmAPz35j+Vg40RwFFz/AwJrEnY8YLwVOovONjfynonqkckwht/+CQMmY1CblzySSgwy44zC/G3wA5KGQsOkt8WvAdFzFrUu77zRax3/B9vw3vvKw9E5WYQ+m/ldzvM7NJcf4A6YemDR7m68IuOeBQgHOS4G+qJhv+8eDhqn5Ee6hHWQ371CUwMZiGeUz7OURcI9sPcDbNxE425Hkp9jxwvRGZ7Ded6C41vDLkgcI6yVi6R4HkcwnJGA36Muv9HyH1mwiHVoD9n1qdnewqRPsCoqwHtKLH3kAnevfoIt9zn4zvsrLBxfmmccNmdG3tkD+juGI+FTD77X8Kfl3mFRMdLeOELHsRSXxddHSJO+s7yFuI2S7HJ0y3qP0Ppw+rHSN7GgCXxXSzvhZy9COPHAHgbZZMg419xvArZhw6AAeDg7X7r/knAUPq60D7p1qlC7fCoBsd7+EzO7fDDCI9r9U5X30PFF/ytTCj1P3T3s+4CCvM7AN1r5foeZk4hmV+KbgkB1/ufz9D3jGrtw1rgXzC8isjVUHNHUY7l3dtw68ukZTp9ktyv0udtRBuSA6G6FDutLmQjb/GNeXocEIcRE5S9DL8P0fHOsk/ut87fKOpAtLNvXo6Gop8oZNRPEL6E0ReuoNNIPyO1hX2W9jzSE+H6D3psNxafQHAJa61hURs7FMKnO7wavvehUzh768PB1Z19d9i9sPGpfvrL4TA9DadW8CrkrGzA/HrCn9gynMD4Ghi+a5Im03oO9dfw9bu5dvIB4CQcWx7ER+PQcTPd2QCddOCjpy1IiBw5+mObxtO+H2H4oweOOAsN6SXLj4d+eNBpa5ka0oVoUecxfVzY27Aw6Djaz71wXtp6nMbbUEAyX/boVfg63Fh8HIDDAdF2I1Z0SsuLqXwS8oduntCHF0hQjls3GuAR1lj7GjAbZSjcbgW+ipNjCLyPn+95cYfLxHmMsb3M5hmzJZcZ+JgzI464mZfYbK6h+n+st1GYSPF87smQeKUD5//Xt8FF9X8e0bHov6T/n+dtiKFoelB6ntWfsDAM07XceO4+nWiKcIupPt2en7Mur9+Ew8nLMNw5YWtzKIocufvP5/PkLD8YradalBMR7EhP/BzGJ7tPVj7S7AX3WcWLexh3KfwGyttor+T9kPBkyNl6AXvjz9sA4mXkdg11AlYeYvc2Dj6fyCROZ+KHKmeiKZp7uJj6H7BvSGbLbcaJtcPfL58c5iGjymZwXNMrUfWhySviYkh9S1vYAP4N8T5McEjj+bRu4FSjR2AeonxLwhs4t2ZwCZWv9xUd0DNa/yIujnPHzYUpZH2DrI/WjGXU/Ln3Ak5BeTV74mrfhenhXV5eWIR2vRQ/CROrtBGP0C+0w2lP3/TBVoMCsBJWs6J+znUMLgjlqukLEyF1huFCzmrQZmCeFesBPVdVtnKve+jGsivA6GrsM/yhQ8Dzbeym9fJv3QvLdrAFxt8G/IdXbu3XLoV7Od0C028DYtthSv67seq4DWlwPu/fHUNLMYZJVzq2WPiHDNojn40z49FBRE2Yef+sRwsFtCmbdzdtF83a/G2TJ0+GysMNnuXeP2Nwl3d441g4V/NZFroayj3q9o7PhOYesckTb8Oi000Ohm03ZQc3II0t1bHF3grYjIXrgXU8XGdeaD8oDXc1VAhrb+PftH57Clut0X27lhYjuXw1/PvRbRTeC7sRaienr4Z9ixrD8T/hu8Z2cvzVcOlpljDnjuT41VBi2MRjda/h4e4BFeEunq9hXqF379BFHeGvn7jLX8ypC6MGkL60S8fbOr24jZrQHquLD+NMnfbq1cngFNdGPfgqtN1BjyNIg27S9krC1VB/2X1rlD73JKKXE8S5yDi6m7IsD2S6bYIcX3PqOVao7qIMUX8B2Aq9ui0a0RmQ2w+j5GwGuiEST4YCyxZiNN57FfabkfANkf8Z6iyzIt18dE2aNyDlHI42s2gen8EbJNayfZuwH3YKUOl6AJIhm+pC72dh3otvGW7kdmaqW5v74BfNVR+RaXawWYw7tb6FZBjq/m6kixTCd5gLPc82udukDDwAb6dk3pMFbVUmEyDfrtw/+luTUTNsh7XWYJIzRc1YHFovy21GphzumAyOItscqT62t/OgYlI2WLeXBwO3FkzBycxOu3HsrcdraZ2krSHo3LabGpuvLJIEe/a1WWkuRtL2K3utpsmqoIqq0X/kzCY5/wqZciKRfTdgZmkfRl2oJgNJSk+FPl6kMHeQ1TJcGdVo/DeTjBFE8K5ZmELmFhs3XTPQdIuF6SsLMrssWF/IAed0uXZgNZN+6lq/tnEGf9PmGPo2eyFpW4xfq2G+QpgUwbnqGk6Qt8XcrfbnA8KSOD+qz2GL2vbhcZuItJzo5h37wc4nupkgZznRllwuweOut8WBv1frenWcH1gHG/CvaAyjtCv+fuJ/7/qfjOGSQxvlouU89KvA/zb9ba+9BQNNJXnRA3MfMEsWAMnfBt0t+rYR/Y0/zvjZ8f0zzj0XVNppy/3s0Yk7cCL/vWbEP2+6897ns0rbCL0sJAHJ2QJ/7e+2v2wO9710r/fvCYfc5Y/rQ+eiDx7aFTg9Nvphp7ztCK774bn/Ncv4J2d15FSKpkkkRTlV2E/9TdSPDXWxWIf6vRKuN7Vgrpj+ie9F4Zl7jrkH28HipYlO+jlKyWM3HnYH5NIG8of9pNRNDlUhc5hE//KZyf/ZeZ+dj+5Ubz7VlvLfLN7Lpjhvk+kjl/5bsLvdzxTfG3i9QN1D08er+7fqezOVii8HdHI/k/70Ij6P5dE+UMYFjtgetau7RDiPeGPLwJ1k0UeatDAa/EyGy2TYCF63dSAQfonhlljcBKUOKvJPGILipmRf6l1j/BX9XS10lq35awU5LZTUuOfBkv+PcT9G2tk15i37ItcVzXH+d6FfV0ZBeyTxkAZF3H1Rvtf5kZxS90mdoTloHGB+SbilcZZfdc34YO8kOqe6jrkpupdaPYv2NQOZ8hvct8HscUQHDSzibzDehj+Tug6q5xgO6Xs0Oo9+lxexZpw6/1Dfg4xSOxCY//jYlBcRPQRSZz36Q75dyOvLoPoi2h+ix+YO6Ey4X8KsZUhyEbGHAOvmfDHWvEThJAzb3IK/gnkVbMzC0seIPQwElPVIXE+l1SLf2wXM+MjBP/YfOl8meuX5PHBnj2/eUadHxzm0/aHwWcLLZj37AT16yqFPGRcg9dnYZa1tJvC/bfBalZfLyKP9HXqOHW+/eW7b/NqAlifQpx759Din4bbf157BwTqhU3Vb4mvXp4jn9X13svGc1C4hOusEwnSr6K+ystzGOVfEb4kX6sXIPyzv8WXgy2ZPdrJ9EDi//DJd7okIH8pk/BkXiQv6r2/u1fIcOlHgQ8aK/i9y9/pvQvzIe6Mhl7O1RShkzwX5Ft1OoxMpH1Kr+yFCX+ZEIB/inpr+SHsjT2Yd4laIOu3P727GefnlQ8Rt3M/iN+9lzVcbfDqMu+9V4dRNn9n/20LP3sCeNO1wlyZ9lMMeDq/gbztBw6WCR9/CzcNN+HuHuHap7NGVYOtw4383oW5cKj66u9l1rA1zHV+tO9XMshn5b2uuNetr5Of+FtoZ1r02wLccj/T78h/0vcP1KGZDYu939X55GHsKPErR5SK3+yDe0zRecXET+JLe2SSX+yDf03Y/4HoT6CXNy32OByoeYOq+guhN0EvKLGe53wfwnr79DMdN0JdElnF7Qob94+0iFZeLOymwtXyMXrxi9mVXhVu2oao37cn2qzvqQI89oUnzs7gr7qKtLszO4uFbOrEnW1+Nyw9aEoZCTsLzcRASgHXNmXA/wf46/ATR/Kly6KFmPYjZURAaSZ3ltB6h3SB36wFCQizn/c8AnDKbZ7XyZ1mURDK/vmf/VpPTxfqMKmLf15WxD+y/XS42Gi/5ZYDbxgGn9gGymWC5Mcx2KMHyPDkXW1cKj+/BVwNLy65dAyLao6zkeO8UsGy5WbGtnB2Ac0vl7P2t3XjmNgfCxkEchQ7THAu5+e8oaE9TAXntyAmV2gqhCR9Tn5ghkN3Fy4itOTr2KQXDoKryFPlOS3/myyKEFI/DYkIwVAUB3Kla3GbYLAcfo/SN+qRGHhcBTK9a9PeCtimX0OztqB+DHhHb4BLFTQnTxmIzb/4tHR0NhRc/1lnt91MBtOmXJM3tnE3ms+ZHYMwAeX62Q73GuUlv7ZvQV9Gd/MRon7WuAHebs/LYRW3GeqcPlYFu2l9JY3hHTnVV9jto0zcb82hhLfuX4xNgVNxp5+OuRpOrvbh+NeSIY7y3bycAlcqS3EscDdmzefta7J+CrTm1mz0S/LZqIx545W570LbAKbu0O8SDbRetzuvkoW30MJVupOTEfgC2YGkYJqXqJpRPfV/CwLyF47oNd4UpDHrnL5haHdS+fyYHXNMKHTSvjr3BXI1hNHXzYUp76NSO3mOk1+sKr2uaYNMx7kGk04wkZBYd9z7qaRCJgWs3GNvQ7SMoHkr2XUZZ7GxRY8vGrSTuxQTnlQTT31ihpVVtNAXReqrPXMrgP4egZnaMA0pdM5LzmDoQk6rd0aSmIuvxpK3OurK2qkS8reB3Z1m5tlZcUhktvaeOsS8CfNyt72oAdxb8BpcVl9eK91f4bqts7iMLuU3Lt+V9+qIW7P7qf4VJaY5B8Siz/+bK4n15keu4fFSYSdC3dDCLTL+77BQbrUVLTb4rDNb2LbZUUwt/jRWNb+3bQ1qeS61te03o1Qbj280s6+yO5Y1m6f1c0NK0PRCmu6Ldte3WugtOnEEHp01nEHtt6eXUwWoLeTzvYNK7n8rMukBddoXRXU7VJl4QWXn177gM3kw5k5dzk7kn0IsP2mLnv8GbGdvug4vpZ+htwPVj18G89QysYtltdC0VqCZh3Abz0nuwOONu07VUrM3DcLPNWN1sXHHcZbj0xDvCEMAB7+9JOzxWhbEB77mcAQuPQjXgbeiPkez1eOyS7UfRr0j4D0krjcoV78rwuY1ZvU3O1c/P8F+gVdIgXT1N1HCfq8Ut1h2L+Hn1ckkdCtvC93U/PH4wQIv0liS38Ok6Dh/6m+FbCF22qqLrcOPAi6wYQshb1UwRooxE8Xfpm2E2Em0F9tY/auRPjF1BDHNV14v14Et4QL0CD3jI/ni76Q+SN+zm/qxCo9V6F76v8x4U46d0t8rRDAG8C8tb+lqeMdPVqOt152K+1r1nEW++9xY/6jiUddsZANDL3jw5W+jm1WjAlrth9+wGnwgv0bC2/F1e2Xv64Oayj9ld7tkQTdykr7lD1Wbz1yctFl+19Xf1X7o1s3XzzUKA5q7/gJJr+QRetfJtW1juXCUd4dnzPnXl3T9t3sSPTTav97ENLC/Vzt1y8AZxGenyv5m92DMw+xiWbwvgu6auN//H/YutFVxkJO3ZonrzAh40t7ucD27pFj54OGuLbA5vYUatPl9HD58V8eCPncP4t4srMWnw1CtYm3+yizHEQE7sTHcLfHPZN/IuSzmQHKL7AQav9FgufjXveIEAfSMLbwl21y7DALqzfk8ZSEgTWHw96TSgWve1GTy12ZKXoIr+1fE05rq/SFyMMU1cbJKa3QLnmMReMGkDXDdW9pjNIo8XqlcJyS1YLsxtnv4XxhV4jsz3efpq1sGl0iJ0S5XDzLDNGbt8WcuRjLzNRxHPDhr3xwLqE+aeA3CVtq2zv+59mbhVehhZHovDCQqtUsWK/O/2V8xWmbTMv0fEMFuY2Bu8jVg5prFjHzkwconNbBFf2F/3ssTjy7YAjOCyFxb3YnHwywY/r+NX4bt12qBCE7hQzZ5ieXNXP4z9cABd5n3wMZ7ryyjmq3NRIHZm9g8R48cF+L08JF3zeszvVofFoR5ltd130wJ+8kIWfjfz8j7WA4+6TGrvCruyw0waCd3gOE8X1rPX/NbajTo86todHVeOR4PPwyU2wmhZhneW98WgTG6hnVmRDtHc9QSGLpfSplbEaxcozFXuGDKoJCWOIWdM6/aVK2v695vug1mb3+JKCUnnKezyiKXD8pyJB9e9buhzTLeUhtDz2y2Rn6eG63hv1HksnslGAVrz2WnFjz09DK0b6eyzEMDUs+cKnfPoGwwHkgw6HuMo/Zs629l7iezZe6/8IeUGwe7iYMT5AJ4H5LsLXxOEwptBp9nVvbDGLiAfwS/SagvqVsC7yOcusIVmixCjoxKzRdnZdD82i5ucLcMvIk7cYP+UK3ru+ttm+4etXMq7Bop2WOa+aUnngevAGTfHvIjvLtcmbo71TE4ZH7Oxt8PphmZnHivezrvuT02vKitgXdQryLVzkHUXQbRkoLprZDZ7vrCCpTHoSm8ZKyA75rAkZ9j6jBesXHR2y6piJgHiwx35PSQDK3x8Y8/BlghqV/peZjcreT5u8YnUSRs2xGotnIs1sWfhPyTf9a4ItGxG1/xdSL2bm4LM8mxQ5mZGSkMdJzomNvTexRlA05rPuPU6wLSzHFH4hqJ5xztkE/x6UFQ7uYWu8WQTmc4jDeTKp9sJ6Zxso6B63plSCY6nLaY8d+xGPuwE221lcj2HZQaWqyHipq67O/iSdppf5vKfH/9kTl8fc3rTTf8+udfvr4L7+/P+gXY/wN8BvDRqbU+A6ANWXMniBIo+wIS9pD7w+J8ZfoKswvwGBGew6jK9HcLkD3ol/4dQ+oZ60rD7h3D3gCvpbyB4Bksr7hAI/+A8SM6hgomVHAjdNyxkfP4TmPkBI1gI9H3/rt+Rzh/4v4FLkncF+E+QYlrYGHodhYx/+wPFx4ldfPoE3dzjy2/qzKlDPm0f1Ocl9d3uIfyvH/f9MI5u5PWDZw7OB0J61l9Bw5MI/FIx0jqTMO/k/xiA+hN+BxUrXM2P838ZbnetcCmst1OMhfRV9CilsXcs8f9D1o8aV0PEpVx/FeiR7LS/zLM+HevPfL2+RJqcfxTnTloF5krwp4LysAANWeOx0ehrHB6F9JBu0shLBhkwYVBIT2lwlIuBef2SuozxC4A7gWvUa7x7FHCHGO4XolzBrknAOf/xUeIeA8y3P39d+wQGD8vsfCy+3wXJRT/K/ix7J+uZoCBv5z8KA1cMxKXJHuVwn8hPE3pV5qlnXftD+zvJeF3JIlt8OHUqBh3OL4eGjSFf9MOUR2FqxQB5LONRoJXs8101H9+G8tKrJ+m36vBOOoBgY/sof/LwKHEO1QGCl80XeODFo0QZ20A8FZDWS8E8B1Fehd3pAMtcuBPwQdyMW9YfYx9lJSuou5/GEcQ0TVqFWW27zUANAp8d7iRS2VKxSEDPmI8iGB6OknO8pwLcmszfH+RTPja7yfJSLngjj1cpeDD7ACQjWMpfuTV/IPZCHVuV4V+5DTckwj8SV8p8Xe+JwKOMNaKGHQbEbRisdjHYkMpaGxq2gViMSmLRjwaiR0l12GofIZ2IuCOcWfAlDNaTKSD4KMt2SYovQ1ZegL87mYf8EYCok4odAH6U+07ISb5j55AiF6zPvUeISoK+bk/VYTvwoUdZaYhWwFg0VXHL8Y9ymUQBdLyoty3wHGa/n2hOjZf9WjN1gmKwT48C5JCASTXKQgMM6fQsfds1Y/Sf4E5SYVJxgOdOJeHRIE15j6p/fY6KlgK5wedHQTu/0E1g1Uw3NEU+LtqnIlCzI6MdLVnZ4yXNqsdwtmqMi/pRTN5TEDtyfBRuwrHV0BoCKjEy83FmOASTHsuV73B47MXnUXDIOmJyHXZczwIyioxHceJYwwoy6fEhoL67uHo1W3inwPgG+rnVbv9vjxL72qsnKGxH81LYPxn7q9hsW/ErDjQFan/Sf2MdXlIgk0qcysLHwfOZDH3YwM4CvOqfR4ltrLM6DSv9KKseh/fdUr+KeevsLFZ0J+4YddtuG0Y+l9N0WY+K4XJ7mivJkbCfEOD2SXkmlubh2lwWtCezIX2RHCa/g8wPrX+VDfMhLmSAu4C2A8YJ6bE44AVk/ceqKwR8jTwPxGoddiMUn4fLqwntdcCXs7WwjDq4GQNJNKfFbYB+JY8hhG7D8S5rue78YPRZLGVXy2eAfIhwGQj3LkMuBNCuvsMAYYjgr/E7EupDvvPkLVQJZkH4P8yqllP4FjjU4WFY1cgdx/OIf88EFlAegunl7eZLZlfsWTdYeQ/JmWp9NaH/IY+UTiLZa33g56D4Bg8jfwvMK6AjyX8g7qF+SX6gvYGe3Q51DqFvQHJkyA7h/4Nnbukt7AH2A2Bv5UW3UL+CacOtxd/Bu7Mn7U/Xj+5JKzw/YbiEoZkR8gNkB5CoDX0iSG9hewUGJzDA35t3D2KhICfAfQDjl+3/bvu5FWJWzEofJxD7AIR3GPHaAc+2f7JwXzw88V2g3f/r/Q1hyeGOZviv/77T2W30/tH7rS66P0u67LfuWLvCc1XHlfF8mAnY18+nP83vzLdM/J7ZO5u5LcTryafPYRdhvkm6Zt4XBr689/HjmEmAAdkcM/RLe6/Y699t7q58mUBefuMHswsmSx7exz9fDhYJxNN9HW7iDobiff/zzbqn8W4e8DaL7cuu68U+z17re/m43VdTuF88z7I/FvySvin/TMGS51b8VxUuhxtXGnrSOVcRKZ+KX0p603Uf0nuyOfutwBOd+6EBkzCm7jXzTnP8Kr1PsT0KP2XSvYPcObLaFdhuQnxJZhYAuoafZzywg4/EL2J9HsL94sAt5q1SZr7ge4W5dv1S+T/9+yXuwbDn64834jGpr5T4fOn7S//JwdXiT29zTBvuXv3oafyOPkS3Y7ye4gpetX/G9uak+96TV9NOlXyGbb865lTGo8x9/ManL+KSF8Eo5UCz//a0+58yd95OlW1RuSI58OF/eO4CgsewHbZ4okP4yHpJPukoat9i5isz2u0i2UNzXef6KBkSPnlxCcYmE+o/4N2Q8Iou7B/AckDKK9vEZfBjOk8C9l9HT99pESLd1OMlyKMM+WV9jwF5hoE/RnfxqlGKvqnHlwDsPtQdPW8ADVxE8HhExw/AziKgd6K/OT5h58i/JRc5vgCuULys7z5zOFZCXg4R/ulqyecL35wcAdL7xrv3gGgL6oaQg0xLdqAL6CO4MRfQO/QdyjSn/gndEu2/+8u2R1MTCSDedd3MQNywTidht3DoF5uwKcsxBDfC1tuTEVMzxLzabkTBse0jEJlIxt24EsgeQQySoRqL1PtgI4tWQmrTGh9pSJlh3ctJaOZEAsPDVu7VzT6vACMvaiz1JDO/Z0lnJx4yQ5pWe14I2LTehVKsfEY8taQKVlo24DsLMZFpDotkI2TV+gnT8A4S32mzr3E8Y9IgCxuTm1ZyjCfratcOwecGQ+bwWHbkHmTpPbvY6rdgR1tVoPxxjEk1t4bTWN5iMQy/CZlk7m15F6XVwxgJ1fBGxPHU26ysP/ACGbRt1IlyzyCIWSZSyMyWfuyCje6/7HRGXIjBy6CJBQsuGMsyft74PlEP/04AAAD9////WgAAAAEAAAAmRgAAkLwAACi1L/1gkLvlMALKtPaiMhCoOwYQVqSEYVSXxG07kwVQQbjFMmktmkX2tQr8gGZBxJrySP+ZN7C9iPcG394/pZQCKQocCvQJgYWP4qxWFPwYVN+ahIkX9a0N0jyU9yqZrKmkJb5aQGsKgoHviDpE9DUtbjUi5ss9P7deuZ/Goc+rXBa/ZuxVVntpFP8ixgicbpLiX6renClZGW51vb6Zyc+rP9NH48WrEiY/XZqOSOTIB6PgORVLDs8m0fT9h4reQN87xdBoikb2vr4qey4lLveh4rwfRVP+I6X4OTR5Zqf+AfGnZ54jBuL4mGB8XmXC4nvq87nVKvr7bPm8asnK1zSFV788levwHBFFJPXMsFNjIKJyOCL4l5H/phHcy6jw5TBw8IREdLco/sCf54iRRKhvcjynYhJBDVzSPyQVVU3T5X5xBNUJfvn0CoMqYMpzKpxK1EmG/fvVUUUZ4J6tSV08fPk0RwFqExiHk3eHVJSmAqR4hwHWr3ksFWYlvjDNmTecQtT7ByIHUazQ6yesvZsQp1K80+qkl0+xMDWOjp7Y1Wgo4cdn9sQbKH6biELtkIXWT7zQhQz2xApJOpv7E7Wo3U57DVSdOh/w6iIj9UAMzxGpZF5cXzT6Ky3+teyMjwL266A/074U/5p39SNGVcd0oG6w4tUaVKhMMCD+vaFOLXRqoj6IA8S+tcqeHzeCVzsXqtfe51U2jlQPKTxHPNNIpY55To32QURAqFPnWChIcQYQ8YXDexUi6lbfIYX/gxw5DEHjywjUuw1KH1HzUM3rP8CHZiL4RwG9J6r5atbDRAm8mgN9xpwHocZ9vSGw6ZkJn6n6HpYHEafPeNL/HGufU+MdLakBcSaNAa86rAj9y0B0GIJFp155D71g+FZFwzo6qEgCGEqQ0KuX9BSWCFMNs0DYI1RVxksYIlK34t0gDFRQtZIZrPOsiuIyGEXarZ2sCF00a4cqgzasWNOODEr4zjuH3ufTQ90v0DBdno7Rxp8DUuX9/fnEihta1fv7E02MmxRN7+/PCwLcHFF4f3dqcjOIdyebrrdHkbw7ecjB5fHuFJBBAyO3EEfhrRp68SNMVnvzzaQrZctr4xS1vCWj9xqeRfgGAvnoTR1KIrRyUT8rEqW9aNoM+OwfszenpFypDyvtXNiWDSzVd8oWKP4SHRcvoLRzhCJ6qKB7idjY84iEMHamlAJfS1dhEpG7DG+EIAg8H0hMOtMHnyt10NjSQSGkTQpyATGN8XQ4cXXmiS1udDKvpTPUvjMZZDFnUPKdeaaEiSCM78xArbq5Qb43EUjp3rC+N/E0zN0h5N25lXKLB7jUpCU+1WTIz1ry7mxycaVy8LRxgBhVQlTHAZD9+R2uWOpOSSaudE1cC3eofe04yXs53ZjzVeSR1J9rV670L0X7tunSW2ZJnfdPkCsfx54W/SmozlP79uXg3Wsx6DWjAccv4mjt0AodXCmPOa1bHZw3je/AW0TIot8ESKQORcJ0pR8ytW65wfs7lMqXNjiIvLwwHlMncPnbdoS1v9sdFrbRNbq/2+lFti1Sc3+3C+HD7cn3/g7V0/eWo8LL/GPQsg9wPRzf35+Ey7g7Eu/vT6wkcohO+NQPDJwDAAUe0v3SnW8uXGnkoZZuw+EU+BDxCl6HvJtHst4sJOhKH5Vt3QvJx3xTxdOVKhJqmRrE2ChzgC/vBvivIoOdSUcNj5YpKFmED9ELSE+BqXXKVGeiobnSZoC2KUGPk0iqtwoJCdMMVFadKQCPK4URp22u6ZjbcOlNEHXRN+w9vc5NdqUM7tqmmAn9rpNk2xr9+x0kXBtV+9/v0lRy64A1/f2uxQY3TFIMf7fTo/ZmqYH7ux0HCnFaZt7foXgI5OT6vP2ppzoX2eR99FfHabhp49GsedCfVS5cvgh3bV3aDo7AKo2zYMLBn43o606zUC6fAS0tU43JL/zZwEGYVad4mI29icaRK+WE1jYb+PEVKURxCBYIiThAOKc3q8K40j2h2qYgDxucXlAiXBeNlSmFXGkXDq1zAxg1A1HeQApZL4LC3JkbJLjSIFRydLwczzY6HnzPuxLi5mNDz+Nzwg3UBT0Ij3gbnv9mUCp5RXRJ7HWXvlzp1lzrVGz0Oh3TuoCgwECGWRdlRjOOpP89j13ixibI/x9umzD53/HQIrzZgfL7nR4yuEUXpr/faWWS87DH9d0OiJi5wSVvh/oV1tEgewOdKTiSD208DLBqf1Y7uHwlLLVMua5LjzD3EelpKvVhulNTmcu3oa1tsqDiCx7H8BZ/pLhD+JTduQGUy3eVoXUO8ME7iMnhF6xtLxieXW/qqXGlkJq0TsE2vAUVQy7FNr7QKcXOFLXHlcLRap8kpDymNL3UIWpeMyzvzCp8rnQtcI+RQnleE3CWb/9SqTNn1LlSsMf2KakQT/LkYY286kwVgU9Rft5nici/V6D5vx4nN3EIpv93vakpb1WW/K8H6SDOA+TXc4MiDkzf73l2nHAPovyv1wZD7gDd/3rvmRw0ye95Z1c4SQHe5+W5NHdEhP8dzypCzsuB93lkFM3JyeF9xyugZG7KHO/xKOnVTZDyeA98MINYmPp+V8JEHVgA7+8gD5l/f6bTu7euBJXru12RNcwlXb5qWEnkTIy/wAykdTvFKc04kpwui6SLpceVbocmxuXz4aB1dkm6QSfG3wTDTO8KAOnQPAwu39lvmzAW8DYyEu+IKDY6NA4Rl49GtHXq8XoFc8Dganj8uFyAMPszEIvLp2JG6/x6w9nc1t4e1L4Ojau6fDB2tE9Wz+sp7BDHsVb22ljU0Z2K1Fw+rwutc1PjK4fN1J9qtLh8FrK0T0Cc+PtOX0xjLbozEwlXOvm2UD4XWA80F3Gl0lumU43urADoSj9N22caM7xDAU3v5KXG7tSTwZVaatFC4/DgCd4W8ANNvHQn2h1XavXR2nUlasAUiSPwm/QOEjOhN7EscKV/2ULHMnAH17XuzFp0pWDoWjse/e3D8/AuHlN681EhVzq3pbXDEudEE8+ryNNeSSpkb1JAc6VwWVpom0ov1Mgft2DI2ZuCS1dqAkJrp5j31mikh2eoYtGbgE1cKQbJ1g7RA263qVKMT5JvDD5SPuCsTGcuKnOlF9haqCZJbre0wXfE4Z1pRQ10DhzutojLndR3wsfoE+t1j0ogLRNOisdR3VCh4UWvO/TFzJvC21BE8tBnpV7XaQezS6ozF+vIWVt0Jh8/uUBPnXlIhhwVus7MFJUjMqA3DbCQA+PrzQ5jcYvA9OaOQ3FTjIzA6029szgRa2KEoC+KQC2/wwi83pSj6ErDxLRwivQmgNHzuqMEf+vk7U1FKVypV48Wbo9KhEUYXjFd9ck0FOpOAYxcaRaoFi4EGgNIWq/Vk8O/IgxSd4o1utIF0/btkhIrT21upEH+v3Dg151lWlzpFFX7JieSG0jxxAV0Ovky9Fzpzh9/3OgkW/umF8c7sJp6cy8M3CMWL6AlCP8akaR0J5wIN5rIsX1zUoQXmDziTthS9GtcAXbnEilu1BKzfVPTeAEBLox1i3GBNRgvWVRlnKADxlhG75cBUD5SDz4IHboHA6NJdzgImxMEuYMka3g3kR6/2htM3e5rzI3mGGzdxKK8HgYw/vcRlc/Vw02HGkaZbdwavhEHPrT9Jx58+CoFQHW7O1nu3pJqW4fpzmc1wuIJMMHy4Wqw9Ttfo61w7m4NJ+afLC6WSo//67nnv496H9w9RYItnBIO/uPd0NOmqJGXWg7wdo1p34mYR/2uC2NW2wbZqZ3zxPLN0oT6UjogdLs0Idy9Lr2VI1SnQ6ma8QkU+t+GoZlux4iAoPYNjcPUzdcLD8hGkl/EUV+/k0HBjZKgsuHn6Hky5yfRwx2v0hI3Hm68gB8h/hAzLH7Q47LfbdFhpqV7UQAPSRrzigvv6es+hfE/zw7WG4L9B7yYegJXz18jCmDXC4DnDYqKKZVSg/9y2fK/xBD1ux2J7h4ipjauCVajv/Jc/iFdznS8O2qwtG5/j3tsDzhPPXwKsRkfQpDoL1FISr/zBMTdw8TWwrlPvBRKGF+pyvZvlEU7HttahfYtxZmHFpn7ZWJyfAIu2DpeDrEbrdyeJF9fHT0YxRC/BaIqPc/xEqH27QqZl0IO3VqcvB6e6EiI6QFSFHcDzR+e2PG/PPB9Cj1Iz8M5vNo4aJWeIKE4LEl8I0tL/CSC6HenTOp5TwmPLdycVp6lJ3MSNOhNECInWEMPSqIcAj9+iFXFee8MIjuovd2sxhvHyArepyICVBW8UzphOD9cwfdJbOG89xKjqFOML++eyQzEA2te3qc8BqliInF+eOTKz6KCYcfLu+8ro0qimDbxrHj/cKiIW1w4PzSTxjOieyHb+CDw18pJ71+k/ps7U94/HjTEq1Ev71PBNVQXm1zevSEi1DdhnXoIS5QNL91gxdkM5zq1k/JSFs87dVKLOmmS80NPUr4KhCnvVAEmqIKsPO+IJBIsSuK8i33yOy68vE+1jnwLaZ53RAsNqH758u4v4Ph/VIzoZ3N4/ys01USf572qoRJVbep5pwYpQJ0r61UXRYLQ8bxX3wTUIg1+rxL5QSOB5x1xbYsKN+r3ahE1qmv9vbrYUqWU79t921Txze/VTHOa9LxvZzScCqq9vE/ruHk9Hb9bqzr9xkwu7/5O3A8xYcr79+P2O5bnnfoHEZVAnOcdMVEHdULi79UtPqgC/PxubfMIQn+3Dqn2Yfm9KgjO11PH/9oCz3uVAti/dvogCCnxUnltXEyMVreiAXNx4XcrAz7RH/+NLOGluETiEyRhdaueBZ/rg+cd0QzR14PzvFOXRP4HgP+EWJkLPAJTQbdmwvMU5Psuf014BRGHupXHIjeaNtZ+FDA671/Ozd99/RUdphxLSJ9+nfLhGyO9b/d4XNM7bX6vUtHxcSS+7/TvTXchxuWlmo741YEU/bqVxReied9pHGUfxPU/xCHj/0RI4BKqV90qZpMbTZKn/bn9Jdho8X2vBn5VR0K3NjrgRp3AaP2P4HlHbOTEf4L8OLDCvJSbGN8MyvoVCRrvYs/rOQD6fjKPkTswNO1WLSHaekh1fos4ZZ5pFcalqkv6VUuIG2W+6fk7NnHwUmHcvJt6KJLhsXJ8GzQE+RqNaPjOYtSvZmZutC+x9S8KfR0ZvHgJamavp7wP/VrHxo2OqWt919PzjvjAi1+iyXfqGJkpoqh/AQoPD4pqjQ8ga9CtTXC4Ua40rX+783/YVsuXYKh6VQ6Ku+dI1vogjA7f/nGA6J22vK9fe+sM3HwSZJIekmOM11IkT916KOpGMRBqfQEsf4kbN57AGISXDBZJdFMvp+uvg4d01vyHsd1eQKLIOuKfA+4emhLt1LDusxnOeSkwXK90w4AKHVGTL8NJw/NJk98+ai36lZ+5URNV2umaO7+JWgq/BWrqjXIliBiwtjeS8vYr3o+wp/wU3N68hZJs6NYDbu7eY512qifR71H3wa+J8ukVdALt1yo8Jvt+WpjWO6lMvF4wvPUr458bpQvVTq/w/D+yKOmtIkRNR5z6a9T2TQD8hxuifBO80dGpHAQ3td2BhP8BCOF3EObEq8aQT7cCFnD3NjFop28ZmUNXr2+Gypbf62EXIMyDz8JP7M0yp6xX8/Ai26lywJ87AOcJYAB0m3jthb8K3wVXli+FYNHL/NBF5Uap7Np+yOK/uUZ8DjFLXDBXhD3RQpQP7eGbOn/OyxYzaRJVXOqhaHtHWgzeDnJq/WpFA6S2s4D7anjcPJsOZW6mwA79GrkDsT209MYLcvv0hfTJ8kIAU9gRG6W4e3lrbfc68OcWn9MuN+3fUenuCZnTGq7Z+l1vfN+FYul9BwjqVg8e3D3rmrbfyOH9xhj8JwD8jOASg0xHrLrg7jEZI/PhqCg8gbfuFVgR6Ylh3PDG/3BQKn91oEmnaihCpzU8g/w8z9T3GpHFRaOXplsBBbp7jADbQ8LH/0RLh4cKGvM4y5CeeEXIjco9toZthN8JqBVPFXI90eoRmwKfgAwV3wxLaRclOetVL93d8zJtD4NAfjMnmr5UHuVhP5vTrzu23GiBtfYQg9o3QrfGLxrCmHJBoKJf73w3WuJEa2hd/Eou1PAE1L6PY2RFvzaqKcxy4hsBMPpDwgj4ZWCBjriIzN3De9Qaqk35SchE8HsLfnSqpUF3by5JW/i39tNa/PBTEkXqiHtMDG1hjjEKvKSXLf0qh+YifjApHf9VqpjK6ZDXrTIK3b0qY2vo5tG3QYCDJyDl9wXwAfbrC02Yc3wiZWD+ipSeJ6M42a+dzo0uudQWotjyUjIa/wYzqW7VW+NG16y1g1nuk41J8x9A6vFjk5LdKsmQu5cpQ2uYIPGfsUl8JbaR1+PPfiWS50bFDNtCLgw+AUI2fpmcG//MMHo1TKS7x2ZKW8jm8bvgscGDCYTztdKuXycccaNFLLWEYGk/xgBCftFTX0fUo909M3JaQj/hl9l98oW4ZHVEyBPuXpsZLSEZRn4MCrwf1qRRt6JZcKNDRrSDGEB9LzKq/5VAiS8EZO1WFKPcvUU42kIBjJ7OLvQnVMLUrSK63GiLKO2gjP1fKzY/ipEDD9kW7VY8OtxoVoCW8K7tV3Bs8pVPB736pOruGSrTEl4R+Q6s+H2qDkB6Vc0bd48TkHbQse3rMkm/gR89A27UwbQdlKKAAhkyf04ntD/YKNMn9HDFE1pq69eWa9ATC2uc5CBV2JUEBD9GQL9OFU3VhOiJyhf9L0dPtBpzGDepXyW9MESj1K97iwpLwF3BHr0hWb9SUTFlXOxXOroTMtOv16tDxbh+lfoZFp75/ZoFplBNv051+UG5X29EegNh/brmYmpBR7+eneggyvp1as8hCCXd6nc1BKHFCsmCD+XpakCIvzGnXwcwmvrReZnWQJO64ZhudZJ36EewVyM5MVz0qFddXNhJzXvEJoyFC2ZYqVQ+l58V8dCb6dGtWFwfIEm3ljicugjUq3XYOp0d7/YqGNehGBB+2hGZCDK0YvGeChj5juahQ+/QoXWg6RxoGu1M4zjTZ2b6hpk2q6Ft1NA1ZmgaM/SMGFpGDB1Dw9AvMl80S6M5mveyXrbDy3h5uhWhR4jQIkDoECA0CA/6gwftgYPuwEFz0KA3aNAaMOgMGDQGC/qCBW1Bi+kKmenMzmfusiVz2ZK3aMl/WrIWLDkLlozFSr5iJVvJfrmKdlGmW5TpshWaxQq9IoVWkUKnOKFRnNAnyLQJMk1GQpcgoUlwPaZfrl/t9k2hktWW5CVrmclaXmPLTdgyW3aSn+TGQZnQoDyIMQtizIyAciBAGdBi/rOYF/tkP31ynz2Zz568RzHrUcyKOU/Gk+nk8pxcloPLcXAZzi2/uWW33JahZCNEchEimYiQPERIFpKDZCBZCZKcBElGktPykeyJU+7EKXPSlDdpypow5UyYMiZL+ZKlbKlSjqyUK03KlCblSZGypEg5UoaUH2VHjXKjxwz5mB8XZUaL8qJEWVGinCg7ZkTZLkPzXWbmutzMUnKU3JcN5UL5UPaRe+Qf+UY2y2cZLePIOfKOrCPzyDJyjDwj18g0so1cllnkFvlFdpFhZBU5RV6RT2QTGUUukUlksszzm8c0kzW9xqabsGm2J9rJE/1EQ9FtmBEQDgQIA1rEfxbxYh/spw/uswfz2YP3KGI9ilgRD86DB+Oxg+/YwXbo4Dp0MJ0rTrziaxVbq7hKxYhUTPX4e+w7nnbcDfGhITbEhZgQJ0nDSNJwmhF8BBcxgotgIkGEDMFK1LAaXoKZYL4olkZxVA/v6WE9PJyHh/Hs8J0dtnti6BM/m9jZxM06zKzDdXOYbg7PxWG5OBz3huHe8FsbdmvDbU8wlCf4CRt2wobZcBO8hjdlwpoy4UyXMKZL+FIkthSJIynhSpQwJUl4kiQsCRKOBAlDcoQfOcKOIHEjSAzJCD8ywowU4UWKsCJHnMgROx7CiA7hQ4WwIdxYiBBuxIMI4UFYUIbgID/IDRxg5QaZAVZmkBfgGTGwDAwjBoaBX2AXZbgFZlG2ArPAKlakwCowihQYBT5RZeAAJkGGyUxkBTlBgqt8la0yAuwD9+jBA/PAO3bowDpwjhxoGA3jwGe5KlNRFcgF8tQUgUwgS0kNyAOyAAEBcoAMAMAyL7NSyWY2762zzjnjyTw5OQqPwpKSorAoHCoUKAwKf/rkCXvCnTAnfAObmdnANnANTAMP4jlz5GA5WFAwDo6D4cB5g99gN27a4DaYDZtAHIjXrFGD1eA0adBgNPjMGTPYDC5Thgwmg8eMEYPFYEDAMDgMBgPmC/6CvXjpgrtgLly24C34D2vBInCIECAwCPwBe8BZMBYsV/AVbMWKH/bDVTAVzPH7utjFLR6Bo0jBUnAfnoKB4B84CCaBx3AJzAFvwB1wBowBa8BemAL+wl2YC0/AWjgLb2ELWAxfwGEYDFfADPACjIUd4Ab4AY6AIWAJGAE+gK1wAnyFFeApTAAXwFWYChvAA7AALIUB4CUOgFm8sRLr7Oa2HZFHZBEiQuQQGQSID/lD9uChQ+6QOXDYkDdkDRoy5AwZA4YL+UK2YEEsi+UKFcJyWAYD+8pf2cuLQqaQJ0zoyl2Zi2srb2UtrayclSXkCNQtHM0cLlhgcDpn1qzRObNmbUuRRTJeAtA5k8ixe7mRBsimSZ3l38vYr3hl/Hj9cRD04iIFIKGf3fIz7ZY2oHOeovw8S0ROq5P8hDWnY9qPG+GEE+GjgM47h/yIUVPng+fTdzttFzLIu1mNJxfhOQDqVzwmLoyM9B6CYnP9BUVTKltjIgpJX0Wz4poYeY2zaMVTxqlb+Ov75Lg9R4o7PfoMFbywg8g5qChRnUWI5Agyo/NGJmgAkuNdYXrtpIy4zkCgetvclEkld7c6QnKFXR2uLcttDALOTOvyOp9McKFp/KaQLsbQBanU7yrxLWlxxWwN8EbX2xLF5AWcRI4/wAYSZ1VJPWrBrskJUNJMnJ4wyJDIMZHjHIuzvEJACMHeqj7aUPh0x4+CpjcBaDiNLHaS8nDemX8GLX14oW3w+NuZKSQ9AxV6n1xE80rCrr/gvDNDLaF1ePC310Ua4ySDyF80WI2dSWT5fKOg+bjCjsuJXpdGFH87U0qK064En/Y6P20a8eTU2mHHIwN/e/MGFxQJ59Neh2hSM8YU/nZmH3uiHeJuZ569ThB+3A/5onKmAKYXIvedeWASU0ICZxNvN+WHTzvzQo5mVWBnarhUpxd1nlkDFbSI+84km1Hn+IO/vdnI5enIDn9788MLpyMf3nZmYmAzDxf3c4zQuO/MvT2mHDruO7MKizmrHM4EvGLyiDPhJM69mrjvzLwgdTZc7jvzz5hDQqYzQTHKFXmfIcCgKYb0pgEqOa7+lKEEeiGLv91Zh+dZ4o83wR7FQbrD3d70I8l5QgOf9iYMC00SY7jvTMkGzBKUuO9MxzA6M4G8MzmRkZPEvCnjBpUs3nxyIm5MA+9ND4zk5KC86WflvjfJMM0hyuK9SRhYCIT35lyLuEg4vDcVjVnD4743nV11cYnc92alRmaYTrw7p9y40PDenXbNKWW4E+ySJU7cmyHU4IexAHqTjiE3CiTaxumY8r79ybc4nXegV0KeSMK4hbSrqx/gCtqbcIbM5RDd2ULD2/UOKkb4nCGIQ1A882PG/v6HEXK6syoJb+HurHHfnQg40Z1t8e4knOIghCPAUuO1eMH7JSgB6U4zRjeqZKyFa728Tj8A+N9lqH4DrtidXViCrRzWEh5gSQmfV+T5XWTJ051YrNwoXIf2rWu9kspM8FKRad9H34AxRlu4784uheogJb2j6Fp4IG6m38yOo+7cE+1r31zQvZGIQHgwQ1Ofx4JL3QkKTJXWbZPa258sxpiKh3gADMjKqju1YHCjEDK1cRvGvIcdaoCx6YaPfzHFLp99tKc717hw9wqRaOcoOIFOquD0C/L25yEcHAxfSXCJvCVQWn+s6tWfAMa40TBmC2c2teNpThJc74+B5Yb3s4hIf9aA4+6VWdTSub0vlISN18kJj5eqMeg/UTro0BI0xLx4Mp8P9Al/GXR++jNJmhvlf9o3Pgzv3Zef99pU9tnS9nQoiDAs2jZNb15BH158MARuH0IHTv1pIpGhNo5T4htogYN/o6jp93hE159WDVOtmyOY94qL/Z3uH8mPBR0aQE63bjbm3p/Gl+WnVI3oUAWD3L26PW3dKL33w/lp8VYbjnQopSKBLRPQowlVQSRnuBj53jJ2APwIVYy+ByV//cl4Sa2F+7P1Wpkg6LeIMOQDeAGqQ6X03L1ALu3cgD5XRRAjnsCAOX9uhbLbNaN8V94nFgT8KbfLb3GH1aE5mGTt250CXmBvgVwoAwC+x1Sk//ZCrtsdkVZq2wITXwZRJH/IXR8fCI3aoZBMeLR0QXAEW1pZEiJAeOCgARaDBQoSXFkhOGCgiqrAFAGpAQICAFgq2a0zluCA1aMWOaBzrVJ9N9SEKpjksRaarlVN7fOBgcVgCeOpjrMJNy4CEGrgWV6lOAQglGv7MFauyRhrRrxcsUSwVLFMsaxaolieWE4tTSzJlJOWJZYklJCWY0uubLR8l66S0bJdjlAmWopYhlAeWoJYflA2Lj0sOyhxLDksNyjNlhqWGTBcsCBWIQzsy4vChC6u5dZSK0tCBAgPHDTAYrBAQYKrpdXywNLAkmpZYElgKbUcICAAgKWS3Tov8RJPjpJUilKGAvXJUydOmzRlwnTJUmQlJSWlJGUk5SOlIyWk8lG5SKlI6ahEpDSkLKQkpBykFMQYCNCfRT99+OzRo5gHzx07degkXq1VROr3035oWEg4OEeOoDKOEs4bN23YBK5RkwbNGTNlyIwRAxgGzBcvXbhsUf4ptWTBcsWKXxUqU/qkROGTRvf08vDu7KBPZ5NZRzcnFwf35tYG5YkTJZuyyRqTJWpKkiBJO2KkCJEhQoIA+eGjB48dOnIo0ZRnyhtKG8oaShozZMSA8cJFizIWK1SkQHHCBFkJEmP8dVvlCKWIECA+eOjAYYOGDBguWBCrEAb25UVhQhfXllJLmSUhAoQHDhpgMVigIMGVFYIDBqqoCkwRkBqgFKAMAGCpZLfOSqzEk6MkRYUC9clTJ06bNGXCdIm1BAfOGDlyzLBm2MJCNCwa9vBwznQRmyjRJESIJBlqZA8diuTYh9Wjh0+ePHTqvGHZsAFcswaMmjZtxLhhxygq7vHjZ9BioUcs46NAgRyxjgixf9g+hNg+LJ9GgAZR/ZxKkJHVKuL/g91KZalsYqKdO4SGrOEgC/iGfcOSIROHjcOWKSPICrJnWEK2EStIECQWEtvIRmLBsGnShGHDsIGsGHYRO4mtxF5ZRJYOW4h9xEpi8bB7WDusI6tIESWWEsuIUSQbyT6ykEiQFGGixqoladJEbm1tCatkxw4ztBysDh03eNixz+eVZjOvjo5lMvWcb3FsXB4UKHNuNtgZM8pixHixgnXhQgQMGC7rsjJksKCxx0qlW6JE4dInheXj+4tGs+A5Yefm2Fg2JlasfPHz88J6YatU6TJlSBoLJI1NM2Nz4GCBg2XB1jBiJAgbhL3B/mDp4Fi4OfZJG9vGyrFvrI0z9owta9GyLatCxQh2BJsiBQgWBGvCxIcSJFgyMg8nToRAcQdloXpa7rC8bwfOObAcWBKsB9YH24M1Y+3YK2wWlgr7heXCrmBFsCFYKewf24UdYzuwH9g9dgurhRVihCVihDXCHmGTsAsYsAkYsAwasAoasA0esFgP2AcRWAcR2AhZLIQsNmuLlbDFbnWxWl1sFwWWiwJL4Yud8MV+hbFeYWyYGAsmxopdYCtcYC9oYC1oYDVsYDewGNgM7JUVa8UiYA+wBqpYqiq2aootMMVOSbEEpFgpAewANoAAAGwAdglAyS5ZVrlZltWaxXmSxZN7co8aJbkltyhRoXaoDQrUp/1pe/LUaXfitDntTVvTxpRpZ9qW9qUdWWlX2pQoTdqTdqRIkrakDQnSo/1oO3LUaDfakJCP+3EzYrRoL9qKFCXaibajI6KNaB86ZGgb2oUKNe7GPWgQoU1oCxLEuBl3oECANqD958/iXtx+/PTZfTYfPnv2np0nD56NZ9+5Y2fb2VZrdVc3IiJ1U/f/fvudmHjd112nDp1NZ+vZipvMGTFiAAHDhPnyZcuWvz8uMmS4wIHjLEcOIUS07L+/LVu+fAkTBhBQjJgsPI706KHmwwcTI0bYlCiBgwKFrtnMi6JIoULFjBYtbtCgoWPHjiBpaUvc3OLwYtiYMaPHjRs+to+tQ4eRbWQHCaJkK9lLlkDZUHZcXHM3t96O7rm3Jk2AADEzKysbGwsRogPU+eRJkyFDgGwgGw3NbJttGDDKdtkmIxvbY/t9Q4zossGA8VKmzBg0aNSM2WzYmNlmNhw4a/aaLUdO4A7cg4NtBJPIqakxmTB5srHZwcHd0dHt5eVJ+ZBsJ07W2vabC2K77ocSJfjm24ULFpvFPjursWtsIUJ+7B9r+82OE4fNZrPnzIGz4ezCQjmG0z7YD5lXNpNpZVvZz2eVXWXb2VHZVPbd3ZQ9Ze/t9e2+LZVKiULC3SbcEydKrFCTZqfZaHaZrQXLxrKlbL8tZx++2C52iS1ik9juJrOzbDG7yEayhewk+8hW21x2l+1lN9lz27nP7Dbbzeaxbewee3ATbsEdY6fYM3bdltvMERw2iP1he9gddojdotgo9vuq2Co2GVmL3WLDgEFj09hoaDv2jj1kSNpO20+euG23Dd14hw4VavyjHR0DMWLUyJOnHSDUDhAAwNWVAQYMEDiY1JKSliRJMjRokB5FRer1SmjVn4pqako5YADLjtr7U86XJt8IesGq9lVdXdR5FvXio0b0qB836chNWNMmQECqQAGsBhuCJUuGDOnRQ6USEh7qQk2aOElJCViwQIGW1gMurghZGnaGDGFhW1tYC7bUmzdtBAUNq9U7i4uEHh8nbTpgta0SYMLEiBOnLUB70p62AAEBdoCtQMHVvtoPHjDYDHaE7SBSpESJBBUqxMdP93Z8HsY8iBwhihQViZdYmSmTJEiQBulBWpAgRa2o+fC56quuo61s2MQJDJSj5eg5cxA1ok5M7KP7aECAFGlFly5cCPPy2tpbC/aFXaGC19cXF4WdNWFC1+7aYGBiFvYGNWoC27SZo+doQ8NEnajv3AGkAWlChCAnCdKQID3K1AmUBqUlaUkdx412owv14JawHewImpJ+pCtpPnqPrrOxNoTdpS9pSP1pa22vzbU1bLG9YWPYYTuDHqU3fdKT9KilEmtHvUgz+jO1o7v2Go4m1F8fajY6jQ7UavQa3UbTsaPx2NF2GHUgRs3oSDdypB3pUKE2AC1Ki1puAMu9rNoGqnbVRrAP6CxatBYuugsXzcWL/uJFewHUYgA1YBltpowuc0ajOaPPjNFkxugxYHQYMBrMn97yp/+uaCxX9BU/bcVP+1XRVKroKn16Sp/ui6KlRNFRpJpPqqVRvRfV0Tytl6fz8PQdnsaDajuohjr106mdTN1kaiadrtNzdHJ6TsfJwek47Qan3fRbTnMmo8lmzpTJZjKZMmMymSxmDGAWk8MAgslh8hcw+Uv2orEWaAZawYIEWoG+SmClrzQCqwMagTZwoEob0FRVBTSVnipAQE9pKQJaSg8AEECABqDUS6VWbs1uvbPWGk9qPJknJfMoySwZKosKlUNlUPlTLhzMhIN5UE6eIyfLiZMF4+Q4bzKcN/lNm+ymTW4TmNkE5sC8JqvRS5RoNSVaCRKdBIlGckSnHdFHimgjRXSRIZrIED0kiBYSRAf5oYH80D+0D91Dh31psC/9RUF7UdAUuvSELt21pbm29FaW1srSWRG0hAg6wgMN4YF+oB3oBtnwMB9Oc5/m6c/+54+YqYgZ0Zqr1mxNzNfEnFgn06mT62Q7AZIiqOSLsdBFVoJAgQEAgKEhGABD9hoGojiSJ2rg9AFkDkYG0TAEGCSSRgAACEYAoIwAyxCgLAECAgIKFDjQYAEDBgoaaKCggQYKDDRI4EADBA0yKHiQQQIGGiw40ACDZOAKAUKqxPqkI7XlDa6DQpQoMaJEEui/npuqF0uuiQ48gVdKXR9P5w0f0HKAGbeUZ91IzFhzH7Dk6iwrOMVgAm88w7OM6wuqDXhD9fg2alJKkpI4gSbXYXgfjn/JESOruVyHhvGv6DbSxtVjew2CIT0rrfAxPBxb6pdjaDMayn1qXyEvtLV1AramlfAC3qhrbY3DOCR/hxU+Bk8M1ueTHA9CQzlOz2nkMRy/hrK+mtORCnyv0mvtXTq0kSyoWrPWEB6YHo4t9VsINau5rIcWjZYX2lZ+GVvTihiJyzbXGpuhlJMavvUx5eptDObabEa8NR8Id5vTVkaJ5EI5VzmtQ6DtVQ1Q8f88wOom+k+jNb4B9G347Q6m6lLuvjfCs/+y9Ug1C6ay2mddyLDVXKU6yZuxBICVL+cgpXe8WeOawRhqdZRYSSfRSEyzX0fy6mC80ZCF0f8jQ2Xyiqx6G/jIVmGniJzuOwRTKzyPitKua7ddicX2P/fheOzrdBxmHKzwePmvzPMAhicLgAGnaS6iwNEGmySf7Cpzpd6P0kBqNonWyJZmCeETXRcXDVM0mEQhH/ZA056uZ3JPN9mOK61NzjH1Ser9yxSHhsZPMyPqnF8rO7MgSebbV4OaXsMjBEW9NNeA9FGoXBPJjWDz8RBUi+9Nc3OZBWYmH0M12P40N5NZ4Sa7vJLF1PNQqRM8EJpPHBaFedgI3SZidu9eMvNUTvgIa2iqx/BC46eaESvdVNrp2Ef4QuNTmREpfErY6dBj9EbjUc3oZhLHbpC7qh9HxRy7SNqrc/gKJqEfwsZIFX3Zd2Qo0DJS5DzfeAhfBPYoTkvCQlSNT3Jy1QmJpoqEjXtF4cocEmQ0XExjl2tsBcwX913/XLwsxjS7GBaw+M2yXuCbG4f2JwAV7C5wH29V1rCTE3pamTRairLMSqpc/rDPjpayFIGbRGmhxhuoQEwJVGqIVharsRMjdeEd+BkaUc6roqnSKtZ8Vfrt1yN8wy55NVsby12WS3AqNqDxhsS708dVuwxloCpZPP2O9heS8cq/A6Olr5b1sztEddVOXmnDKvnMtedQSagmnSx6PBRg31TT9GSqcXPMGyT3td1fDgZ/L6XwZz62sxLYPPHstJnyNEb6wecM/eQyBQ4FkAiqqVk3k6DhOnFU5hL8NtaF3wNJvbCCIViPlBB6a3iODaEe98YRbvTYuxyq/FFoje23MBaPyIuIhHp4Uk1n7+dHX9kXYVzQ5mNx0NGfT2pRXqg8A+WKmXDz6n4yAeOGrJa9Vepskt0s6Q9vM/BDnKWD54JKOdY0FM/SfVOILmHTKuFVBESuu0hH4MOjnalm90Yfl6ohR0CJF6hrAHmgnvCzbsUYlCqx6ybL2ppM69H3b+q0dVo9XI/c5v2kBgerFCeUPoqHqLCnRAMwIB8ZpuFuxMkVxlw5O9OIUWuzDX+/5CvUtkJnDmXhG8MVMAqb5ZuA+ks9o6FTYt0ixXm6odIVLBwDk7nuK17SJQfLgf4lLgub6klQtcNTJs8h9fjMJDaSjCE2+h1Sj89NY2PJCLKl3yN12Pw0NpKMYVvaHZOsEl8d21wngmKzmeOScdjjLBHYPAhSrJ0ub5I/FpsB/I5vciPLzr+UuwawLH+FlxEUFtnUcxU9fW4dS/EIVMLa55M5zTxqJl1IWL6F1aO7efxEbgLOlevcYBXYPBIaa2xon8rby9IyiTQ2z2ZzCtkHsUpvtCpn63TU/TaeHpMd9HTrQQcqsYqMPHmiMaaGX+flY6oZFBwe+YD9Pkga5RUtfjxRjEx/xavB17F4XGTGOE1evYOVISQmnlSRWGgy+bVeXqaSTdOweK7AFFYenQ2p0tSr8jYNh8rI8yHYRrtH62CzSWwsMYJttHu0Hj6bptgoEJ76tU1vZjLILSPLFm9quaqebraOR2NxE9amu+JrYMtYtGIgEu02h9rrzpFyaBqKzep2iJ3+HA0NEIjIdxVhsXEUOpaxz/RI8rJ7Ip+BORsPitt4WGcKiYandEKj8ahmjJU2FdZhJt1kCUHqo+oEpCYKjU9tR6ywqWTnQ43wGw1HvWOkbiMp0dGcRrJGOslaIayTZPaxmPGDx4e+BlYWs2TUcZgQfkr2s5Wm14YC/GarfX9DoM3etAM0B+qlRUgvjSLaXcCSAzWN6aVd6l42TdaWSss+XWRElt6WNLrSFRbdV8aDjs+Wy32mgQM1myeOQq8s3o4F7ADOwgEuGs52A9wCvzKgnaLD7Q0wT4KH+uUKuCH2z5LlW/bxPk/Esm90xWuly50xDzXsfE2u/pVylB2sF8pM+Me2MCgkD4vcFLLfsmg8kZKX23Ur4L98tJlLnZN+hNOceZr9tAXBaeDBL7r6O5BvGQcLkVtxDfaT24fhLhDyyzJc+0e2CUNjXkmr35ov7/qdsLxQC4WyLW1NuZUNJ9SS32c4npNsuaHBhOTsQ/+W/35X72RCXxax22otNYEboRY7JUqwrXE2LXy/lbnMln6fR3valnd3ViTtI+2LpJUU0tmP4nQWnG6Ftu0D79vc6+pBk0zladE1iu1qf3+R3LRtJP2Sk+0GyhWnWaGt92LG0+14oHCDNVQn47Rb19nt6EwYwu9yufztewdLHc9IoZzxeuYJyS6SBN4jUfgZEsTZHUNwa+TC98UvYlYMYlOii74gosjbYcSYDE38TFgDuw5cwrPmW6BhrADkOP7l5ub/Y2uvLCy8vB72vN2K9zzqmfFhcrfl/VDzV/sc0NwsV/pKFNA7nOPP7+hY3aY+tv/RjWWnfEXftCbf5L2nrvCr6gkxrI7wtsqFz6tewMI6gkZWFn1nRTkwmVo6VQ6YdN4som8uzWl2NSKWVxU+vrbgKywIMcSO8C7LhU+zXsA6O4KGWBZ9f0WRR8FxYD3QmURydxUzfy7eYUz3bOPJGckzjyQ7uwHvZFg/lcOctRTLwcTPN7OvMZ5DbD979wkNZ7Gxoix+S9Gwc8qFFnVtslx8IwxOcvE7bBtYI2pjccBLC3kgzTNji2nvbTxhpu2tDsbRsMDn545wjR8BdK2x8y73TeaHZzkgJGn39S9zXH/+mCsL6Ig2iDzWO8h6nz9pmKXTBg6cP3jR5KOGTDBiv+Tgs6Wc3gteK0jHlkGzUwTzNuF9TpJ6aIksgwZIHHp33OFzIw2zMtrAcfEHz4p81JQIJvYE1xwrK3kOZqxFNafbwnNsAhVzfvK/e7gv3XVPsnXzHSM1aqQ743O2B/9+FYR1RzNbgbxWPnKha9IqF6UxAr57yX8kuzhKP/+GtmyG1rhGd1IfFNIdO3lHWs9yURY0pe7FJi9F/jYQhmAX/vkcBLrv13//NM+uF7xz/ha+33+Fw7TTY/CDXVe83F2RIZ9iL3qYxJ1GfSNu2k+R1/3zFYOBb6xtfOb/Q8b+MbT38/CTvw+8+m+Q4Z9Gb/94cmWFw5ugb++BvT/ufOaD6eu+DTXqNQpbXiyf8Dn68c4wGOzmearno+d5PGKVFwfWYehcDvQzXDGf3syHxV2GJ/Y+eE3HQ+bzMbSX8/CTuQ+8nW+QEZ1G7+gC3m8dgY+VEXj+KgwfeyNq8pgcH+Ow2nic4fZeygLQzg5rOLCmcNPO4tWLvczEzER2MZdeSaFDhpEJy2IkOpKM1qATeXer5g0YQM5IeBzakhnsD2MG4+czmrThs3qpzTcxtxg5rKNz15Jd+B6ZPQY/NJdGm1uTVxD3k6NR69ulWIC0aGXksv2WuYs2nw47+6224FNP95kq7jD79N5C7w7dFktjgjQchGdzc/CazHTd964cwzesRu9rA93qi2PRZE4yW8yer9yRjtvw5bHbwvdwOHq+PJQlvjUWBb65gKXnNmkF1gHDnjR+FHpMRrRanQzAkHpqPI6Dbp3E+TBHfD0+s7mtp6qoAVvOyJ+5+oQnxSpsXN83jDM5f3YklTkLUsRsYXKg231/jYm9lmwyaqNf93jA/ijfEpML8HKxYj6eE3t/K3U4Xv0spQnvSCNuDsj5CPir22SX5pmoLQA/PAJd+TYF2i8jDSzRDzMdmpLajZM/slHcqQUIcV1wRELbLKG2GVGsxLlQZztyW6bqjE5eSdtv17pCMeRAyJMnaByNYkiduj9x/TTYHCPGl10g9HOp3J9SbBq0mBshwzO8QAKJAzo+GbpdwBAOUVPaCNLWCo0mB0IIvEVcvJkwJazgkRnaVlwk6XGAj9IDZdUWCUUzFjiCUerKe0FWNRmCyEUCgHeJizcZhoSN+m7mwx4cKClmOxhod9cVdsDqcDCcb5vbjY2j2Cf/iEmTbZqY26sB8LkddguzZz5UGdPUzTOVK1sQQXysIMBTwiaKcKn27CF3ak1M7saq8xvx48yn90fIutuYLzc+LvLBE2MfWDAtzQXF4Xy9kNMjyjR266MAsWwmdmdS3jxtNxnOkCFZubNt63qlS+SMniQY3eLlAsdk9+bvYSJqjN6QMfCzWtFFNa0jsV4sl9iQK057Neso7wMCFmfsYes6tmVmIn6EioxMm3pcfxOdLsB5Q9M+mwdyCw6/k0wNIkd/e3tqF9shrjWten667UTxgDKzuhDoXmmzJ0gk3Sm/swhLspuZBZOqsEswkZ4jVBOJsEMha9V1pmW2wrJoFKNn7phm1v75iC7oJ3MZretNGAvtz5fPJacRq2PenOgJpD35/yv1rcZrkcjKE8a+mDkDKwosW55BNJpZTtAlwSs4RfE8kw3tWiWysgln5IEIVIm/APz9cPubNDE4n/wVdtJkRcXO1PG3OBEacvAYBYSzpR8TgTy938ni4MgFy+RuxlwzVjfS3bUC3LMcDTVtMnY96scBYKXdAwLtkuQaSp9tMTkdkHmRdr0fRGt/VDvvgreOFxcsyUDeoZ/SgIOK/dbpnx/DnF38iaFttpBm6xN8J1vMcIjx7LbNueVscJizJ7S7hU5tab9THTGkTXa65UB3tSuqPdL7ExrSQovu53fBPLneZ8GWhs3QDu/MPJJ3y2Om/Ub1YFOeJ0Wwm4Y18XeetJ6euLckMqxtrXMbBhPuXqDOpdewaYFiqC+LLs1TsKML3yegBW/6AOb+zWB4XZnLe+7F2wBnE6BsARRiNk/fjY6zNFJQd3bWoRk2gAvqAu46AbMtAQFd0l2nZLQTKKgrOdaZGAbFumfjnH9iuOXiapk6g1AMCi7tOTPZs2nPkw+WRUyPRI7h01i+4T7Re1nn2WjNs8/WRJoSSeYh07dkYz/0rq3n//Px2wmxo5X8byYuGyBxvYDnn4DzCtFHsGygfsWoqV6MK4XNtBPfFjzEIoczEPgOuM8UkbY7ytJsp8Bmy8Cxxr5NtYNbYZefcNrN0fB5DpYH2AI1bp+BatZpfnDnKfE5hGcAQ+oIJnYFs2EQ4jm7R1y8GMF7B2Jw+5TecB5yGkvCM213eSSCWAmdoDLNA/jGAsM9Oog1zjxHdVY53yyfefPyeEFTZQ9eFzjZ/sP4gOKbN1zIRXvfBg9cb5KccJ3U9HQPYbEzQXTnqiWO6DqjmOUer8v96Q7e7uzCCphVmneW0M0tgOsEiZbUZvp6NdJxv5KULYy/L/N+p9I87lLeou50QkNNx0LFkVs5kMDao32afbZOx0w7T13GfZoPG0YzyFAZsZoVC1wNNwyUcrNPiPudpQlrySqzcu9ztv1mZL0d8chnhfscnBTbCDnGhzbFg7d4HiBlI4B8ldCfTQev51hmmqfXjVrr2iE90BBFzvxW5vnz8bDpFQ3kii1h8jFE1DsdKLU76DYliI3JIa/YcuYJOB0Jb6H+585gfW/NvPRMlLtmvxeKGmT8sNSlO/z55r9W1qzMesWOwPxY5bdyobKxTSzodfAUNsxTyumUov7dQL3MOnL4f3Cv3HOgiN0qv87E/uMphWadl8u2jkez63Fd6NjDezsmamT2hl4F34HO4a3pqf2oeEmIDyMjrzAnsGUxz/efqgvHLN6xedgaN1Ojtq/ZVt410KaITUrY38UwNNWI+qvpzXsLKMXa9jK3eTDx7AXAXDoFmxYqrsNa02V90qQ9uqVJDHxYDAJrArd4hmuxBGQrqNmxHJuAAQugqpNU1M9pdDpMemj6AQDgOn/y7t9sicX5Jf3IlPydEDtlJb9n4mwb3O4cHfVwJdyijyWP9sd+TRuhtzyYY/aiYLQsjtGJOps88Jvbrab3aKc2m8UnyaLPr8k4IXywBnTHBZnvCNbVinGc0bwTc7BWgowykzv6CxjGCYRW2DUCog06QLOsUWi7nn3YoTEIa1V09HU1lwlYgj9ACy4QroV8LISt4GEBHotSz6kivpVhdinzaLmuFlZJP0rGJsFxv+m6C/2Gw5G6C4zxS9VOnOawm8EAjRFwxhWQi98HG+wxSTT3r4VjJ/ParSlbSDNkfJe0zGQA+5EGshK8/1uV9dqZr+1xN7EGwjmgs/pXNY6qIfu10jWCdqOuz2WXiuqqp9kRqGfeeB4elXELs9ctyxMxpPw0U9maHaVfiMvPcNrN6vBFuwSRtUoEbRabuJKzLb2g427kRNBCx8YTTT0wf8+71EandiLrUPjF0o29ewyS+ugdCka6RECbyub8oH2iG9hRWLBgOmEJb89Lz7K3trzVTSY96Q9jS2iacwf4q2D+xvu2SWv/oBYuSeMfOykM66AOXZQXpXPqUeC+DgQLg1igYN+nxRMfhn/9Te1VIxguD1pR7w2oMuOO9Qbefw6tj6X+WuvJeUlvefam38Ysv53RwF8A/rZGbswHWf+CgN0wrGpabz7ZP2WtlCs4+D+xtyky7vxlVjv2Q+wBDbf+cby5Tey4H2SuPbcyYhz/q6XeE7hBUz1f8tDp9Hh6zBJO0Y/95+cznJXOY/Cruc4qtjKQdQ1d6Ku5/lo2XMS6D1GtZR7Pm8wkp1LSy/f62tSfxwJjWSw7t9rIdK9a/X0LEPqSLX8Tp9fT1X+Mu7VuwhFYrFf7lb9PkczbIPVNKuwpWge0iNhszzNjU/ykCm9MvffUflHq2kSfIanFIErHo/aj6g/GAo/gmqgxEsX4QnlFegbzKN/lHTh3r87XfqTMXQrbNb45jnIDk2iX7Te0Zq22C3bNWyfikkWS3uwUr7m6zSzc8c4sKRt3GG3OHfOdw9lWN9suY579b6i5sbLWWJmwsyRrHfg77QaemHSzhL4XPHxwaFiDAM0K55ahS0Pk+BrU6uz/EymW9g23a4AfG0yNpnLkWoqUz0/AJtfAk5Fulih7OwHDKWkvAJoV58j/3loj2axZn71vAujGbqh2s8GenZlJUq9tgSCbpZp9kKUTv5OF4c2qAEcPlLlLvnjRm3rB2pvlPPD4iJ6tYjZHewtlHx2kZ+Wy1c8cYGyHZrjZi1l1e8x/AeOSMkvAYKDcaC7cPigRs6TtEI4rVsi9I/IpDFckpKvl7eZXq0s3gMGJMi5v65fF4JqdNefk0tqmxnM3tOMs7VJmMNtmAyRCsgB+hJ5VxrQQvnpYJBe9WXhx175NGRgv89mOHrylfIOc3rFboRlBlxGTffasg6EU1nwmJeYy6zTH/I7GWP9ps/7NutiLUZec86xzZBbSiYXHMGuNPGF3IiOlxoQlLc0BoWoVorc5ujX9kE1ukcixflkAHUBNgczqX1VEmze1GPGd7pxr5RzNOqNFmibhbBZkzELyQRizCYI2l3HJRr8q4HhnoE/KWfyx73bs2Lrx4/h58jRW3MZCtIAqry4H62iEmo55UfVpCx919F3DWzCYGR9h7KYEbaWUZEzok4Q7ihKO1DK3bfSyl/9Nq0jXafWRzzlL+Tn5SZvgNpd6Zw43e/FrZsd0FXy7qk0F9wewiqfngDoIHltVJwt25+iJ7NGB1hH3lCi7y3s/zpKf3/Ibm50tHb//Kz/eoVvvNr/5YYEemSC8O+UCKEyECrdrxxktNMb7WqHHw7yFrR3OOMbCFtBsLPEEk9pc8490anZTqhUtytkn5QUofryx2lyEi3sDz586NdAycOZ5Ys7Aan6MwlG8F3ibDFEQC+Mylkbc4aIhjog2E+/DRqLKlYikBav6/jAzwjOr7azl4acmd2TUd24xs3SqH7b03L/0VeuXd/7R2lKs8+ew2Nup7J2/V3+jB/TLdNPWg8cQTZ/zGXCoc57P6bDS4HeWMtneyUihuO1NvMmh9Rl3vj1Z3zoA3dSfDYnwnTOv6fnTe6/isvrX/LiYpuD1ruCPo0CLYEptMqtnWZjLEzB/0AAU8QJUxV6ENJfNbpn0swhvc5MbMQXoDGUh6vjsQy/ntQcKNsEp8bbxqzLLnR26H7s9e5Lmmr/QucK29qnbUWYcHvdky1zYAQH2WStgi0Rh3YPAJ4gPHR3o8AozbedTPmcy1u/2gXg/jHle4SedAvAIbGngclJqhxnZtfT8ldkr4L17i60Y10rMfCnCwoYDfo9iLCZu1P75WLqd3b/GfxiZYzI3tgMb2Iip1UUdd8iXkep6OVGFYjukB90/q8tp/uyXVeJ2vknyYTmYia2l9YWE/iPKd+Sx1hjy2DcTcf1qmtzfGuW+l+beSEdPjt3+OPiMvJ+x45LR+LR8NMjVuF345pqlXJBoYfsxsTKew1X0C0uV3mQkfRmMx0g5DlRnD1+kNBsRtHwhzsHkNESdP3x/0ox24GkkhzqqPssfo3bYsn14/UFL29JmWnc8W1o2Hc+63loOzJ5HzfYe+icNYESbxasfLsDE1V74dt8ke3ybuJqe5ErNMaiwFwBuXfBpTEAbLm6jRROHH+9dr0WX3uJ2QfbQaFmT9TnYbXVssLFiQSATxNsHvrtEatX+s8VtMtsaALGUydRjucNujzRkXfN59e1Xm2PphVTyRKx7a3c2Bstpf9Mbno3RG7usH6DPLb667RMlOTC4j82PXvRp3Anryi3+d4LbQno3WyYl9K30L4nB9wFtuFW9QPMJetgEabfX5qqzZ9vZgXzr0elSuKcuth1pb3HbeqfzHfZ22OwJeWG4iZmN6LfrmbWGud/ALldubnF3s8+mtxnWP1L42ClBZ7tNe2v8bp2n3//tUxRZbrJEYOhp7nscytYodY6WaYoNCo4u8HWC92mOu7RCV+2eLWOatSWO2qWGU7yOEzzgdJ7ttKVNLC0Lg56YNw1tG/lyrf/sWv4bBL2N39AN+jzLCn3/yuBTcSvqFti0rM/HLkf1CuzmP3DaaM96QGtunnPLtGPDF74LGE5YafXKLs331ZFnk12t2xq7uhT8qdtXo+3Vrq73fL716u5mS3gLU0+sr0ZtW8+tVZ9dy3iD0Emx4WOlh/8F2R/InXleuZB0tTZDfCYkBDBinfYdz8jEMn2FX7ePgKjeStsZWPNjqWC2gpMBHxhL9riNuD17LEdpV7OnR4w1CJiD20x8AzK6oPu9rQnJZyJ3/bhdhWn22cMzWypcLMGfent4ai/jyvVG5nsP722GC3Bh+MTk4Wgb4e21hnksEXYzujHowMSySfym3ilCrGSD8VKvxQzd227SCjpQtQE1KXU6jn0XAZiuMt9ZxHj/nuL4LHmlkS6QBed6uV3V3Zob7oCa1lg6X85TYt0Ypad3W+fvsleYptDmmTn4GfDwjCgkCrboCup0nNPDfJlw5i+L5oX49841/5/uijawGxkz8srV0DBpC5D12Xs4tlItbnl+WzN48m2L0J1QlJ7SjdbLf0jVfnQEXXTRd67Q5mUtsojSU8I71NUstNQFOPokWTGuE9OeLr0M1Fi1BgyfoerE3RNuVeMazTvm2s+dP5hY8SAQq59zSYmMDxKaXvDfciuOxNp9z9ZSxtbb0ttRG9ZIalb8XTJfhtHYz0iyj/hihfPL/RpJo5sDk6c3rbKA9Eg9EZwduLxg/wVUjtSDvYa567vbLf4xKQyc/xp1T9BQedSSSkxD1z+CSr7yGZdLj+NgZIlbGhimi/4MLNnXbPSlxv//WgAAAAEAAABUJgAAAMMAACi1L/1gAMJVMgH6Bp07OhAQzg0CQ8Qr/GxBCEwoNghu3P8KKKsc8Yk660wFCEdXzeBVVZO0nJzxefJT1pHRWVeSS0zInKuG7wFzA5oDxwM7waY77J7bcjez4zbcXTeC/XYu2223nXWz7bWn7gNb7U122kY7k322zZ5kl22ym3e9yf+xx/b4PTa9xd+xxXbYQTfY/rqO7bW7fmNz7a13bq2ddRoba189c1vtqsfYVHvqAGwDW+osdtSGeor9tJ1uYjdtpiWlpDDSkdEu2uBNtL9DQkFeoN3d2/2zfXbP3tk6G2ffbJu9P/s1T3PZH/DYv/7MDXiZkxkjJgyYL/fy1nf5lmt5lmP5lVUrBahWOZWj/vQETJESBcoAT5zc9AK89Euu5EhO+iNGihAZIuTnBzmQj97HeTyAiz70n/d8juO4jZfP+RrfvOZnXMZh/MVdvMVXXMVR/MRLnMQ/UJ6Sw0FwOIfKi6h8pYeP8HAPlg9hecsOx+zwDr/8hmuQvOQnn+ETEO+IeMTEPyY+kfGQjGdsfGTjGxePYfGLir+geMXDWzj8oYRLeIVTuGCDN+h7Ht7x9j649z2/P/C7H+AFr3e+QwB8IeABA28Y+MC/R/j7X98J+953B29wBne/u90XvE7BFZzuCQ4X97jLfe5tbnf72xEcbexj5KuRTyb7GtnJzM5mdrOyHyh7Wf20+vXPPr6YPv2wi30r61lYB8M61r9udS+qU019C+xdYOcCO5jXtbzu9atXXQl8cNGZil50dKejH4VPtPQloxP9+wJ/Cl8q/HDSDSQ96VFRSEc6FJTRjd70pZ+fIK4X6EBB3+E5z3sedCGf+2jvfbc79KFvr71OznOO85vf5jbfJ3CWBILUssjm5dwrx6mdlheEaRVbMNvoEts6DkZWjCo44kYvnjEHlRFsXFGl8yVKWbPeiqXWUdGqCyf5iogZIh84YsSCkJA6yFaZfMYwJMbZ68bMeS+UgDMFNVcz5WSYzR+tLafzGQiogqLqkrcNMbGPlGsizPgt8HOFh3ENZxDXD298EvGKskK7QwZTVcT4J8XoYSDgtu9zAl8SbQklRKq7reqgBCw4n0AanT+IUMCMe5BkX9FGaUK2tDBJX2hDCE1pKBfpwa8CWDWR6Al9Boj50H+OsKmNRPQA2eizfhAXWjbRhz6LIlZc/QfUTRi6wirPuNEcVm+KqDG8bgFSGVQG7MRkhbPknzC1tsbcHbXWzDMGKie+U2k55uqUoM2oBseF588obiAJvX836O5/x+ZmZ2fV/IcLKCBbvepwDrm1LCRoHFmuQ1ZVkFtxzAUmOaM70Zj5AOAFGZNqR2PQC5pGIZbQNazkJEgqp+dasvYsA/nZuoHWBHLwWRj15KlkhoE2fntBa3LLjJ2kwohTw8QPdfOa6bIU0dkUT2YWSwYXccZnyL5YKh4s6DIoUOws+ByBFMTJSBjFdHmbZUya5hnOhJaIa4rmFFNAlz0fZ6gFUcxSaKBrCNpdCbVgdj2kDEQBpjczHFaZ8TXD+PKjqEVEawZRjXe2/MSp40VaU+uIumX2sC8Zk+OwnKeRaRrgGcoxd4QT8SmaE6Qft9ceWgSISw+VHCgjIbV8engM7NrW1NC6trRQTt2unVMVlFLRt1ABp6JfkTmOdVlZTElHBb5B3f2ze7bOvkEDa4ZMGC9dtGCxUgV1SqkS0iJCArgRw8vV8uQQ2N+fXaPmaVzfei7fctZnSY1i2oRJkvPNDwLkx6iPHjtAPz11dHLWoLGpmQmAixYsVqhIEQLEQXzERXxyw4YMz/AOHTRcwy0tP3y4vKx85THv4RcgD3kMj3wFxzvewh/PuPjFU3jjFRENJ3zCCwEFBfWu9wYN+M6Xt/e7M3jeHUAItJtL8ASXk4uju5vbWtua2tUQIKA7HdfWt04mf/3rdR32MDGvj33sXgf7+F33etnR0MQu9rQ0+vTPzsQX38wM7GAn+9i1sI71rF89PTUxOd0K6lGvutKX3vSoS73qUjfwqlfdwKce9KEXvehDP/rQiX70oxM9fKKDH3744Ccd/O+TnvTvkf690JGOdKEbXejeG93o3hd4z/e13ydw7bUn8O0JHOfbb4/z7nGu8+671znQdb5zoAN959zvPOfcc5/zn+f85j//+c19fnOb+9znNuc5z23+8eFm97G7hFCyayyYZ3c47iKf63GjkjBjRkqz8WJdkrGiHNY4sRJsnNgziWglcwJh5LjBidYLC2iMA5WKkAH//Pr49vTy8O4YLLBTUJeAbk4uDg7Bm1sb29oBtTS0M7Myspo8NqbFYmFgX15dXFtaWVhXVlVUUwakoqCenJqYlpSSwkhHRkUFwETfIaEgL1CXu/3R+vTw7Ojk4NwQ2NcguZh4KKGQ8MGgIKBfHZ0cnBlZN+uqakobPioCf4W83a22Zyfn5ubfW1n/tiklFTIqKsLD4FeWk3bn/P/s7BbcBXbgBtzc/bf9tnb3bb7Ns/e23s7ZeRtvE9h3m8H+XrDtrmYr2HVHE2IKIGAPeBVNZIVNtBP9ajIGRtsTbWsWzNBSxtYTS0LFyLBAgQUdcah60wX0QlOVOZvPFHRTcDyL7DxJU/XkcGbaGqvjwFhJLGcOSUfS1RscrSiMcKC7AZngbOq1cTpn9sYoq8H6IYRJJ+FsDzoCOKGI4SGnoIYRrh0Y6mjknIaeVW1eqoJSycwMAMjnG4orKFlUr3S5RFIsFLgzIY8TpYGydCcXQzGsnec3LbhoxRjN6QMMl1Oh89IWHzU4Ll3DKMWVpUez6pqVQSo39GZTjypLlkd0KOcaLl+0jtCZrzs0qGvmXY/NSBngj0Gh0YAu25iV5YDhDHmVIwtLAV0OMRkr5fNcwcfR0HtHlxtHvD4qnifELdkhZQRd/gpAxgWSM2GPv5NL/ejoTtZEMa5X57+wDCcb4OAM3emhyBdW8BnO9fULxInmnOLU5fDm/PbDVZQCCc3ZIwEXVbYz2A55S1aVrjHGAStOhPPS7AU1MTW6BhTQ6qvVGYmNlU32iKYha7Mal+FsQ3SAnoVNb5oRokrWw6wqyh0cgoDe/MpAhcWWeYmpiwjcL1qTyoVUJz9mEHlkGLkooTPFQMjUwaRmhlSREo2Cqh4hBSEQawaNiDdbF/BB8W9JsfFct0sei8O+bGykjsBaV9YpD3VuafWXFQ8PzwnQeZQ/IfAmJ7IfQOjTXPaeR/MDjuOxh325xs3cgGu+zMlcxsdczF88zMG8xb/cy1Xc9a0/8S7nchLfci2vPOuz/MKx/Mofv3orp7D4KqdyxKce9RJ++imXwmSJkiRISIdciPlBQP954zZofDPGYaQwEQLz8oOHW3I4h2845WSGZ7jkJY/hGB55yFt4hTu+8YxXPPwEwggPDuGDDu7A7+9/B3zg5RI8QR0fX97z3ne9z52Oru51V6DA7nZnwGDBFxwP7+533zvf3+Di6pqMjHzyzczK2g78wNnY0p52NbWznx3tZTfwrq6pT93L6+vL6lYHA7v61cPCxMSynqV1rYtPd3V1STk1QR3qT4960tKXjJCO9KOHib7gg4s+pL32QkI973lQkNe7A6RznZz/bL9999zjPCfH5z7v/sfmNifwGx3nNWU2PBFGWtB4iixj0ZF603jZHog/y1O2Y47EdW07x0zXE6MSYIE7wNgHC1iMyiPvS4aMfqrwY3S1aM0YiYtmyNODuE3t9IdlkC1G75Ey2xYT0TJbHdkTfpA0sWRo0ckgZ1bpasWlqRhvTOhQHOQtsKx1X0+Im2XhrmhQprZTNYS1WeUhFARFWgcZJqUU0JDDKgJ1XigrJUW4KCMZxcZcU3/9kp+5mSMxMiTMzT967ADVMeNXTpC4aojLo1o+Xkqj4p8cGpae8EySHJHxonJD5AXGL/IFBjLQ08v7Ht4ZDA4CHhAO7s2tTe5yc3OfQ0M7O0t7Gnn8sS4vMKwtLqemJiYmJaWkpHD4SFJRUT8qMjKCOtSX/vQlKnChoCCvFwio29W5zlbL5T6VbSW6MiQ+96LyDBEBS1c5UVW9jOaIjfMmuBCnUo1+WRsTVsmJUcFX6CexvBlSh249D7y0OEvCcEJnQjF/wp2gRUOMf/hhJiXSoVzmWltjcdho0HKPH4RgaM8sVWanPugcL3AYoijTNsQAtV5uoDlbK+AodSQySW9u3gilWgWxJ9rBzKIJbL14k4HORMMzBgQ0FacayaJWoMueVwlCE+nyzQXRPhVWZpsq1RB00jXCyldU2+QGU2/Qm2RNqiyhqNvuzFLwrCTiByETehQAll4xe/AKK54zQcL76Nh4Fd7ePCIGbq+cDuAIlxa2t9tn78jGnikj5kvrljN5kh856DnB17yMv3iLq/jp2Txb54YA7F/JfIyXu2qhkorKI4AdOG7YKL/zRImXuImTAIEpYkQiYuEjRKCElLy8BsZFC398tKwwYYOEyAuXl5TEUGh4w1MqdniHxltGOOEhv+EcKu9Y+UoIg4KB59O7noPANwj88/vru1/f+/bw6r7Ajm7ura3qVFRWVllb49M02tnFZWIXGyM72YG0tKsxMWlx3YvrXF0H63rXxf8609KXlJSe9PDHR3uak4Eb+NPT1KcOBVX1qkud6jrf2QEffJ73fOj778En+vZcbrd79KMD3fsioxv959uD39NT4AXu41P0omv/MzR0nOscjPSgoAf96F4pHj71+M6IM8msPqFdzhgjXrPg+ZlkWaYJrekaFqOOmjNN1egOhX1iVKIy9YsQYrpEZxRKVzNre2QyxJrwzKgbh/owkx73FrsazlTwe+WMaRgOIvU2zhKULACYCIR/l2REUwuORCrryFI+0q6qOhIG6YNE0YJrC3WaZjo268YvCEwisZqxyYkQPDBqCXSmo2ak6gayQFaz5NWCVqpu1vJXVN/dpeqUYanhmgjwxWKkdjNhxejLqKYRGF5paFFrrW0Iy8FTG5gzQrZf6y8IwDjtWb2VQ6sr9aptYnPknXFCVt1pHHQ9JAvQqkMIOEkGpVo6JG8ACqTA9YWM+OnlaKSP7LVS+/mCH5REK9jE0dAlZq2tr6CYnao+PjxJkZ6MkeXIAAApFUIbA2wzGBfOUgg8UNjYrHQRSlVAphkGmAGNzKi0kyxxKQQYnIQAgKIIAMMGGggFQRJFsR65DpQnxkSh48DAoIbBEQAIGgjQ6YChGgAcAQABwAjMjoACFS+NGx+eqYSjW+6WM6PDHBtsPg96xO1xhhL6A8y/n0tUWl50p+lGcjfPosT13iD+/ladlf0s6ULml+rWi3/+RGvzW1Eo+mdkXP0Flc9+Wlx0/93dAtpwF/4sPRYyrx9ACliVABDStkbUrq1X/RuODxxtxeGanh8cUcvCkZIo3MChqH9AgYefMwGqPv6Md4AdBgz8GsAaXT8KcLAPnC0CZHdAkfaMzfXgsY0dx+XmVmj0ub8Cvr104+KDV7SFMn7dVRNij9fej4NGOVh3DBD3IfFt6Ju4RtYCYcPgzSPtG4Zq+4g2WgoDe5T5wxC2b3RmBZg8TsDW2yvABKQb0pQwDcIZTrFBpsYr+O7sJAC1YfY+QkKLNRB+ovQbuYHh+7yDlQ//XaOCQ0e4HjDTq0Rl1hu1msW+jHIln2m51eho36DI7RArmaL71sivQWTdqFPtHyItQ2XjwN8+WTdRu22YaCOL3s51NzWKvbZMPJtj4zWyPf27naZ58I/uNnKJW6NV71qKx14DMG+PdwOBSUcbZ6ymC7EAnR2yW0Z6ebyPbf66zqkdwdrs0g2fC7OOVT5mN9UUhTDJoraYw9rYNmbumbudhPYypoE1i9uezAhOMUFbNSyLegs7+da+HO8zHHCzrE6m7EH1l0I/lYV1LDkCNophzisfwqfD5fcHalJneXmTiT5BL6wo6Y4vfeCTVRzWGod6rLfSlBar00brm6ar2sZc76h742hvMyyi7+4oOhmfXIxt6+i89/nhUZAdyU3EZsxkUGSN6ZpoNHEHZpbaF4QVt9hzmXK1eDGAdqSGBc5o8E7ZOq/KHkJhY68MM83q65rMo+rqczASOHrX2zZHgx6I4lQnOvjHgUuV1M60UzYrn+xgD7yRGQsyv1RsOZccQ5Yrq4H9uyEPeJNtxGPcriUVOJg0Ts2oYiz52mDBECT2hl6CFZhLAwbdfjSBP366LYHErneLVxZUO861s2d+DQBQ26ThsQWtJWLQKoEwS+8dIOaCwNr4GrZ6PhoYuAs41H/eNLvdN5xje7Jd67k1fbTYXm5OWirI2rm00ygxb80mgH9ulMiFn0cxtm88GIeQdXRbMUcJPXeu/amIDDyeROVNXwO05YTylD3zDSFVGP3Mqz1MCzIr4GC1k4UuP9sCu+vN7xeP70kWfrsgd6L1EDczxsoR37yb5eDd3HgdthJHc3liknNOCIA6HHufWRDIy3PN6B/ZmUdS9EwQ7SNk0Ad3m84gTuf+MzzcCcIBmUrDv7be4nb11Bk+jDhj5lqj3KaPKkJzkCJdAf2eu1IwkhFbUPVI4Xtcwe8Uwzl4KQMSMJzJHyxmcBjp7FuWq0h5xV1hWXSnjckR4jd2FnLmtKUs/7uKYGsbNzps3oHCyRH0hvDKZZlNHusmG4vbnyXBp44DvI/gFvB+Iq/XM1zwMlOtHnxYucz6Ax63OsI4n5/clVheehJBOTUxlC8SwYs+A5Zo0k9+GdwuLoOgvDsYyhEv0brEthxd8KgLYXQ56MpBt+ag4s/RLunwAvN0ZHczeddiXuDhoslP8ijg3nLrI/fsnHqc5H5mTkG5c9PNg1z7tLY0r+YW5mxRQC8OYYfubnjogpOz6MhCm4gjgoPbwf7EhBo4pBHnUyA0DiSrjx3FK+IB1hvu4FFw49rl2XSrBaPmdJ8GrGo01gMFTRCSAW+z/QX1jF+dxh29rP9jWbFy0em18mh8PDQJRqYNHL38GRUP8AI+K0GtCX0z06aZvT9D5O+CA02gIbN7mWb4oInWa/xuNi1iXA68N4kdGLx0Iy76zZnPB36f05b+pTELvZ/vmM3nYKRty4SZ/kUgAi14ixE1Vm4iaj5I1U3DmmegOlaelCwdFuLmrb0b1rUrVQouFhifEkfjgVlhJKq+zLhllt8C4m6EspodsN9QeuMUhdnXLm0xlwpZzW65L9+YlqxH+g1hv9HaujmQ04IGGkgDbMvHajPxgeRtaCu2Mj0Aj+hb8yloPk0mlNnJ/T8y1sfdyDyExd/uxczLXHgBnKP2u7ue5Vu32x34JP/M/ZrpL128hYjsmOpsviMOp+HgjjElNnXWuHTEWdiSi6lr7R1Mbw+Ef5SvoXwH0rfLB+vk7doMmzZTG6ORIb4PZzHWY+QJTBoL46HLFdy2sqvolclw9sWWL+smuyl1b02L6B1p6ws6RW9HW6/mFGT7vnPyk4Az913rnuQv2u2a8JRvvH73ZmeJ8bfp7OPGwZfW1DGAkSdNQsNq4INOg/xypUwZOMQkODWObiIltx8CB2kB0E2UJFoXHXJdd8Jf9nLRfoP9sqaK9y/0kz1M3G+Sn+wl4v4D/GSnh/Zb3Je1Nbzfyu7PBciO8j7a5fWiiN/PJADnvJ72wvn/uiOPLKNPQNk2G/u4dtYeaGHtDpfAIFT0WTiQqbDgeJHt+X1G4asna7uzQRMPjZeRacsFfGrM5uSe3mZpJz2gKcC5RUZm8OsdZ5dTYbcKloMiE7tZ64Y2lxd7TxnPpzmAeoEo0KDHXVrkma5NUY/tZGsnu7zsAckgq5FnH0DcrvjE6OjF6fydcymI1TVtIqqfO6P6xXQOLpnSr9K9HAS7Zm5ebHscIc2Hs0V6NFdKPVP4LQe/2Pwl6dNxim004EMlRzecXzJ9SXLxj8a8qPTopPvLoK/KKs7Rtl+VQwVfGF28kiIZiaUgOJFmibv8kaldPy/InSl+W6ySgYAsEsxtm7cxYlxF1/mwK2ZsFqtq2AUu0TApRd0ELBNdJVhqd6dZlpOKLAzMgMmjYkMs2noz2TsYDghVmKGfDsGSAqRy0ZyY1jzPRh7zxGLqEyYqyCi3BRxr70eege0BsXeQbfaXU4wj+IdoPlbGV4l4k/5G4McXXivr0c02X4VrvsUfDTizpgjbzyG/gMMD/yu7a3n1T78ldpPtsfIZ2L7XChZ/EogH6V7IS/15LS342La4nvVO8g2p/3KPyuFIch6fvOUMb3pO8w4QuK3PuhmBc2g4+3wuHMPt0znjzADNfhNCgpE0WEjJZnt5Vqzcbm2F6Jppf8+Bc7h9ylkoShdLUzLcdOabyUzTmW8iM01nvBmZsomzuv9xf4KGK73lX2Pubh9BsGLw9yWcD9aFIfAg9Pi5O1A9v0OHOyHAO3tIYtB3rI/WMgtVft5y6Qhj7rIPLf3FwWncrXyw3gmQj4jw35dj96OhJ9qou8l6bD46lD0kDHWQEIkeba+PBBhX/pFO/mG6/U/EeETQ3fejf+l2zFw42Xqk2h+iIXSHsPaIUOsS6e8WaXwRHM4I8eLsEVLqtpU5MEiBUI4jxPbxtMk5GfTpU/Kcbkw5uzMeJqmwCkjhccbCl/KblPzqIqFAj8gOrLOT3BJUZzUQwlwQRZ2NMiGuD0rtYzPhs25uXw8REUbWiZ3QdB+KsEOiwKXI9jBKtOwsRTOeKXbbL5+0SGQ6cLUQEWf7OQ09LcNl4+SH9pHdRBUrA6LevCq3cH2NjGs7y2nqQrU20g2uq81L3OxYann5gRqoaSW7RjYB4xaGNQ4cy7afoq5mgSTOJxI3YZW7RkS39pcHxiJqIBBg/o1bainaTUNbegYkZVBg56Y7xIXGZ5mZzctOlxqEW+g4U6+uMu4R+yX+N19hgEWG2I5umRPPuUUxS5E1az9ZWycv1CkwVjMfiKE5E0d1KTaWvTiS0r4aZCv8mXHuVocsKMY2om+PETHfT+l2NPY2KUnvepzZRA5zodEwOE9dxuQt31rM1qQhGmT9ABP8tV1T4uouwD3hkvHFRfNl44KaBLmyBYfELu4a7iYch05aMPjFFLpqberOA8Ywt6NoT6GShtBKyzyyM2wGGa4ZryrETsJhzS2c1djK2RbfqtR55QquU1uMRoZ0Rx3vKL+2UdYwnEaous3vMldTq49tmWdWS3JFSxljht9ju+3YnOypzU5uq5wXGB+oWNtrEABYpwB6WeiTPSr+hXIoAl5P2PrZGoyFGYiL0ur6ZbGeQu+M8LA+Pj9HjB0Gks/FaNvqG1nVsttwJ2rBfGiKqBoPspHZnOiM0IAPXn0vcHloqtYeOs5fpVPDqbNSG0PkijTcsd9P2If64Jn6S1o2Y5SrYbcGLCMTe0mI5aAPRp9bRilqyp7NYhLdsbfJehMteEEWNYhe0715l2czbzdgjuNjkxCcZnoQqCvzsAyy2Tf7C40vKhJk079mDPdy5ChTKhDKWIy1+9kMDfMzWenYoshWK31LjC0o8mfHw/hJnhhtY42X29bZvrTXmGHc5JkXFMbmzTSXjke7DoP1dbZhRcwODghr7WWUydv0CzaD9bYmt7y5F17VX3PEUfP6IHRt3ETQivl8Eyq8txX09oE83rr/M0zSbqN010zkY04fn5NjuOnWTAM6zLtAdHxgVuxn2dC2rcCMhazlI1bm2pAabkqTDnUBYMC5wzAZIWghLHxSHZdEkZXeOAvNWiPH4WbX+2hb1m1nGGQEN06WNHpOH8JY13zjaykNH2/iN5lo/cM/2diZIGj8ykZdX8BEpwOT4tl4pUYbH4hn5hrnXSP+WocdtsbFBp10pAB8ZVNQMimYw8aw2CgTTLb2y1Z+No6utDkt77WdIR27TG29q61kZxvv5NlTrU9tktAo8KfN5ubWZoZvycPmNOczMeu59LnmWHl/bbbn1CBpHepzZ6gRkcHN1W9L87AmZ+Yeb9GsMtpki6ky5DC7hezVI78DI+02f/bR1uqBt8YzrJF9td5Va0pqWI4aZjTawL9sggoWweZSRpymSU11u7U5XGOibmvcFBLO4JqztLnTKDNVHpz0gDR9cDMq/fQZDkjMd51ToZjUpGzJrBqznfZMtElFa9W6GxbFtlWpeetvYVxpZGXbuTjLI65mkW/ZCvBGhuB6XZ4JnUPX6yJ24ihgVB/PNTjTML3WsT64ABPZyOirMSlE5kO6FjSlRoQfsiPXty/6292sWiW6NuuQzVhSrOtneVrdBNxsLDRatdHyc+nOSzbzJeHN2EzvGn92crSl8bNXnkJHtw8IWLdoZlTb13kJYDzFw3FArHZn5v0Ugs64RrdolA3VmIJIhzN8qL37CmHTjWOFsyTQIO1givEcIaOZv//O2HG5dwiMr/RgWiVZp2l9k9dg0b1MfYf4bdL/U+wszAXwC6HElip0KWLnMjMv8UDH5l3fmiiaoDOdmWVikyjCoxWSm9ixvzCpwHzLALV9p7CDKnVazdCDYTvSyzUtWK+OkRMK9RXUz8uTq95kahssg+PgQAfW4s460wpnXhijat2qsjmFOiasIbU9o4yXHG0/GgNM11BbOT3/adfN951EcpfPObGr3I2N/V+KYSn0CYXTXWewAMFDnttW1ZYhnMowxgVHgM1wkPMQ73Cn9ZWZ4LvBdWZLPrcFF0RacGOCpBxDLp0VA1aIEDYPYGo+sgr5re8pkN0BuKLY2X7DAT/Iwl6KmFK2FDJGyk/MvQcSuyGFmbiYhL6UVcybOCJN1V4Ym3Mp3Qt4j8s6VNXU7YMGmzTdtAbSt9/1dy5WV8hqczGNSkzBLt0Zy1ibp6YdyLg7H0dnqRuhWIeT7C9D8wg/DzdUw3B8GZ0HjjWTlZrh8c2k8yuX63d0DnuX06NoIACtc2kOdqfkLu+QOIEgQ5YJ0x/uz0cfKxwdBs3P0G0YhXc5OMVaASayFQ2Ti64aW8rnXdXZjZdozXx0qt7sTuSX0uXiLEM6vF3jtLCNTkmYdqd7h7W/OHHYBkiWhhyj03cU9u2wE6oRElPvYPrB2d/HMJXRyedsq9m8grXx0/N2WZzA7tBkbmtnX1bWibnu3MpsMH21JqGiG5BXpszkQZJdAOgU0IuRNZuKOV1Oy5eRNjzG4GipIeBsghItp0ajMmwmfoBGO2Q2Ed4WcTmRmM6jjSNTy0DXj/2vDlsR76S/qFqjKiYjr/PG4PHxaecUtdMjL3Of+a5lhgpuUxBth1XHKYZokOHCS66u0OayJZHW2JeKnIoAxxrqLWDlMUSbXkxHAd7TOyy4XV73uclYcCLgsZwFM5HwEMMJtnEbnksCrohjw2ZjoibEmUmzGUF34qXZzAobGaaQZybzjgnGSaPyeWZEiBVwY5glDTfKci0zi+A4sw3fA+ZasP/W5zTCkOzZ9lLi4SQRxEDZx2lHOwap2iksxU2IM5S6KOFFQ+CsOoJpawowLkIPVXOoWFFFQ2noTDGJSdVKKC5FDqpTlKyqYQQzaLY4wmmLQjQ2QrE/LetT/ub2fFbygJObCgX3Ac0OK/F7XrFQV5aamrBrQSuAu1QjZEPArbtCU2sywkk+SPHaADyDCRH3a/xPO1+Kudtcajk9F23GVfC+hGev9MTEXsiyXMSJ8iJn5KvJwUD6DkVO7UpCE7OBFV9BpplGFCqkUeGOETNc8Dguce2aaNRGqzZatdCsjUYNnB2qXCE8wxRwZpAxM6TiAggpg0gBZBrEd9FD1+3rFEBlPXTqolMX/T4Uum9KGPGJ9UrtIN89eguy9SgxxgNZMEeWwu6cBUa4Qs4E4RkdDQzE3mmP6LFW/KVXTJTR7scapRt5nMavu/1RbAJfbgXlbyEK67YgzMI/W/aE5KJRTNwukNNe3NVkSCyrGV1rQqVe7cTOrei1uGVIH82qcbQlmg8nOfwWKMNFw5Qb2Sbqe/a0ZKHSN1J80J1oNax3O5XyhQx29DaLxYjcbJ4//P9rg7B3lJ3VzlyNheXltrute/2qLQbOuGe1jfeyrO31AqaViXODSCzO61bpw3xvJUh7RNlHi26ZiRkOK0A3UbJqQlzbc85BHxz8XVovIropSW5JdnPOoaQFhS6P/bTb+z3nauG5jTaZptJZbBtQMSOwzesL42uFDvae9zXpTpwm6yHTgLB53NxEItv1+wuDrASlnH6zkOB3wxZPfhdzwfrwSCcVOJPALr3NO7uhppzRvM9Filn0QzWCm6wE3z7Nh/RqhbM5sFu1gn+HPRvfsLl/+HrflmHHnGOiIr4MNu7lzqSl9EK6Dn6TdtEv5Z90Gr2QBgK8JvJViNqczLxm0MExu6bsYs9SRnZcZ1c+tBNnfU5TRrd2v/unQGyttOG5XZDjw7I1cWsuZb97ww3GOyuhWaELsUyq1U24BXG303NePv0EeyuEIm8ub11lw84NK46GoMSALQy7rb72/ZWnMyQs4FhKEGM39QgUo0FLxwRurhGzHAQ+dRcCACiYy3lusXETD6z87bh21Hc8bm2eU9AhPjjLYtuifSf3ivnT41MJa9jvPymUs5wiyKp4fEF+WDIhhI5HlKtT2D8QeuHqqLrR+9lBpA+U9ksgjxUuSMjOtzPhkWHPolCTV2hT2EjpMZCHc5N3EVZuq978Z07NOyR/9iPjhbR9ucWW5EycNUK2mcHJzkAMlbYR6DBD/HYGMtTajMDO8u98O0sZbHKn4Gew5y9J95ydzSygL3PQPowTO2a10RxCQuFbkemjyftcqafsB+8p52tVkNmSZKG35Jyr+2uYEuaYR0bpJTrxdzG+y2pPtu+9XVKAdxGG8Z5s/m9z0Ma2OiyL48s1AKWhpTVymd/d8o3nADDbM8KaQyIabZawITOLP857rDG9bF57Gq1W3A3ZUKbds7ogStWAHULOEyqT+49V6BAPtAZ5ZQsjXi4KOpbwpxp/7rsZhBKc8uBWcXEHYnI5T+2KOQvSArJGl94O7N1WTRNrt6NOschIpMfF/XfLb2ZktJQB3XijqVWwQluzOor3p88sYpuZGlQuOFzgUIEhy0GOcVb6Xl/eyU+qeXVzkBND2hg6IXZG5AREcsjilW7pMbWzXu5wbkj/O6WRH48Bt4W8tXA/gdgGjbijxzHjsHkmyG0+Vpd+rFHbJzCzDPe8ghnf52ZNDRyrfHXzSo55+s/6Yl4WHd7zzkf8fTdrokXS7pydGfggQe8Ay5UBWgAAAAEAAAAvSgAAxKEAACi1L/1gxKAtUQLK++K1NRBwbwBY0Fe8ZMYKpaSa/BoQjg1hGG2OGRJl5OJOLp2ZmfnzPDchr/ivqpBq5MFB0xZn//9/QguDC8oKOdja3Jx3iRgDZovkGKZG2tDSfFiWAwZYFLuALa5uKewerEfJjWREIcdSkosg+l2lhBTQjMgtAMQJofswHJ9H92TfTy5uEhCW1qG7ELEkrkD52Sgsr0tPsqEXEeEixBcDKoVKUpqhgjD4+MZx+7GhBvjgPJPdbkQy35u5lyqh82DCJi9moot1ocMqh7IyjANwQYoZHWUHADbdLBM5QeIt7zZBMQfCzHfpQQ09OOpZGDe88UT5ry/4qpOLMAfqkfbGeuC9LtUY+mTpOT7mNh6qB8PhVMaxBNpXpIW6rQ19lg31hpAiRF4mtwHsuwB13IB0K7MG6oTDXHyYTtjizaBfMc0UH/j/ImGgMjSvfMr2Stb7MMAPWHKPEHnWa1vcAbzvOpLkZYFmeUmYru8e6ovNmIAHdgGVO8VW5dAjsJfyy3wwD92L1a3lK1FH3QSqljbDDJ/dgb8S0hzogaYYDtx7Kdm6WpNZIo96APbWevleDUjv/5KQu3kNkDOz+i6oUzsH3gm13sJGJnz2FbFsOpigT9lKdJNa8l+Wc3ehaJx7rvQoH/NEHsXR0P0+NajpD1YnhL2UQpKj8WCKW6LyXdkg5SYroOQA5qJYm7BOoWnsb6JWwFaTD5aa+QHorFzrgNhbnKfvihwMbz+HipEoTsXfawpzjQlbz5Ki5EVT9mJJTPC9O0r3oLXUzaYEvlRYg/+uEPJhg3EJwix0J5uHbR0OP5szmsHNakdCJyQcN+OzblEO6KHlPHCRbjSJ/1JwBMuEc87hMCfjpJw8F2tmWxcA3UgZHVhGlw1lNY5d+RNfDzcwZthP0GPO075oeHtd+66br0yYuJNriMMhHnXxXUOaEGKh0X3AUEClxYOJrbiw0HL7gVVbgC3/NaYdUbu9xaHtHeN9WJA5/M3u7IkreDrjBp6XEmLwXyOoD7Pj7kIifthU0c/37uoLY8B8qQphmxaq90o0AFiV1FlHmIWXev4LlOihbCy5HFAc3Pz1XKY+P52KOZYbUbcnGL4LFEz5RQTIPE0BB7EWxe/aQlIcL/ZULxNYQ9Rny1x9zEHoXw5wfccdPkuGcY/UMlcgpEU4VO+9yGBWSVGkH8Eh1H3T5sM4FOJlYQ57ruWsR+nE8A6M5LxXcuvBWDSSHSLmv5mkzUiQ9zqgN6PFXX5AaRIcxv4vsx5JrA7JwOR9GYgcgVnJzdpQ3SydvstORflGkZ087iuIrYx4rjWslZ2fudAUgjYJCKzwYZpX6BIn7GP8XndnAHRPcFG+o2r1NUD62T0ZcYxw6WA4NXRViB9MDBeOY306GQSG/U0b1XfQofK9W9oHYzKcSyrnYZmGbYuT30UJ99QCLxd3uXGLRPBdCfomn8zII3xxAEOWeS9SEnehF6gy6mhUvmeHNmXMMndqkPQVcvdfdks3xDVyLqkv4cLN9xKA1FPfcMmPBje9nVqfFUIkQlKY1wRCPBB6MEQnONMKzFzn0jUPGov5qCUpvqsm8LNMzETkcfl3Q4g2Qs/v6jIpCZvLszghgP1S36uQyl2oZarPjRfzcRBnlz6GLy6/UOPMF4TifxG4i5wSztcmvIXdOHxX/s1B0pZLbVJ6TwD9F+Zkl3wpQJJcqEQjlwubB/vQBN8Je8kJJHrmC7ZjPkqC13cjBT8LAkAVI95cLCkKPFbgvazO7kJG1G8utjDVV4mE5h2glHy7yu8FZUzQhSE5hnCjt2zxv/wyI5BZkR+dAnJvcD4YEZO7s/NNzuCDXe7gDNtDsUD6rp2Zz155yId6KRAzudqa0jBBciDwj5xLsI2UMPkSmTm3MiLC83pcnztpiedViOO88yiH/HYy8c573fktko5bL0PXaxtX3Ho41jwb5oxbr8jfsxkmuPeEpn6N63nvETD9NQ9E7j0vHK9GIYvdQxPzaU6QYPfqqD6tJtsbjyni5b078p955sDLe2qkb4YET8X73hnqmzHOfS9J68vGU32PQOCXZT3pelIcPJmHNXjXw+H1Y55t8K7H9f5YFN71ZgovRoeE97xPMi92AM/zrDKM5nlTcT6MAJ77KXiwpCA5Xgcvn0U9g+d35DefzYB2R0X1X1tw5GMk4//aE5OPaydgcjsnN94LyYQcCeZ7MXHJ64wIvdcC0Dunk4zwXTlyurHtd5Hgu/O5FH/fhQHJnct9ifNdQUd3LvfFn+uMUR7n3XwuJh2weRyFqOfS/PkcbmZ9LiB1juea5MrFUvye67Kci9NOPFeTHD13Y3x7LjBteN6mhfW7BADmbXkpvstJTdGNzXcJqsnDYDK+6/AtB1+A8F72jxyc0/leDBTzr5SW91oEkHstHd/LNPTOvRN4/mtLKe8asv6XFjvvcmj9bBD3xlqVuxxSA0YVOJUXNjwW7w2RAc8D5XcZfSyl9sCtGNC4o9DivZM3CkQuwbUGjE0U/hdLRJwYuvFsysQ+o8TDSKCxUxHkv2diFPlwWqn5YLifLj2ucC1QVd0ItgcbqgrR8QB3U6zp3lQ/XF/IUkMnpvhhn8nb0HUVr+OZ2/D6YTCHPx+2nJcWH/5jkqCVheeFMcodLX0Y8ip1Sly3/rBmnMcxVXA+sRi4U6IPT/E7PMPcUubDWsoyJzyJg/dlnb5ZuvjwFsYqT134nqiQEt4PO4khhsei+Gzzw0nScBzHORRAg+Np2bmdcX148TCNEJO20BUfDoG74CECn+Mb0QYh6MNfuIjNd5P6ME9U5ponPFy4DQdge/CYLzyNCi24DvFguCZjUOS42uD468bzweEleE/OBvxrRJozqf9tYgdUuADnApHjLYLkv4w5fsRzBcfaMdl9g+C/A450Dc3eC4TGpXS4wSf0eHaJEt/rwYOV0ha+ZCYJ907yuzUof7ILvqDKIDfD3HfFaPCdLB4AKrKEiufqHbEFB7eeG1fGz0oM3WryjkZz/HbMRQ1O5116RPES7bcJCL9EUHeTrhQ1qNduf+DiqwD3JJYegvvZLnvEvVi6bQSuOeU+G5bk+MjEPZc34THAr3H4HKvhurddxRkcfs2oDl/KctNIiHhvfNppYxMW1TXDlvxpTbxIQtgg0J4OpI92GSdpDl9CLd/JANqy8GhaP3yh3/LbDiwusz877NrrOyunumntPr5Z/kUvLa4bQNIlZ+bNzMS4UHTAgeSQ9vpcm3tH45dhmbHLsabnrVayRaZ9GVSVN03UTo5z20FPlmMolmDUJ0O8UYwfk9LDVbLVqwD++eEvVmZApQbtEcMXk4tD1sH0VqJMHtAP0xKAq+9FDlTCAmHThynQ0iEKVj4UhGsbhMWDhZJRY83epZY0GoBxe+449LOmbMQYvtyTGeLGR9h7rm91748DFnVN7+NgehloYm+vT6+cioZuPIBHn1MVII6Qo08C/lAzo9hL0Vym5lx+HHIgw6m7kPBMbgX0ljPp8JFg/K+MTwhcDz5l9bH3XqSlIXrfRiDHDsDnjqAzwPhuAfSIXts5pPukitmvva4pdrdIeDWnA5lEfnRsj7bBcwvniz/FfmB0b9ZWyCrixZZXq1OeTEWVEoYXe719cUxeTLPTLMy7VUHie4T7MB83jQ3eDehwT1LGZ+uScvC+bcCgHiGa91L9cALJg00j8yJ0fhejm6rF/8YwuyNy4Ln4koDWvPdIcGz0/Q+BRgSSnisYWfeF/C0jhF9KXtsEy5wMsN9qgOdHfs1VLq4HcEN6NSakty5L3kOlVReER9NAxc0VxHug0gBu7c3AJ9qYon7raTNNk+rJUGwAo+W/VUSKWtbvxTqq19HMfwCUWisS8GE9FLo7BZ5LLw6bgAKfnQvcpsC/68ZjPjg/EpOm11ZAfa80UADMO/NMt87z0JR51gEgRM8FuuZ5Dgt53xYqvdjSZN5zbpOHD4ugk3ctEMQfqxvzobznfXsl4sPekPN8CybowVw7qIHB66Wk4xzH77gofvcGxfE7FSGe6yYLjne05Lt8oRICUOIzdwtG1nPVaijQ87zHEGCDXfLcIxT3ffdg6bk6yrCpoTgAEQzwQP+eqyLNh7DsboKiCYuV304J0cCy30zKXOGFgv02gvdqz+/2kkCy6u23bWnue6wJ47kaEhDJpd4/Ao/kUvE+vOd9BsdXBNBvXcAZJWNzPyq5vTd++1fjXHZdONDg4IS9wpuc6qOtfG0ViQ1RO+7LPir9xWvBQ2qCoO4WYgWppa/dQeK+x1sHfhtKhYAeul100WIq92yvW2REyNxNCrACWH3t4QwES9gt4s3fWHTxtwnQ4Gpg8O5S0vEdZ0aE2y5wSOz0bEhSHIE6vdkSr7QdvnaMwYUYX+5Cu888J/mzSYjgVaDIncjUCmHEs5GR4QwmRN1tXf7ywq48m07Ufds5qfqtOFSbocvN2CkD4TzbGIuSKKj3hQidWHo8W6AMOi8B94OeprFZ4WstsXLg/u57/uHEw69dyYdwcYPJe1LPBqDkjLuIsorgs7Xq3EAd7gyBEBIkbY49fd1mcHoKX4oJVfR+Mk1rjPNrNdoTH6w3EYPy1OuvMWoVgnGAXXXd8TrPRrUFDIXLLTaTY8n5tbAZi7XTcOO1aex6xkZvAE+cEIB7NS8uznxmsUBEr3ByeG12APZ1C4qVsYV6ocyzOfagsAAHy1lW+WLp18IuqFBqwX4GUgEB5NWMQMDHQWruOTWcGZwUwKKp/DIDrwZkiTeQssJOGc3LMvVpq1JnX9tbx8iQ7uXVkJh2uhxgASFdjBf/fo0MmJ/6sZI9rjpo+bQwpm8dMG+hrDmirleLMopUSuIjUuhnrsNkeq2fH4svNKwLMGuurOAxAZfmxCH1dMrMs406/lC6wHrIIzQ9+rUGW59UXmALn1D1GPBpnXKIOBAnKSMb9rNpEVjSiL0wqJSX9GiqKKBIf2AZINXlqao+mhmgGZtaTkGVTtjs/VoNDSQ2YLtc8bq4Ptqqlil8T04LNtVMFEQEnViqZ6SDUAiycgBLRNefhF6tG6cui81JcwBeerRRQ0gDWK1TjSkOjxYHCiOZH02kOwruvFczJUIn/pMXpEryR9OSRMQjwhdp4AoW5dNgeMa48iicVI2cHm1KkY4akk1kvrJXo7KjBmRlcs5FbVz/rAucBjhdmaRPpHxffwbKBAjGlEwdkWXcdv4sTFqZTKariDAwV0ZBH0rmXxkOJ9+fkQl86vA/jWpuaR5tMwbZyrYpa2HQxoxP8/vE+zB4Wt2luBBHhq7cU55QBflnVKi8yHUyo7JgHQH5s9TKBkZQlIXUeBXlejNPIpAmuJgYP4OQPtoRLj97beXEHEDA/t4sTDkLDkc5iifnVsab9VcCWTGYkpGqcB7+jM0ELCQqy+ACh0Km3szNJNqcWSbtwaZJkTcLsgYxcS4jSFCE18PkzwQggOtpUG5D6bqXAO7NHkUhiwzu0IoTGuLzZ6xW8L09OGXUN/gABj8yayAZcCblz5pKnMB9iCLLrjmMeUpEvkzM3HRFshsBqQkS9GWb4CpZPpSTyEhxmPRmPqV4AQxdApsFPSnIzkOL+DjhQdeR82dYvBZFf+VCASZEbbyZhDCyLyddgxojGCO+zMUPIRtrZZ2+rbupHm+Gptf2k6OPhY+I2fyyQModgzgeZVgxGnzzZiP0dPCW+lSA1S4KniwVSRQNQ70HzRneBsgvS+qQdJfWz+CE3I48maaWFF13+ZKLFx0pvuxsDQMPle5nwccXxSebgQIfFxX1ubksQE04y1egNeBQ+LIWoF9BHPsJUiu9DXw+Gp24Hj8n0byovszJim2rUYehJILihSdbU92sstojnI1Tt0+Go8FnG9gObgUdPPuxV7wEloAyauvXnVjSkxlCOJKR2U+QIc3LcfNjS/x4gEApj0vUATHzZFFIUPiwoDOW+cwbc6FlEe0HuUeKgXHP1JcZcOtAYasHaVFky9ePtf254uII3j5pYTFzBt7JGuyQEPBjYlPB1aweBGdGPfoxTCFmY2j0/qdAr4Hgj2nYwObCWT+BCgMvwIUfM9px02oayoiE4zDCJxtQASdQJu7kLngpeLxYlRKJTVfkpsM0OyGITzZ3I8qMkq7ZAQ6OkBeDMYQls6B/OnbJO3t9Ma6MOwZt+hOkgPEe+MVaL1WHSJYj8YLCUPmxbw5KyK3eB4Tkjh7yYjWiUNh4JGNpgtp5FfixzrKYVyG90Yabu8LOF8PK6RL10sWAuHNUfLEKFHC1NE29NEjfDyaEniTbxVr6YahUSfZS/zKmAl5Y8MN2hAgTeKWcZ3FjB87yYmXvYJVKstpVH+jkj1HAu0Y6OpbKnJmgF/swPybI6ym0aMd1fB+2JcUU6WR/syQz8/th4i2WScJOJIsrGa4P00vDen3KdyRc5tGVH2bBAU53ofuWODHuzFw/rIAMucwK5LvMpjqztxfjMcITQ2n5yoijzyMvxpTGC8CSLpZlaSfG9mGPS0U7MHRXQTN3lhQebAmOc5ngo5MxZKUvmi5wIvlhUZ1OWSNyICt2eD5hHkwwaAndYndCVze2agoxFgSQTFhiiondizVocsRAifIYLIw6q80PWySCqoOwq06GjhnpHgwMB4XtnBtAZcT7kH0wD4EXGBz2MJQVdZFBPiwI7zEF50BufG64n2UDdwjZpkO+OGJHAIWg1aUrWYVrG90DoQ+zvBAk3NW3RBi18zvzYAKOdGhZlt2AWUOH2P2wBade8AMKRPOjODl3WQk+C8lpdSSYL4nJk1LE9T0NaVRfPBgKLJ9uRXlODAJ2VsJ89oYBJqQ6b/Dhw12ggM/OjSkgQIas+ODInAnKDzPLUvcDoVdWFtaFvfhsqwI2YrLyA0z6xktIPmuVBYUbt24vVfEy4MGICFlMIqCbtpFQF9n2WT4mt49gkz4CyRrdBB4PZmAN3rOImEN1NWM3L/8lBs+JpsnINnIqbPE8xLQyzQUwAF2d8F+ujh9stOg5BS3diMjPDqr5ekbpPk455pIAH4zt9S4czYAvta7mVvXnAO6J3AKDKOMaO3xkKfPIlzi17HCt/0p8wkud/qZGEjooqlw2DdHIjuNWuSfWB9vMEY3r/XCImbk2yx3sgxyrPcBpCDmt2IMVaPRynxmSlFe1QbML4fRfVljuJrSqzqTNmTkyggM41ibzAt+jOqG8H4c3AvKj+C+u7vPBFEl9RHnsKuTAyCGe+KzcKU53ueVaX5p2kDLeS5Xs8DZzrZDX89/cqOt/lUhhpBFM/mCrW8cF579sBKhMIPQhsVdc4tpnRy/chUxO4EAi3uRcdyyagkI4knl4GQEn5OfB/GC4QgnoUkxN5ZSU+K8mgiSA6ByJgyXdUdx/zYBQdNxyrEMwdSJ2EGLltP56Cy8e4oxQiT1g1gu4TbnPKsGX8Dh7kCGnpKmOPRhd2ombSZFNvmNIKafG6r8iTFHU8s2rMHS6LgPvhUKTyxGdZ4nEqHtsfK80Mj/MNruVVwhxoWX/pWL0V2f49Re2Exzo97ND5R1hTqghQ2Kg8kYlfjA9Lgyfcm6dgBsONt3PFonTAYmcK/Uicwl4vNfjAbKIH/nWWhCdnut7PVlBbL1Lz0DJ1UyHgPlmyH2s7MStZt8Lzd54MgmZvECDuG9+sBVrWAuleM/y1AbO9MR/iad0aMr2AaMO3pqOPtsRr8aiTvQXn4NuvJ/NCWwbq+ZXh2vmMpy+lwOtIYyneRqGL3SK+HeFQinShgM5BwkYbpmgD2aZvXvKfOROZTe5Amzv9S3LtKIo1Yl6uIjNRnw2lMyjqhkR5Bt0Sm48Nh5sjRKsXYKm/Ef0E4518L2cBMjc/OHpL8bGbwWWPgsE5KoGjNMOqkVd9fqvtEURp6cBFWgLdAP6AK1EA81xaJruqS3UUjXVjDqrmd/MbGY39DybmVXnMTPpXDqfzmHm0dl0Fp3JzGBoDPTWVhadRZ+ddekuPTeXR+fRg4OGtCHtwoUirUjjwOFIO9KSkj/oH/TlpSVtSed0OUmSSk3NIHnoDArqJEsWJliKzESI5BjiODc2tsCBgwVjjzky8gUPHohkGbOiYooYM4onTzA7mcyfn0uuBJnLZcnMJVbmKpubSubKGdPIbGRuMnPOkvORI5CXOYrMRWbI2XL+4jl7zl68ROkSZebCBcoWJ6Fz6Axl1jI5CQMIkMQfL3rMPebE2cecYxYihMZMY6acYezYoWNxnjFDxpxiZjHfuLHCxoq5hoq5xrw4O84tXMyI8+NcZaZCBcmMZJ4ypc99ljI/ERSsGxwcj3CbxeIzuMP5xIk9EzOfmhrOxralnbkcOFjo0OGCB685m8UABnYV9jcDAsoFkpgJCfMKC/UMz+a4uLV5bZ6b29LZzXd3X7y5DwwWC3PnbvfLu3c4H856cwkysi8rw5rhaXPajJ3RuLisum6qmWrGwqrKoKW1YbYwV1WYK8xZs4Y2ub85bx7PJGYRc90sN7vNZ7PY/J23s938NW/N3Pnnq3lstpovzB9mDHPX7DX3zX5+bXPbDALE2/w2h5j/lHpmJaUdptnJyChowYIASPORAAFCDeaoKCmo+empaV6KEIF+MDugQGEChFrCPMXDo5MAwYxgVqDgwHxgZjA0YB5QNCfNAQIs/cw+c4O5rp1mpzlnaA6aDQDZS/M8YXYwQ830TKQ0E5gLKB3Yjo3+V2p3iYzD57VBvrcGVj444/id0M97hWTg+JhJgA84PpYgmObG7c6ACMLxuy3G936h3fd4/OC7bUf4GIyG9MbtHMnvJQDgxu14jP6LIPDG7XA2EvD7HgfI8FzW+cbrlNSpuHG7uSj/zby8b7stDd91rHEcrxPK8d9HBTdeh5Xjed91fN73UtBx43RZTPyXwtWN17npbd23XaPXwn3XjWH9rpL4xu+bLgYhixunE4DgwQYob5yOavPBf4T3XZf04ruSazc+J1rgv42lN043pvXgzvu+7RyAPtfHwn3Tfal5r5KVG5/zEeS/Rjjuu05wy3MXSRlRb/zG5+g7qfum44zy3SMXNz6nYMuDQS3cuNwXsxP3PYeX897CMj5XhflhqMD7pqvTvosi6MblLH3+GycGi60TUmIHFls3wMBzA5xhbzkVnO+lQoW956i2vlvqxWLpxKzZG49LDaKJxeOy2HgwBfCNy9HhDyMounEsHldO8oi954SYPdc0xI3LCY2hsLfcFsR7pSqdnOqqkvyWxsLecY5f/+U5gb3lVKWcOjnR6Vj9LSCmkxMdTxkoWBzuk/XBn6BYHO6JWSkWh/PC5sNYhFgcLuc8w95xJLS8l9t1cprr0nhuhz3sLQfh6LuDXbA4nBifD8MgY3HsDUdZ/u8TtslJjjL1uTC6/B0HBvDdScu/4XS8vRdQDSaeSeXB3UwcE/xgUQZNTnGtQ8Iw8e4JJBM/EuHDXFGYt+b9Xwk7mfjb5X8Yh4y/4WA8CWpyistC8dzWDZh3Eqj3GjJd4mVcDMTxwWBVyri4/ySWcbGj0YM9B5mc4AyZyo7cS6rkKN9iT/q/SVPKuFjx8sNWaDJvMZi+0TIuVoHkwytIdThxWvhuAg+Zt3jNgu9yejvupgPCg5+4yrib5tV/aTgo4x13O9HjwTuQyrebaNV7W8sdd9PD8GEg1/Itru3eW/b16PTGI/jdIaCOu4HDPswtknmLnSJ8l/zW8TYmYf9Nm9LxNhuj/yU1Ub7b2iBJenQSfyDyXNXMjrf14XjwVlu+3RrQRDrehgb24CVHyrcb24Xv5s0d73gbztj36OSG2OK5S2z0u42IxXvtTHQ8/Lniv3ZR+W4bC13seJgx6b8nmMp32wwB35Vy7HiYTg8M2amtC+ZzC406HtZi8WBvlI6HmbgePHml32ELYIB0vN/hQ9Lv3kn2G4zKYEn5Dm/xe66V1I6DIyv8t0iV7NQmIdRJx8F0Lkp0HHyF999SpH6DN1efG6ezjA03iHouHJF+g8VvvruCBNkprCLEb6m89Rss1PReotCOgwecPjiCZce/mmrvTfHa8Y5/Q3B4b5twGQsW5Pxtqpl+g4O0PBfEK9kJrObot93Qjn/x8H+znf3+7ijy3Felfn+xanz3zzDHv0Kq/43R1XFvaeR3zZwgO4HBSwvK2O/olN+GJzvuVXTy3qyTfn/FEH5LGthv7xkvz91myfEc94pJvlcHhH57B9ueS8WJ7PQV5fJaM2+/vUdWdBn7LRvyWih4jnuRyu8lvb1RAH+LN+Z4N4mD78Kw0G8vV9FvgRSRnb5zes/WR/vdpYI/t6hDjnf77L4ruqWM9WK5fK1TnH57tZ5eq2JMfne/LHxyPMe7D+jV766RVD6y03cHzrMh2fndpc+eu+ntWO8bz7PxyfW7S6X52y0b/e5CsXu2KGdynDsJ+V0AiGQnLyXar+FhyG9u+fG3Nub63bUA+NqkIh3rBcD4a5kKcpxrd/XdDEv5zS0rdcrxfnMlx15r19qxXTHcs+XgkZu8c2avpkkgv7euSlkd283PXm21SX5zH4y+1giCfnOfSAUhN3kvJL5aj1THdotef21qQ45vjWDZy2+uFYVnQ+HN720HfS2bFh3bLSH6ahOk+s3NC/Nrb2nkJi9ia47n97Yy8dk2761XxW+jfDqWC5r6amnZ/l1v5qeFj/J7y2Xu1xa/kJm8OyMebYWU/N5iIXi2N5z5vTXAhq5juVOCmB3LDaLk0/5K5PdWbMqvNeEk7/D2kP9MypJ+1QWDYZffWi/flGO3MT5fTUdjfpMfvQnU/JkQlI7l8qB9GmKa/NaGsvm1NAV6ZleMxp8t+enPvcHl0RbN5LcW8WeN/OjVUPVmZYz5vfX5e7Uld8/svpXfbA2VHLuFC/o08mh+a/Xino2ITc/kNob/7DJF/60qgUdzXCI/ev8MfBmjGTLZu6RI28vdFyHerEGO/NauQHs10TBk8hfJxJNtUNHLXEuzNwuly28tk9izPfiRY7WhWJ92edozt2ye/NmkYH6Tyd8SjD/2+Jr/dszw0chpernrafdlXrT81jYBeLU3qr3sXdCY9zK3NMSXtS7mWK2aarnsHXT8MTIzepkb1FeVvzbJikeTtJCXt2biPyMflb2qWj+GYUUvd5/EX9YklN9sVTZ/7edML3cDDZ+MbLOXuXiXL6uCl2PZ0Fz5NFDJvLy9o3wzcpH87r075ufHVtTIX6vhHy1IaF7Wbsr4sxsweveCd16MSrd3bgkVT3bKlmPZbiR92qhm3rePSV/mQ6h3bhjRJwPyyZ8NNOvRKst5WRsG7c1c6OVlLQe4P4tRoPcuWc6PVRjM+xZN1pMRweu9C4rmxeaC9EiSY/O+PaDiyw499M4VC/9Yk6Icy0YY5tGMeOZlbVjvzQDJ5GW2LSv+rMWT3rmdjy9WuiDvW7GRJyvk6717lvpiAhjzrr1R4MvEW/K+9VzwYyjO8jLbodafobiSdzY4km82B5hf5p3rleXFakDIu/YMlCdLw8s7N4yRD7t0yru2yksv72w87jfjmsj7dg3Lj5EpyMt534pevZganndtCp8nq+rKO/eP88PqDOSdbbTEl11ozLsWzpsfc2qRd+3Vgc46OXZNz0cgs9yIyERrL3px9RtVDtWsOc9DQj6ePBnmuWbxgm6NQceYdXxy8HR6dHhyqHR2dHRy7JrWmXXm1ziuraxwVt+4acNmjaqaNGjOpKKaOTUtQ2aMmNIc0pzRMGBEv3jpwmVLjpacUNAsWD6vWKlCZYqnlChQnnQ6acKEc3OJkiRINPNezsQ8cpljmWOkCJHKIUIog0zmAMn5IemjRyQkD/LjDh05HBtxMN6wUWORxgwZMRRhJL5AdNGCxQoVKVCcMHFYwrCQkMSIQUERgYB/IUD49fHt6eXk5dzljHPs6ujm5OLg3sRubWHw19vlbrVsa2ppaGdmZWRjYmFg2S+vLq4PWx46cNigpSErAxZ+Y/8Kg9UFCxVyqnIo5EzlTJAQAcIDKQdRUA2enJqYlpSSGCxQgJTgCIHRgRwDOQWKCAwgGhIKEhAA6AeATw/Pjk6OXefMr3Fc7VYqVDxV7TRpzoTaWbJ82laUKEFi51++dNG0kyRZwmk3adJpQzFjJnWN3aYN5psnthMncJjYm6WlozYYG40ae42oaBgsNiioFlJbjBhMMrbpkSNSMp9EYY1is6raq2zcwCnbcOx8yhTMKlvs0G5r2lJsLraXKzYWG9NGtU9PV+1Vu4w9ZmwsfHaWxsWVzcraYGV1BQFChKampaMjBEMOJjhNeErwhESEVASgCIgGyoGT07qmlQ0qmzMOHGAnTKB6eoJCQmJQVGQACChATk7duhOnbo1Tx3ljK3Aq4JRAQAIiHiKbhweADaB+tWk3cNDAWWO6BrUUlYwGDVtYLBYVVQUoKCkGDJQMGDAKEEBoZ6fH7pnBYL1wGC4tjS2bDduwQevq6kKECA+WlpIQ2Dq2jv3zM8AeQAAFCsTCwkM/vxBycnFarRoYWFeGDHhVFYUoEXZfX6Genp/tZ8PBydlyNhub1tbaYWFgNpitpZXBzmBfuFBlV9kPHkQl2QsUFW0gIsI4PDwRIgSIuLg3NTW0rq4POP4UpmwsBhtra7Dv8Ebg1QnWzf3Nue25ee28a21rZdyyL7MvD14e7g63hbdgP6M9Y8ajDRuNMGDEOHGiBAgQfG9vXzQ0sg8F7J8fAbYAu655bJ6alfW1fq1VVd3UburTUzQ1mlqMGNPatBYVLa1Lv4SGcuEiKipGzOmpqiorq13X9o/9Y9tmzLimSdOmblOXKZNap9ajo2PqMfWWLWBqMDUWLFpqLbUVK6A1aB0lypX6SpXOTiVQoHBGicLEipUnWLB4btnyOTrapUwZ0jRT6ixUvJB6CbNkCaYSJUc4OctMmGg+ebLp6enk81NKFzW162rtatu9Y2IeOVIua2pubjpxIkVKliR1njepm9SXl0hqJHVlZWadWf/4YaQ2UkdGEqmJ1I+PQmohNSTkkHpI7cNHkbqIZWTk5KSkpKPjixckSIzH2z9bUFCFCxc1FgXtESNc2C4W7ewACQlZJCbi0KEDCCWlZZEddo4ck4+Pkrak3djoaDvaMWK8sF/YJUqQsEnYfHxje2x/v1syM5vLFdtiOy8v0A60DQ1X2CtsGTJu2DdsMvmH/cOurCRiE7EvL4cIsXv8/ZlQoYJGjRqQPOzsvT1Cm9A2YSLRTrRp0NBh67AhISltSjuIXcTm2m1teXaeDQhoaBvaLFjIsGXYOHCQbbINBEilXWlbWl7al7YRWwgiYowYiYktWrBg8eIFDBgzZkxKSjo6zpgBA8aLFyxYtGiRmBhjckdNuaPeUQMB0lg31j582Kht1JCQi/Vi/fhYo65RR0Yy1oz1jx856hx1ZWWPS8ETfydKgChRGKLQMNDQBAkTKQ5TKLpQvEHjBtnN7e7tbQwHl0dH14eHB+jnRzhihAoUdnVc3N/dHYgaRD0eh6hD1Hl5gXVg3ddHoiZRAwIe1oc1IaGL2kWtQgUNGXb1n179V4uovW/fN7gwHJ2YDq8Oz4/Pb8TgCBQ127deq7ffMDcsbhPXzdXx7fEN1mdbtC1Xy20Dt83Jze3VYWhlaFo1LbgLlqvBysjK1NLUunVYjTZWo9VmtdcX2VdNVmcvg9SXdY7Axw6yh6IO2AvsJFuCTcFu8MH+UjN1mDpN/aXmUofWWeouNWn9Jo7tM6PWZOoz9ZuaTU1ZW9ZA6io1lLqz1lGTaxo1YgzbzN7aXrVkPVk72h1sL5vMZrIV2E42B7F6Sp2kzmKPsAftFjYKW4RdaKewEW1Fu8+ms/VssN21wzWPGkfdoxasT9QrarfaW7/VZ/W2XrMj7R32pO3DHmL3qMVqO4fNaD/aY7aY2Jl9Zm9tcdlcNhZWlp1lV6hgZVvZUlIQbAi2klKT3WQbGR3ZR7aQ0JA9ZPfYPhgwTGVlZbtdcV6en6EhCkXFGY6Ojz9+TFoeoI2MlKamsNksmlhM5+cniALFihkzFh8fyZNr2JyySUMmjamoaRjQMJ+dn0wwmRzxcSSyRqQMLtdtby/E4aEKGjRsQEL2IELEiBIlSZ48aULli95uz9zc5kKEGFShwoUNGzh69JA0YuQySZK8Seop6SmZLmREs4iCQgHt7J2YQTB9NPqo0aLGCyCgIiWlB1gsFxqal45OT1CwcMUKxMXFG+S6vRF7h4mHNHbQgBQCSUSTiJIoSp5ceUJlC5VQWgcdmUMGTWJEixGJjYk76EY6yA4hdBC6C9GkOw1FMwoNhc4S5Qqdhe5yZQvpFi9IModUDqGMpKQjaR31Bw5bHHANeBWGKgcQHCxYWjBEYIjeodXUO27caOGiRcoUKUg2kVQeqYysu7Y8bGnQ0oDhCgOECBCWmJYIFCCw47PjpvZxQ7uhV1fL0GVoM2a40FzoL1+m0FNoK1Y26U2aCX3EiRMpVarQWLSMobHQo2PoUbq05vKwwYMWltZVhasIDyIwKTEVKCrg0+OzWvfQcFbNnDHzBcwXK59W6E+ayexm7pkHLBgQdSFKq0xL+6a1A2EXaCIwBYwUMcaMSVVVba3rAAQIMICCosLCAltbC8vJ4f2RAKQB6RH0Hc2BtmBhA72BrlChA92BtrL6QH+g/71oLxrHx+gxWoMGM9qM7upio9loMjIwDabV1OBoOPr7HdNjOi6uj+4TwYbNm3n2GTBAQVQUBS0tMa22zc6OLzCQMAVNAwDQQ/fQRUUL6AX0gwcX6As0F1cZXUZ7vW/0G62nB4IGQRcWmqBN0IiIMG7QjKio8xvVen7j40OAJkArUABFQ9EUKGDRWLSY2Bq9Rre1ydFyNB/fHyFdQoyY09TUuXVu09q6EyCAAQYMpKioMoCBpYXpuLrDBuwGLCusClMVHjR4oISkVERU1FP3wHkDh37z5gx9hkZFBUOD+fz5GTDAyAgJAIAhAwYW1AtqBAgcNNVPpKSmp6dr2rShd17pnR0hAwaWpKSuMmQIS6O/ZGT37eRUoADNwzO70jysrGfOlHlT13UNRL8CAeUEBdm1PU9NRU2Y4AQFlUBBLRQmDBlT0zRzGtd5zfzq+jO//tA/tJBQAjoBvbQkgZZAX115oD2oBQjAU/P8NGiQVCfVUVEMaga1k9NRfSRAVZV2VUPTrrUOXevUQzUSERBRHXSgDqqB6gFGtVEdoA6ysnLw9ITgiA568+b1tc7JYf2H4MABEgIEAoIi0FNN9BRtRHdVTahiSmIiGiLSsXVWaXuGszrDmdHQrHHoNTSbOK00GzpNaxs6DW3aBpUmu+kuuup2oqtoJqcCNBNNVICHJqJ1eFhpnXmV9cy8OqM5M6OZy9BWTw2ejmgNE2ichjAhiYZAIyUN0Ui0gCGbFkDn2HTODKeemlBb1VQToKSgFNRZ9YcPd33XHDh8/TWOX6gvUKgd1E9PVXVVLaGmUGeoLVjA1tiaqrai0ZTSpbQaegxdZJJMA8nLdBFOugkSegkthfakqXihQ+kttBealBZDi6D/4ugwjQfjBS2DrkHzoBnpG3QJmvAE/YJuQcegWdApaDU6LI7+0mm1UC2gTlDPNGtt06i0KR2GrqP3aO5XlBCoxCbfQgKYTNo2ABAQkCAAY9ciBoMoFOZYVnsHdFDGJpWMBABgAAglTWIOAJCDIAj853//+kc8DZyLDxh4RUeIQFmUM73JOWkMYInUZHwuK/4YOT/u5AIoyhYh9yFMUlfZAvSpISCWvSCStpAS8Q1FE57LBjz6aOBB3SmIvZSa0W1FC5zPBtA9Asi015TJVTZKYKSDBOZtJkG9A2HwM9gitrNpZF4dDYP2gYCUlyCyc4ltAdpEAbhcwKbsnCFRye8R1wEiZBN01fmkRQDu7NTenfbHIU1vEwGluVcVXG3J6GNZhKBbbdI9cttyHSqGmpF830sNU67ik2MXnG9TlX/HQAhj5vI4iY+R01Ct3rlUCp2NkuGRKK+U9aveLr002tfbjAQLbLwbo8y8SCCk35Sv3xxOwdNTjatu/X1GrnLR2/PgVDWvMkHx6fdy1rwqSOaxGQgyOPOS6FITPewLe8t4YUWwJmPk2rmENLeGZEU95Ratv99I1ZqZs3pbaO9y9dw8BIHGi7dC6INM6+HDCc6nkekgoJaahyyCcuqd8Jox/q1qWc1IIYQNSZPQsoxb54RJk9kRus0lP9rkdWsXeHj2KO5I1pL9eIOWAADWIKGwZr1RJk1ip7XHw7AVu2ZuWDYhCJYl8GH2fmqq288rf5BPEQfc0p3f/uQiLMh8jV3lGxbWJifUNtCL+H2qFsvjKIOwbryTuv1eHIaWiqcXTTPeTyNIpPqvqZfZi8mnFMHe6OKgNqlBB9WuEMh5/I3wjCWacgcZUt+U03RG8lHcorou+DuQd+hIG86dU0LUJHSa+lwJ+3l10fUTT+WZPZOt/hIo4ePVGaVMmwSe8lhCfwtljd5dTulhrixFiG2wqa+9Gd6B6yvk9Wi001t4IPoNhismZlNZCM47Cb2Z9qbFNVtnTcoNSqdMeSwRQaM3LwNGWLDRXQGtpiSxFoJJ327a6pfkAjvhw5i5V5m/K+3w28/mZxHEXWDbjTg6UsW6iui+jaJgznhImdfn0hB6jaSzi6ILykOZo2i4ZOo2KDqQT5CpjKyTXMhbOw+Q2OKTGHbMW3nnTzrRPNgh/ZnRIDtSmLewb2NebnYLmjFULbGqITPBD2Fzb/bcplvglh3CO5KxJJBHSdyY2hstLIQtqVPRmvfvXBHK7t9jjVPGHIKziAVWzpxXQtxl5OVSCMFcv79RzdF+EwFx7HyxRkstwtxkwT/8/1lplavengeDlqajXQ4tLWJduvfudO5Zg2+fPSqYWHbvvzvdddpAe+cPPPfdb6b7zZnF4EUuLfrgOG8tAHbb0EYD6RVmxoVobXy3H/Zu5rp33Lw/L967sO4/tfAzY6Nf3mqLqxKxgvIwJzO85i1DgTI7Y9YKp9ZEUsq/UamYdwaAN4NQRGO9t0a4Nxk95Ok3Fyl0+mX2MhS9ff/IilT33nlnrj6JariSthIZU4iJx+YQiyDcveW0bgle9hRpVkqfM2+UsDeBlWaQ/JYnbbezWevg8NW1yHt6Th7ZLevdQ7AlV8SZm7DFH+1dSp25G/0prlS1zErrsG6cEy7tw65Ii1S5jbvt+O8bWRlLrf3/zMpU927nwEsrZGMdXH5NJ0eMKQijaXFOXVWERswN3gwiQHIe8Wtjqeydo7p0/ZTW3X9mda5Ke/7Ky9xFTKZ7lsvXEA/7XPYi1KV770q5LM8kGw7v1dL+v9J6LEt3/5XWmZq4zPHBopti9NxehwTUNVDODMWM5q6u3d/7R1pk3Zr/jrQKFVvmP5jbW9qKzLZ4++0btCAVpf2vlZe5bP37Z1LkvYby578jqTqOzvATXLnrMirpY9yi9lJZNpywo8kbE7dSGRDlR3FFQtn/QQXOp8uJ/khslAxj7wmjWiW0+qVTZxR354/TxXQtVCSp0Nt0Yt3SJeMJl0zKNSiTR3BB03qpObmAAosuzxB8DAHBStvyyly+rbjyI2SQOcRy9Ae3dS7ikuqTV+YT/sQjbtnjmHSq0UxP76KlgqZ0PDHZ8h4I82zw3v1eOG0Pv7qJ2/5R8gQ28oRIEzxlUl6d17z+AWP7IT3y8slh5/pkI2JozJlnsNoHBl2eSyGYH+vuodKyALWqYduEcWiW+slUfp9N7pWBYDo6mfXdDq9048J1If2z1b2dWfaCN00/ewVu1KJQoBTFn71bVIw/DcQ1As4a3A5l05lw76fklazu0XwbYjOCg/kuP+k38gYYPaEFuZIQxtizMhUGLRgaOs6voymt2so+H5dj1JViNEL66V1sNPHMJzFgiNKgFEdeH86IEyalbC8w1qCNeoFjthq496azRXnY4DfCAHCsXid0b4Yx4+rvQ38PP2YJPqmluDtRCxULV7Zgpe19y7LbKyFSP1I7jt332cv3z5O/zwBS5s1dTaAt/fjm6bZVpjpYPMnGEWU1eJmXpOfk+pJcA87zSBLjEbT/I1N5H8dxcuzcmjRexx5/IrAeHYvHx8bmJzvG+OFNyj8M11hzh0zOaBOD7+2x7qRecNpUXeWSzRXdvRKSR+gHOvMeHs5/vJ21sVdmtSe8+hZrung6X8bTzSUr59T/Kg/q9XP7v18rjWG2Trr/WUsNvdANNSir1Tqmr1YfnvKI6TDh7b2Hvwn+vafelnjocb84/Dwddvbm+RN2dWAdZWZ+LtCPCUeeWosrJ6uu+GKbej+hl2iODXMv6tfomRDvc8dJbXb7bh6if4ue/OnH1zvNJvlMnkMz+lgB+A+9pldyxCpOzmtP8s5IrrOpTl9Z/eRMFTktzoa882l8wHzvDOSq++KFP2Ounf6Gs4xvulv+LDbL8Ia65c8+t4xvllvwrLGW+kaYJZ7tbfO1JtcjnKUdLNffwAbLdHB21bfc/ea0LIu1s6LDcqh545lYts5mPst9zpvKsszSzkIOy0HmDWNi2Tp7+CxHOG8Gq2U+nvV7LHe/0auW1Xi27rEcG2/icMtMOcuWWG69QXss0+LsGG659ebr2Zjzm4lyz2WGapBTyiYpbso1lGp+QcoOQLHGPuUCn2qla8p2pFjyJ+XqoNp5PGWvUCyCUvK6tTPrtBHNgdpa62ajQmNezJnaerNUGsEcq603e7URzcnaQrNaNtQcLq1otmvjzfnSFiIWrOHNEdsWI3asAc0ps00j1owhmoO27SM2jUmIOGtNb5ZtS4w4bs0wYt800YgTxxTNym35iEPHLERsXcObc7ctRixeE4w4eprU7J6WGHH6mn3E+oFmuVWfo/cvTtbln+NcoOCSME6BKcLpCg4IqxaMINy84ICwgsME4S4+8Bb7N0PTfHBK/zJZ0+ixi5zV51t+YGI7xHNom8emegzwoxj5coPbibLQbTvbPO70qitb3ibLXc+uyti3AeUOcCeXNcAGlVuB3VbmAhtUTgq2tottAQM1NwfbVuwPFEQcJQhtHWMFAQn3CtHCG0xx1uiy9cnoQY9drOAAQn/rk2GEHltYyKmE/tYDywk99lfPXYV6y6tnXaHj0721m2eHcc7iz9HGvYXJZ8BxZ1vyOfU4b/FnCHJnT/K5ETlvedKZ0X6OSOcN2Dwrkzu7kc+hyXmLPwOUO1uRzxnKvZXIZ5hyzuLPbcq9ZchnoXKPbMJIqjXsslbdzSrvboTl3MxXht1S0may8m5v6T6WK6fY6JXj1bVtARfTta45hF6Lz0FzZl6lGZjoYteclme1/2ZUWghzTlqBWZHzYt1cjnO1E2YzXoA5Eq2EmYcWYI7BqzDT7wWZW88KzLKzEOaOswIz0y7CHGivyGwuCzBHljWBsJtUwBxHV2Hmzwsy54w1QJgwKsJcJdYAYY+shLkyXiOEWaEC5mqwEmYgWAGEQ2Atmp2/8gjnXV1AWOw1j3Cr16KZ4iuIcHWtqVlXKxHhiq57hKlUCeYYXnuEAVyJ5rJdQ4RNs0YRLpW6iLBOK2+Oj7WAsC1rHuGGrEUzDlcQ4SxYU7P6Kxnh0tdBhFGrfHPF1h5hvFXInOrXMMJC+7UZmuviZJv9r93u9snEPAyv4f8tRdQjE7v3Il1547xNRpdyJrGHoyrYzUc2pOsR6bJW7k1JF6DzpmRMcrYsHYHOExOdtu+0rckJq715dLraXrzboPRgqZy3qZ5tLMOCdWV/7RrDnkVzf22Jw54VYb/2/aWz7D/epp87a/q/UzlPi28jjxsz3V8uLYc+ZBkM/c22E/qQZR70N9sq6EOWMdDfbBugD1mmP3+zLX4+ZBn6/M227/mQZdbzN9ua50OWEc/fbNudD1kmO3+zLXU+ZBno/M22y/mQZY7zN9sK50OW8c3fbJubD1mmNv1ftS1sum+bUW9rNG+9u81+mVYpVcgLvQnz5vnG9XV1uVAtmmFYcC3Z6IVrlWh8CDuuHRt9cLa+T2bdIyEnrH0zAPuuHRv9c86CN8Mz95qz0T/Xzftn+nXSc+maN8MzBpuzzj8XoPImPfMQcjbGcxBw3rxnJ3JnY33uA++e/ahw5j0Xg1fQGJX2sRHPGXna5p2lyS0b67kq7E5jeHqkc2pY26QzRSHLxjhnh53WWKYecG5RWzhz1bJMcq5Tu9cYsPwxoZ6Txe40Jq1HOheM7c7IZUnnrLE7jdnrkc6JY3caK9gjnYvH7jRGsUc6N5DtzkZmSecesjuNveyRzm1kdxrz2SOdO8l2Z0qz5NTONda0l6RxNr2dxrL2SOdyst0Z1wrLvHNF2dVQX7ZG+j7msq9xqde8MJDIrgfa22CetCCMUPjGhPsqDqXttwIHZ95T9xeGjtdw2CTgFOB33w7OAveE+Nd7Mnv7Q9fvQeCWgjEUXPeZVW1uRzBnVYgOZhYE+c55yWYyQE1b9/Q4cBq4c0Enmlb0xHu2Q9hMB5HLruJmFjHzBZPC/Fdwq/EVvtOn9zml2XlmO/XuOgXEFq5DlDe49ZeZ+qVgO/DodrQzC0SM/YSyiGxw4RlwG9VgF4ksJwv5DHm4Up7VujM7w+0kZdoT5XQ7K6Sl4PRs89lgp5t6WmAbGb+NyO96AjePoI2nRzcxz2ZZmMMhN7bHs8e3NU2dbxNtF/fISK8e3dnrcKN1nDy+Xbi02R9DnglfwCateG/9eEjDzrWVs1UrlAjWq2L5blP1ZD550kEKsYXzI7amKddmeIPcOhAa1bxFXgdTvicqxJQb1+qD524VhW07VDexEewH2Keut+cIzS+taFhXp7g2aGSkOjNTPe5LVsOdmy3+3LBkM+ZN7SdwGY8fp8g02qPSrsv/i2n73pIPGxrFUxt7ObdaLTITuzHpZXcq2iN7xSsZF+IDHe/E4UUe83PaqGyzVMSK7MHcHGTQlnPyzKb7UMLbXB0SCsYwFLGUGbs/shp9Yh6IETG23kptORbfiG3b5u55i2iQyE60leCmn3XYhdOvSMCN5T5sqehhwZHr7D8l33T9uDct6ajXyVZyT8/VfXXOcd25zohRbZeVJlMDv3AMOqJtV9srY/OTzEcGcjFZeZ62Osqyx3cJWiw0voZHfWoB3PBCTBa/eWW5wOWVBw4LgxM0xOwl9W1llL8/XHdACax2mv0e1dcT+dPwwu+1PI6GEhr9L8GCbwjeGL3m6PfGLqmzSDK1E8mfrOYSpnwYRKoP3c66nk7RowElaVaPwuUyo/pHFqrXzJne6qoKJMJrC3u/bJz8RQxpW2Sn+JVAQJRFA7rGLZ3GIVWqP2FWwz18jJbPzdL+oOSdBWhJq/kjPpkkmQbRI3XPk+rtTpJHIjxSsPabIVcCvlOEtzyIQo3YYMHeTaTc4/m/QaNmy+VCx8WwqE0MABvYFNniN14sFtoX06K+MgBueMJkj9/csBw03hdPhHYmAOx0cTQW4kYg2tNeVb5LAYZktqjLrjd2rsUBusOZ0FrIZh+HrS4FlHvqG/1E6Rwd4t+WULP2Z+idCWSynfo5er+7SnPGr+iw86YasRQ6bXu3LbRvsa+ks4Uf/MsQ36AgdK2rctxMsMZm19Kx1f5mUYTSZ1mkLs97svymeKYsdBypT/S/Wg2v7P5u+4EEz+y8VvdZgA4vbZb8dvVG4dtuuMtd5uQbO1p18L3rDL8P98YK0Nl+tpLCwRza9a0rX53lkf+2JWIhe8veru6qt530HUhIXgdwTKtjKECHm+LkEOIVm0dZOprTQvneuriqjZ5NncctZT7vx7MBLPYOC8y4ThJ/91BmI8iS46kkvINmxtzDRRfdsnmh8bFKlu8ZvFUY4+l39EL1Wy3vmL+nVKfpn9YHTXK/J+hSwjBE47HbrA3n2ttg9PxODKh1mhy1RjJtJ7O2Y84LLWstj0hot8tvrU5Ksvy25VShDZ3/nkul3o1AOp6g9igbCqxhHRZbNh0rucBWQmftj8aidG/CrA5hHKl7+PEKKdmhBUiSv6k50YCNT4Xa6kNENEqy9D8XhxK8/Wn2pWLLmxeHIkMm1+4OeNnRFTsC7gI74ZPierQ61fuYV5KZm9X18zZF6p6Fsdki3Ikz5EV7DlY80WjZN96qvSFbh/PuLlhY1rd3DAQfao/GKZruSwwhR8cNNeevgrwDtEetB9rs1svNmg/N6014RGgneV/n6s+2LsXmTedziWbCzzbM3MbNFjQrsF30Ff21rgz3oG6Hb3G1ozu7mxGdQ674drYJe+H0mLRtWWCnKI78LWKSUeeFxMrbxKLfWGw0fFnDobweyBCbFzt8t9KpycC0e3OcBK19RyijlZHpoELZdBSsqEYno5kpX8JT9CXR6dKI8OrQWw2qf1o6OZMmtY8pbk2uYCLoR/AceiN7XZRk1HCjtyongrV/i2wndMkMXJEb25PBdoC9zme3y+TNxmWQfc6h4J5mr+NxW/vYbA7b4Yb+l4LSESyvYYTN+OyHCVCmPJVN1iK7eTtsYU7n3xFcsGyKORWh/RHBlK5RQC+bm/9XQtgInOA37a2BcHxZkyVnPWjVgCOWC7mK80FgiFvssRR8qH2WT4/M0fTOgb2FluSBkDpEjn3wHBD0dQBdRSPCY3FfAuxqjBs7ClTof1SDrzy0XBMcahdUaz/qIeB9aXR+Y1xW1XkCsO3Hi7Swg3s/pY/hiCzPlN4FEINBZzv4XDDYeU99grd2LAXkzg8xmIrKLswLa6UEPNGO22fcfqCUVQwn7zlfrNUKhSQLvxUzljCbd8NHXvKRAJ9j/sQRKPz84vqGk29o53MgW2vlIVM/degnJHAN6tqSx/gsnxsp5pQXCdWE1cDOYOunqTV1n2kKmAZLWqKpmJcFiLiWhMxS2JuMOHX425UzJye20vM/T3Rt+wHfd/y0jJ+3WXp+t0BM6xLZrKw67GoebnbE/nxBJd0Ua0k4j0y0o+e8nTyxv/btAW7s+acumLPNVqBe1xyLmPpLCmXZZ+iFpRF8eKhVVi7NRRcoMuaCuDs7VslkKLAv0mA0NbT1hP0UG1lzJ2NYDaTt1wQ0Ah5bIuzebn9n26S77BLRdRywHQ2Yq5FRPnOkZCHd8HChbr23VtY0Et3ZilQYxsC/byyWhcu0t92TLf1sdq6z+VxH6jnss8XxyN5AfvpOjY0EMfz+2W1oDCwATvulrekr0KIRuBe2DcHaMZDWgvag2wRg3Nx6Lv3zlVufzIJwkmti547w/ahthIY5AkPP9TwQF1jj5xP9QVPWpblAuGZDDIx0wLQlzLgVbg4cqox9HAu21UIpy5SmYXsk3J8m8K0+HVTeglkme+bX+MZ3qVr+a/u3W/yz083zc2xbJHoe2o/U7RFLOfI+v62bf9QrbsfHaSy8WZnnaIPZodTAnW/b0OR2xPgbxWCCvghom22SBZ/zKdMln4Rtp0004vLsww8X6BCua/PX5OPMaVaPOyzMW74zdibQFqh+WABdXLbFIfyMXMSA9yg75Djowj1mZXlWrUKT8z6WY0ywe5zbB+GdslNmPBfWljEwejfLfthX1Q9ZaMrDa/1efYg3cgOxfIg4i0FgsKwgv52XpVvx+PAigJH4jRAZ3Lpajs2XloOhpthiWDd55+g4QzOptUr755y24YV3gLbCrOwbMhMy4oLl5qUHnu4ROLyN2LP1wSx8wDtRP9saOjK7I8Fj/6WWWTHXtolY3g/3RxIZsN8fKbc9MHFrQm80q32LfXK79n9MizhHWibDrRcF1uLi9pwLZp//z/RpTVjsN+5+9CYI97wLk4zg8mkoDYafNbGi10f6EQur7j+AX8NBrbpboiwAMCNVX4ILXAA8BWK/++7dRrHnh9dCCQ8wD4o/mMVw43zBmeEBmlumc5NTM7Bzt5YdzuG3YA2fEQ5ut+ivzd9/bcywaW5u9Flyh35Heef84R7nbzWeYa1b65ifMsyNNMvGc799tCQ4d6I9RLytyn1NLI9Gm1A3s5P50dX7RpsfDfU7xWwcwN0PGvVlDyBc7QW95Hek4SDmsRD+vvo0lIc/XSC9J3Hq9d1WXpM6LQe95TWYWC+NwvoxQ1zhoHMyhwJknhHsTaxuiZBVyqVTJCvqPfNsISrjC2b9d2JvoWbnaZbe2+uVh4B1afvr/aqmHvPz7OxSgL7guF+//1x73rPAQP3Owl8+K/AXTpuPO/lR6/DUuRWccwV0OGR0H23CSQZ6vFdGcbZlxmWwQwR5qlGEbaHfBn+bnwpilZuT4+4xvhlY1BmG1NUBOgJlC4fT3Qn/+j3AyQFfPWrhX8dneDrmT+xamQ4M7VJ4TGytxfjPL/dkwFFbR8hl0bxyz4H1N+ocdUKVDoqv67yj25aE/h0Le4V0F00tR/P5xMoOR/Nlxr3agj9O4Zzp9MSx7OtLS2nPxLkrriuy9sT8bRnlIdOoh4q2UThy90/I0QdzNGRT59/ChdjU66iS8bO8vt+98nVxTNiaj/zBFaMwq/LUH7K1+3CK09h+v/iQY94nhAspGtZWeO1pxdVo5rRZv2KN5SqHohnvFLge4a6P1sBRqY+BuFi7mwVMW1tldQHny9wXbRNeDIzfjvD1maz1OjimAE1GCL80Vu5p/ub9PbTh6DWaTAEufJ4bCe5CqVxdkqWBNGnjTqp1eNPevyZ4l/f2lb5od1zbwt70WIGkHPsIdrpPjiLijhENgmdfzf5gD+YQ9LIR/d+diTK/BSlt0I/f5MNDCJEZqo8dyLwCsl8i/rC9Pl/C8hiLyd46vh+y97jgxb8xiMfPYJLOv5unSXh5m1jlhj5HyNMN6jAjxeQtPPIvtinc6zfBY7flzTzp9wS4aUKlZyfQ7uaRMYM6NsU/W+fvBbwtvYiMXS66vshvrl4oZihhEPeOzbm3pmzexfNBZ1sL0aBdbHx5S2nW8Pe5b/ms4fgZLal0lhavpZ/G6iWnXnkfgDlA08ckwUV1zvGb3LHnXNdyDPAa30kuAOMZzTGEOObnOUNiN9avWzKvzNgxD4StXY6+h03ibE2HDP9oyiWrcFwjemv100lkt84VU4dw+4zrmqBU2zz14nbC/wcZs2H4t56bAPAble4Hv6/rAUXwTCrwOzTnXWZfSziNv9MFFW4CleULm1NPt/bfGnfle7c1zUpXqfYc5lkW52bwlxWxGA0OD35reJg6a8PD4/wc8j0iQ32ITyKU+7p0L/WdmZc7SMUmgrPG8iiAXOeZMe6cTybltww57+AS/8zg26cnVA3dlXZIorxYzcOKgHcnG1lwRTbM2yX3CzBAmEZwg7N2QNdNU/jHWGtQW5MGkYO1NkHXVbPYB7YavZYZznEaCIZkqxMbP3vV7+A5AHSkJcoRni9YdnTI81ZLfI87hXYVNCrL64lHShHwgaulEBE7Itzyl+R2iPJLebx4iGzQJ+w1siwKRXCqph+tWdnb7Yaphq666KDTrjp1GLuJtYveCO8ZuKzNQuH/TgAAAP3///9aAAAAAQAAAB9LAADEoQAAKLUv/WDEoK1YAqoSq7sxEGgbAFAUSCAGA5Pjj0CDd42QoBsAAAAAAKkCIBW5ScKfS3P4njo8Q1zBmoQDFN57H6gLxQtKCyHw0z+cu20UyuCiVpeRuhs0rPBlWTwtXQvcPULIgR52PNrdY6vB8VSr8pVQSPPLwrco/hpvCgtMAU8MPlor4RE8Nz28n1Rt/6pYeLKOqY9phM4n1Rg4pvRmRFNobTV6CzYWgFuzb9Zil1MKCviX94Ngz/xlkES1MvZuLSAGf2EnnjzGR1mhRa9SI8cfABN/xmEe2iKo4jTKhpAgkB5PlqWMu/J03To1fUEM/FmsKK2FqpsoqMUIHXyPVpTUC1Fl4Ei8UtxjIrauontgXZwkQMCgL/OZxZv8zvcSawM+KnqPVjhHASftb417fjzSvqzEGM6N1dMfWhDIOeDJEocGNSx2FLYW+pToN6MwxAQWbVfSyoVPhembsY5xXl6mO0orlo/JxqPpQNMRBL9ncmtEfNX92YMMOBWbrRvoUyuEkIw/U9yyQIbH6RGPJ39T0J5MQAAcYbhgImEc+76AebJKTSjwV/9a9RzxE+bLesKTAmY7qGmNiKvKL7tUs4PybqR6y96DnT9LgtcLkRTlNL2zt1UPC2UpXt3Wcg+U7wKOHu7NBAtF78vHozVY4iRGU/fSoOsdoH2zPSYkH1CnCaa49tnC/tjhoZGnHmAbWybwubY92UwDzIpe72CELUQo4ZOFkIspk7wHsP7Ay3u82Y8NoZNyXdImhl5pf7IpvjtwYPZYzCW8Wasv66J5dqbcQTLG7j5n/+wBBnAAuNMbyzO+XJsfY+Gxi9QDbl3QGEKU9cfKSOC/lz0dF8IdUIovY9HhUMN9QtOsXtrrj8lGUHDCwn00J8QO9vbP0IhYyINwLLmZaomkiuroggsw4DUZPRkFIR1Entu+w60bXXyzGxJSjlOmWbR8ENG04sdbTuUvVpDAmqoe9HaM/thVdcmM2n6KO9vdq08GGceAde3ewdEBkTb7ZltpIzjo6D0CluDJvfixnB+ayNQ+m8ACiLkBT+bkyxYTE1MdiUt7t5ovhmLKhQLQbjbg0+6BlB9jw0SiK70TRKagezt6s8YvMq41wIFCVOQ91b2Yl7sEYxb6lBu0uR8OvsyCbeW1s0ueYARRF/4Y7KeHHTcRAbRCqTQwGC52MCL8OOrKGIydKSmHXz3U+cN+5ZDkSEFm7lrGSM6vDldH07WzMlnN7Rx4MpkxGbseOlMRMRBfYD+mDAqQoQ9sxUrkS4sXY/L0zR+09b7x4CFurvHLSEDdgfNMRIZRwrSuFnwJhzJMeTNAPwzqiciGX5/dMYsjS/BkH7YU8wrg2UImdWW4LyZiD/+SZ9bxnGLnfOYfC6G7/apu8BwRduADPuJeQohYprv67cPwZLuE6QWwTM4hKfFiKVQ3tIX7ElDUtyqyT/YHwwerqFPCABIn4OnHDrT1wlwnlxrgd+c0ibrzOi3uyEsCfLl08xKwIDCBECP4sFFIm5dGd+LiE4cI+WJUaCkEcz2Lm5NbrZEnQ92jgMqjo3KYfHs6+rErFXebLYvzmCAEPjKuegkDgpjkXnD4sNoOC0qPOlwS0ze2+8cKOnSQmuvloty2GHU/5nd0czFBzGfASOk5Uu7eiEUMExwWkA/rRZCBN7IjPrlpU8zw4ym3XsiENf/SFey6SGJaMq50HTwn2CQt/Jjo7X2Da/IHiDwdCcGNN/qQgsktSMmLASVVkfv65ZfPtd7HH9MF3g8cX+Rgyx496jP3I9BgZGJLWnqxzzEOHOyjuFnUYGP8uDFGL6xlkqudAugsiCbcANKO5FmkrZ3sCeJHoGDFpHYZ9WJfEWRlueTkjqSDEFH0RY8JmNLCsi8mJ+O+OWfpP7sQ4L45beT+bFHmvj2L1N7sjvH2dNt5M3F+b9qyjzaT3pmqvo8GOL4/iYC/TGz2zjzg+GgsUO/PME1fBja9e+iP0ZN1sd2XCnKfLB7r96VN/uSuvR46mPtjVELcXRRClh9zunJTMmHw5CKc/aYcO3uylqAuuiLrx4hNfZQW+rEDKbfk6OuneVgSyUfh0+QQ9FFLEC+2U+Luo6KyH+blyQ2JheLTKm/HQJxPg2UBJq2hezDaTPDdqMXGBjDpjoYHm9RxP2mGBv/FGfv3YiTcpxVx8DoWQwz5NCI9YkkrVP2XAAx3mTTCiPdyM3AnGmX4tB5HyjcinZRPu0GGj25B8V2Lc/hoE8zv0iCH34ay409Lxe9CEDU+DVELvwnvxj4NDr8FDeM+7QcRvwWNTHwaDoDb70rOkynT8Nsvr+fJg15/57cIXOjRwjTeITQ0PVp5QfnO7zwc4UfL8nHfd2XiP+tB4rbrKf/Z4yx+5/ecr96b1dCS33MsfN9MxQb8vuFSi3wZDp8bLoLUl2FGwO/bjY57shyNnS0L6ZNZ9fS1Fkl+7EV+d7UwxB/rNva0IYA/Fn2skt/33fso2ee5bgrZeA/xE2KuoqgSXivKjhrrGGeBJCrqVuK1OgmQzXDFgagmhcL2fRZt2YRjaAIEn/WKWo5v+TwTCHqp9FgwCEgZsJLnQHnyKXjjxVj0oOJScx7IAp83mBfHSMwAmJsLwZCE3f3w7ZpSFF9OZMBHp2brh2egGJISmyvV1eC0cfwr3x9BO9hypiClm2wd/mrFL4EdlrmHPlrTAo2/UqKlAROYWxmB8tXxVjoEaTK5PCs2DTPDkLdavJGM0fJxkjzLsdlbzfQhgas5GYEMlgrSvmrLq1Z1yNncjiZznb6qb/N00JFoUjLwq+Z8BAll5HOlJCJJH79KgRRb6Yv5AZEFIU2Jvqq+IkrQJb9r8eOxKvKpjDy48zLXg3Rl11A/DOvCa59hIobWFPhgYSzQ5uzAbTytn0qGE+WZb653+cuYq+KpVszQex0FHx4RC1HyYEGLtn+ohHg22/RfI+AOrWZ1fO7YVrmDbFdjSZVW5HtLd4qHgk+l6rc3ATf2xxrfWT75Xrq4eVdIy7QOgNBq2L5ry20Z9zM2z/uMgdgg8KlmrOXR8ZSvEDiChsD3u2JpZoR0yPGq3BxeJnmqWilhJCZ5nexnYY37qXit8ppwLrEm2pSn53KEpcXHZJLkestz6XEh7Iz9KqDb8kBNDlcjdxBPw1c95XBUpHgmASAjx99SY4GLn/7ZpcVI+q3a7MIYLtAF41dZBsZ4Lzn5szMwafarVGXIsyFOY8GXWhErrwW1OkZCAkdSJsoGYf4sTwi5o7s5GFtmXw/YW10ownWXoPKvLvUIK/RbLT19nQbhu2Rctl7Bz7qwZFWkQ14zx7xN8HosKi81WahyKw2Oe2DKb8VjS5XXXR7gZvImYuyxjn7kONHNpXrA9GyZ/JVNB6AfVfl99AJv6OmvEr90JJpcgc2vWIoXa1gyRCcPqoUhVwTnxQYK2FLa9Xz5qzCcORKVinwC2+pDWLLGBAITyIe7LHvv4NjD3iTfA9fmXbFRpu1xMXMERI63i6Qu5xMfn9Ho673N6XAu20xI4qeBz4JClVxtFcoYiS+OhKwK193Qk39xyWFV5EhOE2ZBzhMgudSB1yo5k5AOeZDtai8k3M2JDszlSh+ogBKoezI+QLTVw6Ol/XQWGfg03Qq8Pt4MV8wXwavp6gwZ/bIOcJaUZ7/mYsspF4kfWxSbpDmfTcwkLfxisZ6PWQqebXWUbn2wJbqLkyae7fbWhNHff9FKhzz+2fLdJT7fxaCP8MfIs9WBSzjQ/C2pMuCc/5oUKKa8MT4rsEiInr9fM3pSKsblxbR/dZn4qy2FIR1r+LDSDKcZ49MOtAj9suWtYGStVch9tBxXn1MBvqouylle259phXJOOT5VeHQsD8qXxTbItEn9qTHYMKetJ6OxUXnZ+FKgLp6U/vhuEullwEv1kOFKP6ztgaOH1Y/K4coFxMh/Jb4pFjp9VAodXRHyvuv01ZBG7UcNAeOlpuG3aO3BAuKX0oCDDUJ+VhgPfjMGXsoWdcxX+VgeMOgtjf5UJ6SZU4UPl3qgK3LiqTrp0mar/kroMA+cP8ENIaa3GN6vmo20mQHMM/07zzo75lnGZgA9G6Ca5xkrpESUTXcApwGdi0W+TMvbbcCHuPumwnE+ufBlq2FsKlC4IeBBalYt/lkkls5FhtJ94DOTRow/6xOEVnncQ+UanHpmf0aT16tMydGv1KlqphjyZkMdknJQ3Qae0/MG9s0imBUwkOHGEDumyYJ06a5xafoQRkrOBj/Zgyyhuu3KmEwHQ29WhBXJnYQTo/OqeXrmjvgym7oGAgi7ESRinhsin6y2qGf58buTbhFg6pE92l2DSK2Pu0GMmkswu3/2ZNfpJnHHlDn43JP5sqXf+4Y0Q89TFXS20U92CHfbDbrcTwVEMW8nH80wSC83Cd84/cElCBx/5ndByZebKKfsVupl3UYYtt+Y/JEZBWzsZrqVuYNk5YSgefVXHis2n3y+jC7iWifWhxh6wIRz8GZwirdRD7qXc/onmt2P9Sc+eg8BoAoAPNkAGh1WSdEt4c3yh8CjifBC0m1F6fuOhLMULPBoQfDunCSXt1TO310ACKyT2JHyJEz6MVAZUQCp+ifdK2eIpidLgu3klepSAN0sa3X/LKa2jx713AVCd1SKpj5aDddtlcW0M/GEBG3t8mRLe7cVkCo3zZcGPUmYt/sK1dOSxyJrZuFn1/RLkDnz9GVXP1sEN3TET7NOQ/rHwH6YviXpi1Q0NK0Cn4zT9k6aIeqcijxAxY5+nCRJ8W300ynQy1DOL7NyoB/iaPXesYbKAyBmo2TE5QUsfqzmtGs23XdSYSJlAstH09Ij+dt1M4S4v3rFOqoHB3dUpCdl3YveQEw5+qGXnc86Dz9GodoLwTi5gUpgTsICeLS/Hq62Vv3uFXMTxNiPEdnR6+QM+2tllCXQjTcLrLq9ZJE6LF0o7IsfM3Jwj33cdiRbeGfRSnl/me1RvmZ4Mgmwm3YApJcJdfBc2/3xHVEXO2J00342JqNM/FmXqbIlhS7eLMEpt/RjN0iuKtjoOLiTEnDqzb68hWuaLtYKYxoAe7JbJhs2d3tdhssGgS8GZPIsiWJnSgGXCTX6ZEiWGzpwdnLOkuWN2y+D6+1xfDz3Bi9RJAPkPLmL5w5vEeiH84nQXQ0v1tvXCckS73B+K0ml+eRYBwyuxHQsriAUArzYahoLCSRuNdMw3UpDi7uBh6NI/H40I5p2rWZdCE1Mk4vKj/FVOgjy1e9iYSvJEHwZlr27DAVdj5QUEn108mOdOxukjd3o06eTA44fXwBSdABMv3HURHK2yZ+tYXVHF0Zus6BUyT/BT7shIVMEtR/R/HR5scEcdxvo3E/1OHuR6JYbAAOmyDUcUoElpDpOZJJNDjN+DPsXYPe7IILKSSN1b8YW4b7/CvQiCVehKzo/rEYJHhkSwT0a2y4RtHKgdULuMjwnOqkoeDEs1v4gDHffMXI8Rgk/+VNtS8ZRZ+I9gmjiw4zg9xBSbd/ZoQG0XPthqBPAuFGT4LIKzCSbH4v1q/Uo9FqxWiSAwj+DvQHHcrgDOxkRWOkE7cmWZOmHtJvgKLtknDQxL2ZFpwvARHIPuUE+ulrp0ZUeXdxcOGuQBYg+bUbHieBcRzTqk4TyerMcNG/UGHw6NJSJxOTHDOCUXlIBb+mSpLyk8mVkYrXEoD51Y0uC44ftarlrxorAWFJ8jgp+2OKTXtiEQ++bgt90tIZcWN67xhH2US/Co1F26R2yDN1qQz5Aajj8NDDQXs/kYEgeTU0aLD9Oq3OMA+z1iKdJC1tfJpuBEXYNnOKzi2mTF0vQoBd+6t51N1B9LOYFbt0J90Y7BhKU788OIPAhxQQMa2IurG0PrIJKSPdRefl44cOf9RLpNOAiYLg3Vk0YTi9mAsqpVAqcVyg1EOHBVLGwaUnrNJ3lSFggb/ZAFUJuFriUyp4PKBxYRbjE7TTr0wgr9WQdbEMC7E6JEsyWPpw/dosL9vxCchfdNGjsDPJkqyL31xMA8K1ck+gUEw/24gsGCo2nBibdLn8Of+xDlQJwY6dKD4oowQh4si0t4Bx2VPeXXE2jj5lPU3oRINQCWHGI67NL1YM5lp1ULU9jUMv0iB+vhtlySE6fDG8mZ+2ezMYWRPBgzog7wIvGEWEakOQmsB+YCaArH/bE6RZOBTuREDj59GA2PujpdHVISyyOuat/Js7BQ7Ss3G5+c+MTxk9b1MTR8ANWakzTgvBhT8BgC1tmOo4gIOSFIW8Wh3vlBmXaRMEvZg60H98oKgEEOw0HlUoWNn5Z0RIgNBTBWbyMsV8PxhfVC28o9hkfUjfeEx1wlIC6A9lt7GJ7tAVGXx7kTGGHYKmbezEzLS0Q9J1+GQkQKUHry/pyKTDAtECJEYIy/GSSKA6Z/yVZ2KFmw5sAm2iy+q/KLAOmaAHPAJZswhB/WAKg59K62HUUUHAMffJmoxUk81RwTgS70w3Bg6nhvZmJ1DvC0OxiYI4nm4VfEATh3WHA4mEAVfDMDMsuWeRLIxKUP8uDAz18O1oioAsm/8txsxbwY2uEDIj/CxPIL73e3jckeBf5aB/NFuohd9zdYECmLC7mfdpUCjMJSKaRTVZkcun5MNWiR5vaU7PQ1ccauF+W10KsoH5DLKUSsf9SrLrffLVe1shonuC/NhO8gB49XQgX6SJehkebUPqcQ1luONtt0fHKp4Eq4LG6/cjWHwCxDxZ+fUWlvM7zZtcoQ+LNaPisBdBgSsX0YFz0YLw3TD2QRU/Xxo6OW4FfViWJ7AWmL3eli6z/VcjKFEOIZZ+0VbIoZ/RnhTkkf/+wqsa9xzTlLpJ1LS+RRglVknuvwdz7yXS1zCXFVjRp9L34mMpTSRLcRSt8E8kongxW3zdfP8o+dnigBLq8V2Nt2Y2GkPsJsjdR3PpkIQKIWFXvmyjFRBFTj4YD7AY7q8tyJ7JGbTa8l12VsuCRuBvsw4zEpvKnOdUGUcIYSwVAFyDk98JsdbvVLXWySu5s8WBLIgiIXWAKJMApJPtfgEruvQo+sYcTREuH7Bhw+laHMRb5ezMBWubecg9yQ0SiJIEgpqcpDDoBsyqLaj3C91thUjkwyR51dX0vuaNyI4K0+62NS2JS0adhzpOBbrGhRz6dgmnvRfoVuxpgqU/SrSWiMv7Zn4pARBKz4S+aLij8Fx8vCU5AyFM4xdFFsg9v9uPlJspVLB8pBO1F8l16PAQGgMYyYILKmaDCe60SKt42OmqUWSDAGsL5XY6pFKS0dZ4wcok1hN5MB2v5SQ2Em6j8eji19mQNADj8NZbDcHDKAvVdZ2Bl/MGN28Z0yeEIuEczcROTCObmIPXicAHYk1Vk/gDcKjf2cPpELDH5gv2HB5zD1rJHC5Da5eURx6HFsUH4XeHdXvjjp0wLIMedByWHp+nK3QUjiaGXo09bgCCSiW/5ZrCk04rqu2boQY0g98gXc4e5Cv6MDIazERIK9HvN1qv3eoFFqPGt7fRtd0iiEqw3M3B7s+2S8R7f3FG5oO9yqqDACJGbbZWAIZLST7PDanLj4eb4jJEfO3M3YmNIsHVlvkuJYCwOTc2+A1WLSFT3Zq9TN/45Rz/X5OGNgx72PZdcnCLOM7Zwz8zAUWhY+2h1vey5RPVcL8YWoFzcD27FwiUfj/bltMwE9afvuKVQOGTuz4JA3nhon+1zVQVpsyMy5JM1pWk49F1gjqzkCG/wE5mw1+fJIToXZLg8bbvAhqim82VhGHuZczfJc0HR0ewh2B1ZTDG0YOXPLIjeuCgVjueqsJcGxnFnRSEgzGmenCS3lzctV3wXARc/eit6DlOOYSSINzv8unHRKgCe6ydJL1TyBR9/kd51NpfeY7jRjOQQTtp+WgW20yFNDEDf9TSmhyPIKXks1LAK75cB8YISj912KZXBTjAnegx/uizgBEIcxT9zbKLLfbwXdLAcVMIfDVWubFu7dkW4IYSGYd5MN2txQ5M7wyEHQSNXnszgFEtDUrdp0lRo+3gzKCfNyvJNBaWHoKTfkw1vTQX4no5DvCgsLPsyzsxSVrBbzEuPIJfvk2+FdK3ILmNLEIvInx3B0UUjOuGSCYJRjN6M0speCBr9N7VFYA23Hb1QRbRPLaGGUG+Yn8xSZiq0B/rqSkyL6bGxM/qM1tMbQY+gHx8v6UsaBYpWupW2teVB86CrVIFCQ6ltux5A+9K+9YCa5sHj9fbIbMRI7JAhLoLgc56TypBxOmO20aKFqOvsWVpaogSmicxZU9ORk/Ox83X+8WPFvGIWIgSWiI0ZB44TOXKs6kidb9xArfG6Y94xr860s4sZCBAVPlhtVcw9kCBJkmJmweITn0lVVTdbUWcaNExjiL6YX8ymM4xRShLz4wwKCjlDzqHzqKVl42Xk4rw4S0oyTp6YT2cb85E5tjzDzkXmzRlzRjF/zq1zCsa5cs6cHefG2XaurWWdWefZ2dQ5dZadb4gQsbf3Qe9rBgNjGhsDk8HNb29ObGxNanGznNxT3eyhq2uD1tRMRYXh6iqDmG7++1vzWxObxeYRM18f4tzXlzgnzoCz4t0dlJ1dBxBOcDPc3GGem/vmw8MQhniEIeZCM7NeVvbjDV6z1/xzGJl8p6VxaNswZ2VpmDXM4bCS1VPcHDdzmN1mpbmqKkkKw9Q8NSfNUVtbS1xQ84c5b75n8Hw297lpRsswY81fM9O8NBPOg4N4M94sKEg3082B89/Pz04CAzMBAgx25gVAQBQQTJgrVLhQNBsZHc0TIDwYoqEBMGAWIOBmtkFCCpJQMwcIgMPDI1OAtg0w8DmwMw+YG8xBECIcqOcDc8wcNCuwMFPImXVqZpl5ZnYwCwn1zD0z0VxU+gT2WyeCHGxBMY2dCr0YksA88MY9fXiCdrzzFPO3brHc+GeTqt+CG/cy51qX5xpQdOOgPcS/dWfo5c2enOe6sm88lPPBbyEIOh3KjEHlwo2LLjG+1m+SjnNOyV9rS2DHPW3iXqu1Qi9vrgDyW02rN/6ZY6ehlzXzLvzW49GNf/JyvdaG3NOhTAmgv3XE68ZvHHTFhde6ueu4phI+w45zxuy9VoMacDlTlfO1gGC58dCrrM+CQtvxzgImPsuW7HQIU0/ytzCQ3bgnjpLPKny6cU8oTlU3/gkK4LNslIDLmDaKvnQ8E3fys3K9U6JL0bXXutzRcc0tYCM6vtlL4LF8k278xkEn/D1WkqIb50yC+1ikpDfeiSLssbw8T4ksVwW8lo0AXL4st/isRCMdx7SB+lk6FzqeScPqsT5N79zz60BsxzVbPTzWBdA790xi+mInYR3fTJR8cQ+0U6JKUdjPGmEJLlti6j4WL82dd/wykcpj1WXdOaeH0xf3fek4Jt3oi7MwdTzzA9KL/eTunBP38MUY/pSIckSRz6L5wOVKr/Fj0f3ouGYAmRfvqHXcEmnpxUue7rzz7MeHf0k7bunlC8eda7KwP5xizZRosgnBY1nigsuTYHJf7Cvizjt+Gdvz4SEd7nzzwyFcxyldqHgxWlfPMd9eP6zmZkoUeSXrsZZ0dLwy7vDDO1zvfNOF4IeJgsC4pOSLF1/G9DwzJgBqxy15MD8cFdrxSSQYH+ZtNSWCnHR88W7NnWcWNvkr1KOeW544C9PxyRo6Hx4r3TkYj+TpefET2Z1nThnMTYkeh3pf/CrV80sKq3FgPDJS98Od4Y5TYg3+lY4dYPzxcMSL7aiOS9ag/dXvWc8vQ2Us9JySx89fTSWaEjW2FnkxkWmeg8YHY7wD449NvITpuaQI3b9a4+35ZZeatyr3xxurjPgwkK6eV3KI8FZCEuBvp0X7YCYW3HkpEaPS5ovtdBCV4s0y/RetKhiHBPv9latOzyWVIL1Vkgtg3NGo9sNDZBxMR8nBqOeVoFlvtef7OCPWjQ/HWnlApNhCrhT/uix6/0UkAdEDvBd7KHoOKangrw506fnkkpcuYNxRzfGv/LL0vFLK5VtJGMLBcVZwdBEiSmSaezGfEJ4WtvcSEz3OGGf2YZvcF7hiq4IPs8jCn84o57+eROEv6ph0+K+aGD2HPOLzVoxdej5EdCgjLgbRUF4e5ZCeTxrSvZWtA5w7cgq+lZLKHPzGJ/pgXrLE4ok6NRDxWLugsvda0gXjjIZB/sos8AWuaCLGh2OC4B8nuPNfV6rgL+h69v4rxsoQkSHWzCfRkB7Y9LmK7PU8coGPt9KR6fkkDCxflSJHLH6oB+DDUOjwsl2qhu+KMxwiIpyi+Vg3O4iG9qa8PBcEFODcUcfhW2Ft5uC2/vNhPI5lHDFKzIcJYMDLdGKj7/VAAjhn9Bx9qxgfYnHF0RR/Bfabg99sJ//122OIaHDS7LHKcjw2Tq7Bf81bREMhOHl+y+9AGS9swvNioNieR3rhqsDLd4iIz0VKJiISpOJ7LBmoRER8EZi8FhEoosCeI5+VhIJoxBbZ1+LQSkTk5yv6WSliy/ihEfjDPe+5Yy/lV93S4GW6LFu+C0qmjBOOC7w4DQtexkvV+i0lYTl47QPVh0H4UMYRYRT+1VseOGd8vd+KwidejlMx9F45X7G5YqeCt4INy8FsML48GAAVeazbbor3+gVQxgVxM1+cu+WRhQm+6msJL+v9ZPktoQllvHCv7sN2h3gZhBKd54r7K5cDA2dxuby3g+e17irL5T/yzmOdppbLImrMcFAuj+CSV9bzx5/8q94QccMmpX8laSPvaaE8PmzJFS/LfYWIUMYHd1h+GAYoXrZLsOO3NCHBOaMNpq9qnSzniJydbzV7JAer0Zh8sBy1vPzGdH+XlyaxueJlg7cqwspj2VBLvBcXIBwX3DDixQ30cPwONeu1bB3geOGAtr+yrcTxOa7O58pwBccB60i8GLOo548aPnzVgTCO5w3Or5WD0/O8k7UyP+wDHY73fU54rAQmcHwvtPKzxALgOB8t9Fgp8NwwNMZb8Z7m5bcoQJ4LDCw4ZwSC9FVQPnB8kIrmww7EOE6HGvVbXLI5OM2H/GAGWss5Il+Bt2KqEZsrRi75KhNY8jKbF6zvmoIhj1VL7e+lJRXHAzFFP9yohON1Wmuv1ScDzwlZHfxVhq8ch+PFfS4AQnDcT4vUi2u4cPzOCuizVHeAc0YmM54KS2jecZyPiuiLNRVxPG8yyGPp8sBzQ/JvbQ5Gw3H3YEB3Od7myvRcSepwPMQCrMdiMozNFRv1vqpTKeeI49GvKi/huWCt019FeuW4XNnvbxkQkcem0Rne64psXl6jiaiCcxwHBLMFCI7TOfjxWhNm8ZzwK/WtUmdy3I0Wxm8ReRzvgwTz4cIeOF4H9vqsrSd4bojk+VW5TLG5YqLvU00ZzPE1GKDPNYMLjovwinyxgp48Fm3V872qEOL43anpYyHWKOeIT7hfleUEx/XGZJ/yctqX4XfRkuK54NhJbY7DUV29lhEs+eP535S/vwqkwnPCAEcec1yOCMRnSUmS42xRgvzWa05sjueGNI2vGoTE8xFVHz58M1fOESmcPVUYmhxXU1D4XCiY5DjdGJDPspXyMrkGCwzP96AsfjjVSo7XSSl7LCMBOI5HY+jF5DGeB3bpeitLxRx32/N7LdQ4PB+czfoqWr+8nONrWG2/NfkAz/16Wf9qgFSOw7Vh+SwUeXheiGTtqyjQOU6+xZ9rEwWe4znfhN+/GnXNcbkWLR7rxR6e65Hg+jBVXY6DOKt78RBRPA8sXX0rC2FynG3X7bUAu+T53TjLi2m+4Plg5ttX9f3muNqAm98KcYTnfkYo3spVQo67XZn9rBBGchzP8VwEB6C/kiqS43FdTB4LkAKeB5JVfJWTDzm+1uLstcj88jyvcsZfcVHNc7oeBi+2VMpzuwkPPlzOwfO+xRlvxXYlx3O8LYeTzxIX4XmehyhM8Vd2jjyHu2kfK0wiz/HwyL9iwZbncwTILy5ryvM6Dj0fFjTKcclfPEeVkec/fvJcRYg8z3OfyvtG8BhiMwyYpM2GujvAT4nNNrsyMXZNO8HulHBa29nCU1IjwXur22KSZp0BNbYzHOa5fpykf+nLWaYmxk6GRmYmJkkGgIxMjF3TYcB8+fXi24VL7xZeLVmwXLFSZVeXSu4UKVGgPHESgxvThMkSJUmQHDFSJIZIzBAhQYD8uPXRg8cO21paHbOyOXDcsFGDxgwZMWDkeDn2BayLmBYxLFaoSPHq2sq6GqMak4riBKqJEqempSRIR0VDQT89Ozk3NTMxLy0rKSclIyEfHRsZFxUTEQ8NCwkHBQMB//z6RvCJCLGnl4cXcxdTFwMihm5OLg7uza2NbU0tjYx2ZlZGNjYWCwP78uri2tLKwhKHr6yqqKakoj5Aeejw5MSh6e7gZ9qwpCGDUgyGmAsxFmIqUJiAdCTBKEIRBKIhoQcOGjAIWqAgAdAPAp+emAMxBgoQ4NnRGZAjAOcmgE0NzQwAmRi7pmPmmDkMmC/2b5EiQ6jYu7tWdO3cXClNmiy5tYEAOWIfSeLFi5Yudu+VK1Vs3draHTBsGTJoGCFiE7F7e4Xw2llsGzYOHLK2DiVKmODaT570RrG1aWlnYe3YWB64DaNGjRlafG1fe4vNJUbZjmHnNuwLHratPcWmAsV2YguxsdhaevCwjdhI7F47h33DfmEHsX/8uLVvbR82Dy2tMjGxNjY2PT4+xshIUxQoZsjKNtndrTlgQyAiMsCAwYAECQIoUIDjwMFOBNunRAnSFy9moUCxEXyxESAwamqa4uIaY2N7w8PTA7QDsbDCxmM3Obk+QsJMTs7WPA/y5EkYHZ0GSPYGP79ASMjP11cbS5b01r0PMjxwwnLqOutSm1MDccXEtGCBAC5caGlRURMT7ezMyOqzM7i8vENJSRKurjeMGOHNyQlKSrqrqrbEiBhIYJDgKIECCwocKDmwlewItR9kLViTQr7Ovi6pZ+svS3jqLzw2j21klMHOYE9NYdlY9tjYmX1mv73N6VGQsCThCHxkgYMFpdorDS4txGEIzPoQs8ZkUZNgUbNIUt+oeZMIqHkF2AIm2EET7An2fUfZUWD2FRMS0wKdBVxsHS41l/rJE9qats5z1Bq15uRMrBNrQkK72q6WkzMb27aQ0IWiom57CIfFwsLYaja+2o2v5ous+yLrSBR1JooahWzdKlvL7tZB6jC7B+owBxrYFXr0uL1yhWZoCMOHD2EyMnJcnB0fn9/hIeKkHXl3l1fnSdaBkrWka/3pWrsaqW3UvUZy6t4cO8d+8CDJTrKdnKrsKrurS0zNbrPtngsXXiz+Sktzy8sTQUhoCAkp2dm5OWqD1iXq1NQX9Yv69tamqaHUUGwaGgQ2AhsDhia7yQ6HuWwum0xms9lsOzs8G8/28wNE1LAEtQSmAnOwn2wrKygbys6yqUqUGB3t7ISEJCTMy0tLE9vYBAj41r669ozu7y/uli1HsmQhokULki5dnNRObJmumosLrawsrq1NhJ6eIiOjqKlpecaMIU2a2DVegOwYK7aNr6+uLi7ukSNEiCBB4sRJFcMaELDx7++xsNASEXHz8vJEaWlsixa2tbX1lCi1puaK0NDVzk7V0VEVJkzgrKw5YsQQ4sNHrhQYPFbwwLGKg0a9WqvSqFGr1ipq6KhV1LgOIDVe5wDCpM5RC2FipRZS51qJqev+8P4K9woRBxEvHS9LQUtbpGhRu6N2CpUpcxR7tuea/Ia3B2JvcMSg46IjqCdoChcpdvzYQQULlRswsDc0tDoOxIg6rhYxYrEWUSsuetaKtaini1q0Lrv4UZfrIT+w1ENqL1gKGBqG1qF1Y2Nn3Vk/Po7Wo7WlpYnaRL25yVqz1idOxKhj1LGxPmofUmwC9s/PjD1jGzDwW//aAwZsqbfYAQJkqbPYODhaai32zo7tU3epu9g+tsyIEYN/f42KaLac3NrdXYjCwsXKyktS0lJW1lUWcjYd3Z19Zw8OFtqFNiVlpV1ph4aS2qS2qiqrzWq7sFmMx2Fra3AhQvQtLjJeXmaWlpqurqJQ4cHW0pIKC7PhyupsOLuvTtDusxkFH21GO/OR0860TTlJ2KY2ChKoNgr7FdV+tVvtQUpPytAToaotVF3UlTUpZU1aC9qpoqein5qflo2WdqPtaLuemjjV9NS0Pe3Geq7OW6vz6jM7hYkTJuwTtmd9VYdZ1WF1uPaqzeqsAxvsCnYDu4O9wUayL9hSttiu6yk2gJg61wZQU5FS29ZRbAg1dgH7psZiF6i92ECAkXaijQjCnrP3bD07UM0GYbeJ2WD2lm2GGYlZY9VZ9dgGtUftEnWPKzWMmkddpE6tZdS3NWx9Wq+oNevJOtQe22j2mm1le9lZdV39VwPWdLVajVeT67H6rSar4eqvGqzuqtHsFXYL+0QtrsVqrVpJDQaM3VNfqa/YPT1D9pD9/8H+YH99kdlktptbnB1nixDBZ/PZhoaH9qEtKTlpT9qbNiYqKp1Chg1XG3gJXDVTlbOQE3AN0OyHCxhIYORwkoOWCu2OKzt0TNGBAxdHfiRv4aOFiRgmRF9FIUkhDx0P8QTxyHTkr7GvKxkyjNiwIQTHZVVVV3BybgIC8pnRYwkSnjZs6EdHSD8/Bea5V4mSILGxq59zdF1dY2Nq6u2trm6XLr+/SMDgpqgoqqysLja2t7+/QE1NTFbWE7OzM5LQZQwYmpqoqLq63t4CAzExT5yYgZqCRArXUNcSlCUyBzML4wrXIiMbT09T6VS6tvaWvqWxYNGldeu67kJ3qXNyfunfLTXOljCRNCjoKQsWL14MoYvQ0ekpKj6amqK4ccM2SpQqMjJ2T8+AesCBCxegnp6iegcjIQ0VKED3CqB7e3ODBKGxSpNiwAAFVRUV9QEMXhoaqgUk8FIL8JKbS4QG/erjs6HeUDtwcFQf1T09P/VPLSNDR6GjRFFCK6Fv3IilY2lT00/6U5AGR4mjss6y2Eaw/V3+abZqsvJgnYUym8Q3CZAfP6TQUmgjRqzQVmghQpjQTGhZ2R50D3rFChW0Cnpz05K2pPn47sY0V13VYWrqm5omTAACalLHNNndrUHXOA0ThgpNpZ6ZuUJfqW1sptBTcGsANBjcI7xHfPiIQSTGK91ZylhaGaLSL82vbavNa8qrikOVk5KThiMNSPQoCUkSoYuhlH2Ug3KDcbQhox1jiLIQaVhpWx+2pvoUhyQOShKUjh4cCeXlEYIAsYc2SSMiStKSNCHhIr1I7+310X20Gy1H59FqaiBoEGh0pyftSZfC2YXZlYXLsDpgffgP/UJPMkqS4EDCA6AHCQIE2Kl3ah0dIQRitJZWmJSUFRTUzUQvTU1JUVF54MChAhERz01Y+CncYUOHr/AXIFwwCjJygMABEA9QgZgYmgULDESIwKCoqA4iMHM3TaAwAWgBUIyUlJMHD0oVKtQ8CsDQtfTubk1DY6Gx1DVNTm2gZpCDUzOoCeCEuW8mJycLSkoNFMzUQUE2tU3dYKquqqKqqeoPHzjUHOqlJaKaqE6QgPZy80SLFprLF5pLvbO0NOGmLVjIECEChQYNhn5+FuzsHMDBGTAzE4C2eqJvOsPTBjoDTWFDBZoCPVQBAj1EL4AQRC+gDwQhoA/QAxDw0APoADwCfLPQdJEFIgsRFERoYKDBT87PTs0OTo0z84WeoWfmL19mLwyIfIgU6CgwYGMgx86hbbuGrpl/6boL/YX3ixcaGh/ah7650aF16JgYG9pmBgNm7qVt2p57e3/n31mLli5zl/nKzDtv8Z196XkGQAOgb2iaJk2cRIkyZXeXCxc6hr6pk+oOHYxqowd0zMyFC5gZzIwFS+/cO1uxomXWMuvOV+oFNQUKEeoINRNTUV0UVGfQUGuooWoMM5d5dxfLjGWmQsXKbEWXnuctW7JUmXPnJvOTJ1HmKDOVeXdWMi9ZwmRmMjtxgjvjzlOmQJmhzFnm3JquqWsOkNKrsPSMMp2EfqVp0KR0E7oI/YVGQm+hnSjSdLQg7Uh/1j71gdpBDaBWQIOhkegjWoi3vqln6DA1ASH6AQ2m5qF56Se0F5pIAZqHTkAD0QXmMLQMTdMC6AC0TC1UP6i/Dqot1A1oETQcbUfX0Yl0I72EBjJH39FctBoNRpPRPTSBk9KopOaegRIAgigrAgECIAAIABMXKwiDKJJFSYy9A0TwpodCKQEAwAAQshzEGABkIQgC+tu//mt090FVJ2BbmjqoIg7FIbIIxwbmAB3NE4KdtQ8k1Z/hD8c9bAYM+JcEguPFZh146IE5Q98vIYYY6sMFWPaIoQPaOXh6mWdwoMGDwyBHnh1g5dDzSjh79LACih3iyJG7A13dlzj06HMBBnXE0QF3j5oeojMHDy+yzGDIowPuHjU9RGcO3mEBhhnw2CFW7AjkmT1ysMWBNuwOLj2eb9B5unZ/KOT9fLzi+f/2Tot7OBRz6or/+UMP5lWVKEfiN6IeShs+CuXFLJPNKZOVz2Yfc7b4h+ge56xXekxWzzI5GDlHdjUhA5vHl5Sdf5y/jiR0rWaXZTxh84eb3tDd8VrFV/7MKdgz5+PUGVfGhGvatjtFK0gsYMDFElHD4poy4owLb9YGMyohlPKwOr6Or8IqsPTYEencNLPojoqzR/WzrvvPby0dZp6lb46t0fzx5TfXpRMgrNv57gjpqFij6fP+Hhv3GhrwJ/HQd1zJR1Yc/IOQ35lO+ObuDz89OeGEGDrDwrPAsFbSgn2CzLdnfPkJnZE9HapMRged+AxcBnAlXeYYdJhdoqoEeuKhL+OljoNHJWCh72cKpYlF0VV/INj6JrB0bAlqzgMiqfDox170O87lpiQZhZ/20UN9a20hsXmIQP6JlRdOvz0cElxuVFUPCVvY3MHgy9o8FjOVTcLYSZAdAaWF3GTO1t7oW2tnzXh3vDprvxuTfF8grbSQzzHL50AyOEKfQMouBY6dEMVkwia5eudeuXFinJpM4hbs80HEuDRug2s6vjWZt+fZzhObLeyNZrukuKw2DRpg7s+Orbxo/jS39lVbYWVn8PAX1nlh1hasqoKddqRYST+uMcQNcsL+SNtWj2UGXoVXYRo8lV7j0dvm8fN1I0x4vJxESETAiqP2lcXoMwjDI4XKYwS1j7yHyOG1T5frWHvSloVhw7N0NEzqBH5kSuzTrivH0/Q0nYcn5fE2PHwjeXzRS2iU2w+6feIfQEayT9BDxftgGXcDS/oNVfeL9nN/ubvTSU/Yn/nFL88mLUQG1QWTb2569Py5HPNEniYiaFVZX+jPPPkN2j/dKA9ubQ3ivt9TXcvX/qx2FwtjV7QD/Qe4zskBHlbWDpK7uMfxnz4F9jxxFNM7Reslt4o4Lv2Xxz3EFJjr1s0WXbNNvyhz4dV5d9a17ZGdS/ziPY77kHV+IZiGI9HRcJaOtOd9MrPekO1S0kFyYn0sjF/RDnQfYMcbL05UfpY7yU1vUOtX6uf6cn/OZ/7lbH35NeRRHs3pwq1ARhJ9OKbi2sEANZbxFgS+3MyjEtKwPNmqj66ZX/GfTF/btYZzfdz08AdXtXpUKG98Y3/HH5/cEe3cqpGLsTXe1O5avXf+oPY3dmf64Ys6W7OhPPkJ/R1/5GmYRo8svaGptu4KfJLNpSQyb5KckQe5QQ4AEoAGYlyYDgPyo9mqrid1R1Ot4hRBlHKxNO8/SXg72kULaHtq/4lWvfGe3g5VpaFDNOZ8YamLO4tc7QAmRAGFhrBABIwJcsfAspkGBWsW1fwG0fMghfHqCEAi5P+9HZ7DQ/KVj2yxjwd9nPjvdb2xedMZ3rz7kpn2i9mCsT9Lf/DWDhWfhfHM5mCfIeevYrfZhPi5aBnfmONwAVgwFQQBlYmBQiI/ypbPh451mGQKCBaABTaVzg3liGzDbHIDSClxDv4vEkXNqDTXliX6WGc18GIdG8uSnFrR8QgHSPpYANRow+Yi6OIhdL6h+cNPT2rOcMKTm6NbB7ktuVtLBkjYvlrs2D7uH+aHH8AZv379y7VXdOW5c/cxDBmbErKAhaf13TuLWfx627y46JbGvpEPy9tTPrtgbJdk83eJjKta7abMd3+4+Y39HT8/uXnzT34j4gFWyR94i1u76rLf3Ndvxpz9bKjW27nf2N/x05uab/7pTZ3BpQDFvOMqc47riirCA7ceDl202zEDIq3MJwS2+6R85uKlb2rf+OKT2j9fNtEzRj8VkKGdXdikO+RgXGk1NHBcrwFNf4z1/NrNKjqFUZjo/gJS2RTAyx/aO7jxi80fTn6z+frA/d2GiF3ixKHXHYhbdvJWeJr6auO+TV/IjFUlSyqMCevLORP4RiDTNi5PkaQt+maZx0vzbrwxX+3ob2LbNZxueZxA8qEDnHneEgeu7Ty/oJkKRh+r5SuaGV6GlqHhuA1MR1PmIQMnrqXcS2KJOhc741e0OGvhYM9sWA3f9PXhMc+rmaWPL3RveuFXcB8b5FiUtsVJoEh9zzkvvLG9A891MyobIRII170PZKYJDjHf6I5d3mO8Le0mNEDvMq43TjPMbrW4ESnxK5DKaO2VeT01AgDUTri9flYW/Cld/2MlwhU0240l7vmKE4iG1ZGyjzD2rp5A6T/iV25shX+UVz+B5KWAWeXKjq49u4bvFeeNT1YVcYDuzI88F950gO5vrqhtzi6drdA5LbD9L/XL83/aj4UX/lV9N7zhoj/GvR3/p/0seC1PIU7rwnPZ4+kpn7lXjX59yqmAvmFiIjV/gcINTO6O5TLNc8IC8evW7uJa+gmC8kPzlAgqzvnGzPtrzyGmO7VLK+PI1ITlDnyvJIvIETSE2a4OvXnGLoLctUM7jfsdFmttYrnw//bkPTFqwad1D2iKtkh8zCTsXeeNjC6yx8NzJjO1OJ9S1qVjuUIqhHnUY6GSsmrV5hUUjtnAcKrJ/CV1iUBY1mu58fb3mims4fg/4YXi/UKuPCaz11mtcF17KJK6PPoDcvKf4fFTPClemGv07MdZLH7Vm2zmulsNqZDKcFDpxG55sihd3wJRMbIKrCLn9ePZLSa7nyghqErstDgvpYaM5Nf4MLk7K7rF2YGVpjEh7MZW24aDnNlQsZ59Le1g3C3NsXXPi3sbNHNZ7uSO0KFyvroetw9fDy/Ycm7vMJ0l//mVkRkLHIRTWN4RHhvQDtd9/oadYtbSrvFgnxyOg2wkS2tzk2uNfJYrNXCrl1m+TkPhOHtke593WsYyb+GQ4B1k4wTtcLqPA+z8GutsR64uWz3Cc2wzWHNjb2XuaSW1flHN2N3LIWUw5/9+IqW5jFKWHR83SdlRttJr/LWqjnkHTruP2riASocPT2+P46hRhtVP3Sxiuvfk24RUofk8du3VVbya/RgWEmYDv453+tY7afHqJnTofsnct/vDOGuFnlyzoMYesT1ib9fSSU5WYLeXaqdhDFSRUndp8FhztN9ZV6hokuMTTMbNuTPMqSnt6YUJYusVzGEpZPxtEWzAvHhN2IVp793IZDeuO1NKzalZPYVrM9G5gzPUXMLULfpvjn5ZdQk3bf4ALmQwu4cbqTn6m7tz83fxTul39J7Pz91LMxb7t0NbvSO6/3ntmOYD2qva3bpc0qh2MpQ/nQ02gK3stcJuYuxmN4Jd9g1d1y2i045aOtJzEMq1SgJr5ylR9x6guOD6ymTrtoMSKTzfiyDdYybSHbd+JyBsmDX7OPGwinfVocFJ4XS6CSePO0yvyoxZO62oheubiVst3t46aJ105dDJuWz1FvGxOvsDNZ0IfheDyDxOY60B9r466mmdu9OPGXCMvxx0X7O9/ay2bBvcM7m0tbtYRcf+ev8KWJx5yuCF2Y3eOnVXL80vdfAqwK3sEF7mLQ85jUXLFnI1r6rj8K9phWnLHtdr6yA4Jzmpt7f5r7hb2PgnOcm8M3+4zdYDeHh1RgB1yi3CGxZcLRycOWXoCttjiNta3D2JuFIXqJ1uKM/BjbHTGenEvjuD1cy1UZBcKzTswGl6N86NWkPmgr076x2r6/yhGzXArXslfwmvHMIwVnvoYP6b3K42k3dprx1zpe/74lzXGHcRiF7wOnArf3SsLeI2QdXwkPF5xgjSvayDiDhv7KBLiiu540v9CFcY5QYHmt+yx9pesRccospdc8IDbzqXO6tPOvHqFxp6/lt3n7n1yhMBhLn4dC176N3VeuKhq9xZJzzwmnN5ITuOtbrbLbtGYw2V787ustF8zjHivPXn2sJwzZFlt25w76ZWNkJ7IlW94vCRvPyBI1iAzfJasLsDdtBNjAX7h2Zaqj4ElLat+vfZ68+9KyOhL12HjWTjmqzXdYvZpO1a5yo7ZEma53LVXCnXKoMpnaem1nuMYjLp69Nplc5Nkua9LzWslEGJDpdT6YgkN1OrUXDrrsNcik68wHDuRS6w/dPhCNZ8j0iX0wL/KSnTxhyUbut6WaJpclamYVRntyZus7Zl3evuqEU0sevWe3UuXSomcQGrreF9zI9dr2EOa8Umva0FrMa8pmuyLmzlmhrZgE3rzrZbmVMb2Uxc2wKqObjRvetZvbnpmdVL4G9lHACZ5vbu17FK5j5NU3XlW66pcQ/fDN307vRC7JTn7rexzYJHd9ehe4EuyVEbQ7nxSncoND3zVHhjzK5RhZ1wGX6PE9Uymd7NdN3ZixVuTXFz2Y3XHLYolSctMXUVwHm5o5ibNwZsGrNDtZrVvdyaxqXYWMV9/U+dx1/iogaPcW65X7tx2zu93TiJY7Ri1d3v4vpaUjmvk++ozzzMbYmJc+YTKODUc7txw4d/W+vHz+qHO0Ai4efgsnfGgdUi3YjTz/F4c8G4QCfjdbgDwnojHNFqZkfuniDq4FmV21QHHxnaVrsyJ+s899AK1eDoEFcHGO7F3L7DlDnMwSLE88jN5pj1a/aK7WWTWnLaAds7jzH8xKnBZ+2A/WQdh2JP7kOwMQ7FDjG3Yum0B20mRrzYXecC+dvI/fKnbtM5ePlm+a7e8Qt73b92P4FLb0PYlEU4Grj4KiEyTgSx350ONCSG8BGLa4BDRl0PAJO6/eNgckMIeepL/7vSOphzRpDOcuyPw8L2H5d61x8fShsBaOLMGT5b8UsiW8rKt6cAQdnf7OPS54KbuaLs/Js1IOdvNNJXfJwkjlP9fbir3NzvrAF371vrx9KZ4ffoXO755Foy/Dme8Cs+20NILvp9ca6JXYLVRxLjyub74LKeDJcZ2jNxBhdeGt3ZMjzzGxlGgKzb8jDvju4hWR3gLfQeopFRejud20tZ/Pu9PEh2OMA7cSLIYDeWa8U8w49HP5mF7YxZd/aO4Qxzm7147Hx7807Ey2Se01tH0c/W7j6yNu8uAV3NaL/M2Nuc4KPY2kURLOGvq9lYumq6toORwI9r91q6y7RNmDIEZzpFtfy6lxfPjvHz7q06JOt2btvkA9PhOYO5oToX06U5ItnJeTSyO1fm0115ALOP0/lQfHxwby74x4rfhyZkDnnNxjP07tNz6Ghmlrck996MZs9jdgGtE/+eWIg75H6ZtoNTjrkB+TzQafkPxdc3hF8UjcG/SC7EUKGvvBPIEOG9rWCXBxffBLzulpzxnSn44zC8lrvxg5Vrw22VpL3g2vrhehN4WV928URakcNDtsXgX1yCo1E8wcKxR6XVuTDcfj+4VqBtas3jfpFZsIO3pxpx8Eq2rQiWPUFh2p9U1dAglP3Wq0XjXBqPXR9HNdhLkmhOJNo3t4l+w6cU+52Vum7bZeVjrZxe0yBtJdAnx91ISDmRhmG+Bh02c0pwjXpg2txHd/LciW/jPAt36di/c9E8Ru+SmokNOzx60JXSWUBQ8q6Sck35A857hPkWGgrlFTYTrwE13jJ5xqW3cY5HU+uD72ebALvdUYvNs0X8+w0ySHYLZQy7u2McNloW9fqSRL8pSN48kX6wyzStW1hQUhwLYSidCfFR3AXhIl8Ew0OyXOBfnCqDUDATwrE8DcC/uDWCpWw4hKG8L+KjeOejlWwpwElx3sGwdNijX+z2Wc54oug9D4nk6RZgM3MN2hY7gk11rt4/0TjbcGicOzwcZDtx3GI/bw3K20fwcaHrfmOAZMpzos1hZ3ivvm9vj8WZG+/DOdrm0TcN7qU71HbYt+1H726Ba+ncc3Ps3c8Dr6+YyTGczUc/Fak+OJ4a4raZ+zpkGMMzMV3SSdSDxwHs8PC7513K1zHJytXZ2r7INYFHImvJF/GC2A3ORzJYshD8sHvcImzrstU+71k5pVHxeEhbqXXM+0awnFrwvMDrbfElyNjYwmFkrIJ/dKaiJHLEwDA+WdGPXCHRiM+EaBgdn6jHV8bHzOQNxWlwDs3zkqVuw3IW/TFxwKrtWPKKzVduBFcaF5/X5vj7O3NIestshr1Dd/TOhLpG17K9c99aHit/JXJi/BL76ThEs+UL8WPDAh4xexK90PmDRcTwgzE+yKE/t32mpi6mFC26CANDtv4g12a4fONSze+xBIeFFv5mS/i/YVSJ70at9ffSida/cSLxm0ES/MU5CmeROM6SPmP34eO1AqaBLP95ZmLg/BH/uvo+haZrUbyvD9Ovo6uFt32Y7+H0JSnoIKTG66CusLt1R9+7I2vpLo859vNqqG8cjd9Tc618TRK9bY06jtE+chsFuEm/R3JWutb+bBHrJVl7RHwjcKfJeA3dAtIOXf80RZH4xfyx17oCvXgbGTQcDhzzA2dHildXJbSfhfKa967iDXvmvWMeLWdH1tI1nCvsW6LRe2o8YGZ+w8wAdfyxfw8LnN0ItC6PKNu4O8q0dF+w6J7oAXlcd6XJ79erWLbRpON+mXnfGmRq9QYiJPtFDOHuAsK4XZy0361Mgo5HRwnZkzMsx2GY2VAjnuN1BV7kdhqD2RgOxtdo6/cIPRe0CB1yG0IHDG9EWttpy/FcVBzqSFzidkNITFkQVRbiI8W7lSg/EHyZh4S/TJ5zj6UypQ7DRLZbQi55BYyijYPAHnbOINBOd98lxm2i7zMmm+zdYxyrORC4g+uKH/I9qHjNzOPCgP8AGSrLRe0VI3FW1BjaDG9iGCh0ArfMpYA249VygbNh4raeRu84MXG549tVvbREqlAzALvpC7VM9lu72vji3wKkOq/a6VVoxKbDGQKCftwwN8N4dxHz5EjRvMxuC9xlyTnUyeOhy1CoO/urttjYZvd5Nw6+++5J7nYPwmR4k6ixYMy18xLf5c1usfTu74PBQrMBRRztTs1H3c5Tx44ZhzxcfnRD6m9zeaW7FP+Yl8ry4+QpsOTJBLjL2WV4a3aRaS4RYCprw7XA060gjstEtCnWXvaXhV6V7INJZ6uVb18m30P9mAMnWAt+6bfib4nLueSzDJV+gJP7aRlTETeZpJeXJ4SOBB72u6slXfU9crZQ2FWtCLk4PFLif6BCc3sDbOz28wkSX2j72Y+YWzW5BGjowq/cfVHBUnmjYNGsYGIg5z68S3ppWEqUl/37usYgR4YvtmKGDLcFu5FYzBFdir1XiJgMBCOmsR7kPBG0289qt2w0ob82zsnVOruTOb+HLv3f5qZ8g+kaBscZ97XcWe+ctwwwdW0LkttJD3B08nfn150wC87NzgKc2QGiiKNwK68KOdSqD2JWA2uDw6YRbVg+WEL22DZug4aeFXnPZNr1HMxx3JDCNHL3uzOLU/mjaHy0Uzu/j/xYMT+XIiZgaN/E8m7AYfzGrWiqRa/RMFPHlPrkAXF31q4sMXaHWfTEYAIXBzvXGD/r4iA7KAJaN0cN0zWam8yToNhDMr8bRe0JNFmohn+v8kQU+80mDicHRfKe5ZZ/WHW57NZrvfMg+YeusXcL8wlVcpFqbuz4GFEX/xwptVwkk1vCqNO+yiWeToL5PWT78aCoaFeefw5J/XaFVnVhgQXO2HhA7X1hrY3GpwwzWe52s8Dx0/QpzctgNZ+A3FcsQ0hZLl3FIKzMsDAdZse0X8xs0/SaFKVpjgrYcmSm411i+zfO9uSJ6nFLs6Xzy5s02XKgFaOB+/Kx234Y7+gsuNwgc5BsMfy6pbohezsS+12MA2GwCICUW+Oi3OuZIdTU2KnJ4eJDZ0tYezNaTcTTgg0QNV6WGKfH4QshtqwPM6qHlp9jnCCt2/xYzQDRPAL4aS9smRoLl8/1L3dHMCbW7ERwdw1TDE77spRqcu/kxC8uzlYPeoIXgHPAiv+T6050kPes87+5dK/PsT/zYuR95VluZyX/sE/ayGG6sPTUgCluQcX19pjAR2iuU+e76CREgg0Lt2rO0XwMEUvNAcoXKhtx9HLoC6jZoRi2oGDDhmmbsefwnC3CbsG5INpslryF/rq4c69pThvZaiyOLRPoom4xtiC05qY65HnO8q7Db4wtsIyFTQj6iG7a4zYEze1yFs3P1Ke7hUi7PWR47ZzfYiRlWF/qOUavdWAH4MfwJ4wtvHJHJvnOW1LvTiJkE2U/tNUB88wWI7xhrLD+vp50bJh9l1xt5xjnoLgR4Hi2znIWAm2ZRd/8fNvDSNqF7aSnfeOIRnQBsZyvkAUJWT7RibntiSMj+IhuA1t2FWzi/MCNd+LdGtlz647MEuXfyNwlw9B25uDuXCx6MQ2FSP2ptt7e9/2aVpn4FhYtPLyptBNcmkDWd5lvVzvkH2D5x/xsR2h7MftEjP/mk781wWorhvqC/UJLeblRYHazgL+01qTQv1NHXLRQW6uwTTSCtEpbfdgjXERhibkG3uBtTHh9YYO4u0NIyuLKRry1G91xcWUIT719PYHIl6U3uwZNdtwpicR8RHFckc/Oh7T7PIHhgAPgyejisI4F7FvatSbMTDyfNJAQSJuGMFwEwqUEreot8FrwChC34aD9ATC5fBOfx28o8rSazPMqi1n8YOkDJOk82w3J2mpfjB+4fpTn32bc1+uy4GcAqm06lMXCYRfRtp1o9pHu7+453l9lDBaba/F5UiGschhzx2zAOH38mJP+wUkudbZjqrOewtsvvCDlPaAzRgGMdm7jeWXEMUp93mI2Whre0rnOPVgisdSu9MM4/3cO3hziDNcxQr4w/c1FnqHMlWQZmPjYRM3i9Zu5UlxBe0H9MRs1wK24NUI2P5qfF7uRNU8vMmRWb9bTAOso0rW7Eu/ne6ncdW5EHzmH67Y4UcS0FN0o6CXMCYo6Ptfb2kmcWWFGifZNYQ8+iaE5tfxZOJEwSJqjNMX03JGGGvTEHK3CAgEm7tbh49fZ+3YMGFcVbFmHM/tqw60tGDixIt4Yz7kru9mOay0NQ7uns6e157sJcGCP0wGGd4pAfyBDMVvFonMrDs8ou3MKoKMBtYvmLMVkz0Msxo2cvcjNR1FF6Q0W/EvHvWtMHzjtf+NsDoQ8dj6Z1WbeG66D0HOwOwQgrw5xIULEybIoLHIElNjj94/lflg+v3/mqx9teqyD3c7aK/Sv1l7D8ftuISRcPf3gYo87vmSqq9slqnVq6oUyUEZ+PjKgK6lz7sxClIlMEybAt7oODPpPBau9zj7tK9bcsx6UtXZChRvRPNl1jtOSzYcL4HxwAco2Q1QADzyOHIC/BYbWJCxYACb2SRFPRG3lVagnlm+ZZpvHh4EPOs0437+1vk7XAjvOd7f65dCpLMf5blvZb+22v3EyvP4+ED/gZJyJbNj8hgslvQ/UpFgrEmjeLaxsCBEzfOtW1HC5N2xdTKmKoq3TQ7nHWU5AuBcxDpywKEx4MLw1hzdNDitUrsBriTOLIX0fyySjGZLl1J6dbGMQQ7cNYPjhAnmoo/aN9W479vINgRhcNtq1rF273OjfbgJ2wGLPBf9OAAAA/f///1oAAAABAAAAa0sAAMShAAAotS/9YMSgDVsCmhlvvS8QYBsAMITtxmjWMottJQr1zhb8GbhsAgCKCAAAQJuQY2mA1f9km4qIzq5ME/Le+9EL5wtiC1N7B8aioa1hnY82wWbMs0W/TJWlUxx7OJeZz9PWXMoAVIoEn+wUMotqK1JYzM/Gl2kRqPFraLQzoYwQM/HBmGh3gX2NPkFPYQitX3Bn5a4Ne9QIMyBEnu09AwRbKOfoBQMiyfIOKDR1yR09udxsVMfFwQMX0GtkQcKUQ50d39Vix623Rhe9jNoCerg+Qs8iGGUpq7g+SA//gCcICMjx7JQ7GsFHY2XqEcOUyyLT5zDLkwU+1nwibnl4LAJF9csm5JHYZDJ6rIVDNCHgb7Aiml3gMhiiHfiD77+uSMl4lkafPTKKoUi/BYX4dpxno9HdOiPXpSpbTJQvzxhbfi0awmZYvJ3BnoEt3mdL5cRh7MjKibUgBnlGXwEVh023wTJnsA2/KhHfAJbLyw1nbGNyWMfCow05suUVrDzKQwjh6uhzlbntAB4rR0KI0wsyvxgJpiUcvq0ai2ghdr/MjrLmD0p55ktwh8XtychwnBCBlUMM0hrWJfnxqdzlWIAyCzcefx/8DMBgfwszy7qNOoh/ef84M/fig5oyDBc35R4ohmwxGea+oom4x7qtkiOW0s2ymBIXeTYkOF0SOEvOtyagR0LwvfGitKwjxmxvdfjBtMSQzOJStoITBvhp5L1egNGIiYyFQ9xp+bSeGzQ0N8odbHXx6nBfTIIDxeEI+ACuJMGr1O9HEqnMbA0XABqR+WWJT5SQ7JR7LNB1tjdP1hRl73QKZ1pFIjyy+p8yIoYMSTwHz5ev9uYXwBGz/TzulRfFcE3rs67M7sE+A2+QgRg/K7S3mCQkPSINzbeS1S2GMLYChaanAa1lDuBCGS7ToyxvKvfB4tBWTJGCXzkm8UOy8VxEXG4djF1wVL2A+LLMrqQrG2UamFp2S1AfZsVLwQsS5SkZI3O5DZ4MB/i2ggC8AhPMvyRDfqxJa5gLZi7pOS0WcxfGV3y886TnVvkKMNNEBEDCGdkeBGZhei05JK9NcDhnB0GoFvxXgDJuOxsGDppDFV+1e7aYcILe8ArmU5VDjWZN/GgFjTs66b90RGmZYYnzmcruFbn7e0cVkclxgDDe2akvMwXq4v0rN5mJ6KQUP8wDsVqlcPlLSRMcGT9W5Q8K2Q6+ecWlT5fHbzWgDApLgcvlb3hb9nu5cAte/YGT22b/qhw+FpNKHL9N8NuuWjCx6qtkzDeFIZU4CqsgfIYg5FaCEy5fCJb1UkqkupAMnEtpt07AgP9Cq9AlO6jIC5fotnhrZ7wQCcpnp6txeeuPFWE6IISGd5qR5fEQ/h5ECa2tCne5ypLD9PowPC06n6X4h+IJezd4/oUyYM1WwCNhZLFjm3kvBEK5jOwM7iLAmB9RzF+VHm7xucSFmCECuhh7KrHfstsKp+DoZC4QyjNoQnjfYxn8iCUnXoXz3koANvuDtzM+SgGhHVoZv8nwemEM+GFXKqJOZ3FYMky8mbjvMQK65K9STmhUVbadMZFURAzfnVCpd8DqtX44QLgyxD/3eOlcpPguTa6f2DLcSOUdHyX+VnrEF4xswOkoLJFjknwGqLg6VyhzGoeSvzC2lyqGvIs0cfMXK1TyAFVIW0u6mC/otuGfapQxKJOC1+7a2lGa/lhCZJfslcr/OqPwCZptbXNVuKqVnrnLD9/Vo/uwVXAgg4/H4e+zGASA+mKSzziwe0xmX/XX4DcnGrPKccYw/GT8PiqIzQ0jByTf6Q3OgXwkt5agIHygltA7jZLNhiTiu2p0nRn+WyrGuuQqk/xOcTQqDNAKb5IEv6MUfSxTvs5Ums8oien18DxVBxdQTjt5T6pwX02Eh9qC2GHAqJIHkf7kCTbgW0qbCB6wrO6bWmG6ZJ6Tt015xX3sqDBENieT+s1hfn1pDMnHfYD5TxDS2zTP9w9Lee5SIoOPSIHAfZMK3njFM617lMLUL6IeuEXdRDzjCMwb9BTmHYfKblCnB+84QezuPIL7jwPw7s5bGf8YxHNvgt7/2PrWb00UOf4xl3R8Z04p+McnW/flrctDzg5yb0saDR5S5uuulE38xyRkd+Vd7z8a+bonaSj/0fLqlpTN+UfAHvyGrH3xjlCe3I+6bu+Iit+OhTHvWDR8Ly5Z8YxCAPFbcTTKM3bZ3YarxJ+IJDi/DQnPPvHGkltQlMUfzjnyOzBFhjdkcPtpGf+gDg19FZRecOfeq915QLM7r9DE993lNx6MIM9n2e3Gd4+H2NvtkqYeL0K50w1AfbqpPpfp4eVyzHW5NMKHw+3RL5A2/pvOjX5hhv42oMEeR2b1akNVPa5pwafZsY7hdPuXvTLYgmMx+mU7MMpwNYJ/jIdhOY6Oegj1Fh4XwcCHCaBw43HDFx6MzsEvKCjxDCwI43KaOt9lNAGXi3V8rhg7OF0ig99iU8TpkJT9YxLpuN0JFo8FNJffNal7KwZY8ry0HE+FQEO+Z4nio+KGcr60s4eyADmc97znvZzjOJ7nqPf9hIuSWRQybyISqUlSfKANiHHh0f1jRHVCzQPW2DS4obpz0FbxIL8vAtmY8oYpEgOo9veSpsyo3PQrZrSsuDKfN/aiLQuK7uMH2qvX1w0Re4PS1G/MZmj14eDrckrYGenpsE5yKjx8XIaeO0e6v7IAdbUR93ENgPThBDogBHxQ591swP5QHfsEUixWrWfb+xHE6+oEaqS8NgF+tbXeKAVjWwEsCJT9WR4UwiC7Y7gUTk7FbzZq4uk0lzd3UugjqM0VGohSJpDbIwPVjCeLkWRwwALcLlzLMIe92AunICgjngPDbljCh4kV+/mIwy3czHoq+a+xWz46BHik2eKrGNMvqNCG1weEq5JBcE0i+10k0OTwBTiuL4IIo99PX8AVWcNfLGm61vz8+Auk8MKftLbWOD4LASAaWRCceCqPtcrVYxGbhe1i5TaSP0LxqYhgYWXNc5rAWK2A81Quvlt2gXnQUQdVrSEfxTOYeof2T2qOTGZC8igKNFBJZ3yTKSYRwxenVgc+QdLtgRG7ORcSG6YyZH5pjy0mViYfw0NJfVM8UqpXXRDpLuAjST4wskuar80CiMHUwgcwibwNiwjRoMsvyiznJunkciECQVmLNFfcAH5O2Pwhq1lOHWe53igJT7ehF8IAYcKm7BROOt8PsrSygO5BDrgGyElD90EVUtw0bKPywSVlIHQeyDXDUFeBTLq/BzL13CJAtQDnsoGGB6rwCqlmySb8QHupP0V48nEhlDIHtA45oVtmZXDsA11ayMkxw0R5xvNAUuioKa554Nh3MvLDBzX9oQVQwRb0Qk1ZKHHo5XtItiKdol5IwQ1jxM7JxnAl/KTkdHs2R1h/6IUpLm9rLpc/OSoWeSIlDL99ijlbL+yin+EX5WZYFVZNjPx7oxwDbFqlXEIDrcMFVY9UIIqTHj+Eck1eiYenAP25Ahupg2dDr8Q7IEkI3f+JWHsmJx58/IrI27I09VddmPzO8Wu4TwCFzP9Qace2PCdywqioXN5TrbzwyTWnBlguCCohkgJizjdXPIzj+qDJ5XAS+BPWCjlaCsUmec4wjxxstbdLRg7nScNYORUoDCvZjm90MuBa5PQPa8upeCD+EQsQDUNmHxhCxpRr+CVdfrNw+L0iTNFfvJ/ccLjB78PTUXH4JFPxlL+jg1DerUrY5uv4K8mxMiAe7bLvMpj0K63E4KBE+xFgdlQKwfhKHyt2fH4DS8tIPCBf+QUg9sbxu5waG03XnpJLBSwPudfKeTLkYPiSM3IylYufemAECFT8kFDwMjDtPlMVDnoDvt6RVra1xZRHckqjY1XyijeP1ZoGP1TXgNPh4AkHJ1Fhhh+BZYU23QbvNyRDqgLqeXDIrjXi/F3bHBp2P4ElH9JwenzcLaLzQ4DfGQIESeLXiMBmShl6AbccKPTufVndmuUUhReAaHp2YPHFglFMCob4naFftC7iXzBY5HF36QeMcFF74PjjrEnFP/sNAG2xSUm+lQMNgx6Kv0cu8A3J0z+hMOpLW3wgwUG5uAyvRAuYO85bCHaN/m6T6Yu4CszMMPNMY5nnHBvz/DKDQ88EIMzzLCE7uSGx7DtRiuF5pKKUJ+qbgOeNVFE+6WbC80nTrxfi2YDniWw3v5R3h+ePEgS/iIgAPMfzwtzFZ4KS43nk2JIfWpLLGQXf/ghFjueIhVpeiX7B88cdqCfi4IbnOeGJ+hOwgsDzxR+HbwTqg+eHuj6PFAyF5/ngkRa/FDoeIovn+X2fHvq+II/L+zYVLv3AVd/f++XG8Ga6dCvFxftCGpDDkaR3j5iFUiwQT5jYd9+nTLB+kIZSN82afMAl2zsAZo9bq4jVdMjyDX1AqeFreMPoDiFV3XlBYSI2hK3cRlY+R+2K/GHd4kjP0I1lRzXay+QR95Z6Lw0kez/ILLRiizeODAlRIU5fWHZYXLd5fz2JQkr1+4mXW7qHGiX6b4xRJcIf6CN35yRBcoONzrJ2MffTUaji3yc+1Su2aN1ep6E/QPiJ9hL3Jj9ool/kH7SzYFpg6jYwg4bK8PjDOiA5AINvCVBsRJNE/KKvgN5JTY+eT/a0P/lEvNFMTEoSDXUPalSjSUb+b4i8OKCzX2lADFq59oVwqZtkPhA+C1+84pWeVZ8mt5gMh08Whc946UPnyNpPDNmEpnJ+oFgPwi3F9w/pzWfP2ScGfYdQ+q5Akwda536j7o3eR0WQX6+c1700hPYUXp9UbH8QKerBEuJtE2D0JJHzh7Zkx7Vxesud8DGV9tjtOn+IpjV934sZhR6W9xaIKp1vp88Y57PHoBtyWoIaifw/GQh7pUK3hNcCnaZUvlHLj54VmuQmKv92HiB6RUPTjuDFQX/xyunZqZ5QFs5RicMdlzSl08X8jq5FukuBuB55VPzZtuUBdWM7Dx3OHZNmyhmj5hHDJIxFcXEfr4QVWi+/sZIap1DGo9erAbzKpEdSILr54hgoIUbSbTyVcQZq+cLgHjt+IDsGXqBOFVAvOBXXbYh0bq4jVJtY+DdeAFo1UDq+YpUJmqT2fB+kRKFidSPd4WzOGOHtPjU87zOzyM03Be8oqQRD8eWesaBEk7fEJ07ZTDpqdRfNLs9y3vt9FelKTG13nVbT5iL5H5cWtAYtdc0GADgJ3PjBCUnkUBWab8faAPVWq+vw4aep2t8Qr4EmN9tnxJp0cpH/z/QKZQtacggWXKCseY+3mZXXc4B8C0Ptk27n9RSAjikfzLgVXKjKBED1jVYKx3c8Z7dSJxEmFLlfzJI7FrVacqsRkMk8gOEdccz0HBlXt2Cl7ZjrA5W7JokP08fmJ+KijsvamnonIJ3mW/6EPxe+Km3JLH7oPHnefg/XwlhoB2m/eYFlk1bxATMUjVuL7W68qQmZSVj+ERFsvPPk0nmMEsDEsf7wDiMHJe2QZ3AI5Mwlez4oWjtWQXsOli2aQJAf+Fa89SJo7p8QhmC2TnnCUSxcGika3EtOPJY7Dp/x6Apuk753L+DRssxx8446YE46eJF1oM1uTrj5viJjuB2MAN41HmbLHlqfOARFrotajlsNmIHljSO4kX157+HGxNLX6w/lfrZ4C33chUSauTcuqNx5No6WNfL+0fNqS4wBXxcABBOSxu4qrx3ZB0+HTCDB7/eJhys1B9M/eZ0sfx2fsNazvPkV5Fbqoqy0pflFJFXlDFAG3AoAsFau5n0jEZe8KpubRjiwkkfbJ8ZqKFDkSvYlMoZ5oen9qGS5nX3A1nfqxiyFEPnAJpdlE0gwd9qIC5UYaN6xBRMqIj86Dymiyiq4f8g0pawbyeC+a1GuJOQDkitlkrN/ztxg8Al8wsmgIcoAueQfI5Isi6z934Cesu0P202Y4Ihh0VcXYDpj6FLxgbiVmATC95GMzEnXLb+4oEo5COF8ywTJnPRF/cSaBT0qCNxcU72TfXXfiKXn4QdU16HzR9ljv+HphKYbBTeFTKHJBUXekW/mzktD51RSgdJNyA9iWSvCejRB9mXEUAf8fkgctUgkuengtkwStf2jgMtcJblvzxGMpCS3+EAuSCLy7A1TSkci4XxEHFEGxVvuIR2/kaJOr/gqyldOQPYaMQQkv/a+EARlkYiwXnKPMRKUTaTeb9BTbijmflfFSLGdZySigE+wBHD/iR6WO+Dw7ZmMkhx0/CAQ42LhjDtCIYzIGhvfWKaZyJHdRsuMyZwODygohsE2xG1BuAjSd/YdHXPmNy1yDqXMycTy992yFZFbu4seFZCNWE9od+JsgH3XBvQgX27f8MRaOYhhW6+UEUl3faATzMfGzBvBBRGPpGmPWMMKXO+OLnMTibQs8H9sTqJYlncV28+jVd0rbuBCGr4jyzjgQ1KA7/PZfpJh9N4OHIsciUxt4a+3vPed4AYSP5TcanHAjhpovzGP08GTFz23AOn4AvIFafCQoSHSH4NsebybHxCQK9LBll6Fl9CRivEL7RKXkAy67fUCMkBxidUdbzeBSdXGtas/dDkCoVgBeYVUFEhbGr83WHkCpuduAhRj1MN7xF3WGGp+Nxct2qIG1Ff0MhNCEKQPYja+qHy/WAHlV956XGXJMfb1+coC7N2t6LNIPhknSD5g8CkgEii5llLy0c/2854onaoh6Eq+STGK0QtaCcV94RZvMiOuizH1L+7B4D548NxtUI7c3kq5b8JAE2lvPOGvLY8EbDfRlDXEVa43xBDDVvbHwp2bjCF4X++OwNVtWZ/7gVV0Mrp0mYOTPzg1cPzSx3vSgg/jiN5WCXQPS6j9YRMYlW0demyNq8QFiu/nYVC2luu+jJeHs08eUNXEHMX2XoDhgmGxzifKIOkYfr1dWGwwdODkBePoTGuckle/gGjhvZ1VARq+UsY6gFD2mcfr0oIpYuEm+0xcShuL24AWB4U0RD84TOXBBx19wqrSg7nX65IwKmO1ozYx+s3PlyATwBh+K13xHdzC4Au7rStAtb9gAYCQhPD3SfGMTfolbzpxhDJ7OgAAmFiRexQeHT+R/ydaYkiSzxjFVhaXyq8DRhRgU76v4iIHE2hRfNPF0XsVXCERwr8L8QSAhw53TQbKQNy2D7SVNACZ0jOL7EFf1s+78zCLBYysqArZtuEvdAjC6+bVTVzlgVLo34sZ+/n9usd/vAV8PN0+XT8AO6W8oNUT1z0Zc/htEUP4cw/S/HgB9CQBrYNlI09XZKY99PYfgH5awc/XiIDoRo47CTTxj0z6g0l8I/52eqEHr0BNCm+nd4WCiYeshrNm2GL14YoKDMgj7Vpe8PxMoH7fCyU6K3fsOSVXDPDjLm0YOZGku7rYj6d/56P2yA69bRCU9vm1vd8vYmMtkY6jRxUIZMRfQCLlxeoF8hRmIZ/wux1q0nCq6CpiUOkjr/g8oxm5dji6mQ2yv0vEn9NC0CWDvXIqSxF3kpHEqQMIbgPjVr6+mf+zpYoBPTL+MywV1AH5b0E3DnRgwl/79/UcAEYpDtEv17C4vT2doBOlEeC4iZIkDaLegq7tjTEXuaYuAqEa61cYsScFwkC3Ipemp6H8e52xpkSK8VYOI7A0z2Y6uAPV0zfACdmbC/o6z0oWHlZ0qBgrfTxqH653l5eKi4ZdS7FPw5GAa4XTDUN5I48Txu9taYF5BTi+3RFJ53ybIukMmXe5IRc6wT7ut3MphYuOIgiTPA6ZQl1y1zIHK4Vw5yDxw9G0G8Mc9qmA8WqFdzOK9rrMBktDLe92BtOL42nA+8BiS4ynMOSvx7BIvwwsM0b9BRik49q3zitWRuX5d26ynDCy40kbKX40Yb/GsySgAJMtVRp1TDP+TMHci9tVl8Ki1+P4b0JMlyEyUFp+wC38BCQ0U0eindVyx92H2JczBX4AYq0LQ3ndOD6eiy6OFIxj3QBK9v4Qf23W9rxMG/sQAbkT8GevY0Jqd0+z3JIC928+cAh9P+tkrYjfl7nw/kCDJXrBeECQheuTLQEGo5nRR3QhGjX+XAOaLumJJUfLVSnIuCyOtTDRYud9hQUieo1cFE0uETFg8R9E+cE7SDym2wlcwflnWZSyltD0w8hbnfstJPLYSfCTG8Mo9cdk7clWdOWGbk3FOOgp8mVBNGfluedaReicFP/cjbwdxUtFPRSwDYL4D4sBNlpR2Q9QWaHRv4ILIZ0RYrmzCLIWFP4DyrK0LK1BQywdS6uqstKstKhoKV1Kb2560p50ZSUmjUk/0pQ7dujy8u7yyJ3L5Q+5iHnEiFASJFBLAJl/f2cEmWmoqmqurm6yapjJ5E5YWM8NN2YcOFLk6DH78PGit1eG74cZBQrZWXZWoWJ2hQsXMGZPzCdmFnMLW9vYW9rZhInX2hlAZiCzjPlHhw6fHjyAgggVMYuYQecQrq6cGUQv58t5dBST9PQ0ddacMTPnzLl0NsVfzLtzj1nHrDunmHPnD3Ps/DqjzrTz5+w5c5g55825de6cM8waZhhzjBi4M+5cowY+47ON+QYkZODjo5/j3qyn54aHV+HOwvz2BqFNbA4Ly3LgAKuB2VxWtiVBwkfomrm4qu6ZipBwbtBvbmzkY6ww19Wh0fEtzs2AgHF/bnvz3hw3981os5zchAsQLMwW5gkz3GxpOBvOGDAUVkKY2djAZrB5ba2rFc6UlIKTgZFz5Cw4S859Tksbn22ZzWbzeKYwNvZgFvPy6pqrZqz56+uKwZXVbDUvmBXMYnOW1vwz2aw4JybmzXkzIqLdbDcfzoQ6OkI9PQhmoAEDCsw8U1NSM1RT09MchYSkNCewsQkw58TEyMw0QUE/tcvsAlNTMwOgaRx7fklKgjoaKpqLjGYmp9lpXpqhZqBZiMC8kzMLADDXOPPN7DMfOEA0E80GZgKqYJePuIMGkdnX762u+KRSuNxxvlN1qP6Pc+i+Uf/w9wsEcd+pnSsekI/2vlUdVfweFuG7p+bQ/D36ez8loft9QxLue1Xm7flW1N099cXu83bQ3n1V5sbfkVHefVWFUtB9927qQ8LvvT7dXdXp7e0eYN6dtcz18XSk6B31gIjHc4y977uz5uD+XJ3P3VlzsD6dz4feU6kcv86IQ++lSIo/78qFu68uVXk5Tpi7t+ppPp0H4N5PDVD4O5mv3lWLrv5CafHde0cVSvw5IQbuznrEyMNJuLl7KwnMhwMevvtqlSRvgdw7KRIaj2fle3dXCaMfNwGv91TbXurd1LbxdYWMd1cVjv23Iby9m175ebnJVSZ3v3urJty3EdBxd1c2KN/WWHt31tG0LL2n3hb5t5rv49MZhw9nR3b317nDt+EQHI9Hf63ezq3o7quLN89G02M8Jh1C5edyxBiPS3db/8KBG32Malj8bkeWfawKJvgV+uTucWuWEJ+mYuset9I6Pk2Qyd1db4i9mg119z42vRR6C1mU93g1+ObTfIzc/dVw6tWs9IyMesuIjVDwYJLRY6uPUbHs/NpuEyUeJI08WOmO4g55OaSZPj5Nov02q9I+Vt2g92i5tlExMK1RqIweqebjw8X23GNXrN03axu3as29GdfbR4iMCmXw0rvGv7lU3ePXm8k3G8T7OJXC6KOZkfXxqSuT+h6zGii/GRDQPX490fNmlvY9lnHyMVKwQknpDadn60LsW6o+mHxZcYi+dRpF9s+EsfStVEkSX5bjw5GNVY3RTa0p19ir0ZHdua03ho/wEnvnunajJ4PS71xWBKofoUf3Lr/uDHgyIU16rupv5Eeg4ulbqEH3l3VoEmAKapHsirXMpj87LLvLr7k4nmwHTs9NxWDlI4wV3bl3uTUn6sVq1Hd1RS5Vemd7vuxx7C6vPsnwD3yG7rKrTe6LYYJ1XNSiqY9wp9bLqrRF/+Cv7CqEyYtNaOvl1Li4fxCj/GpphJiDuZNhxKfmCdyPMFnUc1HnyYew9OIur4pafQOlxhtnFSHjwWBvelnVzekb3DLd+I23bih+MKlVnAoUNJz+ujAlhXkImHgvp+aAvdy4q6Hjf91o7eVT2sp3MIXFjb/6WPmvSSCbH0jIdhUnphO+PizVvvFVmQS/AELd8dTevWdgIOnGWX3+FYT69TLq6IVn8KT0xlttZLwXlLRePlVg5PbGW3uweC88oxufGXBKzopQWZrE58FyVdy4q+GP79JS2/HUBDjfBWp346pjLp6Lk7WXT6HkeC8OhDe+ipbj7wylvWz6ocMriJHkxlm5Sr/rIDt6uUki6xWXvhn+giivN97qwvT9iKjjp0kC/pbM6jiqBBHfqXRuvHW178epujfey6VPpJ4r+K3jqXW5v1U8Z9GgSOa8J0lLqL5XWIEbV5Vj+/8Re+OrXlmvNeTmxlexZHitAIwdN72y8luWTuNyqYCo70I8On4aoeufrtIEWJUMSzti9IiBv1dE6DjqGdBnhRbeOCvnh8+6w7vx1AUzj9Ug7sZvXHUny18Vlcdl0p3Yf01aIFCckHM5vIlqSfFjOqSOlxaN+Kx83HFTJZ/Hcom8cVXdJ9mOn/rkvRWdkDtfJYP5Kr67Gz+1gvhUwzox6hJkG8IcQq2Y+McyMC6LUhH+LCYpHR91YvtXTEBuHBV39afIMB0n/V3yVV6vd37nqW7ll+Kk7Xhp2fCnDFdNfA1ycJcrqK/ZZ3WocTk0d/yrF56Om1Z2+KgeineeGoTuo2aLOy666vtUPV7u/DRr/FB5MB0fFQzxUipuWWnwkYkzcT9hpf5q8aXjpFuBD2XjcFwG5Qv7qp6gOz+l8fdPV8QdD5VKeqkWPj0nfUL8TzQv7vzOURcEvRODFJVNOmHnG6aebQi+qkpsx0OZcHioy9Cel3qufRMj1hj/jJHwU4GJHRdN9fFOgqgd/wRxZfjOTQs4eCYoprYNB2BhSDh12jlPNava89Et+5k4CTsOCgHvnVjTxnin5o6X0qHv3NSRCYmej+7K+KUicnfecdAhe8+El2ik1FcFS7OmuIn69FMlcoxxzwEe/mlRwxjnfPF6KCvBPScd36/UONdxT9LZb3op7HnonY1fuvsSZtsCe5PXaibdvlSV1THOuVfgncZG3Dmp6ZBPmovp+WeO1C+Z2NHzUOATnwTLiWv+HT1UE4iiQEo5WJxeGlNEzUtJihjjnDYYPwEKDj3/bAT9pFWrO++56ILVR0rgO8Y1a2e+6W/HFo65Q+mfRFgNyT5Rhc3RYHgZ9flSajs972xqe6W2055/Akv+UYvhnouC4v0RnTTGNa8c+aUcWzhm8eEzIQkAtrgANgdBAwwl8pcilNLCL6sA/FMjueedj+VHktrrOWhUlTfSIh7nmx/hk+CUaLhBBoINwKAyS+alfHXHeOYP1C91ZeXiGEIp/4nV7vFLrLxnol3tec87Y/R4o7DeHxwvYGuEgid1f38Kg5CegwJefVHd2vNNwSV/pHSVi1NSuXuom6qyOBmwMbZbkmuqT5UoZZxn3pyP1CJALo5hcMoz8aDy+OV3+KWZnJ57zvQ80YimSJc32HqAEsgsml9FgkYZn4Tze6gYM2RUpFLylMt/lO3xV0v55gbJL6pSUcYpTzB9E5mMEcE+ZCMfHAsfHyvIFPJujUXWUetYxiN5vz5KB9U4z2wDfiPJ4jKOIW32l5xyz7/6IT6bzy87iUfC7Ot5GYdUe/wppLAyPjn3vJMPTM83ccT80OeBctmxCehTpdAq45SHIH5JxFu53BiF+VarZOM80/DxiS6XynikGe4/ac0o5xjGbo9EIvTzy67ANwKjyjeJN18IrAfHH2uXPBSHyjIu+drkE1ye4bgjlN1LyQ0Z55mbwC8EbFbOKbmyPumHcHxxUfGp7Ho/v1Tw+0QOWntezjEUYXgjv0Ach+xR+0xlGjj+CCT1Tl9a8FxSDPiViMZ5ZivlB3UK4jhjlNqHGjor55Q1L380p23llwyMvJAqYTnHcFP7RIK1OJ74g+alxCzxHFKu95fwOuB5JBYXfyRlFMcdOT+fqQZ0nG/ll2COHySWAs8nf5u+iCZAOa/EIvdCMHzwxdbMd3qpgSOeAXgoCTDw/PHK6CdBIMbzyBMT3ojGAZ472uz8Ekw+eSL2h+aAlPNKJsMfdNiam+O5Yp7iMx2gxfNH1qE/CgwvLnZNe93qxHrR6ZgJAte/gni1nQvVnIMjUyOma57rzU8ayyg9Or/IuAC+AHiJcaF6gXl5cbFr+mV+mbdoyYLlSrGVKlSmSIlCDOWJk+EmTJYoSYLkiLCRIi5EXIKHCAEO8gvkh69Lr4uPHjx4d+jIgeOGjRo0ZsiIAeOFi90WLHRXqEiBIsfLubi3ti61LidM0M6WIDFCVoRLCBcQHzx04BC7AZasIcOrayvrqmoq6qlpKemoaCjop2cn56ZmJualJYZKyknJSMhHx0bGRcVExEPDQsJBQZdAlz8XP5c+vj29PLw7uzq6ObkLcXAW3tza2CqsqaWhnVEwK5sgIQLZGIQHYmEOGoB9MVigwKuL6+7jrdfKwrqycqlymXKRcomCenJqYkqwpJSEdGRURDQkFAT0g8Cn5wCPAZcCLgQG7AjQycEJcGNTQzMjAyAG5sXFruktWrLYWHz44LHDzpHjhhA7SBAgtu+VK1ai2FOmVLGLUaCwoQKGLUOGLo0jdpIkS3TYvLw9cm/tW9uGDRy2DpuKLUUKcRPbiRModpQVK1IM20yYCCuxkQwZQgSGC9uFrWu3sHvtHz9wbdxykSLBthCbxa69+8Iu5782sJ1r47YN24h9xM6HbWG7hj1jxhP7iR3DfiErS66tVUGDxo7gYGFiYio07XJzE6Cn58CQHRQhAhoECGZhYQ8UKGCgpXXFxKSEAIGPjQ2NTWPfuMGDCBEkUqTYMFdsGJiZAQMKCAkZPT01WVlRje0/O0NDMzN78ICMAYMFV1dVSkpIPj4EaFLUNWq44MHjBxIkTa5csWe02DMzNQUK8BgZHTU1LVHZUZubo2TyCBUqXuzY0SssvIQKFdul2HZxiQkQIOfAjgBbwMuQIUSePJFSS7HrGsaGsXV0BtgDbCAgIVvIdnJ6sp/srCwr28q+77E95mpsrBwdbR0x4vbFCxu9vUKWLBkuLrZjsNgxMQBylDypodRZntR1FhsbHVsHyEYAZAM52UxOtlOWrZVlZ922gtu+wewwGwJYA6gEREVEPwR+dmxtZ0+cEFGihAcPra2goJWVhoZ2dmpqYmK9Q01NFdlFBGxbu7b2hH3CNmGihF3CHjHCg+3B/vCh1W61XV1BbVA7NLTSrrQxYDC0DW1ERDvbzs7LU7PV7AoVxGwxe2ys293u6pqyp+wqGwkLa8vLy4HtwP76ojCh1oSsiREhRnyA/eCK6hr6GYqBEgPiIWIeXl4FtgpjEsa6FnRV9fX5JSZKfn6ifvhwYsUKGLy8vkaMJIkSZcoWe0ZDa4ODw/v7Q4yM1CQl1TA7i+/uzujRA0gRC7WcXJ2f36GkJCcq6oYTJ1DAgIHD1zdIkiRMplSo2djg6ur+6r/68DCyjqw5OUlr0nrDhtl6tkaBYrferXHg6FH3qIMEKcKEQ3162qHuUKemgqhB1KysImoR9esrbU1bx8ba1rZ1iBB5ndcmTLCoWdTlcow6Rq2rm6POUcuQ4aP2UevQAVwD10ACa0XFxMrKz/qzbm39UH+ob29X1CtqGzZ4a95aiBAjtZF6eDhKHaXGgsUGUG8BYMtQoJDW1jaHhyeIiDipqVmqQQMJHG8xI0ItQcJZWtrb3NyeoCDj5KRnaSksCRK5LUjYHDjI2rL2hg0h7BB2hgywNqzNyopqo9qlpZ/2p52ZSWlT2o6Oh/ahPTiIZ+PZc3NsNpu9tibBlrDAz4+RUVIys1z24CE09PEREJCObm2trIZgZ26ObmJqYjY+NgIuLkJaWnLanPbl5aloqc3KOmqP2qammram3dn5aD8GkpGZnZ251W7125tdbVfv7RHWhDUjI4YaQ+3puVqv1rCwJeoSuoODfImJf4qKfYRv9oULcnp6dqGgXWhD2nd7jHt+9qDt6JhoJ9qTk4q2IuHcHBwfX93fH12fHff6KgoKSgkJWTgYoo6NNRUVtaSkNCws1Mur42yyNHvNhktzs+HsOjcLdp1NZ6GtfgXtBIV0hBysyx5cPYRihj4uPgLyAdJdoFtTW6vV6rKatTOz07HOUJNVa3K9WZtwrUPUpq6YtWltiblYW9aGi3y1Ya3Hd6HWq+Mu1HG1ms1hQ+qGDKYZWG1V29Mz1U61O21TG4RNS9vB7mDPzsbasbYIERpsDa/2qU1KSrbJ9qr9attWait1lhqK/VZml9lyNgU76ICNY+fYBpaS7KAomwrKlrK37LfHDWwuG8xuYEOwI9RH6iI66hk1kC22/WLT2DI2ABundlIzqavYc12lnmI72pn2ZK1b59Yy7EAb0H6sddQy6hY2oS1pM9ptNt2dHWf31UNqJfWT+rcmUt+wPe1IuzNFan1aZ9aX9WjdWPfVgXViLVff1X41W22hrqsr1HA1Wi2hnlCn1WR1hPqsHqvNagi1bI2LW1vX1i5c0KhpBNc/gutg4rpJrYWYrrXYNTU39o3Nw9Nj99hHR0P2kL1kJ9FaaClRaDpKFCpJkjQBBh7Cg4cPGTJmqFCRwta2VoSTKEeiJPlNAqwDmAcMHjJQyFBxQoVtCFsRsCI2kMmzHDh8aG3VYGqq2tkpamm5KSlZycj4SD8u5ubWWLGCxe0trqwsidjYDqysrqWlp56en5g96Bw5fGvUuMGCxS4uLk6CBG2HDh5cXTOcnqZ+0qN0EZoIkSP0EdrX95f+pW/c0EHroHd3YdAwaBxHQaOgaWlP0CdoDx5C0CHoDBlgU0NJaVIaFfWVfiUfOBCUk7MTE0MXy9DFxVeGh5kIERKElxdHjBgucroMA5ND0zSVOqaOoalQKaaL6SZNhulhesgQIbQQ2ocPXpqXnjEjBh2DTpEip3MTR0dMQUFEOzsFZGToKwDoK1eqMGGCJEgQIDhw2HBBt6gD0PjQzBCYsXXsWkdnC72ltrGxQluBUtd0FihL6Cw08RIjSoz8CP6xo3cHDRs0WtC6L+gXdA06R1KSFRPTExGRUYECAwAAoKu80FWqTEGCRBgIh1bQVtNM087JTstGS0lDScZBRsQ/xMK+vr+/wUFDw8bGycnMTFBQVE5ITgyJGBwDHQ/3DgXvBP3m/PLk8vDi8OzoSFpRERIQkI/PAu02PHzEiZMkT54QE0+ZggVLcV3PAAAIECAk5OR03w0mTEB7e6PT0yOkCSHh4OLi5OTm5u7u9vb0zs7MzCRIiBChrIwChQlUVLeVldbTU5SR0dCAAQJeXugpMz1lyhNhOjhLFhccHB4hISUpqSsurgUOHIQ9sAEqAnKachp3jesunSKkohoJaaqeqqvqrvum/8EX1teCqwUMshiAjcHEvMTIiIlrl9rFhYdHSenqasGCsLAGtRedBccAjtCSkFSWFBcDLgdiDh7QUVv0Ft2gQRgdRqOhjdFjNB3t9vZWR9fRa2sX6As0BQptdBtdVlaBrkBHiJBGp9ESJKjRamx1XdvYGKgN1EBAS/VS7eSUVWfV4zGDmkENVottbX3dt4JawddaX38dFdVUN9VDQz/1z00toJ5vsNQzFhqLkpoAUgKkKvr+BI+1hHXVdJUFlTWuGnt1LwgAampycggQ+PlJSqJySgCUYCloqYmoCQoJquqpqmt1B3SXlZYV0xPTEP1EIw350Eg0kU8BmogOKrBDB9FAOwJoADV0TcPU5MjkENAh8NPzk3SURDVFxUXXMxYsMDSMzLxFhpahY2J0aB0aB6eH7qF5eI7oI9qInlJSkkKAoIguog8cGGBD08xYtmTZEjNnoV9icALg8BjgMZqnZLmS5WW+Qru8BLgJQN/QBugBMzQNbc/QNvGVKldc5ioutAtN0zfz8EyFipPZyVxlflIMZS4uljJLoefZymyFnpm1zMUzEyZR5ijzkiVNkDSZjRhRUmQmMgPPwsJCZiHzkSND5iFzkiTBc/CsZCYiYgMNW6ZzELQJupZuQbugy0BoG4iF9B/dR+vRgXQibUfH0XCj9Ce9SqfSo4/0Ik1Ja9KYZLQX/UZPoNdoNtqMPqOV0E8g0L0BHUVL0Vx0F01FK6Ad0Fp0Lx1MC9NCtAAaaEQP2pcmQofSlzRnfaCuqXPqnjqoPqp9agR1ghqG1lLTtBTaCR2l7vVX7TVToem5Sr1VY9V3TVVD1VZ0Ll2ixAp6BT07e0vf0h8+BJOeqCSHXSESINJQ30AAAAgEAQBzxyIGozCUBVGLvQOkT6aIIxEBAMCAYAUhBgEAGUAC+tO//mw1bk1quSq0CXdILCTQzH4TJL6FqTg37It7Gn1N5c4Gcx9+0mU8g22lUcSjk/ThqivFMlDmIMPBcQuuGqdNhpqD1aYfUJBIERUeL1RjVb1cQ1c9nOYME3SGjnNUzhxtUZlODlaLblOmFBcwrFaIXOU0vlj1YJiMOEioPNnuYAjrWB3iqcPHopbnDUUqYYbE5TK/vaBPZuVQrRx/EuCy9lwVErYXjt9JICnzdTAueAZbCkIRuPJC9IdsUAZhixmocRm3r0F9+cJS4rLMCmlohK8827DRLhPcUHO0zE3aK9hl56SvLzc+SWN4GOhiqtY6L3WMLexLvIJyD0dc3XDfgUJ2A4683TL1DzM5UdAsIRlwA3FJduhNjlioXEq6wC9s1JRHiZJVYhhy5H4hLZ2TrGQyKw/JpirsHpQf1QDSOj3EFutrI76NbvSK2u2fB6rLozFps5BdPKegWuwg+6d618j44RGePgjFHyGKnrfu7F59Fzbtip6r58RUdrbi/l175bZkWqjkKVb+JucXkw1Jj9IGuEW8FV3UWXD+h47CGEj0JSaac7UoCFy8WFABBg0gcFABesgjvNF24l+91O7YHy3JfApe4k/56JGSUpKf3JIuaZj2jPKUG5qlNi8pwbaWdObFIbd6zUNX8Q+xOBDcFB3U8wB7X+UTNXoCrnEtTy4NapAv1JlhYY5gn4Eym4e/F59tMAR1C0bYlviIyxquuNzCHbbdu4NL+h20BKjqHuygbeM9qGswg20NZ1T1ack5QVOUhsUDmhU/WgOWDjOEba+qX1nmrDwEKbJD2ITFQ5gq28KllYN1UWXs5ZF55DUGVRsX2zFTOTKCco+NFkHVuLIXmfOH7Fyr1RPLUHdU3xvM+TNzpa+rrNWRAUqRWdIkLB7C1NgUyiwej0NjxwPF9kgPmDkcx2i2AMVAf0mOKXC0UcvTjP9wLi3j99Ki+LmHP6j3YfOCm6wLqjuN/KBY+EOdK6C9vYYYOnRfUQ9heJP/hyJ7rx3WSvJlbjJvW7Q1zdyyv+FrN0AGSKjvurur0wyFhjdW6mFm/iQXrzvUq3Eegm8ht6UMU/sfhyv8Zg9YSjN6qfbLOqJQ9RFudZAkIzHB/Vwo7S7buhRmMUTSDrpBtCtslR5lQJYg1t2orwFPSMuKGVqXCGXbSMfZxTOqW7BHfQs3w8XeR4Pg/3+3ZoilPmACAKo0YNODm59r49uwXn9XLGStT7mOiZ7qoWAOF+10dByOfePE7u1bpSH3rP8BgRVFDvb5fAQNHAhjJv0MNl0W8l6BZZH71ew4OJFz9iU9QgrwBtKS/HAe4XDGSfG4Er5oBso6mEHdgxlsazyjaqPejMixhupoeqQV1C3gqeglvKGfarZufx8T4hQsQfGARk2H9AKtwbhXe7XPV7JDaQPuEDslWVIaKBZbmaWYWeS1Akcb9fwUL/S7eM24MMVpbviUluqfZTY7VKKw2C7pGVaX0eUyYXS2f+VygYdN8DVUndeVoUDqZ9fJIUHpeD/nMaCF4xLdC0feScxnQ6KyvsyZaeMT09T2DPaxsSxABPRgKzN873Hk38tfOuXEubWE1gSLuE6OJAV4A2HpNqwtYD1qQfUV1r96MmJntk/bhty9A9Z3r92McZL36qbHHhxKM/FfM7Wsl1CxlLyg0VhM/ZdTN0elUEKrqZ1ho/w4RAs82nt940O9RMTHszVvPpW+e3NX7Af/sulgXKaZ97yy1SCS3oiUMUTMQdhU7cqqWQtGTDiXfZpn3V5i70P0UwvmRbKYOw6JxWtIRpdp6WgTZKilaHD8WsW/AzSypYMfrFhgquBsI91L5pn1wxCmfiik8chOHwtJmfJ6E4SiNV8dHW8gbAUJDU7R1lFekjikJqAehEhTg7ZE2B+o7q9TNo2OhIV+aC9Ymsk/Xq55nfPj6kXbnltZfT3hQOLtBN7KKpm47OEOlCXeQVuj51M0vgevZKTE4fGD7u4Dz5dYiaMroxcgOheCYN7lv2RjLKZ9iWdUt2CPS7kvIS1OBCm511BSrPTDjPxoJs4OomQZBl/xgigAuwHeARnB1X69xduoIy1Pm4x54vPgEnJ5wBMZXrZgB2Ud7aCv0TaybKZKXGsFjK1SpKFRjJUL8kQBvnurCmsjdJo7+70XOugn/CrflRPP9e0dc5Nx2oA93TYKnNdNXCAFGFcfkBzX45sTfrDa6CclbYfFHq6wfsiTWY9846x53g4Zi0w9g1P4tzEUQHlmOvbOk0r2von44/513nA/dTITr8DW46YibrqGLntvhc30T3nBkhMhiTuQTj3UppDAmw/SlBJYGI68SjZnPvt06EFPrRfBtZn6h6cXtt7r5ceLb7Y31hPFYzrtF50r9TCjPxqCV8fr9bWnsysV1+RSXCN3gQ5w6z+zR9kSvhrdyFOfCe7ceky6o7aGTb2RISQ2sACcDQSQ/Pjtmg9vNFhLrb9n7ELPOB88+mRE+vr0+foUZDzNZZ3y0LfO2P7BnKV0jPOltXhpcf1HbZBzWyN/2gU/lnFpQlyyTC0ZKl1GbZJfX43CLtiTk2Gt3QXyhO2bjL5kYlmAeq3SwgHK5TZ0o1Dv5LO5/Qi7lZmT4TyPR8SI2w8wB6Mu114cm3erTkuu3Q4r3QmVUjLdfre6fg++w37Qcoz/87iwpAAGUmdwk94Os8R9EC3/5FtLaAFT1aaFdTJLn9YF85XdEIvaXtgjdA4RpQOyWtsVNFy+YuZCzb2x0BfcPhktWtdpeWfF/55XYZQV/LuJRS2DJuz9z1/ZU7bf8iHJix7yvWFziBx+s3NzXnvdPJZrhw0LuVkLAh3JUHTL2El/WVFyKltcsJZK5TuYs6bbzG6fZ1OmhC5n0YDGcyivw/ez6AEnVPGNVhTaykPqaJJbmpyjZWhOvXou6y/qwBpKy1HFxomgtqvHIZ5WDDQLHNc1M0YDi9FTQH5jdwV1ZrF0/u6Wlvv1x5YNTT7u3jLs2FNNLjPPPPrqskEDzzm8LDjtdNvL3OexPhHXWsaWa/0nNzHTMP/7Giaf3v9qB6uO668uYLjt/Je3x3gXK6TVpDh427j3UhsWct4d3wSkdTXJNWPuKt92Bj2n7I9qRZl0G+14BteqzJvJ2IuhplIWjmAu5Nunh7HdhfZQMaMz+GXo61f2p9GzmtutizLliTt70rLpTOagjRl/x9JdaL4EZne1TiY9Vt3OtFFG052mNCNepGDvGiLHTO5Pl2HPzri71kZqCkcmyPS35exJk6IzmUsyZvwBGah/fb5Go+9TXWatlz+2yHZqRZ2O5zxWM+0BnO9EW+dpTleul1Gfu9G+mLoaWt1hXNj6ao73b2s3PwS3VjXOrLun+Wh59EuaZ3hz3NrQPDk4mruZuy1Ob2VuHxmFVjIn3cZ3E5vD/Q4WuXcbDV+XOc7Qmavo2aOWO0RarlofdbAig/oZqvt1TU+GkLspxT1/OEKHhEahwNfdeUxQetjpfkErDRVKjjNdj723iEOugSX1CfcTIKi/k5xf0h7CCTHnjrHnTxw09frTfCGErpPF3htvERS9tmBNELo7MhSODCU4viR4H6rdgJg9ZwFX23OiR4AuvW5a9/O6oZC7XtnWS/FmX/Ld8rXQV3aubDd41/WHNjMlbWrOD87k2qUHMureDRq/R7mGuZv340awethuzqolS7TD3Zyu38a8Vcl6r78m6pm7tO50wmQO1NXK/rRNzIi0j6qiMRnSOf67Jyy/4jTDwtyLp22RzPGEHRlcvGXMjr9vGmp5sCK65CPm2SV564bLdO6e7hhjTwKycsXfWr9Xp86gNj/KA7WT0wc6pMoPsqjEZo2t1zHd3mvzrPG8dxOtM3vn+izBnVhLLvqqg89slc1XH9wcUPzRgRB9hcnATKkpwfmsm2L8it2BmWrTg/atC+X9DIOFnWRzxvVrJ0/9MAuIMsG2EvFBR9PyQSYVMoGGleKPDq7oKywvZkoNMc5nHWXj56wzqF1DuJ1p+w/Za2QImmyLRqEVzlOcshInznCDqL8ymxPVyUa0r3e1zw4w7F1WSLJ0vbyqjYsKYdetpTfetWj0JFiL1u6jblkk6L1irb+t/QoSKi5Xp5deqLghpiVq9LmjExokXpmCX9esZISSO1LXY29H4pBrLEp9woEICOqPQueXNARxQszxZ+z5mw86JLTzBL7uwkOPaNW/SdBSt4WdY53psPc68ExosmOe62qHyuzDHfGR2u68WXa+0x33gmfOmEY80CPc8VjZfcpDH6s1jzCTDnq+k9/09JnTrGc8zGUPLBOPe+xzte8hM+vER3TkK58/yxr6tMe59Zky9tzn4IcLLX6udQ8KGf3mLzuenrbtYYKrjZuccs0654iGqeUb/d9xZ9aE0G6TOjfiNOsW9lTwhRIZcNyh4pSBDVaLN7o99L4acrmtl7b7LPm8fsil08YYNyDmgY267OA9CBXNAJ05EG7c1k5s7/Po4Wc11NlI/NcC+PWNgV6RStJU5jK8HrUr2zF9LkpdOzY7cW9Ajs/fnrGwOykp7xqkY3wfmd210aHjdHFAm5PK0wh8sRYZcIjM4pyAbVjyAU/TIh8O28hTGqsxnhV/58Z6d7485ZRd41cM74Mmu4YPHcLFB9o3ZYNPY6ID3LpFhy3l8gGv3yIfDufIU1rCYTzJX9CwoLuKqC9a08Cwv5BGT+I01k6OP39cp1IIoPQmtvnTm6lTTKPNm82Bvi7wuT27JKPNnDpluF8VdpK+6eCmd8TuLI4MPxrJjNDcC6JPqCYCYcAcAXY2vz3hQuztf+JhQRQAugYkMs8aCpps5y6XZpajGQ53sieFKLWxSAnFkFfmh3VPd4S5QD+cVkY5fbnbCpgO3JhdBVHJmQ9KgvO/W552es4wp1z/cMhN1RJvEMTZjpeLI8AkW0xvvqnN8ATAN4FuM57ogn9oE/3LCQ7QpjqTFKz4RFB8g1O2TQaJwOcz/vsXPZ3QO6LNJbgkC3t5MVwHNXlKW8c5amVh1IuY28iQU0Y3uvjucfpTt6bVkaiilaaxfh73b4pMhimrDvO2Ut65iaGyi+Vy37YdgmLMEtrpgzeUVq2YHAt3J/BOZpM0buGBoA1qNhMzPIdvHe/vNlTxRTVsxW4/rvkIdV6WGAu5I+uZBNe8ZFjGqfxXXNkOhZT1fTrHd0aofs0YIWpH7pmmtOYBi8SKrggy969Arg5MNidqUaqLTyBrpqhsKuZwiyDvZcJeLfRxt5yjqlF5ktZIzGOPFXdP2Yn4Mw2/cwJjk6Z8B+nptCfkQFANVaYpD8PEUJ1+8rd7wpnBgNVMvKPP9jxslZG7RaQ5ZyEa83gYLgjS0Yd6wHIkK6QF5+fk2nSK2xEUd+W9qDLZLJ0OE7h7kyBbUF91KBFed1lhGBxUgGS4eU1pzWUIwDQjTezN/NPOcH/rvlOAXf2ZChtfxbgzVtzrD/1KI0tc7POQ9eT89ECba3u+2wqdPinogDS+PHDBhkI54CIjESLmkrUr7+VkoyUEbUBityHofpup88dwszljJYkK7Vxie+I1hC+q9WSzRoMLRdk+8/A3o+r/GNYYv8PKRtjWjcypG4dRIe4svKstpjxMBClHrxjwAp45zJOHWUedPJPALNDJivkjNodBtDF854lpWsNkACgWCnvJJRmnSvr8BxHiVA2WqOmJlCk4/6ddz2w5DQFc26rHiPviS4omBsQE/2wpcBt0JW5lfJHyfoERPN3VqMRMCE/QWOgYzrlBzKe9jpCWgpeDzaLBXQ+CKXMDbWIzYYbLEF5XBn9OrI1wO/4Wx0m2T/0sWgZKvvbJtN912FcrufOAADjd/eg0E9JStdij8r7wfUlZE0NZ6yFIZgL04xAyn4ZaOpbzPncvU9wlalaaaec5kyz79rLv/RfTtO3xw0NSM7XP5qkZ25mZ3dW/JGvbH2br+CxzzfbU77cZfi72jY3KS1dj5DGepbi+U7JuJ9uQPMj5Vz2VU2I/qv1Vk6sJmMTt9Jris2XO40ShzGmT2Jk7OBk2FMHQ6JmBcZ0CKJPYljC/D2ZZO79zPOXBctDG9mq7OnfJZA6BNq2ExDP4bQnjmVOAHa7aqFwnmw88uy0SAIwR+0LC3Xscq5ntynUyn+b+vC7tz1xc54VHoCxMKnEYn72ZrHfvZCkMM+5I+r7BJ2h/usr3VhSf6Dxdn6tCBNSViEO60chX70ClwiGMYRiHOgIxj0dERxeX8xyZRIGtHrlT/Ret3A50R7BoNiQMRfqqdvI3Ge+cYYIAg2kE8lLW6eV3Lt8DG6wtUZsNZfUzkrffbRIW6mARbdjSYIoBpk7sDkjgargRtA3mme9yybZy1IBFsBhz4joxLlG5ONSIrUlmZIbvNQqmhxOB7ZBG6X79Ri4GB+YqkFLdo9Kthj4VSuJKrStU60AQSOeDYgUbYN1lUzMEKFsdFHbx7JRYqOYGUehrJ+/vEFB5OEC6KWr16EeBRp8LF5G64k4eoRforTI4G5eCl55Z9WLHI+thg/dzwbvgtlxvNWQAxdpiaWy6ChwX+9FyeaVdhM/GNeFRza1nNmYHAE9hONOjCWD9oqs9cz68guqqnPiu7ALlDkLmOYH97DPTYlsTDW6bBpJsSUpGmoOWL4gfgWz4gRPyHHc82HtorxdxjMomOSNnTHtfjunEcfD9mg8GxJlRHpuRIqArkkruILnByEbYU39/RCg2to27jIF0d0SelkFEMhWBCGcXmB51/LV5n1nlrg/kjTA+ZpM+0W9XA3Lt+JKTnSGXwm6SLPNDnyXb+sFAwAHn6q5Cc2Bl14FmGDlhFnzbZK/+Xc1XGAvUKFDaC3jzIQTa1ZJm8MNwC7C8DYS2NWTTGM+gmgDet2jdY83mBcBGLOxlbhIDbjl3szgLI/OMSyFrX8sy2MpO/TtTHx3ZxR5pl/iJvLUy1Im1tnTBfBe3kNJS9OZrMMbkp0Yk/5hXnlrwgR+G5dOU1q3ji67IjXR3xk6/96n/IBM1Bxf1jaQeA/1r0xt9Kq1tIf2vNIa57fO++hyjBQanwKoP3MxAnOWfe2aHa6ANox9n789BOxbe7YiCWSl8NfmqBU49O+eAX1RYoUDXCBRLaE4uLLBxj6bVT7o9cDvSb+UCztIm1McRBWitMSfuHMozJkBYMef911VnY3bQG2rqVNjlsXSiwGaHEtjqiINqjkf0Tif7imQVF6CbBxfmKJDofqb92NJIL9gOveHc5gi+lG2H+J1ANQsxqieZS2Ikvw7me25Lv5PZu5z+d5uAL1cAVDuaxomQHds4Dnbz2GexWsnI9tWvw+RdCzwkVeLOrOheuIG3Vzw3I7q7t8oKtfDWx5Pf5Zb99MHeXMNQWA8fNg1Z0A3+/l7mAWLkIn61Pq9cfs1CH+uUDzFd7nCDO1xeHklb4f23pLQgLWzHOQ1a+ZL5H69Z4vkRtrTbhyRbuOrP8RmY1PbLiO/y3G7BdujUhv2CHz1fTXgdLAt9q+Zxr/w7iYW+wz29CLRUefizzdINCfSOlLnap/e9i2h6GXV3Xh1Of160KwMgO+DO3iT258gwo1m+d2DE6JmE8xBJvrpn36EehTi8ecQCE/VIJXPvjKZG1yt3icDN3bvN5Xlw3KfM1vaX7OzN3nJv5d0+5CvXiUHmZXrTCF44V+U9Lq3ZHr04Z0e5oXft1oRqOSaVjcJmjQmqDfWF9VA/JDT9oHqYRSEUg0ggbcBhF9go06ANKiMXjmMxORrXT9AWAtvyPIkVVtwKCccwFtJgvrWycWVzM2Fgec4ilnt7xTayo4TVFuet0VBcI3/ja+QPbSO37YF30LAD//+o24k54rZHAL95GcdczeJ3Uj4ACzDgYvwn+Hue46lVv4T+mleOrgnRwfbNrcPJSbiXMaDNfP/n84Lg7hmi7dr5xyjWGW6WGHC3oWTR1KMmvvU5/tN/z8upyX1LZOT1jXWvnaSeJ8FGi/tjaS+8utgtSNAs1OEynSraOFu9jdi41HbrdVemourP4ycnnYTJheyO935IlKn0MsbYXNtdXaw/8k7am+M33x2Z+mtHNLfPKfn0bqeffGv3PXM+77xPGluj578RvMpI+rt9O8UBfrt/XYDbvGJzvPu+rDIYN/lbOQP3TQl/lr33Qyebq1D7Ff7IvZW14IH1XC4aNuM9CZPX90+mmMF3subsBTPXfFMbtzVBi/me0n/FfJ/tftoF7E9D2cvedyuTrJwhzBys1x5sttQiqHvypRNIT+LwyvsuRXV5xvfuNOH04nYZz27vqeSxVO+Lry5qaT5dpWBqk/WQ7ecBwZFrQOC2GHlep3XM//+c/yxs4TeBdnnaKpyZUbtbijnnm/uQ8ex9wp6FYbygRGi2AoS4VlPEulNkb05joakM2iZNErTK/svw+sYIJMAZIsbmlAPcv3mSn96N9wSiPiDSw0g5asfamz4R5qVou2voyjO0sbOcGJjutv8oPlA5HTXaZi0LAbe2c3TfpZyMGuR2Z86g0tiIO6I8BKtbFDpHoS4aqDd3PmJpGU7f7R6HZOgKZJ+zIzfnWEqZZib0WkmugOl4Yb9lOq3rOA1DQdEoEBqCrico5+aZDNmXGWcLC7A50tx9TaYZYvwmJ/3uOwFOtbYJx3HtXR9c6c4HO049ahC+vw7YhVrcb+nxnBfx3Q3Lqz0PYE84txLurB+fZa/lmkenGU9S/Xqp6TzaBCvr49b32PFmOybbVq6Sv4+YqVwGhuX88wifC2drxUZHUySi4whRUDl/X0AY/rA4k4uY28LqudBa8X0pZNw3chwb62DFwC5CsLzIrLhs4VA/AwrVJKFR14QjbE45PgoDZ2lRYNDBbaYYh8wEoNFEELPBscybaHqGpcHswKVLlH19QeztVWWMsZgg3Lud9qhvy8bAPkk68k7b5VUisoY5nmuYGl+9GOIx2xRy5jhLmifiOwHd32QooezSAHovoSA54ETL3tHldyWdiybuP+JnVuQcLu9+PzsrZCRReU1Bxjnt/7XuhbgnH+/OfdK8Dy17kvF6wc1lflv/g1o3TOaYPLv7/+Rxj8LeM8sfMPXP0O32M/kcoyaOuUKqbqO3cPoVSx8T9FwQe55HLc4h1v0B25dUxa+27oaESdCtvEJ5TwxzRuJWv+WtAXMSYitOULgPprYhn/fGGTf3mifxfdL8PpAGVG9ppxd3mcAUTIPwkZvXPp0mB6ez5WZP3f0H3zH331Dd9eG7LcZc9wqsrT4Pz7rL+nLnc6eb1X+5G4uB1otbJj3m19czZCn9flt/Of08uMemPtRgT7KoajSZ/Jf2e/Zb1bgZ5q5MPtt9kgLggzobtuh5vmNTSto7xxR/82ET/1BcWBlVNOaOiPyCm7Mjd9pA02JdFnS2W8Z8cs0MPwsYlI4cYX54JWsHnM83pig2Z9dQuXl+gxxPHt4k/G3wLI3F3UjvMvn3OGZN0tfLE/RByHQL/taTV+kQWVezQE6IaVa+aSi+aa8+0Ft6r1HxrqH4rk3UPm7mkaTNI5XCI5nOX5KOcIedzBv9ra7QDEjg9v9OAAAA/f///1oAAAABAAAAm0oAAMShAAAotS/9YMSgjVQCWhIXuzIQcFsAzMzjjGa18cwTC/mH8KZiTmboqC1lgFrTJEnM/fcK42D2Pg1c2VWXfEKI7Pz/f7ULzAsUC1iWxpdPRNxRgIqBRyC/CRLOh4RNJzeZ0aIga41fQjsgyIIIB0AEAgvFn0MCGsA+s28MpKKAejMmOYLMVtoM7qDkQUn9MAcKVjTpRk0Wcf03HyQ3FCTO+NTOx50rg39wiFo2usM+9ep+ak7eirEEoiYALjU3YAwLgXEQTxOZ5K9tcD0ywL0B0Eb4ixX9qLFvaSWrLbfmJnvwXS6SXRtLpG5CnBaEAKIeicITzn3aOrak9kmG/lVd6n1zS2VzRWLBwzL2Y2dS2LOFMfcTgSbAW8U7FcC00UdpP8Loojek9L9KhfgI7DF0T5AVZP3wSSe6YNI22THGhOiB5rM2jDtP8e4xBoF395cqDbQQbWBvyITcq+vyXEDgumBtxA4BmWifEPNxqQYgcfloym+QI4BN9OamM/D40e68FIjGu+krwj5S8oY3oOnNziKL9HS3poTA8G8Kum4Z59Qe7EKRR/b4YFxCsSXZsSuMHXkE/sET6oRPuLHSmBIrh19zpLW0mrNrw5j54Vw+FVgXjDHJvcQh/3rE+KcCrGSS/NgaCp3kkYZ5bqgS2W7mI417EcaWD8dbHHfhACtB1shHeoBlD4UJuMEs0AGC7j2T0heSLAv7zjaJXdKPeQWOoLthe8m86XvSeisx1zHoJIN7DjYwR5lPgmIFy4Q+m4WZImQf3gutdRGMZVfNCA4aTU9sKrV/fHFKfyWihqoT2e6BM0bPCtNvJZGwJUPFdwIwdH49bh/qUe5wspk26l2XfaSwkTvF44a7ByLrGXhB4CtI2F1MtiDUvowJFUIlbMYLfMhgev0aIdctNwo2PlN2aGfG6NNmxYpiadgbhNjwThe/P+hi3xHZcnONrP5AuPgmqxNnlLeBq6E+VC0vxQUi5Ahqx4iVkcf9fwxIdpOq2w2n5Qjgh/qVJKuMc+DovAdrfwTOiPJImD68+vBsSiN3Vm682IevHmyItwAhNT4pn09V17NTSmoLcZrKU9L2XLWoTmoM3TihTm7n3mrJGDckB2wII6aowL7MO8fp9OBuYLvFDwOFd/Is4hVkbYzVkoTdi1Y+b9kUyq7iWUJPcfC1PoEEc3iwb6QMelr4tNIMvXd17FmmMvvMASzcKbMc3L0Fto8VAnUxBt44EzBLVmOczYKDDQgVnjeOLg4euCW0kf8W9X7pw1uOoSS31RZp3wXBh2r8ydKydAMGuQJ4SeaTsiRE0Wawgfx4wksC5b80i9wRarvYm0SAd5OUL5ZjQrVPyc3kCsr3IcZL0fC8/SZd2HakE+xarb4swYAjKkRsK1RF8gAbf8vJCBZ7EO40LFG/PRXfJIRqjxEyeBcBqNsTjfyqPkpAzu+WyV6Hdp7B3Gln2lB65zwauH2K1HKlgmTg6kVJ81dNNxCMG1EDZlmalp0DRdndLNF3iXyFWQT3nmP9h2f5Smt8vIKVsFusBIn9xWSnDnXeYRw6++TE3sl2Bt6WGptEhDMrGh9G4pGrpIjNOunFCwu9lw4CrvasGvrmovrBNwHHR5XFqGE1edMpCfqJRf1Sa53rjYWChX0b6CagwTdo7QTgKnpPJYXtFX79FC0gExMd9w8FzbwgQJ8FVuOG88Jko7Y+3qUY++6n+GJzMFtye2F8B+BX5S6AKXonwEBzpa4icPU2b96KlgiGuxCM2o0yxb4lOBnqu5r8piWgD25MsLu0APPE5b16MG02IDTcDlCw4JuqfSipcU/RdgdwGsUzwvcNCtTyCq1ZNhGxMzcf2QsgSs67S8XO3haal8ri4fbWA5VhK0FxiLWk5ya6i+RV0HqsPiPciJE0t1KfhjuqjJcbtZmAq+d246tsNVSJsm/vKu+3Ei2gGN1tGLju+URsKOpdYEvRPeYqCMvmDsNzvIt4VHU43lWBofdVV7X7n5uZtwQg1/9wunwlE8rul0V/JV/rfSZyPCWhkt5XFPuTlUedj+zqIz1cdj4goo80QtL3DAS9I9zV3fdwuO9ooPLuegsG/GKWac/D4uMT2/S8uqoXl+LoeFniHkxI4+54KN7+m4bj7fh9YeAnv0PTfcIwOfgd4eAD0mBy87u51f9rM765XZqj5+Oycbsnh6+X5nhzO8/Av2tRAczN7RrbPN3eCG4XyPNztEE3IY+SPwIh1b0HSeX+qMKRu2uXluPf5lS7nP8WhcXHzer9ozoBY7SwX8vbuQW1Fv8I0uoe261teTUHYuM7EDTojzptO0ADn0YiBdyN2EdiAnJp5s/60w3IaOGRyjhv207Fk3dw5cb9F+HCJw3ef1xin5R523ayQC9G98S2MwPmwx5Q3X5TR17JFtO++46Y/dIMCbd9F+j53Cg+9gxxnit65O4j8OWZ1MDd9h2ZK98FYoZ984U33ynxwo3n5OS54srcfDyM/6TneuOREL9WBiv3nhWJj4pSd+cBsPFZeTr3HtCSl4rScOfFHfmrIT5unRxftWri1pPq+qoIYMb3fdu3bd/3fd/3LfWEs2cVGQpzcPtFpLAqb1u/IuMQrrH6iiJAfI9VTzK1IuY7fTGoItGPly62VQQMavqOZC3ehBhH64cFOBWYNetjsRfAmmLesRPtA1MX4IWIRPRfWRwt374m+0VD6CN92jgl+8yik5P0vQa+Bqf0HJrdfmRtXNkQfgYKopDPJ2SlYCVoTa+T0ePrAsVPIrbu0YkQMB/w1G9PpwVHouaNjcsDdipCSOt8a1xDMGRP+eO1x5lo/2MEY7jh9Cu94AZRiXBPssNEICeeb4kudPzjnWiGRHH8PSE7NC03vJdnX0mGKMMTpG545eT10m9JewDf1XJBLDYiHn+HYZKb5aSLUR3Fbt7yg5KtEF+3IGfwCK4wJ/QtXexIPLKF89yKbog/p+rBLsDUF5PYEAY1vuXsmLCbWVhlkMXDQXmJcmVuEJPAW9Yy0mvdLicxGO3fBDR9UYgs0xnLYgVhFfylTofFW58xWN2r4mGaXyNL4xurIXHwXf21IbrKq66grPWWZXCQtpH7opVkoKjpW36hE0mxbJ/UnzbKT6NEcGpL5XkAy/BoPZ2Ak0Rv2SkH5rU24VVY8cDSOzAiwytDzeYAQTGL0Y8t7RgUQcRmwSXzw/thWFX41OpsIhLQ9HR89yvWe3JjJ+GimbiW9Nwbr9uNwwlgo+nxA1XtuyQh316osW8BS2s4fReAC4th7MZqT3iMMxfR+iION7SyKrcAF6qICLhea1FoTNbFXYBLlCdaz6C2RASxaUv1qbH7146gWwlJTIx391c4JAPAPmHyVt9EqcTBm8FSk7Dm41c9oleGos3hgWNRUIc7bHBADrWXiqtxANTDLXYBCMyi8aUOsOFTa7WJqAXAaWRyS4hiO4Qh/qe2PhegXYeKdO9ERVQ2qt91WtJ8U4Q+E5gBby++9q3ghxVvQt8Eq89U7/F407z/YCQxzMTwSmI8dI75chc+Uo16flKSqzHZBXeBLl/NVSW3IRyW96/zk/YsoWIBuYUffqSwStp+NTZ6VxkyKBLSusMEN/S5hebd5kGLEhVTbr0YCzrNpN2Fjkd4BQpg+JdV3i2eYkdk7icPQNB5+8ZLIDsTb1nhm6DKi+sAgJUMPoUVoPKXL/SRpLT5mHNiamS9X4+kPLS38AnrpPR3h1cZFnwmZqff/HBqKkWDPlOMaiCXV1PEEnhk9jO73DRiGfmyNeE/MPdnfstQD7+LAkBA4S1U/jEaNX6XCjJ29WMuTVnsbo8VRnPUyFO4Gytibf0Uj1sq5y21YiCaCXqnniRBGl9yb0/MocIn3bheeHvGHeAwzo9HgEPHY9eHJV8c3mU+kVNjCqEnVMI1RBHgCxj6oTH6vh9RhUaOPAEPLTJP3w5sD35R8UIlnNg8/y0NmmCP4wtpZsJh+AiINQCt6p5AHz3hg+A7YMPGjy7sCyAd7sw93+HD13n7B0wj0PVA8Vw5fvRmlR4BVWydCdHHEorKs6N9pL83OxtbL+UlwV0pcxMQaeLejWHwTXCyOzIAWZ5vZRmIiSzj7AyY5QJqsiyzBXbhGOdfvWby+5Cu8aO6oHDbq4ngqVwh8NtQTN9LYdF27UJFG2+VZcVvrxAIL6Vhid+HF3YeCsEFfn+nPh/KO+7ahS9Cf4qFAX57bYUeKtzF768diXeiLdNvfhc6kfyobgJ+G0pFeCcRX/j9pbD1TUBQ8LvQduufBmDx25DN9pt2wPjtVaDmm56G+M1vw/DZLzERwW9vN+eXNBzx2/tW+kpmtvy2O6AQ70vaLY07IKyPh1QCszugaPgpJXiOOSCb1G+sMdsdkMSDr3wEMeaBCsj8ooAXdgfEAPiWSF5THgi24RHbJiRI09RzbvT+tPz8I1ZQR/DYl+Rq7bePvGMzxvYGXyJKRCj2GZEYaAIN5It9MKYXOy4bndvFoUSHnzQjGrvAssk1hAEcm/KKXDlxxrezHbmIpPCUsgOcYNzwn3ASoGKaF2/CsCnY9r534s9vyVd+KEJwGwHFqQ2MMfWHTiwgeRt56hnVBd9f7GBFgohupz+l+JXh3yjbw2oqhl/YC/FN/cQCdSSdX1cgYI3d+I+3aOwE/OA6q002zHx48okHP9G+pRTKgX/kqpjd6cVILwSTUFNjBHR2YVmGw5unZlVPszP1C+Twk320NMoIO50E17Oxp0QxwoEWKn5qWOvndvmKMhiACEH4Zaern2eMF6+Iq4yRx9Voqe5MPmNXV6YpKK9tS/iRefDgJgkmQFd0AxM2pD69IxeMEg7MZ5qyA2U33vCEiFG7b7cCvOzbgOUh57BNxMyzhwXpsxPzkZOvAPMGZ/waUmXuwVXsBkUM4Duc1lwWPWKCJSu27G5tlSee47+YYbaSEDq6HgoLIqisci9RskzNviJXeHVNhs7GY7cF95KhnJ02Nj9n6xCeS+89quJBetUFkL1rimc84vIkR11vKpAzovUbkWjp+nW5WC4B0eS9LAYbqBnxwB1QpxP/VY2aMWfkc8oKLxzAJ/TLUMWe5RrqXIV/eUL/2IAOE8QoD/XSMUbw4C9gRG18cVe4VzrNF1+xW4Pau4PYLazKh2QDdYLEpOPIApHXfOIM1nteQdnbNBnDi59Guo1E2RcEjyIx8dWNEgABGqontIxKcuxFZU32cMT9YvdOE1/xN9QrfJEK3muBMQSUFT/xgw+AhP8q1gBwWaJPCb7ugcOecXPEjzBi+BEnO/ZGgD2YzM7JkdpPHjtjfGGyPODZlN3F84yfCXFkT2tLKVCCtt7lRW2Pm/SNI87GsApydFFN8AUyeEEn8N2pFw62oQqs4A+qOZFjpaL/ANFSOXzECVxa7FHhG6oc7uXlfaGPFF/uogFrPQzwrXRTP1lQRT6++D5aM6rgALwHI52FyRveXcB60hNIOcP54hM7GJXo7M7wRmbR+j8ROiqx8FepPkez/7Kq8dHApUocvmH5wC3LW0mnQJdKE9WbE79iBSG2DaQfHNJPr4iRFwRCYgXqZ4ZVUqGr3zOsFCrq8gcaREMPhjogI1J1QYjKKU54vlYr9Ane4vDTTPUJt0gwVVjtP1OIUsM+DKY6ucAMFzJ6bI3yfmAd7quv1F71h7qT+VwIKYkmp1+YOcNpzZMNn4KOF0oZH28IilKzNj4nRK8MzP91osGSzOpFCsDyLli+WEEYANqwLuPU3hCMzzsTd7QijVtZnZFH2PPeGqNkLsO4hi98puMHXH3FvMTQLbNJi0j3e0cuaipiPrmkQBPL3m5GxKL78jVMBfKCZt8QxqEQhEAeOjmY1xd8YC1mT9ZlV8xuS5XfLsxpkNIcXGvBU5TasJwUf583DI742E9gMuxwTXoADRWUYP3Xm4JHh+5pDTFHd3/X2uYeY/XpBWQRo0oDeRBFIUxmXzBNapskdZzwLK9MyfeVTTnJEvKkY2CUMC7GZ20ZG3BV2u3ZXNpA4Cc0YUISeMt90GhKfnm80r7TBH6xImiLiMvHbV0VmRbgG3iUQe3yflxBuCBaeauZAbxEBz+4ROwVsokN9EOWsHHNXxmtboay6WYI+np18XSPWy/Y1qA97aQZJJH5WZFpdhCsDG7old6f4celOMVw31jRwbtEgGoh+jwNqF4tF6xUZhverWvhgbiVz0Ya4k1lPWGjNyvCDW8RARBvbej/eMR0745O7Q5cWwhLiPgqPE0nX3pdJF9AeJX4OgQCuHliZWyh0x2DoaK/4PNHiQDigieeTnFrjc+aI3UL7UL5Wf14ORyjN89KfrtXiCQkAM9jg8UT8HoPEBDgFvgsWarYAN9Nbw3PoSnTEi1CcuheQlhbWZEQ1wH2+fLj/+yuLovZBLYqBUIfqC91V3GpaJG0ObEGSxef6hVqxguO88UBL8Xj142WxZm4fNoRYyRoROWzJGFJE0BJsgkIthFspfwFlGFNe93GJDQ8K14u8MDOldyEYkgiEdtHOLP0ChPjlaFfLDtebwwagR6l1JWHB9uCl3CEJ6OQ67cYlKfiwLtR0AHXg4sDGcOuYPOAaVCeQGFx70DJEkph8lAPwDSpOq4+6eiABuIV+azZQr8pLLYQ6ZbgTtwvAC3SVfoRw47i1Rk8kvlSWyYmiPEkKwRAmm/HjZFTA4tTHTSia/ZpE9CQnpCqYHNGaRVsXXsqHVlBs1lMQW80PyIPITbM00Xa9WRbYGji5VBdJKAS4wnnyiTgC6lnsKIugioO3yyjVyni9yZPOWsomdLt4Cmo/BobpSMuXBhudOC7uRDzVJvhctoKGhJzebNISi4vVd5PTQ4Iyyh4p6Ae01gtpjYQjjGB3AJ/dWTWePOdmXEiaWAk/Hif5guzYWy8lgkffqHmXj7iQgB5Ox1sprFAomzOKC+1C54qNqfrpsL07vExMNiq+U8+hgwYixvz1OVpoB+NBikboC6nwMLFPVLTJ9thk2ZREGZL2fMTbFV6KR0UlVZdnNLQQH9it9+AlftDxEt4YV5B+b0vmlBfpi6QqLsqOz831MQDHpFxUy1sjp+HELn5tIrF/qHLAhg28VdXQMV0uXXKECcFVPRiApLunssA3FZXvLcv7waEjS2lqc/Uk8kJr8zTr1VhE1EFduoy6uaHwvO55gDYPRDaxmEgbvSGUPiyzRVWPlxx8hzlwNfo9T0DEy4ECnmDlShQ2EP0TAk2ZySBdJpCpuhHH72XEJk8zCS7Q1RSYJGCr+Ibe1J15bSjRBAfmKnvZqnoTqdUsjgVYbWAw+0Lu/4HYGODCFejy1CF+ndFo3daS2ydHk3+Zpg+1pmjbiWd5Y46FDC4xeqbHAs4waGxo+wRBW4B8lJdJ3wMmZDvnhklBFnT/JNmGXtzHDjGIIsjrwrko+UQ2TkDdMaLPLB7QkJ+7ALghTMxdh0l7EcL9gzYGgzxdGFlEc38HJ6rvdrgxziRk0rezutDMKr9BOLaGlqPALvSW3H5sOUSnmMQTKCIQg/WwifqVrN703cmSIB3g9XqwRRh2sQCEN5bjF87FbGiFHNce8GJ3xfsa40Jwpl8xm64NaSFSGCv5Jij2aRofF8okuDHO3iRKuYM01jG7OyelQ7fxQJhze1VUcc5OOjy26PieCq+ppT+HWEMHqSKYy5IvM9D97ei4LioEcBWNXSsLfFSQKZgLQwYozKV8Ov6h6PskhB6xkl8EserJrC4VI2mXD4ysd9VC6L7wbLLPdY9MFgG6pck7XFrFS32BbIOf4RcvyAvEsN4zkzq7sGxDWT1/pPpFh9abI5uqasdQdYm31SGwwlc5fiIFVuX3Z8BemKyqB2TEauG115MLyzHAki3dgrsmZufO8EBSOG0LxGH/FCg/dWqK88Y3liFPMW75B/8GPOr26wbkEqGwiumT6qSG5fRgWYv2XAH+NPkp2DowCroHtjAo8i7pbGdnNyxg0C8nhS+7zxUSpZiugayDcjpr70IcaQDZC9mmWtt8FklFpFsSGH7KCAQqfVkQ2APBZVsKSOvtp3nmukYryZ1750iH4BTvB5KQlW3hRXMe27WxiAbr096otgglYoNGKqgT8m+wnu6ssEMsO65Xr3Xpbgr8iR2mpUG9pscEpeKDYrL17j5W2YiJIkZ2alIgP6kMDxVGObPeXOuMQtC1s5o5jDzFyszlxmLnEY+M9/IsTKs7GWWnSlnEHPfDDdDmO3omg5AC6Dp+cxsOyvNVrPWPGbeMoOZAcxD8ho6i4aiF8hi5DKzTH/RYLQDugH9NJm8Rc4ij5GvyLLyF9mKTCvDzq1zkSKys+zMhEmUOcocJMiSeclsapo6p845cvyYf8w2bNizPcuQ4WP2Mc+YUTqXzjfmsarqj9XVIVFc5SpVnMhO5FcZyugoiBs3OG2QyqWlIcYvZFDQDTFicAj9lF24YMFCwwoZRZMmT+QfS3gwSU0tEqSEXEI+PR1xkzAhmyBChYqr7KRVyRR5iCxFyhH5iMwqt+bI8WHHCNnUtNMHCB2yDrlT7mHbImQRMioqCZmEDEQWkiKFpgoVGTw5ZVHRDjJoyDVqeMCx4YX8Qs4gt5A7bMqbMgz5UyaVQ8gfZE1Zg4xC9iBzkGnIRWQjRk7IJ2QkSGbIM+Qk8hJDw7dCS5mSsk9SMi+yUr685KtQ4c9CnAwHR9bWBsaGJp+deZWVdTnoyv8NvmQtChQALeW+cPjQbk6eQ5TzZEdHO9lObpQVISHxJjFlQMBMOfOCfAGDjEEOlP9kvQfyA1lQcG3wTSYklCBLkP38IOytyV6v27dOnjAhTiZzE8tuMliGYCabyXdynQwmq6lxI3ihyWgyV04TE+MKC9vqDbpyV96SuYz3KPPJk3KlzCV3yWOyWE5MlJPl5MVFOplOZpQfm5qInohkI6OkBPJRVtaVbFVVBbRAxhIggAoJSUdBABkAgBscOSenSC5C8PPTI+8QIBAkD5CnhHSgpHikZB7ZR1ZikplkHdlJxpGLiuoDcy3TspVMlSQvyUQylsxABgog17KQPDQUJUfJBmQiwC3vV7hUW3or4xZSUPBFg5x3pdx7eMrCJ04q9g6O/fCIvYfNOH64irL3sIvKBw8d9g5Wk/CMk0V4B/f8/KJVZO/hv9ZXFLfgHIyhw4eleHsXN5B78c5f5+JQuDf8QKJzsVvQe02I6DxMpvTfVAW9gy8/fOMFHd4Px1mfmKLL+2FT7Dfem7wf5rH+45OF3sW0Uf+V2+o8PNv1hYmGOhx7VWBov+qqvH9hrzyj0BLvhxs8POSYmHNw04QHa1npXDyr4wWtAHaOeMb4g6RGnINXAd8QQicsm9575/ywT/DFq1wsufaBWAR0jujB8wn3QjkPJ6J5QiY43r9YSv94Jon3L9/ZR4ovOf9yxr3iVBvvhmdavCOWl/cvBp+XTJHZe+eIhgDez0xk54hKwv/3WYZ3zsNtTDwgEETOD3nw/DfwiHPw3YovDG3tXFw79H5KDjg/lEE8GNYK54Y5Ajxj1ZjOE43MHjALDOfgMUteEAch74ZXAT4yyRDvhnKzP0lnyPn3YR8xKJB3Q5nDP5ax6lysOOD7sITwbsi495QfVDkPK/b/q4Cj884RobC+XmuZzhOf5/cAQfDOuSFhj088E4J3rxHLb2Td0Tni3eDraaVyfgh2+95GWc4PqdT94OyY828nkv8SadN5oiaV31PVwTk4sPIDnXjYCurzRQ3g3cuU5SfBmnj3jkk9ZeuUzsWqZp/HyA1f4R78hJR3rxz7kXJxnHs50L+IoYdzcGzU+y3A5N1bp/OVHAB5L4xS5R+lTjk3RBD2YhFtnSc2cd8OhVvniRvS/m6O0nnniDH+3q6Ji7tyjwe6xjvvhs/+93zsbvcrJMYTJprodg/h2l7wgI1u9wsV4b0ipDpPfLX7O7ajzhER8H0diu4hFDX/d0G2ywtDSZ9xiBPvhUFRT/nATJd7194+8QcH74S1sy8pF9rtGk6G/heSkPdCp8yvbITiXXBZ4/MdSeLdsIkif5ca2O2EVdgeUgHNe+HWiLdMQMu7Ykurr8vZ7HKvkbQHI1DTu4l0iz9XZti7iFTkXo6NYZcXPgq+4pYi74JfDPk8LKm9mxjk8OcuvXQ54R3mG2XUvYsIofTlZog/P79moi/4d9V5l3t7lny4ccDn5/dI3gN+h89PQx7eJ6Tjdq54AOfncLTg3fCUAU8XWODz8zCM7ftk83jv9kE1EZ4SzIFuHwQj4CXHtH5+GhpxeW+BKN4Fk8l5u9fNbie86fxKJE68K6Yh4+Xatj4/D2GAfy/vp9sHYY8e8oZZlxOq8P4ij5cuLzSjfTGGzM9P7+LmG4Ig0+2EPaNvmfj1+XnYRsnj8Qj3bqKiT1vnIpox8m6pJbp8kAmRd2zAybvhKgw/4V7kXTGO5MeJ8ezdxFfbdysD1rmIfrHvJjriE7QwtfW/T5K4nFBS8RHVtIB+gss8v06Mjd5V1Gr7tzoN54qF9L0bhypcPnha94sboL76K+lPPkl+9dcpXxmUoXe/+uuHh7Tyn6CFBPT+MMmTr/6a5iu3tODc8BuQj9Ngd7sXfxV8Rz8PnCsuovFuYB/QT3Dk2E8g0PXVYX/e0gNlHyOaubTl8sEaWo84BLCPExNRf01Rq5si+qH4tVCsF6CEdKgPvgzSx4mvor+mx+fFX/8Xe6zhpmIhS79WhPMPC9a9mxoT0BfgFV8f1yQ67oFN7l7SDFEfK2rRv7aGZtwDhfA9ZZjwuAe+yg85OshNxUXiX+vy+AJ0EAWNB4dZ8+KvPI8I5su4B5a2fWWSuzEPBFO/IxcID7d9DOoCjOPq3aiojHvg6N5bKj72MeKUyn8wh2fKA9kM/SKHnD5GfED7D2Rk4KVhQaaX4JPVx4kTOv+BgLZx52Ox6OxDyDHAArTKlA8PLfZxIhALn9ZEjCkX/KnyiKlIfCy+KfIQBoW6rWhg6NM8L4AygW+seQlXMbhp+C3BQ1jybQIVRKofLOZKtxGNBryZDy7dRoQhvxmWBT4WU4b5szakbicu9XAFbQKrYPERuNrwcZhVy5+Rqe12txMzpH6ZWyQfh6kWHw3FTrcTXZl8WW0B1AkMefZpaD+6LXYS/rFYQ26LH8WT4QjTbcQ6yCA+DpeoegcfFnQb8Ynqi0Fm4WOwGM0vkzzsdmJXmQ+jPQR1AjsgezOvabe7nXhhx4dVvuB2ONbDF26LxaYPBnXDx+GyqxdTy9Bt8ZkV37cK+RjcQvbHGFm7jUio+JyPfzodshF6MlDObiMeKfLdGmi4Da4y+r1KBbfD4hPfjdLV7cQDG767NIGPwWRYD/bhAbfDt0meK0LCp9PhZ92LyTW6LX6s+0+M0e1ui7eo+C/FwG4jOnDwXilssN+L53KJdseHT+S+u/rIbTDt6X+Fhvh0OuRZvk9+cTsc3vFeXCG6jbg5911mgHQ7rOXIc2Wh0G3x2uRv2ZDd8WGb3L+Z/en0TXXxXaebbnP7kFXpvRA5uQ2mo3qu0b5uiz9XfAMhp9wGOyn9rQGg/RbPTvgGs4duh8HGGnw6fcli/NeayO74i4r3XV8AcPuwa/hbWnr0O7xC8RmUGeD24ejXa6Wp7HdYDNpnVdVxG5yU9gyinHw6GeZgei+dFv3ujr9MPn7riBBugzHRHgszsd9iLJ3HWvvC7S8nmNcqAYDb39vvZ1WG9RvsavRXBMo+nQwPBD7X2sztwzz5rzA86Y4NH1dfawuYfoedsLxVFSFuG07J+iwOTvh92GPzrX7EfTp5xazfoImIfof3DnwVF0Juf7nAfyVBr9/8BudofdUVuGt7h/RncPbK7e8GFW+1Nea2oQHZv0rC2m8wGtpPvXZ+PhUGsX0tEK38/k7x8lRqDrhtCBjgrQxpu7Y3QOdj0dr1Gyw5+FJQtPD7EMnGS3mefT4VDtB7BiZgcNuwRs9TNUDTtb1pqL9gjqrf3Tg3NT3LPmCIAQa9JcLSVRIJacEbLRlogM6SnDBZpjc559vOuVPG0bkR4wTAybnRwgGAg3NT0zhyGzZrbm3V1KZBc8ZMGTJjxIShBfPFy2wXLlu0ZMFyc+XGimws7GsVVypTblpvWKVEWYWi+sRJEyZLlCRBcsRIkVQiQ4QEAYL64/S2x6alPkhvetzw2KEjxyiOGzZq3NC4EZ0hIzQGDNDPFy5asPBcoSIFihMmSpAYIaIzBIgPnB46cNjcoCGDJoYLmRYwK1C4tKyknJSMhHx0bGRcVEy8QbwJ34BvDr+G3kLCQcFAwD+/Pr49vTy8O7s6uglzcnFwb25tbBLW1CJAeJCGdmZW5oBsTCwMrPMu97+8uri2bhrcMLjJusG6WmBVRTUlFQX15NTEtKSUhHSkIAECoyKiAzcGbgoMERAKAhog4Menh2dHJ0AOAJybmr6R27BZU99OmcJaR2nS5HVJmfrMmTS1NRo0ZlTr1VVUKUpqJkxSnRypixQhgloHCaJaq9ZDxnVpqY8utRcvYL7Us7NcZOsrV+4sYcbUZWoytRgxN239pRZSAwGC5UdrTYVKlSdQaij1a+1a19rWtmpqJUhqJHVqbaQ2lbVr2PrUru1aSt1ay47rLXUXLXd9JEmdpMaCZUm9pLZSx9rZSf79FaqptTVooEVEVIANm1oraGQ6DQIESmJiZXt7eImJhJOThpGRgN/v24T6R0eDBFFVDROm7ql7enSSkq6uurqy7P7quRrtTw1LrcGBBkQzERstbGgttBW6SRdbW1sARUVhYX19lJSdnaGhovUJOk0NBITAgAGv2qumSlD//DDVTEu10FK9VAsQYFQb1Tg4OrUOPWZMGboMTYUKK81KFylChCZCl5b2CO311hZaVBRWjVUTIHCgPkC3aUNv0cLI6EFS0rKw0NvWJkFLy6pAAbp2AF1bSwaWlnJzE+XjQ6AmQKtR04ZuswUKFCZZstQ5XuqcnJ2nJycHDsDg4M7u7iDU1Y1F2FBfXrbw4CFEHaK2tKRQU6i9XsFasJYgIa1Oq62smuqmesAAmkwNoAZAkyHThe5CS6GbaGpijhixwoaNGjt20MCBg4UJE5mVlYN8fGbcvNrPD4yJublihWeNGjBo0FDBgkWGzMzw4OCaWVAddVRH1Vv1ixujN0h1kOaQkcMFpwsLihYC3QLJqsgU8Ci4RYEixo0bPEhJe+TIMcOFCxAWLCwGBrKRkU3VU7WCOgASJEGYMFGlVWkvXuodOgwdpt7Z6al7aienpDqpBgO7qq/qs7OuuquGACFrrIZCgyYLnaWW5Zw6p1ZSeqqf6rIyB7WDGg8ProarCQnv6rva0LCurqsBASO8fT1hAq95TUf3VX/VcnIMagb12mcNCjpaj9aiojpqHXVoqIxaRt3ZyVlz1pSUirVi3dfnVrvVYWFVdVVdVETb1jy29JcJE8Tfb4XISA2TkxcSEx339vTEai8QIDyoUOFpw8aN8fj0yBElrq6tYMBwWbNGDC3mDP1k1swsLW2GlqatfeobChQwPXgQ4ekJ48aNHKenqEqUJGltXeXCJVYMCdqFCxWhoTZoG3Rp6Zge00WKHKGP0FSouNKu9JgxYGgwNQ5OLYBeQ6+pBQigEREbMTExiBBRAgaMGDly7EBFBZIkiZHVVSexfPTfH2FjoyQGDJslSqSIEUPGjh2kQID8MGIk1ckUM2rM0GpqHzY2OTk/P0bGzMzOThYsatTg8SaXJ+cH9mO8ZMzkzOxc0clClEUNHzV43DxM+fjyCAnBNJiWlLykL+nNTU6ak06RYgW9gpYhQ5QWpUlJfdA+6B8/bvqmU+khdHRicYUKGjRcuODoqKfn9aDOy4ur42owuLFurDc3OdQcak/PEnWJGgYMEbWIWoUKDDWGOkMGxBpRjhZi0zYdhB6tIR/rxxqz9nvx4vPECRMdOnCoUKFSUfELCKg3YQKchBcnPpzocKFDhccKioWKgHeAE9wmSJgxgwZNg/78bEG3oE2YGEGPoDlwyEBnoCsrIWlI+vsdpAdpPT072o6Gg2tToyPQKD5ofrgweeHx8LFwr/Au7s6NDqFpqTmZOHkYeLhHtxdHb6AtWLCkLWlHx0Q6kfZ6A+lAGo+mW1wMC1qgIyMdaUc6HPbSXrqPxqs3fKg/1C1OpKhT1KI16BDSUC1Vm9VICeosqHqsXlBH4Krf6q8RiNFnxNBR6Fj6ihM6Sv1T07VQHaBWQN/a0q/0mbr+Qt/WPLcprYPmQS+hh9CptVwdrtdoFzQoHVp36we1V91rtHqOlqWx0GpoKHQVOguNg+5Bg9aM9WEtSYOgSdAqaESaksakKdAaaA+0mG6k/0jUMehF2pAWrFHUL+ob9BxdR+fRbPQbLUev0W10hFqz7tBhRD2ijhHDRm2j5sFjR72j7tEDR42jnjHDRG2iBgGisq6sFxf5ar6ajY1bc+upeujKlTFfvtzWzjxyLY+PTxITU1fvcXl5ihUqmIAROo+Osrhx48SMGSNkyCBhwwaKHDlemJrSCBKEiep85MiOHZycXm9ZmZRUUNDMhg2sqCgpKOiFOXJ2VkZDBkdGg/PzczQ1xdXU/BITNaxYgQMVFcnq7CqXkWU1coAAB56evtDQ8BARM7RooQPIlhkWFoysrJYoUV6XLJGSmurkx48ktm3Ehw8ipfMQLFhkMrSzTGbGwSkwF5iPjrBmrJlzt9lt9vNznB1nDRpczC5mHDju+VaVZ2UxYmZZRiOjmWX5Z/6ZDxyYmqfmry+1WW3Gw0ucE+cMGVbMK2YdOlBn1FnJvAoDxul8emTMGFswYMpo0eLl9TWLFClVnDiZkiQJFCNGnhCZm9D0bEsHsLVtU6ZMGi9exGTJMlulypUpU2KhQKHyZGYVICBAgB66Z27TZk5D46RJs0aMGDOzs7RXrnSJjcVCRWkuKrJCgKAKCWlBU5MXFdVYt9sWIcLf3l4jI4B5Z2fIyYnrwYO7xcUNMeYeW7aYGTNGvm3TI9/28PAYJSUx6OqSEBd3qKi4aQLC3KABGVlYmJiYAwdra3R0hISSkbOgYApISDC4sHBw8PsViycnPUuUoDBTmDFgCM/heXIScAacxeK6uW7+fuVmuXlw8G1+mwsL5+a5GQy2m+3gaBoBEBDSjDQLCTXNTTMREdVMNUNBdefuvLUVYY4wn53tzXuznh7jY4NZS4tsJputrMLmsLmqSmwWmxcscDA7mL281ua1eWyMbqab29oIZ8L570+ycfYQG/vFixeZTa2PzMZn9pmDgphmpllKqs99LivLm/Nmr7fCXAFGly62ZswIkNv09BgZMWAgQcLh4eZnZmVmIF9gmlnaVdZVgqUEAggIqHXqWUfHVrY9M9NAchqgGWi+uRGahWYdHaKZaCZAAGqGmpeWtuatOSvrbD6bzcz0Zr2Zj++xUsEcFeX0/2B+MPf1Lc6LMUJDO+fOmQULzVlzPnECc8acR4ywnC1nEiQu58sZBQoLs4X5xQsOM4cUspoA8poAc4B5aOhpfpq5uNBmtPnuDnFGnDdsaDG3mHvMQIKCgIyMipqamKysqLq6tsTEOt3pNPosQQIkIShaSWkBEpLTgQMIaAQEdAjwyDw3am5uydyi+YImzEzn0Dk5AH5+DBhISpKSYsCg2y2jyeYJs6Eh2Aw2s7FxZ+78c1RW1i9YcEVf0U5OT/QTjQCBAloBTYBAAboAzcPjQ/vQNzfzLQ2ABjDf3rKZ2dTSM72zk0Pn0EBAP/QPXVRkgDZAMzEl0Uk0FZUULUVvbTGgGdC9d+kufUaXHRhCooOMloyaqpqsvKy6xrrEIIilzYYzJSXbzPY0EX10tEQv0VNTVXQVzcXlRXvRYWFj9Bj9gIZAH6B7egbQA2gcHB1aZ15Dy/Oa2Qw9mzGjZlYz09KSmcnMXbp8wZIzYB4wI5iLZgUGZgOz07xDH9FRUVP0FK2lxUVz0ZyH0WE0Gv1ABhNGDiPbyme+vrgOomgsLC1ai+ZyOc1pMxpN5qJF1iKTkbHMozdK57GQIURm11l1RvJkbkJlZu0wM84hZskP86OHuXHuMMOYOecdM+mcYqYxq5hFzJUzDxNzidlzDpOJqATH3eARoJJRHwmAACAAFONnIgijMJAkUcq9A+TPZqa1kAQAWAAILRqEcAKQhSAI/Os///N/k2bQLDtuZ+uUDrLZf0nXtVtrvdFVMcXdHLYSfTaal4mKN5z9nDiC/2Yqb/7m2/b/u/3ftv9/3z//9u//f/u2/f9t3/17ffv3y/b/tn3b/v+27/59////t3337/v//79x+/3b/v+3b9v/3/bdv+////+27/59/+nb933+ff///7fp9u++f9v///b1RxQ1VTTziT4j6AK8cFMTAKhftWkvfPl3QMKXN6HxmK01dZYCq40sfUMb7tLXkfGn5Oq1cu+QC+KnK92xo7YvVErjhLNhnVktaQ7K3C6kYPbbzy6i7KQhy2GlaNjkBuyiFMPvyqKu4zKt61AkdSdjqNAGphIIOwjjr6koAhuI3KTIJHDp0tIsDkV0GGSkplWDFbHWaKB16uLTsBNDt4GrbGEibO4e5+ktYmmELNtQpW0ZinlnSLpYT4shsjC+KJY6yFV3jEP9M9x0BBjWnU6WLfqRwFxUmM4Zo/2Fz0VQbvi8gatHnWVvu1aeuTW8nAu4brOamPNcV0mS8AmN1IBAanTxEJJMiAV5HRqr70VxqMcu4eIueXlntECEE4qpxeFJWyfXEmCUojUZmAVvPFYfADa5YZ5oo42kWCypatwwpELBACME1WThIBRKAw1KzrkIoYEKqBFAIBIdPKRI1lDhM4/mpEbDbuuvGMfzfMPxGE84nOYbjMd8vdWb8TBwHoVSgoOHpMngIBXKFhkjwjNqcIDa25oMEHQyAGOG8TCHf/sHGsNglEEnm0xizbIErAzRlNMEOdU2mm7CJbeVcupkkwleyWwts1sJAdIgVgkqyeJceK091/IqIKBYIgYq0cWb1GQ7yIKnIhyqzDBrIKJwLXCThFKDi4ekweIgBEobWSGpy0LGxVP3urCltdBWktVJFkWpkGRIn8V4FVRAWQEjkeDiTWowOAqUlpIKgZTo4CFEMjgJhdIARhjkMZRMYnLmI5lUIpqwsv0SoZbzxmo2YUQt6bZOhq0VImxuQ6ypUwVXBMuJLE6R1GUoknUdy6QsY5Gq64zNsoSPu5/WcvySwCaTWLNMWyTJyRSkRB1Y44muvg+8Q6WlkIjdUrGjNnnCoUiYNBLIgrLKLlpDZoVAJBgchIDSIisE0ZBUiy/XE2LZjGVar2OZlmUoc1KuSmxFd9Mi3FoLbaWcOjVTSfPliV96h7QuQ5HW9czbWoJuJZtOaMdyWpeh6jqJxV6ZzFCqudArwgsJeaIJdSRTUrF8coBjLtZkygOxbPZ7levzxFdJEpERa2qlflNCaBMCImHSSKCm+uAznPOlbYuiKcGCQQiQBhhJUxNSSrJcQ5GtFJFkYBAVSgsMvcCF8vvv16iR69OSumnUFF8FaSWXXrlK18fe3oR20UF5akouOV4w1aOIPegmm4zfK1xzbi9IL6nB4iApkBYYoaksuQnOB1xDgFGKamRgFmZ0O6TFAIFIcOESGlgcpEBpcePdDF53ZYBMc6jtkhBbKIcGbGAcc1E8g0YmsWaZtihRJoJJTBJpVK1eVxoSBaRGxEAkuviSEm275NZIEIkC8UVhdY0xBFmlSAkWZ4EsrREiTfn72YLHTgbvJPTrFkEJAGNS7P/AgfPgwUQxNEjDyhPeGW7N816cyc+VELLIYXclyn1OpTVM3atXIwNnHnOMHHJHosQ8efSW98LzCKYzR3zKLxRFnWuD2jaiHHqkr8xanaAk0G6h673R6FN7G9s2qUvcvqtwX1H7tpbAu1Y0ttT2w77k5bQp7STFzr310FoTB+ceBKwpcLnc2k5DsmtbT2f+9Es9Zd697TabfdtWNgWqTx0Bd+pgoJnZ4rbTbPa+jWy380pof+u7wvd0LUXBVqPhG3jNTmsnKVYRUqJdTCorv+5U9Yq8mc87NzjcNYh+9mrHm4lUeeJWypms/MK3NKlD2iyWaaONpNhS8ofy+ygC5J5UER628pkDCYMtt5Vy6pRdCg2o8EBrJbSVCkltLAkCqBVjJBI9XlGCeawpwrtmeSxBBunIpMPwhMOxcCIerm2yQyS3QzQIEfR1AduL8lYHa4crbSXRNHEO7q5JZRSKvSQo1RzLj2q/LcZ57KXAzGObVtUKh//h+DUknLXy6hSd2qZQZom4nSRidda2uc7bbaqe/Mdmzd0afapn23746/5bb0b6uznRXeu1A32Bd77x3t6foDu+MdfCN8njyy3SUzVZ/e8u6usu/E+r4frzqplceUnEH0Rin3/UbPRn20lgN5Ji49ZaaA3xBKM7otnNO/CdBcFGa4sFmJSjqxTV1OQd5M5KcNR6EWakksRkOyxx3dP9aHAeGa/9XJceGrsgYHOaLnCLaa9vFX1sIPYjNU/MK8ZHbDrZDBMwuwUn3bAUuIdXFfuMGzg4Ua24Yo4+SJ+YiEdhFJKYrSVUQ28cQVOby0SsRelGD2YEN6OE/BFN3Rrs7tHhPVaCh5RHTm3wGHTwHFYBYEZtDaYAXDWH0+T8kFZ1udWYghxmjOKZiOEIjbFAABdN3XQgoziteZgV4TWJ3QQSVjMy7RLMrXTIxzPt6V3l3Qe5ice85zew8o3DL33ODVMGpyuzb22Lv3cgo7UJBIuNQYyEAKNGSyAlxTiVwwHqyxxGJUZuL9FsdLVdUUSo4l+qvt8mp8gXNww8IydjO3sk5RXRnFZePSI3sPLgachufo0Pm7Pz9G4YFnXII+g0pCmb79x+euWuXWdzKK27tQSWLfUcyXquEGwbZXA9mkQQWmbSEjJHSsBargaw8vQG9ttum0F/bBt1CRXRjSGbO3v4iOgkhk64iqMUDaMM5W0EuWUeK2HEQoYPNpKhjO2kSHROJZNza7kBOwcz9bTNXJhLs0kLkZbT7b7xHB7Wi/YTUJkL94ns2jLXG++Q2iYvuNlP6hrm2unfbAej2OZ/cAGLHOMfbPsuru9GtToEbW2Vttfdy7rZOJqF/Ao7IxnSl9pOViTLpnKru3BdS6wtqtRg1mVDuZljuALbbOLFJbec3WpZv/Ec9+Zh+wn4oeWswQZ5MEe2cNJOgv11HqtJraINyxiaw7nwuoEeStbpe4Fq8UZ2HjpSDPsmdcisVU6hNZNhbsSkTtyuMESarBenc6lSsw2UQlzaJSq3zVE1Rq1QkFM0PpU6N9R/cP5h2DTDB7/7q6ojba5/UZEwf+cVtSSOLH+gamoluf/x1dQWm9gMrejXjPYyIp09IA+tSe5bXLZBuXS0KS5UHZpLbZsVrawn7lp0XSa3gUsfLtGGrytag3fzl7PvMN8a1h3rUZsYBba/eCKLot2klezm9kpxKOvA9dtWRrWNj5jLouVudTS7o2myzmVdab01lFHbnPf3sejaDZnFLmg/BWuYOEsjWJTtJlu9LriW1rGLlqld63KVc5ahbGuVYnbbVKvrrU9uiY1LYJFXC9Lj0ocgkZwmILI8TjfTi40zVLIMLAqzXUjaXd3pA01W04RS9itEu6szHaCSZStQTrf6233fwJ8qdcUryqWRTgMIV/nTfXP7Y5SGdipsC3rxL03mFVktYoqM3r/AoDR1T7rdumQXum29tgWNued01nnA9Ob0o8bL21ki6Nqmx4JcOhxoAHkLvHK9hR/o1usyg+Iy57a3t+2etfSOuIZd57FaG8CJG98IKtqxlG13eaN8aHfZH6/au4mpGfb1NiZgtLF2G1JRq2y7fuHYgFyJAW7BaDqEX9qQmtogbcuAl2+bGkqShfRRYqPFbdNG2cLZfWP9bxhfiewnIIZ7K3LiVs9QNN2hO42JCWD1ypQ4jjYxFuGy6VH9dYysCTVPLMuDLDRepJBNmyknDZzwQJo/D3xNoQ9f3kfTpO0mxXJxQFFtVRSxsAIdusLChXOLNaG1zjZ9f6NNJQJjTSqTyabkl65WG/Syo6k+DZlslneRrN6Hu4i40XVgDsZHOQ2tqIMV7kb3k7C80XzZkKa2MI1sW+vn2n33NP3tyCqyMApnNJdunTSmRQhcxW1V60z7h7Y1f5ZGtsklWtsAcp/dqHLU/hZ2oVscWOla5Jhlimnu4BW50QFTRFXQtO5mKQ7ViKWOBl9xZml0ogcg7k4uZW96QpUF1qeY3B/TAcply0DcoDS0yaxmKKetAXqJ0tsOU8YoI4W6R0IvW9tg3PVOglKJLYGknAyAhRe4+9mkOveh8mrl267xuKfJwqbHypYp77+uBQ8mYcOdMId7XenKZjqCBK5z9HpeG+Vomp88fYtz/MV9NwbRNG5N/no8xlTohrDXukjGJMRnC6vy8o1EsjADmL19ZGifWJ5qO6Hsjxyv+zZKT2kqb6aYdWPc1Qqv2diIPWAjCW7aEKWJmx5p+irQhG0Spb7uqXl8lqmqzWSDjdEnNCzNdiv67DaSu4CeRmla0a7MIrRwKju5zLYu7lByAWqBfWiqeECJUscsS6N1b8aU2M/GVvp9G0luW8UM524znVtbmodc8uGdl00wmOHa9mc0gbhRtjl6U49y1VJDC1P5CcCmb7g9l8U5gAptxC1yCxuhaeHE13HnCJ1Dj9neau69Ql9/IxyWYKFHGIbf8s1DT1m2FlGhzsZFbmk/VmK5JatIjcrL1xqYpxLXxmROtzc1gFqd5zNVPjxhqWt7FuYWJY1HepqfxLw3IMQNRjtAzEprU7AYiKxr/scIy0rgNYnV32lnVoVUDVjxltw5JpwP7iZwq4eBT4H9zR6+aNMB5JgtdE4cbflt+93+CpO9EiRgc48f9DLl77TCeNwGOBYnDAJnw5rVFjvsdLLS2fVhQ9nRAypslrYClv/cK0GkMqRQpYbhPOGpEk+zWqnwhHIzeOmf7mIjU4x9gA9KZ7DHmX0Uz2+byXdNDmcj5sz5283wV8auJVmsTuzqe+9xysOxf3bvJMb0W7tDWxuzecKF5ItpG/Z8mVFsY+bdWiFdqzZsCPM8YIcrtb8Ix7JtPob0D3dZG+40SGlJd+rGD3mxBux0d3cXyfzUzN3pJUqnD0bjNH6RmLCXzxaTXGkbPTKzMDBPdrJGCcexWKMlcTmGznQz9t6wFncT/4i2lftGmvHfhgIfkOdqOe6ubcNijH35HsqlRdnkHDCBGdht8/mped7DcFGaR1/O2Lt4Dl8wquk0GHXmb9mtrn2WIo5twF7Kr+a2sFogX70tmfWadvGV903omWxd7RX/w8w3nzstNX4y2mit+UzBtoxddipme5aSfcy9wqcg91aYYvJZbXnDGpKZax5lt2I3AwnYtrZG11udkGadV7+lPLWaywmCfdmT7URMxykheyZY+MhQfx6D/W+ccprnM6A2pW0u5Yx9Px7uMqzqCHt22biFYdSFF04m6kSeF1a0YwpZMTl/6u23eiiNsSsHpH8Khc565nxeOUJz9zHhGfMj7mVHE4zTTFu9Rs2GNOZe2jEW0MFu9kupMMwlSXYumoJyMXAexMFizNyFcrvDEqQw/ioJlrQsr3bv+A1vN7nevGW0ke8M2RnLKslY00a7EbuBQ8HG3Cix1wARI5wYGtleFrnXnHKGs1kildI2MWbG8U+ejhdLL6YuwrvPeIf/+81BC4XHoCdDtmTktlXXQc6E5MW4y0ce+1vTGTgo+Cx6KWANswhSSmMwu/oMRvNkHEqjwth/+0Otm6p9DYpaYd582fGtoYBdvuPPs8TnQHMPedTjD3uE3uy5v5HGRa/NjaYcAWwTk+wsgrPlLPmpAW3zSke77+IrJt+yYx4mz6LOKEnsdDHJGORXG8eOXvOtgE3S2OSEtc/4qVrPb+ma58PMehlp4ySn141BBhvWZWa5KG50IO4lnjveaQVV27rW1zfq4/GYJ41GF+0tsJxy0J2ztN5UBn+3/KbEQprVc/tm1lH1XenhLdfvdx+hnby0izDOobfd8i+31oTTp029NnBnMUAKcVxrjHvP/ZTXOgvgxLGBzdLbZP817X/ENKRh9DLWnLUYvqbpy/QlHE2mx3u7LJJhJzPGvlSHetlSOmPvkoxybXsh8znZwuTWqbfrVNkTg3msRMexQjBqP1zfV8yOuL6X2wQ3ZVZnGhlS5V+58KWtCuTO5oWTzNZv834DskuZC5O75tEw2O3UEEqN5BT1LmZ7ztmRRSS3aK91/AzwsQfBR83L0N/mBdC1r4lQkIY5SljjUNyq5WiU/v6tv9J1b57fonUtF0kQl++KcOzaTJKmTTXPXJTUxsBFxLMbAmnxxl1nais7DulCETR8pzbSNXNdW7gHW/tntKXzWslCU05gdCYr4yAxq3ZXeIdmL4nbpB7/0gksc2IT0zM0mF1t81/UpnSuZuwuYu3LUI+roSr9eUIf5FIA12RZvWe2C337n+dqNAaSQ3izmDxX8bV0VqZyMgHC4a5D8K5UATPcXI+2NoVpGQsbzP0uSNc8MkFy7xmT90H5J/UieI3UaCkCsO2JcO52L7Apadcdynoe9kHXhCFYL+ZEhnM65khrsF+ETmEh9mVqKHv/CemaEaJ0ttICTTYRi0FSZ2ZWnuF0sMl+mReztm4dmDbDnHZZ0zvUF+96WReLvk1w0Y1ajaD6c5LrfebzCc45VctEirol0dEZ/pvagUtDh5DhCdl61+NNElYYKa7b3sluTq0Yj3W/UYFe4/YvYOk3cbHcAmGaCJnpTBLsLtviaStb47yJLcpVwDXF7l5ITDmEaQzJYRkW4uq/lNyVxpPetVHqx8veBncoCZ5oBqRK/4We2s0cpQDChdSMzJ9sD3voCriLmck7M2g85byJM2L7n0XMNCyPY8jF+LbGykYz1vCfebLMdZjFVgAHsEPJlrgRI19/DBG5NYM+vQWythofMhqOmkYbQ2muupN7bNcaQmzvflBPYFb0PKKXnIpA88jCwW586aGWYU2EM0zblFb0hirm975eqmqBntkdUA/aw7KNnD3XV9/GDMFAZE7jlrCuC3mx0ncvG3ZR/W4wuM/sd+aeWwD8NvyurHTytg+2GxXPTeBYNk4zO9PXndtb2PBGWMANDd8rZOHds0xiwt2g3l1F7PGBylPiVswCF8P3qZJ9P9dhAE5GbLJq5qFsZrmR9npAbtiOQKjaosANTA7rWhOGC0V7Eyuz5vBcG8aMdLzlCihbDbfu7D7slmvhDXdFgTZWFRjMn3jKl8fOSrMtj0LCb4FgZvW57KVoo5XDRwZznCMHX198+M79x1u2Fu81BVUW8v1iZ9QZtHXfci/z5baW30JViLkyHR8FOeBuE95VcyFaghX/Xi7Lr+JGvIhbk7yCdkCVxgWdNbspnj9WvjN6f+QwnjNADaPZOtLWjVrvBPzWdvT3qEVE3GQMkN8WxUJ5W5mwlK0+BJAWmRWnMGyOAlMoHgL/okDYv2e43wYcrTt1VXs1jTfvbWLX5AJRWxE6NAGwvzUHwbVCA9hz6nUStlSWODjopstwucXFa+squ43oNUwTTJmUfDVNDaFwJT/W62Y5smZP9dv8buBGujI9n6vwLL893lidM3grD0H0qGd7vHONpI5d0TPLawtxI/5rc4Eoh8TvkkzHazY6ZfTDh2JzV3fBeWAu2z5kTeG+k7uJBYAtX7aq92bnXaOykznmIMoD4kh/cwI65nErY+raa82Ea0KyVlu2XJaxaDhOWLj2LZUdy+pa+N2Q1WYfcH963bTv5qVi7rAdaHT53r4LcdRer+DEfVabp7/DTWJW0VI2RIC5fc69y8hW6+bW+P3nXLSiKh2E3Wc7naW7wdr9bCoj195nXG1Tt11r6cK8nZZ7bn3J9vKtEgyYVkZZy5bV2YbUu2mEvGojZ71fl6CEKya2sC3c16Ol7Wi9ZyvLwLPdxZiJe6+TEzt2395DUEvb7X0ssp2n4bnzem6l5WdzAnOa9DHqK+5ShqBMoS8T5gmAsdbyvb+N36oD/Olu8Lzi9jzbcaPdOdArrcXvwu87d+7eNTcB2R459scfrDoDubJm++8Rieeaa7h5DzcX83Oznt2lPz1mYMlFEzfYMg3FO9KCewc/dVv12qb5IIqOjMaFg6spgT5fTQLzTUCrasfE7RjuN2gsgoCv2Yh97wLQZ+LOjSQxq6VzVO557zo+18RqpwMjhuQ/ajnv/6KlQlv0MAdKLHM6m7OluR0QOpwM161/v8ZgEysh+9t+zrKRYdiUZ6bLf8boNhF8AzL3GHza6nC+XdxOeffG0TZP7pFbmFomw0+MlpZZLb/Xeae8QnZIEtvy35Hzs/HDsMsR12Fc9Qk/O7TCxIUzk0kVd/08tayAiPaEEEzmHeD+5/fCv9fK7wX/XgP5XbLZtz5/2NJZGJqBK1iYaa+9EOVRO3FXyW05niaumMPV7XexCwHM1ogmBwtFW0RG2sZUNU9at4v/kIeHXcdNGNr6VZaGDVGXuEsbblCQBS363iDPVHprMMHqRtf3zM2Nkg29zp7fBMwUmNSWtPuq0Y5lAS/amsKew4houYGPWfmPCLkAWFIazt3kOs+4wkzYXIpprLrS8CUO33BhDj9mC9MPoeL0JwB/yfEBTOvstShsFfDBedV66ty3zYnZyBtrzgsHWQ/b9gbR+ACsX8/0gT89E3um2CWZRAmbG8Wb6Ww11rsRo90yvTLnF1PYwJ3drVTflYOsZPAs95m02WV4PFWvEdq7drPiZzoxSI4Ap7j/mWOL784VxPxuKh+uXbwnL9TIsTd1beYgnRwYWFPTeqGbUWlqcM7t2hhSUI8nBDR5adwIS37SU8/B3jaFbB5/XbkwT+e5fpoMZSb0P8uL532eWhmO4fnwkXnzvIHZ6vvyZXUd9pIc9DzvOhs3zOhRPWGItN3s6jzjMQ8GhtUxsiHT1KEclZzA7qMoUk01iyOCfKZ+kJHJhCNEkwJWOF8GL9+QrR4bN7iX5tjE0i1sngO5/GrYnsBz1XldZHuDOsomjcXO4VEuITgkCRcGgd46bc+RG/nRNIb0YuAkJunF4YrobiW0hbtknwBkAa7aOG4lucXDJIsez2msx02wluQtCvx+YAlJNF0d89cSywE5ibmYI7nPkcW2SDPOPcX0iu88AffjZOf6XzH5Ca5xHJss+XfPrnuPcai37PKDE3gC3z6w1mWOdLR4E7eXeLKMfotdjFO8z1wX7syW789ff1A2ycT4fSdAbzBnE1AYm5Bv0Os9nt7EQQwUIGZrXD6fQTu+0zXUe2DgXX52Qv5J5VmQnkLVCYEPFzy4z1PYUP0SA3uZ42z9v+48cQS7lsBj+eOLjJCGpTQFwtrWH8E5X2/6FWlQi2We0cLfm0nz8OGAcXuwF0cqutLxe8ERYgEwKJcQj/UkdV/OLyDi8jJd+DMPhfDWkCvmTepNqMbpY+BSn4i7ZrL+3fE6pxT6wAfGvzcmagRnBtn1qMvSkHssGGl5J+T2KJyV8pQXlG0xjwrnELfEiuCwbU9hZMbWlG+/qP+p9k40dCN6C3QsegJ0LHo2+hM9Ar1o6ERHLzp60dEL2mtQnn0ioNhNi+/1DWJ65dWfgNoSnpIB/04AAAD9////WgAAAAEAAADMQwAAKAkBACi1L/2gKAkBAAUeAsr+JXgyEKAsA8MwDcNgHQO+lAozOHg5hMFLVO/zsixBHl4Fkf7yp8zEuQ9qOGquJOVLmVJKKQWSBzQHWQdWs0pwPt6XJlYsJzs/EQYhq6fswp9MrFyZhP43kGy0ej0m8j/qG7C6wQH6CDgTWb0orbwipahjQl4vV/fE+vYghrcEANPKRc3CBQUI9ZKiG9S0CG2sbxL63WenFQutERYXo+oFOVzeXBTUqVyjSiJPrFRdakrQiyoOKCtl3FhZC5TYBYPVK2ckmso4Wd1OFHATRKtC7SocOmRVRzEGHamxVeOs2enAJmj1cOB8k8Oqh0FDI0bUWM8alZyxiaheJmkkU2bLKiYiiljYpGoZLi2qiSoNsV49CnJFREVVkR4FVqY1nNamtUD++/+99+7337/ef++//997773//7v///////+7ruu6rvu96373f9d1p+7UdV3XdV33dV33dV/XhYIpAlgVhWLwxctLIK1KXSwCgd46JnvivHcx1hSmH7xW8/PPF5kL9uWVXCBGxY1iXHvx/K6q3vVTaaazklZx1MSEl08tT1p9o0A4vXiAmdLqVIo1xeitg4KErfpm0W2idU1fLAFq3jonJjirbaYNyleSgRNqlYCVo7fCkchq1CPXi5dBqrMKDRN9+Y5sVa2aZABfybHJ6vXAorMXRRgH1asd6YX38M5k9SpEccU7gota1XXdKdqZIW6al2otUgEzabhV90eXQn49uN79o07VTceOKoAcUu50Wq1Wq1X3W8kT9AoDLLHDz3MNFbDOBuoMMykmL/yqDgCpZ9gmuV1oUBEVClKtuoXYqrJGFrVvVnmqA1TscaWu1E+lfsrm/RGpI2GdinCc3vXe9f7a6Ttd76dS76dsnuqp7oARVE5P9VINZFA9pr92+k5P9VJmdrynynW98d5TXS1OIVS0tjjqGpIzVPfKCVXqrKVG5VGgSjk4QJU7MEalqkKG4OkPqSLGkSohjRHVyvGLqhUmSZXb4kN941pUBUdOUN2pl4pmw0pdW7TAe6l33b07Im6kGT7T3uaE71qka+/mGP0EhqymXmhUcBMJ3x14Wj4OiP5WY6DrI79guELfHPJdiGraCpYJ3qZQJ3vcSDBUmhRG4Xiu37z2JHLcSDR4nEwEVLZ9VxriXO96L7/NTRwh2AnJ4LDl62D5txhrvBiq6f5F0Z2Yn1ftnhcLVa+7l4fBlboulYK89+6xWg38auVyaPgHEgya5s05cTGUx/sXhUmK+Smjlevy+1xR7HTq5a/Mm5iICMmHoY1LEfi3Rti9kV4Cp1BGGfGsvZvQhkzBV6CpNHKMmSvUzq0rsUlbIQjlT/BJZQqNunwjywBiY2LZwcTPEiElwQREYVlkKV4OgKiuceogVnn4bOuG9I+gjlkYIg1XKBEEb2QYNs4mFmy0cJ5KfhZjBK01Rl6Vf1cvVvKb2DcHKeZRGydp9bdI1L1SGT7fC9bDzixQXLRyPKr+gQETDFQq+2CZEyaAHbE0wXZATSH18q5T8sFx3FPDI0MZJb0pqQtA2vguuC0KE/AkiAvg5QRoPdG1uQQkwcoVKeYXTj7uJRI1ywN7eLjUnXQnXdd1pZ2v93twSEq160xzpaZ9g+KlOiNCD9d77713vetd73qpd72feqn3Xup6H8b6Tfcyc4Oi1G9ebqCbdMP2XxP/5f1U6j0YoRsC/OZloZ536qWbl4UeywXTovfmvaRffvOScDCRCwbDu4VUHq7XvBw0bJqCOXku8G4hkCnXy7gU1EPy1TSAw3m38IyPd71LmONz6qeDW8Smgp56pt4dhKLGf/mvQDBV17uDlXjcwQcIXO8KbsJx/TRQ0Bc/9dNAqC1fgF6cX94FVDTiXe8C6mlwvQvYROd6948HCT/VMMmPn2qYm/KLMebdvjIyrp/6ad9Woamf8g2iMeXzIZ36r72vyS8/5VOwOfXTvSZmfiqd6rVVmOqpBZhKvfLKBnlJp3pYiqbSNs9RrJVKp3mI1EineVmEhLV1keByo/WPj9QVU4tNeGPIaNboegtypHVxNIHFffHTdZe3104pkVBn1KikYnKmhbGRKOtqFICm9ULMdDRWqUVGMAgLi9PTtUj2pf18EZiWrr8GWG3LYktYtAuWLg5/We1n4oMR1XJK1VpYxEeNfNCgrbMiJjMHGQRNGIM6Ol9MwWrbDDiiEnG709Id2dCphMhl+8e0OitNsGldKzXWGGWZLjzdtm5RRmeSElfaT8GI4pAFX1o6KJmdP5IAtlMwGTYUIds6BgOolpxCS0dGS+cmFVf7p6Ap7JNaOS5mmk8OzDQba9jtqcXWjUukziJPLLUt3pcdlIi0dI30aMo5gb6TbH9d7dvfi2omHKamGpVtG5xEhi0gXfkKQyKupGjlpJM1+FhbOCuBsBccpnb6QM/Vc4DyOsYNosL57WgjDDFSzbzBQ/KQ2sZVnyapGqutS+mzizOtneqxwQB26PoobhCNQmctXBgwjDCHKh5at8epapBNPi10JGrjLDxeTalat42OgREM2mmUGW8bxlc7VODIGMDYwlEKu1rhi94/KnCodjDAtBAGmaliXqleBnIKXVmsMEQ95GrQuuHAUB3ipcmbxhdR+w5cWwh3bfUyhGeWFxEvdVCSqXWj06Fa5OqI1bQYMe5OGEtdMWazRGU8oAljfBcebuQbuUOusWIFEcosxIULIywykb8/GYGBNAaH5BcviuQiGUY2MsJHBpJLZBk5RgbMNjKNTJhF5MXFHDlHBgGiMlfmD9mDnh7eXJ4woQKGvLfXpyH7+fHlDHFxEvJcXR3dG1yGk8sWMoW7fOGCXbbLeRnDb5D/N8tmuW3Vslp2XbbMlt3cpFmaI0RYy2sZAoQH+UFuazvLZ3k6ZZAZZO8VZAUZDS0sh+Wysq7clcnIsnJWFhOzylb564tAJpC5uARkAXlrqypXZS2tAXlANmCgQC6QDxy4ylcZDAwrY+UECbyyV16wAEFGkB04GMtjOS03wDpj7JSdcu9QGSoqR6Ny1FQGMJWnqDITVaaSyqxUlspQaIAcIHP+lJ9yzk25CV+6hCnlnbckTAlDktQIQ8KPGhXCj/CiQoPwIoxoUCCMCB8K9Acfwp9/+uBPbKiPH2wIJ/IDCCfCigAJwoqwI0GEsCMciRAjHAlPYlQJT8KWKmFLWZsxcyZNHDxnzhs7Y3CYMGXA1KlDR04bOBgOHT167vCJ4+aMmzX4DBlMRgzOswfvwXTKjMFjPPEd/AbjwW2wGjVsMBuMBnviL11wF+wFc8FatuAt+IpfTLViK+7EVYyFE3PiKzgLtlIFV8FU8BQsBQqGgqPgJ7iJE+wEL1nCBDPBSbASPKHFLZ6b+3Jya3FxZxAgOGhre/B2wkOJEoaMjBsWFwlBgBBMTPzjgOSIpibm5aURIUJ++PCho7KSRowhm3gTW1pm8uBRBAcOIDBg7FChokYkoonDQxKFhSIGB0MEBioCAn7wO0IEEzOIESM9fvzIoUPHCxo0KF1M67ynU1OTgIYGZ2bmlpbmspm4QYKEDBEiWIQIIamoCPnhg2MHGyfwCTxjRglcghGvYMSMeHJyES+CwChAYBD48TERJ3LADaZ46sOwx14Nh6lhNfz1hYbRzDCYGTbDZGRpOI0NE7GBbeAgQWbgGbhHjxV4Bc6RYxJP4hcvUGAUmJLyET/iFLgR1/HR0e1JkIABDi7Pze2C69pFuDEED8EyZFhiS8yCBQ/MA0tK4sA4MCQkDAwDOzqqwCrwCByJ27L/FaytITg783LgQOzBgzFpGZcCBVgIEBTw8qISE7MaG9NiYABnNUhAIEFYVdjX1RfYFhjZAbIFGSbM6c3J4cnF3cVBsAChrULbG/bQh/uwoWEGnAFv2KCH9TAhIR7Gw4KCd/gO//1ZwBawBlwBcwXAwgJQoACnoopaWTlpaUV1QRnABrIwUxbOwr0TwASqMLQKV+Gmpit8tYWltvDWAcyHiBHx3t4hPsQYMBTiQpyXN4gH8YULgTgQ29kBYkBMAftpKCbM1HOHbmjTU5PUlJQAHIDFLAYAQGONOY9GM87YyWnjjaOinvATHoCn8CYSjARnZmpiTVykyCW+xECACMFC8I4dPrAPXKNGJa7ELXCMqs+AgUo1VPb/////////////////////////////////vff///+9p1INlUkJqW5tnbXq/ff+e/+/996/k1v+tNaqWmvV6v///////28K77333nvvvffee++9995777333nvvvR+g4EyWA++9l0q/l/qoYafH48tLs6q0Wro7G17qpUbQOOVUP9VKtf7/////u67ruu7UnX53+l33fxRPKa5nXHTc/xs9EV15iLGruv8jPiq7okGz3f9dvypw3m1ow/3fpfMX3qxHFNz/3TRPqxftJ3L/d7eoVF8JeObc/90uwcvbhwPq/j9l0+bNixiAzvT//6dALJl4G8FOTP+f+jNzL2SSvun//7eUL6JXEsVetf3//29N7EheSR1Zki8uWR27QB/0LC9kIQuQZIBc1waZ+SjrbyMPzMa/NNcfPhCvasI6X8QlORD/SlzXpMgcCuj1y2P7FHF5OZJIWjPCvHNhqu8cHue7ZeDzReMi+KbJKf7vSvolaSsVnXAlkTy1enp6Vf/+////////vu/7Xv97fa//tfr/JSXztG/7Qq5hTd8iiXj/Z7ysM82c8+//r+GeNVM9c2Lv/6+e2af7dCXt/f9to8PBFeM79P7/Jkh74bZdyXn/f6GUULl5lVfe/7/no7flGg52Xv91k1HRZXy7uv7/r3Mj/NwTl+iu////vzUGlg5XMjGS1bcrALy5kiaySI740LqYIhHn+MKFBLMAOQUoqZk5XUYVV8bCFFPNTgNTPY8QuYZYCBnS4DPdc8QHVHTq5lGKlAcGkAu1d+aKZUrdtiB5bpvflytWCMQH8w7QeP+9+9v2t7/97f+/bX/7vW/b3/oMGNq29WrB1P58rR5G3Wm5wrxUSlw4Wgl4qndZR3sGhbJa5AeclorLRbWSwZpWrMpUHcNmrmUZV1StbMBqsewEq4msarSO6BhW4UT6/baJiKeVKXHaxumxWG3U5/Mv8oJmvYIT8K9YSrKyTFO+J6ekFQGdQh9HCgTWKTOBPiaUN1V44wg+gjNyEWxsrcu9VwvBFxc5gABByAn5hw+BPJAjImbgGbihYR7P43t7FDgFfnf3xt94XFwbb+MQIEz5lP8v5VK+tvaAP+BoaGbcjJeVMSDz4xo0/FXgFizA2fELfAPv0KGQF3IMGAS5IMfjE3IGsPcTf+K9B+ABeDQ6xad4U5MALoBTUVlxK06AgBbX4lhYXJyLHzjgxb04GBgCjoAnSDDGx/iCBQ14gzPOIQQPwQ8PFbkiHxxM5IkcENAD98Ax8A6cARcTU8AV8K+vMB7Gt7a6eBe/ujLADfABA7J4Fo+KKsALcCamKl7FoVApLsU5h+JQXGsn7sQxZjm7L3EAfBP83Opc7oCnVeBw3I3r8T7Ox+W4BAkReAQ+N3fGzzgdr0uUyJCkDQmSo61ou3mjRo2ZMmXG7DE7TJgv+8vu0mXL3rLf10rVssGA8bK9bDJkxGwxO00az+2527Q5s89sPHjW7DX7zx86m85etGjP3rMfPfKz/exIkT735540CdFGtCtVarQbbUuWKG1JhQoJOkSI0Wa0B1k5N5ZNhdPKprKhWJGyoWwlUp5sJXvzCZO9uS+ZINmXGwiSzA1k88g0snlsHUaGbB0bx5AgG8e+EcTHvrFr+Oix++jZgjYgPXM2oB1ozg60+bCpYyePnZ1n30Ejh81+s82YgbPhbDQ7zq6xbdjosXvsykrLbblz5BCyhewdO4rsIvvHD8yNuYkQObKPbE3NJXvJTpLEyXaymzSJsqPsKVOq7Cr7ypUsO8vu7Kzu6r5etWwtm8sGQ0bmyIDBY5mC7eiYYCcQAwPrQ7DFUqQYMenm1iFAiL6pbTa2SKlUsp1At+l2U5OELWFHt5z3lGtrDzzsxEQQIGSE+KC4FXeMGCK2iC1jM+LhSenpTWVwwHcDvmDBHtOWxgQ3IWFVYSGNw6y9tcWVtXPG2lhWFCjUfe0DB7YBStvAI92oEd44b6+u3ZUxYFiR17dJ8GkooSFwl9gmAg23iX3CcHGf2CgWN4o9Yqul7cgNmXa2Iffj2X7cZruKagZV1J6xYUQF2DD2iwBM+8VmwcRuFlsFy/vc7n3yaTfuCHAbbvcdt++2lJSFbWFDQVXYFXbTnrBbcHDhAnEj7hj7w/7TPd2UlO52t+Ru24J/+29XVfltvz219zaA7eS0n/Slp901pa/9pS3tsI0f6Udb60g60t5bkpa0odBKutIGoC/tq12gwB6gIQ2AtAUI2AS0I+1oE9hWmtLW0pqkJ+0rDWnbXdgX9mSH7WHT2GjbQd923CT2CsCtYlNuvjnsDRta7BZ7cAMmSmRoj+7Tx08gPWhQIUGENKHPO3fy6D1akP7zh48ejQePHV1n0SGNCBEgDUgr0ow8PcvQ0XPmwBGjyZAxg0arUdPmjWbDZo1O8+ULGC1Gj9FhwnjRXbQbHSfOGX1Gy9F0/Pz+rGgsWJ5wcrpwdHx8bE+A0IuLU0KEqDKiiL68xMTUsilCxBVFxUQVk3pSt7Wl0CkiUaCAg9QmMjOvRl7oGDHkZsyYo6H2YGxMyZ7mMzSUFhaiDeag0zzofNDpHz+4BBkj02RaTa2BbqDX1hxoB9r7M32mp9M0nabd3Nje7HSFCgwmXNB5eWMY9J52oVesgEKpQ9eowSlDwzDL0IfWp9G0Bv2gckkljh49qDo0p8ahlyzZoXdoJ04staWWIkVTa2oqVJLoJNqKfqJB6ClTPugPOkoURI3YgQmTQB2olWhALlwkaAl6y5Y4HaffN4KOoK1WV7u6s/PrL9UvtJxcC91CQ4DAQrPQbVqFliNai0aiGRt1o75yhYQmoavoEhqIplKFaCFEdA5NR3dD39Bz2oa+oMfG7vRdXd0CvUBT0BY0Aztth6fL8DSeNtN6eoguorloD5pDFn1FS7UkFA2nW82mq/qqiWhBTUjIRDPRGzY00U30oe6AhXWlQIuJhRHQVlZZBjQXl9eX7uo6oLeqqgRoArqAHjCASk9pMI0AgZbW0gm0Ai2lo6KgtFPOu2uWBeCkmZiiGpojZUmScqVK2RLG+VK+lCnlSJPyJM0zJQ3Vukk/PXHNdQAtdQhOm882+dNKnUwlS6mzpokXLku45CV18h0rWPKdvAdLlrwn+8nCmf1kQJydGVAW1FnNgnKh6pZcKBvaAiYbyojAkMmI8iIyZ/KizOiMmswoO1LjJjvKj9y8yY8ypDdyMqTcSA6d3CgrojMnK8qJ5uRE+VAaQm2ylZqpuU+fK/lK5sOnSq6S9eiZkqfkPHmi5CgZDx4n2Um2Y4dJZpLjxFGSlWQ2bI7kIxkNms28mcuUycyZWYyYy3yZv3zBzJi5SxfNrJm1aEGSkeTrNUlOkt/MJa/JUqSYgRLGmq19cpMn+Ukek83kP4FyoBwmzKA8KHvmNCZMoEDxI0WHfHhYY8OGGXlGLiyMIVgikyDho7Exj9iRg7GHYwgejIiIOBITdWQdWTGHgIQMcuIEkEfCbGhog0PGkX/kyUnLbJlVqBjSgjJLSgqJzEE8BCJCLCqCSPzgAbEDh0PDDYWEg4KBgH8a/Pr49jJg0MvDu3BnZ6EChQl1dHMS5OLg3iJAcGtzp+33UrY1tQdpaGdmDsoaMFhANqYggRiCMLAvr64DXAa2tLKwrqwKEBggoIpqSioqANSTUxMTADYK7XzrjJlYKNcdA2IaIUL4pWuAc+K8IWxkJITK21+M9oRY0pABhWKCzvKyV9WnCgsVkylQnHgs0cgYQjHRQ4fDDYRasIyXeSqKKhQGRkuAzisjUJZPdHYYN0li4ooDoHLOFcVoGLvleUEC5icqB/VVymCR4pERmui0WSzsB/YKa4XtwFZhqbCG7BRWCkvIRmGhsIHsE9YJq4FtwjJhE7BLWCVsGJuERRJNxB5hN6OGWE02M0plMdnLaBbWCFskuoIlwg6JPrJC2CBRz1qyQKJP7A/WR1SzPVge0C/sDlYH1Aebg8UBRWQr2RsdEWuDrdE/WRrsjD6IlcHG6IBYGOyL3od1wbboelgW7Ip+h1XBUnY67CQr2eOwKdjI7oZFwUL2NewJ1kRHwz6yjt2TLcGS6GPYRnZEB8MysiJ6FzYEu9i1sIosiG5lE1kPLCLLgT1kN7CF7CAryAKyf6wf28fy7WXAoJeHd+HOzkIFChPq6OYkyMXBvUWA4NbmTtvvpWxrag/S0M7MHJQ1YLCAbIxVwIqxCFgw9ov16jrAZWBLKwvryqoAgQECqqimpKICQD05NTEBYKPQzrfOlyxVojRJUiRIjxw1YrQoqiiKKHoo+hktFCU0SFAgQH/89OGzR08ePHfs1KEzR04cOG/ctGGzRk0aNGfMeJYhM0ZMGDBfvHThskXLe7VGq9HOKGcUS/RK1EoVKlOkRIHyxEkTJkuUJEFyZFMzE/PSSBEiQ4QEsQTyw0cPHjt05MBRecNGDRozZMSA8cJFiyiLqIooZXRSMkUkCsgTURNRx2iJKInGEYwiQixGFaMgEj94QOzA4dBwQyHhoGAg4J8Gvz6+vQwYonrRPLwLd3YWKlCYUEc3J0EuDu4tAgS3NnfaRn9Uyram9iAN7czMQVkDBgvIxhQkEEMQBvbl1XWAy8CWVhbWlVUBAgMEVFFNSUUFiEJFnaJNUSYAbBTaeY5i6CVLlShNkhQJCgn6yFEjRosUJUJ0yNBnIUKDBAUC9MdPHz579OSB4oHesVOHzhw5ceC8cdOGzRo1adCcMeNZhswYMWGgYKBeunDZouW9WqvUTs4sWK5YqUJlipQoUJ44acJkiZIkSI5samZiXhopQmSIkCCWQKA/oD147NCRA0flDRs1aMyQEQPGCxctWKxQQTkpmSISBeQJE4+OJUg0jmAUEWJREUTiB6gHaAcOh4YbCgkHBQMB/zT49fHtZcCgl4d34c7OQgUKE+ro5iTIxcG9RYDg1uZOW+iHeinbmtqDNLQzMwdlDRgsIBtTkEAMQRjYF9QL2nWAy8CWVhbWlVUBAgMEVFFNSUUFgHpyaoIyQQGwUWjnW+dLlipRmiQpEqRHjhoxWqSoJ+qHuqFeqBPqgnqg/qf76Xz6np6n4+l2ep0+p8vpcPqb3qaz6Wp6mn6mm+llOpkupofpX7qXzqVv6W+/9mqn9k7OLFiuWKlCZYqUKFCeOGnCZImSJEiObGpmdsx+aaQIkSFCglgC+eGjB48dOnLgqLxhowaNGTJ6DEpKD5KSh5F5XU9PLkOGOT8THQUKvhQpBidPQHbIQxEiKoRY0Vmw4ODCBeKLCn1xkQIIwb5hw4TERAvdQldUvBuhonvw0KK3gNHvOgkSeI4duqFhXWGhhMC5DghI1+m6YJ+gQUPc3h5ch5PrfB2vm+jrhJ1DH+wrel2n0Dv0Dx2xw+hxXUL/63IdQ8/rJ/rjY1/v6yVKXOgXemOjXbfrjF1Eh+DW3fpbjxAWVqAXqOpdVb0qqm9F9SinfuXUndg+gO0s71O8c9yhcMediUkSl9ShUEfcEaKuEXFEgrglQVwQIE4JEAfkh0Pyw/3w4Yz4cD56uCI9XA8ebggPx2OHF7LD7dzhg+7wO3k4oTw8zx7+uYfv6cMT9eF9/vBFf/ifQPxRIB7oEJ90iB/ilSo14o16zpF4pN57B8Av8Uu7A3h6ivZol5Jq6k1dgIAAPUC3sqLqVF1Li0An0A8cwOpYHQzMQDfQEyTw6l69QYOv/tXT0sS6WFdTI+tknY2NQWfQvXfQHfS2Petn3XXROlpvazPrZn06Letl/f8FfUGXSsf6GIKOoK/1Bz1MQVfQszoXnyOHy+F1OB0OJw6Pw93wN3wMFo6FlylD5VRuxoyVWzkaNFv4Fq5GTRfehbNh84V/4W3agOFg+Jo1XrgXniYNF86Fnzlz5Vfu6VnlVU6GTBaehYcJQ4VT4e8rhUvhnJxOuBNuxYoSroRDgbLJNzkTJpf8kiNBMoQP4ZmZQDgQXqSIDq6DBwlyg9/gPnzE4DE4Dx6UnJLjwCHJJXmNGpE8ks+YAckh+YsXJrgJ3qKFI3fkK1aQ4CQ4CxYleAnuwsUjf+QwYJzgJzgNGig4Cm7DRgqegufIMckneY8eKrgK/uOHDC6DCxFSySu5ESM7+A6uqWnJLXmSJEQ4Ed6kCSbH5FGiHOFH+JUrS/gS3tn5hD/hWrRM4VO4GB6aOqjkbpigCg0sozBAACApAMMXGgTEQBTIaQzJAbSs6XCINAQDUgYAIAAoCGCDwCtJCghIQIAEAHK4qVs3zMoj2XbiXDwTTR/OxSNp9dFUHNK2EyflmWq6cS6dybYP5+KRtPpoKg5p24mT8kw13TiXzmTbh3PxSFp9NBWHtO3ESXmmmm6cS2ey7cO5eCStPkinT4UhbekASMUdK/iSSboXeAX2zauRYFkt2/U+7o917o7f2GIf7YftrgLsWzTTMGMsg22IcTi5RDzPyTPFcqNMPJEMB8kkA0HkPzAcEma52Ju5uPYuV3gMDJa53UABXj/WcOweS3HHUHYSPBcMEU04bLj/FdslzgFSbbvPGKacfwkYu9jfkYqN/2NXvRv65y/3uY9b+sUmPznPW/zTN7+5x8tb7NIXP/nNWe7jln6xyScaNl1g4gO5AYAkECuQUY1saGMjmpmJakpCGxrZimxWY7OakpjKZEYzG9LYjFRWIprR0KZktjKbYjWk8WxTItrKbFZTEtrQyFZkm9XYplYkspHRrMS2qZmtrEQ0o6FNyWxlNrMxSa1IZGPPVkTQSIiIYCSljalMZjSzIY3NSCWbUY1saGMjmpmJSjOTmtjIZkYyG5PUikQ2MpqV2KZmo5WViGY0tCmZrcxmNiapFYlsZDQbjW1sRiorEc1oaFMyW5nNbExSK7LKdFSjm5qQinR2otXopCa3MhGV6OakqcmpDHZvQUTuEwrTCLmi4V3Kdb/rta/dynX93e967Wu3cl2reMIftfqQ6PLgkU/bBYduGwyehKf5ReTZH/h7QM3oVOr9Pll8ynlVocvkWWdTdOqi+qlyizwpajibpX/UHVzOEp35LTozwa7yxeC4rEnHb2Qb8Os8+39m3CofeoZcO1ca8uZqkZCzSUzZZyazLZnOBKtNtmOmCnqp0axClX5qUluT6lTQWmVlNFClIrrUp5LeKimng6oVa6MCJTVRSz2d5pI7WpUN++7m67s9PBNJgZAEIxB0ASAQ3iK8/Cw523D+kXws5zx2m57Y7jn9RnGBDCOyTCyxXUCWnG04/0g+lnP0F+ktxsvPkrMN5x/Jx3KO/iK9xXj5WXK24fwj+VjO0V+ktxgvf3F164SUI1JLeVyh+cTNPsAdcb2oQCld27j+qXxW5/Qv6WkzQoSHj9QeL/wcaLxLENUBgkkIgYoKiwIBAIhIMBHJNgKJdFhNZXmL7AzG0diWOctw+pF0LOPoJ9IJbG44I8ZRWQOLcoB0CdEncgyWuLKpTAe9oAgrPcU6xe4iGYBKOkrYQ2DHq+wiUEnXMq5+Kp3VOP0Jtk/ArPbReQCG5ioyHgQHCC4ABAgAAEAAIAAYACBAYAEAAhFyg2FSsFaDL3eYMscEfZLFkm/YEZtlxzKOfiKdxTj5SXKW4cSvMeBl4BhWSuCmASYlg7sO5nDcPGAwi4nep4uRMP8D1morrs27pSIdPFqifVK3m44PGMOsUFrylKRkp60BftOf4aVtTEDlAZ6LA2YusuPuFGIqel8Uge6SHWF3iHRnGOt0kZvR2SUPszwSlCPNf4CLnRvyiz7PCt4cT8/j3h91fM2jK7vwGWYueoObjdeEvRCFkQHDgIYbaDTXuONr1yEwQYSYGJEUnhTnuCwPI4IlDmg8sUWekp0HOFDGDmGyW90jDBSDjJEhEUbQH6KTJHIMAsP2ESDm1j2DLsZH8CwZPV6F3nbuyKuSc2MYL2wbbcj6TjVFF8aWaUpQKb+a2aIg0W6UTCTiB0Su1KYGtklnAKVWkx3EnJMLH3OIKdT1T7E3GuVc+PNPQv5BRObcWyODEyPouokkdbFf18JFEnB4UEr5VA2WwwWe33CoOU0E0jh16DBZrQJLp9PujYW/IMsdwVnuhJyHWOouvzfdjOjGA+d/9M3qlTF34a6qRnJfrj5XMpdxfG5Lz2jDzJat6Vj+YeXznToXerk59syn5pSn5PjW+9fNe+48QB6mfeocBnlP07cTfUf+j92K+vR6ukzlUFq3nI+Rd0xm9BuZfOjX2p+KPdS0uId1nVB9ZjX/zAJz9h1e7fru/lKZHelgXX3Hi9sZRuUsbgDdvOnDT7F3pv2CMZDiuD3u/k8WY5erIwlVA7ugRGDjJPK1es/GZrTMuyGSuTEuEJPdCSnjoD1gcvCfLrVY3m49x94Z4p4X1mloK3+8//Y4lyEMDy4vuRz5XPG4c3nhOeTz4uLOc4XnyM2LxznPC5cjn7c6I2iA2aI8MIjxBhvKZJtZ5ruBLXvb8f6z/Gzn2HT7excj9Y7ixzOM0WzbNw5Sd0PrmnI6ZQ7jqMZc1ruwwIWbnLNiQXTqTcF8jYoxKkeAgAOcSmfGsGFFwGjuAzcMaEoMyzprXm+3AIy89YjgPTQ3QQ1O1h3AoV6cAUYDE8yMTya0wj7xtVSvwCVOjQmigWRaHciW5zcQ7gDSaJny6SfzVPLYL6Onij+nnuwA2csv9TPGgEQMUZArAClMU5j8oDhGZfAL4RqSxSeFaQqT/tsPiTYhubHZJFFHAqkpE5NgDVGQ1c19ancqDRRV9MpUNSvq15Soa1OqrKmv0qJWTauOj8nF/bXSLyGVFire9soz8+ZEIkZEZl8XLJQelUHu49anlFYficrPTGZmgCRNAVlclt1MX2y36YrtvuPuacUtql9Utqh9vdmcjXaC9nEFYR3EuWh3Ue7MzgHeY6lY1YRwLsochLsId+Qu0VPF9lR1sdJhlMcSl2My4GZbiSoTqnoY6bHKY6rPc4mcohr4tOhpwNeCr4F/K8li8dPCr4VfE54WfpvEGIJb1kQKvhU9S/xW+N5uvWP7tQyHEft4QDJMeKrCLwqKWKZE7OMByTDBVa3fkj7LefqbPNIXGkImr5UcG70sctz3tA6CSQTPSHabwVLbwhABvSZ+mvw06XNivw0vUocSAb8Gfpj8MuhXc53I3LXuW+tus2y262a72IeoXSWy55nmWWk2m2azySyTSk58FUXNV5CXoSx8SU6hd4xgk1dLjo5eGjnWE9ANYBaTRAup8N4yGJKEXKUgRQkClAgAnHL3AZ3tct+u9q1l21j3LZKT0aBZsDZBFvSYBJJOjx/+tfavPCeWG1w7j15OfXth7e01g6P625z0cvbYK5ZY9W+MoZdW4tTLobC9YLtafZqvSV/Tmnuxuif+mug/EDj8TRUR/k2YvcvK4BITfaMvGH14Fuhv4Iv0ysav+tv10TtLv6i/sS/SO3u/qK/JLz1TB2h8hn/rG17vve9IUdr+em3p7Q6g9TIC6PBv2terggwCvf7ZBHrdPtnuntuM3Lle6nSXHkvgb1+aYG7x6vlSI5NuQmorUqsPP+N/rnOnyxB0nPjhamoTUrsOv8PCojEssLhljNsHVhxw9eB+A+wdvNyASwc2G2Dj4FoDrhvYacBdgwsNuGjgNgNsGVhlgBUDewzYr7hEgmWEDXqwGbC+gLWKuyPYQVicx4WArQXcclgZAyvEfWHYAy5L4kJwUyCyckf/bC2oMKDt1G1bXM0rR5B1L+xYLAW8/41cN19HIBYou5A2k9CLkMfV9hZYWHegFfC+64j7K3ZdvtVi8+D0r22ZbOeSXFMXxjbb6W2da69aqNCefbcToCU/6m2YImM8jVuPphF6vt0+2JOeqMRfAIutpYfbrulbtPFtWdorruZ+A7FcmjZrRGuV0J3Wb6HB2yZZqzSNPUpyiTVvMAjWR9Ddmc/ipL+1slcWWvsiYllmuikprqmgOwq/BZG/HWNdjWz3UuRSwnQjJK7DQO5CfosobwvBtgJq97+k5XfaHAlrE8TO8S/c3WTBlfmqSVX23AJlSYdaGxYDtJ7YWTM7ZSsCW1zozmKWcdw4YqId1E2opnkHwOuK3gUWjSq+2w9tKTtWb55Q0OwNvJz0LrW8mejZOGk2uVkHeTmhvYvweIJ2UaD9pGeLpQlFz4rJQ8rtfuJ1xfcyoLGld9Px6kK7ZniEOYMdCF/Ij9v7sgr/9+u22EenZ5wdj4uIJx3HX6ZsO9RH6PS845DWwkOU0LZjl8KkgxbWrEuOm5mnnG4WvOlfbOKyTmUTjRO7jrrJ7Cc9xTyntb0UJjS23Ka4rqxy0zqnhD2ri/0ELP/BxCrzbQQRdiJoDPnwJb5wcUOpuM0abn2yqhnm23cua2abv+++D2ZrxDLVBeyw5mbnXcCZx3vN9k+u+NrVn5jzNXs/uetrln5y4Nds/ISlX7vuE5O/dtcnt3/toh8jwM6WHTsA2hUhDwK9+y6XAZplE+PAzmaPlWB3redQcE28O/RvPDQa8s3wpa5NhbU6fSFsruuTYI1OrX/NdG3oq9XpZa+5rp/yanR6tWuu6zNdrU7tcs10bYir1anLW3Ndm9pqdHpba65rM1qtTu9mzXT9JlarU9tXM11ftGp1asJqruvLVa1OHayatG4Ft5Zg2yJW6rzdFmrhOqyskVuEHcA7t9jm77PBXJJhU259+1n3RupgV8/ClJClldXO8yxLxhCEhDaVX05EVWsuyG9H3pYXb3FqxXjVDNHSvm61m6LcQZiSv6Fazw15GqToGP4dRn7Nm+m2R4yrITQABjDP7W1irdiscP2gNNJTUiw6oirmE71caTikm8gn43UteJJlJ9J4sgAQ89/yzz0x+Z3YWTEsbqbxcM16yImj/uA4zf2UhUudvw+HAOEEIhyjCzMcmLUYwymDHOarII/mgZNG20+sMs3K4wf1QprP8m/Wj699FWmNmSiGI39xBZMJuFPCaRjU/uNJaUWgjnDRK9rY05aYQPKo5VxkIuZMxBYT8bK9ZzdhWTYXvZhFWuNsCZ1XAlra42zsqYa4oYp1YGHOPDkmnGhXof2LapO1aTBBjSGdGQkMkG2yWrO6HlMYXfXzh4dnU0lrAzmov2tpmkrGTs4jRmblxwYVZJ/SBnNG2OwqHmk+ci4auQZroV1TNBmzTpsSbqB6H+CfyZaNI/zpO78JJtMI6aVT4MXD3LYOAq+NfZJbE2c53h4fBbsYsLoeRxhc+IkkgkE75bWxnAPfHcvSTTjRwsrBartuNnMxfgQEJyHzz06yjxU6L2Jz7GUtvNNofxX9PoAtLPTxLISBtTGL+0jwDZkZTObo1g4APmZqmPPZznO4brXKCf4syLFv8A3ma0oat7XXSRO866bCIoUuW1hYrgjn9zFhvr0sgc08roG3g5YF12wtufqz3YuLB8t7Q5owwg6maeJNxd326c0OJ8+1blllC73ILJbJx+DVsWPqlfl2ahk/eJk1D6MwppnpDbm5rs/INTq1JDfT9TG5tnTzWZuUaWRqW2Zmvbak5+Xm1WpBemRmpn7RdasVp7ItQSNQ3H/qlw9DOl+9NiFGpIHLd2GVeFvsWjUK9+y3dglh1+qHPw3L3bQYekrm25Or+/MZ2ccr4TbFVkLMSn3McJNpugMzWkA6t0ei1TcanIlpI2xEXpl8122AXUhrUQVu6UHm4hTPjlalegxt+sTzt7dYDxE7VLbX4UNQ+++gS4NnOxQECwzvCAS1oqGMAKmPiivByMFYERPzbNf5xGDYjJrCbZAZpAEIOGMRk8KKES8yRBGTHSCDjDOMMOPMCTDFQAeGGEHOmS7KGMRYB2nucpDmagdobHeA5koG0pyDGEMYcwJijhDFjheT3McAjykP8hzZAM9BDPKc1EAeqxrBFAWBKWNbgzjqKwRFXsO4n0KPHl5X/BgBx07Y9ZCCkgWGYhZXm8lEzKlE4m8hseCb27bdOuTbpJBRe4eHb2x42WBwP4GEOwYki7MRGMzjFPgj2EwW3Y61USZMsVr8fGU8Z7vwe+b6Fi4Yy23cYZ0c7qeMc47XjCUPm0aHNc/GuvDw6xOU7wbOpx1hVHHfiPcuxVOSpdDE4d+oM9si63PoiPYixW5M0kI8XLqeFo8onvs9gRZDNF7D5djBdi7wOrY7nKs/x72XxtLTsdF0rjM4dp0ciy7NLadjhevY9xjLBubmvbn2OXcuxsKFufVhrjyM3eBYlJ012OEPOeeoHxz3uU7RzYrpLBCPudlxVxwaPOs2MWXQOdI+1SGzTodCvfPSeJl+iB44Nia8zTJ9dC/3MeZ+v6xfg3sZhXP22U4guz6pYMKJTdQR2janzP0ZPmqEdT/l2rJobJZQDlkgG0J+eiJMGYJZ+0zd3NAkrROr/MYlg8zq2T6oHfiUttqIStl8yLpjPSn+qFhz9914cQPBWU8j+RvFDGQOW2sIq/AJePXjVzBnF+/QByfPpaHy8XkHEUTnW2k/13Jq8QJFb1dHuyhQnG+l/dyXPWFR0BvPaRximOr6cLnXvLhFl6/eJN7BbPIWy1fMfPQstAZTTnZfdhO0HBQTlCb6ysTdgUvOCusKKGzNPCnlg1dQtOXhbR5oe9Yol/Yeiav1UjvrsgM+Kfyq63P8id2k7Ra2iS82tfG8Bk/P5meGgDtoHlWfGrO5WcwTfjRfXK1jfjgdq/U/4cxSZAwNRmtKp2AsR4TPN7e+fLiQa9QJso++nZis9FYke3CWlrjNWadkX56lJX5/1iFZE7SUxA3ROiV7jpaW+Iu0DskepVEOCe/YHXyR+U2xNB5J3GXqXAvU0I6zzolVg+6R/KnOm1V8Hu/u/DeEOmuIun86fIKaPZ0+uscvc74unzWejZ8Jrkygt22nJ1OH0Mp2CkABo/8mvtsF7A4pl957tpvdMfFXK/dV3kKzYLBiEp1Taex6xO/WkCK3QTr72yrsPrulibcWxrE0SogZcrCSFJ+m5I99CyFAjbeYRfz4QTM34WClZzbR8nXzHLAGkkxFHKzuuNdlHoamu9tpvHIzMQ9WaNcSRMsSWidHFOacTeGQpTde6ewk2g1rMvyilehuuRraW2Gijies/QoZpGbFWrCQLDsrxbQ70kjY/WqBsV/WFIbtJutmzZOt/ITV+dIXaKeWmVZgRDpEpyTKc02y+exIlOumJHlOSYbToGQ4z00m56HJcNqgLOdVynDenSynbcrmvHeJj+GRzodQZt6dtznW284vbzUsN61n1N4iYsQke52WsBOhwXkMv3bz2YHWpM0UxHDZYbwAArxpZgpwvkMCfDaKtDHB3U8jPXIKKmpr38opzZJQc6/BSUw2ROcsNsuJQNiViCXRSzcg5yz2OAAj0yCauQZmRz+xRuWG7OA8VAqwYiJ0Q8Nmoost2itNo6D+pzoO2d41EL/4dsyS1Wbg8B2nqw3CJSZt2K4neqYo+t2ohM+J35DbGy1jD9tIWmspB2lajeCIrHZ+OuMuvllN1Xy1ohURiF6WYuG/E/vtFqMO302Ddx6dC29pv72RWtZYjotVzltE1Q129MLq3wF42EWviD7veJAmvwx9Tb3RBwCQICheqh+f19Fb8BASPJQJnIf1X1XU4C9D/vAHaNbwU+G8ZW5gihpL981EeJqLzOxTH60p6ZvKl26GHBzz0KT7zpppd9I8x29aojnx8APiyNL261gOzz8hFdkVPxNFJFOcUCcr/i9F8cYop3bkFAWCoGtyq1lUPMsBtWSLNxy1K60YsSeZSLcguaQvyTwe9PjI9VuSJPViUz11cRnlmxJg/EBX91e9CdHuGlhdfnSskdUz44CP0qt34BKTtbHNVSY2Cwx83SoFE1+N4a02ow7fEYM3Cl27mQLLV1OgDE0azfGi7MIxoQ/d57gpWc2saDauoVYYF95RiPnZnzVXDPo1VAwjwvMJMT/7W5tF9E/FeoWmJ3uZxRONzy0aI7FJDF6FmwovUpNd4JCggKM0Xqsfn9fRW/AQssBdClnqnqzT6+TztSmP1ZPa3gf6+TvBMT5t/OtNyRmFyq2GhDGlimWm5KRSxQ5DYlip8t6pOdTQWKagmFdO7po4D8fPlabkfJmicc4N9Tou/cP35QK2k/tQzPWjDYvSODXwFVTyQpDGKUGz9SXP2pOna/K7zFV8Q5OAbBBcdhUHM+1+GuZk1+sCNbyhxSKsfpUFvE5jp4uJZCitFhgqOp9CNMJI5VF3JSbE3GkBmgBF632GEucd73YRgeV0GX/j4xhVSNvxUm8SS2Mxm5wyLDocYeXzt5nWg5p3nlwUqEgPGRPdyhm4mpys102PYSsO+Z2CtSAlhxxMJ/dXUcSIlz0YorPaUgyZ99RkEG/+LbOE8IK2+NGys2RFRzmwVaOz5bw2Cw6Nf9fykigbysEmgu0JSquyUxmyj9LW3yo7qz6znqXMGIRvZfQx77BlmDbpMbwD14a9hPYi0VCGYplAmBfQrsnpBRjyOBkwreSrzZ/beKxI4kMhq6VWxWVDk2HZgbwaEvP52snc04YffJxDueLTomZbPuMEhdmLMcxHO0KdLqauHq8xScsn1+gk10UV7CARrSyT8olze3+1DV7d7/TndyqX2YvM7Tlcs5hOyjHHmnlNZGOxZQm7LHBN8HMZfYQNZH9Wwu3R1wI0PYjYJ/Z+rsBQjz7LINaP/t5FbseETUBW0zB5WcIwI8SAzmka6zA3Jycz7GXIjWQZBs6aTPluMhlbY/8OYxeIMKTVKSyIkRFPBkNmI9EoEmAmSMP6T94kteXicN5Js07m+Y/EJf/TaWwtYJYQ6G8n0JKMp8TsFDEMXe/oMUC/PcLkdx7OS+4rHgsD2Qh9W/pGXEvvriY53gAX2ocFhpkXmHZhgEd0uy3GEQWzMAfDxWyLYSHZhZncid0W4B3dLIxx2Gi3JbnPYsxhBOuxCldqBXO8GRnIUWzJq4myDCSPjufUQRS6BSZZR05TyTXVMVRgLkcRxwKnwHZrI5yBFsVwYxamGsBy+7B/gwzE1SbMwhyMP9iRUcxkmxc8bMGcedHcF+ZP2JY1eu89E45BHNYDiz0GmVt1lFWtMtpSdh/9rrOTHWvKanunk3rWWWc/61hmn5XVor03HF14HLbAYh97aKHFHvvQY48ttNjGlmDY++BmC7jiAVN9xoVvAswyZ9xmAze/T5z9dsP8NtA2GH875+WmiKaHjha5Sdv7jD2zDmuOo7W0+c7L0Vo8C9Nkhc62jBbcsmde2Lm6I2MayK6NFcruDkQLOQeGWE1cmBMjEYxMywmCeZkch7P/yEjbeQExzPOyMDZSaivSszt8lIULM+sNm8cdxubF4nh8YQa3kLYtBgstcOf6eVEc774wADu6bYvBZrJ5GdwxH2lcID/FEIaDI+w7o/cjn76Zl/aWM4H97vcExdpm9d4QW7eTnOmYHjH5rp5M27KPUN+Nc6t9iOUjMPIk2rdlYMHk6QDc12NPDEZS7sbgrIkZAepyOiDHhYQREavFcCDXx8J5t3nJ3v8zH3be+j2ZSWZkiuwYu/ZbD2Mzkm050644WQbtM3s3DMM8dgUjMPjmtM3LYMH4dEAzQVbvSWuFfkbmR0JGA+r2dJjndMEkSKLkn8WX9NbAaYbIP7eaG90hu3G6OHlX/NzJ6MIdsnNdvi1RR2TendlC7hyEAWJoy+5y8zExWXBfLQ/9ak2v+orzVV4NmVF9mnZFWm5B0Ffqw6aKnYdkGpszh/m36bFw6Y6MAT9UBKYmx7AXx2hOAMNEj3zV4HRHrjHe5mhnXoevgSGf75YtCD05hxOkcMjebJEs+XKB2Kwm4lFwnbAdsqbx4BAJHK/nsFKY89dmz8nzaYeG6uICKFyaGkq6cxPhGZXjc6UEIHoltBEeB/I8zYmwn2uQ07A1YIE+NQuoG3eOhe17KTBXAw/ooJ1uJs4vct7IgJ5Ll2BKNl1EaM521R9OjQrMeu1z5CpmTZogTczbcEYZU9N7NlaKvuY1fdfFs65mtx+WxvT4i94g49gQux+bA41wl55wSaBVVk1+Ysu/QC9axuUSXI6L2D3B3w3dxfNNX5P1xgknddFmemlWA3A9BIms6SUezWvQCrJY63toTWAsz44BZXAdlO1StNtAiAbTZ/zrfOI376Cv+v+eYogbrpCsXK+t6x2jv/7YKneJMqsOR3LDFhOyZhkFq8ryOEX7eJup+4M0PM/9wFJbkMmyt7a+ZamaZO0TZqc7/y8zSTZSybak64YfWRWdewinwd6d1pfkNXLw8jtZWAIe8c+hVqHdD+dbZVocLu6HJUNd/Fq4/VGz42MllE08/MUdFl5pJ7t4OXLA905aSdXC6tsoONkS4EL0H/CJHd3Dj4rsjdfi1xyWpoioOAGm45wK6doKLVaXcbjwdAsXwHZxwJDre3GztEx2r2xEyNG+YxljZnbeDI9Wb5QIP/AoYiGAzHjnKrGbgidNMrmHfiB6eOGF2HoRIz8qRrrbGWhkNgf1yu26K5l4Z4Rj6papI5k7ICZ/dhS/g9uG7wu3HEfv+RaSMBc0h5f8IRVxvqpF0WNb5NS2hC9gjjjYOoHM1UCXHQzG1gfMt6GAV4uBSOdksYasbPAuxWO7c9GOONmJTQq02x5sXmb1VLG5RnH8NmB9z9TMP0J6Ate+hNmHKq1ScmM1HISOtxGzaQcEu08Vakwn5u1HWx51frZzMp9W254FH2dFe1toG76eH9v1ZAhv71DluMbOK/fpNg2CXGu2iHNm9tqdLppLDHESE3wcnGaVaXssVrcprFUYQ9wefvK2A4AFtsDAzH5yWO+kd4YtHOaS0XgteBC32QG3h+2KyQcOLh+3sFWxM6NmN0s+NPgspzSOntkdVvP3XHYgbXwMciqowYVaVZB27A+zEMpGpTG8cL9Tj4a/JjvWKO28je2iizjh95DsNXzOBeRu1z7yX/6Asp3U2i3kmrPwd0hzc+C06uyoz3YG1AreBSSeZ4NrXGGSXbG5At8bQYYNB7NAcCq2wW3BtYvd6mhNbbPJfAgZrdZZXU4r1rIWafnWta6FaY0pbxmeY4NdUb0XuW5DCLddIdeBH83afXl4zPk3Ln2jXtnhneRxmtO6JW1pqbkRumD6thiQjUj78JR1afC3VwTdrslePYotcNWHEzR3uGrbv96TXrdC45xNLs8IDinxtEEumM0I3MMHwmQXS6X8fWhWlplFK/4UM+m+LgF70SNstOmcN1ZnmjCl4F52gNsfYLSxln6usaH3eCq183Bl5bsc4gjHM4OgcOzui4CazS/7ivZrahE327dAYkFLqSBoH7Sw6itVp795aXSu8xh0YKzbGAYRG3oD7qf2xJn0urGfqhqVq/fAMR3F+zToJeCGgLy2zF4yis9H2ehN+uNdT1lqBZy5TW46qaYzyewyYkzsiTli+UJkf8UDA/oyqStOJyAmjG/RHby/FTkm9/kQXOIJHHTS3gV8BfKFHbcPRfw+/Fy2zjnckPe1u3DHzOq1w4F71nJpvm1ZX+HNdS84t8aeRjtiMfa5O94sEBf4c/uwv/XmFvdoQ0Z/ymI7UnRbO1Ov2LV7AWxpe7ZC9cb73+ZeuH3ZIufoZ6dps/bdmsIyX90/EMzXWC+rpaHLvbaKZ++RtGULMEEAMRjZVDKCH+8IIzk99r8tD5C4wtIjd4trY72cItZ43xxciGWbXcvPu4I+UjMY34ytOAvs+VyTGtxRJNcsj2TQnZ24zUZ7jb63DBNILcVrVGCKYXcQTEDpi10t2Fax0JdVsbHr4vW/pr92VrYkmvJ05GFrB8bEqjviUZnmlk/SiF3BrqTtBP/+x7CpxwrEvRizO/+cQ2BS3hZ0LUxpMZZFN1sYXTAL8LsL3c6Dgmv9FB95OG0rH+Yg0x3UhRR0Q+zt4LyAr8VcI9xN0yiYPnG2FoTNfHb0Lf7tBeRdw4zsoAXIVO72wz6vaqepElEsj9vMjU5WO97ep+i1bolLyXIuQw0NX7HQjsx9TYwRI7Brnq1FmyGzFlAn2H1L+Jjchhlhv0nOm43ThD2LBBsEjy0F8BPUL68UPTYzm/fzOe2n8zLWyBseWcbZE/PjS6jrJtNBHpj5ae1vPY+0dHUmcjKS9078/rAPaHkj7BPdLoM52R2xovnSyzRh8Wiv8LbQjd05A+c5CBt3K9AeWT8OjTZAWIbgs99jsQzLgTgLts0ktzcTbBqb9ctv6k3UpzMpe/zYHPNdlEeYPYJnmYb6pX+KpuHs3/BOfY0cX4dy0XGoFZZs5cudhW7qGofxTFC9y4J6cyD7+sWS0bcriCvMwQhdOh8Gf8OR4/cXdiHzfOMfo3ChOSNjyvYHjBOQsAgiatYosGlX8AmXXBLO2foq4l7f8tY+LyLTZPotcPWVz7InA8kjb/wYONEcnvlRpMIsKK89X7B6ERu47yNbUE3fReXGFrG3/Nhf5FOXl+6gsMqG+9QZoh9FWgZbSMzBmMyrm/S6YMdqF2lsW0SeCGlx/K4DYxkFWfHMHCi2uv/47vPR5ZVtpy5tbeR+O5WlrxpYX9izIXyza6U9n7M5nGgvotjvE2AFkf1lrYPLj+Db7BLbocSvfaG1qQfIPbLkDsNnlF7D8eO3tzVYk59Twi3mrIjqDLvZsHTBA/6jgRTMSwqtCcnXlO96kVFRyTCF/fCauU2UqNVB9Hefj06hbLuOtLVd5HYqS98IWF9YZ8BXmteHdKT6hWGghB5uCbXrrxUrTug0EQPz1gy4+zTmEEK3S/gGNAi8H06p2ooyGMCa7B/PBdemynLjv6K5WhhzDILS+OFDkLGjnU4fjakOc2/FEH6t5Oo9RLQmd3sXr+HNcYy+oGX2BjpKU/XcwWFK8ULKBhDgavMREMjXpHzXOQ/fXaJvF2pgHMdur7lJcNw8iOEHXMbWuVquCjpy5YfuQ/ab1Rsu/zJ9txnlflm+fA0Dbw/B7OD5EXdlC2v6grZjhOQs/h9wt9+CtSAU2uL/mR4AxxdEfEYmfRwYkeDh9F/aj70UYY3T6GLzLqee7Yno07niNPdLgp1Yy24uMu6y3qVNw+qS7yHfT0xOBfyf1U1Ys7JqlpEpX5q8Xr0SlngNPp4HBRFn9/lnngpwRly5c8VIEDS/z34Rvuj+Hq6wEf5/1Vg+21yS8AlUAAAAAAAAAAAAAAAAAAAA";if(modelContents!=="<!-- SC_MODEL_DATA"+" -->"){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDwUIUtils.viewFile("Global-Lydia-v4.8",null,ioViewerOpts,iContainerElemID,Utils.getUint8Array(modelContents))}}var c_eDrawingsUI=new eDwUI_1.eDwUI;var c_server=location.origin+location.pathname.slice(0,location.pathname.lastIndexOf("/")+1)}));define("eDrawingsWebViewerUtils",["require","exports","eDwEventMgr","eDwServiceMgr","eDwResultError","eDwAJAXError","eDwUIPluginMgr","eDwTypes","eDwEvents","eDwUIUtils","utils"],(function(require,exports,eDwEventMgr,eDwServiceMgr,eDwResultError,eDwAJAXError,eDwUIPluginMgr,eDwTypes_1,eDwEvents_1,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.removeModelStreamCache=exports.shutdownViewer=exports.startViewer=exports.getViewerVersion=void 0;function getViewerVersion(){return"30.5.0.0019"}exports.getViewerVersion=getViewerVersion;function startViewer(iServerURL,iCanvasID,iViewerOpts,iInit,iOnError){var _this=this;l_ModelLoadEvents=function(iState){var viewerCanvasID="#"+iCanvasID;if(iState==="init"){var viewerJQ=$(viewerCanvasID);viewerJQ.on("edw:ModelLoaded",(function(iEvent,iViewer){var viewHC=iViewer.getHCView();viewHC.setPointSize(0,eDwTypes_1.HC.PointSizeUnit.ScreenPixels);viewHC.setHardEdgesEnabled(false);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_1;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);return[4,l_processProductStructure(iViewer,iServerURL)];case 1:_a.sent();return[3,3];case 2:iExcp_1=_a.sent();l_displayError(iExcp_1,iOnError);return[3,3];case 3:return[2]}}))}))})()}));viewerJQ.on("edw:ModelLoadFailed",(function(iEvent,iViewer,iModelName,iReason){if(iOnError){iOnError({ErrorCode:"ModelLoadInViewerFailed",ErrorData:[iReason,iModelName]})}}))}else{var viewerJQ=$(viewerCanvasID);viewerJQ.off("edw:ModelLoaded");viewerJQ.off("edw:ModelLoadFailed")}};var viewerFeatOpts={};$.extend(viewerFeatOpts,c_featOps);if(iViewerOpts){$.extend(viewerFeatOpts,iViewerOpts)}else{eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts)}if(viewerFeatOpts.Debug){if(!console.debugLogCategories||console.debugLogCategories.length===0){console.debugLogCategories=[];console.debugLogCategories.push("*")}}eDwServiceMgr.create(iServerURL);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_2;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);l_ModelLoadEvents("init");return[4,l_init(iCanvasID,viewerFeatOpts,iInit)];case 1:_a.sent();return[3,3];case 2:iExcp_2=_a.sent();l_displayError(iExcp_2,iOnError);return[3,3];case 3:return[2]}}))}))})()}exports.startViewer=startViewer;function shutdownViewer(iViewer){l_ModelLoadEvents("shutdown");iViewer.unregister()}exports.shutdownViewer=shutdownViewer;function removeModelStreamCache(iViewer,iServer){return __awaiter(this,void 0,void 0,(function(){var modelKey,serviceMgr,iExcp_3;return __generator(this,(function(_a){switch(_a.label){case 0:modelKey=iViewer.getCurrModelKey();if(!modelKey||!iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone){return[2]}console.debugLog("ModelLoad","Attempting to remove cached model: "+modelKey);serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,serviceMgr.removeNamedCache(modelKey,iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone)];case 2:_a.sent();console.debugLog("ModelLoad","Removed cached model: "+modelKey);return[3,4];case 3:iExcp_3=_a.sent();console.debugLog("ModelLoad","Failed to remove cached model: "+modelKey);console.debugLog("ModelLoad",iExcp_3.message);throw iExcp_3;case 4:return[2]}}))}))}exports.removeModelStreamCache=removeModelStreamCache;function l_init(iContainerElemID,ioViewerOpts,iInit){return __awaiter(this,void 0,void 0,(function(){var serviceMgr;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();serviceMgr.disableAdvancedServices(utils.getExtension(ioViewerOpts.URL)==="scs");(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginFiles,_i,pluginFiles_1,pluginFile,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,serviceMgr.getPluginFiles()];case 1:pluginFiles=_a.sent();_i=0,pluginFiles_1=pluginFiles;_a.label=2;case 2:if(!(_i<pluginFiles_1.length))return[3,5];pluginFile=pluginFiles_1[_i];if(!pluginFile.match(/.*EarlyLoad.*Plugin.*\.js/i))return[3,4];return[4,serviceMgr.importPlugin(pluginFile)];case 3:pluginClassName=_a.sent();eDwUIPluginMgr.get().loadPlugins([pluginClassName],null,ioViewerOpts);_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))})();if(iInit)iInit(ioViewerOpts,iContainerElemID);if(!ioViewerOpts.URL)return[3,2];return[4,l_processInputURL(iContainerElemID,ioViewerOpts)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}function l_processProductStructure(iViewer,iServerURL){return __awaiter(this,void 0,void 0,(function(){var model,modelHC,rootId,onDone,iException_1,msg,_i,_a,msg_1;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:model=iViewer.getModel();modelHC=model.getHCModel();_b.label=1;case 1:_b.trys.push([1,4,,5]);rootId=modelHC.getAbsoluteRootNode();modelHC._getModelStructure().resetPmiColor(rootId);eDwUIUtils.createUIGenerators(iViewer);return[4,model.initModelData()];case 2:_b.sent();onDone=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){removeModelStreamCache(iViewer,iServerURL);return[2]}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents_1.DoneEvent,onDone);return[4,iViewer.processProductStructure()];case 3:_b.sent();return[3,5];case 4:iException_1=_b.sent();msg=iException_1.message?iException_1.message:"No product structure XML?";console.debugLog("ModelLoad",msg);if(iException_1 instanceof eDwResultError){for(_i=0,_a=iException_1.Result.ErrorData;_i<_a.length;_i++){msg_1=_a[_i];console.debugLog("ModelLoad",msg_1)}if(iException_1.Result.ErrorCode==="NoNodeWithName"){iException_1.Result.ErrorCode="IncompleteFileProcessing"}throw iException_1}else if(!(iException_1 instanceof TypeError)){throw new eDwAJAXError(msg,"AJAXFailure")}return[3,5];case 5:return[2]}}))}))}function l_processInputURL(iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var ext,pos2,fileName;return __generator(this,(function(_a){switch(_a.label){case 0:ext=utils.getExtension(ioParams.URL);if(!ext)throw new Error("The file has no extension");if(!(ext==="scs"))return[3,2];pos2=ioParams.URL.lastIndexOf("/");fileName=ioParams.URL.substring(pos2+1);fileName=fileName.slice(0,-(ext.length+1));return[4,l_viewSCSFile(fileName,iContainerElemID,ioParams)];case 1:_a.sent();return[3,6];case 2:if(!(ioParams.URL.indexOf("http")===0))return[3,4];return[4,l_convert(iContainerElemID,ioParams)];case 3:_a.sent();return[3,6];case 4:return[4,eDwUIUtils.viewFile(ioParams.URL,ioParams.URL,ioParams,iContainerElemID)];case 5:_a.sent();_a.label=6;case 6:return[2]}}))}))}function l_viewSCSFile(iFileName,iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var modelContents,_a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=Uint8Array.bind;return[4,eDwServiceMgr.get().getFileFromServer(ioParams.URL,true)];case 1:modelContents=new(_a.apply(Uint8Array,[void 0,_b.sent()]));return[4,eDwUIUtils.viewFile(iFileName,null,ioParams,iContainerElemID,modelContents)];case 2:_b.sent();return[2]}}))}))}function l_convert(iContainerID,ioParams){return __awaiter(this,void 0,void 0,(function(){var serviceMgr,result,viewer,iExcp_4;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,6,,7]);return[4,serviceMgr.convert(ioParams)];case 2:result=_a.sent();if(result.ErrorCode!=="Success"){throw new eDwResultError(result)}return[4,eDwUIUtils.viewFile(result.FileName,result.ModelCacheName,ioParams,iContainerID)];case 3:viewer=_a.sent();if(!viewer)return[3,5];return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.LicenseKeyEvent,viewer,result.LicenseKey)];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_4=_a.sent();if(iExcp_4 instanceof eDwResultError)throw iExcp_4;console.debugLog("ModelLoad","Model loading failed: "+iExcp_4.message);throw new eDwAJAXError(iExcp_4.message,"AJAXFailure");case 7:return[2]}}))}))}function l_displayError(iExcp,iOnError){if(iOnError){iOnError(eDwUIUtils.makeResult(iExcp))}}var c_featOps={URL:"",ValidateClientIP:false,RenderType:"ShadedWithEdges",Debug:false,DeleteModelCacheFileWhenDone:true,StreamAlwaysConnected:false,WebSocketEndpoint:""};var l_ModelLoadEvents}));define("eDwAJAXError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwAJAXError=function(_super){__extends(eDwAJAXError,_super);function eDwAJAXError(iMsg,iErrorCode){var _this=_super.call(this,"AJAX Error",iMsg)||this;_this.ErrorCode=iErrorCode;return _this}return eDwAJAXError}(eDwBaseError);return eDwAJAXError}));define("eDwAmbientOcclusionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwAmbientOcclusionCmd=function(_super){__extends(eDwAmbientOcclusionCmd,_super);function eDwAmbientOcclusionCmd(iViewer,iActivate){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=!iActivate;_this.mFinallyActive=iActivate;return _this}eDwAmbientOcclusionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mInitiallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwAmbientOcclusionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwAmbientOcclusionCmd}(eDwSupportsHistoryCmd);return eDwAmbientOcclusionCmd}));define("eDwAnimateCmd",["require","exports","eDwCmd"],(function(require,exports,eDwCmd){"use strict";var eDwAnimateCmd=function(_super){__extends(eDwAnimateCmd,_super);function eDwAnimateCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mExclusive=false;return _this}eDwAnimateCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!this.mViewer.getModel().isDrawing()){viewMgr=this.mViewer.ViewMgr;if(viewMgr.isActive()){viewMgr.stop()}else{viewMgr.start()}}return[2]}}))}))};eDwAnimateCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();viewMgr=this.mViewer.ViewMgr;viewMgr.stop();return[2]}}))}))};return eDwAnimateCmd}(eDwCmd);return eDwAnimateCmd}));define("eDwBaseError",["require","exports"],(function(require,exports){"use strict";var eDwBaseError=function(_super){__extends(eDwBaseError,_super);function eDwBaseError(iName,iMessage){var _newTarget=this.constructor;var _this=this;var trueProto=_newTarget.prototype;_this=_super.call(this,iMessage)||this;Object.setPrototypeOf(_this,trueProto);_this.name=iName?iName:"eDwBaseError";return _this}return eDwBaseError}(Error);return eDwBaseError}));define("eDwBaseMarkupItem",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_2){"use strict";var eDwBaseMarkupItem=function(_super){__extends(eDwBaseMarkupItem,_super);function eDwBaseMarkupItem(){var _this=_super.call(this)||this;_this.mPosHC=new eDwTypes_2.HC.Point2(0,0);return _this}eDwBaseMarkupItem.prototype.getClassName=function(){return"eDwBaseMarkupItem"};Object.defineProperty(eDwBaseMarkupItem.prototype,"Position",{get:function(){return this.mPosHC},set:function(iPosHC){this.mPosHC=iPosHC},enumerable:false,configurable:true});return eDwBaseMarkupItem}(eDwTypes_2.HC.Markup.MarkupItem);return eDwBaseMarkupItem}));define("eDwBaseSelOperator",["require","exports","eDwOperatorBaseDeps","eDwGeomUtils"],(function(require,exports,eDwOperatorBaseDeps_1,eDwGeomUtils){"use strict";var eDwBaseSelOperator=function(_super){__extends(eDwBaseSelOperator,_super);function eDwBaseSelOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer)||this;_this.mSelMgr=iSelMgr;_this.mPrevHighlightStates={};return _this}eDwBaseSelOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.popHighlightSelectionState("NODE");this.popHighlightSelectionState("FACE");this.popHighlightSelectionState("EDGE");this.popHighlightSelectionState("VERTEX");this.popNodeSelectionColor();this.popNodeSelectionOutlineColor();this.popNodeSelectionHighlightMode();this.popElementSelectionColor();this.popElementSelectionOutlineColor();this.popElementSelectionHighlightMode();return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionStart(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionEnd(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionStart(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionEnd(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.pushHighlightSelectionState=function(iSelType,iNewState){return this.mPrevHighlightStates[iSelType]=this.mSelMgr.setHighlightSelection(iSelType,iNewState)};eDwBaseSelOperator.prototype.pushNodeSelectionColor=function(iColor){return this.mPrevNodeColor=this.mSelMgr.setNodeSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionOutlineColor=function(iColor){return this.mPrevNodeOutlineColor=this.mSelMgr.setNodeSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevNodeHighlightMode=this.mSelMgr.setNodeSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.pushElementSelectionColor=function(iColor){return this.mPrevElementColor=this.mSelMgr.setElementSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionOutlineColor=function(iColor){return this.mPrevElementOutlineColor=this.mSelMgr.setElementSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevElementHighlightMode=this.mSelMgr.setElementSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.popHighlightSelectionState=function(iSelType){if(this.mPrevHighlightStates&&this.mPrevHighlightStates.hasOwnProperty(iSelType)){this.mSelMgr.setHighlightSelection(iSelType,this.mPrevHighlightStates[iSelType]);delete this.mPrevHighlightStates[iSelType]}};eDwBaseSelOperator.prototype.popNodeSelectionColor=function(){if(this.mPrevNodeColor){this.mSelMgr.setNodeSelectionColor(this.mPrevNodeColor);this.mPrevNodeColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionOutlineColor=function(){if(this.mPrevNodeOutlineColor){this.mSelMgr.setNodeSelectionOutlineColor(this.mPrevNodeOutlineColor);this.mPrevNodeOutlineColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionHighlightMode=function(){if(this.mPrevNodeHighlightMode){this.mSelMgr.setNodeSelectionHighlightMode(this.mPrevNodeHighlightMode);this.mPrevNodeHighlightMode=null}};eDwBaseSelOperator.prototype.popElementSelectionColor=function(){if(this.mPrevElementColor){this.mSelMgr.setElementSelectionColor(this.mPrevElementColor);this.mPrevElementColor=null}};eDwBaseSelOperator.prototype.popElementSelectionOutlineColor=function(){if(this.mPrevElementOutlineColor){this.mSelMgr.setElementSelectionOutlineColor(this.mPrevElementOutlineColor);this.mPrevElementOutlineColor=null}};eDwBaseSelOperator.prototype.popElementSelectionHighlightMode=function(){if(this.mPrevElementHighlightMode){this.mSelMgr.setElementSelectionHighlightMode(this.mPrevElementHighlightMode);this.mPrevElementHighlightMode=null}};eDwBaseSelOperator.prototype.actionStart=function(iPoint){this.mFirstPt=eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView());console.debugLog("BaseSelOp","down screen pt = "+JSON.stringify(iPoint))};eDwBaseSelOperator.prototype.actionEnd=function(iPoint){this.mFirstPt=null;console.debugLog("BaseSelOp","up screen pt = "+JSON.stringify(eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView())))};return eDwBaseSelOperator}(eDwOperatorBaseDeps_1.eDwBaseOperator);return eDwBaseSelOperator}));define("eDwChangeModelViewCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeModelViewCmd=function(_super){__extends(eDwChangeModelViewCmd,_super);function eDwChangeModelViewCmd(iViewer,iModelView){var _this=_super.call(this,iViewer)||this;_this.mInitialModelView=iViewer.getModel().getActiveModelView();_this.mFinalModelView=iModelView;return _this}eDwChangeModelViewCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mInitialModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mFinalModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.activateModelView(this.mFinalModelView);return[2]}}))}))};Object.defineProperty(eDwChangeModelViewCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwChangeModelViewCmd.prototype.activateModelView=function(iModelView){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();return[4,this.mViewer.getModel().activateModelView(iModelView)];case 2:_a.sent();return[2]}}))}))})()};return eDwChangeModelViewCmd}(eDwSupportsHistoryCmd);return eDwChangeModelViewCmd}));define("eDwChangeSectionPlaneCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeSectionPlaneCmd=function(_super){__extends(eDwChangeSectionPlaneCmd,_super);function eDwChangeSectionPlaneCmd(iViewer,iInitialPlane,iFinalPlane){var _this=_super.call(this,iViewer)||this;_this.mInitialPlane=iInitialPlane;_this.mFinalPlane=iFinalPlane;return _this}eDwChangeSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mInitialPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2]}}))}))};eDwChangeSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPlane&&!!this.mFinalPlane};Object.defineProperty(eDwChangeSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwChangeSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwChangeSectionPlaneCmd}));define("eDwCmd",["require","exports","eDwOperationMixin"],(function(require,exports,eDwOperationMixin){"use strict";var eDwCmd=function(_super){__extends(eDwCmd,_super);function eDwCmd(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;return _this}eDwCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.setHierarchyNodeIDsAttribs=function(iNodesWithAttribs){var _this=this;if(!iNodesWithAttribs)return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.getModel().setAttribs(iNodesWithAttribs);return[2]}))}))})()};eDwCmd.prototype.getHierarchyNodesAttribs=function(iExcludeModelViewNode){if(iExcludeModelViewNode===void 0){iExcludeModelViewNode=true}var nodeWithAttrib=[];var modelView=this.mViewer.getModel().getActiveModelView();var hierNodes=modelView.Nodes;for(var hierNodeName in hierNodes){var hierNode=hierNodes[hierNodeName];if(iExcludeModelViewNode&&modelView.Hierarchy===hierNode){continue}var attrib=$.extend(true,{},hierNode.getAttribs());nodeWithAttrib.push({HierNode:hierNode,Attribs:attrib})}return nodeWithAttrib};return eDwCmd}(eDwOperationMixin);return eDwCmd}));define("eDwCommandMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwCommandMgr=function(){function eDwCommandMgr(){this.mActiveCmds=[]}eDwCommandMgr.get=function(){if(!eDwCommandMgr.sCommandMgr){eDwCommandMgr.sCommandMgr=new eDwCommandMgr}return eDwCommandMgr.sCommandMgr};eDwCommandMgr.prototype.add=function(iCmd){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iCmd){console.debugLog("CommandMgr","Command noexistant.  Not added.");return[2]}return[4,this.popCmds(iCmd)];case 1:_a.sent();this.mActiveCmds.push(iCmd);console.debugLog("CommandMgr","Added "+Utils.getObjectTypeName(iCmd)+" as an active command.");return[2]}}))}))};eDwCommandMgr.prototype.remove=function(iCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){var detached;return __generator(this,(function(_a){switch(_a.label){case 0:detached=false;if(!iCmd)return[3,2];detached=this.detach(iCmd);if(!(detached&&iCmdAction))return[3,2];return[4,iCmd[iCmdAction]()];case 1:_a.sent();_a.label=2;case 2:console.debugLog("CommandMgr",(detached?"Removed ":"Not Found ")+Utils.getObjectTypeName(iCmd)+" as an active command. "+(detached&&iCmdAction?" Also, "+iCmdAction+"ed it.":""));return[2,detached]}}))}))};eDwCommandMgr.prototype.run=function(ioCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.add(ioCmd)];case 1:_a.sent();return[4,this.remove(ioCmd,iCmdAction)];case 2:_a.sent();return[2]}}))}))};eDwCommandMgr.prototype.clear=function(){return __awaiter(this,void 0,void 0,(function(){var cmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmd=this.mActiveCmds.pop();_a.label=1;case 1:if(!cmd)return[3,4];return[4,cmd.cancel()];case 2:_a.sent();_a.label=3;case 3:cmd=this.mActiveCmds.pop();return[3,1];case 4:console.debugLog("CommandMgr","All active commands cleared.");return[2]}}))}))};eDwCommandMgr.prototype.popCmds=function(iCmd){return __awaiter(this,void 0,void 0,(function(){var exclusiveCmds,i;return __generator(this,(function(_a){switch(_a.label){case 0:if(iCmd.Aggregable&&(!this.mActiveCmds.length||this.mActiveCmds[this.mActiveCmds.length-1].AllowsAggregation)){return[2]}if(!iCmd.Exclusive)return[3,5];exclusiveCmds=this.mActiveCmds.filter((function(iCmd){return iCmd.Exclusive}));i=exclusiveCmds.length-1;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,exclusiveCmds[i].commit()];case 2:_a.sent();_a.label=3;case 3:--i;return[3,1];case 4:this.mActiveCmds=this.mActiveCmds.filter((function(iCmd){return!iCmd.Exclusive}));_a.label=5;case 5:return[2]}}))}))};eDwCommandMgr.prototype.detach=function(iCmd){var cmdPos=this.mActiveCmds.indexOf(iCmd);if(cmdPos===-1)return false;var removedCmds=this.mActiveCmds.splice(cmdPos,1);return removedCmds.length===1?true:false};return eDwCommandMgr}();return eDwCommandMgr}));define("eDwCompositeCmd",["require","exports","eDwSupportsHistoryCmd","eDwHistoryMgr","eDwCommandMgr","utils"],(function(require,exports,eDwSupportsHistoryCmd,eDwHistoryMgr,eDwCommandMgr,Utils){"use strict";var eDwCompositeCmd=function(_super){__extends(eDwCompositeCmd,_super);function eDwCompositeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mSubCmds=[];eDwHistoryMgr.get().pushStack();return _this}eDwCompositeCmd.prototype.initCmdActionImplementation=function(iHistoryActions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mCmdHistoryActions=iHistoryActions;if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeInit))return[3,2];return[4,this.mCmdHistoryActions.compositeInit(this)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwCompositeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.undo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeUndo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeUndo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.undoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.redo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeRedo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeRedo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.redoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCommit))return[3,3];return[4,this.mCmdHistoryActions.compositeCommit(this)];case 2:_a.sent();_a.label=3;case 3:return[2]}}))}))};eDwCompositeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCancel))return[3,3];return[4,this.mCmdHistoryActions.compositeCancel(this)];case 2:_a.sent();return[3,5];case 3:return[4,this.cancelSubCmds()];case 4:_a.sent();_a.label=5;case 5:this.clearSubCmds();return[2]}}))}))};eDwCompositeCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!(this.InitialState===undefined)&&!(this.FinalState===undefined)};Object.defineProperty(eDwCompositeCmd.prototype,"AllowsAggregation",{get:function(){return true},enumerable:false,configurable:true});eDwCompositeCmd.prototype.undoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,lastCmdIndex,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.undo()];case 2:ret=_a.sent();console.debugLog("History","Undo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i--;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.cancelSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr,lastCmdIndex,i;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,cmdMgr.remove(this.mSubCmds[i],"cancel")];case 2:_a.sent();_a.label=3;case 3:i--;return[3,1];case 4:delete this.InitialState;delete this.FinalState;return[2]}}))}))};eDwCompositeCmd.prototype.redoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,numCmds,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;numCmds=this.mSubCmds.length;i=0;_a.label=1;case 1:if(!(i<numCmds))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.redo()];case 2:ret=_a.sent();console.debugLog("History","Redo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i++;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.clearSubCmds=function(){this.mSubCmds=[]};return eDwCompositeCmd}(eDwSupportsHistoryCmd);return eDwCompositeCmd}));define("eDwConvTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwDrawModeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwDrawModeCmd=function(_super){__extends(eDwDrawModeCmd,_super);function eDwDrawModeCmd(iViewer,iDrawMode){var _this=_super.call(this,iViewer)||this;_this.mInitialDrawMode=iViewer.getDrawMode();_this.mFinalDrawMode=iDrawMode;return _this}eDwDrawModeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mInitialDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mFinalDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setDrawMode(this.mFinalDrawMode);return[2]}}))}))};Object.defineProperty(eDwDrawModeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwDrawModeCmd}(eDwSupportsHistoryCmd);return eDwDrawModeCmd}));define("eDwEventMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwEventMgr=function(){function eDwEventMgr(){this.mEventHandlers=new Map}eDwEventMgr.get=function(){if(!eDwEventMgr.sMgr)eDwEventMgr.sMgr=new eDwEventMgr;return eDwEventMgr.sMgr};eDwEventMgr.prototype.addEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){if(!iEventHandlerFuncName){throw new Error("Eventhandler object has no function name")}this.initHandlersMapForEvent(iEvent);var handlerMap={};handlerMap[iEventHandlerFuncName]=iEventHandlerObj;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.addEventHandlerFunc=function(iEvent,ioEventHandlerFunc){this.initHandlersMapForEvent(iEvent);ioEventHandlerFunc.funcName=ioEventHandlerFunc.name;if(!ioEventHandlerFunc.funcName){var eventTypeName=this.constructor.toString().match(/\w+/g)[1];ioEventHandlerFunc.funcName=eventTypeName+this.mEventHandlers.get(iEvent).length}var handlerMap={};handlerMap[ioEventHandlerFunc.funcName]=ioEventHandlerFunc;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.removeEventHandlerFunc=function(iEvent,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var key in eventHandlerMaps){var handlerMap=eventHandlerMaps[key];if(handlerMap[iEventHandlerFuncName]){eventHandlerMaps.splice(parseInt(key,10),1);++numRemoved}}return numRemoved};eDwEventMgr.prototype.removeEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var _i=0,eventHandlerMaps_1=eventHandlerMaps;_i<eventHandlerMaps_1.length;_i++){var handlerMap=eventHandlerMaps_1[_i];var handlerObj=handlerMap[iEventHandlerFuncName];if(handlerObj===iEventHandlerObj){var index=eventHandlerMaps.indexOf(handlerMap);if(index>-1){eventHandlerMaps.splice(index,1);++numRemoved}}}return numRemoved};eDwEventMgr.prototype.removeAllEventHandlers=function(){this.mEventHandlers.clear()};eDwEventMgr.prototype.removeEventHandlers=function(iEvent){this.mEventHandlers.delete(iEvent)};eDwEventMgr.prototype.fireEvent=function(iEvent){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}return __awaiter(this,void 0,void 0,(function(){var handlerMaps,allPromises,_a,handlerMaps_1,handlerMap,keys,funcName,handlerItem,retPromise,handlerFunc,retPromise;return __generator(this,(function(_b){switch(_b.label){case 0:handlerMaps=this.mEventHandlers.get(iEvent);if(!handlerMaps)return[2,[]];allPromises=[];for(_a=0,handlerMaps_1=handlerMaps;_a<handlerMaps_1.length;_a++){handlerMap=handlerMaps_1[_a];keys=Object.keys(handlerMap);console.assert(keys.length===1);funcName=keys[0];handlerItem=handlerMap[funcName];if("funcName"in handlerItem){retPromise=handlerItem.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}else{handlerFunc=eDwEventMgr.getHandler(handlerItem,funcName);if(handlerFunc){handlerFunc=handlerFunc.bind(handlerItem);retPromise=handlerFunc.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}}}return[4,Promise.all(allPromises)];case 1:return[2,_b.sent()]}}))}))};eDwEventMgr.getHandler=function(iHandlerObj,iHandlerName){var handler;var handlerObj=iHandlerObj;var parentClass=Object.getPrototypeOf(iHandlerObj);while(handlerObj&&!handler){handler=handlerObj[iHandlerName];if(!handler){handlerObj=parentClass;parentClass=handlerObj?Object.getPrototypeOf(handlerObj):null}}return handler instanceof Function?handler:null};eDwEventMgr.prototype.initHandlersMapForEvent=function(iEvent){if(!this.mEventHandlers.has(iEvent)){this.mEventHandlers.set(iEvent,[])}};return eDwEventMgr}();return eDwEventMgr}));define("eDwEvents",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.ViewDeletedEvent=exports.ViewLoadedEvent=exports.ViewCreatedEvent=exports.LicenseKeyEvent=exports.GLContextLostEvent=exports.UserUnitsChangeEvent=exports.DeactivateUIOpEvent=exports.ActivateUIOpEvent=exports.ExplodeLevelChangeEvent=exports.AmbientOcclChangeEvent=exports.ResetSceneEvent=exports.CameraChangeEvent=exports.ModelXformChangeStartEvent=exports.ProjModeChangeEvent=exports.DrawModeChangeEvent=exports.TimeoutEvent=exports.LeftDoubleClickEvent=exports.RightClickEvent=exports.MiddleClickEvent=exports.LeftClickEvent=exports.StopAnimationEvent=exports.StartAnimationEvent=exports.ProdStructLoadedEvent=exports.ModelViewChangeEvent=exports.UnselectEvent=exports.SelectEvent=exports.NodeAttribChangeEvent=exports.DoneEvent=exports.InitFullUIEvent=exports.InitEvent=exports.AppEvent=void 0;var AppEvent=function(){function AppEvent(){this.doNotUse}return AppEvent}();exports.AppEvent=AppEvent;exports.InitEvent=new AppEvent;exports.InitFullUIEvent=new AppEvent;exports.DoneEvent=new AppEvent;exports.NodeAttribChangeEvent=new AppEvent;exports.SelectEvent=new AppEvent;exports.UnselectEvent=new AppEvent;exports.ModelViewChangeEvent=new AppEvent;exports.ProdStructLoadedEvent=new AppEvent;exports.StartAnimationEvent=new AppEvent;exports.StopAnimationEvent=new AppEvent;exports.LeftClickEvent=new AppEvent;exports.MiddleClickEvent=new AppEvent;exports.RightClickEvent=new AppEvent;exports.LeftDoubleClickEvent=new AppEvent;exports.TimeoutEvent=new AppEvent;exports.DrawModeChangeEvent=new AppEvent;exports.ProjModeChangeEvent=new AppEvent;exports.ModelXformChangeStartEvent=new AppEvent;exports.CameraChangeEvent=new AppEvent;exports.ResetSceneEvent=new AppEvent;exports.AmbientOcclChangeEvent=new AppEvent;exports.ExplodeLevelChangeEvent=new AppEvent;exports.ActivateUIOpEvent=new AppEvent;exports.DeactivateUIOpEvent=new AppEvent;exports.UserUnitsChangeEvent=new AppEvent;exports.GLContextLostEvent=new AppEvent;exports.LicenseKeyEvent=new AppEvent;exports.ViewCreatedEvent=new AppEvent;exports.ViewLoadedEvent=new AppEvent;exports.ViewDeletedEvent=new AppEvent}));define("eDwExplodeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwExplodeCmd=function(_super){__extends(eDwExplodeCmd,_super);function eDwExplodeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialLevel=_this.mViewer.getExplosionLevel();_this.mFinalLevel=NaN;return _this}eDwExplodeCmd.prototype.setLevel=function(iLevel){this.setExplosionLevel(iLevel);this.mFinalLevel=iLevel};eDwExplodeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mInitialLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mFinalLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();this.setExplosionLevel(this.mInitialLevel);this.mViewer.HCViewer.explodeManager.stop();return[2]}}))}))};Object.defineProperty(eDwExplodeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwExplodeCmd.prototype.setExplosionLevel=function(iLevel){var explodeMgrHC=this.mViewer.HCViewer.explodeManager;if(!explodeMgrHC.getActive())explodeMgrHC.start();this.mViewer.setExplosionLevel(iLevel)};return eDwExplodeCmd}(eDwSupportsHistoryCmd);return eDwExplodeCmd}));define("eDwGenericError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwGenericError=function(_super){__extends(eDwGenericError,_super);function eDwGenericError(iMessage){return _super.call(this,"Generic Error",iMessage)||this}return eDwGenericError}(eDwBaseError);return eDwGenericError}));define("eDwGeomUtils",["require","exports","eDwTypes","utils"],(function(require,exports,eDwTypes_3,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cAbsAngleTol=exports.cAbsLengthTol=exports.isValidHCPoint=exports.isPoint3DInBox=exports.screenToWorld=exports.dropPointOnPlane=void 0;function dropPointOnPlane(iPtHC,iPlnHC){var dist=iPlnHC.distanceToPoint(iPtHC);var vecHC=iPlnHC.normal.copy();return vecHC.normalize().scale(-dist).add(iPtHC)}exports.dropPointOnPlane=dropPointOnPlane;function screenToWorld(iScreenPosHC,iViewHC){var cameraHC=iViewHC.getCamera();var pnt3DHC=cameraHC.getCameraPlaneIntersectionPoint(iScreenPosHC,iViewHC);console.debugLog("GeomUtils","Screen pt = "+JSON.stringify(iScreenPosHC)+" 3D pt = "+JSON.stringify(pnt3DHC));return pnt3DHC}exports.screenToWorld=screenToWorld;function isPoint3DInBox(iPt3HC,iBboxHC){var pntArr=[];iPt3HC.toArray(pntArr);var minPt=[];iBboxHC.min.toArray(minPt);var maxPt=[];iBboxHC.max.toArray(maxPt);console.debugLog("GeomUtils","3D pt = "+JSON.stringify(iPt3HC)+" Bounding box = "+JSON.stringify(iBboxHC));for(var i=0;i<3;++i){if(pntArr[i]<minPt[i]||pntArr[i]>maxPt[i])return false}return true}exports.isPoint3DInBox=isPoint3DInBox;function isValidHCPoint(iPntHC){if(!iPntHC)return false;if(iPntHC instanceof eDwTypes_3.HC.Point3){if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)||utils.isNaN(iPntHC.z)){return false}}else{if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)){return false}}return true}exports.isValidHCPoint=isValidHCPoint;exports.cAbsLengthTol=1e-6;exports.cAbsAngleTol=1e-9}));define("eDwHierNodeAttribArray",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwHierarchyNode",["require","exports","eDwNodeAttributes","utils","eDwTypes"],(function(require,exports,eDwNodeAttributes_1,utils,eDwTypes_4){"use strict";var eDwHierarchyNode=function(){function eDwHierarchyNode(iName,iCategory,iAttributes,iNodeIDHC,iParentNode,iModeView){this.Category=iCategory;this.HOOPSID=iNodeIDHC;this.mModelView=iModeView;this.mChildNameToHierNode={};this.mBoundingBoxNodeInfo={IDs:[],VisState:false};this.mParentNode=iParentNode;this.Name=iName;if("`"===iName.charAt(0)&&"`"===iName.charAt(iName.length-1)){this.Name=iName.slice(1,-1)}this.mAttribs={};$.extend(this.mAttribs,iAttributes);this.mReadOnlyAttribs={};$.extend(this.mReadOnlyAttribs,this.mAttribs);this.mReadOnlyOverrideAttribs={};if(this.mModelView){this.mModelView.Nodes[iNodeIDHC]=this}}eDwHierarchyNode.prototype.addChild=function(iName,iCategory,iAttribs,iNodeIDHC,iParentNode){var node=new eDwHierarchyNode(iName,iCategory,iAttribs,iNodeIDHC,iParentNode,this.mModelView);this.mChildNameToHierNode[iName]=node;return node};eDwHierarchyNode.prototype.getChildren=function(){return utils.makeArray(this.mChildNameToHierNode)};eDwHierarchyNode.prototype.getAllChildren=function(ioHierNodes){for(var name_1 in this.mChildNameToHierNode){var hierNode=this.mChildNameToHierNode[name_1];if(hierNode){ioHierNodes.push(hierNode);hierNode.getAllChildren(ioHierNodes)}}};eDwHierarchyNode.prototype.getChildrenAndKeys=function(){return this.mChildNameToHierNode};Object.defineProperty(eDwHierarchyNode.prototype,"Parent",{get:function(){return this.mParentNode},enumerable:false,configurable:true});eDwHierarchyNode.prototype.getModelView=function(){return this.mModelView};eDwHierarchyNode.prototype.getAttribs=function(iIgnoreActive){if(iIgnoreActive===void 0){iIgnoreActive=false}var attribs={};$.extend(attribs,this.mAttribs);$.extend(attribs,this.mReadOnlyOverrideAttribs);if(!iIgnoreActive&&!this.isActive()){$.extend(attribs,{Visible:false})}return attribs};eDwHierarchyNode.prototype.getInitialAttribs=function(){var attribs={};$.extend(attribs,this.mReadOnlyAttribs);return attribs};eDwHierarchyNode.prototype.setAttribs=function(iAttribs){var changedAttribNames=eDwNodeAttributes_1.eDwNodeAttributes.setAttribs(this.mAttribs,iAttribs);return changedAttribNames};eDwHierarchyNode.prototype.setOverrideAttribs=function(iAttribs){this.mReadOnlyOverrideAttribs={};var overridesExist=false;for(var attribName in iAttribs){if(this.mAttribs[attribName]!==iAttribs[attribName]){overridesExist=true;break}}if(overridesExist)$.extend(this.mReadOnlyOverrideAttribs,iAttribs);return Object.keys(iAttribs)};eDwHierarchyNode.prototype.mergeAttribs=function(iAttribs){this.mAttribs=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(this.mAttribs,iAttribs);return this.mAttribs};eDwHierarchyNode.prototype.getMergedChildrenAttribs=function(iTraverseOption,ioAccumAttrib){var attrib={};var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){attrib=ioAccumAttrib||attrib;for(var i=0;i<childNodeKeys.length;i++){var childHierNode=childHierNodes[childNodeKeys[i]];var childAttrib=childHierNode.getAttribs();attrib=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(attrib,childAttrib);if(iTraverseOption==="All"){childHierNode.getMergedChildrenAttribs(iTraverseOption,attrib)}}}return attrib};eDwHierarchyNode.prototype.syncAttribsWithChildren=function(iTraverseOption){if(iTraverseOption===void 0){iTraverseOption="DirectDescendantsOnly"}this.setAttribs(this.getMergedChildrenAttribs(iTraverseOption))};eDwHierarchyNode.prototype.propagateAttribsToChildren=function(iPropagatingAttribNames,iUseSetOverride,iTraverseOption){if(iUseSetOverride===void 0){iUseSetOverride=false}if(iTraverseOption===void 0){iTraverseOption="All"}var setMethod=iUseSetOverride?eDwHierarchyNode.prototype.setOverrideAttribs:eDwHierarchyNode.prototype.setAttribs;var changedHierNodes=[];var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){for(var i=0;i<childNodeKeys.length;i++){if(iPropagatingAttribNames&&iPropagatingAttribNames.length){for(var _i=0,iPropagatingAttribNames_1=iPropagatingAttribNames;_i<iPropagatingAttribNames_1.length;_i++){var attribName=iPropagatingAttribNames_1[_i];var attrib={};attrib[attribName]=this.mAttribs[attribName];var childHierNode=childHierNodes[childNodeKeys[i]];var changedAttribNames=setMethod.call(childHierNode,attrib);if(changedAttribNames.length){changedHierNodes.push(childHierNode)}if(iTraverseOption==="All"){var childrenChangedHierNodes=childHierNode.propagateAttribsToChildren(iPropagatingAttribNames,iUseSetOverride,iTraverseOption);Array.prototype.push.apply(changedHierNodes,childrenChangedHierNodes)}}}}}return changedHierNodes};eDwHierarchyNode.prototype.invertAttrib=function(iAttribName){this.mAttribs[iAttribName]=!this.mAttribs[iAttribName];return this.mAttribs};eDwHierarchyNode.prototype.getDisplayState=function(iOtherAttribs){var state=eDwNodeAttributes_1.NodeDisplayState.Invisible;var setVisible=this.mAttribs.Opaque!==undefined&&Object.keys(this.mAttribs).length===1&&iOtherAttribs&&iOtherAttribs.Visible;this.mAttribs.Visible=setVisible?true:this.mAttribs.Visible;if(this.mAttribs.Visible){var opaque=this.mAttribs.Opaque===undefined||this.mAttribs.Opaque;state=opaque?eDwNodeAttributes_1.NodeDisplayState.Visible:eDwNodeAttributes_1.NodeDisplayState.Transparent;if(iOtherAttribs&&iOtherAttribs.Opaque===false){state=eDwNodeAttributes_1.NodeDisplayState.Transparent}}return state};eDwHierarchyNode.prototype.find=function(iPropName,iPropValue,iIncludeThis,iRecurse,iStrictMatch){if(iIncludeThis===void 0){iIncludeThis=true}if(iRecurse===void 0){iRecurse=true}if(iStrictMatch===void 0){iStrictMatch=false}var hierNodes=[];function getHierNodeWithPropNameAndValue(iHierNode){var propValue=iHierNode[iPropName];if(propValue&&utils.isEqual(iPropValue,propValue,iStrictMatch)){hierNodes.push(iHierNode)}}function getChildHierNodesWithPropNameAndValue(iHierNode){for(var childNodeName in iHierNode.mChildNameToHierNode){var childHierNode=iHierNode.mChildNameToHierNode[childNodeName];getHierNodeWithPropNameAndValue(childHierNode);if(iRecurse){getChildHierNodesWithPropNameAndValue(childHierNode)}}}if(iIncludeThis)getHierNodeWithPropNameAndValue(this);getChildHierNodesWithPropNameAndValue(this);return hierNodes};eDwHierarchyNode.prototype.getAllHierNodesWithChangedAttribs=function(ioHierNodes){if(!utils.isEqual(this.getInitialAttribs(),this.mAttribs)){ioHierNodes.push(this)}for(var key in this.mChildNameToHierNode){this.mChildNameToHierNode[key].getAllHierNodesWithChangedAttribs(ioHierNodes)}};eDwHierarchyNode.prototype.showBoundingBox=function(iViewer,iState){return __awaiter(this,void 0,void 0,(function(){var model,isVisible,beautifulGreen,bboxHC,width,height,length_1,scale,vmin,vmax,p0,p1,p2,p3,polylineData,rgba,i,tmp,boxMesh,modelHC,key,meshInstance,nodeID;return __generator(this,(function(_a){switch(_a.label){case 0:model=iViewer.getModel();isVisible=!this.mBoundingBoxNodeInfo||!this.mBoundingBoxNodeInfo.IDs.length||!this.mBoundingBoxNodeInfo.VisState?false:true;if(iState==="on"&&isVisible)return[2,true];if(iState==="off"||iState==="toggle"&&isVisible){this.mBoundingBoxNodeInfo.VisState=false;model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,false);return[2,false]}return[4,model.activateModelView(this.mModelView)];case 1:_a.sent();this.mBoundingBoxNodeInfo.VisState=true;if(!!this.mBoundingBoxNodeInfo.IDs.length)return[3,5];beautifulGreen=new eDwTypes_4.HC.Color(0,255,0);return[4,model.getBoundingBoxOfIDsHC([this.HOOPSID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2,false];width=bboxHC.max.x-bboxHC.min.x;height=bboxHC.max.y-bboxHC.min.y;length_1=Math.max(width,height);scale=.05/2;vmin=new eDwTypes_4.HC.Point3(bboxHC.min.x-length_1*scale,bboxHC.min.y-length_1*scale,bboxHC.min.z);vmax=new eDwTypes_4.HC.Point3(bboxHC.max.x+length_1*scale,bboxHC.max.y+length_1*scale,bboxHC.max.z);p0=new eDwTypes_4.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_4.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_4.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_4.HC.Point3(vmax.x,vmin.y,vmax.z);polylineData=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_4.HC.MeshData;boxMesh.addPolyline(polylineData,rgba);modelHC=model.getHCModel();return[4,modelHC.createMesh(boxMesh)];case 3:key=_a.sent();meshInstance=new eDwTypes_4.HC.MeshInstanceData(key);return[4,modelHC.createMeshInstance(meshInstance,0)];case 4:nodeID=_a.sent();this.mBoundingBoxNodeInfo.IDs.push(nodeID);_a.label=5;case 5:model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,true);return[2,true]}}))}))};eDwHierarchyNode.prototype.isSelectable=function(){return this.mAttribs.Selectable};eDwHierarchyNode.prototype.isActive=function(){var activeModelView=this.mModelView.Model.getActiveModelView();return this.mModelView===activeModelView?true:false};eDwHierarchyNode.prototype.resetAttribs=function(){var changedHierNodes=[];this.getAllHierNodesWithChangedAttribs(changedHierNodes);for(var _i=0,changedHierNodes_1=changedHierNodes;_i<changedHierNodes_1.length;_i++){var changedHierNode=changedHierNodes_1[_i];changedHierNode.mAttribs=changedHierNode.getInitialAttribs()}return changedHierNodes};eDwHierarchyNode.create=function(iAttribs){return new eDwHierarchyNode("","",iAttribs?iAttribs:{},Number.NaN,null,null)};eDwHierarchyNode.findPropagatingAttribNames=function(iChangedAttribNames){var propagatingAttribNames=eDwHierarchyNode.sPropagatingAttribNames;var changedPropAttribNames=[];for(var _i=0,iChangedAttribNames_1=iChangedAttribNames;_i<iChangedAttribNames_1.length;_i++){var attribName=iChangedAttribNames_1[_i];if(propagatingAttribNames.indexOf(attribName)>-1){changedPropAttribNames.push(attribName)}}return changedPropAttribNames};eDwHierarchyNode.isHierarchyNode=function(iNode){return iNode.Name};eDwHierarchyNode.sPropagatingAttribNames=["Visible","Opaque"];return eDwHierarchyNode}();return eDwHierarchyNode}));define("eDwHistoryMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwHistoryMgr=function(){function eDwHistoryMgr(){this.clear()}eDwHistoryMgr.get=function(){if(!eDwHistoryMgr.sHistoryMgr){eDwHistoryMgr.sHistoryMgr=new eDwHistoryMgr}return eDwHistoryMgr.sHistoryMgr};eDwHistoryMgr.prototype.undo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex<0||currStack.length===0){console.debugLog("History","Already before first command.");return null}currStacksElem.incrementCurrCmdIndex(-1);var cmd=currStack[currStackCmdIndex];cmd.undo();console.debugLog("History","Undoing command at index "+currStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.redo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var nextStackCmdIndex=currStacksElem.getCurrCmdIndex()+1;if(nextStackCmdIndex>=currStack.length){console.debugLog("History","Already after last command.");return null}currStacksElem.incrementCurrCmdIndex(1);var cmd=currStack[nextStackCmdIndex];cmd.redo();console.debugLog("History","Redoing command at index "+nextStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.push=function(iCmd){if(!iCmd)return;var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackSize=currStack.length;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex!==currStackSize-1){currStack.splice(currStackCmdIndex+1);console.debugLog("History","Truncated history to "+(currStackCmdIndex+1)+" elements.")}currStack.push(iCmd);currStacksElem.incrementCurrCmdIndex(1);console.debugLog("History","Adding command to history at index "+(currStackCmdIndex+1)+" Object Type = "+Utils.getObjectTypeName(iCmd)+".")};eDwHistoryMgr.prototype.clear=function(){console.debugLog("History","Clear all history.");this.mCmdStacksStack=[];this.pushStack()};eDwHistoryMgr.prototype.pushStack=function(){console.debugLog("History","Add a new history stack at index "+this.mCmdStacksStack.length+".");this.mCmdStacksStack.push(new eDwCmdStacksElem)};eDwHistoryMgr.prototype.popStack=function(){console.debugLog("History","Remove history stack from index "+(this.mCmdStacksStack.length-1)+" down to 0.");var activeCmds=[];var currStackElem=this.mCmdStacksStack.pop();if(currStackElem){var currCmdIndex=currStackElem.getCurrCmdIndex()+1;for(var i=0;i<currCmdIndex;i++){activeCmds.push(currStackElem.Stack[i])}}return activeCmds};eDwHistoryMgr.prototype.getCurrStackElem=function(){return this.mCmdStacksStack[this.mCmdStacksStack.length-1]};return eDwHistoryMgr}();var eDwCmdStacksElem=function(){function eDwCmdStacksElem(){this.mCmdStack=[];this.mCurrCmdIndex=-1}Object.defineProperty(eDwCmdStacksElem.prototype,"Stack",{get:function(){return this.mCmdStack},enumerable:false,configurable:true});eDwCmdStacksElem.prototype.getCurrCmdIndex=function(){return this.mCurrCmdIndex};eDwCmdStacksElem.prototype.incrementCurrCmdIndex=function(iIndex){if(typeof iIndex!=="number")return;this.mCurrCmdIndex+=iIndex};return eDwCmdStacksElem}();return eDwHistoryMgr}));define("eDwKeyMgr",["require","exports","eDwUIHTMLEventMgr","eDwTypes","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwTypes_5,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwKeyMgr=void 0;var eDwKeyMgr=function(){function eDwKeyMgr(){var _this=this;window.frames.focus();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;var processKeyEventFunc=function(iEvent){var keyEventJQ=iEvent;if(iEvent.type==="keydown"){_this.mDownKeys[keyEventJQ.key]=true}else if(iEvent.type=="keyup"){delete _this.mDownKeys[keyEventJQ.key]}else{return}var eventHandlers=_this.mKeyEventHandlers[iEvent.type][keyEventJQ.key];for(var i in eventHandlers){var eventHandler=eventHandlers[i];if(l_isEqual(keyEventJQ,eventHandler.Modifiers)){eventHandler.KeyFunc(keyEventJQ)}}};this.mUIHTMLEventMgr.addEventHandler("document","keydown",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keyup",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keypress",processKeyEventFunc);this.mKeyEventHandlers={};this.mKeyEventHandlers["keydown"]={};this.mKeyEventHandlers["keyup"]={};this.mKeyEventHandlers["keypress"]={};this.mDownKeys={}}eDwKeyMgr.get=function(){if(!eDwKeyMgr.sKeyMgr){eDwKeyMgr.sKeyMgr=new eDwKeyMgr}return eDwKeyMgr.sKeyMgr};eDwKeyMgr.prototype.add=function(iKeyInfo,iEventName,iFunc){var eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key];if(!eventHandlers){eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key]={}}var keyModifiers=l_getKeyModifiers(iKeyInfo);this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]={Modifiers:iKeyInfo,KeyFunc:iFunc}};eDwKeyMgr.prototype.remove=function(iKeyInfo,iEventName){var keyModifiers=l_getKeyModifiers(iKeyInfo);delete this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]};eDwKeyMgr.prototype.isDown=function(iKey){return this.mDownKeys[iKey]?true:false};eDwKeyMgr.isLMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="left"?true:false};eDwKeyMgr.isMMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="middle"?true:false};eDwKeyMgr.isRMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="right"?true:false};eDwKeyMgr.isAnyPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="none"?false:true};eDwKeyMgr.getMouseButtonPressed=function(iEvent){var buttonPressed="none";if(utils.isOfType(iEvent,"which")){if(utils.isNumber(iEvent.which)){switch(iEvent.which){case 0:buttonPressed="none";break;case 1:buttonPressed="left";break;case 2:buttonPressed="middle";break;case 3:buttonPressed="right";break;default:break}}else{switch(iEvent.button){case 0:return buttonPressed="none";break;case 1:return buttonPressed="left";break;case 4:return buttonPressed="middle";break;case 2:return buttonPressed="right";break;default:break}}return buttonPressed}else{if(iEvent.getButtons()===eDwTypes_5.HC.Buttons.None){switch(iEvent.getButton()){case eDwTypes_5.HC.Button.None:buttonPressed="none";break;case eDwTypes_5.HC.Button.Left:buttonPressed="left";break;case eDwTypes_5.HC.Button.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Button.Right:buttonPressed="right";break;default:break}return buttonPressed}}switch(iEvent.getButtons()){case eDwTypes_5.HC.Buttons.None:buttonPressed="none";break;case eDwTypes_5.HC.Buttons.Left:buttonPressed="left";break;case eDwTypes_5.HC.Buttons.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Buttons.Right:buttonPressed="right";break;default:break}return buttonPressed};return eDwKeyMgr}();exports.eDwKeyMgr=eDwKeyMgr;function l_isEqual(iKey1,iKey2){var numMatch=0;var compareFields=["altKey","ctrlKey","metaKey","shiftKey"];for(var _i=0,compareFields_1=compareFields;_i<compareFields_1.length;_i++){var i=compareFields_1[_i];if(iKey1[i]===iKey2[i])++numMatch}return numMatch===Object.keys(iKey2).length-1?true:false}function l_getKeyModifiers(iKeyInfo){var keyModifiers="";for(var key in iKeyInfo){if(key.indexOf("Key")>-1&&iKeyInfo[key]){keyModifiers+=key+"-"}}return keyModifiers?keyModifiers.substring(0,keyModifiers.length-1):"none"}}));define("eDwLayer",["require","exports","eDwNodeAttributes","utils"],(function(require,exports,eDwNodeAttributes_2,utils){"use strict";var eDwLayer=function(){function eDwLayer(iLayerName,iLayerIDHC,iAttribs){this.mName=iLayerName;this.mIDHC=iLayerIDHC;this.mInitAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mNodeIDHCToHierNodeMap={}}eDwLayer.prototype.addNodes=function(iNodeIDsHC,iModel){for(var _i=0,iNodeIDsHC_1=iNodeIDsHC;_i<iNodeIDsHC_1.length;_i++){var nodeIDHC=iNodeIDsHC_1[_i];if(!this.mNodeIDHCToHierNodeMap[nodeIDHC]){this.mNodeIDHCToHierNodeMap[nodeIDHC]=iModel.getHierarchyNode(nodeIDHC)}}};eDwLayer.prototype.getName=function(){return this.mName};eDwLayer.prototype.getIDHC=function(){return this.mIDHC};eDwLayer.prototype.getAttribs=function(){return eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs)};eDwLayer.prototype.setAttribs=function(iSrcAttribs){if(utils.isEqual(this.mAttribs,iSrcAttribs,true))return false;this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iSrcAttribs);return true};eDwLayer.prototype.resetAttribs=function(){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mInitAttribs)};eDwLayer.prototype.mergeAttribs=function(iSrcAttribs){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.mergeAttribs(this.mAttribs,iSrcAttribs)};eDwLayer.prototype.getNodeIDsHC=function(){var nodeIDsHC=[];for(var nodeIDHCStr in this.mNodeIDHCToHierNodeMap){nodeIDsHC.push(parseInt(nodeIDHCStr,10))}return nodeIDsHC};eDwLayer.prototype.getHCNodesAndAttribs=function(ioNodeIDsHCAndAttribs){var nodeOnLayerIDsHC=this.getNodeIDsHC();for(var _i=0,nodeOnLayerIDsHC_1=nodeOnLayerIDsHC;_i<nodeOnLayerIDsHC_1.length;_i++){var nodeOnLayerIDHC=nodeOnLayerIDsHC_1[_i];var combinedAttribs=this.getCombinedAttribsForHCNode(nodeOnLayerIDHC);if(!combinedAttribs)continue;ioNodeIDsHCAndAttribs.push({IDHC:nodeOnLayerIDHC,Attribs:combinedAttribs})}};eDwLayer.prototype.getCombinedAttribsForHCNode=function(iNodeIDHC){var parentHierNode=this.mNodeIDHCToHierNodeMap[iNodeIDHC];if(!parentHierNode)return undefined;var detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs);while(parentHierNode){detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.intersectAttribs(detachedAttribs,parentHierNode.getAttribs());parentHierNode=parentHierNode.Parent}return detachedAttribs};return eDwLayer}();return eDwLayer}));define("eDwMBDNoteMgr",["require","exports","eDwTypes","eDwGeomUtils"],(function(require,exports,eDwTypes_6,eDwGeomUtils){"use strict";var MBDNote=function(){function MBDNote(iViewer,iRefPntHC,iCurPntHC,nodeId){var modelHC=iViewer.getModel().getHCModel();var viewHC=iViewer.getHCView();this.mViewer=iViewer;this.mRefPntHC=iRefPntHC.copy();this.mNodeId=nodeId;var rPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(iCurPntHC));this.mOffset=eDwTypes_6.HC.Point2.subtract(cPos2,rPos2);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);this.mOffsetLen=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3).length();var cDelta=eDwTypes_6.HC.Point3.subtract(cPos3,iCurPntHC);var matrix=new eDwTypes_6.HC.Matrix;matrix.loadIdentity();matrix.setTranslationComponent(cDelta.x,cDelta.y,cDelta.z);var nodeMatrix=modelHC.getNodeMatrix(nodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,matrix);modelHC.setNodeMatrix(nodeId,nodeMatrix);this.mOrigPos=cPos3.copy();var camera=this.mViewer.getHCView().getCamera();this.mOrigCamMatrix=camera.getMatrixFromCamera().copy();this.mOrigModMatrix=modelHC.getNodeMatrix(nodeId)}MBDNote.prototype.updatePos=function(){var viewHC=this.mViewer.getHCView();var modelHC=this.mViewer.getModel().getHCModel();var rPos2=eDwTypes_6.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.add(rPos2,this.mOffset);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);var crDelta=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3);crDelta.normalize();crDelta.scale(this.mOffsetLen);cPos3=eDwTypes_6.HC.Point3.add(rPos3,crDelta);var posDelta=eDwTypes_6.HC.Point3.subtract(cPos3,this.mOrigPos);var revTransMat=new eDwTypes_6.HC.Matrix;var transMat=new eDwTypes_6.HC.Matrix;var extraTransMat=new eDwTypes_6.HC.Matrix;revTransMat.setTranslationComponent(-this.mOrigPos.x,-this.mOrigPos.y,-this.mOrigPos.z);transMat.setTranslationComponent(this.mOrigPos.x,this.mOrigPos.y,this.mOrigPos.z);extraTransMat.setTranslationComponent(posDelta.x,posDelta.y,posDelta.z);this.mOrigPos=cPos3.copy();var nodeMatrix=this.mOrigModMatrix.copy();var camera=viewHC.getCamera();var curCamMatrix=camera.getMatrixFromCamera().copy();var oriCamMatrix=this.mOrigCamMatrix.copy();var oriCamMatrixR=oriCamMatrix.inverseAndDeterminant()[0];this.mOrigCamMatrix=curCamMatrix.copy();var rotMatrix=eDwTypes_6.HC.Matrix.multiply(revTransMat,oriCamMatrixR);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,curCamMatrix);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,transMat);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,extraTransMat);nodeMatrix=modelHC.getNodeMatrix(this.mNodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,rotMatrix);modelHC.setNodeMatrix(this.mNodeId,nodeMatrix,false)};return MBDNote}();var eDwMBDNoteMgr=function(){function eDwMBDNoteMgr(iViewer){this.mNotes=[];this.mViewer=iViewer}eDwMBDNoteMgr.prototype.addNote=function(nodeId,refBox){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var model,boxHC;return __generator(this,(function(_a){switch(_a.label){case 0:model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC([nodeId])];case 1:boxHC=_a.sent();if(boxHC.isDegenerate())return[2];this.mNotes.push(new MBDNote(this.mViewer,refBox.center(),boxHC.center(),nodeId));return[2]}}))}))})();return true};eDwMBDNoteMgr.prototype.updateNote=function(){var len=this.mNotes.length;for(var i=0;i<len;++i){this.mNotes[i].updatePos()}};return eDwMBDNoteMgr}();return eDwMBDNoteMgr}));define("eDwModel",["require","exports","eDwEventMgr","eDwHierarchyNode","eDwModelView","eDwLayer","eDwNodeAttributes","eDwEvents","eDwTypes","eDwUnits","utils"],(function(require,exports,eDwEventMgr,eDwHierarchyNode,eDwModelView,eDwLayer,eDwNodeAttributes_3,eDwEvents_2,eDwTypes_7,eDwUnits_1,utils){"use strict";var eDwModel=function(){function eDwModel(iViewer){this.mViewer=iViewer;this.mModelHC=iViewer.HCViewer.model;this.mModelViews=[];this.mLayers=[];this.mInitialModelView=this.mActiveModelView=null;this.mCategory="UNKNOWN";this.mOrigin="";this.mBox=new eDwTypes_7.HC.Box;this.mProperties=$([]);this.setUserUnits({Length:eDwUnits_1.cDefaultLengthUnit,Angle:eDwUnits_1.cDefaultAngleUnit});this.mModelHC.setEnableAutomaticUnitScaling(false);this.mModelHC.setBehaviorInitiallyHidden(false);this.calculateBoundingBox()}eDwModel.prototype.initModelData=function(){return __awaiter(this,void 0,void 0,(function(){var bbox,nodeProps,modelViews,_loop_1,this_1,_i,modelViews_1,modelView,state_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mViewer)return[2];bbox=this.getBoundingBox();if(!bbox.extents().equals(eDwTypes_7.HC.Point3.zero()))return[3,2];return[4,this.calculateBoundingBox()];case 1:_a.sent();_a.label=2;case 2:this.mViewer.initializeManagers();return[4,this.mModelHC.getNodeProperties(this.getModelIDHC())];case 3:nodeProps=_a.sent();if(nodeProps)this.loadProperties(nodeProps);modelViews=this.getModelViews();_loop_1=function(modelView){var attribs=modelView.Hierarchy.getInitialAttribs();if(attribs.Visible){this_1.mActiveModelView=modelView;this_1.mInitialModelView=this_1.mActiveModelView;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelView)];case 1:_a.sent();return[2]}}))}))})();return{value:void 0}}};this_1=this;for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];state_1=_loop_1(modelView);if(typeof state_1==="object")return[2,state_1.value]}if(modelViews.length){console.warn("There is no active model view."+"  Defaulting to first.");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelViews[0])];case 1:_a.sent();return[2]}}))}))})();return[2]}console.warn("There are no model views in this model.");return[2]}}))}))};eDwModel.prototype.getBoundingBox=function(){return this.mBox};eDwModel.prototype.calculateBoundingBox=function(iIgnoreInvisible,iIncludeExcluded){if(iIgnoreInvisible===void 0){iIgnoreInvisible=true}if(iIncludeExcluded===void 0){iIncludeExcluded=false}return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=this;return[4,this.mModelHC.getModelBounding(iIgnoreInvisible,iIncludeExcluded)];case 1:_a.mBox=_b.sent();return[2,this.mBox]}}))}))};eDwModel.prototype.getBoundingBoxOfIDsHC=function(iUDsHC){return __awaiter(this,void 0,void 0,(function(){var bboxHC,iExcp_5;return __generator(this,(function(_a){switch(_a.label){case 0:bboxHC=eDwTypes_7.HC.Box.invalid();if(!(iUDsHC&&iUDsHC.length))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesBounding(iUDsHC)];case 2:bboxHC=_a.sent();return[3,4];case 3:iExcp_5=_a.sent();console.debugLog("Model",iExcp_5.message);return[3,4];case 4:return[2,bboxHC]}}))}))};eDwModel.prototype.getLayers=function(){return this.mLayers};eDwModel.prototype.getUserUnits=function(){return $.extend({},this.mUserUnits)};eDwModel.prototype.setUserUnits=function(iUserUnits){var _this=this;if(utils.isEqual(this.mUserUnits,iUserUnits))return;this.mUserUnits=$.extend({},iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.UserUnitsChangeEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwModel.prototype.getValueWithUnit=function(iValue,iUnitType){var _this=this;var cUnitScaleFactor={degree:1,radian:Math.PI/180,millimeter:c_lengthUnitToMMFactor,centimeter:c_lengthUnitToMMFactor/10,meter:c_lengthUnitToMMFactor/1e3,inch:c_lengthUnitToMMFactor/25.4,foot:c_lengthUnitToMMFactor/304.8,footAndInch:NaN};function l_getScaledValue(iNonScaledVal,iUnit){var scale=cUnitScaleFactor[iUnit];return iUnitType==="Area"?iNonScaledVal*scale*scale:iNonScaledVal*scale}var cCommonUnitFormat="${val}${unit}";function l_getFormattedScaledValue(iVal,iUnit,iUserUnitLabel){var val=l_getScaledValue(iVal,iUnit);return utils.formatString(cCommonUnitFormat,val.toFixed(2),iUserUnitLabel)}var basicUserUnitResults={degree:function(iVal){return l_getFormattedScaledValue(iVal,"degree","deg")},radian:function(iVal){return l_getFormattedScaledValue(iVal,"radian","rad")},millimeter:function(iVal){return l_getFormattedScaledValue(iVal,"millimeter","mm")},centimeter:function(iVal){return l_getFormattedScaledValue(iVal,"centimeter","cm")},meter:function(iVal){return l_getFormattedScaledValue(iVal,"meter","m")},inch:function(iVal){return l_getFormattedScaledValue(iVal,"inch","in")},foot:function(iVal){return l_getFormattedScaledValue(iVal,"foot","ft")},footAndInch:function(iVal){var signFactor=iVal<0?-1:1;var absValue=Math.abs(iVal);var footVal=Math.floor(l_getScaledValue(absValue,"foot"));var footValInDBUnits=footVal/l_getScaledValue(1,"foot");var inchVal=l_getScaledValue(absValue-footValInDBUnits,"inch")*signFactor;var formattedString=utils.formatString("${inchVal}in",inchVal.toFixed(2));if(footVal>.5){footVal*=signFactor;formattedString=utils.formatString("${footVal}ft ${formattedInches}",footVal.toFixed(0),formattedString)}return formattedString},area:function(iVal){var userUnits=_this.mUserUnits["Length"];var func=basicUserUnitResults[userUnits];var valueWithUnits=func.call(_this,iVal);return utils.formatString(cCommonUnitFormat,valueWithUnits,"^2")}};var unit=this.mUserUnits[iUnitType];unit=unit||iUnitType.toLowerCase();var func=basicUserUnitResults[unit];return func?func.call(this,iValue):iValue.toString()};eDwModel.prototype.setAttribOnHierNodes=function(iHierNodes,iAttribs){return __awaiter(this,void 0,void 0,(function(){var changedHierNodes,changedAncestorHierNodeMap,_i,iHierNodes_1,hierNode,changedAttribNames,propagatingAttribNames,changedChildHierNodes,parentHierNode,_a,propagatingAttribNames_1,attribName,attrib,parentAttrib,value,mergedAttrib,parentIDHC,parentIDHC,changedHierNodesAndAttribs,changedHCNodeID,ancHierNode;return __generator(this,(function(_b){switch(_b.label){case 0:changedHierNodes=[];changedAncestorHierNodeMap={};for(_i=0,iHierNodes_1=iHierNodes;_i<iHierNodes_1.length;_i++){hierNode=iHierNodes_1[_i];if(!hierNode||utils.isNaN(hierNode.HOOPSID))continue;changedAttribNames=hierNode.setAttribs(iAttribs);propagatingAttribNames=eDwHierarchyNode.findPropagatingAttribNames(changedAttribNames);if(propagatingAttribNames.length){changedHierNodes.push(hierNode);changedChildHierNodes=hierNode.propagateAttribsToChildren(propagatingAttribNames);Array.prototype.push.apply(changedHierNodes,changedChildHierNodes);parentHierNode=hierNode.Parent;if(parentHierNode&&parentHierNode.Parent){for(_a=0,propagatingAttribNames_1=propagatingAttribNames;_a<propagatingAttribNames_1.length;_a++){attribName=propagatingAttribNames_1[_a];attrib={};attrib[attribName]=iAttribs[attribName];parentAttrib=parentHierNode.getAttribs();value=parentAttrib[attribName];if(value){if(value!==attrib[attribName]){mergedAttrib=parentHierNode.getMergedChildrenAttribs("DirectDescendantsOnly");if(!mergedAttrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}else{if(value!==attrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}}}}changedHierNodesAndAttribs=l_makeNodeAttribArray(changedHierNodes,null,false);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 1:_b.sent();for(changedHCNodeID in changedAncestorHierNodeMap){ancHierNode=changedAncestorHierNodeMap[changedHCNodeID];changedHierNodes.push(ancHierNode);changedHierNodesAndAttribs.push({HierNode:ancHierNode,Attribs:iAttribs})}if(!changedHierNodes.length)return[3,3];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 2:_b.sent();_b.label=3;case 3:return[2]}}))}))};eDwModel.prototype.setAttribs=function(iNodesWithAttribs){return __awaiter(this,void 0,void 0,(function(){var nodesWithAttribs,_i,nodesWithAttribs_1,nodeWithAttrib;return __generator(this,(function(_a){switch(_a.label){case 0:nodesWithAttribs=iNodesWithAttribs;_i=0,nodesWithAttribs_1=nodesWithAttribs;_a.label=1;case 1:if(!(_i<nodesWithAttribs_1.length))return[3,4];nodeWithAttrib=nodesWithAttribs_1[_i];return[4,this.setAttribOnHierNodes([nodeWithAttrib.HierNode],nodeWithAttrib.Attribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[2]}}))}))};eDwModel.prototype.setOverrideAttribOnHierNodes=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var overriddenHierNodesAndAttribs,_i,iHierNodesAndAttribs_1,hierNodeAndAttribs,hierNode,attribs,childHierNodesAndAttribs,childNodesAndKeys,key;return __generator(this,(function(_a){switch(_a.label){case 0:overriddenHierNodesAndAttribs=[];_i=0,iHierNodesAndAttribs_1=iHierNodesAndAttribs;_a.label=1;case 1:if(!(_i<iHierNodesAndAttribs_1.length))return[3,4];hierNodeAndAttribs=iHierNodesAndAttribs_1[_i];hierNode=hierNodeAndAttribs.HierNode;attribs=hierNodeAndAttribs.Attribs;hierNode.setOverrideAttribs(attribs);overriddenHierNodesAndAttribs.push({HierNode:hierNode,Attribs:hierNode.getAttribs()});childHierNodesAndAttribs=[];childNodesAndKeys=hierNode.getChildrenAndKeys();for(key in childNodesAndKeys){childHierNodesAndAttribs.push({HierNode:childNodesAndKeys[key],Attribs:attribs})}return[4,this.setOverrideAttribOnHierNodes(childHierNodesAndAttribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[4,this.syncHCNodesState(overriddenHierNodesAndAttribs)];case 5:_a.sent();if(!overriddenHierNodesAndAttribs.length)return[3,7];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,overriddenHierNodesAndAttribs)];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.isAssembly=function(){return this.mCategory==="ASSEMBLY"?true:false};eDwModel.prototype.isPart=function(){return this.mCategory==="PART"?true:false};eDwModel.prototype.isDrawing=function(){return this.mCategory==="DRAWING"?true:false};eDwModel.prototype.getNodeType=function(iNodeID){return utils.isNaN(iNodeID)?eDwTypes_7.HC.NodeType.Unknown:this.mModelHC.getNodeType(iNodeID)};eDwModel.prototype.getHierarchyNode=function(iIDHC){var modelHC=this.getHCModel();var modelViews=this.getModelViews();var i=0;var modelView;var hierNode;while(i<modelViews.length&&(modelView=modelViews[i++])&&!hierNode){var nodeType=this.getNodeType(iIDHC);var nodeIDHC=iIDHC;hierNode=modelView.Nodes[nodeIDHC];while(hierNode&&(!hierNode.isSelectable()&&hierNode!==modelView.Hierarchy)||!hierNode&&nodeType!==eDwTypes_7.HC.NodeType.Unknown){var parentNodeIDHC=modelHC.getNodeParent(nodeIDHC);nodeType=this.getNodeType(parentNodeIDHC);nodeIDHC=parentNodeIDHC||0;hierNode=modelView.Nodes[nodeIDHC]}}return hierNode};eDwModel.prototype.getModelViews=function(){return this.mModelViews};eDwModel.prototype.getActiveModelView=function(){return this.mActiveModelView};eDwModel.prototype.activateModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(iModelView===this.mActiveModelView)return[2];return[4,this.setActiveModelView(iModelView)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getFileOriginType=function(){return this.mOrigin};eDwModel.prototype.resetToDefault=function(){return __awaiter(this,void 0,void 0,(function(){var _i,_a,layer,changedHierNodesAndAttribs,modelViews,_b,modelViews_2,modelView;return __generator(this,(function(_c){switch(_c.label){case 0:for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.resetAttribs()}return[4,this.setActiveModelView(this.mInitialModelView)];case 1:_c.sent();changedHierNodesAndAttribs=l_makeNodeAttribArray(this.mActiveModelView.resetAttribs());return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_c.sent();modelViews=this.getModelViews();for(_b=0,modelViews_2=modelViews;_b<modelViews_2.length;_b++){modelView=modelViews_2[_b];if(modelView!==this.mActiveModelView){modelView.resetAttribs()}}return[2]}}))}))};eDwModel.prototype.syncLayersAttribsState=function(){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndAttribs,_i,_a,layer;return __generator(this,(function(_b){switch(_b.label){case 0:nodeIDsHCAndAttribs=[];for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.getHCNodesAndAttribs(nodeIDsHCAndAttribs)}return[4,this.setHCToAttrib(nodeIDsHCAndAttribs)];case 1:_b.sent();return[2]}}))}))};eDwModel.prototype.getProperty=function(iPropName){for(var i=0;i<this.mProperties.length;i++){var property=$(this.mProperties[i]);var propName=property.attr("name");if(propName===iPropName)return property.attr("val")}return""};eDwModel.prototype.isVisibleForNodeHC=function(iNodeIDHC){return this.mModelHC.getNodeVisibility(iNodeIDHC)};eDwModel.prototype.setVisibilityForNodesHC=function(iNodeIDsHC,iVisible){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibility(iNodeIDsHC,iVisible)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.setVisibilitiesForNodesHC=function(iNodeIDVisMapHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibilities(iNodeIDVisMapHC)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getOpacityForNodeHC=function(iNodeIDHC){return __awaiter(this,void 0,void 0,(function(){var opacity,opacities,iErrorMsg_1;return __generator(this,(function(_a){switch(_a.label){case 0:opacity=NaN;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesOpacity([iNodeIDHC])];case 2:opacities=_a.sent();if(opacities.length)opacity=opacities[0];return[3,4];case 3:iErrorMsg_1=_a.sent();return[3,4];case 4:return[2,opacity]}}))}))};eDwModel.prototype.setOpacityForNodesHC=function(iNodeIDsHC,iOpacity){this.mModelHC.setNodesOpacity(iNodeIDsHC,iOpacity)};eDwModel.prototype.getModelIDHC=function(){return 0};eDwModel.prototype.parseHierarchy=function(iConfig,ioParentHierNode,iXMLNode,iParseDepth){if(iParseDepth!==undefined&&iParseDepth===0||this.isPart()){return}var children=$(iXMLNode).children("body,assembly,view");for(var i=0;i<children.length;i++){var childJQ=$(children[i]);var elemTag=childJQ.prop("tagName");var nodeProps=l_getProperties(childJQ);var attribs=l_getPropsAsAttribs(nodeProps);var newChild=ioParentHierNode.addChild(nodeProps.Name,elemTag,attribs,nodeProps.HOOPSID,ioParentHierNode);this.parseHierarchy(iConfig,newChild,childJQ,iParseDepth-1)}};eDwModel.prototype.loadProperties=function(iPropsMapHC){var propsToParse=iPropsMapHC.eDrawingsXMLData;console.debugLog("ViewerLoad","extra model data = "+propsToParse);var docJQ=$($.parseXML(propsToParse));var data=docJQ.find("sceneData");if(data.length>0){var sceneData=$(data[0]);this.mOrigin=sceneData.attr("origin");switch(sceneData.attr("type")){case"drawing":this.mCategory="DRAWING";break;case"part":this.mCategory="PART";break;case"assembly":this.mCategory="ASSEMBLY";break;default:break}}this.mProperties=docJQ.find("property");var lengthUnit=this.getProperty("lengthunit");var isValidUnit=eDwUnits_1.LengthTypeValues.indexOf(lengthUnit)>-1;this.mUserUnits.Length=isValidUnit?lengthUnit:this.mUserUnits.Length;var angleUnit=this.getProperty("angleunit");isValidUnit=eDwUnits_1.AngleTypeValues.indexOf(angleUnit)>-1;this.mUserUnits.Angle=isValidUnit?angleUnit:this.mUserUnits.Angle;if(this.mCategory==="DRAWING"){this.parseModelViews(docJQ,"sheet","views","Unnamed Sheet","sheet");this.processLayers(iPropsMapHC)}else{this.parseModelViews(docJQ,"configuration","hierarchy","Unnamed Config","config");if(this.mCategory==="ASSEMBLY"){var modelViews=this.getModelViews();for(var _i=0,modelViews_3=modelViews;_i<modelViews_3.length;_i++){var modelView=modelViews_3[_i];var childHierNodes=modelView.Hierarchy.getChildren();var assemRootHierNode=childHierNodes[0];assemRootHierNode.Name=decodeURIComponent(assemRootHierNode.Name)}}}if(this.getModelViews().length===0){var attrib={Visible:true};this.mModelViews.push(new eDwModelView("eDrawingsDefault","config",attrib,this.getModelIDHC(),this))}};eDwModel.prototype.processLayers=function(iPropsMapHC){var _this=this;this.mModelHC.getLayers().forEach((function(iLayerName,iLayerIDHC){if(!iLayerName)return;var attribs={Visible:iPropsMapHC[iLayerName]!=="off"};var layer=new eDwLayer(iLayerName,iLayerIDHC,attribs);_this.mLayers.push(layer);layer.addNodes(_this.mModelHC.getNodesFromLayer(iLayerIDHC),_this)}))};eDwModel.prototype.setActiveModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){var oldModelView,changedHierNodesAndAttribs,visAttrib,invisAttrib,iError_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iModelView)return[3,7];oldModelView=this.mActiveModelView;this.mActiveModelView=iModelView;changedHierNodesAndAttribs=[];_a.label=1;case 1:_a.trys.push([1,5,,6]);visAttrib={Visible:true};invisAttrib={Visible:false};if(oldModelView&&oldModelView!==iModelView){changedHierNodesAndAttribs=l_makeNodeAttribArray(oldModelView.Hierarchy.find("mAttribs",visAttrib),invisAttrib);oldModelView.Hierarchy.setAttribs(invisAttrib)}if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("Before set active view = true")}changedHierNodesAndAttribs.push({HierNode:this.mActiveModelView.Hierarchy,Attribs:visAttrib});Array.prototype.push.apply(changedHierNodesAndAttribs,l_makeNodeAttribArray(this.mActiveModelView.Hierarchy.find("mAttribs",invisAttrib,false)));this.mActiveModelView.Hierarchy.setAttribs(visAttrib);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_a.sent();if(!changedHierNodesAndAttribs.length)return[3,4];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 3:_a.sent();_a.label=4;case 4:if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("After set active view = true")}this.mViewer.ViewMgr.setCamera(iModelView.getDefaultCamera(),400);return[3,6];case 5:iError_1=_a.sent();console.debugLog("NodeVisibility","activateModelView failed to set node visibilities.");console.error(iError_1);return[3,6];case 6:(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_notifyModelViewChange(this.mViewer,iModelView,this.isPart())];case 1:_a.sent();return[2]}}))}))})();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.setHCToAttrib=function(iNodeIDsHCAndAttribs){return __awaiter(this,void 0,void 0,(function(){var _i,iNodeIDsHCAndAttribs_1,nodeIDHCAndAttribs,nodeIDHC,attribs,oldVisibility,oldOpacity,nodeNameHC,opacity,newVisibility;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iNodeIDsHCAndAttribs.length)return[2];_i=0,iNodeIDsHCAndAttribs_1=iNodeIDsHCAndAttribs;_a.label=1;case 1:if(!(_i<iNodeIDsHCAndAttribs_1.length))return[3,7];nodeIDHCAndAttribs=iNodeIDsHCAndAttribs_1[_i];nodeIDHC=nodeIDHCAndAttribs.IDHC;attribs=nodeIDHCAndAttribs.Attribs;oldVisibility=void 0;oldOpacity=void 0;nodeNameHC=void 0;if(!this.mViewer.ViewerFeatureOpts.Debug)return[3,3];return[4,this.getOpacityForNodeHC(nodeIDHC)];case 2:oldOpacity=_a.sent();oldVisibility=this.isVisibleForNodeHC(nodeIDHC);nodeNameHC=this.mModelHC.getNodeName(nodeIDHC);_a.label=3;case 3:if(!(oldVisibility!==attribs.Visible))return[3,5];return[4,this.setVisibilityForNodesHC([nodeIDHC],attribs.Visible)];case 4:_a.sent();_a.label=5;case 5:opacity=attribs.Opaque===undefined?NaN:attribs.Opaque?1:.5;if(attribs.Visible&&utils.isNumber(opacity)){this.setOpacityForNodesHC([nodeIDHC],opacity)}if(this.mViewer.ViewerFeatureOpts.Debug){newVisibility=this.isVisibleForNodeHC(nodeIDHC);console.debugLog("NodeVisibility","HC Node (name = "+nodeNameHC+", ID = "+nodeIDHC+") | old visibility = "+oldVisibility+" | new visibility = "+newVisibility+" | intended visibility = "+attribs.Visible+" | old opacity = "+oldOpacity+" | intended opacity = "+opacity)}_a.label=6;case 6:_i++;return[3,1];case 7:return[2]}}))}))};eDwModel.prototype.syncHCNodesState=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndVisAttribs,nodeIDsHCAndInvisAttribs,_i,iHierNodesAndAttribs_2,hierNodeAndAttribs,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDsHCAndVisAttribs=[];nodeIDsHCAndInvisAttribs=[];for(_i=0,iHierNodesAndAttribs_2=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_2.length;_i++){hierNodeAndAttribs=iHierNodesAndAttribs_2[_i];hierNode=hierNodeAndAttribs.HierNode;if(hierNode.HOOPSID&&utils.isNumber(hierNode.HOOPSID)){if(hierNodeAndAttribs.Attribs.Visible){nodeIDsHCAndVisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}else{nodeIDsHCAndInvisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}}}if(!nodeIDsHCAndVisAttribs.length)return[3,3];return[4,this.setHCToAttrib(nodeIDsHCAndVisAttribs)];case 1:_a.sent();return[4,this.syncLayersAttribsState()];case 2:_a.sent();_a.label=3;case 3:return[4,this.setHCToAttrib(nodeIDsHCAndInvisAttribs)];case 4:_a.sent();return[2]}}))}))};eDwModel.prototype.parseModelViews=function(iDocJQ,iXMLDocModelViewSearchKeyword,iXMLDocModelViewSubElemSearchKeyword,iDefaultModelViewName,iModelViewCategory){var modelViews=iDocJQ.find(iXMLDocModelViewSearchKeyword);for(var i=0;i<modelViews.length;i++){var modelViewJQ=$(modelViews[i]);var nodeProps=l_getProperties(modelViewJQ);if(!nodeProps.Name){nodeProps.Name=iDefaultModelViewName+(i+1)}var attribs=l_getPropsAsAttribs(nodeProps);var cameraHC=l_getDefaultCamera(modelViewJQ);var modelView=new eDwModelView(nodeProps.Name,iModelViewCategory,attribs,nodeProps.HOOPSID,this,cameraHC);this.mModelViews.push(modelView);var hierarchyNode=modelView.Hierarchy;this.parseHierarchy(modelView,hierarchyNode,modelViewJQ.find(iXMLDocModelViewSubElemSearchKeyword));l_addTables(this.mViewer,iDocJQ,this,hierarchyNode,modelView)}};eDwModel.prototype.dumpModelViewStateHC=function(iPrefixMsg){var msg=iPrefixMsg+" -> (HC values) | ";for(var _i=0,_a=this.mModelViews;_i<_a.length;_i++){var modelView=_a[_i];var nodeIDHC=modelView.Hierarchy.HOOPSID;msg+=modelView.Name+" - "+this.isVisibleForNodeHC(nodeIDHC)+" | "}console.debugLog("NodeVisibility",msg);console.debugLog("NodeVisibility","Active model view = "+this.mActiveModelView.Name);var hierNodes=this.mActiveModelView.getNodes();for(var _b=0,hierNodes_1=hierNodes;_b<hierNodes_1.length;_b++){var hierNode=hierNodes_1[_b];console.debugLog("NodeVisibility",hierNode.Name+" HOOPS ID "+hierNode.HOOPSID+" Visibility = "+this.isVisibleForNodeHC(hierNode.HOOPSID)+" Opacity = "+this.getOpacityForNodeHC(hierNode.HOOPSID))}};eDwModel.prototype.getHCModel=function(){return this.mModelHC};return eDwModel}();var c_lengthUnitToMMFactor=1e3;function l_addTables(iViewer,iDoc,iModel,ioHierachyNode,ioModelView){var tables=$(iDoc).find("table");var numTables=tables.length;if(numTables>0&&ioHierachyNode){for(var i=0;i<numTables;i++){var tableJQ=$(tables[i]);var nodeProps=l_getProperties(tableJQ);if(!nodeProps.Name){nodeProps.Name="Unnamed Table"+(i+1)}nodeProps.NotesArea=tableJQ.attr("notesarea")==="1"?true:false;var attribs=l_getPropsAsAttribs(nodeProps);var hierarchyNode=ioHierachyNode.addChild(nodeProps.Name,"table",attribs,nodeProps.HOOPSID,ioHierachyNode);iViewer.TableMgr.add(hierarchyNode)}}}function l_getProperties(iElemJQ){function trueFalseOrIndeterminate(iVal){if(iVal===undefined)return undefined;return iVal==="1"?true:iVal==="0"?false:undefined}function falseTrueOrIndeterminate(iVal){var val=trueFalseOrIndeterminate(iVal);return val===undefined?undefined:!val}var props={};if(iElemJQ){props.Name=iElemJQ.attr("name");if(props.Name.charAt(0)=="<"&&props.Name.charAt(props.Name.length-1)==">"){props.Name=props.Name.replace("<","&lt;");props.Name=props.Name.replace(">","&gt;")}props.Visible=trueFalseOrIndeterminate(iElemJQ.attr("visible"));props.Opaque=falseTrueOrIndeterminate(iElemJQ.attr("transparent"));props.Selectable=trueFalseOrIndeterminate(iElemJQ.attr("selectable"));props.HOOPSID=parseInt(iElemJQ.attr("id"),10)}return props}function l_getPropsAsAttribs(iNodeProps){var nodeAttribs={};eDwNodeAttributes_3.eDwNodeAttributes.setAttribs(nodeAttribs,iNodeProps);return nodeAttribs}function l_getDefaultCamera(iElemJQ){var perspectiveStr=iElemJQ.attr("camPerspective");if(!perspectiveStr)return undefined;var posPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camPosX")),parseFloat(iElemJQ.attr("camPosY")),parseFloat(iElemJQ.attr("camPosZ")));var tgtPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camTgtX")),parseFloat(iElemJQ.attr("camTgtY")),parseFloat(iElemJQ.attr("camTgtZ")));var upVecHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("upX")),parseFloat(iElemJQ.attr("upY")),parseFloat(iElemJQ.attr("upZ")));var width=parseFloat(iElemJQ.attr("camFieldWidth"));var height=parseFloat(iElemJQ.attr("camFieldHeight"));var projHC=perspectiveStr==="true"?eDwTypes_7.HC.Projection.Perspective:eDwTypes_7.HC.Projection.Orthographic;return eDwTypes_7.HC.Camera.create(posPtHC,tgtPtHC,upVecHC,projHC,width,height)}function l_makeNodeAttribArray(iHierNodes,iAttrib,iIgnoreActive){if(iAttrib===void 0){iAttrib=null}if(iIgnoreActive===void 0){iIgnoreActive=true}return iHierNodes.map((function(iHierNode){var attrib={};$.extend(attrib,iHierNode.getAttribs(iIgnoreActive));if(iAttrib)$.extend(attrib,iAttrib);return{HierNode:iHierNode,Attribs:attrib}}))}function l_notifyModelViewChange(iViewer,iModelView,iIsPart){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.ModelViewChangeEvent,iViewer,iModelView,!iIsPart)];case 1:_a.sent();return[2]}}))}))}return eDwModel}));define("eDwModelView",["require","exports","eDwHierarchyNode"],(function(require,exports,eDwHierarchyNode){"use strict";var eDwModelView=function(){function eDwModelView(Name,Category,iAttribs,iNodeIDHC,iModel,iDefCameraHC){if(iDefCameraHC===void 0){iDefCameraHC=null}this.Name=Name;this.Category=Category;this.Nodes={};this.mDefCameraHC=iDefCameraHC;this.Hierarchy=new eDwHierarchyNode(this.Name,this.Category,iAttribs,iNodeIDHC,null,this);this.Model=iModel}eDwModelView.prototype.getNodes=function(){var hierNodes=[];for(var hierNodeName in this.Nodes){hierNodes.push(this.Nodes[hierNodeName])}return hierNodes};eDwModelView.prototype.getDefaultCamera=function(){return this.mDefCameraHC};eDwModelView.prototype.resetAttribs=function(){return this.Hierarchy.resetAttribs()};return eDwModelView}();return eDwModelView}));define("eDwMoveSectionPlaneCmd",["require","exports","eDwTypes","eDwSupportsHistoryCmd"],(function(require,exports,eDwTypes_8,eDwSupportsHistoryCmd){"use strict";var eDwMoveSectionPlaneCmd=function(_super){__extends(eDwMoveSectionPlaneCmd,_super);function eDwMoveSectionPlaneCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialPntOnPlane=_this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));return _this}eDwMoveSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var altDir;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];altDir=this.mDir.copy().negate();this.mViewer.XSectionMgr.moveCurrentAlongNormal(altDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.moveCurrentAlongNormal(this.mDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mFinalPntOnPlane=this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));this.mDir=this.mFinalPntOnPlane.subtract(this.mInitialPntOnPlane);return[2]}}))}))};eDwMoveSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPntOnPlane&&!!this.mFinalPntOnPlane};Object.defineProperty(eDwMoveSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwMoveSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwMoveSectionPlaneCmd}));define("eDwNodeAttributes",["require","exports","utils"],(function(require,exports,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.NodeDisplayState=exports.eDwNodeAttributes=void 0;var eDwNodeAttributes=function(){function eDwNodeAttributes(){}eDwNodeAttributes.initAttribs=function(iSourceAttribs){var targetAttribs={};targetAttribs=eDwNodeAttributes.mergeAttribs(targetAttribs,iSourceAttribs);return targetAttribs};eDwNodeAttributes.setAttribs=function(ioTargetAttribs,iSourceAttribs){var changedAttribNames=[];for(var attribKey in iSourceAttribs){if(ioTargetAttribs[attribKey]!==iSourceAttribs[attribKey]){ioTargetAttribs[attribKey]=iSourceAttribs[attribKey];changedAttribNames.push(attribKey)}}return changedAttribNames};eDwNodeAttributes.mergeAttribs=function(ioTargetAttribs,iSourceAttribs){return eDwNodeAttributes.combineAttribs(ioTargetAttribs,iSourceAttribs,(function(iTargetValue,iSourceValue){return iTargetValue||iSourceValue}))};eDwNodeAttributes.intersectAttribs=function(iSrcAttrib1,iSrcAttrib2){return eDwNodeAttributes.combineAttribs(iSrcAttrib1,iSrcAttrib2,(function(iTargetValue,iSourceValue){return iTargetValue&&iSourceValue}))};eDwNodeAttributes.combineAttribs=function(iSrcAttrib1,iSrcAttrib2,iCombineFunc){var fullAttribs={};if(iSrcAttrib1&&iSrcAttrib2){fullAttribs=l_syncAttributeKeys(iSrcAttrib1,iSrcAttrib2);for(var attribKey in fullAttribs){var value=iCombineFunc(iSrcAttrib1[attribKey],iSrcAttrib2[attribKey]);if(value!==undefined)fullAttribs[attribKey]=value;else delete fullAttribs[attribKey]}}return utils.isEqual(fullAttribs,{})?undefined:fullAttribs};return eDwNodeAttributes}();exports.eDwNodeAttributes=eDwNodeAttributes;var NodeDisplayState;(function(NodeDisplayState){NodeDisplayState["Visible"]="Visible";NodeDisplayState["Invisible"]="Invisible";NodeDisplayState["Opaque"]="Opaque";NodeDisplayState["Transparent"]="Transparent"})(NodeDisplayState=exports.NodeDisplayState||(exports.NodeDisplayState={}));function l_syncAttributeKeys(ioTargetAttribs,iSourceAttribs){var attribs=$.extend({},ioTargetAttribs);for(var attribKey in iSourceAttribs){if(!attribs[attribKey]){attribs[attribKey]=undefined}}return attribs}}));define("eDwNodeColorInfo",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_9){"use strict";var eDwNodeColorInfo=function(){function eDwNodeColorInfo(iNodeID,iSecondaryID,iColor,iType){this.mNodeID=iNodeID;this.mSecondID=iSecondaryID;this.mType=iType}eDwNodeColorInfo.prototype.reset=function(iModelHC){switch(this.mType){case eDwTypes_9.EntityMode.EDGE:iModelHC.unsetNodeLineColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.FACE:iModelHC.unsetNodeFaceColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.VERTEX:default:break}};return eDwNodeColorInfo}();return eDwNodeColorInfo}));define("eDwOperationMixin",["require","exports"],(function(require,exports){"use strict";var eDwOperationMixin=function(){function eDwOperationMixin(){this.mExclusive=true}Object.defineProperty(eDwOperationMixin.prototype,"Exclusive",{get:function(){return this.mExclusive},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"AllowsAggregation",{get:function(){return false},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"Aggregable",{get:function(){return false},enumerable:false,configurable:true});return eDwOperationMixin}();return eDwOperationMixin}));define("eDwOperatorBaseDeps",["require","exports","eDwSelObj","eDwKeyMgr","eDwTypes","utils","eDwGeomUtils"],(function(require,exports,eDwSelObj,eDwKeyMgr_1,eDwTypes_10,utils,eDwGeomUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwBaseOperator=exports.OperatorHC=exports.eDwOperatorMgr=void 0;var eDwOperatorMgr=function(){function eDwOperatorMgr(iViewer){this.mOpsData={};this.mOperatorMgrHC=iViewer.HCViewer.getOperatorManager();this.resetToDefault();var cameraZoomOp=this.mOperatorMgrHC.getOperator(eDwTypes_10.HC.OperatorId.Zoom);cameraZoomOp.setMouseWheelZoomInverted(false)}eDwOperatorMgr.prototype.registerCustomOperator=function(ioOp,iActivate){if(iActivate===void 0){iActivate=false}ioOp.OperatorID=this.mOperatorMgrHC.registerCustomOperator(ioOp);this.mOpsData[ioOp.OperatorID]={Op:ioOp,ActivatedByDefault:iActivate};if(iActivate)this.push(ioOp.OperatorID);return ioOp.OperatorID};eDwOperatorMgr.prototype.unregisterCustomOperator=function(iOp){this.unregisterCustomOperatorByID(iOp.OperatorID)};eDwOperatorMgr.prototype.unregisterCustomOperatorByID=function(iOpID){if(this.popToOp(iOpID)===iOpID){this.pop()}this.mOperatorMgrHC.unregisterCustomOperator(iOpID);delete this.mOpsData[iOpID]};eDwOperatorMgr.prototype.unregisterAll=function(){var _this=this;utils.forAll((function(iOpID,iOpData){_this.unregisterCustomOperatorByID(iOpID)}),this.mOpsData)};eDwOperatorMgr.prototype.push=function(iOpID){var activeOpID=this.getActiveOperatorID();if(activeOpID!==iOpID){return this.mOperatorMgrHC.push(iOpID)}return false};eDwOperatorMgr.prototype.pop=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;if(!iOpID||iOpID&&this.getActiveOperatorID()===iOpID){retOpID=this.mOperatorMgrHC.pop()||eDwTypes_10.HC.OperatorId.None}return retOpID};eDwOperatorMgr.prototype.popToOp=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;var opStackPos=this.mOperatorMgrHC.indexOf(iOpID);if(opStackPos>-1){while(this.getActiveOperatorID()!==iOpID){this.pop()}retOpID=iOpID}return retOpID};eDwOperatorMgr.prototype.getOperator=function(iOpID){return this.mOperatorMgrHC.getOperator(iOpID)};eDwOperatorMgr.prototype.getActiveOperatorID=function(){return this.mOperatorMgrHC.peek()};eDwOperatorMgr.prototype.getOperatorIndex=function(iOp){var opsStack=[];var numOps=this.mOperatorMgrHC.size();var index=-1;for(var i=0;i<numOps;i++){if(this.getOperator(this.getActiveOperatorID())===iOp){index=i;break}var op=this.mOperatorMgrHC.pop();if(op)opsStack.push(op)}var lastOpPos=opsStack.length-1;for(var i=lastOpPos;i>=0;i++){this.mOperatorMgrHC.push(opsStack[i])}return index};eDwOperatorMgr.prototype.setOpID=function(iOpID,iIndex){return this.mOperatorMgrHC.set(iOpID,iIndex)};eDwOperatorMgr.prototype.set=function(iOp,iIndex){return this.setOpID(iOp.OperatorID,iIndex)};eDwOperatorMgr.prototype.resetToDefault=function(){var _this=this;for(var opID=eDwTypes_10.HC.OperatorId.NavCube;opID>eDwTypes_10.HC.OperatorId.Navigate;opID--){this.pop(opID)}utils.forAll((function(iOpID,iOpData){if(iOpData.ActivatedByDefault){_this.push(iOpData.Op.OperatorID)}}),this.mOpsData)};return eDwOperatorMgr}();exports.eDwOperatorMgr=eDwOperatorMgr;var OperatorHC=function(){function OperatorHC(iOp){this.mOp=iOp;this.OperatorID=NaN}OperatorHC.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onActivate;if(!_a)return[3,2];return[4,this.mOp.onActivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onDeactivate;if(!_a)return[3,2];return[4,this.mOp.onDeactivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseDown;if(!_a)return[3,2];return[4,this.mOp.onMouseDown(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseMove;if(!_a)return[3,2];return[4,this.mOp.onMouseMove(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseUp;if(!_a)return[3,2];return[4,this.mOp.onMouseUp(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMousewheel=function(ioMouseEveent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEveent)return[2];_a=this.mOp.onMousewheel;if(!_a)return[3,2];return[4,this.mOp.onMousewheel(ioMouseEveent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyDown=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyDown;if(!_a)return[3,2];return[4,this.mOp.onKeyDown(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyUp=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyUp;if(!_a)return[3,2];return[4,this.mOp.onKeyUp(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onViewOrientationChange=function(){return __awaiter(this,void 0,void 0,(function(){var op,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];op=this.mOp;_a=op.onViewOrientationChange;if(!_a)return[3,2];return[4,op.onViewOrientationChange()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.stopInteraction=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.stopInteraction;if(!_a)return[3,2];return[4,this.mOp.stopInteraction()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};return OperatorHC}();exports.OperatorHC=OperatorHC;var OperatorBaseHC=function(){function OperatorBaseHC(iViewer,iClickCB,iDoubleClickCB){this.Viewer=iViewer;this.CurrTouches=[];this.DragPt=undefined;this.CurrInputInfo=undefined;this.ActiveMouseButton="none";this.mDoPickTimeOutHandle=NaN;this.mClickCB=iClickCB;this.mDoubleClickCB=iDoubleClickCB}OperatorBaseHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];if(eDwKeyMgr_1.eDwKeyMgr.isAnyPressed(ioMouseEvent)){this.setMouse(ioMouseEvent);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(ioMouseEvent)}return[2]}))}))};OperatorBaseHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,oldInputInfo;return __generator(this,(function(_a){if(!ioMouseEvent)return[2];pos=ioMouseEvent.getPosition();if(this.CurrInputInfo){oldInputInfo=this.CurrInputInfo;this.setMouse(ioMouseEvent);if(!oldInputInfo.DragPt.equals(this.CurrInputInfo.DragPt)){this.DragPt=this.CurrInputInfo.DragPt}}console.debugLog("Operator","move screen pt = "+JSON.stringify(pos));return[2]}))}))};OperatorBaseHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];this.onUp(ioMouseEvent);delete this.DragPt;delete this.CurrInputInfo;return[2]}))}))};OperatorBaseHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Start - touch ID = "+ioTouchEvent.getId());this.addTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Move - touch ID = "+ioTouchEvent.getId());if(!this.hasTouchMoved(ioTouchEvent)){ioTouchEvent.setHandled(true);return[2]}this.updateTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","End - touch ID = "+ioTouchEvent.getId());ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());return[2]}))}))};OperatorBaseHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){delete this.DragPt;return[2]}))}))};OperatorBaseHC.getAsMouseEvent=function(iTouchEvent,iMouseInputType,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}if(iTouchEvent){var pos=iTouchEvent.getPosition();var mouseEvent=new eDwTypes_10.HC.Event.MouseInputEvent(pos.x,pos.y,eDwTypes_10.HC.Button.None,iButton,eDwTypes_10.HC.KeyModifiers.None,iMouseInputType);mouseEvent.setHandled(iTouchEvent.getHandled());return mouseEvent}return null};OperatorBaseHC.prototype.isDragging=function(){return!!this.DragPt};OperatorBaseHC.prototype.addTouch=function(ioTouchEvent){if(!this.getTouchById(ioTouchEvent.getId())){var pnt3DHC=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());if(pnt3DHC){this.CurrTouches.push({Event:ioTouchEvent,DragPt:pnt3DHC,Pos:ioTouchEvent.getPosition()})}}};OperatorBaseHC.prototype.getTouchById=function(iTouchID){for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){return this.CurrTouches[i]}}return null};OperatorBaseHC.prototype.removeTouchById=function(iTouchID){var _this=this;var dumpTouch=function(){var touchIDs=[];for(var _i=0,_a=_this.CurrTouches;_i<_a.length;_i++){var touch=_a[_i];touchIDs.push(touch.Event.getId())}console.debugLog("TouchOp","touch IDs: "+JSON.stringify(touchIDs))};console.debugLog("TouchOp","Touch IDs before remove:");dumpTouch();for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){this.CurrTouches.splice(i,1);break}}console.debugLog("TouchOp","Touch IDs after remove:");dumpTouch()};OperatorBaseHC.prototype.hasTouchMoved=function(ioTouchEvent){if(!ioTouchEvent)return false;var touch=this.getTouchById(ioTouchEvent.getId());if(!touch)return false;var curPos=ioTouchEvent.getPosition();if(curPos.x!==Math.round(curPos.x)||curPos.y!==Math.round(curPos.y)){return false}var origPos=touch.Event.getPosition();var epsX=1,epsY=1;var delta=eDwTypes_10.HC.Point2.subtract(curPos,origPos);return Math.abs(delta.x)>epsX&&Math.abs(delta.y)>epsY};OperatorBaseHC.prototype.updateTouch=function(ioTouchEvent){var touch=this.getTouchById(ioTouchEvent.getId());if(touch){var pos2DHC=ioTouchEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(pnt3DHC){touch.Pos=pos2DHC;touch.DragPt=pnt3DHC}}};OperatorBaseHC.prototype.setMouse=function(ioMouseEvent){var pos2DHC=ioMouseEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(!pnt3DHC)return;this.CurrInputInfo={Event:ioMouseEvent,DragPt:pnt3DHC,Pos:pos2DHC}};OperatorBaseHC.prototype.onClick=function(ioInputEvent){return this.mClickCB?this.mClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onDoubleClick=function(ioInputEvent){return this.mDoubleClickCB?this.mDoubleClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onUp=function(ioMouseEvent){var _this=this;var clearPickTimeOut=function(){if(utils.isNaN(_this.mDoPickTimeOutHandle))return;clearTimeout(_this.mDoPickTimeOutHandle);_this.mDoPickTimeOutHandle=NaN;_this.ActiveMouseButton="none"};var processClick=function(ioMouseEvent){_this.onClick(ioMouseEvent);clearPickTimeOut()};var stopFurtherProcessing=false;if(this.ActiveMouseButton==="left"){stopFurtherProcessing=true;if(utils.isNaN(this.mDoPickTimeOutHandle)){this.mDoPickTimeOutHandle=setTimeout((function(){processClick(ioMouseEvent)}),500)}else{clearPickTimeOut();stopFurtherProcessing=this.onDoubleClick(ioMouseEvent)}}else if(this.ActiveMouseButton!=="none"){processClick(ioMouseEvent);stopFurtherProcessing=true}return stopFurtherProcessing};return OperatorBaseHC}();var eDwBaseOperator=function(_super){__extends(eDwBaseOperator,_super);function eDwBaseOperator(iViewer){var _this=this;var clickCB=function(ioInputEvent){return _this.onClick(ioInputEvent)};var doubleClickCB=function(ioInputEvent){return _this.onDoubleClick(ioInputEvent)};_this=_super.call(this,new OperatorBaseHC(iViewer,clickCB,doubleClickCB))||this;return _this}eDwBaseOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Down,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseDown(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Move,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseMove(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Up,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseUp(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}),this.convertTouchToButtonHC(ioTouchEvent))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};Object.defineProperty(eDwBaseOperator.prototype,"Viewer",{get:function(){return this.mOp.Viewer},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrInputInfo",{get:function(){return this.mOp.CurrInputInfo},set:function(iInputInfo){this.mOp.CurrInputInfo=iInputInfo},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrTouches",{get:function(){return this.mOp.CurrTouches},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"ActiveMouseButton",{get:function(){return this.mOp.ActiveMouseButton},set:function(iActiveMouseButton){this.mOp.ActiveMouseButton=iActiveMouseButton},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"DragPt",{get:function(){return this.mOp.DragPt},set:function(iPnt3DHC){this.mOp.DragPt=iPnt3DHC},enumerable:false,configurable:true});eDwBaseOperator.prototype.isDragging=function(){return this.mOp.isDragging()};eDwBaseOperator.prototype.hasTouchMoved=function(ioTouchEvent){return this.mOp.hasTouchMoved(ioTouchEvent)};eDwBaseOperator.prototype.addTouch=function(ioTouchEvent){this.mOp.addTouch(ioTouchEvent)};eDwBaseOperator.prototype.getTouchById=function(iTouchID){return this.mOp.getTouchById(iTouchID)};eDwBaseOperator.prototype.removeTouchById=function(iTouchID){this.mOp.removeTouchById(iTouchID)};eDwBaseOperator.prototype.wrapAndCallAsMouseEvent=function(ioTouchEvent,iInputType,iMouseFunc,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}return __awaiter(this,void 0,void 0,(function(){var mouseEvent;return __generator(this,(function(_a){switch(_a.label){case 0:mouseEvent=OperatorBaseHC.getAsMouseEvent(ioTouchEvent,iInputType,iButton);if(!mouseEvent)return[3,2];console.debugLog("TouchAsMouse","Touch handled as mouse button "+iButton);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(mouseEvent);return[4,iMouseFunc(mouseEvent)];case 1:_a.sent();ioTouchEvent.setHandled(mouseEvent.getHandled());_a.label=2;case 2:return[2]}}))}))};eDwBaseOperator.prototype.onClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onClick()");return false};eDwBaseOperator.prototype.onDoubleClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onDoubleClick()");return false};eDwBaseOperator.getPickResult=function(iEvent,iViewMgr,iPickConfig){if(iPickConfig===void 0){iPickConfig=new eDwTypes_10.HC.PickConfig(eDwTypes_10.HC.SelectionMask.All)}return __awaiter(this,void 0,void 0,(function(){var selObj;return __generator(this,(function(_a){switch(_a.label){case 0:selObj=eDwSelObj.createEmpty();if(!(iEvent&&iViewMgr))return[3,2];return[4,iViewMgr.pickFromPoint(iEvent.getPosition(),iPickConfig)];case 1:selObj=_a.sent();_a.label=2;case 2:return[2,selObj]}}))}))};eDwBaseOperator.prototype.convertTouchToButtonHC=function(ioTouchEvent){var buttonHC=eDwTypes_10.HC.Buttons.None;if(ioTouchEvent){buttonHC=eDwTypes_10.HC.Buttons.Left;if(!this.hasTouchMoved(ioTouchEvent)){var touchInfo=this.getTouchById(ioTouchEvent.getId());var startTime=touchInfo?touchInfo.Event.getDate().getTime():(new Date).getTime();if((new Date).getTime()-startTime>1e3){buttonHC=eDwTypes_10.HC.Buttons.Right}}}return buttonHC};return eDwBaseOperator}(OperatorHC);exports.eDwBaseOperator=eDwBaseOperator}));define("eDwPerspectiveCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwPerspectiveCmd=function(_super){__extends(eDwPerspectiveCmd,_super);function eDwPerspectiveCmd(iViewer,iNewState){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=iViewer.getPerspectiveMode();_this.mFinallyActive=iNewState;return _this}eDwPerspectiveCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mInitiallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwPerspectiveCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwPerspectiveCmd}(eDwSupportsHistoryCmd);return eDwPerspectiveCmd}));define("eDwResetCmd",["require","exports","eDwSupportsHistoryCmd","eDwEventMgr","eDwEvents"],(function(require,exports,eDwSupportsHistoryCmd,eDwEventMgr,eDwEvents_3){"use strict";var eDwResetCmd=function(_super){__extends(eDwResetCmd,_super);function eDwResetCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mPerspective=iViewer.getPerspectiveMode();_this.mExplosionLevel=iViewer.getExplosionLevel();_this.mDrawMode=iViewer.getDrawMode();_this.mAmbientOcclusion=iViewer.getHCView().getAmbientOcclusionEnabled();_this.mCamera=iViewer.getHCView().getCamera();_this.resetToHome();return _this}eDwResetCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToPrevious()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToHome()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.resetToHome=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:viewMgr=this.mViewer.ViewMgr;viewMgr.reset();return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();this.mViewer.OperatorMgr.resetToDefault();this.mViewer.setPerspectiveMode(false);return[4,this.mViewer.getModel().resetToDefault()];case 2:_a.sent();this.mViewer.setExplosionLevel(0);this.mViewer.resetDrawMode();this.mViewer.ViewMgr.enableAmbientOcclusion(false);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,true)];case 3:_a.sent();return[2]}}))}))};eDwResetCmd.prototype.resetToPrevious=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mViewer.setPerspectiveMode(this.mPerspective);this.mViewer.ViewMgr.setCamera(this.mCamera);this.mViewer.setExplosionLevel(this.mExplosionLevel);this.mViewer.setDrawMode(this.mDrawMode);this.mViewer.ViewMgr.enableAmbientOcclusion(this.mAmbientOcclusion);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,false)];case 1:_a.sent();return[2]}}))}))};return eDwResetCmd}(eDwSupportsHistoryCmd);return eDwResetCmd}));define("eDwResultError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwResultError=function(_super){__extends(eDwResultError,_super);function eDwResultError(iResult){var _this=_super.call(this,"Result Error")||this;_this.Result=iResult;return _this}return eDwResultError}(eDwBaseError);return eDwResultError}));define("eDwSectionFlipCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionFlipCmd=function(_super){__extends(eDwSectionFlipCmd,_super);function eDwSectionFlipCmd(iViewer){return _super.call(this,iViewer)||this}eDwSectionFlipCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.flipSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSectionFlipCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionFlipCmd}(eDwSupportsHistoryCmd);return eDwSectionFlipCmd}));define("eDwSectionShowCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionShowCmd=function(_super){__extends(eDwSectionShowCmd,_super);function eDwSectionShowCmd(iViewer,iShow){var _this=_super.call(this,iViewer)||this;_this.mInitialShow=true;_this.mFinalShow=iShow;return _this}eDwSectionShowCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mInitialShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2]}}))}))};Object.defineProperty(eDwSectionShowCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionShowCmd}(eDwSupportsHistoryCmd);return eDwSectionShowCmd}));define("eDwSelMgr",["require","exports","eDwSelObj","eDwSelectionOperator","eDwEventMgr","eDwKeyMgr","eDwTypes","eDwEvents","utils"],(function(require,exports,eDwSelObj,eDwSelectionOperator,eDwEventMgr,eDwKeyMgr_2,eDwTypes_11,eDwEvents_4,utils){"use strict";var eDwSelMgr=function(){function eDwSelMgr(iViewer){iViewer.SelectionMgr=this;this.mViewer=iViewer;this.mSelMgrHC=iViewer.HCViewer.selectionManager;this.mSelectableObjsHC=[];var selectOp=new eDwSelectionOperator(iViewer,this);var opMgr=this.mViewer.OperatorMgr;this.mSelectOperatorIDHC=opMgr.registerCustomOperator(selectOp,true);this.mSelectOverlayNotifiers={}}eDwSelMgr.prototype.setColorForViewMode=function(mode){var _this=this;var nodeSelColor;var nodeSelOutlineColor=new eDwTypes_11.HC.Color(0,255,0);var nodeElmtSelColor;var nodeElmtSelOutlineColor=new eDwTypes_11.HC.Color(255,255,0);var beautifulGreen=new eDwTypes_11.HC.Color(4,200,5);switch(mode){case eDwTypes_11.HC.DrawMode.WireframeOnShaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Shaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Wireframe:case eDwTypes_11.HC.DrawMode.HiddenLine:nodeSelColor=eDwTypes_11.HC.Color.white();nodeElmtSelColor=eDwTypes_11.HC.Color.white();break;default:var msg="Unknown draw mode: "+mode;console.debugLog("Selection",msg);throw new Error(msg)}this.mSelMgrHC.setNodeSelectionColor(nodeSelColor);this.mSelMgrHC.setNodeSelectionOutlineColor(nodeSelOutlineColor);this.mSelMgrHC.setNodeElementSelectionColor(nodeElmtSelColor);this.mSelMgrHC.setNodeElementSelectionOutlineColor(nodeElmtSelOutlineColor);if(this.mViewer.getModel().isDrawing()&&!this.mViewer.ViewerFeatureOpts.Debug){this.mSelMgrHC.setNodeSelectionHighlightMode(eDwTypes_11.HC.SelectionHighlightMode.OutlineOnly);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mSelMgrHC.setHighlightNodeSelection(false)];case 1:_a.sent();return[2]}}))}))})()}};eDwSelMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mSelectOperatorIDHC);this.mViewer.SelectionMgr=null};eDwSelMgr.prototype.addSelectOverlayNotifier=function(iTypeIndex,iNotifier){if(!this.mSelectOverlayNotifiers[iTypeIndex]){this.mSelectOverlayNotifiers[iTypeIndex]=[]}this.mSelectOverlayNotifiers[iTypeIndex].push(iNotifier)};eDwSelMgr.prototype.removeSelectOverlayNotifier=function(iTypeIndex,iNotifier){var typeNotifiers=this.mSelectOverlayNotifiers[iTypeIndex];var pos=typeNotifiers.indexOf(iNotifier);if(pos>-1){typeNotifiers.splice(pos,1)}return false};eDwSelMgr.prototype.getSelectedNodeIDIndex=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)};eDwSelMgr.prototype.onSelection=function(iSelectionEvent){return __awaiter(this,void 0,void 0,(function(){var keyMgr,ctrlKeyDown,shiftKeyDown,hierNodeSelObj,selObjIDHC,existingIdx,selectedAlready,selObjExists,numOfSelObjsAtStart;return __generator(this,(function(_a){switch(_a.label){case 0:keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();ctrlKeyDown=keyMgr.isDown("Control");shiftKeyDown=keyMgr.isDown("Shift");hierNodeSelObj=this.createHierNodeSelObj(eDwSelObj.extendHCSelObj(iSelectionEvent.getSelection()));selObjIDHC=hierNodeSelObj.getIDHC();existingIdx=this.getSelectedNodeIDIndex(selObjIDHC);selectedAlready=existingIdx>-1;l_debugDumpSelection(hierNodeSelObj.getIDHC(),hierNodeSelObj.getSelectionType());selObjExists=utils.isNumber(selObjIDHC);numOfSelObjsAtStart=this.mSelectableObjsHC.length;if(!(numOfSelObjsAtStart&&!ctrlKeyDown&&!shiftKeyDown))return[3,2];return[4,this.unSelectAllObjects(false)];case 1:_a.sent();selectedAlready=false;return[3,5];case 2:if(!(ctrlKeyDown&&!shiftKeyDown&&selectedAlready&&selObjExists))return[3,4];this.mSelectableObjsHC.splice(existingIdx,1);return[4,this.unSelectObjs([hierNodeSelObj],this.mViewer.getModel().isDrawing())];case 3:_a.sent();return[2];case 4:if(!ctrlKeyDown&&shiftKeyDown&&selectedAlready&&selObjExists){return[2]}_a.label=5;case 5:if(!selObjExists)return[3,7];if(!selectedAlready)this.mSelectableObjsHC.push(hierNodeSelObj);return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,this.mViewer,[hierNodeSelObj])];case 6:_a.sent();return[3,9];case 7:if(!!numOfSelObjsAtStart)return[3,9];return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.LeftClickEvent,this.mViewer)];case 8:_a.sent();_a.label=9;case 9:return[2]}}))}))};eDwSelMgr.prototype.selectByID=function(iID){return utils.isNumber(iID)?this.executeSelection(iID):false};eDwSelMgr.prototype.select=function(iCoords,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var pickCfg,selObj,hierNodeSelObj;return __generator(this,(function(_a){switch(_a.label){case 0:pickCfg=iPickConfig?iPickConfig:new eDwTypes_11.HC.PickConfig(eDwTypes_11.HC.SelectionMask.Face);return[4,this.mViewer.ViewMgr.pickFromPoint(iCoords,pickCfg)];case 1:selObj=_a.sent();if(this.isSelectionHandled(selObj)){return[2,false]}hierNodeSelObj=this.createHierNodeSelObj(selObj);if(utils.isNumber(hierNodeSelObj.getIDHC())){return[2,this.executeSelection(hierNodeSelObj)]}this.mSelMgrHC.set(null);return[2,false]}}))}))};eDwSelMgr.prototype.isSelected=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)<0?false:true};eDwSelMgr.prototype.append=function(iSelObj){this.mSelMgrHC.add(iSelObj)};eDwSelMgr.prototype.unSelectAllObjects=function(iClearHCSelList){if(iClearHCSelList===void 0){iClearHCSelList=true}return __awaiter(this,void 0,void 0,(function(){var unselectedHCObjs;return __generator(this,(function(_a){switch(_a.label){case 0:unselectedHCObjs=this.mSelectableObjsHC;this.mSelectableObjsHC=[];return[4,this.unSelectObjs(unselectedHCObjs,this.mViewer.getModel().isDrawing())];case 1:_a.sent();if(unselectedHCObjs.length>0&&iClearHCSelList){this.mSelMgrHC.selectNode(null)}return[2]}}))}))};eDwSelMgr.prototype.setViewToSelectedFace=function(){var camera=null;var selObjs=this.mSelMgrHC.getResults();for(var _i=0,selObjs_1=selObjs;_i<selObjs_1.length;_i++){var selObj=selObjs_1[_i];var faceObj=selObj.getFaceEntity();if(faceObj){camera=this.mViewer.ViewMgr.setViewOrientationToDirection(faceObj.getNormal());break}}return camera};eDwSelMgr.prototype.getLastSelIDHC=function(){var selIDsHC=this.getSelectableIDsHC();if(selIDsHC.length>0){return selIDsHC[selIDsHC.length-1]}return NaN};eDwSelMgr.prototype.getLastSelHierarchyNode=function(){var modelView=this.mViewer.getModel().getActiveModelView();return modelView.Nodes[this.getLastSelIDHC()]};eDwSelMgr.prototype.getSelectableIDsHC=function(){var selIDsHC=[];for(var _i=0,_a=this.mSelectableObjsHC;_i<_a.length;_i++){var selObjHC=_a[_i];var selIDHC=selObjHC.getNodeId();if(utils.isNumber(selIDHC))selIDsHC.push(selIDHC)}return selIDsHC};eDwSelMgr.prototype.getSelHierarchyNodes=function(){var selHierNodes=[];var modelView=this.mViewer.getModel().getActiveModelView();var seoIDsHC=this.getSelectableIDsHC();for(var _i=0,seoIDsHC_1=seoIDsHC;_i<seoIDsHC_1.length;_i++){var selNodeID=seoIDsHC_1[_i];selHierNodes.push(modelView.Nodes[selNodeID])}return selHierNodes};Object.defineProperty(eDwSelMgr.prototype,"length",{get:function(){return this.mSelectableObjsHC.length},enumerable:false,configurable:true});eDwSelMgr.prototype.isIDSelectable=function(iNodeIDHC){var modelView=this.mViewer.getModel().getActiveModelView();var hierNode=modelView?modelView.Nodes[iNodeIDHC]:null;return hierNode?hierNode.isSelectable():false};eDwSelMgr.prototype.setHighlightSelection=function(iType,iEnable){var _this=this;var highlighted=false;var selMgr=this.mSelMgrHC;if(iType==="NODE"){highlighted=selMgr.getHighlightNodeSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightNodeSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="FACE"){highlighted=selMgr.getHighlightFaceElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightFaceElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="EDGE"){highlighted=selMgr.getHighlightLineElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightLineElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="VERTEX"){highlighted=selMgr.getHighlightPointElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightPointElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else{console.debugLog("Selection","Unknown selection type: "+iType)}return highlighted};eDwSelMgr.prototype.setNodeSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeSelectionHighlightMode()]};eDwSelMgr.prototype.setNodeSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionColor();this.mSelMgrHC.setNodeSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setNodeSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionOutlineColor();this.mSelMgrHC.setNodeSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeElementSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeElementSelectionHighlightMode()]};eDwSelMgr.prototype.setElementSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionColor();this.mSelMgrHC.setNodeElementSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionOutlineColor();this.mSelMgrHC.setNodeElementSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.getSelObjFromPos=function(iPos,iPickConfig,iViewer){return __awaiter(this,void 0,void 0,(function(){var selObj,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iViewer.getHCView().pickFromPoint(iPos,iPickConfig)];case 1:selObj=_a.sent();subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);return[2,subEntityInfo.SubEntity?selObj:null]}}))}))};eDwSelMgr.prototype.initMappings=function(ioMapping,ioRevMapping){var HCM=eDwTypes_11.HC.SelectionHighlightMode;ioRevMapping[ioMapping["Highlight"]=HCM.HighlightOnly]="Highlight";ioMapping["HighlightAndOutline"]=HCM.HighlightAndOutline;ioRevMapping[HCM.HighlightAndOutline]="HighlightAndOutline";ioRevMapping[ioMapping["Outline"]=HCM.OutlineOnly]="Outline"};eDwSelMgr.prototype.createHierNodeSelObj=function(iSelObj){var hierNode=this.mViewer.getModel().getHierarchyNode(iSelObj.getIDHC());var newSelObj=eDwSelObj.createEmpty();if(hierNode){newSelObj=eDwSelObj.extendHCSelObj(eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID,iSelObj.getIncludeId(),iSelObj.getFaceEntity(),iSelObj.getLineEntity(),iSelObj.getPointEntity()))}return newSelObj};eDwSelMgr.prototype.isSelectionHandled=function(iSelObjHC){var index=iSelObjHC.overlayIndex();if(!utils.isNumber(index))return false;var notifiers=this.mSelectOverlayNotifiers[index];if(!notifiers)return false;for(var _i=0,notifiers_1=notifiers;_i<notifiers_1.length;_i++){var notifier=notifiers_1[_i];if(notifier.onSelect(iSelObjHC))return true}return false};eDwSelMgr.prototype.unSelectObjs=function(iSelObjsHC,iIs2D){return __awaiter(this,void 0,void 0,(function(){var modelView,_i,iSelObjsHC_1,selObjHC,selObj,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.UnselectEvent,this.mViewer,iSelObjsHC)];case 1:_a.sent();if(!iIs2D)return[3,5];modelView=this.mViewer.getModel().getActiveModelView();_i=0,iSelObjsHC_1=iSelObjsHC;_a.label=2;case 2:if(!(_i<iSelObjsHC_1.length))return[3,5];selObjHC=iSelObjsHC_1[_i];selObj=eDwSelObj.extendHCSelObj(selObjHC);hierNode=modelView.Nodes[selObj.getIDHC()];if(!hierNode)return[3,4];return[4,hierNode.showBoundingBox(this.mViewer,"off")];case 3:_a.sent();_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))};eDwSelMgr.prototype.addUniqueToSelectableObjsHC=function(iSelObj){if(this.mSelectableObjsHC.indexOf(iSelObj)<0){this.mSelectableObjsHC.push(iSelObj)}};eDwSelMgr.prototype.executeSelection=function(iSelection){var nodeIDHC;var selObjHC;if(utils.isNumber(iSelection)){nodeIDHC=iSelection}else{nodeIDHC=iSelection.getIDHC();if(!utils.isNumber(nodeIDHC))return false;selObjHC=iSelection}function selectNodeHC(iSelMgr,iSelModeHC){var _this=this;var viewer=iSelMgr.mViewer;var model=viewer.getModel();var modelView=model.getActiveModelView();var hierNode=modelView.Nodes[nodeIDHC];if(hierNode){if(model.isDrawing()){var shown=false;var index=iSelMgr.getSelectedNodeIDIndex(nodeIDHC);var setState=iSelModeHC===eDwTypes_11.HC.SelectionMode.Set;if(setState){if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}var unselObjsHC_1=iSelMgr.mSelectableObjsHC;iSelMgr.mSelectableObjsHC=[];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iSelMgr.unSelectObjs(unselObjsHC_1,true)];case 1:_a.sent();return[4,hierNode.showBoundingBox(viewer,"on")];case 2:_a.sent();return[2]}}))}))})();shown=true}else{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,hierNode.showBoundingBox(viewer,"toggle")];case 1:_a.sent();return[2]}}))}))})();shown=index>-1?false:true}if(shown){var selObjDupHC_1=eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID);iSelMgr.addUniqueToSelectableObjsHC(selObjDupHC_1);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,viewer,[selObjDupHC_1])];case 1:_a.sent();l_debugDumpSelection(selObjDupHC_1.getNodeId(),selObjDupHC_1.getSelectionType());return[2]}}))}))})()}}else{var selMgrHC=iSelMgr.mSelMgrHC;if(!selObjHC){selMgrHC.selectNode(nodeIDHC,iSelModeHC);var selObj=eDwSelObj.extendHCSelObj(selMgrHC.getLast());if(selObj.getIDHC()===nodeIDHC){iSelMgr.addUniqueToSelectableObjsHC(selObj)}}else{if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Add){selMgrHC.add(selObjHC)}else if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Set){selMgrHC.set(selObjHC)}else{var wasSelected=selMgrHC.isSelected(selObjHC);selMgrHC.toggle(selObjHC);if(wasSelected){var index=iSelMgr.mSelectableObjsHC.indexOf(selObjHC);if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}}}if(selMgrHC.isSelected(selObjHC)){iSelMgr.addUniqueToSelectableObjsHC(selObjHC)}}}return eDwTypes_11.HC.SelectionType.Part}return eDwTypes_11.HC.SelectionType.None}var ret=false;try{var selType=eDwTypes_11.HC.SelectionType.None;var keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();if(!keyMgr.isDown("Control")&&!keyMgr.isDown("Shift")){selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Set);ret=true}else{var existingIdx=this.getSelectedNodeIDIndex(nodeIDHC);if(existingIdx>-1){if(keyMgr.isDown("Control")){this.mSelMgrHC.remove(this.mSelectableObjsHC[existingIdx]);this.mSelectableObjsHC.splice(existingIdx,1)}else if(keyMgr.isDown("Shift")){ret=true}}else{selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Add);if(this.getSelectedNodeIDIndex(nodeIDHC)>-1){ret=true}}}if(selType!==eDwTypes_11.HC.SelectionType.None){l_debugDumpSelection(nodeIDHC,selType)}}catch(iErr){console.log("eDwSelMgr.selectByID failed")}return ret};return eDwSelMgr}();function l_debugDumpSelection(iID,iSelType){console.debugLog("Selection","Selected Obj ID: "+iID+" - type: "+eDwTypes_11.HC.SelectionType[iSelType])}return eDwSelMgr}));define("eDwSelObj",["require","exports","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwTypes_12,eDwGeomUtils_1,utils){"use strict";var eDwSelObj=function(){function eDwSelObj(iSelObjHC,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(this,[eDwTypes_12.HC.Selection.SelectionItem]);$.extend(true,this,iSelObjHC);this.setPointInLocalSpace(iSelObjHC.getPosition(),iToLocalTransformHC)}eDwSelObj.prototype.getIDHC=function(){var nodeIDHC=this.getNodeId();return utils.isNumber(nodeIDHC)?nodeIDHC:NaN};eDwSelObj.prototype.getLocalPoint=function(){return this.mLocalPnt};eDwSelObj.prototype.getWorldPoint=function(){return this.getPosition()};eDwSelObj.prototype.getAsLocalPoint=function(iWorldPtHC){return this.mToLocalTransformHC&&iWorldPtHC?this.mToLocalTransformHC.transform(iWorldPtHC):iWorldPtHC};eDwSelObj.prototype.getAsWorldPoint=function(iLocalPtHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;return toWorldTransformHC&&iLocalPtHC?toWorldTransformHC.transform(iLocalPtHC):iLocalPtHC};eDwSelObj.prototype.getLocalVector=function(){var _this=this;return this.getVectorInfo((function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)})).Vec};eDwSelObj.prototype.getWorldVector=function(){return this.getVectorInfo().Vec};eDwSelObj.prototype.getAsLocalVector=function(iWorldVecHC){var normalMatrix=this.mToLocalTransformHC?this.mToLocalTransformHC.normalMatrix():null;return iWorldVecHC&&normalMatrix?normalMatrix.transform(iWorldVecHC):null};eDwSelObj.prototype.getAsWorldVector=function(iLocalVecHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;var normalMatrix=toWorldTransformHC?toWorldTransformHC.normalMatrix():null;return iLocalVecHC&&normalMatrix?normalMatrix.transform(iLocalVecHC):null};eDwSelObj.prototype.getToLocalTransform=function(){return this.mToLocalTransformHC};eDwSelObj.prototype.findAngle=function(iSelObj){var _this=this;var selObj1Type=eDwSelObj.getSubEntityInfo(this).SubEntityTypeName;var selObj2Type=eDwSelObj.getSubEntityInfo(iSelObj).SubEntityTypeName;if(!selObj1Type||!selObj2Type||selObj2Type==="Point"||selObj1Type==="Point"){return NaN}var toLocalFunc;if(this.getToLocalTransform().equals(iSelObj.getToLocalTransform())){toLocalFunc=function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)}}var selObjVecInfo1=this.getVectorInfo(toLocalFunc);var selObjVecInfo2=iSelObj.getVectorInfo(toLocalFunc);if(selObj1Type!==selObj2Type){var curveVecInfo=selObjVecInfo1;var faceVecInfo=selObjVecInfo2;if(selObj1Type==="Face"){curveVecInfo=selObjVecInfo2;faceVecInfo=selObjVecInfo1}var surfPlane=eDwTypes_12.HC.Plane.createFromPointAndNormal(faceVecInfo.Pts[0],faceVecInfo.Vec);faceVecInfo.Pts[0]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[0],surfPlane);faceVecInfo.Pts[1]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[1],surfPlane);faceVecInfo.Vec=eDwTypes_12.HC.Point3.subtract(faceVecInfo.Pts[0],faceVecInfo.Pts[1])}if(!selObjVecInfo1.Vec||!selObjVecInfo1.Pts||!selObjVecInfo2.Vec||!selObjVecInfo2.Pts)return NaN;var normal3DHC=eDwTypes_12.HC.Point3.cross(selObjVecInfo1.Vec,selObjVecInfo2.Vec);if(!eDwGeomUtils_1.isValidHCPoint(normal3DHC)||normal3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){return eDwTypes_12.HC.Point3.dot(selObjVecInfo1.Vec,selObjVecInfo1.Vec)*180}var planeNormal=normal3DHC.copy();planeNormal.normalize();var pts3DHC=[];for(var _i=0,_a=__spreadArrays(selObjVecInfo1.Pts,selObjVecInfo2.Pts);_i<_a.length;_i++){var pnt3DHC=_a[_i];pts3DHC.push(eDwGeomUtils_1.dropPointOnPlane(pnt3DHC,eDwTypes_12.HC.Plane.createFromPointAndNormal(selObjVecInfo1.Pts[0],planeNormal)))}var betweenVec3DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],pts3DHC[0]);var crossVec3DHC=eDwTypes_12.HC.Point3.cross(betweenVec3DHC,selObjVecInfo2.Vec);var normalLen=normal3DHC.length();var t1=eDwTypes_12.HC.Point3.dot(crossVec3DHC,normal3DHC)/(normalLen*normalLen);var intPt3DHC=eDwTypes_12.HC.Point3.add(pts3DHC[0],selObjVecInfo1.Vec.scale(t1));var newVec13DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[0],intPt3DHC);var newVec23DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[1],intPt3DHC);var vec13DHC=newVec23DHC;if(newVec13DHC.length()>newVec23DHC.length())vec13DHC=newVec13DHC;var newVec33DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],intPt3DHC);var newVec43DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[3],intPt3DHC);var vec23DHC=newVec43DHC;if(newVec33DHC.length()>newVec43DHC.length())vec23DHC=newVec33DHC;vec13DHC.normalize();vec23DHC.normalize();return Math.acos(eDwTypes_12.HC.Point3.dot(vec13DHC,vec23DHC))*180/Math.PI};eDwSelObj.extendHCSelObj=function(ioSelObj,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(ioSelObj,[eDwSelObj]);if(utils.isInstanceOf(ioSelObj,eDwSelObj)){var pos2DHC=ioSelObj.getPosition();if(pos2DHC){ioSelObj.setPointInLocalSpace(pos2DHC,iToLocalTransformHC)}return ioSelObj}throw new TypeError("eDwSelObj is undefined")};eDwSelObj.createEmpty=function(){return new eDwSelObj(eDwTypes_12.HC.Selection.SelectionItem.create())};eDwSelObj.getLocalTransform=function(ioSelObjHC,iModel){var toLocalTransformHC=new eDwTypes_12.HC.Matrix;var subEntityInfo=eDwSelObj.getSubEntityInfo(ioSelObjHC);if(subEntityInfo.SubEntity){var selObj=eDwSelObj.extendHCSelObj(ioSelObjHC);var selObjIDHC=selObj.getIDHC();var selHierNode=iModel.getHierarchyNode(selObjIDHC);if(selHierNode&&selHierNode.Category==="view"){var modelHC=iModel.getHCModel();var parentNodeHC=modelHC.getNodeParent(selHierNode.HOOPSID);var parentNetMatrixHC=modelHC.getNodeNetMatrix(parentNodeHC);var selNetMatrixHC=modelHC.getNodeNetMatrix(selObjIDHC);var invParentNetMatrix=parentNetMatrixHC.inverseAndDeterminant()[0]||new eDwTypes_12.HC.Matrix;var matrixHC=eDwTypes_12.HC.Matrix.multiply(selNetMatrixHC,invParentNetMatrix);toLocalTransformHC=eDwTypes_12.HC.Matrix.inverse(matrixHC)||new eDwTypes_12.HC.Matrix}}return toLocalTransformHC};eDwSelObj.getMinDistInfo=function(iSelPropsHC,iSelObjs,iModel){return __awaiter(this,void 0,void 0,(function(){function getMinDistPtToFace(iPointHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var lineRay;return __generator(this,(function(_a){switch(_a.label){case 0:lineRay=new eDwTypes_12.HC.Ray(iPointHC,new eDwTypes_12.HC.Point3(0,0,0));return[4,getMinDistLineToFace(lineRay,iSelObj,iFaceSelObj,iModelHC)];case 1:return[2,_a.sent()]}}))}))}function getMinDistLineToFace(iRayHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var distItem;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModelHC.computeMinimumFaceLineDistance(iFaceSelObj.getNodeId(),iFaceSelObj.getFaceEntity().getCadFaceIndex(),iRayHC)];case 1:distItem=_a.sent();return[2,adjustDistance(iSelObj,iFaceSelObj,distItem)]}}))}))}function adjustDistance(iSelObj,iFaceSelObj,ioDistItem){var toLocalTransformHC=iSelObj.getToLocalTransform();var toLocalTransformForFaceHC=iFaceSelObj.getToLocalTransform();if(toLocalTransformHC&&toLocalTransformForFaceHC&&toLocalTransformHC.equals(toLocalTransformForFaceHC)){ioDistItem.distance*=toLocalTransformHC.upperLeft3x3Determinant()}return ioDistItem}var selEntInfoHC0,selEntInfoHC1,modelHC,vertSelObj,faceSelObj,faceProp,pos2DHC,faceSelObj0,faceSelObj1,faceProp0,faceProp1,distItem,edgeSelObj,edgeProp,faceSelObj,faceProp,pntsWCHC,lineHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,null];selEntInfoHC0=eDwSelObj.getSubEntityInfo(iSelObjs[0]);selEntInfoHC1=eDwSelObj.getSubEntityInfo(iSelObjs[1]);modelHC=iModel.getHCModel();if(!(selEntInfoHC0.SubEntityTypeName==="Point"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,3];vertSelObj=iSelObjs[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"){vertSelObj=iSelObjs[1];faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0]}pos2DHC=vertSelObj.getPosition();if(!pos2DHC){throw new TypeError("vertSelObj position is undefined")}if(!(faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,2];return[4,getMinDistPtToFace(vertSelObj.getPosition(),vertSelObj,faceSelObj,modelHC)];case 1:return[2,_a.sent()];case 2:return[3,10];case 3:if(!(selEntInfoHC0.SubEntityTypeName==="Face"&&selEntInfoHC1.SubEntityTypeName==="Face"))return[3,6];faceSelObj0=iSelObjs[0],faceSelObj1=iSelObjs[1];faceProp0=iSelPropsHC[0],faceProp1=iSelPropsHC[1];if(!(faceProp0 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,5];return[4,modelHC.computeMinimumFaceFaceDistance(faceSelObj0.getNodeId(),faceSelObj0.getFaceEntity().getCadFaceIndex(),faceSelObj1.getNodeId(),faceSelObj1.getFaceEntity().getCadFaceIndex())];case 4:distItem=_a.sent();return[2,adjustDistance(faceSelObj0,faceSelObj1,distItem)];case 5:return[3,10];case 6:if(!(selEntInfoHC0.SubEntityTypeName==="Line"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,10];edgeSelObj=iSelObjs[0];edgeProp=iSelPropsHC[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"){faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0];edgeSelObj=iSelObjs[1];edgeProp=iSelPropsHC[1]}if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,8];return[4,getMinDistPtToFace(edgeProp.origin,edgeSelObj,faceSelObj,modelHC)];case 7:return[2,_a.sent()];case 8:if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,10];pntsWCHC=edgeSelObj.getLineEntity().getPoints();if(!(pntsWCHC.length===2))return[3,10];lineHC=new eDwTypes_12.HC.Ray(pntsWCHC[0],pntsWCHC[1]);return[4,getMinDistLineToFace(lineHC,edgeSelObj,faceSelObj,modelHC)];case 9:return[2,_a.sent()];case 10:return[2,null]}}))}))};eDwSelObj.getSelObjProperty=function(iSelObjHC,iModel){return __awaiter(this,void 0,void 0,(function(){var subEntityProperty,subEntityInfo,subEntityTypeName,selObj,subEntityID,modelHC,_a;return __generator(this,(function(_b){switch(_b.label){case 0:subEntityProperty=null;subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObjHC);subEntityTypeName="Unknown";if(!subEntityInfo.SubEntity)return[3,6];selObj=eDwSelObj.extendHCSelObj(iSelObjHC);subEntityTypeName=subEntityInfo.SubEntityTypeName;subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);modelHC=iModel.getHCModel();_a=subEntityTypeName;switch(_a){case"Line":return[3,1];case"Face":return[3,3];case"Point":return[3,5]}return[3,5];case 1:return[4,modelHC.getEdgeProperty(selObj.getIDHC(),subEntityID)];case 2:subEntityProperty=_b.sent();return[3,6];case 3:return[4,modelHC.getFaceProperty(selObj.getIDHC(),subEntityID)];case 4:subEntityProperty=_b.sent();return[3,6];case 5:return[3,6];case 6:return[2,{Property:subEntityProperty,Name:subEntityTypeName}]}}))}))};eDwSelObj.setSelObjSubEntityColor=function(iSelObjsHC,iModel,iColor){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iColor)};eDwSelObj.setSelObjSubEntityHighlight=function(iSelObjsHC,iModel,iHighlight){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iHighlight)};eDwSelObj.getSubEntityInfo=function(iSelObjHC){function checkIfSelectable(iSubEntity,iSelTypeMask){return eDwSelObj.getSubEntityBits(iSubEntity)&iSelTypeMask?true:false}var subEntity=null;var typeName="";var isSelectable=false;if(iSelObjHC){if(subEntity=iSelObjHC.getPointEntity()){typeName="Point";isSelectable=true}else if(subEntity=iSelObjHC.getLineEntity()){typeName="Line";var cEdgeSelMeasureHC=4;isSelectable=checkIfSelectable(subEntity,cEdgeSelMeasureHC)}else if(subEntity=iSelObjHC.getFaceEntity()){typeName="Face";var cFaceSelMeasureHC=1;isSelectable=checkIfSelectable(subEntity,cFaceSelMeasureHC)}}return{SubEntity:subEntity,SubEntityTypeName:typeName,IsSelectable:isSelectable}};eDwSelObj.getSubEntityTypeName=function(iSubEntityType){if(!iSubEntityType)return"";return utils.getObjectTypeName(iSubEntityType).slice(0,-6)};eDwSelObj.getSubEntityID=function(iSubEntity){return iSubEntity?iSubEntity._elementIndex:NaN};eDwSelObj.getSubEntityBits=function(iSubEntity){return iSubEntity?iSubEntity._elementBits:NaN};eDwSelObj.prototype.setPointInLocalSpace=function(iWorldPtHC,iToLocalTransformHC){if(iToLocalTransformHC){this.mLocalPnt=iWorldPtHC?iToLocalTransformHC.transform(iWorldPtHC):null;this.mToLocalTransformHC=iToLocalTransformHC}};eDwSelObj.setSelObjSubEntity=function(iSelObjsHC,iModel,iSetting){if(!iSelObjsHC||!iSelObjsHC.length)return[];var modelHC=iModel.getHCModel();var subEntityIDs=[];for(var _i=0,iSelObjsHC_2=iSelObjsHC;_i<iSelObjsHC_2.length;_i++){var selObjHC=iSelObjsHC_2[_i];var nodeID=selObjHC.getNodeId();var subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);var subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);var isColor=typeof iSetting==="object"?true:false;var action="setNode"+subEntityInfo.SubEntityTypeName+(isColor?"Color":"Highlighted");action=!iSetting&&isColor?"un"+action:action;try{modelHC[action](nodeID,subEntityID,iSetting);subEntityIDs.push(subEntityID)}catch(iExcp){}}return subEntityIDs};eDwSelObj.prototype.getVectorInfo=function(iTransformPointFunc){if(iTransformPointFunc===void 0){iTransformPointFunc=function(iPntHC){return iPntHC}}var vec3DHC;var startCrvPt3DHC;var endCrvPt3DHC;var entityHC;if(entityHC=this.getLineEntity()){var crvPtsWC3DHC=entityHC.getPoints();var numPts=crvPtsWC3DHC.length;if(numPts>1){startCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[0]);endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[numPts-1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){console.warn("eDwSelObj.getVectorInfo failed")}}}vec3DHC.normalize()}else if(entityHC=this.getFaceEntity()){vec3DHC=entityHC.getNormal();vec3DHC.normalize();startCrvPt3DHC=iTransformPointFunc(entityHC.getPosition());endCrvPt3DHC=eDwTypes_12.HC.Point3.add(startCrvPt3DHC,vec3DHC)}return{Vec:vec3DHC,Pts:[startCrvPt3DHC,endCrvPt3DHC]}};return eDwSelObj}();return eDwSelObj}));define("eDwSelectionOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwEvents","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwEvents_5,eDwTypes_13,eDwGeomUtils,utils){"use strict";var eDwSelectionOperator=function(_super){__extends(eDwSelectionOperator,_super);function eDwSelectionOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCalloutTimeoutHandle=NaN;_this.mNameCallout=null;_this.mSelObjIDHC=NaN;_this.mMousePosCopy=null;_super.prototype.pushHighlightSelectionState.call(_this,"NODE",true);_super.prototype.pushHighlightSelectionState.call(_this,"FACE",true);_super.prototype.pushHighlightSelectionState.call(_this,"EDGE",false);_super.prototype.pushHighlightSelectionState.call(_this,"VERTEX",false);_super.prototype.pushElementSelectionHighlightMode.call(_this,"HighlightAndOutline");return _this}eDwSelectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(ioMouseEvent&&this.CurrInputInfo))return[3,2];return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onDown(ioMouseEvent.getPosition()));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,activeOpID;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];pos=ioMouseEvent.getPosition();activeOpID=this.Viewer.OperatorMgr.getActiveOperatorID();if(!this.CurrInputInfo&&this.Viewer.getModel().isAssembly()&&activeOpID===this.OperatorID){this.mMousePosCopy=pos.copy();(function(){return __awaiter(_this,void 0,void 0,(function(){var selObj,op;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMousePosCopy)return[2];return[4,this.Viewer.ViewMgr.pickFromPoint(this.mMousePosCopy,new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.Face))];case 1:selObj=_a.sent();this.mSelObjIDHC=selObj.getIDHC();op=this;this.mCalloutTimeoutHandle=setTimeout((function(){op.updateCallout()}),1e3);return[2]}}))}))})()}return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onMove(pos));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onDoubleClick=function(ioInputEvent){var _this=this;var stopFurtherProcessing=false;if(!ioInputEvent)return stopFurtherProcessing;(function(){return __awaiter(_this,void 0,void 0,(function(){var pnt2DHC,haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:pnt2DHC=ioInputEvent.getPosition();return[4,this.doPick(pnt2DHC)];case 1:haveSelection=_a.sent();_super.prototype.onDoubleClick.call(this,ioInputEvent);return[4,eDwEventMgr.get().fireEvent(eDwEvents_5.LeftDoubleClickEvent,this.Viewer,pnt2DHC,haveSelection)];case 2:_a.sent();return[2]}}))}))})();return stopFurtherProcessing};eDwSelectionOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.onDown(ioTouchEvent.getPosition());return[2]}}))}))};eDwSelectionOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var pos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];pos=ioTouchEvent.getPosition();if(!(pos.x===Math.round(pos.x)&&pos.y===Math.round(pos.y)))return[3,2];return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];if(!this.hasTouchMoved(ioTouchEvent)){if(this.CurrTouches.length===1){this.onClick(ioTouchEvent);ioTouchEvent.setHandled(true)}else{ioTouchEvent.setHandled(false)}}return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwSelectionOperator.prototype.onClick=function(ioInputEvent){var _this=this;var processButton=function(iAppEvent){if(!_this.isDragging()){(function(){return __awaiter(_this,void 0,void 0,(function(){var haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.doPick(pos2DHC)];case 1:haveSelection=_a.sent();return[4,eventMgr.fireEvent(iAppEvent,this.Viewer,pos2DHC,haveSelection)];case 2:_a.sent();if(!ioInputEvent.getHandled()){ioInputEvent.setHandled(true)}return[2]}}))}))})()}};var stopFurtherProcessing=false;var pos2DHC=ioInputEvent.getPosition();var eventMgr=eDwEventMgr.get();switch(this.ActiveMouseButton){case"left":{processButton(eDwEvents_5.LeftClickEvent);stopFurtherProcessing=true;break}case"middle":{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_5.MiddleClickEvent,this.Viewer,pos2DHC)];case 1:_a.sent();return[2]}}))}))})();stopFurtherProcessing=true;break}case"right":{processButton(eDwEvents_5.RightClickEvent);stopFurtherProcessing=true;break}default:break}return stopFurtherProcessing};eDwSelectionOperator.prototype.updateCallout=function(){if(this.CurrInputInfo||!this.mMousePosCopy){return}var isSameID=this.mNameCallout?this.mNameCallout.isSameID(this.mSelObjIDHC):false;if(isSameID)return;var markupMgrHC=this.Viewer.getHCMarkupManager();try{if(this.mNameCallout){markupMgrHC.unregisterMarkup(this.mNameCallout.MarkupID);this.mNameCallout=null;if(utils.isNumber(this.mCalloutTimeoutHandle)){clearTimeout(this.mCalloutTimeoutHandle);this.mCalloutTimeoutHandle=NaN}}if(utils.isNumber(this.mSelObjIDHC)){var model=this.Viewer.getModel();var hierNode=model.getHierarchyNode(this.mSelObjIDHC);if(!hierNode)return;var name_2=hierNode.Name?hierNode.Name:cDefaultModelName;var pos=eDwTypes_13.HC.Point2.add(this.mMousePosCopy.copy(),new eDwTypes_13.HC.Point2(0,20));this.mNameCallout=new NameCallout(this.Viewer,this.mSelObjIDHC,name_2,pos);this.mNameCallout.MarkupID=markupMgrHC.registerMarkup(this.mNameCallout)}}catch(iExcp){this.mNameCallout=null}markupMgrHC.refreshMarkup()};eDwSelectionOperator.prototype.doPick=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var isDrawing,_a;return __generator(this,(function(_b){switch(_b.label){case 0:isDrawing=this.Viewer.getModel().isDrawing();if(!isDrawing)return[3,2];return[4,this.doPickInDrawing(iCoords)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.Viewer.SelectionMgr.select(iCoords)];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwSelectionOperator.prototype.doPickInDrawing=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var selSuccess,model,activeSheetHierNode,childHierarchyMap,children,viewIDsHC,i,currentNode,pickConfig,selObj,selObjIDHC,hierNode,_i,viewIDsHC_1,viewIDHC,bboxHC,viewHC,selPt3D;return __generator(this,(function(_a){switch(_a.label){case 0:selSuccess=false;model=this.Viewer.getModel();activeSheetHierNode=model.getActiveModelView();childHierarchyMap=activeSheetHierNode.Hierarchy.getChildrenAndKeys();children=Object.keys(childHierarchyMap);viewIDsHC=[];for(i=children.length-1;i>-1;--i){currentNode=childHierarchyMap[children[i]];viewIDsHC.push(currentNode.HOOPSID)}pickConfig=new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.All);return[4,this.Viewer.ViewMgr.pickFromPoint(iCoords,pickConfig)];case 1:selObj=_a.sent();selObjIDHC=selObj.getIDHC();if(!utils.isNaN(selObjIDHC))return[3,3];return[4,this.Viewer.SelectionMgr.select(iCoords)];case 2:selSuccess=_a.sent();_a.label=3;case 3:hierNode=model.getHierarchyNode(selObjIDHC);if(!hierNode)return[3,6];if(!(viewIDsHC.indexOf(hierNode.HOOPSID)>-1))return[3,5];return[4,this.Viewer.SelectionMgr.selectByID(hierNode.HOOPSID)];case 4:selSuccess=_a.sent();_a.label=5;case 5:return[3,10];case 6:_i=0,viewIDsHC_1=viewIDsHC;_a.label=7;case 7:if(!(_i<viewIDsHC_1.length))return[3,10];viewIDHC=viewIDsHC_1[_i];return[4,model.getBoundingBoxOfIDsHC([viewIDHC])];case 8:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[3,9];viewHC=this.Viewer.getHCView();selPt3D=viewHC.unprojectPoint(iCoords,0);if(!selPt3D)return[3,9];selPt3D.z=bboxHC.center().z;if(eDwGeomUtils.isPoint3DInBox(selPt3D,bboxHC)){selSuccess=this.Viewer.SelectionMgr.selectByID(viewIDHC);return[3,10]}_a.label=9;case 9:_i++;return[3,7];case 10:return[2,selSuccess]}}))}))};eDwSelectionOperator.prototype.onDown=function(iCoord){var isDrawing=this.Viewer.getModel().isDrawing();var cActiveBtn=this.ActiveMouseButton;return isDrawing&&!(isDrawing&&cActiveBtn==="right")&&!(isDrawing&&this.Viewer.ViewerFeatureOpts.Debug&&cActiveBtn==="left")};eDwSelectionOperator.prototype.onMove=function(iCoord){return!this.CurrInputInfo};return eDwSelectionOperator}(eDwBaseSelOperator);var NameCallout=function(_super){__extends(NameCallout,_super);function NameCallout(iVewer,iSelObjIDHC,iText,iPos){var _this=_super.call(this)||this;_this.mViewer=iVewer;_this.mTextBox=new eDwTypes_13.HC.Markup.Shape.TextBox;_this.mTextBox.getBoxPortion().setFillColor(eDwTypes_13.HC.Color.white());_this.mTextBox.getBoxPortion().setFillOpacity(1);_this.mMarkupID="";_this.mSelObjIDHC=iSelObjIDHC;_this.mTextBox.setPosition(iPos);_this.mTextBox.setTextString(iText);return _this}NameCallout.prototype.draw=function(){var str=this.mTextBox.getTextString();if(str==="")return;var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawTextBox(this.mTextBox)};NameCallout.prototype.isSameID=function(iSelObjIDHC){return this.mSelObjIDHC===iSelObjIDHC||isNaN(iSelObjIDHC)&&isNaN(this.mSelObjIDHC)?true:false};Object.defineProperty(NameCallout.prototype,"MarkupID",{get:function(){return this.mMarkupID},set:function(iMarkupID){this.mMarkupID=iMarkupID},enumerable:false,configurable:true});return NameCallout}(eDwTypes_13.HC.Markup.MarkupItem);var cDefaultModelName="???";return eDwSelectionOperator}));define("eDwServiceMgr",["require","exports"],(function(require,exports){"use strict";var eDwServiceMgr=function(){function eDwServiceMgr(iServerURL,iDisable){this.mServerURL=iServerURL.replace(/(\/*)$/,"");this.mAdvancedServicesDisabled=iDisable;this.mPluginFiles=[];this.mBaseCacheDirs=[]}eDwServiceMgr.create=function(iServerURL,iDisable){if(iDisable===void 0){iDisable=false}if(!eDwServiceMgr.sServiceMgr){eDwServiceMgr.sServiceMgr=new eDwServiceMgr(iServerURL,iDisable)}};eDwServiceMgr.get=function(){return eDwServiceMgr.sServiceMgr};eDwServiceMgr.usesWebServices=function(){return false};eDwServiceMgr.prototype.disableAdvancedServices=function(iDisable){if(iDisable===void 0){iDisable=true}this.mAdvancedServicesDisabled=iDisable};eDwServiceMgr.prototype.getFileFromServer=function(iFileURL,iLoadAsNativeType){if(iLoadAsNativeType===void 0){iLoadAsNativeType=false}return __awaiter(this,void 0,void 0,(function(){var jqNativePlugin,_a,iExcp_6;return __generator(this,(function(_b){switch(_b.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,null];_b.label=1;case 1:_b.trys.push([1,6,,7]);jqNativePlugin=$;if(!iLoadAsNativeType)return[3,3];return[4,jqNativePlugin.getNative(iFileURL)];case 2:_a=_b.sent();return[3,5];case 3:return[4,$.get(iFileURL)];case 4:_a=_b.sent();_b.label=5;case 5:return[2,_a];case 6:iExcp_6=_b.sent();return[3,7];case 7:return[2,null]}}))}))};eDwServiceMgr.prototype.getFileFromServerModelCache=function(iModelKey,iFileName){return __awaiter(this,void 0,void 0,(function(){var fileInfo,baseCacheDirs,_i,baseCacheDirs_1,dir,fileURL,_a,iExcp_7;return __generator(this,(function(_b){switch(_b.label){case 0:fileInfo={Path:""};if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,fileInfo]}return[4,this.getBaseCacheDirs()];case 1:baseCacheDirs=_b.sent();_i=0,baseCacheDirs_1=baseCacheDirs;_b.label=2;case 2:if(!(_i<baseCacheDirs_1.length))return[3,7];dir=baseCacheDirs_1[_i];fileURL=dir+"/"+iModelKey+"/"+iFileName;_b.label=3;case 3:_b.trys.push([3,5,,6]);_a=fileInfo;return[4,this.getFileFromServer(fileURL)];case 4:_a.Data=_b.sent();fileInfo.Path=this.mServerURL+"/"+fileURL;return[2,fileInfo];case 5:iExcp_7=_b.sent();return[3,6];case 6:_i++;return[3,2];case 7:return[2,fileInfo]}}))}))};eDwServiceMgr.prototype.getClientPublicIP=function(iGetClientPublicIP){return __awaiter(this,void 0,void 0,(function(){var ret,iExcp_8;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iGetClientPublicIP||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,"0.0.0.0"]}if(!iGetClientPublicIP||this.mAdvancedServicesDisabled)return[2,""];ret="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.get("https://api.ipify.org","",$.noop(),"text")];case 2:ret=_a.sent();return[3,4];case 3:iExcp_8=_a.sent();console.warn("Failed to get client public IP: "+iExcp_8.name+" - "+iExcp_8.message);if(!iExcp_8.message){iExcp_8.message="Possible CORS failure.  See the browser "+"console output for more details."}throw iExcp_8;case 4:return[2,ret]}}))}))};eDwServiceMgr.prototype.convert=function(ioParams){return __awaiter(this,void 0,void 0,(function(){var result,clientIP,params;return __generator(this,(function(_a){switch(_a.label){case 0:result={FileName:"",ModelCacheName:"",ErrorCode:"",ErrorData:[],ServerID:"",LicenseKey:""};if(!ioParams.URL)return[2,result];result.FileName=ioParams.URL;if(!(ioParams.URL.indexOf("http")===0&&!this.mAdvancedServicesDisabled&&eDwServiceMgr.usesWebServices()))return[3,3];return[4,this.getClientPublicIP(ioParams.ValidateClientIP)];case 1:clientIP=_a.sent();params={data:{iFileURL:ioParams.URL},headers:{"X-Forwarded-For":clientIP},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/Conversion",params)];case 2:result=_a.sent();return[3,4];case 3:ioParams.URL="";_a.label=4;case 4:return[2,result]}}))}))};eDwServiceMgr.prototype.removeNamedCache=function(iModelKey,iAllowRemove){return __awaiter(this,void 0,void 0,(function(){var iExcp_9;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iAllowRemove||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/RemoveNamedCache",{data:{iModelKey:iModelKey}})];case 2:_a.sent();return[3,4];case 3:iExcp_9=_a.sent();console.warn("Could not remove the cache: "+iModelKey);console.warn(iExcp_9.message);throw iExcp_9;case 4:return[2]}}))}))};eDwServiceMgr.prototype.getWebSocketEndpoint=function(iModelKey,iWSEndPt){return __awaiter(this,void 0,void 0,(function(){var params,ws,iExpc_1;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,""]}if(iWSEndPt){this.disableAdvancedServices();return[2,iWSEndPt]}params={data:{iModelCacheName:iModelKey},cache:false};ws="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/GetWSEndpoint",params)];case 2:ws=_a.sent();return[3,4];case 3:iExpc_1=_a.sent();console.warn("Cannot get WebSocket.");return[3,4];case 4:return[2,ws]}}))}))};eDwServiceMgr.prototype.load=function(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loadedHTML;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2];return[4,this.ajax("GET",iPanelHTML,{dataType:"html"})];case 1:loadedHTML=_a.sent();$(iElemOrClassID).html(loadedHTML);return[2]}}))}))};eDwServiceMgr.prototype.fileUpload=function(iJQObj,iParams){if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return}var paramsObj={url:this.mServerURL+"/EDrawingsService.svc/FileUploadConversion"};if(iParams)$.extend(paramsObj,iParams);iJQObj.fileupload(paramsObj)};eDwServiceMgr.prototype.importDependencies=function(iPluginKeyNames){return __awaiter(this,void 0,void 0,(function(){var pluginFiles,_i,iPluginKeyNames_1,pluginKeyName,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:pluginFiles=[];_i=0,iPluginKeyNames_1=iPluginKeyNames;_a.label=1;case 1:if(!(_i<iPluginKeyNames_1.length))return[3,4];pluginKeyName=iPluginKeyNames_1[_i];return[4,this.getValidPluginFileName(pluginKeyName)];case 2:pluginFileName=_a.sent();if(pluginFileName)pluginFiles.push(pluginFileName);_a.label=3;case 3:_i++;return[3,1];case 4:return[2,pluginFiles.length?this.importPlugins(pluginFiles):[]]}}))}))};eDwServiceMgr.prototype.importPlugins=function(iPluginNames){return __awaiter(this,void 0,void 0,(function(){var pluginNames,importedPluginPromises,pluginFiles,_a,_i,pluginFiles_2,pluginFile,pluginName,iExcp_10;return __generator(this,(function(_b){switch(_b.label){case 0:pluginNames=[];importedPluginPromises=[];_b.label=1;case 1:_b.trys.push([1,5,,6]);_a=iPluginNames;if(_a)return[3,3];return[4,this.getPluginFiles()];case 2:_a=_b.sent();_b.label=3;case 3:pluginFiles=_a;for(_i=0,pluginFiles_2=pluginFiles;_i<pluginFiles_2.length;_i++){pluginFile=pluginFiles_2[_i];try{pluginName=this.importPlugin(pluginFile);if(pluginName){importedPluginPromises.push(pluginName)}}catch(iExcp){console.warn("Plugin failed to load: "+iExcp.message)}}return[4,Promise.all(importedPluginPromises).then((function(iPluginClassNames){pluginNames=iPluginClassNames}))];case 4:_b.sent();return[3,6];case 5:iExcp_10=_b.sent();console.warn("Failed to find any external plugins - "+iExcp_10.message);return[3,6];case 6:return[2,pluginNames]}}))}))};eDwServiceMgr.prototype.importPlugin=function(iPluginFile){return __awaiter(this,void 0,void 0,(function(){var pluginName,script,matches,iExcp_11;return __generator(this,(function(_a){switch(_a.label){case 0:pluginName="";if(!eDwServiceMgr.usesWebServices())return[2,pluginName];_a.label=1;case 1:_a.trys.push([1,4,,5]);return[4,new Promise((function(resolve_1,reject_1){require([iPluginFile],resolve_1,reject_1)}))];case 2:_a.sent();return[4,$.getScript(iPluginFile)];case 3:script=_a.sent();matches=script.match(/return ([a-z,A-Z,0-9,-,_,.]*Plugin)/);if(matches&&matches.length>0){pluginName=matches[1]}else{console.warn("Could not locate external plugin name in file "+iPluginFile)}return[3,5];case 4:iExcp_11=_a.sent();console.warn("Failed to load external plugin - "+iExcp_11.message);return[3,5];case 5:return[2,pluginName]}}))}))};eDwServiceMgr.prototype.getPluginFiles=function(){return __awaiter(this,void 0,void 0,(function(){var _a,_b,iExcp_12;return __generator(this,(function(_c){switch(_c.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,this.mPluginFiles];if(!!this.mPluginFiles.length)return[3,7];_c.label=1;case 1:_c.trys.push([1,6,,7]);if(!this.mAdvancedServicesDisabled)return[3,3];console.debugLog("ServiceMgr","Loading static plugin list");_a=this;return[4,this.ajax("GET","js/staticPluginList.json",{})];case 2:_a.mPluginFiles=_c.sent();return[3,5];case 3:console.debugLog("ServiceMgr","Finding plugins...");_b=this;return[4,this.ajax("GET","EDrawingsService.svc/GetPlugins",{})];case 4:_b.mPluginFiles=_c.sent();_c.label=5;case 5:return[3,7];case 6:iExcp_12=_c.sent();console.warn("No plugins available.");return[3,7];case 7:return[2,this.mPluginFiles]}}))}))};eDwServiceMgr.prototype.extendLicense=function(iKey){return __awaiter(this,void 0,void 0,(function(){var params;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}params={data:{iKey:iKey},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/ExtendLicense",params)];case 1:_a.sent();return[2]}}))}))};eDwServiceMgr.prototype.getBaseCacheDirs=function(){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!!this.mBaseCacheDirs.length)return[3,2];this.mBaseCacheDirs=[];this.mGetBaseCacheDirsPromise=$.get("cacheDirs.xml",(function(iDoc){var cacheDirs=iDoc.getElementsByTagName("modelSearchDirectory");var numDirs=cacheDirs.length;for(var i=0;i<numDirs;++i){var cacheDir=cacheDirs[i].textContent;cacheDir=cacheDir?cacheDir.split("/").pop():null;if(cacheDir){_this.mBaseCacheDirs.push(cacheDir);console.debugLog("ServiceMgr","Added cache dir: "+cacheDir)}}}),"xml").fail((function(iJQXHR,iStatus,iError){console.warn("Could not get model cache directories: "+iStatus+": "+iError)}));return[4,this.mGetBaseCacheDirsPromise];case 1:_a.sent();return[3,4];case 2:return[4,this.mGetBaseCacheDirsPromise];case 3:_a.sent();_a.label=4;case 4:return[2,this.mBaseCacheDirs]}}))}))};eDwServiceMgr.prototype.getValidPluginFileName=function(iPluginKey){return __awaiter(this,void 0,void 0,(function(){var allPluginFileNames,foundPluginFileName,_i,allPluginFileNames_1,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getPluginFiles()];case 1:allPluginFileNames=_a.sent();foundPluginFileName="";for(_i=0,allPluginFileNames_1=allPluginFileNames;_i<allPluginFileNames_1.length;_i++){pluginFileName=allPluginFileNames_1[_i];if(pluginFileName.indexOf("/"+iPluginKey+".")>-1){foundPluginFileName=pluginFileName}}return[2,foundPluginFileName]}}))}))};eDwServiceMgr.prototype.ajax=function(iMethod,iService,iParams){return __awaiter(this,void 0,void 0,(function(){var paramsObj,retAJAX,iExcp_13;return __generator(this,(function(_a){switch(_a.label){case 0:paramsObj={type:iMethod,url:this.mServerURL+"/"+iService,async:true};if(iParams)$.extend(paramsObj,iParams);_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.ajax(paramsObj)];case 2:retAJAX=_a.sent();return[3,4];case 3:iExcp_13=_a.sent();console.warn("AJAX "+iMethod+" failed for "+iService+": "+iExcp_13.message);throw iExcp_13;case 4:return[2,retAJAX]}}))}))};return eDwServiceMgr}();return eDwServiceMgr}));define("eDwSetHierNodeAttribsCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetHierNodeAttribsCmd=function(_super){__extends(eDwSetHierNodeAttribsCmd,_super);function eDwSetHierNodeAttribsCmd(iViewer,iHierNodes,iAttrib){var _this=_super.call(this,iViewer)||this;_this.mInitialHierNodeAttribs=[];_this.mFinalHierNodeAttribs=[];var finalAttrib=$.extend(true,{},iAttrib);for(var _i=0,iHierNodes_2=iHierNodes;_i<iHierNodes_2.length;_i++){var hierNode=iHierNodes_2[_i];var initialAttrib=$.extend(true,{},hierNode.getAttribs());_this.mInitialHierNodeAttribs.push({HierNode:hierNode,Attribs:initialAttrib});_this.mFinalHierNodeAttribs.push({HierNode:hierNode,Attribs:finalAttrib})}return _this}eDwSetHierNodeAttribsCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mInitialHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetHierNodeAttribsCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetHierNodeAttribsCmd}(eDwSupportsHistoryCmd);function l_setAttribs(iModel,iAttribs){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModel.setAttribs(iAttribs)];case 1:_a.sent();return[2]}}))}))}return eDwSetHierNodeAttribsCmd}));define("eDwSetLayerVisibilityCmd",["require","exports","eDwSetNodeVisibilityCmd"],(function(require,exports,eDwSetNodeVisibilityCmd){"use strict";var eDwSetLayerVisibilityCmd=function(_super){__extends(eDwSetLayerVisibilityCmd,_super);function eDwSetLayerVisibilityCmd(iViewer,iLayers,iVisible){var _this=_super.call(this,iViewer,l_getNodeIDsHC(iLayers),iVisible)||this;_this.mLayersAndVisibilities=[];for(var _i=0,iLayers_1=iLayers;_i<iLayers_1.length;_i++){var layer=iLayers_1[_i];var visible=layer.getAttribs().Visible;_this.mLayersAndVisibilities.push({Layer:layer,Visible:visible});layer.setAttribs({Visible:iVisible})}return _this}eDwSetLayerVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.setVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.setVisibility()];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetLayerVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetLayerVisibilityCmd.prototype.resetVisibility=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setVisibility(true)];case 1:_a.sent();return[2]}}))}))};eDwSetLayerVisibilityCmd.prototype.setVisibility=function(iReset){if(iReset===void 0){iReset=false}return __awaiter(this,void 0,void 0,(function(){var _i,_a,layerAndVis;return __generator(this,(function(_b){switch(_b.label){case 0:for(_i=0,_a=this.mLayersAndVisibilities;_i<_a.length;_i++){layerAndVis=_a[_i];layerAndVis.Layer.setAttribs({Visible:iReset?layerAndVis.Visible:this.mVisible})}return[4,this.mViewer.getModel().syncLayersAttribsState()];case 1:_b.sent();return[2]}}))}))};return eDwSetLayerVisibilityCmd}(eDwSetNodeVisibilityCmd);function l_getNodeIDsHC(iLayers){var nodeIDsHC=[];for(var _i=0,iLayers_2=iLayers;_i<iLayers_2.length;_i++){var layer=iLayers_2[_i];nodeIDsHC=nodeIDsHC.concat(layer.getNodeIDsHC())}return nodeIDsHC}return eDwSetLayerVisibilityCmd}));define("eDwSetNodeVisibilityCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetNodeVisibilityCmd=function(_super){__extends(eDwSetNodeVisibilityCmd,_super);function eDwSetNodeVisibilityCmd(iViewer,iNodeIDsHC,iVisible){var _this=_super.call(this,iViewer)||this;_this.mNodeIDs=iNodeIDsHC;_this.mVisible=iVisible;var model=_this.mViewer.getModel();_this.mNodeIDVisMap={};for(var _i=0,iNodeIDsHC_2=iNodeIDsHC;_i<iNodeIDsHC_2.length;_i++){var nodeIDHC=iNodeIDsHC_2[_i];_this.mNodeIDVisMap[nodeIDHC]=model.isVisibleForNodeHC(nodeIDHC)}return _this}eDwSetNodeVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilitiesForNodesHC(this.mNodeIDVisMap)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetNodeVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetNodeVisibilityCmd}(eDwSupportsHistoryCmd);return eDwSetNodeVisibilityCmd}));define("eDwSetViewCameraCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewCameraCmd=function(_super){__extends(eDwSetViewCameraCmd,_super);function eDwSetViewCameraCmd(iViewer,iSetViewCB){if(iSetViewCB===void 0){iSetViewCB=function(iViewer){return iViewer.SelectionMgr.setViewToSelectedFace()}}var _this=_super.call(this,iViewer)||this;_this.mSetViewCB=iSetViewCB;return _this}eDwSetViewCameraCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mViewer.getModel().isDrawing())return[2];return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialViewCamera=viewHC.getCamera();this.mFinalViewCamera=this.setView();return[2]}}))}))};eDwSetViewCameraCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialViewCamera&&!!this.mFinalViewCamera};Object.defineProperty(eDwSetViewCameraCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetViewCameraCmd.prototype.setView=function(){return this.mSetViewCB(this.mViewer)};return eDwSetViewCameraCmd}(eDwSupportsHistoryCmd);return eDwSetViewCameraCmd}));define("eDwSetViewCmd",["require","exports","eDwSetViewCameraCmd"],(function(require,exports,eDwSetViewCameraCmd){"use strict";var eDwSetViewCmd=function(_super){__extends(eDwSetViewCmd,_super);function eDwSetViewCmd(iViewer,iOrientation){var _this=_super.call(this,iViewer)||this;_this.mViewOrientation=iOrientation;return _this}eDwSetViewCmd.prototype.setView=function(){return this.mViewer.ViewMgr.setViewOrientation(this.mViewOrientation)};return eDwSetViewCmd}(eDwSetViewCameraCmd);return eDwSetViewCmd}));define("eDwSetViewNormalToSectionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewNormalToSectionCmd=function(_super){__extends(eDwSetViewNormalToSectionCmd,_super);function eDwSetViewNormalToSectionCmd(iViewer){return _super.call(this,iViewer)||this}eDwSetViewNormalToSectionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialCamera=viewHC.getCamera();this.mFinalCamera=this.mViewer.XSectionMgr.setViewToSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Committed",{get:function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialCamera&&!!this.mFinalCamera},enumerable:false,configurable:true});Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetViewNormalToSectionCmd}(eDwSupportsHistoryCmd);return eDwSetViewNormalToSectionCmd}));define("eDwShowOnlyCmd",["require","exports","eDwCommandMgr","eDwCompositeCmd","eDwSetHierNodeAttribsCmd"],(function(require,exports,eDwCommandMgr,eDwCompositeCmd,eDwSetHierNodeAttribsCmd){"use strict";var eDwShowOnlyCmd=function(_super){__extends(eDwShowOnlyCmd,_super);function eDwShowOnlyCmd(iViewer,iHierNodes){if(iHierNodes===void 0){iHierNodes=[]}var _this=_super.call(this,iViewer)||this;_this.FinalState=true;var model=iViewer.getModel();var modelView=model.getActiveModelView();var modelViewHierNode=modelView.Hierarchy;var childHierNodes=[];modelViewHierNode.getAllChildren(childHierNodes);if(iHierNodes.length){childHierNodes=childHierNodes.filter((function(hierNode){return iHierNodes.indexOf(hierNode)===-1}));_this.FinalState=false;_this.mSetHierNodeVisCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,iHierNodes,{Visible:true})}_this.InitialState=!_this.FinalState;_this.mSetHierNodeAttribsCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,childHierNodes,{Visible:_this.FinalState});return _this}eDwShowOnlyCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();return[4,cmdMgr.run(this.mSetHierNodeAttribsCmd,"commit")];case 1:_a.sent();return[4,cmdMgr.run(this.mSetHierNodeVisCmd,"commit")];case 2:_a.sent();return[4,_super.prototype.commit.call(this)];case 3:_a.sent();return[2]}}))}))};eDwShowOnlyCmd.prototype.isCommitted=function(){var visCmdCommitted=this.mSetHierNodeVisCmd?this.mSetHierNodeVisCmd.isCommitted:true;return _super.prototype.isCommitted.call(this)&&visCmdCommitted&&this.mSetHierNodeAttribsCmd.isCommitted()};Object.defineProperty(eDwShowOnlyCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowOnlyCmd}(eDwCompositeCmd);return eDwShowOnlyCmd}));define("eDwShowSectionCapCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwShowSectionCapCmd=function(_super){__extends(eDwShowSectionCapCmd,_super);function eDwShowSectionCapCmd(iViewer,iVisible){var _this=_super.call(this,iViewer)||this;_this.mInitialVisibility=_this.mViewer.XSectionMgr.SectionCapVisibility;_this.mFinalVisibility=iVisible;return _this}eDwShowSectionCapCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mInitialVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2]}}))}))};Object.defineProperty(eDwShowSectionCapCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowSectionCapCmd}(eDwSupportsHistoryCmd);return eDwShowSectionCapCmd}));define("eDwSupportsHistoryCmd",["require","exports","eDwHistoryMgr","eDwCmd"],(function(require,exports,eDwHistoryMgr,eDwCmd){"use strict";var eDwSupportsHistoryCmd=function(_super){__extends(eDwSupportsHistoryCmd,_super);function eDwSupportsHistoryCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mAddedToHistory=false;_this.mUndone=false;return _this}eDwSupportsHistoryCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&!this.isUndone();this.mUndone=true;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&this.isUndone();this.mUndone=false;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();eDwHistoryMgr.get().push(this);this.mAddedToHistory=true;return[2]}}))}))};eDwSupportsHistoryCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();return[2]}}))}))};eDwSupportsHistoryCmd.prototype.isCommitted=function(){return this.mAddedToHistory};eDwSupportsHistoryCmd.prototype.isUndone=function(){return this.mUndone};return eDwSupportsHistoryCmd}(eDwCmd);return eDwSupportsHistoryCmd}));define("eDwTableMgr",["require","exports"],(function(require,exports){"use strict";var eDwTableMgr=function(){function eDwTableMgr(iViewer){this.mViewer=iViewer;this.mTables=[]}eDwTableMgr.prototype.numTables=function(){return this.mTables.length};eDwTableMgr.prototype.getTables=function(){return this.mTables};eDwTableMgr.prototype.add=function(iHierNode){if(!iHierNode||iHierNode.Category!=="table")return;this.mTables.push(iHierNode)};return eDwTableMgr}();return eDwTableMgr}));define("eDwTimer",["require","exports"],(function(require,exports){"use strict";var eDwTimer=function(){function eDwTimer(){this.start()}eDwTimer.prototype.start=function(){this.mMilliSeconds=0;this.mSeconds=0;this.mMinutes=0;this.mHours=0;this.mDays=0;this.mStart=new Date};eDwTimer.prototype.ellapsed=function(){var endDate=new Date;var timeDiff=endDate.valueOf()-this.mStart.valueOf();this.mMilliSeconds=Math.round(timeDiff%1e3);timeDiff=Math.floor(timeDiff/1e3);this.mSeconds=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mMinutes=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mHours=Math.round(timeDiff%24);this.mDays=Math.floor(timeDiff/24)};eDwTimer.prototype.dumpToConsole=function(){console.debugLog("Timer","Elapsed time = "+this.mDays+" days - "+this.mHours+":"+this.mMinutes+":"+this.mSeconds+" and "+this.mMilliSeconds+" milliseconds")};Object.defineProperty(eDwTimer.prototype,"Days",{get:function(){return this.mDays},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Hours",{get:function(){return this.mHours},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Minutes",{get:function(){return this.mMinutes},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Seconds",{get:function(){return this.mSeconds},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"MilliSeconds",{get:function(){return this.mMilliSeconds},enumerable:false,configurable:true});return eDwTimer}();return eDwTimer}));define("eDwTouchOpsMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwTouchOpsMgr=function(){function eDwTouchOpsMgr(iViewer){iViewer.TouchOpsMgr=this;this.mViewer=iViewer}eDwTouchOpsMgr.prototype.unregister=function(){if(!eDwTouchOpsMgr.isTouchEnabled())return;for(var _i=0,_a=this.mTouchOpIDs;_i<_a.length;_i++){var touchOpID=_a[_i];this.mViewer.OperatorMgr.unregisterCustomOperatorByID(touchOpID)}delete this.mViewer.TouchOpsMgr};eDwTouchOpsMgr.prototype.addOp=function(iOp){if(!eDwTouchOpsMgr.isTouchEnabled())return-1;var opID=this.mViewer.OperatorMgr.registerCustomOperator(iOp,true);this.mTouchOpIDs.push(opID);return opID};eDwTouchOpsMgr.prototype.removeOp=function(iOpID){if(!eDwTouchOpsMgr.isTouchEnabled()||iOpID<0)return;var opIndex=this.mTouchOpIDs.indexOf(iOpID);if(opIndex>-1){this.mTouchOpIDs.splice(opIndex,1);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(iOpID)}};eDwTouchOpsMgr.isTouchEnabled=function(){function matchMedia(iFeature){return window.matchMedia&&window.matchMedia(iFeature).matches?true:false}var enabled=false;if("PointerEvent"in window&&"maxTouchPoints"in navigator){var maxTouchPoints=navigator.maxTouchPoints;if(utils.isNumber(maxTouchPoints)){if(navigator.maxTouchPoints>0){enabled=true}else if(navigator.maxTouchPoints===0&&matchMedia("(any-pointer:coarse)")){enabled=true}}}else{if(matchMedia("(any-pointer:coarse)")){enabled=true}else if("TouchEvent"in window||"ontouchstart"in window){enabled=true}}console.debugLog("TouchOps","Touch enabled = "+enabled);return enabled};return eDwTouchOpsMgr}();return eDwTouchOpsMgr}));define("eDwTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.EntityMode=exports.SectionPlaneOrientation=exports.HCI=exports.HC=void 0;var HC=Communicator;exports.HC=HC;var HCI=Communicator.Internal;exports.HCI=HCI;exports.SectionPlaneOrientation={XY:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,0,1)),Index:0},YZ:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(1,0,0)),Index:1},ZX:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,1,0)),Index:2}};exports.EntityMode={FACE:1,EDGE:2,VERTEX:4,HOLE:8,ALL:4294967295}}));define("eDwUI",["require","exports","eDwTypes","eDwKeyMgr","eDwUIBaseEventHandlers","eDwCommandMgr","eDwZoomToFitCmd","eDwDrawModeCmd","eDwAnimateCmd","eDwAmbientOcclusionCmd","eDwPerspectiveCmd","eDwSetViewCmd","eDwSetViewCameraCmd","eDwCompositeCmd","eDwSectionFlipCmd","eDwSetViewNormalToSectionCmd","eDwShowSectionCapCmd","eDwSectionShowCmd","eDwChangeSectionPlaneCmd","eDwUIPluginMgr","eDwEventMgr","eDwUIMessageReporter","eDwUIShortcutMenu","eDwUIUtils","eDrawingsWebViewerUtils","eDwEvents","utils"],(function(require,exports,eDwTypes_14,eDwKeyMgr_3,eDwUIBaseEventHandlers,eDwCommandMgr,eDwZoomToFitCmd,eDwDrawModeCmd,eDwAnimateCmd,eDwAmbientOcclusionCmd,eDwPerspectiveCmd,eDwSetViewCmd,eDwSetViewCameraCmd,eDwCompositeCmd,eDwSectionFlipCmd,eDwSetViewNormalToSectionCmd,eDwShowSectionCapCmd,eDwSectionShowCmd,eDwChangeSectionPlaneCmd,eDwUIPluginMgr,eDwEventMgr,eDwUIMessageReporter,eDwUIShortcutMenu_1,eDwUIUtils,eDrawingsWVUtils,eDwEvents,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUI=void 0;var eDwUI=function(){function eDwUI(){this.mUIEventHandlers=new UIEventHandlers(this,eDwUIUtils.getViewerElementName(),c_canvasID);this.mItemActiveCallbacks={};this.mItemDeactiveCallbacks={};solidworks.web.touch.support();this.awfulUIHacks()}eDwUI.prototype.initUIEvents=function(iViewerFeatOpts){this.mViewerFeatureOpts=iViewerFeatOpts;this.registerHTMLEvents()};eDwUI.prototype.init=function(iViewer){var _this=this;this.mViewer=iViewer;this.centerBottomBar();this.mViewer.XSectionMgr.SectionCapVisibility=true;$("#edrawings-section-capping-button").addClass("state-on-button");$("#edrawings-section-show-button").addClass("state-on-button");eDwUIUtils.hide(".edrawings-ui-main",false);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents.ResetSceneEvent,true)];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.toggleFullScreen=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var methodName,viewerElem,iExcp_14;return __generator(this,(function(_a){switch(_a.label){case 0:methodName="exitFullScreen()";_a.label=1;case 1:_a.trys.push([1,6,,7]);if(!l_isFullScreen())return[3,3];document.exitFullscreen=document.exitFullscreen||utils.getFirstMatchedMethodObj(document,"xitFullscreen");if(!document.exitFullscreen){console.warn("exitFullscreen() does not exist.");return[2]}return[4,document.exitFullscreen()];case 2:_a.sent();return[3,5];case 3:methodName="requestFullscreen()";viewerElem=$("#edrawings-viewer")[0];viewerElem.requestFullscreen=viewerElem.requestFullscreen||utils.getFirstMatchedMethodObj(viewerElem,"equestFullscreen");if(!viewerElem.requestFullscreen){console.warn("requestFullscreen() does not exist.");return[2]}return[4,viewerElem.requestFullscreen()];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_14=_a.sent();console.warn(methodName+" failed.  It took too long.");return[3,7];case 7:return[2]}}))}))})()};eDwUI.prototype.unregister=function(){this.unregisterHTMLEvents();UIEventHandlers.doModelDataUnloadActions(this.mViewer)};eDwUI.prototype.setDrawMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var drawModeCmd;return __generator(this,(function(_a){switch(_a.label){case 0:drawModeCmd=new eDwDrawModeCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(drawModeCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setInitialDrawMode=function(){if(!this.mViewer.ViewerFeatureOpts.RenderType)return;this.setDrawMode(this.mViewer.ViewerFeatureOpts.RenderType)};eDwUI.prototype.setPerspectiveMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveCmd;return __generator(this,(function(_a){switch(_a.label){case 0:perspectiveCmd=new eDwPerspectiveCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(perspectiveCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.hideAllOtherPanels=function(iPanelCSSClassName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iPanelCSSClassName!==".edrawings-hud-menu"))return[3,2];return[4,this.hideActiveHUDMenu()];case 1:_a.sent();_a.label=2;case 2:if(!(iPanelCSSClassName!==".edrawings-submenu"))return[3,4];return[4,this.hideActiveSubmenu()];case 3:_a.sent();_a.label=4;case 4:eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();return[2]}}))}))};eDwUI.prototype.onClick=function(iID,iActivate){var activateCallback=this.mItemActiveCallbacks[iID];var deactivateCallback=this.mItemDeactiveCallbacks[iID];if(iActivate){if(activateCallback)activateCallback()}else{if(deactivateCallback)deactivateCallback()}return activateCallback||deactivateCallback?true:false};eDwUI.prototype.registerHTMLEvents=function(){var _this=this;this.mUIEventHandlers.addHTMLEventHandlers(this.mViewerFeatureOpts);this.mModelDataLoadCompleteHandler=function(iEvent,iViewer){_this.mViewer=iViewer;eDwUIBaseEventHandlers.doModelDataLoadCompleteActions(_this.mUIEventHandlers,iViewer)};$("#"+c_canvasID).on("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);var self=this;this.registerButtonForClickEffect("edrawings-section-flip-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var sectionFlipCmd;return __generator(this,(function(_a){switch(_a.label){case 0:sectionFlipCmd=new eDwSectionFlipCmd(this.mViewer);return[4,eDwCommandMgr.get().run(sectionFlipCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-section-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewNormalToSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewNormalToSectionCmd=new eDwSetViewNormalToSectionCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewNormalToSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));function setXSectionOrientation(iEvent,iUI,iOrientation){iUI.setXSectionOrientation(iOrientation);eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.currentTarget))}$("#edrawings-section-xz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.ZX)}));$("#edrawings-section-yz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.YZ)}));$("#edrawings-section-xy-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.XY)}));$("#edrawings-section-capping-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var visibility=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showCapsCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showCapsCmd=new eDwShowSectionCapCmd(this.mViewer,visibility);return[4,eDwCommandMgr.get().run(showCapsCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));$("#edrawings-section-show-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var showSection=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showSectionCmd=new eDwSectionShowCmd(this.mViewer,showSection);return[4,eDwCommandMgr.get().run(showSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));this.mItemActiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){function compositeSectionDone(ioCmd){ioCmd.clearSubCmds();self.mViewer.XSectionMgr.deactivateCurrent();self.mViewer.XSectionMgr.turnOnSectionPlane(false)}var self;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.addPanelModeEvents("#edrawings-section-menu",".edw.section","#edrawings-button-section");this.mCompositeXSectionCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeXSectionCmd);this.mCompositeXSectionCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.XSectionMgr.turnOnSectionPlane(true);this.setXSectionOrientation();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))}});self=this;if(!!this.mViewer.getModel().isDrawing())return[3,2];return[4,this.setActiveSubmenu("#edrawings-button-section","#edrawings-section-menu")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.deactivateMoveInput(".edw.section");return[4,eDwCommandMgr.get().remove(this.mCompositeXSectionCmd,"cancel")];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-section"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-section"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateDebugPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){var shortcutMenu;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-debug","#edrawings-debug-menu",".edw.debug",iHandlers)];case 1:_a.sent();if(iActivate){shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(c_debugGroupName)}shortcutMenu.addMenuItem(c_debugGroupName,"edrawings-debug-node-matrices",(function(iEvent,iUIItemJQ,iArg){if(utils.isOfType(iArg,"attr")){var nodeIDHC=parseInt(iArg.attr("data-hoopsid"),10);if(utils.isNumber(nodeIDHC)){var modelHC=self.mViewer.getModel().getHCModel();var matrixHC=modelHC.getNodeMatrix(nodeIDHC);var msg="<div>Matrix = "+JSON.stringify(matrixHC)+"</div>";matrixHC=modelHC.getNodeNetMatrix(nodeIDHC);msg+="<div>Net matrix = "+JSON.stringify(matrixHC)+"</div>";eDwUIMessageReporter.showMessageInDebugPanel(msg)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}))}else{eDwUIShortcutMenu_1.eDwUIShortcutMenu.get().removeAllMenuItems(c_debugGroupName)}return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-debug"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-debug"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));this.mItemActiveCallbacks["#edrawings-button-reset"]=function(){return __awaiter(_this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){eDwUIUtils.resetToHomeView(this.mViewer);window.setTimeout((function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI()];case 1:_a.sent();return[2]}}))}))})()}),1e3);return[2]}))}))};$(document).on(c_fullScreenChange,(function(iEvent){if(l_isFullScreen()){l_fullScreenBtnJS.removeClass(c_restoreClass)}else{l_fullScreenBtnJS.addClass(c_restoreClass);$("#edrawings-canvas-canvas-container").css({"background-color":""})}}));$("#edrawings-button-fs").on("click.edw",(function(){_this.toggleFullScreen()}));function clickDrawMode(iUI,iMode){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:iUI.setDrawMode(iMode);return[4,iUI.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}$("#edrawings-button-shaded-hlrr").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesRemoved")}));$("#edrawings-button-shaded-hlrv").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesVisible")}));$("#edrawings-button-shaded-wireframe").on("click.edw",(function(){clickDrawMode(_this,"Wireframe")}));$("#edrawings-button-shaded-full").on("click.edw",(function(){clickDrawMode(_this,"ShadedWithEdges")}));$("#edrawings-button-shaded-noedges").on("click.edw",(function(){clickDrawMode(_this,"Shaded")}));this.mItemActiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){var animateCmd;return __generator(this,(function(_a){switch(_a.label){case 0:animateCmd=new eDwAnimateCmd(this.mViewer);return[4,eDwCommandMgr.get().run(animateCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mItemActiveCallbacks["#edrawings-button-animate"]()];case 1:_a.sent();return[2]}}))}))};$("#edrawings-button-frame-file-open").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-view"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view","#edrawings-hud-view-menu")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-help"]=function(){return __awaiter(_this,void 0,void 0,(function(){var version,viewerHC;return __generator(this,(function(_a){switch(_a.label){case 0:version="<div>Version #: "+eDrawingsWVUtils.getViewerVersion()+"</div>";if(this.mViewerFeatureOpts.Debug){viewerHC=this.mViewer.HCViewer;version+="<div>HC Version:"+viewerHC.getViewerVersionString()+"</div><div>Format Version: "+viewerHC.getFormatVersionString()+"<div>"}$("#edrawings-version").html(version);return[4,this.setActiveHUDMenu("#edrawings-button-help","#edrawings-hud-help-menu")];case 1:_a.sent();return[2]}}))}))};$("#edrawings-hud-help-close").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-zoomtofit"]=function(){return __awaiter(_this,void 0,void 0,(function(){var viewHC,curModelView,nodeID,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:viewHC=this.mViewer.getHCView();curModelView=this.mViewer.getModel().getActiveModelView();nodeID=curModelView.Hierarchy.HOOPSID;zoomToFitCmd=new eDwZoomToFitCmd(this.mViewer,nodeID,viewHC.getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-shaded"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-shaded","#edrawings-hud-shaded-menu")];case 1:_a.sent();return[2]}}))}))};function togglePanel(iActivate,iButtonID,iPanelID,iInputEventIDSuffix,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iActivate)return[3,2];return[4,self.setActiveSubmenu(iButtonID,iPanelID)];case 1:_a.sent();eDwUIUtils.addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID);return[3,3];case 2:eDwUIUtils.deactivateMoveInput(iInputEventIDSuffix);_a.label=3;case 3:return[2]}}))}))}function activateSheetPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-sheet-tree","#edrawings-sheet-tree-menu",".edw.sheet",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-sheet-tree"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateLayerPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-layer-control","#edrawings-layer-control-menu",".edw.layer",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-layer-control"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));eDwKeyMgr_3.eDwKeyMgr.get().add({key:"F11"},"keydown",(function(iEvent){iEvent.preventDefault();_this.toggleFullScreen();iEvent.stopPropagation()}));this.mItemActiveCallbacks["#edrawings-button-view-settings"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view-settings","#edrawings-hud-view-settings-menu")];case 1:_a.sent();return[2]}}))}))};var ambientOcc=$("#edrawings-button-view-ambient-occlusion");ambientOcc.on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var buttonActive,ambientOcclCmd;return __generator(this,(function(_a){switch(_a.label){case 0:buttonActive=ambientOcc.hasClass("state-on-button");return[4,this.hideActiveHUDMenu()];case 1:_a.sent();if(buttonActive)ambientOcc.removeClass("state-on-button");else ambientOcc.addClass("state-on-button");ambientOcclCmd=new eDwAmbientOcclusionCmd(this.mViewer,!buttonActive);return[4,eDwCommandMgr.get().run(ambientOcclCmd,"commit")];case 2:_a.sent();return[2]}}))}))})()}));$("#edrawings-button-view-perspective").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveMode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();perspectiveMode=!this.mViewer.getPerspectiveMode();this.setPerspectiveMode(perspectiveMode);return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-button-view-top",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Top)}));this.registerButtonForClickEffect("edrawings-button-view-bottom",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Bottom)}));this.registerButtonForClickEffect("edrawings-button-view-left",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Left)}));this.registerButtonForClickEffect("edrawings-button-view-right",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Right)}));this.registerButtonForClickEffect("edrawings-button-view-front",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Front)}));this.registerButtonForClickEffect("edrawings-button-view-back",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Back)}));this.registerButtonForClickEffect("edrawings-button-view-iso",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Iso)}))};eDwUI.prototype.unregisterHTMLEvents=function(){this.mUIEventHandlers.removeHTMLEventHandlers();$("#"+c_canvasID).off("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);$("#edrawings-section-xz-button").off("click.edw");$("#edrawings-section-yz-button").off("click.edw");$("#edrawings-section-xy-button").off("click.edw");$("#edrawings-section-capping-button").off("click.edw");$("#edrawings-section-show-button").off("click.edw");$("#edrawings-button-fs").off("click.edw");$("#edrawings-button-shaded-hlrr").off("click.edw");$("#edrawings-button-shaded-hlrv").off("click.edw");$("#edrawings-button-shaded-wireframe").off("click.edw");$("#edrawings-button-shaded-full").off("click.edw");$("#edrawings-button-shaded-noedges").off("click.edw");$("#edrawings-button-sheets").off("click.edw");$("#edrawings-button-frame-file-open").off("click.edw");$("#edrawings-button-view-ambient-occlusion").off("click.edw");$("#edrawings-button-view-perspective").off("click.edw");$("#edrawings-hud-help-close").off("click.edw");$(document).off(c_fullScreenChange);$(document).off("click.edw");$(document).off("mousedown.edw");$(document).off("dblclick.edw");this.unregisterButtonForClickEffect("edrawings-section-flip-button");this.unregisterButtonForClickEffect("edrawings-section-normal-button");this.unregisterButtonForClickEffect("edrawings-face-normal-button");this.unregisterButtonForClickEffect("edrawings-button-view-top");this.unregisterButtonForClickEffect("edrawings-button-view-bottom");this.unregisterButtonForClickEffect("edrawings-button-view-left");this.unregisterButtonForClickEffect("edrawings-button-view-right");this.unregisterButtonForClickEffect("edrawings-button-view-front");this.unregisterButtonForClickEffect("edrawings-button-view-back");this.unregisterButtonForClickEffect("edrawings-button-view-iso")};eDwUI.prototype.setActiveSubmenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.hideActiveSubmenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.centerBottomBar=function(iWidth,iHeight){$(".tool-bar").css({height:"auto"});var barJQ=$(".tool-bar");var viewerElemJQ=$(eDwUIUtils.getViewerElementID());var leftButtonsJQ=$(".edrawings-icon-set.left");var rightButtonsJQ=$(".edrawings-icon-set.right");var centerButtonsJQ=$(".edrawings-icon-set.center");var width=(iWidth?iWidth:viewerElemJQ.width())-1;if(navigator.userAgent.indexOf("Trident")>=0){width=viewerElemJQ[0].clientWidth-1}barJQ.css({position:"absolute"});leftButtonsJQ.css({left:1+"px",position:"absolute"});rightButtonsJQ.css({right:1+"px",position:"absolute"});centerButtonsJQ.css({left:width/2-52/2+"px",position:"absolute"})};eDwUI.prototype.setActiveHUDMenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var buttonJQ,buttonOffset,posx,posy,canvasWidth,panelJQ,panelWidth;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 2:_a.sent();if(iButtonID!=="#edrawings-button-help"){buttonJQ=$(iButtonID);buttonOffset=buttonJQ.offset();posx=buttonOffset.left;posy=buttonOffset.top+parseInt(buttonJQ.css("marginTop"))+parseInt(buttonJQ.css("borderTopWidth"))+buttonJQ.height();canvasWidth=$("#edrawings-canvas").width();panelJQ=$(iPanelID);panelWidth=panelJQ[0].offsetWidth;if(posx+panelWidth>canvasWidth){posx=canvasWidth-panelWidth-10}panelJQ.css({top:posy+"px",left:posx+"px"})}return[2]}}))}))};eDwUI.prototype.hideActiveHUDMenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.registerButtonForClickEffect=function(iButtonID,iHandler){var butJQ=$("#"+iButtonID);butJQ.on("mousedown.edw",(function(){butJQ.addClass("edrawings-on-state");eDwUIUtils.scrollToTarget(butJQ)}));butJQ.on("mouseup.edw",(function(){butJQ.removeClass("edrawings-on-state");iHandler()}))};eDwUI.prototype.unregisterButtonForClickEffect=function(iButtonID){var butJQ=$("#"+iButtonID);butJQ.off("mousedown.edw");butJQ.off("mouseup.edw")};eDwUI.prototype.setViewOrientation=function(iOrientation){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCmd=new eDwSetViewCmd(this.mViewer,iOrientation);return[4,eDwCommandMgr.get().run(setViewCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setXSectionOrientation=function(iNewSection){var _this=this;function setActive(iButtonID,iIsActive){$(iButtonID)[iIsActive?"addClass":"removeClass"]("state-on-button")}var sectionMgr=this.mViewer.XSectionMgr;var sectionIndex=iNewSection?iNewSection.Index:sectionMgr.SectionIndex;var planeFromEnum=null;switch(sectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",true);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",true);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:eDwUIUtils.hide("#edrawings-section-xy-button",false);eDwUIUtils.hide("#edrawings-section-yz-button",false);eDwUIUtils.hide("#edrawings-section-xz-button",false);setActive("#edrawings-section-xy-button",true);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported section plane orientation");break}var origPlaneEnum=null;if(sectionIndex!==sectionMgr.SectionIndex){switch(sectionMgr.SectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported initial section plane orientation");break}if(planeFromEnum&&origPlaneEnum){(function(){return __awaiter(_this,void 0,void 0,(function(){var changeSectionPlaneCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeSectionPlaneCmd=new eDwChangeSectionPlaneCmd(this.mViewer,origPlaneEnum,planeFromEnum);return[4,eDwCommandMgr.get().run(changeSectionPlaneCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}}};eDwUI.prototype.awfulUIHacks=function(){var _this=this;l_init=function(){$("#edrawings-face-normal-button").removeClass("edrawings-inactive");_this.registerButtonForClickEffect("edrawings-face-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCameraCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCameraCmd=new eDwSetViewCameraCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewCameraCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()}))};l_uninit=function(){$("#edrawings-face-normal-button").addClass("edrawings-inactive");_this.unregisterButtonForClickEffect("edrawings-face-normal-button")}};return eDwUI}();exports.eDwUI=eDwUI;var UIEventHandlers=function(_super){__extends(UIEventHandlers,_super);function UIEventHandlers(iUI,iViewerHTMLID,iViewerHTMLCanvasID){var _this=_super.call(this,iViewerHTMLID,iViewerHTMLCanvasID)||this;_this.mUI=iUI;return _this}UIEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;_super.prototype.addHTMLEventHandlers.call(this,iViewerFeatOpts);$("#edrawings-viewer").on("click.edw",".edrawings-tool-button",(function(iEvent){_this.onClick(iEvent,".edrawings-tool-button")}));$("#edrawings-viewer").on("click.edw",".edrawings-hud-button",(function(iEvent){_this.onClick(iEvent,".edrawings-hud-button",".edrawings-submenu")}));this.mUIHTMLEventMgr.addEventHandler("window","beforeunload",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));this.mUIHTMLEventMgr.addEventHandler("window","Timeout",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));$(".edrawings-menu-close").on("click.edw",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.deactivateActiveButton(".edrawings-tool-button")];case 1:_a.sent();return[2]}}))}))})()}));var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.on("edw:ChangeViewerStyling",(function(iEvent,iStyleClassName){viewerJQ.removeClass("edrawings-viewer-regular");viewerJQ.removeClass("edrawings-viewer-timeout");if(iStyleClassName)viewerJQ.addClass(iStyleClassName)}));viewerJQ.on("edw:HidePanels",(function(iEvent,iSkipPanelsWithClass){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mUI.hideAllOtherPanels(iSkipPanelsWithClass)];case 1:_a.sent();return[2]}}))}))})()}));viewerJQ.on("edw:ReInitViewer",(function(iEvent,iViewerFeatOpts){_this.mUI.unregister();_this.mUI.initUIEvents(iViewerFeatOpts)}))};UIEventHandlers.prototype.removeHTMLEventHandlers=function(){_super.prototype.removeHTMLEventHandlers.call(this);$(".edrawings-menu-close").off("click.edw");$("#edrawings-viewer").off("click.edw",".edrawings-tool-button");$("#edrawings-viewer").off("click.edw",".edrawings-hud-button");var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.off("edw:ChangeViewerStyling");viewerJQ.off("edw:HidePanels");viewerJQ.off("edw:ReInitViewer")};UIEventHandlers.doModelDataUnloadActions=function(iViewer){eDwUIBaseEventHandlers.doModelDataUnloadActions(iViewer)};UIEventHandlers.prototype.onInit=function(iViewer){var viewerFeatureOpts=iViewer.ViewerFeatureOpts;var model=iViewer.getModel();var isDrawing=model.isDrawing();eDwUIUtils.hide("#edrawings-button-reset",false);eDwUIUtils.hide("#edrawings-button-shaded",isDrawing);eDwUIUtils.hide("#edrawings-button-view-settings",isDrawing);eDwUIUtils.hide("#edrawings-button-animate",isDrawing);eDwUIUtils.hide("#edrawings-button-section",isDrawing);eDwUIUtils.hide("#edrawings-button-view",isDrawing);eDwUIUtils.hide("#edrawings-button-debug",!viewerFeatureOpts.Debug);eDwUIUtils.hide("#edrawings-button-tables-control",isDrawing||iViewer.TableMgr.numTables()===0);eDwUIUtils.hide("#edrawings-button-sheet-tree",!isDrawing);eDwUIUtils.hide("#edrawings-button-layer-control",!isDrawing);eDwUIUtils.hide(".edrawings-icon-set.center",isDrawing);this.removeHTMLEventHandlers()};UIEventHandlers.prototype.onInitFullUI=function(iViewer){_super.prototype.onInitFullUI.call(this,iViewer);this.addHTMLEventHandlers(iViewer.ViewerFeatureOpts);this.mUI.init(iViewer);eDwUIUtils.hide("#WaitBanner",true)};UIEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){_super.prototype.onSelect.call(this,iViewer,iSelObjs);if(l_init)l_init()};UIEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){_super.prototype.onUnselect.call(this,iViewer,iSelObjs);if(l_uninit)l_uninit()};UIEventHandlers.prototype.onTimeout=function(iViewer){eDwUIUtils.hide("#TimeoutBanner",false);$(eDwUIUtils.getViewerElementID()).trigger("edw:ChangeViewerStyling","edrawings-viewer-timeout")};UIEventHandlers.prototype.onStartAnimation=function(iViewer){var eDwViewer=iViewer;$("#edrawings-canvas").on("click.edw",(function(){eDwViewer.ViewMgr.stop()}));var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.removeClass("edrawings-animate-play-icon");animateBtnJQ.addClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onStopAnimation=function(iViewer){var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.addClass("edrawings-animate-play-icon");animateBtnJQ.removeClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onAmbientOcclusionChange=function(iViewer,iAmbientOcclusionOn){var ambientOccButton=$("#edrawings-button-view-ambient-occlusion");if(iAmbientOcclusionOn){if(!ambientOccButton.hasClass("state-on-button")){ambientOccButton.addClass("state-on-button")}}else{if(ambientOccButton.hasClass("state-on-button")){ambientOccButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onProjectionModeChange=function(iViewer,iPerspectiveOn){var perspectiveButton=$("#edrawings-button-view-perspective");if(iPerspectiveOn){if(!perspectiveButton.hasClass("state-on-button")){perspectiveButton.addClass("state-on-button")}}else{if(perspectiveButton.hasClass("state-on-button")){perspectiveButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onDrawModeChange=function(iViewer,iDrawMode){function setActive(iButtonID,iIsActive){if(iIsActive&&!$(iButtonID).hasClass("state-on-button")){$(iButtonID).addClass("state-on-button")}else if(!iIsActive&&$(iButtonID).hasClass("state-on-button")){$(iButtonID).removeClass("state-on-button")}}function setActiveInGroup(iButtonID){setActive("#edrawings-button-shaded-full",false);setActive("#edrawings-button-shaded-noedges",false);setActive("#edrawings-button-shaded-wireframe",false);setActive("#edrawings-button-shaded-hlrr",false);setActive("#edrawings-button-shaded-hlrv",false);setActive(iButtonID,true)}switch(iDrawMode){case"ShadedWithEdges":setActiveInGroup("#edrawings-button-shaded-full");break;case"Shaded":setActiveInGroup("#edrawings-button-shaded-noedges");break;case"HiddenLinesRemoved":setActiveInGroup("#edrawings-button-shaded-hlrr");break;case"HiddenLinesVisible":setActiveInGroup("#edrawings-button-shaded-hlrv");break;case"Wireframe":setActiveInGroup("#edrawings-button-shaded-wireframe");break;default:throw new Error("Unknown draw mode in UI:"+iDrawMode)}};UIEventHandlers.prototype.onClick=function(iEvent,iButtonCSSClassName,iPanelCSSClassName){var _this=this;if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}(function(){return __awaiter(_this,void 0,void 0,(function(){var targetJQ,buttonClickedID,deactivatedButtonID;return __generator(this,(function(_a){switch(_a.label){case 0:targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);buttonClickedID=targetJQ.closest(iButtonCSSClassName).attr("id");return[4,this.deactivateActiveButton(iButtonCSSClassName,iPanelCSSClassName)];case 1:deactivatedButtonID=_a.sent();if(deactivatedButtonID===buttonClickedID)return[2];this.handleClick("#"+buttonClickedID,true);return[2]}}))}))})()};UIEventHandlers.prototype.deactivateActiveButton=function(iButtonCSSClassName,iPanelCSSClassName){if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonID,activeButtonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonID="";activeButtonJQ=$(iButtonCSSClassName+".active-button");return[4,this.mUI.hideAllOtherPanels(iPanelCSSClassName)];case 1:_a.sent();if(activeButtonJQ.length){activeButtonID=activeButtonJQ[0].id;this.handleClick("#"+activeButtonID,false)}return[2,activeButtonID]}}))}))};UIEventHandlers.prototype.handleClick=function(iButtonID,iActivate){eDwUIUtils.scrollToTarget($(iButtonID));if(!this.mUI.onClick(iButtonID,iActivate)){var pluginMgr=eDwUIPluginMgr.get();pluginMgr.onClick(iButtonID,iActivate)}};return UIEventHandlers}(eDwUIBaseEventHandlers);var c_fullScreenChange="fullscreenchange.edw MSFullscreenChange.edw"+" webkitfullscreenchange.edw";var c_restoreClass="edrawings-button-fs-restore";var c_canvasID="edrawings-canvas";var c_debugGroupName="Debug";var l_fullScreenBtnJS;var l_init;var l_uninit;function l_isFullScreen(){if(!l_fullScreenBtnJS)l_fullScreenBtnJS=$("#edrawings-button-fs");return l_fullScreenBtnJS.hasClass(c_restoreClass)}}));define("eDwUIBaseEventHandlers",["require","exports","eDwEventMgr","eDwUIHTMLEventMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwCompositeCmd","eDwSetLayerVisibilityCmd","eDwUIPluginMgr","eDwEvents","eDwUIUtils","eDwUIShortcutMenu","utils"],(function(require,exports,eDwEventMgr,eDwUIHTMLEventMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwCompositeCmd,eDwSetLayerVisibilityCmd,eDwUIPluginMgr,eDwEvents,eDwUIUtils,eDwUIShortcutMenu_2,utils){"use strict";var eDwUIBaseEventHandlers=function(){function eDwUIBaseEventHandlers(iViewerHTMLID,iViewerHTMLCanvasID){this.mViewerHTMLID=iViewerHTMLID;this.mViewerHTMLCanvasID=iViewerHTMLCanvasID;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr}eDwUIBaseEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;this.mViewerFeatureOpts=iViewerFeatOpts;var eventMgrHTML=this.mUIHTMLEventMgr;eventMgrHTML.addEventHandler("window","resize",(function(iEvent){_this.onResize(iEvent,_this.mViewer)}));eDwEventMgr.get().addEventHandlerFunc(eDwEvents.ResetSceneEvent,l_onResize);eDwUIUtils.addSubTreeArrowEventHandler(eventMgrHTML,"#edrawings-sheet-tree-menu");eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(targetJQ.hasClass("edrawings-root")){return}var selObjIDHC=eDwUIUtils.getIDHC(targetJQ);if(isNaN(selObjIDHC)||selObjIDHC<0){return}(function(){return __awaiter(_this,void 0,void 0,(function(){var cmdMgr,zoomToViewCmd,targetModelView,model,modelHC,modelViews,_i,modelViews_4,modelView,configIDHC,configChildren,activeModelView,changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();zoomToViewCmd=new eDwCompositeCmd(this.mViewer);zoomToViewCmd.initCmdActionImplementation();return[4,cmdMgr.add(zoomToViewCmd)];case 1:_a.sent();targetModelView=null;model=this.mViewer.getModel();modelHC=model.getHCModel();modelViews=model.getModelViews();for(_i=0,modelViews_4=modelViews;_i<modelViews_4.length;_i++){modelView=modelViews_4[_i];configIDHC=modelView.Hierarchy.HOOPSID;configChildren=modelHC.getNodeChildren(configIDHC);if(-1!==configChildren.indexOf(selObjIDHC)){targetModelView=modelView;break}}activeModelView=this.mViewer.getModel().getActiveModelView();if(!(targetModelView&&targetModelView!==activeModelView))return[3,3];this.mViewer.SelectionMgr.selectByID(selObjIDHC);changeModelViewCmd=new eDwChangeModelViewCmd(this.mViewer,targetModelView);return[4,cmdMgr.run(changeModelViewCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:this.onLeftDoubleClick(this.mViewer);return[4,cmdMgr.remove(zoomToViewCmd,"commit")];case 4:_a.sent();return[2]}}))}))})()}));var switchModelView=function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".item-tree-text")};eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-root","click",switchModelView);eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,"#edrawings-debug-menu");var inputSelectorName="#edrawings-console-debug-categories "+".edrawings-menu-search-input";eventMgrHTML.addDelegatedEventHandler(inputSelectorName,"blur",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var inputElem=targetJQ[0];var categories=inputElem.value.split(",");if(categories.length===0)return;for(var _i=0,categories_1=categories;_i<categories_1.length;_i++){var category=categories_1[_i];category=category.trim();if(!category)continue;console.debugLogCategories.push(category);var pos=console.excludeDebugLogCategories.indexOf(category);if(pos>-1){console.excludeDebugLogCategories.slice(pos,1)}}}));var selectorName="#edrawings-debug-menu .edrawings-submenu-list-item";eventMgrHTML.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;$(selectorName).removeClass("edrawings-list-selected");$(targetJQ).addClass("edrawings-list-selected");_this.mViewer.SelectionMgr.selectByID(id)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-debug-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;_this.onLeftDoubleClick(_this.mViewer)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-cancel","click",(function(iEvent){$("#edrawings-debug-menu "+".edrawings-menu-search-input").val("");var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-input","keyup",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .item-layer-checkbox","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var layerName=eDwUIUtils.getSpanText(targetJQ.next("span.item-tree-text"));var isVisible=targetJQ.prop("checked");_this.setOneLayerVisibility(layerName,isVisible)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .layer-all","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var isVisible=targetJQ.prop("checked");_this.setAllLayerVisibility(isVisible)}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseover",(function(iEvent){var filenameJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);if(filenameJQ.length===1&&filenameJQ[0].scrollWidth>filenameJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,filenameJQ,$("#edrawings-filename-text").text())}}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseover",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var itemTreeTextJQ=targetJQ.find(".item-tree-text");var edrawingsSubmenuListJQ=targetJQ.closest(".edrawings-submenu-list");if(edrawingsSubmenuListJQ.length===1&&itemTreeTextJQ.length===1&&itemTreeTextJQ[0].scrollWidth>itemTreeTextJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,itemTreeTextJQ,itemTreeTextJQ.text())}}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",-c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-hud-bar .edrawings-hud-bar-content","#edrawings-hud-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-up)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",-c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-down)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-left-bar .edrawings-tool-bar-content","#edrawings-left-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))}))};eDwUIBaseEventHandlers.prototype.addDefaultHTMLPanelCloseEventHandlers=function(){if(this.mViewerFeatureOpts.Debug){eDwUIUtils.addCloseEventHandler("#edrawings-debug-menu",this.mUIHTMLEventMgr)}eDwUIUtils.addCloseEventHandler("#edrawings-sheet-tree-menu",this.mUIHTMLEventMgr);eDwUIUtils.addCloseEventHandler("#edrawings-layer-control-menu",this.mUIHTMLEventMgr)};eDwUIBaseEventHandlers.doModelDataLoadCompleteActions=function(ioEventHandlerObj,iViewer){ioEventHandlerObj.mViewer=iViewer;l_loadUIPlugins(iViewer);var handlerObj=ioEventHandlerObj;var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents.InitEvent,handlerObj,"onInit");eventMgr.addEventHandlerObj(eDwEvents.InitFullUIEvent,handlerObj,"onInitFullUI");eventMgr.addEventHandlerObj(eDwEvents.SelectEvent,handlerObj,"onSelect");eventMgr.addEventHandlerObj(eDwEvents.UnselectEvent,handlerObj,"onUnselect");eventMgr.addEventHandlerObj(eDwEvents.StartAnimationEvent,handlerObj,"onStartAnimation");eventMgr.addEventHandlerObj(eDwEvents.StopAnimationEvent,handlerObj,"onStopAnimation");eventMgr.addEventHandlerObj(eDwEvents.LeftDoubleClickEvent,handlerObj,"onLeftDoubleClick");eventMgr.addEventHandlerObj(eDwEvents.TimeoutEvent,handlerObj,"onTimeout");eventMgr.addEventHandlerObj(eDwEvents.DrawModeChangeEvent,handlerObj,"onDrawModeChange");eventMgr.addEventHandlerObj(eDwEvents.ProjModeChangeEvent,handlerObj,"onProjectionModeChange");eventMgr.addEventHandlerObj(eDwEvents.NodeAttribChangeEvent,handlerObj,"onNodeAttribChanged");eventMgr.addEventHandlerObj(eDwEvents.ResetSceneEvent,handlerObj,"onResetScene");eventMgr.addEventHandlerObj(eDwEvents.AmbientOcclChangeEvent,handlerObj,"onAmbientOcclusionChange");eventMgr.addEventHandlerObj(eDwEvents.DoneEvent,handlerObj,"onDone");eventMgr.addEventHandlerObj(eDwEvents.ModelViewChangeEvent,handlerObj,"onModelViewChange")};eDwUIBaseEventHandlers.prototype.removeHTMLEventHandlers=function(){eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-hud-bar .edrawings-hud-bar-content");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-left-bar .edrawings-tool-bar-content");this.mUIHTMLEventMgr.removeAllEventHandlers();eDwUIShortcutMenu_2.eDwUIShortcutMenu.destroy()};eDwUIBaseEventHandlers.doModelDataUnloadActions=function(iViewer){l_unloadUIPlugins();if(iViewer)iViewer.unregister();eDwEventMgr.get().removeAllEventHandlers()};eDwUIBaseEventHandlers.prototype.onInit=function(iViewer){this.mViewer=iViewer};eDwUIBaseEventHandlers.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iViewer.getModel().getActiveModelView(),true)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onDone=function(iViewer){iViewer.destroy()};eDwUIBaseEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,true)};eDwUIBaseEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,false)};eDwUIBaseEventHandlers.prototype.onLeftDoubleClick=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_2.eDwUIShortcutMenu.hide()};eDwUIBaseEventHandlers.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iNewModelView)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){if(iViewer.ViewerFeatureOpts.Debug){for(var _i=0,iHierNodesAndAttribs_3=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_3.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_3[_i];console.debugLog("NodeAttribChanged","Node (name = "+hierNodeAndAttribs.HierNode.Name+", ID = "+hierNodeAndAttribs.HierNode.HOOPSID+") attributes = "+JSON.stringify(hierNodeAndAttribs.Attribs))}}eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIBaseEventHandlers.prototype.onResize=function(iEvent,iViewer){if(iViewer)iViewer.HCViewer.resizeCanvas();l_onResize()};eDwUIBaseEventHandlers.prototype.setOneLayerVisibility=function(layerName,isVisible){var layers=this.mViewer.getModel().getLayers();var layer;for(var _i=0,layers_1=layers;_i<layers_1.length;_i++){layer=layers_1[_i];if(layer.getName()===layerName)break}if(!layer)return;this.setLayersVisibility([layer],isVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");var isAnyShow=false,isAnyHidden=false;$.each(eachLayer,(function(iIdx,iTarget){if($(iTarget).prop("checked")){isAnyShow=true}else{isAnyHidden=true}}));var allLayerBox=$("#edrawings-layer-control-menu .layer-all");if(isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",true)}if(isAnyShow&&!isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",true)}if(!isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setAllLayerVisibility=function(iVisible){var activeModelView=this.mViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return;this.setLayersVisibility(this.mViewer.getModel().getLayers(),iVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");if(iVisible){eachLayer.prop("checked",true)}else{eachLayer.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setLayersVisibility=function(iLayers,iVisible){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setNodeVisCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setNodeVisCmd=new eDwSetLayerVisibilityCmd(this.mViewer,iLayers,iVisible);return[4,eDwCommandMgr.get().run(setNodeVisCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.handleSelectionChange=function(iViewer,iSelObjs,iIsObjSelected){var model=iViewer.getModel();if(!model.isDrawing())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjs_1=iSelObjs;_i<iSelObjs_1.length;_i++){var selObj=iSelObjs_1[_i];var selIDHC=selObj.getNodeId();if(!utils.isNumber(selIDHC))continue;var selHierNode=activeModelView.Nodes[selIDHC];eDwUIUtils.scrollToTreeNode(selHierNode,iIsObjSelected)}};return eDwUIBaseEventHandlers}();var c_hudBarIconWidth=2+44;var c_toolBarIconWidth=5+2+44;var c_hudBarContentThresholdWidth=2+2*46;var c_filenameBlockThresholdWidth=50;var c_toolBarContentThresholdHeight=2*46;function l_loadUIPlugins(iViewer){var _this=this;if(!iViewer)return;try{(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginMgr;return __generator(this,(function(_a){switch(_a.label){case 0:pluginMgr=eDwUIPluginMgr.get();return[4,pluginMgr.loadPlugins(["eDwUIHierNodeVisMenuItemsPlugin" , "eDwUIMoveComponentPlugin", "eDwUIModelViewTabsPlugin", "eDwUIExplodePlugin", "eDwUIConfigurationsPlugin", "eDwUIComponentTreePlugin", "eDwUIMeasurePlugin"],iViewer)];case 1:_a.sent();return[4,pluginMgr.loadDynamicPlugins(iViewer)];case 2:_a.sent();return[4,eDwUIUtils.loadComponentHTML()];case 3:_a.sent();iViewer.resetDrawMode();return[4,eDwEventMgr.get().fireEvent(eDwEvents.InitFullUIEvent,iViewer)];case 4:_a.sent();return[2]}}))}))})()}catch(iExcp){console.warn("Plugin loading did not complete.")}}function l_unloadUIPlugins(){eDwUIPluginMgr.get().destroy()}function l_resizeTopBar(){var topBarJQ=$("#edrawings-top-bar");var filenameBlockJQ=$("#edrawings-filename-block");var hudBarJQ=$("#edrawings-hud-bar");var hudBarContentJQ=hudBarJQ.find(".edrawings-hud-bar-content");var filenameBlockOffset=filenameBlockJQ.offset();var filenameBlockInnerWidth=filenameBlockJQ.css("display")==="none"?0:filenameBlockJQ.innerWidth();var filenameBlockRight=filenameBlockOffset.left+filenameBlockInnerWidth;var hudBarOffset=hudBarJQ.offset();var leftButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(filenameBlockOffset.left!==hudBarOffset.left&&Math.abs(filenameBlockRight-hudBarOffset.left)>1){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});l_resizeTopBar()}else if(hudBarContentJQ[0].scrollWidth===0||hudBarContentJQ.width()>=hudBarContentJQ[0].scrollWidth){topBarJQ.removeClass("edrawings-collided-hud-bar");hudBarJQ.removeClass("edrawings-collided");hudBarJQ.css({left:""})}}else{if(filenameBlockOffset.left!==hudBarOffset.left&&filenameBlockRight>hudBarOffset.left){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});topBarJQ.addClass("edrawings-collided-hud-bar");hudBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(hudBarContentJQ[0].scrollLeft,hudBarContentJQ[0].scrollWidth,hudBarContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,hudBarJQ);if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(hudBarContentJQ.innerWidth()<c_hudBarContentThresholdWidth){if(filenameBlockJQ.width()>c_filenameBlockThresholdWidth){if(topBarJQ.hasClass("edrawings-out-of-view")){topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.addClass("edrawings-out-of-view")}}else{if(filenameBlockJQ[0].scrollWidth-filenameBlockInnerWidth>1){if(filenameBlockJQ.width()<c_filenameBlockThresholdWidth){topBarJQ.addClass("edrawings-out-of-view")}else{topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.removeClass("edrawings-out-of-view")}}}else{topBarJQ.removeClass("edrawings-out-of-view")}}function l_resizeToolBar(){var leftBarJQ=$("#edrawings-left-bar.edrawings-tool-bar");var leftBarContentJQ=leftBarJQ.find(".edrawings-bottom-centered-icons");var toolBarContentJQ=leftBarContentJQ.find(".edrawings-tool-bar-content");var upButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-up").parent(".edrawings-arrow-wrapper");var downButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-down").parent(".edrawings-arrow-wrapper");if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ[0].scrollHeight>0&&toolBarContentJQ[0].scrollHeight<=leftBarContentJQ.innerHeight()){leftBarJQ.removeClass("edrawings-collided")}}else{if(leftBarContentJQ[0].scrollHeight>0&&leftBarContentJQ[0].scrollHeight>Math.round(leftBarContentJQ.innerHeight())){leftBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(toolBarContentJQ[0].scrollTop,toolBarContentJQ[0].scrollHeight,toolBarContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,leftBarJQ);if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ.innerHeight()<c_toolBarContentThresholdHeight){leftBarJQ.addClass("edrawings-out-of-view")}else{leftBarJQ.removeClass("edrawings-out-of-view")}}else{leftBarJQ.removeClass("edrawings-out-of-view")}}function l_onResize(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){l_resizeTopBar();l_resizeToolBar();l_positionMenuPanelCollapseButton();l_fixMenuPanelInwardToolbar();return[2]}))}))}function l_positionTicker(iMouseEvent,iItemJQ,iText){var tickerMinWidth=100;var tickerMinHeight=34;var scrollWidthPadding=2;var tickerJQ=$(".edrawings-ticker");var itemOffset=iItemJQ.offset();var tickerLeft=iMouseEvent.clientX;var tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding;var tickerTop=itemOffset.top-tickerMinHeight;var tickerAnimation=false;tickerJQ.text(iText);if(iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding>=window.innerWidth){var diff=iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding-window.innerWidth;if(iMouseEvent.clientX>=diff){tickerLeft=iMouseEvent.clientX-diff;tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding}else{tickerLeft=0;tickerAnimation=true;if(window.innerWidth>tickerMinWidth){tickerWidth=window.innerWidth}else{tickerWidth=tickerMinWidth}var threeTimes=[iText,iText,iText].join("   ");tickerJQ.text(threeTimes)}}if(itemOffset.top-tickerMinHeight<=0){if(itemOffset.top+iItemJQ[0].clientHeight+tickerMinHeight<=window.innerHeight){tickerTop=itemOffset.top+iItemJQ[0].clientHeight}else{var diff=iMouseEvent.clientY+tickerMinHeight-window.innerHeight;if(iMouseEvent.clientY>diff){tickerTop=iMouseEvent.clientY-diff}else{tickerTop=0}}}var tickerwrapJQ=tickerJQ.closest(".edrawings-ticker-wrapper");tickerwrapJQ.offset({left:tickerLeft,top:tickerTop}).css("width",tickerWidth).removeClass("edrawings-ui-hide");if(tickerAnimation){tickerwrapJQ.addClass("edrawings-animation")}}function l_hideTicker(){var tickerwrapJQ=$(".edrawings-ticker-wrapper");if(!tickerwrapJQ.hasClass("edrawings-ui-hide")){var tickerJQ=tickerwrapJQ.find(".edrawings-ticker");tickerJQ.text("");tickerwrapJQ.addClass("edrawings-ui-hide").removeClass("edrawings-animation").css("left","").css("top","").css("width","")}}function l_positionMenuPanelCollapseButton(){var activeButtonsJQ=$(".edrawings-tool-button.active-button");if(activeButtonsJQ.length){if(eDwUIUtils.scrollToTarget(activeButtonsJQ)){l_resizeToolBar()}var collapsedPanelsJQ=$(".edrawings-submenu.active.edrawings-collapsed");if(collapsedPanelsJQ.length){var attrStyle=collapsedPanelsJQ.find(".edrawings-menu-panel-arrow-collapse").attr("style");if(!!attrStyle){eDwUIUtils.positionMenuPanelArrowCollapseButton(collapsedPanelsJQ,activeButtonsJQ)}}}}function l_fixMenuPanelInwardToolbar(){var panelsJQ=$(".edrawings-submenu.active:not(.edrawings-collapsed),            .edrawings-hud-menu.active");panelsJQ.each((function(iIndex,iPanel){var panelJQ=$(iPanel);eDwUIUtils.fixMenuPanelInwardToolbar(panelJQ)}))}function l_scrollUIBar(iContentJQ,iDeactivateButtonClass,iDeactivateMenuClass,iScrollDist,iBarJQ){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iContentJQ&&iContentJQ.length>0))return[3,2];return[4,eDwUIUtils.deactivateUI(iDeactivateButtonClass,iDeactivateMenuClass)];case 1:_a.sent();eDwUIUtils.executeScrolling(iScrollDist,0,iContentJQ,iBarJQ);_a.label=2;case 2:return[2]}}))}))}return eDwUIBaseEventHandlers}));define("eDwUIBasePlugin",["require","exports","eDwUIHTMLEventMgr","eDwEventMgr","eDwEvents","eDwUIShortcutMenu","eDwUIUtils","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwEventMgr,eDwEvents_6,eDwUIShortcutMenu_3,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIBasePlugin=void 0;var eDwUIBasePlugin=function(){function eDwUIBasePlugin(iPluginGroupName,iViewer,iButtonInfo,iViewerFeatOpts){var _this=this;if(iViewer===void 0){iViewer=null}if(iButtonInfo===void 0){iButtonInfo=null}if(iViewerFeatOpts===void 0){iViewerFeatOpts=null}console.debugLog("UIPlugin","Constructed "+iPluginGroupName+" plugin.");this.mPluginGroupName=iPluginGroupName;this.mViewer=iViewer;this.mViewerFeatOpts=iViewerFeatOpts||iViewer&&iViewer.ViewerFeatureOpts;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mPluginDependencies=[];this.mPluginButtonInfo=iButtonInfo;if(iViewer){eDwUIShortcutMenu_3.eDwUIShortcutMenu.get().setPluginCheck(iPluginGroupName,(function(iPluginName){return _this.check(iPluginName)}))}}eDwUIBasePlugin.prototype.init=function(iPanelsToLoad){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPanelsToLoad_1,panelToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",true);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",true);if(!iPanelsToLoad)return[3,2];promises=[];for(_i=0,iPanelsToLoad_1=iPanelsToLoad;_i<iPanelsToLoad_1.length;_i++){panelToLoad=iPanelsToLoad_1[_i];utils.appendToArray(this.loadPanel(panelToLoad.ID,panelToLoad.HTML),promises)}return[4,Promise.all(promises)];case 1:_a.sent();_a.label=2;case 2:this.addEventHandlers();return[2]}}))}))};eDwUIBasePlugin.prototype.onClick=function(iActivate){};eDwUIBasePlugin.prototype.destroy=function(){this.removeEventHandlers();this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",false);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",false);console.debugLog("UIPlugin","Destroyed "+this.mPluginGroupName+" plugin.")};eDwUIBasePlugin.prototype.initPluginButton=function(){if(this.mPluginButtonInfo){var buttonJQ=$(this.mPluginButtonInfo.ID);if(buttonJQ){buttonJQ.removeClass("edrawings-icon-plugin");eDwUIUtils.hide(this.mPluginButtonInfo.ID,false)}}};eDwUIBasePlugin.prototype.check=function(iPluginName){return iPluginName===this.PluginGroupName};eDwUIBasePlugin.prototype.isButtonForThisPlugin=function(iButtonJQ){return iButtonJQ&&iButtonJQ.length&&this.mPluginButtonInfo&&this.mPluginButtonInfo.ID&&this.mPluginButtonInfo.ID.indexOf(iButtonJQ[0].id)>-1?true:false};eDwUIBasePlugin.prototype.addEventHandlers=function(){};eDwUIBasePlugin.prototype.removeEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers()};eDwUIBasePlugin.prototype.onActivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.onDeactivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.addAppObjEvent=function(iAppEvent,iEventObjMethod,iAdd){var eventMgr=eDwEventMgr.get();var eventMgrMethod=iAdd?"addEventHandlerObj":"removeEventHandlerObj";eventMgr[eventMgrMethod](iAppEvent,this,iEventObjMethod)};eDwUIBasePlugin.prototype.loadPanel=function(iPanelID,iHTMLFileName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.loadPanel(iPanelID,iHTMLFileName)];case 1:return[2,_a.sent()]}}))}))};Object.defineProperty(eDwUIBasePlugin.prototype,"PluginGroupName",{get:function(){return this.mPluginGroupName},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"PluginButtonID",{get:function(){return this.mPluginButtonInfo?this.mPluginButtonInfo.ID:""},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"Dependencies",{get:function(){return this.mPluginDependencies},enumerable:false,configurable:true});return eDwUIBasePlugin}();exports.eDwUIBasePlugin=eDwUIBasePlugin}));define("eDwUIDebugHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwTypes"],(function(require,exports,eDwUIHTMLGenerator_1,eDwTypes_15){"use strict";var _a;var eDwUIDebugHTMLGenerator=function(_super){__extends(eDwUIDebugHTMLGenerator,_super);function eDwUIDebugHTMLGenerator(iViewer,iPanelUIID){var _this=_super.call(this,iViewer,iPanelUIID)||this;_this.mHCModel=iViewer.getModel().getHCModel();return _this}eDwUIDebugHTMLGenerator.prototype.getNodeFromID=function(iNodeID){return l_getHCNode(iNodeID)};eDwUIDebugHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUIDebugHTMLGenerator.prototype.forNodeGetName=function(iNode){return this.mHCModel.getNodeName(l_getHCNode(iNode))||"unknown node name"};eDwUIDebugHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHCNode(iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return this.mHCModel.getNodeParent(l_getHCNode(iNode))||NaN};eDwUIDebugHTMLGenerator.prototype.forNodeGetChildren=function(iNode){return this.mHCModel.getNodeChildren(l_getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIDebugHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return _super.prototype.forNodeGetDataAttributes.call(this,iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){var _this=this;var nodeIDHC=this.forNodeGetID(iNode);(function(){return __awaiter(_this,void 0,void 0,(function(){var meshIDs,numMeshIDs;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mHCModel.getMeshIds([nodeIDHC])];case 1:meshIDs=_a.sent();numMeshIDs=meshIDs.length;console.log("Node ID: "+nodeIDHC+" Num mesh IDs: "+numMeshIDs);return[2]}}))}))})();return this.forNodeGetName(iNode)+" ID: "+nodeIDHC+" TYPE: "+c_nodeTypes[this.mHCModel.getNodeType(nodeIDHC)]+" VISIBLE: "+this.mHCModel.getNodeVisibility(nodeIDHC)};eDwUIDebugHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return"edrawings-body-visible"};return eDwUIDebugHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);var c_nodeTypes=(_a={},_a[eDwTypes_15.HC.NodeType.AssemblyNode]="Assembly",_a[eDwTypes_15.HC.NodeType.Body]="Body",_a[eDwTypes_15.HC.NodeType.BodyInstance]="Body Instance",_a[eDwTypes_15.HC.NodeType.BrepBody]="BRep Body",_a[eDwTypes_15.HC.NodeType.CadView]="CAD View",_a[eDwTypes_15.HC.NodeType.DrawingSheet]="Drawing Sheet",_a[eDwTypes_15.HC.NodeType.Part]="Part",_a[eDwTypes_15.HC.NodeType.PartInstance]="Part Instance",_a[eDwTypes_15.HC.NodeType.Pmi]="PMI",_a[eDwTypes_15.HC.NodeType.PmiBody]="PMI Body",_a[eDwTypes_15.HC.NodeType.PointsBody]="Points Body",_a[eDwTypes_15.HC.NodeType.TessBody]="Tessellation Body",_a[eDwTypes_15.HC.NodeType.Unknown]="Unknown",_a[eDwTypes_15.HC.NodeType.ViewFrame]="View Frame",_a[eDwTypes_15.HC.NodeType.WireBody]="Wire Body",_a);function l_isHCNode(iNode){return!isNaN(iNode)}function l_getHCNode(iNode){if(!l_isHCNode(iNode)){throw new Error("Not an HC node:\n"+JSON.stringify(iNode))}return iNode}return eDwUIDebugHTMLGenerator}));define("eDwUIHTMLEventMgr",["require","exports","eDwUIUtils"],(function(require,exports,eDwUIUtils){"use strict";var eDwUIHTMLEventMgr=function(){function eDwUIHTMLEventMgr(){this.mEventHandlerData={}}eDwUIHTMLEventMgr.prototype.addDelegatedEventHandler=function(iElemSelector,iEventName,iEventHandler){if(!iElemSelector||!iEventName||!iEventHandler)return false;var selectors=iElemSelector.split(" ");if(selectors.length<2)return false;var ancestorElementID=selectors.shift();return this.commonAddEventHandler(ancestorElementID,iEventName,iEventHandler,selectors.join().replace(".",""))};eDwUIHTMLEventMgr.prototype.addEventHandler=function(iElemID,iEventName,iEventHandler){if(!iElemID||!iEventName||!iEventHandler)return false;return this.commonAddEventHandler(iElemID,iEventName,iEventHandler)};eDwUIHTMLEventMgr.prototype.removeAllEventHandlers=function(){for(var eventName in this.mEventHandlerData){if(this.mEventHandlerData.hasOwnProperty(eventName)){var handlersOfEvent=this.mEventHandlerData[eventName];for(var elemID in handlersOfEvent){if(handlersOfEvent.hasOwnProperty(elemID)){this.removeEventHandlersByID(elemID,eventName,handlersOfEvent)}}delete this.mEventHandlerData[eventName]}}this.mEventHandlerData={}};eDwUIHTMLEventMgr.prototype.removeEventHandlers=function(iElemID,iEventName){var handlersRemoved=false;if(this.mEventHandlerData.hasOwnProperty(iEventName)){var handlersOfEvent=this.mEventHandlerData[iEventName];if(handlersOfEvent.hasOwnProperty(iElemID)){handlersRemoved=this.removeEventHandlersByID(iElemID,iEventName,handlersOfEvent)}}return handlersRemoved};eDwUIHTMLEventMgr.prototype.commonAddEventHandler=function(iElemID,iEventName,iEventHandler,iElemClasses){if(iElemClasses===void 0){iElemClasses=""}if(!iElemID)return false;var elements=[];if(iElemID==="window")elements.push(window);else if(iElemID==="document")elements.push(document);else elements=$(iElemID).toArray();if(!elements.length)return false;var handlersOfEvent=this.mEventHandlerData[iEventName];if(!handlersOfEvent){handlersOfEvent=this.mEventHandlerData[iEventName]={}}var elemHandlers=handlersOfEvent[iElemID];if(!elemHandlers){elemHandlers=handlersOfEvent[iElemID]={MainDispatcher:null,Handlers:[]}}if(elemHandlers.MainDispatcher){for(var _i=0,elements_1=elements;_i<elements_1.length;_i++){var element=elements_1[_i];element.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}}elemHandlers.MainDispatcher=function(ioEvent){eventDispatcher(ioEvent,elemHandlers.Handlers)};for(var _a=0,elements_2=elements;_a<elements_2.length;_a++){var element=elements_2[_a];element.addEventListener(iEventName,elemHandlers.MainDispatcher,true);elemHandlers.Handlers.push({EventTarget:element,ElementID:iElemID,TargetElemClasses:iElemClasses,Handler:iEventHandler})}console.debugLog("UIEventMgr","Added event - name = "+iEventName+", id = "+iElemID+", classes = "+iElemClasses+", Num handlers = "+elemHandlers.Handlers.length);return true};eDwUIHTMLEventMgr.prototype.removeEventHandlersByID=function(iElemID,iEventName,ioHandlersOfEvent){var handlersRemoved=false;var elemHandlers=ioHandlersOfEvent[iElemID];if(elemHandlers&&elemHandlers.Handlers.length){console.debugLog("UIEventMgr","Removed "+elemHandlers.Handlers.length+" handlers for event "+iEventName+" on element ID "+iElemID);for(var _i=0,_a=elemHandlers.Handlers;_i<_a.length;_i++){var handler=_a[_i];handler.EventTarget.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}elemHandlers.Handlers=[];handlersRemoved=true}else{console.debugLog("UIEventMgr","Tried to remove handlers for event "+iEventName+" on element ID "+iElemID+" but they were removed already.")}return handlersRemoved};return eDwUIHTMLEventMgr}();function eventDispatcher(ioEvent,iHandlerObjs){if(!iHandlerObjs||!iHandlerObjs.length)return;console.debugLog("UIEvents","Event = "+ioEvent.type+", Num handlers = "+iHandlerObjs.length);var runHandler=false;var targetJQ=eDwUIUtils.getAsJQueryObj(ioEvent.target);while(targetJQ.length&&!runHandler){for(var _i=0,iHandlerObjs_1=iHandlerObjs;_i<iHandlerObjs_1.length;_i++){var handlerObj=iHandlerObjs_1[_i];var targetClassName=targetJQ.className;console.debugLog("UIEvents","  element ID = "+handlerObj.ElementID+", target classes = "+handlerObj.TargetElemClasses+(targetClassName?", event target classes = "+targetClassName:""));var targetElemClasses=handlerObj.TargetElemClasses;var classes=targetElemClasses?targetElemClasses.split(" "):[];var numMatches=0;for(var j=0;j<classes.length;j++){numMatches+=targetJQ.hasClass(classes[j])?1:0}if(numMatches!==classes.length)continue;handlerObj.Handler(ioEvent);runHandler=true;var eventJQ=$(ioEvent);if(ioEvent.cancelable&&ioEvent.cancelBubble||eventJQ.isPropagationStopped&&eventJQ.isPropagationStopped()){return}}targetJQ=eDwUIUtils.getAsJQueryObj(targetJQ.parent());if(!runHandler&&targetJQ.length){console.debugLog("UIEvents","Events not found on target, checking parent "+"id="+targetJQ.id+", class="+targetJQ.className)}else if(!runHandler){console.debugLog("UIEvents","No matching events found on target.")}else{console.debugLog("UIEvents","Done processing event handlers.")}}}return eDwUIHTMLEventMgr}));define("eDwUIHTMLGenerator",["require","exports","eDwHierarchyNode","utils"],(function(require,exports,eDwHierarchyNode,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIHTMLGenerator=void 0;var cDefaultInitialLeftPaddingInPX=4;var cDefaultLeftPaddingInPX=27;var eDwUIHTMLGenerator=function(){function eDwUIHTMLGenerator(iViewer,iPanelUIID,iInitialLeftPaddingInPX,iLeftPaddingInPX){if(iInitialLeftPaddingInPX===void 0){iInitialLeftPaddingInPX=cDefaultInitialLeftPaddingInPX}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=cDefaultLeftPaddingInPX}this.mViewer=iViewer;this.mPanelUIID=iPanelUIID;this.mLeftPaddingInPX=iLeftPaddingInPX;this.mInitialLeftPaddingInPX=iInitialLeftPaddingInPX}eDwUIHTMLGenerator.prototype.generateHTMLForChildNodes=function(iParentNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var offset=this.computeOffset(iLeftPaddingInPX);var childrenNodes=this.forNodeGetChildren(iParentNode);for(var _i=0,childrenNodes_1=childrenNodes;_i<childrenNodes_1.length;_i++){var childNode=childrenNodes_1[_i];var descendentsHTML=iIncludeAllDescendents?this.generateHTMLForChildNodes(childNode,iIncludeAllDescendents,offset):"";if(!this.shouldIncludeNode(childNode)&&descendentsHTML.length===0){continue}var moreClasses=descendentsHTML?" edrawings-tree-expanded ":"";var nodeHTML=this.generateHTMLForNode(childNode,offset,moreClasses);generatedHTML+=nodeHTML+descendentsHTML}return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTMLForNode=function(iNode,iLeftPaddingInPX,iAdditionalClasses,iIgnoreChildren){if(iAdditionalClasses===void 0){iAdditionalClasses=""}if(iIgnoreChildren===void 0){iIgnoreChildren=false}var additionalClasses=iAdditionalClasses.replace("edrawings-tree-expanded","");var expanded=iAdditionalClasses.length!==additionalClasses.length;var highlight=this.getHighlightClass(iNode);var nonRootClass=additionalClasses.indexOf("edrawings-root")>-1||highlight===""?"":" edrawings-list-option";var currOffset=utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="<div class='edrawings-submenu-list-item"+highlight+" "+additionalClasses+"' style='padding-left: "+currOffset+"; width:calc(100% - "+currOffset+");' "+this.forNodeGetDataAttributes(iNode)+">";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+="<span class='item-tree-text"+highlight+" "+additionalClasses+"' "+this.forNodeGetDataAttributes(iNode)+"style='margin-left: 0px;'>"+this.forNodeGetElementContent(iNode)+"</span>";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="</div>";return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,""]}))}))};eDwUIHTMLGenerator.prototype.getNodeFromID=function(iNodeID){var modelViews=this.mViewer.getModel().getModelViews();for(var _i=0,modelViews_5=modelViews;_i<modelViews_5.length;_i++){var modelView=modelViews_5[_i];var hierNode=modelView.Nodes[iNodeID];if(hierNode)return hierNode}return undefined};eDwUIHTMLGenerator.getDisplayStateCSSClass=function(iHierNode,iNewAttrib){var classCSS="edrawings-"+iHierNode.Category;classCSS+=iHierNode.isActive()?"":"-inactive";var dummyNode=eDwHierarchyNode.create(iNewAttrib);var displayState=iNewAttrib?dummyNode.getDisplayState(iHierNode.getAttribs()):iHierNode.getDisplayState();switch(displayState){case"Invisible":classCSS+="-invisible";break;case"Visible":classCSS+="-visible";break;case"Transparent":classCSS+="-transparent";break;default:console.debugLog("UI","Invalid node display type: "+displayState)}return classCSS};eDwUIHTMLGenerator.prototype.shouldIncludeNode=function(iNode){var searchField=$(this.mPanelUIID+" .edrawings-menu-search-input");if(searchField&&searchField.val()){var regex=new RegExp(searchField.val(),"i");if(this.forNodeGetName(iNode).search(regex)<0)return false}return true};eDwUIHTMLGenerator.prototype.getHighlightClass=function(iNode){var isSelected=this.mViewer.SelectionMgr.isSelected(this.forNodeGetID(iNode));return isSelected?" edrawings-list-selected ":""};eDwUIHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="";if(!iIgnoreChildren&&this.forNodeHasChildren(iNode)){generatedHTML+="edrawings-tree-arrow "+"edrawings-tree-arrow-space-common ";if(iNodeExpanded)generatedHTML+="edrawings-tree-expanded "}else{generatedHTML+="edrawings-tree-space "+"edrawings-tree-arrow-space-common "}return generatedHTML};eDwUIHTMLGenerator.prototype.getPreSpanHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="<div class='"+this.getPreSpanIconHTML(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren);var nodeIconClass=this.forNodeGetDisplayStateCSSClass(iNode);generatedHTML+=iAdditionalClasses+"' data-hoopsid='"+this.forNodeGetID(iNode)+"'> </div> <div class='"+nodeIconClass+" "+iAdditionalClasses+" edrawings-tree-icon'> </div>";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"<div class='edrawings-submenu-list-item-button "+iAdditionalClasses+"'> </div>"};eDwUIHTMLGenerator.prototype.computeOffset=function(iLeftPaddingInPX){if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}return utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX:iLeftPaddingInPX+this.mLeftPaddingInPX};eDwUIHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getHierarchyNode(iNode).Name};eDwUIHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHierarchyNode(iNode).HOOPSID};eDwUIHTMLGenerator.prototype.forNodeGetParentID=function(iNode){var parentHierNode=l_getHierarchyNode(iNode).Parent;return parentHierNode?parentHierNode.HOOPSID:NaN};eDwUIHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childrenObj=l_getHierarchyNode(iNode).getChildrenAndKeys();return Object.keys(childrenObj).map((function(key){return childrenObj[key]}))};eDwUIHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){var parentNodeID=this.forNodeGetParentID(iNode);return" data-hoopsid='"+this.forNodeGetID(iNode)+"' "+(parentNodeID!==undefined?"data-hoopsparentid='"+parentNodeID+"' ":"")};eDwUIHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){return this.forNodeGetName(iNode)};eDwUIHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return eDwUIHTMLGenerator.getDisplayStateCSSClass(l_getHierarchyNode(iNode))};return eDwUIHTMLGenerator}();exports.eDwUIHTMLGenerator=eDwUIHTMLGenerator;function l_getHierarchyNode(iNode){if(!eDwHierarchyNode.isHierarchyNode(iNode)){throw new Error("Not a hierarchy node:\n"+JSON.stringify(iNode))}return iNode}}));define("eDwUIHierNodeVisMenuItemsPlugin",["require","exports","eDwCommandMgr","eDwSetHierNodeAttribsCmd","eDwShowOnlyCmd","eDwUIUtils","eDwEventMgr","eDwUIShortcutMenu","eDwKeyMgr","eDwEvents","eDwTypes","eDwUIBasePlugin","utils"],(function(require,exports,eDwCommandMgr,eDwSetHierNodeAttribsCmd,eDwShowOnlyCmd,eDwUIUtils,eDwEventMgr,eDwUIShortcutMenu_4,eDwKeyMgr_4,eDwEvents_7,eDwTypes_16,eDwUIBasePlugin_1,utils){"use strict";var eDwUIHierNodeVisMenuItemPlugin=function(_super){__extends(eDwUIHierNodeVisMenuItemPlugin,_super);function eDwUIHierNodeVisMenuItemPlugin(iViewer,iViewerFeatOpts){return _super.call(this,"HideShow",iViewer)||this}eDwUIHierNodeVisMenuItemPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){function isNotPartModel(iViewer){return!iViewer.getModel().isPart()}var shortcutMenu,isVisibleForASMAndDRW,isVisibleForASM,isVisibleNonRootForASMAndDRW;var _this=this;return __generator(this,(function(_a){_super.prototype.init.call(this);shortcutMenu=eDwUIShortcutMenu_4.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}isVisibleForASMAndDRW=function(iViewer,iIsSelected){return iIsSelected&&isNotPartModel(iViewer)};isVisibleForASM=function(iViewer,iIsSelected){return iIsSelected&&iViewer.getModel().isAssembly()};isVisibleNonRootForASMAndDRW=function(iViewer,iIsSelected){var model=iViewer.getModel();var modelViewHierNode=model.getActiveModelView().Hierarchy;var lastSelHierNode=iViewer.SelectionMgr.getLastSelHierarchyNode();return iIsSelected&&(model.isDrawing()||model.isAssembly()&&modelViewHierNode!==lastSelHierNode.Parent)};shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-hide-show",(function(iEvent,iUIItemJQ,iArg){var selMgr=_this.mViewer.SelectionMgr;var selHierNodes=selMgr.getSelHierarchyNodes();if(selHierNodes&&selHierNodes.length){(function(){return __awaiter(_this,void 0,void 0,(function(){var attrib,selHideShowCmd;return __generator(this,(function(_a){switch(_a.label){case 0:attrib={Visible:!selHierNodes[0].getAttribs().Visible};selHideShowCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selHideShowCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-transp-solid",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,selHierNodes,attrib,selTransSolidCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;selHierNodes=selMgr.getSelHierarchyNodes();if(!(selHierNodes&&selHierNodes.length))return[3,2];attrib={Opaque:!selHierNodes[0].getAttribs().Opaque};selTransSolidCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selTransSolidCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASM);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-isolate",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,showOnlyCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;showOnlyCmd=new eDwShowOnlyCmd(this.mViewer,selMgr.getSelHierarchyNodes());return[4,eDwCommandMgr.get().run(showOnlyCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleNonRootForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-show-all",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var showAllCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showAllCmd=new eDwShowOnlyCmd(this.mViewer);return[4,eDwCommandMgr.get().run(showAllCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isNotPartModel);this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item-button","click",(function(iEvent){console.debugLog("UIPlugin","HideShow menu button click");var selected=false;var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var parentJQ=targetJQ.parent();eDwUIUtils.scrollToTarget(parentJQ);var selIDHC=eDwUIUtils.getIDHC(parentJQ);if(!isNaN(selIDHC)){var existingIdx=_this.mViewer.SelectionMgr.getSelectedNodeIDIndex(selIDHC);selected=existingIdx>-1?true:_this.mViewer.SelectionMgr.selectByID(selIDHC)}if(selected){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))})()}}));console.debugLog("UIPlugin","Added HideShow click event handler");this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseup",(function(iEvent){console.debugLog("UIPlugin","HideShow menu mouseup");var eventJQ=$(iEvent);var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(!targetJQ||!targetJQ.length||!eventJQ||!eventJQ.length||targetJQ.hasClass("edrawings-root")||targetJQ.hasClass("edrawings-tree-arrow")||targetJQ.hasClass("edrawings-tree-expanded")||targetJQ.hasClass("edrawings-tree-icon")){return}if(!targetJQ.hasClass("edrawings-submenu-list-item"))return;var mouseEvent=iEvent;var pressedRMB=eDwKeyMgr_4.eDwKeyMgr.isRMBPressed(mouseEvent);var selected=false;var selIDHC=eDwUIUtils.getIDHC(targetJQ);if(utils.isNumber(selIDHC)){if(!eDwKeyMgr_4.eDwKeyMgr.get().isDown("Shift")){selected=_this.mViewer.SelectionMgr.selectByID(selIDHC)}else{var selector=".edrawings-submenu-list-item"+".edrawings-list-selected:has([data-hoopsid])";var filter=".edrawings-submenu-list-item:has([data-hoopsid])";var collectionPrevJQ=targetJQ.prevUntil(selector,filter);if(collectionPrevJQ.length===0||collectionPrevJQ.last().prev(selector).length===0){collectionPrevJQ=$([])}var collectionNextJQ=targetJQ.nextUntil(selector,filter);if(collectionNextJQ.length===0||collectionNextJQ.last().next(selector).length===0){collectionNextJQ=$([])}var collectionJQ=$([]).add(collectionPrevJQ).add(targetJQ).add(collectionNextJQ);collectionJQ.each((function(iIdx,iElement){var elementJQ=$(iElement);var selIDHC=eDwUIUtils.getIDHC(elementJQ);_this.mViewer.SelectionMgr.selectByID(selIDHC)}));selected=true;iEvent.preventDefault()}}else{selected=!targetJQ.hasClass("edrawings-list-selected");targetJQ[selected?"addClass":"removeClass"]("edrawings-list-selected")}(function(){return __awaiter(_this,void 0,void 0,(function(){var eventMgr,onSelectDoRMB;var _this=this;return __generator(this,(function(_a){eventMgr=eDwEventMgr.get();onSelectDoRMB=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eventMgr.removeEventHandlerFunc(eDwEvents_7.SelectEvent,"onSelectDoRMB");return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))};if(selected&&pressedRMB){eventMgr.addEventHandlerFunc(eDwEvents_7.SelectEvent,onSelectDoRMB)}return[2]}))}))})()}));console.debugLog("UIPlugin","Added HideShow mouseup event handler");return[2]}))}))};eDwUIHierNodeVisMenuItemPlugin.prototype.check=function(iPluginName){return _super.prototype.check.call(this,iPluginName)||iPluginName===undefined};eDwUIHierNodeVisMenuItemPlugin.prototype.fireEvent=function(iEvent,iAppEvent){return __awaiter(this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iEvent||!iAppEvent||!this.mViewer)return[2];if(!(iAppEvent===eDwEvents_7.RightClickEvent))return[3,3];if(!utils.isOfType(iEvent,"clientX"))return[3,2];screenPos=new eDwTypes_16.HC.Point2(iEvent.clientX,iEvent.clientY);return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,screenPos,$(iEvent.target),this.PluginGroupName)];case 1:_a.sent();_a.label=2;case 2:return[3,5];case 3:if(!(iAppEvent===eDwEvents_7.UnselectEvent))return[3,5];return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,[])];case 4:_a.sent();_a.label=5;case 5:return[2]}}))}))};return eDwUIHierNodeVisMenuItemPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIHierNodeVisMenuItemPlugin}));define("eDwUILayerHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwLayer","utils"],(function(require,exports,eDwUIHTMLGenerator_2,eDwLayer,utils){"use strict";var eDwUILayerHTMLGenerator=function(_super){__extends(eDwUILayerHTMLGenerator,_super);function eDwUILayerHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUILayerHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,layers,_i,layers_2,layer;return __generator(this,(function(_a){generatedHTML="";layers=this.mViewer.getModel().getLayers();if(layers.length){generatedHTML+="<div class='edrawings-submenu-list-item "+"edrawings-root' style='padding-left: "+this.mInitialLeftPaddingInPX+"px; "+"width:calc(100% - "+this.mInitialLeftPaddingInPX+"px);'> "+"<input id='layer-all' class='layer-all "+" edrawings-layer-checkbox-style' "+" type='checkbox' checked> "+"<span class='item-tree-text'>"+"Name</span></div>"+"<hr style='margin-top:0;margin-left:5px;"+"margin-right:10px;'>"}for(_i=0,layers_2=layers;_i<layers_2.length;_i++){layer=layers_2[_i];if(!this.shouldIncludeNode(layer))continue;generatedHTML+=this.generateHTMLForNode(layer,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUILayerHTMLGenerator.prototype.getPreSpanHTML=function(iLayer,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return"<input class='item-layer-checkbox"+" edrawings-layer-checkbox-style' type='checkbox' "+(iLayer.getAttribs().Visible?"checked":"unchecked")+">"};eDwUILayerHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUILayerHTMLGenerator.prototype.shouldIncludeNode=function(iLayer){return true};eDwUILayerHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getLayer(iNode).getName()};eDwUILayerHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getLayer(iNode).getIDHC()};eDwUILayerHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return NaN};eDwUILayerHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childNodes=[];if(this.mViewer.ViewerFeatureOpts.Debug){childNodes=l_getLayer(iNode).getNodeIDsHC()}return childNodes};eDwUILayerHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return""};eDwUILayerHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return""};return eDwUILayerHTMLGenerator}(eDwUIHTMLGenerator_2.eDwUIHTMLGenerator);function l_getLayer(iNode){if(!utils.isInstanceOf(iNode,eDwLayer)){throw new Error("Not a layer:\n"+JSON.stringify(iNode))}return iNode}return eDwUILayerHTMLGenerator}));define("eDwUIMessageReporter",["require","exports","eDwUIUtils","utils"],(function(require,exports,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.showMessageInDebugPanel=exports.showMessagePanelFromCSScontent=exports.showResultPanel=exports.showServerLoadErrorPanel=void 0;function showServerLoadErrorPanel(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({},"edrawings-server-load-failure-1")];case 1:_a.sent();return[4,l_showServerError(iServerID,iModelCacheName)];case 2:_a.sent();return[2]}}))}))}exports.showServerLoadErrorPanel=showServerLoadErrorPanel;function showResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=false;if(!utils.isOfType(iResult,"ServerID"))return[3,2];return[4,l_showConversionResultPanel(iResult)];case 1:showButtons=_b.sent();return[3,5];case 2:_a=iResult.ErrorCode;return[3,3];case 3:return[4,l_showPanelGeneric(iResult)];case 4:showButtons=_b.sent();return[3,5];case 5:return[2,showButtons]}}))}))}exports.showResultPanel=showResultPanel;function showMessagePanelFromCSScontent(iTextClass,iOptions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText(!!iOptions?iOptions:{},iTextClass)];case 1:_a.sent();return[4,l_showMessagePanel()];case 2:_a.sent();return[2]}}))}))}exports.showMessagePanelFromCSScontent=showMessagePanelFromCSScontent;function showMessageInDebugPanel(iMsg){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_showMessagePanel(iMsg,true,true)];case 1:_a.sent();return[2]}}))}))}exports.showMessageInDebugPanel=showMessageInDebugPanel;function l_showConversionResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=l_shouldShowButtons();_a=iResult.ErrorCode;switch(_a){case"URLNotAccessible":return[3,1];case"UnsupportedFileType":return[3,4];case"UnknownLicenseError":return[3,7];case"LicenseVersionMismatch":return[3,10];case"NoMoreLicenses":return[3,13];case"CannotConnectToLicenseServer":return[3,16];case"LicenseExpired":return[3,19];case"UnknownError":return[3,22]}return[3,25];case 1:return[4,l_addParagraphToPanelText({"data-file-url":iResult.ErrorData[0]},"edrawings-server-url-inaccessible")];case 2:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_b.sent();return[3,29];case 4:return[4,l_addParagraphToPanelText({"data-file":iResult.FileName},"edrawings-server-unsupported-file-type")];case 5:_b.sent();return[4,l_showMessagePanel("",true,showButtons,"edrawings-error-title edrawings-dialog-no-close")];case 6:_b.sent();return[3,29];case 7:return[4,l_addParagraphToPanelText({},"edrawings-unknown-license-error")];case 8:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 9:_b.sent();return[3,29];case 10:return[4,l_addParagraphToPanelText({},"edrawings-license-version-mismatch-error")];case 11:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 12:_b.sent();return[3,29];case 13:return[4,l_addParagraphToPanelText({},"edrawings-no-licenses-error")];case 14:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 15:_b.sent();return[3,29];case 16:return[4,l_addParagraphToPanelText({},"edrawings-license-server-connection-error")];case 17:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 18:_b.sent();return[3,29];case 19:return[4,l_addParagraphToPanelText({},"edrawings-license-expired-error")];case 20:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 21:_b.sent();return[3,29];case 22:return[4,l_addParagraphToPanelText({},"edrawings-unknown-error")];case 23:_b.sent();return[4,l_showServerError(iResult.ServerID,iResult.ModelCacheName)];case 24:_b.sent();return[3,29];case 25:if(!l_isDebug())return[3,27];return[4,l_showPanelGeneric(iResult)];case 26:_b.sent();return[3,28];case 27:showServerLoadErrorPanel(iResult.ServerID,iResult.ModelCacheName);_b.label=28;case 28:return[3,29];case 29:return[2,showButtons]}}))}))}function l_showPanelGeneric(iResult){return __awaiter(this,void 0,void 0,(function(){var _a,msg,classes,_i,_b,data;return __generator(this,(function(_c){switch(_c.label){case 0:_a=iResult.ErrorCode;switch(_a){case"AJAXFailure":return[3,1];case"IncompleteFileProcessing":return[3,4];case"ModelLoadInViewerFailed":return[3,7]}return[3,11];case 1:return[4,l_addParagraphToPanelText({},"edrawings-server-ajax-failure")];case 2:_c.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_c.sent();return[3,13];case 4:return[4,l_addParagraphToPanelText({},"edrawings-unable-process-file")];case 5:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 6:_c.sent();return[3,13];case 7:return[4,l_addParagraphToPanelText({"data-error-message":iResult.ErrorData[0]},"edrawings-viewer-load-failure")];case 8:_c.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iResult.ErrorData[1]},"edrawings-server-load-failure-3")];case 9:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 10:_c.sent();return[3,13];case 11:msg="";classes="edrawings-dialog-no-close";switch(iResult.ErrorCode){case"Error":classes+=" edrawings-error-title";break;case"Warn":classes+=" edrawings-warn-title";break;default:classes+=" edrawings-info-title";msg+="<div>"+iResult.ErrorCode+"</div>";break}for(_i=0,_b=iResult.ErrorData;_i<_b.length;_i++){data=_b[_i];msg+="<div style='white-space: nowrap'>"+data+"</div>"}return[4,l_showMessagePanel(msg,true,false,classes)];case 12:_c.sent();return[3,13];case 13:return[2,l_shouldShowButtons()]}}))}))}function l_addParagraphToPanelText(iOptions,iTextClass){return __awaiter(this,void 0,void 0,(function(){function getValue(iValue){return typeof iValue==="string"?"'"+iValue+"'":iValue.toString()}var msgPanelTextJQ,div,optionKeys,_i,optionKeys_1,optionKey;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();div="<div class='"+iTextClass+" edrawings-dialog-content'";optionKeys=Object.keys(iOptions);for(_i=0,optionKeys_1=optionKeys;_i<optionKeys_1.length;_i++){optionKey=optionKeys_1[_i];div+=" "+optionKey+"="+getValue(iOptions[optionKey])}div+="></div>";msgPanelTextJQ.append(div);return[2]}}))}))}function l_showMessagePanel(iMsg,iModal,iShowButtons,iDlgClasses){if(iMsg===void 0){iMsg=""}if(iModal===void 0){iModal=true}if(iShowButtons===void 0){iShowButtons=false}if(iDlgClasses===void 0){iDlgClasses="edrawings-info-title edrawings-dialog-no-close"}return __awaiter(this,void 0,void 0,(function(){var msgPanelTextJQ,opts,msgPanel,msgPanelTitleJQ,text;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();if(iMsg)msgPanelTextJQ.html(iMsg);opts={modal:iModal,width:window.innerWidth*.6,minWidth:200,dialogClass:iDlgClasses,closeOnEscape:iShowButtons};msgPanel=$("#edrawings-dialog-panel");if(iShowButtons){$.extend(opts,{buttons:{Ok:function(){msgPanel.dialog("close")}},close:function(iEvent){$(".edrawings-dialog-content").remove()}})}$.extend(opts,{beforeClose:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().off("drop")},open:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().on("drop",(function(iEvent2){iEvent2.preventDefault();iEvent2.stopPropagation()}))}});eDwUIUtils.hide("#WaitBanner",true);msgPanel.dialog(opts);if(iDlgClasses.indexOf("edrawings")>-1&&iDlgClasses.indexOf("title")>-1){msgPanelTitleJQ=msgPanel.prev().find(".ui-dialog-title");text="";if(msgPanelTitleJQ){text=msgPanelTitleJQ.css("content").replace(/^['"]+|\\|(;\s?})+|['"]$/g,"")}msgPanelTitleJQ.text(text)}return[2]}}))}))}function l_shouldShowButtons(){var viewerHTMLElem=$(eDwUIUtils.getViewerElementID()).get(0);return $._data(viewerHTMLElem,"events").dragover}function l_isDebug(){var viewerFeatOpts={Debug:false};eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts,false);return viewerFeatOpts.Debug||false}function l_getDialogPanelTextElem(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!!lDialogTextJQ.length)return[3,2];return[4,eDwUIUtils.loadPanel("#edrawings-dialog-panel","dialogpanel.html")];case 1:_a.sent();lDialogTextJQ=$("#edrawings-dialog-panel-text");_a.label=2;case 2:return[2,lDialogTextJQ]}}))}))}function l_showServerError(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({"data-server-id":iServerID},"edrawings-server-load-failure-2")];case 1:_a.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iModelCacheName},"edrawings-server-load-failure-3")];case 2:_a.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_a.sent();return[2]}}))}))}var lDialogTextJQ=$()}));define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_3){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_6,modelView,modelViewHierNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_6=modelViews;_i<modelViews_6.length;_i++){modelView=modelViews_6[_i];modelViewHierNode=modelView.Hierarchy;if(!this.shouldIncludeNode(modelViewHierNode)){continue}generatedHTML+=this.generateHTMLForNode(modelViewHierNode,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUIModelViewHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};eDwUIModelViewHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUIModelViewHTMLGenerator}(eDwUIHTMLGenerator_3.eDwUIHTMLGenerator);return eDwUIModelViewHTMLGenerator}));define("eDwUIPluginMgr",["require","exports","eDwServiceMgr","eDwGenericError","utils"],(function(require,exports,eDwServiceMgr,eDwGenericError,utils){"use strict";var eDwUIPluginMgr=function(){function eDwUIPluginMgr(){this.clearPluginData()}eDwUIPluginMgr.prototype.loadPlugins=function(iPluginClassNames,iViewer,iViewerFeatOpts){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPluginClassNames_1,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iPluginClassNames.length)return[2];promises=[];for(_i=0,iPluginClassNames_1=iPluginClassNames;_i<iPluginClassNames_1.length;_i++){pluginClassName=iPluginClassNames_1[_i];if(!pluginClassName)continue;l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),promises)}return[4,Promise.all(promises)];case 1:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.loadDynamicPlugins=function(iViewer){return __awaiter(this,void 0,void 0,(function(){var pluginClassNames;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwServiceMgr.get().importPlugins()];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer)];case 2:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.onClick=function(iID,iActivate){var plugin=this.mIDToPluginMap[iID];if(plugin){plugin.onClick(iActivate);return true}return false};eDwUIPluginMgr.prototype.destroy=function(){for(var _i=0,_a=this.mUIPlugins;_i<_a.length;_i++){var plugin=_a[_i];plugin.destroy()}this.clearPluginData();eDwUIPluginMgr.sMgr=null};eDwUIPluginMgr.get=function(){if(!eDwUIPluginMgr.sMgr){eDwUIPluginMgr.sMgr=new eDwUIPluginMgr}return eDwUIPluginMgr.sMgr};eDwUIPluginMgr.prototype.clearPluginData=function(){this.mUIPlugins=[];this.mIDToPluginMap={};this.mPluginClassNameProcessed={}};eDwUIPluginMgr.prototype.loadPlugin=function(iPluginClassName,iViewer,iViewerFeatOpts){var _this=this;var onPluginLoaded=function(iGenericPluginClassConstructor){return __awaiter(_this,void 0,void 0,(function(){var plugin,pluginButtonID,pluginClassNames,loadedPluginPromises,_i,pluginClassNames_1,pluginClassName,iExcp_15;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,6,,7]);plugin=new iGenericPluginClassConstructor(iViewer,iViewerFeatOpts);this.mUIPlugins.push(plugin);pluginButtonID=plugin.PluginButtonID;if(pluginButtonID){this.mIDToPluginMap[pluginButtonID]=plugin}console.debugLog("UIPlugin","Dynamically loaded "+iPluginClassName);if(!plugin.Dependencies.length)return[3,4];return[4,eDwServiceMgr.get().importDependencies(plugin.Dependencies)];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer,iViewerFeatOpts)];case 2:_a.sent();loadedPluginPromises=[];for(_i=0,pluginClassNames_1=pluginClassNames;_i<pluginClassNames_1.length;_i++){pluginClassName=pluginClassNames_1[_i];if(!pluginClassName)continue;try{l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),loadedPluginPromises)}catch(iExcp){console.warn("Importing dependencies for "+iPluginClassName+" failed - "+iExcp.message)}}return[4,Promise.all(loadedPluginPromises)];case 3:_a.sent();_a.label=4;case 4:return[4,plugin.init()];case 5:_a.sent();console.debugLog("UIPlugin","Initialized "+iPluginClassName);return[3,7];case 6:iExcp_15=_a.sent();console.warn("Constructing "+iPluginClassName+" failed - "+iExcp_15.message);return[3,7];case 7:return[2]}}))}))};try{console.debugLog("UIPlugin","Attempting dynamic load of "+iPluginClassName);return new Promise((function(iResolveFunc,iRejectFunc){if(_this.mPluginClassNameProcessed[iPluginClassName]){iResolveFunc()}else{_this.mPluginClassNameProcessed[iPluginClassName]=true;require([iPluginClassName],(function(iClassConstructor){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,onPluginLoaded(iClassConstructor).then(iResolveFunc,(function(iReason){if(iRejectFunc)iRejectFunc(iReason);else{var msg=JSON.stringify(iReason);console.debugLog("UIPlugin",msg);throw new eDwGenericError("")}}))];case 1:_a.sent();return[2]}}))}))})()}))}}))}catch(iExcp){console.warn("Dynamic load failed for "+iPluginClassName+" - "+iExcp.message);return Promise.reject()}};return eDwUIPluginMgr}();function l_appendPromiseToArray(iPromise,ioPromises){utils.appendToArray(iPromise,ioPromises)}return eDwUIPluginMgr}));define("eDwUISheetTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_4){"use strict";var eDwUISheetTreeHTMLGenerator=function(_super){__extends(eDwUISheetTreeHTMLGenerator,_super);function eDwUISheetTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUISheetTreeHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer")return false;return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUISheetTreeHTMLGenerator}(eDwUIHTMLGenerator_4.eDwUIHTMLGenerator);return eDwUISheetTreeHTMLGenerator}));define("eDwUIShortcutMenu",["require","exports","eDwUIHTMLEventMgr","eDwGenericError","eDwEventMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIHTMLEventMgr,eDwGenericError,eDwEventMgr,eDwEvents_8,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIShortcutMenu=void 0;var eDwUIShortcutMenu=function(){function eDwUIShortcutMenu(){var _this=this;this.mMenuHandlers={};this.mMenuVisibilityHandlerObjs={};this.mCheckPluginHandlers={};$(c_menuID).menu({select:function(iEvent,iUIItemJQ){var itemJQ=iUIItemJQ.item;if(!itemJQ||itemJQ.hasClass(".ui-state-disabled"))return;var handler=_this.mMenuHandlers[itemJQ.attr("id")];if(handler){handler(iEvent,iUIItemJQ,_this.mArg)}else{console.debugLog("shortcutmenu","Missing shortcut menu handler: "+itemJQ.attr("class"))}}});eDwUIShortcutMenu.hide();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mUIHTMLEventMgr.addEventHandler("document","contextmenu",eDwUIUtils.inhibitEventBehavior);var showShortcutMenu=function(iViewer,iScreenPos,iArg,iPluginName){return __awaiter(_this,void 0,void 0,(function(){var menuItemID,visibilityHandlerObj,pluginHandler,visState,handlerExists;return __generator(this,(function(_a){this.mArg=iArg;for(menuItemID in this.mMenuVisibilityHandlerObjs){visibilityHandlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];pluginHandler=this.mCheckPluginHandlers[visibilityHandlerObj.PluginName];visState=pluginHandler?!pluginHandler(iPluginName):false;handlerExists=visibilityHandlerObj.VisHandler;visState=visState||(handlerExists?!visibilityHandlerObj.VisHandler(iViewer,iArg):false);eDwUIUtils.hide("#"+menuItemID,visState)}eDwUIShortcutMenu.show(iScreenPos.x,iScreenPos.y);return[2]}))}))};var hideShortcutMenu=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){eDwUIShortcutMenu.hide();return[2]}))}))};var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwEvents_8.RightClickEvent,showShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.UnselectEvent,hideShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.LeftClickEvent,hideShortcutMenu)}eDwUIShortcutMenu.prototype.isEmpty=function(){return!$(c_menuID+" ul").length&&!$(c_menuID+" li").length};eDwUIShortcutMenu.prototype.removeAllEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwEvents_8.RightClickEvent,"showShortcutMenu");eventMgr.removeEventHandlerFunc(eDwEvents_8.UnselectEvent,"hideShortcutMenu");this.mMenuHandlers={};this.mCheckPluginHandlers={}};eDwUIShortcutMenu.prototype.destroy=function(){eDwUIShortcutMenu.hide();this.removeAllEventHandlers();$(c_menuID+" ul").remove();$(c_menuID+" li").remove();eDwUIShortcutMenu.sMenu=null};eDwUIShortcutMenu.prototype.addMenuItem=function(iPluginName,iMenuItemCSSClassName,iHandlerFunc,iIsVisibleFunc,iInitHideMenuItem,iParentMenuSelector){if(iHandlerFunc===void 0){iHandlerFunc=null}if(iIsVisibleFunc===void 0){iIsVisibleFunc=l_shouldBeVisible}if(iInitHideMenuItem===void 0){iInitHideMenuItem=true}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}if(!iMenuItemCSSClassName){console.debugLog("shortcutmenu","Missing selector.");throw new eDwGenericError("Missing selector.")}var menuJQ=$(iParentMenuSelector);var menuItemJQ=l_insertInMenu("li",iPluginName,iMenuItemCSSClassName,menuJQ);var menuItemID=menuItemJQ.attr("id");eDwUIUtils.hide("#"+menuItemID,iInitHideMenuItem);if(iHandlerFunc){this.mMenuHandlers[menuItemID]=iHandlerFunc}var handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];if(!handlerObj){handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID]={VisHandler:iIsVisibleFunc,PluginName:iPluginName}}else{handlerObj.VisHandler=iIsVisibleFunc;handlerObj.PluginName=iPluginName}};eDwUIShortcutMenu.prototype.addSubMenu=function(iPluginName,iSubMenuCSSClassName,iHideSubMenu,iParentMenuSelector){if(iHideSubMenu===void 0){iHideSubMenu=false}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var subMenuJQ=$(iParentMenuSelector);l_insertInMenu("ul",iPluginName,iSubMenuCSSClassName,subMenuJQ);if(iHideSubMenu)eDwUIShortcutMenu.hide()};eDwUIShortcutMenu.prototype.addMenuSeparator=function(iPluginName){this.addMenuItem(iPluginName,"edrawings-shortcut-divider",null,(function(iViewer,iArg){if(l_getNumVisMenuItems()){return l_shouldBeVisible(iViewer,iArg)}return false}))};eDwUIShortcutMenu.prototype.setPluginCheck=function(iPluginNameKey,iCheckFunc){if(iPluginNameKey){this.mCheckPluginHandlers[iPluginNameKey]=iCheckFunc;return true}return false};eDwUIShortcutMenu.prototype.removeAllMenuItems=function(iPluginName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}this.removeMenuItem(iPluginName,"",iParentMenuSelector)};eDwUIShortcutMenu.prototype.removeMenuItem=function(iPluginName,iMenuItemCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var menuItemJQ=l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName);var menuItemID=menuItemJQ.attr("id");delete this.mMenuHandlers[menuItemID];delete this.mMenuVisibilityHandlerObjs[menuItemID];$(iParentMenuSelector).menu("refresh")};eDwUIShortcutMenu.prototype.removeSubMenu=function(iPluginName,iSubMenuCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}l_removeFromMenu(iParentMenuSelector,iPluginName,iSubMenuCSSClassName)};eDwUIShortcutMenu.get=function(){if(!eDwUIShortcutMenu.sMenu){eDwUIShortcutMenu.sMenu=new eDwUIShortcutMenu}return eDwUIShortcutMenu.sMenu};eDwUIShortcutMenu.destroy=function(){if(eDwUIShortcutMenu.sMenu)eDwUIShortcutMenu.sMenu.destroy()};eDwUIShortcutMenu.show=function(iX,iY,iParentRect){var numVisMenuItems=l_getNumVisMenuItems();if(!numVisMenuItems)return;var menuJQ=$(c_menuID);var viewerElemJQ=$("#edrawings-canvas");var parentRect=iParentRect?iParentRect:{Width:viewerElemJQ.width(),Height:viewerElemJQ.height()};var posx=iX;var posy=iY;var menuHeight=menuJQ.height();var menuWidth=menuJQ.width();if(posx+menuWidth>parentRect.Width){posx=parentRect.Width-menuWidth-5}if(posy+menuHeight>parentRect.Height){posy=parentRect.Height-menuHeight-5}menuJQ.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide(c_menuID,false)};eDwUIShortcutMenu.hide=function(){eDwUIUtils.hide(c_menuID,true);eDwUIUtils.hide(c_menuID+" ul",true);eDwUIUtils.hide(c_menuID+" li",true)};return eDwUIShortcutMenu}();exports.eDwUIShortcutMenu=eDwUIShortcutMenu;var c_menuID="#edrawings-shortcut-menu";var c_divider="-";var c_dummyText="dummy";function l_validatePlugin(iPluginName){if(!iPluginName){console.debugLog("shortcutmenu","Missing menu group name.");throw new eDwGenericError("Missing menu group name.")}}function l_insertInMenu(iElementStyle,iPluginName,iCSSClassName,iParentMenuJQ){l_validatePlugin(iPluginName);var text=iCSSClassName==="edrawings-shortcut-divider"?c_divider:c_dummyText;var menuElemJQ=$("<"+iElementStyle+" class ='"+iCSSClassName+" edrawings-shortcut-menu-text'>"+text+"</"+iElementStyle+">");menuElemJQ.attr("plugin-name",iPluginName);if(!menuElemJQ.attr("id")){menuElemJQ.attr("id",iCSSClassName+"-id")}iParentMenuJQ.append(menuElemJQ);iParentMenuJQ.menu("refresh");if(text===c_dummyText)menuElemJQ.text("");return menuElemJQ}function l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName){return $(iParentMenuSelector).find("[plugin-name='"+iPluginName+"']"+iMenuItemCSSClassName).remove()}function l_getNumVisMenuItems(iPluginName){var menuItems=$(c_menuID+" li");var hiddenMenuItems=$(c_menuID+" li.edrawings-ui-hide");if(iPluginName){menuItems=menuItems.find("[plugin-name='"+iPluginName+"']");hiddenMenuItems=hiddenMenuItems.find("[plugin-name='"+iPluginName+"']")}return menuItems.length-hiddenMenuItems.length}function l_shouldBeVisible(iViewer,iArg){return typeof iArg==="boolean"?false:true}}));define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_5){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,(function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.find("Category","table");for(_i=0,tableNodes_1=tableNodes;_i<tableNodes_1.length;_i++){tableNode=tableNodes_1[_i];if(!this.shouldIncludeNode(tableNode))continue;generatedHTML+=this.generateHTMLForNode(tableNode,NaN,"edrawings-root "+iAdditionalClasses,true)}}return[2,generatedHTML]}))}))};eDwUITableHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUITableHTMLGenerator}(eDwUIHTMLGenerator_5.eDwUIHTMLGenerator);return eDwUITableHTMLGenerator}));define("eDwUIUtils",["require","exports","eDwView","eDwServiceMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwZoomToFitCmd","eDwResetCmd","eDwUIHTMLGenerator","eDwUISheetTreeHTMLGenerator","eDwUILayerHTMLGenerator","eDwUIDebugHTMLGenerator","eDwEventMgr","eDwAJAXError","eDwResultError","eDwNodeAttributes","eDwTypes","eDwEvents","eDwUIMessageReporter","utils","eDwKeyMgr"],(function(require,exports,eDwView,eDwServiceMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwZoomToFitCmd,eDwResetCmd,eDwUIHTMLGenerator_6,eDwUISheetTreeHTMLGenerator,eDwUILayerHTMLGenerator,eDwUIDebugHTMLGenerator,eDwEventMgr,eDwAJAXError,eDwResultError,eDwNodeAttributes_4,eDwTypes_17,eDwEvents_9,eDwUIMessageReporter,utils,eDwKeyMgr_5){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.getAsJQueryObj=exports.adjustScrollArrows=exports.disableScrollOnTouch=exports.enableScrollOnTouch=exports.executeScrolling=exports.positionMenuPanelArrowCollapseButton=exports.fixMenuPanelInwardToolbar=exports.viewFile=exports.makeResult=exports.getViewerElementID=exports.getViewerElementName=exports.resetToHomeView=exports.isStateOn=exports.isIDInJQuery=exports.deactivateUI=exports.activateUI=exports.getIDHC=exports.scrollToTarget=exports.getPosition=exports.getRequestedQueryStringParams=exports.hide=exports.loadPanel=exports.getSpanText=exports.getTarget=exports.getText=exports.addPanelModeEvents=exports.populateModelViewPanel=exports.inhibitEventBehavior=exports.loadComponentHTML=exports.deactivateMoveInput=exports.addCloseEventHandler=exports.scrollToTreeNode=exports.expandSelected=exports.switchModelView=exports.updateModelViewTargets=exports.searchPanelList=exports.zoomToFit=exports.addSubTreeArrowEventHandler=exports.updateUI=exports.getUIPanelID=exports.setUIGenerator=exports.getUIGenerator=exports.createUIGenerators=exports.updateIcons=void 0;function updateIcons(iHierNodesAndAttribs){for(var _i=0,iHierNodesAndAttribs_4=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_4.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_4[_i];var hierNode=hierNodeAndAttribs.HierNode;var attribs=hierNodeAndAttribs.Attribs;var listItemDiv=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-submenu-list-item"]');var iconDiv=listItemDiv.children("div.edrawings-tree-icon");iconDiv.removeClass(l_getAllDisplayStateCSSClasses(hierNode));var newCSSClass=eDwUIHTMLGenerator_6.eDwUIHTMLGenerator.getDisplayStateCSSClass(hierNode,attribs);iconDiv.addClass(newCSSClass)}}exports.updateIcons=updateIcons;function createUIGenerators(iViewer){var panelID="#edrawings-sheet-tree-menu";l_generators[panelID]=new eDwUISheetTreeHTMLGenerator(iViewer,panelID);panelID="#edrawings-layer-control-menu";l_generators[panelID]=new eDwUILayerHTMLGenerator(iViewer,panelID);panelID="#edrawings-debug-menu";l_generators[panelID]=new eDwUIDebugHTMLGenerator(iViewer,panelID)}exports.createUIGenerators=createUIGenerators;function getUIGenerator(iName){return l_generators[iName]}exports.getUIGenerator=getUIGenerator;function setUIGenerator(iName,iGen){l_generators[iName]=iGen}exports.setUIGenerator=setUIGenerator;function getUIPanelID(iTargetJQ){var panelJQ=iTargetJQ.closest(".edrawings-submenu");return panelJQ?"#"+panelJQ[0].id:""}exports.getUIPanelID=getUIPanelID;function updateUI(iViewer,iModelView,iInit){if(iInit===void 0){iInit=false}return __awaiter(this,void 0,void 0,(function(){var model,listHTML,listJQ,gen,modelViews,_i,modelViews_7,modelView;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iViewer)return[3,2];if(iViewer.ViewerFeatureOpts.Debug)l_populateDebugPanel(iViewer);model=iViewer.getModel();if(!iModelView)return[3,2];if(iModelView===model.getActiveModelView()){listHTML="";listJQ=$("#edrawings-sheet-tree-menu .edrawings-submenu-list");gen=getUIGenerator("#edrawings-sheet-tree-menu");modelViews=iViewer.getModel().getModelViews();for(_i=0,modelViews_7=modelViews;_i<modelViews_7.length;_i++){modelView=modelViews_7[_i];listHTML+=gen.generateHTMLForNode(modelView.Hierarchy,NaN,"edrawings-root")}listJQ.empty();listJQ.append(listHTML)}updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected");if(!iInit)return[3,2];return[4,l_populateLayerPanel(iViewer)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.updateUI=updateUI;function addSubTreeArrowEventHandler(ioUIHTMLEventMgr,iTreeNodeID){ioUIHTMLEventMgr.addDelegatedEventHandler(iTreeNodeID+" .edrawings-tree-arrow","click",(function(iEvent){if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ[0])return;function collapseListNode(iTargetJQ){var parentElemJQ=iTargetJQ[0]?getAsJQueryObj(iTargetJQ[0].parentElement):$();if(!parentElemJQ.hasClass("edrawings-submenu-list")){parentElemJQ=parentElemJQ[0]?getAsJQueryObj(parentElemJQ[0].parentElement):$()}if(!parentElemJQ[0]){console.warn("No list found for the collapsable element.");return}var parentElem=parentElemJQ[0];var childElemsJQ=parentElemJQ.children("[data-hoopsparentid='"+iTargetJQ.data("hoopsid")+"']");$.each(childElemsJQ,(function(iArg,iElem){collapseListNode($(iElem));parentElem.removeChild(iElem)}))}if(targetJQ.hasClass("edrawings-tree-expanded")){collapseListNode(targetJQ);targetJQ.removeClass("edrawings-tree-expanded")}else{var appendJQ=targetJQ.closest(".edrawings-submenu-list-item");var panelID=getUIPanelID(appendJQ);var gen=getUIGenerator(panelID);var nodeToExpandHC=parseInt(targetJQ.data("hoopsid"),10);var node=gen.getNodeFromID(nodeToExpandHC);if(node===undefined){console.debugLog("ListUI","There is no node for the ID");return}var offset=parseInt($(appendJQ).css("padding-left"),10);appendJQ.after(gen.generateHTMLForChildNodes(node,false,offset));targetJQ.addClass("edrawings-tree-expanded")}}))}exports.addSubTreeArrowEventHandler=addSubTreeArrowEventHandler;function zoomToFit(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var nodeIDHC,activeModelView,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDHC=iViewer.SelectionMgr.getLastSelIDHC();if(utils.isNaN(nodeIDHC)){activeModelView=iViewer.getModel().getActiveModelView();nodeIDHC=activeModelView.Hierarchy.HOOPSID}zoomToFitCmd=new eDwZoomToFitCmd(iViewer,nodeIDHC,iViewer.getHCView().getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.zoomToFit=zoomToFit;function searchPanelList(iViewer,iElemJQ){var panelID=getUIPanelID(iElemJQ);var listJQ=$(panelID+" .edrawings-submenu-list");var activeModelView=iViewer.getModel().getActiveModelView();var activeModelViewNode=activeModelView.Hierarchy;if(activeModelViewNode){listJQ.empty();iViewer.SelectionMgr.unSelectAllObjects();var gen=getUIGenerator(panelID);var inputVal=$(panelID+" .edrawings-menu-search-input").val();listJQ.append(gen.generateHTMLForChildNodes(activeModelViewNode,inputVal.length>0))}}exports.searchPanelList=searchPanelList;function updateModelViewTargets(iModelView,iFilter,iTargetClass){var targetSpans=$("span[data-hoopsid='"+iModelView.Hierarchy.HOOPSID+"']");if(targetSpans.length>0){var viewTab=targetSpans.filter(iFilter);if(viewTab.length>0){var parentJQ=viewTab.parent();parentJQ.addClass(iTargetClass);scrollToTarget(parentJQ)}}}exports.updateModelViewTargets=updateModelViewTargets;function switchModelView(iEvent,iViewer,iClassForNodeID){var _this=this;if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ.length)return;var modelViewDivJQ=$(iClassForNodeID,targetJQ);if(!modelViewDivJQ.length)return;var model=iViewer.getModel();var nodeIDHC=parseInt(modelViewDivJQ.data("hoopsid"),10);var modelViewHierNode=model.getHierarchyNode(nodeIDHC);var newModelView=modelViewHierNode.getModelView();var currModelView=model.getActiveModelView();if(newModelView===currModelView)return;(function(){return __awaiter(_this,void 0,void 0,(function(){var changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeModelViewCmd=new eDwChangeModelViewCmd(iViewer,newModelView);return[4,eDwCommandMgr.get().run(changeModelViewCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.switchModelView=switchModelView;function expandSelected(iViewer,iSelHierNode){var activeModelView=iViewer.getModel().getActiveModelView();function expandNode(iTargetJQ){if(!iTargetJQ.length)return;if(!iTargetJQ.hasClass("edrawings-tree-expanded")){var panelUIID=getUIPanelID(iTargetJQ);if(!$(panelUIID).is(":visible"))return;var gen=getUIGenerator(panelUIID);var offset=parseInt($(iTargetJQ).css("padding-left"),10);var nodeToExpand=parseInt(iTargetJQ.data("hoopsid"),10);var hierarchyNode=activeModelView.Nodes[nodeToExpand];var appendNode=iTargetJQ.closest(".edrawings-submenu-list-item");appendNode.after(gen.generateHTMLForChildNodes(hierarchyNode,false,offset));iTargetJQ.addClass("edrawings-tree-expanded")}}var hierNode=iSelHierNode.Parent;while(hierNode&&hierNode!==activeModelView.Hierarchy){var expandNodes=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-tree-arrow"]');$.each(expandNodes,(function(iIdx,iTarget){expandNode($(iTarget))}));hierNode=hierNode.Parent}}exports.expandSelected=expandSelected;function scrollToTreeNode(iSelHierNode,iSetSelected){var treeItem={node:$("span[data-hoopsid='"+iSelHierNode.HOOPSID+"']:not(.config-tab-text)"),ownerNode:$("div[data-hoopsid='"+iSelHierNode.HOOPSID+"']")};if(treeItem.ownerNode.length){var classAction_1=iSetSelected?"addClass":"removeClass";$.each(treeItem.node,(function(iIdx,iTarget){$(iTarget)[classAction_1]("edrawings-list-selected")}));$.each(treeItem.ownerNode,(function(iIdx,iTarget){var targetJQ=$(iTarget);targetJQ[classAction_1]("edrawings-list-selected");if(!targetJQ.hasClass("edrawings-submenu-list-item")){return}targetJQ.find(".edrawings-submenu-list-item-button")[classAction_1]("edrawings-list-option");var panel=targetJQ.closest(".edrawings-menu");var panelHiddenState=panel.is(":hidden");hide(panel.attr("id"),false);if(iSetSelected){scrollToTarget(targetJQ,panelHiddenState?"none":"slow")}hide(panel.attr("id"),panelHiddenState)}))}}exports.scrollToTreeNode=scrollToTreeNode;function addCloseEventHandler(iPanelID,iUIHTMLEventMgr){iUIHTMLEventMgr.addDelegatedEventHandler(iPanelID+" .edrawings-menu-close","click",(function(iEvent){hide(iPanelID,true)}))}exports.addCloseEventHandler=addCloseEventHandler;function deactivateMoveInput(iInputEventIDSuffix){$(document).off("mousemove"+iInputEventIDSuffix);$(document).off("mousedown"+iInputEventIDSuffix);$(document).off("mouseup"+iInputEventIDSuffix);$(document).off("click"+iInputEventIDSuffix)}exports.deactivateMoveInput=deactivateMoveInput;function loadComponentHTML(){return __awaiter(this,void 0,void 0,(function(){var loadPromises;return __generator(this,(function(_a){switch(_a.label){case 0:loadPromises=[];utils.appendToArray(loadPanel("#edrawings-sheet-tree-menu","sheetspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-layer-control-menu","layerspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-debug-menu","debugpanel.html"),loadPromises);return[4,Promise.all(loadPromises)];case 1:_a.sent();return[2]}}))}))}exports.loadComponentHTML=loadComponentHTML;function inhibitEventBehavior(iEvent){iEvent.preventDefault();iEvent.stopPropagation()}exports.inhibitEventBehavior=inhibitEventBehavior;function populateModelViewPanel(iViewer,iPanelUIID,iTextClass){return __awaiter(this,void 0,void 0,(function(){var listModelViewMenu,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:listModelViewMenu=$(iPanelUIID+" .edrawings-submenu-list");listModelViewMenu.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=listModelViewMenu).append;return[4,gen.generateHTML(iTextClass)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}exports.populateModelViewPanel=populateModelViewPanel;function addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID){var click="click"+iInputEventIDSuffix;$(document).on(click,iPanelID+" .edrawings-menu-panel-arrow-collapse",(function(iJQEvent){var msg="Panel resize: "+click;console.debugLog("UIPanelResize",msg);iJQEvent.preventDefault();var panelJQ=$(iPanelID);panelJQ.toggleClass("edrawings-collapsed");var activeButtonJQ=iButtonID?$(iButtonID):undefined;positionMenuPanelArrowCollapseButton(panelJQ,activeButtonJQ);iJQEvent.stopImmediatePropagation()}));var panelJQ=$(iPanelID);panelJQ.removeClass("edrawings-collapsed");l_setMenuPanelArrowCollapseButtonPosition(panelJQ);fixMenuPanelInwardToolbar(panelJQ)}exports.addPanelModeEvents=addPanelModeEvents;function getText(iElement){return $(iElement).text().trim()}exports.getText=getText;function getTarget(iTargetJQ){return iTargetJQ.hasClass("config-tab-text")?iTargetJQ.parent():iTargetJQ}exports.getTarget=getTarget;function getSpanText(iTargetJQ){var target=getTarget(iTargetJQ);if(!target.is("span")){target=target.find("span")}if(!target||!target.length)return"";return target[0].innerText}exports.getSpanText=getSpanText;function loadPanel(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loaded,iExcp_16;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,false];loaded=false;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,eDwServiceMgr.get().load(iElemOrClassID,iPanelHTML)];case 2:_a.sent();loaded=true;console.debugLog("PanelLoad","Loaded panel id = "+iElemOrClassID+" HTML file = "+iPanelHTML);return[3,4];case 3:iExcp_16=_a.sent();console.debugLog("PanelLoad","Failed to load "+iPanelHTML+": "+iExcp_16.message);return[3,4];case 4:return[2,loaded]}}))}))}exports.loadPanel=loadPanel;function hide(iSelector,iOff){var selJQ=$(iSelector);selJQ[iOff?"addClass":"removeClass"]("edrawings-ui-hide");return selJQ}exports.hide=hide;function getRequestedQueryStringParams(iURL,ioViewerFeatOpts,iWarnOfOtherParams){if(iWarnOfOtherParams===void 0){iWarnOfOtherParams=true}var hashes=iURL.slice(iURL.indexOf("?")+1).split("&");for(var i=0;i<hashes.length;i++){var hash=hashes[i].split("=");if(hash.length>1){var strVal=hash[1];var val=strVal==="true"?true:strVal==="false"?false:strVal;if(ioViewerFeatOpts.hasOwnProperty(hash[0])){ioViewerFeatOpts[hash[0]]=val}else if(iWarnOfOtherParams){console.warn(hash[0]+" is not a valid query parameter.")}}}}exports.getRequestedQueryStringParams=getRequestedQueryStringParams;function getPosition(iTargetJQ){var ret={top:0,left:0};if(iTargetJQ)ret=iTargetJQ.position();return ret}exports.getPosition=getPosition;function scrollToTarget(iTargetJQ,iAnimationSpeed){if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}var animationSpeed=iAnimationSpeed;var targetOffset=iTargetJQ.offset();var targetParentJQ=iTargetJQ.parent();if(targetParentJQ.length&&targetParentJQ[0]===$(document)[0]){return false}var targetParentOffset=targetParentJQ.offset();var updated=false;if(targetParentJQ[0].scrollWidth>targetParentJQ.width()){var targetParentPaddingLeft=parseInt(targetParentJQ.css("paddingLeft"));var diff=l_computeTargetMinimalAdjustment(targetOffset.left,parseInt(iTargetJQ.css("marginLeft"))+parseInt(iTargetJQ.css("borderLeftWidth"))+iTargetJQ[0].scrollWidth+parseInt(iTargetJQ.css("borderRightWidth"))+parseInt(iTargetJQ.css("marginRight")),targetParentOffset.left+parseInt(targetParentJQ.css("marginLeft"))+parseInt(targetParentJQ.css("borderLeftWidth"))+targetParentPaddingLeft,targetParentJQ[0].clientWidth-targetParentPaddingLeft-parseInt(targetParentJQ.css("paddingRight")));if(diff!==0){var pos=targetParentJQ.scrollLeft()+diff;if(Math.abs(diff)>targetParentJQ.width()){var targetJQpostionLeft=iTargetJQ.position().left;pos=targetParentJQ.scrollLeft()+targetJQpostionLeft}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollLeft");updated=true}}if(targetParentJQ[0].scrollHeight>targetParentJQ.height()){var targetParentPaddingTop=parseInt(targetParentJQ.css("paddingTop"));var diff=l_computeTargetMinimalAdjustment(targetOffset.top,parseInt(iTargetJQ.css("marginTop"))+parseInt(iTargetJQ.css("borderTopWidth"))+iTargetJQ[0].scrollHeight+parseInt(iTargetJQ.css("borderBottomWidth"))+parseInt(iTargetJQ.css("marginBottom")),targetParentOffset.top+parseInt(targetParentJQ.css("marginTop"))+parseInt(targetParentJQ.css("borderTopWidth"))+targetParentPaddingTop,targetParentJQ[0].clientHeight-targetParentPaddingTop-parseInt(targetParentJQ.css("paddingBottom")));if(diff!==0){var pos=targetParentJQ.scrollTop()+diff;if(Math.abs(diff)>targetParentJQ.height()){var targetJQpostionTop=iTargetJQ.position().top;pos=targetParentJQ.scrollTop()+targetJQpostionTop}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollTop");updated=true}}return updated}exports.scrollToTarget=scrollToTarget;function getIDHC(iTargetJQ){if(!iTargetJQ)return Number.NaN;return parseInt(iTargetJQ.data("hoopsid"),10)}exports.getIDHC=getIDHC;function activateUI(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var panelJQ,buttonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:if(iPanelID){panelJQ=hide(iPanelID,false).addClass("active");fixMenuPanelInwardToolbar(panelJQ)}if(!iButtonID)return[3,2];buttonJQ=$(iButtonID);buttonJQ.addClass("active-button");scrollToTarget(buttonJQ,"none");return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.ActivateUIOpEvent,buttonJQ)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.activateUI=activateUI;function deactivateUI(iButtonCSSClassName,iPanelCSSClassName){if(iButtonCSSClassName===void 0){iButtonCSSClassName=""}if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonsJQ,panelsJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonsJQ=$(iButtonCSSClassName+".active-button");if(!activeButtonsJQ.length)return[3,2];return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.DeactivateUIOpEvent,activeButtonsJQ)];case 1:_a.sent();activeButtonsJQ.removeClass("active-button");_a.label=2;case 2:panelsJQ=hide(iPanelCSSClassName+".active",true).removeClass("active");panelsJQ.each((function(iIdx,iPanel){fixMenuPanelInwardToolbar($(iPanel),true)}));return[2,activeButtonsJQ]}}))}))}exports.deactivateUI=deactivateUI;function isIDInJQuery(iListJQ,iID){var inJQList=false;for(var key in iListJQ){if(iListJQ[key].id===iID){inJQList=true;break}}return inJQList}exports.isIDInJQuery=isIDInJQuery;function isStateOn(iID){return $(iID).hasClass("state-on-button")}exports.isStateOn=isStateOn;function resetToHomeView(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var resetCmd;return __generator(this,(function(_a){switch(_a.label){case 0:resetCmd=new eDwResetCmd(iViewer);return[4,eDwCommandMgr.get().run(resetCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.resetToHomeView=resetToHomeView;function getViewerElementName(){return"edrawings-viewer"}exports.getViewerElementName=getViewerElementName;function getViewerElementID(){return"#"+getViewerElementName()}exports.getViewerElementID=getViewerElementID;function makeResult(iExcp){var result={ErrorCode:"UnknownError",ErrorData:[]};if(iExcp instanceof eDwResultError){result=iExcp.Result}else if(iExcp instanceof eDwAJAXError){result.ErrorCode=iExcp.ErrorCode;result.ErrorData=[iExcp.message]}else{result.ErrorCode=iExcp.name;result.ErrorData=[iExcp.message]}return result}exports.makeResult=makeResult;function viewFile(iModelName,iModelKey,iParams,iContainerName,iModelData){return __awaiter(this,void 0,void 0,(function(){function createViewer(iWebSocketEndpoint){if(iWebSocketEndpoint===""){return null}var streamAlways=iParams.StreamAlwaysConnected;var streamModes=eDwTypes_17.HC.StreamingMode;var webViewerInfo={};webViewerInfo.containerId=iContainerName;webViewerInfo.model=iModelKey;webViewerInfo.endpointUri=iWebSocketEndpoint;webViewerInfo.streamingMode=streamAlways?streamModes.Interactive:streamModes.All;webViewerInfo.streamingMode=iModelData?null:webViewerInfo.streamingMode;webViewerInfo.buffer=iModelData;webViewerInfo.boundingPreviewMode=eDwTypes_17.HC.BoundingPreviewMode.None;eDwEventMgr.get().addEventHandlerFunc(eDwEvents_9.GLContextLostEvent,c_onContextLost);var viewer=new eDwView(webViewerInfo,iParams);hide("#"+iContainerName,false);if(iModelName){$("#edrawings-filename-text").html(decodeURIComponent(iModelName))}var modelName=!iModelName&&iModelKey?iModelKey:iModelName;if(!modelName)return null;if(modelName.search(".zip")>-1){modelName=modelName.substring(0,modelName.length-4)}console.debugLog("ModelLoad","Created new edw viewer");return viewer}var wsEndPt,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!iModelData)return[3,1];_a=null;return[3,3];case 1:return[4,eDwServiceMgr.get().getWebSocketEndpoint(iModelKey,iParams.WebSocketEndpoint)];case 2:_a=_b.sent();_b.label=3;case 3:wsEndPt=_a;return[2,createViewer(wsEndPt)]}}))}))}exports.viewFile=viewFile;function fixMenuPanelInwardToolbar(iPanelJQ,iToClear){if(iToClear===void 0){iToClear=false}if(iToClear){iPanelJQ.removeClass("edrawings-collided");return}if(iPanelJQ.hasClass("edrawings-hud-menu")){var panel=iPanelJQ[0];if(panel.scrollHeight>panel.clientHeight){iPanelJQ.addClass("edrawings-collided")}else{iPanelJQ.removeClass("edrawings-collided")}}else if(iPanelJQ.hasClass("edrawings-submenu")){var wrapperJQ=iPanelJQ.find(".edrawings-menu-panel-wrapper");var wasCollided=iPanelJQ.hasClass("edrawings-collided");if(iPanelJQ[0].scrollHeight>iPanelJQ[0].clientHeight&&iPanelJQ[0].scrollHeight-iPanelJQ[0].clientHeight>1||wrapperJQ[0].scrollHeight>wrapperJQ[0].clientHeight&&wrapperJQ[0].scrollHeight-wrapperJQ[0].clientHeight>1){if(!wasCollided){iPanelJQ.addClass("edrawings-collided")}iPanelJQ.addClass("edrawings-wiggle");setTimeout((function(){iPanelJQ.removeClass("edrawings-wiggle")}),0)}else{iPanelJQ.removeClass("edrawings-collided");if(wasCollided){fixMenuPanelInwardToolbar(iPanelJQ)}}}}exports.fixMenuPanelInwardToolbar=fixMenuPanelInwardToolbar;function positionMenuPanelArrowCollapseButton(iPanelJQ,iButtonJQ){if(!iPanelJQ.hasClass("edrawings-collapsed")){l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ);fixMenuPanelInwardToolbar(iPanelJQ)}else{if(iButtonJQ){var arrowCollapseButtonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse");var activeButtonRect=iButtonJQ[0].getBoundingClientRect();var arrowCollapseButtonRect=arrowCollapseButtonJQ[0].getBoundingClientRect();var diffTop=activeButtonRect.top-arrowCollapseButtonRect.top;l_setMenuPanelArrowCollapseButtonPosition(arrowCollapseButtonJQ,arrowCollapseButtonJQ.position().top+diffTop)}fixMenuPanelInwardToolbar(iPanelJQ,true)}}exports.positionMenuPanelArrowCollapseButton=positionMenuPanelArrowCollapseButton;function executeScrolling(iDiffX,iDiffY,iContentJQ,iBarJQ){var contentParentJQ=iContentJQ.parent();var leftButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-left)");var rightButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-right)");var upButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-up)");var downButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-down)");if(iContentJQ[0].scrollWidth>iContentJQ.width()){var scrollLeft=iContentJQ.scrollLeft();var newScrollLeft=scrollLeft+iDiffX;iContentJQ.scrollLeft(newScrollLeft);adjustScrollArrows(iContentJQ.scrollLeft(),iContentJQ[0].scrollWidth,iContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,iBarJQ)}if(iContentJQ[0].scrollHeight>iContentJQ.height()){var scrollTop=iContentJQ.scrollTop();var newScrollTop=scrollTop+iDiffY;iContentJQ.scrollTop(newScrollTop);adjustScrollArrows(iContentJQ.scrollTop(),iContentJQ[0].scrollHeight,iContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,iBarJQ)}return iDiffX!==0||iDiffY!==0}exports.executeScrolling=executeScrolling;function enableScrollOnTouch(ioUIHTMLEventMgr,iContentJqSel,iBarJqSel,iHandlerOnScroll){var _this=this;var contentJQ=$(iContentJqSel);var barJQ=iBarJqSel?$(iBarJqSel):undefined;var hasScrolled=false;var stopClickTarget;var stopClickPropagation=false;ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchstart",(function(iEventStart){hasScrolled=false;stopClickPropagation=false;stopClickTarget=undefined;var touchEventStart=iEventStart;var lastScreenX=touchEventStart.changedTouches[0].screenX;var lastScreenY=touchEventStart.changedTouches[0].screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchmove",(function(iEventMove){var touchEventMove=iEventMove;var xDiff=touchEventMove.changedTouches[0].screenX-lastScreenX;lastScreenX=touchEventMove.changedTouches[0].screenX;var yDiff=touchEventMove.changedTouches[0].screenY-lastScreenY;lastScreenY=touchEventMove.changedTouches[0].screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iHandlerOnScroll()];case 1:_a.sent();return[2]}}))}))})()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchend",(function(iEvent){var touchEvent=iEvent;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");if(hasScrolled){touchEvent.preventDefault();touchEvent.stopPropagation();stopClickPropagation=true;stopClickTarget=touchEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchcancel",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");hasScrolled=false;stopClickPropagation=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousedown",(function(iEvent){hasScrolled=false;stopClickPropagation=false;if(!eDwKeyMgr_5.eDwKeyMgr.isLMBPressed(iEvent)){return}var eventDown=iEvent;var lastScreenX=eventDown.screenX;var lastScreenY=eventDown.screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousemove",(function(iEventMove){var eventMove=iEventMove;var xDiff=eventMove.screenX-lastScreenX;var yDiff=eventMove.screenY-lastScreenY;lastScreenX=eventMove.screenX;lastScreenY=eventMove.screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){iHandlerOnScroll()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mouseup",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");if(hasScrolled){iEvent.stopImmediatePropagation();iEvent.preventDefault();stopClickPropagation=true;stopClickTarget=iEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));var propagationHandler=function(iEvent2){if(stopClickPropagation&&iEvent2.target===stopClickTarget){iEvent2.stopImmediatePropagation();iEvent2.preventDefault()}stopClickPropagation=false;stopClickTarget=undefined};var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*");contentJQ.on(dataKey,"*",propagationHandler)}exports.enableScrollOnTouch=enableScrollOnTouch;function disableScrollOnTouch(iUIHTMLEventMgr,iContentJqSel){iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchstart");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchend");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchcancel");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousedown");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mouseup");var contentJQ=$(iContentJqSel);var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*")}exports.disableScrollOnTouch=disableScrollOnTouch;function adjustScrollArrows(iOffset,iRange,iVisibleRange,isHorizonatalScrolling,iDecreaseWrapperJQ,iIncreaseWrapperJQ,iBarJQ){if(iOffset<=0){iDecreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}else{iDecreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}if(iOffset+iVisibleRange>=iRange){iIncreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}else{iIncreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}}exports.adjustScrollArrows=adjustScrollArrows;function getAsJQueryObj(iObj){return iObj?$(iObj):$()}exports.getAsJQueryObj=getAsJQueryObj;var l_generators={};function l_getAllDisplayStateCSSClasses(iHierNode){var classes="";for(var displayState in eDwNodeAttributes_4.NodeDisplayState){classes+="edrawings-"+iHierNode.Category+"-"+displayState.toLowerCase()+" "}return classes}function l_populatePanel(iViewer,iCategoryName,iListID,iPanelUIID,iAdditionalClasses){if(iAdditionalClasses===void 0){iAdditionalClasses=""}return __awaiter(this,void 0,void 0,(function(){var activeModelView,list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:activeModelView=iViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return[2];list=$(iListID);list.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=list).append;return[4,gen.generateHTML(iAdditionalClasses)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}function l_populateLayerPanel(iViewer){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_populatePanel(iViewer,"layer","#edrawings-layer-control-list","#edrawings-layer-control-menu")];case 1:_a.sent();return[2]}}))}))}function l_populateDebugPanel(iViewer){var list=$("#edrawings-debug-menu .edrawings-submenu-list");list.empty();var gen=getUIGenerator("#edrawings-debug-menu");var model=iViewer.getModel();var modelView=model.getActiveModelView();if(modelView&&modelView.Hierarchy){var layers=model.getLayers();for(var _i=0,layers_3=layers;_i<layers_3.length;_i++){var layer=layers_3[_i];var layerElem="<div>Layer "+layer.getName()+" (ID="+layer.getIDHC()+", Visible="+layer.getAttribs().Visible+") sub-layer IDs: ";var subLayerIDsHC=layer.getNodeIDsHC();for(var _a=0,subLayerIDsHC_1=subLayerIDsHC;_a<subLayerIDsHC_1.length;_a++){var subLayerIDHC=subLayerIDsHC_1[_a];layerElem+=subLayerIDHC+" "}layerElem+="</div>";list.append(layerElem)}list.append(gen.generateHTMLForNode(modelView.Hierarchy.HOOPSID,0," edrawings-tree-expanded ",true));list.append(gen.generateHTMLForChildNodes(modelView.Hierarchy.HOOPSID,true,4))}}var c_onContextLost=function(){return __awaiter(void 0,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIMessageReporter.showMessagePanelFromCSScontent("edrawings-glcontextlost")];case 1:_a.sent();return[2]}}))}))};function l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ,iTop){var buttonJQ=iPanelJQ;if(!iPanelJQ.hasClass("edrawings-menu-panel-arrow-collapse")){buttonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse")}buttonJQ.css("top",typeof iTop==="undefined"?"":iTop)}function l_computeTargetMinimalAdjustment(iTargetSide,iTargetOffset,iReferenceSide,iReferenceOffset){var diff=0;if(iTargetSide<iReferenceSide){diff=iTargetSide-iReferenceSide}else if(iTargetSide+iTargetOffset>iReferenceSide+iReferenceOffset){diff=iTargetSide+iTargetOffset-(iReferenceSide+iReferenceOffset)}return diff}function l_scrollToTarget(iTargetJQ,iPos,iAnimationSpeed,iStartPos){var _a;if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}if(iStartPos===void 0){iStartPos="scrollTop"}if(!iTargetJQ)return;if(iAnimationSpeed==="none"){iTargetJQ[iStartPos](iPos)}else{iTargetJQ.animate((_a={},_a[iStartPos]=iPos,_a),iAnimationSpeed)}}}));define("eDwUnits",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cDefaultAngleUnit=exports.cDefaultLengthUnit=exports.LengthTypeValues=exports.AngleTypeValues=void 0;exports.AngleTypeValues=["degree","radian"];exports.LengthTypeValues=["millimeter","centimeter","meter","inch","foot","footAndInch"];exports.cDefaultLengthUnit="millimeter";exports.cDefaultAngleUnit="degree"}));define("eDwView",["require","exports","eDwSelMgr","eDwXSectionMgr","eDwViewMgr","eDwTimer","eDwOperatorBaseDeps","eDwEventMgr","eDwHistoryMgr","eDwModel","eDwTypes","eDwEvents","eDwTouchOpsMgr","eDwTableMgr"],(function(require,exports,eDwSelMgr,eDwXSectionMgr,eDwViewMgr,eDwTimer,eDwOperatorBaseDeps_2,eDwEventMgr,eDwHistoryMgr,eDwModel,eDwTypes_18,eDwEvents_10,eDwTouchOpsMgr,eDwTableMgr){"use strict";var eDwView=function(){function eDwView(iViewerInfo,iFeatureOptions){this.mElemID=iViewerInfo.containerId||"";this.HCViewer=new eDwTypes_18.HC.WebViewer(iViewerInfo);this.mTimer=new eDwTimer;this.ViewerFeatureOpts=iFeatureOptions;this.mDrawMode=iFeatureOptions.RenderType||"ShadedWithEdges";this.OperatorMgr=new eDwOperatorBaseDeps_2.eDwOperatorMgr(this);this.TableMgr=new eDwTableMgr(this);var streamAll=this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All;var timeBeforeTimeout=streamAll?14400:120;var timeBeforeWarnTimeout=timeBeforeTimeout-10;this.HCViewer.setClientTimeout(timeBeforeTimeout,timeBeforeWarnTimeout);this.mInitCamera=null;this.mModelKey=iViewerInfo.model||"";this.setupWebViewer()}eDwView.prototype.getHCView=function(){return this.HCViewer.view};eDwView.prototype.getHCMarkupManager=function(){return this.HCViewer.markupManager};eDwView.prototype.getModel=function(){if(!this.mModel){this.mModel=new eDwModel(this)}return this.mModel};eDwView.prototype.processProductStructure=function(){return __awaiter(this,void 0,void 0,(function(){var model,activeModelView,modelViewDefCamera;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:this.mInitCamera=this.getHCView().getCamera();model=this.getModel();activeModelView=model.getActiveModelView();modelViewDefCamera=activeModelView.getDefaultCamera();if(modelViewDefCamera)this.mInitCamera=modelViewDefCamera;this.ViewMgr.setCamera(this.mInitCamera);$("#"+this.mElemID).trigger("edw:ModelDataLoadComplete",this);return[4,this.finishInit()];case 1:_a.sent();if(this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All){this.HCViewer.waitForIdle().then((function(){l_closeHCConnection(_this)}))}return[2]}}))}))};eDwView.prototype.setupWebViewer=function(){var _this=this;var processingSelection=false;var eventMgr=eDwEventMgr.get();function deprecatedCallback(iDeprecatedFuncName){var argArray=[];for(var key in arguments){argArray.push(arguments[key])}console.debugLog("Deprecated","Deprecated call: "+argArray.join("."))}this.mHCCallbacksObj={sceneReady:function(){console.debugLog("ViewerLoad","Scene ready");_this.HCViewer.resizeCanvas()},streamingActivated:function(){console.debugLog("Viewer","Streaming activated")},streamingDeactivated:function(){console.debugLog("Viewer","Streaming deactivated")},selection:function(iSelEvent){if(!processingSelection){processingSelection=true;try{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.SelectionMgr.onSelection(iSelEvent);return[2]}))}))})()}catch(iException){}processingSelection=false}},timeoutWarning:function(iRemainingMinutes){console.debugLog("Viewer","Inactivity timeout pending in "+iRemainingMinutes+" minutes.");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole()},timeout:function(){console.debugLog("Viewer","Inactivity timeout");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.TimeoutEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},modelLoadFailure:function(iModelName,iReason){console.warn("Model "+iModelName+" load failed: "+iReason);$("#"+_this.mElemID).trigger("edw:ModelLoadFailed",[_this,iModelName,iReason]);l_closeHCConnection(_this)},deprecated:deprecatedCallback,info:function(iInfoType,iMsg){console.debugLog("Debug",iInfoType.toString()+" "+iMsg)},missingModel:function(iModelPath){console.debugLog("Debug","Missing model: "+iModelPath);l_closeHCConnection(_this)},webGlContextLost:function(){console.debugLog("Debug","Browser lost GL context!  Render incomplete!!");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.GLContextLostEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},assemblyTreeReady:function(){console.debugLog("ViewerLoad","Assembly tree ready.")},modelStructureReady:function(){console.debugLog("ViewerLoad","Model structure ready.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},modelSwitched:function(){console.debugLog("ViewerLoad","Model switch done.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},viewCreated:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewCreatedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewLoaded:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewLoadedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewDeleted:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewDeletedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},camera:function(iCamera){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.CameraChangeEvent,iCamera)];case 1:_a.sent();return[2]}}))}))})()}};this.HCViewer.setCallbacks(this.mHCCallbacksObj);this.HCViewer.start()};eDwView.prototype.getInitCamera=function(){return this.mInitCamera};eDwView.prototype.getCurrModelKey=function(){return this.mModelKey};eDwView.prototype.unregister=function(){var _this=this;if(this.HCViewer)this.HCViewer.unsetCallbacks(this.mHCCallbacksObj);this.OperatorMgr.unregisterAll();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DoneEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.destroy=function(){this.HCViewer.shutdown()};eDwView.prototype.setExplosionLevel=function(iLevel){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCViewer.explodeManager.setMagnitude(iLevel)];case 1:_a.sent();return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ExplodeLevelChangeEvent,this,iLevel)];case 2:_a.sent();return[2]}}))}))})()};eDwView.prototype.getExplosionLevel=function(){return this.HCViewer.explodeManager.getMagnitude()};eDwView.prototype.getDrawMode=function(){return this.mDrawMode};eDwView.prototype.setDrawMode=function(iValue){var _this=this;var viewHC=this.getHCView();var settingsHC=viewHC.getHiddenLineSettings();switch(iValue){case"ShadedWithEdges":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);break;case"Shaded":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.Shaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.Shaded);break;case"HiddenLinesRemoved":settingsHC.setObscuredLineOpacity(0);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"HiddenLinesVisible":settingsHC.setObscuredLineOpacity(.5);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"Wireframe":settingsHC.setObscuredLineOpacity(1);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;default:throw new Error("Unknown draw mode: "+iValue)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mDrawMode=iValue;return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DrawModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.getPerspectiveMode=function(){return this.getHCView().getProjectionMode()===eDwTypes_18.HC.Projection.Perspective};eDwView.prototype.setPerspectiveMode=function(iValue){var _this=this;if(!iValue){this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Orthographic)}else{this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Perspective)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ProjModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})();return iValue};eDwView.prototype.resetDrawMode=function(){this.setDrawMode(this.ViewerFeatureOpts.RenderType||"ShadedWithEdges")};eDwView.prototype.initializeManagers=function(){new eDwSelMgr(this);new eDwXSectionMgr(this);new eDwViewMgr(this);new eDwTouchOpsMgr(this)};eDwView.prototype.drawDebugBoundingBox=function(iBBox){return __awaiter(this,void 0,void 0,(function(){var modelHC,beautifulGreen,vmin,vmax,p0,p1,p2,p3,p4,p5,p6,p7,polylineData0,polylineData1,polylineData2,polylineData3,rgba,i,tmp,boxMesh,key,meshInstance;return __generator(this,(function(_a){switch(_a.label){case 0:modelHC=this.getModel().getHCModel();beautifulGreen=new eDwTypes_18.HC.Color(0,255,0);vmin=iBBox.min;vmax=iBBox.max;p0=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmax.z);p4=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmin.z);p5=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmin.z);p6=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmin.z);p7=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmin.z);polylineData0=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];polylineData1=[p4.x,p4.y,p4.z,p5.x,p5.y,p5.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z,p4.x,p4.y,p4.z];polylineData2=[p4.x,p4.y,p4.z,p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p5.x,p5.y,p5.z,p4.x,p4.y,p4.z];polylineData3=[p7.x,p7.y,p7.z,p3.x,p3.y,p3.z,p2.x,p2.y,p2.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_18.HC.MeshData;boxMesh.addPolyline(polylineData0,rgba);boxMesh.addPolyline(polylineData1,rgba);boxMesh.addPolyline(polylineData2,rgba);boxMesh.addPolyline(polylineData3,rgba);return[4,modelHC.createMesh(boxMesh)];case 1:key=_a.sent();meshInstance=new eDwTypes_18.HC.MeshInstanceData(key);return[2,modelHC.createMeshInstance(meshInstance)]}}))}))};eDwView.prototype.finishInit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.InitEvent,this)];case 1:_a.sent();this.HCViewer.sheetManager.setBackgroundSheetEnabled(false);eDwHistoryMgr.get().clear();return[2]}}))}))};return eDwView}();function l_closeHCConnection(iViewer){if(!iViewer)return;var viewHC=iViewer.getHCView();viewHC.setCamera(viewHC.getCamera());console.debugLog("Viewer","Closing viewer connection...");iViewer.HCViewer.closeConnection()}return eDwView}));define("eDwViewMgr",["require","exports","eDwEventMgr","eDwSelObj","eDwEvents","eDwTypes"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwEvents_11,eDwTypes_19){"use strict";var eDwViewMgr=function(){function eDwViewMgr(iViewer){if(!iViewer)throw new Error("Must have viewer object");iViewer.ViewMgr=this;this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.mAnimationTimeOutID=-1;this.mViewer=iViewer}eDwViewMgr.prototype.start=function(){var _this=this;if(this.mViewer.getModel().isDrawing())return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StartAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})();this.mViewAnimationActive=true;this.animateNextView()};eDwViewMgr.prototype.stop=function(){var _this=this;this.mViewAnimationActive=false;if(this.mAnimationTimeOutID>-1){window.clearTimeout(this.mAnimationTimeOutID);this.mAnimationTimeOutID=-1}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StopAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.reset=function(){this.stop();this.mViewAnimationIndex=0};eDwViewMgr.prototype.isActive=function(){return this.mViewAnimationActive};eDwViewMgr.prototype.setViewOrientation=function(iEyeDirHC,iDuration){var _this=this;if(iDuration===void 0){iDuration=400}var centerHC=this.mViewer.getModel().getBoundingBox().center();var viewHC=this.mViewer.getHCView();var cameraHC=viewHC.getCamera().copy();var upVecHC=cameraHC.getUp();var eyeVecHC=cameraHC.getTarget().subtract(cameraHC.getPosition());var dist=eyeVecHC.length();switch(iEyeDirHC){case eDwTypes_19.HC.ViewOrientation.Front:eyeVecHC.set(0,0,1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Back:eyeVecHC.set(0,0,-1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Left:eyeVecHC.set(-1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Right:eyeVecHC.set(1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Top:eyeVecHC.set(0,1,0).scale(dist);upVecHC.set(0,0,-1);break;case eDwTypes_19.HC.ViewOrientation.Bottom:eyeVecHC.set(0,-1,0).scale(dist);upVecHC.set(0,0,1);break;case eDwTypes_19.HC.ViewOrientation.Iso:eyeVecHC.set(1,1,1).normalize().scale(dist);upVecHC.set(-.408204,.816541,-.408204);break;default:throw new Error("Unsupported orientation: "+iEyeDirHC)}this.adjustOrientation(eyeVecHC,upVecHC);cameraHC.setPosition(eyeVecHC.add(centerHC));cameraHC.setUp(upVecHC);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,viewHC.fitWorld(iDuration,cameraHC)];case 1:_a.sent();return[2]}}))}))})();return cameraHC};eDwViewMgr.prototype.setViewOrientationToDirection=function(normal){var camera=this.mViewer.getHCView().getCamera();var position=camera.getPosition();var target=camera.getTarget();var up=camera.getUp();var delta=target.subtract(position);var distance=delta.length();var bbox=this.mViewer.getModel().getBoundingBox();var bbox_min=bbox.min;var bbox_max=bbox.max;target=eDwTypes_19.HC.Point3.add(bbox_max,bbox_min).scale(.5);var eyeVec=eDwTypes_19.HC.Point3.scale(normal,distance);position=eDwTypes_19.HC.Point3.add(target,eyeVec);var vTest=new eDwTypes_19.HC.Point3(1,0,0);var isParallel=eDwTypes_19.HC.Point3.dot(vTest,normal);if(Math.abs(Math.abs(isParallel)-1)<.001){vTest.set(0,1,0);var vec=eDwTypes_19.HC.Point3.cross(normal,vTest);vec=vec.normalize();up=eDwTypes_19.HC.Point3.cross(vec,normal);up=up.normalize()}else{up=eDwTypes_19.HC.Point3.cross(normal,vTest);up=up.normalize()}var dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(1,0,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,1,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,0,1));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}camera.setPosition(position);camera.setTarget(target);camera.setUp(up);this.setCamera(camera,500);return camera};eDwViewMgr.prototype.setCamera=function(iCameraHC,iTimeInMS){if(iTimeInMS===void 0){iTimeInMS=400}if(!iCameraHC)return false;var cameraHC=iCameraHC.copy();cameraHC.setProjection(this.mViewer.getHCView().getCamera().getProjection());return this.mViewer.getHCView().setCamera(cameraHC,iTimeInMS)};eDwViewMgr.prototype.enableAmbientOcclusion=function(iEnable){var _this=this;this.mViewer.getHCView().setAmbientOcclusionEnabled(iEnable);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.AmbientOcclChangeEvent,this,iEnable)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.fitScreenToNodes=function(iNodeIDsHC,ioCamera){return __awaiter(this,void 0,void 0,(function(){var model,bboxHC,subtract,viewVec,centerHC,add,ratio,boxMaxLen;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioCamera)return[2];model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC(iNodeIDsHC)];case 1:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];subtract=eDwTypes_19.HC.Point3.subtract;viewVec=subtract(ioCamera.getPosition(),ioCamera.getTarget());centerHC=bboxHC.center().copy();ioCamera.setTarget(centerHC);add=eDwTypes_19.HC.Point3.add;ioCamera.setPosition(add(centerHC,viewVec));ratio=ioCamera.getWidth()/ioCamera.getHeight();if(this.mViewer.getModel().isDrawing()){bboxHC.min.z=bboxHC.max.z=0}boxMaxLen=bboxHC.extents().length();ioCamera.setHeight(boxMaxLen);ioCamera.setWidth(boxMaxLen*ratio);this.setCamera(ioCamera,400);return[2]}}))}))};eDwViewMgr.prototype.pickFromPoint=function(iPnt2DHC,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var selObjHC,toLocalTransformHC,viewHC,iExcp_17;return __generator(this,(function(_a){switch(_a.label){case 0:selObjHC=eDwTypes_19.HC.Selection.SelectionItem.create();toLocalTransformHC=new eDwTypes_19.HC.Matrix;_a.label=1;case 1:_a.trys.push([1,3,,4]);viewHC=this.mViewer.getHCView();return[4,viewHC.pickFromPoint(iPnt2DHC,iPickConfig)];case 2:selObjHC=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() - "+selObjHC.getNodeId()+" - "+JSON.stringify(iPnt2DHC));console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number before");toLocalTransformHC=eDwSelObj.getLocalTransform(selObjHC,this.mViewer.getModel());console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after");return[3,4];case 3:iExcp_17=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() failed - "+iExcp_17.message);return[3,4];case 4:console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after 2");return[2,new eDwSelObj(selObjHC,toLocalTransformHC)]}}))}))};eDwViewMgr.prototype.onCameraUpdate=function(){this.mViewAnimationIndex+=1;if(this.mViewAnimationIndex>=eDwViewMgr.viewAnimations.length){this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.stop()}if(this.mViewAnimationActive){this.animateNextView()}};eDwViewMgr.prototype.animateNextView=function(){var _this=this;if(this.mViewAnimationActive){this.setViewOrientation(eDwViewMgr.viewAnimations[this.mViewAnimationIndex],2e3);this.mAnimationTimeOutID=window.setTimeout((function(){_this.onCameraUpdate()}),2e3)}};eDwViewMgr.prototype.adjustOrientation=function(ioEveVecHC,ioUpVecHC){if(this.mViewer.getModel().getProperty("zUp")==="true"){cCamZUpMat.transform(ioEveVecHC,ioEveVecHC);cCamZUpMat.transform(ioUpVecHC,ioUpVecHC)}};eDwViewMgr.viewAnimations=[eDwTypes_19.HC.ViewOrientation.Front,eDwTypes_19.HC.ViewOrientation.Back,eDwTypes_19.HC.ViewOrientation.Left,eDwTypes_19.HC.ViewOrientation.Right,eDwTypes_19.HC.ViewOrientation.Bottom,eDwTypes_19.HC.ViewOrientation.Top,eDwTypes_19.HC.ViewOrientation.Iso];return eDwViewMgr}();var cCamZUpMat=eDwTypes_19.HC.Matrix.createFromArray([0,1,0,0,0,0,1,0,1,0,0,0,0,0,0,1]);return eDwViewMgr}));define("eDwXSectionMgr",["require","exports","eDwXSectionOperator","eDwGeomUtils","eDwTypes","eDwTypes"],(function(require,exports,eDwXSectionOperator,eDwGeomUtils,eDwTypes_20,eDwTypes_21){"use strict";var eDwXSectionMgr=function(){function eDwXSectionMgr(iViewer){iViewer.XSectionMgr=this;this.mViewer=iViewer;var xSectionOp=new eDwXSectionOperator(iViewer);this.mXSectionOpID=iViewer.OperatorMgr.registerCustomOperator(xSectionOp);this.HCXSectionMgr=iViewer.HCViewer.cuttingManager;this.SectionCapVisibility=false;this.mXSectionIndex=eDwTypes_20.SectionPlaneOrientation.XY.Index;this.mSectionVisibility=true;this.mSectionsVisibilityState=[false,false,false]}eDwXSectionMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mXSectionOpID);this.mViewer.XSectionMgr=null};eDwXSectionMgr.prototype.turnOnSectionPlane=function(iOn){var _this=this;if(this.getXSectionHC()){if(iOn){(function(){return __awaiter(_this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){switch(_a.label){case 0:ret=this.mViewer.OperatorMgr.push(this.mXSectionOpID);console.debugLog("Section","Section plane operator push ret = "+ret);return[4,this.HCXSectionMgr.setCappingGeometryVisibility(true)];case 1:_a.sent();return[2]}}))}))})()}else{var opID=this.mViewer.OperatorMgr.pop();console.debugLog("Section","Popped op ID = "+opID+" xSection op ID = "+this.mXSectionOpID)}}};eDwXSectionMgr.prototype.activateCurrent=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().activate()];case 1:_a.sent();return[4,this.setToCurrentSectionPlane()];case 2:_a.sent();if(!!this.mSectionVisibility)return[3,4];return[4,this.updateSectionVisibility(false)];case 3:_a.sent();_a.label=4;case 4:return[2]}}))}))})()};eDwXSectionMgr.prototype.deactivateCurrent=function(){var _this=this;this.mSectionsVisibilityState=[false,false,false];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().deactivate()];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.isCurrentActive=function(){return this.getXSectionHC().isActive()};Object.defineProperty(eDwXSectionMgr.prototype,"SectionIndex",{get:function(){return this.mXSectionIndex},enumerable:false,configurable:true});eDwXSectionMgr.prototype.setSectionPlane=function(ioSection,iAllowActivation){if(iAllowActivation===void 0){iAllowActivation=true}return __awaiter(this,void 0,void 0,(function(){var bbox,bboxExtents,sectionHC,boxCenter,sectionPlane,minPlanePt,maxPlanePt,vec,centerPt,dir,mirrorPlaneNormal,mirrorPlane,maxOnPlnPt,minOnPlnPt,mirrorPlaneDist,distDir,revDistDir,pts;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.getModel().calculateBoundingBox()];case 1:bbox=_a.sent();bboxExtents=bbox.extents();if(!ioSection||bboxExtents.equals(eDwTypes_21.HC.Point3.zero()))return[2];sectionHC=this.getXSectionHC();if(!(ioSection.Index!==this.mXSectionIndex))return[3,6];if(!sectionHC)return[3,5];if(!sectionHC.isActive())return[3,3];return[4,sectionHC.deactivate()];case 2:_a.sent();_a.label=3;case 3:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 4:_a.sent();_a.label=5;case 5:this.mXSectionIndex=ioSection.Index;sectionHC=this.getXSectionHC();_a.label=6;case 6:boxCenter=bbox.center();if(!(sectionHC.getCount()<1))return[3,9];sectionPlane=ioSection.Plane.copy();sectionPlane.d=-sectionPlane.distanceToPoint(boxCenter);minPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.min,sectionPlane);maxPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.max,sectionPlane);vec=maxPlanePt.copy().subtract(minPlanePt);vec=vec.scale(.55);centerPt=eDwGeomUtils.dropPointOnPlane(boxCenter,sectionPlane);dir=sectionPlane.normal.copy();centerPt=centerPt.add(dir.scale(sectionPlane.d));mirrorPlaneNormal=eDwTypes_21.HC.Point3.zero();eDwTypes_21.HC.Util.oneVectorCross(sectionPlane.normal.copy(),mirrorPlaneNormal);mirrorPlane=eDwTypes_21.HC.Plane.createFromPointAndNormal(centerPt,mirrorPlaneNormal);maxOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec);minOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec.scale(-1));mirrorPlaneDist=mirrorPlane.distanceToPoint(maxOnPlnPt);distDir=mirrorPlaneNormal.copy().scale(2*mirrorPlaneDist);revDistDir=distDir.copy().scale(-1);pts=[];pts.push(minOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(maxOnPlnPt,revDistDir));pts.push(maxOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(minOnPlnPt,distDir));sectionHC=this.getXSectionHC();return[4,sectionHC.addPlane(sectionPlane,pts)];case 7:_a.sent();return[4,sectionHC.setColor(eDwTypes_21.HC.Color.createFromFloat(0,1,0))];case 8:_a.sent();_a.label=9;case 9:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 10:_a.sent();return[4,this.HCXSectionMgr.setStandinGeometryPickable(true)];case 11:_a.sent();return[2]}}))}))};eDwXSectionMgr.prototype.flipSectionPlane=function(){var _this=this;var sectionHC=this.getXSectionHC();if(!sectionHC)return;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return;sectionPlane.normal.negate();sectionPlane.d=-sectionPlane.d;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlane)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.setViewToSectionPlane=function(){var sectionHC=this.getXSectionHC();if(!sectionHC)return null;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return null;return this.mViewer.ViewMgr.setViewOrientationToDirection(sectionPlane.normal.copy())};eDwXSectionMgr.prototype.moveCurrentAlongNormal=function(iDistVec){var _this=this;var camera=this.mViewer.getHCView().getCamera();var camPosition=camera.getPosition();var camTarget=camera.getTarget();var camUp=camera.getUp();var camZ=camTarget.subtract(camPosition);camZ=camZ.normalize();var camY=camUp.normalize();var camX=eDwTypes_21.HC.Point3.cross(camZ,camY);var realVec=camX.scale(iDistVec.x).add(camY.scale(iDistVec.y));realVec.add(camZ.scale(iDistVec.z));var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);var normal=sectionPlaneHC.normal.copy();normal=normal.normalize();var distance=eDwTypes_21.HC.Point3.dot(realVec,normal);if(Math.abs(distance)<1e-6)return;sectionPlaneHC.d-=distance;var lenVec=normal.scale(distance);var newPosMat=new eDwTypes_21.HC.Matrix;newPosMat=newPosMat.setTranslationComponent(lenVec.x,lenVec.y,lenVec.z);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlaneHC,newPosMat,true,false)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.disableSectionCapVisibility=function(iDisable){this.setSectionCapVisibility(iDisable?false:this.mEnableSectionCaps)};eDwXSectionMgr.prototype.projectPoint=function(iPnt){var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);return eDwGeomUtils.dropPointOnPlane(iPnt,sectionPlaneHC)};eDwXSectionMgr.prototype.getXSectionHC=function(){return this.HCXSectionMgr.getCuttingSection(this.mXSectionIndex)};eDwXSectionMgr.prototype.setSectionCapVisibility=function(iEnable){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCXSectionMgr.setCappingFaceColor(iEnable?cSectionCapFaceColor:null)];case 1:_a.sent();return[4,this.HCXSectionMgr.setCappingLineColor(iEnable?null:cSectionCapOutlineColor)];case 2:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.updateSectionVisibility=function(iVisible){return __awaiter(this,void 0,void 0,(function(){var activePlaneX,isSectionVisible,iExcp_18;return __generator(this,(function(_a){switch(_a.label){case 0:activePlaneX=this.getXSectionHC();activePlaneX.setOpacity(iVisible?cSectionPlaneOpacity:0);isSectionVisible=this.mSectionsVisibilityState[this.mXSectionIndex];this.mSectionsVisibilityState[this.mXSectionIndex]=iVisible;if(!iVisible)return[3,7];if(!(activePlaneX.isActive()&&isSectionVisible))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,activePlaneX.deactivate()];case 2:_a.sent();return[3,4];case 3:iExcp_18=_a.sent();return[3,4];case 4:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 5:_a.sent();return[4,activePlaneX.activate()];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwXSectionMgr.prototype.setToCurrentSectionPlane=function(){return __awaiter(this,void 0,void 0,(function(){var orientation,orientations,_a,_b,_i,orientationName;return __generator(this,(function(_c){switch(_c.label){case 0:orientations=eDwTypes_20.SectionPlaneOrientation;_a=[];for(_b in orientations)_a.push(_b);_i=0;_c.label=1;case 1:if(!(_i<_a.length))return[3,4];orientationName=_a[_i];orientation=orientations[orientationName];if(!(orientation.Index===this.mXSectionIndex))return[3,3];return[4,this.setSectionPlane(orientation)];case 2:_c.sent();return[2];case 3:_i++;return[3,1];case 4:return[2]}}))}))};Object.defineProperty(eDwXSectionMgr.prototype,"SectionCapVisibility",{get:function(){return this.mEnableSectionCaps},set:function(iEnable){this.mEnableSectionCaps=iEnable;this.setSectionCapVisibility(iEnable)},enumerable:false,configurable:true});Object.defineProperty(eDwXSectionMgr.prototype,"SectionVisibility",{set:function(iVisible){var _this=this;this.mSectionVisibility=iVisible;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 1:_a.sent();return[2]}}))}))})()},enumerable:false,configurable:true});return eDwXSectionMgr}();var cSectionPlaneOpacity=.3;var cSectionCapFaceColor=new eDwTypes_21.HC.Color(128,128,128);var cSectionCapOutlineColor=new eDwTypes_21.HC.Color(255,0,0);return eDwXSectionMgr}));define("eDwXSectionOperator",["require","exports","eDwTypes","eDwOperatorBaseDeps","eDwCommandMgr","eDwMoveSectionPlaneCmd","utils"],(function(require,exports,eDwTypes_22,eDwOperatorBaseDeps_3,eDwCommandMgr,eDwMoveSectionPlaneCmd,utils){"use strict";var eDwXSectionOperator=function(_super){__extends(eDwXSectionOperator,_super);function eDwXSectionOperator(iViewer){return _super.call(this,iViewer)||this}eDwXSectionOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.Viewer.XSectionMgr.activateCurrent();return[2]}}))}))};eDwXSectionOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.Viewer.XSectionMgr.deactivateCurrent();return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var selObj,selObjNodeIDHC,sectionMgr,typeOfSel,objHC,sectionMgrHC;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent||!this.Viewer.XSectionMgr.isCurrentActive()){ioMouseEvent.setHandled(true);return[2]}return[4,eDwOperatorBaseDeps_3.eDwBaseOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 1:selObj=_a.sent();selObjNodeIDHC=selObj.getIDHC();if(utils.isNaN(selObjNodeIDHC)||selObjNodeIDHC>=0){ioMouseEvent.setHandled(false);return[2]}return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 2:_a.sent();sectionMgr=this.Viewer.XSectionMgr;sectionMgr.disableSectionCapVisibility(true);ioMouseEvent.setHandled(true);if(selObjNodeIDHC){typeOfSel=selObj.getSelectionType();objHC=typeOfSel===eDwTypes_22.HC.SelectionType.None?null:selObj;console.debugLog("Section","sel obj = "+JSON.stringify(objHC));sectionMgrHC=this.Viewer.XSectionMgr.HCXSectionMgr;if(sectionMgrHC.getCuttingSectionFromNodeId(selObjNodeIDHC)){this.mSectionDragPtHC=this.screenToWorld(ioMouseEvent.getPosition())||this.mSectionDragPtHC}}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,this.mMoveSectionCmd.cancel()];case 1:_a.sent();_a.label=2;case 2:this.mMoveSectionCmd=new eDwMoveSectionPlaneCmd(this.Viewer);return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var crossSectionMgr,pos2DHC,pnt3DHC,delta;return __generator(this,(function(_a){ioMouseEvent.setHandled(false);crossSectionMgr=this.Viewer.XSectionMgr;if(!crossSectionMgr.isCurrentActive()){return[2]}if(this.CurrInputInfo&&this.mSectionDragPtHC){pos2DHC=ioMouseEvent.getPosition();pnt3DHC=this.screenToWorld(pos2DHC);if(!pnt3DHC)return[2];delta=eDwTypes_22.HC.Point3.subtract(pnt3DHC,this.mSectionDragPtHC);this.Viewer.XSectionMgr.moveCurrentAlongNormal(delta);this.mSectionDragPtHC=pnt3DHC;ioMouseEvent.setHandled(true)}return[2]}))}))};eDwXSectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();this.Viewer.XSectionMgr.disableSectionCapVisibility(false);ioMouseEvent.setHandled(false);delete this.mSectionDragPtHC;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,eDwCommandMgr.get().run(this.mMoveSectionCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:delete this.mMoveSectionCmd;return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_22.HC.EventType.MouseDown||iEventType===eDwTypes_22.HC.EventType.TouchStart};eDwXSectionOperator.prototype.screenToWorld=function(iPos2DHC){var viewHC=this.Viewer.getHCView();var normScrPos2DHC=viewHC.pointToWindowPosition(iPos2DHC);var inPnt3DHC=new eDwTypes_22.HC.Point3(normScrPos2DHC.x,normScrPos2DHC.y,0);var projMatHC=viewHC.getProjectionMatrix();projMatHC.m[15]=1;var invMatHC=eDwTypes_22.HC.Matrix.inverse(projMatHC);if(!invMatHC)return null;var tMatHC=invMatHC.transpose();var worldPnt3D=eDwTypes_22.HC.Point3.zero();var div=inPnt3DHC.x*tMatHC.m[3]+inPnt3DHC.y*tMatHC.m[7]+inPnt3DHC.z*tMatHC.m[11]+tMatHC.m[15];worldPnt3D.x=(inPnt3DHC.x*tMatHC.m[0]+inPnt3DHC.y*tMatHC.m[1]+inPnt3DHC.z*tMatHC.m[2]+tMatHC.m[3])/div;worldPnt3D.y=(inPnt3DHC.x*tMatHC.m[4]+inPnt3DHC.y*tMatHC.m[5]+inPnt3DHC.z*tMatHC.m[6]+tMatHC.m[7])/div;worldPnt3D.z=(inPnt3DHC.x*tMatHC.m[8]+inPnt3DHC.y*tMatHC.m[9]+inPnt3DHC.z*tMatHC.m[10]+tMatHC.m[11])/div;return worldPnt3D};return eDwXSectionOperator}(eDwOperatorBaseDeps_3.eDwBaseOperator);return eDwXSectionOperator}));define("eDwZoomToFitCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwZoomToFitCmd=function(_super){__extends(eDwZoomToFitCmd,_super);function eDwZoomToFitCmd(iViewer,iNodeID,iCamera){var _this=_super.call(this,iViewer)||this;_this.mInitialCamera=iCamera.copy();_this.mFinalCamera=iCamera.copy();_this.mNodeIDHC=iNodeID;return _this}eDwZoomToFitCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.ViewMgr.fitScreenToNodes([this.mNodeIDHC],this.mFinalCamera)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwZoomToFitCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwZoomToFitCmd}(eDwSupportsHistoryCmd);return eDwZoomToFitCmd}));requirejs.config({baseUrl:"./js/3rdParty",paths:{jquery:"jquery.min","jquery-ui":"jquery-ui.min","jquery.fullscreen":"jquery.fullscreen.min","jquery.iframe-transport":"jquery.iframe-transport","jquery.fileupload":"jquery.fileupload","solidworks.web":"solidworks.web"},map:{"jquery.fileupload":{"jquery-ui/ui/widget":"jquery-ui"}},shim:{eDrawingsBase:{deps:["jquery"]},"jquery-ui":{deps:["jquery"]},"jquery.fullscreen":{deps:["jquery"]},"jquery.iframe-transport":{deps:["jquery"]},"jquery-ajax-native":{deps:["jquery"]}}});requirejs(["eDrawingsWebViewer"],(function(eDwWebViewer){console.excludeDebugLogCategories=["UIEvents","BaseSelOp","Operator"];eDwWebViewer.start()}));define("utils",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.makeArray=exports.getFirstMatchedMethodObj=exports.formatString=exports.ReversibleStringEnum=exports.deepCopyArray=exports.getExtension=exports.isEqual=exports.isNumber=exports.isNaN=exports.appendToArray=exports.isOfType=exports.getObjectTypeName=exports.isInstanceOf=exports.populateMixinObjectFromClasses=exports.populateMixinObject=exports.MixinBase=exports.getUint8Array=exports.forAll=void 0;function forAll(iFunc,iDictionary){if(!iDictionary)return;Object.keys(iDictionary).forEach((function(iKeyString){var key=parseInt(iKeyString,10);iFunc(key,iDictionary[key])}))}exports.forAll=forAll;function getUint8Array(iBase64EncodedString){var binString=window.atob(iBase64EncodedString);var len=binString.length;var bytes=new Uint8Array(len);for(var i=0;i<len;i++){bytes[i]=binString.charCodeAt(i)}return bytes}exports.getUint8Array=getUint8Array;var MixinBase=function(_super){__extends(MixinBase,_super);function MixinBase(iMixinConstructors){var _this=_super.call(this)||this;populateMixinObjectFromClasses(_this,iMixinConstructors);return _this}return MixinBase}(Function);exports.MixinBase=MixinBase;function populateMixinObject(ioDestObj,iSrcObjs){for(var _i=0,iSrcObjs_1=iSrcObjs;_i<iSrcObjs_1.length;_i++){var srcObj=iSrcObjs_1[_i];var mixinProps=Object.getOwnPropertyNames(srcObj);for(var _a=0,mixinProps_1=mixinProps;_a<mixinProps_1.length;_a++){var mixinProp=mixinProps_1[_a];ioDestObj[mixinProp]=srcObj[mixinProp]}}}exports.populateMixinObject=populateMixinObject;function populateMixinObjectFromClasses(ioDestObj,iConstructors){populateMixinObject(ioDestObj,iConstructors.map((function(iConstructor){return iConstructor.prototype})));ioDestObj.MixinConstructors=iConstructors}exports.populateMixinObjectFromClasses=populateMixinObjectFromClasses;function isInstanceOf(iInstance,iConstructor){if(!iInstance)return false;function isMixinInstance(){if(!isOfType(iInstance,"MixinConstructors"))return false;var index=iInstance.MixinConstructors.indexOf(iConstructor);return index>-1?true:false}return iInstance instanceof iConstructor?true:isMixinInstance()}exports.isInstanceOf=isInstanceOf;function getObjectTypeName(iObj){if(!iObj)return"";return iObj.constructor.toString().split(" ")[1].split("(")[0]}exports.getObjectTypeName=getObjectTypeName;function isOfType(iArg,iDiscriminator){var argType=typeof iArg;return iArg&&(argType==="object"||argType==="function")?iDiscriminator in iArg:false}exports.isOfType=isOfType;function appendToArray(iElemForArray,ioArray){if(!iElemForArray||!ioArray)return;if(iElemForArray instanceof Promise){ioArray.push(iElemForArray.catch((function(iExcp){return iExcp})))}else{ioArray.push(iElemForArray)}}exports.appendToArray=appendToArray;function isNaN(iInput){return!isNumber(iInput)}exports.isNaN=isNaN;var cOrigNaN=window.isNaN;window.isNaN=isNaN;function isNumber(iInput){return typeof iInput==="number"&&(iInput===0||!cOrigNaN(iInput))?true:false}exports.isNumber=isNumber;function isEqual(iFirstObj,iSecondObj,iStrict){if(iStrict===void 0){iStrict=false}if(iFirstObj===iSecondObj)return true;if(!iFirstObj||!iSecondObj)return false;if(typeof iFirstObj!==typeof iSecondObj)return false;var numKeys=Object.keys(iFirstObj).length;if(iStrict&&numKeys!==Object.keys(iSecondObj).length)return false;var matchKeys=0;for(var key in iFirstObj){if(iFirstObj[key]===iSecondObj[key])++matchKeys}return numKeys===matchKeys?true:false}exports.isEqual=isEqual;function getExtension(iString){if(!iString)return"";var pos=iString.lastIndexOf(".");return pos===-1?"":iString.substr(pos+1).toLowerCase()}exports.getExtension=getExtension;function deepCopyArray(iArray){return JSON.parse(JSON.stringify(iArray))}exports.deepCopyArray=deepCopyArray;var ReversibleStringEnum=function(){function ReversibleStringEnum(iReversibleMapData){this.mMapping=iReversibleMapData;this.mReverseMapping={};for(var key in iReversibleMapData){this.mReverseMapping[iReversibleMapData[key]]=key}}ReversibleStringEnum.prototype.getValue=function(iKey){var value=this.mMapping[iKey];return value?value:this.mReverseMapping[iKey]};return ReversibleStringEnum}();exports.ReversibleStringEnum=ReversibleStringEnum;function formatString(iFormat){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}var argIndex=0;var replFormat=iFormat.replace(/\${([a-zA-Z0-9_-]+)}/g,(function(iPosParam){var val=typeof iArgs[argIndex]!=="undefined"?iArgs[argIndex]:iPosParam;++argIndex;return val}));return replFormat}exports.formatString=formatString;function getFirstMatchedMethodObj(iObj,iPartialName){if(!iObj||!iPartialName)return null;var props=$.map(iObj,(function(iValue,iKey){return iKey.indexOf(iPartialName)>-1?iKey:null}));return props.length?iObj[props[0]]:null}exports.getFirstMatchedMethodObj=getFirstMatchedMethodObj;function makeArray(iObj){return iObj?Object.keys(iObj).map((function(iKey){return iObj[iKey]})):[]}exports.makeArray=makeArray}));
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